### E7 : Left Cell Data ## cell #0 : |C| = 1 W-rep = phi[1,0] special rep = phi[1,0] , dim = 1 orbit = E7 depth of tau_infinity partitioning = 1 number of tau_infinity subcells = 1 1 tau_infinity subcells with 1 member(s) subcells = [ [0] ] cell #1 : |C| = 7 W-rep = phi[7,1] special rep = phi[7,1] , dim = 7 orbit = E7(a1) depth of tau_infinity partitioning = 1 number of tau_infinity subcells = 7 7 tau_infinity subcells with 1 member(s) subcells = [ [1],[9],[40],[136],[409],[484],[1248] ] cell #2 : |C| = 7 W-rep = phi[7,1] special rep = phi[7,1] , dim = 7 orbit = E7(a1) depth of tau_infinity partitioning = 1 number of tau_infinity subcells = 7 7 tau_infinity subcells with 1 member(s) subcells = [ [2],[8],[12],[50],[177],[213],[611] ] cell #3 : |C| = 7 W-rep = phi[7,1] special rep = phi[7,1] , dim = 7 orbit = E7(a1) depth of tau_infinity partitioning = 1 number of tau_infinity subcells = 7 7 tau_infinity subcells with 1 member(s) subcells = [ [3],[10],[16],[35],[68],[83],[271] ] cell #4 : |C| = 7 W-rep = phi[7,1] special rep = phi[7,1] , dim = 7 orbit = E7(a1) depth of tau_infinity partitioning = 1 number of tau_infinity subcells = 7 7 tau_infinity subcells with 1 member(s) subcells = [ [4],[13],[22],[27],[38],[105],[112] ] cell #5 : |C| = 7 W-rep = phi[7,1] special rep = phi[7,1] , dim = 7 orbit = E7(a1) depth of tau_infinity partitioning = 1 number of tau_infinity subcells = 7 7 tau_infinity subcells with 1 member(s) subcells = [ [5],[18],[33],[45],[85],[117],[295] ] cell #6 : |C| = 7 W-rep = phi[7,1] special rep = phi[7,1] , dim = 7 orbit = E7(a1) depth of tau_infinity partitioning = 1 number of tau_infinity subcells = 7 7 tau_infinity subcells with 1 member(s) subcells = [ [6],[17],[44],[69],[116],[272],[294] ] cell #7 : |C| = 7 W-rep = phi[7,1] special rep = phi[7,1] , dim = 7 orbit = E7(a1) depth of tau_infinity partitioning = 1 number of tau_infinity subcells = 7 7 tau_infinity subcells with 1 member(s) subcells = [ [7],[23],[59],[130],[222],[302],[673] ] cell #8 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [11],[37],[49],[133],[176],[212],[311],[406],[481],[610],[843],[984],[1245],[1517],[1548],[2342],[3138],[3569],[4060],[5766],[7129],[7560],[10660],[13719],[19860],[29267],[42266] ] cell #9 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [14],[42],[47],[66],[81],[115],[123],[174],[210],[269],[396],[471],[608],[761],[780],[1235],[1720],[1984],[2279],[3360],[4232],[4496],[6577],[8649],[12897],[19628],[29226] ] cell #10 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [15],[43],[46],[67],[82],[122],[170],[173],[206],[209],[270],[298],[352],[363],[604],[607],[884],[1036],[1202],[1854],[2383],[2535],[3875],[5226],[8056],[12716],[19593] ] cell #11 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [19],[55],[61],[102],[127],[149],[167],[218],[264],[300],[317],[360],[497],[601],[990],[1033],[1199],[1523],[1851],[2532],[3144],[3872],[5223],[7135],[8053],[12714],[19594] ] cell #12 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [20],[56],[60],[64],[103],[128],[148],[152],[219],[263],[267],[316],[476],[496],[500],[586],[679],[766],[957],[1339],[1725],[2161],[3004],[4237],[4810],[7916],[12684] ] cell #13 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [21],[57],[62],[104],[150],[162],[220],[260],[265],[318],[355],[457],[498],[596],[654],[703],[991],[1028],[1130],[1393],[1524],[1630],[2726],[3145],[4705],[7136],[7888] ] cell #14 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [24],[52],[76],[125],[143],[179],[203],[299],[314],[349],[416],[613],[846],[881],[1255],[1551],[2345],[2380],[3572],[4063],[5769],[7563],[10663],[13722],[19863],[29266],[42265] ] cell #15 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [25],[53],[75],[79],[126],[142],[146],[180],[313],[399],[415],[419],[614],[678],[783],[1238],[1254],[1258],[1987],[2282],[3363],[4499],[6580],[8652],[12900],[19629],[29224] ] cell #16 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [26],[54],[77],[144],[181],[198],[315],[344],[417],[615],[699],[847],[876],[1256],[1392],[1552],[2346],[2375],[3573],[4064],[5770],[7564],[10664],[13723],[19864],[29268],[42264] ] cell #17 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [28],[58],[111],[129],[261],[301],[458],[563],[672],[934],[1140],[1598],[1792],[2171],[2927],[3252],[3619],[4781],[5090],[6144],[8002],[9675],[9984],[12700],[13169],[21472],[38566] ] cell #18 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [29],[71],[92],[157],[188],[243],[321],[373],[440],[505],[570],[681],[711],[804],[941],[1046],[1323],[1915],[2008],[2145],[2834],[2994],[4807],[5431],[7914],[11491],[12685] ] cell #19 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [30],[72],[91],[95],[158],[187],[191],[253],[322],[372],[376],[450],[506],[647],[710],[995],[1045],[1049],[1123],[1395],[1528],[1626],[2725],[3149],[4706],[7140],[7889] ] cell #20 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [31],[73],[93],[99],[159],[189],[195],[238],[286],[374],[435],[507],[543],[712],[799],[824],[1047],[1437],[1452],[1916],[2003],[2643],[2649],[2835],[4684],[5432],[11492] ] cell #21 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [32],[74],[96],[110],[192],[237],[241],[377],[384],[438],[546],[717],[802],[917],[1050],[1398],[1440],[1581],[2006],[2632],[2702],[3461],[3602],[4697],[4962],[8936],[17785] ] cell #22 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [34],[90],[100],[160],[196],[247],[323],[444],[550],[682],[808],[921],[1133],[1385],[1585],[1785],[2012],[2706],[2920],[3606],[4774],[5923],[6137],[7904],[8261],[14106],[26593] ] cell #23 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [39],[114],[135],[327],[408],[483],[695],[859],[1000],[1247],[1654],[1899],[2358],[2818],[2865],[4166],[5415],[6082],[6856],[9436],[11475],[12142],[16596],[20962],[29551],[42311],[59460] ] cell #24 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [1082],[1616],[2581],[2720],[4128],[4704],[5834],[6711],[7890],[9291],[10764],[13512],[14523],[16739],[20573],[22038],[23634],[29445],[30440],[34454],[42497],[47968],[48963],[59481],[60558],[86131],[132931] ] cell #25 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2068],[2977],[3710],[4580],[4800],[5179],[6314],[6968],[7701],[7912],[8040],[8583],[9548],[10860],[11239],[12374],[14619],[14998],[16761],[16889],[17432],[20669],[22060],[22188],[22731],[30462],[30590],[34550],[42519],[48985],[49113],[66632],[82876],[114854],[171983], [36,12688],[119,19636],[305,12741],[332,29603],[730,19923],[864,44927],[1005,48126],[1476,13053],[1689,31360],[1934,33804],[2363,74523],[3097,21356],[3497,23175],[4201,54132],[5462,14428],[6035,15743],[7088,38450],[10309,10356],[11522,26915],[18285,39825],[19158,19205] ] cell #26 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [48],[124],[131],[175],[211],[309],[397],[404],[472],[479],[609],[677],[762],[781],[1236],[1243],[1721],[1985],[2280],[3361],[4233],[4497],[6578],[8650],[12898],[19630],[29225] ] cell #27 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [525],[820],[1364],[1450],[2319],[2650],[3400],[3962],[4685],[5668],[6641],[8510],[9221],[10745],[13442],[14504],[15670],[19779],[20554],[23564],[29426],[33660],[34435],[42287],[43189],[63213],[100819] ] cell #28 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [1083],[1617],[2067],[2073],[2582],[2721],[2976],[2982],[4129],[4579],[4585],[4799],[5835],[6712],[6967],[6973],[7909],[9292],[9547],[9553],[10859],[13513],[14618],[16758],[20668],[22057],[23635],[30459],[34549],[42516],[48982],[66629],[82873],[114851],[171980], [41,4725],[118,7919],[137,8100],[297,12691],[331,12932],[337,4901],[410,13945],[485,15260],[863,21235],[869,8875],[1004,23054],[1010,9795],[1249,26432],[1740,5579],[1966,6199],[2362,38329],[2368,17724],[3742,3761],[4252,11639],[7352,18402],[7733,7752] ] cell #29 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [80],[147],[201],[347],[420],[460],[702],[750],[879],[1259],[1421],[1661],[1709],[2378],[2640],[2872],[4173],[4221],[6089],[6863],[9443],[12149],[16603],[20969],[29558],[42313],[59458] ] cell #30 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [65],[153],[165],[268],[358],[385],[501],[587],[599],[706],[769],[958],[1031],[1224],[1340],[1427],[1910],[1973],[2162],[2641],[2829],[3005],[4811],[5426],[7915],[11486],[12683] ] cell #31 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [231],[383],[665],[718],[1222],[1399],[1874],[2217],[2633],[3298],[3911],[5136],[5617],[6624],[8459],[9204],[10030],[12837],[13425],[15619],[19762],[22959],[23547],[29245],[29986],[45310],[74906] ] cell #32 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [526],[821],[1080],[1365],[1614],[2061],[2320],[2579],[2715],[2970],[3401],[4126],[4573],[4789],[5832],[6706],[6961],[7907],[9286],[9541],[10849],[13507],[14608],[16756],[20658],[22055],[23629],[30457],[34539],[42514],[48980],[66627],[82871],[114849],[171978], [51,1499],[134,2741],[178,3120],[214,3520],[312,4740],[325,4813],[407,5338],[426,1780],[482,5958],[495,2025],[612,7111],[693,7942],[857,8787],[998,9707],[1093,1099],[1246,11398],[1265,4292],[1391,12693],[2356,17636],[2457,7392],[2592,2598] ] cell #33 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [12686],[12742],[13059],[14391],[15706],[18248],[19634],[19924],[21362],[23181],[24513],[26878],[29601],[31361],[33805],[38456],[41607],[44925],[48124],[54133],[74521], [63,196380],[151,239277],[164,247010],[266,167080],[357,297218],[499,316249],[585,131212],[598,212399],[705,360398],[956,155603],[1030,385280],[1196,99436],[1338,106644],[1848,119381],[1909,459693],[2160,69038],[2204,128847],[2529,79480],[2828,523237],[3003,84412],[3285,153238],[3869,49884],[4421,58015],[4809,109951],[5123,189292],[5220,61830],[5425,626651],[6502,35243],[6819,73908],[7913,143906],[8046,82047],[8546,44312],[9399,89909],[10017,255554],[11485,785291] ] cell #34 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [89],[161],[292],[324],[595],[683],[966],[1163],[1386],[1815],[2182],[2950],[3263],[3898],[5101],[5604],[6167],[8013],[8446],[9995],[12824],[15173],[15606],[19611],[20208],[31645],[54417] ] cell #35 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [208],[354],[465],[755],[886],[968],[1426],[1501],[1714],[2385],[2679],[3047],[3122],[4226],[4693],[5016],[7038],[7113],[9910],[11076],[14835],[18759],[24957],[31002],[42666],[59512],[81592] ] cell #36 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [101],[197],[248],[288],[445],[545],[551],[809],[825],[922],[1134],[1451],[1586],[1786],[2013],[2648],[2707],[2921],[3607],[4683],[4775],[5924],[6138],[7905],[8262],[14107],[26594] ] cell #37 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [520],[798],[1063],[1359],[1567],[2031],[2297],[2562],[2701],[2890],[3378],[4079],[4543],[4766],[5785],[6692],[6881],[7903],[9272],[9461],[10826],[13493],[14585],[16752],[20635],[22051],[23615],[30453],[34516],[42510],[48976],[66623],[82867],[114845],[171974], [70,1757],[172,3151],[233,3778],[273,4269],[365,1530],[390,5403],[509,2002],[606,7142],[631,7369],[667,7769],[774,2806],[827,8882],[997,1038],[1229,11463],[1432,4752],[1532,4908],[1887,1978],[2326,17731],[2688,7961],[3407,3553],[4695,12695] ] cell #38 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [78],[145],[200],[346],[418],[701],[878],[1257],[1660],[2377],[2871],[4172],[6088],[6862],[9442],[12148],[16602],[20968],[29557],[42312],[59459] ] cell #39 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [171],[364],[389],[605],[773],[826],[1037],[1203],[1228],[1431],[1531],[1855],[1977],[2325],[2536],[2687],[3452],[3552],[3876],[4694],[4953],[5227],[8057],[8927],[12715],[17776],[19592] ] cell #40 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [519],[797],[1062],[1358],[1566],[2030],[2296],[2561],[2700],[2889],[3377],[4078],[4542],[4765],[5784],[6691],[6880],[7902],[9271],[9460],[10825],[13492],[14584],[16751],[20634],[22050],[23614],[30452],[34515],[42509],[48975],[66622],[82866],[114844],[171973], [84,2001],[207,3582],[232,3777],[353,1561],[434,1756],[464,6070],[666,7768],[754,2853],[856,885],[967,9870],[1273,4268],[1425,4764],[1500,4976],[1642,1713],[2355,2384],[2465,7368],[2678,7976],[3007,3121],[4154,4225],[4692,12697],[6998,7112] ] cell #41 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [1387],[1408],[1489],[1752],[1997],[2653],[2750],[3110],[3510],[3773],[4264],[4833],[5347],[5967],[7101],[7364],[7764],[8807],[9727],[11407],[17656], [86,15967],[154,20797],[224,10241],[289,28454],[319,29503],[367,13610],[515,6327],[588,37891],[658,19090],[680,42300],[708,19830],[793,8596],[959,47558],[1158,52275],[1206,26097],[1354,12387],[1810,64851],[1858,33350],[2179,71896],[2207,36924],[2292,17445],[2945,84041],[3260,87897],[3288,46591],[3373,22744],[5098,112042],[5126,61518],[6162,122288],[8010,144253],[9992,158798],[10020,92205],[15170,200388],[20205,237127],[31642,302219],[54414,409244] ] cell #42 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [691],[745],[902],[1043],[1400],[1472],[1704],[1949],[2106],[2401],[2636],[2742],[3093],[3493],[4216],[4373],[4618],[5339],[5959],[7084],[11399], [87,6310],[155,8579],[223,10233],[227,3725],[290,12370],[320,12878],[366,13602],[370,5194],[589,17428],[657,19082],[661,7716],[707,19822],[960,22727],[1159,25365],[1205,26089],[1209,11254],[1394,29252],[1811,32618],[1857,33342],[1861,15013],[2206,36916],[2946,43961],[3287,46583],[3906,52024],[5125,61510],[5612,64600],[6163,68074],[8454,83790],[10019,92197],[12832,109819],[15614,122037],[22954,156575],[29981,187373],[45305,243261],[74901,336928] ] cell #43 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [342],[429],[504],[726],[874],[1015],[1102],[1268],[1419],[1453],[1685],[1930],[2373],[2460],[2601],[2666],[3074],[3474],[4197],[4690],[7065], [88,2078],[156,2987],[225,3706],[291,4590],[368,5175],[510,6291],[590,6978],[659,7697],[709,8030],[788,8560],[961,9558],[1207,11235],[1349,12351],[1433,12850],[1859,14994],[2208,16879],[2287,17409],[2642,19614],[3289,22178],[3368,22708],[3945,25337],[5127,30580],[5651,32590],[6633,36708],[8493,43933],[9213,46375],[10021,49103],[13434,61302],[15653,68046],[19771,81908],[23556,91989],[33652,120155],[43181,145523],[63205,192739],[100811,273479] ] cell #44 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [7892],[7937],[8172],[9128],[10048],[11795],[12721],[12950],[14017],[15332],[16288],[17977],[19903],[21253],[23072],[26504],[28775],[31340],[33784],[38347],[54112], [94,128826],[190,153217],[240,166638],[252,99415],[375,189271],[437,195938],[449,119360],[567,73799],[646,79459],[801,238835],[938,89800],[1048,255533],[1122,49863],[1150,97462],[1320,57906],[1439,293557],[1625,61809],[1802,117407],[2005,315807],[2142,35134],[2483,41233],[2724,82026],[2937,147187],[2991,44203],[3460,381619],[3823,24139],[4029,53623],[4703,109509],[4797,59856],[4961,438270],[5154,30851],[5735,66199],[6154,203322],[8935,532320],[17784,678991] ] cell #45 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [4686],[4721],[4897],[5559],[6179],[7332],[7920],[8096],[8871],[9791],[10453],[11619],[12933],[13941],[15256],[17720],[19302],[21236],[23055],[26428],[38330], [97,73782],[193,89783],[245,97445],[250,53547],[284,57889],[442,117390],[447,66123],[541,35117],[549,128432],[557,72201],[644,41157],[806,147170],[822,44186],[920,152823],[928,88202],[1120,24063],[1310,28518],[1447,59839],[1584,188877],[1592,112347],[1623,30775],[2010,203305],[2132,16031],[2260,37955],[2646,81632],[2705,235528],[2717,42605],[2962,20861],[3341,47622],[3605,255139],[3613,159103],[5922,312500],[8260,362288],[14105,446673],[26592,580526] ] cell #46 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2664],[2790],[3229],[3629],[4355],[4707],[4844],[5387],[6007],[6446],[7220],[7894],[8082],[8818],[9738],[11447],[12506],[13927],[15242],[17667],[26414], [98,37902],[194,47569],[246,52286],[249,53533],[285,28465],[443,64862],[446,66109],[542,15978],[556,72187],[640,19130],[643,41143],[807,84052],[823,20808],[927,88188],[1116,10281],[1119,24049],[1137,97096],[1191,26137],[1448,29514],[1591,112333],[1608,13650],[1622,30761],[1789,117041],[1843,33390],[2011,122299],[2716,42591],[2924,146821],[3612,159089],[4700,59490],[4778,185931],[6141,202956],[9672,252193],[13166,295299],[21469,369957],[38563,490483] ] cell #47 : |C| = 27 W-rep = phi[27,2] special rep = phi[27,2] , dim = 27 orbit = E7(a2) depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [478],[768],[975],[1508],[1727],[1877],[2686],[2796],[3129],[4239],[4742],[5283],[5393],[7120],[7899],[8336],[11343],[11453],[15496],[17185],[22484],[27983],[36365],[44507],[59933],[81651],[109466] ] cell #48 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [1317],[2139],[2267],[2474],[2969],[3348],[3814],[4020],[4389],[5145],[5726],[6470],[6677],[6787],[8022],[8514],[9257],[9367],[10802],[12839],[13478],[14561],[16748],[19613],[20611],[22047],[23600],[30449],[34492],[42506],[48972],[66619],[82863],[114841],[171970], [106,7339],[262,11626],[459,5566],[564,17796],[656,19309],[935,8947],[1132,10460],[1141,26535],[1599,4973],[1793,14048],[2029,6186],[2172,38468],[2928,8203],[3253,21374],[3472,3620],[4782,12786],[5091,13071],[5865,6145],[8003,19694],[9577,9985],[12701,29236] ] cell #49 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2634],[2662],[2784],[3226],[3626],[4352],[4709],[4842],[5381],[6001],[6443],[7217],[8084],[8816],[9736],[11441],[12503],[13929],[15244],[17665],[26416], [107,41145],[234,24051],[255,53535],[279,28463],[378,30763],[452,66111],[536,15976],[559,72189],[577,37900],[637,19124],[713,42593],[811,20806],[930,88190],[948,47567],[1113,10275],[1138,97102],[1153,52284],[1188,26131],[1396,59496],[1442,29512],[1594,112335],[1605,13644],[1790,117047],[1805,64860],[1840,33384],[2925,146827],[2940,84050],[3615,159091],[4779,185937],[6142,202962],[6157,122297],[9673,252199],[13167,295305],[21470,369963],[38564,490489] ] cell #50 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [1410],[1495],[1773],[2018],[2450],[2651],[2752],[3116],[3516],[3794],[4285],[4688],[4831],[5349],[5969],[7107],[7785],[8805],[9725],[11409],[17654], [108,19092],[235,10243],[256,26099],[278,28452],[282,12393],[379,13612],[453,33352],[535,15965],[539,6333],[560,36926],[576,37889],[580,17451],[714,19832],[810,20795],[814,8602],[931,46593],[947,47556],[951,22750],[1152,52273],[1441,29501],[1595,61520],[1804,64849],[2177,71890],[2644,42294],[2939,84039],[3258,87891],[3616,92207],[5096,112036],[6156,122286],[8008,144247],[9990,158792],[15168,200382],[20203,237121],[31640,302213],[54412,409238] ] cell #51 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [748],[912],[1053],[1293],[1463],[1707],[1952],[2116],[2411],[2676],[2727],[3084],[3484],[4219],[4628],[4726],[5324],[5944],[7075],[7896],[11384], [109,7719],[236,3728],[257,11257],[280,12361],[380,5197],[454,15016],[537,6301],[578,17419],[632,19067],[812,8570],[949,22718],[1108,10218],[1154,25347],[1183,26074],[1443,12860],[1600,13587],[1806,32600],[1835,33327],[2198,36889],[2708,19795],[2941,43943],[3279,46556],[3904,52020],[4698,29248],[5117,61483],[5610,64596],[6158,68056],[8452,83786],[10011,92170],[12830,109815],[15612,122033],[22952,156571],[29979,187369],[45303,243257],[74899,336924] ] cell #52 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2069],[2978],[3709],[3716],[4581],[4801],[5178],[5185],[6969],[7700],[7707],[8039],[9549],[10861],[11238],[11245],[12710],[14620],[14997],[15004],[16888],[20670],[22187],[25197],[30589],[32450],[34551],[43793],[49112],[59747],[67906],[90434],[110940],[150153],[218646], [113,19600],[120,7938],[304,12719],[333,12951],[729,19901],[736,8176],[865,21254],[1006,23073],[1688,31338],[1695,14021],[1933,33782],[1940,15336],[2364,38348],[3169,9159],[3538,10079],[4200,54110],[4207,26508],[6355,6386],[7160,18008],[11826,27491],[12415,12446] ] cell #53 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [1085],[1619],[2070],[2584],[2979],[3708],[4131],[4582],[4802],[5177],[5837],[6970],[7699],[8038],[9550],[10862],[11237],[12707],[14621],[14996],[16887],[20671],[22186],[25194],[30588],[32447],[34552],[43790],[49111],[59744],[67903],[90431],[110937],[150150],[218643], [121,7959],[139,2792],[303,12748],[334,4830],[412,5389],[487,6009],[676,19603],[728,8060],[866,8804],[895,3240],[1007,9724],[1025,3640],[1251,11449],[1687,13905],[1932,15220],[2088,2099],[2365,17653],[2394,7231],[4199,26392],[4366,11897],[4600,4611] ] cell #54 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2072],[2981],[3711],[4584],[5180],[6305],[6972],[7702],[8041],[8574],[9552],[11240],[12365],[12873],[14999],[16890],[17423],[19622],[22189],[22722],[25360],[30591],[32613],[36716],[43956],[46383],[49114],[61310],[68069],[81916],[91997],[120163],[145531],[192747],[273487], [296,29235],[306,12767],[336,4900],[686,19667],[731,8079],[868,8874],[1009,9794],[1467,12903],[1690,13924],[1739,5578],[1935,15239],[1965,6198],[2367,17723],[3088,21206],[3488,23025],[3741,3760],[4202,26411],[4251,11638],[7079,38300],[7351,18401],[7732,7751] ] cell #55 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [470],[760],[971],[1504],[1719],[2682],[3125],[4231],[5279],[7116],[8332],[11339],[15492],[17181],[22480],[27979],[36361],[44503],[59929],[81649],[109468] ] cell #56 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [29228],[29302],[29805],[32177],[34621],[39488],[42318],[42745],[45129],[48328],[50700],[54949],[59988],[62769],[66858],[74725],[80296],[85561],[90675],[100375],[132361], [395,307083],[779,364942],[830,374879],[1234,266843],[1535,440573],[1983,464237],[2278,216215],[2329,328796],[2691,521125],[3359,250826],[3556,550983],[4047,169951],[4495,180937],[5753,199251],[5908,642254],[6576,123808],[6682,212922],[7547,140256],[8246,719007],[8648,147722],[9262,247533],[10647,93456],[11968,106848],[12896,186103],[13483,297741],[13706,112822],[14091,839272],[16422,69242],[17095,131416],[19625,235129],[19838,144429],[20740,84616],[22394,155807],[23605,385803],[26578,1018002] ] cell #57 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [66610],[82854],[90168],[110674],[114832],[144080],[149887],[171961],[191296],[218380],[237665],[272036],[314637],[331332],[377415],[421662],[476710],[529335],[615381],[716368],[825959] ] cell #58 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [3715],[5184],[6307],[7706],[8576],[11244],[12367],[12875],[15003],[17425],[22724],[25362],[32615],[43958],[68071], [132,19870],[310,29313],[405,31307],[480,33751],[688,19689],[735,8175],[842,44637],[983,47836],[1244,54079],[1469,12925],[1516,60426],[1547,60761],[1647,31126],[1694,14020],[1892,33570],[1939,15335],[2341,74233],[2811,43099],[2858,43372],[3090,21228],[3137,85999],[3168,9158],[3490,23047],[3537,10078],[3568,91448],[4059,98367],[4159,53898],[4206,26507],[4862,30024],[4871,30242],[5408,63123],[5455,14421],[5765,118312],[6028,15736],[6075,67485],[6354,6385],[6849,72968],[7081,38322],[7128,132799],[7159,18007],[7559,138248],[8836,45348],[8845,21178],[9429,88969],[9756,22997],[9765,48765],[10302,10349],[10659,165068],[10931,53014],[11468,100729],[11515,26908],[11825,27490],[12135,105091],[12414,12445],[13718,190834],[14177,32272],[14690,65590],[15406,34707],[15996,16005],[16589,127216],[17685,74944],[17694,38272],[18278,39818],[18614,78361],[19151,19198],[19859,235892],[20826,20835],[20955,148503],[21786,89555],[24213,24299],[24812,96277],[26664,55044],[27177,55387],[27893,57479],[28483,28492],[29265,293156],[29544,186280],[30925,113544],[35667,127802],[36275,71700],[37920,37929],[38880,73554],[39574,77192],[41307,41393],[42269,359947],[42355,235545],[42987,147260],[46249,90100],[47587,47596],[49448,160300],[58439,105677],[59047,59133],[59518,293516],[60025,188894],[63011,117480],[67100,203395],[74099,75845],[82205,238794],[85598,152840],[90712,255156],[97535,100617],[114183,195897],[120452,315766],[128449,132398],[166597,171312] ] cell #59 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [205],[351],[463],[753],[883],[1424],[1712],[2382],[3045],[4224],[5014],[7036],[9908],[11074],[14833],[18757],[24955],[31000],[42664],[59511],[81593] ] cell #60 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [19595],[19661],[20065],[21867],[23686],[27258],[29272],[29628],[31502],[33946],[35748],[38961],[42715],[44952],[48151],[54274],[58520],[62739],[66828],[74548],[100345], [169,247503],[362,297711],[388,306542],[603,212892],[772,364401],[1035,385773],[1201,169921],[1227,266302],[1430,436255],[1853,199221],[1976,463696],[2271,131239],[2534,140226],[3352,155630],[3451,546665],[3874,93426],[3942,167107],[4488,106671],[4952,616967],[5225,112792],[5648,196407],[6569,69065],[7442,79621],[8055,144399],[8490,239304],[8641,84439],[8926,729200],[10542,50025],[11012,99577],[12713,185562],[12883,109978],[13564,61971],[14771,119522],[15650,316276],[17775,898629] ] cell #61 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [42268],[42352],[42964],[46007],[49206],[55658],[59517],[60022],[62988],[67077],[70120],[75603],[82204],[85595],[90709],[100594],[107726],[114182],[120451],[132395],[171311], [841,375462],[1546,441156],[1636,452180],[2340,329379],[2847,525717],[3567,551566],[4058,270665],[4148,400162],[4758,614779],[5764,310905],[6064,646846],[6838,216249],[7558,229431],[9418,250860],[9652,745949],[10658,160938],[10818,266877],[12124,180971],[13146,828671],[13717,189925],[14577,307117],[16578,123842],[18501,140475],[19858,235712],[20627,364976],[20944,147756],[21449,955954],[24699,93675],[25633,170170],[29262,293137],[29521,186137],[30683,113041],[32886,199470],[34508,464271],[38543,1142225] ] cell #62 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [982],[1515],[1881],[2800],[3136],[4746],[5397],[7127],[8720],[11457],[13263],[17569],[23385],[25750],[33003],[40479],[51526],[62222],[82138],[109528],[143866] ] cell #63 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [4687],[4722],[4894],[5503],[6123],[7921],[8097],[8868],[9788],[10397],[11563],[12934],[13942],[15257],[17717],[18326],[19246],[21237],[23056],[26429],[38331], [524,35118],[819,44187],[1079,24064],[1363,57890],[1449,59840],[1613,30776],[2047,16028],[2318,73783],[2578,41158],[2647,81633],[2714,42606],[2906,20858],[3399,89784],[3961,97446],[4125,53548],[4559,28515],[5667,117391],[5831,66124],[6638,128433],[6705,72202],[6897,37952],[8509,147171],[9218,152824],[9285,88203],[9477,47619],[13439,188878],[13506,112348],[15669,203306],[19776,235529],[23561,255140],[23628,159104],[33657,312501],[43186,362289],[63210,446674],[100816,580527] ] cell #64 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [81595],[81700],[82555],[87240],[92354],[102900],[109534],[110206],[114533],[120802],[125487],[134040],[144643],[149419],[156962],[171662],[182616],[191859],[200778],[217912],[272599], [3042,539052],[5011,620251],[5237,633279],[7033,481143],[8290,721763],[9905,751421],[11071,405612],[11297,569668],[12797,826399],[14830,457630],[15450,862019],[17139,333752],[18754,351788],[22438,379835],[22919,974528],[24952,258121],[25284,400827],[27937,286294],[29946,1067088],[30997,298587],[32537,452845],[36319,205554],[40013,229782],[42661,360617],[43880,526382],[44461,240085],[45270,1204581],[51060,161289],[52718,271016],[59506,435815],[59868,293802],[61667,190276],[65294,311256],[67993,647511],[74866,1399811] ] cell #65 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [3448],[4949],[5858],[8196],[8923],[12779],[14041],[17772],[21082],[26528],[30146],[38176],[48669],[52918],[65494],[78265],[96181],[113448],[144565],[185589],[235089] ] cell #66 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [33643],[43172],[47768],[60358],[63196],[81778],[85931],[100802],[113756],[132731],[145946],[170885],[202081],[214439],[249050],[282821],[326022],[367388],[436796],[520717],[614307] ] cell #67 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [1084],[1618],[2064],[2583],[2973],[4130],[4576],[4792],[5836],[6964],[9544],[10852],[14611],[20661],[34542], [138,2791],[328,4827],[411,5388],[486,6008],[696,7956],[721,8062],[860,8801],[894,3239],[1001,9721],[1024,3639],[1250,11448],[1414,12750],[1655,13801],[1680,13907],[1731,5570],[1900,15116],[1925,15222],[1957,6190],[2087,2098],[2359,17650],[2393,7230],[2819,20151],[2866,20321],[3035,21053],[3051,8766],[3435,22872],[3445,9686],[3733,3752],[4167,26288],[4192,26394],[4243,11630],[4365,11896],[4599,4610],[4936,29899],[4946,13180],[5004,30117],[5020,13309],[5416,31588],[6083,34202],[6262,6268],[6857,37415],[7026,38147],[7042,17615],[7343,18393],[7724,7743],[8416,8422],[8910,45223],[8920,21483],[9437,47082],[9898,48640],[9914,23431],[11064,52889],[11080,25796],[11476,54360],[11708,27098],[12143,56974],[12322,12328],[14261,14267],[14823,65465],[14839,33049],[15576,15582],[16597,71195],[17265,17271],[17339,37755],[17759,74819],[17769,38577],[18747,78236],[18763,40525],[20963,84929],[22564,22570],[22638,47422],[24383,24389],[24945,96152],[24961,51572],[26748,26754],[28063,28069],[28137,57314],[29552,110079],[30990,113419],[31006,62268],[36445,36451],[36519,71535],[39658,39664],[41477,41483],[42357,144165],[42654,144536],[42995,83424],[46324,46330],[49529,92955],[59217,59223],[59507,185580],[59515,185785],[60027,111180],[62688,63019],[67108,121671],[75920,75926],[81600,235102],[82202,145761],[85084,85600],[90714,157936],[100294,100625],[113571,114180],[120449,201896],[131884,132400],[170700,171309] ] cell #68 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [1086],[1620],[2065],[2585],[2974],[3699],[4132],[4577],[4793],[5168],[5838],[6965],[7690],[8023],[9545],[10853],[11228],[12704],[14612],[14987],[16872],[20662],[22171],[25191],[30573],[32444],[34543],[43787],[49096],[59741],[67900],[90428],[110934],[150147],[218640], [140,2888],[217,3641],[329,4989],[413,1677],[488,6105],[529,2100],[697,7989],[719,8283],[861,3020],[896,915],[1002,9883],[1252,4189],[1368,4612],[1412,12790],[1678,5230],[1923,15443],[2360,7011],[2395,2414],[2638,19607],[4190,11290],[4367,4386] ] cell #69 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [1087],[1621],[2066],[2586],[2975],[3700],[4133],[4578],[4794],[5169],[5839],[6966],[7691],[8024],[9546],[10854],[11229],[12705],[14613],[14988],[16873],[20663],[22172],[25192],[30574],[32445],[34544],[43788],[49097],[59742],[67901],[90429],[110935],[150148],[218641], [141,2841],[184,3242],[330,4921],[414,5438],[489,1922],[532,2090],[618,7233],[698,7974],[720,8188],[862,8895],[1003,3420],[1027,1056],[1253,11498],[1296,11899],[1371,4602],[1413,12771],[1679,14033],[1924,5850],[2361,17744],[2639,19605],[4191,26520] ] cell #70 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [3722],[5191],[6309],[7713],[8578],[10236],[11251],[12369],[12877],[13605],[15010],[17427],[19085],[19825],[22726],[25364],[26092],[29259],[32617],[33345],[36919],[43960],[46586],[52031],[61513],[64607],[68073],[83797],[92200],[109826],[122044],[156582],[187380],[243268],[336935], [675,42278],[690,19715],[742,8275],[892,9165],[1403,29344],[1471,13092],[1701,14120],[1946,5937],[2096,6361],[2391,18014],[2745,20085],[3092,21395],[3492,9598],[3544,3637],[4213,26607],[4363,27497],[4608,12421],[5342,31522],[5962,15050],[7083,38489],[11402,54294] ] cell #71 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [19596],[19659],[20064],[21866],[23685],[27257],[29273],[29626],[31501],[33945],[35747],[38960],[42716],[44950],[48149],[54273],[58519],[62740],[66829],[74546],[100346], [166,247504],[359,297712],[387,306543],[600,212893],[771,364402],[1032,385774],[1198,169922],[1226,266303],[1429,436256],[1850,199222],[1975,463697],[2270,131237],[2531,140227],[3351,155628],[3450,546666],[3871,93427],[3941,167105],[4487,106669],[4951,616968],[5222,112793],[5647,196405],[6568,69063],[7441,79620],[8052,144400],[8489,239302],[8640,84437],[8925,729201],[10541,50024],[11011,99576],[12711,185563],[12882,109976],[13563,61970],[14770,119521],[15649,316274],[17774,898630] ] cell #72 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [989],[1522],[1883],[2802],[3143],[4748],[5399],[7134],[8722],[11459],[13265],[17571],[23387],[25752],[33005],[40481],[51528],[62224],[82140],[109529],[143865] ] cell #73 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [6323],[8592],[10240],[12383],[13609],[17441],[19089],[19829],[22740],[26096],[33349],[36923],[46590],[61517],[92204], [163,45161],[356,29837],[392,62427],[597,74757],[704,42403],[776,83163],[837,44690],[1029,22810],[1231,100033],[1407,29366],[1485,13188],[1542,60814],[1735,14437],[1908,33517],[1980,121410],[2275,129963],[2336,74286],[2749,20107],[2771,43512],[2827,43046],[3106,21491],[3163,21912],[3356,154354],[3428,22863],[3506,9694],[3563,91501],[3756,10318],[4054,98420],[4247,26924],[4492,178539],[4929,29890],[5346,31544],[5368,31266],[5424,63070],[5760,118365],[5966,15072],[5988,67625],[6044,6194],[6380,16063],[6573,210489],[6762,73108],[7097,38585],[7154,39006],[7347,39834],[7554,138301],[7747,19167],[8123,20235],[8645,241145],[8903,45214],[9342,89109],[9823,10073],[9845,49325],[10262,24090],[10654,165121],[11406,54316],[11428,54038],[11484,100676],[11820,56121],[12048,105231],[12440,28550],[12893,293998],[13631,30802],[13713,190887],[13968,31672],[14334,119068],[15200,15283],[16085,35449],[16502,127356],[17752,74810],[18191,76186],[18694,78921],[19111,41184],[19626,359989],[19854,235945],[20915,148643],[21568,21934],[24456,165824],[24892,96837],[26118,53574],[26455,54444],[26821,99123],[28572,58221],[29229,435795],[29303,293577],[29821,189385],[32352,119775],[33371,66150],[34796,204778],[38662,39028],[41550,139004],[41986,81124],[42319,360357],[42746,238855],[45145,153331],[48344,255647],[55124,99830],[55777,56143],[59989,297177],[62770,195958],[66859,315827],[74741,128940],[85562,246969],[90676,385239],[100376,166658],[132362,212358] ] cell #74 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2077],[2986],[3713],[4589],[5182],[6304],[6977],[7704],[8043],[8573],[9557],[11242],[12364],[12872],[15001],[16892],[17422],[19619],[22191],[22721],[25359],[30593],[32612],[36713],[43955],[46380],[49116],[61307],[68068],[81913],[91994],[120160],[145528],[192744],[273484], [308,12788],[341,4972],[425,5583],[685,19696],[733,8205],[873,8946],[1014,3471],[1098,3746],[1264,11643],[1390,29238],[1466,13073],[1692,14050],[1937,5867],[1970,2024],[2372,17795],[2456,18406],[2597,7737],[3087,21376],[3487,9579],[4204,26537],[7078,38470] ] cell #75 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [1907],[2826],[3414],[4915],[5423],[7968],[8889],[11483],[13813],[17738],[20333],[26300],[34214],[37427],[47094],[56986],[71207],[84941],[110091],[143930],[185522] ] cell #76 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [7939],[8180],[9135],[10055],[11802],[12717],[12952],[14025],[15340],[16295],[17984],[19598],[19899],[21255],[23074],[26512],[28782],[31336],[33780],[38349],[54108], [584,73801],[955,89802],[1157,97464],[1194,99411],[1337,57908],[1809,117409],[1846,119356],[2159,35136],[2202,128822],[2490,41241],[2527,79455],[2944,147189],[3002,44205],[3283,153213],[3830,24147],[3867,49859],[3905,166628],[4036,53631],[4805,59858],[5121,189267],[5161,30859],[5218,61805],[5611,195928],[5742,66207],[6161,203324],[8044,82022],[8453,238825],[10015,255529],[12708,109499],[12831,293547],[15613,315797],[22953,381609],[29980,438260],[45304,532310],[74900,678981] ] cell #77 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [47949],[60539],[66400],[82644],[86112],[109669],[114622],[132912],[148882],[171751],[187855],[217375],[254117],[268595],[308835],[347784],[396897],[443884],[521700],[614374],[716304] ] cell #78 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [6322],[8591],[10226],[12382],[13595],[17440],[19075],[19803],[22739],[26082],[33335],[36897],[46564],[61491],[92178], [168,44687],[361,60811],[391,62430],[602,74283],[743,43486],[775,83166],[829,45164],[893,21898],[1034,91498],[1200,98417],[1230,100036],[1484,13187],[1534,29840],[1702,31240],[1734,14436],[1852,118362],[1947,67599],[1979,121413],[2097,16049],[2242,73082],[2274,129966],[2328,74760],[2392,38992],[2533,138298],[2690,42406],[2735,20104],[3105,21490],[3323,89083],[3355,154357],[3505,9693],[3545,48871],[3555,22813],[3638,9809],[3723,23935],[3755,10317],[3873,165118],[4214,54012],[4246,26923],[4364,56107],[4459,105205],[4491,178542],[4609,28536],[4734,29363],[5192,30348],[5224,190884],[5332,31541],[5541,119042],[5907,15079],[5938,15128],[5952,15069],[6043,6193],[6362,69785],[6540,127330],[6572,210492],[7096,38584],[7314,76160],[7346,39833],[7536,78467],[7714,41029],[7746,19166],[8054,235942],[8245,20114],[8276,20163],[8631,148617],[8644,241148],[9166,45672],[9619,9628],[10435,165798],[10636,96383],[11252,53120],[11392,54313],[11601,99097],[12422,107391],[12745,293447],[12892,294001],[13067,188277],[13113,13122],[14090,31551],[14121,31600],[14476,116919],[15011,65696],[15791,204752],[18015,75268],[19284,138978],[19485,143183],[19623,359995],[19632,360219],[19927,237515],[21370,149304],[21416,21425],[23189,254539],[26577,54323],[26608,54372],[26963,174048],[27498,103302],[29231,435790],[29599,295678],[31364,191146],[33808,314487],[38464,217797],[38510,38519],[44923,241410],[48122,383740],[54136,271886],[74519,335077] ] cell #79 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2635],[2663],[2787],[3194],[3594],[4710],[4843],[5384],[6004],[6411],[7185],[8085],[8817],[9737],[11444],[11851],[12471],[13930],[15245],[17666],[26417], [229,24052],[381,30764],[522,15977],[663,41146],[715,42594],[817,20807],[1069,10278],[1220,53536],[1361,28464],[1397,59497],[1445,29513],[1573,13647],[1872,66112],[2214,72190],[2316,37901],[2568,19127],[3295,88191],[3397,47568],[3909,97103],[3957,52285],[4085,26134],[5133,112336],[5615,117048],[5663,64861],[5791,33387],[8457,146828],[8505,84051],[10027,159092],[12835,185938],[15617,202963],[15665,122298],[22957,252200],[29984,295306],[45308,369964],[74904,490490] ] cell #80 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [475],[765],[973],[1506],[1724],[2684],[3127],[4236],[5281],[7118],[8334],[11341],[15494],[17183],[22482],[27981],[36363],[44505],[59931],[81650],[109467] ] cell #81 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [7891],[7936],[8179],[9134],[10054],[11801],[12720],[12949],[14024],[15339],[16294],[17983],[19902],[21252],[23071],[26511],[28781],[31339],[33783],[38346],[54111], [258,99414],[455,119359],[561,128825],[583,73798],[652,79458],[932,153216],[954,89799],[1128,49862],[1139,166637],[1156,97461],[1336,57905],[1596,189270],[1628,61808],[1791,195937],[1808,117406],[2158,35133],[2489,41240],[2722,82025],[2926,238834],[2943,147186],[3001,44202],[3617,255532],[3829,24146],[4035,53630],[4702,109508],[4780,293556],[4804,59855],[5160,30858],[5741,66206],[6143,315806],[6160,203321],[9674,381618],[13168,438269],[21471,532319],[38565,678990] ] cell #82 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [109469],[109582],[110567],[116211],[122480],[135535],[143935],[144691],[149780],[157323],[162967],[173340],[186380],[191907],[200826],[218273],[231460],[242268],[252642],[272647],[335935], [5276,633952],[8329,722436],[8667,736327],[11336,570341],[13210,831522],[15489,862692],[17178,486456],[17516,667351],[19728,942794],[22477,544365],[23332,979651],[25697,405660],[27976,426265],[32950,457678],[33609,1097353],[36358,319240],[36822,481191],[40426,351836],[43138,1193497],[44500,365930],[46489,539100],[51473,258169],[56381,286655],[59926,436488],[61416,620299],[62169,298635],[63162,1333877],[70602,205915],[72734,334113],[81643,520680],[82061,360665],[84233,240446],[88735,380196],[92103,751469],[100768,1530253] ] cell #83 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [9669],[13163],[15065],[20100],[21466],[29359],[31537],[38560],[44683],[54309],[60807],[74279],[91494],[98413],[118358],[138294],[165114],[190880],[235938],[293170],[359929] ] cell #84 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [22946],[29973],[33492],[43021],[45297],[59627],[63045],[74893],[85200],[100651],[111296],[132000],[158052],[168425],[197725],[226545],[263987],[299873],[360898],[435851],[520648] ] cell #85 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [1073],[1577],[2036],[2572],[2895],[4089],[4548],[4771],[5795],[6886],[9466],[10831],[14590],[20640],[34521], [182,3198],[400,5435],[422,5492],[530,6415],[616,7189],[784,2838],[832,8893],[849,8745],[1054,3598],[1095,10386],[1239,11495],[1261,11552],[1294,11855],[1369,12475],[1537,4919],[1554,13288],[1634,14035],[1649,13817],[1919,1988],[2021,6112],[2053,15905],[2331,17742],[2348,17594],[2453,18315],[2594,19235],[2693,7972],[2845,8190],[2860,20337],[2912,20511],[3024,21076],[3418,3558],[3466,9665],[3575,23410],[4066,25775],[4146,26522],[4161,26304],[4320,27077],[4565,28392],[4756,12773],[4967,13159],[4993,30140],[5509,31948],[5772,33028],[5852,6062],[5880,5910],[6077,34218],[6129,34392],[6851,37431],[6903,37605],[6934,37734],[7015,38170],[7566,40504],[8218,8248],[8941,21462],[9431,47098],[9483,47272],[9514,47401],[9604,9650],[9887,48663],[10403,50471],[10666,51551],[11053,52912],[11569,54720],[12137,56990],[12189,57164],[12220,57293],[13098,13144],[13725,62247],[14063,14093],[14812,65488],[16591,71211],[16643,71385],[16674,71514],[17790,38556],[18332,76868],[18736,78259],[19252,80067],[20079,82618],[20957,84945],[21401,21447],[22028,87820],[23847,92934],[24934,96175],[26550,26580],[29130,108991],[29546,110095],[29595,110156],[30979,113442],[31516,114596],[33960,120865],[38495,38541],[39122,134620],[42395,144055],[42643,144559],[42669,144576],[44919,149369],[48118,156912],[54288,171725],[59505,185582],[59565,185660],[62693,191792],[66782,200711],[74515,217862],[81603,235096],[100299,272532] ] cell #86 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [1411],[1497],[1755],[2000],[2652],[2753],[3118],[3518],[3776],[4267],[4689],[4832],[5350],[5970],[7109],[7367],[7767],[8806],[9726],[11410],[17655], [230,10244],[382,13613],[518,6335],[521,15966],[664,19093],[716,19833],[796,8604],[816,20796],[1221,26100],[1357,12395],[1360,28453],[1444,29502],[1873,33353],[2215,36927],[2295,17453],[2315,37890],[2645,42295],[3296,46594],[3376,22752],[3396,47557],[3956,52274],[5134,61521],[5662,64850],[6636,71891],[8504,84040],[9216,87892],[10028,92208],[13437,112037],[15664,122287],[19774,144248],[23559,158793],[33655,200383],[43184,237122],[63208,302214],[100814,409239] ] cell #87 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [4723],[4903],[5564],[6184],[7337],[7917],[8098],[8877],[9797],[10458],[11624],[12689],[12930],[13943],[15258],[17726],[19307],[21233],[23052],[26430],[38327], [259,53549],[456,66125],[562,72203],[582,73779],[653,41159],[933,88204],[953,89780],[1129,24065],[1155,97442],[1315,28524],[1335,57886],[1597,112349],[1629,30777],[1807,117387],[2137,16037],[2157,35114],[2178,128425],[2265,37961],[2723,42607],[2942,147167],[2967,20867],[3000,44183],[3259,152816],[3346,47628],[3618,159105],[4803,59836],[5097,188870],[6159,203302],[7910,81625],[8009,235521],[9991,255132],[15169,312493],[20204,362281],[31641,446666],[54413,580519] ] cell #88 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [12744],[13060],[14392],[15707],[18249],[19631],[19926],[21363],[23182],[24514],[26879],[29230],[29598],[31363],[33807],[38457],[41608],[44922],[48121],[54135],[74518], [1197,99438],[1849,119383],[2205,128849],[2268,131209],[2530,79482],[3286,153240],[3349,155600],[3870,49886],[3939,167077],[4422,58016],[4485,106641],[5124,189294],[5221,61832],[5645,196377],[6503,35244],[6566,69035],[6632,212390],[6820,73909],[8047,82049],[8487,239274],[8547,44313],[8638,84409],[9212,247001],[9400,89910],[10018,255556],[12880,109948],[13433,297209],[15647,316246],[19620,143897],[19770,360389],[23555,385271],[33651,459684],[43180,523228],[63204,626642],[100810,785282] ] cell #89 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2052],[2911],[3659],[4564],[5050],[6902],[7650],[7997],[9482],[11110],[14869],[16846],[22145],[30547],[49070], [183,9024],[401,13842],[421,5508],[531,16184],[617,17873],[785,20362],[840,21086],[848,8940],[1055,9944],[1074,23964],[1094,10402],[1240,26329],[1260,11568],[1295,27356],[1370,28671],[1545,30150],[1553,4966],[1578,30377],[1638,14045],[1644,31137],[1920,15157],[1989,34243],[2020,6128],[2284,37456],[2339,38180],[2347,17789],[2432,39239],[2452,18331],[2573,41058],[2593,19251],[2839,20192],[2849,8200],[2855,43383],[3011,21380],[3199,45701],[3365,47123],[3432,9654],[3465,3574],[3566,48673],[3599,48900],[4057,52922],[4090,53149],[4109,53319],[4150,26532],[4156,53909],[4501,57015],[4760,12783],[4933,13148],[4980,13077],[5436,31629],[5763,65498],[5796,65725],[5815,65895],[5862,6066],[5869,15140],[6072,67496],[6416,69814],[6582,71236],[6846,72979],[7002,38474],[7190,75297],[7557,78269],[7590,78496],[7609,78666],[7980,19700],[8207,20175],[8654,84970],[8907,21451],[9426,88980],[9583,9874],[10657,96185],[10690,96412],[10709,96582],[11496,54401],[11856,103331],[12132,105102],[12476,107420],[13069,110646],[13716,113452],[14052,31612],[14499,116948],[15814,123217],[16586,127227],[17756,38545],[19539,143212],[19857,144569],[19898,144638],[20952,148514],[21372,149859],[23191,157402],[26539,54384],[26986,174077],[29341,185722],[29541,186291],[29560,186310],[31335,191854],[33779,200773],[38466,218352],[42303,235154],[42360,235231],[44884,242198],[48083,252572],[54107,272594],[59468,293104],[74480,335865] ] cell #90 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [1075],[1579],[2037],[2574],[2896],[3652],[4091],[4549],[4772],[5043],[5797],[6887],[7643],[7990],[9467],[10832],[11103],[12698],[14591],[14862],[16839],[20641],[22138],[25185],[30540],[32438],[34522],[43781],[49063],[59735],[67894],[90422],[110928],[150141],[218634], [185,3200],[221,3600],[402,1726],[477,1990],[533,6417],[619,7191],[767,786],[833,3128],[974,3559],[1241,4238],[1297,11857],[1372,12477],[1507,1538],[1631,5392],[1876,6059],[2332,7119],[2685,2694],[2795,2842],[4143,11452],[4741,4753],[7898,7900] ] cell #91 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [1076],[1580],[2038],[2575],[2897],[3653],[4092],[4550],[4773],[5044],[5798],[6888],[7644],[7991],[9468],[10833],[11104],[12699],[14592],[14863],[16840],[20642],[22139],[25186],[30541],[32439],[34523],[43782],[49064],[59736],[67895],[90423],[110929],[150142],[218635], [186,3201],[277,11858],[403,5437],[534,6418],[620,7192],[787,2840],[834,8894],[1057,3601],[1242,11497],[1373,12478],[1539,4920],[1632,14032],[1921,1991],[2333,17743],[2695,7973],[2843,8187],[3419,3560],[4144,26519],[4754,12770],[5849,6060],[7901,19604] ] cell #92 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [3719],[5188],[6308],[7710],[8577],[10235],[11248],[12368],[12876],[13604],[15007],[17426],[19084],[19824],[22725],[25363],[26091],[29258],[32616],[33344],[36918],[43959],[46585],[52030],[61512],[64606],[68072],[83796],[92199],[109825],[122043],[156581],[187379],[243267],[336934], [674,42281],[689,19739],[739,8370],[1022,10082],[1402,29373],[1470,13221],[1698,5317],[1943,15530],[2085,6389],[2744,20255],[3091,8678],[3172,3237],[3491,23343],[4210,11377],[4597,12449],[5341,13735],[5961,34136],[7082,17527],[7163,7228],[11401,26222],[11829,11894] ] cell #93 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [202],[348],[462],[752],[880],[1423],[1711],[2379],[3044],[4223],[5013],[7035],[9907],[11073],[14832],[18756],[24954],[30999],[42663],[59510],[81594] ] cell #94 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [42267],[42354],[42965],[46008],[49207],[55659],[59516],[60024],[62989],[67078],[70121],[75604],[82203],[85597],[90711],[100595],[107727],[114181],[120450],[132397],[171310], [845,375461],[1550,441155],[1637,452179],[2344,329378],[2848,525716],[3571,551565],[4062,270664],[4149,400161],[4759,614778],[5768,310904],[6065,646845],[6839,216251],[7562,229430],[9419,250862],[9653,745948],[10662,160937],[10819,266879],[12125,180973],[13147,828670],[13721,189924],[14578,307119],[16579,123844],[18502,140476],[19862,235711],[20628,364978],[20945,147758],[21450,955953],[24700,93676],[25634,170171],[29264,293136],[29522,186139],[30684,113042],[32887,199471],[34509,464273],[38544,1142224] ] cell #95 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [6319],[8588],[10239],[12379],[13608],[17437],[19088],[19828],[22736],[26095],[33348],[36922],[46589],[61516],[92203], [199,48578],[345,30055],[467,66550],[700,42437],[757,82794],[877,20991],[978,47918],[1406,29395],[1481,13317],[1511,60508],[1659,31073],[1716,114772],[1961,15748],[2376,38085],[2748,20277],[2765,43238],[2870,43319],[3027,21044],[3102,8774],[3132,86081],[3502,23439],[3532,23730],[3737,10361],[4171,53845],[4228,171901],[4996,30108],[5345,13757],[5362,63262],[5467,5574],[5965,34158],[5982,33709],[6087,67432],[6349,16130],[6861,72915],[7018,38138],[7093,17623],[7123,132881],[7728,19210],[8134,20405],[8970,9153],[8987,46137],[9441,88916],[9890,48631],[10256,24101],[11056,52880],[11405,26244],[11422,100868],[11527,11634],[12147,105038],[12409,28617],[13625,30813],[13885,13979],[14815,65456],[15294,34286],[16147,35331],[16601,127163],[16983,37499],[17819,18002],[17836,75733],[18290,18397],[18739,78227],[19105,41195],[20967,148450],[22282,47166],[23269,23747],[24937,96143],[26112,53585],[26372,26466],[27302,27485],[27319,103767],[27781,57058],[28634,58103],[29556,186227],[30982,113410],[32065,65938],[33365,66161],[36163,71279],[39282,39376],[40363,40841],[42048,81006],[42310,235142],[42646,144527],[44400,85013],[50588,96625],[51410,51888],[53362,54837],[53771,102030],[59462,293117],[59559,185951],[60316,112405],[64424,66347],[68513,123260],[72259,132689],[78709,80184],[81656,235490],[82246,146841],[85889,88260],[91003,159161],[97116,171353],[110162,188839],[114224,117061],[120493,202976],[128394,217868],[149375,152785],[156918,255101] ] cell #96 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2075],[2984],[3712],[4587],[5181],[6303],[6975],[7703],[8042],[8572],[9555],[11241],[12363],[12871],[15000],[16891],[17421],[19618],[22190],[22720],[25358],[30592],[32611],[36712],[43954],[46379],[49115],[61306],[68067],[81912],[91993],[120159],[145527],[192743],[273483], [307,12807],[339,5040],[494,6201],[684,19720],[732,8300],[871,3071],[1012,9934],[1092,3763],[1389,29241],[1465,13202],[1691,5247],[1742,1779],[1936,15460],[2370,7062],[2591,7754],[3086,8659],[3486,23324],[4203,11307],[4254,4291],[7077,17508],[7354,7391] ] cell #97 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [59461],[59557],[60287],[64102],[68191],[76534],[81655],[82244],[85860],[90974],[94789],[101708],[110161],[114222],[120491],[132660],[141589],[149374],[156917],[171351],[217867], [1658,452800],[2869,526337],[3013,538401],[4170,400782],[4982,619600],[6086,647466],[6860,333707],[7004,480492],[7982,716763],[9440,379790],[9876,750770],[11042,270705],[12146,286249],[14801,310945],[15142,857019],[16600,205509],[16831,329419],[18725,229471],[20177,945061],[20966,240040],[22130,375502],[24923,160978],[27629,181236],[29555,293757],[30532,441196],[30968,189965],[31614,1078144],[36011,124107],[37271,216514],[42308,359966],[42617,235752],[44078,148021],[46938,251125],[49055,551606],[54386,1269971] ] cell #98 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [6318],[8587],[10225],[12378],[13594],[17436],[19074],[19802],[22735],[26081],[33334],[36896],[46563],[61490],[92177], [204,47915],[350,60505],[466,66553],[740,43212],[756,82797],[882,86078],[970,48581],[1023,23716],[1480,13316],[1503,30058],[1699,63236],[1715,114775],[1944,33683],[1960,15747],[2086,16116],[2381,132878],[2681,42440],[2734,20274],[3101,8773],[3124,20994],[3173,45686],[3238,8956],[3501,23438],[3720,23949],[3736,10360],[4211,100842],[4227,171904],[4598,28603],[4733,29392],[5189,30362],[5278,13764],[5318,13827],[5331,13754],[5466,5573],[5951,34155],[6390,69799],[7092,17622],[7115,38088],[7164,75282],[7229,17805],[7711,41043],[7727,19209],[8331,20284],[8371,20347],[8699,8707],[10083,48885],[11249,53134],[11338,26251],[11378,26314],[11391,26241],[11526,11633],[11830,103316],[11895,27288],[12450,107405],[13242,13250],[15008,65710],[15491,34165],[15531,34228],[17180,37378],[17220,37441],[17548,17556],[18141,39224],[18289,18396],[18932,78481],[19513,143197],[22479,47045],[22519,47108],[23364,23372],[25130,96397],[25729,25737],[26000,53304],[26210,174062],[27978,56937],[28018,57000],[32982,32990],[33253,65880],[33463,116933],[36360,71158],[36400,71221],[36958,218337],[40458,40466],[40729,78651],[44502,84892],[44542,84955],[46625,149844],[51505,51513],[51776,96567],[52040,272652],[59928,110042],[61552,110631],[62201,62209],[64616,191912],[68655,123202],[71860,335937],[81648,143911],[82117,82125],[83806,144696],[87861,242270],[92239,157387],[109471,185541],[109587,109835],[112006,186382],[122053,200831],[143937,144217],[158762,252644] ] cell #99 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [29227],[29304],[29806],[32178],[34622],[39489],[42317],[42747],[45130],[48329],[50701],[54950],[59987],[62771],[66860],[74726],[80297],[85560],[90674],[100377],[132360], [398,307082],[782,364941],[831,374878],[1237,266842],[1536,440572],[1986,464236],[2281,216214],[2330,328795],[2692,521124],[3362,250825],[3557,550982],[4048,169953],[4498,180936],[5754,199253],[5909,642253],[6579,123807],[6683,212924],[7548,140258],[8247,719006],[8651,147721],[9263,247535],[10648,93458],[11969,106849],[12899,186102],[13484,297743],[13707,112824],[14092,839271],[16423,69243],[17096,131417],[19627,235128],[19839,144431],[20741,84617],[22395,155808],[23606,385805],[26579,1018001] ] cell #100 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [5904],[8242],[9588],[13082],[14087],[19705],[21385],[26574],[31142],[38479],[43388],[53914],[67501],[72984],[88985],[105107],[127232],[148519],[186296],[235157],[293098] ] cell #101 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [1071],[1575],[2035],[2570],[2894],[4087],[4547],[4770],[5793],[6885],[9465],[10830],[14589],[20639],[34520], [215,3596],[473,6102],[491,6111],[527,6413],[763,2885],[913,3196],[972,9881],[987,9664],[1089,10385],[1366,12473],[1505,4987],[1520,13158],[1674,1722],[1776,5491],[1878,15445],[1893,15147],[2050,15904],[2412,7187],[2588,19234],[2683,7987],[2797,8285],[2812,20182],[2909,20510],[3018,3126],[3066,8744],[3141,21461],[3423,22914],[4186,4234],[4288,11551],[4384,11853],[4562,28391],[4743,12792],[4924,29941],[5035,13287],[5232,5394],[5260,5280],[5409,31619],[5506,31947],[6126,34391],[6900,37604],[7009,7117],[7057,17593],[7132,38555],[7388,18314],[8313,8333],[8684,8717],[8898,45265],[9480,47271],[9929,23409],[10400,50470],[11095,25774],[11292,11454],[11320,11340],[11469,54391],[11566,54719],[11723,27076],[12186,57163],[13227,13260],[14854,33027],[15473,15493],[16640,71384],[17162,17182],[17354,37733],[17533,17566],[17747,74861],[18329,76867],[18778,40503],[19249,80066],[22025,87819],[22461,22481],[22653,47400],[23349,23382],[24976,51550],[25714,25747],[27960,27980],[28152,57292],[29127,108990],[31021,62246],[31300,114595],[32967,33000],[36342,36362],[36534,71513],[39119,134619],[40443,40476],[43546,82617],[44484,44504],[44590,149424],[49544,92933],[51490,51523],[54072,171724],[59910,59930],[60714,110211],[62186,62219],[62289,191857],[67659,120864],[74186,217917],[81705,81844],[82102,82135],[83025,144641],[91401,156967],[99895,272597],[109518,109523],[109532,109697],[121272,200776],[143871,143880] ] cell #102 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2049],[2908],[3658],[4561],[5049],[6899],[7649],[7996],[9479],[11109],[14868],[16845],[22144],[30546],[49069], [216,9943],[474,15156],[490,6125],[528,16183],[764,20191],[914,9023],[980,22924],[986,9928],[1072,23963],[1088,10399],[1367,28670],[1513,29951],[1519,5034],[1576,30376],[1675,13841],[1723,31628],[1775,5505],[1882,15455],[1888,33605],[2413,17872],[2571,41057],[2587,19248],[2801,8295],[2807,43134],[2886,20361],[3032,8721],[3065,3140],[3134,45275],[3197,45700],[3410,23328],[3597,48899],[4088,53148],[4187,26328],[4235,54400],[4287,11565],[4385,27355],[4747,12802],[4911,13206],[5001,13264],[5242,5398],[5249,13809],[5404,63158],[5794,65724],[6103,34242],[6414,69813],[6877,37455],[7023,17570],[7056,7131],[7125,74871],[7188,75296],[7287,39238],[7387,18328],[7588,78495],[7964,19724],[8302,20329],[8663,8885],[9457,47122],[9895,23386],[10688,96411],[11061,25751],[11194,53318],[11302,11458],[11309,26296],[11464,100764],[11854,103330],[12163,57014],[12474,107419],[14497,116947],[14820,33004],[14953,65894],[15462,34210],[16617,71235],[17151,37423],[17512,17734],[18744,40480],[18877,78665],[19537,143211],[20983,84969],[21203,149858],[22450,47090],[24942,51527],[25075,96581],[26984,174076],[27949,56982],[30267,110645],[30987,62223],[31066,191913],[34864,123216],[36331,71203],[38297,218351],[42651,82139],[43312,144697],[44473,84937],[44548,242267],[48790,157401],[53838,272653],[59684,109588],[59899,110087],[60672,186379],[67425,200832],[74144,335934],[81635,143927],[81802,143934],[91359,252641],[109481,185528] ] cell #103 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [15162],[20197],[22822],[29849],[31634],[42415],[45173],[54406],[62439],[74769],[83175],[100045],[121422],[129975],[154366],[178551],[210501],[241157],[294010],[360000],[435780] ] cell #104 : |C| = 135 W-rep = phi[15,7]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [744],[901],[1042],[1461],[1703],[1749],[1948],[1994],[2105],[2400],[2674],[2729],[3056],[3082],[3456],[3482],[3770],[4215],[4261],[4372],[4617],[4728],[4957],[5025],[5271],[5326],[5891],[5946],[6273],[7047],[7073],[7361],[7761],[8229],[8324],[8427],[8702],[8931],[9622],[9919],[11085],[11331],[11386],[11713],[12333],[13116],[13245],[14074],[14272],[14844],[15484],[15587],[17173],[17276],[17344],[17551],[17780],[18768],[21419],[22472],[22575],[22643],[23367],[24394],[24966],[25732],[26561],[26759],[27971],[28074],[28142],[31011],[32985],[36353],[36456],[36524],[38513],[39669],[40461],[41488],[43000],[44495],[46335],[49534],[51508],[59228],[59921],[59982],[62204],[63024],[67113],[75931],[81755],[82120],[82146],[85555],[90669],[100630],[109521],[109592],[114124],[120393],[132355],[143874],[171253], [226,3724],[369,5193],[512,6299],[660,7715],[790,8568],[1208,11253],[1351,12359],[1435,12858],[1860,15012],[2289,17417],[3370,22716],[3947,25345],[5653,32598],[8495,43941],[15655,68054] ] cell #105 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [749],[903],[1044],[1464],[1708],[1953],[2107],[2402],[2677],[2728],[3085],[3485],[4220],[4374],[4619],[4727],[5325],[5945],[7076],[7897],[11385], [228,3729],[371,5198],[513,6302],[662,7720],[791,8571],[1058,10219],[1210,11258],[1352,12362],[1436,12861],[1562,13588],[1862,15017],[2290,17420],[2557,19068],[2696,19796],[3371,22719],[3948,25348],[4074,26075],[4696,29249],[5654,32601],[5780,33328],[6687,36890],[8496,43944],[9267,46557],[10756,52021],[13488,61484],[14515,64597],[15656,68057],[20565,83787],[23610,92171],[29437,109816],[34446,122034],[47960,156572],[60550,187370],[86123,243258],[132923,336925] ] cell #106 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [6330],[8599],[10242],[12390],[13611],[15968],[17448],[19091],[19831],[20798],[22747],[26098],[28455],[29504],[33351],[36925],[37892],[42301],[46592],[47559],[52276],[61519],[64852],[71897],[84042],[87898],[92206],[112043],[122289],[144254],[158799],[200389],[237128],[302220],[409245], [1388,59472],[1409,29368],[1492,13195],[1763,14444],[2440,39841],[2654,42400],[2751,20109],[3113,21498],[3513,9701],[3784,10325],[4275,26931],[4834,29834],[5348,31546],[5968,15074],[6051,6211],[7104,38592],[7775,19174],[8808,45158],[9728,22807],[11408,54318],[17657,74754] ] cell #107 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [12687],[12740],[13047],[14381],[15696],[18238],[19635],[19922],[21350],[23169],[24503],[26868],[29602],[31359],[33803],[38444],[41597],[44926],[48125],[54131],[74522], [242,167081],[439,196381],[548,212400],[569,131213],[803,239278],[919,247011],[940,155604],[1166,99434],[1322,106645],[1583,297219],[1818,119379],[2007,316250],[2144,69039],[2194,128845],[2499,79478],[2704,360399],[2993,84413],[3275,153236],[3604,385281],[3839,49882],[4411,58003],[4806,109952],[5113,189290],[5201,61828],[5921,459694],[6492,35231],[6809,73896],[7911,143907],[8034,82045],[8259,523238],[8536,44300],[9389,89897],[10007,255552],[14104,626652],[26591,785292] ] cell #108 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [1914],[2833],[3416],[4917],[5430],[7970],[8891],[11490],[13815],[17740],[20335],[26302],[34216],[37429],[47096],[56988],[71209],[84943],[110093],[143931],[185521] ] cell #109 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [10271],[13640],[15975],[19120],[20805],[26127],[28462],[29511],[33380],[37899],[47566],[52283],[64859],[84049],[122296], [239,100637],[436,63031],[553,131986],[800,43007],[924,85186],[1144,100057],[1171,168411],[1438,59613],[1588,111282],[1796,62451],[1823,197711],[2004,33478],[2229,129987],[2504,226531],[2661,42427],[2780,20244],[2931,83187],[3209,21943],[3310,154378],[3459,47797],[3609,158038],[3844,263973],[3988,98565],[4335,56152],[4446,178563],[4841,29861],[4884,60959],[4960,60387],[5206,299859],[5377,31681],[5528,32242],[5694,118510],[5878,33541],[5997,15209],[6148,121434],[6426,16094],[6527,210513],[7200,39037],[7301,77162],[7488,138446],[8049,360884],[8216,43070],[8618,241169],[8815,45185],[8858,44835],[8934,85960],[9087,155240],[9735,22834],[9778,91646],[9854,10100],[10422,24183],[10588,165266],[11437,54453],[11588,55014],[11754,102465],[12095,105955],[12486,28581],[12712,435838],[12888,294022],[12983,30037],[13678,191032],[14061,63094],[15376,15778],[15419,68349],[16018,35167],[16247,211375],[16549,128080],[17664,74781],[17707,74431],[17783,132760],[17936,130849],[19271,41277],[19597,520660],[19660,360423],[20070,239419],[20848,44236],[21286,45361],[21981,156134],[23010,23105],[23800,257294],[24226,50295],[26548,100700],[28505,57939],[28734,179425],[29036,108815],[29274,436214],[29627,297243],[31507,196522],[31772,32285],[33951,316391],[37942,73832],[38380,74957],[39075,131743],[41320,79891],[42717,364360],[44951,247035],[47609,89833],[48150,385305],[54279,167222],[54544,55057],[62741,306501],[66830,463655],[74547,212424],[76692,77205],[100347,266261] ] cell #110 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [3727],[5196],[6311],[7718],[8580],[10234],[11256],[12371],[12879],[13603],[15015],[17429],[19083],[19823],[22728],[25366],[26090],[29253],[32619],[33343],[36917],[43962],[46584],[52025],[61511],[64601],[68075],[83791],[92198],[109820],[122038],[156576],[187374],[243262],[336929], [692,19717],[747,8280],[908,9170],[1289,27502],[1401,29343],[1473,13094],[1706,14125],[1951,5942],[2112,6366],[2407,18019],[2637,42277],[2743,20084],[3094,21397],[3494,9600],[3549,3647],[4218,26612],[4624,12426],[5340,31521],[5960,15049],[7085,38491],[11400,54293] ] cell #111 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [3458],[4959],[5860],[8198],[8933],[12781],[14043],[17782],[21084],[26530],[30148],[38178],[48671],[52920],[65496],[78267],[96183],[113450],[144567],[185590],[235088] ] cell #112 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [4724],[4898],[5560],[6180],[7333],[7918],[8099],[8872],[9792],[10454],[11620],[12690],[12931],[13944],[15259],[17721],[19303],[21234],[23053],[26431],[38328], [251,53550],[448,66126],[558,72204],[565,73780],[645,41160],[929,88205],[936,89781],[1121,24066],[1148,97443],[1311,28519],[1318,57887],[1593,112350],[1624,30778],[1800,117388],[2133,16032],[2140,35115],[2176,128426],[2261,37956],[2718,42608],[2935,147168],[2963,20862],[2989,44184],[3257,152817],[3342,47623],[3614,159106],[4795,59837],[5095,188871],[6152,203303],[7908,81626],[8007,235522],[9989,255133],[15167,312494],[20202,362282],[31639,446667],[54411,580520] ] cell #113 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [10270],[13639],[15957],[19119],[20787],[26126],[28444],[29478],[33379],[37881],[47548],[52250],[64826],[84016],[122263], [244,100054],[441,62448],[552,131988],[571,129984],[805,83184],[923,85188],[942,154375],[1136,100639],[1170,168413],[1176,98532],[1324,178560],[1493,60926],[1587,111284],[1764,32224],[1788,63033],[1822,197713],[1828,118477],[2009,121431],[2146,210510],[2441,77144],[2503,226533],[2509,138413],[2779,20243],[2923,43009],[2995,241166],[3114,44802],[3208,21942],[3214,155207],[3514,91613],[3608,158040],[3785,24165],[3843,263975],[3849,165233],[4276,54996],[4334,56151],[4340,102432],[4478,105365],[4777,59615],[4808,294019],[4823,29858],[5205,299861],[5211,190999],[5376,31680],[5996,15208],[6052,67759],[6140,33480],[6212,15358],[6331,34965],[6425,16093],[6431,211342],[6559,127490],[7105,74398],[7199,39036],[7205,130816],[7776,41259],[7940,360287],[7952,42424],[8048,360886],[8183,238152],[8600,43646],[8797,45182],[9185,152663],[9671,22840],[9702,22903],[9717,22831],[9853,10099],[10105,257261],[10326,94357],[11436,54452],[12391,57737],[12485,28580],[12491,179392],[12619,184619],[12709,435843],[12718,436072],[12953,295746],[13165,29867],[13196,29930],[14028,191783],[14445,63670],[15100,15112],[15343,315124],[17449,73242],[17646,74778],[18034,221156],[19175,141157],[19599,520656],[19900,362710],[20135,20147],[21256,241478],[21468,45191],[21499,45254],[22748,89243],[23075,383808],[26515,272523],[26932,101276],[31337,300180],[31572,31584],[33781,462005],[38350,335145],[38562,74787],[38593,74850],[39842,136043],[54109,407205],[54344,54356] ] cell #114 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2079],[2988],[3707],[4591],[5176],[6292],[6979],[7698],[8031],[8561],[9559],[11236],[12352],[12851],[14995],[16880],[17410],[19615],[22179],[22709],[25338],[30581],[32591],[36709],[43934],[46376],[49104],[61303],[68047],[81909],[91990],[120156],[145524],[192740],[273480], [343,4974],[432,5585],[629,18408],[727,8204],[875,8948],[1016,3473],[1105,3748],[1271,11645],[1420,12787],[1454,13072],[1686,14049],[1931,5866],[1972,2028],[2374,17797],[2604,7739],[2667,19695],[3075,21375],[3475,9578],[4198,26536],[4691,29237],[7066,38469] ] cell #115 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [1498],[1774],[2019],[2451],[2740],[3119],[3519],[3795],[4286],[4739],[4812],[5337],[5957],[7110],[7786],[7941],[8786],[9706],[11397],[12692],[17635], [283,12396],[540,6336],[581,17454],[635,19080],[815,8605],[952,22753],[1111,10231],[1186,26087],[1299,28433],[1603,13600],[1838,33340],[2121,15946],[2201,36902],[2249,37870],[2711,19808],[2951,20776],[3282,46569],[3330,47537],[3933,52239],[4783,29467],[5120,61496],[5639,64815],[6631,71886],[7906,42290],[8481,84005],[9211,87887],[10014,92183],[13432,112032],[15641,122252],[19769,144243],[23554,158788],[33650,200378],[43179,237117],[63203,302209],[100809,409234] ] cell #116 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [5919],[8257],[9591],[13085],[14102],[19708],[21388],[26589],[31145],[38482],[43391],[53917],[67504],[72987],[88988],[105110],[127235],[148522],[186299],[235159],[293097] ] cell #117 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [10193],[13399],[15831],[19042],[20437],[25886],[28318],[29414],[33139],[37531],[47198],[52186],[64762],[83952],[122199], [254,98468],[451,118413],[568,129981],[648,138349],[909,155143],[939,154372],[1124,165169],[1151,100051],[1164,168416],[1290,102368],[1321,178557],[1334,178993],[1627,190935],[1761,31874],[1803,62445],[1816,197716],[2113,211278],[2143,210507],[2156,210943],[2192,131991],[2408,130752],[2438,76794],[2497,226536],[2794,236728],[2938,83181],[2992,241163],[3061,44738],[3202,21702],[3248,246823],[3273,85191],[3648,257197],[3782,50397],[3837,263978],[3903,100642],[4273,54646],[4328,55911],[4625,179328],[4668,291683],[4798,294016],[4829,294098],[5030,60862],[5111,111287],[5199,299864],[5299,31664],[5391,301820],[5609,63036],[6011,313700],[6155,121428],[6209,34318],[6278,68851],[6419,35583],[7052,74334],[7193,38796],[7239,340490],[7773,79993],[7958,360147],[8032,360889],[8059,360918],[8352,20227],[8432,83617],[8451,43012],[8671,45179],[8803,368756],[9692,47937],[9723,382160],[9924,91549],[10005,158043],[10093,23521],[11359,54436],[11451,408845],[12338,106457],[12479,58355],[12706,435846],[12747,435926],[12829,59618],[13186,60527],[13214,29855],[13904,445303],[14277,115595],[15118,33613],[15192,15512],[15219,460213],[15592,121864],[15611,33483],[17281,130417],[17520,74775],[17652,489282],[19602,520652],[19732,42421],[20153,43142],[21489,86100],[22580,154808],[22828,23336],[22869,22951],[24399,162351],[26391,579156],[26764,172724],[29896,29978],[31590,63166],[38583,132900],[39674,223301],[41493,230844],[45220,45302],[54362,100772],[74816,74898] ] cell #118 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [994],[1527],[1885],[2804],[3148],[4750],[5401],[7139],[8724],[11461],[13267],[17573],[23389],[25754],[33007],[40483],[51530],[62226],[82142],[109530],[143864] ] cell #119 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2493],[3833],[4039],[4397],[5164],[5745],[6478],[6795],[8522],[9375],[10810],[12847],[14569],[20619],[34500], [274,11805],[591,17987],[622,18224],[962,9138],[1160,26609],[1212,26854],[1279,27056],[1344,28785],[1812,14122],[1864,14367],[2166,16298],[2180,38487],[2210,38244],[2303,37713],[2545,41583],[2947,8277],[3261,21393],[3291,21150],[3384,47380],[3649,10058],[3885,24489],[3900,54295],[3921,53922],[4004,52986],[4427,57803],[4520,57272],[5099,13090],[5129,30214],[5606,31523],[5627,31150],[5710,65562],[5939,6164],[6218,15682],[6508,35031],[6601,71493],[6645,74265],[6742,72992],[6825,73308],[7504,78333],[8011,19713],[8448,20086],[8469,43396],[8552,43712],[9225,44669],[9322,88993],[9405,89309],[9596,9993],[9698,22969],[10023,48737],[10117,92913],[10604,96249],[10894,98399],[12028,105115],[12111,105431],[12826,29345],[13192,29996],[13446,60793],[13694,113516],[14397,63736],[14653,118344],[15051,15608],[15096,15171],[15213,120389],[15629,67509],[15712,67825],[16482,127240],[16565,127556],[18254,136109],[18577,138280],[20131,20206],[20248,145757],[20895,148527],[21495,45320],[21997,152729],[22836,156286],[22842,22948],[23568,91480],[24519,94423],[24775,165100],[26884,101342],[29052,184685],[29537,186304],[29863,187084],[29869,29975],[30888,190866],[31568,31643],[31685,192973],[33475,199999],[38589,74916],[39091,221222],[41613,141223],[42429,235362],[42628,235924],[43004,236738],[45187,242972],[45193,45299],[54340,54415],[54457,273713],[59501,293157],[59610,293313],[63028,301830],[74783,336639],[74789,74895],[81606,359936],[100634,408855] ] cell #120 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [4426],[6507],[6824],[7407],[8551],[9404],[10507],[10977],[13529],[14736],[16819],[19790],[22118],[30520],[49043], [275,27223],[592,38926],[621,18253],[625,39212],[963,21832],[1161,53999],[1211,26883],[1215,53292],[1345,58485],[1813,31227],[1863,14396],[1867,65868],[2167,35713],[2191,74284],[2209,38588],[2246,73069],[2494,79346],[2544,41612],[2548,78639],[2948,43473],[3272,44688],[3290,21494],[3327,89070],[3650,23651],[3834,49750],[3884,24518],[3888,96555],[3907,54314],[3913,100034],[3985,98418],[4040,98811],[4463,105192],[5110,60812],[5128,13191],[5165,61205],[5613,31542],[5619,62428],[5691,118363],[5746,118756],[5940,33671],[6165,67586],[6217,15711],[6221,123190],[6544,127317],[6628,74758],[6734,129964],[7485,138299],[7540,138692],[8278,43200],[8455,20105],[8461,83164],[8635,148604],[9139,86778],[9208,45162],[9314,154355],[9617,22955],[9697,10022],[9704,156849],[10004,91499],[10059,91892],[10585,165119],[10640,165512],[11806,175885],[12020,178540],[12833,29364],[13111,29982],[13198,187647],[13429,29838],[13675,190885],[14123,63224],[14480,195820],[15070,15615],[15076,200066],[15077,33647],[15621,121411],[16299,125025],[16474,210490],[17988,133578],[19489,234005],[19766,42404],[19851,235943],[20111,236805],[20112,43176],[20887,241146],[21414,45306],[21501,243535],[22806,251783],[22811,23551],[26610,100830],[26967,276560],[28786,182154],[29370,293380],[29529,293999],[29833,294889],[31548,301897],[31549,63200],[38508,74902],[38595,337202],[42299,359993],[42399,360148],[45157,369547],[54320,408922],[54321,100806],[59471,435787],[74753,490073] ] cell #121 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [7449],[10549],[11019],[11920],[13571],[14778],[16374],[17047],[20692],[22346],[25268],[29459],[32521],[43864],[67977], [276,55293],[593,73460],[623,39440],[964,89461],[1182,98513],[1213,54901],[1274,27265],[1346,105583],[1834,118458],[1865,32129],[2168,127708],[2211,74379],[2226,129983],[2298,38968],[2515,138394],[2546,80248],[3292,44783],[3307,154374],[3379,21874],[3651,160206],[3855,165214],[3886,50652],[3932,100053],[3949,54448],[3966,168412],[4428,106502],[4443,178559],[4484,179038],[4515,58527],[5130,60907],[5217,190980],[5638,62447],[5655,31676],[5672,197712],[5943,200702],[6219,34573],[6509,68896],[6524,210509],[6565,210988],[6596,35755],[6634,74777],[6658,131987],[6826,130462],[7466,226532],[8281,237441],[8480,83183],[8497,20239],[8553,83662],[8615,241165],[9191,246868],[9214,45181],[9238,85187],[9406,154853],[9599,251852],[9699,47982],[10024,91594],[10112,23693],[10566,263974],[10751,100638],[12625,291728],[12870,294018],[13093,294958],[13193,60572],[13435,29857],[13459,111283],[13656,299860],[14126,302533],[14398,115640],[14510,63032],[15048,312060],[15099,33653],[15204,15657],[15640,121430],[15713,121909],[18040,340535],[18255,223346],[19716,360217],[19772,42423],[19811,360885],[20083,361848],[20134,43182],[20560,43008],[21396,369616],[21496,86145],[22830,23557],[22839,47955],[23581,158039],[24520,162396],[26613,409558],[26885,172769],[29251,435842],[29342,436000],[29432,59614],[29866,60545],[31520,446233],[31571,63206],[33479,34441],[38490,490142],[38590,132945],[41614,230889],[42276,520654],[45190,86118],[54292,580086],[54343,100812],[74786,132918] ] cell #122 : |C| = 21 W-rep = phi[21,3] special rep = phi[21,3] , dim = 21 orbit = E6 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [9668],[13162],[15064],[20099],[21465],[29358],[31536],[38559],[44682],[54308],[60806],[74278],[91493],[98412],[118357],[138293],[165113],[190879],[235937],[293169],[359928] ] cell #123 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [143867],[143986],[145102],[151780],[159323],[175175],[185594],[186431],[192318],[201237],[207915],[220273],[236023],[242319],[252693],[273058],[288655],[301115],[312995],[335986],[408140], [8716,737014],[13259,832209],[13744,846834],[17565,668038],[20264,947977],[23381,980338],[25746,576108],[26231,772976],[29382,1064855],[32999,639719],[34145,1102536],[37358,486507],[40475,509703],[47025,544416],[47905,1224210],[51522,389177],[52154,570392],[56917,426316],[60495,1322896],[62218,442255],[64730,634003],[71138,319291],[77501,352247],[82134,521367],[83920,722487],[84872,365981],[86068,1464552],[95417,258580],[98101,406071],[109520,614336],[109993,436539],[112567,299046],[118046,458089],[122167,862743],[132868,1659782] ] cell #124 : |C| = 135 W-rep = phi[15,7]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [1494],[1772],[2017],[2449],[2738],[3115],[3223],[3515],[3623],[3793],[4284],[4349],[4737],[4814],[5307],[5335],[5927],[5955],[6440],[7106],[7214],[7272],[7784],[7943],[8265],[8360],[8711],[8788],[9631],[9708],[10201],[11179],[11367],[11395],[12500],[13125],[13254],[13407],[13788],[14110],[14938],[15103],[15520],[17209],[17560],[17637],[18862],[19050],[20138],[20308],[21428],[21710],[22508],[23376],[23529],[25060],[25741],[25894],[26275],[26597],[28007],[31575],[32994],[33147],[34189],[34849],[35591],[36389],[37402],[38522],[38804],[40470],[40623],[44531],[47069],[48080],[51517],[51670],[54347],[55919],[56961],[58363],[60670],[62213],[64555],[66425],[71182],[81266],[82129],[82669],[84916],[86243],[90146],[102161],[109694],[110066],[110652],[114647],[133043],[143921],[144058],[149865],[171776],[185533],[218358], [281,12392],[538,6332],[579,17450],[634,19078],[813,8601],[950,22749],[1110,10229],[1185,26085],[1602,13598],[1837,33338],[2200,36900],[2710,19806],[3281,46567],[5119,61494],[10013,92181] ] cell #125 : |C| = 77 W-rep = phi[21,6]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2059],[2918],[3662],[4571],[5053],[6223],[6909],[7653],[8000],[8377],[9489],[11113],[12283],[12808],[14872],[16849],[17226],[19608],[22148],[22525],[25295],[30550],[32548],[36702],[43891],[46369],[49073],[61296],[68004],[81902],[91983],[120149],[145517],[192733],[273473], [433,5515],[508,6135],[630,18338],[855,3150],[996,3581],[1106,10409],[1272,11575],[1529,1560],[1641,5402],[1886,6069],[2354,7141],[2605,19258],[2805,2852],[3006,8881],[3406,9869],[4153,11462],[4751,4763],[4907,4975],[6997,17730],[7960,7975],[12694,12696] ] cell #126 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [23981],[30394],[34886],[41075],[43567],[53166],[57658],[59705],[65742],[73163],[89164],[97311],[117256],[147036],[203171], [287,283435],[544,326636],[641,226623],[916,374609],[1117,264065],[1192,168503],[1303,178553],[1383,433661],[1609,299951],[1676,446218],[1844,197803],[2125,210503],[2253,129977],[2415,495135],[2466,226540],[2887,361833],[2955,241159],[3019,531016],[3230,250140],[3334,154368],[3630,388013],[3806,263982],[3937,100047],[4012,168420],[4188,580071],[4356,174385],[4787,294012],[4988,436966],[5137,299868],[5229,625213],[5552,63591],[5643,62441],[5718,197720],[6104,461128],[6172,67680],[6447,327112],[6669,131995],[7010,677687],[7221,215529],[7325,135964],[7988,360074],[8014,360893],[8282,521799],[8485,83177],[8761,85278],[9111,45718],[9249,85195],[9681,90392],[9882,547376],[10031,48917],[10446,94278],[10752,100646],[11289,783853],[11612,101197],[11778,103348],[12507,283911],[12702,435848],[12789,435852],[13175,110898],[13304,111374],[13470,111291],[13859,31646],[14511,63040],[15148,66564],[15174,34260],[15442,642928],[15645,121424],[15921,123525],[16271,69831],[17610,132078],[17960,75314],[19295,141078],[19606,520650],[20183,82808],[20209,20379],[20527,146560],[20561,43016],[21005,45175],[21478,150111],[22824,48592],[22911,47956],[23426,158130],[23592,158047],[26346,54418],[28408,180654],[28758,107437],[29433,59622],[29851,30069],[29938,60546],[31620,114786],[31964,193776],[33487,34442],[34408,202695],[37621,215053],[38099,74771],[38572,218604],[42417,42451],[45262,86119],[47288,249664],[50487,260038],[54392,171915],[54736,274516],[74858,132919],[76884,343331],[80083,353705] ] cell #127 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [49740],[61195],[68683],[79336],[83449],[98801],[106289],[109768],[118746],[130249],[154640],[166897],[196197],[239094],[316066], [293,611360],[594,684704],[965,538033],[1162,784798],[1347,422459],[1814,626158],[2169,477507],[2181,897215],[2495,347883],[2949,522744],[3262,727786],[3835,396996],[3897,1016488],[4041,268694],[4398,282822],[5100,615553],[5166,443983],[5603,837758],[5747,308934],[6166,643873],[6479,326023],[6796,214440],[7397,226544],[8012,520788],[8445,717493],[8523,367389],[9140,378844],[9376,249051],[9994,746723],[10060,554393],[10497,263986],[10811,170886],[10967,168424],[11807,276937],[12823,614376],[12848,436797],[13519,299872],[14368,115427],[14570,113757],[14726,197724],[15172,120071],[15605,857749],[15683,121696],[16300,478139],[16809,131999],[17989,332761],[18225,223133],[19610,520649],[19780,360897],[20207,145439],[20620,145947],[21151,148981],[21822,86768],[22108,85199],[22945,90418],[22970,156524],[23641,91882],[24490,162183],[25181,100650],[26855,172556],[27213,175875],[28787,423091],[29246,435850],[29972,110924],[29997,187322],[30215,187954],[30510,111295],[31217,63214],[31644,192655],[32434,63044],[33491,67890],[33661,67576],[34501,202082],[35032,205116],[35703,125015],[38245,217474],[38916,133568],[41584,230676],[43020,43777],[43190,43463],[43713,238462],[44570,85932],[45296,150137],[45321,243210],[47769,91381],[48738,254216],[49033,158051],[53989,100820],[54416,273395],[57804,285856],[58475,182144],[59626,59731],[60359,60694],[63737,303554],[67826,315434],[73309,332129],[74166,132732],[74892,218630],[74917,336877],[81779,81824],[89310,378212],[94424,391616],[101343,410579],[136110,498738],[141224,512142] ] cell #128 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [6313],[8582],[10238],[12373],[13607],[17431],[19087],[19827],[22730],[26094],[33347],[36921],[46588],[61515],[92202], [326,29567],[694,42367],[858,44891],[999,48090],[1405,29335],[1475,13052],[1653,62391],[1898,66480],[2357,74487],[2747,19892],[2817,82724],[2864,83127],[3026,44659],[3096,21355],[3426,47858],[3496,23174],[4165,99997],[4927,60448],[4995,60783],[5344,31329],[5414,114702],[5461,14427],[5964,33773],[6034,15742],[6081,121374],[6855,129927],[7017,74255],[7087,38449],[8121,43237],[8133,43510],[8901,86021],[8969,21910],[9435,154318],[9821,23729],[9889,91470],[10308,10355],[11055,98389],[11404,54101],[11474,171831],[11521,26914],[12141,178503],[13966,63261],[13978,31264],[14814,118334],[15281,33708],[15293,67623],[16061,16129],[16595,210453],[16982,73106],[17750,132821],[17818,39004],[18284,39824],[18738,138270],[19157,19204],[20961,241109],[21566,46136],[22281,89107],[23268,49323],[24088,24100],[24936,165090],[26453,100867],[26465,54036],[27301,56119],[27780,105229],[28548,28616],[29550,293962],[30800,30812],[30981,190856],[32064,119066],[35330,35447],[36162,127354],[38660,75732],[39375,76184],[40362,78919],[41182,41194],[42309,359992],[42645,235914],[44399,148641],[50587,165822],[51409,96835],[53572,53584],[54836,99121],[55775,103766],[58102,58219],[59463,435796],[59558,293576],[60315,189383],[64423,119773],[66148,66160],[68512,204776],[80183,139002],[81005,81122],[81657,360358],[82245,238854],[85888,153329],[91002,255645],[99828,102029],[110163,297178],[114223,195957],[120492,315826],[128938,132688],[149376,246970],[156919,385240],[166657,171352],[212359,217869] ] cell #129 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [7893],[7935],[8166],[9040],[9960],[12722],[12948],[14011],[15326],[16200],[17889],[19904],[21251],[23070],[26498],[27372],[28687],[31341],[33785],[38345],[54113], [1081,49864],[1615,61810],[2063,35132],[2580,79460],[2719,82027],[2972,44201],[3675,24133],[4127,99416],[4575,57904],[4701,109510],[4791,59854],[5066,30845],[5833,119361],[6710,128827],[6963,73797],[7666,41227],[9290,153218],[9543,89798],[10761,166639],[10851,97460],[11126,53617],[13511,189272],[14520,195939],[14610,117405],[14885,66193],[20570,238836],[20660,147185],[23633,255534],[29442,293558],[34451,315808],[34541,203320],[47965,381620],[60555,438271],[86128,532321],[132928,678992] ] cell #130 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2071],[2980],[3703],[4583],[5172],[6971],[7694],[8027],[9551],[11232],[14991],[16876],[22175],[30577],[49100], [335,4899],[723,8076],[867,8873],[1008,9793],[1416,12764],[1457,12906],[1682,13921],[1738,5577],[1927,15236],[1964,6197],[2366,17722],[2670,19670],[3037,21067],[3078,21209],[3156,9146],[3437,22886],[3478,23028],[3525,10066],[3740,3759],[4194,26408],[4250,11637],[4938,29913],[5006,30131],[5267,31107],[5288,13872],[5887,33551],[5899,15187],[6342,6373],[7028,38161],[7069,38303],[7147,17995],[7350,18400],[7731,7750],[8225,43080],[8237,20222],[8320,43353],[8341,20392],[8912,45237],[9900,48654],[10173,10182],[11066,52903],[11327,53879],[11348,26359],[11813,27478],[12402,12433],[13379,13388],[14070,63104],[14082,31659],[14825,65479],[15480,67466],[15501,34273],[17169,72949],[17190,37486],[17761,74833],[18111,39269],[18749,78250],[19022,19031],[21682,21691],[22468,88950],[22489,47153],[23501,23510],[24947,96166],[25866,25875],[25970,53349],[26557,100710],[26569,54431],[27967,105072],[27988,57045],[30992,113433],[33119,33128],[33223,65925],[35563,35572],[36349,127197],[36370,71266],[38776,38785],[40595,40604],[40699,78696],[42656,144550],[44491,148484],[44512,85000],[51642,51651],[51746,96612],[55891,55900],[58335,58344],[59560,185841],[59917,186261],[60326,111598],[64527,64536],[68625,123247],[81238,81247],[81647,235148],[81654,235365],[82247,145817],[85502,85899],[91013,158354],[102133,102142],[109474,293111],[110160,187654],[113627,114225],[120494,201952],[132302,132699],[148681,149373],[156916,253916],[170756,171354],[217174,217866] ] cell #131 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2074],[2983],[3704],[4586],[5173],[6974],[7695],[8028],[9554],[11233],[14992],[16877],[22176],[30578],[49101], [338,5039],[493,6200],[724,8297],[870,3070],[1011,9933],[1019,10067],[1091,3762],[1417,12804],[1455,13204],[1683,5244],[1741,1778],[1905,15188],[1928,15457],[2082,6374],[2369,7061],[2590,7753],[2668,19722],[2824,20223],[3038,8696],[3076,8661],[3157,3234],[3438,22926],[3476,23326],[3681,10183],[4195,11304],[4253,4290],[4594,12434],[4939,29953],[5007,13239],[5072,13389],[5265,13766],[5289,5311],[5421,31660],[5885,33603],[7029,17545],[7067,17510],[7148,7225],[7353,7390],[7672,19032],[8223,43132],[8318,20286],[8342,8364],[8913,45277],[9046,21692],[9901,23361],[9966,23511],[11067,25726],[11132,25876],[11325,26253],[11349,11371],[11481,54432],[11814,11891],[14068,63156],[14826,32979],[14891,33129],[15478,34167],[15502,15524],[16206,35573],[17167,37380],[17191,17213],[17762,74873],[17895,38786],[18112,18134],[18750,40455],[18815,40605],[22466,47047],[22490,22512],[24948,51502],[25013,51652],[25971,25993],[26555,100762],[27378,55901],[27965,56939],[27989,28011],[28693,58345],[30993,62198],[32405,64537],[33224,33246],[36347,71160],[36371,36393],[40700,40722],[42107,81248],[42657,82114],[44489,84894],[44513,44535],[44881,85900],[51747,51769],[55177,102143],[59561,109744],[59915,110044],[60327,61005],[62336,114226],[68626,68648],[74477,132700],[81644,143918],[81653,144113],[82248,83072],[85032,149372],[91014,91692],[99942,171355],[109473,185536],[110159,111128],[120495,121319],[131832,217865],[156915,157884] ] cell #132 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2076],[2985],[3705],[4588],[5174],[6976],[7696],[8029],[9556],[11234],[14993],[16878],[22177],[30579],[49102], [340,4971],[424,5582],[725,8202],[872,8945],[889,9148],[1013,3470],[1097,3745],[1263,11642],[1418,12785],[1456,13075],[1664,13874],[1684,14047],[1929,5864],[1969,2023],[2093,6344],[2371,17794],[2388,17997],[2455,18405],[2596,7736],[2669,19698],[2875,20394],[3039,21088],[3077,21378],[3439,9616],[3477,9581],[3527,3634],[3685,10175],[4176,26361],[4196,26534],[4360,27480],[4605,12404],[4940,13110],[5008,30152],[5076,13381],[5266,31135],[5886,15081],[5901,5931],[6092,34275],[6866,37488],[7030,38182],[7068,38472],[7276,39271],[7676,19024],[8224,20116],[8239,8269],[8319,43381],[8914,21413],[9050,21684],[9446,47155],[9902,48675],[9970,23503],[11068,52924],[11136,25868],[11183,53351],[11326,53907],[12152,57047],[14069,31553],[14084,14114],[14827,65500],[14895,33121],[14942,65927],[15479,67494],[16210,35565],[16606,71268],[17168,72977],[17763,38507],[17899,38778],[18751,78271],[18819,40597],[18866,78698],[20972,85002],[22467,88978],[24949,96187],[25017,51644],[25064,96614],[26556,54325],[26571,26601],[27382,55893],[27966,105100],[28697,58337],[29827,111600],[30994,113454],[32409,64529],[34853,123249],[36348,127225],[42111,81240],[42658,144571],[42710,145818],[44490,148512],[45151,85504],[48350,158356],[55181,102135],[59606,185842],[59916,186289],[59936,187653],[62734,113628],[66823,201953],[74747,132304],[81645,235150],[81709,235364],[85509,148680],[90623,253915],[100340,170757],[109477,293110],[132309,217173] ] cell #133 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [10261],[13630],[15973],[19110],[20803],[26117],[28460],[29509],[33370],[37897],[47564],[52281],[64857],[84047],[122294], [386,63034],[393,62449],[770,43010],[777,83185],[836,85189],[1225,100640],[1232,100055],[1428,59616],[1486,60957],[1541,111285],[1736,32240],[1974,33481],[1981,121432],[2276,129985],[2335,131989],[2659,42425],[2770,20234],[3107,44833],[3162,21933],[3357,154376],[3449,22841],[3507,91644],[3562,158041],[3757,24181],[3998,98563],[4053,168414],[4248,55012],[4493,178561],[4839,29859],[4950,29868],[5367,31671],[5704,118508],[5759,197714],[5876,15098],[5987,15199],[6045,68347],[6195,15374],[6324,35165],[6379,16084],[6574,210511],[7098,74429],[7153,39027],[7348,77160],[7498,138444],[7553,226534],[7748,41275],[8214,20133],[8593,44234],[8646,241167],[8813,45183],[8924,45192],[9097,155238],[9695,23103],[9733,22832],[9844,10072],[10319,50293],[10598,165264],[10653,263976],[11427,54443],[11764,102463],[11819,56142],[12105,105953],[12384,57937],[12439,28571],[12894,294020],[12981,13189],[13688,191030],[13712,299862],[14059,31570],[14438,31770],[16257,211373],[16559,128078],[17442,73830],[17662,74779],[17773,74788],[17946,130847],[19168,79889],[19662,360422],[19853,360887],[20076,239417],[21284,21492],[21991,156132],[22741,89831],[23810,257292],[26546,54342],[26925,54542],[28744,179423],[29046,108813],[29263,435844],[29271,436215],[29629,297242],[31513,196520],[33957,316389],[38378,38586],[39085,131741],[39835,76690],[42272,520661],[42714,364361],[44953,247034],[48152,385304],[54285,167220],[62738,306502],[66827,463656],[74549,212423],[100344,266262] ] cell #134 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [10260],[13629],[15955],[19109],[20785],[26116],[28442],[29476],[33369],[37879],[47546],[52248],[64824],[84014],[122261], [394,62446],[778,83182],[835,85192],[1233,100052],[1487,60924],[1540,111288],[1635,63037],[1737,32222],[1982,121429],[2277,129982],[2334,131992],[2769,20233],[2846,43013],[3108,44800],[3161,21932],[3358,154373],[3508,91611],[3561,158044],[3758,24163],[3999,98530],[4052,168417],[4147,100643],[4249,54994],[4494,178558],[4757,59619],[4821,29856],[5366,31670],[5705,118475],[5758,197717],[5986,15198],[6046,67757],[6063,33484],[6196,15356],[6325,34963],[6378,16083],[6575,210508],[7099,74396],[7152,39026],[7349,77142],[7499,138411],[7552,226537],[7749,41257],[7950,42422],[8594,43644],[8647,241164],[8795,45180],[9098,155205],[9651,22870],[9696,22901],[9715,22829],[9843,10071],[10320,94355],[10599,165231],[10652,263979],[11426,54442],[11765,102430],[11818,56141],[12106,105363],[12385,57735],[12438,28570],[12895,294017],[13145,29897],[13190,29928],[13689,190997],[13711,299865],[14439,63668],[15110,15119],[16258,211340],[16560,127488],[17443,73240],[17644,74776],[17947,130814],[19169,141155],[19664,360286],[19852,360890],[20077,238150],[20145,20154],[21448,45221],[21493,45252],[21992,152661],[22742,89241],[23811,257259],[26926,101274],[28745,179390],[29047,184617],[29260,435847],[29270,436073],[29631,295745],[31514,191781],[31582,31591],[33958,315122],[38542,74817],[38587,74848],[39086,221154],[39836,136041],[42271,520657],[42713,362711],[44955,241477],[48154,383807],[54286,272521],[54354,54363],[62737,300181],[66826,462006],[74551,335144],[100343,407206] ] cell #135 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2665],[2788],[3195],[3595],[4708],[4845],[5385],[6005],[6412],[7186],[7895],[8083],[8819],[9739],[11445],[11852],[12472],[13928],[15243],[17668],[26415], [523,15979],[818,20809],[1070,10279],[1077,24050],[1362,28466],[1446,29515],[1574,13648],[1611,30762],[2317,37903],[2569,19128],[2576,41144],[2712,42592],[3398,47570],[3958,52287],[4086,26135],[4123,53534],[4699,59491],[5664,64863],[5792,33388],[5829,66110],[6703,72188],[8506,84053],[9283,88189],[10759,97097],[13504,112334],[14518,117042],[15666,122300],[20568,146822],[23626,159090],[29440,185932],[34449,202957],[47963,252194],[60553,295300],[86126,369958],[132926,490484] ] cell #136 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [3683],[5074],[6231],[7674],[8385],[11134],[12291],[12816],[14893],[17234],[22533],[25303],[32556],[43899],[68012], [423,14230],[850,21119],[887,9048],[1096,24352],[1262,26717],[1555,30183],[1657,31147],[1662,14112],[2022,15545],[2054,35000],[2091,16208],[2349,38213],[2386,17897],[2454,39627],[2595,41446],[2868,43393],[2873,8267],[2913,43681],[3014,21390],[3034,44673],[3467,22938],[3576,48706],[3632,9968],[4067,52955],[4169,53919],[4174,26599],[4321,55328],[4358,27380],[4566,57772],[4603,28695],[4968,29965],[4983,13087],[5003,60797],[5236,31527],[5510,63705],[5773,65531],[5882,15143],[5929,6090],[6085,67506],[6130,67794],[6859,72989],[6904,73277],[6935,73495],[7005,38484],[7025,74269],[7567,78302],[7983,19710],[8220,20178],[8289,20090],[8942,45289],[9439,88990],[9484,89278],[9515,89496],[9593,9877],[9602,22918],[9897,91484],[10404,94392],[10667,96218],[11063,98403],[11296,54299],[11570,101311],[12145,105112],[12190,105400],[12221,105618],[12796,29349],[13096,29945],[13726,113485],[14065,31615],[14822,118348],[15055,15449],[16599,127237],[16644,127525],[16675,127743],[17791,74885],[18333,136078],[18746,138284],[19253,141192],[20080,145200],[20965,148524],[21399,45269],[22029,152698],[23848,160241],[24944,165104],[26552,54387],[29131,184654],[29554,186301],[29597,186375],[30989,190870],[31517,192416],[33961,201335],[38493,74865],[39123,221191],[42397,235296],[42653,235928],[42668,235951],[44921,242263],[48120,252637],[54289,273156],[59503,293164],[59564,293244],[62692,301043],[66781,312923],[74517,335930],[81602,359935],[100298,408068] ] cell #137 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2055],[2914],[3660],[4567],[5051],[6905],[7651],[7998],[9485],[11111],[14870],[16847],[22146],[30548],[49071], [427,5511],[502,6131],[851,3146],[899,9025],[992,3577],[1040,9945],[1100,10405],[1266,11571],[1525,1556],[1639,5400],[1667,13843],[1884,6067],[1912,15158],[2103,16185],[2350,7137],[2398,17874],[2458,18334],[2599,19254],[2803,2850],[2831,20193],[2878,20363],[3008,8883],[3029,8723],[3408,9871],[3429,9655],[3688,23965],[4151,11460],[4179,26330],[4370,27357],[4615,28672],[4749,4761],[4909,4977],[4930,13149],[4998,13266],[5079,30378],[5250,13807],[5428,31630],[5870,15137],[6095,34244],[6869,37457],[6999,17732],[7020,17572],[7279,39240],[7679,41059],[7962,7977],[8208,20172],[8303,20327],[8904,21452],[9053,45702],[9449,47124],[9892,23388],[9973,48901],[11058,25753],[11139,53150],[11186,53320],[11310,26294],[11488,54402],[12155,57016],[14053,31609],[14817,33006],[14898,65726],[14945,65896],[15463,34208],[16213,69815],[16609,71237],[17152,37421],[17753,38546],[17902,75298],[18741,40482],[18822,78497],[18869,78667],[20975,84971],[22451,47088],[24939,51529],[25020,96413],[25067,96583],[26540,54381],[27385,103332],[27950,56980],[28700,107421],[29830,110647],[30984,62225],[32412,116949],[34856,123218],[36332,71201],[42114,143213],[42648,82141],[42709,144698],[44474,84935],[45154,149860],[48353,157403],[55184,174078],[59605,109589],[59900,110085],[59935,186378],[62733,191914],[66822,200833],[74750,218353],[81640,143923],[81708,143933],[85508,242266],[90622,252640],[100339,272654],[109476,185527],[132308,335933] ] cell #138 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [19663],[20066],[21868],[23687],[27259],[29269],[29630],[31503],[33947],[35749],[38962],[42270],[42712],[44954],[48153],[54275],[58521],[62736],[66825],[74550],[100342], [2272,131241],[3353,155632],[3943,167109],[4043,169918],[4489,106673],[5649,196409],[5749,199218],[6570,69067],[6678,212889],[7443,79622],[7543,140223],[8491,239306],[8642,84441],[9258,247500],[10543,50026],[10643,93423],[10754,266293],[11013,99578],[12884,109980],[13479,297708],[13565,61972],[13702,112789],[14513,306533],[14772,119523],[15651,316278],[19834,144396],[20563,364392],[23601,385770],[29254,185553],[29435,436246],[34444,463687],[47958,546656],[60548,616958],[86121,729191],[132921,898620] ] cell #139 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [3687],[5078],[6232],[7678],[8386],[11138],[12292],[12817],[14897],[17235],[22534],[25304],[32557],[43900],[68013], [428,14231],[503,15546],[852,21120],[898,9052],[993,22939],[1039,9972],[1101,24353],[1267,26718],[1526,29966],[1557,30184],[1650,13814],[1666,5427],[1895,15144],[1911,6094],[2056,35001],[2102,16212],[2351,38214],[2397,17901],[2459,39628],[2600,41447],[2814,20179],[2830,2877],[2861,20334],[2915,43682],[3015,8890],[3021,21077],[3147,45290],[3415,9878],[3421,22915],[3578,48707],[4069,52956],[4162,26301],[4178,11487],[4323,55329],[4369,27384],[4568,57773],[4614,28699],[4916,4984],[4922,29942],[4990,30141],[5233,14036],[5411,31616],[5512,63706],[5775,65532],[5853,15446],[6078,34215],[6132,67795],[6852,37428],[6906,73278],[6937,73496],[7006,17739],[7012,38171],[7138,74886],[7569,78303],[7969,7984],[8191,8286],[8896,45266],[9432,47095],[9486,89279],[9517,89497],[9884,48664],[10406,94393],[10669,96219],[11050,52913],[11293,26523],[11471,54388],[11572,101312],[12138,56987],[12192,105401],[12223,105619],[12774,12793],[13728,113486],[14809,65489],[16592,71208],[16646,127526],[16677,127744],[17745,74862],[18335,136079],[18733,78260],[19255,141193],[20082,145201],[20958,84942],[22031,152699],[23850,160242],[24931,96176],[29133,184655],[29547,110092],[29596,186440],[30976,113443],[31519,192417],[33963,201336],[39125,221192],[42396,143995],[42640,144560],[42667,236021],[44920,242328],[48119,252702],[54291,273157],[59498,185585],[59563,185592],[62691,301113],[66780,312993],[74516,335995],[81601,235093],[100297,408138] ] cell #140 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2057],[2916],[3661],[4569],[5052],[6907],[7652],[7999],[9487],[11112],[14871],[16848],[22147],[30549],[49072], [430,5513],[627,18336],[853,8943],[905,9026],[1103,10407],[1269,11573],[1286,27358],[1558,4969],[1640,14046],[1670,13844],[2026,6133],[2109,16186],[2352,17792],[2404,17875],[2427,39241],[2602,19256],[2851,8201],[2881,20364],[3009,21377],[3030,21087],[3468,3579],[3644,9946],[3691,23966],[4104,53321],[4152,26533],[4182,26331],[4621,28673],[4762,12784],[4978,13074],[4999,30151],[5082,30379],[5251,31134],[5810,65897],[5863,6068],[5934,15159],[6098,34245],[6872,37458],[7000,38471],[7021,38181],[7604,78668],[7682,41060],[7978,19697],[8272,20194],[8304,43380],[9056,45703],[9452,47125],[9580,9872],[9615,9656],[9893,48674],[9976,48902],[10704,96584],[11059,52923],[11142,53151],[11311,53906],[12158,57017],[13109,13150],[14117,31631],[14818,65499],[14901,65727],[15080,15138],[15464,67493],[15809,123219],[16216,69816],[16612,71238],[17153,72976],[17905,75299],[18742,78270],[18825,78498],[20115,20173],[20978,84972],[21412,21453],[22452,88977],[23019,157404],[24940,96186],[25023,96414],[26604,54403],[27388,103333],[27951,105099],[28703,107422],[30046,110648],[30985,113453],[31552,31610],[32415,116950],[33509,200774],[36333,127224],[38506,38547],[42117,143214],[42649,144570],[43038,144639],[44475,148511],[45370,149861],[47749,252571],[54324,54382],[55187,174079],[59644,185723],[59901,186288],[60339,186309],[63062,191855],[74966,218354],[81641,235149],[81759,235230],[85912,242197],[100668,272595],[109480,293103],[132712,335864] ] cell #141 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [3690],[5081],[6233],[7681],[8387],[11141],[12293],[12818],[14900],[17236],[22535],[25305],[32558],[43901],[68014], [431,14232],[628,39629],[854,21121],[904,9055],[1104,24354],[1270,26719],[1282,55330],[1285,27387],[1559,30185],[1651,31148],[1669,14116],[2027,15547],[2058,35002],[2108,16215],[2306,73497],[2353,38215],[2403,17904],[2603,41448],[2862,43394],[2880,8271],[2917,43683],[3016,21391],[3022,44672],[3387,89498],[3469,22940],[3580,48708],[3643,9975],[4071,52957],[4163,53920],[4181,26603],[4523,105620],[4570,57774],[4620,28702],[4970,29967],[4985,13088],[4991,60796],[5234,31526],[5514,63707],[5777,65533],[5881,15145],[5933,6097],[6079,67507],[6134,67796],[6604,127745],[6853,72990],[6908,73279],[7007,38485],[7013,74268],[7571,78304],[7985,19711],[8219,20180],[8287,20089],[8944,45291],[9433,88991],[9488,89280],[9594,9879],[9601,22916],[9885,91483],[10120,160243],[10408,94394],[10671,96220],[11051,98402],[11294,54298],[11574,101313],[12139,105113],[12194,105402],[12794,29348],[13095,29943],[13730,113487],[14064,31617],[14810,118347],[15054,15447],[15216,201337],[16593,127238],[16648,127527],[17793,74887],[18337,136080],[18734,138283],[19257,141194],[20251,145202],[20959,148525],[21398,45267],[22033,152700],[22838,252638],[24932,165103],[26551,54389],[29135,184656],[29548,186302],[29865,186376],[30977,190869],[31688,192418],[33474,312922],[38492,74863],[39127,221193],[42431,235297],[42641,235927],[43003,235950],[45189,242264],[54460,273158],[59499,293163],[59609,293243],[63027,301042],[74785,335931],[81605,359934],[100633,408067] ] cell #142 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [10255],[13624],[15972],[19104],[20802],[26111],[28459],[29508],[33364],[37896],[47563],[52280],[64856],[84046],[122293], [461,67396],[468,66572],[751,43283],[758,82816],[977,90342],[1422,59655],[1482,60621],[1510,110848],[1710,31037],[1717,114794],[1962,34683],[2658,42459],[2764,20404],[3043,21022],[3103,86194],[3131,150061],[3503,48031],[3531,23746],[3738,24275],[4222,53809],[4229,171923],[4838,30077],[5012,30086],[5255,13783],[5361,13884],[5468,64272],[5575,14153],[5981,34285],[6320,35179],[6348,16146],[7034,38116],[7094,132994],[7122,218554],[7729,41369],[8308,20303],[8589,44248],[8775,21298],[8812,21013],[8986,9152],[9732,48600],[9906,48609],[10362,50137],[11072,52858],[11315,26270],[11421,26371],[11528,101878],[11635,26640],[12380,57951],[12408,28633],[12995,13318],[14831,65434],[15468,34184],[15749,34058],[17157,37397],[17438,73844],[17624,38392],[17661,38107],[17835,18001],[18291,136645],[18398,39550],[18755,78205],[19211,79733],[22456,47064],[22737,89845],[23117,23440],[24953,96121],[25482,25805],[27107,55507],[27318,27484],[27955,56956],[28236,56830],[29089,108657],[30998,113388],[32735,33058],[36337,71177],[36618,71051],[37764,75452],[38062,134456],[40211,40534],[42662,144505],[44479,84911],[45856,47431],[47729,87656],[51258,51581],[52329,171699],[57323,107575],[59508,185567],[59905,110061],[62083,62277],[64905,114570],[69969,71544],[71908,217914],[81596,235108],[81702,144265],[82592,84095],[87909,149421],[92770,92964],[97065,272600],[109535,185900],[110208,112054],[117010,191860],[120839,122342],[144644,146790],[156964,158810],[200779,202925] ] cell #143 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [10254],[13623],[15954],[19103],[20784],[26110],[28441],[29475],[33363],[37878],[47545],[52247],[64823],[84013],[122260], [469,66569],[759,82813],[976,90345],[1483,60588],[1509,110851],[1718,114791],[1880,67399],[1963,34665],[2763,20403],[2799,43286],[3104,86161],[3130,150064],[3504,47998],[3530,23745],[3739,24257],[4230,171920],[4745,59658],[4820,30074],[5360,13883],[5396,31040],[5469,63686],[5576,14135],[5980,34284],[6321,34981],[6347,16145],[7095,132961],[7121,218557],[7730,41351],[7949,42456],[8590,43662],[8719,21051],[8776,21100],[8794,21010],[8985,9151],[9714,48597],[10363,94373],[11420,26370],[11456,53812],[11529,101292],[11636,26622],[12381,57753],[12407,28632],[13262,30115],[13319,30164],[13794,13804],[15750,67775],[17439,73258],[17568,38145],[17625,38194],[17643,38104],[17834,18000],[18292,136059],[18399,39532],[19212,141173],[20314,20324],[22738,89259],[23384,48638],[23441,48687],[25749,52887],[25806,52936],[26281,26291],[27108,55309],[27317,27483],[28237,105381],[29090,184635],[33002,65463],[33059,65512],[34195,34205],[36619,127506],[37408,37418],[37765,73476],[38063,221172],[40478,78234],[40535,78283],[47075,47085],[47432,89477],[47730,152679],[51525,96150],[51582,96199],[52330,273137],[56967,56977],[57324,105599],[62221,113417],[62278,113466],[64906,192397],[71188,71198],[71545,127724],[71909,335993],[82137,144534],[84096,145181],[84922,84932],[87910,242326],[92965,160222],[97064,408142],[109527,185573],[110072,110082],[112055,186438],[117009,301117],[122343,201316],[143869,235107],[143993,144266],[146789,236025],[158811,252700],[185596,185899],[202924,312997] ] cell #144 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [3679],[5070],[6230],[7670],[8384],[11130],[12290],[12815],[14889],[17233],[22532],[25302],[32555],[43898],[68011], [492,15544],[988,22937],[1017,9964],[1090,24351],[1521,29964],[1777,14229],[1901,33615],[1903,15522],[2051,34999],[2080,16204],[2589,41445],[2820,43144],[2822,8362],[2910,43680],[3067,21118],[3142,45288],[3232,9044],[3413,23338],[3433,47901],[4289,26716],[4563,57771],[4592,28691],[4914,13216],[4934,60491],[5036,30182],[5262,13812],[5309,5419],[5417,63168],[5507,63704],[5855,34141],[6127,67793],[6901,73276],[7058,38212],[7133,74884],[7223,17893],[7389,39626],[7967,19734],[8193,20260],[8315,20332],[8673,8888],[8682,21079],[8908,86064],[9481,89277],[9930,48705],[10401,94391],[11096,52954],[11322,26299],[11369,11479],[11477,100774],[11567,101310],[11724,55327],[11889,27376],[12187,105399],[12776,29378],[13225,30143],[13740,14038],[14855,65530],[15475,34213],[16641,127524],[17164,37426],[17355,73494],[17522,17737],[17531,38173],[17757,132864],[18330,136077],[18779,78301],[19250,141191],[22026,152697],[22463,47093],[22654,89495],[23347,48666],[24977,96217],[25712,52915],[26227,26525],[27962,56985],[28153,105617],[29128,184653],[31022,113484],[31301,192415],[32965,65491],[36344,71206],[36535,127742],[39120,221190],[40441,78262],[43547,145199],[44486,84940],[44592,242327],[49545,160240],[51488,96178],[54073,273155],[59912,110090],[60716,186439],[62184,113445],[62288,301114],[67660,201334],[74188,335994],[81846,143994],[82100,144562],[83024,236022],[91403,252701],[99894,408139],[109512,185587],[109696,185593],[121271,312994],[143879,235094] ] cell #145 : |C| = 135 W-rep = phi[15,7]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [1488],[1751],[1996],[2736],[3109],[3185],[3509],[3585],[3772],[4263],[4735],[4816],[5295],[5333],[5915],[5953],[6402],[7100],[7176],[7363],[7763],[7945],[8253],[8348],[8709],[8790],[9629],[9710],[10189],[11355],[11393],[11842],[12462],[13123],[13252],[13395],[13790],[14098],[15105],[15508],[17197],[17558],[17639],[18118],[19038],[20140],[20310],[21426],[21698],[22496],[23374],[23517],[25739],[25882],[25977],[26277],[26585],[27995],[31577],[32992],[33135],[33230],[34191],[35579],[36377],[37404],[38520],[38792],[40468],[40611],[40706],[44519],[47071],[51515],[51658],[51753],[54349],[55907],[56963],[58351],[60333],[62211],[64543],[68632],[71184],[81254],[82127],[82197],[84918],[85906],[91020],[102149],[109643],[110068],[110100],[114175],[120444],[132706],[143925],[143999],[149313],[156856],[171304],[185531],[217806], [514,6326],[792,8595],[1060,10227],[1353,12386],[1564,13596],[2291,17444],[2559,19076],[2698,19804],[3372,22743],[4076,26083],[5782,33336],[6689,36898],[9269,46565],[13490,61492],[23612,92179] ] cell #146 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [49967],[61913],[69052],[79563],[84426],[99519],[106658],[109965],[119464],[131226],[155617],[167094],[196394],[239291],[316263], [3899,273180],[3920,272055],[4001,268891],[4509,284694],[5605,192440],[5626,191315],[5707,309131],[6590,327895],[6644,335296],[6741,331351],[7501,348080],[8447,145224],[8468,237684],[9100,379041],[9197,380907],[9224,241629],[9321,377434],[10601,397193],[10893,402922],[11767,277134],[12027,421681],[12650,291241],[12825,185741],[13023,188151],[13445,295897],[13691,444180],[13898,453053],[14313,116404],[14652,454940],[15607,119856],[15628,314656],[16260,478336],[16481,476729],[17949,332958],[18046,334824],[18170,224110],[18576,504485],[19648,144099],[20007,82984],[20418,526590],[20894,529354],[21017,538435],[21326,149178],[21748,87486],[22947,90336],[23145,254413],[23567,383959],[23813,554590],[24435,93769],[24774,565350],[26385,401035],[26800,173533],[27139,176593],[28747,423288],[29536,615400],[29615,110693],[29974,110842],[30081,619634],[30887,623494],[31031,633244],[31444,114962],[33529,66576],[33888,66740],[34086,203954],[34299,647719],[34775,67171],[35207,123905],[35629,69411],[38111,480526],[38420,217671],[38842,134286],[41529,140569],[42463,716797],[42627,717381],[43058,82820],[43277,721728],[44276,147819],[44939,149906],[45298,150055],[48059,90772],[48138,90187],[48497,49410],[48604,750804],[50165,161909],[53803,569633],[54216,172091],[57979,181034],[58401,107017],[59500,826015],[59649,826364],[60085,60649],[63082,114798],[64300,115153],[67390,861984],[73872,216312],[74535,218399],[74894,218548],[79761,230402],[81609,942382],[85658,86222],[89873,250923],[100688,171927],[101906,172282],[132458,133022],[136673,222859] ] cell #147 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [123990],[147904],[160957],[181119],[189944],[216397],[229450],[235731],[251008],[270684],[310924],[329398],[375481],[441175],[551585], [16742,490089],[16784,488547],[17015,483879],[18809,507310],[22041,369563],[22083,368021],[22314,541788],[25007,568175],[25209,578402],[25435,572859],[27813,596501],[30443,294905],[30485,439006],[32097,638639],[32399,641348],[32462,444549],[32688,636470],[36195,662917],[36998,670664],[39408,496007],[40164,696087],[42101,517423],[42500,360164],[42885,363353],[43805,523993],[44432,726321],[44875,737347],[45809,245832],[46665,739640],[48966,251799],[49008,549416],[50620,769809],[51211,767640],[54869,575028],[55171,577737],[55460,417949],[56557,803762],[59536,293363],[60170,187570],[60999,832542],[62036,835905],[62335,846872],[62909,300823],[63829,195120],[66613,200249],[66998,462648],[67918,645122],[68545,866577],[69922,206077],[70778,879896],[74471,668371],[75405,339499],[76261,344675],[80216,698256],[82093,943464],[82223,236788],[82857,236988],[83071,948015],[84682,952488],[85033,963852],[85743,243458],[90223,156499],[90857,156772],[91242,386784],[91686,980671],[92723,157485],[93596,258256],[94516,161591],[99941,773014],[100515,407848],[101435,275860],[107528,286817],[109743,1064893],[110016,1065488],[110729,187297],[111129,1070008],[112962,298722],[114201,301880],[114835,302080],[120340,200913],[120470,200049],[121104,122929],[121318,1102574],[124375,320715],[131833,885733],[132543,337125],[140396,351923],[141316,230084],[143914,1191001],[144114,1191295],[144778,145708],[149942,243185],[152175,243743],[157885,1229363],[170091,405747],[171330,408905],[171964,409105],[181504,427740],[185537,1320477],[191994,192924],[199391,457765],[218435,336852],[220668,337410],[272734,273664],[280131,415860] ] cell #148 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [511],[789],[1065],[1350],[1434],[1569],[2041],[2288],[2564],[2660],[2776],[2900],[3190],[3369],[3590],[3946],[4081],[4553],[4840],[4878],[5373],[5497],[5652],[5787],[5993],[6117],[6407],[6651],[6767],[6891],[7181],[7581],[8494],[8814],[8852],[9231],[9347],[9471],[9734],[9772],[10267],[10391],[10681],[10900],[10938],[11433],[11557],[11847],[12053],[12177],[12467],[13452],[13636],[14339],[14490],[14659],[14697],[15654],[15974],[16012],[16507],[16631],[17663],[17701],[18196],[18320],[18583],[18621],[19116],[19240],[19530],[20014],[20804],[20842],[20920],[21196],[21755],[21793],[22016],[23574],[24461],[24781],[24819],[26123],[26826],[26977],[27146],[27184],[28461],[28499],[29118],[29510],[30260],[30894],[30932],[31063],[31291],[31451],[33376],[33895],[34801],[35636],[35674],[37898],[37936],[38290],[38849],[38887],[39110],[41555],[41913],[42634],[43309],[43537],[44553],[44627],[47565],[47603],[48504],[48783],[49417],[49455],[49974],[52282],[53704],[53835],[54063],[54223],[58408],[58446],[59681],[60677],[60751],[61920],[62343],[64858],[66280],[66747],[67422],[67650],[69418],[73133],[74149],[74223],[79051],[79570],[81807],[82991],[83079],[84048],[87493],[89134],[90368],[91364],[91438],[96967],[98357],[99526],[99949],[105256],[107024],[110874],[114969],[118302],[119471],[120054],[121326],[122295],[127381],[129879],[134293],[138238],[145422],[148668],[150087],[154270],[165058],[172098],[176600],[178455],[190824],[192638],[210405],[218580],[235882],[241061],[273378],[293914],[359980] ] cell #149 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [15993],[20823],[24035],[28480],[30747],[37917],[41129],[42558],[47584],[53519],[66095],[72154],[88155],[112300],[159056], [981,90361],[1514,110867],[1889,120063],[2768,82915],[2808,145431],[3135,150080],[3411,91373],[3535,49270],[4859,30239],[4912,60686],[5365,114893],[5405,192647],[5985,66671],[6025,34704],[6352,35394],[7126,218573],[7965,81816],[8068,43302],[8833,21175],[8886,44562],[8990,86716],[9156,21513],[9753,48762],[10259,49688],[10299,24296],[11425,172022],[11465,273387],[12412,58166],[12756,59674],[13628,61143],[13810,31133],[13888,31165],[13913,31056],[14174,14418],[15228,67415],[16150,124963],[17682,38269],[17735,74158],[17839,133516],[18005,38607],[19108,79284],[19148,41390],[20330,43379],[20408,43411],[21059,21091],[23750,91830],[26115,98749],[26297,53905],[26375,53937],[26400,53828],[26661,26905],[27322,175823],[27488,55722],[28637,182092],[30123,30155],[33368,118694],[34211,67492],[34289,67524],[37424,72975],[37502,73007],[38153,38185],[39285,76085],[39571,39815],[40844,138630],[42051,233943],[47091,88976],[47169,89008],[48646,48678],[51891,165450],[52895,52927],[53365,99022],[53774,276498],[56983,105098],[57061,105130],[65471,65503],[65941,118967],[66350,195758],[71204,127223],[71282,127255],[72262,336542],[78242,78274],[78712,138903],[84938,148510],[85016,148542],[88263,242875],[96158,96190],[96628,165723],[97118,408201],[110088,186287],[112408,186987],[113425,113457],[117063,301176],[123263,204677],[128392,489286],[143928,235145],[144542,144574],[146843,236084],[152783,368760],[159164,253249],[185524,293115],[185655,185953],[188837,294102],[202978,313056],[235163,235488],[255099,382164] ] cell #150 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [16001],[20831],[24036],[28488],[30748],[37925],[41130],[42559],[47592],[53520],[66096],[72155],[88156],[112301],[159057], [839,85207],[1544,111303],[1643,113752],[2338,132007],[2773,83319],[2854,145942],[3010,85927],[3165,46072],[3565,158059],[4056,168432],[4155,170881],[4867,30020],[4979,60354],[5370,62583],[5451,32268],[5762,197732],[5990,121566],[6071,202077],[6382,35266],[6764,130119],[6845,214435],[7001,132727],[7156,75668],[7556,226552],[7979,81774],[8069,43028],[8841,45344],[9344,154510],[9425,249046],[9761,22993],[9847,91807],[9873,47764],[10075,23204],[10264,49665],[10345,24209],[10656,263994],[11430,100189],[11511,55040],[11822,103702],[12050,178695],[12131,282817],[12442,58038],[12757,59634],[13633,61120],[13715,299880],[13914,63052],[14336,198730],[15139,33601],[15202,33586],[15229,33499],[15402,15732],[16087,124940],[16504,210645],[16585,326018],[17690,74940],[18193,134956],[18274,77188],[18696,138607],[19113,79261],[19194,41303],[19856,360905],[20174,43130],[20237,43115],[20917,241301],[20951,367384],[21936,86693],[22879,22929],[24458,264992],[24894,165427],[26120,98726],[26401,100658],[26823,169430],[28574,182069],[29306,436141],[29540,436792],[29823,296452],[29906,29956],[31611,63154],[31674,63139],[32354,195735],[33373,118671],[34798,318273],[39030,133493],[41552,227550],[41988,233920],[42302,520715],[42314,520939],[42749,362779],[45147,242184],[45230,45280],[48346,384514],[54383,100760],[54446,100745],[55126,276475],[56145,175800],[59464,614315],[59984,438741],[62773,300249],[66862,462074],[74743,335851],[74826,74876],[85557,367756],[90671,549151],[100379,407274],[132357,488282] ] cell #151 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [35199],[44268],[49842],[57971],[61788],[73864],[79438],[81976],[89865],[99394],[119339],[128776],[153167],[189221],[255483], [2190,217386],[2244,214637],[2542,227003],[3271,148893],[3325,249248],[3882,264445],[3912,272029],[3984,268606],[4461,283019],[5109,187866],[5543,310201],[5601,306249],[5618,191289],[5690,308846],[6542,326220],[6627,218373],[6733,331325],[7316,221660],[7484,347795],[7873,358112],[8156,146144],[8460,237658],[8633,367586],[8784,368668],[9083,87361],[9207,149880],[9313,377408],[10003,254128],[10437,398263],[10584,396908],[11603,269961],[11661,413274],[11750,176468],[12019,421655],[13015,60641],[13327,439653],[13428,110667],[13674,443895],[13761,444385],[14001,113954],[14305,64292],[15316,202279],[15620,314630],[15793,466881],[16243,69286],[16473,476703],[17633,489194],[17932,134161],[18162,136665],[19286,349150],[19765,144073],[19850,521711],[19882,82655],[20281,523829],[20886,529328],[20987,529830],[21318,86214],[23137,48051],[23291,158510],[23449,550063],[23550,90161],[23796,48372],[24123,93126],[24427,50157],[26248,578238],[26488,171083],[26792,101898],[28730,106892],[29325,109680],[29399,614663],[29528,615374],[30051,617532],[30835,111754],[31319,114633],[33646,66546],[33731,66528],[33763,66411],[34078,34767],[34162,644958],[35353,207102],[38081,676501],[38412,133014],[41217,139926],[41521,79753],[42298,716364],[42433,716579],[43175,82790],[43260,82772],[46159,150967],[47848,47922],[48574,748702],[53607,168883],[54091,171762],[58125,287842],[59474,825964],[60438,60512],[63199,114768],[63284,114750],[66183,198183],[75755,219460],[86011,86085],[100805,171897],[100890,171879],[103789,278923],[132811,132885] ] cell #152 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [6271],[8425],[10133],[12331],[13339],[17274],[18982],[19752],[22573],[25826],[33079],[36846],[46513],[61440],[92127], [900,21642],[1041,23461],[1668,31189],[1747,14270],[1913,33633],[1992,15585],[2104,35523],[2399,38736],[2832,43162],[2879,43435],[3040,21083],[3054,8929],[3440,22921],[3454,9917],[3689,49712],[3768,24392],[4180,53961],[4259,26757],[4371,55851],[4616,58295],[4941,29948],[4955,5023],[5009,30147],[5080,61167],[5239,14042],[5263,31138],[5429,63186],[5859,15452],[5883,33606],[6096,67548],[6870,73031],[7031,38177],[7045,17778],[7280,76109],[7359,39667],[7680,79308],[7759,41486],[8197,8292],[8221,43135],[8316,43384],[8664,21381],[8915,45272],[9054,86740],[9450,89032],[9584,23329],[9903,48670],[9974,91854],[11069,52919],[11140,98773],[11187,99046],[11299,26529],[11323,53910],[11489,100792],[12156,105154],[12780,12799],[13078,13207],[14066,63159],[14828,65495],[14899,118718],[14946,118991],[15476,67497],[16214,124987],[16610,127279],[17165,72980],[17513,38475],[17764,74868],[17903,133540],[18752,78266],[18823,138654],[18870,138927],[19701,19725],[20976,148566],[22464,88981],[24950,96182],[25021,165474],[25068,165747],[26553,100765],[27386,175847],[27963,105103],[28701,182116],[29831,187011],[30995,113449],[32413,195782],[34857,204701],[36345,127228],[42115,233967],[42659,144566],[42711,236086],[44487,148515],[45155,242899],[48354,253273],[55185,276522],[59607,185657],[59913,186292],[59934,294100],[62735,301178],[66824,313058],[74751,336566],[81638,235155],[81707,235161],[85507,368758],[90621,382162],[100341,408203],[109475,293102],[132307,489284] ] cell #153 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [69166],[84540],[93399],[106772],[112765],[131340],[140199],[144333],[155731],[169894],[199194],[212826],[247437],[297645],[385707], [6656,335318],[6779,331585],[7586,348399],[9236,241651],[9359,377668],[10686,397512],[10768,407431],[10905,402944],[12065,421915],[13457,295919],[14351,456688],[14495,451773],[14527,300406],[14664,454962],[16519,476963],[16744,336591],[16932,483462],[18208,341104],[18588,504507],[19535,518038],[20019,237918],[20577,362936],[20932,529588],[21201,530846],[21760,151978],[22043,242924],[22231,541371],[23579,383981],[24473,567098],[24786,565372],[26838,404670],[26982,585626],[27151,279934],[27730,596084],[29729,111073],[30265,618548],[30445,187036],[30899,623516],[31067,624131],[31456,191549],[32014,116518],[33900,314890],[34458,462231],[34813,650717],[35641,124178],[36112,662500],[38295,677517],[38854,220471],[39325,224224],[41567,506233],[42502,235314],[42639,717403],[42688,145246],[43313,719678],[44349,725904],[44549,726540],[45053,150286],[48252,90567],[48509,254732],[48788,749718],[48968,156238],[49422,91045],[49979,160512],[50537,93883],[53839,782771],[54228,272289],[54786,173647],[58413,181307],[59584,185763],[59685,826291],[59880,827030],[60673,829305],[61925,188470],[62712,192462],[66615,120050],[66752,120025],[66801,119878],[67285,68462],[67426,859934],[69423,321330],[74145,895969],[74649,218779],[79575,229005],[80133,140683],[81631,942426],[81803,942624],[82859,145418],[82996,145393],[87498,244358],[90271,90372],[91360,977434],[99531,269210],[100318,273202],[107029,428355],[109482,1064466],[110777,110878],[114837,192634],[114974,192609],[119476,309450],[134298,338025],[149990,150091],[171966,273374],[172103,273349],[176605,416475],[218483,218584] ] cell #154 : |C| = 135 W-rep = phi[15,7]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [4892],[5501],[6121],[8074],[8866],[9022],[9786],[9942],[10395],[11561],[12762],[12908],[13840],[13919],[15155],[15234],[16182],[17715],[17871],[18324],[19244],[19672],[20190],[20360],[21065],[21211],[22884],[23030],[23962],[26327],[26406],[27354],[28669],[29911],[30129],[30375],[31109],[31627],[33553],[34241],[37454],[38159],[38305],[39237],[41056],[43082],[43355],[45235],[45699],[47121],[48652],[48898],[52901],[53147],[53317],[53881],[54399],[57013],[63106],[65477],[65723],[65893],[67468],[69812],[71234],[72951],[74831],[75295],[78248],[78494],[78664],[84968],[88952],[96164],[96410],[96580],[100712],[103329],[105074],[107418],[110644],[113431],[116946],[123215],[127199],[143210],[144548],[144637],[148486],[149857],[157400],[174075],[185721],[186263],[186311],[191853],[200772],[218350],[235152],[235232],[242199],[252573],[272593],[293105],[335866], [2045,16026],[2904,20856],[3657,24041],[4557,28513],[5048,30753],[6895,37950],[7648,41135],[7995,42564],[9475,47617],[11108,53525],[14867,66101],[16844,72160],[22143,88161],[30545,112306],[49068,159062] ] cell #155 : |C| = 135 W-rep = phi[15,7]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [13057],[14389],[15704],[18246],[19890],[21360],[21830],[23179],[23649],[24511],[26876],[27221],[29333],[29565],[31225],[31327],[33669],[33771],[35711],[38454],[38924],[39210],[41605],[42365],[43198],[43471],[44657],[44889],[47856],[48088],[49748],[53290],[53997],[54099],[58483],[60446],[60781],[61203],[62389],[63222],[65866],[66478],[67584],[73067],[74253],[74485],[78637],[79344],[82722],[83125],[86019],[86776],[89068],[91468],[91890],[96553],[98387],[98809],[99995],[100828],[105190],[114700],[118332],[118754],[121372],[123188],[125023],[127315],[129925],[132819],[133576],[138268],[138690],[148602],[154316],[156847],[165088],[165510],[171829],[175883],[178501],[182152],[187645],[190854],[195818],[200065],[210451],[234003],[235912],[236804],[241107],[243533],[251784],[276558],[293379],[293960],[294890],[301896],[337200],[359990],[360149],[369548],[408921],[435788],[490074], [4419,58013],[6500,35241],[6817,73906],[7405,79446],[8544,44310],[9397,89907],[10505,49850],[10975,99402],[13527,61796],[14734,119347],[16817,128784],[19788,81984],[22116,153175],[30518,189229],[49041,255491] ] cell #156 : |C| = 135 W-rep = phi[15,7]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [29801],[32173],[34617],[39484],[42697],[45125],[45943],[48324],[49142],[50696],[54945],[55594],[59593],[59940],[62559],[62721],[66648],[66810],[70056],[74721],[75539],[76062],[80292],[81713],[82892],[83295],[85166],[85513],[90280],[90627],[93246],[98999],[100165],[100327],[107662],[110786],[111262],[111874],[113691],[114870],[118944],[119960],[121542],[130095],[131966],[132313],[138880],[140046],[145328],[145881],[149999],[151087],[154486],[158018],[158630],[165700],[168391],[169003],[170820],[171999],[178671],[192544],[197691],[198303],[202016],[204654],[207222],[210621],[214374],[218492],[219580],[226511],[227123],[241277],[248985],[252558],[263953],[264565],[273284],[279043],[282756],[287962],[295664],[299839],[306369],[312129],[325957],[358232],[360864],[361917],[367323],[370322],[381160],[413394],[436069],[436731],[437811],[446302],[490848],[520704],[520865],[531861],[580155],[614313],[678532], [11964,106844],[16418,69238],[17091,131412],[18437,140208],[20736,84612],[22390,155803],[24635,93408],[25569,169903],[30619,112774],[32822,199203],[36799,212835],[42535,144342],[46466,247446],[61393,297654],[92080,385716] ] cell #157 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [516],[794],[1064],[1355],[1490],[1568],[1753],[1998],[2033],[2293],[2563],[2775],[2892],[3111],[3189],[3374],[3511],[3589],[3774],[4002],[4080],[4265],[4510],[4545],[4768],[4822],[5372],[5708],[5786],[5992],[6328],[6406],[6591],[6766],[6883],[7102],[7180],[7365],[7502],[7580],[7765],[7951],[8597],[8796],[9101],[9198],[9346],[9463],[9716],[10266],[10602],[10680],[10828],[10882],[11432],[11768],[11846],[12052],[12388],[12466],[12651],[13635],[13692],[13899],[14338],[14489],[14587],[14641],[15956],[16261],[16506],[16800],[17446],[17645],[17950],[18047],[18195],[18565],[19115],[19451],[19529],[20419],[20637],[20786],[20919],[21048],[21195],[21737],[22099],[22745],[23814],[24460],[24763],[26122],[26179],[26386],[26825],[26976],[27128],[28443],[28748],[29477],[30112],[30259],[30501],[30876],[31060],[31069],[31208],[33375],[33432],[34300],[34518],[34800],[35618],[37513],[37880],[38142],[38289],[38831],[40908],[41554],[42582],[43306],[43315],[43454],[44555],[47180],[47547],[48635],[48782],[49024],[49399],[49731],[51955],[52249],[52884],[53832],[53841],[53980],[57072],[58390],[59678],[60679],[61186],[64825],[65460],[66695],[67419],[67428],[67567],[71293],[72911],[74151],[78231],[79327],[81809],[82939],[84015],[85027],[86759],[88912],[90365],[91366],[91873],[96147],[98792],[105034],[110871],[113414],[114917],[118737],[120056],[122262],[125006],[127159],[133559],[144531],[145424],[148446],[150084],[172046],[175866],[182135],[186223],[192640],[218577],[235132],[273380] ] cell #158 : |C| = 135 W-rep = phi[15,7]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [1496],[1754],[1999],[2739],[3117],[3186],[3517],[3586],[3775],[4266],[4738],[4815],[5296],[5336],[5916],[5956],[6403],[7108],[7177],[7366],[7766],[7944],[8254],[8349],[8712],[8789],[9632],[9709],[10190],[11356],[11396],[11843],[12463],[13126],[13255],[13396],[13789],[14099],[15104],[15509],[17198],[17561],[17638],[18119],[19039],[20139],[20309],[21429],[21699],[22497],[23377],[23518],[25742],[25883],[25978],[26276],[26586],[27996],[31576],[32995],[33136],[33231],[34190],[35580],[36378],[37403],[38523],[38793],[40471],[40612],[40707],[44520],[47070],[51518],[51659],[51754],[54348],[55908],[56962],[58352],[60334],[62214],[64544],[68633],[71183],[81255],[82130],[82198],[84917],[85907],[91021],[102150],[109644],[110067],[110099],[114176],[120445],[132707],[143922],[143998],[149312],[156855],[171305],[185530],[217805], [517,6334],[795,8603],[1061,10230],[1356,12394],[1565,13599],[2294,17452],[2560,19079],[2699,19807],[3375,22751],[4077,26086],[5783,33339],[6690,36901],[9270,46568],[13491,61495],[23613,92182] ] cell #159 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [16017],[20847],[24060],[28504],[30772],[37941],[41154],[42602],[47608],[53544],[66120],[72198],[88199],[112344],[159100], [547,132718],[554,132013],[918,85918],[925,85213],[1143,170872],[1172,168438],[1582,60345],[1589,111309],[1795,113743],[1824,197738],[2228,214426],[2235,130162],[2505,226558],[2703,81765],[2781,83362],[2930,145933],[3210,46096],[3309,249037],[3316,154553],[3603,47755],[3610,158065],[3845,264000],[4336,103726],[4445,282808],[4452,178738],[4718,59640],[4883,30036],[5207,299886],[5378,62626],[5527,32284],[5534,198773],[5920,33514],[5998,121609],[6147,202068],[6427,35290],[6526,326009],[6533,210688],[7201,75692],[7300,77204],[7307,134999],[7529,139356],[8050,360911],[8093,43034],[8258,43043],[8617,367375],[8624,241344],[8857,45360],[9612,22865],[9777,23009],[9855,92556],[10101,23228],[10272,49923],[10421,24225],[10428,265035],[10629,166176],[11438,100232],[11587,55056],[11594,169473],[12487,58062],[12743,436283],[12887,436783],[13063,297879],[13106,29892],[13641,61869],[13938,63058],[14103,63067],[14469,199879],[15210,33844],[15253,33505],[15418,15777],[15784,318316],[16095,69585],[17706,74956],[19121,79519],[19270,41319],[19277,227593],[19478,142983],[19624,520709],[19633,521084],[19925,364429],[19963,20245],[21366,247671],[21409,45216],[21944,45472],[23185,385941],[26128,99475],[26425,100664],[26590,100673],[26956,170579],[28582,107191],[29232,614318],[29600,440532],[31362,306570],[31400,31682],[33381,119420],[33806,463724],[38460,213060],[38503,74812],[39038,75068],[44924,374838],[48123,550942],[54134,266330],[54172,54454],[56153,103102],[74520,328755] ] cell #160 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [16016],[20846],[24039],[28503],[30751],[37940],[41133],[42562],[47607],[53523],[66099],[72158],[88159],[112304],[159060], [555,132010],[573,130122],[926,85210],[944,154513],[1142,170874],[1173,168435],[1326,178698],[1590,111306],[1766,198733],[1794,113745],[1825,197735],[2148,210648],[2175,132720],[2227,214428],[2443,134959],[2506,226555],[2524,138610],[2782,83322],[2929,145935],[2997,241304],[3211,46075],[3256,85920],[3308,249039],[3611,158062],[3787,264995],[3846,263997],[3864,165430],[4278,169433],[4337,103705],[4444,282810],[4882,30035],[4905,296455],[5094,60347],[5208,299883],[5379,62586],[5526,32283],[5594,195738],[5999,121569],[6146,202070],[6214,318276],[6428,35269],[6525,326011],[7202,75671],[7299,77203],[7778,227553],[7855,233923],[8006,81767],[8051,360908],[8072,43031],[8081,362781],[8616,367377],[8856,45359],[8879,242187],[9776,23008],[9799,384517],[9856,91810],[9988,47757],[10102,23207],[10273,49668],[10420,24224],[11439,100192],[11586,55055],[11654,276478],[12488,58041],[12760,59637],[12769,436143],[12886,436785],[12902,438740],[13642,61123],[13917,63055],[13926,300251],[15166,33547],[15211,33589],[15232,33502],[15241,462076],[15417,15776],[16096,124943],[17705,74955],[17728,335854],[19122,79264],[19269,41318],[19621,520711],[19666,520938],[20201,43076],[20246,43118],[21205,367755],[21945,86696],[22882,22891],[23024,549150],[26129,98729],[26404,100661],[26413,407276],[28583,182072],[29234,614314],[29909,29918],[31638,63100],[31683,63142],[33382,118674],[38299,488281],[39039,133496],[45233,45242],[54410,100706],[54455,100748],[56154,175803],[74829,74838] ] cell #161 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [24118],[30830],[35128],[41212],[44197],[53602],[57900],[59850],[66178],[73793],[89794],[97456],[117401],[147181],[203316], [1135,171739],[1145,170901],[1175,168648],[1787,114610],[1797,113772],[1827,197948],[2185,217363],[2230,214455],[2508,226768],[2922,82632],[2932,145962],[3213,250285],[3266,148870],[3311,249066],[3848,264210],[3979,268583],[4339,174530],[4447,282837],[4477,179862],[4776,109657],[4885,111519],[5104,187843],[5210,300096],[5529,64221],[5685,308823],[6139,66388],[6149,202097],[6430,327257],[6528,326038],[6558,211812],[7204,215674],[7302,136594],[7479,347772],[7931,81794],[8151,43255],[8182,365138],[8619,367404],[8859,85423],[9078,46154],[9184,251626],[9670,47833],[9779,158275],[9998,254105],[10104,388158],[10423,50086],[10579,396885],[11589,101827],[11745,103784],[12490,284056],[12618,184364],[12889,436812],[12927,440603],[12944,60374],[13164,60423],[13669,443872],[13996,63279],[14027,307279],[15091,33572],[15311,33726],[15342,464433],[15420,122733],[15779,34007],[16019,69112],[16238,35348],[17708,132223],[17927,75750],[18033,217015],[19272,79682],[19691,521155],[19845,521688],[19867,525677],[20126,43101],[20849,84486],[21230,374909],[21247,85947],[21467,85996],[23011,48198],[23049,551013],[23066,47784],[23286,23791],[24227,94102],[26483,100885],[26514,267039],[28506,106718],[28725,58120],[29261,614368],[29310,614739],[29675,30038],[31304,452140],[31563,63125],[32286,63415],[33748,646806],[37943,131286],[38324,328826],[38341,132747],[38561,132796],[41321,140902],[42275,716314],[44999,45362],[47610,155677],[54076,400122],[54335,100731],[55058,101021],[74595,74958],[77206,135788] ] cell #162 : |C| = 135 W-rep = phi[15,7]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [4896],[5558],[6178],[7331],[8075],[8870],[9115],[9790],[10035],[10452],[11618],[11782],[12763],[12907],[13863],[13920],[15178],[15235],[16275],[17719],[17964],[18102],[19301],[19671],[20213],[20383],[21066],[21210],[22885],[23029],[23985],[25961],[26350],[26407],[28762],[29912],[30130],[30398],[31108],[31650],[33214],[33552],[34264],[37477],[38160],[38304],[40690],[41079],[43081],[43354],[45236],[45722],[47144],[48653],[48921],[51737],[52902],[53170],[53880],[54422],[57036],[63105],[65478],[65746],[67467],[68616],[69835],[71257],[72950],[74832],[75318],[78249],[78517],[84991],[88951],[90616],[96165],[96433],[100711],[103352],[105073],[107441],[111122],[113432],[116969],[119896],[127198],[143233],[144549],[145264],[148485],[150335],[156224],[174098],[185781],[186262],[187022],[192480],[218828],[235151],[235300],[242910],[273220],[293108],[336577], [1309,28517],[2131,16030],[2259,37954],[2470,41136],[2961,20860],[3340,47621],[3810,24042],[4016,53526],[5141,30754],[5722,66102],[6673,72161],[8018,42565],[9253,88162],[13474,112307],[23596,159063] ] cell #163 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [566],[937],[1149],[1319],[1801],[2141],[2187],[2234],[2482],[2936],[2990],[3268],[3315],[3822],[3981],[4028],[4404],[4451],[4796],[5106],[5153],[5533],[5687],[5734],[6153],[6485],[6532],[6802],[7306],[7481],[7528],[7934],[8153],[8171],[8529],[8623],[9080],[9127],[9382],[10000],[10047],[10427],[10581],[10628],[10922],[11593],[11747],[11794],[12088],[12947],[13031],[13062],[13671],[13998],[14016],[14374],[14468],[14681],[15313],[15331],[15689],[15783],[16240],[16287],[16542],[17929],[17976],[18231],[18605],[19276],[19477],[19847],[19894],[21250],[21334],[21365],[21777],[21974],[23069],[23153],[23184],[23288],[23793],[24120],[24138],[24496],[24803],[26485],[26503],[26861],[26955],[27168],[28727],[28774],[29029],[29337],[29564],[30832],[30850],[30916],[31284],[31331],[33728],[33775],[35131],[35215],[35350],[35658],[38344],[38428],[38459],[38871],[39068],[41214],[41232],[41590],[41897],[42364],[43257],[43530],[44200],[44284],[44661],[44888],[46156],[47860],[48087],[49439],[53604],[53622],[53688],[54056],[54103],[57903],[57987],[58122],[58430],[59853],[60450],[60785],[62388],[63281],[66180],[66198],[66264],[66477],[67643],[73126],[73796],[73880],[74257],[74484],[75752],[79035],[82721],[83124],[86023],[89127],[89797],[89881],[91472],[96951],[97459],[98391],[99994],[100887],[103786],[105249],[114699],[117404],[118336],[121371],[127374],[129924],[132823],[138272],[147184],[148661],[154315],[165092],[171828],[178500],[190858],[203319],[210450],[235916],[241106],[293959],[359986] ] cell #164 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [3726],[5195],[6300],[7717],[8569],[11255],[12360],[12859],[15014],[17418],[22717],[25346],[32599],[43942],[68055], [746,8279],[907,9169],[1288,27501],[1462,13091],[1705,14124],[1760,14414],[1950,5941],[2111,6365],[2406,18018],[2437,39811],[2675,19714],[2730,20087],[3060,21162],[3083,21394],[3483,9597],[3548,3646],[3781,10295],[4217,26611],[4272,26901],[4314,55371],[4623,12425],[4729,29346],[5029,30226],[5272,31151],[5327,31524],[5892,15097],[5947,15052],[6021,6208],[6277,15884],[6928,73538],[7051,38256],[7074,38488],[7772,19144],[8230,20132],[8325,43397],[8431,20490],[8703,44670],[9508,89539],[9623,22843],[9644,9691],[9923,48749],[11089,52998],[11332,53923],[11387,54296],[12214,105661],[12337,28371],[13117,29870],[13138,13185],[13246,60794],[14075,31569],[14276,31927],[14848,65574],[15485,67510],[15591,34371],[16668,127786],[17174,72993],[17280,37584],[17552,74266],[18772,78345],[21420,45194],[21441,21488],[22473,88994],[22579,47251],[23368,91481],[23841,160284],[24398,50450],[24970,96261],[25733,98400],[26562,54341],[26763,54699],[27972,105116],[28078,57143],[31015,113528],[32986,118345],[33741,202445],[36354,127241],[36460,71364],[38514,74790],[38535,38582],[39673,76847],[40462,138281],[41492,80046],[43270,146310],[44496,148528],[46339,87799],[47790,253978],[51509,165101],[59232,108970],[59922,186305],[60380,187716],[62205,190867],[63294,114120],[66379,314421],[75935,134599],[81800,235427],[82121,235925],[82623,237449],[85953,148743],[100900,171249],[109522,293158],[109648,293381],[114601,191080],[132753,217236],[143878,359939],[171730,271820] ] cell #165 : |C| = 135 W-rep = phi[15,7]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2789],[3228],[3628],[4354],[4826],[5386],[5551],[6006],[6171],[6445],[7219],[7324],[7955],[8061],[8760],[8800],[9680],[9720],[10445],[11446],[11611],[11702],[12505],[12749],[13174],[13303],[13800],[13906],[15115],[15221],[15920],[17333],[17609],[17649],[19294],[20150],[20320],[20526],[21052],[21477],[22632],[22871],[23425],[25790],[26287],[26393],[28131],[28407],[29898],[30116],[31587],[31963],[33043],[34201],[34407],[36513],[37414],[37620],[38146],[38571],[40519],[45222],[47081],[47287],[48639],[49523],[50486],[51566],[52888],[54359],[54735],[56973],[57179],[62262],[65464],[66777],[71194],[71400],[74818],[76883],[78235],[80082],[83021],[84928],[87835],[90198],[96151],[109006],[110078],[110704],[113418],[114999],[119840],[134635],[144110],[144535],[145208],[149917],[172128],[185579],[185725],[192424],[218410],[235099],[273164], [639,19129],[1115,10280],[1190,26136],[1302,28447],[1607,13649],[1842,33389],[2124,15960],[2252,37884],[2954,20790],[3333,47551],[3936,52253],[4786,29481],[5642,64829],[8484,84019],[15644,122266] ] cell #166 : |C| = 135 W-rep = phi[15,7]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [8170],[9126],[10046],[11793],[12921],[14015],[14363],[15330],[15678],[16286],[17975],[18220],[19685],[19872],[21146],[21224],[22965],[23043],[24485],[26502],[26850],[27052],[28773],[29315],[29992],[30210],[31122],[31309],[33566],[33753],[35027],[37709],[38240],[38318],[41579],[43095],[43368],[43708],[44639],[45316],[47376],[47838],[48733],[52982],[53894],[54081],[57268],[57799],[60428],[60763],[63119],[63732],[65558],[67481],[67821],[71489],[72964],[73304],[74235],[74912],[78329],[86001],[88965],[89305],[91450],[92909],[94419],[96245],[98369],[100725],[101338],[105087],[105427],[113512],[118314],[120385],[127212],[127552],[132801],[136105],[138250],[141219],[145753],[148499],[152725],[156284],[165070],[184681],[186276],[187082],[190836],[192969],[200001],[221218],[235360],[235894],[236740],[242970],[273709],[293161],[293315],[301832],[336637],[359938],[408857], [2481,41231],[3821,24137],[4027,53621],[4393,57877],[5152,30849],[5733,66197],[6474,35105],[6791,73770],[8518,44174],[9371,89771],[10806,97409],[12843,59803],[14565,117354],[20615,147134],[34496,203269] ] cell #167 : |C| = 135 W-rep = phi[15,7]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [20062],[21864],[23683],[27255],[29587],[31499],[32127],[33943],[34571],[35745],[38958],[39438],[42387],[42673],[44781],[44911],[47980],[48110],[50650],[54271],[54899],[55291],[58517],[59569],[60570],[60905],[62411],[62697],[66500],[66786],[68894],[73458],[74377],[74507],[80246],[82744],[83147],[83660],[85142],[86143],[89459],[90256],[91592],[98511],[100017],[100303],[105581],[106500],[110762],[111238],[114722],[115638],[118456],[121394],[121907],[127706],[129947],[130460],[131942],[132943],[138392],[149975],[154338],[154851],[157994],[160204],[162394],[165212],[168367],[171851],[172767],[178523],[179036],[190978],[197667],[200700],[210473],[210986],[218468],[223344],[226487],[230887],[237439],[241129],[246866],[251851],[263929],[291726],[293982],[294957],[299815],[302531],[312061],[340533],[360216],[360840],[361849],[369615],[409556],[435839],[436001],[446234],[490141],[520655],[580087], [7439,79618],[10539,50022],[11009,99574],[11918,106630],[13561,61968],[14768,119519],[16372,69024],[17045,131198],[20690,84398],[22344,155589],[25266,167032],[29457,109903],[32519,196332],[43862,239229],[67975,316201] ] cell #168 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [93582],[112948],[123825],[140382],[147739],[170077],[180954],[186120],[199377],[216232],[250843],[266860],[307100],[364959],[464254], [10747,408872],[10782,407463],[10954,403301],[12183,424160],[14506,301847],[14541,300438],[14713,455319],[16637,479208],[16770,488514],[16946,483494],[18637,504864],[20556,236755],[20591,362968],[21809,543394],[22022,545823],[22069,367988],[22245,541403],[24835,565729],[25421,572826],[27200,414125],[27744,596116],[29124,433047],[29428,293330],[29743,296276],[30471,438973],[30948,623873],[31297,634260],[32028,194955],[32674,636437],[34437,200016],[34472,462263],[35690,664523],[36126,662532],[38903,485485],[39116,487914],[39339,344510],[40150,696054],[42335,235346],[42871,145694],[43543,722744],[44363,725936],[44591,736364],[45067,242008],[45795,152161],[47951,156454],[48266,384338],[48994,549383],[49471,755043],[50551,161426],[51197,767607],[54069,570649],[54800,275695],[55446,280117],[58462,598107],[59894,827062],[60005,187068],[60541,187252],[60715,831559],[62022,835872],[62290,846805],[62895,192910],[66448,120092],[66984,120326],[67299,317135],[67656,863000],[68476,120939],[69180,205632],[69908,124361],[74187,667388],[74663,335675],[75391,220654],[80147,229919],[81845,942831],[82079,943431],[82692,145460],[83026,947948],[84554,240163],[85578,242956],[86114,243140],[90581,157040],[90692,156270],[91228,92709],[91402,979688],[93897,259424],[99896,772947],[100501,273650],[106786,286372],[107514,181490],[109514,1064509],[109698,1064826],[110284,111087],[114670,192676],[116532,193162],[121273,1102507],[131354,333830],[132378,336623],[132914,336807],[140697,353091],[143881,1190964],[149497,150300],[155745,379913],[171799,273416],[173661,273902],[217990,218793],[224238,342717] ] cell #169 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [572],[943],[1167],[1325],[1765],[1819],[2147],[2195],[2220],[2442],[2500],[2523],[2996],[3205],[3276],[3301],[3786],[3840],[3863],[3926],[4277],[4331],[4412],[4437],[4469],[4904],[5114],[5202],[5302],[5593],[5632],[6213],[6422],[6493],[6518],[6550],[6810],[7196],[7426],[7436],[7777],[7854],[8035],[8078],[8355],[8474],[8537],[8609],[8878],[9176],[9390],[9798],[10008],[10096],[10196],[10526],[10536],[10996],[11006],[11362],[11653],[12482],[12610],[12766],[12864],[12905],[13048],[13402],[13548],[13558],[13880],[13923],[14382],[14755],[14765],[15195],[15238],[15515],[15634],[15697],[17727],[18025],[18239],[19045],[19385],[19654],[19669],[20046],[20230],[20400],[21069],[21208],[21351],[21705],[21851],[21861],[22888],[23027],[23170],[23524],[23670],[23680],[24504],[25889],[26045],[26367],[26410],[26869],[27242],[27252],[29621],[29915],[30133],[31106],[31483],[31667],[33142],[33298],[33550],[33927],[34281],[35232],[35586],[35732],[35742],[37494],[38163],[38302],[38445],[38799],[38945],[38955],[40774],[41598],[43079],[43352],[44301],[44945],[45239],[47161],[48144],[48656],[50006],[51821],[52905],[53878],[54255],[54439],[55914],[57053],[58004],[58358],[58504],[58514],[61952],[63103],[65481],[67465],[69058],[71274],[72948],[73897],[74541],[74835],[78252],[79602],[84432],[85008],[88949],[89898],[96168],[99558],[100709],[105071],[106664],[109971],[113435],[119503],[127196],[131232],[144552],[148483],[155623],[167100],[186260],[196400],[235147],[239297],[316269] ] cell #170 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [15908],[20514],[23871],[28395],[30284],[37608],[40965],[42482],[47275],[53056],[65632],[72078],[88079],[112224],[158980], [574,130042],[651,227070],[945,154433],[1127,264512],[1168,168430],[1327,178618],[1767,198653],[1783,306316],[1820,197730],[2149,210568],[2196,132005],[2218,214434],[2444,134879],[2501,226550],[2626,358179],[2998,241224],[3073,369534],[3206,45608],[3277,85205],[3299,249045],[3788,264915],[3841,263992],[3924,170880],[4279,169353],[4295,413341],[4332,103238],[4435,282816],[5042,294876],[5115,111301],[5203,299878],[5246,445375],[5303,62506],[5517,31951],[5630,113751],[6215,318196],[6423,69721],[6516,326017],[6629,132726],[7064,490060],[7197,75204],[7290,76871],[7779,227473],[8036,360903],[8299,360990],[8356,83242],[8472,145941],[8607,367383],[8658,530870],[8748,45335],[9209,85926],[9936,382938],[10009,158057],[10097,48807],[10197,93193],[10411,50474],[11306,579228],[11363,100112],[11577,54723],[12483,107327],[12806,435998],[12862,436791],[13201,436820],[13291,30011],[13403,111821],[13430,60353],[13749,63050],[15196,66595],[15459,460285],[15516,121489],[15632,202076],[15767,34395],[17507,677541],[17597,74931],[19046,139993],[19260,80070],[19616,520714],[19719,520790],[19767,81773],[20231,82839],[20269,43026],[21706,151034],[22928,47910],[22984,23413],[23323,547230],[23525,158577],[23552,47763],[25890,168950],[26236,100656],[29240,614310],[29387,59632],[29955,60500],[31668,114817],[33143,198250],[33497,34150],[33600,33648],[35587,207169],[38800,219527],[43129,43177],[45279,86073],[54440,171946],[55915,278990],[58359,287909],[63153,63201],[74875,132873],[100759,100807] ] cell #171 : |C| = 91 W-rep = phi[35,4]+phi[56,3] special rep = phi[56,3] , dim = 56 orbit = E7(a3) depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2793],[3231],[3631],[4357],[4828],[5390],[6010],[6448],[7222],[7957],[8058],[8802],[9722],[11450],[12508],[12746],[13903],[15218],[17651],[19601],[26390], [642,19133],[1118,10284],[1193,26140],[1304,28449],[1610,13653],[1845,33393],[2126,15962],[2254,37886],[2467,41119],[2956,20792],[3335,47553],[3807,24025],[3938,52255],[4013,53509],[4788,29483],[5138,30737],[5644,64831],[5719,66085],[6670,72144],[8015,42548],[8486,84021],[9250,88145],[10753,97091],[12703,59485],[13471,112290],[14512,117036],[15646,122268],[20562,146816],[23593,159046],[29434,185926],[34443,202951],[47957,252188],[60547,295294],[86120,369952],[132920,490478] ] cell #172 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [15909],[20515],[23872],[28396],[30285],[37609],[40966],[42483],[47276],[53057],[65633],[72079],[88080],[112225],[158981], [575,130043],[946,154434],[1169,168431],[1328,178619],[1768,198654],[1821,197731],[2150,210569],[2197,132006],[2219,214427],[2445,134880],[2502,226551],[2526,227071],[2999,241225],[3207,45609],[3278,85206],[3300,249038],[3789,264916],[3842,263993],[3866,264513],[3925,170873],[4280,169354],[4333,103239],[4436,282809],[4906,294877],[5116,111302],[5204,299879],[5304,62507],[5518,31952],[5596,306317],[5631,113744],[6216,318197],[6424,69722],[6517,326010],[6630,132719],[7198,75205],[7291,76872],[7780,227474],[7857,358180],[8037,360904],[8080,360991],[8357,83243],[8473,145934],[8608,367376],[8749,45336],[8880,369535],[9210,85919],[9800,382939],[10010,158058],[10098,48808],[10198,93194],[10412,50475],[11364,100113],[11578,54724],[11656,413342],[12484,107328],[12768,435999],[12863,436784],[12901,436821],[13292,30012],[13404,111822],[13431,60346],[13750,63051],[13925,445376],[15197,66596],[15240,460286],[15517,121490],[15633,202069],[15768,34396],[17598,74932],[17729,490061],[19047,139994],[19261,80071],[19617,520710],[19665,520791],[19768,81766],[20232,82840],[20270,43027],[21204,530871],[21707,151035],[22890,47911],[22985,23414],[23023,547231],[23526,158578],[23553,47756],[25891,168951],[26237,100657],[26412,579229],[29233,614311],[29388,59633],[29917,60501],[31669,114818],[33144,198251],[33498,34151],[33546,33649],[35588,207170],[38298,677542],[38801,219528],[43075,43178],[45241,86074],[54441,171947],[55916,278991],[58360,287910],[63099,63202],[74837,132874],[100705,100808] ] cell #173 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [624],[1214],[1276],[1866],[2245],[2300],[2547],[3326],[3381],[3887],[3951],[3974],[4462],[4517],[5657],[5680],[6220],[6543],[6598],[6666],[6721],[7451],[7474],[7539],[8499],[8634],[9246],[9301],[9703],[10114],[10551],[10574],[10639],[10789],[11021],[11952],[12007],[12081],[13197],[13467],[13573],[13664],[14479],[14548],[14780],[15073],[15206],[15659],[16406],[16461],[16535],[17079],[18472],[18493],[19488],[19819],[20108],[20241],[20598],[20724],[20874],[21500],[21876],[21967],[22378],[22808],[22864],[23589],[23695],[24670],[24691],[25604],[25625],[26966],[27267],[29022],[29367],[29489],[29786],[29835],[29891],[30654],[30675],[31256],[31545],[31678],[32161],[32857],[32878],[33515],[34479],[34605],[35757],[38594],[38970],[39061],[39472],[41785],[42341],[42401],[42932],[43044],[43502],[44691],[45110],[45159],[45215],[45978],[45999],[48309],[49177],[49198],[50684],[53447],[54028],[54317],[54450],[54933],[55629],[55650],[58529],[60011],[60815],[62425],[62956],[63068],[66023],[67045],[67615],[69223],[70091],[70112],[73098],[74287],[74706],[74755],[74811],[75574],[75595],[78794],[80280],[83161],[84597],[85584],[89099],[90698],[91502],[93643],[96710],[98421],[100031],[100562],[100674],[105221],[106829],[107697],[107718],[113009],[118366],[121408],[123831],[127346],[129961],[131397],[132384],[138302],[140443],[147745],[148633],[154352],[155788],[165122],[170138],[178537],[180960],[186126],[190888],[199438],[210487],[216238],[235946],[241143],[250849],[266866],[293996],[307106],[359987],[364965],[464260] ] cell #174 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [11979],[16433],[17106],[18440],[20751],[22405],[24638],[25572],[30622],[32825],[36802],[42538],[46469],[61396],[92083], [626,76065],[1216,99002],[1277,55597],[1868,118947],[2286,130098],[2301,75542],[2416,39499],[2549,138883],[3367,154489],[3382,45946],[3889,165703],[3952,100168],[4051,168434],[4093,54960],[4503,178674],[4518,107665],[5658,62562],[5757,197734],[5799,32188],[6222,204657],[6584,210624],[6599,70059],[6686,132009],[6693,74949],[6834,214424],[7452,140049],[7551,226554],[7592,227126],[7593,80307],[8500,83298],[8656,241280],[9266,85209],[9273,45353],[9414,249035],[9705,252561],[10115,49145],[10552,93249],[10651,263996],[10692,264568],[10693,50711],[10757,100660],[10814,170870],[11022,169006],[12120,282806],[13199,295667],[13487,111305],[13494,30029],[13574,111877],[13710,299882],[14501,306372],[14516,63054],[14573,113741],[14781,198306],[15075,312131],[15207,66651],[15660,121545],[15798,34632],[16574,326007],[16750,132716],[19541,358235],[19842,360907],[20110,361919],[20242,82895],[20566,43030],[20623,145931],[20940,367373],[21502,370325],[21877,151090],[22049,85916],[22805,381159],[22866,47961],[23002,23616],[23609,158061],[23696,158633],[26988,413397],[27268,279046],[29369,436071],[29438,59636],[29517,436781],[29832,437810],[29893,60551],[30451,60343],[31547,446304],[31679,114873],[33501,34447],[33512,66621],[34504,202066],[35758,207225],[38596,490851],[38971,219583],[42297,520707],[42398,520864],[42508,81763],[43041,82865],[45156,531860],[45217,86124],[47753,48974],[54319,580157],[54451,172002],[58530,287965],[59470,614312],[63065,114843],[74752,678531],[74813,132924],[100671,171972] ] cell #175 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [35201],[44270],[49875],[57973],[61821],[73866],[79471],[82038],[89867],[99427],[119372],[128838],[153229],[189283],[255545], [2173,218374],[2188,217392],[2238,214699],[2521,228127],[3254,149881],[3269,148899],[3319,249310],[3861,265569],[3914,272030],[3982,268612],[4455,283081],[5092,110668],[5107,187872],[5537,310263],[5591,311859],[5620,191290],[5688,308852],[6536,326282],[6735,331326],[7310,221722],[7482,347801],[7852,233606],[8004,144074],[8154,146206],[8462,237659],[8627,367648],[8781,375687],[9081,87394],[9315,377409],[9986,90162],[10001,254134],[10431,398325],[10582,396914],[11597,270023],[11651,271619],[11748,176501],[12021,421656],[12733,109686],[13017,60643],[13324,441381],[13672,443901],[13759,452212],[13999,114016],[14307,64294],[15164,66547],[15314,202341],[15622,314631],[15787,466943],[16241,69319],[16475,476704],[17630,329604],[17930,134194],[18164,136667],[19280,349212],[19848,521717],[19915,82661],[20199,82791],[20279,525749],[20888,529329],[20988,538363],[21320,86216],[22855,47920],[23139,48053],[23289,159634],[23446,551791],[23794,48405],[24121,93512],[24429,50159],[26246,400194],[26486,171145],[26794,101900],[28728,106925],[29397,614811],[29530,615375],[29882,60510],[30052,619562],[30833,112878],[31352,114639],[31636,114769],[33729,66914],[33796,66417],[34080,34769],[34160,646878],[35351,124626],[38082,480454],[38414,133016],[41215,140312],[41523,79755],[42304,716365],[42434,716725],[42801,43258],[45206,86083],[46157,86379],[48575,750732],[53605,170007],[54124,171768],[54408,171898],[58123,181755],[59475,825967],[62825,63282],[66181,199307],[74802,132883],[75753,133179],[100431,100888],[103787,175486] ] cell #176 : |C| = 135 W-rep = phi[15,7]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2783],[3225],[3625],[4351],[4824],[5380],[5550],[6000],[6170],[6442],[7216],[7323],[7953],[8063],[8759],[8798],[9679],[9718],[10444],[11440],[11610],[11701],[12502],[12751],[13173],[13302],[13798],[13908],[15113],[15223],[15919],[17332],[17608],[17647],[19293],[20148],[20318],[20525],[21054],[21476],[22631],[22873],[23424],[25789],[26285],[26395],[28130],[28406],[29900],[30118],[31585],[31962],[33042],[34199],[34406],[36512],[37412],[37619],[38148],[38570],[40518],[45224],[47079],[47286],[48641],[49522],[50485],[51565],[52890],[54357],[54734],[56971],[57178],[62261],[65466],[66776],[71192],[71399],[74820],[76882],[78237],[80081],[83020],[84926],[87834],[90197],[96153],[109005],[110076],[110703],[113420],[114998],[119841],[134634],[144109],[144537],[145209],[149916],[172127],[185583],[185726],[192425],[218409],[235100],[273165], [636,19123],[1112,10274],[1187,26130],[1301,28445],[1604,13643],[1839,33383],[2123,15958],[2251,37882],[2953,20788],[3332,47549],[3935,52251],[4785,29479],[5641,64827],[8483,84017],[15643,122264] ] cell #177 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [633],[1109],[1184],[1306],[1601],[1836],[2128],[2199],[2256],[2477],[2709],[2958],[3280],[3337],[3817],[3918],[3993],[4023],[4473],[4719],[4889],[5118],[5148],[5555],[5624],[5699],[5729],[6175],[6554],[6739],[6756],[7328],[7493],[7523],[8094],[8160],[8466],[8863],[9092],[9122],[9180],[9319],[9336],[9783],[10012],[10042],[10449],[10593],[10623],[11615],[11759],[11789],[12025],[12042],[12614],[13021],[13683],[13894],[13939],[14005],[14311],[14328],[14463],[15254],[15320],[15626],[16023],[16252],[16282],[16479],[16496],[17712],[17941],[17971],[18029],[18168],[18185],[19298],[19472],[20414],[20853],[20892],[20909],[21015],[21191],[21324],[23143],[23805],[24061],[24127],[24433],[24450],[26381],[26426],[26492],[26798],[26815],[26950],[28510],[28739],[28769],[28983],[29534],[30079],[30255],[30773],[30839],[31034],[31097],[34084],[34295],[34773],[34790],[35205],[37947],[38003],[38109],[38285],[38418],[41155],[41221],[41527],[41544],[42461],[42603],[43280],[43343],[44274],[44598],[47614],[47670],[48057],[48602],[48778],[50163],[53027],[53545],[53611],[53806],[53869],[57562],[57977],[59652],[60647],[60722],[64298],[65603],[66121],[66187],[66574],[67393],[67456],[71783],[72199],[72939],[73870],[74194],[78374],[79759],[82818],[86220],[88200],[88940],[89871],[90339],[91409],[96290],[98328],[101904],[105062],[110845],[112345],[113557],[114796],[118273],[127187],[133020],[136671],[138209],[148474],[150058],[159101],[165029],[171925],[186251],[190795],[218551],[235853],[293150] ] cell #178 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [24116],[30828],[35101],[41210],[44170],[53600],[57873],[59799],[66176],[73766],[89767],[97405],[117350],[147130],[203265], [1146,170896],[1178,168597],[1333,178937],[1798,113767],[1830,197897],[2155,210887],[2183,217368],[2231,214450],[2511,226717],[2933,145957],[3216,250234],[3247,246767],[3264,148875],[3312,249061],[3851,264159],[3901,171744],[3977,268588],[4342,174479],[4448,282832],[4667,291627],[4886,111468],[5102,187848],[5213,300045],[5322,301029],[5530,64194],[5607,114615],[5683,308828],[6150,202092],[6433,327206],[6529,326033],[7207,215623],[7238,340434],[7303,136567],[7477,347777],[8149,43253],[8375,363559],[8449,82637],[8620,367399],[8680,367827],[8860,85372],[9076,46152],[9780,158224],[9996,254110],[10107,388107],[10424,50059],[10577,396890],[11382,408054],[11590,101800],[11743,103782],[12493,284005],[12827,109662],[12890,436807],[12917,60369],[13223,438812],[13667,443877],[13734,444313],[13994,63277],[15309,33724],[15421,121808],[15535,462854],[15609,66393],[15780,33980],[16020,68795],[16236,35346],[17529,488353],[17709,132172],[17925,75748],[19273,79655],[19681,81789],[19741,521010],[19843,521693],[20254,523757],[20850,83561],[21220,85942],[22949,47895],[23012,47881],[23039,47779],[23284,23789],[23345,549222],[24228,162295],[26221,578166],[26481,100883],[28507,106401],[28723,58118],[29256,614370],[29372,614591],[29976,60485],[30039,60471],[32287,115539],[33562,33622],[34135,644886],[37944,130361],[38314,132742],[41322,230788],[42280,716310],[43091,43151],[45300,86058],[45363,86044],[47611,154752],[55059,172668],[63115,63175],[74896,132858],[74959,132844],[77207,223245],[100721,100781] ] cell #179 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [24084],[30796],[35096],[41178],[44165],[53568],[57868],[59794],[66144],[73761],[89762],[97400],[117345],[147125],[203260], [1896,120078],[2815,145446],[3422,156465],[4866,110987],[4923,187263],[5412,192662],[5854,121284],[6032,68278],[8117,43506],[8192,83037],[8840,150200],[8897,243151],[9760,90481],[9817,49319],[10306,50224],[11472,273402],[12775,109709],[12912,60701],[13962,31260],[14037,62301],[14181,115563],[14425,31701],[15277,67619],[16000,68819],[16057,35443],[17689,218693],[17746,336818],[19155,79820],[19676,81831],[20830,83585],[21078,44667],[21182,44706],[21215,44577],[21562,21906],[23034,91388],[24303,162319],[26449,54032],[26524,99907],[26668,172692],[26912,54473],[28487,106425],[28544,58215],[30142,60791],[30246,60830],[31113,31154],[34711,121832],[37924,130385],[38172,74263],[38276,74302],[38309,74173],[38656,39000],[39578,223269],[39822,76621],[41397,230812],[43359,43400],[47591,154776],[48665,91478],[48769,91517],[52914,98397],[53018,98436],[53885,53926],[55391,102336],[55771,56115],[57483,178961],[59137,291651],[65490,118342],[65594,118381],[67472,67513],[71704,210911],[72955,72996],[73558,130720],[74103,340458],[78261,138278],[78365,138317],[88956,88997],[89559,155111],[90104,246791],[96177,165098],[96281,165137],[97539,408813],[105078,105119],[105681,179296],[113444,190864],[113548,190903],[117484,301788],[127203,127244],[127806,211246],[128451,489348],[144561,235922],[147264,236696],[148490,148531],[152842,368822],[160304,257165],[166595,579232],[185586,293152],[186267,186308],[188896,294164],[195895,445379],[203399,313668],[235090,359945],[235225,235547],[238792,360994],[255158,382226],[293173,293514],[315764,460289] ] cell #180 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [10199],[13405],[15832],[19048],[20438],[25892],[28319],[29415],[33145],[37532],[47199],[52187],[64763],[83953],[122200], [1771,31875],[2016,34319],[2448,76795],[3064,44739],[3221,21708],[3464,47938],[3621,23527],[3792,50398],[4283,54647],[4318,102369],[4347,55917],[4965,60528],[5033,60863],[5273,31146],[5305,14108],[5893,33614],[5925,15518],[6281,68852],[6438,35589],[6932,130753],[7055,74335],[7212,38802],[7783,79994],[8231,43143],[8263,8358],[8326,43392],[8435,83618],[8672,21389],[8700,44674],[8939,86101],[9512,155144],[9592,23337],[9620,47902],[9927,91550],[11093,98469],[11333,53918],[11365,26595],[12218,179329],[12341,106458],[12498,58361],[13086,13215],[13114,60492],[13243,60798],[13741,31528],[14076,63167],[14280,115596],[14852,118414],[15056,34142],[15486,67505],[15595,121865],[16672,211279],[17175,72988],[17284,130418],[17521,38483],[17549,74270],[17788,132901],[18776,138350],[19709,19733],[20091,20261],[21417,86065],[22474,88989],[22583,154809],[23365,91485],[23845,257198],[24402,162352],[24974,165170],[25730,98404],[26228,54300],[26563,100773],[26767,172725],[27973,105111],[28082,178994],[29350,29379],[31019,190936],[32983,118349],[33745,313701],[36355,127236],[36464,210944],[38511,132865],[39677,223302],[40459,138285],[41496,230845],[43274,236729],[44497,148523],[46343,246824],[47791,382230],[51506,165105],[59236,291684],[59923,186300],[60381,294168],[62202,190871],[63298,301821],[66377,460287],[75939,340491],[81801,235229],[82118,235929],[82621,360992],[85954,368826],[100904,408846],[109515,293165],[109646,293171],[114599,445377],[132754,489352],[143876,359932],[171728,579230] ] cell #181 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [638],[1114],[1189],[1305],[1606],[1841],[2127],[2239],[2255],[2469],[2522],[2785],[2957],[3227],[3320],[3336],[3627],[3809],[3862],[3992],[4015],[4353],[4456],[4472],[4888],[5140],[5382],[5538],[5554],[5592],[5698],[5721],[6002],[6174],[6444],[6537],[6553],[6672],[6725],[7218],[7311],[7327],[7492],[7853],[8017],[8073],[8628],[8782],[8862],[9091],[9179],[9252],[9305],[9782],[10276],[10432],[10448],[10592],[10793],[11442],[11598],[11614],[11652],[11758],[12011],[12504],[12597],[12613],[12761],[13325],[13473],[13645],[13682],[13785],[13893],[13918],[14297],[14552],[15233],[15788],[16022],[16251],[16465],[17477],[17631],[17711],[17940],[18028],[18154],[19125],[19281],[19297],[20305],[20413],[20602],[20852],[20878],[21012],[21021],[21133],[22776],[23447],[23595],[23804],[24040],[24419],[25812],[26132],[26272],[26380],[26405],[26784],[28275],[28509],[28738],[29493],[30076],[30085],[30197],[30752],[31036],[33065],[33385],[34186],[34294],[34483],[34759],[35014],[36657],[37399],[37946],[38106],[38115],[38227],[40541],[41134],[41513],[42458],[42563],[43282],[43695],[47066],[47613],[48016],[48599],[48608],[48720],[51588],[52857],[53524],[53808],[56958],[57786],[59654],[60606],[62284],[63719],[65433],[66100],[66571],[67395],[67808],[71179],[72159],[73291],[78204],[82815],[84913],[86179],[88160],[89292],[90341],[94406],[96120],[101325],[110063],[110847],[112305],[113387],[114793],[132979],[136092],[141206],[144504],[150060],[159061],[171922],[185566],[218553] ] cell #182 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [3693],[5084],[6234],[7684],[8388],[11144],[12294],[12819],[14903],[17237],[22536],[25306],[32559],[43902],[68015], [910,9058],[1051,9978],[1291,27390],[1672,5433],[1770,14233],[1917,6100],[2015,15548],[2114,16218],[2409,17907],[2447,39630],[2836,2883],[3017,8892],[3063,21122],[3417,9880],[3463,22941],[3791,24355],[4184,11493],[4282,26720],[4317,55331],[4626,28705],[4918,4986],[4964,29968],[5032,30186],[5231,14034],[5259,13816],[5851,15444],[5879,15146],[6280,35003],[6931,73498],[7008,17741],[7054,38216],[7782,41449],[7971,7986],[8189,8284],[8217,20181],[8312,20336],[8434,43684],[8683,21075],[8938,45292],[9511,89499],[9603,22913],[9926,48709],[11092,52958],[11291,26521],[11319,26303],[12217,105621],[12340,57775],[12772,12791],[13097,29940],[13226,30139],[14062,31618],[14279,63708],[14851,65534],[15472,34217],[15594,67797],[16671,127746],[17161,37430],[17283,73280],[17532,38169],[17787,74888],[18775,78305],[21400,45264],[22460,47097],[22582,89281],[23348,48662],[23844,160244],[24401,94395],[24973,96221],[25713,52911],[26549,54390],[26766,101314],[27959,56989],[28081,105403],[31018,113488],[32966,65487],[33744,201338],[36341,71210],[36463,127528],[38494,74860],[39676,136081],[40442,78258],[41495,141195],[43273,145203],[44483,84944],[46342,152701],[47789,252703],[51489,96174],[59235,184657],[59909,110094],[60379,186441],[62185,113441],[63297,192419],[66378,312992],[75938,221194],[81799,143996],[82101,144558],[82622,236020],[85952,242329],[100903,273159],[109517,185581],[109647,185591],[114600,301112],[132752,335996],[143877,235092],[171729,408137] ] cell #183 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [69168],[84542],[93442],[106774],[112808],[131342],[140242],[144415],[155733],[169937],[199237],[212908],[247519],[297727],[385789], [6626,336592],[6654,335324],[6778,331667],[7585,349964],[9206,242925],[9234,241657],[9358,377750],[10685,399077],[10770,407432],[10903,402950],[12064,421997],[13427,187037],[13455,295925],[14350,456770],[14494,458916],[14529,300407],[14662,454968],[16518,477045],[16934,483463],[18207,341186],[18586,504513],[19534,357654],[19764,235315],[20017,238000],[20579,362937],[20931,529670],[21200,539333],[21758,152021],[22233,541372],[23549,156239],[23577,383987],[24472,567180],[24784,565378],[26837,404752],[26981,406898],[27149,279977],[27732,596085],[29288,185769],[29731,111075],[30264,620532],[30897,623522],[31065,633315],[31454,191631],[32016,116520],[33645,120051],[33898,314972],[34460,462232],[34812,650799],[35639,124221],[36114,662501],[38294,481424],[38852,220514],[39327,224226],[41566,506315],[42637,717409],[42731,145252],[43174,145419],[43311,721799],[44351,725905],[44550,736295],[45055,150288],[47811,90370],[48254,90569],[48507,256297],[48787,751702],[49420,91088],[49977,161048],[50539,93885],[53837,569704],[54226,272371],[54788,173649],[58411,181350],[59683,826435],[59882,827031],[60401,110876],[60674,831490],[61923,190035],[62755,192468],[63198,192635],[66750,120561],[66844,119884],[67287,68464],[67424,862055],[69421,206644],[74146,667319],[74651,218781],[79573,229541],[80135,140685],[81637,942427],[81804,942762],[82314,82994],[85974,150089],[87496,150509],[91361,979619],[99529,270775],[100361,273208],[100804,273375],[107027,287384],[109483,1064468],[114292,114972],[119474,311015],[132774,218582],[134296,219002],[171421,172101],[176603,278465] ] cell #184 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [649],[1125],[1312],[1330],[1781],[2134],[2152],[2262],[2471],[2486],[2624],[2964],[3068],[3244],[3343],[3811],[3826],[4017],[4032],[4293],[4390],[4405],[4664],[5037],[5142],[5157],[5243],[5314],[5561],[5723],[5738],[6181],[6471],[6486],[6674],[6788],[6803],[7059],[7235],[7334],[7414],[7817],[8019],[8296],[8367],[8515],[8530],[8660],[8695],[9116],[9131],[9254],[9368],[9383],[9931],[10036],[10051],[10455],[10514],[10803],[10984],[11217],[11303],[11374],[11621],[11783],[11798],[12803],[12840],[13032],[13203],[13238],[13475],[13536],[13765],[13864],[14375],[14562],[14743],[14976],[15179],[15456],[15527],[15690],[16276],[16291],[17216],[17509],[17544],[17965],[17980],[18232],[18900],[19304],[19650],[19721],[20022],[20214],[20285],[20384],[20612],[21335],[21839],[22515],[22925],[23154],[23325],[23360],[23597],[23658],[23986],[24497],[25098],[25725],[26252],[26351],[26862],[27230],[28014],[28763],[28778],[29617],[29952],[30399],[31459],[31651],[32978],[33602],[33903],[34166],[34265],[34493],[35216],[35720],[36396],[37379],[38429],[38933],[40454],[41080],[41591],[43131],[44285],[44538],[44941],[45276],[45723],[47046],[48140],[48922],[49982],[51501],[53171],[54231],[54423],[56938],[57988],[58492],[61928],[62197],[63155],[65747],[69054],[69836],[71159],[73881],[74537],[74872],[75319],[79578],[82113],[84428],[84893],[89882],[99534],[100761],[103353],[106660],[107442],[109967],[110043],[119479],[131228],[143917],[155619],[167096],[196396],[239293],[316265] ] cell #185 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [6279],[8433],[10135],[12339],[13341],[17282],[18984],[19754],[22581],[25828],[33081],[36848],[46515],[61442],[92129], [911,21644],[1052,23463],[1292,55853],[1673,31191],[1769,14278],[1918,33635],[2014,15593],[2115,35525],[2410,38738],[2430,76111],[2446,39675],[2837,43164],[2884,43437],[3031,21085],[3062,8937],[3431,22923],[3462,9925],[3694,49714],[3790,24400],[4107,99048],[4185,53963],[4281,26765],[4627,58297],[4932,29950],[4963,5031],[5000,30149],[5085,61169],[5241,14044],[5248,31136],[5434,63188],[5813,118993],[5861,15454],[5868,33604],[6101,67550],[6875,73033],[7022,38179],[7053,17786],[7607,138929],[7685,79310],[7781,41494],[8199,8294],[8206,43133],[8301,43382],[8662,21379],[8906,45274],[9059,86742],[9455,89034],[9582,23327],[9894,48672],[9979,91856],[10707,165749],[11060,52921],[11145,98775],[11301,26531],[11308,53908],[11494,100794],[12161,105156],[12782,12801],[13076,13205],[14051,63157],[14819,65497],[14904,118720],[15461,67495],[15812,204703],[16219,124989],[16615,127281],[17150,72978],[17511,38473],[17755,74870],[17908,133542],[18743,78268],[18828,138656],[19699,19723],[20981,148568],[22449,88979],[23022,253275],[24941,96184],[25026,165476],[26538,100763],[27391,175849],[27948,105101],[28706,182118],[30049,187013],[30986,113451],[32418,195784],[33510,313059],[36330,127226],[42120,233969],[42650,144568],[43039,236087],[44472,148513],[45373,242901],[47747,382161],[55190,276524],[59645,185658],[59898,186290],[60337,294099],[63063,301179],[74969,336568],[81634,235153],[81757,235160],[85910,368757],[100669,408204],[109478,293101],[132710,489283] ] cell #186 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [15917],[20523],[23873],[28404],[30286],[37617],[40967],[42484],[47284],[53058],[65634],[72080],[88081],[112226],[158982], [3224,45610],[3624,48809],[4350,103240],[5308,62508],[5548,31960],[5928,66597],[6168,34404],[6441,69723],[7215,75206],[7273,134881],[7321,76880],[8266,82841],[8361,83244],[8713,44684],[8757,21474],[9633,47912],[9677,23422],[10202,93195],[10442,50483],[11180,169355],[11368,100114],[11608,54732],[12501,107329],[13127,60502],[13171,13300],[13256,60808],[13408,111823],[13751,31538],[13786,62431],[14111,114819],[14939,198655],[15066,34152],[15101,66554],[15521,121491],[17210,130044],[17562,74280],[17606,38568],[18863,227475],[19051,139995],[19291,80079],[20101,20271],[20136,82798],[20306,83167],[20995,45165],[21430,86075],[21711,151036],[22509,154435],[22814,48582],[23378,91495],[23530,158579],[25061,264917],[25743,98414],[25895,168952],[26238,54310],[26273,100037],[26598,171948],[28008,178620],[29360,29389],[29841,30059],[31573,114776],[32996,118359],[33148,198252],[34187,121414],[34850,318198],[35592,207171],[36390,210570],[37400,129967],[38089,74761],[38524,132875],[38805,219529],[40472,138295],[40624,227072],[42407,42441],[44532,241226],[47067,154358],[48081,382940],[51519,165115],[51671,264514],[54345,171905],[55920,278992],[56959,178543],[58364,287911],[60671,294878],[62215,190881],[64556,306318],[66426,460358],[71180,210493],[81267,358181],[82131,235939],[82670,361063],[84914,241149],[86244,369536],[90145,547304],[102162,413343],[109695,293242],[110064,294002],[110651,436894],[114648,445448],[133044,490062],[143915,359996],[144057,360002],[149864,530944],[171777,579301],[185532,435783],[218357,677615] ] cell #187 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [49966],[61912],[69015],[79562],[84389],[99518],[106621],[109894],[119463],[131189],[155580],[167023],[196323],[239220],[316192], [3923,272050],[4009,268820],[4512,283357],[5629,191310],[5715,309060],[6593,326558],[6643,335295],[6744,331346],[7509,348009],[8471,237679],[9108,378970],[9200,374531],[9223,241628],[9324,377429],[10609,397122],[10749,273179],[10892,402921],[11775,277063],[12030,421676],[12653,433583],[13026,188080],[13444,295896],[13699,444109],[13901,445283],[14316,116367],[14508,192439],[14651,454939],[15631,314651],[16268,478265],[16484,476724],[17957,332887],[18049,495057],[18173,224073],[18575,504484],[20006,82983],[20421,524727],[20558,145223],[20897,529349],[21019,529901],[21329,149107],[21747,87485],[23148,254342],[23566,383958],[23821,554519],[24438,93732],[24773,565349],[26388,579136],[26803,173496],[27138,176592],[28755,423217],[29430,185740],[29539,615395],[29578,110688],[30083,617603],[30886,623493],[31030,624062],[31443,114961],[33887,66739],[34089,202617],[34302,645856],[34439,119855],[34778,67134],[35210,123447],[35628,69410],[38113,676572],[38423,217600],[38841,134285],[41532,140532],[42378,144094],[42465,716650],[42626,717380],[43276,719609],[44279,146482],[44902,149901],[47953,90335],[48062,90314],[48101,90182],[48496,49409],[48606,748773],[50168,259960],[53802,782702],[54215,172090],[57982,180576],[58400,107016],[59495,826014],[59648,826222],[60543,110841],[60652,110820],[64303,193698],[66491,66578],[67389,859865],[73875,214975],[74498,218394],[79764,353627],[81608,942380],[82735,82822],[86116,150054],[86225,150033],[89876,249586],[101909,274438],[114713,114800],[132916,218547],[133025,218526],[136676,343253],[171842,171929] ] cell #188 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [650],[1126],[1313],[1329],[1782],[2135],[2151],[2263],[2479],[2485],[2625],[2965],[3069],[3243],[3344],[3819],[3825],[4025],[4031],[4294],[4394],[4400],[4647],[4663],[5038],[5150],[5156],[5261],[5313],[5562],[5731],[5737],[6182],[6475],[6481],[6792],[6798],[6956],[7060],[7234],[7335],[7401],[8162],[8314],[8366],[8519],[8525],[8674],[8681],[9124],[9130],[9372],[9378],[9536],[9932],[10044],[10050],[10456],[10501],[10807],[10971],[11098],[11321],[11373],[11622],[11791],[11797],[12242],[12844],[13027],[13217],[13224],[13523],[13739],[14007],[14364],[14370],[14566],[14730],[14857],[15322],[15474],[15526],[15679],[15685],[16284],[16290],[16696],[16813],[17163],[17523],[17530],[17973],[17979],[18221],[18227],[18781],[19305],[19735],[19784],[19884],[20259],[20616],[21147],[21330],[22112],[22462],[22966],[23149],[23339],[23346],[24129],[24486],[24492],[24979],[25711],[26226],[26494],[26851],[26857],[27961],[28771],[28777],[29327],[29377],[29993],[30211],[30514],[30841],[31024],[31321],[32964],[33616],[33765],[34140],[34497],[35028],[35211],[36343],[38241],[38424],[40440],[41223],[41580],[41586],[43145],[43709],[44280],[44485],[45317],[47900],[48734],[49037],[49844],[51487],[53613],[54093],[57800],[57983],[59911],[60490],[61790],[62183],[63169],[63733],[66189],[67822],[73305],[73876],[74913],[79440],[81978],[82099],[86063],[89306],[89877],[94420],[99396],[100775],[101339],[109511],[119341],[128778],[132863],[136106],[141220],[153169],[189223],[255485] ] cell #189 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [35022],[43703],[49572],[57794],[61027],[73299],[79168],[81867],[89300],[98633],[118578],[128667],[153058],[189112],[255374], [655,348488],[1131,397601],[1316,282910],[1784,451862],[2138,326111],[2266,214528],[2473,226546],[2630,518127],[2968,367477],[3072,531841],[3347,249139],[3813,263988],[4019,168426],[4296,585715],[4388,282815],[5041,437791],[5144,299874],[5245,625285],[5565,310092],[5725,197726],[6185,466772],[6469,326016],[6676,132001],[6786,214433],[7063,678512],[7338,221551],[8021,360899],[8298,521871],[8513,367382],[8657,727716],[9118,86600],[9256,85201],[9366,249044],[9935,548201],[10038,91714],[10459,398154],[10801,170879],[11305,783925],[11625,269852],[11785,175707],[12805,435924],[12838,436790],[13200,615483],[13477,111297],[13866,113845],[14358,63727],[14560,113750],[15181,120114],[15458,643000],[15673,67816],[16278,124847],[16747,132725],[17506,897145],[17967,133400],[18215,136100],[19308,349041],[19612,520713],[19718,520718],[20216,145482],[20386,146035],[20610,145940],[21141,45311],[22046,85925],[22927,90354],[22960,48728],[23322,746653],[23599,158053],[23988,160601],[24480,94414],[26353,170974],[26845,101333],[28765,181976],[29239,614309],[29954,110860],[29987,30205],[30401,188559],[30448,60352],[31049,63046],[31653,192698],[33493,67408],[33599,66618],[34267,202170],[34491,202075],[38235,74907],[41082,229094],[41574,141214],[42505,81772],[43022,43295],[43128,82862],[45278,150073],[45725,244447],[47762,48971],[48924,254821],[53173,269299],[53821,100652],[54425,273438],[59628,59667],[63152,114840],[65749,309539],[69838,321419],[74874,218566],[75321,338114],[100758,171969],[103355,416564],[107444,428444] ] cell #190 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [160661],[188619],[204840],[229154],[238186],[269359],[285580],[293475],[309599],[331853],[377936],[400500],[452518],[526055],[647184], [4657,1059758],[6985,1149571],[9565,963300],[10867,1269473],[12271,804894],[14626,1077646],[16725,881028],[16763,1398379],[18550,696199],[20676,944563],[22062,1203149],[24748,767752],[25172,1528806],[25682,572971],[27561,596094],[30464,1065656],[30732,836017],[32425,1332430],[32935,636582],[34557,1099122],[35943,662510],[37203,483472],[39901,504491],[42521,942490],[43768,1192050],[44010,725914],[46056,741702],[46870,541381],[48987,1225011],[49255,984146],[50948,565356],[52140,407441],[52606,402928],[55707,586371],[59722,1064513],[59780,827040],[61555,623500],[64034,303278],[64716,300416],[65182,454946],[66634,312361],[67881,1354422],[68123,315158],[70169,881958],[71996,335302],[75652,672726],[76466,498462],[81615,942376],[81927,717387],[82878,362149],[83906,362946],[85353,368133],[87128,244507],[87997,241635],[90409,252175],[90467,381537],[92242,254881],[94721,391340],[97078,273186],[101640,410303],[102788,416624],[107775,805824],[109492,826018],[110915,295281],[110973,438188],[111449,439118],[112142,295903],[113905,192758],[114856,446534],[117023,192446],[119862,202938],[120174,202230],[122153,462241],[123600,467428],[125375,321479],[132153,488659],[133928,338174],[141521,511866],[145230,146803],[145542,146095],[146635,525125],[148705,242934],[150128,369939],[150186,532238],[156248,253940],[158205,549528],[158898,383965],[171034,273498],[171985,580387],[180729,601281],[182504,428504],[185747,185913],[187046,187678],[193851,628539],[202770,646254],[215128,671796],[217198,336601],[218621,490465],[218679,678909],[235324,235389],[249739,740772],[260113,759709],[274591,787179],[343406,910201],[353780,929138] ] cell #191 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [668],[1217],[1375],[1869],[2212],[2310],[2550],[2612],[3293],[3391],[3890],[3908],[3954],[4117],[4429],[4527],[5131],[5614],[5660],[5823],[6510],[6608],[6625],[6653],[6775],[6827],[7408],[7454],[7617],[8456],[8502],[8554],[9205],[9233],[9355],[9407],[10025],[10508],[10554],[10717],[10769],[10902],[10978],[11024],[11911],[11939],[12061],[12834],[13426],[13454],[13530],[13576],[14399],[14528],[14661],[14737],[14783],[15616],[15662],[15714],[16365],[16393],[16515],[16820],[16933],[17038],[17066],[18256],[18452],[18585],[19763],[19791],[20578],[20683],[20711],[20928],[21833],[21879],[22119],[22232],[22337],[22365],[22956],[23548],[23576],[23652],[23698],[24521],[24650],[24783],[25259],[25584],[26886],[27224],[27270],[27731],[29450],[29758],[29983],[30521],[30634],[30896],[31228],[32148],[32512],[32837],[33644],[33672],[34459],[34592],[35714],[35760],[36113],[38927],[38973],[39459],[41615],[42336],[42636],[42893],[43173],[43201],[43474],[43855],[44350],[45082],[45307],[45958],[48281],[49044],[49157],[49751],[50671],[54000],[54920],[55609],[58486],[58532],[59881],[60006],[61206],[62917],[63197],[63225],[67006],[67587],[67968],[69195],[70071],[74678],[74903],[75554],[79347],[80267],[81636],[84569],[85579],[86779],[90693],[91893],[93604],[98812],[100523],[100803],[100831],[106801],[107677],[112970],[118757],[123826],[125026],[131369],[132379],[133579],[140404],[147740],[155760],[170099],[175886],[180955],[182155],[186121],[199399],[216233],[250844],[266861],[307101],[364960],[464255] ] cell #192 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [123575],[146610],[160351],[180704],[188309],[215103],[228844],[235453],[249714],[269049],[309289],[329120],[375203],[440897],[551307], [2622,938098],[4138,1025038],[5844,846308],[6716,1141718],[7638,697116],[9296,955447],[10738,768669],[10766,1268515],[12002,596223],[13517,828164],[14525,1076688],[16456,662639],[16738,1398321],[17129,483601],[18449,504493],[20575,943605],[20774,726043],[22037,1203091],[22428,541510],[23639,976293],[24647,565358],[25581,402930],[27536,421661],[29447,826082],[30439,1065598],[30631,623502],[32211,638361],[32834,454948],[34456,1098164],[34655,866299],[35918,476709],[36811,335304],[37178,331331],[39522,495729],[42496,942432],[42547,717389],[43985,529334],[45955,244197],[46478,241637],[46845,377414],[47970,252071],[48962,1224953],[49154,254571],[50734,769531],[52115,272035],[54983,574750],[55606,416314],[59480,825960],[59755,615380],[60560,295177],[61405,295905],[62571,300545],[64009,193826],[64691,191295],[66609,200365],[66660,312425],[68098,202745],[70068,321169],[71873,218379],[75551,337864],[76441,343381],[80330,697978],[81617,716367],[82853,237104],[82904,362213],[83307,363075],[83881,237664],[85328,150161],[86133,369835],[87874,149886],[90167,158775],[90442,158180],[92092,383967],[93258,388607],[94696,260088],[100177,407570],[101615,274566],[107674,428194],[110673,112019],[110948,111424],[111886,440035],[113595,192448],[114831,302196],[114882,446598],[119864,201920],[121554,462370],[122128,314636],[132128,218654],[132933,490361],[140058,509133],[141496,353755],[144079,144230],[145232,145785],[151099,534085],[158642,550445],[169015,573888],[170724,273188],[171960,409221],[172011,580451],[185749,185809],[198315,637499],[207234,655214],[219592,680756],[279055,796139],[287974,813854] ] cell #193 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [669],[1218],[1374],[1378],[1870],[2213],[2309],[2313],[2551],[3294],[3390],[3394],[3891],[3922],[3953],[4007],[4430],[4526],[4530],[5132],[5628],[5659],[5713],[6511],[6607],[6611],[6635],[6642],[6743],[6828],[7422],[7453],[7507],[8470],[8501],[8555],[9215],[9222],[9323],[9408],[10026],[10522],[10553],[10607],[10748],[10891],[10992],[11023],[11921],[11928],[12029],[13436],[13443],[13544],[13575],[13697],[14400],[14507],[14650],[14751],[14782],[15630],[15661],[15715],[16375],[16382],[16483],[17048],[17055],[18257],[18431],[18574],[19773],[20030],[20557],[20693],[20700],[20896],[21847],[21878],[22347],[22354],[23558],[23565],[23666],[23697],[24522],[24629],[24772],[25269],[25563],[26887],[27238],[27269],[29429],[29460],[29538],[29747],[30613],[30885],[31467],[32130],[32137],[32522],[32816],[33654],[33911],[34438],[34574],[34581],[35728],[35759],[36793],[38941],[38972],[39441],[39448],[41616],[42529],[42625],[42689],[43183],[43865],[44784],[45071],[46460],[47952],[47983],[48270],[49990],[50653],[50660],[54239],[54902],[54909],[58500],[58531],[59494],[59585],[60542],[60573],[60908],[61387],[61936],[62713],[63207],[66802],[67978],[68897],[69184],[74380],[74667],[79586],[80249],[80256],[83663],[84558],[86115],[86146],[91595],[92074],[93400],[99542],[100319],[100813],[106503],[106790],[112766],[115641],[119487],[121910],[130463],[131358],[132915],[132946],[140200],[144334],[154854],[155749],[162397],[169895],[172770],[199195],[212827],[223347],[230890],[247438],[297646],[385708] ] cell #194 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [18517],[24715],[25649],[27551],[30699],[32902],[35933],[37193],[44000],[46860],[52130],[59770],[64706],[83896],[122143], [1283,102312],[2307,130696],[2420,76456],[3388,155087],[4072,168568],[4097,101630],[4297,55674],[4524,179272],[5778,197868],[5803,64024],[6605,211222],[6697,132143],[6843,214448],[6911,75619],[7572,226688],[7597,141511],[9277,85343],[9423,249059],[9491,46023],[10121,257141],[10672,264130],[10697,94711],[10823,170894],[10834,100874],[11035,268578],[11983,180719],[12129,282830],[12195,283500],[12197,107742],[13498,111439],[13731,300016],[14582,113765],[14593,63268],[14794,308818],[15217,312909],[15802,68113],[16437,123590],[16583,326031],[16649,326701],[16651,70136],[16753,132740],[16824,217358],[17110,215118],[18718,347767],[20252,362697],[20632,145955],[20643,43244],[20755,146625],[20949,367397],[22034,374674],[22052,85940],[22123,148865],[22409,249729],[22837,381231],[23006,90457],[23620,158195],[23824,49222],[24916,396880],[25183,171734],[29136,433726],[29526,436805],[29864,437882],[30033,110963],[30454,60367],[30525,187838],[30961,443867],[31689,447082],[32192,193841],[32436,114605],[33473,459223],[33544,66624],[33715,34524],[34513,202090],[34636,202760],[39128,495200],[39503,343396],[42430,520936],[42511,81787],[42610,521683],[43002,522767],[43073,82868],[43779,82627],[45188,531932],[45357,150176],[47777,48977],[47792,90420],[49048,254100],[50715,260103],[54461,580935],[54964,274581],[59492,614363],[59608,614517],[59733,109652],[60382,110926],[63026,626181],[63097,114846],[66383,67892],[74784,678603],[74953,218669],[80311,353770],[81604,716308],[85955,150139],[100632,784821],[100703,171975],[132755,218632] ] cell #195 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [93236],[111864],[123303],[140036],[146338],[168993],[180432],[185869],[198293],[214831],[249442],[266609],[306849],[364708],[464003], [1382,822124],[2323,905284],[3404,735855],[3964,1017495],[4540,597068],[5670,838765],[6621,663484],[6640,1140764],[7464,504613],[8512,718500],[9220,954493],[10564,565478],[10744,1268453],[11034,403050],[11926,421664],[13441,827210],[13586,623622],[14503,1076626],[14793,455068],[15672,858756],[16380,476712],[17053,331334],[18427,347783],[19778,716435],[20553,943543],[20698,529337],[21889,543143],[22352,377417],[23563,975339],[23708,754792],[24625,396896],[25274,272038],[25559,268594],[27280,413874],[29425,826020],[29465,615383],[30609,443883],[32135,193554],[32527,191298],[32812,308834],[33659,200272],[34434,1098102],[34579,202473],[35770,664272],[36789,217374],[38983,485234],[39446,343109],[42286,716305],[42525,521699],[43188,237011],[43870,237667],[44789,241757],[45933,151077],[46456,148881],[47948,156560],[47988,252131],[49132,158620],[50658,259816],[52009,171750],[54907,274294],[55584,279033],[58542,597856],[59483,614373],[60538,187358],[60578,295237],[60913,296025],[61383,187854],[62549,114860],[63212,302103],[64585,114621],[66399,122022],[66638,121532],[67983,314639],[68902,318729],[70046,207212],[74385,335424],[75529,219570],[80254,353483],[82643,83775],[82882,83285],[83668,363920],[85056,149889],[86111,243246],[86151,369895],[90170,157908],[91600,384087],[92070,254116],[100155,171989],[100818,409128],[106508,425754],[107652,287952],[109668,109804],[110676,111152],[115646,448305],[121915,463215],[130468,484446],[131856,218382],[132911,336913],[132951,490421],[144082,144137],[154859,542355],[162402,558715],[172775,582158],[223352,689026],[230895,705386] ] cell #196 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [23982],[30395],[34887],[41076],[43568],[53167],[57659],[59706],[65743],[73164],[89165],[97312],[117257],[147037],[203172], [5553,63592],[6173,67681],[7326,135965],[8762,85279],[9112,45719],[9682,90393],[10032,48918],[10447,94279],[11613,101198],[11704,174386],[11779,103349],[13176,110899],[13305,111375],[13802,62442],[13860,31647],[15117,66565],[15175,34261],[15922,123526],[16272,69832],[17335,215530],[17611,132079],[17961,75315],[19296,141079],[20152,82809],[20210,20380],[20322,83178],[20528,146561],[21006,45176],[21049,85190],[21479,150112],[22634,250141],[22825,48593],[22868,90343],[23427,158131],[25792,168504],[26289,100048],[26347,54419],[28133,283912],[28409,180655],[28759,107438],[29852,30070],[29895,110849],[30113,111286],[31038,63035],[31589,114787],[31965,193777],[33045,197804],[33482,67397],[34203,121425],[34409,202696],[36515,327113],[37416,129978],[37622,215054],[38100,74772],[38143,131990],[38573,218605],[40521,226624],[42418,42452],[43011,43284],[45219,150062],[47083,154369],[47289,249665],[48636,158042],[49525,388014],[50488,260039],[51568,264066],[52885,168415],[53810,100641],[54361,171916],[54737,274517],[56975,178554],[57181,283436],[59617,59656],[62264,299952],[65461,197715],[66779,461129],[71196,210504],[71402,326637],[74815,218555],[76885,343332],[78232,226535],[80084,353706],[83023,361834],[84930,241160],[87837,374610],[90199,547377],[96148,263977],[109008,433662],[110080,294013],[110705,436967],[113415,299863],[115001,446219],[119839,642929],[134637,495136],[144111,360075],[144532,360888],[145207,521800],[149918,531017],[172130,580072],[185571,435845],[185724,435853],[192423,625214],[218411,677688],[235098,520651],[273163,783854] ] cell #197 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [23969],[30382],[34884],[41063],[43565],[53154],[57656],[59703],[65730],[73161],[89162],[97309],[117254],[147034],[203169], [1181,168501],[1343,283433],[1833,197801],[2165,326634],[2225,214444],[2514,226621],[3219,250138],[3251,374607],[3306,249055],[3854,264063],[3931,170890],[3965,268587],[4345,174383],[4442,282826],[4677,433659],[5216,299949],[5323,446216],[5524,63589],[5637,113761],[5671,308827],[6436,327110],[6523,326027],[6657,217367],[7210,215527],[7242,495133],[7297,135962],[7465,347776],[8376,361831],[8479,145951],[8614,367393],[8679,530942],[8755,85276],[9064,45706],[9237,148874],[10110,388011],[10418,94276],[10565,396889],[10750,171743],[11383,580069],[11584,101195],[11731,103336],[12496,283909],[12869,436801],[13222,436892],[13298,111372],[13458,187847],[13655,443876],[13733,625141],[13847,63244],[14509,114614],[15536,461126],[15639,202086],[15774,67678],[15915,123523],[16224,69819],[17528,677613],[17604,132076],[17913,75302],[19267,141076],[19740,520862],[19810,521692],[20253,521727],[20367,43220],[20521,146558],[20559,82636],[21003,85936],[22991,90390],[23344,547302],[23420,158128],[23580,254109],[23777,48905],[26220,783781],[26334,100850],[28402,180652],[28711,107425],[29250,614369],[29371,614445],[29431,109661],[30018,110896],[30067,60363],[31958,193774],[33621,66562],[33691,34248],[34134,642856],[34402,202693],[34440,66392],[37615,215051],[38097,132736],[42279,716307],[42449,81783],[43150,82806],[45342,150109],[47282,249662],[47773,48590],[47894,47954],[50481,260036],[54730,274514],[60484,60544],[63174,114784],[74938,218602],[76878,343329],[80077,353703],[86057,86117],[100780,171913],[132857,132917] ] cell #198 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [670],[1219],[1376],[1871],[2247],[2311],[2552],[2607],[3328],[3392],[3892],[3955],[3975],[4112],[4464],[4528],[5661],[5681],[5818],[6545],[6609],[6667],[6699],[6718],[7455],[7475],[7612],[8503],[8636],[9247],[9279],[9298],[10555],[10575],[10712],[10758],[10786],[11025],[11953],[11985],[12004],[13468],[13500],[13577],[13665],[14517],[14545],[14784],[15663],[16407],[16439],[16458],[16745],[17080],[17112],[18441],[18469],[19820],[20567],[20595],[20725],[20757],[20871],[21880],[22044],[22379],[22411],[23590],[23622],[23699],[24639],[24667],[25573],[25601],[27271],[27543],[29439],[29486],[29787],[30446],[30623],[30651],[32162],[32194],[32826],[32854],[34448],[34476],[34606],[34638],[35761],[35925],[36803],[37185],[38974],[39473],[39505],[42292],[42503],[42539],[42929],[43992],[45111],[45947],[45975],[46470],[46852],[47962],[48310],[48969],[49146],[49174],[50685],[50717],[52122],[54934],[54966],[55598],[55626],[58533],[59762],[59962],[60552],[61397],[62563],[62953],[64698],[66616],[66652],[67042],[69224],[70060],[70088],[74707],[75543],[75571],[80281],[80313],[81735],[82860],[82896],[83299],[83888],[84598],[85535],[86125],[90649],[92084],[93250],[93640],[100169],[100559],[106830],[107666],[107694],[111878],[113006],[114838],[114874],[121546],[122135],[123782],[131398],[132335],[132925],[140050],[140440],[147696],[151091],[155789],[158634],[169007],[170135],[171967],[172003],[180911],[186032],[198307],[199435],[207226],[216189],[219584],[250800],[266772],[279047],[287966],[307012],[364871],[464166] ] cell #199 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [68885],[83651],[92999],[106491],[111627],[130451],[139799],[144191],[154842],[168756],[198056],[212684],[247295],[297503],[385565], [671,712916],[1223,791500],[1875,632860],[2216,898128],[2556,505380],[3297,728699],[3896,566245],[3910,1016555],[4433,421773],[5135,616466],[5616,837825],[6514,476821],[6623,1140699],[6831,331443],[7410,347785],[8458,717560],[8558,529446],[9203,954428],[9411,377526],[10029,747636],[10510,396898],[10980,268596],[11909,282820],[12836,614443],[13424,827145],[13532,443885],[14403,456546],[14739,308836],[15618,857816],[15718,650575],[16363,326021],[16822,217376],[17036,214438],[18260,340962],[19761,716370],[19793,521701],[20681,367387],[21835,150840],[22121,148883],[22335,249049],[22958,156476],[23546,975274],[23654,158383],[24525,566956],[25257,170884],[26890,404528],[27226,278796],[29244,614308],[29448,436795],[29985,187274],[30523,187856],[31230,191407],[32118,115629],[32510,113755],[33642,120145],[33674,200326],[34562,121898],[35716,206975],[36698,132730],[38929,219333],[39429,223335],[41619,506091],[42288,520716],[43171,145513],[43203,237065],[43476,237776],[43853,145945],[44772,86134],[45309,243162],[46365,85930],[47767,91979],[47971,91583],[49046,254118],[49753,257669],[50641,162385],[54002,272147],[54890,172758],[58488,287715],[60357,61292],[60561,60896],[61208,296792],[62312,114623],[63195,192729],[63227,302157],[66401,121295],[67589,314748],[67966,202080],[74368,132934],[74905,336829],[79349,351336],[80237,230878],[81777,81898],[82645,83048],[86781,371450],[91895,384854],[98814,403817],[99918,171752],[100801,273469],[100833,409182],[109670,109720],[118759,455835],[125028,470745],[133581,491976],[175888,589688],[182157,604598] ] cell #200 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [3714],[5183],[6296],[7705],[8565],[11243],[12356],[12855],[15002],[17414],[22713],[25342],[32595],[43938],[68051], [722,19873],[734,8174],[1415,29316],[1458,12922],[1681,31310],[1693,14019],[1926,33754],[1938,15334],[2671,19686],[3036,44640],[3079,21225],[3167,9157],[3436,47839],[3479,23044],[3536,10077],[4193,54082],[4205,26506],[4937,60429],[5005,60764],[5268,31123],[5444,14410],[5888,33567],[6017,15725],[6353,6384],[7027,74236],[7070,38319],[7158,18006],[8226,43096],[8321,43369],[8732,21158],[8911,86002],[9640,22977],[9899,91451],[10291,10338],[11065,98370],[11328,53895],[11504,26897],[11824,27489],[12413,12444],[13134,30004],[13275,30222],[14071,63120],[14824,118315],[15481,67482],[15880,15892],[17170,72965],[17581,38252],[17760,132802],[18267,39807],[18748,138251],[19140,19187],[20486,20498],[21437,45328],[22469,88966],[23397,48745],[24946,165071],[25762,52994],[26558,100726],[27064,55367],[27968,105088],[28367,28379],[30991,190837],[31923,31935],[33015,65570],[34367,34379],[36350,127213],[37580,37592],[37721,73534],[38531,74924],[40491,78341],[42655,235895],[44492,148500],[47247,47259],[47388,89535],[50446,50458],[51538,96257],[54695,54707],[57139,57151],[57280,105657],[59509,293162],[59918,186277],[62234,113524],[71360,71372],[71501,127782],[76843,76855],[80042,80054],[81597,359941],[81703,235425],[82605,146306],[87795,87807],[92921,160280],[108966,108978],[109536,293383],[110209,187714],[114116,114583],[120852,202441],[134595,134607],[144645,237451],[148741,149422],[156965,253976],[171245,171712],[191082,191861],[200780,314423],[217234,217915],[271822,272601] ] cell #201 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [3702],[5171],[6253],[7693],[8026],[8407],[10162],[11231],[12313],[12738],[13039],[13368],[14252],[14990],[15567],[16875],[17256],[19011],[19920],[20037],[21342],[21671],[22174],[22555],[23161],[23490],[24374],[25225],[25526],[25855],[26739],[28054],[30576],[31357],[31474],[32478],[32779],[33108],[33801],[33918],[35223],[35552],[36436],[37014],[37131],[38436],[38765],[39649],[40255],[40584],[41468],[43821],[44292],[45900],[46315],[46681],[46798],[49099],[49880],[49997],[51302],[51631],[54129],[54246],[55551],[55880],[56573],[56690],[57995],[58324],[59208],[60186],[61826],[61943],[62127],[62679],[63845],[63962],[64516],[67934],[70013],[70794],[70911],[73888],[75496],[75911],[76277],[76394],[79476],[79593],[81227],[82043],[83415],[84698],[84815],[85082],[85491],[85759],[89889],[90873],[92814],[94532],[94649],[99432],[99549],[100285],[101451],[101568],[102122],[107619],[108517],[110032],[111178],[111587],[113575],[113681],[119377],[119494],[121120],[121662],[122945],[123062],[124006],[128843],[131615],[131882],[132291],[132559],[141332],[141449],[144163],[145765],[145871],[147920],[148749],[153234],[156006],[156788],[157934],[158343],[161607],[168716],[170704],[170810],[180191],[181135],[185789],[187586],[187722],[189288],[195136],[198016],[200298],[201900],[202006],[212141],[214364],[216413],[217242],[226836],[230100],[237037],[243474],[248975],[251024],[252051],[253984],[255550],[264278],[268462],[275876],[282746],[295157],[300164],[302129],[308702],[325947],[337141],[344691],[347651],[367313],[369815],[396764],[409154],[436721],[443751],[490341],[521567],[614350] ] cell #202 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [161146],[190133],[205529],[229639],[240060],[270873],[286269],[293777],[311113],[333727],[379810],[400802],[452820],[526357],[647486], [25175,580107],[25228,578435],[25540,573273],[28230,599223],[29083,610563],[32428,446254],[32481,444582],[32793,636884],[36612,665639],[36730,676742],[37017,670697],[38056,676006],[40269,696501],[43771,361869],[43824,524026],[45914,742004],[46397,530071],[46684,739673],[47723,744982],[51316,768054],[52323,774021],[52375,776413],[55565,586673],[56576,803795],[59725,436021],[60189,439420],[61324,617773],[62141,836319],[63848,305152],[64899,847879],[64951,850271],[67884,312081],[67937,645155],[70027,882260],[70797,879929],[71907,885797],[75510,673028],[76280,500336],[77722,918372],[81675,360197],[82412,237348],[84089,949022],[84701,952521],[85762,368435],[86897,246021],[87908,963916],[90412,252163],[90876,549830],[92011,748943],[92828,984448],[94535,258768],[95638,998400],[97066,1004689],[101454,412177],[102557,418138],[107633,806126],[110035,1065521],[110181,294938],[110918,295269],[112053,1070072],[113123,1074660],[114390,302440],[117011,1086325],[119922,200399],[120659,200609],[121123,465370],[122336,1103581],[122948,201425],[124009,319385],[125144,206266],[132562,488961],[133697,339688],[141335,352435],[144264,1191359],[144474,1191949],[145290,237138],[146791,1196411],[147923,366075],[149394,369596],[150131,369927],[156791,252787],[156937,251832],[157674,159879],[158809,1229427],[161610,390819],[171519,409465],[181138,426410],[182273,287006],[185570,1320512],[185901,1320778],[186525,187589],[192506,302230],[195139,302757],[202926,1358783],[216416,486601],[217887,490122],[218624,490453],[230103,511345],[235109,1451521],[242413,243477],[251027,544510],[273246,409255],[275879,409782],[336080,337144],[344694,497941] ] cell #203 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [123987],[147901],[160902],[181116],[189889],[216394],[229395],[235626],[251005],[270629],[310869],[329293],[375376],[441070],[551480], [16787,488538],[17025,483774],[18928,505269],[19509,712805],[22086,368012],[22324,541683],[25126,566134],[25206,578408],[25438,572850],[26206,791389],[27823,596396],[30488,438997],[32107,638534],[32459,444555],[32691,636461],[33459,632749],[36205,662812],[36694,490095],[36954,897043],[36995,670670],[39418,495902],[40167,696078],[42888,363248],[43802,523999],[44442,726216],[45812,245777],[46361,369569],[46621,727614],[46662,739646],[49011,549407],[50630,769704],[51214,767631],[52039,1015363],[54879,574923],[55463,417894],[56554,803768],[60167,187567],[61288,294911],[61548,830379],[62039,835896],[62912,300718],[63826,195117],[64615,836633],[67001,462543],[67915,645128],[68555,866472],[69925,206022],[70775,879902],[71862,1139513],[75408,339444],[76258,344672],[80226,698151],[81894,360170],[82096,943455],[82168,236779],[83805,945786],[84679,952494],[85740,243455],[87863,953242],[90854,156769],[91245,384743],[91975,251805],[92235,978508],[92726,157430],[93599,257558],[94513,161588],[100518,407743],[101432,275857],[107531,286762],[109614,293354],[109834,1064757],[110013,1065494],[112008,1067768],[112965,296681],[114146,301871],[120141,200354],[120343,200215],[120415,200040],[121101,122926],[122052,1100345],[124378,470634],[132540,337122],[140399,351225],[141313,230081],[143905,1191004],[144219,1191170],[145509,237093],[145711,236954],[152178,371339],[156370,156590],[158764,1227123],[170094,403706],[171275,408896],[181507,604487],[185543,1320475],[187168,187388],[192725,302185],[192927,302046],[199394,455724],[220671,491865],[243056,243276],[273465,409210],[273667,409071],[280134,589577],[336723,336943] ] cell #204 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [25539],[28229],[29082],[32792],[36611],[36986],[38055],[40268],[40823],[42030],[45913],[46653],[47722],[51315],[51870],[52107],[52322],[52339],[53753],[55564],[56480],[56545],[58934],[62140],[63817],[64683],[64898],[64915],[66329],[70026],[70701],[70766],[71905],[71963],[72241],[72833],[73995],[75509],[76249],[77454],[77686],[83873],[84088],[84332],[84670],[85320],[87906],[87964],[88242],[88834],[89996],[92827],[94504],[95370],[95602],[97069],[97164],[97921],[98054],[101423],[104086],[106118],[107632],[109941],[111416],[112051],[112109],[112387],[112520],[113087],[116310],[117014],[117109],[117866],[117999],[122120],[122335],[122579],[122917],[123567],[126211],[128243],[128457],[129045],[129524],[132120],[135634],[137802],[141304],[144262],[144365],[145050],[146602],[146794],[146889],[147368],[151733],[152848],[153436],[153915],[156697],[158172],[158807],[158865],[159143],[159276],[163066],[164622],[167292],[173439],[175128],[177621],[180696],[185632],[185904],[186810],[187495],[188902],[190723],[192266],[193818],[194584],[196592],[200397],[201185],[202737],[202929],[203024],[203503],[207868],[209571],[215095],[220226],[222408],[225412],[231559],[236061],[237136],[240630],[242698],[243383],[249706],[252166],[253072],[255164],[258528],[260080],[260846],[262854],[273006],[274558],[275324],[288608],[293904],[295272],[298994],[299216],[301153],[302228],[313033],[319670],[336365],[337050],[343373],[352195],[353747],[354513],[360734],[366360],[369930],[389215],[406019],[408178],[409253],[426695],[435823],[442293],[458037],[486886],[490456],[509741],[521405],[544795],[576146],[639757],[668076],[737052],[832247],[980376] ] cell #205 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [687],[1468],[2757],[3089],[3489],[4851],[5354],[5974],[6306],[7080],[8575],[8825],[8979],[9745],[9831],[10248],[11414],[12366],[12874],[13617],[14166],[15386],[15985],[16071],[16139],[17424],[17674],[17828],[19097],[19658],[20056],[20815],[21578],[21920],[22723],[23256],[23739],[24193],[24288],[25361],[26104],[26653],[27311],[28472],[28558],[28626],[29625],[29794],[31493],[32252],[32614],[33357],[33937],[34696],[35318],[35459],[36752],[37150],[37909],[38672],[39014],[39563],[40833],[41287],[41382],[42040],[43957],[44949],[45118],[46124],[46419],[46817],[47576],[48148],[48317],[49335],[51880],[52397],[52566],[53763],[54265],[55024],[55787],[56129],[56709],[57468],[58090],[58231],[59122],[61346],[63981],[64973],[65142],[66339],[68070],[70930],[71689],[72251],[74088],[74545],[74714],[75720],[76413],[76984],[77172],[77744],[77913],[78931],[81134],[82434],[84834],[86919],[87088],[88252],[90089],[92033],[94668],[95660],[95829],[96847],[97115],[97524],[99840],[101587],[102579],[102748],[103754],[109107],[112397],[113145],[113314],[114412],[117060],[117469],[119785],[120681],[123081],[125166],[125335],[128397],[128503],[129405],[133719],[133888],[139721],[141468],[144496],[146840],[147249],[152788],[152894],[153796],[157696],[159153],[159901],[160070],[161168],[166541],[166665],[167338],[171541],[177981],[182295],[182464],[185950],[188842],[188948],[190155],[195965],[196638],[200631],[202975],[203384],[206288],[209931],[213138],[225458],[229661],[235493],[237370],[238862],[240990],[246043],[247749],[252212],[255104],[255210],[262900],[270895],[281520],[287028],[295318],[299262],[302462],[311135],[312465],[315834],[324721],[339710],[360780],[362253],[366640],[369976],[409487],[418160],[436615],[446638],[490502],[520688],[580491] ] cell #206 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [6259],[8413],[10131],[12319],[13337],[17262],[18980],[19750],[22561],[25824],[33077],[36844],[46511],[61438],[92125], [985,47913],[1020,23459],[1518,60503],[1897,66555],[1906,33631],[1954,15573],[2083,35521],[2816,82799],[2825,43160],[3139,86076],[3235,21640],[3412,48583],[3442,23428],[3682,49710],[3730,24380],[4595,58293],[4913,30060],[4943,13306],[5073,61165],[5312,31187],[5413,114777],[5422,63184],[5567,14258],[5857,34153],[7130,132876],[7226,38734],[7673,79306],[7721,41474],[7966,42442],[8195,20272],[8365,43433],[8714,21081],[8763,8917],[8887,20996],[9047,86738],[9967,91852],[11133,98771],[11372,53959],[11473,171906],[11482,100790],[11627,26745],[11892,55849],[12778,29390],[13257,30145],[13752,14040],[13787,13811],[14892,118716],[15525,67546],[16207,124985],[17214,73029],[17563,38175],[17612,17766],[17736,38090],[17896,133538],[18135,76107],[18390,39655],[18816,138652],[20307,20331],[22513,89030],[23379,48668],[25014,165472],[25744,52917],[25994,99044],[26239,26527],[26274,26298],[27379,175845],[28012,105152],[28694,182114],[32406,195780],[32997,65493],[33247,118989],[34188,34212],[36394,127277],[37401,37425],[40473,78264],[40723,138925],[42108,233965],[44536,148564],[44882,242897],[47068,47092],[51520,96180],[51770,165745],[55178,276520],[56960,56984],[61006,187009],[62216,113447],[62337,301177],[68649,204699],[71181,71205],[74478,336564],[82132,144564],[83073,236085],[84915,84939],[85031,368761],[91693,253271],[99943,408202],[109745,185656],[110065,110089],[111127,294103],[121320,313057],[131831,489287],[143916,143929],[144112,235164],[157883,382165],[185525,185535] ] cell #207 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [6265],[8419],[10132],[12325],[13338],[17268],[18981],[19751],[22567],[25825],[33078],[36845],[46512],[61439],[92126], [844,44685],[890,21641],[1549,60809],[1652,62432],[1665,31188],[1728,14264],[2094,35522],[2343,74281],[2389,38735],[2863,83168],[2876,43434],[3012,45166],[3048,21480],[3570,91496],[3635,23460],[3686,49711],[3749,24386],[4061,98415],[4164,100038],[4177,53960],[4240,26751],[4361,55850],[4606,58294],[4981,29842],[5017,13177],[5077,61166],[5238,31539],[5767,118360],[5932,33632],[6080,121415],[6093,67547],[6187,15579],[6854,129968],[6867,73030],[7003,74762],[7039,38574],[7277,76108],[7340,39661],[7561,138296],[7677,79307],[7740,41480],[7981,42408],[8270,43161],[8291,20102],[9051,86739],[9434,154359],[9447,89031],[9634,22920],[9683,9911],[9875,22815],[9971,91853],[10661,165116],[11137,98772],[11184,99045],[11298,54311],[12140,178544],[12153,105153],[12798,29361],[13128,29947],[13720,190882],[14115,63185],[14896,118717],[14943,118990],[15067,15451],[15102,15141],[16211,124986],[16594,210494],[16607,127278],[17900,133539],[18820,138653],[18867,138926],[19861,235940],[20137,20176],[20960,241150],[20973,148565],[21431,45271],[25018,165473],[25065,165746],[26602,100791],[27383,175846],[28698,182115],[29307,293311],[29549,294003],[29828,187010],[31574,31613],[32410,195781],[34854,204700],[38525,74867],[42112,233966],[42306,359997],[42315,360077],[42750,236018],[45152,242898],[48351,253272],[54346,54385],[55182,276521],[59465,435786],[59985,294028],[62774,301110],[66863,312990],[74748,336565],[85558,368686],[90672,382090],[100380,408135],[132358,489212] ] cell #208 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6254],[6295],[8408],[8564],[10161],[12314],[12355],[12854],[13040],[13367],[14253],[15568],[17257],[17413],[19010],[19655],[20036],[21343],[21670],[22556],[22712],[23162],[23489],[24375],[25341],[25527],[25854],[26740],[28055],[29622],[31473],[32594],[32780],[33107],[33917],[35224],[35551],[36437],[36749],[37130],[38437],[38764],[39650],[40256],[40583],[41469],[43937],[44293],[44946],[45901],[46316],[46416],[46797],[48145],[49996],[51303],[51630],[52394],[54245],[55552],[55879],[56689],[57996],[58323],[59209],[61343],[61942],[62128],[62680],[63961],[64515],[64970],[68050],[69059],[70014],[70910],[73889],[74542],[75497],[75912],[76393],[77741],[79592],[80899],[81226],[82431],[83416],[84433],[84814],[85133],[85490],[86916],[89890],[92030],[92815],[94648],[95657],[99548],[99734],[100286],[101567],[102121],[102576],[106665],[107620],[109972],[111229],[111586],[113142],[113625],[113632],[114409],[119493],[119679],[120678],[121663],[123061],[125163],[130216],[131233],[131933],[132290],[133716],[139615],[141448],[144493],[145815],[145822],[148687],[154607],[155624],[157693],[157985],[158342],[159898],[161165],[166435],[167101],[168358],[170754],[170761],[171538],[178792],[182292],[185839],[187660],[190152],[196401],[197658],[200628],[201950],[201957],[206285],[210742],[214315],[217180],[226478],[229658],[235371],[237367],[239298],[241398],[246040],[248926],[252101],[253922],[263920],[270892],[282697],[287025],[295207],[299806],[302459],[311132],[312343],[316270],[325898],[339707],[360831],[362131],[367264],[369865],[409484],[418157],[436672],[446516],[490391],[520685],[580369] ] cell #209 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2048],[2907],[3673],[4560],[4895],[5064],[5504],[6124],[6229],[6898],[7664],[8164],[8383],[8869],[9038],[9478],[9789],[9958],[10398],[10955],[11124],[11564],[12184],[12289],[12814],[12920],[14009],[14714],[14883],[15324],[16029],[16198],[16638],[17013],[17232],[17718],[17887],[18327],[18638],[18807],[19247],[19684],[20859],[21223],[21810],[22023],[22312],[22531],[23042],[24131],[24836],[25005],[25301],[25407],[26496],[27201],[27370],[27811],[28516],[28685],[29125],[30843],[30949],[31298],[32095],[32397],[32554],[32660],[35104],[35691],[36193],[36778],[37953],[38317],[38904],[39117],[39406],[40136],[41225],[41930],[42099],[43544],[43897],[44173],[44430],[44631],[44873],[45781],[46445],[47620],[49472],[50618],[51183],[53615],[53721],[54070],[54867],[55169],[55432],[57876],[58463],[59802],[60755],[60997],[61372],[62008],[62330],[62339],[62538],[66191],[66297],[67657],[68010],[68543],[69894],[73140],[73769],[74227],[74469],[75377],[79068],[80214],[82012],[83066],[83075],[83274],[85038],[89141],[89770],[91442],[91684],[92059],[92695],[93225],[96984],[97408],[98361],[99936],[99945],[100144],[105263],[107500],[109738],[111134],[111853],[117353],[118306],[120259],[121313],[121322],[121521],[127388],[129875],[131838],[138242],[140025],[144119],[145627],[147133],[148675],[151066],[154266],[156494],[157890],[158609],[165062],[168982],[178451],[187292],[190828],[192843],[198282],[200254],[203268],[207201],[210401],[219559],[235886],[236993],[241057],[243180],[273583],[279022],[287941],[293910],[302085],[336847],[359970],[409110] ] cell #210 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [93580],[112946],[123777],[140380],[147691],[170075],[180906],[186027],[199375],[216184],[250795],[266767],[307007],[364866],[464161], [10785,407456],[10961,403208],[12259,422360],[12638,611261],[14544,300431],[14720,455226],[16713,477408],[16768,488519],[16949,483487],[17499,684605],[18644,504771],[20594,362961],[21816,543301],[22067,367993],[22248,541396],[22798,537934],[24842,565636],[25178,408877],[25385,783754],[25419,572831],[27207,414032],[27747,596109],[29746,296183],[30469,438978],[30955,623780],[32031,194907],[32431,301852],[32638,625114],[32672,636442],[34475,462256],[35697,664430],[36129,662525],[36724,896036],[38910,485392],[39342,344462],[40148,696059],[42869,145692],[43774,236760],[43981,720661],[44366,725929],[45070,241915],[45793,152159],[46391,726607],[48269,384245],[48992,549388],[49478,754950],[50554,161378],[51195,767612],[51997,1015299],[54803,275647],[55444,280115],[58469,598014],[59728,293335],[59897,827055],[59957,187061],[61318,829372],[62020,835877],[62893,192908],[64573,836569],[66982,120324],[67302,315335],[67887,200021],[68094,860917],[68479,120891],[69183,205017],[69906,124359],[74666,335582],[75389,220652],[80150,229871],[81730,235339],[81924,942691],[82077,943436],[83763,945722],[84557,238363],[85530,242949],[90415,156548],[90584,156425],[90644,156263],[91226,92707],[92005,977501],[93900,391517],[100499,273648],[106789,285757],[107512,181488],[109507,1064511],[109792,1064693],[110921,187346],[111090,187223],[116535,303455],[119977,120171],[122010,1100281],[131357,332030],[132330,336616],[140700,512043],[143886,1190962],[145345,145539],[150134,243234],[150303,243111],[155748,378113],[173664,410480],[192561,192755],[218627,336901],[218796,336778],[224241,498639],[273301,273495] ] cell #211 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [68863],[83629],[92998],[106469],[111626],[130429],[139798],[144190],[154820],[168755],[198055],[212683],[247294],[297502],[385564], [6783,331442],[7631,505379],[7866,712915],[9363,377525],[10731,566244],[10890,402937],[11286,791499],[12069,421772],[14355,456545],[14649,454955],[15045,632859],[16523,476820],[16808,335311],[16905,898127],[16909,483468],[18212,340961],[18573,504500],[20936,529445],[21745,150839],[22107,241644],[22204,728698],[22208,541377],[24477,566955],[24771,565365],[25203,1016486],[25235,407437],[26842,404527],[27136,278795],[27707,596090],[30509,295912],[30606,616465],[30884,623509],[31216,191406],[31991,115607],[32456,837756],[32488,300412],[34817,650574],[35626,206974],[36089,662506],[36687,1140633],[36697,336597],[38839,219332],[39302,223313],[41571,506090],[42590,717396],[43462,237775],[43799,717491],[43831,362942],[44326,725910],[44750,150220],[46354,954362],[46364,242930],[49032,383974],[49129,747635],[49407,158382],[49739,257668],[50514,162363],[53988,272146],[54763,172736],[58398,287714],[59753,826151],[59814,827036],[60874,111007],[61194,296791],[61281,827079],[61291,187042],[62311,192455],[66703,200325],[67575,314747],[67912,857747],[67944,462237],[68439,121876],[74346,218713],[79335,351335],[80110,230856],[81624,942429],[81887,942491],[81897,235320],[82947,237064],[83047,145239],[86767,371449],[90440,156475],[90501,91561],[91881,384853],[91968,975208],[91978,156244],[98800,403816],[99917,273195],[109488,1064464],[109719,185756],[110946,187273],[114925,302156],[118745,455834],[119871,121294],[120134,120144],[125014,470744],[133567,491975],[145502,145512],[150159,243161],[172054,409181],[175874,589687],[182143,604597],[192718,192728],[218652,336828],[273458,273468] ] cell #212 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [12256],[12635],[16710],[17496],[18545],[18920],[19448],[19501],[22795],[24743],[25118],[25382],[25677],[26176],[26198],[27606],[27685],[30727],[32635],[32930],[33429],[33451],[35988],[36067],[36758],[36946],[37171],[37248],[37327],[39923],[39964],[40905],[43978],[44055],[44134],[46051],[46425],[46613],[46838],[46915],[46994],[49250],[50970],[51011],[51952],[52032],[52042],[52403],[52628],[52669],[55702],[56256],[56730],[60260],[61352],[61540],[61577],[61618],[64079],[64158],[64608],[64618],[64979],[65204],[65245],[68091],[68168],[68247],[70164],[70477],[70951],[71867],[72018],[72309],[72609],[75647],[76511],[76590],[77750],[81949],[82501],[83798],[83808],[84108],[84855],[85833],[87150],[87191],[87868],[88019],[88310],[88610],[90947],[92039],[92227],[92264],[92305],[94766],[94845],[95666],[97225],[101685],[101764],[102810],[102851],[104432],[107770],[109827],[109847],[110130],[112013],[112164],[113151],[113927],[114479],[117170],[120196],[120748],[122045],[122055],[124080],[125397],[125438],[126557],[132633],[133950],[133991],[141566],[141645],[144029],[144224],[144502],[145564],[146117],[146950],[147994],[148117],[149343],[156583],[156886],[158769],[158920],[160683],[161235],[171056],[171608],[181209],[182526],[182567],[186184],[187381],[188641],[190222],[192780],[200359],[202252],[203085],[205478],[216487],[217836],[229176],[229728],[235126],[237098],[240009],[243269],[244529],[251098],[254903],[269381],[270962],[273520],[286218],[293671],[302190],[309621],[311202],[321501],[333676],[336936],[338196],[379759],[400696],[409215],[416646],[428526],[452714],[526251],[647380] ] cell #213 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [34946],[35092],[43627],[44161],[49632],[57718],[57864],[59790],[60234],[61087],[63651],[67740],[73223],[73757],[79228],[81685],[82477],[85807],[86660],[89224],[89758],[90921],[91774],[94338],[97396],[97840],[98693],[101257],[105346],[110191],[114455],[117341],[117785],[118638],[120724],[124054],[124907],[127471],[128485],[129277],[132607],[133460],[136024],[137721],[138574],[141138],[147121],[147968],[149404],[151519],[152644],[152876],[153668],[156947],[161211],[164541],[165394],[167320],[171584],[174914],[175767],[177853],[181183],[182036],[184600],[188930],[190198],[190642],[191764],[194337],[195702],[196620],[203256],[205539],[207654],[209803],[216461],[217897],[220012],[221137],[222161],[225440],[229704],[233034],[233887],[236361],[238133],[240070],[240862],[241609],[242151],[244818],[251072],[255192],[256904],[260599],[262882],[270938],[271382],[272504],[275077],[276442],[277360],[286279],[288394],[293787],[295877],[296419],[299244],[300244],[300324],[301453],[311178],[311622],[313333],[315105],[317834],[321790],[331800],[333737],[335276],[335818],[338485],[350571],[354266],[360762],[362774],[362854],[367763],[377883],[379820],[383362],[383939],[384481],[387306],[389515],[399684],[400812],[402902],[407269],[407349],[408478],[422130],[428815],[436136],[438748],[442593],[452830],[454920],[460057],[462069],[462149],[469253],[477178],[483380],[488289],[504465],[510041],[520946],[523601],[526367],[529803],[536643],[541289],[546546],[549158],[565330],[576446],[596002],[603106],[616848],[623474],[627015],[640057],[642075],[647496],[662418],[683314],[717361],[718828],[725822],[729081],[785655],[798697],[826948],[839093],[898510],[942403],[1017823] ] cell #214 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [17023],[18926],[19507],[22322],[25124],[25409],[26204],[27821],[28212],[29065],[32105],[32662],[33457],[36203],[36594],[36780],[36952],[36967],[38038],[39416],[40071],[40138],[41793],[44440],[45783],[46447],[46619],[46634],[47705],[50628],[51118],[51185],[52034],[52088],[52293],[52776],[53455],[54877],[55434],[56339],[56526],[61374],[61546],[61725],[62010],[62540],[64610],[64664],[64869],[65352],[66031],[68553],[69896],[70560],[70747],[71864],[71948],[72560],[72692],[75379],[77435],[78802],[80224],[82014],[83276],[83800],[83854],[84059],[84191],[84651],[87298],[87865],[87949],[88561],[88693],[92061],[92233],[92412],[92697],[93227],[95351],[96718],[97123],[97628],[98035],[100146],[102958],[104683],[107502],[109829],[109922],[110520],[111855],[112010],[112094],[112501],[116169],[117068],[117573],[117980],[120261],[121523],[122047],[122101],[122306],[122438],[125545],[126808],[129004],[134098],[135493],[137509],[140027],[143973],[144221],[145031],[145629],[146848],[148368],[149733],[151068],[151714],[153395],[156585],[157276],[158611],[158766],[158850],[159257],[162925],[164329],[168984],[173298],[175109],[177580],[182674],[186418],[187383],[190430],[192247],[192845],[198284],[200356],[201166],[202983],[205868],[207203],[207849],[209530],[218226],[219561],[220207],[231418],[235841],[237095],[240399],[240589],[242306],[243271],[252680],[258509],[272987],[273585],[279024],[286608],[287943],[288589],[293863],[298975],[302187],[319278],[334066],[335973],[336938],[352176],[359973],[365968],[380149],[406000],[409212],[426303],[436526],[458018],[486494],[544403],[570379],[633990],[722474],[862730] ] cell #215 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [37497],[39280],[40839],[42046],[47164],[51886],[52846],[53360],[53769],[55219],[57056],[57437],[59091],[65422],[65936],[66345],[71277],[71658],[72052],[72257],[72882],[73386],[74057],[77594],[78193],[78707],[80656],[85011],[88053],[88258],[88883],[89387],[90058],[95510],[96109],[96623],[97112],[97264],[97350],[97474],[98194],[99273],[104175],[105005],[105509],[112198],[112403],[112660],[113376],[117057],[117209],[117295],[117419],[118139],[119218],[123258],[126300],[127130],[127634],[128395],[128500],[129355],[129613],[137145],[137231],[139154],[144459],[146837],[146989],[147075],[147199],[147457],[148417],[151873],[152786],[152891],[153746],[154004],[158954],[159159],[159416],[160132],[163965],[164051],[165974],[166663],[167335],[167980],[168066],[175268],[177931],[185947],[186155],[186904],[188840],[188945],[189590],[189676],[194673],[195963],[196635],[197280],[197366],[200594],[202972],[203124],[203210],[203334],[203592],[208008],[209881],[213136],[220366],[222497],[225455],[235212],[235491],[236584],[237333],[238860],[240940],[242792],[245478],[245564],[247747],[252209],[253166],[255102],[255207],[255852],[255938],[260935],[262897],[275413],[278020],[278106],[281518],[288748],[294151],[295315],[299259],[301676],[302425],[312463],[313556],[315832],[319764],[322450],[322536],[324719],[336459],[339145],[339231],[354602],[360777],[362251],[366454],[366638],[368809],[369973],[382213],[389738],[408701],[409450],[426789],[429475],[429561],[436613],[442816],[446636],[468104],[486980],[489335],[490499],[510264],[520686],[527593],[544889],[576669],[580489],[601957],[615079],[640280],[674264],[743240],[773719],[847577],[948720],[1103279] ] cell #216 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [737],[1474],[1696],[1941],[2733],[3095],[3170],[3495],[3539],[3717],[4208],[4732],[5186],[5330],[5460],[5473],[5950],[6033],[6042],[6312],[6356],[6387],[7086],[7161],[7708],[8177],[8581],[9160],[10080],[10224],[10307],[10316],[10354],[10367],[11246],[11390],[11520],[11533],[11827],[12372],[12416],[12447],[13051],[13593],[14022],[14426],[14435],[15005],[15337],[15741],[15754],[17026],[17430],[18009],[18283],[18296],[18929],[19073],[19156],[19165],[19203],[19216],[19510],[19801],[19889],[21354],[22325],[22729],[23173],[25127],[25538],[26080],[26207],[26509],[26913],[26922],[27430],[27492],[27824],[28228],[28241],[29081],[29094],[29332],[31326],[32108],[32791],[33333],[33460],[33770],[36206],[36610],[36623],[36895],[36955],[36983],[38054],[38067],[38448],[39419],[39823],[39832],[40267],[42159],[44443],[45912],[46562],[46622],[46650],[47721],[47734],[50631],[51314],[52079],[52104],[52321],[52600],[54098],[54880],[55563],[56542],[57626],[61489],[61549],[62139],[63814],[64655],[64680],[64897],[65176],[68556],[70025],[70763],[71847],[71902],[71911],[72346],[75508],[76246],[77947],[80227],[83845],[83870],[84087],[84667],[85317],[87903],[87912],[88347],[92176],[92236],[92826],[94501],[95863],[97071],[97591],[101420],[104469],[107631],[109938],[111413],[112048],[112057],[113348],[117016],[117536],[122092],[122117],[122334],[122914],[123564],[126594],[132117],[137472],[141301],[144259],[146599],[146796],[148154],[156694],[158169],[158804],[158813],[164292],[180693],[185906],[186221],[187492],[190393],[193815],[200394],[202734],[202931],[215092],[235804],[237133],[243380],[249703],[252168],[260077],[274555],[293134],[295274],[302225],[337047],[343370],[353744],[369932],[409250],[490458] ] cell #217 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [3718],[5187],[6297],[7709],[8566],[11247],[12357],[12856],[15006],[17415],[22714],[25343],[32596],[43939],[68052], [738,8369],[1021,10081],[1459,13218],[1697,5316],[1942,15529],[1956,15726],[2084,6388],[2672,19736],[2731,20258],[3080,8675],[3171,3236],[3444,22978],[3480,23340],[3732,10339],[4209,11376],[4596,12448],[4730,29376],[4945,30005],[5269,13780],[5328,13738],[5445,5569],[5889,33617],[5948,34139],[6261,15893],[7071,17524],[7162,7227],[7723,19188],[8227,43146],[8322,20300],[8415,20499],[8704,21025],[8733,8765],[8919,45329],[9624,47899],[11329,26267],[11388,26225],[11505,11629],[11828,11893],[12321,28380],[13118,60489],[13247,30089],[13276,13308],[14072,63170],[14260,31936],[15482,34181],[15575,34380],[17171,37394],[17264,37593],[17553,38119],[17582,17614],[17768,74925],[18268,18392],[21421,86062],[22470,47061],[22563,47260],[23369,48612],[23398,23430],[24382,50459],[25734,52861],[25763,25795],[26559,100776],[26747,54708],[27065,27097],[27969,56953],[28062,57152],[32987,65437],[33016,33048],[36351,71174],[36444,71373],[37722,37754],[38515,132862],[39657,76856],[40463,78208],[40492,40524],[41476,80055],[44493,84908],[46323,87808],[47389,47421],[51510,96124],[51539,51571],[57281,57313],[59216,108979],[59919,110058],[62206,113391],[62235,62267],[62687,114584],[71502,71534],[75919,134608],[81704,144164],[82122,144508],[82606,83423],[85083,149423],[92922,92954],[100293,171713],[109525,185576],[109533,185786],[110210,111179],[113572,191858],[120853,121670],[131883,217916],[143872,235103],[144642,145762],[156966,157935],[170701,272598],[200777,201897] ] cell #218 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [3721],[5190],[6298],[7712],[8567],[11250],[12358],[12857],[15009],[17416],[22715],[25344],[32597],[43940],[68053], [741,8274],[891,9164],[1460,13089],[1700,14119],[1730,14412],[1945,5936],[2095,6360],[2390,18013],[2673,19712],[2732,20088],[3050,21160],[3081,21392],[3481,9595],[3543,3636],[3751,10293],[4212,26606],[4242,26899],[4362,27496],[4607,12420],[4731,29347],[5019,30224],[5270,31149],[5329,31525],[5890,15095],[5949,15053],[6019,6189],[6267,15882],[7041,38254],[7072,38486],[7342,39809],[7742,19142],[8228,20130],[8323,43395],[8421,20488],[8705,44671],[9625,22844],[9642,9685],[9913,48747],[11079,52996],[11330,53921],[11389,54297],[11707,55369],[12327,28369],[13119,29871],[13136,13179],[13248,60795],[14073,31567],[14266,31925],[14838,65572],[15483,67508],[15581,34369],[17172,72991],[17270,37582],[17338,73536],[17554,74267],[18762,78343],[21422,45195],[21439,21482],[22471,88992],[22569,47249],[22637,89537],[23370,91482],[24388,50448],[24960,96259],[25735,98401],[26560,54339],[26753,54697],[27970,105114],[28068,57141],[28136,105659],[31005,113526],[32988,118346],[36352,127239],[36450,71362],[36518,127784],[38516,74791],[38533,38576],[39663,76845],[40464,138282],[41482,80044],[42994,146308],[44494,148526],[46329,87797],[49528,160282],[51511,165102],[59222,108968],[59920,186303],[59981,187715],[62207,190868],[63018,114118],[67107,202443],[75925,134597],[81754,235426],[82123,235926],[82147,237450],[85554,148742],[90668,253977],[100624,171247],[109526,293159],[109593,293382],[114125,191081],[120394,314422],[132354,217235],[143875,359940],[171254,271821] ] cell #219 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [16003],[20833],[24058],[28490],[30770],[37927],[41152],[42600],[47594],[53542],[66118],[72196],[88197],[112342],[159098], [828,85921],[838,85211],[1533,60348],[1543,111307],[1645,113746],[2327,132721],[2337,132011],[2689,81768],[2772,83360],[2856,145936],[3164,46094],[3554,47758],[3564,158063],[4055,168436],[4157,170875],[4716,59638],[4869,30022],[5369,62624],[5453,32270],[5761,197736],[5906,33548],[5989,121607],[6073,202071],[6381,35288],[6763,130160],[6847,214429],[7155,75690],[7555,226556],[8091,43032],[8244,43077],[8843,45346],[9343,154551],[9427,249040],[9610,22889],[9763,22995],[9846,92554],[10074,23226],[10263,49921],[10347,24211],[10655,263998],[11429,100230],[11513,55042],[11821,103724],[12049,178736],[12133,282811],[12441,58060],[13104,29916],[13632,61867],[13714,299884],[13936,63056],[14089,63101],[14335,198771],[15201,33842],[15251,33503],[15404,15734],[16086,69583],[16503,210686],[16587,326012],[17692,74942],[18192,134997],[18276,77190],[18695,139354],[19112,79517],[19196,41305],[19855,360909],[19961,20236],[20916,241342],[20953,367378],[21407,45240],[21935,45470],[24457,265033],[24893,166174],[26119,99473],[26423,100662],[26576,100707],[26822,169471],[28573,107189],[29305,436282],[29542,436786],[29822,297877],[31398,31673],[32353,199877],[33372,119418],[34797,318314],[38501,74836],[39029,75066],[41551,227591],[41987,142981],[42307,520712],[42316,521085],[42748,364428],[45146,247669],[48345,385939],[54170,54445],[55125,170577],[56144,103100],[59466,614319],[59986,440533],[62772,306569],[66861,463723],[74742,213058],[85559,374839],[90673,550943],[100378,266329],[132359,328756] ] cell #220 : |C| = 135 W-rep = phi[15,7]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2786],[3193],[3593],[4825],[5383],[5490],[6003],[6110],[6410],[7184],[7954],[8064],[8743],[8799],[9663],[9719],[10384],[11443],[11550],[11850],[12470],[12752],[13157],[13286],[13799],[13909],[15114],[15224],[15903],[17592],[17648],[18313],[19233],[20149],[20319],[20509],[21055],[21460],[22874],[23408],[25773],[26286],[26396],[27075],[28390],[29901],[30119],[31586],[31946],[33026],[34200],[34390],[37413],[37603],[37732],[38149],[38554],[40502],[45225],[47080],[47270],[47399],[48642],[50469],[51549],[52891],[54358],[54718],[56972],[57162],[57291],[62245],[65467],[71193],[71383],[71512],[74821],[76866],[78238],[80065],[82616],[84927],[87818],[92932],[96154],[108989],[110077],[110155],[113421],[114594],[120863],[134618],[144054],[144538],[144577],[149368],[156911],[171723],[185584],[185661],[191793],[200712],[217861],[235097],[272533], [1068,10277],[1572,13646],[2034,15959],[2567,19126],[2893,20789],[4084,26133],[4546,28446],[4769,29480],[5790,33386],[6884,37883],[9464,47550],[10829,52252],[14588,64828],[20638,84018],[34519,122265] ] cell #221 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1078],[1612],[2046],[2577],[2713],[2905],[3668],[4124],[4558],[4720],[4893],[5059],[5502],[5830],[6122],[6704],[6896],[7659],[8095],[8144],[8867],[9033],[9284],[9476],[9787],[9953],[10396],[10780],[10953],[11119],[11562],[12182],[13505],[13940],[13989],[14539],[14712],[14878],[15255],[15304],[16027],[16193],[16636],[16944],[16993],[17716],[17882],[18325],[18636],[18802],[19245],[20589],[20857],[21808],[22021],[22243],[22292],[23627],[24062],[24111],[24834],[25000],[26427],[26476],[27199],[27365],[27742],[27791],[28514],[28680],[29123],[29741],[30774],[30823],[30947],[31296],[32026],[32075],[32392],[34470],[35689],[36124],[36173],[37951],[38902],[39115],[39337],[39386],[41156],[41205],[42094],[42604],[43542],[44361],[44410],[44589],[44868],[45065],[47618],[48264],[49470],[50549],[50598],[53546],[53595],[54068],[54798],[54847],[55164],[58461],[58945],[59892],[60713],[60992],[62293],[62379],[66122],[66171],[67297],[67655],[68474],[68523],[69178],[72200],[74006],[74185],[74464],[74661],[80145],[80194],[81843],[83029],[83115],[84552],[85091],[88201],[90007],[90579],[91400],[91679],[93895],[98598],[99899],[99985],[106129],[106784],[109701],[111085],[111187],[112346],[116530],[118543],[120090],[121276],[121362],[128254],[129915],[131352],[131891],[138479],[140695],[145458],[150298],[154306],[155743],[156457],[157943],[159102],[165299],[168316],[173659],[178491],[187255],[191065],[192674],[197616],[210441],[218791],[224236],[226436],[241097],[243143],[263878],[273414],[293950],[299764],[336810],[360789],[435829] ] cell #222 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [35202],[44271],[49876],[57974],[61822],[73867],[79472],[82039],[89868],[99428],[119373],[128839],[153230],[189284],[255546], [2174,218368],[2189,217393],[2241,214700],[3255,149875],[3270,148900],[3322,249311],[3915,272024],[3983,268613],[4458,283082],[5093,110662],[5108,187873],[5540,310264],[5621,191284],[5689,308853],[6539,326283],[6736,331320],[7313,221723],[7483,347802],[7535,228128],[8005,144068],[8155,146207],[8463,237653],[8630,367649],[9082,87395],[9316,377403],[9987,90156],[10002,254135],[10434,398326],[10583,396915],[10635,265570],[11600,270024],[11749,176502],[12022,421650],[12734,109687],[13018,60644],[13066,441382],[13673,443902],[14000,114017],[14308,64295],[14475,311860],[15165,66474],[15315,202342],[15623,314625],[15790,466944],[16242,69320],[16476,476698],[17931,134195],[18165,136668],[19283,349213],[19484,233607],[19849,521718],[19896,525750],[19916,82662],[20200,82718],[20889,529323],[21321,86217],[21369,375688],[22856,47862],[23140,48054],[23188,551792],[23290,159635],[23795,48406],[24122,93513],[24430,50160],[26487,171146],[26795,101901],[26962,271620],[28729,106926],[29339,614812],[29531,615369],[29561,619563],[29883,60452],[30834,112879],[31333,452213],[31353,114640],[31637,114696],[33730,66915],[33777,646879],[33797,66418],[34081,34770],[35352,124627],[38415,133017],[38463,329605],[41216,140313],[41524,79756],[42305,716362],[42361,716726],[42802,43259],[44885,538364],[45207,86025],[46158,86380],[48084,750733],[53606,170008],[54105,400195],[54125,171769],[54409,171825],[58124,181756],[59469,825968],[62826,63283],[66182,199308],[74481,480455],[74803,132825],[75754,133180],[100432,100889],[103788,175487] ] cell #223 : |C| = 135 W-rep = phi[15,7]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [8178],[9133],[10053],[11800],[12923],[14023],[14365],[15338],[15680],[16293],[17982],[18222],[19687],[19871],[21148],[21226],[22967],[23045],[24487],[26510],[26852],[27054],[28780],[29314],[29994],[30212],[31124],[31308],[33568],[33752],[35029],[37711],[38242],[38320],[41581],[43097],[43370],[43710],[44638],[45318],[47378],[47837],[48735],[52984],[53896],[54080],[57270],[57801],[60427],[60762],[63121],[63734],[65560],[67483],[67823],[71491],[72966],[73306],[74234],[74914],[78331],[86000],[88967],[89307],[91449],[92911],[94421],[96247],[98368],[100727],[101340],[105089],[105429],[113514],[118313],[120387],[127214],[127554],[132800],[136107],[138249],[141221],[145755],[148501],[152727],[156285],[165069],[184683],[186278],[187083],[190835],[192971],[200000],[221220],[235361],[235893],[236739],[242971],[273711],[293160],[293314],[301831],[336638],[359937],[408856], [2488,41239],[3828,24145],[4034,53629],[4395,57879],[5159,30857],[5740,66205],[6476,35107],[6793,73772],[8520,44176],[9373,89773],[10808,97411],[12845,59805],[14567,117356],[20617,147136],[34498,203271] ] cell #224 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1195],[1847],[2203],[2528],[3284],[3868],[3919],[3997],[4420],[5122],[5219],[5625],[5703],[6501],[6740],[6818],[7419],[7497],[8045],[8467],[8545],[9096],[9320],[9398],[10016],[10519],[10597],[10989],[11763],[12026],[12104],[12739],[13022],[13058],[13541],[13687],[14312],[14390],[14748],[15627],[15705],[16256],[16480],[16558],[16972],[17945],[18169],[18247],[18672],[19921],[20027],[20075],[20893],[21325],[21361],[21844],[21990],[22271],[23144],[23180],[23663],[23809],[24434],[24512],[24870],[26799],[26877],[27235],[27770],[28743],[29045],[29535],[29593],[31358],[31464],[31512],[32054],[32330],[33802],[33908],[33956],[34085],[34774],[35206],[35242],[35725],[36152],[38419],[38455],[38938],[39084],[39365],[41528],[41606],[41964],[42393],[42672],[44275],[44311],[44389],[44859],[44917],[48058],[48116],[49881],[49987],[50164],[50577],[54130],[54236],[54284],[54826],[55102],[57978],[58014],[58497],[58924],[59568],[60648],[60983],[61827],[61933],[62417],[62696],[64299],[66506],[66785],[68502],[73871],[73907],[73985],[74455],[74513],[79477],[79583],[79760],[80173],[82044],[82750],[83153],[85141],[86221],[89872],[89908],[89986],[90255],[91670],[98589],[99433],[99539],[100023],[100302],[101905],[106108],[110761],[111237],[114728],[118534],[119378],[119484],[121400],[128233],[128844],[129953],[131941],[133021],[136672],[138470],[149974],[153235],[154344],[157993],[165290],[168366],[171857],[178529],[189289],[191056],[197666],[210479],[218467],[226486],[241135],[255551],[263928],[293988],[299814],[360839],[435835] ] cell #225 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4045],[5751],[6680],[7545],[9260],[10645],[10776],[10929],[11966],[13481],[13704],[14535],[14688],[16420],[16940],[17093],[18459],[18612],[19836],[20585],[20738],[21784],[22239],[22392],[23603],[24657],[24810],[25591],[27175],[27738],[27891],[29297],[29737],[29803],[30641],[30923],[32022],[32175],[32844],[34466],[34619],[35665],[36120],[36273],[37055],[38878],[39333],[39486],[40320],[42740],[42900],[42985],[44357],[45061],[45127],[45965],[46247],[46722],[48260],[48326],[49164],[49446],[50545],[50698],[51367],[54794],[54947],[55616],[56614],[58437],[59045],[59888],[59977],[62764],[62924],[63009],[63886],[64381],[66853],[67013],[67098],[67293],[68470],[69174],[69240],[70078],[70835],[74657],[74723],[75561],[75843],[76318],[80141],[80294],[80963],[81750],[82153],[84548],[84614],[84739],[85461],[85550],[90575],[90664],[93451],[93611],[93891],[94573],[100370],[100530],[100615],[101492],[101987],[106780],[106846],[107684],[108441],[109599],[111081],[111557],[112817],[112977],[113728],[114131],[116526],[119997],[120400],[122986],[131348],[131414],[131539],[132261],[132350],[140251],[140411],[140691],[141373],[144424],[145365],[145918],[148812],[150294],[155739],[155805],[155930],[156355],[158313],[168686],[169946],[170106],[170857],[171260],[173655],[180115],[187153],[187785],[192581],[197986],[199246],[199406],[202053],[212065],[212917],[214411],[217305],[218787],[224232],[226806],[243041],[247528],[249022],[254047],[264248],[268525],[273321],[282793],[297736],[300134],[308765],[325994],[336708],[347714],[367360],[385798],[396827],[436768],[443814],[521630],[614362] ] cell #226 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4065],[4319],[5771],[6840],[6933],[7250],[7565],[9420],[9513],[10665],[10820],[11040],[11157],[12126],[12188],[12219],[13724],[14579],[14799],[14916],[16580],[16642],[16673],[16829],[16858],[18503],[18723],[18793],[18840],[20078],[20629],[20946],[22027],[22128],[22157],[23846],[24701],[24921],[24991],[25038],[25635],[27627],[27644],[27656],[29129],[29523],[29592],[30530],[30559],[30685],[30966],[31515],[32383],[32888],[33959],[34510],[34827],[36009],[36026],[36038],[37269],[37286],[37298],[39121],[42085],[42392],[42615],[42671],[42966],[44076],[44093],[44105],[44847],[44916],[46009],[46936],[46953],[46965],[48046],[48115],[49053],[49082],[49208],[54287],[55155],[55660],[58798],[59552],[59567],[60285],[60636],[60971],[62416],[62695],[62990],[64100],[64117],[64129],[66505],[66784],[67079],[68189],[68206],[68218],[70122],[73689],[74443],[74512],[75605],[76532],[76549],[76561],[82239],[82749],[83152],[85140],[85858],[86209],[89690],[90254],[90972],[91658],[93677],[94787],[94804],[94816],[98577],[100022],[100301],[100596],[101706],[101723],[101735],[105812],[107728],[110760],[111236],[113043],[114217],[114727],[118522],[120486],[121399],[124105],[127937],[129952],[131940],[132658],[133009],[138458],[140477],[141587],[141604],[141616],[148019],[149973],[154343],[157992],[160973],[165278],[168365],[170172],[171346],[171856],[178528],[181234],[189960],[191044],[197665],[199472],[210478],[216512],[218466],[226485],[229466],[235747],[241134],[251123],[263927],[270700],[293987],[299813],[310940],[329414],[360838],[375497],[435834],[441191],[551601] ] cell #227 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [24086],[30798],[35124],[41180],[44193],[53570],[57896],[59846],[66146],[73789],[89790],[97452],[117397],[147177],[203312], [1879,121285],[1894,120084],[2798,83038],[2813,145452],[3424,156466],[4744,109710],[4864,111039],[4925,187264],[5395,62302],[5410,192668],[6030,68306],[7927,81837],[8119,43508],[8718,44668],[8838,150252],[8899,243152],[9758,90533],[9819,49321],[10304,50252],[11455,99908],[11470,273408],[12940,60707],[13261,60792],[13772,31152],[13964,31262],[14179,116484],[14423,31729],[15279,67621],[15998,69132],[16059,35445],[17567,74264],[17687,218745],[17748,336819],[19153,79848],[20292,43398],[20828,84506],[21180,45019],[21243,44583],[21564,21908],[23062,91394],[23383,91479],[24301,93849],[25748,98398],[26259,53924],[26451,54034],[26666,173613],[26910,54501],[28485,106738],[28546,58217],[29695,30244],[33001,118343],[34173,67511],[34709,67251],[37386,72994],[37922,131306],[38274,74615],[38337,74179],[38658,39002],[39576,224190],[39820,76649],[40477,138279],[41395,140649],[47053,88995],[47589,155697],[48218,48767],[51524,165099],[52467,53016],[55389,102649],[55773,56117],[56945,105117],[57481,104857],[59135,184111],[62220,190865],[65043,65592],[71166,127242],[71702,126982],[73556,133789],[74101,220921],[77814,78363],[82136,235923],[84900,148529],[86989,89557],[90102,152428],[95730,96279],[97537,273115],[105679,182365],[109524,293153],[110050,186306],[113215,113546],[117482,192375],[125236,127804],[128450,335990],[143868,359946],[143990,235546],[145159,147262],[152841,242323],[159971,160302],[166596,408141],[185595,293515],[186435,188895],[195896,301116],[201294,203397],[236024,238793],[252697,255157],[312996,315765] ] cell #228 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [3655],[3670],[5046],[5061],[6241],[7646],[7661],[7993],[8146],[8395],[9035],[9955],[11106],[11121],[12301],[12732],[13006],[13991],[14240],[14865],[14880],[15306],[15555],[16195],[16842],[16995],[17244],[17884],[18804],[19914],[21309],[22141],[22294],[22543],[23128],[24113],[24362],[25002],[25219],[25493],[26478],[26727],[27367],[27793],[28042],[28682],[30543],[30825],[31351],[32077],[32394],[32472],[32746],[33795],[35190],[36175],[36424],[37008],[38403],[39388],[39637],[40222],[41207],[41456],[42096],[43815],[44259],[44412],[44870],[45867],[46303],[46675],[49066],[49874],[50600],[51269],[53597],[54123],[54849],[55166],[55518],[56567],[57962],[58947],[59196],[60180],[60994],[61820],[62094],[62419],[62667],[63839],[66173],[67928],[68525],[69980],[70788],[73855],[74008],[74466],[75463],[75899],[76271],[79470],[80196],[82037],[83155],[83403],[84692],[85078],[85138],[85753],[89856],[90009],[90867],[91681],[92781],[94526],[98600],[99426],[100025],[100273],[101445],[106131],[107586],[110026],[111174],[111234],[113581],[118545],[119371],[121114],[121402],[121650],[122939],[124000],[128256],[128837],[129955],[131878],[131938],[132553],[138481],[141326],[144159],[145771],[147914],[153228],[154346],[156782],[157930],[157990],[161601],[165301],[168363],[170710],[178531],[181129],[185795],[187580],[189282],[191067],[195130],[197663],[200294],[201906],[210481],[216407],[226483],[230094],[237033],[241137],[243468],[251018],[252057],[255544],[263925],[275870],[293990],[295163],[299811],[302125],[337135],[344685],[360836],[369821],[409150],[435826],[490347] ] cell #229 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [10164],[10223],[13370],[13592],[15865],[19013],[19072],[19800],[20039],[20471],[21673],[23492],[25857],[26079],[28352],[29296],[29767],[31476],[31908],[33110],[33332],[33920],[34352],[35554],[36894],[37133],[37565],[38767],[40586],[42739],[45091],[46561],[46800],[47232],[48290],[49999],[50431],[51633],[52068],[52539],[54248],[54680],[55882],[56692],[57124],[58326],[61488],[61945],[62763],[63964],[64518],[64644],[65115],[66852],[69204],[70913],[71345],[72335],[74687],[76396],[76828],[77886],[79595],[80027],[81229],[83834],[84578],[84817],[85493],[87061],[87780],[88336],[92175],[93450],[94651],[95802],[99551],[100369],[101570],[102124],[102721],[104458],[106810],[108519],[108951],[110419],[111589],[112816],[113287],[113732],[114101],[115812],[119496],[122081],[123064],[125308],[126583],[131378],[131617],[132293],[133861],[134580],[135136],[140250],[141451],[144423],[145922],[146291],[148143],[148739],[148806],[149632],[155769],[156008],[157175],[158345],[160043],[162568],[168718],[169945],[170861],[171230],[172941],[180193],[182437],[186210],[187712],[187779],[191091],[198018],[199245],[201663],[202057],[202426],[204278],[205767],[212143],[212916],[214415],[217232],[217299],[218125],[226838],[231061],[235423],[237460],[240298],[247527],[249026],[252472],[253974],[254041],[259006],[264280],[268519],[271831],[282797],[286507],[293392],[295578],[297735],[300166],[305390],[308759],[312395],[314432],[325998],[333965],[347708],[352673],[362183],[367364],[370236],[380048],[381454],[385797],[396821],[412415],[436772],[438105],[443808],[446568],[490762],[500574],[521624],[532155],[580421],[614347],[678826] ] cell #230 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [23921],[24031],[30334],[30743],[34936],[41015],[41125],[42554],[42923],[43617],[45658],[48857],[53106],[53515],[57708],[59544],[60224],[62947],[63641],[65682],[66091],[67036],[67730],[69771],[72150],[72519],[73213],[75254],[78453],[82231],[85797],[88151],[88520],[89214],[90911],[93634],[94328],[96369],[97150],[97830],[100553],[101247],[103288],[104642],[105336],[107377],[112296],[113000],[114209],[115996],[116905],[117095],[117775],[120478],[124044],[126767],[127461],[129031],[132597],[135320],[136014],[137711],[140434],[141128],[143169],[146875],[147958],[148327],[149290],[151509],[152634],[153422],[159052],[160965],[162752],[164531],[170129],[171338],[173125],[174034],[174904],[177607],[181173],[183896],[184590],[186693],[188263],[189952],[190632],[191270],[191754],[194091],[199429],[203010],[204462],[207644],[209557],[216451],[216820],[217783],[220002],[221127],[221915],[229458],[231245],[235739],[237639],[238123],[240616],[241472],[241549],[242581],[251062],[251431],[252955],[254525],[256894],[260353],[269003],[270692],[272010],[272494],[274831],[285202],[288384],[293890],[295740],[295817],[300189],[309243],[310932],[314094],[314611],[315095],[317588],[319553],[328403],[329406],[331306],[335139],[335216],[336248],[348192],[354020],[360281],[362719],[366243],[375489],[377389],[381952],[383802],[383879],[390276],[397305],[402842],[407214],[421636],[426578],[436081],[438603],[441183],[444292],[450628],[454860],[459576],[462014],[476684],[486769],[504405],[510802],[523120],[529309],[532653],[544678],[546491],[551593],[565270],[584481],[615355],[616793],[623414],[626534],[679324],[691349],[717301],[729026],[785174],[825991],[898455] ] cell #231 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [49647],[49831],[61102],[61777],[68751],[79243],[79427],[81965],[82492],[83517],[86675],[91789],[98708],[99383],[106357],[109564],[110471],[114470],[115495],[118653],[119328],[120739],[121764],[124922],[128765],[129292],[130317],[133475],[138589],[144673],[149684],[153156],[153683],[154708],[157227],[161226],[162251],[165409],[166693],[167600],[171599],[172624],[175782],[177868],[178893],[182051],[189210],[190213],[191889],[194352],[195717],[195993],[196900],[200808],[205819],[209818],[210843],[213166],[218177],[222176],[223201],[225720],[229719],[230744],[233902],[238890],[240350],[240877],[242166],[245098],[246723],[247777],[255472],[258151],[260614],[263162],[270953],[272629],[275092],[276457],[277640],[281548],[286559],[290558],[291583],[294460],[296434],[298617],[299524],[300453],[300985],[303982],[311193],[315862],[317849],[322070],[324749],[334017],[334544],[335833],[338765],[340390],[341444],[351818],[354281],[360647],[362983],[363515],[366668],[367818],[367972],[369118],[380100],[380627],[382522],[384496],[387586],[392044],[403459],[405642],[407478],[408010],[411007],[424874],[429095],[436643],[438803],[438957],[444322],[455477],[457660],[461576],[462278],[462810],[465963],[468413],[479922],[481173],[483509],[488344],[488498],[489644],[505022],[512570],[521001],[523766],[527902],[539082],[541418],[547053],[549213],[549367],[557076],[565887],[572810],[578175],[596131],[602266],[614600],[617355],[620281],[624031],[631316],[636421],[642130],[644895],[662547],[674573],[696038],[703747],[718883],[725951],[729588],[743549],[745770],[751451],[767591],[789956],[827077],[828492],[835856],[839148],[899017],[912978],[943415],[955775],[1017878],[1064490],[1142046] ] cell #232 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [93098],[93384],[111726],[112750],[123389],[139898],[140184],[144318],[145012],[146424],[150939],[158482],[168855],[169879],[180518],[185624],[186763],[192228],[193640],[198155],[199179],[201147],[202559],[207074],[212811],[213505],[214917],[219432],[226975],[236053],[242651],[247422],[248116],[249528],[253025],[258490],[259902],[264417],[266364],[267503],[272968],[274380],[278895],[281887],[283299],[287814],[297630],[298956],[301145],[304321],[306221],[306604],[307743],[313025],[319623],[325088],[326500],[329720],[336318],[341783],[343195],[346692],[352157],[353569],[358084],[364463],[366313],[367007],[368640],[372288],[374473],[375803],[385692],[389207],[392383],[395805],[405981],[408170],[411346],[413246],[414768],[420050],[426648],[432113],[433525],[437281],[439625],[442285],[443424],[444601],[445225],[448848],[457999],[463758],[466302],[471583],[475098],[486839],[487533],[489166],[492814],[494999],[496329],[509733],[512909],[521397],[524045],[524669],[528434],[529889],[530051],[531331],[544748],[545442],[547691],[550035],[553834],[559258],[573478],[576138],[578454],[579078],[582701],[600155],[605436],[615198],[617591],[617753],[624069],[637089],[639749],[644357],[645174],[645798],[649563],[652460],[666571],[668068],[670716],[676560],[676722],[678002],[696706],[705929],[716638],[719616],[724219],[737044],[739692],[746368],[748761],[748923],[757812],[768259],[776393],[782709],[803814],[811100],[826229],[829090],[832239],[836524],[844484],[850251],[856894],[859872],[879948],[893648],[918352],[927241],[944936],[952540],[956373],[971767],[974358],[980368],[998380],[1023214],[1065540],[1066918],[1074640],[1078019],[1142644],[1158038],[1191929],[1204411],[1269846],[1320494],[1399641] ] cell #233 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [888],[1663],[2092],[2387],[2874],[3028],[3633],[3684],[4175],[4359],[4604],[4997],[5075],[5930],[6091],[6245],[6865],[7019],[7275],[7675],[8268],[8399],[9049],[9445],[9614],[9891],[9969],[11057],[11135],[11182],[11685],[12151],[12305],[13010],[13108],[14113],[14244],[14816],[14894],[14941],[15559],[16209],[16605],[17248],[17316],[17898],[18740],[18818],[18865],[20971],[21313],[21411],[22547],[22615],[23132],[24366],[24938],[25016],[25063],[25497],[25509],[26600],[26731],[27381],[28046],[28114],[28696],[29826],[30983],[32408],[32750],[32762],[34852],[35194],[36428],[36496],[38407],[38505],[39641],[40226],[40238],[41460],[42110],[42647],[42708],[44263],[45150],[45871],[46307],[48349],[49506],[51273],[51285],[55180],[55522],[56857],[57966],[59200],[59604],[59939],[62098],[62110],[62671],[62732],[66760],[66821],[69984],[71078],[73859],[74746],[75467],[75903],[80869],[81712],[83004],[83407],[85177],[85512],[87683],[89860],[90291],[90626],[92785],[99704],[100277],[100338],[107590],[108684],[110797],[111273],[113690],[114982],[119649],[119959],[121654],[130207],[131977],[132312],[134483],[139585],[145327],[145880],[150010],[154598],[158029],[166405],[168402],[170819],[172111],[178783],[192543],[197702],[202015],[210733],[214373],[218503],[226522],[241389],[248984],[263964],[273283],[282755],[299850],[325956],[360875],[367322],[436730],[520700] ] cell #234 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [10170],[13376],[15827],[19019],[20433],[25863],[28314],[29410],[33116],[37527],[47194],[52182],[64758],[83948],[122195], [1902,66567],[1959,34314],[2821,82811],[3434,90347],[3447,47933],[3522,23498],[3735,50393],[4935,110853],[4948,60523],[5418,114789],[5572,31870],[5856,67401],[5896,34270],[6264,68847],[6339,35560],[7726,79989],[8194,43288],[8234,20389],[8418,83613],[8768,44734],[8909,150066],[8922,86096],[9143,21679],[9587,48595],[11478,171918],[11632,54642],[12324,106453],[12399,58332],[12777,59660],[13081,30072],[13311,60858],[13819,31141],[13869,14079],[14039,31042],[14263,115591],[15578,121860],[17267,130413],[17617,74330],[17758,218559],[17771,132896],[17992,38773],[18395,76790],[19704,42454],[20339,43387],[21008,21384],[21074,21080],[22566,154804],[23433,91545],[24385,162347],[25798,98464],[26306,53913],[26356,26566],[26526,53814],[26750,172720],[27100,102364],[27475,55888],[28065,178989],[30138,30144],[33051,118409],[34220,67500],[36447,210939],[37433,72983],[37757,130748],[38102,38478],[38168,38174],[39660,223297],[40527,138345],[41479,230840],[46326,246819],[47100,88984],[47424,155139],[48661,48667],[51574,165165],[52910,52916],[56992,105106],[57316,179324],[59219,291679],[62270,190931],[62690,301816],[65486,65492],[71213,127231],[71537,211274],[75922,340486],[78257,78263],[83426,236724],[84947,148518],[85085,368824],[92957,257193],[96173,96179],[100296,408841],[110097,186295],[111181,294166],[113440,113446],[113570,445380],[121673,313696],[131885,489350],[144166,235227],[144557,144563],[145760,360995],[157937,382228],[170699,579233],[185578,185588],[185784,293174],[201895,460290],[235091,235101] ] cell #235 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [3678],[5069],[6251],[7669],[8169],[8405],[9043],[9963],[10130],[11129],[12311],[13037],[13336],[14014],[14250],[14888],[15329],[15565],[16203],[17018],[17254],[17892],[18812],[18979],[19749],[19887],[21340],[22317],[22553],[23159],[24136],[24372],[25010],[25524],[25823],[26501],[26737],[27375],[27816],[28052],[28690],[29330],[30848],[31324],[32100],[32402],[32777],[33076],[33768],[35221],[36198],[36434],[36843],[36981],[38434],[39411],[39647],[40253],[41230],[41466],[42104],[44290],[44435],[44878],[45898],[46313],[46510],[46648],[49847],[50623],[51300],[52102],[53620],[54096],[54872],[55174],[55549],[56540],[57993],[58970],[59206],[61002],[61437],[61793],[62125],[62421],[62677],[63812],[64678],[66196],[68548],[70011],[70761],[73886],[74031],[74474],[75494],[75909],[76244],[79443],[80219],[81981],[83157],[83413],[83868],[84665],[85076],[85137],[85315],[89887],[90032],[91689],[92124],[92812],[94499],[98608],[99399],[100027],[100283],[101418],[106154],[107617],[109936],[111172],[111233],[111411],[113580],[118553],[119344],[121404],[121660],[122115],[122912],[123562],[128279],[128781],[129957],[131876],[131937],[132115],[138489],[141299],[144157],[145770],[146597],[153172],[154348],[156692],[157928],[157989],[158167],[165309],[168362],[170709],[178533],[180691],[185794],[187490],[189226],[191075],[193813],[197662],[200292],[201905],[202732],[210483],[215090],[226482],[237031],[241139],[243378],[249701],[252056],[255488],[260075],[263924],[274553],[293992],[295162],[299810],[302123],[337045],[343368],[353742],[360835],[369820],[409148],[435825],[490346] ] cell #236 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [10187],[13393],[15830],[19036],[20436],[25880],[28317],[29413],[33133],[37530],[47197],[52185],[64761],[83951],[122198], [1750,31873],[1995,34317],[3057,44737],[3183,21696],[3457,47936],[3583,23515],[3771,50396],[4262,54645],[4958,60526],[5026,60861],[5274,31144],[5293,14096],[5894,33612],[5913,15506],[6274,68850],[6400,35577],[7048,74333],[7174,38790],[7362,76793],[7762,79992],[8232,43141],[8251,8346],[8327,43390],[8428,83616],[8670,21387],[8701,44675],[8932,86099],[9590,23335],[9621,47903],[9920,91548],[11086,98467],[11334,53916],[11353,26583],[11714,102367],[11840,55905],[12334,106456],[12460,58349],[13084,13213],[13115,60493],[13244,60799],[13742,31529],[14077,63165],[14273,115594],[14845,118412],[15057,34143],[15487,67503],[15588,121863],[17176,72986],[17277,130416],[17345,130751],[17519,38481],[17550,74271],[17781,132899],[18769,138348],[19707,19731],[20092,20262],[21418,86066],[22475,88987],[22576,154807],[22644,155142],[23366,91486],[24395,162350],[24967,165168],[25731,98405],[26229,54301],[26564,100771],[26760,172723],[27974,105109],[28075,178992],[28143,179327],[29351,29380],[31012,190934],[32984,118350],[36356,127234],[36457,210942],[36525,211277],[38512,132866],[39670,223300],[40460,138286],[41489,230843],[43001,236727],[44498,148521],[46336,246822],[49535,257196],[51507,165106],[59229,291682],[59924,186298],[59983,294167],[62203,190872],[63025,301819],[67114,313699],[75932,340489],[81756,235228],[82119,235930],[82145,360993],[85556,368825],[90670,382229],[100631,408844],[109516,293166],[109591,293172],[114123,445378],[120392,460288],[132356,489351],[143873,359933],[171252,579231] ] cell #237 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [18518],[24716],[25650],[27552],[30700],[32903],[35934],[37194],[44001],[46861],[52131],[59771],[64707],[83897],[122144], [1204,168569],[1284,102313],[1856,197869],[2273,214449],[2308,130697],[2421,76457],[2537,226689],[3354,249060],[3389,155088],[3877,264131],[3944,170895],[4044,268581],[4098,101631],[4298,55675],[4490,282831],[4514,283501],[4525,179273],[5228,300017],[5650,113766],[5750,308821],[5804,64025],[6571,326032],[6595,326702],[6606,211223],[6679,217361],[6698,132144],[6912,75620],[7544,347770],[7598,141512],[8186,362698],[8492,145956],[8643,367398],[9202,374675],[9259,148868],[9278,85344],[9492,46024],[10122,257142],[10644,396883],[10698,94712],[10755,171737],[10835,100875],[11984,180720],[12198,107743],[12655,433727],[12885,436806],[12928,437883],[13480,187841],[13499,111440],[13703,443870],[14031,447083],[14514,114608],[14594,63269],[15346,312910],[15652,202091],[15803,68114],[16438,123591],[16652,70137],[16754,132741],[17111,215119],[18051,495201],[19692,520937],[19835,521686],[19865,522768],[20564,82630],[20644,43245],[20756,146626],[21231,531933],[22053,85941],[22410,249730],[23007,90458],[23050,381232],[23602,254103],[23621,158196],[23825,49223],[26518,580936],[29255,614366],[29308,614518],[29436,109655],[30034,110964],[30455,60368],[31302,626182],[32193,193842],[33573,66625],[33716,34525],[33746,459224],[34445,66386],[34637,202761],[38325,678604],[39504,343397],[42273,716309],[42512,81788],[43102,82869],[45358,150177],[47778,48978],[47831,47959],[50716,260104],[54074,784822],[54965,274582],[60421,60549],[63126,114847],[74954,218670],[80312,353771],[85994,86122],[100732,171976],[132794,132922] ] cell #238 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [15900],[20506],[23870],[28387],[30283],[37600],[40964],[42481],[47267],[53055],[65631],[72077],[88078],[112223],[158979], [3188,45607],[3453,47909],[3588,48806],[4954,60499],[5298,62505],[5487,31943],[5905,66557],[5918,66594],[6107,34387],[6405,69720],[7179,75203],[8243,82801],[8256,82838],[8351,83241],[8726,44681],[8740,21457],[8928,86072],[9589,48585],[9660,23405],[10192,93192],[10381,50466],[11358,100111],[11547,54715],[11845,103237],[12465,107326],[13083,30062],[13154,13283],[13269,60805],[13398,111820],[13748,31535],[13806,31143],[14088,114779],[14101,114816],[15063,34149],[15511,121488],[17200,130041],[17575,74277],[17589,38551],[17777,132872],[18121,134878],[18310,76863],[19041,139992],[19230,80062],[19706,42444],[20098,20268],[20326,43389],[20998,21386],[21701,151033],[22499,154432],[23391,91492],[23520,158576],[25756,98411],[25885,168949],[25980,169352],[26235,54307],[26293,53915],[26575,171908],[26588,171945],[27998,178617],[29357,29386],[33009,118356],[33138,198249],[33233,198652],[34207,67502],[35582,207168],[36380,210567],[37420,72985],[38092,38480],[38795,219526],[40485,138292],[40614,227069],[40709,227472],[44522,241223],[47087,88986],[51532,165112],[51661,264511],[51756,264914],[55910,278989],[56979,105108],[58354,287908],[60336,294875],[62228,190878],[64546,306315],[68635,318195],[71200,127233],[81257,358178],[82144,235936],[82199,361062],[84934,148520],[85909,369533],[91023,382937],[102152,413340],[109645,293241],[110084,186297],[110098,436897],[114177,445447],[120446,460357],[132709,490059],[143920,235158],[143997,360005],[149311,530947],[156854,547307],[171306,579300],[185529,293100],[217804,677618] ] cell #239 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [49722],[61177],[68682],[79318],[83448],[98783],[106288],[109767],[118728],[130248],[154639],[166896],[196196],[239093],[316065], [4011,268693],[4537,422458],[4674,611359],[5717,308933],[6618,477506],[6732,331340],[6996,684703],[7511,347882],[9110,378843],[9312,377423],[9576,538032],[10611,396995],[10800,272044],[10871,784797],[10873,402926],[11777,276936],[12018,421670],[13701,443982],[14304,115426],[14559,191304],[14630,626157],[14632,454944],[16270,478138],[16472,476718],[16764,897144],[16791,335300],[17959,332760],[18161,223132],[18556,504489],[20609,237673],[20680,522743],[20885,529343],[21140,148980],[21728,86750],[22063,727715],[22090,241633],[23823,554392],[24426,162182],[24754,565354],[25170,1016419],[25180,273184],[26791,172555],[27119,175857],[28757,423090],[29500,615389],[30204,187953],[30465,615482],[30492,295901],[30867,623498],[31199,114908],[32423,837689],[32433,192444],[34490,314645],[34561,643872],[34766,121695],[35021,205115],[35609,124997],[38234,217473],[38822,133550],[41520,230675],[42522,716506],[42573,717385],[43445,82930],[43702,238461],[43766,717424],[43776,145228],[44569,149895],[48023,156523],[48727,254215],[48988,746652],[49015,383963],[49390,91864],[53971,172037],[57793,285855],[58381,182126],[59489,826016],[59720,826084],[59730,185745],[60613,187321],[60693,110682],[63726,303553],[66635,120070],[66686,67558],[67815,315433],[67879,857680],[67889,119860],[73298,332128],[74165,218388],[81613,942378],[81823,144088],[82879,145438],[86186,243209],[89299,378211],[90176,91380],[90407,90417],[94413,391615],[101332,410578],[110913,110923],[114857,192654],[132986,336876],[136099,498737],[141213,512141],[150126,150136],[171986,273394],[218619,218629] ] cell #240 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [35008],[43689],[49571],[57780],[61026],[73285],[79167],[81866],[89286],[98632],[118577],[128666],[153057],[189111],[255373], [2248,214527],[2543,348487],[3329,249138],[3883,397600],[3976,268601],[4465,282909],[5547,310091],[5602,451861],[5682,308841],[6546,326110],[6668,217381],[6719,331324],[7320,221550],[7476,347790],[7874,518126],[8637,367476],[8785,531840],[9075,86599],[9248,148888],[9299,377407],[10441,398153],[10576,396903],[10787,272028],[11607,269851],[11662,585714],[11742,175706],[12005,421654],[13328,437790],[13469,187861],[13666,443890],[13760,625212],[13858,113844],[14291,63713],[14546,191288],[15797,466771],[16235,124846],[16459,476702],[16746,218372],[17634,678511],[17924,133399],[18148,136086],[19290,349040],[19821,521706],[20280,521798],[20378,146034],[20596,237657],[20872,529327],[20986,727646],[21127,86173],[22045,149879],[23450,548200],[23591,254123],[23788,91713],[23980,160600],[24413,94400],[26247,783852],[26345,170973],[26778,101319],[28722,181975],[29398,614516],[29487,615373],[30050,615413],[30191,60600],[30393,188558],[30447,110666],[31048,114628],[33702,120113],[34161,642927],[34259,202169],[34477,314629],[34753,67802],[38080,897075],[38221,132973],[41074,229093],[41507,141200],[42293,716363],[42432,716437],[42504,144072],[43231,145481],[43294,82650],[45717,244446],[47921,90353],[48010,48714],[48573,746583],[48916,254820],[48970,90160],[53165,269298],[53820,171757],[59473,825962],[59666,109675],[60511,110859],[63255,192697],[65741,309538],[66406,67407],[66545,66617],[69830,321418],[75313,338113],[82789,82861],[86084,150072],[100861,273437],[103347,416563],[107436,428443],[114767,114839],[132884,218565],[171896,171968] ] cell #241 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [68886],[83652],[93000],[106492],[111628],[130452],[139800],[144192],[154843],[168757],[198057],[212685],[247296],[297504],[385566], [2555,505381],[2629,712917],[3895,566246],[4142,791501],[4434,421774],[5848,632861],[6515,476822],[6717,898129],[6832,331444],[7411,347786],[8559,529447],[9297,728700],[9412,377527],[10511,396899],[10765,1016556],[10981,268597],[11910,421660],[13518,616467],[13533,443886],[14404,456547],[14524,837826],[14740,308837],[15719,650576],[16364,476708],[16737,1140698],[16823,217377],[17037,331330],[18261,340963],[19794,521702],[20574,717561],[20682,529333],[21836,150841],[22036,954427],[22122,148884],[22336,377413],[23640,747637],[23655,158384],[24526,566957],[25258,272034],[26891,404529],[27227,278797],[29446,614444],[29449,615379],[30438,827144],[30524,187857],[31231,191408],[32119,115630],[32511,191294],[33675,200327],[34455,857817],[34563,121899],[35717,206976],[36699,218378],[38930,219334],[39430,223336],[41620,506092],[42289,716366],[42495,716369],[43204,237066],[43477,237777],[43854,237663],[44773,86135],[46366,149885],[47969,156477],[47972,91584],[48961,975273],[49047,254119],[49754,257670],[50642,162386],[54003,272148],[54891,172759],[58489,287716],[59479,825961],[60559,187275],[60562,60897],[61209,296793],[61293,110672],[62313,114624],[63228,302158],[66402,121296],[66608,120146],[67590,314749],[67967,314635],[74369,132935],[79350,351337],[80238,230879],[81899,144078],[82646,83049],[82852,145514],[86132,243163],[86782,371451],[90166,91980],[91896,384855],[98815,403818],[99919,171753],[100834,409183],[109671,109721],[114830,192730],[118760,455836],[125029,470746],[132932,336830],[133582,491977],[171959,273470],[175889,589689],[182158,604599] ] cell #242 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4662],[6990],[7833],[9570],[10966],[11264],[12276],[12577],[14725],[15023],[16730],[16886],[16929],[17457],[18649],[18947],[22185],[22228],[22756],[24847],[25145],[25255],[25350],[25388],[27684],[27727],[28255],[30587],[30960],[32508],[32603],[32641],[36066],[36109],[36637],[36711],[36759],[37326],[39984],[40079],[40117],[43851],[43946],[44133],[44346],[46378],[46426],[46993],[49110],[51031],[51126],[51164],[52005],[52689],[52784],[56270],[56318],[59834],[61305],[61353],[61638],[61733],[61989],[64157],[64581],[65265],[65360],[67964],[68059],[68246],[70491],[70539],[72623],[72671],[76589],[77352],[81911],[81993],[82521],[83771],[84122],[84170],[87211],[87306],[88624],[88672],[91992],[92040],[92325],[92420],[94844],[95268],[97239],[97952],[101763],[102871],[102966],[109496],[109800],[109861],[110499],[112418],[114499],[116100],[116148],[117184],[117897],[120158],[120768],[122018],[122369],[122417],[125458],[125553],[128566],[134011],[134106],[135424],[135472],[141644],[144276],[144605],[145526],[146964],[149074],[149712],[152957],[156556],[156617],[157255],[161255],[162856],[162904],[171628],[173229],[173277],[182587],[182682],[185689],[187354],[187415],[188047],[189011],[190242],[191821],[192742],[200740],[203099],[205209],[205847],[217567],[218205],[229748],[231349],[231397],[238555],[240378],[243242],[243303],[254309],[255273],[258083],[270982],[272561],[273482],[285949],[286587],[298549],[303647],[311222],[315527],[332222],[334045],[336909],[336970],[351750],[360519],[378305],[380128],[391709],[405574],[410672],[457592],[481045],[498831],[512235],[538954],[620153],[751323] ] cell #243 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [10168],[13374],[15861],[19017],[20043],[20467],[21677],[23496],[23864],[25861],[28348],[29763],[30277],[31480],[31904],[33114],[33924],[34348],[35558],[37137],[37561],[38771],[40590],[40958],[42475],[42692],[45087],[46804],[47228],[48286],[50003],[50427],[51637],[52535],[53049],[54252],[54676],[55886],[56696],[57120],[58330],[59588],[61949],[62716],[63968],[64522],[65111],[65625],[66805],[69200],[70917],[71341],[72071],[72288],[74683],[76400],[76824],[77882],[79599],[80023],[81233],[84574],[84821],[85497],[87057],[87776],[88072],[88289],[93403],[94655],[95798],[97194],[99555],[100322],[101574],[102128],[102717],[104411],[106806],[108523],[108947],[111593],[112217],[112769],[113283],[113734],[114097],[115765],[117139],[119500],[123068],[125304],[126536],[131374],[131621],[132297],[133857],[134576],[135089],[140203],[141455],[144337],[145924],[146287],[146919],[148096],[148729],[148804],[149029],[155765],[156012],[158349],[158973],[160039],[162521],[168722],[169898],[170863],[171226],[172894],[180197],[182433],[186079],[187702],[187777],[188002],[191089],[198022],[199198],[202059],[202422],[203054],[204231],[205164],[212147],[212830],[214417],[217222],[217297],[217522],[226842],[231014],[235413],[237458],[238510],[247441],[249028],[252341],[253964],[254039],[254264],[264284],[268517],[271829],[282799],[285904],[293390],[295447],[297649],[300170],[303602],[308757],[312385],[314430],[315482],[326000],[332177],[347706],[362173],[367366],[370105],[378260],[381452],[385711],[391664],[396819],[410627],[436774],[438103],[443806],[446558],[490631],[498786],[512190],[521622],[532153],[580411],[614345],[678824] ] cell #244 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [7444],[7579],[10544],[10679],[11014],[11965],[11978],[12167],[13566],[14488],[14773],[16419],[16432],[16621],[17092],[17105],[18438],[18509],[19528],[20067],[20737],[20750],[21188],[21869],[22006],[22391],[22404],[23688],[24636],[24707],[25570],[25641],[26975],[27260],[27550],[28919],[29108],[29802],[30252],[30620],[30691],[31129],[31272],[31504],[32174],[32187],[32823],[32894],[33948],[34618],[34631],[35750],[35932],[36800],[37192],[37844],[38282],[38963],[39100],[39485],[39498],[42536],[42698],[43375],[43518],[43999],[44579],[44632],[45126],[46015],[46467],[46859],[47511],[48325],[48775],[49214],[50027],[50697],[50710],[52129],[53024],[53901],[54044],[54276],[54946],[54959],[55666],[57403],[58522],[59594],[59769],[60703],[60756],[61394],[61973],[62297],[62722],[64023],[64705],[65600],[66811],[67488],[67631],[68112],[69239],[70128],[71624],[72971],[74175],[74228],[74722],[75611],[76455],[78371],[79623],[80293],[80306],[81833],[83033],[83895],[84613],[85342],[88972],[90456],[91390],[91443],[92081],[93409],[94710],[96287],[98362],[99579],[99903],[100328],[101629],[105094],[106845],[107734],[109705],[110962],[111438],[112775],[113554],[118307],[119524],[120080],[121280],[122142],[123589],[127219],[131413],[132142],[138243],[140209],[141510],[144343],[145448],[146624],[148506],[150175],[155804],[156461],[158194],[165063],[169904],[180718],[186283],[187259],[190829],[192664],[193840],[199204],[202759],[212836],[215117],[218668],[235887],[243147],[247447],[249728],[260102],[273404],[274580],[293145],[297655],[336814],[343395],[353769],[385717] ] cell #245 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [23924],[30337],[34930],[41018],[42926],[43611],[45661],[48860],[49561],[53109],[57702],[60218],[61016],[62950],[63635],[65685],[67039],[67724],[69774],[72522],[73207],[75257],[78456],[79157],[81856],[82172],[85791],[88523],[89208],[90905],[93637],[94322],[96372],[97824],[98622],[100556],[101241],[103291],[104645],[105330],[107380],[109618],[113003],[114150],[115999],[116908],[117769],[118567],[120419],[124038],[126770],[127455],[128656],[128972],[132591],[135323],[136008],[137705],[140437],[141122],[143172],[147952],[148330],[149293],[151503],[152628],[153047],[153363],[160906],[162755],[164525],[166747],[170132],[171279],[173128],[174037],[174898],[177548],[181167],[183899],[184584],[188266],[189101],[189893],[190626],[191327],[191748],[194032],[196047],[199432],[204465],[207638],[209498],[216445],[216823],[217786],[219996],[221121],[221856],[229399],[231248],[235630],[237696],[238117],[238944],[240557],[241459],[241612],[241814],[251056],[251434],[254528],[255363],[256888],[260294],[269006],[270633],[272067],[272488],[274772],[285205],[288378],[293726],[295727],[295880],[296082],[300190],[309246],[310873],[314668],[315089],[315916],[317529],[318786],[328406],[329297],[331363],[335126],[335279],[335481],[348195],[353961],[360268],[362720],[363977],[375380],[377446],[381788],[383789],[383942],[384144],[397308],[402905],[407215],[421693],[425811],[436082],[438439],[441074],[444295],[448362],[454923],[459563],[462015],[463272],[476741],[484503],[504468],[523107],[529366],[532489],[542412],[546492],[551484],[558772],[565333],[582215],[615412],[616794],[623477],[626521],[679160],[689083],[705443],[717364],[729027],[785161],[825995],[898456] ] cell #246 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [7626],[7861],[10726],[11281],[11992],[12247],[12563],[12626],[15040],[16446],[16701],[16896],[17119],[17396],[17487],[18483],[18532],[20764],[22195],[22418],[22695],[22786],[24681],[24730],[25231],[25367],[25547],[25615],[25664],[27554],[27589],[28194],[30597],[30665],[30714],[32201],[32484],[32620],[32800],[32868],[32917],[34645],[35936],[35971],[36576],[36714],[36725],[37020],[37196],[37231],[39512],[39909],[40276],[42943],[43827],[43963],[44003],[44038],[45989],[46038],[46381],[46392],[46687],[46863],[46898],[49120],[49188],[49237],[50724],[50956],[51323],[52002],[52133],[52370],[52614],[54973],[55640],[55689],[56579],[59773],[60243],[61308],[61319],[61563],[62148],[62967],[64027],[64062],[64578],[64709],[64946],[65190],[67056],[67940],[68076],[68116],[68151],[70102],[70151],[70800],[72004],[75585],[75634],[76459],[76494],[77717],[80320],[81914],[81935],[82176],[83768],[83899],[84704],[85346],[85816],[88005],[90460],[90930],[91995],[92006],[93654],[94714],[94749],[95633],[100573],[101633],[101668],[107708],[107757],[109622],[109797],[110038],[110966],[111442],[112150],[113020],[113118],[114154],[120161],[120423],[122015],[122146],[123593],[124063],[132146],[132616],[140454],[141514],[141549],[144469],[145529],[146628],[147977],[150179],[156553],[158198],[158906],[160910],[170149],[171283],[180722],[181192],[185559],[187351],[189897],[192745],[193844],[199449],[202763],[215121],[216470],[218672],[229403],[235634],[243239],[249732],[251081],[260106],[270637],[273485],[274584],[310877],[329301],[336906],[343399],[353773],[375384],[441078],[551488] ] cell #247 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [12606],[17486],[19425],[22785],[25815],[26153],[28284],[28946],[33068],[33406],[36666],[36915],[37374],[37966],[40544],[40882],[46582],[47041],[47633],[51591],[51929],[52170],[52259],[52822],[56474],[56933],[57525],[61509],[62287],[64746],[64835],[65398],[70695],[71154],[71746],[71889],[72028],[72827],[77517],[77606],[78169],[83936],[84025],[84326],[84888],[87890],[88029],[88828],[92196],[95433],[95522],[96085],[97079],[98117],[98206],[104012],[104151],[110009],[112035],[112174],[112583],[112672],[113352],[116304],[117024],[118062],[118151],[122183],[122272],[122573],[126137],[126276],[129450],[129589],[135628],[136960],[144246],[144435],[145118],[146804],[147294],[147433],[151796],[151885],[153841],[153980],[158791],[158930],[159339],[159428],[163060],[163780],[166804],[167795],[173433],[175191],[175280],[185556],[185914],[185983],[186880],[189405],[192334],[194510],[194649],[196104],[197095],[200381],[201253],[202939],[203429],[203568],[207931],[208020],[212565],[220289],[220378],[222334],[222473],[231553],[235563],[235985],[237120],[239001],[241871],[242768],[247176],[252176],[252245],[253142],[258596],[260772],[260911],[273074],[275250],[275389],[288671],[288760],[293278],[295282],[295351],[296139],[297384],[299062],[301077],[302212],[312957],[315973],[318843],[319740],[335538],[336435],[352263],[354439],[354578],[364034],[366430],[369940],[370009],[384201],[385446],[389139],[406087],[408102],[409237],[425868],[426765],[442217],[448419],[458105],[463329],[484560],[486956],[490466],[490535],[509665],[521261],[542469],[544865],[558829],[576070],[582272],[639681],[667932],[689140],[705500],[736908],[832103],[980232] ] cell #248 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [29006],[38026],[41880],[47693],[53037],[53671],[57585],[58884],[65613],[66247],[71806],[72235],[72909],[73945],[78384],[79018],[88236],[88910],[89946],[96300],[96934],[97291],[97486],[98279],[104358],[105032],[106068],[112381],[113567],[117236],[117431],[118224],[126483],[127157],[128193],[128431],[128603],[129796],[137172],[137367],[138160],[147016],[147211],[147640],[148444],[152822],[152994],[154187],[159137],[163992],[164187],[164980],[166611],[168007],[168202],[177007],[177179],[186182],[188876],[189048],[189617],[189812],[190746],[194856],[195911],[197307],[197502],[203151],[203346],[203775],[208957],[209129],[213739],[213911],[222680],[224731],[235527],[235759],[236611],[238808],[239463],[239635],[245505],[245700],[248350],[248522],[255138],[255310],[255879],[256074],[261118],[262173],[266503],[267776],[275596],[278047],[278242],[293131],[293530],[293618],[294698],[297903],[301703],[304555],[304727],[306743],[308016],[312499],[313583],[315780],[316435],[316607],[322477],[322672],[328981],[339172],[339367],[342017],[342189],[354785],[360440],[360952],[362287],[364602],[368276],[369356],[375064],[381592],[381680],[382760],[389765],[392617],[392789],[408728],[411580],[411752],[429502],[429697],[435960],[438243],[438331],[439261],[440758],[442843],[445337],[446672],[460247],[463897],[467571],[468651],[488802],[489882],[510291],[513143],[513315],[525268],[528140],[532293],[532381],[549671],[551168],[555747],[576696],[579190],[580525],[601424],[602504],[621516],[628682],[640307],[646397],[671939],[674811],[678964],[679052],[702418],[716907],[740915],[743787],[759852],[780156],[787322],[854014],[886336],[910344],[929281],[964455],[1070611],[1229966] ] cell #249 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [897],[1733],[2101],[2396],[3053],[3153],[3642],[3754],[4245],[4368],[4613],[5022],[5285],[6192],[6270],[6370],[7044],[7144],[7345],[7380],[7633],[7745],[7868],[8338],[8424],[8669],[9688],[9916],[10063],[10179],[10733],[11288],[11345],[11810],[12252],[12330],[12430],[12631],[12666],[13182],[13212],[13385],[14269],[15047],[15184],[15498],[15584],[15829],[16706],[17035],[17273],[17492],[17518],[18537],[18912],[18971],[19028],[19493],[19730],[20219],[20435],[21485],[21688],[22334],[22572],[22791],[22827],[23304],[23334],[23507],[24391],[24735],[25110],[25169],[25372],[25415],[25669],[25872],[26190],[26756],[27671],[27833],[28316],[29412],[29854],[30719],[31656],[32625],[32668],[32922],[33125],[33443],[35366],[35569],[36053],[36215],[36786],[36929],[36959],[37313],[37529],[38579],[38782],[39666],[39921],[40144],[41485],[42420],[43968],[44120],[44452],[45178],[46043],[46172],[46453],[46596],[46626],[46980],[47196],[49242],[50968],[51191],[52027],[52080],[52184],[52626],[54428],[55694],[55897],[56518],[58138],[58341],[61380],[61523],[61575],[62016],[64144],[64603],[64656],[64760],[65202],[68081],[68233],[70156],[70739],[71869],[72016],[74774],[75639],[75768],[76576],[81947],[82020],[83793],[83846],[83950],[84643],[87148],[87870],[88017],[92067],[92210],[92262],[94831],[101750],[102808],[103802],[107762],[109822],[109914],[112015],[112162],[113925],[120194],[122040],[122093],[122197],[125395],[133948],[141631],[143894],[144226],[145562],[146115],[156578],[158771],[158918],[160681],[171054],[182524],[187376],[188639],[192778],[200361],[202250],[229174],[237100],[243264],[244527],[254901],[269379],[273518],[302192],[309619],[321499],[336931],[338194],[409217],[416644],[428524] ] cell #250 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [6275],[8429],[10134],[12335],[13340],[17278],[18983],[19753],[22577],[25827],[33080],[36847],[46514],[61441],[92128], [906,21643],[1287,55852],[1671,31190],[1758,14274],[2110,35524],[2405,38737],[2428,76110],[2435,39671],[2882,43436],[3041,44686],[3058,21486],[3645,23462],[3692,49713],[3779,24396],[4105,99047],[4183,53962],[4270,26761],[4622,58296],[5010,60810],[5027,13183],[5083,61168],[5240,31540],[5264,62429],[5811,118992],[5935,33634],[6099,67549],[6206,15589],[6873,73032],[7032,74282],[7049,38580],[7605,138928],[7683,79309],[7770,41490],[8273,43163],[8293,20103],[8317,83165],[8665,45163],[9057,86741],[9453,89033],[9618,22922],[9689,9921],[9904,91497],[9977,91855],[10705,165748],[11070,98416],[11143,98774],[11300,54312],[11324,100035],[12159,105155],[12800,29362],[13112,29949],[13208,29839],[14118,63187],[14829,118361],[14902,118719],[15068,15453],[15078,33607],[15477,121412],[15810,204702],[16217,124988],[16613,127280],[17166,129965],[17514,74759],[17906,133541],[18753,138297],[18826,138655],[19726,42405],[20113,43136],[20979,148567],[21415,45273],[22465,154356],[22812,23330],[23020,253274],[24951,165117],[25024,165475],[26605,100793],[27389,175848],[27964,178541],[28704,182117],[30047,187012],[30996,190883],[31550,63160],[32416,195783],[33511,312991],[36346,210491],[38509,74869],[42118,233968],[42660,235941],[43040,236019],[44488,241147],[45371,242900],[47748,382089],[54322,100766],[55188,276523],[59646,293312],[59914,294000],[60338,294027],[63064,301111],[74967,336567],[81639,359994],[81758,360076],[85911,368685],[100670,408136],[109479,435785],[132711,489211] ] cell #251 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [15994],[20824],[24057],[28481],[30769],[37918],[41151],[42599],[47585],[53541],[66117],[72195],[88196],[112341],[159097], [969,91370],[979,90364],[1502,60683],[1512,110870],[1890,120060],[2680,81813],[2766,82956],[2809,145428],[3123,44559],[3133,150083],[3533,49292],[4715,59677],[4860,30240],[5277,31104],[5363,114934],[5406,192644],[5983,66712],[6026,34705],[6350,35416],[7114,74155],[7124,218576],[8090,43305],[8330,43350],[8689,21070],[8834,21176],[8988,87458],[9154,21535],[9754,48763],[10257,49939],[10300,24297],[11337,53876],[11423,172063],[11466,273384],[12410,58188],[13232,30134],[13626,61885],[13886,31416],[13935,31059],[14175,14419],[15250,67418],[15490,67463],[16148,69383],[17179,72946],[17538,38164],[17683,38270],[17837,134258],[18003,38629],[19106,79535],[19149,41391],[19979,20406],[22478,88947],[23354,48657],[23748,48469],[25719,52906],[26113,99491],[26373,54188],[26422,53831],[26662,26906],[27320,176565],[27486,55744],[27977,105069],[28635,106989],[32972,65482],[33366,119436],[33860,34287],[36359,127194],[37073,37500],[39283,76336],[39572,39816],[40448,78253],[40842,78065],[42049,142781],[44501,148481],[46740,47167],[51495,96169],[51889,95981],[53363,101510],[53772,173864],[56632,57059],[59927,186258],[62191,113436],[63904,65939],[66348,116735],[70853,71280],[72260,218319],[78710,141391],[81646,235139],[82107,144553],[84757,85014],[88261,149826],[94591,96626],[97117,272650],[109470,293116],[109585,185952],[110613,112406],[117062,191910],[123004,123261],[128393,335936],[143936,235489],[144694,146842],[152784,242269],[157369,159162],[186381,188838],[200829,202977],[252643,255100] ] cell #252 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [24097],[30809],[35125],[41191],[44194],[53581],[57897],[59847],[66157],[73790],[89791],[97453],[117398],[147178],[203313], [1633,114616],[1648,113769],[2844,82638],[2859,145959],[3023,148876],[4145,171745],[4160,170898],[4755,109663],[4872,111516],[4992,187849],[5456,64218],[6061,66394],[6076,202094],[6850,214452],[7014,217369],[7928,81791],[8130,43234],[8846,85420],[8966,46133],[9430,249063],[9649,47896],[9766,158272],[9886,254111],[10350,50083],[10932,168645],[11052,268589],[11516,101824],[12136,282834],[12941,60371],[13143,60486],[13975,63258],[14691,197945],[14811,308829],[15088,33620],[15290,33705],[15407,122730],[15737,34004],[16006,69109],[16126,35327],[16590,326035],[17695,132220],[17815,75729],[18279,136591],[18615,226765],[18735,347778],[19199,79679],[20123,43149],[20836,84483],[20956,367401],[21244,85944],[21446,86059],[21787,250282],[22998,48195],[23063,47781],[23265,23726],[24214,94099],[24813,264207],[24933,396891],[26462,100864],[27178,174527],[27298,103763],[27894,179859],[28493,106715],[28613,58099],[29545,436809],[29672,30025],[30926,300093],[30978,443878],[31560,63173],[32273,63412],[35668,327254],[36276,211809],[37930,131283],[38338,132744],[38540,132859],[38881,215671],[41308,140899],[42356,521153],[42642,521694],[42988,365135],[44996,45349],[46250,251623],[47597,155674],[49449,388155],[54332,100779],[55045,101018],[58440,284053],[59048,184361],[59504,614371],[59514,614740],[60026,440601],[63012,307276],[67101,464430],[74592,74945],[75846,217012],[77193,135785],[81599,716315],[82201,525678],[85599,374907],[90713,551011],[100618,267036],[114179,452141],[120448,646807],[132399,328824],[171308,400123] ] cell #253 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [3654],[3669],[5045],[5060],[6240],[7645],[7660],[7992],[8145],[8394],[9034],[9954],[11105],[11120],[12300],[12731],[13005],[13990],[14239],[14864],[14879],[15305],[15554],[16194],[16841],[16994],[17243],[17883],[18803],[19913],[21308],[22140],[22293],[22542],[23127],[24112],[24361],[25001],[25218],[25492],[26477],[26726],[27366],[27792],[28041],[28681],[30542],[30824],[31350],[32076],[32393],[32471],[32745],[33794],[35189],[36174],[36423],[37007],[38402],[39387],[39636],[40221],[41206],[41455],[42095],[43814],[44258],[44411],[44869],[45866],[46302],[46674],[49065],[49873],[50599],[51268],[53596],[54122],[54848],[55165],[55517],[56566],[57961],[58946],[59195],[60179],[60993],[61819],[62093],[62380],[62666],[63838],[66172],[67927],[68524],[69979],[70787],[73854],[74007],[74465],[75462],[75898],[76270],[79469],[80195],[82036],[83116],[83402],[84691],[85077],[85087],[85752],[89855],[90008],[90866],[91680],[92780],[94525],[98599],[99425],[99986],[100272],[101444],[106130],[107585],[110025],[111173],[111183],[113577],[118544],[119370],[121113],[121363],[121649],[122938],[123999],[128255],[128836],[129916],[131877],[131887],[132552],[138480],[141325],[144158],[145767],[147913],[153227],[154307],[156781],[157929],[157939],[161600],[165300],[168312],[170706],[178492],[181128],[185791],[187579],[189281],[191066],[195129],[197612],[200293],[201902],[210442],[216406],[226432],[230093],[237032],[241098],[243467],[251017],[252053],[255543],[263874],[275869],[293951],[295159],[299760],[302124],[337134],[344684],[360785],[369817],[409149],[435819],[490343] ] cell #254 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [10163],[10222],[13369],[13591],[15864],[19012],[19071],[19799],[20038],[20470],[21672],[23491],[25856],[26078],[28351],[29295],[29766],[31475],[31907],[33109],[33331],[33919],[34351],[35553],[36893],[37132],[37564],[38766],[40585],[42738],[45090],[46560],[46799],[47231],[48289],[49998],[50430],[51632],[52067],[52538],[54247],[54679],[55881],[56691],[57123],[58325],[61487],[61944],[62762],[63963],[64517],[64643],[65114],[66851],[69203],[70912],[71344],[72334],[74686],[76395],[76827],[77885],[79594],[80026],[81228],[83833],[84577],[84816],[85492],[87060],[87779],[88335],[92174],[93449],[94650],[95801],[99550],[100368],[101569],[102123],[102720],[104457],[106809],[108518],[108950],[110418],[111588],[112815],[113286],[113682],[114100],[115811],[119495],[122080],[123063],[125307],[126582],[131377],[131616],[132292],[133860],[134579],[135135],[140249],[141450],[144422],[145872],[146290],[148142],[148738],[148746],[149631],[155768],[156007],[157174],[158344],[160042],[162567],[168717],[169944],[170811],[171229],[172940],[180192],[182436],[186209],[187711],[187719],[191088],[198017],[199244],[201662],[202007],[202425],[204277],[205766],[212142],[212915],[214365],[217231],[217239],[218124],[226837],[231060],[235422],[237457],[240297],[247526],[248976],[252471],[253973],[253981],[259005],[264279],[268459],[271828],[282747],[286506],[293389],[295577],[297734],[300165],[305389],[308699],[312394],[314429],[325948],[333964],[347648],[352672],[362182],[367314],[370235],[380047],[381451],[385796],[396761],[412414],[436722],[438102],[443748],[446567],[490761],[500573],[521564],[532152],[580420],[614341],[678823] ] cell #255 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [11094],[11722],[12185],[14853],[16639],[17144],[17353],[18065],[18777],[18792],[22024],[22443],[22652],[24975],[24990],[25289],[25693],[25924],[27643],[27942],[28151],[29126],[31020],[31299],[32382],[32542],[32946],[33177],[36025],[36324],[36533],[36818],[36868],[37285],[39118],[40018],[40422],[40653],[42084],[43545],[43885],[44092],[44466],[44588],[44846],[46485],[46535],[46952],[49543],[51065],[51469],[51700],[52723],[54071],[55154],[56377],[56427],[58797],[59873],[60712],[60970],[61412],[61462],[61672],[62165],[62291],[62378],[64116],[65299],[67658],[67998],[68205],[68579],[70598],[70648],[72730],[72780],[73688],[74184],[74442],[76548],[81842],[82057],[82560],[83027],[83114],[84229],[84279],[85089],[87245],[88731],[88781],[89689],[90560],[91399],[91657],[92099],[92149],[92359],[94803],[98576],[99897],[99984],[101722],[102905],[105811],[109574],[109699],[110563],[111066],[111185],[114538],[116207],[116257],[118521],[120089],[120807],[121274],[121361],[122476],[122526],[125492],[127936],[129914],[131889],[134045],[135531],[135581],[138457],[141603],[144683],[145457],[149776],[150279],[154305],[156455],[157319],[157941],[161294],[162963],[163013],[165277],[168314],[171667],[173336],[173386],[178490],[182621],[187253],[190281],[191043],[191899],[192673],[197614],[200818],[205911],[210440],[218269],[218772],[226434],[229787],[231456],[231506],[240442],[241096],[243141],[258161],[263876],[271021],[272639],[273413],[286651],[293949],[298627],[299762],[311261],[334109],[336808],[351828],[360657],[360787],[380192],[405652],[435827],[457670],[481183],[539092],[620291],[751461] ] cell #256 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [104216],[126341],[129654],[136968],[147498],[154045],[163788],[167803],[189413],[197103],[212573],[235571],[247184],[297392],[385454], [17219,483719],[18140,340851],[18931,697234],[19512,938216],[22518,541628],[25129,768787],[25708,572847],[25999,404417],[26209,1025156],[27010,277843],[28017,596341],[32961,636458],[33252,456435],[33462,846426],[36399,662757],[36833,488535],[36957,1142827],[37349,670669],[37667,338968],[39132,222538],[40437,696075],[40728,505980],[44541,726161],[46500,368009],[46624,956556],[47016,739645],[47334,245301],[51484,767628],[51775,566845],[52038,1269576],[52145,578407],[52217,407688],[53212,275454],[56908,803767],[57226,429298],[61427,438994],[61551,829273],[62180,835893],[64614,1077749],[64721,444554],[64793,300663],[65788,194714],[68654,650464],[71129,879901],[71447,322273],[71861,1399371],[71877,490094],[72093,337093],[77564,509251],[78559,354643],[82072,943452],[83804,944666],[83911,523998],[83983,363193],[84863,952493],[87862,1204141],[87878,369568],[88094,243426],[92114,549404],[92238,746551],[92867,255675],[95480,388725],[96475,260976],[97087,408893],[98164,574006],[109833,1064692],[109984,1065493],[112007,1066648],[112023,294910],[112239,187538],[112630,440153],[117032,301868],[118109,637617],[120319,312543],[122051,856624],[122158,645127],[122230,462488],[123110,203633],[143902,1191003],[144218,1191110],[144234,360169],[145687,362331],[146812,236776],[151843,534203],[156589,252184],[156740,158995],[158763,974088],[158779,251804],[159386,550563],[175238,796257],[185542,1320474],[185922,293351],[187387,295290],[192903,446716],[200037,202947],[200353,200369],[207978,655332],[220336,680874],[237092,237108],[243275,369948],[273643,580569],[288718,813972],[302184,302200],[336942,490474],[409209,409225] ] cell #257 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [25804],[27106],[28235],[29088],[33057],[36617],[37371],[37763],[38061],[39154],[40533],[40824],[42031],[47038],[47430],[47728],[51580],[51871],[52167],[52328],[52827],[53234],[53754],[56481],[56930],[57322],[58935],[62276],[64743],[64904],[65403],[65810],[66330],[70702],[71151],[71543],[71906],[72033],[72115],[72242],[72834],[73996],[77514],[78174],[78581],[83933],[84094],[84333],[84885],[87907],[88034],[88116],[88243],[88835],[89997],[92963],[95430],[96090],[96497],[97068],[97165],[97922],[98114],[104156],[104238],[106119],[110006],[112052],[112179],[112261],[112388],[112580],[113357],[116311],[117013],[117110],[117867],[118059],[122180],[122341],[122580],[123132],[126281],[126363],[128244],[128456],[129046],[129594],[129676],[135635],[137803],[144263],[144440],[145115],[146793],[146890],[147438],[147520],[151793],[152847],[153437],[153985],[154067],[156762],[158808],[158935],[159017],[159144],[159336],[163067],[164623],[167291],[173440],[175188],[177622],[185629],[185903],[186885],[187560],[188901],[190724],[192331],[194654],[194736],[196591],[200398],[201250],[202928],[203025],[203573],[203655],[207928],[209572],[220286],[222478],[222560],[225411],[231560],[236058],[237137],[240631],[242773],[243448],[252165],[253147],[255163],[258593],[260916],[260998],[262853],[273071],[275394],[275476],[288668],[293905],[295271],[299059],[299215],[301150],[302229],[313030],[319745],[336440],[337115],[352260],[354583],[354665],[360733],[366435],[369929],[389212],[406084],[408175],[409254],[426770],[435822],[442290],[458102],[486961],[490455],[509738],[521402],[544870],[576143],[639754],[668073],[737049],[832244],[980373] ] cell #258 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [53012],[55385],[57477],[59131],[65588],[71698],[72901],[73552],[74097],[75979],[78359],[78888],[81091],[88902],[89553],[90098],[96275],[96804],[97283],[97533],[98289],[98916],[99797],[104318],[105024],[105675],[108459],[113542],[117228],[117478],[118234],[118861],[119742],[126443],[127149],[127800],[128446],[128613],[128716],[128907],[129756],[131557],[137164],[138170],[138797],[147008],[147258],[147600],[148436],[152837],[153004],[153107],[153298],[154147],[155948],[160298],[163984],[164990],[165617],[166599],[166714],[167742],[167999],[177189],[177292],[180133],[186174],[188891],[189058],[189161],[189352],[189609],[190756],[194816],[195899],[196014],[197042],[197299],[203143],[203393],[203735],[204571],[209139],[209242],[212083],[212429],[213187],[213921],[214024],[222640],[225862],[235542],[235769],[236603],[238796],[238911],[239645],[239748],[245497],[247040],[247798],[248532],[248635],[252436],[255153],[255320],[255423],[255614],[255871],[261078],[263304],[267121],[275556],[278039],[281569],[293222],[293518],[294708],[295542],[297248],[299666],[301695],[304737],[304840],[307361],[312514],[313575],[315768],[315883],[316617],[316720],[322469],[324770],[339164],[342199],[342302],[346310],[354745],[361043],[362302],[366689],[369366],[370200],[381580],[382770],[385310],[389757],[392799],[392902],[395423],[408720],[411762],[411865],[429494],[436664],[438231],[442835],[443042],[445428],[446687],[460338],[468661],[489892],[490726],[510283],[513325],[513428],[521501],[528150],[532281],[555838],[576688],[579281],[580540],[602514],[614343],[621607],[640299],[674821],[678952],[702509],[717070],[743797],[780247],[854105],[886499],[964618],[1070774],[1230129] ] cell #259 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1018],[1904],[2081],[2823],[3233],[3427],[3680],[4593],[4928],[5071],[5310],[5420],[6244],[7224],[7671],[8363],[8398],[8694],[8902],[9045],[9965],[11131],[11370],[11480],[11890],[12304],[13009],[13237],[14243],[14890],[15523],[15558],[16205],[17212],[17247],[17543],[17751],[17894],[18133],[18814],[21312],[22511],[22546],[23131],[23359],[24365],[25012],[25496],[25724],[25992],[26730],[27026],[27377],[28010],[28045],[28692],[32404],[32749],[32977],[33245],[35193],[36392],[36427],[37683],[38406],[39640],[40225],[40453],[40721],[41459],[42106],[44262],[44534],[44880],[45870],[46306],[47350],[51272],[51500],[51768],[52513],[55176],[55521],[57242],[57965],[59199],[61004],[62097],[62196],[62334],[62670],[65089],[68647],[69983],[71463],[73858],[74476],[75466],[75902],[77860],[80868],[82112],[83070],[83406],[85035],[85132],[89859],[91691],[92784],[92883],[95776],[99703],[99940],[100276],[104903],[107589],[109742],[111131],[111228],[113261],[113634],[119648],[120359],[121317],[121653],[127028],[130206],[131835],[131932],[139584],[144116],[145727],[145824],[152474],[154597],[156498],[157887],[157984],[166404],[168357],[170763],[178782],[184157],[187296],[192943],[197657],[200251],[201959],[210732],[214317],[220967],[226477],[236990],[241388],[243184],[248928],[263919],[273683],[282699],[299805],[302082],[325900],[336851],[360830],[367266],[409107],[436674],[520693] ] cell #260 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [10178],[13384],[15828],[19027],[20434],[25871],[28315],[29411],[33124],[37528],[47195],[52183],[64759],[83949],[122196], [1656,62443],[1732,31871],[2867,83179],[3033,85196],[3052,44735],[3152,21687],[3753,50394],[4168,100049],[4244,54643],[5002,111292],[5021,60859],[5235,63041],[5284,31655],[6084,121426],[6191,34315],[6269,68848],[6369,35568],[6858,129979],[7024,131996],[7043,74331],[7143,38781],[7344,76791],[7744,79990],[8288,43017],[8337,20218],[8423,83614],[8668,45177],[9438,154370],[9687,47934],[9896,158048],[9915,91546],[10062,23506],[11062,168421],[11081,98465],[11295,100647],[11344,54427],[11709,102365],[11809,55896],[12144,178555],[12329,106454],[12429,58340],[12795,59623],[13181,60524],[13211,29853],[14268,115592],[14821,197721],[14840,118410],[15149,33610],[15183,15497],[15448,33488],[15583,121861],[16598,210505],[17272,130414],[17340,130749],[17517,74773],[18745,226541],[18764,138346],[19729,42419],[20184,43139],[20964,241161],[21484,86097],[22571,154805],[22639,155140],[22826,23333],[22912,22917],[24390,162348],[24943,263983],[24962,165166],[26755,172721],[28070,178990],[28138,179325],[29553,294014],[29939,29944],[30988,299869],[31007,190932],[31621,63163],[36452,210940],[36520,211275],[38578,132897],[39665,223298],[41484,230841],[42358,360145],[42652,360894],[42996,236725],[45263,45268],[46331,246820],[49530,257194],[54393,100769],[59224,291680],[59502,435849],[59513,435927],[60028,294096],[63020,301817],[67109,313697],[74859,74864],[75927,340487],[81598,520653],[82200,360919],[85601,368754],[90715,382158],[100626,408842],[114178,445304],[120447,460214],[132401,489280],[171307,579157] ] cell #261 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [3677],[5068],[6250],[7668],[8168],[8404],[9042],[9962],[10129],[11128],[12310],[13036],[13335],[14013],[14249],[14887],[15328],[15564],[16202],[17017],[17253],[17891],[18811],[18978],[19748],[19886],[21339],[22316],[22552],[23158],[24135],[24371],[25009],[25523],[25822],[26500],[26736],[27374],[27815],[28051],[28689],[29329],[30847],[31323],[32099],[32401],[32776],[33075],[33767],[35220],[36197],[36433],[36842],[36980],[38433],[39410],[39646],[40252],[41229],[41465],[42103],[44289],[44434],[44877],[45897],[46312],[46509],[46647],[49846],[50622],[51299],[52101],[53619],[54095],[54871],[55173],[55548],[56539],[57992],[58969],[59205],[61001],[61436],[61792],[62124],[62382],[62676],[63811],[64677],[66195],[68547],[70010],[70760],[73885],[74030],[74473],[75493],[75908],[76243],[79442],[80218],[81980],[83118],[83412],[83867],[84664],[85075],[85086],[85314],[89886],[90031],[91688],[92123],[92811],[94498],[98607],[99398],[99988],[100282],[101417],[106153],[107616],[109935],[111171],[111182],[111410],[113576],[118552],[119343],[121365],[121659],[122114],[122911],[123561],[128278],[128780],[129918],[131875],[131886],[132114],[138488],[141298],[144156],[145766],[146596],[153171],[154309],[156691],[157927],[157938],[158166],[165308],[168311],[170705],[178494],[180690],[185790],[187489],[189225],[191074],[193812],[197611],[200291],[201901],[202731],[210444],[215089],[226431],[237030],[241100],[243377],[249700],[252052],[255487],[260074],[263873],[274552],[293953],[295158],[299759],[302122],[337044],[343367],[353741],[360784],[369816],[409147],[435818],[490342] ] cell #262 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [15899],[20505],[23869],[28386],[30282],[37599],[40963],[42480],[47266],[53054],[65630],[72076],[88077],[112222],[158978], [3046,44680],[3187,45606],[3587,48805],[5015,60804],[5275,62436],[5297,62504],[5486,31942],[5917,66593],[6106,34386],[6404,69719],[7037,74276],[7178,75202],[8255,82837],[8328,83172],[8350,83240],[8666,45170],[8739,21456],[9658,47908],[9659,23404],[9909,91491],[10191,93191],[10380,50465],[11075,98410],[11335,100042],[11357,100110],[11546,54714],[11844,103236],[12464,107325],[13152,60498],[13153,13282],[13209,29846],[13397,111819],[13747,31534],[14100,114815],[14834,118355],[15062,34148],[15136,33608],[15488,121419],[15510,121487],[17177,129972],[17199,130040],[17515,74766],[17588,38550],[18120,134877],[18309,76862],[18758,138291],[19040,139991],[19229,80061],[19727,42412],[20097,20267],[20171,43137],[21455,86071],[21700,151032],[22476,154363],[22498,154431],[22819,23331],[23519,158575],[24956,165111],[25884,168948],[25979,169351],[26234,54306],[26587,171944],[27975,178548],[27997,178616],[29356,29385],[31001,190877],[31608,63161],[33137,198248],[33232,198651],[35581,207167],[36357,210498],[36379,210566],[38549,132871],[38794,219525],[40613,227068],[40708,227471],[42665,235935],[44499,241154],[44521,241222],[51660,264510],[51755,264913],[54380,100767],[55909,278988],[58353,287907],[59562,293240],[59925,294007],[60335,294874],[64545,306314],[68634,318194],[81256,358177],[81642,359999],[81652,360003],[82249,361061],[85908,369532],[91022,382936],[102151,413339],[109472,435784],[110158,436895],[114227,445446],[120496,460356],[132708,490058],[149371,530945],[156914,547305],[171356,579299],[217864,677616] ] cell #263 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [25696],[25769],[27071],[32949],[33022],[36821],[37361],[37728],[39144],[40425],[40498],[46488],[47028],[47395],[51472],[51545],[52157],[53224],[56380],[56920],[57158],[57287],[61415],[62168],[62241],[64733],[65800],[70601],[71141],[71379],[71508],[72105],[72733],[77504],[78401],[78571],[82060],[82612],[83923],[84232],[84875],[87814],[88106],[88734],[92102],[92928],[95420],[96317],[96487],[98104],[104199],[104228],[108985],[109581],[109996],[110148],[110566],[112251],[112570],[114590],[116210],[116853],[118049],[120859],[122170],[122479],[123122],[126324],[126353],[129637],[129666],[134614],[135534],[143117],[144047],[144581],[144690],[145105],[147481],[147510],[149209],[149361],[149779],[151783],[154028],[154057],[156752],[156904],[157322],[159007],[159326],[162966],[171719],[173339],[173982],[175178],[183453],[185665],[187550],[188182],[191263],[191797],[191906],[192321],[194697],[194726],[200182],[200716],[200825],[201240],[203616],[203645],[205914],[207918],[215974],[217702],[217854],[218272],[220276],[222521],[222550],[231459],[236921],[237632],[240445],[241553],[243438],[250585],[251927],[254444],[258168],[258583],[260959],[260988],[268922],[272003],[272537],[272646],[273061],[275437],[275466],[284356],[286654],[288658],[295033],[295821],[298634],[299049],[302013],[309162],[314604],[327557],[331299],[334112],[335220],[337105],[348111],[351835],[352250],[354626],[354655],[360664],[369691],[377382],[380195],[383883],[397224],[402846],[405659],[406074],[409038],[421629],[444211],[454864],[457677],[458092],[476677],[481190],[490217],[504409],[529302],[539099],[565274],[615348],[620298],[623418],[717305],[751468],[826004] ] cell #264 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [25793],[27095],[28060],[33046],[36442],[37366],[37752],[39149],[40522],[40553],[46321],[47033],[47419],[51569],[51600],[52162],[52832],[53229],[56403],[56925],[57311],[59214],[62265],[62685],[64485],[64738],[65408],[65805],[70624],[71146],[71532],[72038],[72110],[72756],[75917],[77509],[78179],[78576],[81196],[83421],[83928],[84255],[84880],[85079],[85441],[88039],[88111],[88757],[92952],[95425],[96095],[96492],[98109],[100291],[102091],[104161],[104233],[108230],[110001],[111175],[111537],[112184],[112256],[112575],[113362],[113573],[113678],[116233],[118054],[121668],[122175],[122502],[123127],[126286],[126358],[129599],[129671],[131055],[131879],[132241],[135557],[144160],[144445],[145110],[145763],[145868],[147443],[147515],[148747],[151788],[153990],[154062],[155446],[156757],[157931],[158293],[158940],[159012],[159331],[162989],[168666],[170702],[170807],[173362],[175183],[179631],[185643],[185787],[186890],[187555],[187720],[192326],[194659],[194731],[197966],[200295],[201245],[201898],[202003],[203578],[203650],[207923],[211581],[214361],[217240],[220281],[222483],[222555],[226786],[231482],[236072],[237034],[242778],[243443],[248972],[252049],[253152],[253982],[258588],[260921],[260993],[264228],[268460],[273066],[275399],[275471],[282743],[288663],[295155],[299054],[300114],[301164],[302126],[308700],[313044],[319750],[325944],[336445],[337110],[347649],[352255],[354588],[354660],[366440],[367310],[369813],[389226],[396762],[406079],[408189],[409151],[426775],[436718],[442304],[443749],[458097],[486966],[490339],[509752],[521416],[521565],[544875],[576157],[614348],[639768],[668087],[737063],[832258],[980387] ] cell #265 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1026],[1958],[2089],[3241],[3446],[3521],[3734],[4601],[4947],[5571],[5895],[6263],[6338],[7232],[7725],[8233],[8417],[8767],[8921],[9142],[9586],[10169],[11631],[11898],[12323],[12398],[13080],[13310],[13375],[13868],[14078],[14262],[15577],[15826],[17266],[17616],[17770],[17991],[18394],[19018],[19703],[20388],[20432],[21007],[21383],[21613],[21678],[22565],[23432],[23497],[24384],[25797],[25862],[26355],[26565],[26749],[27099],[27474],[28064],[28313],[29409],[30071],[33050],[33115],[34269],[35494],[35559],[36446],[37482],[37526],[37756],[38101],[38477],[38707],[38772],[39265],[39659],[40526],[40591],[41478],[42453],[46325],[47149],[47193],[47423],[48594],[49370],[51573],[51638],[52181],[52843],[53345],[55216],[55822],[55887],[57041],[57315],[58266],[58331],[59218],[62269],[62689],[64523],[64757],[65419],[65921],[71262],[71536],[72049],[73383],[75921],[77019],[78190],[78692],[78966],[81169],[81234],[83425],[83947],[84996],[85135],[85498],[88050],[89384],[92956],[96106],[96608],[96882],[97347],[99875],[100295],[102129],[105506],[109142],[111231],[111594],[112195],[113373],[113620],[113630],[117292],[119820],[121672],[122194],[123243],[127631],[130225],[131935],[132298],[137228],[139756],[144456],[145810],[145820],[147072],[148685],[154616],[157987],[158350],[158951],[160129],[164048],[166576],[168063],[168360],[170749],[170759],[178801],[185834],[187658],[189673],[197363],[197660],[200591],[201945],[201955],[203207],[210751],[214313],[217178],[226480],[235369],[237330],[241407],[245561],[248924],[252096],[253920],[255935],[263922],[278103],[282695],[295202],[299808],[302422],[312341],[322533],[325896],[339228],[360833],[362129],[367262],[369860],[409447],[429558],[436670],[446514],[490386],[520683],[580367] ] cell #266 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1059],[1066],[1563],[1570],[2040],[2558],[2565],[2697],[2777],[2899],[3191],[3591],[4075],[4082],[4552],[4717],[4877],[5374],[5496],[5781],[5788],[5994],[6116],[6408],[6688],[6768],[6890],[7182],[7582],[8092],[8851],[9268],[9348],[9470],[9771],[10268],[10390],[10682],[10777],[10937],[11434],[11556],[11848],[12054],[12176],[12468],[13489],[13637],[13937],[14340],[14491],[14536],[14696],[15252],[16011],[16508],[16630],[16941],[17700],[18197],[18319],[18620],[19117],[19239],[19531],[20586],[20841],[20921],[21197],[21792],[22015],[22240],[23611],[24059],[24462],[24818],[26124],[26424],[26827],[26978],[27183],[27739],[28498],[28995],[29117],[29738],[30261],[30771],[30931],[31099],[31290],[32023],[33377],[34467],[34802],[35673],[36121],[37935],[38015],[38291],[38886],[39109],[39334],[41153],[41556],[42601],[43345],[43536],[44358],[44587],[44595],[45062],[47602],[47682],[48261],[48784],[49454],[50546],[53033],[53543],[53871],[54062],[54795],[57574],[58445],[59889],[60711],[60719],[62296],[65609],[66119],[67294],[67458],[67649],[68471],[69175],[71795],[72197],[72941],[74183],[74191],[74658],[78380],[80142],[81841],[83032],[84549],[88198],[88942],[90576],[91398],[91406],[93892],[96296],[98325],[99902],[105064],[106781],[109704],[111082],[112343],[113563],[116527],[118270],[120088],[121279],[127189],[131349],[138206],[140692],[145456],[148476],[150295],[155740],[156460],[159099],[165026],[173656],[186253],[187258],[190792],[192672],[218788],[224233],[235850],[243146],[273412],[293141],[336813] ] cell #267 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1067],[1571],[2039],[2566],[2778],[2898],[3192],[3592],[3656],[4083],[4551],[4876],[5047],[5375],[5495],[5789],[5995],[6115],[6409],[6769],[6889],[7183],[7583],[7647],[7994],[8071],[8850],[9349],[9469],[9770],[10269],[10389],[10683],[10936],[11107],[11435],[11555],[11849],[12055],[12175],[12469],[12759],[13638],[13916],[14341],[14492],[14695],[14866],[15231],[16010],[16509],[16629],[16843],[16920],[17699],[18198],[18318],[18619],[19118],[19238],[19532],[20840],[20922],[21198],[21791],[22014],[22142],[22219],[24038],[24463],[24817],[25246],[26125],[26403],[26828],[26979],[27182],[27718],[28497],[28996],[29116],[30262],[30544],[30750],[30930],[31101],[31289],[32002],[32499],[33378],[34803],[35672],[36100],[37934],[38016],[38292],[38885],[39108],[39313],[41132],[41557],[42561],[43347],[43535],[43842],[44337],[44584],[44594],[44761],[47601],[47683],[48785],[49067],[49453],[50525],[53034],[53522],[53873],[54061],[54774],[57575],[58444],[59825],[60708],[60718],[60885],[62295],[65610],[66098],[67460],[67648],[67955],[68450],[68874],[71796],[72157],[72943],[74180],[74190],[74357],[78381],[80121],[81838],[83031],[83640],[88158],[88944],[90512],[91395],[91405],[91572],[96297],[98324],[99901],[105066],[106480],[109703],[111018],[112303],[113564],[115618],[118269],[120085],[121278],[121887],[127191],[130440],[138205],[145453],[148478],[150231],[154831],[156459],[159059],[162374],[165025],[172747],[186255],[187257],[190791],[192669],[218724],[223324],[230867],[235849],[243145],[273409],[293140],[336812] ] cell #268 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [49741],[61196],[68684],[79337],[83450],[98802],[106290],[109769],[118747],[130250],[154641],[166898],[196198],[239095],[316067], [1348,422460],[1384,611361],[2170,477508],[2324,684705],[2496,347884],[3405,538034],[3836,396997],[3963,784799],[4042,268695],[4399,282823],[5167,443984],[5669,626159],[5748,308935],[6480,326024],[6639,897216],[6797,214441],[7398,347782],[8511,522745],[8524,367390],[9141,378845],[9219,727787],[9377,249052],[10061,554394],[10498,396895],[10743,1016487],[10812,170887],[10968,268593],[11808,276938],[12849,436798],[13440,615554],[13520,443882],[14369,115428],[14502,837757],[14571,113758],[14727,308833],[15671,643874],[15684,121697],[16301,478140],[16810,217373],[17990,332762],[18226,223134],[19777,520789],[19781,521698],[20552,717492],[20621,145948],[21152,148982],[21823,86769],[22109,148880],[22971,156525],[23562,746724],[23642,91883],[24491,162184],[25182,171749],[26856,172557],[27214,175876],[28788,423092],[29247,614372],[29424,614375],[29998,187323],[30216,187955],[30511,187853],[31218,63215],[32435,114620],[33658,120072],[33662,67577],[34433,857748],[34502,202083],[35033,205117],[35704,125016],[38246,217475],[38917,133569],[41585,230677],[42285,716306],[43187,145440],[43191,43464],[43714,238463],[43778,82642],[44571,85933],[45322,243211],[47770,91382],[47947,90419],[48739,254217],[49034,254115],[53990,100821],[57805,285857],[58476,182145],[59732,109667],[60360,60695],[60537,110925],[63211,192656],[63738,303555],[66398,67891],[67827,315435],[73310,332130],[74167,132733],[74918,336878],[81780,81825],[86110,150138],[89311,378213],[94425,391617],[100817,273396],[101344,410580],[132910,218631],[136111,498739],[141225,512143] ] cell #269 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [40040],[51087],[52745],[56264],[61694],[65321],[70485],[72617],[84116],[88618],[97233],[109855],[117178],[146958],[203093], [4073,268781],[4327,174307],[4513,422546],[5779,309021],[6594,477594],[6844,331344],[6941,215451],[7254,135418],[7573,347970],[9201,538120],[9424,377427],[9521,250062],[10673,397083],[10824,272048],[11036,402920],[11161,173223],[11664,102927],[12130,421674],[12227,283833],[12654,611447],[13732,444070],[13902,627151],[14583,191308],[14795,454938],[14920,116094],[16584,476722],[16681,327034],[16825,335294],[16862,217561],[17295,134067],[18050,684791],[18719,504483],[18844,231343],[20422,523737],[20633,237677],[20950,529347],[21018,728796],[22124,241627],[22161,149068],[22594,87267],[23854,387935],[24917,565348],[25042,162850],[25184,273178],[25311,172075],[26389,785791],[27660,285943],[28093,182643],[29527,615393],[30082,616563],[30526,295895],[30563,188041],[30962,623492],[31029,838795],[32437,192438],[32564,114946],[34303,460193],[34514,314649],[34831,122363],[36042,205203],[36475,125514],[36705,218392],[37302,332216],[38112,898225],[42464,716578],[42611,717379],[43275,718530],[43780,145222],[43907,82968],[44109,238549],[46372,149899],[46969,378299],[48050,156611],[48605,546261],[49049,383957],[49086,254303],[49485,92381],[53801,1017525],[59493,826013],[59647,826152],[59734,185739],[60640,187409],[61299,110686],[64133,303641],[66577,120152],[66724,68020],[67388,641777],[67893,119854],[68222,315521],[76565,498825],[81607,942379],[81905,144092],[82821,145520],[86213,243297],[90180,91986],[90334,90421],[94820,391703],[101739,410666],[110840,110927],[114799,192736],[133013,336964],[141620,512229],[150053,150140],[171928,273476],[218546,218633] ] cell #270 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [27649],[36031],[37291],[39916],[44098],[46958],[50963],[52621],[61570],[65197],[72011],[81942],[88012],[112157],[158913], [2285,214603],[2433,134812],[3366,249214],[4050,268604],[4110,169286],[4304,102803],[4502,282985],[5756,308844],[5816,198586],[6583,326186],[6685,217384],[6833,331318],[6918,133943],[7243,76554],[7550,347793],[7591,348563],[7610,227406],[8655,367552],[9265,148891],[9413,377401],[9498,87143],[10650,396906],[10691,397676],[10710,264848],[10813,272022],[10841,171049],[11150,101728],[12119,421648],[12204,182519],[13070,438723],[13486,187864],[13709,443893],[14500,451937],[14572,191282],[14600,113920],[14909,64122],[15815,318129],[16573,476696],[16658,125390],[16749,218366],[16851,133002],[18524,229169],[18833,141609],[19540,518202],[19841,521709],[19897,522839],[20622,237651],[20650,146110],[20939,529321],[21373,532773],[22048,149873],[22150,86202],[23192,382072],[23608,254126],[23831,92257],[24722,160676],[25031,94809],[25187,171760],[25656,269374],[26987,585790],[29340,614589],[29516,615367],[29559,616492],[30450,110660],[30552,60629],[30706,188634],[31334,626253],[32440,114631],[32909,309614],[33722,120189],[33778,459295],[34503,314623],[34531,202245],[34820,68211],[38467,679444],[42296,716360],[42359,716507],[42507,144066],[43251,145557],[43783,82653],[44883,728725],[46030,244522],[47863,90424],[48039,49075],[48082,546190],[48973,90154],[49229,254896],[54106,784893],[55681,416639],[59467,825963],[59737,109678],[60453,110930],[63275,192773],[66409,67896],[66472,66620],[70143,321494],[74479,898154],[75626,338189],[82716,82864],[86026,150143],[100881,273513],[107749,428519],[114694,114842],[132826,218636],[171823,171971] ] cell #271 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4650],[6959],[7804],[9539],[11101],[11204],[12245],[12529],[14860],[14963],[16699],[16870],[17147],[17362],[18784],[18887],[22169],[22446],[22661],[24982],[25085],[25292],[25325],[25687],[27668],[27945],[28160],[30571],[31027],[32545],[32578],[32940],[36050],[36327],[36542],[36706],[36812],[37310],[40021],[40054],[40416],[43888],[43921],[44117],[44469],[46373],[46479],[46977],[49094],[51068],[51101],[51463],[52011],[52726],[52759],[56265],[56371],[59876],[61300],[61406],[61675],[61708],[62159],[64141],[64587],[65302],[65335],[68001],[68034],[68230],[70486],[70592],[72618],[72724],[76573],[77358],[81906],[82051],[82563],[83777],[84117],[84223],[87248],[87281],[88619],[88725],[91987],[92093],[92362],[92395],[94828],[95274],[97234],[97958],[101747],[102908],[102941],[109502],[109806],[109856],[110557],[112424],[114541],[116095],[116201],[117179],[117903],[120153],[120810],[122024],[122364],[122470],[125495],[125528],[128572],[134048],[134081],[135419],[135525],[141628],[144282],[144611],[145521],[146959],[149069],[149770],[152963],[156562],[156612],[157313],[161297],[162851],[162957],[171670],[173224],[173330],[182624],[182657],[185695],[187360],[187410],[188042],[189017],[190284],[191827],[192737],[200746],[203094],[205204],[205905],[217562],[218263],[229790],[231344],[231450],[238550],[240436],[243248],[243298],[254304],[255279],[258089],[271024],[272567],[273477],[285944],[286645],[298555],[303642],[311264],[315522],[332217],[334103],[336915],[336965],[351756],[360525],[378300],[380186],[391704],[405580],[410667],[457598],[481051],[498826],[512230],[538960],[620159],[751329] ] cell #272 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1107],[2060],[2606],[2919],[3663],[4572],[4682],[5054],[6224],[6910],[7396],[7654],[7827],[8001],[8378],[9490],[11114],[11227],[11729],[12284],[12540],[12809],[14873],[14986],[16850],[17227],[17360],[17373],[18068],[18910],[19347],[19609],[22149],[22526],[22659],[22672],[25108],[25296],[25336],[25927],[26007],[26989],[28158],[28171],[30551],[32549],[32589],[33180],[33260],[36540],[36553],[36703],[36871],[36875],[37646],[40065],[40656],[40736],[43892],[43932],[46370],[46538],[46542],[47313],[49074],[49550],[51112],[51703],[51783],[52019],[52196],[52770],[56430],[56434],[57205],[61297],[61465],[61469],[61719],[64595],[64772],[65346],[68005],[68045],[68582],[70651],[70655],[71426],[71881],[72783],[72787],[77366],[77543],[81903],[83785],[83962],[84282],[84286],[87292],[87882],[88784],[88788],[90563],[91984],[92152],[92156],[92406],[92846],[95282],[95459],[97966],[98143],[102952],[104004],[109814],[111069],[112027],[112432],[112609],[116260],[116264],[117911],[118088],[120150],[120298],[122032],[122209],[122529],[122533],[125539],[126129],[128580],[129442],[134092],[135584],[135588],[144238],[144290],[145518],[145666],[147286],[150282],[151645],[151822],[152971],[153833],[156258],[156570],[157825],[158783],[159188],[159365],[163016],[163020],[166796],[173389],[173393],[175040],[175217],[182668],[185975],[187056],[187368],[189025],[191506],[192734],[192882],[196096],[200425],[206417],[207780],[207957],[218775],[220138],[220315],[231509],[231513],[235334],[237164],[237875],[238993],[242944],[243256],[246172],[255287],[257768],[272246],[273474],[273622],[287157],[288520],[288697],[296891],[302256],[314847],[315965],[336611],[336923],[339839],[351435],[371549],[384953],[403916],[409281],[418289],[455934],[470844],[492075],[589787],[604697] ] cell #273 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [24117],[30829],[35102],[41211],[44171],[53601],[57874],[59800],[66177],[73767],[89768],[97406],[117351],[147131],[203266], [1147,170897],[1180,168598],[1799,113768],[1832,197898],[2184,217362],[2232,214451],[2513,226718],[2934,145958],[3218,250235],[3265,148869],[3313,249062],[3853,264160],[3902,171738],[3978,268582],[4344,174480],[4449,282833],[4482,178938],[4887,111469],[5103,187842],[5215,300046],[5531,64195],[5608,114609],[5684,308822],[6151,202093],[6435,327207],[6530,326034],[6563,210888],[7209,215624],[7304,136568],[7478,347771],[8150,43254],[8185,363560],[8450,82631],[8621,367400],[8861,85373],[9077,46153],[9189,246768],[9781,158225],[9997,254104],[10109,388108],[10425,50060],[10578,396884],[11591,101801],[11744,103783],[12495,284006],[12623,291628],[12828,109656],[12891,436808],[12918,60370],[12929,438813],[13668,443871],[13995,63278],[14030,301030],[15310,33725],[15345,462855],[15422,121809],[15610,66387],[15781,33981],[16021,68796],[16237,35347],[17710,132173],[17926,75749],[18038,340435],[19274,79656],[19682,81790],[19693,521011],[19844,521687],[19866,523758],[20851,83562],[21221,85943],[21232,367828],[22950,47832],[23013,47882],[23040,47780],[23051,549223],[23285,23790],[24229,162296],[26482,100884],[26517,408055],[28508,106402],[28724,58119],[29257,614367],[29309,614592],[29977,60422],[30040,60472],[31303,444314],[32288,115540],[33563,33574],[33747,644887],[37945,130362],[38315,132743],[38326,488354],[41323,230789],[42274,716311],[43092,43103],[45301,85995],[45364,86045],[47612,154753],[54075,578167],[55060,172669],[63116,63127],[74897,132795],[74960,132845],[77208,223246],[100722,100733] ] cell #274 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1165],[1817],[2193],[2498],[3274],[3838],[3917],[3987],[4410],[5112],[5200],[5623],[5693],[6491],[6738],[6808],[7417],[7487],[8033],[8465],[8535],[9086],[9318],[9388],[10006],[10517],[10587],[10987],[11753],[12024],[12094],[12737],[13020],[13046],[13539],[13677],[14310],[14380],[14746],[15625],[15695],[16246],[16478],[16548],[16970],[17935],[18167],[18237],[18670],[19919],[20025],[20069],[20891],[21323],[21349],[21842],[21980],[22269],[23142],[23168],[23661],[23799],[24432],[24502],[24868],[26797],[26867],[27233],[27768],[28733],[29035],[29533],[29591],[31356],[31462],[31506],[32052],[32328],[33800],[33906],[33950],[34083],[34772],[35204],[35230],[35723],[36150],[38417],[38443],[38936],[39074],[39363],[41526],[41596],[41962],[42391],[42675],[44273],[44299],[44387],[44857],[44915],[48056],[48114],[49879],[49985],[50162],[50575],[54128],[54234],[54278],[54824],[55100],[57976],[58002],[58495],[58922],[59571],[60646],[60981],[61825],[61931],[62415],[62699],[64297],[66504],[66788],[68500],[73869],[73895],[73983],[74453],[74511],[79475],[79581],[79758],[80171],[82042],[82748],[83151],[85144],[86219],[89870],[89896],[89984],[90258],[91668],[98587],[99431],[99537],[100021],[100305],[101903],[106106],[110764],[111240],[114726],[118532],[119376],[119482],[121398],[128231],[128842],[129951],[131944],[133019],[136670],[138468],[149977],[153233],[154342],[157996],[165288],[168369],[171855],[178527],[189287],[191054],[197669],[210477],[218470],[226489],[241133],[255549],[263931],[293986],[299817],[360842],[435841] ] cell #275 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [6329],[8598],[10228],[12389],[13597],[17447],[19077],[19805],[22746],[26084],[33337],[36899],[46566],[61493],[92180], [1491,13194],[1762,14443],[2439,39840],[2737,20106],[3112,21497],[3204,21900],[3512,9700],[3783,10324],[4274,26930],[4330,56109],[4736,29365],[4817,29836],[5301,31242],[5334,31543],[5954,15071],[6050,6210],[6421,16051],[7103,38591],[7195,38994],[7266,76162],[7774,19173],[7946,42402],[8354,43488],[8710,44689],[8791,45160],[9630,22862],[9711,22809],[9811,10095],[10195,23937],[11173,99099],[11361,54014],[11394,54315],[12481,28538],[13124,29889],[13253,60813],[13401,30350],[13791,62426],[14932,119044],[15106,33516],[15130,15194],[15514,67601],[17203,73084],[17559,74285],[17640,74756],[18856,138980],[19044,41031],[20141,43045],[20165,20229],[20311,83162],[21427,45213],[21704,45674],[22502,89085],[23375,91500],[23523,48873],[25054,165800],[25740,98419],[25888,53122],[26278,100032],[28001,105207],[31578,63069],[31602,31666],[32993,118364],[33141,65698],[34192,121409],[34843,204754],[35585,69787],[36383,127332],[37405,129962],[38521,74809],[38798,75270],[40469,138300],[40617,78469],[44525,148619],[47072,154353],[48074,254541],[51516,165120],[51664,96385],[54350,100675],[54374,54438],[55913,103304],[56964,178538],[58357,107393],[60664,188279],[62212,190886],[64549,116921],[66424,314488],[71185,210488],[81260,143185],[82128,235944],[82668,237516],[84919,241144],[86237,149306],[90147,383739],[102155,174050],[109693,293448],[110069,293997],[110653,295677],[114646,191147],[133037,217799],[143926,359988],[144059,360218],[149866,241409],[171775,271887],[185534,435789],[218359,335076] ] cell #276 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1174],[1826],[2222],[2507],[3212],[3303],[3847],[3928],[3969],[4338],[4439],[4476],[5209],[5521],[5634],[5675],[6429],[6520],[6557],[6661],[7203],[7294],[7428],[7469],[7516],[8181],[8476],[8611],[8752],[9183],[9241],[10103],[10415],[10528],[10569],[10616],[10998],[11581],[11947],[11959],[12489],[12617],[12866],[12924],[13295],[13462],[13550],[13659],[14026],[14456],[14757],[15341],[15636],[15771],[15912],[16401],[16413],[17074],[17086],[17601],[18032],[19264],[19465],[19688],[19814],[19869],[20048],[20518],[20719],[20731],[21169],[21227],[21853],[22373],[22385],[22988],[23046],[23417],[23584],[23672],[26513],[26943],[27244],[28399],[28900],[29298],[29312],[29781],[30015],[30233],[31125],[31306],[31485],[31955],[32156],[32168],[33569],[33750],[33929],[34399],[34600],[34612],[35734],[37612],[37825],[38263],[38321],[38947],[39467],[39479],[42741],[43098],[43371],[44636],[45105],[45339],[47279],[47492],[47835],[48304],[48756],[50008],[50478],[50679],[50691],[53005],[53897],[54078],[54257],[54727],[54928],[54940],[57384],[58506],[60425],[60760],[61954],[62765],[63122],[65581],[66854],[67484],[69218],[71605],[72967],[74232],[74701],[74935],[76875],[78352],[79604],[80074],[80275],[80287],[84592],[85998],[88968],[91447],[93452],[96268],[98366],[99560],[100371],[100728],[105090],[106824],[112818],[113535],[118311],[119505],[127215],[131392],[132798],[138247],[140252],[144425],[148502],[155783],[165067],[169947],[186279],[190833],[199247],[212918],[235891],[247529],[293155],[297737],[385799] ] cell #277 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1177],[1332],[1829],[2154],[2223],[2510],[2518],[3215],[3246],[3304],[3850],[3858],[3929],[3967],[4341],[4417],[4440],[4666],[5212],[5321],[5522],[5588],[5635],[5673],[6432],[6498],[6521],[6659],[6815],[7206],[7237],[7295],[7429],[7467],[7849],[8374],[8477],[8542],[8612],[8677],[8753],[8771],[9239],[9395],[10106],[10416],[10529],[10567],[10999],[11381],[11582],[11648],[11945],[12492],[12558],[12867],[13220],[13296],[13314],[13460],[13551],[13657],[13737],[13782],[14387],[14758],[15534],[15637],[15702],[15772],[15913],[16399],[17072],[17391],[17526],[17602],[17620],[18244],[19265],[19738],[19812],[20049],[20257],[20302],[20519],[20717],[21024],[21854],[22371],[22690],[22989],[23342],[23418],[23436],[23582],[23673],[24509],[25801],[26224],[26269],[26874],[27245],[28189],[28400],[29293],[29375],[29779],[30016],[30088],[31486],[31956],[32154],[33054],[33619],[33930],[34138],[34183],[34400],[34598],[35735],[36571],[37396],[37613],[38118],[38948],[39465],[40530],[41603],[42736],[43148],[45103],[45340],[47063],[47280],[47898],[48302],[48611],[50009],[50479],[50677],[51577],[52860],[54258],[54728],[54926],[56955],[58507],[60488],[61955],[62273],[62760],[63172],[65436],[66849],[69216],[71176],[74699],[74936],[76876],[78207],[79605],[80075],[80273],[84590],[84910],[86061],[93447],[96123],[99561],[100366],[100778],[106822],[110060],[112813],[113390],[119506],[131390],[132861],[140247],[144420],[144507],[155781],[169942],[185575],[199242],[212913],[247524],[297732],[385794] ] cell #278 : |C| = 135 W-rep = phi[15,7]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [4902],[5563],[6183],[7336],[8077],[8876],[9117],[9796],[10037],[10457],[11623],[11784],[12765],[12904],[13865],[13922],[15180],[15237],[16277],[17725],[17966],[18104],[19306],[19668],[20215],[20385],[21068],[21207],[22887],[23026],[23987],[25963],[26352],[26409],[28764],[29914],[30132],[30400],[31105],[31652],[33216],[33549],[34266],[37479],[38162],[38301],[40692],[41081],[43078],[43351],[45238],[45724],[47146],[48655],[48923],[51739],[52904],[53172],[53877],[54424],[57038],[63102],[65480],[65748],[67464],[68618],[69837],[71259],[72947],[74834],[75320],[78251],[78519],[84993],[88948],[90618],[96167],[96435],[100708],[103354],[105070],[107443],[111124],[113434],[116971],[119897],[127195],[143235],[144551],[145265],[148482],[150337],[156223],[174100],[185782],[186259],[187021],[192481],[218830],[235146],[235299],[242909],[273221],[293107],[336576], [1314,28523],[2136,16036],[2264,37960],[2472,41138],[2966,20866],[3345,47627],[3812,24044],[4018,53528],[5143,30756],[5724,66104],[6675,72163],[8020,42567],[9255,88164],[13476,112309],[23598,159065] ] cell #279 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1179],[1831],[2224],[2512],[3217],[3305],[3852],[3930],[3968],[4343],[4441],[4481],[5214],[5523],[5636],[5674],[6434],[6522],[6562],[6660],[7208],[7296],[7430],[7468],[7518],[8184],[8478],[8613],[8754],[9188],[9240],[10108],[10417],[10530],[10568],[10618],[11000],[11583],[11946],[11961],[12494],[12622],[12868],[12926],[13297],[13461],[13552],[13658],[14029],[14458],[14759],[15344],[15638],[15773],[15914],[16400],[16415],[17073],[17088],[17603],[18037],[19266],[19467],[19690],[19813],[19868],[20050],[20520],[20718],[20733],[21171],[21229],[21855],[22372],[22387],[22990],[23048],[23419],[23583],[23674],[26516],[26945],[27246],[28401],[28902],[29294],[29311],[29780],[30017],[30235],[31127],[31305],[31487],[31957],[32155],[32170],[33571],[33749],[33931],[34401],[34599],[34614],[35736],[37614],[37827],[38265],[38323],[38949],[39466],[39481],[42737],[43100],[43373],[44635],[45104],[45341],[47281],[47494],[47834],[48303],[48758],[50010],[50480],[50678],[50693],[53007],[53899],[54077],[54259],[54729],[54927],[54942],[57386],[58508],[60424],[60759],[61956],[62761],[63124],[65583],[66850],[67486],[69217],[71607],[72969],[74231],[74700],[74937],[76877],[78354],[79606],[80076],[80274],[80289],[84591],[85997],[88970],[91446],[93448],[96270],[98365],[99562],[100367],[100730],[105092],[106823],[112814],[113537],[118310],[119507],[127217],[131391],[132797],[138246],[140248],[144421],[148504],[155782],[165066],[169943],[186281],[190832],[199243],[212914],[235890],[247525],[293154],[297733],[385795] ] cell #280 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1278],[2302],[2418],[3383],[4003],[4095],[4519],[5709],[5801],[6600],[6695],[6728],[7503],[7595],[9275],[9308],[10116],[10603],[10695],[10796],[10877],[11981],[12014],[12110],[13496],[13693],[14555],[14636],[15212],[15800],[16435],[16468],[16564],[16795],[17108],[18479],[18560],[18660],[20247],[20605],[20753],[20881],[21996],[22094],[22407],[22833],[23004],[23618],[24677],[24758],[24858],[25611],[27593],[27617],[29051],[29496],[29860],[30031],[30496],[30661],[30871],[31684],[32190],[32318],[32864],[33477],[33540],[34486],[34634],[35975],[35999],[37235],[37259],[39090],[39501],[41952],[42426],[42577],[42939],[43006],[43069],[44042],[44066],[44820],[45184],[45355],[45985],[46902],[46926],[47796],[49019],[49184],[50713],[54456],[54962],[55090],[55636],[58771],[59548],[59612],[60247],[60386],[60944],[62450],[62963],[63030],[63093],[64066],[64090],[67052],[68155],[68179],[70098],[73662],[74416],[74780],[74951],[75581],[76498],[76522],[80309],[82235],[83186],[85185],[85820],[85959],[89663],[90934],[91631],[93650],[94753],[94777],[98550],[100056],[100569],[100636],[100699],[101672],[101696],[105785],[107704],[111281],[113016],[114213],[118495],[120482],[121433],[124067],[127910],[129986],[131985],[132620],[132759],[138431],[140450],[141553],[141577],[147981],[154377],[158037],[160969],[165251],[168410],[170145],[171342],[178562],[181196],[189956],[191017],[197710],[199445],[210512],[216474],[226530],[229462],[235743],[241168],[251085],[263972],[270696],[294021],[299858],[310936],[329410],[360883],[375493],[435837],[441187],[551597] ] cell #281 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [35160],[44229],[49870],[57932],[61816],[73825],[79466],[82033],[89826],[99422],[119367],[128833],[153224],[189278],[255540], [3409,157897],[3430,156489],[4910,111141],[4931,187287],[5871,200261],[7963,144126],[8125,145648],[8209,237000],[8884,85045],[8905,243175],[9825,92503],[12728,109733],[12976,60952],[13808,62424],[13970,192864],[14054,302092],[15285,120280],[15369,68342],[16065,69532],[17733,131845],[17754,336842],[19910,83061],[20328,83160],[21031,44692],[21279,44828],[21570,152115],[21914,45419],[23098,91639],[24092,93536],[24176,50288],[26295,100030],[26457,273604],[26541,409117],[28552,107138],[30095,60816],[30804,112902],[31268,62849],[31347,62325],[31765,32235],[33791,121308],[34209,121407],[35451,124315],[37422,129960],[38125,74288],[38373,74424],[38664,220608],[39008,75015],[41186,140336],[41270,79884],[42825,43514],[47089,154351],[48618,91503],[49327,91182],[52867,98422],[53576,170031],[54040,100455],[54119,99931],[54537,55007],[55779,280071],[56123,103049],[56981,178536],[58223,181444],[65443,118367],[66152,199331],[66938,67627],[71202,210486],[72421,73110],[76188,135222],[76685,77155],[78214,138303],[78923,137982],[81126,233295],[84936,241142],[88422,89111],[96130,165123],[96839,164802],[99125,173027],[99832,276185],[104544,105233],[110086,293995],[113397,190889],[115898,119070],[119777,195445],[126669,127358],[128942,336514],[139006,231147],[143924,359983],[144514,235947],[148229,148645],[153333,242847],[162654,165826],[166659,408197],[185523,435794],[185651,293578],[186959,189387],[195959,301172],[204364,204780],[212357,489285],[235162,360356],[236080,238856],[246968,368759],[253221,255649],[294101,297176],[313052,315828],[382163,385238] ] cell #282 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [7400],[7421],[10500],[10521],[10970],[10991],[11931],[13522],[13543],[14729],[14750],[16385],[16812],[16974],[17058],[18674],[19783],[20029],[20703],[21846],[22111],[22273],[22357],[23665],[24872],[25215],[25463],[27237],[27772],[27856],[29290],[29750],[30513],[31466],[32056],[32140],[32332],[32468],[32716],[33910],[34584],[35727],[36154],[36238],[37004],[38940],[39367],[39451],[40192],[41966],[42733],[43811],[44391],[44861],[45074],[45837],[46212],[46671],[48273],[49036],[49989],[50579],[50663],[51239],[54238],[54828],[54912],[55104],[55488],[56563],[58499],[58926],[59010],[60176],[60985],[61935],[62064],[62453],[62652],[62757],[63835],[66846],[67924],[68504],[69187],[69950],[70784],[73987],[74457],[74670],[75433],[75808],[76267],[79585],[80175],[80259],[83189],[83388],[84561],[84688],[85074],[85183],[85749],[89988],[90863],[91672],[92751],[93444],[94522],[98591],[99541],[100059],[100258],[100363],[101441],[106110],[106793],[107556],[110022],[111170],[111279],[112810],[113584],[118536],[119486],[121110],[121436],[121635],[122935],[123996],[128235],[129989],[131361],[131874],[131983],[132549],[138472],[140244],[141322],[144155],[144417],[145774],[147910],[154380],[155752],[156778],[157926],[158035],[161597],[165292],[168408],[169939],[170713],[178565],[181125],[185798],[187576],[191058],[195126],[197708],[199239],[200290],[201909],[210515],[212910],[216403],[226528],[230090],[237029],[241171],[243464],[247521],[251014],[252060],[263970],[275866],[294024],[295166],[297729],[299856],[302121],[337131],[344681],[360881],[369824],[385791],[409146],[435832],[490350] ] cell #283 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1275],[2299],[2423],[3380],[3950],[4100],[4308],[4516],[5656],[5806],[6597],[6652],[6771],[6922],[7450],[7600],[8498],[9232],[9351],[9502],[10113],[10550],[10700],[10901],[10944],[11020],[11938],[12057],[12208],[13453],[13572],[14660],[14703],[14779],[15205],[15658],[15805],[16392],[16511],[16662],[17065],[18584],[18627],[18703],[20240],[20710],[20924],[21875],[22364],[22861],[23015],[23575],[23694],[23835],[24782],[24825],[24901],[25470],[27266],[27863],[27906],[29757],[29888],[30042],[30895],[30938],[31677],[32147],[32361],[32723],[33507],[33735],[34591],[35756],[36245],[36288],[38969],[39458],[40199],[41995],[42635],[43036],[43264],[45081],[45212],[45366],[45844],[46219],[46262],[47752],[47826],[48280],[50670],[51246],[54449],[54919],[55133],[55495],[58528],[59017],[59060],[59642],[60342],[60416],[62071],[62659],[63060],[63288],[66432],[69194],[69957],[74677],[74808],[74962],[75440],[75815],[75858],[80266],[80842],[81762],[82676],[83395],[84568],[85215],[85915],[85989],[92758],[99677],[100265],[100666],[100894],[106800],[107563],[111311],[113740],[114654],[119622],[121642],[130195],[131368],[132015],[132715],[132789],[139558],[145930],[154586],[155759],[158067],[166378],[168440],[170869],[171783],[178771],[197740],[202065],[210721],[214423],[226560],[241377],[249034],[264002],[282805],[299888],[326006],[360913],[367372],[436780],[520703] ] cell #284 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [3996],[4046],[5702],[5752],[6681],[6726],[7496],[7546],[9095],[9261],[9306],[10596],[10646],[10794],[11762],[11967],[12012],[12103],[13482],[13686],[13705],[14298],[14553],[16255],[16421],[16466],[16557],[17094],[17944],[18155],[18477],[18658],[19837],[20074],[20603],[20739],[20879],[21134],[21989],[22393],[23604],[23808],[24420],[24675],[24856],[25609],[26785],[27615],[28742],[29044],[29300],[29494],[29590],[29804],[30198],[30659],[31511],[32176],[32316],[32862],[33955],[34484],[34620],[34760],[35015],[35997],[37257],[38228],[39083],[39487],[41514],[41950],[42390],[42674],[42743],[42937],[43696],[44064],[44818],[44914],[45128],[45983],[46924],[48017],[48113],[48327],[48721],[49182],[50699],[54283],[54948],[55088],[55634],[57787],[58769],[59570],[60607],[60942],[62414],[62698],[62767],[62961],[63720],[64088],[66503],[66787],[66856],[67050],[67809],[68177],[69241],[70096],[73292],[73660],[74414],[74510],[74724],[75579],[76520],[80295],[82747],[83150],[84615],[85143],[86180],[89293],[89661],[90257],[91629],[93454],[93648],[94407],[94775],[98548],[100020],[100304],[100373],[100567],[101326],[101694],[105783],[106847],[107702],[110763],[111239],[112820],[113014],[114725],[118493],[121397],[127908],[129950],[131415],[131943],[132980],[136093],[138429],[140254],[140448],[141207],[141575],[144427],[149976],[154341],[155806],[157995],[165249],[168368],[169949],[170143],[171854],[178526],[191015],[197668],[199249],[199443],[210476],[212920],[218469],[226488],[241132],[247531],[263930],[293985],[297739],[299816],[360841],[385801],[435840] ] cell #285 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4312],[6926],[7248],[9506],[11087],[11155],[12212],[14846],[14914],[16666],[16856],[17142],[18770],[18838],[22155],[22441],[23839],[24968],[25036],[25287],[25695],[27654],[27940],[28076],[30557],[31013],[32540],[32948],[33739],[34825],[36036],[36322],[36458],[36820],[37296],[40016],[40424],[40556],[43268],[43883],[44103],[44464],[46337],[46487],[46963],[47785],[48044],[49080],[51063],[51471],[51603],[52721],[56379],[56406],[59230],[59871],[60375],[60634],[61414],[61670],[62167],[63292],[64127],[64488],[65297],[66381],[66465],[67996],[68216],[70600],[70627],[72732],[72759],[75933],[76559],[81199],[81795],[82059],[82558],[82625],[82709],[84231],[84258],[85444],[85948],[86207],[87243],[88733],[88760],[90204],[92101],[92357],[94814],[100898],[101733],[102094],[102903],[108233],[109578],[109650],[110565],[110710],[111540],[113773],[114536],[114603],[114687],[116209],[116236],[120805],[122478],[122505],[125490],[131058],[132244],[132748],[133007],[134043],[135533],[135560],[141614],[144687],[145963],[148863],[149778],[149923],[155449],[157321],[158296],[161292],[162965],[162992],[168669],[170902],[171665],[171732],[171816],[173338],[173365],[179634],[182619],[187836],[190279],[191903],[197969],[200822],[202098],[205913],[211584],[214456],[217356],[218271],[218416],[226789],[229785],[231458],[231485],[240444],[249067],[254098],[258165],[264231],[268576],[271019],[272643],[282838],[286653],[298631],[300117],[308816],[311259],[326039],[334111],[347765],[351832],[360661],[367405],[380194],[396878],[405656],[436813],[443865],[457674],[481187],[521681],[539096],[614358],[620295],[751465] ] cell #286 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1280],[2304],[2422],[3385],[4005],[4099],[4300],[4521],[5711],[5805],[6602],[6770],[6914],[7505],[7599],[9350],[9494],[10118],[10605],[10699],[10837],[10883],[12056],[12112],[12200],[13695],[14596],[14642],[15214],[15804],[16510],[16566],[16654],[16801],[18520],[18566],[18702],[20249],[20646],[20923],[21998],[22100],[22867],[23014],[23827],[24718],[24764],[24900],[25652],[27599],[27845],[29053],[29894],[30041],[30502],[30702],[30877],[31686],[32360],[32905],[33504],[33513],[33718],[34527],[35981],[36227],[37241],[39092],[39997],[41994],[42583],[43033],[43042],[43247],[44048],[45218],[45365],[46026],[46201],[46908],[47754],[47823],[49025],[49225],[51044],[52702],[54458],[55132],[55677],[58999],[59639],[60253],[60344],[60413],[61651],[62607],[63057],[63066],[63271],[64072],[65278],[68161],[70139],[74814],[74961],[75622],[75797],[76504],[80640],[81764],[83343],[85212],[85826],[85917],[85986],[87224],[90940],[92338],[94759],[99257],[100213],[100663],[100672],[100877],[101678],[102884],[107745],[111308],[113742],[119202],[121590],[124073],[125471],[130143],[132012],[132626],[132717],[132786],[134024],[139138],[141559],[145932],[147987],[154534],[158064],[165958],[168437],[170871],[178719],[181202],[182600],[197737],[202067],[210669],[214425],[216480],[226557],[241325],[249036],[251091],[263999],[282807],[299885],[326008],[360910],[367374],[436782],[520708] ] cell #287 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1281],[2305],[2419],[3386],[4070],[4096],[4522],[5776],[5802],[6603],[6696],[6842],[7570],[7596],[9276],[9422],[10119],[10670],[10696],[10822],[11038],[11982],[12128],[12193],[13497],[13729],[14581],[14797],[15215],[15801],[16436],[16582],[16647],[16827],[17109],[18505],[18721],[18795],[20250],[20631],[20754],[20948],[22032],[22126],[22408],[22835],[23005],[23619],[24703],[24919],[24993],[25637],[27625],[27646],[29134],[29525],[29862],[30032],[30528],[30687],[30964],[31687],[32191],[32385],[32890],[33476],[33542],[34512],[34635],[36007],[36028],[37267],[37288],[39126],[39502],[42087],[42428],[42613],[42968],[43005],[43071],[44074],[44095],[44849],[45186],[45356],[46011],[46934],[46955],[47795],[49051],[49210],[50714],[54459],[54963],[55157],[55662],[58800],[59546],[59611],[60283],[60385],[60973],[62452],[62992],[63029],[63095],[64098],[64119],[67081],[68187],[68208],[70124],[73691],[74445],[74782],[74952],[75607],[76530],[76551],[80310],[82233],[83188],[85184],[85856],[85958],[89692],[90970],[91660],[93679],[94785],[94806],[98579],[100058],[100598],[100635],[100701],[101704],[101725],[105814],[107730],[111280],[113045],[114211],[118524],[120480],[121435],[124103],[127939],[129988],[131984],[132656],[132758],[138460],[140479],[141585],[141606],[148017],[154379],[158036],[160967],[165280],[168409],[170174],[171340],[178564],[181232],[189954],[191046],[197709],[199474],[210514],[216510],[226529],[229460],[235741],[241170],[251121],[263971],[270694],[294023],[299857],[310934],[329408],[360882],[375491],[435836],[441185],[551595] ] cell #288 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2617],[4122],[4638],[5828],[6784],[6947],[7622],[7798],[9364],[9527],[10722],[10848],[10888],[11198],[12070],[12233],[14607],[14647],[14957],[16524],[16687],[16806],[16864],[16907],[18531],[18571],[18881],[20657],[20937],[22105],[22163],[22206],[24729],[24769],[25079],[25190],[25233],[25663],[27604],[27662],[27705],[30507],[30565],[30713],[30882],[32443],[32486],[32916],[34538],[35986],[36044],[36087],[36695],[37246],[37304],[39919],[39962],[42588],[43786],[43829],[44053],[44111],[44324],[46037],[46362],[46913],[46971],[49030],[49088],[49236],[50966],[51009],[52624],[52667],[55688],[56254],[59740],[59812],[60258],[61289],[61573],[61616],[64077],[64135],[65200],[65243],[67899],[67942],[68166],[68224],[70150],[70475],[72014],[72607],[75633],[76509],[76567],[81622],[81895],[81945],[82499],[84106],[85831],[87146],[87189],[88015],[88608],[90427],[90945],[91976],[92260],[92303],[94764],[94822],[97223],[101683],[101741],[102806],[102849],[107756],[109845],[110128],[110933],[112160],[113923],[114477],[117168],[120142],[120192],[120746],[124078],[125393],[125436],[132631],[133946],[133989],[141564],[141622],[144027],[145510],[145560],[146113],[146948],[147992],[149341],[150146],[156884],[158916],[160679],[161233],[171052],[171606],[181207],[182522],[182565],[188637],[190220],[192726],[192776],[202248],[203083],[205476],[216485],[217834],[218639],[229172],[229726],[240007],[244525],[251096],[254899],[269377],[270960],[273466],[273516],[286216],[293669],[309617],[311200],[321497],[333674],[338192],[379757],[400694],[416642],[428522],[452712],[526249],[647378] ] cell #289 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [23958],[30371],[34883],[41052],[43564],[53143],[57655],[59702],[65719],[73160],[89161],[97308],[117253],[147033],[203168], [5494,63588],[5912,66561],[6114,67677],[8250,82805],[8747,85275],[9018,45695],[9648,90346],[9667,90389],[9938,48894],[10388,94275],[11554,101194],[13142,110852],[13161,110895],[13290,111371],[13818,62438],[13836,31623],[14095,114783],[15061,67400],[15151,34237],[15907,123522],[16178,69808],[17596,132075],[17867,75291],[18317,135961],[19237,141075],[20096,43287],[20186,20356],[20338,83174],[20513,146557],[21002,45172],[21073,44679],[21445,150065],[21464,150108],[22821,48589],[23412,158127],[25777,168500],[26305,100044],[26323,54395],[26582,171912],[27079,174382],[27350,103325],[28394,180651],[28665,107414],[29355,59659],[29848,30066],[30137,60803],[31041,31533],[31950,193773],[33030,197800],[34219,121421],[34394,202692],[37432,129974],[37607,215050],[37736,215526],[38096,74768],[38167,74275],[38539,218558],[38558,218601],[40506,226620],[42414,42448],[47099,154365],[47274,249661],[47403,250137],[48660,91490],[50473,260035],[51553,264062],[52909,98409],[53813,54305],[54722,274513],[56991,178550],[57166,283432],[57295,283908],[62249,299948],[65485,118354],[71212,210500],[71387,326633],[71516,327109],[76870,343328],[78256,138290],[80069,353702],[82620,361830],[84946,241156],[87822,374606],[92936,388010],[96172,165110],[108993,433658],[110096,294009],[110157,436965],[113439,190876],[114598,446215],[120867,461125],[134622,495132],[144056,360073],[144556,235934],[144575,521801],[149370,531015],[156913,547375],[171727,580068],[185577,293168],[185659,435854],[191791,625215],[200710,642930],[217863,677686],[235095,359930],[272531,783855] ] cell #290 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [11972],[12174],[16426],[16628],[17099],[18497],[18516],[18787],[20744],[22013],[22398],[24695],[24714],[24985],[25629],[25648],[27548],[27638],[29115],[29809],[30679],[30698],[31279],[32181],[32377],[32882],[32901],[34625],[35930],[36020],[37190],[37280],[39107],[39492],[39915],[41808],[42079],[42960],[43525],[43997],[44087],[44693],[44841],[45133],[46003],[46022],[46857],[46947],[48332],[49202],[49221],[50704],[50962],[52127],[52620],[53470],[54051],[54953],[55149],[55654],[55673],[59767],[59967],[60817],[60965],[61569],[62321],[62422],[62984],[64111],[64703],[65196],[66046],[67073],[67638],[68200],[69246],[70116],[70135],[72010],[73121],[74289],[74437],[74729],[75599],[75618],[76543],[78817],[80300],[81740],[81941],[83057],[83158],[83893],[84620],[85043],[85540],[87142],[88011],[89122],[90654],[91504],[91652],[92256],[93671],[94798],[96733],[98423],[99927],[100028],[100590],[101717],[102802],[105244],[106852],[107722],[107741],[109729],[111139],[112156],[113037],[113919],[118368],[120188],[121304],[121405],[122140],[123787],[125389],[127369],[129958],[131420],[131843],[132340],[133942],[138304],[140471],[141598],[144124],[145556],[146109],[147701],[148656],[154349],[155811],[156485],[157895],[158912],[160675],[165124],[170166],[171048],[178534],[180916],[182518],[186037],[187283],[188633],[190890],[192772],[199466],[200259],[202244],[210484],[216194],[229168],[235948],[236998],[241140],[243171],[244521],[250805],[254895],[266777],[269373],[273512],[293993],[302090],[307017],[309613],[321493],[336838],[338188],[359981],[364876],[409115],[416638],[428518],[464171] ] cell #291 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [35023],[43704],[49573],[57795],[61028],[73300],[79169],[81868],[89301],[98634],[118579],[128668],[153059],[189113],[255375], [9119,86601],[9676,90355],[10039,91715],[11786,175708],[13170,110861],[13867,113846],[14359,63728],[15163,120061],[15182,120115],[15674,67817],[16279,124848],[17968,133401],[18106,221552],[18216,136101],[20198,145429],[20217,145483],[20387,146036],[21089,85202],[21142,45312],[21473,150074],[22823,91371],[22961,48729],[23989,160602],[24481,94415],[25965,269853],[26354,170975],[26846,101334],[28766,181977],[29850,60684],[29988,30206],[30153,111298],[30402,188560],[31050,63047],[31131,62440],[31635,192645],[31654,192699],[33218,310093],[33494,67409],[34268,202171],[37481,214529],[38183,132002],[38236,74908],[38567,218567],[40694,349042],[41083,229095],[41575,141215],[42416,81814],[43023,43296],[43377,83176],[44560,45174],[45726,244448],[47148,249140],[48676,158054],[48925,254822],[51741,398155],[52925,168427],[53174,269300],[53822,100653],[53903,100046],[54407,273385],[54426,273439],[57040,282911],[59629,59668],[65501,197727],[65750,309540],[67490,121423],[68620,466773],[69839,321420],[71261,326112],[72973,129976],[74156,74770],[75322,338115],[78272,226547],[78521,348489],[84995,367478],[88974,154367],[90620,548202],[96188,263989],[96437,397602],[103356,416565],[105096,178552],[107445,428445],[111126,437792],[113455,299875],[116973,451863],[119898,643001],[127221,210502],[143237,518128],[144572,360900],[145266,521872],[148508,241158],[150339,531842],[156222,746655],[174102,585716],[185783,435925],[186285,294011],[187020,615485],[192482,625286],[218832,678513],[235143,360001],[235298,520720],[242908,727718],[273222,783926],[293106,435782],[336575,897147] ] cell #292 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1298],[2434],[2631],[4111],[4305],[4541],[4651],[5817],[6622],[6919],[6960],[7244],[7463],[7611],[7805],[9499],[9540],[10563],[10711],[10842],[11033],[11151],[11205],[11925],[12205],[12246],[12530],[13585],[14601],[14792],[14910],[14964],[15816],[16379],[16659],[16700],[16852],[16871],[17052],[17363],[18426],[18525],[18834],[18888],[20651],[20697],[22151],[22170],[22351],[22662],[23832],[24624],[24723],[25032],[25086],[25188],[25273],[25326],[25558],[25657],[27650],[27669],[28161],[29464],[30553],[30572],[30608],[30707],[32441],[32526],[32579],[32811],[32910],[33723],[34532],[34821],[36032],[36051],[36543],[36707],[36788],[37292],[37311],[39917],[40055],[42524],[43252],[43784],[43869],[43922],[44099],[44118],[46031],[46374],[46455],[46959],[46978],[48040],[49076],[49095],[49230],[50964],[51102],[52008],[52622],[52760],[55682],[56266],[59482],[59738],[60630],[61301],[61382],[61571],[61709],[63276],[64123],[64142],[64584],[65198],[65336],[66410],[67365],[67897],[67982],[68035],[68212],[68231],[70144],[70487],[72012],[72619],[75627],[76555],[76574],[81907],[81943],[82654],[83774],[84118],[86203],[87282],[88013],[88620],[91988],[92069],[92396],[93963],[94810],[94829],[97235],[100882],[101729],[101748],[102942],[107750],[109679],[109803],[109857],[112158],[114632],[116096],[116598],[117180],[120154],[122021],[122365],[125529],[133003],[134082],[135420],[140763],[141610],[141629],[145522],[146960],[149070],[156559],[156613],[158914],[162852],[171761],[173225],[173727],[182658],[187357],[187411],[188043],[192738],[203095],[205205],[217563],[224304],[231345],[238551],[243245],[243299],[254305],[273478],[285945],[303643],[315523],[332218],[336912],[336966],[378301],[391705],[410668],[498827],[512231] ] cell #293 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1300],[1307],[2122],[2129],[2250],[2257],[2476],[2952],[2959],[3331],[3338],[3816],[3934],[3994],[4022],[4474],[4784],[4890],[5147],[5556],[5640],[5700],[5728],[6176],[6555],[6649],[6755],[7329],[7494],[7522],[7932],[8159],[8482],[8864],[9093],[9121],[9181],[9229],[9335],[9784],[10041],[10450],[10594],[10622],[10898],[11616],[11760],[11788],[12041],[12615],[12945],[13450],[13684],[13895],[14004],[14327],[14462],[14657],[15319],[15642],[16024],[16253],[16281],[16495],[17713],[17942],[17970],[18030],[18184],[18581],[19299],[19443],[19471],[20012],[20415],[20854],[20908],[21046],[21190],[21248],[21753],[23067],[23572],[23806],[24126],[24449],[24779],[26171],[26382],[26491],[26814],[26949],[27144],[28511],[28740],[28768],[30110],[30254],[30838],[30892],[31061],[31070],[31449],[33424],[33893],[34296],[34789],[35129],[35634],[37509],[37948],[38140],[38284],[38342],[38847],[40900],[41220],[41543],[42632],[43307],[43316],[44198],[44556],[47176],[47615],[48502],[48633],[48777],[49415],[49972],[51947],[52882],[53610],[53833],[53842],[54221],[57068],[57901],[58406],[59679],[59851],[60680],[61918],[65458],[66186],[66745],[67420],[67429],[69416],[71289],[72912],[73794],[74152],[78229],[79568],[81810],[82989],[85023],[87491],[88913],[89795],[90366],[91367],[96145],[97457],[99524],[105035],[107022],[110872],[113412],[114967],[117402],[119469],[120057],[127160],[134291],[144529],[145425],[147182],[148447],[150085],[172096],[176598],[186224],[192641],[203317],[218578],[235133],[273381] ] cell #294 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1308],[2130],[2258],[2475],[2960],[3339],[3815],[3995],[4021],[4392],[4475],[4891],[5146],[5557],[5701],[5727],[6177],[6473],[6556],[6754],[6790],[7330],[7495],[7521],[8158],[8517],[8865],[9094],[9120],[9182],[9334],[9370],[9785],[10040],[10451],[10595],[10621],[10805],[10880],[11617],[11761],[11787],[12040],[12616],[12842],[12919],[13685],[13896],[14003],[14326],[14461],[14564],[14639],[15318],[16025],[16254],[16280],[16494],[16798],[17714],[17943],[17969],[18031],[18183],[18563],[19300],[19444],[19470],[19683],[20416],[20614],[20855],[20907],[21072],[21189],[21222],[21735],[22097],[23041],[23807],[24125],[24448],[24761],[26172],[26383],[26490],[26813],[26948],[27126],[28512],[28741],[28767],[30136],[30253],[30499],[30837],[30874],[31058],[31103],[31206],[33425],[34297],[34495],[34788],[35103],[35616],[37510],[37949],[38166],[38283],[38316],[38829],[40901],[41219],[41542],[42580],[43304],[43349],[43452],[44172],[44558],[47177],[47616],[48659],[48776],[49022],[49397],[49729],[51948],[52908],[53609],[53830],[53875],[53978],[57069],[57875],[58388],[59676],[59801],[60682],[61184],[65484],[66185],[66693],[67417],[67462],[67565],[71290],[72945],[73768],[74154],[78255],[79325],[81812],[82937],[85024],[86757],[88946],[89769],[90363],[91369],[91871],[96171],[97407],[98790],[105068],[110869],[113438],[114915],[117352],[118735],[120059],[125004],[127193],[133557],[144555],[145427],[147132],[148480],[150082],[172044],[175864],[182133],[186257],[192643],[203267],[218575],[235138],[273383] ] cell #295 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1331],[2153],[2487],[2516],[3245],[3827],[3856],[4033],[4413],[4415],[4665],[5158],[5315],[5586],[5739],[6494],[6496],[6811],[6813],[7236],[7404],[7424],[7818],[7847],[8368],[8538],[8540],[8698],[8769],[9132],[9391],[9393],[10052],[10504],[10524],[10974],[10994],[11218],[11375],[11646],[11799],[11915],[13049],[13241],[13312],[13526],[13546],[13753],[13763],[14383],[14385],[14733],[14753],[14977],[15528],[15698],[15700],[16292],[16369],[16816],[17042],[17217],[17547],[17618],[17981],[18240],[18242],[18901],[19787],[20044],[20273],[20283],[20687],[20993],[21352],[21829],[21849],[22115],[22341],[22516],[23171],[23363],[23434],[23648],[23668],[24505],[24507],[25099],[25263],[25728],[26240],[26250],[26870],[26872],[27220],[27240],[28015],[28779],[29391],[29454],[29583],[30057],[30517],[31224],[31481],[32516],[32981],[33668],[33925],[34154],[34164],[35233],[35710],[35730],[36397],[37377],[38087],[38446],[38923],[38943],[40457],[41599],[41601],[42383],[42439],[43197],[43470],[43859],[44302],[44539],[44907],[47044],[47914],[48106],[48580],[49040],[49747],[50004],[51504],[53996],[54253],[56936],[58005],[58482],[58502],[60504],[61202],[61950],[62200],[63221],[66552],[67583],[67972],[69020],[71157],[73898],[74503],[79343],[79600],[82116],[82796],[84394],[84891],[86077],[86775],[89899],[91889],[98808],[99556],[100827],[106626],[109899],[110041],[114774],[118753],[119501],[125022],[131194],[132877],[133575],[143910],[155585],[167028],[171903],[175882],[182151],[196328],[239225],[316197] ] cell #296 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1341],[2163],[2491],[2539],[3249],[3831],[3879],[4037],[4396],[4424],[4675],[5162],[5319],[5598],[5743],[6477],[6505],[6794],[6822],[7240],[7399],[7420],[7870],[8372],[8521],[8549],[8676],[8778],[9136],[9374],[9402],[10056],[10499],[10520],[10809],[10969],[10990],[11379],[11658],[11803],[11930],[12565],[12846],[13219],[13321],[13521],[13542],[13736],[13781],[14366],[14394],[14568],[14728],[14749],[15532],[15681],[15709],[16296],[16384],[16811],[17057],[17398],[17525],[17627],[17985],[18223],[18251],[19737],[19782],[20028],[20256],[20301],[20618],[20702],[21023],[21149],[21845],[22110],[22356],[22697],[22968],[23341],[23443],[23664],[24488],[24516],[25808],[26223],[26268],[26853],[26881],[27236],[28196],[28783],[29289],[29374],[29749],[29995],[30087],[30213],[30512],[31465],[32139],[33061],[33618],[33909],[34137],[34182],[34499],[34583],[35030],[35726],[36578],[37395],[38117],[38243],[38939],[39450],[40537],[41582],[41610],[42732],[43147],[43711],[45073],[45319],[47062],[47897],[48272],[48610],[48736],[49035],[49988],[50662],[51584],[52859],[54237],[54911],[56954],[57802],[58498],[60487],[61934],[62280],[62756],[63171],[63735],[65435],[66845],[67824],[69186],[71175],[73307],[74669],[74915],[78206],[79584],[80258],[84560],[84909],[86060],[89308],[93443],[94422],[96122],[99540],[100362],[100777],[101341],[106792],[110059],[112809],[113389],[119485],[131360],[132860],[136108],[140243],[141222],[144416],[144506],[155751],[169938],[185574],[199238],[212909],[247520],[297728],[385790] ] cell #297 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1342],[2164],[2492],[2538],[3250],[3832],[3878],[4038],[4407],[4423],[4676],[5163],[5320],[5597],[5744],[6488],[6504],[6805],[6821],[7241],[7406],[7412],[7823],[7869],[8373],[8532],[8548],[8697],[8777],[9137],[9385],[9401],[10057],[10506],[10512],[10976],[10982],[11223],[11380],[11657],[11804],[11913],[13034],[13240],[13320],[13528],[13534],[13755],[13762],[14377],[14393],[14735],[14741],[14982],[15533],[15692],[15708],[16297],[16367],[16818],[17040],[17222],[17546],[17626],[17986],[18234],[18250],[18906],[19789],[20020],[20275],[20282],[20685],[20992],[21337],[21831],[21837],[22117],[22339],[22521],[23156],[23362],[23442],[23650],[23656],[24499],[24515],[25104],[25261],[25727],[26242],[26249],[26864],[26880],[27222],[27228],[28020],[28784],[29393],[29452],[29579],[30056],[30519],[31226],[31457],[32514],[32980],[33670],[33901],[34156],[34163],[35218],[35712],[35718],[36402],[37376],[38086],[38431],[38925],[38931],[40456],[41593],[41609],[42379],[42438],[43199],[43472],[43857],[44287],[44544],[44903],[47043],[47916],[48102],[48579],[49042],[49749],[49980],[51503],[53998],[54229],[56935],[57990],[58484],[58490],[60506],[61204],[61926],[62199],[63223],[66551],[67585],[67970],[69016],[71156],[73883],[74499],[79345],[79576],[82115],[82795],[84390],[84890],[86079],[86777],[89884],[91891],[98810],[99532],[100829],[106622],[109895],[110040],[114773],[118755],[119477],[125024],[131190],[132879],[133577],[143909],[155581],[167024],[171902],[175884],[182153],[196324],[239221],[316193] ] cell #298 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2429],[4106],[4302],[5812],[6874],[6916],[7606],[9454],[9496],[10706],[10839],[11046],[12160],[12202],[14598],[14805],[15811],[16614],[16656],[16835],[17133],[18522],[18729],[18827],[20648],[20980],[22134],[22432],[23021],[23829],[24720],[24927],[25025],[25278],[25654],[27633],[27931],[28035],[30048],[30536],[30704],[30972],[32417],[32531],[32907],[33508],[33720],[34529],[36015],[36313],[36417],[37275],[40007],[40035],[42119],[42621],[43037],[43249],[43874],[44082],[44455],[45372],[46028],[46296],[46942],[47750],[47827],[49059],[49227],[51054],[51082],[52712],[52740],[55189],[55679],[59189],[59643],[59862],[60291],[60340],[60417],[61661],[61689],[62645],[63061],[63273],[64106],[65288],[65316],[66430],[67987],[68195],[70141],[74968],[75624],[75892],[76538],[80678],[81686],[81760],[82549],[82674],[83381],[85216],[85864],[85913],[85990],[87234],[87262],[90978],[92348],[92376],[94793],[99295],[100251],[100667],[100879],[101712],[102894],[102922],[107747],[110192],[111312],[113738],[114527],[114652],[119240],[120796],[121628],[124111],[125481],[125509],[130181],[132016],[132664],[132713],[132790],[134034],[134062],[139176],[141593],[145928],[148025],[149405],[154572],[156948],[158068],[161283],[165996],[168441],[170867],[171656],[171781],[178757],[181240],[182610],[182638],[190270],[197741],[202063],[205540],[210707],[214421],[216518],[217898],[226561],[229776],[240071],[241363],[249032],[251129],[264003],[271010],[282803],[286280],[293788],[299889],[311250],[326004],[333738],[360914],[367370],[379821],[400813],[436778],[452831],[520701],[526368],[647497] ] cell #299 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2621],[4137],[4654],[5843],[6715],[6982],[7637],[7814],[9295],[9562],[10737],[10763],[10857],[11214],[12001],[12268],[13516],[14522],[14616],[14973],[16455],[16722],[16741],[16786],[17021],[17128],[18446],[18540],[18897],[20572],[20666],[20773],[22040],[22085],[22320],[22427],[23638],[24644],[24738],[25095],[25208],[25437],[25578],[25672],[27539],[27584],[27819],[29444],[30442],[30487],[30628],[30722],[32210],[32461],[32690],[32831],[32925],[34453],[34547],[34654],[35921],[35966],[36201],[36808],[36997],[37181],[37226],[39521],[39937],[40166],[42499],[42544],[43804],[43988],[44033],[44438],[45952],[46046],[46475],[46664],[46848],[46893],[47967],[48965],[49010],[49151],[49245],[50733],[50984],[51213],[52118],[52642],[54982],[55603],[55697],[56556],[59758],[60214],[60557],[61402],[61591],[62038],[62568],[64057],[64694],[65218],[66612],[66657],[67917],[68146],[70065],[70159],[70777],[75548],[75642],[76489],[80329],[81677],[82095],[82445],[82856],[82901],[83304],[83884],[84681],[85787],[86130],[87164],[90901],[92089],[92278],[93255],[94744],[100174],[101663],[102824],[107671],[107765],[110015],[110183],[111883],[114423],[114834],[114879],[120692],[121551],[122131],[124034],[125411],[132587],[132930],[133964],[140055],[141544],[143913],[147948],[149396],[151096],[156939],[158639],[161179],[169012],[171552],[171963],[172008],[181163],[182540],[190166],[198312],[205531],[207231],[216441],[217889],[219589],[229672],[240062],[251052],[270906],[279052],[286271],[287971],[293779],[311146],[333729],[379812],[400804],[452822],[526359],[647488] ] cell #300 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2243],[2541],[3324],[3881],[3973],[4460],[4506],[5542],[5600],[5679],[6541],[6587],[6665],[6720],[7315],[7447],[7473],[7872],[8632],[8783],[9072],[9194],[9245],[9300],[10436],[10547],[10573],[10788],[11017],[11602],[11660],[11739],[11951],[12006],[12647],[13326],[13466],[13569],[13663],[13758],[13855],[13891],[14547],[14776],[15792],[16232],[16405],[16460],[17078],[17632],[17921],[18043],[18471],[19285],[19396],[19818],[20278],[20375],[20411],[20597],[20723],[20873],[20989],[21045],[21872],[22377],[23448],[23588],[23691],[23785],[23977],[24669],[25603],[26056],[26245],[26342],[26378],[27263],[28719],[29396],[29488],[29785],[30053],[30109],[30390],[30653],[31071],[32160],[32856],[33309],[33699],[34159],[34256],[34292],[34478],[34604],[35753],[37505],[38083],[38139],[38966],[39471],[40785],[41071],[42340],[42435],[42931],[43228],[43317],[45109],[45714],[45977],[47172],[47919],[48308],[48576],[48632],[48913],[49176],[50683],[51832],[52881],[53162],[53843],[54932],[55628],[57064],[58525],[60010],[60509],[62955],[63252],[65457],[65738],[66548],[67044],[67430],[69222],[69827],[70090],[71285],[72913],[74705],[75310],[75573],[78228],[80279],[82792],[84596],[85019],[85583],[86082],[88914],[90697],[93642],[96144],[100561],[100858],[103344],[105036],[106828],[107433],[107696],[113008],[113411],[114770],[123830],[127161],[131396],[132383],[132882],[140442],[144528],[147744],[148448],[155787],[170137],[171899],[180959],[186125],[186225],[199437],[216237],[235140],[250848],[266865],[307105],[364964],[464259] ] cell #301 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [15871],[15948],[20477],[20778],[23910],[28358],[28435],[29469],[29773],[30323],[31914],[34358],[37571],[37872],[41004],[42338],[42912],[45097],[45647],[47238],[47539],[48296],[48846],[50437],[52241],[52545],[53095],[54686],[57130],[60008],[62936],[64817],[65121],[65671],[67025],[69210],[69760],[71351],[71934],[72508],[74693],[75243],[76834],[77892],[78442],[80033],[84007],[84584],[85581],[87067],[87786],[87935],[88509],[90695],[93623],[95808],[96358],[97614],[100542],[102727],[103277],[104631],[106816],[107366],[108957],[112080],[112989],[113293],[114107],[115985],[116894],[117559],[122254],[123828],[125314],[126756],[131384],[132381],[133867],[134586],[135309],[137495],[140423],[142608],[143158],[144924],[146297],[147742],[148316],[148907],[149279],[151293],[155775],[158836],[160049],[162741],[164315],[170118],[170422],[171236],[173114],[174023],[174688],[180957],[182443],[186123],[187880],[188252],[190416],[191137],[191274],[192140],[199418],[199722],[201059],[202432],[204451],[207428],[214790],[216235],[217400],[217772],[219786],[228542],[231234],[235827],[237506],[237643],[241421],[249401],[250846],[253631],[254142],[254514],[256678],[258402],[265984],[266863],[268620],[271877],[272014],[272880],[283172],[288168],[293438],[295689],[298868],[307103],[308860],[312799],[314478],[314615],[320229],[326373],[331310],[335088],[347809],[352069],[360230],[362587],[364962],[367739],[373526],[377393],[381500],[383751],[396922],[405893],[421640],[427254],[438151],[443909],[446972],[457911],[459525],[464257],[476688],[494052],[521725],[523069],[529313],[532201],[580825],[591764],[615359],[626483],[678872],[716346],[785123] ] cell #302 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [7270],[11177],[11670],[14936],[17207],[17301],[18860],[22506],[22600],[25058],[25317],[25702],[28005],[28099],[32570],[32955],[34847],[36387],[36481],[36827],[37355],[40046],[40431],[40621],[43913],[44529],[46494],[47022],[48078],[49491],[51093],[51478],[51668],[52151],[52751],[56386],[56914],[57091],[60668],[61421],[61700],[62174],[64553],[64727],[65327],[66421],[66730],[68026],[70607],[71135],[71312],[72739],[77498],[77534],[81264],[82066],[82665],[82974],[83917],[84238],[84869],[86241],[87273],[87747],[88740],[90148],[90244],[92108],[92387],[95414],[95450],[98098],[98134],[102159],[102933],[108918],[109690],[109990],[110572],[110654],[110750],[112564],[112600],[114044],[114643],[114952],[116216],[118043],[118079],[119902],[122164],[122485],[125520],[133041],[134073],[134547],[135540],[142250],[143981],[144060],[145099],[145270],[146234],[148903],[149785],[149867],[149963],[151777],[151813],[157328],[159320],[159356],[162972],[169729],[171173],[171772],[172081],[173345],[175172],[175208],[182649],[186426],[187876],[191276],[192315],[192486],[199029],[201234],[202369],[205920],[207912],[207948],[214727],[217396],[218278],[218360],[218456],[220270],[220306],[227849],[231465],[237645],[240451],[242314],[249338],[252688],[254138],[258577],[265291],[268616],[272016],[273055],[273226],[283109],[286660],[288652],[288688],[299043],[308856],[314617],[319286],[326310],[331312],[334118],[335981],[347805],[352244],[365976],[367676],[377395],[380201],[396918],[406068],[421642],[426311],[436534],[443905],[458086],[476690],[486502],[521721],[529315],[544411],[570387],[615361],[633998],[716351],[722482],[862738] ] cell #303 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [34949],[35088],[43630],[44157],[49628],[57721],[57860],[59786],[60237],[61083],[63654],[67743],[73226],[73753],[79224],[81679],[82473],[85810],[86656],[89227],[89754],[90924],[91770],[94341],[97392],[97843],[98689],[101260],[105349],[110185],[114451],[117337],[117788],[118634],[120720],[124057],[124903],[127474],[128479],[129273],[132610],[133456],[136027],[137724],[138570],[141141],[147117],[147971],[149398],[151522],[152647],[152870],[153664],[156941],[161207],[164544],[165390],[167314],[171580],[174917],[175763],[177849],[181186],[182032],[184603],[188924],[190194],[190645],[191767],[194333],[195698],[196614],[203252],[205533],[207657],[209799],[216464],[217891],[220015],[221140],[222157],[225434],[229700],[233037],[233883],[236355],[238136],[240064],[240858],[241670],[242147],[244812],[251075],[255186],[256907],[260595],[262876],[270934],[271385],[272507],[275073],[276438],[277354],[286273],[288397],[293781],[295938],[296415],[299238],[300238],[300391],[301447],[311174],[311625],[313327],[315108],[317830],[321784],[331803],[333731],[335337],[335814],[338479],[350574],[354262],[360756],[362768],[362921],[367765],[377886],[379814],[383356],[384000],[384477],[387300],[389509],[399687],[400806],[402963],[407263],[407416],[408472],[422133],[428809],[436130],[438750],[442587],[452824],[454981],[460051],[462063],[462216],[469247],[477181],[483447],[488291],[504526],[510035],[520948],[523595],[526361],[529806],[536637],[541356],[546540],[549160],[565391],[576440],[596069],[603100],[616842],[623535],[627009],[640051],[642077],[647490],[662485],[683308],[717422],[718830],[725889],[729075],[785649],[798691],[827015],[839095],[898504],[942408],[1017825] ] cell #304 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [18099],[25958],[26999],[33211],[37474],[37656],[40687],[47141],[47323],[51734],[52206],[52842],[57033],[57215],[64782],[65418],[68613],[71254],[71436],[72048],[72880],[77553],[78189],[78514],[83972],[84988],[88049],[88881],[90613],[92856],[95469],[96105],[96430],[97262],[98153],[104171],[105003],[105287],[111119],[112194],[112619],[113372],[116966],[117207],[118098],[119890],[120308],[122219],[126296],[127128],[127412],[129609],[137143],[137193],[143230],[144455],[145258],[145676],[146987],[147453],[148415],[150332],[151832],[152585],[154000],[156225],[156338],[158950],[159375],[163963],[164013],[167978],[168028],[174095],[175227],[184541],[185775],[186153],[186900],[187023],[187136],[189588],[189638],[191671],[192474],[192892],[194669],[197278],[197328],[200070],[203122],[203588],[207967],[218825],[220325],[221078],[222493],[232506],[235210],[235301],[236582],[236809],[238040],[241663],[242788],[242911],[243024],[245476],[245526],[253162],[255850],[255900],[260931],[270378],[272411],[273214],[273632],[275409],[278018],[278068],[288707],[294149],[295931],[300393],[301674],[301901],[310618],[313554],[315012],[319760],[322448],[322498],[331707],[335330],[336455],[336578],[336691],[339143],[339193],[349567],[354598],[362923],[366450],[368807],[377790],[382211],[383993],[389736],[398680],[402956],[407418],[408699],[408926],[422037],[426785],[429473],[429523],[442814],[454974],[462218],[468102],[477085],[483449],[486976],[489333],[504519],[510262],[527591],[529710],[541358],[544885],[565384],[576667],[596071],[601955],[615077],[623528],[640278],[662487],[674262],[717415],[725891],[743238],[773717],[827017],[847575],[942413],[948718],[1103277] ] cell #305 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [68770],[69002],[83536],[84376],[93076],[106376],[106608],[109881],[110490],[111704],[115514],[121783],[130336],[131176],[139876],[143965],[144990],[149703],[150917],[154727],[155567],[157246],[158460],[162270],[167010],[167619],[168833],[172643],[178912],[186410],[192206],[196310],[196919],[198133],[201125],[205838],[207052],[210862],[212458],[213483],[218196],[219410],[223220],[225739],[226953],[230763],[239207],[240369],[242298],[245117],[246742],[247069],[248094],[252672],[258468],[263181],[264395],[267150],[272946],[277659],[278873],[281865],[286578],[287792],[291602],[297277],[298934],[299543],[301004],[304299],[306199],[307390],[316179],[319270],[322089],[325066],[334036],[335965],[338784],[340409],[341761],[346339],[352135],[356848],[358062],[361368],[363534],[365960],[366985],[368037],[368618],[371935],[380119],[385339],[387605],[392361],[395452],[405959],[406568],[408029],[411324],[413224],[414415],[426295],[429114],[436518],[439022],[439603],[443071],[444375],[444534],[445753],[457977],[458586],[460663],[462829],[466280],[471230],[484060],[486486],[488563],[489144],[492461],[508131],[512887],[521530],[523819],[523978],[529838],[541969],[544395],[548670],[549432],[550013],[553481],[556163],[568996],[570371],[572875],[578228],[578387],[579606],[596682],[605083],[614653],[617540],[621932],[633982],[636486],[642659],[644948],[645107],[653439],[663098],[670649],[676509],[696103],[702834],[716587],[719412],[722466],[726502],[734165],[739625],[745823],[748710],[767656],[780572],[803747],[812079],[828545],[835921],[839677],[854430],[856843],[862722],[879881],[903594],[943480],[944885],[952473],[955828],[1018407],[1033160],[1065473],[1077968],[1142099],[1190984],[1269795] ] cell #306 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [123413],[123760],[146448],[147674],[160447],[180542],[180889],[186010],[186787],[188405],[193664],[202583],[214941],[216167],[228940],[235192],[236439],[242675],[244293],[249552],[250778],[253049],[254667],[259926],[266750],[267527],[269145],[274404],[283323],[294131],[301531],[306990],[307767],[309385],[313411],[319647],[321265],[326524],[328859],[330106],[336342],[337960],[343219],[346716],[348334],[353593],[364849],[366337],[368789],[372312],[374497],[374942],[376189],[382193],[389593],[395829],[397447],[401156],[408556],[414792],[416410],[420436],[426672],[428290],[433549],[440636],[442671],[443448],[445249],[449234],[451708],[453174],[464144],[468084],[471607],[475484],[486863],[489315],[492838],[495023],[496715],[502719],[510119],[516355],[517973],[522193],[524693],[527573],[528820],[530119],[530781],[534686],[544772],[551046],[553858],[559644],[563584],[576524],[577301],[579102],[583087],[585561],[587027],[601937],[605460],[615059],[617821],[618483],[622516],[624118],[624279],[625607],[640135],[640912],[643322],[645822],[649949],[655815],[671364],[674244],[676790],[677452],[681357],[700529],[706315],[717193],[719665],[719826],[726546],[740340],[743220],[748128],[748991],[749653],[753686],[756777],[772082],[773699],[776461],[782758],[782919],[784247],[804462],[814455],[826278],[829311],[834075],[847557],[850319],[857449],[859921],[860082],[869447],[880596],[889255],[895975],[918420],[926206],[942630],[945491],[948700],[953188],[961358],[967374],[974407],[977440],[998448],[1012805],[1038812],[1048177],[1066967],[1074708],[1078574],[1094441],[1097189],[1103259],[1121933],[1147629],[1191997],[1193333],[1201094],[1204460],[1270401],[1286268],[1321391],[1333713],[1399690],[1451536],[1530089] ] cell #307 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1377],[2312],[2609],[3393],[4006],[4114],[4529],[5712],[5820],[6610],[6701],[6729],[7506],[7614],[9281],[9309],[10606],[10714],[10797],[10874],[11987],[12015],[13502],[13696],[14556],[14633],[16441],[16469],[16792],[17114],[18480],[18557],[20606],[20759],[20882],[22091],[22413],[23624],[24678],[24755],[25612],[27590],[29497],[30493],[30662],[30868],[32196],[32865],[34487],[34640],[35972],[37232],[39507],[42574],[42940],[44039],[45986],[46899],[49016],[49185],[50719],[54968],[55637],[59541],[60244],[62964],[64063],[67053],[68152],[70099],[75582],[76495],[80315],[82228],[85817],[90931],[93651],[94750],[100570],[101669],[107705],[113017],[114206],[120475],[124064],[132617],[140451],[141550],[147978],[160962],[170146],[171335],[181193],[189949],[199446],[216471],[229455],[235736],[251082],[270689],[310929],[329403],[375486],[441180],[551590] ] cell #308 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1379],[2314],[2610],[3395],[4010],[4115],[4531],[4633],[5716],[5821],[6612],[6702],[6731],[6942],[7510],[7615],[9282],[9311],[9522],[10610],[10715],[10799],[10843],[10872],[11988],[12017],[12228],[13503],[13700],[14558],[14602],[14631],[16442],[16471],[16682],[16755],[16790],[17115],[18482],[18526],[18555],[20608],[20652],[20760],[20884],[22054],[22089],[22414],[23625],[24680],[24724],[24753],[25179],[25614],[25658],[27553],[27588],[29499],[30456],[30491],[30664],[30708],[30866],[32197],[32432],[32867],[32911],[34489],[34533],[34641],[35935],[35970],[37195],[37230],[39508],[39908],[42513],[42572],[42942],[43775],[44002],[44037],[45988],[46032],[46862],[46897],[48979],[49014],[49187],[49231],[50720],[50955],[52132],[52613],[54969],[55639],[55683],[59488],[59729],[59772],[60242],[61562],[62966],[64026],[64061],[64708],[65189],[66626],[67055],[67888],[68115],[68150],[70101],[70145],[72003],[75584],[75628],[76458],[76493],[80316],[81934],[82175],[82870],[83898],[85345],[85815],[88004],[90416],[90459],[90929],[93653],[94713],[94748],[100572],[101632],[101667],[107707],[107751],[109621],[110922],[110965],[111441],[112149],[113019],[114153],[114848],[120422],[122145],[123592],[124062],[132145],[132615],[140453],[141513],[141548],[146627],[147976],[150135],[150178],[158197],[158905],[160909],[170148],[171282],[171977],[180721],[181191],[189896],[193843],[199448],[202762],[215120],[216469],[218628],[218671],[229402],[235633],[249731],[251080],[260105],[270636],[274583],[310876],[329300],[343398],[353772],[375383],[441077],[551487] ] cell #309 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1380],[2321],[2619],[3402],[3959],[4135],[4538],[4644],[5665],[5841],[6619],[6637],[6708],[6953],[7459],[7635],[8507],[9217],[9288],[9533],[10559],[10735],[10746],[10781],[10957],[11029],[11923],[11994],[12239],[13438],[13509],[13581],[14505],[14540],[14716],[14788],[15667],[16377],[16448],[16693],[16769],[16945],[17050],[17121],[18429],[18464],[18640],[19775],[20555],[20590],[20695],[20766],[21884],[22068],[22244],[22349],[22420],[23560],[23631],[23703],[24627],[24662],[24838],[25271],[25420],[25561],[25596],[27275],[27567],[27743],[29427],[29462],[30470],[30611],[30646],[30951],[32132],[32203],[32524],[32673],[32814],[32849],[33656],[34436],[34471],[34576],[34647],[35765],[35949],[36125],[36791],[37209],[38978],[39443],[39514],[40149],[42527],[42905],[43185],[43867],[44016],[44362],[44786],[45970],[46458],[46876],[47950],[47985],[48993],[49169],[50655],[50726],[51196],[54904],[54975],[55621],[58537],[59537],[59893],[60197],[60540],[60575],[60910],[61385],[62021],[62929],[63209],[64040],[67018],[67980],[68129],[68899],[70083],[74382],[75566],[76472],[80251],[80322],[82078],[82224],[83665],[85770],[86113],[86148],[90884],[91597],[92072],[93616],[94727],[100535],[100815],[101646],[106505],[107689],[109513],[112982],[114202],[115643],[120471],[121912],[124017],[130465],[132570],[132913],[132948],[140416],[141527],[147931],[154856],[160958],[162399],[170111],[171331],[172772],[181146],[189945],[199411],[216424],[223349],[229451],[230892],[235732],[251035],[270685],[310925],[329399],[375482],[441176],[551586] ] cell #310 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1381],[2322],[2615],[2618],[3403],[3960],[4120],[4134],[4539],[5666],[5826],[5840],[6620],[6655],[6707],[6781],[7460],[7620],[7634],[8508],[9235],[9287],[9361],[10560],[10720],[10734],[10760],[10767],[10904],[11030],[11941],[11993],[12067],[13456],[13508],[13582],[14519],[14526],[14663],[14789],[15668],[16395],[16447],[16521],[16743],[16931],[17068],[17120],[18443],[18450],[18587],[20569],[20576],[20713],[20765],[20934],[21885],[22042],[22230],[22367],[22419],[23578],[23630],[23704],[24641],[24648],[24785],[25575],[25582],[27276],[27541],[27729],[29441],[29760],[30444],[30625],[30632],[30898],[32150],[32202],[32828],[32835],[34450],[34457],[34594],[34646],[35766],[35923],[36111],[36805],[37183],[38979],[39461],[39513],[42501],[42541],[42638],[42891],[43990],[44348],[45084],[45949],[45956],[46472],[46850],[47964],[48283],[48967],[49148],[49155],[50673],[50725],[52120],[54922],[54974],[55600],[55607],[58538],[59760],[59879],[59958],[60554],[61399],[62565],[62915],[64696],[66614],[66654],[67004],[69197],[70062],[70069],[74680],[75545],[75552],[80269],[80321],[81630],[81731],[82858],[82898],[83301],[83886],[84571],[85531],[86127],[90645],[92086],[93252],[93602],[100171],[100521],[106803],[107668],[107675],[111880],[112968],[114836],[114876],[121548],[122133],[123778],[131371],[132331],[132927],[140052],[140402],[147692],[151093],[155762],[158636],[169009],[170097],[171965],[172005],[180907],[186028],[198309],[199397],[207228],[216185],[219586],[250796],[266768],[279049],[287968],[307008],[364867],[464162] ] cell #311 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [93208],[111836],[123301],[140008],[146336],[168965],[180430],[185867],[198265],[214829],[249440],[266607],[306847],[364706],[464001], [10960,403048],[12258,597066],[12637,822122],[14719,455066],[16712,663482],[16928,483478],[17498,905282],[18643,504611],[21815,543141],[22227,541387],[22797,735853],[24841,565476],[25254,407447],[25384,1017493],[25390,572832],[27206,413872],[27726,596100],[30954,623620],[32010,193552],[32507,300422],[32637,838763],[32643,636443],[35696,664270],[36108,662516],[36722,1140697],[36761,488520],[38909,485232],[39321,343107],[40119,696060],[43850,362952],[43980,718498],[44345,725920],[44769,241755],[45764,151049],[46389,954426],[46428,367994],[49477,754790],[50533,259814],[51166,767613],[51998,1268392],[52007,408878],[54782,274292],[55415,279005],[58468,597854],[59833,827046],[60893,296023],[61316,827143],[61355,438979],[61991,835878],[62521,192826],[64574,1076565],[64583,301853],[67963,462247],[68093,858754],[68458,202471],[68882,318727],[69877,207184],[74365,335422],[75360,219542],[80129,353481],[81922,942555],[81995,943437],[83257,145610],[83648,363918],[83764,943482],[83773,236761],[85054,242940],[90520,252129],[91580,384085],[92003,975272],[92042,549389],[92678,158592],[100127,273566],[106488,425752],[107483,287924],[109498,1064512],[109793,1064568],[109802,293336],[111026,295235],[111150,187052],[115626,448303],[120169,200270],[120242,121504],[121895,463213],[122011,1098041],[122020,200022],[130448,484444],[131854,336607],[143887,1190960],[144135,235330],[145537,237009],[150239,369893],[154839,542353],[156254,157906],[156549,156558],[162382,558713],[172755,582156],[187347,187356],[192753,302101],[218732,490419],[223332,689024],[230875,705384],[243235,243244],[273493,409126],[336902,336911] ] cell #312 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [17024],[18927],[19508],[22323],[25125],[25412],[26205],[27822],[28223],[29076],[32106],[32665],[33458],[36204],[36605],[36783],[36953],[36964],[38049],[39417],[40091],[40141],[41906],[44441],[45786],[46450],[46620],[46631],[47716],[50629],[51138],[51188],[52037],[52085],[52316],[52796],[53697],[54878],[55437],[56342],[56523],[61377],[61547],[61745],[62013],[62543],[64613],[64661],[64892],[65372],[66273],[68554],[69899],[70563],[70744],[71865],[71951],[72583],[72695],[75382],[77432],[79044],[80225],[82017],[83279],[83803],[83851],[84082],[84194],[84648],[87318],[87866],[87952],[88584],[88696],[92064],[92234],[92432],[92700],[93230],[95348],[96960],[97124],[97631],[98032],[100149],[102978],[104706],[107505],[109832],[109919],[110523],[111858],[112011],[112097],[112498],[116172],[117069],[117576],[117977],[120264],[121526],[122050],[122098],[122329],[122441],[125565],[126831],[129005],[134118],[135496],[137512],[140030],[143964],[144222],[145028],[145632],[146849],[148391],[149736],[151071],[151711],[153396],[156588],[157279],[158614],[158767],[158853],[159254],[162928],[164332],[168987],[173301],[175106],[177581],[182694],[186409],[187386],[190433],[192244],[192848],[198287],[200357],[201163],[202984],[205871],[207206],[207846],[209531],[218229],[219564],[220204],[231421],[235844],[237096],[240402],[240590],[242297],[243274],[252671],[258506],[272984],[273588],[279027],[286611],[287946],[288586],[293864],[298972],[302188],[319269],[334069],[335964],[336941],[352173],[359974],[365959],[380152],[405997],[409213],[426294],[436517],[458015],[486485],[544394],[570370],[633981],[722465],[862721] ] cell #313 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1404],[2746],[2758],[4850],[5343],[5355],[5963],[5975],[8824],[8980],[9744],[9832],[10237],[10249],[11403],[11415],[13606],[13618],[14165],[14186],[15385],[15397],[15984],[16072],[16140],[17673],[17829],[19086],[19098],[19826],[20057],[20814],[21921],[23740],[24192],[24204],[24287],[24308],[26093],[26105],[26652],[26673],[27312],[28471],[28559],[28627],[29299],[29793],[31494],[32251],[32263],[33346],[33358],[33938],[34695],[34716],[36920],[37151],[37908],[39015],[39562],[39583],[40834],[41286],[41298],[41381],[41402],[42041],[42742],[45117],[46587],[46818],[47575],[48316],[51881],[52071],[52565],[53764],[54266],[55023],[55035],[55995],[56130],[56710],[57467],[57488],[59121],[59142],[61514],[62766],[63982],[64647],[65141],[66340],[66855],[70931],[71688],[71709],[72252],[72338],[74087],[74108],[74713],[76414],[77171],[77183],[77912],[81342],[83837],[84835],[87087],[88253],[88339],[90088],[90109],[92201],[94669],[95828],[97166],[97523],[97932],[100372],[101588],[102747],[104461],[106231],[110422],[112398],[113313],[115815],[117111],[117468],[117877],[122084],[123082],[125334],[126586],[128356],[128447],[128454],[129047],[133887],[135139],[137813],[141469],[146891],[147248],[148146],[149635],[152838],[152845],[153438],[157178],[159154],[160069],[162571],[164633],[166603],[167289],[172944],[177623],[182463],[186213],[188892],[188899],[190734],[195903],[196589],[201666],[203026],[203383],[204281],[205770],[209573],[218128],[225409],[231064],[235543],[238800],[240301],[240632],[252475],[255154],[255161],[259009],[262851],[286510],[293522],[293906],[295581],[299213],[305393],[312515],[315772],[333968],[352676],[360731],[362303],[370239],[380051],[381584],[412418],[435814],[438235],[446688],[490765],[500577],[532285],[580541],[678956] ] cell #314 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [3676],[3701],[5067],[5170],[6252],[7667],[7692],[8025],[8167],[8406],[9041],[9961],[11127],[11230],[12312],[12736],[13038],[14012],[14251],[14886],[14989],[15327],[15566],[16201],[16874],[17016],[17255],[17890],[18810],[19918],[21341],[22173],[22315],[22554],[23160],[24134],[24373],[25008],[25223],[25525],[26499],[26738],[27373],[27814],[28053],[28688],[30575],[30846],[31355],[32098],[32400],[32476],[32778],[33799],[35222],[36196],[36435],[37012],[38435],[39409],[39648],[40254],[41228],[41467],[42102],[43819],[44291],[44433],[44876],[45899],[46314],[46679],[49098],[49878],[50621],[51301],[53618],[54127],[54870],[55172],[55550],[56571],[57994],[58968],[59207],[60184],[61000],[61824],[62126],[62381],[62678],[63843],[66194],[67932],[68546],[70012],[70792],[73887],[74029],[74472],[75495],[75910],[76275],[79474],[80217],[82041],[83117],[83414],[84696],[85080],[85088],[85757],[89888],[90030],[90871],[91687],[92813],[94530],[98606],[99430],[99987],[100284],[101449],[106152],[107618],[110030],[111176],[111184],[113578],[118551],[119375],[121118],[121364],[121661],[122943],[124004],[128277],[128841],[129917],[131880],[131888],[132557],[138487],[141330],[144161],[145768],[147918],[153232],[154308],[156786],[157932],[157940],[161605],[165307],[168313],[170707],[178493],[181133],[185792],[187584],[189286],[191073],[195134],[197613],[200296],[201903],[210443],[216411],[226433],[230098],[237035],[241099],[243472],[251022],[252054],[255548],[263875],[275874],[293952],[295160],[299761],[302127],[337139],[344689],[360786],[369818],[409152],[435820],[490344] ] cell #315 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [18923],[19504],[25121],[26201],[27688],[28221],[28990],[29074],[33454],[36070],[36603],[36949],[37330],[38010],[38047],[39983],[40089],[44137],[46616],[46997],[47677],[47714],[51030],[51136],[52077],[52314],[52594],[52688],[52794],[56275],[56320],[57569],[61543],[61637],[61743],[64161],[64653],[64890],[65170],[65264],[65370],[68250],[70496],[70541],[71790],[71903],[71912],[72344],[72628],[72673],[76593],[77354],[77941],[82520],[83843],[84080],[84127],[84172],[87210],[87316],[87904],[87913],[88345],[88629],[88674],[92230],[92324],[92430],[94848],[95270],[95857],[97072],[97244],[97592],[97954],[101767],[102870],[102976],[104467],[109866],[110501],[112049],[112058],[112420],[113342],[114498],[116105],[116150],[117017],[117189],[117537],[117899],[120767],[122090],[122327],[122374],[122419],[125457],[125563],[126592],[128568],[134010],[134116],[135429],[135474],[137473],[141648],[144260],[144278],[144607],[146797],[146969],[148152],[149079],[149714],[152959],[156622],[157257],[158805],[158814],[161254],[162861],[162906],[164293],[171627],[173234],[173279],[182586],[182692],[185691],[185907],[186219],[187420],[188052],[189013],[190241],[190394],[191823],[200395],[200742],[202932],[203104],[205214],[205849],[217572],[218207],[229747],[231354],[231399],[235805],[237134],[238560],[240380],[243308],[252169],[254314],[255275],[258085],[270981],[272563],[285954],[286589],[293135],[295275],[298551],[302226],[303652],[311221],[315532],[332227],[334047],[336975],[351752],[360521],[369933],[378310],[380130],[391714],[405576],[409251],[410677],[457594],[481047],[490459],[498836],[512240],[538956],[620155],[751325] ] cell #316 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1477],[2657],[2756],[3098],[3498],[4837],[5353],[5463],[5973],[6036],[6315],[7089],[8584],[8811],[8978],[8994],[9731],[9830],[9840],[10247],[10310],[10357],[11413],[11523],[12375],[13054],[13616],[14429],[15744],[15971],[16070],[16080],[16138],[16154],[17433],[17660],[17827],[17843],[18286],[19096],[19159],[19206],[20055],[20801],[21357],[21919],[21929],[22732],[23176],[23738],[23754],[25541],[26103],[26916],[27310],[27326],[28231],[28458],[28557],[28567],[28625],[28641],[29084],[29507],[29589],[31492],[32794],[33356],[33936],[36613],[37149],[37895],[38057],[38451],[39013],[39023],[39732],[39826],[40270],[40832],[40848],[42039],[42055],[42389],[44913],[45915],[46816],[47562],[47724],[48112],[51317],[51879],[51895],[52279],[52324],[52361],[53762],[53778],[54264],[55566],[56128],[56138],[56708],[59291],[62142],[63980],[64855],[64900],[64937],[66338],[66354],[70028],[70929],[71953],[71985],[72250],[72591],[74509],[75511],[76412],[77708],[79125],[84045],[84090],[84833],[86883],[87954],[87986],[88251],[88592],[92829],[94667],[95624],[97041],[97113],[97121],[97633],[101586],[102543],[104714],[107634],[112099],[112131],[112396],[113109],[113894],[117058],[117066],[117578],[122292],[122337],[123080],[125130],[126839],[128400],[129002],[133683],[137514],[141467],[144387],[146084],[146838],[146846],[148399],[152791],[153393],[158855],[158887],[159152],[159865],[160650],[164334],[171023],[177578],[182259],[185948],[188608],[188845],[190435],[200522],[202219],[202973],[202981],[209528],[229143],[235496],[235846],[237261],[240587],[244496],[252210],[254870],[255107],[269348],[293861],[295316],[302353],[309588],[312468],[321468],[338163],[359965],[362256],[369974],[409378],[416613],[428493],[446641],[490500],[580494] ] cell #317 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [77545],[95461],[98145],[104006],[112611],[118090],[126131],[129444],[147288],[153835],[166798],[185977],[196098],[238995],[315967], [11100,403158],[11728,276838],[12261,597176],[12640,822232],[14859,455176],[16715,663592],[17149,483484],[17359,332662],[17501,905392],[18070,222328],[18783,504721],[22448,541393],[22658,378745],[22800,735963],[24981,565586],[25294,407453],[25387,1018577],[25689,572830],[25929,275244],[26991,175219],[27947,596106],[28157,422992],[31026,623730],[32547,300428],[32640,839847],[32942,636441],[33182,194504],[36329,662522],[36539,478040],[36723,1141820],[36814,488518],[36873,335532],[37648,220317],[40418,696058],[40658,354433],[43890,362958],[43983,719582],[44471,725926],[46390,955549],[46481,367992],[46540,241865],[47315,151824],[49549,554294],[51465,767611],[51705,260766],[51996,1269512],[52013,408876],[52198,273624],[56432,425862],[57207,288699],[59878,827052],[61317,828266],[61408,438977],[61467,296133],[62161,835876],[64572,1077685],[64589,301851],[64774,192884],[68003,462253],[68096,642829],[68584,203423],[70653,318837],[71428,207959],[71883,336613],[72785,484554],[81923,942623],[82053,943435],[83762,944602],[83779,236759],[83964,145668],[84284,364028],[87884,242946],[88786,542463],[90565,252239],[92004,745544],[92095,549387],[92154,384195],[92848,159367],[109504,1064510],[109791,1064628],[109808,293334],[111071,295345],[112029,187058],[116262,448413],[120170,200375],[120300,122211],[122009,856560],[122026,200020],[122531,463323],[135586,689134],[143885,1190961],[144240,235336],[145538,237114],[150284,370003],[156260,158785],[156547,156564],[163018,558823],[173391,582266],[187345,187362],[192754,302206],[218777,490529],[231511,705494],[243233,243250],[273494,409231],[336900,336917] ] cell #318 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [18924],[19505],[25122],[26202],[27689],[28219],[28991],[29072],[33455],[36071],[36601],[36950],[37331],[38011],[38045],[40023],[40087],[44138],[46617],[46998],[47678],[47712],[51070],[51134],[52078],[52312],[52595],[52728],[52792],[56271],[56373],[57570],[61544],[61677],[61741],[64162],[64654],[64888],[65171],[65304],[65368],[68251],[70492],[70594],[71791],[71898],[71910],[72345],[72624],[72726],[76594],[77360],[77942],[82565],[83844],[84078],[84123],[84225],[87250],[87314],[87899],[87911],[88346],[88625],[88727],[92231],[92364],[92428],[94849],[95276],[95858],[97070],[97240],[97590],[97960],[101768],[102910],[102974],[104468],[109862],[110559],[112044],[112056],[112426],[113343],[114543],[116101],[116203],[117015],[117185],[117535],[117905],[120812],[122091],[122325],[122370],[122472],[125497],[125561],[126593],[128574],[134050],[134114],[135425],[135527],[137471],[141649],[144255],[144284],[144613],[146795],[146965],[148153],[149075],[149772],[152965],[156618],[157315],[158800],[158812],[161299],[162857],[162959],[164291],[171672],[173230],[173332],[182626],[182690],[185697],[185905],[186220],[187416],[188048],[189019],[190286],[190392],[191829],[200390],[200748],[202930],[203100],[205210],[205907],[217568],[218265],[229792],[231350],[231452],[235803],[237129],[238556],[240438],[243304],[252167],[254310],[255281],[258091],[271026],[272569],[285950],[286647],[293133],[295273],[298557],[302221],[303648],[311266],[315528],[332223],[334105],[336971],[351758],[360527],[369931],[378306],[380188],[391710],[405582],[409246],[410673],[457600],[481053],[490457],[498832],[512236],[538962],[620161],[751331] ] cell #319 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [25803],[27105],[28234],[29087],[33056],[36616],[37368],[37762],[38060],[39151],[40532],[40810],[42017],[47035],[47429],[47727],[51579],[51857],[52164],[52327],[52830],[53231],[53740],[56455],[56927],[57321],[58783],[62275],[64740],[64903],[65406],[65807],[66316],[70676],[71148],[71542],[71904],[72036],[72112],[72213],[72808],[73674],[77511],[78177],[78578],[83930],[84093],[84307],[84882],[87905],[88037],[88113],[88214],[88809],[89675],[92962],[95427],[96093],[96494],[97067],[97163],[97893],[98111],[104159],[104235],[105797],[110003],[112050],[112182],[112258],[112359],[112577],[113360],[116285],[117012],[117108],[117838],[118056],[122177],[122340],[122554],[123129],[126284],[126360],[127922],[128455],[129044],[129597],[129673],[135609],[137774],[144261],[144443],[145112],[146792],[146888],[147441],[147517],[151790],[152846],[153435],[153988],[154064],[156759],[158806],[158938],[159014],[159115],[159333],[163041],[164594],[167290],[173414],[175185],[177620],[185638],[185902],[186888],[187557],[188900],[190695],[192328],[194657],[194733],[196590],[200396],[201247],[202927],[203023],[203576],[203652],[207925],[209570],[220283],[222481],[222557],[225410],[231534],[236067],[237135],[240629],[242776],[243445],[252164],[253150],[255162],[258590],[260919],[260995],[262852],[273068],[275397],[275473],[288665],[293903],[295270],[299056],[299214],[301159],[302227],[313039],[319748],[336443],[337112],[352257],[354586],[354662],[360732],[366438],[369928],[389221],[406081],[408184],[409252],[426773],[435821],[442299],[458099],[486964],[490454],[509747],[521411],[544873],[576152],[639763],[668082],[737058],[832253],[980382] ] cell #320 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1478],[2754],[3099],[3499],[3542],[4818],[5351],[5464],[5971],[6037],[6316],[6359],[7090],[7947],[8585],[8792],[8976],[8995],[9163],[9712],[9828],[10245],[10311],[10358],[11411],[11524],[12376],[12419],[13055],[13614],[14430],[15745],[15952],[16068],[16136],[16155],[17434],[17641],[17825],[17844],[18012],[18287],[19094],[19160],[19207],[20053],[20782],[21358],[21917],[22733],[23177],[23736],[23755],[25542],[26101],[26917],[27308],[27327],[27495],[28232],[28439],[28555],[28623],[28642],[29085],[29473],[29585],[31490],[32795],[33354],[33934],[36614],[37147],[37876],[38058],[38452],[39011],[39733],[39827],[40271],[40830],[40849],[42037],[42056],[42385],[44909],[45916],[46814],[47543],[47725],[48108],[51318],[51877],[51896],[52245],[52325],[52357],[53760],[53779],[54262],[55567],[56126],[56706],[59292],[62143],[63978],[64821],[64901],[64933],[66336],[66355],[70029],[70927],[71954],[71981],[72248],[72592],[74505],[75512],[76410],[77704],[79126],[84011],[84091],[84831],[86879],[87955],[87982],[88249],[88593],[92830],[94665],[95620],[97042],[97108],[97119],[97634],[101584],[102539],[104715],[107635],[112100],[112127],[112394],[113105],[113890],[117053],[117064],[117579],[122258],[122338],[123078],[125126],[126840],[128398],[129000],[133679],[137515],[141465],[144383],[146080],[146833],[146844],[148400],[152789],[153391],[158856],[158883],[159150],[159861],[160646],[164335],[171019],[177576],[182255],[185943],[188604],[188843],[190436],[200518],[202215],[202968],[202979],[209526],[229139],[235494],[235847],[237257],[240585],[244492],[252205],[254866],[255105],[269344],[293859],[295311],[302349],[309584],[312466],[321464],[338159],[359963],[362254],[369969],[409374],[416609],[428489],[446639],[490495],[580492] ] cell #321 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [93237],[111865],[123304],[140037],[146339],[168994],[180433],[185870],[198294],[214832],[249443],[266610],[306850],[364709],[464004], [4536,597069],[4673,822125],[6617,663485],[6995,905285],[7462,504614],[9575,735856],[10562,565479],[10870,1017496],[11032,403051],[11927,421665],[13584,623623],[14629,838766],[14791,455069],[16381,476713],[16765,1140765],[17054,331335],[18428,504490],[20679,718501],[20699,529338],[21887,543144],[22064,954494],[22353,377418],[23706,754793],[24626,565355],[25171,1268452],[25275,272039],[25560,402927],[27278,413875],[29466,615384],[30466,827211],[30610,623499],[32136,193555],[32424,1076625],[32528,191299],[32813,454945],[34560,858757],[34580,202474],[35768,664273],[36790,335301],[38981,485235],[39447,343110],[42523,716436],[42526,717386],[43767,943542],[43871,237668],[44790,241758],[45934,151078],[46457,241634],[47989,252132],[48989,975340],[49133,158621],[50659,259817],[52010,273185],[54908,274295],[55585,279034],[58540,597857],[59484,826017],[59721,826019],[60579,295238],[60914,296026],[61384,295902],[62550,114861],[64586,192445],[66636,200273],[66639,121533],[67880,1098101],[67984,314640],[68903,318730],[70047,207213],[74386,335425],[75530,219571],[80255,353484],[81614,942377],[82880,237012],[82883,83286],[83669,363921],[83776,145229],[85057,149890],[86152,369896],[90171,157909],[90408,156561],[91601,384088],[92071,383964],[100156,171990],[106509,425755],[107653,287953],[109805,185746],[110677,111153],[110914,187359],[114858,302104],[115647,448306],[119861,122023],[121916,463216],[130469,484447],[131857,218383],[132952,490422],[144083,144138],[150127,243247],[154860,542356],[162403,558716],[171987,409129],[172776,582159],[218620,336914],[223353,689027],[230896,705387] ] cell #322 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [7629],[7864],[10729],[11284],[11998],[12253],[12600],[12632],[15043],[16452],[16707],[16903],[17125],[17480],[17493],[18468],[18542],[20770],[22202],[22424],[22779],[22792],[24666],[24740],[25232],[25379],[25554],[25600],[25674],[27556],[27566],[28278],[30604],[30650],[30724],[32207],[32485],[32632],[32807],[32853],[32927],[34651],[35938],[35948],[36660],[36717],[36726],[37021],[37198],[37208],[39518],[39907],[40283],[42909],[43828],[43975],[44005],[44015],[45974],[46048],[46384],[46393],[46688],[46865],[46875],[49127],[49173],[49247],[50730],[50954],[51330],[52003],[52135],[52371],[52612],[54979],[55625],[55699],[56580],[59775],[60196],[61311],[61320],[61561],[62155],[62933],[64029],[64039],[64579],[64711],[64947],[65188],[67022],[67941],[68088],[68118],[68128],[70087],[70161],[70801],[72002],[75570],[75644],[76461],[76471],[77718],[80326],[81917],[81933],[82171],[83769],[83901],[84705],[85348],[85769],[88003],[90462],[90883],[91998],[92007],[93620],[94716],[94726],[95634],[100539],[101635],[101645],[107693],[107767],[109617],[109798],[110039],[110968],[111444],[112148],[112986],[113119],[114149],[120164],[120418],[122016],[122148],[123595],[124016],[132148],[132569],[140420],[141516],[141526],[144470],[145532],[146630],[147930],[150181],[156554],[158200],[158904],[160905],[170115],[171278],[180724],[181145],[185560],[187352],[189892],[192748],[193846],[199415],[202765],[215123],[216423],[218674],[229398],[235629],[243240],[249734],[251034],[260108],[270632],[273488],[274586],[310872],[329296],[336907],[343401],[353775],[375379],[441073],[551483] ] cell #323 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [58967],[74028],[80807],[90029],[98605],[99642],[106151],[108384],[118550],[119587],[128276],[128893],[129871],[131482],[138486],[139523],[153284],[154262],[155873],[165306],[166343],[166872],[167145],[168258],[177469],[178447],[180058],[189338],[191072],[196172],[196445],[197558],[209419],[210397],[212008],[212407],[212607],[214201],[224992],[225265],[226378],[239069],[239342],[239925],[241053],[247018],[247218],[248812],[255600],[262434],[262707],[263820],[266277],[268037],[268310],[280789],[280989],[293856],[297226],[297426],[298164],[298437],[299706],[305017],[306517],[308277],[308550],[316041],[316314],[316897],[323990],[324190],[330455],[330655],[342479],[345466],[360406],[360676],[361677],[364376],[365198],[365398],[372822],[373095],[376538],[376738],[385288],[385488],[386226],[386499],[393079],[394579],[400388],[401930],[412042],[415302],[415575],[435811],[436230],[436334],[437568],[441410],[446062],[449583],[449783],[452406],[453948],[459701],[460972],[463671],[464493],[464693],[472117],[472390],[480690],[493348],[493621],[497064],[497264],[513605],[521172],[521758],[523245],[525943],[530384],[531618],[538599],[546640],[546744],[547978],[556472],[559993],[560193],[579915],[583436],[583636],[605970],[606243],[614476],[616942],[617046],[618086],[619798],[622241],[625172],[626659],[642887],[647072],[651513],[652747],[677055],[678289],[703143],[706664],[706864],[721242],[724506],[729175],[729279],[749256],[750968],[756342],[780881],[783812],[785299],[810153],[811387],[833640],[841507],[854739],[861498],[890671],[893935],[898604],[898708],[925771],[942935],[968790],[972054],[989636],[1012370],[1020237],[1094006],[1129206],[1155061],[1175907],[1213511],[1326327],[1489845] ] cell #324 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [53011],[55384],[57476],[59130],[65587],[71697],[72898],[73551],[74096],[75976],[78358],[78866],[81069],[88899],[89552],[90097],[96274],[96782],[97280],[97532],[98292],[98913],[99775],[104277],[105021],[105674],[108208],[113541],[117225],[117477],[118237],[118858],[119720],[126402],[127146],[127799],[128443],[128616],[128713],[128861],[129715],[131033],[137161],[138173],[138794],[147005],[147257],[147559],[148433],[152834],[153007],[153104],[153252],[154106],[155424],[160297],[163981],[164993],[165614],[166598],[166711],[167696],[167996],[177192],[177289],[179609],[186171],[188888],[189061],[189158],[189306],[189606],[190759],[194775],[195898],[196011],[196996],[197296],[203140],[203392],[203694],[204568],[209142],[209239],[211559],[212428],[213184],[213924],[214021],[222599],[225816],[235539],[235772],[236600],[238795],[238908],[239648],[239745],[245494],[247039],[247795],[248535],[248632],[252433],[255150],[255323],[255420],[255568],[255868],[261037],[263258],[267120],[275515],[278036],[281566],[293228],[293517],[294711],[295539],[297247],[299620],[301692],[304740],[304837],[307360],[312511],[313572],[315767],[315880],[316620],[316717],[322466],[324767],[339161],[342202],[342299],[346309],[354704],[361049],[362299],[366686],[369369],[370197],[381579],[382773],[385309],[389754],[392802],[392899],[395422],[408717],[411765],[411862],[429491],[436661],[438230],[442832],[443041],[445434],[446684],[460344],[468664],[489895],[490723],[510280],[513328],[513425],[521500],[528153],[532280],[555844],[576685],[579287],[580537],[602517],[614342],[621613],[640296],[674824],[678951],[702515],[717076],[743800],[780253],[854111],[886505],[964624],[1070780],[1230135] ] cell #325 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1479],[2755],[3100],[3176],[3500],[4819],[5352],[5465],[5972],[6038],[6317],[6393],[7091],[7167],[7948],[8586],[8793],[8977],[9713],[9829],[9842],[10086],[10246],[10312],[10359],[11412],[11525],[11833],[12377],[12453],[13056],[13615],[14431],[15746],[15953],[16069],[16082],[16137],[17435],[17642],[17826],[18288],[18364],[18935],[19095],[19161],[19208],[19516],[20054],[20783],[21359],[21918],[21931],[22734],[23178],[23737],[25133],[25543],[26102],[26213],[26918],[27309],[28233],[28440],[28556],[28569],[28624],[29086],[29162],[29474],[29586],[31491],[32796],[33355],[33466],[33935],[36615],[37148],[37174],[37877],[38059],[38453],[39012],[39025],[39828],[40272],[40831],[40942],[42038],[42386],[44910],[45917],[46815],[46841],[47544],[47726],[48109],[51319],[51878],[51989],[52246],[52326],[52358],[52369],[53761],[54263],[55568],[56127],[56140],[56707],[56733],[62144],[63979],[64822],[64902],[64934],[64945],[66337],[70030],[70928],[70954],[71982],[71993],[72249],[72264],[74506],[75513],[76411],[77705],[77716],[84012],[84092],[84832],[84858],[86880],[87983],[87994],[88250],[88265],[92831],[94666],[95621],[95632],[97109],[97170],[101585],[102540],[104387],[107636],[112128],[112139],[112395],[113106],[113117],[113891],[117054],[117115],[122259],[122339],[123079],[125127],[126512],[128402],[133680],[141466],[144384],[144395],[146081],[146834],[146895],[148072],[152793],[158884],[158895],[159151],[159862],[160647],[171020],[182256],[185944],[186055],[188605],[188847],[200519],[202216],[202969],[203030],[229140],[235117],[235498],[237258],[244493],[252206],[254867],[255109],[269345],[295312],[302350],[309585],[312470],[321465],[338160],[362258],[369970],[409375],[416610],[428490],[446643],[490496],[580496] ] cell #326 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [123576],[146611],[160352],[180705],[188310],[215104],[228845],[235454],[249715],[269050],[309290],[329121],[375204],[440898],[551308], [7628,697117],[7863,938099],[10728,768670],[11283,1025039],[11997,596224],[15042,846309],[16451,662640],[16902,1141719],[17124,483602],[18447,504494],[20769,726044],[22201,955448],[22423,541511],[24645,565359],[25201,1268516],[25579,402931],[27537,596091],[30603,828165],[30629,623503],[32206,638362],[32454,1076689],[32832,454949],[34650,866300],[35919,662507],[36688,1398320],[36809,335305],[37179,483469],[39517,495730],[42545,717390],[43797,943606],[43986,725911],[45953,244198],[46355,1203090],[46476,241638],[46846,541378],[49126,976294],[49152,254572],[50729,769532],[52116,407438],[54978,574751],[55604,416315],[59751,826083],[59756,827037],[61282,1065597],[61403,295906],[62569,300546],[64010,193827],[64692,300413],[66658,312426],[67910,1098165],[68099,202746],[70066,321170],[71874,336598],[75549,337865],[76442,343382],[80325,697979],[81618,942430],[81888,942431],[82902,362214],[83305,363076],[83882,362943],[85329,150162],[87875,242931],[90438,252072],[90443,158181],[91969,1224952],[92090,383968],[93256,388608],[94697,260089],[100175,407571],[101616,274567],[107672,428195],[109489,1064463],[110944,295178],[110949,111425],[111884,440036],[112020,187043],[113596,192449],[114880,446599],[119865,201921],[120135,200366],[121552,462371],[122129,462238],[132129,218655],[140056,509134],[141497,353756],[144231,235321],[145233,145786],[145503,237105],[150157,369836],[151097,534086],[156245,158776],[158640,550446],[169013,573889],[170725,273189],[172009,580452],[185750,185810],[192719,302197],[198313,637500],[207232,655215],[218650,490362],[219590,680757],[273459,409222],[279053,796140],[287972,813855] ] cell #327 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [12254],[12633],[16708],[17494],[18543],[18922],[19503],[22793],[24741],[25120],[25380],[25675],[26200],[27559],[27687],[28989],[30725],[32633],[32928],[33453],[35941],[36069],[36720],[36948],[37201],[37329],[38009],[39904],[39957],[43976],[44008],[44136],[46049],[46387],[46615],[46868],[46996],[47676],[49248],[50951],[51004],[52001],[52075],[52138],[52593],[52609],[52662],[55700],[56289],[57568],[59778],[61314],[61542],[61558],[61611],[64032],[64160],[64577],[64651],[64714],[65169],[65185],[65238],[68089],[68121],[68249],[70162],[70510],[71789],[71915],[71999],[72342],[72642],[75645],[76464],[76592],[77940],[81920],[81930],[82465],[83767],[83841],[83904],[84141],[85351],[87184],[87916],[88000],[88343],[88643],[90465],[92001],[92229],[92298],[94719],[94847],[95856],[97595],[101638],[101766],[102844],[104465],[107768],[109557],[109796],[110436],[110971],[111447],[112061],[112145],[113341],[114443],[116119],[117540],[120167],[120712],[122014],[122088],[122151],[122388],[123598],[125431],[126590],[132151],[133984],[135443],[137476],[141519],[141647],[144666],[145535],[146633],[148150],[149649],[150184],[156552],[157192],[158203],[158817],[158901],[161199],[162875],[164296],[171572],[173248],[180727],[182560],[186217],[187350],[190186],[190397],[191882],[192751],[193849],[200801],[202768],[205784],[215126],[218142],[218677],[229692],[231368],[235808],[240315],[243238],[249737],[258144],[260111],[270926],[272622],[273491],[274589],[286524],[293144],[298610],[311166],[333982],[336905],[343404],[351811],[353778],[360640],[380065],[405635],[457653],[481166],[539075],[620274],[751444] ] cell #328 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2656],[4836],[4853],[8106],[8810],[8827],[8993],[9730],[9747],[13951],[14168],[15266],[15388],[15970],[15987],[16153],[17659],[17676],[17842],[20800],[20817],[21551],[23241],[23258],[23753],[24073],[24195],[24290],[26438],[26655],[27325],[28457],[28474],[28640],[29506],[29796],[30785],[32254],[34698],[35303],[35320],[35432],[37894],[37911],[38645],[39565],[39731],[40847],[41167],[41289],[41384],[42054],[42349],[42949],[45120],[46109],[46126],[47561],[47578],[48319],[49308],[51894],[52278],[52568],[53557],[53777],[55026],[55760],[57470],[58075],[58092],[58204],[59124],[59290],[60019],[62973],[64854],[65144],[66133],[66353],[67062],[71691],[71945],[72545],[72590],[74090],[74716],[75705],[75722],[77174],[77915],[78904],[79124],[81107],[84044],[85592],[87090],[87946],[88546],[88591],[90091],[90706],[95831],[96820],[97040],[97526],[97587],[97625],[99813],[100579],[102750],[103739],[103756],[104668],[104713],[112091],[113316],[116022],[117471],[117532],[117570],[119758],[122291],[125337],[126793],[126838],[128554],[128923],[128947],[132392],[133890],[135346],[137468],[137506],[144935],[147251],[148353],[148398],[151304],[152945],[153314],[153338],[158847],[160072],[162778],[164288],[164326],[166655],[166722],[173151],[174699],[177523],[182466],[188999],[189368],[190389],[190427],[192151],[195955],[196022],[201070],[203386],[204488],[207439],[209473],[212368],[219797],[231271],[235705],[235838],[238852],[238919],[240532],[246979],[253642],[255261],[255630],[256689],[258413],[272891],[288179],[293574],[293701],[297187],[298879],[312810],[315824],[315891],[320240],[352080],[359956],[360367],[362598],[373537],[381636],[385249],[405904],[427265],[438287],[446983],[457922],[459662],[494063],[523206],[532337],[580836],[591775],[626620],[679008],[785260] ] cell #329 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [3155],[5287],[6372],[7146],[8340],[8708],[10065],[10181],[11347],[11812],[12432],[13251],[13387],[15186],[15500],[15868],[17189],[17557],[18110],[19030],[20221],[20474],[21690],[22488],[22860],[23373],[23509],[25738],[25874],[25969],[27040],[27987],[28355],[29770],[29887],[31658],[31911],[32991],[33127],[33222],[34355],[35571],[36369],[37568],[37697],[38784],[40467],[40603],[40698],[44511],[45094],[45211],[47235],[47364],[48293],[50434],[51514],[51650],[51745],[52542],[52970],[54430],[54683],[55899],[57127],[57256],[58343],[60325],[62210],[64535],[65118],[65546],[68624],[69207],[71348],[71477],[74690],[74807],[76831],[77889],[78317],[80030],[81246],[82126],[82196],[84581],[85898],[87064],[87783],[91012],[92897],[95805],[96233],[102141],[102724],[105415],[106813],[108954],[109642],[110103],[113290],[113500],[114104],[114174],[120373],[120443],[125311],[127540],[131381],[132698],[133864],[134583],[142605],[144002],[145741],[146294],[148855],[149316],[152713],[155772],[156398],[156859],[160046],[170419],[171233],[171303],[182440],[184669],[187196],[187828],[191218],[192957],[199719],[200137],[202429],[214787],[217348],[217809],[221206],[228539],[236876],[237587],[243084],[249398],[254090],[265981],[268568],[271958],[273697],[283169],[301968],[308808],[314559],[326370],[331254],[336751],[347757],[367736],[377337],[396870],[408993],[421584],[443857],[476632],[521673],[529257],[615303],[716350] ] cell #330 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2269],[3350],[3940],[4486],[5646],[6567],[6650],[6761],[7440],[8488],[8639],[9230],[9341],[10540],[10899],[11010],[11936],[12047],[12881],[13451],[13562],[14333],[14658],[14769],[15648],[16390],[16501],[17063],[18190],[18582],[18693],[19656],[20013],[20063],[20708],[20914],[21754],[21865],[22362],[23573],[23684],[24455],[24780],[24891],[25468],[26820],[27145],[27256],[27861],[29623],[29755],[29820],[30893],[31450],[31500],[32145],[32351],[32721],[33894],[33944],[34589],[34795],[35635],[35746],[36243],[38848],[38959],[39456],[40197],[41549],[41985],[42633],[42706],[44947],[45079],[45144],[45842],[46217],[48146],[48278],[48343],[48503],[49416],[49973],[50023],[50668],[51244],[54222],[54272],[54917],[55123],[55493],[58407],[58518],[59015],[59602],[59942],[61919],[61969],[62069],[62657],[62730],[66746],[66819],[69060],[69192],[69417],[69955],[74543],[74675],[74740],[75438],[75813],[79569],[79619],[80264],[80840],[81715],[82990],[83393],[84434],[84566],[85175],[85515],[87492],[90289],[90629],[92756],[99525],[99575],[99675],[100263],[100336],[106666],[106798],[107023],[107561],[109973],[110795],[111271],[113693],[114968],[119470],[119520],[119620],[119962],[121640],[130193],[131234],[131366],[131975],[132315],[134292],[139556],[145330],[145883],[150008],[154584],[155625],[155757],[158027],[166376],[167102],[168400],[170822],[172097],[176599],[178769],[192546],[196402],[197700],[202018],[210719],[214376],[218501],[226520],[239299],[241375],[248987],[263962],[273286],[282758],[299848],[316271],[325959],[360873],[367325],[436733],[520706] ] cell #331 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [12255],[12634],[16709],[17495],[18544],[18921],[19447],[19502],[22794],[24742],[25119],[25381],[25676],[26175],[26199],[27585],[27686],[30726],[32634],[32929],[33428],[33452],[35967],[36068],[36756],[36947],[37170],[37227],[37328],[39926],[39935],[40904],[43977],[44034],[44135],[46050],[46423],[46614],[46837],[46894],[46995],[49249],[50973],[50982],[51951],[52035],[52043],[52401],[52631],[52640],[55701],[56253],[56729],[60215],[61350],[61541],[61580],[61589],[64058],[64159],[64611],[64619],[64977],[65207],[65216],[68090],[68147],[68248],[70163],[70474],[70950],[71868],[72021],[72310],[72606],[75646],[76490],[76591],[77748],[81952],[82443],[83801],[83809],[84105],[84854],[85788],[87153],[87162],[87869],[88022],[88311],[88607],[90902],[92037],[92228],[92267],[92276],[94745],[94846],[95664],[97222],[101664],[101765],[102813],[102822],[104433],[107769],[109830],[109844],[110124],[112014],[112167],[113149],[113930],[114421],[117167],[120199],[120690],[122048],[122056],[124035],[125400],[125409],[126558],[132588],[133953],[133962],[141545],[141646],[144023],[144225],[144500],[145567],[146120],[146947],[147949],[148118],[149337],[156586],[156880],[158770],[158923],[160686],[161177],[171059],[171550],[181164],[182529],[182538],[186185],[187384],[188644],[190164],[192783],[200360],[202255],[203082],[205472],[216442],[217830],[229179],[229670],[235127],[237099],[240003],[243272],[244532],[251053],[254906],[269384],[270904],[273523],[286212],[293665],[302191],[309624],[311144],[321504],[333670],[336939],[338199],[379753],[400690],[409216],[416649],[428529],[452708],[526245],[647374] ] cell #332 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [116083],[122352],[134822],[135407],[149057],[156600],[162839],[169296],[173212],[174296],[187398],[188030],[191239],[198596],[200158],[205192],[214613],[215440],[217550],[227416],[231332],[236897],[237608],[238538],[243286],[249224],[250051],[254292],[257501],[264858],[268770],[271979],[282995],[283822],[285932],[296624],[301989],[303630],[309010],[314580],[315510],[318139],[326196],[327023],[331275],[332205],[336953],[347959],[348573],[351168],[361486],[367562],[371282],[377358],[378288],[382082],[384686],[387924],[391692],[397072],[397686],[403649],[409014],[410655],[421605],[422535],[438733],[444059],[445871],[451947],[455667],[459717],[460182],[460781],[470577],[476653],[477583],[482012],[491808],[498814],[505212],[512218],[518212],[523261],[523726],[529278],[532783],[538109],[539921],[546254],[546625],[556281],[566077],[579724],[585800],[589520],[594634],[604430],[611436],[615324],[616556],[616927],[622050],[626675],[627140],[629659],[632692],[641790],[661050],[679454],[684780],[686592],[702952],[712748],[716571],[718543],[725316],[727557],[728789],[729160],[760829],[780690],[785315],[785780],[788299],[791332],[819690],[826165],[830322],[836836],[838808],[854548],[865572],[894745],[896986],[898218],[898589],[930258],[945989],[953448],[972864],[978451],[1009052],[1015566],[1017538],[1044302],[1067974],[1090688],[1100548],[1127423],[1132260],[1139719],[1164722],[1216565],[1227329],[1250043],[1259801],[1292375],[1331251],[1345847],[1378937],[1422559],[1461277],[1509365],[1583420],[1591888],[1712811],[1838595] ] cell #333 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [80898],[99733],[108400],[119678],[130215],[131498],[139614],[154606],[155889],[166434],[167161],[168307],[178791],[180074],[196461],[197607],[210741],[212024],[212656],[214258],[225281],[226427],[239358],[241397],[247267],[248869],[262723],[263869],[266529],[268326],[281038],[282640],[297475],[298453],[299755],[306769],[308566],[316330],[324239],[325841],[330704],[345718],[360725],[364628],[365447],[367207],[373111],[376787],[385537],[386515],[394831],[402182],[415591],[436555],[437617],[441662],[449832],[454200],[463923],[464742],[472406],[493637],[497313],[520749],[522502],[531667],[535712],[548027],[552072],[560242],[583685],[588053],[606259],[615514],[625916],[643631],[652796],[656841],[678338],[682383],[706913],[724555],[727747],[746684],[757086],[784556],[811436],[815481],[834384],[868003],[893984],[897176],[926515],[950234],[972103],[1013114],[1046733],[1065137],[1094750],[1136505],[1220810],[1256964],[1343010],[1457273],[1620031] ] cell #334 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [142602],[170416],[183712],[199716],[214784],[216636],[228536],[249395],[251247],[265978],[266950],[268452],[283166],[285018],[307190],[308692],[326367],[328219],[329090],[331127],[346139],[347641],[365049],[367733],[375173],[377210],[395252],[396754],[400417],[402603],[419420],[421457],[440867],[442083],[443741],[452435],[454621],[464344],[474468],[476505],[482709],[501980],[521492],[525972],[526942],[529130],[536133],[540618],[551277],[552493],[562845],[571958],[588474],[615108],[616257],[620847],[630356],[635569],[647101],[648071],[657262],[682804],[687289],[716409],[718225],[728490],[733080],[747427],[752017],[761526],[788996],[794209],[815902],[827184],[838490],[858481],[868746],[873336],[897919],[902509],[930955],[950977],[954467],[975313],[986619],[1017220],[1047476],[1052066],[1073035],[1109026],[1137248],[1140738],[1172890],[1198756],[1221553],[1264862],[1300853],[1321076],[1350908],[1393986],[1480792],[1517452],[1604014],[1717182],[1872852] ] cell #335 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [42321],[59991],[60060],[82257],[85564],[85633],[86515],[90678],[90747],[91294],[114235],[115128],[120504],[120994],[123811],[123880],[124427],[124762],[132364],[132433],[133315],[136461],[147725],[147794],[150452],[152227],[157519],[159770],[160991],[161481],[161884],[163675],[171364],[172257],[175622],[180940],[181009],[181556],[181891],[185037],[186106],[186872],[189978],[195010],[203929],[205439],[206111],[206587],[216218],[216287],[218945],[220720],[222834],[228263],[229484],[229974],[230377],[232168],[233742],[235202],[236535],[238785],[242760],[245866],[250829],[250898],[253134],[256240],[257408],[265705],[266846],[267612],[270718],[271755],[275750],[278408],[280183],[284669],[286179],[286851],[287327],[291216],[294141],[296531],[301627],[307086],[307852],[310958],[311995],[313507],[318382],[327870],[328869],[330202],[332452],[334799],[336427],[339533],[344565],[346801],[349907],[351075],[357597],[360354],[363573],[364945],[368799],[372397],[374952],[376285],[378535],[380882],[382203],[395914],[399020],[401010],[401166],[403556],[406841],[408652],[414877],[417983],[420532],[425407],[436145],[440646],[443533],[449330],[453028],[453184],[455574],[458859],[464240],[471692],[475580],[480880],[481367],[484099],[489325],[492923],[496811],[502729],[520659],[522203],[526565],[528916],[534696],[538789],[539276],[542008],[551056],[553943],[559740],[563594],[569693],[569998],[583183],[587037],[605545],[619988],[620475],[622526],[625617],[633304],[633609],[643332],[647694],[650045],[655825],[667330],[681367],[706411],[717203],[721788],[722093],[736306],[748138],[751158],[751645],[753696],[756787],[784257],[814465],[826424],[831501],[834085],[857459],[862044],[862349],[869457],[926216],[942773],[945501],[961368],[974553],[979630],[1012815],[1048187],[1067113],[1078584],[1094451],[1097332],[1147639],[1193476],[1204606],[1270411],[1286278],[1333856],[1399836],[1530232] ] cell #336 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [535460],[551820],[586259],[587801],[624586],[642301],[656589],[672614],[682131],[685270],[719054],[720133],[726709],[741590],[745646],[755756],[776726],[778438],[783226],[805712],[815229],[828368],[829474],[830935],[839319],[850584],[852296],[860389],[866965],[881846],[889562],[896138],[918685],[920397],[925185],[947011],[955651],[958218],[967681],[977603],[979064],[984034],[998713],[1000425],[1008204],[1009665],[1018049],[1039119],[1040228],[1045695],[1066101],[1074973],[1080094],[1089840],[1091301],[1098023],[1101570],[1107047],[1112777],[1122240],[1123349],[1133282],[1141922],[1144489],[1163874],[1165335],[1194167],[1201401],[1203594],[1212466],[1217587],[1224248],[1224843],[1225456],[1239449],[1249195],[1250656],[1257928],[1271921],[1283128],[1293397],[1304604],[1315176],[1322934],[1323529],[1330403],[1334547],[1341781],[1343974],[1353373],[1353667],[1365966],[1379959],[1398824],[1407696],[1412817],[1420686],[1434679],[1445886],[1452335],[1453481],[1453775],[1459343],[1464590],[1465185],[1467983],[1472059],[1483995],[1507492],[1530923],[1538157],[1540350],[1562342],[1576335],[1582709],[1584361],[1591135],[1593617],[1594763],[1595057],[1630741],[1654573],[1659820],[1660415],[1663213],[1667289],[1702722],[1712170],[1715475],[1721978],[1723630],[1739894],[1751250],[1782962],[1785444],[1786590],[1786884],[1822568],[1841081],[1847849],[1866083],[1871145],[1901746],[1908249],[1909901],[1937521],[1962885],[1981774],[1990638],[2015640],[2019811],[2026579],[2049875],[2095945],[2104844],[2123733],[2132314],[2160067],[2193704],[2203867],[2229043],[2263484],[2294335],[2327095],[2382723],[2387253],[2467497],[2543113] ] cell #337 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [28988],[38008],[41874],[47675],[52592],[53665],[57567],[65168],[66241],[71788],[72229],[72302],[77939],[79012],[88230],[88303],[95855],[96928],[97208],[97548],[104352],[104425],[112375],[113340],[117153],[117493],[126477],[126550],[128515],[129790],[137089],[137429],[146933],[147634],[148110],[152906],[154181],[159131],[163909],[164249],[167924],[177091],[186093],[188960],[189534],[190350],[194850],[197224],[203068],[203769],[209041],[213823],[222674],[235666],[236522],[239547],[245422],[248434],[255222],[255796],[261112],[275590],[277964],[293210],[294605],[301614],[304639],[313494],[316519],[322394],[339089],[342101],[354779],[361031],[369263],[382667],[389676],[392701],[408639],[411664],[429419],[442754],[445416],[460326],[468558],[489789],[510202],[513227],[528047],[555826],[576607],[579269],[602411],[621595],[640218],[674718],[702497],[717058],[743694],[780235],[854093],[886487],[964606],[1070762],[1230117] ] cell #338 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [432091],[487511],[515978],[545420],[573456],[576924],[600133],[637067],[640535],[666549],[668201],[670490],[696684],[700152],[737177],[739466],[768237],[771705],[773293],[776180],[801299],[803588],[832372],[836502],[847151],[850038],[877433],[879722],[886016],[888841],[915252],[918139],[948294],[949936],[952314],[964135],[966960],[980501],[995280],[998167],[1007275],[1035573],[1065240],[1070291],[1071474],[1074427],[1083019],[1088911],[1102853],[1104495],[1118694],[1131156],[1153231],[1191644],[1192777],[1197814],[1208967],[1215461],[1229646],[1230829],[1242374],[1274846],[1280738],[1320537],[1322148],[1333157],[1338194],[1355149],[1360186],[1371339],[1404197],[1410691],[1437604],[1452513],[1463804],[1485666],[1496675],[1501712],[1529533],[1534570],[1567715],[1590274],[1593795],[1615271],[1626562],[1659034],[1691905],[1696942],[1719294],[1753910],[1782101],[1785622],[1818389],[1844713],[1865222],[1905565],[1940181],[1960995],[1985593],[2023443],[2099577],[2130424],[2201977],[2291681],[2404303] ] cell #339 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [29275],[42718],[42776],[60035],[62742],[62800],[63495],[66831],[66889],[67311],[85608],[86354],[90722],[91133],[93429],[93487],[93909],[94182],[100348],[100406],[101101],[103472],[112795],[112853],[115103],[116544],[120969],[122813],[123855],[124266],[124601],[132408],[133154],[135868],[140229],[140287],[140709],[140982],[143353],[144402],[145082],[147769],[152066],[159609],[161456],[161859],[169924],[169982],[172232],[173673],[175461],[179942],[180317],[180984],[181395],[181730],[184444],[185633],[186847],[192298],[194985],[199224],[199282],[201217],[203904],[211892],[212267],[212895],[213575],[216262],[217095],[220559],[222809],[224250],[225340],[228102],[229949],[230352],[233581],[236062],[242735],[247506],[248186],[250873],[251706],[253109],[262782],[265544],[266373],[267587],[268385],[271594],[273038],[275725],[280022],[280805],[281957],[284644],[291191],[297714],[298512],[301154],[304391],[306613],[307827],[308625],[311834],[313034],[324006],[325158],[327845],[329579],[329729],[330471],[334774],[336402],[341853],[344540],[345451],[346776],[364472],[365214],[367077],[372372],[375662],[375812],[376554],[380857],[385776],[392453],[394564],[395889],[400404],[400985],[401915],[408179],[411416],[414852],[420059],[436350],[437290],[441356],[441395],[443508],[448857],[452422],[453003],[453933],[463767],[466372],[471667],[475107],[480516],[480675],[492898],[496338],[512979],[521157],[525959],[526540],[528443],[531340],[538425],[538584],[547700],[551766],[553918],[559267],[569641],[582710],[605520],[614321],[615207],[619624],[619783],[633252],[644366],[647088],[647669],[649572],[652469],[678011],[705938],[716787],[721736],[724228],[746377],[750794],[750953],[757821],[811109],[826372],[829099],[844493],[857043],[861992],[893657],[927250],[945085],[956382],[971776],[974501],[1023223],[1067061],[1078168],[1142653],[1158047],[1204554],[1269995],[1399784] ] cell #340 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [50875],[69258],[77272],[80471],[84632],[87115],[93457],[102775],[106864],[109395],[110426],[112823],[115819],[123809],[125362],[131432],[133915],[135143],[140257],[142656],[143955],[144430],[144905],[147723],[149639],[151274],[155823],[157182],[157727],[160097],[162575],[169952],[170470],[172948],[174669],[180938],[182491],[183719],[186104],[186400],[192121],[199252],[199770],[201040],[201670],[204285],[205774],[206319],[207409],[212923],[216216],[216643],[218132],[219767],[228590],[231068],[232789],[235130],[240305],[242288],[246074],[247534],[250827],[251254],[252479],[252662],[253612],[256659],[258383],[259013],[266032],[266844],[266957],[271137],[272861],[285025],[286514],[287059],[288149],[295585],[297742],[298849],[305397],[307084],[307197],[311377],[312780],[319260],[320210],[328226],[328797],[329475],[333972],[335955],[339741],[346146],[350326],[352050],[352680],[362568],[364943],[365056],[365950],[370243],[373507],[374880],[375558],[380055],[381206],[385804],[395259],[399439],[400169],[402610],[405874],[412422],[418191],[419805],[426285],[427235],[436508],[437857],[440574],[441252],[442090],[446953],[452187],[454628],[457892],[464238],[464351],[474853],[483094],[486476],[490769],[494033],[500581],[501732],[520911],[521126],[525724],[527327],[531907],[536140],[541003],[544385],[550984],[551662],[552500],[562597],[570361],[571710],[580806],[588481],[591745],[614786],[620599],[630741],[633972],[635321],[642255],[646853],[648456],[657269],[667582],[678578],[682811],[687674],[716846],[719008],[722456],[732832],[736558],[745956],[751769],[761911],[789381],[793961],[815909],[828678],[831753],[837111],[839273],[857102],[862712],[873088],[902261],[931340],[945144],[946264],[955961],[979882],[985240],[1015841],[1018003],[1051818],[1069430],[1078227],[1100823],[1142232],[1171511],[1206923],[1228785],[1261257],[1270054],[1347303],[1369295],[1402153],[1543679],[1565671] ] cell #341 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [95110],[124135],[136796],[141910],[148049],[151600],[160979],[174995],[181264],[185372],[186707],[189966],[194105],[205511],[207735],[216542],[220093],[221929],[229472],[233115],[235182],[235753],[236333],[240042],[242595],[244790],[251153],[252969],[253757],[256985],[260367],[270706],[271463],[274845],[277332],[286251],[288475],[290311],[293759],[294121],[301425],[310946],[311703],[313305],[314108],[317602],[319567],[320355],[321762],[329420],[333709],[334297],[336262],[338457],[350652],[354034],[356521],[359968],[366257],[368779],[373652],[375503],[379792],[380380],[381966],[382183],[383334],[387278],[389487],[390290],[399765],[400784],[400929],[406241],[408450],[424627],[426592],[427380],[428787],[438617],[441197],[442565],[450642],[452802],[452947],[458259],[460029],[468074],[469225],[479675],[480494],[481260],[486783],[489305],[494178],[502492],[507804],[510013],[510816],[523573],[526339],[526484],[527563],[532667],[536615],[538403],[539169],[544692],[546233],[551607],[563357],[568669],[569676],[572470],[576418],[584495],[591890],[593882],[601927],[603078],[615049],[616535],[619602],[620368],[621359],[626987],[633287],[636081],[640029],[647468],[647613],[660298],[670244],[674234],[679338],[683286],[691363],[692904],[716550],[716765],[721771],[723574],[728768],[733592],[739220],[743210],[750772],[751538],[752529],[764457],[773689],[775175],[785627],[794721],[798669],[826407],[832612],[843839],[847547],[849033],[857021],[862027],[863830],[873848],[885979],[898197],[903021],[908649],[942875],[945063],[948690],[959895],[964098],[974536],[980741],[991968],[1022569],[1027763],[1052578],[1067096],[1070254],[1075958],[1078146],[1097434],[1103249],[1114454],[1146166],[1178239],[1193578],[1194684],[1204589],[1229609],[1235313],[1267785],[1269973],[1306281],[1325161],[1333958],[1357056],[1399819],[1430543],[1466817],[1488679],[1521537],[1530334],[1608099],[1629575],[1662047],[1799926],[1821402] ] cell #342 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28222,424590],[29075,290274],[36604,479638],[38048,334260],[40090,502455],[41905,356579],[47715,380343],[51137,563320],[52315,400892],[52795,572433],[53696,406299],[56311,593197],[58910,290355],[61744,621322],[64891,452910],[65371,636044],[66272,458317],[70532,659613],[71949,480575],[72582,482214],[72664,669559],[73971,334341],[79043,507862],[84081,526447],[84163,722889],[87317,733555],[87950,538484],[88583,540123],[88665,738535],[89972,380424],[92431,752492],[96959,568727],[97629,570794],[97909,401806],[102977,794684],[104705,594836],[106094,424671],[110458,827621],[112095,619683],[116141,843154],[117574,634405],[117854,453824],[122328,647576],[122410,863145],[125564,873811],[126830,661252],[128219,479719],[134117,902984],[135465,907964],[137510,694022],[137790,503369],[148390,725518],[149671,954904],[157214,975750],[158851,750853],[162897,991283],[164330,765575],[164610,564234],[173270,1021884],[182693,1052541],[190431,834770],[190711,623166],[205806,1109463],[218164,1141175],[231390,1177554],[235842,943245],[240337,1199193],[286546,1301290],[334004,1394423],[380087,1481229], [1646,117072,452256],[2857,146852,525793],[4158,97127,400238],[4870,186670,615891],[5454,194068,629207],[6074,202987,646922],[6848,129008,481560],[8109,144939,717903],[8844,242558,728124],[9428,153399,539469],[9764,252932,747061],[10348,260330,760377],[10930,167350,401680],[11514,274808,787847],[12134,177584,594182],[13954,192155,838168],[14185,116059,629861],[14689,196650,453698],[15269,201074,858159],[15405,314071,859264],[15735,317565,865120],[16004,319530,868380],[16588,209534,660598],[16958,129089,330234],[17693,336225,897553],[18277,221892,686140],[18613,225470,503243],[19197,353997,929806],[20834,366220,950611],[20954,240593,724864],[21554,151308,731916],[21785,244848,535210],[22257,153480,376317],[22996,381929,974975],[23244,253646,976807],[24076,258417,986297],[24212,390253,987402],[24307,162815,761031],[24811,262912,564108],[26441,272895,1016898],[26672,173188,788501],[27176,277390,587551],[27756,177665,420564],[27892,282205,424097],[28491,426555,1047110],[29543,293867,826846],[30023,438580,1067535],[30788,298883,1072713],[30924,299274,623040],[32040,194149,449362],[32271,450605,1083694],[33539,459344,1097379],[34044,201702,1099703],[34715,204525,865774],[35306,320244,1110520],[35435,207443,872172],[35666,321820,656339],[36138,209615,475612],[36274,325406,479145],[37928,486746,1136882],[38648,219801,901345],[38879,338515,681881],[39351,221973,496843],[39582,135383,686794],[40338,226044,349939],[41170,352084,1172568],[41306,510779,1173673],[41401,231308,930460],[42353,360049,942820],[42952,362602,1193948],[42986,361688,722681],[43068,522888,1193523],[44375,240674,528948],[45347,532630,1205028],[45522,151588,535336],[46112,373541,1210206],[46248,373932,545760],[47595,544655,1221187],[49311,256693,982899],[49447,387336,754210],[50123,259045,1237582],[50563,260411,559772],[51385,263486,399052],[53560,405908,1264540],[54812,274889,583215],[55043,584458,1275521],[55763,174703,793045],[55994,103878,592170],[56816,178366,284912],[57487,285265,1044504],[58078,427269,1302347],[58207,288183,1050902],[58438,428845,814979],[59046,432431,432984],[59141,183959,819892],[59521,293213,435880],[60023,436941,831548],[60303,294781,620507],[62976,446987,1334328],[63010,446073,634197],[63092,626302,1333903],[64258,305429,1339573],[64399,305766,458891],[66136,457926,1350586],[67065,312814,1097804],[67099,460983,862937],[68488,317646,650077],[69635,207723,656465],[70361,128355,473227],[71037,210316,328113],[71708,328466,1127625],[72548,483128,1389178],[74107,216883,894947],[74943,679301,1400258],[75118,220081,682007],[75708,494067,1405436],[75844,487851,494458],[76960,136772,500950],[77191,691326,1416417],[78907,350360,1169170],[79719,352712,1432812],[80159,354078,706443],[80981,357153,357629],[81110,232823,935004],[81341,143759,715398],[82208,361034,521827],[82289,236567,361571],[85596,530991,736353],[85876,369439,539308],[87642,246599,381125],[88549,541037,1475984],[90108,251494,973066],[90710,547351,979677],[90990,382843,751677],[92606,256973,754336],[93697,164632,556483],[95086,166517,393828],[96823,399473,1254491],[97931,170192,780892],[99816,271171,1013500],[100582,580840,1530704],[100616,570586,579926],[100698,784942,1530279],[101864,412454,1535949],[102005,406873,412791],[103152,174983,587677],[103742,591779,1546962],[104671,419839,1289631],[106230,107967,607080],[107241,288463,815105],[108643,291056,291459],[109083,185348,613572],[110221,294655,437451],[113063,190733,622252],[114186,445419,625241],[114267,301659,445956],[115371,195253,305050],[116025,630775,1599829],[117876,199492,854750],[119761,311411,1095136],[120455,460329,642956],[120536,313539,460866],[121237,204172,316930],[123843,209522,652120],[124123,209452,468734],[125739,125889,323571],[126796,474887,1376193],[128926,329509,1129516],[128996,216250,893308],[132396,667377,677662],[132676,481399,489965],[134442,335042,340266],[135349,687708,1671214],[136631,500613,1676459],[137812,140497,703154],[139406,350640,923765],[139697,141886,514354],[143033,233103,710905],[147757,240581,723879],[148037,239958,528223],[148356,527361,1458547],[149434,369313,531501],[150484,245898,372721],[153317,375592,1213821],[153387,250861,971427],[156977,382717,547861],[157551,256272,386125],[160942,262794,756411],[161023,262333,556366],[161724,162127,393112],[162781,761945,1759944],[166226,399753,1003793],[166771,266878,1005435],[167232,270669,1012439],[170629,271451,781806],[171315,579272,783881],[171396,408684,579809],[172500,275993,412075],[173154,789415,1791656],[176749,280669,418716],[177502,181252,602587],[177572,180972,810760],[182868,183018,430596],[186138,293750,826705],[189371,441286,1326637],[189929,299156,833709],[190010,298063,622135],[193099,305192,449671],[196071,307118,1087071],[196532,310909,1094075],[199929,311691,855664],[201465,317072,464581],[204491,648490,1621305],[205569,324078,652630],[206143,206619,472016],[212495,329383,1129349],[214234,216530,674894],[217927,489839,678172],[218977,339565,493247],[223077,342512,344808],[224891,229516,703037],[225352,229435,925840],[230217,230620,513638],[231274,931374,1946215],[234719,234869,520279],[235716,360559,943078],[238968,364977,1197157],[240100,365286,724389],[247106,375466,1213654],[248845,251141,743870],[255633,551696,1490155],[258808,259361,560081],[267936,270750,780775],[273839,412217,583524],[278440,415201,418015],[280877,286309,811270],[286883,287359,605869],[297314,441160,1326470],[308176,310990,854633],[315940,464272,1359529],[330543,333767,893818],[342654,497152,500376],[352475,353028,706752],[376626,379850,971937],[385376,551570,1489988] ] cell #343 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2062],[2971],[3674],[4574],[4790],[5065],[6243],[6962],[7665],[7933],[8165],[8397],[9039],[9542],[9959],[10850],[11125],[12303],[12946],[13008],[14010],[14242],[14609],[14884],[15325],[15557],[16199],[16782],[17014],[17246],[17888],[18808],[20659],[21249],[21311],[22081],[22313],[22545],[23068],[23130],[24132],[24364],[25006],[25433],[25495],[26497],[26729],[27371],[27812],[28044],[28686],[30483],[30844],[32096],[32398],[32686],[32748],[34540],[35130],[35192],[36194],[36426],[38343],[38405],[39407],[39639],[40162],[40224],[41226],[41458],[42100],[42883],[44199],[44261],[44431],[44874],[45807],[45869],[46305],[49006],[50619],[51209],[51271],[53616],[54868],[55170],[55458],[55520],[57902],[57964],[59198],[59852],[60998],[62034],[62096],[62333],[62669],[62907],[66192],[66996],[68544],[69920],[69982],[73795],[73857],[74470],[75403],[75465],[75901],[80215],[80867],[82091],[83069],[83405],[85036],[85131],[89796],[89858],[91240],[91685],[92721],[92783],[93594],[97458],[99702],[99939],[100275],[100513],[107526],[107588],[109741],[111132],[111227],[112960],[113635],[117403],[119647],[120338],[121316],[121652],[124373],[130205],[131836],[131931],[139583],[140394],[144117],[145706],[145825],[147183],[152173],[154596],[156497],[157888],[157983],[166403],[168356],[170089],[170764],[178781],[181502],[187295],[192922],[197656],[199389],[200252],[201960],[203318],[210731],[214318],[220666],[226476],[236991],[241387],[243183],[248929],[263918],[273662],[280129],[282700],[299804],[302083],[325901],[336850],[360829],[367267],[409108],[436675],[520694] ] cell #344 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6864],[7274],[9444],[11043],[11181],[11671],[12150],[14802],[14940],[16604],[16832],[17138],[17302],[18726],[18817],[18864],[20970],[22131],[22437],[22601],[24924],[25015],[25062],[25283],[25318],[27630],[27936],[28032],[28100],[29825],[30533],[30969],[32407],[32536],[32571],[34851],[36012],[36318],[36414],[36482],[37272],[40012],[40032],[40047],[42109],[42618],[42705],[43879],[43914],[44079],[44460],[45149],[46293],[46939],[48348],[49056],[49492],[51059],[51079],[51094],[52717],[52737],[52752],[55179],[59186],[59601],[59867],[59938],[60288],[61666],[61686],[61701],[62642],[62729],[64103],[65293],[65313],[65328],[66731],[66818],[67992],[68027],[68192],[74745],[75889],[76535],[80675],[81697],[81711],[82554],[82975],[83378],[85174],[85511],[85861],[87239],[87259],[87274],[90288],[90625],[90975],[92353],[92373],[92388],[94790],[99292],[100248],[100335],[101709],[102899],[102919],[102934],[110203],[110794],[111270],[113689],[114532],[114953],[119237],[119958],[120801],[121625],[124108],[125486],[125506],[125521],[130178],[131974],[132311],[132661],[134039],[134059],[134074],[139173],[141590],[145326],[145879],[148022],[149416],[150007],[154569],[156959],[158026],[161288],[165993],[168399],[170818],[171661],[172082],[178754],[181237],[182615],[182635],[182650],[190275],[192542],[197699],[202014],[205551],[210704],[214372],[216515],[217909],[218500],[226519],[229781],[240082],[241360],[248983],[251126],[263961],[271015],[273282],[282754],[286291],[293799],[299847],[311255],[325955],[333749],[360872],[367321],[379832],[400824],[436729],[452842],[520699],[526379],[647508] ] cell #345 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6256],[6294],[8410],[8563],[10160],[12316],[12354],[12853],[13042],[13366],[14255],[15570],[17259],[17412],[19009],[19653],[20035],[21345],[21669],[22558],[22711],[23164],[23488],[24377],[25340],[25529],[25853],[26742],[28057],[29620],[31472],[32593],[32782],[33106],[33916],[35226],[35550],[36439],[36747],[37129],[38439],[38763],[39652],[40258],[40582],[41471],[43936],[44295],[44944],[45903],[46318],[46414],[46796],[48143],[49995],[51305],[51629],[52392],[54244],[55554],[55878],[56688],[57998],[58322],[59211],[61341],[61941],[62130],[62682],[63960],[64514],[64968],[68049],[69057],[70016],[70909],[73891],[74540],[75499],[75914],[76392],[77739],[79591],[80901],[81225],[82429],[83418],[84431],[84813],[85179],[85489],[86914],[89892],[92028],[92817],[94647],[95655],[99547],[99736],[100288],[101566],[102120],[102574],[106663],[107622],[109970],[111275],[111585],[113140],[113623],[113687],[114407],[119492],[119681],[120676],[121665],[123060],[125161],[130218],[131231],[131979],[132289],[133714],[139617],[141447],[144491],[145813],[145877],[148690],[154609],[155622],[157691],[158031],[158341],[159896],[161163],[166437],[167099],[168404],[170752],[170816],[171536],[178794],[182290],[185837],[187663],[190150],[196399],[197704],[200626],[201948],[202012],[206283],[210744],[214370],[217183],[226524],[229656],[235374],[237365],[239296],[241400],[246038],[248981],[252099],[253925],[263966],[270890],[282752],[287023],[295205],[299852],[302457],[311130],[312346],[316268],[325953],[339705],[360877],[362134],[367319],[369863],[409482],[418155],[436727],[446519],[490389],[520691],[580372] ] cell #346 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1729],[3049],[3750],[4241],[5018],[5256],[6188],[6266],[7040],[7341],[7741],[8309],[8420],[9684],[9912],[10150],[11078],[11316],[11706],[12326],[13178],[13356],[14265],[14837],[15093],[15469],[15580],[17158],[17269],[17337],[18079],[18761],[18999],[19998],[20128],[21481],[21659],[22457],[22568],[22636],[23478],[24387],[24959],[25843],[25938],[26752],[27956],[28067],[28135],[31004],[31435],[31565],[33096],[33191],[33879],[35540],[36338],[36449],[36517],[37092],[37107],[38575],[38753],[39662],[40572],[40667],[41481],[42993],[44480],[46328],[46759],[46774],[49527],[49958],[51619],[51714],[54207],[54337],[55868],[56651],[56666],[58312],[59221],[59906],[59979],[61904],[63017],[63923],[64504],[67106],[68593],[70872],[70887],[75924],[76355],[78099],[79554],[81215],[81752],[82150],[84776],[84791],[85479],[85552],[90593],[90666],[94610],[96015],[99510],[100623],[101529],[102110],[108478],[109596],[111099],[111575],[113730],[114128],[116769],[119455],[119999],[120397],[123023],[131576],[132279],[132352],[141410],[142815],[145367],[145920],[148809],[150312],[155967],[156352],[158331],[168704],[170859],[171257],[173898],[180152],[187150],[187782],[192583],[198004],[202055],[212102],[214413],[217302],[218805],[226824],[243038],[249024],[254044],[264266],[268522],[273323],[282795],[300152],[308762],[325996],[336705],[347711],[367362],[396824],[436770],[443811],[521627],[614356] ] cell #347 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [11041],[11077],[11705],[14800],[14836],[16830],[17140],[17336],[18061],[18724],[18760],[22129],[22439],[22635],[24922],[24958],[25285],[25920],[27628],[27938],[28066],[28134],[30531],[30967],[31003],[32538],[33173],[36010],[36320],[36448],[36516],[36864],[37270],[40014],[40554],[40649],[42616],[42992],[43881],[44077],[44462],[46327],[46531],[46937],[49054],[49526],[51061],[51601],[51696],[52719],[56404],[56423],[59220],[59555],[59869],[59976],[60286],[61458],[61668],[63016],[64101],[64486],[65295],[67105],[67994],[68190],[68575],[70625],[70644],[72757],[72776],[75923],[76533],[81197],[81749],[82152],[82242],[82556],[84256],[84275],[85442],[85549],[85859],[87241],[88758],[88777],[90556],[90663],[90973],[92145],[92355],[94788],[100622],[101707],[102092],[102901],[108231],[109598],[111062],[111538],[113727],[114130],[114220],[114534],[116234],[116253],[119996],[120399],[120489],[120803],[122503],[122522],[124106],[125488],[131056],[132242],[132349],[132659],[134041],[135558],[135577],[141588],[145364],[145917],[148020],[148811],[150275],[155447],[156354],[158294],[160976],[161290],[162990],[163009],[168667],[170856],[171259],[171349],[171663],[173363],[173382],[179632],[181235],[182617],[187152],[187784],[189963],[190277],[192580],[197967],[202052],[211582],[214410],[216513],[217304],[218768],[226787],[229469],[229783],[231483],[231502],[235750],[243040],[249021],[251124],[254046],[264229],[268524],[270703],[271017],[273320],[282792],[300115],[308764],[310943],[311257],[325993],[329417],[336707],[347713],[367359],[375500],[396826],[436767],[441194],[443813],[521629],[551604],[614361] ] cell #348 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [3154],[5286],[6371],[7145],[8339],[8690],[10064],[10180],[11346],[11811],[12431],[13233],[13386],[15185],[15499],[15850],[17188],[17539],[18109],[19029],[20220],[20456],[21689],[22487],[22858],[23355],[23508],[25720],[25873],[25968],[27022],[27986],[28337],[29718],[29885],[31657],[31893],[32973],[33126],[33221],[34337],[35570],[36368],[37550],[37679],[38783],[40449],[40602],[40697],[44510],[45042],[45209],[47217],[47346],[48241],[50416],[51496],[51649],[51744],[52490],[52509],[54429],[54665],[55898],[57109],[57238],[58342],[60324],[62192],[64534],[65066],[65085],[68623],[69155],[71330],[71459],[74638],[74805],[76813],[77837],[77856],[80012],[81245],[82108],[82194],[84529],[85897],[87012],[87765],[91011],[92879],[95753],[95772],[102140],[102672],[104899],[106761],[108936],[109640],[110106],[113238],[113257],[114086],[114172],[120355],[120441],[125259],[127024],[131329],[132697],[133812],[134565],[142553],[144005],[145723],[146276],[148853],[149319],[152470],[155720],[156396],[156862],[159994],[170367],[171215],[171301],[182388],[184153],[187194],[187826],[191221],[192939],[199667],[200140],[202411],[214769],[217346],[217812],[220963],[228487],[236879],[237590],[243082],[249380],[254088],[265929],[268566],[271961],[273679],[283151],[301971],[308806],[314562],[326352],[331257],[336749],[347755],[367718],[377340],[396868],[408996],[421587],[443855],[476635],[521671],[529260],[615306],[716356] ] cell #349 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [12599],[17479],[19432],[22778],[25553],[26160],[28277],[28963],[32806],[33413],[36659],[36943],[36990],[37983],[40282],[40889],[46610],[46657],[47650],[51329],[51936],[52111],[52303],[52333],[56502],[56549],[57542],[61537],[62154],[64687],[64879],[64909],[70723],[70770],[71763],[71901],[71957],[72855],[77458],[77650],[77680],[83877],[84069],[84354],[84674],[87902],[87958],[88856],[92224],[95374],[95566],[95596],[97075],[98058],[98250],[104024],[104080],[109945],[112047],[112103],[112524],[112716],[113081],[116332],[117020],[118003],[118195],[122124],[122316],[122601],[126149],[126205],[129462],[129518],[135656],[136956],[144258],[144359],[145054],[146800],[147306],[147362],[151737],[151929],[153853],[153909],[158803],[158859],[159280],[159472],[163088],[163776],[166816],[167791],[173461],[175132],[175324],[185552],[185910],[185995],[186804],[189401],[192270],[194522],[194578],[196116],[197091],[200393],[201189],[202935],[203441],[203497],[207872],[208064],[212561],[220230],[220422],[222346],[222402],[231581],[235559],[235981],[237132],[239013],[241883],[242692],[247172],[252172],[252257],[253066],[258532],[260784],[260840],[273010],[275262],[275318],[288612],[288804],[293274],[295278],[295363],[296151],[297380],[298998],[301073],[302224],[312953],[315985],[318855],[319664],[335550],[336359],[352199],[354451],[354507],[364046],[366354],[369936],[370021],[384213],[385442],[389135],[406023],[408098],[409249],[425880],[426689],[442213],[448431],[458041],[463341],[484572],[486880],[490462],[490547],[509661],[521257],[542481],[544789],[558841],[576066],[582284],[639677],[667928],[689152],[705512],[736904],[832099],[980228] ] cell #350 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [29005],[38025],[41878],[47692],[53036],[53669],[57584],[58886],[65612],[66245],[71805],[72233],[72907],[73947],[78383],[79016],[88234],[88908],[89948],[96299],[96932],[97289],[97488],[98280],[104356],[105030],[106070],[112379],[113566],[117234],[117433],[118225],[126481],[127155],[128195],[128437],[128604],[129794],[137170],[137369],[138161],[147014],[147213],[147638],[148442],[152828],[152995],[154185],[159135],[163990],[164189],[164981],[166612],[168005],[168204],[177013],[177180],[186180],[188882],[189049],[189615],[189814],[190747],[194854],[195912],[197305],[197504],[203149],[203348],[203773],[208963],[209130],[213745],[213912],[222678],[224732],[235533],[235760],[236609],[238809],[239469],[239636],[245503],[245702],[248356],[248523],[255144],[255311],[255877],[256076],[261116],[262174],[266509],[267777],[275594],[278045],[278244],[293132],[293531],[293624],[294699],[297904],[301701],[304561],[304728],[306749],[308017],[312505],[313581],[315781],[316441],[316608],[322475],[322674],[328982],[339170],[339369],[342023],[342190],[354783],[360441],[360953],[362293],[364608],[368282],[369357],[375065],[381593],[381686],[382761],[389763],[392623],[392790],[408726],[411586],[411753],[429500],[429699],[435961],[438244],[438337],[439267],[440759],[442841],[445338],[446678],[460248],[463903],[467577],[468652],[488808],[489883],[510289],[513149],[513316],[525274],[528141],[532294],[532387],[549677],[551169],[555748],[576694],[579191],[580531],[601430],[602505],[621517],[628688],[640305],[646403],[671945],[674812],[678965],[679058],[702419],[716908],[740921],[743788],[759858],[780157],[787328],[854015],[886337],[910350],[929287],[964456],[1070612],[1229967] ] cell #351 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [3175],[4873],[5457],[6392],[7166],[7929],[8131],[8847],[8967],[9767],[10085],[10351],[11517],[11832],[12452],[12942],[13976],[15291],[15408],[15738],[16007],[16127],[17696],[17816],[18280],[18363],[18934],[19200],[19515],[20837],[21245],[22999],[23064],[23266],[23281],[23727],[24098],[24215],[25132],[26212],[26463],[27299],[28225],[28494],[28614],[29078],[29161],[30026],[30810],[32274],[33465],[33706],[35126],[35328],[35343],[36607],[37173],[37931],[38051],[38339],[40093],[40821],[40941],[41192],[41309],[42028],[43235],[44195],[45350],[46134],[46149],[46840],[47598],[47718],[47782],[51140],[51868],[51988],[52318],[52367],[52798],[53582],[53751],[55046],[56478],[56732],[57898],[58100],[58115],[59848],[60372],[61747],[63259],[64894],[64943],[65374],[66158],[66327],[70699],[70953],[71991],[72239],[72265],[72831],[73791],[74946],[75730],[75745],[77194],[77378],[77714],[81792],[84084],[84330],[84857],[85945],[87320],[87992],[88240],[88266],[88832],[89792],[92434],[95294],[95630],[97111],[97171],[97454],[97978],[100865],[102980],[103764],[103779],[104388],[112137],[112385],[112444],[113115],[116308],[117056],[117116],[117399],[117923],[122331],[122577],[125567],[126513],[128403],[128592],[132745],[134120],[135632],[144302],[144393],[146836],[146896],[147179],[148073],[151657],[152794],[152983],[158893],[159141],[159200],[163064],[173437],[175052],[182696],[185946],[186056],[188848],[189037],[191518],[200437],[202971],[203031],[203314],[207792],[220150],[231557],[235118],[235499],[237176],[237887],[252208],[255110],[255299],[257780],[272258],[288532],[295314],[296903],[302268],[312471],[314859],[351447],[362259],[369972],[371561],[384965],[403928],[409293],[446644],[455946],[470856],[490498],[492087],[580497],[589799],[604709] ] cell #352 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2283],[2431],[3364],[4049],[4108],[4303],[4500],[5755],[5814],[6581],[6684],[6836],[6917],[7549],[7589],[7608],[8653],[9264],[9416],[9497],[10649],[10689],[10708],[10816],[10840],[11970],[12122],[12172],[12203],[13068],[13485],[13708],[14498],[14575],[14599],[15813],[16424],[16576],[16626],[16657],[17097],[18499],[18514],[18523],[19538],[19840],[19895],[20625],[20649],[20742],[20942],[21371],[22011],[22396],[23190],[23607],[23830],[24697],[24712],[24721],[25631],[25646],[25655],[26985],[29113],[29338],[29519],[29562],[29807],[30681],[30696],[30705],[31277],[31332],[32179],[32884],[32899],[32908],[33721],[33776],[34506],[34530],[34623],[38465],[39105],[39490],[41806],[42345],[42362],[42962],[43250],[43523],[44662],[44886],[45131],[46005],[46020],[46029],[47861],[48085],[48330],[49204],[49219],[49228],[50702],[53468],[54049],[54104],[54951],[55656],[55671],[55680],[60015],[60451],[60786],[62386],[62986],[63274],[66044],[66475],[67075],[67636],[69244],[70118],[70133],[70142],[73119],[74258],[74482],[74727],[75601],[75616],[75625],[78815],[80298],[82719],[83122],[84618],[85588],[86024],[89120],[90702],[91473],[93673],[96731],[98392],[99992],[100592],[100880],[105242],[106850],[107724],[107739],[107748],[113039],[114697],[118337],[121369],[123835],[127367],[129922],[131418],[132388],[132824],[138273],[140473],[147749],[148654],[154313],[155809],[165093],[170168],[171826],[178498],[180964],[186130],[190859],[199468],[210448],[216242],[235917],[241104],[250853],[266870],[293957],[307110],[359984],[364969],[464264] ] cell #353 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [15872],[15949],[20478],[20779],[23911],[28359],[28436],[29470],[29774],[30324],[31915],[34359],[37572],[37873],[41005],[42339],[42913],[45098],[45648],[47239],[47540],[48297],[48847],[50438],[52242],[52546],[53096],[54687],[57131],[60009],[62937],[64818],[65122],[65672],[67026],[69211],[69761],[71352],[71935],[72509],[74694],[75244],[76835],[77893],[78443],[80034],[84008],[84585],[85582],[87068],[87787],[87936],[88510],[90696],[93624],[95809],[96359],[97615],[100543],[102728],[103278],[104632],[106817],[107367],[108958],[112081],[112990],[113294],[114108],[115986],[116895],[117560],[122255],[123829],[125315],[126757],[131385],[132382],[133868],[134587],[135310],[137496],[140424],[142609],[143159],[144925],[146298],[147743],[148317],[148857],[149280],[151294],[155776],[158837],[160050],[162742],[164316],[170119],[170423],[171237],[173115],[174024],[174689],[180958],[182444],[186124],[187830],[188253],[190417],[191138],[191214],[192141],[199419],[199723],[201060],[202433],[204452],[207429],[214791],[216236],[217350],[217773],[219787],[228543],[231235],[235828],[237507],[237583],[241418],[249402],[250847],[253632],[254092],[254515],[256679],[258403],[265985],[266864],[268570],[271878],[271954],[272881],[283173],[288169],[293439],[295686],[298869],[307104],[308810],[312800],[314479],[314555],[320230],[326374],[331250],[335085],[347759],[352070],[360227],[362588],[364963],[367740],[373527],[377333],[381501],[383748],[396872],[405894],[421580],[427255],[438152],[443859],[446973],[457912],[459522],[464258],[476628],[494053],[521675],[523066],[529253],[532202],[580826],[591765],[615299],[626480],[678873],[716340],[785120] ] cell #354 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6782],[7630],[7865],[9362],[10730],[10887],[11285],[12068],[12250],[12629],[14354],[14646],[15044],[16522],[16704],[16805],[16904],[16911],[17490],[18211],[18535],[18570],[19391],[20935],[21742],[22104],[22203],[22210],[22789],[24476],[24733],[24768],[25200],[25237],[25370],[25667],[26051],[26841],[27133],[27603],[27709],[30506],[30605],[30717],[30881],[31213],[32453],[32490],[32623],[32920],[33304],[34816],[35623],[35985],[36091],[36689],[36755],[37159],[37245],[38836],[39966],[40780],[41570],[42587],[43459],[43796],[43833],[43966],[44052],[44328],[46041],[46356],[46422],[46826],[46912],[49029],[49128],[49240],[49404],[49736],[51013],[51827],[52044],[52400],[52671],[53985],[55692],[56718],[58395],[59750],[59816],[60257],[61191],[61283],[61349],[61620],[64076],[64620],[64976],[65247],[66700],[67572],[67909],[67946],[68079],[68165],[70154],[70939],[72311],[75637],[76508],[77747],[79332],[81683],[81889],[82503],[82944],[83810],[84843],[85830],[86764],[87193],[88312],[90437],[90944],[91878],[91970],[92036],[92307],[94763],[95663],[98797],[101682],[102853],[104434],[107760],[110189],[110943],[113148],[114481],[114922],[118742],[120136],[120750],[122057],[124077],[125011],[125440],[126559],[132630],[133564],[133993],[141563],[144499],[145504],[147991],[148119],[149402],[150156],[156945],[161237],[171610],[172051],[175871],[181206],[182140],[182569],[186186],[190224],[192720],[205537],[216484],[217895],[218649],[229730],[235134],[240068],[251095],[270964],[273460],[286277],[293785],[311204],[333735],[379818],[400810],[452828],[526365],[647494] ] cell #355 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4535],[4672],[6616],[6994],[7461],[7625],[7860],[9574],[10561],[10725],[10869],[11031],[11280],[11924],[11991],[12562],[13583],[14628],[14790],[15039],[16378],[16445],[16762],[16895],[17051],[17118],[17395],[18430],[18465],[20678],[20696],[20763],[21886],[22061],[22194],[22350],[22417],[22694],[23705],[24628],[24663],[25173],[25229],[25272],[25546],[25562],[25597],[27277],[27568],[28193],[29463],[30463],[30596],[30612],[30647],[32133],[32200],[32426],[32482],[32525],[32799],[32815],[32850],[34559],[34577],[34644],[35767],[35950],[36575],[36728],[36792],[37018],[37210],[38980],[39444],[39511],[40275],[42520],[42528],[42906],[43769],[43825],[43868],[44017],[44787],[45971],[46395],[46459],[46685],[46877],[47986],[48986],[49119],[49170],[50656],[50723],[51322],[52373],[54905],[54972],[55622],[56577],[58539],[59538],[59723],[60198],[60576],[60911],[61322],[61386],[62147],[62930],[64041],[64949],[66633],[67019],[67882],[67938],[67981],[68130],[68900],[70084],[70798],[74383],[75567],[76473],[77720],[80252],[80319],[82225],[82877],[83666],[84702],[85771],[86149],[90410],[90885],[91598],[92009],[92073],[93617],[94728],[95636],[100536],[101647],[106506],[107690],[110036],[110916],[112983],[113121],[114203],[114855],[115644],[120472],[121913],[124018],[130466],[132571],[132949],[140417],[141528],[144472],[147932],[150129],[154857],[160959],[162400],[170112],[171332],[171984],[172773],[181147],[185568],[189946],[199412],[216425],[218622],[223350],[229452],[230893],[235733],[251036],[270686],[310926],[329400],[375483],[441177],[551587] ] cell #356 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [7843],[11274],[12582],[15033],[17033],[17462],[18957],[22332],[22761],[25155],[25355],[25413],[27831],[28260],[32608],[32666],[36213],[36642],[36784],[36962],[40084],[40142],[43951],[44450],[46451],[46629],[51131],[51189],[52083],[52789],[56343],[56521],[61378],[61738],[62014],[64659],[65365],[68064],[70564],[70742],[72696],[77430],[82018],[83849],[84195],[84646],[87311],[88697],[92065],[92425],[95346],[98030],[102971],[109917],[110524],[112496],[116173],[117975],[122096],[122442],[125558],[134111],[135497],[143962],[145026],[149737],[151709],[157280],[159252],[162929],[173302],[175104],[182687],[186407],[192242],[201161],[205872],[207844],[218230],[220202],[231422],[240403],[242295],[252669],[258504],[272982],[286612],[288584],[298970],[319267],[334070],[335962],[352171],[365957],[380153],[405995],[426292],[436515],[458013],[486483],[544392],[570368],[633979],[722463],[862719] ] cell #357 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [17195],[18116],[22494],[25700],[25975],[27002],[27993],[32953],[33228],[36375],[36825],[37356],[37659],[40429],[40609],[40704],[44517],[46492],[47023],[47326],[51476],[51656],[51751],[52152],[52209],[56384],[56915],[57089],[57218],[60331],[61419],[62172],[64541],[64728],[64785],[68630],[70605],[71136],[71310],[71439],[72737],[77499],[77532],[77556],[81252],[82064],[82193],[83918],[83975],[84236],[84870],[85904],[87745],[88738],[91018],[92106],[92859],[95415],[95448],[95472],[98099],[98132],[98156],[102147],[108916],[109639],[109991],[110101],[110570],[112565],[112598],[112622],[114042],[114171],[116214],[118044],[118077],[118101],[120311],[120440],[122165],[122222],[122483],[132704],[134545],[135538],[142248],[143982],[144000],[145100],[145679],[146232],[148852],[149314],[149783],[151778],[151811],[151835],[156395],[156857],[157326],[159321],[159354],[159378],[162970],[169727],[171171],[171300],[173343],[175173],[175206],[175230],[186427],[187193],[187825],[191216],[192316],[192895],[199027],[200135],[201235],[202367],[205918],[207913],[207946],[207970],[214725],[217345],[217807],[218276],[220271],[220304],[220328],[227847],[231463],[236874],[237585],[240449],[242315],[243081],[249336],[252689],[254087],[258578],[265289],[268565],[271956],[273056],[273635],[283107],[286658],[288653],[288686],[288710],[299044],[301966],[308805],[314557],[319287],[326308],[331252],[334116],[335982],[336748],[347754],[352245],[365977],[367674],[377335],[380199],[396867],[406069],[408991],[421582],[426312],[436535],[443854],[458087],[476630],[486503],[521670],[529255],[544412],[570388],[615301],[633999],[716348],[722483],[862739] ] cell #358 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [19388],[26048],[28859],[33301],[37156],[37784],[40777],[46823],[47451],[51824],[52229],[52359],[56715],[57343],[64805],[64935],[70936],[71564],[71983],[72269],[77576],[77706],[83995],[84840],[87984],[88270],[95492],[95622],[97175],[98176],[104106],[104392],[112129],[112642],[113107],[117120],[118121],[122242],[126231],[126517],[129544],[137056],[144385],[146900],[147388],[148077],[151855],[153935],[158885],[159398],[163876],[167891],[175250],[186060],[186830],[189501],[194604],[197191],[203035],[203523],[207990],[220348],[222428],[235198],[236489],[242718],[245389],[253092],[255763],[260866],[275344],[277931],[288730],[294137],[301581],[313461],[319690],[322361],[336385],[339056],[354533],[366380],[368795],[382199],[389643],[408606],[426715],[429386],[442721],[468090],[486906],[489321],[510169],[527579],[544815],[576574],[601943],[615065],[640185],[674250],[743226],[773705],[847563],[948706],[1103265] ] cell #359 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [37483],[39266],[40592],[47150],[51639],[52844],[53346],[55217],[57042],[57086],[64524],[65420],[65922],[71263],[71307],[72050],[72884],[73384],[77529],[78191],[78693],[81235],[84997],[85499],[87742],[88051],[88885],[89385],[95445],[96107],[96609],[97266],[97348],[98129],[102130],[104173],[105007],[105507],[108913],[111595],[112196],[112595],[113374],[113621],[114039],[117211],[117293],[118074],[123244],[126298],[127132],[127632],[129611],[132299],[134542],[137147],[137229],[142245],[144457],[145811],[146229],[146991],[147073],[147455],[148419],[148682],[148795],[151808],[154002],[158351],[158952],[159351],[160130],[163967],[164049],[167982],[168064],[169724],[170750],[171168],[175203],[185835],[186157],[186902],[187655],[187768],[189592],[189674],[191151],[194671],[197282],[197364],[199024],[200592],[201946],[202364],[203126],[203208],[203590],[207943],[214722],[217175],[217288],[220301],[222495],[227844],[235217],[235366],[236586],[237331],[237520],[242790],[245480],[245562],[249333],[252097],[253164],[253917],[254030],[255854],[255936],[260933],[265286],[268508],[271891],[275411],[278022],[278104],[283104],[288683],[294156],[295203],[301678],[302423],[308748],[312338],[313558],[314492],[319762],[322452],[322534],[326305],[331187],[336457],[339147],[339229],[347697],[354600],[362126],[366452],[367671],[368814],[369861],[377270],[382218],[389740],[396810],[408703],[409448],[421517],[426787],[429477],[429559],[442818],[443797],[446511],[468109],[476565],[486978],[489340],[490387],[510266],[521613],[527598],[529190],[544887],[576671],[580364],[601962],[615084],[615236],[640282],[674269],[716342],[743245],[773724],[847582],[948725],[1103284] ] cell #360 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4008],[4511],[5714],[6592],[6730],[7508],[7577],[9107],[9199],[9310],[10608],[10677],[10798],[10875],[11774],[11976],[12016],[12652],[13698],[13900],[14302],[14486],[14557],[14634],[16267],[16430],[16470],[16793],[17103],[17956],[18048],[18159],[18481],[18558],[19526],[20420],[20607],[20748],[20883],[21016],[21138],[21186],[22092],[22402],[23820],[24424],[24679],[24756],[25613],[26387],[26789],[26973],[27591],[28754],[28917],[29498],[30080],[30202],[30250],[30494],[30663],[30869],[31032],[31098],[32185],[32866],[34301],[34488],[34629],[34764],[35019],[35973],[37233],[37842],[38110],[38232],[38280],[39496],[41518],[42462],[42575],[42941],[43278],[43344],[43700],[44040],[44596],[45987],[46900],[47509],[48021],[48603],[48725],[48773],[49017],[49186],[50708],[53022],[53804],[53870],[54957],[55638],[57401],[57791],[59542],[59650],[60245],[60611],[60720],[62965],[63724],[64064],[65598],[66575],[67054],[67391],[67457],[67813],[68153],[70100],[71622],[72940],[73296],[74192],[75583],[76496],[78369],[80304],[82229],[82819],[85818],[86184],[88941],[89297],[90337],[90932],[91407],[93652],[94411],[94751],[96285],[98326],[100571],[101330],[101670],[105063],[107706],[110843],[113018],[113552],[114207],[114797],[118271],[120476],[124065],[127188],[132618],[132984],[136097],[138207],[140452],[141211],[141551],[147979],[148475],[150056],[160963],[165027],[170147],[171336],[171926],[181194],[186252],[189950],[190793],[199447],[216472],[218549],[229456],[235737],[235851],[251083],[270690],[293148],[310930],[329404],[375487],[441181],[551591] ] cell #361 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [19457],[26185],[28957],[33438],[37514],[37977],[40914],[47181],[47644],[51961],[52270],[52852],[57073],[57536],[64846],[65428],[71294],[71757],[72058],[72874],[77617],[78199],[84036],[85028],[88059],[88875],[95533],[96115],[97256],[98217],[104181],[104997],[112204],[112683],[113382],[117201],[118162],[122283],[126306],[127122],[129619],[137137],[144465],[146981],[147463],[148409],[151896],[154010],[158960],[159439],[163957],[167972],[175291],[186147],[186910],[189582],[194679],[197272],[203116],[203598],[208031],[220389],[222503],[235195],[236576],[242798],[245470],[253172],[255844],[260941],[275419],[278012],[288771],[294134],[301668],[313548],[319770],[322442],[336465],[339137],[354608],[366460],[368792],[382196],[389730],[408693],[426795],[429467],[442808],[468087],[486986],[489318],[510256],[527576],[544895],[576661],[601940],[615062],[640272],[674247],[743223],[773702],[847560],[948703],[1103262] ] cell #362 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [25770],[27072],[33023],[37362],[37729],[39145],[40499],[47029],[47396],[51546],[52158],[52834],[53225],[56921],[57159],[57288],[62242],[64734],[65410],[65801],[71142],[71380],[71509],[72040],[72106],[77505],[78181],[78402],[78572],[82613],[83924],[84876],[87815],[88041],[88107],[92929],[95421],[96097],[96318],[96488],[98105],[104163],[104200],[104229],[108986],[109997],[110149],[112186],[112252],[112571],[113364],[114591],[116854],[118050],[120860],[122171],[123123],[126288],[126325],[126354],[129601],[129638],[129667],[134615],[143118],[144048],[144447],[144578],[145106],[147445],[147482],[147511],[149210],[149362],[151784],[153992],[154029],[154058],[156753],[156905],[158942],[159008],[159327],[171720],[173983],[175179],[183454],[185647],[185662],[186892],[187551],[188183],[191264],[191794],[192322],[194661],[194698],[194727],[200183],[200713],[201241],[203580],[203617],[203646],[207919],[215975],[217703],[217855],[220277],[222485],[222522],[222551],[236076],[236922],[237633],[241550],[242780],[243439],[250586],[251924],[253154],[254445],[258584],[260923],[260960],[260989],[268923],[272004],[272534],[273062],[275401],[275438],[275467],[284357],[288659],[295030],[295818],[299050],[301168],[302014],[309163],[313048],[314605],[319752],[327558],[331300],[335217],[336447],[337106],[348112],[352251],[354590],[354627],[354656],[366442],[369688],[377383],[383880],[389230],[397225],[402843],[406075],[408193],[409039],[421630],[426777],[442308],[444212],[454861],[458093],[476678],[486968],[490214],[504406],[509756],[521420],[529303],[544877],[565271],[576161],[615349],[623415],[639772],[668091],[717302],[737067],[825998],[832262],[980391] ] cell #363 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [9020],[9940],[13838],[15153],[16180],[17869],[20188],[20358],[21035],[22854],[23960],[26325],[27352],[28667],[29881],[30099],[30373],[31625],[34239],[34916],[37452],[38129],[39235],[41054],[43597],[45205],[45697],[47119],[48622],[48896],[52871],[53145],[53315],[54397],[55244],[57011],[57688],[60151],[63621],[65447],[65721],[65891],[67710],[69810],[71232],[73193],[73411],[74801],[75293],[78218],[78492],[78662],[84966],[85724],[89194],[89412],[90838],[94308],[96134],[96408],[96578],[97757],[97786],[101227],[103327],[105316],[105534],[107416],[110642],[113401],[116944],[117702],[117731],[123213],[123971],[127441],[127659],[132524],[135994],[137638],[137667],[141108],[143208],[144518],[144633],[147885],[149855],[151436],[152614],[157398],[160157],[164458],[164487],[174073],[174831],[178243],[181100],[184570],[185717],[186313],[190559],[190588],[191734],[191849],[200653],[200768],[207571],[210193],[216378],[218348],[219929],[221107],[232951],[235234],[237392],[238103],[241605],[242201],[246476],[250989],[251979],[252575],[256821],[271299],[272474],[272589],[288311],[290933],[295085],[295873],[300326],[302484],[311539],[312206],[315075],[331770],[335272],[335868],[340143],[350488],[361994],[362856],[369743],[377853],[383935],[399601],[402898],[407351],[409509],[422100],[446379],[454916],[462151],[477148],[483382],[490269],[504461],[529773],[541291],[565326],[580232],[596004],[623470],[662420],[717357],[725824],[826950],[942411] ] cell #364 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [9067],[11696],[11734],[13850],[16227],[17327],[17916],[18089],[20370],[21037],[22626],[23780],[23972],[25784],[25948],[26337],[28125],[28714],[30101],[30385],[33037],[33201],[33694],[34251],[34918],[36507],[37464],[38131],[40513],[40677],[41066],[43223],[43599],[45709],[47131],[47817],[48624],[48908],[49517],[51560],[51724],[52873],[53157],[57023],[57173],[57690],[60153],[60407],[62256],[63247],[63623],[65449],[65733],[66771],[67712],[68603],[69822],[71244],[71394],[73195],[75305],[78220],[78504],[83015],[84978],[85726],[85980],[87829],[89196],[90293],[90603],[90840],[94310],[96136],[96420],[97759],[100853],[101229],[103339],[105318],[107428],[109000],[110799],[111109],[113403],[114993],[116956],[117704],[119892],[119956],[123973],[127443],[132526],[132780],[134629],[135996],[137640],[141110],[143220],[144520],[145260],[145324],[147887],[150012],[150322],[151438],[152616],[156233],[164460],[172122],[174085],[174833],[181102],[184572],[185777],[187031],[190561],[191736],[192476],[192540],[207573],[216380],[218505],[218815],[219931],[221109],[232953],[235309],[238105],[241665],[242919],[250991],[256823],[271301],[272476],[273216],[273280],[288313],[295933],[300401],[311541],[315077],[331772],[335332],[336586],[350490],[362931],[377855],[383995],[399603],[402958],[407426],[422102],[454976],[462226],[477150],[483457],[504521],[529775],[541366],[565386],[596079],[623530],[662495],[717417],[725899],[827025],[942424] ] cell #365 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [41904],[53695],[58892],[66271],[72581],[73953],[79042],[88582],[89954],[96958],[97494],[97583],[104704],[106076],[117439],[117528],[126829],[128201],[128550],[128953],[137375],[137464],[147219],[148389],[152941],[153344],[164195],[164284],[166728],[168210],[177126],[177529],[188995],[189820],[190385],[196028],[197510],[203354],[209076],[209479],[213858],[224848],[235701],[238925],[239582],[240538],[245708],[248469],[255257],[256082],[262290],[267893],[278250],[293707],[294640],[298020],[304674],[308133],[315897],[316554],[322680],[339375],[342136],[360040],[361528],[369298],[372678],[382702],[386082],[392736],[411699],[415158],[429705],[436932],[445913],[460823],[468593],[471973],[489824],[493204],[513262],[528082],[530982],[547342],[556323],[579766],[602446],[605826],[622092],[652111],[674753],[677653],[702994],[723870],[743729],[780732],[810751],[826696],[854590],[893299],[971418],[1005426],[1087062],[1197148],[1359520] ] cell #366 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [12969],[19641],[19932],[21272],[21612],[23091],[23302],[29608],[31369],[31758],[33813],[34032],[35153],[35364],[35493],[38366],[38706],[44222],[44932],[45441],[46170],[48131],[48422],[49369],[49892],[50111],[50281],[54141],[54530],[55821],[57925],[58136],[58265],[60276],[61838],[64246],[68335],[69045],[69336],[69554],[73818],[74528],[75037],[75766],[76678],[77018],[78965],[79488],[79707],[79877],[81168],[82527],[84419],[85849],[87411],[89819],[90963],[92525],[96881],[97882],[99444],[99874],[101852],[103071],[103800],[105941],[106651],[106942],[107160],[108801],[109141],[109958],[110139],[114505],[117827],[119389],[119819],[120774],[128066],[129327],[130224],[131219],[131729],[132649],[134211],[136619],[137763],[139325],[139755],[142952],[144038],[149352],[151561],[153718],[154615],[155610],[156120],[156895],[164583],[166145],[166575],[167087],[167208],[167268],[168309],[170548],[171634],[174956],[176518],[177903],[178800],[190684],[194387],[196387],[196508],[196568],[197609],[199848],[207696],[209853],[210750],[212531],[212658],[213029],[214254],[217845],[220054],[222211],[225388],[226429],[239284],[239405],[240912],[241406],[244766],[247142],[247269],[247640],[248865],[256946],[260649],[262830],[263871],[266320],[266525],[275127],[277308],[282636],[288436],[297350],[297477],[297848],[299192],[299757],[300621],[306560],[306765],[316256],[316377],[317884],[321738],[325837],[328769],[338433],[354316],[360595],[360727],[363151],[364419],[364624],[367203],[374852],[385412],[385539],[385910],[387254],[388683],[407646],[428763],[436273],[436551],[440111],[440546],[459890],[462446],[463714],[463919],[509209],[520675],[521098],[523434],[534161],[546683],[550521],[550956],[573964],[616985],[626848],[637575],[642227],[655290],[680832],[718980],[729218],[785488],[796215],[813930],[839245],[898647],[1017975] ] cell #367 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [41929],[53720],[58898],[66296],[73139],[73959],[79067],[80793],[89140],[89960],[96983],[97500],[98321],[99628],[105262],[106082],[117445],[118266],[119573],[127387],[128207],[128645],[128879],[129826],[137381],[138202],[139509],[147225],[148674],[153036],[153270],[154217],[164201],[165022],[166329],[166643],[166827],[168216],[177221],[177455],[178402],[189090],[189324],[189826],[190788],[195943],[196127],[197516],[203360],[209171],[209405],[210352],[212374],[213953],[214187],[224763],[224947],[235801],[238840],[239024],[239677],[239911],[241008],[245714],[246985],[248564],[248798],[255352],[255586],[256088],[262205],[262389],[267808],[267992],[278256],[280756],[293562],[293811],[294740],[297193],[297935],[298119],[304769],[305003],[308048],[308232],[315812],[315996],[316649],[316883],[322686],[323957],[329013],[330422],[339381],[342231],[342465],[359962],[360373],[360472],[361632],[365165],[369398],[372593],[372777],[375096],[376505],[381624],[382802],[385255],[385997],[386181],[392831],[393065],[400355],[411794],[412028],[415073],[415257],[429711],[436301],[436854],[438275],[440790],[444857],[446017],[452373],[459668],[459767],[460927],[468693],[471888],[472072],[489924],[493119],[493303],[513357],[513591],[520824],[523212],[523311],[524301],[525910],[528182],[530904],[532325],[547264],[551200],[555267],[556427],[578710],[579870],[602546],[605741],[605925],[619116],[622196],[626626],[626725],[645430],[647039],[652033],[674853],[677575],[678996],[701938],[703098],[723792],[731349],[743829],[750286],[777756],[780836],[785266],[785365],[810673],[826544],[851614],[854694],[871605],[893221],[900778],[971340],[1005274],[1030344],[1050335],[1086910],[1196996],[1359368] ] cell #368 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [21730],[27044],[27121],[31201],[35611],[37701],[38824],[39186],[43447],[44612],[47368],[49392],[49724],[52974],[53266],[53973],[57260],[58383],[60736],[61179],[65550],[65842],[66688],[67560],[68725],[71481],[73043],[74208],[78321],[78613],[79320],[82932],[83491],[86752],[89044],[90229],[91423],[91866],[92901],[96237],[96529],[98342],[98785],[105166],[105419],[106331],[110372],[110735],[113504],[114910],[115469],[118287],[118730],[120377],[121738],[123164],[124999],[127291],[127544],[130291],[133552],[138223],[138666],[145745],[148578],[149585],[149948],[152717],[154682],[156400],[156823],[157128],[162225],[165043],[165486],[167501],[172039],[172598],[175859],[178867],[182128],[184673],[187198],[187621],[190809],[192961],[195794],[196801],[200057],[200133],[205720],[210817],[218078],[218441],[221210],[223175],[225621],[230718],[233979],[235867],[236796],[236872],[240251],[243086],[243509],[244999],[246697],[251792],[263063],[273701],[276534],[277541],[286460],[291557],[293371],[294898],[299425],[300959],[301888],[301964],[321971],[333918],[336753],[337176],[338666],[340364],[356730],[360157],[363489],[368029],[369556],[380001],[387487],[406450],[407984],[408913],[408989],[428996],[439014],[444542],[458468],[462784],[484015],[488555],[490082],[508013],[523986],[541924],[549424],[568878],[572867],[578395],[596637],[636478],[645115],[663053],[670657],[696095],[726457],[739633],[767648],[803755],[835913],[879889],[943472],[952481],[1065481],[1190997] ] cell #369 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [21639],[23458],[31186],[33630],[35520],[38733],[43159],[43432],[44654],[47853],[49709],[53958],[55848],[58292],[60443],[60778],[61164],[63183],[67545],[68767],[73028],[74250],[76106],[79305],[83533],[86016],[86737],[89029],[91465],[91851],[98384],[98770],[99043],[100789],[102284],[105151],[106373],[110487],[115511],[118329],[118715],[118988],[121780],[124984],[127276],[130333],[130668],[132816],[133537],[138265],[138651],[138924],[148563],[149700],[154724],[155059],[157243],[162267],[165085],[165471],[165744],[167616],[168540],[172640],[175844],[178909],[179244],[182113],[187008],[190851],[195779],[196916],[197840],[204698],[205835],[210859],[211194],[218193],[223217],[225736],[226660],[230760],[233964],[235909],[236017],[240366],[242896],[245114],[246739],[253270],[257113],[263178],[264102],[276519],[277656],[283472],[286575],[291599],[293310],[294030],[299540],[299988],[301001],[301109],[312881],[312989],[322086],[326673],[334033],[336563],[338781],[340406],[356845],[360079],[362669],[363531],[367968],[368688],[374646],[380116],[381372],[382092],[387602],[406565],[408026],[408134],[429111],[433698],[438023],[438953],[444464],[447054],[458583],[459374],[462826],[484057],[488494],[489214],[495172],[508128],[522918],[523908],[532073],[541966],[549363],[568993],[572806],[578317],[580907],[596679],[626332],[636417],[645037],[663095],[670579],[678744],[696034],[726499],[739555],[767587],[784972],[803677],[835852],[879811],[943411],[952403],[1065403],[1190986] ] cell #370 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [45936],[49135],[55297],[55587],[62552],[66641],[70049],[73464],[75532],[76055],[82885],[83288],[85111],[89465],[90225],[93239],[98517],[98992],[100158],[105587],[107655],[110731],[111207],[111867],[114863],[118462],[118937],[121535],[123358],[127712],[130088],[131911],[138398],[138873],[140039],[146393],[149944],[151080],[154479],[157963],[158623],[160210],[165218],[165693],[168336],[168996],[171992],[178664],[179042],[180487],[186637],[190984],[193609],[197636],[198296],[200706],[202528],[204647],[207215],[210614],[210992],[214886],[218437],[219573],[226456],[227116],[237445],[241270],[242525],[246872],[249497],[252104],[252551],[252899],[259871],[263898],[264558],[267377],[274349],[279036],[283268],[287955],[291732],[295210],[295657],[299784],[302537],[306362],[307617],[312122],[312336],[319497],[326469],[336192],[340539],[343164],[346566],[353538],[358225],[360809],[361910],[362124],[366187],[369868],[370315],[372162],[374442],[381172],[395679],[409562],[413387],[414642],[426522],[433494],[436062],[437823],[443298],[445194],[446295],[446509],[471457],[486713],[490394],[490841],[492688],[494968],[516205],[520877],[524638],[530112],[531873],[544622],[553708],[577151],[579047],[580148],[580362],[605310],[617814],[624291],[640762],[645767],[671309],[676783],[678544],[700379],[719838],[740285],[748984],[771932],[776454],[782931],[804407],[850312],[860094],[880541],[889267],[918413],[953133],[967386],[998441],[1038824],[1074701],[1121945],[1191990],[1201106],[1321403],[1451549] ] cell #371 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [10952],[12181],[14711],[16635],[16923],[18635],[18791],[21807],[22020],[22222],[24833],[24989],[25249],[25395],[27198],[27642],[27721],[29122],[30946],[31295],[32005],[32381],[32502],[32648],[35688],[36024],[36103],[36766],[37284],[38901],[39114],[39316],[39978],[40124],[42083],[43541],[43845],[44091],[44340],[44586],[44764],[44845],[46433],[46951],[49469],[50528],[51025],[51171],[52683],[54067],[54777],[55153],[56325],[58460],[58796],[59828],[60710],[60888],[60969],[61360],[61632],[61996],[62292],[62376],[64115],[65259],[67654],[67958],[68204],[68453],[68877],[70546],[72678],[73687],[74182],[74360],[74441],[76547],[80124],[81840],[82000],[82515],[83028],[83112],[83643],[84177],[85090],[87205],[88679],[89688],[90515],[91397],[91575],[91656],[92047],[92319],[94802],[98575],[99898],[99982],[101721],[102865],[105810],[106483],[109570],[109700],[110506],[111021],[111186],[114493],[115621],[116155],[118520],[120087],[120762],[121275],[121359],[121890],[122424],[125452],[127935],[129912],[130443],[131890],[134005],[135479],[138456],[141602],[144679],[145455],[149719],[150234],[154303],[154834],[156456],[157262],[157942],[161249],[162377],[162911],[165276],[168315],[171622],[172750],[173284],[178488],[182581],[187254],[190236],[191042],[191895],[192671],[197615],[200814],[205854],[210438],[218212],[218727],[223327],[226435],[229742],[230870],[231404],[240385],[241094],[243142],[258157],[263877],[270976],[272635],[273411],[286594],[293947],[298623],[299763],[311216],[334052],[336809],[351824],[360653],[360788],[380135],[405648],[435828],[457666],[481179],[539088],[620287],[751457] ] cell #372 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [45769],[55274],[55420],[62526],[69882],[73441],[75365],[76029],[83262],[85157],[89442],[92683],[93213],[98494],[98966],[100132],[105564],[107488],[111253],[111841],[118439],[118911],[120247],[121509],[123404],[127689],[130062],[131957],[138375],[138847],[140013],[145615],[146439],[151054],[154453],[156326],[158009],[158597],[160187],[165195],[165667],[168382],[168970],[178638],[179019],[180533],[186778],[187124],[190961],[192831],[193655],[197682],[198270],[200683],[202574],[204621],[207189],[210588],[210969],[214932],[219547],[226502],[227090],[237422],[241244],[242666],[243012],[246849],[249543],[251983],[252525],[253040],[259917],[263944],[264532],[267518],[273571],[274395],[279010],[283314],[287929],[291709],[295089],[295631],[299830],[302514],[306336],[307758],[312124],[312204],[319638],[326515],[336333],[336679],[340516],[343210],[346707],[353584],[358199],[360855],[361912],[361992],[366328],[369747],[370289],[372303],[374488],[381167],[395820],[409539],[413361],[414783],[426663],[433540],[436064],[437818],[443439],[445240],[446297],[446377],[471598],[486854],[490273],[490815],[492829],[495014],[516346],[520872],[524684],[530114],[531868],[544763],[553849],[577292],[579093],[580150],[580230],[605451],[617816],[624286],[640903],[645813],[671355],[676785],[678539],[700520],[719833],[740331],[748986],[772073],[776456],[782926],[804453],[850314],[860089],[880587],[889262],[918415],[953179],[967381],[998443],[1038819],[1074703],[1121940],[1191992],[1201101],[1321398],[1451547] ] cell #373 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [45601],[48800],[62499],[66588],[69714],[75197],[82832],[83235],[85161],[90275],[93186],[100105],[103231],[107320],[110781],[111257],[111814],[114810],[121482],[123408],[130035],[131961],[134872],[139986],[146443],[149994],[151027],[154426],[158013],[158570],[168386],[168943],[169346],[171939],[174268],[178611],[180537],[186782],[193659],[197686],[198243],[198646],[202578],[207162],[210561],[214936],[215412],[218487],[219520],[226506],[227063],[227466],[241217],[242670],[249547],[250023],[253044],[259921],[263948],[264505],[264908],[267522],[268742],[274399],[278983],[283318],[283794],[287902],[294869],[299834],[306309],[307762],[308982],[318189],[319642],[326519],[326995],[336337],[343214],[346711],[347931],[353588],[358172],[360859],[360987],[366332],[369527],[372307],[374492],[382931],[387896],[395824],[397044],[413334],[414787],[422507],[426667],[433544],[435995],[436825],[443443],[444031],[445244],[445372],[460154],[460282],[471602],[477555],[486858],[490053],[492833],[495018],[516350],[520795],[523698],[524688],[530045],[530875],[538081],[544767],[546405],[547235],[553853],[577296],[579097],[579225],[605455],[611408],[616707],[617747],[624209],[627112],[640907],[641924],[645817],[671359],[676716],[677546],[684752],[700524],[718677],[719756],[728940],[740335],[748917],[772077],[776387],[782849],[785752],[804457],[838942],[850245],[860012],[880591],[889185],[898369],[918346],[953183],[967304],[998374],[1017672],[1038742],[1074634],[1121863],[1191923],[1201024],[1321321],[1451542] ] cell #374 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [45944],[49143],[55595],[62560],[66649],[70057],[75540],[76063],[82893],[83296],[85167],[90281],[93247],[99000],[100166],[102311],[107663],[110787],[111263],[111875],[114871],[118945],[121543],[123414],[130096],[130695],[131967],[138881],[140047],[146449],[150000],[151088],[154487],[155086],[158019],[158631],[165701],[168392],[168567],[169004],[172000],[178672],[179271],[180543],[186788],[193665],[197692],[197867],[198304],[202584],[204655],[207223],[210622],[211221],[214942],[218493],[219581],[226512],[226687],[227124],[241278],[242676],[249553],[252559],[253050],[257140],[259927],[263954],[264129],[264566],[267528],[274405],[279044],[283324],[283499],[287963],[295665],[299840],[300015],[306370],[307768],[312130],[312908],[319648],[326525],[326700],[336343],[343220],[346717],[353594],[358233],[360865],[361918],[362696],[366338],[370323],[372313],[374498],[374673],[381162],[381303],[395830],[413395],[414793],[426673],[433550],[433725],[436070],[437813],[437954],[443449],[445250],[446303],[447081],[459300],[471608],[486864],[490849],[492839],[495024],[495199],[516356],[520867],[522844],[524694],[530120],[531863],[532004],[544773],[553859],[577302],[579103],[580156],[580934],[605461],[617822],[624281],[626258],[640913],[645823],[671365],[676791],[678534],[678675],[700530],[719828],[740341],[748992],[772083],[776462],[782921],[784898],[804463],[850320],[860084],[880597],[889257],[918421],[953189],[967376],[998449],[1038814],[1074709],[1121935],[1191998],[1201096],[1321393],[1451540] ] cell #375 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [449550],[464460],[495622],[497031],[530351],[546711],[559960],[574643],[583403],[586226],[617013],[618053],[624238],[638254],[641953],[651480],[670972],[672581],[677022],[697871],[706631],[718706],[719785],[721209],[729246],[739948],[741557],[749223],[755408],[769424],[776693],[782878],[804070],[805679],[810120],[830587],[838971],[841474],[850551],[860041],[861465],[866192],[880204],[881813],[889214],[890638],[898675],[918652],[919715],[924837],[944067],[952796],[957870],[967333],[968757],[975191],[978716],[984001],[989603],[998680],[999743],[1009317],[1017701],[1020204],[1038771],[1040195],[1067751],[1074940],[1077150],[1085879],[1090953],[1097390],[1097990],[1098626],[1112429],[1121892],[1123316],[1130338],[1144141],[1155028],[1164987],[1175874],[1186014],[1193534],[1194134],[1201053],[1205244],[1212433],[1214643],[1223864],[1224181],[1236505],[1250308],[1268977],[1277706],[1282780],[1290453],[1304256],[1315143],[1321350],[1322550],[1322867],[1328579],[1333914],[1334514],[1337376],[1341433],[1353336],[1377015],[1400474],[1407663],[1409873],[1431735],[1445538],[1451684],[1453444],[1460475],[1463006],[1464206],[1464523],[1500894],[1524955],[1530290],[1530890],[1533752],[1537809],[1573391],[1582672],[1586224],[1592966],[1594726],[1611517],[1623233],[1655705],[1658236],[1659436],[1659753],[1696124],[1714824],[1721941],[1741026],[1746339],[1778051],[1784793],[1786553],[1815060],[1841044],[1861172],[1870494],[1896696],[1901095],[1908212],[1932610],[1981123],[1990601],[2010729],[2019774],[2049224],[2084794],[2095908],[2123082],[2160030],[2193053],[2229006],[2289132],[2294298],[2382686],[2467262] ] cell #376 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [41927],[53718],[58875],[66294],[73137],[73936],[79065],[89138],[89937],[96981],[97434],[98316],[105260],[106059],[117379],[118261],[127385],[128184],[128640],[129828],[137315],[138197],[147159],[148672],[153031],[154219],[164135],[165017],[166829],[168150],[177216],[178404],[189085],[189760],[190783],[196129],[197450],[203294],[209166],[210354],[213948],[224949],[235796],[239026],[239672],[241010],[245648],[248559],[255347],[256022],[262391],[267994],[278190],[293813],[294735],[298121],[304764],[308234],[315998],[316644],[322620],[339315],[342226],[360036],[361634],[369393],[372779],[382797],[386183],[392826],[411789],[415259],[429645],[436928],[446019],[460929],[468688],[472074],[489919],[493305],[513352],[528177],[530978],[547338],[556429],[579872],[602541],[605927],[622198],[652107],[674848],[677649],[703100],[723866],[743824],[780838],[810747],[826692],[854696],[893295],[971414],[1005422],[1087058],[1197144],[1359516] ] cell #377 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [41801],[53463],[58704],[66039],[73114],[73595],[78810],[89115],[89596],[96726],[97375],[98309],[105237],[105718],[117320],[118254],[127362],[127843],[128633],[129833],[137256],[138190],[147100],[148649],[153024],[154224],[164076],[165010],[166834],[168091],[177209],[178409],[189078],[189701],[190776],[196134],[197391],[203235],[209159],[210359],[213941],[224954],[235789],[239031],[239665],[241015],[245589],[248552],[255340],[255963],[262396],[267999],[278131],[293818],[294728],[298126],[304757],[308239],[316003],[316637],[322561],[339256],[342219],[360050],[361639],[369386],[372784],[382790],[386188],[392819],[411782],[415264],[429586],[436942],[446024],[460934],[468681],[472079],[489912],[493310],[513345],[528170],[530992],[547352],[556434],[579877],[602534],[605932],[622203],[652121],[674841],[677663],[703105],[723880],[743817],[780843],[810761],[826706],[854701],[893309],[971428],[1005436],[1087072],[1197158],[1359530] ] cell #378 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [73104],[76182],[78917],[81120],[89105],[96833],[98313],[99119],[99826],[102213],[105227],[105912],[108772],[118258],[119064],[119771],[127352],[128037],[128637],[128936],[129838],[130597],[131700],[137333],[138194],[139000],[142530],[148639],[153028],[153327],[154229],[154988],[156091],[164153],[165014],[165820],[166653],[166839],[166955],[167179],[168168],[170344],[177213],[178414],[179173],[189082],[189381],[189778],[190780],[195953],[196139],[196255],[196479],[197468],[199644],[204774],[209163],[210364],[211123],[212361],[212483],[213652],[213945],[224959],[225075],[228464],[235793],[238850],[239036],[239152],[239376],[239669],[241020],[245666],[246972],[247094],[248263],[248556],[255344],[255643],[256040],[257042],[262401],[262517],[265906],[266335],[267175],[268004],[268120],[278208],[282034],[293572],[293823],[294732],[297180],[297302],[298131],[298247],[304761],[306575],[307415],[308244],[308360],[312765],[315822],[316008],[316124],[316348],[316641],[322638],[325235],[329691],[339333],[342223],[346364],[360058],[360360],[361644],[362553],[364434],[367154],[369390],[372789],[372905],[375774],[381634],[382794],[385242],[385364],[386193],[386309],[392823],[395477],[411786],[415269],[415385],[420021],[429663],[436950],[438285],[443096],[446029],[446938],[459655],[460939],[463729],[468685],[472084],[472200],[475069],[489916],[493315],[493431],[513349],[521555],[523199],[528174],[528405],[531000],[532335],[547360],[556439],[579882],[580791],[602538],[605937],[606053],[615169],[622208],[626613],[652129],[674845],[677671],[679006],[703110],[716337],[723888],[743821],[780848],[785253],[810769],[826714],[854706],[893317],[971436],[1005444],[1087080],[1197166],[1359538] ] cell #379 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [80897],[99732],[108398],[119677],[130214],[131496],[139613],[154605],[155887],[166433],[167159],[168305],[178790],[180072],[196459],[197605],[210740],[212022],[212654],[214261],[225279],[226425],[239356],[241396],[247265],[248872],[262721],[263867],[266532],[268324],[281036],[282643],[297473],[298451],[299753],[306772],[308564],[316328],[324237],[325844],[330702],[345721],[360723],[364631],[365445],[367210],[373109],[376785],[385535],[386513],[394834],[402185],[415589],[436558],[437615],[441665],[449830],[454203],[463926],[464740],[472404],[493635],[497311],[520758],[522505],[531665],[535715],[548025],[552075],[560240],[583683],[588056],[606257],[615523],[625919],[643634],[652794],[656844],[678336],[682386],[706911],[724553],[727756],[746693],[757089],[784559],[811434],[815484],[834387],[868012],[893982],[897185],[926518],[950243],[972101],[1013117],[1046742],[1065146],[1094753],[1136514],[1220819],[1256973],[1343019],[1457282],[1620040] ] cell #380 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [80896],[99731],[108367],[119676],[130213],[131465],[139612],[154604],[155856],[166432],[167065],[168301],[178789],[180041],[196365],[197601],[210739],[211991],[212650],[214263],[225185],[226421],[239262],[241395],[247261],[248874],[262627],[263863],[266534],[268230],[281032],[282645],[297469],[298357],[299749],[306774],[308470],[316234],[324233],[325846],[330698],[345723],[360719],[364633],[365441],[367212],[373015],[376781],[385531],[386419],[394836],[402187],[415495],[436560],[437611],[441667],[449826],[454205],[463928],[464736],[472310],[493541],[497307],[520763],[522507],[531661],[535717],[548021],[552077],[560236],[583679],[588058],[606163],[615528],[625921],[643636],[652790],[656846],[678332],[682388],[706907],[724549],[727761],[746698],[757091],[784561],[811430],[815486],[834389],[868017],[893978],[897190],[926520],[950248],[972097],[1013119],[1046747],[1065151],[1094755],[1136519],[1220824],[1256978],[1343024],[1457287],[1620045] ] cell #381 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [80865],[99700],[108394],[119645],[130203],[131492],[139581],[154594],[155883],[166401],[167155],[168303],[178779],[180068],[196455],[197603],[210729],[212018],[212652],[214264],[225275],[226423],[239352],[241385],[247263],[248875],[262717],[263865],[266535],[268320],[281034],[282646],[297471],[298447],[299751],[306775],[308560],[316324],[324235],[325847],[330700],[345724],[360721],[364634],[365443],[367213],[373105],[376783],[385533],[386509],[394837],[402188],[415585],[436561],[437613],[441668],[449828],[454206],[463929],[464738],[472400],[493631],[497309],[520764],[522508],[531663],[535718],[548023],[552078],[560238],[583681],[588059],[606253],[615529],[625922],[643637],[652792],[656847],[678334],[682389],[706909],[724551],[727762],[746699],[757092],[784562],[811432],[815487],[834390],[868018],[893980],[897191],[926521],[950249],[972099],[1013120],[1046748],[1065152],[1094756],[1136520],[1220825],[1256979],[1343025],[1457288],[1620046] ] cell #382 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [42320],[59990],[60057],[82256],[85563],[85630],[86478],[90677],[90744],[91257],[114234],[115125],[120503],[120991],[123810],[123877],[124390],[124725],[132363],[132430],[133278],[136259],[147724],[147791],[150451],[152190],[157518],[159733],[160990],[161478],[161881],[171363],[172254],[175585],[180939],[181006],[181519],[181854],[184835],[186105],[186869],[189977],[195007],[203926],[206110],[206586],[216217],[216284],[218944],[220683],[222831],[228226],[228697],[229483],[229971],[230374],[233705],[235201],[236534],[242757],[245865],[250828],[250895],[253131],[256239],[265668],[266139],[266845],[267609],[270717],[271718],[275747],[278407],[280146],[281440],[284666],[286850],[287326],[291213],[294140],[301626],[307085],[307849],[310957],[311958],[313506],[324641],[327867],[328868],[330201],[331106],[334796],[336424],[339532],[344562],[345518],[346798],[349906],[357596],[364944],[365849],[368798],[372394],[374951],[376284],[377189],[380879],[382202],[394631],[395911],[399019],[401007],[401165],[401982],[406840],[408651],[414874],[417982],[419086],[420531],[440645],[441462],[443530],[449329],[453025],[453183],[454000],[458858],[464239],[471689],[474134],[475579],[480742],[481366],[482375],[489324],[492920],[496810],[502728],[521224],[522202],[526562],[526608],[528915],[534695],[538651],[539275],[540284],[551055],[553940],[559739],[563593],[569692],[569854],[583182],[587036],[605542],[614814],[619850],[620474],[622525],[625616],[633303],[633465],[643331],[647691],[650044],[655824],[667326],[681366],[706410],[716317],[717202],[721787],[721949],[736302],[748137],[751020],[751644],[753695],[756786],[784256],[814464],[826423],[831497],[834084],[857458],[862043],[862205],[869456],[926215],[942769],[945500],[961367],[974552],[979626],[1012814],[1048186],[1067112],[1078583],[1094450],[1097328],[1147638],[1193472],[1204605],[1270410],[1286277],[1333852],[1399835],[1530228] ] cell #383 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [29657],[42323],[42754],[44981],[45559],[48180],[48540],[59993],[62778],[63397],[66867],[67213],[69094],[69454],[69672],[74577],[75155],[77090],[84468],[85566],[86332],[87529],[90680],[91111],[92643],[93465],[93811],[94084],[95216],[100384],[101003],[103189],[106700],[107060],[107278],[109213],[110553],[112831],[116446],[122715],[123751],[123813],[124244],[124579],[131268],[132366],[133132],[134329],[135770],[139443],[140265],[140611],[140884],[142016],[143070],[145060],[146786],[147727],[149766],[152044],[155659],[157309],[159587],[160384],[166263],[167682],[169960],[170666],[173575],[175439],[176636],[179844],[180880],[180942],[181373],[181708],[184346],[186108],[186351],[188342],[192276],[196982],[199260],[199966],[201195],[204815],[211794],[213553],[215279],[216220],[216997],[218259],[220537],[224152],[225802],[228080],[228877],[233559],[235272],[235486],[238161],[242239],[245180],[248164],[249890],[250831],[251608],[252613],[263244],[265522],[266848],[267021],[267091],[269082],[271572],[273016],[277722],[280000],[281935],[285555],[293450],[299606],[304369],[307088],[307261],[307331],[309322],[311812],[322152],[325136],[328939],[329153],[329557],[331828],[335906],[338847],[341831],[346280],[359943],[364947],[365120],[367055],[371876],[375022],[375236],[375640],[377911],[387668],[392431],[395393],[400179],[400475],[411394],[414356],[429177],[440716],[440930],[441334],[443012],[444783],[452197],[452493],[464242],[464415],[466350],[471171],[480469],[492402],[512957],[521338],[524227],[525734],[526030],[538378],[551126],[551340],[551744],[553422],[555193],[578636],[605024],[614796],[619042],[619577],[642467],[645356],[646863],[647159],[701864],[716740],[719220],[731275],[745966],[750212],[750747],[777682],[828688],[839485],[851540],[856996],[871531],[900704],[945038],[955971],[1018215],[1030270],[1050261],[1078121],[1142242],[1269948] ] cell #384 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [142598],[170412],[183665],[199712],[214780],[216589],[228532],[249391],[251200],[265974],[266819],[268442],[283162],[284971],[307059],[308682],[326363],[328172],[329080],[331125],[346008],[347631],[364918],[367729],[375163],[377208],[395121],[396744],[400415],[402472],[419410],[421455],[440857],[441952],[443731],[452433],[454490],[464213],[474458],[476503],[482699],[501978],[521482],[525970],[526932],[529128],[536002],[540608],[551267],[552362],[562843],[571956],[588343],[615106],[616247],[620845],[630346],[635567],[647099],[648061],[657131],[682673],[687279],[716407],[718223],[728480],[733078],[747417],[752015],[761516],[788986],[794207],[815771],[827182],[838488],[858479],[868736],[873334],[897909],[902507],[930945],[950967],[954465],[975311],[986617],[1017218],[1047466],[1052064],[1073033],[1109024],[1137238],[1140736],[1172888],[1198754],[1221543],[1264860],[1300851],[1321074],[1350906],[1393984],[1480790],[1517450],[1604012],[1717180],[1872850] ] cell #385 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [81659],[110165],[110255],[144707],[149378],[149468],[150751],[156921],[157011],[157818],[191923],[193133],[200842],[201499],[205513],[205603],[206410],[206886],[217871],[217961],[219244],[223940],[240044],[240134],[243672],[246165],[253414],[256539],[258185],[258842],[259395],[262043],[272663],[273873],[278707],[286253],[286343],[287150],[287626],[292322],[293761],[294689],[298651],[305226],[317106],[319870],[320012],[320644],[333711],[333801],[337339],[339832],[342688],[350206],[351852],[352509],[353062],[355710],[357896],[360042],[361582],[366560],[369347],[373309],[379794],[379884],[382751],[386713],[389172],[399319],[400786],[401714],[405676],[407140],[412251],[415789],[418282],[424131],[426895],[427037],[427669],[433018],[436934],[442250],[445967],[452804],[453732],[457694],[459158],[460877],[467981],[479179],[480568],[482108],[487086],[487885],[489873],[493835],[500410],[503277],[507239],[509698],[517352],[521294],[526341],[527470],[530984],[535244],[538477],[540017],[544995],[545794],[547344],[564142],[568104],[570620],[570787],[576103],[577666],[579820],[587585],[591547],[594730],[601834],[614886],[619676],[623074],[629755],[634231],[634398],[639714],[641277],[647470],[656373],[661146],[667965],[668300],[674141],[677655],[681915],[686688],[694015],[716319],[717896],[722715],[725412],[731909],[736941],[737276],[743117],[750846],[754244],[760925],[765568],[773001],[773526],[788395],[793038],[815013],[832136],[832471],[834763],[838161],[846859],[847384],[858152],[862971],[865668],[872165],[885748],[901338],[930354],[943238],[948002],[948527],[963867],[976800],[980265],[980600],[982892],[986290],[1016891],[1050895],[1064880],[1070023],[1072706],[1097797],[1102561],[1103086],[1110513],[1172561],[1191310],[1193941],[1210199],[1224235],[1229378],[1264533],[1302340],[1322921],[1334321],[1350579],[1353682],[1405429],[1453790],[1464577],[1530697],[1546955],[1595072],[1659807],[1786899] ] cell #386 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [45574],[60132],[63368],[69687],[75170],[77105],[81667],[82337],[85705],[86293],[90819],[91298],[92658],[94055],[95231],[100974],[103204],[107293],[109228],[110173],[114315],[120584],[121066],[122686],[123952],[124154],[124431],[124540],[132505],[133093],[135741],[139458],[140855],[142031],[143085],[147866],[148068],[149386],[152231],[156734],[156929],[157599],[159548],[160932],[161071],[161553],[166278],[170681],[171444],[175400],[179815],[181081],[181283],[181560],[181669],[184317],[187532],[189919],[190058],[195082],[199981],[200534],[205447],[205521],[206191],[211765],[216359],[216561],[216968],[217879],[220724],[225227],[228041],[229425],[229564],[230046],[233520],[235656],[237273],[239978],[240052],[243420],[245946],[250970],[251172],[251579],[251824],[262669],[265483],[266992],[268272],[270659],[270798],[271533],[275822],[280187],[281274],[286187],[286261],[286931],[293640],[293769],[294930],[298399],[302365],[307232],[308512],[310899],[311038],[311773],[324475],[329323],[329518],[330940],[333645],[333719],[337087],[339613],[344637],[345491],[359952],[360189],[365091],[365683],[369588],[373057],[375406],[375601],[377023],[379728],[379802],[386461],[394604],[400173],[400665],[400794],[401955],[409390],[415537],[418063],[441100],[441295],[441435],[450068],[452191],[452683],[452812],[453973],[464386],[464978],[472352],[480478],[480715],[490114],[493583],[497549],[521197],[525728],[526220],[526349],[535485],[538387],[538624],[551510],[551705],[551845],[560478],[583921],[587826],[606205],[614790],[619586],[619823],[624611],[642326],[646857],[647349],[647478],[656614],[682156],[707149],[716749],[719079],[720158],[745960],[750756],[750993],[755781],[783251],[815254],[828682],[830960],[839344],[857005],[860414],[925210],[945047],[955965],[958243],[979089],[1009690],[1018074],[1078130],[1091326],[1112802],[1142236],[1144514],[1269957],[1283153],[1304629] ] cell #387 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [39788],[45920],[50932],[55571],[59347],[60190],[63849],[69264],[70033],[75516],[76281],[80528],[80918],[81673],[82410],[84638],[85763],[86895],[90877],[91263],[92834],[93421],[94536],[99753],[101455],[102555],[106870],[107639],[108404],[110179],[112787],[114388],[119698],[120657],[121124],[122949],[123756],[124010],[124396],[125142],[131438],[131502],[132563],[133695],[139634],[140221],[141336],[142436],[144355],[147670],[147924],[149392],[152196],[155829],[155893],[156792],[156935],[157672],[159877],[161144],[161611],[166454],[167165],[169916],[170250],[171517],[180078],[180885],[181139],[181525],[182271],[186006],[187590],[190131],[195140],[196465],[199216],[199550],[200607],[205527],[206264],[212028],[212848],[212965],[216163],[216417],[217885],[220689],[225285],[228370],[229637],[230104],[235115],[237346],[239362],[240058],[243478],[246019],[247459],[247576],[250774],[251028],[251830],[262727],[265812],[266308],[266746],[268330],[270871],[275880],[280152],[281347],[286267],[287004],[293775],[294936],[297667],[297784],[298457],[302438],[306548],[306986],[308570],[311111],[316334],[324548],[328782],[331013],[333725],[337145],[339686],[344695],[345497],[360195],[364407],[364845],[365756],[369594],[373115],[374865],[377096],[379808],[385729],[385846],[386519],[394610],[400800],[401961],[409463],[415595],[418136],[436261],[440559],[441441],[450141],[452818],[453979],[463702],[464140],[465051],[472410],[480721],[490120],[493641],[497622],[521111],[521203],[526355],[535491],[538630],[546671],[550969],[551851],[560551],[583994],[587832],[606263],[616973],[619829],[624617],[642240],[642332],[647484],[656620],[682162],[707222],[718993],[719085],[720164],[729206],[750999],[755787],[783257],[815260],[830966],[839258],[839350],[860420],[898635],[925216],[958249],[979095],[1009696],[1017988],[1018080],[1091332],[1112808],[1144520],[1283159],[1304635] ] cell #388 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [233018],[271366],[290238],[311606],[331784],[334224],[350555],[377867],[380307],[399668],[400751],[402752],[422114],[424554],[452769],[454770],[477162],[479602],[480794],[483246],[502314],[504315],[526306],[529787],[538703],[541155],[563179],[565180],[569935],[572292],[593416],[595868],[619902],[621181],[623324],[633546],[635903],[647435],[659832],[662284],[669778],[693163],[717141],[722030],[723108],[725688],[733414],[738754],[751072],[752351],[764716],[775434],[794543],[826742],[827916],[832871],[843373],[849292],[862286],[863364],[873670],[902843],[908183],[942467],[944265],[955199],[960154],[976045],[981000],[991502],[1022103],[1028022],[1052400],[1065633],[1077348],[1098824],[1109758],[1114713],[1141470],[1146425],[1177773],[1199488],[1203126],[1224988],[1236703],[1269175],[1301585],[1306540],[1328777],[1365498],[1394718],[1398356],[1431933],[1458875],[1481524],[1525153],[1561874],[1583064],[1611715],[1654105],[1739426],[1774891],[1858012],[1964943],[2106902] ] cell #389 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [86542],[110346],[115090],[124789],[133342],[136488],[143948],[144809],[149559],[150399],[157102],[157777],[159797],[161846],[163702],[172219],[175649],[181918],[185064],[186393],[192025],[200944],[201590],[203891],[205694],[205992],[206369],[206534],[218052],[218892],[222796],[228290],[230339],[232195],[233769],[240225],[240523],[242281],[246124],[252399],[252655],[253516],[256187],[258115],[258287],[258933],[265732],[271782],[272765],[278355],[284631],[286434],[286732],[287109],[287274],[291178],[295505],[298581],[298753],[305317],[312022],[312684],[319171],[319253],[320114],[327832],[333892],[334190],[334761],[335948],[339791],[346066],[349854],[351782],[351954],[352600],[357544],[360551],[362472],[365861],[365943],[370163],[373411],[379975],[380273],[380844],[381199],[395179],[398967],[400972],[402530],[405606],[405778],[406788],[412342],[418241],[419709],[426196],[426278],[427139],[436354],[436501],[437850],[442010],[446857],[452990],[454548],[457624],[457796],[458806],[474757],[481077],[481314],[482998],[486387],[486469],[490689],[493937],[500501],[501725],[520667],[520904],[526527],[527231],[531900],[536060],[538986],[539223],[540907],[544296],[544378],[552420],[562590],[569681],[570207],[570354],[571703],[580710],[588401],[591649],[620185],[620422],[620592],[630645],[633292],[633818],[633965],[635314],[647656],[648360],[657189],[667338],[667575],[678571],[682731],[687578],[716839],[721776],[722302],[722449],[732825],[736314],[736551],[751355],[751592],[751762],[761815],[789285],[793954],[815829],[826412],[831509],[831746],[837104],[857095],[862032],[862558],[862705],[873081],[902254],[931244],[942781],[945137],[946257],[974541],[979638],[979875],[985233],[1015834],[1051811],[1067101],[1069423],[1078220],[1097340],[1100816],[1171504],[1193484],[1204594],[1206916],[1228778],[1261250],[1270047],[1333864],[1347296],[1369288],[1399824],[1402146],[1530240],[1543672],[1565664] ] cell #390 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [186493],[235168],[236091],[242381],[244071],[252755],[253813],[294107],[301183],[302725],[313063],[313894],[319353],[320411],[321043],[336048],[337738],[344253],[366043],[368765],[370476],[373708],[382169],[383092],[387112],[389245],[390076],[390787],[394377],[408208],[409750],[416188],[426378],[427436],[428068],[434583],[437557],[442323],[450428],[465338],[468060],[468828],[468983],[469771],[486569],[489291],[491002],[494234],[497909],[507638],[509771],[510602],[511313],[514903],[517751],[522435],[527549],[528317],[531607],[536373],[544478],[547967],[552733],[555857],[568503],[571410],[576176],[578065],[584281],[588714],[591946],[599191],[601913],[602681],[602836],[603624],[610531],[615035],[615445],[621626],[625849],[635021],[639787],[641676],[643564],[652076],[665607],[669106],[674220],[674988],[675974],[678278],[683044],[691149],[694638],[699404],[702528],[711942],[716469],[717089],[723835],[727678],[732532],[738082],[743196],[743964],[744950],[746615],[766191],[770957],[773675],[773989],[774085],[780266],[782055],[784489],[793661],[798427],[802204],[810716],[826661],[835386],[842701],[847533],[847847],[847943],[854124],[855913],[872788],[878338],[885898],[886518],[886731],[893264],[897107],[901961],[907511],[916044],[942396],[948676],[948990],[951920],[958805],[964017],[964637],[964850],[971383],[983515],[990830],[996072],[1004728],[1005391],[1021431],[1026673],[1051518],[1070173],[1070793],[1071006],[1073372],[1075877],[1086364],[1087027],[1103235],[1103549],[1106479],[1113364],[1128667],[1145076],[1177101],[1191528],[1194603],[1196450],[1197113],[1212972],[1229528],[1230148],[1230361],[1232727],[1235232],[1267704],[1305191],[1320817],[1325080],[1325788],[1353900],[1356975],[1358822],[1359485],[1430462],[1451813],[1454008],[1466736],[1484335],[1488598],[1489306],[1521456],[1584701],[1595290],[1608018],[1614571],[1629494],[1661966],[1714023],[1723970],[1787117],[1799845],[1821321],[1849702],[1910241],[2028432] ] cell #391 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [516331],[577277],[608951],[640888],[671340],[675105],[700505],[740316],[744081],[772058],[773838],[776231],[804438],[808203],[847696],[850089],[880572],[884337],[886067],[889045],[915797],[918190],[948839],[953164],[964186],[967164],[995825],[998218],[1004959],[1007820],[1035624],[1038602],[1070342],[1072019],[1074478],[1086595],[1089456],[1103398],[1118745],[1121723],[1131207],[1160629],[1191695],[1196681],[1197865],[1200884],[1209512],[1215512],[1229697],[1231374],[1245950],[1258745],[1281283],[1321111],[1322199],[1327144],[1338245],[1344791],[1359053],[1360237],[1371884],[1404742],[1410742],[1451574],[1453087],[1463855],[1468800],[1485717],[1490662],[1501763],[1534621],[1541167],[1568260],[1583482],[1594369],[1615845],[1626613],[1631558],[1659085],[1664030],[1696993],[1719345],[1722751],[1743597],[1754484],[1786196],[1818440],[1823385],[1845287],[1878421],[1905616],[1909022],[1940755],[1966291],[1985644],[2024017],[2057151],[2077360],[2100151],[2135720],[2207273],[2236000],[2302416],[2384914],[2486477] ] cell #392 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [87136],[92250],[102315],[102796],[113913],[120182],[125383],[130699],[133936],[134805],[145550],[146103],[148835],[155090],[156378],[160669],[168571],[169279],[171042],[179275],[182512],[187176],[187808],[188627],[192766],[197871],[198579],[202238],[204970],[211225],[214596],[217328],[226691],[227399],[229162],[238316],[243064],[244515],[249207],[254070],[254889],[257144],[264133],[264841],[268548],[269367],[273506],[282978],[283503],[285710],[294573],[300019],[303408],[308788],[309607],[312912],[315288],[318122],[321487],[326179],[326704],[331983],[336731],[338182],[347737],[348556],[362700],[367545],[369231],[374677],[378066],[381373],[382065],[382635],[391470],[396850],[397669],[401598],[410433],[416632],[422313],[428512],[433729],[438024],[438716],[443837],[447085],[451930],[453616],[459292],[459372],[468526],[477361],[489757],[495203],[498592],[503161],[511996],[518195],[521653],[522836],[522916],[528015],[532074],[532766],[535128],[537887],[546196],[564026],[580938],[585783],[587469],[602379],[611214],[614586],[616498],[622958],[625067],[626250],[626330],[656257],[674686],[678745],[679437],[681799],[684558],[710697],[716513],[720614],[726819],[728731],[743662],[754128],[781598],[783707],[784890],[784970],[814897],[829584],[836778],[855456],[860870],[890043],[896248],[898160],[923557],[945931],[968162],[977713],[1003585],[1008314],[1015508],[1039600],[1089950],[1100490],[1122721],[1132202],[1163984],[1201882],[1216507],[1249305],[1292317],[1330513],[1378879],[1452445],[1461219],[1583362],[1712098] ] cell #393 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [151631],[159174],[174313],[175026],[191492],[200411],[207766],[215457],[220124],[221450],[237150],[237861],[241577],[250068],[251951],[257754],[268787],[269751],[272232],[283839],[288506],[295057],[295845],[296877],[302242],[309027],[309991],[314833],[318549],[327040],[331528],[335244],[347976],[348940],[351421],[363740],[369715],[371535],[377611],[383907],[384939],[387941],[397089],[398053],[402870],[403902],[409267],[421858],[422552],[425574],[437411],[444076],[448125],[454888],[455920],[460199],[463035],[466671],[470830],[476906],[477600],[484266],[490241],[492061],[504433],[505465],[523743],[529531],[531461],[538126],[542175],[546409],[547194],[547821],[558535],[565298],[566330],[571264],[581978],[589773],[596888],[604683],[611453],[616711],[617496],[623442],[627157],[632945],[634875],[641839],[641920],[652590],[663304],[678132],[684797],[688846],[694492],[705206],[713001],[717329],[718592],[718673],[724349],[728944],[729729],[732386],[735675],[745481],[766045],[785797],[791585],[793515],[811230],[821944],[826214],[828203],[835240],[837594],[838857],[838938],[872642],[893778],[898373],[899158],[901815],[905104],[935474],[942560],[946747],[953497],[955486],[971897],[983369],[1013970],[1016324],[1017587],[1017668],[1051372],[1068023],[1075643],[1095606],[1101306],[1133018],[1139768],[1141757],[1169640],[1194369],[1217323],[1227378],[1254961],[1259850],[1267470],[1293133],[1345896],[1356741],[1379695],[1389599],[1422608],[1462035],[1476405],[1509414],[1553117],[1591937],[1639163],[1712860],[1720913],[1839224],[1960674] ] cell #394 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [151633],[159176],[174318],[175028],[191494],[200413],[207768],[215462],[220126],[221452],[237152],[237863],[241579],[250073],[251953],[257756],[268792],[269753],[272234],[283844],[288508],[295059],[295847],[296879],[302244],[309032],[309993],[314835],[318551],[327045],[331530],[335246],[347981],[348942],[351423],[363742],[369717],[371537],[377613],[383909],[384941],[387946],[397094],[398055],[402872],[403904],[409269],[421860],[422557],[425576],[437413],[444081],[448127],[454890],[455922],[460204],[463037],[466673],[470832],[476908],[477605],[484268],[490243],[492063],[504435],[505467],[523748],[529533],[531463],[538131],[542177],[546692],[547196],[547823],[558537],[565300],[566332],[571266],[581980],[589775],[596890],[604685],[611458],[616994],[617498],[623444],[627162],[632947],[634877],[641841],[642214],[652592],[663306],[678134],[684802],[688848],[694494],[705208],[713003],[717331],[718594],[718967],[724351],[729227],[729731],[732388],[735677],[745489],[766047],[785802],[791587],[793517],[811232],[821946],[826216],[828211],[835242],[837596],[838859],[839232],[872644],[893780],[898656],[899160],[901817],[905106],[935476],[942568],[946749],[953499],[955494],[971899],[983371],[1013972],[1016326],[1017589],[1017962],[1051374],[1068025],[1075651],[1095608],[1101308],[1133020],[1139770],[1141765],[1169642],[1194377],[1217325],[1227380],[1254963],[1259852],[1267478],[1293135],[1345898],[1356749],[1379697],[1389607],[1422610],[1462037],[1476413],[1509416],[1553125],[1591939],[1639171],[1712862],[1720921],[1839232],[1960678] ] cell #395 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [245293],[255667],[276844],[277835],[300655],[312535],[322265],[332668],[338960],[340843],[362323],[363185],[367936],[378751],[381340],[388717],[403164],[404409],[407680],[422998],[429290],[437991],[438921],[440145],[446708],[455182],[456427],[462480],[467231],[478046],[483711],[488462],[504727],[505972],[509243],[524928],[532041],[534195],[541620],[549331],[550555],[554300],[565592],[566837],[572774],[573998],[580561],[596333],[597182],[601084],[616026],[623736],[628342],[636385],[637609],[642835],[646057],[650456],[655324],[662749],[663598],[671599],[678712],[680866],[696002],[697226],[719588],[726153],[728259],[735969],[740575],[745686],[746543],[747196],[759512],[767555],[768779],[774666],[786982],[796249],[804697],[813964],[822238],[828408],[829265],[835820],[839853],[846418],[848524],[856619],[856693],[868515],[880831],[897688],[905398],[910004],[916625],[928941],[938208],[943379],[944661],[944735],[950746],[955691],[956548],[959386],[963103],[974091],[996653],[1018583],[1025148],[1027254],[1047245],[1059561],[1064687],[1066651],[1073953],[1076462],[1077744],[1077818],[1113945],[1137017],[1141962],[1142819],[1145657],[1149374],[1182924],[1191113],[1195188],[1202180],[1204144],[1221322],[1233308],[1265780],[1268289],[1269571],[1269645],[1305772],[1323807],[1331493],[1351826],[1357560],[1390418],[1397410],[1399374],[1428538],[1454633],[1477224],[1487325],[1515344],[1520183],[1527869],[1553936],[1606745],[1617391],[1639982],[1649863],[1682555],[1721732],[1735184],[1766860],[1809218],[1846904],[1890854],[1961290],[1968310],[2077577],[2186741] ] cell #396 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [86589],[91703],[113834],[120103],[124836],[133389],[145471],[146024],[148831],[156374],[160590],[170963],[175696],[181965],[187172],[187804],[188548],[192687],[202159],[204966],[214517],[217324],[221540],[229083],[238312],[243060],[244436],[249128],[254066],[254810],[268544],[269288],[269841],[273427],[276787],[282899],[285706],[294569],[303404],[308784],[309528],[310081],[315284],[321408],[326100],[331979],[332611],[336727],[338103],[347733],[348477],[349030],[367466],[369227],[378062],[378694],[382631],[391466],[396846],[397590],[398143],[401594],[403107],[410429],[416553],[422309],[422941],[428433],[437780],[443833],[451851],[453612],[455125],[466761],[468522],[477357],[477989],[489753],[498588],[503157],[504670],[511992],[518116],[521649],[521792],[528011],[531830],[535124],[537883],[548190],[554243],[564022],[565535],[585704],[587465],[597125],[602375],[611210],[614510],[615416],[622954],[623679],[625063],[625206],[642778],[642921],[656253],[663541],[674682],[678501],[681795],[684554],[710693],[716440],[719531],[720610],[726743],[727649],[735912],[743658],[745680],[746586],[754124],[781594],[783703],[783846],[814893],[822181],[828402],[829508],[836705],[839796],[855452],[856696],[860866],[890039],[896172],[897078],[905341],[923553],[944738],[945858],[955685],[968158],[977637],[1003581],[1008238],[1015435],[1018526],[1039596],[1077821],[1089874],[1100417],[1122717],[1132129],[1141956],[1163908],[1201878],[1216434],[1249229],[1269648],[1292244],[1330437],[1378806],[1452369],[1461146],[1583289],[1712094] ] cell #397 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [245289],[255663],[276856],[277831],[300651],[312531],[322261],[332680],[338956],[340839],[362319],[363181],[367932],[378763],[381336],[388713],[403176],[404405],[407676],[423010],[429286],[437987],[438917],[440141],[446704],[455194],[456423],[462476],[467227],[478058],[483707],[488458],[504739],[505968],[509239],[524924],[532037],[534191],[541616],[549327],[550551],[554312],[565604],[566833],[572770],[573994],[580557],[596329],[597194],[601080],[616022],[623748],[628338],[636381],[637605],[642847],[646053],[650452],[655320],[662745],[663610],[671595],[678708],[680862],[695998],[697222],[719600],[726149],[728255],[735981],[740571],[745982],[746539],[747192],[759508],[767551],[768775],[774662],[786978],[796245],[804693],[813960],[822250],[828704],[829261],[835816],[839865],[846414],[848520],[856618],[856982],[868511],[880827],[897684],[905410],[910000],[916621],[928937],[938204],[943375],[944660],[945024],[950742],[955987],[956544],[959382],[963099],[974097],[996649],[1018595],[1025144],[1027250],[1047241],[1059557],[1064686],[1066657],[1073949],[1076458],[1077743],[1078107],[1113941],[1137013],[1142258],[1142815],[1145653],[1149370],[1182920],[1191119],[1195184],[1202179],[1204150],[1221318],[1233304],[1265776],[1268285],[1269570],[1269934],[1305768],[1323806],[1331499],[1351822],[1357556],[1390414],[1397409],[1399380],[1428534],[1454639],[1477220],[1487324],[1515340],[1520182],[1527875],[1553932],[1606744],[1617397],[1639978],[1649869],[1682554],[1721728],[1735190],[1766859],[1809224],[1846903],[1890860],[1961289],[1968316],[2077583],[2186744] ] cell #398 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [372561],[385965],[413768],[415041],[444825],[459735],[471856],[485128],[493087],[495590],[523279],[524269],[530010],[543037],[546370],[555235],[573114],[574611],[578678],[597750],[605709],[616672],[617712],[619084],[626693],[636725],[638222],[645398],[651139],[664166],[670940],[676681],[696342],[697839],[701906],[720868],[728905],[731317],[739916],[748882],[750254],[754686],[767895],[769392],[776352],[777724],[785333],[804038],[805037],[809779],[827682],[836160],[841133],[850210],[851582],[857659],[861124],[866160],[871573],[880172],[881171],[890297],[898334],[900746],[918311],[919683],[945701],[952764],[954965],[963443],[968416],[974420],[975159],[975811],[989262],[998339],[999711],[1006412],[1019863],[1030312],[1039854],[1050303],[1059901],[1066980],[1067719],[1074599],[1078784],[1085847],[1088048],[1096985],[1097183],[1109524],[1122975],[1141236],[1149714],[1154687],[1162082],[1175533],[1185982],[1191888],[1193129],[1193327],[1199254],[1204473],[1205212],[1208104],[1212092],[1223821],[1247403],[1270611],[1277674],[1279875],[1301351],[1314802],[1320658],[1322507],[1329717],[1332268],[1333509],[1333707],[1370476],[1394484],[1399703],[1400442],[1403334],[1407322],[1442633],[1451641],[1455408],[1462314],[1464163],[1481290],[1493235],[1526093],[1528644],[1529885],[1530083],[1566852],[1585532],[1592923],[1612655],[1618166],[1650638],[1657544],[1659393],[1688465],[1714781],[1735959],[1745647],[1772770],[1777359],[1784750],[1809993],[1860480],[1870451],[1891629],[1901052],[1931918],[1969085],[1981080],[2010037],[2049181],[2084102],[2123039],[2187207],[2193010],[2289089],[2382394] ] cell #399 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [372562],[385966],[413774],[415042],[444826],[459736],[471857],[485134],[493088],[495591],[523280],[524270],[530011],[543043],[546371],[555236],[573120],[574612],[578679],[597756],[605710],[616673],[617713],[619085],[626694],[636731],[638223],[645399],[651140],[664172],[670941],[676682],[696348],[697840],[701907],[720869],[728906],[731318],[739917],[748883],[750255],[754692],[767901],[769393],[776353],[777725],[785334],[804039],[805043],[809780],[827683],[836166],[841134],[850211],[851583],[857665],[861125],[866161],[871574],[880173],[881177],[890298],[898335],[900747],[918312],[919684],[945707],[952765],[954966],[963449],[968417],[974564],[975160],[975812],[989263],[998340],[999712],[1006413],[1019864],[1030313],[1039855],[1050304],[1059907],[1067124],[1067720],[1074600],[1078790],[1085848],[1088049],[1096986],[1097321],[1109525],[1122976],[1141237],[1149720],[1154688],[1162083],[1175534],[1185983],[1191889],[1193130],[1193465],[1199255],[1204617],[1205213],[1208105],[1212093],[1223823],[1247404],[1270617],[1277675],[1279876],[1301352],[1314803],[1320659],[1322509],[1329718],[1332269],[1333510],[1333845],[1370477],[1394485],[1399847],[1400443],[1403335],[1407323],[1442634],[1451643],[1455409],[1462315],[1464165],[1481291],[1493236],[1526094],[1528645],[1529886],[1530221],[1566853],[1585533],[1592925],[1612656],[1618167],[1650639],[1657545],[1659395],[1688466],[1714783],[1735960],[1745648],[1772771],[1777360],[1784752],[1809994],[1860481],[1870453],[1891630],[1901054],[1931919],[1969086],[1981082],[2010038],[2049183],[2084103],[2123041],[2187208],[2193012],[2289091],[2382395] ] cell #400 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [108515],[131613],[142455],[156004],[168714],[170269],[180189],[198014],[199569],[212139],[212984],[214306],[226834],[228389],[247595],[248917],[264276],[265831],[266577],[268403],[281366],[282688],[297803],[300162],[306817],[308643],[324567],[325889],[329041],[331032],[345766],[347592],[364676],[365775],[367255],[375124],[377115],[385865],[394879],[396705],[402230],[419371],[436603],[440818],[441710],[443692],[450160],[454248],[463971],[465070],[474419],[482660],[497641],[521443],[522550],[526893],[535760],[540569],[551228],[552120],[560570],[584013],[588101],[614418],[616208],[625964],[630307],[643679],[648022],[656889],[682431],[687240],[707241],[717535],[728441],[747378],[757134],[761477],[784604],[788947],[815529],[834432],[837800],[857791],[868697],[897870],[926563],[930906],[950928],[985929],[1013162],[1016530],[1047427],[1072345],[1094798],[1137199],[1172200],[1191609],[1221504],[1264172],[1350218],[1386839],[1473645],[1588027],[1748142] ] cell #401 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [56076],[63990],[70443],[76422],[81423],[82437],[86922],[93706],[94677],[101596],[102582],[108049],[108545],[109552],[110395],[113072],[114415],[115788],[120684],[121191],[123090],[123847],[125169],[131643],[133722],[135112],[140506],[141477],[142463],[144661],[147761],[149608],[156034],[157151],[157699],[159904],[160936],[161171],[161678],[162544],[170201],[170277],[171544],[172917],[180219],[180976],[182298],[183688],[186142],[189923],[190158],[191877],[195207],[199501],[199577],[200634],[200796],[201639],[204254],[205743],[206291],[212169],[212992],[216254],[216612],[218101],[228397],[229429],[229664],[230171],[231037],[235710],[237373],[240274],[246046],[247603],[250865],[251223],[252448],[258139],[258982],[265839],[266882],[266926],[270663],[270898],[272617],[275947],[281374],[284994],[286483],[287031],[293129],[295554],[297811],[298605],[302465],[305366],[307122],[307166],[310903],[311138],[312106],[324575],[328195],[328801],[329377],[331040],[333941],[339713],[344762],[346115],[351806],[352649],[360635],[361894],[364981],[365025],[365783],[370212],[374884],[375460],[377123],[380024],[385873],[395228],[400154],[402579],[405630],[409490],[412391],[418163],[419131],[436046],[440578],[441154],[442059],[446279],[450168],[452172],[454597],[457648],[464276],[464320],[465078],[474179],[481161],[482420],[490738],[497649],[500550],[521130],[525709],[526653],[536109],[539070],[540329],[550988],[551564],[552469],[560578],[569899],[580132],[584021],[588450],[614771],[614859],[620269],[630067],[633510],[642259],[646838],[647782],[657238],[682780],[687000],[707249],[719012],[721994],[727092],[745941],[746029],[751439],[761237],[788707],[815878],[828663],[828751],[829857],[839277],[862250],[867348],[896521],[930666],[947394],[955946],[956034],[977986],[1018007],[1046078],[1080477],[1101953],[1133665],[1142217],[1142305],[1217970],[1239832],[1272304],[1413200],[1435062] ] cell #402 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [183886],[216810],[232809],[251421],[268993],[271157],[285192],[309233],[311397],[328393],[329495],[331174],[348182],[350346],[375578],[377257],[397295],[399459],[400464],[402711],[419825],[421504],[441272],[444282],[452482],[454729],[474873],[476552],[480753],[483114],[502027],[504274],[526019],[527347],[529177],[538662],[541023],[551682],[562892],[565139],[572005],[593375],[615155],[619861],[620894],[623283],[630761],[635616],[647148],[648476],[659791],[669737],[687694],[717100],[718272],[723067],[733127],[738713],[751031],[752064],[761931],[789401],[794256],[826055],[827875],[838537],[843332],[858528],[863323],[873383],[902556],[908142],[931360],[943578],[955158],[976004],[986666],[991461],[1017267],[1022062],[1052113],[1073082],[1076661],[1098137],[1109717],[1141429],[1172937],[1177732],[1199447],[1236016],[1264909],[1268488],[1301544],[1328090],[1350955],[1394677],[1431246],[1452069],[1481483],[1524466],[1611028],[1647299],[1732620],[1843279],[1992836] ] cell #403 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [42781],[59522],[60032],[62805],[63547],[66894],[67363],[82209],[85605],[86359],[90719],[91138],[93492],[93961],[94234],[100411],[101153],[103650],[112858],[114187],[115100],[116596],[120456],[120966],[122865],[123852],[124271],[124606],[126067],[132405],[133159],[135920],[140292],[140761],[141034],[143531],[145087],[147766],[152071],[159614],[160943],[161352],[161453],[161856],[169987],[171316],[172229],[173725],[175466],[179994],[180981],[181400],[181735],[183196],[184496],[186844],[189930],[190339],[192303],[194982],[199287],[201222],[203901],[205504],[211944],[213580],[216259],[217147],[220564],[222806],[224302],[228107],[229436],[229845],[229946],[230349],[233586],[235717],[235991],[240035],[242732],[248191],[250870],[251758],[253106],[258054],[265549],[267584],[270670],[271079],[271599],[273043],[275722],[280027],[281962],[284641],[286244],[291188],[293284],[293697],[298520],[301083],[304396],[307824],[310910],[311319],[311839],[312963],[325163],[327842],[329384],[329584],[329658],[333702],[334771],[336399],[341858],[344537],[346773],[351721],[360490],[367082],[372369],[375467],[375667],[375741],[379785],[380854],[392458],[395886],[400309],[400722],[400982],[405545],[408108],[411421],[414849],[419988],[435801],[441161],[441361],[443505],[448786],[452327],[452740],[453000],[457563],[466377],[471664],[475036],[480510],[481016],[492895],[496267],[512984],[525864],[526277],[526537],[528372],[530305],[538419],[538925],[551571],[551771],[553915],[559196],[569654],[582639],[605517],[614998],[618007],[619618],[620124],[633265],[646993],[647406],[647666],[649501],[651434],[676976],[705867],[716781],[721163],[721749],[746168],[749177],[750788],[751294],[810074],[826385],[828890],[841428],[857037],[861419],[862005],[890592],[945079],[956173],[968711],[974514],[989557],[1020158],[1067074],[1078162],[1142444],[1154982],[1175828],[1204567],[1269989],[1399797] ] cell #404 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [290543],[334529],[356549],[380612],[403444],[406269],[424859],[455462],[458287],[479907],[481288],[483300],[505007],[507832],[539197],[541209],[565872],[568697],[569989],[572601],[593910],[595922],[620396],[624016],[633600],[636212],[660326],[662338],[667617],[670272],[693217],[695829],[722084],[723602],[725742],[736593],[739248],[751566],[764770],[767382],[775488],[800715],[826796],[831788],[832925],[835647],[843867],[849346],[862340],[863858],[876849],[888257],[908677],[943132],[944319],[949352],[960208],[966376],[979917],[981054],[991996],[1022597],[1028076],[1064540],[1066298],[1077402],[1082435],[1098878],[1103911],[1114767],[1146479],[1152647],[1178267],[1192077],[1203791],[1225653],[1236757],[1241790],[1269229],[1274262],[1306594],[1328831],[1332457],[1354449],[1366163],[1399021],[1431987],[1437020],[1459540],[1495975],[1525207],[1528833],[1562539],[1589574],[1611769],[1654770],[1691205],[1712517],[1740091],[1781401],[1864522],[1898788],[1978816],[2080913],[2214011] ] cell #405 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [290539],[334525],[356543],[380608],[403440],[406263],[424855],[455458],[458281],[479903],[481282],[483294],[505003],[507826],[539191],[541203],[565868],[568691],[569983],[572603],[593904],[595916],[620390],[624012],[633594],[636214],[660320],[662332],[667619],[670266],[693211],[695831],[722078],[723596],[725736],[736595],[739242],[751560],[764764],[767384],[775482],[800717],[826790],[831790],[832919],[835649],[843861],[849340],[862334],[863852],[876851],[888259],[908671],[943134],[944313],[949354],[960202],[966378],[979919],[981048],[991990],[1022591],[1028070],[1064545],[1066300],[1077396],[1082437],[1098872],[1103913],[1114761],[1146473],[1152649],[1178261],[1192082],[1203793],[1225655],[1236751],[1241792],[1269223],[1274264],[1306588],[1328825],[1332462],[1354454],[1366165],[1399023],[1431981],[1437022],[1459542],[1495980],[1525201],[1528838],[1562541],[1589579],[1611763],[1654772],[1691210],[1712522],[1740093],[1781406],[1864527],[1898793],[1978821],[2080918],[2214016] ] cell #406 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [82288],[109541],[110217],[114266],[115356],[120535],[121222],[144650],[149430],[150483],[156973],[157550],[161022],[161709],[162112],[171395],[172485],[176366],[190009],[191866],[193095],[195238],[200785],[201461],[204157],[205565],[206142],[206618],[208833],[217923],[218976],[223062],[229515],[230202],[230605],[234486],[236566],[240096],[245897],[256271],[258128],[258678],[258804],[259357],[270749],[272606],[273835],[275978],[278439],[284897],[286305],[286882],[287358],[289573],[291444],[294651],[298594],[299144],[301658],[305188],[310989],[313538],[317068],[319235],[328098],[330233],[333763],[335027],[339564],[342650],[344793],[349938],[351795],[352345],[352471],[353024],[357628],[360624],[360958],[365925],[369309],[376316],[379846],[381110],[382713],[389105],[399051],[401676],[405619],[406169],[406872],[408683],[412213],[418014],[420563],[424093],[426260],[432980],[435966],[436418],[442183],[445343],[449361],[453694],[457637],[458187],[458890],[460253],[475611],[479141],[481150],[481398],[481484],[486451],[487847],[489835],[496842],[500372],[503239],[509631],[521227],[528947],[535206],[539059],[539307],[539393],[544360],[545756],[559771],[564104],[569819],[570271],[570582],[576036],[579196],[583214],[587547],[594106],[614323],[620258],[620506],[623036],[629131],[633430],[633882],[634193],[639647],[650076],[656335],[660522],[667370],[667898],[681877],[686064],[706442],[721914],[722366],[722677],[724788],[727012],[736346],[736874],[751428],[751676],[754206],[760301],[772963],[787771],[814975],[826624],[829777],[831541],[832069],[846821],[862170],[862622],[862933],[865044],[867268],[896441],[929730],[942813],[947314],[947964],[974753],[977906],[979670],[980198],[1045998],[1064842],[1067313],[1080397],[1097372],[1101873],[1102523],[1133585],[1193516],[1204806],[1217890],[1224197],[1239752],[1272224],[1322883],[1333896],[1400036],[1413120],[1434982],[1464539],[1530272],[1659769] ] cell #407 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [144748],[185600],[186445],[191964],[193448],[200883],[201814],[236029],[242333],[243713],[252707],[253455],[258226],[259157],[259710],[272704],[274188],[279767],[298692],[301121],[302677],[305541],[313001],[313846],[317421],[319305],[320053],[320685],[323794],[336000],[337380],[343003],[351893],[352824],[353377],[358956],[361623],[365995],[373350],[386754],[389183],[389881],[390028],[390739],[405717],[408146],[409702],[412566],[415830],[424446],[426330],[427078],[427710],[430819],[433333],[437509],[442261],[442959],[446008],[450380],[457735],[460918],[465290],[468120],[479494],[482149],[486521],[488200],[493876],[497861],[500725],[507280],[509709],[510407],[510554],[511265],[517393],[521373],[521762],[527609],[531559],[540058],[544430],[546109],[547919],[555788],[568145],[571362],[576114],[576812],[577707],[579861],[584233],[591588],[594771],[599143],[601973],[610483],[614480],[615095],[621557],[625176],[629796],[634973],[639725],[640423],[641318],[642891],[661187],[665559],[668044],[668341],[668433],[674280],[675926],[678230],[686729],[691101],[694590],[702459],[717020],[725453],[732484],[737020],[737317],[737409],[743256],[744902],[760966],[766143],[773120],[773735],[773941],[780197],[783816],[788436],[793613],[801531],[825976],[832215],[832512],[835338],[842028],[846978],[847593],[847799],[854055],[865709],[872740],[877665],[885777],[886449],[901913],[906838],[930395],[948121],[948736],[948942],[951247],[953682],[963896],[964568],[980344],[980641],[983467],[990157],[1004706],[1020758],[1051470],[1065069],[1068208],[1070052],[1070724],[1086342],[1102680],[1103295],[1103501],[1105806],[1108241],[1139953],[1176428],[1191339],[1195731],[1196428],[1224424],[1227563],[1229407],[1230079],[1300068],[1320795],[1323110],[1336111],[1353711],[1358103],[1358800],[1390961],[1453819],[1464766],[1477767],[1484313],[1499629],[1532487],[1584679],[1595101],[1659996],[1672997],[1694859],[1723948],[1786928],[1910219] ] cell #408 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [208563],[258637],[280384],[289303],[299103],[304468],[319295],[341930],[352304],[359573],[361393],[365985],[371960],[389178],[392530],[406128],[411493],[414440],[426320],[432260],[435870],[436543],[437252],[442256],[445778],[448819],[458146],[460688],[461848],[466449],[471255],[486511],[487680],[492486],[496300],[509704],[513056],[516003],[521368],[521817],[531302],[544420],[545589],[547662],[548695],[553506],[556188],[557348],[559229],[570396],[576109],[576949],[579631],[582672],[600302],[605108],[608922],[614337],[621957],[625231],[631588],[634007],[639720],[640560],[642684],[642946],[644328],[649534],[652431],[653464],[666718],[668039],[668226],[675076],[677973],[700177],[702859],[704019],[705900],[719437],[722491],[724190],[734190],[737015],[737202],[744052],[746339],[756401],[757783],[771730],[772977],[773809],[780597],[783871],[790228],[801324],[808174],[811071],[812104],[829061],[832210],[832397],[833699],[839702],[844455],[846835],[847667],[854455],[856593],[862747],[877458],[884308],[885766],[888866],[893619],[903619],[913250],[915768],[925830],[927212],[943068],[944635],[947978],[948810],[949961],[956344],[963885],[966985],[971738],[980339],[980526],[995796],[1007791],[1012429],[1018432],[1023185],[1033185],[1035323],[1064661],[1064856],[1070041],[1071990],[1077718],[1083044],[1089427],[1094065],[1102537],[1103369],[1104520],[1118444],[1129339],[1130906],[1142615],[1153256],[1158009],[1191328],[1197564],[1209483],[1213644],[1215211],[1224211],[1229396],[1231345],[1242399],[1256488],[1269545],[1274871],[1281254],[1320871],[1322897],[1326460],[1337944],[1342534],[1353700],[1359936],[1371855],[1404713],[1410441],[1437629],[1453808],[1456797],[1462527],[1464553],[1484389],[1489978],[1501462],[1534320],[1568231],[1584755],[1585745],[1595090],[1619555],[1625285],[1657757],[1659783],[1696692],[1715987],[1724024],[1745860],[1786917],[1817112],[1851666],[1871657],[1902258],[1910295],[1982286],[2001223],[2030396],[2151715],[2170652] ] cell #409 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [193445],[236264],[243656],[259707],[274185],[279764],[293184],[294305],[301356],[302612],[313236],[314303],[317418],[320628],[323791],[337323],[343000],[353374],[358953],[361005],[368963],[382367],[383265],[386697],[389418],[389878],[390485],[390674],[408381],[409637],[415773],[424443],[427653],[430816],[433330],[442496],[442956],[445390],[450837],[459960],[460300],[461421],[465225],[468119],[468258],[469156],[479491],[488197],[489489],[497796],[507223],[509944],[510404],[511011],[511200],[517336],[523504],[527608],[527747],[536546],[546106],[546898],[555790],[555800],[556921],[568088],[576349],[576809],[577650],[579243],[584690],[593813],[599078],[601972],[602111],[603009],[610418],[615094],[617200],[621559],[621569],[626918],[631161],[639960],[640420],[641261],[641809],[660229],[665494],[668284],[670175],[674279],[674418],[675861],[683217],[691558],[693569],[702461],[702471],[703592],[717022],[717032],[718562],[723505],[729433],[737260],[739151],[743255],[743394],[744837],[765122],[773734],[773876],[775840],[780199],[780209],[785558],[789801],[798600],[800449],[825982],[826184],[832455],[833277],[838827],[843770],[847592],[847734],[849698],[854057],[854067],[863761],[876583],[885771],[886451],[886461],[887991],[898862],[908580],[912823],[948735],[948877],[949086],[960560],[963890],[964570],[964580],[966110],[980584],[981406],[991899],[1004712],[1004914],[1017557],[1022500],[1028428],[1064926],[1070046],[1070726],[1070736],[1082169],[1086348],[1086550],[1103294],[1103436],[1103645],[1115119],[1146831],[1152381],[1178170],[1191333],[1196434],[1196636],[1202419],[1224281],[1229401],[1230081],[1230091],[1241524],[1273996],[1306946],[1320801],[1322967],[1324046],[1353705],[1358806],[1359008],[1364791],[1397649],[1436754],[1453813],[1455983],[1464623],[1484319],[1487564],[1561167],[1584685],[1595095],[1597265],[1618741],[1651213],[1659853],[1723954],[1736534],[1757380],[1786922],[1789092],[1910225],[1922805],[1943651] ] cell #410 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [201811],[236204],[253398],[259154],[293181],[294240],[301296],[303132],[305538],[313176],[313781],[319996],[352821],[361002],[368898],[370589],[373293],[382302],[389358],[389963],[391194],[408321],[410157],[412563],[417643],[427021],[442436],[445050],[445387],[447308],[450315],[460297],[465745],[468193],[469884],[473905],[489424],[491115],[493819],[498316],[500722],[509884],[510489],[511720],[519206],[524494],[527682],[530538],[552846],[555797],[556629],[557718],[576289],[578903],[579240],[581161],[584168],[588827],[591531],[599598],[602046],[603737],[607758],[610938],[618240],[621566],[622398],[624094],[639900],[645623],[648811],[652146],[666014],[671165],[674353],[676381],[677209],[685771],[688029],[691036],[699517],[702468],[703300],[704389],[712055],[717029],[719641],[723905],[740141],[743329],[745357],[749410],[756384],[771070],[776880],[778939],[780206],[781038],[782168],[782734],[792592],[804263],[807451],[810786],[821127],[826254],[826731],[833682],[850738],[852797],[854064],[854896],[856026],[859897],[880397],[883585],[886458],[886844],[889070],[891865],[893334],[895320],[905756],[918839],[920898],[925813],[943051],[952989],[964577],[964963],[967189],[969984],[971453],[973439],[998867],[1000926],[1004984],[1005461],[1005747],[1010252],[1012412],[1038627],[1041422],[1064474],[1070733],[1071119],[1075127],[1086620],[1087097],[1087383],[1091888],[1094048],[1107548],[1121748],[1124543],[1128684],[1129065],[1129322],[1165922],[1196706],[1197183],[1197469],[1200909],[1212989],[1213370],[1213627],[1230088],[1230474],[1234482],[1251243],[1256301],[1289180],[1321136],[1325805],[1326186],[1326443],[1342347],[1359078],[1359555],[1359841],[1363281],[1375742],[1388727],[1451830],[1456610],[1458096],[1475533],[1484654],[1489323],[1489704],[1489961],[1582819],[1585020],[1599378],[1614588],[1619368],[1620854],[1670763],[1714040],[1724289],[1742934],[1759493],[1791205],[1840329],[1849719],[1910560],[1945764],[1970949],[2028449],[2140378] ] cell #411 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28210,424591],[28911,183754],[29063,290275],[36592,479639],[37836,216678],[38036,334261],[40069,502456],[41791,232832],[47503,251289],[47703,380344],[51116,563321],[52291,400893],[52579,267684],[52774,572434],[53453,271180],[56306,593270],[57395,285060],[61723,621323],[64867,452911],[65155,307924],[65350,636045],[66029,311420],[70527,659686],[71616,328261],[71941,480648],[72558,330282],[72659,669632],[77926,346873],[78800,350369],[84057,526448],[84158,722962],[87296,733556],[87942,538557],[88559,376365],[88660,738608],[92410,752493],[95842,395986],[96716,399482],[97621,401098],[102956,794685],[104681,420612],[110453,827768],[112087,619756],[113327,443605],[116136,843227],[117566,453116],[122304,647577],[122405,863218],[125543,873812],[126806,475660],[134096,902985],[135460,908037],[137502,502661],[148366,528996],[149666,955051],[157209,975897],[158843,750926],[162892,991356],[164322,563526],[173265,1021957],[182672,1052542],[190423,622458],[205801,1109610],[218159,1141322],[231385,1177627],[235834,716993],[240332,1199340],[286541,1301437],[333999,1394570],[380082,1481376], [1743,116035,449410],[3158,151300,534628],[3764,162791,559820],[4255,173164,583263],[5290,192147,624544],[5442,194069,629123],[6202,204501,650125],[6375,207435,655757],[7149,219793,681299],[7355,135359,496891],[7755,231284,706491],[8343,144931,720091],[8730,242559,727004],[10068,256685,753628],[10184,258409,755714],[10336,260331,760293],[11350,272887,783184],[11502,274809,787763],[11815,174695,586969],[11874,103635,418445],[12262,285241,808765],[12435,288175,814397],[12641,183935,609513],[13273,186671,829769],[13390,298875,830893],[13774,117073,633422],[15189,312806,857249],[15503,201066,860347],[15723,317566,865036],[15890,319531,867260],[16716,328442,884899],[17192,72377,330238],[17502,216859,675667],[17579,336226,896433],[18113,135178,496847],[18265,221893,686056],[18346,77099,344956],[18917,350352,923057],[19033,352076,925143],[19185,353998,929722],[19498,232815,710197],[19557,143516,520008],[20224,362594,945291],[20294,146853,721906],[20496,366221,947306],[21693,373533,958176],[22491,88378,376321],[22801,251470,744643],[22975,381930,974745],[23395,252933,977898],[23512,253638,979022],[25115,399465,1003085],[25555,271064,576700],[25760,97638,401674],[25877,405900,1009623],[25972,172983,583219],[26195,271163,781098],[26261,97128,569811],[27062,174712,587545],[27086,102761,414949],[27676,419831,1035979],[27990,104500,420568],[28300,183181,430325],[28377,426556,1045990],[29144,109222,435286],[30002,438581,1067305],[31661,446979,1078374],[31933,450606,1080389],[32808,311304,640311],[33013,117583,453692],[33130,457918,1091259],[33225,115854,449366],[33448,311403,854956],[33534,459417,1097364],[34105,201697,1099850],[34175,202988,862162],[34377,314072,1101865],[35574,320236,1112735],[36058,474879,1119100],[36372,126625,475616],[36682,126052,323300],[36934,329501,886422],[36989,333697,674186],[37318,483120,1131562],[37388,129009,481476],[37590,486747,1133577],[37719,219810,681875],[37743,133901,492995],[38787,494059,1144447],[40284,229830,510295],[40489,137519,503237],[40606,137938,349943],[40701,231103,706447],[40924,142025,355330],[41815,142642,516512],[43063,522961,1193508],[44125,527353,1198220],[44514,148185,528952],[45326,532631,1204798],[46601,375584,964541],[46656,379780,743162],[46985,541029,1215867],[47055,153400,539385],[47257,544656,1217882],[47386,151317,535204],[47410,87101,372469],[50184,259040,1237729],[50456,390254,1239744],[51331,161337,389769],[51536,164339,564102],[51653,164758,399056],[51748,162610,559776],[51971,95225,261663],[52110,400717,773571],[52334,405555,576135],[53477,170456,577458],[54433,580832,1270201],[54705,584459,1272216],[55902,591771,1283086],[56493,181277,426829],[56548,286239,601879],[56877,104969,284937],[56947,177585,594098],[57149,178095,424091],[57278,288192,814973],[57302,182477,605617],[58346,427261,1304562],[60328,186944,620511],[61528,441278,1070697],[62156,190324,442847],[62232,190440,623034],[63087,626375,1333888],[64149,630767,1338600],[64319,305424,1339720],[64538,195401,458895],[64686,452735,847429],[64910,457573,639746],[66053,199756,641069],[68238,648482,1360592],[68627,204320,650081],[70714,124148,319804],[70769,205499,468026],[71098,127094,328138],[71168,209535,660514],[71370,210045,479139],[71499,207452,656333],[71523,125348,471764],[71958,481026,668065],[72846,216555,487020],[74922,679302,1400028],[76581,687700,1411097],[76853,691327,1413112],[77457,229520,352198],[77681,351731,509730],[78824,228576,700686],[79780,352707,1432959],[80052,510780,1434974],[81249,233251,357633],[82293,145053,236571],[82603,236615,722675],[83876,526272,948572],[84345,148062,366494],[84673,240030,527515],[84902,240594,724780],[85901,242832,539312],[87703,152540,381150],[87805,246328,545754],[87959,538935,737041],[88847,251166,544929],[91015,253206,751681],[92215,551688,1230052],[92919,256702,754204],[92943,160083,554015],[94836,761937,1502118],[95373,161027,258531],[95597,258064,389204],[96740,266018,772239],[98057,270754,406022],[100693,785015,1530264],[101755,789407,1534976],[101925,412449,1536096],[102144,276141,406877],[103659,176810,280496],[104081,286303,426690],[108704,184223,291484],[108976,290785,432978],[109944,293692,614931],[110052,293868,826616],[110151,294073,831533],[110215,186805,294649],[112104,620134,832236],[112523,190014,298997],[113082,298530,442282],[114271,192269,301663],[114581,301707,634191],[115396,116323,195278],[118002,310994,458040],[120540,201188,313543],[120850,313587,862931],[121262,122592,204197],[122123,647401,1103131],[125950,126076,208675],[126206,205563,319665],[129519,333761,486881],[132701,336499,481403],[134503,221033,335067],[134605,339995,487845],[135647,223102,344833],[136692,500608,1676606],[141636,931366,1697348],[143540,234930,359685],[144050,360122,942805],[144360,360500,521394],[144586,236050,360950],[147363,240094,366355],[149364,368731,736338],[149428,242693,369307],[150488,151736,245902],[153910,379844,544790],[156907,382135,979662],[156971,253067,382711],[157555,159279,256276],[158860,751304,980365],[161749,162152,163079],[171400,273009,408688],[171710,408732,570580],[172525,173452,276018],[175131,278444,418019],[183079,183205,289415],[185621,185670,435958],[191802,301142,445335],[193093,194579,305186],[200721,313022,460245],[201459,203498,317066],[206147,206623,207871],[217857,489257,667362],[217921,336360,489833],[218981,220229,339569],[222403,342648,500370],[230242,230645,231572],[258802,259355,260841],[272542,408167,579188],[273833,275319,412211],[286887,287363,288611],[352469,353022,354508] ] cell #412 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2044],[2903],[3665],[4556],[4881],[5056],[5500],[6120],[6228],[6894],[7656],[8141],[8382],[8855],[9030],[9474],[9775],[9950],[10394],[10941],[11116],[11560],[12180],[12288],[12813],[12916],[13986],[14700],[14875],[15301],[16015],[16190],[16634],[16990],[17231],[17704],[17879],[18323],[18624],[18799],[19243],[19680],[20845],[21219],[21796],[22019],[22289],[22530],[23038],[24108],[24822],[24997],[25300],[25403],[26473],[27187],[27362],[27788],[28502],[28677],[29121],[30820],[30935],[31294],[32072],[32389],[32553],[32656],[35100],[35677],[36170],[36774],[37939],[38313],[38890],[39113],[39383],[40132],[41202],[41916],[42091],[43540],[43896],[44169],[44407],[44665],[44865],[45777],[46441],[47606],[49458],[50595],[51179],[53592],[53707],[54066],[54844],[55161],[55428],[57872],[58449],[59798],[60789],[60989],[61368],[62004],[62327],[62384],[62534],[66168],[66283],[67653],[68009],[68520],[69890],[73136],[73765],[74261],[74461],[75373],[79054],[80191],[82008],[83063],[83120],[83270],[85041],[89137],[89766],[91476],[91676],[92055],[92691],[93221],[96970],[97404],[98395],[99933],[99990],[100140],[105259],[107496],[109735],[111137],[111849],[117349],[118340],[120255],[121310],[121367],[121517],[127384],[129920],[131841],[138276],[140021],[144122],[145623],[147129],[148671],[151062],[154311],[156491],[157893],[158605],[165096],[168978],[178496],[187289],[190862],[192839],[198278],[200257],[203264],[207197],[210446],[219555],[235920],[236996],[241102],[243177],[273579],[279018],[287937],[293955],[302088],[336844],[359976],[409113] ] cell #413 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [7844],[11275],[12590],[15034],[17034],[17470],[18958],[19427],[22333],[22769],[25156],[25378],[25416],[26155],[27832],[28268],[32631],[32669],[33408],[36214],[36650],[36787],[36938],[36960],[40107],[40145],[40884],[43974],[44451],[46454],[46605],[46627],[51154],[51192],[51931],[52029],[52081],[52812],[56346],[56497],[56519],[61381],[61532],[61761],[62017],[64605],[64657],[65388],[68087],[70567],[70718],[70740],[71870],[72699],[72850],[77376],[77428],[82021],[83795],[83847],[84198],[84349],[84644],[87334],[87871],[88700],[88851],[92068],[92219],[92448],[95292],[95344],[97976],[98028],[102994],[103993],[109824],[109915],[110527],[112016],[112442],[112494],[116176],[116327],[117921],[117973],[122042],[122094],[122445],[122596],[125581],[126118],[128590],[129431],[134134],[135500],[135651],[143895],[144227],[144300],[145024],[147275],[149740],[151655],[151707],[152981],[153822],[156580],[157283],[158772],[159198],[159250],[162932],[163083],[166785],[173305],[173456],[175050],[175102],[182710],[185964],[186340],[187378],[189035],[191516],[192240],[196085],[200362],[200435],[201159],[205875],[207790],[207842],[218233],[220148],[220200],[231425],[231576],[235261],[237101],[237174],[237885],[238982],[240406],[242228],[243266],[252602],[255297],[257778],[258502],[272256],[272980],[286615],[288530],[288582],[296901],[298968],[302193],[302266],[314857],[315954],[319200],[334073],[335895],[336933],[351445],[352169],[365890],[371559],[380156],[384963],[403926],[405993],[409218],[409291],[426225],[436383],[455944],[458011],[470854],[486416],[492085],[544325],[570236],[589797],[604707],[633847],[722331],[862587] ] cell #414 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [19458],[26186],[28971],[33439],[37515],[37991],[40915],[41867],[47182],[47658],[51962],[52311],[52855],[53658],[57074],[57550],[64887],[65431],[66234],[71295],[71771],[72061],[72222],[72872],[77658],[78202],[79005],[84077],[85029],[88062],[88223],[88873],[95574],[96118],[96921],[97101],[97254],[98258],[104184],[104345],[104995],[112207],[112368],[112724],[113385],[117046],[117199],[118203],[122324],[126309],[126470],[127120],[128408],[129622],[129783],[136982],[137135],[144468],[146826],[146979],[147466],[147627],[148407],[151937],[152799],[154013],[154174],[158963],[159124],[159480],[163802],[163955],[167817],[167970],[175332],[176984],[185936],[186145],[186913],[188853],[189427],[189580],[194682],[194843],[197117],[197270],[202961],[203114],[203601],[203762],[208072],[208934],[212587],[213716],[220430],[222506],[222667],[235123],[235504],[235585],[236574],[239440],[242801],[245315],[245468],[247198],[248327],[252198],[253175],[255115],[255689],[255842],[260944],[261105],[266480],[275422],[275583],[277857],[278010],[288812],[293595],[294062],[295304],[297406],[300677],[301666],[306720],[312476],[312557],[313546],[319773],[322287],[322440],[336468],[338982],[339135],[354611],[354772],[360111],[362264],[362345],[363207],[364579],[366463],[368720],[369962],[382124],[385468],[388739],[389728],[407702],[408691],[426798],[429312],[429465],[440167],[442806],[446649],[446730],[462502],[463874],[468015],[486989],[489246],[490488],[509265],[510254],[527504],[534217],[544898],[550577],[574020],[576659],[580502],[580583],[601868],[614920],[637631],[640270],[655346],[674175],[680888],[743151],[773560],[796271],[813986],[847418],[948561],[1103120] ] cell #415 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1744],[2774],[3166],[3765],[4256],[4868],[5371],[5452],[5991],[6203],[6383],[7157],[7356],[7756],[8070],[8842],[9762],[9848],[10076],[10265],[10346],[11431],[11512],[11823],[11875],[12263],[12443],[12642],[12758],[13634],[13915],[15203],[15230],[15403],[15416],[15733],[16002],[16088],[16717],[17503],[17691],[18275],[18925],[19114],[19195],[19506],[19558],[20238],[20832],[21937],[22802],[22994],[24037],[24210],[24223],[25123],[25556],[26121],[26203],[26402],[27690],[28220],[28301],[28489],[28575],[29073],[30021],[30749],[31675],[32269],[32282],[32809],[33374],[33456],[33500],[36072],[36602],[36683],[36951],[36992],[37332],[37926],[38046],[39031],[40088],[40285],[41131],[41304],[41317],[42560],[43029],[44139],[45345],[46618],[46659],[46999],[47593],[47713],[51135],[51332],[52113],[52313],[52332],[52793],[53521],[54447],[55041],[55054],[56146],[56272],[56551],[59635],[61545],[61742],[62157],[63053],[64163],[64689],[64889],[64908],[65369],[66097],[68252],[70493],[70772],[71899],[71956],[72156],[72625],[74941],[76595],[77189],[77202],[77679],[83879],[84079],[84124],[84676],[87315],[87900],[87957],[88157],[88626],[92232],[92429],[94850],[95595],[97074],[97241],[100659],[101769],[102975],[109863],[109947],[112045],[112102],[112302],[113080],[116102],[117019],[117186],[122126],[122326],[122371],[125562],[134115],[135426],[141650],[144256],[144358],[146799],[146966],[149076],[156619],[158801],[158858],[159058],[162858],[173231],[182691],[185551],[185909],[187417],[188049],[200391],[202934],[203101],[205211],[217569],[231351],[237130],[238557],[243305],[252171],[254311],[285951],[295277],[302222],[303649],[315529],[332224],[336972],[369935],[378307],[391711],[409247],[410674],[490461],[498833],[512237] ] cell #416 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6257],[8411],[10157],[12317],[13043],[13363],[14256],[15571],[15824],[17260],[19006],[20032],[20430],[21346],[21666],[22559],[23165],[23485],[24378],[25530],[25850],[26743],[28058],[28311],[29407],[29581],[31469],[32783],[33103],[33913],[35227],[35547],[36440],[37126],[37524],[38440],[38760],[39653],[40259],[40579],[41472],[42381],[44296],[44905],[45904],[46319],[46793],[47191],[48104],[49992],[51306],[51626],[52179],[52353],[54241],[55555],[55875],[56685],[57999],[58319],[59212],[61938],[62131],[62683],[63957],[64511],[64755],[64929],[69018],[70017],[70906],[71977],[73892],[74501],[75500],[75915],[76389],[77700],[79588],[80902],[81222],[83419],[83945],[84392],[84810],[85180],[85486],[86875],[87978],[89893],[92818],[94644],[95616],[99544],[99737],[100289],[101563],[102117],[102535],[106624],[107623],[109897],[111276],[111582],[112123],[113101],[113616],[113685],[113886],[119489],[119682],[121666],[122192],[123057],[125122],[130219],[131192],[131980],[132286],[133675],[139618],[141444],[144379],[145806],[145875],[146076],[148688],[154610],[155583],[158032],[158338],[158879],[159857],[160642],[166438],[167026],[168405],[170745],[170814],[171015],[178795],[182251],[185830],[187661],[188600],[196326],[197705],[200514],[201941],[202010],[202211],[210745],[214368],[217181],[226525],[229135],[235372],[237253],[239223],[241401],[244488],[248979],[252092],[253923],[254862],[263967],[269340],[282750],[295198],[299853],[302345],[309580],[312344],[316195],[321460],[325951],[338155],[360878],[362132],[367317],[369856],[409370],[416605],[428485],[436725],[446517],[490382],[520689],[580370] ] cell #417 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [23957],[30370],[34882],[41051],[43563],[53142],[57654],[59701],[65718],[73159],[89160],[97307],[117252],[147032],[203167], [5282,62437],[5493,63587],[5911,66560],[6113,67676],[8249,82804],[8335,83173],[8715,44678],[8746,85274],[9017,45694],[9647,47904],[9666,90388],[9937,48893],[10387,94274],[11342,100043],[11553,101193],[13141,60494],[13160,110894],[13258,60802],[13289,111370],[13743,31532],[13835,31622],[14094,114782],[15060,34144],[15150,34236],[15495,121420],[15906,123521],[16177,69807],[17184,129973],[17564,74274],[17595,132074],[17866,75290],[18316,135960],[19236,141074],[20095,20263],[20185,20355],[20512,146556],[21001,45171],[21444,86067],[21463,150107],[22483,154364],[22820,48588],[23380,91489],[23411,158126],[25745,98408],[25776,168499],[26230,54304],[26322,54394],[26581,171911],[27078,174381],[27349,103324],[27982,178549],[28393,180650],[28664,107413],[29354,29381],[29847,30065],[31949,193772],[32998,118353],[33029,197799],[34393,202691],[36364,210499],[37606,215049],[37735,215525],[38095,74767],[38538,132867],[38557,218600],[40474,138289],[40505,226619],[42413,42447],[44506,241155],[47273,249660],[47402,250136],[50472,260034],[51521,165109],[51552,264061],[54721,274512],[57165,283431],[57294,283907],[59932,294008],[62217,190875],[62248,299947],[71386,326632],[71515,327108],[76869,343327],[80068,353701],[81706,360072],[82133,235933],[82619,361829],[87821,374605],[92935,388009],[108992,433657],[109519,293167],[109531,435855],[110212,436964],[114597,446214],[120866,461124],[134621,495131],[143870,359931],[144640,521802],[149425,531014],[156968,547374],[171726,580067],[191856,625216],[200775,642931],[217918,677685],[272596,783856] ] cell #418 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [56415],[70636],[72768],[77364],[84267],[88769],[95280],[97964],[112430],[117909],[128578],[144288],[152969],[189023],[255285], [6879,331540],[7289,221462],[7632,505477],[7867,713013],[9459,377623],[10732,566342],[11049,402942],[11196,269763],[11287,791597],[11677,175038],[12165,421870],[14808,454960],[14955,310003],[15046,632957],[16619,476918],[16838,335316],[16906,899170],[17132,483467],[17308,220136],[18053,135569],[18732,504505],[18879,348952],[20985,529543],[22137,241649],[22205,729741],[22431,541376],[22607,151643],[24930,565370],[25077,398065],[25202,1017594],[25277,407436],[25324,272244],[25912,173374],[27930,596089],[28106,288518],[30539,295917],[30607,617508],[30975,623514],[32455,838864],[32530,300411],[32577,191504],[33165,116245],[34866,466683],[36312,662505],[36488,207778],[36686,1141753],[36701,336596],[36856,218760],[40053,351433],[40641,231494],[42624,717401],[43798,718599],[43873,362941],[43920,237873],[44454,725909],[46353,955482],[46368,242929],[46523,150267],[49062,383979],[49130,547206],[49498,159186],[51100,257766],[51688,163001],[52017,273200],[52758,403914],[59752,826221],[59861,827035],[61280,828199],[61295,187041],[61450,111054],[61707,296889],[64593,192460],[65334,455932],[66737,200423],[67911,641846],[67986,462236],[68033,314845],[68567,122514],[81629,942428],[81886,942556],[81901,235319],[82981,237162],[83783,145244],[87280,371547],[90439,156568],[90548,92137],[91967,745477],[91982,156243],[92394,384951],[102940,589785],[109487,1064465],[109812,185761],[110945,187366],[114959,302254],[119876,122030],[120133,120148],[125527,470842],[134080,492073],[145501,145516],[150158,243254],[172088,409279],[182656,604695],[192717,192732],[218651,336921],[273457,273472] ] cell #419 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [7845],[11276],[12583],[15035],[17225],[17463],[18959],[19414],[22524],[22762],[25157],[25356],[25709],[26142],[28023],[28261],[32609],[32962],[33395],[36405],[36643],[36834],[36904],[37347],[40085],[40438],[40871],[43952],[44547],[46501],[46571],[47014],[51132],[51485],[51918],[52022],[52143],[52790],[56393],[56463],[56906],[61428],[61498],[61739],[62181],[64598],[64719],[65366],[68065],[70614],[70684],[71127],[71875],[72746],[72816],[77369],[77490],[82073],[83788],[83909],[84245],[84315],[84861],[87312],[87876],[88747],[88817],[92115],[92185],[92426],[95285],[95406],[97969],[98090],[102972],[103998],[109817],[109982],[110579],[112021],[112435],[112556],[116223],[116293],[117914],[118035],[122035],[122156],[122492],[122562],[125559],[126123],[128583],[129436],[134112],[135547],[135617],[143900],[144232],[144293],[145091],[147280],[149792],[151648],[151769],[152974],[153827],[156573],[157335],[158777],[159191],[159312],[162979],[163049],[166790],[173352],[173422],[175043],[175164],[182688],[185969],[186345],[187371],[189028],[191509],[192307],[196090],[200367],[200428],[201226],[205927],[207783],[207904],[218285],[220141],[220262],[231472],[231542],[235266],[237106],[237167],[237878],[238987],[240458],[242233],[243259],[252607],[255290],[257771],[258569],[272249],[273047],[286667],[288523],[288644],[296894],[299035],[302198],[302259],[314850],[315959],[319205],[334125],[335900],[336926],[351438],[352236],[365895],[371552],[380208],[384956],[403919],[406060],[409223],[409284],[426230],[436388],[455937],[458078],[470847],[486421],[492078],[544330],[570241],[589790],[604700],[633852],[722336],[862592] ] cell #420 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [11971],[12173],[16425],[16627],[17098],[18496],[18515],[18786],[20743],[22012],[22397],[24694],[24713],[24984],[25628],[25647],[27547],[27637],[29114],[29808],[30678],[30697],[31278],[32180],[32376],[32881],[32900],[34624],[35929],[36019],[37189],[37279],[39106],[39491],[39914],[41807],[42078],[42959],[43524],[43996],[44086],[44664],[44840],[45132],[46002],[46021],[46856],[46946],[48331],[49201],[49220],[50703],[50961],[52126],[52619],[53469],[54050],[54952],[55148],[55653],[55672],[59766],[59966],[60788],[60964],[61568],[62320],[62383],[62983],[64110],[64702],[65195],[66045],[67072],[67637],[68199],[69245],[70115],[70134],[72009],[73120],[74260],[74436],[74728],[75598],[75617],[76542],[78816],[80299],[81739],[81940],[83056],[83119],[83892],[84619],[85040],[85539],[87141],[88010],[89121],[90653],[91475],[91651],[92255],[93670],[94797],[96732],[98394],[99926],[99989],[100589],[101716],[102801],[105243],[106851],[107721],[107740],[109728],[111136],[112155],[113036],[113918],[118339],[120187],[121303],[121366],[122139],[123786],[125388],[127368],[129919],[131419],[131840],[132339],[133941],[138275],[140470],[141597],[144121],[145555],[146108],[147700],[148655],[154310],[155810],[156484],[157892],[158911],[160674],[165095],[170165],[171047],[178495],[180915],[182517],[186036],[187282],[188632],[190861],[192771],[199465],[200256],[202243],[210445],[216193],[229167],[235919],[236995],[241101],[243170],[244520],[250804],[254894],[266776],[269372],[273511],[293954],[302087],[307016],[309612],[321492],[336837],[338187],[359975],[364875],[409112],[416637],[428517],[464170] ] cell #421 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [12251],[12630],[16705],[17491],[18536],[18911],[19392],[19492],[22790],[24734],[25109],[25371],[25668],[26052],[26189],[27636],[27670],[30718],[32624],[32921],[33305],[33442],[36018],[36052],[36757],[36928],[37160],[37278],[37312],[39920],[40006],[40781],[43967],[44085],[44119],[46042],[46424],[46595],[46827],[46945],[46979],[49241],[50967],[51053],[51828],[52026],[52041],[52402],[52625],[52711],[55693],[56260],[56719],[60294],[61351],[61522],[61574],[61660],[64109],[64143],[64602],[64617],[64978],[65201],[65287],[68080],[68198],[68232],[70155],[70481],[70940],[71866],[72015],[72308],[72613],[75638],[76541],[76575],[77749],[81946],[82548],[83792],[83807],[84112],[84844],[85867],[87147],[87233],[87867],[88016],[88309],[88614],[90981],[92038],[92209],[92261],[92347],[94796],[94830],[95665],[97229],[101715],[101749],[102807],[102893],[104431],[107761],[109821],[109851],[110135],[112012],[112161],[113150],[113924],[114526],[117174],[120193],[120795],[122039],[122054],[124114],[125394],[125480],[126556],[132667],[133947],[134033],[141596],[141630],[144034],[144223],[144501],[145561],[146114],[146954],[148028],[148116],[149348],[156577],[156891],[158768],[158917],[160680],[161282],[171053],[171655],[181243],[182523],[182609],[186183],[187375],[188638],[190269],[192777],[200358],[202249],[203089],[205483],[216521],[217841],[229173],[229775],[235125],[237097],[240014],[243263],[244526],[251132],[254900],[269378],[271009],[273517],[286223],[293676],[302189],[309618],[311249],[321498],[333681],[336930],[338193],[379764],[400701],[409214],[416643],[428523],[452719],[526256],[647385] ] cell #422 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1745],[3159],[3766],[4257],[5291],[5439],[6204],[6376],[7150],[7357],[7757],[8344],[8727],[10069],[10185],[10333],[11351],[11499],[11816],[11876],[12264],[12436],[12643],[13270],[13391],[13745],[15190],[15504],[15720],[15887],[16718],[17504],[17576],[18262],[18918],[19034],[19182],[19499],[19559],[20225],[20265],[20493],[21694],[22803],[22972],[23392],[23513],[23867],[25116],[25557],[25878],[26196],[26232],[27677],[28207],[28302],[28374],[29060],[29383],[29999],[30280],[31662],[31930],[32810],[33131],[33449],[33495],[34106],[34146],[34374],[35575],[36059],[36589],[36684],[36935],[36991],[37319],[37587],[38033],[38788],[40066],[40286],[40961],[42478],[43024],[44126],[45323],[46602],[46658],[46986],[47254],[47700],[50185],[50453],[51113],[51333],[52112],[52288],[52331],[52771],[53052],[54434],[54702],[55903],[56267],[56550],[58347],[59630],[61529],[61720],[62158],[63048],[64150],[64320],[64688],[64864],[64907],[65347],[65628],[68239],[70488],[70771],[71892],[71955],[72074],[72620],[74919],[76582],[76850],[77678],[79781],[80049],[83878],[84054],[84119],[84675],[87293],[87893],[87956],[88075],[88621],[92216],[92407],[94837],[95594],[97073],[97236],[100654],[101756],[101926],[102953],[109858],[109946],[112038],[112101],[112220],[113079],[116097],[117018],[117181],[122125],[122301],[122366],[125540],[134093],[135421],[136693],[141637],[144249],[144357],[146798],[146961],[149071],[156614],[158794],[158857],[158976],[162853],[173226],[182669],[185550],[185908],[187412],[188044],[200384],[202933],[203096],[205206],[217564],[231346],[237123],[238552],[243300],[252170],[254306],[285946],[295276],[302215],[303644],[315524],[332219],[336967],[369934],[378302],[391706],[409240],[410669],[490460],[498828],[512232] ] cell #423 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [15876],[20482],[23866],[28363],[30279],[37576],[40960],[42477],[47243],[53051],[65627],[72073],[88074],[112219],[158975], [3441,90357],[3529,48802],[4942,110863],[5884,120062],[5903,66590],[6013,34363],[6346,69716],[8222,145430],[8241,82834],[8916,150076],[9150,45603],[9585,91372],[9636,48741],[10177,93188],[10287,50442],[12406,107322],[13079,60685],[13130,30218],[13383,111816],[13876,62501],[14067,192646],[14086,114812],[14406,31919],[15059,67411],[17765,218569],[17999,75199],[19026,139988],[19136,80038],[19702,81815],[20094,43298],[20396,83237],[21090,44677],[21154,21433],[21382,44561],[21686,151029],[23505,158572],[25870,168945],[26363,100107],[26554,273386],[26573,171941],[26893,54691],[27482,103233],[29353,59670],[30154,60801],[31052,31531],[31132,31139],[33123,198245],[34277,121484],[35567,207164],[37490,130037],[38184,74273],[38248,38527],[38476,74157],[38780,219522],[39273,134874],[39803,76839],[40599,227065],[43378,43385],[47157,154428],[48677,91488],[51646,264507],[52926,98407],[53353,169348],[53824,54303],[53904,53911],[55895,278985],[57049,178613],[58339,287904],[64531,306311],[65502,118352],[65929,198648],[67491,67498],[71270,210563],[72974,72981],[78273,138288],[78700,227468],[81242,358174],[85004,241219],[85506,369529],[88975,88982],[96189,165108],[96616,264910],[102137,413336],[105097,105104],[111602,294871],[113456,190874],[113629,445445],[123251,318191],[127222,127229],[132306,490055],[144573,235932],[145819,361060],[148509,148516],[148679,530946],[158358,382933],[170758,579298],[185843,293239],[186286,186293],[187652,436896],[201954,460355],[217172,677617],[235144,235156],[235363,360004],[253914,547306],[293099,293109] ] cell #424 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6258],[8412],[10158],[12318],[13044],[13364],[14257],[15572],[15825],[17261],[19007],[20033],[20431],[21347],[21667],[22560],[23166],[23486],[24379],[25531],[25851],[26744],[28059],[28312],[29408],[29582],[31470],[32784],[33104],[33914],[35228],[35548],[36441],[37127],[37525],[38441],[38761],[39654],[40260],[40580],[41473],[42382],[44297],[44906],[45905],[46320],[46794],[47192],[48105],[49993],[51307],[51627],[52180],[52354],[54242],[55556],[55876],[56686],[58000],[58320],[59213],[61939],[62132],[62684],[63958],[64512],[64756],[64930],[69019],[70018],[70907],[71978],[73893],[74502],[75501],[75916],[76390],[77701],[79589],[80903],[81223],[83420],[83946],[84393],[84811],[85219],[85487],[86876],[87979],[89894],[92819],[94645],[95617],[99545],[99738],[100290],[101564],[102118],[102536],[106625],[107624],[109898],[111315],[111583],[112124],[113102],[113617],[113736],[113887],[119490],[119683],[121667],[122193],[123058],[125123],[130220],[131193],[132019],[132287],[133676],[139619],[141445],[144380],[145807],[145926],[146077],[148692],[154611],[155584],[158071],[158339],[158880],[159858],[160643],[166439],[167027],[168444],[170746],[170865],[171016],[178796],[182252],[185831],[187665],[188601],[196327],[197744],[200515],[201942],[202061],[202212],[210746],[214419],[217185],[226564],[229136],[235376],[237254],[239224],[241402],[244489],[249030],[252093],[253927],[254863],[264006],[269341],[282801],[295199],[299892],[302346],[309581],[312348],[316196],[321461],[326002],[338156],[360917],[362136],[367368],[369857],[409371],[416606],[428486],[436776],[446521],[490383],[520696],[580374] ] cell #425 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2623],[4139],[4655],[5845],[6785],[6983],[7639],[7828],[9365],[9563],[10739],[10858],[10889],[11259],[12071],[12269],[14617],[14648],[15018],[16525],[16723],[16807],[16881],[16908],[18541],[18572],[18942],[20667],[20938],[22106],[22180],[22207],[24739],[24770],[25140],[25193],[25234],[25673],[27605],[27679],[27706],[30508],[30582],[30723],[30883],[32446],[32487],[32926],[34548],[35987],[36061],[36088],[36696],[37247],[37321],[39922],[39963],[42589],[43789],[43830],[44054],[44128],[44325],[46047],[46363],[46914],[46988],[49031],[49105],[49246],[50969],[51010],[52627],[52668],[55698],[56255],[59743],[59813],[60259],[61290],[61576],[61617],[64078],[64152],[65203],[65244],[67902],[67943],[68167],[68241],[70160],[70476],[72017],[72608],[75643],[76510],[76584],[81623],[81896],[81948],[82500],[84107],[85832],[87149],[87190],[88018],[88609],[90430],[90946],[91977],[92263],[92304],[94765],[94839],[97224],[101684],[101758],[102809],[102850],[107766],[109846],[110129],[110936],[112163],[113926],[114478],[117169],[120143],[120195],[120747],[124079],[125396],[125437],[132632],[133949],[133990],[141565],[141639],[144028],[145511],[145563],[146116],[146949],[147993],[149342],[150149],[156885],[158919],[160682],[161234],[171055],[171607],[181208],[182525],[182566],[188640],[190221],[192727],[192779],[202251],[203084],[205477],[216486],[217835],[218642],[229175],[229727],[240008],[244528],[251097],[254902],[269380],[270961],[273467],[273519],[286217],[293670],[309620],[311201],[321500],[333675],[338195],[379758],[400695],[416645],[428525],[452713],[526250],[647379] ] cell #426 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [15873],[20479],[23908],[28360],[29775],[30321],[31916],[34360],[34876],[37573],[41002],[42910],[43557],[45099],[45645],[47240],[48298],[48844],[50439],[52547],[53093],[54688],[57132],[57648],[59695],[59960],[62934],[65123],[65669],[67023],[69212],[69758],[71353],[72506],[73153],[74695],[75241],[76836],[77894],[78440],[80035],[81733],[84586],[85533],[87069],[87788],[88507],[89154],[90647],[93621],[95810],[96356],[97301],[97566],[100540],[102729],[103275],[104629],[106818],[107364],[108959],[112987],[113295],[114109],[115983],[116892],[117246],[117511],[123780],[125316],[126754],[128533],[131386],[132333],[133869],[134588],[135307],[137447],[140421],[142610],[143156],[146299],[147026],[147694],[148314],[148908],[149277],[151245],[152924],[155777],[160051],[162739],[164267],[170116],[170424],[171238],[173112],[174021],[174640],[180909],[182445],[186030],[187881],[188250],[188978],[190368],[191131],[191273],[191459],[199416],[199724],[202434],[203161],[204449],[207380],[214792],[216187],[217401],[217770],[219738],[228544],[231232],[235684],[237500],[237642],[237828],[241420],[249403],[250798],[254143],[254512],[255240],[256630],[257721],[265986],[266770],[268621],[271871],[272013],[272199],[283174],[288120],[293432],[295688],[296844],[307010],[308861],[312656],[314472],[314614],[314800],[326375],[331309],[335087],[347810],[351388],[360229],[362444],[364869],[367741],[371502],[377392],[381494],[383750],[384906],[396923],[403869],[421639],[438145],[443910],[446829],[455887],[459524],[464164],[470797],[476687],[492028],[521726],[523068],[529312],[532195],[580682],[589740],[604650],[615358],[626482],[678866],[716345],[785122] ] cell #427 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1746],[3160],[3767],[4258],[4380],[5292],[5440],[6205],[6377],[7151],[7358],[7758],[7880],[8345],[8728],[10070],[10186],[10334],[11352],[11500],[11817],[12265],[12282],[12437],[12644],[13271],[13392],[13746],[15191],[15505],[15721],[15888],[16719],[16736],[17505],[17577],[18263],[18554],[18919],[19035],[19183],[19500],[20226],[20266],[20494],[21695],[22804],[22973],[23393],[23514],[23868],[24752],[25117],[25686],[25879],[26197],[26233],[27562],[27678],[28208],[28375],[29061],[29384],[30000],[30281],[30736],[31663],[31931],[32939],[33132],[33450],[33496],[34107],[34147],[34375],[35576],[35944],[36060],[36590],[36936],[37204],[37320],[37588],[38034],[38789],[39899],[40067],[40962],[42479],[43025],[44011],[44127],[45324],[46603],[46871],[46987],[47255],[47701],[50186],[50454],[50946],[51114],[52141],[52289],[52604],[52772],[53053],[54435],[54703],[55904],[56268],[58348],[59631],[59781],[61530],[61553],[61721],[63049],[64151],[64321],[64717],[64865],[65180],[65348],[65629],[68240],[70489],[71893],[71994],[72075],[72621],[74920],[76583],[76851],[79782],[80050],[81925],[83907],[84055],[84120],[87294],[87894],[87995],[88076],[88622],[92217],[92408],[94838],[97076],[97237],[100655],[101757],[101927],[102954],[109490],[109859],[112039],[112140],[112221],[116098],[117021],[117182],[122154],[122302],[122367],[125541],[134094],[135422],[136694],[141638],[144250],[146801],[146962],[149072],[156615],[158795],[158896],[158977],[162854],[173227],[182670],[185911],[187413],[188045],[200385],[202936],[203097],[205207],[217565],[231347],[237124],[238553],[243301],[252173],[254307],[285947],[295279],[302216],[303645],[315525],[332220],[336968],[369937],[378303],[391707],[409241],[410670],[490463],[498829],[512233] ] cell #428 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6835],[9415],[10815],[12121],[14574],[16575],[16777],[16979],[18498],[20624],[20941],[22076],[22278],[24696],[25428],[25630],[27575],[27777],[29518],[30478],[30680],[32061],[32681],[32883],[34505],[35957],[36159],[37217],[39372],[40157],[40359],[42344],[42878],[42961],[44024],[44396],[45802],[46004],[46884],[49001],[49203],[50584],[51204],[51406],[52444],[54833],[55453],[55655],[56776],[60014],[60205],[60312],[62029],[62902],[62985],[64048],[64420],[65020],[66991],[67074],[68137],[68509],[69915],[70117],[70997],[75398],[75600],[76480],[77791],[80180],[81002],[82086],[82191],[85587],[85778],[85885],[86966],[87602],[90701],[90892],[90999],[91235],[92716],[93589],[93672],[94735],[95707],[100508],[100591],[101654],[102026],[102626],[107521],[107723],[108603],[109637],[110105],[112955],[113038],[113192],[114064],[114169],[120333],[120438],[123834],[124025],[124368],[125213],[132387],[132578],[132685],[133766],[134402],[140389],[140472],[141535],[142507],[144004],[145701],[146254],[147748],[147939],[148850],[149318],[152168],[156393],[156861],[159948],[170084],[170167],[170321],[171193],[171298],[180963],[181154],[181497],[182342],[186129],[187191],[187823],[191220],[192917],[199384],[199467],[199621],[200139],[202389],[214747],[216241],[216432],[217343],[217811],[220661],[228441],[236878],[237589],[243079],[249358],[250852],[251043],[254085],[265883],[266869],[268563],[271960],[273657],[280124],[283129],[301970],[307109],[308803],[314561],[326330],[331256],[336746],[347752],[364968],[367696],[377339],[396865],[408995],[421586],[443852],[464263],[476634],[521668],[529259],[615305],[716355] ] cell #429 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6868],[7278],[9448],[11044],[11185],[11672],[12154],[14803],[14944],[16608],[16833],[17135],[17303],[18727],[18821],[18868],[20974],[22132],[22434],[22602],[24925],[25019],[25066],[25280],[25319],[27631],[27933],[28033],[28101],[29829],[30534],[30970],[32411],[32533],[32572],[34855],[36013],[36315],[36415],[36483],[37273],[40009],[40033],[40048],[42113],[42619],[42707],[43876],[43915],[44080],[44457],[45153],[46294],[46940],[48352],[49057],[49493],[51056],[51080],[51095],[52714],[52738],[52753],[55183],[59187],[59603],[59864],[59937],[60289],[61663],[61687],[61702],[62643],[62731],[64104],[65290],[65314],[65329],[66732],[66820],[67989],[68028],[68193],[74749],[75890],[76536],[80676],[81692],[81710],[82551],[82976],[83379],[85176],[85510],[85862],[87236],[87260],[87275],[90290],[90624],[90976],[92350],[92374],[92389],[94791],[99293],[100249],[100337],[101710],[102896],[102920],[102935],[110198],[110796],[111272],[113688],[114529],[114954],[119238],[119957],[120798],[121626],[124109],[125483],[125507],[125522],[130179],[131976],[132310],[132662],[134036],[134060],[134075],[139174],[141591],[145325],[145878],[148023],[149411],[150009],[154570],[156954],[158028],[161285],[165994],[168401],[170817],[171658],[172083],[178755],[181238],[182612],[182636],[182651],[190272],[192541],[197701],[202013],[205546],[210705],[214371],[216516],[217904],[218502],[226521],[229778],[240077],[241361],[248982],[251127],[263963],[271012],[273281],[282753],[286286],[293794],[299849],[311252],[325954],[333744],[360874],[367320],[379827],[400819],[436728],[452837],[520698],[526374],[647503] ] cell #430 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6225],[6246],[8379],[8400],[10144],[12285],[12306],[12810],[13011],[13350],[14245],[15560],[17228],[17249],[18993],[19646],[19992],[21314],[21653],[22527],[22548],[23133],[23472],[24367],[25297],[25498],[25837],[26732],[28047],[29613],[31429],[32550],[32751],[33090],[33873],[35195],[35534],[36429],[36740],[37086],[38408],[38747],[39642],[40227],[40566],[41461],[43893],[44264],[44937],[45872],[46308],[46407],[46753],[48136],[49952],[51274],[51613],[52385],[54201],[55523],[55862],[56645],[57967],[58306],[59201],[61334],[61898],[62099],[62672],[63917],[64498],[64961],[68006],[69050],[69985],[70866],[73860],[74533],[75468],[75904],[76349],[77732],[79548],[80870],[81209],[82422],[83408],[84424],[84770],[85178],[85473],[86907],[89861],[92021],[92786],[94604],[95648],[99504],[99705],[100278],[101523],[102104],[102567],[106656],[107591],[109963],[111274],[111569],[113133],[113618],[113686],[114400],[119449],[119650],[120669],[121655],[123017],[125154],[130208],[131224],[131978],[132273],[133707],[139586],[141404],[144484],[145808],[145876],[148689],[154599],[155615],[157684],[158030],[158325],[159889],[161156],[166406],[167092],[168403],[170747],[170815],[171529],[178784],[182283],[185832],[187662],[190143],[196392],[197703],[200619],[201943],[202011],[206276],[210734],[214369],[217182],[226523],[229649],[235373],[237358],[239289],[241390],[246031],[248980],[252094],[253924],[263965],[270883],[282751],[287016],[295200],[299851],[302450],[311123],[312345],[316261],[325952],[339698],[360876],[362133],[367318],[369858],[409475],[418148],[436726],[446518],[490384],[520690],[580371] ] cell #431 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [15869],[15950],[20475],[20780],[23912],[28356],[28437],[29471],[29771],[30325],[31912],[34356],[37569],[37874],[41006],[42342],[42914],[45095],[45649],[47236],[47541],[48294],[48848],[50435],[52243],[52543],[53097],[54684],[57128],[60012],[62938],[64819],[65119],[65673],[67027],[69208],[69762],[71349],[71938],[72510],[74691],[75245],[76832],[77890],[78444],[80031],[84009],[84582],[85585],[87065],[87784],[87939],[88511],[90699],[93625],[95806],[96360],[97618],[100544],[102725],[103279],[104633],[106814],[107368],[108955],[112084],[112991],[113291],[114105],[115987],[116896],[117563],[122256],[123832],[125312],[126758],[131382],[132385],[133865],[134584],[135311],[137499],[140425],[142606],[143160],[144928],[146295],[147746],[148318],[148856],[149281],[151297],[155773],[158840],[160047],[162743],[164319],[170120],[170420],[171234],[173116],[174025],[174692],[180961],[182441],[186127],[187829],[188254],[190420],[191141],[191215],[192144],[199420],[199720],[201063],[202430],[204453],[207432],[214788],[216239],[217349],[217774],[219790],[228540],[231236],[235831],[237510],[237584],[241419],[249399],[250850],[253635],[254091],[254516],[256682],[258406],[265982],[266867],[268569],[271881],[271955],[272884],[283170],[288172],[293442],[295687],[298872],[307107],[308809],[312803],[314482],[314556],[320233],[326371],[331251],[335086],[347758],[352073],[360228],[362591],[364966],[367737],[373530],[377334],[381504],[383749],[396871],[405897],[421581],[427258],[438155],[443858],[446976],[457915],[459523],[464261],[476629],[494056],[521674],[523067],[529254],[532205],[580829],[591768],[615300],[626481],[678876],[716341],[785121] ] cell #432 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1748],[1993],[3055],[3455],[3769],[4260],[4956],[5024],[5257],[5877],[6272],[7046],[7360],[7760],[8215],[8310],[8426],[8930],[9918],[10151],[11084],[11317],[11712],[12332],[13357],[14060],[14271],[14843],[15470],[15586],[17159],[17275],[17343],[17779],[18080],[18767],[19000],[19999],[21660],[22458],[22574],[22642],[23479],[24393],[24965],[25844],[25939],[26547],[26758],[27957],[28073],[28141],[31010],[31436],[33097],[33192],[33880],[35541],[36339],[36455],[36523],[37093],[37108],[38754],[39668],[40573],[40668],[41487],[42999],[44481],[46334],[46760],[46775],[49533],[49959],[51620],[51715],[54208],[55869],[56652],[56667],[58313],[59227],[59907],[59980],[61905],[63023],[63924],[64505],[67112],[68594],[70873],[70888],[75930],[76356],[78100],[79555],[81216],[81753],[82149],[84777],[84792],[85480],[85553],[90594],[90667],[94611],[96016],[99511],[100629],[101530],[102111],[108479],[109595],[111100],[111576],[113731],[114127],[116770],[119456],[120000],[120396],[123024],[131577],[132280],[132353],[141411],[142816],[145368],[145921],[148808],[150313],[155968],[156351],[158332],[168705],[170860],[171256],[173899],[180153],[187149],[187781],[192584],[198005],[202056],[212103],[214414],[217301],[218806],[226825],[243037],[249025],[254043],[264267],[268521],[273324],[282796],[300153],[308761],[325997],[336704],[347710],[367363],[396823],[436771],[443810],[521626],[614355] ] cell #433 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2426],[4103],[4301],[5809],[6871],[6915],[7603],[9451],[9495],[10703],[10838],[11045],[12157],[12201],[14597],[14804],[15808],[16611],[16655],[16834],[17136],[18521],[18728],[18824],[20647],[20977],[22133],[22435],[23018],[23828],[24719],[24926],[25022],[25281],[25653],[27632],[27934],[28034],[30045],[30535],[30703],[30971],[32414],[32534],[32906],[33506],[33719],[34528],[36014],[36316],[36416],[37274],[40010],[40034],[42116],[42620],[43035],[43248],[43877],[44081],[44458],[45369],[46027],[46295],[46941],[47751],[47825],[49058],[49226],[51057],[51081],[52715],[52739],[55186],[55678],[59188],[59641],[59865],[60290],[60341],[60415],[61664],[61688],[62644],[63059],[63272],[64105],[65291],[65315],[66431],[67990],[68194],[70140],[74965],[75623],[75891],[76537],[80677],[81693],[81761],[82552],[82675],[83380],[85214],[85863],[85914],[85988],[87237],[87261],[90977],[92351],[92375],[94792],[99294],[100250],[100665],[100878],[101711],[102897],[102921],[107746],[110199],[111310],[113739],[114530],[114653],[119239],[120799],[121627],[124110],[125484],[125508],[130180],[132014],[132663],[132714],[132788],[134037],[134061],[139175],[141592],[145929],[148024],[149412],[154571],[156955],[158066],[161286],[165995],[168439],[170868],[171659],[171782],[178756],[181239],[182613],[182637],[190273],[197739],[202064],[205547],[210706],[214422],[216517],[217905],[226559],[229779],[240078],[241362],[249033],[251128],[264001],[271013],[282804],[286287],[293795],[299887],[311253],[326005],[333745],[360912],[367371],[379828],[400820],[436779],[452838],[520702],[526375],[647504] ] cell #434 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6226],[6247],[8380],[8401],[10145],[12286],[12307],[12811],[13012],[13351],[14246],[15561],[17229],[17250],[18994],[19647],[19993],[21315],[21654],[22528],[22549],[23134],[23473],[24368],[25298],[25499],[25838],[26733],[28048],[29614],[31430],[32551],[32752],[33091],[33874],[35196],[35535],[36430],[36741],[37087],[38409],[38748],[39643],[40228],[40567],[41462],[43894],[44265],[44938],[45873],[46309],[46408],[46754],[48137],[49953],[51275],[51614],[52386],[54202],[55524],[55863],[56646],[57968],[58307],[59202],[61335],[61899],[62100],[62673],[63918],[64499],[64962],[68007],[69051],[69986],[70867],[73861],[74534],[75469],[75905],[76350],[77733],[79549],[80871],[81210],[82423],[83409],[84425],[84771],[85217],[85474],[86908],[89862],[92022],[92787],[94605],[95649],[99505],[99706],[100279],[101524],[102105],[102568],[106657],[107592],[109964],[111313],[111570],[113134],[113619],[113737],[114401],[119450],[119651],[120670],[121656],[123018],[125155],[130209],[131225],[132017],[132274],[133708],[139587],[141405],[144485],[145809],[145927],[148693],[154600],[155616],[157685],[158069],[158326],[159890],[161157],[166407],[167093],[168442],[170748],[170866],[171530],[178785],[182284],[185833],[187666],[190144],[196393],[197742],[200620],[201944],[202062],[206277],[210735],[214420],[217186],[226562],[229650],[235377],[237359],[239290],[241391],[246032],[249031],[252095],[253928],[264004],[270884],[282802],[287017],[295201],[299890],[302451],[311124],[312349],[316262],[326003],[339699],[360915],[362137],[367369],[369859],[409476],[418149],[436777],[446522],[490385],[520697],[580375] ] cell #435 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [15870],[15951],[20476],[20781],[23913],[28357],[28438],[29472],[29772],[30326],[31913],[34357],[37570],[37875],[41007],[42343],[42915],[45096],[45650],[47237],[47542],[48295],[48849],[50436],[52244],[52544],[53098],[54685],[57129],[60013],[62939],[64820],[65120],[65674],[67028],[69209],[69763],[71350],[71939],[72511],[74692],[75246],[76833],[77891],[78445],[80032],[84010],[84583],[85586],[87066],[87785],[87940],[88512],[90700],[93626],[95807],[96361],[97619],[100545],[102726],[103280],[104634],[106815],[107369],[108956],[112085],[112992],[113292],[114106],[115988],[116897],[117564],[122257],[123833],[125313],[126759],[131383],[132386],[133866],[134585],[135312],[137500],[140426],[142607],[143161],[144929],[146296],[147747],[148319],[148906],[149282],[151298],[155774],[158841],[160048],[162744],[164320],[170121],[170421],[171235],[173117],[174026],[174693],[180962],[182442],[186128],[187879],[188255],[190421],[191142],[191275],[192145],[199421],[199721],[201064],[202431],[204454],[207433],[214789],[216240],[217399],[217775],[219791],[228541],[231237],[235832],[237511],[237644],[241422],[249400],[250851],[253636],[254141],[254517],[256683],[258407],[265983],[266868],[268619],[271882],[272015],[272885],[283171],[288173],[293443],[295690],[298873],[307108],[308859],[312804],[314483],[314616],[320234],[326372],[331311],[335089],[347808],[352074],[360231],[362592],[364967],[367738],[373531],[377394],[381505],[383752],[396921],[405898],[421641],[427259],[438156],[443908],[446977],[457916],[459526],[464262],[476689],[494057],[521724],[523070],[529314],[532206],[580830],[591769],[615360],[626484],[678877],[716347],[785124] ] cell #436 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [34947],[35091],[43628],[44160],[49631],[57719],[57863],[59789],[60235],[61086],[63652],[67741],[73224],[73756],[79227],[81684],[82476],[85808],[86659],[89225],[89757],[90922],[91773],[94339],[97395],[97841],[98692],[101258],[105347],[110190],[114454],[117340],[117786],[118637],[120723],[124055],[124906],[127472],[128484],[129276],[132608],[133459],[136025],[137722],[138573],[141139],[147120],[147969],[149403],[151520],[152645],[152875],[153667],[156946],[161210],[164542],[165393],[167319],[171583],[174915],[175766],[177852],[181184],[182035],[184601],[188929],[190197],[190643],[191765],[194336],[195701],[196619],[203255],[205538],[207655],[209802],[216462],[217896],[220013],[221138],[222160],[225439],[229703],[233035],[233886],[236360],[238134],[240069],[240861],[241669],[242150],[244817],[251073],[255191],[256905],[260598],[262881],[270937],[271383],[272505],[275076],[276441],[277359],[286278],[288395],[293786],[295937],[296418],[299243],[300243],[300392],[301452],[311177],[311623],[313332],[315106],[317833],[321789],[331801],[333736],[335336],[335817],[338484],[350572],[354265],[360761],[362773],[362922],[367766],[377884],[379819],[383361],[383999],[384480],[387305],[389514],[399685],[400811],[402962],[407268],[407417],[408477],[422131],[428814],[436135],[438751],[442592],[452829],[454980],[460056],[462068],[462217],[469252],[477179],[483448],[488292],[504525],[510040],[520949],[523600],[526366],[529804],[536642],[541357],[546545],[549161],[565390],[576445],[596070],[603105],[616847],[623534],[627014],[640056],[642078],[647495],[662486],[683313],[717421],[718831],[725890],[729080],[785654],[798696],[827016],[839096],[898509],[942409],[1017826] ] cell #437 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1759],[2436],[3059],[3780],[4271],[4313],[5028],[5258],[6207],[6276],[6927],[7050],[7259],[7771],[8311],[8430],[9507],[9690],[9922],[10152],[11088],[11166],[11318],[12213],[12336],[13184],[13358],[14275],[14847],[14925],[15094],[15471],[15590],[16667],[17002],[17160],[17279],[18771],[18849],[19001],[20000],[20129],[21487],[21661],[22301],[22459],[22578],[23480],[23840],[24397],[24969],[25047],[25845],[26762],[27800],[27958],[28077],[31014],[31437],[31566],[33098],[33740],[33881],[34836],[35542],[36182],[36340],[36459],[37094],[38581],[38755],[39672],[40382],[40574],[41491],[43269],[44419],[44482],[46338],[46761],[47788],[48067],[49960],[51429],[51621],[54209],[54338],[55870],[56653],[58314],[59231],[59908],[60378],[60657],[61906],[63293],[63925],[64443],[64506],[66382],[66468],[70874],[75934],[76357],[79556],[81025],[81217],[81798],[82626],[82712],[84778],[85481],[85951],[86230],[90205],[94612],[99512],[100899],[101531],[102049],[102112],[108480],[109651],[110711],[111577],[113776],[114604],[114690],[119457],[123025],[131578],[132281],[132751],[133030],[141412],[145966],[148864],[149924],[155969],[158333],[168706],[170905],[171733],[171819],[180154],[187837],[198006],[202101],[212104],[214459],[217357],[218417],[226826],[249070],[254099],[264268],[268577],[282841],[300154],[308817],[326042],[347766],[367408],[396879],[436816],[443866],[521682],[614359] ] cell #438 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2655],[4835],[4852],[8105],[8809],[8826],[9729],[9746],[9839],[13950],[14167],[15265],[15387],[15969],[15986],[16079],[17658],[17675],[20799],[20816],[21550],[21579],[21928],[23240],[24072],[24194],[24289],[26437],[26654],[28456],[28473],[28566],[29505],[29795],[30784],[32253],[34697],[35302],[35431],[35460],[37893],[37910],[38644],[38673],[39022],[39564],[41166],[41288],[41383],[42348],[42948],[45119],[46108],[47560],[47577],[48318],[49307],[49336],[52277],[52567],[53556],[55025],[55759],[55788],[56137],[57469],[58074],[58203],[58232],[59123],[60018],[62972],[64853],[65143],[66132],[67061],[71690],[71944],[72544],[74089],[74715],[75704],[76985],[77173],[77914],[78903],[78932],[81106],[81135],[84043],[85591],[87089],[87945],[88545],[90090],[90705],[95830],[96819],[96848],[97525],[97624],[99812],[99841],[100578],[102749],[103738],[104667],[109108],[112090],[113315],[116021],[117470],[117569],[119757],[119786],[122290],[125336],[126792],[128504],[128922],[129406],[132391],[133889],[135345],[137505],[139722],[144934],[147250],[148352],[151303],[152895],[153313],[153797],[158846],[160071],[162777],[164325],[166542],[166654],[166662],[167339],[173150],[174698],[177982],[182465],[188949],[189367],[190426],[192150],[195954],[195962],[196639],[201069],[203385],[204487],[207438],[209932],[212365],[213135],[219796],[225459],[231270],[235837],[238851],[238859],[240991],[246976],[247746],[253641],[255211],[255629],[256688],[258412],[262901],[272890],[281517],[288178],[293573],[297184],[298878],[299263],[312809],[315823],[315831],[320239],[324718],[352079],[360364],[360781],[362597],[366637],[373536],[381635],[385246],[405903],[427264],[436612],[438286],[446982],[457921],[459659],[494062],[520679],[523203],[532336],[580835],[591774],[626617],[679007],[785257] ] cell #439 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [3524],[5898],[6341],[8236],[9145],[9627],[10172],[12401],[13121],[13378],[13871],[14081],[15867],[17994],[19021],[20391],[20473],[21041],[21424],[21681],[23500],[25865],[26358],[26568],[27477],[28354],[29769],[30105],[31910],[33118],[34272],[34354],[35562],[37485],[37567],[38135],[38518],[38775],[39268],[40594],[45093],[47152],[47234],[48292],[48628],[50433],[51641],[52541],[52877],[53348],[54682],[55250],[55890],[57044],[57126],[58334],[64526],[65117],[65453],[65924],[69206],[71265],[71347],[73417],[74689],[76830],[77888],[78224],[78695],[80029],[81237],[84580],[84999],[85501],[87063],[87782],[89418],[95804],[96140],[96611],[97792],[102132],[102723],[105540],[106812],[108953],[111597],[113289],[113407],[113626],[114103],[117737],[123246],[125310],[127665],[131380],[132301],[133863],[134582],[137673],[142604],[144524],[145816],[146293],[148684],[148800],[155771],[158353],[160045],[160163],[164493],[170418],[170755],[171232],[178249],[182439],[185840],[187657],[187773],[190594],[191153],[199718],[200659],[201951],[202428],[210199],[214786],[217177],[217293],[228538],[235368],[237398],[237522],[246482],[249397],[252102],[253919],[254035],[265980],[268513],[271893],[283168],[290939],[295208],[302490],[308753],[312340],[314494],[326369],[331189],[340149],[347702],[362128],[367735],[369866],[377272],[396815],[409515],[421519],[443802],[446513],[476567],[490392],[521618],[529192],[580366],[615238],[716344] ] cell #440 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [37498],[39281],[40840],[42047],[47165],[51887],[52849],[53361],[53770],[55222],[57057],[57455],[59109],[65425],[65937],[66346],[71278],[71676],[72055],[72258],[72879],[73389],[74075],[77627],[78196],[78708],[80854],[85012],[88056],[88259],[88880],[89390],[90076],[95543],[96112],[96624],[97114],[97261],[97353],[97511],[98227],[99689],[104178],[105002],[105512],[112201],[112404],[112693],[113379],[117059],[117206],[117298],[117456],[118172],[119634],[123259],[126303],[127127],[127637],[128396],[128502],[129392],[129616],[137142],[137234],[139570],[144462],[146839],[146986],[147078],[147236],[147460],[148414],[151906],[152787],[152893],[153783],[154007],[158957],[159160],[159449],[160135],[163962],[164054],[166390],[166664],[167337],[167977],[168069],[175301],[177968],[185949],[186152],[186907],[188841],[188947],[189587],[189679],[194676],[195964],[196637],[197277],[197369],[200597],[202974],[203121],[203213],[203371],[203595],[208041],[209918],[213137],[220399],[222500],[225457],[235206],[235492],[236581],[237336],[238861],[240977],[242795],[245475],[245567],[247748],[252211],[253169],[255103],[255209],[255849],[255941],[260938],[262899],[275416],[278017],[278109],[281519],[288781],[294145],[295317],[299261],[301673],[302428],[312464],[313553],[315833],[319767],[322447],[322539],[324720],[336462],[339142],[339234],[354605],[360779],[362252],[366457],[366639],[368803],[369975],[382207],[389735],[408698],[409453],[426792],[429472],[429564],[436614],[442813],[446637],[468098],[486983],[489329],[490501],[510261],[520687],[527587],[544892],[576666],[580490],[601951],[615073],[640277],[674258],[743234],[773713],[847571],[948714],[1103273] ] cell #441 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [55200],[55253],[73367],[73420],[75993],[89368],[89421],[97331],[97795],[98930],[105490],[105543],[117276],[117740],[118875],[127615],[127668],[128475],[129212],[137212],[137676],[138811],[147056],[152866],[153603],[160113],[160166],[164032],[164496],[165631],[167310],[168047],[177051],[177788],[178252],[188920],[189657],[190597],[196610],[197347],[200575],[200662],[203191],[204585],[209001],[209738],[210202],[213783],[225430],[226167],[237314],[237401],[239507],[240797],[245545],[246485],[248394],[251891],[252213],[252489],[255182],[255919],[262872],[263609],[267265],[278087],[282165],[290942],[294510],[294997],[295319],[295595],[299234],[302406],[302493],[304599],[305889],[307505],[312114],[312462],[316479],[322517],[325366],[339212],[340152],[342061],[346454],[357276],[360752],[361902],[362250],[369168],[369655],[369977],[370253],[372050],[373892],[381179],[382572],[392661],[395567],[409431],[409518],[411624],[412914],[414530],[429542],[432391],[436054],[437830],[443186],[445137],[446287],[446635],[468463],[471345],[489694],[490181],[490503],[490779],[492576],[494418],[513187],[516093],[520884],[524581],[527952],[530104],[531880],[553596],[577039],[578990],[580140],[580488],[602316],[605198],[617806],[624298],[640650],[645710],[671252],[674623],[676775],[678551],[700267],[719845],[740228],[743599],[748976],[771820],[776446],[782938],[804350],[850304],[860101],[880484],[889274],[918405],[953076],[967393],[998433],[1038831],[1074693],[1121952],[1191982],[1201113],[1321410],[1451553] ] cell #442 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [86861],[102289],[102521],[113872],[125108],[130673],[133661],[134764],[146062],[148827],[155064],[159843],[160628],[168545],[169238],[171001],[179249],[182237],[187800],[188586],[197845],[198538],[200500],[202197],[204962],[211199],[214555],[217320],[226665],[227358],[229121],[237239],[238308],[244474],[249166],[251894],[254062],[254848],[257118],[264107],[264800],[268540],[269326],[282937],[283477],[285702],[294565],[295000],[299993],[302331],[303400],[308780],[309566],[312886],[315280],[318081],[321446],[326138],[326678],[331975],[338141],[347729],[348515],[362674],[367504],[369223],[369658],[374651],[378058],[381638],[382024],[382627],[391462],[396842],[397628],[401590],[409356],[410425],[416591],[422305],[428471],[433703],[438289],[438675],[443829],[447059],[451889],[453608],[459287],[459653],[468518],[477353],[489749],[490184],[495177],[498584],[503153],[511988],[518154],[521645],[522831],[523197],[528007],[532339],[532725],[535120],[537879],[546206],[564018],[580912],[585742],[587461],[602371],[611206],[614581],[616508],[622950],[625059],[626245],[626611],[656249],[674678],[679010],[679396],[681791],[684550],[710689],[716523],[720606],[726814],[728741],[743654],[754120],[781590],[783699],[784885],[785251],[814889],[829579],[836788],[855448],[860862],[890035],[896243],[898170],[923549],[945941],[968154],[977708],[1003577],[1008309],[1015518],[1039592],[1089945],[1100500],[1122713],[1132212],[1163979],[1201874],[1216517],[1249300],[1292327],[1330508],[1378889],[1452440],[1461229],[1583372],[1712103] ] cell #443 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [136475],[151572],[163689],[174967],[185051],[186706],[194104],[205979],[207707],[220065],[221928],[232182],[233087],[235180],[236331],[240510],[242594],[244788],[252968],[253819],[256957],[258174],[260366],[271435],[274844],[277330],[286719],[288447],[290310],[294119],[298640],[301423],[311675],[313303],[314107],[317601],[319242],[319566],[320417],[321760],[334177],[334296],[336261],[338455],[350624],[351841],[354033],[356519],[360670],[365932],[366256],[368777],[373714],[380260],[380379],[381965],[382181],[383332],[387276],[389485],[390289],[399737],[400928],[405665],[406239],[408448],[424626],[426267],[426591],[427442],[428785],[436490],[438616],[442563],[450641],[452946],[457683],[458257],[460027],[468072],[469223],[479674],[481196],[481258],[486458],[486782],[489303],[494240],[502491],[507802],[510011],[510815],[520682],[523571],[526483],[527561],[532666],[536613],[539105],[539167],[544367],[544691],[546231],[563356],[568667],[569674],[570343],[572469],[576416],[584494],[591952],[593880],[601925],[603076],[615047],[616533],[620304],[620366],[621358],[626985],[633285],[633954],[636080],[640027],[647612],[660296],[667353],[670242],[674232],[679337],[683284],[691362],[692902],[716548],[721769],[722438],[723572],[728766],[733591],[736329],[739218],[743208],[751474],[751536],[752528],[764455],[773687],[775173],[785625],[794720],[798667],[826405],[831524],[832610],[843837],[847545],[849031],[862025],[862694],[863828],[873847],[885977],[898195],[903020],[908647],[942796],[942873],[948688],[959893],[964096],[974534],[979653],[980739],[991966],[1022567],[1027761],[1052577],[1067094],[1070252],[1075956],[1097355],[1097432],[1103247],[1114452],[1146164],[1178237],[1193499],[1193576],[1194682],[1204587],[1229607],[1235311],[1267783],[1306279],[1325159],[1333879],[1333956],[1357054],[1399817],[1430541],[1466815],[1488677],[1521535],[1530255],[1530332],[1608097],[1629573],[1662045],[1799924],[1821400] ] cell #444 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1891],[2810],[4861],[5407],[6027],[8108],[8835],[9755],[10301],[11467],[13953],[14176],[14420],[15268],[15396],[15995],[17684],[19150],[20825],[21177],[21553],[23243],[24075],[24203],[24298],[26440],[26663],[26907],[28482],[30241],[30787],[31095],[31784],[32262],[34706],[35305],[35434],[37919],[38271],[38647],[39573],[39817],[41169],[41297],[41392],[42951],[43341],[46111],[47586],[48764],[49310],[50307],[53013],[53559],[53867],[54556],[55034],[55386],[55762],[57478],[58077],[58206],[59132],[62975],[65589],[66135],[67064],[67454],[68361],[71699],[72547],[72937],[73553],[74098],[75707],[76015],[76704],[77182],[78360],[78906],[79903],[81109],[88548],[88938],[89554],[90099],[96276],[96822],[97534],[98952],[99815],[100581],[103486],[103741],[104670],[105060],[105676],[105967],[108827],[113543],[116024],[117479],[118897],[119760],[126795],[127185],[127801],[128092],[128448],[128925],[129234],[131755],[135348],[138833],[143367],[147259],[148355],[148472],[152839],[153316],[153625],[156146],[160299],[162780],[165653],[166600],[166716],[167760],[173153],[177810],[180331],[186249],[188893],[189370],[195900],[196016],[197060],[203394],[204490],[204607],[209760],[212281],[212430],[213189],[225880],[226189],[231273],[235544],[238797],[238913],[240819],[247041],[247800],[252511],[255155],[255632],[263322],[263631],[267122],[281571],[293519],[295617],[297249],[299684],[305911],[307362],[312516],[315769],[315885],[324772],[346311],[357298],[362304],[366691],[370275],[381581],[385311],[395424],[412936],[436666],[438232],[443043],[446689],[490801],[521502],[532282],[580542],[614344],[678953] ] cell #445 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6255],[6293],[8409],[8562],[10159],[12315],[12353],[12852],[13041],[13365],[14254],[15569],[17258],[17411],[19008],[19652],[20034],[21344],[21668],[22557],[22710],[23163],[23487],[24376],[25339],[25528],[25852],[26741],[28056],[29619],[31471],[32592],[32781],[33105],[33915],[35225],[35549],[36438],[36746],[37128],[38438],[38762],[39651],[40257],[40581],[41470],[43935],[44294],[44943],[45902],[46317],[46413],[46795],[48142],[49994],[51304],[51628],[52391],[54243],[55553],[55877],[56687],[57997],[58321],[59210],[61340],[61940],[62129],[62681],[63959],[64513],[64967],[68048],[69056],[70015],[70908],[73890],[74539],[75498],[75913],[76391],[77738],[79590],[80900],[81224],[82428],[83417],[84430],[84812],[85134],[85488],[86913],[89891],[92027],[92816],[94646],[95654],[99546],[99735],[100287],[101565],[102119],[102573],[106662],[107621],[109969],[111230],[111584],[113139],[113622],[113631],[114406],[119491],[119680],[120675],[121664],[123059],[125160],[130217],[131230],[131934],[132288],[133713],[139616],[141446],[144490],[145812],[145821],[148686],[154608],[155621],[157690],[157986],[158340],[159895],[161162],[166436],[167098],[168359],[170751],[170760],[171535],[178793],[182289],[185836],[187659],[190149],[196398],[197659],[200625],[201947],[201956],[206282],[210743],[214314],[217179],[226479],[229655],[235370],[237364],[239295],[241399],[246037],[248925],[252098],[253921],[263921],[270889],[282696],[287022],[295204],[299807],[302456],[311129],[312342],[316267],[325897],[339704],[360832],[362130],[367263],[369862],[409481],[418154],[436671],[446515],[490388],[520684],[580368] ] cell #446 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [17211],[18132],[18813],[22510],[25011],[25703],[25991],[27005],[28009],[28031],[32403],[32956],[33244],[36391],[36413],[36828],[37354],[37662],[40031],[40432],[40720],[42105],[44533],[44879],[46292],[46495],[47021],[47329],[51078],[51479],[51767],[52150],[52212],[52736],[55175],[56387],[56913],[57221],[59185],[61003],[61422],[61685],[62175],[62332],[62641],[64726],[64788],[65312],[68646],[70608],[71134],[71442],[72740],[74475],[75888],[77497],[77559],[80674],[82067],[83068],[83377],[83916],[83978],[84239],[84868],[85034],[85130],[87258],[88741],[91690],[92109],[92372],[92862],[95413],[95475],[98097],[98159],[99291],[99938],[100247],[102918],[109740],[109989],[110573],[111130],[111226],[112563],[112625],[113633],[116217],[118042],[118104],[119236],[120314],[121315],[121624],[122163],[122225],[122486],[125505],[130177],[131834],[131930],[134058],[135541],[139172],[143978],[144115],[145098],[145682],[145823],[149786],[151776],[151838],[154568],[156496],[157329],[157886],[157982],[159319],[159381],[162973],[165992],[168355],[170762],[173346],[175171],[175233],[178753],[182634],[186423],[187294],[192314],[192898],[197655],[200250],[201233],[201958],[205921],[207911],[207973],[210703],[214316],[218279],[220269],[220331],[226475],[231466],[236989],[240452],[241359],[242311],[243182],[248927],[252685],[258576],[263917],[273054],[273638],[282698],[286661],[288651],[288713],[299042],[299803],[302081],[319283],[325899],[334119],[335978],[336849],[352243],[360828],[365973],[367265],[380202],[406067],[409106],[426308],[436531],[436673],[458085],[486499],[520692],[544408],[570384],[633995],[722479],[862735] ] cell #447 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1955],[3443],[3731],[4944],[5568],[5875],[6260],[7722],[8213],[8414],[8764],[8918],[10149],[11628],[12320],[13307],[13355],[13778],[14058],[14259],[15574],[17263],[17613],[17767],[18391],[18998],[19997],[20298],[21658],[22562],[23429],[23477],[24381],[25794],[25842],[26265],[26545],[26746],[27096],[28061],[31434],[33047],[33095],[33878],[34179],[35539],[36443],[37091],[37392],[37753],[38752],[39175],[39656],[40523],[40571],[41475],[46322],[46758],[47059],[47420],[49957],[51570],[51618],[53255],[54206],[55867],[56650],[56951],[57312],[58311],[59215],[61903],[62266],[62686],[63922],[64503],[65831],[70871],[71172],[71533],[72479],[75918],[76354],[78602],[79553],[81214],[83422],[84775],[84906],[85081],[85478],[88480],[92953],[94609],[96518],[99509],[100292],[101528],[102109],[104602],[108477],[110056],[111177],[111574],[113574],[113680],[119454],[121669],[123022],[123153],[126727],[131575],[131881],[132278],[138040],[141409],[144162],[145764],[145870],[148287],[148748],[155966],[156812],[157933],[158330],[164860],[168703],[170703],[170809],[180151],[185788],[187610],[187721],[195503],[198003],[200297],[201899],[202005],[212101],[214363],[217241],[226823],[233353],[237036],[243498],[248974],[252050],[253983],[264265],[268461],[276243],[282745],[295156],[300151],[302128],[308701],[325946],[337165],[347650],[367312],[369814],[396763],[409153],[436720],[443750],[490340],[521566],[614349] ] cell #448 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [3523],[5897],[6340],[8235],[9144],[9609],[10171],[12400],[13103],[13377],[13870],[14080],[15849],[17993],[19020],[20390],[20455],[21039],[21406],[21680],[23499],[25864],[26357],[26567],[27476],[28336],[29717],[30103],[31892],[33117],[34271],[34336],[35561],[37484],[37549],[38133],[38500],[38774],[39267],[40593],[45041],[47151],[47216],[48240],[48626],[50415],[51640],[52489],[52875],[53347],[54664],[55248],[55889],[57043],[57108],[58333],[64525],[65065],[65451],[65923],[69154],[71264],[71329],[73415],[74637],[76812],[77836],[78222],[78694],[80011],[81236],[84528],[84998],[85500],[87011],[87764],[89416],[95752],[96138],[96610],[97790],[102131],[102671],[105538],[106760],[108935],[111596],[113237],[113405],[113624],[114085],[117735],[123245],[125258],[127663],[131328],[132300],[133811],[134564],[137671],[142552],[144522],[145814],[146275],[148683],[148798],[155719],[158352],[159993],[160161],[164491],[170366],[170753],[171214],[178247],[182387],[185838],[187656],[187771],[190592],[191152],[199666],[200657],[201949],[202410],[210197],[214768],[217176],[217291],[228486],[235367],[237396],[237521],[246480],[249379],[252100],[253918],[254033],[265928],[268511],[271892],[283150],[290937],[295206],[302488],[308751],[312339],[314493],[326351],[331188],[340147],[347700],[362127],[367717],[369864],[377271],[396813],[409513],[421518],[443800],[446512],[476566],[490390],[521616],[529191],[580365],[615237],[716343] ] cell #449 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [3541],[4863],[6029],[6358],[7926],[8118],[8837],[9162],[9757],[9818],[10303],[12418],[12939],[13963],[14178],[14422],[15278],[15997],[16058],[17686],[18011],[19152],[20827],[21179],[21242],[21563],[21590],[21907],[23061],[24085],[24300],[26450],[26665],[26909],[27494],[28484],[28545],[30243],[30797],[31261],[34708],[35123],[35444],[35471],[37921],[38273],[38336],[38657],[38684],[39001],[39575],[39819],[41179],[41394],[43507],[44192],[44582],[47588],[48766],[49320],[49347],[53015],[53569],[54033],[55388],[55772],[55799],[56116],[57480],[57895],[58216],[58243],[59134],[59845],[60706],[65591],[66145],[67620],[71701],[73103],[73555],[73788],[74100],[74178],[76181],[76996],[78362],[78916],[78943],[81119],[81146],[81836],[89104],[89556],[89789],[90101],[91393],[96278],[96832],[96859],[97451],[97536],[98312],[99118],[99825],[99852],[102212],[105226],[105678],[109119],[113545],[117396],[117481],[118257],[119063],[119770],[119797],[127351],[127803],[128505],[128636],[128935],[129417],[130596],[138193],[138999],[139733],[147176],[147261],[148638],[152896],[153027],[153326],[153808],[154987],[160301],[165013],[165819],[166553],[166652],[166661],[166954],[167340],[177993],[179172],[188950],[189081],[189380],[190779],[195952],[195961],[196254],[196640],[203311],[203396],[204773],[209943],[211122],[212364],[213134],[225074],[225460],[235792],[238849],[238858],[239151],[241002],[246975],[247745],[255212],[255343],[255642],[257041],[262516],[262902],[268119],[281516],[293571],[297183],[298246],[299264],[308359],[312764],[315821],[315830],[316123],[324717],[360363],[360782],[362552],[366636],[372904],[381633],[385245],[386308],[415384],[436611],[438284],[446937],[459658],[472199],[493430],[520678],[523202],[532334],[580790],[606052],[626616],[679005],[785256] ] cell #450 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [9019],[9939],[13837],[15152],[16179],[17868],[20187],[20357],[21034],[22853],[23959],[26324],[27351],[28666],[29880],[30098],[30372],[31624],[34238],[34915],[37451],[38128],[39234],[41053],[43596],[45204],[45696],[47118],[48621],[48895],[52870],[53144],[53314],[54396],[55243],[57010],[57687],[60150],[63620],[65446],[65720],[65890],[67709],[69809],[71231],[73192],[73410],[74800],[75292],[78217],[78491],[78661],[84965],[85723],[89193],[89411],[90837],[94307],[96133],[96407],[96577],[97756],[97785],[101226],[103326],[105315],[105533],[107415],[110641],[113400],[116943],[117701],[117730],[123212],[123970],[127440],[127658],[132523],[135993],[137637],[137666],[141107],[143207],[144517],[144632],[147884],[149854],[151435],[152613],[157397],[160156],[164457],[164486],[174072],[174830],[178242],[181099],[184569],[185716],[186316],[190558],[190587],[191733],[191848],[200652],[200767],[207570],[210192],[216377],[218347],[219928],[221106],[232950],[235237],[237391],[238102],[241604],[242204],[246475],[250988],[251978],[252578],[256820],[271298],[272473],[272588],[288310],[290932],[295084],[295872],[300329],[302483],[311538],[312209],[315074],[331769],[335271],[335871],[340142],[350487],[361997],[362859],[369742],[377852],[383934],[399600],[402897],[407354],[409508],[422099],[446382],[454915],[462154],[477147],[483385],[490268],[504460],[529772],[541294],[565325],[580235],[596007],[623469],[662423],[717356],[725827],[826953],[942417] ] cell #451 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [21638],[23457],[31185],[33629],[35519],[38732],[43158],[43431],[44653],[47852],[49708],[53957],[55847],[58291],[60442],[60777],[61163],[63182],[67544],[68766],[73027],[74249],[76105],[79304],[83532],[86015],[86736],[89028],[91464],[91850],[98383],[98769],[99042],[100788],[102283],[105150],[106372],[110486],[115510],[118328],[118714],[118987],[121779],[124983],[127275],[130332],[130667],[132815],[133536],[138264],[138650],[138923],[148562],[149699],[154723],[155058],[157242],[162266],[165084],[165470],[165743],[167615],[168539],[172639],[175843],[178908],[179243],[182112],[187007],[190850],[195778],[196915],[197839],[204697],[205834],[210858],[211193],[218192],[223216],[225735],[226659],[230759],[233963],[235908],[236016],[240365],[242895],[245113],[246738],[253269],[257112],[263177],[264101],[276518],[277655],[283471],[286574],[291598],[293309],[294033],[299539],[299987],[301000],[301108],[312880],[312988],[322085],[326672],[334032],[336562],[338780],[340405],[356844],[360082],[362668],[363530],[367967],[368691],[374645],[380115],[381371],[382095],[387601],[406564],[408025],[408133],[429110],[433697],[438022],[438952],[444467],[447053],[458582],[459377],[462825],[484056],[488493],[489217],[495171],[508127],[522921],[523911],[532072],[541965],[549362],[568992],[572805],[578320],[580906],[596678],[626335],[636416],[645040],[663094],[670582],[678743],[696033],[726498],[739558],[767586],[784975],[803680],[835851],[879814],[943410],[952406],[1065406],[1190992] ] cell #452 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1967],[3526],[3743],[5580],[5900],[6014],[6343],[7734],[8238],[9147],[9637],[10174],[10288],[11640],[12403],[13131],[13380],[13873],[14083],[14407],[15086],[15877],[17996],[18403],[19023],[19137],[20121],[20393],[20483],[21155],[21434],[21683],[23502],[25867],[26360],[26570],[26894],[27479],[28364],[30219],[31089],[31558],[31830],[31920],[33120],[34274],[34364],[35564],[37487],[37577],[38249],[38528],[38777],[39270],[39804],[40596],[43335],[47154],[47244],[48742],[50353],[50443],[51643],[52991],[53350],[53861],[54330],[54602],[54692],[55364],[55892],[57046],[57136],[58336],[64528],[65567],[65926],[67448],[68407],[71267],[71357],[72931],[73531],[76009],[76750],[76840],[78338],[78697],[79949],[80039],[81239],[85001],[85503],[87792],[88932],[89532],[96254],[96613],[98946],[102134],[103532],[105054],[105654],[106013],[108873],[108963],[111599],[113521],[113683],[114113],[118891],[123248],[127179],[127779],[128138],[129228],[131801],[132303],[134592],[138827],[143413],[145873],[146303],[148466],[148736],[148745],[153619],[156192],[158355],[160277],[165647],[168728],[170812],[171242],[177804],[180377],[186243],[187709],[187718],[191087],[198028],[202008],[202438],[204601],[209754],[212327],[214366],[217229],[217238],[226183],[226848],[235420],[237456],[240813],[248977],[252505],[253971],[253980],[263625],[264290],[268458],[271827],[282748],[293388],[295611],[300176],[305905],[308698],[312392],[314428],[325949],[347647],[357292],[362180],[367315],[370269],[381450],[396760],[412930],[436723],[438101],[443747],[446565],[490795],[521563],[532151],[580418],[614340],[678822] ] cell #453 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2043],[2902],[3664],[4555],[4880],[5055],[5499],[6119],[6227],[6893],[7655],[8140],[8381],[8854],[9029],[9473],[9774],[9949],[10393],[10940],[11115],[11559],[12179],[12287],[12812],[12915],[13985],[14699],[14874],[15300],[16014],[16189],[16633],[16989],[17230],[17703],[17878],[18322],[18623],[18798],[19242],[19679],[20844],[21218],[21795],[22018],[22288],[22529],[23037],[24107],[24821],[24996],[25299],[25402],[26472],[27186],[27361],[27787],[28501],[28676],[29120],[30819],[30934],[31293],[32071],[32388],[32552],[32655],[35099],[35676],[36169],[36773],[37938],[38312],[38889],[39112],[39382],[40131],[41201],[41915],[42090],[43539],[43895],[44168],[44406],[44630],[44864],[45776],[46440],[47605],[49457],[50594],[51178],[53591],[53706],[54065],[54843],[55160],[55427],[57871],[58448],[59797],[60754],[60988],[61367],[62003],[62326],[62338],[62533],[66167],[66282],[67652],[68008],[68519],[69889],[73135],[73764],[74226],[74460],[75372],[79053],[80190],[82007],[83062],[83074],[83269],[85037],[89136],[89765],[91441],[91675],[92054],[92690],[93220],[96969],[97403],[98360],[99932],[99944],[100139],[105258],[107495],[109734],[111133],[111848],[117348],[118305],[120254],[121309],[121321],[121516],[127383],[129874],[131837],[138241],[140020],[144118],[145622],[147128],[148670],[151061],[154265],[156490],[157889],[158604],[165061],[168977],[178450],[187288],[190827],[192838],[198277],[200253],[203263],[207196],[210400],[219554],[235885],[236992],[241056],[243176],[273578],[279017],[287936],[293909],[302084],[336843],[359969],[409109] ] cell #454 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1968],[2767],[3534],[3744],[4858],[5364],[5581],[5984],[6024],[6351],[7735],[8067],[8832],[8989],[9155],[9752],[10258],[10298],[11424],[11641],[12411],[12755],[13627],[13887],[13912],[14173],[14195],[14417],[15227],[15992],[16149],[17681],[17838],[18004],[18404],[19107],[19147],[20407],[20822],[21174],[23749],[24034],[24295],[24317],[26114],[26374],[26399],[26660],[26682],[26904],[27321],[27487],[28479],[28636],[30238],[30746],[31055],[33367],[34288],[34703],[34725],[37501],[37916],[38268],[39284],[39570],[39592],[39814],[40843],[41128],[41389],[41411],[42050],[42557],[43301],[47168],[47583],[48761],[51890],[53010],[53364],[53518],[53773],[53827],[55383],[56004],[57060],[57475],[57497],[59129],[59151],[59673],[65586],[65940],[66094],[66349],[67414],[71281],[71696],[71718],[72153],[72261],[72897],[73550],[74095],[74117],[75975],[78357],[78711],[81351],[85015],[88154],[88262],[88898],[89551],[90096],[90118],[96273],[96627],[97168],[97279],[97531],[97941],[98912],[105020],[105673],[106240],[112299],[112407],[113540],[117113],[117224],[117476],[117886],[118857],[123262],[127145],[127798],[128365],[128442],[128452],[128712],[129049],[137822],[138793],[146893],[147004],[147256],[148432],[152833],[152843],[153103],[153440],[159055],[159163],[160296],[164642],[165613],[166601],[167287],[177288],[177625],[186170],[188887],[188897],[189157],[190743],[195901],[196587],[203028],[203139],[203391],[204567],[209238],[209575],[214020],[225407],[235538],[238798],[239744],[240634],[248631],[252432],[255149],[255159],[255419],[262849],[293520],[293908],[295538],[299211],[304836],[312510],[315770],[316716],[342298],[360729],[362298],[370196],[381582],[392898],[411861],[435812],[438233],[446683],[490722],[513424],[532283],[580536],[678954] ] cell #455 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [37357],[37449],[39232],[47024],[47116],[52153],[52837],[53312],[55210],[56916],[57008],[64729],[65413],[65888],[71137],[71229],[72043],[73377],[77500],[78184],[78489],[78659],[83919],[84871],[84963],[88044],[89378],[95416],[96100],[96405],[96575],[97341],[98100],[104166],[105282],[105500],[109992],[110639],[112189],[112566],[113367],[116941],[117286],[118045],[122166],[123210],[126291],[127407],[127625],[129604],[137188],[137222],[143205],[143985],[144450],[144628],[145101],[147066],[147448],[149852],[151779],[152580],[153995],[157395],[158945],[159322],[160123],[164008],[164042],[168023],[168057],[174070],[175174],[184536],[185712],[186315],[186430],[186895],[189633],[189667],[191666],[191844],[192317],[194664],[197323],[197357],[200585],[200763],[201236],[203201],[203583],[207914],[218345],[220272],[221073],[222488],[232501],[235236],[237324],[238035],[241600],[242203],[242318],[242783],[245521],[245555],[251974],[252577],[252692],[253157],[255895],[255929],[258579],[260926],[270373],[272406],[272584],[273057],[275404],[278063],[278097],[288654],[295080],[295868],[299045],[300328],[302416],[310613],[312208],[315007],[319290],[319755],[322493],[322527],[331702],[335267],[335870],[335985],[336450],[339188],[339222],[349562],[352246],[354593],[361996],[362858],[365980],[366445],[369738],[377785],[383930],[398675],[402893],[406070],[407353],[409441],[422032],[426315],[426780],[429518],[429552],[436538],[446381],[454911],[458088],[462153],[477080],[483384],[486506],[486971],[490264],[504456],[529705],[541293],[544415],[544880],[565321],[570391],[580234],[596006],[623465],[634002],[662422],[717352],[722486],[725826],[826952],[862742],[942416] ] cell #456 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1971],[3528],[3747],[5584],[5902],[6012],[6345],[7738],[8240],[9149],[9635],[10176],[10286],[11644],[12405],[13129],[13382],[13875],[14085],[14405],[15058],[15875],[17998],[18407],[19025],[19135],[20093],[20395],[20481],[21153],[21432],[21685],[23504],[23865],[25869],[26362],[26572],[26892],[27481],[28362],[29352],[30217],[30278],[31051],[31530],[31832],[31918],[33122],[34276],[34362],[35566],[37489],[37575],[38247],[38526],[38779],[39272],[39802],[40598],[40959],[42476],[43297],[47156],[47242],[48740],[50355],[50441],[51645],[52989],[53050],[53352],[53823],[54302],[54604],[54690],[55362],[55894],[57048],[57134],[58338],[59669],[64530],[65565],[65626],[65928],[67410],[68409],[71269],[71355],[72072],[72893],[73529],[75971],[76752],[76838],[78336],[78699],[79951],[80037],[81241],[85003],[85505],[87790],[88073],[88894],[89530],[96252],[96615],[97275],[98908],[102136],[103534],[105016],[105652],[106015],[108875],[108961],[111601],[112218],[113519],[113684],[114111],[117220],[118853],[123250],[127141],[127777],[128140],[128708],[131803],[132305],[134590],[138789],[143415],[145874],[146301],[147000],[148428],[148732],[148744],[153099],[156194],[158357],[158974],[160275],[165609],[168730],[170813],[171240],[177284],[180379],[186166],[187705],[187717],[189153],[191086],[198030],[202009],[202436],[203135],[204563],[209234],[212329],[214016],[214367],[217225],[217237],[226850],[235416],[237455],[239740],[248627],[248978],[252428],[253967],[253979],[255415],[264292],[268457],[271826],[282749],[293387],[295534],[300178],[304832],[308697],[312388],[314427],[316712],[325950],[342294],[347646],[362176],[367316],[370192],[381449],[392894],[396759],[411857],[436724],[438100],[443746],[446561],[490718],[513420],[521562],[532150],[580414],[614339],[678821] ] cell #457 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2032],[2042],[2891],[2901],[3666],[4544],[4554],[4767],[4879],[5057],[5498],[6118],[6882],[6892],[7657],[7930],[8142],[8853],[9031],[9462],[9472],[9773],[9951],[10392],[10827],[10939],[11117],[11558],[12178],[12943],[13987],[14586],[14698],[14876],[15302],[16013],[16191],[16632],[16779],[16991],[17702],[17880],[18321],[18622],[18800],[19241],[20636],[20843],[21246],[21794],[22017],[22078],[22290],[23065],[24109],[24820],[24998],[25430],[26474],[27185],[27363],[27789],[28500],[28678],[29119],[30480],[30821],[30933],[31292],[32073],[32390],[32683],[34517],[35127],[35675],[36171],[37937],[38340],[38888],[39111],[39384],[40159],[41203],[41914],[42092],[42880],[43538],[44196],[44408],[44629],[44866],[45804],[47604],[49003],[49456],[50596],[51206],[53593],[53705],[54064],[54845],[55162],[55455],[57899],[58447],[59849],[60753],[60990],[62031],[62331],[62340],[62904],[66169],[66281],[66993],[67651],[68521],[69917],[73134],[73792],[74225],[74462],[75400],[79052],[80192],[82088],[83067],[83076],[85039],[89135],[89793],[91237],[91440],[91677],[92718],[93591],[96968],[97455],[98359],[99937],[99946],[100510],[105257],[107523],[109739],[111135],[112957],[117400],[118304],[120335],[121314],[121323],[124370],[127382],[129876],[131839],[138240],[140391],[144120],[145703],[147180],[148669],[152170],[154267],[156495],[157891],[165060],[170086],[178452],[181499],[187293],[190826],[192919],[199386],[200255],[203315],[210402],[220663],[235884],[236994],[241058],[243181],[273659],[280126],[293911],[302086],[336848],[359971],[409111] ] cell #458 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [19450],[26178],[28968],[33431],[37512],[37988],[40907],[41868],[47179],[47655],[51954],[52308],[52853],[53659],[57071],[57547],[64884],[65429],[66235],[71292],[71768],[72059],[72223],[72873],[77655],[78200],[79006],[84074],[85026],[88060],[88224],[88874],[95571],[96116],[96922],[97106],[97255],[98255],[104182],[104346],[104996],[112205],[112369],[112721],[113383],[117051],[117200],[118200],[122321],[126307],[126471],[127121],[128409],[129620],[129784],[136987],[137136],[144466],[146831],[146980],[147464],[147628],[148408],[151934],[152800],[154011],[154175],[158961],[159125],[159477],[163807],[163956],[167822],[167971],[175329],[176985],[185941],[186146],[186911],[188854],[189432],[189581],[194680],[194844],[197122],[197271],[202966],[203115],[203599],[203763],[208069],[208935],[212592],[213717],[220427],[222504],[222668],[235124],[235505],[235590],[236575],[239441],[242799],[245320],[245469],[247203],[248328],[252203],[253173],[255116],[255694],[255843],[260942],[261106],[266481],[275420],[275584],[277862],[278011],[288809],[293596],[294063],[295309],[297411],[300682],[301667],[306721],[312477],[312562],[313547],[319771],[322292],[322441],[336466],[338987],[339136],[354609],[354773],[360112],[362265],[362350],[363212],[364580],[366461],[368721],[369967],[382125],[385473],[388744],[389729],[407707],[408692],[426796],[429317],[429466],[440172],[442807],[446650],[446735],[462507],[463875],[468016],[486987],[489247],[490493],[509270],[510255],[527505],[534222],[544896],[550582],[574025],[576660],[580503],[580588],[601869],[614921],[637636],[640271],[655351],[674176],[680893],[743152],[773561],[796276],[813991],[847419],[948562],[1103121] ] cell #459 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [6454],[10211],[12514],[13417],[15838],[19060],[19577],[20444],[23857],[25904],[27529],[28325],[28938],[29421],[30270],[33157],[37538],[37863],[39295],[40951],[41739],[42468],[47205],[47530],[52193],[53042],[53375],[53401],[55226],[57422],[58691],[59478],[64769],[65618],[65951],[65977],[71643],[72064],[72141],[73393],[73582],[75951],[78722],[78748],[83959],[88065],[88142],[89394],[89583],[96638],[96664],[97084],[97357],[97362],[98888],[104264],[105516],[105705],[112210],[112287],[117029],[117302],[117307],[118833],[122206],[123273],[126389],[127641],[127830],[128418],[128688],[129702],[137238],[137243],[138769],[146809],[147082],[147087],[147546],[152809],[153079],[154093],[158966],[159043],[160139],[164058],[164063],[165589],[166618],[168073],[168078],[176994],[177264],[185919],[188863],[189133],[189683],[189688],[194762],[195918],[197373],[197378],[200601],[202944],[203217],[203222],[203681],[204543],[208944],[209214],[213726],[213996],[222586],[224738],[235514],[237340],[238815],[239450],[239720],[245571],[245576],[248337],[248607],[252181],[252408],[255125],[255395],[255945],[255950],[261024],[262180],[266490],[267783],[275502],[278113],[278118],[293537],[293605],[295287],[295514],[297910],[302432],[304542],[304812],[306730],[308023],[312096],[312486],[314312],[315787],[316422],[316692],[322543],[322548],[328988],[339238],[339243],[342004],[342274],[354691],[360447],[361884],[362274],[364589],[368263],[369945],[370172],[375071],[381667],[390494],[392604],[392874],[409457],[411567],[411837],[429568],[429573],[436036],[438318],[439248],[440765],[446269],[446659],[450846],[463884],[467558],[488789],[490471],[490698],[511020],[513130],[513400],[525255],[532368],[549658],[551175],[580122],[580512],[584699],[601411],[628669],[646384],[671926],[679039],[691567],[740902],[759839],[787309],[910331],[929268] ] cell #460 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2553],[2627],[3893],[4140],[4431],[4533],[4670],[5846],[6512],[6614],[6713],[6829],[6992],[7409],[7457],[7820],[8556],[9293],[9409],[9572],[10509],[10557],[10762],[10864],[10979],[11027],[11220],[11912],[11940],[13514],[13531],[13579],[14401],[14521],[14623],[14738],[14786],[14979],[15716],[16366],[16394],[16740],[16785],[16821],[17028],[17039],[17067],[18258],[18453],[18903],[19792],[20571],[20673],[20684],[20712],[21834],[21882],[22039],[22084],[22120],[22327],[22338],[22366],[23636],[23653],[23701],[24523],[24651],[25101],[25207],[25260],[25436],[25585],[26888],[27225],[27273],[27826],[29443],[29451],[29759],[30441],[30486],[30522],[30635],[31229],[32149],[32460],[32513],[32689],[32838],[33673],[34452],[34554],[34593],[35715],[35763],[36208],[36996],[38928],[38976],[39460],[40165],[41617],[42337],[42498],[42894],[43202],[43475],[43803],[43856],[44445],[45083],[45959],[46663],[47966],[48282],[48964],[49009],[49045],[49158],[49752],[50672],[51212],[54001],[54921],[55610],[56555],[58487],[58535],[60007],[60556],[61207],[62037],[62918],[63226],[66611],[67007],[67588],[67916],[67969],[69196],[70072],[70776],[74679],[75555],[79348],[80268],[82094],[82855],[84570],[84680],[85580],[86129],[86780],[90694],[91894],[93605],[98813],[100524],[100832],[106802],[107678],[110014],[112971],[114833],[118758],[123827],[125027],[131370],[132380],[132929],[133580],[140405],[143912],[147741],[155761],[170100],[171962],[175887],[180956],[182156],[186122],[199400],[216234],[250845],[266862],[307102],[364961],[464256] ] cell #461 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6876],[7286],[7587],[9456],[10687],[11047],[11193],[11675],[12162],[12171],[14496],[14806],[14952],[16616],[16625],[16836],[17134],[17306],[18513],[18730],[18876],[19536],[20982],[21202],[22010],[22135],[22433],[22605],[24711],[24928],[25074],[25279],[25322],[25645],[26983],[27634],[27932],[28104],[29112],[30266],[30537],[30695],[30973],[31064],[31276],[32532],[32575],[32898],[34863],[36016],[36314],[36486],[37276],[38296],[39104],[40008],[40051],[41805],[42622],[43310],[43522],[43875],[43918],[44083],[44456],[44551],[44628],[46019],[46943],[48789],[49060],[49218],[49496],[51055],[51098],[52713],[52756],[53467],[53836],[54048],[55670],[59682],[59863],[60292],[60675],[60752],[61662],[61705],[62341],[64107],[65289],[65332],[66043],[66735],[67423],[67635],[67988],[68031],[68196],[70132],[73118],[74147],[74224],[75615],[76539],[78814],[81687],[81805],[82550],[82979],[83077],[85865],[87235],[87278],[89119],[90369],[90979],[91362],[91439],[92349],[92392],[94794],[96730],[98358],[99947],[101713],[102895],[102938],[105241],[107738],[110193],[110875],[114528],[114957],[118303],[120052],[120797],[121324],[124112],[125482],[125525],[127366],[129877],[132665],[134035],[134078],[138239],[141594],[145420],[148026],[148653],[149406],[150088],[154268],[156949],[161284],[165059],[171657],[172086],[178453],[181241],[182611],[182654],[190271],[190825],[192636],[205541],[210403],[216519],[217899],[218581],[229777],[235883],[240072],[241059],[251130],[271011],[273376],[286281],[293789],[293912],[311251],[333739],[359978],[379822],[400814],[452832],[526369],[647498] ] cell #462 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4068],[4322],[5774],[6841],[6936],[7251],[7568],[9421],[9516],[10668],[10821],[11037],[11158],[12127],[12191],[12222],[13727],[14580],[14796],[14917],[16581],[16645],[16676],[16826],[16859],[18504],[18720],[18794],[18841],[20081],[20630],[20947],[22030],[22125],[22158],[23849],[24702],[24918],[24992],[25039],[25636],[27624],[27645],[27657],[29132],[29524],[29594],[30527],[30560],[30686],[30963],[31518],[32384],[32889],[33962],[34511],[34828],[36006],[36027],[36039],[37266],[37287],[37299],[39124],[42086],[42394],[42612],[42670],[42967],[44073],[44094],[44106],[44848],[44918],[46010],[46933],[46954],[46966],[48047],[48117],[49050],[49083],[49209],[54290],[55156],[55661],[58799],[59545],[59566],[60282],[60637],[60972],[62418],[62694],[62991],[64097],[64118],[64130],[66507],[66783],[67080],[68186],[68207],[68219],[70123],[73690],[74444],[74514],[75606],[76529],[76550],[76562],[82232],[82751],[83154],[85139],[85855],[86210],[89691],[90253],[90969],[91659],[93678],[94784],[94805],[94817],[98578],[100024],[100300],[100597],[101703],[101724],[101736],[105813],[107729],[110759],[111235],[113044],[114210],[114729],[118523],[120479],[121401],[124102],[127938],[129954],[131939],[132655],[133010],[138459],[140478],[141584],[141605],[141617],[148016],[149972],[154345],[157991],[160966],[165279],[168364],[170173],[171339],[171858],[178530],[181231],[189953],[191045],[197664],[199473],[210480],[216509],[218465],[226484],[229459],[235740],[241136],[251120],[263926],[270693],[293989],[299812],[310933],[329407],[360837],[375490],[435833],[441184],[551594] ] cell #463 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [7822],[11222],[12537],[14981],[17221],[17370],[18905],[22520],[22669],[25103],[25333],[25706],[28019],[28168],[32586],[32959],[36401],[36550],[36831],[37350],[40062],[40435],[43929],[44543],[46498],[47017],[51109],[51482],[52146],[52767],[56390],[56909],[61425],[61716],[62178],[64722],[65343],[68042],[70611],[71130],[72743],[77493],[82070],[83912],[84242],[84864],[87289],[88744],[92112],[92403],[95409],[98093],[102949],[109985],[110576],[112559],[116220],[118038],[122159],[122489],[125536],[134089],[135544],[143968],[145094],[149789],[151772],[157332],[159315],[162976],[173349],[175167],[182665],[186413],[192310],[201229],[205924],[207907],[218282],[220265],[231469],[240455],[242301],[252675],[258572],[273050],[286664],[288647],[299038],[319273],[334122],[335968],[352239],[365963],[380205],[406063],[426298],[436521],[458081],[486489],[544398],[570374],[633985],[722469],[862725] ] cell #464 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [9009],[13000],[14158],[16169],[17858],[19645],[19974],[21303],[21530],[23122],[23280],[23769],[24280],[26645],[27341],[28656],[29612],[31411],[33855],[34063],[34688],[35184],[35342],[35411],[38397],[38624],[39555],[39747],[40863],[41374],[42070],[44253],[44936],[46148],[48036],[48135],[48464],[49287],[49934],[50142],[51910],[53793],[54183],[55739],[57460],[57956],[58114],[58183],[59114],[59306],[60626],[61880],[64277],[66369],[66707],[69049],[69378],[71681],[73142],[73849],[74080],[74532],[75744],[77632],[78883],[79140],[79530],[79738],[81086],[82951],[84423],[86199],[87453],[89143],[89850],[90081],[90184],[95548],[96799],[97056],[97516],[98232],[98320],[99486],[99792],[101883],[103778],[104313],[105265],[106655],[106984],[109962],[110690],[112698],[114929],[117461],[118177],[118265],[119431],[119737],[126438],[127390],[128644],[128902],[129751],[129825],[131223],[132999],[134253],[136650],[136984],[138201],[144096],[147241],[147595],[148677],[149903],[151911],[153035],[153293],[154142],[154216],[155614],[159454],[163804],[165021],[166647],[166826],[167091],[167819],[172058],[175306],[176560],[178401],[189089],[189347],[189429],[190787],[194811],[195947],[196126],[196391],[197119],[203376],[203730],[208046],[210351],[212373],[212589],[218396],[220404],[222635],[235587],[235800],[238844],[239023],[239288],[241007],[245317],[246984],[247200],[255351],[255609],[255691],[261073],[275551],[277859],[288786],[293566],[293810],[297192],[297408],[300679],[312559],[315816],[315995],[316260],[322289],[338984],[354740],[359961],[360372],[362347],[363209],[381628],[385254],[385470],[388741],[407704],[429314],[438279],[440169],[446732],[459667],[462504],[509267],[523211],[532329],[534219],[550579],[574022],[580585],[626625],[637633],[655348],[679000],[680890],[785265],[796273],[813988] ] cell #465 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [9861],[12985],[15378],[16101],[19643],[19955],[21288],[21591],[21950],[23107],[23220],[24185],[28588],[29610],[31392],[31774],[32244],[33836],[35169],[35282],[35472],[38382],[38685],[39044],[41279],[44238],[44837],[44934],[45464],[46088],[48133],[49348],[49915],[50297],[54164],[54546],[55016],[55800],[56159],[57941],[58054],[58244],[60961],[61861],[62618],[68351],[69047],[69577],[73834],[74433],[74530],[75060],[75684],[76694],[76997],[77164],[78944],[79511],[79893],[81147],[83354],[84421],[85070],[89835],[91648],[92548],[96860],[98567],[99467],[99853],[100224],[102467],[103094],[103718],[105957],[106653],[107183],[108817],[109120],[109960],[111166],[118512],[119412],[119798],[121601],[128082],[129418],[130154],[130851],[131221],[131745],[131870],[134991],[138448],[139348],[139734],[142975],[144151],[153809],[154545],[155242],[155612],[156136],[157922],[165268],[166168],[166554],[167089],[167224],[167285],[168295],[169465],[170571],[174177],[177994],[178730],[179427],[191034],[196389],[196524],[196585],[197595],[198765],[199871],[209944],[210680],[211377],[212548],[212644],[213052],[213069],[215321],[225405],[226415],[227585],[239286],[239421],[241003],[241336],[247159],[247255],[247663],[247680],[249932],[257296],[262847],[263857],[265027],[266322],[266400],[266678],[281451],[283703],[297367],[297463],[297871],[299209],[299743],[306562],[306640],[306918],[316258],[316393],[318308],[324652],[326904],[328763],[345867],[360612],[360713],[364421],[364499],[364777],[366571],[374846],[385429],[385525],[385933],[387805],[394980],[402331],[436275],[436421],[440540],[441811],[454349],[460008],[463716],[463794],[464072],[520669],[521092],[523552],[535861],[546685],[550950],[552221],[588202],[616987],[626966],[642221],[656990],[682532],[718974],[729220],[785606],[815630],[839239],[898649],[1017969] ] cell #466 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [21624],[29704],[31738],[35505],[38718],[39791],[42329],[42817],[45028],[45411],[48227],[48518],[49381],[50261],[50935],[54510],[55833],[58277],[59350],[59999],[62841],[66930],[67260],[68315],[69141],[69267],[69432],[69524],[74624],[75007],[76658],[78977],[79857],[80531],[81180],[84515],[84641],[85572],[87507],[90542],[90686],[91174],[92495],[93420],[93528],[93858],[96893],[99886],[100447],[103041],[105921],[106747],[106873],[107038],[107130],[108781],[111048],[112786],[112894],[116493],[119831],[120272],[123755],[123819],[124307],[128046],[131315],[131441],[131709],[132372],[134307],[137342],[139295],[140220],[140328],[140658],[142922],[144354],[145640],[147669],[147733],[150261],[152107],[155706],[155832],[156100],[156264],[164162],[166115],[167188],[168177],[169915],[170023],[170518],[173622],[176614],[177401],[180884],[180948],[181436],[186005],[186114],[187062],[189787],[192856],[196488],[197477],[199215],[199323],[199818],[209351],[212847],[212999],[214133],[216162],[216226],[218754],[220600],[224199],[224757],[235114],[235340],[239385],[239857],[242950],[245675],[247458],[247610],[248744],[250773],[250837],[256049],[262199],[266314],[266745],[266854],[267802],[273596],[278217],[280063],[297666],[297818],[297929],[304949],[306554],[306985],[307094],[308042],[316357],[316829],[322647],[328781],[329007],[336617],[339342],[342411],[360466],[364413],[364844],[364953],[372587],[374864],[375090],[385728],[385880],[385991],[393011],[411974],[415067],[429672],[436267],[440558],[440784],[444851],[459761],[463708],[464139],[464248],[471882],[493113],[513537],[521110],[523305],[524295],[546677],[550968],[551194],[555261],[578704],[605735],[616979],[619110],[626719],[642239],[645424],[701932],[718992],[729212],[731343],[750280],[777750],[785359],[839257],[851608],[871599],[898641],[900772],[1017987],[1030338],[1050329] ] cell #467 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [28224],[29077],[36606],[38050],[40092],[40820],[41907],[42027],[47717],[51139],[51867],[52317],[52797],[53698],[53750],[56392],[56477],[61746],[64893],[65373],[66274],[66326],[70613],[70698],[71952],[72238],[72584],[72745],[72830],[77377],[77492],[79045],[84083],[84244],[84329],[87319],[87953],[88239],[88585],[88746],[88831],[92433],[95293],[95408],[96961],[97110],[97120],[97632],[97977],[98092],[102979],[104000],[104707],[110578],[112098],[112384],[112443],[112558],[116222],[116307],[117055],[117065],[117577],[117922],[118037],[122330],[122491],[122576],[125566],[126125],[126832],[128399],[128591],[129001],[129438],[134119],[135546],[135631],[137513],[144301],[145093],[146835],[146845],[147282],[148392],[149791],[151656],[151771],[152790],[152982],[153392],[153829],[157334],[158854],[159140],[159199],[159314],[162978],[163063],[164333],[166792],[173351],[173436],[175051],[175166],[177577],[182695],[185945],[185971],[186347],[188844],[189036],[190434],[191517],[192309],[196092],[200436],[201228],[202970],[202980],[205926],[207791],[207906],[209527],[218284],[220149],[220264],[231471],[231556],[235268],[235495],[235845],[237175],[237886],[238989],[240457],[240586],[242235],[252207],[252609],[255106],[255298],[257779],[258571],[272257],[273049],[286666],[288531],[288646],[293860],[295313],[296902],[299037],[302267],[312467],[314858],[315961],[319207],[334124],[335902],[351446],[352238],[359964],[362255],[365897],[369971],[371560],[380207],[384964],[403927],[406062],[409292],[426232],[436390],[446640],[455945],[458080],[470855],[486423],[490497],[492086],[544332],[570243],[580493],[589798],[604708],[633854],[722338],[862594] ] cell #468 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [151637],[159180],[174308],[175032],[191498],[200417],[207772],[215452],[220130],[221456],[237156],[237867],[241583],[250063],[251957],[257760],[268782],[269757],[272238],[283834],[288512],[295063],[295851],[296883],[302248],[309022],[309997],[314839],[318555],[327035],[331534],[335250],[347971],[348946],[351427],[363746],[369721],[371541],[377617],[383913],[384945],[387936],[397084],[398059],[402876],[403908],[409273],[421864],[422547],[425580],[437417],[444071],[448131],[454894],[455926],[460194],[463041],[466677],[470836],[476912],[477595],[484272],[490247],[492067],[504439],[505471],[523738],[529537],[531467],[538121],[542181],[546334],[547200],[547827],[558541],[565304],[566336],[571270],[581984],[589779],[596894],[604689],[611448],[616636],[617502],[623448],[627152],[632951],[634881],[641842],[641847],[652596],[663310],[678138],[684792],[688852],[694498],[705212],[713007],[717335],[718595],[718600],[724355],[728869],[729735],[732392],[735681],[745479],[766051],[785792],[791591],[793521],[811236],[821950],[826217],[828201],[835246],[837600],[838860],[838865],[872648],[893784],[898298],[899164],[901821],[905110],[935480],[942558],[946753],[953500],[955484],[971903],[983375],[1013976],[1016330],[1017590],[1017595],[1051378],[1068026],[1075641],[1095612],[1101312],[1133024],[1139771],[1141755],[1169646],[1194367],[1217329],[1227381],[1254967],[1259853],[1267468],[1293139],[1345899],[1356739],[1379701],[1389597],[1422611],[1462041],[1476403],[1509417],[1553115],[1591940],[1639161],[1712863],[1720911],[1839222],[1960672] ] cell #469 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [18055],[18083],[25914],[25942],[27016],[33167],[33195],[36858],[37111],[37673],[40643],[40671],[46525],[46778],[47340],[51690],[51718],[52060],[52503],[56417],[56670],[57232],[61452],[64636],[65079],[68569],[68597],[70638],[70891],[71453],[72327],[72770],[77407],[77850],[78103],[83826],[84269],[84795],[88328],[88771],[90550],[90597],[92139],[92873],[95323],[95766],[96019],[98007],[104450],[104893],[111056],[111103],[112473],[113251],[116247],[116773],[117952],[119934],[120091],[120349],[122073],[122516],[126575],[127018],[129114],[135571],[137888],[142819],[144964],[145302],[145459],[145717],[148135],[150269],[150316],[151686],[152464],[153505],[156274],[156453],[159229],[163003],[164708],[173376],[173902],[175081],[177690],[184147],[186202],[187072],[187251],[192180],[192518],[192675],[192933],[194174],[195351],[200015],[201099],[207821],[209640],[218762],[218809],[220179],[220957],[221998],[231496],[233201],[235350],[236754],[240699],[242090],[242960],[243139],[258442],[260436],[272920],[273258],[273415],[273673],[274914],[276091],[288561],[290380],[293329],[296358],[298908],[300442],[301846],[317671],[334366],[335757],[336627],[336806],[352109],[354103],[362972],[367987],[380449],[384420],[403383],[405933],[407467],[408871],[424696],[438972],[455401],[457951],[462267],[479744],[483498],[488513],[504946],[541407],[549382],[565811],[572825],[596120],[623955],[636436],[662536],[696053],[725940],[767606],[827066],[835871],[943430],[1064508] ] cell #470 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [60064],[81661],[82253],[85637],[86545],[90751],[91324],[110167],[114231],[115132],[120500],[120998],[123884],[124457],[124792],[132437],[133345],[136491],[147798],[149380],[150448],[152257],[156923],[157515],[159800],[160987],[161485],[161888],[163705],[171360],[172261],[175652],[181013],[181586],[181921],[185067],[186876],[189974],[195014],[203933],[205515],[205995],[206107],[206583],[216291],[217873],[218941],[220750],[222838],[228293],[229480],[229978],[230381],[232198],[233772],[236531],[240046],[240526],[242764],[245862],[250902],[253138],[256236],[258176],[265735],[267616],[270714],[271785],[275754],[278404],[280213],[284673],[286255],[286735],[286847],[287323],[291220],[293763],[294067],[298642],[301623],[307856],[310954],[312025],[313503],[319238],[327874],[330198],[333713],[334193],[334803],[336431],[339529],[344569],[346805],[349903],[351843],[357593],[360116],[360672],[365928],[368725],[372401],[376281],[379796],[380276],[380886],[382129],[395918],[399016],[400788],[401014],[401092],[405667],[406837],[408648],[414881],[417979],[420528],[426263],[436486],[443537],[449326],[452806],[453032],[453110],[457685],[458855],[471696],[475576],[480642],[481198],[481363],[486454],[489251],[492927],[496807],[502655],[520672],[526343],[526569],[528912],[534622],[538551],[539107],[539272],[544363],[553947],[559736],[563520],[569686],[570339],[583179],[586963],[605549],[619750],[620306],[620471],[622452],[624538],[633297],[633950],[647472],[647698],[650041],[655751],[667343],[681293],[706407],[716987],[720085],[721781],[722434],[736319],[750920],[751476],[751641],[753622],[755708],[783178],[814391],[826417],[830887],[831514],[857243],[860341],[862037],[862690],[925137],[942786],[945285],[958170],[974546],[979016],[979643],[1009617],[1067106],[1078368],[1091253],[1097345],[1112729],[1144441],[1193489],[1204599],[1270195],[1283080],[1304556],[1333869],[1399829],[1530245] ] cell #471 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [32121],[34565],[39214],[39432],[44775],[47974],[50644],[53294],[54893],[55285],[60564],[60899],[62361],[65870],[66450],[68888],[73071],[73452],[74371],[78641],[80240],[82694],[83097],[83654],[86137],[89072],[89453],[91586],[93048],[96557],[98505],[99967],[105194],[105575],[106494],[111676],[114672],[115632],[118450],[121344],[121901],[123192],[127319],[127700],[129897],[130454],[132937],[138386],[138694],[139848],[144878],[148606],[150889],[154288],[154845],[156851],[158432],[160198],[162388],[165206],[165514],[168805],[171801],[172761],[178473],[179030],[187649],[190972],[192094],[195822],[198105],[200190],[200694],[201013],[207024],[210423],[210980],[213371],[219382],[223338],[226925],[230881],[234007],[236929],[237433],[241079],[243537],[246860],[247982],[251844],[251922],[258356],[264367],[272834],[276562],[278845],[281753],[287764],[291720],[293932],[294950],[295028],[298822],[302021],[302525],[304187],[306171],[312068],[324954],[337204],[340527],[341649],[352023],[358034],[360209],[361856],[366873],[368590],[369608],[369686],[392249],[405847],[409046],[409550],[411212],[413196],[431979],[436008],[439575],[444594],[446241],[457865],[466168],[487399],[489116],[490134],[490212],[512775],[524038],[530058],[545308],[549985],[573428],[578447],[580094],[600021],[617760],[637039],[645167],[666437],[670709],[676729],[696656],[739685],[748930],[768209],[776400],[803807],[836474],[850258],[879941],[918359],[952533],[998387],[1065533],[1074647],[1191936],[1320505] ] cell #472 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [76072],[99009],[102298],[118954],[130105],[130682],[134675],[138890],[154496],[155073],[165710],[168554],[169149],[178681],[179258],[197854],[198449],[204664],[210631],[211208],[212724],[214279],[226674],[227133],[227269],[241287],[247335],[248890],[252568],[257127],[264116],[264575],[264711],[266550],[281106],[282661],[283486],[295674],[297543],[300002],[306379],[306790],[312518],[312895],[317992],[324307],[325862],[326687],[330772],[345739],[348239],[358242],[362306],[362683],[364649],[365515],[367228],[370332],[374660],[376855],[381215],[381577],[381885],[385605],[394852],[397352],[402203],[413404],[419451],[433712],[436576],[437866],[438228],[438536],[441683],[446691],[447068],[449900],[451613],[454221],[459241],[459353],[463944],[464810],[474499],[482740],[490858],[495186],[497381],[517878],[520920],[522523],[522785],[522897],[526973],[530626],[531916],[532278],[532586],[535733],[540649],[552093],[560310],[580544],[580921],[583753],[585466],[588074],[608352],[614535],[618328],[624334],[625937],[626199],[626311],[630387],[643652],[648102],[656862],[673644],[677297],[678587],[678949],[679257],[682404],[687320],[706981],[719881],[726768],[742620],[749498],[757107],[761557],[776968],[782974],[784577],[784839],[784951],[789027],[806742],[815502],[829533],[834405],[850826],[860137],[882876],[889310],[896197],[918927],[926536],[930986],[967429],[977662],[998955],[1008263],[1013135],[1038867],[1075215],[1089899],[1094771],[1121988],[1163933],[1201149],[1249254],[1321446],[1330462],[1452394],[1582593] ] cell #473 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [194498],[203417],[221475],[222322],[241859],[252233],[260760],[269776],[275238],[276832],[295339],[296127],[300360],[310016],[312240],[318831],[331553],[332656],[335526],[348965],[354427],[362028],[362890],[364022],[369997],[377636],[378739],[384189],[388422],[398078],[403152],[407385],[421883],[422986],[425856],[439850],[446413],[448407],[455170],[462185],[463317],[466696],[476931],[478034],[483416],[484548],[490523],[504715],[505490],[508948],[522337],[529556],[533900],[541325],[542457],[547219],[550260],[554288],[558817],[565580],[566355],[573703],[580266],[582260],[596038],[597170],[617521],[623724],[625751],[632970],[637314],[642282],[642823],[643466],[655029],[662454],[663586],[669008],[680571],[689128],[696931],[705488],[713026],[719035],[719576],[725858],[729754],[735957],[737984],[745541],[745910],[756921],[768484],[784391],[791610],[795954],[802106],[813669],[822226],[826984],[828263],[828632],[834219],[839300],[839841],[842603],[846123],[856571],[878240],[899183],[905386],[907413],[926350],[937913],[942620],[944613],[951822],[954267],[955546],[955915],[990732],[1012949],[1018030],[1018571],[1021333],[1024853],[1056970],[1064639],[1068793],[1075703],[1077696],[1094585],[1106381],[1138093],[1140538],[1141817],[1142186],[1177003],[1194429],[1202132],[1222398],[1228148],[1260620],[1267530],[1269523],[1298208],[1323759],[1346666],[1356801],[1384770],[1389659],[1397362],[1423378],[1476465],[1487277],[1510184],[1520135],[1553177],[1592707],[1606697],[1639223],[1682507],[1720973],[1766812],[1839284],[1846856],[1961242],[2077092] ] cell #474 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [80864],[99699],[108393],[119644],[130202],[131491],[139580],[154593],[155882],[166400],[167154],[168302],[178778],[180067],[196454],[197602],[210728],[212017],[212651],[214260],[225274],[226422],[239351],[241384],[247262],[248871],[262716],[263864],[266531],[268319],[281033],[282642],[297470],[298446],[299750],[306771],[308559],[316323],[324234],[325843],[330699],[345720],[360720],[364630],[365442],[367209],[373104],[376782],[385532],[386508],[394833],[402184],[415584],[436557],[437612],[441664],[449827],[454202],[463925],[464737],[472399],[493630],[497308],[520757],[522504],[531662],[535714],[548022],[552074],[560237],[583680],[588055],[606252],[615522],[625918],[643633],[652791],[656843],[678333],[682385],[706908],[724550],[727755],[746692],[757088],[784558],[811431],[815483],[834386],[868011],[893979],[897184],[926517],[950242],[972098],[1013116],[1046741],[1065145],[1094752],[1136513],[1220818],[1256972],[1343018],[1457281],[1620039] ] cell #475 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [304533],[316413],[340870],[341995],[368254],[381658],[392595],[404436],[411558],[413746],[438309],[439239],[444497],[456454],[459407],[467549],[483738],[485106],[488780],[505999],[513121],[522951],[523941],[525246],[532359],[541647],[543015],[549649],[554907],[566864],[573092],[578350],[596360],[597728],[601402],[618756],[626365],[628660],[636703],[645070],[646375],[650483],[662776],[664144],[670612],[671917],[679030],[696320],[697253],[701578],[718038],[726180],[730989],[739588],[740893],[746570],[749926],[754664],[759830],[767873],[768806],[777396],[785005],[787300],[803710],[805015],[829292],[836138],[838303],[846445],[851254],[857053],[857637],[858294],[871245],[879844],[881149],[887467],[900418],[910322],[919355],[929259],[938235],[945095],[945679],[952436],[956575],[963421],[965586],[974144],[974493],[986432],[999383],[1017033],[1025175],[1029984],[1037024],[1049975],[1059879],[1065436],[1066704],[1067053],[1072848],[1078178],[1078762],[1081645],[1085519],[1096941],[1120145],[1142846],[1149692],[1151857],[1172703],[1185654],[1191166],[1193085],[1200385],[1202929],[1204197],[1204546],[1241000],[1264675],[1270005],[1270589],[1273472],[1277346],[1311972],[1320614],[1324556],[1331546],[1333465],[1350721],[1362757],[1395615],[1398159],[1399427],[1399776],[1436230],[1454686],[1462270],[1482421],[1488074],[1520932],[1527922],[1529841],[1559133],[1585488],[1607494],[1617444],[1645179],[1649916],[1657500],[1683304],[1735237],[1745603],[1767609],[1777315],[1809271],[1847653],[1860436],[1890907],[1931874],[1968363],[2009993],[2077630],[2084058],[2187163],[2288738] ] cell #476 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [27466],[32110],[35909],[39421],[42195],[42886],[45810],[50039],[50633],[54882],[55461],[58681],[58980],[59534],[60168],[61985],[62910],[63827],[66999],[67315],[68558],[69032],[69923],[74041],[75406],[76259],[79635],[80229],[80808],[82221],[84406],[85741],[90042],[90855],[91243],[92724],[93380],[93597],[93913],[94514],[99591],[99643],[100516],[101433],[106164],[106638],[107529],[108382],[109911],[112746],[112963],[114199],[116548],[119536],[119588],[120341],[120468],[121102],[122927],[123988],[124376],[128289],[128894],[131206],[131480],[132541],[139524],[140180],[140397],[140713],[141314],[144314],[145709],[147902],[152176],[153285],[155597],[155871],[156770],[160955],[161589],[166344],[167040],[167143],[169875],[170092],[171328],[173677],[177470],[180056],[181117],[181505],[185549],[187568],[189339],[189942],[192925],[195118],[196340],[196443],[199175],[199392],[200047],[209420],[212006],[212405],[212807],[214202],[216395],[220669],[224254],[225263],[229448],[230082],[235729],[236786],[239237],[239340],[239926],[243456],[247016],[247418],[248813],[251006],[255601],[262705],[266289],[268308],[270682],[273665],[275858],[280132],[280787],[293361],[297224],[297626],[298435],[301878],[305018],[306529],[308548],[310922],[316209],[316312],[316898],[323988],[329396],[330453],[337123],[342480],[344673],[360404],[364388],[365196],[373093],[375479],[376536],[385286],[385688],[386497],[393080],[400386],[408903],[412043],[415573],[436242],[436332],[441173],[449581],[452404],[459699],[463683],[464491],[472388],[493619],[497062],[513606],[523243],[525941],[530382],[546652],[546742],[551583],[559991],[583434],[606241],[616954],[617044],[618084],[626657],[647070],[651511],[677053],[706662],[721240],[729187],[729277],[749254],[785297],[810151],[841505],[861496],[890669],[898616],[898706],[968788],[989634],[1020235],[1155059],[1175905] ] cell #477 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [108472],[131570],[142448],[155961],[168698],[170262],[180146],[197998],[199562],[212096],[212977],[214301],[226818],[228382],[247588],[248912],[264260],[265824],[266572],[268402],[281359],[282683],[297796],[300146],[306812],[308642],[324560],[325884],[329040],[331025],[345761],[347591],[364671],[365768],[367250],[375123],[377108],[385858],[394874],[396704],[402225],[419370],[436598],[440817],[441705],[443691],[450153],[454243],[463966],[465063],[474418],[482659],[497634],[521442],[522545],[526892],[535755],[540568],[551227],[552115],[560563],[584006],[588096],[614417],[616207],[625959],[630306],[643674],[648021],[656884],[682426],[687239],[707234],[717534],[728440],[747377],[757129],[761476],[784599],[788946],[815524],[834427],[837799],[857790],[868696],[897869],[926558],[930905],[950927],[985928],[1013157],[1016529],[1047426],[1072344],[1094793],[1137198],[1172199],[1191608],[1221503],[1264171],[1350217],[1386838],[1473644],[1588026],[1748141] ] cell #478 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [609337],[675491],[710255],[744467],[777123],[781156],[808589],[850981],[855014],[884723],[886622],[889094],[919082],[923115],[964741],[967213],[999110],[1003143],[1005008],[1008041],[1036179],[1038651],[1070897],[1075370],[1086644],[1089677],[1119300],[1121772],[1128901],[1131762],[1160678],[1163711],[1196730],[1198420],[1200933],[1213206],[1216067],[1230252],[1245999],[1249032],[1258794],[1289016],[1321160],[1326022],[1327193],[1330240],[1338800],[1344840],[1359102],[1360792],[1375578],[1388563],[1411297],[1452104],[1453136],[1457932],[1468849],[1475369],[1489540],[1490711],[1502318],[1535176],[1541216],[1582611],[1584012],[1594418],[1599214],[1615894],[1620690],[1631607],[1664079],[1670599],[1697548],[1712913],[1723281],[1744127],[1754533],[1759329],[1786245],[1791041],[1823434],[1845336],[1848592],[1868583],[1878951],[1909552],[1940804],[1945600],[1966821],[1998149],[2024066],[2027322],[2057681],[2082171],[2100200],[2136250],[2167578],[2186966],[2207803],[2240811],[2307227],[2333637],[2394502],[2469380],[2559710] ] cell #479 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [63546],[82369],[86325],[94233],[101152],[103649],[109546],[110311],[114347],[115055],[120616],[121226],[122864],[124572],[126066],[133125],[135919],[141033],[143530],[144655],[149524],[157067],[157631],[159580],[161103],[161351],[161713],[161811],[171476],[172184],[175432],[179993],[181701],[183195],[184495],[190090],[190338],[191871],[195242],[200566],[200790],[201555],[203856],[205559],[205659],[206223],[211943],[217146],[218017],[222761],[228073],[229596],[229844],[230206],[230304],[233552],[237305],[240090],[240190],[245978],[251757],[252364],[258119],[258133],[258898],[265515],[270830],[271078],[271565],[272611],[275982],[281306],[284596],[286299],[286399],[286963],[291143],[293807],[295470],[298585],[298599],[302397],[305282],[311070],[311318],[311805],[312100],[324507],[327797],[329550],[330972],[333757],[333857],[334726],[339645],[344797],[346031],[351786],[351800],[352565],[360615],[360629],[361888],[365715],[370128],[375633],[377055],[379840],[379940],[380809],[395144],[400832],[400937],[402495],[405610],[405624],[409422],[412307],[418095],[419125],[435807],[436040],[441327],[441975],[446273],[450100],[452850],[452955],[454513],[457628],[457642],[465010],[474173],[480504],[481141],[481155],[482414],[490654],[497581],[500466],[526387],[526492],[526647],[536025],[538413],[539050],[539064],[540323],[551737],[552385],[560510],[569660],[569893],[580126],[583953],[588366],[614853],[619612],[620249],[620263],[630061],[633271],[633504],[647516],[647621],[647776],[657154],[682696],[686994],[707181],[716775],[721755],[721988],[727086],[746023],[750782],[751419],[751433],[761231],[788701],[815794],[826391],[828745],[829851],[857031],[862011],[862244],[867342],[896515],[930660],[945073],[947388],[956028],[974520],[977980],[1046072],[1067080],[1078156],[1080471],[1101947],[1133659],[1142299],[1204573],[1217964],[1239826],[1269983],[1272298],[1399803],[1413194],[1435056] ] cell #480 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [70363],[93699],[103880],[107969],[113065],[116061],[123846],[135385],[140499],[143761],[144942],[147760],[151311],[160935],[162817],[170194],[173190],[174706],[180975],[183961],[186141],[186663],[189922],[192158],[194061],[199494],[201077],[201822],[204527],[207446],[216253],[216885],[219804],[221885],[229428],[231310],[232826],[235709],[235971],[242551],[250864],[251496],[252925],[253649],[256696],[258420],[259165],[260323],[266881],[270662],[271174],[272898],[274801],[285267],[288186],[290267],[293128],[293264],[298886],[301063],[305549],[307121],[310902],[311414],[312817],[312943],[314064],[317558],[319523],[320247],[328468],[329376],[329512],[334253],[336218],[350363],[352087],[352832],[353990],[362605],[364980],[366213],[373544],[375459],[375595],[380336],[381922],[389125],[390246],[399476],[400153],[400885],[405911],[408088],[412574],[419842],[424583],[426548],[427272],[438573],[441153],[441289],[442203],[446990],[450598],[452171],[452903],[457929],[459259],[464275],[474890],[479631],[480490],[483131],[486739],[494070],[500733],[502448],[509651],[510772],[521247],[522803],[525708],[526440],[527364],[532623],[538399],[541040],[544648],[551563],[551699],[563313],[572426],[576056],[580843],[584451],[591782],[593112],[614553],[614770],[619598],[621315],[626217],[630778],[636037],[639667],[646837],[647569],[648493],[659528],[667918],[669474],[679294],[687711],[691319],[716761],[722804],[733548],[736894],[738450],[745940],[750768],[752485],[761948],[773193],[784857],[789418],[794677],[826472],[828662],[832089],[843069],[847051],[857017],[863060],[873804],[902977],[907879],[931377],[945059],[948194],[953755],[955945],[974601],[980218],[991198],[1021799],[1052534],[1067161],[1068281],[1078142],[1102753],[1108314],[1140026],[1142216],[1177469],[1195804],[1204654],[1227636],[1269969],[1300141],[1336184],[1358176],[1391034],[1399884],[1477840],[1499702],[1532560],[1673070],[1694932] ] cell #481 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28853,183702],[28881,108482],[37778,216626],[37806,131580],[41745,142547],[47445,251237],[47473,155971],[52223,266940],[52531,168708],[53407,170361],[57337,285008],[57365,180156],[64799,307180],[65107,198008],[65983,199661],[71558,328209],[71586,212106],[71933,329082],[72490,214763],[77570,346129],[77878,226828],[78754,228481],[83989,365039],[87934,375165],[88491,249374],[95486,395242],[95794,264270],[96670,265923],[97613,268444],[98170,402593],[104056,419412],[104613,283145],[112079,440859],[112636,442073],[113279,300156],[117558,308684],[118115,454611],[122236,464334],[126181,474460],[126738,326346],[129494,482701],[137494,347633],[147338,526934],[148298,367712],[151849,536123],[153885,540610],[158835,551269],[159392,552483],[164314,396746],[175244,588464],[186735,616249],[190415,443733],[194554,630348],[203473,648063],[207984,657252],[220342,682794],[222378,687281],[235826,521484],[242623,728482],[252997,747419],[260816,761518],[275294,788988],[288724,815892],[319595,868738],[336290,897911],[354483,930947],[366285,950969],[426620,1047468],[486811,1137240],[544720,1221545], [2117,70201,126006],[3695,93305,160836],[3797,50767,95195],[4629,107807,183135],[5086,111933,188794],[6235,123317,204866],[6283,68950,123730],[7686,140105,229329],[7788,80363,141995],[7884,143470,143599],[8389,146352,238212],[8437,83716,146765],[10126,93440,257358],[10154,49962,160578],[11146,169062,269534],[11906,103589,176866],[12295,180446,285606],[12343,106556,180859],[12572,183567,183867],[12674,109192,109287],[12820,185883,293501],[13332,112806,296481],[13360,61908,188536],[14282,63570,193981],[14905,198362,309774],[15597,122888,202900],[15844,69149,205045],[17238,214845,331879],[17286,130516,215258],[17405,216088,216791],[18142,135291,221786],[18421,77069,136881],[18975,140240,351025],[19003,79558,229071],[19358,232297,232807],[19406,142348,142594],[19745,144413,360304],[20002,146012,237228],[20450,84523,238391],[21663,86287,244424],[22537,249456,377962],[22585,154907,249869],[22704,250699,251402],[23482,159542,254798],[24404,94257,260243],[25307,266623,400526],[25819,169935,403506],[25847,99514,269276],[26001,173096,270087],[26018,270169,271155],[26066,169827,170408],[26769,101176,274721],[27008,174687,276687],[27110,102713,174590],[28084,104921,283640],[28203,284470,285173],[28331,106755,285785],[29286,293397,436026],[29712,187883,295373],[31439,113822,302320],[31887,115003,303483],[32560,306863,452544],[33072,199235,455524],[33100,119459,309516],[33254,115967,310327],[33271,310409,311395],[33319,199127,199708],[33883,200489,202147],[34331,203804,315363],[35544,124534,321396],[35831,70458,208627],[36466,127046,326841],[36585,327671,328374],[36839,212906,480830],[36886,329254,329493],[37096,72482,214505],[37544,131323,332058],[37665,219785,332511],[37767,133853,215734],[38757,133087,338091],[39133,135126,340651],[39178,76359,221528],[39679,135943,343536],[40576,138043,348465],[40730,231216,349276],[40747,349358,350344],[40795,227947,228528],[41498,141057,353910],[42729,237465,361874],[43903,364722,526081],[45036,148910,370031],[46345,152492,374814],[46506,247517,538739],[46553,375337,375576],[46763,88483,249116],[47211,155714,378141],[47332,151292,378594],[47434,87053,250345],[48235,252267,254145],[50410,161759,391545],[51623,164863,397578],[51777,162723,398389],[51794,398471,399457],[51842,265389,265970],[52058,97140,400422],[52215,272879,400591],[52484,97774,268623],[53213,172931,404217],[53258,101533,269829],[54211,170951,409345],[54659,172132,410508],[55232,102666,276866],[55872,175394,416541],[56091,103975,280448],[56445,419584,419823],[56655,104605,282887],[57103,178231,422388],[57224,288167,422841],[57326,182429,284116],[58316,181663,428421],[58603,108064,289367],[59238,184175,433866],[61433,297725,619938],[61480,441031,441270],[62753,191096,446259],[63927,65834,310069],[64508,195506,451839],[64634,117085,452440],[64791,192139,452609],[65060,117719,308863],[65789,115802,456235],[66842,312086,314437],[68016,464017,647210],[68656,204433,467007],[70666,474632,474871],[70876,126730,326088],[71324,210181,477436],[71445,207427,477889],[71547,125300,327317],[72094,218115,480898],[72325,129021,331132],[72798,482873,483112],[73399,133806,332690],[74632,217403,490557],[75941,220985,495340],[76807,222709,498667],[77562,352068,502154],[77831,137655,347812],[78560,231051,505780],[78605,141414,349018],[80006,230252,512071],[81219,233356,518104],[81438,81506,359637],[83824,146865,525977],[83981,144923,526146],[84297,527106,527345],[84780,148290,367454],[85483,243501,531818],[87006,89400,378773],[87759,246464,537962],[88095,149622,538807],[88326,153412,377215],[88799,540782,541021],[92120,385787,751108],[92167,551441,551680],[92865,256677,554143],[92967,160035,388218],[94614,96521,398131],[95478,258401,563019],[95747,164475,396925],[96476,162558,566645],[98162,405892,572132],[100359,271836,580112],[102114,276246,585692],[104217,286497,593520],[104448,177597,421462],[105522,182382,423020],[108930,290921,611289],[110409,112240,620006],[111579,187613,437768],[112628,298867,621021],[113232,190576,443912],[114080,302472,626087],[116275,630520,630759],[118107,457910,635743],[120317,312798,642613],[122071,203000,647106],[122228,201058,647275],[122544,648235,648474],[123027,123156,466749],[123111,204268,650264],[125253,127647,478068],[126342,205757,659936],[126573,209547,476510],[129655,333955,669882],[132283,337168,678489],[134559,340131,684633],[135599,687453,687692],[145685,362586,719366],[146270,237380,522673],[147499,240288,723212],[148133,240606,529135],[148731,369600,727688],[151841,373525,733254],[154046,380038,738858],[156741,252462,746283],[156815,158335,548178],[157165,158996,751176],[159384,253630,752191],[159988,160145,554322],[163031,761690,761929],[171209,409497,784727],[173404,789160,789399],[175236,591763,794383],[186200,293880,615113],[187539,295568,829005],[187704,294942,615455],[192901,446971,839631],[194715,305380,843477],[200103,312387,856735],[200641,202405,643802],[201653,203634,863468],[201820,314136,859622],[207976,320228,873510],[217224,490126,897117],[220334,494051,902683],[222539,500564,908287],[231524,931119,931358],[235415,360201,716479],[236842,362175,944777],[243427,370226,956288],[251836,253966,746625],[258996,260977,991606],[259163,390318,987760],[273641,580824,1018361],[275455,412405,1022207],[288716,427253,1052240],[301934,446560,1077860],[305547,450670,1084052],[337094,490752,1142559],[352663,354644,1177877],[352830,510844,1174031],[408959,580413,1269687],[412572,584523,1275879],[500731,691391,1416775] ] cell #482 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2554],[2628],[3894],[4141],[4432],[4532],[4649],[4669],[5847],[6513],[6613],[6714],[6830],[6958],[6991],[7423],[7456],[8557],[9294],[9410],[9538],[9571],[10523],[10556],[10783],[10863],[10963],[10993],[11026],[11922],[11929],[12244],[13515],[13545],[13578],[14402],[14542],[14622],[14722],[14752],[14785],[15717],[16376],[16383],[16698],[16759],[16766],[16947],[17049],[17056],[18259],[18432],[18646],[20031],[20592],[20672],[20694],[20701],[21848],[21881],[22058],[22065],[22246],[22348],[22355],[23637],[23667],[23700],[24524],[24630],[24844],[25176],[25270],[25417],[25564],[26889],[27239],[27272],[27745],[29461],[29748],[30460],[30467],[30614],[30957],[31468],[32131],[32138],[32429],[32523],[32670],[32817],[33912],[34473],[34553],[34575],[34582],[35729],[35762],[36127],[36794],[38942],[38975],[39442],[39449],[40146],[41618],[42517],[42530],[42690],[43772],[43866],[44364],[44785],[45072],[46461],[47984],[48271],[48983],[48990],[49991],[50654],[50661],[51193],[54240],[54903],[54910],[58501],[58534],[59586],[59726],[59895],[60574],[60909],[61388],[61937],[62018],[62714],[66630],[66803],[67885],[67979],[68898],[69185],[74381],[74668],[79587],[80250],[80257],[82075],[82874],[83664],[84559],[86147],[90413],[91596],[92075],[93401],[99543],[100320],[106504],[106791],[109505],[110919],[112767],[114852],[115642],[119488],[121911],[130464],[131359],[132947],[140201],[144335],[150132],[154855],[155750],[162398],[169896],[171981],[172771],[199196],[212828],[218625],[223348],[230891],[247439],[297647],[385709] ] cell #483 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [12602],[17482],[19433],[22781],[25814],[26161],[28280],[28960],[33067],[33414],[36662],[36944],[37375],[37980],[40543],[40890],[46611],[47042],[47647],[51590],[51937],[52171],[52300],[52823],[56503],[56934],[57539],[61538],[62286],[64747],[64876],[65399],[70724],[71155],[71760],[71894],[72029],[72856],[77518],[77647],[78170],[83937],[84066],[84355],[84889],[87895],[88030],[88857],[92225],[95434],[95563],[96086],[97080],[98118],[98247],[104017],[104152],[110010],[112040],[112175],[112584],[112713],[113353],[116333],[117025],[118063],[118192],[122184],[122313],[122602],[126142],[126277],[129455],[129590],[135657],[136961],[144251],[144436],[145119],[146805],[147299],[147434],[151797],[151926],[153846],[153981],[158796],[158931],[159340],[159469],[163089],[163781],[166809],[167796],[173462],[175192],[175321],[185557],[185915],[185988],[186881],[189406],[192335],[194515],[194650],[196109],[197096],[200386],[201254],[202940],[203434],[203569],[207932],[208061],[212566],[220290],[220419],[222339],[222474],[231582],[235564],[235986],[237125],[239006],[241876],[242769],[247177],[252177],[252250],[253143],[258597],[260777],[260912],[273075],[275255],[275390],[288672],[288801],[293279],[295283],[295356],[296144],[297385],[299063],[301078],[302217],[312958],[315978],[318848],[319741],[335543],[336436],[352264],[354444],[354579],[364039],[366431],[369941],[370014],[384206],[385447],[389140],[406088],[408103],[409242],[425873],[426766],[442218],[448424],[458106],[463334],[484565],[486957],[490467],[490540],[509666],[521262],[542474],[544866],[558834],[576071],[582277],[639682],[667933],[689145],[705505],[736909],[832104],[980233] ] cell #484 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [3800],[6288],[7791],[8442],[10141],[12348],[12677],[13347],[15819],[17291],[18424],[18990],[19411],[19760],[20425],[22590],[25834],[26071],[27116],[28306],[28868],[29402],[33087],[33324],[36854],[37519],[37773],[37793],[39158],[40800],[41720],[42284],[46521],[47186],[47440],[47460],[51847],[52174],[52238],[53238],[53382],[55196],[57332],[57352],[61448],[64750],[64814],[65814],[65958],[71553],[71573],[71880],[72119],[72122],[73363],[77585],[78585],[78729],[83940],[84004],[87881],[88120],[88123],[89364],[92135],[92973],[95501],[96501],[96645],[97090],[97327],[98185],[104242],[104245],[105486],[112026],[112265],[112268],[112651],[117035],[117272],[118130],[122187],[122251],[123136],[126367],[126370],[127611],[128414],[129680],[129683],[136971],[137208],[144237],[146815],[147052],[147524],[147527],[151864],[152805],[154071],[154074],[156766],[158782],[159021],[159024],[159407],[160109],[163791],[164028],[167806],[168043],[175259],[176990],[185925],[187564],[188859],[189416],[189653],[194740],[194743],[197106],[197343],[200372],[200571],[202950],[203187],[203659],[203662],[207999],[208940],[212576],[213722],[220357],[222564],[222567],[235510],[235574],[237111],[237310],[239446],[243452],[245304],[245541],[247187],[248333],[251819],[252187],[253826],[255121],[255678],[255915],[261002],[261005],[266486],[275480],[275483],[277846],[278083],[288739],[293601],[294925],[295293],[297395],[300666],[302203],[302402],[306726],[312546],[320424],[322276],[322513],[337119],[338971],[339208],[354669],[354672],[360184],[362334],[363196],[364585],[369583],[369951],[373721],[385457],[388728],[407691],[409228],[409427],[427449],[429301],[429538],[440156],[446719],[462491],[463880],[490109],[490477],[494247],[509254],[534206],[550566],[574009],[580572],[591959],[637620],[655335],[680877],[796260],[813975] ] cell #485 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [304532],[316412],[340865],[341994],[368253],[381657],[392594],[404431],[411557],[413745],[438308],[439238],[444496],[456449],[459406],[467548],[483733],[485105],[488779],[505994],[513120],[522950],[523940],[525245],[532358],[541642],[543014],[549648],[554906],[566859],[573091],[578349],[596355],[597727],[601401],[618755],[626364],[628659],[636702],[645069],[646374],[650478],[662771],[664143],[670611],[671916],[679029],[696319],[697248],[701577],[718037],[726175],[730988],[739587],[740892],[746565],[749925],[754663],[759829],[767872],[768801],[777395],[785004],[787299],[803709],[805014],[829287],[836137],[838302],[846440],[851253],[856906],[857636],[858293],[871244],[879843],[881148],[887466],[900417],[910321],[919354],[929258],[938230],[944948],[945678],[952435],[956570],[963420],[965585],[974143],[974351],[986431],[999382],[1017032],[1025170],[1029983],[1037023],[1049974],[1059878],[1065435],[1066703],[1066911],[1072847],[1078031],[1078761],[1081644],[1085518],[1096939],[1120144],[1142841],[1149691],[1151856],[1172702],[1185653],[1191165],[1193083],[1200384],[1202928],[1204196],[1204404],[1240999],[1264674],[1269858],[1270588],[1273471],[1277345],[1311971],[1320612],[1324555],[1331545],[1333463],[1350720],[1362756],[1395614],[1398158],[1399426],[1399634],[1436229],[1454685],[1462268],[1482420],[1488073],[1520931],[1527921],[1529839],[1559132],[1585486],[1607493],[1617443],[1645178],[1649915],[1657498],[1683303],[1735236],[1745601],[1767608],[1777313],[1809270],[1847652],[1860434],[1890906],[1931872],[1968362],[2009991],[2077629],[2084056],[2187161],[2288737] ] cell #486 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [7578],[10678],[11977],[12166],[14487],[16431],[16620],[17104],[18507],[18508],[19527],[20749],[21187],[22005],[22403],[24705],[24706],[25639],[25640],[26974],[27549],[27623],[28918],[29107],[30251],[30689],[30690],[31100],[31271],[32186],[32892],[32893],[34630],[35931],[36005],[37191],[37265],[37843],[38281],[39099],[39497],[39913],[42970],[43346],[43517],[43998],[44072],[44578],[44593],[46013],[46014],[46858],[46932],[47510],[48774],[49212],[49213],[50709],[50960],[52128],[52618],[53023],[53872],[54043],[54958],[55664],[55665],[57402],[59768],[60281],[60702],[60717],[61567],[62294],[62994],[64022],[64096],[64704],[65194],[65599],[67083],[67459],[67630],[68111],[68185],[70126],[70127],[71623],[72008],[72942],[74174],[74189],[75609],[75610],[76454],[76528],[78370],[80305],[81832],[81939],[82180],[83030],[83894],[85341],[85854],[88009],[88943],[90455],[90968],[91389],[91404],[93681],[94709],[94783],[96286],[98323],[99900],[100600],[101628],[101702],[105065],[107732],[107733],[109626],[109702],[110961],[111437],[112154],[113047],[113553],[114158],[118268],[120079],[120427],[121277],[122141],[123588],[124101],[127190],[132141],[132654],[138204],[140481],[141509],[141583],[145447],[146623],[148015],[148477],[150174],[156458],[158193],[158910],[160914],[165024],[170176],[171287],[180717],[181230],[186254],[187256],[189901],[190790],[192663],[193839],[199476],[202758],[215116],[216508],[218667],[229407],[235638],[235848],[243144],[249727],[251119],[260101],[270641],[273403],[274579],[293139],[310881],[329305],[336811],[343394],[353768],[375388],[441082],[551492] ] cell #487 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4507],[6588],[7448],[7574],[9195],[10548],[10674],[11018],[11954],[11973],[12648],[13570],[13892],[14483],[14777],[16408],[16427],[17081],[17100],[18044],[18439],[18470],[19397],[19523],[20412],[20726],[20745],[21047],[21183],[21873],[22380],[22399],[23692],[24637],[24668],[25571],[25602],[26057],[26379],[26970],[27264],[27544],[29788],[30111],[30247],[30621],[30652],[31057],[31068],[32163],[32182],[32824],[32855],[33310],[34293],[34607],[34626],[35754],[35926],[36801],[37186],[37506],[38141],[38277],[38967],[39474],[39493],[40786],[42537],[42930],[43303],[43314],[43993],[44554],[45112],[45945],[45976],[46468],[46853],[47173],[48311],[48634],[48770],[49144],[49175],[50686],[50705],[51833],[52123],[52883],[53829],[53840],[54935],[54954],[55596],[55627],[57065],[58526],[59675],[59763],[59963],[60678],[61395],[62561],[62954],[64699],[65459],[66650],[67043],[67416],[67427],[69225],[70058],[70089],[71286],[72910],[74150],[74708],[75541],[75572],[78230],[80282],[80301],[81736],[81808],[82894],[83297],[83889],[84599],[85020],[85536],[88911],[90362],[90650],[91365],[92082],[93248],[93641],[96146],[100167],[100560],[105033],[106831],[107664],[107695],[110868],[111876],[113007],[113413],[114872],[120055],[121544],[122136],[123783],[127158],[131399],[132336],[140048],[140441],[144530],[145423],[147697],[148445],[150081],[151089],[155790],[158632],[169005],[170136],[172001],[180912],[186033],[186222],[192639],[198305],[199436],[207224],[216190],[218574],[219582],[235131],[250801],[266773],[273379],[279045],[287964],[307013],[364872],[464167] ] cell #488 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [11689],[17320],[18072],[22619],[25513],[25931],[26995],[28118],[32766],[33184],[36500],[37100],[37652],[40242],[40660],[46767],[47319],[49510],[51289],[51707],[52202],[52350],[56659],[56861],[57211],[62114],[64778],[64926],[66764],[68586],[70880],[71082],[71432],[71974],[77549],[77697],[78092],[83008],[83968],[84784],[87687],[87975],[90371],[90586],[92852],[95465],[95613],[96008],[98149],[104097],[104740],[108688],[110877],[111092],[112120],[112615],[113098],[114986],[116762],[118094],[119882],[120049],[120304],[122215],[126222],[126865],[129535],[134487],[137114],[142808],[144376],[145250],[145417],[145672],[147379],[150090],[150305],[151828],[152311],[153926],[156237],[156330],[158876],[159371],[163934],[167949],[172115],[173891],[175223],[183994],[185767],[186821],[187035],[187128],[189559],[191592],[192466],[192633],[192888],[194595],[197249],[203514],[207963],[218583],[218798],[220321],[220804],[222419],[232427],[235313],[237961],[241655],[242709],[242923],[243016],[245447],[253083],[255821],[260857],[270299],[272332],[273206],[273373],[273628],[275335],[277989],[288703],[295923],[300405],[310539],[314933],[319681],[322419],[331628],[335322],[336376],[336590],[336683],[339114],[349488],[354524],[362935],[366371],[377711],[383985],[398601],[402948],[407430],[421958],[426706],[429444],[454966],[462230],[477006],[483461],[486897],[504511],[529631],[541370],[544806],[565376],[596083],[623520],[662499],[717407],[725903],[827029],[942425] ] cell #489 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [18387],[21818],[24621],[27209],[29185],[29744],[32029],[35253],[35699],[38912],[39340],[41715],[41938],[42867],[44322],[45068],[45791],[48267],[48521],[49480],[49858],[50552],[53729],[54801],[55442],[58025],[58471],[58899],[59955],[61804],[62891],[66305],[66980],[67300],[68477],[68997],[69181],[69435],[69904],[73918],[73960],[74664],[75387],[79076],[79454],[80148],[80789],[81728],[81992],[84371],[84555],[85528],[87510],[89919],[89961],[90582],[90642],[91224],[92705],[93578],[93898],[96992],[97501],[99410],[99624],[100497],[106083],[106603],[106787],[107041],[107510],[109876],[111088],[112944],[116533],[117446],[119355],[119569],[120322],[123775],[124357],[128208],[128792],[128875],[131171],[131355],[132328],[134310],[137382],[139505],[140378],[140698],[143892],[145690],[147226],[147689],[150301],[152157],[153183],[153266],[155562],[155746],[156261],[164202],[166325],[166634],[167005],[168217],[170073],[173662],[176617],[177451],[180904],[181486],[186025],[187059],[189237],[189320],[189827],[192906],[195934],[196305],[197517],[199373],[203361],[209401],[212385],[214183],[216182],[218794],[220650],[224239],[224754],[235337],[238831],[239202],[239907],[242947],[245715],[246996],[248794],[250793],[255499],[255582],[256089],[262196],[266765],[267799],[273646],[278257],[280113],[293553],[297204],[297926],[304999],[307005],[308039],[315803],[316174],[316879],[322687],[329004],[336614],[339382],[342461],[360384],[360463],[364864],[372584],[375087],[381615],[385266],[385988],[393061],[412024],[415064],[429712],[438266],[440781],[444848],[459679],[459758],[464159],[471879],[493110],[513587],[523223],[523302],[524292],[532316],[551191],[555258],[578701],[605732],[619107],[626637],[626716],[645421],[678987],[701929],[731340],[750277],[777747],[785277],[785356],[851605],[871596],[900769],[1030335],[1050326] ] cell #490 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [12564],[17397],[19355],[22696],[25807],[26015],[28195],[33060],[33268],[36577],[36883],[37369],[40536],[40744],[46550],[47036],[51583],[51791],[52165],[52828],[56442],[56928],[61477],[62279],[64741],[65404],[70663],[71149],[72034],[72795],[77512],[78175],[83931],[84294],[84883],[88035],[88796],[92164],[95428],[96091],[98112],[104157],[110004],[112180],[112578],[113358],[116272],[118057],[122178],[122541],[126282],[129595],[135596],[144441],[145113],[147439],[151791],[153986],[158936],[159334],[163028],[173401],[175186],[185636],[186886],[192329],[194655],[201248],[203574],[207926],[220284],[222479],[231521],[236065],[242774],[253148],[258591],[260917],[273069],[275395],[288666],[299057],[301157],[313037],[319746],[336441],[352258],[354584],[366436],[389219],[406082],[408182],[426771],[442297],[458100],[486962],[509745],[521409],[544871],[576150],[639761],[668080],[737056],[832251],[980380] ] cell #491 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6777],[7584],[9357],[10684],[10885],[12063],[12170],[14349],[14493],[14644],[16517],[16624],[16803],[16913],[18206],[18512],[18568],[19533],[20930],[21199],[21740],[22009],[22102],[22212],[24471],[24710],[24766],[25239],[25644],[26836],[26980],[27131],[27601],[27711],[29111],[30263],[30504],[30694],[30879],[31062],[31211],[31275],[32492],[32897],[34811],[35621],[35983],[36093],[37243],[38293],[38834],[39103],[39968],[41565],[41804],[42585],[43308],[43457],[43521],[43835],[44050],[44330],[44552],[44626],[46018],[46910],[48786],[49027],[49217],[49402],[49734],[51015],[52673],[53466],[53834],[53983],[54047],[55669],[58393],[59680],[59818],[60255],[60676],[60750],[61189],[61622],[62342],[64074],[65249],[66042],[66698],[67421],[67570],[67634],[67948],[68163],[70131],[73117],[74148],[74222],[75614],[76506],[78813],[79330],[81689],[81806],[82505],[82942],[83078],[85828],[86762],[87195],[89118],[90367],[90942],[91363],[91437],[91876],[92309],[94761],[96729],[98356],[98795],[99948],[101680],[102855],[105240],[107737],[110195],[110873],[114483],[114920],[118301],[118740],[120053],[120752],[121325],[124075],[125009],[125442],[127365],[129878],[132628],[133562],[133995],[138237],[141561],[145421],[147989],[148652],[149408],[150086],[154269],[156951],[161239],[165057],[171612],[172049],[175869],[178454],[181204],[182138],[182571],[190226],[190823],[192637],[205543],[210404],[216482],[217901],[218579],[229732],[235881],[240074],[241060],[251093],[270966],[273377],[286283],[293791],[293913],[311206],[333741],[359979],[379824],[400816],[452834],[526371],[647500] ] cell #492 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [45575],[60134],[63370],[69688],[75171],[77106],[82334],[85707],[86290],[90821],[91327],[92659],[94057],[95232],[100976],[103205],[107294],[109229],[110113],[114312],[120581],[121068],[122688],[123954],[124155],[124460],[124537],[132507],[133090],[135743],[139459],[140857],[142032],[143086],[144012],[147868],[148069],[149326],[152260],[156736],[156869],[157596],[159545],[160983],[161068],[161555],[166279],[170682],[171441],[175397],[179817],[181083],[181284],[181589],[181666],[184319],[187534],[189970],[190055],[195084],[199982],[200531],[205461],[205506],[206188],[211767],[216361],[216562],[216970],[217819],[220753],[225229],[228038],[229476],[229561],[230048],[233517],[235757],[237270],[239992],[240037],[243422],[245943],[250972],[251173],[251581],[251815],[262671],[265480],[266994],[268274],[270710],[270795],[271530],[275824],[280216],[281271],[286201],[286246],[286928],[293654],[293754],[294921],[298401],[302362],[307234],[308514],[310950],[311035],[311770],[324472],[329424],[329515],[330937],[333659],[333704],[337089],[339610],[344639],[345482],[359957],[360180],[365093],[365680],[369579],[373059],[375507],[375598],[377020],[379742],[379787],[386463],[394595],[400164],[400679],[400779],[401946],[409387],[415539],[418060],[441201],[441292],[441426],[450065],[452182],[452697],[452797],[453964],[464388],[464975],[472354],[480483],[480706],[490105],[493585],[497546],[521188],[525719],[526234],[526334],[535476],[538392],[538615],[551611],[551702],[551836],[560475],[583918],[587817],[606207],[614781],[619591],[619814],[624602],[642317],[646848],[647363],[647463],[656605],[682147],[707146],[716754],[719070],[720149],[745951],[750761],[750984],[755772],[783242],[815245],[828673],[830951],[839335],[857010],[860405],[925201],[945052],[955956],[958234],[979080],[1009681],[1018065],[1078135],[1091317],[1112793],[1142227],[1144505],[1269962],[1283144],[1304620] ] cell #493 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [27058],[37715],[39203],[47382],[52988],[53283],[55207],[57274],[65564],[65859],[71495],[73060],[73374],[78335],[78630],[89061],[89375],[92915],[96251],[96546],[97338],[98301],[105183],[105433],[105497],[113518],[117283],[118246],[120391],[123181],[127308],[127558],[127622],[128625],[137219],[138182],[138683],[145759],[147063],[148595],[152731],[153016],[156401],[156840],[160120],[164039],[165002],[165503],[168054],[177201],[178826],[184687],[187199],[187638],[189070],[189664],[190768],[192975],[195811],[197354],[200055],[200132],[200582],[203198],[209151],[210776],[213933],[221224],[225018],[233996],[235781],[236794],[236871],[237321],[239657],[243087],[243526],[245552],[246656],[248544],[251791],[251909],[255332],[255926],[262460],[268063],[273715],[276551],[278094],[291516],[293369],[294720],[294897],[295015],[298190],[300873],[301886],[301963],[302413],[304749],[308303],[316629],[322524],[336754],[337193],[339219],[340323],[342211],[356127],[360156],[363403],[368027],[369378],[369555],[369673],[372848],[382782],[386252],[392811],[405215],[407898],[408911],[408988],[409438],[411774],[415328],[429549],[439012],[444541],[457233],[462698],[468673],[472143],[483929],[488553],[489904],[490081],[490199],[493374],[506778],[513337],[523985],[528162],[541838],[549422],[567643],[572865],[578394],[596551],[602526],[605996],[636476],[645114],[662967],[670656],[674833],[696093],[726371],[739632],[743809],[767646],[803754],[835911],[879888],[943470],[952480],[1065480],[1190996] ] cell #494 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [3671],[5062],[6238],[7662],[8147],[8392],[9036],[9956],[10127],[11122],[12298],[13003],[13333],[13992],[14237],[14881],[15307],[15552],[16196],[16996],[17241],[17885],[18805],[18976],[19746],[19880],[21306],[22295],[22540],[23125],[24114],[24359],[25003],[25490],[25820],[26479],[26724],[27368],[27794],[28039],[28683],[29323],[30826],[31317],[32078],[32395],[32743],[33073],[33761],[35187],[36176],[36421],[36840],[36974],[38400],[39389],[39634],[40219],[41208],[41453],[42097],[44256],[44413],[44871],[45864],[46300],[46507],[46641],[49840],[50601],[51266],[52095],[53598],[54089],[54850],[55167],[55515],[56533],[57959],[58948],[59193],[60995],[61434],[61786],[62091],[62420],[62664],[63805],[64671],[66174],[68526],[69977],[70754],[73852],[74009],[74467],[75460],[75896],[76237],[79436],[80197],[81974],[83156],[83400],[83861],[84658],[85071],[85136],[85308],[89853],[90010],[91682],[92121],[92778],[94492],[98601],[99392],[100026],[100270],[101411],[106132],[107583],[109929],[111167],[111232],[111404],[113579],[118546],[119337],[121403],[121647],[122108],[122905],[123555],[128257],[128774],[129956],[131871],[131936],[132108],[138482],[141292],[144152],[145769],[146590],[153165],[154347],[156685],[157923],[157988],[158160],[165302],[168361],[170708],[178532],[180684],[185793],[187483],[189219],[191068],[193806],[197661],[200287],[201904],[202725],[210482],[215083],[226481],[237026],[241138],[243371],[249694],[252055],[255481],[260068],[263923],[274546],[293991],[295161],[299809],[302118],[337038],[343361],[353735],[360834],[369819],[409143],[435824],[490345] ] cell #495 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [45938],[49137],[55295],[55589],[62554],[66643],[70051],[73462],[75534],[76057],[82887],[83290],[85159],[89463],[90273],[93241],[98515],[98994],[100160],[105585],[107657],[110779],[111255],[111869],[114865],[118460],[118939],[121537],[123406],[127710],[130090],[131959],[138396],[138875],[140041],[146441],[149992],[151082],[154481],[158011],[158625],[160208],[165216],[165695],[168384],[168998],[171994],[178666],[179040],[180535],[186780],[190982],[193657],[197684],[198298],[200704],[202576],[204649],[207217],[210616],[210990],[214934],[218485],[219575],[226504],[227118],[237443],[241272],[242668],[246870],[249545],[251984],[252553],[253042],[259919],[263946],[264560],[267520],[274397],[279038],[283316],[287957],[291730],[295090],[295659],[299832],[302535],[306364],[307760],[312126],[312203],[319640],[326517],[336335],[340537],[343212],[346709],[353586],[358227],[360857],[361914],[361991],[366330],[369748],[370317],[372305],[374490],[381166],[395822],[409560],[413389],[414785],[426665],[433542],[436066],[437817],[443441],[445242],[446299],[446376],[471600],[486856],[490274],[490843],[492831],[495016],[516348],[520871],[524686],[530116],[531867],[544765],[553851],[577294],[579095],[580152],[580229],[605453],[617818],[624285],[640905],[645815],[671357],[676787],[678538],[700522],[719832],[740333],[748988],[772075],[776458],[782925],[804455],[850316],[860088],[880589],[889261],[918417],[953181],[967380],[998445],[1038818],[1074705],[1121939],[1191994],[1201100],[1321397],[1451546] ] cell #496 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [55300],[73467],[76053],[89468],[98520],[98990],[102192],[105590],[118465],[118935],[127715],[130086],[130576],[138401],[138871],[154477],[154967],[160213],[165221],[165691],[166934],[168282],[178662],[179045],[179152],[190987],[196234],[197582],[200709],[204645],[210612],[210995],[211102],[212631],[225054],[226402],[227114],[237448],[239131],[241268],[246875],[247242],[252215],[252549],[257021],[262496],[263844],[264556],[268099],[281013],[283214],[291735],[295321],[295655],[297450],[298226],[299730],[302540],[306360],[308339],[312117],[312460],[312744],[316103],[324214],[326415],[330679],[340542],[345799],[358223],[360700],[361905],[362248],[362532],[365422],[369979],[370313],[372884],[374388],[376762],[381177],[381290],[385512],[386288],[394912],[402263],[409565],[413385],[415364],[433440],[436057],[437592],[437828],[437941],[441743],[445085],[446290],[446633],[446917],[449807],[454281],[464717],[472179],[490505],[490839],[493410],[494914],[497288],[515438],[520882],[524529],[530107],[531642],[531878],[531991],[535793],[548002],[552153],[560217],[575596],[578938],[580143],[580486],[580770],[583660],[588134],[606032],[617809],[624296],[639207],[645658],[652771],[656922],[671200],[676778],[678313],[678549],[678662],[682464],[698824],[706888],[719843],[724530],[740176],[748979],[770377],[776449],[782936],[804298],[811411],[815562],[850307],[860099],[880432],[889272],[893959],[918408],[953024],[967391],[972078],[998436],[1038829],[1074696],[1121950],[1191985],[1201111],[1321408],[1451551] ] cell #497 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [87140],[92254],[102310],[102800],[113917],[120186],[125387],[130694],[133940],[134809],[145554],[146107],[148839],[155085],[156382],[160673],[168566],[169283],[171046],[179270],[182516],[187180],[187812],[188631],[192770],[197866],[198583],[202242],[204974],[211220],[214600],[217332],[226686],[227403],[229166],[238320],[243068],[244519],[249211],[254074],[254893],[257139],[264128],[264845],[268552],[269371],[273510],[282982],[283498],[285714],[294577],[300014],[303412],[308792],[309611],[312907],[315292],[318126],[321491],[326183],[326699],[331987],[336735],[338186],[347741],[348560],[362695],[367549],[369235],[374672],[378070],[381302],[382069],[382639],[391474],[396854],[397673],[401602],[410437],[416636],[422317],[428516],[433724],[437953],[438720],[443841],[447080],[451934],[453620],[459294],[459298],[468530],[477365],[489761],[495198],[498596],[503165],[512000],[518199],[521657],[522838],[522842],[528019],[532003],[532770],[535132],[537891],[546194],[564030],[580933],[585787],[587473],[602383],[611218],[614588],[616496],[622962],[625071],[626252],[626256],[656261],[674690],[678674],[679441],[681803],[684562],[710701],[716511],[720618],[726821],[728729],[743666],[754132],[781602],[783711],[784892],[784896],[814901],[829586],[836776],[855460],[860874],[890047],[896250],[898158],[923561],[945929],[968166],[977715],[1003589],[1008316],[1015506],[1039604],[1089952],[1100488],[1122725],[1132200],[1163986],[1201886],[1216505],[1249307],[1292315],[1330515],[1378877],[1452447],[1461217],[1583360],[1712096] ] cell #498 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [151639],[159182],[174314],[175034],[191500],[200419],[207774],[215458],[220132],[221458],[237158],[237869],[241585],[250069],[251959],[257762],[268788],[269759],[272240],[283840],[288514],[295065],[295853],[296885],[302250],[309028],[309999],[314841],[318557],[327041],[331536],[335252],[347977],[348948],[351429],[363748],[369723],[371543],[377619],[383915],[384947],[387942],[397090],[398061],[402878],[403910],[409275],[421866],[422553],[425582],[437419],[444077],[448133],[454896],[455928],[460200],[463043],[466679],[470838],[476914],[477601],[484274],[490249],[492069],[504441],[505473],[523744],[529539],[531469],[538127],[542183],[546551],[547202],[547829],[558543],[565306],[566338],[571272],[581986],[589781],[596896],[604691],[611454],[616853],[617504],[623450],[627158],[632953],[634883],[641844],[642068],[652598],[663312],[678140],[684798],[688854],[694500],[705214],[713009],[717337],[718597],[718821],[724357],[729086],[729737],[732394],[735683],[745485],[766053],[785798],[791593],[793523],[811238],[821952],[826219],[828207],[835248],[837602],[838862],[839086],[872650],[893786],[898515],[899166],[901823],[905112],[935482],[942564],[946755],[953502],[955490],[971905],[983377],[1013978],[1016332],[1017592],[1017816],[1051380],[1068028],[1075647],[1095614],[1101314],[1133026],[1139773],[1141761],[1169648],[1194373],[1217331],[1227383],[1254969],[1259855],[1267474],[1293141],[1345901],[1356745],[1379703],[1389603],[1422613],[1462043],[1476409],[1509419],[1553121],[1591942],[1639167],[1712865],[1720917],[1839228],[1960676] ] cell #499 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [245294],[255668],[276849],[277836],[300656],[312536],[322266],[332673],[338961],[340844],[362324],[363186],[367937],[378756],[381341],[388718],[403169],[404410],[407681],[423003],[429291],[437992],[438922],[440146],[446709],[455187],[456428],[462481],[467232],[478051],[483712],[488463],[504732],[505973],[509244],[524929],[532042],[534196],[541621],[549332],[550556],[554305],[565597],[566838],[572775],[573999],[580562],[596334],[597187],[601085],[616027],[623741],[628343],[636386],[637610],[642840],[646058],[650457],[655325],[662750],[663603],[671600],[678713],[680867],[696003],[697227],[719593],[726154],[728260],[735974],[740576],[745833],[746544],[747197],[759513],[767556],[768780],[774667],[786983],[796250],[804698],[813965],[822243],[828555],[829266],[835821],[839858],[846419],[848525],[856620],[856835],[868516],[880832],[897689],[905403],[910005],[916626],[928942],[938209],[943380],[944662],[944877],[950747],[955838],[956549],[959387],[963104],[974093],[996654],[1018588],[1025149],[1027255],[1047246],[1059562],[1064688],[1066653],[1073954],[1076463],[1077745],[1077960],[1113946],[1137018],[1142109],[1142820],[1145658],[1149375],[1182925],[1191115],[1195189],[1202181],[1204146],[1221323],[1233309],[1265781],[1268290],[1269572],[1269787],[1305773],[1323808],[1331495],[1351827],[1357561],[1390419],[1397411],[1399376],[1428539],[1454635],[1477225],[1487326],[1515345],[1520184],[1527871],[1553937],[1606746],[1617393],[1639983],[1649865],[1682556],[1721733],[1735186],[1766861],[1809220],[1846905],[1890856],[1961291],[1968312],[2077579],[2186742] ] cell #500 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [6056],[8127],[9827],[10330],[12974],[13972],[14196],[14449],[15287],[15367],[16067],[19179],[19877],[21277],[21572],[21916],[23096],[24094],[24174],[24318],[26459],[26683],[26936],[28554],[29320],[30806],[31270],[31314],[31763],[32233],[33758],[34726],[35158],[35453],[38371],[38666],[39010],[39593],[39846],[41188],[41268],[41412],[43516],[44227],[44826],[49329],[49837],[50286],[53578],[54042],[54086],[54535],[55005],[55781],[56005],[56125],[57498],[57930],[58225],[59152],[60950],[61783],[62319],[66154],[67629],[68340],[71719],[73112],[73823],[74118],[74422],[76190],[76683],[77153],[78925],[79433],[79882],[81128],[81352],[81971],[83055],[89113],[89824],[90119],[91637],[96841],[97942],[98556],[99127],[99389],[99834],[99925],[102456],[105235],[105946],[106241],[108806],[109727],[117887],[118501],[119072],[119334],[119779],[121302],[127360],[128071],[128366],[128771],[128944],[128999],[129855],[130840],[131734],[134692],[137823],[138437],[139008],[148647],[153162],[153335],[153390],[154246],[155231],[156125],[164643],[165257],[165828],[166774],[166856],[167213],[167227],[169166],[177575],[178431],[179416],[189216],[189389],[190744],[191023],[196074],[196156],[196513],[196527],[198466],[204782],[209525],[210381],[211366],[212413],[212490],[212741],[225347],[227286],[238971],[239053],[239410],[240584],[241037],[247024],[247101],[247352],[255478],[255651],[257285],[262789],[264728],[266269],[281123],[293753],[293840],[297232],[297309],[297560],[299151],[306509],[315943],[316025],[316382],[318009],[324324],[330789],[360412],[360554],[364368],[365532],[376872],[381902],[385294],[385371],[385622],[435803],[436222],[438553],[449917],[459707],[463663],[464827],[497398],[523251],[532603],[546632],[560327],[583770],[616934],[626665],[679274],[706998],[729167],[785305],[898596] ] cell #501 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [5483],[8139],[8975],[10377],[11543],[12989],[13984],[14147],[15299],[15415],[15764],[16135],[17824],[18306],[19226],[19879],[21292],[23111],[23274],[23735],[24106],[24222],[24269],[26471],[26634],[27307],[27440],[28251],[28622],[29104],[29322],[30818],[31316],[32281],[33714],[33760],[34052],[34677],[35173],[35336],[36633],[38077],[38386],[39544],[40829],[41200],[41316],[41363],[42036],[42169],[43243],[44242],[46142],[47744],[48025],[49839],[50131],[51876],[53039],[53590],[53759],[54088],[55053],[56486],[57449],[57636],[57945],[58108],[59103],[60615],[61785],[63267],[64266],[65615],[66166],[66335],[66408],[70707],[71670],[71857],[72247],[72839],[72908],[73838],[74069],[75738],[77201],[77621],[78386],[79435],[79727],[81973],[82652],[84338],[86188],[88248],[88840],[88909],[89839],[90070],[95537],[96302],[97290],[97505],[98221],[98278],[99391],[100873],[101872],[103772],[104014],[105031],[109677],[112393],[112687],[113569],[114630],[116316],[117235],[117450],[118166],[118223],[119336],[122585],[126139],[127156],[128435],[128602],[128773],[129452],[132988],[135640],[136639],[138159],[147015],[147230],[147296],[148443],[151900],[152826],[152993],[153164],[153843],[159149],[159443],[163072],[164979],[166610],[166806],[171759],[173445],[175295],[185985],[186181],[188880],[189047],[189218],[190745],[194512],[195910],[196106],[203150],[203365],[203431],[208035],[220393],[222336],[231565],[235531],[235758],[238807],[239003],[241873],[252247],[255142],[255309],[255480],[260774],[275252],[288775],[293130],[293529],[295353],[296141],[312503],[315779],[315975],[318845],[335540],[354441],[362291],[364036],[370011],[381591],[384203],[425870],[438242],[446676],[448421],[463331],[484562],[490537],[532292],[542471],[558831],[580529],[582274],[678963],[689142],[705502] ] cell #502 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [14218],[19987],[21543],[24340],[26705],[27469],[29685],[31424],[31719],[33868],[34097],[34748],[35424],[35912],[38637],[39615],[41434],[42198],[42682],[45009],[48208],[48477],[49300],[49947],[50042],[50176],[50242],[54196],[54491],[55752],[57520],[58196],[58684],[59174],[59578],[61893],[61988],[62706],[64311],[66720],[66795],[67241],[68296],[69033],[69122],[69391],[71741],[74140],[74605],[76639],[78896],[79543],[79638],[79772],[79838],[81099],[82964],[84407],[84496],[87466],[90141],[90523],[93378],[93393],[93839],[96812],[99499],[99594],[99805],[100312],[101917],[104326],[105902],[106639],[106728],[106997],[108762],[109912],[111029],[112744],[112759],[114942],[116474],[119444],[119539],[119750],[119872],[126451],[128027],[128915],[129764],[131207],[131296],[131690],[134266],[136684],[137323],[140178],[140193],[140639],[144312],[144327],[145240],[147608],[150242],[153306],[154155],[155598],[155687],[156081],[164143],[167041],[167169],[168158],[169873],[169888],[172071],[173603],[176573],[177001],[185547],[185757],[189360],[189768],[192456],[194824],[196341],[196469],[197458],[199173],[199188],[203743],[208951],[212402],[212805],[212820],[213733],[218735],[222648],[224180],[239238],[239366],[239457],[245656],[247013],[247416],[247431],[248344],[255622],[256030],[261086],[266287],[266497],[273196],[275564],[278198],[293612],[297221],[297624],[297639],[304549],[306527],[306737],[316210],[316338],[316429],[322628],[339323],[342011],[354753],[360401],[364386],[364596],[368270],[381674],[385283],[385686],[385701],[392611],[411574],[429653],[436240],[438325],[439255],[459696],[463681],[463891],[467565],[488796],[513137],[523240],[525262],[532375],[546650],[549665],[601418],[616952],[626654],[628676],[646391],[671933],[679046],[729185],[740909],[759846],[785294],[787316],[898614],[910338],[929275] ] cell #503 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [31849],[42841],[45435],[50372],[54621],[56082],[60102],[62865],[63338],[66954],[67344],[68426],[69548],[70449],[75031],[76769],[79968],[81429],[82160],[85675],[90789],[91198],[92519],[93552],[93712],[93942],[94025],[100471],[100944],[103065],[106032],[107154],[108055],[108892],[109606],[112918],[113078],[114138],[116577],[120296],[120407],[121036],[122656],[123803],[123922],[124331],[128157],[131820],[132475],[135711],[139319],[140352],[140512],[140742],[140825],[142946],[145664],[147717],[147836],[152131],[156211],[156704],[160879],[160894],[161523],[166139],[170047],[170207],[170542],[171267],[173706],[177425],[179785],[180932],[181051],[181460],[184287],[186053],[187502],[189866],[189881],[192880],[195052],[199347],[199507],[199842],[200032],[209375],[211735],[213023],[214157],[216210],[216329],[216938],[220624],[224283],[225197],[229372],[229387],[230016],[235603],[235618],[236771],[239881],[243390],[247634],[248768],[250821],[250940],[251549],[262639],[266793],[266962],[268242],[270606],[270621],[273620],[275792],[280087],[280772],[293121],[293346],[297842],[298369],[301863],[304973],[307033],[307202],[308482],[310846],[310861],[316853],[323973],[328798],[329270],[329285],[330438],[337057],[342435],[344607],[364892],[365061],[365181],[373027],[374881],[375353],[375368],[376521],[385904],[386431],[393035],[400146],[400371],[408888],[411998],[415507],[436317],[440575],[441047],[441062],[449566],[452164],[452389],[464187],[464356],[464476],[472322],[493553],[497047],[513561],[521127],[525701],[525926],[530367],[546727],[550985],[551457],[551472],[559976],[583419],[606175],[614763],[617029],[618069],[642256],[646830],[647055],[651496],[677038],[706647],[719009],[721225],[729262],[745933],[749239],[810136],[828655],[839274],[841490],[861481],[890654],[898691],[955938],[968773],[989619],[1018004],[1020220],[1142209],[1155044],[1175890] ] cell #504 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [42783],[60029],[62807],[63548],[66896],[67364],[82154],[85602],[86361],[90716],[91140],[93494],[93962],[94235],[100413],[101154],[103651],[109600],[112860],[114132],[115097],[116597],[120401],[120963],[122866],[123849],[124273],[124608],[126068],[132402],[133161],[135921],[140294],[140762],[141035],[143532],[145089],[147763],[152073],[159616],[160888],[161353],[161450],[161853],[169989],[171261],[172226],[173726],[175468],[179995],[180978],[181402],[181737],[183197],[184497],[186841],[189875],[190340],[192305],[194979],[199289],[201224],[203898],[205560],[211945],[213582],[216256],[217148],[220566],[222803],[224303],[228109],[229381],[229846],[229943],[230346],[233588],[235612],[235982],[240091],[242729],[248193],[250867],[251759],[253103],[258118],[265551],[267581],[270615],[271080],[271601],[273045],[275719],[280029],[281964],[284638],[286300],[291185],[293275],[293808],[298584],[301074],[304398],[307821],[310855],[311320],[311841],[312954],[325165],[327839],[329279],[329586],[329649],[333758],[334768],[336396],[341860],[344534],[346770],[351785],[360614],[367084],[372366],[375362],[375669],[375732],[379841],[380851],[392460],[395883],[400300],[400833],[400979],[405609],[408099],[411423],[414846],[419979],[435806],[441056],[441363],[443502],[448777],[452318],[452851],[452997],[457627],[466379],[471661],[475027],[480501],[481140],[492892],[496258],[512986],[525855],[526388],[526534],[528363],[530296],[538410],[539049],[551466],[551773],[553912],[559187],[569659],[582630],[605514],[614989],[617998],[619609],[620248],[633270],[646984],[647517],[647663],[649492],[651425],[676967],[705858],[716772],[721154],[721754],[746159],[749168],[750779],[751418],[810065],[826390],[828881],[841419],[857028],[861410],[862010],[890583],[945070],[956164],[968702],[974519],[989548],[1020149],[1067079],[1078153],[1142435],[1154973],[1175819],[1204572],[1269980],[1399802] ] cell #505 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [63545],[82367],[86323],[94232],[101151],[103648],[109547],[110312],[114345],[115056],[120614],[121189],[122863],[124570],[126065],[133123],[135918],[141032],[143529],[144656],[149525],[157068],[157629],[159578],[161101],[161350],[161676],[161812],[171474],[172185],[175430],[179992],[181699],[183194],[184494],[190088],[190337],[191872],[195205],[200564],[200791],[201556],[203857],[205503],[205660],[206221],[211942],[217145],[218018],[222762],[228071],[229594],[229843],[230169],[230305],[233550],[237303],[240034],[240191],[245976],[251756],[252365],[258055],[258134],[258899],[265513],[270828],[271077],[271563],[272612],[275945],[281304],[284597],[286243],[286400],[286961],[291144],[293696],[295471],[298521],[298600],[302395],[305283],[311068],[311317],[311803],[312101],[324505],[327798],[329548],[330970],[333701],[333858],[334727],[339643],[344760],[346032],[351722],[351801],[352566],[360491],[360630],[361889],[365713],[370129],[375631],[377053],[379784],[379941],[380810],[395145],[400721],[400938],[402496],[405546],[405625],[409420],[412308],[418093],[419126],[435802],[436041],[441325],[441976],[446274],[450098],[452739],[452956],[454514],[457564],[457643],[465008],[474174],[480505],[481017],[481156],[482415],[490655],[497579],[500467],[526276],[526493],[526648],[536026],[538414],[538926],[539065],[540324],[551735],[552386],[560508],[569655],[569894],[580127],[583951],[588367],[614854],[619613],[620125],[620264],[630062],[633266],[633505],[647405],[647622],[647777],[657155],[682697],[686995],[707179],[716776],[721750],[721989],[727087],[746024],[750783],[751295],[751434],[761232],[788702],[815795],[826386],[828746],[829852],[857032],[862006],[862245],[867343],[896516],[930661],[945074],[947389],[956029],[974515],[977981],[1046073],[1067075],[1078157],[1080472],[1101948],[1133660],[1142300],[1204568],[1217965],[1239827],[1269984],[1272299],[1399798],[1413195],[1435057] ] cell #506 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [82290],[109540],[110216],[114268],[115357],[120537],[121223],[144649],[149429],[150485],[156972],[157552],[161024],[161710],[162113],[171397],[172486],[176367],[190011],[191865],[193094],[195239],[200784],[201460],[204158],[205564],[206144],[206620],[208834],[217922],[218978],[223063],[229517],[230203],[230606],[234487],[236568],[240095],[245899],[256273],[258127],[258679],[258803],[259356],[270751],[272605],[273834],[275979],[278441],[284898],[286304],[286884],[287360],[289574],[291445],[294650],[298593],[299145],[301660],[305187],[310991],[313540],[317067],[319300],[328099],[330235],[333762],[335028],[339566],[342649],[344794],[349940],[351794],[352346],[352470],[353023],[357630],[360623],[360957],[365990],[369308],[376318],[379845],[381111],[382712],[389175],[399053],[401675],[405618],[406170],[406874],[408685],[412212],[418016],[420565],[424092],[426325],[432979],[435965],[436548],[442253],[445342],[449363],[453693],[457636],[458188],[458892],[460252],[475613],[479140],[481149],[481400],[481483],[486516],[487846],[489834],[496844],[500371],[503238],[509701],[521365],[528949],[535205],[539058],[539309],[539392],[544425],[545755],[559773],[564103],[569818],[570401],[570581],[576106],[579195],[583216],[587546],[594105],[614328],[620257],[620508],[623035],[629130],[633429],[634012],[634192],[639717],[650078],[656334],[660521],[667369],[668036],[681876],[686063],[706444],[721913],[722496],[722676],[724787],[727011],[736345],[737012],[751427],[751678],[754205],[760300],[772968],[787770],[814974],[826623],[829776],[831540],[832207],[846826],[862169],[862752],[862932],[865043],[867267],[896440],[929729],[942812],[947313],[947969],[974752],[977905],[979669],[980336],[1045997],[1064847],[1067312],[1080396],[1097371],[1101872],[1102528],[1133584],[1193515],[1204805],[1217889],[1224202],[1239751],[1272223],[1322888],[1333895],[1400035],[1413119],[1434981],[1464544],[1530271],[1659774] ] cell #507 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [29004],[38024],[41860],[47691],[53035],[53651],[57583],[65611],[66227],[71804],[72181],[72904],[78382],[78998],[88182],[88905],[96298],[96914],[97286],[98282],[104304],[105027],[112327],[113565],[117231],[118227],[126429],[127152],[128606],[129742],[137167],[138163],[147011],[147586],[148439],[152997],[154133],[159083],[163987],[164983],[168002],[177182],[186177],[189051],[189612],[190749],[194802],[197302],[203146],[203721],[209132],[213914],[222626],[235762],[236606],[239638],[245500],[248525],[255313],[255874],[261064],[275542],[278042],[293206],[294701],[301698],[304730],[313578],[316610],[322472],[339167],[342192],[354731],[361027],[369359],[382763],[389760],[392792],[408723],[411755],[429497],[442838],[445412],[460322],[468654],[489885],[510286],[513318],[528143],[555822],[576691],[579265],[602507],[621591],[640302],[674814],[702493],[717054],[743790],[780231],[854089],[886483],[964602],[1070758],[1230113] ] cell #508 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [28914],[37839],[41731],[47506],[53019],[53393],[57398],[65595],[65969],[71619],[72133],[72899],[78366],[78740],[88134],[88900],[96282],[96656],[97281],[98284],[104256],[105022],[112279],[113549],[117226],[118229],[126381],[127147],[128608],[129694],[137162],[138165],[147006],[147538],[148434],[152999],[154085],[159035],[163982],[164985],[167997],[177184],[186172],[189053],[189607],[190751],[194754],[197297],[203141],[203673],[209134],[213916],[222578],[235764],[236601],[239640],[245495],[248527],[255315],[255869],[261016],[275494],[278037],[293214],[294703],[301693],[304732],[313573],[316612],[322467],[339162],[342194],[354683],[361035],[369361],[382765],[389755],[392794],[408718],[411757],[429492],[442833],[445420],[460330],[468656],[489887],[510281],[513320],[528145],[555830],[576686],[579273],[602509],[621599],[640297],[674816],[702501],[717062],[743792],[780239],[854097],[886491],[964610],[1070766],[1230121] ] cell #509 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [58941],[74002],[80774],[90003],[98594],[99609],[106125],[118539],[119554],[128250],[128807],[129862],[138475],[139490],[153198],[154253],[165295],[166310],[166863],[168262],[177383],[178438],[189252],[191061],[196163],[197562],[209333],[210388],[212611],[214115],[224983],[226382],[239060],[239839],[241044],[247222],[248726],[255514],[262425],[263824],[268028],[280993],[293847],[297430],[298155],[299710],[304931],[308268],[316032],[316811],[324194],[330659],[342393],[360680],[361668],[365402],[372813],[376742],[385492],[386217],[392993],[411956],[415293],[435893],[437572],[446053],[449787],[460963],[464697],[472108],[493339],[497268],[513519],[521840],[531622],[547982],[556463],[560197],[579906],[583640],[605961],[622232],[625254],[642969],[652751],[678293],[703134],[706868],[724510],[756424],[780872],[783894],[811391],[833722],[854730],[893939],[925853],[943091],[972058],[1012452],[1094088],[1129362],[1213667],[1326483],[1490001] ] cell #510 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [58791],[73682],[80557],[89683],[98570],[99174],[105805],[118515],[119119],[127930],[128740],[129856],[138451],[139055],[153131],[154247],[165271],[165875],[166857],[168265],[177316],[178432],[189185],[191037],[196157],[197565],[209266],[210382],[212614],[214048],[224977],[226385],[239054],[239772],[241038],[247225],[248659],[255447],[262419],[263827],[268022],[280996],[293841],[297433],[298149],[299713],[304864],[308262],[316026],[316744],[324197],[330662],[342326],[360683],[361662],[365405],[372807],[376745],[385495],[386211],[392926],[411889],[415287],[435899],[437575],[446047],[449790],[460957],[464700],[472102],[493333],[497271],[513452],[521846],[531625],[547985],[556457],[560200],[579900],[583643],[605955],[622226],[625260],[642975],[652754],[678296],[703128],[706871],[724513],[756430],[780866],[783900],[811394],[833728],[854724],[893942],[925859],[943097],[972061],[1012458],[1094094],[1129368],[1213673],[1326489],[1490007] ] cell #511 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [58942],[74003],[80775],[90004],[98595],[99610],[106126],[118540],[119555],[128251],[128808],[129863],[138476],[139491],[153199],[154254],[165296],[166311],[166864],[168266],[177384],[178439],[189253],[191062],[196164],[197566],[209334],[210389],[212615],[214116],[224984],[226386],[239061],[239840],[241045],[247226],[248727],[255515],[262426],[263828],[268029],[280997],[293848],[297434],[298156],[299714],[304932],[308269],[316033],[316812],[324198],[330663],[342394],[360684],[361669],[365406],[372814],[376746],[385496],[386218],[392994],[411957],[415294],[435900],[437576],[446054],[449791],[460964],[464701],[472109],[493340],[497272],[513520],[521847],[531626],[547986],[556464],[560201],[579907],[583644],[605962],[622233],[625261],[642976],[652755],[678297],[703135],[706872],[724514],[756431],[780873],[783901],[811395],[833729],[854731],[893943],[925860],[943098],[972062],[1012459],[1094095],[1129369],[1213674],[1326490],[1490008] ] cell #512 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [185597],[236026],[236141],[294175],[301118],[301233],[303127],[312998],[313113],[314296],[368833],[370526],[382237],[383142],[389180],[389295],[390478],[391189],[408143],[408258],[410152],[417638],[442258],[442373],[447243],[450830],[461291],[465740],[468128],[469033],[469821],[473900],[489359],[491052],[498311],[509706],[509821],[511004],[511715],[519201],[521370],[522485],[527617],[536423],[552783],[556624],[556791],[557653],[576111],[576226],[581096],[584683],[588764],[599593],[601981],[602886],[603674],[607753],[610933],[614407],[616135],[622393],[625899],[631031],[639722],[639837],[643614],[648746],[652143],[666009],[668041],[669156],[674288],[676376],[683094],[687964],[691551],[699454],[703295],[703462],[704324],[711992],[717524],[723902],[728368],[737017],[738132],[743264],[745352],[747305],[756386],[771007],[773047],[774775],[781033],[782105],[784539],[789671],[798477],[802254],[807386],[810783],[821062],[826728],[832212],[833684],[837789],[842751],[846905],[848633],[854891],[855963],[857780],[878388],[883520],[886781],[886953],[893331],[895255],[897797],[907561],[912693],[916734],[925815],[943053],[948048],[951970],[959495],[964900],[965072],[971450],[973374],[980341],[990880],[996762],[1005458],[1005682],[1012414],[1016519],[1021481],[1027363],[1036510],[1064480],[1065960],[1071056],[1074062],[1081131],[1087094],[1087318],[1094050],[1102607],[1106529],[1114054],[1119631],[1128687],[1129324],[1145766],[1151343],[1177151],[1197180],[1197404],[1199871],[1203453],[1212992],[1213629],[1225315],[1230411],[1233417],[1240486],[1256307],[1272958],[1305881],[1321206],[1325808],[1326445],[1342353],[1355869],[1359552],[1359776],[1362243],[1365825],[1398683],[1435716],[1451833],[1456616],[1459202],[1484724],[1489326],[1489963],[1497395],[1562201],[1582825],[1585090],[1600484],[1614591],[1619374],[1654432],[1692625],[1714043],[1724359],[1739753],[1742940],[1792311],[1840335],[1849722],[1910630],[1926024],[1970955],[2028452],[2140384] ] cell #513 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [80862],[99697],[108360],[119642],[130200],[131458],[139578],[154591],[155849],[166398],[167058],[168296],[178776],[180034],[196358],[197596],[210726],[211984],[212645],[214262],[225178],[226416],[239255],[241382],[247256],[248873],[262620],[263858],[266533],[268223],[281027],[282644],[297464],[298350],[299744],[306773],[308463],[316227],[324228],[325845],[330693],[345722],[360714],[364632],[365436],[367211],[373008],[376776],[385526],[386412],[394835],[402186],[415488],[436559],[437606],[441666],[449821],[454204],[463927],[464731],[472303],[493534],[497302],[520762],[522506],[531656],[535716],[548016],[552076],[560231],[583674],[588057],[606156],[615527],[625920],[643635],[652785],[656845],[678327],[682387],[706902],[724544],[727760],[746697],[757090],[784560],[811425],[815485],[834388],[868016],[893973],[897189],[926519],[950247],[972092],[1013118],[1046746],[1065150],[1094754],[1136518],[1220823],[1256977],[1343023],[1457286],[1620044] ] cell #514 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [233024],[271372],[290297],[311612],[331790],[334283],[350561],[377873],[380366],[399674],[400915],[402765],[422120],[424613],[452933],[454783],[477168],[479661],[480807],[483245],[502478],[504328],[526470],[529793],[538716],[541154],[563343],[565193],[569934],[572456],[593429],[595867],[619915],[621345],[623337],[633545],[636067],[647599],[659845],[662283],[669791],[693162],[717154],[722029],[723121],[725687],[733578],[738767],[751085],[752515],[764715],[775433],[794707],[826741],[827929],[832870],[843386],[849291],[862285],[863377],[873834],[903007],[908196],[942463],[944264],[955212],[960153],[976058],[980999],[991515],[1022116],[1028021],[1052564],[1065629],[1077347],[1098823],[1109771],[1114712],[1141483],[1146424],[1177786],[1199501],[1203122],[1224984],[1236702],[1269174],[1301598],[1306539],[1328776],[1365494],[1394731],[1398352],[1431932],[1458871],[1481537],[1525152],[1561870],[1583060],[1611714],[1654101],[1739422],[1774887],[1858008],[1964939],[2106898] ] cell #515 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [356829],[406549],[431774],[458567],[484041],[487194],[508112],[541950],[545103],[568977],[570496],[572656],[596663],[599816],[634107],[636267],[663079],[666232],[667672],[670437],[693724],[695884],[722591],[726483],[736648],[739413],[765277],[767437],[773240],[775995],[800770],[803535],[831843],[833432],[835702],[847098],[849853],[862847],[876904],[879669],[888312],[915199],[943187],[948241],[949407],[952261],[960715],[966431],[979972],[981561],[995227],[1007222],[1028583],[1065187],[1066353],[1071421],[1082490],[1088858],[1102800],[1103966],[1115274],[1146986],[1152702],[1191032],[1192724],[1203846],[1208914],[1225708],[1230776],[1241845],[1274317],[1280685],[1307101],[1321536],[1333104],[1355096],[1366218],[1371286],[1399076],[1404144],[1437075],[1459595],[1463192],[1485054],[1496622],[1529480],[1562594],[1567662],[1590221],[1625950],[1654825],[1658422],[1691852],[1718682],[1740146],[1782048],[1817777],[1838962],[1865169],[1904953],[1984981],[2017692],[2093826],[2190125],[2313353] ] cell #516 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [50877],[69260],[77274],[80473],[84634],[87117],[93460],[102777],[106866],[109397],[110429],[112826],[115822],[123804],[125364],[131434],[133917],[135146],[140260],[142658],[144433],[144900],[147718],[149642],[151269],[155825],[157185],[157827],[160099],[162578],[169955],[170472],[172951],[174664],[180933],[182493],[183722],[186099],[186330],[192116],[199255],[199772],[201035],[201673],[204288],[205777],[206419],[207404],[212926],[216211],[216646],[218135],[219762],[228592],[231071],[232784],[235119],[235251],[240308],[242218],[246174],[247537],[250822],[251257],[252482],[252592],[253607],[256654],[258378],[259016],[266034],[266839],[266960],[271132],[272856],[285028],[286517],[287159],[288144],[295588],[297745],[298844],[305400],[307079],[307200],[311372],[312775],[319190],[320205],[328229],[328786],[329470],[333975],[335885],[339841],[346149],[350321],[352045],[352683],[362563],[364938],[365059],[365880],[370246],[373502],[374869],[375553],[380058],[381195],[385807],[395262],[399434],[400158],[402613],[405869],[412425],[418291],[419800],[426215],[427230],[436373],[437846],[440563],[441247],[442093],[446948],[452176],[454631],[457887],[464233],[464354],[474848],[483089],[486406],[490772],[494028],[500584],[501721],[520900],[521115],[525713],[527322],[531896],[536143],[540998],[544315],[550973],[551657],[552503],[562586],[570226],[571699],[580801],[588484],[591740],[614775],[620588],[630736],[633837],[635310],[642244],[646842],[648451],[657272],[667571],[678567],[682814],[687669],[716835],[718997],[722321],[732821],[736547],[745945],[751758],[761906],[789376],[793950],[815912],[828667],[831742],[837100],[839262],[857091],[862577],[873077],[902250],[931335],[945133],[946253],[955950],[979871],[985229],[1015830],[1017992],[1051807],[1069419],[1078216],[1100812],[1142221],[1171500],[1206912],[1228774],[1261246],[1270043],[1347292],[1369284],[1402142],[1543668],[1565660] ] cell #517 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [86543],[110348],[115092],[124790],[133343],[136489],[143947],[144808],[149561],[150398],[157104],[157822],[159798],[161848],[163703],[172221],[175650],[181919],[185065],[186392],[192024],[200943],[201592],[203893],[205696],[205993],[206414],[206533],[218054],[218891],[222798],[228291],[230341],[232196],[233770],[240227],[240524],[242280],[246169],[252401],[252654],[253515],[256186],[258175],[258286],[258935],[265733],[271783],[272764],[278354],[284633],[286436],[286733],[287154],[287273],[291180],[295507],[298641],[298752],[305319],[312023],[312683],[319239],[319252],[320113],[327834],[333894],[334191],[334763],[335947],[339836],[346068],[349853],[351842],[351953],[352602],[357543],[360671],[362471],[365929],[365942],[370165],[373410],[379977],[380274],[380846],[381198],[395181],[398966],[400974],[402532],[405666],[405777],[406787],[412344],[418286],[419708],[426264],[426277],[427138],[436487],[436500],[437849],[442012],[446856],[452992],[454550],[457684],[457795],[458805],[474756],[481197],[481313],[482997],[486455],[486468],[490691],[493936],[500503],[501724],[520673],[520903],[526529],[527230],[531899],[536062],[539106],[539222],[540906],[544364],[544377],[552422],[562589],[569680],[570340],[570353],[571702],[580709],[588403],[591648],[620305],[620421],[620591],[630644],[633291],[633951],[633964],[635313],[647658],[648359],[657191],[667344],[667574],[678570],[682733],[687577],[716838],[721775],[722435],[722448],[732824],[736320],[736550],[751475],[751591],[751761],[761814],[789284],[793953],[815831],[826411],[831515],[831745],[837103],[857094],[862031],[862691],[862704],[873080],[902253],[931243],[942787],[945136],[946256],[974540],[979644],[979874],[985232],[1015833],[1051810],[1067100],[1069422],[1078219],[1097346],[1100815],[1171503],[1193490],[1204593],[1206915],[1228777],[1261249],[1270046],[1333870],[1347295],[1369287],[1399823],[1402145],[1530246],[1543671],[1565663] ] cell #518 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [223917],[245194],[262020],[277736],[292299],[294478],[304000],[319847],[322166],[338861],[341462],[355687],[356925],[360020],[361338],[366537],[369136],[371905],[382540],[383601],[387682],[389238],[392062],[406645],[411025],[414385],[426872],[429191],[431792],[436912],[442316],[445723],[458663],[460633],[461594],[465981],[468055],[468431],[469492],[471200],[487063],[487212],[489662],[492431],[508208],[509764],[512588],[515948],[521428],[527544],[527920],[530962],[536882],[544972],[545121],[547071],[547322],[548640],[553451],[556133],[557094],[569073],[570514],[576169],[576894],[579576],[599834],[601908],[602284],[603345],[605053],[615030],[617373],[621902],[631334],[634125],[639780],[640505],[642629],[652091],[653409],[666250],[668099],[668171],[674215],[674591],[677633],[683553],[693742],[700122],[702804],[703765],[716331],[719382],[722609],[723850],[729606],[734135],[737075],[737147],[743191],[743567],[745512],[765295],[771675],[772982],[773670],[776013],[780542],[789974],[798936],[801269],[810731],[812049],[826676],[828234],[832270],[832342],[833450],[839647],[846840],[847528],[849871],[854400],[862865],[877403],[885760],[888811],[893279],[899035],[903564],[912996],[914941],[942591],[947983],[948671],[949906],[955517],[960733],[963879],[966930],[971398],[980399],[980471],[981579],[994969],[1005406],[1006964],[1018377],[1028601],[1033130],[1064861],[1070035],[1071163],[1082989],[1087042],[1088600],[1102542],[1103230],[1104465],[1115292],[1128862],[1141788],[1147004],[1153201],[1191322],[1191395],[1197128],[1208656],[1213167],[1224216],[1229390],[1230518],[1242344],[1274816],[1280427],[1307119],[1322902],[1325983],[1331775],[1353694],[1353767],[1359500],[1371028],[1403886],[1437574],[1453802],[1453875],[1454915],[1464558],[1489501],[1495293],[1528151],[1567404],[1586773],[1595084],[1595157],[1617673],[1659788],[1690523],[1726042],[1746888],[1778600],[1786911],[1786984],[1861721],[1881712],[1912313],[2040451],[2060442] ] cell #519 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [19372,80873],[26032,99708],[28870,108471],[33285,119653],[37125,130211],[37795,131569],[40761,139589],[41724,142411],[46792,154602],[47462,155960],[51808,166409],[52520,168697],[53386,170225],[56684,178787],[57354,180145],[65096,197997],[65962,199525],[70905,210737],[71575,212095],[72126,212867],[72286,214296],[77867,226817],[78733,228345],[84809,241393],[88127,247478],[88287,248907],[95783,264259],[96649,265787],[97192,266567],[104249,281249],[104409,282678],[112272,297686],[113268,300145],[117137,306807],[126374,324450],[126534,325879],[129687,330915],[137073,345756],[146917,364666],[147531,365658],[148094,367245],[154078,376998],[159028,385748],[163893,394869],[167908,402220],[186077,436593],[189518,441700],[194747,450043],[197208,454238],[203052,463961],[203666,464953],[222571,497524],[236506,522540],[245406,535750],[255780,552110],[261009,560453],[275487,583896],[277948,588091],[301598,625954],[313478,643669],[322378,656879],[339073,682421],[354676,707124],[389660,757124],[408623,784594],[429403,815519],[442738,834422],[510186,926553],[576591,1013152],[640202,1094788], [2118,35797,70424],[3696,49793,93362],[3796,50756,95184],[4630,58569,108030],[5087,61248,111990],[6249,35198,123504],[6282,68939,123719],[7687,79389,140162],[7787,80352,141984],[7885,81404,81472],[8403,44267,146539],[8436,83705,146754],[9061,45591,151203],[9981,92675,158746],[10136,93006,160369],[10143,49951,160536],[11147,98854,169119],[11907,56057,103941],[12309,57970,180633],[12342,106545,180848],[12573,108313,108511],[12673,109181,109276],[13014,111353,187466],[13342,111634,188327],[13349,61897,188494],[14248,63336,193755],[14906,118799,198419],[15563,122654,202674],[15823,69013,204829],[16221,69704,207338],[17252,73863,215032],[17285,130505,215247],[17406,131138,131609],[17910,75187,219696],[18143,76388,135048],[18420,77058,136870],[18830,78117,227239],[18985,139806,228862],[18992,79547,229029],[19405,142337,142583],[19755,144198,235471],[19991,145970,237186],[20429,84387,238175],[21317,85257,243354],[21652,86245,244382],[22551,89864,249643],[22584,154896,249858],[22705,155529,156000],[23136,156668,158109],[23471,159500,254756],[24370,94023,260017],[24571,50943,163543],[25028,96033,264681],[25501,52516,168482],[25829,168763,269067],[25836,99503,269234],[26002,101562,169522],[26065,169816,170397],[26735,100942,274495],[27029,55526,174364],[27109,102702,174579],[27393,103221,279159],[28050,104906,283414],[28204,179714,180185],[28310,106619,285569],[28708,107310,288078],[28863,183268,183663],[29406,109892,293464],[29576,187667,294915],[31428,113780,302278],[32420,116787,306485],[32754,65092,197782],[33082,198063,309307],[33089,119448,309474],[33255,63956,198822],[33318,199116,199697],[33872,200447,202105],[35533,124492,321354],[36432,127031,326615],[36586,211664,212135],[36849,212691,329138],[37085,72463,214463],[37523,131187,331842],[37686,75471,215508],[37766,133842,215723],[37788,215789,216587],[38411,132057,337021],[38746,133045,338049],[39152,135087,221319],[39159,76348,221486],[39645,135709,343310],[39799,77340,224493],[40230,77863,226602],[40565,138024,348423],[40731,141443,227642],[40794,227936,228517],[41464,140823,353684],[41665,80539,232036],[42122,142833,358348],[42376,235378,360174],[44900,148694,369573],[45875,47353,250119],[46311,152477,374588],[46516,247302,375221],[46752,88464,249074],[47190,155578,377925],[47433,87042,250334],[47455,250400,251198],[48099,251809,253929],[51277,95779,264044],[51612,164844,397536],[51778,94643,265084],[51841,265378,265959],[52178,167021,400489],[52233,266725,266817],[52348,97561,268407],[53232,172892,269620],[53239,101522,269787],[54200,170909,409303],[55192,173916,413510],[55201,102530,276650],[55861,175352,416499],[56644,104586,282845],[57245,107594,283890],[57325,182418,284105],[57347,284171,284969],[58305,181621,428379],[59204,184160,433640],[59358,59405,292875],[61443,297510,440915],[62102,113264,299930],[62675,192946,446197],[63916,65815,310027],[64497,195487,451797],[64754,196321,452507],[64809,306965,307057],[64924,117506,308647],[65808,115763,309860],[68657,123056,318365],[69988,71466,327091],[70865,126711,326046],[71546,125289,327306],[71568,327372,328170],[71972,128528,329045],[72113,217520,329198],[73368,133670,332474],[74496,217187,490099],[75907,220970,495114],[77580,345914,346006],[77695,137442,347596],[78579,231012,348809],[78586,141403,348976],[81208,233337,518062],[83411,145730,361812],[83944,239218,526044],[83999,364824,364916],[84769,148271,367412],[85472,243482,531776],[86870,89369,378557],[87973,152919,375128],[88114,149027,375281],[92130,385572,551325],[92789,92886,387992],[92966,160024,388207],[94603,96502,398089],[95496,395027,395119],[95611,164262,396709],[96495,162519,397922],[97332,171010,400554],[98180,402378,402470],[100281,273686,580050],[102103,276227,585650],[104236,285902,419528],[105491,182246,422804],[111568,187594,437726],[112118,188973,440822],[112259,188000,440975],[112646,441858,441950],[113096,190363,443696],[113613,301875,625185],[113881,117277,452572],[118125,454396,454488],[120362,121658,461107],[122191,316190,647173],[122246,464119,464211],[123016,123137,466707],[123130,204229,466540],[125117,127616,477852],[126361,205162,474576],[129674,332175,482817],[132272,337149,678447],[137213,229130,502117],[144374,235679,521447],[145803,236783,521771],[146071,147057,526109],[147518,238508,527050],[151859,535908,536000],[154065,378258,540726],[156760,252339,547003],[156796,158324,548136],[158874,255235,551232],[159015,254262,551385],[159402,552268,552360],[159852,160114,554106],[160637,164033,562982],[168048,269335,572095],[170742,408900,783825],[175254,588249,588341],[185827,293358,614489],[187558,295445,617305],[188595,189658,620984],[194734,303600,630464],[197348,309575,635706],[200044,201938,642900],[200509,200576,642576],[202206,203192,647238],[203653,315480,648179],[207994,657037,657129],[220352,682579,682671],[222558,498784,687397],[237248,237315,719329],[243446,370103,729538],[244483,245546,733217],[251898,252089,745659],[253820,383507,748475],[254857,255920,752154],[260996,391662,761634],[275474,410625,789104],[278088,416600,794346],[288734,815677,815769],[295004,295195,828381],[302340,302407,839594],[320418,469398,869794],[321455,322518,873473],[337113,490629,898967],[338150,339213,902646],[354663,512188,931063],[369662,369853,955664],[373715,536788,961705],[409365,409432,1018324],[427443,603251,1048524],[428480,429543,1052203],[490188,490379,1141935],[494241,683459,1147976],[591953,798842,1286615] ] cell #520 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2119],[3698],[4631],[5089],[6237],[7689],[7886],[8391],[10124],[11149],[11908],[12297],[12575],[12822],[13330],[14908],[17240],[17408],[18146],[18973],[19360],[19743],[22539],[22707],[25309],[25817],[26005],[26020],[27011],[28206],[28851],[29243],[32562],[33070],[33258],[33273],[36588],[36837],[36888],[37668],[37776],[39130],[40734],[40749],[43905],[46504],[46555],[47335],[47443],[51781],[51796],[52015],[52218],[52221],[53210],[56447],[57227],[57335],[61431],[61482],[64591],[64794],[64797],[65786],[68018],[68660],[70668],[71448],[71556],[71885],[72091],[72800],[77565],[77568],[78557],[83781],[83984],[83987],[84299],[87886],[88092],[88801],[92118],[92169],[92868],[95481],[95484],[96473],[97085],[98165],[98168],[104008],[104214],[109810],[112031],[112237],[112631],[112634],[116277],[117030],[118110],[118113],[120320],[122028],[122231],[122234],[122546],[123108],[126133],[126339],[129446],[129652],[135601],[136966],[144242],[145688],[146810],[147290],[147496],[151844],[151847],[153837],[154043],[156566],[156738],[158787],[158993],[159387],[159390],[163033],[163786],[166800],[167801],[173406],[175239],[175242],[185920],[185979],[187364],[187536],[189411],[192904],[194506],[194712],[196100],[197101],[200035],[200377],[201823],[202945],[203425],[203631],[207979],[207982],[212571],[220337],[220340],[222330],[222536],[231526],[235569],[236774],[237116],[238997],[241867],[243252],[243424],[247182],[252241],[259166],[260768],[260974],[273644],[275246],[275452],[288719],[288722],[293349],[295347],[296135],[297390],[301866],[302208],[305550],[315969],[318839],[335534],[336919],[337091],[352833],[354435],[354641],[364030],[370005],[384197],[385452],[408891],[409233],[412575],[425864],[448415],[463325],[484556],[490531],[500734],[542465],[558825],[582268],[689136],[705496] ] cell #521 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2616],[4121],[4637],[5827],[6878],[6946],[7621],[7797],[9458],[9526],[10721],[10847],[11048],[11197],[12164],[12232],[14606],[14807],[14956],[16618],[16686],[16837],[16863],[17131],[18530],[18731],[18880],[20656],[20984],[22136],[22162],[22430],[24728],[24929],[25078],[25189],[25276],[25662],[27635],[27661],[27929],[30538],[30564],[30712],[30974],[32442],[32529],[32915],[34537],[36017],[36043],[36311],[36700],[37277],[37303],[39918],[40005],[42623],[43785],[43872],[44084],[44110],[44453],[46036],[46367],[46944],[46970],[49061],[49087],[49235],[50965],[51052],[52623],[52710],[55687],[56259],[59739],[59860],[60293],[61294],[61572],[61659],[64108],[64134],[65199],[65286],[67898],[67985],[68197],[68223],[70149],[70480],[72013],[72612],[75632],[76540],[76566],[81628],[81900],[81944],[82547],[84111],[85866],[87145],[87232],[88014],[88613],[90426],[90980],[91981],[92259],[92346],[94795],[94821],[97228],[101714],[101740],[102805],[102892],[107755],[109850],[110134],[110932],[112159],[113922],[114525],[117173],[120147],[120191],[120794],[124113],[125392],[125479],[132666],[133945],[134032],[141595],[141621],[144033],[145515],[145559],[146112],[146953],[148027],[149347],[150145],[156890],[158915],[160678],[161281],[171051],[171654],[181242],[182521],[182608],[188636],[190268],[192731],[192775],[202247],[203088],[205482],[216520],[217840],[218638],[229171],[229774],[240013],[244524],[251131],[254898],[269376],[271008],[273471],[273515],[286222],[293675],[309616],[311248],[321496],[333680],[338191],[379763],[400700],[416641],[428521],[452718],[526255],[647384] ] cell #522 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2120],[3697],[4387],[4632],[5088],[6236],[7288],[7688],[7887],[8390],[10123],[11148],[11195],[11676],[12296],[12574],[12821],[13329],[14907],[14954],[17239],[17307],[17407],[18052],[18878],[18972],[19359],[19742],[22538],[22606],[22706],[25076],[25308],[25323],[25816],[25911],[26019],[28105],[28205],[28850],[29242],[32561],[32576],[33069],[33164],[33272],[34865],[36487],[36587],[36836],[36855],[36887],[37775],[40052],[40640],[40748],[43904],[43919],[46503],[46522],[46554],[47442],[49497],[51099],[51687],[51795],[52014],[52016],[52220],[52757],[56414],[56446],[57334],[61430],[61449],[61481],[61706],[64590],[64592],[64796],[65333],[66736],[68017],[68032],[68566],[70635],[70667],[71555],[71884],[72767],[72799],[77363],[77567],[82980],[83780],[83782],[83986],[84266],[84298],[87279],[87885],[88768],[88800],[90547],[92117],[92136],[92168],[92393],[95279],[95483],[97963],[98167],[102939],[104007],[109809],[109811],[111053],[112030],[112429],[112633],[114958],[116244],[116276],[117908],[118112],[119875],[121227],[122027],[122029],[122233],[122513],[122545],[125526],[126132],[128577],[129445],[134079],[135568],[135600],[144241],[144287],[145243],[147289],[150266],[151846],[152968],[153836],[156565],[158786],[159389],[161714],[163000],[163032],[166799],[172087],[173373],[173405],[175241],[182655],[185760],[185978],[187363],[189022],[192459],[194505],[195243],[196099],[200376],[203424],[207981],[218759],[220339],[222329],[230207],[231493],[231525],[237115],[238996],[241866],[243251],[252240],[255284],[260767],[273199],[275245],[275983],[288721],[295346],[296134],[302207],[315968],[318838],[335533],[336918],[344798],[354434],[364029],[370004],[384196],[409232],[425863],[448414],[463324],[484555],[490530],[542464],[558824],[582267],[689135],[705495] ] cell #523 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [7835],[11266],[12587],[15025],[16898],[17467],[18949],[19437],[22197],[22766],[25147],[25199],[25375],[26165],[27696],[28265],[30599],[32452],[32628],[33418],[36078],[36647],[36691],[36754],[37164],[37338],[39928],[40104],[40894],[43795],[43971],[44145],[46358],[46421],[46831],[47005],[49122],[50975],[51151],[51941],[52046],[52399],[52633],[52809],[56250],[56313],[56723],[59749],[61285],[61348],[61582],[61758],[64169],[64622],[64975],[65209],[65385],[67908],[68084],[68258],[70471],[70534],[70944],[72023],[72313],[72603],[72666],[76601],[77393],[77746],[81891],[81954],[83812],[84102],[84165],[84848],[87155],[87331],[88024],[88314],[88604],[88667],[90436],[91972],[92035],[92269],[92445],[94856],[95309],[95662],[97219],[97993],[101775],[102815],[102991],[104436],[109841],[110460],[110942],[112169],[112459],[113147],[113932],[116143],[117164],[117938],[120138],[120201],[122059],[122412],[125402],[125578],[126561],[133955],[134131],[135467],[141656],[143958],[144498],[144950],[145506],[145569],[146122],[146944],[148121],[149673],[150155],[151672],[157216],[158925],[159215],[160688],[162899],[171061],[173272],[175067],[182531],[182707],[186188],[186403],[188646],[192166],[192722],[192785],[201085],[202257],[203079],[205808],[207807],[218166],[218648],[220165],[229181],[231392],[235136],[240339],[242291],[244534],[252665],[254908],[258428],[269386],[272906],[273462],[273525],[286548],[288547],[298894],[309626],[319263],[321506],[334006],[335958],[338201],[352095],[365953],[380089],[405919],[416651],[426288],[428531],[436511],[457937],[486479],[544388],[570364],[633975],[722459],[862715] ] cell #524 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [4712],[8087],[8111],[12959],[13932],[13956],[14199],[15247],[15271],[21262],[21556],[23081],[23246],[24054],[24078],[24321],[26419],[26443],[26686],[27419],[30766],[30790],[31748],[34022],[34046],[34729],[35143],[35308],[35437],[38356],[38650],[39596],[41148],[41172],[41415],[42148],[42596],[42954],[44212],[46114],[49313],[50101],[50125],[50271],[53538],[53562],[54520],[55765],[57501],[57615],[57915],[58080],[58209],[59155],[59550],[60266],[62978],[64236],[64260],[66114],[66138],[67067],[68325],[71722],[71836],[72192],[72550],[73808],[74121],[75710],[76668],[77670],[78909],[79697],[79721],[79867],[81112],[82237],[85839],[88193],[88551],[89809],[90122],[90953],[95586],[96825],[97156],[97872],[98270],[99818],[100584],[101842],[101866],[103744],[104030],[104673],[105931],[108791],[112338],[112736],[114215],[116027],[117101],[117817],[118215],[119763],[120484],[126155],[126798],[128056],[128928],[129037],[129468],[131719],[132639],[135351],[136609],[136633],[136947],[137753],[146881],[147312],[148358],[151551],[153319],[153428],[153859],[156110],[159094],[162783],[163767],[164573],[166822],[167198],[167782],[171344],[173156],[174946],[177613],[186001],[186699],[189373],[189392],[190674],[194097],[196122],[196498],[197082],[203016],[204493],[207686],[209563],[212419],[212552],[220044],[221921],[231276],[235550],[239019],[239395],[240622],[242587],[247030],[247163],[252961],[255635],[256936],[260359],[266274],[274837],[288426],[293120],[293896],[297238],[297371],[306514],[314100],[315991],[316367],[317594],[319559],[336254],[354026],[360418],[364373],[366249],[381958],[385300],[385433],[390282],[426584],[436227],[438609],[450634],[459713],[463668],[486775],[510808],[523257],[532659],[544684],[546637],[584487],[616939],[626671],[679330],[691355],[729172],[785311],[898601] ] cell #525 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2221],[2233],[3302],[3314],[3927],[3970],[4438],[4450],[5532],[5633],[5676],[6519],[6531],[6662],[7305],[7427],[7470],[7527],[8475],[8610],[8622],[9069],[9242],[10426],[10527],[10570],[10627],[10997],[11592],[11736],[11948],[12077],[12865],[13061],[13463],[13549],[13660],[13852],[14467],[14756],[15635],[15782],[16229],[16402],[16531],[17075],[17918],[18489],[19275],[19476],[19657],[19815],[19891],[20047],[20372],[20720],[21364],[21852],[21963],[22374],[23183],[23585],[23671],[23782],[23974],[24687],[25621],[26339],[26954],[27243],[28716],[29018],[29334],[29566],[29624],[29782],[30387],[30671],[31252],[31328],[31484],[32157],[32874],[33696],[33772],[33928],[34253],[34601],[35733],[38458],[38946],[39057],[39468],[41068],[41781],[42366],[43225],[43498],[44658],[44890],[44948],[45106],[45711],[45995],[47857],[48089],[48147],[48305],[48910],[49194],[50007],[50680],[53159],[53443],[54024],[54100],[54256],[54929],[55646],[58505],[60447],[60782],[61953],[62390],[63249],[65735],[66019],[66479],[67611],[69061],[69219],[69824],[70108],[73094],[74254],[74486],[74544],[74702],[75307],[75591],[78790],[79603],[80276],[82723],[83126],[84435],[84593],[86020],[89095],[91469],[96706],[98388],[99559],[99996],[100855],[103341],[105217],[106667],[106825],[107430],[107714],[109974],[114701],[118333],[119504],[121373],[127342],[129926],[131235],[131393],[132820],[138269],[148629],[154317],[155626],[155784],[165089],[167103],[171830],[178502],[190855],[196403],[210452],[235913],[239300],[241108],[293961],[316272],[359991] ] cell #526 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [5520],[7293],[8751],[10414],[11580],[11693],[13294],[13797],[15770],[15911],[17324],[17600],[18091],[19263],[20317],[20517],[22623],[22987],[23416],[23919],[25781],[25950],[26284],[28122],[28398],[30014],[30332],[31954],[33034],[33203],[33538],[34198],[34398],[36504],[37411],[37466],[37611],[40510],[40679],[41013],[42921],[43067],[45338],[45656],[47078],[47133],[47278],[48855],[49514],[50477],[51557],[51726],[53104],[54726],[56970],[57025],[57170],[62253],[62945],[63091],[65680],[66768],[67034],[68605],[69769],[71191],[71246],[71391],[72517],[74934],[75252],[76874],[78451],[78506],[80073],[83012],[84925],[84980],[87826],[88518],[90196],[90605],[93632],[96367],[96422],[100551],[100697],[103286],[104640],[107375],[108997],[110075],[110702],[111111],[112998],[114990],[115994],[116903],[116958],[119844],[119950],[126765],[134626],[135318],[140432],[143167],[143222],[144108],[145212],[145318],[148325],[149288],[149915],[150324],[156292],[162750],[170127],[172119],[173123],[174032],[174087],[183894],[185729],[187090],[188261],[191324],[192428],[192534],[199427],[204460],[216818],[217781],[218408],[218817],[231243],[237693],[241617],[242978],[251429],[254523],[269001],[272064],[273168],[273274],[285200],[295885],[309241],[314665],[328401],[331360],[335284],[336645],[348190],[377443],[383947],[397303],[402910],[421690],[444290],[454928],[476738],[504473],[529363],[565338],[615409],[623482],[717369],[826003] ] cell #527 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [49645],[49832],[61100],[61778],[68752],[79241],[79428],[81966],[82490],[83518],[86673],[91787],[98706],[99384],[106358],[109565],[110472],[114468],[115496],[118651],[119329],[120737],[121765],[124920],[128766],[129290],[130318],[133473],[138587],[144674],[149685],[153157],[153681],[154709],[157228],[161224],[162252],[165407],[166694],[167601],[171597],[172625],[175780],[177866],[178894],[182049],[189211],[190211],[191890],[194350],[195715],[195994],[196901],[200809],[205820],[209816],[210844],[213167],[218178],[222174],[223202],[225721],[229717],[230745],[233900],[238891],[240351],[240875],[242164],[245099],[246724],[247778],[255473],[258152],[260612],[263163],[270951],[272630],[275090],[276455],[277641],[281549],[286560],[290556],[291584],[294461],[296432],[298618],[299525],[300452],[300986],[303983],[311191],[315863],[317847],[322071],[324750],[334018],[334542],[335831],[338766],[340391],[341445],[351819],[354279],[360648],[362982],[363516],[366669],[367819],[367973],[369119],[380101],[380625],[382523],[384494],[387587],[392045],[403457],[405643],[407477],[408011],[411008],[424872],[429096],[436644],[438804],[438958],[444323],[455475],[457661],[461577],[462277],[462811],[465964],[468414],[479920],[481174],[483508],[488345],[488499],[489645],[505020],[512571],[521002],[523767],[527903],[539083],[541417],[547054],[549214],[549368],[557077],[565885],[572811],[578176],[596130],[602267],[614601],[617356],[620282],[624029],[631317],[636422],[642131],[644896],[662546],[674574],[696039],[703748],[718884],[725950],[729589],[743550],[745771],[751452],[767592],[789957],[827076],[828493],[835857],[839149],[899018],[912979],[943416],[955776],[1017879],[1064491],[1142047] ] cell #528 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [19638],[29605],[29652],[42758],[44929],[44976],[45534],[48128],[48175],[48515],[62782],[63392],[66871],[67208],[69042],[69089],[69429],[69647],[74525],[74572],[75130],[76972],[84416],[84463],[86336],[87504],[91115],[92618],[93469],[93806],[94079],[100388],[100998],[103164],[106648],[106695],[107035],[107253],[109095],[109955],[110548],[112835],[116441],[122710],[124248],[124583],[131216],[131263],[133136],[134304],[135765],[139418],[139709],[140269],[140606],[140879],[143045],[143975],[145064],[149761],[152048],[155607],[155654],[157304],[159591],[166238],[166529],[167084],[167677],[169964],[170641],[173570],[175443],[176611],[177514],[179839],[181377],[181712],[184341],[186420],[192280],[196384],[196977],[199264],[199941],[201199],[209464],[211789],[212468],[213557],[214246],[216992],[218254],[220541],[224147],[224777],[225797],[228084],[233563],[239281],[239970],[242308],[245175],[247079],[248168],[248857],[251603],[252682],[262219],[263239],[265526],[267016],[267160],[267822],[271576],[273020],[277717],[280004],[280741],[281939],[297287],[297949],[299601],[304373],[307256],[307400],[308062],[311816],[316253],[322147],[323942],[325140],[329027],[329561],[330407],[335975],[338842],[341835],[346349],[360486],[361378],[365115],[365150],[367059],[371945],[375110],[375644],[376490],[385349],[387663],[392435],[395462],[400186],[400340],[411398],[414425],[429172],[436286],[440804],[441338],[443081],[445763],[452204],[452358],[460673],[464410],[466354],[471240],[480464],[492471],[512961],[520664],[521540],[525741],[525895],[538373],[548680],[551214],[551748],[553491],[556173],[579616],[605093],[614803],[619572],[621942],[642669],[646870],[647024],[653449],[702844],[716735],[719422],[734175],[745973],[750742],[780582],[812089],[828695],[839687],[854440],[856991],[903604],[945033],[955978],[1018417],[1033170],[1078116],[1142249],[1269943] ] cell #529 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [183888],[216812],[232813],[251423],[268995],[271161],[285194],[309235],[311401],[328395],[329499],[331178],[348184],[350350],[375582],[377261],[397297],[399463],[400468],[402715],[419829],[421508],[441276],[444284],[452486],[454733],[474877],[476556],[480757],[483118],[502031],[504278],[526023],[527351],[529181],[538666],[541027],[551686],[562896],[565143],[572009],[593379],[615159],[619865],[620898],[623287],[630765],[635620],[647152],[648480],[659795],[669741],[687698],[717104],[718276],[723071],[733131],[738717],[751035],[752068],[761935],[789405],[794260],[826062],[827879],[838541],[843336],[858532],[863327],[873387],[902560],[908146],[931364],[943585],[955162],[976008],[986670],[991465],[1017271],[1022066],[1052117],[1073086],[1076668],[1098144],[1109721],[1141433],[1172941],[1177736],[1199451],[1236023],[1264913],[1268495],[1301548],[1328097],[1350959],[1394681],[1431253],[1452076],[1481487],[1524473],[1611035],[1647306],[1732627],[1843286],[1992843] ] cell #530 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [29276],[42719],[42777],[60036],[62743],[62801],[63522],[66832],[66890],[67338],[85609],[86355],[90723],[91134],[93430],[93488],[93936],[94209],[100349],[100407],[101128],[103625],[112796],[112854],[115104],[116571],[120970],[122840],[123856],[124267],[124602],[126042],[132409],[133155],[135895],[140230],[140288],[140736],[141009],[143506],[144403],[145083],[147770],[152067],[159610],[160872],[161457],[161860],[169925],[169983],[172233],[173700],[175462],[179969],[180985],[181396],[181731],[183171],[184471],[185634],[186848],[188830],[192299],[194986],[199225],[199283],[201218],[203905],[204876],[211919],[212896],[213576],[216263],[217122],[220560],[222810],[224277],[228103],[229365],[229950],[230353],[233582],[236063],[238222],[242736],[247507],[248187],[250874],[251733],[253110],[257344],[265545],[266374],[267588],[269570],[271595],[273039],[275726],[280023],[281958],[284645],[285616],[291192],[293511],[296467],[297715],[301155],[304392],[306614],[307828],[309810],[311835],[313035],[325159],[327846],[329580],[329730],[331889],[334775],[336403],[341854],[344541],[346777],[351011],[360290],[364473],[367078],[372373],[375663],[375813],[377972],[380858],[385777],[392454],[395890],[400536],[400986],[403492],[408180],[411417],[414853],[420060],[435793],[437291],[441357],[443509],[448858],[452554],[453004],[455510],[463768],[466373],[471668],[475108],[480517],[480816],[492899],[496339],[512980],[526091],[526541],[528444],[531341],[538426],[538725],[547701],[551767],[553919],[559268],[569646],[582711],[605521],[615208],[619625],[619924],[633257],[644367],[647220],[647670],[649573],[652470],[678012],[705939],[716788],[721741],[724229],[746378],[750795],[751094],[757822],[811110],[826377],[829100],[844494],[857044],[861997],[893658],[927251],[945086],[956383],[971777],[974506],[1023224],[1067066],[1078169],[1142654],[1158048],[1204559],[1269996],[1399789] ] cell #531 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [7836],[11267],[12586],[12593],[15026],[16899],[17466],[17473],[18950],[22198],[22765],[22772],[25148],[25230],[25374],[25550],[27697],[28264],[28271],[30600],[32483],[32627],[32803],[36079],[36646],[36653],[36718],[36727],[37019],[37339],[39959],[40103],[40279],[43826],[43970],[44146],[46385],[46394],[46686],[47006],[49123],[51006],[51150],[51326],[52004],[52372],[52664],[52808],[56277],[56286],[56578],[61312],[61321],[61613],[61757],[62151],[64170],[64580],[64948],[65240],[65384],[67939],[68083],[68259],[70498],[70507],[70799],[72630],[72639],[76602],[77351],[77719],[81918],[82467],[83770],[84129],[84138],[84703],[87186],[87330],[88631],[88640],[91999],[92008],[92300],[92444],[94857],[95267],[95635],[97246],[97951],[101776],[102846],[102990],[109799],[109868],[110037],[110433],[112417],[113120],[114445],[116107],[116116],[117191],[117896],[120165],[120714],[122017],[122376],[122385],[125433],[125577],[128565],[133986],[134130],[135431],[135440],[141657],[144275],[144471],[144601],[145533],[146971],[149081],[149646],[152956],[156555],[156624],[157189],[161201],[162863],[162872],[171574],[173236],[173245],[182562],[182706],[185561],[185685],[187353],[187422],[188054],[189010],[190188],[191817],[192749],[200736],[203106],[205216],[205781],[217574],[218139],[229694],[231356],[231365],[238562],[240312],[243241],[243310],[254316],[255272],[258079],[270928],[272557],[273489],[285956],[286521],[298545],[303654],[311168],[315534],[332229],[333979],[336908],[336977],[351746],[360515],[378312],[380062],[391716],[405570],[410679],[457588],[481041],[498838],[512242],[538950],[620149],[751319] ] cell #532 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [19436],[26164],[28965],[33417],[37163],[37985],[40893],[46830],[47652],[51940],[52305],[52363],[56722],[57544],[64881],[64939],[70943],[71765],[71987],[72271],[77652],[77710],[84071],[84847],[87988],[88272],[95568],[95626],[97177],[98252],[104110],[104394],[112133],[112718],[113111],[117122],[118197],[122318],[126235],[126519],[129548],[137058],[144389],[146902],[147392],[148079],[151931],[153939],[158889],[159474],[163878],[167893],[175326],[186062],[186834],[189503],[194608],[197193],[203037],[203527],[208066],[220424],[222432],[235200],[236491],[242722],[245391],[253096],[255765],[260870],[275348],[277933],[288806],[294139],[301583],[313463],[319694],[322363],[336389],[339058],[354537],[366384],[368797],[382201],[389645],[408608],[426719],[429388],[442723],[468092],[486910],[489323],[510171],[527581],[544819],[576576],[601945],[615067],[640187],[674252],[743228],[773707],[847565],[948708],[1103267] ] cell #533 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [356830],[406550],[431775],[458568],[484042],[487195],[508113],[541951],[545104],[568978],[570497],[572657],[596664],[599817],[634108],[636268],[663080],[666233],[667673],[670438],[693725],[695885],[722592],[726484],[736649],[739414],[765278],[767438],[773241],[775996],[800771],[803536],[831844],[833433],[835703],[847099],[849854],[862848],[876905],[879670],[888313],[915200],[943188],[948242],[949408],[952262],[960716],[966432],[979973],[981562],[995228],[1007223],[1028584],[1065188],[1066354],[1071422],[1082491],[1088859],[1102801],[1103967],[1115275],[1146987],[1152703],[1191033],[1192725],[1203847],[1208915],[1225709],[1230777],[1241846],[1274318],[1280686],[1307102],[1321537],[1333105],[1355097],[1366219],[1371287],[1399077],[1404145],[1437076],[1459596],[1463193],[1485055],[1496623],[1529481],[1562595],[1567663],[1590222],[1625951],[1654826],[1658423],[1691853],[1718683],[1740147],[1782049],[1817778],[1838963],[1865170],[1904954],[1984982],[2017693],[2093827],[2190126],[2313354] ] cell #534 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [151630],[159173],[174320],[175025],[191491],[200410],[207765],[215464],[220123],[221449],[237149],[237860],[241573],[250075],[251947],[257753],[268794],[269750],[272231],[283846],[288505],[295053],[295841],[296876],[302241],[309034],[309990],[314832],[318545],[327047],[331527],[335240],[347983],[348939],[351420],[363736],[369711],[371534],[377610],[383903],[384938],[387948],[397096],[398052],[402866],[403901],[409266],[421857],[422559],[425570],[437407],[444083],[448121],[454884],[455919],[460206],[463031],[466670],[470829],[476905],[477607],[484262],[490237],[492060],[504429],[505464],[523750],[529530],[531457],[538133],[542171],[546693],[547193],[547817],[558531],[565294],[566329],[571260],[581974],[589772],[596884],[604682],[611460],[616995],[617495],[623438],[627164],[632944],[634871],[641838],[642213],[652586],[663300],[678128],[684804],[688842],[694488],[705202],[713000],[717325],[718591],[718966],[724345],[729228],[729728],[732382],[735671],[745488],[766041],[785804],[791584],[793511],[811226],[821940],[826213],[828210],[835236],[837590],[838856],[839231],[872638],[893774],[898657],[899157],[901811],[905100],[935470],[942567],[946743],[953496],[955493],[971893],[983365],[1013966],[1016320],[1017586],[1017961],[1051368],[1068022],[1075650],[1095602],[1101302],[1133014],[1139767],[1141764],[1169636],[1194376],[1217319],[1227377],[1254957],[1259849],[1267477],[1293129],[1345895],[1356748],[1379691],[1389606],[1422607],[1462031],[1476412],[1509413],[1553124],[1591936],[1639170],[1712859],[1720920],[1839231],[1960677] ] cell #535 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [35862],[50030],[56190],[58634],[61976],[63995],[69064],[76427],[79626],[81537],[82436],[84438],[86921],[93428],[94682],[99582],[101601],[102581],[106670],[108550],[109554],[109977],[110397],[112794],[114414],[115790],[119527],[120683],[123095],[125168],[131238],[131648],[133721],[135114],[140228],[141482],[142462],[144401],[144663],[149610],[155629],[156039],[157153],[157698],[159903],[161170],[162546],[167106],[169923],[170276],[171543],[172919],[180224],[182297],[183690],[185564],[190157],[191879],[196406],[199223],[199576],[200633],[200798],[201641],[201704],[204256],[205745],[206290],[212174],[212894],[212991],[216614],[218103],[228396],[229663],[231039],[237372],[239303],[240276],[246045],[247505],[247602],[251225],[252450],[258141],[258984],[259047],[265838],[266304],[266928],[270897],[272619],[281373],[284996],[286485],[287030],[295556],[297713],[297810],[298607],[302464],[305368],[305431],[306544],[307168],[311137],[312108],[316275],[324574],[328197],[328803],[331039],[333943],[339712],[346117],[351808],[352651],[352714],[360637],[361896],[364403],[365027],[365782],[370214],[374886],[377122],[380026],[385775],[385872],[395230],[402581],[405632],[409489],[412393],[412456],[418162],[419133],[436048],[436257],[440580],[442061],[446281],[450167],[454599],[457650],[463698],[464322],[465077],[474181],[481163],[482422],[490740],[497648],[500552],[500615],[521132],[526655],[536111],[539072],[540331],[546667],[550990],[552471],[560577],[569901],[580134],[584020],[588452],[614861],[616969],[620271],[630069],[633512],[642261],[647784],[657240],[682782],[687002],[707248],[719014],[721996],[727094],[729202],[746031],[751441],[761239],[788709],[815880],[828753],[829859],[839279],[862252],[867350],[896523],[898631],[930668],[947396],[956036],[977988],[1018009],[1046080],[1080479],[1101955],[1133667],[1142307],[1217972],[1239834],[1272306],[1413202],[1435064] ] cell #536 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [19429,232792],[26157,271140],[28975,290324],[33410,311380],[36940,329478],[37995,334310],[40886,350329],[41886,232861],[46607,375561],[47662,380393],[51933,399442],[52073,400244],[52585,401775],[53677,271209],[56499,419808],[57554,424640],[61534,441255],[64649,452262],[65161,453793],[66253,311449],[70720,474856],[71775,479688],[72340,481566],[72572,330311],[72852,483097],[77420,501807],[77932,503338],[79024,350398],[83839,525799],[84351,527330],[88341,539475],[88573,376394],[88853,541006],[92221,551665],[95336,562672],[95848,564203],[96940,399511],[98020,571785],[104463,594188],[104695,420641],[112486,620674],[113333,623135],[116329,630744],[117965,635396],[122086,646928],[122598,648459],[126588,660604],[126820,475689],[135653,687677],[144977,717978],[148148,724870],[148380,529025],[151699,732907],[159242,751844],[163085,761914],[173458,789384],[175094,794036],[186215,826852],[192193,838243],[201112,858234],[207834,873163],[220192,902336],[231578,931343],[258455,986372],[272933,1016973],[288574,1051893],[298921,1072788],[352122,1172643],[405946,1264615],[457964,1350661], [2186,71918,328870],[3267,87919,374953],[3980,97598,401167],[5105,112064,440647],[5686,117543,453185],[6748,129058,330203],[7480,137479,502730],[8152,144908,522204],[9079,151277,534697],[9328,153449,376286],[9999,158820,551057],[10580,164299,563595],[10911,97667,267613],[11746,174672,587038],[12034,177634,420533],[12965,110424,615897],[13670,190400,622527],[13997,192124,625618],[14320,194118,449331],[14670,117612,307853],[15312,201043,643333],[16239,207412,655826],[16488,209584,475581],[17928,219770,681368],[18177,221942,496812],[18594,137548,346802],[18680,226013,349908],[19846,235811,717204],[20901,240643,528917],[21268,149637,728130],[21597,87107,535305],[21766,151346,372398],[23087,157180,747067],[23287,253615,748139],[23792,256662,753697],[24119,258386,756788],[24442,260380,559741],[24792,164368,395915],[24878,263455,399021],[26484,272864,784258],[26807,274858,583184],[27157,174741,414878],[27873,178124,284670],[28726,288152,814466],[29301,293219,826425],[29813,294750,620476],[30831,298852,834086],[30905,190469,443534],[31754,115817,629213],[31809,116049,449439],[32338,305735,458860],[33727,312783,857460],[34028,201668,859270],[34782,317615,650046],[35149,205772,868386],[35349,320213,869458],[35478,125354,656434],[35647,207481,471693],[36255,210074,327871],[38362,218130,897559],[38691,133907,681976],[38860,219839,492924],[39717,77258,500919],[40350,138133,228302],[41213,352053,926217],[41536,354047,706412],[41972,357122,357598],[42322,235203,360025],[42744,361040,721789],[42976,236644,526566],[43256,362571,945502],[44218,240303,950617],[45137,369408,539277],[46155,373510,961369],[46229,246357,380883],[47824,381281,974554],[48336,382812,751646],[48453,253684,976882],[49354,160089,754305],[49428,256731,553944],[50107,259011,987408],[50277,162573,760383],[50332,162805,559849],[50861,97026,393797],[51397,164953,265744],[53603,405877,1012816],[54526,172946,787853],[54581,173178,583292],[55110,406842,412760],[55806,102767,587646],[55975,103859,418474],[57921,286512,1047116],[58121,427238,1048188],[58250,182483,815074],[58419,288221,605546],[59027,290814,291217],[59276,109381,613541],[59992,294142,436917],[60061,186873,294538],[60272,295583,1067541],[60414,437932,1067114],[62768,445425,633305],[63000,301736,453029],[63280,446956,1078585],[64242,305395,1083700],[64411,195596,312034],[66179,457895,1094452],[66857,460335,862045],[67089,313616,647695],[68331,204283,865126],[68386,204515,650154],[69250,126499,468703],[69367,320282,1110595],[70342,128336,323329],[73814,333970,1136888],[74733,481368,489934],[75751,494036,1147640],[75825,334800,340024],[76674,135141,686146],[76729,135373,496920],[78950,228582,923734],[79110,80457,514323],[79703,352678,1173679],[79873,231066,929812],[79928,231298,706520],[80993,233446,233781],[81153,142648,710874],[81322,143740,520037],[82258,236536,361405],[84624,147656,528192],[85565,368800,530967],[85634,242761,369196],[85845,370241,1205034],[85987,531982,1204607],[86554,152266,245738],[87442,373579,1210281],[89815,380053,1221193],[90679,382204,547327],[90748,253135,382600],[90959,252477,974981],[91333,159809,256112],[93455,163816,555835],[93687,164225,389798],[94984,95098,261858],[96866,266024,1003762],[97878,402608,1259368],[99859,170462,781775],[100374,569694,579278],[100606,401011,408761],[100886,580809,1270412],[101848,412420,1275527],[102017,271794,276336],[103785,591748,1286279],[104374,106856,602556],[105937,285023,1043856],[105992,285255,808794],[106211,107948,430354],[106973,427307,1302422],[108797,183717,819244],[108852,183949,609542],[112821,189441,621604],[113053,189850,442876],[114236,301628,445790],[115129,195011,304627],[117823,454626,1345414],[119804,199762,855633],[120505,313508,460700],[120995,203930,316507],[123812,208923,652096],[123881,209029,468491],[124466,124801,322710],[128062,328224,1126977],[128117,328456,884928],[129812,131424,674863],[131725,216641,894299],[131780,216873,675696],[132365,489326,677638],[132434,336428,489722],[132645,490767,1400264],[132787,678653,1399837],[133354,220759,339405],[134242,494105,1405511],[136615,500579,1416423],[136784,224664,345151],[136996,140255,702506],[137405,140487,510324],[137759,346144,1161252],[141784,141898,355525],[144428,235599,717067],[147726,239429,723855],[147795,239535,527980],[150453,245867,372615],[151557,536138,1469423],[154203,155815,743839],[156116,251252,972418],[156171,251484,744672],[157520,256241,386019],[160992,262227,556200],[161482,161885,392689],[164579,395257,1246573],[167204,266955,1005582],[167831,169950,780244],[168240,170182,576729],[171365,408653,579643],[172258,275751,411652],[174952,588479,1541790],[175661,278280,280222],[176549,591817,1547037],[176973,180941,810736],[177079,181010,602344],[181595,181930,429735],[185246,185360,435481],[186107,293584,826681],[189979,297957,621969],[190680,442088,1327767],[196504,307195,1087218],[197131,199250,854102],[197540,199482,640340],[206112,206588,471910],[207692,657267,1632181],[212601,212921,886496],[213705,216219,893284],[213811,216288,674651],[218946,339534,493141],[220050,682809,1664653],[222835,342089,344566],[224785,229485,702871],[229975,230378,513215],[239401,365054,1197304],[247212,247532,964615],[248316,250830,971403],[248422,250899,743627],[256942,552498,1491285],[266469,266847,1005411],[267830,270719,780609],[278409,415095,417984],[286852,287328,605763],[288432,815907,1824008],[297420,297740,1070771],[306709,307087,1087047],[308070,310959,854467],[316373,464349,1359676],[364568,364946,1197133],[385482,385802,1230126],[463863,464241,1359505] ] cell #537 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4658],[6986],[7834],[7840],[9566],[10868],[11265],[11271],[12272],[14627],[15024],[15030],[16726],[16789],[16897],[17032],[18551],[18948],[18954],[20677],[22088],[22196],[22331],[24749],[25146],[25152],[25196],[25205],[25440],[25683],[27587],[27695],[27830],[30490],[30598],[30733],[32449],[32458],[32693],[32936],[34558],[35969],[36077],[36212],[36693],[36994],[37229],[37337],[39925],[39934],[40169],[43792],[43801],[44036],[44144],[44449],[46057],[46360],[46661],[46896],[47004],[49013],[49121],[49256],[50972],[50981],[51216],[52630],[52639],[55708],[56252],[56553],[59746],[60217],[61287],[61579],[61588],[62041],[64060],[64168],[65206],[65215],[67905],[67914],[68149],[68257],[70170],[70473],[70774],[72020],[72605],[75653],[76492],[76600],[81893],[81951],[82098],[82442],[84104],[84678],[85790],[87152],[87161],[88021],[88606],[90433],[90904],[91974],[92266],[92275],[94747],[94855],[97221],[101666],[101774],[102812],[102821],[107776],[109843],[110012],[110123],[110939],[112166],[113929],[114420],[117166],[120140],[120198],[120689],[124037],[125399],[125408],[132590],[133952],[133961],[141547],[141655],[143904],[144022],[145508],[145566],[146119],[146946],[147951],[149336],[150152],[156879],[158922],[160685],[161176],[171058],[171549],[181166],[182528],[182537],[188643],[190163],[192724],[192782],[202254],[203081],[205471],[216444],[217829],[218645],[229178],[229669],[240002],[244531],[251055],[254905],[269383],[270903],[273464],[273522],[286211],[293664],[309623],[311143],[321503],[333669],[338198],[379752],[400689],[416648],[428528],[452707],[526244],[647373] ] cell #538 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [73102],[76180],[78915],[81118],[89103],[96831],[98307],[99117],[99824],[102207],[105225],[105884],[108744],[118252],[119062],[119769],[127350],[128009],[128631],[128934],[129837],[130591],[131672],[137281],[138188],[138998],[142217],[148637],[153022],[153325],[154228],[154982],[156063],[164101],[165008],[165818],[166649],[166838],[166949],[167122],[168116],[169696],[177207],[178413],[179167],[189076],[189379],[189726],[190774],[195949],[196138],[196249],[196422],[197416],[198996],[204772],[209157],[210363],[211117],[212360],[212479],[213595],[213939],[224958],[225069],[227816],[235787],[238846],[239035],[239146],[239319],[239663],[241019],[245614],[246971],[247090],[248206],[248550],[255338],[255641],[255988],[257036],[262400],[262511],[265258],[266334],[267171],[268003],[268114],[278156],[281977],[293568],[293822],[294726],[297179],[297298],[298130],[298241],[304755],[306574],[307411],[308243],[308354],[312759],[315818],[316007],[316118],[316291],[316635],[322586],[325178],[329690],[339281],[342217],[346360],[360057],[360359],[361643],[362547],[364433],[367097],[369384],[372788],[372899],[375773],[381630],[382788],[385241],[385360],[386192],[386303],[392817],[395473],[411780],[415268],[415379],[420020],[429611],[436949],[438281],[443092],[446028],[446932],[459654],[460938],[463728],[468679],[472083],[472194],[475068],[489910],[493314],[493425],[513343],[521551],[523198],[528168],[528404],[530999],[532331],[547359],[556438],[579881],[580785],[602532],[605936],[606047],[615168],[622207],[626612],[652128],[674839],[677670],[679002],[703109],[716336],[723887],[743815],[780847],[785252],[810768],[826713],[854705],[893316],[971435],[1005443],[1087079],[1197165],[1359537] ] cell #539 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2762],[4847],[5359],[5479],[5979],[8066],[8821],[8984],[9741],[9836],[10253],[10373],[11419],[11539],[11871],[12754],[13622],[13911],[14162],[15226],[15382],[15401],[15760],[15981],[16076],[16144],[17670],[17833],[18302],[19102],[19222],[19554],[20061],[20811],[21925],[23744],[24033],[24189],[24208],[24284],[26109],[26398],[26649],[27316],[28247],[28297],[28468],[28563],[28631],[29100],[29790],[30745],[31498],[32248],[32267],[33362],[33942],[34692],[36629],[36679],[37155],[37905],[38073],[39019],[39559],[40114],[40838],[41127],[41283],[41302],[41378],[42045],[42556],[42696],[45114],[46822],[47572],[47740],[48313],[51161],[51885],[52562],[52819],[53517],[53768],[54270],[55020],[55039],[56134],[56283],[56714],[57464],[59118],[59592],[61768],[62720],[63986],[65138],[65395],[66093],[66344],[66809],[70504],[70935],[71685],[72152],[72256],[72292],[72636],[74084],[74710],[76418],[77168],[77187],[77344],[77909],[84135],[84839],[87084],[88153],[88257],[88293],[88637],[90085],[94673],[95260],[95825],[97198],[97252],[97520],[97944],[100326],[101592],[102744],[104415],[109874],[112298],[112402],[112410],[113310],[115769],[117143],[117197],[117465],[117889],[123086],[125331],[126540],[128439],[128558],[133884],[135093],[141473],[144268],[146923],[146977],[147245],[148100],[149033],[152830],[152949],[159054],[159158],[160066],[162525],[166608],[172898],[182460],[185545],[186083],[188006],[188884],[189003],[195908],[203058],[203112],[203380],[204235],[205168],[217526],[231018],[235535],[238514],[238805],[252345],[254268],[255146],[255265],[285908],[293527],[295451],[303606],[312507],[315486],[315777],[332181],[362295],[370109],[378264],[381589],[391668],[410631],[438240],[446680],[490635],[498790],[512194],[532290],[580533],[678961] ] cell #540 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2484],[2519],[3824],[3859],[4030],[4409],[4418],[4466],[5155],[5589],[5736],[6490],[6499],[6547],[6807],[6816],[7403],[7433],[7850],[8173],[8534],[8543],[8772],[9129],[9173],[9387],[9396],[10049],[10503],[10533],[10973],[11003],[11649],[11796],[11917],[12559],[12607],[13045],[13315],[13525],[13555],[13803],[13877],[14018],[14379],[14388],[14732],[14762],[15333],[15694],[15703],[16289],[16371],[16815],[17044],[17392],[17621],[17978],[18022],[18236],[18245],[19786],[19888],[20323],[20397],[20689],[21009],[21050],[21348],[21858],[22114],[22343],[22691],[23167],[23437],[23677],[24140],[24501],[24510],[25265],[25802],[26290],[26364],[26505],[26866],[26875],[27249],[28190],[28776],[29331],[29456],[30073],[30114],[30516],[30852],[31039],[31325],[32126],[32518],[33055],[33769],[34204],[34278],[34570],[35229],[35739],[36572],[37417],[38103],[38144],[38442],[38952],[39437],[40531],[41234],[41595],[41604],[42455],[43285],[43861],[44298],[44780],[47084],[47979],[48596],[48637],[49039],[49848],[50649],[51578],[52886],[53624],[53811],[54097],[54898],[56976],[58001],[58511],[59657],[60569],[60904],[61794],[62274],[65462],[66200],[66568],[67398],[67974],[68893],[71197],[73894],[74376],[78233],[79444],[80245],[81982],[82812],[83659],[84931],[86142],[89895],[90344],[91591],[96149],[99400],[106499],[110081],[110850],[113416],[114790],[115637],[119345],[121906],[128782],[130459],[132942],[144533],[150063],[153173],[154850],[162393],[171919],[172766],[185572],[189227],[218556],[223343],[230886],[255489] ] cell #541 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [9068],[11694],[11735],[13851],[16228],[17325],[17917],[18090],[20371],[21063],[22624],[23781],[23973],[25782],[25949],[26338],[28123],[28715],[30127],[30386],[33035],[33202],[33695],[34252],[34944],[36505],[37465],[38157],[40511],[40678],[41067],[43224],[43625],[45710],[47132],[47821],[48650],[48909],[49515],[51558],[51725],[52899],[53158],[57024],[57171],[57716],[60232],[60411],[62254],[63248],[63649],[65475],[65734],[66769],[67738],[68604],[69823],[71245],[71392],[73221],[75306],[78246],[78505],[83013],[84979],[85805],[85984],[87827],[89222],[90247],[90604],[90919],[94336],[96162],[96421],[97838],[100854],[101255],[103340],[105344],[107429],[108998],[110753],[111110],[113429],[114991],[116957],[117783],[119894],[119901],[124052],[127469],[132605],[132784],[134627],[136022],[137719],[141136],[143221],[144546],[145262],[145269],[147966],[149966],[150323],[151517],[152642],[156230],[164539],[172120],[174086],[174912],[181181],[184598],[185779],[187028],[190640],[191762],[192478],[192485],[207652],[216459],[218459],[218816],[220010],[221135],[233032],[235306],[238131],[241667],[242916],[251070],[256902],[271380],[272502],[273218],[273225],[288392],[295935],[300398],[311620],[315103],[331798],[335334],[336583],[350569],[362928],[377881],[383997],[399682],[402960],[407423],[422128],[454978],[462223],[477176],[483454],[504523],[529801],[541363],[565388],[596076],[623532],[662492],[717419],[725896],[827022],[942421] ] cell #542 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [11699],[17330],[18060],[22629],[25787],[25919],[28128],[33040],[33172],[36510],[36863],[37365],[40516],[40648],[46530],[47032],[49520],[51563],[51695],[52161],[52831],[56422],[56924],[57176],[61457],[62259],[64737],[65407],[66774],[68574],[70643],[71145],[71397],[72037],[72775],[77508],[78178],[78405],[83018],[83927],[84274],[84879],[87832],[88038],[88776],[90193],[90555],[92144],[95424],[96094],[96321],[98108],[104160],[104203],[109003],[110000],[110699],[111061],[112183],[112574],[113361],[114996],[116252],[116857],[118053],[119842],[119947],[122174],[122521],[126285],[126328],[129598],[129641],[134632],[135576],[143121],[144105],[144444],[145109],[145210],[145315],[147442],[147485],[149213],[149912],[150274],[151787],[153989],[154032],[156290],[158939],[159330],[163008],[172125],[173381],[173986],[175182],[183457],[185642],[185727],[186889],[187088],[188186],[191321],[192325],[192426],[192531],[194658],[194701],[201244],[203577],[203620],[207922],[215978],[217706],[218405],[218767],[220280],[222482],[222525],[231501],[236071],[237690],[241615],[242777],[242976],[250589],[253151],[254448],[258587],[260920],[260963],[268926],[272061],[273065],[273166],[273271],[275398],[275441],[284360],[288662],[295883],[299053],[301163],[309166],[313043],[314662],[319749],[327561],[331357],[335282],[336444],[336643],[348115],[352254],[354587],[354630],[366439],[377440],[383945],[389225],[397228],[402908],[406078],[408188],[421687],[426774],[442303],[444215],[454926],[458096],[476735],[486965],[504471],[509751],[521415],[529360],[544874],[565336],[576156],[615406],[623480],[639767],[668086],[717367],[737062],[826001],[832257],[980386] ] cell #543 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [4315],[6929],[7264],[9509],[11090],[11171],[11669],[12215],[14849],[14930],[16669],[17201],[17300],[18773],[18854],[22500],[22599],[23842],[24971],[25052],[25316],[25701],[27999],[28079],[28098],[31016],[32569],[32954],[33742],[34841],[36381],[36461],[36480],[36826],[40045],[40430],[40615],[43271],[43912],[44523],[46340],[46493],[47830],[48072],[49490],[51092],[51477],[51662],[52750],[56385],[57090],[59233],[60420],[60662],[61420],[61699],[62173],[63295],[64547],[65326],[66419],[66428],[66729],[68025],[70606],[71311],[72738],[75936],[77533],[81258],[82065],[82663],[82672],[82973],[84237],[85993],[86235],[87272],[87746],[88739],[90152],[90242],[92107],[92386],[95449],[98133],[100901],[102153],[102932],[108917],[109688],[110571],[110658],[110748],[112599],[114043],[114641],[114650],[114951],[116215],[118078],[122484],[125519],[132793],[133035],[134072],[134546],[135539],[142249],[144064],[146233],[148901],[149784],[149871],[149961],[151812],[157327],[159355],[162971],[169728],[171172],[171770],[171779],[172080],[173344],[175207],[182648],[187874],[191280],[199028],[202368],[205919],[207947],[214726],[217394],[218277],[218364],[218454],[220305],[227848],[231464],[237649],[240450],[249337],[254136],[265290],[268614],[272020],[283108],[286659],[288687],[308854],[314621],[326309],[331316],[334117],[347803],[367675],[377399],[380200],[396916],[421646],[443903],[476694],[521719],[529319],[615365],[716358] ] cell #544 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6760],[6837],[9340],[9417],[10817],[10881],[12046],[12123],[14332],[14576],[14640],[16500],[16577],[16799],[18189],[18500],[18564],[18692],[20626],[20913],[20943],[21736],[22098],[24454],[24698],[24762],[24890],[25632],[26819],[27127],[27597],[27843],[29520],[29819],[30500],[30682],[30875],[31207],[32350],[32885],[34507],[34794],[35617],[35979],[36225],[37239],[38830],[39995],[41548],[41984],[42350],[42581],[42703],[42963],[43453],[44046],[45143],[46006],[46199],[46906],[48342],[49023],[49205],[49398],[49730],[51042],[52700],[53979],[55122],[55657],[58389],[58997],[59599],[59941],[60020],[60251],[61185],[61649],[62605],[62727],[62987],[64070],[65276],[66694],[66816],[67076],[67566],[68159],[70119],[74739],[75602],[75795],[76502],[79326],[80638],[81714],[82938],[83341],[85172],[85514],[85593],[85824],[86758],[87222],[90286],[90628],[90707],[90938],[91872],[92336],[93674],[94757],[98791],[99255],[100211],[100333],[100593],[101676],[102882],[107725],[110792],[111268],[113040],[113692],[114916],[118736],[119200],[119961],[121588],[123840],[124071],[125005],[125469],[130141],[131972],[132314],[132393],[132624],[133558],[134022],[139136],[140474],[141557],[145329],[145882],[147754],[147985],[150005],[154532],[158024],[165956],[168397],[170169],[170821],[172045],[175865],[178717],[180969],[181200],[182134],[182598],[186135],[192545],[197697],[199469],[202017],[210667],[214375],[216247],[216478],[218498],[226517],[241323],[248986],[250858],[251089],[263959],[266875],[273285],[282757],[299845],[307115],[325958],[360870],[364974],[367324],[436732],[464269],[520705] ] cell #545 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [21828],[23647],[27219],[31223],[33667],[35709],[38922],[39208],[43196],[43469],[44655],[47854],[49746],[53288],[53995],[55290],[58481],[60444],[60779],[61201],[63220],[65864],[67582],[68768],[73065],[73457],[74251],[78635],[79342],[83534],[86017],[86774],[89066],[89458],[91466],[91888],[96551],[98385],[98510],[98807],[100826],[105188],[105580],[106374],[110488],[115512],[118330],[118455],[118752],[121781],[123186],[125021],[127313],[127705],[130334],[132817],[133574],[138266],[138391],[138688],[148600],[149701],[154725],[156845],[157244],[160203],[162268],[165086],[165211],[165508],[167617],[172641],[175881],[178910],[179035],[182150],[187643],[190852],[190977],[195816],[196917],[200064],[200699],[205836],[210860],[210985],[218194],[223218],[225737],[230761],[234001],[235910],[236803],[237438],[240367],[243531],[245115],[246740],[246865],[251787],[251918],[263179],[276556],[277657],[286576],[291600],[291725],[293378],[294893],[295024],[299541],[301002],[301895],[302530],[312136],[322087],[334034],[337198],[338782],[340407],[340532],[356846],[360152],[361924],[363532],[368036],[369551],[369682],[380117],[387603],[406566],[408027],[408920],[409555],[429112],[439021],[444537],[446309],[458584],[462827],[484058],[488562],[490077],[490208],[508129],[523981],[541967],[549431],[568994],[572874],[578390],[580162],[596680],[636485],[645110],[663096],[670652],[696102],[726500],[739628],[767655],[803750],[835920],[879884],[943479],[952476],[1065476],[1190989] ] cell #546 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4660],[6988],[7837],[9568],[10965],[11268],[12274],[12585],[14724],[15027],[16728],[16900],[16930],[17465],[18648],[18951],[22199],[22229],[22764],[24846],[25149],[25256],[25373],[25389],[27698],[27728],[28263],[30601],[30959],[32509],[32626],[32642],[36080],[36110],[36645],[36715],[36760],[37340],[39985],[40102],[40118],[43852],[43969],[44147],[44347],[46382],[46427],[47007],[49124],[51032],[51149],[51165],[52006],[52690],[52807],[56274],[56319],[59835],[61309],[61354],[61639],[61756],[61990],[64171],[64582],[65266],[65383],[67965],[68082],[68260],[70495],[70540],[72627],[72672],[76603],[77353],[81915],[81994],[82522],[83772],[84126],[84171],[87212],[87329],[88628],[88673],[91996],[92041],[92326],[92443],[94858],[95269],[97243],[97953],[101777],[102872],[102989],[109497],[109801],[109865],[110500],[112419],[114500],[116104],[116149],[117188],[117898],[120162],[120769],[122019],[122373],[122418],[125459],[125576],[128567],[134012],[134129],[135428],[135473],[141658],[144277],[144606],[145530],[146968],[149078],[149713],[152958],[156557],[156621],[157256],[161256],[162860],[162905],[171629],[173233],[173278],[182588],[182705],[185690],[187355],[187419],[188051],[189012],[190243],[191822],[192746],[200741],[203103],[205213],[205848],[217571],[218206],[229749],[231353],[231398],[238559],[240379],[243243],[243307],[254313],[255274],[258084],[270983],[272562],[273486],[285953],[286588],[298550],[303651],[311223],[315531],[332226],[334046],[336910],[336974],[351751],[360520],[378309],[380129],[391713],[405575],[410676],[457593],[481046],[498835],[512239],[538955],[620154],[751324] ] cell #547 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [151632],[159175],[174317],[175027],[191493],[200412],[207767],[215461],[220125],[221451],[237151],[237862],[241578],[250072],[251952],[257755],[268791],[269752],[272233],[283843],[288507],[295058],[295846],[296878],[302243],[309031],[309992],[314834],[318550],[327044],[331529],[335245],[347980],[348941],[351422],[363741],[369716],[371536],[377612],[383908],[384940],[387945],[397093],[398054],[402871],[403903],[409268],[421859],[422556],[425575],[437412],[444080],[448126],[454889],[455921],[460203],[463036],[466672],[470831],[476907],[477604],[484267],[490242],[492062],[504434],[505466],[523747],[529532],[531462],[538130],[542176],[546553],[547195],[547822],[558536],[565299],[566331],[571265],[581979],[589774],[596889],[604684],[611457],[616855],[617497],[623443],[627161],[632946],[634876],[641840],[642067],[652591],[663305],[678133],[684801],[688847],[694493],[705207],[713002],[717330],[718593],[718820],[724350],[729088],[729730],[732387],[735676],[745484],[766046],[785801],[791586],[793516],[811231],[821945],[826215],[828206],[835241],[837595],[838858],[839085],[872643],[893779],[898517],[899159],[901816],[905105],[935475],[942563],[946748],[953498],[955489],[971898],[983370],[1013971],[1016325],[1017588],[1017815],[1051373],[1068024],[1075646],[1095607],[1101307],[1133019],[1139769],[1141760],[1169641],[1194372],[1217324],[1227379],[1254962],[1259851],[1267473],[1293134],[1345897],[1356744],[1379696],[1389602],[1422609],[1462036],[1476408],[1509415],[1553120],[1591938],[1639166],[1712861],[1720916],[1839227],[1960675] ] cell #548 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [12971],[19929],[21274],[21618],[23093],[23308],[29569],[31366],[31760],[33810],[34034],[35155],[35370],[35499],[38368],[38712],[39785],[42369],[44224],[44893],[45438],[46176],[48092],[48419],[49375],[49889],[50113],[50283],[50929],[54138],[54532],[55827],[57927],[58142],[58271],[59344],[60278],[61835],[64248],[68337],[68995],[69006],[69333],[69551],[73820],[74489],[75034],[75772],[76680],[78971],[79485],[79709],[79879],[80525],[81174],[82524],[83761],[84380],[85851],[87408],[89821],[90965],[92522],[93024],[96887],[97884],[99441],[99880],[101854],[103068],[103806],[105943],[106601],[106612],[106939],[107157],[108803],[109885],[110132],[111652],[114502],[117829],[119386],[119825],[120771],[123278],[128068],[129324],[130561],[131180],[131731],[132651],[134208],[136621],[137765],[139322],[139824],[142949],[144031],[144216],[146313],[149345],[151563],[153715],[154952],[155571],[156122],[156888],[164585],[166142],[167014],[167210],[167261],[168781],[170545],[171631],[174958],[176515],[177900],[180407],[185844],[190686],[194384],[196314],[196510],[196561],[198081],[199845],[207698],[209850],[212524],[212709],[213026],[214806],[217838],[220056],[222208],[225381],[235104],[239211],[239407],[240909],[244759],[247135],[247320],[247637],[249417],[256948],[260646],[262823],[266312],[266584],[275124],[277301],[288438],[297343],[297528],[297845],[299185],[300614],[306552],[306824],[316183],[316379],[317881],[321731],[328771],[338426],[354313],[360588],[363144],[364411],[364683],[374854],[385405],[385590],[385907],[387247],[388676],[407639],[428756],[436265],[440104],[440548],[459883],[462439],[463706],[463978],[509202],[521100],[523427],[534154],[546675],[550514],[550958],[573957],[616977],[626841],[637568],[642229],[655283],[680825],[718982],[729210],[785481],[796208],[813923],[839247],[898639],[1017977] ] cell #549 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [29655],[42324],[42755],[44979],[45557],[48178],[48538],[59994],[62779],[63395],[66868],[67211],[69092],[69452],[69670],[74575],[75153],[77088],[84466],[85567],[86333],[87527],[90681],[91112],[92641],[93466],[93809],[94082],[95214],[100385],[101001],[103187],[106698],[107058],[107276],[109211],[110551],[112832],[116444],[122713],[123749],[123814],[124245],[124580],[131266],[132367],[133133],[134327],[135768],[139441],[140266],[140609],[140882],[142014],[143068],[145061],[146784],[147728],[149764],[152045],[155657],[157307],[159588],[160383],[166261],[167680],[169961],[170664],[173573],[175440],[176634],[179842],[180878],[180943],[181374],[181709],[184344],[186109],[186352],[188341],[192277],[196980],[199261],[199964],[201196],[204816],[211792],[213554],[215277],[216221],[216995],[218257],[220538],[224150],[225800],[228081],[228876],[233560],[235273],[235485],[238162],[242240],[245178],[248165],[249888],[250832],[251606],[252614],[263242],[265523],[266849],[267019],[267092],[269081],[271573],[273017],[277720],[280001],[281936],[285556],[293451],[299604],[304370],[307089],[307259],[307332],[309321],[311813],[322150],[325137],[328940],[329152],[329558],[331829],[335907],[338845],[341832],[346281],[359944],[364948],[365118],[367056],[371877],[375023],[375235],[375641],[377912],[387666],[392432],[395394],[400180],[400476],[411395],[414357],[429175],[440717],[440929],[441335],[443013],[444784],[452198],[452494],[464243],[464413],[466351],[471172],[480470],[492403],[512958],[521339],[524228],[525735],[526031],[538379],[551127],[551339],[551745],[553423],[555194],[578637],[605025],[614797],[619043],[619578],[642468],[645357],[646864],[647160],[701865],[716741],[719221],[731276],[745967],[750213],[750748],[777683],[828689],[839486],[851541],[856997],[871532],[900705],[945039],[955972],[1018216],[1030271],[1050262],[1078122],[1142243],[1269949] ] cell #550 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [91321],[110301],[120956],[124454],[143945],[144759],[149514],[150753],[152254],[157057],[157466],[161443],[181583],[186390],[191975],[193179],[194972],[200894],[205649],[206058],[206888],[218007],[219246],[220747],[223942],[229936],[240180],[242025],[242278],[243724],[245813],[252652],[256541],[258237],[259441],[262045],[272715],[273919],[275712],[278709],[280210],[286389],[286798],[287628],[292324],[296293],[298703],[300804],[317152],[319250],[319872],[320696],[333847],[335692],[335945],[337391],[339480],[342734],[344527],[350208],[351904],[353108],[355712],[357898],[363334],[365940],[366562],[367795],[379930],[384355],[386765],[389173],[399321],[403318],[405728],[407142],[407829],[414142],[415841],[417930],[424177],[426275],[426897],[427721],[433064],[436498],[438780],[442251],[455336],[457746],[459160],[462629],[467980],[479225],[483860],[485502],[486466],[487088],[487931],[488321],[495988],[504881],[507291],[509699],[517404],[520978],[521295],[527469],[541769],[543411],[544375],[544997],[545840],[549190],[565746],[568156],[570351],[570666],[572633],[575009],[576104],[577718],[586033],[596482],[598124],[601833],[614885],[623890],[633962],[634277],[636244],[638620],[639715],[641329],[662898],[664540],[667649],[667966],[668352],[672388],[674140],[695861],[698237],[716318],[722446],[722761],[726302],[736625],[736942],[737328],[741364],[743116],[755060],[767414],[769790],[772998],[773419],[773525],[805486],[831820],[832137],[832523],[835679],[846856],[847277],[847383],[862702],[863017],[866558],[881620],[885747],[915378],[943164],[947999],[948420],[948526],[963866],[979949],[980266],[980652],[983808],[995406],[1007401],[1064877],[1070022],[1071600],[1089037],[1097723],[1102558],[1102979],[1103085],[1191309],[1193867],[1209093],[1224232],[1229377],[1230955],[1280864],[1322918],[1334247],[1353681],[1371465],[1404323],[1453789],[1464574],[1530623],[1567841],[1595071],[1659804],[1786898] ] cell #551 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [157817],[186550],[201450],[206409],[235171],[236156],[242438],[244074],[246164],[252812],[253350],[258793],[287149],[294110],[301248],[302782],[305177],[313128],[319410],[319948],[321046],[336105],[337741],[339831],[344256],[352460],[366100],[368460],[368768],[370541],[373245],[382172],[387115],[389310],[390844],[394380],[408273],[409807],[412202],[416191],[418281],[426435],[426973],[428071],[434586],[439445],[442388],[445002],[465395],[468063],[468831],[469836],[486626],[488986],[489294],[491067],[493771],[497966],[500361],[507641],[509836],[511370],[514906],[517754],[524446],[527552],[528320],[529865],[544535],[549855],[552798],[555858],[568506],[573298],[576241],[578068],[578855],[586698],[588779],[591483],[599248],[601916],[602684],[603689],[610588],[615038],[617567],[621627],[636909],[639852],[641679],[645575],[652073],[665664],[671117],[673053],[674223],[674991],[676031],[676536],[685723],[696526],[699469],[702529],[712007],[716614],[717090],[723832],[740093],[742029],[743199],[743967],[745007],[748737],[768079],[771022],[773678],[774046],[776207],[778891],[780267],[782120],[791919],[804215],[806151],[810713],[826658],[836344],[847536],[847904],[850065],[852749],[854125],[855978],[880349],[882285],[886043],[886519],[886796],[891192],[893261],[918166],[920850],[942389],[948679],[949047],[952941],[964162],[964638],[964915],[969311],[971380],[984473],[998194],[1000878],[1004731],[1005129],[1005388],[1040749],[1070318],[1070794],[1071071],[1074454],[1086367],[1086765],[1087024],[1103238],[1103606],[1107500],[1123870],[1128660],[1160799],[1191671],[1196453],[1196851],[1197110],[1212965],[1229673],[1230149],[1230426],[1233809],[1246120],[1258915],[1320820],[1325781],[1327314],[1344961],[1354043],[1358825],[1359223],[1359482],[1451806],[1454151],[1468970],[1484338],[1489299],[1490832],[1541337],[1584704],[1595433],[1614564],[1631728],[1664200],[1714016],[1723973],[1787260],[1823555],[1849695],[1910244],[2028425] ] cell #552 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [8114],[12954],[13959],[14206],[15274],[15426],[19874],[21257],[21559],[23076],[23249],[24081],[24233],[24328],[26446],[26693],[27426],[29317],[30793],[31311],[31743],[32292],[33755],[34017],[34736],[35138],[35311],[35440],[38351],[38653],[39603],[41175],[41327],[41422],[42155],[42957],[44207],[46117],[49316],[49834],[50096],[50266],[53565],[54083],[54515],[55064],[55768],[57508],[57622],[57910],[58083],[58212],[59162],[60261],[61780],[62981],[64231],[66141],[67070],[68320],[71729],[71843],[72553],[73803],[74128],[75713],[76663],[77212],[77677],[78912],[79430],[79692],[79862],[81115],[81968],[82177],[85834],[88554],[89804],[90129],[90948],[95593],[96828],[97867],[98277],[99386],[99821],[100587],[101837],[103747],[104032],[104676],[105926],[108786],[109623],[112743],[114155],[116030],[117812],[118222],[119331],[119766],[120424],[126157],[126801],[128051],[128768],[128931],[128977],[129470],[131714],[132634],[135354],[136604],[136945],[137748],[147314],[148361],[151546],[153159],[153322],[153368],[153861],[156105],[162786],[163765],[164568],[166752],[166824],[167193],[167780],[171284],[173159],[174941],[177553],[186003],[189213],[189376],[189390],[190669],[194037],[196052],[196124],[196493],[197080],[204496],[207681],[209503],[212408],[212550],[220039],[221861],[231279],[235548],[238949],[239021],[239390],[240562],[241819],[247019],[247161],[255475],[255638],[256931],[260299],[266272],[274777],[288421],[293118],[293731],[296087],[297227],[297369],[306512],[315921],[315993],[316362],[317534],[318791],[335486],[353966],[360407],[363982],[364371],[381793],[384149],[385289],[385431],[425816],[436225],[438444],[448367],[459702],[463277],[463666],[484508],[523246],[532494],[542417],[546635],[558777],[582220],[616937],[626660],[679165],[689088],[705448],[729170],[785300],[898599] ] cell #553 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [16345],[24150],[27517],[28832],[30862],[32114],[35137],[39425],[41244],[42246],[42890],[44206],[45814],[49860],[50637],[53634],[54886],[55465],[57909],[58984],[59859],[60166],[61806],[62914],[63825],[66210],[67003],[68562],[69927],[73802],[74045],[75410],[76257],[79456],[80233],[80812],[82023],[82167],[85739],[89803],[90046],[90853],[91247],[92728],[93601],[94512],[97465],[99412],[99647],[100520],[101431],[106168],[107533],[108380],[109500],[109613],[112967],[114145],[117410],[119357],[119592],[120345],[120414],[121100],[121151],[122925],[123986],[124380],[128293],[128823],[128898],[131478],[132539],[139528],[140401],[141312],[145713],[147190],[147900],[152180],[153214],[153289],[155869],[156768],[160901],[161587],[161638],[166348],[166629],[167141],[170096],[171274],[177474],[180054],[181115],[181509],[187566],[189268],[189343],[189888],[192929],[195116],[195167],[195929],[196441],[199396],[200039],[203325],[209424],[212004],[212397],[214206],[216393],[220673],[225261],[229394],[230080],[230131],[235625],[236778],[238826],[239338],[239930],[243454],[247008],[248817],[251004],[255530],[255605],[262703],[268306],[270628],[273669],[275856],[275907],[280136],[280779],[293353],[293548],[297216],[298433],[301870],[305022],[308546],[310868],[315798],[316310],[316902],[323980],[329292],[330445],[337121],[342484],[344671],[344722],[360396],[365188],[373091],[375375],[376528],[381610],[385278],[386495],[393084],[400378],[408895],[412047],[415571],[436324],[438261],[441069],[449573],[452396],[459691],[464483],[472386],[493617],[497054],[513610],[523235],[525933],[530374],[532311],[546734],[551479],[559983],[583426],[606239],[617036],[618076],[626649],[647062],[651503],[677045],[678982],[706654],[721232],[729269],[749246],[785289],[810143],[841497],[861488],[890661],[898698],[968780],[989626],[1020227],[1155051],[1175897] ] cell #554 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [39201],[53281],[55260],[65857],[73058],[73427],[75960],[78628],[89059],[89428],[96544],[98480],[98897],[105181],[105550],[118425],[118842],[123179],[127306],[127675],[128697],[129847],[138361],[138681],[138778],[148593],[153088],[154238],[156838],[160173],[165181],[165501],[165598],[166848],[177273],[178423],[179005],[187636],[189142],[190947],[195809],[196148],[200401],[200669],[204552],[209223],[210373],[210955],[214005],[224968],[226875],[233994],[237140],[237408],[239045],[239729],[241029],[243524],[246835],[248616],[251835],[252161],[252417],[255404],[262410],[264317],[268013],[276549],[281065],[291695],[293832],[294941],[295267],[295523],[298140],[302232],[302500],[304821],[306121],[308253],[312079],[312184],[316017],[316701],[324266],[330731],[337191],[340502],[342283],[357984],[360200],[361653],[361867],[361972],[365474],[368490],[369599],[369925],[370181],[372798],[376814],[386202],[392883],[409257],[409525],[411846],[413146],[415278],[431291],[436019],[439475],[444585],[446038],[446252],[446357],[449859],[460948],[464769],[472093],[486000],[489016],[490125],[490451],[490707],[493324],[497340],[513409],[524029],[530069],[543909],[549885],[556448],[560269],[573328],[578438],[579891],[580105],[580210],[583712],[598622],[605946],[617771],[622217],[636939],[645158],[665038],[670700],[676740],[696556],[703119],[706940],[739676],[748941],[768109],[776411],[780857],[803798],[836374],[850269],[854715],[879932],[918370],[952524],[998398],[1065524],[1074658],[1191947],[1320510] ] cell #555 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [63798],[76043],[76230],[85301],[94485],[98980],[101404],[102270],[111397],[113708],[118925],[122898],[123548],[130076],[130654],[132101],[138861],[141285],[145898],[146583],[154467],[155045],[156678],[158153],[160464],[165681],[168526],[170837],[178652],[179230],[180677],[187476],[188422],[193799],[197826],[200108],[202033],[202718],[204635],[210602],[211180],[214391],[215076],[226646],[227104],[228957],[236456],[236847],[241258],[243364],[244310],[249002],[249687],[252539],[254684],[257099],[260061],[264088],[264546],[269162],[274539],[282773],[283458],[295645],[299974],[301548],[301939],[306350],[309402],[312397],[312867],[313428],[321282],[325974],[326659],[330123],[337031],[337977],[343354],[348351],[353728],[358213],[362185],[362655],[367340],[370303],[374632],[376206],[381224],[381445],[389610],[397464],[408573],[408964],[413375],[416427],[420453],[428307],[433684],[436748],[437875],[438096],[442688],[446570],[447040],[449251],[451725],[459236],[475501],[490829],[495158],[496732],[510136],[517990],[520929],[522780],[528837],[530798],[531925],[532146],[559661],[576541],[580423],[580893],[583104],[585578],[609354],[614530],[618500],[624343],[626194],[640152],[649966],[675508],[677469],[678596],[678817],[706332],[719890],[726763],[744484],[749670],[777140],[782983],[784834],[808606],[829528],[850998],[860146],[884740],[889319],[896192],[919099],[967438],[977657],[999127],[1008258],[1038876],[1075387],[1089894],[1121997],[1163928],[1201158],[1249249],[1321455],[1330457],[1452389],[1582591] ] cell #556 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [76074],[99011],[102297],[118956],[130107],[130681],[134674],[138892],[154498],[155072],[165712],[168553],[169148],[178683],[179257],[197853],[198448],[204666],[210633],[211207],[212723],[214278],[226673],[227135],[227268],[241289],[247334],[248889],[252570],[257126],[264115],[264577],[264710],[266549],[281105],[282660],[283485],[295676],[297542],[300001],[306381],[306789],[312519],[312894],[317991],[324306],[325861],[326686],[330771],[345738],[348238],[358244],[362307],[362682],[364648],[365514],[367227],[370334],[374659],[376854],[381214],[381576],[381884],[385604],[394851],[397351],[402202],[413406],[419450],[433711],[436575],[437865],[438227],[438535],[441682],[446692],[447067],[449899],[451612],[454220],[459240],[459352],[463943],[464809],[474498],[482739],[490860],[495185],[497380],[517877],[520919],[522522],[522784],[522896],[526972],[530625],[531915],[532277],[532585],[535732],[540648],[552092],[560309],[580545],[580920],[583752],[585465],[588073],[608351],[614534],[618327],[624333],[625936],[626198],[626310],[630386],[643651],[648101],[656861],[673643],[677296],[678586],[678948],[679256],[682403],[687319],[706980],[719880],[726767],[742619],[749497],[757106],[761556],[776967],[782973],[784576],[784838],[784950],[789026],[806741],[815501],[829532],[834404],[850825],[860136],[882875],[889309],[896196],[918926],[926535],[930985],[967428],[977661],[998954],[1008262],[1013134],[1038866],[1075214],[1089898],[1094770],[1121987],[1163932],[1201148],[1249253],[1321445],[1330461],[1452393],[1582592] ] cell #557 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [116082],[122351],[134821],[135406],[149056],[156599],[162838],[169295],[173211],[174295],[187397],[188029],[191238],[198595],[200157],[205191],[214612],[215439],[217549],[227415],[231331],[236896],[237607],[238537],[243285],[249223],[250050],[254291],[257500],[264857],[268769],[271978],[282994],[283821],[285931],[296623],[301988],[303629],[309009],[314579],[315509],[318138],[326195],[327022],[331274],[332204],[336952],[347958],[348572],[351167],[361485],[367561],[371281],[377357],[378287],[382081],[384685],[387923],[391691],[397071],[397685],[403648],[409013],[410654],[421604],[422534],[438732],[444058],[445870],[451946],[455666],[459582],[460181],[460780],[470576],[476652],[477582],[482011],[491807],[498813],[505211],[512217],[518211],[523126],[523725],[529277],[532782],[538108],[539920],[546253],[546482],[556280],[566076],[579723],[585799],[589519],[594633],[604429],[611435],[615323],[616555],[616784],[622049],[626540],[627139],[629658],[632691],[641785],[661049],[679453],[684779],[686591],[702951],[712747],[716570],[718538],[725315],[727556],[728788],[729017],[760828],[780689],[785180],[785779],[788298],[791331],[819689],[826160],[830321],[836835],[838803],[854547],[865571],[894744],[896985],[898217],[898446],[930257],[945988],[953443],[972863],[978450],[1009051],[1015565],[1017533],[1044301],[1067969],[1090687],[1100547],[1127422],[1132259],[1139714],[1164721],[1216564],[1227324],[1250042],[1259796],[1292374],[1331250],[1345842],[1378936],[1422554],[1461276],[1509360],[1583419],[1591883],[1712806],[1838592] ] cell #558 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [116086],[122355],[134819],[135410],[149060],[156603],[162842],[169293],[173215],[174299],[187401],[188033],[191245],[198593],[200164],[205195],[214610],[215443],[217553],[227413],[231335],[236903],[237614],[238541],[243289],[249221],[250054],[254295],[257507],[264855],[268773],[271985],[282992],[283825],[285935],[296630],[301995],[303633],[309013],[314586],[315513],[318136],[326193],[327026],[331281],[332208],[336956],[347962],[348570],[351174],[361492],[367559],[371288],[377364],[378291],[382079],[384692],[387927],[391695],[397075],[397683],[403655],[409020],[410658],[421611],[422538],[438730],[444062],[445877],[451944],[455673],[459581],[460185],[460787],[470583],[476659],[477586],[482018],[491814],[498817],[505218],[512221],[518209],[523125],[523729],[529284],[532780],[538112],[539927],[546257],[546483],[556287],[566083],[579730],[585797],[589526],[594640],[604436],[611439],[615330],[616559],[616785],[622056],[626539],[627143],[629665],[632698],[641786],[661056],[679451],[684783],[686598],[702958],[712754],[716574],[718539],[725322],[727563],[728792],[729018],[760835],[780696],[785179],[785783],[788305],[791338],[819696],[826161],[830328],[836839],[838804],[854554],[865578],[894751],[896992],[898221],[898447],[930264],[945992],[953444],[972870],[978457],[1009058],[1015569],[1017534],[1044308],[1067970],[1090694],[1100551],[1127429],[1132263],[1139715],[1164728],[1216568],[1227325],[1250049],[1259797],[1292378],[1331257],[1345843],[1378940],[1422555],[1461280],[1509361],[1583423],[1591884],[1712807],[1838593] ] cell #559 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [12591],[17471],[19419],[22770],[25548],[26147],[28269],[32801],[33400],[36651],[36909],[36985],[40277],[40876],[46576],[46652],[51324],[51923],[52106],[52338],[56468],[56544],[61503],[62149],[64682],[64914],[70689],[70765],[71962],[72821],[77453],[77685],[83872],[84320],[84669],[87963],[88822],[92190],[95369],[95601],[98053],[104085],[109940],[112108],[112519],[113086],[116298],[117998],[122119],[122567],[126210],[129523],[135622],[144364],[145049],[147367],[151732],[153914],[158864],[159275],[163054],[173427],[175127],[185631],[186809],[192265],[194583],[201184],[203502],[207867],[220225],[222407],[231547],[236060],[242697],[253071],[258527],[260845],[273005],[275323],[288607],[298993],[301152],[313032],[319669],[336364],[352194],[354512],[366359],[389214],[406018],[408177],[426694],[442292],[458036],[486885],[509740],[521404],[544794],[576145],[639756],[668075],[737051],[832246],[980375] ] cell #560 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [28981],[38001],[41855],[47668],[53025],[53646],[57560],[65601],[66222],[71781],[72176],[72900],[78372],[78993],[88177],[88901],[96288],[96909],[97282],[98288],[104299],[105023],[112322],[113555],[117227],[118233],[126424],[127148],[128612],[129737],[137163],[138169],[147007],[147581],[148435],[153003],[154128],[159078],[163983],[164989],[167998],[177188],[186173],[189057],[189608],[190755],[194797],[197298],[203142],[203716],[209138],[213920],[222621],[235768],[236602],[239644],[245496],[248531],[255319],[255870],[261059],[275537],[278038],[293221],[294707],[301694],[304736],[313574],[316616],[322468],[339163],[342198],[354726],[361042],[369365],[382769],[389756],[392798],[408719],[411761],[429493],[442834],[445427],[460337],[468660],[489891],[510282],[513324],[528149],[555837],[576687],[579280],[602513],[621606],[640298],[674820],[702508],[717069],[743796],[780246],[854104],[886498],[964617],[1070773],[1230128] ] cell #561 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [28987],[38007],[41856],[47674],[52591],[53647],[57566],[65167],[66223],[71787],[72177],[72299],[77938],[78994],[88178],[88300],[95854],[96910],[97205],[97547],[104300],[104422],[112323],[113339],[117150],[117492],[126425],[126547],[128514],[129738],[137086],[137428],[146930],[147582],[148107],[152905],[154129],[159079],[163906],[164248],[167921],[177090],[186090],[188959],[189531],[190349],[194798],[197221],[203065],[203717],[209040],[213822],[222622],[235665],[236519],[239546],[245419],[248433],[255221],[255793],[261060],[275538],[277961],[293209],[294604],[301611],[304638],[313491],[316518],[322391],[339086],[342100],[354727],[361030],[369262],[382666],[389673],[392700],[408636],[411663],[429416],[442751],[445415],[460325],[468557],[489788],[510199],[513226],[528046],[555825],[576604],[579268],[602410],[621594],[640215],[674717],[702496],[717057],[743693],[780234],[854092],[886486],[964605],[1070761],[1230116] ] cell #562 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [58965],[74026],[80779],[90027],[98603],[99614],[106149],[118548],[119559],[128274],[128812],[129866],[138484],[139495],[153203],[154257],[165304],[166315],[166867],[168263],[177388],[178442],[189257],[191070],[196167],[197563],[209338],[210392],[212612],[214120],[224987],[226383],[239064],[239844],[241048],[247223],[248731],[255519],[262429],[263825],[268032],[280994],[293851],[297431],[298159],[299711],[304936],[308272],[316036],[316816],[324195],[330660],[342398],[360681],[361672],[365403],[372817],[376743],[385493],[386221],[392998],[411961],[415297],[435894],[437573],[446057],[449788],[460967],[464698],[472112],[493343],[497269],[513524],[521841],[531623],[547983],[556467],[560198],[579910],[583641],[605965],[622236],[625255],[642970],[652752],[678294],[703138],[706869],[724511],[756425],[780876],[783895],[811392],[833723],[854734],[893940],[925854],[943092],[972059],[1012453],[1094089],[1129363],[1213668],[1326484],[1490002] ] cell #563 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [108516],[131614],[142457],[156005],[168715],[170271],[180190],[198015],[199571],[212140],[212986],[214308],[226835],[228391],[247597],[248919],[264277],[265833],[266579],[268400],[281368],[282690],[297805],[300163],[306819],[308640],[324569],[325891],[329038],[331034],[345768],[347589],[364678],[365777],[367257],[375121],[377117],[385867],[394881],[396702],[402232],[419368],[436605],[440815],[441712],[443689],[450162],[454250],[463973],[465072],[474416],[482657],[497643],[521440],[522552],[526890],[535762],[540566],[551225],[552122],[560572],[584015],[588103],[614412],[616205],[625966],[630304],[643681],[648019],[656891],[682433],[687237],[707243],[717529],[728438],[747375],[757136],[761474],[784606],[788944],[815531],[834434],[837794],[857785],[868694],[897867],[926565],[930903],[950925],[985923],[1013164],[1016524],[1047424],[1072339],[1094800],[1137196],[1172194],[1191603],[1221501],[1264166],[1350212],[1386833],[1473639],[1588021],[1748136] ] cell #564 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [108513],[131611],[142417],[156002],[168712],[170231],[180187],[198012],[199531],[212137],[212873],[214300],[226832],[228351],[247484],[248911],[264274],[265793],[266571],[268405],[281255],[282682],[297692],[300160],[306811],[308645],[324456],[325883],[329043],[330921],[345760],[347594],[364670],[365664],[367249],[375126],[377004],[385754],[394873],[396707],[402224],[419373],[436597],[440820],[441704],[443694],[450049],[454242],[463965],[464959],[474421],[482662],[497530],[521445],[522544],[526895],[535754],[540571],[551230],[552114],[560459],[583902],[588095],[614423],[616210],[625958],[630309],[643673],[648024],[656883],[682425],[687242],[707130],[717540],[728443],[747380],[757128],[761479],[784598],[788949],[815523],[834426],[837805],[857796],[868699],[897872],[926557],[930908],[950930],[985934],[1013156],[1016535],[1047429],[1072350],[1094792],[1137201],[1172205],[1191614],[1221506],[1264177],[1350223],[1386844],[1473650],[1588032],[1748147] ] cell #565 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [183883],[216807],[232760],[251418],[268990],[271108],[285189],[309230],[311348],[328390],[329351],[331167],[348179],[350297],[375434],[377250],[397292],[399410],[400457],[402713],[419681],[421497],[441128],[444279],[452475],[454731],[474729],[476545],[480755],[482970],[502020],[504276],[526012],[527203],[529170],[538664],[540879],[551538],[562885],[565141],[571998],[593377],[615148],[619863],[620887],[623285],[630617],[635609],[647141],[648332],[659793],[669739],[687550],[717102],[718265],[723069],[733120],[738715],[751033],[752057],[761787],[789257],[794249],[826060],[827877],[838530],[843334],[858521],[863325],[873376],[902549],[908144],[931216],[943583],[955160],[976006],[986659],[991463],[1017260],[1022064],[1052106],[1073075],[1076666],[1098142],[1109719],[1141431],[1172930],[1177734],[1199449],[1236021],[1264902],[1268493],[1301546],[1328095],[1350948],[1394679],[1431251],[1452074],[1481485],[1524471],[1611033],[1647304],[1732625],[1843284],[1992841] ] cell #566 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [290542],[334528],[356548],[380611],[403443],[406268],[424858],[455461],[458286],[479906],[481287],[483299],[505006],[507831],[539196],[541208],[565871],[568696],[569988],[572604],[593909],[595921],[620395],[624015],[633599],[636215],[660325],[662337],[667620],[670271],[693216],[695832],[722083],[723601],[725741],[736596],[739247],[751565],[764769],[767385],[775487],[800718],[826795],[831791],[832924],[835650],[843866],[849345],[862339],[863857],[876852],[888260],[908676],[943135],[944318],[949355],[960207],[966379],[979920],[981053],[991995],[1022596],[1028075],[1064546],[1066301],[1077401],[1082438],[1098877],[1103914],[1114766],[1146478],[1152650],[1178266],[1192083],[1203794],[1225656],[1236756],[1241793],[1269228],[1274265],[1306593],[1328830],[1332463],[1354455],[1366166],[1399024],[1431986],[1437023],[1459543],[1495981],[1525206],[1528839],[1562542],[1589580],[1611768],[1654773],[1691211],[1712523],[1740094],[1781407],[1864528],[1898794],[1978822],[2080919],[2214017] ] cell #567 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [35873],[50037],[56201],[58645],[61983],[64002],[69068],[76434],[79633],[81548],[82440],[84442],[86925],[93424],[94689],[99589],[101608],[102585],[106674],[108557],[109981],[110393],[112790],[114418],[115786],[119534],[120687],[121194],[123102],[125172],[131242],[131655],[133725],[135110],[140224],[141489],[142466],[144397],[144597],[149606],[155633],[156046],[157149],[157702],[159907],[161174],[161681],[162542],[167110],[169919],[170280],[171547],[172915],[180231],[182301],[183686],[185554],[185681],[190161],[191813],[195210],[196410],[199219],[199580],[200637],[200732],[201637],[204252],[205741],[206294],[212181],[212890],[212995],[216610],[218099],[228400],[229667],[230174],[231035],[237376],[239307],[240272],[246049],[247501],[247606],[251221],[252446],[258075],[258980],[265842],[266294],[266924],[270901],[272553],[275950],[281377],[284992],[286481],[287034],[295552],[297709],[297814],[298541],[302468],[305364],[306534],[307164],[311141],[312098],[316279],[324578],[328193],[328793],[331043],[333939],[339716],[344765],[346113],[351742],[352647],[360511],[361886],[364393],[365023],[365786],[370210],[374876],[377126],[380022],[385771],[385876],[395226],[402577],[405566],[409493],[412389],[418166],[419123],[436038],[436247],[440570],[442057],[446271],[450171],[454595],[457584],[463688],[464318],[465081],[474171],[481037],[482412],[490736],[497652],[500548],[521122],[526645],[536107],[538946],[540321],[546657],[550980],[552467],[560581],[569891],[580124],[584024],[588448],[614851],[616959],[620145],[630059],[633502],[642251],[647774],[657236],[682778],[686992],[707252],[719004],[721986],[727084],[729192],[746021],[751315],[761229],[788699],[815876],[828743],[829849],[839269],[862242],[867340],[896513],[898621],[930658],[947386],[956026],[977978],[1017999],[1046070],[1080469],[1101945],[1133657],[1142297],[1217962],[1239824],[1272296],[1413192],[1435054] ] cell #568 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [103637],[116037],[126054],[135361],[143518],[144938],[151307],[161339],[162793],[173166],[174702],[183183],[183937],[185613],[186666],[190326],[192154],[194064],[201073],[201764],[204503],[205557],[207442],[216861],[219800],[221888],[229832],[231286],[232822],[236042],[240088],[242554],[251472],[252928],[253645],[256692],[258123],[258416],[259107],[260326],[271066],[271170],[272894],[274804],[285243],[286297],[288182],[290270],[293805],[298589],[298882],[301134],[305491],[311306],[311410],[312813],[313014],[314067],[317561],[319526],[320243],[328444],[329508],[333755],[334256],[336221],[350359],[351790],[352083],[352774],[353993],[360619],[362601],[366216],[373540],[375591],[379838],[380339],[381925],[389196],[390249],[399472],[400830],[400888],[405614],[405907],[408159],[412516],[419838],[424586],[426551],[427268],[435817],[438576],[441285],[442274],[446986],[450601],[452848],[452906],[457632],[457925],[459268],[474886],[479634],[480499],[481145],[483127],[486742],[494066],[500675],[502451],[509722],[510775],[521386],[522812],[526385],[526443],[527360],[532626],[538408],[539054],[541036],[544651],[551695],[563316],[569670],[572429],[576127],[580839],[584454],[591778],[593121],[614562],[619607],[620253],[621318],[626226],[630774],[633281],[636040],[639738],[647514],[647572],[648489],[659537],[668057],[669483],[679297],[687707],[691322],[716770],[721765],[722813],[733551],[737033],[738459],[750777],[751423],[752488],[761944],[773202],[784866],[789414],[794680],[826401],[826481],[832228],[843078],[847060],[857026],[862021],[863069],[873807],[902980],[907888],[931373],[945068],[948203],[953764],[974530],[974610],[980357],[991207],[1021808],[1052537],[1067090],[1067170],[1068290],[1078151],[1102762],[1108323],[1140035],[1177478],[1195813],[1204583],[1204663],[1227645],[1269978],[1300150],[1336193],[1358185],[1391043],[1399813],[1399893],[1477849],[1499711],[1532569],[1673079],[1694941] ] cell #569 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [176347],[194415],[208814],[222239],[234467],[236376],[244833],[258659],[260677],[275155],[277375],[289554],[290621],[293190],[294430],[299125],[301468],[303952],[313348],[314305],[317912],[319298],[321805],[334607],[338500],[341414],[352326],[354344],[356564],[361011],[365988],[369088],[380690],[382492],[383377],[387321],[389179],[389530],[390487],[392014],[406150],[406284],[408493],[410977],[424937],[426323],[428830],[431744],[436546],[442257],[442608],[445396],[450839],[458168],[458302],[460072],[460306],[461546],[465933],[468383],[469268],[479985],[481303],[486514],[487164],[489614],[507847],[509705],[510056],[511013],[512540],[521369],[523616],[527872],[536658],[539212],[544423],[545073],[547023],[555806],[557046],[568712],[570399],[570466],[576110],[576461],[579249],[584692],[593925],[599786],[602236],[603121],[614338],[617325],[620411],[621575],[627030],[631286],[634010],[634077],[639721],[640072],[641815],[660341],[666202],[667357],[668040],[670287],[674543],[683329],[691560],[693694],[702477],[703717],[717038],[718568],[722494],[722561],[723617],[729558],[736333],[737016],[739263],[743519],[751581],[765247],[772978],[775965],[780215],[785670],[789926],[798712],[800455],[826190],[831528],[832211],[833402],[838833],[843882],[846836],[849823],[854073],[862750],[862817],[863873],[876589],[886467],[887997],[898987],[908692],[912948],[942800],[947979],[949092],[960685],[964586],[966116],[979657],[980340],[981531],[992011],[1004920],[1017563],[1022612],[1028553],[1064857],[1064932],[1070742],[1082175],[1086556],[1097359],[1102538],[1103651],[1115244],[1146956],[1152387],[1178282],[1193503],[1196642],[1202425],[1224212],[1224287],[1230097],[1241530],[1274002],[1307071],[1322898],[1322973],[1324052],[1333883],[1359014],[1364797],[1397655],[1436760],[1455989],[1464554],[1464629],[1487570],[1530259],[1561173],[1597271],[1618747],[1651219],[1659784],[1659859],[1736540],[1757386],[1789098],[1922811],[1943657] ] cell #570 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [59520],[82207],[82286],[110220],[114185],[114264],[115319],[120454],[120533],[121185],[149433],[150481],[156976],[157548],[160941],[161020],[161672],[162075],[171314],[171393],[172448],[176329],[189928],[190007],[193098],[195201],[201464],[204120],[205568],[206140],[206616],[208796],[217926],[218974],[223025],[229434],[229513],[230165],[230568],[234449],[235715],[236564],[240099],[245895],[256269],[258043],[258807],[259360],[270668],[270747],[273838],[275941],[278437],[284860],[286308],[286880],[287356],[289536],[291407],[293212],[294654],[297166],[301656],[305191],[310908],[310987],[313536],[317071],[318449],[328061],[329382],[330231],[333766],[334990],[339562],[342653],[344756],[349936],[351710],[352474],[353027],[357626],[361033],[363640],[369312],[375465],[376314],[379849],[381073],[382716],[388243],[399049],[400237],[401679],[404191],[406870],[408681],[412216],[418012],[420561],[424096],[425474],[432983],[436212],[439671],[441159],[445418],[449359],[452255],[453697],[456209],[458888],[460328],[475609],[479144],[481396],[481559],[484166],[487850],[489838],[496840],[500375],[503242],[508769],[521013],[525792],[528945],[535209],[539305],[539468],[542075],[545759],[551569],[559769],[564107],[570065],[570585],[573524],[579271],[583212],[587550],[594181],[614317],[615890],[620504],[623039],[629206],[633676],[634196],[637135],[646921],[650074],[656338],[660597],[667376],[667684],[681880],[686139],[706440],[722160],[722680],[724863],[728123],[736352],[736660],[747060],[751674],[754209],[760376],[772957],[787846],[814978],[826845],[831547],[831855],[846815],[859263],[862416],[862936],[865119],[868379],[897552],[929805],[942819],[947958],[950610],[974974],[979676],[979984],[987401],[1047109],[1064836],[1067534],[1083693],[1097378],[1102517],[1136881],[1173672],[1193522],[1205027],[1221186],[1224191],[1275520],[1322877],[1333902],[1400257],[1416416],[1464533],[1530278],[1659763] ] cell #571 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [279736],[304411],[323763],[341873],[358925],[361389],[371956],[389850],[392473],[411436],[414436],[430788],[432203],[435869],[437251],[442928],[445774],[448818],[460684],[461842],[466392],[468117],[471251],[487623],[492482],[496299],[510376],[512999],[515999],[521816],[527606],[531301],[545532],[547661],[548691],[553502],[555789],[556184],[557342],[559228],[576781],[576945],[579627],[582671],[600245],[601970],[605104],[608921],[615092],[621558],[621953],[625230],[631582],[640392],[640556],[642680],[642945],[644327],[649533],[652430],[653460],[666661],[668222],[674277],[675075],[677972],[700173],[702460],[702855],[704013],[705899],[717021],[719433],[724189],[734186],[737198],[743253],[744051],[746338],[756400],[757782],[771726],[773732],[773808],[780198],[780593],[783870],[790222],[801320],[808173],[811070],[812100],[825981],[829060],[832393],[833698],[839698],[844454],[847590],[847666],[854056],[854451],[856592],[877454],[884307],[885765],[886450],[888862],[893618],[903615],[913244],[915767],[925829],[927211],[943067],[944634],[948733],[948809],[949957],[956343],[963884],[964569],[966981],[971737],[980522],[995795],[1004711],[1007790],[1012428],[1018428],[1023184],[1033181],[1035322],[1064660],[1070040],[1070725],[1071989],[1077717],[1083040],[1086347],[1089426],[1094064],[1103292],[1103368],[1104516],[1118443],[1129338],[1130905],[1142614],[1153252],[1158008],[1191327],[1196433],[1197563],[1209482],[1213643],[1215210],[1229395],[1230080],[1231344],[1242395],[1256487],[1269544],[1274867],[1281253],[1320800],[1320870],[1326459],[1337943],[1342533],[1353699],[1358805],[1359935],[1371854],[1404712],[1410440],[1437625],[1453807],[1456796],[1462526],[1484318],[1484388],[1489977],[1501461],[1534319],[1568230],[1584684],[1584754],[1585744],[1595089],[1619554],[1625284],[1657756],[1696691],[1715986],[1723953],[1724023],[1745859],[1786916],[1817111],[1851665],[1871656],[1902257],[1910224],[1910294],[1982285],[2001222],[2030395],[2151714],[2170651] ] cell #572 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [12594,108431],[17474,131529],[19435,142468],[22773,155920],[25551,167733],[26163,170282],[28272,180105],[28951,183650],[32804,197033],[33416,199582],[36654,212055],[37162,213614],[37971,216574],[40280,225853],[40892,228402],[46829,248225],[47638,251185],[51327,263295],[51939,265844],[52264,266804],[52360,267089],[56721,281996],[57530,284956],[62152,299657],[64840,307044],[64936,307329],[70942,325197],[71751,328157],[71984,328937],[77611,345993],[77707,346278],[84030,364903],[84846,367116],[87985,375020],[95527,395106],[95623,395391],[98211,402457],[104107,419267],[112130,440714],[112677,441937],[113108,443010],[118156,454475],[122277,464198],[126232,474315],[129545,482556],[144386,521336],[147389,526789],[151890,535987],[153936,540465],[158886,551124],[159433,552347],[175285,588328],[186831,616101],[194605,630203],[203524,647918],[208025,657116],[220383,682658],[222429,687136],[242719,728334],[253093,747271],[260867,761373],[275345,788843],[288765,815756],[319691,868590],[336386,897763],[354534,930802],[366381,950821],[426716,1047320],[486907,1137092],[544816,1221397], [2236,37045,129346],[3317,46712,153737],[3986,52405,167658],[4453,56604,177922],[5535,63876,194406],[5692,64981,196958],[6534,70825,209872],[6724,72273,213102],[7308,76308,222230],[7486,77752,225778],[7530,78037,139344],[8625,84729,240931],[9004,45925,245231],[9085,86927,245156],[9304,88274,247713],[10429,94563,260668],[10586,95668,263220],[10630,95953,166164],[10792,97179,266433],[11595,101482,275146],[11752,102587,277698],[12010,104396,281484],[12093,104795,179820],[12102,56899,106036],[13064,110604,297867],[13676,113153,299582],[14197,63993,304430],[14296,115750,303918],[14470,116707,199867],[14551,117124,306673],[15785,122976,317903],[16164,70038,322203],[16245,125174,322128],[16464,126521,324685],[16547,126920,211770],[16556,71120,128161],[17853,75521,338898],[17934,133727,338823],[18153,135074,341380],[18358,39867,224413],[19278,141363,354335],[19479,142753,142971],[19951,82546,144983],[20068,145121,365096],[20601,146904,364532],[20877,148081,366604],[21132,149014,368206],[21367,149817,247659],[21517,86882,371874],[21979,152366,251584],[21988,87725,156215],[23186,157360,385929],[23764,92839,387719],[23798,159909,387644],[24319,94680,392492],[24418,162506,391980],[24592,51983,163463],[26684,101599,411455],[26783,172879,410943],[26957,170567,173836],[27336,55576,277773],[27417,56188,280322],[28651,107644,429228],[28732,182303,429153],[29034,184049,184322],[29043,108726,108896],[29156,59426,292795],[29492,186064,436454],[29588,186349,440582],[29633,110529,186713],[30196,187987,439191],[31169,113893,444781],[31388,114524,192199],[31505,192337,307237],[31853,64341,116344],[33832,120793,201118],[33949,201256,464391],[34127,68430,122613],[34482,203039,463827],[34727,123093,466411],[34758,204216,465899],[35013,205149,467501],[35248,70735,205952],[35398,125129,471169],[35826,35869,125972],[35860,71834,208501],[38226,217507,488732],[38461,213048,218310],[38611,133682,492400],[39073,216973,220859],[39082,131824,134525],[39594,76425,341892],[40858,139639,508245],[40936,41686,231956],[41413,141480,513018],[41512,230999,512506],[42065,80923,356962],[42146,81535,359511],[42388,235270,521134],[42677,144609,235974],[43415,146083,524225],[43694,238495,525198],[44317,84366,240483],[44912,242237,374888],[44957,149742,242601],[45460,87430,151705],[48015,252326,546864],[48111,252611,550992],[48156,157285,252975],[48441,92544,159248],[48719,254249,549601],[49274,159864,553420],[49692,160649,555191],[49911,95342,258461],[50028,95584,258599],[50206,50376,163100],[51905,166459,569110],[53788,99758,406682],[53941,171022,578634],[54160,171653,272939],[54277,266997,273077],[54625,101947,173473],[55726,102542,414354],[56197,103970,176832],[56514,58020,286692],[57499,180222,600264],[57613,58632,289241],[57785,285889,601354],[58170,182258,605022],[58598,58641,183101],[59153,108548,432222],[59573,185693,293267],[60605,295432,617166],[61147,188607,619040],[61857,112492,298927],[61974,112734,299065],[62701,191825,301066],[63373,116422,194532],[63718,303587,628612],[66364,119703,458700],[66501,312242,642263],[66675,200521,642465],[66790,200744,312946],[67189,122691,203451],[67528,202218,645354],[67807,315467,646327],[69025,126150,319209],[69070,126159,319573],[69355,69573,207840],[71720,212172,666680],[72867,73913,334150],[73290,332162,671869],[74119,131646,487642],[74508,328805,335904],[74553,218235,336268],[75056,134230,220198],[76773,135668,136714],[77426,79507,352128],[77668,79624,352266],[78870,228357,700091],[79288,229142,701862],[79802,79972,231593],[81073,142423,515917],[81501,81544,234952],[82745,362030,719016],[82919,237260,719218],[84399,147307,365899],[84444,147316,366263],[86178,370090,729399],[86720,244495,731273],[88868,89914,380233],[89291,378245,740845],[90120,156037,545551],[91834,254869,750210],[93388,163772,389128],[93787,94060,260794],[94405,391649,759782],[96786,265799,771644],[98026,99463,405952],[98268,99580,406090],[98753,269347,777680],[99779,170237,576863],[100307,272565,408091],[100979,173551,275272],[101324,410612,787252],[103090,175100,176537],[104025,106631,426234],[104034,106676,426598],[104281,281261,801105],[106961,107179,288580],[109904,185996,436392],[112754,189397,442206],[114723,446415,839281],[114897,302352,839483],[117971,119408,457970],[118213,119525,458108],[118698,309587,851538],[119724,199537,640474],[121166,314232,859474],[124967,321467,871529],[126406,324462,877239],[128865,212879,668007],[129463,131199,486425],[129472,131244,486789],[129719,330927,888647],[132978,490616,898828],[133520,338162,900702],[135746,222356,224128],[136091,498771,910274],[136952,140188,509654],[140587,140860,354461],[141205,512175,929211],[144322,235555,521250],[147563,365670,949742],[153256,247490,736983],[153854,155590,544334],[153863,155635,544698],[154110,377010,966766],[161653,390414,987612],[166817,167033,570245],[167787,169883,576059],[171852,580268,1018011],[172026,409377,1018213],[175827,416612,1030268],[182096,428492,1050259],[189310,297698,832178],[194779,450055,1082825],[195182,450766,1083904],[196117,196333,633856],[197087,199183,639670],[203698,464965,1104301],[212557,212815,667921],[222603,497536,1153037],[230146,510940,1173883],[239014,239230,722340],[247168,247426,736897],[255572,385760,980307],[261041,560465,1242180],[275519,583908,1274652],[275922,584619,1275731],[297376,297634,832092],[315986,316202,862596],[344737,691487,1416627],[354708,707136,1437410],[385438,385696,980221] ] cell #573 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2237],[2520],[3318],[3860],[3971],[4454],[4468],[5536],[5590],[5677],[6535],[6549],[6663],[6722],[7309],[7435],[7471],[7851],[8626],[8780],[9070],[9175],[9243],[9302],[10430],[10535],[10571],[10790],[11005],[11596],[11650],[11737],[11949],[12008],[12609],[13323],[13464],[13557],[13661],[13756],[13853],[13879],[14549],[14764],[15786],[16230],[16403],[16462],[17076],[17629],[17919],[18024],[18473],[19279],[19384],[19816],[20276],[20373],[20399],[20599],[20721],[20875],[20990],[21043],[21860],[22375],[23445],[23586],[23679],[23783],[23975],[24671],[25605],[26044],[26243],[26340],[26366],[27251],[28717],[29394],[29490],[29783],[30054],[30107],[30388],[30655],[31072],[32158],[32858],[33297],[33697],[34157],[34254],[34280],[34480],[34602],[35741],[37493],[38084],[38137],[38954],[39469],[40773],[41069],[42346],[42436],[42933],[43226],[43318],[45107],[45712],[45979],[47160],[47917],[48306],[48577],[48630],[48911],[49178],[50681],[51820],[52879],[53160],[53844],[54930],[55630],[57052],[58513],[60016],[60507],[62957],[63250],[65455],[65736],[66549],[67046],[67431],[69220],[69825],[70092],[71273],[72914],[74703],[75308],[75575],[78226],[80277],[82793],[84594],[85007],[85589],[86080],[88915],[90703],[93644],[96142],[100563],[100856],[103342],[105037],[106826],[107431],[107698],[113010],[113409],[114771],[123836],[127162],[131394],[132389],[132880],[140444],[144526],[147750],[148449],[155785],[170139],[171900],[180965],[186131],[186226],[199439],[216243],[235141],[250854],[266871],[307111],[364970],[464265] ] cell #574 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2240],[3321],[3972],[4457],[5539],[5678],[6538],[6664],[6723],[7312],[7472],[7534],[8629],[9071],[9244],[9303],[10433],[10572],[10634],[10791],[11599],[11738],[11950],[12009],[12079],[13065],[13465],[13662],[13854],[14474],[14550],[15789],[16231],[16404],[16463],[16533],[17077],[17920],[18474],[18491],[19282],[19483],[19817],[19893],[20374],[20600],[20722],[20876],[21368],[21965],[22376],[23187],[23587],[23784],[23976],[24672],[24689],[25606],[25623],[26341],[26961],[28718],[29020],[29336],[29491],[29563],[29784],[30389],[30656],[30673],[31254],[31330],[32159],[32859],[32876],[33698],[33774],[34255],[34481],[34603],[38462],[39059],[39470],[41070],[41783],[42347],[42363],[42934],[43227],[43500],[44660],[44887],[45108],[45713],[45980],[45997],[47859],[48086],[48307],[48912],[49179],[49196],[50682],[53161],[53445],[54026],[54102],[54931],[55631],[55648],[60017],[60449],[60784],[62387],[62958],[63251],[65737],[66021],[66476],[67047],[67613],[69221],[69826],[70093],[70110],[73096],[74256],[74483],[74704],[75309],[75576],[75593],[78792],[80278],[82720],[83123],[84595],[85590],[86022],[89097],[90704],[91471],[93645],[96708],[98390],[99993],[100564],[100857],[103343],[105219],[106827],[107432],[107699],[107716],[113011],[114698],[118335],[121370],[123837],[127344],[129923],[131395],[132390],[132822],[138271],[140445],[147751],[148631],[154314],[155786],[165091],[170140],[171827],[178499],[180966],[186132],[190857],[199440],[210449],[216244],[235915],[241105],[250855],[266872],[293958],[307112],[359985],[364971],[464266] ] cell #575 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2417],[2424],[4094],[4101],[4307],[5800],[5807],[6694],[6772],[6921],[7594],[7601],[9274],[9352],[9501],[10694],[10701],[10778],[10943],[11980],[12058],[12207],[13495],[14537],[14702],[15799],[15806],[16434],[16512],[16661],[16942],[17107],[18461],[18626],[18704],[20587],[20752],[20925],[22241],[22406],[23003],[23016],[23617],[23834],[24659],[24824],[24902],[25593],[27740],[27905],[30030],[30043],[30643],[30937],[32189],[32362],[32846],[33537],[33543],[33734],[34468],[34633],[36122],[36287],[37057],[39500],[40322],[41996],[42902],[43066],[43072],[43263],[44359],[45354],[45367],[45967],[46261],[46724],[47786],[47794],[49166],[50712],[51369],[54961],[55134],[55618],[56616],[59059],[59890],[60376],[60384],[62926],[63090],[63096],[63287],[63888],[64383],[66385],[67015],[70080],[70837],[74950],[74963],[75563],[75857],[76320],[80308],[80965],[81796],[82629],[84741],[85463],[85949],[85957],[93613],[94575],[100532],[100696],[100702],[100893],[101494],[101989],[107686],[108443],[109654],[111559],[112979],[113774],[114607],[122988],[131541],[132263],[132749],[132757],[140413],[141375],[145964],[148867],[155932],[158315],[168688],[170108],[170903],[171736],[180117],[187840],[197988],[199408],[202099],[212067],[214457],[217360],[226808],[249068],[254102],[264250],[268580],[282839],[300136],[308820],[326040],[347769],[367406],[396882],[436814],[443869],[521685],[614365] ] cell #576 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2425],[4102],[4306],[5808],[6773],[6920],[7247],[7602],[9353],[9500],[10702],[10942],[11154],[12059],[12206],[14701],[14913],[15807],[16513],[16660],[16855],[16921],[18625],[18705],[18837],[20926],[22154],[22220],[23017],[23833],[24823],[24903],[25035],[25247],[27653],[27719],[27904],[30044],[30556],[30936],[32363],[32500],[33545],[33733],[34824],[36035],[36101],[36286],[37295],[39976],[40301],[41997],[43074],[43262],[43843],[44102],[44338],[45368],[46260],[46962],[47783],[47793],[48043],[49079],[51023],[51348],[52681],[55135],[56361],[59058],[59826],[60373],[60383],[60633],[61630],[63098],[63286],[64126],[64362],[65257],[66384],[66463],[67956],[68215],[70582],[72714],[74964],[75856],[76558],[80944],[81793],[82513],[82628],[82707],[84213],[85399],[85946],[85956],[86206],[87203],[88715],[92317],[94813],[100704],[100892],[101732],[101968],[102863],[108188],[109653],[111495],[113771],[114491],[114606],[114685],[116191],[120760],[122460],[125450],[131013],[132199],[132746],[132756],[133006],[134003],[135515],[141613],[145961],[148866],[155404],[158251],[161247],[162947],[168624],[170900],[171620],[171735],[171814],[173320],[179589],[182579],[187839],[190234],[197924],[202096],[211539],[214454],[217359],[226744],[229740],[231440],[249065],[254101],[264186],[268579],[270974],[282836],[300072],[308819],[311214],[326037],[347768],[367403],[396881],[436811],[443868],[521684],[614364] ] cell #577 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [4648],[6957],[7803],[9537],[10962],[11203],[12243],[14721],[14962],[16697],[16869],[16926],[18645],[18886],[22168],[22225],[24843],[25084],[25252],[25391],[27667],[27724],[30570],[30956],[32505],[32644],[36049],[36106],[36762],[37309],[39981],[40120],[43848],[44116],[44343],[46429],[46976],[49093],[51028],[51167],[52686],[56321],[59831],[61356],[61635],[61992],[64140],[65262],[67961],[68229],[70542],[72674],[76572],[81996],[82518],[84173],[87208],[88675],[92043],[92322],[94827],[101746],[102868],[109561],[110502],[114496],[116151],[120765],[122420],[125455],[134008],[135475],[141627],[144670],[149715],[157258],[161252],[162907],[171625],[173280],[182584],[190239],[191886],[200805],[205850],[218208],[229745],[231400],[240381],[258148],[270979],[272626],[286590],[298614],[311219],[334048],[351815],[360644],[380131],[405639],[457657],[481170],[539079],[620278],[751448] ] cell #578 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [7246],[7261],[11153],[11168],[11681],[14912],[14927],[16854],[17004],[17312],[18836],[18851],[22153],[22303],[22611],[25034],[25049],[25221],[25505],[27652],[27802],[28110],[30555],[32474],[32758],[34823],[34838],[36034],[36184],[36492],[37010],[37294],[39950],[40234],[40384],[43817],[44101],[44421],[46677],[46961],[48042],[48069],[49078],[49502],[50997],[51281],[51431],[52655],[56569],[56853],[60632],[60659],[61604],[62106],[64125],[64445],[65231],[66458],[66508],[66756],[67930],[68214],[70790],[71074],[72398],[76557],[78002],[81027],[82458],[82702],[82752],[83000],[84694],[86205],[86232],[87177],[87679],[88399],[90192],[90252],[92291],[94812],[95918],[101731],[102051],[102837],[104521],[108680],[110028],[110698],[110758],[114436],[114680],[114730],[114978],[115875],[116672],[119850],[120705],[125424],[126646],[133005],[133032],[133977],[134479],[135199],[141612],[142718],[144104],[145218],[148206],[149241],[149911],[149971],[161192],[162631],[171565],[171809],[171859],[172107],[173004],[173801],[182553],[183775],[185735],[188214],[190179],[191320],[192434],[204341],[216699],[217734],[218404],[218464],[229685],[231124],[237689],[241623],[251310],[254476],[268954],[270919],[272060],[273174],[285081],[295891],[309194],[311159],[314661],[328282],[331356],[335290],[348143],[377439],[383953],[397256],[402916],[421686],[444243],[454934],[476734],[504479],[529359],[565344],[615405],[623488],[717375],[826012] ] cell #579 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [7375],[9103],[11770],[12661],[13024],[14314],[16263],[17952],[18171],[18966],[19453],[19649],[20008],[21327],[21749],[23146],[23816],[24436],[25164],[26181],[26801],[27140],[27700],[28750],[28969],[29616],[31445],[33434],[33889],[34087],[34776],[35208],[35630],[36082],[37342],[37989],[38421],[38843],[39930],[40910],[41530],[41869],[44149],[44277],[44940],[47009],[47656],[48060],[48139],[48498],[48519],[49411],[49968],[50166],[50977],[51957],[52309],[52635],[53660],[54217],[56247],[57548],[57980],[58402],[60650],[61584],[61914],[64301],[64885],[65211],[66236],[66741],[69053],[69412],[69433],[70468],[71769],[72025],[72224],[72600],[73873],[74536],[77656],[79007],[79564],[79762],[81956],[82985],[84075],[84099],[84427],[86223],[87487],[87508],[88026],[88225],[88601],[89874],[90188],[95572],[96923],[97107],[97216],[98256],[99520],[101907],[104347],[106659],[107018],[107039],[109838],[109966],[110694],[112171],[112370],[112722],[114963],[117052],[117161],[118201],[119465],[122322],[126472],[128406],[129785],[131227],[133023],[134287],[134308],[136674],[136988],[143890],[144100],[146832],[146941],[147629],[149907],[151935],[152797],[154176],[155618],[158927],[159126],[159478],[163808],[167095],[167823],[172092],[175330],[176594],[176615],[185942],[188851],[189433],[194845],[196395],[197123],[202967],[203076],[203764],[208070],[212593],[218400],[220428],[222669],[235502],[235591],[239292],[245321],[247204],[252204],[255113],[255695],[261107],[275585],[277863],[288810],[295310],[297412],[300683],[312474],[312563],[316264],[322293],[338988],[354774],[362262],[362351],[363213],[369968],[385474],[388745],[407708],[429318],[440173],[446647],[446736],[462508],[490494],[509271],[534223],[550583],[574026],[580500],[580589],[637637],[655352],[680894],[796277],[813992] ] cell #580 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [18382],[21812],[24616],[27203],[29180],[29742],[32027],[35081],[35693],[38906],[39338],[41710],[41932],[42334],[42870],[43762],[45066],[45794],[48265],[49474],[49588],[50550],[53723],[54799],[55445],[57853],[58465],[58897],[60004],[61043],[62894],[66299],[66983],[67298],[68475],[68663],[69179],[69907],[73358],[73958],[74662],[75390],[79070],[79184],[80146],[80792],[81883],[83429],[84553],[85577],[89359],[89959],[90580],[90691],[91227],[91262],[92708],[93581],[93896],[96986],[97499],[98649],[99627],[100500],[106081],[106269],[106785],[107513],[109748],[111086],[112947],[116531],[117444],[118594],[119572],[120325],[123824],[124360],[124395],[128206],[128683],[128878],[130229],[131353],[132377],[137380],[139508],[140381],[140696],[143884],[145693],[147224],[147738],[150299],[152160],[152195],[153074],[153269],[154620],[155744],[156269],[164200],[166328],[166642],[166877],[168215],[170076],[173660],[177454],[180953],[181489],[181524],[186119],[187067],[189128],[189323],[189825],[192909],[195942],[196177],[197515],[199376],[203359],[209404],[212377],[214186],[216231],[218792],[220653],[220688],[224237],[224762],[235345],[238839],[239074],[239910],[242955],[245713],[246988],[248797],[250842],[255390],[255585],[256087],[262204],[266859],[267807],[273649],[278255],[280116],[280151],[293561],[297196],[297934],[305002],[307099],[308047],[315811],[316046],[316882],[322685],[329012],[336622],[339380],[342464],[360376],[360471],[364958],[372592],[375095],[381623],[385258],[385996],[393064],[412027],[415072],[429710],[438274],[440789],[444856],[459671],[459766],[464253],[471887],[493118],[513590],[523215],[523310],[524300],[532324],[551199],[555266],[578709],[605740],[619115],[626629],[626724],[645429],[678995],[701937],[731348],[750285],[777755],[785269],[785364],[851613],[871604],[900777],[1030343],[1050334] ] cell #581 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [27048],[37705],[39141],[47372],[52978],[53221],[57264],[65554],[65797],[71485],[72102],[72892],[78325],[78568],[88103],[88893],[92905],[96241],[96484],[97274],[98290],[104225],[105015],[105423],[112248],[113508],[117219],[118235],[120381],[123119],[126350],[127140],[127548],[128614],[129663],[137155],[138171],[138515],[145749],[146999],[147507],[148427],[152721],[153005],[154054],[156276],[156749],[159004],[163975],[164991],[165335],[167990],[177190],[177244],[184677],[186165],[187074],[187547],[189059],[189600],[190757],[192965],[194723],[195643],[197290],[200002],[200121],[203134],[203642],[209140],[209194],[213922],[213976],[221214],[222547],[233828],[235352],[235770],[236594],[236741],[236860],[239646],[239700],[242053],[242962],[243435],[245488],[248533],[248587],[251856],[255321],[255862],[260985],[273705],[275463],[276383],[278030],[289934],[293226],[293316],[294709],[294962],[296321],[300444],[301686],[301833],[301952],[304738],[304792],[313566],[316618],[316672],[322460],[333367],[335720],[336629],[337102],[339155],[342200],[342254],[354652],[361047],[362974],[367974],[369367],[369620],[379450],[382771],[384383],[389748],[392800],[392854],[403346],[407469],[408711],[408858],[408977],[411763],[411817],[423697],[429485],[438959],[442826],[445432],[455364],[460342],[462269],[468662],[478745],[483500],[488500],[489893],[490146],[504909],[510274],[513326],[513380],[528151],[541409],[549369],[555842],[565774],[572812],[576679],[579285],[596122],[602515],[621611],[623918],[636423],[640290],[662538],[674822],[696040],[702513],[717074],[725942],[743798],[767593],[780251],[827068],[835858],[854109],[886503],[943417],[964622],[1064495],[1070778],[1230133] ] cell #582 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [37450],[39233],[47117],[52838],[53313],[55211],[57009],[65414],[65889],[71230],[72044],[72883],[73378],[78185],[78490],[78660],[84964],[88045],[88884],[89379],[96101],[96406],[96576],[97265],[97342],[104167],[105006],[105283],[105501],[110640],[112190],[113368],[116942],[117210],[117287],[123211],[126292],[127131],[127408],[127626],[129605],[137146],[137189],[137223],[143206],[144451],[144629],[146990],[147067],[147449],[148418],[149853],[152581],[153996],[157396],[158946],[160124],[163966],[164009],[164043],[167981],[168024],[168058],[174071],[184537],[185713],[186156],[186312],[186896],[189591],[189634],[189668],[191667],[191845],[194665],[197281],[197324],[197358],[200586],[200764],[203125],[203202],[203584],[218346],[221074],[222489],[232502],[235216],[235233],[236585],[237325],[238036],[241601],[242200],[242784],[245479],[245522],[245556],[251975],[252574],[253158],[255853],[255896],[255930],[260927],[270374],[272407],[272585],[275405],[278021],[278064],[278098],[294155],[295081],[295869],[300325],[301677],[302417],[310614],[312205],[313557],[315008],[319756],[322451],[322494],[322528],[331703],[335268],[335867],[336451],[339146],[339189],[339223],[349563],[354594],[361993],[362855],[366446],[368813],[369739],[377786],[382217],[383931],[389739],[398676],[402894],[407350],[408702],[409442],[422033],[426781],[429476],[429519],[429553],[442817],[446378],[454912],[462150],[468108],[477081],[483381],[486972],[489339],[490265],[504457],[510265],[527597],[529706],[541290],[544881],[565322],[576670],[580231],[596003],[601961],[615083],[623466],[640281],[662419],[674268],[717353],[725823],[743244],[773723],[826949],[847581],[942410],[948724],[1103283] ] cell #583 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [58792],[73683],[80558],[89684],[98571],[99175],[105806],[118516],[119120],[127931],[128741],[129857],[138452],[139056],[153132],[154248],[165272],[165876],[166858],[168268],[177317],[178433],[189186],[191038],[196158],[197568],[209267],[210383],[212617],[214049],[224978],[226388],[239055],[239773],[241039],[247228],[248660],[255448],[262420],[263830],[268023],[280999],[293842],[297436],[298150],[299716],[304865],[308263],[316027],[316745],[324200],[330665],[342327],[360686],[361663],[365408],[372808],[376748],[385498],[386212],[392927],[411890],[415288],[435905],[437578],[446048],[449793],[460958],[464703],[472103],[493334],[497274],[513453],[521852],[531628],[547988],[556458],[560203],[579901],[583646],[605956],[622227],[625266],[642981],[652757],[678299],[703129],[706874],[724516],[756436],[780867],[783906],[811397],[833734],[854725],[893945],[925865],[943103],[972064],[1012464],[1094100],[1129374],[1213679],[1326495],[1490013] ] cell #584 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [108473],[131571],[142449],[155962],[168699],[170263],[180147],[197999],[199563],[212097],[212978],[214302],[226819],[228383],[247589],[248913],[264261],[265825],[266573],[268406],[281360],[282684],[297797],[300147],[306813],[308646],[324561],[325885],[329044],[331026],[345762],[347595],[364672],[365769],[367251],[375127],[377109],[385859],[394875],[396708],[402226],[419374],[436599],[440821],[441706],[443695],[450154],[454244],[463967],[465064],[474422],[482663],[497635],[521446],[522546],[526896],[535756],[540572],[551231],[552116],[560564],[584007],[588097],[614424],[616211],[625960],[630310],[643675],[648025],[656885],[682427],[687243],[707235],[717541],[728444],[747381],[757130],[761480],[784600],[788950],[815525],[834428],[837806],[857797],[868700],[897873],[926559],[930909],[950931],[985935],[1013158],[1016536],[1047430],[1072351],[1094794],[1137202],[1172206],[1191615],[1221507],[1264178],[1350224],[1386845],[1473651],[1588033],[1748148] ] cell #585 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [236142],[293178],[294172],[301234],[303128],[313114],[314297],[360999],[368830],[370527],[382234],[383143],[389296],[390479],[391190],[408259],[410153],[417639],[442374],[445384],[447240],[450831],[460294],[461288],[465741],[468125],[469034],[469822],[473901],[489356],[491053],[498312],[509822],[511005],[511716],[519202],[522486],[527614],[536424],[552784],[555794],[556625],[556788],[557650],[576227],[579237],[581093],[584684],[588765],[599594],[601978],[602887],[603675],[607754],[610934],[616132],[621563],[622394],[625900],[631028],[639838],[643615],[648743],[652144],[666010],[669157],[674285],[676377],[683095],[687961],[691552],[699455],[702465],[703296],[703459],[704321],[711993],[717026],[717453],[723903],[728365],[738133],[743261],[745353],[747302],[756385],[771008],[774772],[780203],[781034],[782106],[784540],[789668],[798478],[802255],[807383],[810784],[821059],[826113],[826729],[833683],[837718],[842752],[848630],[854061],[854892],[855964],[857709],[878389],[883517],[886455],[886782],[886882],[893332],[895252],[897794],[907562],[912690],[916731],[925814],[943052],[951971],[959492],[964574],[964901],[965001],[971451],[973371],[990881],[996759],[1004843],[1005459],[1005679],[1012413],[1016448],[1021482],[1027360],[1036439],[1064479],[1070730],[1071057],[1074059],[1081060],[1086479],[1087095],[1087315],[1094049],[1106530],[1114051],[1119560],[1128681],[1129323],[1145763],[1151272],[1177152],[1196565],[1197181],[1197401],[1199800],[1202348],[1212986],[1213628],[1230085],[1230412],[1233414],[1240415],[1256306],[1272887],[1305878],[1320997],[1323975],[1325802],[1326444],[1342352],[1358937],[1359553],[1359773],[1362172],[1364720],[1397578],[1435645],[1451827],[1455912],[1456615],[1484515],[1487493],[1489320],[1489962],[1561096],[1582824],[1584881],[1597194],[1614585],[1618670],[1619373],[1651142],[1714037],[1724150],[1736463],[1742939],[1757309],[1789021],[1840334],[1849716],[1910421],[1922734],[1943580],[1970954],[2028446],[2140383] ] cell #586 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [64021],[68110],[76453],[85340],[90454],[94708],[101627],[102309],[110960],[111436],[113718],[119987],[123587],[130693],[132140],[134811],[141508],[145355],[145908],[146622],[150173],[155084],[158192],[160474],[168565],[169285],[170847],[179269],[180716],[188432],[192571],[193838],[197865],[198585],[202043],[202757],[211219],[214401],[214602],[215115],[218666],[226685],[227405],[228967],[236466],[244320],[249012],[249213],[249726],[254694],[257138],[260100],[264127],[264847],[269172],[273311],[274578],[282783],[282984],[283497],[300013],[301558],[309412],[312906],[313438],[318128],[321292],[325984],[326185],[326698],[330133],[337987],[343393],[348361],[348562],[353767],[362694],[367350],[367551],[374671],[376216],[381230],[382071],[389620],[397474],[397675],[408583],[416437],[420463],[428317],[433723],[436758],[437881],[438722],[442698],[447079],[449261],[451735],[451936],[459225],[459368],[475511],[495197],[496742],[510146],[518000],[518201],[520935],[522769],[522912],[528847],[530808],[531931],[532772],[546264],[559671],[576551],[580932],[583114],[585588],[585789],[609364],[614519],[616566],[618510],[624349],[626183],[626326],[640162],[649976],[675518],[677479],[678602],[679443],[706342],[719896],[726752],[728799],[744494],[749680],[777150],[782989],[784823],[784966],[808616],[829517],[851008],[860152],[884750],[889325],[896181],[898228],[919109],[967444],[977646],[999137],[1008247],[1038882],[1075397],[1089883],[1122003],[1163917],[1201164],[1249238],[1321461],[1330446],[1452378],[1582581] ] cell #587 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [116084],[122353],[134815],[135408],[149058],[156601],[162840],[169289],[173213],[174297],[187399],[188031],[191243],[198589],[200162],[205193],[214606],[215441],[217551],[227409],[231333],[236901],[237612],[238539],[243287],[249217],[250052],[254293],[257505],[264851],[268771],[271983],[282988],[283823],[285933],[296628],[301993],[303631],[309011],[314584],[315511],[318132],[326189],[327024],[331279],[332206],[336954],[347960],[348566],[351172],[361490],[367555],[371286],[377362],[378289],[382075],[384690],[387925],[391693],[397073],[397679],[403653],[409018],[410656],[421609],[422536],[438726],[444060],[445875],[451940],[455671],[459370],[460183],[460785],[470581],[476657],[477584],[482016],[491812],[498815],[505216],[512219],[518205],[522914],[523727],[529282],[532776],[538110],[539925],[546255],[546263],[556285],[566081],[579728],[585793],[589524],[594638],[604434],[611437],[615328],[616557],[616565],[622054],[626328],[627141],[629663],[632696],[641780],[661054],[679447],[684781],[686596],[702956],[712752],[716572],[718533],[725320],[727561],[728790],[728798],[760833],[780694],[784968],[785781],[788303],[791336],[819694],[826155],[830326],[836837],[838798],[854552],[865576],[894749],[896990],[898219],[898227],[930262],[945990],[953438],[972868],[978455],[1009056],[1015567],[1017528],[1044306],[1067964],[1090692],[1100549],[1127427],[1132261],[1139709],[1164726],[1216566],[1227319],[1250047],[1259791],[1292376],[1331255],[1345837],[1378938],[1422549],[1461278],[1509355],[1583421],[1591878],[1712801],[1838589] ] cell #588 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [21825],[23644],[27216],[31220],[33664],[35706],[38919],[39205],[43193],[43466],[44614],[47813],[49743],[53285],[53992],[55240],[58478],[60403],[60738],[61198],[63217],[65861],[67579],[68727],[73062],[73407],[74210],[78632],[79339],[83493],[85976],[86771],[89063],[89408],[91425],[91885],[96548],[97782],[98344],[98804],[100823],[105185],[105530],[106333],[110374],[115471],[117727],[118289],[118749],[121740],[123183],[125018],[127310],[127655],[130293],[132776],[133571],[137663],[138225],[138685],[148597],[149587],[154684],[156842],[157130],[160153],[162227],[164483],[165045],[165505],[167503],[172600],[175878],[178239],[178869],[182147],[187640],[190584],[190811],[195813],[196803],[200059],[200649],[205722],[210189],[210819],[218080],[223177],[225623],[230720],[233998],[235869],[236798],[237388],[240253],[243528],[245001],[246472],[246699],[251785],[251913],[263065],[276553],[277543],[286462],[290929],[291559],[293373],[294891],[295019],[299427],[300961],[301890],[302480],[312134],[321973],[333920],[337195],[338668],[340139],[340366],[356732],[360150],[361922],[363491],[368031],[369549],[369677],[380003],[387489],[406452],[407986],[408915],[409505],[428998],[439016],[444535],[446307],[458470],[462786],[484017],[488557],[490075],[490203],[508015],[523979],[541926],[549426],[568880],[572869],[578388],[580160],[596639],[636480],[645108],[663055],[670650],[696097],[726459],[739626],[767650],[803748],[835915],[879882],[943474],[952474],[1065474],[1190987] ] cell #589 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [98558],[102458],[105948],[108808],[118503],[128073],[129861],[130842],[131736],[134698],[138439],[139303],[142930],[154252],[155233],[156127],[165259],[166123],[166862],[167215],[168270],[169172],[170526],[177409],[178437],[179418],[183798],[191025],[196162],[196515],[197570],[198472],[199826],[209359],[210387],[211368],[212417],[212619],[212747],[213007],[214141],[216722],[224982],[226390],[227292],[239059],[239412],[239865],[241043],[247028],[247230],[247358],[247618],[248752],[251333],[257287],[262424],[263832],[264734],[266263],[266391],[267699],[268027],[281001],[281129],[285104],[293846],[297236],[297438],[297566],[297826],[298154],[299718],[304957],[306503],[306631],[307939],[308267],[316031],[316384],[316837],[318015],[324202],[324330],[328305],[328829],[329747],[330667],[330795],[342419],[346888],[360416],[360688],[361667],[364362],[364490],[365410],[365538],[372812],[374912],[375830],[376750],[376878],[381908],[385298],[385500],[385628],[385888],[386216],[393019],[396001],[401126],[411982],[415292],[420077],[435907],[436216],[437580],[438559],[440606],[443620],[446052],[449795],[449923],[453144],[459711],[460962],[463657],[463785],[464705],[464833],[472107],[475125],[493338],[497276],[497404],[502689],[513545],[521854],[523255],[528461],[531630],[532609],[546626],[547990],[551016],[556462],[560205],[560333],[563554],[579905],[583648],[583776],[605960],[615225],[616928],[622231],[622486],[625268],[626669],[642983],[652759],[678301],[679280],[703133],[706876],[707004],[717163],[724518],[729161],[756438],[780871],[783908],[785309],[811399],[825986],[833736],[854729],[893947],[898590],[925867],[943105],[972066],[1012466],[1094102],[1129376],[1213681],[1326497],[1490015] ] cell #590 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [80835],[99670],[108390],[119615],[130188],[131488],[139551],[154579],[155879],[166371],[167151],[168299],[178764],[180064],[196451],[197599],[210714],[212014],[212648],[214267],[225271],[226419],[239348],[241370],[247259],[248878],[262713],[263861],[266538],[268316],[281030],[282649],[297467],[298443],[299747],[306778],[308556],[316320],[324231],[325850],[330696],[345727],[360717],[364637],[365439],[367216],[373101],[376779],[385529],[386505],[394840],[402191],[415581],[436564],[437609],[441671],[449824],[454209],[463932],[464734],[472396],[493627],[497305],[520770],[522511],[531659],[535721],[548019],[552081],[560234],[583677],[588062],[606249],[615535],[625925],[643640],[652788],[656850],[678330],[682392],[706905],[724547],[727768],[746705],[757095],[784565],[811428],[815490],[834393],[868024],[893976],[897197],[926524],[950255],[972095],[1013123],[1046754],[1065158],[1094759],[1136526],[1220831],[1256985],[1343031],[1457294],[1620052] ] cell #591 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [23314],[29680],[34012],[35376],[42326],[42788],[45004],[45538],[46182],[48203],[48392],[50091],[58148],[59996],[62812],[63420],[64226],[66901],[69117],[69306],[69651],[74600],[75134],[75778],[76976],[79687],[84491],[85428],[85569],[86366],[87381],[90683],[92622],[93499],[94107],[100418],[101026],[101832],[103168],[103812],[106723],[106912],[107257],[109099],[111524],[112865],[114003],[122738],[123816],[124613],[131291],[132228],[132369],[133166],[134181],[135793],[136599],[139422],[139713],[140299],[140907],[143049],[146193],[147730],[148721],[155682],[158280],[159621],[166242],[166533],[168653],[169994],[170645],[171132],[174535],[175473],[176488],[177518],[179867],[180945],[181742],[184369],[186111],[187694],[197953],[199294],[199945],[202328],[209468],[211817],[214250],[214686],[215679],[216223],[217020],[217214],[221709],[224779],[226773],[228114],[233593],[235405],[239974],[248861],[249297],[250290],[250834],[251631],[253956],[262221],[264215],[265556],[266851],[267044],[267824],[268434],[270010],[271606],[276677],[280739],[283068],[284061],[297951],[300101],[307091],[307284],[308064],[308674],[310250],[311846],[323940],[326269],[327262],[329029],[329072],[329591],[330405],[332501],[347623],[349199],[360488],[364950],[365143],[365148],[367635],[375112],[375155],[375674],[376488],[378584],[388163],[396736],[398312],[400182],[400338],[400581],[422831],[436284],[440806],[440849],[441368],[443723],[452200],[452356],[452599],[464245],[464438],[466930],[477879],[480462],[502144],[520662],[521474],[525737],[525893],[526136],[538371],[551216],[551259],[551778],[554133],[563009],[572122],[614799],[619570],[621011],[635733],[642603],[646866],[647022],[647265],[716733],[719356],[733244],[745969],[750740],[752181],[794373],[828691],[839621],[856989],[873500],[902673],[945031],[955974],[1018351],[1052230],[1078114],[1142245],[1269941] ] cell #592 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [48555],[60098],[67184],[69469],[81664],[82298],[85671],[86546],[87544],[90785],[91072],[93782],[107075],[110170],[114276],[115166],[116417],[120545],[123918],[124205],[124793],[132471],[133346],[134344],[136492],[140582],[147832],[149191],[149383],[150493],[152005],[156926],[159801],[161032],[161922],[163706],[171405],[172295],[173546],[175653],[176651],[181047],[181334],[181922],[185068],[188164],[190019],[191615],[203967],[205518],[205996],[206628],[216325],[217684],[217876],[218986],[220498],[222872],[224123],[228294],[229525],[230415],[232199],[233773],[237984],[240049],[240527],[241450],[250936],[254426],[256281],[258117],[265736],[268904],[270759],[271786],[272355],[277147],[278449],[279961],[284707],[286258],[286736],[287368],[291254],[293766],[295718],[298583],[309144],[310999],[312026],[314956],[319169],[327908],[331651],[332971],[333716],[334194],[334837],[335117],[341170],[348093],[349948],[351784],[357638],[360259],[360553],[365859],[377734],[379054],[379799],[380277],[380920],[383780],[397206],[399061],[400791],[401048],[402743],[404736],[405608],[406882],[413567],[421981],[423301],[426194],[436352],[444193],[452809],[453066],[454761],[456754],[457626],[458900],[477029],[478349],[480785],[481079],[481408],[484927],[486385],[504306],[506299],[520665],[526346],[526603],[529654],[538694],[538988],[539317],[542836],[544294],[554603],[565171],[567164],[569689],[570108],[570205],[597549],[619893],[620187],[620516],[623315],[633300],[633719],[633816],[647475],[647732],[650783],[663965],[667336],[693336],[717132],[721784],[722203],[722300],[736312],[751063],[751357],[751686],[754485],[764889],[775607],[826420],[831507],[833044],[849465],[857388],[862040],[862459],[862556],[942779],[945430],[960327],[974549],[979636],[981173],[1028195],[1067109],[1078513],[1097338],[1114886],[1146598],[1193482],[1204602],[1270340],[1306713],[1333862],[1399832],[1530238] ] cell #593 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [45935],[49134],[55296],[55586],[62551],[66640],[70048],[73463],[75531],[76054],[82884],[83287],[85110],[89464],[90224],[93238],[98516],[98991],[100157],[105586],[107654],[110730],[111206],[111866],[114862],[118461],[118936],[121534],[123357],[127711],[130087],[131910],[138397],[138872],[140038],[146392],[149943],[151079],[154478],[157962],[158622],[160209],[165217],[165692],[168335],[168995],[171991],[178663],[179041],[180486],[186636],[190983],[193608],[197635],[198295],[200705],[202527],[204646],[207214],[210613],[210991],[214885],[218436],[219572],[226455],[227115],[237444],[241269],[242524],[246871],[249496],[251985],[252550],[252898],[259870],[263897],[264557],[267376],[274348],[279035],[283267],[287954],[291731],[295091],[295656],[299783],[302536],[306361],[307616],[312121],[312202],[319496],[326468],[336191],[340538],[343163],[346565],[353537],[358224],[360808],[361909],[361990],[366186],[369749],[370314],[372161],[374441],[381165],[395678],[409561],[413386],[414641],[426521],[433493],[436061],[437816],[443297],[445193],[446294],[446375],[471456],[486712],[490275],[490840],[492687],[494967],[516204],[520870],[524637],[530111],[531866],[544621],[553707],[577150],[579046],[580147],[580228],[605309],[617813],[624284],[640761],[645766],[671308],[676782],[678537],[700378],[719831],[740284],[748983],[771931],[776453],[782924],[804406],[850311],[860087],[880540],[889260],[918412],[953132],[967379],[998440],[1038817],[1074700],[1121938],[1191989],[1201099],[1321396],[1451545] ] cell #594 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [102322],[130706],[134797],[155097],[168578],[169271],[174152],[179282],[197878],[198571],[211232],[214588],[215296],[226698],[227391],[249199],[249907],[257151],[264140],[264833],[266653],[268418],[282970],[283510],[283678],[300026],[306893],[308658],[312919],[318114],[326171],[326711],[326879],[329056],[345842],[347607],[348548],[362707],[364752],[367537],[374684],[375139],[381640],[382057],[387780],[394955],[396720],[397661],[402306],[419386],[422183],[433736],[438291],[438708],[440833],[441786],[443707],[447092],[451922],[454324],[459278],[459651],[459983],[464047],[474434],[477231],[482675],[495210],[502063],[518187],[521458],[522822],[523195],[523527],[526908],[532341],[532758],[535836],[537757],[540584],[546204],[546317],[551243],[552196],[562928],[572041],[580945],[585775],[588177],[611084],[614572],[616223],[616506],[616619],[620930],[624872],[626236],[626609],[626941],[630322],[635652],[648037],[656965],[679012],[679429],[682507],[684428],[687255],[709599],[716521],[720419],[726805],[728456],[728739],[728852],[733163],[747393],[752100],[761492],[779570],[783512],[784876],[785249],[785581],[788962],[794292],[815605],[829570],[836786],[853428],[860675],[868712],[873419],[889848],[896234],[897885],[898168],[898281],[902592],[921529],[930921],[945939],[950943],[967967],[977699],[1001557],[1008300],[1015516],[1039405],[1047442],[1052149],[1089936],[1100498],[1122526],[1132210],[1137214],[1163970],[1201687],[1216515],[1221519],[1249291],[1292325],[1330499],[1378887],[1452431],[1461227],[1583370],[1712101] ] cell #595 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [261707],[319819],[345000],[355374],[366509],[372484],[389234],[414964],[426844],[435330],[437308],[442312],[448875],[468054],[471779],[487035],[493010],[496356],[509760],[516527],[520732],[521424],[522163],[527543],[531358],[534656],[544944],[547718],[548969],[554030],[559285],[576165],[577473],[582728],[586997],[601907],[605632],[608978],[615029],[615497],[625577],[639776],[641084],[643292],[644384],[649590],[652487],[653738],[655785],[668095],[674214],[675132],[678029],[681327],[700701],[705956],[710225],[716330],[724246],[727730],[734464],[737071],[743190],[744108],[746395],[746667],[748098],[753656],[756747],[757839],[772254],[773669],[773865],[781126],[784217],[808230],[811127],[812378],[814425],[829117],[832266],[834045],[844511],[847527],[847723],[854984],[857419],[867986],[869417],[884364],[885759],[886592],[893675],[897159],[903893],[915824],[923085],[926176],[927268],[945461],[948670],[948866],[950217],[956400],[961328],[963878],[964711],[971794],[974115],[980395],[995852],[1003113],[1004716],[1007847],[1012775],[1023241],[1033459],[1036149],[1046716],[1048147],[1065120],[1066675],[1070034],[1070867],[1072046],[1078544],[1086352],[1089483],[1094411],[1103229],[1103425],[1119270],[1131732],[1136488],[1142671],[1147599],[1158065],[1160386],[1191137],[1191321],[1196438],[1198390],[1204168],[1209539],[1216037],[1220793],[1229389],[1230222],[1231401],[1245707],[1256947],[1258502],[1270371],[1281310],[1286238],[1320805],[1326901],[1338770],[1342993],[1344548],[1353693],[1358810],[1360762],[1371911],[1386367],[1399398],[1404769],[1411267],[1451875],[1453801],[1457256],[1468557],[1473173],[1484323],[1490419],[1502288],[1535146],[1540924],[1568287],[1584689],[1587555],[1593157],[1595083],[1614633],[1620014],[1631315],[1663787],[1697518],[1714085],[1715015],[1723958],[1747670],[1753272],[1784984],[1786910],[1823142],[1842155],[1849764],[1870685],[1910229],[1939543],[1972775],[1991712],[2020885],[2028494],[2097019],[2114734],[2142204],[2255659],[2273374] ] cell #596 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [253809],[294291],[313832],[320407],[360011],[361137],[368949],[370979],[373704],[382353],[383024],[390014],[427432],[436903],[445522],[447359],[450366],[460432],[468244],[468915],[470274],[489475],[491505],[494230],[499976],[510540],[527733],[530589],[530953],[533009],[536305],[547313],[553236],[555932],[557769],[562273],[579375],[581212],[584219],[589217],[591942],[602097],[602768],[604127],[612598],[618291],[621701],[624781],[648862],[652082],[652971],[654138],[674404],[677260],[677624],[679680],[682976],[688080],[691087],[699907],[702603],[704440],[708944],[712445],[720328],[723841],[724730],[726569],[743380],[749461],[752871],[756456],[771460],[776931],[780341],[782558],[783421],[792643],[795063],[798359],[807502],[810722],[811611],[812778],[821178],[826667],[829334],[833754],[850789],[854199],[856416],[860584],[867974],[883636],[889757],[891916],[893270],[894159],[895371],[895998],[906443],[918890],[922300],[925885],[937022],[942653],[943123],[950205],[967876],[970035],[971389],[972278],[973490],[977463],[998918],[1002328],[1005397],[1005798],[1008064],[1010939],[1012484],[1014588],[1025564],[1039314],[1041473],[1046704],[1065108],[1075178],[1087033],[1087434],[1089700],[1092575],[1094120],[1096224],[1122435],[1124594],[1128924],[1129394],[1129688],[1134248],[1136476],[1163734],[1166609],[1190974],[1197119],[1197520],[1201596],[1213229],[1213699],[1213993],[1218553],[1220781],[1234533],[1249055],[1251930],[1256322],[1256682],[1256935],[1294363],[1326045],[1326515],[1326809],[1330263],[1342368],[1342728],[1342981],[1359491],[1359892],[1363968],[1380925],[1386204],[1419440],[1452127],[1456631],[1456991],[1457244],[1473010],[1489563],[1490033],[1490327],[1493781],[1506246],[1519272],[1582840],[1587392],[1588810],[1605834],[1614885],[1619389],[1619749],[1620002],[1712304],[1714337],[1728079],[1742955],[1747507],[1748925],[1797661],[1840350],[1850016],[1867974],[1883749],[1914350],[1962231],[1970970],[2028746],[2062479],[2086475],[2140399],[2245115] ] cell #597 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [19349,232796],[19370,142515],[26009,271144],[26030,170329],[28872,183761],[33262,311384],[33283,199629],[36877,329482],[37123,214755],[37797,216685],[40738,350333],[40759,228449],[46544,375565],[46790,249366],[47464,251296],[51785,399446],[51806,265891],[52062,400454],[52522,268940],[56436,419812],[56682,283137],[57356,285067],[61471,441259],[64638,452472],[65098,309180],[70657,474860],[70903,326338],[71577,328268],[72329,331164],[72789,483101],[77409,502017],[77869,348129],[83828,526009],[84288,527334],[84807,367704],[88330,377247],[88790,541010],[92158,551669],[95325,562882],[95785,397242],[98009,571995],[104452,421494],[112475,620884],[113270,444229],[116266,630748],[117954,635606],[122075,647138],[122535,648463],[126577,476542],[135590,687681],[144966,718262],[148137,529167],[151688,733117],[159231,752054],[163022,761918],[173395,789388],[175083,794246],[186204,615145],[192182,838527],[201101,858518],[207823,873373],[220181,902546],[231515,931347],[258444,986656],[272922,1017257],[288563,1052103],[298910,1073072],[352111,1172927],[405935,1264899],[457953,1350945], [2461,77060,224364],[4324,102704,277183],[4376,56055,176717],[4678,109183,292746],[6938,133844,333007],[7252,135130,340683],[7282,76386,221778],[7640,141986,231907],[7824,142585,356372],[7876,81402,234837],[9518,87044,379090],[10740,95186,163414],[11159,172935,404249],[11189,101560,270079],[11224,170399,405460],[11666,174676,413554],[11687,102634,277080],[11999,180850,286102],[12224,182420,423337],[12278,108028,182986],[12538,183706,431013],[12568,108509,290160],[14918,115806,456267],[14948,63954,310319],[14983,199699,457478],[16453,123721,205362],[16678,125291,478385],[16732,70422,125857],[16860,218119,480930],[17126,215249,332375],[17297,219774,484914],[17318,133774,332904],[17371,216630,485722],[17401,131607,333593],[18074,135185,341085],[18445,228868,351057],[18547,140160,229321],[18842,231055,505812],[18872,141441,349268],[18907,228519,507023],[20771,146756,238708],[22159,149626,538839],[22425,249860,378458],[22596,151281,542823],[22617,86974,378987],[22670,251241,543631],[22700,155998,379676],[23851,160026,554639],[24643,160375,257390],[24745,93360,160828],[25040,162562,566677],[25070,94641,398381],[25105,265961,567888],[25313,272868,570095],[25334,266944,570185],[25511,52452,268837],[25577,269073,403538],[25679,169117,269526],[25933,172990,404651],[27538,285568,286270],[27583,180593,181162],[27658,286501,593552],[28095,288156,597536],[28116,182350,423234],[28169,285012,598344],[28199,180183,423923],[30561,110413,620038],[30627,188333,296513],[30729,111988,188786],[32566,192128,633706],[32587,307184,633796],[32764,65028,309077],[32830,309313,455556],[32932,198417,309766],[33186,115861,456669],[34829,204272,650296],[34859,123054,466999],[35920,204828,205530],[35965,123464,124033],[36040,205761,659968],[36477,207416,663952],[36498,125221,478282],[36551,328213,664760],[36581,212133,478971],[36743,71922,480772],[36807,329144,480862],[37102,72384,331566],[37180,331841,333728],[37225,214992,216440],[37300,333959,669914],[39794,136842,224491],[39936,228986,229671],[40042,352057,693323],[40063,346133,693413],[40240,77799,348026],[40408,78115,227237],[40662,231110,506214],[42543,235477,360336],[43909,144912,722190],[43930,365043,722280],[43987,238174,240061],[44032,146499,147947],[44107,240292,723244],[46053,87558,151201],[46410,87923,538681],[46474,375227,538771],[46769,88385,377649],[46847,377924,379811],[46892,249603,251051],[46967,380042,738890],[48048,252466,746315],[48569,49252,158744],[49084,157169,751208],[49487,256666,754472],[49508,159956,554536],[50938,95156,163541],[50983,160493,161178],[51089,258390,764876],[51110,395246,764966],[51287,95715,397139],[51455,96031,264679],[51709,162617,567079],[52117,400488,400803],[52388,97602,402730],[52641,269191,270905],[52747,405881,775594],[52768,402597,775684],[55704,176665,279157],[56661,104507,421896],[56784,56859,283374],[59353,185418,292873],[59757,293463,293778],[60213,110837,188097],[60638,295572,829037],[61337,112068,619880],[61401,440921,619970],[61590,188451,190165],[61696,298856,833031],[61717,442077,833121],[62112,113200,444126],[64056,116384,193715],[64131,305384,843509],[64469,116785,306483],[64693,452506,452821],[64964,117547,454748],[65217,309431,311145],[65323,457899,849452],[65344,454615,849542],[66726,312787,857375],[66762,202397,645873],[67151,68145,202634],[68022,201047,862446],[68043,464338,862536],[68220,201657,863500],[68588,204327,650698],[69483,70166,207336],[70882,126632,476944],[71005,71080,326575],[75649,134358,219694],[76488,224090,343270],[76563,500568,908319],[77735,137483,504293],[77988,78094,348380],[80534,141956,232034],[81051,142831,358346],[81676,235312,360246],[82444,145374,237899],[82970,362575,945417],[83006,146262,524744],[83883,526043,526358],[84786,148192,529569],[85786,149124,150050],[86211,370230,956320],[87163,151959,244339],[87269,373514,960314],[87290,536127,960404],[87610,87685,374548],[90233,381491,974400],[90331,90900,254359],[90588,254462,749699],[91026,92277,254713],[91325,253673,977166],[92024,158824,751050],[92088,551331,751140],[92383,253619,981160],[92404,552487,981250],[93749,94743,259977],[94818,259000,991638],[95651,164303,565158],[95904,96010,397493],[101662,173513,274455],[101737,412409,1022239],[102075,173914,413508],[102823,279915,416456],[102929,591752,1028182],[102950,588468,1028272],[107089,107772,288076],[108611,108686,433600],[110182,187034,295705],[110739,438142,1066960],[111094,188200,618529],[113136,190404,623302],[114072,114984,445300],[114422,191530,192590],[114948,446960,1078500],[116658,116764,451754],[119888,314469,859914],[120006,120691,314871],[122130,647172,647487],[124159,125410,321311],[124458,320271,1110879],[125516,320217,1114873],[125537,657256,1114963],[132586,217617,218543],[133011,490756,1142591],[133963,220452,338006],[134069,494040,1146585],[134090,682798,1146675],[134410,134485,495074],[140549,141543,353644],[141618,352667,1177909],[142704,142810,518019],[144487,235815,717119],[145256,237497,719658],[149227,150307,530827],[149395,241437,242922],[149952,532192,1204453],[152258,373568,1210565],[156236,156938,383767],[171201,172113,579153],[171551,272270,273330],[172077,580813,1270327],[173787,173893,585607],[181288,182539,428336],[181587,427296,1302706],[182645,427242,1306700],[182666,815896,1306790],[185773,293429,826271],[191128,192472,624111],[217720,218800,677498],[217888,335104,336589],[218445,678863,1399683],[220751,494094,1405795],[271868,273212,782751],[280214,591806,1547321] ] cell #598 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [4311],[6925],[7256],[9505],[10947],[11163],[11668],[12211],[14706],[14922],[16665],[16999],[17299],[18630],[18846],[22298],[22598],[23838],[24828],[25044],[25315],[25405],[27797],[27909],[28097],[30941],[32568],[32658],[33738],[34833],[36179],[36291],[36479],[36776],[40044],[40134],[40379],[43267],[43911],[44416],[46265],[46443],[47864],[48064],[49489],[51091],[51181],[51426],[52749],[56335],[56753],[59063],[60454],[60654],[61370],[61698],[62006],[63291],[64440],[65325],[66416],[66473],[66728],[68024],[70556],[70974],[72688],[75861],[77478],[81022],[82010],[82660],[82717],[82972],[84187],[86027],[86227],[87271],[87579],[88689],[90155],[90239],[92057],[92385],[95394],[98078],[100897],[102046],[102931],[108580],[109685],[110516],[110661],[110745],[112544],[113988],[114638],[114695],[114950],[116165],[118023],[122434],[125518],[132827],[133027],[134071],[134379],[135489],[142194],[144067],[146178],[148898],[149729],[149874],[149958],[151757],[157272],[159300],[162921],[169673],[171117],[171767],[171824],[172079],[173294],[175152],[182647],[187871],[191283],[198973],[202313],[205864],[207892],[214671],[217391],[218222],[218367],[218451],[220250],[227793],[231414],[237652],[240395],[249282],[254133],[265235],[268611],[272023],[283053],[286604],[288632],[308851],[314624],[326254],[331319],[334062],[347800],[367620],[377402],[380145],[396913],[421649],[443900],[476697],[521716],[529322],[615368],[716361] ] cell #599 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [11886],[14353],[16360],[18210],[19569],[20018],[21759],[24023],[24475],[26840],[27150],[28847],[29008],[29728],[30436],[31455],[32013],[33899],[34815],[34900],[35640],[38028],[38853],[39324],[41117],[41569],[41879],[42687],[43581],[45052],[47695],[48251],[48508],[49421],[49553],[49978],[50536],[53208],[53670],[54227],[54785],[57587],[57672],[58412],[58883],[59583],[59719],[61008],[61924],[62711],[65784],[66246],[66751],[66800],[67284],[67316],[68461],[69165],[69422],[71808],[72234],[73177],[73944],[74648],[79017],[79149],[79574],[80132],[81848],[82995],[84539],[87497],[88235],[89178],[89945],[90566],[93398],[93882],[93914],[96933],[97325],[97485],[98614],[99530],[100317],[104357],[106067],[106771],[107028],[109485],[111072],[112380],[112764],[114973],[116517],[116549],[117270],[117430],[118559],[119475],[119877],[126482],[128192],[128430],[128648],[129795],[131339],[134297],[137366],[140198],[140682],[140714],[144332],[145245],[147050],[147210],[147639],[150285],[152821],[153039],[154186],[155730],[159136],[164186],[166614],[168201],[169893],[172102],[173646],[173678],[176604],[177006],[185762],[188875],[189093],[189811],[192461],[194855],[195914],[197501],[199193],[203185],[203345],[203774],[208956],[212825],[213738],[218778],[222679],[224223],[224255],[235526],[238811],[239462],[245699],[247436],[248349],[255137],[255355],[256073],[261117],[266502],[273201],[275595],[278241],[293533],[293617],[297644],[304554],[306742],[312498],[315783],[316434],[322671],[339366],[342016],[354784],[362286],[364601],[368275],[381595],[381679],[385706],[392616],[411579],[429696],[438246],[438330],[439260],[446671],[463896],[467570],[488801],[513142],[525267],[532296],[532380],[549670],[580524],[601423],[628681],[646396],[671938],[678967],[679051],[740914],[759851],[787321],[910343],[929280] ] cell #600 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4408],[6489],[6806],[7413],[8533],[9386],[10513],[10926],[10983],[11914],[12092],[13035],[13535],[14378],[14685],[14742],[15693],[16368],[16546],[16966],[17041],[18235],[18609],[18666],[20021],[20686],[21338],[21781],[21838],[21978],[22265],[22340],[23157],[23657],[24500],[24807],[24864],[25262],[25399],[26865],[27172],[27229],[27764],[29033],[29453],[29580],[30920],[31288],[31458],[32048],[32324],[32515],[32652],[33902],[35219],[35662],[35719],[36146],[36770],[38432],[38875],[38932],[39072],[39359],[40128],[41594],[41901],[41958],[42380],[43534],[43858],[44288],[44383],[44694],[44853],[44904],[45773],[46437],[48103],[49443],[49981],[50571],[51175],[53692],[54060],[54230],[54820],[55096],[55424],[57991],[58434],[58491],[60818],[60977],[61364],[61927],[62000],[62323],[62423],[62530],[66268],[67647],[67971],[68496],[69017],[69886],[73130],[73884],[74290],[74449],[74500],[75369],[79039],[79577],[80167],[82004],[83059],[83159],[83266],[84391],[85044],[89131],[89885],[91505],[91664],[92051],[92687],[93217],[96955],[98424],[99533],[99929],[100029],[100136],[105253],[106623],[107492],[109731],[109896],[111140],[111845],[118369],[119478],[120251],[121306],[121406],[121513],[127378],[129959],[131191],[131844],[138305],[140017],[144125],[145619],[148665],[151058],[154350],[155582],[156487],[157896],[158601],[165125],[167025],[168974],[178535],[187285],[190891],[192835],[196325],[198274],[200260],[207193],[210485],[219551],[235949],[236999],[239222],[241141],[243173],[273575],[279014],[287933],[293994],[302091],[316194],[336840],[359982],[409116] ] cell #601 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [4379],[5545],[7318],[7879],[8157],[9084],[10439],[11605],[11751],[12281],[12604],[13016],[14002],[14306],[15317],[15795],[16244],[16735],[17484],[17933],[18163],[18553],[19288],[19434],[19883],[21319],[22783],[23138],[23292],[23797],[24124],[24428],[24751],[25685],[26162],[26489],[26793],[27563],[28282],[28731],[28961],[29326],[30735],[30836],[31320],[32938],[33415],[33732],[33764],[34079],[34098],[34768],[35200],[35354],[35945],[36664],[36945],[37205],[37981],[38413],[39900],[40891],[41218],[41522],[43261],[44012],[44269],[46160],[46612],[46872],[47648],[48052],[49843],[50158],[50177],[50947],[51938],[52142],[52301],[52605],[53608],[54092],[56504],[57540],[57972],[58126],[59782],[60642],[61539],[61554],[61789],[63285],[64293],[64312],[64718],[64877],[65181],[66184],[66412],[70725],[71761],[71895],[71995],[72857],[73865],[75756],[77648],[79439],[79754],[79773],[81926],[81977],[82656],[83908],[84067],[84356],[86215],[87896],[87996],[88858],[89866],[92226],[95564],[97077],[98248],[99395],[100891],[101899],[101918],[103790],[104018],[109491],[109681],[112041],[112141],[112714],[114634],[116334],[117022],[118193],[119340],[122155],[122314],[122603],[126143],[128777],[129456],[133015],[135658],[136666],[136685],[144252],[146802],[147300],[151927],[153168],[153847],[158797],[158897],[159470],[163090],[166810],[171763],[173463],[175322],[185912],[185989],[189222],[194516],[196110],[200387],[202937],[203435],[208062],[220420],[222340],[231583],[237126],[239007],[241877],[252174],[252251],[255484],[260778],[275256],[288802],[295280],[295357],[296145],[302218],[315979],[318849],[335544],[354445],[364040],[369938],[370015],[384207],[409243],[425874],[448425],[463335],[484566],[490464],[490541],[542475],[558835],[582278],[689146],[705506] ] cell #602 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [60062],[81662],[82254],[85635],[86544],[90749],[91323],[110168],[114232],[115130],[120501],[120996],[123882],[124456],[124791],[132435],[133344],[136490],[147796],[149381],[150449],[152256],[156924],[157516],[159799],[160988],[161483],[161886],[163704],[171361],[172259],[175651],[181011],[181585],[181920],[185066],[186874],[189975],[195012],[203931],[205516],[205994],[206108],[206584],[216289],[217874],[218942],[220749],[222836],[228292],[229481],[229976],[230379],[232197],[233771],[236532],[240047],[240525],[242762],[245863],[250900],[253136],[256237],[258116],[265734],[267614],[270715],[271784],[275752],[278405],[280212],[284671],[286256],[286734],[286848],[287324],[291218],[293764],[294068],[298582],[301624],[307854],[310955],[312024],[313504],[319170],[327872],[330199],[333714],[334192],[334801],[336429],[339530],[344567],[346803],[349904],[351783],[357594],[360117],[360552],[365860],[368726],[372399],[376282],[379797],[380275],[380884],[382130],[395916],[399017],[400789],[401012],[401093],[405607],[406838],[408649],[414879],[417980],[420529],[426195],[436353],[443535],[449327],[452807],[453030],[453111],[457625],[458856],[471694],[475577],[480643],[481078],[481364],[486386],[489252],[492925],[496808],[502656],[520666],[526344],[526567],[528913],[534623],[538552],[538987],[539273],[544295],[553945],[559737],[563521],[569687],[570206],[583180],[586964],[605547],[619751],[620186],[620472],[622453],[624539],[633298],[633817],[647473],[647696],[650042],[655752],[667337],[681294],[706408],[716988],[720086],[721782],[722301],[736313],[750921],[751356],[751642],[753623],[755709],[783179],[814392],[826418],[830888],[831508],[857244],[860342],[862038],[862557],[925138],[942780],[945286],[958171],[974547],[979017],[979637],[1009618],[1067107],[1078369],[1091254],[1097339],[1112730],[1144442],[1193483],[1204600],[1270196],[1283081],[1304557],[1333863],[1399830],[1530239] ] cell #603 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [7819],[11219],[12536],[14978],[17027],[17369],[18902],[22326],[22668],[25100],[25332],[25410],[27825],[28167],[32585],[32663],[36207],[36549],[36781],[36965],[40061],[40139],[43928],[44444],[46448],[46632],[51108],[51186],[52086],[52766],[56340],[56524],[61375],[61715],[62011],[64662],[65342],[68041],[70561],[70745],[72693],[77433],[82015],[83852],[84192],[84649],[87288],[88694],[92062],[92402],[95349],[98033],[102948],[109920],[110521],[112499],[116170],[117978],[122099],[122439],[125535],[134088],[135494],[143971],[145029],[149734],[151712],[157277],[159255],[162926],[173299],[175107],[182664],[186416],[192245],[201164],[205869],[207847],[218227],[220205],[231419],[240400],[242304],[252678],[258507],[272985],[286609],[288587],[298973],[319276],[334067],[335971],[352174],[365966],[380150],[405998],[426301],[436524],[458016],[486492],[544401],[570377],[633988],[722472],[862728] ] cell #604 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [3672],[5063],[6239],[7663],[8148],[8393],[9037],[9957],[10128],[11123],[12299],[13004],[13334],[13993],[14238],[14882],[15308],[15553],[16197],[16997],[17242],[17886],[18806],[18977],[19747],[19881],[21307],[22296],[22541],[23126],[24115],[24360],[25004],[25491],[25821],[26480],[26725],[27369],[27795],[28040],[28684],[29324],[30827],[31318],[32079],[32396],[32744],[33074],[33762],[35188],[36177],[36422],[36841],[36975],[38401],[39390],[39635],[40220],[41209],[41454],[42098],[44257],[44414],[44872],[45865],[46301],[46508],[46642],[49841],[50602],[51267],[52096],[53599],[54090],[54851],[55168],[55516],[56534],[57960],[58949],[59194],[60996],[61435],[61787],[62092],[62455],[62665],[63806],[64672],[66175],[68527],[69978],[70755],[73853],[74010],[74468],[75461],[75897],[76238],[79437],[80198],[81975],[83191],[83401],[83862],[84659],[85072],[85182],[85309],[89854],[90011],[91683],[92122],[92779],[94493],[98602],[99393],[100061],[100271],[101412],[106133],[107584],[109930],[111168],[111278],[111405],[113583],[118547],[119338],[121438],[121648],[122109],[122906],[123556],[128258],[128775],[129991],[131872],[131982],[132109],[138483],[141293],[144153],[145773],[146591],[153166],[154382],[156686],[157924],[158034],[158161],[165303],[168407],[170712],[178567],[180685],[185797],[187484],[189220],[191069],[193807],[197707],[200288],[201908],[202726],[210517],[215084],[226527],[237027],[241173],[243372],[249695],[252059],[255482],[260069],[263969],[274547],[294026],[295165],[299855],[302119],[337039],[343362],[353736],[360880],[369823],[409144],[435831],[490349] ] cell #605 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [58918],[73979],[80771],[89980],[98583],[99606],[106102],[118528],[119551],[128227],[128804],[129859],[138464],[139487],[153195],[154250],[165284],[166307],[166860],[168269],[177380],[178435],[189249],[191050],[196160],[197569],[209330],[210385],[212618],[214112],[224980],[226389],[239057],[239836],[241041],[247229],[248723],[255511],[262422],[263831],[268025],[281000],[293844],[297437],[298152],[299717],[304928],[308265],[316029],[316808],[324201],[330666],[342390],[360687],[361665],[365409],[372810],[376749],[385499],[386214],[392990],[411953],[415290],[435906],[437579],[446050],[449794],[460960],[464704],[472105],[493336],[497275],[513516],[521853],[531629],[547989],[556460],[560204],[579903],[583647],[605958],[622229],[625267],[642982],[652758],[678300],[703131],[706875],[724517],[756437],[780869],[783907],[811398],[833735],[854727],[893946],[925866],[943104],[972065],[1012465],[1094101],[1129375],[1213680],[1326496],[1490014] ] cell #606 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [39215],[53295],[55282],[65871],[73072],[73449],[75961],[78642],[89073],[89450],[96558],[98502],[98898],[105195],[105572],[118447],[118843],[123193],[127320],[127697],[128698],[129848],[138383],[138695],[138779],[148607],[153089],[154239],[156852],[160195],[165203],[165515],[165599],[166849],[177274],[178424],[179027],[187650],[189143],[190969],[195823],[196149],[200191],[200691],[204553],[209224],[210374],[210977],[214006],[224969],[226876],[234008],[236930],[237430],[239046],[239730],[241030],[243538],[246857],[248617],[251839],[251921],[252418],[255405],[262411],[264318],[268014],[276563],[281066],[291717],[293833],[294945],[295027],[295524],[298141],[302022],[302522],[304822],[306122],[308254],[312067],[312188],[316018],[316702],[324267],[330732],[337205],[340524],[342284],[357985],[360204],[361654],[361855],[361976],[365475],[368491],[369603],[369685],[370182],[372799],[376815],[386203],[392884],[409047],[409547],[411847],[413147],[415279],[431292],[436007],[439476],[444589],[446039],[446240],[446361],[449860],[460949],[464770],[472094],[486001],[489017],[490129],[490211],[490708],[493325],[497341],[513410],[524033],[530057],[543910],[549886],[556449],[560270],[573329],[578442],[579892],[580093],[580214],[583713],[598623],[605947],[617759],[622218],[636940],[645162],[665039],[670704],[676728],[696557],[703120],[706941],[739680],[748929],[768110],[776399],[780858],[803802],[836375],[850257],[854716],[879936],[918358],[952528],[998386],[1065528],[1074646],[1191935],[1320504] ] cell #607 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [32123],[34567],[39434],[44777],[47976],[50646],[54895],[55287],[60566],[60901],[62404],[66493],[68890],[73454],[74373],[76033],[80242],[82737],[83140],[83656],[86139],[89455],[91588],[93091],[98507],[98970],[100010],[105577],[106496],[111719],[114715],[115634],[118452],[118915],[121387],[121903],[127702],[129940],[130066],[130456],[132939],[138388],[138851],[139891],[145005],[150932],[154331],[154457],[154847],[158475],[160200],[162390],[165208],[165671],[168848],[171844],[172763],[178516],[178642],[179032],[190974],[192221],[198148],[200696],[201140],[204625],[207067],[210466],[210592],[210982],[213498],[219425],[223340],[226968],[227094],[230883],[237435],[241122],[241248],[246862],[248109],[251848],[252529],[258483],[264410],[264536],[272961],[278888],[281880],[287807],[291722],[293975],[294954],[295635],[298949],[302527],[304314],[306214],[306340],[312062],[312197],[325081],[340529],[341776],[352150],[358077],[358203],[360213],[361850],[361985],[367000],[368633],[369612],[370293],[381235],[392376],[405974],[409552],[411339],[413239],[413365],[432106],[436002],[437886],[439618],[444598],[446235],[446370],[457992],[466295],[487526],[489159],[490138],[490819],[512902],[524042],[530052],[531936],[545435],[550028],[573471],[578451],[580088],[580223],[600148],[617754],[637082],[645171],[666564],[670713],[676723],[678607],[696699],[739689],[748924],[768252],[776394],[803811],[836517],[850252],[879945],[918353],[952537],[998381],[1065537],[1074641],[1191930],[1320497] ] cell #608 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [64014],[68103],[76068],[76446],[85333],[90447],[94701],[99005],[101620],[102302],[110953],[111429],[113709],[118950],[119978],[123580],[130101],[130686],[132133],[138886],[141501],[145346],[145899],[146615],[150166],[154492],[155077],[158185],[160465],[165706],[168558],[170838],[178677],[179262],[180709],[188423],[192562],[193831],[197858],[202034],[202750],[204660],[210627],[211212],[214392],[215108],[218659],[226678],[227129],[228958],[236457],[241283],[244311],[249003],[249719],[252564],[254685],[257131],[260093],[264120],[264571],[269163],[273302],[274571],[282774],[283490],[295670],[300006],[301549],[306375],[309403],[312269],[312899],[313429],[321283],[325975],[326691],[330124],[337978],[343386],[348352],[353760],[358238],[362057],[362687],[367341],[370328],[374664],[376207],[381225],[381305],[389611],[397465],[408574],[413400],[416428],[420454],[428308],[433716],[436749],[437876],[437956],[442689],[446442],[447072],[449252],[451726],[459229],[475502],[490854],[495190],[496733],[510137],[517991],[520930],[522773],[528838],[530799],[531926],[532006],[559662],[576542],[580295],[580925],[583105],[585579],[609355],[614523],[618501],[624344],[626187],[640153],[649967],[675509],[677470],[678597],[678677],[706333],[719891],[726756],[744485],[749671],[777141],[782984],[784827],[808607],[829521],[850999],[860147],[884741],[889320],[896185],[919100],[967439],[977650],[999128],[1008251],[1038877],[1075388],[1089887],[1121998],[1163921],[1201159],[1249242],[1321456],[1330450],[1452382],[1582587] ] cell #609 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [194491],[203410],[221474],[222315],[241852],[252226],[260753],[269775],[275231],[276825],[295332],[296120],[300353],[310015],[312233],[318824],[331552],[332649],[335519],[348964],[354420],[362021],[362883],[364015],[369990],[377635],[378732],[384182],[388415],[398077],[403145],[407378],[421882],[422979],[425849],[439843],[446406],[448400],[455163],[462178],[463310],[466695],[476930],[478027],[483409],[484541],[490516],[504708],[505489],[508941],[522330],[529555],[533893],[541318],[542450],[547218],[550253],[554281],[558810],[565573],[566354],[573696],[580259],[582253],[596031],[597163],[617520],[623717],[625744],[632969],[637307],[642140],[642816],[643459],[655022],[662447],[663579],[669001],[680564],[689121],[696924],[705481],[713025],[718893],[719569],[725851],[729753],[735950],[737977],[745537],[745762],[756914],[768477],[784384],[791609],[795947],[802099],[813662],[822219],[826977],[828259],[828484],[834212],[839158],[839834],[842596],[846116],[856567],[878233],[899182],[905379],[907406],[926343],[937906],[942616],[944609],[951815],[954260],[955542],[955767],[990725],[1012942],[1017888],[1018564],[1021326],[1024846],[1056963],[1064635],[1068786],[1075699],[1077692],[1094578],[1106374],[1138086],[1140531],[1141813],[1142038],[1176996],[1194425],[1202128],[1222391],[1228141],[1260613],[1267526],[1269519],[1298201],[1323755],[1346659],[1356797],[1384763],[1389655],[1397358],[1423371],[1476461],[1487273],[1510177],[1520131],[1553173],[1592700],[1606693],[1639219],[1682503],[1720969],[1766808],[1839280],[1846852],[1961238],[2077090] ] cell #610 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [80863],[99698],[108361],[119643],[130201],[131459],[139579],[154592],[155850],[166399],[167059],[168297],[178777],[180035],[196359],[197597],[210727],[211985],[212646],[214266],[225179],[226417],[239256],[241383],[247257],[248877],[262621],[263859],[266537],[268224],[281028],[282648],[297465],[298351],[299745],[306777],[308464],[316228],[324229],[325849],[330694],[345726],[360715],[364636],[365437],[367215],[373009],[376777],[385527],[386413],[394839],[402190],[415489],[436563],[437607],[441670],[449822],[454208],[463931],[464732],[472304],[493535],[497303],[520769],[522510],[531657],[535720],[548017],[552080],[560232],[583675],[588061],[606157],[615534],[625924],[643639],[652786],[656849],[678328],[682391],[706903],[724545],[727767],[746704],[757094],[784564],[811426],[815489],[834392],[868023],[893974],[897196],[926523],[950254],[972093],[1013122],[1046753],[1065157],[1094758],[1136525],[1220830],[1256984],[1343030],[1457293],[1620051] ] cell #611 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [15438],[19968],[23233],[24245],[29661],[31405],[31824],[32304],[33849],[33993],[35295],[41339],[42679],[44985],[45477],[46101],[48184],[49928],[50072],[50347],[54177],[54596],[55076],[55990],[58067],[59575],[61874],[62631],[62703],[63401],[64207],[66792],[68401],[69098],[69590],[74581],[75073],[75697],[76744],[77224],[79524],[79668],[79943],[81337],[83367],[84472],[85409],[92561],[93390],[94088],[99480],[100237],[100309],[101007],[101813],[103107],[103731],[106007],[106226],[106704],[107196],[108867],[111505],[112756],[113603],[119425],[121614],[122719],[128132],[128351],[130167],[131272],[131795],[132209],[135004],[135774],[136580],[137420],[139361],[140190],[140888],[142988],[144324],[145793],[154558],[155663],[156186],[158261],[164240],[166181],[168255],[168634],[169478],[169885],[170584],[170732],[174516],[177027],[178743],[179848],[184350],[185817],[189865],[197555],[197934],[198778],[199185],[199884],[201928],[208977],[210693],[211798],[212817],[213065],[213759],[214286],[215660],[217001],[221309],[224715],[226754],[227598],[239483],[241349],[247428],[247676],[248370],[248897],[250271],[251612],[262157],[264196],[265040],[266523],[266557],[267025],[267760],[269610],[282668],[284042],[293638],[297636],[297884],[297887],[300082],[306763],[306797],[307265],[308000],[309850],[318321],[325869],[327243],[328810],[328965],[329188],[348799],[360424],[364622],[364656],[365124],[367235],[374893],[375048],[375271],[385698],[385946],[388144],[397912],[400131],[419518],[435797],[436583],[440587],[440742],[440965],[452149],[463917],[463951],[464419],[466530],[474566],[482807],[521139],[525686],[527040],[540716],[546993],[550997],[551152],[551375],[614748],[617295],[630454],[642268],[646815],[648169],[687387],[719021],[729528],[745918],[761624],[789094],[828640],[839286],[898957],[931053],[955923],[1018016],[1142194] ] cell #612 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [34123],[42812],[48416],[50202],[60068],[62836],[63549],[64337],[66925],[67154],[69330],[79798],[82157],[85641],[86390],[87405],[90755],[93523],[93752],[94236],[100442],[101155],[101943],[103652],[106936],[109603],[112889],[114027],[114135],[115136],[116387],[120404],[122867],[123888],[124637],[126069],[132441],[133190],[134205],[135922],[136710],[140323],[140552],[141036],[143533],[146217],[147802],[149161],[159645],[160891],[161354],[161892],[170018],[171156],[171264],[172265],[173516],[175497],[176512],[179996],[181017],[181766],[183198],[184498],[188134],[189878],[190341],[191113],[199318],[202352],[203937],[205505],[211946],[214710],[216295],[217149],[217654],[221733],[222842],[224093],[228138],[229384],[229847],[230385],[233617],[235615],[237482],[240036],[249321],[250906],[251760],[254396],[258053],[265580],[268874],[270034],[270618],[271081],[271630],[271853],[277117],[283092],[284677],[286245],[291224],[293414],[293698],[298519],[309114],[310274],[310858],[311321],[311870],[314454],[326293],[327878],[329282],[329615],[331149],[332941],[333703],[334807],[340668],[348063],[349223],[351720],[360489],[367659],[375365],[375698],[377232],[379024],[379786],[380890],[397176],[398336],[400439],[400723],[401018],[404234],[405544],[421479],[423271],[435800],[441059],[441392],[444163],[452457],[452741],[453036],[456252],[457562],[466954],[476527],[478319],[480507],[480915],[481015],[505797],[525994],[526278],[526573],[529152],[538416],[538824],[538924],[551469],[551802],[554573],[566662],[569653],[593537],[615130],[619615],[620023],[620123],[633264],[647123],[647407],[647702],[650281],[659953],[669899],[716778],[721748],[723229],[738875],[746300],[750785],[751193],[751293],[826384],[829022],[843494],[857034],[862004],[863485],[908304],[945076],[956305],[974513],[991623],[1022224],[1067073],[1078159],[1142576],[1177894],[1204566],[1269986],[1399796] ] cell #613 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [67361],[82328],[91102],[93959],[109544],[110267],[114306],[115358],[116594],[120575],[120922],[124235],[140759],[144653],[149480],[150523],[152035],[157023],[161062],[161409],[162114],[171435],[172487],[173723],[176368],[181364],[190049],[191645],[191869],[193145],[194938],[200788],[204159],[205615],[206658],[208835],[217973],[219016],[220528],[223064],[224300],[229555],[229902],[230607],[234488],[238014],[240146],[241991],[256311],[258131],[258680],[259407],[270789],[272385],[272609],[273885],[275678],[278479],[279991],[284899],[286355],[287398],[289575],[291446],[296259],[298597],[299146],[300221],[311029],[314986],[317118],[319236],[328100],[331681],[333813],[335029],[335658],[341200],[342700],[344493],[349978],[351798],[352347],[353074],[357668],[360627],[362751],[365926],[377764],[379896],[381112],[384321],[389104],[399091],[403284],[404766],[405622],[406171],[406912],[407246],[414108],[422011],[424143],[426261],[433030],[436113],[436419],[442182],[455302],[456784],[457640],[458189],[458930],[462046],[477059],[479191],[481153],[481438],[483277],[485468],[486452],[487897],[495405],[504847],[506329],[509630],[521226],[529684],[539062],[539347],[541186],[543377],[544361],[545806],[565712],[567194],[569966],[570272],[570632],[574426],[576035],[595899],[598090],[614322],[620261],[620546],[623856],[633577],[633883],[634243],[638037],[639646],[650813],[662315],[664506],[667373],[667796],[667897],[697654],[722061],[722367],[722727],[725719],[736349],[736772],[736873],[751431],[751716],[755026],[769207],[772962],[800894],[826773],[831544],[831967],[832068],[846820],[862317],[862623],[862983],[865975],[877028],[888436],[942816],[947963],[949531],[966555],[974902],[979673],[980096],[980197],[1064841],[1067462],[1082614],[1097375],[1102522],[1104090],[1152826],[1193519],[1204955],[1224196],[1241969],[1274441],[1322882],[1333899],[1400185],[1437199],[1464538],[1530275],[1659768] ] cell #614 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [12549,108448],[17382,131546],[19362,142496],[22681,155937],[25522,168693],[26022,170310],[28180,180122],[28855,183652],[32775,197993],[33275,199610],[36562,212072],[37115,214736],[37780,216576],[40251,226813],[40751,228430],[46782,249347],[47447,251187],[51298,264255],[51798,265872],[52225,266806],[52352,268431],[56674,283118],[57339,284958],[62123,300141],[64801,307046],[64928,308671],[70895,326319],[71560,328159],[71976,329069],[77572,345995],[77699,347620],[83991,364905],[84799,367685],[87977,375152],[95488,395108],[95615,396733],[98172,402459],[104099,419399],[112122,440846],[112638,441939],[113100,443720],[118117,454477],[122238,464200],[126224,474447],[129537,482688],[144378,521471],[147381,526921],[151851,535989],[153928,540597],[158878,551256],[159394,552349],[175246,588330],[186823,616236],[194597,630335],[203516,648050],[207986,657118],[220344,682660],[222421,687268],[242711,728469],[253085,747406],[260859,761505],[275337,788975],[288726,815758],[319683,868725],[336378,897898],[354526,930934],[366373,950956],[426708,1047455],[486899,1137227],[544808,1221532], [2462,39775,136761],[4325,55547,174575],[4375,56047,176698],[4679,59334,185337],[6939,75492,215719],[7263,76325,221676],[7281,76378,221759],[7641,80515,141875],[7825,80894,232695],[7875,81394,234818],[9519,45896,250330],[10741,50919,95075],[11170,101499,269977],[11188,101552,270060],[11225,99729,270567],[11673,102534,276674],[11679,102615,277045],[12000,106591,180844],[12225,107615,284101],[12277,108020,182967],[12567,108501,290141],[14929,63893,310217],[14947,63946,310300],[14984,119674,310807],[16454,68985,123715],[16679,70009,327302],[16731,70414,125838],[17006,37062,214653],[17127,130551,215243],[17304,133674,332498],[17310,133755,332869],[17400,131599,333574],[18057,135076,340663],[18466,139942,140418],[18546,140152,229302],[18853,141380,349166],[18871,141433,349249],[18908,139610,349756],[19356,142415,355863],[20772,83751,146750],[22305,46729,249264],[22426,154942,249854],[22603,86874,378581],[22609,86955,378952],[22699,155990,379657],[23852,92810,388203],[24664,93142,93618],[24744,93352,160809],[25051,94580,398279],[25069,94633,398362],[25106,166430,398869],[25320,171014,400578],[25503,52433,268802],[25598,168899,170113],[25678,169109,269507],[25916,172881,404229],[26016,170229,404951],[27471,103911,176803],[27557,180448,285593],[27564,180558,181143],[27804,56621,283035],[27925,56870,179127],[28102,182250,422828],[28108,182331,423199],[28198,180175,423904],[30648,111770,112984],[30728,111980,188767],[32209,64346,115729],[32573,113885,452596],[32756,65009,309042],[32851,198199,199413],[32931,198409,309747],[33169,115752,456247],[33269,199529,456969],[34132,34653,121998],[34840,122993,466897],[34858,123046,466980],[35914,70394,125943],[35939,123319,204853],[35946,123429,124014],[36186,70842,326236],[36307,71091,211077],[36484,125121,477876],[36490,125202,478247],[36580,212125,478952],[36860,217509,480910],[36884,212871,480989],[36977,72275,331144],[37199,214847,331866],[37206,214957,216421],[39520,136719,223435],[39905,228832,229396],[40049,229134,502141],[40232,77780,347991],[40327,40386,227019],[40645,231001,505792],[40745,228349,506514],[42200,143792,234923],[42907,82788,146160],[43916,146075,526133],[44006,146354,238199],[44013,146464,147928],[44423,84746,367602],[45972,87377,150983],[46281,87696,246957],[46527,149016,538819],[46551,247482,538898],[46644,88276,377227],[46866,249458,377949],[46873,249568,251032],[48071,158320,550079],[48388,49171,158526],[49494,159856,554130],[49500,159937,554501],[50211,50732,162485],[50952,160339,160903],[51096,160641,563006],[51279,95696,397104],[51374,51433,264461],[51692,162508,566657],[51792,265791,567379],[52098,97181,400434],[52136,266625,400513],[52610,269037,270630],[52754,269339,572119],[54981,101952,172858],[55623,176484,278939],[56419,285891,593532],[56443,281253,593611],[56536,104398,421474],[56765,56851,283339],[58686,108000,183072],[59079,108697,291817],[59776,185885,293488],[60194,110802,188062],[60661,111564,439669],[61454,187989,620018],[61478,297690,620097],[61559,188297,189890],[61703,188599,621008],[62104,113181,444091],[62931,113970,114766],[64037,116349,193680],[64388,64447,306265],[64674,117126,452452],[64712,306865,452531],[65186,309277,310870],[65330,309579,635730],[66544,67020,202295],[66733,200513,642600],[66754,202378,645838],[67116,68126,202599],[68029,202210,647262],[68571,204218,650276],[69302,70085,207118],[70640,205151,659948],[70664,324454,660027],[70757,126523,476522],[70986,71072,326540],[72000,329108,329294],[72772,332164,669894],[72796,330919,669973],[75568,134177,219476],[75877,134496,340624],[76469,224055,343235],[79807,80328,230978],[80970,81029,358128],[81931,235441,235627],[82169,145220,237477],[82977,237252,719353],[82998,146243,524709],[83864,146906,525989],[83902,364724,526068],[84271,238497,723224],[84295,365662,723303],[84661,148083,529147],[85468,86234,368684],[85767,149089,150015],[87276,244487,733241],[87591,87677,374513],[88001,375191,375377],[88773,378247,738870],[88797,377002,738949],[90186,253953,748753],[90296,90881,254324],[90552,252328,746295],[92141,254251,751188],[92165,385752,751267],[92390,254861,752178],[93714,94724,259942],[100537,171099,171895],[101643,173478,274420],[101994,102053,413290],[102936,416604,794370],[106908,107691,287858],[108592,108678,433565],[109615,185737,293409],[109932,186066,615125],[110692,187691,617583],[111058,295434,829017],[112146,440885,441071],[114053,114976,445265],[114147,191108,192436],[114955,302344,839618],[116249,303589,843489],[116273,450047,843568],[119852,120416,314449],[119940,312374,856886],[121224,314224,859609],[122111,203041,647118],[122149,464019,647197],[122518,315469,863480],[122542,464957,863559],[125523,321459,873497],[132268,133034,489210],[132567,217582,218508],[134076,338154,902670],[134391,134477,495039],[135573,498773,908299],[135597,497528,908378],[140514,141524,353609],[144098,235402,716630],[145308,362162,944928],[148718,149905,529881],[150271,370092,956300],[158902,551295,551481],[161711,390406,987747],[163005,391651,991618],[163029,560457,991697],[171182,172105,579118],[171276,271848,273176],[172084,409369,1018348],[173378,410614,1022219],[173402,583900,1022298],[182652,428484,1052227],[192524,446547,1078011],[195240,450758,1084039],[217211,218398,676552],[218764,490618,1142571],[230204,510932,1174018],[231498,512177,1177889],[231522,707128,1177968],[273264,580400,1269838],[275980,584611,1275866],[344795,691479,1416762] ] cell #615 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [7432],[7520],[10532],[10620],[11002],[11944],[11963],[12073],[13554],[14460],[14761],[16398],[16417],[16527],[17071],[17090],[18434],[18485],[19469],[20052],[20716],[20735],[21173],[21857],[21959],[22370],[22389],[23676],[24632],[24683],[25566],[25617],[26947],[27248],[27546],[28904],[29014],[29778],[30237],[30616],[30667],[31153],[31248],[31489],[32153],[32172],[32819],[32870],[33933],[34597],[34616],[35738],[35928],[36796],[37188],[37829],[38267],[38951],[39053],[39464],[39483],[42532],[42694],[43399],[43494],[43995],[44575],[44666],[45102],[45991],[46463],[46855],[47496],[48301],[48760],[49190],[50012],[50676],[50695],[52125],[53009],[53925],[54020],[54261],[54925],[54944],[55642],[57388],[58510],[59590],[59765],[60699],[60790],[61390],[61958],[62300],[62718],[64019],[64701],[65585],[66807],[67512],[67607],[68108],[69215],[70104],[71609],[72995],[74171],[74262],[74698],[75587],[76451],[78356],[79608],[80272],[80291],[81829],[83036],[83891],[84589],[85338],[88996],[90452],[91386],[91477],[92077],[93405],[94706],[96272],[98396],[99564],[99906],[100324],[101625],[105118],[106821],[107710],[109708],[110958],[111434],[112771],[113539],[118341],[119509],[120076],[121283],[122138],[123585],[127243],[131389],[132138],[138277],[140205],[141506],[144339],[145444],[146620],[148530],[150171],[155780],[156464],[158190],[165097],[169900],[180714],[186307],[187262],[190863],[192660],[193836],[199200],[202755],[212832],[215113],[218664],[235921],[243150],[247443],[249724],[260098],[273400],[274576],[293151],[297651],[336817],[343391],[353765],[385713] ] cell #616 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2463],[3220],[4346],[4680],[5525],[6437],[7211],[7298],[7642],[7846],[8756],[9065],[10111],[10419],[10742],[11277],[11585],[11732],[12003],[12497],[12584],[13299],[13848],[15036],[15775],[15916],[16225],[16457],[17130],[17464],[17605],[17914],[18448],[18960],[19268],[19415],[20368],[20522],[20775],[21004],[22429],[22763],[22992],[23421],[23778],[23970],[24646],[25158],[25357],[25580],[26143],[26335],[27535],[28262],[28403],[28712],[30019],[30068],[30383],[30630],[31959],[32610],[32833],[33396],[33692],[34249],[34403],[34885],[35917],[36644],[36810],[36905],[37177],[37616],[38098],[40086],[40872],[41064],[42450],[42546],[43221],[43566],[43953],[43984],[45343],[45707],[46477],[46572],[46844],[47283],[47774],[48542],[48591],[48906],[50482],[51133],[51919],[52023],[52114],[52791],[53155],[54731],[56464],[57657],[59704],[59754],[60364],[61404],[61499],[61740],[63245],[64599],[64690],[65367],[65731],[68066],[69456],[69820],[70685],[71872],[72817],[73162],[74939],[75303],[76879],[77370],[80078],[81616],[81784],[83789],[83880],[84316],[85937],[87313],[87531],[87873],[88818],[89163],[92091],[92186],[92427],[95286],[97310],[97970],[100851],[102973],[103337],[107062],[107426],[109818],[112018],[112436],[116294],[117255],[117915],[122036],[122127],[122563],[125560],[128584],[132737],[134113],[134331],[135618],[144229],[144294],[147035],[151649],[152975],[156574],[158774],[159192],[163050],[173423],[175044],[176638],[182689],[187372],[189029],[191510],[200364],[200429],[203170],[207784],[220142],[231543],[237103],[237168],[237879],[243260],[255291],[257772],[272250],[288524],[296895],[302195],[302260],[314851],[336927],[351439],[371553],[384957],[403920],[409220],[409285],[455938],[470848],[492079],[589791],[604701] ] cell #617 : |C| = 225 W-rep = phi[105,5]+phi[120,4] special rep = phi[120,4] , dim = 120 orbit = E6(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [34992],[43673],[49568],[57764],[61023],[73269],[79164],[81863],[89270],[98629],[118574],[128663],[153054],[189108],[255370], [8725,85197],[9027,86596],[9657,90350],[9947,91710],[13151,110856],[13268,111293],[13805,62435],[13845,113841],[14222,63697],[15135,66556],[15160,120110],[15537,67786],[16187,124843],[17574,131997],[17876,133396],[20170,82800],[20195,145478],[20325,83171],[20365,146031],[20997,45169],[21111,45281],[21454,150069],[22818,48584],[22930,48698],[23390,158049],[23967,160597],[24344,94384],[25755,168422],[26292,100041],[26332,170970],[26709,101303],[27359,175703],[28674,181972],[29845,30061],[29957,30175],[30380,188555],[31045,63042],[31607,114778],[31632,192694],[33008,197722],[33489,67404],[34206,121418],[34246,202166],[37419,129971],[37459,214524],[38091,74765],[38205,74877],[38548,218562],[39242,221547],[39619,136070],[40484,226542],[41061,229090],[41438,141184],[42411,42443],[43018,43291],[45704,244443],[47086,154362],[47126,249135],[48903,254817],[51531,263984],[53152,269295],[53322,269848],[53817,100648],[54379,171907],[54404,273434],[56978,178547],[57018,282906],[59624,59663],[62227,299870],[65728,309535],[65898,310088],[69817,321415],[71199,210497],[71239,326107],[75300,338110],[78499,348484],[78669,349037],[82143,360895],[84933,241153],[84973,367473],[96415,397597],[96585,398150],[103334,416560],[107423,428440],[109590,435922],[110083,294006],[110649,437787],[116951,451858],[123220,466768],[143215,518123],[143919,359998],[143932,520719],[144699,521869],[149862,531837],[157405,548197],[174080,585711],[185526,435781],[186377,615484],[191915,625283],[200834,642998],[218355,678508],[242265,727717],[252639,746654],[272655,783923],[335932,897146] ] cell #618 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [18506],[18796],[24704],[24994],[25638],[27622],[27647],[28024],[30688],[32386],[32891],[36004],[36029],[36406],[37264],[37289],[39912],[40024],[42088],[42969],[44071],[44096],[44850],[46012],[46285],[46931],[46956],[49211],[50959],[51071],[52617],[52729],[55158],[55663],[56261],[58801],[59178],[60280],[60974],[61566],[61678],[62454],[62634],[62993],[64095],[64120],[65193],[65305],[67082],[68184],[68209],[70125],[70482],[72007],[72614],[73692],[74446],[75608],[75881],[76527],[76552],[81938],[82179],[83190],[83370],[84113],[85065],[85181],[85853],[87251],[88008],[88615],[89693],[90967],[91661],[92365],[93680],[94782],[94807],[97230],[98580],[100060],[100240],[100599],[101701],[101726],[102911],[105815],[107731],[109625],[109852],[111161],[111277],[112153],[113046],[113582],[114157],[116091],[117175],[118525],[120426],[121437],[121617],[122360],[124100],[125498],[127940],[129990],[131865],[131981],[132653],[134051],[135415],[138461],[140480],[141582],[141607],[144146],[145772],[146955],[148014],[149065],[154381],[156608],[157917],[158033],[158909],[160913],[162847],[165281],[168406],[170175],[170711],[171286],[173220],[178566],[181229],[182627],[185796],[187406],[188038],[189900],[191047],[197706],[199475],[200281],[201907],[203090],[205200],[210516],[216507],[217558],[226526],[229406],[231340],[235637],[237020],[238546],[241172],[243294],[251118],[252058],[254300],[263968],[270640],[285940],[294025],[295164],[299854],[302112],[303638],[310880],[315518],[329304],[332213],[336961],[360879],[369822],[375387],[378296],[391700],[409137],[410663],[435830],[441081],[490348],[498822],[512226],[551491] ] cell #619 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2464],[3805],[4326],[4681],[6289],[6940],[7253],[7796],[7826],[8443],[9520],[10139],[11160],[11226],[11663],[12226],[12349],[12539],[13345],[14919],[14985],[15817],[16680],[16861],[17292],[17294],[17372],[18843],[18909],[18988],[19346],[19758],[20423],[22160],[22591],[22593],[22671],[23853],[25041],[25107],[25310],[25335],[25832],[26006],[27659],[28092],[28170],[28304],[29400],[30562],[32563],[32588],[33085],[33259],[34830],[36041],[36474],[36552],[36704],[36852],[36874],[37301],[37517],[40039],[40064],[40735],[42282],[43906],[43931],[44108],[46371],[46519],[46541],[46968],[47184],[48049],[49085],[49484],[51086],[51111],[51782],[52018],[52172],[52744],[52769],[56263],[56433],[60639],[61298],[61446],[61468],[61693],[61718],[64132],[64594],[64748],[65320],[65345],[66723],[68019],[68044],[68221],[70484],[70654],[71878],[72616],[72786],[76564],[77365],[81904],[82967],[83784],[83938],[84115],[84285],[86212],[87266],[87291],[87879],[88617],[88787],[90179],[91326],[91985],[92133],[92155],[92380],[92405],[94819],[95281],[97232],[97965],[101738],[102926],[102951],[109813],[109854],[110685],[112024],[112431],[114945],[116263],[117177],[117910],[122031],[122185],[122532],[124459],[125513],[125538],[128579],[133012],[134066],[134091],[135587],[141619],[144091],[144235],[144289],[146957],[149898],[151644],[152259],[152970],[156569],[158780],[159187],[163019],[172074],[173392],[175039],[181588],[182642],[182667],[187367],[189024],[191505],[200370],[200424],[203092],[207779],[218391],[220137],[220752],[231512],[237109],[237163],[237874],[243255],[255286],[257767],[272245],[280215],[288519],[296890],[302201],[302255],[314846],[336922],[351434],[371548],[384952],[403915],[409226],[409280],[455933],[470843],[492074],[589786],[604696] ] cell #620 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2468],[2478],[3808],[3818],[4014],[4024],[4402],[5139],[5149],[5720],[5730],[6483],[6671],[6757],[6800],[7524],[8016],[8161],[8527],[9123],[9251],[9337],[9380],[10043],[10624],[10775],[10920],[11790],[12043],[12086],[12735],[13029],[13472],[14006],[14329],[14372],[14464],[14534],[14679],[15321],[15687],[16283],[16497],[16540],[16939],[17972],[18186],[18229],[18603],[19473],[19917],[20584],[20910],[21192],[21332],[21775],[21972],[22238],[23151],[23594],[24128],[24451],[24494],[24801],[26493],[26816],[26859],[26951],[27166],[27737],[28770],[28984],[29027],[29736],[30256],[30840],[30914],[31128],[31282],[31354],[32021],[33798],[34465],[34791],[35213],[35656],[36119],[38004],[38286],[38426],[38869],[39066],[39332],[41222],[41545],[41588],[43374],[43528],[44282],[44356],[44585],[44634],[45060],[47671],[48259],[48779],[49437],[49877],[50544],[53028],[53612],[53900],[54054],[54126],[54793],[57563],[57985],[58428],[59887],[60709],[60758],[61823],[62299],[65604],[66188],[67292],[67487],[67641],[68469],[69173],[71784],[72970],[73878],[74181],[74230],[74656],[78375],[79473],[80140],[81839],[82040],[83035],[84547],[88971],[89879],[90574],[91396],[91445],[93890],[96291],[98364],[99429],[99905],[105093],[106779],[109707],[111080],[113558],[116525],[118309],[119374],[120086],[121282],[127218],[128840],[131347],[138245],[140690],[145454],[148505],[150293],[153231],[155738],[156463],[165065],[173654],[186282],[187261],[189285],[190831],[192670],[218786],[224231],[235889],[243149],[255547],[273410],[293147],[336816] ] cell #621 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2480],[3820],[4026],[4401],[5151],[5732],[6482],[6759],[6799],[7402],[7526],[8163],[8526],[9125],[9339],[9379],[10045],[10502],[10626],[10919],[10972],[11792],[12045],[12085],[13028],[13524],[14008],[14331],[14371],[14466],[14678],[14731],[15323],[15686],[16285],[16499],[16539],[16814],[16917],[17974],[18188],[18228],[18602],[19475],[19785],[19885],[20912],[21194],[21331],[21774],[21971],[22113],[22216],[23150],[24130],[24453],[24493],[24800],[25243],[26495],[26818],[26858],[26953],[27165],[27715],[28772],[28986],[29026],[29328],[30258],[30515],[30842],[30913],[31130],[31281],[31322],[31999],[32496],[33766],[34793],[35212],[35655],[36097],[38006],[38288],[38425],[38868],[39065],[39310],[41224],[41547],[41587],[43376],[43527],[43839],[44281],[44334],[44581],[44633],[44758],[47673],[48781],[49038],[49436],[49845],[50522],[53030],[53614],[53902],[54053],[54094],[54771],[57565],[57984],[58427],[59822],[60705],[60757],[60882],[61791],[62298],[65606],[66190],[67489],[67640],[67952],[68447],[68871],[71786],[72972],[73877],[74177],[74229],[74354],[78377],[79441],[80118],[81835],[81979],[83034],[83637],[88973],[89878],[90509],[91392],[91444],[91569],[96293],[98363],[99397],[99904],[105095],[106477],[109706],[111015],[113560],[115615],[118308],[119342],[120082],[121281],[121884],[127220],[128779],[130437],[138244],[145450],[148507],[150228],[153170],[154828],[156462],[162371],[165064],[172744],[186284],[187260],[189224],[190830],[192666],[218721],[223321],[230864],[235888],[243148],[255486],[273406],[293146],[336815] ] cell #622 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [10125],[10153],[13331],[13359],[15843],[18974],[19002],[19744],[20001],[20449],[21662],[23481],[25818],[25846],[28330],[29285],[29711],[31438],[31886],[33071],[33099],[33882],[34330],[35543],[36838],[37095],[37543],[38756],[40575],[42728],[45035],[46505],[46762],[47210],[48234],[49961],[50409],[51622],[52057],[52483],[54210],[54658],[55871],[56654],[57102],[58315],[61432],[61907],[62752],[63926],[64507],[64633],[65059],[66841],[69148],[70875],[71323],[72324],[74631],[76358],[76806],[77830],[79557],[80005],[81218],[83823],[84522],[84779],[85482],[87005],[87758],[88325],[92119],[93439],[94613],[95746],[99513],[100358],[101532],[102113],[102665],[104447],[106754],[108481],[108929],[110408],[111578],[112805],[113231],[113777],[114079],[115801],[119458],[122070],[123026],[125252],[126572],[131322],[131579],[132282],[133805],[134558],[135125],[140239],[141413],[144412],[145967],[146269],[148132],[148730],[148860],[149621],[155713],[155970],[157164],[158334],[159987],[162557],[168707],[169934],[170906],[171208],[172930],[180155],[182381],[186199],[187703],[187833],[191093],[198007],[199234],[201652],[202102],[202404],[204267],[205756],[212105],[212905],[214460],[217223],[217353],[218114],[226827],[231050],[235414],[237462],[240287],[247516],[249071],[252461],[253965],[254095],[258995],[264269],[268573],[271833],[282842],[286496],[293394],[295567],[297724],[300155],[305379],[308813],[312386],[314434],[326043],[333954],[347762],[352662],[362174],[367409],[370225],[380037],[381456],[385786],[396875],[412404],[436817],[438107],[443862],[446559],[490751],[500563],[521678],[532157],[580412],[614352],[678828] ] cell #623 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [23920],[24030],[30333],[30742],[34935],[41014],[41124],[42553],[42922],[43616],[45657],[48856],[53105],[53514],[57707],[59543],[60223],[62946],[63640],[65681],[66090],[67035],[67729],[69770],[72149],[72518],[73212],[75253],[78452],[82230],[85796],[88150],[88519],[89213],[90910],[93633],[94327],[96368],[97149],[97829],[100552],[101246],[103287],[104641],[105335],[107376],[112295],[112999],[114208],[115995],[116904],[117094],[117774],[120477],[124043],[126766],[127460],[129030],[132596],[135319],[136013],[137710],[140433],[141127],[143168],[146874],[147957],[148326],[149289],[151508],[152633],[153421],[159051],[160964],[162751],[164530],[170128],[171337],[173124],[174033],[174903],[177606],[181172],[183895],[184589],[186692],[188262],[189951],[190631],[191325],[191753],[194090],[199428],[203009],[204461],[207643],[209556],[216450],[216819],[217782],[220001],[221126],[221914],[229457],[231244],[235738],[237694],[238122],[240615],[241471],[241614],[242580],[251061],[251430],[252954],[254524],[256893],[260352],[269002],[270691],[272065],[272493],[274830],[285201],[288383],[293889],[295739],[295882],[300192],[309242],[310931],[314093],[314666],[315094],[317587],[319552],[328402],[329405],[331361],[335138],[335281],[336247],[348191],[354019],[360280],[362722],[366242],[375488],[377444],[381951],[383801],[383944],[390275],[397304],[402907],[407217],[421691],[426577],[436084],[438602],[441182],[444291],[450627],[454925],[459575],[462017],[476739],[486768],[504470],[510801],[523119],[529364],[532652],[544677],[546494],[551592],[565335],[584480],[615410],[616796],[623479],[626533],[679323],[691348],[717366],[729029],[785173],[825997],[898458] ] cell #624 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4316],[6930],[7249],[9510],[11091],[11156],[12216],[14850],[14915],[16670],[16857],[17143],[18774],[18839],[22156],[22442],[23843],[24972],[25037],[25288],[25692],[27655],[27941],[28080],[30558],[31017],[32541],[32945],[33743],[34826],[36037],[36323],[36462],[36817],[37297],[40017],[40421],[40557],[43272],[43884],[44104],[44465],[46341],[46484],[46964],[47787],[48045],[49081],[51064],[51468],[51604],[52722],[56376],[56407],[59234],[59872],[60377],[60635],[61411],[61671],[62164],[63296],[64128],[64489],[65298],[66380],[66467],[67997],[68217],[70597],[70628],[72729],[72760],[75937],[76560],[81200],[81797],[82056],[82559],[82624],[82711],[84228],[84259],[85445],[85950],[86208],[87244],[88730],[88761],[90203],[92098],[92358],[94815],[100902],[101734],[102095],[102904],[108234],[109573],[109649],[110562],[110709],[111541],[113775],[114537],[114602],[114689],[116206],[116237],[120806],[122475],[122506],[125491],[131059],[132245],[132750],[133008],[134044],[135530],[135561],[141615],[144682],[145965],[148862],[149775],[149922],[155450],[157318],[158297],[161293],[162962],[162993],[168670],[170904],[171666],[171731],[171818],[173335],[173366],[179635],[182620],[187835],[190280],[191898],[197970],[200817],[202100],[205910],[211585],[214458],[217355],[218268],[218415],[226790],[229786],[231455],[231486],[240441],[249069],[254097],[258160],[264232],[268575],[271020],[272638],[282840],[286650],[298626],[300118],[308815],[311260],[326041],[334108],[347764],[351827],[360656],[367407],[380191],[396877],[405651],[436815],[443864],[457669],[481182],[521680],[539091],[614357],[620290],[751460] ] cell #625 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [3222],[3622],[4348],[5306],[5926],[6439],[7213],[7271],[8264],[8359],[8693],[9613],[10200],[11178],[11366],[11684],[12499],[13107],[13236],[13406],[14109],[14937],[15519],[15853],[17208],[17315],[17542],[18861],[19049],[20459],[21410],[21709],[22507],[22614],[23358],[23528],[25059],[25508],[25723],[25893],[26596],[28006],[28113],[28340],[29721],[31896],[32761],[32976],[33146],[34340],[34848],[35590],[36388],[36495],[37553],[38504],[38803],[40237],[40452],[40622],[44530],[45045],[47220],[48079],[48244],[49505],[50419],[51284],[51499],[51669],[52493],[54668],[55918],[56856],[57112],[58362],[60669],[62109],[62195],[64554],[65069],[66423],[66759],[69158],[71077],[71333],[74641],[76816],[77840],[80015],[81265],[82111],[82667],[83003],[84532],[86242],[87015],[87682],[87768],[90149],[90246],[95756],[102160],[102675],[106764],[108683],[108939],[109692],[110655],[110752],[113241],[114089],[114645],[114981],[119903],[125262],[131332],[133042],[133815],[134482],[134568],[142556],[144061],[145271],[146279],[148905],[149868],[149965],[155723],[159997],[170370],[171218],[171774],[172110],[182391],[187878],[191277],[192487],[199670],[202414],[214772],[217398],[218361],[218458],[228490],[237646],[249383],[254140],[265932],[268618],[272017],[273227],[283154],[308858],[314618],[326355],[331313],[347807],[367721],[377396],[396920],[421643],[443907],[476691],[521723],[529316],[615362],[716352] ] cell #626 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [12596],[17476],[19431],[22775],[25811],[26159],[28274],[28962],[33064],[33412],[36656],[36942],[37373],[37982],[40540],[40888],[46609],[47040],[47649],[51587],[51935],[52169],[52302],[52824],[56501],[56932],[57541],[61536],[62283],[64745],[64878],[65400],[70722],[71153],[71762],[71900],[72030],[72854],[77516],[77649],[78171],[83935],[84068],[84353],[84887],[87901],[88031],[88855],[92223],[95432],[95565],[96087],[97081],[98116],[98249],[104023],[104153],[110008],[112046],[112176],[112582],[112715],[113354],[116331],[117026],[118061],[118194],[122182],[122315],[122600],[126148],[126278],[129461],[129591],[135655],[136962],[144257],[144437],[145117],[146806],[147305],[147435],[151795],[151928],[153852],[153982],[158802],[158932],[159338],[159471],[163087],[163782],[166815],[167797],[173460],[175190],[175323],[185558],[185916],[185994],[186882],[189407],[192333],[194521],[194651],[196115],[197097],[200392],[201252],[202941],[203440],[203570],[207930],[208063],[212567],[220288],[220421],[222345],[222475],[231580],[235565],[235987],[237131],[239012],[241882],[242770],[247178],[252178],[252256],[253144],[258595],[260783],[260913],[273073],[275261],[275391],[288670],[288803],[293280],[295284],[295362],[296150],[297386],[299061],[301079],[302223],[312959],[315984],[318854],[319742],[335549],[336437],[352262],[354450],[354580],[364045],[366432],[369942],[370020],[384212],[385448],[389141],[406086],[408104],[409248],[425879],[426767],[442219],[448430],[458104],[463340],[484571],[486958],[490468],[490546],[509667],[521263],[542480],[544867],[558840],[576072],[582283],[639683],[667934],[689151],[705511],[736910],[832105],[980234] ] cell #627 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [23922],[24028],[30335],[30740],[34933],[41016],[41122],[42551],[42924],[43614],[45659],[48858],[53107],[53512],[57705],[59539],[60221],[62948],[63638],[65683],[66088],[67037],[67727],[69772],[72147],[72520],[73210],[75255],[78454],[82226],[85794],[88148],[88521],[89211],[90908],[93635],[94325],[96370],[97145],[97827],[100554],[101244],[103289],[104643],[105333],[107378],[112293],[113001],[114204],[115997],[116906],[117090],[117772],[120473],[124041],[126768],[127458],[129026],[132594],[135321],[136011],[137708],[140435],[141125],[143170],[146870],[147955],[148328],[149291],[151506],[152631],[153417],[159049],[160960],[162753],[164528],[170130],[171333],[173126],[174035],[174901],[177602],[181170],[183897],[184587],[186688],[188264],[189947],[190629],[191326],[191751],[194086],[199430],[203005],[204463],[207641],[209552],[216448],[216821],[217784],[219999],[221124],[221910],[229453],[231246],[235734],[237695],[238120],[240611],[241467],[241613],[242576],[251059],[251432],[252950],[254526],[256891],[260348],[269004],[270687],[272066],[272491],[274826],[285203],[288381],[293885],[295735],[295881],[300191],[309244],[310927],[314089],[314667],[315092],[317583],[319548],[328404],[329401],[331362],[335134],[335280],[336243],[348193],[354015],[360276],[362721],[366238],[375484],[377445],[381947],[383797],[383943],[390271],[397306],[402906],[407216],[421692],[426573],[436083],[438598],[441178],[444293],[450623],[454924],[459571],[462016],[476740],[486764],[504469],[510797],[523115],[529365],[532648],[544673],[546493],[551588],[565334],[584476],[615411],[616795],[623478],[626529],[679319],[691344],[717365],[729028],[785169],[825996],[898457] ] cell #628 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [14212],[19985],[21541],[24334],[26699],[27463],[29283],[29688],[31422],[31722],[33866],[34095],[34742],[35422],[35906],[38635],[39609],[41428],[42192],[42726],[45012],[48211],[48475],[49298],[49823],[49945],[50174],[50245],[54194],[54494],[55750],[57514],[58194],[58678],[59168],[61278],[61891],[62750],[64309],[66718],[66839],[67244],[68299],[68703],[69125],[69389],[71735],[74134],[74608],[76642],[78894],[79419],[79541],[79770],[79841],[81097],[82962],[83469],[84499],[87464],[90135],[90526],[92976],[93437],[93842],[96810],[98884],[99497],[99803],[100356],[101915],[104324],[105905],[106309],[106731],[106995],[108765],[109788],[111032],[111604],[112803],[114940],[116477],[118829],[119442],[119748],[119879],[126449],[128030],[128913],[129762],[130269],[131299],[131693],[134264],[136682],[137326],[139776],[140237],[140642],[144168],[144410],[145247],[147606],[150245],[153304],[154153],[154660],[155690],[156084],[164146],[166917],[167172],[168161],[168733],[169932],[172069],[173606],[176571],[177008],[185539],[185764],[189358],[189771],[192463],[194822],[196217],[196472],[197461],[198033],[199232],[203741],[208958],[212410],[212661],[212903],[213740],[218738],[222646],[224183],[239114],[239369],[239464],[245659],[247021],[247272],[247514],[248351],[255620],[256033],[261084],[266279],[266504],[273203],[275562],[278201],[293619],[297229],[297480],[297722],[304556],[306519],[306744],[316086],[316341],[316436],[322631],[339326],[342018],[354751],[360409],[364378],[364603],[368277],[381681],[385291],[385542],[385784],[392618],[411581],[429656],[436232],[438332],[439262],[459704],[463673],[463898],[467572],[488803],[513144],[523248],[525269],[532382],[546642],[549672],[601425],[616944],[626662],[628683],[646398],[671940],[679053],[729177],[740916],[759853],[785302],[787323],[898606],[910345],[929282] ] cell #629 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [12723],[19905],[19945],[29638],[31342],[31382],[31820],[33786],[33826],[34094],[44962],[45454],[48161],[48435],[49865],[49905],[50173],[50343],[54114],[54154],[54592],[55986],[61811],[61851],[63378],[64308],[67194],[68397],[69075],[69349],[69567],[74558],[75050],[76740],[79461],[79501],[79769],[79939],[81333],[82028],[82540],[84449],[87424],[92538],[93792],[94065],[99417],[99457],[100984],[101914],[103084],[106003],[106222],[106681],[106955],[107173],[108863],[109571],[110534],[114518],[116427],[119362],[119402],[120787],[122696],[128128],[128347],[128828],[129340],[131249],[131791],[134224],[135751],[136681],[137416],[139338],[140592],[140865],[142965],[144680],[149747],[153219],[153731],[155640],[156182],[157290],[164236],[166158],[166700],[167663],[168251],[170561],[171647],[173556],[176531],[177025],[177916],[179825],[184327],[189273],[189861],[191896],[194400],[196000],[196963],[197551],[199861],[200815],[208975],[209866],[211775],[213042],[213173],[213757],[216978],[218240],[222224],[224133],[224717],[225783],[238897],[239481],[240925],[245161],[247653],[247784],[248368],[251589],[255535],[260662],[262159],[263225],[266521],[267002],[267762],[272636],[275140],[277703],[281555],[293636],[294467],[297861],[297889],[299587],[303989],[306761],[307242],[308002],[315869],[317897],[322133],[324756],[328818],[328967],[338828],[341451],[354329],[360426],[364620],[365101],[366675],[369125],[374901],[375050],[382529],[385923],[387649],[392051],[400133],[411014],[429158],[435799],[436650],[440595],[440744],[452151],[461583],[463915],[464396],[465970],[468420],[489651],[512577],[521147],[525688],[527909],[547060],[551005],[551154],[557083],[602273],[614750],[617362],[631323],[642276],[646817],[674580],[703754],[719029],[729595],[743556],[745920],[789963],[828642],[839294],[899024],[912985],[955925],[1018024],[1142196] ] cell #630 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [31836],[42837],[45431],[50359],[54608],[56069],[59529],[60106],[62861],[63342],[66950],[67339],[68413],[69544],[70436],[75027],[76756],[79955],[81416],[82216],[85679],[90793],[91194],[92515],[93374],[93548],[93937],[94029],[100467],[100948],[103061],[106019],[107150],[108042],[108879],[112002],[112914],[114194],[116572],[120292],[120463],[121040],[122660],[123330],[123926],[124327],[128144],[131807],[132479],[135715],[139315],[140174],[140348],[140737],[140829],[142942],[145660],[146365],[147840],[152127],[156198],[156708],[160328],[160950],[161527],[166135],[169131],[170043],[170538],[171323],[173701],[177421],[179789],[180459],[181055],[181456],[184291],[185896],[187506],[188286],[189937],[192876],[195056],[198431],[199343],[199838],[200042],[209371],[211739],[213019],[214153],[214858],[216333],[216942],[220620],[224278],[225201],[228821],[229443],[230020],[235430],[235724],[236781],[239877],[243394],[247630],[248764],[249469],[250944],[251553],[262643],[266636],[266966],[268246],[269026],[270677],[273616],[275796],[280083],[280782],[293114],[293356],[297838],[298373],[301873],[304969],[306876],[307206],[308486],[309266],[310917],[316849],[323983],[328808],[329097],[329391],[330448],[337061],[342431],[344611],[364735],[365065],[365191],[373031],[374891],[375180],[375474],[376531],[385900],[386435],[393031],[400139],[400381],[408898],[411994],[415511],[436327],[440585],[440874],[441168],[449576],[452157],[452399],[464030],[464360],[464486],[472326],[493557],[497057],[513557],[521137],[525694],[525936],[530377],[546737],[550995],[551284],[551578],[559986],[583429],[606179],[614756],[617039],[618079],[642266],[646823],[647065],[651506],[677048],[706657],[719019],[721235],[729272],[745926],[749249],[810146],[828648],[839284],[841500],[861491],[890664],[898701],[955931],[968783],[989629],[1018014],[1020230],[1142202],[1155054],[1175900] ] cell #631 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [59519],[82206],[82280],[110219],[114184],[114258],[115273],[120453],[120527],[121139],[149432],[150475],[156975],[157542],[160940],[161014],[161626],[162029],[171313],[171387],[172402],[176073],[189927],[190001],[193097],[195155],[201463],[204074],[205567],[206134],[206610],[217925],[218968],[222979],[229433],[229507],[230119],[230522],[234193],[235714],[236558],[240098],[245889],[256263],[258806],[259359],[270667],[270741],[273837],[275895],[278431],[284814],[285394],[286307],[286874],[287350],[291361],[293211],[294653],[301650],[305190],[310907],[310981],[313530],[317070],[328015],[328595],[329381],[330225],[333765],[334944],[339556],[342652],[344710],[346225],[349930],[352473],[353026],[357620],[361032],[369311],[375464],[376308],[379848],[381027],[382715],[395338],[399043],[400236],[401678],[402689],[406864],[408675],[412215],[418006],[419154],[420555],[424095],[432982],[441158],[442169],[445417],[449353],[452254],[453696],[454707],[458882],[460327],[474202],[475603],[479143],[481390],[481558],[482443],[487849],[489837],[496834],[500374],[501686],[503241],[525791],[526676],[528939],[535208],[539299],[539467],[540352],[545758],[551568],[559763],[562551],[564106],[569922],[570584],[571664],[579270],[583206],[587549],[594180],[614882],[615889],[620498],[620553],[623038],[629205],[633533],[634195],[635275],[646920],[650068],[656337],[660596],[667375],[667536],[681879],[686138],[706434],[716800],[722017],[722679],[724862],[728122],[736351],[736512],[747059],[751668],[754208],[760375],[772953],[787845],[814977],[825970],[826844],[831546],[831707],[846811],[859262],[862273],[862935],[865118],[868378],[897551],[929804],[942818],[947954],[950609],[974973],[979675],[979836],[987400],[1047108],[1064832],[1067533],[1083692],[1097377],[1102513],[1136880],[1173671],[1193521],[1205026],[1221185],[1224187],[1275519],[1322873],[1333901],[1400256],[1416415],[1464529],[1530277],[1659759] ] cell #632 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [9113],[10033],[11780],[13861],[15176],[16273],[17962],[18100],[20211],[20381],[21038],[22857],[23983],[25959],[26348],[27021],[28760],[29884],[30102],[30396],[31648],[33212],[34262],[34919],[37475],[37678],[38132],[40688],[41077],[43600],[45208],[45720],[47142],[47345],[48625],[48919],[51735],[52508],[52874],[53168],[54420],[57034],[57237],[57691],[60154],[63624],[65084],[65450],[65744],[67713],[68614],[69833],[71255],[71458],[73196],[74804],[75316],[77855],[78221],[78515],[84989],[85727],[89197],[90614],[90841],[92878],[94311],[95771],[96137],[96431],[97760],[101230],[103350],[104898],[105319],[107439],[111120],[113256],[113404],[116967],[117705],[119893],[120354],[123974],[127023],[127444],[132527],[135997],[137641],[141111],[143231],[144521],[145261],[145722],[147888],[150333],[151439],[152469],[152617],[156226],[156341],[164461],[174096],[174834],[181103],[184152],[184573],[185778],[187024],[187139],[190562],[191737],[192477],[192938],[200071],[207574],[216381],[218826],[219932],[220962],[221110],[232954],[235302],[236810],[238106],[241666],[242912],[243027],[250992],[256824],[271302],[272477],[273217],[273678],[288314],[295934],[300394],[301902],[311542],[315078],[331773],[335333],[336579],[336694],[350491],[362924],[377856],[383996],[399604],[402959],[407419],[408927],[422103],[454977],[462219],[477151],[483450],[504522],[529776],[541359],[565387],[596072],[623531],[662488],[717418],[725892],[827018],[942414] ] cell #633 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [21826],[23645],[27053],[27217],[31221],[33665],[35707],[37710],[38920],[39206],[43194],[43467],[44651],[47377],[47850],[49744],[52983],[53286],[53993],[57269],[58479],[60440],[60775],[61199],[63218],[65559],[65862],[67580],[68764],[71490],[73063],[74247],[78330],[78633],[79340],[83530],[86013],[86772],[89064],[91462],[91886],[92910],[96246],[96549],[98381],[98805],[100824],[105186],[105428],[106370],[110484],[113513],[115508],[118326],[118750],[120386],[121777],[123184],[125019],[127311],[127553],[130330],[132813],[133572],[138262],[138686],[145754],[148598],[149697],[152726],[154721],[156344],[156843],[157240],[162264],[165082],[165506],[167613],[172637],[175879],[178906],[182148],[184682],[187142],[187641],[190848],[192970],[195814],[196913],[200062],[200069],[205832],[210856],[218190],[221219],[223214],[225733],[230757],[233999],[235906],[236801],[236808],[240363],[243030],[243529],[245111],[246736],[251790],[263175],[273710],[276554],[277653],[286572],[291596],[293376],[294896],[299537],[300998],[301893],[301900],[322083],[334030],[336697],[337196],[338778],[340403],[356842],[360155],[363528],[368034],[369554],[380113],[387599],[406562],[408023],[408918],[408925],[429108],[439019],[444540],[458580],[462823],[484054],[488560],[490080],[508125],[523984],[541963],[549429],[568990],[572872],[578393],[596676],[636483],[645113],[663092],[670655],[696100],[726496],[739631],[767653],[803753],[835918],[879887],[943477],[952479],[1065479],[1190995] ] cell #634 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [7816],[11216],[12535],[14975],[17215],[17368],[18899],[22514],[22667],[25097],[25331],[25704],[28013],[28166],[32584],[32957],[36395],[36548],[36829],[37353],[40060],[40433],[43927],[44537],[46496],[47020],[51107],[51480],[52149],[52765],[56388],[56912],[61423],[61714],[62176],[64725],[65341],[68040],[70609],[71133],[72741],[77496],[82068],[83915],[84240],[84867],[87287],[88742],[92110],[92401],[95412],[98096],[102947],[109988],[110574],[112562],[116218],[118041],[122162],[122487],[125534],[134087],[135542],[143977],[145097],[149787],[151775],[157330],[159318],[162974],[173347],[175170],[182663],[186422],[192313],[201232],[205922],[207910],[218280],[220268],[231467],[240453],[242310],[252684],[258575],[273053],[286662],[288650],[299041],[319282],[334120],[335977],[352242],[365972],[380203],[406066],[426307],[436530],[458084],[486498],[544407],[570383],[633994],[722478],[862734] ] cell #635 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [19442],[26170],[28966],[33423],[37508],[37986],[40899],[47175],[47653],[51946],[52306],[52851],[57067],[57545],[64882],[65427],[71288],[71766],[72057],[72876],[77653],[78198],[84072],[85022],[88058],[88877],[95569],[96114],[97258],[98253],[104180],[104999],[112203],[112719],[113381],[117203],[118198],[122319],[126305],[127124],[129618],[137139],[144464],[146983],[147462],[148411],[151932],[154009],[158959],[159475],[163959],[167974],[175327],[186149],[186909],[189584],[194678],[197274],[203118],[203597],[208067],[220425],[222502],[235197],[236578],[242797],[245472],[253171],[255846],[260940],[275418],[278014],[288807],[294136],[301670],[313550],[319769],[322444],[336464],[339139],[354607],[366459],[368794],[382198],[389732],[408695],[426794],[429469],[442810],[468089],[486985],[489320],[510258],[527578],[544894],[576663],[601942],[615064],[640274],[674249],[743225],[773704],[847562],[948705],[1103264] ] cell #636 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [41928],[53719],[58896],[66295],[73138],[73957],[79066],[89139],[89958],[96982],[97498],[98319],[105261],[106080],[117443],[118264],[127386],[128205],[128643],[129829],[137379],[138200],[147223],[148673],[153034],[154220],[164199],[165020],[166830],[168214],[177219],[178405],[189088],[189824],[190786],[196130],[197514],[203358],[209169],[210355],[213951],[224950],[235799],[239027],[239675],[241011],[245712],[248562],[255350],[256086],[262392],[267995],[278254],[293814],[294738],[298122],[304767],[308235],[315999],[316647],[322684],[339379],[342229],[360037],[361635],[369396],[372780],[382800],[386184],[392829],[411792],[415260],[429709],[436929],[446020],[460930],[468691],[472075],[489922],[493306],[513355],[528180],[530979],[547339],[556430],[579873],[602544],[605928],[622199],[652108],[674851],[677650],[703101],[723867],[743827],[780839],[810748],[826693],[854697],[893296],[971415],[1005423],[1087059],[1197145],[1359517] ] cell #637 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [41895],[53686],[58891],[66262],[73124],[73952],[79033],[89125],[89953],[96949],[97493],[98315],[105247],[106075],[117438],[118260],[127372],[128200],[128639],[129835],[137374],[138196],[147218],[148659],[153030],[154226],[164194],[165016],[166836],[168209],[177215],[178411],[189084],[189819],[190782],[196136],[197509],[203353],[209165],[210361],[213947],[224956],[235795],[239033],[239671],[241017],[245707],[248558],[255346],[256081],[262398],[268001],[278249],[293820],[294734],[298128],[304763],[308241],[316005],[316643],[322679],[339374],[342225],[360052],[361641],[369392],[372786],[382796],[386190],[392825],[411788],[415266],[429704],[436944],[446026],[460936],[468687],[472081],[489918],[493312],[513351],[528176],[530994],[547354],[556436],[579879],[602540],[605934],[622205],[652123],[674847],[677665],[703107],[723882],[743823],[780845],[810763],[826708],[854703],[893311],[971430],[1005438],[1087074],[1197160],[1359532] ] cell #638 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [95111],[124136],[136797],[141911],[148050],[151601],[160980],[174996],[181265],[185373],[186708],[189967],[194106],[205510],[207736],[216543],[220094],[221930],[229473],[233116],[235181],[235754],[236332],[240041],[242596],[244789],[251154],[252970],[253822],[256986],[260368],[270707],[271464],[274846],[277331],[286250],[288476],[290312],[293758],[294120],[301424],[310947],[311704],[313304],[314109],[317603],[319568],[320420],[321761],[329421],[333708],[334298],[336263],[338456],[350653],[354035],[356520],[359967],[366258],[368778],[373717],[375504],[379791],[380381],[381967],[382182],[383333],[387277],[389486],[390291],[399766],[400783],[400930],[406240],[408449],[424628],[426593],[427445],[428786],[438618],[441198],[442564],[450643],[452801],[452948],[458258],[460028],[468073],[469224],[479676],[480493],[481259],[486784],[489304],[494243],[502493],[507803],[510012],[510817],[523572],[526338],[526485],[527562],[532668],[536614],[538402],[539168],[544693],[546232],[551608],[563358],[568668],[569675],[572471],[576417],[584496],[591955],[593881],[601926],[603077],[615048],[616534],[619601],[620367],[621360],[626986],[633286],[636082],[640028],[647467],[647614],[660297],[670243],[674233],[679339],[683285],[691364],[692903],[716549],[716764],[721770],[723573],[728767],[733593],[739219],[743209],[750771],[751537],[752530],[764456],[773688],[775174],[785626],[794722],[798668],[826406],[832611],[843838],[847546],[849032],[857020],[862026],[863829],[873849],[885978],[898196],[903022],[908648],[942874],[945062],[948689],[959894],[964097],[974535],[980740],[991967],[1022568],[1027762],[1052579],[1067095],[1070253],[1075957],[1078145],[1097433],[1103248],[1114453],[1146165],[1178238],[1193577],[1194683],[1204588],[1229608],[1235312],[1267784],[1269972],[1306280],[1325160],[1333957],[1357055],[1399818],[1430542],[1466816],[1488678],[1521536],[1530333],[1608098],[1629574],[1662046],[1799925],[1821401] ] cell #639 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [142546],[170360],[183701],[199660],[214762],[216625],[228480],[249373],[251236],[265922],[266939],[268443],[283144],[285007],[307179],[308683],[326345],[328208],[329081],[331129],[346128],[347632],[365038],[367711],[375164],[377212],[395241],[396745],[400419],[402592],[419411],[421459],[440858],[442072],[443732],[452437],[454610],[464333],[474459],[476507],[482700],[501982],[521483],[525974],[526933],[529132],[536122],[540609],[551268],[552482],[562847],[571960],[588463],[615110],[616248],[620849],[630347],[635571],[647103],[648062],[657251],[682793],[687280],[716414],[718227],[728481],[733082],[747418],[752019],[761517],[788987],[794211],[815891],[827189],[838492],[858483],[868737],[873338],[897910],[902511],[930946],[950968],[954472],[975318],[986621],[1017222],[1047467],[1052068],[1073037],[1109031],[1137239],[1140743],[1172892],[1198761],[1221544],[1264864],[1300858],[1321081],[1350910],[1393991],[1480797],[1517457],[1604019],[1717187],[1872857] ] cell #640 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [142601],[170415],[183711],[199715],[214783],[216635],[228535],[249394],[251246],[265977],[266949],[268451],[283165],[285017],[307189],[308691],[326366],[328218],[329089],[331124],[346138],[347640],[365048],[367732],[375172],[377207],[395251],[396753],[400414],[402602],[419419],[421454],[440866],[442082],[443740],[452432],[454620],[464343],[474467],[476502],[482708],[501977],[521491],[525969],[526941],[529127],[536132],[540617],[551276],[552492],[562842],[571955],[588473],[615105],[616256],[620844],[630355],[635566],[647098],[648070],[657261],[682803],[687288],[716403],[718222],[728489],[733077],[747426],[752014],[761525],[788995],[794206],[815901],[827178],[838487],[858478],[868745],[873333],[897918],[902506],[930954],[950976],[954461],[975307],[986616],[1017217],[1047475],[1052063],[1073032],[1109020],[1137247],[1140732],[1172887],[1198750],[1221552],[1264859],[1300847],[1321070],[1350905],[1393980],[1480786],[1517446],[1604008],[1717176],[1872846] ] cell #641 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [233021],[271369],[290292],[311609],[331787],[334278],[350558],[377870],[380361],[399671],[400910],[402760],[422117],[424608],[452928],[454778],[477165],[479656],[480802],[483247],[502473],[504323],[526465],[529790],[538711],[541156],[563338],[565188],[569936],[572451],[593424],[595869],[619910],[621340],[623332],[633547],[636062],[647594],[659840],[662285],[669786],[693164],[717149],[722031],[723116],[725689],[733573],[738762],[751080],[752510],[764717],[775435],[794702],[826743],[827924],[832872],[843381],[849293],[862287],[863372],[873829],[903002],[908191],[942468],[944266],[955207],[960155],[976053],[981001],[991510],[1022111],[1028023],[1052559],[1065634],[1077349],[1098825],[1109766],[1114714],[1141478],[1146426],[1177781],[1199496],[1203127],[1224989],[1236704],[1269176],[1301593],[1306541],[1328778],[1365499],[1394726],[1398357],[1431934],[1458876],[1481532],[1525154],[1561875],[1583065],[1611716],[1654106],[1739427],[1774892],[1858013],[1964944],[2106903] ] cell #642 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [233023],[271371],[290296],[311611],[331789],[334282],[350560],[377872],[380365],[399673],[400914],[402764],[422119],[424612],[452932],[454782],[477167],[479660],[480806],[483248],[502477],[504327],[526469],[529792],[538715],[541157],[563342],[565192],[569937],[572455],[593428],[595870],[619914],[621344],[623336],[633548],[636066],[647598],[659844],[662286],[669790],[693165],[717153],[722032],[723120],[725690],[733577],[738766],[751084],[752514],[764718],[775436],[794706],[826744],[827928],[832873],[843385],[849294],[862288],[863376],[873833],[903006],[908195],[942469],[944267],[955211],[960156],[976057],[981002],[991514],[1022115],[1028024],[1052563],[1065635],[1077350],[1098826],[1109770],[1114715],[1141482],[1146427],[1177785],[1199500],[1203128],[1224990],[1236705],[1269177],[1301597],[1306542],[1328779],[1365500],[1394730],[1398358],[1431935],[1458877],[1481536],[1525155],[1561876],[1583066],[1611717],[1654107],[1739428],[1774893],[1858014],[1964945],[2106904] ] cell #643 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [245295],[255669],[276855],[277837],[300657],[312537],[322267],[332679],[338962],[340845],[362325],[363187],[367938],[378762],[381342],[388719],[403175],[404411],[407682],[423009],[429292],[437993],[438923],[440147],[446710],[455193],[456429],[462482],[467233],[478057],[483713],[488464],[504738],[505974],[509245],[524930],[532043],[534197],[541622],[549333],[550557],[554311],[565603],[566839],[572776],[574000],[580563],[596335],[597193],[601086],[616028],[623747],[628344],[636387],[637611],[642846],[646059],[650458],[655326],[662751],[663609],[671601],[678714],[680868],[696004],[697228],[719599],[726155],[728261],[735980],[740577],[745981],[746545],[747198],[759514],[767557],[768781],[774668],[786984],[796251],[804699],[813966],[822249],[828703],[829267],[835822],[839864],[846420],[848526],[856621],[856981],[868517],[880833],[897690],[905409],[910006],[916627],[928943],[938210],[943381],[944663],[945023],[950748],[955986],[956550],[959388],[963105],[974096],[996655],[1018594],[1025150],[1027256],[1047247],[1059563],[1064689],[1066656],[1073955],[1076464],[1077746],[1078106],[1113947],[1137019],[1142257],[1142821],[1145659],[1149376],[1182926],[1191118],[1195190],[1202182],[1204149],[1221324],[1233310],[1265782],[1268291],[1269573],[1269933],[1305774],[1323809],[1331498],[1351828],[1357562],[1390420],[1397412],[1399379],[1428540],[1454638],[1477226],[1487327],[1515346],[1520185],[1527874],[1553938],[1606747],[1617396],[1639984],[1649868],[1682557],[1721734],[1735189],[1766862],[1809223],[1846906],[1890859],[1961292],[1968315],[2077582],[2186743] ] cell #644 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [163491],[205961],[224441],[231984],[240492],[245240],[258172],[277782],[286701],[292823],[294481],[298638],[304003],[319241],[322212],[334159],[338907],[341465],[351839],[356971],[360021],[360668],[361339],[365931],[369139],[371906],[380242],[382543],[383604],[387728],[392065],[405663],[406691],[411028],[414386],[426266],[429237],[431795],[436489],[436913],[445724],[457681],[458709],[460634],[461597],[465984],[468434],[469495],[471201],[481194],[486457],[487215],[489665],[492432],[508254],[512591],[515949],[520681],[527923],[530963],[536885],[539103],[544366],[545124],[547074],[547323],[548641],[553452],[556134],[557097],[569119],[570342],[570517],[576895],[579577],[599837],[602287],[603348],[605054],[617376],[620302],[621903],[631337],[633953],[634128],[640506],[642630],[652092],[653410],[666253],[667352],[668172],[674594],[677634],[683556],[693745],[700123],[702805],[703768],[719383],[722437],[722612],[723851],[729609],[734136],[736328],[737148],[743570],[745513],[751472],[765298],[771676],[772983],[776016],[780543],[789977],[798939],[801270],[810732],[812050],[826677],[828235],[831523],[832343],[833453],[839648],[846841],[849874],[854401],[862693],[862868],[877404],[888812],[893280],[899038],[903565],[912999],[914942],[942592],[942795],[947984],[949907],[955518],[960736],[966931],[971399],[979652],[980472],[981582],[994970],[1005407],[1006965],[1018378],[1028604],[1033131],[1064862],[1071164],[1082990],[1087043],[1088601],[1097354],[1102543],[1104466],[1115295],[1128863],[1141789],[1147007],[1153202],[1191396],[1193498],[1197129],[1208657],[1213168],[1224217],[1230519],[1242345],[1274817],[1280428],[1307122],[1322903],[1325984],[1331776],[1333878],[1353768],[1359501],[1371029],[1403887],[1437575],[1453876],[1454916],[1464559],[1489502],[1495294],[1528152],[1530254],[1567405],[1586774],[1595158],[1617674],[1659789],[1690524],[1726043],[1746889],[1778601],[1786985],[1861722],[1881713],[1912314],[2040452],[2060443] ] cell #645 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [91322],[110303],[120958],[124455],[143944],[144758],[149516],[150754],[152255],[157059],[157465],[161445],[181584],[186389],[191974],[193181],[194974],[200893],[205651],[206057],[206889],[218009],[219247],[220748],[223943],[229938],[240182],[242027],[242277],[243723],[245812],[252651],[256542],[258236],[259443],[262046],[272714],[273921],[275714],[278710],[280211],[286391],[286797],[287629],[292325],[296295],[298702],[300803],[317154],[319249],[319873],[320695],[333849],[335694],[335944],[337390],[339479],[342736],[344529],[350209],[351903],[353110],[355713],[357899],[363333],[365939],[366563],[367794],[379932],[384357],[386764],[389241],[399322],[403320],[405727],[407143],[407828],[414144],[415840],[417929],[424179],[426274],[426898],[427720],[433066],[436497],[438779],[442319],[455338],[457745],[459161],[462628],[468052],[479227],[483859],[485504],[486465],[487089],[487933],[488320],[495987],[504883],[507290],[509767],[517403],[520977],[521431],[527541],[541768],[543413],[544374],[544998],[545842],[549189],[565748],[568155],[570350],[570668],[572632],[575008],[576172],[577717],[586032],[596481],[598126],[601905],[615027],[623892],[633961],[634279],[636243],[638619],[639783],[641328],[662897],[664542],[667648],[668102],[668351],[672387],[674212],[695860],[698236],[716322],[722445],[722763],[726301],[736624],[737078],[737327],[741363],[743188],[755062],[767413],[769789],[772997],[773418],[773667],[805485],[831819],[832273],[832522],[835678],[846855],[847276],[847525],[862701],[863019],[866557],[881619],[885751],[915377],[943163],[947998],[948419],[948668],[963870],[979948],[980402],[980651],[983807],[995405],[1007400],[1064876],[1070026],[1071599],[1089036],[1097722],[1102557],[1102978],[1103227],[1191313],[1193866],[1209092],[1224231],[1229381],[1230954],[1280863],[1322917],[1334246],[1353685],[1371464],[1404322],[1453793],[1464573],[1530622],[1567840],[1595075],[1659803],[1786902] ] cell #646 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [151198],[158741],[163538],[186658],[193630],[202549],[207333],[219691],[224488],[232031],[235178],[236277],[242546],[244236],[252920],[254610],[259892],[274370],[279154],[288073],[292870],[294117],[301369],[313249],[321208],[336213],[337903],[343185],[353559],[368775],[382179],[408394],[416353],[428233],[489301], [21026,374928],[21616,372479],[29702,437301],[30090,440622],[31736,448868],[35497,471774],[38120,328845],[38710,493005],[39783,344995],[42820,522179],[45026,531351],[45414,534672],[48225,547711],[48516,548742],[48613,551032],[49373,554025],[50259,559278],[50927,261702],[52474,267398],[52862,401142],[54508,582721],[55825,414959],[56052,280391],[58269,605627],[59342,435325],[62844,625593],[63951,304475],[65050,307638],[65438,453160],[66933,643308],[67258,644377],[68313,649583],[68993,319814],[69139,652480],[69430,653511],[69527,655801],[70419,208570],[72416,329944],[74622,678022],[75010,681343],[76383,341937],[76656,496349],[77821,346587],[78112,227234],[78209,502705],[78969,700696],[79855,705949],[80523,355369],[81172,516522],[81399,359580],[83759,366504],[84513,724239],[86996,372183],[87505,734237],[88417,376027],[90540,746388],[91177,748114],[92498,753672],[93021,389227],[93357,258644],[93531,756763],[93856,757832],[94638,392537],[95737,395700],[96028,264676],[96125,563570],[96885,772249],[99878,577468],[100450,784233],[101557,411500],[102656,414663],[103044,587013],[104539,420274],[104864,283289],[105919,808223],[106599,426839],[106745,811120],[107036,812151],[107133,814441],[108025,289310],[108506,432267],[108779,608971],[111046,829110],[111649,442305],[111985,299110],[112897,834061],[113222,443319],[113392,622502],[115893,449072],[116491,844504],[116782,306480],[119823,641079],[120275,857435],[123051,466456],[123282,468070],[123379,319518],[124310,869433],[125243,471478],[126664,475322],[126989,326490],[128044,884357],[130559,487030],[131313,893668],[131604,487687],[131707,675125],[133796,492709],[134305,903666],[135217,496553],[137340,915817],[137977,348277],[139821,509753],[140157,352311],[140331,926192],[140656,927261],[141438,513063],[142828,358343],[144213,521417],[144509,717179],[145166,524659],[145643,945477],[146317,527559],[146414,366208],[148224,528658],[150259,956393],[152110,961344],[152435,374463],[154950,544939],[155704,971787],[155995,545596],[156098,744101],[156327,974396],[159978,553729],[160390,389431],[162649,559482],[164160,995845],[164797,397390],[167186,773858],[168175,1007840],[168778,576158],[169114,406135],[170026,1012791],[173022,582925],[173620,1023234],[173911,413505],[176612,1033232],[180180,600309],[180411,601923],[180508,426543],[181439,1048163],[182372,605331],[184118,433515],[185644,826267],[185848,615045],[186954,618426],[187125,1066956],[188348,442509],[189785,1072039],[192382,445215],[192859,1078560],[195440,451651],[196486,847716],[197475,1089476],[198078,639769],[198414,458153],[199326,1094427],[201301,645788],[204359,649787],[212130,666725],[212706,668088],[214810,674230],[214907,486734],[218752,1142664],[220603,1147615],[220928,494989],[224197,1158058],[228883,509957],[231142,706153],[233290,517916],[236073,719654],[239383,948859],[242842,530724],[243013,1204449],[245673,1209532],[247317,737064],[249421,743206],[249518,544643],[253216,749596],[256047,1231394],[266588,773685],[269088,576362],[273122,579068],[273599,1270387],[276180,585504],[278215,1281303],[280066,1286254],[297525,832259],[301165,624107],[306828,847543],[309328,639973],[313045,859910],[316355,1103418],[322645,1371904],[336509,677395],[336680,1399679],[339340,1404762],[364687,948686],[385587,980388],[408190,782747],[429670,1568280],[463982,1103245], [2517,139298,923101],[3857,166118,1003129],[4416,177404,1036165],[5587,199821,855000],[6497,209354,1119286],[6814,214136,1131748],[7418,224820,1160667],[7848,142925,710241],[8541,239860,1198406],[8770,247613,964727],[9394,248747,1216053],[10518,262262,1245988],[10988,267865,1258783],[11647,170521,781142],[12557,183793,609175],[13313,297821,1070883],[13540,297992,1327182],[13779,306624,1086633],[14386,304952,1338786],[14747,308105,1344829],[15701,316832,1360778],[17390,216717,675329],[17619,213002,886608],[18243,342414,1411283],[19367,142537,516226],[20026,361440,1453125],[20299,364483,1196719],[21843,372650,1468838],[22689,251328,744305],[23435,385883,1230238],[23662,386054,1490700],[24508,393014,1502304],[25800,267694,777066],[26027,170351,577172],[26266,266384,1004997],[26873,411977,1535162],[27234,415130,1541205],[28188,285099,808427],[31463,445825,1594407],[33053,307934,850924],[33280,199651,640783],[33907,460735,1615883],[34180,463778,1359091],[35724,471945,1631596],[36570,328300,884561],[37120,213659,671330],[37393,329740,889083],[38937,493176,1664068],[40529,346883,919025],[40756,228471,700400],[41602,513540,1697534],[46787,248270,740306],[47060,375823,967202],[49986,556235,1754522],[51576,395996,999053],[51803,265913,771953],[54235,579678,1786234],[56679,282041,804428],[56952,420070,1038640],[58496,605798,1823423],[61932,622004,1845325],[62272,443615,1075313],[70900,325242,880562],[71173,475118,1121761],[79582,702906,1940793],[84804,367161,953154],[84907,528454,1200922],[99538,780644,2024055],[110057,615218,1321149],[119483,854502,2100189] ] cell #647 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [10167],[13373],[15860],[19016],[20042],[20466],[21676],[23495],[23863],[25860],[28347],[29762],[30276],[31479],[31903],[33113],[33923],[34347],[35557],[37136],[37560],[38770],[40589],[40957],[42474],[42691],[45086],[46803],[47227],[48285],[50002],[50426],[51636],[52534],[53048],[54251],[54675],[55885],[56695],[57119],[58329],[59587],[61948],[62715],[63967],[64521],[65110],[65624],[66804],[69199],[70916],[71340],[72070],[72287],[74682],[76399],[76823],[77881],[79598],[80022],[81232],[84573],[84820],[85496],[87056],[87775],[88071],[88288],[93402],[94654],[95797],[97193],[99554],[100321],[101573],[102127],[102716],[104410],[106805],[108522],[108946],[111592],[112216],[112768],[113282],[113779],[114096],[115764],[117138],[119499],[123067],[125303],[126535],[131373],[131620],[132296],[133856],[134575],[135088],[140202],[141454],[144336],[145969],[146286],[146918],[148095],[148728],[148859],[149028],[155764],[156011],[158348],[158972],[160038],[162520],[168721],[169897],[170908],[171225],[172893],[180196],[182432],[186078],[187701],[187832],[188001],[191092],[198021],[199197],[202104],[202421],[203053],[204230],[205163],[212146],[212829],[214462],[217221],[217352],[217521],[226841],[231013],[235412],[237461],[238509],[247440],[249073],[252340],[253963],[254094],[254263],[264283],[268572],[271832],[282844],[285903],[293393],[295446],[297648],[300169],[303601],[308812],[312384],[314433],[315481],[326045],[332176],[347761],[362172],[367411],[370104],[378259],[381455],[385710],[391663],[396874],[410626],[436819],[438106],[443861],[446557],[490630],[498785],[512189],[521677],[532156],[580410],[614351],[678827] ] cell #648 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [52833],[52947],[55320],[65409],[65523],[72039],[72887],[73487],[75965],[78180],[78294],[88040],[88888],[89488],[96096],[96210],[97269],[98902],[104162],[105010],[105392],[105610],[112185],[113363],[113477],[117214],[118847],[126287],[127135],[127517],[127735],[128702],[129600],[137150],[138510],[138783],[144446],[145192],[146994],[147444],[148422],[152690],[153093],[153991],[158941],[160233],[163970],[165330],[165603],[167985],[177239],[177278],[184646],[185646],[186160],[186364],[186891],[189147],[189595],[192408],[194660],[195638],[197285],[201327],[203129],[203579],[204557],[209189],[209228],[213971],[214010],[221183],[222484],[233823],[235285],[235955],[236075],[236589],[239695],[239734],[242048],[242252],[242779],[245483],[248582],[248621],[252422],[252626],[253153],[255409],[255857],[260922],[273148],[275400],[276378],[278025],[289929],[293248],[295528],[296316],[300377],[301047],[301167],[301681],[304787],[304826],[312257],[312927],[313047],[313561],[316667],[316706],[319751],[322455],[333362],[335715],[335919],[336446],[339150],[342249],[342288],[354589],[362045],[362907],[366441],[367906],[370186],[379445],[381310],[384378],[389229],[389743],[392849],[392888],[403341],[407402],[408072],[408192],[408706],[411812],[411851],[423692],[426776],[429480],[437961],[438891],[442307],[442821],[446430],[455359],[462202],[478740],[483433],[486967],[488432],[490712],[504904],[509755],[510269],[513375],[513414],[521419],[532011],[541342],[544876],[549301],[565769],[572744],[576160],[576674],[580283],[596055],[623913],[636355],[639771],[640285],[662471],[668090],[678682],[695972],[725875],[737066],[767525],[827001],[832261],[835790],[943349],[980390],[1064498] ] cell #649 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [52990],[55363],[57135],[65566],[71356],[72894],[73530],[75972],[78337],[78398],[87791],[88895],[89531],[96253],[96314],[97276],[98291],[98909],[104196],[105017],[105653],[108962],[113520],[114112],[116850],[117221],[118236],[118854],[126321],[127142],[127778],[128615],[128709],[129634],[134591],[137157],[138172],[138790],[143114],[146302],[147001],[147478],[148429],[148733],[149206],[153006],[153100],[154025],[160276],[163977],[164992],[165610],[167992],[171241],[173979],[177191],[177285],[183450],[186167],[187706],[188179],[189060],[189154],[189602],[190758],[191083],[191202],[194694],[197292],[202437],[203136],[203613],[204564],[209141],[209235],[213923],[214017],[215971],[217226],[217699],[222518],[235417],[235771],[236596],[237452],[237571],[239647],[239741],[241482],[245490],[248534],[248628],[250582],[252429],[253968],[254441],[255322],[255416],[255864],[260956],[268919],[271823],[271942],[275434],[278032],[284353],[293227],[293384],[294710],[295535],[295750],[301688],[304739],[304833],[309159],[312389],[313568],[314424],[314543],[316619],[316713],[322462],[327554],[331238],[335149],[339157],[342201],[342295],[348108],[354623],[361048],[362177],[369368],[370193],[377321],[381446],[382772],[383812],[389750],[392801],[392895],[397221],[402775],[408713],[411764],[411858],[421568],[429487],[438097],[442828],[444208],[445433],[446562],[454793],[460343],[468663],[476616],[489894],[490719],[504338],[510276],[513327],[513421],[528152],[529241],[532147],[555843],[565203],[576681],[579286],[580415],[602516],[615287],[621612],[623347],[640292],[674823],[678818],[702514],[717075],[717234],[743799],[780252],[825992],[854110],[886504],[964623],[1070779],[1230134] ] cell #650 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [3550],[6022],[6367],[9171],[9645],[9801],[10296],[12427],[13139],[14415],[15120],[15885],[16041],[18020],[19145],[20155],[20491],[21163],[21442],[21890],[22816],[23927],[26902],[27503],[28372],[28528],[29843],[30227],[30340],[31232],[31592],[31928],[34372],[34878],[37585],[38257],[38536],[38984],[39812],[41021],[42409],[43478],[43559],[44572],[45167],[45551],[45664],[47252],[48750],[48863],[50451],[52999],[53112],[54004],[54364],[54700],[55372],[56099],[57144],[57650],[59697],[60696],[65575],[65688],[67591],[69664],[69777],[71365],[73074],[73155],[73539],[74168],[74763],[75147],[75260],[76152],[76848],[78346],[78459],[80047],[81826],[87800],[89075],[89156],[89540],[91383],[92635],[96262],[96375],[97303],[98302],[99089],[102202],[103181],[103294],[105197],[105662],[107270],[107383],[108971],[113529],[114121],[116911],[117248],[118247],[119034],[127322],[127787],[128626],[130586],[134600],[136340],[138183],[138970],[139435],[143062],[143175],[146311],[147028],[148609],[148803],[149296],[153017],[154977],[160285],[165003],[165790],[166255],[166944],[170658],[171250],[174040],[179162],[184916],[187776],[188269],[189071],[190769],[191135],[191148],[196244],[199958],[202446],[203163],[204744],[211112],[214804],[217296],[217789],[225064],[228778],[235782],[237504],[237517],[239141],[241414],[249415],[254038],[254531],[255333],[257031],[262506],[266220],[268109],[268516],[271875],[271888],[283186],[293436],[295682],[298236],[308349],[308756],[312754],[314476],[314489],[316113],[326387],[331184],[335081],[347705],[360223],[362542],[367753],[372894],[377267],[381498],[383744],[386298],[396818],[415374],[421514],[438149],[443805],[446927],[459518],[472189],[476562],[493420],[521621],[523062],[529187],[532199],[580780],[606042],[615233],[626476],[678870],[716333],[785116] ] cell #651 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [11703],[17334],[18098],[22633],[25791],[25957],[26998],[28132],[33044],[33210],[36514],[37473],[37655],[40520],[40686],[47140],[47322],[49524],[51567],[51733],[52205],[52841],[57032],[57180],[57214],[62263],[64781],[65417],[66778],[68612],[71253],[71401],[71435],[72047],[77552],[78188],[78513],[83022],[83971],[84987],[87836],[88048],[90249],[90612],[92855],[95468],[96104],[96429],[98152],[104170],[105286],[109007],[110755],[111118],[112193],[112618],[113371],[115000],[116965],[118097],[119889],[119899],[120307],[122218],[126295],[127411],[129608],[134636],[137192],[143229],[144454],[145257],[145267],[145675],[147452],[149968],[150331],[151831],[152584],[153999],[156228],[156337],[158949],[159374],[164012],[168027],[172129],[174094],[175226],[184540],[185774],[186899],[187026],[187135],[189637],[191670],[192473],[192483],[192891],[194668],[197327],[203587],[207966],[218461],[218824],[220324],[221077],[222492],[232505],[235304],[238039],[241662],[242787],[242914],[243023],[245525],[253161],[255899],[260930],[270377],[272410],[273213],[273223],[273631],[275408],[278067],[288706],[295930],[300396],[310617],[315011],[319759],[322497],[331706],[335329],[336454],[336581],[336690],[339192],[349566],[354597],[362926],[366449],[377789],[383992],[398679],[402955],[407421],[422036],[426784],[429522],[454973],[462221],[477084],[483452],[486975],[504518],[529709],[541361],[544884],[565383],[596074],[623527],[662490],[717414],[725894],[827020],[942419] ] cell #652 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4661],[6989],[7832],[9569],[11102],[11263],[12275],[12576],[14861],[15022],[16729],[16885],[17148],[17456],[18785],[18946],[22184],[22447],[22755],[24983],[25144],[25293],[25349],[25688],[27683],[27946],[28254],[30586],[31028],[32546],[32602],[32941],[36065],[36328],[36636],[36710],[36813],[37325],[40022],[40078],[40417],[43889],[43945],[44132],[44470],[46377],[46480],[46992],[49109],[51069],[51125],[51464],[52012],[52727],[52783],[56269],[56372],[59877],[61304],[61407],[61676],[61732],[62160],[64156],[64588],[65303],[65359],[68002],[68058],[68245],[70490],[70593],[72622],[72725],[76588],[77359],[81910],[82052],[82564],[83778],[84121],[84224],[87249],[87305],[88623],[88726],[91991],[92094],[92363],[92419],[94843],[95275],[97238],[97959],[101762],[102909],[102965],[109503],[109807],[109860],[110558],[112425],[114542],[116099],[116202],[117183],[117904],[120157],[120811],[122025],[122368],[122471],[125496],[125552],[128573],[134049],[134105],[135423],[135526],[141643],[144283],[144612],[145525],[146963],[149073],[149771],[152964],[156563],[156616],[157314],[161298],[162855],[162958],[171671],[173228],[173331],[182625],[182681],[185696],[187361],[187414],[188046],[189018],[190285],[191828],[192741],[200747],[203098],[205208],[205906],[217566],[218264],[229791],[231348],[231451],[238554],[240437],[243249],[243302],[254308],[255280],[258090],[271025],[272568],[273481],[285948],[286646],[298556],[303646],[311265],[315526],[332221],[334104],[336916],[336969],[351757],[360526],[378304],[380187],[391708],[405581],[410671],[457599],[481052],[498830],[512234],[538961],[620160],[751330] ] cell #653 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [6465],[10285],[11905],[12525],[13654],[14357],[15963],[18214],[19134],[19588],[20793],[21744],[24026],[24479],[26141],[26844],[27135],[28450],[29012],[29484],[30738],[31215],[31990],[33394],[34819],[35625],[37887],[38032],[38838],[39301],[41120],[41573],[41864],[42549],[43461],[44749],[47554],[47699],[49406],[49738],[50513],[52256],[53510],[53655],[53987],[54762],[57591],[58397],[58860],[59486],[60873],[61193],[62310],[64832],[66086],[66231],[66702],[67574],[68438],[68862],[71812],[72145],[72185],[73921],[74345],[79002],[79334],[80109],[82946],[83046],[83628],[84022],[86766],[88146],[88186],[89922],[90500],[91560],[91880],[92997],[96918],[97092],[97419],[98799],[99916],[104308],[106044],[106468],[109718],[111006],[111625],[112291],[112331],[114924],[115606],[117037],[117364],[118744],[119870],[121193],[121293],[121875],[122269],[125013],[126433],[128169],[128423],[129746],[130428],[133566],[137300],[139797],[144189],[145238],[146817],[147144],[147590],[150219],[152814],[154137],[154819],[159047],[159087],[161680],[162362],[164120],[168135],[168754],[172053],[172735],[175873],[176999],[182142],[185755],[185927],[188868],[189745],[192454],[194806],[195209],[197435],[198054],[202952],[203279],[203725],[208949],[212682],[213731],[218712],[222630],[223312],[230173],[230855],[235519],[239455],[245633],[247293],[248342],[252189],[255130],[256007],[261068],[266495],[273194],[275546],[275949],[278175],[293610],[295295],[297501],[304547],[306735],[312491],[316427],[322605],[339300],[342009],[344764],[354735],[362279],[364594],[368268],[369953],[381672],[385563],[392609],[411572],[429630],[438323],[439253],[446664],[463889],[467563],[488794],[490479],[513135],[525260],[532373],[549663],[580517],[601416],[628674],[646389],[671931],[679044],[740907],[759844],[787314],[910336],[929273] ] cell #654 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [5484],[8962],[10378],[11544],[11887],[13833],[14127],[15765],[16122],[16361],[17811],[18307],[19227],[19570],[20353],[21092],[23722],[23955],[24024],[24249],[26320],[26614],[27294],[28252],[28609],[28848],[29105],[30156],[30368],[30437],[31043],[33689],[34234],[34657],[34899],[34973],[36634],[38078],[38186],[39524],[40816],[41049],[41118],[41343],[42023],[43218],[43289],[43580],[43654],[45692],[47745],[47990],[48679],[48891],[49552],[49566],[51863],[53140],[53209],[53746],[53815],[56461],[57429],[57671],[57745],[59083],[59661],[59718],[60580],[61007],[61021],[63242],[63678],[65716],[65785],[66322],[66403],[67331],[67402],[67767],[69805],[70682],[71650],[72219],[72814],[73176],[73250],[74049],[75288],[77586],[79148],[79162],[81847],[81861],[82647],[84313],[86153],[88220],[88815],[89177],[89251],[90050],[93929],[94365],[95502],[97324],[97466],[98186],[98613],[98627],[100848],[101284],[103322],[104009],[107411],[109484],[109672],[112365],[112652],[114625],[116291],[116564],[117269],[117411],[118131],[118558],[118572],[122560],[126134],[128428],[128647],[128661],[129447],[132953],[135615],[136051],[140729],[141165],[147049],[147191],[147291],[151865],[152819],[153038],[153052],[153838],[159121],[159408],[163047],[166613],[166801],[171754],[173420],[173693],[175260],[185980],[188873],[189092],[189106],[194507],[195913],[196101],[203184],[203326],[203426],[208000],[220358],[222331],[224270],[231540],[235524],[238810],[238998],[241868],[252242],[255135],[255354],[255368],[260769],[275247],[288740],[293532],[295348],[296136],[312496],[315782],[315970],[318840],[335535],[354436],[362284],[364031],[370006],[381594],[384198],[425865],[438245],[446669],[448416],[463326],[484557],[490532],[532295],[542466],[558826],[580522],[582269],[678966],[689137],[705497] ] cell #655 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [151638],[159181],[174312],[175033],[191499],[200418],[207773],[215456],[220131],[221457],[237157],[237868],[241584],[250067],[251958],[257761],[268786],[269758],[272239],[283838],[288513],[295064],[295852],[296884],[302249],[309026],[309998],[314840],[318556],[327039],[331535],[335251],[347975],[348947],[351428],[363747],[369722],[371542],[377618],[383914],[384946],[387940],[397088],[398060],[402877],[403909],[409274],[421865],[422551],[425581],[437418],[444075],[448132],[454895],[455927],[460198],[463042],[466678],[470837],[476913],[477599],[484273],[490248],[492068],[504440],[505472],[523742],[529538],[531468],[538125],[542182],[546408],[547201],[547828],[558542],[565305],[566337],[571271],[581985],[589780],[596895],[604690],[611452],[616710],[617503],[623449],[627156],[632952],[634882],[641843],[641919],[652597],[663311],[678139],[684796],[688853],[694499],[705213],[713008],[717336],[718596],[718672],[724356],[728943],[729736],[732393],[735682],[745480],[766052],[785796],[791592],[793522],[811237],[821951],[826218],[828202],[835247],[837601],[838861],[838937],[872649],[893785],[898372],[899165],[901822],[905111],[935481],[942559],[946754],[953501],[955485],[971904],[983376],[1013977],[1016331],[1017591],[1017667],[1051379],[1068027],[1075642],[1095613],[1101313],[1133025],[1139772],[1141756],[1169647],[1194368],[1217330],[1227382],[1254968],[1259854],[1267469],[1293140],[1345900],[1356740],[1379702],[1389598],[1422612],[1462042],[1476404],[1509418],[1553116],[1591941],[1639162],[1712864],[1720912],[1839223],[1960673] ] cell #656 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [27046],[37703],[39184],[47370],[52976],[53264],[55205],[57262],[65552],[65840],[71483],[73041],[73372],[78323],[78611],[89042],[89373],[92903],[96239],[96527],[97336],[98299],[105164],[105421],[105495],[113506],[117281],[118244],[120379],[123162],[127289],[127546],[127620],[128623],[137217],[138180],[138664],[145747],[147061],[148576],[152719],[153014],[156501],[156821],[160118],[164037],[165000],[165484],[168052],[177199],[178824],[184675],[187299],[187619],[189068],[189662],[190766],[192963],[195792],[197352],[200051],[200247],[200580],[203196],[209149],[210774],[213931],[221212],[225016],[233977],[235779],[236790],[236986],[237319],[239655],[243187],[243507],[245550],[246654],[248542],[251797],[251905],[255330],[255924],[262458],[268061],[273703],[276532],[278092],[291514],[293365],[294718],[294903],[295011],[298188],[300871],[301882],[302078],[302411],[304747],[308301],[316627],[322522],[336854],[337174],[339217],[340321],[342209],[356125],[360162],[363401],[368023],[369376],[369561],[369669],[372846],[382780],[386250],[392809],[405213],[407896],[408907],[409103],[409436],[411772],[415326],[429547],[439008],[444547],[457231],[462696],[468671],[472141],[483927],[488549],[489902],[490087],[490195],[493372],[506776],[513335],[523991],[528160],[541836],[549418],[567641],[572861],[578400],[596549],[602524],[605994],[636472],[645120],[662965],[670662],[674831],[696089],[726369],[739638],[743807],[767642],[803760],[835907],[879894],[943466],[952486],[1065486],[1190999] ] cell #657 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [55299],[73466],[76052],[89467],[98519],[98989],[102191],[105589],[118464],[118934],[127714],[130085],[130575],[138400],[138870],[154476],[154966],[160212],[165220],[165690],[166933],[168281],[178661],[179044],[179151],[190986],[196233],[197581],[200708],[204644],[210611],[210994],[211101],[212630],[225053],[226401],[227113],[237447],[239130],[241267],[246874],[247241],[252105],[252548],[257020],[262495],[263843],[264555],[268098],[281012],[283213],[291734],[295211],[295654],[297449],[298225],[299729],[302539],[306359],[308338],[312116],[312335],[312743],[316102],[324213],[326414],[330678],[340541],[345798],[358222],[360699],[361904],[362123],[362531],[365421],[369869],[370312],[372883],[374387],[376761],[381171],[381289],[385511],[386287],[394911],[402262],[409564],[413384],[415363],[433439],[436056],[437591],[437822],[437940],[441742],[445084],[446289],[446508],[446916],[449806],[454280],[464716],[472178],[490395],[490838],[493409],[494913],[497287],[515437],[520876],[524528],[530106],[531641],[531872],[531990],[535792],[548001],[552152],[560216],[575595],[578937],[580142],[580361],[580769],[583659],[588133],[606031],[617808],[624290],[639206],[645657],[652770],[656921],[671199],[676777],[678312],[678543],[678661],[682463],[698823],[706887],[719837],[724529],[740175],[748978],[770376],[776448],[782930],[804297],[811410],[815561],[850306],[860093],[880431],[889266],[893958],[918407],[953023],[967385],[972077],[998435],[1038823],[1074695],[1121944],[1191984],[1201105],[1321402],[1451548] ] cell #658 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [32124],[34568],[39209],[39435],[44778],[47977],[50647],[53289],[54896],[55288],[60567],[60902],[62407],[65865],[66496],[68891],[73066],[73455],[74374],[78636],[80243],[82740],[83143],[83657],[86140],[89067],[89456],[91589],[93094],[96552],[98508],[100013],[105189],[105578],[106497],[111722],[114718],[115635],[118453],[121390],[121904],[123187],[127314],[127703],[129943],[130457],[132940],[138389],[138689],[139894],[145008],[148601],[150935],[154334],[154848],[156846],[158478],[160201],[162391],[165209],[165509],[168851],[171847],[172764],[178519],[179033],[187644],[190975],[192224],[195817],[198151],[200129],[200697],[201143],[207070],[210469],[210983],[213501],[219428],[223341],[226971],[230884],[234002],[236868],[237436],[241125],[243532],[246863],[248112],[251849],[251855],[258486],[264413],[272964],[276557],[278891],[281883],[287810],[291723],[293978],[294955],[294961],[298952],[301960],[302528],[304317],[306217],[312066],[325084],[337199],[340530],[341779],[352153],[358080],[360214],[361854],[367003],[368636],[369613],[369619],[392379],[405977],[408985],[409553],[411342],[413242],[432109],[436006],[439621],[444599],[446239],[457995],[466298],[487529],[489162],[490139],[490145],[512905],[524043],[530056],[545438],[550031],[573474],[578452],[580092],[600151],[617758],[637085],[645172],[666567],[670714],[676727],[696702],[739690],[748928],[768255],[776398],[803812],[836520],[850256],[879946],[918357],[952538],[998385],[1065538],[1074645],[1191934],[1320503] ] cell #659 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [19382],[26042],[28858],[33295],[37491],[37783],[40771],[47158],[47450],[51818],[52228],[52845],[57050],[57342],[64804],[65421],[71271],[71563],[72051],[72881],[77575],[78192],[83994],[85005],[88052],[88882],[95491],[96108],[97263],[98175],[104174],[105004],[112197],[112641],[113375],[117208],[118120],[122241],[126299],[127129],[129612],[137144],[144458],[146988],[147456],[148416],[151854],[154003],[158953],[159397],[163964],[167979],[175249],[186154],[186903],[189589],[194672],[197279],[203123],[203591],[207989],[220347],[222496],[235211],[236583],[242791],[245477],[253165],[255851],[260934],[275412],[278019],[288729],[294150],[301675],[313555],[319763],[322449],[336458],[339144],[354601],[366453],[368808],[382212],[389737],[408700],[426788],[429474],[442815],[468103],[486979],[489334],[510263],[527592],[544888],[576668],[601956],[615078],[640279],[674263],[743239],[773718],[847576],[948719],[1103278] ] cell #660 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [41800],[53462],[58703],[66038],[73113],[73594],[78809],[89114],[89595],[96725],[97374],[98308],[105236],[105717],[117319],[118253],[127361],[127842],[128632],[129830],[137255],[138189],[147099],[148648],[153023],[154221],[164075],[165009],[166831],[168090],[177208],[178406],[189077],[189700],[190775],[196131],[197390],[203234],[209158],[210356],[213940],[224951],[235788],[239028],[239664],[241012],[245588],[248551],[255339],[255962],[262393],[267996],[278130],[293815],[294727],[298123],[304756],[308236],[316000],[316636],[322560],[339255],[342218],[360044],[361636],[369385],[372781],[382789],[386185],[392818],[411781],[415261],[429585],[436936],[446021],[460931],[468680],[472076],[489911],[493307],[513344],[528169],[530986],[547346],[556431],[579874],[602533],[605929],[622200],[652115],[674840],[677657],[703102],[723874],[743816],[780840],[810755],[826700],[854698],[893303],[971422],[1005430],[1087066],[1197152],[1359524] ] cell #661 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [63581],[67670],[85268],[90382],[94268],[101187],[110888],[111364],[113711],[119980],[123515],[132068],[135954],[141068],[145348],[145901],[146550],[150101],[158120],[160467],[168493],[170840],[174375],[180644],[188425],[192564],[193766],[197793],[202036],[202685],[214394],[215043],[215519],[218594],[221417],[226613],[228960],[236459],[244313],[249005],[249654],[250130],[254687],[260028],[264055],[269165],[269718],[273304],[274506],[282776],[283425],[283901],[299941],[301551],[309405],[309958],[313431],[321285],[325977],[326626],[327102],[330126],[331495],[337980],[343321],[348354],[348907],[353695],[361823],[367343],[374599],[376209],[377578],[388003],[389613],[397467],[398020],[408576],[416430],[420456],[421825],[428310],[433651],[436751],[436888],[442691],[446208],[449254],[451728],[461118],[466638],[475504],[476873],[495125],[496735],[505432],[510139],[517993],[520858],[521730],[528840],[529498],[530801],[530938],[547161],[547298],[559664],[566297],[576544],[580061],[583107],[585581],[609357],[614448],[617463],[618503],[624272],[625144],[632912],[640155],[641987],[642859],[649969],[675511],[677472],[677609],[706335],[712968],[718740],[719819],[726681],[729696],[744487],[745618],[749673],[777143],[782912],[783784],[791552],[808609],[828340],[829446],[839005],[851001],[860075],[884743],[889248],[896110],[899125],[919102],[955623],[967367],[977575],[999130],[1008176],[1017735],[1038805],[1075390],[1089812],[1121926],[1141894],[1163846],[1201087],[1249167],[1321384],[1330375],[1452307],[1582583] ] cell #662 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [64017],[68106],[76064],[76449],[85336],[90450],[94704],[99001],[101623],[102305],[110956],[111432],[113714],[118946],[119983],[123583],[130097],[130689],[132136],[138882],[141504],[145351],[145904],[146618],[150169],[154488],[155080],[158188],[160470],[165702],[168561],[170843],[178673],[179265],[180712],[188428],[192567],[193834],[197861],[202039],[202753],[204656],[210623],[211215],[214397],[215111],[218662],[226681],[227125],[228963],[236462],[241279],[244316],[249008],[249722],[252560],[254690],[257134],[260096],[264123],[264567],[269168],[273307],[274574],[282779],[283493],[295666],[300009],[301554],[306371],[309408],[312200],[312902],[313434],[321288],[325980],[326694],[330129],[337983],[343389],[348357],[353763],[358234],[361988],[362690],[367346],[370324],[374667],[376212],[381228],[381234],[389616],[397470],[408579],[413396],[416433],[420459],[428313],[433719],[436754],[437879],[437885],[442694],[446373],[447075],[449257],[451731],[459228],[475507],[490850],[495193],[496738],[510142],[517996],[520933],[522772],[528843],[530804],[531929],[531935],[559667],[576547],[580226],[580928],[583110],[585584],[609360],[614522],[618506],[624347],[626186],[640158],[649972],[675514],[677475],[678600],[678606],[706338],[719894],[726755],[744490],[749676],[777146],[782987],[784826],[808612],[829520],[851004],[860150],[884746],[889323],[896184],[919105],[967442],[977649],[999133],[1008250],[1038880],[1075393],[1089886],[1122001],[1163920],[1201162],[1249241],[1321459],[1330449],[1452381],[1582586] ] cell #663 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [116089],[122358],[134814],[135413],[149063],[156606],[162845],[169288],[173218],[174302],[187404],[188036],[191249],[198588],[200168],[205198],[214605],[215446],[217556],[227408],[231338],[236907],[237618],[238544],[243292],[249216],[250057],[254298],[257511],[264850],[268776],[271989],[282987],[283828],[285938],[296634],[301999],[303636],[309016],[314590],[315516],[318131],[326188],[327029],[331285],[332211],[336959],[347965],[348565],[351178],[361496],[367554],[371292],[377368],[378294],[382074],[384696],[387930],[391698],[397078],[397678],[403659],[409024],[410661],[421615],[422541],[438725],[444065],[445881],[451939],[455677],[459369],[460188],[460791],[470587],[476663],[477589],[482022],[491818],[498820],[505222],[512224],[518204],[522913],[523732],[529288],[532775],[538115],[539931],[546258],[546262],[556291],[566087],[579734],[585792],[589530],[594644],[604440],[611442],[615334],[616560],[616564],[622060],[626327],[627146],[629669],[632702],[641779],[661060],[679446],[684786],[686602],[702962],[712758],[716575],[718532],[725326],[727567],[728793],[728797],[760839],[780700],[784967],[785786],[788309],[791342],[819700],[826154],[830332],[836840],[838797],[854558],[865582],[894755],[896996],[898222],[898226],[930268],[945993],[953437],[972874],[978461],[1009062],[1015570],[1017527],[1044312],[1067963],[1090698],[1100552],[1127433],[1132264],[1139708],[1164732],[1216569],[1227318],[1250053],[1259790],[1292379],[1331261],[1345836],[1378941],[1422548],[1461281],[1509354],[1583424],[1591877],[1712800],[1838588] ] cell #664 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [116085],[122354],[134818],[135409],[149059],[156602],[162841],[169292],[173214],[174298],[187400],[188032],[191244],[198592],[200163],[205194],[214609],[215442],[217552],[227412],[231334],[236902],[237613],[238540],[243288],[249220],[250053],[254294],[257506],[264854],[268772],[271984],[282991],[283824],[285934],[296629],[301994],[303632],[309012],[314585],[315512],[318135],[326192],[327025],[331280],[332207],[336955],[347961],[348569],[351173],[361491],[367558],[371287],[377363],[378290],[382078],[384691],[387926],[391694],[397074],[397682],[403654],[409019],[410657],[421610],[422537],[438729],[444061],[445876],[451943],[455672],[459442],[460184],[460786],[470582],[476658],[477585],[482017],[491813],[498816],[505217],[512220],[518208],[522986],[523728],[529283],[532779],[538111],[539926],[546256],[546336],[556286],[566082],[579729],[585796],[589525],[594639],[604435],[611438],[615329],[616558],[616638],[622055],[626400],[627142],[629664],[632697],[641781],[661055],[679450],[684782],[686597],[702957],[712753],[716573],[718534],[725321],[727562],[728791],[728871],[760834],[780695],[785040],[785782],[788304],[791337],[819695],[826156],[830327],[836838],[838799],[854553],[865577],[894750],[896991],[898220],[898300],[930263],[945991],[953439],[972869],[978456],[1009057],[1015568],[1017529],[1044307],[1067965],[1090693],[1100550],[1127428],[1132262],[1139710],[1164727],[1216567],[1227320],[1250048],[1259792],[1292377],[1331256],[1345838],[1378939],[1422550],[1461279],[1509356],[1583422],[1591879],[1712802],[1838590] ] cell #665 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [116090],[122359],[134816],[135414],[149064],[156607],[162846],[169290],[173219],[174303],[187405],[188037],[191250],[198590],[200169],[205199],[214607],[215447],[217557],[227410],[231339],[236908],[237619],[238545],[243293],[249218],[250058],[254299],[257512],[264852],[268777],[271990],[282989],[283829],[285939],[296635],[302000],[303637],[309017],[314591],[315517],[318133],[326190],[327030],[331286],[332212],[336960],[347966],[348567],[351179],[361497],[367556],[371293],[377369],[378295],[382076],[384697],[387931],[391699],[397079],[397680],[403660],[409025],[410662],[421616],[422542],[438727],[444066],[445882],[451941],[455678],[459440],[460189],[460792],[470588],[476664],[477590],[482023],[491819],[498821],[505223],[512225],[518206],[522984],[523733],[529289],[532777],[538116],[539932],[546259],[546337],[556292],[566088],[579735],[585794],[589531],[594645],[604441],[611443],[615335],[616561],[616639],[622061],[626398],[627147],[629670],[632703],[641782],[661061],[679448],[684787],[686603],[702963],[712759],[716576],[718535],[725327],[727568],[728794],[728872],[760840],[780701],[785038],[785787],[788310],[791343],[819701],[826157],[830333],[836841],[838800],[854559],[865583],[894756],[896997],[898223],[898301],[930269],[945994],[953440],[972875],[978462],[1009063],[1015571],[1017530],[1044313],[1067966],[1090699],[1100553],[1127434],[1132265],[1139711],[1164733],[1216570],[1227321],[1250054],[1259793],[1292380],[1331262],[1345839],[1378942],[1422551],[1461282],[1509357],[1583425],[1591880],[1712803],[1838591] ] cell #666 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [14213],[19988],[21544],[24335],[26700],[27464],[29686],[31425],[31720],[33869],[34112],[34743],[35425],[35907],[38638],[39610],[41429],[42193],[42683],[45010],[48209],[48478],[49301],[49824],[49948],[50191],[50243],[54197],[54492],[55753],[57515],[58197],[58679],[59169],[59579],[61279],[61894],[62707],[64326],[66721],[66796],[67242],[68297],[68705],[69123],[69392],[71736],[74135],[74606],[76640],[78897],[79420],[79544],[79787],[79839],[81100],[82965],[83471],[84497],[87467],[90136],[90524],[92975],[93394],[93840],[96813],[98885],[99500],[99806],[100313],[101932],[104327],[105903],[106311],[106729],[106998],[108763],[109790],[111030],[111603],[112760],[114943],[116475],[118830],[119445],[119751],[119873],[126452],[128028],[128916],[129765],[130271],[131297],[131691],[134267],[136699],[137324],[139775],[140194],[140640],[144167],[144328],[145241],[147609],[150243],[153307],[154156],[154662],[155688],[156082],[164144],[166919],[167170],[168159],[168732],[169889],[172072],[173604],[176574],[177002],[185538],[185758],[189361],[189769],[192457],[194825],[196219],[196470],[197459],[198032],[199189],[203744],[208952],[212403],[212660],[212821],[213734],[218736],[222649],[224181],[239116],[239367],[239458],[245657],[247014],[247271],[247432],[248345],[255623],[256031],[261087],[266278],[266498],[273197],[275565],[278199],[293613],[297222],[297479],[297640],[304550],[306518],[306738],[316088],[316339],[316430],[322629],[339324],[342012],[354754],[360402],[364377],[364597],[368271],[381675],[385284],[385541],[385702],[392612],[411575],[429654],[436231],[438326],[439256],[459697],[463672],[463892],[467566],[488797],[513138],[523241],[525263],[532376],[546641],[549666],[601419],[616943],[626655],[628677],[646392],[671934],[679047],[729176],[740910],[759847],[785295],[787317],[898605],[910339],[929276] ] cell #667 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [56077],[63991],[70444],[76423],[81424],[82439],[86924],[93707],[94678],[101597],[102584],[108050],[108546],[110392],[113073],[114417],[115785],[120686],[121228],[123091],[123848],[125171],[131644],[133724],[135109],[140507],[141478],[142465],[144596],[147762],[149605],[156035],[157148],[157701],[159906],[160934],[161173],[161715],[162541],[170202],[170279],[171546],[172914],[180220],[180977],[182300],[183685],[185680],[186143],[189921],[190160],[191812],[195244],[199502],[199579],[200636],[200731],[201636],[204251],[205740],[206293],[212170],[212994],[216255],[216609],[218098],[228399],[229427],[229666],[230208],[231034],[235708],[237375],[240271],[246048],[247605],[250866],[251220],[252445],[258074],[258979],[265841],[266883],[266923],[270661],[270900],[272552],[275984],[281376],[284991],[286480],[287033],[293127],[295551],[297813],[298540],[302467],[305363],[307123],[307163],[310901],[311140],[312097],[324577],[328192],[328792],[329375],[331042],[333938],[339715],[344799],[346112],[351741],[352646],[360510],[361885],[364982],[365022],[365785],[370209],[374875],[375458],[377125],[380021],[385875],[395225],[400152],[402576],[405565],[409492],[412388],[418165],[419122],[436037],[440569],[441152],[442056],[446270],[450170],[452170],[454594],[457583],[464277],[464317],[465080],[474170],[481036],[482411],[490735],[497651],[500547],[521121],[525707],[526644],[536106],[538945],[540320],[550979],[551562],[552466],[560580],[569890],[580123],[584023],[588447],[614769],[614850],[620144],[630058],[633501],[642250],[646836],[647773],[657235],[682777],[686991],[707251],[719003],[721985],[727083],[745939],[746020],[751314],[761228],[788698],[815875],[828661],[828742],[829848],[839268],[862241],[867339],[896512],[930657],[947385],[955944],[956025],[977977],[1017998],[1046069],[1080468],[1101944],[1133656],[1142215],[1142296],[1217961],[1239823],[1272295],[1413191],[1435053] ] cell #668 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [143938],[186383],[186492],[236094],[242271],[242380],[244070],[252645],[252754],[253812],[301186],[302724],[313066],[313893],[319243],[319352],[320410],[321042],[335938],[336047],[337737],[344252],[365933],[366042],[370479],[373707],[383095],[387111],[389248],[390075],[390786],[394376],[408211],[409749],[416187],[426268],[426377],[427435],[428067],[434582],[436491],[437556],[442326],[450427],[465337],[468827],[468986],[469774],[486459],[486568],[491005],[494233],[497908],[507637],[509774],[510601],[511312],[514902],[517750],[520753],[522438],[528316],[531606],[536376],[544368],[544477],[547966],[552736],[555856],[568502],[570344],[571409],[576179],[578064],[584280],[588717],[591945],[599190],[602680],[602839],[603627],[610530],[615518],[621625],[625852],[633955],[635020],[639790],[641675],[643567],[652074],[665606],[667424],[669109],[674987],[675973],[678277],[683047],[691148],[694637],[699407],[702527],[711945],[717088],[722439],[723833],[727751],[732531],[736400],[738085],[743963],[744949],[746688],[766190],[770960],[773988],[774158],[780265],[782058],[784492],[793660],[798430],[802207],[810714],[826659],[831595],[835385],[842704],[847846],[848016],[854123],[855916],[862695],[872787],[878341],[886517],[886734],[893262],[897180],[901960],[907514],[916117],[942390],[943922],[948989],[951923],[958878],[964636],[964853],[971381],[979724],[983514],[990833],[996145],[1004734],[1005389],[1021434],[1026746],[1051517],[1070792],[1071009],[1073445],[1077005],[1086370],[1087025],[1098481],[1103548],[1106482],[1113437],[1128661],[1145149],[1177104],[1191743],[1196456],[1197111],[1212966],[1226443],[1230147],[1230364],[1232800],[1236360],[1268832],[1305264],[1320823],[1325782],[1328434],[1354115],[1358828],[1359483],[1366953],[1431590],[1451807],[1454223],[1470090],[1484341],[1489300],[1524810],[1563329],[1584707],[1595505],[1611372],[1614565],[1665320],[1714017],[1723976],[1787332],[1803199],[1849696],[1910247],[2028426] ] cell #669 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [150750],[186605],[193084],[206885],[219243],[223939],[235174],[236216],[242493],[243608],[252867],[253817],[256538],[259346],[262042],[273824],[278706],[287625],[292321],[294113],[301308],[313188],[314006],[317057],[319465],[319869],[320415],[320580],[336160],[337275],[342639],[350205],[353013],[355709],[357895],[366155],[366559],[368771],[373712],[381864],[382175],[383217],[386649],[389239],[389370],[390188],[399318],[407139],[408333],[415725],[424082],[426490],[426894],[427440],[427605],[432969],[438515],[442317],[442448],[450540],[459157],[459912],[468056],[468066],[469108],[479130],[486681],[487085],[487836],[489297],[494238],[502390],[507175],[509765],[509896],[510714],[517288],[521429],[523456],[527545],[527555],[532565],[536498],[544590],[544994],[545745],[546225],[563255],[568040],[570571],[572368],[576170],[576301],[577602],[584393],[591950],[593765],[601909],[601919],[602961],[615031],[615041],[616527],[621257],[626870],[634182],[635979],[639781],[639912],[641213],[660181],[668100],[668236],[670127],[674216],[674226],[679236],[683169],[691261],[692896],[716332],[716542],[722666],[723457],[728760],[733490],[737076],[737212],[739103],[743192],[743202],[752427],[764449],[772988],[773671],[773681],[775167],[785510],[794619],[798552],[832271],[832407],[832604],[843722],[846846],[847529],[847539],[849025],[862922],[863713],[873746],[885761],[885971],[898189],[902919],[908532],[942867],[947989],[948672],[948682],[959887],[963880],[964090],[980400],[980536],[980733],[991851],[1022452],[1027755],[1052476],[1064867],[1070036],[1070246],[1075950],[1097426],[1102548],[1103231],[1103241],[1114446],[1146158],[1178122],[1191323],[1193570],[1194676],[1224222],[1229391],[1229601],[1235305],[1267777],[1306273],[1322908],[1325153],[1333950],[1353695],[1357048],[1430535],[1453803],[1464564],[1466809],[1488671],[1521529],[1530326],[1595085],[1608091],[1629567],[1659794],[1662039],[1786912],[1799918],[1821394] ] cell #670 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [244067],[294356],[302663],[321039],[337734],[344249],[360014],[361205],[369014],[370408],[382418],[383597],[387108],[390725],[394373],[409688],[416184],[428064],[434579],[436906],[445590],[460500],[461472],[465276],[468309],[468824],[469488],[469703],[489540],[490934],[497847],[507634],[511251],[514899],[517747],[527798],[528313],[530956],[536878],[546949],[547316],[548507],[552665],[555855],[556000],[556972],[568499],[578061],[579443],[588646],[599129],[602162],[602677],[603341],[603556],[610469],[617251],[621624],[621769],[631212],[641672],[642496],[652075],[652085],[653276],[665545],[674469],[674984],[675912],[677627],[683549],[693620],[699336],[702526],[702671],[703643],[711874],[717087],[719249],[723834],[723844],[729484],[734002],[743445],[743960],[744888],[745506],[765173],[770889],[773927],[775891],[780264],[780409],[781987],[789852],[798932],[801136],[810715],[810725],[811916],[826660],[826670],[828228],[833328],[839514],[847785],[849749],[854122],[854267],[855845],[877270],[886516],[886663],[888678],[893263],[893273],[898913],[903431],[912874],[914935],[942395],[942585],[948928],[949773],[955511],[960611],[964635],[964782],[966797],[971382],[971392],[981457],[994963],[1004722],[1005390],[1005400],[1006958],[1018244],[1028479],[1032997],[1070791],[1070938],[1071157],[1082856],[1086358],[1087026],[1087036],[1088594],[1103487],[1104332],[1115170],[1128666],[1128856],[1141782],[1146882],[1153068],[1191389],[1196444],[1197112],[1197122],[1208650],[1212971],[1213161],[1230146],[1230293],[1230512],[1242211],[1274683],[1280421],[1306997],[1320811],[1325787],[1325977],[1331769],[1353761],[1358816],[1359484],[1359494],[1371022],[1403880],[1437441],[1451812],[1453869],[1454909],[1484329],[1489305],[1489495],[1495287],[1528145],[1567398],[1584695],[1586767],[1595151],[1614570],[1617667],[1690517],[1714022],[1723964],[1726036],[1746882],[1778594],[1786978],[1849701],[1861715],[1881706],[1910235],[1912307],[2028431],[2040445],[2060436] ] cell #671 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [235165],[294104],[294224],[361069],[368762],[368882],[370974],[382166],[382286],[383590],[445454],[447292],[460364],[461340],[468057],[468177],[469481],[470269],[489288],[489408],[491500],[499971],[527546],[527666],[532941],[536871],[548371],[553231],[555864],[556840],[557702],[562268],[579307],[581145],[589212],[601910],[602030],[603334],[604122],[612593],[615032],[616184],[621633],[631080],[648795],[652966],[653140],[654070],[674217],[674337],[679612],[683542],[688013],[699902],[702535],[703511],[704373],[708939],[712440],[716398],[718149],[724725],[728417],[733866],[743193],[743313],[747354],[752803],[756453],[771455],[773672],[774824],[780273],[782553],[789720],[794995],[798925],[807435],[811606],[811780],[812710],[821111],[827173],[833751],[838414],[847530],[848682],[854131],[856411],[858405],[867973],[883569],[885827],[887578],[894154],[895304],[897846],[903295],[912742],[916783],[922232],[925882],[936954],[943120],[948673],[950204],[954456],[959544],[963946],[965697],[972273],[973423],[975302],[996811],[1002260],[1005731],[1005903],[1012481],[1014520],[1017144],[1027412],[1032861],[1037135],[1046703],[1065107],[1070102],[1074111],[1081756],[1087367],[1087539],[1094117],[1096156],[1103232],[1114103],[1120256],[1129391],[1129620],[1136475],[1140727],[1145815],[1151968],[1161573],[1190973],[1192392],[1197453],[1200496],[1207595],[1213696],[1213925],[1220780],[1229457],[1233466],[1241111],[1246894],[1256325],[1256934],[1273583],[1279366],[1305930],[1326512],[1326741],[1329208],[1332772],[1342371],[1342980],[1354764],[1359825],[1362868],[1369967],[1386203],[1402825],[1436341],[1452195],[1456634],[1457243],[1473009],[1486414],[1490030],[1490259],[1492726],[1496290],[1529148],[1566343],[1582843],[1587391],[1589889],[1614953],[1619392],[1620001],[1627310],[1691520],[1712303],[1714405],[1729158],[1742958],[1747506],[1781716],[1819137],[1840353],[1850084],[1864837],[1867973],[1915429],[1962230],[1970973],[2028814],[2043567],[2086474],[2140402],[2245114] ] cell #672 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [80667],[99284],[108088],[119229],[130170],[130913],[139165],[154561],[155304],[165985],[166981],[168290],[178746],[179489],[196281],[197590],[210696],[211439],[212639],[214265],[225101],[226410],[239178],[241352],[247250],[248876],[262543],[263852],[266536],[268146],[281021],[282647],[297458],[298273],[299738],[306776],[308386],[316150],[324222],[325848],[330687],[345725],[360708],[364635],[365430],[367214],[372931],[376770],[385520],[386335],[394838],[402189],[415411],[436562],[437600],[441669],[449815],[454207],[463930],[464725],[472226],[493457],[497296],[520768],[522509],[531650],[535719],[548010],[552079],[560225],[583668],[588060],[606079],[615533],[625923],[643638],[652779],[656848],[678321],[682390],[706896],[724538],[727766],[746703],[757093],[784563],[811419],[815488],[834391],[868022],[893967],[897195],[926522],[950253],[972086],[1013121],[1046752],[1065156],[1094757],[1136524],[1220829],[1256983],[1343029],[1457292],[1620050] ] cell #673 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [80895],[99730],[108366],[119675],[130212],[131464],[139611],[154603],[155855],[166431],[167064],[168300],[178788],[180040],[196364],[197600],[210738],[211990],[212649],[214259],[225184],[226420],[239261],[241394],[247260],[248870],[262626],[263862],[266530],[268229],[281031],[282641],[297468],[298356],[299748],[306770],[308469],[316233],[324232],[325842],[330697],[345719],[360718],[364629],[365440],[367208],[373014],[376780],[385530],[386418],[394832],[402183],[415494],[436556],[437610],[441663],[449825],[454201],[463924],[464735],[472309],[493540],[497306],[520756],[522503],[531660],[535713],[548020],[552073],[560235],[583678],[588054],[606162],[615521],[625917],[643632],[652789],[656842],[678331],[682384],[706906],[724548],[727754],[746691],[757087],[784557],[811429],[815482],[834385],[868010],[893977],[897183],[926516],[950241],[972096],[1013115],[1046740],[1065144],[1094751],[1136512],[1220817],[1256971],[1343017],[1457280],[1620038] ] cell #674 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [142597],[170411],[183664],[199711],[214779],[216588],[228531],[249390],[251199],[265973],[266818],[268441],[283161],[284970],[307058],[308681],[326362],[328171],[329079],[331128],[346007],[347630],[364917],[367728],[375162],[377211],[395120],[396743],[400418],[402471],[419409],[421458],[440856],[441951],[443730],[452436],[454489],[464212],[474457],[476506],[482698],[501981],[521481],[525973],[526931],[529131],[536001],[540607],[551266],[552361],[562846],[571959],[588342],[615109],[616246],[620848],[630345],[635570],[647102],[648060],[657130],[682672],[687278],[716413],[718226],[728479],[733081],[747416],[752018],[761515],[788985],[794210],[815770],[827188],[838491],[858482],[868735],[873337],[897908],[902510],[930944],[950966],[954471],[975317],[986620],[1017221],[1047465],[1052067],[1073036],[1109030],[1137237],[1140742],[1172891],[1198760],[1221542],[1264863],[1300857],[1321080],[1350909],[1393990],[1480796],[1517456],[1604018],[1717186],[1872856] ] cell #675 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [48556],[60100],[67186],[69470],[82295],[85673],[86547],[87545],[90787],[91069],[93784],[107076],[110110],[114273],[115168],[116419],[120542],[123920],[124202],[124794],[132473],[133347],[134345],[136493],[140584],[144009],[147834],[149193],[149323],[150490],[152002],[156866],[159802],[161029],[161924],[163707],[171402],[172297],[173548],[175654],[176652],[181049],[181331],[181923],[185069],[188166],[190016],[191612],[203969],[205458],[205997],[206625],[216327],[217686],[217816],[218983],[220495],[222874],[224125],[228295],[229522],[230417],[232200],[233774],[237981],[239989],[240528],[241441],[250938],[254428],[256278],[258177],[265737],[268906],[270756],[271787],[272352],[277149],[278446],[279958],[284709],[286198],[286737],[287365],[291256],[293651],[295709],[298643],[309146],[310996],[312027],[314953],[319237],[327910],[331648],[332973],[333656],[334195],[334839],[335108],[341167],[348095],[349945],[351844],[357635],[360250],[360673],[365927],[377731],[379056],[379739],[380278],[380922],[383771],[397208],[399058],[400676],[401050],[402734],[404733],[405668],[406879],[413558],[421978],[423303],[426262],[436485],[444195],[452694],[453068],[454752],[456751],[457686],[458897],[477026],[478351],[480776],[481199],[481405],[484918],[486453],[504297],[506296],[520671],[526231],[526605],[529651],[538685],[539108],[539314],[542827],[544362],[554605],[565162],[567161],[569683],[570099],[570338],[597540],[619884],[620307],[620513],[623306],[633294],[633710],[633949],[647360],[647734],[650780],[663956],[667342],[693327],[717123],[721778],[722194],[722433],[736318],[751054],[751477],[751683],[754476],[764880],[775598],[826414],[831513],[833035],[849456],[857379],[862034],[862450],[862689],[942785],[945421],[960318],[974543],[979642],[981164],[1028186],[1067103],[1078504],[1097344],[1114877],[1146589],[1193488],[1204596],[1270331],[1306704],[1333868],[1399826],[1530244] ] cell #676 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [19386,80665],[26046,99282],[28896,108199],[33299,119227],[37495,129364],[37821,131024],[40775,139163],[41727,142075],[47162,153755],[47488,155415],[51822,165983],[53001,167687],[53389,169554],[57054,177940],[57380,179600],[65577,196987],[65965,198854],[71275,209890],[71601,211550],[72129,212776],[72895,213105],[78348,225807],[78736,227674],[85009,240949],[88130,247387],[88896,247716],[96264,263249],[96652,265116],[97277,266436],[104252,281158],[105018,281487],[112275,297595],[113531,299611],[117222,306676],[126377,324359],[127143,324688],[129690,330824],[137158,345625],[147002,364535],[147534,365567],[148430,366607],[154081,376907],[159031,385657],[163978,394738],[167993,402089],[186168,436457],[189603,441569],[194750,449952],[197293,454107],[203137,463830],[203669,464862],[222574,497433],[236597,522404],[245491,535619],[255865,551979],[261012,560362],[275490,583805],[278033,587960],[301689,625818],[313569,643533],[322463,656748],[339158,682290],[354679,707033],[389751,756988],[408714,784458],[429488,815388],[442829,834286],[510277,926417],[576682,1013016],[640293,1094652], [2525,40870,78535],[3865,51917,96451],[4470,57446,105390],[5595,66376,116987],[6551,71667,127515],[7437,77603,78292],[7512,78857,138621],[7856,42077,143251],[9016,45740,151217],[9177,90067,152688],[10489,95013,163743],[10537,95519,96208],[10612,96773,165441],[11007,52945,98203],[11655,53800,174116],[11955,104268,105121],[12611,59100,184644],[13559,112669,113475],[13881,117428,192406],[14144,63695,193633],[14452,119711,195749],[14766,65521,118148],[16176,69853,207352],[16337,70438,208823],[16409,126393,127246],[17082,72998,129706],[17865,75336,219710],[18026,74066,221181],[18418,136529,224693],[18435,136973,138175],[19338,141813,232236],[19461,81060,233934],[20401,145190,147208],[20727,147550,148533],[21109,86170,242549],[21165,153243,242866],[21504,86707,244232],[21862,89486,151882],[22381,88999,154097],[23681,159425,160231],[23776,48939,158760],[24003,93376,258668],[24266,94382,259895],[24574,95210,262011],[24633,163793,164995],[25567,98294,167808],[26368,97483,273146],[26631,101301,274373],[26939,99766,276489],[27253,55318,175277],[27348,103370,279173],[27509,56071,176356],[28663,107459,288092],[28824,108044,289563],[29216,185105,185275],[30173,60597,186661],[30229,186978,189297],[30416,112004,299134],[30617,189418,190761],[31053,195932,301093],[31156,114884,301365],[31838,65934,194424],[32164,118958,194766],[32820,118239,197108],[34282,201325,203343],[34608,203685,204668],[34674,67784,202552],[34990,123382,319521],[35046,123745,319838],[35385,124954,321204],[35743,127733,208017],[36797,128618,212578],[38203,132970,336216],[38259,128852,336533],[38598,133507,337899],[38956,73485,220375],[39278,76758,222248],[39475,76076,222590],[39541,136068,343188],[39849,77084,223908],[41097,140176,352335],[41360,141182,353562],[41668,142010,355678],[42238,81418,234476],[42533,235576,235774],[43299,236001,238829],[43402,82906,236273],[43671,146417,366211],[43727,146780,366528],[44564,149892,368701],[45553,89542,245185],[45941,154969,245306],[46464,153009,247189],[48007,48696,252923],[48752,253240,255559],[49140,255680,257023],[49261,91821,254606],[49576,160376,389155],[49679,160386,389427],[50361,96621,260686],[50687,165714,261028],[53188,169133,406159],[53358,54610,275164],[53825,166632,408118],[53928,172013,408390],[54936,99013,275506],[55374,103183,277727],[55592,102194,277848],[55713,175814,416349],[57762,180511,426546],[57818,180874,426863],[58157,182083,428229],[58515,105608,288757],[58837,108881,290630],[59408,109207,292290],[59671,293294,293551],[60688,110679,294043],[61031,188334,442233],[61134,188344,442505],[61391,189063,297397],[62557,196236,300668],[63323,118855,303921],[65764,198433,458177],[66646,312548,312746],[66662,67515,313245],[67412,312973,315801],[68415,123256,317921],[68677,204820,467996],[69666,127789,322157],[70054,211104,322278],[73267,214910,486737],[73323,215273,487054],[73541,75149,338852],[73728,131809,334616],[74160,218385,489227],[75537,130578,338973],[75973,135696,341383],[78705,79957,354353],[79172,228869,509681],[79275,228879,509953],[80283,138894,354695],[80721,143064,356916],[81818,144085,360092],[81871,235478,521277],[82890,362336,362534],[83293,239133,363198],[83443,238166,527485],[85244,153101,368209],[89268,249521,544646],[89324,249884,544963],[89729,156200,380699],[90173,91375,382105],[90358,381356,381613],[92078,255325,385459],[92637,160287,387673],[93244,262498,388730],[94010,165611,391983],[98637,269074,576086],[98740,269084,576358],[98910,100929,410946],[99338,170660,406636],[100163,166936,407693],[105664,107272,429182],[105851,106021,424946],[106283,285560,601849],[107660,179154,429303],[108096,184272,431713],[109762,293455,614901],[110864,438007,438264],[111340,189155,439194],[111872,298228,440158],[114868,446721,446919],[118582,309314,639697],[118685,309324,639969],[119283,199960,458654],[121540,316105,462493],[122641,204565,465902],[123491,209236,467504],[127976,128146,479994],[128671,329145,667948],[128710,132044,488735],[130243,331833,674156],[130921,216923,487133],[138791,140810,512509],[139219,139437,508199],[140044,225056,509256],[146526,239742,525201],[150077,532057,532314],[151085,372886,534208],[153062,375228,736924],[154634,377916,743132],[155312,251534,545042],[156655,252430,546867],[158096,255417,549604],[158628,386290,550568],[166039,166257,569064],[166891,400480,773541],[166989,266908,570310],[169001,268101,574011],[171997,580574,580772],[177286,180620,601357],[179497,179770,599755],[187453,295536,617169],[189116,440922,832119],[193742,304834,628615],[196191,452498,847399],[196289,307148,633921],[198301,308341,637622],[202661,316714,646330],[207220,472181,655337],[211447,211720,666171],[214018,215019,671872],[218570,678728,678985],[219578,493412,680879],[225109,225148,693538],[239088,526035,948542],[239186,365007,722405],[243341,370194,729402],[248629,249630,740848],[253715,383598,748339],[255378,551332,980248],[260004,392896,759785],[262551,262590,765091],[268154,268193,775809],[274482,411859,787255],[279041,415366,796262],[287960,606034,813977],[298281,298320,833246],[308394,308433,849667],[316060,647164,1103101],[316158,464302,862661],[320313,469489,869658],[337008,490720,898831],[342296,343297,910277],[353671,513422,929214],[372939,372978,960529],[373610,536879,961569],[386343,386382,981375],[415419,415458,1028397],[427338,603342,1048388],[472234,472273,1115088],[493465,493504,1146800],[494136,683550,1147840],[591848,798933,1286479],[606087,606126,1306915] ] cell #677 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2540],[3880],[4425],[4504],[5599],[6506],[6585],[6823],[7431],[7445],[7871],[8550],[8779],[9192],[9403],[10531],[10545],[11001],[11015],[11659],[11919],[11943],[12566],[12645],[13322],[13553],[13567],[13784],[13889],[14395],[14760],[14774],[15710],[16373],[16397],[17046],[17070],[17399],[17628],[18041],[18252],[18433],[20051],[20304],[20409],[20691],[20715],[21011],[21020],[21856],[21870],[22345],[22369],[22698],[23444],[23675],[23689],[24517],[24631],[25267],[25565],[25809],[26271],[26376],[26882],[27247],[27261],[28197],[29458],[29777],[30075],[30084],[30615],[31035],[31488],[32128],[32152],[32520],[32818],[33062],[33932],[34185],[34290],[34572],[34596],[35737],[35751],[36579],[36795],[37398],[38105],[38114],[38950],[38964],[39439],[39463],[40538],[41611],[42457],[42531],[42693],[43281],[43863],[44782],[45101],[46462],[47065],[47981],[48300],[48598],[48607],[50011],[50651],[50675],[51585],[52856],[53807],[54260],[54900],[54924],[56957],[58509],[58523],[59589],[59653],[60571],[60906],[61389],[61957],[62281],[62717],[65432],[66570],[66806],[67394],[67976],[68895],[69214],[71178],[74378],[74697],[78203],[79607],[80247],[80271],[82814],[83661],[84588],[84912],[86144],[90340],[91593],[92076],[93404],[96119],[99563],[100323],[106501],[106820],[110062],[110846],[112770],[113386],[114792],[115639],[119508],[121908],[130461],[131388],[132944],[140204],[144338],[144503],[150059],[154852],[155779],[162395],[169899],[171921],[172768],[185565],[199199],[212831],[218552],[223345],[230888],[247442],[297650],[385712] ] cell #678 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4000],[4508],[5706],[6589],[6727],[7500],[7576],[9099],[9196],[9307],[10600],[10676],[10795],[10876],[11766],[11975],[12013],[12649],[13690],[13897],[14299],[14485],[14554],[14635],[16259],[16429],[16467],[16794],[17102],[17948],[18045],[18156],[18478],[18559],[19525],[20417],[20604],[20747],[20880],[21014],[21135],[21185],[22093],[22401],[23812],[24421],[24676],[24757],[25610],[26384],[26786],[26972],[27592],[28746],[28916],[29495],[30078],[30199],[30249],[30495],[30660],[30870],[31033],[31096],[32184],[32863],[34298],[34485],[34628],[34761],[35016],[35974],[37234],[37841],[38108],[38229],[38279],[39495],[41515],[42460],[42576],[42938],[43279],[43342],[43697],[44041],[44597],[45984],[46901],[47508],[48018],[48601],[48722],[48772],[49018],[49183],[50707],[53021],[53805],[53868],[54956],[55635],[57400],[57788],[59547],[59651],[60246],[60608],[60721],[62962],[63721],[64065],[65597],[66573],[67051],[67392],[67455],[67810],[68154],[70097],[71621],[72938],[73293],[74193],[75580],[76497],[78368],[80303],[82234],[82817],[85819],[86181],[88939],[89294],[90338],[90933],[91408],[93649],[94408],[94752],[96284],[98327],[100568],[101327],[101671],[105061],[107703],[110844],[113015],[113551],[114212],[114795],[118272],[120481],[124066],[127186],[132619],[132981],[136094],[138208],[140449],[141208],[141552],[147980],[148473],[150057],[160968],[165028],[170144],[171341],[171924],[181195],[186250],[189955],[190794],[199444],[216473],[218550],[229461],[235742],[235852],[251084],[270695],[293149],[310935],[329409],[375492],[441186],[551596] ] cell #679 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4656],[6984],[7830],[9564],[10866],[11261],[12270],[12552],[14625],[15020],[16724],[16760],[16883],[17385],[18549],[18944],[20675],[22059],[22182],[22684],[24747],[25142],[25174],[25227],[25534],[25681],[27558],[27681],[28183],[30461],[30584],[30731],[32427],[32480],[32787],[32934],[34556],[35940],[36063],[36565],[36729],[37016],[37200],[37323],[39903],[39956],[40263],[42518],[43770],[43823],[44007],[44130],[46055],[46396],[46683],[46867],[46990],[48984],[49107],[49254],[50950],[51003],[51310],[52137],[52374],[52608],[52661],[55706],[56288],[56575],[59724],[59777],[61323],[61557],[61610],[62135],[64031],[64154],[64713],[64950],[65184],[65237],[66631],[67883],[67936],[68120],[68243],[70168],[70509],[70796],[71998],[72641],[75651],[76463],[76586],[77721],[81929],[82464],[82875],[83903],[84140],[84700],[85350],[87183],[87999],[88642],[90411],[90464],[92010],[92297],[94718],[94841],[95637],[101637],[101760],[102843],[107774],[109556],[110034],[110435],[110917],[110970],[111446],[112144],[113122],[114442],[114853],[116118],[120711],[122150],[122387],[123597],[125430],[132150],[133983],[135442],[141518],[141641],[144473],[144665],[146632],[149648],[150130],[150183],[157191],[158202],[158900],[161198],[162874],[171571],[171982],[173247],[180726],[182559],[185569],[190185],[191881],[193848],[200800],[202767],[205783],[215125],[218141],[218623],[218676],[229691],[231367],[240314],[249736],[258143],[260110],[270925],[272621],[274588],[286523],[298609],[311165],[333981],[343403],[351810],[353777],[360639],[380064],[405634],[457652],[481165],[539074],[620273],[751443] ] cell #680 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [2611],[4116],[4635],[5822],[6774],[6944],[7616],[9354],[9524],[10716],[10845],[10884],[12060],[12230],[14604],[14643],[16514],[16684],[16802],[16912],[18528],[18567],[20654],[20927],[22101],[22211],[24726],[24765],[25238],[25660],[27600],[27710],[30503],[30710],[30878],[32491],[32913],[34535],[35982],[36092],[37242],[39967],[42584],[43834],[44049],[44329],[46034],[46909],[49026],[49233],[51014],[52672],[55685],[59817],[60254],[61621],[64073],[65248],[67947],[68162],[70147],[75630],[76505],[81688],[82504],[85827],[87194],[90941],[92308],[94760],[101679],[102854],[107753],[110194],[114482],[120751],[124074],[125441],[132627],[133994],[141560],[147988],[149407],[156950],[161238],[171611],[181203],[182570],[190225],[205542],[216481],[217900],[229731],[240073],[251092],[270965],[286282],[293790],[311205],[333740],[379823],[400815],[452833],[526370],[647499] ] cell #681 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [11883],[14347],[16357],[18204],[19566],[20016],[21757],[24020],[24469],[26834],[27148],[28844],[29002],[29287],[29730],[30433],[31453],[32015],[33897],[34809],[34898],[35638],[38022],[38851],[39326],[41114],[41563],[41877],[42730],[43579],[45054],[47689],[48253],[48506],[49419],[49554],[49976],[50538],[53205],[53668],[54225],[54787],[57581],[57670],[58410],[58885],[59717],[61009],[61922],[62754],[65781],[66244],[66749],[66843],[67286],[67314],[68463],[69167],[69420],[71802],[72232],[73175],[73946],[74650],[79015],[79150],[79572],[80134],[81849],[82993],[84541],[87495],[88233],[89176],[89947],[90568],[93441],[93884],[93912],[96931],[97323],[97487],[98615],[99528],[100360],[104355],[106069],[106773],[107026],[109486],[111074],[112378],[112807],[114971],[116519],[116547],[117268],[117432],[118560],[119473],[119883],[126480],[128194],[128436],[128649],[129793],[131341],[134295],[137368],[140241],[140684],[140712],[144414],[145251],[147048],[147212],[147637],[150287],[152827],[153040],[154184],[155732],[159134],[164188],[166615],[168203],[169936],[172100],[173648],[173676],[176602],[177012],[185768],[188881],[189094],[189813],[192467],[194853],[195915],[197503],[199236],[203183],[203347],[203772],[208962],[212907],[213744],[218780],[222677],[224225],[224253],[235532],[238812],[239468],[245701],[247518],[248355],[255143],[255356],[256075],[261115],[266508],[273207],[275593],[278243],[293534],[293623],[297726],[304560],[306748],[312504],[315784],[316440],[322673],[339368],[342022],[354782],[362292],[364607],[368281],[381596],[381685],[385788],[392622],[411585],[429698],[438247],[438336],[439266],[446677],[463902],[467576],[488807],[513148],[525273],[532297],[532386],[549676],[580530],[601429],[628687],[646402],[671944],[678968],[679057],[740920],[759857],[787327],[910349],[929286] ] cell #682 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [21731],[27041],[27122],[31202],[35612],[37698],[38825],[39187],[43448],[44649],[47365],[49393],[49725],[52971],[53267],[53974],[57257],[58384],[60773],[61180],[65547],[65843],[66689],[67561],[68762],[71478],[73044],[74245],[78318],[78614],[79321],[82933],[83528],[86753],[89045],[90234],[91460],[91867],[92898],[96234],[96530],[98379],[98786],[105167],[105416],[106368],[110482],[110740],[113501],[114911],[115506],[118324],[118731],[120374],[121775],[123165],[125000],[127292],[127541],[130328],[133553],[138260],[138667],[145742],[148579],[149695],[149953],[152714],[154719],[156399],[156824],[157238],[162262],[165080],[165487],[167611],[172040],[172635],[175860],[178904],[182129],[184670],[187197],[187622],[190846],[192958],[195795],[196911],[200060],[200134],[205830],[210854],[218188],[218446],[221207],[223212],[225731],[230755],[233980],[235904],[236799],[236873],[240361],[243085],[243510],[245109],[246734],[251793],[263173],[273698],[276535],[277651],[286570],[291594],[293374],[294899],[299535],[300996],[301891],[301965],[322081],[334028],[336752],[337177],[338776],[340401],[356840],[360158],[363526],[368032],[369557],[380111],[387597],[406560],[408021],[408916],[408990],[429106],[439017],[444543],[458578],[462821],[484052],[488558],[490083],[508123],[523987],[541961],[549427],[568988],[572870],[578396],[596674],[636481],[645116],[663090],[670658],[696098],[726494],[739634],[767651],[803756],[835916],[879890],[943475],[952482],[1065482],[1190998] ] cell #683 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [45937],[49136],[55294],[55588],[62553],[66642],[70050],[73461],[75533],[76056],[82886],[83289],[85158],[89462],[90272],[93240],[98514],[98993],[100159],[105584],[107656],[110778],[111254],[111868],[114864],[118459],[118938],[121536],[123405],[127709],[130089],[131958],[138395],[138874],[140040],[146440],[149991],[151081],[154480],[158010],[158624],[160207],[165215],[165694],[168383],[168997],[171993],[178665],[179039],[180534],[186779],[190981],[193656],[197683],[198297],[200703],[202575],[204648],[207216],[210615],[210989],[214933],[218484],[219574],[226503],[227117],[237442],[241271],[242667],[246869],[249544],[251920],[252552],[253041],[259918],[263945],[264559],[267519],[274396],[279037],[283315],[287956],[291729],[295026],[295658],[299831],[302534],[306363],[307759],[312125],[312132],[319639],[326516],[336334],[340536],[343211],[346708],[353585],[358226],[360856],[361913],[361920],[366329],[369684],[370316],[372304],[374489],[381163],[395821],[409559],[413388],[414784],[426664],[433541],[436065],[437814],[443440],[445241],[446298],[446305],[471599],[486855],[490210],[490842],[492830],[495015],[516347],[520868],[524685],[530115],[531864],[544764],[553850],[577293],[579094],[580151],[580158],[605452],[617817],[624282],[640904],[645814],[671356],[676786],[678535],[700521],[719829],[740332],[748987],[772074],[776457],[782922],[804454],[850315],[860085],[880588],[889258],[918416],[953180],[967377],[998444],[1038815],[1074704],[1121936],[1191993],[1201097],[1321394],[1451543] ] cell #684 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [87130],[92244],[102319],[102790],[113907],[120176],[125377],[130703],[133930],[134799],[145544],[146097],[148769],[155094],[156312],[160663],[168575],[169273],[171036],[179279],[182506],[187110],[187742],[188621],[192760],[197875],[198573],[202232],[204904],[211229],[214590],[217262],[226695],[227393],[229156],[238250],[242998],[244509],[249201],[254004],[254883],[257148],[264137],[264835],[268482],[269361],[273500],[282972],[283507],[285644],[294392],[300023],[303342],[308722],[309601],[312916],[315222],[318116],[321481],[326173],[326708],[331917],[336665],[338176],[347671],[348550],[362704],[367539],[369050],[374681],[378000],[381510],[382059],[382454],[391404],[396784],[397663],[401417],[410367],[416626],[422247],[428506],[433733],[438161],[438710],[443771],[447089],[451924],[453435],[459283],[459513],[468345],[477295],[489576],[495207],[498526],[502980],[511930],[518189],[521587],[522827],[523057],[527834],[532211],[532760],[534947],[537821],[546199],[563845],[580942],[585777],[587288],[602198],[611148],[614577],[616501],[622777],[625001],[626241],[626471],[656076],[674505],[678882],[679431],[681618],[684492],[710516],[716516],[720548],[726810],[728734],[743481],[753947],[781417],[783641],[784881],[785111],[814716],[829575],[836781],[855275],[860804],[889977],[896239],[898163],[923376],[945934],[968096],[977704],[1003404],[1008305],[1015511],[1039534],[1089941],[1100493],[1122655],[1132205],[1163975],[1201816],[1216510],[1249296],[1292320],[1330504],[1378882],[1452436],[1461222],[1583365],[1712099] ] cell #685 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [87131],[92245],[102320],[102791],[113908],[120177],[125378],[130704],[133931],[134800],[145545],[146098],[148770],[155095],[156313],[160664],[168576],[169274],[171037],[179280],[182507],[187111],[187743],[188622],[192761],[197876],[198574],[202233],[204905],[211230],[214591],[217263],[226696],[227394],[229157],[238251],[242999],[244510],[249202],[254005],[254884],[257149],[264138],[264836],[268483],[269362],[273501],[282973],[283508],[285645],[294393],[300024],[303343],[308723],[309602],[312917],[315223],[318117],[321482],[326174],[326709],[331918],[336666],[338177],[347672],[348551],[362705],[367540],[369051],[374682],[378001],[381639],[382060],[382455],[391405],[396785],[397664],[401418],[410368],[416627],[422248],[428507],[433734],[438290],[438711],[443772],[447090],[451925],[453436],[459284],[459652],[468346],[477296],[489577],[495208],[498527],[502981],[511931],[518190],[521588],[522828],[523196],[527835],[532340],[532761],[534948],[537822],[546205],[563846],[580943],[585778],[587289],[602199],[611149],[614578],[616507],[622778],[625002],[626242],[626610],[656077],[674506],[679011],[679432],[681619],[684493],[710517],[716522],[720549],[726811],[728740],[743482],[753948],[781418],[783642],[784882],[785250],[814717],[829576],[836787],[855276],[860805],[889978],[896240],[898169],[923377],[945940],[968097],[977705],[1003405],[1008306],[1015517],[1039535],[1089942],[1100499],[1122656],[1132211],[1163976],[1201817],[1216516],[1249297],[1292326],[1330505],[1378888],[1452437],[1461228],[1583371],[1712102] ] cell #686 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [7922],[12935],[12966],[19933],[21238],[21269],[21605],[23057],[23088],[23295],[31370],[31755],[33814],[34029],[35119],[35150],[35357],[35486],[38332],[38363],[38699],[39725],[44188],[44219],[45442],[46163],[48423],[49362],[49893],[50108],[50278],[54142],[54527],[55814],[57891],[57922],[58129],[58258],[59284],[59841],[60273],[61839],[64243],[68332],[69337],[69555],[73784],[73815],[75038],[75759],[76675],[78958],[79118],[79489],[79704],[79874],[81161],[81690],[82528],[85846],[87412],[89785],[89816],[90960],[92526],[96874],[97034],[97447],[97879],[99445],[99867],[101849],[103072],[103793],[104382],[105938],[106943],[107161],[108798],[110196],[114506],[117392],[117824],[119390],[119812],[120775],[126507],[128063],[128490],[129328],[129820],[131726],[132646],[134212],[136616],[136997],[137760],[139326],[142953],[147172],[147664],[149409],[151558],[152881],[153719],[154211],[156117],[156952],[163817],[164580],[166146],[167205],[167325],[167832],[170549],[171635],[174953],[176519],[176970],[177904],[188935],[189442],[190681],[194388],[196505],[196625],[197132],[199849],[203307],[207693],[208920],[209854],[212602],[213030],[213702],[217902],[220051],[222212],[225445],[235600],[236366],[239402],[239426],[240913],[244823],[247213],[247641],[248313],[255197],[256943],[260650],[262887],[266323],[266466],[275128],[277365],[288433],[293581],[297421],[297849],[299249],[301458],[306563],[306706],[313338],[316374],[317885],[321795],[328767],[338490],[354317],[359950],[360767],[364422],[364565],[374850],[383367],[385483],[385911],[387311],[389520],[408483],[428820],[436276],[440544],[442598],[460062],[463717],[463860],[469258],[510046],[521096],[523606],[536648],[546686],[550954],[576451],[603111],[616988],[627020],[640062],[642225],[683319],[718978],[729221],[785660],[798702],[839243],[898650],[1017973] ] cell #687 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [19637],[29604],[29654],[42757],[44928],[44978],[45536],[48127],[48177],[48517],[62781],[63394],[66870],[67210],[69041],[69091],[69431],[69649],[74524],[74574],[75132],[76974],[84415],[84465],[86335],[87506],[91114],[92620],[93468],[93808],[94081],[100387],[101000],[103166],[106647],[106697],[107037],[107255],[109097],[109954],[110550],[112834],[116443],[122712],[124247],[124582],[131215],[131265],[133135],[134306],[135767],[139420],[139711],[140268],[140608],[140881],[143047],[143974],[145063],[149763],[152047],[155606],[155656],[157306],[159590],[166240],[166531],[167083],[167679],[169963],[170643],[173572],[175442],[176613],[177516],[179841],[181376],[181711],[184343],[186419],[192279],[196383],[196979],[199263],[199943],[201198],[209466],[211791],[212467],[213556],[214248],[216994],[218256],[220540],[224149],[224778],[225799],[228083],[233562],[239280],[239972],[242307],[245177],[247078],[248167],[248859],[251605],[252681],[262220],[263241],[265525],[267018],[267159],[267823],[271575],[273019],[277719],[280003],[280740],[281938],[297286],[297950],[299603],[304372],[307258],[307399],[308063],[311815],[316252],[322149],[323941],[325139],[329028],[329560],[330406],[335974],[338844],[341834],[346348],[360487],[361377],[365117],[365149],[367058],[371944],[375111],[375643],[376489],[385348],[387665],[392434],[395461],[400185],[400339],[411397],[414424],[429174],[436285],[440805],[441337],[443080],[445762],[452203],[452357],[460672],[464412],[466353],[471239],[480463],[492470],[512960],[520663],[521539],[525740],[525894],[538372],[548679],[551215],[551747],[553490],[556172],[579615],[605092],[614802],[619571],[621941],[642668],[646869],[647023],[653448],[702843],[716734],[719421],[734174],[745972],[750741],[780581],[812088],[828694],[839686],[854439],[856990],[903603],[945032],[955977],[1018416],[1033169],[1078115],[1142248],[1269942] ] cell #688 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [116080],[122349],[134824],[135404],[149054],[156597],[162836],[169298],[173209],[174293],[187395],[188027],[191174],[198598],[200093],[205189],[214615],[215437],[217547],[227418],[231329],[236832],[237543],[238535],[243283],[249226],[250048],[254289],[257436],[264860],[268767],[271914],[282997],[283819],[285929],[296559],[301924],[303627],[309007],[314515],[315507],[318141],[326198],[327020],[331210],[332202],[336950],[347956],[348575],[351103],[361296],[367564],[371217],[377293],[378285],[382084],[384621],[387921],[391689],[397069],[397688],[403584],[408949],[410652],[421540],[422532],[438735],[444056],[445681],[451949],[455602],[459718],[460179],[460591],[470512],[476588],[477580],[481822],[491743],[498811],[505147],[512215],[518214],[523262],[523723],[529213],[532785],[538106],[539731],[546248],[546624],[556091],[566012],[579534],[585802],[589455],[594444],[604365],[611433],[615259],[616550],[616926],[621860],[626676],[627137],[629469],[632627],[641789],[660860],[679456],[684777],[686402],[702762],[712683],[716565],[718542],[725126],[727492],[728783],[729159],[760639],[780500],[785316],[785777],[788109],[791267],[819500],[826164],[830257],[836830],[838807],[854358],[865382],[894555],[896921],[898212],[898588],[930068],[945983],[953447],[972674],[978386],[1008987],[1015560],[1017537],[1044112],[1067973],[1090623],[1100542],[1127233],[1132254],[1139718],[1164657],[1216559],[1227328],[1249978],[1259800],[1292369],[1331186],[1345846],[1378931],[1422558],[1461271],[1509364],[1583414],[1591887],[1712810],[1838594] ] cell #689 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [28994],[38014],[41875],[47681],[53032],[53666],[57573],[65608],[66242],[71794],[72230],[72905],[78379],[79013],[88231],[88906],[96295],[96929],[97287],[98283],[104353],[105028],[112376],[113562],[117232],[118228],[126478],[127153],[128607],[129791],[137168],[138164],[147012],[147635],[148440],[152998],[154182],[159132],[163988],[164984],[168003],[177183],[186178],[189052],[189613],[190750],[194851],[197303],[203147],[203770],[209133],[213915],[222675],[235763],[236607],[239639],[245501],[248526],[255314],[255875],[261113],[275591],[278043],[293207],[294702],[301699],[304731],[313579],[316611],[322473],[339168],[342193],[354780],[361028],[369360],[382764],[389761],[392793],[408724],[411756],[429498],[442839],[445413],[460323],[468655],[489886],[510287],[513319],[528144],[555823],[576692],[579266],[602508],[621592],[640303],[674815],[702494],[717055],[743791],[780232],[854090],[886484],[964603],[1070759],[1230114] ] cell #690 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [48554],[60096],[67182],[69468],[81665],[82299],[85669],[86517],[87543],[90783],[91073],[93780],[107074],[110171],[114277],[115164],[116415],[120546],[123916],[124206],[124764],[132469],[133317],[134343],[136463],[140580],[147830],[149189],[149384],[150494],[152006],[156927],[159772],[161033],[161920],[163677],[171406],[172293],[173544],[175624],[176650],[181045],[181335],[181893],[185039],[188162],[190020],[191616],[203965],[205441],[205519],[206629],[216323],[217682],[217877],[218987],[220499],[222870],[224121],[228265],[229526],[230413],[232170],[233744],[237985],[238787],[240050],[241451],[250934],[254424],[256282],[257409],[265707],[268902],[270760],[271757],[272356],[277145],[278450],[279962],[284705],[286181],[286259],[287369],[291252],[293767],[295719],[296532],[309142],[311000],[311997],[314957],[318381],[327906],[331652],[332454],[332969],[333717],[334835],[335118],[341171],[348091],[349949],[351076],[357639],[360260],[360355],[363572],[377735],[378537],[379052],[379800],[380918],[383781],[397204],[399062],[400792],[401046],[402744],[403557],[404737],[406883],[413568],[421982],[423299],[425406],[436144],[444191],[452810],[453064],[454762],[455575],[456755],[458901],[477030],[478347],[480786],[480881],[481409],[484098],[484928],[504307],[506300],[520658],[526347],[526601],[529655],[538695],[538790],[539318],[542007],[542837],[554601],[565172],[567165],[569690],[569997],[570109],[597550],[619894],[619989],[620517],[623316],[633301],[633608],[633720],[647476],[647730],[650784],[663966],[667329],[693337],[717133],[721785],[722092],[722204],[736305],[751064],[751159],[751687],[754486],[764890],[775608],[826421],[831500],[833045],[849466],[857389],[862041],[862348],[862460],[942772],[945431],[960328],[974550],[979629],[981174],[1028196],[1067110],[1078514],[1097331],[1114887],[1146599],[1193475],[1204603],[1270341],[1306714],[1333855],[1399833],[1530231] ] cell #691 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [19446],[26174],[28967],[33427],[37169],[37987],[40903],[46836],[47654],[51950],[52307],[52365],[56728],[57546],[64883],[64941],[70949],[71767],[71989],[72268],[77654],[77712],[84073],[84853],[87990],[88269],[95570],[95628],[97174],[98254],[104112],[104391],[112135],[112720],[113113],[117119],[118199],[122320],[126237],[126516],[129550],[137055],[144391],[146899],[147394],[148076],[151933],[153941],[158891],[159476],[163875],[167890],[175328],[186059],[186836],[189500],[194610],[197190],[203034],[203529],[208068],[220426],[222434],[235191],[236488],[242724],[245388],[253098],[255762],[260872],[275350],[277930],[288808],[294130],[301580],[313460],[319696],[322360],[336391],[339055],[354539],[366386],[368788],[382192],[389642],[408605],[426721],[429385],[442720],[468083],[486912],[489314],[510168],[527572],[544821],[576573],[601936],[615058],[640184],[674243],[743219],[773698],[847556],[948699],[1103258] ] cell #692 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [39778],[45908],[50922],[55559],[59337],[60188],[63847],[68988],[70021],[75504],[76279],[80518],[80906],[81674],[82411],[83754],[85761],[86896],[90875],[92822],[93022],[94534],[99741],[101453],[102556],[106594],[107627],[108402],[110180],[111650],[114389],[119686],[120658],[121122],[122947],[123280],[124008],[125143],[130554],[131500],[132561],[133696],[139622],[139822],[141334],[142437],[144214],[146315],[147922],[149393],[154945],[155891],[156790],[156936],[157673],[157726],[159878],[161145],[161609],[166442],[167163],[168779],[170251],[171518],[180076],[180409],[181137],[182272],[185846],[187588],[190132],[195138],[196463],[198079],[199551],[200608],[205528],[206265],[206318],[212026],[212707],[212966],[214808],[216415],[217886],[225283],[228371],[229638],[230102],[235106],[237347],[239360],[240059],[243476],[246020],[246073],[247318],[247577],[249419],[251026],[251831],[262725],[265813],[266309],[266586],[268328],[270872],[275878],[281348],[286268],[287005],[287058],[293776],[294937],[297526],[297785],[298455],[302439],[306549],[306826],[308568],[311112],[316332],[324549],[328773],[331014],[333726],[337143],[339687],[339740],[344693],[345498],[360196],[364408],[364685],[365757],[369595],[373113],[374856],[377097],[379809],[385588],[385847],[386517],[394611],[400801],[401962],[409464],[415593],[418137],[418190],[436262],[440550],[441442],[450142],[452819],[453980],[463703],[463980],[465052],[472408],[480722],[490121],[493639],[497623],[521102],[521204],[526356],[535492],[538631],[546672],[550960],[551852],[560552],[583995],[587833],[606261],[616974],[619830],[624618],[642231],[642333],[647485],[656621],[682163],[707223],[718984],[719086],[720165],[729207],[751000],[755788],[783258],[815261],[830967],[839249],[839351],[860421],[898636],[925217],[958250],[979096],[1009697],[1017979],[1018081],[1091333],[1112809],[1144521],[1283160],[1304636] ] cell #693 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [45573],[60130],[63366],[69686],[75169],[77104],[81668],[82338],[85703],[86294],[90817],[91295],[92657],[94053],[95230],[100972],[103203],[107292],[109227],[110174],[114316],[120585],[121064],[122684],[123950],[124153],[124428],[124541],[132503],[133094],[135739],[139457],[140853],[142030],[143084],[147864],[148067],[149387],[152228],[156732],[156930],[157600],[159549],[160931],[161072],[161551],[166277],[170680],[171445],[175401],[179813],[181079],[181282],[181557],[181670],[184315],[187530],[189918],[190059],[195080],[199980],[200535],[205448],[205522],[206192],[211763],[216357],[216560],[216966],[217880],[220721],[225225],[228042],[229424],[229565],[230044],[233521],[235655],[237274],[239979],[240053],[243418],[245947],[250968],[251171],[251577],[251825],[262667],[265484],[266990],[268270],[270658],[270799],[271534],[275820],[280184],[281275],[286188],[286262],[286932],[293641],[293770],[294931],[298397],[302366],[307230],[308510],[310898],[311039],[311774],[324476],[329322],[329519],[330941],[333646],[333720],[337085],[339614],[344635],[345492],[359953],[360190],[365089],[365684],[369589],[373055],[375405],[375602],[377024],[379729],[379803],[386459],[394605],[400174],[400666],[400795],[401956],[409391],[415535],[418064],[441099],[441296],[441436],[450069],[452192],[452684],[452813],[453974],[464384],[464979],[472350],[480479],[480716],[490115],[493581],[497550],[521198],[525729],[526221],[526350],[535486],[538388],[538625],[551509],[551706],[551846],[560479],[583922],[587827],[606203],[614791],[619587],[619824],[624612],[642327],[646858],[647350],[647479],[656615],[682157],[707150],[716750],[719080],[720159],[745961],[750757],[750994],[755782],[783252],[815255],[828683],[830961],[839345],[857006],[860415],[925211],[945048],[955966],[958244],[979090],[1009691],[1018075],[1078131],[1091327],[1112803],[1142237],[1144515],[1269958],[1283154],[1304630] ] cell #694 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [86842],[91956],[95137],[110387],[115484],[121753],[125089],[133642],[136823],[141937],[143952],[144860],[149600],[150871],[157143],[158414],[162240],[172613],[175949],[182218],[185399],[186397],[192076],[200995],[207006],[218093],[219364],[223190],[230733],[242285],[252659],[272816],[278827],[287746],[335952], [16771,212445],[18378,224395],[21804,245213],[22070,247056],[24612,163445],[25422,267137],[25453,167516],[27195,277755],[27454,176734],[29176,292777],[29740,294471],[30472,297264],[32025,303993],[32091,194438],[32675,307377],[32706,196816],[35077,205934],[35685,322185],[35897,125874],[37027,213353],[38898,338880],[39336,341455],[39402,222262],[40151,346326],[40182,225636],[40389,138756],[41706,231938],[41924,356944],[42183,234854],[42872,361355],[43758,240465],[45064,369129],[45796,371922],[45827,245014],[46694,247964],[48263,382533],[48995,385326],[49466,387701],[49586,258162],[49814,161312],[50548,392055],[50614,260700],[51198,395439],[51229,263078],[51436,165576],[53715,406664],[54797,411018],[54863,275178],[55447,414402],[55478,277556],[56586,281735],[56801,178882],[57849,286674],[58457,429210],[58669,183003],[58895,431785],[58961,290644],[61041,298628],[61269,190299],[62023,443058],[62054,299440],[62896,445740],[63858,304169],[64450,195884],[66291,458682],[66985,460650],[67296,461587],[68473,465974],[68539,317935],[68666,319257],[68740,205735],[69177,468424],[69909,471217],[69940,321986],[70807,324936],[71022,210832],[73354,334132],[73956,487205],[74022,334630],[74660,489655],[75392,492448],[75423,338681],[76290,341631],[78019,226907],[79062,508227],[79182,351829],[79410,229805],[80144,512581],[80210,354367],[81032,234069],[81881,360658],[82080,521517],[82578,363504],[83432,365947],[83506,240266],[84551,527913],[84711,366855],[87627,246712],[89355,380215],[89957,545114],[90023,380713],[90578,547064],[91229,548657],[91260,548746],[92710,553468],[92741,387502],[93030,258338],[93583,556150],[93894,557087],[94545,392231],[95935,264349],[96978,569092],[97497,570507],[98647,405653],[98875,271039],[100502,579593],[101464,411194],[102056,276624],[106079,599827],[106145,424960],[106272,426282],[106346,286475],[106783,602277],[107515,605070],[107546,429011],[108628,291572],[109575,614643],[109751,436505],[110586,439557],[111084,617366],[111658,298804],[112949,621919],[114556,300974],[116529,631327],[116689,306153],[117442,634118],[118592,457671],[118820,311279],[120327,642646],[120825,462799],[122958,466150],[124362,653426],[124393,653515],[128204,666243],[128270,480008],[128681,481184],[130232,486473],[130306,333933],[131351,674584],[134427,340379],[137378,693735],[139830,352005],[140383,702821],[140694,703758],[141345,512757],[142735,358016],[144684,523809],[145695,719399],[147222,722602],[149799,368572],[150297,729599],[152162,734152],[152193,734241],[153072,539093],[154623,544382],[154697,380016],[155742,743560],[156331,745813],[157342,549967],[164198,765288],[166880,570358],[168213,776006],[168787,405829],[170078,780559],[171685,407999],[173658,789967],[173818,413178],[181491,812066],[181522,812155],[187129,828535],[189126,620292],[189823,833443],[191900,444365],[192911,839664],[196180,633969],[197513,849864],[198087,457847],[199378,854417],[200819,644938],[203357,862858],[218292,489098],[218790,899028],[220655,903581],[220686,903670],[224235,912989],[239077,722453],[243017,955818],[245711,960726],[255388,751462],[256085,981572],[272640,578218],[273651,1018394],[278253,1028594],[280118,1033147],[280149,1033236],[316049,862709],[322683,1115285],[336684,1142089],[339378,1146997],[429708,1307112], [2608,80794,515965],[4113,99629,576911],[4640,108413,431961],[5819,119574,640522],[6700,128880,668188],[6949,131511,487381],[7613,139510,700139],[7808,80825,356745],[9280,153271,737164],[9529,155902,545290],[10713,166330,771692],[10779,166704,773283],[10949,167715,573410],[11208,99660,406465],[11986,177456,801286],[12235,180087,600003],[13501,189325,832359],[14538,196004,847141],[14708,197015,637021],[14967,119605,458483],[16440,209406,877420],[16689,212037,666419],[16943,213177,670480],[17009,129378,484030],[17113,214188,888828],[18462,224824,915242],[18632,225835,696638],[18891,139541,508028],[20588,238901,948284],[20758,239912,949923],[22242,247788,739456],[22308,153769,541939],[22412,248799,966947],[23623,255587,980488],[24660,262266,995270],[24830,263277,768191],[25089,166361,568893],[25594,267869,1007265],[27741,281559,803578],[27807,177954,596652],[30644,297996,1071464],[30943,299639,836456],[32195,305004,1083006],[32847,308109,1088901],[34469,315873,1102843],[34639,316884,1104482],[36123,324760,879712],[36189,209904,663068],[39506,342466,1153218],[42903,361444,1192767],[44360,366679,952304],[44426,240963,726472],[45968,372654,1208957],[49167,386058,1230819],[50718,393066,1242361],[54967,412029,1274833],[55619,415134,1280728],[59891,436654,1065230],[62927,445829,1333147],[67016,460739,1355139],[70081,471949,1371329],[75564,493180,1404187],[80314,513592,1437591],[93614,556239,1496665],[100533,579682,1529523],[107687,605802,1567705],[112980,622008,1590264],[140414,702910,1691895],[170109,780648,1782091],[199409,854506,1865212] ] cell #695 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2620],[4136],[4645],[4652],[5842],[6709],[6954],[6980],[7636],[9289],[9534],[9560],[10736],[10784],[10855],[10958],[11995],[12240],[12266],[13510],[14543],[14614],[14717],[16449],[16694],[16720],[16757],[16767],[16948],[17122],[18467],[18538],[18641],[20593],[20664],[20767],[22056],[22066],[22247],[22421],[23632],[24665],[24736],[24839],[25177],[25418],[25599],[25670],[27555],[27565],[27746],[30458],[30468],[30649],[30720],[30952],[32204],[32430],[32671],[32852],[32923],[34474],[34545],[34648],[35937],[35947],[36128],[37197],[37207],[39515],[39906],[40147],[42515],[42908],[43773],[44004],[44014],[44365],[45973],[46044],[46864],[46874],[48981],[48991],[49172],[49243],[50727],[50953],[51194],[52134],[52611],[54976],[55624],[55695],[59727],[59774],[59896],[60195],[61560],[62019],[62932],[64028],[64038],[64710],[65187],[66628],[67021],[67886],[68117],[68127],[70086],[70157],[72001],[75569],[75640],[76460],[76470],[80323],[81932],[82076],[82170],[82872],[83900],[85347],[85768],[88002],[90414],[90461],[90882],[93619],[94715],[94725],[100538],[101634],[101644],[107692],[107763],[109506],[109616],[110920],[110967],[111443],[112147],[112985],[114148],[114850],[120417],[122147],[123594],[124015],[132147],[132568],[140419],[141515],[141525],[146629],[147929],[150133],[150180],[158199],[158903],[160904],[170114],[171277],[171979],[180723],[181144],[189891],[193845],[199414],[202764],[215122],[216422],[218626],[218673],[229397],[235628],[249733],[251033],[260107],[270631],[274585],[310871],[329295],[343400],[353774],[375378],[441072],[551482] ] cell #696 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [10927],[11039],[14686],[14798],[16828],[16918],[18610],[18722],[21782],[22127],[22217],[24808],[24920],[25244],[27173],[27626],[27716],[27889],[30529],[30921],[30965],[32000],[32497],[35663],[36008],[36098],[36271],[37268],[38876],[39311],[39973],[40298],[42614],[42983],[43840],[44075],[44335],[44759],[46245],[46935],[49052],[49444],[50523],[51020],[51345],[52678],[54772],[56358],[58435],[59043],[59551],[59823],[59972],[60284],[60883],[61627],[63007],[64099],[64359],[65254],[67096],[67953],[68188],[68448],[68872],[70579],[72711],[74355],[75841],[76531],[80119],[80941],[81745],[82151],[82238],[82510],[83638],[84210],[85396],[85545],[85857],[87200],[88712],[90510],[90659],[90971],[91570],[92314],[94786],[100613],[101705],[101965],[102860],[106478],[108185],[109597],[111016],[111492],[113723],[114129],[114216],[114488],[115616],[116188],[119992],[120398],[120485],[120757],[121885],[122457],[124104],[125447],[130438],[131010],[132196],[132345],[132657],[134000],[135512],[141586],[145360],[145913],[148018],[148810],[150229],[154829],[155401],[156353],[158248],[160972],[161244],[162372],[162944],[168621],[170852],[171258],[171345],[171617],[172745],[173317],[179586],[181233],[182576],[187151],[187783],[189959],[190231],[192576],[197921],[202048],[211536],[214406],[216511],[217303],[218722],[223322],[226741],[229465],[229737],[230865],[231437],[235746],[243039],[249017],[251122],[254045],[264183],[268523],[270699],[270971],[273316],[282788],[300069],[308763],[310939],[311211],[325989],[329413],[336706],[347712],[367355],[375496],[396825],[436763],[441190],[443812],[521628],[551600],[614360] ] cell #697 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [11083],[11711],[14842],[17141],[17342],[18062],[18766],[22440],[22641],[24964],[25286],[25694],[25921],[27939],[28072],[28140],[31009],[32539],[32947],[33174],[36321],[36454],[36522],[36819],[36865],[40015],[40423],[40555],[40650],[42998],[43882],[44463],[46333],[46486],[46532],[49532],[51062],[51470],[51602],[51697],[52720],[56378],[56405],[56424],[59226],[59870],[59978],[61413],[61459],[61669],[62166],[63022],[64487],[65296],[67111],[67995],[68576],[70599],[70626],[70645],[72731],[72758],[72777],[75929],[81198],[81751],[82058],[82148],[82557],[84230],[84257],[84276],[85443],[85551],[87242],[88732],[88759],[88778],[90557],[90665],[92100],[92146],[92356],[100628],[102093],[102902],[108232],[109577],[109594],[110564],[111063],[111539],[113729],[114126],[114535],[116208],[116235],[116254],[119998],[120395],[120804],[122477],[122504],[122523],[125489],[131057],[132243],[132351],[134042],[135532],[135559],[135578],[144686],[145366],[145919],[148807],[149777],[150276],[155448],[156350],[157320],[158295],[161291],[162964],[162991],[163010],[168668],[170858],[171255],[171664],[173337],[173364],[173383],[179633],[182618],[187148],[187780],[190278],[191902],[192582],[197968],[200821],[202054],[205912],[211583],[214412],[217300],[218270],[218769],[226788],[229784],[231457],[231484],[231503],[240443],[243036],[249023],[254042],[258164],[264230],[268520],[271018],[272642],[273322],[282794],[286652],[298630],[300116],[308760],[311258],[325995],[334110],[336703],[347709],[351831],[360660],[367361],[380193],[396822],[405655],[436769],[443809],[457673],[481186],[521625],[539095],[614354],[620294],[751464] ] cell #698 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [28993],[38013],[41857],[47680],[53031],[53648],[57572],[65607],[66224],[71793],[72178],[72902],[78378],[78995],[88179],[88903],[96294],[96911],[97284],[98285],[104301],[105025],[112324],[113561],[117229],[118230],[126426],[127150],[128609],[129739],[137165],[138166],[147009],[147583],[148437],[153000],[154130],[159080],[163985],[164986],[168000],[177185],[186175],[189054],[189610],[190752],[194799],[197300],[203144],[203718],[209135],[213917],[222623],[235765],[236604],[239641],[245498],[248528],[255316],[255872],[261061],[275539],[278040],[293215],[294704],[301696],[304733],[313576],[316613],[322470],[339165],[342195],[354728],[361036],[369362],[382766],[389758],[392795],[408721],[411758],[429495],[442836],[445421],[460331],[468657],[489888],[510284],[513321],[528146],[555831],[576689],[579274],[602510],[621600],[640300],[674817],[702502],[717063],[743793],[780240],[854098],[886492],[964611],[1070767],[1230122] ] cell #699 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6248],[8402],[10142],[12308],[13013],[13348],[14247],[15562],[15822],[17251],[18991],[19990],[20428],[21316],[21651],[22550],[23135],[23470],[24369],[25500],[25835],[26734],[28049],[28309],[29405],[29575],[31427],[32753],[33088],[33871],[35197],[35532],[36431],[37084],[37522],[38410],[38745],[39644],[40229],[40564],[41463],[42375],[44266],[44899],[45874],[46310],[46751],[47189],[48098],[49950],[51276],[51611],[52177],[52347],[54199],[55525],[55860],[56643],[57969],[58304],[59203],[61896],[62101],[62674],[63915],[64496],[64753],[64923],[69012],[69987],[70864],[71971],[73862],[74495],[75470],[75906],[76347],[77694],[79546],[80872],[81207],[83410],[83943],[84386],[84768],[85218],[85471],[86869],[87972],[89863],[92788],[94602],[95610],[99502],[99707],[100280],[101521],[102102],[102529],[106618],[107593],[109891],[111314],[111567],[112117],[113095],[113612],[113735],[113880],[119447],[119652],[121657],[122190],[123015],[125116],[130210],[131186],[132018],[132271],[133669],[139588],[141402],[144373],[145802],[145925],[146070],[148691],[154601],[155577],[158070],[158323],[158873],[159851],[160636],[166408],[167020],[168443],[170741],[170864],[171009],[178786],[182245],[185826],[187664],[188594],[196320],[197743],[200508],[201937],[202060],[202205],[210736],[214418],[217184],[226563],[229129],[235375],[237247],[239217],[241392],[244482],[249029],[252088],[253926],[254856],[264005],[269334],[282800],[295194],[299891],[302339],[309574],[312347],[316189],[321454],[326001],[338149],[360916],[362135],[367367],[369852],[409364],[416599],[428479],[436775],[446520],[490378],[520695],[580373] ] cell #700 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [108470],[131568],[142410],[155959],[168696],[170224],[180144],[197996],[199524],[212094],[212866],[214295],[226816],[228344],[247477],[248906],[264258],[265786],[266566],[268404],[281248],[282677],[297685],[300144],[306806],[308644],[324449],[325878],[329042],[330914],[345755],[347593],[364665],[365657],[367244],[375125],[376997],[385747],[394868],[396706],[402219],[419372],[436592],[440819],[441699],[443693],[450042],[454237],[463960],[464952],[474420],[482661],[497523],[521444],[522539],[526894],[535749],[540570],[551229],[552109],[560452],[583895],[588090],[614422],[616209],[625953],[630308],[643668],[648023],[656878],[682420],[687241],[707123],[717539],[728442],[747379],[757123],[761478],[784593],[788948],[815518],[834421],[837804],[857795],[868698],[897871],[926552],[930907],[950929],[985933],[1013151],[1016534],[1047428],[1072349],[1094787],[1137200],[1172204],[1191613],[1221505],[1264176],[1350222],[1386843],[1473649],[1588031],[1748146] ] cell #701 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [4310],[6924],[7255],[9504],[10946],[11162],[11667],[12210],[14705],[14921],[16664],[16998],[17298],[18629],[18845],[22297],[22597],[23837],[24827],[25043],[25314],[25404],[27796],[27908],[28096],[30940],[32567],[32657],[33737],[34832],[36178],[36290],[36478],[36775],[40043],[40133],[40378],[43266],[43910],[44415],[46264],[46442],[47829],[48063],[49488],[51090],[51180],[51425],[52748],[56334],[56752],[59062],[60419],[60653],[61369],[61697],[62005],[63290],[64439],[65324],[66415],[66427],[66727],[68023],[70555],[70973],[72687],[75860],[77477],[81021],[82009],[82659],[82671],[82971],[84186],[85992],[86226],[87270],[87578],[88688],[90151],[90238],[92056],[92384],[95393],[98077],[100896],[102045],[102930],[108579],[109684],[110515],[110657],[110744],[112543],[113987],[114637],[114649],[114949],[116164],[118022],[122433],[125517],[132792],[133026],[134070],[134378],[135488],[142193],[144063],[146177],[148897],[149728],[149870],[149957],[151756],[157271],[159299],[162920],[169672],[171116],[171766],[171778],[172078],[173293],[175151],[182646],[187870],[191279],[198972],[202312],[205863],[207891],[214670],[217390],[218221],[218363],[218450],[220249],[227792],[231413],[237648],[240394],[249281],[254132],[265234],[268610],[272019],[283052],[286603],[288631],[308850],[314620],[326253],[331315],[334061],[347799],[367619],[377398],[380144],[396912],[421645],[443899],[476693],[521715],[529318],[615364],[716357] ] cell #702 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [64016],[68105],[76066],[76448],[85335],[90449],[94703],[99003],[101622],[102304],[110955],[111431],[113713],[118948],[119982],[123582],[130099],[130688],[132135],[138884],[141503],[145350],[145903],[146617],[150168],[154490],[155079],[158187],[160469],[165704],[168560],[170842],[178675],[179264],[180711],[188427],[192566],[193833],[197860],[202038],[202752],[204658],[210625],[211214],[214396],[215110],[218661],[226680],[227127],[228962],[236461],[241281],[244315],[249007],[249721],[252562],[254689],[257133],[260095],[264122],[264569],[269167],[273306],[274573],[282778],[283492],[295668],[300008],[301553],[306373],[309407],[312201],[312901],[313433],[321287],[325979],[326693],[330128],[337982],[343388],[348356],[353762],[358236],[361989],[362689],[367345],[370326],[374666],[376211],[381227],[381233],[389615],[397469],[408578],[413398],[416432],[420458],[428312],[433718],[436753],[437878],[437884],[442693],[446374],[447074],[449256],[451730],[459227],[475506],[490852],[495192],[496737],[510141],[517995],[520932],[522771],[528842],[530803],[531928],[531934],[559666],[576546],[580227],[580927],[583109],[585583],[609359],[614521],[618505],[624346],[626185],[640157],[649971],[675513],[677474],[678599],[678605],[706337],[719893],[726754],[744489],[749675],[777145],[782986],[784825],[808611],[829519],[851003],[860149],[884745],[889322],[896183],[919104],[967441],[977648],[999132],[1008249],[1038879],[1075392],[1089885],[1122000],[1163919],[1201161],[1249240],[1321458],[1330448],[1452380],[1582585] ] cell #703 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [7842],[11273],[12589],[15032],[17224],[17469],[18956],[19426],[22523],[22768],[25154],[25377],[25710],[26154],[28022],[28267],[32630],[32963],[33407],[36404],[36649],[36835],[36937],[37348],[40106],[40439],[40883],[43973],[44546],[46502],[46604],[47015],[51153],[51486],[51930],[52028],[52144],[52811],[56394],[56496],[56907],[61429],[61531],[61760],[62182],[64604],[64720],[65387],[68086],[70615],[70717],[71128],[71876],[72747],[72849],[77375],[77491],[82074],[83794],[83910],[84246],[84348],[84862],[87333],[87877],[88748],[88850],[92116],[92218],[92447],[95291],[95407],[97975],[98091],[102993],[103999],[109823],[109983],[110580],[112022],[112441],[112557],[116224],[116326],[117920],[118036],[122041],[122157],[122493],[122595],[125580],[126124],[128589],[129437],[134133],[135548],[135650],[143901],[144233],[144299],[145092],[147281],[149793],[151654],[151770],[152980],[153828],[156579],[157336],[158778],[159197],[159313],[162980],[163082],[166791],[173353],[173455],[175049],[175165],[182709],[185970],[186346],[187377],[189034],[191515],[192308],[196091],[200368],[200434],[201227],[205928],[207789],[207905],[218286],[220147],[220263],[231473],[231575],[235267],[237107],[237173],[237884],[238988],[240459],[242234],[243265],[252608],[255296],[257777],[258570],[272255],[273048],[286668],[288529],[288645],[296900],[299036],[302199],[302265],[314856],[315960],[319206],[334126],[335901],[336932],[351444],[352237],[365896],[371558],[380209],[384962],[403925],[406061],[409224],[409290],[426231],[436389],[455943],[458079],[470853],[486422],[492084],[544331],[570242],[589796],[604706],[633853],[722337],[862593] ] cell #704 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [194497],[203416],[221473],[222321],[241858],[252232],[260759],[269774],[275237],[276831],[295338],[296126],[300359],[310014],[312239],[318830],[331551],[332655],[335525],[348963],[354426],[362027],[362889],[364021],[369996],[377634],[378738],[384188],[388421],[398076],[403151],[407384],[421881],[422985],[425855],[439849],[446412],[448406],[455169],[462184],[463316],[466694],[476929],[478033],[483415],[484547],[490522],[504714],[505488],[508947],[522336],[529554],[533899],[541324],[542456],[547217],[550259],[554287],[558816],[565579],[566353],[573702],[580265],[582259],[596037],[597169],[617519],[623723],[625750],[632968],[637313],[642139],[642822],[643465],[655028],[662453],[663585],[669007],[680570],[689127],[696930],[705487],[713024],[718892],[719575],[725857],[729752],[735956],[737983],[745540],[745761],[756920],[768483],[784390],[791608],[795953],[802105],[813668],[822225],[826983],[828262],[828483],[834218],[839157],[839840],[842602],[846122],[856566],[878239],[899181],[905385],[907412],[926349],[937912],[942619],[944608],[951821],[954266],[955545],[955766],[990731],[1012948],[1017887],[1018570],[1021332],[1024852],[1056969],[1064634],[1068792],[1075702],[1077691],[1094584],[1106380],[1138092],[1140537],[1141816],[1142037],[1177002],[1194428],[1202127],[1222397],[1228147],[1260619],[1267529],[1269518],[1298207],[1323754],[1346665],[1356800],[1384769],[1389658],[1397357],[1423377],[1476464],[1487272],[1510183],[1520130],[1553176],[1592706],[1606692],[1639222],[1682502],[1720972],[1766807],[1839283],[1846851],[1961237],[2077089] ] cell #705 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [11697],[17328],[18086],[22627],[25785],[25945],[26996],[28126],[33038],[33198],[36508],[37461],[37653],[40514],[40674],[47128],[47320],[49518],[51561],[51721],[52203],[52839],[57020],[57174],[57212],[62257],[64779],[65415],[66772],[68600],[71241],[71395],[71433],[72045],[77550],[78186],[78501],[83016],[83969],[84975],[87830],[88046],[90294],[90600],[92853],[95466],[96102],[96417],[98150],[104168],[105284],[109001],[110800],[111106],[112191],[112616],[113369],[114994],[116953],[118095],[119885],[119954],[120305],[122216],[126293],[127409],[129606],[134630],[137190],[143217],[144452],[145253],[145322],[145673],[147450],[150013],[150319],[151829],[152582],[153997],[156231],[156333],[158947],[159372],[164010],[168025],[172123],[174082],[175224],[184538],[185770],[186897],[187029],[187131],[189635],[191668],[192469],[192538],[192889],[194666],[197325],[203585],[207964],[218506],[218812],[220322],[221075],[222490],[232503],[235307],[238037],[241658],[242785],[242917],[243019],[245523],[253159],[255897],[260928],[270375],[272408],[273209],[273278],[273629],[275406],[278065],[288704],[295926],[300399],[310615],[315009],[319757],[322495],[331704],[335325],[336452],[336584],[336686],[339190],[349564],[354595],[362929],[366447],[377787],[383988],[398677],[402951],[407424],[422034],[426782],[429520],[454969],[462224],[477082],[483455],[486973],[504514],[529707],[541364],[544882],[565379],[596077],[623523],[662493],[717410],[725897],[827023],[942422] ] cell #706 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [9114],[10034],[11781],[13862],[15177],[16274],[17963],[18101],[20212],[20382],[21064],[22883],[23984],[25960],[26349],[27039],[28761],[29910],[30128],[30397],[31649],[33213],[34263],[34945],[37476],[37696],[38158],[40689],[41078],[43626],[45234],[45721],[47143],[47363],[48651],[48920],[51736],[52900],[52969],[53169],[54421],[57035],[57255],[57717],[60233],[63650],[65476],[65545],[65745],[67739],[68615],[69834],[71256],[71476],[73222],[74830],[75317],[78247],[78316],[78516],[84990],[85806],[89223],[90615],[90920],[92896],[94337],[96163],[96232],[96432],[97839],[101256],[103351],[105345],[105414],[107440],[111121],[113430],[113499],[116968],[117784],[119895],[120372],[124053],[127470],[127539],[132606],[136023],[137720],[141137],[143232],[144547],[145263],[145740],[147967],[150334],[151518],[152643],[152712],[156227],[156343],[164540],[174097],[174913],[181182],[184599],[184668],[185780],[187025],[187141],[190641],[191763],[192479],[192956],[200072],[207653],[216460],[218827],[220011],[221136],[221205],[233033],[235303],[236811],[238132],[241668],[242913],[243029],[251071],[256903],[271381],[272503],[273219],[273696],[288393],[295936],[300395],[301903],[311621],[315104],[331799],[335335],[336580],[336696],[350570],[362925],[377882],[383998],[399683],[402961],[407420],[408928],[422129],[454979],[462220],[477177],[483451],[504524],[529802],[541360],[565389],[596073],[623533],[662489],[717420],[725893],[827019],[942415] ] cell #707 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [27031],[37688],[39161],[47355],[52518],[53241],[55203],[57247],[65094],[65817],[71468],[72465],[73370],[77865],[78588],[88466],[89371],[92888],[95781],[96504],[97334],[97563],[104588],[104908],[105493],[113266],[117279],[117508],[120364],[123139],[126713],[127033],[127618],[128530],[137215],[137444],[138026],[145732],[147059],[148273],[152479],[152921],[156591],[156798],[160116],[164035],[164264],[164846],[168050],[177106],[178020],[184162],[187389],[187596],[188975],[189660],[190365],[192948],[195489],[197350],[200046],[200352],[200578],[203194],[209056],[209970],[213838],[220972],[224918],[233339],[235681],[236785],[237091],[237317],[239562],[243277],[243484],[245548],[246253],[248449],[251803],[251900],[255237],[255922],[262360],[267963],[273688],[276229],[278090],[290710],[293360],[294620],[294909],[295006],[298090],[300773],[301877],[302183],[302409],[304654],[308203],[316534],[322520],[336944],[337151],[339215],[339920],[342116],[356027],[360168],[363303],[368018],[369278],[369567],[369664],[372748],[382682],[386152],[392716],[405115],[407798],[408902],[409208],[409434],[411679],[415228],[429545],[439003],[444553],[457133],[462598],[468573],[472043],[483829],[488544],[489804],[490093],[490190],[493274],[506678],[513242],[523997],[528062],[541738],[549413],[567543],[572856],[578406],[596451],[602426],[605896],[636467],[645126],[662867],[670668],[674733],[696084],[726271],[739644],[743709],[767637],[803766],[835902],[879900],[943461],[952492],[1065492],[1191002] ] cell #708 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [27057],[37714],[39202],[47381],[52987],[53282],[55206],[57273],[65563],[65858],[71494],[73059],[73373],[78334],[78629],[89060],[89374],[92914],[96250],[96545],[97337],[98300],[105182],[105432],[105496],[113517],[117282],[118245],[120390],[123180],[127307],[127557],[127621],[128624],[137218],[138181],[138682],[145758],[147062],[148594],[152730],[153015],[156346],[156839],[160119],[164038],[165001],[165502],[168053],[177200],[178825],[184686],[187144],[187637],[189069],[189663],[190767],[192974],[195810],[197353],[200054],[200067],[200581],[203197],[209150],[210775],[213932],[221223],[225017],[233995],[235780],[236793],[236806],[237320],[239656],[243032],[243525],[245551],[246655],[248543],[251788],[251908],[255331],[255925],[262459],[268062],[273714],[276550],[278093],[291515],[293368],[294719],[294894],[295014],[298189],[300872],[301885],[301898],[302412],[304748],[308302],[316628],[322523],[336699],[337192],[339218],[340322],[342210],[356126],[360153],[363402],[368026],[369377],[369552],[369672],[372847],[382781],[386251],[392810],[405214],[407897],[408910],[408923],[409437],[411773],[415327],[429548],[439011],[444538],[457232],[462697],[468672],[472142],[483928],[488552],[489903],[490078],[490198],[493373],[506777],[513336],[523982],[528161],[541837],[549421],[567642],[572864],[578391],[596550],[602525],[605995],[636475],[645111],[662966],[670653],[674832],[696092],[726370],[739629],[743808],[767645],[803751],[835910],[879885],[943469],[952477],[1065477],[1190993] ] cell #709 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [21827],[23646],[27218],[31222],[33666],[35708],[38921],[39207],[43195],[43468],[44652],[47851],[49745],[53287],[53994],[55268],[58480],[60441],[60776],[61200],[63219],[65863],[67581],[68765],[73064],[73435],[74248],[78634],[79341],[83531],[86014],[86773],[89065],[89436],[91463],[91887],[96550],[98382],[98488],[98806],[100825],[105187],[105558],[106371],[110485],[115509],[118327],[118433],[118751],[121778],[123185],[125020],[127312],[127683],[130331],[132814],[133573],[138263],[138369],[138687],[148599],[149698],[154722],[156844],[157241],[160181],[162265],[165083],[165189],[165507],[167614],[172638],[175880],[178907],[179013],[182149],[187642],[190849],[190955],[195815],[196914],[200063],[200677],[205833],[210857],[210963],[218191],[223215],[225734],[230758],[234000],[235907],[236802],[237416],[240364],[243530],[245112],[246737],[246843],[251786],[251917],[263176],[276555],[277654],[286573],[291597],[291703],[293377],[294892],[295023],[299538],[300999],[301894],[302508],[312135],[322084],[334031],[337197],[338779],[340404],[340510],[356843],[360151],[361923],[363529],[368035],[369550],[369681],[380114],[387600],[406563],[408024],[408919],[409533],[429109],[439020],[444536],[446308],[458581],[462824],[484055],[488561],[490076],[490207],[508126],[523980],[541964],[549430],[568991],[572873],[578389],[580161],[596677],[636484],[645109],[663093],[670651],[696101],[726497],[739627],[767654],[803749],[835919],[879883],[943478],[952475],[1065475],[1190988] ] cell #710 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [45939],[49138],[55292],[55590],[62555],[66644],[70052],[73459],[75535],[76058],[82888],[83291],[85162],[89460],[90276],[93242],[98512],[98995],[100161],[105582],[107658],[110782],[111258],[111870],[114866],[118457],[118940],[121538],[123409],[127707],[130091],[131962],[138393],[138876],[140042],[146444],[149995],[151083],[154482],[158014],[158626],[160205],[165213],[165696],[168387],[168999],[171995],[178667],[179037],[180538],[186783],[190979],[193660],[197687],[198299],[200701],[202579],[204650],[207218],[210617],[210987],[214937],[218488],[219576],[226507],[227119],[237440],[241273],[242671],[246867],[249548],[251919],[252554],[253045],[259922],[263949],[264561],[267523],[274400],[279039],[283319],[287958],[291727],[295025],[295660],[299835],[302532],[306365],[307763],[312127],[312133],[319643],[326520],[336338],[340534],[343215],[346712],[353589],[358228],[360860],[361915],[361921],[366333],[369683],[370318],[372308],[374493],[381164],[395825],[409557],[413390],[414788],[426668],[433545],[436067],[437815],[443444],[445245],[446300],[446306],[471603],[486859],[490209],[490844],[492834],[495019],[516351],[520869],[524689],[530117],[531865],[544768],[553854],[577297],[579098],[580153],[580159],[605456],[617819],[624283],[640908],[645818],[671360],[676788],[678536],[700525],[719830],[740336],[748989],[772078],[776459],[782923],[804458],[850317],[860086],[880592],[889259],[918418],[953184],[967378],[998446],[1038816],[1074706],[1121937],[1191995],[1201098],[1321395],[1451544] ] cell #711 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [45940],[49139],[55591],[62556],[66645],[70053],[75536],[76059],[82889],[83292],[85163],[90277],[93243],[98996],[100162],[102307],[107659],[110783],[111259],[111871],[114867],[118941],[121539],[123410],[130092],[130691],[131963],[138877],[140043],[146445],[149996],[151084],[154483],[155082],[158015],[158627],[165697],[168388],[168563],[169000],[171996],[178668],[179267],[180539],[186784],[193661],[197688],[197863],[198300],[202580],[204651],[207219],[210618],[211217],[214938],[218489],[219577],[226508],[226683],[227120],[241274],[242672],[249549],[252555],[253046],[257136],[259923],[263950],[264125],[264562],[267524],[274401],[279040],[283320],[283495],[287959],[295661],[299836],[300011],[306366],[307764],[312128],[312904],[319644],[326521],[326696],[336339],[343216],[346713],[353590],[358229],[360861],[361916],[362692],[366334],[370319],[372309],[374494],[374669],[381161],[381301],[395826],[413391],[414789],[426669],[433546],[433721],[436068],[437812],[437952],[443445],[445246],[446301],[447077],[459299],[471604],[486860],[490845],[492835],[495020],[495195],[516352],[520866],[522843],[524690],[530118],[531862],[532002],[544769],[553855],[577298],[579099],[580154],[580930],[605457],[617820],[624280],[626257],[640909],[645819],[671361],[676789],[678533],[678673],[700526],[719827],[740337],[748990],[772079],[776460],[782920],[784897],[804459],[850318],[860083],[880593],[889256],[918419],[953185],[967375],[998447],[1038813],[1074707],[1121934],[1191996],[1201095],[1321392],[1451539] ] cell #712 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [87133],[92247],[102316],[102793],[113910],[120179],[125380],[130700],[133933],[134802],[145547],[146100],[148829],[155091],[156372],[160666],[168572],[169276],[171039],[179276],[182509],[187170],[187802],[188624],[192763],[197872],[198576],[202235],[204964],[211226],[214593],[217322],[226692],[227396],[229159],[238310],[243058],[244512],[249204],[254064],[254886],[257145],[264134],[264838],[268542],[269364],[273503],[282975],[283504],[285704],[294567],[300020],[303402],[308782],[309604],[312913],[315282],[318119],[321484],[326176],[326705],[331977],[336725],[338179],[347731],[348553],[362701],[367542],[369225],[374678],[378060],[381374],[382062],[382629],[391464],[396844],[397666],[401592],[410427],[416629],[422307],[428509],[433730],[438025],[438713],[443831],[447086],[451927],[453610],[459289],[459371],[468520],[477355],[489751],[495204],[498586],[503155],[511990],[518192],[521647],[522833],[522915],[528009],[532075],[532763],[535122],[537881],[546195],[564020],[580939],[585780],[587463],[602373],[611208],[614583],[616497],[622952],[625061],[626247],[626329],[656251],[674680],[678746],[679434],[681793],[684552],[710691],[716512],[720608],[726816],[728730],[743656],[754122],[781592],[783701],[784887],[784969],[814891],[829581],[836777],[855450],[860864],[890037],[896245],[898159],[923551],[945930],[968156],[977710],[1003579],[1008311],[1015507],[1039594],[1089947],[1100489],[1122715],[1132201],[1163981],[1201876],[1216506],[1249302],[1292316],[1330510],[1378878],[1452442],[1461218],[1583361],[1712097] ] cell #713 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [87134],[92248],[102317],[102794],[113911],[120180],[125381],[130701],[133934],[134803],[145548],[146101],[148830],[155092],[156373],[160667],[168573],[169277],[171040],[179277],[182510],[187171],[187803],[188625],[192764],[197873],[198577],[202236],[204965],[211227],[214594],[217323],[226693],[227397],[229160],[238311],[243059],[244513],[249205],[254065],[254887],[257146],[264135],[264839],[268543],[269365],[273504],[282976],[283505],[285705],[294568],[300021],[303403],[308783],[309605],[312914],[315283],[318120],[321485],[326177],[326706],[331978],[336726],[338180],[347732],[348554],[362702],[367543],[369226],[374679],[378061],[381509],[382063],[382630],[391465],[396845],[397667],[401593],[410428],[416630],[422308],[428510],[433731],[438160],[438714],[443832],[447087],[451928],[453611],[459290],[459514],[468521],[477356],[489752],[495205],[498587],[503156],[511991],[518193],[521648],[522834],[523058],[528010],[532210],[532764],[535123],[537882],[546200],[564021],[580940],[585781],[587464],[602374],[611209],[614584],[616502],[622953],[625062],[626248],[626472],[656252],[674681],[678881],[679435],[681794],[684553],[710692],[716517],[720609],[726817],[728735],[743657],[754123],[781593],[783702],[784888],[785112],[814892],[829582],[836782],[855451],[860865],[890038],[896246],[898164],[923552],[945935],[968157],[977711],[1003580],[1008312],[1015512],[1039595],[1089948],[1100494],[1122716],[1132206],[1163982],[1201877],[1216511],[1249303],[1292321],[1330511],[1378883],[1452443],[1461223],[1583366],[1712100] ] cell #714 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [87139],[92253],[102799],[113916],[120185],[125386],[133939],[134808],[145553],[146106],[148838],[156381],[160672],[169282],[171045],[174304],[182515],[187179],[187811],[188630],[192769],[198582],[202241],[204973],[214599],[215448],[217331],[227402],[229165],[238319],[243067],[244518],[249210],[250059],[254073],[254892],[264844],[268551],[268778],[269370],[273509],[282981],[283830],[285713],[294576],[303411],[308791],[309018],[309610],[315291],[318125],[321490],[326182],[327031],[331986],[336734],[338185],[347740],[347967],[348559],[367548],[369234],[378069],[382068],[382638],[387932],[391473],[396853],[397080],[397672],[401601],[410436],[416635],[422316],[422543],[428515],[438719],[443840],[444067],[451933],[453619],[459293],[460190],[468529],[477364],[477591],[489760],[498595],[503164],[511999],[518198],[521656],[522837],[523734],[528018],[532769],[535131],[537890],[538117],[546191],[546332],[564029],[585786],[587472],[602382],[611217],[611444],[614587],[616493],[616634],[622961],[625070],[626251],[627148],[641848],[656260],[674689],[679440],[681802],[684561],[684788],[710700],[716508],[718601],[720617],[726820],[728726],[728867],[743665],[754131],[781601],[783710],[784891],[785788],[814900],[829585],[836773],[838866],[855459],[860873],[890046],[896249],[898155],[898296],[923560],[945926],[968165],[977714],[1003588],[1008315],[1015503],[1017596],[1039603],[1089951],[1100485],[1122724],[1132197],[1163985],[1201885],[1216502],[1249306],[1292312],[1330514],[1378874],[1452446],[1461214],[1583357],[1712091] ] cell #715 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [7812],[11212],[12534],[14971],[17019],[17367],[18895],[22318],[22666],[25093],[25330],[25408],[27817],[28165],[32583],[32661],[36199],[36547],[36779],[36966],[40059],[40137],[43926],[44436],[46446],[46633],[51106],[51184],[52087],[52764],[56338],[56525],[61373],[61713],[62009],[64663],[65340],[68039],[70559],[70746],[72691],[77434],[82013],[83853],[84190],[84650],[87286],[88692],[92060],[92400],[95350],[98034],[102946],[109921],[110519],[112500],[116168],[117979],[122100],[122437],[125533],[134086],[135492],[143972],[145030],[149732],[151713],[157275],[159256],[162924],[173297],[175108],[182662],[186417],[192246],[201165],[205867],[207848],[218225],[220206],[231417],[240398],[242305],[252679],[258508],[272986],[286607],[288588],[298974],[319277],[334065],[335972],[352175],[365967],[380148],[405999],[426302],[436525],[458017],[486493],[544402],[570378],[633989],[722473],[862729] ] cell #716 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [19445],[26173],[28953],[33426],[37168],[37973],[40902],[46835],[47640],[51949],[52266],[52362],[56727],[57532],[64842],[64938],[70948],[71753],[71986],[72270],[77613],[77709],[84032],[84852],[87987],[88271],[95529],[95625],[97176],[98213],[104109],[104393],[112132],[112679],[113110],[117121],[118158],[122279],[126234],[126518],[129547],[137057],[144388],[146901],[147391],[148078],[151892],[153938],[158888],[159435],[163877],[167892],[175287],[186061],[186833],[189502],[194607],[197192],[203036],[203526],[208027],[220385],[222431],[235199],[236490],[242721],[245390],[253095],[255764],[260869],[275347],[277932],[288767],[294138],[301582],[313462],[319693],[322362],[336388],[339057],[354536],[366383],[368796],[382200],[389644],[408607],[426718],[429387],[442722],[468091],[486909],[489322],[510170],[527580],[544818],[576575],[601944],[615066],[640186],[674251],[743227],[773706],[847564],[948707],[1103266] ] cell #717 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [19394],[26054],[28860],[33307],[37503],[37785],[40783],[47170],[47452],[51830],[52230],[52847],[57062],[57344],[64806],[65423],[71283],[71565],[72053],[72877],[77577],[78194],[83996],[85017],[88054],[88878],[95493],[96110],[97259],[98177],[104176],[105000],[112199],[112643],[113377],[117204],[118122],[122243],[126301],[127125],[129614],[137140],[144460],[146984],[147458],[148412],[151856],[154005],[158955],[159399],[163960],[167975],[175251],[186150],[186905],[189585],[194674],[197275],[203119],[203593],[207991],[220349],[222498],[235204],[236579],[242793],[245473],[253167],[255847],[260936],[275414],[278015],[288731],[294143],[301671],[313551],[319765],[322445],[336460],[339140],[354603],[366455],[368801],[382205],[389733],[408696],[426790],[429470],[442811],[468096],[486981],[489327],[510259],[527585],[544890],[576664],[601949],[615071],[640275],[674256],[743232],[773711],[847569],[948712],[1103271] ] cell #718 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [19441],[26169],[28952],[33422],[37507],[37972],[40898],[47174],[47639],[51945],[52265],[52848],[57066],[57531],[64841],[65424],[71287],[71752],[72054],[72878],[77612],[78195],[84031],[85021],[88055],[88879],[95528],[96111],[97260],[98212],[104177],[105001],[112200],[112678],[113378],[117205],[118157],[122278],[126302],[127126],[129615],[137141],[144461],[146985],[147459],[148413],[151891],[154006],[158956],[159434],[163961],[167976],[175286],[186151],[186906],[189586],[194675],[197276],[203120],[203594],[208026],[220384],[222499],[235205],[236580],[242794],[245474],[253168],[255848],[260937],[275415],[278016],[288766],[294144],[301672],[313552],[319766],[322446],[336461],[339141],[354604],[366456],[368802],[382206],[389734],[408697],[426791],[429471],[442812],[468097],[486982],[489328],[510260],[527586],[544891],[576665],[601950],[615072],[640276],[674257],[743233],[773712],[847570],[948713],[1103272] ] cell #719 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [41902],[53693],[58870],[66269],[72579],[73931],[79040],[88580],[89932],[96956],[97429],[97578],[104702],[106054],[117374],[117523],[126827],[128179],[128545],[128951],[137310],[137459],[147154],[148387],[152936],[153342],[164130],[164279],[166726],[168145],[177121],[177527],[188990],[189755],[190380],[196026],[197445],[203289],[209071],[209477],[213853],[224846],[235696],[238923],[239577],[240536],[245643],[248464],[255252],[256017],[262288],[267891],[278185],[293705],[294635],[298018],[304669],[308131],[315895],[316549],[322615],[339310],[342131],[360038],[361526],[369293],[372676],[382697],[386080],[392731],[411694],[415156],[429640],[436930],[445911],[460821],[468588],[471971],[489819],[493202],[513257],[528077],[530980],[547340],[556321],[579764],[602441],[605824],[622090],[652109],[674748],[677651],[702992],[723868],[743724],[780730],[810749],[826694],[854588],[893297],[971416],[1005424],[1087060],[1197146],[1359518] ] cell #720 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [41894],[53685],[58869],[66261],[73123],[73930],[79032],[89124],[89931],[96948],[97428],[98311],[105246],[106053],[117373],[118256],[127371],[128178],[128635],[129834],[137309],[138192],[147153],[148658],[153026],[154225],[164129],[165012],[166835],[168144],[177211],[178410],[189080],[189754],[190778],[196135],[197444],[203288],[209161],[210360],[213943],[224955],[235791],[239032],[239667],[241016],[245642],[248554],[255342],[256016],[262397],[268000],[278184],[293819],[294730],[298127],[304759],[308240],[316004],[316639],[322614],[339309],[342221],[360051],[361640],[369388],[372785],[382792],[386189],[392821],[411784],[415265],[429639],[436943],[446025],[460935],[468683],[472080],[489914],[493311],[513347],[528172],[530993],[547353],[556435],[579878],[602536],[605933],[622204],[652122],[674843],[677664],[703106],[723881],[743819],[780844],[810762],[826707],[854702],[893310],[971429],[1005437],[1087073],[1197159],[1359531] ] cell #721 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [41777],[53439],[58700],[66015],[73090],[73591],[78786],[89091],[89592],[96702],[97371],[98305],[105213],[105714],[117316],[118250],[127338],[127839],[128629],[129836],[137252],[138186],[147096],[148625],[153020],[154227],[164072],[165006],[166837],[168087],[177205],[178412],[189074],[189697],[190772],[196137],[197387],[203231],[209155],[210362],[213937],[224957],[235785],[239034],[239661],[241018],[245585],[248548],[255336],[255959],[262399],[268002],[278127],[293821],[294724],[298129],[304753],[308242],[316006],[316633],[322557],[339252],[342215],[360056],[361642],[369382],[372787],[382786],[386191],[392815],[411778],[415267],[429582],[436948],[446027],[460937],[468677],[472082],[489908],[493313],[513341],[528166],[530998],[547358],[556437],[579880],[602530],[605935],[622206],[652127],[674837],[677669],[703108],[723886],[743813],[780846],[810767],[826712],[854704],[893315],[971434],[1005442],[1087078],[1197164],[1359536] ] cell #722 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [4856],[8101],[8830],[9007],[9750],[9859],[12909],[13946],[14171],[15261],[15391],[15990],[16099],[16167],[17679],[17856],[18361],[19673],[20820],[21212],[21546],[21948],[23031],[23236],[23767],[24068],[24198],[24293],[26433],[26658],[27339],[28477],[28586],[28654],[29159],[29799],[30780],[32257],[34701],[35093],[35298],[35427],[37914],[38306],[38640],[39042],[39568],[40861],[40939],[41162],[41292],[41387],[42068],[42944],[44162],[45123],[46104],[47581],[48322],[49303],[51908],[51986],[52571],[53552],[53791],[55029],[55755],[56157],[56517],[57473],[57865],[58070],[58199],[59127],[59791],[59964],[62968],[65147],[66128],[66367],[67057],[70738],[71694],[72540],[72870],[73758],[74093],[74719],[75700],[77177],[77387],[77918],[78899],[81102],[81737],[84369],[85537],[87093],[88541],[88871],[89759],[90094],[90651],[95303],[95834],[96815],[97397],[97529],[97570],[97987],[99808],[100574],[102753],[103734],[103983],[104663],[112453],[113319],[116017],[117342],[117474],[117515],[117932],[119753],[125340],[126108],[126788],[128537],[128601],[128918],[129421],[132337],[133893],[135341],[137451],[144311],[147122],[147254],[147265],[148348],[151249],[152928],[152992],[153309],[153812],[160075],[162773],[164271],[166644],[166775],[173146],[174644],[182469],[185954],[188982],[189046],[189363],[190372],[191463],[195944],[196075],[203257],[203389],[204483],[207384],[212369],[219742],[231266],[235110],[235688],[237832],[238841],[238972],[246980],[255244],[255308],[255625],[256634],[257725],[272203],[288124],[293563],[296848],[297188],[312660],[314804],[315813],[315944],[351392],[360368],[362448],[371506],[381625],[384910],[385250],[403873],[438276],[446833],[455891],[459663],[470801],[492032],[523207],[532326],[580686],[589744],[604654],[626621],[678997],[785261] ] cell #723 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [12970],[19928],[21273],[21608],[23092],[23298],[29568],[31365],[31759],[33809],[34033],[35154],[35360],[35489],[38367],[38702],[39728],[42368],[44223],[44892],[45437],[46166],[48091],[48418],[49365],[49888],[50112],[50282],[54137],[54531],[55817],[57926],[58132],[58261],[59287],[60277],[61834],[64247],[68336],[69005],[69332],[69550],[73819],[74488],[75033],[75762],[76679],[78961],[79121],[79484],[79708],[79878],[81164],[82523],[84379],[85850],[87407],[89820],[90964],[92521],[96877],[97037],[97883],[99440],[99870],[101853],[103067],[103796],[104385],[105942],[106611],[106938],[107156],[108802],[109884],[110131],[114501],[117828],[119385],[119815],[120770],[126510],[128067],[129323],[129823],[131179],[131730],[132650],[134207],[136620],[136999],[137764],[139321],[142948],[144030],[147667],[149344],[151562],[153714],[154214],[155570],[156121],[156887],[163819],[164584],[166141],[167013],[167209],[167260],[167834],[170544],[171630],[174957],[176514],[176968],[177899],[189444],[190685],[194383],[196313],[196509],[196560],[197134],[199844],[207697],[208918],[209849],[212523],[212604],[213025],[213700],[217837],[220055],[222207],[225380],[235602],[239210],[239406],[239424],[240908],[244758],[247134],[247215],[247636],[248311],[256947],[260645],[262822],[266311],[266464],[275123],[277300],[288437],[293579],[297342],[297423],[297844],[299184],[300613],[306551],[306704],[316182],[316378],[317880],[321730],[328765],[338425],[354312],[359948],[360587],[363143],[364410],[364563],[374848],[385404],[385485],[385906],[387246],[388675],[407638],[428755],[436264],[440103],[440542],[459882],[462438],[463705],[463858],[509201],[521094],[523426],[534153],[546674],[550513],[550952],[573956],[616976],[626840],[637567],[642223],[655282],[680824],[718976],[729209],[785480],[796207],[813922],[839241],[898638],[1017971] ] cell #724 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [7385],[9106],[10495],[11773],[12671],[13025],[14315],[15944],[16266],[17955],[18172],[19344],[19456],[20005],[20550],[21328],[21746],[23147],[23819],[23883],[24437],[26184],[26802],[27137],[28431],[28753],[28970],[29577],[30296],[31442],[33437],[33886],[34088],[34777],[34868],[35209],[35627],[37644],[37990],[38422],[38840],[40913],[40977],[41531],[41866],[42377],[42494],[43549],[44278],[44901],[47311],[47657],[48061],[48100],[48495],[48520],[49408],[49965],[50167],[51960],[52310],[53068],[53657],[54214],[57549],[57640],[57981],[58399],[59687],[60651],[61911],[64302],[64886],[65644],[66233],[66738],[69014],[69409],[69434],[71770],[72090],[72221],[73145],[73874],[74497],[77657],[79004],[79561],[79763],[81611],[82982],[84076],[84388],[86224],[87484],[87509],[88091],[88222],[89146],[89875],[90181],[95573],[96920],[97100],[97293],[98257],[99517],[101908],[104344],[106620],[107015],[107040],[109893],[110687],[112236],[112367],[112723],[114960],[117045],[117238],[118202],[119462],[122323],[126469],[128411],[129782],[131188],[133024],[134284],[134309],[136675],[136981],[144093],[146825],[147018],[147626],[149900],[151936],[152802],[154173],[155579],[158992],[159123],[159479],[163801],[167022],[167816],[172089],[175331],[176591],[176616],[185935],[188856],[189426],[194842],[196322],[197116],[202960],[203153],[203761],[208071],[212586],[218393],[220429],[222666],[235507],[235584],[239219],[245314],[247197],[252197],[255118],[255688],[261104],[275582],[277856],[288811],[295303],[297405],[300676],[312479],[312556],[316191],[322286],[338981],[354771],[362267],[362344],[363206],[369961],[385467],[388738],[407701],[429311],[440166],[446652],[446729],[462501],[490487],[509264],[534216],[550576],[574019],[580505],[580582],[637630],[655345],[680887],[796270],[813985] ] cell #725 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [18383],[21813],[24617],[27204],[29181],[29745],[32030],[35082],[35694],[38907],[39341],[41711],[41933],[42868],[43763],[45069],[45792],[48268],[49475],[49590],[50553],[53724],[54802],[55443],[57854],[58466],[58900],[59956],[61045],[62892],[66300],[66981],[67301],[68478],[68662],[69182],[69905],[73359],[73961],[74665],[75388],[79071],[79186],[80149],[80790],[81729],[81885],[83428],[84556],[85529],[89360],[89962],[90583],[90643],[91225],[91265],[92706],[93579],[93899],[96987],[97502],[98651],[99625],[100498],[106084],[106268],[106788],[107511],[109747],[111089],[112945],[116534],[117447],[118596],[119570],[120323],[123776],[124358],[124398],[128209],[128685],[128876],[130228],[131356],[132329],[137383],[139506],[140379],[140699],[143883],[145691],[147227],[147690],[150302],[152158],[152198],[153076],[153267],[154619],[155747],[156262],[164203],[166326],[166635],[166876],[168218],[170074],[173663],[177452],[180905],[181487],[181527],[186026],[187060],[189130],[189321],[189828],[192907],[195935],[196176],[197518],[199374],[203362],[209402],[212376],[214184],[216183],[218795],[220651],[220691],[224240],[224755],[235338],[238832],[239073],[239908],[242948],[245716],[246987],[248795],[250794],[255392],[255583],[256090],[262197],[266766],[267800],[273647],[278258],[280114],[280154],[293554],[297195],[297927],[305000],[307006],[308040],[315804],[316045],[316880],[322688],[329005],[336615],[339383],[342462],[360375],[360464],[364865],[372585],[375088],[381616],[385257],[385989],[393062],[412025],[415065],[429713],[438267],[440782],[444849],[459670],[459759],[464160],[471880],[493111],[513588],[523214],[523303],[524293],[532317],[551192],[555259],[578702],[605733],[619108],[626628],[626717],[645422],[678988],[701930],[731341],[750278],[777748],[785268],[785357],[851606],[871597],[900770],[1030336],[1050327] ] cell #726 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [121221],[144799],[157506],[161708],[185603],[186505],[192015],[193450],[195237],[200934],[201405],[206098],[230201],[236032],[242393],[243764],[245853],[252767],[258277],[258748],[259712],[272755],[274190],[275977],[279769],[286838],[298743],[300844],[301124],[302737],[305132],[313004],[317423],[319365],[320736],[323796],[336060],[337431],[339520],[343005],[344792],[351944],[352415],[353379],[358958],[363374],[366055],[368415],[386805],[389186],[389883],[390799],[405768],[407869],[408149],[409762],[412157],[415881],[417970],[424448],[426390],[427761],[430821],[433335],[439400],[442264],[442961],[444351],[457786],[462669],[465350],[468121],[479496],[483900],[486581],[488202],[488941],[496028],[497921],[500316],[507331],[509712],[510409],[511325],[517444],[521376],[523795],[527610],[541809],[544490],[546111],[549810],[555787],[568196],[573253],[575049],[576117],[576814],[577758],[578204],[586653],[596522],[599203],[601974],[610543],[614629],[615096],[621556],[636864],[638660],[639728],[640425],[641369],[644924],[662938],[665619],[668047],[668392],[670466],[673008],[674281],[675986],[685072],[696481],[698277],[702458],[717019],[726342],[737023],[737368],[739442],[741984],[743257],[744962],[768034],[769830],[773269],[773736],[774001],[778240],[780196],[803564],[806106],[825975],[832218],[832563],[836299],[847127],[847594],[847859],[852098],[854054],[866598],[879698],[882240],[885780],[886192],[886448],[920199],[948270],[948737],[949002],[952290],[963899],[964311],[964567],[980347],[980692],[984428],[1000227],[1004705],[1035749],[1065216],[1070055],[1070467],[1070723],[1086341],[1102829],[1103296],[1103561],[1106849],[1118870],[1131332],[1191342],[1196427],[1197990],[1215637],[1224571],[1229410],[1229822],[1230078],[1320794],[1323257],[1338370],[1353714],[1358799],[1360362],[1410867],[1453822],[1464913],[1484312],[1501888],[1534746],[1584678],[1595104],[1660143],[1697118],[1723947],[1786931],[1910218] ] cell #727 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [23315],[29683],[34015],[35377],[42785],[45007],[45561],[46183],[48206],[48389],[50094],[58149],[59946],[62809],[63423],[64229],[66898],[69120],[69303],[69674],[74603],[75157],[75779],[77092],[79690],[81719],[84494],[85431],[85519],[86363],[87378],[90633],[92645],[93496],[94110],[95218],[100415],[101029],[101835],[103191],[103813],[106726],[106909],[107280],[109215],[111527],[112862],[114000],[122741],[123753],[123766],[124610],[131294],[132231],[132319],[133163],[134178],[135796],[136602],[139445],[140296],[140910],[142018],[143072],[146190],[146788],[147680],[148712],[155685],[158283],[159618],[160385],[166265],[168656],[169991],[170668],[171129],[174538],[175470],[176485],[179870],[180882],[180895],[181739],[184372],[186016],[187685],[188343],[197956],[199291],[199968],[202325],[204814],[211820],[214683],[215281],[215682],[216173],[217023],[217205],[221706],[226776],[228111],[228878],[233590],[235396],[235487],[238160],[249294],[249892],[250293],[250784],[251634],[253947],[264218],[265553],[266756],[267047],[268425],[269083],[270007],[271603],[276668],[283065],[284064],[285554],[293449],[300104],[306996],[307287],[308665],[309323],[310247],[311843],[326266],[327265],[329063],[329154],[329588],[331827],[332492],[347614],[349196],[359942],[364855],[365146],[367632],[375146],[375237],[375671],[377910],[378575],[388166],[396727],[398309],[400176],[400474],[400572],[422822],[440840],[440931],[441365],[443714],[452194],[452492],[452590],[464150],[464441],[466927],[477870],[480468],[502135],[521465],[525731],[526029],[526127],[538377],[551250],[551341],[551775],[554124],[563000],[572113],[614793],[619576],[621002],[635724],[642594],[646860],[647158],[647256],[716739],[719347],[733235],[745963],[750746],[752172],[794364],[828685],[839612],[856995],[873491],[902664],[945037],[955968],[1018342],[1052221],[1078120],[1142239],[1269947] ] cell #728 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [24598],[35251],[39873],[41692],[44320],[45928],[49887],[55579],[58023],[59432],[60193],[61833],[63852],[69036],[70041],[73916],[75524],[76284],[79483],[80926],[82050],[82408],[84410],[85766],[86893],[89917],[90880],[91266],[92842],[94539],[99439],[99761],[101458],[102553],[106642],[107647],[108407],[109949],[110120],[114386],[119384],[119706],[120655],[121127],[122952],[124013],[124399],[125140],[128850],[131210],[131505],[132566],[133693],[139642],[141339],[142434],[143898],[144019],[147927],[149333],[152199],[153241],[155601],[155896],[156795],[156876],[157670],[159875],[161142],[161614],[166462],[167078],[167168],[170248],[171515],[180081],[181142],[181528],[182269],[187593],[189295],[190129],[195143],[196378],[196468],[199548],[200605],[205468],[206262],[212031],[212391],[212963],[216420],[217826],[220692],[225288],[228368],[229635],[230107],[237344],[239275],[239365],[239999],[243481],[246017],[247002],[247574],[251031],[251822],[255557],[262730],[265810],[266300],[268333],[270869],[275883],[280155],[281345],[286208],[287002],[293661],[294928],[297210],[297782],[298460],[302436],[306540],[308573],[311109],[316247],[316337],[324546],[331011],[333666],[337148],[339684],[344698],[345489],[360187],[360390],[364399],[365754],[369586],[373118],[377094],[379749],[385272],[385844],[386522],[394602],[400686],[401953],[409461],[415598],[418134],[436253],[441433],[450139],[452704],[453971],[459685],[463694],[465049],[472413],[480713],[490112],[493644],[497620],[521195],[523229],[526241],[535483],[538622],[546663],[551843],[560549],[583992],[587824],[606266],[616965],[619821],[624609],[626643],[642324],[647370],[656612],[682154],[707220],[719077],[720156],[729198],[750991],[755779],[783249],[785283],[815252],[830958],[839342],[860412],[898627],[925208],[958241],[979087],[1009688],[1018072],[1091324],[1112800],[1144512],[1283151],[1304627] ] cell #729 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [21625],[29707],[31741],[35506],[38719],[39792],[42814],[45031],[45408],[48230],[48541],[49382],[50264],[50936],[54513],[55834],[58278],[59351],[59949],[62838],[66927],[67263],[68318],[69144],[69268],[69455],[69521],[74627],[75004],[76661],[78978],[79860],[80532],[81181],[81722],[84518],[84642],[85522],[87530],[90545],[90636],[91171],[92492],[93422],[93525],[93861],[96894],[99887],[100444],[103038],[105924],[106750],[106874],[107061],[107127],[108784],[111051],[112788],[112891],[116496],[119832],[120269],[123754],[123769],[124304],[128049],[131318],[131442],[131712],[132322],[134330],[137345],[139292],[140222],[140325],[140661],[142919],[144356],[145637],[147668],[147683],[150264],[152104],[155709],[155833],[156103],[156255],[164165],[166112],[167191],[168180],[169917],[170020],[170515],[173625],[176637],[177398],[180883],[180898],[181433],[186004],[186019],[187053],[189790],[192853],[196491],[197480],[199217],[199320],[199815],[209348],[212849],[212996],[214130],[216161],[216176],[218757],[220597],[224202],[224748],[235113],[235331],[239388],[239854],[242941],[245678],[247460],[247607],[248741],[250772],[250787],[256052],[262190],[266305],[266744],[266759],[267793],[273593],[278220],[280060],[297668],[297815],[297920],[304946],[306545],[306984],[306999],[308033],[316360],[316826],[322650],[328780],[328998],[336608],[339345],[342408],[360457],[364404],[364843],[364858],[372578],[374863],[375081],[385730],[385877],[385982],[393008],[411971],[415058],[429675],[436258],[440557],[440775],[444842],[459752],[463699],[464138],[464153],[471873],[493104],[513534],[521109],[523296],[524286],[546668],[550967],[551185],[555252],[578695],[605726],[616970],[619101],[626710],[642238],[645415],[701923],[718991],[729203],[731334],[750271],[777741],[785350],[839256],[851599],[871590],[898632],[900763],[1017986],[1030329],[1050320] ] cell #730 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [81658],[110164],[110251],[144706],[149377],[149464],[150705],[156920],[157007],[157772],[191922],[193129],[200841],[201495],[205512],[205599],[206364],[206840],[217870],[217957],[219198],[223894],[240043],[240130],[243671],[246119],[253413],[256493],[258184],[258838],[259391],[261997],[272662],[273869],[278661],[286252],[286339],[287104],[287580],[292276],[293760],[294685],[298650],[305222],[317102],[319156],[320011],[320643],[333710],[333797],[337338],[339786],[342684],[350160],[351851],[352505],[353058],[355664],[357850],[360041],[361581],[364347],[369343],[373308],[379793],[379880],[382747],[386712],[388311],[399273],[400785],[401710],[405675],[407094],[412247],[415788],[418236],[424127],[426181],[427036],[427668],[433014],[436933],[439739],[445966],[452803],[453728],[457693],[459112],[460876],[467051],[479175],[480567],[482107],[484873],[487881],[489869],[493834],[500406],[503273],[507238],[508837],[517351],[521081],[524748],[526340],[530983],[535240],[538476],[540016],[542782],[545790],[547343],[564138],[568103],[570616],[570786],[573592],[577665],[579819],[587581],[591546],[594729],[600904],[614666],[619675],[623070],[629754],[634227],[634397],[637203],[641276],[647469],[656369],[661145],[667752],[668299],[671419],[677654],[681911],[686687],[694014],[716313],[717895],[722711],[725411],[731908],[736728],[737275],[740395],[750845],[754240],[760924],[765567],[773000],[773306],[788394],[793037],[815009],[831923],[832470],[834762],[838160],[846858],[847164],[858151],[862967],[865667],[872164],[885742],[901337],[930353],[943237],[948001],[948307],[963861],[976799],[980052],[980599],[982891],[986289],[1016890],[1050894],[1064879],[1070017],[1072705],[1097796],[1102560],[1102866],[1110512],[1172560],[1191304],[1193940],[1210198],[1224234],[1229372],[1264532],[1302339],[1322920],[1334320],[1350578],[1353676],[1405428],[1453784],[1464576],[1530696],[1546954],[1595066],[1659806],[1786893] ] cell #731 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [110257],[143941],[144703],[149470],[150752],[157013],[157819],[186386],[191919],[193135],[200838],[201501],[205605],[206411],[206887],[217963],[219245],[223941],[240136],[242274],[243668],[246166],[252648],[253410],[256540],[258181],[258844],[259397],[262044],[272659],[273875],[278708],[286345],[287151],[287627],[292323],[294691],[298647],[305228],[317108],[319246],[319871],[320008],[320640],[333803],[335941],[337335],[339833],[342690],[350207],[351848],[352511],[353064],[355711],[357897],[361578],[365936],[366561],[369349],[373305],[379886],[382753],[386709],[389240],[399320],[401716],[405672],[407141],[412253],[415785],[418283],[424133],[426271],[426896],[427033],[427665],[433020],[436494],[436858],[442318],[445963],[453734],[457690],[459159],[460873],[468053],[479181],[482104],[486462],[487087],[487887],[489875],[493831],[500412],[503279],[507235],[509766],[517348],[520828],[521430],[527542],[530908],[535246],[540013],[544371],[544996],[545796],[547268],[564144],[568100],[570347],[570622],[570711],[576171],[577662],[579816],[587587],[591543],[594726],[601906],[615028],[623076],[629751],[633958],[634233],[634322],[639782],[641273],[656375],[661142],[667499],[668101],[668296],[674213],[677579],[681917],[686684],[693939],[716323],[722442],[722717],[725408],[731833],[736475],[737077],[737272],[743189],[754246],[760921],[765492],[772994],[773668],[788391],[792962],[815015],[831670],[832272],[832467],[834687],[837028],[846852],[847526],[862698],[862973],[865664],[872089],[885752],[901262],[930350],[943014],[946181],[947995],[948669],[963871],[979799],[980401],[980596],[982816],[985157],[1015758],[1050819],[1064873],[1069347],[1070027],[1097573],[1100740],[1102554],[1103228],[1171428],[1191314],[1193717],[1206840],[1224228],[1228702],[1229382],[1261174],[1322914],[1334097],[1347220],[1353686],[1369212],[1402070],[1453794],[1464570],[1530473],[1543596],[1565588],[1595076],[1659800],[1786903] ] cell #732 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [45758],[48957],[50889],[60164],[63634],[67723],[69871],[75354],[77286],[80485],[82374],[85737],[86620],[90851],[91734],[94321],[101240],[103388],[107477],[109409],[110117],[114352],[120621],[124867],[132537],[133420],[136007],[141121],[144016],[149330],[156873],[171481],[175727],[181996],[217823], [10916,97770],[11884,103864],[14348,116054],[14675,117715],[16358,70347],[16950,129174],[18205,135378],[18377,136764],[18599,137651],[18708,78553],[19567,143745],[21771,151449],[21803,151580],[22249,153565],[24021,93692],[24470,162810],[24611,95078],[24797,164471],[24906,96469],[25396,167246],[26835,173183],[27162,174844],[27194,174975],[27748,177750],[27878,105329],[28845,107953],[29003,183954],[29175,185340],[30434,113058],[30910,190572],[32004,194041],[32032,194234],[32366,117005],[32649,196546],[34810,204520],[34929,123984],[35076,124115],[35652,207584],[35684,207715],[36130,209700],[36260,127454],[36767,212509],[38023,216878],[38865,219942],[38897,220073],[39315,221865],[39343,222058],[40125,225366],[40330,138534],[41115,140492],[41564,231303],[41705,141878],[41923,233095],[42000,143269],[42981,238116],[43610,147898],[43757,148029],[44367,240759],[44763,241823],[45770,244744],[46234,152627],[46434,247120],[47690,251489],[49433,256834],[49465,256965],[49583,160915],[49592,161108],[50527,260303],[50555,260496],[51172,262808],[51377,165354],[53206,170187],[53714,271443],[54776,274781],[54804,274974],[55138,174134],[55421,277286],[57582,285260],[57701,181113],[57848,181244],[58424,288324],[58456,288455],[58874,290247],[59032,184583],[60295,296379],[60887,296091],[61038,189902],[61047,190095],[61361,297328],[61997,299170],[62527,300599],[63005,191747],[64391,195662],[65782,199487],[66290,311683],[67094,315088],[68452,317538],[68480,317731],[68668,205465],[68876,318795],[69883,321716],[71803,328461],[73206,216391],[73353,216522],[73935,334233],[74359,335490],[75366,338411],[75830,221120],[79061,350632],[79179,229408],[79188,229601],[80123,353970],[80151,354163],[80973,233847],[81878,235639],[82001,360573],[82181,362754],[83263,363129],[83434,239996],[83642,363986],[85868,242111],[89207,251002],[89354,251133],[89936,380316],[90514,381797],[90982,384441],[91574,384153],[92048,385390],[92684,387232],[93214,388661],[96977,399745],[97433,400760],[98644,270642],[98653,270835],[100133,407624],[100611,272487],[101997,276402],[106058,424563],[106274,286205],[106482,425820],[107489,428741],[109627,436116],[109753,293658],[111020,438448],[111842,440089],[114159,300224],[115620,448371],[117378,452778],[118589,310882],[118598,311075],[120248,459868],[120428,462049],[121510,462424],[121889,463281],[128183,479611],[128678,329306],[130234,333663],[130442,484512],[132668,335778],[137314,502323],[140014,509187],[145616,523412],[147158,526315],[150233,532498],[151055,534139],[153069,375389],[154625,379746],[154833,542421],[156383,546526],[157776,548858],[158598,550499],[162376,558781],[164134,563188],[166882,400683],[168149,572301],[168971,573942],[171288,407249],[172749,582224],[187181,616828],[189123,441083],[189759,621190],[192832,626826],[196182,452701],[197449,635912],[198271,637553],[203293,647444],[206368,653627],[207190,655268],[218726,679169],[219548,680810],[223326,689092],[230869,705452],[239079,526238],[243069,729061],[245647,733423],[246123,734353],[255385,551493],[256021,752360],[273572,785466],[278189,794552],[279011,796193],[287108,812267],[287930,813908],[316051,647367],[322619,873679],[336736,898490],[339314,902852],[339790,903782],[418240,1033348],[429644,1052409], [2613,41891,232964],[4118,53682,271312],[4639,58902,290440],[5824,66258,311552],[6776,72577,331783],[6948,73963,334426],[7618,79029,350501],[7800,80768,356475],[9356,88578,377866],[9528,89964,380509],[10718,96945,399614],[10948,97901,403404],[11200,99603,406195],[12062,104700,422113],[12234,106086,424756],[14707,117846,455422],[14959,119548,458213],[16516,126825,477161],[16688,128211,479804],[16866,128801,481099],[16922,128981,483280],[18631,137782,504967],[18883,139484,507758],[20929,148385,529786],[22165,153192,539008],[22221,153372,541189],[24829,164602,565832],[25081,166304,568623],[25248,166756,569969],[27664,177377,593721],[27720,177557,595902],[30567,189246,620207],[30942,190703,623976],[32501,196056,633580],[36046,209327,660137],[36102,209507,662318],[37306,214109,670083],[39977,224876,693197],[43844,238953,722064],[44113,239833,723413],[44339,240566,725722],[46973,248720,739059],[49090,255508,751377],[51024,262318,764750],[52682,267921,775468],[59827,293735,826776],[61631,298048,832905],[64137,304925,843678],[65258,308161,849326],[67957,315925,862320],[68226,316805,863669],[76569,342387,908488],[82514,361556,944299],[87204,372706,960188],[92318,386110,981034],[94824,392987,991807],[101743,411950,1022408],[102864,415186,1028056],[114492,445941,1077382],[120761,460851,1098858],[125451,472001,1114747],[134004,493232,1146459],[141624,513513,1178078],[161248,556351,1236737],[171621,579794,1269209],[182580,605854,1306574],[190235,622120,1328811],[229741,703022,1431967],[270975,780760,1525187],[311215,854618,1611749] ] cell #733 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [2614],[4119],[4636],[5825],[6780],[6945],[7619],[9360],[9525],[10719],[10846],[10886],[12066],[12231],[14605],[14645],[16520],[16685],[16804],[16910],[18529],[18569],[20655],[20933],[22103],[22209],[24727],[24767],[25236],[25661],[27602],[27708],[30505],[30711],[30880],[32489],[32914],[34536],[35984],[36090],[37244],[39965],[42586],[43832],[44051],[44327],[46035],[46911],[49028],[49234],[51012],[52670],[55686],[59815],[60256],[61619],[64075],[65246],[67945],[68164],[70148],[75631],[76507],[81682],[82502],[85829],[87192],[90943],[92306],[94762],[101681],[102852],[107754],[110188],[114480],[120749],[124076],[125439],[132629],[133992],[141562],[147990],[149401],[156944],[161236],[171609],[181205],[182568],[190223],[205536],[216483],[217894],[229729],[240067],[251094],[270963],[286276],[293784],[311203],[333734],[379817],[400809],[452827],[526364],[647493] ] cell #734 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2759],[4713],[4848],[5356],[5976],[6041],[8088],[8822],[8981],[9742],[9833],[10250],[10315],[11416],[13619],[13933],[14163],[14187],[14434],[15248],[15383],[15982],[16073],[16141],[17671],[17830],[19099],[19164],[20058],[20812],[21922],[23741],[24055],[24190],[24285],[24309],[26106],[26420],[26650],[26674],[26921],[27313],[28469],[28560],[28628],[29791],[30767],[31495],[32249],[33359],[33939],[34693],[34717],[37152],[37906],[39016],[39560],[39584],[39831],[40835],[41149],[41284],[41379],[41403],[42042],[42597],[42701],[45115],[46819],[47573],[48314],[51882],[52563],[53539],[53765],[54267],[55021],[55996],[56131],[56711],[57465],[57489],[59119],[59143],[59597],[62725],[63983],[65139],[66115],[66341],[66814],[70932],[71686],[71710],[72193],[72253],[72297],[74085],[74109],[74711],[76415],[77169],[77910],[81343],[84836],[87085],[88194],[88254],[88298],[90086],[90110],[94670],[95826],[97167],[97203],[97521],[97933],[100331],[101589],[102745],[104420],[106232],[112339],[112399],[113311],[115774],[117112],[117148],[117466],[117878],[123083],[125332],[126545],[128357],[128444],[128453],[129048],[133885],[135098],[137814],[141470],[146892],[146928],[147246],[148105],[149038],[152835],[152844],[153439],[159095],[159155],[160067],[162530],[164634],[166602],[167288],[172903],[177624],[182461],[186088],[188011],[188889],[188898],[190735],[195902],[196588],[203027],[203063],[203381],[204240],[205173],[209574],[217531],[225408],[231023],[235540],[238519],[238799],[240633],[252350],[254273],[255151],[255160],[262850],[285913],[293521],[293907],[295456],[299212],[303611],[312512],[315491],[315771],[332186],[360730],[362300],[370114],[378269],[381583],[391673],[410636],[435813],[438234],[446685],[490640],[498795],[512199],[532284],[580538],[678955] ] cell #735 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2760],[4714],[4849],[5357],[5472],[5977],[8089],[8823],[8982],[9743],[9834],[10251],[10366],[11417],[11532],[13620],[13934],[14164],[15249],[15384],[15399],[15753],[15983],[16074],[16142],[17672],[17831],[18295],[19100],[19215],[20059],[20813],[21923],[23742],[24056],[24191],[24206],[24286],[26107],[26421],[26651],[27314],[27429],[28240],[28470],[28561],[28629],[29093],[29792],[30768],[31496],[32250],[32265],[33360],[33940],[34694],[36622],[37153],[37907],[38066],[39017],[39561],[40836],[41150],[41285],[41300],[41380],[42043],[42158],[42598],[42702],[45116],[46820],[47574],[47733],[48315],[51883],[52564],[52599],[53540],[53766],[54268],[55022],[55037],[56132],[56712],[57466],[57625],[59120],[59598],[62726],[63984],[65140],[65175],[66116],[66342],[66815],[70933],[71687],[71846],[72194],[72254],[72298],[72306],[74086],[74712],[76416],[77170],[77185],[77911],[77946],[84837],[87086],[88195],[88255],[88299],[88307],[90087],[94671],[95827],[95862],[97204],[97212],[97522],[97542],[100332],[101590],[102746],[104421],[104429],[112340],[112400],[113312],[113347],[115775],[117149],[117157],[117467],[117487],[123084],[125333],[126546],[126554],[128445],[128509],[133886],[135099],[137423],[141471],[146929],[146937],[147247],[148106],[148114],[149039],[152836],[152900],[159096],[159156],[160068],[162531],[164243],[166606],[172904],[182462],[186089],[186097],[188012],[188890],[188954],[190344],[195906],[203064],[203072],[203382],[204241],[205174],[217532],[231024],[235541],[235660],[238520],[238803],[252351],[254274],[255152],[255216],[285914],[293126],[293525],[295457],[303612],[312513],[315492],[315775],[332187],[362301],[370115],[378270],[381587],[391674],[410637],[438238],[446686],[490641],[498796],[512200],[532288],[580539],[678959] ] cell #736 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2761],[4846],[5358],[5476],[5978],[6049],[8065],[8820],[8983],[9740],[9835],[10252],[10323],[10370],[11418],[11536],[12753],[13621],[13910],[14161],[14442],[15225],[15381],[15757],[15980],[16075],[16143],[17669],[17832],[18299],[19101],[19172],[19219],[20060],[20810],[21924],[23743],[24032],[24188],[24283],[26108],[26397],[26648],[26929],[27315],[27433],[28244],[28467],[28562],[28630],[29097],[29789],[30744],[31497],[32247],[33361],[33941],[34691],[36626],[37154],[37904],[38070],[39018],[39558],[39839],[40837],[41126],[41282],[41377],[42044],[42162],[42555],[42695],[45113],[46821],[47571],[47737],[48312],[51884],[52561],[52603],[53516],[53767],[54269],[55019],[56133],[56713],[57463],[57629],[59117],[59591],[62719],[63985],[65137],[65179],[66092],[66343],[66808],[70934],[71684],[71850],[72151],[72255],[72291],[72307],[74083],[74709],[76417],[77167],[77908],[77950],[84838],[87083],[88152],[88256],[88292],[88308],[90084],[94672],[95824],[95866],[97197],[97213],[97519],[97540],[100325],[101591],[102743],[104414],[104430],[112297],[112401],[113309],[113351],[115768],[117142],[117158],[117464],[117485],[123085],[125330],[126539],[126555],[128438],[128507],[133883],[135092],[137421],[141472],[146922],[146938],[147244],[148099],[148115],[149032],[152829],[152898],[159053],[159157],[160065],[162524],[164241],[166604],[172897],[182459],[186082],[186098],[188005],[188883],[188952],[190342],[195904],[203057],[203073],[203379],[204234],[205167],[217525],[231017],[235534],[235658],[238513],[238801],[252344],[254267],[255145],[255214],[285907],[293124],[293523],[295450],[303605],[312506],[315485],[315773],[332180],[362294],[370108],[378263],[381585],[391667],[410630],[438236],[446679],[490634],[498789],[512193],[532286],[580532],[678957] ] cell #737 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [5443],[8731],[10337],[11503],[13274],[13795],[15724],[15891],[17580],[18266],[19186],[20315],[20497],[22976],[23396],[23917],[25761],[26282],[27063],[28378],[30003],[30330],[31934],[33014],[33536],[34196],[34378],[37409],[37591],[37720],[39192],[40490],[41011],[42919],[43065],[45327],[45654],[47076],[47258],[47387],[48853],[50457],[51537],[53102],[53272],[54706],[56968],[57150],[57279],[62233],[62943],[63089],[65678],[65848],[67032],[69767],[71189],[71371],[71500],[72515],[73049],[74923],[75250],[76854],[78449],[78619],[80053],[82604],[84923],[87806],[88516],[89050],[92920],[93630],[96365],[96535],[100549],[100695],[103284],[104638],[105172],[107373],[108977],[110073],[110153],[112996],[114582],[115992],[116901],[120851],[123170],[126763],[127297],[134606],[135316],[138672],[140430],[143165],[144052],[144583],[148323],[148584],[149286],[149366],[156829],[156909],[162748],[165492],[170125],[171711],[173121],[174030],[183892],[185667],[187627],[188259],[191268],[191799],[195800],[199425],[200187],[200718],[204458],[216816],[217779],[217859],[231241],[233985],[236926],[237637],[241555],[243515],[251427],[251929],[254521],[268999],[272008],[272539],[276540],[285198],[295035],[295823],[302018],[309239],[314609],[328399],[331304],[335222],[337182],[348188],[369693],[377387],[383885],[397301],[402848],[409043],[421634],[444288],[454866],[476682],[490219],[504411],[529307],[565276],[615353],[623420],[717307],[826006] ] cell #738 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [70362],[93698],[103879],[107968],[113064],[116060],[123845],[135384],[140498],[143760],[144941],[147759],[151310],[160939],[162816],[170193],[173189],[174705],[180974],[183960],[185614],[186140],[186667],[189926],[192157],[194065],[199493],[201076],[201767],[204526],[207445],[216252],[216884],[219803],[221889],[229432],[231309],[232825],[235713],[236043],[242555],[250863],[251495],[252929],[253648],[256695],[258419],[259110],[260327],[266880],[270666],[271173],[272897],[274805],[285266],[288185],[290271],[293138],[298885],[301135],[305494],[307120],[310906],[311413],[312816],[313015],[314068],[317562],[319527],[320246],[328467],[329380],[329511],[334257],[336222],[350362],[352086],[352777],[353994],[362604],[364979],[366217],[373543],[375463],[375594],[380340],[381926],[389197],[390250],[399475],[400163],[400889],[405910],[408160],[412519],[419841],[424587],[426552],[427271],[438577],[441157],[441288],[442275],[446989],[450602],[452181],[452907],[457928],[459269],[464274],[474889],[479635],[480500],[483130],[486743],[494069],[500678],[502452],[509723],[510776],[521387],[522813],[525718],[526444],[527363],[532627],[538409],[541039],[544652],[551567],[551698],[563317],[572430],[576128],[580842],[584455],[591781],[593122],[614563],[614780],[619608],[621319],[626227],[630777],[636041],[639739],[646847],[647573],[648492],[659538],[668058],[669484],[679298],[687710],[691323],[716771],[722814],[733552],[737034],[738460],[745950],[750778],[752489],[761947],[773203],[784867],[789417],[794681],[826482],[828672],[832229],[843079],[847061],[857027],[863070],[873808],[902981],[907889],[931376],[945069],[948204],[953765],[955955],[974611],[980358],[991208],[1021809],[1052538],[1067171],[1068291],[1078152],[1102763],[1108324],[1140036],[1142226],[1177479],[1195814],[1204664],[1227646],[1269979],[1300151],[1336194],[1358186],[1391044],[1399894],[1477850],[1499712],[1532570],[1673080],[1694942] ] cell #739 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [40822,507807],[42029,356524],[51869,568672],[53752,406244],[56479,593885],[58933,431809],[66328,458262],[70700,660301],[72240,481263],[72832,670247],[73994,487229],[77418,692979],[80822,356614],[84331,723577],[88241,539172],[88833,739223],[89995,545138],[95334,764532],[97162,569751],[97920,571482],[98018,775250],[99657,406334],[106117,599851],[112386,620371],[112484,832687],[116309,843842],[117107,633362],[117865,635093],[117963,849108],[119602,458352],[122578,863833],[128242,666267],[129043,668516],[129375,482249],[135633,908652],[137801,694710],[139538,507897],[144975,944005],[146887,721846],[151697,959970],[153434,737492],[153766,540158],[159142,751541],[159240,980816],[163065,991971],[164621,766263],[166358,568762],[173438,1022572],[175092,1027838],[177619,801614],[177951,594871],[190722,835458],[192191,1077088],[201110,1098564],[203022,862102],[207832,1114529],[209569,877748],[209901,661287],[220190,1146241],[231558,1178242],[240628,951330],[240960,725553],[258453,1236443],[272931,1268915],[288572,1306356],[293902,1065298],[298919,1328517],[352120,1431673],[405944,1524893],[457962,1611455], [3025,152851,538478],[4994,188905,619677],[7016,128460,480569],[8132,236336,717897],[8968,244793,731910],[9888,255167,750847],[11054,167295,570788],[12963,186705,827546],[13977,301428,838162],[14813,196595,634399],[15292,313308,858153],[16128,321765,872166],[16981,213201,482109],[17817,338460,901339],[18737,225415,694016],[21266,242593,954829],[21577,151599,732604],[22280,247812,540018],[23085,252967,975675],[23267,383337,976801],[23728,387281,982893],[24099,389490,986291],[24935,262857,765569],[25450,167385,401715],[26464,408453,1016892],[27300,277335,793039],[27779,281583,594731],[28615,428790,1050896],[30811,442568,1072707],[30980,299219,834764],[31752,194103,842111],[32063,304017,629756],[32703,196685,453733],[33707,460032,1097798],[34026,314106,1099628],[35147,319565,1109388],[35329,469228,1110514],[35458,207734,872860],[36161,324784,661147],[38360,336260,1141100],[38671,220092,902033],[39374,341479,686689],[40179,225505,503278],[40361,347082,507240],[41193,510016,1172562],[42644,360737,943239],[43236,523576,1193942],[44216,366255,1199118],[44398,366703,725413],[45824,244883,535245],[46135,536618,1210200],[47822,546308,1224236],[48451,253682,1226526],[49334,256984,983587],[50105,390288,1237507],[50275,260365,990240],[50586,392079,760926],[51226,262947,564143],[51408,396195,568105],[53583,576421,1264534],[54524,274843,1020841],[54835,411042,788396],[55475,277425,587586],[55786,174994,793733],[56798,282240,424132],[57919,426590,1301215],[58101,603081,1302341],[58230,288474,1051590],[59556,435898,1064881],[60270,438615,1323339],[60314,437629,832472],[60412,616610,1322922],[62051,299309,623075],[63260,626990,1334322],[63477,194435,629896],[64240,450640,1339498],[64422,451088,641278],[66159,640032,1350580],[68329,317600,1105889],[68511,465998,865669],[69365,320280,1367036],[69937,321855,656374],[71019,325441,479180],[73812,486781,1394348],[75420,338550,681916],[75731,683289,1405430],[76672,221927,906921],[76983,136795,691809],[78047,226330,350225],[78930,350651,1169858],[79701,510814,1432737],[79871,354032,1176511],[80182,512605,930355],[81004,516721,517353],[81133,233114,935692],[81660,360043,520752],[82243,521845,948003],[82575,361723,722716],[85843,532665,1464995],[85887,531679,737277],[85985,728843,1464578],[87440,373577,1470173],[87624,373967,545795],[89813,544690,1481154],[90957,381964,1224653],[91001,548039,980601],[92738,387371,754245],[94164,260697,761066],[95109,166540,561498],[95963,263772,399338],[96846,399764,1255179],[97876,572468,1519715],[99839,271462,1014188],[100866,785630,1530698],[101083,275175,788536],[101846,584493,1535874],[102028,577667,584941],[103454,176731,592205],[103765,798672,1546956],[105935,424625,1297716],[106971,427305,1563412],[107543,428880,815014],[108625,432466,433019],[108795,290309,1056478],[109106,185371,824907],[110166,436935,615517],[110256,294690,437501],[114221,625259,846860],[114553,446108,634232],[116717,306052,459177],[117821,636079,1606277],[119784,311702,1095824],[120490,642974,1102562],[120822,461018,862972],[122795,317932,865809],[124134,209930,652808],[125871,212249,473262],[128060,479673,1384278],[129404,216541,893996],[131723,334295,1137601],[132643,679336,1660225],[132687,668301,678350],[132785,898272,1659808],[134240,494103,1665403],[134424,487886,494493],[135850,222259,686829],[136613,691361,1676384],[137757,502490,1419883],[139720,141909,708169],[140964,354364,930495],[142763,357439,357915],[143335,234851,715433],[144708,361583,522375],[148048,240989,724567],[149379,530985,727750],[149469,369348,531551],[150770,246184,373152],[151555,733590,1728522],[153795,251152,972115],[156114,380378,1221906],[156922,547345,746687],[157012,382752,547911],[157837,256558,386556],[160977,262844,756429],[161309,262764,556518],[163282,163473,394114],[164577,563355,1506689],[167202,400927,1257125],[167282,270704,1012457],[171350,773002,783899],[171682,570621,579961],[173846,407159,413077],[174950,794719,1798104],[176547,591815,1803282],[177980,181263,811448],[179924,424957,1044539],[180299,183000,607115],[184426,290641,819927],[189964,299206,833727],[190296,298494,622287],[190678,621357,1589253],[191924,445968,625789],[193134,305227,449721],[196502,452945,1343171],[196582,310944,1094093],[200843,460878,643504],[201500,317107,464631],[205514,324659,868006],[205604,324128,652680],[206429,206905,472447],[207690,873846,1884192],[211874,480005,1127660],[212545,329418,1129367],[213076,333712,1136508],[217077,334627,894982],[217872,677656,897179],[217962,489874,678222],[219263,339851,493678],[220048,903019,1914793],[224423,345355,501236],[225322,229802,703189],[225402,229470,925858],[231775,231966,514640],[235751,360609,943096],[239399,526482,1457434],[240045,366578,950237],[240135,365336,724439],[243673,373310,535590],[247156,375501,1213672],[247687,379795,1220813],[251688,380710,973101],[253415,386714,551950],[256940,752527,1749368],[258186,394709,756959],[258843,259396,560131],[266407,400787,1256967],[268367,271036,780927],[272664,579821,784429],[273874,412252,583574],[278726,415632,418301],[280927,286344,811320],[281458,286254,1046736],[287169,287645,606300],[288430,1052576,2062922],[292614,292805,613858],[293762,436428,1065140],[297364,441195,1326488],[298652,441540,834257],[306647,452805,1343013],[308607,311276,854785],[316371,647611,1620192],[320013,320645,656719],[330593,333802,893868],[337340,493836,682261],[342689,497202,500411],[345596,351853,926388],[352510,353063,706802],[364506,526342,1457276],[376676,379885,971987],[385426,551605,1490006],[402060,405677,1012987],[415790,587931,591548],[427038,427670,815359],[454078,457695,1094623],[463801,647471,1620034] ] cell #740 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [10959],[12257],[12636],[14718],[16711],[16925],[17497],[18642],[18915],[19496],[21814],[22224],[22796],[24840],[25113],[25251],[25383],[25393],[26193],[27205],[27674],[27723],[28909],[30953],[32007],[32504],[32636],[32646],[33446],[35695],[36056],[36105],[36719],[36764],[36932],[37316],[37834],[38908],[39318],[39980],[40122],[43847],[43979],[44123],[44342],[44766],[46386],[46431],[46599],[46983],[47501],[49476],[50530],[51027],[51169],[52000],[52074],[52577],[52685],[54779],[56323],[57393],[58467],[59830],[60890],[61313],[61358],[61526],[61634],[61994],[64147],[64576],[64650],[65153],[65261],[67960],[68092],[68236],[68455],[68879],[70544],[71614],[71914],[72341],[72676],[74362],[76579],[77924],[80126],[81919],[81998],[82517],[83645],[83766],[83840],[84175],[87207],[87915],[88342],[88677],[90517],[91577],[92000],[92045],[92213],[92321],[94834],[95840],[97594],[101753],[102867],[104464],[106485],[109563],[109795],[110504],[111023],[112060],[113325],[114495],[115623],[116153],[117539],[120166],[120764],[121892],[122013],[122087],[122422],[125454],[126589],[130445],[134007],[135477],[137475],[141634],[144672],[145534],[148149],[149717],[150236],[154836],[156551],[157260],[158816],[161251],[162379],[162909],[164295],[171624],[172752],[173282],[182583],[186216],[187349],[190238],[190396],[191888],[192750],[200807],[205852],[218210],[218729],[223329],[229744],[230872],[231402],[235807],[240383],[243237],[258150],[270978],[272628],[273490],[286592],[293143],[298616],[311218],[334050],[336904],[351817],[360646],[380133],[405641],[457659],[481172],[539081],[620280],[751450] ] cell #741 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [7627],[7862],[10727],[11282],[11996],[12249],[12628],[15041],[16450],[16703],[16901],[17123],[17489],[18444],[18534],[19390],[20768],[22200],[22422],[22788],[24642],[24732],[25198],[25369],[25576],[25666],[26050],[27540],[27582],[30602],[30626],[30716],[32205],[32451],[32622],[32829],[32919],[33303],[34649],[35922],[35964],[36690],[36753],[36806],[37158],[37182],[37224],[39516],[39938],[40779],[42542],[43794],[43965],[43989],[44031],[45950],[46040],[46357],[46420],[46473],[46825],[46849],[46891],[49125],[49149],[49239],[50728],[50985],[51826],[52045],[52119],[52398],[52643],[54977],[55601],[55691],[56717],[59748],[59759],[60212],[61284],[61347],[61400],[61592],[62566],[64055],[64621],[64695],[64974],[65219],[66655],[67907],[68078],[68144],[70063],[70153],[70938],[72312],[75546],[75636],[76487],[77745],[80324],[81678],[81890],[82446],[82899],[83302],[83811],[83885],[84842],[85785],[87165],[88313],[90435],[90899],[91971],[92034],[92087],[92279],[93253],[94742],[95661],[100172],[101661],[102825],[104435],[107669],[107759],[110184],[110941],[111881],[113146],[114424],[114877],[120137],[120693],[121549],[122058],[122132],[124032],[125412],[126560],[132585],[133965],[140053],[141542],[144497],[145505],[147946],[148120],[149397],[150154],[151094],[156940],[158637],[161180],[169010],[171553],[172006],[181161],[182541],[186187],[190167],[192721],[198310],[205532],[207229],[216439],[217890],[218647],[219587],[229673],[235135],[240063],[251050],[270907],[273461],[279050],[286272],[287969],[293780],[311147],[333730],[379813],[400805],[452823],[526360],[647489] ] cell #742 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [12598],[17478],[19421],[22777],[25552],[26149],[28276],[32805],[33402],[36658],[36911],[36987],[40281],[40878],[46578],[46654],[51328],[51925],[52108],[52335],[56470],[56546],[61505],[62153],[64684],[64911],[70691],[70767],[71959],[72823],[77455],[77682],[83874],[84322],[84671],[87960],[88824],[92192],[95371],[95598],[98055],[104082],[109942],[112105],[112521],[113083],[116300],[118000],[122121],[122569],[126207],[129520],[135624],[144361],[145051],[147364],[151734],[153911],[158861],[159277],[163056],[173429],[175129],[185622],[186806],[192267],[194580],[201186],[203499],[207869],[220227],[222404],[231549],[236051],[242694],[253068],[258529],[260842],[273007],[275320],[288609],[298995],[301143],[313023],[319666],[336361],[352196],[354509],[366356],[389205],[406020],[408168],[426691],[442283],[458038],[486882],[509731],[521395],[544791],[576136],[639747],[668066],[737042],[832237],[980366] ] cell #743 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [14227],[15542],[21116],[22935],[24349],[26714],[29962],[30180],[31117],[33561],[34997],[38210],[39624],[41443],[43090],[43363],[43678],[45286],[48703],[49640],[52952],[53889],[55325],[57769],[61095],[63114],[63702],[65528],[67476],[67791],[72959],[73274],[73492],[74882],[76037],[78299],[79236],[82485],[86668],[88960],[89275],[89493],[91782],[94389],[96215],[98701],[98974],[100720],[101308],[105082],[105397],[105615],[113482],[114463],[118646],[118919],[120732],[124915],[127207],[127522],[127740],[129285],[130070],[133468],[136075],[138582],[138855],[141189],[145197],[148494],[152695],[153676],[154461],[160238],[161219],[165402],[165675],[171592],[175775],[177861],[178646],[182044],[184651],[186271],[186373],[190206],[192413],[194345],[195710],[201332],[204629],[209811],[210596],[221188],[222169],[227098],[229712],[233895],[235294],[235953],[240870],[241252],[242159],[242261],[252533],[252635],[260607],[264540],[270946],[273153],[275085],[276450],[290551],[293246],[295639],[296427],[300386],[301045],[306344],[311186],[312266],[312925],[317842],[334537],[335826],[335928],[354274],[358207],[362054],[362916],[367904],[370297],[380620],[381308],[384489],[403452],[407411],[408070],[413369],[424867],[437959],[438889],[446439],[455470],[462211],[479915],[483442],[488430],[490823],[505015],[532009],[541351],[549299],[565880],[572742],[580292],[596064],[624024],[636353],[662480],[678680],[695970],[725884],[767523],[827010],[835788],[943347],[1064493] ] cell #744 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [14295],[18093],[18152],[21131],[24417],[25952],[26782],[27037],[30195],[31119],[33205],[34757],[35012],[37468],[37694],[38225],[40681],[41511],[43365],[43693],[47135],[47361],[48014],[48718],[49642],[51728],[52967],[53891],[57027],[57253],[57784],[60604],[61097],[63717],[65543],[66460],[67478],[67806],[68607],[71248],[71474],[72961],[73289],[78314],[78508],[79238],[82487],[82704],[84982],[86177],[86670],[88962],[89290],[90607],[91784],[92894],[94404],[96230],[96424],[98703],[101323],[105084],[105412],[111113],[113497],[114465],[114682],[116960],[118648],[120001],[120370],[120734],[124917],[127209],[127537],[129287],[132977],[133470],[136090],[138584],[141204],[143224],[145369],[145738],[148496],[150326],[152710],[153678],[156282],[156349],[161221],[165404],[171594],[171811],[174089],[175777],[177863],[182046],[184666],[186273],[187080],[187147],[190208],[192585],[192954],[194347],[195712],[200010],[209813],[218819],[221203],[222171],[229714],[233897],[235358],[236749],[240872],[242161],[242968],[243035],[260609],[270948],[273325],[273694],[275087],[276452],[290553],[293324],[296429],[300450],[301841],[311188],[317844],[334539],[335828],[336635],[336702],[354276],[362980],[367982],[380622],[384491],[403454],[407475],[408866],[424869],[438967],[455472],[462275],[479917],[483506],[488508],[505017],[541415],[549377],[565882],[572820],[596128],[624026],[636431],[662544],[696048],[725948],[767601],[827074],[835866],[943425],[1064506] ] cell #745 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [19946],[29280],[29637],[31383],[31829],[33827],[34103],[42723],[44961],[45455],[48160],[48436],[49906],[50182],[50352],[54155],[54601],[61852],[62747],[63377],[64317],[66836],[67193],[68406],[69074],[69350],[69568],[74557],[75051],[76749],[79502],[79778],[79948],[82541],[84448],[87425],[92539],[93434],[93791],[94064],[99458],[100353],[100983],[101923],[103085],[103531],[106012],[106680],[106956],[107174],[108872],[110533],[112800],[114519],[116426],[119403],[120788],[122695],[128137],[129341],[131248],[131800],[134225],[135750],[136690],[139339],[140234],[140591],[140864],[142966],[143412],[144407],[144619],[149746],[153732],[155639],[156191],[157289],[166159],[167662],[168727],[169929],[170562],[171648],[173555],[176532],[177917],[179824],[180376],[184326],[185703],[191835],[194401],[196962],[198027],[199229],[199862],[200754],[209867],[211774],[212326],[212900],[213043],[213112],[214310],[216977],[218239],[222225],[224132],[225782],[226847],[240926],[245160],[247511],[247654],[247723],[248921],[251588],[260663],[263224],[264289],[266443],[266581],[267001],[268394],[272575],[275141],[277702],[281494],[282692],[297719],[297862],[299586],[300175],[303928],[306683],[306821],[307241],[308634],[317898],[322132],[324695],[325893],[328815],[329032],[338827],[341390],[347583],[354330],[364542],[364680],[365100],[366614],[367259],[368216],[374898],[375115],[385781],[385924],[387648],[391990],[396696],[400136],[410953],[429157],[436464],[436607],[439201],[440592],[440809],[443683],[452154],[463837],[463975],[464395],[465909],[467511],[488742],[512516],[521144],[521434],[525208],[525691],[546874],[549611],[551002],[551219],[601364],[614332],[614753],[617176],[628622],[642273],[646337],[646820],[671879],[719026],[729409],[740855],[745923],[759792],[787262],[828645],[839291],[898838],[910284],[929221],[955928],[1018021],[1142199] ] cell #746 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [31995],[39196],[39306],[44754],[50518],[53276],[54767],[55264],[60878],[62402],[65852],[68443],[68867],[73053],[73431],[74350],[78623],[80114],[83138],[83633],[89054],[89432],[90505],[91565],[93089],[96539],[98484],[100008],[105176],[105554],[106473],[111011],[111717],[115611],[118429],[119936],[121385],[121880],[123174],[127301],[127679],[129938],[130433],[138365],[138676],[139889],[145003],[145304],[148588],[150224],[150930],[154329],[154824],[156833],[158473],[160177],[162367],[165185],[165496],[168846],[172740],[178514],[179009],[187631],[190951],[192219],[192520],[195804],[198146],[200189],[200673],[201138],[207065],[210464],[210959],[213496],[218717],[219423],[223317],[226966],[230860],[233989],[236928],[237412],[241120],[243519],[246839],[248107],[251846],[251923],[258481],[264408],[272959],[273260],[276544],[278886],[281878],[287805],[291699],[293973],[294952],[295029],[298947],[302020],[302504],[304312],[306212],[312069],[325079],[337186],[340506],[341774],[352148],[358075],[360211],[361857],[366998],[368631],[369610],[369687],[392374],[405972],[409045],[409529],[411337],[413237],[432104],[436009],[439616],[444596],[446242],[457990],[466293],[487524],[489157],[490136],[490213],[512900],[524040],[530059],[545433],[550026],[573469],[578449],[580095],[600146],[617761],[637080],[645169],[666562],[670711],[676730],[696697],[739687],[748931],[768250],[776401],[803809],[836515],[850259],[879943],[918360],[952535],[998388],[1065535],[1074648],[1191937],[1320506] ] cell #747 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [64013],[68102],[76069],[76445],[85332],[90446],[94700],[99006],[101619],[102301],[110952],[111428],[113656],[118951],[119925],[123579],[130102],[130685],[132132],[138887],[141500],[145293],[145846],[146614],[150165],[154493],[155076],[158184],[160412],[165707],[168557],[170785],[178678],[179261],[180708],[188370],[192509],[193830],[197857],[201981],[202749],[204661],[210628],[211211],[214339],[215107],[218658],[226677],[227130],[228905],[236299],[241284],[244258],[248950],[249718],[252565],[254632],[257130],[260092],[264119],[264572],[269110],[273249],[274570],[282721],[283489],[295671],[300005],[301391],[306376],[309350],[312398],[312898],[313271],[321230],[325922],[326690],[329966],[337925],[343385],[348299],[353759],[358239],[362186],[362686],[367288],[370329],[374663],[376049],[381221],[381444],[389453],[397412],[408416],[413401],[416375],[420296],[428255],[433715],[436696],[437872],[438095],[442531],[446571],[447071],[449094],[451673],[459235],[475344],[490855],[495189],[496575],[509979],[517938],[520926],[522779],[528680],[530746],[531922],[532145],[559504],[576384],[580424],[580924],[582947],[585526],[609197],[614529],[618448],[624340],[626193],[639995],[649809],[675351],[677417],[678593],[678816],[706175],[719887],[726762],[744327],[749618],[777088],[782980],[784833],[808449],[829527],[850946],[860143],[884583],[889316],[896191],[919047],[967435],[977656],[999075],[1008257],[1038873],[1075335],[1089893],[1121994],[1163927],[1201155],[1249248],[1321452],[1330456],[1452388],[1582590] ] cell #748 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [42779],[59523],[60033],[62803],[63524],[66892],[67340],[82210],[85606],[86357],[90720],[91136],[93490],[93938],[94211],[100409],[101130],[103627],[112856],[114188],[115101],[116573],[120457],[120967],[122842],[123853],[124269],[124604],[126044],[132406],[133157],[135897],[140290],[140738],[141011],[143508],[145085],[147767],[152069],[159612],[160874],[160944],[161454],[161857],[169985],[171317],[172230],[173702],[175464],[179971],[180982],[181398],[181733],[183173],[184473],[186845],[188832],[189931],[192301],[194983],[199285],[201220],[203902],[204877],[211921],[213578],[216260],[217124],[220562],[222807],[224279],[228105],[229367],[229437],[229947],[230350],[233584],[235718],[235992],[238223],[242733],[248189],[250871],[251735],[253107],[257343],[265547],[267585],[269572],[270671],[271597],[273041],[275723],[280025],[281960],[284642],[285617],[291189],[293285],[293512],[296466],[301084],[304394],[307825],[309812],[310911],[311837],[312964],[325161],[327843],[329385],[329582],[329659],[331890],[334772],[336400],[341856],[344538],[346774],[351010],[360289],[367080],[372370],[375468],[375665],[375742],[377973],[380855],[392456],[395887],[400310],[400537],[400983],[403491],[408109],[411419],[414850],[419989],[435792],[441162],[441359],[443506],[448787],[452328],[452555],[453001],[455509],[466375],[471665],[475037],[480511],[480815],[492896],[496268],[512982],[525865],[526092],[526538],[528373],[530306],[538420],[538724],[551572],[551769],[553916],[559197],[569645],[582640],[605518],[614999],[618008],[619619],[619923],[633256],[646994],[647221],[647667],[649502],[651435],[676977],[705868],[716782],[721164],[721740],[746169],[749178],[750789],[751093],[810075],[826376],[828891],[841429],[857038],[861420],[861996],[890593],[945080],[956174],[968712],[974505],[989558],[1020159],[1067065],[1078163],[1142445],[1154983],[1175829],[1204558],[1269990],[1399788] ] cell #749 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [56075],[63989],[70442],[76421],[81422],[82435],[86920],[93705],[94676],[101595],[102580],[108048],[108544],[109553],[110396],[113071],[114413],[115789],[120682],[121146],[123089],[123801],[125167],[131642],[133720],[135113],[140505],[141476],[142461],[144662],[147715],[149609],[156033],[157152],[157697],[159902],[160881],[161169],[161633],[162545],[170200],[170275],[171542],[172918],[180218],[180930],[182296],[183689],[186051],[189868],[190156],[191878],[195162],[199500],[199575],[200632],[200797],[201640],[204255],[205744],[206289],[212168],[212990],[216208],[216613],[218102],[228395],[229374],[229662],[230126],[231038],[235605],[237371],[240275],[246044],[247601],[250819],[251224],[252449],[258140],[258983],[265837],[266791],[266927],[270608],[270896],[272618],[275902],[281372],[284995],[286484],[287029],[293123],[295555],[297809],[298606],[302463],[305367],[307031],[307167],[310848],[311136],[312107],[324573],[328196],[328802],[329272],[331038],[333942],[339711],[344717],[346116],[351807],[352650],[360636],[361895],[364890],[365026],[365781],[370213],[374885],[375355],[377121],[380025],[385871],[395229],[400148],[402580],[405631],[409488],[412392],[418161],[419132],[436047],[440579],[441049],[442060],[446280],[450166],[452166],[454598],[457649],[464185],[464321],[465076],[474180],[481162],[482421],[490739],[497647],[500551],[521131],[525703],[526654],[536110],[539071],[540330],[550989],[551459],[552470],[560576],[569900],[580133],[584019],[588451],[614765],[614860],[620270],[630068],[633511],[642260],[646832],[647783],[657239],[682781],[687001],[707247],[719013],[721995],[727093],[745935],[746030],[751440],[761238],[788708],[815879],[828657],[828752],[829858],[839278],[862251],[867349],[896522],[930667],[947395],[955940],[956035],[977987],[1018008],[1046079],[1080478],[1101954],[1133666],[1142211],[1142306],[1217971],[1239833],[1272305],[1413201],[1435063] ] cell #750 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [77097],[87099],[95223],[102759],[109220],[110425],[115818],[124146],[125346],[133899],[135142],[142023],[142640],[143954],[144904],[148060],[149638],[151273],[157181],[157779],[160081],[160981],[162574],[170454],[172947],[174668],[181275],[182475],[183718],[186399],[189968],[192120],[199754],[201039],[201669],[204284],[205508],[205773],[206371],[207408],[216553],[216642],[218131],[219766],[228574],[229474],[231067],[232788],[235755],[240039],[240304],[242287],[246126],[251164],[251253],[252478],[252661],[253611],[256658],[258382],[259012],[266016],[266956],[270708],[271136],[272860],[285024],[286248],[286513],[287111],[288148],[293756],[295584],[298848],[305396],[307196],[310948],[311376],[312779],[319259],[320209],[328225],[329422],[329474],[333706],[333971],[335954],[339793],[346145],[350325],[352049],[352679],[359959],[362567],[365055],[365949],[370242],[373506],[375505],[375557],[379789],[380054],[381205],[395258],[399438],[400168],[400781],[402609],[405873],[412421],[418243],[419804],[426284],[427234],[436507],[437856],[441199],[441251],[442089],[446952],[452186],[452799],[454627],[457891],[464350],[474852],[480485],[483093],[486475],[490768],[494032],[500580],[501731],[520910],[525723],[526336],[527326],[531906],[536139],[538394],[541002],[544384],[551609],[551661],[552499],[562596],[570360],[571709],[580805],[588480],[591744],[614785],[619593],[620598],[630740],[633971],[635320],[646852],[647465],[648455],[657268],[667581],[678577],[682810],[687673],[716756],[716845],[722455],[732831],[736557],[745955],[750763],[751768],[761910],[789380],[793960],[815908],[828677],[831752],[837110],[857012],[857101],[862711],[873087],[902260],[931339],[945054],[945143],[946263],[955960],[979881],[985239],[1015840],[1051817],[1069429],[1078137],[1078226],[1100822],[1142231],[1171510],[1206922],[1228784],[1261256],[1269964],[1270053],[1347302],[1369294],[1402152],[1543678],[1565670] ] cell #751 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [40808,507809],[41795,232862],[42015,356526],[51855,568674],[53457,271210],[53738,406246],[56453,593887],[58781,290320],[66033,311450],[66314,458264],[70674,660303],[72211,481265],[72562,330312],[72806,670249],[73672,334306],[77415,693053],[78804,350399],[84305,723579],[88212,539174],[88563,376395],[88807,739225],[89673,380389],[95331,764606],[96720,399512],[97158,569825],[97891,401771],[98015,775324],[104685,420642],[105795,424636],[112357,620373],[112481,832761],[116283,843844],[117103,633436],[117836,453789],[117960,849182],[122552,863835],[126810,475690],[127920,479684],[129039,481490],[135607,908654],[137772,503334],[144972,944153],[146883,721920],[148370,529026],[151694,960044],[153430,539399],[159113,751543],[159237,980890],[163039,991973],[164592,564199],[173412,1022574],[175089,1027912],[177615,594112],[190693,623131],[192188,1077236],[201107,1098712],[203018,862176],[207829,1114603],[209565,660528],[220187,1146315],[231532,1178244],[240624,724794],[258450,1236591],[272928,1269063],[288569,1306430],[293898,826630],[298916,1328665],[352117,1431821],[405941,1525041],[457959,1611603], [3174,151570,535301],[5446,194099,629137],[6391,207705,656430],[7165,220063,681972],[8734,242589,727018],[8954,244795,731826],[10084,256955,754301],[10340,260361,760307],[11506,274839,787777],[11831,174965,587642],[12451,288445,815070],[13277,186701,829783],[13825,301430,837021],[15727,317596,865050],[15894,319561,867274],[16114,321767,872082],[17583,336256,896447],[17803,338462,901255],[18269,221923,686070],[18362,136473,500915],[18933,350622,923730],[19189,354028,929736],[19514,233085,710870],[20345,236338,946174],[20500,366251,947320],[21061,152853,736468],[22979,381960,974759],[23399,252963,977912],[23714,387283,982809],[23947,389492,985150],[25131,399735,1003758],[25764,97668,401719],[26211,271433,781771],[26312,408455,1015751],[27066,174742,587590],[27286,277337,792955],[27403,103639,418475],[28214,424621,1043780],[28381,426586,1046004],[28601,428792,1050812],[29067,290305,819168],[29160,185049,613537],[30006,438611,1067319],[30125,188907,831663],[30360,442570,1069340],[31937,450636,1080403],[33017,117613,453737],[33464,311673,855629],[33681,460034,1097566],[34226,313310,1100733],[34381,314102,1101879],[36596,479669,1126901],[37172,334175,674859],[37439,129054,482103],[37594,486777,1133591],[37723,219840,681920],[38040,334291,894223],[38155,128462,667492],[39222,221938,686683],[39251,135363,496921],[40073,502486,1161030],[40493,137549,503282],[40940,232180,514319],[41041,510018,1171421],[42132,143520,520038],[43210,523578,1193710],[45330,532661,1204812],[45684,536620,1206833],[46839,380258,743835],[47106,153445,540012],[47261,544686,1217896],[47390,151347,535249],[47707,380374,972342],[47819,546382,1224221],[48529,253679,1226674],[48648,255169,979792],[48883,383339,1228695],[50460,390284,1239758],[51120,563351,1246351],[51540,164369,564147],[51987,163687,393793],[52295,400923,1005360],[52364,405604,780168],[52778,572464,1259146],[52897,167297,570704],[53132,576423,1261167],[53302,274854,788390],[53331,173168,583293],[54709,584489,1272230],[56731,286717,602552],[56998,177630,594725],[57153,178125,424136],[57282,288222,815018],[57599,183185,430355],[58810,183939,609543],[60409,616684,1322907],[61727,621353,1327545],[62236,190470,623079],[63234,626992,1334090],[64871,452941,1086996],[64940,457622,854026],[65354,636075,1345192],[65473,196597,634315],[65708,640034,1347213],[65878,194114,629750],[65907,116039,449440],[69443,320277,1367184],[69797,469230,1369205],[70952,205977,468699],[71219,209580,661141],[71374,210075,479184],[71503,207482,656378],[71820,126056,323330],[71988,481075,886348],[72267,486396,674242],[73701,216863,675697],[74926,679332,1400042],[75280,683291,1402063],[76857,691357,1413126],[77642,229834,510325],[77711,351780,702430],[78125,138123,350257],[78244,225417,693932],[78479,226009,507234],[78649,354043,930349],[78678,231288,706521],[80056,510810,1434988],[82607,236645,722720],[84061,526478,1197082],[84856,240508,528188],[84953,240639,725407],[85982,728917,1464563],[87300,733586,1469201],[87518,373574,1470321],[87809,246358,545799],[87989,538984,964467],[88268,544305,743218],[89702,251474,744673],[92414,752523,1491063],[92923,256732,754249],[95558,161341,389799],[95627,258113,555759],[96041,164943,399370],[96160,262859,765485],[96395,263451,568099],[96565,260376,760920],[96594,162795,559850],[97173,570216,773697],[98242,271068,576730],[100840,785632,1530466],[102960,794715,1541568],[103314,798674,1543589],[104111,286348,426720],[104390,426205,601935],[105824,285245,808795],[107049,427302,1563560],[107403,603083,1565581],[108980,290815,433023],[110260,186835,294694],[110629,294746,832466],[112134,620183,1070623],[112708,190328,442877],[113112,298579,621528],[113427,299221,834680],[114585,301737,634236],[116795,195586,459209],[116931,305731,641272],[117118,633827,847555],[118187,311308,640341],[120854,313617,862976],[122308,647607,1359454],[123200,317611,865663],[123229,204505,650155],[125547,873842,1631959],[126236,205608,319695],[126515,319180,468082],[127949,328446,884929],[129549,333806,486911],[132782,898346,1659793],[134100,903015,1664431],[134318,494100,1665551],[134609,340025,487890],[136502,224501,345141],[137054,351847,510167],[142841,233436,357947],[143195,357118,517347],[144390,360549,716919],[144544,360739,943007],[144635,360964,947988],[144702,236487,361577],[146898,722311,948698],[147393,240139,366385],[148075,365870,527571],[149473,242723,369352],[149842,369404,737271],[150802,151921,246216],[153940,379889,544820],[157016,253097,382756],[157385,382808,980595],[157869,159464,256590],[158890,751353,1229978],[163551,163716,261848],[163874,258180,389641],[167889,405671,576572],[171714,408762,570625],[173924,276326,407191],[174060,412756,577661],[175316,278758,418333],[176625,591812,1803430],[182676,1052572,1823786],[185078,292883,435471],[185719,435972,1064866],[186058,436363,615057],[186320,294129,436851],[189499,298646,442719],[191851,445349,846845],[191918,301579,445962],[193138,194609,305231],[197189,457689,640183],[200770,460259,1102547],[200837,313459,460872],[201504,203528,317111],[203033,862567,1103257],[206461,206937,208056],[217966,336390,489878],[218335,489930,668295],[219295,220414,339883],[222433,342693,500415],[232044,232209,355515],[235190,235241,520821],[242208,368787,530901],[243667,245387,373304],[252582,382191,547261],[253409,255761,386708],[258847,259400,260871],[272591,579202,772987],[272658,408604,579815],[273878,275349,412256],[277929,415784,591542],[287201,287677,288796],[320007,320639,322359],[335875,489313,677572],[337334,339054,493830],[352514,353067,354538],[427032,427664,429384] ] cell #752 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [10165],[10220],[13371],[13589],[15862],[19014],[19069],[19797],[20040],[20468],[21674],[23493],[25858],[26076],[28349],[29291],[29764],[31477],[31905],[33111],[33329],[33921],[34349],[35555],[36891],[37134],[37562],[38768],[40587],[42734],[45088],[46558],[46801],[47229],[48287],[50000],[50428],[51634],[52063],[52536],[54249],[54677],[55883],[56693],[57121],[58327],[61485],[61946],[62758],[63965],[64519],[64639],[65112],[66847],[69201],[70914],[71342],[72330],[74684],[76397],[76825],[77883],[79596],[80024],[81230],[83829],[84575],[84818],[85494],[87058],[87777],[88331],[92172],[93445],[94652],[95799],[99552],[100364],[101571],[102125],[102718],[104453],[106807],[108520],[108948],[110414],[111590],[112811],[113284],[113733],[114098],[115807],[119497],[122076],[123065],[125305],[126578],[131375],[131618],[132294],[133858],[134577],[135131],[140245],[141452],[144418],[145923],[146288],[148138],[148734],[148805],[149627],[155766],[156009],[157170],[158346],[160040],[162563],[168719],[169940],[170862],[171227],[172936],[180194],[182434],[186205],[187707],[187778],[191090],[198019],[199240],[201658],[202058],[202423],[204273],[205762],[212144],[212911],[214416],[217227],[217298],[218120],[226839],[231056],[235418],[237459],[240293],[247522],[249027],[252467],[253969],[254040],[259001],[264281],[268518],[271830],[282798],[286502],[293391],[295573],[297730],[300167],[305385],[308758],[312390],[314431],[325999],[333960],[347707],[352668],[362178],[367365],[370231],[380043],[381453],[385792],[396820],[412410],[436773],[438104],[443807],[446563],[490757],[500569],[521623],[532154],[580416],[614346],[678825] ] cell #753 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [17137],[17186],[18107],[22436],[22485],[25282],[25698],[25966],[27000],[27935],[27984],[32535],[32951],[33219],[36317],[36366],[36823],[37657],[40011],[40427],[40600],[40695],[43878],[44459],[44508],[46490],[47324],[51058],[51474],[51647],[51742],[52207],[52716],[56382],[57087],[57216],[59866],[60322],[61417],[61665],[62170],[64532],[64783],[65292],[67991],[68621],[70603],[71308],[71437],[72735],[77530],[77554],[81243],[81696],[82062],[82189],[82553],[83973],[84234],[85895],[87238],[87743],[88736],[91009],[92104],[92352],[92857],[95446],[95470],[98130],[98154],[102138],[102898],[108914],[109635],[110104],[110202],[110568],[112596],[112620],[114040],[114167],[114531],[116212],[118075],[118099],[120309],[120436],[120800],[122220],[122481],[125485],[132695],[134038],[134543],[135536],[142246],[144003],[145677],[146230],[148848],[149317],[149415],[149781],[151809],[151833],[156391],[156860],[156958],[157324],[159352],[159376],[161287],[162968],[169725],[171169],[171296],[171660],[173341],[175204],[175228],[182614],[187189],[187821],[190274],[191219],[192893],[199025],[200138],[202365],[205550],[205916],[207944],[207968],[214723],[217341],[217810],[217908],[218274],[220302],[220326],[227845],[229780],[231461],[236877],[237588],[240081],[240447],[243077],[249334],[254083],[265287],[268561],[271014],[271959],[273633],[283105],[286290],[286656],[288684],[288708],[293798],[301969],[308801],[311254],[314560],[326306],[331255],[333748],[334114],[336744],[347750],[367672],[377338],[379831],[380197],[396863],[400823],[408994],[421585],[443850],[452841],[476633],[521666],[526378],[529258],[615304],[647507],[716354] ] cell #754 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [5441],[8729],[10335],[11501],[13272],[13773],[15722],[15889],[17578],[18264],[19184],[20293],[20495],[22974],[23394],[23895],[25759],[26260],[27061],[28376],[30001],[30308],[31932],[33012],[33533],[34174],[34376],[37387],[37589],[37718],[39170],[40488],[40989],[42854],[43062],[45325],[45632],[47054],[47256],[47385],[48831],[50455],[51535],[53080],[53250],[54704],[56946],[57148],[57277],[62231],[62878],[63086],[65656],[65826],[66967],[69745],[71167],[71369],[71498],[72450],[72474],[74921],[75228],[76852],[78427],[78597],[80051],[82602],[84901],[87804],[88451],[88475],[92918],[93565],[96343],[96513],[100484],[100692],[103262],[104573],[104597],[107351],[108975],[110051],[110150],[112931],[114580],[115927],[116879],[120849],[123148],[126698],[126722],[134604],[135251],[138035],[140365],[143143],[144049],[144582],[148258],[148282],[149264],[149363],[156807],[156906],[162683],[164855],[170060],[171709],[173056],[174008],[183827],[185666],[187605],[188237],[191265],[191798],[195498],[199360],[200184],[200717],[204393],[216751],[217757],[217856],[231176],[233348],[236923],[237634],[241554],[243493],[251362],[251928],[254499],[268977],[272005],[272538],[276238],[285133],[295034],[295822],[302015],[309217],[314606],[328334],[331301],[335221],[337160],[348166],[369692],[377384],[383884],[397279],[402847],[409040],[421631],[444266],[454865],[476679],[490218],[504410],[529304],[565275],[615350],[623419],[717306],[826005] ] cell #755 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [5475],[8136],[8972],[10369],[11535],[12729],[12990],[13981],[14148],[15296],[15756],[16132],[17821],[18298],[19218],[19911],[21293],[23112],[23271],[23732],[24103],[24270],[26468],[26635],[27304],[27432],[28243],[28619],[29096],[30815],[31348],[33711],[33792],[34053],[34074],[34678],[35174],[35333],[36625],[38069],[38387],[39545],[40826],[41197],[41364],[42033],[42161],[43240],[44243],[46139],[47736],[48026],[49871],[50132],[50153],[51873],[52602],[53587],[53756],[54120],[56483],[57450],[57628],[57946],[58105],[59104],[60616],[61817],[63264],[64267],[64288],[65178],[66163],[66332],[66413],[70704],[71671],[71849],[72244],[72305],[72836],[73839],[74070],[75735],[77622],[77949],[79467],[79728],[79749],[82034],[82657],[84335],[86189],[88245],[88306],[88837],[89840],[90071],[95538],[95865],[97211],[97506],[97541],[98222],[99423],[100870],[101873],[101894],[103769],[104019],[104428],[109682],[112390],[112688],[113350],[114635],[116313],[117156],[117451],[117486],[118167],[119368],[122582],[126144],[126553],[128440],[128508],[128834],[129457],[132989],[135637],[136640],[136661],[137422],[146936],[147231],[147301],[148113],[151901],[152831],[152899],[153225],[153848],[159146],[159444],[163069],[164242],[166605],[166811],[171764],[173442],[175296],[185990],[186096],[188885],[188953],[189279],[190343],[194517],[195905],[196111],[203071],[203366],[203436],[208036],[220394],[222341],[231562],[235536],[235659],[238802],[239008],[241878],[252252],[255147],[255215],[255541],[260779],[275257],[288776],[293125],[293524],[295358],[296146],[312508],[315774],[315980],[318850],[335545],[354446],[362296],[364041],[370016],[381586],[384208],[425875],[438237],[446681],[448426],[463336],[484567],[490542],[532287],[542476],[558836],[580534],[582279],[678958],[689147],[705507] ] cell #756 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [11099],[11727],[12260],[12639],[14858],[16714],[17146],[17358],[17500],[18067],[18782],[18916],[19497],[22445],[22657],[22799],[24980],[25114],[25291],[25386],[25691],[25926],[26194],[27675],[27944],[28156],[28910],[31025],[32544],[32639],[32944],[33179],[33447],[36057],[36326],[36538],[36721],[36816],[36870],[36933],[37317],[37835],[40020],[40420],[40655],[43887],[43982],[44124],[44468],[46388],[46483],[46537],[46600],[46984],[47502],[49548],[51067],[51467],[51702],[51999],[52076],[52578],[52725],[56375],[56429],[57394],[59875],[61315],[61410],[61464],[61527],[61674],[62163],[64148],[64575],[64652],[65154],[65301],[68000],[68095],[68237],[68581],[70596],[70650],[71615],[71913],[72343],[72728],[72782],[76580],[77925],[81921],[82055],[82562],[83765],[83842],[84227],[84281],[87247],[87914],[88344],[88729],[88783],[90562],[92002],[92097],[92151],[92214],[92361],[94835],[95841],[97593],[101754],[102907],[104466],[109568],[109794],[110561],[111068],[112059],[113326],[114540],[116205],[116259],[117538],[120168],[120809],[122012],[122089],[122474],[122528],[125494],[126591],[134047],[135529],[135583],[137474],[141635],[144677],[145536],[148151],[149774],[150281],[156550],[157317],[158815],[161296],[162961],[163015],[164294],[171669],[173334],[173388],[182623],[186218],[187348],[190283],[190395],[191893],[192752],[200812],[205909],[218267],[218774],[229789],[231454],[231508],[235806],[240440],[243236],[258155],[271023],[272633],[273492],[286649],[293142],[298621],[311263],[334107],[336903],[351822],[360651],[380190],[405646],[457664],[481177],[539086],[620285],[751455] ] cell #757 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [12601],[17481],[19422],[22780],[25813],[26150],[28279],[33066],[33403],[36661],[36912],[37372],[40542],[40879],[46579],[47039],[51589],[51926],[52168],[52825],[56471],[56931],[61506],[62285],[64744],[65401],[70692],[71152],[72031],[72824],[77515],[78172],[83934],[84323],[84886],[88032],[88825],[92193],[95431],[96088],[98115],[104154],[110007],[112177],[112581],[113355],[116301],[118060],[122181],[122570],[126279],[129592],[135625],[144438],[145116],[147436],[151794],[153983],[158933],[159337],[163057],[173430],[175189],[185627],[186883],[192332],[194652],[201251],[203571],[207929],[220287],[222476],[231550],[236056],[242771],[253145],[258594],[260914],[273072],[275392],[288669],[299060],[301148],[313028],[319743],[336438],[352261],[354581],[366433],[389210],[406085],[408173],[426768],[442288],[458103],[486959],[509736],[521400],[544868],[576141],[639752],[668071],[737047],[832242],[980371] ] cell #758 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [28905],[37830],[41729],[47497],[52573],[53391],[57389],[65149],[65967],[71610],[72131],[72293],[77920],[78738],[88132],[88294],[95836],[96654],[97199],[97546],[104254],[104416],[112277],[113321],[117144],[117491],[126379],[126541],[128513],[129692],[137080],[137427],[146924],[147536],[148101],[152904],[154083],[159033],[163900],[164247],[167915],[177089],[186084],[188958],[189525],[190348],[194752],[197215],[203059],[203671],[209039],[213821],[222576],[235664],[236513],[239545],[245413],[248432],[255220],[255787],[261014],[275492],[277955],[293208],[294603],[301605],[304637],[313485],[316517],[322385],[339080],[342099],[354681],[361029],[369261],[382665],[389667],[392699],[408630],[411662],[429410],[442745],[445414],[460324],[468556],[489787],[510193],[513225],[528045],[555824],[576598],[579267],[602409],[621593],[640209],[674716],[702495],[717056],[743692],[780233],[854091],[886485],[964604],[1070760],[1230115] ] cell #759 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [14224],[15539],[21113],[22932],[24346],[26711],[29959],[30177],[31083],[33527],[34994],[38207],[39621],[41440],[43056],[43329],[43675],[45283],[48700],[49606],[52949],[53855],[55322],[57766],[61061],[63080],[63699],[65525],[67442],[67788],[72925],[73271],[73489],[74879],[76003],[78296],[79202],[82388],[86634],[88926],[89272],[89490],[91748],[94386],[96212],[98667],[98940],[100686],[101305],[105048],[105394],[105612],[113479],[114366],[118612],[118885],[120635],[124881],[127173],[127519],[127737],[129188],[129222],[133434],[136072],[138548],[138821],[141186],[145194],[148460],[152692],[153579],[153613],[160235],[161122],[165368],[165641],[171495],[175741],[177764],[177798],[182010],[184648],[186237],[186368],[190109],[192410],[194248],[195676],[201329],[204595],[209714],[209748],[221185],[222072],[226177],[229615],[233861],[235289],[235956],[240773],[240807],[242125],[242256],[252499],[252630],[260510],[263619],[270849],[273150],[274988],[276416],[290454],[293249],[295605],[296393],[300381],[301048],[305899],[311089],[312261],[312928],[317745],[334440],[335792],[335923],[354177],[357286],[362049],[362911],[367907],[370263],[380523],[381311],[384455],[403418],[407406],[408073],[412924],[424770],[437962],[438892],[446434],[455436],[462206],[479818],[483437],[488433],[490789],[504981],[532012],[541346],[549302],[565846],[572745],[580287],[596059],[623990],[636356],[662475],[678683],[695973],[725879],[767526],[827005],[835791],[943350],[1064499] ] cell #760 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [14292],[18094],[18149],[21128],[24414],[25953],[26779],[27034],[30192],[31085],[33206],[34754],[35009],[37469],[37691],[38222],[40682],[41508],[43331],[43690],[47136],[47358],[48011],[48715],[49608],[51729],[52964],[53857],[57028],[57250],[57781],[60601],[61063],[63714],[65540],[66453],[67444],[67803],[68608],[71249],[71471],[72927],[73286],[78311],[78509],[79204],[82390],[82697],[84983],[86174],[86636],[88928],[89287],[90608],[91750],[92891],[94401],[96227],[96425],[98669],[101320],[105050],[105409],[111114],[113494],[114368],[114675],[116961],[118614],[120002],[120367],[120637],[124883],[127175],[127534],[129190],[132974],[133436],[136087],[138550],[141201],[143225],[145370],[145735],[148462],[150327],[152707],[153581],[156277],[156348],[161124],[165370],[171497],[171804],[174090],[175743],[177766],[182012],[184663],[186239],[187075],[187146],[190111],[192586],[192951],[194250],[195678],[200009],[209716],[218820],[221200],[222074],[229617],[233863],[235353],[236748],[240775],[242127],[242963],[243034],[260512],[270851],[273326],[273691],[274990],[276418],[290456],[293323],[296395],[300445],[301840],[311091],[317747],[334442],[335794],[336630],[336701],[354179],[362975],[367981],[380525],[384457],[403420],[407470],[408865],[424772],[438966],[455438],[462270],[479820],[483501],[488507],[504983],[541410],[549376],[565848],[572819],[596123],[623992],[636430],[662539],[696047],[725943],[767600],[827069],[835865],[943424],[1064505] ] cell #761 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [58931],[73992],[80800],[89993],[97918],[99635],[106115],[117863],[119580],[128240],[128886],[128991],[137799],[139516],[153277],[153382],[164619],[166336],[166766],[167234],[177462],[177567],[189331],[190720],[196066],[196534],[209412],[209517],[212497],[214194],[224886],[225354],[238963],[239918],[240576],[247108],[248805],[255593],[262328],[262796],[267931],[280879],[293745],[297316],[298058],[299158],[305010],[308171],[315935],[316890],[324080],[330545],[342472],[360561],[361566],[365288],[372716],[376628],[385378],[386120],[393072],[412035],[415196],[435888],[437453],[445951],[449673],[460861],[464583],[472011],[493242],[497154],[513598],[521835],[531503],[547863],[556361],[560083],[579804],[583526],[605864],[622130],[625249],[642964],[652632],[678174],[703032],[706754],[724391],[756419],[780770],[783889],[811272],[833717],[854628],[893820],[925848],[943086],[971939],[1012447],[1094083],[1129357],[1213662],[1326478],[1489996] ] cell #762 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [14209],[19986],[21542],[24331],[26696],[29284],[29689],[31423],[31723],[33867],[34104],[34739],[35423],[38636],[39606],[41425],[42727],[45013],[48212],[48476],[49299],[49946],[50183],[50246],[54195],[54495],[55751],[56018],[57511],[58195],[59165],[61892],[62751],[64318],[66719],[66840],[67245],[68300],[69126],[69390],[71732],[74131],[74609],[76643],[78895],[79542],[79779],[79842],[81098],[81365],[82963],[84500],[87465],[90132],[90527],[93438],[93843],[96811],[98611],[99498],[99804],[100357],[101924],[104325],[105906],[106254],[106732],[106996],[108766],[111033],[112804],[114941],[116478],[118556],[119443],[119749],[119880],[126450],[128031],[128379],[128914],[129763],[129872],[131300],[131694],[134265],[136691],[137327],[138492],[140238],[140643],[144411],[145248],[147607],[150246],[153305],[154154],[154263],[155691],[156085],[164147],[165312],[166873],[167173],[168162],[168257],[169933],[172070],[173607],[176572],[177009],[178448],[185765],[189359],[189772],[191078],[192464],[194823],[196173],[196473],[197462],[197557],[199233],[203742],[208959],[210398],[212411],[212606],[212904],[213741],[218739],[222647],[224184],[226377],[239070],[239370],[239465],[241054],[245660],[247022],[247217],[247515],[248352],[255621],[256034],[261085],[263819],[266276],[266505],[273204],[275563],[278202],[293620],[293857],[297230],[297425],[297723],[299705],[304557],[306516],[306745],[316042],[316342],[316437],[322632],[339327],[342019],[354752],[360410],[360675],[364375],[364604],[368278],[381682],[385292],[385487],[385785],[392619],[411582],[429657],[435810],[436229],[438333],[439263],[459705],[463670],[463899],[467573],[488804],[513145],[523249],[525270],[532383],[546639],[549673],[601426],[616941],[626663],[628684],[646399],[671941],[679054],[729174],[740917],[759854],[785303],[787324],[898603],[910346],[929283] ] cell #763 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [31867],[34311],[44731],[47930],[50390],[54639],[60520],[60855],[62405],[66494],[68844],[74327],[76787],[79986],[82738],[83141],[83610],[86093],[91542],[93092],[98461],[100011],[102361],[106450],[111720],[114716],[115588],[118406],[121388],[121857],[129941],[130410],[130745],[132893],[134778],[138342],[139892],[145006],[150933],[154332],[154801],[155136],[158476],[162344],[165162],[168849],[169252],[171845],[172717],[178517],[178986],[179321],[190928],[192222],[198149],[198552],[201141],[207068],[210467],[210936],[211271],[213499],[214569],[219426],[223294],[226969],[227372],[230837],[236721],[241123],[246816],[248110],[249180],[257190],[258484],[264411],[264814],[272962],[278889],[281881],[282951],[287808],[291676],[293976],[294094],[298950],[301813],[304315],[306215],[313693],[318095],[325082],[326152],[340483],[341777],[348529],[352151],[358078],[360143],[360923],[367001],[367518],[368634],[368752],[382038],[382156],[392377],[397642],[405975],[408838],[411340],[413240],[432107],[435931],[438689],[439619],[444528],[445308],[451903],[457993],[459438],[460218],[466296],[487527],[489160],[489278],[512903],[518168],[522982],[523972],[529981],[532739],[545436],[546341],[550029],[573472],[578381],[579161],[585756],[600149],[616643],[617683],[626396],[637083],[645101],[666565],[670643],[676652],[679410],[696700],[728876],[739619],[748853],[768253],[776323],[785036],[803741],[836518],[850181],[879875],[898305],[918282],[952467],[998310],[1065467],[1074570],[1191859],[1320500] ] cell #764 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [64020],[68109],[76452],[85339],[90453],[94707],[101626],[102308],[110959],[111435],[113717],[119986],[123586],[130692],[132139],[134810],[141507],[145354],[145907],[146621],[150172],[155083],[158191],[160473],[168564],[169284],[170846],[179268],[180715],[188431],[192570],[193837],[197864],[198584],[202042],[202756],[211218],[214400],[214601],[215114],[218665],[226684],[227404],[228966],[236465],[244319],[249011],[249212],[249725],[254693],[257137],[260099],[264126],[264846],[269171],[273310],[274577],[282782],[282983],[283496],[300012],[301557],[309411],[312905],[313437],[318127],[321291],[325983],[326184],[326697],[330132],[337986],[343392],[348360],[348561],[353766],[362693],[367349],[367550],[374670],[376215],[381229],[382070],[389619],[397473],[397674],[408582],[416436],[420462],[428316],[433722],[436757],[437880],[438721],[442697],[447078],[449260],[451734],[451935],[459226],[459367],[475510],[495196],[496741],[510145],[517999],[518200],[520934],[522770],[522911],[528846],[530807],[531930],[532771],[546265],[559670],[576550],[580931],[583113],[585587],[585788],[609363],[614520],[616567],[618509],[624348],[626184],[626325],[640161],[649975],[675517],[677478],[678601],[679442],[706341],[719895],[726753],[728800],[744493],[749679],[777149],[782988],[784824],[784965],[808615],[829518],[851007],[860151],[884749],[889324],[896182],[898229],[919108],[967443],[977647],[999136],[1008248],[1038881],[1075396],[1089884],[1122002],[1163918],[1201163],[1249239],[1321460],[1330447],[1452379],[1582582] ] cell #765 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [108514],[131612],[142454],[156003],[168713],[170268],[180188],[198013],[199568],[212138],[212983],[214305],[226833],[228388],[247594],[248916],[264275],[265830],[266576],[268399],[281365],[282687],[297802],[300161],[306816],[308639],[324566],[325888],[329037],[331031],[345765],[347588],[364675],[365774],[367254],[375120],[377114],[385864],[394878],[396701],[402229],[419367],[436602],[440814],[441709],[443688],[450159],[454247],[463970],[465069],[474415],[482656],[497640],[521439],[522549],[526889],[535759],[540565],[551224],[552119],[560569],[584012],[588100],[614411],[616204],[625963],[630303],[643678],[648018],[656888],[682430],[687236],[707240],[717528],[728437],[747374],[757133],[761473],[784603],[788943],[815528],[834431],[837793],[857784],[868693],[897866],[926562],[930902],[950924],[985922],[1013161],[1016523],[1047423],[1072338],[1094797],[1137195],[1172193],[1191602],[1221500],[1264165],[1350211],[1386832],[1473638],[1588020],[1748135] ] cell #766 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [108512],[131610],[142416],[156001],[168711],[170230],[180186],[198011],[199530],[212136],[212872],[214299],[226831],[228350],[247483],[248910],[264273],[265792],[266570],[268401],[281254],[282681],[297691],[300159],[306810],[308641],[324455],[325882],[329039],[330920],[345759],[347590],[364669],[365663],[367248],[375122],[377003],[385753],[394872],[396703],[402223],[419369],[436596],[440816],[441703],[443690],[450048],[454241],[463964],[464958],[474417],[482658],[497529],[521441],[522543],[526891],[535753],[540567],[551226],[552113],[560458],[583901],[588094],[614416],[616206],[625957],[630305],[643672],[648020],[656882],[682424],[687238],[707129],[717533],[728439],[747376],[757127],[761475],[784597],[788945],[815522],[834425],[837798],[857789],[868695],[897868],[926556],[930904],[950926],[985927],[1013155],[1016528],[1047425],[1072343],[1094791],[1137197],[1172198],[1191607],[1221502],[1264170],[1350216],[1386837],[1473643],[1588025],[1748140] ] cell #767 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [31848],[42839],[45433],[50371],[54620],[56081],[59528],[60105],[62863],[63341],[66952],[67341],[68425],[69546],[70448],[75029],[76768],[79967],[81428],[82215],[85678],[90792],[91196],[92517],[93550],[93711],[93939],[94028],[100469],[100947],[103063],[106031],[107152],[108054],[108891],[112916],[113077],[114193],[116574],[120294],[120462],[121039],[122659],[123802],[123925],[124329],[128156],[131819],[132478],[135714],[139317],[140350],[140511],[140739],[140828],[142944],[145662],[147716],[147839],[152129],[156210],[156707],[160880],[160949],[161526],[166137],[170045],[170206],[170540],[171322],[173703],[177423],[179788],[180931],[181054],[181458],[184290],[186052],[187505],[189867],[189936],[192878],[195055],[199345],[199506],[199840],[200041],[209373],[211738],[213021],[214155],[216209],[216332],[216941],[220622],[224280],[225200],[229373],[229442],[230019],[235604],[235723],[236780],[239879],[243393],[247632],[248766],[250820],[250943],[251552],[262642],[266792],[266965],[268245],[270607],[270676],[273618],[275795],[280085],[280781],[293122],[293355],[297840],[298372],[301872],[304971],[307032],[307205],[308485],[310847],[310916],[316851],[323982],[328807],[329271],[329390],[330447],[337060],[342433],[344610],[364891],[365064],[365190],[373030],[374890],[375354],[375473],[376530],[385902],[386434],[393033],[400147],[400380],[408897],[411996],[415510],[436326],[440584],[441048],[441167],[449575],[452165],[452398],[464186],[464359],[464485],[472325],[493556],[497056],[513559],[521136],[525702],[525935],[530376],[546736],[550994],[551458],[551577],[559985],[583428],[606178],[614764],[617038],[618078],[642265],[646831],[647064],[651505],[677047],[706656],[719018],[721234],[729271],[745934],[749248],[810145],[828656],[839283],[841499],[861490],[890663],[898700],[955939],[968782],[989628],[1018013],[1020229],[1142210],[1155053],[1175899] ] cell #768 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [109537],[144646],[144744],[186448],[191862],[191960],[193446],[200781],[200879],[201812],[242336],[243709],[252710],[253451],[258124],[258222],[259155],[259708],[272602],[272700],[274186],[279765],[298590],[298688],[302680],[305539],[313849],[317419],[319308],[320049],[320681],[323792],[336003],[337376],[343001],[351791],[351889],[352822],[353375],[358954],[360620],[361619],[365998],[373346],[386750],[389879],[390031],[390742],[405615],[405713],[409705],[412564],[415826],[424444],[426333],[427074],[427706],[430817],[433331],[435890],[437512],[442957],[446004],[450383],[457633],[457731],[460914],[465293],[468049],[479492],[481146],[482145],[486524],[488198],[493872],[497864],[500723],[507276],[510405],[510557],[511268],[517389],[521837],[527538],[531562],[539055],[540054],[544433],[546107],[547922],[555714],[568141],[569743],[571365],[576810],[577703],[579857],[584236],[591584],[594767],[599146],[601902],[610486],[614954],[620254],[621483],[625251],[629792],[633354],[634976],[640421],[641314],[642966],[661183],[665562],[668337],[668508],[674209],[675929],[678233],[686725],[691104],[694593],[702385],[716874],[721838],[725449],[732487],[737313],[737484],[743185],[744905],[751424],[760962],[766146],[773594],[773944],[780123],[783891],[788432],[793616],[801606],[825972],[827538],[832508],[835341],[842103],[847452],[847802],[853981],[862094],[865705],[872743],[877740],[885783],[886303],[901916],[906913],[930391],[948595],[948945],[951322],[954821],[963902],[964422],[975667],[980637],[983470],[990232],[1004702],[1020833],[1051473],[1065290],[1070058],[1070578],[1086338],[1099620],[1103154],[1103504],[1105881],[1109380],[1141092],[1176503],[1191345],[1196424],[1199110],[1224645],[1229413],[1229933],[1237499],[1301207],[1320791],[1323331],[1339490],[1353717],[1358796],[1394340],[1432729],[1453825],[1464987],[1481146],[1484309],[1535866],[1584675],[1595107],[1660217],[1676376],[1723944],[1786934],[1910215] ] cell #769 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [194496],[203415],[221467],[222320],[241857],[252231],[260758],[269768],[275236],[276830],[295337],[296125],[300358],[310008],[312238],[318829],[331545],[332654],[335524],[348957],[354425],[362026],[362888],[364020],[369995],[377628],[378737],[384187],[388420],[398070],[403150],[407383],[421875],[422984],[425854],[439848],[446411],[448405],[455168],[462183],[463315],[466688],[476923],[478032],[483414],[484546],[490521],[504713],[505482],[508946],[522335],[529548],[533898],[541323],[542455],[547211],[550258],[554286],[558815],[565578],[566347],[573701],[580264],[582258],[596036],[597168],[617513],[623722],[625749],[632962],[637312],[641991],[642821],[643464],[655027],[662452],[663584],[669006],[680569],[689126],[696929],[705486],[713018],[718744],[719574],[725856],[729746],[735955],[737982],[745539],[745615],[756919],[768482],[784389],[791602],[795952],[802104],[813667],[822224],[826982],[828261],[828337],[834217],[839009],[839839],[842601],[846121],[856563],[878238],[899175],[905384],[907411],[926348],[937911],[942618],[944605],[951820],[954265],[955544],[955620],[990730],[1012947],[1017739],[1018569],[1021331],[1024851],[1056968],[1064631],[1068791],[1075701],[1077688],[1094583],[1106379],[1138091],[1140536],[1141815],[1141891],[1177001],[1194427],[1202124],[1222396],[1228146],[1260618],[1267528],[1269515],[1298206],[1323751],[1346664],[1356799],[1384768],[1389657],[1397354],[1423376],[1476463],[1487269],[1510182],[1520127],[1553175],[1592705],[1606689],[1639221],[1682499],[1720971],[1766804],[1839282],[1846848],[1961234],[2077088] ] cell #770 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [142599],[170413],[183707],[199713],[214781],[216631],[228533],[249392],[251242],[265975],[266945],[268447],[283163],[285013],[307185],[308687],[326364],[328214],[329085],[331126],[346134],[347636],[365044],[367730],[375168],[377209],[395247],[396749],[400416],[402598],[419415],[421456],[440862],[442078],[443736],[452434],[454616],[464339],[474463],[476504],[482704],[501979],[521487],[525971],[526937],[529129],[536128],[540613],[551272],[552488],[562844],[571957],[588469],[615107],[616252],[620846],[630351],[635568],[647100],[648066],[657257],[682799],[687284],[716408],[718224],[728485],[733079],[747422],[752016],[761521],[788991],[794208],[815897],[827183],[838489],[858480],[868741],[873335],[897914],[902508],[930950],[950972],[954466],[975312],[986618],[1017219],[1047471],[1052065],[1073034],[1109025],[1137243],[1140737],[1172889],[1198755],[1221548],[1264861],[1300852],[1321075],[1350907],[1393985],[1480791],[1517451],[1604013],[1717181],[1872851] ] cell #771 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [77098],[87100],[95224],[102760],[109221],[110427],[115820],[124147],[125347],[133900],[135144],[142024],[142641],[143953],[144903],[148061],[149640],[151272],[157183],[157824],[160082],[160982],[162576],[170455],[172949],[174667],[181276],[182476],[183720],[186398],[189969],[192119],[199755],[201038],[201671],[204286],[205507],[205775],[206416],[207407],[216554],[216644],[218133],[219765],[228575],[229475],[231069],[232787],[235756],[240038],[240306],[242286],[246171],[251165],[251255],[252480],[252660],[253610],[256657],[258381],[259014],[266017],[266958],[270709],[271135],[272859],[285026],[286247],[286515],[287156],[288147],[293755],[295586],[298847],[305398],[307198],[310949],[311375],[312778],[319258],[320208],[328227],[329423],[329473],[333705],[333973],[335953],[339838],[346147],[350324],[352048],[352681],[359958],[362566],[365057],[365948],[370244],[373505],[375506],[375556],[379788],[380056],[381204],[395260],[399437],[400167],[400780],[402611],[405872],[412423],[418288],[419803],[426283],[427233],[436506],[437855],[441200],[441250],[442091],[446951],[452185],[452798],[454629],[457890],[464352],[474851],[480484],[483092],[486474],[490770],[494031],[500582],[501730],[520909],[525722],[526335],[527325],[531905],[536141],[538393],[541001],[544383],[551610],[551660],[552501],[562595],[570359],[571708],[580804],[588482],[591743],[614784],[619592],[620597],[630739],[633970],[635319],[646851],[647464],[648454],[657270],[667580],[678576],[682812],[687672],[716755],[716844],[722454],[732830],[736556],[745954],[750762],[751767],[761909],[789379],[793959],[815910],[828676],[831751],[837109],[857011],[857100],[862710],[873086],[902259],[931338],[945053],[945142],[946262],[955959],[979880],[985238],[1015839],[1051816],[1069428],[1078136],[1078225],[1100821],[1142230],[1171509],[1206921],[1228783],[1261255],[1269963],[1270052],[1347301],[1369293],[1402151],[1543677],[1565669] ] cell #772 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [40805,507808],[41796,232864],[42012,356525],[51852,568673],[53458,271212],[53735,406245],[56450,593886],[58778,290319],[66034,311452],[66311,458263],[70671,660302],[72208,481264],[72563,330314],[72803,670248],[73669,334305],[77410,693052],[78805,350401],[84302,723578],[88209,539173],[88564,376397],[88804,739224],[89670,380388],[95326,764605],[96721,399514],[97151,569824],[97888,401770],[98010,775323],[104686,420644],[105792,424635],[112354,620372],[112476,832760],[116280,843843],[117096,633435],[117833,453788],[117955,849181],[122549,863834],[126811,475692],[127917,479683],[129032,481489],[135604,908653],[137769,503333],[144967,944152],[146876,721919],[148371,529028],[151689,960043],[153423,539398],[159110,751542],[159232,980889],[163036,991972],[164589,564198],[173409,1022573],[175084,1027911],[177608,594111],[190690,623130],[192183,1077235],[201102,1098711],[203011,862175],[207824,1114602],[209558,660527],[220182,1146314],[231529,1178243],[240617,724793],[258445,1236590],[272923,1269062],[288564,1306429],[293891,826629],[298911,1328664],[352112,1431820],[405936,1525040],[457954,1611602], [3177,151567,535300],[5447,194092,629136],[6394,207702,656429],[7168,220060,681971],[8735,242582,727017],[8951,244794,731825],[10087,256952,754300],[10341,260354,760306],[11507,274832,787776],[11834,174962,587641],[12454,288442,815069],[13278,186694,829782],[13822,301429,837020],[15728,317589,865049],[15895,319554,867273],[16111,321766,872081],[17584,336249,896446],[17800,338461,901254],[18270,221916,686069],[18365,136470,500914],[18936,350619,923729],[19190,354021,929735],[19517,233082,710869],[20342,236337,946173],[20501,366244,947319],[21032,152852,736467],[22980,381953,974758],[23400,252956,977911],[23711,387282,982808],[23944,389491,985149],[25134,399732,1003757],[25765,97670,401720],[26214,271430,781770],[26309,408454,1015750],[27067,174744,587591],[27283,277336,792954],[27404,103640,418477],[28215,424614,1043779],[28382,426579,1046003],[28598,428791,1050811],[29068,290298,819167],[29163,185046,613536],[30007,438604,1067318],[30096,188906,831662],[30357,442569,1069339],[31938,450629,1080402],[33018,117615,453738],[33467,311670,855628],[33678,460033,1097565],[34223,313309,1100732],[34382,314095,1101878],[36597,479662,1126900],[37175,334172,674858],[37436,129053,482102],[37595,486770,1133590],[37724,219842,681921],[38041,334284,894222],[38126,128461,667491],[39219,221937,686682],[39252,135364,496923],[40074,502479,1161029],[40494,137551,503283],[40943,232177,514318],[41038,510017,1171420],[42133,143521,520040],[43207,523577,1193709],[45331,532654,1204811],[45681,536619,1206832],[46842,380255,743834],[47103,153444,540011],[47262,544679,1217895],[47391,151349,535250],[47708,380367,972341],[47814,546381,1224220],[48530,253674,1226673],[48619,255168,979791],[48880,383338,1228694],[50461,390277,1239757],[51121,563344,1246350],[51541,164371,564148],[51990,163684,393792],[52296,400916,1005359],[52366,405599,780167],[52779,572457,1259145],[52868,167296,570703],[53129,576422,1261166],[53299,274853,788389],[53332,173169,583295],[54710,584482,1272229],[56734,286714,602551],[56995,177629,594724],[57154,178127,424137],[57283,288224,815019],[57600,183186,430357],[58811,183940,609545],[60404,616683,1322906],[61728,621346,1327544],[62237,190472,623080],[63231,626991,1334089],[64872,452934,1086995],[64942,457617,854025],[65355,636068,1345191],[65444,196596,634314],[65705,640033,1347212],[65875,194113,629749],[65908,116040,449442],[69444,320272,1367183],[69794,469229,1369204],[70955,205974,468698],[71216,209579,661140],[71375,210077,479185],[71504,207484,656379],[71821,126057,323332],[71990,481070,886347],[72266,486395,674241],[73702,216864,675699],[74927,679325,1400041],[75277,683290,1402062],[76858,691350,1413125],[77643,229835,510327],[77713,351775,702429],[78126,138124,350258],[78215,225416,693931],[78476,226008,507233],[78646,354042,930348],[78679,231289,706523],[80057,510803,1434987],[82608,236647,722721],[84062,526471,1197081],[84859,240505,528187],[84950,240638,725406],[85977,728916,1464562],[87301,733579,1469200],[87519,373569,1470320],[87810,246360,545800],[87991,538979,964466],[88267,544304,743217],[89703,251475,744675],[92415,752516,1491062],[92924,256734,754250],[95559,161342,389801],[95629,258108,555758],[96042,164944,399371],[96131,262858,765484],[96392,263450,568098],[96562,260375,760919],[96595,162796,559852],[97172,570215,773696],[98243,271069,576732],[100837,785631,1530465],[102961,794708,1541567],[103311,798673,1543588],[104113,286349,426722],[104389,426204,601934],[105825,285246,808797],[107050,427297,1563559],[107400,603082,1565580],[108981,290817,433024],[110261,186837,294695],[110626,294745,832465],[112136,620178,1070622],[112709,190329,442879],[113114,298574,621527],[113398,299220,834679],[114586,301739,634237],[116796,195587,459210],[116928,305730,641271],[117117,633826,847554],[118188,311309,640343],[120855,313619,862977],[122309,647600,1359453],[123197,317610,865662],[123230,204506,650157],[125548,873835,1631958],[126238,205609,319697],[126514,319179,468081],[127950,328447,884931],[129551,333807,486913],[132777,898345,1659792],[134101,903008,1664430],[134319,494095,1665550],[134610,340027,487891],[136503,224502,345142],[137053,351846,510166],[142842,233437,357948],[143192,357117,517346],[144392,360544,716918],[144515,360738,943006],[144630,360963,947987],[144701,236486,361576],[146897,722310,948697],[147395,240140,366387],[148074,365869,527570],[149474,242725,369353],[149839,369403,737270],[150803,151922,246217],[153942,379890,544822],[157017,253099,382757],[157382,382807,980594],[157870,159465,256591],[158892,751348,1229977],[163552,163717,261849],[163873,258179,389640],[167888,405670,576571],[171715,408764,570626],[173925,276327,407192],[174057,412755,577660],[175317,278759,418334],[176626,591807,1803429],[182677,1052565,1823785],[185079,292884,435472],[185714,435971,1064865],[186057,436362,615056],[186319,294128,436850],[189498,298645,442718],[191846,445348,846844],[191917,301578,445961],[193139,194611,305232],[197188,457688,640182],[200765,460258,1102546],[200836,313458,460871],[201505,203530,317112],[203032,862566,1103256],[206462,206938,208057],[217967,336392,489879],[218332,489929,668294],[219296,220415,339884],[222435,342694,500416],[232045,232210,355516],[235189,235240,520820],[242207,368786,530900],[243666,245386,373303],[252581,382190,547260],[253408,255760,386707],[258848,259401,260873],[272586,579201,772986],[272657,408603,579814],[273879,275351,412257],[277928,415783,591541],[287202,287678,288797],[320006,320638,322358],[335874,489312,677571],[337333,339053,493829],[352515,353068,354540],[427031,427663,429383] ] cell #773 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [3178],[4874],[5458],[6395],[7169],[8128],[8848],[8964],[9768],[10088],[10352],[11518],[11835],[12455],[12913],[13973],[15288],[15409],[15739],[16008],[16124],[17697],[17813],[18281],[18366],[18937],[19201],[19518],[19677],[20838],[21216],[23000],[23035],[23263],[23282],[23724],[24095],[24216],[25135],[26215],[26460],[27296],[28226],[28495],[28611],[29079],[29164],[30027],[30807],[32275],[33468],[33703],[35097],[35325],[35344],[36608],[37176],[37932],[38052],[38310],[40094],[40818],[40944],[41189],[41310],[42025],[43232],[44166],[45351],[46131],[46150],[46843],[47599],[47719],[47775],[51141],[51865],[51991],[52319],[52368],[52799],[53579],[53748],[55047],[56475],[56735],[57869],[58097],[58116],[59795],[60365],[61748],[63256],[64895],[64944],[65375],[66155],[66324],[70696],[70956],[71992],[72236],[72263],[72828],[73762],[74947],[75727],[75746],[77195],[77371],[77715],[81785],[84085],[84327],[84860],[85938],[87321],[87993],[88237],[88264],[88829],[89763],[92435],[95287],[95631],[97104],[97169],[97401],[97971],[100862],[102981],[103761],[103780],[104386],[112138],[112382],[112437],[113116],[116305],[117049],[117114],[117346],[117916],[122332],[122574],[125568],[126511],[128401],[128585],[132738],[134121],[135629],[144295],[144394],[146829],[146894],[147126],[148071],[151650],[152792],[152976],[158894],[159138],[159193],[163061],[173434],[175045],[182697],[185939],[186054],[188846],[189030],[191511],[200430],[202964],[203029],[203261],[207785],[220143],[231554],[235116],[235497],[237169],[237880],[252201],[255108],[255292],[257773],[272251],[288525],[295307],[296896],[302261],[312469],[314852],[351440],[362257],[369965],[371554],[384958],[403921],[409286],[446642],[455939],[470849],[490491],[492080],[580495],[589792],[604702] ] cell #774 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [10166],[10221],[13372],[13590],[15863],[19015],[19070],[19798],[20041],[20469],[21675],[23494],[25859],[26077],[28350],[29292],[29765],[31478],[31906],[33112],[33330],[33922],[34350],[35556],[36892],[37135],[37563],[38769],[40588],[42735],[45089],[46559],[46802],[47230],[48288],[50001],[50429],[51635],[52064],[52537],[54250],[54678],[55884],[56694],[57122],[58328],[61486],[61947],[62759],[63966],[64520],[64640],[65113],[66848],[69202],[70915],[71343],[72331],[74685],[76398],[76826],[77884],[79597],[80025],[81231],[83830],[84576],[84819],[85495],[87059],[87778],[88332],[92173],[93446],[94653],[95800],[99553],[100365],[101572],[102126],[102719],[104454],[106808],[108521],[108949],[110415],[111591],[112812],[113285],[113778],[114099],[115808],[119498],[122077],[123066],[125306],[126579],[131376],[131619],[132295],[133859],[134578],[135132],[140246],[141453],[144419],[145968],[146289],[148139],[148735],[148861],[149628],[155767],[156010],[157171],[158347],[160041],[162564],[168720],[169941],[170907],[171228],[172937],[180195],[182435],[186206],[187708],[187834],[191094],[198020],[199241],[201659],[202103],[202424],[204274],[205763],[212145],[212912],[214461],[217228],[217354],[218121],[226840],[231057],[235419],[237463],[240294],[247523],[249072],[252468],[253970],[254096],[259002],[264282],[268574],[271834],[282843],[286503],[293395],[295574],[297731],[300168],[305386],[308814],[312391],[314435],[326044],[333961],[347763],[352669],[362179],[367410],[370232],[380044],[381457],[385793],[396876],[412411],[436818],[438108],[443863],[446564],[490758],[500570],[521679],[532158],[580417],[614353],[678829] ] cell #775 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [5519],[7267],[7292],[8750],[10413],[11174],[11579],[11692],[13293],[13776],[14933],[15769],[15910],[17204],[17323],[17599],[18857],[19262],[20296],[20516],[22503],[22622],[22986],[23415],[23898],[25055],[25780],[26263],[28002],[28121],[28397],[30013],[30311],[31953],[33033],[33535],[34177],[34397],[34844],[36384],[36503],[37390],[37610],[40509],[40618],[40992],[42857],[43064],[44526],[45337],[45635],[47057],[47277],[48075],[48834],[49513],[50476],[51556],[51665],[53083],[54725],[56949],[57169],[60665],[62252],[62881],[63088],[64550],[65659],[66470],[66767],[66970],[69748],[71170],[71390],[72453],[74933],[75231],[76873],[78430],[80072],[81261],[82714],[83011],[84904],[86238],[87825],[88454],[90194],[90202],[93568],[96346],[100487],[100694],[102156],[103265],[104576],[107354],[108996],[110054],[110700],[110708],[112934],[114692],[114989],[115930],[116882],[119847],[126701],[133038],[134625],[135254],[140368],[143146],[144106],[145215],[148261],[149267],[149913],[149921],[162686],[170063],[171821],[172118],[173059],[174011],[183830],[185732],[188240],[191322],[192431],[199363],[204396],[216754],[217760],[218406],[218414],[231179],[237691],[241620],[251365],[254502],[268980],[272062],[273171],[285136],[295888],[309220],[314663],[328337],[331358],[335287],[348169],[377441],[383950],[397282],[402913],[421688],[444269],[454931],[476736],[504476],[529361],[565341],[615407],[623485],[717372],[826009] ] cell #776 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [7839],[11270],[12588],[15029],[17031],[17468],[18953],[19428],[22330],[22767],[25151],[25376],[25414],[26156],[27829],[28266],[32629],[32667],[33409],[36211],[36648],[36785],[36939],[36961],[40105],[40143],[40885],[43972],[44448],[46452],[46606],[46628],[51152],[51190],[51932],[52033],[52082],[52810],[56344],[56498],[56520],[61379],[61533],[61759],[62015],[64609],[64658],[65386],[68085],[70565],[70719],[70741],[71871],[72697],[72851],[77380],[77429],[82019],[83799],[83848],[84196],[84350],[84645],[87332],[87872],[88698],[88852],[92066],[92220],[92446],[95296],[95345],[97980],[98029],[102992],[103994],[109828],[109916],[110525],[112017],[112446],[112495],[116174],[116328],[117925],[117974],[122046],[122095],[122443],[122597],[125579],[126119],[128594],[129432],[134132],[135498],[135652],[143896],[144228],[144304],[145025],[147276],[149738],[151659],[151708],[152985],[153823],[156584],[157281],[158773],[159202],[159251],[162930],[163084],[166786],[173303],[173457],[175054],[175103],[182708],[185965],[186341],[187382],[189039],[191520],[192241],[196086],[200363],[200439],[201160],[205873],[207794],[207843],[218231],[220152],[220201],[231423],[231577],[235262],[237102],[237178],[237889],[238983],[240404],[242229],[243270],[252603],[255301],[257782],[258503],[272260],[272981],[286613],[288534],[288583],[296905],[298969],[302194],[302270],[314861],[315955],[319201],[334071],[335896],[336937],[351449],[352170],[365891],[371563],[380154],[384967],[403930],[405994],[409219],[409295],[426226],[436384],[455948],[458012],[470858],[486417],[492089],[544326],[570237],[589801],[604711],[633848],[722332],[862588] ] cell #777 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [5478],[8137],[8973],[10372],[11538],[11870],[12730],[12991],[13982],[14149],[15297],[15759],[16133],[17822],[18301],[19221],[19553],[19912],[21294],[23113],[23272],[23733],[24104],[24271],[26469],[26636],[27305],[28246],[28296],[28620],[29099],[30816],[31349],[33712],[33793],[34054],[34075],[34679],[35175],[35334],[36628],[36678],[38072],[38388],[39546],[40113],[40827],[41198],[41365],[42034],[43241],[44244],[46140],[47739],[48027],[49872],[50133],[50154],[51160],[51874],[52818],[53588],[53757],[54121],[56281],[56484],[57451],[57947],[58106],[59105],[60617],[61767],[61818],[63265],[64268],[64289],[65394],[66164],[66333],[66414],[70502],[70705],[71672],[72245],[72634],[72837],[73840],[74071],[75736],[77345],[77623],[79468],[79729],[79750],[82035],[82658],[84133],[84336],[86190],[88246],[88635],[88838],[89841],[90072],[95261],[95539],[97250],[97507],[97945],[98223],[99424],[100871],[101874],[101895],[103770],[104020],[109683],[109872],[112391],[112411],[112689],[114636],[116314],[117195],[117452],[117890],[118168],[119369],[122583],[126145],[128441],[128559],[128835],[129458],[132990],[135638],[136641],[136662],[144269],[146975],[147232],[147302],[151902],[152832],[152950],[153226],[153849],[159147],[159445],[163070],[166609],[166812],[171765],[173443],[175297],[185546],[185991],[188886],[189004],[189280],[194518],[195909],[196112],[203110],[203367],[203437],[208037],[220395],[222342],[231563],[235537],[238806],[239009],[241879],[252253],[255148],[255266],[255542],[260780],[275258],[288777],[293528],[295359],[296147],[312509],[315778],[315981],[318851],[335546],[354447],[362297],[364042],[370017],[381590],[384209],[425876],[438241],[446682],[448427],[463337],[484568],[490543],[532291],[542477],[558837],[580535],[582280],[678962],[689148],[705508] ] cell #778 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [4659],[6987],[7831],[9567],[10964],[11262],[12273],[14723],[15021],[16727],[16884],[16927],[18647],[18945],[22183],[22226],[24845],[25143],[25253],[25392],[27682],[27725],[30585],[30958],[32506],[32645],[36064],[36107],[36763],[37324],[39982],[40121],[43849],[44131],[44344],[46430],[46991],[49108],[51029],[51168],[52687],[56322],[59832],[61357],[61636],[61993],[64155],[65263],[67962],[68244],[70543],[72675],[76587],[81997],[82519],[84174],[87209],[88676],[92044],[92323],[94842],[101761],[102869],[109562],[110503],[114497],[116152],[120766],[122421],[125456],[134009],[135476],[141642],[144671],[149716],[157259],[161253],[162908],[171626],[173281],[182585],[190240],[191887],[200806],[205851],[218209],[229746],[231401],[240382],[258149],[270980],[272627],[286591],[298615],[311220],[334049],[351816],[360645],[380132],[405640],[457658],[481171],[539080],[620279],[751449] ] cell #779 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [14225],[15540],[21114],[22933],[24347],[26712],[29960],[30178],[31084],[33528],[34995],[38208],[39622],[41441],[43057],[43330],[43676],[45284],[48701],[49607],[52950],[53856],[55323],[57767],[61062],[63081],[63700],[65526],[67443],[67789],[72926],[73272],[73490],[74880],[76004],[78297],[79203],[82389],[86635],[88927],[89273],[89491],[91749],[94387],[96213],[98668],[98941],[100687],[101306],[105049],[105395],[105613],[113480],[114367],[118613],[118886],[120636],[124882],[127174],[127520],[127738],[129189],[129223],[133435],[136073],[138549],[138822],[141187],[145195],[148461],[152693],[153580],[153614],[160236],[161123],[165369],[165642],[171496],[175742],[177765],[177799],[182011],[184649],[186238],[186369],[190110],[192411],[194249],[195677],[201330],[204596],[209715],[209749],[221186],[222073],[226178],[229616],[233862],[235290],[235952],[240774],[240808],[242126],[242257],[252500],[252631],[260511],[263620],[270850],[273151],[274989],[276417],[290455],[293245],[295606],[296394],[300382],[301044],[305900],[311090],[312262],[312924],[317746],[334441],[335793],[335924],[354178],[357287],[362050],[362912],[367903],[370264],[380524],[381307],[384456],[403419],[407407],[408069],[412925],[424771],[437958],[438888],[446435],[455437],[462207],[479819],[483438],[488429],[490790],[504982],[532008],[541347],[549298],[565847],[572741],[580288],[596060],[623991],[636352],[662476],[678679],[695969],[725880],[767522],[827006],[835787],[943346],[1064492] ] cell #780 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [27460],[32103],[35903],[39414],[42189],[42887],[45811],[49820],[50626],[54875],[55462],[58675],[58973],[59535],[60169],[61275],[62911],[63828],[67000],[68551],[68704],[69924],[74034],[75407],[76260],[79416],[80222],[80809],[82222],[83470],[85742],[90035],[90856],[91244],[92725],[92977],[93598],[94515],[98881],[99644],[100517],[101434],[106157],[106310],[107530],[108383],[109789],[111605],[112964],[114200],[118826],[119589],[120342],[120469],[121103],[121148],[122928],[123989],[124377],[128282],[128895],[130270],[131481],[132542],[139525],[139777],[140398],[141315],[144169],[145710],[147903],[152177],[153286],[154661],[155872],[156771],[160956],[161590],[161635],[166345],[166918],[167144],[168734],[170093],[171329],[177471],[180057],[181118],[181506],[185540],[187569],[189340],[189943],[192926],[195119],[195164],[196218],[196444],[198034],[199393],[200048],[209421],[212007],[212406],[212662],[214203],[216396],[220670],[225264],[229449],[230083],[230128],[235730],[236787],[239115],[239341],[239927],[243457],[247017],[247273],[248814],[251007],[255602],[262706],[266280],[268309],[270683],[273666],[275859],[275904],[280133],[280788],[293362],[297225],[297481],[298436],[301879],[305019],[306520],[308549],[310923],[316087],[316313],[316899],[323989],[329397],[330454],[337124],[342481],[344674],[344719],[360405],[364379],[365197],[373094],[375480],[376537],[385287],[385543],[386498],[393081],[400387],[408904],[412044],[415574],[436233],[436333],[441174],[449582],[452405],[459700],[463674],[464492],[472389],[493620],[497063],[513607],[523244],[525942],[530383],[546643],[546743],[551584],[559992],[583435],[606242],[616945],[617045],[618085],[626658],[647071],[651512],[677054],[706663],[721241],[729178],[729278],[749255],[785298],[810152],[841506],[861497],[890670],[898607],[898707],[968789],[989635],[1020236],[1155060],[1175906] ] cell #781 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [64012],[68101],[76071],[76444],[85331],[90445],[94699],[99008],[101618],[102300],[110951],[111427],[113655],[118953],[119924],[123578],[130104],[130684],[132131],[138889],[141499],[145292],[145845],[146613],[150164],[154495],[155075],[158183],[160411],[165709],[168556],[170784],[178680],[179260],[180707],[188369],[192508],[193829],[197856],[201980],[202748],[204663],[210630],[211210],[214338],[215106],[218657],[226676],[227132],[228904],[236298],[241286],[244257],[248949],[249717],[252567],[254631],[257129],[260091],[264118],[264574],[269109],[273248],[274569],[282720],[283488],[295673],[300004],[301390],[306378],[309349],[312399],[312897],[313270],[321229],[325921],[326689],[329965],[337924],[343384],[348298],[353758],[358241],[362187],[362685],[367287],[370331],[374662],[376048],[381220],[381443],[389452],[397411],[408415],[413403],[416374],[420295],[428254],[433714],[436695],[437871],[438094],[442530],[446572],[447070],[449093],[451672],[459234],[475343],[490857],[495188],[496574],[509978],[517937],[520925],[522778],[528679],[530745],[531921],[532144],[559503],[576383],[580425],[580923],[582946],[585525],[609196],[614528],[618447],[624339],[626192],[639994],[649808],[675350],[677416],[678592],[678815],[706174],[719886],[726761],[744326],[749617],[777087],[782979],[784832],[808448],[829526],[850945],[860142],[884582],[889315],[896190],[919046],[967434],[977655],[999074],[1008256],[1038872],[1075334],[1089892],[1121993],[1163926],[1201154],[1249247],[1321451],[1330455],[1452387],[1582589] ] cell #782 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [31868],[34312],[44732],[47931],[50391],[54640],[60521],[60856],[62406],[66495],[68845],[74328],[76788],[79987],[82739],[83142],[83611],[86094],[91543],[93093],[98462],[100012],[102362],[106451],[111721],[114717],[115589],[118407],[121389],[121858],[129942],[130411],[130746],[132894],[134779],[138343],[139893],[145007],[150934],[154333],[154802],[155137],[158477],[162345],[165163],[168850],[169253],[171846],[172718],[178518],[178987],[179322],[190929],[192223],[198150],[198553],[201142],[207069],[210468],[210937],[211272],[213500],[214570],[219427],[223295],[226970],[227373],[230838],[236722],[241124],[246817],[248111],[249181],[257191],[258485],[264412],[264815],[272963],[278890],[281882],[282952],[287809],[291677],[293977],[294095],[298951],[301814],[304316],[306216],[313694],[318096],[325083],[326153],[340484],[341778],[348530],[352152],[358079],[360144],[360920],[367002],[367519],[368635],[368753],[382039],[382157],[392378],[397643],[405976],[408839],[411341],[413241],[432108],[435928],[438690],[439620],[444529],[445305],[451904],[457994],[459439],[460215],[466297],[487528],[489161],[489279],[512904],[518169],[522983],[523973],[529978],[532740],[545437],[546338],[550030],[573473],[578382],[579158],[585757],[600150],[616640],[617680],[626397],[637084],[645102],[666566],[670644],[676649],[679411],[696701],[728873],[739620],[748850],[768254],[776320],[785037],[803742],[836519],[850178],[879876],[898302],[918279],[952468],[998307],[1065468],[1074567],[1191856],[1320495] ] cell #783 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [194492],[203411],[221478],[222316],[241853],[252227],[260754],[269779],[275232],[276826],[295333],[296121],[300354],[310019],[312234],[318825],[331556],[332650],[335520],[348968],[354421],[362022],[362884],[364016],[369991],[377639],[378733],[384183],[388416],[398081],[403146],[407379],[421886],[422980],[425850],[439844],[446407],[448401],[455164],[462179],[463311],[466699],[476934],[478028],[483410],[484542],[490517],[504709],[505493],[508942],[522331],[529559],[533894],[541319],[542451],[547222],[550254],[554282],[558811],[565574],[566358],[573697],[580260],[582254],[596032],[597164],[617524],[623718],[625745],[632973],[637308],[642284],[642817],[643460],[655023],[662448],[663580],[669002],[680565],[689122],[696925],[705482],[713029],[719037],[719570],[725852],[729757],[735951],[737978],[745538],[745909],[756915],[768478],[784385],[791613],[795948],[802100],[813663],[822220],[826978],[828260],[828631],[834213],[839302],[839835],[842597],[846117],[856570],[878234],[899186],[905380],[907407],[926344],[937907],[942617],[944612],[951816],[954261],[955543],[955914],[990726],[1012943],[1018032],[1018565],[1021327],[1024847],[1056964],[1064638],[1068787],[1075700],[1077695],[1094579],[1106375],[1138087],[1140532],[1141814],[1142185],[1176997],[1194426],[1202131],[1222392],[1228142],[1260614],[1267527],[1269522],[1298202],[1323758],[1346660],[1356798],[1384764],[1389656],[1397361],[1423372],[1476462],[1487276],[1510178],[1520134],[1553174],[1592701],[1606696],[1639220],[1682506],[1720970],[1766811],[1839281],[1846855],[1961241],[2077091] ] cell #784 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [142600],[170414],[183708],[199714],[214782],[216632],[228534],[249393],[251243],[265976],[266946],[268448],[283164],[285014],[307186],[308688],[326365],[328215],[329086],[331130],[346135],[347637],[365045],[367731],[375169],[377213],[395248],[396750],[400420],[402599],[419416],[421460],[440863],[442079],[443737],[452438],[454617],[464340],[474464],[476508],[482705],[501983],[521488],[525975],[526938],[529133],[536129],[540614],[551273],[552489],[562848],[571961],[588470],[615111],[616253],[620850],[630352],[635572],[647104],[648067],[657258],[682800],[687285],[716415],[718228],[728486],[733083],[747423],[752020],[761522],[788992],[794212],[815898],[827190],[838493],[858484],[868742],[873339],[897915],[902512],[930951],[950973],[954473],[975319],[986622],[1017223],[1047472],[1052069],[1073038],[1109032],[1137244],[1140744],[1172893],[1198762],[1221549],[1264865],[1300859],[1321082],[1350911],[1393992],[1480798],[1517458],[1604020],[1717188],[1872858] ] cell #785 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [19948],[29279],[29636],[31385],[31837],[33829],[34111],[42722],[44960],[45457],[48159],[48438],[49908],[50190],[50360],[54157],[54609],[56070],[61854],[62746],[63376],[64325],[66835],[67192],[68414],[69073],[69352],[69570],[70437],[74556],[75053],[76757],[79504],[79786],[79956],[81417],[82543],[84447],[87427],[92541],[93375],[93433],[93790],[94063],[99460],[100352],[100982],[101931],[103087],[106020],[106679],[106958],[107176],[108043],[108880],[110532],[112003],[112799],[114521],[116425],[119405],[120790],[122694],[123331],[128145],[129343],[131247],[131808],[134227],[135749],[136698],[139341],[140175],[140233],[140590],[140863],[142968],[144406],[144618],[146366],[149745],[153734],[155638],[156199],[157288],[160327],[166161],[167661],[169132],[169928],[170564],[171650],[173554],[176534],[177919],[179823],[180460],[184325],[185702],[185897],[188285],[191834],[194403],[196961],[198432],[199228],[199864],[200753],[209869],[211773],[212899],[213045],[213111],[214859],[216976],[218238],[222227],[224131],[225781],[228820],[235429],[240928],[245159],[247510],[247656],[247722],[249470],[251587],[260665],[263223],[266442],[266637],[267000],[269025],[272574],[275143],[277701],[281493],[293113],[297718],[297864],[299585],[303927],[306682],[306877],[307240],[309265],[317900],[322131],[324694],[328814],[329096],[338826],[341389],[354332],[364541],[364736],[365099],[366613],[368215],[374897],[375179],[385780],[385926],[387647],[391989],[400138],[410952],[429156],[436463],[439200],[440591],[440873],[452156],[463836],[464031],[464394],[465908],[467510],[488741],[512515],[521143],[525207],[525693],[546873],[549610],[551001],[551283],[601363],[614755],[617175],[628621],[642272],[646336],[646822],[671878],[719025],[729408],[740854],[745925],[759791],[787261],[828647],[839290],[898837],[910283],[929220],[955930],[1018020],[1142201] ] cell #786 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [40806,507811],[41797,232898],[42013,356528],[51853,568676],[53459,271246],[53736,406248],[56451,593889],[58779,290364],[66035,311486],[66312,458266],[70672,660305],[72209,481267],[72564,331751],[72804,670251],[73670,334350],[77411,693199],[78806,350435],[84303,723581],[88210,539176],[88565,377834],[88805,739227],[89671,380433],[95327,764752],[96722,399548],[97152,569971],[97889,403367],[98011,775470],[104687,422081],[105793,424680],[112355,620375],[112477,832907],[116281,843846],[117097,633582],[117834,455385],[117956,849328],[122550,863837],[126812,477129],[127918,479728],[129033,483282],[135605,908656],[137770,504930],[144968,944301],[146877,722066],[148372,529754],[151690,960190],[153424,541191],[159111,751545],[159233,981036],[163037,991975],[164590,565795],[173410,1022576],[175085,1028058],[177609,595904],[190691,623939],[192184,1077384],[201103,1098860],[203012,862322],[207825,1114749],[209559,662320],[220183,1146461],[231530,1178246],[240618,725724],[258446,1236739],[272924,1269211],[288565,1306576],[293892,826778],[298912,1328813],[352113,1431969],[405937,1525189],[457955,1611751], [3179,151568,543460],[5448,194093,638042],[6396,207703,664589],[7170,220061,485551],[7377,136471,344890],[8736,242583,736777],[8952,244797,741356],[10089,256953,755109],[10342,260355,769212],[11508,274833,574431],[11836,174963,414191],[11862,103641,280317],[12456,288443,598173],[12663,185047,435220],[13279,186695,831972],[13823,301432,847269],[15729,317590,865980],[15896,319555,877033],[16112,321769,881612],[17585,336250,667801],[17801,338464,672380],[18125,135365,341270],[18271,221917,495410],[18938,350620,699140],[18968,232178,355264],[19191,354022,697659],[19519,233083,515754],[19545,143522,359506],[20343,236340,948412],[20502,366245,949536],[21033,152855,736617],[22981,381954,974907],[23401,252957,980101],[23712,387285,983800],[23945,389494,995398],[25136,399733,770693],[25166,163685,261597],[25766,97704,403323],[25984,173170,404836],[26216,271431,575912],[26310,408457,773411],[27068,174778,414147],[27284,277339,586025],[27702,286715,426071],[28216,424615,806422],[28288,183187,289236],[28383,426580,800899],[28599,428794,805478],[28923,183941,431600],[29069,290299,608032],[30008,438605,1067467],[30097,188909,831812],[30358,442572,1071592],[31939,450630,1082619],[33019,117649,455341],[33237,116041,456854],[33469,311671,639523],[33679,460036,1097715],[34224,313312,1102971],[34383,314096,1104095],[36084,205975,319046],[36598,479663,882556],[36670,126058,208496],[37344,334173,484763],[37437,129098,483858],[37596,486771,888441],[37725,219876,485507],[37848,216865,486309],[38042,334285,673324],[38127,128464,667641],[39220,221982,495986],[39929,351776,508814],[40075,502480,915458],[40099,229836,351644],[40495,137585,504886],[40713,231290,506399],[41039,510020,915370],[43208,523580,1193859],[44151,240506,364237],[45332,532655,1204960],[45682,536622,1209085],[47011,380256,542672],[47104,153489,541767],[47263,544680,966560],[47392,151383,543416],[47515,251476,544218],[47709,380368,742300],[47815,546528,1224227],[48531,253675,1226822],[48620,255171,979941],[48881,383341,1230947],[50462,390278,1241974],[50976,258109,388288],[51122,563345,995486],[51146,161343,257977],[51542,164405,565751],[51760,162797,567264],[52297,400917,773499],[52634,405600,573569],[52780,572458,1007481],[52804,271070,404125],[52869,167299,572625],[53130,576425,1007393],[53300,274898,575007],[54711,584483,1274446],[56248,426208,426286],[56314,286394,286549],[56996,177674,596480],[57155,104790,424182],[57284,288258,598129],[57407,285247,598931],[60405,616830,1322913],[61583,298575,439716],[61729,621347,1071680],[61753,190330,297100],[62238,190506,623895],[63232,626994,1334239],[64873,452935,847357],[65210,457618,637180],[65356,636069,1089117],[65380,311310,456143],[65445,196599,636236],[65706,640036,1089029],[65876,194158,638618],[68639,204507,650883],[69445,320273,1367332],[69795,469232,1371457],[70469,319183,319261],[70535,205654,205809],[71217,209624,662896],[71376,126915,479230],[71505,207518,664545],[71628,328448,665347],[72024,481071,667729],[72601,486399,486477],[72667,333852,334007],[74928,679326,1400190],[75278,683293,1404315],[76859,691351,1152831],[77111,224503,224527],[77391,351902,352093],[78127,78151,350259],[78216,225419,695853],[78477,137872,507289],[78647,354087,698235],[80058,510804,1437204],[81955,360545,521058],[82609,238084,722766],[84063,526472,948500],[84100,365873,365951],[84166,240185,240340],[84951,240683,726300],[85978,729063,1464569],[87302,733580,1209173],[87326,150804,152285],[87520,373570,1470469],[87811,152361,545845],[88025,538980,736705],[88602,544308,544386],[88668,379935,380090],[91352,92440,256592],[92416,752517,1231035],[92925,256768,755065],[95237,163553,163577],[95307,258235,258426],[96043,96067,399372],[96132,262861,767406],[96393,164692,568154],[96563,260420,769788],[97217,570219,570362],[97991,405726,405917],[100838,785634,1530615],[102962,794709,1280944],[102986,278760,280241],[103312,798676,1280856],[107051,427298,1563708],[107401,603085,1567833],[108982,184044,433069],[109234,292885,292909],[109839,436366,436509],[110306,110461,296298],[110627,296342,832521],[112170,620179,831900],[112457,298701,298892],[113399,299223,835671],[114587,191715,634282],[116144,193184,194977],[116797,116821,459211],[116929,195335,641327],[117162,633830,633973],[117936,457744,457935],[120856,315056,863022],[120961,122413,317157],[122310,647601,1103059],[123198,317655,866556],[124485,125573,206939],[125549,873836,1371545],[132778,898492,1659799],[134102,903009,1404403],[134126,219297,220778],[134320,494096,1665699],[134611,220854,487936],[135468,342739,344532],[142037,232046,232070],[142843,142867,357949],[143193,233185,517402],[143956,235244,520970],[144516,360741,943156],[144631,362756,947994],[144757,144948,363332],[146942,722314,722457],[149519,149674,242030],[149840,242074,737326],[151670,243722,245811],[157062,157217,384360],[157383,384404,980650],[157464,159213,386763],[158926,751349,980029],[161448,162900,259446],[171716,272455,570671],[173273,273924,275717],[173926,173950,407193],[174058,276075,577716],[175065,415839,417928],[176627,591808,1803578],[181614,182702,287679],[182678,1052566,1567921],[185715,436118,1064872],[186323,186401,438772],[191847,300226,846851],[191973,192164,300802],[200766,462051,1102553],[200892,201083,462627],[203077,862570,862713],[206056,207805,320694],[218012,218167,335697],[218333,335741,668350],[220163,337389,339478],[229941,231393,353113],[242211,242289,367787],[252585,252663,549182],[272587,407251,772993],[272713,272904,407827],[286796,288545,427719],[335878,335956,488313] ] cell #787 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [3180],[4875],[5459],[6397],[7171],[7378],[8129],[8849],[8965],[9769],[10090],[10353],[11519],[11837],[12457],[12664],[12914],[13974],[15289],[15410],[15740],[16009],[16125],[17698],[17814],[18282],[18939],[18969],[19202],[19520],[19678],[20839],[21217],[23001],[23036],[23264],[23283],[23725],[24096],[24217],[25137],[25167],[26217],[26461],[27297],[27703],[28227],[28496],[28612],[29080],[30028],[30808],[32276],[33470],[33704],[35098],[35326],[35345],[36085],[36609],[37345],[37933],[38053],[38311],[39932],[40095],[40819],[41190],[41311],[42026],[43233],[44152],[44167],[45352],[46132],[46151],[47012],[47600],[47720],[47776],[50979],[51142],[51866],[52320],[52637],[52800],[53580],[53749],[55048],[56246],[56476],[57870],[58098],[58117],[59796],[60366],[61586],[61749],[63257],[64896],[65213],[65376],[66156],[66325],[70467],[70697],[72027],[72237],[72599],[72829],[73763],[74948],[75728],[75747],[77196],[77372],[81786],[81958],[84086],[84098],[84328],[85939],[87322],[88028],[88238],[88600],[88830],[89764],[92436],[95288],[97105],[97215],[97402],[97972],[100863],[102982],[103762],[103781],[109837],[112173],[112383],[112438],[116306],[117050],[117160],[117347],[117917],[122333],[122575],[125569],[128405],[128586],[132739],[134122],[135630],[143889],[144296],[146830],[146940],[147127],[151651],[152796],[152977],[158929],[159139],[159194],[163062],[173435],[175046],[182698],[185940],[188850],[189031],[191512],[200431],[202965],[203075],[203262],[207786],[220144],[231555],[235501],[237170],[237881],[252202],[255112],[255293],[257774],[272252],[288526],[295308],[296897],[302262],[312473],[314853],[351441],[362261],[369966],[371555],[384959],[403922],[409287],[446646],[455940],[470850],[490492],[492081],[580499],[589793],[604703] ] cell #788 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [3181],[5449],[6398],[7172],[7379],[8737],[8949],[10091],[10343],[11509],[11838],[12458],[12665],[13280],[13820],[15730],[15897],[16109],[17586],[17798],[18272],[18940],[18970],[19192],[19521],[20340],[20503],[20999],[22982],[23402],[23709],[23942],[25138],[25168],[26218],[26307],[27281],[27704],[28217],[28384],[28596],[29070],[30009],[30063],[30355],[31940],[33471],[33676],[34221],[34384],[34880],[36086],[36599],[37346],[37597],[38043],[38093],[39931],[40076],[40803],[41036],[42010],[42445],[43205],[43561],[44153],[45333],[45679],[47013],[47264],[47710],[47771],[48532],[48586],[48878],[50463],[50978],[51123],[51850],[52298],[52636],[52781],[53127],[53733],[54712],[56245],[56448],[57652],[59699],[60361],[61585],[61730],[63229],[64874],[65212],[65357],[65703],[66309],[69446],[69792],[70466],[70669],[72026],[72206],[72598],[72801],[73157],[74929],[75275],[76860],[77367],[80059],[81781],[81957],[84064],[84097],[84300],[85934],[87303],[87521],[88027],[88207],[88599],[88802],[89158],[92417],[95283],[97098],[97214],[97305],[97967],[100835],[102963],[103309],[107052],[107398],[109836],[112172],[112352],[112433],[116278],[117043],[117159],[117250],[117912],[122311],[122547],[125550],[128404],[128581],[132734],[134103],[134321],[135602],[143888],[144291],[146823],[146939],[147030],[151646],[152795],[152972],[158928],[159108],[159189],[163034],[173407],[175041],[176628],[182679],[185933],[188849],[189026],[191507],[200426],[202958],[203074],[203165],[207781],[220139],[231527],[235500],[237165],[237876],[252195],[255111],[255288],[257769],[272247],[288521],[295301],[296892],[302257],[312472],[314848],[351436],[362260],[369959],[371550],[384954],[403917],[409282],[446645],[455935],[470845],[490485],[492076],[580498],[589788],[604698] ] cell #789 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [3182],[5450],[6399],[7173],[8738],[8950],[10092],[10344],[11510],[11839],[12459],[13281],[13821],[15731],[15898],[16110],[17587],[17799],[18273],[18370],[18941],[19193],[19522],[20341],[20504],[21000],[22983],[23403],[23710],[23943],[25139],[26219],[26308],[27282],[28218],[28385],[28597],[29071],[29168],[30010],[30064],[30356],[31941],[33472],[33677],[34222],[34385],[34881],[36600],[37516],[37598],[38044],[38094],[40077],[40804],[40948],[41037],[42011],[42446],[43206],[43562],[45334],[45680],[47183],[47265],[47711],[47772],[48533],[48587],[48879],[50464],[51124],[51851],[51995],[52299],[52782],[52854],[53128],[53734],[54713],[56449],[57075],[57653],[59700],[60362],[61731],[63230],[64875],[65358],[65430],[65704],[66310],[69447],[69793],[70670],[71296],[72060],[72207],[72802],[72871],[73158],[74930],[75276],[76861],[77368],[78201],[80060],[81782],[84065],[84301],[85030],[85935],[87304],[87522],[88061],[88208],[88803],[88872],[89159],[92418],[95284],[96117],[97099],[97253],[97306],[97968],[100836],[102964],[103310],[104994],[107053],[107399],[112206],[112353],[112434],[113384],[116279],[117044],[117198],[117251],[117913],[122312],[122548],[125551],[127119],[128407],[128582],[132735],[134104],[134322],[135603],[144292],[144467],[146824],[146978],[147031],[148406],[151647],[152798],[152973],[158962],[159109],[159190],[163035],[173408],[175042],[176629],[182680],[185934],[186144],[188852],[189027],[191508],[200427],[202959],[203113],[203166],[207782],[220140],[231528],[235122],[235503],[237166],[237877],[252196],[255114],[255289],[257770],[272248],[288522],[295302],[296893],[302258],[312475],[314849],[351437],[362263],[369960],[371551],[384955],[403918],[409283],[446648],[455936],[470846],[490486],[492077],[580501],[589789],[604699] ] cell #790 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [3184],[3584],[5294],[5914],[6401],[7175],[8252],[8347],[8691],[9611],[10188],[11354],[11841],[12461],[13105],[13234],[13394],[14097],[15507],[15851],[17196],[17540],[18117],[19037],[20457],[21408],[21697],[22495],[23356],[23516],[25721],[25881],[25976],[26584],[27023],[27994],[28338],[29719],[31894],[32974],[33134],[33229],[34338],[35578],[36376],[37551],[37680],[38502],[38791],[40450],[40610],[40705],[44518],[45043],[47218],[47347],[48242],[50417],[51497],[51657],[51752],[52491],[52510],[54666],[55906],[57110],[57239],[58350],[60332],[62193],[64542],[65067],[65086],[68631],[69156],[71331],[71460],[74639],[76814],[77838],[77857],[80013],[81253],[82109],[82195],[84530],[85905],[87013],[87766],[91019],[92880],[95754],[95773],[102148],[102673],[104900],[106762],[108937],[109641],[110102],[113239],[113258],[114087],[114173],[120356],[120442],[125260],[127025],[131330],[132705],[133813],[134566],[142554],[144001],[145724],[146277],[148854],[149315],[152471],[155721],[156397],[156858],[159995],[170368],[171216],[171302],[182389],[184154],[187195],[187827],[191217],[192940],[199668],[200136],[202412],[214770],[217347],[217808],[220964],[228488],[236875],[237586],[243083],[249381],[254089],[265930],[268567],[271957],[273680],[283152],[301967],[308807],[314558],[326353],[331253],[336750],[347756],[367719],[377336],[396869],[408992],[421583],[443856],[476631],[521672],[529256],[615302],[716349] ] cell #791 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [3203],[4329],[5300],[6420],[7194],[7265],[8353],[8692],[10094],[10194],[11172],[11360],[11683],[12480],[13235],[13400],[14931],[15193],[15513],[15852],[17202],[17314],[17541],[18855],[19043],[20228],[20458],[21703],[22501],[22613],[22859],[23357],[23522],[25053],[25507],[25722],[25887],[28000],[28112],[28339],[29720],[29886],[31665],[31895],[32760],[32975],[33140],[34339],[34842],[35584],[36382],[36494],[37552],[38797],[40236],[40451],[40616],[44524],[45044],[45210],[47219],[48073],[48243],[49504],[50418],[51283],[51498],[51663],[52492],[54437],[54667],[55912],[56855],[57111],[58356],[60663],[62108],[62194],[64548],[65068],[66422],[66758],[69157],[71076],[71332],[74640],[74806],[76815],[77839],[80014],[81259],[82110],[82666],[83002],[84531],[86236],[87014],[87681],[87767],[90150],[90245],[95755],[102154],[102674],[106763],[108682],[108938],[109691],[110656],[110751],[113240],[114088],[114644],[114980],[119904],[125261],[131331],[133036],[133814],[134481],[134567],[142555],[144062],[145272],[146278],[148904],[149869],[149964],[155722],[159996],[170369],[171217],[171773],[172109],[182390],[187877],[191278],[192488],[199669],[202413],[214771],[217397],[218362],[218457],[228489],[237647],[249382],[254139],[265931],[268617],[272018],[273228],[283153],[308857],[314619],[326354],[331314],[347806],[367720],[377397],[396919],[421644],[443906],[476692],[521722],[529317],[615363],[716353] ] cell #792 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [6016],[9639],[10290],[13133],[14409],[15109],[15879],[19139],[20144],[20485],[21157],[21436],[23916],[26896],[28366],[30221],[30329],[31092],[31581],[31922],[34366],[37579],[38251],[38530],[39806],[41010],[42918],[43338],[45653],[47246],[48744],[48852],[50445],[52993],[53101],[53864],[54353],[54694],[55366],[57138],[62942],[65569],[65677],[67031],[67451],[69766],[71359],[72514],[72934],[73533],[75249],[76012],[76842],[78340],[78448],[80041],[87794],[88515],[88935],[89534],[93629],[96256],[96364],[98949],[100548],[103283],[104637],[105057],[105656],[107372],[108965],[112995],[113523],[114115],[115991],[116900],[118894],[126762],[127182],[127781],[129231],[134594],[135315],[138830],[140429],[143164],[146305],[148322],[148469],[148740],[149285],[153622],[160279],[162747],[165650],[170124],[171244],[173120],[174029],[177807],[183891],[186246],[187713],[188258],[191085],[191209],[199424],[202440],[204457],[204604],[209757],[216815],[217233],[217778],[226186],[231240],[235424],[237454],[237578],[240816],[241484],[251426],[252508],[253975],[254520],[263628],[268998],[271825],[271949],[285197],[293386],[295614],[295752],[305908],[309238],[312396],[314426],[314550],[328398],[331245],[335151],[348187],[357295],[362184],[370272],[377328],[381448],[383814],[397300],[402777],[412933],[421575],[438099],[444287],[446569],[454795],[476623],[490798],[504340],[529248],[532149],[565205],[580422],[615294],[623349],[678820],[717236],[825994] ] cell #793 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [63795],[76046],[76227],[85298],[94482],[98983],[101401],[102267],[111394],[113653],[118928],[122895],[123545],[130079],[130651],[132098],[138864],[141282],[145843],[146580],[154470],[155042],[156675],[158150],[160409],[165684],[168523],[170782],[178655],[179227],[180674],[187473],[188367],[193796],[197823],[200099],[201978],[202715],[204638],[210605],[211177],[214336],[215073],[226643],[227107],[228902],[236296],[236838],[241261],[243361],[244255],[248947],[249684],[252542],[254629],[257096],[260058],[264085],[264549],[269107],[274536],[282718],[283455],[295648],[299971],[301388],[301930],[306353],[309347],[312517],[312864],[313268],[321227],[325919],[326656],[329963],[337028],[337922],[343351],[348296],[353725],[358216],[362305],[362652],[367285],[370306],[374629],[376046],[381218],[381578],[389450],[397409],[408413],[408955],[413378],[416372],[420293],[428252],[433681],[436693],[437869],[438229],[442528],[446690],[447037],[449091],[451670],[459242],[475341],[490832],[495155],[496572],[509976],[517935],[520923],[522786],[528677],[530743],[531919],[532279],[559501],[576381],[580543],[580890],[582944],[585523],[609194],[614536],[618445],[624337],[626200],[639992],[649806],[675348],[677414],[678590],[678950],[706172],[719884],[726769],[744324],[749615],[777085],[782977],[784840],[808446],[829534],[850943],[860140],[884580],[889313],[896198],[919044],[967432],[977663],[999072],[1008264],[1038870],[1075332],[1089900],[1121991],[1163934],[1201152],[1249255],[1321449],[1330463],[1452395],[1582594] ] cell #794 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [3425],[4926],[8120],[8900],[9820],[12962],[13965],[15280],[16060],[17749],[21265],[21565],[21909],[23084],[23255],[24087],[26452],[28547],[30799],[31263],[31751],[34025],[35146],[35317],[35446],[38359],[38659],[39003],[41181],[43509],[44215],[44623],[45488],[46123],[49322],[50104],[50274],[53571],[54035],[54523],[55774],[56118],[57918],[58089],[58218],[60269],[60747],[64239],[66147],[67622],[68328],[69601],[73105],[73811],[74219],[75084],[75719],[76183],[76671],[78918],[79700],[79870],[81121],[85842],[89106],[89812],[90956],[91434],[92572],[96834],[97875],[98353],[99120],[99827],[101845],[102253],[103118],[103753],[105228],[105934],[107207],[108794],[117820],[118298],[119065],[119772],[127353],[128059],[128937],[130637],[131722],[132642],[136277],[136612],[137756],[138234],[139001],[139372],[142999],[148640],[151554],[153328],[155028],[156113],[164576],[165054],[165821],[166192],[166656],[167201],[167551],[170595],[174949],[179213],[184853],[189382],[190677],[190820],[195956],[196501],[196851],[199895],[204775],[207689],[211163],[212362],[212486],[213674],[220047],[225671],[228715],[235878],[238853],[239398],[246973],[247097],[248285],[255644],[256939],[257082],[263113],[266157],[266336],[267178],[282056],[282406],[288429],[293575],[297181],[297305],[299475],[306576],[307418],[312850],[315825],[316370],[325257],[325607],[329692],[346367],[360361],[362638],[364435],[367176],[374133],[375775],[381637],[385243],[385367],[395480],[420022],[432632],[438288],[443099],[447023],[459656],[463730],[475070],[494659],[521558],[523200],[528406],[532338],[580876],[615170],[626614],[679009],[716338],[785254] ] cell #795 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [14226],[15541],[21115],[22934],[24348],[26713],[29961],[30179],[31116],[33560],[34996],[38209],[39623],[41442],[43089],[43362],[43677],[45285],[48702],[49639],[52951],[53888],[55324],[57768],[61094],[63113],[63701],[65527],[67475],[67790],[72958],[73273],[73491],[74881],[76036],[78298],[79235],[82484],[86667],[88959],[89274],[89492],[91781],[94388],[96214],[98700],[98973],[100719],[101307],[105081],[105396],[105614],[113481],[114462],[118645],[118918],[120731],[124914],[127206],[127521],[127739],[129284],[130069],[133467],[136074],[138581],[138854],[141188],[145196],[148493],[152694],[153675],[154460],[160237],[161218],[165401],[165674],[171591],[175774],[177860],[178645],[182043],[184650],[186270],[186372],[190205],[192412],[194344],[195709],[201331],[204628],[209810],[210595],[221187],[222168],[227097],[229711],[233894],[235293],[235957],[240869],[241251],[242158],[242260],[252532],[252634],[260606],[264539],[270945],[273152],[275084],[276449],[290550],[293250],[295638],[296426],[300385],[301049],[306343],[311185],[312265],[312929],[317841],[334536],[335825],[335927],[354273],[358206],[362053],[362915],[367908],[370296],[380619],[381312],[384488],[403451],[407410],[408074],[413368],[424866],[437963],[438893],[446438],[455469],[462210],[479914],[483441],[488434],[490822],[505014],[532013],[541350],[549303],[565879],[572746],[580291],[596063],[624023],[636357],[662479],[678684],[695974],[725883],[767527],[827009],[835792],[943351],[1064500] ] cell #796 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [3540],[6018],[6357],[9161],[9641],[9805],[10292],[12417],[13135],[14411],[15124],[15881],[16045],[18010],[19141],[20159],[20487],[21159],[21438],[21894],[22877],[23931],[26898],[27493],[28368],[28532],[29904],[30223],[30344],[31236],[31596],[31924],[34368],[37581],[38253],[38532],[38988],[39808],[41025],[43482],[44619],[45228],[45547],[45668],[47248],[48746],[48867],[50447],[52995],[53116],[54008],[54368],[54696],[55368],[56103],[57140],[60743],[65571],[65692],[67595],[69660],[69781],[71361],[73078],[73535],[74215],[74824],[75143],[75264],[76156],[76844],[78342],[78463],[80043],[87796],[89079],[89536],[91430],[92631],[96258],[96379],[98349],[99093],[102249],[103177],[103298],[105201],[105658],[107266],[107387],[108967],[113525],[114117],[116915],[118294],[119038],[127326],[127783],[130633],[134596],[136336],[138230],[138974],[139431],[143058],[143179],[146307],[148613],[148801],[149300],[155024],[160281],[165050],[165794],[166251],[167547],[170654],[171246],[174044],[179209],[184912],[187774],[188273],[190816],[191143],[191150],[196847],[199954],[202442],[204748],[211159],[214800],[217294],[217793],[225667],[228774],[235874],[237512],[237519],[241416],[249411],[254036],[254535],[257078],[263109],[266216],[268514],[271883],[271890],[282402],[283182],[293444],[295684],[299471],[308754],[312846],[314484],[314491],[325603],[326383],[331186],[335083],[347703],[360225],[362634],[367749],[374129],[377269],[381506],[383746],[396816],[421516],[432628],[438157],[443803],[447019],[459520],[476564],[494655],[521619],[523064],[529189],[532207],[580872],[615235],[626478],[678878],[716335],[785118] ] cell #797 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [6015],[9638],[10289],[13132],[14408],[15087],[15878],[19138],[20122],[20484],[21156],[21435],[23894],[26895],[28365],[30220],[30307],[31090],[31559],[31921],[34365],[37578],[38250],[38529],[39805],[40988],[42853],[43336],[45631],[47245],[48743],[48830],[50444],[52992],[53079],[53862],[54331],[54693],[55365],[57137],[62877],[65568],[65655],[66966],[67449],[69744],[71358],[72449],[72932],[73532],[75227],[76010],[76841],[78339],[78426],[80040],[87793],[88450],[88933],[89533],[93564],[96255],[96342],[98947],[100483],[103261],[104572],[105055],[105655],[107350],[108964],[112930],[113522],[114114],[115926],[116878],[118892],[126697],[127180],[127780],[129229],[134593],[135250],[138828],[140364],[143142],[146304],[148257],[148467],[148737],[149263],[153620],[160278],[162682],[165648],[170059],[171243],[173055],[174007],[177805],[183826],[186244],[187710],[188236],[191084],[191206],[199359],[202439],[204392],[204602],[209755],[216750],[217230],[217756],[226184],[231175],[235421],[237453],[237575],[240814],[241483],[251361],[252506],[253972],[254498],[263626],[268976],[271824],[271946],[285132],[293385],[295612],[295751],[305906],[309216],[312393],[314425],[314547],[328333],[331242],[335150],[348165],[357293],[362181],[370270],[377325],[381447],[383813],[397278],[402776],[412931],[421572],[438098],[444265],[446566],[454794],[476620],[490796],[504339],[529245],[532148],[565204],[580419],[615291],[623348],[678819],[717235],[825993] ] cell #798 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [6048],[8124],[9824],[10322],[12727],[12975],[13969],[14441],[15284],[15368],[16064],[19171],[19909],[21278],[21569],[21913],[23097],[24091],[24175],[26456],[26928],[28551],[30803],[31267],[31346],[31764],[31800],[32234],[33790],[35159],[35450],[38372],[38663],[39007],[39838],[41185],[41269],[43513],[44228],[44827],[49326],[49869],[50287],[50323],[53575],[54039],[54118],[54536],[54572],[55006],[55778],[56122],[57931],[58222],[60951],[61815],[62324],[66151],[67626],[68341],[68377],[73109],[73824],[74423],[76187],[76684],[76720],[77154],[78922],[79465],[79883],[79919],[81125],[82032],[83060],[89110],[89825],[91638],[96838],[98557],[99124],[99421],[99831],[99930],[102457],[103502],[105232],[105947],[105983],[108807],[108843],[109732],[118502],[119069],[119366],[119776],[121307],[127357],[128072],[128108],[128832],[128941],[129860],[130841],[131735],[131771],[134697],[138438],[139005],[143383],[148644],[153223],[153332],[154251],[155232],[156126],[156162],[165258],[165825],[166718],[166861],[167214],[167776],[169171],[178436],[179417],[180347],[189277],[189386],[191024],[196018],[196161],[196514],[197076],[198471],[204779],[210386],[211367],[212297],[212416],[212426],[212746],[213191],[225896],[227291],[238915],[239058],[239411],[241042],[247027],[247037],[247357],[247802],[255539],[255648],[257286],[263338],[264733],[266267],[267118],[281128],[281573],[293845],[297235],[297245],[297565],[299700],[306507],[307358],[315887],[316030],[316383],[318014],[324329],[324774],[330794],[346307],[360415],[364366],[365537],[366693],[376877],[381907],[385297],[385307],[385627],[395420],[436220],[436668],[438558],[443039],[449922],[459710],[463661],[464832],[497403],[521498],[523254],[532608],[546630],[560332],[583775],[614334],[616932],[626668],[679279],[707003],[729165],[785308],[898594] ] cell #799 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [15429],[19967],[23232],[24236],[29282],[29665],[31404],[31831],[32295],[33848],[33997],[35294],[41330],[42725],[44989],[45476],[46100],[48188],[49927],[50076],[50354],[54176],[54603],[55067],[58066],[61873],[62630],[62749],[63405],[64211],[66838],[68408],[69102],[69589],[74585],[75072],[75696],[76751],[77215],[79523],[79672],[79950],[83366],[84476],[85413],[92560],[93436],[94092],[99479],[100236],[100355],[101011],[101817],[103106],[103533],[103730],[106014],[106708],[107195],[108874],[111509],[112802],[113611],[119424],[121613],[122723],[128139],[130166],[131276],[131802],[132213],[135003],[135778],[136584],[139360],[140236],[140892],[142987],[143414],[144409],[145801],[154557],[155667],[156193],[158265],[166180],[168638],[168729],[169477],[169931],[170583],[170740],[174520],[178742],[179852],[180378],[184354],[185825],[197938],[198029],[198777],[199231],[199883],[201936],[210692],[211802],[212328],[212902],[213064],[214294],[214311],[215664],[217005],[221317],[226758],[226849],[227597],[241348],[247513],[247675],[248905],[248922],[250275],[251616],[264200],[264291],[265039],[266565],[266582],[267029],[268393],[269618],[282676],[282693],[284046],[297721],[297883],[300086],[300177],[306805],[306822],[307269],[308633],[309858],[318320],[325877],[325894],[327247],[328817],[329031],[329196],[347582],[348807],[364664],[364681],[365128],[367243],[367260],[374900],[375114],[375279],[385783],[385945],[388148],[396695],[397920],[400135],[419526],[436591],[436608],[440594],[440808],[440973],[443682],[452153],[463959],[463976],[464423],[466538],[474574],[482815],[521146],[521433],[525690],[527048],[540724],[547001],[551004],[551218],[551383],[614331],[614752],[617303],[630462],[642275],[646819],[648177],[687395],[719028],[729536],[745922],[761632],[789102],[828644],[839293],[898965],[931061],[955927],[1018023],[1142198] ] cell #800 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [3546],[6020],[6363],[9167],[9643],[9803],[10294],[12423],[13137],[14413],[15122],[15883],[16043],[18016],[19143],[20157],[20489],[21161],[21440],[21892],[22849],[23929],[26900],[27499],[28370],[28530],[29876],[30225],[30342],[31234],[31594],[31926],[34370],[37583],[38255],[38534],[38986],[39810],[41023],[43480],[44615],[45200],[45549],[45666],[47250],[48748],[48865],[50449],[52997],[53114],[54006],[54366],[54698],[55370],[56101],[57142],[60739],[65573],[65690],[67593],[69662],[69779],[71363],[73076],[73537],[74211],[74796],[75145],[75262],[76154],[76846],[78344],[78461],[80045],[87798],[89077],[89538],[91426],[92633],[96260],[96377],[98345],[99091],[102245],[103179],[103296],[105199],[105660],[107268],[107385],[108969],[113527],[114119],[116913],[118290],[119036],[127324],[127785],[130629],[134598],[136338],[138226],[138972],[139433],[143060],[143177],[146309],[148611],[148802],[149298],[155020],[160283],[165046],[165792],[166253],[167543],[170656],[171248],[174042],[179205],[184914],[187775],[188271],[190812],[191139],[191149],[196843],[199956],[202444],[204746],[211155],[214802],[217295],[217791],[225663],[228776],[235870],[237508],[237518],[241415],[249413],[254037],[254533],[257074],[263105],[266218],[268515],[271879],[271889],[282398],[283184],[293440],[295683],[299467],[308755],[312842],[314480],[314490],[325599],[326385],[331185],[335082],[347704],[360224],[362630],[367751],[374125],[377268],[381502],[383745],[396817],[421515],[432624],[438153],[443804],[447015],[459519],[476563],[494651],[521620],[523063],[529188],[532203],[580868],[615234],[626477],[678874],[716334],[785117] ] cell #801 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [3547],[4865],[6031],[6364],[8116],[8839],[9168],[9759],[9816],[10305],[12424],[12911],[13961],[14180],[14424],[15276],[15999],[16056],[17688],[18017],[19154],[19675],[20829],[21181],[21214],[21561],[21592],[21905],[23033],[24083],[24302],[26448],[26667],[26911],[27500],[28486],[28543],[30245],[30795],[31259],[34710],[35095],[35442],[35473],[37923],[38275],[38308],[38655],[38686],[38999],[39577],[39821],[41177],[41396],[43505],[44164],[44576],[47590],[48768],[49318],[49349],[53017],[53567],[54031],[55390],[55770],[55801],[56114],[57482],[57867],[58214],[58245],[59136],[59793],[60700],[65593],[66143],[67618],[71703],[73101],[73557],[73760],[74102],[74172],[76179],[76998],[78364],[78914],[78945],[81117],[81148],[81830],[89102],[89558],[89761],[90103],[91387],[96280],[96830],[96861],[97399],[97538],[98306],[99116],[99823],[99854],[102206],[105224],[105680],[109121],[113547],[117344],[117483],[118251],[119061],[119768],[119799],[127349],[127805],[128506],[128630],[128933],[129419],[130590],[138187],[138997],[139735],[147124],[147263],[148636],[152897],[153021],[153324],[153810],[154981],[160303],[165007],[165817],[166555],[166648],[166660],[166948],[167341],[177995],[179166],[188951],[189075],[189378],[190773],[195948],[195960],[196248],[196641],[203259],[203398],[204771],[209945],[211116],[212363],[213133],[225068],[225461],[235786],[238845],[238857],[239145],[241004],[246974],[247744],[255213],[255337],[255640],[257035],[262510],[262903],[268113],[281515],[293567],[297182],[298240],[299265],[308353],[312758],[315817],[315829],[316117],[324716],[360362],[360783],[362546],[366635],[372898],[381629],[385244],[386302],[415378],[436610],[438280],[446931],[459657],[472193],[493424],[520677],[523201],[532330],[580784],[606046],[626615],[679001],[785255] ] cell #802 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [3551],[6023],[6368],[9172],[9646],[9802],[10297],[12428],[13140],[14416],[15121],[15886],[16042],[18021],[19146],[20156],[20492],[21164],[21443],[21891],[22817],[23928],[26903],[27504],[28373],[28529],[29844],[30228],[30341],[31233],[31593],[31929],[34373],[34879],[37586],[38258],[38537],[38985],[39813],[41022],[42410],[43479],[43560],[44573],[45168],[45552],[45665],[47253],[48751],[48864],[50452],[53000],[53113],[54005],[54365],[54701],[55373],[56100],[57145],[57651],[59698],[60697],[65576],[65689],[67592],[69665],[69778],[71366],[73075],[73156],[73540],[74169],[74764],[75148],[75261],[76153],[76849],[78347],[78460],[80048],[81827],[87801],[89076],[89157],[89541],[91384],[92636],[96263],[96376],[97304],[98303],[99090],[102203],[103182],[103295],[105198],[105663],[107271],[107384],[108972],[113530],[114122],[116912],[117249],[118248],[119035],[127323],[127788],[128627],[130587],[134601],[136341],[138184],[138971],[139436],[143063],[143176],[146312],[147029],[148610],[148858],[149297],[153018],[154978],[160286],[165004],[165791],[166256],[166945],[170659],[171251],[174041],[179163],[184917],[187831],[188270],[189072],[190770],[191136],[191213],[196245],[199959],[202447],[203164],[204745],[211113],[214805],[217351],[217790],[225065],[228779],[235783],[237505],[237582],[239142],[241417],[249416],[254093],[254532],[255334],[257032],[262507],[266221],[268110],[268571],[271876],[271953],[283187],[293437],[295685],[298237],[308350],[308811],[312755],[314477],[314554],[316114],[326388],[331249],[335084],[347760],[360226],[362543],[367754],[372895],[377332],[381499],[383747],[386299],[396873],[415375],[421579],[438150],[443860],[446928],[459521],[472190],[476627],[493421],[521676],[523065],[529252],[532200],[580781],[606043],[615298],[626479],[678871],[716339],[785119] ] cell #803 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [4711],[8086],[8110],[12958],[13931],[13955],[14193],[15246],[15270],[15413],[21261],[21555],[23080],[23245],[24053],[24077],[24220],[24315],[26418],[26442],[26680],[30765],[30789],[31747],[32279],[34021],[34723],[35142],[35307],[35436],[38355],[38649],[39590],[41147],[41171],[41314],[41409],[42595],[42953],[44211],[46113],[49312],[50100],[50270],[53537],[53561],[54519],[55051],[55764],[56002],[57495],[57914],[58079],[58208],[59149],[59549],[60265],[62977],[64235],[66113],[66137],[67066],[68324],[71716],[72191],[72549],[73807],[74115],[75709],[76667],[77199],[78908],[79696],[79866],[81111],[81349],[82236],[85838],[88192],[88550],[89808],[90116],[90952],[96824],[97155],[97871],[97939],[99817],[100583],[101841],[103743],[104672],[105930],[106238],[108790],[112337],[114214],[116026],[117100],[117816],[117884],[119762],[120483],[126797],[128055],[128363],[128927],[128997],[129036],[131718],[132638],[135350],[136608],[137752],[137820],[146880],[148357],[151550],[153318],[153388],[153427],[156109],[159093],[162782],[164572],[164640],[166772],[167197],[167229],[171343],[173155],[174945],[177573],[177612],[186698],[189372],[190673],[190741],[194096],[196072],[196497],[196529],[203015],[204492],[207685],[209523],[209562],[212418],[212492],[220043],[221920],[225349],[231275],[238969],[239394],[240582],[240621],[242586],[247029],[247103],[252960],[255634],[256935],[260358],[262791],[266271],[274836],[288425],[293751],[293895],[297237],[297311],[299153],[306511],[314099],[315941],[316366],[317593],[319558],[336253],[354025],[360417],[360556],[364370],[366248],[381957],[385299],[385373],[390281],[426583],[435805],[436224],[438608],[450633],[459712],[463665],[486774],[510807],[523256],[532658],[544683],[546634],[584486],[616936],[626670],[679329],[691354],[729169],[785310],[898598] ] cell #804 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [5489],[6109],[8742],[9662],[10383],[11549],[13156],[13285],[13796],[15111],[15902],[17591],[18312],[19232],[20146],[20316],[20508],[21459],[23407],[23918],[25772],[26283],[27074],[28389],[30331],[31583],[31945],[33025],[34197],[34389],[37410],[37602],[37731],[38553],[39193],[40501],[41012],[42920],[45655],[47077],[47269],[47398],[48854],[50468],[51548],[53103],[53273],[54355],[54717],[56969],[57161],[57290],[62244],[62944],[65679],[65849],[67033],[69768],[71190],[71382],[71511],[72516],[73050],[75251],[76865],[78450],[78620],[80064],[82615],[84924],[87817],[88517],[89051],[92931],[93631],[96366],[96536],[100550],[103285],[104639],[105173],[107374],[108988],[110074],[110154],[112997],[114593],[115993],[116902],[120862],[123171],[126764],[127298],[134617],[135317],[138673],[140431],[143166],[144053],[144580],[148324],[148585],[149287],[149367],[156830],[156910],[162749],[165493],[170126],[171722],[173122],[174031],[183893],[185664],[187628],[188260],[191269],[191796],[195801],[199426],[200188],[200715],[204459],[216817],[217780],[217860],[231242],[233986],[236927],[237638],[241552],[243516],[251428],[251926],[254522],[269000],[272009],[272536],[276541],[285199],[295032],[295820],[302019],[309240],[314610],[328400],[331305],[335219],[337183],[348189],[369690],[377388],[383882],[397302],[402845],[409044],[421635],[444289],[454863],[476683],[490216],[504408],[529308],[565273],[615354],[623417],[717304],[826000] ] cell #805 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [9806],[15125],[16046],[20160],[21895],[22878],[23932],[28533],[29905],[30345],[31237],[31597],[34940],[38989],[41026],[43483],[43621],[44620],[45229],[45669],[48868],[53117],[54009],[54369],[56104],[57712],[60228],[60744],[63645],[65693],[67596],[67734],[69782],[73079],[73217],[74216],[74825],[75265],[76157],[78464],[85801],[89080],[89218],[90915],[91431],[94332],[96380],[97834],[98350],[99094],[101251],[102250],[103299],[105202],[105340],[107388],[116916],[117779],[118295],[119039],[124048],[127327],[127465],[130634],[132601],[136018],[137715],[138231],[138975],[141132],[143180],[147962],[148614],[149301],[151513],[152638],[155025],[164535],[165051],[165795],[167548],[174045],[174908],[179210],[181177],[184594],[188274],[190636],[190817],[191144],[191758],[196848],[204749],[207648],[211160],[216455],[217794],[220006],[221131],[225668],[233028],[235875],[237513],[238127],[241412],[241543],[251066],[254536],[256898],[257079],[263110],[271376],[271884],[272498],[282403],[288388],[293445],[295680],[295811],[299472],[300255],[311616],[312847],[314485],[315099],[325604],[331794],[335079],[335210],[350565],[360221],[362635],[362785],[374130],[377877],[381507],[383742],[383873],[399678],[402836],[407280],[422124],[432629],[438158],[447020],[454854],[459516],[462080],[477172],[483311],[494656],[504399],[523060],[529797],[532208],[541220],[565264],[580873],[595933],[623408],[626474],[662349],[678879],[717295],[725753],[785114],[826879],[942405] ] cell #806 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [5873],[8211],[12978],[14056],[15371],[19938],[21281],[23100],[24178],[26543],[31375],[31767],[32237],[33819],[34041],[35162],[38375],[41272],[44231],[44830],[45447],[48428],[49898],[50120],[50290],[54147],[54539],[55009],[57934],[60954],[61844],[62373],[63435],[64255],[68344],[69342],[69560],[73827],[74426],[75043],[76687],[77157],[79494],[79716],[79886],[82533],[83109],[87417],[89828],[91641],[92531],[94122],[98560],[99450],[99979],[101041],[101861],[102460],[103077],[105950],[106948],[107166],[108810],[114511],[118505],[119395],[120780],[121356],[122753],[128075],[129333],[129909],[130844],[131738],[134217],[134746],[135808],[136628],[138441],[139331],[140922],[142958],[153724],[154300],[155235],[156129],[165261],[166151],[167217],[169220],[170554],[171640],[176096],[176524],[177909],[178485],[179420],[179882],[184384],[191027],[194393],[196517],[198520],[199854],[209859],[210435],[211370],[211832],[212421],[213035],[213428],[217035],[222217],[227340],[234216],[239414],[240918],[241091],[247032],[247646],[248039],[251646],[257289],[260655],[264782],[266264],[266395],[267727],[275133],[281810],[285417],[293944],[297240],[297854],[306504],[306635],[307967],[316386],[317890],[318063],[325011],[328618],[328830],[329751],[346916],[347309],[354322],[360420],[364363],[364494],[366930],[374913],[375834],[382006],[385302],[385916],[396029],[396422],[401127],[420081],[436217],[438657],[440607],[443648],[451315],[453145],[459715],[463658],[463789],[475129],[502690],[516948],[523259],[528465],[532707],[546627],[551017],[563555],[585168],[615229],[616929],[622487],[626673],[679378],[717164],[729162],[785313],[825987],[898591] ] cell #807 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [183887],[216811],[232812],[251422],[268994],[271160],[285193],[309234],[311400],[328394],[329498],[331177],[348183],[350349],[375581],[377260],[397296],[399462],[400467],[402712],[419828],[421507],[441275],[444283],[452485],[454730],[474876],[476555],[480754],[483117],[502030],[504275],[526022],[527350],[529180],[538663],[541026],[551685],[562895],[565140],[572008],[593376],[615158],[619862],[620897],[623284],[630764],[635619],[647151],[648479],[659792],[669738],[687697],[717101],[718275],[723068],[733130],[738714],[751032],[752067],[761934],[789404],[794259],[826056],[827876],[838540],[843333],[858531],[863324],[873386],[902559],[908143],[931363],[943579],[955159],[976005],[986669],[991462],[1017270],[1022063],[1052116],[1073085],[1076662],[1098138],[1109718],[1141430],[1172940],[1177733],[1199448],[1236017],[1264912],[1268489],[1301545],[1328091],[1350958],[1394678],[1431247],[1452070],[1481484],[1524467],[1611029],[1647300],[1732621],[1843280],[1992837] ] cell #808 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58887,431758],[58911,290434],[73948,487178],[73972,334420],[80817,356671],[89949,545087],[89973,380503],[97489,570480],[97910,401846],[99652,406391],[106071,599800],[106095,424750],[117434,634091],[117855,453864],[119597,458409],[128196,666216],[128220,479798],[128494,667513],[129370,482261],[137370,693708],[137791,503409],[139533,507954],[147214,722575],[152885,736489],[153761,540170],[164190,765261],[164611,564274],[166353,568819],[167329,570725],[168205,775979],[177070,800611],[177946,594883],[188939,831684],[189815,833416],[190712,623206],[196629,634336],[197505,849837],[203349,862831],[209020,876745],[209896,661299],[213802,888153],[225449,693953],[239526,949248],[240955,725565],[245703,960699],[248413,966272],[255201,979813],[256077,981545],[262891,765506],[278245,1028567],[294529,1066194],[299253,834701],[304618,1082331],[316498,1103807],[322675,1115258],[339370,1146970],[342080,1152543],[360771,943028],[369187,1203687],[382591,1225549],[392680,1241686],[411643,1274158],[429700,1307085],[468482,1366059],[489713,1398917],[513206,1436916],[527971,1459436],[602335,1562435],[674642,1654666],[743618,1739987], [10771,166677,569895],[14530,195977,633506],[16935,213150,482416],[16959,129168,330971],[20580,238874,721990],[22234,247761,540325],[22258,153559,377054],[25445,167442,402497],[27733,281532,419127],[27757,177744,281305],[27900,178367,180008],[29732,294444,829853],[32017,303966,630063],[32041,194228,450099],[32698,196742,454515],[34461,315846,862246],[36115,324733,474175],[36139,209694,324506],[36282,210317,211958],[39328,341428,686996],[39352,222052,497580],[40174,225562,346033],[40339,226123,228072],[42768,236370,946195],[44352,366652,526649],[44376,240753,365714],[45056,369102,727088],[45523,151589,535376],[45819,244940,536027],[46256,246600,251772],[48255,382506,977982],[50540,392028,761233],[50564,260490,560509],[51221,263004,395146],[51386,263565,265514],[54789,410991,788703],[54813,274968,583952],[55470,277482,588368],[56793,282297,284598],[59054,184510,291057],[59883,436627,614855],[60304,294821,441326],[62046,299366,441977],[62792,301462,837042],[63472,194430,629908],[63561,195254,305051],[64400,305845,311804],[66881,313342,1100754],[67288,461560,1101949],[68465,465947,647778],[68489,317725,465009],[69169,468397,867344],[69636,207724,656505],[69932,321912,657156],[70369,125740,323572],[71014,325498,327799],[74652,489628,896517],[75119,220082,682047],[75415,338607,682698],[75852,217161,340267],[76961,136773,501029],[80136,512554,930662],[80160,354157,707180],[80982,233551,357232],[81694,520842,716777],[82368,237304,361572],[82570,361735,526494],[84543,527886,947390],[85877,369479,375632],[86324,245977,372722],[86346,244827,731847],[87619,374024,380811],[90570,547037,746025],[90991,382883,551736],[91125,383371,1228716],[92607,256974,754376],[92733,387428,552387],[93479,389524,985171],[93886,557060,1239828],[94159,260692,761078],[94248,161725,393113],[95087,166518,393907],[100398,408487,1015772],[101078,275170,788548],[101167,275994,412076],[102006,271564,412870],[103153,174984,587717],[103449,176726,592262],[103886,280670,418717],[106775,602250,1046074],[107242,288464,815145],[107538,428937,815796],[107975,182869,430597],[108620,291145,432523],[109084,185349,613651],[109548,436042,614470],[110200,436872,619614],[110313,295472,437448],[111076,617339,828747],[112845,442602,1069361],[114346,302396,445957],[114548,446120,452957],[115057,305284,449668],[116521,631300,1080473],[119941,641971,857033],[120615,200565,460867],[120817,461030,647623],[121019,461645,1356103],[121238,122879,316931],[122790,317927,865821],[124124,209453,468774],[124258,469262,1369226],[124571,206222,472017],[124593,321799,872103],[125866,212244,473319],[131343,674557,1133661],[132677,329549,490005],[133124,339644,493248],[133146,338494,901276],[134419,334728,494550],[135845,222254,686841],[135934,342513,344809],[139407,350641,923805],[139698,141887,514433],[140279,510050,1171442],[140686,703731,1435058],[140959,354359,930507],[141048,230218,513639],[143034,233104,710945],[143330,234846,715490],[143767,234720,520280],[144657,361890,521752],[145074,523610,1193731],[145309,718724,945075],[148038,239959,528263],[149413,530922,538415],[149526,370130,531498],[150289,729572,956030],[152058,536652,1206854],[155734,743533,1217966],[156956,547282,750784],[157069,252366,547858],[157630,159579,386126],[159601,387315,982830],[161102,262334,556367],[161304,262759,556530],[161506,557145,1497629],[161813,258900,560078],[166227,399754,1003833],[169974,576455,1261188],[170630,271452,781846],[171475,409421,579810],[171677,400939,579973],[172186,412309,583521],[173650,789940,1272300],[175431,415202,418094],[175453,277369,792976],[177503,181253,602627],[179919,424952,1044551],[180294,182995,607172],[181387,603115,1565602],[181700,286962,605870],[181722,428824,1050833],[184421,290636,819939],[190089,298064,622136],[190291,298489,622299],[191873,446275,625166],[192290,627024,1334111],[192525,838989,1078158],[195035,631385,1600718],[199274,640066,1347234],[199930,311692,855704],[200792,312102,642881],[201209,460066,1097587],[201557,203858,464578],[205548,324001,652051],[205661,324075,652627],[211869,480000,1127672],[213567,670281,1388961],[214235,216531,674934],[217072,334622,894994],[217906,480506,677593],[218019,490656,678169],[218782,899001,1142301],[220551,683323,1402084],[222763,497149,500468],[224227,912962,1413196],[224892,229595,703038],[225317,229797,703201],[228094,507841,1169101],[229999,703816,1692859],[230306,352567,706749],[233573,356558,934935],[240079,365209,723810],[240192,365283,724386],[248178,739257,1475767],[248846,251142,743910],[251683,380705,973113],[258135,394573,756336],[265536,568706,1254422],[267937,270829,780776],[268362,271031,780939],[271586,406278,1013431],[272613,580128,783806],[273030,785664,1530487],[273265,1017719,1269985],[275775,790025,1792545],[280014,798706,1543610],[280800,286288,810691],[280874,286401,811267],[281949,593919,1289414],[293796,436345,826562],[298601,441404,833634],[304383,843876,1599612],[308177,311069,854634],[308602,311271,854797],[311826,458296,1095067],[325150,660335,1375976],[329571,481297,1129299],[330466,333746,893239],[330540,333859,893815],[341845,908686,1670997],[344590,913047,1926258],[345460,351802,925765],[360631,521166,942929],[367069,723611,1458330],[375654,539206,1213604],[376549,379829,971358],[376623,379942,971934],[392445,992005,1759727],[400399,400821,1005292],[401924,405626,1012364],[411408,1022606,1791439],[441348,620405,1326420],[452417,452839,1086928],[453942,457644,1094000],[466364,863867,1621088],[480684,481157,1129200],[512971,1178276,1945998],[525954,526376,1197014],[538593,539066,1213505],[551758,751575,1489938],[619792,620265,1326321],[647083,647505,1359386],[750962,751435,1489839] ] cell #809 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [8953],[13824],[16113],[17802],[20344],[21060],[23713],[23946],[26311],[27285],[28600],[30124],[30359],[33680],[34225],[34941],[37438],[38154],[39221],[41040],[43209],[43622],[45683],[47105],[47818],[48647],[48882],[52896],[53131],[53301],[55269],[56997],[57713],[60229],[60408],[63233],[63646],[65472],[65707],[65877],[67735],[69796],[71218],[73218],[73436],[75279],[78243],[78478],[78648],[84952],[85802],[85981],[89219],[89437],[90916],[94333],[96159],[96394],[96564],[97835],[98489],[100839],[101252],[103313],[105341],[105559],[107402],[110628],[113426],[116930],[117780],[118434],[123199],[124049],[127466],[127684],[132602],[132781],[136019],[137716],[138370],[141133],[143194],[144543],[144634],[147963],[149841],[151514],[152639],[157384],[160182],[164536],[165190],[174059],[174909],[179014],[181178],[184595],[185718],[186317],[190637],[190956],[191759],[191850],[200678],[200769],[207649],[210964],[216456],[218334],[220007],[221132],[233029],[235238],[237417],[238128],[241606],[242205],[246844],[251067],[251980],[252579],[256899],[271377],[272499],[272590],[288389],[291704],[295086],[295874],[300330],[302509],[311617],[312210],[315100],[331795],[335273],[335872],[340511],[350566],[361998],[362860],[369744],[377878],[383936],[399679],[402899],[407355],[409534],[422125],[446383],[454917],[462155],[477173],[483386],[490270],[504462],[529798],[541295],[565327],[580236],[596008],[623471],[662424],[717358],[725828],[826954],[942418] ] cell #810 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [57452,599790],[59106,431748],[71673,666206],[74072,487168],[77624,693698],[80851,516017],[90073,545077],[95540,765251],[97508,570470],[98224,775969],[99686,576963],[104067,800529],[108419,431847],[112690,833406],[117453,634081],[118169,849827],[119631,640574],[126192,876663],[128498,667431],[129389,669235],[129505,888071],[131517,487267],[139567,700191],[147233,722565],[147349,949166],[151903,960689],[152889,736407],[153780,738211],[153896,966190],[155908,545176],[159446,981535],[166387,771744],[167333,774165],[167721,571520],[175298,1028557],[177965,802333],[180093,599889],[186746,1066040],[188943,831602],[194565,1082249],[196633,848023],[197021,635131],[203368,862821],[203484,1103725],[208038,1115248],[209915,878467],[212043,666305],[220396,1146960],[222389,1152461],[225453,916124],[225841,694748],[240974,952049],[242634,1203533],[253008,1225395],[255205,979731],[260827,1241604],[262895,996152],[263283,766301],[275305,1274076],[288778,1307075],[299257,1073452],[299645,835496],[319606,1365905],[336301,1398763],[354494,1436834],[360775,1191750],[366296,1459282],[426631,1562281],[486822,1654512],[544731,1739833], [5252,195967,633355],[8305,238864,721839],[11312,166667,569744],[12992,294434,827539],[14150,303956,842104],[15465,315836,862095],[17154,213140,668509],[19939,236374,943929],[21295,369092,954822],[22453,247751,737485],[23114,382496,975668],[24272,392018,990233],[25479,267189,571366],[26637,410981,1020834],[27952,281522,801607],[31376,301466,1077012],[31781,194449,842830],[32732,307429,634977],[33820,313346,1098488],[34055,461550,1099621],[34680,465937,1105882],[35176,468387,1109381],[36334,324723,877741],[37033,213239,482147],[38389,489618,1141093],[39547,341418,906914],[40208,346378,694594],[41366,512544,1176504],[44245,527876,1199111],[44476,366642,951323],[45448,244831,958885],[45853,371974,732488],[46700,247850,540056],[48028,547027,1224646],[48429,383375,1226450],[49899,389528,1236367],[50134,557050,1237500],[50304,260711,990959],[51255,395491,766147],[54148,408491,1268839],[54553,275189,1021560],[55504,414454,793617],[56592,281621,594769],[56827,420875,599147],[57948,602240,1301208],[59902,436617,1065291],[60618,617329,1323332],[61845,442606,1328441],[62080,443110,835342],[63864,304055,629794],[64269,631290,1339491],[66461,641889,1353718],[67228,314147,1355949],[68358,317946,1106608],[69343,469266,1366960],[69561,321803,1113444],[69966,471269,872744],[70813,324822,661185],[71048,475923,665563],[73841,674547,1394341],[75044,338498,1145156],[75449,492500,901917],[76296,341517,686727],[76701,222273,907640],[78025,347120,507278],[79495,510054,1431597],[79730,703721,1432730],[79900,354378,1177230],[81698,520760,1191346],[82534,523614,1454230],[82589,522564,948946],[82705,718642,1453826],[84717,366741,725451],[86191,729562,1464988],[86456,245219,732642],[87418,536656,1470097],[87653,537160,744906],[89842,743523,1481147],[92532,387319,1232807],[92767,553520,983471],[93826,390329,1497475],[94551,392117,760964],[95941,396233,568143],[99451,576459,1524817],[101470,411080,788434],[101875,789930,1535867],[103078,277373,1026753],[103483,176760,799214],[104834,282576,424468],[105964,424971,1298435],[106949,603119,1563336],[107167,428828,1305271],[107572,605122,1051474],[108654,609776,610487],[108824,290655,1057197],[109538,435891,614406],[110204,615525,1070059],[110592,437667,832510],[114512,627028,1595512],[114567,625978,847803],[114683,838907,1595108],[116461,450681,1600564],[116695,451126,641316],[119396,640070,1611379],[120781,460070,1354122],[120836,643693,1103505],[122964,466036,865707],[124703,322191,872898],[125900,212278,658289],[126959,325777,479516],[128089,480019,1384997],[129334,670285,1649460],[131752,334641,1138320],[132991,898991,1660218],[133256,338886,902071],[134218,683327,1665327],[134453,675930,683831],[136237,224401,691847],[136642,912952,1676377],[139332,507845,1428037],[140626,510855,1692705],[141351,512643,930393],[142741,516759,517391],[142959,356562,1182423],[143364,234880,941173],[144647,521838,717523],[144746,361621,522426],[149417,727758,963903],[149805,531717,737315],[152405,374303,546131],[153725,739261,1734781],[156143,380724,1222625],[156960,746695,1229414],[157348,548077,980639],[159711,387707,983625],[161323,263319,757148],[163451,266117,561536],[166152,568710,1514843],[167757,271050,1013176],[170555,406282,1265279],[171641,785668,1787339],[171696,773945,784618],[171812,1017637,1786935],[173590,584534,1792391],[173824,577705,584979],[175563,277761,793771],[176525,798710,1803206],[177910,593923,1550498],[180328,183029,816929],[181832,429216,1051628],[184088,432802,433355],[184813,292783,824945],[186449,437513,616069],[190310,299681,834446],[191863,625252,837788],[191962,446006,625840],[193470,305563,450212],[194394,843880,1854039],[197057,311290,1094812],[199855,458300,1351325],[200782,642967,857779],[200881,460916,643555],[201836,317443,465122],[205552,324710,868014],[205940,324619,652846],[208303,208540,473598],[209860,660339,1636544],[213036,481301,1386980],[213127,333750,1136516],[217910,885784,897187],[218298,668339,678388],[220898,488222,494829],[222218,908690,1921052],[224167,691402,1926104],[225877,229816,926577],[228204,508233,1169896],[228675,231944,708207],[233683,356950,935730],[240083,366629,950245],[240471,365827,724605],[240919,723615,1718360],[242337,531563,728302],[243711,373348,535641],[247647,539210,1473786],[247738,379833,1220821],[252711,547923,747239],[253453,386752,552001],[258125,395359,985917],[258224,394760,757010],[259179,259732,560622],[260656,992009,2003596],[265646,569098,1255217],[266458,400825,1256975],[267057,405616,1264160],[271696,406670,1014226],[272603,783892,1016518],[272702,579859,784480],[274210,412588,584065],[275134,1022610,2032769],[280361,418961,592541],[281418,286680,811486],[281509,286292,1046744],[289043,289280,607451],[293800,436479,1065148],[297855,620409,1588168],[298591,442978,1072333],[298690,441591,834308],[302681,450384,630171],[306698,452843,1343021],[307297,457634,1350206],[311936,458688,1095862],[313850,465294,647886],[317891,863871,1874030],[319309,474283,868558],[320051,320683,656770],[328905,481147,1386827],[331084,334138,894034],[336004,678234,897731],[337378,493874,682312],[343025,497693,500747],[345647,351891,926439],[346246,351792,1172188],[352846,353399,707293],[354323,1178280,2173025],[359313,359550,715769],[360621,521304,1191597],[364557,526380,1457284],[365999,526757,950789],[374988,539056,1473633],[377167,380221,972153],[385917,751579,1748283],[390032,390743,761341],[402111,405715,1013038],[409706,584237,788811],[415828,587982,591586],[419235,426334,1047288],[427076,427708,815410],[440682,620255,1588015],[454129,457733,1094674],[463852,647509,1620042],[482524,486525,1137060],[497865,687104,691105],[510558,511269,930770],[540433,544434,1221365],[551092,751425,1748130] ] cell #811 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [12724],[19906],[19944],[29639],[31343],[31381],[31797],[33787],[33825],[34071],[44963],[45453],[48162],[48434],[49866],[49904],[50150],[50320],[54115],[54153],[54569],[61812],[61850],[63379],[64285],[67195],[68374],[69076],[69348],[69566],[74559],[75049],[76717],[79462],[79500],[79746],[79916],[82029],[82539],[84450],[87423],[92537],[93793],[94066],[99418],[99456],[100985],[101891],[103083],[103499],[105980],[106682],[106954],[107172],[108840],[109572],[110535],[114517],[116428],[119363],[119401],[120786],[122697],[128105],[128829],[129339],[131250],[131768],[134223],[135752],[136658],[139337],[140593],[140866],[142964],[143380],[144681],[149748],[153220],[153730],[155641],[156159],[157291],[166157],[166701],[167664],[167773],[170560],[171646],[173557],[176530],[177915],[179826],[180344],[184328],[189274],[191897],[194399],[196001],[196964],[197073],[199860],[200816],[209865],[211776],[212294],[213041],[213130],[213174],[216979],[218241],[222223],[224134],[225784],[225893],[238898],[240924],[245162],[247652],[247741],[247785],[251590],[255536],[260661],[263226],[263335],[266461],[267003],[267051],[272637],[275139],[277704],[281512],[281556],[294468],[297860],[299588],[299697],[303990],[306701],[307243],[307291],[315870],[317896],[322134],[324713],[324757],[328819],[328899],[338829],[341452],[346240],[354328],[364560],[365102],[366632],[366676],[369126],[374902],[374982],[382530],[385922],[387650],[392052],[395353],[400130],[411015],[429159],[436482],[436651],[440596],[440676],[442972],[452148],[461584],[463855],[464397],[465971],[468421],[489652],[512578],[521148],[521298],[525685],[527910],[547061],[551006],[551086],[557084],[602274],[614326],[614747],[617363],[631324],[642277],[646814],[674581],[703755],[719030],[729596],[743557],[745917],[789964],[828639],[839295],[899025],[912986],[955922],[1018025],[1142193] ] cell #812 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [58966],[74027],[80805],[90028],[98604],[99640],[106150],[118549],[119585],[128275],[128891],[129869],[138485],[139521],[153282],[154260],[165305],[166341],[166870],[168261],[177467],[178445],[189336],[191071],[196170],[197561],[209417],[210395],[212610],[214199],[224990],[226381],[239067],[239923],[241051],[247221],[248810],[255598],[262432],[263823],[268035],[280992],[293854],[297429],[298162],[299709],[305015],[308275],[316039],[316895],[324193],[330658],[342477],[360679],[361675],[365401],[372820],[376741],[385491],[386224],[393077],[412040],[415300],[435886],[437571],[446060],[449786],[460970],[464696],[472115],[493346],[497267],[513603],[521833],[531621],[547981],[556470],[560196],[579913],[583639],[605968],[622239],[625247],[642962],[652750],[678292],[703141],[706867],[724509],[756417],[780879],[783887],[811390],[833715],[854737],[893938],[925846],[943084],[972057],[1012445],[1094081],[1129355],[1213660],[1326476],[1489994] ] cell #813 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [108386,608935],[108424,431951],[131484,675089],[131522,487371],[142474,516130],[155875,744065],[155913,545280],[167147,773822],[167726,571574],[170288,577076],[180060,808187],[180098,599993],[196447,847680],[197026,635185],[199588,640687],[212010,884321],[212048,666409],[212473,885912],[213620,669293],[225267,915781],[225846,694802],[228408,700304],[239344,948823],[247084,964031],[248231,738269],[262709,995809],[263288,766355],[265850,771857],[267165,774099],[268312,1007804],[280855,1035469],[282002,802391],[297292,1070187],[298439,1072003],[299650,835550],[307405,847957],[308552,1089440],[316316,1103382],[324056,1118590],[325203,878525],[330521,1131052],[346354,916058],[365264,1197710],[367122,952107],[373097,1209496],[376604,1215357],[385354,1229542],[386501,1231358],[395467,996086],[415577,1281267],[437364,1322046],[443086,1073386],[449649,1338090],[464559,1360082],[472392,1371868],[493623,1404726],[497130,1410587],[521545,1191542],[531414,1463702],[547774,1485564],[560059,1501608],[583502,1534466],[606245,1568244],[652543,1626460],[678085,1658932],[706730,1696838],[724302,1719192],[811183,1818287],[893731,1905463],[971850,1985491], [25211,266348,773197],[32464,306588,847055],[37000,329704,669478],[37038,213343,483039],[43807,364447,948198],[46667,375787,738454],[46705,247954,540948],[52411,267302,572325],[56559,420034,593116],[56597,281725,419750],[56843,282581,284924],[60172,437265,1068285],[63831,448832,843073],[63869,304159,630686],[64987,307542,635936],[67920,463742,1102757],[70780,475082,659532],[70818,324926,474798],[71064,325782,328125],[76263,496313,907883],[76301,341621,687619],[77758,346491,502347],[78030,347224,349895],[82271,361383,1194617],[84684,528418,722808],[84722,366845,527272],[85745,531315,953759],[86461,245224,732696],[86933,372087,733447],[87669,374308,381137],[90859,547675,1227640],[94518,559242,991202],[94556,392221,761856],[95674,395604,563212],[95946,396337,399008],[101437,582685,1021803],[101475,411184,789326],[102593,414567,794576],[104801,420988,424039],[108670,291471,432807],[110018,615182,826476],[110597,437721,620463],[113159,443223,621214],[114249,445768,1075891],[115240,304436,842888],[115383,305568,450217],[116700,451230,458847],[120518,460678,1356989],[121106,644341,1358180],[122931,649547,863064],[122969,466140,648401],[123992,652444,1108318],[124708,322196,872952],[125180,471382,873703],[125916,208308,473603],[126926,476036,479087],[132545,677986,1140030],[133261,338891,902125],[133733,492613,902876],[134469,335054,494834],[136242,224406,691951],[141318,705913,1177473],[141356,512747,931285],[142746,357585,516863],[143980,716483,942808],[144850,362513,522429],[145127,522622,722623],[147906,724203,1195808],[149810,531771,539264],[150440,373452,535644],[150466,371950,958819],[152372,537273,545702],[156774,746352,974605],[157353,548131,751633],[157533,548685,1488612],[159716,387712,983679],[159915,553633,752384],[161005,556178,1235246],[161593,757796,1499706],[161996,392498,991017],[162139,259184,560627],[163456,266122,561640],[171378,579621,1267718],[172369,411461,1021618],[172512,412593,584070],[173829,406829,585083],[175568,277766,793825],[176040,280328,799327],[176776,418966,592546],[181121,811084,1300145],[181837,429221,1051682],[182309,605235,1052433],[183045,289048,607456],[184055,432926,609889],[184818,292788,825049],[185608,614557,826103],[186425,615459,831536],[186562,438472,616063],[187572,829074,1067165],[189992,621947,1325094],[192066,446898,625843],[192343,626036,634139],[193041,450497,630165],[195122,844468,1336188],[200115,856739,1097367],[200985,312725,643558],[201262,643751,862879],[201528,644440,1616780],[201841,204184,465127],[204041,466417,1106666],[205945,324624,652900],[206125,653454,1629508],[206575,320155,656773],[206601,471245,1113378],[208507,328562,658402],[216399,893632,1391038],[218303,481355,678442],[218933,493978,682315],[218959,492476,1145090],[220865,487793,683944],[222946,341898,907698],[223089,497698,500752],[228209,508238,1169950],[228680,231949,708311],[229498,702849,1430476],[230086,927225,1694936],[230489,513024,1177288],[230632,352851,707298],[233688,356955,935784],[234160,359517,941286],[234896,359318,715774],[236037,522807,717443],[236549,719427,1454022],[236854,944781,1193511],[240476,365832,724659],[242313,727692,736341],[242450,532522,728296],[243460,956357,1204658],[245880,734180,1466750],[251010,971751,1477844],[252687,746629,979665],[252824,381821,747233],[253557,256228,552004],[256254,553496,1232741],[258328,394763,757013],[258605,395305,757206],[258871,757895,1755419],[259303,390145,761335],[265651,569103,1255271],[270732,780587,1521470],[271701,406675,1014280],[272806,580751,784483],[273083,570528,784676],[273781,584350,788805],[275862,1023198,1532564],[278396,587985,591690],[278422,414430,1026687],[281423,286685,811540],[284781,600270,1298493],[285361,289247,817042],[286865,812094,1821335],[287315,427180,815413],[287341,605098,1305205],[291328,432228,1057255],[298794,441594,834311],[299071,442136,834504],[301129,626221,837708],[301641,839692,1595304],[301946,1077864,1333891],[305255,844567,1854871],[310972,854445,1608032],[311941,458693,1095916],[313009,459263,857699],[313521,642674,1353914],[313963,317014,647880],[319285,474197,867948],[319422,474277,868552],[327982,666686,1385055],[330216,888856,1649252],[331089,334143,894088],[334911,487648,1138378],[335980,667365,897121],[336117,679193,897725],[337127,1142628,1399888],[339547,903609,1661980],[342596,687098,691218],[344677,1158022,1673074],[345650,351995,926442],[346192,352272,926635],[349921,700167,1427971],[352538,927324,1941690],[352970,510671,930764],[357611,515993,1182357],[365975,526671,950179],[366112,526751,950783],[376299,966975,1734573],[377172,380226,972207],[380994,545557,1222683],[389191,562558,985837],[399034,771720,1514777],[402114,405819,1013041],[402656,406096,1013234],[406855,576939,1265213],[408154,784861,1016438],[408666,1018422,1787131],[408971,1269691,1530267],[412280,1023297,2033601],[417997,1033175,1799859],[419149,426310,1046678],[419229,426447,1047282],[420546,801314,1550290],[436533,614877,1065010],[442269,620560,1072253],[449344,1083034,1853831],[454132,457837,1094677],[454674,458114,1094870],[458873,640550,1351259],[475594,877448,1636336],[481381,668216,1386772],[482438,486501,1136450],[482518,486638,1137054],[496825,1153246,1920844],[500439,1158121,2154920],[501693,509717,1172108],[521381,716807,1191447],[528930,949951,1718152],[539290,737192,1473578],[540347,544410,1220755],[540427,544547,1221359],[559754,1242389,2003388],[569917,570386,1256837],[571671,576122,1264080],[583197,1274861,2032561],[620489,832387,1587960],[633528,633997,1342883],[635282,639733,1350126],[650059,1104510,1873822],[667543,668052,1386677],[706425,1437619,2172817],[722012,722481,1457146],[736519,737028,1473483],[751659,980516,1748075],[831714,832223,1587865],[862268,862737,1619904],[979843,980352,1747980] ] cell #814 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [4854],[7924],[8103],[8828],[8999],[9748],[9851],[12937],[13948],[14169],[15263],[15389],[15988],[16091],[16159],[17677],[17848],[20818],[21240],[21548],[21940],[23059],[23238],[23759],[24070],[24196],[24291],[26435],[26656],[27331],[28475],[28578],[28646],[29797],[30782],[32255],[34699],[35121],[35300],[35429],[37912],[38334],[38642],[39034],[39566],[39737],[40853],[41164],[41290],[41385],[42060],[42946],[44190],[45121],[46106],[47579],[48320],[49305],[51900],[52569],[53554],[53783],[55027],[55757],[56149],[57471],[57893],[58072],[58201],[59125],[59296],[59843],[59970],[62970],[65145],[66130],[66359],[67059],[71692],[72542],[72596],[73786],[74091],[74717],[75702],[77175],[77916],[78901],[79130],[81104],[81743],[85543],[87091],[88543],[88597],[89787],[90092],[90657],[95832],[96817],[97046],[97449],[97527],[97576],[97588],[99810],[100576],[102751],[103736],[104665],[104719],[113317],[116019],[117394],[117472],[117521],[117533],[119755],[125338],[126790],[126844],[128543],[128555],[128920],[128946],[132343],[133891],[135343],[137457],[137469],[147174],[147252],[148350],[148404],[151255],[152934],[152946],[153311],[153337],[160073],[162775],[164277],[164289],[166650],[166721],[173148],[174650],[177522],[182467],[188988],[189000],[189365],[190378],[190390],[191469],[195950],[196021],[203309],[203387],[204485],[207390],[209472],[212367],[219748],[231268],[235694],[235706],[237838],[238847],[238918],[240531],[246978],[255250],[255262],[255627],[256640],[257731],[272209],[288130],[293569],[293700],[296854],[297186],[312666],[314810],[315819],[315890],[351398],[359955],[360366],[362454],[371512],[381631],[384916],[385248],[403879],[438282],[446839],[455897],[459661],[470807],[492038],[523205],[532332],[580692],[589750],[604660],[626619],[679003],[785259] ] cell #815 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [41912],[53703],[58893],[66279],[73132],[73954],[79050],[89133],[89955],[96966],[97495],[98317],[105255],[106077],[117440],[118262],[127380],[128202],[128641],[129832],[137376],[138198],[147220],[148667],[153032],[154223],[164196],[165018],[166833],[168211],[177217],[178408],[189086],[189821],[190784],[196133],[197511],[203355],[209167],[210358],[213949],[224953],[235797],[239030],[239673],[241014],[245709],[248560],[255348],[256083],[262395],[267998],[278251],[293817],[294736],[298125],[304765],[308238],[316002],[316645],[322681],[339376],[342227],[360046],[361638],[369394],[372783],[382798],[386187],[392827],[411790],[415263],[429706],[436938],[446023],[460933],[468689],[472078],[489920],[493309],[513353],[528178],[530988],[547348],[556433],[579876],[602542],[605931],[622202],[652117],[674849],[677659],[703104],[723876],[743825],[780842],[810757],[826702],[854700],[893305],[971424],[1005432],[1087068],[1197154],[1359526] ] cell #816 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [125903],[161326],[176763],[183032],[190313],[194452],[205556],[222276],[229819],[234883],[236378],[240087],[244835],[258122],[260714],[271053],[275192],[277377],[286296],[290658],[293191],[293804],[294431],[298588],[301470],[303953],[311293],[313350],[314308],[317949],[321807],[333754],[334644],[338502],[341415],[351789],[354381],[356566],[360618],[361012],[369089],[379837],[380727],[382493],[383379],[387323],[389532],[390490],[392015],[400829],[405613],[406286],[408495],[410978],[424974],[428832],[431745],[435816],[442610],[445397],[450842],[452847],[457631],[458304],[460074],[460307],[461547],[465934],[468384],[469270],[480022],[481144],[481305],[487165],[489615],[507849],[510058],[511016],[512541],[523618],[526384],[527873],[536660],[539053],[539214],[545074],[547024],[555807],[557047],[568714],[569669],[570467],[576463],[579250],[584695],[593927],[599787],[602237],[603123],[617326],[620252],[620413],[621576],[627032],[631287],[633280],[634078],[640074],[641816],[647513],[660343],[666203],[667358],[670289],[674544],[683331],[691563],[693695],[702478],[703718],[717039],[718569],[721764],[722562],[723619],[729559],[736334],[739265],[743520],[751422],[751583],[765248],[775966],[780216],[785672],[789927],[798714],[800456],[826191],[826400],[831529],[833403],[838834],[843884],[849824],[854074],[862020],[862818],[863875],[876590],[886468],[887998],[898988],[908694],[912949],[942801],[949093],[960686],[964587],[966117],[974529],[979658],[981532],[992013],[1004921],[1017564],[1022614],[1028554],[1064933],[1067089],[1070743],[1082176],[1086557],[1097360],[1103652],[1115245],[1146957],[1152388],[1178284],[1193504],[1196643],[1202426],[1204582],[1224288],[1230098],[1241531],[1274003],[1307072],[1322974],[1324053],[1333884],[1359015],[1364798],[1397656],[1399812],[1436761],[1455990],[1464630],[1487571],[1530260],[1561174],[1597272],[1618748],[1651220],[1659860],[1736541],[1757387],[1789099],[1922812],[1943658] ] cell #817 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [105909,808180],[108461,431851],[108769,608928],[128034,884314],[131559,487271],[131697,675082],[137330,915774],[142527,516014],[155950,545180],[156088,744058],[164150,995802],[167176,773815],[167744,571524],[168165,1007797],[170341,576960],[177119,1035462],[180135,599893],[189775,1071996],[196476,847673],[197044,635135],[197465,1089433],[199641,640571],[209069,1118583],[212085,666309],[212480,885905],[213649,669232],[213851,1131045],[225864,694752],[228461,700188],[239373,948816],[239575,1197703],[245663,1209489],[247091,964024],[248260,738208],[248462,1215350],[256037,1231351],[263306,766305],[265903,771741],[267172,774092],[278205,1281260],[282031,802330],[294633,1322039],[297299,1070180],[299668,835500],[304667,1338083],[307412,847950],[316345,1103375],[316547,1360075],[322635,1371861],[325232,878464],[339330,1404719],[342129,1410580],[346361,916051],[367151,952046],[369291,1463695],[382695,1485557],[385361,1229535],[392729,1501601],[395474,996079],[411692,1534459],[429660,1568237],[443093,1073379],[468586,1626453],[489817,1658925],[513255,1696831],[521552,1191535],[528075,1719185],[602439,1818280],[674746,1905456],[743722,1985484], [13769,306581,846979],[14192,304465,842827],[19981,361390,1194610],[20289,364440,948122],[21537,371957,958812],[24314,392527,990956],[26256,266341,773121],[26679,411490,1021557],[29692,437258,1068209],[31418,445775,1075884],[31726,448825,842029],[33862,460685,1356982],[34170,463735,1102681],[34722,466446,1106605],[35418,471252,1113371],[37075,213243,482151],[37383,329697,668434],[38631,492483,1145083],[39589,341927,907637],[41408,513053,1177227],[45016,531308,953683],[46742,247854,540060],[47050,375780,737410],[48215,547668,1227564],[48471,548692,1488605],[49294,553503,1232734],[49941,556185,1235239],[50249,559235,990158],[52464,267186,571363],[54190,579628,1267711],[54498,582678,1020759],[55746,414437,1026680],[56001,280381,799211],[56634,281625,594773],[56942,420027,801532],[57494,600299,1298432],[58190,605105,1305198],[59148,432257,1057194],[61887,621954,1325087],[63906,304059,629798],[65040,307426,634974],[66714,642681,1353907],[67248,644334,1358104],[67275,461749,1616773],[68303,649540,1105807],[69129,652437,1108242],[69385,653461,1629501],[70855,324826,661189],[71163,475075,877666],[71715,666715,1384994],[74114,487677,1138317],[74612,677979,1139954],[76338,341521,686731],[76646,496306,906839],[76943,224443,691851],[77811,346375,694591],[78067,347124,507282],[78890,700174,1427964],[79537,702856,1430469],[79845,705906,1176429],[81093,516000,1182350],[81348,359570,941170],[82958,719434,1454015],[84503,724196,1195732],[84759,366745,725455],[84897,528411,951248],[86986,371971,732485],[87032,245242,732646],[87460,734187,1466743],[90115,545586,1222622],[90530,746345,1224425],[93846,757789,1499630],[93873,557249,1755412],[94593,392121,760968],[95727,395488,766144],[95983,396237,568147],[96806,771727,1514770],[97938,406125,1013173],[99493,780594,1521463],[99799,576946,1265206],[101512,411084,788438],[102646,414451,793614],[102692,277784,793775],[104320,801321,1550283],[104854,420872,599144],[104881,282599,424491],[106237,289300,816926],[106735,811077,1300069],[106991,812101,1821328],[109066,292825,824949],[110047,615175,1065070],[110615,437671,832514],[111036,829067,1323111],[113212,443107,835339],[114936,839699,1595297],[116481,844461,1336112],[116508,631489,1854864],[116737,451130,641320],[117883,458143,1094809],[119438,854452,1608025],[119744,640557,1351252],[119990,856732,1353712],[123006,466040,865711],[125233,471266,872741],[125279,322214,872902],[126445,877455,1636329],[126979,475920,665560],[127006,325800,479539],[128362,208560,658286],[128909,668223,1386765],[128995,486508,1136443],[129758,888863,1649245],[131303,893625,1390962],[133786,492497,901914],[133832,338909,902075],[134260,903616,1661973],[137819,352301,926574],[139680,231986,708211],[140646,927218,1694860],[140673,703920,1941683],[141393,512647,930397],[142573,356973,935734],[142783,516763,517395],[143987,716476,1191340],[144750,361570,361625],[145156,522561,948943],[145358,944774,1453820],[147602,949958,1718145],[149828,531721,737319],[150249,956350,1464767],[152425,537157,744903],[152452,374326,546154],[153300,737199,1473571],[153386,544417,1220748],[154149,966982,1734566],[155694,971744,1477768],[157371,548081,980643],[159968,553517,983468],[160014,387730,983629],[163493,166500,561540],[164639,258634,757145],[166770,570393,1256830],[167231,576115,1012438],[170387,406693,1014230],[172065,1018429,1787124],[173610,1023191,1532488],[173637,790129,2033594],[173866,577709,584983],[176567,1033182,1799852],[177485,286703,811490],[177571,426317,1046671],[182362,605119,1051471],[182408,429239,1051632],[184108,609773,610484],[184135,432825,433378],[185601,435879,614481],[186432,615452,1070053],[186446,437450,437510],[189354,832394,1587953],[190740,299100,834443],[191966,445955,446010],[192372,625975,847800],[192574,1077857,1595102],[193493,305033,305586],[194818,1083041,1853824],[196070,634004,1342876],[196531,639726,1094074],[199687,458711,1095866],[200885,460865,460920],[201291,643690,1103502],[201859,316913,317466],[203737,1104517,1873815],[205963,209435,652850],[208587,208606,473621],[209521,319292,867941],[212494,668045,1129348],[214217,334161,894038],[218321,668343,678392],[218742,1142621,1659997],[220918,675927,683828],[220945,488245,494852],[222642,1153253,1920837],[224187,1158015,1672998],[224214,913151,2154913],[224890,351895,703036],[225351,509710,925839],[228507,508256,1169900],[236030,521763,521826],[238967,722488,1457139],[239941,240494,724609],[240580,365982,950172],[242320,727685,963897],[242334,531500,531560],[243715,372720,373352],[247105,737021,1213653],[248828,380244,972157],[252694,746622,1229408],[252708,547860,547920],[253457,386124,386756],[255616,980523,1748068],[258228,262332,556365],[259202,259755,393095],[261080,1242396,2003381],[262793,389184,756410],[265949,569121,1255221],[267935,405719,780774],[272706,579808,579863],[273112,773942,784615],[273314,1269684,1786929],[274233,412058,412611],[275558,1274868,2032554],[280408,280427,592564],[280876,426331,811269],[289327,289346,607474],[293749,436540,1065003],[297313,832216,1326469],[298062,298694,622134],[299155,442262,833708],[301122,625177,625240],[302678,449670,450381],[308175,457737,854632],[313002,642892,642955],[313847,464580,465291],[315939,862744,1619897],[319306,324077,652629],[320055,320687,472015],[330542,486522,893817],[335987,885778,897114],[336001,678171,678231],[337382,493246,493878],[342495,343048,500770],[352869,353422,513621],[354747,1437626,2172810],[359597,359616,715792],[360558,521374,943077],[365285,365996,724388],[376625,544431,971936],[385375,980345,1489987],[390029,390740,560080],[408147,783817,783880],[409703,583523,584234],[415200,415832,591590],[427080,427712,605868],[497151,497862,691102],[510555,511266,706751] ] cell #818 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [303860],[315740],[323520],[361516],[371312],[384716],[391922],[410885],[418665],[430545],[435877],[437386],[445901],[448100],[460811],[463010],[470607],[491838],[499044],[512448],[520228],[521824],[531436],[547796],[558510],[579754],[581953],[589550],[604460],[625238],[642953],[678107],[688821],[705181],[783878], [62345,633341],[63544,629910],[82365,717908],[83081,721825],[86321,731921],[94231,761080],[99951,569730],[101150,788550],[103647,592264],[110315,827525],[114343,838173],[115059,842090],[120612,858164],[121186,859336],[121328,862081],[122862,865823],[124568,872177],[126064,473321],[129165,482042],[129881,668495],[133121,901350],[135917,686843],[136444,501026],[141031,930509],[143528,715492],[149528,954808],[151537,535373],[153556,539951],[154272,737471],[157071,975654],[157627,976812],[159576,982904],[161099,986302],[161349,556532],[161673,987474],[161815,990219],[163658,393904],[167444,571239],[171472,1016903],[172188,1020820],[174932,587714],[175428,793050],[177741,594664],[178315,422765],[178457,801593],[179991,1044553],[181697,1050907],[183193,607174],[184493,819941],[185020,613648],[190086,1072718],[190336,622301],[194225,629689],[195202,1083766],[196744,634850],[200562,1097809],[201559,1099607],[203860,1105868],[205422,468771],[205502,652125],[205663,1109367],[206219,1110525],[207672,656502],[209691,661080],[210265,477813],[210407,877727],[211941,1127674],[217144,894996],[218021,1141079],[220030,682044],[222049,686622],[222765,906900],[225564,694467],[226120,505242],[228069,1169175],[229592,1172573],[229842,703203],[230166,1173745],[230308,1176490],[232151,514430],[233052,710942],[233548,935009],[237301,1193953],[238768,528260],[240033,723884],[240194,1199097],[240750,725346],[241063,951309],[244942,732361],[245974,1210211],[246548,538339],[251755,973115],[252368,1224632],[256922,754373],[257531,556311],[258058,756408],[258902,1237486],[260487,760859],[263006,766020],[263562,566107],[265511,1254496],[270826,1264545],[271076,780941],[271400,781843],[271561,1013505],[274965,788329],[275942,1275593],[277484,793490],[281302,1289636],[282299,596863],[286162,602624],[286242,810765],[286403,1301194],[286959,1302352],[288412,815142],[291005,611666],[293695,826710],[293916,1065277],[294818,830352],[295474,1323318],[296654,622080],[298524,833706],[299368,835215],[302393,1334333],[305286,1339477],[305842,632722],[311066,1350591],[311316,854799],[311640,855701],[311801,1095141],[312174,1353583],[317722,865602],[318524,652565],[321914,872617],[324503,1376198],[325500,663279],[329546,1129521],[330968,1389183],[332435,674931],[333700,893313],[333861,1394327],[338609,901790],[339641,1405441],[340215,685010],[344757,1416489],[350589,923802],[351198,702982],[351725,925837],[352569,1432716],[354154,930288],[357229,712778],[360054,1191211],[360494,943075],[361737,946722],[361962,1453691],[363715,724324],[365711,1458552],[369476,727587],[370132,1464974],[374026,735650],[375629,1213826],[377051,1475989],[378518,743907],[379783,971432],[379944,1481133],[382880,978481],[387430,983344],[399702,1003830],[400720,1005440],[403679,780720],[405549,1012436],[409418,1530709],[412311,1535853],[412867,791362],[418091,1546967],[425549,811205],[428939,1051347],[432525,821919],[436946,1067809],[441323,1326642],[446122,837569],[446347,1594973],[450096,1599834],[452738,1087076],[455697,854578],[457567,1094072],[461032,1101281],[465006,1621310],[481020,1129346],[484241,893753],[490002,897016],[490658,1660204],[494552,905079],[497577,1671219],[500470,1676363],[526275,1197162],[530996,953283],[538929,1213651],[542150,971872],[547356,1227164],[551733,1490160],[560506,1759949],[579975,1016299],[580200,1786800],[583949,1791661],[620128,1326467],[647404,1359534],[677667,1139554],[707177,1946220],[751298,1489985], [12169,284600,1297695],[16623,327801,1384257],[18511,346035,1419862],[22008,380813,1221885],[24709,395148,1506668],[25643,402499,1519694],[27598,419199,1549959],[29110,291147,1056457],[30693,441979,1589232],[31274,452959,1343150],[32896,454517,1606256],[35980,474247,1636005],[37240,482488,1648921],[39102,334730,1137580],[41803,356673,935449],[43520,526496,1457413],[44047,526721,1717821],[44624,538489,1473247],[46017,536029,1728501],[46907,540397,1734242],[49216,552389,1749347],[53465,406393,1013945],[54046,400941,1257104],[55668,588370,1798083],[58752,290431,819720],[60252,615963,1839794],[60748,619688,1587629],[64071,630135,1853500],[66041,458411,1095581],[67633,647625,1620171],[68160,647850,1873491],[70130,657158,1884171],[73116,482263,1132993],[73643,334417,894775],[74220,480580,1386441],[75613,682700,1914772],[76503,687068,1920513],[78812,507956,1169615],[85825,728196,1970414],[89117,540172,1217298],[89644,380500,972894],[90939,747133,1989351],[91435,750858,1747744],[94758,761305,2003057],[96728,568821,1254936],[97858,401843,1009082],[98354,570799,1259636],[101677,788775,2032230],[105239,594885,1293108],[105766,424747,1044332],[107736,815798,2062901],[117803,453861,1090718],[118299,634410,1345682],[124072,868452,2112373],[127364,661301,1379670],[127891,479795,1127453],[132625,897625,2139843],[137739,503406,1164752],[138235,694027,1422394],[141558,930734,2172486],[147986,950683,2191745],[148651,725567,1462010],[164559,564271,1250073],[165055,765580,1509200],[181201,1047182,2271013],[190660,623203,1331281],[190821,834775,1591723],[216479,1136954,2338416],[235879,943250,1712586],[251090,1221259,2399281] ] cell #819 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [19639],[29606],[29653],[42759],[44930],[44977],[45546],[48129],[48176],[48527],[62783],[63393],[66872],[67209],[69043],[69090],[69441],[69659],[74526],[74573],[75142],[84417],[84464],[86337],[87516],[91116],[92630],[93470],[93807],[94080],[100389],[100999],[103176],[106649],[106696],[107047],[107265],[109956],[110549],[112836],[116442],[122711],[124249],[124584],[131217],[131264],[133137],[134316],[135766],[136335],[139430],[140270],[140607],[140880],[143057],[143976],[145065],[149762],[152049],[155608],[155655],[157305],[159592],[166250],[167085],[167678],[169965],[170653],[173571],[175444],[176623],[179840],[181378],[181713],[184342],[184911],[186421],[192281],[196385],[196978],[199265],[199953],[201200],[211790],[212469],[213558],[214799],[216993],[218255],[220542],[224148],[225798],[228085],[228773],[233564],[239282],[242309],[245176],[247080],[248169],[249410],[251604],[252683],[263240],[265527],[266215],[267017],[267161],[268454],[271577],[273021],[277718],[280005],[281940],[283181],[297288],[299602],[304374],[307257],[307401],[308694],[311817],[316254],[322148],[325141],[326382],[329092],[329562],[331118],[335976],[338843],[341836],[346350],[347643],[361379],[365116],[367060],[367748],[371946],[375175],[375645],[377201],[385350],[387664],[392436],[395463],[396756],[400187],[400408],[411399],[414426],[421448],[429173],[440869],[441339],[443082],[443743],[445764],[452205],[452426],[460674],[464411],[466355],[471241],[476496],[480467],[492472],[512962],[521494],[521541],[525742],[525963],[529121],[538376],[548681],[551279],[551749],[553492],[556174],[579617],[605094],[614804],[615099],[619575],[621943],[642670],[646871],[647092],[653450],[702845],[716326],[716738],[719423],[734176],[745974],[750745],[780583],[812090],[828696],[839688],[854441],[856994],[903605],[945036],[955979],[1018418],[1033171],[1078119],[1142250],[1269946] ] cell #820 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [21611],[29703],[31737],[35492],[38705],[42331],[42819],[45027],[45413],[48226],[48528],[49368],[50260],[54509],[55820],[58264],[60001],[62843],[66932],[67259],[68314],[69140],[69442],[69526],[74623],[75009],[76657],[77017],[78964],[79856],[81167],[84514],[85574],[87517],[90541],[90688],[91176],[92497],[93530],[93857],[96880],[99873],[100449],[103043],[105920],[106746],[107048],[107132],[108780],[109140],[111047],[112896],[116492],[119818],[120274],[123821],[124309],[128045],[130223],[131314],[131708],[132374],[134317],[137341],[139297],[139754],[140330],[140657],[142924],[145642],[147735],[150260],[152109],[154614],[155705],[156099],[156266],[164161],[166117],[166574],[167187],[168176],[168308],[170025],[170520],[173621],[176624],[177403],[178799],[180950],[181438],[186116],[187064],[189786],[192858],[196487],[197476],[197608],[199325],[199820],[209353],[210749],[212657],[213001],[214135],[214255],[216228],[218753],[220602],[224198],[224759],[226428],[235342],[239384],[239859],[241405],[242952],[245674],[247268],[247612],[248746],[248866],[250839],[256048],[262201],[263870],[266316],[266526],[266856],[267804],[273598],[278216],[280065],[282637],[297476],[297820],[297931],[299756],[304951],[306556],[306766],[307096],[308044],[316356],[316831],[322646],[325838],[328770],[329009],[336619],[339341],[342413],[360468],[360726],[364415],[364625],[364955],[367204],[372589],[374853],[375092],[385538],[385882],[385993],[393013],[411976],[415069],[429671],[436269],[436552],[440547],[440786],[444853],[459763],[463710],[463920],[464250],[471884],[493115],[513539],[520676],[521099],[523307],[524297],[546679],[550957],[551196],[555263],[578706],[605737],[616981],[619112],[626721],[642228],[645426],[701934],[718981],[729214],[731345],[750282],[777752],[785361],[839246],[851610],[871601],[898643],[900774],[1017976],[1030340],[1050331] ] cell #821 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [179793,1043823],[183808,609167],[184295,819211],[211743,1126944],[216732,675321],[216946,894266],[225205,1161219],[232910,710431],[251343,744297],[251557,972385],[262647,1246540],[266970,1005549],[267709,775023],[268250,1259335],[271258,781332],[280851,1288917],[285114,808419],[298377,1327734],[307210,1087185],[307949,848881],[308490,1345381],[311498,855190],[324052,1375479],[328315,884553],[328882,1128802],[330326,887784],[330517,1388464],[346898,916982],[350447,923291],[365069,1197271],[365260,1457833],[373035,1469390],[374965,1213107],[376409,965903],[376600,1475270],[386439,1491252],[396011,997010],[399560,1003319],[401179,1005849],[415515,1541757],[420656,1037341],[437360,1583916],[440659,1325923],[443630,1074310],[449645,1599115],[453197,1087485],[464364,1359643],[464555,1620591],[472330,1632148],[475704,1120462],[493561,1664620],[497126,1670500],[502742,1161519],[529040,1200702],[531410,1723185],[547770,1744031],[551069,1489441],[560055,1759230],[563607,1246840],[583498,1790942],[606183,1823975],[622539,1329154],[652539,1878855],[678081,1909456],[706726,1945501],[717216,1452008],[724298,1966725],[811179,2057585],[893727,2136154],[971846,2207707], [31076,452229,1086552],[31828,449454,1081962],[42835,522216,1454855],[43322,525766,1196638],[45429,534709,1207541],[50351,559864,1241317],[53848,400211,1004916],[54600,583307,1273789],[60110,615864,1324048],[62859,625630,1331715],[63346,629180,1082171],[66948,643345,1617613],[67325,644436,1869888],[67435,646895,1359010],[68405,650169,1363074],[69542,655838,1369913],[72431,329936,670180],[72918,481533,887993],[75025,681380,1402771],[76748,496935,1152174],[79947,706535,1436547],[85683,728097,1202421],[88432,376019,739156],[88919,539442,966112],[90797,747034,1487566],[91192,748151,1746828],[92513,753709,1492672],[93546,756800,1495233],[93923,757891,1999454],[94033,760350,1241526],[97716,401332,775842],[100465,784270,1528091],[100952,787820,1273998],[103059,587050,1279312],[103530,418523,1033920],[104554,420266,593818],[104931,421395,424507],[105041,594155,800451],[106011,808809,1559450],[107148,814478,1566289],[108871,609557,1312289],[112912,834098,1586713],[115908,449064,843775],[116558,844563,2090969],[117661,453350,849700],[120290,857472,1614766],[121044,859237,1618743],[122664,865093,1103647],[123930,868353,1364793],[124325,869470,1881652],[126679,475314,660234],[127056,476443,479555],[127166,660571,876585],[128136,884943,1645496],[131799,675711,1395932],[132483,897526,1397651],[135232,496545,908585],[135719,686113,1152383],[136218,345010,913726],[137597,502895,693571],[137992,503796,507228],[139313,923138,1687902],[140346,926229,1690463],[140723,927320,2168883],[140833,929779,1436756],[142940,710278,1442070],[143411,520086,1189590],[145658,945514,1714218],[147844,950584,1455985],[148239,528650,723510],[148453,724837,949088],[151395,534862,960562],[151471,372494,959743],[152125,961381,1725982],[152502,537680,546170],[156190,744687,1482738],[156712,974948,1224283],[161531,987375,1757382],[162664,559474,991904],[164417,563760,765124],[164812,564661,568093],[166133,1003166,1772207],[168726,576744,1264992],[170041,1012828,1778540],[170536,781179,1525530],[173037,582917,1022505],[173687,1023293,2249609],[174790,587203,1028430],[174866,414974,1027611],[177419,1036202,1806593],[178173,595276,599080],[180375,430403,1053911],[181059,1047083,1561169],[181454,1048200,2060382],[184185,433394,610296],[184794,435340,1063283],[186230,826819,1064928],[186969,616383,832460],[187510,1067508,1322969],[190518,622692,833279],[192874,1078597,1849897],[193509,450193,450904],[195060,1083667,1597267],[195455,632064,641266],[198026,640355,1351038],[199341,1094464,1861661],[199836,855037,1612092],[200111,1097090,1353707],[204374,649779,863766],[207530,655991,1115121],[207606,471789,1114302],[208637,323454,658809],[209369,1119323,1888229],[210123,661692,665496],[212325,323378,875181],[213017,886645,1647238],[214151,1131785,1900489],[214309,674267,1393921],[216337,1136855,1651215],[219888,681533,1146833],[219964,493020,1146014],[220618,1147652,1912253],[220995,488261,684351],[224264,1158117,2354378],[226846,510339,1173020],[228656,355384,932663],[230024,1173646,1943653],[231157,706145,1178175],[232986,516537,1183281],[233305,517341,711332],[235215,942531,1191335],[236269,522553,523509],[236659,718355,948879],[236850,1193234,1453815],[239875,1198443,1965795],[242857,728616,737265],[243398,1205001,1464625],[243661,535763,536551],[246406,734925,744839],[247628,964764,1732559],[248762,1216090,1980517],[248920,743243,1480727],[250948,1221160,1736536],[253231,747553,980589],[256780,753862,981408],[256856,554040,1233665],[259771,390552,560603],[261717,266098,763234],[264288,389813,986749],[266580,773722,1517319],[268397,780211,1264157],[271334,577483,1266137],[273614,1270424,2028627],[274249,584046,584757],[275800,1275494,1789094],[276195,577655,790704],[280081,1286291,2040391],[280458,418599,799734],[281399,426854,1047602],[282691,601960,1300788],[288270,814631,1306948],[288346,605642,1306129],[289377,430479,817449],[290863,610420,820332],[293186,614403,826186],[294154,827119,1070048],[294307,616202,617202],[297836,1070920,1843218],[300174,442891,1073165],[301361,625967,626923],[301751,838620,847736],[301942,1333614,1595097],[302614,630301,631163],[304967,1338823,2090039],[306820,847580,1603881],[308637,854069,1350203],[311574,641094,1352183],[313241,459965,643682],[313631,858611,1103438],[314370,317482,465103],[316847,1360815,2107754],[319829,324600,868872],[320633,469161,656892],[325892,468107,1108961],[329035,886463,1386824],[331065,487045,1137374],[336524,668289,898045],[337065,1400231,1659855],[337328,682434,683222],[340073,675863,904354],[342429,1411320,2149946],[343064,497674,691625],[344615,1416390,1922807],[345769,509949,926566],[347586,702473,1172185],[350523,700711,1428895],[353438,511078,707274],[359647,520162,941693],[361007,717520,718564],[364679,948723,1717049],[365808,366519,951103],[367258,527596,1198691],[368812,954402,963892],[368965,728435,729435],[375118,964582,1473630],[377148,544954,1221679],[382216,975248,1229403],[382369,546900,747372],[383270,386702,552123],[385898,1230275,1992775],[389423,394882,757137],[390676,556923,761471],[393029,1502341,2223137],[396699,555802,985914],[399636,772264,1515701],[402233,576354,1013165],[408386,784607,785563],[408776,773878,1017350],[408967,1529990,1786924],[409639,788941,789803],[411992,1535199,2248679],[415778,588104,798605],[419365,602113,1047421],[427658,603014,815532],[436606,615082,1320943],[440812,1070738,1588012],[441713,442501,834435],[443686,621571,1072330],[445392,837785,838829],[454251,639965,1094801],[460302,641811,857776],[461423,465227,648016],[463974,1103282,1872719],[468260,474413,868691],[482654,674420,1137193],[489338,885773,1140673],[489491,897864,898864],[497798,687234,912825],[511202,703594,930900],[513555,1697571,2369808],[521437,717034,1191594],[526887,527749,950922],[540563,743396,1221498],[551222,1230093,1748127],[579245,1016515,1017559] ] cell #822 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [23301],[29679],[34011],[35363],[42328],[42790],[45003],[45548],[46169],[48202],[48394],[50090],[58135],[59998],[62814],[63419],[64225],[66903],[69116],[69308],[69661],[74599],[75144],[75765],[79686],[84490],[85427],[85571],[86368],[87383],[90685],[92632],[93501],[94106],[100420],[101025],[101831],[103178],[103799],[106722],[106914],[107267],[111523],[112867],[114005],[122737],[123818],[124615],[131290],[132227],[132371],[133168],[134183],[135792],[136337],[136598],[139432],[140301],[140906],[143059],[146195],[147732],[148723],[155681],[158279],[159623],[166252],[168652],[169996],[170655],[171134],[174534],[175475],[176490],[179866],[180947],[181744],[184368],[184913],[186113],[187696],[197952],[199296],[199955],[202330],[211816],[214688],[214801],[215678],[216225],[217019],[217216],[221711],[226772],[228116],[228775],[233595],[235407],[249299],[249412],[250289],[250836],[251630],[253958],[264214],[265558],[266217],[266853],[267043],[268436],[268455],[270012],[271608],[276679],[283070],[283183],[284060],[300100],[307093],[307283],[308676],[308695],[310252],[311848],[326271],[326384],[327261],[329074],[329093],[329593],[331117],[332503],[347625],[347644],[349201],[364952],[365142],[367637],[367750],[375157],[375176],[375676],[377200],[378586],[388162],[396738],[396757],[398314],[400184],[400407],[400583],[421447],[422833],[440851],[440870],[441370],[443725],[443744],[452202],[452425],[452601],[464247],[464437],[466932],[476495],[477881],[480466],[502146],[521476],[521495],[525739],[525962],[526138],[529120],[538375],[551261],[551280],[551780],[554135],[563011],[572124],[614801],[615098],[619574],[621013],[635735],[642605],[646868],[647091],[647267],[716325],[716737],[719358],[733246],[745971],[750744],[752183],[794375],[828693],[839623],[856993],[873502],[902675],[945035],[955976],[1018353],[1052232],[1078118],[1142247],[1269945] ] cell #823 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [284607,1297682],[290427,819470],[291154,1056444],[327808,1384244],[334413,894525],[334737,1137567],[346042,1419849],[356680,935176],[380496,972644],[380820,1221872],[395155,1506655],[400948,1257091],[401839,1006800],[402506,1519681],[406400,1013672],[419404,1549832],[424743,1044082],[441986,1589219],[452966,1343137],[453857,1088436],[454524,1606243],[458418,1095308],[474452,1635878],[479791,1127203],[480590,1386314],[482270,1130673],[482693,1648794],[503402,1162470],[507963,1169342],[526503,1457400],[526926,1717694],[536036,1728488],[538499,1473120],[540179,1214978],[540602,1734115],[552396,1749334],[564267,1247791],[568828,1254663],[570809,1257398],[588377,1798070],[594892,1290788],[616241,1839672],[619698,1587502],[623199,1330105],[630340,1853373],[634420,1343444],[647632,1620158],[648055,1873364],[657165,1884158],[661308,1377350],[682707,1914759],[687273,1920386],[694037,1420156],[725574,1460810],[728474,1970292],[747411,1989229],[750868,1747617],[761510,2002930],[765590,1506962],[788980,2032103],[815805,2062888],[834785,1590605],[868730,2112251],[897903,2139721],[930939,2172359],[943260,1712464],[950961,2191623],[1047460,2270891],[1137232,2338294],[1221537,2399159], [62352,633328,1342528],[63507,629917,1337711],[82361,717918,1714962],[83088,721812,1456791],[86317,731931,1467453],[94194,761087,1501229],[99958,569717,1256482],[101113,788557,1534087],[110322,827512,1585739],[114339,838183,1593104],[115066,842077,1337938],[120608,858174,1870632],[121162,859614,2104350],[121335,862068,1619549],[122825,865830,1623568],[124564,872187,1630211],[129161,481792,888739],[129888,668482,1130900],[133117,901360,1662683],[135880,686850,1410208],[140994,930516,1696459],[149535,954795,1462521],[153552,539701,966858],[154279,737458,1215205],[157078,975641,1745854],[157623,976822,1991659],[159572,982914,1750720],[161095,986312,1753219],[161649,987752,2219733],[161822,990206,1501456],[167451,570966,1007652],[171468,1016913,1784931],[172195,1020807,1534314],[175424,793060,1539820],[176168,592271,1287135],[177737,594414,801197],[178291,595783,599685],[178464,801580,1035317],[179954,1044560,1815395],[181693,1050917,1822038],[184456,819948,1573726],[190082,1072728,1842102],[194221,629439,1082917],[195178,1084044,2299941],[196751,634577,1089288],[200558,1097819,1868134],[201566,1099594,1871651],[203867,1105855,1359930],[205670,1109354,1625279],[206215,1110535,2114681],[209687,660830,877331],[210241,662199,666101],[210414,877714,1118438],[211904,1127681,1897031],[217107,895003,1656040],[218028,1141066,1657751],[222045,686372,1153129],[222772,906887,1410435],[223518,501022,1158915],[225571,694194,915629],[226116,695239,699397],[228065,1169185,1936991],[229588,1172583,1939490],[230142,1174023,2366404],[230315,1176477,1696686],[233544,935019,1702192],[234288,715499,1449893],[237297,1193963,1962391],[240201,1199084,1715981],[240746,725096,949834],[241070,951296,1197558],[244949,732088,1209344],[245046,535369,1208492],[245970,1210221,1972722],[246524,735432,745444],[251718,973122,1741361],[252375,1224619,1484383],[258909,1237473,2001217],[260483,760609,1242272],[263013,765747,995657],[263558,766792,770950],[265507,1254506,2015110],[269014,780948,1525290],[270822,1264555,2020832],[271557,1013515,1782432],[274961,788079,1274744],[275918,1275871,2433794],[277491,793217,1281115],[277588,587710,1280263],[281298,1289646,2046864],[282306,802829,807313],[285489,607181,1308611],[286410,1301181,1817106],[286955,1302362,2273321],[290981,611025,820839],[291900,613644,1319030],[293923,1065264,1320865],[294814,828070,1070999],[295481,1323305,1584749],[299375,834942,1071851],[302389,1334343,2086635],[303219,630808,631670],[305293,1339464,1851660],[305838,845361,855906],[309254,854806,1611852],[311062,1350601,2096966],[311797,1095151,1865553],[312379,1353456,1614580],[317718,865352,1104393],[321921,872344,1371716],[322018,656498,1370864],[323496,473425,875688],[324499,1376208,2120722],[325507,878963,883447],[328690,473328,1116784],[329542,1129531,1898735],[330964,1389193,2131820],[331180,893323,1654043],[333868,1394314,1902252],[338616,901517,1404574],[338713,682040,1403722],[339637,1405451,2142151],[340191,676468,904861],[344733,1416767,2519685],[348203,703210,1432070],[350746,514426,1179761],[352576,1432703,2170646],[354150,930038,1437502],[356777,710938,1443021],[357225,711935,936221],[360064,1191084,1451822],[361266,718278,719310],[361744,944402,1197331],[362167,1453564,1714032],[365707,1458562,2190835],[369472,955353,964843],[370139,1464961,1724018],[370469,733133,734063],[374033,962225,973301],[375625,1213836,1978763],[377047,1475999,2203373],[377263,971442,1739364],[379951,1481120,1982280],[382876,976199,1230354],[387437,983071,1231206],[387534,754369,1493623],[391281,557430,761978],[393900,399859,993490],[397316,556539,1236840],[400470,1005450,1774769],[402705,1012423,1524451],[406497,781839,1526481],[409414,1530719,2245275],[410244,789448,790310],[412318,1535840,2030390],[412863,782048,1024091],[418087,1546977,2255606],[418641,592368,1034427],[419872,602620,1301739],[421510,810775,1561812],[428946,1051074,1568092],[429043,815138,1567240],[430521,607278,1054418],[432532,820989,1057693],[435864,826040,1064655],[436956,1065571,1325797],[437113,827869,828922],[441319,1326652,2080860],[444303,622308,1328914],[445651,838543,839575],[446129,1077485,1087245],[446552,1594846,1849711],[447170,843326,844316],[450092,1599844,2299153],[452488,1087086,1857890],[454723,1094059,1611013],[458515,855697,1613043],[460561,642557,858534],[461039,1098961,1359703],[461930,465832,648523],[465002,1621320,2314063],[468767,474920,1109912],[469764,653337,873389],[476558,652135,1365436],[480747,1129333,1647284],[483161,674927,1394872],[489998,886724,1141624],[490665,1660191,1910289],[490995,902562,903492],[494559,895182,1148496],[497573,1671229,2350044],[498403,687741,913332],[500477,1676350,2151709],[502033,702732,1172943],[504268,925824,1431231],[508060,923798,1688853],[511807,704101,931407],[520204,715596,1190097],[521811,943563,944629],[526025,1197172,1964821],[527394,528256,1199642],[529183,723894,1458813],[531006,1203064,1212981],[531163,955152,956205],[538656,1213638,1732605],[541070,743903,1481678],[547366,1224926,1489315],[547523,746200,975998],[548568,552726,752070],[551729,1490170,2213958],[556061,562898,986672],[557580,757644,991455],[560502,1759959,2411775],[565133,756395,1236001],[568925,1003826,1773158],[572011,780470,1264915],[579504,1017273,1018305],[579982,1005609,1269312],[580405,1786673,2028441],[581023,1022056,1023046],[583945,1791671,2433006],[588707,794262,1033058],[593369,810932,1301538],[603617,811977,1052119],[615161,826720,1582942],[619855,1326454,1843264],[620900,621830,1073088],[623277,833693,1328075],[625225,1076646,1077712],[635622,854328,1350961],[642940,856587,1098122],[644189,648673,863317],[647154,1359544,2106780],[652292,659785,1109711],[669731,893480,1394671],[677677,1128676,1398294],[677834,1141423,1142476],[687891,908136,1157870],[704251,927073,1177726],[707173,1946230,2532301],[717094,943062,1452054],[723061,724051,1199441],[738707,971599,1481477],[751025,1489972,1992821],[783865,1268473,1269539] ] cell #824 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [15084],[15412],[19962],[20119],[23227],[24219],[29668],[31399],[31556],[32278],[33843],[34000],[35289],[41313],[44992],[45471],[46095],[48191],[49922],[50079],[54171],[54328],[55050],[58061],[61868],[62625],[63408],[63459],[64214],[69105],[69584],[74588],[75067],[75691],[77198],[79518],[79675],[83361],[84479],[85416],[92555],[94095],[94146],[99474],[100231],[101014],[101065],[101820],[103101],[103725],[106711],[107190],[111512],[113721],[119419],[121608],[122726],[122777],[130161],[131279],[132216],[134998],[135781],[135832],[136587],[139355],[140895],[140946],[142982],[145911],[154552],[155670],[158268],[166175],[168641],[169472],[170578],[170850],[174523],[176120],[178737],[179855],[179906],[184357],[184408],[197941],[198772],[199878],[202046],[210687],[211805],[211856],[213059],[214404],[215667],[217008],[217059],[221427],[226761],[227592],[234240],[241343],[247670],[249015],[250278],[251619],[251670],[264203],[265034],[266397],[267032],[267751],[269728],[282786],[284049],[285441],[297878],[300089],[306637],[307272],[307991],[309968],[318315],[325987],[327250],[328642],[328822],[328828],[329753],[331505],[346940],[348917],[364496],[365131],[367353],[374905],[374911],[375836],[377588],[385940],[388151],[396053],[398030],[400127],[401125],[420083],[421835],[436761],[440599],[440605],[443672],[452145],[453143],[463791],[464426],[466648],[475131],[476883],[502688],[505442],[521151],[525682],[528467],[529508],[547171],[551009],[551015],[563553],[566307],[614744],[615231],[617473],[622485],[632922],[642280],[646811],[712978],[717162],[719033],[729706],[745914],[791562],[825980],[828636],[839298],[899135],[955919],[1018028],[1142190] ] cell #825 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [33520],[34102],[42806],[43049],[48410],[50181],[60076],[62830],[63073],[63510],[64316],[66919],[67162],[69324],[79777],[85649],[86384],[87399],[90763],[93517],[93760],[94197],[100436],[100679],[101116],[101922],[106930],[112883],[114021],[115144],[116395],[122828],[123896],[124631],[132449],[133184],[134199],[135883],[136689],[140317],[140560],[140997],[146211],[147810],[149169],[159639],[161900],[170012],[171150],[172273],[173524],[175491],[176171],[176506],[179957],[181025],[181760],[184459],[188142],[191192],[199312],[202346],[203945],[211907],[214704],[216303],[217110],[217662],[221727],[222850],[224101],[228132],[230393],[233611],[234291],[237561],[249315],[250914],[251721],[254404],[265574],[268882],[269017],[270028],[271624],[271932],[277125],[283086],[284685],[285492],[291232],[309122],[309257],[310268],[311864],[314533],[326287],[327886],[328693],[329609],[331182],[331228],[332949],[334815],[340747],[348071],[348206],[349217],[367653],[375692],[377265],[377311],[379032],[380898],[397184],[397319],[398330],[400472],[401026],[402703],[404313],[421512],[421558],[423279],[441386],[444171],[444306],[452490],[453044],[454721],[456331],[466948],[476560],[476606],[478327],[480521],[480745],[481905],[504266],[505876],[526027],[526581],[529185],[529231],[538430],[538654],[539814],[551796],[554581],[565131],[566741],[569643],[594527],[615163],[615277],[619629],[619853],[623275],[633254],[647156],[647710],[650360],[660943],[695352],[716792],[717092],[721738],[725209],[746447],[750799],[751023],[766905],[825978],[826374],[829169],[845474],[857048],[861994],[936334],[945090],[956452],[974503],[1024204],[1067063],[1078173],[1142723],[1204556],[1270000],[1399786] ] cell #826 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [66444],[67322],[82321],[82688],[91095],[93920],[110280],[114299],[114666],[115297],[116555],[120568],[120935],[124228],[140720],[149493],[150516],[152028],[157036],[161055],[161422],[162053],[171428],[171795],[172426],[173684],[181357],[190042],[191638],[193158],[194951],[204098],[205628],[206651],[217986],[219009],[220521],[223003],[224261],[229548],[229915],[230546],[238007],[240159],[242004],[256304],[259420],[270782],[272378],[273898],[275691],[278472],[279470],[279984],[284838],[286368],[287391],[291385],[296272],[300434],[311022],[314979],[317131],[328039],[331674],[333826],[334968],[335671],[341193],[342713],[344506],[349971],[353087],[357661],[358659],[362964],[377757],[379909],[381051],[384334],[399084],[403297],[403477],[404759],[406905],[407459],[414121],[422004],[424156],[425298],[433043],[455315],[455495],[456777],[458923],[462259],[477052],[479204],[480346],[481431],[483305],[483490],[485481],[487910],[495618],[504860],[505040],[506322],[529677],[539340],[541214],[541399],[543390],[545819],[565725],[565905],[567187],[569994],[570645],[572594],[574639],[595927],[596112],[598103],[620539],[623869],[624049],[633605],[634256],[636205],[638250],[650806],[662343],[662528],[664519],[667386],[667610],[670968],[695822],[697867],[722089],[722740],[725747],[725932],[736362],[736586],[739944],[751709],[755039],[767375],[769420],[772955],[804066],[826801],[827058],[831557],[831781],[835640],[846813],[862345],[862996],[866188],[880200],[919711],[942829],[943125],[947956],[952792],[975187],[979686],[979910],[999739],[1064476],[1064834],[1067747],[1085875],[1097388],[1102515],[1186010],[1193532],[1205240],[1224189],[1277702],[1322875],[1333912],[1400470],[1464531],[1530288],[1659761] ] cell #827 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [119915],[121180],[144789],[145283],[157496],[161667],[186518],[192005],[192499],[193360],[195196],[200924],[201418],[206088],[230160],[242406],[243754],[245843],[252780],[258267],[258761],[259622],[272745],[273239],[274100],[275936],[286828],[298733],[300834],[302750],[305145],[317333],[319378],[320726],[336073],[337421],[339510],[342915],[344751],[351934],[352428],[353289],[363364],[366068],[368428],[386795],[390812],[405758],[407859],[409775],[412170],[415871],[417226],[417960],[424358],[426403],[427751],[433245],[439413],[444575],[457776],[462659],[465363],[479406],[483890],[486594],[488112],[488954],[496018],[497934],[500329],[507321],[511338],[517434],[518789],[524019],[541799],[544503],[546021],[549823],[568186],[573266],[573506],[575039],[577748],[578428],[586666],[596512],[599216],[600734],[610556],[636877],[637117],[638650],[641359],[645148],[662928],[665632],[667150],[668382],[670500],[670690],[673021],[675999],[685296],[696494],[696734],[698267],[726332],[737358],[739476],[739666],[741997],[744975],[768047],[768287],[769820],[773303],[774014],[776172],[778464],[803598],[803788],[806119],[832553],[836312],[836552],[847161],[847872],[850030],[852322],[866588],[879732],[879922],[882253],[885793],[886008],[889588],[918131],[920423],[948304],[949015],[952324],[952514],[963912],[964127],[967707],[980682],[984441],[998159],[1000451],[1004694],[1039145],[1065250],[1065514],[1070068],[1070283],[1074419],[1086330],[1102863],[1103574],[1107073],[1122266],[1165361],[1191355],[1191636],[1196416],[1201427],[1224869],[1229423],[1229638],[1250682],[1320482],[1320783],[1323555],[1341807],[1353727],[1358788],[1445912],[1453835],[1465211],[1484301],[1538183],[1584667],[1595117],[1660441],[1723936],[1786944],[1910207] ] cell #828 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [200083],[201750],[236192],[236822],[253386],[259093],[294253],[301284],[301914],[303010],[305477],[313164],[313794],[319984],[352760],[368911],[370577],[373281],[382315],[389346],[389976],[391072],[408309],[408939],[410035],[412502],[427009],[442424],[445038],[447321],[450328],[465623],[468206],[469872],[489437],[491103],[493807],[498194],[500661],[509872],[510502],[511598],[524482],[527695],[530551],[552834],[557731],[576277],[578891],[581174],[584181],[588815],[590541],[591519],[599476],[602059],[603725],[610816],[618253],[624318],[639888],[645611],[648824],[665892],[671153],[674366],[676259],[677222],[685759],[688042],[691049],[699505],[704402],[712043],[713769],[719865],[740129],[743342],[745235],[749423],[771058],[776893],[777188],[778927],[782156],[782958],[792605],[804251],[807464],[809357],[821140],[850751],[851046],[852785],[856014],[860121],[880385],[883598],[885491],[886832],[889107],[889294],[891878],[895333],[905980],[918852],[919147],[920886],[952977],[964951],[967226],[967413],[969997],[973452],[998880],[999175],[1000914],[1005021],[1005760],[1008035],[1010476],[1038664],[1038851],[1041435],[1071107],[1075140],[1075435],[1086657],[1087396],[1089671],[1092112],[1107536],[1121785],[1121972],[1124556],[1128697],[1128895],[1132528],[1163705],[1166146],[1196743],[1197482],[1200946],[1201133],[1213002],[1213200],[1216833],[1230462],[1234495],[1249026],[1251467],[1256293],[1292643],[1321173],[1321430],[1325818],[1326016],[1330234],[1342339],[1359115],[1359854],[1363505],[1379205],[1424008],[1451843],[1452098],[1456602],[1461545],[1484948],[1489336],[1489534],[1510814],[1582570],[1582811],[1585314],[1602827],[1614601],[1619360],[1706044],[1714053],[1724583],[1742926],[1794654],[1840321],[1849732],[1910854],[1970941],[2028462],[2140370] ] cell #829 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [85094],[86564],[95120],[110347],[111190],[115091],[124811],[125872],[131894],[133364],[136806],[141920],[144813],[149560],[150403],[157103],[157838],[157946],[159819],[161310],[161847],[163283],[167476],[168319],[172220],[175671],[176732],[181940],[183001],[185382],[190297],[192029],[194436],[196776],[197619],[200948],[201591],[203892],[205695],[206430],[206538],[213306],[218053],[218896],[222260],[222797],[225596],[226331],[226439],[229803],[230340],[231776],[234852],[240226],[244974],[246185],[247917],[252400],[253520],[256191],[258291],[258934],[260698],[263038],[263773],[263881],[271037],[272769],[275176],[277516],[278359],[281688],[282331],[286435],[287170],[287278],[290642],[292615],[295506],[298757],[299400],[299767],[304122],[305318],[306053],[311277],[312688],[317933],[320118],[321946],[324889],[325532],[333893],[334628],[338641],[339852],[341584],[345356],[347187],[351958],[352601],[354365],[357440],[360792],[361769],[362476],[366808],[370164],[373153],[373415],[374058],[379976],[380711],[381275],[386557],[387462],[392184],[394115],[396300],[405782],[411147],[412343],[413078],[415633],[418302],[424958],[427143],[428971],[432557],[435904],[437502],[437684],[437926],[446154],[446861],[449722],[451193],[457800],[461064],[464632],[466103],[472448],[480006],[490690],[493679],[493941],[494584],[497203],[500502],[501237],[512710],[514641],[516826],[520743],[521851],[522372],[531552],[531734],[531976],[535587],[547912],[548094],[551947],[560132],[580007],[580714],[583575],[585046],[587928],[591653],[606301],[613859],[615508],[625265],[625786],[642980],[643501],[656716],[678223],[678405],[678647],[682258],[706803],[727741],[746678],[783905],[784426],[815356],[897170], [3667,562666],[5058,620668],[7658,501801],[8143,717972],[9032,732901],[9952,751838],[11118,571779],[12964,827552],[13988,838237],[14877,635390],[15303,858228],[16192,873157],[16992,483002],[17881,902330],[18801,349858],[21267,954835],[21588,732659],[22291,540911],[23086,975681],[23278,976876],[24110,986366],[24999,398971],[25451,402531],[26475,1016967],[27364,794030],[27790,419713],[28679,1051887],[30822,1072782],[31753,842117],[32074,630649],[32391,458810],[32704,454549],[34027,1099634],[35148,1109394],[35340,1110589],[35469,872915],[36172,474761],[38361,1141106],[38682,902088],[39385,687582],[40180,346067],[40372,228312],[41204,1172637],[42093,357548],[44217,1199124],[44409,527235],[44867,539227],[45825,536061],[46146,1210275],[49345,983642],[50106,1237513],[50276,990246],[50597,761819],[51227,395180],[51419,265754],[53594,1264609],[54525,1020847],[54846,789289],[55163,406792],[55476,588402],[55797,793788],[56799,284632],[57920,1301221],[58112,1302416],[58241,1051645],[58944,431914],[60271,1323345],[60991,620426],[62052,442011],[62377,633368],[63478,629942],[64241,1339504],[64433,312044],[66170,1350655],[68330,1105895],[68522,648364],[69938,657190],[71020,327833],[73813,1394354],[74005,487334],[74463,481318],[75421,682732],[75742,1405505],[76673,906927],[76994,691914],[78941,1169913],[79702,1432743],[79872,1176517],[80193,931248],[80823,356705],[81015,233791],[81144,935747],[82576,526528],[83113,721852],[85844,1465001],[87625,380845],[89814,1481160],[90006,545243],[90958,1224659],[91678,751596],[92739,552421],[94165,761112],[96857,1255234],[97877,1519721],[98597,571537],[99658,406425],[99850,1014243],[99983,569757],[101084,788582],[101847,1535880],[102039,271804],[103455,592296],[103776,1547031],[105936,1297722],[106128,599956],[107544,815830],[108626,291179],[108796,1056484],[109117,825012],[114554,452991],[117822,1606283],[118542,635148],[119603,458443],[119795,1095879],[120823,647657],[121360,862108],[122796,865855],[128061,1384284],[128253,666372],[129376,482295],[129415,894051],[129913,668522],[131724,1137607],[132644,1660231],[134425,334762],[135851,686875],[136614,1676390],[137758,1419889],[138478,694765],[139539,507988],[139731,708274],[140965,930541],[143336,715524],[151556,1728528],[153767,540204],[153806,972170],[154304,737498],[156115,1221912],[164578,1506695],[165298,766318],[166359,568853],[166551,561603],[167203,1257131],[167283,1012463],[171683,400973],[174951,1798110],[177952,594917],[177991,811503],[178489,801620],[179925,1044585],[180300,607206],[184427,819973],[190679,1589259],[191064,835513],[196503,1343177],[196583,1094099],[207691,1884198],[209902,661333],[209941,652863],[210439,877754],[211875,1127706],[212250,473353],[212546,1129373],[213073,1136499],[217078,895028],[220049,1914799],[225323,703235],[225403,925864],[239400,1457440],[240961,725599],[241000,724622],[241095,951336],[247157,1213678],[247684,1220804],[251689,973147],[256941,1749374],[262765,556564],[262845,756435],[266404,1256958],[268368,780973],[280928,811321],[281455,1046727],[288431,2062928],[293948,1065304],[297365,1326494],[298495,622333],[299207,833733],[306644,1343004],[308608,854831],[316372,1620198],[324129,652681],[324656,867997],[330594,893869],[345593,926385],[360610,943102],[364503,1457267],[365337,724440],[366575,950228],[376677,971988],[385427,1490012],[394706,756956],[402057,1012984],[436425,1065131],[441537,834254],[454075,1094620],[463798,1620025] ] cell #830 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4534],[4671],[6615],[6993],[7458],[7623],[7821],[7858],[9573],[10558],[10723],[10865],[11028],[11221],[11278],[11942],[11989],[13580],[14624],[14787],[14980],[15037],[16396],[16443],[16788],[16893],[17029],[17069],[17116],[18442],[18451],[18904],[20674],[20714],[20761],[21883],[22087],[22192],[22328],[22368],[22415],[23702],[24640],[24649],[25102],[25195],[25204],[25439],[25574],[25583],[27274],[27542],[27827],[29761],[30489],[30594],[30624],[30633],[32151],[32198],[32448],[32457],[32692],[32827],[32836],[34555],[34595],[34642],[35764],[35924],[36209],[36692],[36804],[36993],[37184],[38977],[39462],[39509],[40168],[42540],[42892],[43791],[43800],[43991],[44446],[45085],[45948],[45957],[46359],[46471],[46660],[46851],[48284],[49012],[49117],[49147],[49156],[50674],[50721],[51215],[52121],[54923],[54970],[55599],[55608],[56552],[58536],[59745],[59761],[59959],[61286],[61398],[62040],[62564],[62916],[64697],[66653],[67005],[67904],[67913],[69198],[70061],[70070],[70773],[74681],[75544],[75553],[80270],[80317],[81732],[81892],[82097],[82897],[83300],[83887],[84572],[84677],[85532],[90432],[90646],[91973],[92085],[93251],[93603],[100170],[100522],[106804],[107667],[107676],[110011],[110938],[111879],[112969],[114875],[120139],[121547],[122134],[123779],[131372],[132332],[140051],[140403],[143903],[145507],[147693],[150151],[151092],[155763],[158635],[169008],[170098],[172004],[180908],[186029],[192723],[198308],[199398],[207227],[216186],[218644],[219585],[250797],[266769],[273463],[279048],[287967],[307009],[364868],[464163] ] cell #831 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [18085],[25944],[27014],[33197],[37113],[37671],[39137],[40673],[46780],[47338],[51720],[52501],[53217],[56672],[57230],[65077],[65793],[68599],[70893],[71451],[72098],[72284],[77848],[78105],[78564],[84797],[88099],[88285],[90599],[92871],[95764],[96021],[96480],[97190],[104221],[104407],[104891],[111105],[112244],[113249],[116775],[117135],[120093],[120347],[123115],[126346],[126532],[127016],[129659],[137071],[137845],[142821],[145461],[145715],[146915],[147503],[148092],[150318],[152462],[154050],[156268],[156452],[156745],[159000],[163891],[164665],[167906],[173904],[177154],[184145],[186075],[187066],[187250],[187543],[189516],[192677],[192931],[194719],[195308],[197206],[200014],[200113],[203050],[203638],[209104],[213886],[218811],[220955],[222543],[233158],[235344],[236504],[236753],[236852],[239610],[241963],[242954],[243138],[243431],[245404],[248497],[255778],[260981],[273417],[273671],[275459],[276048],[277946],[289844],[293328],[296231],[300436],[301596],[301845],[301944],[304702],[313476],[316582],[322376],[333277],[335630],[336621],[336805],[337098],[339071],[342164],[354648],[362966],[367986],[379360],[384293],[389658],[392764],[403256],[407461],[408621],[408870],[408969],[411727],[423607],[429401],[438971],[442736],[455274],[462261],[478655],[483492],[488512],[504819],[510184],[513290],[541401],[549381],[565684],[572824],[576589],[596114],[623828],[636435],[640200],[662530],[696052],[725934],[767605],[827060],[835870],[943429],[1064507] ] cell #832 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [27467],[32111],[35910],[39422],[42196],[42889],[45813],[50040],[50634],[54883],[55464],[58682],[58981],[60165],[61986],[62913],[63824],[67002],[67317],[68559],[69034],[69926],[74042],[75409],[76256],[79636],[80230],[80811],[82166],[84408],[85738],[90043],[90852],[91246],[92727],[93379],[93600],[93915],[94511],[99592],[99646],[100519],[101430],[106165],[106640],[107532],[108379],[109612],[109913],[112745],[112966],[114144],[116550],[119537],[119591],[120344],[120413],[121099],[122924],[123985],[124379],[128290],[128897],[131208],[131477],[132538],[139527],[140179],[140400],[140715],[141311],[144313],[145712],[147899],[152179],[153288],[155599],[155868],[156767],[160900],[161586],[166347],[167042],[167140],[169874],[170095],[171273],[173679],[177473],[180053],[181114],[181508],[185548],[187565],[189342],[189887],[192928],[195115],[196342],[196440],[199174],[199395],[200038],[209423],[212003],[212396],[212806],[214205],[216392],[220672],[224256],[225260],[229393],[230079],[235624],[236777],[239239],[239337],[239929],[243453],[247007],[247417],[248816],[251003],[255604],[262702],[266288],[268305],[270627],[273668],[275855],[280135],[280778],[293352],[297215],[297625],[298432],[301869],[305021],[306528],[308545],[310867],[316211],[316309],[316901],[323979],[329291],[330444],[337120],[342483],[344670],[360395],[364387],[365187],[373090],[375374],[376527],[385277],[385687],[386494],[393083],[400377],[408894],[412046],[415570],[436241],[436323],[441068],[449572],[452395],[459690],[463682],[464482],[472385],[493616],[497053],[513609],[523234],[525932],[530373],[546651],[546733],[551478],[559982],[583425],[606238],[616953],[617035],[618075],[626648],[647061],[651502],[677044],[706653],[721231],[729186],[729268],[749245],[785288],[810142],[841496],[861487],[890660],[898615],[898697],[968779],[989625],[1020226],[1155050],[1175896] ] cell #833 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [39216],[53296],[55283],[65872],[73073],[73450],[75962],[78643],[89074],[89451],[96559],[98503],[98899],[105196],[105573],[118448],[118844],[123194],[127321],[127698],[128699],[129849],[138384],[138696],[138780],[148608],[153090],[154240],[156853],[160196],[165204],[165516],[165600],[166850],[177275],[178425],[179028],[187651],[189144],[190970],[195824],[196150],[200301],[200692],[204554],[209225],[210375],[210978],[214007],[224970],[226877],[234009],[237040],[237431],[239047],[239731],[241031],[243539],[246858],[248618],[251840],[252046],[252419],[255406],[262412],[264319],[268015],[276564],[281067],[291718],[293834],[294946],[295152],[295525],[298142],[302132],[302523],[304823],[306123],[308255],[312073],[312189],[316019],[316703],[324268],[330733],[337206],[340525],[342285],[357986],[360205],[361655],[361861],[361977],[365476],[368492],[369604],[369810],[370183],[372800],[376816],[386204],[392885],[409157],[409548],[411848],[413148],[415280],[431293],[436013],[439477],[444590],[446040],[446246],[446362],[449861],[460950],[464771],[472095],[486002],[489018],[490130],[490336],[490709],[493326],[497342],[513411],[524034],[530063],[543911],[549887],[556450],[560271],[573330],[578443],[579893],[580099],[580215],[583714],[598624],[605948],[617765],[622219],[636941],[645163],[665040],[670705],[676734],[696558],[703121],[706942],[739681],[748935],[768111],[776405],[780859],[803803],[836376],[850263],[854717],[879937],[918364],[952529],[998392],[1065529],[1074652],[1191941],[1320507] ] cell #834 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [64015],[68104],[76067],[76447],[85334],[90448],[94702],[99004],[101621],[102303],[110954],[111430],[113710],[118949],[119979],[123581],[130100],[130687],[132134],[138885],[141502],[145347],[145900],[146616],[150167],[154491],[155078],[158186],[160466],[165705],[168559],[170839],[178676],[179263],[180710],[188424],[192563],[193832],[197859],[202035],[202751],[204659],[210626],[211213],[214393],[215109],[218660],[226679],[227128],[228959],[236458],[241282],[244312],[249004],[249720],[252563],[254686],[257132],[260094],[264121],[264570],[269164],[273303],[274572],[282775],[283491],[295669],[300007],[301550],[306374],[309404],[312268],[312900],[313430],[321284],[325976],[326692],[330125],[337979],[343387],[348353],[353761],[358237],[362056],[362688],[367342],[370327],[374665],[376208],[381226],[381306],[389612],[397466],[408575],[413399],[416429],[420455],[428309],[433717],[436750],[437877],[437957],[442690],[446441],[447073],[449253],[451727],[459230],[475503],[490853],[495191],[496734],[510138],[517992],[520931],[522774],[528839],[530800],[531927],[532007],[559663],[576543],[580294],[580926],[583106],[585580],[609356],[614524],[618502],[624345],[626188],[640154],[649968],[675510],[677471],[678598],[678678],[706334],[719892],[726757],[744486],[749672],[777142],[782985],[784828],[808608],[829522],[851000],[860148],[884742],[889321],[896186],[919101],[967440],[977651],[999129],[1008252],[1038878],[1075389],[1089888],[1121999],[1163922],[1201160],[1249243],[1321457],[1330451],[1452383],[1582588] ] cell #835 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [9862],[12987],[15380],[16102],[19953],[21290],[21614],[21951],[23109],[23218],[24187],[28589],[29572],[31390],[31776],[32246],[33834],[35171],[35280],[35495],[38384],[38708],[39045],[41281],[42372],[44240],[44839],[44896],[45462],[46086],[48095],[49371],[49913],[50299],[54162],[54548],[55018],[55823],[56160],[57943],[58052],[58267],[60963],[61859],[62616],[68353],[69009],[69575],[73836],[74435],[74492],[75058],[75682],[76696],[77020],[77166],[78967],[79509],[79895],[81170],[83352],[84383],[85064],[89837],[91650],[92546],[96883],[98569],[99465],[99876],[100222],[102469],[103092],[103716],[105959],[106615],[107181],[108819],[109143],[109888],[111160],[118514],[119410],[119821],[121599],[128084],[130152],[130226],[130853],[131183],[131747],[131864],[134989],[138450],[139346],[139757],[142973],[144145],[154543],[154617],[155244],[155574],[156138],[157916],[165270],[166166],[166577],[167017],[167226],[168289],[168310],[169463],[170569],[174171],[178728],[178802],[179429],[191036],[196317],[196526],[197589],[197610],[198763],[199869],[210678],[210752],[211379],[212638],[212659],[213050],[214253],[215315],[226409],[226430],[227583],[239214],[239423],[241334],[241408],[247249],[247270],[247661],[248864],[249926],[257298],[263851],[263872],[265025],[266318],[266524],[266672],[282635],[283697],[297457],[297478],[297869],[299737],[299758],[306558],[306764],[306912],[316186],[316395],[318306],[325836],[326898],[328768],[345861],[360707],[360728],[364417],[364623],[364771],[367202],[374851],[385519],[385540],[385931],[387799],[394974],[402325],[436271],[436550],[440545],[441805],[454343],[460002],[463712],[463918],[464066],[520674],[521097],[523546],[535855],[546681],[550955],[552215],[588196],[616983],[626960],[642226],[656984],[682526],[718979],[729216],[785600],[815624],[839244],[898645],[1017974] ] cell #836 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [9010],[13002],[14160],[16170],[17859],[19972],[21305],[21528],[23124],[23303],[23770],[24282],[26647],[27342],[28657],[29574],[31409],[33853],[34065],[34690],[35186],[35365],[35409],[38399],[38622],[39557],[39748],[40864],[41376],[42071],[42374],[44255],[44898],[46171],[48038],[48097],[48462],[49285],[49932],[50144],[51911],[53794],[54181],[55737],[57462],[57958],[58137],[58181],[59116],[59307],[60628],[61878],[64279],[66370],[66705],[69011],[69376],[71683],[73143],[73851],[74082],[74494],[75767],[77634],[78881],[79141],[79528],[79740],[81084],[82949],[84385],[86201],[87451],[89144],[89852],[90083],[90178],[95550],[96797],[97057],[97518],[98234],[98322],[99484],[99790],[101885],[103801],[104311],[105266],[106617],[106982],[109890],[110684],[112700],[114927],[117463],[118179],[118267],[119429],[119735],[126436],[127391],[128646],[128900],[129749],[129824],[131185],[133001],[134251],[136652],[136978],[138203],[144090],[147243],[147593],[148678],[149897],[151913],[153037],[153291],[154140],[154215],[155576],[159456],[163798],[165023],[166641],[166825],[167019],[167813],[172056],[175308],[176558],[178400],[189091],[189345],[189423],[190789],[194809],[195941],[196125],[196319],[197113],[203378],[203728],[208048],[210350],[212372],[212583],[218390],[220406],[222633],[235581],[235802],[238838],[239022],[239216],[241006],[245311],[246983],[247194],[255353],[255607],[255685],[261071],[275549],[277853],[288788],[293560],[293809],[297191],[297402],[300673],[312553],[315810],[315994],[316188],[322283],[338978],[354738],[359960],[360371],[362341],[363203],[381622],[385253],[385464],[388735],[407698],[429308],[438273],[440163],[446726],[459666],[462498],[509261],[523210],[532323],[534213],[550573],[574016],[580579],[626624],[637627],[655342],[678994],[680884],[785264],[796267],[813982] ] cell #837 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [115355],[144849],[150439],[162111],[172484],[176365],[185606],[186560],[192065],[193039],[200984],[201817],[204156],[206574],[208832],[218932],[223061],[230604],[234485],[236035],[242448],[252822],[253556],[256227],[258327],[258677],[259160],[259301],[272805],[273779],[278395],[284896],[287314],[289572],[291443],[298793],[299143],[301127],[305544],[312724],[313007],[313961],[317012],[319299],[319420],[320154],[328097],[335026],[336115],[342594],[349894],[351994],[352344],[352827],[352968],[357584],[362512],[365989],[366110],[373451],[381109],[381819],[389176],[389189],[390143],[399007],[405818],[406168],[406828],[408152],[412569],[419749],[424037],[426324],[426445],[427179],[432924],[436547],[438470],[442254],[442267],[446897],[450495],[457836],[458186],[458846],[459261],[474797],[479085],[481354],[483038],[486515],[486636],[487791],[493977],[500728],[502345],[509702],[509715],[510669],[521366],[521379],[522805],[527271],[532520],[539263],[540947],[544424],[544545],[545700],[563210],[570400],[570526],[572323],[576107],[576120],[580750],[584348],[591689],[593114],[614329],[614555],[620462],[621212],[626219],[630685],[634011],[634137],[635934],[639718],[639731],[648400],[659530],[667363],[668037],[668050],[669476],[679191],[687618],[691216],[722495],[722621],[722806],[733445],[736339],[737013],[737026],[738452],[751632],[752382],[761855],[772969],[773195],[784859],[789325],[794574],[826474],[831534],[832208],[832221],[843071],[846827],[847053],[862751],[862877],[863062],[873701],[902874],[907881],[931284],[942806],[947970],[948196],[953757],[974603],[979663],[980337],[980350],[991200],[1021801],[1052431],[1064848],[1067163],[1068283],[1097365],[1102529],[1102755],[1108316],[1140028],[1177471],[1193509],[1195806],[1204656],[1224203],[1227638],[1300143],[1322889],[1333889],[1336186],[1358178],[1391036],[1399886],[1464545],[1477842],[1499704],[1530265],[1532562],[1659775],[1673072],[1694934] ] cell #838 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28883,108484],[37808,131582],[41743,142545],[47475,155973],[52533,168710],[53405,170359],[57367,180158],[58696,183659],[65109,198010],[65981,199659],[71588,212108],[72488,214761],[73587,216583],[77880,226830],[78752,228479],[88489,249372],[89588,251194],[95796,264272],[96668,265921],[97367,266813],[97565,268438],[104611,283143],[105710,284965],[113281,300158],[117312,307053],[117510,308678],[126736,326344],[127835,328166],[128532,329076],[137248,346002],[137446,347627],[147092,364912],[148296,367710],[152923,375159],[164068,395115],[164266,396740],[168083,402466],[177108,419406],[188977,440853],[189693,441946],[190367,443727],[197383,454484],[203227,464207],[209058,474454],[213840,482695],[235683,521478],[239564,526928],[245581,535996],[248451,540604],[255239,551263],[255955,552356],[278123,588337],[294622,616243],[304656,630342],[316536,648057],[322553,657125],[339248,682667],[342118,687275],[369280,728476],[382684,747413],[392718,761512],[411681,788982],[429578,815765],[468575,868732],[489806,897905],[513244,930941],[528064,950963],[602428,1047462],[674735,1137234],[743711,1221539], [3798,50769,95197],[6284,68952,123732],[6449,70199,126004],[7789,80365,141997],[8438,83718,146767],[10156,49964,160580],[10203,93303,160834],[12344,106558,180861],[12509,107805,183133],[12675,109194,109289],[13362,61910,188538],[13409,111931,188792],[14283,63571,193983],[15598,122889,202902],[15833,123311,204860],[15842,69147,205044],[17287,130518,215260],[18422,77071,136883],[19005,79560,229073],[19052,140103,229327],[19407,142350,142596],[19572,143468,143597],[20004,146014,237230],[20439,146346,238206],[20448,84521,238390],[21665,86289,244426],[22586,154909,249871],[23484,159544,254800],[23862,93397,257357],[24405,94258,260245],[25849,99516,269278],[25896,169060,269532],[26067,169829,170410],[26770,101177,274723],[27111,102715,174592],[27524,103587,176864],[28085,104923,283642],[28320,180440,285600],[28329,106753,285784],[28930,183565,183865],[29416,185877,293495],[29710,187882,295372],[30275,112763,296480],[31441,113824,302322],[31885,115002,303482],[33102,119461,309518],[33149,198360,309772],[33320,199129,199710],[33885,200491,202149],[34329,203803,315362],[35546,124536,321398],[35832,70459,208629],[36467,127048,326843],[37098,72485,214507],[37533,214839,331873],[37542,131321,332057],[37768,133855,215736],[37855,216086,216789],[38759,133089,338093],[39181,76361,221530],[39286,135289,221784],[39680,135944,343538],[40578,138046,348467],[40796,227949,228530],[40956,140197,351024],[41499,141058,353912],[41734,232291,232759],[42473,144331,360303],[42686,237464,361873],[45034,148909,370030],[46346,152494,374816],[46765,88486,249118],[47200,249450,377956],[47209,155712,378140],[47435,87055,250347],[47522,250697,251400],[48233,252266,254144],[50408,161758,391544],[51625,164866,397580],[51843,265391,265972],[52188,266617,400520],[52482,97771,268622],[53047,169892,403505],[53261,101535,269831],[53366,173094,270085],[53396,270163,271107],[54213,170953,409347],[54657,172131,410507],[55220,174639,276681],[55229,102664,276865],[55874,175396,416543],[56092,103976,280450],[56657,104608,282889],[57101,178228,422387],[57327,182431,284118],[57414,284468,285171],[58318,181665,428423],[58604,108065,289369],[59239,184177,433868],[59582,293396,436025],[62710,191095,446258],[63929,65837,310071],[64510,195509,451841],[64764,306857,452538],[65058,117716,308862],[65623,199192,455523],[65942,115965,310325],[65972,310403,311347],[66799,312085,314436],[70878,126733,326090],[71322,210178,477435],[71548,125302,327319],[71635,327669,328372],[72069,212824,480829],[72136,329248,329350],[72282,128966,331131],[73387,219737,332505],[73396,133804,332689],[74630,217402,490556],[75942,220987,495342],[75955,135083,340650],[76805,222708,498666],[77829,137652,347811],[78608,141416,349020],[78713,231214,349274],[78743,349352,350296],[80004,230251,512070],[81221,233359,518106],[81439,81507,359639],[83954,364716,526075],[84782,148293,367456],[85485,243504,531820],[87004,89397,378772],[87757,246461,537961],[88070,247435,538738],[88137,375331,375433],[88283,153357,377214],[89388,151244,378588],[92968,160037,388220],[94616,96524,398133],[95745,164472,396924],[96629,162721,398387],[96659,398465,399409],[97188,166741,400421],[97351,272198,400585],[98892,172888,404216],[100316,271835,580111],[102116,276249,585694],[104259,419578,419680],[104405,177542,421461],[105510,288119,422835],[105519,182380,423019],[108928,290918,611288],[111581,187616,437770],[112215,297643,619937],[112282,441025,441127],[113230,190573,443911],[114078,302469,626086],[115759,118837,456234],[117133,196041,452439],[117296,191458,452603],[122201,464011,647204],[123029,123159,466751],[123264,204431,467005],[125251,127644,478067],[126384,474626,474728],[126530,209492,476509],[127635,207379,477883],[128692,217516,480897],[129697,482867,482969],[132285,337171,678491],[134557,340128,684632],[137232,351387,502148],[138773,231008,505779],[146268,237377,522672],[146913,238938,525976],[147076,237827,526140],[147541,527100,527202],[148090,240551,529134],[148725,369591,727687],[149023,153083,538806],[154088,540776,540878],[156818,158337,548180],[158971,385705,751107],[159038,551435,551537],[159986,160142,554321],[160133,256629,554137],[162515,165593,566644],[164052,257720,563013],[168067,403868,572126],[171207,409494,784726],[177268,285898,593519],[186073,293720,615112],[187698,294933,615454],[187996,189137,620005],[189677,296843,621015],[194757,630514,630616],[197367,455886,635737],[200595,312655,642607],[200638,202403,643801],[203048,315910,647105],[203211,314799,647269],[203676,648229,648331],[204225,204547,650263],[205158,209218,659935],[214000,332171,669881],[217218,490117,897116],[222581,687447,687549],[235409,360192,716478],[237334,362443,719360],[238504,239724,723211],[245565,371501,733248],[248611,378254,738857],[251827,253960,746624],[252335,252412,746282],[254258,255399,751175],[255939,384905,752185],[261019,761684,761786],[275497,789154,789256],[278107,589739,794377],[295441,295518,829004],[302426,446828,839625],[303596,304816,843476],[312176,312381,856734],[314306,461738,859616],[315476,316696,863467],[322537,470796,873504],[339232,492027,902677],[342278,498780,908286],[354686,931113,931215],[361964,362169,944776],[370099,370176,956287],[390488,557238,987754],[391658,392878,991605],[409451,580681,1018355],[410621,411841,1022206],[429562,604649,1052234],[446349,446554,1077859],[450840,631478,1084046],[490625,490702,1142558],[511014,703909,1174025],[512184,513404,1177876],[580202,580407,1269686],[584693,790118,1275873],[691561,913140,1416769] ] cell #839 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [26993],[27028],[37650],[37685],[39163],[47317],[47352],[52200],[52515],[53243],[57209],[57244],[64776],[65091],[65819],[71430],[71465],[71931],[72467],[77547],[77862],[78590],[83966],[87932],[88468],[92850],[92885],[95463],[95778],[96506],[97611],[98147],[104054],[104590],[104905],[112077],[112613],[113263],[117556],[118092],[120302],[120361],[122213],[123141],[126179],[126715],[127030],[129492],[137492],[138028],[145670],[145729],[147336],[148275],[151826],[152476],[153883],[156324],[156500],[156800],[158833],[159369],[164312],[164848],[167413],[175221],[178068],[184159],[186733],[187122],[187298],[187598],[190413],[192886],[192945],[194552],[195491],[196713],[200053],[200248],[203471],[207961],[210018],[220319],[220969],[222376],[225533],[233341],[235824],[236792],[236987],[242621],[243010],[243186],[243486],[244911],[246301],[251798],[252995],[260814],[262975],[273626],[273685],[275292],[276231],[277453],[288701],[290758],[293367],[294904],[299337],[300916],[301884],[302079],[319593],[321883],[336288],[336677],[336853],[337153],[338578],[339968],[354481],[356642],[360163],[363446],[366283],[368025],[369562],[387399],[406362],[407941],[408909],[409104],[426618],[428908],[439010],[444548],[458380],[462741],[483972],[486809],[488551],[490088],[507925],[523992],[541881],[544718],[549420],[568790],[572863],[578401],[596594],[636474],[645121],[663010],[670663],[696091],[726414],[739639],[767644],[803761],[835909],[879895],[943468],[952487],[1065487],[1191000] ] cell #840 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41722,232803],[41757,142559],[53384,271151],[53419,170373],[58722,183820],[65960,311391],[65995,199673],[72124,329489],[72502,214775],[73613,216744],[78731,350340],[78766,228493],[88125,375572],[88503,249386],[89614,251355],[96647,399453],[96682,265935],[97144,400460],[97804,268970],[104247,419819],[104625,283157],[105736,285126],[112270,441266],[117089,452478],[117749,309210],[126372,474867],[126750,326358],[127861,328327],[129025,331170],[129685,483108],[137025,502023],[137685,348159],[146869,526015],[147529,527341],[148310,367724],[153416,377253],[154076,541017],[159026,551676],[163845,562888],[164505,397272],[167860,572001],[177601,421500],[189470,620890],[190606,444259],[194745,630755],[197160,635612],[203004,647144],[203664,648470],[209551,476548],[222569,687688],[236408,718268],[240610,529173],[245358,733123],[255732,752060],[261007,761925],[275485,789395],[277900,794252],[293884,615151],[301500,838533],[313380,858524],[322330,873379],[339025,902552],[354674,931354],[389562,986662],[408525,1017263],[429355,1052109],[442640,1073078],[510088,1172933],[576493,1264905],[640104,1350951], [3799,94898,163628],[6287,123660,205392],[6451,70213,126018],[7790,141698,232121],[8441,146695,238738],[10138,160367,257396],[10205,93317,160848],[12347,180789,286132],[12511,107819,183147],[12676,184990,185160],[13344,188325,296519],[13411,111945,188806],[15821,123823,318396],[15856,69161,205092],[17290,215188,332405],[18423,136414,224578],[18987,228860,351063],[19054,140117,229341],[19410,232640,232998],[19574,143482,143611],[19757,235469,360342],[20427,147737,363587],[20462,84535,238438],[21714,86578,244694],[22589,249799,378488],[23533,159833,255068],[23888,93558,257591],[25831,269065,403544],[25898,169074,269546],[26070,270512,271346],[27115,174878,277213],[27526,103601,176878],[28308,180952,425421],[28343,106767,285832],[28865,289699,290291],[28932,183579,183879],[29404,186118,436159],[29724,187930,295420],[30301,112924,296714],[31899,115050,303530],[33084,309305,455562],[33151,198374,309786],[33323,310752,311586],[34343,203851,315410],[35595,124825,321666],[36851,329136,480868],[37521,216230,484113],[37556,131335,332105],[37772,219976,333037],[37790,333132,334277],[37857,216100,216803],[38808,133378,338361],[39155,221909,340689],[39288,135303,221798],[40627,138063,348735],[40799,349701,350535],[40982,140358,351258],[42333,360233,520889],[42847,237698,362364],[45048,148957,370078],[45625,150341,371372],[46518,375219,538777],[47188,250841,542022],[47223,155726,378188],[47439,151483,379120],[47457,379215,380360],[47524,250711,251414],[48247,252314,254192],[48824,256129,384776],[50422,161806,391592],[50818,95246,261788],[51674,164883,397848],[51846,398814,399648],[52176,266858,570012],[52235,400645,400909],[52496,97796,268670],[53073,170053,403739],[53235,274825,404255],[53368,173108,270099],[54671,172179,410555],[55198,174683,413541],[55254,102678,276913],[55923,175685,416811],[57115,178253,422435],[57331,288358,423367],[57349,423462,424607],[57416,284482,285185],[58367,181954,428691],[60003,295692,437835],[61445,440913,619976],[62871,191329,446749],[64559,195526,452109],[64752,307098,633623],[64811,452663,452927],[65072,117741,308910],[65649,199353,455757],[65811,194085,456273],[65944,115979,310339],[66960,312576,314670],[69738,206476,470667],[71336,210203,477483],[71552,207618,478415],[71570,478510,479655],[71637,327683,328386],[71929,128473,480759],[72116,336242,480936],[72443,129210,331365],[73365,219781,484901],[73421,133818,332737],[74644,217450,490604],[75221,218834,491898],[75991,135244,340884],[76819,222756,498714],[77120,136932,345081],[77582,502208,502472],[77843,137677,347859],[78420,226165,505302],[78582,354014,505818],[78715,231228,349288],[80018,230299,512118],[80414,142046,355455],[81270,233376,518374],[83942,364957,722107],[84001,526200,526464],[85576,241424,531885],[87018,89422,378820],[87771,246486,538009],[87930,152864,538668],[88117,242575,538845],[88444,153601,377448],[89366,151288,542810],[90690,381184,383754],[92132,551323,751146],[92972,256868,554669],[95498,563073,563337],[95759,164497,396972],[96336,263607,566167],[96498,260347,566683],[96631,162735,398401],[97329,272875,570082],[97609,167308,402717],[98182,572186,572450],[98928,173049,404450],[100477,272069,580602],[102165,276266,585962],[103255,278297,589610],[104239,426572,593558],[104566,177786,421695],[105488,288163,597523],[105544,182394,423067],[107344,287216,604520],[108942,290943,611336],[109243,109338,435411],[112075,188918,619867],[112262,186687,620044],[112648,621075,621339],[113244,190598,443959],[114092,302494,626134],[115920,118873,456468],[116872,305887,632782],[117274,192135,633693],[117554,196608,454735],[118127,635797,636061],[122189,464252,862363],[122248,647329,647593],[123133,317582,650302],[123266,204445,467019],[125265,127669,478115],[126364,319547,659974],[126691,209736,476743],[127613,207423,663939],[129677,486763,669920],[132376,335091,678556],[134571,340153,684680],[137210,352064,693310],[137490,225428,504280],[138809,231169,506013],[143136,357274,712838],[144919,147054,722177],[146282,237402,522720],[147521,366237,723250],[148251,240795,529368],[149257,370251,728621],[151861,733308,733572],[154068,544672,738896],[156763,381946,746321],[158831,255180,751037],[159018,252949,751214],[159404,752245,752509],[160000,160167,554369],[160111,256673,754459],[162676,165629,566878],[164030,258397,764863],[164310,262870,565145],[168045,405888,775581],[171221,409519,784774],[174001,412912,791422],[175256,794437,794701],[187561,438597,829043],[188230,295593,616388],[189655,298863,833018],[190411,299232,623289],[191134,446285,837728],[194737,450622,843515],[197345,457906,849439],[200573,312794,857362],[200663,202417,643849],[201054,203189,862433],[203656,314088,863506],[204386,204583,650497],[207996,873564,873828],[217750,490777,898050],[220354,902737,903001],[222561,691343,908325],[235822,360750,717106],[237312,362582,945404],[237503,361900,717463],[243449,532647,956326],[245543,373521,960301],[251889,381497,974252],[252487,254492,747558],[253626,255917,981147],[253823,383409,977172],[260999,390270,991644],[271874,580138,1016458],[275477,584475,1022245],[278085,591759,1028169],[288736,1052294,1052558],[293435,436052,826123],[294995,438148,1066812],[302404,446967,1078487],[312112,314475,857719],[320224,322515,1114860],[320421,469300,1110885],[337116,679318,1142597],[339210,494047,1146572],[354666,510796,1177915],[369653,532198,1204305],[373718,536690,1210571],[409429,580820,1270314],[427249,429540,1306687],[427446,603153,1302712],[490179,678869,1399535],[494244,683361,1405801],[591956,798744,1547327] ] cell #841 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [3801],[6337],[7792],[8606],[10232],[12397],[12678],[13601],[15947],[17455],[18425],[19081],[19460],[19809],[20777],[22754],[26088],[26188],[27117],[28434],[28959],[29468],[33341],[33441],[36903],[37774],[37871],[37979],[39157],[40917],[41848],[42291],[46570],[47441],[47538],[47646],[51964],[52240],[52272],[53237],[53639],[55195],[57333],[57538],[61497],[64816],[64848],[65813],[66215],[71554],[71759],[71887],[72118],[72169],[73362],[77619],[78584],[78986],[84006],[84038],[87888],[88119],[88170],[89363],[92184],[92974],[95535],[96500],[96902],[97095],[97326],[98219],[104241],[104292],[105485],[112033],[112264],[112315],[112685],[117040],[117271],[118164],[122253],[122285],[123135],[126366],[126417],[127610],[128413],[129679],[129730],[136976],[137207],[144244],[146820],[147051],[147523],[147574],[151898],[152804],[154070],[154121],[156765],[158789],[159020],[159071],[159441],[160108],[163796],[164027],[167811],[168042],[175293],[176989],[185930],[187563],[188858],[189421],[189652],[194739],[194790],[197111],[197342],[200379],[200570],[202955],[203186],[203658],[203709],[208033],[208939],[212581],[213721],[220391],[222563],[222614],[235509],[235579],[237118],[237309],[239445],[243451],[245309],[245540],[247192],[248332],[251818],[252192],[253825],[255120],[255683],[255914],[261001],[261052],[266485],[275479],[275530],[277851],[278082],[288773],[293600],[294924],[295298],[297400],[300671],[302210],[302401],[306725],[312551],[320423],[322281],[322512],[337118],[338976],[339207],[354668],[354719],[360183],[362339],[363201],[364584],[369582],[369956],[373720],[385462],[388733],[407696],[409235],[409426],[427448],[429306],[429537],[440161],[446724],[462496],[463879],[490108],[490482],[494246],[509259],[534211],[550571],[574014],[580577],[591958],[637625],[655340],[680882],[796265],[813980] ] cell #842 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [10485],[15941],[18414],[19334],[20547],[23881],[27113],[28428],[29212],[30294],[34869],[37641],[37770],[39156],[40975],[41842],[42492],[43550],[47308],[47437],[53066],[53236],[53504],[55197],[57329],[57641],[58715],[59688],[65642],[65812],[66080],[71550],[72088],[72117],[73146],[73364],[73606],[78583],[78851],[80544],[81612],[88089],[88118],[89147],[89365],[89607],[92970],[96499],[96767],[97294],[97328],[97386],[99161],[104240],[105487],[105729],[112234],[112263],[117239],[117273],[117331],[119106],[123134],[126365],[127612],[127854],[128412],[128415],[128727],[129678],[137209],[137267],[139042],[147019],[147053],[147111],[147522],[152803],[152806],[153118],[154069],[156764],[158990],[159019],[160110],[164029],[164087],[165862],[166621],[168044],[168102],[176991],[177303],[187562],[188857],[188860],[189172],[189654],[189712],[194738],[195921],[197344],[197402],[200572],[203154],[203188],[203246],[203657],[208941],[209253],[213723],[214035],[222562],[224741],[235508],[235511],[237311],[238818],[239447],[239759],[243450],[245542],[245600],[248334],[248646],[251820],[253824],[255119],[255122],[255434],[255916],[255974],[261000],[262183],[266487],[267786],[275478],[278084],[278142],[293540],[293602],[294926],[297913],[302403],[304851],[306727],[308026],[312480],[315790],[316731],[320422],[322514],[322572],[328991],[337117],[339209],[339267],[342313],[354667],[360185],[360450],[362268],[364586],[369584],[372571],[373719],[375074],[381602],[385975],[392913],[409428],[411876],[415051],[427447],[429539],[429597],[438253],[440768],[444835],[446653],[459745],[463881],[471866],[490110],[493097],[494245],[513439],[523289],[524279],[532303],[551178],[555245],[578688],[580506],[591957],[605719],[619094],[626703],[645408],[678974],[701916],[731327],[750264],[777734],[785343],[851592],[871583],[900756],[1030322],[1050313] ] cell #843 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [4646],[6955],[7802],[9535],[11097],[11202],[12241],[14856],[14961],[16695],[16868],[17145],[18780],[18885],[22167],[22444],[24978],[25083],[25290],[25690],[27666],[27943],[30569],[31023],[32543],[32943],[36048],[36325],[36815],[37308],[40019],[40419],[43886],[44115],[44467],[46482],[46975],[49092],[51066],[51466],[52724],[56374],[59874],[61409],[61673],[62162],[64139],[65300],[67999],[68228],[70595],[72727],[76571],[82054],[82561],[84226],[87246],[88728],[92096],[92360],[94826],[101745],[102906],[109567],[110560],[114539],[116204],[120808],[122473],[125493],[134046],[135528],[141626],[144676],[149773],[157316],[161295],[162960],[171668],[173333],[182622],[190282],[191892],[200811],[205908],[218266],[229788],[231453],[240439],[258154],[271022],[272632],[286648],[298620],[311262],[334106],[351821],[360650],[380189],[405645],[457663],[481176],[539085],[620284],[751454] ] cell #844 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [15432],[19966],[23231],[24239],[29281],[29664],[31403],[31801],[32298],[33847],[33996],[35293],[41333],[42724],[44988],[45475],[46099],[48187],[49926],[50075],[50324],[54175],[54573],[55070],[58065],[61872],[62629],[62748],[63404],[64210],[66837],[68378],[69101],[69588],[74584],[75071],[75695],[76721],[77218],[79522],[79671],[79920],[83365],[84475],[85412],[92559],[93435],[94091],[99478],[100235],[100354],[101010],[101816],[103105],[103503],[103729],[105984],[106707],[107194],[108844],[111508],[112801],[113610],[119423],[121612],[122722],[128109],[130165],[131275],[131772],[132212],[135002],[135777],[136583],[139359],[140235],[140891],[142986],[143384],[144408],[145800],[154556],[155666],[156163],[158264],[166179],[167777],[168637],[169476],[169930],[170582],[170739],[174519],[178741],[179851],[180348],[184353],[185824],[197077],[197937],[198776],[199230],[199882],[201935],[210691],[211801],[212298],[212901],[213063],[213132],[214293],[215663],[217004],[221316],[225897],[226757],[227596],[241347],[247512],[247674],[247743],[248904],[250274],[251615],[263339],[264199],[265038],[266463],[266564],[267028],[267049],[269617],[281514],[282675],[284045],[297720],[297882],[299701],[300085],[306703],[306804],[307268],[307289],[309857],[318319],[324715],[325876],[327246],[328816],[328897],[329195],[346238],[348806],[364562],[364663],[365127],[366634],[367242],[374899],[374980],[375278],[385782],[385944],[388147],[395351],[397919],[400128],[419525],[436484],[436590],[440593],[440674],[440972],[442970],[452146],[463857],[463958],[464422],[466537],[474573],[482814],[521145],[521296],[525683],[527047],[540723],[547000],[551003],[551084],[551382],[614324],[614745],[617302],[630461],[642274],[646812],[648176],[687394],[719027],[729535],[745915],[761631],[789101],[828637],[839292],[898964],[931060],[955920],[1018022],[1142191] ] cell #845 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [67362],[82330],[91104],[93960],[109543],[110266],[114308],[115359],[116595],[120577],[120921],[124237],[140760],[144652],[149479],[150525],[152037],[157022],[161064],[161408],[162115],[171437],[172488],[173724],[176369],[181366],[190051],[191647],[191868],[193144],[194937],[200787],[204160],[205614],[206660],[208836],[217972],[219018],[220530],[223065],[224301],[229557],[229901],[230608],[234489],[238016],[240145],[241990],[256313],[258130],[258681],[259406],[270791],[272387],[272608],[273884],[275677],[278481],[279993],[284900],[286354],[287400],[289576],[291447],[296258],[298596],[299147],[300220],[311031],[314988],[317117],[319301],[328101],[331683],[333812],[335030],[335657],[341202],[342699],[344492],[349980],[351797],[352348],[353073],[357670],[360626],[362750],[365991],[377766],[379895],[381113],[384320],[389174],[399093],[403283],[404768],[405621],[406172],[406914],[407245],[414107],[422013],[424142],[426326],[433029],[436112],[436549],[442252],[455301],[456786],[457639],[458190],[458932],[462045],[477061],[479190],[481152],[481440],[483276],[485467],[486517],[487896],[495404],[504846],[506331],[509700],[521364],[529686],[539061],[539349],[541185],[543376],[544426],[545805],[565711],[567196],[569965],[570402],[570631],[574425],[576105],[595898],[598089],[614327],[620260],[620548],[623855],[633576],[634013],[634242],[638036],[639716],[650815],[662314],[664505],[667372],[667795],[668035],[697653],[722060],[722497],[722726],[725718],[736348],[736771],[737011],[751430],[751718],[755025],[769206],[772967],[800893],[826772],[831543],[831966],[832206],[846825],[862316],[862753],[862982],[865974],[877027],[888435],[942815],[947968],[949530],[966554],[974901],[979672],[980095],[980335],[1064846],[1067461],[1082613],[1097374],[1102527],[1104089],[1152825],[1193518],[1204954],[1224201],[1241968],[1274440],[1322887],[1333898],[1400184],[1437198],[1464543],[1530274],[1659773] ] cell #846 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41721,232802],[41756,142558],[53383,271150],[53418,170372],[58721,183819],[65959,311390],[65994,199672],[72123,329488],[72501,214774],[73612,216743],[78730,350339],[78765,228492],[88124,375571],[88502,249385],[89613,251354],[96646,399452],[96681,265934],[97143,400459],[97803,268969],[104246,419818],[104624,283156],[105735,285125],[112269,441265],[117088,452477],[117748,309209],[126371,474866],[126749,326357],[127860,328326],[129024,331169],[129684,483107],[137024,502022],[137684,348158],[146868,526014],[147528,527340],[148309,367723],[153415,377252],[154075,541016],[159025,551675],[163844,562887],[164504,397271],[167859,572000],[177600,421499],[189469,620889],[190605,444258],[194744,630754],[197159,635611],[203003,647143],[203663,648469],[209550,476547],[222568,687687],[236407,718267],[240609,529172],[245357,733122],[255731,752059],[261006,761924],[275484,789394],[277899,794251],[293883,615150],[301499,838532],[313379,858523],[322329,873378],[339024,902551],[354673,931353],[389561,986661],[408524,1017262],[429354,1052108],[442639,1073077],[510087,1172932],[576492,1264904],[640103,1350950], [3802,94897,163627],[6285,123659,205391],[6461,70212,126017],[7393,136413,224577],[7793,141697,232120],[8439,146694,238737],[10137,160366,257395],[10208,93316,160847],[11725,174877,277212],[11901,103600,176877],[12345,180788,286131],[12521,107818,183146],[12679,184989,185159],[13343,188324,296518],[13414,111944,188805],[15820,123822,318399],[15855,69160,205136],[17288,215187,332404],[17356,219975,333036],[18066,221908,340688],[18137,135302,221797],[18986,228859,351062],[19057,140116,229340],[19408,232639,232997],[19584,143481,143610],[19756,235468,360341],[20426,147736,363590],[20461,84534,238482],[21717,86851,244693],[22587,249798,378487],[22655,151482,379119],[23536,91965,255067],[23887,93557,257646],[25830,269064,403543],[25901,169073,269545],[25925,274824,404254],[25996,173107,270098],[26068,270511,271345],[26992,174682,413544],[27027,102677,276957],[28154,288357,423366],[28307,180951,425424],[28342,106766,285876],[28864,289698,290290],[28935,183578,183878],[29403,186117,436162],[29723,187342,187974],[30300,112923,296769],[31898,115447,303574],[33083,309304,455561],[33154,198373,309785],[33178,194084,456272],[33249,115978,310338],[33321,310751,311585],[34342,121716,315454],[35598,125098,321665],[36536,207617,478414],[36850,329135,480867],[36869,336241,480935],[37520,216229,484116],[37555,131334,332149],[37649,219780,484904],[37684,133817,332781],[37789,333131,334276],[37860,216099,216802],[38811,133651,338360],[39162,135243,340939],[40630,138062,348734],[40654,354013,505817],[40725,231227,349287],[40797,349700,350534],[40981,140357,351313],[42332,360166,360236],[42846,237042,237753],[45047,149001,243230],[45624,150817,371427],[46517,375218,538776],[46536,242574,538844],[47187,250840,542025],[47222,155725,378232],[47316,151287,542813],[47351,87017,378864],[47456,379214,380359],[47527,250710,251413],[48246,156544,254236],[48823,158360,384831],[49546,256867,554668],[50421,162203,391636],[50821,95249,261787],[51677,164882,397847],[51701,260346,566682],[51772,162734,398400],[51844,398813,399647],[52175,266857,570015],[52199,272874,570085],[52234,400644,400908],[52495,52514,268714],[53072,170052,403794],[53242,173048,404505],[54670,172576,410599],[55926,175958,416810],[56428,426571,593557],[57114,104904,422479],[57208,288162,597526],[57243,182393,423111],[57348,423461,424606],[57419,284481,285184],[58370,182227,428690],[60002,294907,295695],[61444,440912,619975],[61463,186686,620043],[62870,191384,302134],[64562,195525,452108],[64751,307097,633626],[64775,192134,633696],[64810,452662,452926],[65071,65090,308954],[65648,199352,455812],[65818,115919,456523],[66959,200303,314725],[68580,317581,650301],[68651,204444,467018],[69737,206952,470722],[70649,319546,659973],[71335,127029,477527],[71429,207422,663942],[71464,125264,478159],[71569,478509,479654],[71640,327682,328385],[71928,71930,480762],[72442,72466,331420],[72781,486762,669919],[74643,217494,336897],[75220,219310,491953],[76818,223153,498758],[77123,136935,345080],[77546,352063,693313],[77581,502207,502471],[77842,77861,347903],[78419,138027,505357],[78589,231168,506068],[80017,230696,512162],[80417,142049,355454],[81273,233375,518373],[83941,364956,722110],[83965,144918,722180],[84000,526199,526463],[84280,366236,723249],[85575,241427,369565],[87770,152475,538053],[87929,87931,538671],[88443,88467,377503],[88782,544671,738895],[90561,381945,746320],[90689,251801,383757],[92131,551322,751145],[92150,252948,751213],[92849,256672,754462],[92884,159999,554413],[95462,258396,764866],[95497,563072,563336],[95758,95777,397016],[96335,164847,566222],[96505,162675,566933],[97608,97610,402720],[98146,405887,775584],[98181,572185,572449],[100476,272124,409159],[102168,276265,585961],[103254,278773,589665],[104565,104589,421750],[107343,287692,604575],[108941,184158,611380],[109246,109341,435410],[111067,438596,829042],[112074,112076,619870],[112612,298862,833021],[112647,621074,621338],[113243,113262,444003],[114091,192944,626178],[116258,450621,843514],[116871,195490,632837],[117553,117555,454738],[118091,457905,849442],[118126,635796,636060],[120301,312793,857365],[120360,202416,643893],[122188,464251,862366],[122212,201053,862436],[122247,647328,647592],[122527,314087,863505],[123140,204385,650552],[126690,126714,476798],[132375,335094,490091],[134570,220968,684724],[135582,691342,908324],[137489,137491,504283],[143135,233340,712893],[145669,362581,945407],[145728,146281,522764],[148250,148274,529423],[149256,243485,728676],[150280,532646,956325],[151825,373520,960304],[151860,733307,733571],[156323,381496,974258],[156799,254491,747613],[157823,383408,977171],[158830,158832,751040],[159368,253625,981150],[159403,752244,752508],[163014,390269,991643],[164309,164311,565148],[171220,273684,784818],[173387,584474,1022244],[174000,276230,791477],[175220,591758,1028172],[175255,794436,794700],[187121,438147,1066818],[187597,188229,616443],[190410,190412,623292],[191133,301883,837734],[192885,446966,1078490],[200052,314474,857725],[206415,469299,1110884],[207960,320223,1114863],[207995,873563,873827],[217749,337152,898105],[218773,679317,1142596],[220318,494046,1146575],[220353,902736,903000],[231507,510795,1177914],[235821,235823,717109],[236791,237502,717469],[243009,532197,1204311],[246170,536689,1210570],[271873,408908,1016464],[273625,580819,1270317],[287155,603152,1302711],[288700,427248,1306690],[288735,1052293,1052557],[293366,293434,826129],[336676,678868,1399541],[339837,683360,1405800],[418287,798743,1547326] ] cell #847 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [6464],[10216],[11904],[12524],[13422],[15840],[18145],[19065],[19587],[20446],[23856],[25909],[26004],[27012],[28327],[28943],[29423],[30269],[33162],[33257],[37540],[37669],[37868],[39131],[40733],[40950],[41741],[42467],[47207],[47336],[47535],[51780],[52195],[52219],[53041],[53211],[53403],[57228],[57427],[58690],[59477],[64771],[64795],[65617],[65787],[65979],[68659],[71449],[71648],[72063],[72092],[72143],[73581],[77566],[78558],[78750],[83961],[83985],[88064],[88093],[88144],[89582],[92869],[95482],[96474],[96666],[97083],[97086],[97361],[98166],[104215],[104266],[105704],[112209],[112238],[112289],[112632],[117028],[117031],[117306],[118111],[120321],[122208],[122232],[123109],[126340],[126391],[127829],[128417],[129653],[129704],[136967],[137242],[145689],[146808],[146811],[147086],[147497],[147548],[151845],[152808],[154044],[154095],[156739],[158965],[158994],[159045],[159388],[163787],[164062],[167802],[168077],[175240],[176993],[185918],[185921],[187537],[188862],[189412],[189687],[192905],[194713],[194764],[197102],[197377],[200036],[201824],[202943],[202946],[203221],[203632],[203683],[207980],[208943],[212572],[213725],[220338],[222537],[222588],[235513],[235570],[236775],[239449],[243425],[245575],[247183],[248336],[252180],[255124],[255949],[259167],[260975],[261026],[266489],[273645],[275453],[275504],[278117],[288720],[293350],[293604],[295286],[297391],[301867],[304541],[305551],[306729],[312485],[316421],[322547],[337092],[339242],[342003],[352834],[354642],[354693],[362273],[364588],[368262],[369944],[381666],[385453],[392603],[408892],[411566],[412576],[429572],[438317],[439247],[446658],[463883],[467557],[488788],[490470],[500735],[513129],[525254],[532367],[549657],[580511],[601410],[628668],[646383],[671925],[679038],[740901],[759838],[787308],[910330],[929267] ] cell #848 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [9012],[13001],[14159],[16172],[17861],[18385],[19971],[21304],[21527],[23123],[23297],[23772],[24281],[24619],[26646],[27344],[28659],[29183],[29573],[31408],[33852],[34064],[34689],[35084],[35185],[35359],[35408],[38398],[38621],[39556],[40866],[41375],[41713],[42073],[42373],[43765],[44254],[44897],[46165],[48037],[48096],[48461],[49284],[49589],[49931],[50143],[51913],[53796],[54180],[55736],[57461],[57856],[57957],[58131],[58180],[59115],[60627],[61044],[61877],[64278],[66372],[66704],[68661],[69010],[69375],[71682],[73361],[73850],[74081],[74493],[75761],[77633],[78880],[79185],[79527],[79739],[81083],[81884],[82948],[83427],[84384],[86200],[87450],[89362],[89851],[90082],[90177],[95549],[96796],[97517],[98233],[98650],[99483],[99789],[101884],[103795],[104310],[106267],[106616],[106981],[109746],[109889],[110683],[112699],[114926],[117462],[118178],[118595],[119428],[119734],[126435],[128684],[128899],[129748],[130227],[131184],[133000],[134250],[136651],[136977],[143882],[144089],[147242],[147592],[149896],[151912],[153075],[153290],[154139],[154618],[155575],[159455],[163797],[166640],[166875],[167018],[167812],[172055],[175307],[176557],[189129],[189344],[189422],[194808],[195940],[196175],[196318],[197112],[203377],[203727],[208047],[212375],[212582],[218389],[220405],[222632],[235580],[238837],[239072],[239215],[245310],[246986],[247193],[255391],[255606],[255684],[261070],[275548],[277852],[288787],[293559],[297194],[297401],[300672],[312552],[315809],[316044],[316187],[322282],[338977],[354737],[360374],[362340],[363202],[381621],[385256],[385463],[388734],[407697],[429307],[438272],[440162],[446725],[459669],[462497],[509260],[523213],[532322],[534212],[550572],[574015],[580578],[626627],[637626],[655341],[678993],[680883],[785267],[796266],[813981] ] cell #849 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [9864],[12986],[15379],[16104],[19952],[21289],[21593],[21953],[23108],[23217],[24186],[28591],[29571],[31389],[31775],[32245],[33833],[35170],[35279],[35474],[38383],[38687],[39047],[41280],[42371],[44239],[44838],[44895],[45461],[46085],[48094],[49350],[49912],[50298],[54161],[54547],[55017],[55802],[56162],[57942],[58051],[58246],[60962],[61858],[62615],[68352],[69008],[69574],[73835],[74434],[74491],[75057],[75681],[76695],[76999],[77165],[78946],[79508],[79894],[81149],[83351],[84382],[85063],[89836],[91649],[92545],[96862],[98568],[99464],[99855],[100221],[102468],[103091],[103715],[105958],[106614],[107180],[108818],[109122],[109887],[111159],[118513],[119409],[119800],[121598],[128083],[129420],[130151],[130852],[131182],[131746],[131863],[134988],[138449],[139345],[139736],[142972],[144144],[153811],[154542],[155243],[155573],[156137],[157915],[165269],[166165],[166556],[167016],[167225],[167286],[168288],[169462],[170568],[174170],[177996],[178727],[179428],[191035],[196316],[196525],[196586],[197588],[198762],[199868],[209946],[210677],[211378],[212549],[212637],[213049],[213068],[215314],[225406],[226408],[227582],[239213],[239422],[241005],[241333],[247160],[247248],[247660],[247679],[249925],[257297],[262848],[263850],[265024],[266317],[266399],[266671],[281450],[283696],[297368],[297456],[297868],[299210],[299736],[306557],[306639],[306911],[316185],[316394],[318305],[324651],[326897],[328762],[345860],[360613],[360706],[364416],[364498],[364770],[366570],[374845],[385430],[385518],[385930],[387798],[394973],[402324],[436270],[436420],[440539],[441804],[454342],[460001],[463711],[463793],[464065],[520668],[521091],[523545],[535854],[546680],[550949],[552214],[588195],[616982],[626959],[642220],[656983],[682525],[718973],[729215],[785599],[815623],[839238],[898644],[1017968] ] cell #850 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28882,108483],[37807,131581],[41742,142544],[47474,155972],[52532,168709],[53404,170358],[57366,180157],[58695,183658],[65108,198009],[65980,199658],[71587,212107],[72487,214760],[73586,216582],[77879,226829],[78751,228478],[88488,249371],[89587,251193],[95795,264271],[96667,265920],[97366,266812],[97564,268437],[104610,283142],[105709,284964],[113280,300157],[117311,307052],[117509,308677],[126735,326343],[127834,328165],[128531,329075],[137247,346001],[137445,347626],[147091,364911],[148295,367709],[152922,375158],[164067,395114],[164265,396739],[168082,402465],[177107,419405],[188976,440852],[189692,441945],[190366,443726],[197382,454483],[203226,464206],[209057,474453],[213839,482694],[235682,521477],[239563,526927],[245580,535995],[248450,540603],[255238,551262],[255954,552355],[278122,588336],[294621,616242],[304655,630341],[316535,648056],[322552,657124],[339247,682666],[342117,687274],[369279,728475],[382683,747412],[392717,761511],[411680,788981],[429577,815764],[468574,868731],[489805,897904],[513243,930940],[528063,950962],[602427,1047461],[674734,1137233],[743710,1221538], [3803,50768,95196],[6286,68951,123731],[6460,70198,126003],[7394,77070,136882],[7794,80364,141996],[8440,83717,146766],[10155,49963,160618],[10207,93302,160833],[11726,102714,174591],[11900,103586,176863],[12346,106557,180860],[12520,107804,183132],[12680,109193,109288],[13361,61909,188576],[13413,111930,188791],[14285,63789,193982],[15600,67878,202901],[15834,123310,204859],[15841,69146,205094],[17289,130517,215259],[17357,133854,215735],[18084,76360,221568],[18136,135288,221783],[19004,79559,229111],[19056,140102,229326],[19409,142349,142595],[19583,143467,143596],[20003,145499,146052],[20440,146345,238205],[20447,84520,238440],[21664,86617,244464],[22588,154908,249870],[22656,87054,250346],[23483,91731,254838],[23861,93396,257360],[24407,94476,260244],[25848,99515,269316],[25900,169059,269531],[25943,101534,269869],[25995,173093,270084],[26069,169828,170409],[26772,101395,274722],[27006,174638,276680],[27013,102663,276915],[28087,104922,283641],[28155,182430,284117],[28321,180439,285599],[28328,106752,285834],[28934,183564,183864],[29417,185876,293494],[29709,187300,187932],[30274,112762,296483],[31440,113862,192715],[31884,115405,303532],[33101,119460,309556],[33153,198359,309771],[33196,63928,310109],[33248,115964,310324],[33322,199128,199709],[33884,120131,202187],[34328,121674,315412],[35545,124864,321436],[35834,70461,208628],[36469,127047,326842],[36537,125301,327318],[37097,37112,214545],[37534,214838,331872],[37541,131320,332107],[37663,219736,332504],[37670,133803,332739],[37859,216085,216788],[38758,133417,338131],[39136,135082,340653],[39682,136162,343537],[40577,78104,348505],[40672,141415,349058],[40724,231213,349273],[40798,227948,228529],[40955,140196,351027],[41501,141276,353911],[41735,232290,232758],[42472,144330,360306],[42685,236756,237467],[45033,148959,243188],[46348,152493,374815],[46764,46779,249156],[47201,249449,377955],[47208,155711,378190],[47330,151243,378587],[47337,87003,378822],[47526,250696,251399],[48232,156502,254194],[49547,160036,388219],[50407,162161,391594],[51624,96020,397618],[51719,94615,398171],[51771,162720,398386],[51845,265390,265971],[52189,266616,400519],[52213,272197,400584],[52481,52500,268672],[53046,169891,403508],[53216,172887,404219],[53397,270162,271106],[54212,170991,273455],[54656,172534,410557],[55873,175724,416581],[56094,103978,280449],[56656,56671,282927],[57100,104890,422437],[57222,288118,422834],[57229,182379,423069],[57418,284467,285170],[58317,181993,428461],[58606,108067,289368],[59241,184176,433867],[59581,293331,293399],[62709,191098,301848],[64509,116774,451879],[64765,306856,452537],[64789,191457,452602],[65057,65076,308912],[65622,199191,455526],[65792,115758,456237],[65973,310402,311346],[66798,200017,314439],[68598,123028,466789],[68650,204430,467004],[70877,70892,326128],[71321,127015,477485],[71443,207378,477882],[71450,125250,478117],[71639,327668,328371],[72068,212823,480832],[72097,217515,480900],[72137,329247,329349],[72281,72283,331134],[74629,217452,336855],[75944,220986,495341],[76804,223111,498716],[77560,351386,502147],[77828,77847,347861],[78563,231007,505782],[78744,349351,350295],[80003,230654,512120],[81220,142820,518144],[81441,81509,359638],[83955,364715,526074],[83979,237826,526139],[84781,84796,367494],[85484,150317,531858],[87756,152461,538011],[88069,247434,538741],[88098,149022,538809],[88138,375330,375432],[88282,88284,377217],[90598,158336,548218],[92863,256628,554136],[92870,159985,554371],[95476,257719,563012],[95744,95763,396974],[96479,162514,566647],[96660,398464,399408],[97187,97189,400424],[98160,403867,572125],[100315,271838,408873],[102115,173903,585732],[104220,285897,593522],[104260,419577,419679],[104404,104406,421464],[108927,184144,611338],[111104,111580,437808],[112214,297642,619940],[112243,187995,620008],[112283,441024,441126],[112626,296842,621014],[113229,113248,443961],[114077,192930,626136],[117132,117134,452442],[118105,455885,635736],[120315,312654,642606],[120346,202402,643851],[122202,464010,647203],[122226,314798,647268],[123114,204224,650266],[126345,205157,659938],[126385,474625,474727],[126529,126531,476512],[129658,332170,669884],[129698,482866,482968],[132284,218810,678529],[134556,220954,684682],[145683,362442,719359],[145714,146267,522722],[146912,146914,525979],[147502,238503,723214],[147542,527099,527201],[148089,148091,529137],[148724,242953,727693],[151839,371500,733247],[154049,378253,738860],[154089,540775,540877],[156267,253959,746630],[156744,252334,746285],[158970,385704,751110],[158999,254257,751178],[159039,551434,551536],[159382,384904,752184],[171206,273670,784776],[175234,589738,794376],[186072,186074,615115],[187065,187697,615460],[187542,295440,829007],[192899,446827,839624],[194718,303595,843479],[194758,630513,630615],[200112,312380,856740],[201818,461737,859615],[203047,203049,647108],[203637,315475,863470],[203677,648228,648330],[207974,470795,873503],[217217,336620,897122],[220332,492026,902676],[222542,498779,908289],[222582,687446,687548],[235343,235408,716484],[236851,362168,944782],[243430,370098,956290],[259161,557237,987753],[260980,391657,991608],[261020,761683,761785],[273639,580680,1018354],[275458,410620,1022209],[275498,789153,789255],[288714,604648,1052233],[301943,446553,1077865],[305545,631477,1084045],[337097,490624,1142561],[352828,703908,1174024],[354647,512183,1177879],[354687,931112,931214],[408968,580406,1269692],[412570,790117,1275872],[500729,913139,1416768] ] cell #851 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [3804],[6290],[7395],[7795],[8444],[10140],[11730],[12350],[12681],[13346],[15818],[17293],[17361],[18069],[18989],[19413],[19759],[20424],[22592],[22660],[25833],[25928],[26073],[26990],[28159],[28305],[28867],[29401],[33086],[33181],[33326],[36541],[36853],[36872],[37518],[37647],[37792],[40657],[40802],[41719],[42283],[46520],[46539],[47185],[47314],[47459],[49551],[51704],[51849],[52173],[52197],[52237],[53381],[56431],[57206],[57351],[61447],[61466],[64749],[64773],[64813],[65957],[68583],[70652],[71427],[71572],[71879],[71882],[72121],[72784],[77544],[77584],[78728],[83939],[83963],[84003],[84283],[87880],[87883],[88122],[88785],[90564],[92134],[92153],[92847],[95460],[95500],[96644],[97089],[98144],[98184],[104005],[104244],[111070],[112025],[112028],[112267],[112610],[112650],[116261],[117034],[118089],[118129],[120299],[122186],[122210],[122250],[122530],[126130],[126369],[129443],[129682],[135585],[136970],[144236],[144239],[145667],[146814],[147287],[147526],[150283],[151823],[151863],[153834],[154073],[156259],[157826],[158781],[158784],[159023],[159366],[159406],[163017],[163790],[166797],[167805],[173390],[175218],[175258],[185924],[185976],[187057],[189415],[192883],[194742],[196097],[197105],[200371],[202949],[203661],[206418],[207958],[207998],[212575],[218776],[220316],[220356],[222566],[231510],[235335],[235573],[237110],[238994],[242945],[245303],[246173],[247186],[252186],[255677],[261004],[273623],[275482],[277845],[287158],[288698],[288738],[295292],[297394],[300665],[302202],[312545],[315966],[322275],[336612],[338970],[339840],[354671],[362333],[363195],[369950],[385456],[388727],[407690],[409227],[418290],[429300],[440155],[446718],[462490],[490476],[509253],[534205],[550565],[574008],[580571],[637619],[655334],[680876],[796259],[813974] ] cell #852 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [12592],[17472],[19430],[22771],[25549],[26158],[28270],[32802],[33411],[36652],[36941],[36988],[40278],[40887],[46608],[46655],[51325],[51934],[52109],[52336],[56500],[56547],[61535],[62150],[64685],[64912],[70721],[70768],[71960],[72853],[77456],[77683],[83875],[84352],[84672],[87961],[88854],[92222],[95372],[95599],[98056],[104083],[109943],[112106],[112522],[113084],[116330],[118001],[122122],[122599],[126208],[129521],[135654],[144362],[145052],[147365],[151735],[153912],[158862],[159278],[163086],[173459],[175130],[185623],[186807],[192268],[194581],[201187],[203500],[207870],[220228],[222405],[231579],[236052],[242695],[253069],[258530],[260843],[273008],[275321],[288610],[298996],[301144],[313024],[319667],[336362],[352197],[354510],[366357],[389206],[406021],[408169],[426692],[442284],[458039],[486883],[509732],[521396],[544792],[576137],[639748],[668067],[737043],[832238],[980367] ] cell #853 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28964,290277],[28976,183753],[37984,334263],[37996,216677],[41885,232834],[47651,380346],[47663,251288],[52304,400895],[52586,267683],[53676,271182],[57543,424593],[57555,285059],[64880,452913],[65162,307923],[66252,311422],[71764,479641],[71776,328260],[71947,480650],[72571,330284],[77651,502458],[77933,346872],[79023,350371],[84070,526450],[87948,538559],[88572,376367],[95567,563323],[95849,395985],[96939,399484],[97627,401100],[98251,572436],[104070,593272],[104694,420614],[112093,619758],[112717,621325],[113334,443604],[117572,453118],[118196,636047],[122317,647579],[126195,659688],[126819,475662],[129508,669634],[137508,502663],[147352,722964],[148379,528998],[151930,733558],[153899,738610],[158849,750928],[159473,752495],[164328,563528],[175325,794687],[186749,827770],[190429,622460],[194568,843229],[203487,863220],[208065,873814],[220423,902987],[222392,908039],[235840,716995],[242637,955053],[253011,975899],[260830,991358],[275308,1021959],[288805,1052544],[319609,1109612],[336304,1141324],[354497,1177629],[366299,1199342],[426634,1301439],[486825,1394572],[544734,1481378], [3916,97130,400311],[5622,117075,452329],[6737,129011,329660],[6749,72376,213579],[8464,146855,525866],[9317,153402,375743],[9329,88377,248190],[10910,97640,267586],[12023,177587,419990],[12035,104499,281961],[13019,186673,618009],[14309,194071,448788],[14321,115853,304395],[14669,117585,307826],[15624,202990,646995],[16477,209537,475038],[16489,126624,325162],[18166,221895,496269],[18178,135177,341857],[18593,137521,346775],[18681,137937,228106],[19942,144937,720093],[20890,240596,528374],[20902,148184,367081],[21322,242561,530307],[21598,87108,372468],[21765,151319,372371],[23141,252935,749179],[24431,260333,559198],[24443,162609,392457],[24791,164341,395888],[24879,164757,265548],[26796,274811,582641],[26808,172982,411420],[27156,174714,414851],[27872,178097,284643],[27884,104976,180001],[29532,293870,615000],[29814,186943,441360],[30904,190442,443507],[31379,192153,624546],[31808,116048,449412],[32339,195400,311838],[33823,201072,860349],[34082,314074,861421],[34771,317568,649503],[34783,204319,466376],[35203,319533,651436],[35479,125355,471763],[35646,207454,471666],[36254,210047,327844],[36266,127101,211951],[38416,336228,676978],[38692,133908,492994],[38859,219812,492897],[39718,77259,344955],[41525,354000,705869],[41537,231102,512983],[41973,233250,233585],[42351,360124,716783],[42780,145086,236430],[42975,236617,526539],[44272,366223,721165],[45138,242831,375666],[45451,151306,534630],[46228,246330,380856],[46240,152547,251765],[48055,381932,746170],[48337,253205,551770],[48432,253644,979024],[49355,160090,554014],[49427,256704,553917],[49902,258415,755716],[50161,390256,989559],[50331,162804,559822],[50862,97027,261662],[54151,272893,783186],[54580,173177,583265],[55111,271598,276140],[55807,102768,414948],[55974,103858,418447],[57975,426558,810076],[58251,182484,605616],[58418,288194,605519],[59026,290787,291190],[59038,184230,184503],[59277,109382,435285],[59524,293286,435949],[60021,294075,619620],[60034,186846,294489],[60645,438583,828892],[61848,298881,830895],[62804,192302,301522],[62999,301709,453002],[63554,116603,194873],[64296,450608,841430],[66464,459419,857039],[66893,201221,313402],[67088,313589,647668],[67231,314150,1099852],[67370,122872,203792],[68385,204514,650127],[69251,126500,319803],[69346,320242,1112737],[69564,207441,655759],[70269,70353,208682],[70341,128335,323302],[73868,486749,890594],[74734,329583,336498],[75047,219799,681301],[75824,334773,339997],[75836,217154,221040],[76728,135372,496893],[78951,228583,700685],[79111,80458,355329],[79498,352082,925145],[79757,510782,1175830],[79927,231297,706493],[81154,142649,516511],[81321,143739,520010],[82211,235993,360941],[82537,362600,945293],[82708,522963,945081],[84625,147657,366493],[85594,368733,538421],[85607,242734,369147],[86218,532633,956175],[86358,152070,245380],[87421,373539,958178],[89869,544658,968713],[90708,382137,750790],[90721,253108,382551],[91137,159613,255754],[92535,256691,753630],[93491,163867,389584],[93686,164224,389771],[93829,390332,1237731],[93968,94241,261135],[96867,266025,772238],[99454,405906,1009625],[99860,170463,577457],[100410,273042,408547],[100605,400984,408734],[101160,173732,275613],[101902,584461,1020160],[103081,174701,586971],[103870,176934,280503],[104375,106857,426828],[105991,285254,808767],[106210,107947,430327],[106952,427267,1304564],[107170,288181,814399],[107875,107959,289422],[108851,183948,609515],[112857,189492,442662],[113052,189849,442849],[114189,301085,445326],[114515,446985,1078376],[114686,626377,1078164],[115102,194984,304578],[116464,450684,1339722],[119399,457924,1091261],[119805,199763,641068],[120458,312965,460236],[120784,312812,857251],[120968,203903,316458],[123841,208973,468028],[123854,208980,468442],[124270,124605,322352],[128116,328455,884901],[129337,483126,1131564],[129813,131425,487019],[131779,216872,675669],[132394,480512,489259],[132407,336401,489673],[133018,679304,1142446],[133158,220563,339047],[134221,494065,1144449],[135927,222697,224309],[136669,691329,1154984],[137047,140291,510110],[137404,140486,510297],[139335,350358,923059],[140629,510858,1432961],[140768,141041,354802],[142962,232821,710199],[143667,143751,359692],[147755,239479,527517],[147768,239486,527931],[153728,541035,1215869],[154204,155816,544928],[156170,251483,744645],[160945,262165,555736],[161455,161858,392640],[166155,399471,1003087],[167882,169986,576515],[168239,170181,576702],[170558,271169,781100],[171318,408110,579179],[171644,580838,1270203],[171815,785017,1269991],[172231,275724,411603],[173593,584537,1536098],[175465,277922,280026],[176528,591777,1283088],[177023,180970,601881],[177030,180983,602295],[177913,419837,1035981],[181399,181734,429377],[186136,293634,614933],[189932,297895,621505],[194397,630773,1338602],[197182,199286,640126],[197539,199481,640313],[199858,311409,854958],[209863,474885,1119102],[213039,329507,886424],[213755,216248,674188],[213762,216261,674602],[222221,687706,1411099],[222808,342040,344539],[224170,691405,1676608],[224723,229438,702407],[229948,230351,513166],[235719,360432,716896],[240922,527359,1198222],[247650,375590,964543],[248366,250859,743164],[248373,250872,743578],[260659,761943,1502120],[266519,266876,773573],[267768,270672,780145],[275137,789413,1534978],[297858,441284,1070699],[306759,307116,847431],[308008,310912,854003],[317894,648488,1360594],[328973,329386,886325],[354326,931372,1697350],[364618,364975,948574],[375056,375469,964444],[385920,551694,1230054],[440750,441163,1070600],[463913,464270,1103133],[551160,551573,1229955] ] cell #854 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [4855],[7925],[8104],[8829],[9003],[9749],[12938],[13949],[14170],[15264],[15390],[15989],[16163],[17678],[17852],[18357],[20819],[21241],[21549],[23060],[23239],[23260],[23763],[24071],[24197],[24292],[26436],[26657],[27335],[28476],[28650],[29155],[29798],[30783],[32256],[34700],[35122],[35301],[35322],[35430],[37913],[38335],[38643],[39567],[40857],[40935],[41165],[41291],[41386],[42064],[42947],[44191],[45122],[46107],[46128],[47580],[48321],[49306],[51904],[51982],[52570],[53555],[53787],[55028],[55758],[56513],[57472],[57894],[58073],[58094],[58202],[59126],[59844],[59971],[62971],[65146],[66131],[66363],[67060],[70734],[71693],[72543],[72866],[73787],[74092],[74718],[75703],[75724],[77176],[77386],[77917],[78902],[81105],[81744],[84365],[85544],[87092],[88544],[88867],[89788],[90093],[90658],[95302],[95833],[96818],[97450],[97528],[97577],[97986],[99811],[100577],[102752],[103737],[103758],[103985],[104666],[112452],[113318],[116020],[117395],[117473],[117522],[117931],[119756],[125339],[126110],[126791],[128544],[128600],[128921],[129423],[132344],[133892],[135344],[137458],[144310],[147175],[147253],[147267],[148351],[151256],[152935],[152991],[153312],[153814],[160074],[162776],[164278],[166651],[166777],[173149],[174651],[182468],[185956],[188989],[189045],[189366],[190379],[191470],[195951],[196077],[203310],[203388],[204486],[207391],[212371],[219749],[231269],[235112],[235695],[237839],[238848],[238974],[246982],[255251],[255307],[255628],[256641],[257732],[272210],[288131],[293570],[296855],[297190],[312667],[314811],[315820],[315946],[351399],[360370],[362455],[371513],[381632],[384917],[385252],[403880],[438283],[446840],[455898],[459665],[470808],[492039],[523209],[532333],[580693],[589751],[604661],[626623],[679004],[785263] ] cell #855 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [55279],[73446],[76024],[89447],[98499],[98961],[102189],[105569],[118444],[118906],[127694],[130057],[130573],[138380],[138842],[154448],[154964],[160192],[165200],[165662],[166931],[168279],[178633],[179024],[179149],[190966],[196231],[197579],[200688],[204616],[210583],[210974],[211099],[212628],[225051],[226399],[227085],[237427],[239128],[241239],[246854],[247239],[252214],[252520],[257018],[262493],[263841],[264527],[268096],[281010],[283211],[291714],[295320],[295626],[297447],[298223],[299727],[302519],[306331],[308336],[312111],[312461],[312741],[316100],[324211],[326412],[330676],[340521],[345796],[358194],[360697],[361899],[362249],[362529],[365419],[369978],[370284],[372881],[374385],[376759],[381178],[381284],[385509],[386285],[394909],[402260],[409544],[413356],[415361],[433437],[436051],[437589],[437829],[437935],[441740],[445082],[446284],[446634],[446914],[449804],[454278],[464714],[472176],[490504],[490810],[493407],[494911],[497285],[515435],[520883],[524526],[530101],[531639],[531879],[531985],[535790],[547999],[552150],[560214],[575593],[578935],[580137],[580487],[580767],[583657],[588131],[606029],[617803],[624297],[639204],[645655],[652768],[656919],[671197],[676772],[678310],[678550],[678656],[682461],[698821],[706885],[719844],[724527],[740173],[748973],[770374],[776443],[782937],[804295],[811408],[815559],[850301],[860100],[880429],[889273],[893956],[918402],[953021],[967392],[972075],[998430],[1038830],[1074690],[1121951],[1191979],[1201112],[1321409],[1451552] ] cell #856 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [12968],[19640],[19931],[21271],[21606],[23090],[23296],[29607],[31368],[31757],[33812],[34031],[35152],[35358],[35487],[38365],[38700],[39726],[44221],[44931],[45440],[46164],[48130],[48421],[49363],[49891],[50110],[50280],[54140],[54529],[55815],[57924],[58130],[58259],[59285],[60275],[61837],[64245],[68334],[69044],[69335],[69553],[73817],[74527],[75036],[75760],[76677],[78959],[79119],[79487],[79706],[79876],[81162],[82526],[84418],[85848],[87410],[89818],[90962],[92524],[96875],[97035],[97881],[99443],[99868],[101851],[103070],[103794],[104383],[105940],[106650],[106941],[107159],[108800],[109957],[110138],[114504],[117826],[119388],[119813],[120773],[126508],[128065],[129326],[129821],[131218],[131728],[132648],[134210],[136618],[136998],[137762],[139324],[142951],[144037],[147665],[149351],[151560],[153717],[154212],[155609],[156119],[156894],[163818],[164582],[166144],[167086],[167207],[167267],[167833],[170547],[171633],[174955],[176517],[176969],[177902],[189443],[190683],[194386],[196386],[196507],[196567],[197133],[199847],[207695],[208919],[209852],[212530],[212603],[213028],[213701],[217844],[220053],[222210],[225387],[235601],[239283],[239404],[239425],[240911],[244765],[247141],[247214],[247639],[248312],[256945],[260648],[262829],[266319],[266465],[275126],[277307],[288435],[293580],[297349],[297422],[297847],[299191],[300620],[306559],[306705],[316255],[316376],[317883],[321737],[328766],[338432],[354315],[359949],[360594],[363150],[364418],[364564],[374849],[385411],[385484],[385909],[387253],[388682],[407645],[428762],[436272],[440110],[440543],[459889],[462445],[463713],[463859],[509208],[521095],[523433],[534160],[546682],[550520],[550953],[573963],[616984],[626847],[637574],[642224],[655289],[680831],[718977],[729217],[785487],[796214],[813929],[839242],[898646],[1017972] ] cell #857 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [24591],[35247],[39866],[41685],[44316],[45924],[49885],[55575],[58019],[59425],[60191],[61831],[63850],[69037],[70037],[73912],[75520],[76282],[79481],[80922],[82048],[82409],[84411],[85764],[86894],[89913],[90878],[92838],[94537],[99437],[99757],[101456],[102554],[106643],[107643],[108405],[109950],[110121],[114387],[119382],[119702],[120656],[121125],[122950],[124011],[125141],[128848],[131211],[131503],[132564],[133694],[139638],[141337],[142435],[143899],[144020],[147925],[149334],[153239],[155602],[155894],[156793],[156877],[157671],[157729],[159876],[161143],[161612],[166458],[167079],[167166],[170249],[171516],[180079],[181140],[182270],[187591],[189293],[190130],[195141],[196379],[196466],[199549],[200606],[205469],[206263],[206321],[212029],[212392],[212964],[216418],[217827],[225286],[228369],[229636],[230105],[237345],[239276],[239363],[240000],[243479],[246018],[246076],[247003],[247575],[251029],[251823],[255555],[262728],[265811],[266301],[268331],[270870],[275881],[281346],[286209],[287003],[287061],[293662],[294929],[297211],[297783],[298458],[302437],[306541],[308571],[311110],[316248],[316335],[324547],[331012],[333667],[337146],[339685],[339743],[344696],[345490],[360188],[360391],[364400],[365755],[369587],[373116],[377095],[379750],[385273],[385845],[386520],[394603],[400687],[401954],[409462],[415596],[418135],[418193],[436254],[441434],[450140],[452705],[453972],[459686],[463695],[465050],[472411],[480714],[490113],[493642],[497621],[521196],[523230],[526242],[535484],[538623],[546664],[551844],[560550],[583993],[587825],[606264],[616966],[619822],[624610],[626644],[642325],[647371],[656613],[682155],[707221],[719078],[720157],[729199],[750992],[755780],[783250],[785284],[815253],[830959],[839343],[860413],[898628],[925209],[958242],[979088],[1009689],[1018073],[1091325],[1112801],[1144513],[1283152],[1304628] ] cell #858 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [50876],[69259],[77273],[80472],[84633],[87116],[93459],[102776],[106865],[109396],[110428],[112825],[115821],[123806],[125363],[131433],[133916],[135145],[140259],[142657],[144432],[144902],[147720],[149641],[151271],[155824],[157184],[157782],[160098],[162577],[169954],[170471],[172950],[174666],[180935],[182492],[183721],[186101],[186332],[192118],[199254],[199771],[201037],[201672],[204287],[205776],[206374],[207406],[212925],[216213],[216645],[218134],[219764],[228591],[231070],[232786],[235121],[235253],[240307],[242220],[246129],[247536],[250824],[251256],[252481],[252594],[253609],[256656],[258380],[259015],[266033],[266841],[266959],[271134],[272858],[285027],[286516],[287114],[288146],[295587],[297744],[298846],[305399],[307081],[307199],[311374],[312777],[319192],[320207],[328228],[328788],[329472],[333974],[335887],[339796],[346148],[350323],[352047],[352682],[362565],[364940],[365058],[365882],[370245],[373504],[374871],[375555],[380057],[381197],[385806],[395261],[399436],[400160],[402612],[405871],[412424],[418246],[419802],[426217],[427232],[436375],[437848],[440565],[441249],[442092],[446950],[452178],[454630],[457889],[464235],[464353],[474850],[483091],[486408],[490771],[494030],[500583],[501723],[520902],[521117],[525715],[527324],[531898],[536142],[541000],[544317],[550975],[551659],[552502],[562588],[570228],[571701],[580803],[588483],[591742],[614777],[620590],[630738],[633839],[635312],[642246],[646844],[648453],[657271],[667573],[678569],[682813],[687671],[716837],[718999],[722323],[732823],[736549],[745947],[751760],[761908],[789378],[793952],[815911],[828669],[831744],[837102],[839264],[857093],[862579],[873079],[902252],[931337],[945135],[946255],[955952],[979873],[985231],[1015832],[1017994],[1051809],[1069421],[1078218],[1100814],[1142223],[1171502],[1206914],[1228776],[1261248],[1270045],[1347294],[1369286],[1402144],[1543670],[1565662] ] cell #859 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [19438,142493],[26166,170307],[28974,183726],[33419,199607],[37165,213639],[37994,216650],[40895,228427],[41872,232745],[46832,248250],[47661,251261],[51942,265869],[52584,267656],[53663,271093],[56724,282021],[57553,285032],[65160,307896],[66239,311333],[70945,325222],[71774,328233],[72227,329336],[72300,329657],[77931,346845],[79010,350282],[84849,367141],[88228,375419],[88301,375740],[95847,395958],[96926,399395],[97206,400308],[104350,419666],[104423,419987],[112373,441113],[113332,443577],[117151,452326],[126475,474714],[126548,475035],[129788,482955],[137087,501871],[146931,525863],[147632,527188],[148108,528371],[154179,540864],[159129,551523],[163907,562736],[167922,571849],[186091,614997],[189532,620738],[194848,630602],[197222,635460],[203066,646992],[203767,648317],[222672,687535],[236520,718114],[245420,732971],[255794,751908],[261110,761772],[275588,789242],[277962,794100],[301612,838379],[313492,858370],[322392,873227],[339087,902400],[354777,931201],[389674,986508],[408637,1017109],[429417,1051957],[442752,1072924],[510200,1172779],[576605,1264751],[640216,1350797], [3989,52430,167683],[5695,65006,196983],[6648,128518,328932],[6747,72349,213552],[7489,77777,225803],[9088,86952,245181],[9228,152909,375015],[9327,88350,248163],[10589,95693,263245],[10897,97551,267084],[11755,102612,277723],[12033,104472,281934],[12096,104820,179845],[13449,188963,440709],[13679,113178,299607],[14200,63996,304455],[14319,115826,304368],[14656,117496,307324],[16248,125199,322153],[16487,126597,325135],[16550,126945,211795],[17937,133752,338848],[18176,135150,341830],[18580,137432,346273],[18679,137910,228079],[18689,78157,139464],[20011,237813,524220],[20071,145146,365121],[20900,148157,367054],[21596,87106,372441],[21752,151230,371869],[21982,152391,251609],[23571,255225,551119],[23801,159934,387669],[24322,94683,392517],[24441,162582,392430],[24778,164252,395386],[24877,164730,265521],[24887,96073,166284],[26687,101602,411480],[26806,172955,411393],[27143,174625,414349],[27420,56191,280347],[28735,182328,429178],[29037,184074,184347],[29658,110554,186755],[29699,188014,618006],[29812,186916,441333],[30891,190353,443005],[31448,191444,444776],[31508,192362,307262],[31733,115777,448785],[32337,195373,311811],[32347,116827,199987],[33892,314785,645349],[33952,201281,464416],[34730,123096,466436],[34781,204292,466349],[35477,125353,471736],[35633,207365,471164],[35863,71837,208526],[38690,133906,492967],[38846,219723,492395],[39076,216998,220884],[39597,76428,341917],[39716,77257,344928],[41416,141483,513043],[41535,231075,512956],[41971,233223,233558],[41981,142873,143091],[42149,81538,359536],[42631,235669,521331],[42704,235990,525727],[42753,145059,236385],[44982,149767,242643],[45023,149041,530304],[45136,242804,375639],[45580,87550,151950],[48181,157310,253017],[48222,254276,749176],[48335,253178,551743],[48501,384891,750205],[48561,92664,159493],[49353,160088,553987],[49414,256615,553415],[49971,257706,555186],[50031,95587,258624],[50256,162533,559195],[50809,50870,163583],[50860,97025,261635],[54220,272184,578629],[54280,267022,273102],[54505,172906,582638],[55109,271571,276113],[55119,170687,173956],[55805,102766,414921],[57502,180225,600289],[57616,58635,289266],[58249,182482,605589],[58405,288105,605017],[59156,108551,432247],[59275,109380,435258],[59600,293283,614789],[59945,186344,294051],[61917,296829,619035],[61977,112737,299090],[62728,301082,452190],[62777,192275,301477],[63398,116447,194574],[66744,312641,642460],[66817,312962,646856],[66866,201194,313357],[67214,122716,203493],[67255,315494,861418],[68310,204243,649500],[69095,126201,319615],[69136,205176,651433],[69249,126498,319776],[69415,470782,871524],[69475,69693,208085],[71723,212175,666705],[74122,131649,487667],[74578,218260,336310],[74619,217534,676975],[74732,329556,336471],[75176,134350,220443],[76653,135101,496266],[77267,136923,224533],[77671,79627,352291],[78949,228581,700658],[79109,80456,355302],[79567,351373,701857],[79852,231026,705866],[80405,80466,232076],[81152,142647,516484],[81718,235265,360100],[82988,362429,719213],[84469,147358,366305],[84510,238522,721162],[84623,147655,366466],[85518,242232,368709],[86331,152043,245335],[87490,371487,731268],[90123,156040,545576],[90287,381345,745959],[90537,252353,746167],[90632,252606,382113],[91110,159586,255709],[91214,383521,977018],[93415,163814,389144],[93464,163822,389539],[93812,94085,260836],[93853,391676,989556],[96865,266023,772211],[98271,99583,406115],[99523,403854,777675],[99858,170461,577430],[100334,400172,408107],[100383,273015,408502],[101004,173576,275314],[103210,175345,176657],[104076,106701,426640],[104373,106855,426801],[105916,284983,808140],[106742,285916,810073],[107021,604635,1050254],[107081,107299,288825],[108776,183677,608888],[109329,109390,292915],[110793,437996,828681],[111043,295459,828889],[112781,189439,442222],[112830,189447,442617],[114966,446814,839478],[116488,303614,841427],[118216,119528,458133],[119468,455872,851533],[119803,199761,641041],[123765,208926,468004],[124243,124578,322307],[124347,469412,1110731],[128041,328184,884274],[129514,131269,486831],[129811,131423,486992],[131310,332189,890591],[131704,216601,675042],[132318,335899,489235],[133131,220536,339002],[134290,492013,900697],[135771,222398,224153],[136994,140215,509670],[137002,140264,510065],[137337,346020,915596],[140612,140885,354503],[140653,512202,1175827],[144349,235597,521266],[147679,239432,527493],[150006,532046,955964],[150256,370117,956172],[152147,536802,1210417],[153905,155660,544740],[154202,155814,544901],[155701,378272,968710],[156095,251212,744018],[164157,395133,995624],[167183,266831,773637],[167829,169910,576075],[167837,169959,576470],[168172,402484,1007619],[172095,580667,1018208],[173617,410639,1020157],[175438,277877,279999],[176597,589725,1030263],[176976,180894,601857],[181372,181707,429332],[181476,603265,1302558],[186015,293587,614909],[189782,441964,1071818],[196483,307071,847495],[197129,199210,639686],[197137,199259,640081],[197472,454502,1089255],[212599,212842,667937],[213708,216172,674164],[218499,678717,1142235],[218749,490643,1142443],[220640,683473,1405647],[224194,498798,1154981],[239380,364930,948638],[245670,536014,1209311],[247210,247453,736913],[248319,250783,743140],[256044,552374,1231173],[266472,266755,773549],[278212,588355,1281082],[280103,798856,1547173],[297418,297661,832108],[306712,306995,847407],[316352,464225,1103197],[322642,657143,1371683],[339337,682685,1404541],[364571,364854,948550],[385480,385723,980237],[429667,815783,1568059],[463866,464149,1103109] ] cell #860 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [14294],[18092],[18151],[21130],[24416],[25951],[26781],[27036],[30194],[31118],[33204],[34756],[35011],[37467],[37693],[38224],[40680],[41510],[43364],[43692],[47134],[47360],[48013],[48717],[49641],[51727],[52966],[53890],[57026],[57252],[57783],[60603],[61096],[63716],[65542],[66459],[67477],[67805],[68606],[71247],[71473],[72960],[73288],[78313],[78507],[79237],[82486],[82703],[84981],[86176],[86669],[88961],[89289],[90606],[91783],[92893],[94403],[96229],[96423],[98702],[101322],[105083],[105411],[111112],[113496],[114464],[114681],[116959],[118647],[119951],[120369],[120733],[124916],[127208],[127536],[129286],[132976],[133469],[136089],[138583],[141203],[143223],[145319],[145737],[148495],[150325],[152709],[153677],[156281],[156289],[161220],[165403],[171593],[171810],[174088],[175776],[177862],[182045],[184665],[186272],[187079],[187087],[190207],[192535],[192953],[194346],[195711],[200007],[209812],[218818],[221202],[222170],[229713],[233896],[235357],[236746],[240871],[242160],[242967],[242975],[260608],[270947],[273275],[273693],[275086],[276451],[290552],[293321],[296428],[300449],[301838],[311187],[317843],[334538],[335827],[336634],[336642],[354275],[362979],[367979],[380621],[384490],[403453],[407474],[408863],[424868],[438964],[455471],[462274],[479916],[483505],[488505],[505016],[541414],[549374],[565881],[572817],[596127],[624025],[636428],[662543],[696045],[725947],[767598],[827073],[835863],[943422],[1064503] ] cell #861 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [7268],[11175],[11690],[14934],[17205],[17321],[18058],[18858],[22504],[22620],[25056],[25778],[25917],[28003],[28119],[33031],[33170],[34845],[36385],[36501],[36861],[37363],[40507],[40619],[40646],[44527],[46528],[47030],[48076],[49511],[51554],[51666],[51693],[52159],[56420],[56922],[57167],[60666],[61455],[62250],[64551],[64735],[66471],[66765],[68572],[70641],[71143],[71388],[72773],[77506],[78403],[81262],[82715],[83009],[83925],[84272],[84877],[86239],[87823],[88774],[90189],[90200],[90553],[92142],[95422],[96319],[98106],[102157],[104201],[108994],[109998],[110695],[110706],[111059],[112572],[114693],[114987],[116250],[116855],[118051],[119845],[119943],[122172],[122519],[126326],[129639],[133039],[134623],[135574],[143119],[144101],[145107],[145213],[145311],[147483],[149211],[149908],[149919],[150272],[151785],[154030],[159328],[163006],[171822],[172116],[173379],[173984],[175180],[183455],[185730],[188184],[191317],[192323],[192429],[192527],[194699],[201242],[203618],[207920],[215976],[217704],[218401],[218412],[218765],[220278],[222523],[231499],[237686],[241618],[250587],[254446],[258585],[260961],[268924],[272057],[273063],[273169],[273267],[275439],[284358],[288660],[295886],[299051],[309164],[314658],[327559],[331353],[335285],[348113],[352252],[354628],[377436],[383948],[397226],[402911],[406076],[421683],[444213],[454929],[458094],[476731],[504474],[529356],[565339],[615402],[623483],[717370],[826007] ] cell #862 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [19439,142543],[26167,170357],[28972,183788],[33420,199657],[37166,213665],[37992,216712],[40896,228477],[41853,232750],[46833,248276],[47659,251323],[51943,265919],[52582,267689],[53644,271098],[56725,282047],[57551,285094],[65158,307929],[66220,311338],[70946,325248],[71772,328295],[72174,329341],[72295,329662],[77929,346878],[78991,350287],[84850,367167],[88175,375424],[88296,375745],[95845,395991],[96907,399400],[97201,400313],[104297,419671],[104418,419992],[112320,441118],[113330,443610],[117146,452331],[126422,474719],[126543,475040],[129735,482960],[137082,501876],[146926,525868],[147579,527193],[148103,528376],[154126,540869],[159076,551528],[163902,562741],[167917,571854],[186086,615002],[189527,620743],[194795,630607],[197217,635465],[203061,646997],[203714,648322],[222619,687540],[236515,718119],[245415,732976],[255789,751913],[261057,761777],[275535,789247],[277957,794105],[301607,838384],[313487,858375],[322387,873232],[339082,902405],[354724,931206],[389669,986513],[408632,1017114],[429412,1051962],[442747,1072929],[510195,1172784],[576600,1264756],[640211,1350802], [3990,52480,168181],[5696,65056,197481],[6745,72411,214131],[7490,77827,137346],[7533,78158,78981],[9089,87002,245679],[9325,88412,248742],[10590,95743,164166],[10633,96074,96897],[10878,97556,267794],[11756,102662,278221],[12031,104534,177399],[12097,104870,105925],[13680,113228,189791],[14201,63997,304481],[14317,115888,304947],[14473,116828,119835],[14637,117501,308034],[16249,125249,322651],[16485,126659,209349],[16551,126995,128050],[16796,128523,328999],[17938,133802,339346],[18174,135212,342409],[18561,137437,224749],[18677,137972,139293],[19482,81184,142874],[20072,145172,239389],[20898,148219,239855],[21594,87104,372474],[21628,87551,151951],[21733,151235,372579],[21983,152441,156104],[22095,152914,375082],[23802,159984,256053],[24323,94684,392543],[24439,162644,393009],[24595,50810,163584],[24759,164257,262191],[24875,164792,166113],[26688,101603,411506],[26804,173017,411972],[26960,99890,173957],[27124,174630,415059],[27421,56192,280397],[28736,182378,429676],[29038,108785,184124],[29708,111052,186756],[29810,186949,297816],[30497,188968,440776],[30872,190358,297921],[31204,191449,444843],[31509,192388,196492],[31706,115772,448790],[31742,116497,194575],[32335,195435,199816],[33953,201307,316361],[34731,123097,466462],[34779,204354,316827],[35475,125351,471769],[35509,69476,208086],[35614,207370,471874],[35864,71838,208576],[38688,133904,493000],[38722,134351,220444],[38827,219728,493105],[39077,131713,220934],[39598,76429,341943],[39714,77255,344990],[39870,136924,224534],[41417,141484,513069],[41533,231137,513535],[41689,80406,232077],[41969,142920,233285],[42150,81539,359586],[42578,235674,360458],[42699,235995,364405],[42815,145638,236383],[43450,237818,524287],[44711,149036,530309],[45032,150265,242644],[45134,242837,247608],[45409,152105,245333],[48231,90546,253018],[48333,253211,385878],[48562,49385,159494],[49020,255230,551186],[49351,160086,554020],[49395,256620,385983],[49727,257711,555253],[50032,95588,258650],[50229,162528,559200],[50265,93862,260837],[50858,97023,261697],[53976,272189,578696],[54281,167192,273128],[54478,172901,582643],[54514,173626,275315],[55107,170516,276175],[55803,102764,414954],[55837,175346,176658],[57503,180226,600315],[57617,58636,289316],[58247,182480,605622],[58281,107082,288826],[58386,288110,605727],[59157,108552,432273],[59273,109378,435320],[59429,109330,292916],[59595,293288,436259],[59950,187054,294049],[60835,188009,618011],[61182,296834,619102],[61978,112738,299116],[62723,301087,306546],[62839,192854,301475],[66691,312646,459753],[66812,312967,463700],[66928,120270,313355],[67264,68319,203494],[67563,314790,645416],[68283,204238,649505],[68824,205171,651438],[69145,126202,319616],[69247,126496,319809],[69522,124305,322305],[71724,212176,666731],[74123,131650,487693],[74307,217529,676980],[74628,218758,336311],[74730,212997,336504],[75005,220598,339000],[76626,135096,496271],[76662,222399,224203],[77672,79628,352317],[78947,228579,700691],[79107,80454,355364],[79323,351378,701924],[79825,231021,705871],[79861,140662,354504],[81150,142645,516517],[81723,235332,360098],[82935,362434,523297],[83590,238517,721167],[84519,147359,366306],[84621,147653,366499],[85523,242942,368707],[86755,371492,731335],[90124,156041,545602],[90282,381350,546669],[90486,252348,746172],[90637,156256,382111],[91172,92493,255707],[91522,254271,749181],[91869,384896,750272],[93410,163809,389149],[93526,163820,389537],[96863,266021,772244],[98272,99584,406141],[98788,403859,777742],[99856,170459,577463],[100329,266306,408112],[100445,273594,408500],[103039,277875,280061],[104077,106751,426641],[104371,106853,426834],[105889,284978,808145],[106430,285911,810078],[107128,181434,429330],[108749,183672,608893],[110788,438001,616971],[110992,295454,828894],[112776,189434,442227],[112892,189445,442615],[114913,446819,626711],[115568,303609,841432],[118217,119529,458159],[118733,455877,851600],[119801,199759,641074],[121837,315489,861423],[123770,208924,468002],[125002,470787,871591],[128014,328179,884279],[129515,131319,486832],[129809,131421,487025],[130390,332184,890596],[131677,216596,675047],[132323,336609,489233],[133555,492018,900764],[136989,140210,509675],[137000,140326,510063],[137286,346015,915601],[144344,235592,521271],[147684,239430,527491],[150001,532051,729204],[150205,370112,956177],[153906,155710,544741],[154200,155812,544934],[154781,378267,968715],[156068,251207,744023],[157748,383516,977023],[162324,391671,989561],[164106,395128,995629],[167127,266826,773642],[167824,169905,576080],[167835,170021,576468],[168121,402479,1007624],[172042,580672,785351],[172697,410634,1020162],[175862,589730,1030330],[176974,180899,601855],[182131,604640,1050321],[186020,293585,614907],[189731,441959,1071823],[196427,307066,847500],[197124,199205,639691],[197135,199321,640079],[197421,454497,1089260],[206340,469407,1110736],[212594,212837,667942],[213706,216177,674162],[218494,678722,898633],[218698,490638,1142448],[223274,498793,1154986],[230817,512197,1175832],[239324,364925,948643],[245619,536009,1209316],[246095,536797,1210422],[247205,247448,736918],[248317,250788,743138],[255993,552369,1231178],[266470,266760,773547],[278161,588350,1281087],[287080,603260,1302563],[297413,297656,832113],[306710,307000,847405],[316296,464220,1103202],[322591,657138,1371688],[339286,682680,1404546],[339762,683468,1405652],[364569,364859,948548],[385475,385718,980242],[418212,798851,1547178],[429616,815778,1568064],[463864,464154,1103107] ] cell #863 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4414],[4471],[6495],[6552],[6812],[7425],[7438],[7513],[8539],[9178],[9392],[10525],[10538],[10613],[10995],[11008],[11916],[11956],[12612],[13050],[13547],[13560],[13882],[14384],[14453],[14754],[14767],[15699],[16370],[16410],[17043],[17083],[18027],[18241],[18436],[19387],[19462],[20045],[20402],[20688],[20728],[21071],[21166],[21353],[21850],[21863],[22342],[22382],[23172],[23669],[23682],[24506],[24634],[25264],[25568],[26047],[26369],[26871],[26940],[27241],[27254],[29455],[29584],[30135],[30230],[30618],[31054],[31102],[31482],[32165],[32517],[32821],[33300],[33926],[34283],[34609],[35234],[35731],[35744],[36798],[37496],[38165],[38260],[38447],[38944],[38957],[39476],[40776],[41600],[42384],[42534],[43300],[43348],[43860],[44303],[44557],[44908],[45942],[46465],[47163],[48107],[48658],[48753],[49141],[50005],[50688],[51823],[52907],[53826],[53874],[54254],[54937],[55593],[57055],[58006],[58503],[58516],[59672],[60681],[61392],[61951],[62558],[65483],[66647],[67413],[67461],[67973],[69021],[70055],[71276],[72944],[73899],[74153],[74504],[75538],[78254],[79601],[80284],[81811],[82891],[83294],[84395],[85010],[88945],[89900],[90359],[91368],[92079],[93245],[96170],[99557],[100164],[105067],[106627],[107661],[109900],[110865],[111873],[113437],[114869],[119502],[120058],[121541],[127192],[131195],[140045],[144554],[145426],[148479],[150078],[151086],[155586],[158629],[167029],[169002],[171998],[186256],[192642],[196329],[198302],[207221],[218571],[219579],[235137],[239226],[273382],[279042],[287961],[316198] ] cell #864 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [7269],[11176],[11691],[14935],[17206],[17322],[18059],[18859],[22505],[22621],[25057],[25779],[25918],[28004],[28120],[33032],[33171],[34846],[36386],[36502],[36862],[37364],[40508],[40620],[40647],[44528],[46529],[47031],[48077],[49512],[51555],[51667],[51694],[52160],[56421],[56923],[57168],[60667],[61456],[62251],[64552],[64736],[66510],[66766],[68573],[70642],[71144],[71389],[72774],[77507],[78404],[81263],[82754],[83010],[83926],[84273],[84878],[86240],[87824],[88775],[90190],[90251],[90554],[92143],[95423],[96320],[98107],[102158],[104202],[108995],[109999],[110696],[110757],[111060],[112573],[114732],[114988],[116251],[116856],[118052],[119849],[119944],[122173],[122520],[126327],[129640],[133040],[134624],[135575],[143120],[144102],[145108],[145217],[145312],[147484],[149212],[149909],[149970],[150273],[151786],[154031],[159329],[163007],[171861],[172117],[173380],[173985],[175181],[183456],[185734],[188185],[191318],[192324],[192433],[192528],[194700],[201243],[203619],[207921],[215977],[217705],[218402],[218463],[218766],[220279],[222524],[231500],[237687],[241622],[250588],[254447],[258586],[260962],[268925],[272058],[273064],[273173],[273268],[275440],[284359],[288661],[295890],[299052],[309165],[314659],[327560],[331354],[335289],[348114],[352253],[354629],[377437],[383952],[397227],[402915],[406077],[421684],[444214],[454933],[458095],[476732],[504478],[529357],[565343],[615403],[623487],[717374],[826011] ] cell #865 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [32125],[34569],[39436],[44779],[47978],[50648],[54897],[55289],[60568],[60903],[62408],[66497],[68892],[73456],[74375],[76061],[80244],[82741],[83144],[83658],[86141],[89457],[91590],[93095],[98509],[98998],[100014],[105579],[106498],[111723],[114719],[115636],[118454],[118943],[121391],[121905],[127704],[129944],[130094],[130458],[132941],[138390],[138879],[139895],[145009],[150936],[154335],[154485],[154849],[158479],[160202],[162392],[165210],[165699],[168852],[171848],[172765],[178520],[178670],[179034],[190976],[192225],[198152],[200698],[201144],[204653],[207071],[210470],[210620],[210984],[213502],[219429],[223342],[226972],[227122],[230885],[237437],[241126],[241276],[246864],[248113],[251850],[252557],[258487],[264414],[264564],[272965],[278892],[281884],[287811],[291724],[293979],[294956],[295663],[298953],[302529],[304318],[306218],[306368],[312063],[312199],[325085],[340531],[341780],[352154],[358081],[358231],[360215],[361851],[361987],[367004],[368637],[369614],[370321],[381236],[392380],[405978],[409554],[411343],[413243],[413393],[432110],[436003],[437887],[439622],[444600],[446236],[446372],[457996],[466299],[487530],[489163],[490140],[490847],[512906],[524044],[530053],[531937],[545439],[550032],[573475],[578453],[580089],[580225],[600152],[617755],[637086],[645173],[666568],[670715],[676724],[678608],[696703],[739691],[748925],[768256],[776395],[803813],[836521],[850253],[879947],[918354],[952539],[998382],[1065539],[1074642],[1191931],[1320498] ] cell #866 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [19950],[29632],[31387],[31839],[33831],[34113],[42676],[44956],[45459],[48155],[48440],[49910],[50192],[50362],[54159],[54611],[56072],[59572],[61856],[62700],[63372],[64327],[66789],[67188],[68416],[69069],[69354],[69572],[70439],[74552],[75055],[76759],[79506],[79788],[79958],[81419],[82545],[84443],[87429],[92543],[93377],[93387],[93786],[94059],[99462],[100306],[100978],[101933],[103089],[106022],[106675],[106960],[107178],[108045],[108882],[110528],[112005],[112753],[114523],[116421],[119407],[120792],[122690],[123332],[128147],[129345],[131243],[131810],[134229],[135745],[136700],[139343],[140177],[140187],[140586],[140859],[142970],[144321],[144608],[146367],[149741],[153736],[155634],[156201],[157284],[160326],[166163],[167657],[169134],[169882],[170566],[171652],[173550],[176536],[177921],[179819],[180461],[184321],[185692],[185898],[188284],[191824],[194405],[196957],[198434],[199182],[199866],[200743],[209871],[211769],[212814],[213047],[213101],[214860],[216972],[218234],[222229],[224127],[225777],[228819],[235428],[240930],[245155],[247425],[247658],[247712],[249471],[251583],[260667],[263219],[266432],[266638],[266996],[269024],[272564],[275145],[277697],[281483],[293112],[297633],[297866],[299581],[303917],[306672],[306878],[307236],[309264],[317902],[322127],[324684],[328804],[329095],[338822],[341379],[354334],[364531],[364737],[365095],[366603],[368205],[374887],[375178],[385695],[385928],[387643],[391979],[400137],[410942],[429152],[436453],[439190],[440581],[440872],[452155],[463826],[464032],[464390],[465898],[467500],[488731],[512505],[521133],[525197],[525692],[546863],[549600],[550991],[551282],[601353],[614754],[617165],[628611],[642262],[646326],[646821],[671868],[719015],[729398],[740844],[745924],[759781],[787251],[828646],[839280],[898827],[910273],[929210],[955929],[1018010],[1142200] ] cell #867 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [19440,142495],[26168,170309],[28973,183725],[33421,199609],[37167,213641],[37993,216649],[40897,228429],[41854,232744],[46834,248252],[47660,251260],[51944,265871],[52583,267655],[53645,271092],[56726,282023],[57552,285031],[65159,307895],[66221,311332],[70947,325224],[71773,328232],[72175,329335],[72296,329656],[77930,346844],[78992,350281],[84851,367143],[88176,375418],[88297,375739],[95846,395957],[96908,399394],[97202,400307],[104298,419665],[104419,419986],[112321,441112],[113331,443576],[117147,452325],[126423,474713],[126544,475034],[129736,482954],[137083,501870],[146927,525862],[147580,527187],[148104,528370],[154127,540863],[159077,551522],[163903,562735],[167918,571848],[186087,614996],[189528,620737],[194796,630601],[197218,635459],[203062,646991],[203715,648316],[222620,687534],[236516,718113],[245416,732970],[255790,751907],[261058,761771],[275536,789241],[277958,794099],[301608,838378],[313488,858369],[322388,873226],[339083,902399],[354725,931200],[389670,986507],[408633,1017108],[429413,1051956],[442748,1072923],[510196,1172778],[576601,1264750],[640212,1350796], [3991,52432,167685],[5697,65008,196985],[6746,72348,213551],[7491,77779,225805],[9090,86954,245183],[9326,88349,248162],[10591,95695,263247],[10879,97550,267083],[11757,102614,277725],[12032,104471,281933],[12098,104822,179847],[13681,113180,299609],[14202,63998,304457],[14318,115825,304367],[14638,117495,307323],[16250,125201,322155],[16486,126596,325134],[16552,126947,211797],[16797,128517,328931],[17939,133754,338850],[18175,135149,341829],[18562,137431,346272],[18678,137909,228078],[18691,78159,139466],[20073,145148,365123],[20899,148156,367053],[21595,87105,372440],[21734,151229,371868],[21984,152393,251611],[22096,152908,375014],[23803,159936,387671],[24324,94685,392519],[24440,162581,392429],[24760,164251,395385],[24876,164729,265520],[24889,96075,166286],[26689,101604,411482],[26805,172954,411392],[27125,174624,414348],[27422,56193,280349],[28737,182330,429180],[29039,184076,184349],[29660,110556,186840],[29811,186915,441332],[30498,188962,440708],[30873,190352,443004],[31205,191443,444775],[31510,192364,307264],[31707,115773,448784],[32336,195372,311810],[32349,116829,199989],[33954,201283,464418],[34732,123098,466438],[34780,204291,466348],[35476,125352,471735],[35615,207364,471163],[35865,71839,208528],[38689,133905,492966],[38828,219722,492394],[39078,217000,220886],[39599,76430,341919],[39715,77256,344927],[41418,141485,513045],[41534,231074,512955],[41970,233222,233557],[41983,142875,143093],[42151,81540,359538],[42579,235668,521330],[42700,235989,525726],[42752,145058,236484],[43451,237812,524219],[44712,149037,530303],[44984,149769,242728],[45135,242803,375638],[45582,87552,151952],[48183,157312,253102],[48334,253177,551742],[48563,92666,159495],[49021,255224,551118],[49352,160087,553986],[49396,256614,553414],[49728,257705,555185],[50033,95589,258626],[50230,162529,559194],[50811,50872,163585],[50859,97024,261634],[53977,272183,578628],[54282,267024,273104],[54479,172902,582637],[55108,271570,276112],[55121,170689,173958],[55804,102765,414920],[57504,180227,600291],[57618,58637,289268],[58248,182481,605588],[58387,288104,605016],[59158,108553,432249],[59274,109379,435257],[59596,293282,614788],[59944,186343,294056],[60836,188010,618005],[61183,296828,619034],[61979,112739,299092],[62724,301081,452189],[62776,192274,301576],[63400,116449,194614],[66692,312640,642459],[66813,312961,646855],[66865,201193,313456],[67216,122718,203533],[67564,314784,645348],[68284,204239,649499],[68825,205172,651432],[69097,126241,319700],[69248,126497,319775],[69477,69695,208087],[71725,212177,666707],[74124,131651,487669],[74308,217530,676974],[74580,218262,336395],[74731,329555,336470],[75178,134352,220445],[76627,135097,496265],[77269,136925,224535],[77673,79629,352293],[78948,228580,700657],[79108,80455,355301],[79324,351372,701856],[79826,231022,705865],[80407,80468,232078],[81151,142646,516483],[81717,235264,360105],[82936,362428,719212],[83591,238518,721161],[84471,147398,366390],[84622,147654,366465],[85517,242231,368714],[86330,152042,245384],[86756,371486,731267],[90125,156042,545578],[90283,381344,745958],[90487,252349,746166],[90631,252605,382118],[91109,159585,255758],[91523,254272,749175],[91870,384890,750204],[93411,163810,389143],[93463,163871,389638],[93814,94087,260876],[96864,266022,772210],[98273,99585,406117],[98789,403853,777674],[99857,170460,577429],[100330,400171,408106],[100382,273014,408601],[101006,173578,275354],[103212,175347,176659],[104116,106703,426725],[104372,106854,426800],[105890,284979,808139],[106431,285912,810072],[107083,107301,288827],[108750,183673,608887],[109331,109392,292917],[110789,437995,828680],[110993,295455,828888],[112777,189435,442221],[112829,189496,442716],[114914,446813,839477],[115569,303610,841426],[118218,119530,458135],[118734,455871,851532],[119802,199760,641040],[121838,315490,861417],[123764,208928,468009],[124242,124577,322356],[125003,470781,871523],[128015,328180,884273],[129554,131271,486916],[129810,131422,486991],[130391,332185,890590],[131678,216597,675041],[132317,335898,489240],[133130,220535,339051],[133556,492012,900696],[135773,222438,224155],[136990,140211,509669],[137051,140263,510164],[137287,346016,915595],[140614,140887,354543],[144345,235593,521265],[147678,239434,527498],[150002,532045,955963],[150206,370113,956171],[153945,155662,544825],[154201,155813,544900],[154782,378268,968709],[156069,251208,744017],[157749,383517,977017],[162325,391672,989555],[164107,395129,995623],[167128,266827,773636],[167825,169906,576074],[167886,169958,576569],[168122,402480,1007618],[172043,580666,1018207],[172698,410635,1020156],[175437,277926,279998],[175863,589724,1030262],[176978,180893,601862],[181371,181706,429381],[182132,604634,1050253],[186014,293589,614914],[189732,441960,1071817],[196428,307067,847494],[197125,199206,639685],[197186,199258,640180],[197422,454498,1089254],[206341,469408,1110730],[212595,212838,667936],[213710,216171,674169],[218495,678716,1142234],[218699,490639,1142442],[223275,498794,1154980],[230818,512198,1175826],[239325,364926,948637],[245620,536010,1209310],[246096,536798,1210416],[247206,247449,736912],[248321,250782,743145],[255994,552370,1231172],[266474,266754,773554],[278162,588351,1281081],[287081,603261,1302557],[297414,297657,832107],[306714,306994,847412],[316297,464221,1103196],[322592,657139,1371682],[339287,682681,1404540],[339763,683469,1405646],[364573,364853,948555],[385476,385719,980236],[418213,798852,1547172],[429617,815779,1568058],[463868,464148,1103114] ] cell #868 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [4299],[4309],[6913],[6923],[7257],[9493],[9503],[10836],[10945],[11164],[12199],[12209],[14595],[14704],[14923],[16653],[16663],[16780],[17000],[18519],[18628],[18847],[20645],[22079],[22299],[23826],[23836],[24717],[24826],[25045],[25431],[25651],[27578],[27798],[27907],[30481],[30701],[30939],[32684],[32904],[33717],[33736],[34526],[34834],[35960],[36180],[36289],[37220],[40160],[40380],[43246],[43265],[44027],[44417],[46025],[46263],[46887],[47820],[47828],[48065],[49004],[49224],[51207],[51427],[52447],[55676],[56779],[59061],[60208],[60410],[60418],[60655],[62032],[63270],[63289],[64051],[64441],[65023],[66420],[66429],[68140],[70138],[71000],[75621],[75859],[76483],[77794],[81023],[82089],[82664],[82673],[85781],[85983],[85991],[86228],[86969],[87605],[90153],[90895],[94738],[95710],[100876],[100895],[101657],[102047],[102629],[107744],[108606],[109689],[110659],[113195],[114067],[114642],[114651],[124028],[125216],[132581],[132783],[132791],[133028],[133769],[134405],[141538],[142510],[144065],[146257],[147942],[148902],[149872],[159951],[170324],[171196],[171771],[171780],[181157],[182345],[187875],[191281],[199624],[202392],[214750],[216435],[217395],[218365],[228444],[237650],[249361],[251046],[254137],[265886],[268615],[272021],[283132],[308855],[314622],[326333],[331317],[347804],[367699],[377400],[396917],[421647],[443904],[476695],[521720],[529320],[615366],[716359] ] cell #869 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [12560],[17393],[19354],[22692],[25544],[26014],[28191],[32797],[33267],[36573],[36882],[36984],[40273],[40743],[46549],[46651],[51320],[51790],[52105],[52337],[56441],[56543],[61476],[62145],[64681],[64913],[70662],[70764],[71961],[72794],[77452],[77684],[83871],[84293],[84668],[87962],[88795],[92163],[95368],[95600],[98052],[104084],[109939],[112107],[112518],[113085],[116271],[117997],[122118],[122540],[126209],[129522],[135595],[144363],[145048],[147366],[151731],[153913],[158863],[159274],[163027],[173400],[175126],[185630],[186808],[192264],[194582],[201183],[203501],[207866],[220224],[222406],[231520],[236059],[242696],[253070],[258526],[260844],[273004],[275322],[288606],[298992],[301151],[313031],[319668],[336363],[352193],[354511],[366358],[389213],[406017],[408176],[426693],[442291],[458035],[486884],[509739],[521403],[544793],[576144],[639755],[668074],[737050],[832245],[980374] ] cell #870 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [19381,142518],[26041,170332],[28885,183758],[33294,199632],[37146,214758],[37810,216682],[40770,228452],[41726,232746],[46813,249369],[47477,251293],[51817,265894],[52550,268937],[53388,271094],[56705,283140],[57369,285064],[65126,309177],[65964,311334],[70926,326341],[71590,328265],[72128,329337],[72290,331155],[77897,348126],[78735,350283],[84830,367707],[88129,375420],[88291,377238],[95813,397239],[96651,399396],[97196,400445],[104251,419667],[104413,421485],[112274,441114],[113298,444226],[117141,452463],[126376,474715],[126538,476533],[129689,482956],[137077,502008],[146921,526000],[147533,527189],[148098,529158],[154080,540865],[159030,551524],[163897,562873],[167912,571986],[186081,615136],[189522,620875],[194749,630603],[197212,635597],[203056,647129],[203668,648318],[222573,687536],[236510,718253],[245410,733108],[255784,752045],[261011,761773],[275489,789243],[277952,794237],[301602,838518],[313482,858509],[322382,873364],[339077,902537],[354678,931202],[389664,986647],[408627,1017248],[429407,1052094],[442742,1073063],[510190,1172918],[576595,1264890],[640206,1350936], [4377,56066,176720],[7283,76409,221781],[7370,77073,224361],[7877,81413,234840],[11190,101583,270082],[11698,102637,277082],[11715,102732,277180],[12279,108039,182989],[12569,108532,290163],[12656,109196,292743],[14949,63977,310322],[16733,70433,125860],[17329,133777,332906],[17346,133872,333004],[17402,131630,333596],[18063,135091,340674],[18087,135182,341084],[18548,140171,229324],[18873,141464,349271],[18961,141999,231904],[19398,142613,356369],[22628,86977,378989],[22645,87072,379087],[22701,156021,379679],[24746,93371,160831],[25071,94664,398384],[25159,95199,163411],[25680,169128,269529],[25786,52455,268839],[25922,172896,404240],[25946,172987,404650],[26058,170427,405457],[26997,174626,413553],[27586,180595,181165],[27691,180863,286099],[28127,182353,423236],[28144,182448,423334],[28200,180206,423926],[28861,183667,431004],[30730,111999,188789],[32933,198428,309769],[33039,65031,309079],[33175,115767,456258],[33199,115858,456668],[33311,199727,457475],[34860,123077,467002],[35968,123466,124036],[36073,123734,205359],[36509,125224,478284],[36526,125319,478382],[36582,212156,478974],[36866,217524,480921],[37228,214994,216443],[37333,215262,332372],[37462,72381,331565],[37654,219724,484913],[37786,216591,485713],[39795,136843,224514],[39924,228866,351048],[39933,228985,229668],[40409,78138,227248],[40515,77802,348028],[40651,231016,505803],[40675,231107,506213],[40787,228547,507020],[44035,146501,147950],[44140,146769,238705],[46054,87559,151212],[46533,149031,538830],[46895,249605,251054],[47000,249873,378455],[47129,88382,377648],[47321,151231,542822],[47453,251202,543622],[48570,49253,158755],[49519,159959,554538],[49536,160054,554636],[50939,95157,163564],[50971,160373,257381],[50980,160492,161175],[51456,96054,264690],[51562,95718,397141],[51698,162523,566668],[51722,162614,567078],[51834,265989,567885],[52204,272185,570094],[52231,266821,570176],[52629,269071,403529],[52638,269190,270902],[52840,97552,402729],[55705,176666,279168],[56251,285567,286210],[56425,285906,593543],[56787,57175,283376],[57021,104504,421895],[57213,288106,597535],[57345,284973,598335],[59354,185419,292896],[60216,110839,188099],[61460,188004,620029],[61578,188331,296504],[61587,188450,190162],[62258,113203,444128],[64059,116386,193717],[64470,116808,306494],[64780,191445,633705],[64807,307061,633787],[65205,309311,455547],[65214,309430,311142],[65416,117497,454747],[66773,202400,645875],[67153,68148,202636],[68577,204233,650287],[68601,204324,650697],[69484,70167,207347],[70472,204827,205470],[70646,205166,659959],[71008,71396,326577],[71242,126629,476943],[71434,207366,663951],[71566,328174,664751],[72019,329142,480853],[72046,128519,480771],[72604,331840,333668],[72778,332179,669905],[75650,134359,219705],[76491,224092,343272],[77551,351374,693322],[77578,346010,693404],[77985,78502,348379],[78187,137433,504292],[80535,141957,232057],[81052,142854,358357],[81950,235475,360327],[82441,145373,237898],[83017,146265,524746],[83970,237814,722189],[83997,364920,722271],[84103,238173,240001],[84277,238512,723235],[84976,148189,529568],[85789,149126,150052],[87160,151958,244338],[87613,87831,374550],[88020,375225,538762],[88047,152910,538680],[88605,377923,379751],[88779,378262,738881],[90333,90903,254361],[90558,252343,746306],[90601,254459,749698],[91025,92274,254712],[92147,254266,751199],[92854,256616,754471],[93751,94746,259979],[95467,257707,764875],[95494,395123,764957],[95901,96418,397492],[96103,164253,565157],[97220,400487,400688],[98151,403855,775593],[98178,402474,775675],[101665,173515,274457],[102076,173937,413519],[102820,279914,416455],[107090,107773,288087],[108614,109002,433602],[109842,293462,293663],[110122,187033,295704],[111064,295449,829028],[111107,188197,618528],[112165,440919,619961],[112192,188964,619879],[112617,296830,833030],[112644,441954,833112],[113370,190354,623301],[114075,114995,445302],[114419,191529,192589],[116255,303604,843500],[116655,116954,451753],[117165,452505,452706],[118096,455873,849451],[118123,454492,849533],[119886,314460,859913],[120005,120688,314870],[120306,312642,857374],[122217,314786,862445],[122244,464215,862527],[122524,315484,863491],[124158,125407,321310],[132589,217619,218545],[133960,220451,338005],[134413,134631,495076],[135579,498788,908310],[140551,141546,353646],[142701,143218,518018],[144021,235311,360245],[144453,235670,717118],[145254,237488,719657],[145674,362430,945416],[146945,526042,526243],[149224,150320,530826],[149335,241436,242921],[150277,370107,956311],[151830,371488,960313],[151857,536004,960395],[156235,156878,383766],[156334,381482,974399],[157820,383511,977157],[158921,551329,751131],[158948,255226,751049],[159373,384892,981159],[159400,552364,981241],[163011,391666,991629],[171204,172124,579155],[171548,272269,273329],[173384,410629,1022230],[173784,174083,585606],[175225,589726,1028181],[175252,588345,1028263],[181287,182536,428335],[185771,293420,826270],[187132,438133,1066959],[191119,192470,624110],[192890,446815,1078499],[203080,647171,647372],[206412,469402,1110870],[207965,470783,1114872],[207992,657133,1114954],[217717,218813,677497],[217828,335103,336588],[218770,490633,1142582],[220323,492014,1146584],[220350,682675,1146666],[231504,512192,1177900],[243020,532183,1204452],[246167,536792,1210556],[271859,273210,782750],[273630,580668,1270326],[287152,603255,1302697],[288705,604636,1306699],[288732,815773,1306781],[336687,678854,1399682],[339834,683463,1405786],[418284,798846,1547312] ] cell #871 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [34122],[42810],[48414],[50201],[59525],[60071],[62834],[63526],[64336],[66923],[67157],[69328],[79797],[82212],[85644],[86388],[87403],[90758],[93521],[93755],[94213],[100440],[101132],[101942],[103629],[106934],[112887],[114025],[114190],[115139],[116390],[120459],[122844],[123891],[124635],[126046],[132444],[133188],[134203],[135899],[136709],[140321],[140555],[141013],[143510],[146215],[147805],[149164],[159643],[160876],[160946],[161895],[170016],[171154],[171319],[172268],[173519],[175495],[176510],[179973],[181020],[181764],[183175],[184475],[188137],[188834],[189933],[191122],[199316],[202350],[203940],[204878],[211923],[214708],[216298],[217126],[217657],[221731],[222845],[224096],[228136],[229369],[229439],[230388],[233615],[235720],[237491],[238224],[249319],[250909],[251737],[254399],[257342],[265578],[268877],[269574],[270032],[270673],[271628],[271862],[277120],[283090],[284680],[285618],[291227],[293423],[293513],[296465],[309117],[309814],[310272],[310913],[311868],[314463],[326291],[327881],[329387],[329613],[331158],[331891],[332944],[334810],[340677],[348066],[349221],[351009],[360288],[367657],[375470],[375696],[377241],[377974],[379027],[380893],[397179],[398334],[400448],[400538],[401021],[403490],[404243],[421488],[423274],[435791],[441164],[441390],[444166],[452466],[452556],[453039],[455508],[456261],[466952],[476536],[478322],[480513],[480814],[480924],[505806],[526003],[526093],[526576],[529161],[538422],[538723],[538833],[551574],[551800],[554576],[566671],[569644],[593546],[615139],[619621],[619922],[620032],[633255],[647132],[647222],[647705],[650290],[659962],[669908],[716784],[721739],[723238],[738884],[746309],[750791],[751092],[751202],[826375],[829031],[843503],[857040],[861995],[863494],[908313],[945082],[956314],[974504],[991632],[1022233],[1067064],[1078165],[1142585],[1177903],[1204557],[1269992],[1399787] ] cell #872 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28893,183783],[28948,290278],[37818,216707],[37968,334264],[41764,232871],[47485,251318],[47635,380347],[52261,400896],[52558,268962],[53426,271219],[57377,285089],[57527,424594],[64837,452914],[65134,309202],[66002,311459],[71598,328290],[71748,479642],[71937,480791],[72528,331724],[77608,502459],[77905,348151],[78773,350408],[84027,526451],[87938,538700],[88529,377807],[95524,563324],[95821,397264],[96689,399521],[97617,402749],[98208,572437],[104060,593413],[104651,422054],[112083,619899],[112674,621326],[113306,444251],[117562,454767],[118153,636048],[122274,647580],[126185,659829],[126776,477102],[129498,669775],[137498,504312],[147342,723105],[148336,529727],[151887,733559],[153889,738751],[158839,751069],[159430,752496],[164318,565177],[175282,794688],[186739,827913],[190419,623321],[194558,843370],[203477,863361],[208022,873815],[220380,902988],[222382,908180],[235830,717138],[242627,955196],[253001,976042],[260820,991499],[275298,1022100],[288762,1052545],[319599,1109755],[336294,1141467],[354487,1177770],[366289,1199485],[426624,1301582],[486815,1394715],[544724,1481521], [4378,103608,280290],[5544,116005,456827],[7317,135329,341243],[7372,77081,224386],[7878,143489,359479],[9073,151296,542842],[10438,162761,567237],[11604,173134,404809],[11717,102740,277205],[11740,174691,413573],[12280,183154,289209],[12603,183905,431573],[12658,109204,292768],[13856,192143,633725],[14293,194072,638023],[15794,204471,650856],[16233,207431,663971],[16734,126025,208469],[17348,133880,333029],[17483,216829,486282],[17922,219789,484933],[18095,135207,341126],[18150,221896,495391],[18552,229348,351617],[18963,142007,231929],[19287,231254,506372],[19400,142621,356394],[19423,232811,515136],[20376,144927,722209],[21129,242562,736758],[22647,87080,379112],[22782,251440,544191],[23786,256681,754491],[23978,258405,764895],[24415,260334,769193],[24750,160855,257950],[25161,95207,163436],[25684,269553,404098],[25954,173012,404692],[26060,170435,405482],[26151,271159,575294],[26343,272883,570114],[26780,274812,574412],[27035,174751,414011],[27560,285610,425453],[27693,180871,286124],[28146,182456,423359],[28281,285211,598904],[28720,288171,597555],[30193,186674,831953],[30391,298871,833050],[30734,188813,297073],[31086,117076,633563],[32937,309793,456116],[33207,115883,456710],[33313,199735,457500],[33404,311399,638905],[33700,312802,857394],[34257,201062,862465],[34755,317569,865961],[35010,319534,877014],[35942,204870,318428],[36075,123742,205384],[36528,125327,478407],[36663,328412,665320],[36913,329497,667874],[37202,331883,484145],[37335,215270,332397],[37470,72406,331607],[37692,219849,485371],[38223,336229,667782],[39902,351023,351809],[39958,229027,229693],[40683,231132,506255],[40789,228555,507045],[40880,350348,698522],[41072,352072,693342],[41509,354001,697640],[43229,362590,945436],[43332,146856,722047],[43691,366224,949517],[44009,238216,363619],[44142,146777,238730],[45715,373529,960333],[46580,375580,736850],[46869,377966,542054],[47002,249881,378480],[47137,88407,377690],[47359,151356,543280],[48012,381933,974888],[48716,252936,980082],[48914,253634,981179],[49538,160062,554661],[50949,257356,258142],[51005,160534,161200],[51730,162639,567120],[51836,265997,567910],[51927,399461,770075],[52139,400530,570044],[52607,403504,405633],[52663,269232,270927],[52965,97677,403187],[53163,405896,775613],[53858,97131,569952],[56085,176827,280475],[56287,285736,286522],[56472,419827,800972],[56894,104948,283652],[57029,104529,421937],[57251,288231,597993],[57782,426559,800880],[59779,293505,436191],[60602,438584,1067448],[61507,441274,832045],[61556,296479,298608],[61612,188492,190187],[63253,446975,1078519],[63715,450609,1082600],[64166,116616,193993],[64715,452548,633655],[65183,455522,457651],[65239,309472,311167],[65541,117622,455205],[65739,457914,849471],[66454,459560,1097229],[67342,314140,1099995],[67383,68255,202912],[67445,202991,862303],[67804,314075,1104076],[68609,204349,650739],[69828,320232,1114892],[70452,125967,208654],[70508,204996,205782],[70693,474875,877106],[71115,127073,326853],[71250,126654,476985],[71472,207491,664409],[71997,480828,481164],[72640,332009,333980],[72825,483116,888514],[72928,129012,483263],[73287,486750,888422],[75311,494055,1146604],[76598,224322,343548],[78010,78510,348421],[78312,137558,504750],[81432,234947,359664],[81928,360302,360638],[82466,145415,237940],[82698,523104,1193373],[83905,526085,722139],[84139,238342,240313],[84324,527349,949609],[84984,148214,529610],[86175,532634,1204941],[87185,152000,244380],[87720,152519,374826],[87998,538737,539073],[88641,378092,380063],[88826,541025,966633],[88929,153403,541172],[89288,544659,966541],[90609,254484,749740],[91067,92299,254754],[92194,551684,980174],[92892,256741,754929],[93940,390322,1237874],[93981,94853,260255],[94402,390257,1241955],[95926,96426,397534],[96228,164378,565615],[100859,580828,1270346],[101321,584462,1274427],[101772,173745,274733],[102845,279956,416497],[103345,591767,1028201],[104763,105410,422339],[105051,177588,595885],[107434,427257,1306719],[108058,183096,289394],[108721,184202,433878],[109555,293327,436099],[110434,187202,296162],[111115,188222,618570],[112143,619936,620272],[113495,190479,623759],[114444,191571,192631],[114676,626518,1333753],[116117,194886,303434],[116302,630763,1082692],[116575,450674,1339865],[116680,116962,451795],[120047,120713,314912],[120368,315029,860896],[120870,122386,315314],[122152,647214,862395],[122571,648478,1104168],[124200,125432,321352],[126888,127535,477387],[127176,209538,662301],[132975,679305,1400171],[133985,220493,338047],[134520,221012,495352],[135441,344441,498618],[135626,687696,1152904],[136088,691330,1152812],[140740,510848,1433104],[140781,141653,353922],[141202,510783,1437185],[142726,143226,518060],[144664,236752,362737],[145736,238057,720640],[148463,240597,725705],[149249,150328,530868],[149647,241894,243090],[152334,152708,537913],[156278,383786,977480],[156404,157190,384224],[158899,751106,751442],[161357,162873,391496],[163058,761933,1242047],[171573,272311,273371],[171805,785158,1530129],[173246,275626,410459],[173431,789403,1274519],[173704,584527,1536241],[173809,174091,585648],[181329,182561,428377],[184017,184664,611240],[186240,293871,826759],[187076,295724,829351],[191688,192952,625093],[191880,300207,301844],[200013,200799,462032],[217742,218821,677539],[218140,335561,336757],[220827,221201,684584],[224281,691395,1676751],[229850,231366,512022],[231551,931362,1437277],[235354,360265,942670],[241456,242964,726586],[272428,273692,783733],[272620,407232,408869],[335123,336631,896015] ] cell #873 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [11665],[11686],[17296],[17317],[18073],[22595],[22616],[25312],[25510],[25932],[28094],[28115],[32565],[32763],[33185],[36476],[36497],[36742],[37101],[40041],[40239],[40661],[43908],[46409],[46768],[49486],[49507],[51088],[51286],[51708],[52387],[52746],[56301],[56660],[56858],[61336],[61695],[62111],[64963],[65322],[66725],[66761],[68021],[68587],[70522],[70881],[71079],[72654],[77734],[78093],[82969],[83005],[84153],[84785],[87268],[87684],[88655],[90232],[90292],[90587],[92023],[92382],[95650],[96009],[97691],[102928],[104777],[108685],[110448],[110738],[110798],[111093],[113135],[114947],[114983],[116131],[116763],[117636],[119887],[119955],[122400],[125515],[126902],[134068],[134484],[135455],[137572],[142809],[144486],[145255],[145323],[149661],[149951],[150011],[150306],[151370],[152348],[156232],[157204],[162887],[164392],[172076],[172112],[173260],[173892],[174765],[182644],[184031],[185772],[187030],[190493],[191702],[192471],[192539],[205796],[207505],[218154],[218444],[218504],[218799],[219863],[220841],[231380],[232885],[235308],[238071],[240327],[241660],[242918],[256755],[271233],[272442],[273211],[273279],[286536],[288245],[295928],[300400],[311473],[315043],[331738],[333994],[335327],[336585],[350422],[362930],[377821],[380077],[383990],[399535],[402953],[407425],[422068],[454971],[462225],[477116],[483456],[504516],[529741],[541365],[565381],[596078],[623525],[662494],[717412],[725898],[827024],[942423] ] cell #874 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [32120],[34564],[39213],[39431],[44774],[47973],[50643],[53293],[54892],[55284],[60563],[60898],[62360],[65869],[66449],[68887],[73070],[73451],[74370],[78640],[80239],[82693],[83096],[83653],[86136],[89071],[89452],[91585],[93047],[96556],[98504],[99966],[105193],[105574],[106493],[111675],[114671],[115631],[118449],[121343],[121900],[123191],[127318],[127699],[129896],[130453],[132936],[138385],[138693],[139847],[144877],[148605],[150888],[154287],[154844],[156850],[158431],[160197],[162387],[165205],[165513],[168804],[171800],[172760],[178472],[179029],[187648],[190971],[192093],[195821],[198104],[200131],[200693],[201012],[207023],[210422],[210979],[213370],[219381],[223337],[226924],[230880],[234006],[236870],[237432],[241078],[243536],[246859],[247981],[251843],[251853],[258355],[264366],[272833],[276561],[278844],[281752],[287763],[291719],[293931],[294949],[294959],[298821],[301962],[302524],[304186],[306170],[312064],[324953],[337203],[340526],[341648],[352022],[358033],[360208],[361852],[366872],[368589],[369607],[369617],[392248],[405846],[408987],[409549],[411211],[413195],[431978],[436004],[439574],[444593],[446237],[457864],[466167],[487398],[489115],[490133],[490143],[512774],[524037],[530054],[545307],[549984],[573427],[578446],[580090],[600020],[617756],[637038],[645166],[666436],[670708],[676725],[696655],[739684],[748926],[768208],[776396],[803806],[836473],[850254],[879940],[918355],[952532],[998383],[1065532],[1074643],[1191932],[1320501] ] cell #875 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28852,290284],[28880,183835],[37777,334270],[37805,216759],[41744,232939],[47444,380353],[47472,251370],[52222,400902],[52530,268985],[53406,271287],[57336,424600],[57364,285141],[64798,452920],[65106,309225],[65982,311527],[71557,479648],[71585,328342],[71932,480797],[72489,331758],[77569,502465],[77877,348174],[78753,350476],[83988,526457],[87933,538706],[88490,377841],[95485,563330],[95793,397287],[96669,399589],[97612,402755],[98169,572443],[104055,593419],[104612,422088],[112078,619905],[112635,621332],[113278,444274],[117557,454773],[118114,636054],[122235,647586],[126180,659835],[126737,477136],[129493,669781],[137493,504318],[147337,723111],[148297,529761],[151848,733565],[153884,738757],[158834,751075],[159391,752502],[164313,565183],[175243,794694],[186734,827919],[190414,623327],[194553,843376],[203472,863367],[207983,873821],[220341,902994],[222377,908186],[235825,717144],[242622,955202],[252996,976048],[260815,991505],[275293,1022106],[288723,1052551],[319594,1109761],[336289,1141473],[354482,1177776],[366284,1199491],[426619,1301588],[486810,1394721],[544719,1481527], [4381,103588,280558],[6466,125628,126005],[7284,135290,341277],[7382,77068,224593],[7881,143469,234608],[10213,160759,160835],[10492,94913,95194],[11191,173095,404843],[11674,174686,413579],[11720,102712,277228],[12526,182757,183134],[12570,183866,290091],[12668,109191,185175],[13419,188717,188793],[14950,115966,456861],[15836,204856,204865],[15938,123675,123729],[17305,219784,484939],[17351,133852,333052],[17403,216790,333524],[18054,221902,495390],[18082,135259,341125],[18874,231215,506406],[19062,229252,229328],[19341,141713,141994],[19357,232806,355866],[19403,142593,232655],[20442,238202,238211],[20544,146710,146764],[22604,151291,542848],[22650,87052,379135],[22702,251401,379607],[23858,160952,257355],[23903,93573,160533],[25072,162722,567271],[25321,272878,570120],[25906,269457,269533],[25913,274818,574411],[25941,173064,404691],[26017,271154,404954],[26063,170407,270527],[27015,174819,414010],[28103,288166,597561],[28149,182428,423382],[28201,285172,423854],[28323,285596,285605],[28425,180804,180858],[29419,293491,293500],[30271,189939,296478],[30316,112939,188491],[31981,116619,193980],[32574,192138,633731],[33159,309697,309773],[33166,194078,638022],[33194,115935,456709],[33270,311394,456972],[33316,199707,310767],[34425,67386,202899],[34861,204432,650890],[34904,123959,204995],[36485,207426,663977],[36531,125299,478430],[36583,328373,478902],[36857,336235,667781],[36885,329492,480992],[37110,72458,331606],[37536,331869,331878],[37638,215203,215257],[37672,219917,485370],[40050,352067,693348],[40642,354007,697639],[40670,231184,506254],[40746,350343,506517],[40792,228527,349716],[40952,229445,351022],[40997,140373,229026],[42469,235726,360301],[42862,145414,237939],[43585,147873,238341],[43917,144922,722215],[45640,151999,244379],[46524,242568,736757],[46552,375575,538901],[46777,88459,377689],[47203,377952,377961],[47305,249814,249868],[47339,151424,543279],[48839,91066,254753],[49495,256676,754497],[49541,160034,554684],[50504,93984,260242],[51097,258400,764901],[51689,260340,769192],[51717,162691,567119],[51793,399456,567382],[51839,265969,398829],[52059,97137,569951],[52191,400516,400525],[52502,97745,403186],[52755,405891,775619],[53043,270679,403503],[53088,170068,269231],[54753,173748,274720],[56088,176960,280447],[56416,426565,800879],[56444,419822,593614],[56669,104581,421936],[57197,104920,283639],[57231,288299,597992],[57676,181088,285735],[59531,293326,436098],[60139,187201,296161],[61451,186680,831952],[61479,441269,620100],[61704,298866,833056],[62886,191570,192630],[63609,194885,303433],[64635,117082,633562],[64767,452534,452543],[65078,117690,455204],[65331,457909,849477],[65619,310919,455521],[65664,199368,309471],[66734,312797,857400],[66975,120046,314911],[67698,120869,315313],[68030,201057,862471],[68568,317575,865960],[68596,204401,650738],[69753,124199,321351],[70295,70455,208626],[70637,319540,877013],[70665,474870,660030],[70890,126706,476984],[71418,127045,326840],[71452,207559,664408],[72065,329393,480827],[72326,129018,483262],[72769,486756,888421],[72797,483111,669976],[73181,216366,332008],[75236,220492,338046],[76901,224325,343535],[77849,137626,504749],[78102,78435,348420],[80100,140784,353909],[81435,143693,359636],[82218,236751,362736],[82978,362585,945442],[83825,146862,722046],[83957,526071,526080],[84268,366230,949516],[84296,527344,723306],[84794,148266,529609],[85712,241893,243089],[87277,373524,960339],[87853,152491,374813],[88066,375476,538736],[88327,153409,541171],[88770,544665,966540],[88798,541020,738952],[89182,250977,378091],[90549,381939,974887],[90596,254507,749739],[90826,156403,384223],[92138,252942,980081],[92166,551679,751270],[92391,253629,981185],[92872,256809,754928],[94296,161356,391495],[95765,164446,565614],[96018,96351,397533],[100492,272310,273370],[101215,275625,410458],[102937,591762,1028207],[103270,279955,416496],[104449,177594,595884],[104892,105304,422338],[107359,181328,428376],[107901,108061,289366],[109024,184174,433865],[111055,438590,1067447],[111102,188245,618569],[112211,441170,619935],[113250,190547,623758],[114196,300206,301843],[114956,446970,1078525],[116246,450615,1082599],[116274,630758,843571],[116772,116887,451794],[119933,459566,1097228],[120348,315063,860895],[120465,200012,462031],[121225,314135,1100001],[122072,202997,862302],[122204,647200,647209],[122515,314081,1104075],[122543,648473,863562],[125524,320227,1114898],[126574,209544,662300],[127017,127429,477386],[132512,335560,336756],[134077,494050,1146610],[134653,220984,495339],[135570,691336,1152811],[135598,687691,908381],[135982,344440,498617],[141096,229849,512021],[142818,143151,518059],[145301,523110,1193372],[145716,238091,720639],[148134,240603,725704],[149272,150315,530867],[150268,532640,1204940],[152463,152602,537912],[156273,383792,977479],[158967,551580,751105],[161712,390317,1237880],[163002,390263,1241954],[163030,761928,991700],[171325,407231,408868],[172085,580823,1270352],[173375,584468,1274426],[173403,789398,1022301],[173901,174016,585647],[182653,427252,1306725],[184146,184558,611239],[186201,293877,826758],[187071,295730,829350],[191722,192932,625092],[192517,626524,1333752],[195241,450669,1339871],[217765,218808,677538],[218761,679311,1400170],[220956,221095,684583],[230205,510843,1433110],[231495,510789,1437184],[231523,931357,1177971],[235349,360271,942669],[241462,242959,726585],[272462,273672,783732],[273257,785164,1530128],[275981,584522,1536247],[335129,336626,896014],[344796,691390,1676757] ] cell #876 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [7262],[11169],[11678],[14928],[17005],[17309],[18056],[18852],[22304],[22608],[25050],[25502],[25915],[27803],[28107],[32755],[33168],[34839],[36185],[36489],[36859],[36976],[40231],[40385],[40644],[44422],[46526],[46643],[48070],[49499],[51278],[51432],[51691],[52097],[56418],[56535],[56850],[60660],[61453],[62103],[64446],[64673],[66509],[66753],[68570],[70639],[70756],[71071],[72771],[77444],[77968],[81028],[82753],[82997],[83863],[84270],[84660],[86233],[87676],[88772],[90185],[90250],[90551],[92140],[95360],[95884],[98044],[102052],[104134],[108677],[109931],[110691],[110756],[111057],[112510],[114731],[114975],[116248],[116638],[117989],[119848],[119939],[122110],[122517],[126259],[129572],[133033],[134476],[135572],[142684],[144097],[145040],[145216],[145307],[147416],[149144],[149904],[149969],[150270],[151723],[153963],[159266],[163004],[171860],[172104],[173377],[173767],[175118],[183388],[185733],[188117],[191313],[192256],[192432],[192523],[194632],[201175],[203551],[207858],[215909],[217637],[218397],[218462],[218763],[220216],[222456],[231497],[237682],[241621],[250520],[254379],[258518],[260894],[268857],[272053],[272996],[273172],[273263],[275372],[284291],[288598],[295889],[298984],[309097],[314654],[327492],[331349],[335288],[348046],[352185],[354561],[377432],[383951],[397159],[402914],[406009],[421679],[444146],[454932],[458027],[476727],[504477],[529352],[565342],[615398],[623486],[717373],[826010] ] cell #877 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [19371,142560],[26031,170374],[28869,183816],[33284,199674],[37124,214776],[37794,216740],[40760,228494],[41723,232752],[46791,249387],[47461,251351],[51807,265936],[52519,268966],[53385,271100],[56683,283158],[57353,285122],[65095,309206],[65961,311340],[70904,326359],[71574,328323],[72125,329343],[72285,331161],[77866,348155],[78732,350289],[84808,367725],[88126,375426],[88286,377244],[95782,397268],[96648,399402],[97191,400451],[104248,419673],[104408,421491],[112271,441120],[113267,444255],[117136,452469],[126373,474721],[126533,476539],[129686,482962],[137072,502014],[146916,526006],[147530,527195],[148093,529164],[154077,540871],[159027,551530],[163892,562879],[167907,571992],[186076,615142],[189517,620881],[194746,630609],[197207,635603],[203051,647135],[203665,648324],[222570,687542],[236505,718259],[245405,733114],[255779,752051],[261008,761779],[275486,789249],[277947,794243],[301597,838524],[313477,858515],[322377,873370],[339072,902543],[354675,931208],[389659,986653],[408622,1017254],[429402,1052100],[442737,1073069],[510185,1172924],[576590,1264896],[640201,1350942], [4382,56056,176879],[6467,70214,70423],[7285,76387,221799],[7381,77057,224574],[7882,81403,143612],[10214,93318,93361],[10491,94894,95183],[11192,101561,270100],[11688,102679,277081],[11719,102701,277209],[12527,107820,108029],[12571,108510,183580],[12667,109180,185156],[13420,111946,111989],[14951,63955,310340],[15857,69162,123465],[15937,123656,123718],[17319,133819,332905],[17350,133841,333033],[17404,131608,216101],[18064,135086,340680],[18071,135240,341083],[18875,141442,349289],[19063,140118,140161],[19340,141694,141983],[19402,142582,232636],[20463,84536,146500],[20543,146691,146753],[21723,87561,151202],[22618,87019,378988],[22649,87041,379116],[22703,155999,250712],[23542,48572,158745],[23877,160359,160368],[23884,93554,160491],[25073,94642,398402],[25512,52497,268838],[25907,169075,169118],[25923,172891,404246],[25930,173045,404649],[26062,170396,270508],[26994,174632,413552],[28117,182395,423235],[28148,182417,423363],[28202,180184,284483],[28344,106768,180594],[28424,180785,180847],[28862,183662,289691],[29725,110838,188098],[30290,188317,188326],[30297,112920,188449],[31900,116385,193716],[32765,65073,309078],[33160,198375,198418],[33176,115762,456264],[33183,115916,456667],[33315,199696,310748],[34344,67152,202635],[34862,123055,467020],[34873,123772,204826],[35604,69486,207337],[36499,125266,478283],[36530,125288,478411],[36584,212134,327684],[36867,217519,480927],[37099,72439,331564],[37557,131336,214993],[37637,215184,215246],[37651,219730,484912],[37787,216586,333124],[38817,134361,219695],[39797,136941,224492],[40241,77844,348027],[40636,78116,227238],[40652,231011,505809],[40659,231165,506212],[40791,228516,349697],[40971,228852,228861],[40978,140354,228984],[42488,235461,235470],[42843,145372,237897],[43554,147686,238172],[45049,149125,150051],[45621,151957,244337],[46534,149026,538836],[46766,88440,377647],[47224,155727,249604],[47304,249795,249857],[47318,151237,542821],[47454,251197,379207],[48248,90332,254360],[48820,91024,254711],[49509,160001,554537],[49540,160023,554665],[50423,93750,259978],[50827,50941,163542],[51288,95760,397140],[51683,96032,264680],[51699,162518,566674],[51706,162672,567077],[51838,265958,398810],[52201,272191,570093],[52232,266816,400637],[52349,97558,402728],[53062,269057,269066],[53069,170049,269189],[54672,173514,274456],[55932,176668,279158],[56426,285901,593549],[56658,104562,421894],[56860,57116,283375],[57210,288112,597534],[57346,284968,423454],[57645,180901,285566],[58376,107092,288077],[59356,109347,292874],[59692,186022,293461],[59952,187032,295703],[61461,187999,620035],[62113,113245,444127],[62867,191528,192588],[64568,116786,306484],[64777,191451,633704],[64808,307056,452655],[64925,117503,454746],[65638,309297,309306],[65645,199349,309429],[66763,202418,645874],[66956,120004,314869],[68578,204228,650293],[68585,204382,650696],[69734,124157,321309],[70647,205161,659965],[70879,126687,476942],[71081,71337,326576],[71431,207372,663950],[71567,328169,478502],[71973,128525,480770],[72084,329128,329137],[72779,332174,669911],[73150,216179,331839],[74645,217618,218544],[75217,220450,338004],[76820,224091,343271],[77548,351380,693321],[77579,346005,502200],[77696,137439,504291],[78091,78416,348378],[80019,140550,353645],[80423,80537,232035],[81279,142832,358347],[81725,235310,360244],[83007,146283,524745],[83967,237820,722188],[83998,364915,526192],[84278,238507,723241],[84783,148247,529567],[85525,241435,242920],[87686,87772,374549],[87974,152916,538679],[88085,375211,375220],[88780,378257,738887],[89151,250790,377922],[90559,252338,746312],[90585,254488,749697],[90639,156234,383765],[92148,254261,751205],[92851,256622,754470],[95464,257713,764874],[95495,395118,563065],[95612,164259,565156],[96007,96332,397491],[97298,266762,400486],[98148,403861,775592],[98179,402469,572178],[100473,272268,273328],[102174,173915,413509],[103251,279913,416454],[107340,181286,428334],[108687,108943,433601],[111065,295444,829034],[111091,188226,618527],[112119,188970,619878],[112230,440905,440914],[112614,296836,833029],[112645,441949,621067],[113097,190360,623300],[114093,114985,445301],[116256,303599,843506],[116761,116868,451752],[117243,307002,452504],[118093,455879,849450],[118124,454487,635789],[119881,314466,859912],[120303,312648,857373],[122214,314792,862444],[122245,464210,647321],[122525,315479,863497],[132325,335102,336587],[134486,134572,495075],[135580,498783,908316],[142807,143132,518017],[144375,235676,717117],[145249,237494,719656],[145671,362436,945415],[147023,364861,526041],[149253,150304,530825],[150278,370102,956317],[151827,371494,960312],[151858,535999,733300],[156329,381488,974398],[157821,383506,977163],[158875,255232,751048],[158986,551315,551324],[159370,384898,981158],[159401,552359,752237],[163012,391661,991635],[171222,172114,579154],[173385,410624,1022236],[173890,173997,585605],[175222,589732,1028180],[175253,588340,794429],[185766,293426,826269],[187127,438139,1066958],[191125,192465,624109],[192887,446821,1078498],[203158,464156,647170],[206413,469397,1110876],[207962,470789,1114871],[207993,657128,873556],[217746,218797,677496],[218771,490628,1142588],[220320,492020,1146583],[220351,682670,902729],[231505,512187,1177906],[243015,532189,1204451],[246168,536787,1210562],[271865,273205,782749],[273627,580674,1270325],[287153,603250,1302703],[288702,604642,1306698],[288733,815768,1052286],[336682,678860,1399681],[339835,683458,1405792],[418285,798841,1547318] ] cell #878 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [4383],[5546],[6468],[7319],[7883],[9074],[10217],[10440],[11606],[11741],[12528],[12605],[13423],[13857],[14290],[15796],[15839],[16234],[17485],[17923],[18147],[19066],[19289],[19424],[20377],[20445],[21126],[22784],[23787],[23855],[23979],[24412],[25910],[26152],[26344],[26777],[28283],[28326],[28721],[28945],[29422],[30190],[30268],[30392],[31047],[33163],[33405],[33701],[34258],[34752],[35007],[36665],[36914],[37539],[37965],[38220],[40881],[40949],[41073],[41506],[42466],[43230],[43293],[43688],[45716],[46581],[47206],[47632],[48009],[48713],[48915],[49570],[51928],[52194],[52258],[53040],[53164],[53819],[56473],[57524],[57779],[59476],[59665],[60599],[61025],[61508],[63254],[63712],[64770],[64834],[65616],[65740],[66405],[67343],[67406],[67801],[69829],[70694],[71745],[71888],[72062],[72826],[73284],[75312],[77605],[79166],[81865],[82649],[83960],[84024],[84325],[86172],[87889],[88063],[88827],[89285],[92195],[93941],[94399],[95521],[97082],[98205],[98631],[100860],[101318],[103346],[104011],[107435],[109674],[112034],[112208],[112671],[114627],[116303],[116576],[117027],[118150],[118576],[122207],[122271],[122572],[126136],[128665],[129449],[132972],[135627],[136085],[140741],[141199],[144245],[146807],[147293],[151884],[153056],[153840],[158790],[158964],[159427],[163059],[166803],[171756],[173432],[173705],[175279],[185917],[185982],[189110],[194509],[196103],[200380],[202942],[203428],[208019],[220377],[222333],[224282],[231552],[237119],[239000],[241870],[252179],[252244],[255372],[260771],[275249],[288759],[295285],[295350],[296138],[302211],[315972],[318842],[335537],[354438],[364033],[369943],[370008],[384200],[409236],[425867],[448418],[463328],[484559],[490469],[490534],[542468],[558828],[582271],[689139],[705499] ] cell #879 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [4391],[4406],[6472],[6487],[6789],[6804],[7415],[8516],[8531],[9369],[9384],[10515],[10804],[10924],[10985],[12090],[12841],[13033],[13537],[14376],[14563],[14683],[14744],[15691],[16544],[16776],[16968],[18233],[18607],[18668],[19651],[20023],[20613],[21336],[21779],[21840],[21976],[22075],[22267],[23155],[23659],[24498],[24805],[24866],[25427],[26863],[27170],[27231],[27766],[29031],[29618],[30477],[30918],[31286],[31460],[32050],[32326],[32680],[33904],[34494],[35217],[35660],[35721],[36148],[38430],[38873],[38934],[39070],[39361],[40156],[41592],[41899],[41960],[42877],[43532],[44286],[44385],[44663],[44855],[44942],[45801],[48141],[49000],[49441],[49983],[50573],[51203],[53690],[54058],[54232],[54822],[55098],[55452],[57989],[58432],[58493],[60787],[60979],[61929],[62028],[62329],[62385],[62901],[66266],[66990],[67645],[68498],[69055],[69914],[73128],[73882],[74259],[74451],[74538],[75397],[79037],[79579],[80169],[82085],[83065],[83121],[84429],[85042],[89129],[89883],[91234],[91474],[91666],[92715],[93588],[96953],[98393],[99535],[99935],[99991],[100507],[105251],[106661],[107520],[109737],[109968],[111138],[112954],[118338],[119480],[120332],[121312],[121368],[124367],[127376],[129921],[131229],[131842],[138274],[140388],[144123],[145700],[148663],[152167],[154312],[155620],[156493],[157894],[165094],[167097],[170083],[178497],[181496],[187291],[190860],[192916],[196397],[199383],[200258],[210447],[220660],[235918],[236997],[239294],[241103],[243179],[273656],[280123],[293956],[302089],[316266],[336846],[359977],[409114] ] cell #880 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41870,356533],[41887,232931],[53661,406253],[53678,271279],[58906,290405],[66237,458271],[66254,311519],[72225,481272],[72573,330347],[73967,334391],[79008,507816],[79025,350468],[88226,539181],[88574,376430],[89968,380474],[96924,568681],[96941,399581],[97159,569832],[97905,401817],[104348,593894],[104696,420677],[106090,424721],[112371,620380],[117104,633443],[117850,453835],[126473,660310],[126821,475725],[128215,479769],[129040,481497],[129786,670256],[137040,693060],[137786,503380],[146884,721927],[147630,723586],[148381,529061],[153431,539406],[154177,739232],[159127,751550],[163860,764613],[164606,564245],[167875,775331],[177616,594119],[189485,832768],[190707,623177],[194846,843851],[197175,849189],[203019,862183],[203765,863842],[209566,660535],[222670,908661],[236423,944160],[240625,724801],[245373,960051],[255747,980897],[261108,991980],[275586,1022581],[277915,1027919],[293899,826637],[301515,1077243],[313395,1098719],[322345,1114610],[339040,1146322],[354775,1178251],[389577,1236598],[408540,1269070],[429370,1306437],[442655,1328672],[510103,1431828],[576508,1525048],[640119,1611610], [6646,128469,480717],[9226,152860,538626],[10895,167304,401957],[10912,97737,268271],[13447,188914,619825],[14654,196604,453975],[14671,117682,308511],[16954,129139,330942],[18578,225424,345493],[18595,137618,225226],[18688,138134,139463],[20009,236345,720160],[21750,244802,535487],[21767,151416,373056],[22253,153530,377025],[23569,255176,750995],[24776,262866,394606],[24793,164438,262668],[24886,164954,166283],[27141,277344,587828],[27158,174811,415536],[27752,177715,281276],[27874,178194,179814],[29648,186702,829790],[30889,299228,441437],[30906,190539,298398],[31446,301437,624613],[31810,116050,449475],[32036,194199,450070],[32346,195597,199986],[33890,313317,860416],[35631,321774,656616],[35648,207551,472351],[36134,209665,324477],[36256,210144,211764],[38844,338469,682158],[38861,219909,493582],[39347,222023,497551],[40334,226094,228043],[41980,143090,233447],[42629,360746,521199],[42977,236680,365090],[44371,240724,365685],[44972,242590,727025],[45518,151584,535347],[45579,152267,245739],[46230,246427,251578],[48171,252964,977919],[48499,383346,979091],[49412,387290,551847],[49429,256801,386460],[49969,389499,755783],[50333,162806,559885],[50559,260461,560480],[50869,94985,261859],[51381,263536,265485],[54218,408462,783253],[54582,173179,583328],[54808,274939,583923],[55118,170686,276337],[55976,103860,418544],[58403,428799,815256],[58420,288291,606204],[59028,184316,290884],[59553,435979,614792],[60131,187531,294539],[60299,294792,441297],[61915,442577,830962],[63001,301772,307231],[63367,195081,304628],[63388,194100,629144],[64395,305816,311775],[66742,460041,642328],[67090,313652,464385],[67204,314103,1101886],[68387,204516,650190],[68484,317696,464980],[69085,319562,867281],[69413,469237,1112804],[69631,207719,656476],[69692,124467,322711],[70343,128337,323399],[74568,336257,896454],[75114,220077,682018],[75175,220760,339406],[75826,216967,340094],[76730,135374,496956],[76956,136768,501000],[77266,224665,345152],[79565,510025,925212],[79929,231299,706556],[80155,354128,707151],[80465,141785,355526],[80977,233522,357203],[81323,143741,520107],[81669,360191,520812],[82240,360971,525730],[82339,237275,361402],[82986,523585,719081],[84459,366252,947327],[85704,243419,369197],[85872,369450,375603],[86295,245948,372612],[87488,536627,958245],[90240,546389,745962],[90818,156733,382601],[90986,382854,551707],[91158,383424,1226681],[91334,92663,256113],[92602,256969,754347],[93688,164226,389834],[93802,390285,1239765],[94054,161552,392690],[94075,260362,760314],[95082,166513,393878],[99521,576430,1009692],[100607,266991,408797],[100973,275821,411653],[100994,274840,787784],[102001,271535,412841],[103148,174979,587688],[103209,278281,280223],[105993,285256,808830],[106212,107949,430424],[106691,426587,1046011],[107019,603090,1304631],[107237,288459,815116],[107298,181596,429736],[108853,183950,609578],[109079,185344,613622],[109389,185247,435482],[110175,294932,436842],[110544,438612,1067326],[110746,616691,828684],[113054,189851,442912],[114218,445356,452193],[114317,302367,445787],[114964,626999,839346],[116437,450637,1080410],[119466,640041,1091328],[120487,460266,646859],[120586,200536,460697],[121065,122685,316508],[122706,317597,865057],[123951,209030,468492],[124119,209448,468745],[124291,469315,1367191],[124542,206193,471907],[128118,328457,884964],[131259,486778,1133598],[131781,216874,675732],[132504,337086,489723],[132672,329520,489976],[133095,339615,493138],[134288,683298,1144516],[135740,342090,344636],[135761,221924,686077],[137406,140488,510360],[139402,350636,923776],[139693,141882,514404],[140602,510811,1434995],[140854,230045,513216],[140875,354029,929743],[143029,233099,710916],[147865,239536,527981],[148033,239954,528234],[149388,369590,530892],[149757,532662,1204819],[149959,728924,955967],[152091,536705,1470328],[155650,544687,1217903],[156172,251485,744708],[156931,251826,547252],[157300,381961,974766],[157601,159550,386016],[160974,262216,555766],[161073,262224,556197],[166222,399749,1003804],[167673,572465,1259153],[168241,170183,576765],[170625,271447,781817],[171347,400175,579209],[171446,409392,579640],[172093,785639,1018076],[173566,584490,1272237],[175402,415092,418065],[176595,798681,1283155],[177080,181080,602345],[177498,181248,602598],[179835,424622,1043787],[181420,603168,1563567],[181671,286933,605760],[184337,290306,819175],[189961,297946,621535],[190060,297954,621966],[196973,636076,1345199],[197541,199483,640376],[199925,311687,855675],[205523,323948,652021],[211785,479670,1126908],[213812,216358,674652],[214230,216526,674905],[216988,334292,894230],[217881,490116,677563],[218250,679333,1400049],[218452,898353,1142238],[220584,683376,1665558],[224143,691358,1413133],[224774,229467,702437],[224782,229566,702868],[225793,502487,1161037],[235748,360483,716926],[240054,365156,723780],[245171,733587,1469208],[248423,250969,743628],[248841,251137,743881],[251599,380375,972349],[263235,563352,1246358],[267012,400924,1005367],[267819,270701,780175],[267827,270800,780606],[277713,794716,1541575],[280047,798759,1803437],[280747,286263,810661],[293771,436292,826532],[299597,621354,1327552],[307252,452942,1087003],[308059,310941,854033],[308067,311040,854464],[322143,873843,1631966],[329024,329415,886355],[330413,333721,893209],[338838,903016,1664438],[365111,526479,1197089],[375107,375498,964474],[376496,379804,971328],[387659,752524,1491070],[400346,400796,1005262],[429168,1052573,1823793],[440801,441192,1070630],[452364,452814,1086898],[464406,647608,1359461],[525901,526351,1196984],[551211,551602,1229985],[647030,647480,1359356] ] cell #881 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [15352],[22897],[24159],[29924],[32218],[33557],[34959],[41253],[43086],[43640],[44796],[45248],[49636],[54990],[57731],[60920],[61091],[62367],[63110],[63664],[67753],[73236],[74392],[74844],[77138],[79232],[82481],[83103],[86664],[89237],[91607],[91778],[94351],[98526],[98697],[99973],[100716],[101270],[102426],[105359],[114459],[118471],[118642],[120728],[121350],[124911],[127484],[129281],[129903],[130810],[133464],[134740],[136037],[138407],[138578],[141151],[152657],[153672],[154294],[155201],[161215],[165227],[165398],[169214],[171588],[175771],[177857],[178479],[179386],[182040],[184613],[190202],[190993],[191777],[194341],[195706],[198514],[209807],[210429],[211336],[213422],[221150],[222165],[227334],[229708],[233891],[238146],[240866],[241085],[241474],[242155],[248033],[257255],[260603],[264776],[270942],[272517],[275081],[276446],[281804],[290547],[293938],[295742],[296423],[300182],[300317],[311182],[315118],[317838],[318057],[325005],[334533],[335141],[335822],[347303],[354270],[360283],[362712],[362847],[366924],[367831],[380616],[382000],[383804],[384485],[396416],[403448],[407207],[407342],[424863],[436074],[438651],[438816],[451309],[455466],[459578],[462007],[462142],[479911],[483373],[488357],[505011],[516942],[523122],[532701],[541282],[546484],[549226],[565876],[572669],[585162],[595995],[616786],[624020],[626536],[636280],[662411],[679372],[695897],[725815],[729019],[767450],[785176],[826941],[835715],[898448],[943274],[1064487] ] cell #882 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [9606],[13100],[19957],[21403],[23222],[29643],[31394],[33838],[35284],[38497],[44967],[45466],[46090],[48166],[48447],[49917],[54166],[58056],[61863],[62620],[63383],[67199],[69080],[69361],[69579],[74563],[75062],[75686],[79513],[83356],[84454],[85123],[86403],[87436],[92550],[93797],[94070],[99469],[100226],[100989],[103096],[103720],[106686],[106967],[107185],[110539],[111219],[116432],[119414],[121603],[122701],[124650],[130156],[131254],[131923],[133203],[134236],[134993],[135756],[139350],[140597],[140870],[142977],[149752],[154547],[155645],[157295],[157975],[159658],[166170],[167668],[168348],[169467],[170573],[173561],[174230],[175510],[176543],[178732],[179830],[181779],[184332],[196968],[197648],[198767],[199873],[210682],[211780],[213054],[215374],[216983],[218245],[223604],[224138],[225788],[226468],[227587],[228151],[233630],[241338],[245166],[247665],[249985],[251594],[263230],[263910],[265029],[265593],[266326],[267007],[267439],[271643],[277708],[283756],[291986],[297873],[299592],[299796],[306566],[307247],[307679],[311883],[318310],[322138],[326957],[328757],[328892],[330363],[338833],[346628],[350832],[360821],[364425],[365106],[374840],[374975],[376446],[385935],[387654],[387858],[395741],[399945],[400198],[401189],[420693],[421125],[429163],[436279],[440534],[440669],[443360],[452216],[453207],[460116],[463720],[464401],[475741],[476173],[481520],[502752],[521086],[523660],[525753],[529077],[537410],[539429],[546689],[550944],[551079],[563617],[594142],[610026],[616991],[622549],[627074],[642215],[646882],[660558],[684081],[717226],[718968],[724824],[729224],[785714],[826806],[839233],[898653],[942399],[1017963] ] cell #883 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [244705],[255079],[261818],[294423],[303373],[315253],[321677],[338372],[345111],[355485],[360019],[361275],[369081],[371196],[382485],[384600],[391435],[410398],[416822],[428702],[435441],[436911],[445660],[460570],[470491],[489607],[491722],[498557],[511961],[530961],[547321],[579513],[589434],[604344],[677632], [44600,538454],[45556,535349],[60128,615902],[60724,619653],[63364,629218],[69669,656478],[74196,480545],[75152,682020],[77087,501002],[82341,717873],[85701,728135],[86297,731886],[90815,747072],[91293,748209],[91411,750823],[92640,754349],[94051,760388],[95213,393880],[97734,401448],[98330,570764],[100970,787858],[103186,587690],[103612,418541],[107275,815118],[109210,613624],[114319,838138],[116009,449472],[117679,453466],[118275,634375],[120588,858129],[121062,859275],[122682,865131],[123748,468747],[123948,868391],[124426,869528],[124544,872142],[126029,323396],[129141,481801],[132501,897564],[133097,901315],[135333,496953],[135737,686151],[137615,503011],[138093,348746],[138211,693992],[139440,923778],[140851,929817],[142013,514406],[143067,710918],[143493,520104],[146783,528236],[147862,950622],[151413,534978],[152226,961439],[153532,539710],[156730,974986],[157603,976777],[159552,982869],[160382,555840],[160859,389831],[161075,986267],[161549,987413],[162765,559882],[164435,563876],[164913,397859],[165031,765545],[166260,1003806],[170663,781819],[171448,1016868],[173138,583325],[174808,587319],[175404,793015],[177717,594423],[178191,422278],[179811,1043861],[180877,602600],[181077,1047121],[181555,1048258],[181673,1050872],[183158,430421],[183909,609575],[184313,819249],[187528,1067546],[188340,621609],[188817,442909],[190062,1072683],[190536,622808],[190797,834740],[194201,629448],[195078,1083705],[195556,452120],[199963,855677],[200538,1097774],[204475,650187],[204819,652090],[204935,468376],[206195,1110490],[207548,656107],[209667,660839],[210141,477326],[211761,1126982],[215276,674907],[216355,1136893],[216833,675729],[216964,894304],[219906,681649],[220719,1147710],[222025,686381],[225223,1161257],[226096,505126],[228875,702511],[229352,510357],[229568,1172538],[230042,1173684],[231258,706553],[233406,518385],[235484,717072],[235855,943215],[236677,720579],[237277,1193918],[238165,723849],[238281,527865],[240726,725105],[243416,1205039],[245950,1210176],[246424,537852],[249887,743883],[250966,1221198],[251444,744705],[251575,972423],[251896,1224088],[256798,753978],[257415,556070],[260463,760618],[262665,1246578],[263538,565991],[266988,1005587],[268268,1259373],[269080,780249],[269557,576762],[270802,1264510],[274941,788088],[275818,1275532],[276296,585973],[280182,1286349],[285215,808827],[285559,810730],[285675,602229],[286935,1302317],[288288,814747],[290881,611179],[293224,1064733],[293454,826675],[294794,830236],[295002,1322774],[296538,621839],[298395,1327772],[301769,625032],[302369,1334298],[305818,632606],[307228,1087223],[308508,1345419],[309320,854107],[309797,640373],[311042,1350556],[313649,860835],[317698,865361],[328416,884961],[329151,886501],[331832,893278],[331948,674536],[337083,1400269],[339617,1405406],[340091,684523],[344633,1416428],[351082,702741],[354130,930047],[357205,712662],[361045,945762],[365087,1197309],[369452,727471],[369660,1464430],[373053,1469428],[375234,964620],[377915,971397],[378031,743512],[382856,978365],[386457,1491290],[400479,1005405],[403563,780479],[408794,783672],[409394,1530674],[412843,791246],[415533,1541795],[418067,1546932],[440928,1070776],[445430,836609],[452497,1087041],[455581,854337],[460340,1100321],[464382,1359681],[472348,1632186],[489978,896900],[490186,1659660],[493579,1664658],[526034,1197127],[551338,1230131],[579283,1015339],[606201,1824013],[647163,1359499], [7515,228045,1169140],[10615,265487,1254461],[11958,281278,1289601],[14455,311777,1095106],[16412,324479,1376163],[17085,330944,1389148],[18476,345563,1419318],[19464,233524,934974],[20730,365687,1458517],[21168,375605,1213791],[22384,377027,1475954],[24674,394676,1506124],[25608,402027,1519150],[26942,271537,1013470],[28899,290407,819479],[30232,441299,1326607],[30658,441507,1588688],[31094,452267,1342606],[32167,450072,1599799],[32861,454045,1605712],[34611,464982,1621275],[37824,334393,894534],[38262,329522,1129486],[39478,497553,1671184],[41768,232928,710547],[42936,522274,1713430],[43340,525804,1456869],[45982,535557,1727957],[47491,380476,972653],[48755,551709,1490125],[49181,551917,1748803],[50690,560482,1759914],[53004,401819,1008966],[53430,271276,781448],[53866,400249,1256560],[54939,583925,1791626],[55633,587898,1797539],[57383,424723,1044091],[62960,625688,1849109],[65580,453837,1090602],[66006,311516,855306],[67049,643403,1869100],[67453,646933,1619627],[70095,656686,1883627],[71604,479771,1127212],[72532,330344,890008],[72936,481571,1132033],[75578,682228,1914228],[78351,503382,1164636],[78777,350465,923407],[80286,707153,1946185],[88533,376427,968127],[88937,539480,1216338],[93647,756858,1998666],[96267,564247,1249957],[96693,399578,1003435],[100566,784328,2027839],[104655,420674,1039565],[105059,594193,1292148],[107701,815326,2062357],[113013,834156,2082688],[113534,623179,1331165],[126780,475722,1122686],[127184,660609,1378710],[140447,926287,2168095],[148340,529058,1201847],[148471,724875,1461050],[170142,1012886,2241328],[186248,826857,1583128],[199442,1094522,2307744] ] cell #884 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [28982],[38002],[41873],[47669],[53026],[53664],[57561],[65602],[66240],[71782],[72228],[72903],[78373],[79011],[88229],[88904],[96289],[96927],[97285],[98286],[104351],[105026],[112374],[113556],[117230],[118231],[126476],[127151],[128610],[129789],[137166],[138167],[147010],[147633],[148438],[153001],[154180],[159130],[163986],[164987],[168001],[177186],[186176],[189055],[189611],[190753],[194849],[197301],[203145],[203768],[209136],[213918],[222673],[235766],[236605],[239642],[245499],[248529],[255317],[255873],[261111],[275589],[278041],[293216],[294705],[301697],[304734],[313577],[316614],[322471],[339166],[342196],[354778],[361037],[369363],[382767],[389759],[392796],[408722],[411759],[429496],[442837],[445422],[460332],[468658],[489889],[510285],[513322],[528147],[555832],[576690],[579275],[602511],[621601],[640301],[674818],[702503],[717064],[743794],[780241],[854099],[886493],[964612],[1070768],[1230123] ] cell #885 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [183885],[216809],[232808],[251420],[268992],[271156],[285191],[309232],[311396],[328392],[329494],[331173],[348181],[350345],[375577],[377256],[397294],[399458],[400463],[402714],[419824],[421503],[441271],[444281],[452481],[454732],[474872],[476551],[480756],[483113],[502026],[504277],[526018],[527346],[529176],[538665],[541022],[551681],[562891],[565142],[572004],[593378],[615154],[619864],[620893],[623286],[630760],[635615],[647147],[648475],[659794],[669740],[687693],[717103],[718271],[723070],[733126],[738716],[751034],[752063],[761930],[789400],[794255],[826061],[827878],[838536],[843335],[858527],[863326],[873382],[902555],[908145],[931359],[943584],[955161],[976007],[986665],[991464],[1017266],[1022065],[1052112],[1073081],[1076667],[1098143],[1109720],[1141432],[1172936],[1177735],[1199450],[1236022],[1264908],[1268494],[1301547],[1328096],[1350954],[1394680],[1431252],[1452075],[1481486],[1524472],[1611034],[1647305],[1732626],[1843285],[1992842] ] cell #886 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [5549],[6169],[7322],[8758],[9678],[10443],[11609],[11700],[13172],[13301],[13777],[15092],[15918],[17331],[17607],[18078],[19292],[20127],[20297],[20524],[21475],[22630],[23423],[23899],[25788],[25937],[26264],[28129],[28405],[30312],[31564],[31961],[33041],[33190],[34178],[34405],[36511],[37106],[37391],[37618],[38569],[40517],[40666],[40993],[42858],[45636],[46773],[47058],[47285],[48835],[49521],[50484],[51564],[51713],[53084],[54336],[54733],[56665],[56950],[57177],[62260],[62882],[65660],[66775],[66971],[68592],[69749],[70886],[71171],[71398],[72454],[75232],[76881],[78098],[78431],[80080],[83019],[84790],[84905],[87833],[88455],[90195],[90592],[93569],[96014],[96347],[100488],[103266],[104577],[107355],[109004],[110055],[110701],[111098],[112935],[114997],[115931],[116768],[116883],[119843],[119949],[126702],[134633],[135255],[140369],[142814],[143147],[144107],[145211],[145317],[148262],[149268],[149914],[150311],[156291],[162687],[170064],[172126],[173060],[173897],[174012],[183831],[185728],[187089],[188241],[191323],[192427],[192533],[199364],[204397],[216755],[217761],[218407],[218804],[231180],[237692],[241616],[242977],[251366],[254503],[268981],[272063],[273167],[273273],[285137],[295884],[309221],[314664],[328338],[331359],[335283],[336644],[348170],[377442],[383946],[397283],[402909],[421689],[444270],[454927],[476737],[504472],[529362],[565337],[615408],[623481],[717368],[826002] ] cell #887 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [8112],[12725],[12956],[13957],[14205],[15272],[15425],[19907],[21259],[21557],[23078],[23247],[24079],[24232],[24327],[26444],[26692],[27425],[30791],[31344],[31745],[32291],[33788],[34019],[34735],[35140],[35309],[35438],[38353],[38651],[39602],[41173],[41326],[41421],[42154],[42955],[44209],[46115],[49314],[49867],[50098],[50268],[53563],[54116],[54517],[55063],[55766],[57507],[57621],[57912],[58081],[58210],[59161],[60263],[61813],[62979],[64233],[66139],[67068],[68322],[71728],[71842],[72551],[73805],[74127],[75711],[76665],[77211],[77676],[78910],[79463],[79694],[79864],[81113],[82030],[82183],[85836],[88552],[89806],[90128],[90950],[95592],[96826],[97869],[98276],[99419],[99819],[100585],[101839],[103745],[104031],[104674],[105928],[108788],[109629],[112742],[114161],[116028],[117814],[118221],[119364],[119764],[120430],[126156],[126799],[128053],[128830],[128929],[128983],[129469],[131716],[132636],[135352],[136606],[136946],[137750],[147313],[148359],[151548],[153221],[153320],[153374],[153860],[156107],[162784],[163766],[164570],[166758],[166823],[167195],[167781],[171290],[173157],[174943],[177559],[186002],[189275],[189374],[189391],[190671],[194043],[196058],[196123],[196495],[197081],[204494],[207683],[209509],[212414],[212551],[220041],[221867],[231277],[235549],[238955],[239020],[239392],[240568],[241825],[247025],[247162],[255537],[255636],[256933],[260305],[266273],[274783],[288423],[293119],[293737],[296093],[297233],[297370],[306513],[315927],[315992],[316364],[317540],[318797],[335492],[353972],[360413],[363988],[364372],[381799],[384155],[385295],[385432],[425822],[436226],[438450],[448373],[459708],[463283],[463667],[484514],[523252],[532500],[542423],[546636],[558783],[582226],[616938],[626666],[679171],[689094],[705454],[729171],[785306],[898600] ] cell #888 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [22847],[23294],[29676],[29874],[34008],[35356],[42793],[45000],[45198],[46162],[48199],[48397],[50087],[58128],[62817],[63416],[64222],[66906],[69113],[69311],[74596],[74794],[75758],[79683],[84487],[85424],[86371],[86436],[87386],[93504],[94103],[100423],[101022],[101828],[103792],[106719],[106917],[111520],[112870],[114008],[122734],[124618],[124683],[131287],[132224],[133171],[133236],[134186],[135789],[136595],[140304],[140903],[146198],[148842],[155678],[158276],[159626],[159691],[168649],[169999],[171137],[174531],[175478],[175543],[176493],[179863],[181747],[181812],[184365],[187815],[197949],[199299],[202333],[211813],[214691],[215675],[217016],[217335],[221714],[223637],[226769],[228119],[228184],[233598],[233663],[249302],[250286],[251627],[254077],[264211],[265561],[265626],[267040],[268555],[270015],[271611],[271676],[276798],[283073],[284057],[292019],[300097],[307280],[308795],[310255],[311851],[311916],[326274],[327258],[328896],[329596],[330396],[332622],[347744],[349204],[350865],[365139],[367640],[374979],[375679],[376479],[378705],[388159],[396857],[398317],[399978],[400190],[400196],[401193],[403118],[420726],[422952],[440673],[441373],[443844],[452208],[452214],[453211],[455136],[464434],[466935],[475774],[478000],[480458],[481518],[502756],[504681],[521660],[525745],[525751],[529110],[538367],[539427],[551083],[551783],[554254],[563621],[565546],[594140],[597136],[614807],[619566],[622553],[623690],[642789],[646874],[646880],[660556],[663552],[716729],[717230],[719542],[724822],[735923],[745977],[750736],[822192],[826804],[828699],[839807],[856985],[905352],[942393],[945027],[955982],[1018537],[1078110],[1142253],[1269937] ] cell #889 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [34110],[42808],[48412],[50189],[59526],[60072],[62832],[63512],[64324],[66921],[67158],[69326],[79785],[82213],[85645],[86386],[87401],[90759],[93519],[93756],[94199],[100438],[101118],[101930],[106932],[112885],[114023],[114191],[115140],[116391],[120460],[122830],[123892],[124633],[132445],[133186],[134201],[135885],[136697],[140319],[140556],[140999],[146213],[147806],[149165],[159641],[160947],[161896],[170014],[171152],[171320],[172269],[173520],[175493],[176173],[176508],[179959],[181021],[181762],[184461],[188138],[189934],[191123],[199314],[202348],[203941],[211909],[214706],[216299],[217112],[217658],[221729],[222846],[224097],[228134],[229440],[230389],[233613],[234293],[235721],[237492],[249317],[250910],[251723],[254400],[265576],[268878],[269019],[270030],[270674],[271626],[271863],[277121],[283088],[284681],[285494],[291228],[293424],[309118],[309259],[310270],[310914],[311866],[314464],[326289],[327882],[328695],[329388],[329611],[331159],[331183],[332945],[334811],[340678],[348067],[348208],[349219],[367655],[375471],[375694],[377242],[377266],[379028],[380894],[397180],[397321],[398332],[400449],[400473],[401022],[402702],[404244],[421489],[421513],[423275],[441165],[441388],[444167],[444308],[452467],[452491],[453040],[454720],[456262],[466950],[476537],[476561],[478323],[480514],[480744],[480925],[504265],[505807],[526004],[526028],[526577],[529162],[529186],[538423],[538653],[538834],[551575],[551798],[554577],[565130],[566672],[569642],[593547],[615140],[615164],[619622],[619852],[620033],[623274],[633253],[647133],[647157],[647706],[650291],[659963],[669909],[716785],[717091],[721737],[723239],[738885],[746310],[750792],[751022],[751203],[825977],[826373],[829032],[843504],[857041],[861993],[863495],[908314],[945083],[956315],[974502],[991633],[1022234],[1067062],[1078166],[1142586],[1177904],[1204555],[1269993],[1399785] ] cell #890 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [47799],[48537],[60094],[60389],[67180],[69451],[82302],[85667],[85962],[86499],[87526],[90781],[91076],[93778],[107057],[114280],[115162],[116413],[120549],[123914],[124209],[124746],[132467],[132762],[133299],[134326],[140578],[147828],[149187],[150497],[152009],[159754],[161036],[161918],[171409],[172291],[173542],[175606],[176633],[181043],[181338],[181875],[188160],[190023],[191619],[203963],[206632],[216321],[217680],[218990],[220502],[222868],[223700],[224119],[228247],[229529],[230411],[233726],[237988],[241522],[250932],[254422],[256285],[265689],[268900],[270763],[271739],[272359],[277143],[278453],[279965],[284703],[287372],[291250],[292082],[295790],[309140],[311003],[311979],[314960],[327904],[331655],[331819],[332967],[334833],[335189],[341174],[348089],[349952],[350928],[357642],[377738],[377902],[379050],[380916],[383852],[397202],[399065],[400041],[401044],[402771],[402815],[404740],[406886],[413639],[421985],[422149],[423297],[444189],[453062],[454789],[454833],[456758],[458904],[477033],[477197],[478345],[480813],[481412],[483236],[484999],[504334],[504378],[506303],[526599],[529658],[529822],[538722],[539321],[541145],[542908],[554599],[565199],[565243],[567168],[569696],[569925],[571144],[595858],[597621],[619921],[620520],[623343],[623387],[633307],[633536],[634755],[647728],[650787],[662274],[664037],[667327],[694372],[717160],[717274],[721791],[722020],[725678],[736303],[751091],[751690],[754557],[765925],[803007],[826427],[826732],[831498],[835120],[857530],[862047],[862276],[879141],[942391],[942770],[945572],[962403],[974556],[979627],[1057871],[1067116],[1078655],[1097329],[1148674],[1193473],[1204609],[1270482],[1333853],[1399839],[1530229] ] cell #891 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [90216],[91290],[110295],[110722],[120950],[124423],[144771],[149508],[149935],[150681],[152223],[157051],[157478],[161437],[181552],[191987],[193173],[194966],[200906],[205643],[206070],[206816],[218001],[218428],[219174],[220716],[229930],[240174],[242019],[243736],[245825],[256469],[258249],[259435],[272727],[273913],[275706],[278637],[280179],[286383],[286810],[287556],[296287],[298715],[300816],[317146],[320708],[333841],[335686],[337403],[339492],[342728],[343901],[344521],[350136],[351916],[353102],[357826],[363346],[368014],[379924],[384349],[386777],[399249],[403312],[405740],[407070],[407841],[414136],[415853],[417942],[424171],[427733],[433058],[434231],[438999],[455330],[457758],[459088],[462641],[479219],[483872],[484085],[485496],[487925],[488540],[496000],[504875],[507303],[508633],[517416],[541781],[541994],[543405],[545834],[549409],[565740],[568168],[569498],[570660],[572665],[572852],[575021],[577730],[586252],[596494],[596707],[598118],[623884],[634271],[636276],[636463],[638632],[641341],[662910],[663123],[664534],[667681],[668364],[670428],[672607],[695893],[696080],[698249],[722755],[726314],[726527],[736657],[737340],[739404],[741583],[755054],[767446],[767633],[769802],[773010],[773231],[776719],[803526],[805705],[831852],[832535],[835711],[835898],[846868],[847089],[850577],[863011],[866570],[879660],[881839],[885739],[918678],[943196],[943457],[948011],[948232],[952252],[963858],[979981],[980664],[984027],[998706],[1040221],[1064889],[1065178],[1070014],[1074966],[1098016],[1102570],[1102791],[1123342],[1190969],[1191301],[1194160],[1212459],[1224244],[1229369],[1315169],[1322930],[1334540],[1353673],[1407689],[1453781],[1464586],[1530916],[1595063],[1659816],[1786890] ] cell #892 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [139300,923095],[142535,516120],[142927,710235],[166120,1003123],[170349,577066],[170523,781136],[177406,1036159],[183795,609055],[199649,640677],[199823,854994],[209356,1119280],[213004,886602],[213657,671279],[214138,1131742],[216719,675209],[224878,1160661],[228469,700294],[239862,1198400],[247615,964721],[248268,740255],[248749,1216047],[251330,744185],[262320,1245982],[265911,771847],[266388,1004991],[267696,777006],[267923,1258777],[282039,804377],[285101,808307],[297823,1070877],[298050,1327176],[304954,1338780],[306628,1086627],[307936,850864],[308163,1344823],[316834,1360772],[325240,880511],[328302,884441],[329744,889077],[342416,1411277],[346885,918965],[361558,1453119],[364487,1196713],[367159,953103],[372708,1468832],[375827,967196],[385885,1230232],[386112,1490694],[393016,1502298],[395998,998993],[411979,1535156],[415188,1541199],[420074,1038634],[443617,1075253],[445943,1594401],[460853,1615877],[463782,1359085],[472003,1631590],[475122,1121755],[493234,1664062],[513542,1697528],[528458,1200916],[556353,1754516],[579796,1786228],[605856,1823417],[615222,1321143],[622122,1845319],[703024,1940787],[780762,2024049],[854620,2100183], [21028,374922,964163],[21604,372481,970110],[29700,437305,1326193],[30092,440616,1070319],[31734,448872,1091895],[35485,471776,1124669],[38122,328839,886044],[38698,493007,891991],[39724,344997,691745],[42822,522173,1196852],[45024,531355,1213377],[45416,534666,969312],[48223,547715,1489711],[48615,551026,1229674],[49361,554027,1234608],[50257,559282,1251250],[52472,267292,573300],[52864,401136,776208],[54506,582725,1010259],[55813,414961,792718],[55962,280389,592157],[58257,605629,1041548],[59283,435327,824843],[62846,625587,1086766],[63937,304473,852911],[65048,307532,636911],[65440,453154,850066],[66935,643302,1359224],[67256,644381,1620861],[68311,649587,1363288],[69137,652484,1375749],[69529,655795,1123871],[72418,329824,671118],[74620,678026,1129072],[75012,681337,891193],[76369,341935,685885],[76654,496353,905763],[77819,346481,696528],[78211,502699,918167],[78957,700698,1167803],[79117,355371,708105],[79853,705953,1165929],[81160,516524,934677],[81309,359578,715385],[84511,724243,1458103],[86994,372077,742031],[88419,375907,740094],[90538,746392,1484661],[91179,748108,1490833],[91215,548860,1745142],[92500,753666,1233810],[93533,756757,1246121],[93854,757836,1759500],[94624,392535,1001040],[95735,395594,768081],[96127,563564,998195],[96873,772251,1253124],[97033,261704,561434],[99866,577470,1012133],[100452,784227,1005130],[101543,411498,779053],[102654,414557,586700],[103046,587007,791920],[104381,426841,810433],[104541,420154,804216],[104862,282192,599250],[105917,808227,1295479],[106198,289308,607067],[106743,811124,1289187],[107135,814435,1040750],[108492,432265,818983],[108777,608975,1055320],[111044,829114,1585027],[112899,834055,1327315],[113220,443213,836346],[113394,622496,1074455],[115895,448952,852750],[116489,844508,1599385],[119811,641081,1093769],[120277,857429,1354044],[123037,466454,1107662],[124312,869427,1631729],[124348,653629,1879966],[125241,471372,882287],[126506,319816,651793],[126666,475202,880350],[126987,325393,665666],[128042,884361,1382041],[128323,208568,473214],[129819,487032,890951],[131311,893672,1388734],[131590,487685,893048],[131705,675129,1135364],[133794,492603,673055],[135219,496433,685724],[136995,509757,924700],[137338,915821,1419518],[137392,352309,702245],[137979,347018,699470],[138015,226347,507696],[140333,926186,1160800],[140654,927265,1945771],[141424,513061,921012],[144511,717173,1191672],[145164,524608,949049],[145645,945471,1454152],[147663,366506,721522],[148226,528538,952942],[150257,956397,1724296],[152112,961338,1468971],[152148,734355,1975939],[152433,373919,745009],[154210,544941,969070],[155702,971791,1475540],[155981,545594,971167],[156096,744105,1219669],[156385,974390,1484339],[157854,256099,387170],[159976,553623,984475],[162651,559362,1000879],[163524,261740,394131],[163815,389231,755271],[164158,995849,1506324],[164212,258642,555574],[164799,396131,771023],[164835,263789,568561],[167184,773862,1256760],[167830,576162,1009180],[168173,1007844,1519350],[168227,406133,778063],[170028,1012785,1258916],[173024,582805,778892],[173618,1023238,1791212],[176972,601917,810735],[177078,426437,602343],[180166,600307,1042605],[181441,1048157,1823556],[181477,812269,2058696],[182370,605225,806153],[184116,432418,610590],[185648,826261,1320821],[186552,294537,439447],[186956,618366,1071072],[187183,1066950,1584705],[189440,442309,830450],[189783,1072043,1588888],[189837,299108,619423],[192380,445164,847906],[192861,1078554,1595434],[195442,451024,855979],[195478,306069,641734],[196484,847720,1342806],[197130,639773,1090816],[197473,1089480,1605912],[197527,458151,851921],[199328,1094421,1344962],[201299,645737,1103608],[201452,316506,465397],[204361,649667,1107501],[206446,321101,322697],[208922,468064,652095],[209028,319412,468490],[212116,666723,1125726],[212600,668092,1129002],[213704,674224,893283],[213810,486628,674650],[218750,1142668,1910567],[220605,1147609,1664201],[220641,903784,2145368],[220926,494445,676033],[224195,1158062,1670770],[224474,345033,501253],[224784,509837,702870],[231144,706033,920851],[232017,355407,514657],[233292,516657,712008],[233328,357456,517809],[235172,360024,716615],[235598,521421,942731],[236077,719648,1196454],[236157,361404,524447],[239381,948863,1457069],[239428,527553,723854],[239534,366102,527979],[242440,368462,369195],[242844,530664,964916],[243071,1204443,1723974],[244129,245725,246201],[245671,1209536,1728157],[247211,737068,1213307],[248315,743200,971402],[248421,544537,743626],[252814,382599,549857],[253218,749536,1230427],[253351,386018,552799],[256045,1231398,1749003],[258795,390846,392688],[262226,389311,556199],[266468,773679,1005410],[267829,576242,780608],[273120,579017,774048],[273601,1270381,1787261],[276182,584877,782121],[276218,413094,578123],[278213,1281307,1797739],[278267,416246,418318],[280068,1286248,1541338],[280104,1033350,2258823],[287186,428126,429722],[292856,435363,613875],[293583,615039,826680],[294111,436916,617568],[297419,832263,1326123],[297956,442389,621968],[301169,624101,1086368],[301249,445003,445789],[302784,304626,305179],[306708,847537,1087046],[308069,639853,854466],[313049,859904,1358826],[313129,460699,645576],[316353,1103422,1619827],[319949,469837,471909],[322643,1371908,1883827],[336107,488988,489721],[336511,677335,886797],[336738,1399673,1910245],[337796,339392,339868],[339338,1404766,1914428],[342088,497968,500363],[352462,511372,513214],[364567,948680,1197132],[368769,529866,530966],[370542,372614,373246],[382173,547326,748738],[385481,980392,1489641],[408194,782741,1004732],[408274,578856,579642],[409809,411651,412204],[415094,588780,591484],[426974,603690,605762],[429668,1568284,2062557],[463862,1103239,1359504],[489295,676537,677637],[491068,493140,493772] ] cell #893 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [349863,1428004],[356695,935238],[357553,1182390],[398976,1514810],[406415,1013734],[406797,1265246],[419718,1550465],[431919,1056654],[458433,1095370],[458815,1351292],[474766,1636511],[481323,1386947],[482285,1130735],[483007,1649427],[487339,1137777],[502012,1679330],[507978,1169404],[527240,1718327],[539232,1473753],[540194,1215040],[540916,1734748],[545248,1222082],[562877,1763635],[568843,1254725],[569765,1516958],[571542,1258267],[571990,1776293],[594907,1290850],[599961,1297892],[620431,1588135],[620879,1843768],[630654,1854006],[633376,1603520],[635153,1344313],[635601,1859414],[648369,1873997],[661323,1377412],[666377,1384454],[668530,1387254],[687587,1921019],[694770,1421025],[718257,1961628],[721860,1716688],[725589,1460872],[733112,1974388],[737506,1474060],[751601,1748250],[752049,1993325],[761824,2003563],[766323,1507831],[789294,2032736],[794241,2038144],[801628,1550772],[835518,1591474],[838522,2085872],[858513,2103587],[862116,1872358],[873368,2116347],[877762,1636818],[902541,2143817],[931253,2172992],[951344,1719674],[986651,2218970],[1017252,2244512],[1052098,2274987],[1065312,1838909],[1073067,2293025],[1172922,2365641],[1264894,2426878],[1350940,2481926], [85099,736374,1473168],[86493,732664,1468322],[110337,827560,1841204],[111195,831569,1587550],[115081,842125,1597905],[124740,872920,1631080],[131899,667398,1386362],[133293,902093,1663552],[144818,943896,1715010],[149550,954843,1722101],[150408,958852,1468552],[157093,975689,1990761],[157743,977161,2211696],[157951,979698,1747665],[159748,983647,1751589],[161837,990254,1758020],[167466,571028,1007714],[168324,774132,1258497],[172210,1020855,1789732],[175600,793793,1540689],[181869,1051650,1822907],[192034,1076979,1593152],[196766,634639,1089350],[197624,847990,1344543],[200953,1098455,1870680],[201581,1099642,2105808],[203882,1105903,1875344],[205685,1109402,1877771],[206335,1110874,2318564],[206543,1113411,1631310],[213311,668692,1131590],[218043,1141114,1908372],[218901,1145123,1663782],[222787,906935,1669290],[223694,691919,1417312],[225586,694256,915691],[226236,695732,700009],[226444,916091,1160381],[228241,1169918,1937860],[230330,1176525,1944291],[233720,935752,1703061],[240216,1199132,1963849],[244964,732150,1209406],[246090,1210560,2392243],[247922,737668,1215895],[252390,1224667,1988466],[253525,1226417,1991707],[256196,1232774,1490414],[258296,1236334,1753267],[258924,1237521,2221191],[263028,765809,995719],[263678,767285,771562],[263886,996119,1245702],[265683,1255239,2015979],[271733,1014248,1783301],[272774,1268806,1784979],[277506,793279,1281177],[278364,1026720,1540919],[279254,592286,1287197],[281693,801790,1036007],[282321,802891,807375],[284622,1297730,2054074],[286425,1301229,2056501],[287075,1302701,2452417],[287283,1305238,1823137],[291169,1056492,1828645],[292076,825017,1580830],[295496,1323353,2078598],[298762,1328408,1842150],[299390,835004,1071913],[299772,1073419,1326896],[304127,842287,1338628],[304238,629932,1337773],[305308,1339512,2088093],[305958,845854,856518],[311973,1095884,1866422],[312693,1354089,1614628],[320123,1366927,2114729],[321936,872406,1371778],[324894,877924,1119128],[325522,879025,883509],[327823,1384292,2127932],[331813,894056,1654912],[333883,1394362,2133278],[334752,1137615,1905945],[338631,901579,1404636],[339757,1405790,2512769],[341589,907097,1411125],[341700,686865,1410270],[346057,1419897,2157895],[347192,917385,922157],[350922,708279,1439174],[351963,1431564,1939538],[352591,1432751,2367862],[357345,712547,936714],[358443,715514,1449955],[360797,1191717,1451870],[361759,944464,1197393],[362481,1454197,1714080],[366813,951506,1198248],[370154,1465009,2195336],[371081,733626,734556],[373420,1470064,1972770],[374048,962287,973363],[377896,972175,1740233],[379966,1481168,2204831],[380835,1221920,1985973],[381486,1484100,1742947],[387452,983133,1231268],[392189,990416,1502146],[392300,761102,1501291],[394020,561719,993983],[395170,1506703,2226871],[396305,997413,1002185],[400035,561608,1243944],[400963,1257139,2017639],[402521,1519729,2237238],[402767,1012471,1781348],[405787,1524784,2020880],[411152,1021017,1535004],[411263,788572,1534149],[412333,1535888,2246733],[412983,782660,1024584],[418207,1547316,2588951],[422143,811508,1562681],[425082,607196,1308673],[427148,1563303,2273369],[428961,1051136,1568154],[432030,819963,1573788],[432547,821051,1057755],[435912,1320582,1582832],[437175,827931,828984],[437689,1066440,1326666],[438137,1584466,1840342],[442001,1589267,2292314],[446144,1077547,1087307],[446866,1595479,1849759],[447232,843388,844378],[451198,1084589,1096081],[452981,1343185,2093773],[454539,1606291,2303654],[454785,1094107,1864469],[457805,1611346,2097014],[461054,1099023,1359765],[466108,1106065,1360620],[466219,865845,1623630],[470376,653830,873882],[473343,480130,1116846],[477191,652868,1366305],[480809,1129381,1898680],[483238,1136483,1654087],[487450,895018,1656102],[490680,1660239,2342007],[491607,903055,903985],[493946,1665294,2142199],[494574,895244,1148558],[500492,1676398,2351502],[501142,692030,1159408],[502526,703225,1432132],[504330,925872,1691152],[512715,1176687,1697376],[512826,930531,1696521],[514546,708390,1180254],[516831,936879,1183684],[520727,942449,1191132],[521859,1192024,1456623],[522021,944257,945319],[526518,1457448,2190072],[529816,724627,1459682],[531225,955214,956267],[531739,1203933,1213850],[532187,1723735,1970962],[532866,960146,961186],[536051,1728536,2391532],[538718,1213686,1978708],[541147,1220788,1739408],[545359,973137,1741423],[547585,746262,976060],[548099,1225795,1490184],[549061,553338,752563],[552411,1749382,2404936],[556554,563391,1236902],[557642,757706,991517],[565195,756443,1495922],[569927,1256942,1774873],[572504,780963,1525352],[579997,1005671,1269374],[580719,1787306,2028489],[581085,1022118,1023108],[585051,1014445,1276416],[588392,1798118,2437507],[589319,794755,1033551],[591658,1803173,2255654],[593431,810994,1301600],[595860,1046711,1561856],[600072,1044575,1815457],[604229,812470,1052612],[613764,825128,1319523],[615492,1065615,1066670],[619917,1326502,2080805],[621393,622323,1328976],[623339,833741,1589521],[625273,1332404,1342360],[625435,1077340,1078402],[633538,1342988,1857994],[636115,854821,1611914],[642988,1354396,1619381],[643150,857277,1098816],[644251,648735,863379],[647647,1620206,2313300],[652354,659847,1109773],[653995,869275,1114705],[657180,1884206,2493095],[662276,867981,1365480],[666488,1127696,1897093],[669793,893542,1394733],[677896,1141485,1142538],[678410,1129545,1399163],[678858,1910006,2140391],[679537,1146417,1147457],[682722,1914807,2512058],[687953,908198,1157932],[693155,926034,1431925],[704313,927135,1177788],[717156,943110,1712409],[722022,1457251,1964925],[723123,724113,1199503],[725680,950212,1458857],[727725,1203108,1204163],[738769,971661,1481539],[746662,974110,1224970],[747956,752728,980992],[751087,1490020,2213903],[756605,764708,1236695],[775426,1012633,1525145],[783913,1256314,1528780],[784075,1269167,1270229],[794920,1028014,1286096],[812635,1048005,1306532],[815820,2062936,2600120],[826734,1065115,1583046],[832863,833903,1328769],[849284,1094269,1611707],[862278,1620009,2106884],[897154,1398338,1399393] ] cell #894 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [62346],[63553],[70352],[82366],[83082],[86322],[94240],[95085],[99952],[101159],[103869],[107958],[110316],[114344],[115060],[120613],[121236],[121329],[122871],[124122],[124569],[125738],[129166],[129882],[133122],[135926],[136771],[141040],[141885],[143750],[148036],[149529],[151587],[153557],[154273],[157072],[157628],[159577],[161100],[161723],[161816],[167445],[171473],[172189],[174982],[175429],[177742],[178365],[178458],[181251],[181698],[182867],[185347],[190087],[194226],[195252],[196745],[200563],[201560],[203861],[205664],[206220],[207722],[209692],[210315],[210408],[216529],[218022],[220080],[222050],[222766],[225565],[226121],[229593],[230216],[230309],[233102],[234718],[237302],[240195],[240751],[241064],[244943],[245975],[246598],[251140],[252369],[256972],[258903],[260488],[263007],[263563],[270827],[271450],[274966],[275992],[277485],[280668],[282300],[286404],[286960],[288462],[291055],[293917],[294819],[295475],[299369],[302394],[305049],[305287],[305843],[311067],[311690],[312175],[316929],[317723],[321915],[323570],[325501],[333862],[338610],[339642],[340265],[342511],[344807],[350639],[352570],[354155],[357230],[360055],[361456],[361738],[361963],[369477],[370133],[372666],[374027],[379945],[382881],[386070],[387431],[393111],[399752],[409419],[412074],[412312],[412868],[415146],[418092],[418715],[428940],[430595],[432526],[435874],[436947],[437321],[445841],[446123],[446348],[449606],[460751],[461033],[464516],[471961],[490003],[490659],[493192],[494553],[497087],[500471],[513637],[520278],[521821],[530997],[531371],[547357],[547731],[560016],[579694],[579976],[580201],[583459],[605814],[625235],[642950],[677668],[678042],[706687],[783875], [4403,419200],[6484,474248],[6801,482489],[8528,526722],[9381,540398],[10921,402500],[12087,284601],[13030,615964],[14373,630136],[14680,454518],[15688,647851],[16541,327802],[16957,330969],[18230,687069],[18604,346036],[19943,717909],[21333,728197],[21776,536030],[21973,380814],[22256,377052],[23152,747134],[24495,761306],[24802,395149],[26860,788776],[27167,588371],[27755,281303],[27883,180000],[29028,291148],[30915,441980],[31283,452960],[31380,838174],[31819,629911],[32039,450097],[33824,858165],[34093,859337],[35214,868453],[35657,657159],[36137,324504],[36265,211950],[38427,897626],[38870,682701],[39067,334731],[39350,497578],[40337,228070],[41589,930735],[41896,356674],[43529,526497],[44283,950684],[44374,365712],[44625,538490],[45452,731922],[45521,535374],[46239,251764],[48433,976813],[49438,552390],[49903,986303],[50172,987475],[50342,761081],[50562,560507],[51384,265512],[53687,406394],[54055,400942],[54152,1016904],[54591,788551],[54811,583950],[55985,592265],[57986,1047183],[58429,815799],[58909,290432],[59037,184502],[60302,441324],[60749,619689],[61849,1072719],[64307,1083767],[64398,311802],[66263,458412],[67642,647626],[68396,865824],[68487,465007],[69347,1110526],[69565,872178],[69634,656503],[73125,482264],[73879,1136955],[73970,334418],[74221,480581],[75048,901351],[75117,682045],[75835,217153],[76739,686844],[76959,501027],[79034,507957],[79499,1172574],[79768,1173746],[79938,930510],[80158,707178],[80980,233549],[81332,715493],[82538,1193954],[85875,375630],[87422,1210212],[89126,540173],[89880,1221260],[89971,380501],[90989,551734],[91436,750859],[92536,982905],[92605,754374],[96950,568822],[97908,401844],[98355,570800],[99455,1264546],[101913,1275594],[102004,271562],[103082,793051],[103151,587715],[105248,594886],[106002,1044554],[106093,424748],[106221,607175],[106953,1302353],[107171,1050908],[107240,815143],[108862,819942],[109082,613649],[114516,1334334],[117853,453862],[118300,634411],[119400,1350592],[120785,1097810],[127373,661302],[128127,1127675],[128218,479796],[128346,473322],[129338,1389184],[131790,894997],[132675,329547],[134222,1405442],[136680,1416490],[137415,703204],[137789,503407],[138236,694028],[139336,1169176],[139405,923803],[139696,514431],[142963,935010],[143032,710943],[148660,725568],[153729,1475990],[156181,973116],[164235,556533],[164609,564272],[165056,765581],[166156,1254497],[166225,1003831],[166516,393905],[168250,780942],[170559,1013506],[170628,781844],[171645,1530710],[176529,1546968],[177024,810766],[177501,602625],[177914,1289637],[189860,622302],[190710,623204],[190822,834776],[194398,1599835],[197550,854800],[199859,1095142],[199928,855702],[208974,652126],[209451,468772],[209864,1376199],[213040,1129522],[213756,893314],[214233,674932],[222222,1671220],[224720,925834],[224836,702922],[235880,943251],[239480,723885],[239957,528261],[240923,1458553],[247651,1213827],[248367,971433],[248844,743908],[260660,1759950],[262162,756405],[262278,556251],[266520,1005441],[267765,1012433],[267881,780660],[275138,1791662],[280812,811140],[293635,826711],[297859,1326643],[297892,833703],[298008,622020],[306760,1087077],[308005,1094069],[308121,854518],[317895,1621311],[324013,652500],[328970,1129343],[330478,893688],[354327,1946221],[360429,943072],[364619,1197163],[365221,724259],[375053,1213648],[376561,971807],[385921,1490161],[440747,1326464],[463914,1359535],[551157,1489982] ] cell #895 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [21617],[29705],[31739],[35498],[38711],[39784],[42330],[42818],[45029],[45412],[48228],[48539],[49374],[50262],[50928],[54511],[55826],[58270],[59343],[60000],[62842],[66931],[67261],[68316],[68994],[69142],[69453],[69525],[74625],[75008],[76659],[78970],[79858],[80524],[81173],[83760],[84516],[85573],[87528],[90543],[90687],[91175],[92496],[93023],[93529],[93859],[96886],[99879],[100448],[103042],[105922],[106600],[106748],[107059],[107131],[108782],[111049],[111651],[112895],[116494],[119824],[120273],[123279],[123820],[124308],[128047],[130560],[131316],[131710],[132373],[134328],[137343],[139296],[139823],[140329],[140659],[142923],[144215],[145641],[146314],[147734],[150262],[152108],[154951],[155707],[156101],[156265],[164163],[166116],[167189],[168178],[168780],[170024],[170519],[173623],[176635],[177402],[180408],[180949],[181437],[185845],[186115],[187063],[189788],[192857],[196489],[197478],[198080],[199324],[199819],[209352],[212708],[213000],[214134],[214807],[216227],[218755],[220601],[224200],[224758],[235105],[235341],[239386],[239858],[242951],[245676],[247319],[247611],[248745],[249418],[250838],[256050],[262200],[266315],[266585],[266855],[267803],[273597],[278218],[280064],[297527],[297819],[297930],[304950],[306555],[306825],[307095],[308043],[316358],[316830],[322648],[328772],[329008],[336618],[339343],[342412],[360467],[364414],[364684],[364954],[372588],[374855],[375091],[385589],[385881],[385992],[393012],[411975],[415068],[429673],[436268],[440549],[440785],[444852],[459762],[463709],[463979],[464249],[471883],[493114],[513538],[521101],[523306],[524296],[546678],[550959],[551195],[555262],[578705],[605736],[616980],[619111],[626720],[642230],[645425],[701933],[718983],[729213],[731344],[750281],[777751],[785360],[839248],[851609],[871600],[898642],[900773],[1017978],[1030339],[1050330] ] cell #896 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [12556],[17389],[19353],[22688],[25799],[26013],[28187],[33052],[33266],[36569],[36881],[37367],[40528],[40742],[46548],[47034],[51575],[51789],[52163],[52829],[56440],[56926],[61475],[62271],[64739],[65405],[70661],[71147],[72035],[72793],[77510],[78176],[83929],[84292],[84881],[88036],[88794],[92162],[95426],[96092],[98110],[104158],[110002],[112181],[112576],[113359],[116270],[118055],[122176],[122539],[126283],[129596],[135594],[144442],[145111],[147440],[151789],[153987],[158937],[159332],[163026],[173399],[175184],[185637],[186887],[192327],[194656],[201246],[203575],[207924],[220282],[222480],[231519],[236066],[242775],[253149],[258589],[260918],[273067],[275396],[288664],[299055],[301158],[313038],[319747],[336442],[352256],[354585],[366437],[389220],[406080],[408183],[426772],[442298],[458098],[486963],[509746],[521410],[544872],[576151],[639762],[668081],[737057],[832252],[980381] ] cell #897 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [193976],[202895],[208622],[236323],[244282],[254656],[260238],[274716],[280443],[289362],[293188],[294371],[301415],[303321],[313295],[315201],[321254],[337949],[343531],[353905],[359632],[361009],[369029],[382433],[391383],[408440],[410346],[416399],[428279],[445394],[460304],[489555],[498505],[511909],[579247], [31075,452231],[31835,449453],[42834,522215],[43321,525768],[45428,534708],[50358,559863],[53847,400213],[54607,583306],[56068,418522],[60109,615866],[62858,625629],[63345,629182],[66947,643344],[67310,644435],[67434,646897],[68412,650168],[69541,655837],[70435,323377],[72430,329990],[72917,481535],[75024,681379],[76755,496934],[77064,345009],[79954,706534],[81415,520085],[85682,728099],[87048,372493],[88431,376073],[88918,539444],[90796,747036],[91191,748150],[92512,753708],[93373,389812],[93545,756799],[93908,757890],[94032,760352],[95190,261716],[97715,401396],[100464,784269],[100951,787822],[102708,414973],[103058,587049],[104553,420320],[104916,283635],[105040,594157],[106018,808808],[107147,814477],[108041,430402],[108878,609556],[109187,435339],[112001,442890],[112911,834097],[115907,449118],[116543,844562],[117660,453414],[120289,857471],[121043,859239],[122663,865095],[123328,468106],[123725,319828],[123929,868355],[124324,869469],[125295,471788],[126678,475368],[127041,326836],[127165,660573],[128143,884942],[131806,675710],[132482,897528],[133848,493019],[135231,496599],[135718,686115],[137596,502959],[137991,348323],[139312,923137],[140173,510338],[140345,926228],[140708,927319],[140832,929781],[141990,355383],[142589,516536],[142939,710277],[145657,945513],[146363,527595],[146760,366518],[147843,950586],[148238,528704],[148452,724839],[151394,534926],[152124,961380],[152487,374809],[156197,744686],[156711,974950],[160030,554039],[160330,555804],[160436,389477],[161530,987377],[162663,559528],[164416,563824],[164811,397436],[166132,1003165],[169130,576743],[170040,1012827],[170403,577482],[170535,781178],[173036,582971],[173672,1023292],[174789,587267],[177418,1036201],[178172,422226],[180457,601959],[180854,426853],[181058,1047085],[181453,1048199],[182424,605641],[184170,433861],[185894,615081],[186229,826821],[186968,618472],[187509,1067510],[188288,621573],[188394,442555],[190517,622756],[192873,1078596],[195059,1083669],[195454,451697],[198430,640354],[199340,1094463],[199703,641093],[199835,855036],[200110,1097225],[204373,649833],[204883,468324],[207529,656055],[209368,1119322],[210122,477274],[213016,886644],[214150,1131784],[214856,674266],[215253,487044],[216336,1136857],[219887,681597],[220617,1147651],[220980,495335],[224249,1158116],[228523,700710],[228823,702475],[228929,510003],[230023,1173648],[231156,706199],[233304,517962],[235214,942666],[235432,717036],[236658,720527],[236849,1193369],[238229,527813],[239874,1198442],[242856,530770],[243397,1205003],[246405,537800],[247627,964763],[248761,1216089],[249467,743242],[249864,544953],[250947,1221162],[253230,749642],[256779,753926],[265965,772263],[266634,773721],[269028,780213],[269134,576408],[273613,1270423],[275799,1275496],[276194,585550],[280080,1286290],[285623,602177],[288269,814695],[290862,611127],[294153,829347],[297835,1070919],[301750,624980],[301941,1333749],[304966,1338822],[306874,847579],[309268,854071],[309374,640019],[313630,860783],[316846,1360814],[329099,886465],[331896,674484],[336523,677441],[337064,1400233],[340072,684471],[342428,1411319],[344614,1416392],[364733,948722],[368811,726582],[375182,964584],[377979,743460],[382215,977476],[385897,1230274],[393028,1502340],[408775,783620],[408966,1530125],[411991,1535198],[440876,1070740],[464028,1103281],[489337,896011],[513554,1697570],[551286,1230095], [4467,179792,1043825],[6548,211742,1126946],[7434,225204,1161221],[9174,251556,972387],[10534,262646,1246542],[11004,268249,1259337],[11935,280850,1289052],[12608,184294,819213],[13556,298376,1327736],[13878,307209,1087187],[14763,308489,1345383],[16389,324051,1375614],[17062,330516,1388599],[18023,216945,894268],[19383,232909,710495],[20398,365068,1197273],[20707,365259,1457968],[21040,374964,1213242],[21859,373034,1469392],[22361,376599,1475405],[23678,386438,1491254],[26043,271257,781396],[26365,266969,1005551],[27250,415514,1541759],[28876,183807,609221],[29754,437359,1584048],[30104,440658,1326058],[32144,449644,1599250],[33296,311497,855254],[34279,464363,1359645],[34588,464554,1620726],[35740,472329,1632150],[37492,330325,889956],[37801,216731,675375],[38134,328881,1128937],[38953,493560,1664622],[39455,497125,1670635],[40772,350446,923355],[45078,531409,1723317],[47159,376408,968075],[47468,251342,744351],[48277,547769,1744163],[48627,551068,1489576],[50667,560054,1759365],[51819,399559,1003383],[52526,267708,777112],[52876,401178,1008077],[54916,583497,1791077],[57051,420655,1039513],[57360,285113,808473],[58512,606182,1823977],[65102,307948,850970],[65452,453196,1089713],[69191,652538,1878987],[71272,475703,1122634],[71581,328314,884607],[74674,678080,1909588],[77873,346897,919071],[78223,502741,1163747],[80263,706725,1945636],[84565,724297,1966857],[85006,529039,1201795],[95789,396010,999099],[96139,563606,1249068],[106797,811178,2057717],[113274,443629,1075359],[113406,622538,1330276],[131365,893726,2136286],[144523,717215,1452140],[155756,971845,2207839] ] cell #898 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [9804],[15123],[16044],[20158],[21893],[22850],[23930],[28531],[29877],[30343],[31235],[31595],[34912],[38987],[41024],[43481],[43593],[44616],[45201],[45667],[48866],[53115],[54007],[54367],[56102],[57684],[60147],[60740],[63617],[65691],[67594],[67706],[69780],[73077],[73189],[74212],[74797],[75263],[76155],[78462],[85720],[89078],[89190],[90834],[91427],[94304],[96378],[97753],[98346],[99092],[101223],[102246],[103297],[105200],[105312],[107386],[116914],[117698],[118291],[119037],[123967],[127325],[127437],[130630],[132520],[135990],[137634],[138227],[138973],[141104],[143178],[147881],[148612],[149299],[151432],[152610],[155021],[164454],[165047],[165793],[167544],[174043],[174827],[179206],[181096],[184566],[188272],[190555],[190813],[191140],[191730],[196844],[204747],[207567],[211156],[216374],[217792],[219925],[221103],[225664],[232947],[235871],[237509],[238099],[241411],[241539],[250985],[254534],[256817],[257075],[263106],[271295],[271880],[272470],[282399],[288307],[293441],[295679],[295807],[299468],[300254],[311535],[312843],[314481],[315071],[325600],[331766],[335078],[335206],[350484],[360220],[362631],[362784],[374126],[377849],[381503],[383741],[383869],[399597],[402832],[407279],[422096],[432625],[438154],[447016],[454850],[459515],[462079],[477144],[483310],[494652],[504395],[523059],[529769],[532204],[541219],[565260],[580869],[595932],[623404],[626473],[662348],[678875],[717291],[725752],[785113],[826878],[942404] ] cell #899 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [9858],[12984],[15377],[16098],[19642],[19954],[21287],[21947],[23106],[23219],[24184],[28585],[29609],[31391],[31773],[32243],[33835],[35168],[35281],[38381],[39041],[41278],[44237],[44836],[44933],[45463],[45510],[46087],[48132],[49914],[50296],[54163],[54545],[55015],[56156],[57940],[58053],[60960],[61860],[62617],[68350],[69046],[69576],[69623],[73833],[74432],[74529],[75059],[75106],[75683],[76693],[77163],[79510],[79892],[83353],[84420],[85069],[89834],[91647],[92547],[92594],[98566],[99466],[100223],[102466],[103093],[103140],[103717],[105956],[106652],[107182],[107229],[108816],[109959],[111165],[118511],[119411],[121600],[128081],[130153],[130850],[131220],[131744],[131869],[134990],[136299],[138447],[139347],[139394],[142974],[143021],[144150],[154544],[155241],[155611],[156135],[157921],[165267],[166167],[166214],[167088],[167223],[168294],[169464],[170570],[170617],[174176],[178729],[179426],[184875],[191033],[196388],[196523],[197594],[198764],[199870],[199917],[210679],[211376],[212489],[212643],[213051],[213696],[215320],[226414],[227584],[228737],[239285],[239420],[241335],[247100],[247254],[247662],[248307],[249931],[257295],[263856],[265026],[266179],[266321],[266331],[266677],[267181],[282078],[283702],[297308],[297462],[297870],[299742],[306561],[306571],[306917],[307421],[316257],[316392],[318307],[325279],[326903],[328759],[329687],[345866],[346370],[360712],[364420],[364430],[364776],[367198],[374842],[375770],[385370],[385524],[385932],[387804],[394979],[395483],[402330],[420017],[436274],[440536],[441810],[443102],[454348],[460007],[463715],[463725],[464071],[475065],[521088],[521561],[523551],[528401],[535860],[546684],[550946],[552220],[588201],[615165],[616986],[626965],[642217],[656989],[682531],[716327],[718970],[729219],[785605],[815629],[839235],[898648],[1017965] ] cell #900 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [21634],[23453],[31181],[33625],[35515],[38728],[43154],[43427],[44609],[47808],[49704],[53953],[55843],[58287],[60398],[60733],[61159],[63178],[67540],[68722],[73023],[74205],[76101],[79300],[83488],[85971],[86732],[89024],[91420],[91846],[98339],[98765],[99038],[100784],[102239],[105146],[106328],[110369],[115466],[118284],[118710],[118983],[121735],[124979],[127271],[130288],[130623],[132771],[133532],[138220],[138646],[138919],[148558],[149582],[154679],[155014],[157125],[162222],[165040],[165466],[165739],[167498],[167537],[172595],[175839],[178864],[179199],[182108],[187003],[190806],[195774],[196798],[196837],[204693],[205717],[210814],[211149],[218075],[223172],[225618],[225657],[230715],[233959],[235864],[236010],[240248],[242891],[244996],[246694],[253265],[257068],[263060],[263099],[276514],[277538],[282392],[286457],[291554],[293303],[294031],[299422],[299461],[300956],[301102],[312836],[312982],[321968],[325593],[333915],[336558],[338663],[340361],[356727],[360080],[362624],[363486],[367961],[368689],[374119],[379998],[381365],[382093],[387484],[406447],[407981],[408127],[428993],[432618],[438016],[438946],[444465],[447009],[458465],[459375],[462781],[484012],[488487],[489215],[494645],[508010],[522919],[523909],[532066],[541921],[549356],[568875],[572799],[578318],[580862],[596634],[626333],[636410],[645038],[663050],[670580],[678737],[696027],[726454],[739556],[767580],[784973],[803678],[835845],[879812],[943404],[952404],[1065404],[1190990] ] cell #901 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [23307],[29681],[34013],[35369],[42327],[42789],[45005],[45550],[46175],[48204],[48393],[50092],[58141],[59997],[62813],[63421],[64227],[66902],[69118],[69307],[69663],[74601],[75146],[75771],[79688],[84492],[85429],[85570],[86367],[87382],[90684],[92634],[93500],[94108],[100419],[101027],[101833],[103180],[103805],[106724],[106913],[107269],[111525],[112866],[114004],[122739],[123817],[124614],[131292],[132229],[132370],[133167],[134182],[135794],[136339],[136600],[139434],[140300],[140908],[143061],[146194],[147731],[148722],[155683],[158281],[159622],[166254],[168654],[169995],[170657],[171133],[174536],[175474],[176489],[179868],[180946],[181743],[184370],[184915],[186112],[187695],[197954],[199295],[199957],[202329],[211818],[214687],[214803],[215680],[216224],[217021],[217215],[221710],[226774],[228115],[228777],[233594],[235406],[249298],[249414],[250291],[250835],[251632],[253957],[264216],[265557],[266219],[266852],[267045],[268435],[268456],[270011],[271607],[276678],[283069],[283185],[284062],[300102],[307092],[307285],[308675],[308696],[310251],[311847],[326270],[326386],[327263],[329073],[329094],[329592],[331116],[332502],[347624],[347645],[349200],[364951],[365144],[367636],[367752],[375156],[375177],[375675],[377199],[378585],[388164],[396737],[396758],[398313],[400183],[400406],[400582],[421446],[422832],[440850],[440871],[441369],[443724],[443745],[452201],[452424],[452600],[464246],[464439],[466931],[476494],[477880],[480465],[502145],[521475],[521496],[525738],[525961],[526137],[529119],[538374],[551260],[551281],[551779],[554134],[563010],[572123],[614800],[615097],[619573],[621012],[635734],[642604],[646867],[647090],[647266],[716324],[716736],[719357],[733245],[745970],[750743],[752182],[794374],[828692],[839622],[856992],[873501],[902674],[945034],[955975],[1018352],[1052231],[1078117],[1142246],[1269944] ] cell #902 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [45600],[48799],[62498],[66587],[69713],[75196],[82831],[83234],[85160],[90274],[93185],[100104],[103230],[107319],[110780],[111256],[111813],[114809],[121481],[123407],[130034],[131960],[134871],[139985],[146442],[149993],[151026],[154425],[158012],[158569],[168385],[168942],[169345],[171938],[174267],[178610],[180536],[186781],[193658],[197685],[198242],[198645],[202577],[207161],[210560],[214935],[215411],[218486],[219519],[226505],[227062],[227465],[241216],[242669],[249546],[250022],[253043],[259920],[263947],[264504],[264907],[267521],[268741],[274398],[278982],[283317],[283793],[287901],[294868],[299833],[306308],[307761],[308981],[318188],[319641],[326518],[326994],[336336],[343213],[346710],[347930],[353587],[358171],[360858],[360986],[366331],[369526],[372306],[374491],[382930],[387895],[395823],[397043],[413333],[414786],[422506],[426666],[433543],[435994],[436824],[443442],[444030],[445243],[445371],[460153],[460281],[471601],[477554],[486857],[490052],[492832],[495017],[516349],[520794],[523697],[524687],[530044],[530874],[538080],[544766],[546404],[547234],[553852],[577295],[579096],[579224],[605454],[611407],[616706],[617746],[624208],[627111],[640906],[641923],[645816],[671358],[676715],[677545],[684751],[700523],[718676],[719755],[728939],[740334],[748916],[772076],[776386],[782848],[785751],[804456],[838941],[850244],[860011],[880590],[889184],[898368],[918345],[953182],[967303],[998373],[1017671],[1038741],[1074633],[1121862],[1191922],[1201023],[1321320],[1451541] ] cell #903 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6053],[9812],[10327],[14446],[15131],[15349],[16052],[19176],[20166],[21901],[22894],[23938],[24156],[26933],[28539],[29921],[30351],[31243],[31603],[32215],[33523],[34956],[38995],[39843],[41032],[41250],[43052],[43489],[43637],[44793],[45245],[45675],[48874],[53123],[54015],[54375],[54987],[56110],[57728],[60917],[62362],[63076],[63513],[63661],[65699],[67602],[67750],[69788],[73085],[73233],[74389],[74841],[75271],[76163],[77135],[78470],[83098],[89086],[89234],[91604],[94200],[94348],[96386],[98523],[99100],[99968],[100682],[101119],[101267],[102423],[103305],[105208],[105356],[107394],[116922],[118468],[119045],[121345],[122831],[127333],[127481],[129898],[130807],[134735],[135886],[136034],[138404],[138981],[141000],[141148],[143186],[148620],[149307],[152654],[154289],[155198],[165224],[165801],[169209],[174051],[176174],[178474],[179383],[179960],[184462],[184610],[188280],[190990],[191212],[191774],[198509],[204755],[210424],[211333],[211910],[213417],[217113],[217800],[221147],[227329],[234294],[237581],[238143],[241080],[241469],[241479],[248028],[251724],[254542],[257252],[264771],[269020],[271952],[272514],[281799],[285495],[293933],[295737],[295747],[300184],[309260],[314553],[315115],[318052],[325000],[328696],[331248],[335136],[335146],[347298],[348209],[360278],[362714],[366919],[377331],[381995],[383799],[383809],[396411],[397322],[402772],[407209],[421578],[436076],[438646],[444309],[451304],[454790],[459573],[462009],[476626],[504335],[516937],[523117],[529251],[532696],[546486],[565200],[585157],[615297],[616788],[623344],[626531],[679367],[717231],[729021],[785171],[825983],[898450] ] cell #904 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [244687],[255061],[261781],[294421],[303371],[315251],[321659],[338354],[345074],[355448],[360018],[361274],[369079],[371195],[382483],[384599],[391433],[410396],[416804],[428684],[435404],[436910],[445659],[460569],[470490],[489605],[491721],[498555],[511959],[530960],[547320],[579512],[589433],[604343],[677631], [44603,538453],[45555,535352],[60125,615908],[60727,619652],[63361,629224],[69668,656481],[74199,480544],[75151,682023],[77086,501005],[82344,717872],[85698,728141],[86300,731885],[90812,747078],[91256,748345],[91414,750822],[92639,754352],[94048,760394],[95212,393883],[97731,401446],[98333,570763],[100967,787864],[103185,587693],[103594,418538],[107274,815121],[109209,613627],[114322,838137],[115972,449469],[117676,453464],[118278,634374],[120591,858128],[121059,859281],[122679,865137],[123747,468750],[123945,868397],[124389,869664],[124547,872141],[126011,323393],[129144,481800],[132498,897570],[133100,901314],[135296,496950],[135734,686157],[137612,503009],[138056,348728],[138214,693991],[139439,923781],[140848,929823],[142012,514409],[143066,710921],[143475,520101],[146782,528239],[147859,950628],[151410,534976],[152189,961575],[153535,539709],[156727,974992],[157606,976776],[159555,982868],[160380,555846],[160841,389828],[161078,986266],[161546,987419],[162728,559879],[164432,563874],[164876,397841],[165034,765544],[166259,1003809],[170662,781822],[171451,1016867],[173101,583322],[174805,587317],[175407,793014],[177720,594422],[178188,422276],[179808,1043867],[180876,602603],[181074,1047127],[181518,1048394],[181676,1050871],[183140,430418],[183872,609572],[184310,819255],[187525,1067552],[188338,621615],[188799,442906],[190065,1072682],[190533,622806],[190800,834739],[194204,629447],[195075,1083711],[195519,452102],[199962,855680],[200541,1097773],[204438,650184],[204818,652089],[204933,468374],[206198,1110489],[207545,656105],[209670,660838],[210138,477324],[211758,1126988],[215275,674910],[216352,1136899],[216796,675726],[216961,894310],[219903,681647],[220682,1147846],[222028,686380],[225220,1161263],[226099,505125],[228873,702517],[229334,510354],[229571,1172537],[230039,1173690],[231221,706550],[233369,518367],[235482,717078],[235858,943214],[236674,720577],[237280,1193917],[238164,723848],[238279,527863],[240729,725104],[243413,1205045],[245953,1210175],[246421,537850],[249886,743886],[250963,1221204],[251407,744702],[251572,972429],[251964,1224087],[256795,753976],[257414,556069],[260466,760617],[262662,1246584],[263541,565990],[266985,1005593],[268265,1259379],[269078,780255],[269539,576759],[270805,1264509],[274944,788087],[275815,1275538],[276259,585955],[280145,1286485],[285178,808824],[285558,810729],[285673,602227],[286938,1302316],[288285,814745],[290878,611177],[293230,1064732],[293453,826674],[294797,830235],[295070,1322773],[296537,621838],[298392,1327778],[301766,625030],[302372,1334297],[305821,632605],[307225,1087229],[308505,1345425],[309318,854113],[309779,640370],[311045,1350555],[313646,860833],[317701,865360],[328379,884958],[329149,886507],[331831,893277],[331946,674534],[337080,1400275],[339620,1405405],[340088,684521],[344630,1416434],[351081,702740],[354133,930046],[357208,712661],[361051,945761],[365084,1197315],[369455,727470],[369728,1464429],[373050,1469434],[375232,964626],[377914,971396],[378029,743510],[382859,978364],[386454,1491296],[400478,1005404],[403562,780478],[408791,783670],[409397,1530673],[412846,791245],[415530,1541801],[418070,1546931],[440926,1070782],[445436,836608],[452496,1087040],[455580,854336],[460346,1100320],[464379,1359687],[472345,1632192],[489981,896899],[490254,1659659],[493576,1664664],[526033,1197126],[551336,1230137],[579289,1015338],[606198,1824019],[647162,1359498], [7514,228048,1169139],[10614,265490,1254460],[11957,281281,1289600],[14454,311780,1095105],[16411,324482,1376162],[17084,330947,1389147],[18458,345631,1419317],[19463,233527,934973],[20729,365690,1458516],[21167,375608,1213790],[22383,377030,1475953],[24656,394744,1506123],[25590,402095,1519149],[26941,271540,1013469],[28898,290410,819478],[30231,441302,1326606],[30640,441575,1588687],[31091,452273,1342605],[32166,450075,1599798],[32843,454113,1605711],[34610,464985,1621274],[37823,334396,894533],[38261,329525,1129485],[39477,497556,1671183],[41750,232925,710545],[42899,522410,1713429],[43337,525810,1456868],[45964,535625,1727956],[47490,380479,972652],[48754,551712,1490124],[49163,551985,1748802],[50689,560485,1759913],[53003,401822,1008965],[53412,271273,781446],[53863,400255,1256559],[54938,583928,1791625],[55615,587966,1797538],[57382,424726,1044090],[62923,625824,1849108],[65579,453840,1090601],[65988,311513,855304],[67012,643539,1869099],[67450,646939,1619626],[70077,656754,1883626],[71603,479774,1127211],[72495,330341,890006],[72933,481577,1132032],[75560,682296,1914227],[78350,503385,1164635],[78759,350462,923405],[80285,707156,1946184],[88496,376424,968125],[88934,539486,1216337],[93610,756994,1998665],[96266,564250,1249956],[96675,399575,1003433],[100529,784464,2027838],[104618,420671,1039563],[105056,594199,1292147],[107683,815394,2062356],[112976,834292,2082687],[113533,623182,1331164],[126743,475719,1122684],[127181,660615,1378709],[140410,926423,2168094],[148303,529055,1201845],[148468,724881,1461049],[170105,1013022,2241327],[186245,826863,1583127],[199405,1094658,2307743] ] cell #905 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [7841],[11272],[12581],[15031],[17223],[17461],[18955],[22522],[22760],[25153],[25354],[25707],[28021],[28259],[32607],[32960],[36403],[36641],[36832],[37351],[40083],[40436],[43950],[44545],[46499],[47018],[51130],[51483],[52147],[52788],[56391],[56910],[61426],[61737],[62179],[64723],[65364],[68063],[70612],[71131],[72744],[77494],[82071],[83913],[84243],[84865],[87310],[88745],[92113],[92424],[95410],[98094],[102970],[109986],[110577],[112560],[116221],[118039],[122160],[122490],[125557],[134110],[135545],[143969],[145095],[149790],[151773],[157333],[159316],[162977],[173350],[175168],[182686],[186414],[192311],[201230],[205925],[207908],[218283],[220266],[231470],[240456],[242302],[252676],[258573],[273051],[286665],[288648],[299039],[319274],[334123],[335969],[352240],[365964],[380206],[406064],[426299],[436522],[458082],[486490],[544399],[570375],[633986],[722470],[862726] ] cell #906 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [31993],[39198],[39304],[44752],[50516],[53278],[54765],[55262],[60876],[62359],[65854],[68441],[68865],[73055],[73429],[74348],[78625],[80112],[83095],[83631],[89056],[89430],[90503],[91563],[93046],[96541],[98482],[99965],[105178],[105552],[106471],[111009],[111674],[115609],[118427],[119930],[121342],[121878],[123176],[127303],[127677],[129895],[130431],[138363],[138678],[139846],[144876],[145298],[148590],[150222],[150887],[154286],[154822],[156835],[158430],[160175],[162365],[165183],[165498],[168803],[172738],[178471],[179007],[187633],[190949],[192092],[192514],[195806],[198103],[200300],[200671],[201011],[207022],[210421],[210957],[213369],[218715],[219380],[223315],[226923],[230858],[233991],[237039],[237410],[241077],[243521],[246837],[247980],[251842],[252047],[258354],[264365],[272832],[273254],[276546],[278843],[281751],[287762],[291697],[293930],[294948],[295153],[298820],[302131],[302502],[304185],[306169],[312074],[324952],[337188],[340504],[341647],[352021],[358032],[360207],[361862],[366871],[368588],[369606],[369811],[392247],[405845],[409156],[409527],[411210],[413194],[431977],[436014],[439573],[444592],[446247],[457863],[466166],[487397],[489114],[490132],[490337],[512773],[524036],[530064],[545306],[549983],[573426],[578445],[580100],[600019],[617766],[637037],[645165],[666435],[670707],[676735],[696654],[739683],[748936],[768207],[776406],[803805],[836472],[850264],[879939],[918365],[952531],[998393],[1065531],[1074653],[1191942],[1320508] ] cell #907 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [16344],[24149],[27516],[28831],[30861],[32113],[35111],[39424],[41243],[42245],[44180],[45788],[49827],[50636],[53633],[54885],[55439],[57883],[58983],[59809],[61773],[62545],[63792],[66209],[68561],[69901],[73776],[74044],[75384],[76224],[79423],[80232],[80786],[81961],[83281],[85295],[89777],[90045],[92702],[93232],[94479],[97415],[99379],[99621],[100151],[101398],[106167],[107507],[108347],[109495],[111391],[111860],[113593],[117360],[119324],[119566],[120266],[121528],[122892],[123542],[128292],[128761],[128819],[131445],[132095],[139502],[140032],[141279],[145634],[145783],[146577],[147140],[151073],[153152],[153210],[155836],[156672],[158147],[158616],[160349],[166322],[166624],[167045],[168989],[170722],[177395],[180021],[180671],[185807],[187470],[188307],[189206],[189264],[192850],[193793],[195924],[196345],[198289],[200031],[201769],[201918],[202712],[203275],[207208],[209345],[211971],[212389],[214127],[215070],[219566],[225165],[228842],[235451],[236770],[238821],[239242],[239851],[243358],[247000],[248738],[249681],[255468],[255526],[259112],[260055],[262607],[268210],[269047],[273590],[274533],[279029],[280771],[287948],[293345],[293543],[297208],[298337],[301862],[304943],[305496],[308450],[309287],[315793],[316214],[316823],[323972],[329118],[330437],[337025],[342405],[343348],[352779],[353722],[360388],[365180],[372995],[375201],[376520],[381605],[385270],[386399],[393005],[400370],[408887],[411968],[412521],[415475],[436316],[438256],[440895],[449565],[452388],[459683],[464475],[472290],[493521],[497046],[500680],[513531],[523227],[525925],[530366],[532306],[546726],[551305],[559975],[583418],[606143],[617028],[618068],[626641],[647054],[651495],[677037],[678977],[706646],[721224],[729261],[749238],[785281],[810135],[841489],[861480],[890653],[898690],[968772],[989618],[1020219],[1155043],[1175889] ] cell #908 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80625,233038],[80764,356544],[99242,271386],[99599,406264],[108149,290540],[119187,311626],[119544,458282],[128797,481283],[129319,331804],[130974,334526],[139123,350575],[139480,507827],[153188,539192],[153710,377887],[155365,380609],[165943,399688],[166300,568692],[166691,569984],[167632,403441],[177373,593905],[177895,422134],[179550,424856],[189242,620391],[195991,633595],[196932,455459],[209323,660321],[209845,477182],[211500,479904],[213164,483295],[214105,670267],[224811,693212],[225752,505004],[238888,722079],[239829,723597],[240904,529807],[247775,541204],[248716,739243],[255504,751561],[262253,764765],[263194,565869],[267856,775483],[281546,595917],[297983,832920],[299556,624013],[304921,843862],[308096,849341],[315860,862335],[316801,863853],[324747,662333],[342383,908672],[361431,944314],[366666,725737],[372641,960203],[386045,981049],[392983,991991],[411946,1022592],[415121,1028071],[436641,826791],[445816,1077397],[460726,1098873],[471936,1114762],[493167,1146474],[513509,1178262],[556226,1236752],[579669,1269224],[605789,1306589],[621995,1328826],[702897,1431982],[780635,1525202],[854493,1611764], [10487,163181,261961],[16038,205880,319120],[16336,125674,208783],[18416,223858,345254],[19336,231674,355628],[20868,240411,364311],[21819,245130,543534],[24002,161277,258030],[24045,258096,388301],[27210,277672,414265],[27508,176316,280604],[28525,286620,426145],[28823,182803,289523],[29214,292240,292513],[30415,190264,297153],[30757,298562,439729],[32009,303980,638055],[34950,124058,318757],[35089,205534,467066],[35700,322102,664663],[37962,334078,484837],[38913,338797,485625],[39277,222203,341323],[39320,341442,495423],[41096,229770,351697],[41139,351763,508827],[41939,356861,356890],[42237,234436,234654],[42568,360532,521071],[43631,147972,363948],[44158,240065,524763],[44768,369116,736790],[45739,151216,371811],[45766,244813,741340],[47629,380161,542746],[48938,158759,385215],[49481,387618,755183],[49629,161208,388583],[50532,392042,769225],[53187,271004,404178],[53357,275119,404889],[53529,405587,573582],[53730,406581,406610],[54781,411005,574444],[55278,174918,413902],[55417,277355,586009],[57722,181187,425782],[57861,286274,600919],[58472,429127,598247],[58836,290585,290609],[58879,431719,431772],[59787,293782,614681],[60238,295265,296053],[60892,294458,831985],[61084,190195,440011],[62523,301448,847253],[63655,193582,448333],[65763,311244,456196],[65933,194379,456907],[66105,457605,637193],[66306,458599,458628],[67744,202501,463243],[68457,465961,865993],[68881,468411,877046],[69852,207351,471106],[69879,321785,881596],[72164,481058,667742],[73227,216465,484474],[73445,220016,485262],[73727,334571,334595],[73754,333732,671434],[73940,487139,487192],[74364,489642,667814],[75335,219709,492337],[75362,338480,672364],[76026,222158,495705],[78534,226274,505741],[78704,354308,506452],[79077,508144,508173],[79225,229701,509109],[80128,512568,697672],[81680,520880,520954],[82474,362189,363051],[83259,236356,948396],[83647,527900,949549],[85108,152871,736601],[85811,241785,369923],[86657,244173,534061],[88165,538967,736718],[89228,251076,542383],[89446,151523,543171],[89728,380654,380678],[89755,379815,740410],[89941,545048,545101],[90519,547051,974920],[90925,252159,384115],[91579,382520,980114],[91771,254547,550421],[92680,387301,983784],[93210,389510,995382],[94342,259844,558743],[95012,163742,394058],[96450,263716,566606],[96620,260641,567317],[96993,569009,569038],[97393,400807,773321],[97438,570316,570494],[97844,98498,403078],[98690,270935,573864],[98963,275074,574726],[100129,408473,773395],[101261,274322,582186],[103369,279172,590049],[105350,179023,597096],[105568,288398,597884],[105850,424901,424925],[106063,599761,599814],[106487,602264,800912],[107458,288091,604959],[107485,428810,805462],[110186,437826,438756],[111025,617353,1067480],[111204,188925,831796],[111838,442588,1071576],[112310,620166,831913],[114452,300521,446574],[115625,631314,1082632],[116986,305996,633221],[117338,452825,847179],[117383,633927,634105],[117789,118443,455096],[118635,311175,637475],[118908,194334,638337],[120244,460052,1097699],[120721,312401,462346],[121506,313328,1102955],[121894,461574,1104108],[123255,317876,650936],[124904,321145,655190],[127475,210973,663512],[127693,207658,664300],[127975,479949,479973],[128188,666177,666230],[128480,131908,667625],[129274,130059,483577],[130447,674571,888454],[132611,335452,490449],[133457,337840,680732],[136028,343137,689054],[136528,224692,501180],[137319,693544,693722],[137725,138379,504641],[138571,227087,697092],[138844,354263,697954],[140010,510036,915354],[141142,353511,705414],[141812,232235,514584],[143250,357383,713277],[145612,523596,1193843],[147118,526362,948322],[147163,722411,722589],[149399,367771,531876],[150238,729586,1204973],[151051,536638,1209069],[152648,246853,735883],[153665,154450,541486],[154838,743547,966573],[156318,546541,1223960],[156942,381175,549166],[157781,548733,1226835],[157960,255187,979925],[158594,383357,1230931],[159066,751336,980042],[160191,256908,754820],[162381,557074,1241987],[164139,765097,765275],[164545,165199,565506],[165391,264529,768645],[165664,260596,769507],[167315,168333,572609],[168154,775815,775993],[168967,576441,1007377],[171581,407546,580427],[172754,789954,1274459],[174115,413021,791861],[175764,416290,796115],[177850,178635,596199],[182033,428170,813830],[184604,291713,822152],[185104,185274,613802],[187116,616843,1322646],[189764,833252,833430],[190646,190965,623650],[191768,302518,838793],[192828,627010,1334223],[195699,306333,846284],[196615,197633,636220],[197454,849673,849851],[198267,640052,1089013],[200687,315109,858784],[203253,647491,1102881],[203298,862667,862845],[204618,317831,866275],[206373,653502,1367345],[207186,469248,1371441],[209800,210585,662615],[217892,488297,678547],[218731,899015,1400203],[219544,683309,1404299],[221141,340520,905312],[223331,912976,1152844],[225435,226453,695837],[230874,703745,1437217],[233884,358196,938074],[237426,238137,718528],[240859,241241,726019],[242148,370286,955423],[243004,729076,1464302],[245652,960535,960713],[246128,734228,1470482],[252522,384478,976269],[256026,981381,981559],[262877,263895,767390],[272508,409543,1017523],[273568,785650,1530599],[276439,413358,1025014],[278194,1028403,1028581],[279007,798692,1280840],[287113,812142,1563721],[287926,603101,1567817],[295628,296416,828140],[299239,299781,835655],[300239,446292,1076602],[312119,462064,1098078],[322624,1115094,1115272],[335815,490812,1141694],[336671,898505,1659532],[339319,1146806,1146984],[339795,903657,1665712],[360757,360806,943140],[361907,362769,943519],[407264,580145,1268429],[418245,1033223,1803591],[429649,1306921,1307099],[436059,436131,1064605] ] cell #909 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [14360],[15675],[18103],[18217],[21143],[22962],[24482],[25962],[26847],[27049],[29989],[30207],[31087],[33215],[33531],[35024],[37478],[37706],[38237],[40691],[41576],[43060],[43333],[43705],[45313],[47145],[47373],[48730],[49610],[51738],[52979],[53859],[57037],[57265],[57796],[61065],[63084],[63729],[65555],[67446],[67818],[68617],[71258],[71486],[72929],[73301],[74909],[78326],[78518],[79206],[82392],[84992],[86638],[88930],[89302],[90617],[91752],[92906],[94416],[96242],[96434],[98671],[100690],[101335],[105052],[105424],[111123],[113509],[114370],[116970],[118616],[119952],[120382],[120639],[124885],[127177],[127549],[129192],[133438],[136102],[138552],[141216],[143234],[145320],[145750],[148464],[150336],[152722],[153583],[156279],[156288],[161126],[165372],[171499],[174099],[175745],[177768],[182014],[184678],[186241],[187077],[187086],[190113],[192536],[192966],[194252],[195680],[200006],[209718],[218829],[221215],[222076],[229619],[233865],[235355],[236745],[240777],[242129],[242965],[242974],[260514],[270853],[273276],[273706],[274992],[276420],[290458],[293320],[296397],[300447],[301837],[311093],[317749],[334444],[335796],[336632],[336641],[354181],[362977],[367978],[380527],[384459],[403422],[407472],[408862],[424774],[438963],[455440],[462272],[479822],[483503],[488504],[504985],[541412],[549373],[565850],[572816],[596125],[623994],[636427],[662541],[696044],[725945],[767597],[827071],[835862],[943421],[1064502] ] cell #910 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41898,142232],[53689,169711],[58919,183407],[66265,199011],[73127,213610],[73980,215928],[79036,227831],[80798,232275],[89128,248221],[89981,250539],[96952,265273],[98584,267622],[99633,270147],[105250,281992],[106103,284310],[118529,307862],[119578,310387],[127375,325193],[128228,327511],[128884,329232],[129864,329654],[138465,346811],[139514,349336],[148662,367112],[153275,375315],[154255,375737],[165285,395924],[166334,398449],[166865,400305],[177460,419562],[178440,419984],[189329,441009],[191051,443543],[196165,452323],[209410,474610],[210390,475032],[214192,482851],[224985,501868],[239062,525860],[239916,527084],[241046,528368],[248803,540760],[255591,551419],[262427,562733],[268030,571846],[293849,614994],[298157,620735],[305008,630498],[308270,635457],[316034,646989],[316888,648213],[342470,687431],[361670,718111],[372815,732968],[386219,751905],[393070,761668],[412033,789138],[415295,794097],[446055,838376],[460965,858367],[472110,873224],[493341,902397],[513596,931097],[556465,986505],[579908,1017106],[605963,1051954],[622234,1072921],[703136,1172776],[780874,1264748],[854732,1350794], [7532,78980,138750],[10632,96896,165570],[10923,98451,168131],[12089,105899,178976],[14472,119834,195878],[14682,118396,197431],[16543,128024,210926],[16775,212622,328994],[16967,129994,214069],[18606,137296,138332],[18667,139260,227022],[19481,81183,234063],[21627,86836,245750],[21778,155126,245629],[21975,156078,246806],[22074,247233,375077],[22266,154385,248680],[24594,94996,262140],[24804,164116,165152],[24865,166080,264464],[25426,168273,267789],[26959,99889,276618],[27169,102351,278171],[27765,177337,178570],[29030,108759,291666],[30476,297441,440771],[30917,189741,190918],[31285,196437,301803],[31716,115578,304629],[31821,119087,304426],[32049,198605,304885],[32325,199783,306268],[32679,197573,308029],[35508,125083,322722],[35659,211261,322601],[35856,128348,323778],[36147,209287,210520],[38721,133636,339417],[38872,130735,339296],[39069,131687,340473],[39360,134831,342347],[39869,224037,224676],[40155,224744,226393],[41688,141796,355807],[41959,142887,358131],[42876,364755,524282],[43531,236711,239334],[44384,239793,241176],[44721,150215,369198],[44854,247541,369486],[45376,150986,372611],[45531,155259,372407],[45800,249910,372574],[48999,385503,551181],[49384,91950,256124],[49440,256003,257180],[49808,164237,389865],[50239,162334,392691],[50344,165843,392488],[50572,264867,392947],[50848,166526,394330],[51202,262186,263835],[54057,167137,408828],[54488,172707,411654],[54593,99142,411451],[54821,169305,411910],[55097,170483,413293],[55451,174155,415054],[55836,175943,278292],[55987,56184,279751],[58280,182212,429747],[58431,179311,429626],[58628,106223,430803],[59428,185258,292419],[60121,297569,618003],[60845,111002,294540],[60978,294828,297749],[61263,189862,442943],[62027,297916,299721],[62328,306538,445353],[62458,192792,445786],[62900,306896,444838],[63357,198475,448782],[66989,464050,645411],[67644,313683,316306],[68293,121847,316509],[68398,204797,466407],[68497,316765,318148],[68834,209031,468493],[68967,209461,468781],[69489,207121,471906],[69644,211394,471702],[69913,326882,471869],[74317,218708,489724],[74450,212930,490012],[74972,219479,493137],[75127,130868,492933],[75396,215299,493100],[76205,76741,341888],[76636,223284,342091],[76969,77245,344206],[79404,137417,510391],[79835,230827,513217],[79940,139023,513014],[80168,227425,513473],[80444,139706,514856],[81334,81531,358940],[82084,360453,360691],[83064,360968,364397],[83194,145576,361401],[83600,239537,527982],[83733,239967,528270],[85048,242937,530891],[85694,247361,530301],[90496,91532,382602],[90808,385631,749173],[91233,552199,750267],[91665,382890,385811],[92460,158529,386015],[92615,257313,553953],[92714,385978,387783],[93015,262214,555763],[93145,262223,556196],[93587,394958,555248],[94044,264737,559192],[98869,168252,576796],[99934,266298,579206],[100064,273532,579639],[100506,266656,578691],[100963,169175,582635],[102484,103161,414887],[103006,278942,415091],[106004,179729,600260],[106440,177081,602346],[106573,177511,602634],[107095,287861,605759],[107250,179444,605555],[107519,283681,605722],[108328,108864,432218],[109092,109368,434536],[109736,435976,436251],[111144,187049,436841],[111643,297944,621532],[111773,297953,621965],[112953,441789,619097],[118814,197552,640407],[120208,121441,460696],[120331,459748,459986],[121055,464836,861415],[121311,460263,463692],[122675,318018,649497],[123295,323947,652020],[123941,324333,651430],[124366,656968,871586],[128129,211679,666676],[130400,213813,674653],[130533,214243,674941],[131153,131792,487638],[131848,336604,677562],[132494,212750,676972],[134701,135730,496263],[139415,227964,700624],[139815,224772,702434],[139945,224781,702867],[140387,345845,701919],[140844,227295,705863],[142365,143042,516450],[144129,235327,520811],[144207,360481,716923],[145699,523292,523530],[146330,365155,723779],[147855,365541,721159],[152166,535839,731330],[154791,248424,743629],[154924,248854,743917],[155544,156183,545547],[156251,157900,547251],[156492,546386,546661],[156723,381911,746164],[157654,548972,977015],[161542,560336,989553],[166235,265406,772177],[168772,267817,780172],[168902,267826,780605],[169844,170638,577396],[170082,402309,777737],[179804,284180,808137],[180424,280746,810660],[181070,281132,810070],[181495,815608,1050316],[183277,184306,608885],[185861,436291,826531],[187290,616688,616963],[187521,438562,828886],[192915,626706,626944],[195071,449926,841424],[198072,308057,854030],[198202,308066,854463],[199144,199938,641007],[199382,454327,851595],[206246,653741,1110728],[211754,327381,884271],[212700,329022,886352],[214823,330412,893208],[215798,216957,675039],[216348,330798,890588],[220659,682510,900759],[225216,345923,915593],[230035,707007,1175824],[243178,728921,729196],[243409,532612,956169],[246001,734467,1210414],[247311,375105,964471],[249434,376495,971327],[250409,251568,744015],[250959,376881,968707],[262658,395036,995621],[266601,400345,1005261],[266734,266981,773634],[268261,402387,1007616],[273655,785346,785584],[275811,583779,1020154],[280122,588180,1030325],[286986,812381,1302555],[297519,440799,1070627],[298388,441867,1071815],[306841,452363,1086897],[306974,307221,847492],[308501,454405,1089252],[336845,898350,898625],[337076,679283,1142440],[339668,903896,1405644],[344626,497407,1154978],[364700,525900,1196983],[364833,365080,948635],[373046,535917,1209308],[385581,551209,1229982],[386450,552277,1231170],[415526,588258,1281079],[418118,1033462,1547170],[463995,647029,1359355],[464128,464375,1103194],[472341,657046,1371680],[493572,682588,1404538],[606194,815686,1568056] ] cell #911 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [78859,700137],[80662,356746],[81062,515963],[96775,771690],[99279,406466],[99768,576909],[104270,801284],[108201,431959],[119224,458484],[119713,640520],[126395,877418],[128854,668186],[129361,484031],[129708,888826],[131026,487379],[137026,915240],[139160,508029],[147552,949921],[153245,737162],[153752,541940],[154099,966945],[155417,545288],[163846,995268],[165980,568894],[166696,773281],[167689,573408],[167861,1007263],[177937,596653],[179602,600001],[189299,832357],[189471,1071462],[194768,1083004],[195996,847139],[196989,637019],[197161,1088899],[203687,1104480],[209887,663069],[211552,666417],[213169,670478],[222592,1153216],[225809,696636],[236409,1192765],[238893,948282],[240946,726473],[245359,1208955],[247780,739454],[255561,980486],[255733,1230817],[261030,1242359],[263251,768189],[275508,1274831],[277901,1280726],[281551,803576],[299613,836454],[301501,1333145],[313381,1355137],[315865,1102841],[322331,1371327],[324752,879710],[339026,1404185],[354697,1437589],[366671,952302],[389563,1496663],[408526,1529521],[429356,1567703],[436646,1065228],[442641,1590262],[510089,1691893],[576494,1782089],[640105,1865210], [9011,245187,742139],[14141,303985,852110],[16171,322159,882395],[17860,338854,673163],[18384,223910,501335],[21106,369121,964323],[21506,371920,969303],[23771,387675,984583],[24263,392047,1000239],[24618,261199,262013],[26628,411010,778252],[27343,277729,586808],[27448,176353,418830],[28658,429184,806261],[29182,292292,434822],[30170,294463,1070479],[31158,445738,1086757],[34671,465966,1106861],[34987,468416,1118882],[35083,318962,319840],[35387,471215,1123862],[35891,208172,208820],[38200,489647,886204],[38600,492446,891184],[39261,222245,496159],[39538,341447,685084],[40865,508201,699056],[41357,512573,920211],[41712,354866,355680],[42072,356918,515670],[42177,234473,359182],[43404,361353,1196843],[43668,527905,1198002],[43764,364153,366530],[44607,247054,964154],[48004,547056,1224583],[48693,382525,1229834],[49263,553466,1233801],[49587,388282,389162],[49681,556148,1246112],[49799,257909,258665],[51912,569066,770609],[52942,167517,573303],[53341,275161,575180],[53795,406638,575828],[53930,579591,1005121],[55315,277557,586703],[55715,414400,791911],[57443,599819,806416],[57759,602269,1035761],[57855,425987,426865],[58159,605068,1040741],[58663,288912,289560],[58820,290627,431532],[59097,431777,608026],[60594,617358,1323269],[60731,297262,1070310],[61042,439710,442240],[61136,621917,1327306],[61254,297032,299131],[63692,631319,1338382],[65518,196817,636914],[65917,194421,638791],[66371,458656,639439],[66664,642644,1354035],[67517,460648,1359215],[67781,461579,1360374],[68664,319255,467991],[68741,205736,319415],[71664,666235,882550],[73000,213351,671115],[73264,674576,1131344],[73360,484679,487056],[73482,338682,673058],[73711,334613,486241],[74063,487197,673318],[74203,212443,886035],[76078,341629,685721],[77600,693727,915452],[78289,225637,696531],[78688,354350,698408],[79183,508808,509688],[79277,702819,1160791],[79395,351576,352332],[81882,521052,521284],[82908,719397,1454143],[83430,365945,527480],[83507,240267,366105],[86167,729591,1464925],[86709,734150,1468962],[86827,244152,246226],[89001,247962,740091],[89265,743552,1215649],[89361,542588,544965],[89483,245015,742034],[89712,380696,544150],[90064,545106,742294],[90226,745811,1484333],[91281,383410,1486787],[91418,385324,1229665],[91823,548655,1490824],[91941,157879,387193],[93028,258336,389308],[94379,557079,1501900],[95516,765280,995480],[96205,263079,768084],[96604,260683,769961],[97480,570499,773493],[98200,775998,1007475],[98337,267135,776199],[98648,573563,576093],[98742,780557,1258907],[98860,404057,406156],[99015,411192,778889],[101298,789959,1534758],[105123,281733,804213],[105387,178883,599253],[105605,429012,806156],[105834,424943,598863],[106270,426280,601844],[106347,286476,426440],[109749,436503,614896],[110388,186555,439450],[110732,828533,1584699],[111656,298802,442386],[112666,833435,1071674],[113472,299441,836349],[114886,839662,1595425],[115485,302787,305182],[117425,634110,847351],[118145,849856,1089111],[118282,307375,850057],[118593,637174,639704],[118687,854415,1344953],[118805,456075,458174],[118960,304167,852747],[121754,201455,465400],[123239,317918,866729],[124414,469301,1627683],[124956,653424,1631720],[125074,206471,321124],[127248,324934,880347],[127512,210833,665669],[127730,321987,882290],[127959,479991,665279],[128682,667723,667955],[130230,486471,674151],[130307,333934,486631],[132967,899020,1660155],[133509,903579,1664192],[133627,337819,339893],[136065,912981,1410879],[136512,345099,345424],[138081,138741,507719],[138218,346324,918158],[138623,226905,699467],[138896,512755,920848],[139828,352003,509834],[141179,703750,1697130],[143950,360087,716606],[144858,236154,524444],[145187,363505,949052],[147205,722594,948494],[148535,366853,952939],[149601,242443,368465],[149945,955816,1723968],[150869,370539,373243],[151879,960718,1209167],[152214,536691,1729531],[152685,246713,745012],[153073,736699,736931],[154621,544380,743127],[154698,380017,544540],[157144,252817,549860],[158412,253348,552796],[159422,981564,1231029],[160228,387503,984478],[162241,258798,390849],[163351,163726,261806],[164901,165561,568584],[165038,395437,998186],[165443,264347,771020],[165716,392229,1000876],[166878,570356,773536],[168785,405827,576239],[172015,1018392,1787252],[172614,409812,412207],[175274,1028586,1280938],[175816,1033145,1541329],[175934,416269,418343],[181543,603154,1819510],[182085,812064,1823547],[182203,287211,428149],[184641,291573,610593],[185088,292683,435429],[186395,294038,617559],[186980,439555,1071069],[189127,831894,832126],[190804,443056,1074446],[192074,301246,445000],[192403,300975,847909],[195544,195869,641757],[195751,306151,855976],[196178,633967,847394],[198085,457845,639850],[200993,313126,645573],[201322,462800,1103611],[203340,862850,1103053],[204670,466148,1107498],[207004,319946,469834],[208014,1115277,1371539],[218094,336110,488991],[218438,1142087,1910239],[219362,491065,493769],[220372,1146989,1404397],[220707,683362,1915802],[221178,340380,676036],[223191,497971,500366],[230734,352465,511375],[231844,232219,355473],[233394,234054,517832],[233936,358014,712005],[235862,521515,1191663],[236008,523807,1196448],[239075,722451,948537],[242283,368696,529857],[242868,368570,964913],[252657,382100,748729],[253242,549965,1230424],[255389,980023,980255],[272814,408271,578853],[273143,408000,774051],[276284,276609,578146],[276491,413176,782118],[278825,588777,591481],[280170,798745,2043940],[287744,426971,603687],[288754,1307104,1567915],[293301,614641,1320815],[301100,444363,1086362],[312980,644936,1358820],[316047,862707,1103096],[335950,489222,676528],[336535,489096,886794],[408125,578216,1004726] ] cell #912 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [9066],[11695],[11733],[13849],[16226],[17326],[17915],[18088],[20369],[21036],[22625],[23779],[23971],[25783],[25947],[26336],[28124],[28713],[30100],[30384],[33036],[33200],[33693],[34250],[34917],[36506],[37463],[38130],[40512],[40676],[41065],[43222],[43598],[45708],[47130],[47816],[48623],[48907],[49516],[51559],[51723],[52872],[53156],[57022],[57172],[57689],[60152],[60406],[62255],[63246],[63622],[65448],[65732],[66770],[67711],[68602],[69821],[71243],[71393],[73194],[75304],[78219],[78503],[83014],[84977],[85725],[85979],[87828],[89195],[90248],[90602],[90839],[94309],[96135],[96419],[97758],[100852],[101228],[103338],[105317],[107427],[108999],[110754],[111108],[113402],[114992],[116955],[117703],[119891],[119900],[123972],[127442],[132525],[132779],[134628],[135995],[137639],[141109],[143219],[144519],[145259],[145268],[147886],[149967],[150321],[151437],[152615],[156229],[164459],[172121],[174084],[174832],[181101],[184571],[185776],[187027],[190560],[191735],[192475],[192484],[207572],[216379],[218460],[218814],[219930],[221108],[232952],[235305],[238104],[241664],[242915],[250990],[256822],[271300],[272475],[273215],[273224],[288312],[295932],[300397],[311540],[315076],[331771],[335331],[336582],[350489],[362927],[377854],[383994],[399602],[402957],[407422],[422101],[454975],[462222],[477149],[483453],[504520],[529774],[541362],[565385],[596075],[623529],[662491],[717416],[725895],[827021],[942420] ] cell #913 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [33521],[34092],[42803],[43050],[48407],[50171],[60077],[62827],[63074],[64306],[66916],[67163],[69321],[79767],[85650],[86381],[87396],[90764],[93514],[93761],[100433],[100680],[101912],[106927],[112880],[114018],[115145],[115222],[116396],[123897],[124628],[132450],[133181],[134196],[136679],[140314],[140561],[146208],[147811],[149170],[159636],[161901],[161978],[170009],[171147],[172274],[172351],[173525],[175488],[176503],[181026],[181757],[188143],[191253],[199309],[202343],[203946],[204023],[214701],[216304],[217663],[221724],[222851],[222928],[224102],[228129],[230394],[230471],[233608],[237622],[249312],[250915],[254405],[265571],[268883],[270025],[271621],[271993],[277126],[279395],[283083],[284686],[284763],[291233],[291310],[309123],[310265],[311861],[314594],[326284],[327887],[327964],[329606],[331289],[332950],[334816],[334893],[340808],[348072],[349214],[358584],[367650],[375689],[377372],[379033],[380899],[380976],[397185],[398327],[400267],[401027],[401903],[404374],[421619],[423280],[425223],[441383],[444172],[452285],[453045],[453921],[456392],[466945],[476667],[478328],[480271],[480522],[480528],[481589],[483676],[503466],[505937],[525822],[526582],[529292],[538431],[538437],[539498],[541585],[551793],[554582],[564331],[566802],[569636],[570747],[594211],[596298],[615338],[619630],[619636],[623263],[633247],[634358],[646951],[647711],[650421],[660627],[662714],[693975],[697191],[716793],[721731],[724893],[726118],[746508],[750800],[750806],[765528],[768744],[826367],[826875],[829230],[834723],[846383],[857049],[861987],[938173],[943198],[945091],[956513],[974496],[1025113],[1064477],[1067056],[1078174],[1142784],[1204549],[1270001],[1399779] ] cell #914 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80828,356709],[99663,406429],[108412,431908],[119608,458447],[129381,482299],[131510,487328],[139544,507992],[142443,515894],[153772,540208],[155901,545237],[166364,568857],[167714,571531],[170257,576840],[177957,594921],[180086,599950],[197014,635142],[199557,640451],[209907,661337],[212036,666366],[212972,667984],[213116,668438],[225834,694759],[228377,700068],[240966,725603],[247583,736960],[247727,737414],[263276,766312],[265819,771621],[266447,773125],[281354,801082],[281498,801536],[297791,832155],[299638,835507],[306687,846983],[324555,877216],[324699,877670],[331020,888624],[345636,915084],[364546,948126],[365763,949719],[366618,951252],[377103,966743],[385853,980284],[394749,995112],[402100,1007107],[436468,1065074],[441580,1071306],[450148,1082802],[454118,1088743],[463841,1102685],[465058,1104278],[497629,1153014],[522415,1192611],[535630,1208799],[551990,1230661],[560558,1242157],[584001,1274629],[587971,1280570],[625829,1332991],[643544,1354983],[656759,1371171],[682301,1404029],[707229,1437387],[756999,1496509],[784469,1529367],[815399,1567547],[834297,1590108],[926428,1691739],[1013027,1781935],[1094663,1865056], [25456,167480,402535],[32709,196780,454553],[36735,328914,667567],[37026,213300,482996],[40185,225600,346071],[40396,226336,228321],[45830,244978,536065],[46402,374997,736543],[46693,247911,540905],[51232,263042,395184],[51443,263778,265763],[52380,267066,571695],[55481,277520,588406],[56585,281682,419707],[56804,282335,284636],[61329,440691,831738],[62057,299404,442015],[63483,194441,629946],[63857,304116,630643],[64457,306058,312053],[64956,307306,635306],[69943,321950,657194],[70806,324883,474755],[71025,325536,327837],[75426,338645,682736],[76289,341578,687576],[77727,346255,501717],[78018,347181,349852],[81039,233800,357445],[82417,524202,946249],[82581,361773,526532],[84710,366802,527229],[86449,245212,732653],[86573,246190,373158],[86902,371851,732817],[87630,374062,380849],[92016,551101,979867],[92744,387466,552425],[94170,260703,761116],[94544,392178,761813],[95144,163288,394120],[95643,395368,562582],[95934,396294,398965],[101089,275181,788586],[101463,411141,789283],[102063,271813,413083],[102562,414331,793946],[103460,176737,592300],[107549,428975,815834],[108631,291183,432561],[110329,439205,1068213],[110351,295510,437619],[110585,437678,620420],[113128,442987,620584],[114395,444758,837096],[114559,446158,452995],[115073,303932,842033],[115095,305322,449834],[116688,451187,458804],[120664,645331,1100808],[120828,461068,647661],[122801,317938,865859],[122957,466097,648358],[124696,322184,872909],[124820,206435,472453],[125149,471146,873073],[125877,212255,473357],[133249,338879,902082],[133373,339857,493684],[133702,492377,902246],[134430,334766,494588],[135856,222265,686879],[136230,224394,691908],[136830,345361,501242],[140970,354370,930545],[141344,512704,931242],[141944,231781,514646],[142734,357542,516820],[143341,234857,715528],[144479,521313,716831],[144623,521767,721768],[144807,362470,522498],[149542,368220,953687],[149564,370168,531669],[149798,531728,539221],[150397,373409,535708],[157085,549615,1227568],[157107,252404,548029],[157341,548088,751590],[157679,750187,1228770],[157843,159828,386562],[159704,387700,983636],[159884,553397,751754],[161151,555168,985225],[161315,262770,556568],[161829,391994,990162],[161851,258938,560244],[163444,266110,561597],[171524,578611,1015826],[171688,400977,580011],[172202,410957,1020763],[172224,412347,583687],[173817,406786,585040],[175556,277754,793782],[175680,415638,418307],[179930,424963,1044589],[180305,183006,607210],[181825,429209,1051639],[181949,287175,606306],[182278,604999,1051803],[184432,290647,819977],[184806,292776,825006],[185406,292620,613864],[185707,614485,826404],[186326,437842,615440],[190138,619017,1069415],[190302,298500,622337],[191839,625181,633284],[192023,446855,625912],[200614,642442,857087],[200758,642896,862024],[200942,312682,643627],[201573,646341,1358108],[201595,203896,464744],[203874,465913,1105811],[205677,467515,1108246],[205699,324241,652798],[205933,324612,652857],[206271,871506,1369280],[206532,320112,656837],[211880,480011,1127710],[217083,334633,895032],[218035,488746,1139958],[218057,490694,678340],[218291,481312,678399],[218890,493935,682379],[222779,341394,906843],[222801,497315,500506],[225328,229808,703239],[228197,508226,1169907],[228668,231937,708268],[229644,701839,1171496],[230322,512520,1176433],[230344,352605,706915],[233676,356943,935741],[235247,520896,716464],[237353,719195,945129],[240208,525212,1195736],[240230,365449,724557],[240464,365820,724616],[242214,531892,727673],[246026,731250,1206908],[251694,380716,973151],[251969,745655,974533],[252382,546878,1224429],[252588,381191,746610],[253514,256185,552068],[253583,748350,1486633],[258101,394622,756351],[258285,394827,757082],[258916,759796,1499634],[265639,569091,1255228],[268373,271042,780977],[270878,777657,1261242],[271689,406663,1014237],[272579,569673,783821],[272763,580708,784552],[278353,588049,591647],[281040,286439,811438],[281411,286673,811497],[284614,599766,1297638],[286417,601368,1300073],[287011,1050236,1565656],[287272,427137,815477],[291161,431724,1056400],[295075,828377,1067093],[295488,617180,1323115],[298567,441453,833649],[298751,441658,834380],[302445,839460,1078212],[305300,628626,1336116],[308613,311282,854835],[311118,851515,1347288],[311929,458681,1095873],[319186,474147,867929],[320181,869669,1627529],[327815,666182,1384200],[330706,333897,893986],[331077,334131,894045],[333875,671883,1390966],[334744,487144,1137523],[335881,678563,897102],[339693,900679,1402138],[345509,351768,925780],[345714,351952,926511],[346049,693549,1419659],[352583,929225,1694864],[360537,521215,942944],[365876,526621,950160],[369733,955660,1204586],[370146,729413,1464771],[373478,961580,1729377],[376789,379980,972105],[377160,380214,972164],[379958,740859,1477772],[380827,545053,1221828],[395162,765102,1506465],[400955,570321,1256901],[401973,405592,1012379],[402178,405776,1013110],[402513,775820,1519491],[409470,1018190,1270039],[412325,787266,1532492],[418143,1030245,1543664],[419099,426211,1046659],[427206,1048399,1819356],[436369,614827,1064991],[441993,833257,1589029],[452973,633932,1342947],[453991,457610,1094015],[454196,457794,1094746],[454531,849678,1606053],[480733,481063,1129215],[482388,486402,1136431],[490259,1141931,1399816],[490672,898842,1660001],[494004,1147851,1915648],[500484,910288,1673002],[526510,722416,1457210],[536043,960540,1728298],[538642,538972,1213520],[540297,544311,1220736],[552403,981386,1749144],[569867,570222,1256818],[588384,1028408,1797880],[591716,1286490,2043786],[619841,620171,1326336],[633478,633833,1342864],[647639,862672,1619968],[657172,1115099,1883968],[682714,1146811,1914569],[721962,722317,1457127],[751011,751341,1489854],[815812,1306926,2062698],[862218,862573,1619885] ] cell #915 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [371776],[385180],[393994],[437438],[448152],[463062],[471071],[492302],[501116],[514520],[520745],[522306],[531488],[533869],[547848],[550229],[558562],[582005],[590014],[604924],[613738],[615510],[625720],[643435],[654998],[678159],[680540],[688873],[705233],[727743],[746680],[784360],[795923],[813638],[897172], [85092,736392],[86539,732657],[110338,827550],[111188,831587],[115082,842115],[124786,872913],[131892,667416],[133339,902086],[136485,691912],[144811,943914],[149551,954833],[150401,958870],[157094,975679],[157717,976874],[157944,979716],[159794,983640],[161838,990244],[163699,561601],[167467,571291],[168317,774150],[172211,1020845],[175646,793786],[176281,592287],[181915,1051643],[185061,825010],[192027,1076997],[194315,629933],[196767,634902],[197617,848008],[200946,1098473],[201582,1099632],[203883,1105893],[205686,1109392],[205989,652861],[206309,1110587],[206536,1113429],[208748,473344],[213304,668977],[218044,1141104],[218894,1145141],[222139,686866],[222788,906925],[225587,694519],[226210,505706],[226437,916109],[228287,1169911],[230331,1176515],[232192,708272],[233766,935745],[234401,715515],[240217,1199122],[240520,724620],[244965,732413],[246064,1210273],[247915,737953],[252391,1224657],[253518,1226435],[256189,1232792],[257995,556555],[258110,756433],[258289,1236352],[258925,1237511],[260577,761103],[263029,766072],[263652,566571],[263879,996137],[265729,1255232],[271779,1014241],[272767,1268824],[275055,788573],[277507,793542],[278357,1026738],[281686,802075],[282322,596915],[284623,1297720],[286426,1301219],[286729,811501],[287049,1302414],[287276,1305256],[289488,607197],[290521,819964],[291170,1056482],[295497,1323343],[297118,622324],[298576,833731],[298755,1328426],[299391,835267],[299765,1073437],[304120,842572],[305309,1339502],[305932,633186],[312019,1095877],[312686,1354107],[317812,865846],[318576,652617],[319176,867999],[320116,1366945],[321937,872669],[324887,878209],[325523,663331],[327824,1384282],[333884,1394352],[334187,894049],[334507,895019],[334753,1137605],[338632,901842],[339731,1405503],[341582,907382],[346058,1419887],[347185,696900],[351662,703226],[351777,925862],[351956,1431582],[352592,1432741],[354244,930532],[357319,713242],[360546,943100],[360790,1191735],[361760,946774],[362474,1454215],[363767,724376],[365866,950230],[366806,951791],[370155,1464999],[373413,1470082],[374049,735702],[379967,1481158],[380270,972168],[380590,973138],[380836,1221910],[381273,1484222],[387453,983396],[388391,756890],[392182,990701],[395171,1506693],[396298,768453],[400964,1257129],[402522,1519719],[404143,780964],[405601,1012461],[405780,1524802],[411145,1021302],[412334,1535878],[412957,791826],[418181,1547029],[424837,1044576],[425601,811257],[426201,1046729],[427141,1563321],[428962,1051399],[432548,821971],[435902,1320704],[436359,1065133],[437682,1068762],[437924,1584588],[439819,834188],[442002,1589257],[446145,837621],[446859,1595497],[451191,846092],[452982,1343175],[454540,1606281],[456161,854822],[457619,1094097],[457798,1611364],[461055,1101333],[466101,1106350],[479885,1127697],[481072,1129371],[484293,893805],[486392,1136501],[490681,1660229],[493939,1665312],[494575,905131],[500493,1676388],[508917,926319],[512708,1176972],[516824,937882],[521849,1194226],[526519,1457438],[531732,954236],[531974,1723857],[536052,1728526],[538981,1213676],[542202,971924],[544301,1220806],[548092,1228117],[552412,1749372],[570212,1256960],[573672,1012918],[579998,1016351],[580712,1787324],[585044,1024822],[588393,1798108],[591651,1803191],[620180,1326492],[625263,1075500],[633823,1343006],[637283,1094554],[642978,1356598],[647648,1620196],[657181,1884196],[678403,1140507],[678645,1910128],[682723,1914797],[722307,1457269],[751350,1490010],[783903,1267327],[815821,2062926],[862563,1620027], [18788,349856,1428022],[24986,398969,1514828],[27639,419711,1550483],[32378,458808,1351310],[36021,474759,1636529],[37281,483000,1649445],[39947,501799,1679452],[42080,357546,1182408],[44088,527233,1718345],[44842,539225,1473771],[46948,540909,1734766],[50994,562664,1763757],[52652,571777,1776415],[55150,406790,1265264],[58793,431912,1056939],[60966,620424,1588153],[61601,620666,1843890],[62368,633366,1603642],[64112,630647,1854024],[65228,635388,1859536],[68201,648362,1874015],[73684,487332,1138062],[74438,481316,1386965],[76544,687580,1921037],[80590,356696,935501],[82455,717970,1961745],[83104,721850,1716810],[87174,732899,1974510],[89685,545241,1222367],[91653,751594,1748268],[92288,751836,1993447],[94799,761817,2003581],[98572,571535,1260589],[99207,406416,1013997],[99974,569755,1517080],[101718,789287,2032754],[102834,794028,2038266],[105807,599954,1298177],[114433,838235,2085989],[118517,635146,1346635],[119152,458434,1095633],[120702,858226,2103704],[121351,862106,1872480],[125421,873155,2116469],[127932,666370,1384739],[129255,482286,1133045],[129904,668520,1389456],[133974,902328,2143939],[138453,694763,1423347],[139088,507979,1169667],[141599,931246,2173010],[153646,540195,1217350],[154295,737496,1476262],[161189,986364,2219087],[165273,766316,1510153],[165908,568844,1254988],[171562,1016965,2244629],[177831,594908,1293160],[178480,801618,1552974],[182550,1051885,2275109],[190176,1072780,2293142],[191039,835511,1592676],[209781,661324,1379722],[210430,877752,1639020],[229682,1172635,2365758],[240840,725590,1462062],[241086,951334,1720770],[270916,1264607,2426995],[293939,1065302,1839026],[311156,1350653,2482043] ] cell #916 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [66443],[67335],[82319],[82687],[91093],[93933],[110279],[114297],[114665],[115220],[116568],[120566],[120934],[124226],[140733],[149492],[150514],[152026],[157035],[161053],[161421],[161976],[171426],[171794],[172349],[173697],[181355],[190040],[191636],[193157],[194950],[204021],[205627],[206649],[217985],[219007],[220519],[222926],[224274],[229546],[229914],[230469],[238005],[240158],[242003],[256302],[259419],[270780],[272376],[273897],[275690],[278470],[279393],[279982],[284761],[286367],[287389],[291308],[296271],[300433],[311020],[314977],[317130],[327962],[331672],[333825],[334891],[335670],[341191],[342712],[344505],[349969],[353086],[357659],[358582],[362963],[377755],[379908],[380974],[384333],[399082],[401901],[403296],[404757],[406903],[407458],[414120],[422002],[424155],[425221],[433042],[453919],[455314],[456775],[458921],[462258],[477050],[479203],[480269],[481429],[481516],[483489],[485480],[487909],[495617],[503464],[504859],[506320],[529675],[539338],[539425],[541398],[543389],[545818],[564329],[565724],[567185],[569851],[570644],[570673],[574638],[594138],[596111],[598102],[620537],[623261],[623868],[633462],[634255],[634284],[638249],[650804],[660554],[662527],[664518],[667385],[667461],[670967],[693901],[697866],[721946],[722739],[724820],[725931],[736361],[736437],[739943],[751707],[755038],[765454],[769419],[772950],[804065],[826656],[827057],[831556],[831632],[834649],[846808],[862202],[862995],[866187],[880199],[919710],[942828],[942976],[947951],[952791],[975186],[979685],[979761],[999738],[1064471],[1064829],[1067746],[1085874],[1097387],[1102510],[1186009],[1193531],[1205239],[1224184],[1277701],[1322870],[1333911],[1400469],[1464526],[1530287],[1659756] ] cell #917 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [34108],[48378],[50187],[64322],[66482],[66534],[67125],[69292],[79783],[82726],[82778],[87367],[90305],[93132],[93723],[101928],[106898],[110811],[111760],[113960],[114704],[114756],[116358],[123438],[134167],[136695],[139932],[140523],[146150],[146473],[149098],[150024],[150973],[158516],[168889],[171089],[171833],[171885],[173487],[176474],[180567],[188071],[191247],[193366],[193689],[198189],[202285],[202608],[207108],[214643],[214966],[217591],[218517],[219466],[221666],[224064],[227009],[237616],[249254],[249577],[254333],[259628],[259951],[264451],[268811],[269967],[271987],[274106],[274429],[277054],[278929],[283025],[283348],[287848],[306255],[309051],[310207],[314588],[317339],[326226],[326549],[331283],[332878],[340802],[342921],[343244],[348000],[349156],[353295],[353618],[358118],[367592],[368674],[374522],[377366],[378961],[397113],[398269],[404368],[413280],[417232],[421613],[423208],[424364],[433251],[433574],[439659],[444100],[444532],[445274],[456386],[466887],[476661],[478256],[479412],[483670],[488118],[489200],[495048],[505931],[518795],[523976],[524718],[529286],[529896],[529976],[541579],[546027],[550069],[554510],[566796],[573512],[578385],[579127],[596292],[600740],[615332],[617598],[617678],[624066],[637123],[645105],[645847],[650415],[662708],[667156],[670647],[676567],[676647],[696740],[697185],[716645],[719613],[726112],[739623],[746502],[748768],[748848],[768293],[768738],[776318],[782706],[803745],[826226],[829224],[836558],[846377],[850176],[856901],[859869],[879879],[918277],[938167],[944943],[952471],[956507],[974355],[998305],[1025107],[1065471],[1066915],[1074565],[1078026],[1142778],[1191854],[1204408],[1269853],[1320489],[1399638] ] cell #918 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [534496],[550856],[561751],[616051],[628367],[646082],[655625],[681167],[692062],[708422],[716389],[718006],[728284],[730957],[747221],[749894],[759537],[787007],[796550],[814265],[825160],[827164],[838271],[858262],[871213],[897713],[900386],[910029],[928966],[954447],[975293],[1017001],[1029952],[1049943],[1140718], [148756,963937],[150744,959699],[186591,1065981],[187729,1070093],[193070,1081152],[206879,1114258],[217249,885818],[219237,1145970],[223933,913682],[236225,1192383],[242479,1203474],[243617,1207586],[252853,1225336],[253668,1226816],[253991,1229448],[256532,1233621],[259332,1240507],[262036,763190],[267331,774691],[268469,1005894],[273810,1272979],[278700,1027567],[279639,799356],[287619,1306085],[292315,1063239],[301317,1332763],[304270,842917],[307571,848549],[308709,1087530],[313197,1354755],[313992,1355890],[317043,1362264],[319451,1365846],[319863,868828],[320266,1367326],[320589,1369958],[323666,658431],[329892,887435],[336146,1398704],[337284,1402816],[341732,907727],[342625,1151364],[346520,916650],[347335,697527],[347658,1161564],[350199,1428851],[352999,1435737],[355703,932619],[357889,1183237],[358828,941315],[366141,1459223],[366553,951059],[372116,959411],[373563,1470463],[375975,965554],[381850,1484745],[383226,1486405],[386658,1492717],[389018,757235],[389164,985939],[389379,1496281],[390174,1497416],[392332,991046],[395633,996678],[396448,769080],[396771,1246885],[399312,1515657],[407133,1266093],[408342,1529139],[411295,1021647],[414596,1027279],[415734,1279357],[420222,1036992],[421017,804722],[424068,1558640],[426476,1562222],[426888,1047558],[427291,1563702],[427614,1566334],[430691,817071],[432062,1057284],[432955,1311479],[438501,1585111],[440446,834533],[442242,1072355],[442457,1589880],[443252,1073978],[443758,1329199],[449020,1081613],[450526,1600505],[451341,846719],[459151,1352139],[459921,1614944],[466251,1106695],[467256,868540],[467984,1109006],[469117,1627301],[471411,1113970],[475270,1120113],[476065,880856],[479116,1644686],[486667,1654453],[487079,1137330],[487482,1138407],[487822,1395122],[492642,1145682],[494089,1665693],[496501,1151825],[502376,1679975],[503752,919323],[509544,926664],[509690,1172210],[509905,1691511],[510700,1692646],[512858,1177317],[516974,938509],[521286,1191619],[521574,1452186],[522651,1195213],[523465,1714396],[524953,950771],[527473,1198736],[528606,1200353],[532551,1724380],[536507,1729149],[537302,963128],[544576,1739774],[544988,1221635],[545391,1222712],[545731,1481928],[546522,1742858],[553662,1233333],[554875,986400],[559430,1240968],[563241,1764280],[564617,999351],[570557,1517603],[572354,1776938],[574299,1013263],[576095,1264182],[576310,1781707],[582873,1273440],[584379,1792332],[585194,1025449],[591801,1803572],[600104,1298522],[601109,1047270],[601837,1300833],[602970,1819128],[605264,1305797],[609918,1059586],[614428,1582743],[614889,1321056],[616339,1324524],[616824,1840253],[618724,1072816],[621243,1844413],[626065,1076487],[626879,1850075],[632020,1085487],[634168,1604165],[635965,1860059],[637910,1094899],[639706,1350228],[639921,1864828],[643780,1357585],[649735,1362725],[666520,1385084],[667957,1386849],[671624,1137042],[674144,1393966],[679222,1910651],[683178,1915420],[683973,1149399],[691247,1926045],[701546,1172671],[706101,1436198],[711288,1185622],[717545,1454510],[722652,1717333],[728572,1202897],[729057,1970873],[733476,1975033],[736933,1473655],[740600,1221347],[743120,1480772],[747509,1488042],[752413,1993970],[773529,1517432],[777364,1264643],[784705,1268314],[785519,2028805],[790660,1277314],[794605,2038789],[798561,2043558],[832128,1588037],[837810,1331370],[847387,1603994],[851222,1350689],[857801,1617268],[862908,1873003],[873732,2116992],[898001,1398127],[898486,2140302],[902905,2144462],[948530,1717162],[980257,1748152],[1016540,1527746],[1052462,2275632],[1103089,1872832], [40547,507184,1687947],[51594,568049,1772252],[56397,593774,1806771],[64479,641222,1612137],[70618,660190,1888407],[72750,670136,1900667],[77404,693193,1929129],[81190,517297,1442115],[84249,723466,1965973],[85435,737221,1732737],[88751,739112,1980695],[95320,764746,2007248],[98004,775464,2018983],[102085,577611,1525575],[108224,609123,1311940],[111531,832416,1843396],[112470,832901,2081441],[113664,846926,1857691],[116227,843731,2090217],[117949,849322,2095117],[122496,863722,2107932],[131049,675277,1395583],[132235,668245,1647416],[135551,908541,2150124],[142120,516159,1182949],[144961,944295,2187540],[145854,948069,1964622],[151683,960184,2198179],[155440,744253,1482389],[158287,980545,1992953],[159226,981030,2214539],[162983,991860,2223315],[168660,774979,1520900],[169599,577105,1265805],[170793,773068,1774570],[173356,1022461,2248857],[175078,1028052,2253757],[179625,808375,1559101],[192177,1077378,2295858],[197960,848837,1607462],[198899,640716,1351851],[201096,1098854,2310768],[201989,1102628,2106581],[207818,1114743,2321407],[211575,884509,1645147],[213454,669322,1390443],[214347,886974,1649740],[220176,1146455,2344850],[226780,916938,1683272],[227719,700333,1428563],[231476,1178131,2369986],[248065,738298,1477249],[248958,965093,1735061],[258439,1236733,2408480],[264222,996966,1767577],[265161,771886,1515369],[272917,1269205,2429711],[281836,802420,1553961],[282729,1036531,1809095],[288558,1306570,2455260],[298905,1328807,2470507],[300108,1074266,1847621],[325037,878554,1640007],[325930,1119652,1890731],[352106,1431963,2529006],[366956,952136,1721757],[367296,1199892,1968187],[405930,1525183,2577532],[436704,1321227,2077409],[457948,1611745,2620733] ] cell #919 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [151209],[158752],[163561],[186660],[193632],[202551],[207344],[219702],[224511],[232054],[236274],[242548],[244233],[252922],[254607],[259894],[274372],[279165],[288084],[292893],[294044],[301366],[313246],[321205],[336215],[337900],[343187],[353561],[360093],[368702],[382106],[408391],[416350],[428230],[489228], [52477,267400],[56063,280394],[63974,304478],[65053,307640],[70430,208573],[71926,480619],[72414,329941],[76406,341940],[77074,344993],[77824,346589],[78135,227245],[81410,359583],[86999,372185],[87073,372477],[87927,538528],[88415,376024],[93368,258647],[94661,392540],[95200,261700],[95740,395702],[96051,264687],[97606,401069],[101580,411503],[102659,414665],[102733,414957],[104537,420271],[104867,283291],[108036,289313],[108529,432270],[109197,435323],[110416,618020],[111996,299113],[112072,619727],[113225,443321],[115809,448799],[115891,449069],[116805,306491],[117551,453087],[123074,466459],[123381,319520],[123735,319812],[125246,471480],[125320,471772],[126662,475319],[126992,326492],[131627,487690],[133799,492711],[133873,493003],[135133,496280],[135215,496550],[137487,502632],[137975,348274],[140168,352314],[141461,513066],[142000,355367],[142614,516520],[142851,358354],[144916,720062],[145169,524661],[146416,366210],[146770,366502],[148222,528655],[149629,530318],[151285,534599],[152438,374465],[156018,545599],[157172,749190],[158828,750897],[159981,553731],[160055,554023],[160378,389158],[160387,389428],[162565,559209],[162647,559479],[164307,563497],[164795,397387],[169125,406138],[170428,577466],[172938,582652],[173020,582922],[173934,413516],[174680,586940],[180203,600312],[180510,426545],[180864,426837],[182375,605333],[182449,605625],[183709,608902],[184121,433517],[186952,618423],[188336,442236],[188345,442506],[190408,622429],[192132,624515],[192385,445217],[195438,451648],[198425,458156],[199728,641077],[201051,860318],[201304,645790],[201660,861432],[204275,649514],[204357,649784],[204821,467997],[205764,651447],[207420,655728],[212153,666728],[214909,486736],[215263,487028],[216633,675056],[218122,676989],[219778,681270],[220931,494991],[228548,700694],[228871,509684],[228880,509954],[231058,705880],[231140,706150],[233288,517913],[235480,521280],[235819,716964],[236004,719645],[238167,527486],[240295,721176],[242840,530721],[249520,544645],[249874,544937],[251244,744032],[252469,746181],[253214,749593],[253623,978993],[253676,977032],[256670,753599],[258394,755685],[259003,989570],[265990,772247],[266947,773651],[269076,576089],[269085,576359],[272872,783155],[273125,579070],[276178,585501],[285015,808154],[285561,601850],[286504,810087],[288160,814368],[293297,826258],[293456,614902],[295575,828903],[298860,830864],[301096,624098],[305387,841441],[307187,847509],[309316,639700],[309325,639970],[312791,857220],[312976,859901],[320221,1112706],[320274,1110745],[328216,884288],[329147,667951],[331834,674157],[333962,890605],[336507,677392],[346136,915610],[352061,925114],[352670,1175841],[362579,945262],[365046,948652],[370233,956186],[373518,958147],[373571,1210431],[375230,736927],[377917,743133],[380045,968724],[381359,974387],[395249,995638],[400481,773542],[402600,1007633],[405885,1009594],[408121,782738],[412412,1020171],[427246,1304533],[427299,1302572],[438010,1066947],[440924,832122],[442080,1071832],[446964,1078345],[452499,847400],[454618,1089269],[457903,1091230],[464341,1103211],[490759,1142457],[494044,1144418],[494097,1405661],[500571,1154995],[526036,948543],[532060,1204440],[536130,1209325],[551334,980251],[552490,1231187],[580817,1270172],[588471,1281096],[591756,1283057],[591809,1547187],[647165,1103102],[657259,1371697],[678731,1399670],[682801,1404555],[815899,1568073], [19378,142540,516228],[19416,232800,710168],[26038,170354,577174],[26144,271148,781069],[28886,183791,609172],[33291,199654,640785],[33397,311388,854927],[36906,329486,886393],[37143,213662,671332],[37811,216715,675326],[40767,228474,700402],[40873,350337,923028],[46573,375569,964512],[46810,248273,740308],[47478,251326,744302],[51814,265916,771955],[51920,399450,1003056],[52065,400322,1004988],[52551,267692,777063],[56465,419816,1035950],[56702,282044,804430],[57370,285097,808424],[61500,441263,1070668],[64641,452340,1086624],[65127,307932,850921],[70686,474864,1119071],[70923,325245,880564],[71591,328298,884558],[72332,329671,889074],[72818,483105,1131533],[77412,501885,1160658],[77898,346881,919022],[83831,525877,1196710],[84317,527338,1198191],[84827,367164,953156],[88333,375754,967193],[88819,541014,1215838],[92187,551673,1230023],[95328,562750,1245979],[95814,395994,999050],[98012,571863,1258774],[104455,420001,1038631],[112478,620752,1327173],[113299,443613,1075310],[116295,630752,1338571],[117957,635474,1344820],[122078,647006,1359082],[122564,648467,1360563],[126580,475049,1121752],[135619,687685,1411068],[144969,718128,1453116],[148140,528385,1200913],[151691,732985,1468829],[159234,751922,1490691],[163051,761922,1502089],[173424,789392,1534947],[175086,794114,1541196],[186207,615011,1321140],[192185,838393,1594398],[201104,858384,1615874],[207826,873241,1631587],[220184,902414,1664059],[231544,931351,1697319],[258447,986522,1754513],[272925,1017123,1786225],[288566,1051971,1823414],[298913,1072938,1845316],[352114,1172793,1940784],[405938,1264765,2024046],[457956,1350811,2100180] ] cell #920 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [534540],[550900],[561834],[616057],[628373],[646088],[655669],[681211],[692145],[708505],[716391],[718008],[728290],[730959],[747227],[749896],[759543],[787013],[796594],[814309],[825243],[827166],[838273],[858264],[871215],[897719],[900388],[910035],[928972],[954449],[975295],[1017003],[1029954],[1049945],[1140720], [148750,963939],[150748,959693],[186601,1065972],[187723,1070095],[193080,1081143],[206883,1114252],[217243,885820],[219241,1145964],[223937,913676],[236219,1192385],[242489,1203465],[243611,1207588],[252863,1225327],[253751,1226518],[253985,1229450],[256536,1233615],[259342,1240498],[262040,763184],[267341,774697],[268463,1005896],[273820,1272970],[278704,1027561],[279683,799366],[287623,1306079],[292319,1063233],[301311,1332765],[304353,842927],[307581,848555],[308703,1087532],[313191,1354757],[314002,1355881],[317053,1362255],[319461,1365837],[319867,868822],[320349,1367028],[320583,1369960],[323710,658441],[329886,887437],[336156,1398695],[337278,1402818],[341815,907737],[342635,1151355],[346530,916656],[347418,697571],[347652,1161566],[350203,1428845],[353009,1435728],[355707,932613],[357893,1183231],[358872,941325],[366151,1459214],[366557,951053],[372126,959417],[373646,1470165],[375969,965556],[381860,1484736],[383220,1486407],[386652,1492719],[389062,757245],[389170,985930],[389373,1496283],[390184,1497407],[392415,991056],[395643,996684],[396531,769124],[396765,1246887],[399316,1515651],[407137,1266087],[408336,1529141],[411378,1021657],[414606,1027285],[415728,1279359],[420216,1036994],[421027,804728],[424078,1558631],[426486,1562213],[426892,1047552],[427374,1563404],[427608,1566336],[430735,817081],[432145,1057294],[432965,1311470],[438511,1585102],[440490,834543],[442248,1072346],[442451,1589882],[443262,1073984],[443752,1329201],[449014,1081615],[450536,1600496],[451424,846763],[459155,1352133],[459915,1614946],[466334,1106705],[467262,868546],[467986,1109008],[469111,1627303],[471421,1113976],[475264,1120115],[476075,880862],[479126,1644677],[486677,1654444],[487083,1137324],[487565,1138417],[487832,1395113],[492652,1145688],[494172,1665395],[496495,1151827],[502386,1679966],[503746,919325],[509588,926674],[509696,1172201],[509899,1691513],[510710,1692637],[512941,1177327],[517057,938553],[521292,1191610],[521568,1452188],[522661,1195219],[523459,1714398],[524959,950777],[527475,1198738],[528600,1200355],[532561,1724371],[536501,1729151],[537312,963134],[544586,1739765],[544992,1221629],[545474,1222722],[545741,1481919],[546300,1742860],[553672,1233339],[554877,986402],[559424,1240970],[563251,1764271],[564611,999353],[570567,1517594],[572364,1776929],[574343,1013273],[576101,1264173],[576304,1781709],[582867,1273442],[584389,1792323],[585277,1025493],[591884,1803274],[600187,1298532],[601115,1047276],[601839,1300835],[602964,1819130],[605274,1305803],[609928,1059592],[614419,1582745],[614891,1321058],[616333,1324526],[616602,1840255],[618726,1072818],[621253,1844404],[626075,1076493],[626873,1850077],[632014,1085489],[634178,1604156],[635975,1860050],[637954,1094909],[639712,1350219],[639915,1864830],[643790,1357591],[649729,1362727],[666603,1385094],[667963,1386840],[671630,1137048],[674146,1393968],[679232,1910642],[683172,1915422],[683983,1149405],[691257,1926036],[701548,1172673],[706095,1436200],[711282,1185624],[717536,1454512],[722662,1717324],[728566,1202899],[728835,1970875],[733486,1975024],[736939,1473646],[740606,1221353],[743122,1480774],[747503,1488044],[752423,1993961],[773531,1517434],[777366,1264645],[784715,1268320],[785513,2028807],[790654,1277316],[794615,2038780],[798555,2043560],[832134,1588028],[837801,1331372],[847389,1603996],[851224,1350691],[857792,1617270],[862918,1872994],[873742,2116983],[897995,1398129],[898264,2140304],[902915,2144453],[948532,1717164],[980263,1748143],[1016531,1527748],[1052472,2275623],[1103091,1872834], [40551,507178,1687949],[51598,568043,1772254],[56401,593768,1806773],[64483,641216,1612139],[70622,660184,1888409],[72754,670130,1900669],[77448,692971,1929131],[81194,517291,1442117],[84253,723460,1965975],[85439,737215,1732739],[88755,739106,1980697],[95364,764524,2007250],[98048,775242,2018985],[102089,577605,1525577],[108228,609117,1311942],[111535,832410,1843398],[112514,832679,2081443],[113674,846917,1857693],[116231,843725,2090219],[117993,849100,2095119],[122500,863716,2107934],[131053,675271,1395585],[132239,668239,1647418],[135555,908535,2150126],[142164,516169,1182955],[145044,943997,2187542],[145864,948060,1964624],[151727,959962,2198181],[155444,744247,1482391],[158291,980539,1992955],[159270,980808,2214541],[162987,991854,2223317],[168664,774973,1520902],[169643,577115,1265811],[170803,773059,1774572],[173360,1022455,2248859],[175122,1027830,2253759],[179629,808369,1559103],[192260,1077080,2295860],[197964,848831,1607464],[198943,640726,1351857],[201179,1098556,2310770],[201999,1102619,2106583],[207862,1114521,2321409],[211579,884503,1645149],[213537,669332,1390449],[214357,886965,1649742],[220220,1146233,2344852],[226784,916932,1683274],[227763,700343,1428569],[231480,1178125,2369988],[248148,738308,1477255],[248968,965084,1735063],[258522,1236435,2408482],[264226,996960,1767579],[265205,771896,1515375],[273000,1268907,2429713],[281919,802430,1553967],[282739,1036522,1809097],[288602,1306348,2455262],[298988,1328509,2470509],[300112,1074260,1847623],[325120,878564,1640013],[325940,1119643,1890733],[352189,1431665,2529008],[367039,952146,1721763],[367306,1199883,1968189],[406013,1524885,2577534],[436714,1321218,2077411],[458031,1611447,2620735] ] cell #921 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [139265,923100],[142226,516224],[142892,710240],[166085,1003128],[169705,577170],[170488,781141],[177342,1036164],[183412,609174],[199005,640781],[199788,854999],[209292,1119285],[212935,886607],[213604,671328],[214074,1131747],[215933,675328],[224814,1160666],[227825,700398],[239798,1198405],[247546,964726],[248215,740304],[248685,1216052],[250544,744304],[262256,1245987],[265267,771951],[266377,1004996],[267627,777065],[267859,1258782],[281986,804426],[284315,808426],[297754,1070882],[297986,1327181],[304890,1338785],[306617,1086632],[307867,850923],[308099,1344828],[316770,1360777],[325187,880560],[327516,884560],[329733,889082],[342352,1411282],[346816,919024],[361434,1453124],[364476,1196718],[367106,953152],[372644,1468837],[375816,967201],[385816,1230237],[386048,1490699],[392952,1502303],[395929,999052],[411915,1535161],[415124,1541204],[420063,1038639],[443548,1075312],[445819,1594406],[460729,1615882],[463771,1359090],[471939,1631595],[475111,1121760],[493170,1664067],[513478,1697533],[528447,1200921],[556229,1754521],[579672,1786233],[605792,1823422],[615211,1321148],[621998,1845324],[702900,1940792],[780638,2024054],[854496,2100188], [21615,372412,970169],[31710,448861,1091900],[35496,471707,1124728],[38709,492938,892050],[39782,344211,692371],[44715,531344,1213382],[45381,534671,1218546],[49372,553958,1234667],[50233,559271,1251255],[50926,393194,394335],[54482,582714,1010264],[55824,414892,792777],[56038,279745,592699],[58268,605560,1041607],[59341,434541,612938],[60839,437294,1326198],[62463,625592,1342721],[68287,649576,1363293],[68828,652473,1375754],[68992,467710,468786],[69494,655800,1380918],[70405,322825,323772],[74311,678015,1129077],[74977,681342,1134241],[76144,341882,685934],[76630,496342,905768],[78968,700629,921811],[79829,705942,1165934],[80522,513720,514861],[81171,516455,709881],[81385,358934,519533],[83199,522178,1456984],[83594,724232,1458108],[83758,525407,528275],[85152,374927,1213222],[90490,746381,1484666],[91526,547704,1489716],[92465,753671,1493774],[93019,554761,555777],[93150,756762,1506239],[93328,388906,389859],[96884,772182,1001839],[98445,267396,776939],[99081,411445,779102],[99877,577401,779852],[100069,784232,1256675],[102345,414661,792651],[103011,587012,1025557],[105893,808216,1041792],[106434,811113,1289192],[106598,601563,602639],[107100,814440,1294356],[108011,429850,430797],[108267,432212,608650],[108753,608964,818170],[110996,829103,1585032],[111248,440621,1326038],[111647,618610,621546],[111778,834060,1588803],[111956,440334,442937],[115572,844497,1599390],[118390,307636,850797],[119026,304420,852960],[119822,641012,853710],[120213,857434,1614878],[121446,643307,1619742],[121841,644370,1620866],[123281,468069,652009],[123377,319516,468252],[128018,884350,1124913],[129999,329943,889756],[130394,893661,1388739],[130558,672078,674946],[130729,492707,891924],[131092,487632,673942],[131681,675118,892235],[131952,328844,1128917],[134836,496552,906442],[137290,915810,1160874],[138326,346585,918898],[138962,513008,921061],[139819,701432,702448],[139950,926191,1419433],[140128,509432,510385],[144211,716689,716937],[145581,945476,1714330],[146316,527558,723768],[146412,366206,527741],[150209,956386,1724301],[150991,961343,1728072],[151169,371090,373801],[154390,376026,967875],[154785,971780,1475545],[154949,741054,743922],[155120,372181,970043],[155483,545541,742918],[156072,744094,970354],[156321,974395,1742951],[157752,548736,1745147],[158004,551031,1489556],[158534,748113,1748918],[158712,253906,553347],[160389,389430,555931],[162328,757825,1759505],[164110,995838,1246195],[165146,395698,998926],[165782,392482,1001089],[167131,773851,1005204],[168125,1007833,1258990],[168377,401141,1008057],[168776,777250,780186],[168907,1012790,1519265],[169085,574187,576790],[169310,582924,1010938],[172701,1023227,1791217],[178575,420273,1039313],[178970,283287,807510],[179305,605329,1041481],[179668,600254,807040],[180410,601922,810649],[180506,426541,602105],[185847,615044,826520],[186656,294299,618299],[187119,1066955,1840346],[188347,442508,621700],[189735,1072032,1327389],[190912,443317,1075186],[192797,1078559,1850009],[193628,447367,450374],[196431,847709,1086840],[197425,1089469,1345036],[197677,453159,1089693],[198076,851108,854044],[198207,1094426,1605827],[198385,637798,640401],[198610,449071,1092574],[202547,313840,648870],[204736,466401,1107711],[206344,653505,1879971],[207126,869432,1883742],[207304,320504,470385],[210525,475321,1122434],[210920,326488,883644],[211255,471476,1124602],[211618,666670,883174],[212704,886118,886366],[214809,674229,893197],[214905,486732,674412],[218702,1142657,1910572],[219484,1147614,1914343],[219662,491616,494327],[223278,1158051,1670775],[223976,501151,501635],[226245,227205,700018],[226497,502704,1163727],[227027,348276,922299],[227430,706152,1166608],[228882,509956,702602],[230821,927254,1945776],[235177,520800,942646],[236276,361136,720327],[236705,524657,1197528],[239328,948852,1196926],[241181,528657,1201595],[242544,368957,530597],[243007,1204448,1970966],[244235,533008,536304],[245623,1209525,1469045],[246099,734231,1975944],[246800,374461,973498],[247315,964237,964485],[249420,743205,971316],[249516,544641,743388],[252918,382361,749469],[254609,383023,752870],[255997,1231387,1490907],[257174,553727,1234541],[259890,390022,557777],[261499,262079,394029],[263687,264647,771571],[263939,563569,1249048],[264469,397389,1002327],[264872,559481,1251929],[266587,773684,1005250],[269087,576361,780340],[273537,1270386,2028739],[274368,581220,584227],[278165,1281296,1541412],[278947,1286253,1797654],[279125,589328,592039],[287084,812145,2058701],[287866,1048162,2062472],[288044,427529,604238],[291660,433513,821186],[292358,435122,613773],[294116,436830,829327],[294833,618425,1326808],[297523,1070393,1070641],[299825,622501,1330256],[301368,445521,624780],[301797,445213,1087442],[305967,306451,856527],[306273,451650,1096223],[306827,847542,1086886],[309327,639972,854198],[313248,460431,860583],[313677,645786,1359900],[316300,1103411,1359298],[318153,649786,1363967],[321207,468914,654137],[322595,1371897,1631803],[336211,489483,677268],[336674,1399678,2140395],[337902,679679,682975],[339290,1404755,1664275],[339766,903660,2145373],[340467,494987,895379],[343183,688088,691095],[353557,510548,704448],[355166,355746,514555],[357354,358314,712556],[358136,517915,937021],[360850,717178,1452120],[360982,719653,1456627],[364686,948685,1196972],[368774,530880,726562],[369491,530723,1213992],[382178,547240,977456],[382895,749595,1490326],[385585,1229748,1229996],[408393,579374,783420],[408822,579066,1005806],[412992,413476,782669],[413298,585503,1014587],[416352,795062,798358],[418216,1033226,2258828],[428232,602767,812777],[429620,1568273,1823630],[435990,826266,1582836],[445367,624106,1342364],[460277,859909,1619385],[463981,1103244,1359344],[489300,677551,895991],[490017,677394,1129687],[579220,782746,1256318] ] cell #922 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [227999,1169147],[232475,710714],[233478,934981],[265441,1254468],[270347,781615],[271491,1013477],[281193,1289608],[289874,819667],[310587,855473],[311731,1095113],[324394,1376170],[329431,1129493],[330268,890060],[330859,1389155],[333307,894722],[345553,1419322],[349536,923574],[365602,1458524],[375514,1213798],[376351,968179],[376942,1475961],[379390,972841],[394666,1506128],[398649,1003602],[400239,1256564],[401728,1009029],[402017,1519154],[420598,1039617],[423637,1044279],[441208,1326614],[441497,1588692],[449987,1599806],[452257,1342610],[453746,1090665],[454035,1605716],[464897,1621282],[475646,1122738],[478685,1127400],[481561,1132037],[497468,1671191],[503291,1164699],[522264,1713434],[525794,1456873],[528982,1201899],[535547,1727961],[539470,1216342],[551618,1490132],[551907,1748807],[560397,1759921],[564156,1250020],[583840,1791633],[587888,1797543],[594183,1292152],[623088,1331228],[625678,1849113],[643393,1869104],[646923,1619631],[656676,1883631],[660599,1378714],[682218,1914232],[707068,1946192],[724865,1461054],[756848,1998670],[784318,2027843],[815316,2062361],[826847,1583132],[834146,2082692],[926277,2168099],[1012876,2241332],[1094512,2307748], [45571,535258,1219518],[63327,629208,1347925],[69684,656387,1381890],[75167,681929,1135213],[77102,499916,914331],[85248,728125,1473375],[86251,731893,1478464],[92655,754258,1494746],[94014,760378,1511443],[95228,560790,562213],[100933,787848,1261879],[103201,587599,1026529],[103575,417612,799958],[107290,815027,1295328],[109225,612538,824199],[111344,615892,1587757],[113786,838145,1603733],[122645,865121,1623812],[123495,868381,1636133],[124151,652688,652911],[124498,872149,1641222],[125992,472645,473874],[132048,897554,1386569],[133051,901322,1391658],[134934,496877,906746],[135700,686141,1150167],[139455,923687,1169738],[140814,929807,1424637],[142028,707461,708884],[143082,710827,935572],[143456,519175,714816],[145976,717880,1716901],[146530,950612,1717949],[148065,724447,724670],[148819,538461,1473223],[156659,974976,1743247],[158100,747062,1747872],[159506,982876,1751814],[160542,986274,1763848],[160798,556418,556598],[160927,756346,756370],[166275,1003715,1255059],[168473,401615,1008823],[169408,583249,1011242],[170678,781728,1014068],[170915,1016875,1517171],[174355,587486,1026323],[175358,793022,1278169],[179774,1043851,1297633],[180624,1047111,1550087],[181280,811328,811551],[181627,1050879,1555176],[183121,606498,607727],[183510,609499,819827],[184276,819239,1056395],[187457,1067536,1840642],[187792,619660,1587605],[188500,1072690,1843981],[188756,622187,622367],[189914,833644,833668],[193746,1083695,1853628],[197773,453633,1090459],[198708,449396,1092878],[199978,855586,1095704],[200453,1097781,1868232],[202111,858136,1872571],[202665,859265,1873619],[204987,468543,652287],[205449,652097,867909],[211724,1126972,1384195],[214469,481989,1132709],[215023,1136883,1649049],[215499,681816,1135007],[216031,675653,894882],[216558,893876,894099],[216927,894294,1137518],[217312,480552,1386417],[221492,686569,1150839],[225152,1161247,1419654],[226593,503178,1164493],[227528,706477,1166912],[229035,1172545,1679543],[229291,703089,703269],[229420,925775,925799],[235651,942939,942963],[237192,1193925,1962489],[238333,528032,724046],[239980,723856,950140],[243345,1205029,1971262],[244388,1210183,1974601],[244644,533675,537009],[249080,539898,1217014],[249634,1221188,1734370],[250110,535145,1219312],[250642,744629,973001],[251169,971995,972218],[251538,972413,1221823],[251886,1224092,1988333],[253719,748199,1990199],[254054,750830,1747720],[254762,976784,1993538],[255018,383728,753537],[257478,556258,756532],[260008,987403,2003185],[262594,1246568,1506460],[264035,564043,1249814],[264970,559806,1252233],[266912,1005577,1256896],[268197,1259363,1519486],[268532,570771,1259612],[269240,1264517,1776506],[269496,780827,781007],[269793,788276,1262551],[270654,1012374,1012398],[274486,1275522,2032358],[282851,594611,1292824],[283405,422330,1043032],[283881,814914,1295122],[284413,808751,1044439],[285727,602396,810927],[286189,810737,1046639],[293642,826682,1064971],[294590,437108,830093],[294992,1322778,2078465],[296601,622027,833830],[298324,1327762,1589024],[299921,622975,1331022],[302284,1334305,2086733],[303425,627459,631023],[307152,1087213,1342942],[308437,1345409,1606048],[308772,634382,1345658],[309480,1350563,1859627],[309736,854685,854865],[310033,629636,1348597],[310894,1094010,1094034],[315305,461283,864302],[318251,650111,1364271],[320317,869518,2113221],[321360,1110497,2116560],[321616,469619,654804],[326052,661027,1379386],[326606,477378,1126153],[327082,656274,1381684],[327614,884885,1127560],[329318,1129210,1129234],[332000,674703,893475],[333647,893285,1136411],[337012,1400259,2140691],[338055,1405413,2144030],[338311,680346,683680],[343301,1416418,1920641],[344309,692113,692780],[347386,348685,922966],[347721,693999,1422370],[348429,505189,1168230],[348982,930235,1425309],[351145,702929,925961],[353675,1173674,2172614],[360026,716444,1191187],[361463,521948,946438],[361803,720631,1457676],[365011,1197299,1457205],[367418,725293,1461726],[369248,531158,727328],[369650,1464434,2195203],[371259,729986,733790],[372982,1469418,1728293],[373614,961429,2199430],[374579,537904,1223116],[375401,1213515,1213539],[378083,743679,971594],[379730,971404,1220716],[382652,547518,978222],[384663,548295,981959],[386386,1491280,1749139],[387983,754145,1494540],[391487,556783,758629],[393603,394433,561802],[396499,397798,1002994],[396834,765552,1509176],[397542,566054,1253551],[398095,760806,1512115],[400667,1005412,1256798],[403626,780667,1012560],[409309,1530681,2245373],[410450,786099,789663],[415462,1541785,1797875],[416505,1546939,2038357],[416761,795729,799063],[427342,1048248,2271861],[428385,1302324,2275200],[428641,603472,813444],[433631,611231,1058678],[434639,613347,825211],[436918,615420,1067785],[437732,830299,1588347],[441095,1326331,1326355],[443821,834747,1591699],[445848,625362,837285],[446188,625084,1343413],[451392,452059,1096890],[451803,632669,1352513],[452685,1087048,1342844],[455644,854525,1094196],[460758,643077,1100997],[461098,860887,1620434],[464306,1359671,1619963],[466713,865549,1624484],[470554,653064,870242],[472277,1632176,1883963],[489774,677829,896757],[490176,1659664,2341874],[491785,899415,903219],[493508,1664648,1914564],[494140,1147700,2346101],[495105,684575,1138811],[498609,909121,912685],[512013,703454,928058],[514129,514959,708473],[517025,518324,937688],[518068,712725,1184651],[521637,943222,1712562],[521786,945766,1716600],[526222,1197134,1457107],[530968,727653,953259],[531782,727534,1473965],[547328,746590,1227140],[548142,978428,1748462],[551505,1489849,1489873],[579701,784002,1016015],[580041,783724,1257367],[585245,585912,1015254],[585656,791309,1266467],[589497,1028981,1032785],[591852,1286339,2441601],[604407,811704,1048972],[606130,1824003,2062693],[614504,1064737,1838776],[625200,836613,1603432],[642915,1100325,1872270],[647351,1359506,1619865],[677639,897082,1139530],[678453,896963,1387159],[783840,1015343,1516870] ] cell #923 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [232393,710710],[232740,934987],[270265,781611],[271088,1013483],[289779,819670],[310505,855469],[311328,1095119],[329331,1129499],[330180,890056],[333212,894725],[349454,923570],[350277,1169153],[375414,1213804],[376263,968175],[379295,972844],[398567,1003598],[399390,1254474],[400233,1256570],[401628,1009032],[419661,1289614],[420510,1039613],[423542,1044282],[441108,1326620],[452251,1342616],[453646,1090668],[474709,1376176],[475558,1122734],[478590,1127403],[481555,1132043],[482950,1389161],[501796,1419328],[503191,1164702],[525788,1456879],[527183,1458530],[528894,1201895],[539464,1216348],[540859,1475967],[551518,1490138],[562661,1506134],[564056,1250023],[571774,1519160],[594177,1292158],[620663,1588698],[622988,1331231],[630597,1599812],[635385,1605722],[646917,1619637],[648312,1621288],[660593,1378720],[687530,1671197],[717967,1713440],[724859,1461060],[732896,1727967],[751833,1748813],[761767,1759927],[789237,1791639],[794025,1797549],[826841,1583138],[838232,1849119],[858223,1869110],[873152,1883637],[902325,1914238],[931196,1946198],[986361,1998676],[1016962,2027849],[1051882,2062367],[1072777,2082698],[1172632,2168105],[1264604,2241338],[1350650,2307754], [77093,499821,914334],[87095,535158,1219521],[95219,560793,562118],[102755,587499,1026532],[103573,417530,799954],[109216,612443,824202],[115770,629202,1347931],[124142,651910,652691],[125342,656287,1381893],[125990,472641,473792],[133895,681829,1135216],[134932,496789,906742],[135094,686135,1150173],[142019,707464,708789],[142636,710727,935575],[143454,519093,714812],[148056,721639,724450],[149034,728119,1473381],[151225,731899,1478460],[160077,754158,1494749],[160796,555659,556414],[160923,755288,756421],[162526,760372,1511449],[169406,583161,1011238],[170450,781628,1014071],[172899,787842,1261885],[174273,587482,1026182],[174620,793028,1278165],[181271,810550,811331],[182471,814927,1295331],[183119,606494,607645],[183508,609411,819823],[183670,819233,1056470],[188007,615886,1587763],[188754,619508,622183],[189910,830467,833719],[191439,838151,1603729],[198706,449308,1092874],[199750,855486,1095707],[204236,865115,1623818],[204983,468539,651248],[205169,868375,1636139],[205452,652103,866802],[207360,872155,1641218],[215417,681812,1134866],[216029,675565,894878],[216549,891068,893879],[216594,894288,1137593],[217527,897548,1386575],[219718,901328,1391654],[221397,686572,1150693],[227526,706389,1166908],[228570,923587,1169741],[229289,702330,703085],[229416,924717,925850],[231019,929801,1424643],[235647,942748,943088],[237808,717886,1716897],[238329,528028,720977],[238515,950606,1717955],[239983,723862,946848],[241568,538467,1473219],[244642,537007,731741],[250028,535141,1219171],[250640,744541,972997],[251160,969187,971998],[251205,972407,1221898],[252346,974970,1743253],[254269,747056,1747878],[255016,383726,750678],[256610,982882,1751810],[257481,556261,755449],[257701,986280,1763844],[264968,559718,1252229],[266012,1003615,1255062],[266824,1005571,1257117],[268747,401611,1008682],[269494,778148,780823],[269698,788279,1262405],[270650,1009197,1012449],[272179,1016881,1517167],[283799,814910,1294981],[284411,808663,1044435],[284976,1043845,1297708],[285723,602392,809888],[285909,1047105,1550093],[286192,810743,1045532],[288100,1050885,1555172],[293645,826688,1064764],[294586,616781,829952],[295452,1067530,1840648],[295836,619666,1587601],[296604,622030,830628],[296824,1072696,1843977],[303421,630952,841242],[303607,1083689,1853634],[307064,1087207,1343163],[308987,453629,1090318],[309734,852006,854681],[309938,629639,1348451],[310890,1090833,1094085],[312636,1097787,1868228],[314780,858142,1872567],[315301,461212,861233],[315487,859259,1873625],[318249,650023,1364267],[321614,469617,871997],[327000,656270,1381543],[327612,884797,1127556],[328177,1126966,1384270],[329314,1129019,1129359],[331475,481992,1132563],[331996,674699,890406],[332182,1136877,1649055],[333650,893291,1133119],[335235,480558,1386413],[338309,683678,901170],[344307,692778,913970],[346013,1161241,1419875],[347936,503174,1164352],[348683,504040,920107],[348887,930238,1425163],[351148,702932,924878],[351368,1172551,1679539],[360032,942562,1191183],[361466,718747,946292],[362424,1193931,1962485],[364923,1197293,1457426],[369244,727187,729014],[370110,1205023,1971268],[371262,733716,957911],[371482,1210189,1974597],[375397,1213324,1213664],[377558,539901,1216868],[378079,743675,968525],[378265,1221182,1734376],[379733,971410,1217424],[381270,1224098,1988256],[382648,546479,978081],[383514,976871,1990205],[383898,750836,1747716],[384666,548221,978757],[384886,976790,1993534],[387901,754141,1494399],[391483,556712,989371],[391669,987397,2003191],[393601,394431,763478],[395126,1246562,1506681],[397049,564039,1249673],[397796,564905,1000135],[398000,760809,1511969],[400670,1005418,1256591],[402477,1259357,1519707],[402861,570777,1259608],[403629,780670,1009358],[403849,1264523,1776502],[410446,789592,1019972],[410632,1275516,2032364],[416759,799061,1030736],[421805,594614,1292678],[422326,422512,1039963],[428639,603470,1050727],[434637,613345,1063527],[436924,828205,1067781],[437921,1322784,2078388],[441091,1326140,1326480],[441957,1327756,1589245],[444036,622971,1330881],[445851,837139,839012],[446809,1334311,2086729],[452057,632308,1086271],[452688,1087054,1342637],[454495,1345403,1606269],[454879,634388,1345654],[455647,854528,1090994],[455867,1350569,1859623],[460159,860883,1618275],[460761,641994,1100851],[464218,1359665,1620184],[466618,865552,1624338],[469405,1110584,2113227],[470557,652990,1112470],[470777,1110503,2116556],[476853,661030,1379240],[477374,477560,1123084],[489770,896616,898443],[490636,1400253,2140697],[491788,903145,1144182],[492008,1405419,2144026],[498605,912614,1154796],[498791,1416412,1920647],[504424,694005,1422366],[505192,505412,1165028],[512009,703383,1175642],[512195,1173668,2172620],[514127,514957,932907],[518322,711576,1186406],[523703,720627,1455517],[526225,1197140,1456900],[529478,725296,1461580],[530974,953255,955488],[531971,1464440,2195126],[536007,1469412,1728514],[536795,1210270,2199436],[537900,538086,1212201],[547141,978431,1746380],[547334,745483,1227136],[551501,1489658,1489998],[552367,1491274,1749360],[565289,765558,1509172],[566057,566277,1250349],[579704,1015869,1017742],[580662,1530687,2245369],[585910,790948,1278098],[588348,1541779,1798096],[589500,1032711,1282821],[589720,1546945,2038353],[603258,1302411,2271867],[604410,811630,1304297],[604630,1302330,2275196],[611227,611413,1314911],[617443,830302,1586265],[623433,834753,1591695],[625080,627117,1332377],[632672,632892,1341474],[641833,1100331,1870346],[647354,1359512,1619658],[657136,1632170,1884184],[677645,1139526,1141759],[678642,1659670,2341797],[682678,1664642,1914785],[683466,1405500,2346107],[684571,684757,1407431],[712728,712948,1445579],[717320,943228,1712558],[718586,945772,1714676],[727537,729676,1463047],[783720,785757,1528753],[791312,791532,1537850],[798849,1547026,2441607],[815776,1823997,2062914],[826208,1064743,1838699],[836619,838851,1592818],[896966,899105,1658277],[1015349,1017581,1784645] ] cell #924 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [355995,710712],[356463,934988],[405083,781613],[406183,1013484],[431105,819671],[457101,855471],[458201,1095120],[481087,1129500],[482092,890058],[485814,894726],[506646,923572],[507746,1169154],[538996,1213805],[540001,968177],[543723,972845],[567511,1003600],[568611,1254475],[569741,1256571],[571306,1009033],[593709,1289615],[594714,1039615],[598436,1044283],[620195,1326621],[633352,1342617],[634917,1090669],[660125,1376177],[661130,1122736],[664852,1127404],[668506,1132044],[670071,1389162],[692969,1419329],[694534,1164703],[721836,1456880],[723401,1458531],[725396,1201897],[737482,1216349],[739047,1475968],[751365,1490139],[764522,1506135],[766087,1250024],[775240,1519161],[801604,1292159],[832677,1588699],[835282,1331232],[843666,1599813],[849098,1605723],[862092,1619638],[863657,1621289],[877738,1378721],[908476,1671198],[943995,1713441],[951320,1461061],[959960,1727968],[980806,1748814],[991795,1759928],[1022396,1791640],[1027828,1797550],[1065288,1583139],[1077078,1849120],[1098554,1869111],[1114519,1883638],[1146231,1914239],[1178066,1946199],[1236433,1998677],[1268905,2027850],[1306346,2062368],[1328507,2082699],[1431663,2168106],[1524883,2241339],[1611445,2307755], [95107,393252,763843],[124132,468606,867794],[125849,322861,659031],[136793,690394,692429],[141907,513778,933272],[148046,528095,947840],[151597,732428,970227],[160820,389712,756252],[160925,555827,984749],[174992,792835,793557],[176709,590954,592735],[181261,602459,1046524],[182978,429886,817671],[185369,612996,823492],[188778,442790,831431],[189912,621596,1068939],[194051,842101,1091912],[204985,468541,867371],[205453,652104,1107812],[207732,872684,1124786],[216539,674766,1134111],[220090,892108,901857],[221770,685970,686672],[221875,905780,906911],[229313,510238,925681],[229418,702498,1171020],[233112,710777,935516],[234829,519569,714182],[235649,717059,1191281],[238331,528030,947417],[239984,723863,1195302],[241833,954819,1213394],[244666,536219,958714],[244732,731900,1218530],[251150,743742,1218416],[255040,552579,979560],[256982,983411,1234725],[257482,556262,985194],[260313,990230,1251267],[261417,562491,993790],[269518,576643,1010161],[270071,779138,788379],[270652,780236,1260766],[271460,781678,1014012],[274791,1010276,1020831],[276806,587484,792173],[277274,793029,1025541],[285725,602394,1046101],[286193,810744,1299639],[288472,1041665,1051414],[290152,609456,819770],[290257,819236,1056468],[293646,826689,1320729],[294588,828774,829880],[296101,827536,1326210],[296605,622031,1069384],[300587,838152,1342705],[303423,630090,1080500],[309758,640254,1091797],[310311,629739,852996],[310892,854094,1346812],[311700,855536,1095648],[315303,647805,1101976],[317548,1105879,1363305],[318805,1109378,1375766],[321638,657348,1113273],[321704,872156,1380902],[329316,886488,1386511],[331998,674701,1133688],[332630,681814,891446],[333585,675610,894825],[333651,893292,1390532],[334243,894291,1137591],[335500,1129089,1141090],[338333,682890,1144985],[338399,901329,1134225],[340775,686573,905941],[348707,695539,1165831],[349260,921097,930338],[350649,923637,1169682],[351149,702933,1171465],[353980,1165946,1176501],[355084,709162,1180061],[360033,1191121,1191181],[361467,945098,946218],[363117,717887,1456968],[363996,1199108,1458120],[367922,538468,1473217],[369246,727115,956057],[371263,732786,1206877],[375399,964607,1473317],[378081,743677,1217993],[378713,535143,969565],[379668,744586,972944],[379734,971411,1477338],[380326,972410,1221896],[381807,1224643,1484678],[382650,746052,978009],[384163,975665,1489728],[384667,751723,1228739],[387220,982883,1493758],[388649,986281,1506223],[391485,761260,1239855],[397820,767092,1251152],[398373,760909,1001125],[399762,1003665,1255003],[400671,1005419,1517105],[400770,1005574,1257115],[401613,403126,1008610],[403630,780671,1261211],[404341,788280,1010437],[407612,1016882,1256659],[410448,788730,1272327],[416783,588560,1283624],[422328,597144,1293803],[422960,814912,1041003],[423915,808708,1044382],[424573,1043848,1297706],[425830,1289204,1301205],[428663,815988,1305100],[428729,1050886,1294340],[435040,612816,1319330],[436925,1066659,1067779],[438458,1323329,1585044],[438907,619667,1587599],[440077,1072697,1588787],[441093,1070763,1587699],[445852,837065,1078181],[448381,1339488,1599402],[452081,845661,1342277],[452689,1087055,1603667],[452788,1087210,1343161],[453631,455144,1090246],[455648,854529,1347257],[456359,629640,1092073],[459856,1097788,1614862],[460762,857056,1100777],[462412,858143,1619726],[463291,1099618,1620878],[466991,865652,1107747],[470558,873042,1369249],[477376,663560,1380365],[478008,656272,1124124],[478963,884842,1127503],[479621,1126969,1384268],[480559,488448,1386411],[481993,483643,1132489],[484522,1388751,1394338],[489772,896544,1142328],[491789,902215,1402107],[498607,687023,1413223],[500194,501553,1159215],[502333,1161244,1419873],[503176,504689,1164280],[505193,697158,1423969],[505904,930239,1166107],[509175,1172552,1419417],[512011,930689,1435085],[518346,936521,1446382],[523400,1193932,1714314],[526226,1197141,1716835],[526325,1197296,1457424],[530975,953253,1204152],[532508,1464985,1724313],[534127,1210190,1728056],[537902,735931,1472465],[539902,541552,1216794],[542431,1475557,1481144],[546298,1224099,1742726],[547335,974099,1227134],[548868,1226516,1745159],[549317,750837,1747714],[550487,976791,1748902],[551503,1230118,1747814],[554262,754143,1234063],[558791,1237497,1759517],[563198,1246565,1506679],[564041,565554,1249601],[566058,768711,1510775],[566769,760810,1251428],[570778,572760,1259606],[572311,1259360,1519705],[573930,1264524,1519249],[579705,1015795,1270008],[582234,1535864,1791229],[585934,1024391,1538653],[589501,793915,1543633],[594615,596265,1292604],[604411,1051772,1565625],[611229,822200,1576741],[616600,1322785,1840121],[621200,1327759,1589243],[622973,623698,1330809],[625082,839815,1595759],[626814,1334312,1849993],[632673,846350,1602788],[634389,636371,1345652],[635922,1345406,1606267],[637541,1350570,1605811],[642797,860885,1354369],[647355,1359513,1872505],[647454,1359668,1620182],[650388,865553,1363466],[653637,1367026,1879983],[655256,1110504,1883726],[661031,662681,1379166],[677646,1139524,1399382],[679179,1660215,1910584],[680798,1405420,1914327],[684573,905360,1667695],[689102,1670787,1676374],[694006,695988,1422364],[705462,1432727,1945788],[712729,938140,1706005],[719550,720629,1454477],[725297,726085,1461506],[727538,956480,1724544],[728833,1464441,1970741],[733433,1469415,1728512],[734363,1470163,1975956],[746475,978432,1484909],[752370,1491277,1749358],[765559,767541,1509170],[783722,1018545,1787586],[785454,1530688,2028723],[791313,1025080,1794615],[794562,1541782,1798094],[796181,1546946,1797638],[812277,1563402,2058713],[813896,1302331,2062456],[829197,830303,1585275],[834754,835806,1591693],[836620,1077736,1849425],[856611,1100332,1614294],[873689,1632173,1884182],[896967,1142751,1910815],[898262,1659671,2140170],[902862,1664645,1914783],[903792,1665393,2145385],[943229,943365,1712556],[944653,945773,1713746],[1015350,1269563,2028155],[1033358,1803272,2258840],[1052419,1824000,2062912],[1064679,1064744,1838665] ] cell #925 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [244710],[255084],[261823],[294595],[303430],[315310],[321682],[338377],[345116],[355490],[361461],[369253],[371257],[382657],[384661],[391492],[410455],[416827],[428707],[435446],[436844],[445846],[460756],[470552],[489779],[491783],[498614],[512018],[520814],[530894],[547254],[579699],[589495],[604405],[677565], [97738,401620],[103617,418545],[116014,449476],[117683,453638],[126034,323400],[128467,667485],[129137,481987],[135338,496957],[136437,500998],[137619,503183],[138098,348751],[143498,520108],[151417,535150],[151530,535345],[152858,736461],[153528,539896],[160864,389835],[162770,559886],[163651,393876],[164439,564048],[164918,397864],[167302,570697],[173143,583329],[174812,587491],[174925,587686],[177713,594609],[178195,422335],[183163,430425],[183914,609579],[185013,613620],[186691,829788],[188822,442913],[188912,831656],[190540,622980],[194089,629142],[194197,629634],[195561,452125],[196602,634308],[204480,650191],[204992,468548],[205415,468743],[207552,656279],[207665,656474],[209663,661025],[210145,477383],[216838,675733],[219910,681821],[220023,682016],[221913,686075],[222021,686567],[225422,693925],[226092,505187],[229357,510361],[231263,706557],[232144,514402],[233045,710914],[233411,518390],[236343,946167],[236681,720636],[238338,528037],[238761,528232],[240722,725291],[242579,727023],[244800,731819],[246428,537909],[251449,744709],[252953,977917],[255174,979785],[256802,754150],[256915,754345],[257400,555764],[257476,556256],[260351,760312],[260459,760804],[262864,765478],[263534,566052],[269562,576766],[271393,781815],[274829,787782],[274937,788274],[276301,585978],[277342,792948],[285220,808831],[285732,602401],[286155,602596],[288292,814919],[288405,815114],[290295,819173],[290885,611236],[294790,830297],[296523,621533],[296599,622025],[299226,834673],[301435,837014],[301773,625089],[305814,632667],[309802,640377],[311633,855673],[313315,1100726],[313653,860892],[314092,1101884],[317586,865055],[317694,865547],[318390,652023],[319551,867279],[321772,872075],[328421,884965],[332005,674708],[332428,674903],[334281,894228],[336246,896452],[338467,901248],[340095,684580],[350582,923774],[351067,702435],[351143,702927],[354018,929741],[354126,930233],[357201,712723],[360346,716924],[360744,943000],[360969,945758],[363581,723782],[366241,947325],[369448,727532],[378088,743684],[378511,743879],[380364,972347],[381950,974764],[382852,978426],[383344,1228688],[383413,1226679],[387288,982802],[389497,985143],[390274,1239763],[399695,1003802],[400913,1005365],[403548,780173],[403624,780665],[408460,1015744],[408798,783729],[412839,791307],[424611,1043785],[425415,810663],[426576,1046009],[428797,1050805],[435977,1064729],[436153,826534],[438601,1067324],[442575,1069333],[445354,836605],[450626,1080408],[452931,1087001],[455566,854031],[455642,854523],[460039,1097559],[460264,1100317],[469235,1369198],[469304,1367189],[479659,1126906],[480872,886353],[484107,893211],[486767,1133596],[489974,896961],[502476,1161035],[510023,1171414],[510800,1434993],[523583,1193703],[526468,1197087],[532651,1204817],[536625,1206826],[536694,1470326],[538781,964472],[542016,971330],[544676,1217901],[546387,1224084],[563341,1246356],[570006,1005264],[572454,1259151],[576428,1261160],[579207,1015335],[584479,1272235],[603088,1565574],[603157,1563565],[616689,1322770],[619980,1070628],[621343,1327550],[626997,1334083],[633617,1086900],[636065,1345197],[640039,1347206],[647597,1359459],[679322,1400047],[683296,1402056],[683365,1665556],[691347,1413131],[722101,1196986],[728922,1464426],[733576,1469206],[751150,1229983],[752513,1491068],[785637,1530459],[794705,1541573],[798679,1543582],[798748,1803435],[862357,1359358],[873832,1631964],[898351,1659656],[903005,1664436],[1052562,1823791], [41773,232932,710719],[41850,356531,934907],[53435,271280,781620],[53641,406251,1013403],[58745,290403,819665],[66011,311520,855478],[66217,458269,1095039],[72171,481270,1129271],[72537,330348,890065],[73636,334389,894720],[78782,350469,923579],[78988,507814,1169073],[88172,539179,1213576],[88538,376431,968184],[89637,380472,972839],[96698,399582,1003607],[96904,568679,1254394],[97148,569830,1256556],[97851,401815,1009027],[104294,593892,1289386],[104660,420678,1039622],[105759,424719,1044277],[112317,620378,1326392],[117093,633441,1342602],[117796,453833,1090663],[126419,660308,1375948],[126785,475726,1122743],[127884,479767,1127398],[129029,481495,1132029],[129732,670254,1388933],[137029,693058,1419314],[137732,503378,1164697],[146873,721925,1456865],[147576,723584,1458302],[148345,529062,1201904],[153420,539404,1216334],[154123,739230,1475739],[159073,751548,1489910],[163849,764611,1506120],[164552,564243,1250018],[167864,775329,1519146],[177605,594117,1292144],[189474,832766,1588684],[190653,623175,1331226],[194792,843849,1599584],[197164,849187,1605708],[203008,862181,1619623],[203711,863840,1621060],[209555,660533,1378706],[222616,908659,1670969],[236412,944158,1713426],[240614,724799,1461046],[245362,960049,1727953],[255736,980895,1748799],[261054,991978,1759699],[275532,1022579,1791411],[277904,1027917,1797535],[293888,826635,1583124],[301504,1077241,1849105],[313384,1098717,1869096],[322334,1114608,1883623],[339029,1146320,1914224],[354721,1178249,1945970],[389566,1236596,1998662],[408529,1269068,2027835],[429359,1306435,2062353],[442644,1328670,2082684],[510092,1431826,2168091],[576497,1525046,2241324],[640108,1611608,2307740] ] cell #926 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [142516,356147],[170330,405235],[183762,431270],[199630,457253],[214756,483949],[216686,485979],[228450,506798],[232797,515108],[249367,541858],[251297,543888],[265892,567663],[268941,573307],[271145,575266],[283138,596571],[285068,598601],[309181,636918],[311385,638877],[326339,662987],[328269,665017],[329483,667846],[331165,670462],[348130,696535],[350334,698494],[367705,726391],[375566,736822],[377248,739438],[397243,768088],[399447,770047],[400455,773265],[419813,800944],[421495,803560],[441260,832017],[444230,836353],[452473,847123],[474861,877078],[476543,879694],[483102,888486],[502018,915224],[526010,948266],[527335,949581],[529168,952286],[541011,966605],[551670,980146],[562883,995252],[571996,1007247],[615146,1065212],[620885,1071446],[630749,1082664],[635607,1088883],[647139,1102825],[648464,1104140],[687682,1152876],[718263,1192749],[733118,1208939],[752055,1230801],[761919,1242019],[789389,1274491],[794247,1280710],[838528,1333129],[858519,1355121],[873374,1371311],[902547,1404169],[931348,1437249],[986657,1496647],[1017258,1529505],[1052104,1567687],[1073073,1590246],[1172928,1691877],[1264900,1782073],[1350946,1865194], 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,1217736],[563232,764967,1246265],[570016,773168,1517299],[570186,570548,1257039],[572345,775685,1259060],[580814,1018052,1270318],[584370,1022240,1272070],[591753,1028173,1283131],[603043,1302707,1563474],[619971,831767,1587892],[621234,833122,1327459],[633627,847026,1603861],[633797,634159,1343085],[635956,849543,1345106],[678864,1142071,1399542],[679213,1142592,1399956],[683251,1405796,1665465],[691238,908320,1412966],[722111,948169,1717029],[722281,722643,1457348],[733467,960405,1469115],[751141,979896,1748007],[752404,981251,1490977],[794596,1028273,1541482],[798634,1547322,1803344],[862367,1102728,1872699],[862537,862899,1620106],[873723,1114964,1631873],[902896,1146676,1664345],[1052453,1306791,1823700] ] cell #927 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [731735],[750672],[763472],[827716],[841167],[861158],[871991],[901164],[913964],[932901],[942447],[944037],[954999],[957840],[975845],[978686],[989296],[1019897],[1030730],[1050721],[1063521],[1065613],[1077120],[1098596],[1112399],[1141270],[1144111],[1154721],[1175567],[1203106],[1224968],[1268947],[1282750],[1304226],[1398336], [241491,1213023],[244064,1208440],[294351,1321846],[295759,1325839],[302658,1336898],[321036,1370812],[335158,1128718],[337731,1403670],[344246,1158863],[361214,1452770],[369009,1463502],[370417,1467495],[382413,1485364],[383508,1486775],[383821,1489357],[387105,1493571],[390720,1500416],[394370,993438],[401376,1006446],[402784,1257440],[409683,1533274],[416181,1280211],[417524,1033964],[428061,1567188],[434576,1318978],[445599,1594052],[449302,1082006],[453394,1088082],[454802,1343486],[460509,1615528],[461467,1616580],[465271,1622755],[468304,1626260],[468821,1109860],[469399,1627671],[469712,1630253],[473786,875225],[481740,1130308],[489535,1658732],[490943,1662725],[496783,1152218],[497842,1409395],[502939,1162116],[504034,920101],[504347,1420198],[507631,1688801],[511246,1695646],[514896,1179709],[517744,1442969],[519087,1189634],[527793,1718992],[528310,1199590],[534906,1208138],[536789,1729519],[539649,1214613],[546944,1743315],[548516,1744793],[552674,1750762],[555653,986793],[555781,1236027],[556009,1754167],[556967,1755219],[559712,1241361],[563804,1247437],[564899,1000129],[565212,1507004],[568496,1773106],[578058,1526429],[579452,1785879],[583155,1273833],[587247,1279909],[588655,1539862],[594362,1290423],[595320,1039888],[599124,1814582],[602157,1818087],[602674,1301687],[603252,1819498],[603565,1822080],[607639,1053955],[609405,1312333],[610464,1572913],[617246,1840710],[619502,1073209],[621550,1328101],[621778,1844970],[622736,1329751],[623356,1590647],[629387,1337346],[631207,1854671],[632302,1086265],[641669,1612991],[642505,1868291],[650017,1363118],[651173,1109558],[652003,1365478],[653285,1879617],[656035,1370510],[660778,1376985],[661736,1123009],[665540,1896218],[674464,1905263],[674981,1394820],[675559,1395976],[675907,1655227],[681577,1403368],[683460,1915790],[686320,1409843],[693615,1929586],[695187,1164957],[702324,1173064],[702452,1431257],[702680,1940438],[703638,1941490],[706383,1436591],[711570,1186400],[716941,1452080],[717243,1712621],[718399,1455442],[719258,1962548],[720902,1199288],[723762,1458855],[725044,1460445],[729479,1971330],[734011,1975590],[734969,1212126],[743440,1985291],[743957,1481626],[744535,1482782],[744883,1740548],[745799,1988261],[753906,1493269],[755378,1236475],[760557,1500864],[765168,2007705],[766740,1250278],[773922,1775027],[775886,2019440],[778142,1265036],[780190,1524477],[780418,2023700],[788027,1533722],[789847,2033401],[790942,1278092],[798843,2043928],[808657,1559494],[809813,1301385],[810643,1561854],[811925,2058347],[814675,1566886],[820376,1314836],[826066,1838704],[826514,1583044],[828018,1586194],[828521,2078393],[830557,1328549],[833323,2081898],[838664,1332302],[839523,2086792],[845309,1341403],[847780,1858148],[849744,2095574],[852000,1351082],[854048,1611039],[854276,2099834],[858655,1618200],[865300,1623203],[884791,1645540],[886370,1647310],[890331,1394518],[893191,1654085],[898908,2140759],[903440,2145019],[904398,1407356],[912869,2154720],[924807,1431705],[929986,1696094],[936169,1445508],[943589,1714681],[948923,1965079],[955301,1462976],[955804,2195131],[960606,2198636],[964489,1732631],[968450,1481324],[971310,1739406],[976147,1746309],[981452,2214996],[1005244,1774871],[1009287,1524925],[1017394,1528678],[1018253,2245432],[1024039,1537779],[1028474,2254214],[1033006,2258474],[1070645,1843290],[1076672,1592823],[1086880,1857992],[1090923,1611487],[1098148,1870351],[1103482,2107038],[1115165,2321864],[1141572,1658206],[1142075,2341802],[1146877,2345307],[1196966,1964923],[1230000,1992847],[1268499,1784650],[1306992,2455717],[1359338,2106882], 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] cell #928 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [731736],[750673],[763473],[827717],[841168],[861159],[871992],[901165],[913965],[932902],[942448],[944038],[955000],[957841],[975846],[978687],[989297],[1019898],[1030731],[1050722],[1063522],[1065614],[1077121],[1098597],[1112400],[1141271],[1144112],[1154722],[1175568],[1203107],[1224969],[1268948],[1282751],[1304227],[1398337], [241488,1213024],[244065,1208437],[294352,1321843],[295756,1325840],[302659,1336895],[321037,1370809],[335155,1128719],[337732,1403667],[344247,1158860],[361211,1452771],[369010,1463499],[370414,1467496],[382414,1485361],[383509,1486628],[383818,1489358],[387106,1493568],[390721,1500413],[394371,993435],[401377,1006447],[402781,1257441],[409684,1533271],[416182,1280208],[417525,1033965],[428062,1567185],[434577,1318975],[445596,1594053],[449303,1082007],[453395,1088083],[454799,1343487],[460506,1615529],[461468,1616577],[465272,1622752],[468305,1626257],[468822,1109857],[469400,1627524],[469709,1630254],[473787,875226],[481737,1130309],[489536,1658729],[490940,1662726],[496784,1152219],[497843,1409392],[502940,1162117],[504035,920102],[504344,1420199],[507632,1688798],[511247,1695643],[514897,1179706],[517745,1442966],[519088,1189635],[527794,1718989],[528311,1199587],[534907,1208139],[536790,1729372],[539646,1214614],[546945,1743312],[548513,1744794],[552671,1750763],[555654,986794],[555782,1236024],[556006,1754168],[556968,1755216],[559713,1241362],[563805,1247438],[564900,1000130],[565209,1507005],[568497,1773103],[578059,1526426],[579449,1785880],[583156,1273834],[587248,1279910],[588652,1539863],[594359,1290424],[595321,1039889],[599125,1814579],[602158,1818084],[602675,1301684],[603253,1819351],[603562,1822081],[607640,1053956],[609406,1312334],[610465,1572910],[617247,1840707],[619503,1073210],[621551,1328098],[621775,1844971],[622737,1329752],[623353,1590648],[629384,1337347],[631208,1854668],[632303,1086266],[641670,1612988],[642502,1868292],[650018,1363119],[651174,1109559],[652004,1365479],[653282,1879618],[656036,1370511],[660775,1376986],[661737,1123010],[665541,1896215],[674465,1905260],[674982,1394817],[675560,1395977],[675908,1655224],[681578,1403369],[683461,1915643],[686317,1409844],[693616,1929583],[695184,1164958],[702325,1173065],[702453,1431254],[702677,1940439],[703639,1941487],[706384,1436592],[711571,1186401],[716942,1452077],[717240,1712622],[718400,1455443],[719255,1962549],[720903,1199289],[723763,1458856],[725041,1460446],[729480,1971327],[734008,1975591],[734970,1212127],[743441,1985288],[743958,1481623],[744536,1482783],[744884,1740545],[745650,1988262],[753907,1493270],[755379,1236476],[760554,1500865],[765169,2007702],[766737,1250279],[773923,1775024],[775887,2019437],[778143,1265037],[780191,1524474],[780415,2023701],[788024,1533723],[789848,2033398],[790943,1278093],[798844,2043781],[808658,1559495],[809814,1301386],[810644,1561855],[811922,2058348],[814676,1566887],[820377,1314837],[826063,1838705],[826515,1583045],[828015,1586195],[828372,2078394],[830558,1328550],[833324,2081895],[838665,1332303],[839520,2086793],[845306,1341404],[847781,1858145],[849745,2095571],[852001,1351083],[854049,1611036],[854273,2099835],[858656,1618201],[865297,1623204],[884792,1645541],[886371,1647307],[890332,1394519],[893192,1654086],[898909,2140756],[903437,2145020],[904399,1407357],[912870,2154717],[924808,1431706],[929983,1696095],[936166,1445509],[943586,1714682],[948924,1965076],[955298,1462977],[955655,2195132],[960607,2198633],[964490,1732628],[968451,1481325],[971311,1739407],[976144,1746310],[981453,2214993],[1005245,1774872],[1009288,1524926],[1017395,1528679],[1018250,2245433],[1024036,1537780],[1028475,2254211],[1033003,2258475],[1070646,1843287],[1076669,1592824],[1086881,1857993],[1090924,1611488],[1098145,1870352],[1103483,2107035],[1115166,2321861],[1141569,1658207],[1141926,2341803],[1146878,2345304],[1196967,1964924],[1230001,1992844],[1268496,1784651],[1306993,2455714],[1359339,2106883], [78396,699342,1937034],[96312,770895,2015153],[104194,801142,2047022],[116848,855851,1865596],[126319,877276,2120880],[129632,888684,2131978],[137075,915079,2157691],[143112,711880,1702235],[147476,949779,2190993],[149204,964788,1978921],[154023,966803,2203531],[163895,995107,2226667],[167910,1007102,2237034],[173977,781993,1782475],[183448,819415,1573362],[188177,1070944,2081018],[189520,1071301,2292110],[191198,1086429,2093569],[194692,1082862,2299311],[197210,1088738,2303450],[203611,1104338,2314221],[215969,894470,1655676],[217697,886669,1898893],[222516,1153074,2350202],[232388,710476,1442668],[236508,1192606,2382950],[237567,1196515,2189868],[245408,1208794,2391328],[250580,972589,1740997],[254439,1230299,2214116],[255782,1230656,2404732],[260954,1242217,2411933],[268917,1006745,1778022],[270260,781377,1526128],[271938,1004793,2017435],[275432,1274689,2433164],[277950,1280565,2437303],[284351,1044027,1815031],[301600,1332986,2472633],[309157,1088381,1861143],[310500,855235,1612690],[313480,1354978,2484513],[314539,1358887,2313096],[322380,1371166,2492891],[327552,1127148,1896667],[330175,887829,1650673],[331234,1129857,1900953],[339075,1404024,2511854],[348106,1162415,1932581],[349449,923336,1688500],[354621,1437447,2532459],[376258,965948,1735994],[377317,1214162,1980981],[389662,1496504,2562963],[397219,1247736,2010700],[398562,1003364,1772805],[408625,1529362,2579658],[420505,1037386,1810028],[421564,1289972,2049082],[429405,1567542,2599916],[442740,1590103,2612173],[444206,1330050,2084765],[475553,1120507,1891664],[476612,1376534,2122940],[510188,1691734,2656630],[528889,1200747,1969120],[529237,1459994,2192911],[576593,1781930,2692913],[615283,1583197,2288956],[640204,1865051,2724863] ] cell #929 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [371807],[385211],[394054],[437443],[448157],[463067],[471102],[492333],[501176],[514580],[522301],[531493],[533864],[547853],[550224],[558567],[582010],[590045],[604955],[613798],[615432],[625715],[643430],[654993],[678164],[680535],[688878],[705238],[716456],[727665],[746602],[784355],[795918],[813633],[897094], [167475,571296],[176312,592295],[194375,629941],[196775,634907],[208779,473352],[212441,885885],[213302,668972],[222199,686874],[223861,691910],[225595,694524],[226270,505737],[234432,715523],[244973,732418],[245133,732655],[247052,964004],[247913,737948],[258026,556563],[260637,761111],[261964,561599],[263037,766077],[263712,566602],[267133,774072],[275115,788581],[277515,793547],[277675,793784],[281684,802070],[282330,596920],[289519,607205],[290581,819972],[292243,825008],[294466,1068221],[297149,622332],[297260,1070160],[299399,835272],[303988,842041],[304118,842567],[305992,633217],[307373,847930],[317872,865854],[318581,652622],[319123,652859],[321945,872674],[322105,872911],[324885,878204],[325531,663336],[334567,895027],[338640,901847],[338800,902084],[341450,906851],[341580,907377],[346322,916031],[347183,696895],[351693,703234],[354304,930540],[355631,708270],[356864,935743],[357379,713273],[361351,1194590],[361768,946779],[363772,724381],[364314,724618],[366804,951786],[369124,953695],[371918,958792],[374057,735707],[380650,973146],[382528,1227576],[385322,1229515],[387461,983401],[387621,983638],[388306,756359],[388386,756885],[392050,990170],[392180,990696],[395435,996059],[396296,768448],[404174,780972],[406584,1014239],[411013,1020771],[411143,1021297],[413017,791857],[414398,1026660],[424897,1044584],[425606,811262],[426148,811499],[428970,1051404],[429130,1051641],[431780,1056408],[432556,821976],[437680,1068757],[439734,833657],[439814,834183],[443054,1073359],[445736,1075864],[446153,837626],[451189,846087],[456192,854830],[458602,1095875],[460646,1356962],[461063,1101338],[461582,1358116],[465969,1105819],[466099,1106345],[467058,867921],[468419,1108254],[471213,1113351],[479945,1127705],[484298,893810],[484840,894047],[487200,1137531],[489650,1139966],[492444,1145063],[494583,905136],[508147,1169909],[508832,925788],[508912,926314],[512576,1176441],[512706,1176967],[516822,937877],[521076,942952],[521513,1191515],[521775,1194212],[524755,950152],[527908,1195744],[531730,954231],[542207,971929],[542749,972166],[545109,1221836],[547059,1224437],[548090,1228112],[548653,1488585],[548741,1486641],[553464,1232714],[556146,1235219],[557082,1499642],[569012,1255230],[570502,1256909],[573587,1012387],[573667,1012913],[579589,1267691],[580006,1016356],[585042,1024817],[599822,1297646],[600911,1046651],[602272,1300081],[605066,1305178],[614493,1320690],[614673,1064983],[617361,1323123],[621915,1325067],[625189,1075486],[631322,1336124],[634113,1342955],[637198,1094023],[637278,1094549],[642642,1353887],[642904,1356584],[653422,1629481],[653510,1627537],[666238,1384208],[667747,1129223],[671426,1136423],[674579,1390974],[678401,1140502],[693730,1419667],[702817,1430449],[703753,1694872],[719395,1453995],[722597,1457218],[729594,1464779],[734148,1466723],[734236,1729385],[736723,1213528],[740402,1220728],[743555,1477780],[745663,1484208],[765283,1506473],[773313,1256810],[776001,1519499],[780555,1521443],[783829,1267313],[789962,1532500],[812062,1821308],[812150,1819364],[828385,1584574],[831918,1326344],[833438,1589037],[839660,1595277],[847171,1342856],[849859,1606061],[854413,1608005],[862853,1619976],[899023,1660009],[903577,1661953],[903665,1915656],[912984,1673010],[948314,1457119],[955668,1723843],[960721,1728306],[980047,1489862],[981567,1749152],[1018390,1787104],[1028589,1797888],[1033143,1799832],[1033231,2043794],[1102873,1619877],[1115280,1883976],[1141939,1910114],[1146992,1914577],[1307107,2062706], [80621,356704,935506],[80767,515961,1182330],[99238,406424,1014002],[99602,576907,1265186],[108152,431910,1056934],[119183,458442,1095638],[119547,640518,1351232],[128800,668184,1386745],[129315,482294,1133050],[130977,487330,1138057],[139119,507987,1169672],[139483,700135,1427944],[153191,737160,1473551],[153706,540203,1217355],[155368,545239,1222362],[165939,568852,1254993],[166303,771688,1514750],[166699,773133,1517066],[167635,571533,1260584],[177376,801282,1550263],[177891,594916,1293165],[179553,599952,1298172],[189245,832355,1587933],[195999,846991,1603628],[196935,635144,1346630],[209326,877416,1636309],[209841,661332,1379727],[211503,666368,1384734],[213172,668446,1389442],[214108,888824,1649225],[224819,915092,1679438],[225755,694761,1423342],[238896,948134,1716796],[239832,949919,1718125],[240900,725598,1462067],[247783,737422,1476248],[248719,966943,1734546],[255507,980484,1748048],[262261,995120,1763743],[263197,766314,1510148],[267864,1007115,1776401],[281554,801544,1552960],[297991,1071314,1843876],[299559,835509,1592671],[304924,1083002,1853804],[308104,1088751,1859522],[315868,1102693,1872466],[316804,1104478,1873795],[324755,877678,1639006],[342386,1153214,1920817],[361439,1192619,1961731],[366674,951260,1720756],[372649,1208807,1974496],[386053,1230669,1993433],[392986,1242357,2003361],[411949,1274829,2032534],[415129,1280578,2038252],[436649,1065082,1839012],[445824,1332999,2085975],[460734,1354991,2103690],[471944,1371179,2116455],[493175,1404037,2143925],[513512,1437587,2172790],[556234,1496517,2219073],[579677,1529375,2244615],[605797,1567555,2275095],[622003,1590116,2293128],[702905,1691747,2365744],[780643,1781943,2426981],[854501,1865064,2482029] ] cell #930 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [67357],[91054],[93955],[116590],[120034],[120874],[124187],[140755],[145402],[151987],[156408],[160521],[161361],[173719],[181316],[187206],[188479],[191558],[192618],[194890],[200144],[205000],[220480],[224296],[229014],[229854],[236883],[237927],[238346],[241898],[243094],[244367],[254741],[269219],[272298],[273358],[275630],[279943],[285740],[296166],[300284],[301975],[303019],[303438],[309459],[314899],[315318],[321339],[331594],[332013],[335565],[336761],[338034],[341113],[344445],[348408],[362814],[377677],[378096],[384228],[391081],[391500],[397521],[403191],[404679],[407309],[409000],[410044],[410463],[414015],[416484],[421924],[422343],[428364],[451782],[455209],[456697],[462109],[465632],[476972],[477391],[483340],[485375],[495468],[498203],[498622],[504754],[506242],[511607],[512026],[518047],[529597],[530855],[537917],[541249],[543284],[565619],[567107],[574489],[585635],[590550],[595962],[597997],[599485],[610825],[611244],[618557],[623763],[624350],[625097],[638100],[650726],[662378],[664413],[665901],[668864],[676268],[677526],[684588],[697717],[713778],[719897],[720644],[725782],[726596],[726750],[737840],[745244],[749727],[754933],[769270],[777197],[782990],[783737],[801962],[809366],[826908],[829361],[829515],[836573],[851055],[860153],[860900],[866038],[878096],[885500],[889326],[896025],[896179],[917557],[919156],[942680],[945726],[951678],[967445],[975037],[977490],[977644],[997585],[999184],[1008245],[1015303],[1038883],[1064697],[1067597],[1075444],[1084761],[1089881],[1097239],[1100285],[1122004],[1163915],[1183856],[1193383],[1201165],[1205090],[1224052],[1249236],[1276588],[1321462],[1322738],[1330444],[1333763],[1400320],[1452376],[1464394],[1530139],[1582577],[1659624] ] cell #931 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [121215],[157442],[161702],[195231],[200147],[200227],[201357],[206034],[230195],[236886],[236966],[245789],[252001],[257570],[258700],[275971],[286774],[295107],[296693],[300730],[301978],[302058],[305084],[318599],[339456],[344786],[351237],[352367],[363260],[363790],[368312],[369765],[371351],[384755],[403718],[407755],[409003],[409083],[412109],[417906],[425624],[439297],[444565],[447645],[448175],[455736],[462555],[463085],[470646],[483786],[484316],[488838],[490291],[491877],[495914],[500268],[505281],[524009],[541695],[542225],[549707],[558055],[558585],[566146],[573150],[574935],[578418],[581498],[582028],[586550],[589589],[596408],[596938],[604499],[632761],[636761],[638546],[645138],[649148],[662824],[663354],[670680],[672905],[685286],[688366],[688896],[696378],[698163],[704726],[705256],[712817],[726228],[727626],[735725],[739656],[741881],[767931],[769716],[778454],[791401],[797186],[803778],[806003],[807788],[821464],[821994],[830391],[836196],[836843],[837644],[852312],[866484],[879912],[882137],[883922],[889578],[895657],[897055],[905154],[920413],[939145],[945996],[946797],[952504],[953296],[953435],[967697],[973776],[978520],[984325],[1000441],[1009121],[1015573],[1016374],[1039135],[1045214],[1065504],[1067822],[1067961],[1075462],[1090757],[1100555],[1101356],[1107063],[1122256],[1128335],[1132267],[1139567],[1139706],[1164791],[1165351],[1191224],[1194188],[1201417],[1216572],[1224859],[1227177],[1227316],[1250112],[1250672],[1259788],[1267289],[1292382],[1320666],[1323545],[1331320],[1341797],[1345834],[1353596],[1356560],[1378944],[1422546],[1445902],[1453704],[1461284],[1465201],[1484184],[1509352],[1538173],[1583427],[1584550],[1591875],[1594986],[1660431],[1712798],[1723819],[1786813],[1838584],[1910090] ] cell #932 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [119914],[121179],[144784],[145282],[157491],[161666],[186517],[192000],[192498],[193250],[195195],[200919],[201417],[206083],[230159],[242405],[243749],[245838],[252779],[258262],[258760],[259512],[272740],[273238],[273990],[275935],[286823],[298728],[300829],[302749],[305144],[317223],[319377],[320721],[336072],[337416],[339505],[342805],[344750],[351929],[352427],[353179],[363359],[366067],[368427],[386790],[390811],[405753],[407854],[409774],[412169],[415866],[417116],[417955],[424248],[426402],[427746],[433135],[439412],[444574],[457771],[462654],[465362],[479296],[483885],[486593],[488002],[488953],[496013],[497933],[500328],[507316],[511337],[517429],[518679],[524018],[541794],[544502],[545911],[549822],[568181],[571643],[573265],[575034],[577743],[578427],[586665],[596507],[599215],[600624],[610555],[635254],[636876],[638645],[641354],[645147],[662923],[665631],[667040],[668377],[668469],[670689],[673020],[675998],[685295],[694871],[696493],[698262],[726327],[737353],[737445],[739665],[741996],[744974],[766424],[768046],[769815],[773156],[774013],[774053],[778463],[801567],[803787],[806118],[832548],[835619],[836311],[847014],[847871],[847911],[852321],[866583],[877701],[879921],[882252],[885792],[885866],[889587],[916012],[920422],[948157],[949014],[951283],[952513],[963911],[963985],[967706],[980677],[984440],[996040],[1000450],[1004692],[1039144],[1065105],[1065513],[1070067],[1070141],[1073340],[1086328],[1102716],[1103573],[1107072],[1122265],[1165360],[1191354],[1191496],[1196414],[1201426],[1224868],[1229422],[1229496],[1250681],[1320480],[1320781],[1323554],[1341806],[1353726],[1358786],[1445911],[1453834],[1465210],[1484299],[1538182],[1584665],[1595116],[1660440],[1723934],[1786943],[1910205] ] cell #933 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [200073],[201810],[236203],[236812],[253397],[259153],[294243],[301295],[301904],[303131],[305537],[313175],[313784],[319995],[352820],[368901],[370588],[373292],[382305],[389357],[389966],[391193],[408320],[408929],[410156],[412562],[417642],[427020],[442435],[445049],[447311],[450318],[465744],[468196],[469883],[473904],[489427],[491114],[493818],[498315],[500721],[509883],[510492],[511719],[519205],[524493],[527685],[530541],[552845],[556628],[557721],[576288],[578902],[581164],[584171],[588826],[591530],[599597],[602049],[603736],[607757],[610937],[618243],[622397],[624167],[639899],[645622],[648814],[652145],[666013],[671164],[674356],[676380],[677212],[685770],[688032],[691039],[699516],[703299],[704392],[712054],[719714],[723904],[740140],[743332],[745356],[749413],[756383],[771069],[776883],[778938],[781037],[782167],[782807],[792595],[804262],[807454],[810785],[821130],[826730],[833681],[850741],[852796],[854895],[856025],[859970],[880396],[883588],[886843],[889143],[891868],[893333],[895323],[905829],[918842],[920897],[925812],[943050],[952988],[964962],[967262],[969987],[971452],[973442],[998870],[1000925],[1005460],[1005750],[1010325],[1012411],[1038700],[1041425],[1064473],[1071118],[1075130],[1087096],[1087386],[1091961],[1094047],[1107547],[1121821],[1124546],[1128690],[1129321],[1130193],[1165995],[1197182],[1197472],[1200982],[1212995],[1213626],[1214498],[1230473],[1234485],[1251316],[1256300],[1290308],[1321279],[1325811],[1326442],[1342346],[1359554],[1359844],[1363354],[1376870],[1421673],[1451836],[1456609],[1460330],[1484797],[1489329],[1489960],[1508479],[1582818],[1585163],[1601612],[1614594],[1619367],[1703709],[1714046],[1724432],[1742933],[1793439],[1840328],[1849725],[1910703],[1970948],[2028455],[2140377] ] cell #934 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [200088],[201805],[236190],[236827],[253384],[259148],[294258],[301282],[301919],[302965],[305532],[313162],[313799],[319982],[352815],[368916],[370575],[373279],[382320],[389344],[389981],[391027],[408307],[408944],[409990],[412557],[417028],[427007],[442422],[445036],[447326],[450333],[465578],[468211],[469870],[489442],[491101],[493805],[498149],[500716],[509870],[510507],[511553],[518591],[524480],[527700],[530556],[552832],[557736],[576275],[578889],[581179],[584186],[588813],[591517],[599431],[600536],[602064],[603723],[610771],[618258],[624323],[639886],[645609],[648829],[665847],[666952],[671151],[674371],[676214],[677227],[685757],[688047],[691054],[693877],[699503],[704407],[712041],[719870],[740127],[743347],[745190],[749428],[765430],[771056],[776148],[776898],[778925],[782154],[782963],[792610],[800486],[804249],[807469],[821145],[833585],[850006],[850756],[852783],[856012],[860126],[876620],[880383],[883603],[886830],[888028],[889299],[891883],[895338],[905985],[914906],[918857],[920884],[949123],[952975],[964949],[966147],[967418],[970002],[973457],[994934],[998885],[1000912],[1004951],[1005765],[1006929],[1010481],[1038856],[1041440],[1064963],[1071105],[1071128],[1075145],[1086587],[1087401],[1088565],[1092117],[1107534],[1121977],[1124561],[1128699],[1128827],[1132533],[1166151],[1191360],[1196673],[1197487],[1201138],[1213004],[1213132],[1216838],[1230460],[1234500],[1251472],[1256292],[1292648],[1320478],[1321435],[1325820],[1325948],[1342338],[1359045],[1359859],[1363510],[1379210],[1424013],[1451845],[1456601],[1461550],[1484953],[1489338],[1489466],[1510819],[1582810],[1585319],[1602832],[1614603],[1619359],[1706049],[1714055],[1724588],[1742925],[1794659],[1840320],[1849734],[1910859],[1970940],[2028464],[2140369] ] cell #935 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [312146],[314291],[361186],[361934],[383073],[390473],[437054],[445571],[446319],[447786],[450825],[460481],[461229],[468964],[510999],[531104],[533058],[536354],[547464],[555981],[556729],[558196],[579424],[580172],[581639],[584678],[591084],[602817],[621750],[624830],[627405],[630969],[649289],[652233],[654187],[659161],[677775],[679729],[683025],[688507],[691546],[702652],[703400],[704867],[714312],[720377],[723992],[727274],[752920],[757327],[758575],[780390],[783470],[786045],[789609],[795112],[798408],[807929],[810873],[812827],[817801],[821605],[830039],[834625],[836807],[854248],[860633],[864248],[867971],[884063],[889806],[893421],[895798],[896703],[906492],[909067],[912631],[922349],[926756],[928004],[937071],[945960],[950202],[967925],[971540],[973917],[978168],[985818],[1002377],[1008769],[1010988],[1013355],[1014637],[1015537],[1026269],[1039363],[1042978],[1046701],[1058624],[1065033],[1072234],[1090405],[1092624],[1094991],[1096273],[1100519],[1122484],[1126099],[1129737],[1132231],[1134953],[1136473],[1138757],[1150361],[1164439],[1166658],[1172089],[1191428],[1201645],[1214042],[1216536],[1219258],[1220778],[1223062],[1249760],[1251979],[1256860],[1257313],[1262073],[1264061],[1292346],[1295068],[1320479],[1326858],[1330968],[1342906],[1343359],[1348119],[1350107],[1364017],[1378908],[1381630],[1386229],[1386658],[1389906],[1424831],[1457169],[1457622],[1461248],[1473035],[1473464],[1476712],[1490376],[1494486],[1511637],[1516855],[1553424],[1583391],[1587417],[1587846],[1603417],[1619927],[1620380],[1624006],[1639470],[1683901],[1712329],[1716585],[1721220],[1743506],[1747532],[1747961],[1768206],[1838761],[1840901],[1856899],[1867999],[1872255],[1954477],[1962256],[1971521],[1988318],[2035629],[2078450],[2086500],[2140950],[2195188],[2245140],[2341859] ] cell #936 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [459309],[461826],[522003],[522853],[548350],[557326],[615641],[625417],[626267],[627942],[631566],[643132],[643982],[653119],[703997],[727874],[730041],[733845],[746811],[756587],[757437],[759112],[784057],[784907],[786582],[790206],[797846],[811759],[833885],[837340],[840102],[844109],[864785],[868130],[870297],[876111],[897303],[899470],[903274],[909604],[913228],[926016],[926866],[928541],[939805],[946493],[950361],[953953],[982014],[986894],[988231],[1012615],[1016070],[1018832],[1022839],[1029036],[1032840],[1043515],[1046860],[1049027],[1054841],[1059161],[1068479],[1073310],[1075668],[1094251],[1101052],[1104920],[1109052],[1126636],[1132764],[1136632],[1139294],[1140224],[1150894],[1153656],[1157663],[1168285],[1173165],[1174502],[1184706],[1194394],[1198782],[1217069],[1220937],[1223599],[1227834],[1235981],[1253606],[1260306],[1262606],[1265137],[1266522],[1267495],[1278863],[1292879],[1296747],[1300879],[1313771],[1321102],[1328055],[1346352],[1348652],[1351183],[1352568],[1356766],[1379441],[1383309],[1387214],[1389624],[1392352],[1394012],[1396335],[1408391],[1423064],[1425364],[1431211],[1452034],[1461781],[1474020],[1476430],[1479158],[1480818],[1483141],[1509870],[1512170],[1517478],[1517778],[1522353],[1524431],[1553142],[1555870],[1582572],[1588402],[1592393],[1604040],[1604340],[1608915],[1610993],[1624539],[1639188],[1641916],[1646778],[1647264],[1650139],[1684725],[1717208],[1717508],[1720938],[1732099],[1732585],[1735460],[1748517],[1752508],[1769030],[1774399],[1809494],[1839249],[1842758],[1843244],[1857520],[1872878],[1873178],[1876608],[1891130],[1933153],[1960842],[1964451],[1968586],[1988806],[1992315],[1992801],[2011272],[2077210],[2078938],[2092830],[2102801],[2106410],[2180701],[2187943],[2195676],[2210308],[2251470],[2289741],[2296261],[2342347],[2388959],[2430114],[2509485] ] cell #937 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [459316],[461824],[521998],[522860],[548345],[557324],[615648],[625412],[626274],[627940],[631564],[643127],[643989],[653114],[703995],[727881],[730036],[733840],[746818],[756582],[757444],[759110],[784052],[784914],[786580],[790204],[797844],[811754],[833880],[837335],[840109],[844116],[864783],[868137],[870292],[876109],[897310],[899465],[903269],[909602],[913226],[926011],[926873],[928539],[939803],[946488],[950368],[953960],[982009],[986892],[988238],[1012610],[1016065],[1018839],[1022846],[1029031],[1032835],[1043513],[1046867],[1049022],[1054839],[1059159],[1068486],[1073308],[1075675],[1094246],[1101047],[1104927],[1108985],[1126634],[1132759],[1136639],[1139292],[1140231],[1150889],[1153663],[1157670],[1168280],[1173163],[1174509],[1184701],[1194401],[1198715],[1217064],[1220944],[1223597],[1227841],[1235920],[1253601],[1260313],[1262601],[1265135],[1266517],[1267502],[1278870],[1292874],[1296754],[1300812],[1313778],[1320967],[1327994],[1346359],[1348647],[1351181],[1352563],[1356773],[1379436],[1383316],[1387209],[1389631],[1392359],[1393945],[1396342],[1408398],[1423071],[1425359],[1431150],[1451908],[1461776],[1474015],[1476437],[1479165],[1480751],[1483148],[1509877],[1512165],[1517343],[1517785],[1522360],[1524370],[1553149],[1555877],[1582567],[1588397],[1592400],[1603905],[1604347],[1608922],[1610932],[1624534],[1639195],[1641923],[1646782],[1647138],[1650146],[1684732],[1717073],[1717515],[1720945],[1732103],[1732459],[1735467],[1748512],[1752515],[1769037],[1774394],[1809501],[1839256],[1842762],[1843118],[1857515],[1872743],[1873185],[1876615],[1891137],[1933160],[1960846],[1964446],[1968593],[1988813],[1992319],[1992675],[2011279],[2077205],[2078945],[2092837],[2102805],[2106405],[2180708],[2187947],[2195683],[2210303],[2251477],[2289736],[2296265],[2342354],[2388954],[2430118],[2509480] ] cell #938 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [641861],[644656],[717689],[718614],[747789],[758111],[827296],[837954],[838879],[840684],[844783],[857945],[858870],[869108],[927540],[954579],[956853],[961019],[975425],[986083],[987008],[988813],[1016684],[1017609],[1019414],[1023513],[1032158],[1047838],[1072499],[1076188],[1079022],[1083300],[1105502],[1109138],[1111412],[1117859],[1140850],[1143124],[1147290],[1154238],[1158337],[1172354],[1173279],[1175084],[1187828],[1194914],[1198868],[1202613],[1231854],[1237001],[1238377],[1264326],[1268015],[1270849],[1275127],[1281763],[1285929],[1297329],[1300965],[1303239],[1309686],[1314353],[1324240],[1329075],[1331517],[1350372],[1357286],[1361240],[1365521],[1383891],[1390144],[1394098],[1396917],[1397843],[1408911],[1411745],[1416023],[1427084],[1432231],[1433607],[1444521],[1454657],[1458898],[1476950],[1480904],[1483723],[1487758],[1495948],[1513890],[1520616],[1522873],[1525451],[1526875],[1527893],[1539369],[1553662],[1557616],[1561897],[1575263],[1583087],[1589547],[1607178],[1609435],[1612013],[1613437],[1617415],[1639708],[1643662],[1647661],[1649887],[1652486],[1654128],[1656457],[1668403],[1682988],[1685245],[1691178],[1712490],[1721458],[1732982],[1735208],[1737807],[1739449],[1741778],[1767293],[1769550],[1774914],[1775197],[1779382],[1781374],[1809242],[1811841],[1838579],[1843641],[1847337],[1858035],[1858318],[1862503],[1864495],[1877128],[1890878],[1893477],[1898372],[1898761],[1901286],[1933941],[1964966],[1965249],[1968334],[1978400],[1978789],[1981314],[1993198],[1996894],[2012060],[2017309],[2049415],[2077601],[2080497],[2080886],[2093443],[2106925],[2107208],[2110293],[2123273],[2161141],[2186855],[2189742],[2193244],[2210699],[2213595],[2213984],[2230117],[2288811],[2290132],[2301562],[2310083],[2312970],[2376788],[2383249],[2389350],[2401433],[2435415],[2467946],[2472932],[2509876],[2547902],[2579957],[2641569] ] cell #939 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [14219],[16346],[21523],[24341],[24579],[26706],[27518],[28833],[31175],[31694],[34749],[35051],[35404],[38617],[39616],[39854],[41435],[41673],[42247],[43421],[43732],[44699],[49280],[49698],[50217],[53947],[54466],[55379],[55732],[57823],[58176],[59413],[60823],[61153],[62354],[63756],[66681],[67534],[67845],[68271],[68812],[73017],[73328],[73546],[74295],[76095],[76614],[79294],[79813],[80726],[82925],[83090],[83578],[86726],[89018],[89329],[89547],[90474],[91510],[91840],[94443],[98429],[98759],[99032],[99343],[99960],[101362],[102329],[105140],[105451],[105669],[106418],[110980],[114903],[115556],[118374],[118704],[118977],[119288],[119927],[121337],[121825],[124973],[125775],[127265],[127576],[127794],[129890],[130378],[130713],[133526],[136129],[138310],[138640],[138913],[139224],[141243],[145295],[148552],[150193],[152749],[154281],[154769],[155104],[160292],[162312],[165130],[165460],[165733],[166044],[172032],[172685],[175833],[176417],[178466],[178954],[179289],[182102],[182904],[184705],[186997],[190896],[192511],[194001],[195768],[202920],[204687],[208884],[210416],[210904],[211239],[218686],[221242],[223262],[230805],[233953],[234537],[234755],[236326],[236689],[241072],[242885],[244285],[246784],[253259],[254659],[257158],[260263],[273251],[274741],[276508],[280705],[289624],[291644],[293925],[294086],[294368],[301418],[301781],[303318],[313298],[313661],[315198],[321257],[336552],[337952],[340451],[343556],[353930],[360135],[360934],[368744],[369026],[382148],[382430],[391380],[408443],[408806],[410343],[416402],[428282],[435942],[445319],[460229],[489270],[489552],[498502],[511906],[579172], [4479,57521],[6560,71742],[7517,78876],[9186,90142],[10617,96792],[11960,104287],[12074,105877],[12620,59175],[14457,119730],[16414,126412],[16528,128002],[17087,129725],[18035,74141],[18486,137274],[19466,81079],[20732,147569],[21170,153262],[21960,156056],[22386,154116],[24684,164094],[25618,168109],[26944,99785],[27573,177056],[28901,108218],[29015,108737],[30234,189316],[30668,189719],[31249,196415],[32169,194785],[32871,197409],[34613,203704],[35955,209006],[37215,213788],[37826,131043],[38264,128871],[39054,131665],[39480,222609],[41778,142210],[43495,239312],[44022,239512],[44617,247073],[45558,245204],[45992,245607],[46882,248399],[47493,155434],[48757,255578],[49191,255981],[50692,261047],[53006,167706],[53440,169689],[54021,167115],[54941,275525],[55643,278149],[57385,179619],[60203,294515],[60741,297281],[63519,304404],[64046,304604],[65582,197006],[66016,198989],[67608,316284],[68135,316484],[69671,322176],[70105,322579],[71606,211569],[73091,213588],[74213,212462],[75154,338871],[75588,339274],[76478,342066],[77089,223927],[78353,225826],[78787,227809],[80288,354714],[82358,361372],[85776,369173],[86314,371939],[89092,248199],[90890,382577],[91428,385343],[92642,387692],[94206,392466],[94733,392666],[95215,262030],[96269,263268],[96703,265251],[98347,267154],[101125,411429],[101652,411629],[103188,277746],[103622,279729],[105214,281970],[107277,429201],[107711,429604],[109212,292309],[113536,299630],[114336,445757],[118292,307394],[120605,460667],[121137,461631],[122837,466385],[123750,319857],[124023,468468],[124561,471234],[126039,323756],[127339,325171],[132576,489699],[133114,492465],[135892,341866],[138228,346343],[139442,508218],[141006,512992],[141533,513192],[142015,355697],[143069,356935],[143503,358918],[146785,366547],[147937,527957],[148626,367090],[157620,548674],[159569,553485],[160439,389480],[160869,389843],[161092,556167],[161624,557131],[165048,395456],[166262,569083],[170665,406655],[171465,579610],[175421,414419],[179966,600238],[180879,426882],[181152,602321],[181690,605087],[183168,430781],[184468,432196],[188397,442558],[188827,442921],[190079,621936],[190814,443075],[195153,631371],[199965,458673],[200555,642663],[204871,468039],[204880,468321],[206212,653443],[211916,666654],[215278,487073],[216430,674628],[217119,487616],[228062,700156],[228932,510006],[229362,510369],[229585,702838],[230117,703802],[233541,515982],[235872,521534],[237294,719416],[238217,527528],[238226,527810],[245967,734169],[249889,544982],[251041,743604],[251730,545525],[257349,555729],[265504,771709],[269137,576411],[269567,576774],[270819,780576],[271554,576928],[275893,790011],[281295,801303],[285611,601892],[285620,602174],[286952,812083],[293506,614944],[296472,621498],[302386,839681],[309377,640022],[309807,640385],[311059,854434],[311794,640539],[324496,877437],[329539,668205],[330961,888845],[331884,674199],[331893,674481],[339634,903598],[344708,913033],[351016,702400],[360295,716889],[365704,949940],[375622,737181],[377044,966964],[377967,743175],[377976,743457],[400531,773584],[403497,780138],[409411,1018411],[418084,1033164],[441316,832376],[450089,1083023],[452549,847442],[455515,853996],[464999,1104499],[480821,886318],[497570,1153235],[526086,948585],[538730,964437],[551726,980505],[560499,1242378],[583942,1274850],[619929,1070593],[647215,1103144],[707170,1437608],[751099,1229948] ] cell #940 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [6054],[8126],[9826],[10328],[12973],[13971],[14447],[15286],[15366],[16066],[19177],[19876],[21276],[21571],[21915],[23095],[24093],[24173],[26458],[26934],[28553],[29319],[30805],[31269],[31313],[31762],[31802],[32232],[33757],[35157],[35452],[38370],[38665],[39009],[39844],[41187],[41267],[43515],[44226],[44825],[49328],[49836],[50285],[50325],[53577],[54041],[54085],[54534],[54574],[55004],[55780],[56124],[57929],[58224],[60949],[61782],[62318],[66153],[67628],[68339],[68379],[73111],[73822],[74421],[76189],[76682],[76722],[77152],[78924],[79432],[79881],[79921],[81127],[81970],[83054],[89112],[89823],[91636],[96840],[98555],[99126],[99388],[99833],[99924],[102455],[103504],[105234],[105945],[105985],[108805],[108845],[109726],[118500],[119071],[119333],[119778],[121301],[127359],[128070],[128110],[128770],[128943],[129854],[130839],[131733],[131773],[134691],[138436],[139007],[143385],[148646],[153161],[153334],[154245],[155230],[156124],[156164],[165256],[165827],[166719],[166855],[167212],[167778],[169165],[178430],[179415],[180349],[189215],[189388],[191022],[196019],[196155],[196512],[197078],[198465],[204781],[210380],[211365],[212299],[212412],[212425],[212740],[213192],[225898],[227285],[238916],[239052],[239409],[241036],[247023],[247036],[247351],[247803],[255477],[255650],[257284],[263340],[264727],[266266],[267117],[281122],[281574],[293839],[297231],[297244],[297559],[299702],[306506],[307357],[315888],[316024],[316381],[318008],[324323],[324775],[330788],[346306],[360411],[364365],[365531],[366694],[376871],[381901],[385293],[385306],[385621],[395419],[436219],[436669],[438552],[443038],[449916],[459706],[463660],[464826],[497397],[521497],[523250],[532602],[546629],[560326],[583769],[614333],[616931],[626664],[679273],[706997],[729164],[785304],[898593] ] cell #941 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [10488],[16039],[18417],[19337],[20869],[21820],[24048],[27211],[28526],[29215],[30760],[32012],[35086],[35701],[37963],[38914],[39323],[41142],[41940],[42571],[44155],[44771],[45763],[47630],[49482],[50535],[53532],[53731],[54784],[55414],[57858],[58473],[58882],[59784],[60895],[62520],[66108],[66307],[68460],[68884],[69876],[72167],[73751],[73943],[74367],[75359],[79078],[80131],[80761],[81620],[83256],[83650],[85053],[88168],[89752],[89944],[90522],[91582],[92677],[93207],[96994],[97390],[97441],[99596],[100126],[106066],[106490],[107482],[111028],[111149],[111835],[112313],[115628],[117335],[117386],[119541],[120241],[121503],[121897],[123300],[128191],[128420],[128794],[130450],[131853],[137322],[139477],[140007],[144134],[145609],[146335],[147115],[147166],[150241],[151048],[152811],[153185],[154841],[156253],[157784],[157905],[158591],[159069],[162384],[164142],[166297],[166626],[168157],[168964],[172757],[177370],[180429],[185866],[187051],[188865],[189239],[189767],[192825],[195926],[197457],[198264],[203250],[203301],[206376],[207183],[209320],[214102],[214828],[218734],[219541],[223334],[224746],[230877],[235329],[235516],[238823],[239826],[242939],[245655],[246131],[248713],[249439],[255127],[255501],[256029],[262188],[266606],[267791],[273565],[278197],[279004],[287116],[287923],[293545],[297918],[304918],[306846],[308031],[312488],[315795],[316798],[322627],[328996],[336606],[339322],[339798],[342380],[360455],[362276],[364705],[372576],[375079],[381607],[385980],[392980],[411943],[415056],[418248],[429652],[438258],[440773],[444840],[446661],[459750],[464000],[471871],[493102],[513506],[523294],[524284],[532308],[551183],[555250],[578693],[580514],[605724],[619099],[626708],[645413],[678979],[701921],[731332],[750269],[777739],[785348],[851597],[871588],[900761],[1030327],[1050318] ] cell #942 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28985,108221],[38005,131046],[41893,142207],[47672,155437],[53029,167709],[53684,169686],[57564,179622],[58868,183253],[65605,197009],[66260,198986],[71785,211572],[73122,213585],[73929,215774],[78376,225829],[79031,227806],[89123,248196],[89930,250385],[96292,263271],[96947,265248],[97427,266710],[98310,267086],[105245,281967],[106052,284156],[113559,299633],[117372,306950],[118255,307326],[127370,325168],[128177,327357],[128634,328934],[137308,345899],[138191,346275],[147152,364809],[148657,367087],[153025,375017],[164128,395012],[165011,395388],[168143,402363],[177210,419264],[189079,440711],[189753,441843],[190777,443007],[197443,454381],[203287,464104],[209160,474312],[213942,482553],[235790,521333],[239666,526786],[245641,535893],[248553,540462],[255341,551121],[256015,552253],[278183,588234],[294729,616098],[304758,630200],[316638,647915],[322613,657022],[339308,682564],[342220,687133],[369387,728331],[382791,747268],[392820,761370],[411783,788840],[429638,815662],[468682,868587],[489913,897760],[513346,930799],[528171,950818],[602535,1047317],[674842,1137089],[743818,1221394], [4480,57522,105474],[6561,71743,127599],[6758,73020,129728],[7525,78879,138643],[9187,90143,152772],[9338,89021,154119],[10625,96795,165463],[10918,98426,168106],[12044,104290,105143],[12084,105874,178951],[12621,59176,184728],[14220,63779,194882],[14330,118980,194788],[14465,119733,195771],[14677,118371,197406],[16347,70278,208907],[16498,126415,127268],[16538,127999,210901],[16916,129840,213728],[18036,74142,221265],[18187,76098,222612],[18601,137271,138307],[19474,81082,233956],[20911,147572,148555],[21193,153265,242888],[21526,86729,245382],[21607,89570,245207],[21773,155101,245604],[21970,156053,246781],[22215,154231,248339],[24342,94466,261144],[24452,165736,261050],[24587,97036,262033],[24799,164091,165127],[25242,166841,266492],[26707,101385,275622],[26817,99035,275528],[26952,99788,276511],[27164,102326,278146],[27519,176440,176943],[27714,176996,178416],[28834,107884,289647],[29025,108734,291641],[30257,187000,189319],[30912,189716,190893],[31178,114906,301524],[31280,196412,301778],[31691,115553,304576],[31816,119082,304401],[31998,198451,304544],[32495,196141,306732],[34750,67868,203801],[34792,203707,204690],[35074,126509,319860],[35407,124976,322354],[35488,127817,322179],[35654,211236,322576],[35851,128343,323753],[36096,208946,210366],[38287,128874,336555],[38620,133529,339049],[38701,73569,338874],[38867,130710,339271],[39064,131662,340448],[39309,134677,342006],[39617,136152,222706],[39727,39862,223930],[41436,141266,354811],[41546,138916,354717],[41681,79120,355700],[42248,143676,234560],[43424,82928,236432],[43526,236686,239309],[43755,147666,366550],[43838,239038,364591],[44333,239452,241022],[44580,247005,368735],[44696,150190,369145],[44757,247337,368265],[45393,154985,371871],[48780,253262,255581],[49283,91843,255756],[49364,160315,387695],[49435,255978,257155],[49701,163869,389586],[49803,164232,389840],[50214,162309,392638],[50339,165838,392463],[50521,264713,392606],[53950,172035,408549],[54052,167112,408803],[54463,172682,411601],[54588,99137,411426],[54770,169151,411569],[55402,55816,277749],[55735,175836,277924],[55982,56179,279726],[57846,104384,426885],[58179,182105,429379],[58260,105692,429204],[58426,179286,429601],[58623,106218,430778],[59286,59421,292312],[59821,293607,293825],[60704,294077,297213],[60820,110977,294487],[60881,297545,439250],[61156,189494,442664],[61258,189857,442918],[62304,192451,445324],[62475,196252,444778],[66684,67537,313404],[67639,313658,316281],[67951,316010,463886],[68268,121822,316456],[68393,204792,466382],[68446,316424,317994],[68693,208968,468030],[68809,208978,468440],[68870,324309,467560],[69506,211120,471166],[73351,129822,487076],[74176,212394,489261],[74292,218683,489671],[74353,212726,488791],[74989,130594,492397],[76200,76736,341863],[76611,223259,342038],[78960,139247,508221],[79297,137049,510112],[79399,137412,510366],[79810,230802,513164],[79935,139018,512989],[80117,227271,513132],[80749,81163,356938],[81329,81526,358915],[81834,360126,360393],[83040,145235,360939],[83211,239149,524222],[83459,239474,527519],[83575,239484,527929],[83636,365517,525257],[89352,154213,544985],[90471,91507,382549],[90508,381669,381887],[91391,382139,385275],[91568,385607,549660],[92477,257039,553417],[92991,262163,555734],[93162,262514,555188],[96876,166067,569086],[98762,167884,576517],[98864,168247,576771],[99366,99869,406658],[99910,273191,579177],[100081,166952,578631],[102210,103023,414351],[105999,179724,600235],[106299,177018,601883],[106415,177028,602293],[106476,281108,601413],[107112,179170,605019],[108323,108859,432193],[109712,185752,435947],[109778,293629,614935],[111014,438320,438538],[111619,297893,621503],[111790,298244,619037],[115614,449902,628671],[118707,197184,640128],[118809,197547,640382],[119311,119814,458676],[119867,121287,460234],[120081,459421,459688],[120225,312762,642462],[121458,316121,645351],[121883,464812,646386],[128124,211674,666651],[130259,213750,674190],[130375,213760,674600],[130436,330774,671928],[131148,131787,487613],[139277,227690,700088],[139791,224721,702405],[139962,225072,701859],[142091,142904,515914],[144183,360430,716894],[145449,522965,523232],[145593,362550,719215],[150227,532370,532588],[151003,372902,731270],[154650,248361,743166],[154766,248371,743576],[154827,376857,740904],[155539,156178,545522],[158546,386306,750207],[162370,560312,759841],[166097,265132,771641],[166907,266514,773575],[168748,267766,780143],[168919,268117,777677],[169570,170500,576860],[172743,583755,787311],[177354,281174,801102],[192665,626379,626646],[192809,446935,839480],[196207,306754,847433],[198048,308006,854001],[198219,308357,851535],[198870,199800,640471],[201728,461845,859471],[207138,472197,871526],[209304,324375,877236],[212676,328971,886323],[212792,212947,668004],[214086,330840,888644],[218720,679041,679259],[219496,493428,900699],[223320,497383,910333],[230863,706983,929270],[239104,364613,948576],[239810,365583,949739],[247287,375054,964442],[247403,247558,736980],[248697,376923,966763],[259071,557345,987609],[273405,785019,785286],[273549,580788,1018210],[278959,415382,1030265],[287878,606050,1050256],[297495,440748,1070598],[297611,297766,832175],[304902,449968,1082822],[305455,631585,1083901],[316076,463908,1103135],[316782,464878,1104298],[342364,497449,1153034],[352738,704016,1173880],[385557,551158,1229953],[385673,385828,980304],[392964,560378,1242177],[411927,583821,1274649],[412480,790225,1275728],[500639,913247,1416624],[513490,707049,1437407] ] cell #943 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [18105],[25964],[27047],[33217],[37480],[37704],[39140],[40693],[47147],[47371],[51740],[52977],[53220],[57039],[57263],[65553],[65796],[68619],[71260],[71484],[72101],[72891],[78324],[78520],[78567],[84994],[88102],[88892],[90619],[92904],[96240],[96436],[96483],[97273],[104224],[105014],[105422],[111125],[112247],[113507],[116972],[117218],[119953],[120380],[123118],[126349],[127139],[127547],[129662],[137154],[138514],[143236],[145321],[145748],[146998],[147506],[148426],[150338],[152720],[154053],[156275],[156287],[156748],[159003],[163974],[165334],[167989],[174101],[177243],[184676],[186164],[187073],[187085],[187546],[189599],[192537],[192964],[194722],[195642],[197289],[200005],[200120],[203133],[203641],[209193],[213975],[218831],[221213],[222546],[233827],[235351],[236593],[236744],[236859],[239699],[242052],[242961],[242973],[243434],[245487],[248586],[255861],[260984],[273277],[273704],[275462],[276382],[278029],[289933],[293319],[296320],[300443],[301685],[301836],[301951],[304791],[313565],[316671],[322459],[333366],[335719],[336628],[336640],[337101],[339154],[342253],[354651],[362973],[367977],[379449],[384382],[389747],[392853],[403345],[407468],[408710],[408861],[408976],[411816],[423696],[429484],[438962],[442825],[455363],[462268],[478744],[483499],[488503],[504908],[510273],[513379],[541408],[549372],[565773],[572815],[576678],[596121],[623917],[636426],[640289],[662537],[696043],[725941],[767596],[827067],[835861],[943420],[1064501] ] cell #944 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [10490],[16040],[18419],[19339],[20870],[21821],[24047],[27212],[28527],[29217],[30759],[32011],[35085],[35702],[37964],[38915],[39322],[41141],[41941],[42570],[44154],[44770],[45762],[47631],[49483],[50534],[53531],[53732],[54783],[55413],[57857],[58474],[58881],[59783],[60894],[62519],[66107],[66308],[68459],[68883],[69875],[72166],[73750],[73942],[74366],[75358],[79079],[80130],[80760],[81619],[83255],[83649],[85052],[88167],[89751],[89943],[90521],[91581],[92676],[93206],[96995],[97389],[97440],[99595],[100125],[106065],[106489],[107481],[111027],[111148],[111834],[112312],[115627],[117334],[117385],[119540],[120240],[121502],[121896],[123299],[128190],[128419],[128793],[130449],[131852],[137321],[139476],[140006],[144133],[145608],[146334],[147114],[147165],[150240],[151047],[152810],[153184],[154840],[156252],[157783],[157904],[158590],[159068],[162383],[164141],[166296],[166625],[168156],[168963],[172756],[177369],[180428],[185865],[187050],[188864],[189238],[189766],[192824],[195925],[197456],[198263],[203249],[203300],[206375],[207182],[209319],[214101],[214827],[218733],[219540],[223333],[224745],[230876],[235328],[235515],[238822],[239825],[242938],[245654],[246130],[248712],[249438],[255126],[255500],[256028],[262187],[266605],[267790],[273564],[278196],[279003],[287115],[287922],[293544],[297917],[304917],[306845],[308030],[312487],[315794],[316797],[322626],[328995],[336605],[339321],[339797],[342379],[360454],[362275],[364704],[372575],[375078],[381606],[385979],[392979],[411942],[415055],[418247],[429651],[438257],[440772],[444839],[446660],[459749],[463999],[471870],[493101],[513505],[523293],[524283],[532307],[551182],[555249],[578692],[580513],[605723],[619098],[626707],[645412],[678978],[701920],[731331],[750268],[777738],[785347],[851596],[871587],[900760],[1030326],[1050317] ] cell #945 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [9015],[14143],[16175],[17864],[18388],[21108],[21503],[23775],[24265],[24622],[26630],[27347],[28662],[29186],[30172],[31155],[34673],[34989],[35254],[35384],[38202],[38597],[39540],[40869],[41359],[41716],[42076],[43401],[43670],[44323],[44563],[48006],[48695],[49260],[49678],[49857],[51916],[53799],[53927],[55712],[57445],[57761],[58026],[58156],[59099],[60596],[60687],[61133],[61803],[63694],[66375],[66661],[67514],[67783],[68676],[68996],[71666],[73266],[73919],[74065],[74159],[77602],[78856],[79274],[79453],[81059],[81817],[81991],[82905],[83442],[84370],[86169],[86706],[89267],[89920],[90066],[90172],[91283],[91374],[91820],[94381],[95518],[96772],[97482],[98202],[98739],[99409],[99765],[101300],[104267],[106282],[106602],[109761],[109875],[110678],[112668],[114883],[117427],[118147],[118684],[119354],[119710],[124416],[124953],[126392],[128791],[128851],[129705],[130242],[131170],[132969],[133506],[136067],[136972],[141181],[143891],[144084],[147207],[147549],[149891],[151881],[152216],[153182],[153242],[154096],[154633],[155561],[159424],[163792],[166631],[166890],[167004],[167807],[172012],[175276],[175813],[181545],[182082],[189236],[189296],[189417],[194765],[195931],[196190],[196304],[197107],[203342],[203684],[208016],[212384],[212577],[218384],[220374],[220709],[222589],[235575],[238828],[239087],[239201],[245305],[246995],[247188],[255498],[255558],[255679],[261027],[275505],[277847],[280172],[288756],[293550],[297203],[297396],[300667],[312547],[315800],[316059],[316173],[322277],[338972],[354694],[360383],[362335],[363197],[381612],[385265],[385458],[388729],[407692],[429302],[438263],[440157],[446720],[459678],[462492],[509255],[523222],[532313],[534207],[550567],[574010],[580573],[626636],[637621],[655336],[678984],[680878],[785276],[796261],[813976] ] cell #946 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [28897],[37822],[41728],[47489],[53002],[53390],[57381],[65578],[65966],[71602],[72130],[72896],[78349],[78737],[88131],[88897],[96265],[96653],[97278],[98287],[104253],[105019],[112276],[113532],[117223],[118232],[126378],[127144],[128611],[129691],[137159],[138168],[147003],[147535],[148431],[153002],[154082],[159032],[163979],[164988],[167994],[177187],[186169],[189056],[189604],[190754],[194751],[197294],[203138],[203670],[209137],[213919],[222575],[235767],[236598],[239643],[245492],[248530],[255318],[255866],[261013],[275491],[278034],[293220],[294706],[301690],[304735],[313570],[316615],[322464],[339159],[342197],[354680],[361041],[369364],[382768],[389752],[392797],[408715],[411760],[429489],[442830],[445426],[460336],[468659],[489890],[510278],[513323],[528148],[555836],[576683],[579279],[602512],[621605],[640294],[674819],[702507],[717068],[743795],[780245],[854103],[886497],[964616],[1070772],[1230127] ] cell #947 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28903,108220],[37828,131045],[41776,142206],[47495,155436],[53008,167708],[53438,169685],[57387,179621],[58699,183252],[65584,197008],[66014,198985],[71608,211571],[73089,213584],[73590,215773],[78355,225828],[78785,227805],[89090,248195],[89591,250384],[96271,263270],[96701,265247],[97370,266709],[98304,267085],[105212,281966],[105713,284155],[113538,299632],[117315,306949],[118249,307325],[127337,325167],[127838,327356],[128628,328933],[137251,345898],[138185,346274],[147095,364808],[148624,367086],[153019,375016],[164071,395011],[165005,395387],[168086,402362],[177204,419263],[189073,440710],[189696,441842],[190771,443006],[197386,454380],[203230,464103],[209154,474311],[213936,482552],[235784,521332],[239660,526785],[245584,535892],[248547,540461],[255335,551120],[255958,552252],[278126,588233],[294723,616097],[304752,630199],[316632,647914],[322556,657021],[339251,682563],[342214,687132],[369381,728330],[382785,747267],[392814,761369],[411777,788839],[429581,815661],[468676,868586],[489907,897759],[513340,930798],[528165,950817],[602529,1047316],[674836,1137088],[743812,1221393], [4483,57523,105453],[6564,71744,127578],[7519,78878,138642],[9190,90144,152751],[10619,96794,165462],[11962,104289,105142],[12072,105873,178950],[12624,59177,184707],[14221,63758,194003],[14459,119732,195770],[16350,125777,208886],[16416,126414,127267],[16526,127998,210900],[17089,73019,129727],[18039,74143,221244],[18484,137270,138306],[19468,81081,233955],[20734,147571,148554],[21172,153264,242887],[21525,86728,244286],[21958,156052,246780],[22388,89020,154118],[24343,94445,260265],[24581,95217,262032],[24682,164090,165126],[25616,98425,168105],[26708,101364,274743],[26946,99787,276510],[27522,176419,280707],[27545,176995,178415],[28837,182906,289626],[29013,108733,291640],[30236,186999,189318],[30666,189715,190892],[31177,114905,301419],[31247,196411,301777],[31690,115552,303317],[32171,118979,194787],[32869,118370,197405],[34615,203706,204689],[34751,67847,202922],[35053,123752,319859],[35406,124975,321258],[35839,126037,323752],[35927,208945,210365],[37187,129839,213727],[38266,128873,336554],[38619,133528,337953],[39052,131661,340447],[39482,76097,222611],[39618,136131,343558],[39856,77091,223929],[41437,141245,353932],[41675,142017,355699],[42251,234539,234757],[43423,82927,236327],[43493,236685,239308],[43734,146787,366549],[43994,239451,241021],[44574,247004,368734],[44695,150189,369025],[45560,89549,245206],[45990,155100,245603],[46854,154230,248338],[48759,253261,255580],[49189,255977,257154],[49282,91842,254660],[49700,160440,389481],[49770,160867,389839],[50213,162308,391379],[50694,165735,261049],[52124,166840,266491],[53949,172034,408444],[54019,167111,408802],[54462,172681,410342],[54943,99034,275527],[55381,103190,277748],[55641,102325,278145],[55734,175835,416403],[56167,103620,279725],[57825,180881,426884],[58178,182104,428283],[58611,183166,430777],[59415,109214,292311],[59764,293606,293824],[60698,294076,297212],[60819,110976,294367],[61155,188398,442559],[61225,188825,442917],[62303,192450,445318],[63517,119049,304400],[64018,198450,304543],[64700,196140,306731],[66683,67536,313299],[67606,313657,316280],[68107,316423,317993],[68267,121821,315197],[68687,204867,468029],[68808,204879,468320],[69673,127796,322178],[70103,211235,322575],[73330,215280,487075],[73548,75156,338873],[74170,212393,489260],[74291,218682,489551],[75586,130709,339270],[76167,135890,341862],[76450,134676,342005],[76610,223258,498501],[79296,228933,510007],[79366,229360,510365],[79809,230801,511905],[80290,138915,354716],[80728,143071,356937],[81514,143501,358914],[81828,360125,360392],[83039,145234,360933],[83453,238213,527518],[83574,238225,527809],[83890,239037,364590],[85337,247336,368264],[86271,154979,371870],[89331,249891,544984],[90451,381668,381886],[90470,91506,382429],[91385,382138,385274],[92644,160294,387694],[92990,257348,555728],[94204,165805,392462],[94705,264712,392605],[98761,269138,576412],[98831,269565,576770],[99104,101123,411425],[99345,170667,406657],[99909,273190,579171],[101624,169150,411568],[102204,175378,414350],[105671,107279,429203],[106293,285607,601882],[106414,285619,602173],[107709,179285,429600],[108290,184466,432192],[109711,185751,435941],[109772,293502,614934],[110957,438319,438537],[111433,297544,439249],[111618,296471,621497],[113806,196246,444777],[118706,309378,640023],[118776,309805,640381],[119290,199967,458675],[119866,121286,460228],[120075,459420,459687],[122137,316009,463885],[122835,204759,466381],[123584,324308,467559],[124518,211114,471165],[130253,331880,674189],[130374,331892,674480],[130588,133071,492396],[131115,217117,487612],[132137,212725,488790],[138985,141004,512988],[139226,139444,508220],[139790,351015,702399],[141505,227270,513131],[142085,233498,515913],[144182,360294,716888],[145443,522964,523231],[145996,239143,524221],[146619,365516,525256],[150170,532369,532587],[154644,377963,743165],[154765,377975,743456],[155506,251728,545521],[158189,385606,549659],[159526,257033,553416],[160562,262508,555187],[166046,166264,569085],[166901,400527,773574],[166946,170935,578630],[168747,403496,780137],[169564,271511,576859],[179164,181647,605018],[179691,179964,600234],[180713,281107,601412],[188520,298238,619036],[192659,626378,626645],[193835,449901,628670],[196201,452545,847432],[198047,455514,853995],[198864,311751,640470],[200473,312756,642461],[202131,316115,645350],[202754,464811,646385],[211641,211914,666650],[212675,480820,886317],[212786,329451,668003],[215112,330773,671927],[218663,679040,679258],[225066,229055,701858],[227684,228019,700087],[237212,362544,719214],[239098,526082,948575],[244408,372896,731269],[247286,538729,964436],[247397,375534,736979],[249723,376856,740903],[254782,386300,750206],[260097,560311,759840],[265126,265461,771640],[268111,269260,777676],[273399,785018,785285],[274575,583754,787310],[281168,281213,801101],[297494,619928,1070592],[297605,441228,832174],[302304,446929,839479],[308351,309500,851534],[314184,461839,859470],[316070,647211,1103134],[321380,472191,871525],[324369,324414,877235],[330834,330879,888643],[338075,493422,900698],[343390,497382,910332],[353764,706982,929269],[365577,365622,949738],[376917,376962,966762],[385556,751098,1229947],[385667,551638,980303],[390366,557339,987608],[409329,580782,1018209],[415376,416525,1030264],[428405,606044,1050255],[449962,450007,1082821],[450718,631579,1083900],[464872,464917,1104297],[497443,497488,1153033],[510892,704010,1173879],[560372,560417,1242176],[583815,583860,1274648],[584571,790219,1275727],[691439,913241,1416623],[707043,707088,1437406] ] cell #948 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [14361],[15676],[18218],[21144],[22963],[24483],[26848],[27050],[29990],[30208],[31088],[33532],[35025],[37707],[38238],[39169],[41577],[43061],[43334],[43706],[45314],[47374],[48731],[49611],[52980],[53249],[53860],[57266],[57797],[61066],[63085],[63730],[65556],[65825],[67447],[67819],[71487],[72473],[72930],[73302],[74910],[78327],[78596],[79207],[82393],[86639],[88474],[88931],[89303],[91753],[92907],[94417],[96243],[96512],[98672],[100691],[101336],[104596],[105053],[105425],[113510],[114371],[118617],[120383],[120640],[123147],[124886],[126721],[127178],[127550],[129193],[133439],[136103],[138034],[138553],[141217],[145751],[148281],[148465],[152723],[153584],[156280],[156806],[161127],[164854],[165373],[171500],[175746],[177769],[182015],[184679],[186242],[187078],[187604],[190114],[192967],[194253],[195497],[195681],[200003],[200125],[209719],[221216],[222077],[229620],[233347],[233866],[235356],[236742],[236864],[240778],[242130],[242966],[243492],[251857],[260515],[270854],[273707],[274993],[276237],[276421],[290459],[293317],[294963],[296398],[300448],[301834],[301956],[311094],[317750],[334445],[335797],[336633],[337159],[354182],[362978],[367975],[369621],[380528],[384460],[403423],[407473],[408859],[408981],[424775],[438960],[455441],[462273],[479823],[483504],[488501],[490147],[504986],[541413],[549370],[565851],[572813],[596126],[623995],[636424],[662542],[696041],[725946],[767594],[827072],[835859],[943418],[1064496] ] cell #949 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [32122],[34566],[39211],[39433],[44776],[47975],[50645],[53291],[54894],[55286],[60565],[60900],[62403],[65867],[66492],[68889],[73068],[73453],[74372],[78638],[80241],[82736],[83139],[83655],[86138],[89069],[89454],[91587],[93090],[96554],[98506],[100009],[105191],[105576],[106495],[111718],[114714],[115633],[118451],[121386],[121902],[123189],[127316],[127701],[129939],[130455],[132938],[138387],[138691],[139890],[145004],[148603],[150931],[154330],[154846],[156848],[158474],[160199],[162389],[165207],[165511],[168847],[171843],[172762],[178515],[179031],[187646],[190973],[192220],[195819],[198147],[200130],[200695],[201139],[207066],[210465],[210981],[213497],[219424],[223339],[226967],[230882],[234004],[236869],[237434],[241121],[243534],[246861],[248108],[251847],[251854],[258482],[264409],[272960],[276559],[278887],[281879],[287806],[291721],[293974],[294953],[294960],[298948],[301961],[302526],[304313],[306213],[312065],[325080],[337201],[340528],[341775],[352149],[358076],[360212],[361853],[366999],[368632],[369611],[369618],[392375],[405973],[408986],[409551],[411338],[413238],[432105],[436005],[439617],[444597],[446238],[457991],[466294],[487525],[489158],[490137],[490144],[512901],[524041],[530055],[545434],[550027],[573470],[578450],[580091],[600147],[617757],[637081],[645170],[666563],[670712],[676726],[696698],[739688],[748927],[768251],[776397],[803810],[836516],[850255],[879944],[918356],[952536],[998384],[1065536],[1074644],[1191933],[1320502] ] cell #950 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [58920],[73981],[80799],[89982],[98585],[99634],[106104],[118530],[119579],[128229],[128885],[129865],[138466],[139515],[153276],[154256],[165286],[166335],[166866],[168267],[177461],[178441],[189330],[191052],[196166],[197567],[209411],[210391],[212616],[214193],[224986],[226387],[239063],[239917],[241047],[247227],[248804],[255592],[262428],[263829],[268031],[280998],[293850],[297435],[298158],[299715],[305009],[308271],[316035],[316889],[324199],[330664],[342471],[360685],[361671],[365407],[372816],[376747],[385497],[386220],[393071],[412034],[415296],[435901],[437577],[446056],[449792],[460966],[464702],[472111],[493342],[497273],[513597],[521848],[531627],[547987],[556466],[560202],[579909],[583645],[605964],[622235],[625262],[642977],[652756],[678298],[703137],[706873],[724515],[756432],[780875],[783902],[811396],[833730],[854733],[893944],[925861],[943099],[972063],[1012460],[1094096],[1129370],[1213675],[1326491],[1490009] ] cell #951 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [193978],[202897],[208624],[236479],[244333],[254707],[260240],[274718],[280445],[289364],[293197],[294546],[301571],[303381],[313451],[315261],[321305],[338000],[343533],[353907],[359634],[361018],[369204],[382608],[391443],[408596],[410406],[416450],[428330],[445403],[460313],[489730],[498565],[511969],[579256], [31074,452240],[31847,449452],[42836,522214],[43320,525777],[45430,534707],[50370,559862],[53846,400222],[54619,583305],[56080,418521],[60108,615875],[62860,625628],[63344,629191],[66949,643343],[67312,644434],[67433,646906],[68424,650167],[69543,655836],[70447,323376],[72432,330146],[72916,481544],[75026,681378],[76767,496933],[77066,345011],[79966,706533],[81427,520084],[85681,728108],[87050,372495],[88433,376229],[88917,539453],[90795,747045],[91193,748149],[92514,753707],[93547,756798],[93710,389811],[93910,757889],[94031,760361],[95192,261718],[97714,401571],[100466,784268],[100950,787831],[102710,414975],[103060,587048],[104555,420476],[104918,283637],[105039,594166],[106030,808807],[107149,814476],[108053,430401],[108890,609555],[109189,435341],[112913,834096],[113076,442889],[115909,449274],[116545,844561],[117659,453589],[120291,857470],[121042,859248],[122662,865104],[123727,319830],[123800,468105],[123928,868364],[124326,869468],[125297,471790],[126680,475524],[127043,326838],[127164,660582],[128155,884941],[131818,675709],[132481,897537],[133850,493021],[135233,496755],[135717,686124],[137595,503134],[137993,348374],[139314,923136],[140347,926227],[140510,510337],[140710,927318],[140831,929790],[141992,355385],[142591,516538],[142941,710276],[145659,945512],[146762,366520],[147714,527594],[147842,950595],[148240,528860],[148451,724848],[151393,535101],[152126,961379],[152489,374811],[156209,744685],[156710,974959],[160032,554041],[160487,389633],[160883,555813],[161529,987386],[162665,559684],[164415,563999],[164813,397487],[166134,1003164],[170042,1012826],[170205,576742],[170405,577484],[170537,781177],[173038,583127],[173674,1023291],[174788,587442],[177420,1036200],[178171,422286],[180856,426855],[180929,601958],[181057,1047094],[181455,1048198],[182426,605643],[184172,433863],[186050,615080],[186228,826830],[186970,618523],[187508,1067519],[188445,442711],[189870,621582],[190516,622931],[192875,1078595],[195058,1083678],[195456,451748],[199342,1094462],[199505,640353],[199705,641095],[199837,855035],[200109,1097231],[204375,649989],[204943,468499],[207528,656230],[209370,1119321],[210121,477334],[213018,886643],[214152,1131783],[215255,487046],[216207,674265],[216335,1136866],[219886,681772],[220619,1147650],[220982,495337],[224251,1158115],[228525,700712],[228980,510159],[229376,702484],[230022,1173657],[231158,706355],[233306,518013],[235213,942672],[235607,717045],[236657,720587],[236848,1193375],[238289,527988],[239876,1198441],[242858,530821],[243396,1205012],[246404,537860],[247629,964762],[248763,1216088],[249866,544955],[250818,743241],[250946,1221171],[253232,749693],[256778,754101],[265967,772265],[266790,773720],[269185,576564],[270610,780222],[273615,1270422],[275798,1275505],[276196,585601],[280082,1286289],[285683,602352],[288268,814870],[290861,611187],[294152,829353],[297837,1070918],[301749,625040],[301940,1333755],[304968,1338821],[307030,847578],[309425,640175],[310850,854080],[313629,860843],[316848,1360813],[329274,886474],[331956,674659],[336525,677492],[337063,1400242],[340071,684531],[342430,1411318],[344613,1416401],[364889,948721],[368810,726588],[375357,964593],[378039,743635],[382214,977482],[385899,1230273],[393030,1502339],[408774,783680],[408965,1530131],[411993,1535197],[441051,1070749],[464184,1103280],[489336,896017],[513556,1697569],[551461,1230104], [4505,179791,1043834],[6586,211741,1126955],[7446,225203,1161230],[9193,251555,972396],[10546,262645,1246551],[11016,268248,1259346],[11937,280849,1289058],[12646,184293,819222],[13568,298375,1327745],[13890,307208,1087196],[14775,308488,1345392],[16391,324050,1375620],[17064,330515,1388605],[18042,216944,894277],[19395,232908,710670],[20410,365067,1197282],[20709,365258,1457974],[21042,374963,1213248],[21871,373033,1469401],[22363,376598,1475411],[23690,386437,1491263],[26055,271256,781571],[26377,266968,1005560],[27262,415513,1541768],[28878,183809,609377],[29756,437358,1584054],[30106,440657,1326064],[32146,449643,1599256],[33308,311496,855429],[34291,464362,1359654],[34590,464553,1620732],[35752,472328,1632159],[37504,330324,890016],[37803,216733,675531],[38136,328880,1128943],[38965,493559,1664631],[39457,497124,1670641],[40784,350445,923530],[45080,531408,1723323],[47171,376407,968135],[47470,251344,744507],[48279,547768,1744169],[48629,551067,1489582],[50669,560053,1759371],[51831,399558,1003558],[52528,267710,777163],[52878,401177,1008083],[54918,583496,1791083],[57063,420654,1039573],[57362,285115,808629],[58524,606181,1823986],[65104,307950,851021],[65454,453195,1089719],[69193,652537,1878993],[71284,475702,1122694],[71583,328316,884763],[74676,678079,1909594],[77875,346899,919122],[78225,502740,1163753],[80265,706724,1945642],[84567,724296,1966863],[85018,529038,1201855],[95791,396012,999150],[96141,563605,1249074],[106799,811177,2057723],[113276,443631,1075410],[113408,622537,1330282],[131367,893725,2136292],[144525,717214,1452146],[155758,971844,2207845] ] cell #952 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [7245],[7260],[11152],[11167],[11680],[14911],[14926],[16853],[17003],[17311],[18835],[18850],[22152],[22302],[22610],[25033],[25048],[25220],[25504],[27651],[27801],[28109],[30554],[32473],[32757],[34822],[34837],[36033],[36183],[36491],[37009],[37293],[39949],[40233],[40383],[43816],[44100],[44420],[46676],[46960],[48041],[48068],[49077],[49501],[50996],[51280],[51430],[52654],[56568],[56852],[60631],[60658],[61603],[62105],[64124],[64444],[65230],[66457],[66469],[66755],[67929],[68213],[70789],[71073],[72397],[76556],[78001],[81026],[82457],[82701],[82713],[82999],[84693],[86204],[86231],[87176],[87678],[88398],[90191],[90201],[92290],[94811],[95917],[101730],[102050],[102836],[104520],[108679],[110027],[110697],[110707],[114435],[114679],[114691],[114977],[115874],[116671],[119846],[120704],[125423],[126645],[133004],[133031],[133976],[134478],[135198],[141611],[142717],[144103],[145214],[148205],[149240],[149910],[149920],[161191],[162630],[171564],[171808],[171820],[172106],[173003],[173800],[182552],[183774],[185731],[188213],[190178],[191319],[192430],[204340],[216698],[217733],[218403],[218413],[229684],[231123],[237688],[241619],[251309],[254475],[268953],[270918],[272059],[273170],[285080],[295887],[309193],[311158],[314660],[328281],[331355],[335286],[348142],[377438],[383949],[397255],[402912],[421685],[444242],[454930],[476733],[504475],[529358],[565340],[615404],[623484],[717371],[826008] ] cell #953 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [19947],[29278],[29635],[31384],[31822],[33828],[34096],[42721],[44959],[45456],[48158],[48437],[49907],[50175],[50345],[54156],[54594],[55988],[61853],[62745],[63375],[64310],[66834],[67191],[68399],[69072],[69351],[69569],[74555],[75052],[76742],[79503],[79771],[79941],[81335],[82542],[84446],[87426],[92540],[93432],[93789],[94062],[99459],[100351],[100981],[101916],[103086],[106005],[106224],[106678],[106957],[107175],[108865],[110531],[112798],[114520],[116424],[119404],[120789],[122693],[128130],[128349],[129342],[131246],[131793],[134226],[135748],[136683],[137418],[139340],[140232],[140589],[140862],[142967],[144405],[144617],[149744],[153733],[155637],[156184],[157287],[164238],[166160],[167660],[168253],[169927],[170563],[171649],[173553],[176533],[177026],[177918],[179822],[184324],[185701],[189863],[191833],[194402],[196960],[197553],[199227],[199863],[200752],[208976],[209868],[211772],[212898],[213044],[213110],[213758],[216975],[218237],[222226],[224130],[224716],[225780],[239482],[240927],[245158],[247509],[247655],[247721],[248369],[251586],[260664],[262158],[263222],[266441],[266522],[266999],[267761],[272573],[275142],[277700],[281492],[293637],[297717],[297863],[297888],[299584],[303926],[306681],[306762],[307239],[308001],[317899],[322130],[324693],[328813],[328966],[338825],[341388],[354331],[360425],[364540],[364621],[365098],[366612],[368214],[374896],[375049],[385779],[385925],[387646],[391988],[400132],[410951],[429155],[435798],[436462],[439199],[440590],[440743],[452150],[463835],[463916],[464393],[465907],[467509],[488740],[512514],[521142],[525206],[525687],[546872],[549609],[551000],[551153],[601362],[614749],[617174],[628620],[642271],[646335],[646816],[671877],[719024],[729407],[740853],[745919],[759790],[787260],[828641],[839289],[898836],[910282],[929219],[955924],[1018019],[1142195] ] cell #954 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [39180],[53260],[55231],[65836],[72484],[73398],[75957],[78607],[88485],[89399],[96523],[97773],[98894],[104607],[105521],[117718],[118839],[123158],[126732],[127646],[128694],[128968],[137654],[138045],[138775],[148292],[153085],[153359],[156817],[160144],[164474],[164865],[165595],[166743],[177270],[177544],[178230],[187615],[189139],[190575],[195508],[196043],[200400],[200640],[204549],[209220],[209494],[210180],[214002],[224863],[225923],[233358],[237139],[237379],[238940],[239726],[240553],[243503],[246463],[248613],[251829],[252162],[252414],[255401],[262305],[263365],[267908],[276248],[280955],[290920],[293722],[294935],[295268],[295520],[298035],[302231],[302471],[304818],[305645],[308148],[312080],[312178],[315912],[316698],[324156],[330621],[337170],[340130],[342280],[357032],[360194],[361543],[361868],[361966],[365364],[368380],[369593],[369926],[370178],[372693],[376704],[386097],[392880],[409256],[409496],[411843],[412670],[415173],[431181],[436020],[439365],[444579],[445928],[446253],[446351],[449749],[460838],[464659],[471988],[485890],[488906],[490119],[490452],[490704],[493219],[497230],[513406],[524023],[530070],[543799],[549775],[556338],[560159],[573218],[578432],[579781],[580106],[580204],[583602],[598512],[605841],[617772],[622107],[636829],[645152],[664928],[670694],[676741],[696446],[703009],[706830],[739670],[748942],[767999],[776412],[780747],[803792],[836264],[850270],[854605],[879926],[918371],[952518],[998399],[1065518],[1074659],[1191948],[1320511] ] cell #955 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [35872],[50036],[56200],[58644],[61982],[64001],[69066],[76433],[79632],[81547],[82438],[84440],[86923],[93425],[94688],[99588],[101607],[102583],[106672],[108556],[109979],[110394],[112791],[114416],[115787],[119533],[120685],[121149],[123101],[125170],[131240],[131654],[133723],[135111],[140225],[141488],[142464],[144398],[144598],[149607],[155631],[156045],[157150],[157700],[159905],[161172],[161636],[162543],[167108],[169920],[170278],[171545],[172916],[180230],[182299],[183687],[185555],[185682],[190159],[191814],[195165],[196408],[199220],[199578],[200635],[200733],[201638],[204253],[205742],[206292],[212180],[212891],[212993],[216611],[218100],[228398],[229665],[230129],[231036],[237374],[239305],[240273],[246047],[247502],[247604],[251222],[252447],[258076],[258981],[265840],[266295],[266925],[270899],[272554],[275905],[281375],[284993],[286482],[287032],[295553],[297710],[297812],[298542],[302466],[305365],[306535],[307165],[311139],[312099],[316277],[324576],[328194],[328794],[331041],[333940],[339714],[344720],[346114],[351743],[352648],[360512],[361887],[364394],[365024],[365784],[370211],[374877],[377124],[380023],[385772],[385874],[395227],[402578],[405567],[409491],[412390],[418164],[419124],[436039],[436248],[440571],[442058],[446272],[450169],[454596],[457585],[463689],[464319],[465079],[474172],[481038],[482413],[490737],[497650],[500549],[521123],[526646],[536108],[538947],[540322],[546658],[550981],[552468],[560579],[569892],[580125],[584022],[588449],[614852],[616960],[620146],[630060],[633503],[642252],[647775],[657237],[682779],[686993],[707250],[719005],[721987],[727085],[729193],[746022],[751316],[761230],[788700],[815877],[828744],[829850],[839270],[862243],[867341],[896514],[898622],[930659],[947387],[956027],[977979],[1018000],[1046071],[1080470],[1101946],[1133658],[1142298],[1217963],[1239825],[1272297],[1413193],[1435055] ] cell #956 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [63783],[67872],[70381],[82404],[86650],[91764],[94470],[101389],[103898],[107987],[110355],[114382],[115452],[120651],[121721],[124897],[133450],[136156],[141270],[143779],[144595],[149568],[157111],[162208],[171511],[172581],[175757],[182026],[185679],[191811],[200730],[218061],[223158],[230701],[272551], [16961,129204],[18379,136775],[21805,151591],[22260,153595],[24613,95089],[25212,266419],[25443,167484],[27196,174986],[27453,176724],[27759,177780],[27912,105478],[29177,185351],[32043,194264],[32090,194428],[32465,306659],[32696,196784],[35078,124126],[35686,207726],[35896,125864],[36141,209730],[36294,127603],[37001,213088],[38899,220084],[39354,222088],[39401,222252],[40172,225604],[40341,138564],[41707,141889],[41925,233106],[42182,234844],[42882,363154],[43759,148040],[43808,364518],[44378,240789],[45806,244769],[45817,244982],[46268,152776],[46668,247699],[49467,256976],[49622,161138],[49813,161302],[50566,260526],[50613,260690],[51219,263046],[51388,165384],[53716,271454],[54815,275004],[54862,275168],[55457,277311],[55468,277524],[56560,281470],[56791,178850],[57850,181255],[58458,288466],[58668,182993],[58960,290634],[59066,184732],[60173,439177],[60306,296409],[61077,190125],[61268,190289],[62044,299408],[62906,300624],[63832,303904],[64402,195692],[66292,311694],[66995,462449],[67921,463813],[68491,317761],[68538,317925],[68700,205490],[68708,205703],[69919,321741],[69930,321954],[70781,324671],[71012,210800],[73355,216533],[74021,334620],[75402,338436],[75413,338649],[75864,221269],[76264,341366],[79063,350643],[79218,229631],[79409,229795],[80162,354193],[80209,354357],[80804,356500],[80984,233877],[82568,363472],[83466,240021],[83474,240234],[84685,366590],[85746,368192],[85879,242141],[87617,246680],[89356,251144],[90022,380703],[90860,549587],[90993,384471],[91239,550524],[92720,387257],[92731,387470],[92983,258073],[93593,388686],[94519,391966],[96979,399756],[98683,270865],[98874,271029],[99639,406220],[100512,407649],[101438,410929],[102008,276432],[106144,424950],[106306,286230],[106314,286443],[107525,428766],[107536,428979],[108618,291540],[109785,293683],[110019,436440],[110142,438784],[111611,298539],[112959,440114],[114546,300942],[118628,311105],[118819,311269],[119584,458238],[120337,459893],[120815,462767],[121107,646313],[121143,644566],[122932,465885],[123993,467487],[124372,655293],[128269,479998],[128890,481124],[130266,333688],[130274,333901],[132546,488718],[132679,335808],[134417,340347],[139520,507783],[139783,351740],[140393,509212],[141319,512492],[144041,520982],[144175,360509],[145705,523437],[147907,525184],[149355,367799],[152172,534164],[153281,539033],[154657,379771],[154665,379984],[156775,546850],[156898,549194],[161594,759768],[161630,758021],[166340,568648],[166914,400708],[168740,405564],[170088,573967],[171675,407967],[177466,593746],[181122,601340],[181501,813933],[187573,617152],[189335,620232],[192921,626851],[195123,628598],[195159,844693],[196214,452726],[198040,457582],[199388,637578],[200176,642111],[209416,660162],[212668,481035],[214198,670108],[216400,671855],[217848,488325],[220665,680835],[230087,929197],[230123,927450],[236915,718864],[239111,526263],[239922,723438],[243461,729385],[247279,538944],[248809,739084],[251011,740831],[255597,751402],[273661,785491],[275863,787238],[275899,1023423],[280128,796218],[297487,620143],[302007,839129],[305014,843703],[316083,647392],[316894,863694],[337128,898814],[342476,908513],[344678,910260],[344714,1158247],[385549,751313],[393076,991832],[409032,1017859],[412039,1022433],[513602,1178103], [4634,108387,431696],[4641,58913,290470],[6943,131485,487116],[6950,73974,334456],[7807,80815,356713],[9523,155876,545025],[9530,89975,380539],[10844,167148,570293],[10950,97912,403434],[11207,99650,406433],[12229,180061,599738],[12236,106097,424786],[14603,196448,633904],[14709,117857,455452],[14966,119595,458451],[16683,212011,666154],[16690,128222,479834],[16781,212534,667653],[17008,129368,483998],[18527,225268,693521],[18633,137793,504997],[18890,139531,507996],[20653,239345,722388],[22080,247145,736629],[22307,153759,541907],[24725,262710,765074],[24831,164613,565862],[25088,166351,568861],[25432,167271,572637],[25659,268313,775792],[27579,280916,800751],[27806,177944,596620],[30482,297353,831824],[30709,298440,833229],[30944,190714,624006],[32685,196571,636248],[32912,308553,849650],[34534,316317,862644],[35961,324117,876885],[36188,209894,663036],[37221,330582,888293],[40161,225391,695865],[44028,365325,949388],[44425,240953,726440],[46033,373098,960512],[46888,376665,966412],[49005,385415,979953],[49232,386502,981358],[51208,262833,767418],[55684,415578,1028380],[60209,437490,1066334],[62033,299195,835683],[64052,449710,1082471],[68141,464620,1103947],[70146,472393,1115071],[75629,493624,1146783],[76484,497191,1152683],[82090,360598,943168],[85782,531540,1203827],[90896,547900,1225689],[94739,560120,1241826],[101658,583563,1274298],[107752,606246,1306898],[124029,652669,1366199],[132582,678211,1399057],[141539,706791,1437056],[147943,724428,1459576],[181158,811309,1562575],[216436,893857,1654806],[251047,971976,1740127] ] cell #957 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [4643],[6952],[7801],[9532],[10956],[11201],[12238],[14715],[14960],[16692],[16867],[16924],[18639],[18884],[22166],[22223],[24837],[25082],[25250],[25394],[27665],[27722],[30568],[30950],[32503],[32647],[36047],[36104],[36765],[37307],[39979],[40123],[43846],[44114],[44341],[46432],[46974],[49091],[51026],[51170],[52684],[56324],[59829],[61359],[61633],[61995],[64138],[65260],[67959],[68227],[70545],[72677],[76570],[81999],[82516],[84176],[87206],[88678],[92046],[92320],[94825],[101744],[102866],[109569],[110505],[114494],[116154],[120763],[122423],[125453],[134006],[135478],[141625],[144678],[149718],[157261],[161250],[162910],[171623],[173283],[182582],[190237],[191894],[200813],[205853],[218211],[229743],[231403],[240384],[258156],[270977],[272634],[286593],[298622],[311217],[334051],[351823],[360652],[380134],[405647],[457665],[481178],[539087],[620286],[751456] ] cell #958 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [41911],[53702],[58872],[66278],[73131],[73933],[79049],[89132],[89934],[96965],[97431],[98314],[105254],[106056],[117376],[118259],[127379],[128181],[128638],[129831],[137312],[138195],[147156],[148666],[153029],[154222],[164132],[165015],[166832],[168147],[177214],[178407],[189083],[189757],[190781],[196132],[197447],[203291],[209164],[210357],[213946],[224952],[235794],[239029],[239670],[241013],[245645],[248557],[255345],[256019],[262394],[267997],[278187],[293816],[294733],[298124],[304762],[308237],[316001],[316642],[322617],[339312],[342224],[360045],[361637],[369391],[372782],[382795],[386186],[392824],[411787],[415262],[429642],[436937],[446022],[460932],[468686],[472077],[489917],[493308],[513350],[528175],[530987],[547347],[556432],[579875],[602539],[605930],[622201],[652116],[674846],[677658],[703103],[723875],[743822],[780841],[810756],[826701],[854699],[893304],[971423],[1005431],[1087067],[1197153],[1359525] ] cell #959 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [87135],[92249],[102314],[102795],[113912],[120181],[125382],[130698],[133935],[134804],[145549],[146102],[148834],[155089],[156377],[160668],[168570],[169278],[171041],[179274],[182511],[187175],[187807],[188626],[192765],[197870],[198578],[202237],[204969],[211224],[214595],[217327],[226690],[227398],[229161],[238315],[243063],[244514],[249206],[254069],[254888],[257143],[264132],[264840],[268547],[269366],[273505],[282977],[283502],[285709],[294572],[300018],[303407],[308787],[309606],[312911],[315287],[318121],[321486],[326178],[326703],[331982],[336730],[338181],[347736],[348555],[362699],[367544],[369230],[374676],[378065],[381304],[382064],[382634],[391469],[396849],[397668],[401597],[410432],[416631],[422312],[428511],[433728],[437955],[438715],[443836],[447084],[451929],[453615],[459291],[459297],[468525],[477360],[489756],[495202],[498591],[503160],[511995],[518194],[521652],[522835],[522841],[528014],[532005],[532765],[535127],[537886],[546193],[564025],[580937],[585782],[587468],[602378],[611213],[614585],[616495],[622957],[625066],[626249],[626255],[656256],[674685],[678676],[679436],[681798],[684557],[710696],[716510],[720613],[726818],[728728],[743661],[754127],[781597],[783706],[784889],[784895],[814896],[829583],[836775],[855455],[860869],[890042],[896247],[898157],[923556],[945928],[968161],[977712],[1003584],[1008313],[1015505],[1039599],[1089949],[1100487],[1122720],[1132199],[1163983],[1201881],[1216504],[1249304],[1292314],[1330512],[1378876],[1452444],[1461216],[1583359],[1712095] ] cell #960 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [18097],[25956],[27033],[33209],[37472],[37690],[39139],[40685],[47139],[47357],[51732],[52963],[53219],[57031],[57249],[65539],[65795],[68611],[71252],[71470],[72100],[72890],[78310],[78512],[78566],[84986],[88101],[88891],[90611],[92890],[96226],[96428],[96482],[97272],[104223],[105013],[105408],[111117],[112246],[113493],[116964],[117217],[120003],[120366],[123117],[126348],[127138],[127533],[129661],[137153],[138513],[143228],[145371],[145734],[146997],[147505],[148425],[150330],[152706],[154052],[156272],[156347],[156747],[159002],[163973],[165333],[167988],[174093],[177242],[184662],[186163],[187070],[187145],[187545],[189598],[192587],[192950],[194721],[195641],[197288],[200008],[200117],[203132],[203640],[209192],[213974],[218823],[221199],[222545],[233826],[235348],[236592],[236747],[236856],[239698],[242051],[242958],[243033],[243433],[245486],[248585],[255860],[260983],[273327],[273690],[275461],[276381],[278028],[289932],[293322],[296319],[300440],[301684],[301839],[301948],[304790],[313564],[316670],[322458],[333365],[335718],[336625],[336700],[337100],[339153],[342252],[354650],[362970],[367980],[379448],[384381],[389746],[392852],[403344],[407465],[408709],[408864],[408973],[411815],[423695],[429483],[438965],[442824],[455362],[462265],[478743],[483496],[488506],[504907],[510272],[513378],[541405],[549375],[565772],[572818],[576677],[596118],[623916],[636429],[640288],[662534],[696046],[725938],[767599],[827064],[835864],[943423],[1064504] ] cell #961 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [14362],[15677],[18219],[21145],[22964],[24484],[26849],[27051],[29991],[30209],[31120],[33564],[35026],[37708],[38239],[39191],[41578],[43093],[43366],[43707],[45315],[47375],[48732],[49643],[52981],[53271],[53892],[57267],[57798],[61098],[63117],[63731],[65557],[65847],[67479],[67820],[71488],[72962],[73048],[73303],[74911],[78328],[78618],[79239],[82488],[86671],[88963],[89049],[89304],[91785],[92908],[94418],[96244],[96534],[98704],[100723],[101337],[105085],[105171],[105426],[113511],[114466],[118649],[120384],[120735],[123169],[124918],[127210],[127296],[127551],[129288],[133471],[136104],[138585],[138671],[141218],[145752],[148497],[148583],[152724],[153679],[156283],[156828],[161222],[165405],[165491],[171595],[175778],[177864],[182047],[184680],[186274],[187081],[187626],[190209],[192968],[194348],[195713],[195799],[200004],[200128],[209814],[221217],[222172],[229715],[233898],[233984],[235359],[236743],[236867],[240873],[242162],[242969],[243514],[251858],[260610],[270949],[273708],[275088],[276453],[276539],[290554],[293318],[294964],[296430],[300451],[301835],[301959],[311189],[317845],[334540],[335829],[336636],[337181],[354277],[362981],[367976],[369622],[380623],[384492],[403455],[407476],[408860],[408984],[424870],[438961],[455473],[462276],[479918],[483507],[488502],[490148],[505018],[541416],[549371],[565883],[572814],[596129],[624027],[636425],[662545],[696042],[725949],[767595],[827075],[835860],[943419],[1064497] ] cell #962 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [63784],[67873],[70382],[82406],[86652],[91766],[94471],[101390],[103899],[107988],[110354],[114384],[115451],[120653],[121720],[124899],[133452],[136157],[141271],[143780],[144594],[149567],[157110],[162207],[171513],[172580],[175759],[182028],[185678],[191810],[200729],[218060],[223157],[230700],[272550], [16963,129206],[18380,136777],[21806,151593],[22262,153597],[24614,95091],[25441,167483],[27197,174988],[27452,176722],[27761,177782],[27913,105479],[29178,185353],[32045,194266],[32089,194426],[32694,196783],[35079,124128],[35687,207728],[35895,125862],[36143,209732],[36295,127604],[36968,213087],[38900,220086],[39356,222090],[39400,222250],[40170,225603],[40343,138566],[41708,141891],[41926,233108],[42181,234842],[43760,148042],[44380,240791],[45780,244763],[45815,244981],[46269,152777],[46635,247698],[49468,256978],[49624,161140],[49812,161300],[50568,260528],[50612,260688],[51217,263045],[51390,165386],[52089,266418],[53717,271456],[54817,275006],[54861,275166],[55431,277305],[55466,277523],[56527,281469],[56789,178849],[57851,181257],[58459,288468],[58667,182991],[58959,290632],[59067,184733],[60308,296411],[61079,190127],[61267,190287],[62042,299407],[62537,300618],[63799,303903],[64404,195694],[64665,306658],[66293,311696],[68493,317763],[68537,317923],[68697,205484],[68707,205702],[69893,321735],[69928,321953],[70748,324670],[71010,210799],[73356,216535],[74020,334618],[75376,338430],[75411,338648],[75865,221270],[76231,341365],[79064,350645],[79220,229633],[79408,229793],[80164,354195],[80208,354355],[80778,356494],[80986,233879],[82566,363471],[83273,363148],[83463,240015],[83473,240233],[83855,364517],[84652,366589],[85302,368191],[85881,242143],[87615,246679],[89357,251146],[90021,380701],[90995,384473],[92694,387251],[92729,387469],[92982,258072],[93224,388680],[94486,391965],[96980,399758],[98685,270867],[98873,271027],[99613,406214],[100143,407643],[101405,410928],[102010,276434],[106143,424948],[106303,286224],[106313,286442],[107499,428760],[107534,428978],[108616,291539],[109782,293677],[109923,436439],[110136,438783],[111398,439176],[111610,298538],[111852,440108],[114544,300941],[118630,311107],[118818,311267],[119558,458232],[120258,459887],[120813,462766],[121520,462443],[122102,463812],[122899,465884],[123549,467486],[128268,479996],[128811,481118],[130263,333682],[130273,333900],[132102,488717],[132681,335810],[134415,340346],[139494,507777],[139782,351739],[140024,509206],[141286,512491],[144035,520981],[144174,360508],[145626,523431],[146584,525183],[149349,367798],[151065,534158],[153202,539027],[154654,379765],[154664,379983],[156679,546849],[156892,549193],[158154,549586],[158608,550518],[166314,568642],[166911,400702],[168739,405563],[168981,573961],[171673,407966],[177387,593740],[180678,601339],[187477,617151],[189256,620226],[192842,626845],[193800,628597],[196211,452720],[198039,457581],[198281,637572],[200170,642110],[201761,644560],[202719,646312],[207200,655287],[209337,660156],[212667,481034],[214119,670102],[215077,671854],[217842,488324],[219558,680829],[236909,718863],[239108,526257],[239843,723432],[243365,729384],[247278,538943],[248730,739078],[249688,740830],[255518,751396],[259104,758015],[260062,759767],[273582,785485],[274540,787237],[279021,796212],[287940,813927],[297486,620142],[302001,839128],[304935,843697],[305488,844687],[316080,647386],[316815,863688],[337032,898813],[342397,908507],[343355,910259],[352771,927444],[353729,929196],[385548,751312],[392997,991826],[409026,1017858],[411960,1022427],[412513,1023417],[500672,1158241],[513523,1178097], [4642,58915,290472],[6951,73976,334458],[7806,80813,356712],[9531,89977,380541],[10951,97914,403436],[11206,99648,406432],[12237,106099,424788],[12533,108354,431695],[14710,117859,455454],[14965,119593,458450],[16691,128224,479836],[17007,129366,483997],[17366,131452,487115],[18634,137795,504999],[18889,139529,507995],[22306,153757,541906],[22665,155843,545024],[24832,164615,565864],[25087,166349,568860],[25329,167052,570292],[25406,167265,572636],[27805,177942,596619],[28164,180028,599737],[30945,190716,624008],[32582,196352,633903],[32659,196565,636247],[36187,209892,663035],[36546,211978,666153],[36777,212528,667652],[40058,225172,693520],[40135,225385,695864],[43925,239249,722387],[44424,240951,726439],[46444,247139,736628],[51105,262614,765073],[51182,262827,767417],[52763,268217,775791],[56336,280910,800750],[61371,297347,831823],[61712,298344,833228],[62007,299189,835682],[65339,308457,849649],[68038,316221,862643],[70557,324111,876884],[72689,330576,888292],[82011,360592,943167],[84188,365319,949387],[87285,373002,960511],[88690,376659,966411],[92058,385409,979952],[92399,386406,981357],[102945,415482,1028379],[110517,437484,1066333],[116166,449704,1082470],[122435,464614,1103946],[125532,472297,1115070],[134085,493528,1146782],[135490,497185,1152682],[149730,531534,1203826],[157273,547894,1225688],[162922,560114,1241825],[173295,583557,1274297],[182661,606150,1306897],[205865,652663,1366198],[218223,678205,1399056],[231415,706785,1437055],[240396,724422,1459575],[286605,811303,1562574],[334063,893851,1654805],[380146,971970,1740126] ] cell #963 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [115725],[121994],[125939],[144896],[150907],[158450],[162481],[172854],[176799],[183068],[185611],[186617],[192112],[193589],[201031],[202508],[207042],[219400],[223431],[230974],[234919],[236040],[242505],[252879],[259851],[272852],[274329],[278863],[287782],[301132],[313012],[336172],[343144],[353518],[408157], [25210,266351],[27459,280327],[32102,304435],[32463,306591],[35902,208506],[36999,329707],[37039,213389],[39413,341897],[39771,224407],[42188,359516],[42884,361382],[43806,364450],[45808,371949],[45892,245225],[46666,375790],[46706,248000],[49819,258604],[50625,392497],[50915,163457],[52410,267357],[54874,411460],[55459,414429],[55543,277767],[56558,420037],[56598,281771],[56866,179123],[58674,289246],[58972,432227],[59330,292789],[60171,437268],[61274,299070],[62908,445767],[63830,448835],[63870,304205],[64986,307597],[66997,460677],[67919,463745],[68550,466416],[68702,319284],[68981,205946],[69921,471244],[70005,322197],[70779,475085],[70819,324972],[71087,211073],[74033,487647],[75404,492475],[75488,338892],[76262,496316],[76302,341667],[77757,346546],[78031,226943],[79415,352271],[80221,513023],[80511,231950],[80806,515992],[80890,356956],[83468,365974],[83747,240477],[84683,528421],[84723,366891],[85744,531318],[86932,372142],[87692,246953],[90034,545556],[90858,547678],[91241,548684],[92722,553495],[92806,387713],[92980,389194],[93066,258374],[93595,556177],[94517,559245],[94557,392267],[95673,395659],[95947,264385],[98880,406095],[99641,576938],[99725,406676],[100514,579620],[101436,582688],[101476,411230],[102592,414622],[104800,283248],[106156,600269],[106308,426309],[106587,286686],[107527,605097],[107611,429222],[108693,291813],[109787,436532],[110017,615185],[110598,439593],[111608,442272],[111694,298840],[112961,621946],[113158,443278],[116701,306189],[118825,458113],[119586,640549],[119670,458694],[120339,642673],[121105,644344],[121145,644439],[122930,649550],[122970,466186],[123338,319477],[123991,652447],[124374,653453],[125179,471437],[126925,326449],[128281,666685],[128892,668215],[130268,486500],[130547,334144],[132544,677989],[133732,492668],[134492,340620],[139522,700166],[139606,508239],[139780,509720],[139866,352041],[140395,702848],[141317,705916],[141357,512793],[142747,358052],[143979,716628],[144172,521384],[145126,524618],[145707,719426],[146373,366167],[147905,724206],[149811,368608],[152174,734179],[152371,374422],[153283,737191],[154659,544409],[154938,380227],[156773,746355],[157354,550003],[159914,553688],[161592,757799],[161632,757894],[166342,771719],[166426,569104],[166916,570385],[168737,576125],[168823,405865],[170090,780586],[173830,413214],[177468,801313],[180467,426502],[181120,811087],[181503,812093],[182308,605290],[184054,433474],[186424,617581],[187571,829077],[189337,832386],[192342,445174],[192923,839691],[195121,844471],[195161,844566],[196216,633996],[198037,639736],[198123,457883],[199390,854444],[200114,856884],[201261,645747],[209418,877447],[212665,668055],[214200,888855],[214866,486693],[216398,893635],[218304,489134],[220667,903608],[220864,494948],[230085,927228],[230125,927323],[236853,944926],[239113,722480],[239924,949950],[242312,529879],[243459,956360],[247276,737031],[248811,966974],[249477,544602],[251009,971754],[252686,748751],[255599,980515],[273082,579027],[273663,1018421],[275861,1023201],[275901,1023296],[280130,1033174],[297484,832226],[301945,1078009],[305016,1083033],[316085,862736],[316896,1104509],[335979,676550],[337126,1142631],[342478,1153245],[344676,1158025],[344716,1158120],[385546,980355],[393078,1242388],[408970,1269836],[412041,1274860],[513604,1437618], [4653,108385,608938],[6981,131483,675092],[7813,142473,516185],[9561,155874,744068],[10856,167146,773825],[11213,170287,577131],[12267,180059,808190],[12545,108425,431997],[14615,196446,847683],[14972,199587,640742],[16721,212009,884324],[16783,212472,886057],[17020,213619,671289],[17378,131523,487417],[18539,225266,915784],[18896,228407,700359],[20665,239343,948826],[22082,247083,964176],[22319,248230,740265],[22677,155914,545326],[24737,262708,995812],[25094,265849,771912],[25434,267164,776221],[25518,167727,573446],[25671,268311,1007807],[27581,280854,1035614],[27818,282001,804387],[28176,180099,600039],[30484,297291,1070332],[30721,298438,1072006],[32687,307404,850079],[32771,197027,637057],[32924,308551,1089443],[34546,316315,1103385],[35963,324055,1118735],[36200,325202,880521],[36558,212049,666455],[37223,330520,1131197],[40163,346353,918180],[40247,225847,696674],[44030,365263,1197855],[44437,367121,953113],[46045,373096,1209499],[46890,376603,1215502],[49007,385353,1229687],[49244,386500,1231361],[51210,395466,998208],[51294,263289,768227],[55696,415576,1281270],[60211,437363,1322189],[62035,443085,1074468],[62119,299651,836492],[64054,449648,1338235],[68143,464558,1360227],[70158,472391,1371871],[75641,493622,1404729],[76486,497129,1410732],[82092,521544,1191685],[85784,531413,1463845],[90898,547773,1485707],[94741,560058,1501753],[101660,583501,1534611],[107764,606244,1568247],[124031,652542,1626603],[132584,678084,1659075],[141541,706729,1696983],[147945,724301,1719335],[181160,811182,1818430],[216438,893730,1905606],[251049,971849,1985634] ] cell #964 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [4857],[8102],[8831],[9000],[9751],[9852],[12910],[13947],[14172],[15262],[15392],[15991],[16092],[16160],[17680],[17849],[19674],[20821],[21213],[21547],[21941],[23032],[23237],[23760],[24069],[24199],[24294],[26434],[26659],[27332],[28478],[28579],[28647],[29800],[30781],[32258],[34702],[35094],[35299],[35428],[37915],[38307],[38641],[39035],[39569],[39738],[40854],[41163],[41293],[41388],[42061],[42945],[44163],[45124],[46105],[47582],[48323],[49304],[51901],[52572],[53553],[53784],[55030],[55756],[56150],[57474],[57866],[58071],[58200],[59128],[59297],[59792],[59965],[62969],[65148],[66129],[66360],[67058],[71695],[72541],[72597],[73759],[74094],[74720],[75701],[77178],[77919],[78900],[79131],[81103],[81738],[85538],[87094],[88542],[88598],[89760],[90095],[90652],[95835],[96816],[97047],[97398],[97530],[97571],[97589],[99809],[100575],[102754],[103735],[104664],[104720],[113320],[116018],[117343],[117475],[117516],[117534],[119754],[125341],[126789],[126845],[128538],[128556],[128919],[128945],[132338],[133894],[135342],[137452],[137470],[147123],[147255],[148349],[148405],[151250],[152929],[152947],[153310],[153336],[160076],[162774],[164272],[164290],[166645],[166720],[173147],[174645],[177521],[182470],[188983],[189001],[189364],[190373],[190391],[191464],[195945],[196020],[203258],[203390],[204484],[207385],[209471],[212366],[219743],[231267],[235689],[235707],[237833],[238842],[238917],[240530],[246977],[255245],[255263],[255626],[256635],[257726],[272204],[288125],[293564],[293699],[296849],[297185],[312661],[314805],[315814],[315889],[351393],[359954],[360365],[362449],[371507],[381626],[384911],[385247],[403874],[438277],[446834],[455892],[459660],[470802],[492033],[523204],[532327],[580687],[589745],[604655],[626618],[678998],[785258] ] cell #965 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [7923],[12936],[12967],[19934],[21239],[21270],[21589],[23058],[23089],[23279],[31371],[31756],[33815],[34030],[35120],[35151],[35341],[35470],[38333],[38364],[38683],[44189],[44220],[45443],[46147],[48424],[49346],[49894],[50109],[50279],[54143],[54528],[55798],[57892],[57923],[58113],[58242],[59842],[60274],[61840],[64244],[68333],[69338],[69556],[73785],[73816],[75039],[75743],[76676],[76995],[78942],[79490],[79705],[79875],[81145],[81691],[82529],[85847],[87413],[89786],[89817],[90961],[92527],[96858],[97448],[97880],[99446],[99851],[101850],[103073],[103777],[105939],[106944],[107162],[108799],[109118],[110197],[114507],[117393],[117825],[119391],[119796],[120776],[128064],[128491],[129329],[129416],[131727],[132647],[134213],[136617],[137761],[139327],[139732],[142954],[147173],[149410],[151559],[152882],[153720],[153807],[156118],[156953],[164581],[166147],[166552],[167206],[167284],[167326],[170550],[171636],[174954],[176520],[177905],[177992],[188936],[190682],[194389],[196506],[196584],[196626],[199850],[203308],[207694],[209855],[209942],[212547],[213031],[213070],[217903],[220052],[222213],[225404],[225446],[236367],[239403],[240914],[241001],[244824],[247158],[247642],[247681],[255198],[256944],[260651],[262846],[262888],[266324],[266401],[275129],[277366],[281452],[288434],[297366],[297850],[299208],[299250],[301459],[306564],[306641],[313339],[316375],[317886],[321796],[324653],[328764],[338491],[354318],[360611],[360768],[364423],[364500],[366572],[374847],[383368],[385428],[385912],[387312],[389521],[408484],[428821],[436277],[436422],[440541],[442599],[460063],[463718],[463795],[469259],[510047],[520670],[521093],[523607],[536649],[546687],[550951],[576452],[603112],[616989],[627021],[640063],[642222],[683320],[718975],[729222],[785661],[798703],[839240],[898651],[1017970] ] cell #966 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [57453,599794],[58936,290357],[59107,431752],[71674,666210],[73997,334343],[74073,487172],[77625,693702],[80852,356576],[89998,380426],[90074,545081],[95541,765255],[97509,570474],[97923,401808],[98225,775973],[99687,406296],[104068,800605],[106120,424673],[112691,833410],[117454,634085],[117868,453826],[118170,849831],[119632,458314],[126193,876739],[128245,479721],[128499,667507],[129390,482211],[129506,888147],[137804,503371],[139568,507859],[147234,722569],[147350,949242],[151904,960693],[152890,736483],[153781,540120],[153897,966266],[159447,981539],[164624,564236],[166388,568724],[167334,570719],[175299,1028561],[177966,594833],[186747,1066188],[188944,831678],[190725,623168],[194566,1082325],[196634,634330],[203369,862825],[203485,1103801],[208039,1115252],[209916,661249],[220397,1146964],[222390,1152537],[225454,693947],[240975,725515],[242635,1203681],[253009,1225543],[255206,979807],[260828,1241680],[262896,765500],[275306,1274152],[288779,1307079],[299258,834695],[319607,1366053],[336302,1398911],[354495,1436910],[360776,943022],[366297,1459430],[426632,1562429],[486823,1654660],[544732,1739981], [5253,195971,633431],[5471,194450,629858],[8135,236375,946189],[8306,238868,721915],[8971,244832,731841],[10365,260712,761028],[11313,166671,569820],[11531,275190,788498],[12993,294438,829778],[13980,301467,837036],[14151,303960,629132],[15295,313347,1100748],[15466,315840,862171],[15752,317947,865771],[16131,321804,872097],[16984,129091,330236],[17155,213144,481485],[17820,338499,901270],[18294,222274,686791],[19214,354379,930457],[21296,369096,727013],[22283,153482,376319],[22454,247755,539394],[23115,382500,977907],[23270,383376,1228710],[23731,387320,982824],[24102,389529,985165],[24273,392022,760302],[25480,167347,401677],[26467,408492,1015766],[26638,410985,787772],[27303,277374,792970],[27428,176761,592167],[27782,177667,420566],[27953,281526,594107],[28239,424972,1044501],[28618,428829,1050827],[29092,290656,819889],[30814,442607,1069355],[32066,194151,449364],[32733,196647,453695],[33710,460071,1097581],[34056,461554,1101874],[34073,314148,1356097],[34681,465941,865045],[35177,468391,867269],[35332,469267,1369220],[36164,209617,475614],[36335,324727,660523],[36621,480020,1127622],[38065,334642,894944],[38390,489622,896442],[39377,221975,496845],[39548,341422,686065],[39709,136798,500952],[40209,225467,503240],[40364,226046,349941],[40825,507846,1169095],[41196,510055,1171436],[41367,512548,929731],[42032,356563,934929],[42157,234881,715395],[43239,523615,1193725],[44246,527880,947315],[44401,240676,528950],[44477,366646,724789],[45854,244845,535207],[45883,151602,535338],[46138,536657,1206848],[47732,380725,973063],[48029,547031,974754],[50135,557054,1239753],[50152,390330,1497623],[50589,260413,559774],[51256,262909,564105],[51411,263488,399054],[51872,568711,1254416],[52598,271051,780889],[53586,576460,1261182],[53755,406283,1013425],[54838,274891,583217],[55505,277387,587548],[55534,174997,587679],[56482,593924,1289408],[56828,282202,424094],[56845,178380,284926],[57624,183030,607077],[57949,602244,1045999],[58104,603120,1565596],[59268,185374,613574],[59903,436621,826625],[60317,294783,620509],[60619,617333,1067314],[62081,299271,623037],[63263,627029,1334105],[64270,631294,1080398],[64287,450682,1600712],[64425,305768,458893],[65174,311291,854747],[66162,640071,1347228],[66331,458301,1095061],[66462,641965,1097373],[68514,317648,650079],[69967,321817,656336],[69996,207737,656467],[70703,660340,1375970],[71049,325403,479142],[71066,210330,328127],[71845,125901,473224],[72243,481302,1129293],[72304,333751,893233],[72835,670286,1388955],[73842,674551,1133586],[75450,338512,681878],[75479,220095,682009],[75734,683328,1402078],[77945,229817,703151],[79102,141912,514356],[79731,703725,1434983],[79748,510856,1692853],[80185,354080,706445],[80881,233117,710907],[81007,357155,357631],[81699,520836,942814],[82291,236524,236569],[82590,361685,722678],[82706,718718,1193517],[84334,723616,1458324],[85890,369441,539310],[86192,729566,1204807],[87654,373929,545757],[87671,246613,381139],[88244,539211,1213598],[88305,379834,971352],[88836,739262,1475761],[89843,743527,1217891],[91004,382845,751679],[92768,387333,754207],[92797,256987,754338],[95112,97018,393830],[95861,161324,556480],[97210,400826,1005286],[97545,405620,780226],[99716,271465,781808],[100869,785669,1530481],[101876,789934,1272225],[101893,584535,1792539],[102031,406875,412793],[103768,798711,1543604],[104366,181266,602589],[104427,286293,810685],[107573,428842,814976],[107602,288477,815107],[108655,432428,432981],[108672,291070,291473],[109542,293201,435967],[110205,436866,831542],[110218,294602,294652],[112389,620410,1326414],[113346,190311,622249],[114269,301616,301661],[114568,446070,634194],[114684,838983,1333897],[115385,194864,195267],[116312,843881,1599606],[117155,452844,1086922],[117490,457638,854084],[119661,311705,855666],[120538,313496,313541],[120837,460980,862934],[121251,203783,204186],[122581,863872,1621082],[124137,126491,468736],[125918,125930,323585],[126552,205553,652045],[128512,481151,886478],[129804,216544,674896],[132690,481401,489967],[132992,898995,1400037],[134454,487848,494455],[134471,335056,340280],[135636,908691,1670991],[136643,912956,1413121],[136660,691403,1926252],[137091,229518,510204],[137426,351796,702488],[139597,350654,923767],[144651,360959,361022],[146935,526381,1197008],[147648,148051,528225],[148112,240084,723804],[149418,530916,736347],[149431,369260,369310],[150486,245424,245900],[152903,539060,964597],[154195,251155,743872],[156961,547276,979671],[156974,382664,382714],[157553,255798,256274],[159145,751580,1489932],[161025,163911,389678],[161738,162141,261126],[163068,992010,1759721],[164246,258129,555817],[166417,399767,1003795],[167926,270752,576609],[171398,408641,408686],[171697,570583,579923],[171813,1017713,1530273],[172514,275604,276007],[173441,1022611,1791433],[176778,176790,418730],[177088,286306,602408],[183047,183059,430610],[186095,293801,826556],[188957,620259,1070753],[189536,190012,442756],[190347,298595,621586],[191867,445344,445407],[193096,304636,305189],[197226,310992,640220],[200786,460254,460317],[201462,316516,317069],[203070,647510,1359380],[205566,209038,468555],[206145,206621,322396],[213820,333764,674715],[217911,667371,677587],[217924,489786,489836],[218979,339091,339567],[222688,223091,344822],[230231,230634,354793],[231561,1178281,1945992],[234898,234910,520293],[235663,360625,717049],[239544,240097,528044],[248431,379847,743691],[255219,751429,1230108],[258805,259358,392698],[272607,579197,579260],[273836,411661,412214],[277966,278442,418017],[286885,287361,429421],[342098,342651,500373],[352472,353025,513224] ] cell #967 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [57454,599791],[59108,431749],[71675,666207],[74074,487169],[77626,693699],[80853,516018],[90075,545078],[95542,765252],[97510,570471],[98226,775970],[99688,576964],[104108,800530],[108460,431850],[112692,833407],[117455,634082],[118171,849828],[119633,640575],[126233,876664],[128501,667432],[129391,669236],[129546,888072],[131558,487270],[139569,700192],[147235,722566],[147390,949167],[151905,960690],[152892,736408],[153782,738212],[153937,966191],[155949,545179],[159448,981536],[166389,771745],[167336,774166],[167743,571523],[175300,1028558],[177967,802334],[180134,599892],[186832,1066041],[188946,831603],[194606,1082250],[196636,848024],[197043,635134],[203370,862822],[203525,1103726],[208040,1115249],[209917,878468],[212084,666308],[220398,1146961],[222430,1152462],[225456,916125],[225863,694751],[240976,952050],[242720,1203534],[253094,1225396],[255208,979732],[260868,1241605],[262898,996153],[263305,766304],[275346,1274077],[288780,1307076],[299260,1073453],[299667,835499],[319692,1365906],[336387,1398764],[354535,1436835],[360778,1191751],[366382,1459283],[426717,1562282],[486908,1654513],[544817,1739834], [5254,195968,633356],[8307,238865,721840],[11314,166668,569745],[12994,294435,827540],[14152,303957,842105],[14184,194451,842831],[15467,315837,862096],[17156,213141,668510],[19980,236377,943930],[21297,369093,954823],[21536,244834,958886],[22455,247752,737486],[23116,382497,975669],[24274,392019,990234],[24306,260713,990960],[25481,267190,571367],[26639,410982,1020835],[26671,275191,1021561],[27954,281523,801608],[31417,301469,1077013],[32734,307430,634978],[33861,313349,1098489],[34057,461551,1099622],[34682,465938,1105883],[34714,317948,1106609],[35178,468388,1109382],[35417,321806,1113445],[36336,324724,877742],[37074,213242,482150],[38391,489619,1141094],[38630,338501,1145157],[39549,341419,906915],[39581,222275,907641],[40210,346379,694595],[41368,512545,1176505],[41400,354380,1177231],[44247,527877,1199112],[44478,366643,951324],[45855,371975,732489],[46741,247853,540059],[48030,547028,1224647],[48470,383378,1226451],[49293,387322,1232808],[49940,389531,1236368],[50136,557051,1237501],[51257,395492,766148],[54189,408494,1268840],[55506,414455,793618],[55745,277376,1026754],[55993,176762,799215],[56633,281624,594772],[56829,420876,599148],[57486,424973,1298436],[57950,602241,1301209],[58189,428831,1305272],[59140,290657,1057198],[59904,436618,1065292],[60620,617330,1323333],[61886,442609,1328442],[62082,443111,835343],[63905,304058,629797],[64271,631291,1339492],[66502,641890,1353719],[66713,460073,1354123],[67274,314233,1355950],[69384,469269,1366961],[69968,471270,872745],[70854,324825,661188],[71050,475924,665564],[71707,480021,1384998],[73843,674548,1394342],[74106,334643,1138321],[75451,492501,901918],[76337,341520,686730],[76942,224442,691850],[78066,347123,507281],[78889,507848,1428038],[79536,510057,1431598],[79732,703722,1432731],[81092,356565,1182424],[81340,234882,941174],[81701,520761,1191347],[82591,522565,948947],[82746,718643,1453827],[82957,523617,1454231],[84758,366744,725454],[86193,729563,1464989],[87031,245241,732645],[87459,536659,1470098],[87655,537161,744907],[89844,743524,1481148],[90107,380726,1222626],[92769,553521,983472],[93872,390415,1497476],[94592,392120,760967],[95982,396236,568146],[96805,568713,1514844],[97930,271052,1013177],[99492,576462,1524818],[99798,406285,1265280],[101511,411083,788437],[101877,789931,1535868],[102691,277783,793774],[104319,593926,1550499],[104880,282598,424490],[106229,183031,816930],[106990,603122,1563337],[107574,605123,1051475],[108656,609777,610488],[109065,292824,824948],[109539,435889,435892],[110207,615526,1070060],[110614,437670,832513],[114569,625979,847804],[114724,838908,1595109],[114935,627031,1595513],[116507,450767,1600565],[116736,451129,641319],[117875,311292,1094813],[119437,640073,1611380],[119743,458303,1351326],[120838,643694,1103506],[123005,466039,865710],[125278,322213,872901],[125902,128354,658290],[126444,660342,1636545],[127005,325799,479538],[128908,481304,1386981],[128994,333753,1136517],[129757,670288,1649461],[132993,898992,1660219],[133831,338908,902074],[134259,683330,1665328],[134455,675931,683832],[136644,912953,1676378],[137811,229818,926578],[139679,231985,708210],[140672,510941,1692706],[141392,512646,930396],[142572,356972,935733],[142782,516762,517394],[144648,521836,521839],[144749,361569,361624],[147601,723618,1718361],[149420,727759,963904],[149827,531720,737318],[152451,374325,546153],[153299,539213,1473787],[153385,379836,1220822],[154148,739264,1734782],[156963,746696,1229415],[157370,548080,980642],[160013,387729,983628],[161325,164631,757149],[163492,166499,561539],[166769,400828,1256976],[167235,405617,1012448],[170386,406692,1014229],[171698,773946,784619],[171853,1017638,1786936],[172064,785671,1787340],[173636,584620,1792392],[173865,577708,584982],[176566,798713,1803207],[177484,286702,811489],[177570,286295,1046745],[182407,429238,1051631],[184134,432824,433377],[186450,437454,437514],[189353,620412,1588169],[190312,190732,834447],[191864,625250,625253],[191965,445954,446009],[193492,305032,305585],[194817,843883,1854040],[196069,452846,1343022],[196535,457635,1094084],[199686,458710,1095865],[200783,642965,642968],[200884,460864,460919],[201858,316912,317465],[203736,863874,1874031],[205555,209520,868015],[205962,209434,652849],[208586,208605,473620],[212498,481148,1129358],[214216,334160,894037],[217913,885785,897188],[218320,668342,678391],[220944,488244,494851],[222641,908693,1921053],[224213,691488,1926105],[224889,351894,703035],[225355,351793,925849],[228506,508255,1169899],[238966,526383,1457285],[239940,240493,724608],[240086,240579,950246],[242338,531504,531564],[243714,372719,373351],[247109,539057,1213663],[248827,380243,972156],[252712,547864,547924],[253456,386123,386755],[255615,751582,1748284],[258126,262797,756420],[258227,262331,556364],[259201,259754,393094],[261079,992012,2003597],[265948,569120,1255220],[267934,405718,780773],[272604,783890,783893],[272705,579807,579862],[274232,412057,412610],[275557,1022613,2032770],[280407,280426,592563],[280880,426335,811273],[289326,289345,607473],[293748,293803,1065149],[297317,620256,1326479],[298061,298693,622133],[298592,299159,833718],[302682,449674,450385],[308174,457736,854631],[313851,464584,465295],[315938,647512,1620043],[319310,324081,652633],[320054,320686,472014],[330546,486526,893821],[336005,678175,678235],[337381,493245,493877],[342494,343047,500769],[352868,353421,513620],[354746,1178283,2173026],[359596,359615,715791],[360562,360622,943087],[365289,366000,724392],[376629,544435,971940],[385379,751426,1489997],[390033,390744,560084],[409707,583527,584238],[415199,415831,591589],[427079,427711,605867],[497155,497866,691106],[510559,511270,706755] ] cell #968 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [57436,599793],[58784,290354],[59090,431751],[71657,666209],[73675,334340],[74056,487171],[77593,693701],[80655,356575],[89676,380423],[90057,545080],[95509,765254],[97473,570473],[97894,401805],[98193,775972],[99272,406295],[104105,800604],[105798,424670],[112659,833409],[117418,634084],[117839,453823],[118138,849830],[119217,458313],[126230,876738],[127923,479718],[128497,667506],[129354,482210],[129543,888146],[137775,503368],[139153,507858],[147198,722568],[147387,949241],[151872,960692],[152888,736482],[153745,540119],[153934,966265],[159415,981538],[164595,564233],[165973,568723],[167332,570718],[175267,1028560],[177930,594832],[186829,1066187],[188942,831677],[190696,623165],[194603,1082324],[196632,634329],[203333,862824],[203522,1103800],[208007,1115251],[209880,661248],[220365,1146963],[222427,1152536],[225452,693946],[240939,725514],[242717,1203680],[253091,1225542],[255204,979806],[260865,1241679],[262894,765499],[275343,1274151],[288747,1307078],[299256,834694],[319689,1366052],[336384,1398910],[354532,1436909],[360774,943021],[366379,1459429],[426714,1562428],[486905,1654659],[544814,1739980], [5470,194414,629857],[8957,244830,731840],[10364,260676,761027],[11530,275154,788497],[13793,195970,846980],[13828,301465,837035],[14134,303959,842030],[15751,317911,865770],[16117,321802,872096],[17806,338497,901269],[18293,222238,686790],[19213,354343,930456],[20313,238867,948123],[20348,236373,946188],[21099,369095,953684],[23717,387318,982823],[23950,389527,985164],[24256,392021,990159],[26280,166670,773122],[26315,408490,1015765],[26621,410984,1020760],[27289,277372,792969],[27427,176346,592166],[28238,424936,1044500],[28604,428827,1050826],[29091,290620,819888],[30163,294437,1068210],[30363,442605,1069354],[33684,460069,1097580],[34194,315839,1102682],[34229,313345,1100747],[34664,465940,1105808],[34980,468390,1108243],[36620,479984,1127621],[37407,213143,668435],[37442,129088,482152],[38064,334606,894943],[38193,489621,1139955],[39225,221972,686732],[39531,341421,906840],[39695,136476,500949],[40811,507844,1169094],[41044,510053,1171435],[41350,512547,1176430],[42018,356561,934928],[42156,234466,715394],[43213,523613,1193724],[43661,527879,1195733],[45687,536655,1206847],[47074,247754,737411],[47109,153479,540061],[47731,380689,973062],[47997,547030,1224426],[48686,382499,1227565],[48886,383374,1228709],[51858,568709,1254415],[52597,406149,780888],[52935,167346,571364],[53135,576458,1261181],[53305,274888,788439],[53741,406281,1013424],[55308,277386,793615],[55343,174968,587676],[56456,593922,1289407],[56966,281525,801533],[57001,177664,594774],[57623,289553,607076],[57752,602243,1300070],[59254,185052,613571],[60587,617332,1323112],[63237,627027,1334104],[63685,631293,1336113],[65173,458167,854746],[65511,196646,634975],[65711,640069,1347227],[65881,194148,629799],[66317,458299,1095060],[66499,641964,1353713],[67326,314230,1356096],[67774,461553,1358105],[69800,469265,1369219],[70677,660338,1375969],[71187,324726,877667],[71222,209614,661190],[71844,208813,473223],[72214,481300,1129292],[72301,486513,893232],[72809,670284,1388954],[73257,674550,1390963],[73475,338511,901915],[73510,220066,682006],[75283,683326,1402077],[77944,352325,703150],[78282,225466,694592],[78482,226043,507283],[78652,354077,930398],[79088,232183,514353],[80690,233088,710904],[82743,718717,1453821],[84308,723614,1458323],[84921,366645,951249],[84956,240673,725456],[86160,729565,1464768],[88215,539209,1213597],[88302,544422,971351],[88810,739260,1475760],[89258,743526,1477769],[89476,244844,732486],[89511,151573,535335],[93924,390412,1497622],[94372,557053,1499631],[95860,258658,556479],[96198,262908,766145],[96398,263485,568148],[96568,260410,760969],[97004,163690,393827],[97207,570398,1005285],[97544,576116,780225],[99307,271436,781805],[100843,785667,1530480],[101291,789933,1532489],[103317,798709,1543603],[104337,286720,602586],[104424,426322,810684],[104932,178351,424508],[105380,282201,599145],[105598,428841,1051472],[105633,288448,815104],[107406,603118,1565595],[110071,436620,1065071],[110632,294780,832515],[112360,620408,1326413],[113345,299124,622248],[113465,299270,835340],[114721,838982,1595103],[116286,843879,1599605],[116559,450764,1600711],[116934,305765,641321],[117152,634009,1086921],[117489,639727,854083],[119252,311676,855663],[122555,863870,1621081],[123203,317645,865712],[126462,205980,468733],[126549,319297,652044],[127057,210301,479556],[127505,325402,665561],[127723,321816,872742],[127758,207708,656464],[128511,668046,886477],[129775,334178,674893],[132960,898994,1659998],[135610,908689,1670990],[136058,912955,1672999],[137088,351896,510201],[137425,509711,702487],[139188,350625,923764],[140724,510938,1692852],[141172,703724,1694861],[143198,357152,517396],[143992,520835,1191341],[144751,236521,361626],[145180,361684,948944],[146932,722493,1197007],[147619,240511,528222],[148109,365987,723803],[149845,369438,737320],[152503,246584,546171],[152678,373928,744904],[152902,737022,964596],[154166,380261,743869],[157388,382842,980644],[159116,751578,1489931],[160221,387332,983469],[160256,256958,754335],[163042,992008,1759720],[163908,258229,389675],[164245,389185,555816],[166008,399738,1003792],[167923,405720,576606],[171850,1017712,1786930],[173415,1022609,1791432],[173688,584617,1792538],[174063,412790,577710],[176381,280459,418701],[177087,426332,602407],[184186,291041,433395],[184634,432427,610485],[185602,293200,614482],[186092,436545,826555],[186437,436865,1070054],[186447,294601,437511],[188956,832217,1070752],[189533,298695,442753],[190346,442263,621585],[191967,301613,446011],[192396,446069,847801],[193510,194835,305603],[197223,457738,640217],[200886,313493,460921],[201315,460979,1103503],[201876,203754,317483],[203067,862749,1359379],[208638,208848,323556],[209037,319307,468554],[213819,486523,674714],[218338,489964,668344],[220996,340251,488262],[221171,494454,675928],[222659,343065,500787],[224265,691485,1926251],[231535,1178279,1945991],[234501,359648,520264],[235662,521375,717048],[236031,361021,521764],[239543,365997,528043],[242325,530915,963898],[242335,369259,531561],[243716,245421,373353],[248430,544432,743690],[252699,547275,1229409],[252709,382663,547921],[253458,255795,386757],[255218,980346,1230107],[259219,259772,261097],[272707,408638,579864],[273136,579922,773943],[274250,275575,412628],[277963,415833,591591],[289378,289588,430581],[301123,445406,625178],[302679,304635,450382],[313003,460316,642893],[313848,316515,465292],[320056,320688,322393],[335992,677586,885779],[336002,489785,678232],[337383,339088,493879],[342097,497863,691103],[352886,353439,354764],[390030,390741,392697],[408148,579259,783818],[409704,411660,584235],[427081,427713,429418],[510556,511267,513223] ] cell #969 : |C| = 189 W-rep = phi[189,5] special rep = phi[189,5] , dim = 189 orbit = E7(a4) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [17218],[18139],[18930],[19511],[22517],[25128],[25705],[25998],[26208],[27007],[28016],[28213],[29066],[32958],[33251],[33461],[36398],[36595],[36830],[36956],[37352],[37664],[38039],[40072],[40434],[40727],[41794],[44540],[46497],[46623],[47019],[47331],[47706],[51119],[51481],[51774],[52036],[52148],[52214],[52294],[52777],[53456],[56389],[56911],[57223],[61424],[61550],[61726],[62177],[64612],[64724],[64790],[64870],[65353],[66032],[68653],[70610],[71132],[71444],[71863],[71950],[72561],[72742],[77495],[77561],[78803],[82069],[83802],[83914],[83980],[84060],[84241],[84866],[87299],[87864],[87951],[88562],[88743],[92111],[92237],[92413],[92864],[95411],[95477],[96719],[97122],[97630],[98095],[98161],[102959],[104684],[109831],[109987],[110575],[112009],[112096],[112561],[112627],[116219],[117067],[117575],[118040],[118106],[120316],[122049],[122161],[122227],[122307],[122488],[125546],[126809],[129003],[134099],[135543],[137511],[143970],[144220],[145096],[145684],[146847],[148369],[149788],[151774],[151840],[153394],[156587],[157331],[158765],[158852],[159317],[159383],[162975],[164331],[173348],[175169],[175235],[177579],[182675],[186415],[187385],[190432],[192312],[192900],[200355],[201231],[202982],[205923],[207909],[207975],[209529],[218281],[220267],[220333],[231468],[235843],[237094],[240454],[240588],[242303],[243273],[252677],[258574],[273052],[273640],[286663],[288649],[288715],[293862],[299040],[302186],[319275],[334121],[335970],[336940],[352241],[359972],[365965],[380204],[406065],[409211],[426300],[436523],[458083],[486491],[544400],[570376],[633987],[722471],[862727] ] cell #970 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [19449],[26177],[28954],[33430],[37511],[37974],[40906],[47178],[47641],[51953],[52267],[52850],[57070],[57533],[64843],[65426],[71291],[71754],[72056],[72875],[77614],[78197],[84033],[85025],[88057],[88876],[95530],[96113],[97257],[98214],[104179],[104998],[112202],[112680],[113380],[117202],[118159],[122280],[126304],[127123],[129617],[137138],[144463],[146982],[147461],[148410],[151893],[154008],[158958],[159436],[163958],[167973],[175288],[186148],[186908],[189583],[194677],[197273],[203117],[203596],[208028],[220386],[222501],[235196],[236577],[242796],[245471],[253170],[255845],[260939],[275417],[278013],[288768],[294135],[301669],[313549],[319768],[322443],[336463],[339138],[354606],[366458],[368793],[382197],[389731],[408694],[426793],[429468],[442809],[468088],[486984],[489319],[510257],[527577],[544893],[576662],[601941],[615063],[640273],[674248],[743224],[773703],[847561],[948704],[1103263] ] cell #971 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [21636],[23455],[31183],[33627],[35517],[38730],[43156],[43429],[44647],[47846],[49706],[53955],[55845],[58289],[60436],[60771],[61161],[63180],[67542],[68760],[73025],[74243],[76103],[79302],[83526],[86009],[86734],[89026],[91458],[91848],[98377],[98767],[99040],[100786],[102277],[105148],[106366],[110480],[115504],[118322],[118712],[118985],[121773],[124981],[127273],[130326],[130661],[132809],[133534],[138258],[138648],[138921],[148560],[149693],[154717],[155052],[157236],[162260],[165078],[165468],[165741],[167609],[168533],[172633],[175841],[178902],[179237],[182110],[187005],[190844],[195776],[196909],[197833],[204695],[205828],[210852],[211187],[218186],[223210],[225729],[226653],[230753],[233961],[235902],[236014],[240359],[242893],[245107],[246732],[253267],[257106],[263171],[264095],[276516],[277649],[283465],[286568],[291592],[293307],[294032],[299533],[299981],[300994],[301106],[312874],[312986],[322079],[326666],[334026],[336560],[338774],[340399],[356838],[360081],[362662],[363524],[367965],[368690],[374639],[380109],[381369],[382094],[387595],[406558],[408019],[408131],[429104],[433691],[438020],[438950],[444466],[447047],[458576],[459376],[462819],[484050],[488491],[489216],[495165],[508121],[522920],[523910],[532070],[541959],[549360],[568986],[572803],[578319],[580900],[596672],[626334],[636414],[645039],[663088],[670581],[678741],[696031],[726492],[739557],[767584],[784974],[803679],[835849],[879813],[943408],[952405],[1065405],[1190991] ] cell #972 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [103638],[116038],[126055],[135362],[143519],[144940],[151309],[161340],[162794],[173167],[174704],[183184],[183938],[185612],[186665],[190327],[192156],[194063],[201075],[201819],[204504],[205558],[207444],[216862],[219802],[221887],[229833],[231287],[232824],[236041],[240089],[242553],[251473],[252927],[253647],[256694],[258120],[258418],[259162],[260325],[271067],[271172],[272896],[274803],[285244],[286298],[288184],[290269],[293806],[298586],[298884],[301133],[305546],[311307],[311412],[312815],[313013],[314066],[317560],[319525],[320245],[328445],[329510],[333756],[334255],[336220],[350361],[351787],[352085],[352829],[353992],[360616],[362603],[366215],[373542],[375593],[379839],[380338],[381924],[389195],[390248],[399474],[400831],[400887],[405611],[405909],[408158],[412571],[419840],[424585],[426550],[427270],[435808],[438575],[441287],[442273],[446988],[450600],[452849],[452905],[457629],[457927],[459267],[474888],[479633],[480498],[481142],[483129],[486741],[494068],[500730],[502450],[509721],[510774],[521385],[522811],[526386],[526442],[527362],[532625],[538407],[539051],[541038],[544650],[551697],[563315],[569661],[572428],[576126],[580841],[584453],[591780],[593120],[614561],[619606],[620250],[621317],[626225],[630776],[633272],[636039],[639737],[647515],[647571],[648491],[659536],[668056],[669482],[679296],[687709],[691321],[716769],[721756],[722812],[733550],[737032],[738458],[750776],[751420],[752487],[761946],[773201],[784865],[789416],[794679],[826392],[826480],[832227],[843077],[847059],[857025],[862012],[863068],[873806],[902979],[907887],[931375],[945067],[948202],[953763],[974521],[974609],[980356],[991206],[1021807],[1052536],[1067081],[1067169],[1068289],[1078150],[1102761],[1108322],[1140034],[1177477],[1195812],[1204574],[1204662],[1227644],[1269977],[1300149],[1336192],[1358184],[1391042],[1399804],[1399892],[1477848],[1499710],[1532568],[1673078],[1694940] ] cell #973 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [57433,599792],[58785,290356],[59087,431750],[71654,666208],[73676,334342],[74053,487170],[77590,693700],[80652,356574],[89677,380425],[90054,545079],[95506,765253],[97470,570472],[97895,401807],[98190,775971],[99269,406294],[104061,800603],[105799,424672],[112656,833408],[117415,634083],[117840,453825],[118135,849829],[119214,458312],[126186,876737],[127924,479720],[128492,667505],[129351,482209],[129499,888145],[137776,503370],[139150,507857],[147195,722567],[147343,949240],[151869,960691],[152883,736481],[153742,540118],[153890,966264],[159412,981537],[164596,564235],[165970,568722],[167327,570717],[175264,1028559],[177927,594831],[186740,1066186],[188937,831676],[190697,623167],[194559,1082323],[196627,634328],[203330,862823],[203478,1103799],[208004,1115250],[209877,661247],[220362,1146962],[222383,1152535],[225447,693945],[240936,725513],[242628,1203679],[253002,1225541],[255199,979805],[260821,1241678],[262889,765498],[275299,1274150],[288744,1307077],[299251,834693],[319600,1366051],[336295,1398909],[354488,1436908],[360769,943020],[366290,1459428],[426625,1562427],[486816,1654658],[544725,1739979], [5474,194411,629856],[8958,244825,731839],[10368,260673,761026],[11534,275151,788496],[13829,301460,837034],[14131,303958,842021],[15755,317908,865769],[16118,321797,872095],[17807,338492,901268],[18297,222235,686789],[19217,354340,930455],[20349,236368,946187],[21096,369094,953675],[23718,387313,982822],[23951,389522,985163],[24253,392020,990150],[26316,408485,1015764],[26618,410983,1020751],[27290,277367,792968],[27431,176343,592165],[28242,424933,1044499],[28605,428822,1050825],[29095,290617,819887],[30160,294436,1068201],[30364,442600,1069353],[31114,195969,846971],[33685,460064,1097579],[34230,313340,1100746],[34661,465939,1105799],[34977,468389,1108234],[36624,479981,1127620],[37443,129090,482153],[38068,334603,894942],[38190,489620,1139946],[39226,221974,686733],[39528,341420,906831],[39696,136477,500951],[40812,507839,1169093],[41045,510048,1171434],[41347,512546,1176421],[42019,356556,934927],[42160,234463,715393],[43214,523608,1193723],[43360,238866,948114],[43658,527878,1195724],[45688,536650,1206846],[47110,153481,540062],[47735,380686,973061],[47994,547029,1224417],[48683,382498,1227556],[48887,383369,1228708],[51859,568704,1254414],[52601,406146,780887],[52932,167345,571361],[53136,576453,1261180],[53306,274890,788440],[53742,406276,1013423],[53886,166669,773113],[55305,277385,793612],[55344,174969,587678],[56457,593917,1289406],[57002,177666,594775],[57627,289550,607075],[57749,602242,1300061],[59255,185053,613573],[60584,617331,1323103],[63238,627022,1334103],[63682,631292,1336104],[65177,458164,854745],[65508,196645,634972],[65712,640064,1347226],[65882,194150,629800],[66318,458294,1095059],[66455,641963,1353704],[67327,314141,1356095],[67473,315838,1102673],[67771,461552,1358096],[69801,469260,1369218],[70678,660333,1375968],[71223,209616,661191],[71848,208810,473222],[72215,481295,1129291],[72303,486446,893231],[72810,670279,1388953],[72956,213142,668426],[73254,674549,1390954],[73472,338510,901912],[73511,220067,682008],[75284,683321,1402076],[77948,352322,703149],[78279,225465,694589],[78483,226045,507284],[78653,354079,930399],[79089,232184,514355],[80691,233089,710906],[82699,718716,1453812],[84309,723609,1458322],[84957,240675,725457],[86157,729564,1464759],[88216,539204,1213596],[88304,544355,971350],[88811,739255,1475759],[88957,247753,737402],[89255,743525,1477760],[89473,244843,732483],[89512,151574,535337],[93925,390323,1497621],[94369,557052,1499622],[95864,258655,556478],[96195,262907,766142],[96399,263487,568149],[96569,260412,760970],[97005,163691,393829],[97209,570266,1005284],[97543,576045,780224],[99308,271437,781807],[100844,785662,1530479],[101288,789932,1532480],[103318,798704,1543602],[104338,286721,602588],[104426,426255,810683],[104933,178352,424509],[105079,281524,801524],[105377,282200,599142],[105595,428840,1051469],[105634,288449,815106],[107407,603113,1565594],[110633,294782,832516],[112361,620403,1326412],[113349,299121,622247],[113462,299269,835337],[114677,838981,1595094],[116287,843874,1599604],[116560,450675,1600710],[116935,305767,641322],[117154,633877,1086920],[117488,639656,854082],[119253,311677,855665],[122556,863865,1621080],[123204,317647,865713],[126463,205981,468735],[126551,319230,652043],[127058,210302,479557],[127204,324725,877658],[127502,325401,665558],[127720,321815,872739],[127759,207709,656466],[128510,667907,886476],[129776,334179,674895],[132957,898993,1659989],[135611,908684,1670989],[136055,912954,1672990],[137090,351897,510203],[137424,509640,702486],[139189,350626,923766],[140725,510849,1692851],[141169,703723,1694852],[143199,357154,517397],[144752,236523,361627],[145177,361683,948941],[146934,722361,1197006],[147620,240512,528224],[148111,365920,723802],[148491,366644,951240],[149846,369440,737321],[152504,246585,546172],[152675,373927,744901],[152901,736883,964595],[154167,380262,743871],[157389,382844,980645],[159117,751573,1489930],[160218,387331,983466],[160257,256959,754337],[163043,992003,1759719],[163910,258230,389677],[164244,389114,555815],[166009,399739,1003794],[167925,405721,576608],[171806,1017711,1786921],[173416,1022604,1791431],[173689,584528,1792537],[174064,412792,577711],[176382,280460,418702],[177086,426329,602406],[184187,291042,433396],[184631,432426,610482],[186094,436413,826554],[186268,436619,1065062],[186370,436864,1070045],[186444,294600,437508],[188955,832078,1070751],[189535,298696,442755],[190345,442192,621584],[191968,301615,446012],[192393,446068,847798],[193511,194836,305604],[197225,457739,640219],[200887,313495,460922],[201312,460978,1103500],[201877,203755,317484],[203069,862617,1359378],[208639,208849,323557],[209036,319304,468553],[213818,486520,674713],[218339,489966,668345],[220997,340252,488263],[221168,494453,675925],[222660,343066,500788],[224266,691396,1926250],[231536,1178274,1945990],[234502,359649,520265],[235291,520834,1191332],[235661,521236,717047],[235960,361020,521755],[239542,365994,528042],[242258,530914,963889],[242332,369258,531558],[243717,245423,373354],[248429,544429,743689],[252632,547274,1229400],[252706,382662,547918],[253459,255797,386758],[255217,980207,1230106],[259220,259773,261098],[272708,408640,579865],[273133,579921,773940],[274251,275576,412629],[277965,415834,591592],[289379,289589,430582],[293199,293253,614473],[301052,445405,625169],[302676,304634,450379],[312932,460315,642884],[313845,316514,465289],[320057,320689,322395],[335925,677585,885770],[335999,489784,678229],[337384,339090,493880],[342096,497860,691100],[352887,353440,354765],[390027,390738,392696],[408077,579258,783809],[409701,411659,584232],[427082,427714,429420],[510553,511264,513222] ] cell #974 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [7838],[11269],[12580],[15028],[17030],[17460],[18952],[22329],[22759],[25150],[25353],[25411],[27828],[28258],[32606],[32664],[36210],[36640],[36782],[36963],[40082],[40140],[43949],[44447],[46449],[46630],[51129],[51187],[52084],[52787],[56341],[56522],[61376],[61736],[62012],[64660],[65363],[68062],[70562],[70743],[72694],[77431],[82016],[83850],[84193],[84647],[87309],[88695],[92063],[92423],[95347],[98031],[102969],[109918],[110522],[112497],[116171],[117976],[122097],[122440],[125556],[134109],[135495],[143963],[145027],[149735],[151710],[157278],[159253],[162927],[173300],[175105],[182685],[186408],[192243],[201162],[205870],[207845],[218228],[220203],[231420],[240401],[242296],[252670],[258505],[272983],[286610],[288585],[298971],[319268],[334068],[335963],[352172],[365958],[380151],[405996],[426293],[436516],[458014],[486484],[544393],[570369],[633980],[722464],[862720] ] cell #975 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [21637],[23456],[31184],[33628],[35518],[38731],[43157],[43430],[44648],[47847],[49707],[53956],[55846],[58290],[60437],[60772],[61162],[63181],[67543],[68761],[73026],[74244],[76104],[79303],[83527],[86010],[86735],[89027],[91459],[91849],[98378],[98768],[99041],[100787],[102278],[105149],[106367],[110481],[115505],[118323],[118713],[118986],[121774],[124982],[127274],[130327],[130662],[132810],[133535],[138259],[138649],[138922],[148561],[149694],[154718],[155053],[157237],[162261],[165079],[165469],[165742],[167610],[168534],[172634],[175842],[178903],[179238],[182111],[187006],[190845],[195777],[196910],[197834],[204696],[205829],[210853],[211188],[218187],[223211],[225730],[226654],[230754],[233962],[235903],[236015],[240360],[242894],[245108],[246733],[253268],[257107],[263172],[264096],[276517],[277650],[283466],[286569],[291593],[293308],[294029],[299534],[299982],[300995],[301107],[312875],[312987],[322080],[326667],[334027],[336561],[338775],[340400],[356839],[360078],[362663],[363525],[367966],[368687],[374640],[380110],[381370],[382091],[387596],[406559],[408020],[408132],[429105],[433692],[438021],[438951],[444463],[447048],[458577],[459373],[462820],[484051],[488492],[489213],[495166],[508122],[522917],[523907],[532071],[541960],[549361],[568987],[572804],[578316],[580901],[596673],[626331],[636415],[645036],[663089],[670578],[678742],[696032],[726493],[739554],[767585],[784971],[803676],[835850],[879810],[943409],[952402],[1065402],[1190985] ] cell #976 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [57434,599796],[58786,290394],[59088,431754],[71655,666212],[73677,334380],[74054,487174],[77591,693704],[80653,356625],[89678,380463],[90055,545083],[95507,765257],[97471,570476],[97896,403397],[98191,775975],[99270,406345],[104062,800753],[105800,424710],[112657,833412],[117416,634087],[117841,455415],[118136,849833],[119215,458363],[126187,876887],[127925,479758],[128493,667655],[129352,483955],[129500,888295],[137777,504960],[139151,507908],[147196,722571],[147344,949390],[151870,960695],[152884,736631],[153743,541864],[153891,966414],[159413,981541],[164597,565825],[165971,568773],[167328,572639],[175265,1028563],[177928,596577],[186741,1066336],[188938,831826],[190698,623969],[194560,1082473],[196628,636250],[203331,862827],[203479,1103949],[208005,1115254],[209878,662993],[220363,1146966],[222384,1152685],[225448,695867],[240937,726397],[242629,1203829],[253003,1225691],[255200,979955],[260822,1241828],[262890,767420],[275300,1274300],[288745,1307081],[299252,835685],[319601,1366201],[336296,1399059],[354489,1437058],[360770,943170],[366291,1459578],[426626,1562577],[486817,1654808],[544726,1740129], [5477,194412,638715],[8959,244826,741370],[10371,260674,769885],[11537,275152,575104],[11869,176344,418401],[13830,301461,847283],[14132,303962,852091],[15758,317909,866653],[16119,321798,881626],[17808,338493,672394],[18300,222236,496083],[18344,136478,344920],[19220,354341,698332],[19552,234464,519964],[20350,236369,948426],[21097,369098,964304],[23719,387314,983814],[23952,389523,995412],[24254,392024,1000220],[26317,408486,773425],[26619,410987,778233],[27084,174970,414221],[27291,277368,586039],[28245,424934,807095],[28295,289551,430281],[28606,428823,805492],[29098,290618,608705],[29142,185054,435250],[30161,294440,1070460],[30365,442601,1071606],[31115,195973,847120],[33686,460065,1097729],[34231,313341,1102985],[34662,465943,1106842],[34978,468393,1118863],[36627,479982,883229],[36677,208811,323256],[37444,129128,483903],[37741,220068,485581],[38071,334604,673997],[38191,489624,886185],[39227,222012,496031],[39529,341424,685065],[40112,352323,509487],[40813,507840,921197],[40922,232185,355294],[41046,510049,915384],[41348,512550,920192],[41813,233090,515784],[42020,356557,709267],[43215,523609,1193873],[43361,238870,948263],[43659,527882,1197983],[45689,536651,1209099],[47111,153519,541812],[47408,151575,543490],[47738,380687,742973],[47995,547033,1224564],[48684,382502,1229815],[48888,383370,1230961],[51159,258656,388961],[51860,568705,1001225],[51969,163692,261627],[52817,406147,574242],[52933,167396,573252],[53137,576454,1007407],[53307,274928,575052],[53475,271438,575942],[53743,406277,779238],[53887,166673,773262],[55306,277436,586652],[56278,426256,600949],[56458,593918,1035831],[56491,286722,426101],[57003,177704,596525],[57300,288450,598203],[57750,602246,1035742],[60585,617335,1323250],[61766,299122,440389],[63239,627023,1334253],[63683,631296,1338363],[65393,458165,637853],[65509,196696,636863],[65713,640065,1089043],[65883,194188,638663],[66051,311678,639553],[66319,458295,853096],[66456,642113,1353710],[67328,314142,1356245],[67474,315842,1102822],[67772,461556,1360355],[69802,469261,1371471],[70499,319231,467096],[70679,660334,1118952],[70712,205982,319076],[71224,209654,662941],[71521,207710,664619],[72216,481296,886274],[72631,486447,671464],[72811,670280,1131414],[72844,334180,484793],[72957,213146,670459],[73255,674553,1131325],[73473,338561,673007],[75285,683322,1404329],[77347,509643,509725],[77421,351947,352123],[78280,225516,696480],[78484,137902,507334],[78654,354117,698280],[78822,350627,699170],[82700,718866,1453818],[84130,365921,524793],[84310,723610,1198072],[84343,240513,364267],[84958,240713,726345],[86158,729568,1464906],[88217,539205,964393],[88632,544356,740440],[88812,739256,1215719],[88845,380263,542702],[88958,247757,739435],[89256,743529,1215630],[89474,244894,741983],[92941,256960,755139],[93926,390324,1497771],[94370,557056,1501881],[95263,389117,389199],[95337,258280,258456],[96196,262958,768033],[96400,164722,568199],[96570,260450,769833],[96738,399740,770723],[97247,570267,773351],[97947,576048,576130],[98021,405771,405947],[100845,785663,1530629],[101289,789936,1534739],[103319,798705,1280870],[103657,280461,280494],[104037,426389,426601],[104934,104967,424510],[105080,281528,803557],[105378,178051,599202],[105596,428891,806105],[107408,603114,1567847],[109869,436414,614711],[110634,296372,832566],[112362,620404,1070549],[112413,442195,442277],[112487,298746,298922],[113463,299320,836298],[114678,839131,1595100],[116288,843875,1338452],[116321,193512,195276],[116561,450676,1600860],[116936,195365,641372],[117192,633878,847209],[117892,639659,639741],[117966,457789,457965],[121260,122590,317485],[122557,863866,1360444],[123205,317685,866601],[126074,208640,208673],[126162,319364,319576],[127059,127092,479558],[127205,324729,879691],[127503,210001,665618],[127721,321866,882239],[128561,667910,668060],[129475,486580,486792],[132958,898997,1660136],[135612,908685,1410949],[135645,343067,344831],[136056,912958,1410860],[140726,510850,1693001],[141170,703727,1697111],[143200,233215,517447],[143538,359650,359683],[144271,521239,521389],[144802,144978,363377],[145178,363429,949001],[146972,722362,948352],[147319,366054,366266],[148492,366648,952283],[149847,242104,737371],[151700,243767,245856],[152505,152538,546173],[152676,246284,744961],[152952,736886,737036],[153866,544489,544701],[157390,384434,980695],[157509,159243,386808],[159118,751574,1229904],[160219,387382,984427],[161747,163077,259774],[163044,992004,1501970],[171807,1017861,1786927],[173417,1022605,1534828],[173450,274252,276016],[173690,584529,1792687],[174065,276105,577761],[175095,415884,417973],[183203,289380,289413],[184188,184221,433397],[184632,290741,610542],[185616,293256,614622],[186269,436623,1065209],[186371,438786,1070051],[186504,186716,439399],[189006,832081,832231],[192018,192194,300847],[192394,300899,847858],[194535,302736,305131],[200937,201113,462672],[201313,462724,1103560],[201404,203454,465349],[203107,862618,1102911],[206101,207835,320739],[218340,335771,668395],[220193,337434,339523],[220998,221031,488264],[221169,339951,675985],[222359,497920,500315],[224267,691397,1926400],[230240,231570,353441],[231537,1178275,1697200],[235292,520984,1191338],[235963,236045,523788],[242259,367801,963895],[242392,242604,368414],[252633,549196,1229406],[252766,252978,549809],[255268,980210,980360],[258747,260797,390798],[272758,272934,407872],[273134,407924,774000],[275275,409761,412156],[286841,288575,427764],[301055,301137,444344],[312935,313017,644917],[335926,488327,885776],[336059,336271,488940],[352414,354464,511324],[408080,408162,578197] ] cell #977 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [9006],[12999],[14157],[16166],[17855],[18360],[19644],[19973],[21302],[21529],[23121],[23766],[24279],[26644],[27338],[28653],[29158],[29611],[31410],[33854],[34062],[34687],[35183],[35410],[38396],[38623],[39554],[40860],[40938],[41373],[42067],[44252],[44935],[48035],[48134],[48463],[48491],[49286],[49933],[50141],[51907],[51985],[53790],[54182],[55738],[56516],[57459],[57955],[58182],[59113],[60625],[61879],[64276],[66366],[66706],[69048],[69377],[69405],[70737],[71680],[72869],[73848],[74079],[74531],[77385],[77631],[78882],[79529],[79737],[81085],[82950],[84368],[84422],[86198],[87452],[87480],[88870],[89849],[90080],[90183],[95301],[95547],[96798],[97515],[97985],[98231],[99485],[99791],[101882],[103984],[104312],[106654],[106983],[107011],[109961],[110689],[112451],[112697],[114928],[117460],[117930],[118176],[119430],[119736],[126109],[126437],[128599],[128901],[129422],[129750],[131222],[132998],[134252],[134280],[136649],[136983],[144095],[144309],[147240],[147266],[147594],[149902],[151910],[152990],[153292],[153813],[154141],[155613],[159453],[163803],[166646],[166776],[167090],[167818],[172057],[175305],[176559],[176587],[185955],[189044],[189346],[189428],[194810],[195946],[196076],[196390],[197118],[203375],[203729],[208045],[212370],[212588],[218395],[220403],[222634],[235111],[235586],[238843],[238973],[239287],[245316],[246981],[247199],[255306],[255608],[255690],[261072],[275550],[277858],[288785],[293565],[297189],[297407],[300678],[312558],[315815],[315945],[316259],[322288],[338983],[354739],[360369],[362346],[363208],[381627],[385251],[385469],[388740],[407703],[429313],[438278],[440168],[446731],[459664],[462503],[509266],[523208],[532328],[534218],[550578],[574021],[580584],[626622],[637632],[655347],[678999],[680889],[785262],[796272],[813987] ] cell #978 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [57431,599795],[58787,290396],[59085,431753],[71652,666211],[73678,334382],[74051,487173],[77588,693703],[80650,356624],[89679,380465],[90052,545082],[95504,765256],[97468,570475],[97897,403399],[98188,775974],[99267,406344],[104057,800752],[105801,424712],[112654,833411],[117413,634086],[117842,455417],[118133,849832],[119212,458362],[126182,876886],[127926,479760],[128486,667654],[129349,483954],[129495,888294],[137778,504962],[139148,507907],[147193,722570],[147339,949389],[151867,960694],[152877,736630],[153740,541863],[153886,966413],[159410,981540],[164598,565827],[165968,568772],[167321,572638],[175262,1028562],[177925,596576],[186736,1066335],[188931,831825],[190699,623971],[194555,1082472],[196621,636249],[203328,862826],[203474,1103948],[208002,1115253],[209875,662992],[220360,1146965],[222379,1152684],[225441,695866],[240934,726396],[242624,1203828],[252998,1225690],[255193,979954],[260817,1241827],[262883,767419],[275295,1274299],[288742,1307080],[299245,835684],[319596,1366200],[336291,1399058],[354484,1437057],[360763,943169],[366286,1459577],[426621,1562576],[486812,1654807],[544721,1740128], [5480,194409,638714],[8960,244819,741369],[10374,260671,769884],[11540,275149,575103],[11872,176341,418400],[13831,301454,847282],[14129,303961,852090],[15761,317906,866652],[16120,321791,881625],[17809,338486,672393],[18303,222233,496082],[18345,136479,344922],[19223,354338,698331],[19555,234461,519963],[20351,236362,948425],[21094,369097,964303],[23720,387307,983813],[23953,389516,995411],[24251,392023,1000219],[26318,408479,773424],[26616,410986,778232],[27085,174971,414223],[27292,277361,586038],[28248,424931,807094],[28298,289548,430280],[28607,428816,805491],[29101,290615,608704],[29143,185055,435252],[30158,294439,1070459],[30366,442594,1071605],[31081,195972,847119],[33687,460058,1097728],[34232,313334,1102984],[34659,465942,1106841],[34975,468392,1118862],[36630,479979,883228],[36680,208808,323255],[37445,129130,483904],[37742,220069,485583],[38074,334601,673996],[38188,489623,886184],[39228,222014,496032],[39526,341423,685064],[40115,352320,509486],[40814,507833,921196],[40923,232186,355296],[41047,510042,915383],[41345,512549,920191],[41814,233091,515786],[42021,356550,709266],[43216,523602,1193872],[43327,238869,948262],[43656,527881,1197982],[45690,536644,1209098],[47112,153521,541813],[47409,151576,543492],[47741,380684,742972],[47992,547032,1224563],[48681,382501,1229814],[48889,383363,1230960],[51162,258653,388960],[51861,568698,1001224],[51970,163693,261629],[52820,406144,574241],[52930,167395,573251],[53138,576447,1007406],[53308,274930,575053],[53476,271439,575944],[53744,406270,779237],[53853,166672,773261],[55303,277435,586651],[56280,426251,600948],[56459,593911,1035830],[56492,286723,426103],[57004,177706,596526],[57301,288451,598205],[57747,602245,1035741],[60582,617334,1323249],[61769,299119,440388],[63240,627016,1334252],[63680,631295,1338362],[65396,458162,637852],[65506,196695,636862],[65714,640058,1089042],[65884,194190,638664],[66052,311679,639555],[66320,458288,853095],[66451,642112,1353709],[67329,314137,1356244],[67440,315841,1102821],[67769,461555,1360354],[69803,469254,1371470],[70501,319226,467095],[70680,660327,1118951],[70713,205983,319078],[71225,209656,662942],[71522,207711,664621],[72217,481289,886273],[72633,486442,671463],[72812,670273,1131413],[72845,334181,484795],[72923,213145,670458],[73252,674552,1131324],[73470,338560,673006],[75286,683315,1404328],[77346,509642,509724],[77423,351948,352125],[78277,225515,696479],[78485,137904,507335],[78655,354119,698281],[78823,350628,699172],[82695,718865,1453817],[84132,365916,524792],[84311,723603,1198071],[84344,240514,364269],[84959,240715,726346],[86155,729567,1464905],[88218,539198,964392],[88634,544351,740439],[88813,739249,1215718],[88846,380264,542704],[88924,247756,739434],[89253,743528,1215629],[89471,244893,741982],[92942,256961,755141],[93927,390319,1497770],[94367,557055,1501880],[95262,389116,389198],[95339,258281,258458],[96193,262957,768032],[96401,164724,568200],[96571,260452,769834],[96739,399741,770725],[97249,570262,773350],[97946,576047,576129],[98023,405772,405949],[100846,785656,1530628],[101286,789935,1534738],[103320,798698,1280869],[103658,280462,280495],[104036,426388,426600],[104935,104968,424511],[105046,281527,803556],[105375,178050,599201],[105593,428890,806104],[107409,603107,1567846],[109871,436409,614710],[110635,296374,832567],[112363,620397,1070548],[112412,442194,442276],[112489,298747,298924],[113460,299319,836297],[114673,839130,1595099],[116289,843868,1338451],[116322,193513,195277],[116562,450671,1600859],[116937,195367,641373],[117194,633873,847208],[117891,639658,639740],[117968,457790,457967],[121261,122591,317486],[122558,863859,1360443],[123206,317687,866602],[126075,208641,208674],[126161,319363,319575],[127060,127093,479559],[127171,324728,879690],[127500,210000,665617],[127718,321865,882238],[128560,667909,668059],[129474,486579,486791],[132955,898996,1660135],[135613,908678,1410948],[135646,343068,344832],[136053,912957,1410859],[140727,510845,1693000],[141167,703726,1697110],[143201,233217,517448],[143539,359651,359684],[144270,521238,521388],[144803,144980,363378],[145175,363428,949000],[146974,722357,948351],[147318,366053,366265],[148458,366647,952282],[149848,242106,737372],[151702,243768,245857],[152506,152539,546174],[152673,246283,744960],[152951,736885,737035],[153865,544488,544700],[157391,384436,980696],[157510,159245,386809],[159119,751567,1229903],[160216,387381,984426],[161748,163078,259775],[163045,991997,1501969],[171802,1017860,1786926],[173418,1022598,1534827],[173451,274253,276017],[173691,584524,1792686],[174066,276107,577762],[175097,415885,417974],[183204,289381,289414],[184189,184222,433398],[184629,290740,610541],[185615,293255,614621],[186235,436622,1065208],[186366,438785,1070050],[186503,186715,439398],[189005,832080,832230],[192019,192196,300848],[192391,300898,847857],[194534,302735,305130],[200938,201115,462673],[201310,462723,1103559],[201403,203453,465348],[203109,862613,1102910],[206102,207837,320740],[218341,335773,668396],[220195,337435,339524],[220999,221032,488265],[221166,339950,675984],[222358,497919,500314],[224268,691392,1926399],[230241,231571,353442],[231538,1178268,1697199],[235287,520983,1191337],[235962,236044,523787],[242254,367800,963894],[242391,242603,368413],[252628,549195,1229405],[252765,252977,549808],[255267,980209,980359],[258746,260796,390797],[272759,272936,407873],[273131,407923,773999],[275274,409760,412155],[286842,288577,427765],[301054,301136,444343],[312934,313016,644916],[335921,488326,885775],[336058,336270,488939],[352413,354463,511323],[408079,408161,578196] ] cell #979 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [5481],[8138],[8974],[10375],[11541],[11873],[12988],[13983],[14146],[15298],[15762],[16134],[17823],[18304],[19224],[19556],[19878],[21291],[23110],[23273],[23734],[24105],[24268],[26470],[26633],[27306],[28249],[28299],[28621],[29102],[29321],[30817],[31315],[33713],[33759],[34051],[34076],[34676],[35172],[35335],[36631],[36681],[38075],[38385],[39543],[40116],[40828],[41199],[41362],[42035],[43242],[44241],[46141],[47742],[48024],[49838],[50130],[50155],[51163],[51875],[52821],[53589],[53758],[54087],[56282],[56485],[57448],[57944],[58107],[59102],[60614],[61770],[61784],[63266],[64265],[64290],[65397],[66165],[66334],[66407],[70503],[70706],[71669],[72246],[72635],[72838],[73837],[74068],[75737],[77343],[77620],[79434],[79726],[79751],[81972],[82651],[84134],[84337],[86187],[88247],[88636],[88839],[89838],[90069],[95259],[95536],[97251],[97504],[97943],[98220],[99390],[100872],[101871],[101896],[103771],[104013],[109676],[109873],[112392],[112409],[112686],[114629],[116315],[117196],[117449],[117888],[118165],[119335],[122584],[126138],[128434],[128557],[128772],[129451],[132987],[135639],[136638],[136663],[144267],[146976],[147229],[147295],[151899],[152825],[152948],[153163],[153842],[159148],[159442],[163071],[166607],[166805],[171758],[173444],[175294],[185544],[185984],[188879],[189002],[189217],[194511],[195907],[196105],[203111],[203364],[203430],[208034],[220392],[222335],[231564],[235530],[238804],[239002],[241872],[252246],[255141],[255264],[255479],[260773],[275251],[288774],[293526],[295352],[296140],[312502],[315776],[315974],[318844],[335539],[354440],[362290],[364035],[370010],[381588],[384202],[425869],[438239],[446675],[448420],[463330],[484561],[490536],[532289],[542470],[558830],[580528],[582273],[678960],[689141],[705501] ] cell #980 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [57432,599798],[58788,290435],[59086,431756],[71653,666214],[73679,334421],[74052,487176],[77589,693706],[80651,356669],[89680,380504],[90053,545085],[95505,765259],[97469,570478],[97898,401847],[98189,775977],[99268,406389],[104058,800609],[105802,424751],[112655,833414],[117414,634089],[117843,453865],[118134,849835],[119213,458407],[126183,876743],[127927,479799],[128487,667511],[129350,482259],[129496,888151],[137779,503410],[139149,507952],[147194,722573],[147340,949246],[151868,960697],[152878,736487],[153741,540168],[153887,966270],[159411,981543],[164599,564275],[165969,568817],[167322,570723],[175263,1028565],[177926,594881],[186737,1066192],[188932,831682],[190700,623207],[194556,1082329],[196622,634334],[203329,862829],[203475,1103805],[208003,1115256],[209876,661297],[220361,1146968],[222380,1152541],[225442,693951],[240935,725563],[242625,1203685],[252999,1225547],[255194,979811],[260818,1241684],[262884,765504],[275296,1274156],[288743,1307083],[299246,834699],[319597,1366057],[336292,1398915],[354485,1436914],[360764,943026],[366287,1459434],[426622,1562433],[486813,1654664],[544722,1739985], [5482,194410,629906],[8961,244820,731845],[10376,260672,761076],[11542,275150,788546],[13832,301455,837040],[14130,303964,842020],[15763,317907,865819],[16121,321792,872101],[17810,338487,901274],[18305,222234,686839],[19225,354339,930505],[20352,236363,946193],[21095,369100,953674],[23721,387308,982828],[23954,389517,985169],[24252,392026,990149],[26319,408480,1015770],[26617,410989,1020750],[27293,277362,792974],[27439,176342,592260],[28250,424932,1044549],[28608,428817,1050831],[29103,290616,819937],[30159,294442,1068200],[30367,442595,1069359],[31082,195975,846970],[33688,460059,1097585],[34233,313335,1100752],[34660,465945,1105798],[34976,468395,1108233],[36632,479980,1127670],[37446,129169,482154],[38076,334602,894992],[38189,489626,1139945],[39229,222053,686734],[39527,341426,906830],[39699,136480,501030],[40815,507834,1169099],[41048,510043,1171440],[41346,512552,1176420],[42022,356551,934933],[42168,234462,715488],[43217,523603,1193729],[43328,238872,948113],[43657,527884,1195723],[45691,536645,1206852],[47113,153560,540063],[47743,380685,973111],[47993,547035,1224416],[48682,382504,1227555],[48890,383364,1228714],[51862,568699,1254420],[52931,167440,571360],[53038,406145,780937],[53139,576448,1261186],[53309,274969,788441],[53745,406271,1013429],[53854,166675,773112],[55304,277480,793611],[55347,174972,587718],[56460,593912,1289412],[57005,177745,594776],[57635,289549,607170],[57748,602248,1300060],[59258,185056,613652],[60583,617337,1323102],[63241,627017,1334109],[63681,631298,1336103],[65507,196740,634971],[65614,458163,854795],[65715,640059,1347232],[65885,194229,629801],[66321,458289,1095065],[66452,641969,1353703],[67330,314138,1356101],[67441,315844,1102672],[67770,461558,1358095],[69804,469255,1369224],[70681,660328,1375974],[71226,209695,661192],[71856,208809,473317],[72218,481290,1129297],[72813,670274,1388959],[72906,486443,893237],[72924,213148,668425],[73253,674555,1390953],[73471,338605,901911],[73514,220070,682048],[75287,683316,1402082],[78278,225560,694588],[78385,352321,703199],[78486,226124,507285],[78656,354158,930400],[79092,232187,514434],[80694,233092,710946],[82696,718722,1453811],[84312,723604,1458328],[84960,240754,725458],[86156,729570,1464758],[88219,539199,1213602],[88814,739250,1475765],[88907,544352,971356],[88925,247759,737401],[89254,743531,1477759],[89472,244938,732482],[89515,151577,535377],[93928,390320,1497627],[94368,557058,1499621],[96194,263002,766141],[96301,258654,556528],[96402,263566,568150],[96572,260491,760971],[97008,163694,393908],[97288,570263,1005290],[98281,576044,780230],[99311,271440,781847],[100847,785657,1530485],[101287,789938,1532479],[103321,798699,1543608],[104341,286724,602628],[104936,178355,424512],[105029,426252,810689],[105047,281530,801523],[105376,282295,599141],[105594,428935,1051468],[105637,288452,815146],[107410,603108,1565600],[110636,294822,832517],[112364,620398,1326418],[113461,299364,835336],[113568,299120,622297],[114674,838987,1595093],[116290,843869,1599610],[116563,450672,1600716],[116938,305846,641323],[117233,633874,1086926],[118226,639655,854088],[119256,311680,855705],[122559,863860,1621086],[123207,317726,865714],[126466,205984,468775],[127061,210305,479560],[127154,319227,652049],[127172,324731,877657],[127501,325496,665557],[127719,321910,872738],[127762,207712,656506],[128605,667906,886482],[129779,334182,674935],[132956,898999,1659988],[135614,908679,1670995],[136054,912960,1672989],[137169,351898,510288],[138162,509639,702492],[139192,350629,923806],[140728,510846,1692857],[141168,703729,1694851],[143202,357233,517398],[144753,236608,361628],[145176,361733,948940],[147013,722358,1197012],[147623,240515,528264],[148441,365917,723808],[148459,366650,951239],[149849,369480,737322],[152507,246588,546175],[152674,374022,744900],[152996,736882,964601],[154170,380265,743911],[157392,382884,980646],[159120,751568,1489936],[160217,387426,983465],[160260,256962,754377],[163046,991998,1759725],[163989,258231,389762],[164982,389113,555821],[166012,399742,1003834],[168004,405722,576693],[171803,1017717,1786920],[173419,1022599,1791437],[173692,584525,1792543],[174067,412871,577712],[176385,280463,418705],[177181,426328,602506],[184190,291045,433399],[184630,432521,610481],[186179,436410,826560],[186236,436625,1065061],[186367,436870,1070044],[186443,294700,437507],[189050,832077,1070757],[189614,298697,442840],[190748,442191,621590],[191969,301700,446013],[192392,446118,847797],[193514,194839,305607],[197304,457740,640304],[200888,313580,460923],[201311,461028,1103499],[201880,203758,317487],[203148,862614,1359384],[208642,208852,323560],[209131,319303,468653],[213913,486519,674813],[218342,490006,668346],[221000,340255,488266],[221167,494548,675924],[222663,343069,500791],[224269,691393,1926256],[231539,1178269,1945996],[234505,359652,520268],[235288,520840,1191331],[235761,521235,717053],[235959,361026,521754],[239637,365993,528142],[242255,530920,963888],[242331,369358,531557],[243718,245502,373355],[248524,544428,743789],[252629,547280,1229399],[252705,382762,547917],[253460,255876,386759],[255312,980206,1230112],[259223,259776,261101],[272709,408725,579866],[273132,579971,773939],[274254,275579,412632],[278044,415835,591593],[289382,289592,430585],[293205,293252,614472],[301051,445411,625168],[302675,304729,450378],[312931,460321,642883],[313844,316609,465288],[320058,320690,322474],[335922,677591,885769],[335998,489884,678228],[337385,339169,493881],[342191,497859,691099],[352890,353443,354768],[390026,390737,392791],[408076,579264,783808],[409700,411754,584231],[427083,427715,429499],[510552,511263,513317] ] cell #981 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [58790],[73681],[80649],[89682],[97900],[99266],[105804],[108087],[117845],[119211],[127929],[129348],[130912],[137781],[139147],[153739],[155303],[164601],[165967],[166980],[167264],[177924],[179488],[190702],[196280],[196564],[209874],[211438],[212527],[225100],[225384],[239177],[240933],[247138],[262542],[262826],[268145],[280909],[297346],[298272],[299188],[308385],[316149],[324110],[330575],[360591],[365318],[372930],[376658],[385408],[386334],[415410],[437483],[449703],[464613],[472225],[493456],[497184],[531533],[547893],[560113],[583556],[606078],[652662],[678204],[706784],[724421],[811302],[893850],[971969], [10465,97010,163696],[15927,126468,205986],[16302,128298,208807],[19314,79094,232189],[20533,147625,240517],[23956,164059,258332],[23990,164168,258652],[28253,57186,178357],[28414,104343,286726],[28789,106173,289547],[29106,109013,291047],[29192,59260,185058],[30369,189684,298798],[30403,189793,299118],[34888,208955,319221],[34974,209212,319417],[36635,71407,210307],[37448,72815,129239],[37627,129781,334184],[38079,134642,340257],[39231,76020,135616],[39701,39884,136482],[40817,78488,226194],[41050,137239,351999],[41084,137348,352319],[41828,80696,233094],[42024,143204,357303],[42203,81284,234460],[43569,239461,365911],[43655,239718,366107],[47115,88816,153630],[47294,154172,380267],[47746,87842,246590],[49567,262178,389118],[51864,96404,263636],[52929,98187,167521],[53141,168074,405823],[53175,168183,406143],[53311,98957,173421],[53490,99313,271442],[53747,174069,412941],[55302,102223,175261],[55349,55396,174974],[55937,56214,176340],[56462,57007,177815],[57430,105374,282376],[57660,177005,426246],[57746,177262,426442],[58824,108242,290614],[59084,184628,432602],[59707,293616,436404],[61022,297908,442196],[65505,118132,196821],[65717,197374,457841],[65751,197483,458161],[65887,116292,118902],[66066,119258,311682],[66323,116940,305916],[70683,71228,209765],[71651,127499,325577],[72220,218344,490806],[72886,129448,213089],[73165,213737,486437],[73251,213994,486633],[73469,130607,220359],[73516,73563,220072],[73715,131067,334600],[74050,221165,494629],[75964,134667,222332],[76119,76191,222232],[77587,78276,225641],[78658,138838,231541],[78837,139194,350631],[79163,224736,509644],[80563,142080,356493],[81862,360445,521240],[84314,84962,240824],[88221,149851,370280],[88887,153839,247700],[89166,248348,544346],[89252,248605,544542],[89470,151866,154998],[89517,89564,151579],[89716,155458,380683],[90051,152672,374103],[95503,96192,263083],[96574,163048,165658],[96753,166014,399744],[97268,166802,266420],[97313,266501,570257],[97467,273130,580846],[98628,267781,576049],[98901,169141,275248],[99056,99128,275148],[99180,169559,406213],[102199,102208,277304],[104010,105009,281471],[105592,179183,288741],[105639,105686,288454],[105838,179643,424930],[110638,112366,295622],[112653,113459,299445],[117213,196102,306660],[117258,306741,633868],[117412,192390,446993],[118573,308021,639660],[118846,194508,198441],[119001,119073,194408],[119125,198859,458231],[122561,123209,204612],[126135,127134,324672],[127717,208001,211133],[127764,127811,207714],[127963,211593,479978],[128429,335916,678573],[128662,328986,667911],[128701,212716,335536],[128746,212781,481117],[130583,130592,338429],[138782,227261,354437],[138937,139009,354337],[139061,227679,507776],[145174,147192,362608],[146993,238999,364519],[147038,364600,722352],[147292,148421,366591],[152820,242249,531902],[153053,375069,736887],[153092,241869,247327],[153137,247392,539026],[154974,154983,244762],[157394,159122,252516],[159409,160215,257052],[160262,160309,256964],[165602,260770,264703],[165757,165829,260670],[165881,265121,568641],[166941,166950,407642],[177277,281098,425866],[177322,281163,593739],[179159,179168,428759],[185981,186159,436441],[186361,188874,437852],[189107,440763,832082],[189146,296137,297535],[189191,297600,620225],[196241,196250,300617],[201309,203327,312820],[203128,315971,463814],[203173,463895,862608],[203427,204556,317984],[204711,204783,317905],[209227,318841,324299],[209272,324364,660155],[211109,211118,321734],[214009,330764,484558],[214054,330829,670101],[225061,225070,509205],[235282,235525,520906],[239138,239147,363147],[239733,364032,365507],[239778,365572,723431],[248620,376847,542467],[248665,376912,739077],[252243,252421,381877],[252623,255136,381201],[255369,551173,980211],[255408,384199,385597],[255453,385662,751395],[257028,257037,387250],[262503,262512,388679],[268106,268115,573960],[295349,295527,438528],[298233,298242,440107],[304825,448417,449892],[304870,449957,843696],[308346,308355,637571],[312254,312497,459339],[312751,312760,459886],[316110,316119,462442],[316705,463327,464802],[316750,464867,863687],[342287,497373,689138],[342332,497438,908506],[362042,362285,522883],[362539,362548,523430],[370007,370185,532578],[372891,372900,534157],[386295,386304,550517],[392887,558827,560302],[392932,560367,991825],[411850,582270,583745],[411895,583810,1022426],[415371,415380,796211],[446427,446670,626297],[446924,446933,626844],[461834,461843,644559],[472186,472195,655286],[490533,490711,679249],[493417,493426,680828],[513413,705498,706973],[513458,707038,1178096],[557334,557343,758014],[580280,580523,784937],[580777,580786,785484],[606039,606048,813926],[631574,631583,844686],[704005,704014,927443],[790214,790223,1023416],[913236,913245,1158240], [5485,31970,65955,115403,194841,305609],[6458,70284,71859,126089,208854,323562],[8963,45693,89395,150444,245572,373456],[10379,50493,96642,162159,259225,261103],[11545,53379,54742,172532,275581,412634],[12518,57638,107890,183218,289594,430587],[13834,63243,117303,192070,302433,446902],[14128,63679,118831,193036,304810,450492],[15766,34414,123277,201882,203760,204204],[16123,69806,127642,206579,320159,322544],[17812,73394,75289,218937,339239,493982],[18308,39299,76890,222665,223109,500793],[19228,78726,80089,230652,352892,354770],[19581,42171,143553,143682,234507,520270],[20354,43219,144854,147083,237341,362517],[21093,86154,153077,242445,370170,532517],[23723,48892,160140,253561,255946,256232],[24250,94366,165587,259298,390140,392872],[26321,97358,100849,272810,409458,580755],[26615,98886,101285,273776,411835,584345],[27295,55227,103323,278114,278400,591694],[27442,27533,103672,176387,176949,418707],[28610,105517,107412,287319,427184,429569],[30157,60581,186557,189131,295512,438467],[31044,114626,195916,301056,446267,626210],[33690,34235,200602,200989,203218,312729],[34658,67768,204541,313958,316690,317009],[38187,128686,132954,336112,490696,679188],[39525,75949,136052,342272,342591,691213],[41344,138767,141166,352965,510666,513398],[43290,82648,235964,238813,361882,522796],[47991,48680,252406,252819,255393,381816],[53816,166616,171755,408081,580120,784850],[59662,109673,293257,293535,436034,614546],[66404,67403,312094,312936,315785,459252] ] cell #982 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [5488],[6108],[8741],[9661],[10382],[11548],[13155],[13284],[13775],[15090],[15901],[17590],[18311],[19231],[20125],[20295],[20507],[21458],[23406],[23897],[25771],[26262],[27073],[28388],[30310],[31562],[31944],[33024],[34176],[34388],[37389],[37601],[37730],[38552],[39172],[40500],[40991],[42856],[45634],[47056],[47268],[47397],[48833],[50467],[51547],[53082],[53252],[54334],[54716],[56948],[57160],[57289],[62243],[62880],[65658],[65828],[66969],[69747],[71169],[71381],[71510],[72452],[72476],[75230],[76864],[78429],[78599],[80063],[82614],[84903],[87816],[88453],[88477],[92930],[93567],[96345],[96515],[100486],[103264],[104575],[104599],[107353],[108987],[110053],[110152],[112933],[114592],[115929],[116881],[120861],[123150],[126700],[126724],[134616],[135253],[138037],[140367],[143145],[144051],[144579],[148260],[148284],[149266],[149365],[156809],[156908],[162685],[164857],[170062],[171721],[173058],[174010],[183829],[185663],[187607],[188239],[191267],[191795],[195500],[199362],[200186],[200714],[204395],[216753],[217759],[217858],[231178],[233350],[236925],[237636],[241551],[243495],[251364],[251925],[254501],[268979],[272007],[272535],[276240],[285135],[295031],[295819],[302017],[309219],[314608],[328336],[331303],[335218],[337162],[348168],[369689],[377386],[383881],[397281],[402844],[409042],[421633],[444268],[454862],[476681],[490215],[504407],[529306],[565272],[615352],[623416],[717303],[825999] ] cell #983 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [58802],[73693],[80668],[89694],[98581],[99285],[105816],[108089],[118526],[119230],[127941],[130171],[130914],[138462],[139166],[154562],[155305],[165282],[165986],[166982],[168291],[178747],[179490],[191048],[196282],[197591],[210697],[211440],[212640],[225102],[226411],[239179],[241353],[247251],[262544],[263853],[268147],[281022],[297459],[298274],[299739],[308387],[316151],[324223],[330688],[360709],[365431],[372932],[376771],[385521],[386336],[415412],[437601],[449816],[464726],[472227],[493458],[497297],[531651],[548011],[560226],[583669],[606080],[652780],[678322],[706897],[724539],[811420],[893968],[972087], [12196,105445,179106],[16650,127570,211056],[18797,78500,227052],[22035,152743,246936],[23968,93175,258232],[24538,50910,163708],[24995,96416,264494],[27648,57019,178600],[28025,105393,283377],[29137,184699,291796],[30381,111803,298698],[32387,116952,306298],[34993,123467,319302],[35045,68964,205998],[35772,70399,208826],[36030,71240,210550],[36407,127518,326578],[37290,37460,130024],[39129,221236,340603],[39243,76553,134861],[39766,77307,136494],[40025,78295,226565],[41062,139975,351899],[41632,80506,232201],[42089,143216,358161],[43674,146502,365992],[43726,83730,240529],[44097,84974,241206],[44851,149863,369516],[46286,152691,374551],[46957,47127,154415],[49569,160341,389112],[49756,93322,258671],[51072,96211,264007],[52730,52948,168445],[53153,168932,405723],[53323,101727,169335],[55159,174081,413323],[55321,102912,174327],[55361,102481,175655],[56032,103916,176359],[56262,105011,282650],[57765,180596,426327],[57817,106570,286738],[58544,108005,289566],[59179,184647,433603],[59325,59372,185070],[60975,110650,294858],[61024,188299,442190],[61211,111950,299137],[61679,113478,299893],[62635,192409,446160],[64121,65899,198635],[65306,65524,197745],[65729,198232,457741],[68210,123221,318178],[68686,123313,319225],[70483,127136,325851],[72615,72888,214268],[73270,214995,486518],[73322,130530,334196],[73488,134052,215471],[73528,130865,133348],[74447,218356,490042],[75882,221184,495077],[75966,135416,221291],[76138,135008,223055],[78670,141608,227455],[79165,228834,509638],[79352,140122,352338],[80708,80720,233775],[81379,81447,234479],[81864,235443,521234],[83371,145193,361775],[83452,146348,365915],[84114,148423,367217],[85066,242253,530917],[86548,89529,155256],[87252,89489,250082],[88616,88889,248879],[89271,249606,544427],[89323,154921,380279],[91662,157406,382920],[92366,160234,387955],[94808,96586,264897],[97231,97270,266539],[98630,269039,576043],[98817,169079,406162],[98903,173221,269592],[99075,169482,172478],[99325,99337,271788],[100241,273149,580013],[102201,174173,278331],[105611,182628,283853],[105651,179441,181924],[106292,180442,426250],[108261,108276,291437],[109771,185879,436408],[109853,186161,436565],[111162,186365,436867],[115349,119020,198782],[116092,118848,309832],[117176,117215,306779],[118575,309279,639654],[118762,198379,458180],[119270,119282,312028],[121618,201328,461070],[122361,204558,466512],[124795,127776,211391],[125499,127736,327054],[128664,329110,667905],[128703,217559,329170],[130252,214841,486441],[130585,215317,218868],[131086,131101,335020],[131866,335920,677588],[138784,231341,348781],[138956,227602,230598],[139206,139218,228296],[142082,142084,357520],[144147,235286,520837],[146956,146995,364638],[149066,153094,375253],[150375,154976,249928],[153055,375193,736881],[154643,249452,544350],[155477,155492,381103],[156609,252423,546975],[157918,252627,547277],[159803,160274,257310],[162105,165776,265044],[162848,165604,397894],[166026,166038,265738],[166900,266619,570261],[166943,266674,272103],[169561,169563,406764],[177279,285941,419500],[179161,283699,287250],[179662,179677,284890],[187407,295529,617277],[188039,189148,440947],[189109,440887,832076],[191363,196243,306914],[196200,306859,633872],[198861,198863,458782],[200282,312258,641966],[203091,203130,463933],[204150,204730,318325],[205201,209229,474548],[206510,211111,326900],[211612,211627,328091],[212783,212785,481235],[214011,332214,482789],[225063,345863,351292],[227681,227683,349830],[237021,362046,718719],[237732,239140,364773],[238547,239735,527022],[239097,364718,722356],[243295,370187,729510],[247394,247396,539144],[248622,378297,540698],[254301,255410,551357],[255371,551297,980205],[256163,257030,387801],[257625,262505,394976],[265123,265125,398943],[268108,402327,403773],[281165,281167,419635],[296748,298235,441807],[297602,297604,620343],[302113,446431,838984],[303639,304827,630436],[308348,454345,455791],[312610,312753,460004],[314704,316112,464068],[315519,316707,648151],[316069,464013,862612],[324366,324368,474683],[330831,330833,482924],[336962,490713,898939],[342289,498823,687369],[362398,362541,523548],[365574,365576,527157],[371406,372893,535857],[376914,376916,540833],[384810,386297,552217],[385664,385666,751513],[391701,392889,761606],[409138,580284,1017714],[410664,411852,789076],[415373,588198,589644],[446783,446926,626962],[449959,449961,630571],[461693,461836,644677],[464869,464871,648286],[470701,472188,656986],[491932,493419,682528],[497440,497442,687504],[512227,513415,931035],[557193,557336,758132],[560369,560371,761741],[580636,580779,785602],[583812,583814,789211],[604554,606041,815626],[631433,631576,844804],[703864,704007,927561],[707040,707042,931170],[790073,790216,1023534],[913095,913238,1158358], [5516,31859,63750,115708,193528,305621],[6136,67839,68436,121977,201894,317501],[9028,45406,45705,151016,243719,373356],[9948,48904,92490,158559,253461,386760],[10410,50382,94437,162464,259237,259790],[11576,54631,101356,172837,274268,412646],[13846,31633,62488,191970,192822,446014],[14223,63299,63698,193718,302674,450377],[15161,34247,120238,121471,200889,460924],[15538,67787,122617,202637,313843,465287],[16188,69519,69818,207151,320059,320691],[16332,35916,125769,208395,208866,208878],[17877,75002,75301,219509,337386,493882],[18339,76779,136123,223414,343083,500805],[19259,79978,141237,230957,352904,353457],[20196,20366,83224,144754,145606,361629],[21112,45282,85220,242330,243317,531556],[22931,48699,156631,158072,252704,547916],[24345,93986,94385,259980,390025,390736],[26333,54405,100094,272710,273562,579867],[26710,100905,101304,274458,409699,584230],[27360,103036,103335,278972,415836,591594],[27473,56244,176399,176411,280699,419053],[28675,107125,107424,287891,427084,427716],[28819,58688,182898,289135,289606,289618],[29958,30176,111316,186442,187429,437506],[31046,63043,113585,301050,301857,625167],[33490,67405,200026,201910,312930,642882],[38206,74878,132020,335997,336984,678227],[39620,135672,136071,343273,497858,691098],[41439,140786,141185,353647,510551,511262],[42202,42233,234519,234531,234749,359405],[43019,43292,145775,235958,236765,521753],[53818,100649,170714,408075,408882,783807],[59625,59664,185799,293251,293340,614471] ] cell #984 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [5872],[6040],[8122],[8210],[9822],[10314],[12977],[13967],[14055],[14433],[15282],[15370],[16062],[19163],[21280],[21567],[21911],[23099],[24089],[24177],[26454],[26542],[26920],[28549],[30801],[31265],[31766],[31798],[32236],[35161],[35448],[38374],[38661],[39005],[39830],[41183],[41271],[43511],[44230],[44829],[49324],[50289],[50321],[53573],[54037],[54538],[54570],[55008],[55776],[56120],[57933],[58220],[60953],[62372],[66149],[67624],[68343],[68375],[73107],[73826],[74425],[76185],[76686],[76718],[77156],[78920],[79885],[79917],[81123],[83108],[89108],[89827],[91640],[96836],[98559],[99122],[99829],[99978],[102459],[103500],[105230],[105949],[105981],[108809],[108841],[118504],[119067],[119774],[121355],[127355],[128074],[128106],[128939],[129908],[130843],[131737],[131769],[134745],[138440],[139003],[143381],[148642],[153330],[154299],[155234],[156128],[156160],[165260],[165823],[166717],[167216],[167774],[169219],[178484],[179419],[180345],[189384],[191026],[196017],[196516],[197074],[198519],[204777],[210434],[211369],[212295],[212420],[212427],[213190],[213427],[225894],[227339],[238914],[239413],[241090],[247031],[247038],[247801],[248038],[255646],[257288],[263336],[264781],[266268],[267119],[281572],[281809],[293943],[297239],[297246],[299698],[306508],[307359],[315886],[316385],[318062],[324773],[325010],[346308],[347308],[360419],[364367],[366692],[366929],[382005],[385301],[385308],[395421],[396421],[436221],[436667],[438656],[443040],[451314],[459714],[463662],[516947],[521499],[523258],[532706],[546631],[585167],[614335],[616933],[626672],[679377],[729166],[785312],[898595] ] cell #985 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [5874],[8212],[12979],[14057],[15372],[15395],[19960],[21282],[23101],[23225],[24179],[24202],[26544],[31397],[31768],[32238],[32261],[33841],[35163],[35287],[38376],[41273],[41296],[44232],[44831],[45469],[46093],[49920],[50291],[54169],[54540],[55010],[55033],[57935],[58059],[60955],[61866],[62413],[62623],[63457],[68345],[69582],[73828],[74427],[75065],[75689],[76688],[77158],[77181],[79516],[79887],[83149],[83359],[89829],[91642],[92553],[94144],[98561],[99472],[100019],[100229],[101063],[102461],[103099],[103723],[105951],[107188],[108811],[118506],[119417],[121396],[121606],[122775],[128076],[129949],[130159],[130845],[131739],[134786],[134996],[135830],[138442],[139353],[140944],[142980],[154340],[154550],[155236],[156130],[165262],[166173],[167218],[169260],[169470],[170576],[176118],[178525],[178735],[179421],[179904],[184406],[191028],[196518],[198560],[198770],[199876],[210475],[210685],[211371],[211854],[212422],[213057],[214577],[217057],[227380],[227590],[234238],[239415],[241131],[241341],[247033],[247668],[249188],[251668],[257290],[264822],[265032],[266265],[266396],[267749],[282959],[285439],[293984],[297241],[297876],[306505],[306636],[307989],[316387],[318103],[318313],[326160],[328640],[328831],[329752],[346938],[348537],[360421],[364364],[364495],[367526],[374914],[375835],[382046],[385303],[385938],[396051],[397650],[401128],[420082],[436218],[438697],[440608],[443670],[451911],[453146],[459716],[463659],[463790],[475130],[502691],[518176],[523260],[528466],[532747],[546628],[551018],[563556],[585764],[615230],[616930],[622488],[626674],[679418],[717165],[729163],[785314],[825988],[898592] ] cell #986 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6039],[9808],[10313],[14432],[15107],[15127],[15353],[16048],[19162],[20142],[20162],[21897],[22898],[23934],[24160],[26919],[28535],[29925],[30347],[31239],[31579],[31599],[32219],[34960],[38991],[39829],[41028],[41254],[43485],[43641],[44797],[45249],[45671],[48870],[53119],[54011],[54351],[54371],[54991],[56106],[57732],[60921],[62409],[63509],[63665],[65695],[67598],[67754],[69784],[73081],[73237],[74393],[74845],[75267],[76159],[77139],[78466],[83145],[89082],[89238],[91608],[94196],[94352],[96382],[98527],[99096],[100015],[101115],[101271],[102427],[103301],[105204],[105360],[107390],[116918],[118472],[119041],[121392],[122827],[127329],[127485],[129945],[130811],[134782],[135882],[136038],[138408],[138977],[140996],[141152],[143182],[148616],[149303],[152658],[154336],[155202],[165228],[165797],[169256],[174047],[176170],[178521],[179387],[179956],[184458],[184614],[188276],[190994],[191210],[191778],[198556],[204751],[210471],[211337],[211906],[214573],[217109],[217796],[221151],[227376],[234290],[237579],[238147],[241127],[241475],[241481],[249184],[251720],[254538],[257256],[264818],[269016],[271950],[272518],[282955],[285491],[293980],[295743],[295749],[300186],[309256],[314551],[315119],[318099],[326156],[328692],[331246],[335142],[335148],[348205],[348533],[360284],[362716],[367522],[377329],[382042],[383805],[383811],[397318],[397646],[402774],[407211],[421576],[436078],[438693],[444305],[451907],[454792],[459579],[462011],[476624],[504337],[518172],[523123],[529249],[532743],[546488],[565202],[585760],[615295],[616790],[623346],[626537],[679414],[717233],[729023],[785177],[825985],[898452] ] cell #987 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6047],[9810],[10321],[14440],[15129],[15351],[16050],[19170],[20164],[21899],[22896],[23936],[24158],[26927],[28537],[29923],[30349],[31241],[31601],[32217],[33556],[34958],[38993],[39837],[41030],[41252],[43085],[43487],[43639],[44795],[45247],[45673],[48872],[53121],[54013],[54373],[54989],[56108],[57730],[60919],[62366],[63109],[63511],[63663],[65697],[67600],[67752],[69786],[73083],[73235],[74391],[74843],[75269],[76161],[77137],[78468],[83102],[89084],[89236],[91606],[94198],[94350],[96384],[98525],[99098],[99972],[100715],[101117],[101269],[102425],[103303],[105206],[105358],[107392],[116920],[118470],[119043],[121349],[122829],[127331],[127483],[129902],[130809],[134739],[135884],[136036],[138406],[138979],[140998],[141150],[143184],[148618],[149305],[152656],[154293],[155200],[165226],[165799],[169213],[174049],[176172],[178478],[179385],[179958],[184460],[184612],[188278],[190992],[191211],[191776],[198513],[204753],[210428],[211335],[211908],[213421],[217111],[217798],[221149],[227333],[234292],[237580],[238145],[241084],[241473],[241480],[248032],[251722],[254540],[257254],[264775],[269018],[271951],[272516],[281803],[285493],[293937],[295741],[295748],[300185],[309258],[314552],[315117],[318056],[325004],[328694],[331247],[335140],[335147],[347302],[348207],[360282],[362715],[366923],[377330],[381999],[383803],[383810],[396415],[397320],[402773],[407210],[421577],[436077],[438650],[444307],[451308],[454791],[459577],[462010],[476625],[504336],[516941],[523121],[529250],[532700],[546487],[565201],[585161],[615296],[616789],[623345],[626535],[679371],[717232],[729022],[785175],[825984],[898451] ] cell #988 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [6055],[9813],[10329],[14448],[15132],[15350],[16053],[19178],[20167],[21902],[22895],[23939],[24157],[26935],[28540],[29922],[30352],[31244],[31604],[32216],[33524],[34957],[38996],[39845],[41033],[41251],[43053],[43490],[43638],[44794],[45246],[45676],[48875],[53124],[54016],[54376],[54988],[56111],[57729],[60918],[62363],[63077],[63514],[63662],[65700],[67603],[67751],[69789],[73086],[73234],[74390],[74842],[75272],[76164],[77136],[78471],[83099],[89087],[89235],[91605],[94201],[94349],[96387],[98524],[99101],[99969],[100683],[101120],[101268],[102424],[103306],[105209],[105357],[107395],[116923],[118469],[119046],[121346],[122832],[127334],[127482],[129899],[130808],[134736],[135887],[136035],[138405],[138982],[141001],[141149],[143187],[148621],[149308],[152655],[154290],[155199],[165225],[165802],[169210],[174052],[176175],[178475],[179384],[179961],[184463],[184611],[188281],[190991],[191271],[191775],[198510],[204756],[210425],[211334],[211911],[213418],[217114],[217801],[221148],[227330],[234295],[237640],[238144],[241081],[241470],[241548],[248029],[251725],[254543],[257253],[264772],[269021],[272011],[272515],[281800],[285496],[293934],[295738],[295816],[300188],[309261],[314612],[315116],[318053],[325001],[328697],[331307],[335137],[335215],[347299],[348210],[360279],[362718],[366920],[377390],[381996],[383800],[383878],[396412],[397323],[402841],[407213],[421637],[436080],[438647],[444310],[451305],[454859],[459574],[462013],[476685],[504404],[516938],[523118],[529310],[532697],[546490],[565269],[585158],[615356],[616792],[623413],[626532],[679368],[717300],[729025],[785172],[825990],[898454] ] cell #989 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [6057],[9814],[10331],[14450],[15133],[15347],[16054],[19180],[20168],[21903],[22892],[23940],[24154],[26937],[28541],[29919],[30353],[31245],[31605],[32213],[33485],[34954],[38997],[39847],[41034],[41248],[43014],[43491],[43635],[44791],[45243],[45677],[48876],[49564],[53125],[54017],[54377],[54985],[56112],[57726],[59620],[60915],[61019],[62314],[63038],[63515],[63659],[65701],[67604],[67748],[69790],[73087],[73231],[74387],[74839],[75273],[76165],[77133],[78472],[79160],[81859],[83050],[89088],[89232],[91602],[94202],[94346],[96388],[98521],[98625],[99102],[99920],[100644],[101121],[101265],[102421],[103307],[105210],[105354],[107396],[109722],[116924],[118466],[118570],[119047],[121297],[122833],[127335],[127479],[128659],[129850],[130805],[134687],[135888],[136032],[138402],[138983],[141002],[141146],[143188],[148622],[149309],[152652],[153050],[154241],[155196],[165222],[165803],[166851],[169161],[174053],[176176],[178426],[179381],[179962],[184464],[184608],[188282],[189104],[190988],[191272],[191772],[196151],[198461],[204757],[210376],[211331],[211912],[212736],[217115],[217802],[221145],[227281],[234296],[237641],[238141],[239048],[241032],[241465],[241547],[247347],[251726],[254544],[255366],[257250],[264723],[269022],[272012],[272512],[281118],[285497],[293835],[295733],[295815],[297555],[300187],[309262],[314613],[315113],[316020],[318004],[324319],[328698],[330784],[331308],[335132],[335214],[348211],[360274],[362717],[365527],[376867],[377391],[381897],[383795],[383877],[385617],[397324],[402840],[407212],[421638],[436079],[438548],[444311],[449912],[454858],[459569],[462012],[464822],[476686],[497393],[504403],[523113],[529311],[532598],[546489],[560322],[565268],[583765],[615357],[616791],[623412],[626527],[679269],[706993],[717299],[729024],[785167],[825989],[898453] ] cell #990 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [29659],[42751],[44983],[45576],[48182],[48557],[59943],[62775],[63399],[66864],[67215],[69096],[69471],[69689],[74579],[75172],[77107],[81716],[84470],[85516],[86329],[87546],[90630],[91108],[92660],[93462],[93813],[94086],[95233],[100381],[101005],[103206],[106702],[107077],[107295],[109230],[110555],[112828],[116448],[122717],[123763],[124156],[124241],[124576],[131270],[132316],[133129],[134346],[135772],[139460],[140262],[140613],[140886],[142033],[143087],[145057],[147677],[148070],[149768],[152041],[155661],[157311],[159584],[160933],[166280],[167684],[169957],[170683],[173577],[175436],[176653],[179846],[180892],[181285],[181370],[181705],[184348],[186013],[186342],[189920],[192273],[196984],[199257],[199983],[201192],[205446],[211796],[213550],[216170],[216563],[216999],[218261],[220534],[224154],[225804],[228077],[229426],[233556],[235263],[235657],[239977],[242230],[245182],[248161],[250781],[251174],[251610],[252604],[263246],[265519],[266753],[267023],[267082],[270660],[271569],[273013],[277724],[279997],[281932],[286186],[293639],[299608],[304366],[306993],[307263],[307322],[310900],[311809],[322154],[325133],[328930],[329324],[329554],[333644],[335897],[338849],[341828],[346271],[359951],[364852],[365122],[367052],[371867],[375013],[375407],[375637],[379727],[387670],[392428],[395384],[400170],[400664],[411391],[414347],[429179],[440707],[441101],[441331],[443003],[444774],[452188],[452682],[464147],[464417],[466347],[471162],[480477],[492393],[512954],[521329],[524218],[525725],[526219],[538386],[551117],[551511],[551741],[553413],[555184],[578627],[605015],[614787],[619033],[619585],[642458],[645347],[646854],[647348],[701855],[716748],[719211],[731266],[745957],[750203],[750755],[777673],[828679],[839476],[851531],[857004],[871522],[900695],[945046],[955962],[1018206],[1030261],[1050252],[1078129],[1142233],[1269956] ] cell #991 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [39789],[45921],[50933],[55572],[59348],[60192],[63851],[69265],[70034],[75517],[76283],[80529],[80919],[82407],[84639],[85765],[86892],[90879],[91300],[92835],[93461],[94538],[99754],[101457],[102552],[106871],[107640],[108406],[110119],[112827],[114385],[119699],[120654],[121126],[122951],[123805],[124012],[124433],[125139],[131439],[131504],[132565],[133692],[139635],[140261],[141338],[142433],[144018],[144434],[147719],[147926],[149332],[152233],[155830],[155895],[156794],[156875],[157669],[159874],[161141],[161613],[166455],[167167],[169956],[170247],[171514],[180080],[180934],[181141],[181562],[182268],[186100],[187592],[190128],[195142],[196467],[199256],[199547],[200604],[205467],[206261],[212030],[212927],[212962],[216212],[216419],[217825],[220726],[225287],[228367],[229634],[230106],[235120],[237343],[239364],[239998],[243480],[246016],[247538],[247573],[250823],[251030],[251821],[262729],[265809],[266299],[266840],[268332],[270868],[275882],[280189],[281344],[286207],[287001],[293660],[294927],[297746],[297781],[298459],[302435],[306539],[307080],[308572],[311108],[316336],[324545],[328787],[331010],[333665],[337147],[339683],[344697],[345488],[360186],[364398],[364939],[365753],[369585],[373117],[374870],[377093],[379748],[385808],[385843],[386521],[394601],[400685],[401952],[409460],[415597],[418133],[436252],[440564],[441432],[450138],[452703],[453970],[463693],[464234],[465048],[472412],[480712],[490111],[493643],[497619],[521116],[521194],[526240],[535482],[538621],[546662],[550974],[551842],[560548],[583991],[587823],[606265],[616964],[619820],[624608],[642245],[642323],[647369],[656611],[682153],[707219],[718998],[719076],[720155],[729197],[750990],[755778],[783248],[815251],[830957],[839263],[839341],[860411],[898626],[925207],[958240],[979086],[1009687],[1017993],[1018071],[1091323],[1112799],[1144511],[1283150],[1304626] ] cell #992 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [58775],[73666],[80630],[89667],[98554],[99247],[105789],[108085],[118499],[119192],[127914],[130133],[130910],[138435],[139128],[154524],[155301],[165255],[165948],[166978],[168287],[178709],[179486],[191021],[196278],[197587],[210659],[211436],[212636],[225098],[226407],[239175],[241315],[247247],[262540],[263849],[268143],[281018],[297455],[298270],[299735],[308383],[316147],[324219],[330684],[360705],[365427],[372928],[376767],[385517],[386332],[415408],[437597],[449812],[464722],[472223],[493454],[497293],[531647],[548007],[560222],[583665],[606076],[652776],[678318],[706893],[724535],[811416],[893964],[972083], [10466,50845,163681],[12118,57187,179079],[15928,68937,205445],[16303,70304,208788],[16572,71408,211029],[18664,78473,227110],[19315,80441,232174],[20534,83703,238791],[22004,87843,246909],[23941,93233,257644],[23991,93284,258035],[24862,96389,264552],[27621,105211,178658],[27835,105355,283450],[28415,106543,286185],[28790,107910,289528],[29059,109014,291769],[29193,109365,185043],[30354,111861,296767],[30404,111912,297158],[32322,116925,306356],[34889,123309,318438],[34955,123540,318644],[36003,127336,210608],[36217,127480,326651],[37263,73088,130082],[37628,130503,332458],[39098,134643,340576],[39885,77242,136467],[39987,138403,226638],[41035,140033,351311],[41085,140084,351702],[41829,142335,233748],[41956,143189,358219],[42204,143702,234441],[43570,146344,363629],[43636,146575,363835],[44070,148623,241264],[44824,149310,370309],[46191,152653,374624],[46930,89089,154473],[47295,154894,378541],[49565,160347,388255],[51034,165223,264080],[52692,98522,168518],[53126,168990,403792],[53176,169041,404183],[53491,169814,271761],[55094,174054,413381],[55397,102454,175628],[56215,103821,176321],[56258,178427,282656],[57661,180438,425463],[57727,180669,425669],[58825,183546,291399],[58989,184609,433676],[59708,185875,436201],[60948,188283,295651],[61020,188305,439683],[61641,190989,299966],[62597,191773,447032],[64094,118931,119048],[65268,118467,197818],[65702,198290,455810],[65752,198341,456201],[66067,199114,312001],[68183,204641,204758],[70479,210377,325857],[72611,129851,214274],[73166,214837,484155],[73232,215068,484361],[73564,130838,133321],[73716,216067,334982],[74420,217803,490835],[75787,221146,495150],[76049,76166,76526],[76192,134970,223017],[78838,227934,228269],[79161,228840,508781],[80564,232289,357516],[81860,235449,521025],[83333,238142,362647],[84110,241033,367223],[85062,241466,531908],[86521,89565,155229],[87214,155037,155197],[88612,154242,248885],[89167,249448,542064],[89233,249679,542270],[89717,250678,381065],[91635,252545,254545],[92328,257091,257251],[94781,165687,165804],[96754,265376,265711],[97227,166852,266545],[97314,266615,570054],[98626,269045,573536],[98986,99103,101700],[99129,169444,172440],[99181,270161,406760],[100203,272513,580885],[102209,174169,278327],[102262,102422,102874],[105687,179414,181897],[105839,284449,284852],[109849,293836,436571],[111158,295734,437858],[115311,119074,198744],[116088,198444,198462],[117172,196152,306785],[117259,306855,633665],[118571,309285,637147],[119126,310401,458778],[121580,312859,315114],[122357,317987,318005],[124768,127812,211364],[125461,211172,211332],[127964,327650,328053],[128660,329116,667696],[128747,329246,481231],[130593,215313,218864],[130646,130806,134014],[131862,335133,678579],[134670,134688,135412],[138867,138984,141581],[139010,227564,230560],[139062,349350,349826],[144143,360275,520912],[146952,239049,364644],[147039,364714,722149],[149062,247330,247348],[150371,154984,249924],[153051,375199,736672],[153138,375329,539140],[156605,381880,381898],[157914,381207,383796],[159776,160310,257283],[162067,165830,265006],[162844,264706,264724],[165882,398463,398939],[166951,266670,272099],[169144,169162,173217],[177323,419576,419631],[179169,283695,287246],[179222,179382,182590],[187403,438531,438549],[188035,297538,297556],[189105,440893,831867],[189192,441023,620339],[191359,196251,306910],[200278,459345,459570],[203087,316021,463939],[203174,464009,862405],[204112,204784,318287],[205197,324302,324320],[206506,211119,326896],[209273,474624,474679],[212719,212737,217555],[214055,482865,482920],[225071,345859,351288],[227264,227282,231337],[237017,522889,523114],[237728,239148,364769],[238543,365510,365528],[239779,527098,527153],[243291,532581,532599],[248666,540774,540829],[254297,385600,385618],[255367,551303,979996],[255454,551433,751509],[256159,257038,387797],[257621,262513,394972],[268116,402323,403769],[281101,281119,285937],[296744,298243,441803],[302109,626303,626528],[303635,449895,449913],[304871,630512,630567],[308356,454341,455787],[312606,312761,460000],[314700,316120,464064],[315515,464805,464823],[316751,648227,648282],[330767,330785,332210],[336958,679252,679270],[342333,687445,687500],[362394,362549,523544],[371402,372901,535853],[376850,376868,378293],[384806,386305,552213],[391697,560305,560323],[392933,761682,761737],[409134,784943,785168],[410660,583748,583766],[411896,789152,789207],[415381,588194,589640],[446779,446934,626958],[461689,461844,644673],[470697,472196,656982],[491928,493427,682524],[497376,497394,498819],[512223,706976,706994],[513459,931111,931166],[557189,557344,758128],[580632,580787,785598],[604550,606049,815622],[631429,631584,844800],[703860,704015,927557],[790069,790224,1023530],[913091,913246,1158354], [6058,34415,68565,121950,204205,315763],[6459,35885,70285,126090,208368,323881],[9815,48877,92703,158617,256182,384829],[10332,50494,50640,162160,162437,391945],[12519,58657,107891,183219,289108,430906],[14451,31971,32117,115404,115681,303883],[15134,67605,120267,121529,312629,314723],[15348,67749,122890,202710,316949,463130],[16055,69791,69902,206529,207209,470720],[19181,80090,80236,230653,230930,512471],[19582,81560,143554,143683,359043,359378],[20169,43492,83282,145635,237751,362417],[21904,45678,45789,150394,151074,371425],[22893,91603,156670,158145,381701,384002],[24155,94347,94477,259238,260053,558630],[26938,54743,54889,172533,172810,410908],[27534,56213,103673,176950,279854,419026],[28542,107397,107508,287269,287949,604573],[29920,60916,111389,187468,295940,438352],[31246,31606,62546,191382,192851,446802],[32214,63660,63790,192976,193791,448220],[33486,121298,200029,201916,459246,462018],[38998,75274,75385,218887,219567,491951],[39428,39848,76891,223110,223387,499067],[41249,141147,141277,352905,353720,705301],[43015,83051,145781,236768,362723,522790],[44792,45244,85293,241672,243356,532402],[54018,54378,100152,272122,273591,580655],[54986,101266,101396,273716,274531,582073],[55440,56113,103308,278350,279030,589663],[59621,109723,185805,293343,436085,614540],[62315,63039,113591,300193,301860,626204],[74388,74840,132093,335339,337023,679073],[76222,77134,136033,342531,343346,688941],[99921,100645,170720,407218,408885,784844] ] cell #993 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [9021],[9941],[13839],[15154],[16181],[17870],[20189],[20359],[21062],[22881],[23961],[26326],[27353],[28668],[29908],[30126],[30374],[31626],[34240],[34943],[37453],[38156],[39236],[41055],[43624],[45232],[45698],[47120],[48649],[48897],[52898],[53146],[53316],[54398],[55271],[57012],[57715],[60231],[63648],[65474],[65722],[65892],[67737],[69811],[71233],[73220],[73438],[74828],[75294],[78245],[78493],[78663],[84967],[85804],[89221],[89439],[90918],[94335],[96161],[96409],[96579],[97837],[98491],[101254],[103328],[105343],[105561],[107417],[110643],[113428],[116945],[117782],[118436],[123214],[124051],[127468],[127686],[132604],[136021],[137718],[138372],[141135],[143209],[144545],[144636],[147965],[149856],[151516],[152641],[157399],[160184],[164538],[165192],[174074],[174911],[179016],[181180],[184597],[185720],[186314],[190639],[190958],[191761],[191852],[200680],[200771],[207651],[210966],[216458],[218349],[220009],[221134],[233031],[235235],[237419],[238130],[241608],[242202],[246846],[251069],[251982],[252576],[256901],[271379],[272501],[272592],[288391],[291706],[295088],[295876],[300327],[302511],[311619],[312207],[315102],[331797],[335275],[335869],[340513],[350568],[361995],[362857],[369746],[377880],[383938],[399681],[402901],[407352],[409536],[422127],[446380],[454919],[462152],[477175],[483383],[490272],[504464],[529800],[541292],[565329],[580233],[596005],[623473],[662421],[717360],[725825],[826951],[942412] ] cell #994 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80795,515962],[80826,356707],[99630,576908],[99661,406427],[108414,431911],[119575,640519],[119606,458445],[128881,668185],[129379,482297],[131512,487331],[139511,700136],[139542,507990],[153272,737161],[153770,540206],[155903,545240],[166331,771689],[166362,568855],[166705,773134],[167716,571534],[177457,801283],[177955,594919],[180088,599953],[189326,832356],[196005,846992],[197016,635145],[209407,877417],[209905,661335],[212038,666369],[213178,668447],[214189,888825],[224825,915093],[225836,694762],[238902,948135],[239913,949920],[240964,725601],[247789,737423],[248800,966944],[255588,980485],[262267,995121],[263278,766315],[267870,1007116],[281560,801545],[297997,1071315],[299640,835510],[305005,1083003],[308110,1088752],[315874,1102694],[316885,1104479],[324761,877679],[342467,1153215],[361445,1192620],[366680,951261],[372655,1208808],[386059,1230670],[393067,1242358],[412030,1274830],[415135,1280579],[436655,1065083],[445830,1333000],[460740,1354992],[471950,1371180],[493181,1404038],[513593,1437588],[556240,1496518],[579683,1529376],[605803,1567556],[622009,1590117],[702911,1691748],[780649,1781944],[854507,1865065], [16772,212442,667576],[22071,247053,736552],[25423,267134,571704],[25454,167478,402533],[30473,297261,831747],[32676,307374,635315],[32707,196778,454551],[37028,213303,482999],[40152,346323,501726],[40183,225598,346069],[40373,226334,228313],[42873,361352,946258],[45797,371919,732826],[45828,244976,536063],[46695,247914,540908],[48996,385323,979876],[51199,395436,562591],[51230,263040,395182],[51420,263776,265755],[55448,414399,793955],[55479,277518,588404],[56587,281685,419710],[56802,282333,284634],[60048,294472,1068222],[62024,443055,620593],[62055,299402,442013],[62897,445737,837105],[63481,194439,629944],[63859,304119,630646],[64434,306056,312045],[66986,460647,1100817],[69910,471214,873082],[69941,321948,657192],[70808,324886,474758],[71023,325534,327835],[75393,492445,902255],[75424,338643,682734],[76291,341581,687579],[78020,347184,349855],[81016,233792,357443],[82081,521514,716840],[82579,361771,526530],[84712,366805,527232],[85621,369130,953696],[86451,245214,732656],[86565,246188,373156],[87628,374060,380847],[90735,382534,1227577],[91230,548654,1228779],[92711,553465,751763],[92742,387464,552423],[93584,556147,985234],[94168,260701,761114],[94546,392181,761816],[95121,163286,394118],[95936,396297,398968],[100503,579590,1015835],[101087,275179,788584],[101465,411144,789286],[102040,271805,413081],[103458,176735,592298],[107516,605067,1051812],[107547,428973,815832],[108629,291181,432559],[109576,614494,826413],[110349,295508,437503],[110587,437681,620423],[112950,621916,1069424],[114557,446156,452993],[115093,305320,449723],[115116,303994,842042],[116690,451190,458807],[120328,642643,857096],[120826,461066,647659],[120982,461588,1358117],[122799,317936,865857],[122959,466100,648361],[123868,468425,1108255],[124363,653423,1369289],[124698,322186,872912],[124812,206433,472451],[125875,212253,473355],[132421,489656,1139967],[133251,338881,902085],[133365,339855,493682],[134428,334764,494586],[135854,222263,686877],[136232,224396,691911],[136807,345359,501240],[140384,702818,1171505],[140968,354368,930543],[141346,512707,931245],[141921,231779,514644],[142736,357545,516823],[143339,234855,715526],[143949,520905,716459],[144685,521776,721777],[144810,362473,522369],[145696,719396,945138],[147782,527914,1195745],[149562,370166,531553],[149800,531731,539224],[150400,373412,535584],[152163,734149,1206917],[156332,745664,974542],[157105,252402,547913],[157343,548091,751593],[157576,548747,1486642],[157841,159820,386560],[159706,387702,983639],[161313,262768,556566],[161469,557088,1499643],[161849,258936,560133],[161872,392056,990171],[163446,266112,561600],[170079,780556,1261251],[171686,400975,580009],[172222,412345,583576],[172245,411019,1020772],[173819,406789,585043],[175558,277756,793785],[175672,415636,418305],[179928,424961,1044587],[180303,183004,607208],[180997,602278,1300082],[181492,812063,1565665],[181827,429211,1051642],[181941,287173,606304],[184430,290645,819975],[184808,292778,825009],[185383,292618,613862],[186394,437851,615435],[186860,617367,1323124],[187130,828386,1067102],[190300,298498,622335],[191901,625190,633293],[192026,446858,625783],[192912,839661,1078221],[194998,631328,1336125],[199379,854414,1347297],[200820,642905,862033],[200945,312685,643498],[201593,203894,464633],[203917,465975,1105820],[205697,324130,652682],[205935,324614,652860],[206168,653516,1627538],[206535,320115,656713],[211878,480009,1127708],[216275,674585,1390975],[217081,334631,895030],[218055,490692,678224],[218293,481315,678402],[218893,493938,682255],[220656,903578,1402147],[222799,497204,500504],[222822,341456,906852],[225326,229806,703237],[228199,508228,1169910],[228670,231939,708271],[229962,703759,1694873],[230342,352603,706804],[230365,512582,1176442],[233678,356945,935744],[240228,365338,724441],[240466,365822,724619],[242282,531901,727668],[242748,729600,1464780],[243018,955669,1204595],[245923,734242,1729386],[250886,743561,1477781],[251692,380714,973149],[252656,381200,746605],[253122,547065,1224438],[253517,256188,551944],[258163,394626,756360],[258288,394703,756953],[265641,569093,1255231],[267600,776007,1519500],[268371,271040,780975],[271691,406665,1014240],[272641,569682,783830],[272766,580711,784423],[273652,1018391,1270048],[275738,789968,1532501],[278356,587925,591650],[280119,1033144,1543673],[280929,286437,811322],[281413,286675,811500],[284657,599828,1297647],[286908,812156,1819365],[287275,427140,815353],[291204,431786,1056409],[298629,441457,833658],[298754,441534,834251],[307840,849865,1606062],[308611,311280,854833],[311931,458683,1095876],[319254,474142,867924],[327858,666244,1384209],[330595,333895,893870],[331079,334133,894048],[334787,487206,1137532],[335949,678572,897097],[336415,899029,1660010],[336685,1141940,1399825],[339590,903671,1915657],[344553,912990,1673011],[345513,351830,925789],[345590,351955,926382],[346789,693736,1419668],[360659,521219,942953],[365944,526616,950155],[372385,960727,1728307],[376678,379978,971989],[377162,380216,972167],[380870,545115,1221837],[395902,765289,1506474],[400998,570508,1256910],[401977,405654,1012388],[402054,405779,1012981],[414865,1028595,1797889],[418040,1033237,2043795],[419094,426279,1046654],[436502,614822,1064986],[443521,833444,1589038],[453016,634119,1342956],[453995,457672,1094024],[454072,457797,1094617],[471680,1115286,1883977],[480737,481185,1129224],[482383,486470,1136426],[492911,1146998,1914578],[526553,722603,1457219],[538646,539094,1213529],[540292,544379,1220731],[553931,981573,1749153],[569862,570355,1256813],[605533,1307113,2062707],[619845,620293,1326345],[633473,633966,1342859],[647682,862859,1619977],[721957,722450,1457122],[751015,751463,1489863],[862213,862706,1619880] ] cell #995 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [8113],[12726],[12957],[13958],[14194],[15273],[15414],[19908],[21260],[21558],[23079],[23248],[24080],[24221],[24316],[26445],[26681],[30792],[31345],[31746],[32280],[33789],[34020],[34724],[35141],[35310],[35439],[38354],[38652],[39591],[41174],[41315],[41410],[42956],[44210],[46116],[49315],[49868],[50099],[50269],[53564],[54117],[54518],[55052],[55767],[56003],[57496],[57913],[58082],[58211],[59150],[60264],[61814],[62980],[64234],[66140],[67069],[68323],[71717],[72552],[73806],[74116],[75712],[76666],[77200],[78911],[79464],[79695],[79865],[81114],[81350],[82031],[82184],[85837],[88553],[89807],[90117],[90951],[96827],[97870],[97940],[99420],[99820],[100586],[101840],[103746],[104675],[105929],[106239],[108789],[109630],[114162],[116029],[117815],[117885],[119365],[119765],[120431],[126800],[128054],[128364],[128831],[128930],[128984],[128998],[131717],[132637],[135353],[136607],[137751],[137821],[148360],[151549],[153222],[153321],[153375],[153389],[156108],[162785],[164571],[164641],[166759],[166773],[167196],[167228],[171291],[173158],[174944],[177560],[177574],[189276],[189375],[190672],[190742],[194044],[196059],[196073],[196496],[196528],[204495],[207684],[209510],[209524],[212415],[212491],[220042],[221868],[225348],[231278],[238956],[238970],[239393],[240569],[240583],[241826],[247026],[247102],[255538],[255637],[256934],[260306],[262790],[266270],[274784],[288424],[293738],[293752],[296094],[297234],[297310],[299152],[306510],[315928],[315942],[316365],[317541],[318798],[335493],[353973],[360414],[360555],[363989],[364369],[381800],[384156],[385296],[385372],[425823],[435804],[436223],[438451],[448374],[459709],[463284],[463664],[484515],[523253],[532501],[542424],[546633],[558784],[582227],[616935],[626667],[679172],[689095],[705455],[729168],[785307],[898597] ] cell #996 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [58943],[74004],[80802],[90005],[98596],[99637],[106127],[118541],[119582],[128252],[128888],[129867],[138477],[139518],[153279],[154258],[165297],[166338],[166868],[168264],[177464],[178443],[189333],[191063],[196168],[197564],[209414],[210393],[212613],[214196],[224988],[226384],[239065],[239920],[241049],[247224],[248807],[255595],[262430],[263826],[268033],[280995],[293852],[297432],[298160],[299712],[305012],[308273],[316037],[316892],[324196],[330661],[342474],[360682],[361673],[365404],[372818],[376744],[385494],[386222],[393074],[412037],[415298],[435895],[437574],[446058],[449789],[460968],[464699],[472113],[493344],[497270],[513600],[521842],[531624],[547984],[556468],[560199],[579911],[583642],[605966],[622237],[625256],[642971],[652753],[678295],[703139],[706870],[724512],[756426],[780877],[783896],[811393],[833724],[854735],[893941],[925855],[943093],[972060],[1012454],[1094090],[1129364],[1213669],[1326485],[1490003] ] cell #997 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [139301,923092],[142533,516064],[142928,710232],[166121,1003120],[170347,577010],[170524,781133],[177407,1036156],[183796,608990],[199647,640621],[199824,854991],[209357,1119277],[213005,886599],[213655,669282],[214139,1131739],[216720,675144],[224879,1160520],[228467,700238],[239863,1198397],[247616,964718],[248266,738258],[248750,1216044],[251331,744120],[262321,1245841],[265909,771791],[266389,1004850],[267697,774906],[267924,1258636],[282037,802380],[285102,808242],[297824,1070874],[298051,1327035],[304955,1338777],[306629,1086486],[307937,848764],[308164,1344682],[316835,1360769],[325238,878514],[328303,884376],[329745,886889],[342417,1411274],[346886,916865],[361559,1452980],[364488,1196572],[367157,952096],[372709,1468691],[375828,965008],[385886,1230229],[386113,1490553],[393017,1502295],[395999,996893],[411980,1535153],[415189,1541058],[420075,1036446],[443618,1074193],[445944,1594262],[460854,1615738],[463783,1358944],[472004,1631449],[475123,1119567],[493235,1663921],[513543,1697525],[528459,1199807],[556354,1754377],[579797,1786089],[605857,1823276],[615223,1321004],[622123,1845180],[703025,1940648],[780763,2023910],[854621,2100044], [21029,374919,964018],[21587,372482,959626],[29698,437306,1323982],[30093,440613,1070174],[31732,448873,1081067],[35468,471777,1114185],[38123,328836,885899],[38681,493008,1145897],[42823,522170,1194604],[45022,531356,1202355],[45417,534663,958806],[48221,547716,1487500],[48616,551023,1229529],[49344,554028,1233548],[50255,559283,1240422],[52470,267236,571413],[52865,401133,774086],[54504,582726,1272894],[55796,414962,1027494],[58240,605630,1306012],[62847,625584,1075878],[65046,307476,635024],[65441,453151,847944],[66936,643299,1356976],[67254,644382,1618677],[68309,649588,1362179],[69135,652485,1364727],[69530,655792,1113365],[72419,329759,669107],[74618,678027,1397585],[75013,681334,1145077],[76652,496354,1151279],[76993,344998,913549],[77817,346425,694641],[78212,502696,916045],[78940,700699,1428778],[79851,705954,1435652],[81143,516525,1183164],[84509,724244,1455919],[86992,372021,732535],[88420,375842,738083],[90536,746393,1484522],[91180,748105,1488599],[91213,548861,1745003],[92501,753663,1232728],[93534,756754,1235233],[93852,757837,1757316],[95733,395538,766194],[96128,563561,996073],[96856,772252,1515584],[99849,577471,1266020],[100453,784224,1267705],[102652,414501,793664],[103047,587004,1026674],[103434,280387,799261],[104542,420089,802205],[104860,420922,599194],[105915,808228,1558555],[106741,811125,1561103],[107136,814432,1305192],[108775,608976,1311394],[109116,435328,1063106],[111042,829115,1584888],[112900,834052,1325081],[113218,443157,835389],[113395,622493,1073373],[115896,448887,842702],[115953,304471,842877],[116487,844509,1597201],[119794,641082,1352066],[120278,857426,1353901],[124313,869424,1629495],[124346,653630,1879827],[125239,471316,872791],[126667,475137,878339],[126985,475970,665610],[128040,884362,1644601],[129414,487033,1137257],[131309,893673,1651149],[131703,675130,1395037],[133792,492547,901964],[135220,496368,907512],[135277,341933,907687],[137336,915822,1679752],[137980,503619,699405],[138013,347536,507694],[139730,355372,932486],[140334,926183,1430463],[140652,927266,1943587],[143315,359576,941220],[144512,717170,1191529],[145162,522611,948993],[145646,945468,1454009],[148227,528473,951921],[150255,956398,1724157],[152113,961335,1466737],[152146,734356,1975800],[152431,537207,744953],[153805,544942,1221562],[155700,971792,1736470],[156094,744106,1481843],[156386,974249,1484336],[159974,553567,983518],[162652,559297,990831],[162709,392533,991006],[164156,995850,1764057],[164800,564484,770958],[164833,396649,568559],[166550,261705,763057],[167182,773863,1517380],[167281,576163,1264097],[168171,1007845,1776715],[170029,1012782,1521457],[173025,582740,1021432],[173082,411496,1021607],[173616,1023239,1789028],[177990,426842,1047485],[180279,289306,816976],[181442,1048154,1821322],[181475,812270,2058557],[182368,605169,1051521],[183853,432263,1057244],[184114,609823,610534],[185649,826120,1320818],[186496,437500,437560],[186957,616266,1071007],[187184,1066809,1584702],[189781,1072044,1844190],[192378,626025,847850],[192862,1078551,1595291],[195443,631887,855914],[195476,451542,641732],[196482,847721,1603942],[196581,639774,1350143],[197471,1089481,1859836],[199329,1094418,1608019],[201297,643740,1103552],[204362,649602,1106480],[204419,466452,1106655],[208566,212229,658336],[209940,319817,868755],[212544,668093,1386694],[213072,674221,1136498],[216777,487683,1138367],[218748,1142669,1910428],[220606,1147606,1661967],[220639,903785,2145229],[220924,675977,683878],[224193,1158063,1922741],[225302,352307,926624],[225401,509758,1172125],[231145,705968,1177102],[231202,513059,1177277],[233293,711155,711943],[233326,517175,517807],[235169,520742,716470],[236078,717460,1196451],[236092,522371,522436],[239379,948864,1717110],[240999,366507,950986],[242384,531550,531610],[242845,728499,964851],[243072,1204302,1723971],[244127,373132,373764],[245669,1209537,1974810],[247155,737069,1473500],[247683,743197,1220803],[251388,545592,1222672],[252758,547910,547970],[253219,747436,1230362],[253869,386536,387168],[256043,1231399,1993747],[258640,262744,757195],[261738,261762,561952],[262843,389232,985854],[266403,773676,1256957],[268347,406131,1013223],[273118,773992,784665],[273602,1270378,1787118],[276183,782056,790527],[276216,578121,585395],[278211,1281308,2038566],[280069,1286245,1799846],[280102,1033351,2258684],[280926,426381,811319],[281454,601914,1046726],[285159,600305,1298482],[294108,615446,615507],[297363,832264,1587882],[298474,299106,834493],[299205,442310,1072270],[301170,837725,1086365],[301184,625785,625850],[302728,449720,450431],[306643,847534,1343003],[308587,458149,1094859],[313050,857716,1358823],[313064,643500,643565],[313897,464630,465341],[316351,1103423,1872780],[319356,324127,652679],[320467,321099,472427],[322641,1371909,2116769],[324655,468061,867996],[328360,666721,1385044],[330592,486572,893867],[336051,678221,678281],[336512,886732,897928],[336739,1399532,1910242],[337794,493658,494290],[339336,1404767,2144239],[345031,345055,692263],[345592,509772,926384],[355405,355429,708623],[360608,521422,1191464],[364502,948677,1457266],[365335,366046,724438],[366574,527550,950227],[368766,727679,727740],[370477,535586,536374],[376675,544481,971986],[382170,746616,746677],[383093,551946,552734],[385425,980393,1747997],[389246,394705,756955],[390079,390790,560130],[402056,576177,1012983],[408195,1004729,1016455],[408209,784425,784490],[409753,583573,584284],[415612,416244,592002],[427492,428124,606280],[429666,1568285,2275409],[435361,435385,825361],[436424,615036,1065130],[441536,442324,834253],[454074,639788,1094619],[463797,1103236,1620024],[468984,469772,656715],[489292,897108,897169],[491003,682257,683045],[497201,497912,691152],[510605,511316,706801],[587927,588715,798428],[602837,603625,815355] ] cell #998 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [371804],[385208],[394051],[437442],[448156],[463066],[471099],[492330],[501173],[514577],[520740],[522304],[531492],[533867],[547852],[550227],[558566],[582009],[590042],[604952],[613795],[615505],[625718],[643433],[654996],[678163],[680538],[688877],[705237],[727738],[746675],[784358],[795921],[813636],[897167], [85093,736387],[86541,732658],[110344,827551],[111189,831582],[115088,842116],[124788,872914],[131893,667411],[133341,902087],[136487,691913],[144812,943909],[149557,954834],[150402,958865],[157100,975680],[157774,976875],[157945,979711],[159796,983641],[161844,990245],[163701,561602],[167473,571295],[168318,774145],[172217,1020846],[175648,793787],[176309,592293],[181917,1051644],[185063,825011],[192028,1076992],[194372,629939],[196773,634906],[197618,848003],[200947,1098468],[201588,1099633],[203889,1105894],[205692,1109393],[205991,652862],[206366,1110588],[206537,1113424],[208776,473350],[213305,668975],[218050,1141105],[218895,1145136],[222196,686872],[222794,906926],[225593,694523],[226267,505734],[226438,916104],[228289,1169912],[230337,1176516],[232194,708273],[233768,935746],[234429,715521],[240223,1199123],[240522,724621],[244971,732417],[246121,1210274],[247916,737951],[252397,1224658],[253519,1226430],[256190,1232787],[258023,556561],[258114,756434],[258290,1236347],[258931,1237512],[260634,761109],[263035,766076],[263709,566599],[263880,996132],[265731,1255233],[271781,1014242],[272768,1268819],[275112,788579],[277513,793546],[278358,1026733],[281687,802073],[282328,596919],[284629,1297721],[286432,1301220],[286731,811502],[287106,1302415],[287277,1305251],[289516,607203],[290578,819970],[291176,1056483],[295503,1323344],[297146,622330],[298580,833732],[298756,1328421],[299397,835271],[299766,1073432],[304121,842570],[305315,1339503],[305989,633214],[312021,1095878],[312687,1354102],[317869,865852],[318580,652621],[319174,867994],[320117,1366940],[321943,872673],[324888,878207],[325529,663335],[327830,1384283],[333890,1394353],[334189,894050],[334564,895025],[334759,1137606],[338638,901846],[339788,1405504],[341583,907380],[346064,1419888],[347186,696898],[351690,703232],[351781,925863],[351957,1431577],[352598,1432742],[354301,930538],[357376,713270],[360550,943101],[360791,1191730],[361766,946778],[362475,1454210],[363771,724380],[365864,950225],[366807,951789],[370161,1465000],[373414,1470077],[374055,735706],[379973,1481159],[380272,972169],[380647,973144],[380842,1221911],[381274,1484217],[387459,983400],[388389,756888],[392183,990699],[395177,1506694],[396299,768451],[400970,1257130],[402528,1519720],[404171,780970],[405605,1012462],[405781,1524797],[411146,1021300],[412340,1535879],[413014,791854],[418238,1547030],[424894,1044582],[425605,811261],[426199,1046724],[427142,1563316],[428968,1051403],[432554,821975],[435903,1320699],[436357,1065128],[437683,1068760],[437925,1584583],[439817,834186],[442008,1589258],[446151,837625],[446860,1595492],[451192,846090],[452988,1343176],[454546,1606282],[456189,854828],[457623,1094098],[457799,1611359],[461061,1101337],[466102,1106348],[479942,1127703],[481076,1129372],[484297,893809],[486390,1136496],[490687,1660230],[493940,1665307],[494581,905135],[500499,1676389],[508915,926317],[512709,1176970],[516825,937880],[521850,1194221],[526525,1457439],[531733,954234],[531975,1723852],[536058,1728527],[538985,1213677],[542206,971928],[544299,1220801],[548093,1228115],[552418,1749373],[570210,1256955],[573670,1012916],[580004,1016355],[580713,1787319],[585045,1024820],[588399,1798109],[591652,1803186],[620184,1326493],[625264,1075495],[633821,1343001],[637281,1094552],[642979,1356593],[647654,1620197],[657187,1884197],[678404,1140505],[678646,1910123],[682729,1914798],[722305,1457264],[751354,1490011],[783904,1267322],[815827,2062927],[862561,1620022], [18790,349857,1428017],[24988,398970,1514823],[27641,419712,1550478],[32380,458809,1351305],[36023,474760,1636524],[37283,483001,1649440],[39975,501800,1679447],[42082,357547,1182403],[44090,527234,1718340],[44844,539226,1473766],[46950,540910,1734761],[51022,562665,1763752],[52680,571778,1776410],[55152,406791,1265259],[58795,431913,1056937],[60968,620425,1588148],[61629,620667,1843885],[62374,633367,1603637],[64114,630648,1854019],[65256,635389,1859531],[68203,648363,1874010],[73686,487333,1138060],[74440,481317,1386960],[76546,687581,1921032],[80618,356702,935505],[82512,717971,1961740],[83110,721851,1716805],[87202,732900,1974505],[89687,545242,1222365],[91655,751595,1748263],[92316,751837,1993442],[94801,761818,2003576],[98574,571536,1260587],[99235,406422,1014001],[99980,569756,1517075],[101720,789288,2032749],[102862,794029,2038261],[105809,599955,1298175],[114490,838236,2085984],[118519,635147,1346633],[119180,458440,1095637],[120759,858227,2103699],[121357,862107,1872475],[125449,873156,2116464],[127934,666371,1384737],[129312,482292,1133049],[129910,668521,1389451],[134002,902329,2143934],[138455,694764,1423345],[139116,507985,1169671],[141601,931247,2173005],[153703,540201,1217354],[154301,737497,1476257],[161246,986365,2219082],[165275,766317,1510151],[165936,568850,1254992],[171619,1016966,2244624],[177888,594914,1293164],[178486,801619,1552969],[182578,1051886,2275104],[190233,1072781,2293137],[191041,835512,1592674],[209838,661330,1379726],[210436,877753,1639015],[229739,1172636,2365753],[240897,725596,1462066],[241092,951335,1720765],[270973,1264608,2426990],[293945,1065303,1839021],[311213,1350654,2482038] ] cell #999 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [228049,1169137],[232926,710487],[233528,934971],[265491,1254458],[271274,781388],[271541,1013467],[281282,1289598],[290411,819411],[311514,855246],[311781,1095103],[324483,1376160],[329526,1129483],[330342,887840],[330948,1389145],[334397,894466],[345632,1419188],[350463,923347],[365691,1458514],[375609,1213788],[376425,965959],[377031,1475951],[380480,972585],[394745,1505994],[399576,1003375],[400256,1256430],[401823,1006741],[402096,1519020],[420672,1037397],[424727,1044023],[441303,1326604],[441576,1588558],[450076,1599796],[452274,1342476],[453841,1088377],[454114,1605582],[464986,1621272],[475720,1120518],[479775,1127144],[481578,1129788],[497557,1671181],[503386,1162411],[522411,1713305],[525811,1456739],[529056,1200758],[535626,1727827],[539487,1214093],[551713,1490122],[551986,1748673],[560486,1759911],[564251,1247732],[583929,1791623],[587967,1797409],[594200,1289903],[623183,1330046],[625825,1848984],[643540,1868975],[646940,1619497],[656755,1883497],[660616,1376465],[682297,1914098],[707157,1946182],[724882,1459925],[756995,1998541],[784465,2027714],[815395,2062227],[826864,1583003],[834293,2082563],[926424,2167970],[1013023,2241203],[1094659,2307619], [44604,538451,1213163],[45545,535353,1208433],[60126,615909,1585687],[60728,619650,1325979],[63362,629225,1336826],[69658,656482,1370805],[74200,480542,1128858],[75141,682024,1403663],[82345,717870,1454911],[85699,728142,1462469],[86301,731883,1208652],[90813,747079,1745802],[91275,748346,1990070],[91415,750820,1489497],[92629,754353,1493564],[94049,760395,1500344],[97732,401388,775898],[98334,570761,1006960],[100968,787865,1533202],[103175,587694,1280204],[107264,815122,1567181],[114323,838135,1331771],[117677,453406,849756],[118279,634372,1088596],[120592,858126,1617669],[121060,859282,1871599],[122680,865138,1622683],[123946,868398,1625227],[124408,869665,2113092],[124548,872139,1371024],[129145,481733,888680],[132499,897571,1657699],[133101,901312,1403882],[135735,686158,1409323],[136334,501006,1158856],[137613,502951,693627],[138075,504202,507713],[138215,693989,914937],[139429,923782,1688794],[140849,929824,1695574],[143056,710922,1442962],[147860,950629,1715929],[151411,534918,960618],[152208,961576,2199301],[153536,539642,966799],[156728,974993,1743118],[157607,976774,1746884],[159556,982866,1230514],[161079,986264,1495289],[161547,987420,2001165],[164433,563816,765180],[164895,565067,568578],[165035,765542,994965],[166249,1003810,1773099],[170652,781823,1526422],[171452,1016865,1528147],[174806,587259,1028486],[175408,793012,1280423],[176023,418539,1033976],[177721,594355,801138],[178189,595332,599136],[179809,1043868,1814510],[181075,1047128,1817054],[181537,1048395,2271732],[181677,1050869,1567400],[184311,819256,1572841],[184910,613628,1318971],[187526,1067553,1840513],[190066,1072680,1586769],[190534,622748,833335],[190801,834737,1071159],[194205,629380,1082858],[194291,449470,1082018],[195076,1083712,1851608],[195538,632470,641751],[199952,855681,1612984],[200542,1097771,1353763],[206199,1110487,1881708],[207546,656047,1115177],[209671,660771,877272],[210139,661748,665552],[211759,1126989,1896146],[214798,674911,1394813],[216353,1136900,1902200],[216962,894311,1655155],[219904,681589,1146889],[220701,1147847,2345972],[222029,686313,1153070],[222115,496951,1152230],[225221,1161264,1929389],[226100,695180,699338],[228772,514410,1179702],[229572,1172535,1690519],[230040,1173691,2170594],[233388,517826,711738],[234143,520102,1189646],[235859,943212,1191391],[236675,718411,948935],[237281,1193915,1453871],[240730,725037,949775],[243414,1205046,1971133],[244146,536169,536957],[245954,1210173,1726038],[246422,734981,744895],[249409,743887,1481619],[250964,1221205,1982228],[251573,972430,1740476],[251965,1223958,1484331],[256796,753918,981464],[260467,760550,1242213],[260553,559880,1241373],[261800,393970,763640],[262663,1246585,2007508],[263542,766733,770891],[266214,393884,993431],[266986,1005594,1774830],[268266,1259380,2019243],[268453,780256,1524405],[270806,1264507,1778596],[274945,788020,1274685],[275031,583323,1273845],[275816,1275539,2030338],[276278,578140,791110],[280164,1286486,2441472],[283180,602604,1301680],[285344,430419,1053967],[286939,1302314,2060438],[288286,814687,1307004],[290497,609573,1312345],[290879,610476,820388],[293231,1064603,1320813],[294363,616258,617258],[294798,828011,1070940],[295071,1322644,1584697],[298393,1327779,2081701],[301767,838676,847792],[302373,1334295,1595153],[302670,630357,631219],[305822,845302,855847],[307226,1087230,1857951],[308506,1345426,2095377],[308693,854114,1610967],[311046,1350553,1861717],[313647,858667,1103494],[317702,865293,1104334],[317788,650185,1363130],[321118,469567,657298],[323394,328545,875237],[326381,468751,1109853],[329091,886508,1647173],[331121,893275,1393971],[334483,675727,1395988],[337081,1400276,2140562],[337813,682840,683628],[339621,1405403,1912309],[340089,675919,904410],[344631,1416435,2151657],[345093,501092,914132],[346175,510355,1173076],[347642,702518,1431185],[354134,929979,1437443],[354220,706551,1436603],[355467,514496,933069],[357209,711876,936162],[360016,716394,942587],[361052,943517,1196446],[361207,718219,719251],[365085,1197316,1964882],[367747,528240,1199583],[369021,728491,729491],[369456,955294,964784],[369729,1464300,1723966],[370410,733074,734004],[373051,1469435,2198439],[375174,964627,1732494],[377204,971394,1480777],[380566,744703,1482794],[382425,546956,747428],[382860,976140,1230295],[383676,387187,552529],[386455,1491297,2214799],[389829,395288,986805],[390732,556979,761527],[396755,555847,1235955],[400411,1005402,1517437],[402639,576760,1265048],[408792,773934,1017406],[409398,1530671,1786980],[409695,788997,789859],[412847,781989,1024032],[415531,1541802,2254017],[416263,588510,799011],[418071,1546929,2040447],[419421,602169,1047477],[421451,810727,1300838],[424813,808825,1559506],[428143,603420,815938],[435423,613714,1063689],[436908,827169,828230],[440868,1070783,1843153],[442119,442907,1073221],[443742,621616,1328029],[445437,1076600,1086360],[445592,838484,839516],[452429,1087038,1603999],[454657,640371,1351094],[460347,1098076,1358818],[460502,642498,858475],[461479,465283,648072],[464380,1359688,2106841],[468316,474469,868747],[469705,653278,873330],[472346,1632193,2321667],[476499,652087,1109011],[479861,884959,1645552],[482710,674476,1137249],[489547,897920,898920],[489982,886665,1141565],[490255,1659530,1910237],[490936,902503,903433],[493577,1664665,2345110],[497854,687290,912881],[501974,702673,1172884],[511258,703650,930956],[521493,717079,1451943],[525966,1197124,1717167],[526943,527805,950978],[529124,723846,1198741],[530958,954452,955513],[540619,743452,1221554],[547318,745508,975298],[548509,552667,752011],[551278,1230138,1992710],[556002,562839,986613],[571952,780411,1264856],[579290,1004724,1268427],[579445,1017214,1018246],[588648,794203,1032999],[603558,811918,1052060],[606199,1824020,2455520],[615102,826672,1321061],[620841,621771,1073029],[635563,854269,1350902],[647095,1359496,1872837],[677629,1140723,1141784] ] cell #1000 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [22848],[23277],[29674],[29875],[34006],[35339],[42794],[44998],[45199],[46145],[48197],[48398],[50085],[58111],[62818],[63414],[64220],[66907],[69111],[69312],[74594],[74795],[75741],[79681],[84485],[85422],[86372],[86434],[87387],[93505],[94101],[100424],[101020],[101826],[103775],[106717],[106918],[111518],[112871],[114009],[122732],[124619],[124681],[131285],[132222],[133172],[133234],[134187],[135787],[136593],[140305],[140901],[146199],[148843],[155676],[158274],[159627],[159689],[168647],[170000],[171138],[174529],[175479],[175541],[176494],[179861],[181748],[181810],[184363],[187816],[197947],[199300],[202334],[211811],[214692],[215673],[217014],[217336],[221715],[223635],[226767],[228120],[228182],[233599],[233661],[249303],[250284],[251625],[254078],[264209],[265562],[265624],[267038],[268556],[270016],[271612],[271674],[276799],[283074],[284055],[292017],[300095],[307278],[308796],[310256],[311852],[311914],[326275],[327256],[328895],[329597],[330394],[332623],[347745],[349205],[350863],[365137],[367641],[374978],[375680],[376477],[378706],[388157],[396858],[398318],[399976],[400191],[400197],[401192],[403119],[420724],[422953],[440672],[441374],[443845],[452209],[452215],[453210],[455137],[464432],[466936],[475772],[478001],[480459],[481519],[502755],[504682],[521661],[525746],[525752],[529108],[538368],[539428],[551082],[551784],[554255],[563620],[565547],[594141],[597137],[614808],[619567],[622552],[623691],[642790],[646875],[646881],[660557],[663553],[716730],[717229],[719543],[724823],[735924],[745978],[750737],[822193],[826805],[828700],[839808],[856986],[905353],[942394],[945028],[955983],[1018538],[1078111],[1142254],[1269938] ] cell #1001 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [47803],[48526],[60092],[60393],[67178],[69440],[82306],[85665],[85966],[86497],[87515],[90779],[91080],[93776],[107046],[114284],[115160],[116411],[120553],[123912],[124213],[124744],[132465],[132766],[133297],[134315],[140576],[147826],[149185],[150501],[152013],[159752],[161040],[161916],[171413],[172289],[173540],[175604],[176622],[181041],[181342],[181873],[188158],[190027],[191623],[203961],[206636],[216319],[217678],[218994],[220506],[222866],[223698],[224117],[228245],[229533],[230409],[233724],[237992],[241591],[250930],[254420],[256289],[265687],[268898],[270767],[271737],[272363],[277141],[278457],[279969],[284701],[287376],[291248],[292080],[295859],[309138],[311007],[311977],[314964],[327902],[331659],[331817],[332965],[334831],[335258],[341178],[348087],[349956],[350926],[357646],[377742],[377900],[379048],[380914],[383921],[397200],[399069],[400039],[401042],[402770],[402884],[404744],[406890],[413708],[421989],[422147],[423295],[444187],[453060],[454788],[454902],[456762],[458908],[477037],[477195],[478343],[480812],[481416],[483237],[485068],[504333],[504447],[506307],[526597],[529662],[529820],[538721],[539325],[541146],[542977],[554597],[565198],[565312],[567172],[569700],[569926],[573054],[595859],[597690],[619920],[620524],[623342],[623456],[633311],[633537],[636665],[647726],[650791],[662275],[664106],[667328],[696282],[717159],[717343],[721795],[722021],[725679],[736304],[751090],[751694],[754626],[767835],[804977],[826431],[826733],[831499],[836100],[857599],[862051],[862277],[881111],[942392],[942771],[945641],[963383],[974560],[979628],[1059841],[1067120],[1078724],[1097330],[1149654],[1193474],[1204613],[1270551],[1333854],[1399843],[1530230] ] cell #1002 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [156303],[157767],[186539],[187101],[201439],[206359],[236169],[242427],[242989],[243968],[246114],[252801],[253363],[258782],[287099],[301261],[302771],[305166],[313141],[319399],[319961],[320940],[336094],[336656],[337635],[339781],[352449],[366089],[368449],[370554],[373258],[387009],[389323],[390833],[408286],[409796],[412191],[416085],[418231],[426424],[426986],[427965],[439434],[442401],[445015],[465384],[469849],[486615],[488975],[491080],[493784],[497955],[499496],[500350],[507535],[509849],[511359],[517648],[524459],[530091],[544524],[549844],[552811],[568400],[573287],[576254],[577962],[578868],[586687],[588792],[591496],[599237],[603702],[610577],[612118],[617793],[636898],[639865],[641573],[645588],[665653],[671130],[671398],[673042],[676020],[676762],[685736],[696515],[699482],[701190],[712020],[740106],[740374],[742018],[744996],[748963],[768068],[771035],[772743],[774035],[776243],[776433],[778904],[782133],[792145],[804228],[804496],[806140],[836333],[847893],[850101],[850291],[852762],[855991],[880362],[880630],[882274],[886079],[886809],[889038],[891418],[918202],[918392],[920863],[949036],[952954],[953222],[964198],[964928],[967157],[969537],[984462],[998230],[998420],[1000891],[1004744],[1004952],[1008582],[1038595],[1040975],[1070354],[1071084],[1074490],[1074680],[1086380],[1086588],[1090218],[1103595],[1107513],[1121716],[1124096],[1128651],[1164252],[1191707],[1191969],[1196466],[1196674],[1200877],[1212956],[1229709],[1230439],[1234035],[1249573],[1293775],[1320833],[1321104],[1325772],[1330781],[1354341],[1358838],[1359046],[1380337],[1451526],[1451797],[1454449],[1472437],[1484351],[1489290],[1576713],[1584717],[1595731],[1614555],[1667667],[1714007],[1723986],[1787558],[1849686],[1910257],[2028416] ] cell #1003 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [113638],[115382],[125915],[144848],[145828],[150438],[162138],[163453],[170767],[172511],[176775],[183044],[186565],[192064],[193044],[200983],[201838],[201963],[204183],[205942],[206573],[208305],[213341],[214321],[218931],[223088],[224403],[230631],[231946],[234895],[240473],[242453],[245221],[247952],[248932],[252827],[253555],[256226],[258326],[259181],[259306],[267305],[272804],[273784],[277763],[278394],[281723],[282578],[282703],[286682],[287313],[289045],[292785],[298792],[304157],[305565],[307545],[312723],[313966],[317017],[319425],[320153],[322193],[324924],[325779],[325904],[334140],[336120],[338888],[341619],[342599],[346494],[347222],[351993],[352848],[352973],[356952],[359315],[362511],[366115],[366843],[367270],[372090],[373450],[374305],[380223],[381824],[387709],[390148],[392219],[395607],[396335],[405817],[406672],[411182],[412590],[414570],[418963],[420991],[426450],[427178],[429218],[432804],[436678],[437719],[438475],[443226],[446896],[450214],[450500],[451228],[457835],[458690],[459338],[465124],[466138],[471385],[473600],[476039],[486641],[492616],[493976],[494831],[497695],[500749],[508235],[510674],[512745],[516861],[520767],[522428],[522625],[522882],[531769],[532525],[535643],[537276],[544550],[548129],[552003],[553636],[560624],[569100],[580749],[584067],[584353],[585081],[587984],[591688],[592543],[605238],[607453],[609892],[614397],[615532],[616066],[625842],[626039],[626296],[630168],[643557],[643754],[647883],[656772],[678440],[679196],[682314],[683947],[687101],[691221],[707295],[715771],[717514],[727765],[728299],[746702],[747236],[761338],[784482],[784679],[784936],[788808],[815412],[837779],[857770],[897194],[897728],[930767],[1016509], [6242,659607],[8396,722883],[12302,593191],[13007,827615],[14241,843148],[15556,863139],[17245,669553],[19941,943936],[21310,954898],[22544,738529],[23129,975744],[24363,991277],[25494,572328],[26728,1021878],[28043,424042],[31378,1077019],[31796,842891],[32747,635939],[33822,1098495],[34070,1099697],[35191,1109457],[36425,479090],[37035,483037],[38404,1141169],[39638,907958],[40223,502350],[41457,1177548],[44260,1199187],[45450,958892],[45868,733450],[46304,545705],[46702,540946],[48431,1226457],[49901,1236374],[50149,1237576],[50319,991020],[51270,563215],[54150,1268846],[54568,1021621],[55519,794579],[56594,419748],[56842,284923],[57963,1301284],[59197,432929],[61847,1328448],[62095,621217],[62668,634142],[63866,630684],[64284,1339567],[68373,1106669],[69345,1366967],[69563,1113451],[69981,873706],[70815,474796],[71063,328124],[73856,1394417],[75046,1145163],[75464,902879],[75900,487796],[76298,687617],[76716,907701],[78027,349893],[79497,1431604],[79745,1432806],[79915,1177291],[80866,516133],[82536,1454237],[83404,722626],[84719,527270],[85129,736414],[86458,732694],[87420,1470104],[87668,381136],[89857,1481223],[92534,1232814],[92782,752387],[94553,761854],[95943,399006],[99453,1524824],[99701,577079],[100274,570531],[101472,789324],[101890,1535943],[103080,1026760],[103498,799330],[105979,1298496],[106951,1563343],[107169,1305278],[107587,1052436],[108421,431949],[108669,291470],[108839,1057258],[110594,620461],[111225,831609],[114514,1595519],[116697,458845],[119398,1611386],[119646,640690],[120783,1354129],[121651,862882],[122966,648399],[124705,872950],[128104,1385058],[129336,1649467],[130204,669296],[131519,487369],[131767,1138381],[131929,667438],[133258,902123],[134220,1665334],[134468,335053],[136239,691949],[136657,1676453],[139334,1428044],[139582,700307],[141353,931283],[142743,357583],[142961,1182430],[143379,941289],[149807,539262],[153727,1734788],[154595,738272],[155910,545278],[156158,1222686],[157350,751631],[157981,979738],[159713,983677],[166154,1514850],[166402,771860],[167723,571572],[167772,1013237],[168354,774172],[170557,1265286],[171643,1787346],[173826,406827],[175565,793823],[176527,1803213],[177912,1550505],[178780,802394],[180095,599991],[180343,817045],[181834,1051680],[184815,825047],[194396,1854046],[197023,635183],[197072,1094873],[197654,848030],[199857,1351332],[209862,1636551],[210730,878528],[212045,666407],[212293,658405],[213038,1386987],[213129,1136523],[218300,481353],[222220,1921059],[225843,694800],[225892,926638],[226474,916131],[228206,1169948],[228677,708309],[233685,935782],[240921,1718367],[241386,952110],[247649,1473793],[247740,1220828],[260658,2003603],[263285,766353],[263334,757209],[263916,996159],[265648,1255269],[266119,561638],[266460,1256982],[267054,1264151],[271698,1014278],[275136,2032776],[281420,811538],[281511,1046751],[297857,1588175],[299647,835548],[299696,834507],[299802,1073459],[306700,1343028],[307294,1350197],[311938,1095914],[317893,1874037],[324621,652898],[324712,868021],[328902,1386818],[331086,894086],[345649,926441],[346243,1172179],[354325,2173032],[360827,1191757],[364559,1457291],[365829,724657],[366631,950252],[374985,1473624],[377169,972205],[385919,1748290],[394762,757012],[395356,985908],[402113,1013040],[419232,1047285],[436481,1065155],[440679,1588006],[441593,834310],[442975,1072324],[454131,1094676],[463854,1620049],[474280,868555],[482521,1137057],[521301,1191588],[526754,950786],[540430,1221362],[551089,1748121] ] cell #1004 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [24550],[35237],[41644],[44306],[49883],[58009],[59384],[61829],[69040],[73902],[77319],[79479],[80912],[82046],[84414],[89903],[99435],[99747],[102505],[106646],[108403],[109953],[119380],[119692],[128846],[130889],[131214],[131501],[134708],[139628],[142438],[143908],[153237],[155280],[155605],[155892],[166448],[167082],[167164],[169182],[170252],[174140],[179465],[180077],[189291],[196382],[196464],[198482],[199552],[211415],[212027],[212401],[212757],[212967],[215284],[225284],[227302],[228372],[239279],[239361],[247012],[247368],[247578],[249895],[255553],[257334],[262726],[264744],[265814],[266310],[266641],[268329],[281139],[281349],[283666],[297220],[297576],[297786],[298456],[306550],[306881],[308569],[316251],[316333],[318025],[324340],[324550],[326867],[328776],[330805],[331015],[345499],[345830],[360400],[364409],[364740],[365548],[365758],[373114],[374859],[376888],[377098],[381918],[385282],[385638],[385848],[386518],[387768],[394612],[394943],[401963],[402294],[415594],[419106],[436263],[438569],[440553],[441443],[441774],[449933],[450143],[453981],[454312],[459695],[459971],[463704],[464035],[464843],[465053],[472409],[474154],[480723],[482395],[493640],[497414],[497624],[521105],[521205],[523239],[523515],[526628],[532619],[535493],[535824],[538632],[540304],[546221],[546673],[548979],[550963],[551853],[552184],[560343],[560553],[569874],[583786],[583996],[587834],[588165],[606262],[614834],[616523],[616975],[619831],[624619],[626653],[626929],[633485],[642334],[653748],[656622],[656953],[679290],[682164],[682495],[707014],[707224],[716538],[719087],[720166],[721969],[728756],[729208],[734474],[751001],[755789],[783259],[785293],[785569],[812388],[815262],[815593],[830968],[839352],[860422],[862225],[898185],[898637],[903903],[925218],[958251],[979097],[1009698],[1018082],[1033469],[1091334],[1112810],[1144522],[1283161],[1304637] ] cell #1005 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80547,356536],[80600,232960],[99164,406256],[99217,271308],[108116,290444],[119109,458274],[119162,311548],[128730,481275],[129265,331779],[130941,334430],[139045,507819],[139098,350497],[153121,539184],[153656,377862],[155332,380513],[165865,568684],[165918,399610],[166686,569979],[167565,403408],[177306,593897],[177841,422109],[179517,424760],[189175,620383],[195986,633590],[196865,455426],[209256,660313],[209791,477157],[211467,479808],[213159,483290],[214038,670259],[224806,693207],[225685,504971],[238883,722074],[239762,723589],[240850,529782],[247770,541199],[248649,739235],[255437,751553],[262248,764760],[263127,565836],[267851,775478],[281541,595912],[297978,832915],[299489,623980],[304854,843854],[308091,849336],[315855,862330],[316734,863845],[324742,662328],[342316,908664],[361426,944309],[366661,725732],[372636,960198],[386040,981044],[392916,991983],[411879,1022584],[415116,1028066],[436636,826786],[445811,1077392],[460721,1098868],[471931,1114757],[493162,1146469],[513442,1178254],[556221,1236747],[579664,1269219],[605784,1306584],[621990,1328821],[702892,1431977],[780630,1525197],[854488,1611759], [10468,94922,261928],[15934,124085,319087],[16313,70226,208758],[19317,141722,355595],[20540,147999,364278],[23879,160970,388296],[24007,93664,258005],[28421,181214,426112],[28800,107832,289498],[29195,185184,292207],[30292,189957,439724],[30420,113030,297128],[34872,205526,467070],[34925,123980,318811],[37634,216492,484804],[39887,223825,224602],[40973,229463,508822],[41101,140464,351672],[41835,233065,356794],[42214,143624,234411],[42490,235744,521066],[43553,240057,524767],[43606,147894,364002],[45744,151618,371786],[47301,251103,542713],[48943,257003,385190],[49596,161112,388644],[50802,163747,394004],[53064,270697,573577],[53192,170159,404153],[53497,271413,406514],[55405,277237,277605],[56225,176291,176891],[57644,286266,600923],[57697,181109,425836],[58713,290302,431767],[58841,183926,290531],[59691,293774,614685],[60160,296107,438464],[61051,190099,440072],[63630,194057,448387],[65640,310937,637188],[65768,199459,456171],[66073,311653,458532],[67719,317554,463297],[69857,207753,471081],[72086,329411,667737],[73149,333724,671438],[73202,216387,484528],[73572,333061,338730],[73604,334288,487187],[73732,216850,334517],[75340,220111,492312],[75983,340696,341437],[76211,221811,222149],[78539,226220,505716],[78844,350602,508077],[79192,229605,509170],[80398,232240,514530],[81672,520958,716532],[82378,363112,523395],[85733,241839,532514],[86624,244727,534122],[88087,375494,736713],[89150,379807,740414],[89203,250998,542437],[89573,245063,379144],[89605,380371,545096],[89733,251461,380600],[90847,381813,384169],[91738,387215,550482],[94317,260319,558797],[96455,263662,566581],[96760,399715,568942],[97297,400799,773325],[97384,400920,570489],[97766,167555,403132],[98657,270839,573925],[98920,404262,411000],[99148,270112,275065],[101236,274797,582240],[102183,277347,413536],[102257,174840,276812],[103374,175013,590024],[105325,282410,597150],[105695,423391,429060],[105727,424618,599809],[105855,285232,424847],[107463,288493,604934],[109322,185109,613748],[110178,438760,616517],[112232,441188,831908],[114356,300582,626809],[116991,305942,633196],[117242,452817,847183],[117329,452938,634100],[117711,196855,455150],[118602,311079,637536],[118865,303975,456280],[119093,194325,310352],[120625,459851,462407],[124871,321699,655251],[127450,325611,663566],[127820,322035,478439],[127852,479666,666225],[127980,328433,479895],[128472,212448,667629],[128720,480943,489637],[129178,213398,483638],[130567,338472,484896],[130641,219938,332636],[132533,335506,679185],[133424,338394,680793],[134716,222062,340770],[136003,221881,689108],[136533,136916,501126],[137265,502483,693717],[137647,225675,504695],[138538,347279,697153],[138801,505825,512563],[139029,349301,354254],[141117,353986,705468],[143255,357329,713252],[147022,526354,948326],[147109,526475,722584],[149391,367775,728750],[151445,155032,378719],[152623,374137,735937],[152863,247059,736605],[153111,369111,538852],[153569,248009,541547],[154958,244805,542805],[156934,546215,549170],[158988,551598,980037],[160318,387551,554693],[164085,563348,765270],[164467,263117,565560],[165358,396392,768706],[165621,392037,566690],[165849,260587,398414],[166925,408465,570077],[167307,267140,572613],[168100,572461,775988],[169190,274978,404336],[171485,407607,785449],[174120,412967,791836],[175731,277269,796176],[177296,593565,602259],[177754,281780,596260],[179143,428802,597518],[179217,288320,422966],[182000,428724,813891],[184579,432636,822206],[188917,297267,831800],[189165,294453,620051],[189710,621350,833425],[190568,299479,623704],[191743,447027,839821],[194238,198490,456354],[195666,451285,846345],[196225,301440,633688],[196607,307380,636224],[197400,636072,849846],[203157,647483,1102885],[203244,647604,862840],[204575,465956,650309],[204803,317822,467032],[207580,211167,478014],[209246,468406,659981],[209704,324981,662676],[211093,321777,663934],[214028,669927,674566],[217884,488301,898179],[221116,494663,905366],[225045,510028,693305],[225427,346329,695841],[227310,354167,505899],[233851,516918,938135],[236348,239122,722172],[238112,362642,719556],[239752,527895,723257],[240763,366900,726080],[242115,532677,956475],[245598,733583,960708],[248639,738903,743542],[252440,547046,746328],[255179,385329,979929],[255427,382515,751221],[255972,752520,981554],[256830,257086,554268],[257012,387293,754454],[260500,264752,566764],[262487,389502,764858],[262869,395442,767394],[268090,576433,775576],[272483,580880,1018551],[276406,585138,1025075],[278140,794712,1028576],[295546,617348,829050],[296383,438627,829192],[298217,442580,833013],[299231,443061,835659],[300234,626233,1077722],[304844,631309,843522],[308330,640044,849434],[312735,460044,857357],[312854,315084,642803],[313320,316094,862428],[316724,461569,863513],[317735,318033,650383],[322570,873839,1115267],[335782,679348,1142746],[339265,903012,1146979],[342306,908332,912971],[360749,521520,943144],[362523,523588,945399],[362764,522819,944639],[370204,729581,956333],[372875,536630,960296],[381269,546536,974185],[381976,384445,746470],[383349,386279,981142],[383608,548728,977179],[392906,557069,991651],[407259,784873,1269549],[411869,789949,1022252],[415355,798684,1028164],[429595,1052569,1307094],[436126,614569,1064665],[437920,616838,1066745],[446908,627002,1078482],[459275,462059,856597],[469240,472170,1114855],[469499,653497,1110892],[490730,899010,1142604],[493401,683301,1146567],[513432,703740,1177922],[531970,729071,1204238],[536889,734223,1210578],[580761,785642,1270309],[603093,606023,1306682],[603352,812137,1302719],[678641,898500,1399468],[683560,903652,1405808],[798943,1033218,1547334] ] cell #1006 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [39135],[39177],[53215],[53257],[55234],[65791],[65833],[72096],[72481],[73401],[78562],[78604],[88097],[88482],[89402],[96478],[96520],[97142],[97776],[104219],[104604],[105524],[112242],[117087],[117721],[123113],[123155],[126344],[126729],[127649],[129023],[129657],[137023],[137657],[138042],[146867],[147501],[148289],[153414],[154048],[156743],[156814],[158998],[160147],[163843],[164477],[164862],[167858],[177599],[178233],[187541],[187612],[189468],[190578],[194717],[195505],[197158],[200105],[200299],[200643],[203002],[203636],[209549],[210183],[213271],[222541],[225978],[233355],[236406],[236844],[237038],[237382],[240608],[243429],[243500],[245356],[246466],[247882],[251838],[252048],[255730],[260979],[263420],[275457],[276245],[277898],[281653],[290923],[293882],[294944],[295154],[301498],[301936],[302130],[302474],[304087],[305700],[312075],[313378],[322328],[324854],[337096],[337167],[339023],[340133],[341549],[354646],[357087],[360203],[361863],[366773],[368540],[369602],[369812],[389560],[392149],[408523],[408961],[409155],[409499],[411112],[412725],[429353],[431879],[436015],[439525],[442638],[444588],[446248],[466068],[487299],[489066],[490128],[490338],[510086],[512675],[524032],[530065],[545208],[549935],[573378],[576491],[578441],[580101],[599921],[617767],[636989],[640102],[645161],[666337],[670703],[676736],[696606],[739679],[748937],[768159],[776407],[803801],[836424],[850265],[879935],[918366],[952527],[998394],[1065527],[1074654],[1191943],[1320509] ] cell #1007 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58694,290286],[58736,183834],[73585,334272],[73627,216758],[80581,232941],[89586,380355],[89628,251369],[97365,400904],[97818,268984],[99198,271289],[105708,424602],[105750,285140],[117310,452922],[117763,309224],[119143,311529],[127833,479650],[127875,328341],[128478,480799],[129246,331760],[137246,502467],[137699,348173],[139079,350478],[147090,526459],[152869,538708],[153637,377843],[164066,563332],[164519,397286],[165899,399591],[167313,402757],[168081,572445],[177054,593421],[177822,422090],[188923,619907],[189691,621334],[190620,444273],[196613,454775],[197381,636056],[203225,647588],[209004,659837],[209772,477138],[213786,669783],[225433,504320],[239510,723113],[240831,529763],[245579,733567],[248397,738759],[255185,751077],[255953,752504],[262875,565185],[278121,794696],[294513,827921],[299237,623329],[304602,843378],[316482,863369],[322551,873823],[339246,902996],[342064,908188],[360755,717146],[369171,955204],[382575,976050],[392664,991507],[411627,1022108],[429576,1052553],[468466,1109763],[489697,1141475],[513190,1177778],[527955,1199493],[602319,1301590],[674626,1394723],[743602,1481529], [6453,125630,208739],[10210,160761,257986],[10463,94912,163642],[12513,182759,289479],[13416,188719,297109],[15835,204858,318436],[15925,123674,205406],[19059,229254,351653],[19312,141712,232135],[19576,234392,234610],[20441,238204,363627],[20531,146709,238752],[23860,160954,388257],[23902,93572,257642],[25903,269459,404134],[27528,176272,280560],[28322,285598,425461],[28412,180803,286146],[28937,290093,290512],[29190,185004,185174],[29418,293493,436199],[30273,189941,439685],[30315,112938,296765],[31968,115401,303844],[33156,309699,456152],[34412,204202,315724],[34906,123961,318646],[37535,331871,484153],[37625,215202,332419],[37862,333526,334498],[39294,222130,341279],[39882,136428,224592],[40954,229447,508783],[40996,140372,351309],[41736,355868,356542],[41826,232654,233012],[42471,235728,521027],[42861,237749,362415],[43587,147875,363837],[45639,150392,371423],[47202,377954,542062],[47292,249813,378502],[47529,379609,380581],[48838,256180,384827],[50491,162157,391906],[52190,400518,570052],[53045,270681,573538],[53087,170067,403790],[53374,275046,404845],[53398,404956,406262],[53488,270526,271360],[54740,172530,410869],[55223,277353,413581],[55394,174892,277227],[57184,178275,422749],[57421,423856,424828],[57678,181090,425671],[59533,436087,614542],[60141,295942,438354],[62885,191380,446800],[63611,192978,448222],[64766,452536,633663],[65621,310921,637149],[65663,199367,455808],[65950,194306,456863],[65974,456974,458280],[66064,310766,311600],[66974,312627,314721],[67700,316951,463132],[69752,206527,470718],[70282,126087,323480],[71405,210225,477797],[71642,478904,479876],[72067,329395,667698],[72138,480994,481281],[72457,129235,331416],[73183,216368,484363],[73390,338478,484941],[73561,219990,333051],[75235,218885,491949],[75953,221904,495379],[76016,135258,340935],[76888,223107,499028],[78434,226190,505353],[78721,354235,506408],[78745,506519,507825],[78835,349715,350549],[80087,230650,512432],[82220,362725,522792],[83956,526073,722147],[85714,241674,532404],[87840,246508,538323],[88068,375478,736674],[88139,538903,539190],[88458,153626,377499],[89184,250979,542272],[89391,244811,542850],[89562,151497,379134],[90828,381703,384004],[94298,259240,558632],[96350,263632,566218],[96637,260568,567273],[96661,567384,568690],[96751,398828,399662],[97139,166682,569940],[97354,408471,570122],[97747,167525,402967],[98890,274820,574400],[98953,173063,404501],[100491,272120,580653],[101217,273718,582075],[102227,174821,413791],[103269,278348,589661],[103670,176947,418625],[104261,593616,593903],[104580,177811,421746],[105306,282380,596985],[105513,428808,597563],[105684,288372,423381],[107358,287267,604571],[107888,183216,430505],[109011,290965,611650],[112213,441172,831869],[112284,620102,620389],[114198,300195,626206],[115934,118898,456519],[116886,305912,632833],[117084,195982,633551],[117299,301446,633733],[117692,196825,454985],[118835,194080,638011],[120467,459248,462020],[122203,647202,862403],[123272,317803,650892],[126386,660032,660319],[126705,209761,476794],[127431,325581,663401],[127638,321783,663979],[127809,207632,478429],[128690,336237,667770],[129020,213155,483251],[129699,669978,670265],[130611,219919,485151],[132514,335341,679075],[134640,340175,684994],[135984,342533,688943],[137235,510034,693350],[137628,225645,504530],[138771,354009,697628],[138834,231183,506064],[141098,352907,705303],[143150,357299,712889],[143551,143680,520188],[146864,238879,722035],[147079,236354,722217],[147543,723308,723595],[148265,240820,529419],[149271,370276,728672],[151426,155002,543060],[152604,374107,735772],[153081,242570,736746],[153411,247766,541160],[154090,738954,739241],[158969,551582,979998],[159040,751272,751559],[160136,387299,754499],[160307,256882,554683],[162690,165654,566929],[164055,389508,764903],[164448,263087,565395],[165591,260342,769181],[168070,576439,775621],[171327,407220,784846],[174015,412937,791473],[177266,426567,800868],[177596,281537,595873],[179187,288301,597773],[184560,432606,822041],[186682,189135,831941],[188244,295618,616439],[189680,442586,833058],[190549,299449,623539],[191724,446997,838682],[194759,843573,843860],[197370,640050,849479],[200598,460050,857402],[202999,315851,862291],[203214,313326,862473],[203678,863564,863851],[204400,204608,650548],[204545,317577,865949],[207561,211137,664189],[209216,319542,877002],[209546,324738,662289],[213998,486758,888410],[217764,490802,898101],[221097,494633,905201],[222583,908383,908670],[237337,523594,945444],[238093,362612,718417],[239722,366232,949505],[240605,366657,725693],[241464,531912,954399],[245568,536636,960341],[248609,544667,966529],[252410,381941,974876],[252512,254506,747609],[252944,255397,980070],[255942,383355,981187],[256811,257056,754709],[261021,991702,991989],[272464,580850,1017412],[275499,1022303,1022590],[278110,798690,1028209],[293879,436632,826747],[295516,438592,1067436],[295732,437862,827116],[302429,627008,1078527],[304814,450617,1082588],[312168,459568,1097087],[312824,315065,858673],[314083,316694,1104064],[314309,461629,1100003],[322540,469246,1114900],[335131,678583,1140670],[339235,683307,1146612],[342276,691338,1152800],[354688,1177973,1178260],[360273,520916,942528],[361956,523112,1193231],[370174,532642,1204929],[381211,383794,975245],[390265,392876,1241943],[390491,557129,1237882],[409454,785648,1270354],[411839,584470,1274415],[429565,603099,1306727],[446341,626526,1333611],[450843,631369,1339873],[490700,679313,1400159],[510791,513402,1437173],[511017,703800,1433112],[580194,785166,1529987],[584696,790009,1536249],[691564,913031,1676759] ] cell #1008 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [151199],[158742],[163539],[186798],[193675],[202594],[207334],[219692],[224489],[232032],[235188],[236438],[242686],[244292],[253060],[254666],[259937],[274415],[279155],[288074],[292871],[294127],[301530],[313410],[321264],[336353],[337959],[343230],[353604],[368785],[382189],[408555],[416409],[428289],[489311], [36731,328855],[39787,344932],[45919,372445],[46398,374938],[50931,261639],[52376,401152],[52426,267538],[55570,414925],[56053,280343],[59346,435262],[60187,437296],[61325,440632],[63846,448863],[63952,304451],[64952,453170],[65002,307778],[69263,319780],[70032,471740],[70420,208522],[72353,330105],[75515,492971],[76278,496344],[76384,341913],[77723,502715],[77773,346727],[78113,227235],[80527,355306],[80917,516488],[81400,359532],[82413,522189],[84637,366470],[85760,531346],[86898,534682],[86948,372323],[88354,376188],[90874,547706],[91261,748214],[92012,551042],[92833,553991],[93358,258620],[93419,389222],[94533,559273],[94639,392513],[95639,563580],[95689,395840],[96029,264677],[99752,577434],[101452,582716],[101558,411476],[102558,587023],[102608,414803],[104476,420435],[104816,283334],[106869,426805],[107638,605593],[108026,289262],[108401,608966],[108507,432243],[111986,299086],[112785,442300],[113124,622512],[113174,443459],[114391,625603],[115830,449233],[116783,306481],[119697,641045],[120660,643318],[121121,644372],[122946,649578],[123052,466432],[123424,319658],[123759,468080],[124007,652475],[124394,869533],[125145,655811],[125195,471618],[126601,475483],[126941,326535],[131437,486996],[131499,675120],[131605,487663],[132560,678017],[133698,681353],[133748,492849],[135154,496714],[137914,348333],[139633,700662],[140158,352287],[140219,509748],[141333,705944],[141439,513039],[142829,358344],[144353,521412],[144475,717189],[145142,524704],[146459,366348],[147673,527569],[147921,724234],[148161,528819],[152194,961444],[152387,374508],[155828,544905],[155890,744096],[155996,545572],[156789,746383],[157675,748124],[159880,753682],[159930,553869],[160446,389592],[161147,756773],[161608,757827],[162586,559643],[164734,397446],[166453,772215],[167162,773853],[169115,406111],[169914,576153],[171520,784243],[172959,583086],[173912,413506],[180075,808218],[180181,600285],[180553,426683],[180888,601933],[181136,811115],[181523,1048263],[182274,814451],[182324,605471],[184070,433560],[185639,826274],[186009,615055],[186920,618482],[187587,829105],[188404,442670],[190134,834071],[192358,445260],[195137,844499],[195377,451707],[196462,847711],[198415,458129],[199214,639764],[200610,857445],[201277,645833],[204296,649948],[206267,869443],[212025,884352],[212131,666701],[212846,668083],[214952,486874],[216166,674240],[216414,893663],[220687,1147715],[220880,495034],[225282,915812],[228939,510118],[229640,926202],[230101,927256],[231079,706314],[233227,517972],[236068,719661],[237349,945487],[239359,948854],[242808,530780],[243475,956388],[246022,961354],[247457,737059],[249563,544783],[250777,743216],[251025,971782],[251901,974403],[253182,749652],[262724,995840],[266749,773695],[268327,1007835],[269144,576523],[270874,1012801],[273098,579113],[275877,1023229],[276117,585560],[280150,1286354],[287007,1048173],[295007,1066963],[297665,832254],[298454,1072034],[301160,624114],[302441,1078570],[306989,847553],[308567,1089471],[309384,640134],[311114,1094437],[313040,859917],[316331,1103413],[336475,677451],[337142,1142659],[339689,1147625],[344692,1158053],[364848,948696],[369665,1204456],[373112,1209527],[385727,980383],[386516,1231389],[408185,782754],[409466,1270397],[415592,1281298],[418139,1286264],[464143,1103255],[472407,1371899],[490191,1399686],[493638,1404757],[606260,1568275], [7624,228373,923111],[7859,142439,710251],[10724,265815,1003139],[11279,170253,781152],[11990,281350,1036175],[12561,183730,609336],[15038,199553,855010],[16444,324551,1119296],[16894,212968,886618],[17117,331016,1131758],[17394,216654,675490],[18463,345568,1160674],[19368,142489,516366],[20762,365759,1198416],[22193,247579,964737],[22416,377099,1216063],[22693,251265,744466],[24661,394681,1245995],[25226,266379,1005004],[25545,267660,777122],[25595,402032,1258790],[26028,170303,577312],[28192,285036,808588],[30595,297787,1070893],[30645,441512,1327189],[32199,450144,1338796],[32479,306619,1086640],[32798,307900,850980],[32848,454050,1344836],[33281,199603,640923],[34643,465054,1360788],[36574,328237,884722],[37015,329735,889090],[37121,213635,671375],[39510,497625,1411293],[40274,346849,919081],[40757,228423,700540],[42904,522279,1453132],[43822,364478,1196726],[45969,535562,1468845],[46682,375818,967209],[46788,248246,740351],[49118,385849,1230248],[49168,551922,1490707],[50722,560554,1502314],[51321,395962,999109],[51804,265865,772093],[54971,583997,1535172],[55620,587903,1541212],[56574,420065,1038647],[56680,282017,804473],[62146,443581,1075369],[62928,625693,1594414],[67017,643408,1615890],[67935,463773,1359098],[70082,656691,1631603],[70795,475113,1121768],[70901,325218,880607],[75565,682233,1664075],[80318,707225,1697544],[84699,528449,1200929],[84805,367137,953199],[93615,756863,1754529],[100534,784333,1786241],[107688,815331,1823430],[110033,615213,1321156],[112981,834161,1845332],[140415,926292,1940800],[170110,1012891,2024062],[199410,1094527,2100196] ] cell #1009 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [21824],[23643],[27055],[27215],[31219],[33663],[35705],[37712],[38918],[39204],[43192],[43465],[44613],[47379],[47812],[49742],[52985],[53284],[53991],[57271],[58477],[60402],[60737],[61197],[63216],[65561],[65860],[67578],[68726],[71492],[73061],[74209],[78332],[78631],[79338],[83492],[85975],[86770],[89062],[91424],[91884],[92912],[96248],[96547],[98343],[98803],[100822],[105184],[105430],[106332],[110373],[113515],[115470],[118288],[118748],[120388],[121739],[123182],[125017],[127309],[127555],[130292],[132775],[133570],[138224],[138684],[145756],[148596],[149586],[152728],[154683],[156345],[156841],[157129],[162226],[165044],[165504],[167502],[172599],[175877],[178868],[182146],[184684],[187143],[187639],[190810],[192972],[195812],[196802],[200058],[200068],[205721],[210818],[218079],[221221],[223176],[225622],[230719],[233997],[235868],[236797],[236807],[240252],[243031],[243527],[245000],[246698],[251789],[263064],[273712],[276552],[277542],[286461],[291558],[293372],[294895],[299426],[300960],[301889],[301899],[321972],[333919],[336698],[337194],[338667],[340365],[356731],[360154],[363490],[368030],[369553],[380002],[387488],[406451],[407985],[408914],[408924],[428997],[439015],[444539],[458469],[462785],[484016],[488556],[490079],[508014],[523983],[541925],[549425],[568879],[572868],[578392],[596638],[636479],[645112],[663054],[670654],[696096],[726458],[739630],[767649],[803752],[835914],[879886],[943473],[952478],[1065478],[1190994] ] cell #1010 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [151200],[158743],[163540],[186799],[193676],[202595],[207335],[219693],[224490],[232033],[236434],[242687],[244288],[253061],[254662],[259938],[274416],[279156],[288075],[292872],[294053],[301526],[313406],[321260],[336354],[337955],[343231],[353605],[360102],[368711],[382115],[408551],[416405],[428285],[489237], [52476,267539],[56054,280393],[63953,304477],[65052,307779],[70421,208572],[71925,480628],[72413,330101],[76385,341939],[77059,344992],[77823,346728],[78114,227236],[81401,359582],[86998,372324],[87043,372476],[87926,538537],[88414,376184],[93359,258646],[94640,392539],[95185,261699],[95739,395841],[96030,264678],[97605,401078],[101559,411502],[102658,414804],[102703,414956],[104536,420431],[104866,283335],[108027,289312],[108508,432269],[109182,435322],[110412,618019],[111987,299112],[112071,619736],[113224,443460],[115805,448798],[115890,449229],[116784,306482],[117550,453096],[123053,466458],[123425,319659],[123720,319811],[125245,471619],[125290,471771],[126661,475479],[126991,326536],[131606,487689],[133798,492850],[133843,493002],[135129,496279],[135214,496710],[137486,502641],[137974,348329],[140159,352313],[141440,513065],[141985,355366],[142584,516519],[142830,358345],[144915,720071],[145168,524705],[146460,366349],[146755,366501],[148221,528815],[149625,530317],[151284,534608],[152437,374509],[155997,545598],[157168,749189],[158827,750906],[159980,553870],[160025,554022],[160374,389157],[160442,389588],[162561,559208],[162646,559639],[164306,563506],[164794,397442],[169116,406137],[170398,577465],[172934,582651],[173019,583082],[173913,413507],[174679,586949],[180182,600311],[180554,426684],[180849,426836],[182374,605472],[182419,605624],[183705,608901],[184120,433561],[186951,618478],[188332,442235],[188400,442666],[190407,622438],[192131,624524],[192384,445261],[195437,451703],[198416,458155],[199698,641076],[201050,860327],[201303,645834],[201656,861431],[204271,649513],[204356,649944],[204824,468006],[205760,651446],[207419,655737],[212132,666727],[214953,486875],[215248,487027],[216629,675055],[218118,676988],[219777,681279],[220930,495035],[228518,700693],[228867,509683],[228935,510114],[231054,705879],[231139,706310],[233287,517968],[235476,521279],[235818,716973],[236003,719651],[238170,527495],[240291,721175],[242839,530776],[249564,544784],[249859,544936],[251240,744031],[252465,746180],[253213,749648],[253622,979002],[253672,977031],[256669,753608],[258393,755694],[258999,989569],[265960,772246],[266943,773650],[269072,576088],[269140,576519],[272871,783164],[273124,579114],[276177,585556],[285011,808153],[285564,601859],[286500,810086],[288159,814377],[293296,826264],[293459,614911],[295571,828902],[298859,830873],[301095,624104],[305383,841440],[307183,847508],[309312,639699],[309380,640130],[312790,857229],[312975,859907],[320220,1112715],[320270,1110744],[328212,884287],[329143,667950],[331837,674166],[333958,890604],[336506,677447],[346132,915609],[352060,925123],[352666,1175840],[362578,945271],[365042,948651],[370229,956185],[373517,958156],[373567,1210430],[375226,736926],[377920,743142],[380041,968723],[381358,974393],[395245,995637],[400484,773551],[402596,1007632],[405884,1009603],[408120,782744],[412408,1020170],[427245,1304542],[427295,1302571],[438009,1066953],[440920,832121],[442076,1071831],[446963,1078354],[452502,847409],[454614,1089268],[457902,1091239],[464337,1103210],[490755,1142456],[494043,1144427],[494093,1405660],[500567,1154994],[526039,948552],[532059,1204446],[536126,1209324],[551330,980250],[552486,1231186],[580816,1270181],[588467,1281095],[591755,1283066],[591805,1547186],[647168,1103111],[657255,1371696],[678730,1399676],[682797,1404554],[815895,1568072], [19348,232799,710177],[19369,142539,516367],[26008,271147,781078],[26029,170353,577313],[28871,183790,609332],[33261,311387,854936],[33282,199653,640924],[36876,329485,886402],[37122,213661,671376],[37796,216714,675486],[40737,350336,923037],[40758,228473,700541],[46543,375568,964521],[46789,248272,740352],[47463,251325,744462],[51784,399449,1003065],[51805,265915,772094],[52061,400321,1004994],[52521,267691,777118],[56435,419815,1035959],[56681,282043,804474],[57355,285096,808584],[61470,441262,1070677],[64637,452339,1086630],[65097,307931,850976],[70656,474863,1119080],[70902,325244,880608],[71576,328297,884718],[72328,329670,889080],[72788,483104,1131542],[77408,501884,1160664],[77868,346880,919077],[83827,525876,1196716],[84287,527337,1198200],[84806,367163,953200],[88329,375753,967199],[88789,541013,1215847],[92157,551672,1230032],[95324,562749,1245985],[95784,395993,999105],[98008,571862,1258780],[104451,420000,1038637],[112474,620751,1327179],[113269,443612,1075365],[116265,630751,1338580],[117953,635473,1344826],[122074,647005,1359088],[122534,648466,1360572],[126576,475048,1121758],[135589,687684,1411077],[144965,718127,1453122],[148136,528384,1200919],[151687,732984,1468835],[159230,751921,1490697],[163021,761921,1502098],[173394,789391,1534956],[175082,794113,1541202],[186203,615010,1321146],[192181,838392,1594404],[201100,858383,1615880],[207822,873240,1631593],[220180,902413,1664065],[231514,931350,1697328],[258443,986521,1754519],[272921,1017122,1786231],[288562,1051970,1823420],[298909,1072937,1845322],[352110,1172792,1940790],[405934,1264764,2024052],[457952,1350810,2100186] ] cell #1011 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [303839],[315719],[323475],[361514],[371310],[384714],[391901],[410864],[418620],[430500],[435876],[437385],[445899],[448099],[460809],[463009],[470605],[491836],[499023],[512427],[520183],[521823],[531435],[547795],[558509],[579752],[581952],[589548],[604458],[625237],[642952],[678106],[688820],[705180],[783877], [62344,633340],[63543,629909],[82362,717907],[83080,721824],[86318,731920],[94230,761079],[99950,569729],[101149,788549],[103646,592263],[110314,827524],[114340,838172],[115058,842089],[120609,858163],[121141,859335],[121327,862080],[122861,865822],[124565,872176],[126063,473320],[129162,482040],[129880,668494],[133118,901349],[135916,686842],[136423,501023],[141030,930508],[143527,715491],[149527,954807],[151492,535370],[153553,539949],[154271,737470],[157070,975653],[157624,976811],[159573,982903],[161096,986301],[161348,556531],[161628,987473],[161814,990218],[163637,393901],[167443,571238],[171469,1016902],[172187,1020819],[174887,587711],[175425,793049],[177738,594662],[178270,422744],[178456,801592],[179990,1044552],[181694,1050906],[183192,607173],[184492,819940],[184999,613645],[190083,1072717],[190335,622300],[194222,629687],[195157,1083765],[196743,634849],[200559,1097808],[201558,1099606],[203859,1105867],[205401,468768],[205500,652124],[205662,1109366],[206216,1110524],[207627,656499],[209688,661078],[210220,477792],[210406,877726],[211940,1127673],[217143,894995],[218020,1141078],[219985,682041],[222046,686620],[222764,906899],[225563,694466],[226117,505240],[228066,1169174],[229589,1172572],[229841,703202],[230121,1173744],[230307,1176489],[232130,514427],[233007,710939],[233545,935008],[237298,1193952],[238747,528257],[240031,723883],[240193,1199096],[240747,725344],[241062,951308],[244941,732360],[245971,1210210],[246503,538318],[251754,973114],[252367,1224631],[256877,754370],[257529,556309],[258057,756407],[258901,1237485],[260484,760857],[263005,766019],[263559,566105],[265508,1254495],[270823,1264544],[271075,780940],[271355,781840],[271558,1013504],[274962,788327],[275897,1275592],[277483,793489],[281299,1289635],[282298,596862],[286141,602621],[286240,810764],[286402,1301193],[286956,1302351],[288367,815139],[290960,611645],[293693,826709],[293915,1065276],[294815,830350],[295473,1323317],[296652,622078],[298523,833705],[299367,835214],[302390,1334332],[305285,1339476],[305839,632720],[311063,1350590],[311315,854798],[311595,855698],[311798,1095140],[312173,1353582],[317719,865600],[318523,652564],[321913,872616],[324500,1376197],[325499,663278],[329543,1129520],[330965,1389182],[332414,674928],[333698,893312],[333860,1394326],[338608,901789],[339638,1405440],[340170,684989],[344712,1416488],[350544,923799],[351196,702980],[351724,925836],[352568,1432715],[354151,930286],[357226,712776],[360053,1191210],[360493,943074],[361736,946721],[361961,1453690],[363714,724323],[365708,1458551],[369473,727585],[370131,1464973],[374025,735649],[375626,1213825],[377048,1475988],[378497,743904],[379781,971431],[379943,1481132],[382877,978479],[387429,983343],[399657,1003827],[400718,1005439],[403677,780718],[405548,1012435],[409415,1530708],[412310,1535852],[412864,791360],[418088,1546966],[425548,811204],[428938,1051346],[432524,821918],[436945,1067808],[441320,1326641],[446121,837568],[446346,1594972],[450093,1599833],[452736,1087075],[455695,854576],[457566,1094071],[461031,1101280],[465003,1621309],[481019,1129345],[484240,893752],[489999,897014],[490657,1660203],[494551,905078],[497574,1671218],[500469,1676362],[526273,1197161],[530995,953282],[538928,1213650],[542149,971871],[547355,1227163],[551730,1490159],[560503,1759948],[579974,1016298],[580199,1786799],[583946,1791660],[620127,1326466],[647402,1359533],[677666,1139553],[707174,1946219],[751297,1489984], [12168,284599,1297694],[16622,327800,1384256],[18510,346034,1419861],[22007,380812,1221884],[24708,395147,1506667],[25642,402498,1519693],[27577,419198,1549958],[29109,291146,1056456],[30692,441978,1589231],[31273,452958,1343149],[32895,454516,1606255],[35959,474246,1636004],[37219,482487,1648920],[39101,334729,1137579],[41802,356672,935448],[43519,526495,1457412],[44026,526720,1717820],[44621,538488,1473246],[46016,536028,1728500],[46886,540396,1734241],[49215,552388,1749346],[53464,406392,1013944],[54045,400940,1257103],[55667,588369,1798082],[58731,290428,819718],[60207,615962,1839793],[60745,619687,1587628],[64050,630134,1853499],[66040,458410,1095580],[67632,647624,1620170],[68139,647849,1873490],[70129,657157,1884170],[73115,482262,1132992],[73622,334414,894773],[74217,480579,1386440],[75612,682699,1914771],[76482,687067,1920512],[78811,507955,1169614],[85780,728195,1970413],[89116,540171,1217297],[89623,380497,972892],[90894,747132,1989350],[91432,750857,1747743],[94737,761304,2003056],[96727,568820,1254935],[97813,401840,1009080],[98351,570798,1259635],[101656,788774,2032229],[105238,594884,1293107],[105745,424744,1044330],[107735,815797,2062900],[117758,453858,1090716],[118296,634409,1345681],[124027,868451,2112372],[127363,661300,1379669],[127870,479792,1127451],[132580,897624,2139842],[137694,503403,1164750],[138232,694026,1422393],[141537,930733,2172485],[147941,950682,2191744],[148650,725566,1462009],[164514,564268,1250071],[165052,765579,1509199],[181156,1047181,2271012],[190615,623200,1331279],[190818,834774,1591722],[216434,1136953,2338415],[235876,943249,1712585],[251045,1221258,2399280] ] cell #1012 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [108167,432118],[108351,608946],[130992,487538],[131449,675100],[142149,516329],[155383,545447],[155840,744076],[167049,773833],[167650,573483],[169628,577275],[179568,600160],[180025,808198],[196349,847691],[196950,637094],[198928,640886],[211518,666576],[211975,884332],[212464,886062],[213522,671338],[225169,915792],[225770,696711],[227748,700503],[239246,948834],[247075,964181],[248133,740314],[262611,995820],[263212,768264],[265190,772056],[267156,776226],[268214,1007815],[280846,1035619],[281904,804436],[297283,1070337],[298341,1072014],[299574,836529],[307396,850084],[308454,1089451],[316218,1103393],[324047,1118740],[325105,880570],[330512,1131202],[346345,918185],[365255,1197860],[367024,953162],[372999,1209507],[376595,1215507],[385345,1229692],[386403,1231369],[395458,998213],[415479,1281278],[437355,1322194],[443077,1074473],[449640,1338240],[464550,1360232],[472294,1371879],[493525,1404737],[497121,1410737],[521536,1191690],[531405,1463850],[547765,1485712],[560050,1501758],[583493,1534616],[606147,1568255],[652534,1626608],[678076,1659080],[706721,1696988],[724293,1719340],[811174,1818435],[893722,1905611],[971841,1985639], [27465,279668,592709],[32109,304338,852970],[35908,322835,323695],[39420,341800,685944],[39762,223876,501410],[42194,358857,519543],[45784,371941,969330],[50038,389047,389686],[50632,392400,1001099],[50906,261274,261979],[54881,411363,779112],[55357,277690,586883],[55435,414421,791938],[58680,429860,430720],[58979,432130,609430],[59321,292258,434897],[61984,440475,442764],[62541,445759,1086784],[63796,448843,1091874],[68557,466319,1107721],[68960,319138,319734],[69029,467113,468021],[69897,471236,1123889],[73524,338815,673238],[74040,487550,675584],[75380,492467,891211],[76044,341788,685658],[76228,496324,905742],[79634,509573,510212],[80228,512926,921071],[80502,354941,355646],[80704,356879,516442],[80782,515984,710192],[83277,361374,1196870],[83726,364329,366424],[84403,524810,527510],[85299,531326,1213356],[89525,245148,742214],[90041,545459,744560],[92698,553487,1233828],[93103,258495,388515],[93228,556169,1246139],[93382,389202,554732],[94483,559253,1251229],[98981,411351,778826],[99321,406599,577388],[99590,574328,576617],[99617,576930,781093],[100147,579612,1005148],[101402,582696,1010238],[102268,414766,792457],[105647,429145,806336],[106163,600172,808682],[106566,426163,426759],[106635,600966,601874],[107503,605089,1040768],[109908,614728,614926],[111395,437276,1326172],[111731,298961,439943],[111856,621938,1327333],[112748,442280,618581],[113706,306599,1086606],[115704,305617,448714],[118926,304326,852684],[119266,458617,640999],[119535,637939,640228],[119562,640541,854951],[120262,642665,1354062],[121524,460669,1359242],[121973,201890,463624],[122896,649558,1363267],[123387,319621,467267],[123546,652455,1375728],[127772,322120,882470],[128288,666588,884816],[128815,668207,886417],[130077,213510,671052],[130526,484855,486950],[130652,492812,891730],[131203,671481,674181],[132099,677997,1129051],[138862,512914,920785],[139202,508162,700616],[139498,700158,923052],[139903,352162,509041],[140028,702840,1160818],[140182,509728,701403],[141283,705924,1165908],[144316,521392,716660],[145017,362121,524381],[145630,719418,1454170],[145896,364458,1196692],[146422,366311,524964],[146581,724214,1458082],[150944,373240,533993],[151069,734171,1468989],[153206,737183,964536],[154468,248121,740028],[154917,542764,544859],[155043,372286,969849],[155594,740457,743157],[156676,746363,1484640],[158151,547686,1489690],[158487,253345,550353],[158612,548676,1490851],[160270,387636,984658],[162460,259233,559124],[165682,392388,1000813],[166022,569027,772169],[166318,771711,1003080],[167037,773368,773566],[168524,267501,776745],[168860,405986,573796],[168985,780578,1258934],[169877,576133,777221],[170835,266359,1004970],[172833,412642,582567],[176395,419049,592470],[177391,801305,1035974],[178653,281892,804150],[179102,282505,597477],[179228,605434,1041287],[180516,426646,601120],[180675,811095,1289166],[185619,614526,826240],[186761,438027,618105],[187474,829085,1585006],[189260,832378,1070692],[192233,444937,446506],[192846,839683,1595452],[193638,450245,628378],[193797,844479,1599364],[196337,847226,847424],[197824,307741,850603],[198160,458004,637407],[198285,854436,1344980],[199177,639744,851079],[200106,856889,1614473],[201152,312333,645510],[201765,644431,1616928],[202031,463753,1359064],[202557,313711,646093],[202716,644352,1620840],[204636,466307,1107435],[207079,319943,655122],[207204,653445,1631747],[208391,208862,473527],[209341,877439,1119095],[210603,325093,880284],[211052,325706,663893],[211178,471581,1124408],[212809,668063,886089],[214123,888847,1131557],[214389,329715,889056],[214915,486837,671635],[215074,893643,1388713],[219437,493766,680664],[219562,903600,1664219],[223410,500801,689435],[226644,346690,918704],[226980,227105,697024],[230953,352900,705795],[234515,359401,715698],[236048,522776,719627],[236845,944931,1713925],[239234,948369,948567],[239847,949942,1198215],[241259,367012,952876],[242649,530403,532077],[243362,956368,1724275],[246932,374232,736264],[247420,737039,964208],[248734,966966,1215862],[249000,375798,967175],[249526,544746,740611],[249685,971762,1475519],[252540,550040,1228241],[253023,381376,749275],[255522,980507,1230047],[257097,553832,1234347],[259108,757886,1755567],[259900,389893,759548],[260059,757807,1759479],[264086,395803,998732],[264422,264547,768577],[272973,578790,580359],[273586,1018413,1787279],[274378,584098,787018],[274537,1023209,1791191],[278900,591478,796047],[279025,1033166,1541356],[282771,420045,1038613],[283297,283456,804733],[287819,426968,813762],[287944,812085,1823574],[289131,289602,607380],[291792,432731,822533],[295646,439630,1068886],[297628,832234,1070364],[299972,443422,1074992],[301140,624080,626190],[301937,1078014,1849604],[304939,1083025,1338595],[305492,844558,1855019],[306226,306351,846216],[312865,645796,1357596],[313020,459232,859883],[316206,1102928,1103126],[316819,1104501,1360587],[325972,475093,1121734],[326498,326657,880867],[336316,677074,678748],[337029,1142639,1910546],[340599,494758,905693],[342401,1153237,1411092],[343193,690966,910040],[343352,1158033,1670749],[352775,927315,1941838],[353567,510419,928977],[353726,927236,1945750],[358089,358214,938006],[362653,524667,1195224],[367338,528429,1200895],[368645,370304,954360],[374471,374630,963139],[381222,748756,1487128],[385690,980363,1229719],[393001,1242380,1502113],[408165,782720,784830],[408962,1269841,2028334],[411964,1274852,1534971],[412517,1023288,2033749],[413251,413376,1024946],[433523,433682,1059597],[436746,615193,1321122],[437873,617586,1323610],[445223,447038,1076498],[489171,490830,1140631],[494997,495156,1149410],[500676,1158112,2155068],[513527,1437610,1697343],[520927,716633,1451715],[529884,531923,1201983],[579076,580891,1268325],[676555,678594,1397213] ] cell #1013 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [534534],[550894],[561828],[616055],[628371],[646086],[655663],[681205],[692139],[708499],[716390],[718007],[728288],[730958],[747225],[749895],[759541],[787011],[796588],[814303],[825237],[827165],[838272],[858263],[871214],[897717],[900387],[910033],[928970],[954448],[975294],[1017002],[1029953],[1049944],[1140719], [148753,963938],[150746,959696],[186597,1065978],[187726,1070094],[193076,1081149],[206881,1114255],[217246,885819],[219239,1145967],[223935,913679],[236222,1192384],[242485,1203471],[243614,1207587],[252859,1225333],[253745,1226667],[253988,1229449],[256534,1233618],[259338,1240504],[262038,763187],[267337,774695],[268466,1005895],[273816,1272976],[278702,1027564],[279677,799362],[287621,1306082],[292317,1063236],[301314,1332764],[304347,842923],[307577,848553],[308706,1087531],[313194,1354756],[313998,1355887],[317049,1362261],[319457,1365843],[319865,868825],[320343,1367177],[320586,1369959],[323704,658437],[329889,887436],[336152,1398701],[337281,1402817],[341809,907733],[342631,1151361],[346526,916654],[347412,697565],[347655,1161565],[350201,1428848],[353005,1435734],[355705,932616],[357891,1183234],[358866,941321],[366147,1459220],[366555,951056],[372122,959415],[373640,1470314],[375972,965555],[381856,1484742],[383223,1486406],[386655,1492718],[389056,757241],[389168,985936],[389376,1496282],[390180,1497413],[392409,991052],[395639,996682],[396525,769118],[396768,1246886],[399314,1515654],[407135,1266090],[408339,1529140],[411372,1021653],[414602,1027283],[415731,1279358],[420219,1036993],[421023,804726],[424074,1558637],[426482,1562219],[426890,1047555],[427368,1563553],[427611,1566335],[430729,817077],[432139,1057290],[432961,1311476],[438507,1585108],[440484,834539],[442246,1072352],[442454,1589881],[443258,1073982],[443755,1329200],[449017,1081614],[450532,1600502],[451418,846757],[459153,1352136],[459918,1614945],[466328,1106701],[467260,868544],[467985,1109007],[469114,1627302],[471417,1113974],[475267,1120114],[476071,880860],[479122,1644683],[486673,1654450],[487081,1137327],[487559,1138413],[487828,1395119],[492648,1145686],[494166,1665544],[496498,1151826],[502382,1679972],[503749,919324],[509582,926670],[509694,1172207],[509902,1691512],[510706,1692643],[512935,1177323],[517051,938547],[521290,1191616],[521571,1452187],[522657,1195217],[523462,1714397],[524957,950775],[527474,1198737],[528603,1200354],[532557,1724377],[536504,1729150],[537308,963132],[544582,1739771],[544990,1221632],[545468,1222718],[545737,1481925],[546375,1742859],[553668,1233337],[554876,986401],[559427,1240969],[563247,1764277],[564614,999352],[570563,1517600],[572360,1776935],[574337,1013269],[576099,1264179],[576307,1781708],[582870,1273441],[584385,1792329],[585271,1025487],[591878,1803423],[600181,1298528],[601113,1047274],[601838,1300834],[602967,1819129],[605270,1305801],[609924,1059590],[614425,1582744],[614890,1321057],[616336,1324525],[616677,1840254],[618725,1072817],[621249,1844410],[626071,1076491],[626876,1850076],[632017,1085488],[634174,1604162],[635971,1860056],[637948,1094905],[639710,1350225],[639918,1864829],[643786,1357589],[649732,1362726],[666597,1385090],[667961,1386846],[671628,1137046],[674145,1393967],[679228,1910648],[683175,1915421],[683979,1149403],[691253,1926042],[701547,1172672],[706098,1436199],[711285,1185623],[717542,1454511],[722658,1717330],[728569,1202898],[728910,1970874],[733482,1975030],[736937,1473652],[740604,1221351],[743121,1480773],[747506,1488043],[752419,1993967],[773530,1517433],[777365,1264644],[784711,1268318],[785516,2028806],[790657,1277315],[794611,2038786],[798558,2043559],[832132,1588034],[837807,1331371],[847388,1603995],[851223,1350690],[857798,1617269],[862914,1873000],[873738,2116989],[897998,1398128],[898339,2140303],[902911,2144459],[948531,1717163],[980261,1748149],[1016537,1527747],[1052468,2275629],[1103090,1872833], 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] cell #1014 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [244707],[255081],[261820],[294594],[303429],[315309],[321679],[338374],[345113],[355487],[361462],[369252],[371258],[382656],[384662],[391491],[410454],[416824],[428704],[435443],[436845],[445847],[460757],[470553],[489778],[491784],[498613],[512017],[520815],[530895],[547255],[579700],[589496],[604406],[677566], [97736,401619],[103614,418543],[116011,449474],[117681,453637],[126031,323398],[128468,667486],[129138,481988],[135335,496955],[136438,500999],[137617,503182],[138095,348748],[143495,520106],[151415,535149],[151531,535346],[152859,736462],[153529,539897],[160861,389833],[162767,559884],[163652,393877],[164437,564047],[164915,397861],[167303,570698],[173140,583327],[174810,587490],[174926,587687],[177714,594610],[178193,422334],[183160,430423],[183911,609577],[185014,613621],[186696,829789],[188819,442911],[188913,831657],[190538,622979],[194094,629143],[194198,629635],[195558,452122],[196603,634309],[204477,650189],[204991,468547],[205416,468744],[207550,656278],[207666,656475],[209664,661026],[210143,477382],[216835,675731],[219908,681820],[220024,682017],[221918,686076],[222022,686568],[225423,693926],[226093,505188],[229354,510359],[231260,706555],[232145,514403],[233046,710915],[233408,518387],[236344,946168],[236679,720635],[238337,528036],[238762,528233],[240723,725292],[242584,727024],[244801,731820],[246426,537908],[251446,744707],[252958,977918],[255175,979786],[256800,754149],[256916,754346],[257403,555765],[257477,556257],[260356,760313],[260460,760805],[262865,765479],[263535,566053],[269559,576764],[271394,781816],[274834,787783],[274938,788275],[276298,585975],[277343,792949],[285217,808829],[285731,602400],[286156,602597],[288290,814918],[288406,815115],[290300,819174],[290883,611235],[294791,830298],[296526,621534],[296600,622026],[299227,834674],[301436,837015],[301771,625088],[305815,632668],[309799,640375],[311634,855674],[313316,1100727],[313651,860891],[314097,1101885],[317591,865056],[317695,865548],[318391,652024],[319556,867280],[321773,872076],[328418,884963],[332004,674707],[332429,674904],[334286,894229],[336251,896453],[338468,901249],[340093,684579],[350583,923775],[351070,702436],[351144,702928],[354023,929742],[354127,930234],[357202,712724],[360349,716925],[360745,943001],[360970,945759],[363582,723783],[366246,947326],[369449,727533],[378087,743683],[378512,743880],[380369,972348],[381955,974765],[382853,978427],[383345,1228689],[383418,1226680],[387289,982803],[389498,985144],[390279,1239764],[399696,1003803],[400918,1005366],[403551,780174],[403625,780666],[408461,1015745],[408796,783728],[412840,791308],[424616,1043786],[425416,810664],[426581,1046010],[428798,1050806],[435978,1064730],[436154,826535],[438606,1067325],[442576,1069334],[445355,836606],[450631,1080409],[452936,1087002],[455569,854032],[455643,854524],[460040,1097560],[460265,1100318],[469236,1369199],[469309,1367190],[479664,1126907],[480875,886354],[484108,893212],[486772,1133597],[489975,896962],[502481,1161036],[510024,1171415],[510805,1434994],[523584,1193704],[526473,1197088],[532656,1204818],[536626,1206827],[536699,1470327],[538784,964473],[542017,971331],[544681,1217902],[546388,1224085],[563346,1246357],[570007,1005265],[572459,1259152],[576429,1261161],[579208,1015336],[584484,1272236],[603089,1565575],[603162,1563566],[616690,1322771],[619983,1070629],[621348,1327551],[626998,1334084],[633618,1086901],[636070,1345198],[640040,1347207],[647602,1359460],[679327,1400048],[683297,1402057],[683370,1665557],[691352,1413132],[722102,1196987],[728923,1464427],[733581,1469207],[751153,1229984],[752518,1491069],[785638,1530460],[794710,1541574],[798680,1543583],[798753,1803436],[862358,1359359],[873837,1631965],[898352,1659657],[903010,1664437],[1052567,1823792], [41770,232930,710718],[41851,356532,934908],[53432,271278,781619],[53642,406252,1013404],[58746,290404,819666],[66008,311518,855477],[66218,458270,1095040],[72172,481271,1129272],[72534,330346,890064],[73637,334390,894721],[78779,350467,923578],[78989,507815,1169074],[88173,539180,1213577],[88535,376429,968183],[89638,380473,972840],[96695,399580,1003606],[96905,568680,1254395],[97153,569831,1256557],[97852,401816,1009028],[104295,593893,1289387],[104657,420676,1039621],[105760,424720,1044278],[112318,620379,1326393],[117098,633442,1342603],[117797,453834,1090664],[126420,660309,1375949],[126782,475724,1122742],[127885,479768,1127399],[129034,481496,1132030],[129733,670255,1388934],[137034,693059,1419315],[137733,503379,1164698],[146878,721926,1456866],[147577,723585,1458303],[148342,529060,1201903],[153425,539405,1216335],[154124,739231,1475740],[159074,751549,1489911],[163854,764612,1506121],[164553,564244,1250019],[167869,775330,1519147],[177610,594118,1292145],[189479,832767,1588685],[190654,623176,1331227],[194793,843850,1599585],[197169,849188,1605709],[203013,862182,1619624],[203712,863841,1621061],[209560,660534,1378707],[222617,908660,1670970],[236417,944159,1713427],[240619,724800,1461047],[245367,960050,1727954],[255741,980896,1748800],[261055,991979,1759700],[275533,1022580,1791412],[277909,1027918,1797536],[293893,826636,1583125],[301509,1077242,1849106],[313389,1098718,1869097],[322339,1114609,1883624],[339034,1146321,1914225],[354722,1178250,1945971],[389571,1236597,1998663],[408534,1269069,2027836],[429364,1306436,2062354],[442649,1328671,2082685],[510097,1431827,2168092],[576502,1525047,2241325],[640113,1611609,2307741] ] cell #1015 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [371802],[385206],[394049],[437440],[448154],[463064],[471097],[492328],[501171],[514575],[520746],[522307],[531490],[533870],[547850],[550230],[558564],[582007],[590040],[604950],[613793],[615511],[625721],[643436],[654999],[678161],[680541],[688875],[705235],[727744],[746681],[784361],[795924],[813639],[897173], [128458,667417],[136472,691807],[151569,732602],[152849,736393],[163686,561496],[167293,774151],[167380,571293],[174964,793731],[176307,592200],[185048,824905],[186700,827544],[188903,831588],[194098,842109],[194370,629891],[196593,848009],[196680,634904],[205976,652806],[207704,872858],[208774,473257],[213199,668978],[220062,902031],[221922,906919],[222194,686824],[225413,916110],[225500,694521],[226265,505732],[232179,708167],[233084,935690],[234427,715428],[236334,943915],[240507,724565],[242588,954827],[244791,958871],[244878,732415],[247810,737954],[252962,975673],[253678,1226524],[255165,979717],[256954,983585],[258021,556513],[258112,756427],[260360,990238],[260632,761061],[262855,996138],[262942,766074],[263707,566597],[271432,1014186],[274838,1020839],[275110,788531],[277333,1026739],[277420,793544],[281581,802076],[282235,596917],[286716,811446],[288444,1051588],[289514,607110],[290304,1056476],[290576,819922],[297144,622282],[298578,833725],[299217,1073438],[299304,835269],[301426,1076998],[304015,842573],[305987,633212],[311672,1095822],[313306,1098474],[314101,1099626],[317595,1105887],[317867,865804],[318578,652619],[319177,868000],[319560,1109386],[320276,1367034],[321763,1113430],[321850,872671],[324782,878210],[325436,663333],[334174,893994],[334290,1137599],[334562,894977],[336255,1141098],[338458,1145142],[338545,901844],[341477,907383],[347080,696901],[350621,1169856],[351688,703184],[351779,925856],[354027,1176509],[354299,930490],[357374,713268],[360548,943094],[360735,1191736],[361718,946776],[363769,724378],[365867,950231],[366250,1199116],[366701,951792],[373573,1470171],[373962,735704],[380257,972113],[380373,1221904],[380645,973096],[381959,1224651],[383335,1226436],[387279,1232793],[387366,983398],[388392,756891],[389488,1236353],[390283,1237505],[392077,990702],[396193,768454],[399734,1255177],[400922,1257123],[404169,780922],[405603,1012455],[408451,1268825],[411040,1021303],[413012,791852],[424620,1297714],[424892,1044534],[425603,811259],[426202,1046730],[426585,1301213],[427301,1563410],[428788,1305257],[428875,1051401],[432461,821973],[435896,1320705],[436360,1065134],[437627,1068763],[438610,1323337],[439820,834189],[442566,1328427],[446103,837623],[450635,1339496],[451086,846093],[452940,1343169],[456187,854780],[457621,1094091],[460030,1354108],[461013,1101335],[465996,1106351],[469226,1366946],[479668,1384276],[479940,1127655],[481074,1129365],[484295,893807],[486393,1136502],[486776,1394346],[494099,1665401],[494488,905133],[502485,1419881],[508918,926320],[510014,1431583],[510809,1432735],[512603,1176973],[516719,937883],[521843,1194227],[523574,1454216],[526477,1457432],[531677,954237],[532660,1464993],[536616,1470083],[538983,1213670],[542204,971926],[544302,1220807],[544685,1481152],[546306,1484223],[548037,1228118],[563350,1506687],[570213,1256961],[572463,1519713],[573673,1012919],[576419,1524803],[579956,1016353],[584488,1535872],[584939,1024823],[591811,1803280],[603079,1563322],[616608,1584589],[620182,1326486],[621352,1589251],[625257,1075501],[626988,1595498],[633824,1343007],[636074,1606275],[637284,1094555],[640030,1611365],[642972,1356599],[647606,1620190],[678348,1140508],[679331,1660223],[683287,1665313],[691356,1676382],[722308,1457270],[728841,1723858],[733585,1728520],[751352,1490004],[752522,1749366],[783897,1267328],[785628,1787325],[794714,1798102],[798670,1803192],[862564,1620028],[873841,1884190],[898270,1910129],[903014,1914791],[1052571,2062920], [40807,507805,1428023],[42014,356522,1182409],[51854,568670,1514829],[53737,406242,1265265],[56452,593883,1550484],[58780,431807,1056940],[66313,458260,1351311],[70673,660299,1636530],[72210,481261,1386966],[72805,670245,1649446],[73671,487227,1138063],[77414,692977,1679453],[80616,356609,935503],[84304,723575,1718346],[88211,539170,1473772],[88806,739221,1734767],[89672,545136,1222368],[95330,764530,1763758],[97157,569749,1517081],[97890,571480,1260590],[98014,775248,1776416],[99233,406329,1013999],[105794,599849,1298178],[112356,620369,1588154],[112480,832685,1843891],[116282,843840,1854025],[117102,633360,1603643],[117835,635091,1346636],[117959,849106,1859537],[119178,458347,1095635],[122551,863831,1874016],[127919,666265,1384740],[129038,668514,1389457],[129310,482244,1133047],[135606,908650,1921038],[137771,694708,1423348],[139114,507892,1169669],[144971,944003,1961746],[146882,721844,1716811],[151693,959968,1974511],[153429,737490,1476263],[153701,540153,1217352],[159112,751539,1748269],[159236,980814,1993448],[163038,991969,2003582],[164591,766261,1510154],[165934,568757,1254990],[173411,1022570,2032755],[175088,1027836,2038267],[177614,801612,1552975],[177886,594866,1293162],[190692,835456,1592677],[192187,1077086,2085990],[201106,1098562,2103705],[203017,862100,1872481],[207828,1114527,2116470],[209564,877746,1639021],[209836,661282,1379724],[220186,1146239,2143940],[231531,1178240,2173011],[240623,951328,1720771],[240895,725548,1462064],[258449,1236441,2219088],[272927,1268913,2244630],[288568,1306354,2275110],[293897,1065296,1839027],[298915,1328515,2293143],[352116,1431671,2365759],[405940,1524891,2426996],[457958,1611453,2482044] ] cell #1016 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [105908,808186],[108464,431952],[108768,608934],[128033,884320],[131562,487372],[131696,675088],[137329,915780],[142526,516129],[155953,545281],[156087,744064],[164149,995808],[167175,773821],[167747,571575],[168164,1007803],[170340,577075],[177067,1035468],[180138,599994],[189774,1072002],[196475,847679],[197047,635186],[197464,1089439],[199640,640686],[209017,1118589],[212088,666410],[212477,885911],[213648,669292],[213799,1131051],[225867,694803],[228460,700303],[239372,948822],[239523,1197709],[245662,1209495],[247088,964030],[248259,738268],[248410,1215356],[256036,1231357],[263309,766356],[265902,771856],[267169,774098],[278204,1281266],[282030,802390],[294526,1322045],[297296,1070186],[299671,835551],[304615,1338089],[307409,847956],[316344,1103381],[316495,1360081],[322634,1371867],[325231,878524],[339329,1404725],[342077,1410586],[346358,916057],[367150,952106],[369184,1463701],[382588,1485563],[385358,1229541],[392677,1501607],[395471,996085],[411640,1534465],[429659,1568243],[443090,1073385],[468479,1626459],[489710,1658931],[513203,1696837],[521549,1191541],[527968,1719191],[602332,1818286],[674639,1905462],[743615,1985490], [13768,306587,847054],[14208,304464,842887],[19984,361387,1194616],[20288,364446,948197],[21540,371954,958818],[24330,392526,991016],[26255,266347,773196],[26695,411489,1021617],[29691,437264,1068284],[31421,445772,1075890],[31725,448831,843072],[33865,460682,1356988],[34072,461642,1616779],[34169,463741,1102756],[34738,466445,1106665],[35421,471249,1113377],[37078,213344,483040],[37382,329703,669477],[38634,492480,1145089],[39605,341926,907697],[41424,513052,1177287],[45015,531314,953758],[46745,247955,540949],[47049,375786,738453],[48214,547674,1227639],[48474,548689,1488611],[49297,553500,1232740],[49944,556182,1235245],[50151,557142,1755418],[50248,559241,991201],[52463,267301,572324],[54193,579625,1267717],[54497,582684,1021802],[55749,414434,1026686],[56017,280380,799326],[56637,281726,419751],[56844,282602,284925],[56941,420033,593115],[57510,600298,1298492],[58193,605102,1305204],[59164,432256,1057254],[61890,621951,1325093],[63909,304160,630687],[64286,631382,1854870],[65039,307541,635935],[66717,642678,1353913],[67247,644340,1358179],[68302,649546,863063],[69128,652443,1108317],[69388,653458,1629507],[70858,324927,474799],[71065,325803,328126],[71162,475081,659531],[71731,666714,1385054],[74130,487676,1138377],[74611,677985,1140029],[76341,341622,687620],[76645,496312,907882],[76946,224446,691952],[77810,346490,502346],[78070,347225,349896],[78893,700171,1427970],[79540,702853,1430475],[79747,703813,1941689],[79844,705912,1177472],[81096,515997,1182356],[81364,359569,941285],[82961,719431,1454021],[84502,724202,1195807],[84762,366846,527273],[84896,528417,722807],[86985,372086,733446],[87035,245245,732697],[87463,734184,1466749],[87670,374329,381138],[90131,545585,1222682],[90529,746351,974604],[93845,757795,1499705],[94596,392222,761857],[95726,395603,563211],[95986,396338,399009],[96809,771724,1514776],[98610,406124,1013233],[99496,780591,1521469],[99802,576943,1265212],[101515,411185,789327],[101892,790022,2033600],[102645,414566,794575],[102695,277787,793826],[104323,801318,1550289],[104853,420987,424038],[106253,289299,817041],[106734,811083,1300144],[106994,812098,1821334],[108671,291472,432828],[109069,292828,825050],[110046,615181,826475],[110618,437722,620464],[111035,829073,1067164],[113211,443222,621213],[114939,839696,1595303],[115384,305036,305589],[116480,844467,1336187],[116740,451231,458848],[118555,458142,1094869],[119441,854449,1608031],[119747,640554,1351258],[119938,856738,1097366],[123009,466141,648402],[125232,471381,873702],[125282,322217,872953],[125917,208609,473624],[126448,877452,1636335],[126978,476035,479086],[128378,208559,658401],[128912,668220,1386771],[129761,888860,1649251],[129870,486505,1136449],[131302,893631,1391037],[133785,492612,902875],[133835,338912,902126],[134263,903613,1661979],[134470,335055,494855],[136659,913044,2154919],[138491,352300,926634],[139683,231989,708312],[140645,927224,1694935],[141396,512748,931286],[142576,356976,935785],[142786,357586,516864],[143984,716482,942807],[144851,361676,362514],[145155,522621,722622],[145306,944780,1193510],[147605,949955,1718151],[149831,531772,539265],[150248,956356,1204657],[150441,372821,373453],[152424,537272,545701],[153303,737196,1473577],[154152,966979,1734572],[154261,544414,1220754],[155693,971750,1477843],[157374,548132,751634],[159967,553632,752383],[160017,387733,983680],[162140,259205,393098],[163496,166503,561641],[165311,258633,757205],[166871,570390,1256836],[168260,576121,1012444],[170390,406696,1014281],[172068,1018426,1787130],[172513,412061,412614],[173609,1023197,1532563],[173869,406830,585084],[176570,1033179,1799858],[176777,280430,592567],[177488,286706,811541],[178446,426314,1046677],[182361,605234,1052432],[182411,429242,1051683],[183046,289349,607477],[184107,432925,609888],[185607,435885,614556],[186429,615458,831535],[186561,437570,438471],[189357,832391,1587959],[191077,299099,834503],[192067,446061,446899],[192371,626035,634138],[192522,1077863,1333890],[193040,449785,450496],[194821,1083038,1853830],[196171,634001,1342882],[197560,639732,1094080],[199690,458714,1095917],[200986,312726,460971],[201290,643750,862878],[201862,204185,316916],[203740,1104514,1873821],[205966,209438,652901],[206576,320156,472116],[210396,319289,867947],[212609,668051,1129354],[214220,334164,894089],[218324,481356,678443],[218741,1142627,1399887],[218934,493347,493979],[220917,487792,683943],[222645,1153250,1920843],[223090,342498,500773],[224186,1158021,1673073],[224991,351996,703142],[226380,509716,925845],[228510,508259,1169951],[230633,352872,513624],[234897,359619,715795],[236036,521832,522806],[239068,722485,1457145],[239944,240497,724660],[241052,365979,950178],[242317,727691,736340],[242449,531620,532521],[247220,737027,1213659],[248831,380247,972208],[252691,746628,979664],[252823,381820,547980],[253558,256229,386225],[255619,980520,1748074],[258329,262433,556471],[259302,390144,560195],[261083,1242393,2003387],[263822,389190,756416],[265952,569124,1255272],[268036,405820,780880],[272807,579914,580752],[273111,570527,784675],[273262,1269690,1530266],[273780,583638,584349],[275561,1274865,2032560],[278397,415301,591691],[280991,426446,811389],[287316,427181,605969],[293855,436537,1065009],[297428,832222,1326475],[298163,298795,622240],[299708,442268,833714],[301128,625246,626220],[308276,457838,854738],[313008,459262,642961],[313962,317013,464695],[316040,862741,1619903],[319421,324192,652749],[330657,486637,893937],[335984,667364,897120],[336116,678291,679192],[342595,497266,691217],[352969,510670,706866],[354750,1437623,2172816],[360678,521380,943083],[365400,366111,724508],[376740,544546,972056],[385490,980351,1489993],[408153,783886,784860] ] cell #1017 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [15083],[15428],[19965],[20118],[23230],[24235],[29667],[31402],[31555],[31799],[32294],[33846],[33999],[35292],[41329],[44991],[45474],[46098],[48190],[49925],[50078],[50322],[54174],[54327],[54571],[55066],[58064],[61871],[62628],[63407],[64213],[68376],[69104],[69587],[74587],[75070],[75694],[76719],[77214],[79521],[79674],[79918],[83364],[84478],[85415],[92558],[94094],[99477],[100234],[101013],[101819],[103104],[103501],[103728],[105982],[106710],[107193],[108842],[111511],[113669],[119422],[121611],[122725],[128107],[130164],[131278],[131770],[132215],[135001],[135780],[136586],[139358],[140894],[142985],[143382],[145859],[154555],[155669],[156161],[158267],[166178],[167775],[168640],[169475],[170581],[170798],[174522],[178740],[179854],[180346],[184356],[197075],[197940],[198775],[199881],[201994],[210690],[211804],[212296],[213062],[213131],[214352],[215666],[217007],[221375],[225895],[226760],[227595],[241346],[247673],[247742],[248963],[250277],[251618],[263337],[264202],[265037],[266462],[267031],[267050],[269676],[281513],[282734],[284048],[297881],[299699],[300088],[306702],[307271],[307290],[309916],[318318],[324714],[325935],[327249],[328821],[328898],[330034],[346239],[348865],[364561],[365130],[366633],[367301],[374904],[374981],[376117],[385943],[388150],[395352],[397978],[400129],[420364],[436483],[436709],[440598],[440675],[442971],[452147],[463856],[464425],[466596],[475412],[503894],[521150],[521297],[525684],[528748],[547119],[551008],[551085],[564759],[614325],[614746],[617421],[632162],[642279],[646813],[711430],[719032],[729654],[745916],[790802],[828638],[839297],[899083],[955921],[1018027],[1142192] ] cell #1018 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [179797,1043816],[183802,609044],[184299,819204],[211747,1126937],[216726,675198],[216950,894259],[225209,1161212],[232914,710297],[251337,744174],[251561,972378],[262651,1246533],[266974,1005542],[267703,774960],[268254,1259328],[271262,781198],[281026,1288910],[285108,808296],[298381,1327727],[307214,1087178],[307943,848818],[308494,1345374],[311502,855056],[324227,1375472],[328309,884430],[328888,1128795],[330330,887715],[330692,1388457],[346892,916919],[350451,923157],[365073,1197264],[365435,1457826],[373039,1469383],[374971,1213100],[376413,965834],[376775,1475263],[386443,1491245],[396005,996947],[399564,1003185],[401185,1005842],[415519,1541750],[420660,1037272],[437605,1583909],[440665,1325916],[443624,1074247],[449820,1599108],[453203,1087478],[464368,1359636],[464730,1620584],[472334,1632141],[475708,1120393],[493565,1664613],[497301,1670493],[502748,1161512],[529044,1200633],[531655,1723178],[548015,1744024],[551075,1489434],[560230,1759223],[563613,1246833],[583673,1790935],[606187,1823968],[622545,1329147],[652784,1878848],[678326,1909449],[706901,1945494],[717222,1452001],[724543,1966718],[811424,2057578],[893972,2136147],[972091,2207700], [31080,452222,1086480],[31795,449458,1081893],[42829,522222,1454848],[43326,525759,1196566],[45423,534715,1207534],[50318,559868,1241248],[53852,400204,1004844],[54567,583311,1273720],[60114,615857,1323976],[62853,625636,1331708],[63350,629173,1081061],[66942,643351,1617606],[67439,646888,1358938],[68372,650173,1363005],[69536,655844,1369906],[72425,329813,669161],[72922,481526,886883],[75019,681386,1402764],[76715,496939,1152105],[79914,706539,1436478],[85687,728090,1202349],[88426,375896,738137],[88923,539435,965002],[90801,747027,1487494],[91186,748157,1746821],[92507,753715,1492665],[93540,756806,1495226],[94037,760343,1240416],[97720,401198,774773],[100459,784276,1528084],[100956,787813,1272888],[103053,587056,1279305],[103497,418527,1033786],[104548,420143,802259],[105045,594148,1036440],[105978,808813,1559381],[107142,814484,1566282],[108838,609561,1312220],[112906,834104,1586706],[115902,448941,842756],[117665,453216,848631],[120284,857478,1614759],[121048,859230,1618671],[121085,644681,1869881],[122668,865086,1362173],[123934,868346,1364721],[124319,869476,1881645],[126673,475191,878393],[127170,660564,1119561],[128103,884947,1645427],[131766,675715,1395863],[132487,897519,1397579],[135226,496422,907566],[135723,686106,1151273],[136212,345004,913603],[137601,502761,916732],[137986,503673,699459],[139307,923144,1687895],[140340,926235,1690456],[140837,929772,1435646],[142934,710284,1442063],[143378,520090,1189456],[145652,945520,1714211],[147848,950577,1455913],[148233,528527,951975],[148457,724830,1199801],[151399,534728,959493],[151465,372488,959680],[152119,961387,1725975],[156157,744691,1482669],[156716,974941,1484516],[161535,987368,1757310],[161572,758136,1999447],[162658,559351,990885],[164421,563626,996760],[164806,564538,771012],[166127,1003172,1772200],[167771,576748,1264923],[170035,1012834,1778533],[170530,781185,1525523],[173031,582794,1021486],[174794,587069,1027361],[174860,414968,1027548],[177413,1036208,1806586],[178177,595142,807384],[178214,421389,599661],[180342,430407,1053777],[181063,1047076,1561097],[181448,1048206,2060375],[184788,435334,1063160],[186234,826812,1320998],[186963,616320,1071061],[187514,1067501,1584882],[190522,622558,1074060],[192868,1078603,1849890],[195064,1083660,1597195],[195101,844808,2090962],[195449,631941,855968],[197071,640359,1350969],[199335,1094470,1861654],[199830,855043,1612085],[200286,1097083,1614586],[204368,649656,1106534],[207534,655857,1114052],[207600,471783,1114239],[209363,1119329,1888222],[210127,661558,883518],[210164,476437,666077],[212292,323382,875047],[213011,886651,1647231],[213126,674273,1393914],[214145,1131791,1900482],[216341,1136848,1651143],[219892,681399,1145764],[219958,493014,1145951],[220612,1147658,1912246],[225891,510343,1172951],[228650,355378,932540],[230028,1173639,1943581],[230065,927565,2168876],[231151,706022,1177156],[232980,516531,1183218],[233299,711209,711997],[235221,942524,1451828],[236146,522425,522490],[236663,718286,1197402],[237025,1193227,1714038],[239869,1198449,1965788],[242851,728553,964905],[243402,1204994,1724151],[246410,734791,973372],[246447,537674,745420],[247622,964770,1732552],[247737,743249,1480720],[248756,1216096,1980510],[250952,1221153,1736464],[253225,747490,1230416],[256784,753728,1233415],[256850,554034,1233602],[261711,266092,763111],[263333,389817,986680],[266457,773728,1517312],[267053,780204,1264150],[271328,577477,1266074],[273608,1270430,2028620],[275804,1275487,1789022],[275841,1023538,2249602],[276189,782110,790581],[280075,1286297,2040384],[281393,426848,1047539],[281508,601966,1300781],[288274,814497,1305879],[288340,605636,1306066],[290867,820198,821060],[290904,610290,611001],[293179,614396,826114],[294160,827112,1325803],[294173,616065,616133],[297830,1070926,1843211],[299695,442895,1073096],[301238,625839,625904],[301755,838551,1087316],[302117,1333607,1849717],[303195,450187,450898],[304961,1338829,2090032],[306697,847586,1603874],[307293,854062,1350196],[311568,641088,1352120],[313118,643554,643619],[313635,858542,1359774],[314364,465097,465808],[316841,1360821,2107747],[319823,324594,868809],[323419,323448,658803],[324709,468113,1108954],[328901,886456,1386817],[331059,487039,1137311],[336518,886786,897982],[337069,1400224,1910422],[340077,895253,904220],[340114,676444,684345],[342423,1411326,2149939],[344619,1416383,1922735],[344656,1158362,2354371],[345646,509826,926438],[346242,702466,1172178],[350517,700705,1428832],[361000,717454,717513],[364556,948729,1717042],[365802,366513,951040],[366628,527602,1198684],[368818,954395,1212987],[368831,728298,728366],[370531,535640,536428],[374984,964575,1473623],[377142,544948,1221616],[382222,975241,1489321],[382235,747235,747303],[383147,552000,552788],[385892,1230281,1992768],[389300,394759,757009],[390546,391257,560597],[393023,1502347,2223130],[395355,555795,985907],[399630,772258,1515638],[402110,576231,1013037],[408263,784479,784544],[408780,1005680,1017281],[409142,1529983,2028447],[410220,584040,584751],[411986,1535205,2248672],[418564,418593,799728],[419231,601979,1047284],[430444,430473,817443],[436478,615088,1320936],[440678,1070731,1588005],[441590,442378,834307],[442974,621564,1072323],[445385,837719,837778],[447241,630167,631029],[454128,639842,1094673],[460295,857710,857769],[461289,647882,648744],[463851,1103288,1872712],[468126,474279,868554],[469038,469826,656769],[482520,674286,1137056],[489344,1128682,1140666],[489357,897727,897795],[491057,682311,683099],[497668,498379,691619],[511072,511783,707268],[513549,1697577,2369801],[520127,520156,941687],[521300,717027,1191587],[526753,527615,950785],[540429,743262,1221361],[551088,1230086,1748120],[556789,557651,761337],[579238,1016449,1016508],[581094,788807,789669],[587981,588769,798482],[602891,603679,815409],[687100,687962,912691],[703460,704322,930766] ] cell #1019 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [33526],[34068],[42799],[43055],[48403],[50147],[60082],[62823],[63079],[64282],[66912],[67168],[69317],[79743],[85655],[86377],[87392],[90769],[93510],[93766],[100429],[100685],[101888],[106923],[112876],[114014],[115150],[115218],[116401],[123902],[124624],[132455],[133177],[134192],[136655],[140310],[140566],[146204],[147816],[149175],[159632],[161906],[161974],[170005],[171143],[172279],[172347],[173530],[175484],[176499],[181031],[181753],[188148],[191312],[199305],[202339],[203951],[204019],[214697],[216309],[217668],[221720],[222856],[222924],[224107],[228125],[230399],[230467],[233604],[237681],[249308],[250920],[254410],[265567],[268888],[270021],[271617],[272052],[277131],[279391],[283079],[284691],[284759],[291238],[291306],[309128],[310261],[311857],[314653],[326280],[327892],[327960],[329602],[331348],[332955],[334821],[334889],[340867],[348077],[349210],[358580],[367646],[375685],[377431],[379038],[380904],[380972],[397190],[398323],[400265],[401032],[401899],[404433],[421678],[423285],[425219],[441379],[444177],[452283],[453050],[453917],[456451],[466941],[476726],[478333],[480267],[480525],[480529],[481587],[483735],[503462],[505996],[525820],[526587],[529351],[538434],[538438],[539496],[541644],[551789],[554587],[564327],[566861],[569637],[570748],[594209],[596357],[615397],[619633],[619637],[623259],[633248],[634359],[646949],[647716],[650480],[660625],[662773],[693976],[697250],[716796],[721732],[724891],[726177],[746567],[750803],[750807],[765529],[768803],[826368],[826873],[829289],[834724],[846442],[857052],[861988],[938232],[943199],[945094],[956572],[974497],[1025172],[1064478],[1067057],[1078177],[1142843],[1204550],[1270004],[1399780] ] cell #1020 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [66442],[67305],[82315],[82686],[91089],[93903],[110278],[114293],[114664],[116538],[120562],[120933],[124222],[140703],[149491],[150510],[152022],[157034],[161049],[161420],[171422],[171793],[173667],[181351],[190036],[191632],[193156],[193251],[194949],[205626],[206645],[217984],[219003],[220515],[224244],[229542],[229913],[238001],[240157],[242002],[256298],[259418],[259513],[270776],[272372],[273896],[273991],[275689],[278466],[279978],[286366],[287385],[296270],[300432],[311016],[314973],[317129],[317224],[331668],[333824],[335669],[341187],[342711],[342806],[344504],[349965],[353085],[353180],[357655],[362962],[377751],[379907],[384332],[399078],[403295],[404753],[406899],[407457],[414119],[417117],[421998],[424154],[424249],[433041],[433136],[455313],[456771],[458917],[462257],[477046],[479202],[479297],[481425],[483488],[485479],[487908],[488003],[495616],[504858],[506316],[518680],[529671],[539334],[541397],[543388],[545817],[545912],[565723],[567181],[569777],[570643],[571644],[574637],[596110],[598101],[600625],[620533],[623867],[633388],[634254],[635255],[638248],[650800],[662526],[664517],[667041],[667384],[667389],[668542],[670966],[694872],[697865],[721872],[722738],[725930],[736360],[736365],[737518],[739942],[751703],[755037],[766425],[769418],[772949],[774123],[801640],[804064],[827056],[831555],[831560],[835620],[846807],[847981],[862128],[862994],[866186],[877774],[880198],[916082],[919709],[942827],[947950],[951356],[952790],[975185],[979684],[979689],[996110],[999737],[1064828],[1065324],[1067745],[1073410],[1085873],[1097386],[1102509],[1186008],[1191708],[1193530],[1205238],[1224183],[1277700],[1320483],[1322869],[1333910],[1400468],[1464525],[1530286],[1659755] ] cell #1021 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [78884,700129],[80856,356617],[81087,515955],[96800,771682],[99691,406337],[99793,576901],[104314,801276],[108455,431805],[119636,458355],[119738,640512],[126439,877410],[128903,668178],[129394,482252],[129752,888818],[131553,487225],[137036,915086],[139572,507900],[147596,949913],[153294,737154],[153785,540161],[154143,966937],[155944,545134],[163856,995114],[166392,568765],[166708,773127],[167738,571478],[167871,1007109],[177970,594874],[180129,599847],[189348,832349],[189481,1071308],[194812,1082996],[196008,846985],[197038,635089],[197171,1088745],[203731,1104472],[209920,661290],[212079,666263],[213181,668440],[222636,1153208],[225858,694706],[236419,1192613],[238905,948128],[240979,725556],[245369,1208801],[247792,737416],[255610,980478],[255743,1230663],[261074,1242351],[263300,766259],[275552,1274823],[277911,1280572],[281563,801538],[299662,835454],[301511,1332993],[313391,1354985],[315877,1102687],[322341,1371173],[324764,877672],[339036,1404031],[354741,1437581],[366683,951254],[389573,1496511],[408536,1529369],[429366,1567549],[436658,1065076],[442651,1590110],[510099,1691741],[576504,1781937],[640115,1865058], [8685,247046,736476],[8998,245236,732600],[12997,294475,1068215],[13228,297254,831671],[14155,303997,842035],[16158,322208,872856],[17534,212435,667500],[17847,338903,902029],[19975,361345,946182],[21300,369133,953689],[21531,371912,731834],[23119,382537,1227570],[23350,385316,979800],[23758,387724,983583],[24277,392059,990164],[25484,167388,401718],[25715,267127,570712],[26642,411022,1020765],[27330,277778,793729],[28645,429233,1051586],[31412,445730,837029],[32737,196688,453736],[32968,307367,634323],[33856,460640,1100741],[34060,461591,1358110],[34685,465978,1105813],[35181,468428,1108248],[35412,471207,872090],[37069,213197,482105],[38394,489659,1139960],[38625,492438,901263],[39552,341459,906845],[39736,224437,691805],[40213,225508,503281],[40444,346316,693940],[40852,508250,1169854],[41371,512585,1176435],[42059,356967,935688],[44250,527917,1195738],[45858,244886,535248],[46736,247808,540014],[48033,547068,1224431],[48465,548647,1228703],[48489,383420,1486635],[49288,553458,982817],[49935,556140,985158],[50139,557091,1499636],[51260,262950,564146],[51491,395429,765493],[51899,569115,1255175],[53782,406687,1014184],[54184,579583,1015759],[55509,277428,587589],[55740,414392,792963],[55964,176765,592208],[56628,281579,594727],[56832,282243,424135],[57457,599831,1297640],[57953,602281,1300075],[58184,605060,1050820],[59111,431789,1056402],[59295,292819,824903],[60623,617370,1323117],[61881,621909,1069348],[62085,299312,623078],[62187,443048,834688],[63900,304013,629752],[63939,194454,629899],[64274,631331,1336118],[66358,458705,1095820],[66708,642636,1097574],[69379,653416,1369213],[69403,469311,1627531],[69971,321858,656377],[70849,324780,661143],[71053,325444,479183],[71678,666247,1384202],[72595,334155,893992],[73846,674588,1390968],[74077,487209,1137525],[75454,338553,681919],[76332,341475,686685],[76371,222278,686832],[77629,693739,1419661],[78061,347078,507236],[78085,226349,350244],[79129,231980,708165],[79531,702811,1171429],[79735,703762,1694866],[81311,234885,715436],[82103,521507,943015],[82594,361726,722719],[82952,719389,1193718],[84753,366699,725409],[86196,729603,1464773],[87454,734142,1206841],[87478,536701,1729379],[87658,373970,545798],[88596,380238,972111],[89847,743564,1477774],[90078,545118,1221830],[90236,745657,1224229],[92772,387374,754248],[94587,392075,760922],[94626,260716,761069],[95545,765292,1506467],[95977,396191,568101],[96001,263791,399357],[97045,163487,561494],[97513,570511,1256903],[97586,405657,1012381],[98229,776010,1519493],[99487,780549,1261175],[101506,411038,788392],[101545,275194,788539],[101880,789971,1532494],[104718,286697,811444],[106200,183034,607118],[106985,812056,1565589],[107009,603164,1819358],[107577,428883,815017],[108494,290660,819930],[108659,432469,433022],[109579,614487,1064874],[110259,294643,294693],[110609,437625,832468],[110742,828379,1322915],[112695,833447,1589031],[114572,446111,634235],[114930,839654,1334098],[116731,451084,641274],[116755,306071,459196],[117458,634122,1342949],[117531,457675,1094017],[118174,849868,1606055],[119432,854407,1347221],[120841,461021,862975],[123000,465994,865665],[123039,317951,865812],[125905,128325,473265],[126843,205957,652804],[128553,481188,1129217],[128949,486463,893289],[131592,334646,894985],[132996,899032,1660003],[134254,903571,1402071],[134278,683372,1915650],[134458,487889,494496],[136647,912993,1673004],[137394,229821,703192],[137467,351833,925782],[141387,512601,930351],[141426,354383,930498],[142777,516717,517349],[142801,357458,357934],[143942,360030,520829],[144688,521769,947996],[144704,361524,361579],[147238,722606,1457212],[148403,240488,724563],[149472,369301,369351],[149822,531675,737273],[149955,955662,1464571],[150789,245727,246203],[151908,960730,1728300],[152944,539097,1213522],[153340,544372,971408],[155983,380729,973104],[157015,382705,382755],[157365,548035,980597],[157856,256101,256577],[159451,981576,1749146],[161328,164214,556521],[163511,163526,394133],[164287,258166,756353],[166724,570348,1005416],[168229,271055,780930],[171701,570624,579964],[172059,1018384,1530474],[173860,577663,584937],[173884,407178,413096],[175303,1028598,1797882],[176561,1033137,1543597],[176585,798755,2043788],[177129,286347,602449],[177525,426272,810741],[180168,424976,1044542],[186387,436859,436922],[188998,620296,1326338],[189839,190315,622290],[190388,298632,833651],[191904,625183,846853],[191920,445909,445964],[193137,304677,305230],[196024,633959,1087052],[197529,311295,854788],[200823,642898,1102555],[200839,460819,460874],[201503,316557,317110],[203373,862862,1619970],[205607,209079,468596],[206448,206924,322699],[208043,1115289,1883970],[209475,319247,652101],[212118,480024,1127663],[213861,333805,674756],[217965,489827,489877],[218315,668297,678346],[218448,1141933,1659801],[219282,339394,339870],[220401,1147001,1914571],[224461,224476,501255],[224844,351849,702990],[232004,232019,514659],[235704,360662,942946],[238921,722443,1197138],[239585,240138,528085],[240534,365937,723860],[242275,530909,530972],[243669,372674,373306],[248472,379888,743732],[252649,547269,547332],[253411,386078,386710],[255260,751466,1489856],[258182,262286,556319],[258846,259399,392739],[267889,405673,780728],[272644,772995,783823],[272660,579762,579817],[273877,411702,412255],[278269,278745,418320],[287188,287664,429724],[288783,1307116,2062700],[292843,292858,613877],[293703,436495,826686],[298016,298648,622088],[308129,457691,854586],[315893,862699,1359510],[320009,320641,471969],[335942,677580,677643],[337336,493200,493832],[342139,342692,500414],[352513,353066,513265],[415154,415786,591544],[427034,427666,605822] ] cell #1022 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [9605],[9850],[12982],[13099],[15375],[16090],[19956],[21285],[21402],[21939],[23104],[23221],[24182],[28577],[31393],[31771],[32241],[33837],[35166],[35283],[38379],[38496],[39033],[41276],[44235],[44834],[45465],[45508],[46089],[49916],[50294],[54165],[54543],[55013],[56148],[57938],[58055],[60958],[61862],[62619],[68348],[69578],[69621],[73831],[74430],[75061],[75104],[75685],[76691],[77161],[79512],[79890],[83355],[85122],[89832],[91645],[92549],[92592],[98564],[99468],[100225],[102464],[103095],[103138],[103719],[105954],[107184],[107227],[108814],[111218],[118509],[119413],[121602],[128079],[130155],[130848],[131742],[131922],[134992],[136297],[138445],[139349],[139392],[142976],[143019],[154546],[155239],[156133],[157974],[165265],[166169],[166212],[167221],[168347],[169466],[170572],[170615],[174229],[178731],[179424],[184873],[191031],[196521],[197647],[198766],[199872],[199915],[210681],[211374],[212488],[213053],[213694],[215373],[226467],[227586],[228735],[239418],[241337],[247099],[247664],[248305],[249984],[257293],[263909],[265028],[266177],[266325],[266332],[267180],[267438],[282076],[283755],[297307],[297872],[299795],[306565],[306572],[307420],[307678],[316390],[318309],[325277],[326956],[328760],[329688],[346369],[346627],[360820],[364424],[364431],[367196],[374843],[375771],[385369],[385934],[387857],[395482],[395740],[420018],[421124],[436278],[440537],[443101],[443359],[460115],[463719],[463726],[475066],[476172],[521089],[521560],[523659],[528402],[537409],[546688],[550947],[610025],[615166],[616990],[627073],[642218],[684080],[716328],[718971],[729223],[785713],[839236],[898652],[1017966] ] cell #1023 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [139302,923089],[142929,710229],[166122,1003117],[170525,781130],[177408,1036153],[183797,819274],[199825,854988],[209358,1119274],[213006,886596],[214140,1131736],[216721,894329],[224981,1160452],[232917,710352],[239864,1198394],[247617,964715],[248751,1216041],[251332,972448],[262423,1245773],[266390,1004782],[267698,1006672],[268026,1258568],[271265,781253],[285103,1043886],[297825,1070871],[298153,1326967],[304956,1338774],[306630,1086418],[307938,1088308],[308266,1344614],[311505,855111],[316836,1360766],[328304,1127007],[329746,1129846],[330333,887770],[342418,1411271],[346887,1162342],[350454,923212],[361666,1452847],[364489,1196504],[372811,1468623],[375829,1214151],[376416,965889],[385887,1230226],[386215,1490485],[393018,1502292],[396000,1247663],[399567,1003240],[411981,1535150],[415291,1540990],[420076,1289961],[420663,1037327],[443619,1329977],[446051,1594129],[460961,1615605],[463784,1358876],[472106,1631381],[475124,1376523],[475711,1120448],[493337,1663853],[513544,1697522],[528460,1459983],[529047,1200688],[556461,1754244],[579904,1785956],[605959,1823208],[615224,1583186],[622230,1845047],[703132,1940515],[780870,2023777],[854728,2099911], [21030,374916,963947],[30094,440610,1070103],[38124,328833,885828],[42824,522167,1192393],[45418,534660,1207596],[45501,372483,1208364],[48617,551020,1229458],[52866,401130,1005904],[60117,437307,1321832],[62848,625581,1332773],[63353,448874,1336884],[65442,453148,1087540],[66937,643296,1354765],[69531,655789,1369968],[69614,471778,1370736],[72420,481596,887579],[75014,681331,1402826],[75097,493009,1403594],[78213,502693,1161574],[85690,531357,1463488],[88421,539505,965698],[90804,547717,1485350],[91181,748102,1486415],[92502,753660,1492727],[92585,554029,1493495],[93535,756751,1496291],[94040,559284,1500402],[96129,563558,1246895],[97723,401253,774828],[100454,784221,1529149],[100959,582727,1533260],[103048,587001,1279367],[103131,414963,1280135],[104543,594218,1037136],[107137,814429,1566344],[107220,605631,1567112],[112901,834049,1589890],[113396,622490,1329209],[115897,629243,1081757],[117668,453271,848686],[120279,857423,1614954],[121051,644383,1616566],[122671,649589,1622741],[123937,652486,1626246],[124314,869421,1627311],[126668,660634,1120257],[132490,678028,1658718],[135221,686176,1151969],[135726,496355,1409381],[136290,344999,1158719],[137604,502816,916787],[137981,695043,922233],[139385,700700,1688725],[140335,926180,1691521],[140840,705955,1695632],[143012,516526,1442893],[144513,717167,1452196],[145647,945465,1714406],[147851,724245,1718978],[148228,724900,1200497],[151402,534783,959548],[152114,961332,1729159],[156488,974181,1742959],[156719,746394,1743301],[157650,548968,1744870],[161538,757838,1755205],[162653,760413,1241112],[164424,563681,996815],[164801,766596,1002261],[166205,772253,1773030],[170030,1012779,1781717],[170608,577472,1526353],[173026,787883,1273584],[174797,587124,1027416],[176014,418530,1033841],[178180,595197,807439],[179800,808229,1814568],[181066,811126,1818073],[181443,1048151,1819138],[184302,608977,1572899],[184866,435329,1318834],[185650,826052,1582844],[186958,827942,1326742],[187286,1066741,1840354],[187517,829116,1840696],[190525,622613,1074115],[192863,1078548,1850085],[194282,449461,1081948],[195067,844510,1854657],[195444,845165,1096157],[199330,1094415,1864838],[199908,641083,1612915],[204363,865156,1362869],[206242,653737,1879694],[207537,655912,1114107],[210130,661613,883573],[211750,884363,1896204],[213687,487034,1394744],[216344,893674,1905249],[216953,675131,1655213],[219895,681454,1145819],[220607,1147603,1915430],[222106,496942,1152160],[225212,915823,1929572],[226143,504193,699979],[228728,355373,1179565],[230031,927267,1941476],[231146,929842,1436342],[233294,936025,936955],[234134,520093,1189511],[235166,716396,716399],[236079,943575,1456635],[236666,718341,1197457],[242846,955225,1213926],[243174,1204234,1970974],[243405,956399,1971316],[245997,734463,1975667],[246413,734846,973427],[248298,544943,1481550],[250955,971793,1985277],[251564,744107,1740534],[253220,976071,1490260],[256787,753783,1233470],[260544,559871,1241303],[261706,266170,993294],[262654,995851,2007691],[263585,565058,771532],[266977,773864,1775013],[267108,576164,1524463],[268257,1007846,2019426],[273603,1270375,2028815],[275022,583314,1273775],[275807,1023240,2033387],[276184,1014521,1023895],[280070,1286242,2043568],[282069,426843,1301611],[285335,430410,1053832],[286982,812377,2058424],[288277,814552,1305934],[290488,609564,1312275],[290870,820253,821115],[294105,827171,827174],[294228,616120,616188],[298384,1072045,2081884],[301171,1076658,1342372],[301758,838606,1087371],[305865,632461,856488],[307217,847722,1858134],[307348,639775,1611025],[308497,1089482,2095560],[313051,1098134,1619393],[313638,858597,1359829],[317779,650176,1363060],[319818,325270,1109784],[323385,328536,875102],[328956,668094,1647296],[329623,674218,1393973],[334474,675718,1395918],[336513,1129621,1141496],[336841,1399464,2140403],[337072,1142670,2140745],[339664,903892,2145096],[340080,895308,904275],[344622,1158064,2154706],[346166,510346,1173006],[346297,509759,1431243],[354211,706542,1436533],[357252,711729,712517],[361070,718080,718150],[365076,948865,1965065],[366508,367189,1199514],[368763,954454,954457],[368886,728353,728421],[371051,536160,536948],[373042,1209538,2198622],[375039,737070,1732617],[375706,743194,1480779],[380557,744694,1482724],[382167,975300,975303],[382290,747290,747358],[383667,552520,553308],[386446,1231400,2214982],[389233,395410,1236013],[389820,395279,986735],[393927,393961,763631],[400274,773673,1517439],[402630,576751,1264978],[408196,1256326,1268485],[408783,1005735,1017336],[412890,782630,791101],[415522,1281309,2254200],[418114,1033458,2258551],[419286,602034,1047339],[419953,601911,1300840],[424804,808816,1559436],[440733,832265,1843276],[442110,442898,1073151],[442311,443029,1328087],[445455,838345,838415],[447296,630222,631084],[452292,847531,1604001],[454648,640362,1351024],[460365,858336,858406],[461344,647937,648799],[464371,1103424,2107024],[468058,475001,1109013],[468181,474334,868609],[469558,470346,657289],[472337,1371910,2321850],[479852,884950,1645482],[482575,674341,1137111],[489289,1140725,1140728],[489412,897782,897850],[491577,682831,683619],[493568,1404768,2345293],[501049,501083,914123],[501837,702536,1172745],[514453,514487,933060],[521355,521423,1452066],[525829,948674,1717169],[526808,527670,950840],[527547,528337,1198743],[532942,732937,733867],[540484,743317,1221416],[548372,751874,752804],[551143,980394,1992833],[555865,562702,986474],[556844,557706,761392],[571815,780274,1264717],[579308,1017075,1017145],[581149,788862,789724],[588501,589289,799002],[603411,604199,815929],[606190,1568286,2455703],[613671,613705,1063680],[614963,615033,1321063],[620704,621634,1072890],[635426,854132,1350763],[646958,1103233,1872839],[653141,654071,873193],[679613,902366,903296],[687155,688017,912746],[703515,704377,930821],[794066,794996,1032862],[811781,812711,1051923] ] cell #1024 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [22851],[29878],[42797],[45202],[48401],[48482],[60083],[62821],[66910],[67169],[69315],[69396],[74798],[85656],[86375],[87390],[87471],[90770],[93508],[93767],[100427],[106921],[107002],[112874],[114012],[115151],[116402],[123903],[124622],[132456],[133175],[134190],[134271],[140308],[140567],[146202],[147817],[148895],[149176],[150583],[159630],[161907],[170003],[171141],[172280],[173531],[175482],[176497],[176578],[181032],[181751],[187868],[188149],[199303],[202337],[203952],[206718],[214695],[216310],[217388],[217669],[219076],[221718],[222857],[224108],[228123],[230400],[233602],[249306],[250921],[254130],[254411],[256371],[265565],[268608],[268889],[270019],[271615],[276851],[277132],[278539],[283077],[284692],[287458],[291239],[308848],[309129],[310259],[311855],[326278],[327893],[329600],[332675],[332956],[334822],[343803],[347797],[348078],[349208],[350038],[357728],[367644],[375683],[378758],[379039],[380905],[396910],[397191],[398321],[399151],[400192],[401033],[403171],[406972],[423005],[423286],[434133],[441377],[443897],[444178],[452210],[453051],[455189],[458990],[466939],[478053],[478334],[480457],[480598],[482355],[504734],[508535],[521713],[525747],[526588],[538366],[538507],[540264],[551787],[554307],[554588],[565599],[569400],[569708],[570817],[594977],[597189],[614809],[619565],[619706],[623743],[633319],[634428],[642842],[646876],[647717],[661393],[663605],[668473],[694045],[716728],[719595],[721803],[725659],[735976],[737449],[745979],[750735],[750876],[765598],[801571],[822245],[828701],[834793],[839860],[856984],[862059],[877705],[905405],[943268],[945026],[951287],[955984],[1018590],[1065255],[1078109],[1142255],[1190978],[1269936] ] cell #1025 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [191158],[193487],[208581],[236261],[237527],[243653],[259749],[261648],[271898],[274227],[280402],[289321],[294312],[301353],[302619],[313233],[314330],[314499],[317460],[319789],[320625],[323003],[329928],[331194],[337320],[343042],[344941],[353416],[355315],[359591],[366479],[368970],[372454],[376011],[377277],[382374],[383262],[386694],[389415],[390512],[390681],[401337],[408378],[409644],[414934],[415770],[420258],[421355],[421524],[426814],[427650],[430028],[435271],[442493],[449056],[450864],[453355],[459957],[461428],[465232],[468265],[469153],[471749],[475306],[476403],[476572],[487005],[489496],[492980],[496537],[497803],[502900],[503788],[509941],[511038],[511207],[516497],[519711],[523501],[527754],[528642],[529197],[534867],[536543],[537640],[544914],[546905],[554000],[556928],[559466],[563765],[564653],[576346],[577443],[582909],[584717],[587208],[592877],[595281],[602118],[603006],[605602],[610256],[615243],[616375],[617207],[622697],[626915],[630835],[631168],[632056],[639957],[641054],[641958],[648550],[649771],[655996],[658769],[661697],[674425],[681538],[683214],[684311],[687768],[691585],[700671],[703599],[706137],[711324],[716417],[718138],[718360],[718711],[728608],[729440],[732995],[734930],[743401],[747545],[751932],[753867],[762005],[772224],[785555],[789475],[789808],[790696],[794124],[798597],[799694],[814636],[817409],[820337],[826043],[827192],[827727],[838403],[838625],[838976],[843186],[858394],[858616],[863177],[873251],[898037],[898869],[902424],[904359],[907996],[912830],[931434],[941653],[943566],[954475],[955010],[975321],[975856],[991315],[1017133],[1017355],[1017706],[1021916],[1051981],[1076649],[1098125],[1140746],[1141281],[1177586],[1268476], [15845,876732],[20451,949235],[28332,800598],[29713,1066181],[31888,1082318],[34332,1103794],[37545,888140],[42766,1192411],[45037,1203674],[47212,966259],[48236,1225536],[50411,1241673],[52485,775847],[54660,1274145],[57104,599085],[62790,1332791],[63453,1081967],[65061,849705],[66879,1354783],[67269,1356090],[69150,1366046],[71325,665501],[72362,670172],[74633,1398904],[76808,1152530],[77832,693576],[80007,1436903],[84524,1459423],[86344,1207614],[87007,960567],[87760,744844],[88363,739148],[91123,1486433],[93477,1496309],[93867,1497616],[94140,1241322],[95748,765129],[100396,1529167],[101059,1273794],[102667,1028435],[104485,593810],[104875,424485],[106756,1562422],[108931,610425],[112843,1589908],[113233,833284],[114081,847741],[115839,843767],[116502,1600705],[122771,1363079],[124256,1627329],[124591,1369986],[125254,1115126],[126610,660226],[127000,479533],[131324,1654653],[133144,1402844],[133807,1146838],[134560,675868],[135163,908577],[135826,1152179],[137923,507220],[140277,1691539],[140667,1692846],[140940,1436552],[142548,710436],[145072,1714424],[146271,948884],[148170,723502],[148792,963965],[150617,959735],[152056,1729177],[152446,546148],[155715,1739974],[159599,1492745],[159989,981413],[162595,991896],[164743,568085],[169972,1781735],[170362,781337],[171210,773883],[172968,1022497],[173631,1792532],[175451,1279385],[176114,1033925],[179900,1559455],[181385,1819156],[181720,1566362],[182383,1306953],[183739,609159],[184129,433372],[184402,1312294],[186929,832452],[187765,1070121],[192288,1850103],[195386,641258],[199272,1864856],[199662,855195],[201207,1614972],[202406,1103443],[204305,863758],[206752,1114294],[211850,1645501],[213565,1900695],[214764,887789],[216663,675313],[217053,1395937],[217285,885846],[219110,1146006],[220549,1915448],[220939,488239],[223545,913718],[224208,1926245],[228092,1687975],[228482,923296],[231088,1178167],[233236,517333],[233571,1442143],[234234,1189595],[242817,737257],[248176,1980723],[249375,965908],[251274,744289],[251664,1482743],[253191,980581],[254027,1229476],[256405,1233657],[265534,1772280],[265924,1003324],[267669,775015],[267745,1264997],[268505,1005922],[271584,1525603],[273028,2028833],[276126,577647],[278573,1027603],[280012,2043586],[281947,1806799],[283146,1037346],[285045,808411],[285435,1053916],[287492,1306121],[291927,1063275],[304381,2090245],[307909,848873],[307985,1351043],[308745,1087558],[311824,1612165],[325148,1888435],[326347,1120467],[328246,884545],[328636,875186],[329569,1647444],[329681,1393994],[336484,668281],[341843,2150152],[346858,916974],[346934,1173025],[347694,1161592],[350072,1428887],[350773,932655],[357762,1183273],[367067,1966001],[367713,1200707],[375652,1732765],[375764,1480800],[392443,2223343],[395971,997002],[396047,986754],[396807,1246913],[399185,1515693],[399886,763226],[400332,1517460],[401057,1524454],[407006,1266129],[411406,2248885],[419899,1047594],[420011,1300861],[441346,1843424],[443590,1074302],[443666,1073170],[443794,1329227],[452350,1604022],[453075,1611016],[459024,1352175],[466362,2107960],[474947,868864],[475059,1109034],[480607,1647287],[483188,1137366],[501895,1172803],[502620,1431234],[512969,2370014],[521610,1452214],[525887,1717190],[527421,951095],[528395,1198764],[538516,1732608],[541097,1221671],[551756,1992981],[562760,986532],[563485,1236004],[571873,1264775],[593229,1301396],[615021,1321084],[619715,1843267],[620762,1072948],[622417,1328078],[635484,1350821],[647016,1872860],[659645,1109569],[669591,1394529],[716952,1452057],[722921,1199299],[738567,1481335],[750885,1992824] ] cell #1026 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [78862,700134],[80661,356706],[81065,515960],[96778,771687],[99278,406426],[99771,576906],[104273,801281],[108204,431909],[119223,458444],[119716,640517],[126398,877415],[128857,668183],[129360,482296],[129711,888823],[131029,487329],[137031,915091],[139159,507989],[147555,949918],[153248,737159],[153751,540205],[154102,966942],[155420,545238],[163851,995119],[165979,568854],[166703,773132],[167692,571532],[167866,1007114],[177936,594918],[179605,599951],[189302,832354],[189476,1071313],[194771,1083001],[196003,846990],[196992,635143],[197166,1088750],[203690,1104477],[209886,661334],[211555,666367],[213176,668445],[222595,1153213],[225812,694760],[236414,1192618],[238900,948133],[240945,725600],[245364,1208806],[247787,737421],[255564,980483],[255738,1230668],[261033,1242356],[263254,766313],[275511,1274828],[277906,1280577],[281558,801543],[299616,835508],[301506,1332998],[313386,1354990],[315872,1102692],[322336,1371178],[324759,877677],[339031,1404036],[354700,1437586],[366678,951259],[389568,1496516],[408531,1529374],[429361,1567554],[436653,1065081],[442646,1590115],[510094,1691746],[576499,1781942],[640110,1865063], [9008,245190,732654],[14140,303992,842040],[16168,322162,872910],[17857,338857,902083],[21105,369128,953694],[21509,371917,958798],[23768,387678,983637],[24262,392054,990169],[26627,411017,1020770],[27340,277732,793783],[28655,429187,1051640],[30169,294470,1068220],[31161,445735,1075870],[34670,465973,1105818],[34986,468423,1108253],[35390,471212,1113357],[38199,489654,1139965],[38603,492443,1145069],[39537,341454,906850],[39746,223913,691909],[40862,508204,1169908],[41356,512580,1176440],[42069,356921,935742],[43407,361350,1194596],[43667,527912,1195743],[44646,247051,964010],[48003,547063,1224436],[48692,382532,1227575],[49266,553463,1232720],[49684,556145,1235225],[51909,569069,1255229],[52941,167477,571416],[53792,406641,1014238],[53933,579588,1267697],[55314,277517,793667],[55718,414397,1026666],[55949,176352,592297],[57442,599826,1297645],[57758,602276,1300080],[58162,605065,1305184],[59096,431784,1056407],[59305,292295,825007],[60593,617365,1323122],[60770,297259,1070166],[61139,621914,1325073],[63691,631326,1336123],[65517,196777,635027],[66368,458659,1095874],[66667,642641,1353893],[67520,460645,1356968],[67780,461586,1358115],[71663,666242,1384207],[73003,213301,669105],[73141,487059,894046],[73263,674583,1390973],[73481,338642,901967],[74062,487204,1137530],[74242,212440,885891],[76081,341579,907510],[76131,222244,686876],[77599,693734,1419666],[78288,225597,694644],[79139,355683,708269],[79280,702816,1430455],[81296,234472,715525],[82911,719394,1454001],[86166,729598,1464778],[86712,734147,1466729],[89004,247912,738081],[89142,544968,972165],[89264,743559,1477779],[89482,244975,732538],[90063,545113,1221835],[90231,745662,1484328],[91280,383415,1486640],[91457,385321,1229521],[91826,548652,1488591],[94378,557086,1499641],[95515,765287,1506472],[96204,263039,766197],[97055,262016,561598],[97479,570506,1256908],[98199,776005,1519498],[98318,576098,1012386],[98376,267132,774078],[98745,780554,1521449],[99018,411142,1021430],[99068,275160,788583],[101297,789966,1532499],[105126,281683,802203],[105264,426868,811498],[105386,282332,599197],[105604,428972,1051524],[106185,289559,607207],[108254,290626,819974],[110737,828384,1584694],[112665,833442,1589036],[113471,299401,835392],[114889,839659,1595283],[117424,634117,1342954],[118144,849863,1606060],[118263,639709,1094022],[118321,307372,847936],[118690,854412,1608011],[118963,304117,842700],[119013,194420,629943],[124413,469306,1627536],[124959,653421,1629487],[127251,324884,878337],[127389,319843,652858],[127511,325533,665613],[127729,321947,872794],[128310,208819,473354],[128642,667960,1129222],[129827,674149,893294],[131079,334612,895029],[132966,899027,1660008],[133512,903576,1661959],[136064,912988,1673009],[137360,352331,703236],[138080,226315,507718],[138199,509693,925787],[138257,346321,916037],[138626,347182,699403],[138899,512705,1177100],[138949,354349,930542],[141178,703757,1694871],[145186,361770,948996],[147204,722601,1457217],[148538,366803,951919],[148676,366533,724617],[149950,955667,1723963],[151878,960725,1728305],[152213,536696,1729384],[152684,374059,744956],[153033,736936,1213527],[154218,743125,971413],[155470,380695,973148],[159421,981571,1749151],[160227,387463,983521],[164180,258664,556565],[164900,263757,568583],[165019,389167,756358],[165077,395434,996065],[165446,396295,770956],[165719,392179,990829],[165769,260682,761113],[166828,773534,1005421],[168195,406155,780974],[172018,1018389,1787110],[175273,1028593,1797887],[175819,1033142,1799838],[177218,426384,602543],[178403,601842,810746],[179655,424942,1044586],[181542,603159,1819363],[182088,812061,1821314],[184640,432558,610537],[186499,294737,437563],[186983,437679,1071005],[189087,832131,1326343],[189805,299130,622334],[190785,442245,833656],[190843,443053,1073365],[192402,446155,847853],[195543,306037,641756],[195754,451188,855912],[196128,847392,1087057],[197495,458173,854832],[201321,461065,1103555],[203339,862857,1619975],[204673,466098,1106478],[204723,317917,865856],[208013,1115284,1883975],[209168,319359,468690],[210353,467989,652106],[211605,479990,1127707],[213950,486575,674850],[218443,1141938,1910234],[220371,1146996,1914576],[220706,683367,1915655],[221177,494585,675980],[223963,345098,501221],[224948,509770,703099],[233393,357424,517831],[233939,516821,711941],[235798,521289,942951],[235901,521512,1191521],[236013,521774,1196443],[236090,361633,522434],[239025,948535,1197143],[239674,366049,528179],[241009,527478,723865],[242387,369395,531613],[242871,531729,964849],[244151,245693,373788],[248561,544484,743826],[252761,382799,547973],[253245,548089,1230360],[253893,256067,387192],[255349,980260,1489861],[261805,262066,394099],[262390,389244,556428],[267993,576175,780837],[273142,580008,773995],[276283,413062,578145],[276494,585041,782054],[278235,416268,592026],[280169,798750,2043793],[288753,1307111,2062705],[292345,435428,613843],[293306,614492,1320810],[293812,614894,826691],[294036,436927,615438],[298120,442322,622197],[301105,625188,1086357],[301182,446018,625848],[302731,304766,450434],[308233,639786,854695],[312985,642903,1358815],[313062,460928,643563],[313900,316646,465344],[315997,1103094,1359515],[320491,321123,322665],[336054,489921,678284],[336538,678400,886730],[337818,339360,494314],[342228,497915,691155],[355472,355733,514625],[360035,360085,716462],[368694,530977,727671],[370475,372778,536372],[382098,547337,746608],[383091,386182,552732],[390082,390793,392828],[408130,783828,1004721],[408207,579871,784488],[409756,411791,584287],[415258,588713,798426],[427516,428148,429690],[468982,469770,472073],[489220,677648,897100],[491001,493304,683043],[510608,511319,513354],[602835,603623,605926] ] cell #1027 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [23275],[33978],[35337],[46143],[47845],[47879],[48369],[50057],[58109],[60435],[60469],[64192],[66525],[68793],[69283],[75739],[79653],[82769],[83559],[85370],[86008],[86042],[87358],[93123],[101798],[103773],[106399],[106889],[111466],[111751],[113951],[114747],[115537],[121806],[130359],[132170],[132808],[132842],[134158],[136565],[139923],[146141],[148890],[150679],[150964],[154750],[158222],[158507],[162293],[168595],[168880],[171080],[171876],[172666],[174477],[176465],[178935],[187863],[197895],[198180],[202276],[206814],[207099],[210885],[214634],[215621],[217383],[219172],[219457],[221657],[223243],[226715],[227000],[230786],[246765],[249245],[250232],[254125],[256467],[264157],[264442],[268603],[269958],[276846],[278635],[278920],[283016],[284003],[287554],[287839],[291625],[300043],[301027],[306246],[308843],[310198],[326217],[327204],[332670],[340432],[343899],[347792],[349147],[350134],[357824],[358109],[363557],[367583],[367898],[368665],[378753],[388105],[396905],[398260],[399247],[403166],[407068],[408052],[413271],[423000],[434229],[438883],[439650],[443892],[444384],[444388],[455184],[459086],[462852],[466878],[478048],[484083],[488424],[489191],[504729],[508631],[521708],[523828],[523832],[529834],[541992],[549293],[550060],[554302],[565594],[569496],[572736],[578237],[578241],[596705],[597184],[614662],[617536],[623738],[636347],[642837],[644957],[644961],[663121],[663600],[670503],[676505],[695964],[716583],[719590],[726525],[735971],[739479],[745832],[748706],[767517],[803601],[822240],[828554],[835782],[839855],[856839],[879735],[905400],[943341],[944881],[952327],[955837],[1018585],[1065327],[1077964],[1142108],[1190976],[1269791] ] cell #1028 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [303215],[323492],[370398],[391277],[393770],[410240],[418637],[430517],[444470],[444666],[447104],[465828],[467843],[469693],[490924],[498399],[500892],[511803],[514296],[520200],[523914],[524110],[525540],[530131],[552655],[555076],[557514],[578323],[578519],[580957],[586786],[588636],[601696],[603546],[613514],[617833],[618925],[628954],[642418],[645043],[645239],[646669],[648607],[651260],[657825],[670585],[670781],[672211],[673141],[676802],[685387],[687825],[701747],[704185],[710014],[719171],[720989],[731158],[739561],[739757],[741187],[742117],[746064],[749003],[750095],[760124],[776473],[777565],[778555],[779985],[787594],[792185],[803683],[803879],[805309],[806239],[809900],[816465],[828786],[839436],[841254],[850331],[851423],[852413],[853843],[856718],[861245],[871414],[879817],[880013],[881443],[882373],[890418],[891458],[900587],[910616],[918432],[919524],[920514],[921944],[929553],[940709],[944760],[952409],[952605],[956069],[963715],[968537],[969577],[984561],[989383],[998460],[999552],[1000542],[1001972],[1018166],[1019984],[1030153],[1032573],[1034966],[1039975],[1041015],[1050144],[1060173],[1065409],[1066573],[1074720],[1077843],[1083197],[1085688],[1104673],[1107164],[1118274],[1123096],[1124136],[1142340],[1149986],[1153409],[1154808],[1175654],[1185823],[1188243],[1191042],[1192786],[1192946],[1204066],[1208976],[1212213],[1225928],[1230838],[1234075],[1242552],[1269670],[1275024],[1277515],[1280747],[1310101],[1314923],[1320529],[1321546],[1322144],[1333166],[1333326],[1338190],[1355158],[1355318],[1360182],[1371348],[1399296],[1404206],[1407443],[1410687],[1437782],[1452505],[1463202],[1463800],[1485064],[1485662],[1501708],[1529542],[1529702],[1534566],[1567724],[1593787],[1615263],[1658432],[1659030],[1696938],[1785614], [68759,1118569],[83525,1197689],[106365,1035448],[110479,1322025],[115503,1338069],[121158,1616759],[121772,1360061],[130325,1131031],[144786,1452786],[149692,1463681],[154716,1215336],[157235,1485543],[157493,1744809],[161645,1755398],[162259,1501587],[167608,1007516],[172632,1534445],[178287,599681],[178901,807247],[192002,1594068],[193357,1337573],[195174,1854850],[196908,1089152],[200921,1615544],[205827,1626439],[206085,1879633],[210237,666097],[210851,883381],[213279,888600],[218185,1658911],[223209,1410566],[225728,915493],[225986,699326],[230138,1941669],[230752,1696817],[240358,1719171],[243751,1467511],[245106,1209208],[245840,1975606],[246520,745440],[246731,973235],[247890,966719],[258264,1754183],[259619,1501091],[263170,995521],[263428,770879],[272742,1785895],[274097,1533949],[275914,2033580],[277648,1280979],[281661,801058],[286567,1818266],[286825,2058363],[290977,611021],[291591,820923],[298730,1844986],[299532,1071715],[300831,2086808],[300993,1087107],[304095,1082778],[305708,855835],[317330,1623430],[320723,1630269],[322078,1371580],[324862,877192],[334025,1905442],[337418,1662741],[338773,1404438],[339507,2145035],[340187,676464],[340398,895116],[341557,1152990],[342912,1410070],[344729,2154899],[351931,1940454],[353286,1696321],[356837,934144],[357095,711864],[363361,1962564],[363523,1197193],[366781,949695],[367964,1213039],[368548,964702],[370799,1208351],[380108,1985470],[386792,1750778],[387594,1231070],[392157,1242133],[405755,2023716],[406557,1011600],[407856,2245448],[408018,1005471],[411120,1274605],[412733,781977],[415868,1539878],[417223,1285063],[417957,2258490],[424355,1815257],[427748,1822096],[429103,1567956],[431887,818485],[433242,1573588],[438949,1325855],[439533,1070858],[457773,2099850],[458575,1093236],[462656,1868307],[462818,1359565],[466076,1104254],[470094,1370723],[479403,1896893],[483887,2131993],[484049,1130535],[487307,892550],[488109,1655902],[488490,1128734],[489074,886583],[491325,1403581],[496015,2350217],[499279,1156940],[507318,1937049],[508120,1167270],[512683,1437363],[517431,1702250],[518786,1447821],[541796,2203546],[541958,1214840],[545216,970669],[546018,1741223],[549359,1489373],[549943,1230213],[553056,1493482],[568183,2015168],[568985,1252591],[572802,1257456],[573386,1006659],[573503,1782270],[575036,2433179],[577745,1782490],[589037,1280122],[596509,2047037],[596671,1290650],[599929,1042107],[600731,1570961],[603947,1567099],[611901,1317055],[636413,1343502],[636997,1088295],[637114,1865391],[638647,2299326],[641356,1865611],[662925,2120895],[663087,1377212],[666345,1125228],[667147,1374585],[668379,1898908],[670499,1904963],[696030,1420214],[696614,1162329],[696731,1692074],[698264,2532474],[699727,1688712],[700973,1440273],[712265,1442880],[726329,2191008],[726491,1460672],[737355,1978936],[739475,1984991],[767583,1507020],[768167,1247650],[768284,1496844],[769817,2411948],[771280,1773017],[772526,1245043],[773302,2017702],[776176,2023435],[782378,1526340],[801477,1562814],[803597,1817787],[832550,2081033],[835848,1590663],[836432,1329964],[836549,1590443],[847160,2093836],[850034,2099569],[856236,1612902],[866585,2314236],[877611,1366438],[879731,1625960],[886012,2130416],[889019,1655045],[915261,1691914],[918135,1940173],[943407,1712637],[948303,2190135],[950114,1459815],[952323,1718692],[964131,2201969],[967138,1740366],[980679,2214131],[995289,1496684],[998163,1753902],[1007284,1782110],[1035569,1818385],[1065249,1838972],[1070287,2291673],[1071483,1590283],[1074423,1844705],[1088920,1865231],[1102862,2313363],[1118690,1626558],[1131152,1905561],[1191640,1960987],[1197810,1719290],[1215457,1985589],[1229642,2404295] ] cell #1029 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [119908],[121216],[144787],[145276],[157494],[161703],[186511],[192003],[192492],[193326],[195232],[200922],[201411],[206086],[230196],[242399],[243752],[245841],[252773],[258265],[258754],[259588],[272743],[273232],[274066],[275972],[279326],[286826],[298731],[300832],[302743],[305138],[317299],[319371],[320724],[336066],[337419],[339508],[342881],[344787],[351932],[352421],[353255],[358515],[363362],[366061],[368421],[386793],[390805],[405756],[407857],[409768],[412163],[415869],[417958],[424324],[425154],[426396],[427749],[433211],[439406],[444501],[457774],[462657],[465356],[479372],[480202],[483888],[486587],[488078],[488947],[496016],[497927],[500322],[502598],[507319],[511331],[517432],[523945],[541797],[544496],[545987],[549816],[563463],[568184],[572576],[573259],[575037],[577746],[578354],[586659],[593148],[596510],[599209],[610549],[621465],[636187],[636870],[638648],[641357],[645074],[659564],[662926],[665625],[668380],[669510],[670616],[673014],[675992],[685222],[692861],[696487],[698265],[722840],[726330],[737356],[738486],[739592],[741990],[744968],[764414],[768040],[769818],[773229],[774007],[775132],[778390],[803714],[806112],[826508],[832551],[832569],[836305],[847087],[847865],[848990],[852248],[866586],[879848],[882246],[885789],[885936],[889514],[920349],[942832],[948230],[949008],[952440],[963908],[964055],[967633],[980680],[984434],[1000377],[1004693],[1039071],[1064469],[1065440],[1070064],[1070211],[1086329],[1102789],[1103567],[1106999],[1122192],[1165287],[1191351],[1196415],[1201353],[1224795],[1229419],[1229566],[1250608],[1320782],[1323481],[1341733],[1353723],[1358787],[1445838],[1453831],[1465137],[1484300],[1538109],[1584666],[1595113],[1660367],[1723935],[1786940],[1910206] ] cell #1030 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80844,232483],[99679,270355],[108435,289870],[119624,310595],[130197,330276],[131533,333303],[139560,349544],[142445,355841],[154588,376359],[155924,379386],[166380,398657],[168680,401724],[170259,404929],[178773,420606],[180109,423633],[197980,453742],[199559,456947],[210723,475654],[212059,478681],[212974,480967],[214298,481479],[226800,503287],[228379,506492],[241379,528990],[247585,538876],[248909,539388],[264242,564152],[265821,567357],[266569,569814],[281356,593589],[282680,594101],[297793,620075],[300128,623084],[306809,633425],[324557,660005],[325881,660517],[331022,669951],[345758,693042],[364668,721909],[365765,723281],[367247,724783],[377105,738927],[385855,751245],[394871,764595],[402222,775313],[436595,826619],[441702,832750],[450150,843546],[454240,849171],[463963,862165],[465060,863537],[497631,908356],[522542,944142],[535752,960033],[552112,980879],[560560,991675],[584003,1022276],[588093,1027901],[625956,1077225],[643671,1098701],[656881,1114592],[682423,1146304],[707231,1177946],[757126,1236580],[784596,1269052],[815521,1306419],[834424,1328654],[926555,1431810],[1013154,1525030],[1094790,1611592], [18710,139472,227225],[24908,166292,264667],[25472,168481,268205],[27865,179782,283413],[32368,199995,306471],[32725,197781,308445],[36247,211732,326614],[36737,329047,480702],[37049,214465,330855],[40201,225160,226601],[40314,227995,348425],[42002,143099,358334],[45588,151189,373174],[45846,250118,372990],[46221,251546,374587],[46404,375130,538611],[46716,249076,376938],[50891,163304,394533],[51248,262602,264043],[51361,265437,397538],[52382,268409,401942],[55140,170695,413496],[55497,174363,415470],[56608,281189,282847],[59019,184284,433639],[61331,440824,619810],[62073,298332,299929],[62661,307160,446196],[63335,193754,449724],[63499,198808,449404],[63880,310029,449983],[64375,311727,451799],[64958,308649,453960],[69701,207324,472469],[69959,327090,472285],[70334,212271,473882],[70829,324390,326048],[75184,219682,493700],[75442,215507,493516],[75817,216935,495113],[76312,221488,497464],[77288,344409,345377],[77729,345478,347598],[80487,231797,515059],[80957,233474,518064],[82419,526111,720145],[83397,361811,365019],[84733,365598,367414],[85256,243353,531554],[85455,375510,531778],[86247,244384,535583],[86472,250317,535254],[86904,378559,535472],[92018,551234,750980],[92672,158732,386578],[92760,386394,387991],[93348,262786,556606],[94022,260016,560134],[94186,265070,559814],[94567,398091,560393],[95062,266133,562209],[95645,394591,396711],[100267,266920,580049],[100941,274494,583577],[101105,169508,583257],[101486,269789,583836],[101981,271487,585652],[102564,276652,587813],[103218,279145,415654],[103476,103851,417620],[107307,288064,606322],[107565,283889,606138],[107940,180321,607735],[109411,292636,434739],[110331,440977,829772],[111352,187465,437504],[111551,437728,441204],[111976,298516,622375],[113130,441422,443698],[113615,452175,625187],[113782,302280,625782],[114397,452574,624598],[115075,309862,629126],[120666,647240,860401],[121644,461106,464314],[122653,202673,464634],[122817,318351,650119],[122980,464893,466709],[123503,324131,652683],[123702,324635,652907],[124494,321356,656712],[124719,327289,656383],[125151,477854,656601],[132056,337020,678225],[132255,329427,678449],[133047,338051,682254],[133272,215706,681925],[133704,332476,682143],[135034,135872,496885],[135708,343309,497205],[136253,136748,499912],[140148,225344,703277],[140822,353683,706805],[140986,227628,706485],[141367,348978,707064],[141862,228691,708880],[143357,143732,519183],[144481,521184,521449],[145805,521773,525712],[145972,237188,522368],[146538,365339,724442],[146737,365843,724666],[148696,369575,727667],[149544,375283,727007],[156667,158108,547914],[157087,551387,977901],[157681,752156,979076],[158307,548138,551614],[159502,254758,551943],[159727,388190,754254],[159886,551832,554108],[160371,394624,756357],[160538,394702,756952],[161153,562984,755768],[161831,397924,760296],[169105,268389,781015],[170744,400157,783827],[170911,409305,784422],[171526,400556,783238],[172204,269622,787766],[174562,175579,587595],[175354,416501,587924],[179946,284513,808759],[180632,280930,811323],[180831,281434,811547],[181623,428381,815352],[181848,284088,815023],[182280,422806,815241],[183610,184448,609507],[184829,185324,612534],[185829,614491,614774],[187669,294917,615434],[188329,441455,833655],[188496,441533,834250],[190140,620986,830947],[198405,308629,854873],[200449,202107,643497],[200616,642313,642578],[201575,648181,1101868],[201940,642902,646841],[203876,466542,865039],[204831,474141,867923],[205679,474578,867263],[206273,873475,1112789],[211896,327714,884893],[215031,330596,893871],[215230,331100,894095],[216131,217099,675661],[217189,490101,897096],[218037,329200,896436],[221321,222781,686059],[228220,349743,923683],[228864,345511,925786],[229031,345589,926381],[229646,502119,925197],[230324,348811,929725],[232682,233699,710823],[235380,360176,716458],[235473,521217,942950],[237355,719066,719331],[238177,526615,950154],[240210,527052,947309],[246028,733219,958230],[249642,376679,971990],[249841,377183,972214],[250742,251710,744637],[251811,253931,746604],[252091,745661,745944],[252384,547005,974748],[253585,748477,1226663],[258918,761636,1239747],[265662,398856,1003711],[269069,401975,1012385],[269236,402053,1012980],[270554,271712,781724],[270880,572097,1009677],[284616,423466,1043769],[285571,419093,1046653],[286419,419530,1045993],[287013,1052205,1304616],[289703,291163,819157],[293466,614821,1064985],[295197,828383,828666],[295490,617307,1067308],[302447,839331,839596],[305302,630466,1080392],[309309,453993,1094021],[309476,454071,1094616],[310794,311952,855582],[311120,635708,1091313],[320183,869796,1367173],[327817,478514,1126890],[329140,480735,1129221],[331844,482382,1136425],[333136,334746,894212],[333877,482819,1133580],[339695,902648,1144501],[346051,502212,1161019],[352585,931065,1434977],[369855,955666,955949],[370148,729540,1204801],[373480,961707,1470310],[375223,538644,1213526],[377927,540291,1220730],[379219,380829,972331],[379960,540728,1217885],[395164,563077,1246340],[400491,569861,1256812],[400649,400957,1005349],[402515,572190,1259135],[409472,1018061,1018326],[412327,789106,1272219],[418145,794348,1283140],[427208,1048526,1563549],[440917,619843,1326342],[441995,621079,1327534],[452509,633472,1342858],[452667,452975,1086985],[454533,635801,1345181],[490381,1141937,1142220],[490674,898969,1400031],[494006,1147978,1665540],[500486,687399,1413115],[526046,721956,1457121],[526204,526512,1197071],[536045,733312,1469190],[551327,751013,1489860],[552405,752249,1491052],[588386,794441,1541557],[591718,1286617,1803419],[647175,862212,1619879],[647333,647641,1359443],[657174,873568,1631948],[682716,902741,1664420],[815814,1052298,1823775] ] cell #1031 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [142514,356101],[170328,405189],[183763,431215],[199628,457207],[214754,482203],[216687,485924],[228448,506752],[232798,515105],[249365,540112],[251298,543833],[265890,567617],[268942,571421],[271146,575263],[283136,594825],[285069,598546],[309182,635032],[311386,638874],[326337,661241],[328270,664962],[329484,667843],[331166,668429],[348131,694649],[350335,698491],[367703,725507],[375567,736819],[377249,737405],[397244,766202],[399448,770044],[400456,773116],[419814,800941],[421496,801527],[441261,832014],[444231,835397],[452474,846974],[474862,877075],[476544,877661],[483103,888483],[502019,915075],[526011,948117],[527336,949578],[529169,951243],[541012,966602],[551671,980143],[562884,995103],[571997,1007098],[615147,1065065],[620886,1071297],[630750,1082661],[635608,1088734],[647140,1102676],[648465,1104137],[687683,1152873],[718264,1192602],[733119,1208790],[752056,1230652],[761920,1242016],[789390,1274488],[794248,1280561],[838529,1332982],[858520,1354974],[873375,1371162],[902548,1404020],[931349,1437246],[986658,1496500],[1017259,1529358],[1052105,1567538],[1073074,1590099],[1172929,1691730],[1264901,1781926],[1350947,1865047], [40395,228320,348714],[51442,265762,397827],[52451,268669,402444],[56783,284590,422434],[64456,312052,452088],[65027,308909,454462],[71004,327791,477482],[71924,480760,667561],[72386,331366,482891],[77798,345980,347858],[77990,349797,505303],[81038,233799,518353],[86572,244673,536226],[86973,378819,535974],[87609,380803,538008],[87925,538669,736537],[88387,377449,540800],[95143,261424,562498],[95714,395093,396971],[95906,398910,566168],[97604,402718,571689],[102062,271812,585941],[102633,276912,588315],[104509,419602,421696],[108610,291137,611335],[112070,619868,831732],[113199,441924,443958],[114071,452899,626133],[115049,303529,630359],[115280,310318,629850],[115863,456469,630538],[116660,458749,632783],[117549,454736,635300],[124819,321645,657355],[125220,478114,657103],[125856,328602,659137],[126634,474650,476744],[133372,338340,682897],[133773,332736,682645],[134409,334720,684679],[135187,340885,687471],[136829,500201,501560],[137485,501711,504281],[141943,355091,709169],[142706,357487,712839],[144914,722178,946243],[146261,522719,526436],[148194,527124,529369],[148956,370077,728493],[149229,539111,728622],[150342,371373,733070],[150641,379092,732543],[151283,542811,732811],[158826,751038,979861],[159827,255047,552586],[159955,552334,554368],[160827,395345,757303],[161805,391591,761529],[162036,398380,761020],[162619,566879,761708],[163416,399910,763953],[164305,562576,565146],[171200,400881,784773],[172178,410554,788999],[172409,270078,788490],[172992,404451,789178],[173789,406731,791423],[174678,413542,793940],[175679,416790,588567],[176080,176716,591060],[181948,428670,815995],[182349,423066,815743],[182985,285401,817777],[185405,435047,612823],[186583,620040,1068204],[187929,295419,616260],[188202,616389,620310],[188785,442176,834601],[190406,620578,623290],[191130,633275,837729],[191330,446750,838480],[192130,633694,837090],[193062,456269,842024],[201049,862434,1100802],[202396,643848,647565],[203850,315409,648074],[204081,466998,865763],[204329,648253,650498],[205091,474471,868749],[205364,474971,868878],[206477,470668,873326],[206776,478387,872799],[207418,663940,873067],[217449,490603,897922],[217722,481202,898051],[218835,491899,902499],[219134,333009,901972],[219776,484902,902240],[221777,222986,686783],[222755,498713,687292],[223569,224366,690504],[229320,346232,926732],[230298,512117,930958],[230529,349267,930449],[231112,506014,931137],[231909,350797,933382],[234200,234836,714288],[235817,716825,717107],[237499,717464,721759],[237699,362365,718215],[238437,526945,950980],[238710,527445,951109],[241425,531886,954383],[242471,538841,953678],[252313,254191,747430],[252845,751210,1227559],[253621,981148,1228764],[254464,747559,751480],[256130,384777,752007],[256429,554641,983526],[256668,751748,754460],[257392,562612,985858],[257592,562835,986609],[258392,764864,985219],[259324,566679,990153],[269525,402696,1013331],[271870,569664,1016459],[272070,580603,1017210],[272870,570083,1015820],[273802,404251,1020754],[277185,278597,793672],[278298,589611,794199],[284821,423922,1044493],[285831,419423,1047479],[286104,419923,1047608],[287217,604521,1052056],[287516,423339,1051529],[288158,597524,1051797],[290159,291368,819881],[291951,292748,823602],[293431,826124,826395],[295693,437836,827100],[296515,620614,1072274],[296715,620837,1073025],[298858,833019,1069409],[309765,454714,1094967],[312577,314671,858471],[312789,857081,857363],[313984,863502,1358099],[314471,857720,862015],[317035,650298,1105802],[318397,659504,1108942],[319443,659970,1108237],[320219,1114861,1369274],[328022,478970,1127614],[332104,482712,1137251],[332377,483212,1137380],[333592,334951,894936],[335092,678557,1140654],[336138,480932,1139949],[340685,342617,906834],[350096,507025,1169797],[351059,501747,1172129],[351259,501970,1172880],[352059,693311,1171490],[352991,505814,1176424],[356374,357786,935631],[360234,520890,942512],[360338,716861,1191468],[362577,945123,945405],[363588,722780,1198672],[366133,723246,1195727],[373516,960302,1206902],[378187,540621,1221556],[378460,541121,1221685],[379675,381034,973055],[381185,383755,975229],[381493,974253,974524],[381842,746317,1224420],[383300,977168,1486624],[390166,991640,1499625],[399209,567890,1255118],[403540,571725,1264101],[403740,571948,1264852],[405462,407030,1014127],[405883,775582,1261236],[424060,598346,1297629],[425422,593088,1300769],[426468,593554,1300064],[427244,1306688,1565650],[431015,432947,1056391],[436160,826448,1320924],[438144,1066813,1067084],[438493,829039,1323106],[446962,1078206,1078488],[450518,843511,1336107],[455558,635336,1350147],[455758,635559,1350898],[457480,459048,1095763],[457901,849440,1347282],[469191,1110881,1627520],[479108,664762,1384191],[480864,667597,1386698],[484114,669450,1393902],[485724,487814,1137514],[486659,669916,1390957],[494042,1146573,1402132],[502368,693415,1419650],[510692,1177911,1694855],[532194,1204306,1204577],[532543,956322,1464762],[536581,1210567,1729368],[538773,736573,1473504],[542023,738426,1480708],[543633,545723,1221819],[544568,738892,1477763],[563233,764968,1506456],[570013,773169,1517300],[570187,570549,1256892],[572346,775686,1519482],[580815,1270033,1270315],[584371,1022241,1532483],[591754,1028170,1543658],[603044,1302708,1819347],[619972,831768,1587886],[621235,833123,1589020],[633624,847027,1603862],[633798,634160,1342938],[635957,849544,1606044],[678865,1399536,1399807],[679214,1142593,1659992],[683252,1405797,1915639],[691239,908321,1672993],[722108,948170,1717030],[722282,722644,1457201],[733468,960406,1728289],[751142,979897,1748001],[752405,981252,1749135],[794597,1028274,1797871],[798635,1547323,2043777],[862364,1102729,1872700],[862538,862900,1619959],[873724,1114965,1883959],[902897,1146677,1914560],[1052454,1306792,2062689] ] cell #1032 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [90221],[91251],[110286],[110727],[120941],[124384],[144776],[149499],[149940],[152184],[157042],[157483],[161428],[181513],[191992],[193164],[194957],[200911],[205634],[206075],[217992],[218433],[220677],[229921],[240165],[242010],[243741],[243843],[245830],[258254],[259426],[272732],[273904],[275697],[280140],[286374],[286815],[296278],[298720],[300821],[317137],[320713],[320815],[333832],[335677],[337408],[337510],[339497],[342719],[344512],[351921],[353093],[363351],[368019],[379915],[384340],[386782],[386884],[403303],[405745],[407846],[414127],[415858],[415960],[417947],[424162],[427738],[427840],[433049],[439004],[455321],[457763],[462646],[479210],[483877],[485487],[487916],[488545],[496005],[499371],[504866],[507308],[507410],[517421],[517523],[541786],[543396],[545825],[549414],[565731],[568173],[568275],[570651],[572857],[575026],[577735],[577837],[586257],[596499],[598109],[611993],[623875],[634262],[636468],[638637],[641346],[641448],[662915],[664525],[667460],[668369],[669416],[672612],[696085],[698254],[701065],[722746],[726319],[736436],[737345],[738392],[741588],[755045],[767638],[769807],[772618],[773012],[773015],[774194],[776724],[802514],[805710],[831631],[832540],[835903],[846870],[846873],[848052],[850582],[863002],[866575],[878648],[881844],[885735],[886921],[916153],[918683],[943462],[948013],[948016],[952230],[963854],[965040],[979760],[980669],[984032],[996181],[998711],[1036478],[1040226],[1064891],[1070010],[1073481],[1074971],[1098021],[1102572],[1102575],[1119599],[1123347],[1191297],[1191779],[1194165],[1199839],[1212464],[1224246],[1229365],[1315174],[1321174],[1322932],[1334545],[1353669],[1407694],[1451527],[1453777],[1464588],[1530921],[1595059],[1659818],[1786886] ] cell #1033 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [156309],[157708],[186528],[187107],[201428],[206300],[236175],[242416],[242995],[246055],[252790],[253369],[258771],[287040],[301267],[302760],[305155],[313147],[319388],[319967],[336083],[336662],[339722],[352438],[366078],[368438],[370560],[370684],[373264],[389329],[390822],[408292],[409785],[412180],[418172],[426413],[426992],[439423],[442407],[445021],[465373],[469855],[469979],[486604],[488964],[491086],[491210],[493790],[497944],[500339],[509855],[511348],[524465],[530097],[544513],[549833],[552817],[552941],[573276],[576260],[578874],[586676],[588798],[588922],[591502],[599226],[603708],[603832],[610566],[617799],[636887],[639871],[645594],[665642],[671136],[673031],[676009],[676768],[685742],[689815],[696504],[699488],[699612],[712026],[712150],[740112],[742007],[744985],[748969],[768057],[771041],[771165],[774024],[776439],[778910],[782139],[782263],[792151],[804234],[806129],[822913],[836322],[847882],[850297],[852768],[855997],[856121],[880368],[882263],[885865],[886815],[887930],[891424],[918398],[920869],[924222],[949025],[952960],[963984],[964934],[966049],[969543],[984451],[998426],[1000897],[1004250],[1004747],[1004749],[1005941],[1008588],[1037487],[1040981],[1070140],[1071090],[1074686],[1086383],[1086385],[1087577],[1090224],[1103584],[1107519],[1120608],[1124102],[1128648],[1129813],[1161611],[1164258],[1191975],[1196469],[1196471],[1200848],[1212953],[1214118],[1229495],[1230445],[1234041],[1246932],[1249579],[1289928],[1293781],[1320836],[1325769],[1329246],[1330787],[1354347],[1358841],[1358843],[1376490],[1380343],[1451794],[1452233],[1454455],[1459950],[1472443],[1484354],[1489287],[1576719],[1583153],[1584720],[1595737],[1614552],[1667673],[1712083],[1714004],[1723989],[1787564],[1849683],[1910260],[2028413] ] cell #1034 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [251876],[253735],[294269],[294982],[313810],[320333],[361157],[368927],[369640],[370681],[373630],[382331],[383044],[389992],[427358],[445542],[447337],[450344],[460452],[468222],[468935],[469976],[489453],[490166],[491207],[494156],[510518],[527711],[530567],[533029],[536325],[552938],[555952],[557747],[579395],[581190],[584197],[588919],[591868],[602075],[602788],[603829],[618269],[621721],[624801],[648840],[654158],[674382],[677238],[679700],[682996],[688058],[689812],[691065],[699609],[702623],[704418],[712147],[720348],[726796],[743358],[749439],[752891],[771162],[776909],[780361],[782260],[783441],[792621],[795083],[798379],[807480],[812798],[821156],[822910],[829561],[850767],[854219],[856118],[860604],[883614],[887927],[889777],[891894],[895349],[896225],[906463],[918868],[922320],[924219],[937042],[966046],[967896],[970013],[973468],[977690],[998896],[1002348],[1004247],[1005776],[1005873],[1008291],[1010959],[1014608],[1025791],[1037484],[1039334],[1041451],[1075156],[1087412],[1087509],[1089927],[1092595],[1096244],[1120605],[1122455],[1124572],[1128826],[1129708],[1129753],[1134475],[1161543],[1163961],[1166629],[1197498],[1200845],[1201616],[1213131],[1214013],[1214058],[1218780],[1234511],[1246864],[1249282],[1251950],[1256339],[1256395],[1260118],[1289868],[1294590],[1325947],[1326829],[1329178],[1330490],[1342385],[1342441],[1346164],[1359870],[1363988],[1376430],[1381152],[1386190],[1422876],[1452032],[1452422],[1456648],[1456704],[1459890],[1472996],[1489465],[1490347],[1494008],[1509682],[1554562],[1582857],[1582968],[1587378],[1592205],[1615180],[1619406],[1619462],[1640608],[1712080],[1712290],[1714632],[1731474],[1742972],[1747493],[1832435],[1840367],[1850311],[1867960],[1917745],[1962217],[1970987],[2029041],[2086461],[2140416],[2245101] ] cell #1035 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [546280],[548946],[615685],[616582],[644026],[653715],[717652],[727918],[728815],[730561],[734441],[746855],[747752],[757481],[812355],[837917],[840146],[844153],[857908],[868174],[869071],[870817],[897347],[898244],[899990],[903870],[912049],[926910],[950405],[953997],[956816],[960982],[982534],[986046],[988275],[994438],[1016647],[1018876],[1022883],[1029556],[1033436],[1046904],[1047801],[1049547],[1061606],[1068523],[1072462],[1076151],[1104964],[1110007],[1111375],[1136676],[1140268],[1143087],[1147253],[1153700],[1157707],[1168805],[1172317],[1174546],[1180709],[1185226],[1194877],[1199737],[1202154],[1220981],[1227878],[1231817],[1236044],[1254126],[1260350],[1264289],[1267042],[1267978],[1278907],[1281726],[1285892],[1296791],[1301834],[1303202],[1313815],[1323781],[1328118],[1346396],[1350335],[1353088],[1357249],[1365462],[1383353],[1390107],[1392396],[1394967],[1396379],[1397384],[1408874],[1423108],[1427047],[1431274],[1444484],[1452097],[1458839],[1476913],[1479202],[1481773],[1483185],[1487299],[1509914],[1513853],[1517822],[1520157],[1522836],[1524494],[1526838],[1538910],[1553625],[1555914],[1561838],[1583028],[1592437],[1604384],[1606719],[1609398],[1611056],[1613400],[1639671],[1641960],[1647327],[1647624],[1652027],[1654069],[1682529],[1685208],[1712081],[1717552],[1721421],[1732648],[1732945],[1737348],[1739390],[1752552],[1766834],[1769513],[1774420],[1774855],[1777572],[1811382],[1843307],[1843604],[1846878],[1857541],[1857976],[1860693],[1873222],[1877091],[1893018],[1898352],[1932131],[1961264],[1964472],[1964907],[1978380],[1992864],[1993161],[1996435],[2010250],[2050387],[2077231],[2080477],[2084315],[2103223],[2106431],[2106866],[2124245],[2186835],[2188365],[2201053],[2210329],[2213575],[2282885],[2289762],[2296683],[2310063],[2347724],[2383229],[2388980],[2430536],[2472912],[2509506],[2579937] ] cell #1036 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [63566],[70384],[86286],[94253],[95072],[101172],[103901],[107990],[113821],[115007],[122884],[123712],[124533],[133086],[135939],[136758],[141053],[141872],[143782],[146011],[146747],[148914],[159541],[160577],[161763],[170950],[172136],[174572],[175393],[180841],[181662],[185334],[187887],[188535],[191165],[193963],[200488],[202146],[202882],[203808],[205049],[208329],[214504],[215240],[215716],[217407],[221527],[222713],[229070],[230256],[232692],[237227],[237534],[238395],[244423],[249115],[249851],[250327],[252271],[254149],[254797],[260225],[268627],[269275],[269828],[270564],[271905],[274703],[276870],[282886],[283622],[284098],[285789],[289069],[295377],[302319],[303487],[308867],[309515],[310068],[310804],[312160],[314506],[315367],[321395],[326087],[326823],[327299],[331201],[332062],[332694],[338090],[343518],[347816],[348464],[349017],[349753],[353892],[359339],[361948],[367453],[370035],[374796],[377284],[378145],[378777],[388200],[391549],[396929],[397577],[398130],[398866],[409344],[410512],[416540],[417829],[418987],[421531],[422392],[423024],[428420],[433848],[437767],[443916],[446333],[450238],[451838],[465148],[466748],[474091],[476579],[477440],[478072],[490561],[495322],[497719],[498671],[512075],[518103],[519392],[522430],[522677],[529204],[531817],[535645],[537966],[548177],[552005],[554326],[560648],[580186],[584091],[585691],[587986],[607944],[611293],[615250],[615465],[616062],[625844],[626091],[630164],[643559],[643806],[647879],[656774],[678488],[682316],[684637],[687097],[707319],[716489],[717442],[727698],[728295],[746635],[747232],[761334],[784484],[784731],[788804],[815414],[826102],[837707],[857698],[897127],[897724],[930763],[1016437], [27570,419185],[27915,180013],[35952,474233],[36297,211963],[37059,330894],[37212,482474],[40324,228034],[44019,526707],[46271,251777],[46726,376977],[46879,540383],[51371,265476],[52439,402402],[56618,281228],[56771,284548],[59069,184515],[60200,615949],[63890,450022],[64043,630121],[64385,311766],[65015,454420],[68132,647836],[70839,324429],[70992,327749],[75867,217166],[76322,497503],[76475,687054],[77786,345938],[80967,233513],[82273,717891],[84743,365637],[85465,375549],[85773,728182],[86482,535293],[86961,535932],[87597,380761],[90887,747119],[94577,560432],[94730,761291],[95702,395051],[101496,583875],[101649,788761],[101991,271526],[102621,588273],[108445,289909],[108598,291095],[111561,441243],[113187,441882],[114059,452857],[114251,838156],[115268,629808],[120520,858147],[121134,859322],[122990,464932],[124020,868438],[124729,656422],[125208,657061],[131543,333342],[132265,329466],[132573,897611],[133282,681964],[133761,682603],[134397,334678],[136263,499951],[141377,707103],[141530,930720],[142502,356059],[146249,526394],[147934,950669],[148789,538472],[150468,731904],[155934,379425],[157535,976795],[158317,551653],[159737,754293],[159943,552292],[161007,986285],[161621,987460],[162024,760978],[168690,401763],[170316,405147],[171188,400839],[171380,1016886],[172397,788448],[175589,587634],[176068,591018],[180119,423672],[181149,1047168],[181858,815062],[182337,815701],[184839,612573],[187762,619671],[189994,1072701],[195150,1083752],[197990,453781],[199616,457165],[202384,647523],[204069,865721],[206127,1110508],[206603,872160],[212069,478720],[214742,482161],[216427,1136940],[217282,480563],[218961,901333],[222974,686741],[226810,503326],[228230,923722],[228436,506710],[228701,708919],[229500,1172556],[230114,1173731],[230517,930407],[233709,710862],[234188,714246],[236551,1193936],[245882,1210194],[249353,540070],[251038,1221245],[254024,750841],[256256,982887],[264252,564191],[265672,1003750],[265878,567575],[266143,562248],[268502,570782],[270734,1264528],[271722,781763],[275890,1275579],[278424,793033],[281444,811586],[283124,594783],[284809,1044451],[285389,817735],[286867,1302335],[287343,1050890],[291356,819839],[300138,623123],[301643,1334316],[308742,634393],[310974,1350574],[311962,855621],[313523,1097792],[324645,652946],[326325,661199],[328010,1127572],[328590,659095],[330218,1389166],[331110,894134],[334939,894894],[339549,1405424],[344705,1416475],[345651,926443],[346220,926690],[347691,694010],[349923,1169158],[357613,934992],[365853,724705],[367691,725465],[376301,1475972],[377193,972253],[381022,973013],[394764,757014],[395333,757261],[396804,765563],[399036,1254479],[402115,1013042],[402684,1013289],[406857,1013488],[408668,1530692],[417999,1546950],[419151,1046684],[419228,1047281],[420548,1289619],[441595,834312],[442164,834559],[443791,834758],[449346,1599817],[454133,1094678],[454702,1094925],[458875,1095124],[474199,867954],[474276,868551],[475596,1376181],[481383,1129504],[482440,1136456],[482517,1137053],[496827,1671202],[501692,1172107],[521607,943233],[526673,950185],[526750,950782],[528932,1458535],[539292,1213809],[540349,1220761],[540426,1221358],[559756,1759932],[562557,985836],[569919,1256843],[571670,1264079],[583199,1791644],[614879,1065016],[620491,1326625],[620559,1072252],[633530,1342889],[635281,1350125],[650061,1621293],[667542,1386676],[706427,1946203],[716806,1191446],[722014,1457152],[736518,1473482],[751661,1490143],[831713,1587864],[862270,1619910],[979842,1747979] ] cell #1037 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [300261],[303189],[323413],[361260],[362791],[370463],[391251],[393814],[407286],[410214],[418558],[430438],[437119],[445645],[447176],[460555],[461883],[462086],[465802],[468720],[469758],[472822],[481786],[483317],[490989],[498373],[500936],[511777],[514340],[520121],[528209],[531169],[535322],[539695],[541226],[547529],[548562],[552720],[556055],[557383],[557586],[570972],[579498],[581029],[587663],[588701],[594408],[595736],[595939],[602573],[603611],[606675],[613558],[621824],[629433],[631623],[634583],[642551],[644195],[648679],[652298],[653331],[656451],[660824],[662152],[662355],[674880],[677840],[681993],[686366],[687897],[694200],[695233],[702726],[704054],[704257],[710891],[714993],[719304],[724057],[725090],[725759],[732094],[734057],[735385],[743856],[746206],[754322],[757650],[760603],[765753],[766786],[780464],[781792],[788073],[790263],[793223],[800135],[802835],[810938],[811971],[815091],[820792],[826885],[828064],[828928],[834948],[839569],[843964],[844322],[845355],[854322],[855650],[856726],[863955],[865346],[872350],[875641],[878969],[893486],[901523],[903486],[904814],[908774],[913285],[923751],[927079],[930032],[936215],[942471],[944176],[944408],[944768],[955347],[956211],[960067],[962231],[971605],[976193],[980913],[983077],[992093],[1003779],[1018299],[1022694],[1023052],[1024085],[1027935],[1033052],[1034380],[1051080],[1054371],[1057699],[1064531],[1065637],[1066147],[1077259],[1077491],[1077851],[1082284],[1098735],[1098967],[1103760],[1114626],[1141618],[1142482],[1146338],[1148502],[1152496],[1157876],[1178364],[1190050],[1192068],[1203130],[1203640],[1224992],[1225502],[1241639],[1269086],[1269318],[1269678],[1274111],[1306453],[1332448],[1354440],[1398360],[1398870],[1436869],[1528824], [34910,1118577],[43591,1197697],[57682,1035456],[60145,1322033],[63615,1338077],[67704,1360069],[73187,1131039],[82275,1452794],[85718,1463689],[89188,1215344],[90832,1485551],[94302,1501595],[97751,1007658],[101221,1534453],[105310,807319],[114253,1594076],[115213,1337717],[117696,1089294],[120522,1615552],[121079,1616767],[123965,1626447],[127435,883453],[129075,888733],[132518,1658919],[135988,1410574],[137632,915635],[141102,1696825],[147879,1719179],[150470,1467519],[151430,1209350],[152608,973307],[153466,966852],[157537,1744817],[161009,1754191],[161566,1755406],[161969,1501235],[164452,995663],[171382,1785903],[172342,1534093],[174825,1281121],[177651,801191],[178208,599655],[181094,1818274],[184564,820995],[189996,1844994],[190553,1071857],[191728,1087251],[194135,1082911],[195095,1854858],[204014,1623574],[206129,1879641],[206605,1630277],[207565,1371722],[209601,877325],[210158,666071],[216372,1905450],[218963,1662749],[219923,1404580],[221101,895188],[221959,1153123],[222919,1410214],[226030,699391],[229502,1940462],[230059,1941677],[230462,1696465],[232945,935182],[236553,1962572],[238097,1197337],[240660,949828],[241537,1213047],[243890,1208486],[245884,1975614],[246441,745414],[250983,1985478],[256258,1750786],[256815,1231212],[260397,1242266],[263472,770944],[270736,2023724],[271293,1013678],[272468,1005615],[274875,1274738],[275835,2033588],[278426,1539886],[279386,1287141],[284754,1815401],[286869,2058371],[287345,1822104],[288305,1568098],[290341,819464],[290898,610995],[291301,1573732],[294767,1070993],[295805,1325863],[301645,2086816],[305752,855900],[310976,2099858],[311533,1095314],[313525,1868315],[315069,1359709],[317632,1104387],[320862,1370858],[327955,1897037],[330220,2132001],[331764,1130679],[334327,894519],[334884,1656046],[335204,1128742],[337557,1403716],[339551,2145043],[340108,676438],[343690,1158909],[344650,2154907],[349925,1937057],[350482,1169348],[354064,1437496],[357139,711929],[357615,1702258],[358575,1449899],[369425,964837],[376303,2203554],[377847,1214984],[380410,972638],[380967,1741367],[382829,1230348],[383867,1489381],[386931,1493617],[399038,2015176],[399595,1254669],[401792,1006794],[401894,1525296],[402830,1257464],[406859,1782498],[408670,2245456],[412777,782042],[416007,1280257],[418001,2258498],[420550,2047045],[422094,1290794],[424657,1044076],[425214,1308617],[427887,1567234],[434020,1319024],[449348,2299334],[453810,1088430],[453912,1611858],[454848,1343510],[458877,1865619],[475598,2120903],[477142,1377356],[479705,1127197],[480262,1116790],[481385,1898916],[481513,1654109],[489951,886718],[496829,2350225],[503355,1162464],[503457,1432076],[504393,1420222],[507457,1688847],[508422,1179755],[517570,1443015],[528934,2191016],[529767,1460816],[539294,1978944],[539422,1739430],[559758,2411956],[564220,1247785],[564322,1236846],[565258,1507028],[568322,1773152],[569287,993484],[569848,1774895],[570678,1781392],[577884,1526475],[583201,2433187],[594007,1301733],[594135,1561878],[620493,2081041],[623152,1330099],[623254,1328920],[623402,1590671],[633459,1858016],[634289,1864513],[641495,1613037],[650063,2314244],[660423,1109906],[660551,1365502],[667466,1898779],[670369,1394866],[693076,1431844],[693906,1691196],[706429,2532482],[717289,1712645],[721943,1964947],[723699,1199636],[724817,1458879],[736442,1978807],[739345,1481672],[751663,2214139],[764629,1236614],[765459,1495966],[775347,1525064],[800564,1562388],[826653,1583068],[831637,2080904],[832784,1328688],[834654,1589565],[849205,1611626],[862199,2106906],[876698,1366012],[888106,1654619],[942981,1712508],[949201,1459389],[966225,1739940],[979766,2214002] ] cell #1038 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [139264,923109],[142228,516365],[142891,710249],[166084,1003137],[169707,577311],[170487,781150],[177341,1036173],[183411,609334],[199007,640922],[199787,855008],[209291,1119294],[212934,886616],[213606,671374],[214073,1131756],[215932,675488],[224813,1160672],[227827,700539],[239797,1198414],[247545,964735],[248217,740350],[248684,1216061],[250543,744464],[262255,1245993],[265269,772092],[266376,1005002],[267626,777120],[267858,1258788],[281988,804472],[284314,808586],[297753,1070891],[297985,1327187],[304889,1338794],[306616,1086638],[307866,850978],[308098,1344834],[316769,1360786],[325189,880606],[327515,884720],[329732,889088],[342351,1411291],[346815,919079],[361433,1453130],[364475,1196724],[367108,953198],[372643,1468843],[375815,967207],[385815,1230246],[386047,1490705],[392951,1502312],[395928,999107],[411914,1535170],[415123,1541210],[420062,1038645],[443547,1075367],[445818,1594412],[460728,1615888],[463770,1359096],[471938,1631601],[475110,1121766],[493169,1664073],[513477,1697542],[528446,1200927],[556228,1754527],[579671,1786239],[605791,1823428],[615210,1321154],[621997,1845330],[702899,1940798],[780637,2024060],[854495,2100194], [21623,372411,970224],[31712,448860,1091906],[35504,471706,1124783],[38717,492937,892105],[39790,344210,692426],[44717,531343,1213388],[45380,534680,1218545],[49380,553957,1234722],[50235,559270,1251261],[50934,393249,394334],[54484,582713,1010270],[55832,414891,792832],[56040,279747,592745],[58276,605559,1041662],[59349,434540,612993],[60841,437293,1326204],[62462,625601,1342720],[68289,649575,1363299],[68830,652472,1375760],[69266,468603,468785],[69493,655809,1380917],[70407,322871,323774],[74313,678014,1129083],[74976,681351,1134240],[76146,341884,685980],[76632,496341,905774],[78976,700628,923634],[79831,705941,1165940],[80530,513775,514860],[81179,516454,710774],[81387,358936,519579],[83198,522187,1456983],[83596,724231,1458114],[84640,528092,528274],[85151,374936,1213221],[90492,746380,1484672],[91528,547703,1489722],[92464,753680,1493773],[93149,756771,1506238],[93330,389722,389861],[93418,555752,555776],[96892,772181,1003662],[98447,267537,776940],[99083,411447,779148],[99885,577400,781675],[100068,784241,1256674],[102347,414802,792652],[103010,587021,1025556],[105895,808215,1043773],[106436,811112,1289198],[106872,602456,602638],[107099,814449,1294355],[108013,429896,430799],[108269,432214,609466],[108755,608963,819161],[110998,829102,1585038],[111247,440630,1326037],[111777,834069,1588802],[111958,442800,442939],[112784,621521,621545],[115574,844496,1599396],[118392,307777,850798],[119028,304422,853006],[119830,641011,855533],[120212,857443,1614877],[121445,643316,1619741],[121843,644369,1620872],[123423,319657,468253],[123757,468078,652008],[128020,884349,1126894],[129998,330103,889755],[130396,893660,1388745],[130731,492848,891925],[131094,487634,675620],[131440,674763,674945],[131683,675117,894216],[131951,328853,1128916],[134835,496712,906441],[137292,915809,1161023],[138328,346726,918899],[138964,513010,921107],[139949,926200,1419432],[140130,510248,510387],[140218,702423,702447],[144352,716912,716936],[145580,945485,1714329],[146458,366347,527742],[147671,527567,723767],[150211,956385,1724307],[150990,961352,1728071],[151171,371092,373803],[154389,376186,967874],[154787,971779,1475551],[155122,372322,970044],[155485,545543,744596],[155831,743739,743921],[156074,744093,972335],[156320,974401,1742950],[157754,548735,1745153],[158003,551040,1489555],[158533,748122,1748917],[158714,253908,553349],[160444,389590,555930],[162330,757824,1759511],[164112,995837,1246344],[165148,395839,998927],[165784,392484,1001135],[167133,773850,1005353],[168127,1007832,1259139],[168376,401150,1008056],[168906,1012799,1519264],[169087,576653,576792],[169309,583084,1010937],[169913,780161,780185],[172703,1023226,1791223],[178574,420433,1039312],[178972,283333,807511],[179307,605470,1041482],[179670,600256,808718],[180552,426682,602106],[180886,601931,810648],[186007,615053,826519],[186797,294300,618300],[187118,1066961,1840345],[188402,442668,621699],[189737,1072031,1327538],[190914,443458,1075187],[192796,1078568,1850008],[193674,447368,450375],[196433,847708,1086989],[197427,1089468,1345185],[197676,453168,1089692],[198206,1094435,1605826],[198387,640264,640403],[198609,449231,1092573],[199213,854019,854043],[202593,313841,648871],[204738,466403,1107757],[206346,653504,1879977],[207125,869441,1883741],[207306,320506,470387],[210524,475481,1122433],[210922,326534,883645],[211257,471617,1124603],[211620,666672,884852],[212845,886341,886365],[214951,486873,674413],[216164,674238,893196],[218704,1142656,1910578],[219483,1147623,1914342],[219664,491618,494329],[223280,1158050,1670781],[223978,501153,501637],[226247,227207,700020],[226496,502713,1163726],[227026,348331,922298],[227429,706312,1166607],[228937,510116,702601],[230823,927253,1945782],[235186,520799,942645],[236436,361135,720326],[236707,524703,1197529],[239330,948851,1197075],[241180,528817,1201594],[242685,368958,530598],[243006,1204454,1970965],[244290,533007,536303],[245625,1209524,1469194],[246101,734230,1975950],[246802,374507,973499],[247456,964460,964484],[249562,544782,743389],[250775,743214,971315],[253059,382362,749470],[254664,383022,752869],[255999,1231386,1491056],[257176,553868,1234542],[259936,390023,557778],[261501,262081,394031],[263689,264649,771573],[263938,563578,1249047],[264468,397444,1002326],[264871,559641,1251928],[266747,773693,1005249],[269142,576521,780339],[273536,1270395,2028738],[274414,581221,584228],[278167,1281295,1541561],[278946,1286262,1797653],[279127,589330,592041],[287086,812144,2058707],[287865,1048171,2062471],[288046,427531,604240],[291662,433559,821187],[292360,435124,613775],[294125,436829,829326],[294832,618480,1326807],[297664,1070616,1070640],[299824,622510,1330255],[301528,445520,624779],[301799,445259,1087443],[305969,306453,856529],[306272,451705,1096222],[306987,847551,1086885],[309382,640132,854197],[313408,460430,860582],[313679,645832,1359901],[316302,1103410,1359447],[318152,649946,1363966],[321262,468913,654136],[322597,1371896,1631952],[336352,489484,677269],[336673,1399684,2140394],[337957,679678,682974],[339292,1404754,1664424],[339768,903659,2145379],[340469,495033,895380],[343229,688089,691096],[353603,510549,704449],[355168,355748,514557],[357356,358316,712558],[358135,517970,937020],[360849,717187,1452119],[360981,719659,1456626],[364846,948694,1196971],[368783,530879,726561],[369490,530778,1213991],[382187,547239,977455],[382894,749650,1490325],[385726,1229971,1229995],[408553,579373,783419],[408824,579112,1005807],[412994,413478,782671],[413297,585558,1014586],[416407,795061,798357],[418218,1033225,2258834],[428287,602766,812776],[429622,1568272,1823779],[435989,826272,1582835],[445366,624112,1342363],[460276,859915,1619384],[464141,1103253,1359343],[489309,677550,895990],[490016,677449,1129686],[579219,782752,1256317] ] cell #1039 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [48510],[67135],[69424],[87499],[90265],[90315],[91039],[93733],[107030],[110771],[110821],[116368],[120019],[123448],[124172],[134299],[140533],[145387],[146483],[149108],[149984],[150034],[151972],[160506],[173497],[176606],[180577],[181301],[188081],[188464],[191543],[192603],[193699],[202618],[214976],[217601],[218477],[218527],[220465],[224074],[228999],[237912],[241645],[243969],[244352],[249587],[254343],[254726],[259961],[268821],[269204],[272283],[273343],[274439],[277064],[279928],[283358],[295913],[309061],[309444],[314884],[320941],[321324],[326559],[331579],[332888],[335312],[337636],[338019],[341098],[343254],[348010],[348393],[353628],[374532],[377662],[378971],[383975],[387010],[397123],[397506],[402938],[404664],[413762],[416086],[416469],[421909],[423218],[427966],[428349],[433584],[444110],[445284],[451767],[454956],[456682],[476957],[478266],[485122],[495058],[499497],[504501],[506227],[507536],[517649],[518032],[524728],[529582],[529974],[530840],[543031],[554520],[565366],[567092],[568401],[573108],[577963],[579137],[585620],[597744],[612119],[617676],[618542],[623510],[624127],[624132],[636719],[641574],[645857],[650711],[664160],[671399],[676645],[677511],[696336],[701191],[717397],[719674],[719679],[726542],[740375],[748846],[749712],[754680],[767889],[772744],[776316],[782767],[782772],[804497],[805031],[826287],[829307],[836154],[850174],[857653],[859930],[859935],[880631],[881165],[889108],[895971],[918275],[942626],[945695],[953223],[963437],[967227],[974416],[977436],[998303],[1038665],[1059895],[1066976],[1074563],[1078778],[1097185],[1121786],[1149708],[1191852],[1193329],[1200947],[1204469],[1270605],[1321244],[1333709],[1399699],[1451529],[1530085] ] cell #1040 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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[123398,1375593],[146433,1457947],[180527,1289031],[186772,1584027],[193649,1599229],[201715,1869999],[202568,1620705],[214926,1388578],[236186,1713137],[242660,1723296],[249537,1475384],[253034,1744142],[253380,1989902],[259058,1999565],[259911,1759344],[267512,1259035],[274389,1791056],[282455,808043],[283308,1042753],[301278,1848816],[303004,1598605],[305442,2091080],[307752,1345081],[313158,1868807],[319632,1878966],[319978,2112924],[325656,884177],[326509,1125874],[329853,1131505],[336327,1909567],[343204,1670614],[346701,1160919],[347047,922144],[352725,2168994],[353578,1945615],[366322,1966836],[370571,1726719],[372297,1469090],[373275,2199133],[374182,974031],[374482,1222837],[375936,1215810],[389340,1998373],[391066,1758720],[395814,1246240],[396160,1002172],[408303,2027546],[410029,1790432],[412467,2249720],[414777,1541457],[420183,1035922],[426657,2057696],[427003,2271564],[432681,821719],[433534,1058399],[442418,2082395],[443433,1327434],[445032,2296512],[445234,1343060],[448981,1338543],[451053,1096068],[465617,1876044],[469866,1882389],[471592,1631848],[475231,1119043],[486848,2136265],[491097,1912990],[492823,1664320],[493801,2345804],[494708,895912],[495008,1138532],[496462,1411040],[498188,1669990],[500626,2354489],[509866,2167802],[511592,1944991],[516340,1181498],[516686,936866],[524476,2188194],[524678,1457323],[528567,1198163],[530039,1473068],[530693,1213763],[533305,1468235],[544757,2207818],[552828,1995269],[553843,1490952],[559391,1502061],[576271,2241035],[577286,1263248],[578885,2430365],[579087,1257014],[582834,1534919],[584906,1014432],[588809,1796301],[590535,1545670],[591513,2441304],[599470,2054774],[603719,2061119],[605445,1823675],[609084,1055634],[610810,1829345],[617741,1587450],[618395,1326579],[639882,2307451],[640897,1349294],[645605,2103052],[645807,1620081],[649696,1360535],[654434,1630993],[665886,2128632],[671147,2334865],[671349,1387954],[675238,1135678],[676253,1906645],[676710,1386262],[677364,1129458],[679976,1663465],[685753,2516256],[689702,1415213],[699499,2164698],[700514,1426006],[706062,1697291],[712037,1950860],[713763,1708042],[740123,2395730],[740325,1474760],[744214,1219983],[745229,1986673],[748911,1747565],[749565,1490097],[753167,1751502],[771052,2233674],[772067,1512812],[776381,1517912],[777035,1258180],[777182,2024231],[778921,2582325],[782150,2024442],[795359,1540602],[804245,2261692],[804447,1551472],[808336,1295793],[809351,1826768],[813074,1822820],[822800,1578731],[850239,1604474],[850893,1344226],[851040,2100365],[852779,2475300],[856008,2100576],[880379,2325303],[880581,1637518],[884470,1382355],[885485,1634941],[886826,2130522],[889103,2135728],[918340,1680284],[918994,1420938],[919141,1940969],[920880,2659297],[922596,1937773],[924109,1700358],[937318,1702974],[952971,2385617],[953173,1720374],[964945,2202075],[967222,2207281],[998368,1764589],[999022,1507744],[999169,1754698],[1000908,2565630],[1002624,2015892],[1004137,1505128],[1005017,2236008],[1008037,2240804],[1014884,1783214],[1036383,1818662],[1038660,2057159],[1071101,2291779],[1074628,1845712],[1075282,1591387],[1075429,1845501],[1086653,2302424],[1089673,2307220],[1096520,1866335],[1107530,2487180],[1119504,1626835],[1121781,1878429],[1128897,2333630],[1131966,1905838],[1160687,1940813],[1163707,2167571],[1191917,1961093],[1196739,2384922],[1198624,1719567],[1200942,1966299],[1213202,2394495],[1216271,1985866],[1230456,2404401],[1246008,1754542],[1249028,1998142],[1258803,2024075],[1289012,2057677],[1321169,2077368],[1326018,2469373],[1327202,1845345],[1330236,2082164],[1344849,2100209],[1359111,2486485],[1375574,1878947],[1388559,2136246],[1452100,2186959],[1457928,1966817],[1475365,2207799],[1489536,2559703] ] cell #1041 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [200082],[201807],[236196],[236821],[253390],[259150],[294252],[301288],[301913],[303053],[305534],[313168],[313793],[319988],[352817],[368910],[370581],[373285],[382314],[389350],[389975],[391115],[408313],[408938],[410078],[412559],[417564],[427013],[442428],[445042],[447320],[450327],[465666],[468205],[469876],[473826],[489436],[491107],[493811],[498237],[500718],[509876],[510501],[511641],[519127],[524486],[527694],[530550],[552838],[555693],[557730],[576281],[578895],[581173],[584180],[588819],[591523],[599519],[602058],[603729],[607679],[610859],[618252],[619542],[624317],[639892],[645615],[648823],[651030],[665935],[671157],[674365],[676302],[677221],[685763],[688041],[691048],[699509],[702364],[704401],[712047],[719864],[720759],[740133],[743341],[745278],[749422],[755232],[771062],[776892],[778182],[778931],[782160],[782957],[792604],[804255],[807463],[809670],[821139],[826363],[830411],[850750],[852040],[852789],[856018],[860120],[880389],[883597],[886836],[889293],[890188],[891877],[895332],[905979],[918851],[920890],[924661],[942692],[952981],[964955],[967412],[968307],[969996],[973451],[998879],[1000918],[1005093],[1005759],[1009141],[1010475],[1038850],[1041434],[1064467],[1071111],[1075139],[1086729],[1087395],[1090777],[1092111],[1107540],[1121971],[1124555],[1128696],[1128963],[1132527],[1166145],[1196815],[1197481],[1201132],[1213001],[1213268],[1216832],[1230466],[1234494],[1251466],[1256294],[1292642],[1321429],[1325817],[1326084],[1342340],[1359187],[1359853],[1363504],[1379204],[1424007],[1451842],[1456603],[1461544],[1484947],[1489335],[1489602],[1510813],[1582812],[1585313],[1602826],[1614600],[1619361],[1706043],[1714052],[1724582],[1742927],[1794653],[1840322],[1849731],[1910853],[1970942],[2028461],[2140371] ] cell #1042 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [958695],[979541],[993771],[1066135],[1080128],[1101604],[1113254],[1144966],[1159196],[1180042],[1191016],[1192504],[1203628],[1206517],[1225490],[1228379],[1239483],[1271955],[1283605],[1305081],[1319311],[1321520],[1332884],[1354876],[1368889],[1398858],[1401747],[1412851],[1434713],[1463176],[1485038],[1529260],[1543273],[1565265],[1658406], [367839,1473052],[370967,1468330],[437160,1583738],[438824,1587434],[447217,1597968],[470262,1631088],[488365,1386246],[491493,1663560],[499964,1417320],[522029,1713121],[531210,1723007],[532874,1726703],[547570,1743853],[548849,1745135],[549234,1747549],[553224,1751597],[557627,1758083],[562261,1243952],[571013,1257962],[572677,1517896],[581070,1789795],[589205,1540697],[590935,1287182],[604115,1822915],[612586,1580838],[625443,1848800],[629720,1337758],[634624,1344008],[636288,1604458],[643158,1868791],[644236,1869710],[648720,1875407],[652339,1878677],[652959,1366313],[653618,1879959],[654003,1882373],[659012,1116831],[668700,1387734],[677881,1909278],[679545,1912974],[686653,1410255],[687938,1669353],[694241,1420720],[695520,1165812],[695905,1680268],[699895,1937868],[704298,1944354],[708932,1439182],[712433,1703069],[714163,1449940],[724098,1966547],[724718,1459690],[732135,1468017],[734344,1975932],[737676,1474540],[746247,1988634],[747964,1989886],[752736,1995253],[756233,1236887],[756376,1495985],[756613,1998357],[757691,1999276],[760890,1501276],[765794,1507526],[767073,1251133],[767458,1764573],[771448,2015987],[782546,1783309],[784083,2027530],[788360,1534134],[793264,1540384],[794928,1796285],[801798,1551252],[802876,1293431],[807360,2054137],[810979,2057407],[811599,1562689],[812258,2058689],[812643,2061103],[817652,1308658],[819751,1573773],[821036,1828708],[828969,2078766],[831412,1328961],[833674,1589584],[833911,2082379],[834989,1591169],[835723,1845696],[842295,1598385],[844363,2090791],[845642,1342258],[856404,1866430],[857285,2103036],[865633,1623615],[866999,1366000],[867905,1625934],[869283,2112908],[872391,1630775],[877932,1637298],[879010,1379993],[883494,2127995],[893527,2135976],[894147,1654920],[894806,1656087],[895229,1906008],[901564,1663247],[903773,2145361],[907105,1669770],[915676,2158063],[917393,1423609],[925662,1432117],[925805,1691215],[926042,2167786],[927120,2168705],[930319,1696506],[936502,1446363],[942969,1712527],[943282,1961077],[944449,1715509],[945327,2188178],[947045,1459377],[950136,1718666],[951514,1720154],[956252,2195504],[961194,2199117],[962272,1472093],[971646,2207529],[972266,1740241],[972925,1741408],[973348,1986036],[974383,2210263],[983118,1751284],[984834,1496402],[990424,1758500],[995704,2227039],[997421,1510415],[1005656,2017807],[1007699,2237406],[1010142,1525337],[1012404,1781411],[1012641,2241019],[1021025,1790212],[1023093,2249431],[1024372,1538634],[1033339,2258816],[1044363,1815442],[1045729,1562376],[1046635,1817761],[1048013,2271548],[1051121,1822602],[1057740,1576369],[1064550,2077165],[1064967,1838946],[1066448,1841661],[1066943,2289696],[1069024,1590001],[1071898,2292482],[1077532,1593651],[1078410,2296496],[1084597,1602428],[1087292,2093941],[1089335,2303822],[1091778,1611899],[1094040,1864532],[1094277,2307435],[1099008,1871179],[1106073,1875824],[1127484,1897078],[1129240,1898798],[1133316,1654607],[1136407,1904937],[1142523,2342175],[1147465,2345788],[1148543,1667323],[1157917,2354200],[1171105,1691632],[1176695,1944771],[1183692,1705645],[1192087,1962809],[1197378,2190240],[1203941,1722558],[1204436,2388914],[1209391,2391700],[1213545,1978826],[1217621,1739928],[1220712,1984965],[1225803,1991218],[1231253,2405104],[1256794,2017676],[1260851,1781828],[1269359,1785478],[1270237,2430349],[1276424,1794255],[1281162,2437675],[1286104,2441288],[1326361,2080923],[1332467,1847773],[1342840,2093810],[1346897,1864949],[1354459,2104768],[1359750,2313468],[1371763,2493263],[1399171,1908829],[1399666,2509440],[1404621,2512226],[1457103,2190109],[1489879,2214021],[1528843,2026503],[1568139,2600288],[1619861,2313337], [138503,922165,2164682],[165323,1002193,2233658],[177232,1036015,2261676],[195631,1096089,2100560],[209182,1119136,2325287],[213964,1131598,2334849],[224867,1160654,2356934],[233816,936887,1950844],[239688,1198256,2385601],[242041,1213858,2202059],[248575,1215903,2395714],[262309,1245975,2414843],[267912,1258770,2423549],[276371,1014453,2024426],[289922,1056662,1829125],[296309,1326674,2291763],[298039,1327169,2469710],[300302,1342423,2302221],[304780,1338636,2475284],[308152,1344816,2478597],[316660,1360628,2487164],[333355,1137785,1906425],[335708,1129553,2130506],[342242,1411133,2516240],[355976,935223,1702756],[361547,1453112,2543467],[362832,1456686,2384719],[372697,1468825,2549666],[379438,1222090,1986453],[384371,1490192,2404385],[386101,1490687,2560040],[392842,1502154,2565614],[403334,1258275,2020391],[405064,1013719,1782996],[407327,1256377,2235805],[411805,1535012,2582309],[415177,1541192,2585622],[423685,1297900,2054554],[445932,1594394,2613737],[455352,1344321,2096525],[457082,1095355,1866117],[460842,1615870,2622656],[462127,1619444,2486282],[471992,1631583,2628855],[478733,1384462,2128412],[482073,1130720,1901780],[483358,1387317,2132238],[493223,1664055,2643333],[504897,1421033,2160647],[506627,1169389,1937555],[513368,1697384,2659281],[539982,1215025,1981808],[541267,1474123,2203791],[556342,1754509,2682119],[565762,1507839,2229623],[567492,1254710,2015674],[579785,1786221,2694477],[594695,1290835,2049909],[595980,1550835,2263408],[605845,1823410,2709595],[622111,1845312,2718929],[623906,1591482,2294915],[661111,1377397,2123767],[662396,1636881,2327019],[703013,1940780,2750612],[725377,1460857,2193738],[725800,1719737,2387177],[780751,2024042,2776058],[826926,1839077,2467397],[854609,2100176,2798183] ] cell #1043 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [228047,1169133],[232922,710419],[233526,934967],[265489,1254454],[271270,781320],[271539,1013463],[281280,1289594],[290409,819342],[311510,855178],[311779,1095099],[324481,1376156],[329524,1129479],[330338,889945],[330946,1389141],[334395,894397],[345630,1419311],[350459,923279],[365689,1458510],[375607,1213784],[376421,968064],[377029,1475947],[380478,972516],[394743,1506117],[399572,1003307],[400254,1256553],[401821,1008897],[402094,1519143],[420668,1039502],[424725,1043954],[441301,1326600],[441574,1588681],[450074,1599792],[452272,1342599],[453839,1090533],[454112,1605705],[464984,1621268],[475716,1122623],[479773,1127075],[481576,1132026],[497555,1671177],[503384,1164567],[522409,1713423],[525809,1456862],[529052,1201784],[535624,1727950],[539485,1216331],[551711,1490118],[551984,1748796],[560484,1759907],[564249,1249888],[583927,1791619],[587965,1797532],[594198,1292141],[623181,1331096],[625823,1849102],[643538,1869093],[646938,1619620],[656753,1883620],[660614,1378703],[682295,1914221],[707155,1946178],[724880,1461043],[756993,1998659],[784463,2027832],[815393,2062350],[826862,1583121],[834291,2082681],[926422,2168088],[1013021,2241321],[1094657,2307737], [44602,538447,1213230],[45532,535351,1219386],[60122,615907,1587746],[60726,619646,1326046],[63358,629223,1347914],[69645,656480,1381758],[74198,480538,1128925],[75128,682022,1135081],[76970,501004,913481],[82343,717866,1456992],[85695,728140,1473364],[86299,731879,1218554],[90809,747077,1747861],[91413,750816,1489564],[92616,754351,1494614],[94045,760393,1511432],[97728,401320,776935],[98332,570757,1008065],[100964,787863,1261868],[103162,587692,1026397],[103431,418535,799200],[107251,815120,1295196],[109093,613626,1063038],[114321,838131,1342729],[115950,449466,1092763],[117673,453338,850793],[118277,634368,1089701],[120590,858122,1619750],[121056,859280,1873608],[122676,865136,1623801],[123942,868396,1636122],[124546,872135,1380926],[129143,481664,889758],[132495,897569,1386558],[133099,901308,1134249],[135274,496947,906631],[135731,686156,1150156],[137609,502883,918894],[138213,693985,1163735],[139416,923780,1426575],[139707,514408,932418],[140845,929822,1424626],[143043,710920,1182067],[143312,520098,941159],[147856,950627,1717938],[151407,534850,970039],[153534,539573,967877],[156724,974991,1743236],[157605,976770,1748926],[157655,748344,1990188],[159554,982862,1493782],[161077,986260,1506247],[161543,987418,2003174],[162706,559876,1252118],[164429,563748,998922],[165033,765538,1249056],[166236,1003808,1513381],[166527,393882,762989],[170639,781821,1263817],[171450,1016861,1256683],[173079,583319,1011127],[174802,587191,792647],[175406,793008,1025565],[177512,602602,1046388],[177719,594286,1039315],[178185,420861,807506],[179805,1043866,1556312],[180276,430415,816915],[181071,1047126,1550076],[181675,1050865,1294364],[183850,609569,1056188],[184307,819254,1310271],[187522,1067551,1840631],[190064,1072676,1588811],[190530,622680,1075182],[190799,834733,1330264],[194203,629311,1092576],[195072,1083710,1853617],[199939,855679,1349863],[200540,1097767,1614886],[204416,650181,1364156],[206197,1110483,1883750],[206247,869663,2113210],[207542,655979,1124598],[209462,468749,867658],[209669,660702,1122436],[210135,475909,883640],[211755,1126987,1642358],[212226,323390,658275],[214244,674909,1133975],[216349,1136898,1649038],[216774,675723,1136232],[216958,894309,1392794],[219900,681521,891920],[222027,686244,906444],[224773,702516,1171002],[225217,1161262,1679619],[225299,510351,925568],[226098,503551,922301],[226148,347533,699984],[229570,1172531,1419441],[230036,1173689,2172603],[231199,706547,1166797],[235857,943208,1452128],[236671,720516,1197524],[237279,1193911,1714338],[239968,528238,947704],[240728,724968,1201597],[243410,1205044,1971251],[245952,1210169,1728080],[246002,961574,2199419],[246418,537146,973494],[248855,743885,1218280],[250960,1221203,1734359],[251385,744699,1220537],[251569,972428,1479600],[251963,1224081,1742956],[253866,386533,553313],[256792,753850,1234537],[260465,760481,1251931],[261759,393932,561949],[262215,555845,984731],[262659,1246583,1763924],[262741,389825,756139],[263540,564416,1002329],[263590,396646,771537],[266982,1005592,1517247],[267818,780254,1260748],[268262,1259378,1776582],[268344,576756,1010048],[270804,1264503,1519273],[274943,787951,1010940],[275812,1275537,2032347],[280743,810723,1046720],[280865,602101,811193],[285156,808821,1296347],[286937,1302310,2062480],[286987,1048393,2271850],[288282,814619,1041477],[290875,609762,821182],[293229,1064726,1582841],[294295,437374,618295],[294796,830167,1326810],[295069,1322767,1840351],[297945,621614,1068921],[298389,1327777,1844057],[298471,442903,831318],[301763,624969,1087438],[302371,1334291,1850017],[305820,631819,1096225],[305870,451539,856493],[307222,1087228,1603809],[308058,854112,1346794],[308502,1345424,1859703],[308584,640367,1091684],[311044,1350549,1605835],[313643,860772,1359896],[313836,464569,648866],[317700,865224,1363969],[320464,470351,472424],[323944,652083,867990],[324066,468248,652553],[328357,884955,1382909],[329023,886506,1386493],[330409,893271,1136492],[330531,674408,893741],[337077,1400274,2140680],[339619,1405399,1914351],[339669,1147845,2346090],[340085,683817,895375],[344627,1416433,1920630],[345052,501054,692260],[345524,702604,926248],[354132,929910,1166610],[355426,514458,708620],[357207,711087,937023],[357257,517172,712522],[360012,520736,942654],[360482,717077,1191263],[361050,945755,1456632],[361138,522235,720329],[365081,1197314,1716977],[365152,723842,950221],[365274,527737,724312],[368953,530593,531424],[369454,727402,1213994],[369727,1464423,1970971],[371056,373129,373761],[373047,1469433,1974677],[375106,964625,1473299],[376492,971390,1220797],[376614,743384,971860],[382357,547784,749465],[382858,978296,1490328],[383025,551878,752872],[386451,1491295,1993614],[390018,557773,560069],[394637,555933,756819],[400342,1005398,1256951],[401988,780342,1012847],[408788,783609,1005802],[409396,1530667,2028747],[412845,790459,1014589],[412895,585392,782635],[415527,1541800,2038433],[415609,589294,591999],[418069,1546925,1797662],[418119,1286484,2441590],[427489,604204,606277],[435382,613676,825358],[436288,826668,1065124],[436904,615501,829335],[440800,1070781,1587681],[441468,621702,834117],[445435,836602,1342369],[445523,624782,625649],[447363,449659,450370],[452360,1087034,1342997],[454006,854200,1094483],[460345,1100314,1619390],[460433,643364,860585],[464376,1359686,1872647],[468916,654139,656647],[472342,1632191,2116636],[489479,677264,678095],[489980,896831,1129689],[490253,1659653,2140400],[491582,493655,494287],[493573,1664663,2144106],[497140,688084,691091],[510544,704444,706740],[525897,1197120,1457260],[530954,726570,727734],[533010,535518,536306],[547314,746671,977464],[551210,1230136,1747796],[579288,1015332,1256323],[579376,783422,784289],[581216,583512,584223],[587859,795064,798360],[602769,812779,815287],[606195,1824018,2275276],[647026,1359492,1620018],[677625,895999,897163],[679681,682189,682977] ] cell #1044 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [47801],[48513],[60088],[60391],[67174],[69427],[82304],[85661],[85964],[87502],[90775],[91078],[93772],[107033],[114282],[115156],[116407],[120551],[123908],[124211],[132461],[132764],[134302],[140572],[147822],[149181],[150499],[150588],[152011],[161038],[161912],[171411],[172285],[173536],[176609],[181037],[181340],[188154],[190025],[191621],[203957],[206634],[206723],[216315],[217674],[218992],[219081],[220504],[222862],[224113],[229531],[230405],[237990],[241589],[250926],[254416],[256287],[256376],[268894],[270765],[272361],[277137],[278455],[278544],[279967],[284697],[287374],[287463],[291244],[295857],[309134],[311005],[314962],[327898],[331657],[332961],[334827],[335256],[341176],[343808],[348083],[349954],[350043],[357644],[357733],[377740],[379044],[380910],[383919],[397196],[399067],[399156],[401038],[402882],[404742],[406888],[406977],[413706],[421987],[423291],[434138],[444183],[453056],[454900],[456760],[458906],[458995],[477035],[478339],[480601],[481414],[482360],[485066],[504445],[506305],[508540],[526593],[529660],[538510],[539323],[540269],[542975],[554593],[565310],[567170],[569405],[569698],[569706],[570820],[573052],[594982],[597688],[619709],[620522],[623454],[633309],[633317],[634431],[636663],[647722],[650789],[661398],[664104],[667322],[668471],[694048],[696280],[717341],[721793],[721801],[725664],[736298],[737447],[750879],[751692],[754624],[765601],[767833],[801569],[804975],[826429],[831493],[834796],[836098],[857597],[862049],[862057],[877703],[881109],[942765],[943271],[945639],[951285],[963381],[974558],[979622],[1059839],[1065253],[1067118],[1078722],[1097324],[1149652],[1190972],[1193468],[1204611],[1270549],[1333848],[1399841],[1530224] ] cell #1045 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [444397],[447864],[473368],[522077],[523841],[532922],[558274],[561517],[578250],[581717],[592311],[607221],[615713],[625491],[627255],[643206],[644724],[644970],[649367],[652827],[654051],[657766],[668748],[670512],[679593],[688585],[691828],[704945],[708188],[715539],[724586],[727946],[732623],[737724],[739488],[746883],[748012],[752784],[756661],[758179],[758425],[774353],[784131],[785895],[793752],[794976],[801846],[803364],[803610],[811467],[812691],[816406],[824926],[833959],[842343],[844851],[848211],[857333],[859086],[864098],[868202],[869331],[872879],[877980],[879498],[879744],[894015],[897375],[902052],[907153],[908917],[916312],[917441],[926090],[927608],[927854],[935711],[940650],[945375],[950433],[951562],[952336],[959073],[961242],[962760],[972134],[974797],[983606],[987224],[990472],[996340],[997469],[1012689],[1014207],[1021073],[1023581],[1026941],[1034907],[1037816],[1046932],[1048061],[1051609],[1058228],[1065336],[1066496],[1067357],[1073640],[1078458],[1083138],[1083516],[1084645],[1094325],[1095843],[1097213],[1104614],[1106121],[1113632],[1117319],[1120937],[1136704],[1145344],[1147513],[1149031],[1153350],[1158405],[1169877],[1173495],[1176743],[1183740],[1191038],[1192636],[1192873],[1193357],[1203989],[1204850],[1208824],[1211133],[1221009],[1225851],[1230686],[1232995],[1242493],[1255198],[1270285],[1274965],[1275343],[1276472],[1280595],[1286152],[1287670],[1305459],[1309146],[1312764],[1320525],[1321542],[1322003],[1333016],[1333253],[1333737],[1338047],[1355008],[1355245],[1360039],[1371196],[1399219],[1400080],[1404054],[1406363],[1410544],[1416239],[1437723],[1450428],[1452501],[1463198],[1463659],[1485060],[1485521],[1501565],[1529392],[1529629],[1530113],[1534423],[1567572],[1593783],[1615259],[1658428],[1658889],[1696795],[1785610], [68715,1375602],[83481,1457956],[106321,1289040],[110362,1584036],[115459,1599238],[121728,1620714],[130281,1388587],[144727,1713143],[149575,1723305],[154672,1475393],[157118,1744151],[162215,1759353],[167491,1259184],[172588,1791065],[178857,1042828],[191943,1848822],[193240,1598754],[196791,1345230],[200862,1868813],[201606,1870008],[205710,1878975],[210807,1125949],[213220,1131646],[218068,1909576],[223165,1670623],[225611,1161068],[230708,1945624],[240241,1966845],[243692,1726725],[244989,1469239],[246687,1222912],[247831,1215951],[253434,1989908],[258205,1998379],[258949,1999574],[259502,1758869],[263053,1246389],[272683,2027552],[273980,1790581],[277531,1541606],[281602,1036063],[282346,808007],[286450,2057705],[291547,1058474],[298671,2082401],[299415,1327583],[300949,1343209],[304036,1338684],[305333,2091089],[317213,1876193],[320032,2112930],[320664,1882395],[321961,1631997],[324803,1119184],[325547,884141],[333908,2136274],[337359,1912996],[338656,1664469],[340354,1138607],[341498,1411181],[342795,1670139],[347101,922213],[351872,2167808],[352616,2169003],[353169,1945140],[356720,1182611],[361602,2188200],[363479,1457472],[366722,1198304],[367887,1473074],[370740,1468378],[373329,2199139],[374073,973995],[379991,2207827],[386733,1995275],[387477,1491101],[392098,1502202],[396214,1002241],[405696,2241041],[406440,1265467],[407974,1257163],[411061,1535060],[412358,2249729],[415809,1796307],[417106,1547889],[424238,2054923],[427057,2271570],[427689,2061125],[428986,1823824],[431828,1056710],[432572,821683],[433125,1829494],[437648,1326722],[438872,1587456],[445987,2296518],[451107,1096137],[457714,2307457],[458458,1351513],[460897,2103058],[462774,1620230],[466017,1360676],[470035,1631136],[479286,2128781],[482128,2334871],[484005,1388103],[487248,1137833],[487992,1906794],[488413,1386268],[491266,1663608],[493855,2345810],[494599,895876],[499220,1417368],[500517,2354498],[507259,2164704],[508003,1428225],[512624,1697432],[516740,936935],[517372,1950866],[518669,1710261],[531698,1213906],[540037,2395736],[541914,1474909],[545157,1222138],[545901,1986822],[548058,1490240],[549282,1747571],[552997,1751645],[568124,2233680],[568868,1515031],[571501,1258323],[571633,1782197],[572725,1517918],[577686,2024448],[579840,2430371],[584960,1014501],[588978,1540745],[591567,2441310],[594750,2261698],[596627,1551621],[599870,1297948],[600614,1569881],[603888,1822963],[611842,1580886],[629775,2475306],[635112,1344369],[635244,1865318],[636336,1604480],[641297,2100582],[661166,2325309],[663043,1637667],[666286,1384510],[667030,1373505],[668320,2130528],[668463,1904959],[678369,1129601],[686708,2516262],[694729,1421081],[694861,1692001],[695953,1680290],[699668,1937916],[700914,1439230],[712206,1703117],[725432,2385623],[726447,1720523],[737296,2202081],[737439,1984987],[760945,2565636],[766282,1507887],[766414,1496771],[767506,1764595],[771221,2016035],[772467,1244000],[773150,2017698],[774056,2023431],[782319,1783357],[788415,2582331],[801418,1562737],[801561,1817783],[832491,2291785],[835477,1591530],[835609,1590370],[835771,1845718],[847008,2093832],[847914,2099565],[856177,1866478],[865688,2487186],[877552,1366361],[877695,1625956],[885869,2130412],[888960,1654968],[915109,1691764],[916015,1940169],[930374,2659303],[943330,1961099],[948151,2190131],[950055,1459738],[951277,1718688],[963988,2201965],[967079,1740289],[980620,2404407],[995137,1496534],[996043,1753898],[1007132,1781960],[1035426,1818244],[1065099,1838968],[1070144,2291669],[1071331,1590133],[1073343,1844701],[1088768,1865081],[1102710,2313359],[1118547,1626417],[1131009,1905420],[1191499,1960983],[1197667,1719149],[1215314,1985448],[1229499,2404291] ] cell #1046 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80859,356708],[99694,406428],[108454,431907],[119639,458446],[129397,482298],[131552,487327],[139575,507991],[142447,515893],[153788,540207],[155943,545236],[166395,568856],[167737,571530],[170261,576839],[177973,594920],[180128,599949],[197037,635141],[199561,640450],[209923,661336],[212078,666365],[212976,667983],[213120,668437],[225857,694758],[228381,700067],[240982,725602],[247587,736959],[247731,737413],[263299,766311],[265823,771620],[266451,773124],[281358,801081],[281502,801535],[297795,832154],[299661,835506],[306691,846982],[324559,877215],[324703,877669],[331024,888623],[345640,915083],[364550,948125],[365767,949718],[366622,951251],[377107,966742],[385857,980283],[394753,995111],[402104,1007106],[436472,1065073],[441584,1071305],[450152,1082801],[454122,1088742],[463845,1102684],[465062,1104277],[497633,1153013],[522419,1192610],[535634,1208798],[551994,1230660],[560562,1242156],[584005,1274628],[587975,1280569],[625833,1332990],[643548,1354982],[656763,1371170],[682305,1404028],[707233,1437386],[757003,1496508],[784473,1529366],[815403,1567546],[834301,1590107],[926432,1691738],[1013031,1781934],[1094667,1865055], 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[380040,740863,1477771],[395244,765106,1506464],[400354,570221,1005273],[402595,775824,1519490],[409474,1018189,1270038],[412407,787270,1532491],[418147,1030244,1543663],[427294,1048403,1819355],[436300,436368,826543],[440794,620175,1326335],[442075,833261,1589028],[452372,633832,1086909],[454613,849682,1606052],[464336,862676,1619967],[490263,1141930,1399815],[490754,898846,1660000],[494092,1147855,1915647],[500566,910292,1673001],[525909,722316,1196995],[536125,960544,1728297],[551204,751345,1489853],[552485,981390,1749143],[588466,1028412,1797879],[591804,1286494,2043785],[647038,862572,1359367],[657254,1115103,1883967],[682796,1146815,1914568],[815894,1306930,2062697] ] cell #1047 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [156302],[157812],[186537],[187100],[201437],[206404],[236168],[242425],[242988],[243929],[246159],[252799],[253362],[258780],[287144],[301260],[302769],[305164],[313140],[319397],[319960],[320901],[336092],[336655],[337596],[339826],[343729],[352447],[366087],[368447],[370553],[373257],[386970],[389322],[390831],[408285],[409794],[412189],[416046],[418276],[426422],[426985],[427926],[434059],[439432],[442400],[445014],[465382],[469848],[486613],[488973],[491079],[493783],[497953],[500348],[507496],[508461],[509848],[511357],[517609],[524458],[530090],[544522],[549842],[552810],[568361],[569326],[573285],[576253],[577923],[578867],[586685],[588791],[591495],[594046],[599235],[603701],[610575],[617792],[636896],[639864],[641534],[645587],[660462],[665651],[670408],[671129],[673040],[676018],[676761],[685735],[692932],[696513],[699481],[712019],[723738],[739384],[740105],[742016],[744994],[748962],[764485],[768066],[771034],[774033],[775203],[776432],[778903],[782132],[792144],[800417],[804227],[806138],[832640],[836331],[847891],[849061],[850290],[852761],[855990],[876551],[880361],[882272],[886007],[886808],[887959],[891417],[918391],[920862],[942903],[949034],[949054],[952953],[964126],[964927],[966078],[969536],[984460],[998419],[1000890],[1004743],[1004882],[1008581],[1040974],[1064894],[1070282],[1071083],[1074679],[1086379],[1086518],[1090217],[1103593],[1107512],[1124095],[1128650],[1164251],[1190965],[1191968],[1196465],[1196604],[1212955],[1229637],[1230438],[1234034],[1249572],[1293774],[1320832],[1325771],[1330780],[1354340],[1358837],[1358976],[1380336],[1451796],[1454448],[1472436],[1484350],[1489289],[1576712],[1584716],[1595730],[1614554],[1667666],[1714006],[1723985],[1787557],[1849685],[1910256],[2028415] ] cell #1048 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [115380],[125913],[150386],[162136],[163425],[172509],[176773],[183042],[191374],[192983],[204181],[205373],[206521],[218879],[223086],[224375],[230629],[231918],[234893],[237743],[238719],[241679],[256174],[257636],[259245],[272114],[273723],[277194],[278342],[286113],[287261],[292757],[295947],[296759],[300338],[303811],[312621],[314715],[315691],[316956],[318651],[323036],[331410],[332386],[333018],[335346],[340929],[342538],[351303],[352912],[356383],[362409],[362868],[363842],[371417],[377493],[378469],[379101],[381708],[384009],[384821],[391873],[402972],[403784],[404495],[405471],[407363],[410836],[413796],[421740],[422716],[423348],[425676],[430061],[438359],[446794],[448227],[454990],[455802],[456513],[457489],[459328],[462163],[463137],[470712],[476788],[477764],[478396],[483394],[484368],[485156],[491943],[498995],[504535],[505347],[506058],[507034],[512399],[519744],[522872],[529413],[532409],[538290],[541303],[542277],[543065],[554650],[558637],[565400],[566212],[566923],[567899],[580647],[582080],[589655],[591342],[592910],[596016],[596990],[597778],[604565],[611617],[616433],[623544],[626286],[630868],[632827],[648583],[650542],[659419],[662432],[663406],[664194],[679080],[684961],[687801],[688948],[705308],[712883],[714570],[717999],[718422],[725836],[728666],[732928],[735777],[747603],[751865],[754714],[762038],[784926],[789508],[791467],[794057],[818059],[822046],[826962],[827130],[827575],[838264],[838687],[843108],[858255],[858678],[863099],[873184],[898095],[902357],[905206],[907918],[931467],[942542],[943493],[954413],[954858],[975259],[975704],[991237],[1016994],[1017417],[1021838],[1051914],[1064579],[1076576],[1098052],[1140684],[1141129],[1177508],[1268403], [56298,593181],[56840,284921],[70519,659597],[71061,328122],[72395,482935],[72651,669543],[77999,349841],[84150,722873],[87666,381134],[88396,540844],[88652,738519],[95915,398954],[97688,572212],[104518,419646],[104774,423981],[108667,291468],[110445,827605],[115872,630582],[116128,843138],[116669,458793],[117633,635823],[122397,863129],[126643,474694],[126899,479029],[134466,335051],[135196,687515],[135452,907948],[137569,502234],[142715,357531],[144735,943926],[148203,527168],[149238,539155],[149658,954888],[150650,732587],[151367,733334],[152345,545644],[157201,975734],[162628,761752],[162884,991267],[164389,563099],[173001,789222],[173257,1021868],[173798,406775],[174762,794463],[183772,431259],[184028,432868],[188211,620354],[190490,621101],[191699,634021],[191951,1077009],[193323,842770],[200870,1098485],[201689,1099687],[204338,648297],[205793,1109447],[206785,872843],[207502,873590],[216696,485968],[217731,481246],[218151,1141159],[219143,902016],[219860,902763],[220838,487735],[223578,690548],[231121,931181],[231377,1177538],[232882,515359],[238068,722505],[240324,1199177],[241599,736404],[243700,958882],[251307,543877],[253442,1226447],[254473,751524],[256438,983570],[256752,752271],[258213,1236364],[259032,1237566],[259585,990899],[268951,571465],[271230,575517],[272439,570410],[272691,1268836],[274063,1021500],[278606,793716],[279323,797768],[285078,598590],[286533,1301274],[287525,1051573],[288242,1052320],[291960,823646],[295867,831599],[298679,1328438],[305416,1339557],[309191,635076],[311470,639128],[315040,862761],[317296,1106548],[320040,1366957],[320672,1113441],[328279,665006],[331735,669175],[333991,1394407],[335266,667428],[337367,1145153],[342878,907580],[348140,694693],[350105,1169841],[350419,698745],[350806,933426],[351880,1431594],[352699,1432796],[353252,1177170],[357795,935675],[358512,939727],[361610,1454227],[373337,1470094],[377818,738151],[380074,1481213],[383929,979728],[386741,1232804],[397253,766246],[399218,1255162],[399532,770298],[399919,763997],[402892,774162],[405704,1524814],[407039,1014171],[412441,1535933],[415817,1026750],[419932,1047652],[422065,802273],[424321,1298375],[425151,1054763],[427065,1563333],[427697,1305268],[433208,1057137],[444240,835441],[445995,1595509],[454910,848020],[457722,1611376],[459057,1095807],[460905,1354119],[474980,868922],[477113,878407],[479369,1384937],[480199,876033],[482136,1649457],[483221,1137424],[488075,1138260],[493863,1665324],[500600,1676443],[501828,1172664],[502595,1173087],[504455,916121],[507267,1428034],[517380,1182420],[527454,951153],[529738,951989],[540045,1734778],[541130,1221729],[545984,1222565],[562693,986393],[563460,986816],[565320,996149],[568132,1514840],[571806,1264636],[572573,1265059],[577694,1265276],[579848,1787336],[591575,1803203],[593147,1300799],[593151,1301244],[594758,1550495],[620695,1072809],[621462,1073232],[623464,1073449],[629783,1854036],[635417,1350682],[636184,1351105],[641305,1351322],[659563,1108972],[659567,1109417],[661174,1636541],[668328,1386977],[669509,1393932],[669513,1394377],[686716,1921049],[692865,1431161],[717351,1191747],[722839,1198702],[722843,1199147],[725440,1718357],[737304,1473783],[738485,1480738],[738489,1481183],[760953,2003593],[764418,1235931],[773228,1517330],[775136,1524381],[788423,2032766],[826507,1320954],[832499,1588165],[832573,1328005],[847086,1603892],[848994,1610943],[865696,1874027],[885940,1647149],[930382,2173022],[942836,1451919],[948229,1717060],[964059,1732470],[980628,1748280],[1070215,1843129],[1102788,1872730],[1229570,1992686] ] cell #1049 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [139270,923091],[142221,516061],[142897,710231],[166090,1003119],[169700,577007],[170493,781132],[177347,1036155],[183417,608989],[199000,640618],[199793,854990],[209297,1119276],[212940,886598],[213599,669279],[214079,1131738],[215938,675143],[224976,1160519],[227820,700235],[239803,1198396],[247551,964717],[248210,738255],[248690,1216043],[250549,744119],[262418,1245840],[265262,771788],[266387,1004849],[267632,774905],[268021,1258635],[281981,802377],[284320,808241],[297759,1070873],[298148,1327034],[304895,1338776],[306627,1086485],[307872,848763],[308261,1344681],[316775,1360768],[325182,878511],[327521,884375],[329743,886888],[342357,1411273],[346821,916864],[361661,1452979],[364486,1196571],[367101,952093],[372806,1468690],[375826,965007],[385821,1230228],[386210,1490552],[392957,1502294],[395934,996892],[411920,1535152],[415286,1541057],[420073,1036445],[443553,1074192],[446046,1594261],[460956,1615737],[463781,1358943],[472101,1631448],[475121,1119566],[493332,1663920],[513483,1697524],[528457,1199806],[556456,1754376],[579899,1786088],[605954,1823275],[615221,1321003],[622225,1845179],[703127,1940647],[780865,2023909],[854723,2100043], [21586,372417,959625],[31705,448871,1081066],[35467,471712,1114184],[38680,492943,1145896],[44644,374918,1213094],[44710,531354,1202354],[45386,534662,1207528],[49343,553963,1233547],[50228,559281,1240421],[54477,582724,1272893],[55795,414897,1027493],[58239,605565,1306011],[60768,440612,1325910],[60834,437304,1323981],[62468,625583,1331702],[68282,649586,1362178],[68823,652483,1364726],[69499,655791,1369900],[74240,328835,1128789],[74306,678025,1397584],[74982,681333,1402758],[76625,496352,1151278],[76992,344216,913548],[78939,700634,1428777],[79824,705952,1435651],[81142,516460,1183163],[83204,522169,1454842],[83589,724242,1455918],[90485,746391,1484521],[91455,551022,1489428],[91521,547714,1487499],[92470,753662,1492659],[93155,756753,1495220],[96855,772187,1515583],[98374,401132,1005836],[98440,267233,774833],[99848,577406,1266019],[100074,784223,1528078],[102340,414498,1027421],[103016,587003,1279299],[103407,279740,799258],[105888,808226,1558554],[106429,811123,1561102],[107105,814431,1566276],[108748,608974,1311393],[109115,434546,1063105],[110991,829113,1584887],[111783,834051,1586700],[115567,844507,1597200],[118319,453150,1087472],[118385,307473,848691],[119793,641017,1352065],[120218,857425,1614753],[121451,643298,1617600],[121836,644380,1618676],[128013,884360,1644600],[129413,674951,1137256],[130004,329758,887576],[130389,893671,1651148],[130724,492544,1145824],[131676,675128,1395036],[134841,496367,1151966],[134907,341877,907684],[137285,915820,1679751],[138255,502695,1161506],[138321,346422,916792],[139729,514866,932485],[139955,926182,1690450],[143288,358929,941217],[145586,945467,1714205],[150204,956396,1724156],[150996,961334,1725969],[153804,743927,1221561],[154395,375841,965695],[154780,971790,1736469],[155115,372018,959553],[156067,744104,1481842],[156483,974248,1742953],[157747,548963,1745002],[158539,748104,1746815],[162323,757835,1757315],[164105,995848,1764056],[165075,563560,1246827],[165141,395535,996820],[166549,394340,763056],[167126,773861,1517379],[167278,780262,1264096],[168120,1007843,1776714],[168912,1012781,1778527],[169315,582739,1273581],[169381,411440,1021604],[172696,1023237,1789027],[177989,602644,1047484],[178580,420088,1037133],[178965,420919,807444],[179300,605166,1305939],[180252,430792,816973],[183483,432207,1057241],[187281,1066808,1840348],[189730,1072042,1844189],[190841,622492,1329141],[190907,443154,1074120],[192802,1078550,1849884],[196426,847719,1603941],[196578,854120,1350142],[197420,1089479,1859835],[198212,1094417,1861648],[198615,448886,1081754],[198681,304415,842874],[206339,653732,1879826],[207131,869423,1881639],[209939,468791,868754],[210530,475136,1120254],[210915,475967,883578],[211250,471313,1114112],[212202,323767,658333],[212541,886514,1386693],[213071,893268,1136497],[216004,487627,1138364],[218697,1142667,1910427],[219489,1147605,1912240],[223273,1158061,1922740],[225246,510380,926621],[225398,702524,1172124],[226240,347480,700013],[227032,503618,922230],[227435,705967,1436339],[227501,513003,1177274],[230816,927264,1943586],[235899,717169,1451995],[236700,522608,1197462],[239323,948862,1717109],[240998,528280,950985],[241186,528472,1200494],[243169,1204301,1970968],[245618,1209535,1974809],[246094,734458,1975799],[246795,537204,973432],[247152,964633,1473499],[247682,971387,1220802],[250615,545536,1222669],[255992,1231397,1993746],[257169,553564,1233475],[262688,389854,757192],[262840,555853,985853],[263682,396593,771566],[264474,564483,1002258],[264877,559296,1241109],[264943,392477,991003],[266402,1005395,1256956],[268291,576785,1013220],[273542,1270377,2028614],[278160,1281306,2038565],[278952,1286244,2040378],[280923,602039,811316],[281453,810720,1046725],[284386,600249,1298479],[287079,812372,2058556],[287871,1048153,2060369],[291655,609820,821120],[293237,826119,1582838],[294233,437497,616193],[294838,616265,1326739],[297360,1070789,1587881],[298418,442932,834490],[299202,621622,1072269],[301792,626022,1087376],[305962,451486,856522],[306278,631886,1096154],[306642,1087031,1343002],[308531,640396,1094856],[313672,643737,1359834],[316295,1103421,1872779],[318158,649601,1362866],[318224,466396,1106652],[322590,1371907,2116768],[324124,468186,652676],[324654,652080,867995],[327587,666665,1385041],[330589,674346,893864],[336836,1399531,2140397],[339285,1404765,2144238],[339761,903887,2145228],[340462,683875,895313],[344282,501146,692207],[345591,702533,926383],[357349,517119,712551],[358141,711154,936952],[360009,520741,942518],[360605,717085,1191463],[361058,717459,1456629],[361067,522370,718147],[364501,1197117,1457265],[365332,527675,724435],[366573,723839,950226],[368891,531547,728426],[369496,728498,1213923],[371085,373076,536982],[376672,743322,971983],[382295,547907,747363],[382900,747435,1490257],[383701,386480,553342],[385422,1230144,1747996],[394024,394406,561896],[394704,555862,756954],[402055,780271,1012982],[408817,784662,1005740],[412987,585339,782664],[413303,790526,1014518],[415556,589323,799036],[418211,1033453,2258683],[429615,1568283,2275408],[434612,613768,825305],[436423,826665,1065129],[436901,615506,827106],[441535,621631,834252],[445443,837724,1342366],[445452,625784,838412],[447301,449717,631089],[454073,854129,1094618],[460353,857715,1619387],[460362,643499,858403],[461349,464627,648804],[463796,1359489,1620023],[469592,470380,472371],[489417,678218,897855],[490022,897927,1129618],[491611,493602,683653],[497198,688022,912751],[514550,514932,708567],[530951,727739,954389],[532939,535585,733864],[547311,746676,975235],[548369,551945,752801],[556849,557711,560127],[579296,1016454,1256320],[579305,784424,1017142],[581154,583570,789729],[587926,794993,1032859],[603445,604233,606224],[653138,654068,656714],[677622,897168,1140660],[679610,682256,903293],[703520,704382,706798],[811778,812708,815354] ] cell #1050 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [9860],[15360],[16100],[21949],[22905],[23199],[24167],[28587],[29932],[32226],[33581],[34967],[35261],[39043],[41261],[43110],[43648],[44804],[45256],[46067],[47843],[49660],[54998],[56158],[57739],[58033],[60433],[60928],[61115],[62578],[63134],[63672],[67761],[73244],[74400],[74852],[75663],[77146],[79256],[83314],[85117],[86006],[86501],[86688],[89245],[91615],[91802],[94359],[98534],[98721],[100184],[100740],[101278],[102434],[103697],[105367],[111213],[118479],[118666],[121561],[124748],[124935],[127492],[130114],[130818],[131917],[132806],[133301],[133488],[134951],[136045],[138415],[138602],[141159],[152665],[154505],[155209],[157969],[159756],[165235],[165422],[168342],[169425],[174224],[175608],[175795],[178690],[179394],[181877],[182064],[184621],[191001],[191785],[195730],[197642],[198725],[210640],[211344],[215368],[221158],[223702],[226462],[227545],[228249],[233728],[233915],[238154],[241296],[241610],[242179],[249979],[257263],[263904],[264987],[265691],[267433],[271741],[272525],[276470],[283750],[292084],[295878],[296447],[299790],[300246],[300323],[307673],[311981],[315126],[318268],[326951],[331821],[335277],[335846],[346622],[350930],[360815],[362776],[362853],[367762],[377904],[383940],[384509],[387852],[395735],[400043],[402903],[407271],[407348],[421119],[422151],[436138],[438747],[443354],[454921],[460110],[462071],[462148],[476167],[477199],[483379],[488288],[504466],[520945],[523654],[529824],[537404],[541288],[546548],[549157],[565331],[596001],[610020],[616850],[623475],[627068],[642074],[662417],[684075],[717362],[718827],[725821],[729083],[785708],[826947],[839092],[898512],[942402],[1017822] ] cell #1051 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [444394],[447906],[473483],[522085],[523838],[532930],[558316],[561626],[578247],[581759],[592426],[607336],[615710],[625499],[627252],[643214],[644783],[644967],[649409],[652886],[654059],[658533],[668756],[670509],[679601],[688627],[691937],[704987],[708297],[715654],[724645],[727943],[732682],[737732],[739485],[746880],[748020],[752792],[756669],[758238],[758422],[774350],[784139],[785892],[793811],[794984],[799458],[801854],[803423],[803607],[811526],[812699],[817173],[825035],[833967],[842351],[843920],[844910],[848208],[857341],[859083],[863911],[864095],[868199],[869339],[872938],[877988],[879557],[879741],[894074],[897372],[902111],[907161],[908730],[908914],[916309],[917449],[926098],[927667],[927851],[935770],[941417],[944321],[945383],[950430],[951570],[952333],[959070],[960210],[961250],[962819],[972193],[974794],[981056],[983665],[987221],[990480],[992049],[996337],[997477],[1012697],[1014266],[1021081],[1022650],[1023640],[1026938],[1028078],[1037813],[1046929],[1048069],[1051668],[1058287],[1064539],[1065333],[1066297],[1066504],[1067354],[1073637],[1077404],[1078466],[1082434],[1083513],[1084653],[1094333],[1095902],[1097077],[1098880],[1103910],[1106129],[1113629],[1114769],[1117378],[1120934],[1136701],[1145341],[1146481],[1147521],[1149090],[1152646],[1158464],[1169936],[1173492],[1176751],[1178320],[1183748],[1191035],[1192076],[1192870],[1193221],[1203790],[1203997],[1204847],[1211130],[1221006],[1225652],[1225859],[1232992],[1241789],[1255257],[1269231],[1270293],[1274261],[1275340],[1276480],[1286160],[1287729],[1305456],[1306596],[1309205],[1312761],[1321539],[1332456],[1333250],[1333601],[1354448],[1355242],[1399020],[1399227],[1400077],[1406360],[1416236],[1437019],[1450487],[1463195],[1485057],[1528832],[1529626],[1529977],[1658425], [68757,1375466],[83523,1457820],[106363,1288904],[110477,1583903],[115292,1598751],[115501,1599102],[121770,1620578],[130323,1388451],[144836,1713140],[149690,1723172],[150426,1726722],[154714,1475257],[157233,1744018],[162048,1758866],[162257,1759217],[167606,1259181],[172421,1790578],[172630,1790929],[178899,1042825],[192052,1848819],[196906,1345227],[200971,1868810],[201721,1869875],[204093,1876190],[205825,1878842],[206561,1882392],[210849,1125946],[213329,1131654],[218183,1909443],[218919,1912993],[222998,1670136],[223207,1670487],[225726,1161065],[230541,1945137],[230750,1945488],[240356,1966712],[245104,1469236],[246729,1222909],[247940,1215959],[253543,1989905],[256214,1995272],[258314,1998376],[259064,1999441],[263168,1246386],[272792,2027549],[277646,1541603],[278382,1796304],[279465,1547886],[281711,1036071],[282461,808049],[284833,2054920],[286565,2057572],[287301,2061122],[291380,1829491],[291589,1058471],[298780,2082398],[299530,1327580],[300991,1343206],[304145,1338692],[305448,2090956],[312711,2103055],[320141,2112927],[322076,1631994],[324912,1119192],[325662,884183],[328034,2128778],[334023,2136141],[334963,1906791],[338771,1664466],[340396,1138604],[341607,1411189],[343646,1417376],[347210,922221],[349881,2164701],[351981,2167805],[352731,2168870],[356835,1182608],[357571,1950863],[358654,1710258],[362499,2188197],[363521,1457469],[366831,1198312],[367895,1473071],[372218,1468386],[373438,2199136],[374188,974037],[380106,2207694],[381046,1986819],[387592,1491098],[392207,1502210],[396323,1002249],[398994,2233677],[403472,1782194],[405805,2241038],[406555,1265464],[406815,2024445],[408016,1257160],[411170,1535068],[412473,2249596],[414698,1540753],[419736,2261695],[425293,1569878],[427166,2271567],[429101,1823821],[431937,1056718],[432687,821725],[433976,1580894],[437707,1326730],[438880,1587453],[446884,2296515],[451216,1096145],[455490,1865315],[457823,2307454],[458573,1351510],[458833,2100579],[462816,1620227],[466126,1360684],[471513,1631144],[474784,2325306],[480341,1373502],[481341,2130525],[483025,2334868],[483302,1904956],[484047,1388100],[487357,1137841],[488421,1386265],[492744,1663616],[493964,2345807],[494714,895918],[500632,2354365],[505035,1691998],[508118,1428222],[508378,1439238],[512733,1697440],[516261,1703125],[516849,936943],[527258,2385620],[531757,1213914],[539250,2202078],[540934,2395733],[541211,1984984],[541956,1474906],[545266,1222146],[548117,1490248],[549290,1747568],[553764,1751653],[565900,1496768],[568983,1515028],[569243,1244008],[569991,2017695],[571560,1258331],[572600,1781400],[572733,1517915],[577207,1783365],[580737,2430368],[585069,1014509],[591676,2441307],[593963,1562745],[595924,1817780],[596669,1551618],[599979,1297956],[605366,1822971],[620449,2291782],[624044,1590367],[630672,2475303],[633602,2093829],[635171,1344377],[636211,1864521],[636344,1604477],[640818,1866486],[648387,2487183],[660379,1366369],[662340,1625953],[663085,1637664],[666395,1384518],[667616,1898787],[670325,1654976],[678428,1129609],[687605,2516259],[693219,1431989],[694788,1421089],[695828,1691204],[695961,1680287],[700435,1937924],[722086,2190128],[723655,1459746],[725744,1718685],[726489,1720520],[736592,1978815],[739301,1740297],[751619,2404404],[761842,2565633],[764772,1236759],[766341,1507895],[767381,1495974],[767514,1764592],[771988,2016043],[775490,1525209],[789312,2582328],[800714,1562538],[826798,1838965],[831787,2080912],[832927,1328833],[835536,1591538],[835646,1589573],[835779,1845715],[849348,1611771],[862342,2313356],[876848,1366162],[888256,1654769],[931271,2659300],[943131,1712516],[943338,1961096],[949351,1459539],[966375,1740090],[979916,2214010] ] cell #1052 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [448673],[463583],[473452],[522358],[533921],[550281],[559083],[582526],[592395],[607305],[614399],[615997],[625772],[628313],[643487],[646028],[655050],[680592],[689394],[705754],[715623],[717516],[728230],[747167],[759483],[784412],[786953],[795975],[813690],[837781],[857772],[897659],[909975],[928912],[1016511], [113639,846897],[115350,842892],[144837,943940],[145829,948040],[150427,958896],[162106,991021],[170768,773039],[172479,1021622],[176360,799331],[186566,1065952],[192053,1077023],[193045,1081123],[200972,1098499],[201690,1099844],[201964,1102599],[204151,1106670],[206562,1113455],[208827,658406],[213330,669029],[214322,886945],[218920,1145167],[223056,907702],[223835,691938],[230599,1177292],[234480,941290],[242454,1203445],[245073,732683],[247941,738005],[248933,965064],[252828,1225307],[253544,1226461],[256215,1232818],[258315,1236378],[258672,757210],[259033,1237723],[259307,1240478],[261938,561627],[267306,774637],[272793,1268850],[273785,1272950],[277615,793812],[278383,1026764],[281712,802127],[282430,597436],[282704,1036502],[284891,1298497],[287302,1305282],[289567,817046],[291438,1057259],[292217,825036],[298781,1328452],[299138,834508],[304146,842624],[305417,1339714],[307546,848495],[312712,1354133],[313967,1355861],[317018,1362235],[319097,652887],[319228,868025],[319426,1365817],[320142,1366971],[322045,872939],[324913,878261],[325631,663852],[325905,1119623],[328092,1385059],[335021,1138382],[336121,1398675],[338740,902112],[341608,907434],[342600,1151335],[346495,916596],[347211,696952],[349882,1428048],[351982,1431608],[352339,926639],[352700,1432953],[352974,1435708],[355605,708298],[356804,935771],[357572,1182434],[362500,1454241],[364288,724646],[365918,950256],[366116,1459194],[366832,951843],[367271,1199863],[372091,959357],[373439,1470108],[374157,736223],[381104,1222687],[381825,1484716],[387561,983666],[388443,756942],[389110,985910],[390149,1497387],[392208,990753],[395608,996624],[396324,768505],[398995,1514854],[405806,1524828],[406163,1013238],[406524,1014267],[406816,1265290],[411171,1021354],[412442,1536090],[414571,1027225],[419737,1550509],[420992,804668],[426122,811527],[426253,1046755],[426451,1562193],[427167,1563347],[429070,1051669],[432656,822492],[436411,1065159],[436679,1321198],[437708,1068814],[438476,1585082],[439871,834240],[442188,1072326],[443227,1073924],[446885,1595523],[450501,1600476],[451217,846144],[457824,1611390],[458181,1094874],[458542,1095903],[458834,1351336],[459411,1614482],[466127,1106402],[467202,868486],[471386,1113916],[474785,1636555],[476040,880802],[481342,1386991],[483026,1649471],[484814,894075],[486444,1136527],[486642,1654424],[492617,1145628],[493965,1665338],[494683,905652],[500601,1676600],[508087,1169937],[508969,926371],[509636,1172181],[510675,1692617],[512734,1177024],[516850,937934],[520771,1451724],[521232,1191590],[522626,1195159],[522955,1713934],[524899,950717],[527259,1718371],[531758,954288],[532526,1724351],[537277,963074],[539251,1473797],[540935,1734792],[542723,972194],[544353,1220832],[544551,1739745],[548118,1228169],[553637,1233279],[568952,1255258],[570264,1256986],[573724,1012970],[576041,1264153],[580738,1787350],[584354,1792303],[585070,1024874],[591677,1803217],[601055,1047216],[605239,1305743],[609893,1059532],[615536,1323619],[620450,1588179],[626040,1076433],[626369,1849613],[630673,1854050],[633875,1343032],[637335,1094606],[639652,1350199],[643755,1357531],[648388,1874041],[667903,1386820],[671570,1136988],[678429,1140559],[679197,1910622],[683948,1149345],[687606,1921063],[691222,1926016],[722359,1457295],[727769,1201992],[736879,1473626],[740546,1221293],[746706,1487137],[751620,1748294],[761843,2003607],[784680,1268260],[785009,2028343],[789313,2032780],[832074,1588008],[862615,1620053],[897198,1397222],[931272,2173036],[980203,1748123], [28026,424043,1558611],[36408,479091,1644657],[40026,502351,1679946],[46287,545706,1481899],[51073,563216,1764251],[52731,572329,1776909],[56299,593264,1806309],[59180,432930,1311450],[61680,621218,1844384],[62636,634143,1604136],[65307,635940,1860030],[70520,659680,1887945],[72652,669626,1900205],[75883,487797,1395093],[80669,516134,1182895],[83372,722627,1717304],[84151,722956,1965511],[85118,736418,1732275],[87253,733451,1975004],[88653,738602,1980233],[92367,752388,1993941],[99286,577080,1265751],[100242,570532,1517574],[102913,794580,2038760],[108126,431938,1056991],[110446,827762,2078022],[111214,831613,1842934],[116129,843221,2089755],[119231,640691,1351797],[121619,862883,1872974],[122398,863212,2107470],[125500,873707,2116963],[130172,669297,1390389],[130951,487358,1138114],[131918,667442,1646954],[134053,902880,2144433],[135453,908031,2149662],[139167,700308,1428509],[149659,955045,2194760],[154563,738273,1477195],[155342,545267,1222419],[157202,975891,2211120],[157970,979742,1992491],[162885,991350,2222853],[165987,771861,1515315],[167575,571561,1260641],[168343,774176,1519995],[173258,1021951,2248395],[178748,802395,1553907],[179527,599980,1298229],[182629,1052437,2275603],[196875,635172,1346687],[197643,848034,1606557],[205794,1109604,2317988],[210698,878529,1639953],[211477,666396,1384791],[218152,1141316,2341431],[225695,694789,1423399],[226463,916135,1682367],[231378,1177621,2369524],[240325,1199334,2386208],[241354,952111,1721703],[263137,766342,1510205],[263905,996163,1766672],[286534,1301431,2451841],[299499,835537,1592728],[299791,1073463,1846716],[333992,1394564,2506734],[360816,1191761,1961052],[380075,1481370,2555847] ] cell #1053 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [448706],[463616],[473519],[522362],[533925],[550285],[559116],[582559],[592462],[607372],[614400],[615998],[625776],[628314],[643491],[646029],[655054],[680596],[689427],[705787],[715690],[717517],[728231],[747168],[759484],[784416],[786954],[795979],[813694],[837782],[857773],[897660],[909976],[928913],[1016512], [113636,846898],[115352,842889],[144843,943934],[145826,948041],[150433,958890],[162108,991018],[170765,773040],[172481,1021619],[176362,799328],[186563,1065953],[192059,1077017],[193042,1081124],[200978,1098493],[201757,1099695],[201961,1102600],[204153,1106667],[206568,1113449],[208829,658403],[213336,669033],[214319,886946],[218926,1145161],[223058,907699],[223868,691944],[230601,1177289],[234482,941287],[242451,1203446],[245140,732689],[247947,738009],[248930,965065],[252825,1225308],[253550,1226455],[256221,1232812],[258321,1236372],[258674,757207],[259100,1237574],[259304,1240479],[261971,561633],[267303,774638],[272799,1268844],[273782,1272951],[277682,793818],[278389,1026758],[281718,802131],[282497,597469],[282701,1036503],[284893,1298494],[287308,1305276],[289569,817043],[291440,1057256],[292250,825042],[298787,1328446],[299140,834505],[304152,842628],[305484,1339565],[307543,848496],[312718,1354127],[313964,1355862],[317015,1362236],[319130,652893],[319232,868019],[319423,1365818],[320148,1366965],[322112,872945],[324919,878265],[325698,663885],[325902,1119624],[328094,1385056],[335023,1138379],[336118,1398676],[338807,902118],[341614,907438],[342597,1151336],[346492,916597],[347217,696956],[349888,1428042],[351988,1431602],[352341,926636],[352767,1432804],[352971,1435709],[355638,708304],[356871,935777],[357578,1182428],[362506,1454235],[364321,724652],[365922,950250],[366113,1459195],[366838,951847],[367268,1199864],[372088,959358],[373445,1470102],[374224,736256],[381106,1222684],[381822,1484717],[387628,983672],[388447,756946],[389111,985911],[390146,1497388],[392214,990757],[395605,996625],[396330,768509],[399001,1514848],[405812,1524822],[406165,1013235],[406591,1014273],[406822,1265284],[411177,1021358],[412509,1535941],[414568,1027226],[419743,1550503],[420989,804669],[426155,811533],[426257,1046749],[426448,1562194],[427173,1563341],[429137,1051675],[432723,822525],[436415,1065153],[436676,1321199],[437714,1068818],[438473,1585083],[439875,834244],[442189,1072327],[443224,1073925],[446891,1595517],[450498,1600477],[451223,846148],[457830,1611384],[458183,1094871],[458609,1095909],[458840,1351330],[459336,1614483],[466133,1106406],[467203,868487],[471383,1113917],[474791,1636549],[476037,880803],[481348,1386985],[483032,1649465],[484847,894081],[486448,1136521],[486639,1654425],[492614,1145629],[493971,1665332],[494750,905685],[500668,1676451],[508154,1169943],[508973,926375],[509637,1172182],[510672,1692618],[512740,1177028],[516856,937938],[520765,1451725],[521233,1191591],[522623,1195160],[522880,1713935],[524900,950718],[527265,1718365],[531764,954292],[532523,1724352],[537274,963075],[539257,1473791],[540941,1734786],[542756,972200],[544357,1220826],[544548,1739746],[548124,1228173],[553634,1233280],[569019,1255264],[570268,1256980],[573728,1012974],[576042,1264154],[580744,1787344],[584351,1792304],[585076,1024878],[591683,1803211],[601056,1047217],[605236,1305744],[609890,1059533],[615530,1323620],[620456,1588173],[626037,1076434],[626294,1849614],[630679,1854044],[633879,1343026],[637339,1094610],[639653,1350200],[643752,1357532],[648394,1874035],[667904,1386821],[671571,1136989],[678435,1140563],[679194,1910623],[683945,1149346],[687612,1921057],[691219,1926017],[722363,1457289],[727763,1201993],[736880,1473627],[740547,1221294],[746700,1487138],[751626,1748288],[761849,2003601],[784677,1268261],[784934,2028344],[789319,2032774],[832075,1588009],[862619,1620047],[897192,1397223],[931278,2173030],[980204,1748124], [28028,424040,1558612],[36410,479088,1644658],[40028,502348,1679947],[46289,545703,1481900],[51075,563213,1764252],[52733,572326,1776910],[56332,593189,1806310],[59182,432927,1311451],[61682,621215,1844385],[62638,634140,1604137],[65309,635937,1860031],[70553,659605,1887946],[72685,669551,1900206],[75885,487794,1395094],[80671,516131,1182896],[83374,722624,1717305],[84184,722881,1965512],[85124,736412,1732276],[87255,733448,1975005],[88686,738527,1980234],[92369,752385,1993942],[99288,577077,1265752],[100244,570529,1517575],[102915,794577,2038761],[108159,431944,1056995],[110513,827613,2078023],[111220,831607,1842935],[116162,843146,2089756],[119233,640688,1351798],[121621,862880,1872975],[122431,863137,2107471],[125502,873704,2116964],[130174,669294,1390390],[130984,487364,1138118],[131924,667436,1646955],[134055,902877,2144434],[135486,907956,2149663],[139169,700305,1428510],[149726,954896,2194761],[154565,738270,1477196],[155375,545273,1222423],[157269,975742,2211121],[157976,979736,1992492],[162918,991275,2222854],[165989,771858,1515316],[167642,571567,1260645],[168349,774170,1519996],[173291,1021876,2248396],[178750,802392,1553908],[179560,599986,1298233],[182631,1052434,2275604],[196942,635178,1346691],[197649,848028,1606558],[205861,1109455,2317989],[210700,878526,1639954],[211510,666402,1384795],[218219,1141167,2341432],[225762,694795,1423403],[226469,916129,1682368],[231411,1177546,2369525],[240392,1199185,2386209],[241356,952108,1721704],[263204,766348,1510209],[263911,996157,1766673],[286601,1301282,2451842],[299566,835543,1592732],[299797,1073457,1846717],[334059,1394415,2506735],[360822,1191755,1961053],[380142,1481221,2555848] ] cell #1054 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [448707],[463617],[473520],[522363],[533926],[550286],[559117],[582560],[592463],[607373],[614393],[615994],[625777],[628310],[643492],[646025],[655055],[680597],[689428],[705788],[715691],[717510],[728227],[747164],[759480],[784417],[786950],[795980],[813695],[837775],[857766],[897656],[909972],[928909],[1016505], [113640,846891],[115353,842893],[144844,943941],[145830,948034],[150434,958897],[162109,991022],[170769,773033],[172482,1021623],[176363,799332],[186567,1065946],[192060,1077024],[193046,1081117],[200979,1098500],[201758,1099845],[201965,1102593],[204154,1106671],[206569,1113456],[208830,658407],[213337,669034],[214323,886939],[218927,1145168],[223059,907703],[223869,691945],[230602,1177293],[234483,941291],[242455,1203439],[245141,732690],[247948,738010],[248934,965058],[252829,1225301],[253551,1226462],[256222,1232819],[258322,1236379],[258675,757211],[259101,1237724],[259308,1240472],[261972,561634],[267307,774634],[272800,1268851],[273786,1272944],[277683,793819],[278390,1026765],[281719,802132],[282498,597470],[282705,1036496],[284894,1298498],[287309,1305283],[289570,817047],[291441,1057260],[292251,825043],[298788,1328453],[299141,834509],[304153,842629],[305485,1339715],[307547,848492],[312719,1354134],[313968,1355855],[317019,1362229],[319131,652894],[319233,868026],[319427,1365811],[320149,1366972],[322113,872946],[324920,878266],[325699,663886],[325906,1119617],[328095,1385060],[335024,1138383],[336122,1398669],[338808,902119],[341615,907439],[342601,1151329],[346496,916593],[347218,696957],[349889,1428049],[351989,1431609],[352342,926640],[352768,1432954],[352975,1435702],[355639,708305],[356872,935778],[357579,1182435],[362507,1454242],[364322,724653],[365923,950257],[366117,1459188],[366839,951848],[367272,1199857],[372092,959354],[373446,1470109],[374225,736257],[381107,1222688],[381826,1484710],[387629,983673],[388448,756947],[389107,985904],[390150,1497381],[392215,990758],[395609,996621],[396331,768510],[399002,1514855],[405813,1524829],[406166,1013239],[406592,1014274],[406823,1265291],[411178,1021359],[412510,1536091],[414572,1027222],[419744,1550510],[420993,804665],[426156,811534],[426258,1046756],[426452,1562187],[427174,1563348],[429138,1051676],[432724,822526],[436416,1065160],[436680,1321192],[437715,1068819],[438477,1585076],[439876,834245],[442185,1072320],[443228,1073921],[446892,1595524],[450502,1600470],[451224,846149],[457831,1611391],[458184,1094875],[458610,1095910],[458841,1351337],[459412,1614476],[466134,1106407],[467199,868483],[471387,1113913],[474792,1636556],[476041,880799],[481349,1386992],[483033,1649472],[484848,894082],[486449,1136528],[486643,1654418],[492618,1145625],[493972,1665339],[494751,905686],[500669,1676601],[508155,1169944],[508974,926376],[509633,1172175],[510676,1692611],[512741,1177029],[516857,937939],[520772,1451718],[521229,1191584],[522627,1195156],[522956,1713928],[524896,950714],[527266,1718372],[531765,954293],[532527,1724345],[537278,963071],[539258,1473798],[540942,1734793],[542757,972201],[544358,1220833],[544552,1739739],[548125,1228174],[553638,1233276],[569020,1255265],[570269,1256987],[573729,1012975],[576038,1264147],[580745,1787351],[584355,1792297],[585077,1024879],[591684,1803218],[601052,1047213],[605240,1305740],[609894,1059529],[615537,1323613],[620457,1588180],[626041,1076430],[626370,1849607],[630680,1854051],[633880,1343033],[637340,1094611],[639649,1350193],[643756,1357528],[648395,1874042],[667900,1386814],[671567,1136985],[678436,1140564],[679198,1910616],[683949,1149342],[687613,1921064],[691223,1926010],[722364,1457296],[727770,1201986],[736876,1473620],[740543,1221290],[746707,1487131],[751627,1748295],[761850,2003608],[784681,1268257],[785010,2028337],[789320,2032781],[832071,1588002],[862620,1620054],[897199,1397216],[931279,2173037],[980200,1748117], [28029,424044,1558605],[36411,479092,1644651],[40029,502352,1679940],[46290,545707,1481893],[51076,563217,1764245],[52734,572330,1776903],[56333,593265,1806303],[59183,432931,1311444],[61683,621219,1844378],[62639,634144,1604130],[65310,635941,1860024],[70554,659681,1887939],[72686,669627,1900199],[75886,487798,1395087],[80672,516135,1182892],[83375,722628,1717298],[84185,722957,1965505],[85125,736419,1732269],[87256,733452,1974998],[88687,738603,1980227],[92370,752389,1993935],[99289,577081,1265748],[100245,570533,1517568],[102916,794581,2038754],[108160,431945,1056996],[110514,827763,2078016],[111221,831614,1842928],[116163,843222,2089749],[119234,640692,1351794],[121622,862884,1872968],[122432,863213,2107464],[125503,873708,2116957],[130175,669298,1390386],[130985,487365,1138119],[131925,667443,1646948],[134056,902881,2144427],[135487,908032,2149656],[139170,700309,1428506],[149727,955046,2194754],[154566,738274,1477192],[155376,545274,1222424],[157270,975892,2211114],[157977,979743,1992485],[162919,991351,2222847],[165990,771862,1515312],[167643,571568,1260646],[168350,774177,1519989],[173292,1021952,2248389],[178751,802396,1553904],[179561,599987,1298234],[182632,1052438,2275597],[196943,635179,1346692],[197650,848035,1606551],[205862,1109605,2317982],[210701,878530,1639950],[211511,666403,1384796],[218220,1141317,2341425],[225763,694796,1423404],[226470,916136,1682361],[231412,1177622,2369518],[240393,1199335,2386202],[241357,952112,1721700],[263205,766349,1510210],[263912,996164,1766666],[286602,1301432,2451835],[299567,835544,1592733],[299798,1073464,1846710],[334060,1394565,2506728],[360823,1191762,1961046],[380143,1481371,2555841] ] cell #1055 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [91287],[120897],[124420],[152220],[156362],[156431],[157422],[161384],[181549],[187160],[187229],[194913],[200207],[205023],[206014],[220713],[229877],[236946],[238369],[241921],[243048],[243117],[245769],[257550],[275653],[280176],[285763],[286754],[296189],[296673],[300710],[302038],[303461],[315341],[332036],[335588],[336715],[336784],[339436],[344468],[351217],[363240],[368004],[370847],[371331],[378119],[384251],[384735],[391523],[403214],[403698],[407735],[409063],[410486],[414038],[417886],[422366],[438989],[455232],[455716],[462535],[470142],[470626],[477414],[483766],[485398],[488530],[491373],[491857],[495894],[498645],[504777],[505261],[512049],[537940],[541675],[543307],[549399],[553104],[565642],[566126],[572842],[574915],[586242],[589085],[589569],[596388],[598020],[603995],[604479],[611267],[623786],[625120],[632741],[636453],[638526],[662804],[664436],[672597],[684611],[689978],[696070],[698143],[699775],[712313],[712797],[720667],[726208],[726749],[727606],[741573],[754956],[767623],[769696],[771328],[776709],[782426],[783760],[791381],[805695],[823076],[829514],[830371],[835888],[836628],[836702],[850567],[856284],[860923],[866464],[881829],[890096],[896178],[897035],[918668],[924385],[943447],[945781],[945855],[953245],[968215],[977643],[978500],[984017],[998696],[1004413],[1008244],[1015358],[1015432],[1039653],[1040211],[1064752],[1067771],[1074956],[1089880],[1098006],[1100340],[1100414],[1122774],[1123332],[1132126],[1139516],[1163914],[1191173],[1194150],[1201935],[1212449],[1216431],[1224107],[1227126],[1249235],[1292241],[1315159],[1322793],[1330443],[1334530],[1353545],[1378803],[1407679],[1452375],[1453653],[1461143],[1464449],[1530906],[1583286],[1594935],[1659679],[1712087],[1786762] ] cell #1056 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [628083],[658603],[729824],[759253],[763018],[786723],[799528],[817243],[836709],[836903],[839881],[864926],[867687],[870080],[899253],[909745],[913510],[928682],[932447],[941487],[945862],[946056],[947733],[953512],[981797],[985032],[988010],[1015439],[1015633],[1018611],[1026426],[1028819],[1046417],[1048810],[1063067],[1068038],[1069222],[1080816],[1097522],[1100421],[1100615],[1102292],[1104699],[1108071],[1115988],[1132133],[1132327],[1134004],[1135110],[1139783],[1150457],[1153435],[1171303],[1174281],[1182096],[1193666],[1195561],[1206715],[1216438],[1216632],[1218309],[1219415],[1224326],[1227393],[1228577],[1240171],[1259865],[1261049],[1262169],[1263846],[1272643],[1278422],[1292248],[1292442],[1294119],[1295225],[1299898],[1307815],[1323012],[1334046],[1335941],[1345911],[1347095],[1348215],[1349892],[1353559],[1357933],[1369087],[1378810],[1379004],[1380681],[1381787],[1390791],[1391911],[1401945],[1413539],[1422623],[1423807],[1424927],[1426604],[1435401],[1449097],[1453667],[1461150],[1461344],[1464668],[1472781],[1477597],[1478717],[1494643],[1499459],[1509429],[1510613],[1511733],[1513410],[1530422],[1532317],[1543471],[1546268],[1549205],[1554309],[1555429],[1565463],[1577057],[1583293],[1584271],[1591952],[1594949],[1600031],[1602626],[1621507],[1624102],[1635539],[1640355],[1641475],[1659898],[1668011],[1671416],[1672827],[1694689],[1705843],[1708640],[1712124],[1713449],[1713595],[1723540],[1727976],[1731221],[1744386],[1748822],[1752067],[1760146],[1786776],[1791858],[1794453],[1797558],[1827366],[1832182],[1838603],[1839332],[1839756],[1849128],[1849274],[1853462],[1869119],[1869265],[1873453],[1883646],[1909811],[1914247],[1917492],[1920475],[1946417],[1961322],[1969952],[1970376],[1988889],[1989313],[2003019],[2027858],[2028004],[2032192],[2062376],[2085566],[2103281],[2139381],[2139805],[2172448],[2244206], [204954,1635981],[238300,1717797],[285694,1549935],[294557,1839770],[303392,1853476],[314164,2104448],[315272,1873467],[331967,1648897],[361167,1961495],[369215,1970390],[378050,1734218],[382619,1989327],[383054,2211563],[390346,2219831],[391454,2003033],[401582,1519388],[410417,2032206],[421189,1043656],[422297,1296526],[445552,2085739],[447625,1852896],[450698,2300039],[453600,1605950],[460462,2103454],[468510,2112349],[468945,2318431],[476237,1126777],[477345,1383088],[481693,1388896],[489741,2139819],[498576,1920489],[503145,1419556],[503580,1168068],[510872,2366502],[511980,2172462],[527999,2191721],[533039,1973404],[535112,1728195],[536335,2392110],[537474,1223740],[537871,1482920],[539602,1475702],[555962,2218837],[558035,2002453],[564010,1506362],[564445,1253389],[579405,2244379],[581478,2031626],[584551,2433892],[587453,1797777],[594315,1289349],[602363,2270989],[602798,2452284],[610090,1059302],[611198,1313550],[621731,2292892],[622942,1588926],[624811,2473120],[625051,1604049],[629340,1599547],[631848,1352351],[649128,2109763],[654168,2115363],[656241,1883865],[660731,1375911],[674670,2338392],[679710,2142833],[681783,1914466],[683006,2512636],[684145,1139435],[684542,1396114],[686273,1670932],[688346,1919909],[691419,2519783],[702633,2365508],[704706,2171882],[710681,1441180],[711116,1184489],[720358,2383437],[720598,1717217],[724997,1458265],[726737,1732125],[727431,1473731],[730302,1727382],[743646,2399257],[752901,2216140],[754112,1749041],[760510,1759662],[780371,2426745],[781582,1523520],[783451,2580145],[783691,1517487],[787980,1791374],[790488,1266305],[795093,2037160],[797166,1801909],[798389,2588818],[807768,2268403],[812808,2274003],[814881,2062595],[819371,1310572],[821444,2068038],[829502,1842784],[830196,1588113],[854229,2481793],[855440,1610082],[860614,2310271],[860854,1872887],[865253,1621023],[870558,1883052],[883902,2332014],[889787,2503963],[890027,1648317],[894426,1393095],[895637,2137233],[896166,1646804],[896860,1386925],[899731,1913653],[906473,2646743],[911002,1675131],[922330,2362811],[923541,1685892],[929939,1945933],[937052,2177416],[939125,1956468],[967906,2553076],[968146,1733638],[972545,1479901],[973756,2208786],[977631,1992341],[978325,1748228],[982275,1995932],[1002358,2420720],[1003569,1770197],[1008232,1775309],[1008926,1518575],[1009101,2241493],[1010969,2696396],[1014618,2241682],[1029297,1796964],[1039344,2444124],[1039584,1807672],[1043983,1556613],[1045194,2065621],[1049288,2061782],[1060559,1834486],[1089868,1858430],[1090562,1605137],[1090737,2307909],[1092605,2615656],[1096254,2308098],[1122465,2496142],[1122705,1889308],[1127104,1642659],[1128315,1886891],[1129718,2333714],[1132052,2337954],[1163902,1929868],[1164596,1680947],[1164771,2168260],[1166639,2752531],[1168546,2165361],[1170288,1949012],[1184967,1951523],[1201626,2545386],[1201866,1967804],[1214023,2394579],[1216357,2398819],[1249223,2007987],[1249917,1765252],[1250092,1998831],[1251960,2684038],[1253867,2234337],[1255609,1762741],[1256579,2422778],[1259598,2426572],[1266783,2025105],[1289833,2057940],[1292167,2270551],[1326839,2469457],[1330431,2083042],[1331125,1846375],[1331300,2082853],[1342625,2477826],[1345644,2481620],[1352829,2101239],[1363998,2624575],[1376395,1879210],[1378729,2111911],[1386403,2503060],[1389380,2136509],[1419337,2168114],[1422356,2365335],[1452363,2187043],[1456888,2544868],[1458749,1967080],[1461069,2191283],[1473209,2552173],[1476186,2208062],[1490357,2559787],[1506143,1998685],[1509162,2218664],[1519169,2241347],[1549921,2270975],[1583147,2288925],[1587591,2611354],[1588707,2082707],[1591685,2292719],[1605731,2307763],[1619646,2624057],[1635967,2112335],[1648883,2338378],[1712548,2382534],[1717783,2191707],[1734204,2399243],[1747706,2679736] ] cell #1057 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [312153],[314286],[361172],[361941],[383059],[390468],[437061],[445557],[446326],[447578],[450820],[460467],[461236],[468950],[510994],[531111],[533044],[536340],[547471],[555967],[556736],[557988],[579410],[580179],[581431],[584673],[590288],[602803],[621736],[624816],[627412],[630976],[649081],[652240],[654173],[677782],[679715],[683011],[688299],[691541],[702638],[703407],[704659],[713516],[720363],[723999],[727281],[752906],[758582],[780376],[783456],[786052],[789616],[795098],[798394],[807721],[809104],[810880],[812813],[821397],[830046],[836814],[854234],[860619],[864255],[883855],[885238],[889792],[893428],[895590],[896710],[906478],[909074],[912638],[915980],[922335],[928011],[937057],[945967],[967911],[971547],[973709],[978175],[996008],[1002363],[1008003],[1008776],[1010974],[1014623],[1015544],[1026276],[1035354],[1039349],[1042985],[1058631],[1072202],[1089639],[1090412],[1092610],[1096259],[1100526],[1118475],[1122470],[1126106],[1129723],[1130937],[1132238],[1134960],[1138764],[1150368],[1160359],[1164446],[1166644],[1197595],[1201631],[1214028],[1215242],[1216543],[1219265],[1223069],[1245680],[1249767],[1251965],[1256519],[1257320],[1258475],[1262080],[1292353],[1295075],[1320902],[1326844],[1326874],[1330975],[1342565],[1343366],[1344521],[1348126],[1364003],[1378915],[1381637],[1386233],[1386340],[1389913],[1424838],[1451848],[1456828],[1457629],[1461255],[1473039],[1473146],[1476719],[1490362],[1494493],[1511644],[1516850],[1553431],[1582566],[1583398],[1587421],[1587528],[1603412],[1619586],[1620387],[1624013],[1639477],[1683908],[1712333],[1716580],[1721227],[1743513],[1747536],[1747643],[1768213],[1838756],[1840908],[1856906],[1868003],[1872250],[1954484],[1962260],[1971528],[1988313],[2035636],[2078445],[2086504],[2140957],[2195183],[2245144],[2341854] ] cell #1058 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [312140],[314293],[361190],[361928],[383077],[390475],[437048],[445575],[446313],[447788],[450827],[460485],[461223],[468968],[511001],[531098],[533062],[536358],[547458],[555985],[556723],[558198],[579428],[580166],[581641],[584680],[591086],[602821],[621754],[624834],[627399],[630963],[649291],[652227],[654191],[659163],[677769],[679733],[683029],[688509],[691548],[702656],[703394],[704869],[714314],[720381],[723986],[727268],[752924],[757329],[758569],[780394],[783474],[786039],[789603],[795116],[798412],[807931],[810867],[812831],[817803],[821607],[830033],[834627],[836734],[854252],[860637],[864242],[868043],[884065],[889810],[893415],[895800],[896697],[906496],[909061],[912625],[922353],[926758],[927998],[937075],[945887],[950274],[967929],[971534],[973919],[978162],[985886],[1002381],[1008763],[1010992],[1013357],[1014641],[1015464],[1026263],[1039367],[1042972],[1046773],[1058618],[1065177],[1072302],[1090399],[1092628],[1094993],[1096277],[1100446],[1122488],[1126093],[1129741],[1132158],[1134947],[1136545],[1138751],[1150288],[1164433],[1166662],[1172157],[1191566],[1201649],[1214046],[1216463],[1219252],[1220850],[1223056],[1249754],[1251983],[1257004],[1257307],[1262000],[1264129],[1292273],[1295062],[1320481],[1326862],[1330962],[1343050],[1343353],[1348046],[1350175],[1364021],[1378835],[1381624],[1386226],[1386796],[1389833],[1424758],[1457313],[1457616],[1461175],[1473032],[1473602],[1476639],[1490380],[1494480],[1511564],[1516857],[1553351],[1583318],[1587414],[1587984],[1603419],[1620071],[1620374],[1623933],[1639397],[1683828],[1712326],[1716587],[1721147],[1743433],[1747529],[1748099],[1768133],[1838763],[1840828],[1856826],[1867996],[1872257],[1954404],[1962253],[1971448],[1988320],[2035556],[2078452],[2086497],[2140877],[2195190],[2245137],[2341861] ] cell #1059 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [10472],[16034],[19321],[20864],[24046],[28521],[29199],[30758],[35087],[37958],[39891],[41140],[41935],[42569],[44156],[47625],[53530],[53726],[55409],[57859],[58880],[59785],[66106],[66302],[72165],[73576],[73752],[73941],[75985],[79073],[80762],[81621],[88166],[89577],[89753],[89942],[96989],[97391],[97439],[98922],[99597],[102180],[105699],[106064],[112311],[117336],[117384],[118867],[119542],[127824],[128189],[128421],[128722],[128795],[130564],[137320],[138803],[139478],[147116],[147164],[152812],[153113],[153186],[154955],[159067],[160322],[164140],[165623],[166298],[166627],[166922],[168155],[177298],[177371],[179140],[188866],[189167],[189240],[189765],[195927],[196222],[197455],[203251],[203299],[204577],[209248],[209321],[211090],[212380],[214030],[214103],[224747],[225042],[235517],[238824],[239119],[239754],[239827],[245653],[246991],[248641],[248714],[252442],[255128],[255429],[255502],[256027],[257009],[262189],[262484],[267792],[268087],[278195],[280762],[293546],[295548],[297199],[297919],[298214],[304846],[304919],[308032],[308327],[312489],[312732],[315796],[316091],[316726],[316799],[322625],[323963],[328997],[330428],[339320],[342308],[342381],[360379],[360456],[362277],[362520],[365171],[370206],[372577],[372872],[375080],[376511],[381194],[381608],[383610],[385261],[385981],[386276],[392908],[392981],[400361],[411871],[411944],[415057],[415352],[429650],[436307],[437845],[438259],[440774],[444841],[446662],[446905],[452379],[459751],[469501],[471872],[472167],[490732],[493103],[493398],[513434],[513507],[520899],[523295],[524285],[525916],[531895],[532309],[536891],[551184],[555251],[578694],[580515],[580758],[603354],[605725],[606020],[619100],[626709],[645414],[647045],[678566],[678980],[683562],[701922],[731333],[750270],[777740],[785349],[798945],[851598],[871589],[900762],[1030328],[1050319] ] cell #1060 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80626,233039],[99243,271387],[108147,290538],[119188,311627],[129320,331805],[130972,334524],[139124,350576],[142070,356485],[153711,377888],[155363,380607],[165944,399689],[167630,403439],[169549,406205],[177896,422135],[179548,424854],[196930,455457],[198849,458223],[209846,477183],[211498,479902],[212771,481109],[213100,483287],[225750,505002],[227669,507768],[240905,529808],[247382,539018],[247711,541196],[263192,565867],[265111,568633],[266431,569976],[281153,593731],[281482,595909],[297590,620217],[299554,624011],[306671,633587],[324354,660147],[324683,662325],[330819,670093],[345620,693204],[364530,722071],[365562,723423],[366602,725729],[376902,739069],[385652,751387],[394733,764757],[402084,775475],[436452,826783],[441564,832912],[449947,843688],[454102,849333],[463825,862327],[464857,863679],[497428,908498],[522399,944306],[535614,960195],[551974,981041],[560357,991817],[583800,1022418],[587955,1028063],[625813,1077389],[643528,1098865],[656743,1114754],[682285,1146466],[707028,1178088],[756983,1236744],[784453,1269216],[815383,1306581],[834281,1328818],[926412,1431974],[1013011,1525194],[1094647,1611756], [16314,70229,208784],[24008,93667,258031],[24541,94921,261959],[28801,107835,289524],[30421,113033,297154],[34951,124059,318812],[35057,124084,319118],[41102,140467,351698],[41635,141721,355626],[42215,143627,234437],[43632,147973,364003],[43738,147998,364309],[45745,151619,371812],[48944,257004,385216],[49582,160918,388293],[49627,161206,388643],[50803,163748,394059],[53193,170162,404179],[56226,176317,176894],[57723,181188,425837],[57829,181213,426143],[58842,183929,290586],[59375,185183,292238],[60239,296108,438465],[61037,189905,439721],[61082,190193,440071],[63656,194058,448388],[65769,199462,456197],[67745,317555,463298],[68672,205475,467069],[69858,207754,471107],[73228,216466,484529],[73334,216491,484835],[73733,216853,334572],[75341,220112,492338],[76212,221814,222204],[77310,223856,224601],[78540,226275,505742],[79178,229411,508819],[79223,229699,509169],[80399,232241,514585],[80732,233064,356859],[81877,235642,521063],[82472,363111,523394],[83438,240006,524766],[85812,241840,532515],[86655,244726,534121],[89229,251077,542438],[89335,251102,542744],[89734,251464,380655],[90926,381814,384170],[91769,387214,550481],[94343,260320,558798],[96456,263717,566607],[97845,167557,403133],[98643,270645,573574],[98688,270933,573924],[99149,270115,275120],[99349,271412,406579],[101262,274798,582241],[102259,174919,276813],[102496,277236,277670],[103375,175014,590050],[105351,282412,597151],[105856,285235,424902],[106278,286215,600922],[107464,288494,604960],[108102,290250,431708],[109323,185110,613803],[109757,293668,614684],[110127,438759,616516],[114450,300581,626808],[116992,305997,633222],[117790,196857,455151],[118588,310885,637185],[118633,311173,637535],[119094,194380,310355],[119294,311652,458597],[120719,459850,462406],[124902,321698,655250],[127476,325613,663567],[127981,328436,479950],[128677,329309,667734],[129272,213395,483637],[130238,333673,671437],[130643,220017,332637],[130880,333060,338795],[130927,334236,487128],[132612,335507,679186],[133455,338393,680792],[134704,340693,341378],[134713,222156,340769],[136029,221882,689109],[136534,136917,501181],[137726,225677,504696],[138569,347276,697152],[139030,349304,354309],[139230,350601,508142],[141143,353987,705469],[143256,357384,713278],[144026,520957,716531],[149340,367774,728749],[151524,155034,378720],[152649,374139,735938],[153068,375392,736710],[153663,248006,541546],[154629,379756,740413],[155271,245128,379143],[155318,380319,545037],[156883,546214,549169],[164546,263119,565561],[165389,396389,768705],[165850,260642,398417],[166050,399714,569007],[166886,400693,773324],[166995,400763,570305],[167256,267072,572612],[169178,404259,410941],[169187,275072,404335],[171579,407606,785448],[174121,413022,791862],[174146,277296,413535],[175762,277268,796175],[177848,281777,596259],[179219,288399,422967],[179456,423390,429125],[179503,424566,599750],[182031,428723,813890],[184605,432638,822207],[189122,441086,831905],[190647,299481,623705],[191769,447029,839822],[194332,198487,456353],[195697,451282,846344],[196186,452711,847182],[196295,452781,633916],[196556,307312,636223],[198478,303916,456277],[204804,317877,467035],[207659,211169,478015],[209798,324978,662675],[211406,322100,478438],[211453,479614,666166],[212519,328920,667628],[212753,480940,488730],[215290,338421,484895],[217833,488300,898178],[221142,494665,905367],[225115,502326,693533],[225376,346261,695840],[227298,505822,512504],[227307,354261,505898],[233882,516915,938134],[238138,362644,719557],[239083,526248,948325],[239192,526318,722400],[240857,366897,726079],[242146,532674,956474],[244754,249901,542804],[247130,375003,736604],[247364,368204,538849],[255384,551496,980034],[256909,257088,554269],[257325,387616,554692],[260594,264749,566763],[262557,563191,765086],[262818,395374,767393],[264740,391978,566687],[266647,407634,570076],[268160,572304,775804],[272509,580882,1018552],[276437,585135,1025074],[281135,593562,601352],[283672,428751,597517],[296414,438624,829191],[297338,440697,831799],[297572,439189,620048],[298287,621193,833241],[299180,442993,835658],[300231,626224,1077721],[300609,306887,633687],[308400,635915,849662],[312856,315110,642804],[316055,647377,1102884],[316164,647447,862656],[317829,318030,650382],[318021,465897,650306],[321726,326873,663933],[324336,467499,659978],[330801,669924,671867],[335813,679345,1142745],[345836,509197,693304],[360583,521319,943143],[362761,522810,944638],[363139,364746,722171],[365544,525196,723254],[372945,733426,960524],[376884,738900,740843],[381914,546862,746325],[381973,384476,746469],[385400,551107,979928],[385634,549599,751218],[386349,752363,981370],[387242,387774,754453],[388671,394949,764857],[402300,573952,775575],[407256,784864,1269548],[415425,794555,1028392],[436123,614560,1064664],[438565,617164,829047],[440099,441780,833012],[449929,628610,843519],[454318,637563,849433],[459266,462056,856596],[459878,459977,857356],[462434,464041,862427],[464839,646325,863510],[472240,873682,1115083],[493471,902855,1146795],[497410,908329,910272],[523422,523521,945398],[532615,729397,956330],[534149,535830,960295],[546305,546533,974184],[548975,748334,977176],[550509,552190,981141],[560339,759780,991648],[583782,787250,1022249],[588171,796203,1028163],[606093,1052412,1306910],[616607,616835,1066744],[626836,626935,1078481],[653744,869653,1110889],[655278,656959,1114854],[679286,898826,1142601],[680820,682501,1146566],[707010,929209,1177919],[728840,729068,1204237],[734470,961564,1210575],[785476,785575,1270308],[812384,1048383,1302716],[813918,815599,1306681],[898269,898497,1399467],[903899,1147835,1405805],[1033465,1286474,1547331] ] cell #1061 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [193971],[202890],[208617],[244220],[254594],[260233],[261614],[274711],[280438],[289357],[300568],[303262],[312448],[315142],[319063],[321192],[337887],[343526],[344907],[353900],[355281],[359627],[362236],[363098],[364254],[368117],[381521],[388630],[391324],[407593],[410287],[414208],[416337],[426088],[428217],[435237],[438172],[439102],[440058],[444487],[446621],[448639],[459397],[462393],[463549],[467412],[472862],[483624],[484780],[485568],[488643],[495752],[498446],[509156],[511850],[515771],[522941],[523931],[525109],[532222],[534108],[541533],[542689],[543477],[549512],[550468],[559049],[572955],[573911],[574773],[575929],[578340],[580474],[582492],[586355],[596246],[597402],[598190],[601265],[606715],[626355],[628523],[636566],[637522],[638384],[639540],[645060],[646238],[655237],[662662],[663818],[664606],[670602],[671780],[672710],[678893],[680779],[689360],[696183],[697139],[698001],[699157],[705720],[715033],[726066],[736189],[739578],[740756],[741686],[755126],[759693],[767736],[768692],[769554],[770710],[784995],[787163],[796162],[798180],[800175],[803700],[804878],[805808],[813877],[822458],[828187],[836001],[844004],[846331],[863995],[866322],[876445],[879834],[881012],[881942],[905618],[908814],[910185],[929122],[938121],[940139],[944031],[944547],[952426],[955470],[959996],[963284],[976316],[980842],[984130],[992133],[1022734],[1025061],[1027864],[1055175],[1059742],[1065426],[1065589],[1065998],[1077114],[1077630],[1082207],[1098590],[1099106],[1103683],[1114555],[1141741],[1146267],[1149555],[1152419],[1178404],[1191102],[1192006],[1203082],[1203491],[1224944],[1225353],[1241562],[1268941],[1269457],[1274034],[1306382],[1320564],[1332386],[1354378],[1398312],[1398721],[1436792],[1528762], [104048,593250],[104911,283630],[126173,659666],[127036,326831],[129115,482762],[129486,669612],[137889,348261],[147330,722942],[152482,374804],[153506,540671],[153877,738588],[164709,397374],[167407,572025],[177691,419473],[178062,422167],[184165,433856],[186727,827748],[194175,630409],[194546,843207],[195352,451635],[196707,635636],[203465,863198],[209641,474521],[210012,477215],[220975,495330],[221999,687342],[222370,908017],[225527,502047],[233202,517900],[236124,943787],[240700,526995],[242091,530648],[242615,955031],[243930,730583],[244905,733147],[246295,537741],[252989,975877],[260437,761579],[260808,991336],[262969,562912],[274915,789049],[275286,1021937],[276092,585488],[277447,794276],[290381,608374],[290752,611068],[296359,618350],[299331,620914],[300910,624856],[301216,1076870],[302959,840668],[313096,1098346],[314128,1099830],[317672,648124],[319587,1109590],[320902,870839],[321877,873403],[334367,673666],[335758,677319],[336282,1141302],[337597,900012],[338572,902576],[339962,684412],[343730,912071],[354104,931008],[354475,1177607],[356636,709583],[363440,720403],[366277,1199320],[367954,726650],[370509,956698],[380450,742642],[383125,1226308],[384421,749520],[386971,982556],[387393,752084],[389278,1236225],[390310,1237709],[391021,988797],[403384,776990],[406356,779554],[407935,783496],[408241,1268697],[409984,1019398],[416047,1029578],[417022,1032142],[424697,806764],[426612,1301417],[427927,1049569],[428902,1052133],[434060,1061628],[438939,829415],[442356,1328299],[450662,1339700],[455402,850848],[458374,853412],[462735,860659],[465572,1105486],[469016,1366818],[469804,1111257],[479745,882898],[483966,889832],[486803,1394550],[488480,896079],[491035,1142969],[498143,1154222],[504947,918949],[507497,1168827],[507919,921513],[508462,1180731],[509804,1431455],[510836,1432939],[511547,1175068],[517610,1185248],[518585,1187812],[522468,1454088],[536406,1469955],[541875,967951],[544712,1481356],[549349,977544],[552766,1231699],[565812,998977],[568362,1254148],[568784,1001541],[569327,994460],[572792,1008145],[576209,1524675],[577924,1267064],[584515,1536076],[588747,1281608],[594047,1301856],[596588,1039389],[599425,1297313],[600530,1309670],[602869,1563194],[603657,1303084],[610765,1314337],[623956,1075237],[625882,1595370],[636403,1089781],[639820,1611237],[641535,1353110],[643597,1353980],[660463,1110029],[663004,1122510],[665841,1383875],[666946,1117843],[669139,1649318],[670409,1394989],[676208,1396901],[683077,1665185],[691383,1676586],[693005,1431699],[693871,1432215],[696020,1163815],[699437,1426929],[711975,1444366],[723739,1199759],[726408,1201671],[738115,1734639],[739385,1481795],[745184,1483707],[764558,1236469],[765424,1236985],[767573,1249136],[770990,1513735],[775276,1524919],[776142,1525435],[782088,1526720],[784522,1787197],[798460,1803064],[800482,1561830],[800487,1562239],[802237,1550356],[832713,1328543],[833579,1329059],[835838,1330344],[842734,1853897],[849134,1611481],[850000,1611997],[855946,1613282],[876616,1365454],[876621,1365863],[878371,1636402],[886764,1647506],[888024,1654061],[888029,1654470],[907544,1920910],[914908,1691134],[943397,1452276],[949119,1458831],[949124,1459240],[951953,1718218],[964883,1732827],[966143,1739382],[966148,1739791],[990863,2003454],[994936,1495904],[1004947,1774787],[1006931,1781330],[1021464,2032627],[1064959,1582960],[1071039,1843486],[1071130,1589503],[1086583,1857908],[1088567,1864451],[1106512,1873888],[1128829,1898662],[1177134,2172883],[1191362,1712391],[1196669,1964839],[1213134,1978690],[1230394,1993043],[1325950,2080787],[1359041,2106798],[1489468,2213885] ] cell #1062 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [142538,516177],[170352,577123],[183792,609113],[199652,640734],[213660,669340],[216716,675267],[228472,700351],[232801,710166],[248271,738316],[251327,744243],[265914,771904],[267693,774969],[271149,781067],[282042,802438],[285098,808365],[307933,848827],[311389,854925],[325243,878572],[328299,884499],[329487,886391],[329672,886887],[346882,916928],[350338,923026],[367162,952154],[375570,964510],[375755,965006],[395995,996956],[399451,1003054],[400323,1004848],[419817,1035948],[420002,1036444],[441264,1070666],[443614,1074256],[452341,1086484],[474865,1119069],[475050,1119565],[483106,1131531],[501886,1160518],[525878,1196570],[527339,1198189],[528386,1199805],[541015,1215836],[551674,1230021],[562751,1245839],[571864,1258634],[615012,1321002],[620753,1327033],[630753,1338569],[635475,1344680],[647007,1358942],[648468,1360561],[687686,1411066],[718129,1452978],[732986,1468689],[751923,1490551],[761923,1502087],[789393,1534945],[794115,1541056],[838394,1594260],[858385,1615736],[873242,1631447],[902415,1663919],[931352,1697317],[986523,1754375],[1017124,1786087],[1051972,1823274],[1072939,1845178],[1172794,1940646],[1264766,2023908],[1350812,2100042], 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5,956187,1724155],[536688,1210432,1975798],[538638,736928,1473498],[540298,743131,1220737],[544670,968725,1736468],[563335,995639,1764055],[569868,773540,1256819],[572448,1007634,1776713],[580818,1270170,1530319],[584473,1020172,1789026],[591757,1283055,1799911],[603151,1302573,2058555],[614828,614900,1064992],[619837,832123,1587880],[621337,1071833,1844188],[633479,847398,1342865],[636059,1089270,1859834],[647591,1103212,1872778],[678732,1399530,1659787],[679316,1142458,1910426],[683359,1405662,2145227],[691341,1154996,1922739],[721963,948541,1457128],[733570,1209326,1974808],[751007,980252,1747995],[752507,1231188,1993745],[794699,1281097,2038564],[798742,1547188,2258682],[862219,1103100,1619886],[873826,1371698,2116767],[902999,1404556,2144237],[1052556,1568074,2275407] ] cell #1063 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [251874],[253803],[294275],[294980],[313816],[320401],[361155],[368933],[369638],[370791],[373698],[382337],[383042],[389998],[427426],[445540],[447343],[450350],[460450],[468228],[468933],[470086],[489459],[490164],[491317],[494224],[499271],[510524],[527717],[530573],[533027],[536323],[553048],[555950],[557753],[579393],[581196],[584203],[589029],[591936],[602081],[602786],[603939],[611893],[618275],[621719],[624799],[648846],[654156],[674388],[677244],[679698],[682994],[688064],[691071],[699719],[700965],[702621],[704424],[712257],[720346],[726794],[743364],[749445],[752889],[771272],[772518],[776915],[780359],[782370],[783439],[792627],[795081],[798377],[801469],[807486],[812796],[821162],[829559],[850773],[854217],[856228],[860602],[877603],[883620],[889011],[889775],[891900],[895355],[896223],[906461],[914973],[918874],[922318],[937040],[950106],[967130],[967894],[970019],[973474],[977688],[995001],[998902],[1002346],[1005782],[1006996],[1008289],[1010957],[1014606],[1025789],[1035290],[1039332],[1041457],[1071195],[1075162],[1087418],[1088632],[1089925],[1092593],[1096242],[1118411],[1122453],[1124578],[1128894],[1129706],[1130873],[1134473],[1163959],[1166627],[1191427],[1197504],[1197531],[1201614],[1213199],[1214011],[1215178],[1218778],[1234517],[1249280],[1251948],[1256337],[1256455],[1260116],[1294588],[1320838],[1326015],[1326827],[1330488],[1342383],[1342501],[1346162],[1359876],[1363986],[1381150],[1386191],[1422874],[1451522],[1452420],[1456646],[1456764],[1472997],[1489533],[1490345],[1494006],[1509680],[1554560],[1582855],[1587379],[1592203],[1615178],[1619404],[1619522],[1640606],[1712291],[1714630],[1731472],[1742970],[1747494],[1832433],[1840365],[1850309],[1867961],[1917743],[1962218],[1970985],[2029039],[2086462],[2140414],[2245102] ] cell #1064 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1065 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [349804,1428021],[356086,935497],[357494,1182407],[398917,1514827],[405174,1013993],[406738,1265263],[419609,1550482],[431222,1056938],[457192,1095629],[458756,1351309],[474657,1636528],[481209,1386964],[482188,1133041],[482898,1649444],[485931,1138061],[501863,1679451],[506737,1169663],[527131,1718344],[539118,1473770],[540097,1217346],[540807,1734765],[543840,1222366],[562728,1763756],[567602,1254984],[569752,1517079],[571428,1260588],[571841,1776414],[594810,1293156],[598553,1298176],[620317,1588152],[620730,1843889],[630545,1854023],[633363,1603641],[635039,1346634],[635452,1859535],[648260,1874014],[661226,1379718],[664969,1384738],[668517,1389455],[687478,1921036],[694656,1423346],[718106,1961744],[721847,1716809],[725492,1462058],[732963,1974509],[737493,1476261],[751487,1748267],[751900,1993446],[761715,2003580],[766209,1510152],[789185,2032753],[794092,2038265],[801615,1552973],[835404,1592675],[838371,2085988],[858362,2103703],[862103,1872479],[873219,2116468],[877749,1639019],[902392,2143938],[931144,2173009],[951331,1720769],[986500,2219086],[1017101,2244628],[1051949,2275108],[1065299,1839025],[1072916,2293141],[1172771,2365757],[1264743,2426994],[1350789,2482042], [86537,732550,1479440],[115034,842112,1608746],[124784,872806,1642198],[133337,901979,1392634],[136483,690511,1159645],[148813,736391,1732256],[148941,954830,1732384],[150349,958869,1737167],[159792,983533,1752790],[161790,990241,1768861],[163697,762201,763960],[172163,1020842,1522184],[175644,793679,1279145],[176248,591045,1034693],[181913,1051536,1556152],[185059,823609,1062250],[187786,831586,1842915],[187914,827547,1843043],[191337,1076996,1857773],[203835,1105890,1876439],[205076,1109389,1888054],[205987,868624,868885],[206484,1113428,1892837],[208715,657552,659122],[217306,667415,1646935],[217434,1141101,1647063],[218842,1145140,1651846],[221624,686768,1151171],[222740,906922,1408222],[228285,1169804,1428647],[230283,1176512,1684556],[232190,931630,933389],[233764,935638,1183033],[234368,714273,940436],[237706,943913,1964704],[238422,1199119,1965620],[240518,950855,951116],[252298,1224654,1988582],[254048,979715,1992472],[254176,975676,1992600],[256137,1232791,1996254],[257599,1236351,2007330],[257928,757069,757288],[258106,985918,985942],[265727,1255125,1515453],[268526,774149,1519976],[268654,571287,1260364],[269925,788475,1262883],[271777,1014134,1265889],[272077,1268823,1774652],[276897,793538,1278921],[278305,1026737,1538729],[284575,1297717,1558619],[285816,1301216,1806418],[286727,1047354,1047615],[287224,1305255,1811201],[289455,816192,817762],[290006,819866,1057118],[291122,1056479,1311458],[295404,1323340,2078714],[296722,1328425,2081523],[297051,834367,834586],[298572,1072334,1072358],[303514,1339499,2089864],[308766,848007,1606538],[308894,634898,1346410],[310165,629835,1348929],[312017,1095770,1351935],[312584,1354106,2102992],[314678,1098472,2106663],[315394,1099629,2107579],[318572,652613,868188],[319175,867998,1108992],[327776,1384279,1644665],[331373,668976,1390092],[332089,1394349,1900314],[332721,901838,1392410],[333439,894921,1138241],[334185,1137126,1137387],[334705,1137602,1395101],[340892,907381,1408859],[345965,1419884,1679954],[347715,916108,1682348],[347843,694515,1423122],[349114,930434,1425641],[351266,1431581,1929211],[351595,926498,926717],[351773,1172189,1172213],[360542,1191598,1191622],[362372,1454214,2188134],[363763,724372,950419],[365865,950229,1198722],[370062,1464996,2195452],[371380,1470081,2198261],[371709,730742,734626],[377456,737952,1476898],[378172,1481155,1980342],[378804,732409,1479216],[379522,973040,1222546],[380268,1221431,1221692],[380788,1221907,1481907],[381337,1484221,2210318],[383466,977010,2211812],[384784,1226434,2214621],[385113,549131,982715],[388390,756889,986031],[391576,1237508,2222962],[395078,1506690,1764259],[396828,996136,1766653],[396956,766068,1509928],[398227,761005,1512447],[400866,1257126,1517582],[402429,1519716,1776917],[403747,1524801,2019065],[404076,1013097,1013316],[404458,1021301,1522821],[405597,1264161,1264185],[410539,1535875,2248504],[421703,802074,1553610],[422419,596911,1296805],[423051,1051395,1555928],[423769,1044478,1298356],[425597,811253,1046918],[426200,1046728,1300819],[436358,1065132,1321042],[437434,615699,1068537],[437988,1584587,2289751],[439818,834187,1072447],[441909,1589254,1844392],[443815,1073436,1846697],[443943,835263,1592451],[446757,1595496,2296452],[448148,840160,844167],[452884,1343172,1604144],[454447,1606278,1860038],[455765,1611363,2095199],[456094,1094733,1094952],[456476,842571,1609383],[457615,1350207,1350231],[463058,644040,1104978],[466845,865748,1624816],[469357,1110723,2318680],[470675,1366944,2321489],[471004,653900,870998],[476751,878208,1639656],[477467,663327,1383367],[478099,872665,1641974],[478817,1127599,1384918],[481068,1386828,1386852],[484289,893801,1136690],[486391,1136500,1393952],[490588,1660226,2342123],[491906,1665311,2344932],[492235,900171,904055],[498698,1676385,2149771],[500048,913922,914781],[503992,505639,1168986],[505310,696899,1427032],[506021,1176971,1685193],[508916,926318,1172302],[512102,1432738,2369633],[520744,716375,1451705],[521631,1191734,1961033],[522305,717637,1194862],[522704,946770,1717566],[526421,1457435,1717312],[529376,951790,1721406],[531484,727932,954011],[532038,1723856,2388969],[533868,956801,960967],[535959,1728523,1975012],[536747,1210409,2392359],[537993,735698,1483199],[538977,1473634,1473658],[542198,971920,1220995],[544300,1220805,1480758],[547844,746869,1227892],[550228,747737,1231802],[552319,1749369,1993949],[554353,983392,1752566],[558558,757495,988289],[561240,562345,763430],[564857,566504,1254307],[566175,768452,1513838],[566886,990700,1769498],[570211,1256959,1517418],[573671,1012917,1264274],[580610,1787323,2430305],[582001,1018890,1022897],[588300,1798105,2038768],[589618,1803190,2253839],[589947,1029737,1033621],[603210,1302550,2452533],[604528,1563320,2455342],[604857,812540,1049728],[611320,821967,1313829],[612670,824649,1063479],[614431,1320703,2077220],[615509,827150,1323600],[616396,1068761,1843589],[620176,1588016,1588040],[625719,837902,1076136],[626118,837617,1604398],[632260,633119,1353269],[632790,846091,1613385],[633822,1343005,1603980],[637282,1094553,1350320],[643434,857893,1357234],[643833,1101329,1873236],[647550,1620193,1872982],[650505,1106349,1877076],[654997,869056,1111360],[657088,1884193,2116971],[678155,897361,1140282],[678709,1910127,2509495],[680539,1143072,1147238],[682630,1914794,2144441],[683418,1405639,2512885],[684664,905127,1396393],[688869,1153714,1157721],[705229,926924,1174560],[707911,709016,932859],[711528,713175,1185407],[712846,937881,1444469],[717548,1194225,1964461],[722306,1457268,1717148],[727742,954433,1201973],[728629,954235,1732930],[746679,975279,1487118],[747566,1228116,1993146],[751346,1748131,1748155],[784359,1016632,1267963],[784758,1016347,1517836],[790900,791759,1267223],[791430,1024821,1526823],[795922,1281711,1285877],[798801,1547165,2589067],[813637,1047786,1303187],[815728,2062923,2275611],[837813,1075499,1857530],[857804,1356597,2106420],[862562,1620026,1872818],[897171,1140704,1397203],[898058,1140506,1647609],[1016543,1267326,1774409] ] cell #1066 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [91316],[120900],[124449],[152249],[156356],[156434],[157416],[161387],[181578],[187154],[187232],[194916],[200201],[205026],[206008],[220742],[229880],[236940],[238372],[241924],[243042],[243120],[245763],[257544],[275656],[280205],[285766],[286748],[296192],[296667],[300704],[302032],[303464],[315344],[332039],[335591],[336709],[336787],[339430],[344471],[351211],[363234],[367933],[370850],[371325],[378122],[384254],[384729],[391526],[403217],[403692],[407729],[409057],[410489],[414041],[417880],[422369],[438918],[455235],[455710],[462529],[470145],[470620],[477417],[483760],[485401],[488459],[491376],[491851],[495888],[498648],[504780],[505255],[512052],[537943],[541669],[543310],[549328],[553107],[565645],[566120],[572771],[574909],[586171],[589088],[589563],[596382],[598023],[603998],[604473],[611270],[623789],[625123],[632735],[636382],[638520],[662798],[664439],[672526],[684614],[689981],[695999],[698137],[699778],[712316],[712791],[720670],[726202],[726822],[727600],[741502],[754959],[767552],[769690],[771331],[776638],[782429],[783763],[791375],[805624],[823079],[829587],[830365],[835817],[836625],[836772],[850496],[856287],[860926],[866458],[881758],[890099],[896251],[897029],[918597],[924388],[943376],[945778],[945925],[953246],[968218],[977716],[978494],[983946],[998625],[1004416],[1008317],[1015355],[1015502],[1039656],[1040140],[1064749],[1067772],[1074885],[1089953],[1097935],[1100337],[1100484],[1122777],[1123261],[1132196],[1139517],[1163987],[1191174],[1194079],[1201938],[1212378],[1216501],[1224104],[1227127],[1249308],[1292311],[1315088],[1322790],[1330516],[1334459],[1353546],[1378873],[1407608],[1452448],[1453654],[1461213],[1464446],[1530835],[1583356],[1594936],[1659676],[1712089],[1786763] ] cell #1067 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [459315],[461827],[522004],[522859],[548351],[557327],[615647],[625418],[626273],[627943],[631567],[643133],[643988],[653120],[703998],[727880],[730042],[733846],[746817],[756588],[757443],[759113],[784058],[784913],[786583],[790207],[797847],[811760],[833886],[837341],[840108],[844115],[864786],[868136],[870298],[876112],[897309],[899471],[903275],[909605],[913229],[926017],[926872],[928542],[939806],[946494],[950367],[953959],[982015],[986895],[988237],[1012616],[1016071],[1018838],[1022845],[1029037],[1032841],[1043516],[1046866],[1049028],[1054842],[1059162],[1068485],[1073311],[1075674],[1094252],[1101053],[1104926],[1109053],[1126637],[1132765],[1136638],[1139295],[1140230],[1150895],[1153662],[1157669],[1168286],[1173166],[1174508],[1184707],[1194400],[1198783],[1217070],[1220943],[1223600],[1227840],[1235980],[1253607],[1260312],[1262607],[1265138],[1266523],[1267501],[1278869],[1292880],[1296753],[1300880],[1313777],[1321103],[1328054],[1346358],[1348653],[1351184],[1352569],[1356772],[1379442],[1383315],[1387215],[1389630],[1392358],[1394013],[1396341],[1408397],[1423070],[1425365],[1431210],[1452033],[1461782],[1474021],[1476436],[1479164],[1480819],[1483147],[1509876],[1512171],[1517479],[1517784],[1522359],[1524430],[1553148],[1555876],[1582569],[1588403],[1592399],[1604041],[1604346],[1608921],[1610992],[1624540],[1639194],[1641922],[1646781],[1647263],[1650145],[1684731],[1717209],[1717514],[1720944],[1732102],[1732584],[1735466],[1748518],[1752514],[1769036],[1774396],[1809500],[1839255],[1842761],[1843243],[1857517],[1872879],[1873184],[1876614],[1891136],[1933159],[1960845],[1964448],[1968592],[1988812],[1992318],[1992800],[2011278],[2077207],[2078944],[2092836],[2102804],[2106407],[2180707],[2187946],[2195682],[2210305],[2251476],[2289738],[2296264],[2342353],[2388956],[2430117],[2509482] ] cell #1068 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [28083],[36465],[40558],[46344],[51605],[56408],[57082],[59237],[64490],[70629],[71303],[72761],[75940],[77525],[81201],[84260],[85446],[87738],[88762],[95441],[98125],[102096],[104095],[108235],[108909],[111542],[112591],[114035],[116238],[118070],[122507],[126220],[129533],[131060],[132246],[134538],[135562],[142241],[146225],[147377],[148787],[150755],[151804],[153924],[155451],[158298],[159347],[162994],[168671],[169720],[171164],[173367],[175199],[179636],[186819],[187760],[193441],[194593],[197971],[199020],[202360],[203512],[206890],[207939],[211586],[214718],[217280],[219248],[220297],[222417],[223944],[226791],[227840],[231487],[236256],[242707],[243648],[249329],[253081],[254022],[256543],[259703],[260855],[262047],[264233],[265282],[268500],[274181],[275333],[278711],[279760],[283100],[287630],[288679],[292326],[300119],[301348],[308740],[313228],[314220],[317414],[319679],[319874],[320620],[323787],[326301],[336374],[337315],[342996],[347689],[350210],[353370],[354522],[355714],[357900],[358949],[366369],[366564],[367667],[383257],[386689],[389305],[389410],[389874],[390402],[396802],[399323],[407144],[408373],[415765],[424439],[426704],[426899],[427645],[430812],[433326],[442383],[442488],[442952],[443789],[450754],[459162],[459952],[468046],[468123],[469148],[479487],[486895],[487090],[488193],[507215],[509831],[509936],[510400],[510928],[517328],[521605],[523496],[527535],[527612],[536538],[544804],[544999],[546102],[555720],[568080],[576236],[576341],[576805],[577642],[584607],[593805],[601899],[601976],[603001],[614951],[621489],[626910],[639847],[639952],[640416],[641253],[660221],[668276],[670167],[674206],[674283],[683209],[691475],[702391],[716880],[723497],[737252],[739143],[743182],[743259],[773591],[780129],[785550],[798592],[832447],[843762],[847449],[853987],[863753],[886309],[908572],[948592],[964428],[980576],[991891],[1022492],[1070584],[1103151],[1178162],[1229939], [14281,63569],[15596,122887],[21645,86285],[23464,159540],[24403,94256],[26768,101175],[31192,113820],[31866,115005],[33636,200487],[34310,203806],[35526,124532],[35830,70457],[38739,133085],[39678,135942],[41497,141056],[43165,237226],[43438,146010],[44730,148912],[47929,252269],[49715,160576],[50389,161761],[50749,95177],[53964,170949],[54638,172134],[55854,175392],[56090,103974],[58298,181661],[58602,108063],[60519,295375],[60854,187885],[61170,188534],[62400,191163],[63189,302318],[66489,312158],[67551,202145],[68843,205047],[68917,123693],[73034,214503],[74326,217405],[76112,221526],[76786,222711],[77051,136863],[79311,229069],[79985,230254],[80345,141977],[81437,81505],[82733,361946],[83136,237532],[83609,238393],[83683,146728],[86092,370033],[86743,244422],[89035,249114],[91541,254147],[91857,254796],[98460,268625],[98776,269274],[99049,269827],[100006,271903],[100795,409343],[102360,276868],[102415,174553],[105157,282885],[106449,285787],[106523,180822],[109174,109269],[114711,446331],[115587,303485],[115661,193944],[118405,308865],[118721,309514],[118994,310067],[121383,314504],[121856,315365],[121930,202863],[124990,321394],[127282,326086],[129936,331199],[130409,332060],[130483,215221],[130744,332692],[130799,215697],[132892,490559],[133543,338089],[138341,347814],[138657,348463],[138930,349016],[142296,142315],[148569,367452],[154327,377282],[154800,378143],[154874,249832],[155135,378775],[155190,250308],[162343,391547],[162417,260206],[165161,396927],[165477,397576],[165750,398129],[169775,169794],[171840,580184],[172716,410510],[172790,274684],[175850,416539],[178512,421529],[178985,422390],[179059,283603],[179320,423022],[179375,284079],[182119,428419],[187014,437766],[190927,443914],[195785,451837],[199075,199094],[204704,466747],[208348,323141],[210462,476577],[210935,477438],[211009,326804],[211270,478070],[211325,327280],[223293,498669],[223367,343499],[227895,227914],[230836,512073],[230910,353873],[233970,518102],[236151,522495],[236720,522675],[241118,529202],[242902,531816],[246815,537964],[246889,374777],[253276,548176],[257189,554324],[257244,388181],[265337,265356],[276525,585690],[279815,279834],[289088,430166],[291675,611291],[291749,433829],[293971,615248],[294093,615463],[294170,616130],[301243,625909],[301812,626089],[303246,450949],[313123,643624],[313692,643804],[314415,465859],[323842,323861],[336569,678487],[340482,684635],[340556,495303],[359004,359023],[359358,519849],[360142,716487],[360925,717445],[368751,727696],[368828,728363],[370536,536433],[382155,746633],[382232,747300],[383152,552793],[390597,391308],[408268,784549],[408837,784729],[410271,584802],[419006,593015],[430867,430886],[435933,826105],[445310,837710],[447238,631026],[460220,857701],[461286,648741],[469043,469831],[489277,897125],[489354,897792],[491062,683104],[498430,691670],[511123,511834],[556786,557648],[579163,1016440],[581091,789666],[588774,798487],[602896,603684],[687959,912688],[703457,704319] ] cell #1069 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [303863],[315743],[323523],[361517],[371313],[384717],[391925],[410888],[418668],[430548],[437383],[445902],[448097],[460812],[463007],[470608],[491839],[499047],[512451],[520231],[521749],[531433],[547793],[558507],[579755],[581950],[589551],[604461],[614467],[625163],[642878],[678104],[688818],[705178],[783803], [129167,482043],[136447,501028],[151540,535375],[153558,539952],[163661,393906],[166676,773107],[167441,571236],[174935,587716],[176302,592261],[177743,594665],[178318,422768],[185023,613650],[194227,629690],[194365,629907],[195976,846965],[196741,634847],[205425,468773],[207675,656504],[208769,473318],[209693,661081],[210268,477816],[213149,668420],[220033,682046],[222051,686623],[222189,686840],[225561,694464],[226122,505243],[232154,514432],[233055,710944],[234422,715489],[236365,946194],[238771,528262],[238873,948108],[240752,725347],[244822,731846],[244939,732358],[246551,538342],[247760,737396],[256925,754375],[257532,556312],[258016,556529],[260489,760860],[260627,761077],[263003,766017],[263564,566108],[271403,781845],[274967,788330],[275105,788547],[277364,792975],[277481,793487],[281531,801518],[282296,596860],[286165,602626],[288415,815144],[289509,607171],[290571,819938],[291008,611669],[294443,1068195],[294820,830353],[296655,622081],[297139,622298],[299365,835212],[301457,837041],[303965,842015],[305844,632723],[311643,855703],[313337,1100753],[315845,1102667],[317724,865603],[317862,865820],[318444,652050],[318521,652562],[321794,872102],[321911,872614],[324732,877652],[325497,663276],[332438,674933],[334557,894993],[338489,901275],[338606,901787],[340218,685013],[341427,906825],[350592,923804],[351199,702983],[351683,703200],[354156,930289],[354294,930506],[356553,934934],[357231,712779],[361734,946719],[363635,723809],[363712,724321],[366651,951234],[369101,953669],[369478,727588],[374023,735647],[378521,743909],[380640,973112],[382505,1227550],[382882,978482],[383366,1228715],[387310,982829],[387427,983341],[388251,756333],[389519,985170],[392027,990144],[399705,1003832],[403680,780721],[404164,780938],[406273,1013430],[408482,1015771],[410990,1020745],[412869,791363],[424887,1044550],[425469,810690],[425546,811202],[428819,1050832],[428936,1051344],[432522,821916],[436207,826561],[436626,1065056],[436871,1067800],[439679,833631],[442597,1069360],[446119,837566],[455698,854579],[456182,854796],[458291,1095066],[460061,1097586],[461029,1101278],[461559,1358090],[461640,1356102],[465946,1105793],[468396,1108228],[469257,1369225],[479935,1127671],[481292,1129298],[484161,893238],[484238,893750],[489627,1139940],[490004,897017],[494549,905076],[507836,1169100],[508777,925762],[510045,1171441],[512553,1176415],[520841,1191202],[521021,942926],[523605,1193730],[527885,1195718],[530921,953274],[536647,1206853],[539201,1213603],[542070,971357],[542147,971869],[547036,1224411],[547281,1227155],[557059,1499616],[557140,1497628],[568701,1254421],[570060,1005291],[573532,1012361],[576450,1261187],[579972,1016296],[593914,1289413],[602249,1300055],[603110,1565601],[617338,1323097],[620400,1326419],[627019,1334110],[631299,1336098],[631380,1600717],[633671,1086927],[637143,1093997],[640061,1347233],[641970,1353574],[660330,1375975],[667692,1129197],[670276,1388960],[674556,1390948],[677592,1139545],[683318,1402083],[703730,1694846],[703811,1692858],[718723,1453682],[722155,1197013],[723606,1458329],[729571,1464753],[736668,1213502],[739252,1475766],[743532,1477754],[751570,1489937],[785659,1530486],[789939,1532474],[790020,1792544],[798701,1543609],[831863,1326318],[838988,1594964],[843871,1599611],[862411,1359385],[863862,1621087],[899000,1659983],[908681,1670996],[912961,1672984],[913042,1926257],[979992,1489836],[992000,1759726],[1017718,1786791],[1022601,1791438],[1178271,1945997], [58755,290433,819721],[58865,431757,1056382],[73646,334419,894776],[73926,487177,1137505],[80611,356670,935446],[89647,380502,972895],[89927,545086,1221810],[97424,570479,1256883],[97861,401845,1009083],[99228,406390,1013942],[105769,424749,1044333],[106049,599799,1297620],[117369,634090,1342929],[117806,453863,1090719],[119173,458408,1095578],[127894,479797,1127454],[128174,666215,1384182],[128489,667512,1386432],[129305,482260,1132990],[137305,693707,1419641],[137742,503408,1164753],[139109,507953,1169612],[147149,722574,1457192],[152880,736488,1473238],[153696,540169,1217295],[164125,765260,1506447],[164562,564273,1250074],[165929,568818,1254933],[167324,570724,1259627],[168140,775978,1519473],[177065,800610,1549950],[177881,594882,1293105],[188934,831683,1587620],[189750,833415,1589011],[190663,623205,1331282],[196624,634335,1345673],[197440,849836,1606035],[203284,862830,1619950],[209015,876744,1635996],[209831,661298,1379667],[213797,888152,1648912],[225444,693952,1422385],[239521,949247,1717812],[240890,725564,1462007],[245638,960698,1728280],[248408,966271,1734233],[255196,979812,1747735],[256012,981544,1749126],[262886,765505,1509191],[278180,1028566,1797862],[294524,1066193,1839785],[299248,834700,1591714],[304613,1082330,1853491],[316493,1103806,1873482],[322610,1115257,1883950],[339305,1146969,1914551],[342075,1152542,1920504],[360766,943027,1712577],[369182,1203686,1970405],[382586,1225548,1989342],[392675,1241685,2003048],[411638,1274157,2032221],[429635,1307084,2062680],[468477,1366058,2112364],[489708,1398916,2139834],[513201,1436915,2172477],[527966,1459435,2191736],[602330,1562434,2271004],[674637,1654665,2338407],[743613,1739986,2399272] ] cell #1070 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [24597],[35250],[39872],[41691],[44319],[45927],[49856],[55578],[58022],[59431],[61802],[63821],[68998],[70040],[73915],[75523],[76253],[79452],[80925],[81990],[84372],[85324],[86855],[89916],[92841],[94508],[99408],[99760],[101427],[102515],[106604],[107646],[108376],[109877],[111420],[113866],[119353],[119705],[122921],[123571],[125102],[128790],[131172],[131474],[132124],[133655],[139641],[141308],[142396],[143893],[146056],[146606],[148702],[153181],[155563],[155865],[156701],[158176],[159837],[160622],[166461],[167006],[167074],[170210],[170995],[180050],[180700],[182231],[187499],[187675],[188580],[189235],[193822],[196306],[196374],[199510],[200494],[202191],[202741],[204837],[212000],[212386],[212852],[215099],[217195],[225194],[228330],[229115],[235386],[237233],[238183],[239203],[239271],[243387],[244468],[246997],[247463],[249710],[251814],[253761],[253937],[254842],[255497],[260084],[262636],[265772],[266292],[268239],[269320],[274562],[281234],[285577],[293472],[294920],[297205],[297671],[298366],[302325],[306532],[308479],[309560],[316175],[316243],[320359],[321440],[324435],[330900],[331850],[337054],[338135],[343377],[345481],[353751],[360179],[360385],[364391],[365643],[369578],[373024],[373656],[376983],[377933],[385267],[385733],[386428],[394594],[400497],[401945],[409350],[415504],[416585],[427384],[428465],[436245],[441425],[450028],[452515],[453963],[459680],[463686],[464938],[472319],[480705],[490104],[493550],[494182],[497509],[521187],[523224],[526052],[535475],[538614],[546655],[551835],[560438],[583881],[587816],[591894],[606172],[616957],[619813],[624601],[626638],[642316],[647181],[656604],[682146],[707109],[719069],[720148],[729190],[750983],[755771],[783241],[785278],[815244],[830950],[839334],[860404],[898619],[925200],[958233],[979079],[1009680],[1018064],[1091316],[1112792],[1144504],[1283143],[1304619] ] cell #1071 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [142174,356854],[169653,406574],[183334,432087],[198953,458592],[213547,484066],[215855,487507],[227773,508137],[232269,515906],[248158,541975],[250466,545416],[265215,569002],[267544,573452],[270141,576852],[281929,596688],[284237,600129],[307784,637063],[310381,640463],[325130,663104],[327438,666545],[329226,667996],[329648,670477],[346733,696680],[349330,700080],[367049,726508],[375309,736972],[375731,739453],[395846,768233],[398443,771633],[400299,773280],[419556,801094],[419978,803575],[441003,832167],[443465,836498],[452317,847138],[474604,877228],[475026,879709],[482845,888636],[501862,915239],[525854,948281],[527078,949731],[528362,952301],[540754,966755],[551413,980296],[562727,995267],[571840,1007262],[614988,1065227],[620729,1071461],[630492,1082814],[635451,1088898],[646983,1102840],[648207,1104290],[687425,1153026],[718105,1192764],[732962,1208954],[751899,1230816],[761662,1242169],[789132,1274641],[794091,1280725],[838370,1333144],[858361,1355136],[873218,1371326],[902391,1404184],[931091,1437399],[986499,1496662],[1017100,1529520],[1051948,1567702],[1072915,1590261],[1172770,1691892],[1264742,1782088],[1350788,1865209], 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810,1223900],[548973,977009,1226834],[551113,551240,1229656],[552193,750199,1230925],[552278,981380,1231164],[560337,989547,1241986],[578215,784870,1529867],[583780,1020148,1274458],[588174,1030257,1280834],[588259,1028402,1281073],[614566,614640,1320640],[616613,828532,1322586],[626938,839472,1334217],[653742,1110722,1367344],[656962,871518,1371435],[657047,1115093,1371674],[679284,1142434,1400202],[682504,900691,1404293],[682589,1146805,1404532],[707008,1175818,1437216],[728846,955815,1464242],[734468,1210408,1470481],[785578,1018202,1530593],[812382,1302549,1563720],[815602,1050248,1567811],[815687,1306920,1568050],[898275,1142086,1659472],[903897,1405638,1665711],[1033463,1547164,1803590] ] cell #1072 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [836640],[840857],[875425],[943801],[945793],[956712],[988986],[993320],[1015370],[1019587],[1034164],[1054155],[1065796],[1076884],[1078876],[1098360],[1100050],[1100352],[1105675],[1109810],[1111271],[1115917],[1130072],[1132064],[1142983],[1154411],[1158745],[1175257],[1179591],[1189834],[1199540],[1203289],[1208390],[1214377],[1216369],[1225151],[1226322],[1231713],[1236239],[1237929],[1238231],[1257623],[1268711],[1270703],[1280161],[1281622],[1290187],[1291877],[1292179],[1301637],[1303098],[1307744],[1318860],[1328313],[1337110],[1339920],[1343669],[1353994],[1355705],[1361094],[1365661],[1366832],[1370762],[1376749],[1378439],[1378741],[1394770],[1398519],[1403620],[1409607],[1411599],[1420381],[1421552],[1431469],[1433159],[1433461],[1442919],[1449026],[1454102],[1459038],[1460209],[1461081],[1467678],[1469969],[1471659],[1481576],[1484560],[1493521],[1497231],[1500628],[1507187],[1508358],[1524689],[1526379],[1533486],[1536296],[1540045],[1549134],[1552081],[1562037],[1563208],[1567138],[1574815],[1583224],[1584198],[1584926],[1590830],[1595384],[1599960],[1600320],[1601491],[1611251],[1612941],[1614463],[1621436],[1622967],[1630436],[1634417],[1638127],[1654268],[1662908],[1665199],[1666889],[1671345],[1676806],[1688751],[1692461],[1695858],[1703588],[1712120],[1713446],[1713526],[1713915],[1723467],[1724195],[1727973],[1730099],[1739589],[1744313],[1748819],[1750945],[1760075],[1773056],[1787211],[1791787],[1792147],[1793318],[1797555],[1803078],[1804768],[1822263],[1826244],[1829954],[1838605],[1839328],[1839757],[1849125],[1849205],[1849594],[1853463],[1869116],[1869196],[1873454],[1883643],[1909738],[1910466],[1914244],[1916370],[1920476],[1925860],[1946346],[1959327],[1961324],[1969948],[1970377],[1988885],[1989314],[2003020],[2027855],[2027935],[2028324],[2032193],[2062373],[2085568],[2103283],[2139377],[2139806],[2172449],[2244208], 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] cell #1073 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1074 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [303854],[315734],[323514],[371184],[384588],[391916],[393773],[410879],[418659],[430539],[444734],[447967],[459644],[462877],[467846],[470479],[491710],[499038],[500895],[512442],[514299],[520222],[523188],[524178],[525543],[530204],[546564],[555144],[558377],[578587],[581820],[586789],[589422],[601699],[604332],[613517],[616866],[617906],[618993],[624229],[626602],[628957],[641944],[645307],[646672],[651333],[657828],[670849],[672214],[673144],[676875],[685455],[688688],[701815],[705048],[710017],[718697],[719776],[721062],[729099],[731226],[739825],[741190],[742120],[749076],[750163],[760127],[776546],[777633],[778623],[779988],[782869],[785242],[787597],[792258],[803947],[805312],[806242],[809973],[816468],[838962],[841327],[850404],[851491],[852481],[853846],[860032],[861318],[871482],[880081],[881446],[882376],[889205],[890491],[891531],[898528],[900655],[910619],[918505],[919592],[920582],[921947],[929556],[940712],[952673],[963718],[967324],[968610],[969650],[984564],[989456],[998533],[999620],[1000610],[1001975],[1017692],[1020057],[1030221],[1032576],[1034969],[1038762],[1040048],[1041088],[1050212],[1060176],[1066641],[1074793],[1083200],[1085756],[1104676],[1107232],[1118277],[1121883],[1123169],[1124209],[1149989],[1153412],[1154881],[1175727],[1185891],[1188246],[1192787],[1193019],[1201044],[1204134],[1208977],[1212286],[1225996],[1230839],[1234148],[1242555],[1275027],[1277583],[1280748],[1310104],[1314996],[1321341],[1321502],[1322140],[1333167],[1333399],[1338186],[1355159],[1355391],[1360178],[1371349],[1399364],[1404207],[1407516],[1410683],[1437785],[1451631],[1452458],[1463158],[1463796],[1485020],[1485658],[1501704],[1529543],[1529775],[1534562],[1567725],[1582637],[1593740],[1615216],[1658388],[1659026],[1696934],[1785567], 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] cell #1075 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [142256],[169735],[183441],[199035],[214733],[215962],[227855],[232278],[249344],[250573],[265297],[268910],[270150],[283115],[284344],[309150],[310390],[326316],[327545],[329235],[331154],[348099],[349339],[367682],[375318],[377237],[397212],[398452],[400444],[419565],[421484],[441012],[444199],[452462],[474613],[476532],[482854],[502007],[525999],[527087],[529157],[540763],[551422],[562872],[571985],[615135],[620874],[630501],[635596],[647128],[648216],[687434],[718252],[733107],[752044],[761671],[789141],[794236],[838517],[858508],[873363],[902536],[931100],[986646],[1017247],[1052093],[1073062],[1172917],[1264889],[1350935], [35794,126000,323802],[40633,138732,348693],[49790,160806,389889],[50757,163597,394364],[51680,165552,397806],[57097,179000,422524],[58566,183129,430827],[61245,188764,442967],[64565,195860,452067],[68858,205181,468438],[68940,205332,468815],[71318,210950,477572],[77540,138356,347948],[78389,227056,505407],[79386,229299,510415],[80353,232090,514890],[81276,234045,518332],[81469,143464,358964],[83624,238527,527927],[83706,238678,528304],[87753,246830,538098],[93011,257380,555769],[93179,257696,556131],[95456,165176,397061],[96305,264498,566272],[98140,98475,268759],[98851,269504,576820],[102171,276600,585920],[102375,174285,175214],[103583,103938,279775],[104187,178604,421800],[106464,285921,602291],[106546,286072,602668],[108310,183518,433341],[108924,291690,611425],[109277,184959,434570],[111639,296503,621538],[111807,296819,621900],[112606,190942,444048],[114050,301827,627129],[116841,306302,632887],[118085,118420,308999],[118796,309744,640431],[123298,318402,652017],[126312,210554,476848],[129625,130028,331470],[130424,332194,674598],[130506,332345,674975],[130759,215429,220312],[131135,216039,488208],[134553,340497,684769],[134865,221392,222509],[134942,135045,343011],[136383,136871,344240],[136965,226396,504286],[139811,351047,702440],[139979,351363,702802],[142338,232556,517738],[143105,358165,712943],[144203,360326,716929],[146240,236735,523715],[146333,363593,723776],[147469,241210,529473],[149197,369520,729671],[151819,155150,250040],[154016,154419,377553],[154815,378277,743574],[154897,378428,743951],[155526,250650,546117],[159362,257204,387913],[163785,263838,565151],[167800,168276,402723],[168768,403528,780178],[168936,403844,780540],[169339,269693,275425],[169416,169519,274196],[169817,270428,578052],[171179,408852,785769],[173970,413327,791527],[174158,276645,277840],[174436,174580,416175],[179335,283811,288694],[179711,284421,424454],[180427,425427,810657],[183273,289684,610385],[185864,436165,826528],[188170,294862,617438],[189410,299724,623295],[191118,445359,838837],[193456,198716,198819],[194685,198639,309933],[197100,197576,454741],[198068,455546,854036],[198236,455862,854398],[199117,310668,641663],[202375,313707,460171],[203604,318182,466613],[207954,211285,327012],[211661,327622,479502],[212570,212625,480765],[212696,480852,886358],[214826,484119,893205],[215302,332469,338965],[215580,215724,337725],[215794,333117,675828],[217690,490046,899100],[221302,221324,497763],[227459,348882,354614],[227536,227639,353385],[227937,349617,507625],[235568,360694,717112],[237487,360974,718572],[244058,250191,250335],[245298,249913,378552],[247181,247236,538674],[247307,538761,964477],[249437,542028,971324],[250405,379200,744804],[254432,382924,547136],[255672,387786,554101],[259718,264978,265081],[260947,264901,397995],[265379,398730,568490],[266604,570018,1005258],[266659,400549,407685],[266730,400630,773775],[269603,269625,409604],[271858,579212,1017567],[283684,422799,429295],[283962,284106,428055],[284176,423447,599045],[293419,435982,826194],[297389,297444,619873],[297515,619960,1070633],[300660,306899,452567],[302579,309843,309865],[306844,633629,1086894],[306970,452648,847633],[312540,459989,642571],[314459,460269,641819],[317429,318259,318362],[321030,327163,327307],[322270,326885,477847],[327377,478495,665461],[329181,329203,488603],[345848,502112,509248],[345919,502193,693471],[348792,348814,511167],[362328,523533,719324],[363190,364758,526104],[364703,722113,1196980],[364829,526185,948776],[368077,375264,375286],[381481,546392,745587],[385451,385506,751043],[385577,751130,1229988],[387099,388064,388208],[388722,394961,562977],[390641,397905,397927],[395032,563058,765024],[402312,572090,574003],[402383,572171,775742],[419511,419533,601225],[438132,616694,828309],[439062,440958,440980],[440150,441792,620979],[441863,621060,833179],[446713,626947,839589],[454330,635701,637614],[454401,635782,849600],[462485,464053,647233],[463998,862369,1359352],[464124,647314,1103335],[465192,466523,466545],[467372,474559,474581],[482800,482822,671740],[525069,527033,527055],[532182,728927,955592],[534200,535842,733212],[535913,733293,960462],[540709,540731,740716],[546800,546986,547008],[549472,551368,551390],[550560,552202,752149],[552273,752230,981308],[580566,785587,1018319],[588183,794341,796254],[588254,794422,1028330],[617102,617288,617310],[628483,630447,630469],[646198,648162,648184],[655329,656971,873468],[657042,873549,1115021],[678853,898356,1141863],[680871,682513,902641],[682584,902722,1146733],[687380,687402,910145],[729335,729521,729543],[748272,748458,748480],[759653,761617,761639],[787123,789087,789109],[813969,815611,1052198],[815682,1052279,1306848],[869591,869777,869799],[898764,898950,898972],[929082,931046,931068],[961502,961688,961710],[1048321,1048507,1048529],[1147773,1147959,1147981],[1286412,1286598,1286620], [21720,86818,87124,244652,245274,537017],[23539,91932,160106,255026,383736,387762],[24563,94975,95252,262122,393611,394441],[31881,115602,115782,303619,304007,631341],[34325,121871,204248,315499,461601,465988],[35601,125065,125371,321624,322246,469627],[38814,133618,133924,338319,338941,683688],[41657,141775,142052,355789,514137,514967],[44745,86107,149046,369143,370122,729613],[45594,151020,151220,371477,371903,734133],[47944,91556,252358,254281,382547,547078],[48793,158563,256605,384881,548638,553449],[50404,162358,162538,391681,392069,557101],[54653,172731,172911,410644,411032,789981],[55929,102784,175925,277816,416769,799071],[58373,182194,182500,428649,429271,603480],[59397,109249,185237,292401,434647,613355],[60534,60869,188019,294485,295464,617380],[62492,114803,191434,445721,446804,839645],[66581,121475,312631,314775,460631,642627],[69707,207155,207355,470772,471198,653407],[74341,132907,217539,489669,490648,899042],[75190,219513,219713,492003,492429,903562],[76801,135106,223308,341469,498803,913003],[77126,77332,224019,224655,344317,692788],[80000,230851,231031,512207,512595,703772],[82825,83228,237803,361336,362419,719380],[85051,149884,241430,530888,531888,955509],[90165,157903,381187,383760,547248,745504],[100098,171932,272174,579574,580657,1018375],[103224,174615,278976,414383,589715,1033128],[107313,287895,288095,604625,605051,812047],[110671,111147,295698,436838,437838,828226],[131851,218377,335097,677559,678559,1141780],[144077,144132,360239,520808,520892,942583] ] cell #1076 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [108169,290560],[108350,431770],[130994,334546],[131448,487190],[142148,356828],[155385,380629],[155839,545099],[167048,570492],[167652,403461],[169627,406548],[179570,424876],[180024,599812],[196348,634103],[196952,455479],[198927,458566],[211520,479924],[211974,666228],[212457,667668],[213521,484040],[225168,693720],[225772,505024],[227747,508111],[239245,722587],[247068,736644],[248132,541949],[262610,765273],[263214,565889],[265189,568976],[267149,572652],[268213,775991],[280839,800766],[281903,596662],[297276,831839],[298340,833428],[299576,624033],[307389,636263],[308453,849849],[316217,862843],[324040,876900],[325104,663078],[330505,888308],[346338,695880],[365248,949403],[367023,726482],[372998,960711],[376588,966427],[385338,979968],[386402,981557],[395451,767433],[415478,1028579],[437348,1066349],[443070,835698],[449633,1082486],[464543,1103962],[472293,1115270],[493524,1146982],[497114,1152698],[521529,943183],[531398,1203842],[547758,1225704],[560043,1241841],[583486,1274313],[606146,1307097],[652527,1366214],[678069,1399072],[706714,1437071],[724286,1459591],[811167,1562590],[893715,1654821],[971834,1740142], [16318,125660,323694],[24142,161263,389046],[24543,94931,261981],[28805,182789,430719],[30854,190250,440474],[35059,124094,319140],[35109,205545,467109],[41236,229756,509572],[41637,141731,355648],[42219,234640,358856],[43740,148008,364331],[44178,240076,524806],[49649,161228,388699],[49830,258147,554742],[53626,270990,574327],[56230,279667,280590],[57831,181223,426165],[57881,286285,600962],[58976,290595,432129],[59377,185193,292260],[59807,293793,614724],[61104,190215,440127],[61776,298613,618591],[63764,194476,448716],[66202,311230,637938],[67853,317973,463626],[68750,205818,467469],[70260,208892,473529],[73336,216501,484857],[73774,333743,671477],[74037,334581,487549],[76216,341309,341799],[77312,223878,224611],[79245,229721,509225],[79426,351814,701413],[80734,233074,356881],[80784,356555,515977],[81964,360643,716670],[82494,363167,523450],[83516,240349,525166],[86677,244782,534177],[89337,251112,542766],[89775,379826,740453],[90038,380664,545458],[91791,387270,550537],[94451,260738,559126],[97413,400818,773364],[98710,270955,573980],[99153,404875,411362],[99351,271422,406601],[99382,405638,777231],[99619,406275,576923],[101370,275216,582569],[102219,413589,414414],[102498,277246,277692],[105459,282507,597479],[106160,424911,600171],[106356,286558,601322],[107866,289632,607382],[109560,614610,826174],[110470,439159,617134],[114472,300637,626864],[115494,303886,628580],[117358,452836,847222],[118655,311195,637591],[119098,304337,456893],[119296,311662,458619],[119327,457656,851089],[119564,458293,640534],[120741,459906,462462],[121763,465867,646295],[124924,321754,655306],[127584,325708,663895],[128285,479959,666587],[128764,481169,886099],[128817,481294,668200],[129294,213434,483693],[130316,334016,671837],[130603,484949,492460],[130882,333070,338817],[133477,338449,680848],[134666,341440,495373],[134752,222178,340825],[136137,222300,689437],[138591,347315,697208],[139034,506438,512925],[139232,350611,508164],[139500,507838,700151],[141251,354405,705797],[143658,234545,715700],[144669,523776,718552],[147138,526373,948365],[149683,368174,729367],[152757,374234,736266],[153155,539078,964218],[153208,539203,737176],[153685,248045,541602],[154707,380099,740813],[154994,371934,542858],[155273,245150,379153],[157226,546832,549569],[162250,391948,759750],[165411,396428,768761],[165854,392399,567303],[166052,399724,569029],[166320,568703,771704],[166689,266354,773250],[166961,570130,579605],[167599,267407,573012],[169140,411003,574394],[169226,275094,404391],[171601,407662,785504],[172623,410911,787220],[174198,277639,413666],[175784,277324,796231],[176425,176925,592472],[177393,593916,801298],[177870,281816,596315],[178892,421093,804935],[179179,597571,605082],[179458,423400,429147],[182053,428779,813946],[184713,432733,822535],[189209,620277,1070374],[189262,620402,832371],[191885,444332,838817],[194354,198526,456409],[195719,451321,846400],[195989,306594,847108],[196261,445752,633741],[196899,307647,636623],[198440,303978,638005],[200804,641799,644905],[203273,647502,1102924],[204808,466318,650922],[209343,660332,877432],[209820,325017,662731],[210842,476141,881069],[211129,471229,663987],[211408,322122,478448],[212715,489640,667764],[213162,329710,670447],[214125,670278,888840],[215342,338764,485026],[218176,488700,898796],[221250,494760,905695],[223200,341348,910242],[225081,693358,702833],[225719,346596,696240],[227260,512566,697622],[227346,354283,505954],[230743,512474,929179],[233904,516954,938190],[238886,364453,948251],[239158,361367,722225],[239849,723608,949935],[240879,366936,726135],[242168,532713,956530],[245097,249953,542935],[246722,537378,963341],[247326,369114,736740],[247773,375793,739423],[248736,739254,966959],[255471,751447,1229729],[255524,751572,980500],[257048,553480,754507],[257327,387638,554702],[260616,264788,566819],[262523,556162,764911],[263161,395709,767793],[264702,392040,769175],[268126,775629,780571],[272625,578185,1017547],[276459,585174,1025130],[281097,602262,800862],[281544,420040,803545],[283724,429094,597648],[291582,609994,1059799],[294456,297534,831935],[296436,438663,829247],[298253,621931,833066],[299523,443328,836058],[300984,627042,1078682],[304941,843873,1083018],[308366,849487,854429],[312771,642658,857410],[315858,463748,1102810],[316130,460662,862481],[316821,863864,1104494],[317851,318069,650438],[317983,465959,865943],[322069,326925,664064],[324298,468409,876996],[324745,475088,879679],[330763,674569,888404],[335835,679384,1142801],[340389,684049,1149612],[342403,908683,1153230],[362559,719411,945452],[363514,523628,945599],[365506,527898,949499],[366664,528424,952271],[367814,728774,1204173],[372911,734164,960349],[376846,743545,966523],[381876,547049,974870],[382012,384498,746525],[382518,385596,980064],[386315,548669,981195],[387585,387826,754584],[393003,992002,1242373],[408009,785682,1270509],[411966,1022603,1274845],[415391,1028217,1033159],[436639,615188,1065197],[438527,617351,1067430],[438799,616541,1066680],[446944,839676,1078535],[449891,631312,1082582],[459332,642126,1097022],[460084,462809,857557],[461572,464801,1104058],[461854,644424,1100011],[472206,653438,1114908],[488340,898203,1399403],[493437,903593,1146620],[497372,912974,1152794],[513529,1178273,1437603],[520997,716556,1191142],[522876,718879,1193166],[532577,729584,1204923],[546239,549209,974120],[557072,560301,1241937],[557354,757879,1237890],[580797,1018406,1270362],[583744,789952,1274409],[606059,812078,1306735],[626290,839144,1333546],[631594,844551,1339881],[679248,899013,1400153],[703743,706972,1437167],[704025,927308,1433120],[784930,1017874,1529922],[790234,1023281,1536257],[913256,1158105,1676767] ] cell #1077 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [57193],[71414],[78411],[87849],[96327],[104209],[105272],[109020],[116863],[126334],[127397],[129647],[134649],[137178],[143127],[147491],[149219],[152570],[154038],[163998],[168013],[173992],[177048],[183463],[184526],[188192],[189623],[191656],[194707],[197313],[203626],[208998],[213780],[215984],[217712],[221063],[222531],[232491],[238025],[239504],[241517],[244080],[245511],[248391],[250595],[254454],[255885],[260969],[268932],[270363],[272396],[275447],[278053],[284366],[294507],[295785],[303117],[304596],[309172],[310603],[314997],[316476],[321052],[322483],[327567],[331692],[335184],[337747],[339178],[342058],[344262],[348121],[349552],[354636],[361240],[369165],[370443],[377775],[382569],[383847],[387121],[391179],[392658],[394386],[397234],[398665],[402810],[410142],[411621],[416197],[417628],[422022],[428077],[429508],[434592],[444221],[445625],[454828],[460535],[461623],[465730],[468460],[468837],[469738],[473890],[477070],[489691],[490969],[498301],[504373],[507647],[511705],[513184],[514912],[517760],[519191],[527949],[528326],[529695],[548542],[552700],[556035],[556193],[556614],[557123],[565238],[568512],[578074],[579478],[588681],[599583],[602313],[602690],[603591],[607743],[610923],[621804],[621962],[622383],[623382],[631363],[641685],[642531],[652060],[652428],[653311],[665999],[674620],[674997],[676366],[699371],[702706],[702864],[703285],[703794],[711909],[717269],[719284],[723819],[724187],[734037],[743596],[743973],[745342],[756326],[770924],[780444],[780602],[781023],[782022],[790003],[801171],[810700],[811068],[811951],[826571],[833624],[839549],[854302],[854460],[854881],[855880],[877305],[886698],[888713],[893248],[893616],[903466],[913025],[925755],[942919],[949808],[964817],[966832],[971367],[971735],[1005301],[1012354],[1018279],[1033032],[1070973],[1082891],[1086937],[1093990],[1104367],[1129190],[1153103],[1197023],[1213495],[1230328],[1242246],[1274718],[1326311],[1359395],[1437476],[1489829], 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] cell #1078 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [253800],[313748],[320398],[373695],[381326],[381413],[382972],[389930],[427423],[437977],[438064],[450282],[459464],[467304],[468863],[494221],[510456],[523008],[525001],[530440],[532027],[532114],[536253],[554964],[584135],[591933],[601157],[602716],[618142],[618813],[624661],[626422],[628415],[646130],[671672],[677111],[678698],[678785],[682924],[691003],[701635],[720208],[726786],[730375],[731046],[740648],[749312],[749983],[759585],[776782],[777453],[783301],[785062],[787055],[792494],[798307],[804770],[829551],[850640],[851311],[860464],[870631],[871302],[880904],[889637],[891767],[896215],[899804],[900475],[906323],[910077],[918741],[919412],[929014],[963176],[967756],[969886],[977680],[982348],[998769],[999440],[1008281],[1010819],[1025781],[1029370],[1030041],[1039194],[1041324],[1049361],[1050032],[1059634],[1075029],[1076535],[1085576],[1089917],[1092455],[1122315],[1124445],[1134465],[1149447],[1156157],[1163951],[1166489],[1168619],[1185040],[1185711],[1195261],[1201476],[1202185],[1202986],[1218770],[1234384],[1249272],[1251810],[1253940],[1260108],[1266856],[1268362],[1277403],[1294580],[1316272],[1323812],[1324613],[1330480],[1331383],[1331490],[1346154],[1352902],[1357633],[1363848],[1381142],[1390491],[1397415],[1398216],[1422866],[1429614],[1452412],[1454523],[1454630],[1462130],[1477297],[1487330],[1488131],[1493998],[1509672],[1516420],[1520188],[1527759],[1527866],[1554009],[1554552],[1582756],[1585348],[1592195],[1606750],[1615170],[1617281],[1617388],[1640055],[1640598],[1649860],[1657360],[1682560],[1712206],[1714622],[1721805],[1731464],[1735181],[1742871],[1745463],[1766865],[1809215],[1832425],[1840266],[1846909],[1850301],[1867876],[1890851],[1917735],[1961295],[1962133],[1968307],[1970886],[2029031],[2077574],[2086377],[2140315],[2186736],[2245017] ] cell #1079 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1080923],[1102399],[1117124],[1206432],[1228294],[1240278],[1243758],[1272750],[1287475],[1308951],[1331501],[1331661],[1335682],[1353553],[1353653],[1357674],[1365153],[1368804],[1401662],[1413646],[1417126],[1435508],[1438988],[1450233],[1453661],[1453761],[1454641],[1454801],[1456345],[1462385],[1484247],[1495179],[1499200],[1527877],[1528037],[1532058],[1539537],[1543188],[1561529],[1565180],[1580644],[1584613],[1585603],[1586659],[1594943],[1595043],[1597627],[1617399],[1617559],[1619103],[1625143],[1632921],[1649871],[1650031],[1651575],[1652654],[1657615],[1668547],[1672568],[1690409],[1694430],[1701909],[1715845],[1723882],[1725928],[1735192],[1735352],[1736896],[1737975],[1745718],[1746774],[1757742],[1777430],[1778486],[1779526],[1781070],[1786770],[1786870],[1789454],[1795494],[1809226],[1809386],[1810930],[1812009],[1816970],[1824748],[1851524],[1860551],[1861607],[1862647],[1864191],[1871515],[1881598],[1890862],[1891022],[1892566],[1893645],[1902116],[1903106],[1910153],[1912199],[1923167],[1931989],[1933045],[1934085],[1935629],[1944013],[1957831],[1968318],[1968478],[1978125],[1982144],[1983134],[1997062],[2001081],[2010108],[2011164],[2012204],[2013748],[2030254],[2040337],[2042921],[2045873],[2050245],[2051235],[2060328],[2071296],[2077585],[2078252],[2084173],[2090443],[2092722],[2108158],[2110437],[2120084],[2124103],[2125093],[2147554],[2150350],[2151573],[2170510],[2180593],[2183177],[2186756],[2187553],[2187716],[2194990],[2198192],[2200911],[2211350],[2214552],[2217271],[2223541],[2249083],[2251362],[2253770],[2278724],[2282743],[2288739],[2289156],[2289384],[2295871],[2296034],[2298895],[2310781],[2310944],[2313805],[2321420],[2341661],[2344863],[2347582],[2349786],[2370212],[2382733],[2388374],[2388602],[2401778],[2402006],[2411517],[2429724],[2429887],[2432748],[2455273],[2472416],[2484296],[2508900],[2509128],[2532043],[2579441], 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] cell #1080 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1081 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [179082],[211032],[226888],[246912],[264330],[281007],[281078],[283208],[291772],[306134],[324208],[324279],[326409],[330673],[330744],[340579],[345793],[357997],[365416],[365487],[368503],[374382],[376756],[376827],[394906],[402257],[413159],[431304],[433434],[437586],[439488],[441737],[445079],[449801],[449872],[454275],[464711],[464782],[486013],[489029],[494908],[497282],[497353],[515432],[521929],[524523],[530032],[531636],[533538],[535787],[543922],[547996],[549898],[552147],[560211],[560282],[573341],[575590],[578932],[583654],[583725],[588128],[598635],[617734],[625343],[627937],[636952],[639201],[643058],[644662],[645652],[652765],[654667],[656916],[665051],[671194],[676703],[678307],[680209],[682458],[690593],[696569],[698818],[706882],[706953],[724524],[729967],[740170],[747864],[748904],[753400],[756513],[758117],[759107],[764042],[768122],[770371],[776374],[783983],[786577],[795592],[797841],[804292],[811405],[813307],[815556],[823691],[833811],[836387],[844789],[850232],[864780],[868967],[869183],[870223],[876106],[880426],[893953],[899396],[909599],[918333],[922829],[925942],[927546],[928536],[933471],[937551],[939800],[944237],[951198],[953018],[961094],[972072],[981940],[986320],[986889],[998361],[1002857],[1012541],[1015117],[1023519],[1028962],[1043510],[1047697],[1047913],[1048953],[1054836],[1059156],[1072736],[1073305],[1074621],[1077320],[1094177],[1096753],[1098796],[1109050],[1109345],[1126631],[1130508],[1137469],[1139289],[1147365],[1158343],[1168211],[1172591],[1173160],[1184632],[1191910],[1198780],[1199075],[1214813],[1221774],[1223594],[1235991],[1253532],[1264563],[1265132],[1266448],[1269147],[1286004],[1290623],[1300877],[1301172],[1321100],[1328065],[1337546],[1350609],[1351178],[1352494],[1377185],[1387140],[1394010],[1394305],[1410043],[1431221],[1452044],[1460645],[1473946],[1480816],[1481111],[1501064],[1517476],[1524441],[1533922],[1588328],[1604038],[1611003],[1623403],[1647274],[1696294],[1717206],[1732595],[1748443],[1843254],[1872876],[1992811], [115684,304503],[121953,466484],[125718,323884],[150852,371893],[158395,553439],[162440,392565],[163158,394196],[172813,411528],[182847,430909],[191293,624222],[191419,444800],[193549,448751],[200267,856652],[200338,642484],[202468,649466],[205311,467798],[206987,471188],[219345,492419],[223390,341965],[230933,513091],[231651,514722],[234698,359046],[237006,944694],[237077,719237],[237662,719769],[237788,524244],[238657,525495],[241752,530270],[252126,746133],[257681,555210],[259811,559161],[272033,782862],[272159,578653],[274289,582604],[278808,414373],[279857,280648],[286051,601651],[287727,605041],[292490,434402],[295232,828855],[296020,617972],[296804,619059],[302098,1077777],[302169,839502],[303749,628909],[314634,860025],[314760,645373],[315629,646624],[318724,651399],[322969,874719],[331329,889198],[331455,670915],[332324,672166],[335419,676941],[340974,495565],[343104,496232],[344072,345231],[351348,701881],[353478,705832],[356321,515558],[363915,721128],[369890,956138],[371462,731292],[377412,967317],[377538,739891],[378407,741142],[384082,749142],[384866,750229],[391811,760079],[403045,776612],[403829,777699],[404540,574586],[405409,575716],[409123,1269604],[409194,1018232],[410774,787549],[413869,586145],[413995,414242],[421659,1038755],[421785,804013],[422654,805264],[425749,810039],[429994,1053449],[448300,841393],[455063,850470],[455847,851557],[456558,638197],[457427,639327],[463210,861384],[470757,871548],[476707,1121876],[476833,880147],[477702,881398],[484441,890557],[485229,672500],[485355,485602],[490416,1142409],[491988,900721],[498933,910571],[504608,918571],[505392,919658],[506103,697814],[506972,698944],[512337,929508],[519677,1189128],[529332,1201037],[529458,952739],[538228,963670],[542350,968676],[543138,741476],[543264,543511],[558710,989522],[565473,998599],[566257,999686],[566968,769367],[567837,770497],[582153,1020123],[589700,1030287],[591280,797967],[592843,1288580],[597063,1040114],[597851,805598],[597977,598224],[604610,1050278],[611555,1060128],[615378,1321334],[616478,1067694],[623617,1074859],[630002,1084281],[632872,1085822],[650587,866135],[659357,876232],[663479,1123235],[664267,881732],[664393,664640],[684899,1149941],[686935,1417004],[689021,1154947],[705381,1175793],[712928,1185957],[714508,939926],[716433,1451674],[717926,1193971],[718495,1194053],[728711,1205187],[731939,1210229],[735850,1212352],[747648,975134],[754787,983920],[754913,755160],[761172,987989],[788642,1276108],[791512,1277649],[793068,1546985],[817997,1054962],[822119,1315062],[826030,1582686],[827208,1322540],[827503,1323296],[838191,1334351],[838760,1334433],[842068,1339455],[858182,1097827],[858751,1097909],[859851,865915],[872195,1110543],[898140,1400417],[901368,1405459],[905279,1407582],[906878,1676341],[930601,1174260],[943553,1453458],[954491,1464196],[954786,1464952],[975337,1223854],[975632,1224610],[976830,982922],[990197,1237464],[1016921,1530727],[1017490,1530809],[1020798,1535831],[1050925,1302370],[1076636,1594740],[1098112,1353350],[1099585,1105846],[1140762,1659426],[1141057,1660182],[1176468,1432694],[1268463,1786567] ] cell #1082 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [183366,432119],[183645,608947],[215887,487539],[216569,675101],[232368,516330],[250498,545448],[251180,744077],[266799,773834],[267576,573484],[270240,577276],[284269,600161],[284951,808199],[307039,847692],[307816,637095],[310480,640887],[327470,666577],[328152,884333],[328858,886063],[330155,671339],[345988,915793],[346765,696712],[349429,700504],[364898,948835],[374941,964182],[376238,740315],[395101,995821],[395878,768265],[398542,772057],[401155,776227],[402452,1007816],[419188,1035620],[420485,804437],[440635,1070338],[441932,1072015],[443497,836530],[453173,850085],[454470,1089452],[464193,1103394],[474236,1118741],[475533,880571],[482477,1131203],[502718,918186],[526710,1197861],[528869,953163],[535982,1209508],[540386,1215508],[551045,1229693],[552342,1231370],[563583,998214],[588323,1281279],[615952,1322195],[622515,1074474],[630124,1338241],[647839,1360233],[657111,1371880],[682653,1404738],[687057,1410738],[717192,1191691],[728185,1463851],[747122,1485713],[761294,1501759],[788764,1534617],[815751,1568256],[868441,1626609],[897614,1659081],[930723,1696989],[950672,1719341],[1047171,1818436],[1136943,1905612],[1221248,1985640], [35871,208182,473767],[50035,258541,555634],[50853,163199,394289],[56199,417505,418840],[58643,288922,607620],[61981,299007,619483],[64000,449283,638801],[68972,205898,467941],[69030,319279,651014],[76432,496169,496764],[77250,344165,345272],[79631,352208,702305],[80449,231692,514815],[81546,359192,519068],[83738,240429,525638],[84404,365969,720743],[86887,534685,741387],[93104,258496,555282],[93383,389203,755247],[94687,559693,769971],[99587,406032,778123],[101606,575190,583136],[102489,414283,414841],[102547,586056,587026],[106578,286638,601794],[106636,426304,809654],[108555,432164,609386],[109373,292531,434495],[109909,436527,826347],[111732,298962,619131],[112749,442281,830426],[113898,625606,847300],[115716,305064,629052],[115745,448844,852069],[119532,458050,851981],[121985,316944,646767],[123100,649998,866739],[123388,319622,651464],[125134,655814,881643],[125753,323916,658676],[130538,334096,672309],[130873,485643,492887],[131204,486495,890172],[131653,487584,675540],[133687,672411,681356],[134790,341789,495637],[135069,496325,685043],[139904,352163,701953],[140183,509729,924676],[141487,698418,706364],[142370,356908,516404],[142428,515987,710254],[144317,521393,942707],[145018,523326,524316],[146088,522192,948443],[146423,366312,721193],[149009,531327,964282],[150945,372608,731364],[154929,380179,741285],[155264,372361,543552],[155595,544404,968291],[156044,545493,744516],[158488,386012,750301],[159869,753685,983831],[160654,756776,995429],[162472,393126,760222],[162501,559254,1000198],[167038,570380,1005077],[168861,405987,777771],[169264,411352,574658],[169849,406628,577350],[169878,576134,1009156],[170242,576933,781155],[171027,773442,784246],[172845,412089,787692],[172874,582697,778211],[174248,414767,586210],[179114,421262,805407],[179449,598265,605509],[180229,600206,808638],[180517,426647,810104],[182263,805509,814454],[182882,430941,817316],[185620,826167,826237],[186762,616997,618037],[187982,437277,1070438],[188612,834074,1071623],[191171,306600,1086603],[192234,444872,626740],[193639,449534,841458],[196338,633991,1086713],[198161,458005,851629],[198564,304327,638269],[199149,458646,640961],[199178,639745,1090792],[199542,640544,855013],[200526,857448,1097746],[201153,459782,645445],[202223,643321,1103002],[202558,464444,861449],[204211,649559,1106820],[205144,652456,1118841],[207080,471903,871620],[211064,476310,881541],[211399,471656,664681],[212179,666622,884772],[212810,668064,1128978],[212884,668210,886621],[213511,214581,670987],[214916,486838,890622],[215392,492813,672565],[217502,677998,886163],[219438,493134,900793],[223422,342526,910714],[226981,348541,919730],[227384,512915,697886],[227969,508191,700578],[228362,700161,923114],[229147,915401,926205],[230965,513652,929651],[230994,705925,920170],[234733,359078,941560],[236049,718545,719624],[237265,945490,1193890],[237540,364459,1196689],[238490,724215,1197961],[239235,722475,1196799],[242650,530335,729230],[244500,961357,1209116],[246944,537547,963813],[247421,737040,1213283],[247495,737186,964740],[248122,249192,739963],[249527,544747,968741],[250003,372287,741541],[252321,746364,1224542],[253024,546695,749207],[254244,547687,1229793],[254874,748127,1230978],[257318,553907,755201],[259901,559944,989587],[264423,397654,999758],[264826,392389,769439],[265411,569056,772131],[265804,771714,1003142],[266360,271911,1004967],[267502,268722,776677],[269352,1007424,1012804],[272974,578725,785380],[274379,583387,1020188],[278901,415088,1030359],[279889,280683,799601],[281266,801308,1036178],[281893,282963,804085],[283298,422487,1040179],[283774,605435,805663],[285884,811096,1035720],[287820,605756,1050350],[291804,610163,1060271],[295427,829086,1323228],[297629,832235,1326099],[297703,832381,1070896],[301141,624077,838810],[302357,1078573,1334270],[303582,844480,1338341],[306227,451915,1085894],[307742,308962,850535],[309592,1089060,1094440],[312163,856890,1353404],[313021,641792,859880],[314237,859325,1356262],[314512,463754,1359061],[315462,644353,1360333],[316207,862731,1359171],[318107,466308,866207],[321472,869446,1371488],[324467,877442,1119299],[325094,326164,880219],[326499,477535,1123300],[326975,471582,881797],[329716,331207,889053],[330932,888850,1131761],[332157,893644,1131303],[336317,677006,898659],[338167,1147628,1404346],[340611,684218,1150084],[343194,497015,1155012],[346691,347911,918636],[353568,706615,1175858],[358090,518180,1186029],[361951,944932,1453512],[365675,949945,1198419],[367013,367530,952811],[368646,532751,1205259],[370085,956369,1464884],[374472,538061,1212417],[375799,377290,967172],[377015,966969,1216066],[378240,971763,1215608],[382050,550041,975206],[385691,980364,1489617],[385765,980510,1230251],[387876,553833,983985],[390419,987463,1497788],[391644,757808,1501859],[395804,397024,998664],[408166,782717,1017540],[409382,1270400,1530646],[410607,1023210,1534717],[413252,585768,1277721],[416617,1280887,1286267],[420046,421537,1038610],[428497,1048176,1567864],[433524,611388,1315127],[438701,439631,1067766],[443423,444011,1074924],[445224,627092,1334498],[446336,1078015,1594794],[450060,1083028,1338799],[450771,1083755,1600877],[460134,645797,1097974],[464970,1104504,1360791],[475094,476585,1121731],[489172,679422,1400489],[490611,1142640,1660114],[494998,684732,1407647],[497541,1153240,1411296],[498766,1158034,1410838],[510945,1173734,1693018],[512170,927237,1697089],[523678,524668,1194118],[528430,529210,1200892],[529885,728780,1464187],[546245,748757,1223845],[560470,1242383,1502317],[579077,785732,1530874],[580189,1269842,1786621],[583913,1274855,1535175],[584624,1275582,1792704],[615194,615256,1321119],[616547,617587,1322531],[676556,898209,1659417],[691492,1416478,1926417],[707141,1437613,1697547],[716562,716634,1451665] ] cell #1083 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1084 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1085 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1086 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [289811,609369],[290217,819227],[333244,675523],[334203,894282],[355955,710672],[379327,744499],[380286,972401],[400730,1005565],[401660,777155],[405043,781573],[423574,808621],[424533,1043839],[452748,1087201],[453678,851013],[457061,855431],[478622,884755],[479581,1126960],[480564,1128948],[482052,890018],[502293,1161235],[503223,919114],[506606,923532],[526285,1197287],[538473,1213253],[539961,968137],[563158,1246556],[564088,999142],[567471,1003560],[570783,1008088],[572271,1259351],[593186,1289063],[594674,1039575],[619672,1326069],[621160,1327750],[623020,1075402],[634394,1089724],[635882,1345397],[647414,1359659],[659602,1375625],[661090,1122696],[669548,1388610],[694011,1163758],[722878,1457979],[725356,1201857],[733393,1469406],[738524,1475416],[750842,1489587],[752330,1491268],[765564,1249079],[794522,1541773],[827610,1584059],[834759,1330287],[843143,1599261],[863134,1620737],[873649,1632164],[902822,1664636],[907953,1670646],[943234,1452151],[954893,1723328],[975739,1744174],[991272,1759376],[1021873,1791088],[1052379,1823991],[1109452,1878998],[1141164,1909599],[1177543,1945647],[1199182,1966868],[1301279,2057728],[1394412,2136297],[1481218,2207850], [70358,472603,658991],[93694,556376,756212],[95046,393284,562150],[103875,590914,799916],[107964,606456,817631],[113060,622145,831391],[116056,629699,1092836],[123643,468638,651942],[123792,652112,866849],[135380,686632,906704],[136732,499853,692461],[140494,703047,925641],[141846,513810,708821],[143756,714142,714774],[146678,528127,721671],[147706,723871,946895],[151257,731905,1218577],[160479,389625,755665],[160885,555818,984707],[162812,760869,1252191],[170189,780785,1010121],[173185,788339,1011200],[174503,587531,792867],[174652,793034,1025588],[180772,602491,810582],[180921,810752,1045579],[183956,819730,819785],[185308,612475,613028],[186042,826697,1064811],[188437,442703,830844],[189872,621587,1068897],[191471,838157,1342752],[193894,448732,841936],[194011,629196,1347890],[199489,854643,1091757],[202813,463642,861927],[204522,865612,1364229],[204945,468501,867155],[207392,872161,1380949],[215171,674798,891100],[215647,681861,892140],[216199,893300,1133166],[216880,894785,894840],[219750,901334,1134272],[221429,496747,906157],[221835,686129,1150132],[228972,510151,925094],[229378,702489,1170978],[231305,930298,1166870],[232623,710759,710809],[232772,934993,934996],[235609,717050,1191239],[236471,718963,720042],[237840,717892,1457015],[238291,527990,947201],[241793,728113,1473340],[244325,533789,958127],[249782,743774,969219],[250258,535190,970259],[250810,971419,1217471],[251491,972904,972959],[254699,550149,978973],[256642,982888,1493805],[257733,986286,1506270],[260156,559142,990065],[260273,760366,1511408],[266782,1005427,1256638],[269177,576556,1009574],[269730,583119,1010653],[270495,781660,781710],[270612,780227,1260724],[271120,1013489,1013492],[272211,1016887,1256706],[274634,582585,1020666],[274751,787836,1261844],[276766,587444,1025894],[283553,595604,1040657],[284029,814959,1041697],[285262,1044342,1044397],[285685,602354,1045885],[288132,1050891,1294387],[293202,1064637,1064702],[294548,828558,829664],[296061,615880,1587722],[296856,1072702,1588834],[300343,452245,1342575],[301563,624495,839228],[303383,628162,1080284],[307022,1087063,1342684],[309417,640167,1091210],[309970,449266,1092289],[310735,855518,855568],[310852,854085,1346770],[311360,1095125,1095128],[312668,1097793,1614909],[313443,642210,860298],[314812,858148,1619773],[315263,645877,1101760],[317508,865109,1623777],[318765,868369,1636098],[321297,654918,1112686],[323091,474022,875509],[326754,662020,1123778],[327230,656319,1124818],[328463,1127463,1127518],[329276,886479,1386469],[329363,1129505,1129508],[330138,331507,889471],[331958,674661,1133472],[332590,681774,1134578],[335460,897542,1386534],[337992,680460,1144398],[343449,689453,1155490],[348366,505444,1165244],[348919,706347,1166323],[349684,923619,923669],[350309,1169159,1169162],[351400,1172557,1419464],[353823,705813,1176336],[353940,929795,1424602],[361023,944611,945731],[362456,1193937,1714361],[362873,525782,1456838],[363956,950600,1717914],[364881,1197149,1456947],[369206,726899,955841],[371514,1210195,1728103],[374727,735253,1212895],[375359,964598,1473275],[375446,1213810,1213813],[376221,377590,967590],[378041,743637,1217777],[378673,535103,1218883],[381767,974964,1743212],[382610,745836,977793],[384123,747050,1747837],[384918,976796,1748949],[388131,754190,1234757],[391445,759332,1239639],[397479,566309,1250565],[398032,559676,1251644],[398797,1003647,1003697],[399422,1254480,1254483],[400227,407368,1256529],[401573,403086,1008394],[403881,1264529,1519296],[408588,783135,1017958],[410408,786802,1272111],[416442,795843,1283037],[417760,592965,1034248],[419693,1289620,1289623],[420468,421837,1039028],[422288,597104,1293587],[422920,814872,1294693],[425790,1047099,1550052],[428322,813558,1304513],[430116,607875,1054239],[433779,820660,1315605],[438418,1067524,1840607],[441053,1070754,1587657],[441140,1326626,1326629],[445408,836578,1077694],[446841,1334317,1850040],[448341,1083683,1853593],[451740,632924,1341690],[453591,455104,1090030],[455899,1350575,1605858],[459333,1097236,1867819],[460318,856569,1100290],[461751,1099692,1870031],[462168,646911,1619596],[463251,859253,1873584],[464176,1359521,1619705],[466650,649981,1363682],[470809,1110509,1883773],[474741,1376182,1376185],[475516,476885,1122149],[477336,663520,1380149],[477968,656232,1381255],[481549,483399,1132002],[482982,1389167,1389170],[484482,1136871,1649014],[489732,896328,1142112],[492040,1405425,1914374],[495253,904682,1408125],[498567,909824,1413007],[503136,504649,1164064],[511971,928761,1434869],[518005,712980,1445795],[519323,519799,1189918],[522877,1193380,1962076],[527215,1458536,1458539],[528852,529510,1201310],[530813,729708,1464157],[532468,1205017,1971227],[537862,735891,1472249],[539458,541308,1216307],[540891,1475973,1475976],[542391,1221176,1734335],[547173,749685,1486019],[551463,1230109,1747772],[551550,1490144,1490147],[554222,754103,1494111],[557251,1237571,1999597],[558751,987391,2003150],[564001,565514,1249385],[579261,1015308,1269521],[580694,1530693,2028770],[582194,1275510,2032323],[585593,791564,1538066],[589752,1546951,1797685],[594171,596021,1292117],[604662,1302336,2062503],[611189,822160,1576525],[617475,618515,1322501],[622933,623658,1330593],[625042,839775,1594649],[626291,1333760,2086320],[630629,1599818,1599821],[631491,1339562,2091112],[642757,860845,1616125],[648344,1621294,1621297],[660587,662437,1378679],[677484,899137,1659387],[679139,1400247,2140656],[684533,905320,1667479],[687562,1671203,1671206],[689062,1416406,1920606],[703922,1432801,2169026],[705422,1173662,2172579],[719510,720589,1453367],[724853,725841,1461019],[726593,955535,1722713],[745530,977487,1743559],[761799,1759933,1759936],[783682,1018505,1786476],[784931,1530136,2244960],[789269,1791645,1791648],[790131,1535938,2249752],[826835,826967,1583097],[828252,829358,1583444],[896022,1141806,1908984],[913153,1676448,2354521],[931228,1946204,1946207],[942609,942677,1712149] ] cell #1087 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [289816,609374],[290219,819229],[333249,675528],[334205,894284],[355957,710674],[379332,744504],[380288,972403],[400732,1005567],[401665,777160],[405045,781575],[423579,808626],[424535,1043841],[452750,1087203],[453683,851018],[457063,855433],[478627,884760],[479583,1126962],[480566,1128950],[482054,890020],[502295,1161237],[503228,919119],[506608,923534],[526287,1197289],[538475,1213255],[539963,968139],[563160,1246558],[564093,999147],[567473,1003562],[570785,1008090],[572273,1259353],[593188,1289065],[594676,1039577],[619674,1326071],[621162,1327752],[623025,1075407],[634396,1089726],[635884,1345399],[647416,1359661],[659604,1375627],[661092,1122698],[669550,1388612],[694013,1163760],[722880,1457981],[725358,1201859],[733395,1469408],[738526,1475418],[750844,1489589],[752332,1491270],[765566,1249081],[794524,1541775],[827612,1584061],[834761,1330289],[843145,1599263],[863136,1620739],[873651,1632166],[902824,1664638],[907955,1670648],[943236,1452153],[954895,1723330],[975741,1744176],[991274,1759378],[1021875,1791090],[1052381,1823993],[1109454,1879000],[1141166,1909601],[1177545,1945649],[1199184,1966870],[1301281,2057730],[1394414,2136299],[1481220,2207852], [70360,322837,658993],[93696,389688,756214],[95068,261269,562155],[103877,590916,592711],[107966,429862,817633],[113062,442766,831393],[116058,629701,852972],[123708,319729,651947],[123797,468093,866851],[135382,685946,686634],[136754,499858,501405],[140496,510214,925643],[141868,354936,708826],[143758,519545,714144],[146743,366419,721676],[147711,527582,946897],[151262,731907,969335],[160484,389630,755808],[160887,555820,984711],[162814,760871,1001101],[170191,576619,1010123],[173187,779114,788341],[174568,586878,587536],[174657,791943,793036],[180837,426754,810587],[180926,601946,1045581],[183958,609432,819732],[185330,434892,612480],[186047,615068,1064813],[188442,442708,830987],[189874,621589,1068901],[191476,838159,1086789],[193959,450234,841941],[194013,629198,1091863],[199491,640230,1091759],[202878,465144,861932],[204524,865614,1107723],[204947,468503,867303],[207397,872163,1123894],[208325,474087,875514],[215236,486945,891105],[215712,673233,681866],[216204,674253,1133168],[216882,675586,894787],[219755,891216,901336],[221434,496752,685322],[221837,686131,905731],[228977,510156,925237],[229380,702491,1170982],[231307,921073,930300],[232688,516437,710764],[232777,710264,934995],[235611,717052,1191243],[236476,719106,720185],[237845,717894,1196875],[238293,527992,947349],[241795,728115,1213345],[244330,535512,958270],[249847,544854,969224],[250323,535195,742209],[250815,743229,1217473],[251493,744562,972906],[254704,551872,979116],[256647,982890,1233833],[257738,986288,1246144],[260221,560644,990070],[260275,760368,1251218],[266787,773708,1256640],[269182,576561,1009717],[269735,583124,778490],[270560,577383,781665],[270614,780229,1260728],[271125,781165,1013491],[272216,1005153,1016889],[274699,584087,1020671],[274753,787838,1010227],[276768,587446,792105],[283618,595609,1040662],[284094,806331,814964],[285264,808684,1044344],[285687,602356,1046033],[288137,1040773,1050893],[289065,607940,1054244],[293204,1064641,1064706],[294550,828706,829812],[296063,615882,1326161],[296861,1072704,1327338],[300345,452247,1342579],[301568,624638,839371],[303385,630022,1080432],[307027,847566,1342686],[309422,640172,1091353],[309975,449271,852348],[310800,640994,855523],[310854,854087,1346774],[311365,855023,1095127],[312673,1097795,1354067],[313448,642353,860441],[314817,858150,1359247],[315265,647737,1101908],[317510,865111,1363256],[318767,868371,1375717],[321302,656641,1112829],[326819,662025,1123783],[327295,656324,882465],[328465,884818,1127465],[329278,886481,1386473],[329368,886631,1129507],[330143,331512,889614],[331960,674663,1133620],[332592,681776,891378],[335462,897544,1129040],[337997,682183,1144541],[343514,497715,1155495],[348371,505449,1165387],[348924,706352,920449],[349749,700611,923624],[350314,923124,1169161],[351405,1160823,1172559],[353888,707315,1176341],[353942,929797,1165897],[359335,519388,1189923],[361025,944615,945735],[362461,1193939,1454175],[362875,525784,1456842],[363958,950602,1458071],[364886,948709,1456949],[369208,727047,955989],[371519,1210197,1468994],[374792,735258,1212900],[375361,964600,1473279],[375451,964750,1213812],[376226,377595,967733],[378043,743639,1217925],[378675,535105,969497],[381769,974966,1484629],[382612,745984,977941],[384125,747052,1489679],[384923,976798,1490856],[388196,754195,984653],[391447,761192,1239787],[397484,566314,1250708],[398037,559681,1000477],[398862,772164,1003652],[399427,1003152,1254482],[400229,407370,1256533],[401575,403088,1008542],[403886,1258939,1264531],[408593,783278,1018101],[410410,788662,1272259],[416447,587853,1283180],[417825,418983,1034253],[419698,1036188,1289622],[420473,421842,1039171],[422290,597106,1293735],[422922,814874,1040935],[425792,1047101,1289155],[428327,815281,1304656],[433844,820665,1315610],[438420,1067526,1584995],[441055,1070756,1587661],[441145,1070906,1326628],[445410,836582,1077698],[446846,1334319,1595457],[448343,1083685,1599353],[451745,632929,1341833],[453593,455106,1090178],[455904,1344985,1350577],[459335,1097238,1614332],[460320,856573,1100294],[461756,1099694,1616933],[462170,646913,1619600],[463253,859255,1620829],[464181,1103268,1619707],[466655,649986,1107099],[470814,1110511,1631752],[474746,1119309,1376184],[475521,476890,1122292],[477338,663522,1380297],[477970,656234,1124056],[481551,483401,1132006],[482987,1131771,1389169],[484484,1136873,1388702],[489734,896476,1142260],[492045,1405427,1664224],[495318,904687,1408130],[498569,686955,1413155],[503138,504651,1164212],[511973,930621,1435017],[518010,712985,1445938],[522879,1193382,1713784],[527220,1198429,1458538],[528857,529515,1201453],[530818,729713,1465237],[532470,1205019,1724264],[537864,735893,1472397],[539460,541310,1216311],[540896,1216076,1475975],[542393,1221178,1475508],[547178,749690,1224895],[551465,1230111,1747776],[551555,1230261,1490146],[554224,754105,1233995],[557256,1237573,1755572],[558753,987393,1759468],[564003,565516,1249533],[579263,1015312,1269525],[580699,1530695,1787284],[582196,1275512,1791180],[585598,791569,1538209],[589757,1541361,1546953],[594173,596023,1292121],[604667,1302338,1823579],[611191,822162,1576673],[617480,618520,1323581],[622935,623660,1330741],[625044,839777,1595691],[626293,1333762,1849463],[630634,1338809,1599820],[631496,1339564,1855024],[642759,860847,1354301],[648349,1360801,1621296],[660589,662439,1378683],[677489,899142,1660467],[679141,1400249,1910535],[684535,905322,1667627],[687567,1411306,1671205],[689064,1416408,1670738],[703927,1432803,1941843],[705424,1173664,1945739],[719512,720591,1454409],[724855,725843,1461023],[726595,955537,1723647],[745532,977489,1484012],[761804,1502327,1759935],[783684,1018507,1787518],[784933,1530138,2028193],[789274,1535185,1791647],[790136,1535940,2033754],[826837,826969,1583101],[828254,829360,1584378],[896024,1141808,1909918],[913158,1676450,2155073],[931233,1697557,1946206],[942611,942679,1712187] ] cell #1088 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1089 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [284549,1297699],[289898,819714],[291096,1056461],[327750,1384261],[333331,894769],[334679,1137584],[345939,1419866],[356060,935450],[379414,972888],[380762,1221889],[395052,1506672],[400840,1257108],[401752,1009076],[402403,1519698],[405148,1013946],[419189,1549963],[423661,1044326],[441883,1589236],[452858,1343154],[453770,1090712],[454421,1606260],[457166,1095582],[474237,1636009],[478709,1127447],[480570,1386445],[482162,1132994],[482478,1648925],[503315,1164746],[506711,1169616],[526395,1457417],[526711,1717825],[535933,1728505],[538479,1473251],[540071,1217299],[540387,1734246],[552293,1749351],[564180,1250067],[567576,1254937],[570789,1259640],[588274,1798087],[594784,1293109],[615953,1839798],[619678,1587633],[623112,1331275],[630125,1853504],[634400,1345686],[647524,1620175],[647840,1873495],[657062,1884175],[661200,1379671],[682604,1914776],[687058,1920517],[694017,1422398],[725466,1462011],[728186,1970418],[747123,1989355],[750848,1747748],[761295,2003061],[765570,1509204],[788765,2032234],[815702,2062905],[834765,1591727],[868442,2112377],[897615,2139847],[930724,2172490],[943240,1712590],[950673,2191749],[1047172,2271017],[1136944,2338420],[1221249,2399285], 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] cell #1090 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1091 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [422707],[477755],[505103],[538281],[565968],[593382],[593486],[596736],[611608],[632583],[659798],[659902],[663152],[669744],[669848],[684952],[693241],[712639],[723074],[723178],[727380],[735523],[738720],[738824],[764794],[775512],[791223],[818542],[821792],[827882],[830145],[832949],[837372],[843339],[843443],[849370],[863330],[863434],[892607],[896809],[904952],[908149],[908253],[934223],[943647],[946525],[953407],[955165],[957428],[960232],[970726],[976011],[978274],[981078],[991468],[991572],[1008875],[1011679],[1016102],[1022069],[1022173],[1028100],[1042164],[1067933],[1076730],[1079608],[1090511],[1093315],[1098206],[1099964],[1101084],[1109724],[1111987],[1114791],[1125285],[1132796],[1139678],[1141436],[1143699],[1146503],[1156997],[1164545],[1167349],[1177739],[1177843],[1199454],[1205426],[1217101],[1226168],[1227288],[1232429],[1236085],[1237843],[1238963],[1245100],[1249866],[1252670],[1259760],[1268557],[1271435],[1282338],[1285142],[1292911],[1301551],[1303814],[1306618],[1317112],[1328159],[1331074],[1339834],[1345806],[1361826],[1366495],[1366678],[1367798],[1374664],[1379473],[1394684],[1400656],[1412331],[1422518],[1427659],[1431315],[1433073],[1434193],[1440330],[1445096],[1447900],[1453052],[1459872],[1461813],[1469815],[1481490],[1491677],[1496328],[1496923],[1509324],[1514465],[1524535],[1527450],[1536210],[1542182],[1558202],[1562871],[1563054],[1564174],[1571040],[1575849],[1589927],[1590522],[1591847],[1594334],[1611097],[1614012],[1615810],[1625919],[1626213],[1644248],[1648282],[1655102],[1657043],[1665045],[1676720],[1686907],[1691558],[1692153],[1704554],[1712770],[1718651],[1718945],[1733603],[1740423],[1742364],[1753850],[1771212],[1781754],[1782349],[1783674],[1786161],[1802924],[1807637],[1817746],[1818040],[1838881],[1844653],[1852861],[1864875],[1865470],[1866795],[1889273],[1899041],[1904922],[1905216],[1919874],[1940121],[1960890],[1967769],[1979069],[1984950],[1985244],[2002418],[2017611],[2023383],[2031591],[2081166],[2093745],[2099517],[2109728],[2130319],[2171847],[2190044],[2201872],[2214264],[2291576],[2313272],[2404198], [303802,630859],[315682,648574],[323027,659410],[371173,732847],[384577,751784],[391864,762029],[393217,763753],[410827,789499],[430052,818050],[444723,837126],[447973,843045],[459529,1097071],[459633,857117],[462883,863036],[467733,867636],[470468,873103],[491699,902276],[498986,687792],[512390,931458],[513743,933182],[519735,714561],[523073,1193215],[523177,945159],[524167,946279],[525430,947682],[530210,953731],[546570,974577],[555133,985255],[558383,991174],[578576,1015856],[581826,1021775],[589411,793976],[591333,592901],[601586,1046366],[604321,1051833],[612961,823402],[616872,1067137],[617912,1068257],[618982,1069445],[624304,1075595],[626487,1333595],[626591,1078242],[628844,1080765],[645296,1100838],[646559,1102241],[651339,1108290],[657710,1372939],[670838,1132550],[672101,1133953],[676881,1140002],[685444,906002],[688694,907855],[690304,692394],[701804,1171526],[705054,1177445],[709904,934397],[719851,1194321],[721068,1195780],[729105,1204630],[731215,1206938],[739814,1216855],[741077,1218258],[749082,1227612],[750152,1228800],[760014,1240120],[776552,1260084],[777622,1261272],[778612,1010498],[779875,1011853],[782944,1267422],[785127,1529971],[785231,1270069],[787484,1272592],[792264,1025757],[792438,792800],[803936,1292665],[805199,1294068],[809979,1300117],[816350,1569315],[841333,1336160],[850410,1346130],[851480,1347318],[852470,1092134],[853733,1093489],[860107,1356693],[861324,1358152],[871471,1369310],[880070,1379227],[881333,1380630],[889280,1389551],[890497,1391010],[891537,1134441],[891711,892073],[898534,1399860],[900644,1402168],[910506,1413488],[918511,1422842],[919581,1424030],[920571,1166168],[921834,1167523],[929443,1435350],[940594,1709695],[952662,1461567],[963605,1472730],[967399,1476357],[968616,1477816],[969656,1218746],[969830,970192],[989462,1499678],[998539,1509648],[999609,1510836],[1000599,1251489],[1001862,1252844],[1020063,1532536],[1030210,1543694],[1032463,1285316],[1034851,1805839],[1038837,1553069],[1040054,1554528],[1041094,1294556],[1041268,1041630],[1050201,1565686],[1060063,1577006],[1066630,1585336],[1074799,1592171],[1082108,1601154],[1085745,1602849],[1107221,1363527],[1118164,1374838],[1121958,1639115],[1123175,1640574],[1124215,1381118],[1124389,1124751],[1149876,1667960],[1152320,1926694],[1154887,1673046],[1175733,1694908],[1185880,1706066],[1188133,1448074],[1192430,1714443],[1193025,1714598],[1201119,1720865],[1204123,1724605],[1207633,1729196],[1212292,1731440],[1225985,1484970],[1234154,1493974],[1234328,1234690],[1241463,1498065],[1273935,1792981],[1277572,1794676],[1279404,2043605],[1309991,1571214],[1315002,1832401],[1321416,1839176],[1321505,1840100],[1321799,1840663],[1332810,1850122],[1333405,1850277],[1336851,1854624],[1354802,1614991],[1355397,1615146],[1356539,1363220],[1370005,1627348],[1399353,1910876],[1402863,1915467],[1407522,1917711],[1409348,2154673],[1436693,1693295],[1451634,1960746],[1452453,1962010],[1463161,1970720],[1463455,1971283],[1485023,1742705],[1485317,1743268],[1486452,1492764],[1500369,1755172],[1529186,2028852],[1529781,2029007],[1533227,2033354],[1566381,1819175],[1582632,2077130],[1593735,2086254],[1615211,1867753],[1616533,1622708],[1658391,2140149],[1658685,2140712],[1695599,1941443],[1785562,2244894] ] cell #1092 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [6450],[10204],[12510],[13410],[15854],[19053],[19573],[20460],[21713],[23532],[23890],[25897],[27525],[28341],[28931],[29722],[30303],[31897],[33150],[34341],[35594],[37554],[37856],[38807],[39287],[40626],[40984],[41755],[42849],[45046],[45627],[47221],[47523],[48245],[48826],[50420],[50817],[51673],[52494],[53075],[53367],[53417],[54669],[55251],[55922],[57113],[57415],[58366],[62873],[64558],[65070],[65651],[65943],[65993],[66962],[69159],[69740],[70211],[71334],[71636],[72445],[72500],[73418],[74642],[75223],[75994],[76817],[77119],[77841],[78422],[78714],[78764],[80016],[80413],[81269],[84533],[86577],[87016],[87769],[88446],[88501],[89419],[93315],[93560],[95245],[95757],[96338],[96630],[96680],[97793],[98931],[100479],[102164],[102676],[103257],[103599],[104568],[104623],[105541],[106765],[107346],[107817],[108940],[109242],[109337],[111943],[112926],[113242],[114090],[115048],[115922],[115977],[116874],[117738],[118876],[123265],[124824],[125263],[126016],[126693],[126748],[127666],[129213],[131333],[133377],[133816],[134569],[135246],[135301],[136931],[137674],[138061],[138812],[140115],[140360],[142045],[142557],[143138],[143480],[143609],[146280],[148253],[148308],[148955],[149259],[150344],[153604],[155724],[159832],[159998],[160164],[160846],[161804],[162678],[162733],[164494],[164881],[165632],[169072],[170055],[170371],[171219],[172177],[173051],[173106],[174003],[175684],[176876],[177789],[178250],[181953],[182392],[183145],[183577],[183822],[183877],[187928],[188232],[188804],[190595],[191200],[191332],[195524],[198372],[199355],[199671],[200660],[202415],[203849],[204388],[204443],[204586],[205090],[206479],[209739],[210200],[214773],[216098],[216746],[216801],[217448],[217752],[218837],[221796],[222754],[226168],[228491],[229339],[230297],[231171],[231226],[233374],[237399],[237569],[237701],[238436],[240798],[241495],[244692],[246483],[249384],[250709],[251357],[251412],[252312],[252490],[254190],[254494],[255066],[256132],[257594],[261786],[263610],[265933],[268668],[268972],[269544],[270097],[271940],[272072],[276264],[276911],[278300],[283155],[284480],[285128],[285183],[285830],[287219],[290940],[295418],[295596],[295763],[296717],[302491],[303528],[305890],[308908],[309212],[309784],[310337],[312185],[312579],[314541],[314673],[315408],[321664],[326356],[327681],[328329],[328384],[331236],[331368],[332103],[332735],[335162],[338359],[340150],[340887],[345079],[347857],[348161],[348733],[349286],[351261],[355453],[357277],[361973],[362367],[367722],[370076],[370254],[371375],[377319],[377451],[378186],[378818],[381259],[383825],[384779],[391590],[396970],[397274],[397846],[398399],[402788],[403742],[404453],[409516],[410553],[412915],[416809],[421566],[421698],[422433],[423065],[428689],[435409],[437910],[443957],[444261],[446358],[446752],[452107],[454806],[455760],[456471],[467017],[470670],[476614],[476746],[477481],[478113],[490602],[490780],[491901],[498712],[504351],[505305],[506016],[512116],[518372],[522718],[529239],[529371],[531960],[538007],[554367],[565216],[566170],[566881],[580211],[580605],[585960],[589613],[604523],[611334],[615285],[616391],[623360],[626132],[632785],[643847],[650500],[678631],[684678],[712841],[717247],[717472],[728624],[747561],[784772],[791425],[826132],[837737],[857728],[898053],[1016467] ] cell #1093 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [8115],[12955],[13960],[14210],[15275],[15430],[19875],[21258],[21560],[23077],[23250],[24082],[24237],[24332],[26447],[26697],[29318],[30794],[31312],[31744],[32296],[33756],[34018],[34740],[35139],[35312],[35441],[38352],[38654],[39607],[41176],[41331],[41426],[42958],[44208],[46118],[49317],[49835],[50097],[50267],[53566],[54084],[54516],[55068],[55769],[56019],[57512],[57911],[58084],[58213],[59166],[60262],[61781],[62982],[64232],[66142],[67071],[68321],[71733],[72554],[73804],[74132],[75714],[76664],[77216],[78913],[79431],[79693],[79863],[81116],[81366],[81969],[82178],[85835],[88555],[89805],[90133],[90949],[96829],[97868],[98612],[99387],[99822],[100588],[101838],[103748],[104677],[105927],[106255],[108787],[109624],[114156],[116031],[117813],[118557],[119332],[119767],[120425],[126802],[128052],[128380],[128769],[128932],[128978],[129873],[131715],[132635],[135355],[136605],[137749],[138493],[148362],[151547],[153160],[153323],[153369],[154264],[156106],[162787],[164569],[165313],[166753],[166874],[167194],[168256],[171285],[173160],[174942],[177554],[178449],[189214],[189377],[190670],[191079],[194038],[196053],[196174],[196494],[197556],[204497],[207682],[209504],[210399],[212409],[212605],[220040],[221862],[226376],[231280],[238950],[239071],[239391],[240563],[241055],[241820],[247020],[247216],[255476],[255639],[256932],[260300],[263818],[266275],[274778],[288422],[293732],[293858],[296088],[297228],[297424],[299704],[306515],[315922],[316043],[316363],[317535],[318792],[335487],[353967],[360408],[360674],[363983],[364374],[381794],[384150],[385290],[385486],[425817],[435809],[436228],[438445],[448368],[459703],[463278],[463669],[484509],[523247],[532495],[542418],[546638],[558778],[582221],[616940],[626661],[679166],[689089],[705449],[729173],[785301],[898602] ] cell #1094 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41775,142611],[53437,170425],[58743,183884],[66013,199725],[72539,214793],[73634,216808],[78784,228545],[80552,232761],[88540,249404],[89635,251419],[96700,265987],[97849,268991],[99169,271109],[104662,283175],[105757,285190],[117794,309231],[119114,311349],[126787,326376],[127882,328391],[128735,329352],[128976,331168],[137730,348180],[139050,350298],[148347,367742],[153126,375435],[153367,377251],[164550,397293],[165870,399411],[166751,400458],[177311,419682],[177552,421498],[189180,441129],[190651,444280],[196051,452476],[209261,474730],[209502,476546],[214043,482971],[224871,502021],[238948,526013],[239767,527204],[240561,529171],[248654,540880],[255442,551539],[262313,562886],[267916,571999],[293730,615149],[298043,620888],[304859,630618],[308156,635610],[315920,647142],[316739,648333],[342321,687551],[361551,718266],[372701,733121],[386105,752058],[392921,761788],[411884,789258],[415181,794250],[445936,838531],[460846,858522],[471996,873377],[493227,902550],[513447,931217],[556346,986660],[579789,1017261],[605849,1052107],[622115,1073076],[703017,1172931],[780755,1264903],[854613,1350949], [6452,70231,126036],[10206,93669,160866],[10461,94919,163649],[12512,107837,183165],[13412,113035,188824],[15874,69213,205093],[15923,124082,205413],[19055,140469,229359],[19310,141719,232142],[19575,143500,143629],[20480,84587,238439],[20529,147996,238759],[21715,86579,244712],[23534,159834,255086],[23874,160912,257394],[23909,93622,257590],[25899,170164,269564],[27527,103619,176896],[28361,106819,285833],[28410,181211,286153],[28933,183916,183931],[29188,185011,185181],[29776,187931,295421],[30287,189899,296517],[30322,112988,296713],[31917,115051,303531],[33152,199464,309804],[34361,203852,315411],[34877,123781,318395],[35596,124826,321684],[37574,131387,332106],[37623,216489,332426],[37858,216840,216855],[38809,133379,338379],[39289,135340,221816],[39880,136435,224599],[40628,138100,348753],[40968,229405,351061],[41003,140422,351257],[41824,233043,233062],[42485,235636,360340],[42911,237697,362363],[43558,147695,363586],[45100,148958,370079],[45646,150340,371371],[47241,155778,378189],[47290,251100,378509],[47525,251451,251466],[48299,252315,254193],[48845,256128,384775],[50440,161807,391593],[50819,95247,261825],[51675,164920,397866],[52548,97798,268671],[53059,270639,403542],[53094,170117,403738],[53369,173145,270117],[53486,271391,271410],[54689,172180,410556],[55256,102730,276914],[55392,174923,277234],[55924,175686,416829],[57133,178255,422436],[57417,285222,285237],[57649,180910,425420],[58368,181955,428709],[58708,290242,290244],[59696,186031,436158],[59961,295691,437834],[62935,191328,446748],[64560,195563,452127],[65124,117743,308911],[65635,310879,455560],[65670,199417,455756],[65945,116016,310357],[66062,311631,311650],[67024,312575,314669],[69759,206475,470666],[71354,210205,477484],[71638,328423,328438],[72081,329303,480866],[72507,129207,331364],[73154,216188,484112],[73423,133870,332738],[73559,220021,333058],[73599,334228,334230],[74696,217451,490605],[75242,218833,491897],[75977,221860,340687],[75988,135308,340883],[76837,222757,498715],[77121,136933,345118],[77895,137679,347860],[78441,226162,505301],[78716,231265,349306],[78833,350580,350599],[80036,230300,512119],[80415,142047,355492],[81271,233413,518392],[81734,360232,520888],[85534,241423,531884],[87070,89424,378821],[87789,246488,538010],[88082,375386,538775],[88508,153598,377447],[89155,250799,542021],[89560,151528,379141],[89600,380311,380313],[90648,381183,383753],[95811,164499,396973],[96357,263604,566166],[96632,162772,398419],[96749,399693,399712],[97302,266771,570011],[97379,400755,400757],[97567,167248,402716],[98914,274776,404253],[98925,173113,404449],[100541,272068,580601],[102166,276303,585980],[102184,174641,413540],[103276,278296,589609],[104630,177783,421694],[105546,182446,423068],[105682,288403,423388],[105722,424558,424560],[107365,287215,604519],[108960,290945,611337],[109244,109339,435448],[112227,441080,619974],[113296,190600,443960],[114110,302496,626135],[115984,118870,456467],[116893,305884,632781],[117247,307011,633622],[117324,452773,452775],[117512,196548,454734],[118859,194036,456271],[123267,204482,467037],[125317,127671,478116],[126755,209733,476742],[127807,207663,478436],[127847,479606,479608],[128534,212511,480758],[128714,335485,480934],[130568,219739,484900],[132334,335090,678555],[134589,340155,684681],[137260,502318,502320],[137448,225368,504279],[138795,353965,505816],[138806,231233,506012],[143157,357271,712837],[146300,237404,522721],[147027,364870,722106],[147104,526310,526312],[148315,240792,529367],[149278,370248,728620],[151246,154959,542809],[152925,247122,538667],[153105,241818,538843],[158983,551490,751144],[160052,160169,554370],[160305,256913,554690],[162740,165626,566877],[164080,563183,563185],[164268,262810,565144],[165615,260298,566681],[166926,272200,570081],[168095,572296,572298],[171239,409521,784775],[174022,412909,791421],[177290,425815,593556],[179144,288121,597522],[188251,295590,616387],[188979,297330,619866],[189159,296086,620042],[189705,621185,621187],[190369,299172,623288],[191132,446276,837727],[191460,196226,633692],[197395,635907,635909],[200665,202435,643850],[203162,464165,862362],[203239,647439,647441],[204450,204580,650496],[204569,317533,650300],[207381,211094,663938],[209240,318790,659972],[214022,484507,669918],[217771,490774,898049],[225046,351389,693309],[235685,360575,717105],[237501,361891,717462],[237829,239123,722176],[239746,363981,723248],[245593,733418,733420],[248633,542416,738894],[252434,381792,746319],[252484,254513,747557],[255241,385392,751036],[255421,384148,751212],[255967,752355,752357],[256631,257013,754458],[257722,262488,764862],[268091,403870,775580],[271872,580129,1016457],[278135,794547,794549],[293433,436043,826122],[295540,438443,829041],[296845,298218,833017],[304838,448366,843513],[308331,455888,849438],[312103,314473,857718],[312657,312736,857361],[314801,316095,862432],[316718,463276,863504],[322565,873674,873676],[339260,902847,902849],[342300,689087,908323],[362445,362524,945403],[370198,532493,956324],[371503,372876,960300],[381276,381495,974251],[383602,548853,977170],[384907,386280,981146],[392900,558776,991642],[411863,582219,1022243],[415356,589741,1028168],[429590,1052404,1052406],[437927,438146,1066811],[446830,446909,1078486],[469493,653622,1110883],[470798,472171,1114859],[490724,679164,1142595],[492029,493402,1146571],[513426,705447,1177913],[531977,532196,1204304],[536883,734348,1210569],[580683,580762,1270313],[603346,812262,1302710],[604651,606024,1306686],[678648,678867,1399534],[683554,903777,1405799],[798937,1033343,1547325] ] cell #1095 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [10473],[16035],[19322],[20865],[24067],[28522],[29200],[30779],[35116],[37959],[39892],[41161],[41936],[42609],[44185],[47626],[53551],[53727],[55410],[57888],[58901],[59838],[66127],[66303],[72205],[73577],[73781],[73962],[75987],[79074],[80791],[81627],[88206],[89578],[89782],[89963],[96990],[97444],[97503],[98924],[99626],[102179],[105700],[106085],[112351],[117389],[117448],[118869],[119571],[127825],[128210],[128427],[128724],[128877],[130563],[137384],[138805],[139507],[147169],[147228],[152818],[153115],[153268],[154954],[159107],[160323],[164204],[165625],[166327],[166636],[166921],[168219],[177300],[177453],[179139],[188872],[189169],[189322],[189829],[195936],[196221],[197519],[203304],[203363],[204579],[209250],[209403],[211089],[212379],[214032],[214185],[224756],[225041],[235523],[238833],[239118],[239756],[239909],[245717],[246990],[248643],[248796],[252444],[255134],[255431],[255584],[256091],[257008],[262198],[262483],[267801],[268086],[278259],[280761],[293555],[295550],[297198],[297928],[298213],[304848],[305001],[308041],[308326],[312495],[312731],[315805],[316090],[316728],[316881],[322689],[323962],[329006],[330427],[339384],[342310],[342463],[360378],[360465],[362283],[362519],[365170],[370208],[372586],[372871],[375089],[376510],[381193],[381617],[383612],[385260],[385990],[386275],[392910],[393063],[400360],[411873],[412026],[415066],[415351],[429714],[436306],[437844],[438268],[440783],[444850],[446668],[446904],[452378],[459760],[469503],[471881],[472166],[490734],[493112],[493397],[513436],[513589],[520898],[523304],[524294],[525915],[531894],[532318],[536893],[551193],[555260],[578703],[580521],[580757],[603356],[605734],[606019],[619109],[626718],[645423],[647044],[678565],[678989],[683564],[701931],[731342],[750279],[777749],[785358],[798947],[851607],[871598],[900771],[1030337],[1050328] ] cell #1096 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41760,142562],[53422,170376],[58720,183818],[65998,199676],[72505,214778],[73611,216742],[78769,228496],[80550,232754],[88506,249389],[89612,251353],[96685,265938],[97802,268968],[99167,271102],[104628,283160],[105734,285124],[117747,309208],[119112,311342],[126753,326361],[127859,328325],[128733,329345],[128971,331163],[137683,348157],[139048,350291],[148313,367727],[153124,375428],[153362,377246],[164503,397270],[165868,399404],[166746,400453],[177309,419675],[177547,421493],[189178,441122],[190604,444257],[196046,452471],[209259,474723],[209497,476541],[214041,482964],[224866,502016],[238943,526008],[239765,527197],[240556,529166],[248652,540873],[255440,551532],[262308,562881],[267911,571994],[293725,615144],[298038,620883],[304857,630611],[308151,635605],[315915,647137],[316737,648326],[342319,687544],[361546,718261],[372696,733116],[386100,752053],[392919,761781],[411882,789251],[415176,794245],[445931,838526],[460841,858517],[471991,873372],[493222,902545],[513445,931210],[556341,986655],[579784,1017256],[605844,1052102],[622110,1073071],[703012,1172926],[780750,1264898],[854608,1350944], [6455,35805,126021],[10212,50020,160851],[10467,50770,163626],[12515,58577,183150],[13418,61966,188809],[15859,69164,205183],[15933,69226,205390],[19061,79616,229344],[19316,80366,232119],[19578,81480,143485],[20465,84538,238529],[20539,84600,238736],[21721,87125,244697],[23540,160107,255071],[23876,93406,257389],[23886,93556,257695],[24564,95253,261791],[25905,99572,269549],[27530,103604,103949],[28346,106770,285923],[28420,106832,286130],[28939,108540,183882],[29194,109290,184988],[29727,188021,295466],[30289,112772,296512],[30299,112922,296818],[31902,115784,303621],[33158,119517,309789],[34346,204250,315501],[34875,123774,318401],[35602,125372,321669],[37559,131338,332196],[37633,131400,332403],[37864,131638,216806],[38815,133925,338364],[39296,135056,135306],[39886,136412,136884],[40634,138066,348738],[40970,140206,351056],[40980,140356,351362],[41658,142053,355458],[41834,142624,232996],[42487,144340,360335],[42845,237802,362418],[43556,147688,363592],[45051,149048,370124],[45623,151219,371476],[47226,155729,378279],[47300,155791,378486],[47531,156029,251417],[48250,252360,254283],[48822,256604,384880],[50425,162540,391683],[51681,164886,397851],[52499,97799,268761],[53061,169901,403537],[53071,170051,403843],[53376,169530,173111],[53496,170438,271344],[54674,172913,410646],[55257,102681,174287],[55404,174593,174876],[55930,102785,416814],[57118,178256,422526],[57423,180214,285188],[57647,180903,425426],[58374,182501,428694],[58710,183668,290237],[59398,109250,435414],[59694,186024,436164],[59954,295697,437837],[62869,191433,446803],[64566,195529,452112],[65075,117744,309001],[65637,199201,455555],[65647,199351,455861],[65952,115982,198830],[66072,199738,311584],[66958,312630,314774],[69736,207354,470771],[71339,210206,477574],[71644,212164,328389],[72083,212833,480861],[72441,129208,331469],[73152,216181,484118],[73424,133821,215431],[73571,215737,219974],[73601,216592,334223],[74647,217541,490650],[75219,219712,492002],[75980,221322,221855],[75989,135242,221391],[76822,135108,498805],[77127,77333,345084],[77846,137680,347950],[78418,226163,505406],[78723,227650,231231],[78843,228558,350533],[80021,231033,512209],[81277,233379,518377],[81727,360238,520891],[85527,241429,531887],[87021,89425,250042],[87774,246489,538100],[88084,247444,538770],[88442,153599,377552],[89153,250792,542027],[89572,151481,250348],[89602,251203,380306],[90641,381186,383759],[95762,164500,397063],[96334,263605,566271],[96639,162738,265092],[96759,266000,399646],[97300,266764,570017],[97381,266822,400750],[97560,167249,402722],[98917,269623,274771],[98926,173047,269692],[100475,272173,580656],[102172,276269,585965],[102185,174634,276644],[103253,174614,589714],[104564,177784,421799],[105547,182397,283813],[105694,284119,288356],[105724,284974,424553],[107342,288094,604624],[108945,290946,611427],[112229,297652,619969],[113247,190601,444050],[114095,302497,627131],[115918,118871,309932],[116870,305885,632886],[117245,307004,633628],[117326,307062,452768],[117505,196549,454740],[118862,194031,309863],[123274,204448,318373],[125268,127672,327014],[126689,209734,476847],[127819,207616,327320],[127849,328175,479601],[128527,212512,480764],[128717,329201,335480],[130569,219732,332468],[132327,335096,678558],[134574,340156,684771],[137262,346011,502313],[137441,225369,504285],[138798,348812,353960],[138807,231167,348881],[143134,357272,712942],[146285,237405,523717],[147025,364863,722112],[147106,364921,526305],[148249,240793,529472],[149255,370249,729670],[151239,154960,378551],[152918,247123,538673],[153108,241813,375284],[158985,385714,751139],[160003,160170,387915],[160317,256866,388221],[162674,165627,397994],[164082,395124,563178],[164261,262811,565150],[165618,260293,397925],[166927,272193,400548],[168097,402475,572291],[171224,409522,785771],[173999,412910,791526],[177293,419531,425810],[179145,288114,422798],[188228,295591,617437],[188972,297331,619872],[189162,296081,440978],[189707,441955,621180],[190362,299173,623294],[191127,446277,838836],[191453,196227,452566],[197397,454493,635902],[200666,202420,460173],[203160,464158,862368],[203241,464216,647434],[204384,204581,466612],[204572,317528,466543],[207374,211095,477846],[209243,318785,474579],[214025,482820,484502],[217748,490775,899099],[225047,351382,502111],[235678,360576,717111],[237496,361892,718571],[237822,239124,526103],[239749,363976,527053],[245595,536005,733413],[248636,540729,542411],[252437,381787,547006],[252485,254490,547135],[255234,385393,751042],[255424,384143,551388],[255969,552365,752350],[256624,257014,554100],[257715,262489,562976],[268092,403863,572089],[271867,580130,1017566],[278137,588346,794542],[293428,436044,826193],[295543,438438,617308],[296838,298219,620978],[304841,448361,630467],[308332,455881,635700],[312104,314468,641818],[312650,312737,642570],[314794,316096,647232],[316721,463271,648182],[322567,657134,873669],[339262,682676,902842],[342303,687400,689082],[362438,362525,719323],[370201,532488,729541],[371496,372877,733211],[381277,381490,745586],[383605,548848,748478],[384900,386281,752148],[392903,558771,761637],[411866,582214,789107],[415357,589734,794340],[429592,815774,1052399],[437928,438141,828308],[446823,446910,839588],[469496,653617,869797],[470791,472172,873467],[490727,679159,898970],[492022,493403,902640],[513429,705442,931066],[531978,532191,955591],[536886,734343,961708],[580676,580763,1018318],[603349,812257,1048527],[604644,606025,1052197],[678649,678862,1141862],[683557,903772,1147979],[798940,1033338,1286618] ] cell #1097 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58757,183898],[58863,290293],[73648,216822],[73924,334279],[80609,233022],[89649,251433],[89925,380362],[97422,400911],[97863,269005],[99226,271370],[105771,285204],[106047,424609],[117367,452929],[117808,309245],[119171,311610],[127896,328405],[128172,479657],[128483,480803],[129303,331788],[137303,502474],[137744,348194],[139107,350559],[147147,526466],[152874,538712],[153694,377871],[164123,563339],[164564,397307],[165927,399672],[167318,402761],[168138,572452],[177059,593425],[177879,422118],[188928,619911],[189748,621341],[190665,444294],[196618,454779],[197438,636063],[203282,647595],[209009,659841],[209829,477166],[213791,669787],[225438,504324],[239515,723117],[240888,529791],[245636,733574],[248402,738763],[255190,751081],[256010,752511],[262880,565189],[278178,794703],[294518,827925],[299242,623333],[304607,843382],[316487,863373],[322608,873830],[339303,903003],[342069,908192],[360760,717150],[369176,955208],[382580,976054],[392669,991511],[411632,1022112],[429633,1052560],[468471,1109767],[489702,1141479],[513195,1177782],[527960,1199497],[602324,1301594],[674631,1394727],[743607,1481533], [6456,125658,208767],[10282,161261,258014],[10464,94933,163663],[12516,182787,289507],[13651,190248,297137],[15926,124096,205427],[15961,205487,318440],[19131,229754,351681],[19313,141733,232156],[19579,234420,234638],[20532,148010,238773],[20791,240018,363631],[23923,93636,257643],[24029,160961,388256],[26138,270988,404162],[27531,176300,280588],[28413,181225,286167],[28448,286227,425465],[29009,290569,290593],[29191,185025,185195],[29482,293680,436203],[30336,113002,296766],[30741,189948,439684],[31969,115402,303865],[33391,311228,456180],[34413,204203,315745],[34934,124042,318645],[37626,216503,332440],[37885,333685,484157],[38029,334555,334579],[39297,222187,341307],[39883,136449,224613],[41017,140436,351310],[41123,229454,508782],[41827,233057,233076],[41862,356497,356547],[42552,235735,521026],[42925,237750,362416],[43615,147956,363836],[45660,150393,371424],[47293,251114,378523],[47552,379768,542066],[47696,380638,380662],[48859,256181,384828],[50492,162158,391927],[52254,400705,570056],[53108,170131,403791],[53377,275103,404873],[53489,271405,271424],[53513,270688,573537],[53653,406217,406267],[54741,172531,410890],[55225,277358,413585],[55395,174937,277248],[57185,178320,422770],[57588,424885,424909],[57706,181171,425670],[59540,436086,614541],[60222,295941,438353],[62949,191381,446801],[63639,192977,448221],[64830,452723,633667],[65684,199431,455809],[65953,194363,456891],[66065,311645,311664],[66089,310928,637148],[66229,458235,458285],[67038,312628,314722],[67728,316950,463131],[69773,206528,470719],[70283,126088,323525],[71406,210270,477818],[71809,479933,479957],[72148,329402,667697],[72183,481121,481286],[72521,129237,331417],[73211,216449,484362],[73392,338483,484945],[73562,220035,333072],[75256,218886,491950],[75952,221911,495378],[76018,135322,340936],[76889,223108,499049],[78455,226192,505354],[78724,354292,506436],[78836,350594,350613],[79000,507780,507830],[80088,230651,512453],[82227,362724,522791],[84020,526260,722151],[85795,241673,532403],[87841,246553,538344],[88149,375485,736673],[88184,539030,539195],[88522,153628,377500],[89212,251060,542271],[89393,244816,542854],[89563,151542,379155],[90909,381702,384003],[94326,259239,558631],[96371,263634,566219],[96640,260625,567301],[96752,399707,399726],[96916,568645,568695],[97146,166681,569939],[97356,408476,570126],[97828,167524,402966],[98889,274827,574399],[98955,173127,404502],[100555,272121,580654],[101245,273717,582074],[102226,174902,413790],[103290,278349,589662],[103671,176948,418670],[104306,593743,593908],[104644,177813,421747],[105334,282379,596984],[105515,428813,597567],[105685,288417,423402],[107379,287268,604572],[107889,183217,430550],[109012,291010,611671],[112294,441179,831868],[112329,620229,620394],[114205,300194,626205],[115998,118900,456520],[116907,305914,632834],[117091,195981,633550],[117301,301451,633737],[117773,196824,454984],[118834,194087,638010],[120474,459247,462019],[122267,647389,862407],[123275,317860,650920],[126431,660159,660324],[126769,209763,476795],[127459,325580,663400],[127640,321788,663983],[127810,207677,478450],[128689,336244,667769],[129027,213154,483250],[129744,670105,670270],[130610,220000,485150],[132595,335340,679074],[134641,340220,685015],[136012,342532,688942],[137237,510039,693354],[137709,225644,504529],[138770,354016,697627],[138836,231247,506065],[141126,352906,705302],[143171,357301,712890],[143552,143681,520233],[146871,238878,722034],[147081,236359,722221],[147588,723435,723600],[148329,240822,529420],[149292,370278,728673],[151507,155001,543059],[152632,374106,735771],[153080,242577,736745],[153418,247765,541159],[154135,739081,739246],[159050,551589,979997],[159085,751399,751564],[160138,387304,754503],[160308,256927,554704],[162754,165656,566930],[164057,389513,764907],[164529,263086,565394],[165590,260349,769180],[168072,576444,775625],[171334,407219,784845],[174036,412939,791474],[177265,426574,800867],[177603,281536,595872],[179186,288382,597772],[184588,432605,822040],[186689,189134,831940],[188265,295620,616440],[189682,442591,833062],[190630,299448,623538],[191752,446996,838681],[194804,843700,843865],[197372,640055,849483],[200600,460055,857406],[203006,315850,862290],[203216,313331,862477],[203723,863691,863856],[204464,204610,650549],[204544,317584,865948],[207642,211136,664188],[209215,319549,877001],[209553,324737,662288],[213997,486765,888409],[217785,490804,898102],[221125,494632,905200],[222628,908510,908675],[237339,523599,945448],[238121,362611,718416],[239721,366239,949504],[240612,366656,725692],[241468,531911,954398],[245570,536641,960345],[248608,544674,966528],[252409,381948,974875],[252514,254527,747610],[252951,255396,980069],[255944,383360,981191],[256892,257055,754708],[261066,991829,991994],[272492,580849,1017411],[275544,1022430,1022595],[278112,798695,1028213],[293886,436631,826746],[295515,438599,1067435],[295736,437861,827115],[302431,627013,1078531],[304813,450624,1082587],[312167,459572,1097086],[312823,315093,858672],[314090,316693,1104063],[314311,461634,1100007],[322542,469251,1114904],[335135,678582,1140669],[339237,683312,1146616],[342275,691345,1152799],[354733,1178100,1178265],[360277,520915,942527],[361955,523116,1193230],[370173,532649,1204928],[381210,383798,975244],[390272,392875,1241942],[390493,557134,1237886],[409456,785653,1270358],[411838,584477,1274414],[429567,603104,1306731],[446340,626530,1333610],[450845,631374,1339877],[490699,679320,1400158],[510798,513401,1437172],[511019,703805,1433116],[580193,785170,1529986],[584698,790014,1536253],[691566,913036,1676763] ] cell #1098 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [6457],[10283],[12517],[13652],[15964],[19132],[19580],[20794],[24027],[26139],[27532],[28451],[29010],[29485],[30739],[33392],[37888],[38030],[39298],[41121],[41865],[42550],[47555],[47697],[52257],[53378],[53511],[53656],[55228],[57589],[58861],[59487],[64833],[65954],[66087],[66232],[71810],[72146],[72186],[73395],[73922],[75950],[78725],[79003],[84023],[88147],[88187],[89396],[89923],[96641],[96919],[97093],[97359],[97420],[98887],[104309],[105518],[106045],[112292],[112332],[117038],[117304],[117365],[118832],[122270],[123276],[126434],[127643],[128170],[128424],[128687],[129747],[137240],[137301],[138768],[146818],[147084],[147145],[147591],[152815],[153078],[154138],[159048],[159088],[160141],[164060],[164121],[165588],[166617],[168075],[168136],[177000],[177263],[185928],[188869],[189132],[189685],[189746],[194807],[195917],[197375],[197436],[200603],[202953],[203219],[203280],[203726],[204542],[208950],[209213],[213732],[213995],[222631],[224737],[235520],[237342],[238814],[239456],[239719],[245573],[245634],[248343],[248606],[252190],[252407],[255131],[255394],[255947],[256008],[261069],[262179],[266496],[267782],[275547],[278115],[278176],[293536],[293611],[295296],[295513],[297909],[302434],[304548],[304811],[306736],[308022],[312095],[312492],[314314],[315786],[316428],[316691],[322545],[322606],[328987],[339240],[339301],[342010],[342273],[354736],[360446],[361883],[362280],[364595],[368269],[369954],[370171],[375070],[381673],[390496],[392610],[392873],[409459],[411573],[411836],[429570],[429631],[436035],[438324],[439254],[440764],[446268],[446665],[450848],[463890],[467564],[488795],[490480],[490697],[511022],[513136],[513399],[525261],[532374],[549664],[551174],[580121],[580518],[584701],[601417],[628675],[646390],[671932],[679045],[691569],[740908],[759845],[787315],[910337],[929274] ] cell #1099 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [15433],[19969],[23234],[24240],[29662],[31406],[31833],[32299],[33850],[33994],[35296],[41334],[42680],[44986],[45478],[46102],[48185],[49929],[50073],[50356],[54178],[54605],[55071],[58068],[59576],[61875],[62632],[62704],[63402],[64208],[66793],[68410],[69099],[69591],[74582],[75074],[75698],[76753],[77219],[79525],[79669],[79952],[83368],[84473],[85410],[92562],[93391],[94089],[99481],[100238],[100310],[101008],[101814],[103108],[103535],[103732],[106016],[106705],[107197],[108876],[111506],[112757],[113604],[119426],[121615],[122720],[128141],[130168],[131273],[131804],[132210],[135005],[135775],[136581],[139362],[140191],[140889],[142989],[143416],[144325],[145794],[154559],[155664],[156195],[158262],[166182],[168635],[168731],[169479],[169886],[170585],[170733],[174517],[178744],[179849],[180380],[184351],[185818],[197935],[198031],[198779],[199186],[199885],[201929],[210694],[211799],[212330],[212818],[213066],[214287],[214312],[215661],[217002],[221310],[226755],[226851],[227599],[241350],[247429],[247677],[248898],[248923],[250272],[251613],[264197],[264293],[265041],[266558],[266583],[267026],[268392],[269611],[282669],[282694],[284043],[297637],[297885],[300083],[300179],[306798],[306823],[307266],[308632],[309851],[318322],[325870],[325895],[327244],[328811],[329030],[329189],[347581],[348800],[364657],[364682],[365125],[367236],[367261],[374894],[375113],[375272],[385699],[385947],[388145],[396694],[397913],[400134],[419519],[436584],[436609],[440588],[440807],[440966],[443681],[452152],[463952],[463977],[464420],[466531],[474567],[482808],[521140],[521432],[525689],[527041],[540717],[546994],[550998],[551217],[551376],[614330],[614751],[617296],[630455],[642269],[646818],[648170],[687388],[719022],[729529],[745921],[761625],[789095],[828643],[839287],[898958],[931054],[955926],[1018017],[1142197] ] cell #1100 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41759,142561],[53421,170375],[58719,183817],[65997,199675],[72504,214777],[73610,216741],[78768,228495],[80549,232753],[88505,249388],[89611,251352],[96684,265937],[97801,268967],[99166,271101],[104627,283159],[105733,285123],[117746,309207],[119111,311341],[126752,326360],[127858,328324],[128732,329344],[128970,331162],[137682,348156],[139047,350290],[148312,367726],[153123,375427],[153361,377245],[164502,397269],[165867,399403],[166745,400452],[177308,419674],[177546,421492],[189177,441121],[190603,444256],[196045,452470],[209258,474722],[209496,476540],[214040,482963],[224865,502015],[238942,526007],[239764,527196],[240555,529165],[248651,540872],[255439,551531],[262307,562880],[267910,571993],[293724,615143],[298037,620882],[304856,630610],[308150,635604],[315914,647136],[316736,648325],[342318,687543],[361545,718260],[372695,733115],[386099,752052],[392918,761780],[411881,789250],[415175,794244],[445930,838525],[460840,858516],[471990,873371],[493221,902544],[513444,931209],[556340,986654],[579783,1017255],[605843,1052101],[622109,1073070],[703011,1172925],[780749,1264897],[854607,1350943], [6462,70215,126020],[10209,93319,160850],[10480,94895,163625],[11902,103603,176880],[12522,107821,183149],[13415,111947,188808],[15858,69163,205138],[15929,123657,205389],[18138,135305,221800],[18409,136411,224575],[19058,140119,229343],[19329,141695,232118],[19585,143484,143613],[20464,84537,238484],[20535,146692,238735],[21718,86852,244696],[23537,91966,255070],[23875,160360,257388],[23885,93555,257645],[25902,169076,269548],[25997,173110,270101],[27030,102680,276959],[27101,174875,277210],[28345,106769,285878],[28416,180786,286129],[28936,183581,183881],[29207,184987,185157],[29726,187344,187976],[30288,188318,296511],[30298,112921,296768],[31901,115449,303576],[33155,198376,309788],[33250,115981,310341],[34345,121718,315456],[34874,123773,318398],[35599,125099,321668],[37558,131337,332151],[37629,215185,332402],[37687,133820,332783],[37758,219973,333034],[37861,216102,216805],[38812,133652,338363],[39150,221854,340681],[39160,135241,340938],[40631,138065,348737],[40726,231230,349290],[40969,228853,351055],[40979,140355,351312],[41830,232637,232995],[42486,235462,360334],[42844,237041,237752],[43555,147687,363589],[45050,149003,243232],[45622,150816,371426],[47225,155728,378234],[47296,249796,378485],[47354,87020,378866],[47425,151480,379117],[47528,250713,251416],[48249,156546,254238],[48821,158359,384830],[50424,162205,391638],[50822,95250,261790],[51678,164885,397850],[51773,162737,398403],[52498,52517,268716],[53060,269058,403536],[53070,170050,403793],[53230,274770,404247],[53240,173046,404504],[53492,270509,271343],[54673,172578,410601],[55202,174633,413543],[55927,175959,416813],[57117,104907,422481],[57246,182396,423113],[57317,288355,423364],[57420,284484,285187],[57646,180902,425423],[58371,182228,428693],[58709,289692,290236],[59693,186023,436161],[59953,294906,295694],[62868,191383,302133],[64563,195528,452111],[65074,65093,308956],[65636,309298,455554],[65646,199350,455811],[65806,194030,456265],[65816,115917,456522],[66068,310749,311583],[66957,200302,314724],[68652,204447,467021],[69735,206951,470721],[71338,127032,477529],[71467,125267,478161],[71538,207615,478412],[71641,327685,328388],[72082,329129,480860],[72111,335479,480928],[72440,72464,331419],[73151,216180,484115],[73369,219731,484903],[73600,333125,334222],[74646,217496,336899],[75218,219309,491952],[76821,223155,498760],[77124,136936,345083],[77845,77864,347905],[78417,138025,505356],[78577,353959,505810],[78587,231166,506067],[78839,349698,350532],[80020,230698,512164],[80418,142050,355457],[81274,233378,518376],[81726,360165,360235],[85526,241426,369564],[87773,152478,538055],[88083,375212,538769],[88112,241812,538837],[88441,88465,377502],[89152,250791,542024],[89370,151238,542812],[89601,379208,380305],[90640,251800,383756],[92887,160002,554415],[92958,256865,554666],[95761,95780,397018],[96333,164845,566221],[96493,260292,566675],[96503,162673,566932],[96755,398811,399645],[97299,266763,570014],[97333,272192,570084],[97380,400638,400749],[97559,97562,402719],[100474,272123,409158],[102169,276268,585964],[103252,278772,589664],[104234,425809,593550],[104563,104587,421749],[105492,288113,597525],[105723,423455,424552],[107341,287691,604574],[108944,184161,611382],[109247,109342,435413],[112228,440906,619968],[112257,296080,620036],[113246,113265,444005],[114094,192947,626180],[116869,195488,632836],[117244,307003,633625],[117278,191452,633695],[117325,452656,452767],[117504,117507,454737],[120363,202419,643895],[123128,317527,650294],[123138,204383,650551],[126359,318784,659966],[126688,126712,476797],[127617,207373,663941],[127848,478503,479600],[128526,128529,480761],[129672,484501,669912],[132326,335093,490090],[134573,220971,684726],[137214,351381,693312],[137261,502201,502312],[137440,137443,504282],[143133,233338,712892],[145731,146284,522766],[147024,364862,722109],[147058,237821,722179],[147105,526193,526304],[147516,363975,723242],[148248,148272,529422],[149254,243483,728675],[152917,152920,538670],[154063,542410,738888],[156758,381786,746313],[156797,254489,747612],[158984,551316,751138],[159013,384142,751206],[160115,256623,754461],[164034,257714,764865],[164081,563066,563177],[164260,164263,565147],[168049,403862,775583],[168096,572179,572290],[171223,273687,784820],[173998,276228,791476],[187556,438437,829035],[187595,188227,616442],[188971,188974,619869],[189659,296837,833020],[189706,621068,621179],[190361,190364,623291],[191126,301876,837733],[194732,448360,843507],[197349,455880,849441],[197396,635790,635901],[200045,314467,857724],[200577,312649,857364],[203159,464157,862365],[203193,314793,862435],[203240,647322,647433],[203651,463270,863498],[217747,337150,898104],[222556,689081,908317],[235677,235680,717108],[236784,237495,717468],[237316,362437,945406],[243444,532487,956318],[245547,371495,960303],[245594,733301,733412],[251899,381489,974257],[253818,548847,977164],[255233,255236,751039],[255921,384899,981149],[255968,752238,752349],[260994,558770,991636],[271866,408901,1016463],[275472,582213,1022237],[278089,589733,1028171],[278136,794430,794541],[293359,293427,826128],[295005,438140,1066817],[302408,446822,1078489],[320416,653616,1110877],[322519,470790,1114862],[322566,873557,873668],[337111,679158,1142589],[339214,492021,1146574],[339261,902730,902841],[354661,705441,1177907],[369663,532190,1204310],[373713,734342,1210563],[409433,580675,1270316],[427441,812256,1302704],[429544,604643,1306689],[429591,1052287,1052398],[490189,678861,1399540],[494239,903771,1405793],[591951,1033337,1547319] ] cell #1101 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58693,290285],[58738,183836],[73584,334271],[73629,216760],[80580,232940],[89585,380354],[89630,251371],[97364,400903],[97820,268986],[99197,271288],[105707,424601],[105752,285142],[117309,452921],[117765,309226],[119142,311528],[127832,479649],[127877,328343],[128477,480798],[129245,331759],[137245,502466],[137701,348175],[139078,350477],[147089,526458],[152868,538707],[153636,377842],[164065,563331],[164521,397288],[165898,399590],[167312,402756],[168080,572444],[177053,593420],[177821,422089],[188922,619906],[189690,621333],[190622,444275],[196612,454774],[197380,636055],[203224,647587],[209003,659836],[209771,477137],[213785,669782],[225432,504319],[239509,723112],[240830,529762],[245578,733566],[248396,738758],[255184,751076],[255952,752503],[262874,565184],[278120,794695],[294512,827920],[299236,623328],[304601,843377],[316481,863368],[322550,873822],[339245,902995],[342063,908187],[360754,717145],[369170,955203],[382574,976049],[392663,991506],[411626,1022107],[429575,1052552],[468465,1109762],[489696,1141474],[513189,1177777],[527954,1199492],[602318,1301589],[674625,1394722],[743601,1481528], [6463,125629,208738],[10215,160760,257985],[10482,94914,163644],[11903,176271,280559],[12523,182758,289478],[13421,188718,297108],[15837,204857,318435],[15931,123676,205408],[18144,222129,341278],[18411,136430,224594],[19064,229253,351652],[19331,141714,232137],[19586,234391,234609],[20443,238203,363626],[20537,146711,238754],[23859,160953,388259],[23904,93574,257693],[25908,269458,404133],[26003,275045,404844],[27009,277352,413580],[27103,174894,277229],[28324,285597,425460],[28418,180805,286148],[28942,290092,290511],[29209,185006,185176],[29420,293492,436198],[30272,189940,439687],[30317,112940,296816],[31974,115738,303846],[33161,309698,456151],[33256,194305,456862],[34418,122007,315726],[34905,123960,318705],[37537,331870,484152],[37631,215204,332421],[37666,338477,484940],[37760,219992,333053],[37867,333525,334497],[39134,221903,495381],[39179,135260,340986],[40732,354234,506407],[40953,229446,508785],[40998,140374,351360],[41738,355867,356541],[41832,232656,233014],[42470,235727,521029],[42863,237089,237800],[43586,147874,363896],[45641,150864,371474],[47204,377953,542061],[47298,249815,378504],[47333,244810,542849],[47427,151499,379136],[47534,379608,380580],[48840,158407,384878],[50497,162494,391908],[51779,260567,567272],[52192,400517,570051],[52216,408470,570121],[53044,270680,573540],[53089,170069,403841],[53214,274819,574402],[53259,173065,404552],[53400,404955,406261],[53494,270528,271362],[54746,172867,410871],[55233,174820,413850],[57190,178277,422751],[57225,428807,597562],[57319,288374,423383],[57426,423855,424827],[57677,181089,425730],[59532,436017,436089],[60140,295213,296001],[62887,191431,302181],[63610,193530,448281],[64768,452535,633662],[64792,301445,633732],[65620,310920,637151],[65665,199369,455859],[65790,194079,638013],[65835,115936,456570],[65976,456973,458279],[66070,310768,311602],[66976,200350,314772],[67699,202449,463191],[68658,317802,650891],[69754,206999,470769],[70288,126093,323482],[71411,210227,477799],[71446,321782,663978],[71540,207634,478431],[71647,478903,479875],[72066,329394,667700],[72095,336236,667772],[72140,480993,481280],[72459,72483,331467],[73182,216367,484422],[73400,219918,485210],[75237,219357,492000],[76894,223444,499030],[77563,510033,693349],[78436,138044,505404],[78561,354008,697630],[78606,231185,506115],[78747,506518,507824],[78841,349717,350551],[80093,230987,512434],[82219,361865,362727],[83958,526072,722146],[83982,236353,722216],[85713,241733,369871],[87846,246510,538325],[88067,375477,736676],[88096,242569,736748],[88141,538902,539189],[88460,88484,377550],[89183,250978,542331],[89401,151425,543119],[90827,252107,384063],[92866,387298,754498],[92960,256884,554685],[94297,259792,558691],[95479,389507,764902],[96352,164864,566269],[96477,260341,769183],[96522,162692,566980],[96663,567383,568689],[96757,398830,399664],[97138,97141,569942],[97746,97775,403026],[98163,576438,775620],[100493,272171,409206],[101216,274270,582134],[103271,278820,589712],[103676,176953,418627],[104218,426566,800870],[104263,593615,593902],[104582,104606,421797],[105305,178232,597044],[105523,288300,597832],[107360,287739,604622],[107894,183222,430507],[109017,290967,611652],[112212,441171,831871],[112241,186681,831943],[112286,620101,620388],[112629,442585,833057],[114197,300197,446250],[116888,195507,632884],[117083,117086,633553],[117691,117720,455044],[118108,640049,849478],[120318,460049,857401],[120466,312077,462022],[122205,647201,862402],[122229,313325,862472],[123112,317576,865951],[123157,204402,650599],[126343,319541,877004],[126388,660031,660318],[126707,126731,476845],[127430,210182,663460],[127648,207560,664248],[129019,129022,483253],[129656,486757,888412],[129701,669977,670264],[132513,335400,490397],[134646,340177,684996],[135983,343085,689002],[137627,137656,504589],[141097,353459,705362],[143152,233357,712940],[143557,143686,520190],[145686,523593,945443],[146863,146866,722037],[147500,366231,949507],[147545,723307,723594],[148267,148291,529470],[149273,243502,728723],[151842,536635,960340],[152603,246465,735831],[153410,153413,541162],[154047,544666,966531],[154092,738953,739240],[156742,381940,974878],[156816,254508,747660],[158968,551581,980000],[158997,252943,980072],[159042,751271,751558],[159385,383354,981186],[160146,256810,754768],[164447,164476,565454],[171326,407222,580103],[174017,276247,791524],[175237,798689,1028208],[177595,177598,595875],[184559,290922,822100],[187540,438591,1067438],[187614,188246,616490],[190548,190577,623598],[191723,302473,838741],[192902,627007,1078526],[194716,450616,1082590],[194761,843572,843859],[200104,459567,1097092],[200642,315064,858732],[201821,461628,1100002],[202998,203001,862293],[203635,314082,1104066],[203680,863563,863850],[207977,469245,1114899],[209545,209548,662291],[217766,337169,898152],[220335,683306,1146611],[221096,340132,905260],[222540,691337,1152802],[222585,908382,908669],[236843,523111,1193236],[237381,238092,718476],[240604,240607,725695],[241463,369601,954404],[243428,532641,1204931],[251837,383793,975250],[259164,557128,1237881],[260978,390264,1241945],[261023,991701,991988],[272463,409498,1017471],[273642,785647,1270353],[275456,584469,1274417],[275501,1022302,1022589],[288717,603098,1306726],[293878,293881,826749],[294943,295731,827121],[301935,626525,1333616],[305548,631368,1339872],[335130,490127,1140675],[337095,679312,1400161],[352831,703799,1433111],[354645,510790,1437175],[354690,1177972,1178259],[360202,360272,942533],[408960,785165,1529992],[412573,790008,1536248],[500732,913030,1676758] ] cell #1102 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41871,356527],[41888,232863],[53662,406247],[53679,271211],[58907,290321],[66238,458265],[66255,311451],[72226,481266],[72574,330313],[73968,334307],[79009,507810],[79026,350400],[88227,539175],[88575,376396],[89969,380390],[96925,568675],[96942,399513],[97160,569826],[97906,401772],[104349,593888],[104697,420643],[106091,424637],[112372,620374],[117105,633437],[117851,453790],[126474,660304],[126822,475691],[128216,479685],[129041,481491],[129787,670250],[137041,693054],[137787,503335],[146885,721921],[147631,723580],[148382,529027],[153432,539400],[154178,739226],[159128,751544],[163861,764607],[164607,564200],[167876,775325],[177617,594113],[189486,832762],[190708,623132],[194847,843845],[197176,849183],[203020,862177],[203766,863836],[209567,660529],[222671,908655],[236424,944154],[240626,724795],[245374,960045],[255748,980891],[261109,991974],[275587,1022575],[277916,1027913],[293900,826631],[301516,1077237],[313396,1098713],[322346,1114604],[339041,1146316],[354776,1178245],[389578,1236592],[408541,1269064],[429371,1306431],[442656,1328666],[510104,1431822],[576509,1525042],[640120,1611604], [6647,128463,480644],[9227,152854,538553],[10896,167298,401094],[10913,97669,267615],[13448,188908,619752],[14655,196598,453112],[14672,117614,307855],[16955,129055,330200],[18579,225418,502657],[18596,137550,346804],[20010,236339,720087],[21751,244796,534624],[21768,151348,372400],[22254,153446,376283],[23570,255170,750922],[24777,262860,563522],[24794,164370,395917],[27142,277338,586965],[27159,174743,414880],[27753,177631,420530],[27875,178126,284672],[29649,186703,829784],[30890,299222,622454],[30907,190471,443536],[31447,301431,624540],[31811,116051,449441],[32037,194115,449328],[33891,313311,860343],[35632,321768,655753],[35649,207483,471695],[36135,209581,475578],[36257,210076,327873],[38845,338463,681295],[38862,219841,492926],[39348,221939,496809],[40335,226010,349905],[40352,138135,228304],[42630,360740,716989],[42978,236646,526568],[44372,240640,528914],[44973,242591,727019],[45519,151585,535302],[46231,246359,380885],[48172,252965,977913],[48500,383340,979018],[49413,387284,753624],[49430,256733,553946],[49970,389493,755710],[50334,162807,559851],[50560,260377,559738],[51382,263452,399018],[51399,164955,265746],[54219,408456,783180],[54583,173180,583294],[54809,274855,583181],[55977,103861,418476],[58404,428793,814393],[58421,288223,605548],[59029,290816,291219],[59554,435973,826419],[60063,186875,294644],[60300,294747,620473],[61916,442571,830889],[63002,301738,453031],[63389,194101,629138],[64396,305732,458857],[64413,195598,312036],[66743,460035,857245],[67091,313618,647697],[67205,314104,1101880],[68388,204517,650156],[68485,317612,650043],[69086,319563,867275],[69414,469231,1112731],[69632,207720,656431],[70344,128338,323331],[74569,336258,896448],[75115,220078,681973],[75827,334802,340026],[76731,135375,496922],[76957,136769,500916],[79566,510019,925139],[79930,231300,706522],[80156,354044,706409],[80978,357119,357595],[80995,233448,233783],[81324,143742,520039],[81663,360118,520818],[82241,360965,721783],[82255,236533,361522],[82987,523579,945287],[84460,366253,947321],[85636,242763,369302],[85873,369405,539274],[86556,152268,245740],[87489,536621,958172],[90241,546383,974548],[90750,253137,382706],[90987,382809,751643],[91159,383425,1226675],[91335,159811,256114],[92603,256970,754302],[93689,164227,389800],[93803,390286,1239759],[94076,260363,760308],[94986,95100,261860],[95083,166514,393794],[99522,576424,1009619],[100608,401013,408763],[100995,274841,787778],[102002,406839,412757],[102019,271796,276338],[103149,174980,587643],[105994,285257,808796],[106213,107950,430356],[106692,426588,1046005],[107020,603084,1304558],[107238,288460,815071],[108854,183951,609544],[109080,185345,613538],[110169,294069,436848],[110545,438613,1067320],[110747,616685,1067108],[113055,189852,442878],[114219,445350,633299],[114233,301625,445907],[114965,626993,1078370],[115131,195013,304678],[116438,450638,1080404],[119467,640035,1091255],[120488,460260,862039],[120502,313505,460817],[120997,203932,316558],[122707,317598,865051],[123883,209080,468597],[124120,209449,468700],[124292,469316,1367185],[124468,124803,322712],[128119,328458,884930],[131260,486779,1133592],[131782,216875,675698],[132436,336430,489828],[132673,481365,489931],[133356,220761,339407],[134289,683292,1144443],[135762,221925,686071],[136786,224666,345153],[137407,140489,510326],[139403,350637,923731],[139694,141883,514320],[140603,510812,1434989],[140876,354030,929737],[141786,141900,355527],[143030,233100,710871],[147797,239586,528086],[148034,239955,528189],[149382,368727,530898],[149758,532663,1204813],[149960,728918,1204601],[150450,245864,372672],[152092,536706,1470322],[155651,544688,1217897],[156173,251486,744674],[156925,382131,547258],[157301,381962,974760],[157517,256238,386076],[160975,262217,555760],[160989,262284,556317],[161484,161887,392740],[166223,399750,1003759],[167674,572466,1259147],[168242,170184,576731],[170626,271448,781772],[171348,569688,579203],[171362,408650,579760],[172094,785633,1270197],[172260,275753,411703],[173567,584491,1272231],[175663,278282,280224],[176596,798675,1283082],[177130,181012,602450],[177499,181249,602553],[179836,424623,1043781],[181421,603169,1563561],[181597,181932,429737],[184338,290307,819169],[185248,185362,435483],[189962,297947,621529],[189976,298014,622086],[196974,636077,1345193],[197542,199484,640342],[199926,311688,855630],[205517,323951,652027],[206109,206585,471967],[211786,479671,1126902],[213862,216290,674757],[214231,216527,674860],[216989,334293,894224],[217875,489253,677569],[218251,679334,1400043],[218453,898347,1399831],[218943,339531,493198],[220585,683377,1665552],[222837,342140,344568],[224144,691359,1413127],[224775,229468,702431],[224842,229482,702988],[225794,502488,1161031],[229977,230380,513266],[235749,360484,716920],[240048,365159,723786],[245172,733588,1469202],[248473,250901,743733],[248842,251138,743836],[251600,380376,972343],[263236,563353,1246352],[267013,400925,1005361],[267820,270702,780169],[267887,270716,780726],[277714,794717,1541569],[278406,415152,417981],[280048,798760,1803431],[280750,286257,810667],[286849,287325,605820],[293765,436295,826538],[299598,621355,1327546],[307253,452943,1086997],[308060,310942,854027],[308127,310956,854584],[322144,873844,1631960],[329025,329416,886349],[330416,333715,893215],[338839,903017,1664432],[365112,526480,1197083],[375108,375499,964468],[376499,379798,971334],[387660,752525,1491064],[400349,400790,1005268],[429169,1052574,1823787],[440802,441193,1070624],[452367,452808,1086904],[464407,647609,1359455],[525904,526345,1196990],[551212,551603,1229979],[647033,647474,1359362] ] cell #1103 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28977,183813],[37997,216737],[41883,232904],[47664,251348],[52587,267714],[53674,271252],[57556,285119],[58889,290228],[65163,307954],[66250,311492],[71777,328320],[72569,330320],[73950,334214],[77934,346903],[79021,350441],[88570,376403],[89951,380297],[95850,396016],[96937,399554],[97491,400741],[97580,401097],[104692,420650],[106073,424544],[113335,443635],[117436,452759],[117525,453115],[126817,475698],[128198,479592],[128547,480647],[137372,502304],[137461,502660],[147216,526296],[148377,529034],[152938,538556],[164192,563169],[164281,563525],[168207,572282],[177123,593269],[188992,619755],[189817,621171],[190382,622457],[197507,635893],[203351,647425],[209073,659685],[213855,669631],[235698,716992],[239579,722961],[245705,733404],[248466,738607],[255254,750925],[256079,752341],[278247,794533],[294637,827767],[304671,843226],[316551,863217],[322677,873660],[339372,902833],[342133,908036],[369295,955050],[382699,975896],[392733,991355],[411696,1021956],[429702,1052390],[468590,1109609],[489821,1141321],[513259,1177626],[528079,1199339],[602443,1301436],[674750,1394569],[743726,1481375], [6750,72436,214156],[9330,88437,248767],[10773,166737,400373],[10908,97710,268244],[12036,104559,177424],[12101,104977,106035],[14322,115913,304972],[14532,196037,452391],[14667,117655,308484],[16490,126684,209374],[16555,127102,128160],[16937,128962,330440],[18179,135237,342434],[18591,137591,225199],[18682,137997,139318],[20582,238934,525928],[20903,148244,239880],[21599,87109,372499],[21763,151389,373029],[21987,152548,156214],[22236,153353,376523],[24444,162669,393034],[24789,164411,262641],[24880,164817,166138],[26809,173042,411997],[27154,174784,415509],[27735,177538,280774],[27870,178167,179787],[29042,108895,184231],[29734,296072,618071],[29815,186974,297841],[30902,190512,298371],[31806,116046,449448],[31852,116604,194874],[32019,194022,449568],[32340,195460,199841],[34463,315906,647057],[34784,204379,316852],[35480,125356,471794],[35644,207524,472324],[35868,70270,208683],[36117,209488,323975],[36252,210117,211737],[38693,133909,493025],[38857,219882,493555],[39081,131823,221041],[39330,221846,497049],[39719,77260,345015],[41538,231162,513560],[41974,142945,233310],[42830,237842,720090],[42840,145663,236431],[42973,236653,365063],[44354,240547,365183],[45058,241804,530369],[45139,242862,247633],[45424,151259,534627],[45434,152130,245381],[46226,246400,251551],[48257,384134,749241],[48338,253236,385903],[49356,160091,554045],[49425,256774,386433],[50329,162802,559858],[50375,93969,261136],[50542,260284,559978],[50863,97028,261722],[54578,173175,583301],[54624,173733,275614],[54791,274762,583421],[55112,170541,276200],[55808,102769,414979],[55972,103856,418517],[56196,176935,280504],[58252,182485,605647],[58416,288264,606177],[58640,107876,289423],[59024,184289,290857],[59278,109383,435345],[59885,293716,436319],[59974,294072,440577],[60104,187504,294488],[62854,191473,624543],[62864,192879,301523],[62997,301745,307204],[63340,195054,304577],[66943,314814,860346],[66953,120295,313403],[67086,313625,464358],[67290,463262,861483],[67371,68429,203793],[68383,204512,650163],[68467,317519,464478],[69171,318776,651498],[69252,126501,319834],[69537,207394,655756],[69547,124330,322353],[70339,128333,323372],[74654,335471,677040],[74735,213022,336529],[75020,219752,681298],[75030,220623,339048],[75822,216940,340067],[76726,135370,496929],[76772,222698,224310],[78952,228584,700716],[79112,80459,355389],[79925,231295,706529],[79971,140769,354803],[80138,353951,706649],[81155,142650,516542],[81319,143737,520080],[81543,143668,359693],[81747,360121,521129],[82162,236773,360940],[84545,363967,721227],[84626,147658,366524],[85547,368730,374883],[85677,243392,369146],[90572,381778,546729],[90661,382134,550987],[90791,156706,382550],[91187,384920,979021],[91197,92518,255755],[92508,256644,753627],[93541,257735,755713],[93551,163868,389585],[93684,164222,389807],[93888,558762,989621],[94027,161525,392639],[96868,266026,772269],[99861,170464,577488],[100460,272213,783183],[100470,273619,408548],[100603,266964,408770],[100946,275794,411602],[103054,174654,586968],[103064,277923,280086],[104376,106858,426859],[105989,285252,808803],[106208,107945,430397],[106777,425801,810138],[107143,288134,814396],[107153,181459,429378],[108849,183946,609551],[109608,293348,435948],[111078,438429,617031],[112907,296858,830892],[112917,189493,442663],[113050,189847,442885],[114140,301865,445325],[116523,448352,841492],[119806,199764,641099],[119994,459416,642258],[120285,312670,857248],[120409,200034,460235],[121038,122658,316457],[121086,461753,1099849],[123794,208970,468025],[123924,208979,468441],[124320,470811,1112734],[128114,328453,884937],[129814,131426,487050],[131345,484493,890656],[131777,216870,675705],[132347,328800,489256],[132477,337059,489672],[135713,342039,344609],[137048,140351,510111],[137402,140484,510333],[139308,350311,923056],[140341,351402,925142],[140688,705433,1175892],[140827,230018,513165],[142935,232774,710196],[145362,522960,719011],[145653,362458,945290],[147708,239476,527514],[147838,239485,527930],[150291,532479,729264],[152120,371516,958175],[154205,155817,544959],[155736,542402,968775],[156168,251481,744681],[160896,262164,555735],[161573,557253,1237728],[166128,399424,1003084],[167883,170046,576516],[168237,170179,576738],[170036,403883,1009622],[170531,271122,781097],[171269,408890,579178],[173652,582205,1020222],[177020,180923,601878],[177029,181053,602294],[177414,419695,1035978],[181449,604664,1304561],[186044,293631,614930],[189883,297894,621504],[192578,626374,839276],[192869,446843,1078373],[195102,631493,1339719],[197183,199346,640127],[197537,199479,640349],[199336,455901,1091258],[199831,311362,854955],[209364,474743,1119099],[213012,329365,886421],[213752,216201,674185],[213761,216331,674601],[214146,482984,1131561],[218784,679150,898693],[220613,492042,1144446],[224229,689073,1155046],[224722,229389,702406],[230066,703924,1432958],[235620,360431,716895],[239870,527217,1198219],[247623,375448,964540],[248363,250812,743161],[248372,250942,743577],[248757,540893,1215866],[266516,266784,773570],[267767,270623,780144],[273318,785014,1018006],[273609,580696,1270200],[275842,790133,1536095],[280076,589754,1283085],[297831,441142,1070696],[304962,630631,1338599],[306756,307024,847428],[308007,310863,854002],[316842,648346,1360591],[328972,329287,886324],[342424,687564,1411096],[344657,913155,1676605],[364615,364883,948571],[375055,375370,964443],[385893,551552,1230051],[393024,761801,1502117],[411987,789271,1534975],[440749,441064,1070599],[463910,464178,1103130],[513550,931230,1697347],[551159,551474,1229954] ] cell #1104 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28978,183755],[37998,216679],[41884,232831],[47665,251290],[52588,267685],[53675,271179],[57557,285061],[58890,290222],[65164,307925],[66251,311419],[71778,328262],[72570,330281],[73951,334208],[77935,346874],[79022,350368],[88571,376364],[89952,380291],[95851,395987],[96938,399481],[97492,400735],[97581,401091],[104693,420611],[106074,424538],[113336,443606],[117437,452753],[117526,453109],[126818,475659],[128199,479586],[128548,480641],[137373,502298],[137462,502654],[147217,526290],[148378,528995],[152939,538550],[164193,563163],[164282,563519],[168208,572276],[177124,593263],[188993,619749],[189818,621165],[190383,622451],[197508,635887],[203352,647419],[209074,659679],[213856,669625],[235699,716986],[239580,722955],[245706,733398],[248467,738601],[255255,750919],[256080,752335],[278248,794527],[294638,827761],[304672,843220],[316552,863211],[322678,873654],[339373,902827],[342134,908030],[369296,955044],[382700,975890],[392734,991349],[411697,1021950],[429703,1052384],[468591,1109603],[489822,1141315],[513260,1177620],[528080,1199333],[602444,1301430],[674751,1394563],[743727,1481369], [6751,72378,213581],[9331,88379,248192],[10774,166731,400302],[10909,97637,267583],[12037,104501,281963],[14323,115855,304397],[14533,196031,452320],[14668,117582,307823],[16491,126626,325164],[16938,128956,329651],[18180,135179,341859],[18592,137518,346772],[18683,137939,228108],[20583,238928,525857],[20904,148186,367083],[21600,87110,372470],[21764,151316,372368],[22237,153347,375734],[24445,162611,392459],[24790,164338,395885],[24881,164759,265550],[26810,172984,411422],[27155,174711,414848],[27736,177532,419981],[27871,178094,284640],[27886,104978,180003],[29735,296066,618000],[29816,186945,441362],[30903,190439,443504],[31807,116047,449409],[32020,194016,448779],[32341,195402,311840],[34464,315900,646986],[34785,204321,466378],[35481,125357,471765],[35645,207451,471663],[36118,209482,475029],[36253,210044,327841],[36268,127103,211953],[38694,133910,492996],[38858,219809,492894],[39331,221840,496260],[39720,77261,344957],[41539,231104,512985],[41975,233252,233587],[42782,145088,236526],[42831,237843,720084],[42974,236614,526536],[44355,240541,528365],[45059,241798,530298],[45140,242833,375668],[45425,151260,534621],[46227,246327,380853],[46242,152549,251767],[48258,384128,749170],[48339,253207,551772],[49357,160092,554016],[49426,256701,553914],[50330,162803,559819],[50543,260278,559189],[50864,97029,261664],[54579,173176,583262],[54792,274756,582632],[55113,271600,276142],[55809,102770,414950],[55973,103857,418444],[58253,182486,605618],[58417,288191,605516],[59025,290784,291187],[59040,184232,184505],[59279,109384,435287],[59886,293710,614991],[59975,294066,619611],[60031,186843,294599],[62806,192304,301618],[62855,191474,624537],[62998,301706,452999],[63556,116605,194875],[66895,201223,313498],[66944,314815,860340],[67087,313586,647665],[67291,463256,861412],[67372,122874,203794],[68384,204513,650124],[68468,317513,649494],[69172,318770,651427],[69253,126502,319805],[69538,207395,655750],[70271,70355,208684],[70340,128334,323299],[74655,335465,676969],[74736,329585,336500],[75021,219753,681292],[75823,334770,339994],[75838,217156,221042],[76727,135371,496890],[78953,228585,700687],[79113,80460,355331],[79926,231296,706490],[80139,353945,705860],[81156,142651,516513],[81320,143738,520007],[81748,360115,716774],[82156,235984,360947],[84546,363961,721156],[84627,147659,366495],[85548,368724,538412],[85604,242731,369257],[86360,152072,245426],[90573,381772,746161],[90662,382128,750781],[90718,253105,382661],[91139,159615,255800],[91188,384921,979015],[92509,256645,753621],[93493,163913,389680],[93542,257736,755707],[93685,164223,389768],[93889,558756,989550],[93970,94243,261137],[96869,266027,772240],[99862,170465,577459],[100412,273044,408643],[100461,272214,783177],[100604,400981,408731],[101162,173734,275615],[103055,174655,586962],[103872,176936,280505],[104377,106859,426830],[105990,285253,808764],[106209,107946,430324],[106778,425795,810067],[107144,288135,814390],[107877,107961,289424],[108850,183947,609512],[109602,293277,435955],[111079,438423,828883],[112859,189538,442758],[112908,296859,830886],[113051,189848,442846],[114134,301076,445332],[115099,194981,304633],[116524,448346,841421],[119807,199765,641070],[119995,459410,857030],[120286,312671,857242],[120403,312956,460242],[120965,203900,316513],[121087,461754,1099843],[123795,208971,468019],[123851,209035,468552],[124272,124607,322398],[124321,470812,1112728],[128115,328454,884898],[129815,131427,487021],[131346,484487,890585],[131778,216871,675666],[132348,480503,489250],[132404,336398,489783],[133160,220565,339093],[135929,222699,224311],[137093,140293,510206],[137403,140485,510294],[139309,350312,923050],[140342,351403,925136],[140689,705427,1175821],[140770,141043,354804],[142936,232775,710190],[143669,143753,359694],[145363,522954,945072],[145654,362459,945284],[147709,239477,527508],[147765,239541,528041],[150292,532473,956166],[152121,371517,958169],[154206,155818,544930],[155737,542396,968704],[156169,251482,744642],[160890,262168,555742],[161452,161855,392695],[161574,557254,1237722],[166129,399425,1003078],[167928,169988,576611],[168238,170180,576699],[170037,403884,1009616],[170532,271123,781091],[171263,408101,579185],[172228,275721,411658],[173653,582199,1020151],[175467,277968,280028],[177021,180924,601872],[177085,180980,602405],[177415,419696,1035972],[181401,181736,429423],[181450,604665,1304555],[186045,293632,614924],[189877,297898,621511],[192579,626368,1078155],[192870,446844,1078367],[195103,631494,1339713],[197228,199288,640222],[197538,199480,640310],[199337,455902,1091252],[199832,311363,854949],[209365,474744,1119093],[213013,329366,886415],[213753,216202,674179],[213817,216258,674712],[214147,482985,1131555],[218785,679144,1142437],[220614,492043,1144440],[222805,342095,344536],[224230,689067,1154975],[224726,229383,702413],[229945,230348,513221],[230067,703925,1432952],[235614,360435,716902],[239871,527218,1198213],[247624,375449,964534],[248364,250813,743155],[248428,250869,743688],[248758,540894,1215860],[266517,266785,773564],[267771,270617,780151],[273319,785008,1269982],[273610,580697,1270194],[275843,790134,1536089],[280077,589755,1283079],[297832,441143,1070690],[304963,630632,1338593],[306757,307025,847422],[308011,310857,854009],[316843,648347,1360585],[328976,329281,886331],[342425,687565,1411090],[344658,913156,1676599],[364616,364884,948565],[375059,375364,964450],[385894,551553,1230045],[393025,761802,1502111],[411988,789272,1534969],[440753,441058,1070606],[463911,464179,1103124],[513551,931231,1697341],[551163,551468,1229961] ] cell #1105 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28979,183815],[37999,216739],[41881,232903],[47666,251350],[52589,267716],[53672,271251],[57558,285121],[58866,290227],[65165,307956],[66248,311491],[71779,328322],[72567,330319],[73927,334213],[77936,346905],[79019,350440],[88568,376402],[89928,380296],[95852,396018],[96935,399553],[97425,400740],[97574,401096],[104690,420649],[106050,424543],[113337,443637],[117370,452758],[117519,453114],[126815,475697],[128175,479591],[128541,480646],[137306,502303],[137455,502659],[147150,526295],[148375,529033],[152932,538555],[164126,563168],[164275,563524],[168141,572281],[177117,593268],[188986,619754],[189751,621170],[190376,622456],[197441,635892],[203285,647424],[209067,659684],[213849,669630],[235692,716991],[239573,722960],[245639,733403],[248460,738606],[255248,750924],[256013,752340],[278181,794532],[294631,827766],[304665,843225],[316545,863216],[322611,873659],[339306,902832],[342127,908035],[369289,955049],[382693,975895],[392727,991354],[411690,1021955],[429636,1052389],[468584,1109608],[489815,1141320],[513253,1177625],[528073,1199338],[602437,1301435],[674744,1394568],[743720,1481374], [6752,72438,214158],[9332,88439,248769],[10906,97709,268243],[12038,104561,177426],[12109,104979,106039],[14324,115915,304974],[14665,117654,308483],[16492,126686,209376],[16563,127104,128164],[16914,128961,330439],[18181,135239,342436],[18589,137590,225198],[18684,137999,139320],[20905,148246,239882],[21601,87111,372501],[21761,151388,373028],[21995,152550,156218],[22213,153352,376522],[24446,162671,393036],[24787,164410,262640],[24882,164819,166140],[25240,166736,400372],[26811,173044,411999],[27152,174783,415508],[27712,177537,280773],[27868,178166,179786],[29050,108899,184233],[29817,186976,297843],[30900,190511,298370],[31804,116044,449447],[31856,116606,194876],[31996,194021,449567],[32342,195462,199843],[32493,196036,452390],[34786,204381,316854],[35482,125358,471796],[35642,207523,472323],[35876,70272,208685],[36094,209487,323974],[36250,210116,211736],[38695,133911,493027],[38855,219881,493554],[39089,131827,221043],[39307,221845,497048],[39721,77262,345017],[41540,231164,513562],[41976,142947,233312],[42842,145665,236527],[42971,236652,365062],[43836,238933,525927],[44331,240546,365182],[44755,241803,530368],[45141,242864,247635],[45391,151253,534626],[45436,152132,245427],[46224,246399,251550],[48340,253238,385905],[49358,160093,554047],[49423,256773,386432],[50327,162800,559857],[50379,93971,261138],[50519,260283,559977],[50865,97030,261724],[54576,173173,583300],[54628,173735,275616],[54768,274761,583420],[55114,170543,276202],[55810,102771,414981],[55970,103854,418516],[56204,176937,280506],[58254,182487,605649],[58414,288263,606176],[58648,107878,289425],[59022,184288,290856],[59280,109385,435347],[59819,293715,436318],[59968,294071,440576],[60103,187503,294597],[60879,296071,618070],[62473,191467,624542],[62866,192881,301619],[62995,301744,307203],[63339,195053,304631],[66955,120297,313499],[67084,313624,464357],[67373,68433,203795],[67949,315905,647056],[68381,204510,650162],[68444,317518,464477],[68868,318775,651497],[69254,126503,319836],[69504,207388,655755],[69549,124332,322399],[70337,128331,323371],[74351,335470,677039],[74737,213024,336531],[74987,219746,681297],[75032,220625,339094],[75820,216939,340066],[76724,135368,496928],[76776,222700,224312],[78954,228586,700718],[79114,80461,355391],[79923,231293,706528],[79975,140771,354805],[80115,353950,706648],[81157,142652,516544],[81317,143735,520079],[81551,143670,359695],[81741,360120,521128],[82161,236772,360945],[83209,237836,720089],[83634,363966,721226],[84628,147660,366526],[85541,368729,374882],[85676,243391,369255],[90506,381777,546728],[90655,382133,550986],[90790,156705,382659],[91199,92520,255801],[91566,384133,749240],[92475,256638,753626],[93160,257729,755712],[93553,163914,389681],[93682,164220,389806],[94026,161524,392693],[96870,266028,772271],[99863,170466,577490],[100079,272207,783182],[100472,273621,408644],[100601,266963,408769],[100945,275793,411656],[103021,174648,586967],[103066,277969,280088],[104378,106860,426861],[105987,285250,808802],[106206,107943,430396],[106474,425800,810137],[107110,288128,814395],[107155,181461,429424],[108847,183944,609550],[109607,293347,435953],[111012,438428,617030],[111788,296852,830891],[112919,189539,442759],[113048,189845,442884],[114139,301864,445330],[115612,448351,841491],[119808,199766,641101],[119988,459415,642257],[120223,312664,857247],[120408,200033,460240],[121037,122657,316511],[121456,314808,860345],[121881,463261,861482],[123788,208964,468024],[123923,209033,468550],[128112,328451,884936],[129816,131428,487052],[130434,484492,890655],[131775,216868,675704],[132341,328799,489255],[132476,337058,489781],[135712,342093,344608],[137094,140353,510207],[137400,140482,510332],[139275,350305,923055],[139960,351396,925141],[140826,230017,513219],[142902,232768,710195],[145356,522959,719010],[145591,362452,945289],[147702,239470,527513],[147837,239539,528039],[150225,532478,729263],[151001,371510,958174],[154207,155819,544961],[154825,542401,968774],[156166,251479,744680],[158544,384914,979020],[160895,262166,555740],[162368,558761,989620],[166095,399418,1003083],[167929,170048,576612],[168235,170177,576737],[168917,403877,1009621],[170498,271116,781096],[171268,408889,579183],[172741,582204,1020221],[177014,180917,601877],[177083,181052,602403],[177352,419689,1035977],[186038,293625,614929],[189882,297896,621509],[192572,626373,839275],[192807,446837,1078372],[197229,199348,640223],[197535,199477,640348],[198217,455895,1091257],[199798,311356,854954],[201726,461747,1099848],[207136,470805,1112733],[209302,474737,1119098],[212945,329359,886420],[213746,216195,674184],[213815,216330,674710],[214084,482978,1131560],[218718,679149,898692],[219494,492036,1144445],[223318,689072,1155045],[224724,229388,702411],[230861,705432,1175891],[235619,360433,716900],[239808,527211,1198218],[247556,375442,964539],[248357,250806,743160],[248426,250941,743686],[248695,540887,1215865],[259069,557247,1237727],[266510,266778,773569],[267769,270622,780149],[273312,785013,1018005],[273547,580690,1270199],[278957,589748,1283084],[287876,604658,1304560],[297764,441136,1070695],[304900,630625,1338598],[305453,631487,1339718],[306750,307018,847427],[308009,310862,854007],[316780,648340,1360590],[328974,329286,886329],[342362,687558,1411095],[352736,703918,1432957],[364609,364877,948570],[375057,375369,964448],[385826,551546,1230050],[392962,761795,1502116],[411925,789265,1534974],[412478,790127,1536094],[440751,441063,1070604],[463904,464172,1103129],[500637,913149,1676604],[513488,931224,1697346],[551161,551473,1229959] ] cell #1106 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28980,183786],[38000,216710],[41882,232869],[47667,251321],[52590,268965],[53673,271217],[57559,285092],[58867,290224],[65166,309205],[66249,311457],[71780,328293],[72568,331722],[73928,334210],[77937,348154],[79020,350406],[88569,377805],[89929,380293],[95853,397267],[96936,399519],[97426,400737],[97575,402741],[104691,422052],[106051,424540],[113338,444254],[117371,452755],[117520,454759],[126816,477100],[128176,479588],[128542,480783],[137307,502300],[137456,504304],[147151,526292],[148376,529725],[152933,538692],[164127,563165],[164276,565169],[168142,572278],[177118,593405],[188987,619891],[189752,621167],[190377,623313],[197442,635889],[203286,647421],[209068,659821],[213850,669767],[235693,717130],[239574,723097],[245640,733400],[248461,738743],[255249,751061],[256014,752337],[278182,794529],[294632,827905],[304666,843362],[316546,863353],[322612,873656],[339307,902829],[342128,908172],[369290,955188],[382694,976034],[392728,991491],[411691,1022092],[429637,1052386],[468585,1109747],[489816,1141459],[513254,1177762],[528074,1199477],[602438,1301574],[674745,1394707],[743721,1481513], [6753,72409,214711],[7376,77263,224389],[9104,87112,379115],[9333,88410,249322],[10907,97675,268875],[11771,102772,277208],[11865,103855,280288],[12039,104532,283093],[12662,109386,292771],[14325,115886,310275],[14342,116045,456825],[14666,117620,309115],[16264,125359,478410],[16493,126657,326294],[16915,128958,331150],[17953,133912,333032],[18182,135210,221734],[18199,135369,341241],[18590,137556,348064],[18685,78013,228139],[18967,80462,231932],[19454,142653,356397],[19548,143736,359477],[20906,148217,367660],[21738,151254,542834],[21762,151354,379025],[22214,153349,377233],[23817,160094,554664],[24447,162642,398337],[24464,162801,567235],[24788,164376,397177],[24883,95929,265581],[25165,50866,163439],[25241,166733,400440],[26182,170467,405485],[26812,173015,270035],[26829,173174,404807],[27129,174649,413565],[27153,174749,277118],[27701,106861,286127],[27713,177534,421480],[27869,104761,284678],[27888,56902,180005],[28291,107944,289207],[28751,182488,423362],[28997,183945,431571],[29818,188225,441393],[30901,190477,444164],[31209,191468,633717],[31997,194018,456253],[32343,116683,311871],[32494,196033,452458],[33435,199767,457503],[34130,68263,122876],[34787,204352,466955],[34804,204511,650854],[35619,207389,663963],[35643,207489,478320],[35879,70357,125975],[36083,69255,205387],[36095,209484,476528],[36251,126886,327879],[36270,71123,211955],[36673,70338,208467],[37343,131429,332400],[38017,216869,486280],[38832,219747,484925],[38856,219847,332942],[39308,221842,340669],[39961,140324,229696],[40108,140483,351615],[40911,228587,507048],[41541,231135,349224],[41558,231294,506370],[41858,232769,515128],[41977,142729,233618],[42813,82469,146218],[42972,238055,526574],[43455,237837,722201],[43837,238930,525995],[44150,84629,238733],[44332,240543,529153],[44756,241800,538825],[45142,149252,375699],[46225,152332,380891],[46244,87728,251769],[47010,155820,378483],[47684,251480,544189],[48341,254487,551803],[48417,92302,159646],[49400,256639,754483],[49424,256739,554574],[49732,257730,764887],[50209,94245,94861],[50520,260280,566663],[51008,93524,161203],[51155,93683,257948],[51958,266029,567913],[52666,170019,270930],[52813,170178,404096],[53649,271117,575286],[53981,272208,570106],[54769,274758,404235],[55115,173812,271631],[56207,103874,176835],[56276,180918,425445],[56285,181018,286520],[57576,285251,598902],[58391,288129,597547],[58415,288229,423272],[58651,107963,183104],[59023,184015,291225],[59042,108729,184507],[59820,293712,615131],[59969,295716,619616],[60069,110432,188135],[60880,296068,620024],[61187,296853,833042],[61615,112890,190190],[61762,113049,297071],[62837,114028,114447],[62996,191686,453037],[63558,64174,64344],[65242,199319,311170],[65389,199478,456114],[66225,311357,638897],[66696,312665,857386],[66926,120716,202353],[67085,315027,647703],[67155,122384,203938],[67568,314809,862457],[67950,315902,647124],[68445,317515,650282],[68869,318772,659954],[69331,124638,125435],[70497,123789,318420],[70506,123889,205780],[71797,328452,665318],[72179,329360,667866],[72629,216196,484137],[72638,216296,333978],[74352,335467,480916],[74738,217745,329616],[75821,220825,334808],[75840,134528,217158],[76606,135931,136717],[77350,229385,351745],[78996,350306,698514],[79328,351397,693334],[79805,141045,141661],[80116,353947,505798],[81554,143755,234955],[81742,360257,716779],[82158,144600,237483],[82940,362453,945428],[83635,363963,723230],[84128,147703,363611],[84137,147803,240311],[85542,241448,538417],[85642,149162,149645],[86391,87188,87406],[86760,371511,960325],[88180,375443,736842],[88630,250807,542046],[88639,250907,380061],[90507,381774,746301],[90656,383778,750786],[90756,157188,254397],[91567,384130,751194],[91874,384915,981171],[93753,161893,162871],[95266,160892,258078],[96912,399419,770067],[97245,266779,570036],[97950,270619,405569],[98793,403878,775605],[100443,171157,171576],[100602,272426,401019],[101164,101780,101950],[102848,175498,176513],[104302,419690,800964],[106475,425797,593538],[106937,181767,182564],[109604,185684,293415],[109867,186039,436183],[111013,438425,829023],[112325,441137,832037],[112416,189879,298544],[114136,191114,191816],[114918,446838,1078511],[115137,116115,116388],[115613,448348,843495],[117190,307019,633647],[117895,310859,457587],[118738,455896,849463],[119989,459552,857035],[120405,200735,314455],[121187,461748,1099987],[121882,463258,863486],[125007,470806,1114884],[126427,474738,877098],[128564,329283,481040],[129740,482979,888506],[130435,484489,669900],[132342,335115,480508],[132442,217655,218138],[133191,133988,134206],[133560,492037,1146596],[135439,222843,224094],[140553,230386,231364],[144274,235616,360514],[145357,523096,945077],[146970,364878,722131],[147584,527212,949601],[150226,532475,956306],[152955,375366,538949],[154131,540888,966625],[154826,542398,738876],[159081,551547,980166],[161674,557248,1237866],[162369,558758,991624],[171265,271854,272556],[172047,580691,1270338],[172266,173244,173517],[172742,582201,1022225],[175867,589749,1028193],[182136,604659,1306711],[189009,441060,620148],[192573,626510,1078160],[194800,630626,1082684],[195203,631488,1339857],[203105,464173,862387],[203719,648341,1104160],[218719,679146,1142577],[222624,687559,1152896],[223319,689069,908305],[230167,703919,1433096],[230862,705429,1177895],[255271,551470,751318],[261062,761796,1242039],[273313,785150,1269987],[275540,789266,1274511],[275943,790128,1536233],[344758,913150,1676743],[354729,931225,1437269] ] cell #1107 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28992,183757],[38012,216681],[41903,232830],[47679,251292],[52596,267687],[53694,271178],[57571,285063],[58871,290221],[65172,307927],[66270,311418],[71792,328264],[72580,330280],[73932,334207],[77943,346876],[79041,350367],[88581,376363],[89933,380290],[95859,395989],[96957,399480],[97430,400734],[97579,401090],[104703,420610],[106055,424537],[113344,443608],[117375,452752],[117524,453108],[126828,475658],[128180,479585],[128546,480640],[137311,502297],[137460,502653],[147155,526289],[148388,528994],[152937,538549],[164131,563162],[164280,563518],[168146,572275],[177122,593262],[188991,619748],[189756,621164],[190381,622450],[197446,635886],[203290,647418],[209072,659678],[213854,669624],[235697,716985],[239578,722954],[245644,733397],[248465,738600],[255253,750918],[256018,752334],[278186,794526],[294636,827760],[304670,843219],[316550,863210],[322616,873653],[339311,902826],[342132,908029],[369294,955043],[382698,975889],[392732,991348],[411695,1021949],[429641,1052383],[468589,1109602],[489820,1141314],[513258,1177619],[528078,1199332],[602442,1301429],[674749,1394562],[743725,1481368], [6765,72380,213583],[9345,88381,248194],[10928,97636,267582],[12051,104503,281965],[14337,115857,304399],[14687,117581,307822],[16505,126628,325166],[16919,128955,329650],[18194,135181,341861],[18354,77275,344959],[18611,137517,346771],[18697,137941,228110],[20918,148188,367085],[21783,151315,372367],[21802,87118,372472],[22218,153346,375733],[24459,162613,392461],[24809,164337,395884],[24895,164761,265552],[25245,166730,400301],[26824,172986,411424],[27174,174710,414847],[27193,102778,414952],[27409,103876,418443],[27717,177531,419980],[27890,178093,284639],[27903,104986,180011],[29152,109398,435289],[29824,186947,441364],[30922,190438,443503],[32001,194015,448778],[32081,116057,449408],[32355,195404,311842],[32498,196030,452319],[34799,204323,466380],[35664,207450,471662],[35683,125365,471767],[36099,209481,475028],[36272,210043,327840],[36285,127111,211961],[38877,219808,492893],[38896,133918,492998],[39312,221839,496259],[39392,135381,496889],[40932,80474,355333],[41553,231106,512987],[41922,142659,516515],[41989,233254,233589],[42138,143757,520006],[42784,145056,145090],[42984,236613,526535],[43841,238927,525856],[44336,240540,528364],[44760,241797,530297],[45148,242835,375670],[45779,151258,534620],[46246,246326,380852],[46259,152557,251775],[48347,253209,551774],[49445,256700,553913],[49464,160100,554018],[50524,260277,559188],[50604,162813,559818],[50878,51979,261666],[53713,170473,577461],[54773,274755,582631],[54853,173186,583261],[55127,271602,276144],[55430,174653,586961],[56510,106867,426832],[57605,107965,430323],[58436,288190,605515],[58455,182494,605620],[58951,183957,609511],[59044,290783,291186],[59057,184240,184513],[59824,293709,614990],[59973,294065,619610],[60030,186803,186842],[60884,296065,617999],[62536,191472,624536],[62808,192272,192306],[63008,301705,452998],[63564,116340,116613],[66289,199773,641072],[66897,201191,201225],[67097,313585,647664],[67380,122609,122882],[67954,315899,646985],[68449,317512,649493],[68529,204523,650123],[68873,318769,651426],[69261,70731,319807],[69892,207393,655749],[70359,71826,323298],[70372,70378,208692],[72863,131435,487023],[74012,216881,675665],[74356,335464,676968],[74744,329587,336502],[75375,219751,681291],[75842,334769,339993],[75855,217164,221050],[77460,140295,352201],[77660,140495,510293],[79060,228593,700689],[80120,353944,705859],[80200,231306,706489],[80777,232773,710189],[81746,360114,716773],[82155,235980,235983],[83272,237841,720083],[83639,363960,721155],[84362,84635,366497],[85546,368723,538411],[85603,242691,242730],[86362,151739,152074],[88864,155826,544932],[90013,251492,744641],[90511,381771,746160],[90660,382127,750780],[90717,253065,253104],[91141,159282,159617],[91571,384127,749169],[92693,256643,753620],[93223,257734,755706],[93495,95376,258534],[93695,95576,389767],[93978,94251,163096],[96976,266035,772242],[98060,169990,406025],[98260,170190,576698],[99612,271121,781090],[100142,272212,783176],[100414,273012,273046],[100614,400980,408730],[101170,173469,173742],[103889,103895,280513],[104022,180922,601871],[104079,180979,426688],[106135,285263,808763],[106479,425794,810066],[107498,288133,814389],[107978,107984,289432],[109601,293273,293276],[111017,438422,828882],[111851,296857,830885],[112526,112861,299000],[112726,113061,442845],[114133,301072,301075],[115098,194577,194980],[115617,448345,841420],[118005,199290,458043],[118205,199490,640309],[119557,311361,854948],[119993,459409,857029],[120257,312669,857241],[120402,312952,312955],[120964,203496,203899],[121519,314813,860339],[121886,463255,861411],[123793,126147,468018],[123850,126204,319663],[124274,124609,207874],[128260,328464,884897],[128810,329364,886414],[129460,216200,674178],[129517,216257,486879],[130439,484486,890584],[132346,480502,489249],[132403,336358,336397],[133162,220232,220567],[135664,135937,224319],[136955,229382,509660],[139493,350310,923049],[140023,351401,925135],[140778,141051,231589],[143770,143776,359702],[145361,522953,945071],[145625,362457,945283],[147304,147707,527507],[147361,147764,366353],[150230,532472,956165],[151064,371515,958168],[153201,375447,964533],[153851,250811,743154],[153908,250868,544788],[154830,542395,968703],[158607,384919,979014],[160889,163775,389134],[161451,161854,260839],[162373,558755,989549],[166313,399423,1003077],[166814,266783,773563],[167790,270616,576065],[168980,403882,1009615],[171262,408097,408100],[172227,275317,275720],[172746,582198,1020150],[175134,175469,280030],[177386,419694,1035971],[181403,181738,288614],[185993,186043,614923],[189255,441141,1070689],[189400,189876,442212],[192577,626367,1078154],[192841,446842,1078366],[196114,307023,847421],[197090,310856,639676],[198280,455900,1091251],[201760,461752,1099842],[207199,470810,1112727],[209336,474742,1119092],[212560,329280,667927],[214118,482983,1131554],[218723,679143,1142436],[219557,492041,1144439],[222401,222804,344535],[223323,689066,1154974],[229944,230347,354506],[230866,705426,1175820],[235558,235613,521256],[239011,364882,948564],[239842,527216,1198212],[247171,375363,736903],[248729,540892,1215859],[255517,551551,1230044],[259103,557252,1237721],[273317,785007,1269981],[273581,580695,1270193],[279020,589753,1283078],[287939,604663,1304554],[297379,441057,832098],[304934,630630,1338592],[305487,631492,1339712],[315983,464177,1103123],[316814,648345,1360584],[342396,687563,1411089],[352770,703923,1432951],[385441,551467,980227],[392996,761800,1502110],[411959,789270,1534968],[412512,790132,1536088],[500671,913154,1676598],[513522,931229,1697340] ] cell #1108 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58888,431755],[58912,290395],[73949,487175],[73973,334381],[80818,356626],[89950,545084],[89974,380464],[97490,570477],[97911,403398],[99653,406346],[106072,599797],[106096,424711],[117435,634088],[117856,455416],[119598,458364],[128197,666213],[128221,479759],[128495,667656],[129371,483956],[137371,693705],[137792,504961],[139534,507909],[147215,722572],[152886,736632],[153762,541865],[164191,765258],[164612,565826],[166354,568774],[167330,572640],[168206,775976],[177071,800754],[177947,596578],[188940,831827],[189816,833413],[190713,623970],[196630,636251],[197506,849834],[203350,862828],[209021,876888],[209897,662994],[213803,888296],[225450,695868],[239527,949391],[240956,726398],[245704,960696],[248414,966415],[255202,979956],[256078,981542],[262892,767421],[278246,1028564],[294530,1066337],[299254,835686],[304619,1082474],[316499,1103950],[322676,1115255],[339371,1146967],[342081,1152686],[360772,943171],[369188,1203830],[382592,1225692],[392681,1241829],[411644,1274301],[429701,1307082],[468483,1366202],[489714,1399060],[513207,1437059],[527972,1459579],[602336,1562578],[674643,1654809],[743619,1740130], [10772,166674,569967],[11866,176727,418402],[14343,194431,638716],[14531,195974,633578],[16936,213147,483278],[16960,129129,331682],[18200,222255,496084],[18351,136774,344921],[19549,234847,519965],[20015,236371,948427],[20581,238871,722062],[21756,244828,741371],[21799,151590,543491],[22235,247758,541187],[22259,153520,377765],[24465,260693,769886],[25446,167397,403285],[26830,275171,575105],[27147,277370,586040],[27190,174985,414222],[27734,281529,595900],[27758,177705,422012],[28292,182996,430282],[28998,290637,608706],[29149,185350,435251],[29733,294441,831968],[31452,301463,847284],[32018,303963,638038],[32042,194189,456785],[32699,196697,455303],[33896,313343,1102986],[34462,315843,862318],[34805,317928,866654],[35637,321800,881627],[35680,207725,664620],[36116,324730,662316],[36140,209655,477060],[36674,125867,323257],[38018,334623,673998],[38850,338495,672395],[38893,220083,485582],[39329,341425,495406],[39353,222013,341201],[40109,229798,509488],[40175,225517,504848],[40340,137903,349979],[40929,141888,355295],[41559,354360,698333],[41876,356559,709268],[41919,233105,515785],[44353,366649,725720],[44377,240714,529685],[45057,369099,736773],[45820,244895,543378],[47685,380706,742974],[48256,382503,980097],[48505,383372,1230962],[49418,387316,983815],[49461,256975,755140],[49975,389525,995413],[50541,392025,769208],[50565,260451,567195],[51156,161305,388962],[51222,262959,565713],[51387,164723,399092],[51976,95088,261628],[52814,271032,574243],[53667,406279,779239],[53710,271453,575943],[54224,408488,773426],[54790,410988,574427],[54814,274929,404767],[55471,277437,414109],[56279,286289,600950],[56507,181254,426102],[56794,178052,424144],[56818,104983,284914],[57577,424953,807096],[58409,428825,805493],[58452,288465,598204],[59884,436624,826774],[60305,296373,620547],[61763,190292,440390],[61921,442603,1071607],[62047,299321,623857],[64401,195366,458931],[65390,311272,637854],[66243,458297,853097],[66286,311693,639554],[66748,460067,1097730],[67289,461557,1104091],[67313,461646,1356246],[67377,122606,204174],[68466,465944,865976],[68490,317686,650814],[69170,468394,877029],[69419,469263,1371472],[69933,321867,664507],[70375,125891,208689],[70500,205549,467097],[70728,124125,319077],[71015,210002,479192],[71039,127108,328115],[71798,480001,883230],[72231,481298,886275],[72632,333747,671465],[72860,216532,484794],[74653,489625,667797],[75416,338562,485469],[77348,351799,509726],[77422,229556,352124],[79014,507842,921198],[79057,350642,699171],[79571,510051,915385],[80137,512551,697655],[80161,354118,506330],[80983,233216,357669],[81695,520985,942817],[82329,144979,238015],[82571,363430,722728],[82992,523611,1193874],[84131,240080,524794],[84359,148039,364268],[84544,527883,949532],[85878,242105,539348],[87494,536653,1209100],[87620,246285,545807],[87644,152554,381127],[88232,539207,964394],[88633,379830,740441],[88861,251143,542703],[90571,547034,974903],[90992,384435,751717],[91103,159244,256312],[92734,387383,755027],[93887,557057,1241970],[93911,557146,1497772],[93975,162129,163093],[95264,258132,389200],[95338,161063,258457],[96930,568707,1001226],[96973,399755,770724],[97248,400822,773352],[97948,405623,576131],[98022,270790,405948],[99527,576456,1007408],[102007,276106,406913],[103892,176751,280510],[104038,286356,426602],[104354,593920,1035832],[106776,602247,800895],[107025,603116,1567848],[107539,428892,598091],[107981,183020,289429],[108621,290742,433031],[108645,184237,291461],[109545,185617,436114],[109870,293797,614712],[110201,438787,831545],[110268,186717,296260],[111077,617336,1067463],[112377,620406,1070550],[112414,298598,442278],[112488,190050,298923],[114307,191646,192195],[114549,300900,634244],[114970,627025,1334254],[115373,116337,116610],[116522,631297,1082615],[116546,631386,1600861],[117193,452840,847210],[117893,457641,639742],[117967,311030,457966],[119472,640067,1089044],[119942,642114,1097376],[120576,201114,314987],[120818,462725,862984],[120923,203455,317119],[124236,206659,207836],[126163,205616,319577],[126479,660336,1118953],[128562,481154,668061],[129476,333814,486793],[129792,670282,1131415],[131344,674554,888437],[132678,335772,481439],[134294,683324,1404330],[134420,339952,487898],[134444,221047,335044],[135661,223079,224316],[140687,703728,1437200],[140711,703817,1693002],[140775,230622,231586],[143773,234871,359699],[144272,360628,521390],[144654,236046,362752],[145310,718867,1193520],[146973,526377,948353],[147320,240147,366267],[147636,723612,1198073],[149414,367802,736350],[149481,241992,242605],[150290,729569,1204956],[150524,151701,152036],[152953,539063,737037],[153867,379897,544702],[154183,739258,1215720],[155735,743530,966556],[156957,549197,979674],[157024,252979,384322],[159133,751576,1229905],[161410,259408,260798],[171436,272386,272935],[171678,407925,570633],[172099,785665,1530630],[172502,173466,173739],[173651,789937,1274442],[173675,790026,1792688],[175096,278480,279992],[176601,798707,1280871],[181365,287399,288576],[189007,620262,832232],[191870,300222,301138],[192526,839132,1333900],[193146,194536,194939],[194852,843877,1338453],[200789,313018,462047],[203108,647506,1102912],[203771,863868,1360445],[217907,488328,667374],[217974,335659,336272],[218783,898998,1400186],[219017,220194,220529],[222360,342701,344494],[222676,908687,1410950],[224228,912959,1152827],[224252,913048,1926401],[229903,353075,354465],[255269,751432,980361],[261114,992006,1501971],[272610,407247,408163],[273266,1017862,1530276],[273886,275276,275679],[275592,1022607,1534829],[354781,1178277,1697201] ] cell #1109 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41890,232899],[53681,271247],[58905,290363],[66257,311487],[72576,331752],[73966,334349],[79028,350436],[80797,356470],[88577,377835],[89967,380432],[96944,399549],[97904,403366],[99632,406190],[104699,422082],[106089,424679],[117849,455384],[119577,458208],[126824,477130],[128214,479727],[128883,481094],[128988,483275],[137785,504929],[139513,507753],[148384,529755],[153274,539003],[153379,541184],[164605,565794],[166333,568618],[166763,569964],[177459,593716],[177564,595897],[189328,620202],[190706,623938],[196063,633575],[209409,660132],[209514,662313],[214191,670078],[224883,693192],[238960,722059],[239915,723408],[240573,725717],[248802,739054],[255590,751372],[262325,764745],[267928,775463],[293742,826771],[298055,832900],[305007,843673],[308168,849321],[315932,862315],[316887,863664],[342469,908483],[361563,944294],[372713,960183],[386117,981029],[393069,991802],[412032,1022403],[415193,1028051],[445948,1077377],[460858,1098853],[472008,1114742],[493239,1146454],[513595,1178073],[556358,1236732],[579801,1269204],[605861,1306569],[622127,1328806],[703029,1431962],[780767,1525182],[854625,1611744], [10915,97705,268905],[11867,103863,280318],[14344,116053,456855],[14674,117650,309145],[16774,212504,480778],[16953,129097,331650],[18201,135377,341271],[18350,136767,344889],[18598,137586,348094],[19550,143744,359507],[21770,151384,379055],[21798,151583,543459],[22073,247115,538687],[22252,153488,377733],[24466,162809,567265],[24796,164406,397207],[25425,167241,402736],[26831,173182,404837],[27161,174779,277148],[27189,174978,414190],[27751,177673,421980],[27877,104791,284708],[28293,107952,289237],[28999,183953,431601],[29148,185343,435219],[29739,296098,831965],[30475,297323,619886],[30909,190507,444194],[32024,194048,638035],[32035,194157,456753],[32678,196541,454754],[34806,204519,650884],[35651,207519,478350],[35679,207718,664588],[36133,209623,477028],[36259,126916,327909],[36675,70346,208497],[38019,216877,486310],[38864,219877,332972],[38892,220076,485550],[39335,221872,495403],[39346,221981,341169],[40110,140491,351645],[40154,225361,504299],[40333,137871,349947],[40354,78162,228306],[40928,141881,355263],[41560,231302,506400],[41918,233098,515753],[42875,363124,722196],[42980,238085,526604],[44370,240682,529653],[45063,241830,736770],[45799,244739,542829],[46233,152362,380921],[47686,251488,544219],[48262,384160,980094],[48566,92451,159813],[48998,385385,751056],[49432,256769,554604],[49460,256968,755108],[50547,260310,769205],[50558,260419,567163],[50885,95102,163588],[51157,93691,257978],[51201,262803,565164],[51380,164691,399060],[51401,96078,265748],[51975,95081,261596],[52815,170186,404126],[53709,271446,575911],[54796,274788,574424],[54807,274897,404735],[55450,277281,413560],[56315,181048,286550],[56506,181247,426070],[57578,285259,598932],[58423,288259,423302],[58451,288458,598172],[58894,290254,608025],[59031,184045,291255],[60099,110462,188165],[60298,296341,620515],[61764,113057,297101],[62026,299165,623308],[62899,300594,633712],[63004,191716,453067],[64394,195334,458899],[64415,116832,312038],[65391,199486,456144],[66285,311686,639522],[66988,462419,862452],[67093,315057,647733],[67185,122414,203968],[67295,463288,1104088],[68472,317545,865973],[68483,317654,650782],[69176,318802,877026],[69480,124805,125584],[69912,321711,663958],[70536,123919,205810],[70727,124118,319045],[71799,328460,665348],[72668,216326,334008],[72859,216525,484762],[73955,334240,673317],[74659,335497,667794],[75395,338406,484920],[75829,220855,334838],[77282,136788,224538],[77382,229415,508807],[77390,229524,352092],[79056,350635,699139],[80143,353977,697652],[80154,354086,506298],[80481,141902,232081],[80976,233184,357637],[80997,142878,233785],[82083,360568,717125],[82188,362749,721780],[82297,144947,237983],[84167,147833,240341],[84358,148032,364236],[84550,363993,949529],[85672,149192,149675],[85871,242073,539316],[86558,87337,87555],[88669,250937,380091],[88860,251136,542671],[89956,380323,742293],[90577,381804,974900],[90786,157218,254427],[90985,384403,751685],[91071,159212,256280],[91232,550494,981166],[91259,548865,1226815],[92713,387227,754478],[93586,388656,764882],[93783,161923,162901],[93893,558788,1241967],[95298,160922,388281],[95306,161031,258425],[96972,399748,770692],[97496,400767,773492],[97982,270649,573562],[97990,270758,405916],[100505,407619,570101],[100610,272456,401049],[102000,276074,406881],[102021,173961,271798],[102997,175665,176662],[103991,286200,426220],[106078,424570,806415],[106782,425827,800892],[107086,181934,182713],[107518,428736,597542],[109405,185364,292920],[109634,436111,826416],[110112,186335,295711],[111083,438455,1067460],[112448,189909,439709],[112456,190018,298891],[112952,440084,833037],[114166,300219,633296],[114275,191614,192163],[115167,116145,116418],[116528,448378,1082612],[117441,452785,847350],[117927,310889,637173],[117935,310998,457934],[120330,459863,857381],[120435,462044,862036],[120544,201082,314955],[124204,206627,207804],[124365,655263,1114879],[124392,653634,1367325],[126116,205460,319195],[128203,479618,882549],[128596,329313,667722],[129429,333658,486411],[131350,484519,888434],[132472,217685,218168],[132671,335740,481407],[133358,134137,134355],[135469,222873,224124],[137377,502330,915451],[140386,509182,693329],[140583,230416,231394],[140693,705459,1437197],[144011,235256,360252],[144306,235646,521051],[145698,523407,945423],[147221,526322,948493],[147273,239991,365885],[149325,241443,242223],[150296,532505,1204953],[150492,151669,152004],[152165,534134,960320],[152192,734360,1470462],[152987,375396,736698],[153820,379741,544320],[155741,542428,966553],[156390,546521,974545],[156868,252597,383773],[164197,563195,995479],[166783,400678,570231],[168212,572308,1007474],[170081,573937,775600],[171295,407244,569685],[171404,272354,272903],[172296,173274,173547],[173657,582231,1274439],[175064,278448,279960],[181333,287367,288544],[181494,813903,1306706],[181521,812274,1563701],[185962,293653,436378],[187188,616823,1067105],[189041,441090,831893],[189822,621197,1071673],[192914,626821,1078506],[196083,452696,633842],[197512,635919,1089110],[199381,637548,849458],[203356,647451,1103052],[217818,335110,335890],[218789,679176,1400183],[218985,220162,220497],[220658,680805,1146591],[220685,903789,1665692],[224234,689099,1152824],[238980,526233,722326],[243076,729056,1204598],[245710,733430,1209166],[255303,551500,980022],[256084,752367,1231028],[273654,785461,1270333],[278252,794559,1280937],[280121,796188,1028188],[280148,1033355,1803571],[315952,647362,862582],[322682,873686,1371538],[336743,898485,1399828],[339377,902859,1404396],[429707,1052416,1567914] ] cell #1110 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [105910,808184],[108462,431901],[108770,608932],[128035,884318],[131560,487321],[131698,675086],[137331,915778],[142528,516075],[155951,545230],[156089,744062],[164151,995806],[167177,773819],[167745,573400],[168166,1007801],[170342,577021],[177120,1035608],[180136,599943],[189776,1072000],[196477,847677],[197045,637011],[197466,1089437],[199642,640632],[209070,1118729],[212086,666359],[212481,886051],[213650,671234],[213852,1131191],[225865,696628],[228462,700249],[239374,948820],[239576,1197849],[245664,1209493],[247092,964170],[248261,740210],[248463,1215496],[256038,1231355],[263307,768181],[265904,771802],[267173,776215],[278206,1281264],[282032,804332],[294634,1322183],[297300,1070326],[299669,836446],[304668,1338229],[307413,850073],[316346,1103379],[316548,1360221],[322636,1371865],[325233,880466],[339331,1404723],[342130,1410726],[346362,918174],[367152,953058],[369292,1463839],[382696,1485701],[385362,1229681],[392730,1501747],[395475,998202],[411693,1534605],[429661,1568241],[443094,1074462],[468587,1626597],[489818,1659069],[513256,1696977],[521553,1191679],[528076,1719329],[602440,1818424],[674747,1905600],[743723,1985628], [13770,306585,847129],[14198,304466,852866],[19982,361391,1196859],[20290,364444,948272],[21538,371958,969319],[24320,392528,1000995],[26257,266345,773271],[26685,411491,779008],[27418,280382,592112],[29693,437262,1070469],[31419,445776,1086773],[31727,448829,852100],[33863,460686,1359231],[34171,463739,1102831],[34728,466447,1107617],[35419,471253,1123878],[37076,213293,483901],[37384,329701,670468],[38632,492484,891200],[39595,341928,685840],[39707,224444,500906],[41414,513054,920967],[42147,359571,715340],[45017,531312,964313],[45881,245243,742131],[46743,247904,541810],[47051,375784,739444],[48216,547672,1229824],[48472,548693,1490840],[49295,553504,1233817],[49942,556186,1246128],[50250,559239,1000229],[52465,267247,573255],[54191,579629,1005137],[54499,582682,778242],[55532,277785,586800],[55747,414438,791927],[56635,281675,596523],[56943,420031,803566],[57500,600300,1042560],[57614,289301,607022],[58191,605106,1040757],[59154,432258,818938],[59266,292826,613528],[61888,621955,1327322],[63907,304109,638661],[65041,307487,636866],[66715,642682,1354051],[67249,644338,1360364],[67276,461750,1616917],[68304,649544,1106851],[69130,652441,1118872],[69386,653462,1631736],[69994,322215,882387],[70856,324876,662939],[71164,475079,879700],[71721,666716,1125681],[71835,208561,473169],[74120,487678,893003],[74613,677983,886194],[75477,338910,673155],[76339,341571,496029],[76647,496310,685074],[77669,352302,702200],[77812,346436,696483],[78068,226000,507332],[78891,700175,1167012],[79100,231987,514310],[79538,702857,1160807],[79846,705910,920201],[80879,356974,710028],[81094,516001,933886],[82959,719435,1454159],[84504,724200,1197992],[84760,366795,726343],[84898,528415,952292],[86987,372032,741986],[87461,734188,1468978],[90121,545587,971122],[90531,746349,1224573],[92795,387731,984575],[93847,757793,1501890],[93874,557250,1755556],[94594,392171,769831],[95585,258635,555529],[95728,395549,768036],[95984,263442,568197],[96807,771728,1252333],[97016,163494,393784],[98269,406126,778018],[99494,780595,1258923],[99714,406694,779999],[99800,576947,1011342],[101513,411134,575050],[102647,414512,586655],[104028,426318,809642],[104321,801322,1289261],[104364,286704,601710],[104855,282147,599205],[104882,178378,424492],[106736,811081,1035751],[106992,812102,1823563],[107600,429240,806253],[110048,615179,1065218],[110616,439547,832564],[111037,829071,1323259],[112735,299101,619378],[113213,443168,836301],[114937,839700,1595441],[116482,844465,1338372],[116509,631490,1855008],[116738,305722,641370],[118214,458144,851876],[119439,854453,1344969],[119659,458712,853857],[119745,640558,1092978],[119991,856878,1353716],[121249,203781,317467],[123007,466090,866599],[125234,471327,882242],[125928,208588,323583],[126153,319293,651002],[126446,877456,1375823],[126489,205964,467857],[126980,325348,665621],[127007,210328,479540],[128910,668224,1129146],[129466,486509,890160],[129759,888864,1388808],[129802,334162,672225],[131304,893629,1131334],[133787,492558,673010],[134261,903617,1664208],[136950,509714,702482],[137045,351945,510108],[139595,508257,921958],[140647,927222,1697120],[140674,703921,1941827],[141394,512697,698278],[142784,357109,517445],[143988,716622,1191344],[144800,236428,363375],[145157,524563,949004],[145359,944920,1453824],[147310,365983,720731],[147603,949959,1458177],[147646,240495,525554],[149829,368562,737369],[150250,956354,1464915],[152426,373874,744964],[152453,246611,546155],[153301,737200,1213451],[153857,544418,968279],[154150,966983,1475614],[154193,380245,741201],[155695,971748,1215639],[157372,549957,980693],[157507,255752,386806],[159969,553578,984430],[161736,259756,261124],[163770,389188,555811],[163865,258278,389582],[166415,569122,1001986],[166820,570394,1005065],[167785,576119,780220],[167880,405769,576513],[172066,1018430,1787268],[173611,1023195,1534748],[173638,790130,2033738],[173867,412747,577759],[176568,1033183,1541345],[176788,280409,418728],[177033,426392,602298],[182363,605180,806108],[183057,289328,430608],[184109,432373,610545],[184136,291068,433379],[185605,293195,614631],[185999,436541,826335],[186433,617575,1070057],[186507,294492,439402],[189355,832395,1326267],[189395,442266,621580],[189490,298744,442660],[192016,300845,301520],[192373,445119,847861],[192575,1078003,1595106],[193494,194862,195265],[194819,1083042,1599459],[196120,634005,1086701],[197085,639730,854078],[197180,457787,640124],[200935,313400,462670],[201292,645692,1103563],[201407,316461,465352],[203738,1104518,1620935],[206099,320737,322350],[208983,319367,468445],[212555,668049,886472],[213765,486583,674605],[218322,489088,668393],[218743,1142625,1660145],[220919,494400,675988],[220946,340278,488246],[222643,1153254,1670844],[222686,343049,344820],[224188,1158019,1410869],[224215,913152,2155057],[230229,353423,354791],[234908,359598,520291],[235553,521378,717043],[236034,361016,523797],[239017,722489,1196787],[239489,366057,527934],[242321,529873,963901],[242395,368417,369150],[243765,245378,245854],[247166,737025,964591],[248376,544492,743581],[252695,748745,1229412],[252769,382554,549812],[255617,980524,1489785],[258750,390801,392643],[261081,1242397,1759574],[272756,407870,408545],[273113,578972,774003],[273315,1269830,1786933],[274234,275602,276005],[275559,1274869,1791286],[277920,415882,417971],[286839,427762,429375],[297374,832220,1070747],[301126,444353,445401],[302739,304581,305134],[313006,460311,644926],[315989,862745,1359159],[335988,676544,885782],[336062,488943,489676],[337432,339045,339521],[342043,497923,500318],[352417,511327,513169],[354748,1437627,1945845],[385436,980349,1230102],[408151,578206,579254],[409764,411606,412159] ] cell #1111 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [47798],[48553],[60093],[60388],[67179],[69467],[82301],[85666],[85961],[86480],[87542],[90780],[91075],[93777],[107073],[114279],[115161],[116412],[120548],[123913],[124208],[124727],[132466],[132761],[133280],[134342],[136261],[140577],[147827],[149186],[150496],[152008],[159735],[161035],[161917],[171408],[172290],[173541],[175587],[176649],[181042],[181337],[181856],[184837],[188159],[190022],[191618],[203962],[206631],[216320],[217679],[218989],[220501],[222867],[224118],[228228],[228699],[229528],[230410],[233707],[237987],[241521],[250931],[254421],[256284],[265670],[266141],[268899],[270762],[271720],[272358],[277142],[278452],[279964],[281442],[284702],[287371],[291249],[295789],[309139],[311002],[311960],[314959],[324643],[327903],[331108],[331654],[332966],[334832],[335188],[341173],[345519],[348088],[349951],[357641],[365851],[377191],[377737],[379049],[380915],[383851],[394632],[397201],[399064],[401043],[401983],[402814],[404739],[406885],[413638],[419085],[421984],[423296],[441463],[444188],[453061],[454001],[454832],[456757],[458903],[474133],[477032],[478344],[480743],[481411],[482374],[484998],[504377],[506302],[521225],[526598],[526607],[529657],[538652],[539320],[540283],[542907],[554598],[565242],[567167],[569695],[569853],[571143],[597620],[614813],[619851],[620519],[623386],[633306],[633464],[634754],[647727],[650786],[664036],[667325],[694371],[716316],[717273],[721790],[721948],[736301],[751021],[751689],[754556],[765924],[803006],[826426],[831496],[835119],[857529],[862046],[862204],[879140],[942768],[945571],[962402],[974555],[979625],[1057870],[1067115],[1078654],[1097327],[1148673],[1193471],[1204608],[1270481],[1333851],[1399838],[1530227] ] cell #1112 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [232402,516364],[232742,710257],[270274,577310],[271090,781158],[289781,609339],[310514,640921],[311330,855016],[329333,886624],[330189,671373],[333214,675493],[349463,700538],[350279,923117],[375416,964743],[376272,740349],[379297,744469],[398576,772091],[399392,1003145],[400235,1005010],[401630,777125],[419663,1036181],[420519,804471],[423544,808591],[441110,1070899],[452253,1086646],[453648,850983],[474711,1119302],[475567,880605],[478592,884725],[481557,889096],[482952,1131764],[501798,1160680],[503193,919084],[525790,1196732],[527185,1198422],[528903,953197],[539466,967215],[540861,1216069],[551520,1230254],[562663,1246001],[564058,999112],[571776,1258796],[594179,1038653],[620665,1327195],[622990,1075372],[630599,1338802],[635387,1344842],[646919,1359104],[648314,1360794],[660595,1121774],[687532,1411299],[717969,1453138],[724861,1200935],[732898,1468851],[751835,1490713],[761769,1502320],[789239,1535178],[794027,1541218],[826843,1321162],[838234,1594420],[858225,1615896],[873154,1631609],[902327,1664081],[931198,1697550],[986363,1754535],[1016964,1786247],[1051884,1823436],[1072779,1845338],[1172634,1940806],[1264606,2024068],[1350652,2100202], [50874,261247,562120],[69257,319707,651912],[70330,208201,473801],[77271,499823,501383],[80470,354914,708791],[84631,366397,721641],[87114,535160,742187],[93344,258560,555668],[93417,389216,755290],[102774,586856,587501],[103847,417539,418859],[106863,426732,810552],[107936,288941,607654],[109394,434870,612445],[111972,299026,619517],[112783,442294,830469],[115779,629204,852122],[123422,319656,651529],[123762,468086,866810],[125361,656289,882443],[131431,486923,891070],[133914,673211,681831],[135030,496188,496798],[135103,685096,686137],[140144,352227,702339],[140217,509742,924719],[142655,516415,710729],[143728,359211,519102],[144351,521406,942750],[146457,366346,721258],[147676,527575,946856],[149043,728121,964335],[151185,373170,731750],[151227,534688,969284],[155822,544832,969189],[158728,386574,750687],[160096,754160,984631],[160449,389595,755741],[162535,760374,1000251],[163300,394529,763487],[169101,406051,778157],[169504,575209,583170],[169912,576147,1009199],[170469,577361,781630],[172908,778264,787844],[174282,414801,586275],[174622,587029,791892],[180551,426681,810169],[180891,601939,1045540],[182490,806309,814929],[183606,432183,609420],[183679,608960,819235],[186012,615061,1064772],[186796,617062,618102],[188016,615888,1070491],[188407,442673,830920],[191441,625609,1086738],[193673,449599,841523],[198401,458069,852015],[198804,449317,638820],[199212,639758,1090835],[199769,640972,855488],[202592,464509,861514],[204245,865117,1106873],[205178,868377,1118894],[207320,472465,872006],[207362,655817,1123843],[212844,668077,1129021],[214950,486872,890687],[215426,492847,672630],[216127,487603,675574],[216169,674246,1133127],[216603,675114,894290],[217536,886216,897550],[219678,493696,901179],[219720,681359,891165],[221399,496717,685255],[227221,504049,920116],[227624,698437,706398],[228589,700589,923589],[228942,510121,925170],[231028,920223,929803],[231793,515055,932916],[235194,942570,942638],[236441,719039,720118],[237810,522195,1196824],[238524,950608,1198014],[241570,374944,1213214],[242684,530400,729295],[244295,535445,958203],[247455,737053,1213326],[249561,544781,968806],[250037,372321,741606],[250738,545512,744550],[250780,743222,1217432],[251214,744090,972409],[252355,974972,1224595],[253058,546760,749272],[254278,747058,1229846],[254669,551805,979049],[256612,753688,1233782],[257703,756779,1246093],[259935,560009,989652],[264663,564914,1000144],[265066,559727,769990],[266031,772142,1003617],[266752,773701,1256599],[266833,773847,1005573],[267536,268756,776742],[269147,576526,1009650],[269700,583089,778423],[272181,784249,1005102],[274413,583452,1020253],[279141,415650,1030745],[283332,422521,1040244],[283808,605469,805728],[284509,600225,808672],[284985,808212,1043847],[285918,1035773,1047107],[288060,606318,1050736],[288102,814457,1040722],[292632,434735,1063536],[294133,828213,829319],[295461,1067532,1323281],[295838,440638,1326030],[296826,834077,1327287],[297663,832248,1326142],[301533,624571,839304],[303616,1083691,1338394],[306467,632317,1086280],[306992,847559,1342645],[307073,847705,1087209],[307776,308996,850600],[309387,640137,1091286],[309940,449236,852281],[312638,857451,1354016],[313413,642286,860374],[314782,643324,1359196],[315496,859261,1360386],[318347,650032,866758],[321267,656574,1112762],[326533,477569,1123365],[327009,471616,881862],[327710,666641,884806],[328186,884346,1126968],[328861,335237,1128909],[330108,331477,889547],[332191,1131356,1136879],[336351,677071,898724],[337962,682116,1144474],[343228,497080,1155077],[344405,345373,913979],[346022,915806,1161243],[346725,347945,918701],[348336,505414,1165320],[348889,706317,920382],[351370,926208,1160772],[353602,706680,1175923],[358330,711585,1186415],[362426,945493,1454124],[364851,948702,1456908],[364932,948848,1197295],[368791,726554,955496],[370119,1205025,1464937],[371484,961360,1468943],[374506,538095,1212482],[376191,377560,967666],[378274,1215661,1221184],[381272,974409,1484055],[382195,745491,977448],[383523,976873,1486799],[383900,551048,1489548],[384888,748130,1490805],[385725,980377,1489660],[387910,553867,984050],[391678,987399,1501912],[395135,995834,1246564],[395838,397058,998729],[397449,566279,1250641],[398002,559646,1000410],[401158,402863,1008049],[402486,1007829,1259359],[403851,1012807,1258888],[408558,783211,1018034],[410641,1275518,1534770],[413492,790957,1278107],[416412,587786,1283113],[420438,421807,1039104],[428292,815214,1304589],[433558,611422,1315192],[437923,1066969,1584421],[441966,1072028,1327758],[443457,444045,1074989],[445258,627126,1334563],[446811,1078576,1595406],[451710,632894,1341766],[453176,454881,1089685],[454504,1089465,1345405],[455869,1094443,1344934],[460168,645831,1098039],[464146,1103261,1619666],[464227,1103407,1359667],[466620,649951,1107032],[469414,1110586,1627695],[470779,869449,1631701],[475486,476855,1122225],[489317,895983,1141767],[490645,1400255,1660167],[492010,1147631,1664173],[495032,684766,1407712],[498800,1410891,1416414],[502721,504426,1163719],[512204,1173670,1697142],[517975,712950,1445871],[523712,524702,1194183],[528822,529480,1201386],[530783,729678,1465170],[531973,1204462,1723690],[536016,1209521,1469414],[536804,1210272,1729543],[547143,749655,1224828],[552376,1231383,1491276],[563586,565291,1249040],[579111,785766,1530939],[580664,1270403,1787233],[585563,791534,1538142],[588357,1281292,1541781],[589722,1286270,1541310],[603267,1302413,1819522],[604632,1048179,1823528],[617445,618485,1323514],[622518,623435,1330248],[624120,838853,1594746],[641835,859923,1353356],[657145,1371893,1632172],[677454,899107,1660400],[678644,1399692,1909961],[682687,1404751,1664644],[683475,1405502,1915814],[717195,717322,1452112],[718588,719667,1453464],[782760,1017583,1786573],[798858,1547028,2043952],[815785,1568269,1823999],[826210,826280,1582692] ] cell #1113 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [157705],[201368],[206297],[246052],[251944],[252012],[253305],[258711],[287037],[295050],[295118],[305095],[312293],[318610],[319903],[339719],[352378],[362081],[363801],[368323],[369708],[369776],[373200],[388475],[412120],[418169],[425635],[426928],[439308],[439903],[444897],[446466],[448186],[463096],[484327],[488849],[490234],[490302],[493726],[500279],[509001],[524341],[530089],[533358],[533953],[542236],[549718],[550313],[558596],[573161],[573756],[578750],[580319],[582039],[586561],[591438],[596949],[617791],[636772],[637367],[645470],[654487],[655082],[663365],[671012],[672916],[676760],[680029],[680624],[685618],[688907],[696389],[696984],[705267],[735736],[739988],[741892],[748961],[753220],[767942],[768537],[776431],[778786],[792143],[795412],[796007],[804110],[806014],[813127],[813722],[822005],[836207],[837655],[846176],[850289],[852644],[880244],[882148],[891416],[905165],[911321],[918390],[920745],[922649],[937371],[937966],[946808],[952836],[953366],[954320],[969535],[984336],[998418],[1000773],[1002677],[1008580],[1014937],[1016385],[1024906],[1040973],[1060878],[1067892],[1068846],[1074678],[1075513],[1075514],[1090216],[1096573],[1101367],[1107395],[1124094],[1133079],[1139637],[1140591],[1164250],[1170607],[1191967],[1194239],[1194240],[1201956],[1217384],[1227247],[1228201],[1234033],[1249571],[1255928],[1259719],[1267340],[1267341],[1293194],[1293773],[1320717],[1323583],[1330779],[1345765],[1354339],[1356611],[1356612],[1379756],[1380335],[1389470],[1397186],[1422477],[1451688],[1454447],[1462096],[1472435],[1476276],[1484235],[1487101],[1509283],[1552988],[1576711],[1584601],[1591806],[1595729],[1614446],[1639034],[1667665],[1712729],[1713898],[1720784],[1723870],[1787556],[1839095],[1849577],[1910141],[1960664],[2028307] ] cell #1114 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [104982],[127107],[137863],[152553],[164683],[177172],[178005],[184236],[195326],[209122],[209955],[213904],[221046],[224903],[233176],[239628],[241981],[246238],[248515],[262345],[267948],[276066],[280886],[289862],[290695],[296249],[298075],[300758],[304720],[308188],[316600],[324087],[330552],[333295],[335648],[339905],[342182],[356012],[363288],[365295],[367868],[370907],[372733],[376635],[379378],[384311],[386137],[392782],[403274],[405100],[407783],[411745],[415213],[423625],[437460],[438853],[447673],[449680],[455292],[457118],[462583],[464590],[470202],[472028],[478673],[483814],[488394],[491433],[493259],[497161],[499904],[504837],[506663],[513308],[522058],[531510],[532903],[541723],[547870],[549263],[553164],[558083],[560090],[562201],[565702],[567528],[572706],[581526],[583533],[589145],[590971],[596436],[604055],[605881],[612526],[623846],[625472],[636317],[643187],[644536],[649176],[651993],[652639],[654032],[659048],[662852],[678181],[679574],[688394],[695934],[699835],[704754],[706761],[708872],[712373],[714199],[721722],[724398],[726256],[747993],[752765],[755809],[756269],[756642],[757991],[767487],[771388],[782486],[784112],[794957],[807816],[810633],[811279],[812672],[817688],[821492],[830988],[831448],[833940],[835752],[844663],[856344],[857314],[866854],[867302],[869312],[883950],[891151],[893827],[895685],[922194],[925238],[925698],[926071],[927420],[936916],[943311],[945356],[946900],[947348],[961223],[969270],[971946],[973804],[984710],[1002222],[1009718],[1010178],[1012670],[1014482],[1023393],[1036044],[1045584],[1046032],[1048042],[1064816],[1068900],[1078439],[1091354],[1091814],[1094306],[1096118],[1119165],[1129582],[1131627],[1133171],[1133619],[1147494],[1158217],[1170981],[1191242],[1198285],[1213887],[1215932],[1217476],[1217924],[1256643],[1260727],[1270266],[1286133],[1326703],[1338665],[1342689],[1346773],[1360657],[1386472],[1411162],[1456952],[1473278],[1490221],[1502183],[1535041],[1587660],[1619710],[1697413],[1747775], [67376,122605],[70374,208688],[91063,159204],[93974,163092],[95070,261588],[103891,280509],[107980,289428],[116336,116609],[120043,200441],[120876,203408],[123710,318953],[124196,207796],[135660,224315],[136756,344881],[140774,231585],[141870,355255],[143772,359698],[145411,237180],[146745,364144],[151661,151996],[156410,252224],[160530,257784],[161363,260751],[173465,173738],[174570,414098],[175056,279952],[180839,425978],[181325,288536],[185332,435211],[187208,295330],[188488,296907],[191522,191567],[192627,302272],[193961,448529],[194489,194892],[200146,312228],[202880,463439],[205002,318822],[208327,657933],[215238,484670],[215714,485458],[220154,220489],[221480,341122],[222313,344447],[229023,351451],[229856,354418],[232690,515661],[236885,362016],[237891,237936],[238348,364013],[241850,241900],[243096,369988],[244376,371565],[249849,542579],[250325,543367],[254750,384969],[260223,558939],[269228,403932],[269781,404688],[270562,575819],[272262,272307],[273367,409297],[274701,582382],[275229,275632],[276823,414017],[283620,597292],[284096,598080],[285742,425847],[289067,816573],[296118,296168],[300286,300348],[301977,446401],[303440,448398],[309468,455950],[310021,456706],[310802,639430],[314863,314908],[315320,463308],[321348,470860],[326821,663708],[327297,664496],[331558,331603],[332015,484539],[332647,485377],[335517,335567],[336763,490514],[338043,492091],[343516,689250],[348417,505495],[348970,506251],[349751,699047],[353890,705610],[359337,940817],[362816,362878],[374794,736079],[377641,377686],[378098,542448],[378730,543286],[384180,384230],[388198,755016],[391502,558808],[397530,566360],[398083,567116],[398864,770600],[403143,403193],[407311,407373],[409002,580254],[410465,582251],[416493,589803],[417827,798070],[418985,1035074],[421888,421933],[422345,597161],[422977,597999],[428373,604713],[433846,822348],[450236,841987],[451791,632975],[455161,455211],[462111,462173],[465146,861978],[466701,650735],[474089,876335],[476936,476981],[477393,663577],[478025,664415],[483342,483404],[495320,905508],[497717,1155541],[498624,689119],[504706,504756],[512028,705479],[518056,713031],[519390,940029],[529561,529606],[530864,729759],[535513,958271],[537919,735948],[541251,541313],[547224,749736],[551873,979117],[554279,754935],[560646,990116],[565571,565621],[584089,1020717],[585644,791615],[587854,1283181],[595964,596026],[607942,1055065],[611246,822217],[617526,618566],[623715,623765],[624639,839372],[625099,839832],[630021,1080431],[642354,860442],[642814,860902],[647736,1101907],[656642,1112830],[662380,662442],[677535,899188],[682184,1144542],[684590,905377],[686954,1413154],[707317,1176387],[719107,720186],[719567,720646],[725784,725846],[726598,955540],[727046,955988],[745535,977492],[745983,977940],[761191,1239786],[783279,1018102],[783739,1018562],[788661,1272258],[815282,1304657],[826910,826972],[828257,829363],[828705,829811],[836581,1077697],[856572,1100293],[896027,1141811],[896475,1142259],[930620,1435016],[942614,942682],[944614,945734],[1015311,1269524],[1064640,1064705] ] cell #1115 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [66434],[67360],[82326],[82678],[91100],[93958],[110270],[114304],[114656],[115321],[116593],[120573],[120925],[124233],[140758],[149483],[150521],[152033],[157026],[161060],[161412],[162077],[171433],[171785],[172450],[173722],[176331],[181362],[190047],[191643],[193148],[194941],[204122],[205618],[206656],[208798],[217976],[219014],[220526],[223027],[224299],[229553],[229905],[230570],[234451],[238012],[240149],[241994],[256309],[258045],[259410],[270787],[272383],[273888],[275681],[278477],[279989],[284862],[286358],[287396],[289538],[291409],[296262],[297168],[300294],[311027],[314984],[317121],[318450],[328063],[331679],[333816],[334992],[335661],[341198],[342703],[344496],[349976],[351712],[353077],[357666],[362824],[363641],[377762],[379899],[381075],[384324],[388242],[399089],[403287],[404193],[404764],[406910],[407319],[414111],[422009],[424146],[425475],[433033],[436213],[439670],[455305],[456211],[456782],[458928],[462119],[477057],[479194],[481436],[483350],[484167],[485471],[487900],[495478],[504850],[506327],[508768],[521012],[529682],[539345],[541259],[542076],[543380],[545809],[565715],[567192],[570066],[570635],[573523],[574499],[595972],[598093],[614316],[620544],[623859],[633677],[634246],[637134],[638110],[650811],[662388],[664509],[667379],[667683],[668874],[697727],[722161],[722730],[725792],[736355],[736659],[737850],[751714],[755029],[769280],[772956],[801972],[826918],[831550],[831854],[846814],[862417],[862986],[866048],[878106],[917567],[942822],[947957],[951688],[975047],[979679],[979983],[997595],[1064835],[1067607],[1084771],[1097381],[1102516],[1183866],[1193525],[1205100],[1224190],[1276598],[1322876],[1333905],[1400330],[1464532],[1530281],[1659762] ] cell #1116 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [232897],[271245],[290366],[311485],[331750],[334352],[350434],[356530],[377833],[380435],[399547],[403369],[406250],[422080],[424682],[455387],[458268],[477128],[479730],[481269],[483284],[504932],[507813],[529753],[539178],[541193],[565797],[568678],[569973],[593891],[595906],[620377],[623941],[633584],[660307],[662322],[670253],[693201],[722068],[723583],[725726],[739229],[751547],[764754],[775472],[826780],[832909],[843848],[849330],[862324],[863839],[908658],[944303],[960192],[981038],[991977],[1022578],[1028060],[1077386],[1098862],[1114751],[1146463],[1178248],[1236741],[1269213],[1306578],[1328815],[1431971],[1525191],[1611753], [70227,208495,480214],[78156,228280,505687],[93665,257976,563475],[94923,261599,569312],[96072,265722,566552],[97703,268903,403182],[104789,284706,597200],[107833,289235,425166],[113031,297099,621477],[116826,312012,633167],[117648,309143,455200],[123917,318861,659987],[124086,319048,660448],[126914,327907,663616],[128466,480787,667632],[129100,331653,483698],[137584,348092,504745],[137874,349950,697213],[140465,351643,502610],[141723,355266,508447],[142872,233759,713223],[143625,358527,359505],[147831,364052,723263],[148000,364239,723724],[151382,378769,379053],[152360,380919,735987],[152857,538696,736608],[153491,377736,541607],[160971,388290,764472],[161034,388704,764848],[164404,397205,565610],[164694,399063,768766],[167301,402745,572616],[170160,404124,572588],[173955,271772,791807],[174777,276862,277146],[176892,279338,280316],[177676,421983,596320],[181046,425886,593571],[181215,426073,594032],[183927,431599,433223],[184043,291253,822256],[185185,434045,435222],[188911,619895,831803],[189958,439718,832627],[190021,440132,833003],[190505,444192,623754],[191714,453065,839871],[193338,310353,456853],[194160,456414,456756],[195337,458902,846405],[196601,454763,636227],[199460,456142,636199],[205520,467073,876563],[207517,478064,478348],[209626,477031,662736],[216324,484578,669933],[216493,484765,670394],[216851,486308,488090],[219875,332686,332970],[220853,334836,905416],[221812,341269,342893],[221984,340830,341172],[224603,343715,344892],[225421,504308,695844],[229464,508816,692919],[229527,509230,693295],[233066,515756,517595],[233187,357640,938195],[235745,521060,942890],[236342,722175,722205],[238083,526602,719606],[240051,524770,949066],[240685,529656,726140],[242076,539319,956535],[243915,379145,543462],[244799,542808,542838],[250935,542487,738909],[251104,542674,739370],[251462,544217,545999],[255173,751065,979932],[256767,554318,554602],[259600,398415,567263],[260422,566824,567166],[262863,565173,767397],[270113,274078,404835],[270698,573571,775190],[270761,573985,775566],[271414,575914,577909],[272454,401047,1018601],[274900,404396,404738],[276077,406884,1025135],[277238,414193,416032],[277341,413539,413569],[285233,424336,598930],[286260,600926,800429],[288257,423016,423300],[290303,608034,610441],[293768,614688,1064906],[294328,620052,831974],[296344,620518,829252],[299225,623317,835662],[300228,633302,1077728],[301434,633691,633721],[302635,456281,638044],[310938,637182,849048],[311001,637596,849424],[311654,639525,641520],[313314,862431,862461],[315055,642853,647731],[317311,467033,650882],[317657,650443,650785],[320887,478440,664591],[321771,663937,663967],[328434,479384,665346],[329412,667731,885994],[333062,337582,485553],[333718,671441,887971],[334289,673326,675884],[335743,481410,1142806],[338466,484899,484929],[340697,495412,497819],[349302,353267,506398],[350603,507482,699142],[354089,505959,506301],[360743,717134,943147],[362758,721786,944645],[368986,538853,736779],[375495,736707,964113],[379801,740417,966090],[380372,742302,744860],[382390,751222,980103],[383343,981145,981175],[384406,746530,751688],[386956,554694,755111],[387287,754457,754487],[389496,764861,764891],[390697,566691,769214],[399716,568347,770695],[400793,773328,1004894],[400921,773501,773899],[404263,409660,574433],[407253,569691,1269555],[408459,570080,570110],[423392,427912,598175],[424619,599101,806424],[428796,597521,597551],[436120,826422,1064671],[441189,831902,1070269],[442574,833016,833046],[452811,847186,1086530],[452939,847359,847757],[460038,857360,857390],[461444,863514,1104097],[462053,856603,862042],[465248,650310,865982],[468281,659982,877035],[469234,1114858,1114888],[479667,665517,882558],[480944,489512,667803],[502484,693592,915460],[505826,511223,697661],[510022,693308,693338],[523582,945402,945432],[526348,948329,1196616],[526476,948502,948900],[527770,723258,949538],[536624,960299,960329],[546530,974191,974551],[546921,746329,974909],[548598,977180,1226824],[551599,980031,1229624],[556944,991652,1241976],[563349,765145,995488],[572462,775863,1007483],[576427,775579,775609],[593566,602134,800901],[603087,1306685,1306715],[616832,1066751,1067111],[617223,829051,1067469],[621351,833300,1071682],[626996,1078485,1078515],[631184,843523,1082621],[636073,849721,1089119],[640038,849437,849467],[647477,1102888,1358988],[647605,1103061,1103459],[653367,1110893,1367334],[669928,674441,888443],[683295,1146570,1146600],[703615,1177923,1437206],[729065,1204244,1204604],[729456,956334,1204962],[733584,960583,1209175],[734093,1210579,1470471],[738904,743417,966562],[752521,981429,1231037],[785636,1270312,1270342],[789824,1022253,1274448],[794713,1028451,1280946],[798678,1028167,1028197],[812007,1302720,1563710],[873840,1115142,1371547],[898494,1399474,1399834],[898885,1142605,1400192],[903013,1146854,1404405],[903522,1405809,1665701],[908333,912846,1152833],[1033088,1547335,1803580],[1052570,1306969,1567923], [48560,159492,159787,385161,554718,752647],[50808,94947,163582,393493,400074,764337],[60097,188163,295369,296157,620057,829056],[67183,203447,203966,463347,650315,863519],[69474,124779,208084,471052,478464,873966],[80404,141747,232075,350961,514019,933766],[81666,360261,520887,520961,942774,1191128],[82300,237986,362310,363172,722162,945389],[85670,149190,241889,370027,538858,956339],[86532,87549,151949,371757,379169,733710],[90784,252263,254425,384219,746334,751227],[91074,255654,256283,550542,754444,981132],[93781,161921,260790,558847,566696,991657],[107080,181908,288824,423416,604905,1052696],[109328,185209,292115,292914,613237,823986],[110172,295720,437833,438763,831502,1066666],[114278,191617,300642,446695,633678,1078472],[115165,116416,194528,448437,456286,843528],[120547,312522,314958,462467,857347,862418],[124207,206630,322252,655311,663924,1114845],[132470,217683,335556,480949,490553,1142610],[133332,134349,220442,333086,492283,903139],[136922,223733,224532,224627,690888,692670],[140581,230414,354457,505831,705518,1177928],[149385,241452,367778,531883,736307,1204159],[150495,152007,245280,534182,542795,960286],[156928,381182,383782,549173,974106,979631],[171407,272357,407667,570067,580548,1270299],[172294,173545,275268,404268,582290,1022258],[175344,175639,176656,277262,589995,794839],[181336,287370,429277,597508,813951,1306672],[217878,335119,488304,667331,678554,1399389],[218988,220500,338947,484886,680853,1146557],[222352,222871,224122,340702,689158,908338],[277822,278451,279963,413526,796236,1028154] ] cell #1117 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [312154],[314211],[361175],[361942],[383062],[390393],[437062],[445560],[446327],[447633],[450745],[460470],[461237],[468953],[510919],[531112],[533047],[536343],[547472],[555970],[556737],[558043],[579413],[580180],[581486],[584598],[602806],[621739],[624819],[627413],[630977],[649136],[652241],[654176],[677783],[679718],[683014],[688354],[691466],[702641],[703408],[704714],[720366],[724000],[727282],[752909],[758583],[780379],[783459],[786053],[789617],[795101],[797174],[798397],[807776],[810881],[812816],[821452],[830047],[836815],[854237],[860622],[864256],[883910],[889795],[893429],[895645],[896711],[906481],[909075],[912639],[922338],[928012],[937060],[939133],[945968],[967914],[971548],[973764],[978176],[1002366],[1008777],[1009109],[1010977],[1014626],[1015545],[1026277],[1039352],[1042986],[1045202],[1058632],[1090413],[1090745],[1092613],[1096262],[1100527],[1122473],[1126107],[1128323],[1129726],[1132057],[1132239],[1134961],[1138765],[1150369],[1164447],[1164779],[1166647],[1201634],[1214031],[1216362],[1216544],[1219266],[1223070],[1249768],[1250100],[1251968],[1256584],[1257321],[1259595],[1262081],[1292172],[1292354],[1295076],[1326847],[1330976],[1331308],[1342630],[1343367],[1345641],[1348127],[1364006],[1378734],[1378916],[1381638],[1386234],[1386400],[1389914],[1422353],[1424839],[1456893],[1457630],[1461074],[1461256],[1473040],[1473206],[1476720],[1490365],[1494494],[1509159],[1511645],[1516851],[1553432],[1583152],[1583399],[1587422],[1587588],[1591682],[1603413],[1619651],[1620388],[1624014],[1639478],[1683909],[1712334],[1712545],[1716581],[1721228],[1743514],[1747537],[1747703],[1768214],[1838577],[1838757],[1840909],[1856907],[1868004],[1872251],[1954485],[1962261],[1971529],[1988314],[2035637],[2078446],[2086505],[2140958],[2195184],[2245145],[2341855] ] cell #1118 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [156310],[187108],[236176],[242996],[253370],[253657],[294263],[301268],[313148],[313804],[319968],[320255],[336663],[368921],[370561],[373265],[373552],[382325],[389330],[389986],[408293],[426993],[427280],[442408],[445022],[447331],[450338],[468216],[469856],[489447],[491087],[493791],[494078],[509856],[510512],[524466],[527705],[530098],[530561],[533168],[552818],[557741],[576261],[578875],[581184],[584191],[588799],[591503],[591790],[602069],[603709],[617800],[618263],[639872],[645595],[648834],[654297],[671137],[674376],[676769],[677232],[679839],[685743],[688052],[691059],[699489],[704412],[712027],[740113],[743352],[748970],[749433],[753030],[771042],[776440],[776903],[778911],[782140],[792152],[792615],[795222],[804235],[807474],[812937],[821150],[850298],[850761],[852769],[855998],[880369],[883608],[886816],[891425],[891888],[895343],[911131],[918399],[918862],[920870],[922459],[937181],[952961],[964935],[969544],[970007],[973462],[998427],[998890],[1000898],[1002487],[1004748],[1005770],[1008589],[1014747],[1040982],[1041445],[1060688],[1071091],[1074687],[1075150],[1086384],[1087406],[1090225],[1096383],[1107520],[1124103],[1124566],[1128647],[1128761],[1130834],[1164259],[1170417],[1191976],[1196470],[1197492],[1212952],[1213066],[1215139],[1230446],[1234042],[1234505],[1249580],[1255738],[1256340],[1257483],[1290949],[1293782],[1320837],[1325768],[1325882],[1330788],[1342386],[1343529],[1354348],[1358842],[1359864],[1377511],[1380344],[1387280],[1420241],[1451793],[1454456],[1456649],[1460971],[1472444],[1474086],[1484355],[1489286],[1489400],[1507047],[1550798],[1576720],[1584721],[1590690],[1595738],[1614551],[1619407],[1636844],[1667674],[1712664],[1714003],[1719700],[1723990],[1787565],[1839040],[1849682],[1910261],[1960665],[2028412] ] cell #1119 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [104041],[104975],[126166],[127100],[129127],[129479],[137901],[147323],[152546],[153518],[153870],[164721],[167400],[177703],[178055],[184229],[186720],[194187],[194539],[195364],[196700],[203458],[209653],[210005],[221039],[222011],[222363],[225520],[233214],[236114],[240712],[242103],[242608],[243942],[244898],[246288],[252982],[260449],[260801],[262962],[274927],[275279],[276104],[277440],[290393],[290745],[296371],[299324],[300903],[301206],[302952],[313086],[314121],[317684],[319580],[320914],[321870],[334379],[335770],[336275],[337609],[338565],[339955],[343742],[354116],[354468],[356629],[363433],[366270],[367877],[370499],[380462],[383115],[384433],[386983],[387386],[389268],[390303],[391014],[403396],[406349],[407928],[408231],[409977],[416059],[417015],[424709],[426605],[427939],[428895],[434072],[438862],[442346],[450655],[455414],[458367],[462728],[465565],[469006],[469794],[479757],[483959],[486796],[488403],[491025],[498136],[504959],[507509],[507912],[508474],[509794],[510829],[511540],[517622],[518578],[522458],[536396],[541868],[544705],[549272],[552756],[565824],[568374],[568777],[569339],[572715],[576199],[577936],[584508],[588737],[594059],[596581],[599418],[600523],[602859],[603647],[610758],[623968],[625872],[636326],[639810],[641547],[643587],[660475],[662997],[665834],[666939],[669129],[670421],[676201],[683067],[691376],[693364],[693864],[695943],[699427],[711965],[723751],[726401],[738105],[739397],[745177],[764917],[765417],[767496],[770980],[775635],[776135],[782078],[784512],[798450],[800478],[800853],[802227],[833072],[833572],[835761],[842724],[849493],[849993],[855936],[876612],[876987],[878361],[886754],[888020],[888395],[907534],[914917],[943320],[949115],[949490],[951943],[964873],[966139],[966514],[990853],[994945],[1004943],[1006940],[1021454],[1064955],[1071029],[1071139],[1086579],[1088576],[1106502],[1128838],[1177124],[1191371],[1196665],[1213143],[1230384],[1325959],[1359037],[1489477], [66435,459320],[67369,203791],[70268,208681],[82327,362359],[82679,522864],[91101,255703],[93967,261134],[94929,261626],[107874,289421],[110271,438297],[114305,446744],[114657,626278],[115340,448651],[116602,194872],[120574,312571],[120926,316401],[124092,319075],[124234,322301],[125689,472874],[140767,354801],[141729,355293],[143666,359691],[148006,364266],[149484,532347],[150522,534231],[152034,245329],[157027,381646],[161061,388753],[161413,392583],[162096,559061],[171434,580597],[171786,784918],[172469,582504],[173731,275612],[176933,280502],[181221,426100],[181363,429326],[182818,606727],[185191,435249],[190048,440181],[191644,300691],[193149,628648],[194942,304521],[204141,463561],[205619,467537],[206657,655360],[216499,484792],[217977,679018],[219015,680902],[220527,338996],[222696,224308],[223046,689372],[224609,344919],[229554,509279],[229906,513109],[230589,705732],[233072,515783],[234669,715045],[238013,363221],[240150,525234],[241995,368242],[251110,542701],[256310,550591],[259411,759818],[270788,574034],[271420,575941],[272384,407716],[273889,787288],[275682,411546],[277244,414220],[277871,279990],[278478,796285],[279513,798192],[280619,800187],[284881,597414],[286359,601390],[287397,814000],[291428,822470],[296263,439227],[300295,444410],[311028,637645],[311660,639552],[314985,462516],[317122,646363],[328082,663830],[331680,483747],[333068,485580],[333817,671905],[335011,905630],[335662,488768],[340879,341199],[341338,908826],[341983,344497],[342704,910310],[349977,697262],[350609,699169],[353078,929247],[357667,938244],[358702,940151],[362825,523854],[377763,541656],[379151,543489],[379900,740881],[381094,736201],[384325,549637],[399090,768815],[399722,770722],[403288,573080],[404445,404765],[404904,1022746],[406911,1025184],[407320,578263],[413595,1028223],[413734,414112],[422010,596369],[423398,598202],[424147,805003],[425341,1055187],[433034,1059867],[455306,636691],[456463,456783],[456922,844016],[458929,846454],[462120,644983],[477058,662785],[478446,664618],[479195,881137],[480389,876457],[481437,1142855],[483351,670525],[484955,1146626],[485094,485472],[487901,1149680],[495364,1152785],[504851,696308],[506008,506328],[506467,1178416],[529683,726189],[539346,956584],[541260,739501],[542864,960355],[543003,543381],[545810,963409],[554700,755138],[565716,767861],[566873,567193],[567332,992145],[570136,1270368],[570636,1270577],[574385,1274400],[595973,803623],[597577,1306741],[597716,598094],[620545,829301],[623860,836126],[633747,1078541],[634247,1078750],[637996,1082573],[650492,650812],[650951,864007],[662389,879757],[663993,1114914],[664132,664510],[667380,1399415],[667755,1400144],[697613,1437158],[722231,945458],[722731,945667],[725793,952349],[736356,1204185],[736731,1204914],[746579,751715],[754513,981201],[754652,755030],[769166,1241928],[772958,1529850],[826919,1065349],[831551,1066692],[831926,1067421],[846816,1333474],[857416,862487],[857625,862987],[865934,1104049],[942823,1191154],[947959,1193094],[974132,979680],[974861,980055],[1064837,1320623],[1096950,1102518] ] cell #1120 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [90210],[91291],[110296],[110716],[120951],[124424],[144765],[149509],[149929],[150682],[152224],[157052],[157472],[161438],[181553],[191981],[193174],[194967],[200900],[205644],[206064],[206817],[218002],[218422],[219175],[220717],[229931],[240175],[242020],[243730],[245819],[256470],[258243],[259436],[272721],[273914],[275707],[278638],[280180],[286384],[286804],[287557],[296288],[298709],[300810],[317147],[320702],[333842],[335687],[337397],[339486],[342729],[343902],[344522],[350137],[351910],[353103],[357827],[363340],[367943],[379925],[384350],[386771],[399250],[403313],[405734],[407071],[407835],[414137],[415847],[417936],[424172],[427727],[433059],[434232],[438928],[455331],[457752],[459089],[462635],[479220],[483866],[484086],[485497],[487926],[488469],[495994],[504876],[507297],[508634],[517410],[541775],[541995],[543406],[545835],[549338],[565741],[568162],[569499],[570661],[572666],[572781],[575015],[577724],[586181],[596488],[596708],[598119],[623885],[634272],[636277],[636392],[638626],[641335],[662904],[663124],[664535],[667682],[668358],[670429],[672536],[695894],[696009],[698243],[722756],[726308],[726528],[736658],[737334],[739405],[741512],[755055],[767447],[767562],[769796],[773007],[773232],[776648],[803527],[805634],[831853],[832529],[835712],[835827],[846865],[847090],[850506],[863012],[866564],[879661],[881768],[885740],[918607],[943197],[943386],[948008],[948233],[952253],[963859],[979982],[980658],[983956],[998635],[1040150],[1064886],[1065179],[1070015],[1074895],[1097945],[1102567],[1102792],[1123271],[1190970],[1191302],[1194089],[1212388],[1224241],[1229370],[1315098],[1322927],[1334469],[1353674],[1407618],[1453782],[1464583],[1530845],[1595064],[1659813],[1786891] ] cell #1121 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [200090],[201680],[236179],[236829],[253373],[259023],[294260],[301271],[301921],[305407],[313151],[313801],[319971],[352690],[368918],[370564],[373268],[382322],[389333],[389983],[408296],[408946],[412432],[426996],[442411],[445025],[447328],[447461],[450335],[468213],[469859],[489444],[491090],[493794],[500591],[509859],[510509],[524469],[527702],[530558],[552821],[557738],[557871],[576264],[578878],[581181],[581314],[584188],[588802],[591506],[602066],[603712],[618260],[624325],[639875],[645598],[648831],[648964],[671140],[674373],[677229],[685746],[688049],[688182],[691056],[699492],[704409],[704542],[712030],[719872],[740116],[743349],[749430],[771045],[776900],[778914],[782143],[782965],[792612],[797002],[804238],[807471],[807604],[821147],[821280],[850758],[852772],[856001],[860128],[880372],[883605],[883738],[886819],[889301],[891885],[895340],[895473],[905987],[918859],[920873],[938961],[952964],[964938],[967420],[970004],[973459],[973592],[998887],[1000901],[1004813],[1005767],[1006895],[1010483],[1038858],[1041442],[1045030],[1071094],[1075147],[1086449],[1087403],[1088531],[1092119],[1107523],[1121979],[1124563],[1128151],[1128701],[1128702],[1129877],[1132535],[1162565],[1166153],[1196535],[1197489],[1201140],[1213006],[1213007],[1214182],[1216840],[1230449],[1234502],[1247886],[1251474],[1256290],[1257424],[1289992],[1292650],[1321437],[1325822],[1325823],[1330200],[1342336],[1343470],[1358907],[1359861],[1363512],[1376554],[1379212],[1420182],[1424015],[1451847],[1456599],[1460014],[1461552],[1484955],[1489340],[1489341],[1506988],[1510821],[1582808],[1583217],[1585321],[1590631],[1602834],[1614605],[1619357],[1706051],[1712605],[1714057],[1724590],[1742923],[1794661],[1838578],[1840318],[1849736],[1910861],[1970938],[2028466],[2140367] ] cell #1122 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [177039],[178363],[208989],[210313],[213289],[213771],[225996],[239495],[246596],[247900],[248382],[263438],[267253],[281671],[282153],[291053],[294498],[304105],[304587],[305718],[307493],[316467],[324872],[325354],[340263],[341567],[342049],[346442],[357105],[361095],[366791],[368558],[369156],[370809],[372038],[373880],[382560],[392167],[392649],[395555],[411130],[411612],[412743],[414518],[431897],[432379],[439543],[443174],[445125],[445480],[447566],[460390],[461614],[466086],[468451],[470104],[471333],[487317],[489084],[489682],[491335],[492564],[494406],[499289],[512693],[513175],[516081],[524569],[527940],[530023],[532967],[545226],[548397],[549953],[553066],[553584],[555890],[557114],[557976],[573396],[577027],[578978],[579333],[581419],[589047],[590276],[599939],[602304],[603957],[605186],[611911],[617725],[621659],[631354],[637007],[640638],[645698],[649069],[653166],[654096],[666355],[671240],[674611],[676694],[679638],[688287],[696624],[699737],[700255],[700983],[702561],[703785],[704647],[712275],[713504],[718175],[733892],[740216],[743587],[748895],[752829],[768177],[771290],[771808],[772536],[776365],[780299],[782388],[789994],[795021],[801487],[804338],[807709],[809092],[811806],[812736],[821385],[836442],[838440],[850223],[854157],[856246],[858431],[877621],[880472],[883843],[885226],[887604],[889029],[895578],[903321],[913016],[915411],[915968],[918324],[922258],[936980],[950124],[953064],[965723],[967148],[973697],[995439],[995996],[998352],[1002286],[1007434],[1007991],[1014546],[1017170],[1032887],[1035348],[1035712],[1037161],[1071633],[1072190],[1074612],[1081782],[1089070],[1089627],[1096182],[1118469],[1118833],[1120282],[1129646],[1130931],[1131295],[1151994],[1160368],[1191901],[1197589],[1197953],[1200522],[1213951],[1215236],[1215600],[1241137],[1245689],[1256513],[1258484],[1273609],[1320896],[1326767],[1326883],[1342559],[1344530],[1362894],[1386349],[1436367],[1451857],[1456822],[1473155],[1490285],[1587537],[1619580],[1747652], [119910,641947],[121234,316927],[125736,323568],[144796,523323],[145278,718700],[157503,386009],[161721,393109],[163194,393780],[182865,430593],[186513,617007],[192012,626737],[192494,838965],[193423,628964],[195250,305047],[200931,459779],[201413,464454],[205893,467853],[206095,471900],[208227,657835],[230214,513635],[231687,514306],[234716,520276],[240424,525550],[242401,729240],[243761,731361],[245850,372605],[252775,546705],[258274,555279],[258756,559954],[259685,760134],[272752,785377],[273234,1017695],[274163,787604],[275990,412072],[280666,418713],[286633,601706],[286835,605753],[288967,816475],[292526,613524],[298740,619128],[300841,444869],[302745,841468],[305140,449544],[317396,646679],[319373,651474],[320733,871617],[334091,672221],[336068,898669],[337428,900790],[339517,493131],[342509,344805],[342978,910626],[345267,500902],[351941,701950],[352423,706625],[353352,929563],[356903,710024],[359237,940719],[363371,524313],[366063,721203],[368423,530345],[380174,741197],[386802,750298],[390807,989597],[405765,777768],[406623,779995],[407866,578722],[409770,1020198],[412165,583397],[414278,586796],[415085,417967],[415878,1030356],[417289,1032583],[418885,1034976],[424421,805319],[426398,810114],[427758,1050347],[433308,1060183],[439408,618047],[444503,624232],[457783,851626],[458641,853853],[462666,645442],[465358,861459],[479469,881453],[483897,670984],[485638,673151],[486589,890632],[488175,1149996],[488949,677016],[495634,496025],[496214,1153419],[497025,500324],[497929,1155022],[507328,919727],[508186,921954],[511333,1175868],[517441,1186026],[518852,1188253],[523947,719779],[541806,739960],[543547,742127],[544498,968751],[546084,963725],[549818,749217],[568193,999755],[569051,1001982],[573261,776687],[574655,575046],[575235,1275034],[577755,1277718],[578356,782872],[586066,1280897],[586220,586661],[596519,804082],[598260,806249],[599211,1040189],[600797,1310111],[610551,1315137],[636872,850545],[638266,638657],[638846,1083207],[641366,1085891],[645076,860035],[662935,880216],[664676,882383],[665627,1123310],[667213,1118284],[668389,1400486],[670618,889208],[672421,1404356],[672575,673016],[675994,1407657],[685035,1410830],[696489,918646],[697883,698274],[698463,1437792],[726339,952808],[737365,1205256],[739594,967327],[741397,1209126],[741551,741992],[744970,1212427],[755196,984571],[768042,998674],[769436,769827],[770016,1242562],[773452,1530656],[774009,1530884],[778203,1534709],[803716,1038765],[805519,1567874],[805673,806114],[832560,1067763],[836307,1074934],[847310,1334280],[847867,1334508],[852061,1338333],[866204,866595],[866784,1104683],[879850,1121886],[881653,1371498],[881807,882248],[885791,1659433],[886155,1660106],[920162,1697081],[948453,1193900],[949010,1194128],[952442,1201047],[963910,1464203],[964274,1464876],[975203,980689],[983841,1230988],[983995,984436],[1000190,1501851],[1004698,1786559],[1065442,1321344],[1070066,1322547],[1070430,1323220],[1086334,1594732],[1097756,1103012],[1097984,1103569],[1106812,1360325],[1191353,1451681],[1196420,1453450],[1223861,1229421],[1224534,1229785],[1320787,1582678],[1353342,1358792] ] cell #1123 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [841906],[861897],[875479],[957752],[978598],[990035],[993255],[1020636],[1034218],[1054209],[1075653],[1075833],[1079939],[1097197],[1097309],[1101415],[1108685],[1112311],[1144023],[1155460],[1158680],[1176306],[1179526],[1189888],[1193341],[1193453],[1194379],[1194559],[1196175],[1202265],[1224127],[1235188],[1239294],[1267480],[1267660],[1271766],[1279036],[1282662],[1300512],[1304138],[1318795],[1322813],[1323892],[1325036],[1333721],[1333833],[1336555],[1356751],[1356931],[1358547],[1364637],[1372644],[1389609],[1389789],[1391405],[1392525],[1397495],[1408556],[1412662],[1430418],[1434524],[1441794],[1455829],[1464469],[1466692],[1476415],[1476595],[1478211],[1479331],[1487410],[1488554],[1500073],[1520268],[1521412],[1522518],[1524134],[1530097],[1530209],[1532931],[1539021],[1553127],[1553307],[1554923],[1556043],[1561013],[1569020],[1597111],[1606830],[1607974],[1609080],[1610696],[1618587],[1629450],[1639173],[1639353],[1640969],[1642089],[1651059],[1652138],[1659699],[1661922],[1673441],[1682640],[1683784],[1684890],[1686506],[1695303],[1709400],[1720923],[1721103],[1731835],[1736380],[1737459],[1752681],[1757226],[1766945],[1768089],[1769195],[1770811],[1788938],[1799801],[1802523],[1805544],[1810414],[1811493],[1821277],[1832796],[1839234],[1840064],[1846989],[1854256],[1856782],[1874247],[1876773],[1887505],[1892050],[1893129],[1918106],[1921269],[1922651],[1943497],[1954360],[1957082],[1960697],[1961758],[1961953],[1970684],[1974523],[1977609],[1989621],[1993460],[1996546],[2003813],[2032986],[2035512],[2038279],[2066235],[2070780],[2077093],[2077667],[2077986],[2086002],[2086197],[2089719],[2103717],[2103912],[2107434],[2116482],[2140113],[2143952],[2147038],[2149626],[2173242],[2187224],[2194405],[2194724],[2210765],[2211084],[2222817],[2244642],[2244837],[2248359],[2275122],[2295542],[2310452],[2341076],[2341395],[2369488],[2429395], [318542,1375586],[363733,1457940],[425567,1289024],[437404,1584020],[448118,1599222],[461721,1616882],[463028,1620698],[484259,1388571],[521986,1712994],[531454,1723289],[542168,1475377],[547814,1744135],[548333,1744536],[557221,1755521],[558528,1759337],[571257,1519189],[581971,1791049],[595574,1040627],[596881,1293242],[625400,1848673],[627755,1850931],[631461,1854973],[634868,1605751],[643115,1868664],[652583,1878959],[653102,1879360],[661990,1123748],[663297,1379804],[668657,1388683],[678125,1909560],[688839,1670607],[694485,1419357],[695004,1164869],[703892,1941792],[705199,1945608],[724342,1966829],[730024,1971684],[732379,1727996],[733828,1975333],[735223,1212865],[735668,1471904],[737633,1475489],[756570,1998230],[758925,2000488],[766038,1506163],[766557,1250190],[784040,2027403],[786395,2029661],[790101,2033703],[793508,1797578],[801755,1289136],[811223,2057689],[811742,2058090],[820630,1315575],[821937,1576180],[833868,2082252],[835233,1588727],[837323,2085239],[837587,1593394],[842252,1599334],[845126,1341315],[864598,2108788],[870280,2113643],[872635,1883666],[877889,1375698],[893771,2136258],[899453,2141113],[901808,1914267],[903257,2144762],[904652,1408095],[905097,1667134],[907062,1670719],[909417,2150980],[913123,2155022],[925999,2167659],[928354,2169917],[935467,1701393],[935986,1445420],[946476,2188728],[946740,1715252],[951471,1458052],[953493,1721961],[954126,1462818],[957133,1725305],[971890,2207811],[981997,2215350],[983362,1748842],[990381,1759449],[1012598,2240892],[1013963,1780554],[1016053,2243879],[1016317,1785221],[1020982,1791161],[1023856,1537691],[1029019,2254568],[1031374,2042405],[1032823,2258217],[1043328,2267428],[1049010,2272283],[1051365,2062396],[1056619,1572074],[1058974,2282150],[1068019,1841064],[1068652,1586036],[1094234,2307308],[1095599,1863675],[1101035,2311956],[1101299,1870922],[1106030,1620810],[1111692,1880975],[1126449,2331039],[1132747,2335399],[1133011,1901523],[1137742,1653282],[1139107,2340152],[1139764,1908232],[1140397,1658048],[1143404,1911576],[1150877,2348648],[1155806,1924874],[1168268,2362021],[1169633,1935113],[1176652,1945720],[1184689,2375697],[1187044,2182661],[1217052,2396264],[1217316,1981551],[1222047,1738603],[1223412,2401017],[1227374,1990621],[1228007,1746151],[1232134,1994895],[1253589,2419930],[1254954,2013232],[1259846,2019794],[1260479,1777863],[1260673,2427203],[1262589,2425534],[1266505,2428171],[1282043,2039714],[1292862,2445809],[1293126,2049652],[1297857,1812637],[1299222,2278208],[1303519,2059705],[1315921,2073003],[1345892,2095928],[1346525,1860984],[1346719,2482251],[1348635,2480582],[1352551,2483219],[1379424,2497827],[1379688,2123510],[1384419,1894273],[1385784,2119568],[1387197,2503232],[1389469,2506379],[1422604,2160050],[1423237,1932422],[1423431,2365966],[1425347,2524829],[1427364,2164324],[1429263,2175768],[1444801,2179970],[1461764,2546915],[1462028,2193481],[1474003,2552345],[1476275,2555492],[1509410,2229026],[1510043,2010541],[1510237,2219295],[1512153,2570912],[1514170,2233300],[1516069,2006339],[1517093,2574407],[1519959,2577216],[1527155,2243246],[1550715,2271283],[1552987,2451486],[1588385,2611526],[1591933,2294318],[1592566,2084606],[1592760,2293350],[1603655,2617608],[1606521,2620417],[1613717,2309662],[1624522,2626104],[1636761,2112643],[1639033,2317633],[1646918,2636857],[1649677,2338686],[1679465,2365771],[1682331,2528690],[1712856,2382706],[1716823,2669082],[1718577,2192015],[1720783,2385853],[1732239,2674299],[1734998,2399551],[1748500,2679908],[1763770,2219100],[1766636,2408164],[1776428,2427008],[1806273,2451805],[1839039,2467382],[1842898,2718379],[1843903,2293155],[1846680,2470191],[1859549,2482056],[1872493,2727202],[1887909,2317952],[1900169,2506698],[1961016,2543190],[1965475,2386172],[1980197,2555811],[1992455,2766955] ] cell #1124 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [597387],[663803],[696799],[736174],[768352],[800730],[800829],[804539],[822443],[845991],[876864],[876963],[880673],[888272],[888371],[905603],[915287],[937781],[949367],[949466],[954063],[962945],[966391],[966490],[995315],[1007310],[1024721],[1055693],[1059403],[1066313],[1068589],[1071509],[1076230],[1082450],[1082549],[1088946],[1099961],[1103926],[1104025],[1135737],[1140334],[1149216],[1152662],[1152761],[1181586],[1192208],[1194956],[1202164],[1203806],[1206082],[1209002],[1220042],[1225668],[1226106],[1227944],[1230864],[1237840],[1241805],[1241904],[1260416],[1263336],[1268057],[1274277],[1274376],[1280773],[1295852],[1323791],[1332588],[1335336],[1339831],[1346462],[1349382],[1354580],[1357328],[1366178],[1366616],[1368454],[1371374],[1382414],[1390186],[1397394],[1399036],[1401312],[1404232],[1415272],[1423174],[1426094],[1433070],[1437035],[1437134],[1459555],[1465447],[1469753],[1476992],[1487309],[1492333],[1496106],[1498854],[1505187],[1509980],[1512900],[1520167],[1528964],[1531712],[1536207],[1542838],[1545758],[1553704],[1562554],[1562992],[1564830],[1567750],[1578790],[1589705],[1592503],[1593358],[1606729],[1622313],[1626894],[1628205],[1635029],[1639750],[1654785],[1660677],[1664983],[1672222],[1676717],[1682539],[1687563],[1691336],[1694084],[1700417],[1705210],[1708130],[1715216],[1719626],[1721500],[1740106],[1749820],[1754210],[1754786],[1766844],[1771868],[1781532],[1784330],[1785185],[1798556],[1802862],[1814140],[1818721],[1820032],[1826856],[1831577],[1845013],[1845589],[1846888],[1864653],[1867451],[1870886],[1878439],[1878640],[1895776],[1901487],[1905897],[1907771],[1918898],[1936091],[1940481],[1941057],[1953115],[1961274],[1966309],[1966510],[1981515],[1985925],[1987799],[1998134],[2014210],[2022016],[2023743],[2024319],[2025618],[2049616],[2057169],[2057370],[2077378],[2082156],[2098150],[2099877],[2100453],[2101752],[2123474],[2130703],[2135738],[2135939],[2162272],[2167563],[2186951],[2193445],[2202256],[2207291],[2207492],[2231248],[2236018],[2240796],[2291960],[2302434],[2307212],[2316673],[2333622],[2384932],[2394487],[2404582],[2469365],[2486495],[2559695], [448624,843989],[463534,863980],[472847,876430],[533768,959910],[550128,980756],[559034,992118],[560748,994120],[582477,1022719],[606700,1055160],[624301,1331508],[624474,1075973],[628184,1082149],[642090,1097333],[642189,1097449],[645899,1103625],[651690,1108622],[654897,1114469],[680439,1146181],[689345,908799],[705705,1178389],[707419,1180391],[715018,940124],[718843,1193477],[718942,1193593],[719848,1454648],[720021,1194699],[721419,1196112],[726921,1202399],[745858,1224261],[755644,1235328],[759354,1241504],[782941,1527884],[783114,1267800],[786824,1273976],[795822,1027778],[798165,800160],[810330,1300449],[813537,1306296],[824157,1061288],[828580,1322947],[829686,1324026],[830823,1325176],[839108,1333857],[839207,1333973],[841684,1336492],[860104,1617406],[860277,1357071],[861675,1358484],[867177,1364771],[874349,1633229],[889277,1649878],[889450,1389929],[890848,1391342],[896350,1397629],[906136,1150384],[909846,1152361],[911731,914289],[925073,1430558],[928783,1436734],[934574,1181759],[947223,1455963],[955863,1464603],[958106,1466832],[967396,1735199],[967569,1476735],[968967,1478148],[977815,1487544],[978952,1488694],[989813,1500010],[1008416,1520402],[1009553,1521552],[1010632,1262096],[1012030,1263509],[1017838,1530233],[1017937,1530349],[1020414,1532868],[1025916,1278357],[1026089,1026487],[1038834,1809233],[1039007,1553447],[1040405,1554860],[1045907,1561147],[1053079,1825056],[1080306,1597245],[1090052,1606964],[1091189,1608114],[1092268,1348142],[1093666,1349555],[1101782,1618721],[1112665,1629590],[1121955,1890869],[1122128,1639493],[1123526,1640906],[1133494,1651193],[1134600,1391846],[1134773,1135171],[1142134,1659833],[1144377,1662062],[1155238,1673378],[1164086,1682774],[1165223,1683924],[1166302,1424854],[1167700,1426267],[1176084,1695240],[1188758,1958139],[1201116,1968325],[1201289,1721243],[1212643,1731772],[1217799,1736514],[1218905,1478652],[1219078,1219476],[1239661,1757360],[1249407,1767079],[1250544,1768229],[1251623,1511660],[1253021,1513073],[1272133,1789072],[1283016,1799941],[1285493,1545931],[1288210,2046181],[1293609,1810548],[1294715,1555364],[1294888,1295286],[1304492,1821417],[1315353,1832733],[1321413,2077592],[1322480,1840924],[1330615,1847123],[1337872,1855305],[1341669,1856922],[1363661,1624029],[1375015,1635202],[1380171,1892184],[1381277,1641410],[1381450,1381848],[1407873,1918043],[1410369,2155354],[1413029,1922785],[1434891,1943631],[1445774,1954500],[1448251,1708303],[1451592,2186789],[1452813,1962591],[1453389,1962737],[1464136,1971544],[1467538,1975633],[1472271,1977743],[1485998,1743529],[1494133,1752002],[1494306,1494704],[1501390,1755853],[1534248,2034035],[1538045,2035652],[1539905,2258517],[1571391,1827029],[1576547,2070914],[1582596,2288761],[1583500,2078283],[1583701,2078729],[1594095,2086835],[1594671,2086981],[1597931,2090754],[1615571,1868334],[1616147,1868480],[1617214,1623729],[1630296,1879660],[1659366,2140973],[1662768,2145062],[1667501,2147172],[1669316,2354163],[1696620,1942124],[1712898,2187766],[1722769,2195021],[1722970,2195467],[1743615,1988151],[1743816,1988597],[1744836,1750805],[1758046,1999239],[1785922,2245475],[1786498,2245621],[1789758,2249394],[1822123,2058390],[1848577,2296084],[1868568,2102624],[1869673,1875370],[1909040,2341692],[1909241,2342138],[1944317,2168668],[2027307,2429937] ] cell #1125 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [7258],[11165],[14924],[17001],[18848],[22300],[25046],[25452],[27411],[27799],[32083],[32705],[34835],[36181],[39394],[40181],[40381],[42140],[44418],[45826],[48066],[50606],[51228],[51428],[54855],[55477],[56800],[57607],[58953],[60656],[62053],[64442],[66466],[68531],[69939],[71021],[71828],[74014],[75422],[77662],[78049],[80202],[80824],[81024],[82577],[82710],[86229],[87626],[90015],[90208],[91343],[92740],[95129],[95578],[95965],[98262],[99659],[102048],[104072],[106137],[107545],[108627],[110302],[110714],[112728],[114555],[114688],[116719],[118207],[119604],[120824],[120957],[124476],[125873],[126197],[128262],[129377],[129510],[133029],[134426],[136815],[137008],[138143],[139540],[141929],[142765],[144763],[147354],[149515],[149927],[150772],[151941],[152276],[153768],[153901],[157058],[157470],[159484],[161311],[161444],[163475],[163828],[164963],[166360],[167431],[167843],[171684],[171817],[173848],[175336],[176733],[177953],[178086],[181605],[183002],[185391],[186751],[189453],[190298],[191979],[193180],[194437],[194570],[194973],[195606],[196731],[197143],[200898],[203489],[205650],[206062],[206907],[208076],[209903],[210036],[213256],[218008],[218420],[219265],[220434],[220769],[222261],[222394],[224425],[225551],[225963],[229804],[229937],[231968],[233456],[234853],[236391],[240181],[240962],[242026],[242639],[243728],[244929],[245341],[245817],[246319],[247867],[253013],[255715],[256560],[258241],[259442],[260699],[260832],[261868],[262993],[263405],[271038],[272719],[273920],[275177],[275310],[275713],[276346],[277471],[277883],[278728],[280232],[281638],[286390],[286802],[287647],[288816],[290643],[290776],[292807],[296294],[298707],[299355],[300808],[300934],[301483],[304072],[305685],[311278],[313363],[317153],[317934],[319611],[320700],[321901],[322313],[323291],[324839],[333848],[334629],[335693],[336306],[337395],[338596],[339008],[339484],[339986],[341534],[342735],[344528],[345161],[350227],[351908],[353109],[354366],[354499],[355535],[356660],[357072],[357917],[363338],[363464],[366301],[366758],[367871],[368525],[379931],[380712],[384356],[386769],[387417],[388996],[389545],[392134],[399340],[403319],[405732],[406380],[407161],[407833],[407959],[408508],[411097],[412710],[414143],[415845],[417934],[418436],[424178],[424959],[426636],[427725],[428926],[429338],[430316],[431864],[433065],[435491],[438856],[439510],[440424],[442623],[444434],[455337],[457750],[458398],[459179],[462633],[462759],[466053],[479226],[480007],[483864],[483990],[485503],[486827],[487284],[487932],[488397],[489051],[495992],[496118],[504882],[507295],[507943],[509522],[510071],[512660],[517408],[519999],[523878],[541773],[541899],[543412],[544736],[545193],[545841],[549266],[549920],[565747],[568160],[568808],[570667],[572709],[573363],[574277],[575013],[575139],[576476],[577722],[578287],[596486],[596612],[598125],[599906],[608740],[623891],[634278],[636320],[636974],[637888],[638624],[638750],[640087],[641333],[645007],[662902],[663028],[664541],[666322],[668356],[670549],[674032],[695937],[696591],[698241],[698367],[722762],[726306],[726432],[737332],[739525],[743008],[755061],[767490],[768144],[769794],[769920],[773005],[803647],[807130],[832527],[835755],[836409],[846863],[863018],[866562],[866688],[879781],[883264],[943314],[948006],[952373],[980656],[1064884],[1065373],[1102565] ] cell #1126 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [78885,700133],[80857,356662],[81088,515959],[96801,771686],[99692,406382],[99794,576905],[104315,801280],[108456,431861],[119637,458400],[119739,640516],[126440,877414],[128904,668182],[129395,483992],[129753,888822],[131554,487281],[137037,915236],[139573,507945],[147597,949917],[153295,737158],[153786,541901],[154144,966941],[155945,545190],[163857,995264],[166393,568810],[166709,773277],[167739,573360],[167872,1007259],[177971,596614],[180130,599903],[189349,832353],[189482,1071458],[194813,1083000],[196009,847135],[197039,636971],[197172,1088895],[203732,1104476],[209921,663030],[212080,666319],[213182,670474],[222637,1153212],[225859,696588],[236420,1192761],[238906,948278],[240980,726434],[245370,1208951],[247793,739450],[255611,980482],[255744,1230813],[261075,1242355],[263301,768141],[275553,1274827],[277912,1280722],[281564,803572],[299663,836406],[301512,1333141],[313392,1355133],[315878,1102837],[322342,1371323],[324765,879706],[339037,1404181],[354742,1437585],[366684,952298],[389574,1496659],[408537,1529517],[429367,1567699],[436659,1065224],[442652,1590258],[510100,1691889],[576505,1782085],[640116,1865206], 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360,462630],[203374,862863,1359306],[206059,320697,322310],[208044,1115290,1631811],[218010,335695,336308],[218316,489048,668353],[218449,1142083,1659805],[219283,220435,220770],[220402,1147002,1664283],[222396,342737,344530],[229939,353111,354501],[238977,722447,948693],[242279,367796,368782],[243725,245338,245814],[252653,382186,549191],[255305,751467,1229756],[272645,578212,772999],[272716,407830,408505],[273922,275312,275715],[277880,415842,417931],[286799,427722,429335],[288784,1307117,1823638],[315949,862703,1103252],[335946,488322,489308],[337392,339005,339481] ] cell #1127 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [115727],[121996],[125941],[145020],[150947],[158490],[162483],[172856],[176801],[183070],[186759],[192236],[193636],[201155],[202555],[207082],[219440],[223433],[230976],[234921],[235978],[242647],[253021],[259898],[272976],[274376],[278903],[287822],[293271],[301070],[312950],[336314],[343191],[353565],[408095], [37041,213513],[39773,224409],[45894,245227],[46708,248124],[50917,163459],[52050,400296],[52407,267499],[55545,277769],[56049,280324],[56600,281895],[56868,179125],[59332,292791],[63872,304329],[63948,304432],[64626,452314],[64983,307739],[68983,205948],[70007,322199],[70416,208503],[70821,325096],[71089,211075],[72317,329645],[75490,338894],[76304,341791],[76380,341894],[77754,346688],[78033,226983],[80513,231952],[80892,356958],[81396,359513],[82427,524233],[83749,240479],[83816,525851],[84725,367015],[86912,371882],[86929,372284],[87694,246955],[88318,375728],[92808,387715],[93106,258498],[93354,258601],[94559,392391],[94635,392494],[95670,395801],[95949,264425],[99727,406678],[101478,411354],[101554,411457],[102572,414362],[102589,414764],[104440,419975],[104797,283295],[106589,286688],[107613,429224],[108022,289243],[108503,432224],[108695,291815],[110401,617994],[110600,439633],[111734,298964],[111982,299067],[113155,443420],[114405,444789],[115794,448773],[116703,306229],[119672,458696],[120674,645362],[122063,646980],[122972,466310],[123048,466413],[123325,319217],[123385,319619],[125159,471177],[125176,471579],[126565,475023],[126922,326496],[130549,334146],[131601,487644],[133712,492408],[133729,492810],[134494,340622],[135118,496254],[139608,508241],[139906,352165],[140154,352268],[141359,512917],[141435,513020],[142453,515925],[142749,358092],[145123,524665],[146360,365907],[146420,366309],[148125,528359],[149614,530292],[149813,368648],[152368,374469],[154940,380229],[155992,545553],[157157,749164],[157356,550043],[157689,750218],[159894,553428],[159911,553830],[160337,389132],[161161,555199],[162550,559183],[166428,569106],[168863,405989],[169111,406092],[170267,576871],[171534,578642],[172923,582626],[173832,413254],[180177,600266],[180454,426242],[180514,426644],[182288,605030],[182305,605432],[184051,433521],[185891,436400],[186192,614985],[186357,617578],[188295,442210],[190148,619048],[192339,445221],[198163,458007],[198411,458110],[199567,640482],[200624,642473],[201258,645794],[201645,861406],[201695,859482],[204260,649488],[205749,651421],[206281,871537],[212127,666682],[212982,668015],[214853,486433],[214913,486835],[218107,676963],[218306,489174],[220861,494995],[228387,700099],[228830,509658],[229654,701870],[231043,705854],[235278,716625],[235439,521254],[237363,719226],[240280,721150],[242245,529876],[246036,731281],[247593,736991],[249464,544342],[249524,544744],[252454,746155],[252619,748748],[258988,989544],[259038,987620],[265829,771652],[266631,570253],[269035,576063],[270888,777688],[273079,579074],[281364,801113],[286489,810061],[287021,1050267],[295560,828877],[297801,832186],[302455,839491],[305372,841415],[305422,1083912],[306871,633864],[309275,639674],[311128,851546],[312250,856881],[324565,877247],[329106,667925],[331030,888655],[333947,890579],[335912,676547],[339703,900710],[352655,1175815],[352705,1173891],[362038,944923],[364730,722348],[365773,949750],[370218,956160],[375189,736901],[377113,966774],[380030,968698],[385863,980315],[409480,1018221],[412397,1020145],[412447,1275739],[418153,1030276],[440883,832096],[446423,1078006],[450158,1082833],[464025,862604],[465068,1104309],[490744,1142431],[497639,1153045],[500556,1154969],[500606,1416635],[551293,980225],[560568,1242188],[580276,1269833],[584011,1274660],[707239,1437418], [12532,183694,608876],[12547,108427,432121],[17365,216618,675030],[17380,131525,487541],[19364,142470,516327],[22664,251229,744006],[22679,155916,545450],[25328,266932,773625],[25520,167729,573486],[26024,170284,577273],[28163,285000,808128],[28178,180101,600163],[32581,307172,847483],[32773,197029,637097],[33277,199584,640884],[36545,328201,884262],[36560,212051,666579],[36745,328945,886054],[37117,213616,671336],[40057,346121,915584],[40249,225849,696714],[40753,228404,700501],[43924,365031,948626],[46412,375028,964173],[46784,248227,740312],[51104,395234,995612],[51296,263291,768267],[51800,265846,772054],[52390,267097,776218],[52762,402585,1007607],[56304,419275,1035611],[56676,281998,804434],[61339,440722,1070329],[61711,442065,1071806],[62121,299653,836532],[64966,307337,850076],[65338,454603,1089243],[68037,464326,1103185],[70525,474323,1118732],[70897,325199,880568],[72657,482564,1131194],[77737,346286,918177],[84156,526797,1197852],[84801,367118,953160],[87284,536115,1209299],[88658,540473,1215499],[92026,551132,1229684],[92398,552475,1231161],[95653,395399,998205],[102944,588456,1281070],[110451,616109,1322186],[113138,443018,1074465],[116134,630211,1338232],[122403,647926,1360224],[125531,657244,1371671],[134084,682786,1404529],[135458,687144,1410729],[144489,521344,1191682],[149664,728342,1463842],[157207,747279,1485704],[162890,761381,1501750],[173263,788851,1534608],[182660,815884,1568047],[205799,868598,1626600],[218157,897771,1659072],[231383,930810,1696980],[240330,950829,1719332],[286539,1047328,1818427],[333997,1137100,1905603],[380080,1221405,1985631] ] cell #1128 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58938,290397],[73999,334383],[80850,356623],[90000,380466],[97925,403400],[99685,406343],[106122,424713],[108392,431690],[117870,455418],[119630,458361],[128247,479761],[129388,483953],[131490,487110],[137806,504963],[139566,507906],[153779,541862],[155881,545019],[164626,565828],[166386,568771],[167153,570287],[167276,572631],[177964,596575],[180066,599732],[190727,623972],[196453,633898],[196576,636242],[209914,662991],[212016,666148],[212539,667647],[225273,693515],[225396,695859],[239350,722382],[240973,726395],[247150,736623],[262715,765068],[262838,767412],[268318,775786],[280921,800745],[297358,831818],[298445,833223],[299200,835677],[308558,849644],[316322,862638],[324122,876879],[330587,888287],[360603,943162],[365330,949382],[373103,960506],[376670,966406],[385420,979947],[386507,981352],[415583,1028374],[437495,1066328],[449715,1082465],[464625,1103941],[472398,1115065],[493629,1146777],[497196,1152677],[531545,1203821],[547905,1225683],[560125,1241820],[583568,1274292],[606251,1306892],[652674,1366193],[678216,1399051],[706796,1437050],[724433,1459570],[811314,1562569],[893862,1654800],[971981,1740121], [16986,129131,331684],[18352,136800,344923],[21800,151604,543493],[22285,153522,377767],[25217,266413,569958],[25478,167394,403282],[27191,174999,414224],[27410,176759,418399],[27784,177707,422014],[29150,185376,435253],[32068,194191,456787],[32082,194448,638713],[32470,306653,633569],[32731,196694,455300],[35681,207739,664622],[36166,209657,477062],[37006,213082,483269],[38894,220097,485584],[39379,222015,341203],[39393,222272,496081],[40207,225514,504845],[40366,137905,349981],[40930,141914,355297],[41920,233119,515787],[42139,234879,519962],[42881,363159,948418],[43813,364512,722053],[44403,240716,529687],[45805,244774,741362],[45852,244892,543375],[46673,247693,541178],[49462,256989,755142],[50591,260453,567197],[50605,260710,769883],[51254,262956,565710],[51413,164725,399094],[51977,95114,261630],[53711,271467,575945],[54840,274931,404769],[54854,275188,575102],[55456,277316,586031],[55503,277434,414106],[56508,181268,426104],[56565,281464,595891],[56826,178049,424141],[56847,104984,284928],[57606,183028,430279],[58453,288479,598206],[58952,290654,608703],[60178,439171,831959],[60319,296375,620549],[62079,299318,623854],[62905,300629,847275],[63837,303898,638029],[64427,195368,458933],[66287,311707,639556],[66994,462454,1102977],[67378,122607,204188],[67926,463807,862309],[68516,317688,650816],[68530,317945,866651],[69918,321746,881618],[69965,321864,664504],[70376,125920,208690],[70729,124139,319079],[70786,324665,662307],[71047,209999,479189],[71068,127109,328129],[71827,125899,323254],[72861,216546,484796],[74013,334640,673995],[75401,338441,672386],[75448,338559,485466],[76269,341360,495397],[77424,229558,352126],[77661,229815,509485],[79058,350656,699173],[80187,354120,506332],[80201,354377,698330],[80803,356505,709259],[81009,233218,357671],[82331,144981,238017],[82588,363427,722725],[84360,148053,364270],[84690,366584,725711],[85751,368186,736764],[85892,242107,539350],[87652,246282,545804],[87673,152555,381141],[88862,251157,542705],[90014,380723,742971],[90865,549581,980088],[91006,384437,751719],[91105,159246,256314],[91238,550529,1230953],[92719,387262,983806],[92766,387380,755024],[93592,388691,995404],[93976,162143,163094],[94524,391960,769199],[95340,161065,258459],[95577,161322,388959],[96974,399769,770726],[98024,270792,405950],[98261,271049,574240],[99638,406225,779230],[100511,407654,773417],[101443,410923,574418],[102033,276108,406915],[103893,176780,280511],[104026,286235,600941],[104035,286353,426599],[106136,424970,807093],[107524,428771,805484],[107571,428889,598088],[107982,183049,289430],[108653,290739,433028],[108674,184238,291475],[110024,436434,826765],[110147,438778,831539],[110265,186714,296257],[112490,190052,298925],[112727,190309,440387],[112958,440119,1071598],[114309,191648,192197],[114566,300897,634241],[115387,116338,116611],[117969,311032,457968],[118206,311289,637851],[119583,458243,853088],[120336,459898,1097721],[120578,201116,314989],[120835,462722,862981],[120920,203452,317116],[121112,646307,1104082],[121142,644571,1356237],[122937,465879,865967],[123998,467481,877020],[124238,206661,207838],[124371,655298,1371463],[126151,205495,467088],[126160,205613,319574],[128261,480018,883227],[128889,481129,886266],[129464,333693,671456],[129473,333811,486790],[132551,488712,667788],[132692,335774,481441],[134452,339949,487895],[134473,221048,335058],[135662,223093,224317],[136953,351734,509655],[139519,507788,921189],[140392,509217,915376],[140776,230636,231587],[141324,512486,697646],[143774,234900,359700],[144046,520976,942811],[144589,235975,362743],[145704,523442,1193865],[147308,240026,524785],[147317,240144,366264],[147912,525178,949523],[149360,367793,736344],[149478,241989,242602],[150526,151703,152038],[152171,534169,1209091],[153280,539038,964385],[153855,379776,740432],[153864,379894,544699],[156780,546844,974894],[156903,549188,979668],[157021,252976,384319],[161407,259405,260795],[161599,759762,1241961],[161629,758026,1497763],[163773,258067,389129],[166339,568653,1001217],[166818,400713,773343],[167788,405558,576060],[170087,573972,1007399],[171438,272388,272937],[171695,407922,570630],[172516,173467,173740],[175098,278482,279994],[177465,593751,1035823],[181127,601334,800886],[181367,287401,288578],[181500,813938,1567839],[185673,293268,436105],[185997,293688,614703],[187578,617146,1067454],[189334,620237,1070541],[189398,298533,442207],[191805,300213,301067],[192920,626856,1334245],[193143,194533,194936],[195128,628592,1082606],[195158,844698,1600852],[196118,452731,847201],[197088,457576,639671],[199387,637583,1089035],[200181,642105,1097370],[200724,312947,462038],[209415,660167,1118944],[212558,481029,667922],[214197,670113,1131406],[216405,671849,888428],[217853,488319,667368],[217971,335656,336269],[219019,220196,220531],[220664,680840,1404321],[222357,342698,344491],[229900,353072,354462],[230092,929191,1437191],[230122,927455,1692993],[235556,360503,521251],[236920,718858,1193514],[239015,526268,948344],[239921,723443,1198064],[243466,729379,1204947],[247169,538938,736898],[248808,739089,1215711],[251016,740825,966547],[255596,751407,1229896],[272545,407238,408092],[273660,785496,1530621],[273883,275273,275676],[275868,787232,1274433],[275898,1023428,1792679],[280127,796223,1280862],[297377,620137,832093],[302012,839123,1333894],[305013,843708,1338444],[315987,647397,1102903],[316893,863699,1360436],[337133,898808,1400177],[342475,908518,1410941],[344683,910254,1152818],[344713,1158252,1926392],[385439,751307,980222],[393075,991837,1501962],[409037,1017853,1530270],[412038,1022438,1534820],[513601,1178108,1697192] ] cell #1129 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41771,232896],[41852,356529],[53433,271244],[53643,406249],[58747,290365],[66009,311484],[66219,458267],[72173,481268],[72535,331749],[73638,334351],[78780,350433],[78990,507812],[88174,539177],[88536,377832],[89639,380434],[96696,399546],[96906,568677],[97154,569972],[97853,403368],[104296,593890],[104658,422079],[105761,424681],[112319,620376],[117099,633583],[117798,455386],[126421,660306],[126783,477127],[127886,479729],[129035,483283],[129734,670252],[137035,693200],[137734,504931],[146879,722067],[147578,723582],[148343,529752],[153426,541192],[154125,739228],[159075,751546],[163855,764753],[164554,565796],[167870,775471],[177611,595905],[189480,832908],[190655,623940],[194794,843847],[197170,849329],[203014,862323],[203713,863838],[209561,662321],[222618,908657],[236418,944302],[240620,725725],[245368,960191],[255742,981037],[261056,991976],[275534,1022577],[277910,1028059],[293894,826779],[301510,1077385],[313390,1098861],[322340,1114750],[339035,1146462],[354723,1178247],[389572,1236740],[408535,1269212],[429365,1306577],[442650,1328814],[510098,1431970],[576503,1525190],[640114,1611752], [7374,136439,344891],[9102,151532,543461],[11769,174927,414192],[11861,103615,280315],[12660,185015,435221],[14300,194095,638043],[16262,207667,664590],[17951,220025,485552],[18124,135336,341268],[18157,221919,495411],[18965,232146,355265],[19452,233047,515755],[19544,143496,359504],[21136,242585,736778],[21732,244798,741350],[23815,256917,755110],[24422,260357,769213],[25163,163653,261598],[25983,173141,404834],[26180,271395,575913],[26787,274835,574432],[27042,174776,414056],[27123,277340,586019],[27699,286157,426072],[28287,183161,289234],[28749,288407,598174],[28922,183912,431598],[28955,290301,608033],[30200,186697,831973],[31203,301433,847263],[33236,116012,456852],[33433,311635,639524],[34762,317592,865981],[35017,319557,877034],[35613,321770,881606],[36081,205417,319047],[36669,126032,208494],[37341,332430,484764],[37699,219874,485416],[37847,216836,486307],[37975,334287,673325],[38230,336252,667802],[38826,338465,672374],[39188,221983,495881],[39927,351071,508815],[40098,229355,351642],[40712,231261,506397],[40909,350584,699141],[41516,354024,697660],[43449,236341,948406],[43698,366247,949537],[44148,238763,364238],[44650,152856,736611],[47008,378513,542673],[47366,151381,543325],[47514,251447,544216],[47642,380370,742301],[48019,381956,974908],[48723,252959,980102],[49394,387286,983794],[49726,389495,995392],[50974,257404,388289],[51145,160862,257975],[51759,162768,567262],[51956,399697,770694],[52268,400919,773500],[52632,403552,573570],[52803,269560,404123],[52972,97702,403232],[53268,274899,574902],[53975,408458,773405],[56249,425419,426287],[56312,285781,286547],[57258,288256,598038],[57406,285218,598929],[57534,424617,806423],[57789,426582,800900],[58385,428795,805472],[60609,438607,1067468],[60774,188910,831806],[61181,442573,1071586],[61581,296527,439717],[61752,188820,297098],[63722,450632,1082620],[64844,452937,847358],[65208,455570,637181],[65379,309800,456141],[65548,117647,455250],[65844,194159,638513],[66690,460037,1097709],[67562,313313,1102965],[67811,314098,1104096],[68638,204478,650881],[70470,318394,319262],[70533,205041,205807],[71479,207516,664454],[71627,328419,665345],[71755,479665,882557],[72022,480876,667730],[72602,484111,486478],[72665,332054,334005],[73045,129099,483753],[73294,486773,888442],[74246,128465,667635],[77110,224526,345114],[77392,351204,352094],[77615,502482,915459],[78150,138096,348749],[78319,137583,504795],[78615,354088,698130],[79322,510021,915364],[81953,360350,521059],[82934,523581,1193853],[84034,526474,948501],[84101,363585,365952],[84164,238387,240338],[86182,532657,1204961],[86754,536623,1209079],[87325,152284,244708],[88023,538785,736706],[88603,542020,544387],[88666,378137,380088],[89046,153490,541662],[89295,544682,966561],[90235,546529,1224091],[91296,383419,1226823],[91351,92439,255082],[91461,255172,979935],[91868,383342,1230941],[92899,256766,754974],[94409,390280,1241975],[95236,163576,261821],[95308,257537,258427],[95531,563347,995487],[96066,164916,397862],[96235,164403,565660],[96531,260421,769683],[97218,570010,570363],[97992,403685,405918],[98215,572460,1007482],[98380,167300,572619],[98787,576426,1007387],[101328,584485,1274447],[102985,280240,416825],[104788,105417,422384],[105168,177675,596375],[109233,292908,435444],[109840,436157,436510],[110459,187247,296207],[110741,616831,1322777],[112168,619984,831901],[112458,296660,298893],[112681,621349,1071681],[113502,190504,623804],[114912,626995,1334233],[116142,194931,303479],[116820,195559,452123],[117163,633621,633974],[117937,455703,457936],[118160,636071,1089118],[118325,196600,636230],[118732,640037,1089023],[120375,315054,860941],[120915,122411,315359],[122281,647603,1103060],[123166,317656,866451],[124429,469310,1367333],[124484,125572,321680],[125001,469233,1371451],[126913,127542,477432],[127293,209625,662791],[132982,679328,1400191],[133554,683294,1404309],[134125,220777,338375],[135466,344486,498663],[136095,691353,1152832],[137873,138668,505248],[138261,225420,695847],[141209,510806,1437205],[142036,232069,355488],[142866,233409,518388],[143957,360161,520964],[144949,236933,363227],[145743,238082,720685],[146943,722105,722458],[148580,240684,726195],[149672,241939,243135],[149954,729064,1464433],[151671,245756,371318],[151894,733582,1209174],[152229,536700,1470470],[152359,152715,537958],[156449,157215,384269],[156825,384405,978487],[157409,159214,384722],[158924,751154,980030],[159437,752519,1231036],[161402,162898,391541],[164693,165488,566113],[165081,262862,767400],[172041,785635,1530609],[173271,275671,410504],[173949,276299,585976],[175066,417873,589556],[175289,794711,1280945],[175861,798677,1280850],[181558,603163,1563709],[181613,182701,428705],[182130,603086,1567827],[184042,184671,611285],[186402,294902,438766],[187623,296343,830358],[190847,299224,835665],[191713,192959,625138],[192165,300697,302025],[195336,195796,632728],[200061,462052,1100324],[200194,201084,462522],[203078,862361,862714],[206001,207806,470613],[208029,873838,1371546],[218165,335606,336802],[218447,898493,1659663],[220164,339423,491844],[220387,903011,1404404],[220722,683371,1665700],[220852,221208,684629],[229895,231391,512067],[233186,233981,712784],[235905,360742,943150],[236800,362757,945765],[242075,243511,727593],[242290,367781,369560],[251796,252664,549176],[272453,273699,783778],[272905,407722,409050],[276076,276536,791368],[280185,798754,1803579],[286741,288546,604466],[288769,1052568,1567922],[293375,436119,1064736],[300227,301892,836612],[335742,337178,897022],[335957,488307,490086],[407252,408917,1015342] ] cell #1130 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [193991],[202910],[208652],[236480],[244334],[254708],[260253],[274731],[280473],[289392],[294544],[301572],[303379],[313452],[315259],[321306],[338001],[343546],[353920],[359662],[360944],[369202],[382606],[391441],[408597],[410404],[416451],[428331],[435952],[445329],[460239],[489728],[498563],[511967],[579182], [72375,330147],[77079,344954],[87078,372467],[88376,376230],[95205,261661],[97129,569805],[97639,401569],[102738,414947],[103610,418446],[104498,420477],[104946,283650],[109202,435284],[115852,449275],[116007,449411],[117074,633416],[117584,453587],[123740,319802],[125325,471762],[126027,323301],[126623,475525],[127071,326851],[129010,481470],[133878,492993],[135176,496756],[135331,496892],[137520,503132],[137936,348375],[142005,355328],[142619,516510],[143491,520009],[144933,720092],[146775,366492],[146854,721900],[148183,528861],[151302,534629],[151318,535099],[152517,374824],[153401,539379],[160060,554013],[160488,389634],[160857,389770],[162608,559685],[162763,559821],[164340,563997],[164756,397488],[170433,577456],[172981,583128],[173136,583264],[174697,586970],[174713,587440],[177586,594092],[178096,422284],[180869,426827],[182454,605615],[183156,430326],[183907,609514],[184200,433876],[186672,829763],[186942,618524],[188446,442712],[188815,442848],[190441,622929],[192149,624545],[194070,629117],[195399,451749],[199733,641067],[201068,860348],[202989,862156],[204318,649990],[204473,650126],[204874,468027],[204941,468497],[207437,655758],[207453,656228],[209536,660508],[210046,477332],[215268,487018],[216831,675668],[219795,681300],[219811,681770],[221010,495350],[221894,686050],[228553,700684],[228981,510160],[229350,510296],[231101,706356],[231256,706492],[232817,710198],[233249,518014],[236616,720585],[238220,527516],[238287,527986],[240595,724774],[242560,726998],[242830,530822],[246329,537858],[249879,544927],[251442,744644],[252934,977892],[253204,749694],[253640,979023],[256687,753629],[256703,754099],[257353,555739],[258411,755715],[260332,760287],[265995,772237],[269186,576565],[269555,576701],[271165,781099],[272889,783185],[274810,787757],[276139,585602],[285213,808766],[285614,601880],[285681,602350],[288177,814398],[288193,814868],[290786,611185],[293509,614932],[293869,826610],[294074,829345],[296476,621508],[298877,830894],[301708,625038],[309426,640176],[309795,640312],[311405,854957],[312808,857250],[313588,860841],[314073,1101859],[314146,1099851],[317567,865030],[319532,867254],[320238,1112736],[328414,884900],[329503,886423],[331887,674187],[331954,674657],[336227,896427],[336497,677493],[339996,684529],[350354,923058],[351020,702410],[352078,925144],[353999,929716],[360123,942664],[360299,716899],[362596,945292],[366222,947300],[368732,726580],[373535,958177],[375586,964542],[377970,743163],[378037,743633],[381931,974739],[382136,977474],[390255,1239738],[390328,1237730],[399467,1003086],[400534,773572],[403501,780148],[405902,1009624],[408733,783678],[419833,1035980],[426557,1045984],[427263,1304563],[438582,1067299],[441280,1070698],[446981,1078375],[450607,1080383],[450680,1339721],[452552,847430],[455519,854006],[457920,1091260],[459418,1097223],[474881,1119101],[480825,886328],[483122,1131563],[486748,1133571],[489258,896009],[494061,1144448],[510781,1434968],[510854,1432960],[522962,1193367],[526089,948573],[527355,1198221],[532632,1204792],[538734,964447],[541031,1215868],[544657,1217876],[551690,1230053],[580834,1270202],[584460,1272210],[584533,1536097],[591773,1283087],[619933,1070603],[626376,1333747],[630769,1338601],[647218,1103132],[648484,1360593],[679303,1400022],[687702,1411098],[691328,1413106],[691401,1676607],[751103,1229958],[761939,1502119],[785016,1530123],[789409,1534977],[931368,1697349], [28891,183752,609378],[28950,290276,819148],[37816,216676,675532],[37970,334262,894203],[41766,232833,710668],[47483,251287,744508],[47637,380345,972322],[52263,400894,1005340],[52556,267682,777164],[53428,271181,781569],[57375,285058,808630],[57529,424592,1043760],[64839,452912,1086976],[65132,307922,851022],[66004,311421,855427],[71596,328259,884764],[71750,479640,1126881],[71943,480649,1128935],[72530,330283,890014],[77610,502457,1161010],[77903,346871,919123],[78775,350370,923528],[84029,526449,1197062],[87944,538558,1213240],[88531,376366,968133],[95526,563322,1246331],[95819,395984,999151],[96691,399483,1003556],[97623,401099,1008075],[98210,572435,1259126],[104066,593271,1289050],[104653,420613,1039571],[112089,619757,1326056],[112676,621324,1327525],[113304,443603,1075411],[117568,453117,1089711],[118155,636046,1345172],[122276,647578,1359434],[126191,659687,1375612],[126778,475661,1122692],[129504,669633,1388597],[137504,502662,1163745],[147348,722963,1457966],[148338,528997,1201853],[151889,733557,1469181],[153895,738609,1475403],[158845,750927,1489574],[159432,752494,1491043],[164324,563527,1249066],[175284,794686,1541548],[186745,827769,1584046],[190425,622459,1330274],[194564,843228,1599248],[203483,863219,1620724],[208024,873813,1631939],[220382,902986,1664411],[222388,908038,1670633],[235836,716994,1452138],[242633,955052,1723315],[253007,975898,1744161],[260826,991357,1759363],[275304,1021958,1791075],[288764,1052543,1823766],[319605,1109611,1878985],[336300,1141323,1909586],[354493,1177628,1945634],[366295,1199341,1966855],[426630,1301438,2057715],[486821,1394571,2136284],[544730,1481377,2207837] ] cell #1131 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80622,356744],[80766,515964],[99239,406464],[99601,576910],[108151,431960],[119184,458482],[119546,640521],[128799,668187],[129316,484029],[130976,487380],[139120,508027],[139482,700138],[153190,737163],[153707,541938],[155367,545289],[165940,568892],[166302,771691],[166698,773282],[167634,573409],[177375,801285],[177892,596651],[179552,600002],[189244,832358],[195998,847140],[196934,637020],[209325,877419],[209842,663067],[211502,666418],[213171,670479],[214107,888827],[224818,915241],[225754,696637],[238895,948283],[239831,949922],[240901,726471],[247782,739455],[248718,966946],[255506,980487],[262260,995269],[263196,768190],[267863,1007264],[281553,803577],[297990,1071463],[299558,836455],[304923,1083005],[308103,1088900],[315867,1102842],[316803,1104481],[324754,879711],[342385,1153217],[361438,1192766],[366673,952303],[372648,1208956],[386052,1230818],[392985,1242360],[411948,1274832],[415128,1280727],[436648,1065229],[445823,1333146],[460733,1355138],[471943,1371328],[493174,1404186],[513511,1437590],[556233,1496664],[579676,1529522],[605796,1567704],[622002,1590263],[702904,1691894],[780642,1782090],[854500,1865211], [18381,223860,501336],[21811,245132,742140],[24615,261200,261963],[27202,277674,586809],[27447,176313,418828],[29179,292242,434823],[32006,303987,852111],[35080,318963,319122],[35692,322104,882396],[35890,208170,208780],[38905,338799,673164],[39260,222200,496157],[39317,341449,685085],[41709,354867,355630],[41931,356863,515671],[42176,234433,359180],[43761,364154,364313],[44765,369123,964324],[45768,371921,969298],[49473,387620,984584],[49585,388283,388305],[49798,257907,258027],[50529,392049,1000240],[53340,275116,575178],[53722,406583,575829],[54778,411012,778253],[55275,277555,586592],[55419,414401,791906],[57852,425988,426147],[58464,429129,806262],[58662,288910,289520],[58819,290582,431530],[58876,431779,608027],[60889,294465,1070480],[61040,439711,439733],[61253,297030,297150],[62525,445739,1086752],[65916,194376,638789],[66298,458601,639440],[68454,465968,1106862],[68665,319256,467061],[68739,205734,318641],[68878,468418,1118883],[69881,471216,1123857],[73357,484680,484839],[73442,338680,672947],[73710,334568,486239],[73937,487199,673319],[74361,489649,886205],[75364,492447,891179],[76028,341630,685597],[78687,354305,698406],[79069,508146,699057],[79181,508809,508831],[79394,351574,351694],[80125,512575,920212],[81880,521053,521075],[83261,361354,1196838],[83431,365946,524758],[83505,240265,363832],[83644,527907,1198003],[85156,247055,964149],[86826,246225,371808],[89358,542589,542748],[89443,245013,741923],[89711,380651,544148],[89938,545108,742295],[90516,547058,1224584],[91576,382527,1229835],[91940,157878,385212],[92682,553467,1233796],[93029,258337,388454],[93212,556149,1246107],[96603,260638,769959],[96985,569011,770610],[97435,570501,773494],[98495,167515,573192],[98646,573564,573586],[98859,404055,404175],[98965,411193,778765],[100131,579592,1005116],[105565,429010,806045],[105833,424898,598861],[106060,599821,806417],[106271,426281,600914],[106345,286474,425666],[106484,602271,1035762],[107487,605069,1040736],[109750,436504,614676],[110386,295149,439339],[111022,617360,1323270],[111252,297263,1070305],[111657,298803,439882],[111840,621918,1327301],[115483,305126,448217],[115622,631321,1338383],[117380,634112,847352],[118440,196815,636803],[118591,637175,637197],[118804,456073,456193],[118910,304168,852623],[120246,642645,1354030],[121508,460649,1359210],[121752,201399,463127],[121891,461581,1360375],[123238,317873,866727],[125073,206470,471103],[127690,321985,882179],[127958,479946,665277],[128185,666237,882551],[128680,667724,667746],[130061,213352,670991],[130231,486472,671429],[130305,333932,484358],[130444,674578,1131345],[131956,212444,886030],[133626,339892,492334],[136511,345423,501177],[137316,693729,915453],[138376,225635,696420],[138740,226271,505738],[138846,512756,920724],[139829,352004,508980],[140012,702820,1160786],[143951,520875,716601],[144859,362060,524320],[145614,719398,1454138],[147160,722596,948495],[149599,368354,369807],[150235,729593,1464926],[150870,373179,533932],[151053,734151,1468957],[153071,736700,736722],[154452,247963,739967],[154622,544381,740405],[154696,380015,542267],[154835,743554,1215650],[156325,745812,1484214],[157142,252043,549749],[157778,548740,1486788],[158008,385325,1229660],[158413,253284,550292],[158596,548656,1490819],[160188,387501,984367],[162239,258742,558627],[162378,557081,1501901],[163350,163725,394055],[164136,765282,995481],[165196,263077,767973],[165560,263713,566603],[165666,392230,1000752],[166879,570357,773316],[168151,776000,1007476],[168381,267136,776194],[168786,405828,573735],[168969,780558,1258902],[172612,412151,582070],[172751,789961,1534759],[175933,418342,590046],[178637,281734,804089],[178881,179020,596980],[182202,287210,604956],[185087,292682,613799],[186396,437821,617554],[187123,828534,1584580],[189125,831895,831917],[189761,833437,1071675],[190962,299439,836238],[192075,444876,446445],[192830,839663,1595420],[195868,305993,633218],[196179,633968,847174],[197451,849858,1089112],[197681,307376,850052],[198086,457846,637346],[198269,854416,1344948],[200684,462798,1101398],[200994,312272,645449],[203295,862852,1103054],[204620,466149,1107374],[206370,653509,1627684],[207005,319882,655061],[207188,653425,1631715],[210587,324935,880223],[210831,210970,663396],[218092,488880,490333],[218728,899022,1660156],[219363,493705,680603],[219546,903580,1664187],[223189,500310,688938],[223328,912983,1410880],[226501,346325,918153],[226906,227089,696963],[230732,352409,705298],[230871,703752,1697131],[231843,232218,514581],[234053,357380,713274],[237423,363503,946839],[239076,722452,948317],[241243,366854,952815],[242284,529852,531871],[243011,955817,1723849],[245649,960720,1209168],[246125,734235,1729532],[246711,246850,735767],[252524,549966,1228180],[252658,381170,748724],[255387,980024,980046],[256023,981566,1231030],[263943,395438,998181],[264348,264531,768516],[272815,578729,580298],[273570,1018393,1787247],[276608,413018,791858],[278191,1028588,1280939],[278826,591417,795986],[279009,1033146,1541324],[287110,812149,1819511],[287745,426907,813701],[287928,812065,1823542],[291571,291710,822036],[295630,439556,1068825],[299829,443057,1074441],[300973,302515,837686],[306152,306335,846155],[312123,644937,1356590],[316048,862708,1102876],[322621,1115279,1371540],[335951,676523,678542],[336678,1142088,1910120],[339316,1146991,1404398],[339792,903664,1915803],[340378,340517,905196],[358015,358198,937945],[360854,521516,1191658],[361911,523808,1194218],[368571,370288,954299],[407998,409540,1016416],[413177,413360,1024885],[418242,1033230,2043941],[429646,1307106,1567916],[436063,614642,1320696],[444364,446296,1075492],[489097,490814,1140570],[578217,580149,1267319] ] cell #1132 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [23313],[33986],[35375],[46181],[47887],[48361],[50065],[58147],[60477],[64200],[66517],[68801],[69275],[75777],[79661],[82761],[83567],[85378],[86050],[87350],[90262],[93115],[101806],[103811],[106407],[106881],[110768],[111474],[111743],[113943],[114739],[115545],[121814],[130367],[132178],[132850],[134150],[136573],[139915],[146133],[148777],[149981],[150687],[150956],[154758],[158230],[158499],[162301],[168603],[168872],[171072],[171868],[172674],[174485],[176457],[178943],[187750],[197903],[198172],[202268],[206822],[207091],[210893],[214626],[215629],[217270],[218474],[219180],[219449],[221649],[223251],[226723],[226992],[230794],[246773],[249237],[250240],[254012],[256475],[264165],[264434],[268490],[269950],[276733],[278643],[278912],[283008],[284011],[287562],[287831],[291633],[300051],[301035],[306238],[308730],[310190],[326209],[327212],[332557],[340440],[343907],[347679],[349139],[350142],[357832],[358101],[363565],[367575],[368038],[368657],[378640],[388113],[396792],[398252],[399255],[401485],[407076],[408060],[413263],[422887],[434237],[439023],[439642],[443779],[444378],[444533],[453503],[459094],[462860],[466870],[477935],[484091],[488564],[489183],[503048],[508639],[521595],[523822],[523977],[529837],[542000],[549433],[550052],[554189],[563913],[569504],[572876],[578231],[578386],[595429],[596713],[614656],[617539],[622845],[636487],[642724],[644951],[645106],[661845],[663129],[670648],[676508],[696104],[716586],[719477],[726533],[735078],[739624],[745826],[748709],[767657],[803746],[820485],[828548],[835922],[839742],[856842],[879880],[904507],[943481],[944884],[952472],[955831],[1018472],[1065472],[1077967],[1142102],[1190983],[1269794] ] cell #1133 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [48552],[67143],[69466],[87541],[90323],[91030],[93741],[107072],[110829],[116376],[120010],[123456],[124163],[134341],[140541],[145378],[146491],[149116],[150042],[151963],[156359],[160497],[173505],[176648],[180585],[181292],[187157],[188089],[188455],[191534],[192594],[193707],[202626],[214984],[217609],[218535],[220456],[224082],[228990],[237903],[241512],[243045],[243977],[244343],[249595],[254351],[254717],[259969],[268829],[269195],[272274],[273334],[274447],[277072],[279919],[283366],[295780],[309069],[309435],[314875],[320949],[321315],[326567],[331570],[332896],[335179],[336712],[337644],[338010],[341089],[343262],[348018],[348384],[353636],[374540],[377653],[378979],[383842],[387018],[397131],[397497],[402805],[404655],[413629],[416094],[416460],[421900],[423226],[427974],[428340],[433592],[444118],[445292],[451758],[454823],[456673],[476948],[478274],[484989],[495066],[499505],[504368],[506218],[507544],[517657],[518023],[524736],[529573],[530121],[530831],[542898],[554528],[565233],[567083],[568409],[571134],[577971],[579145],[585611],[597611],[612127],[617823],[618533],[623377],[624121],[624278],[634745],[641582],[645865],[650702],[664027],[671407],[676792],[677502],[694362],[701199],[717264],[719668],[719825],[726545],[740383],[748993],[749703],[754547],[765915],[772752],[776463],[782761],[782918],[802997],[804505],[826281],[829310],[835110],[850321],[857520],[859924],[860081],[879131],[880639],[889254],[895974],[918422],[942629],[945562],[953231],[962393],[967373],[974410],[977439],[998450],[1038811],[1057861],[1066970],[1074710],[1078645],[1097188],[1121932],[1148664],[1191999],[1193332],[1201093],[1204463],[1270472],[1321390],[1333712],[1399693],[1451535],[1530088] ] cell #1134 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [67304],[91047],[93902],[116537],[119975],[120027],[120889],[124180],[140702],[145343],[145395],[151980],[156423],[160514],[161376],[173666],[181309],[187221],[188472],[191551],[192559],[192611],[194905],[205015],[220473],[224243],[229007],[229869],[237920],[238361],[241913],[243109],[244360],[254734],[269212],[272291],[273299],[273351],[275645],[279936],[285755],[296181],[300429],[303012],[303453],[309452],[314892],[315333],[321332],[331587],[332028],[335580],[336776],[338027],[341106],[344460],[348401],[362959],[377670],[378111],[384243],[391074],[391515],[397514],[403206],[404672],[407454],[410037],[410478],[414030],[416477],[421917],[422358],[428357],[451775],[455224],[456690],[462254],[465625],[476965],[477406],[483485],[485390],[495613],[498196],[498637],[504769],[506235],[511600],[512041],[518040],[529590],[530848],[537932],[541394],[543299],[565634],[567100],[574634],[585628],[590543],[596107],[598012],[599478],[610818],[611259],[618550],[623778],[624203],[625112],[638245],[650719],[662523],[664428],[665894],[670963],[676261],[677519],[684603],[697862],[713771],[719750],[720659],[725927],[726605],[726608],[739939],[745237],[749720],[754948],[769415],[777190],[782843],[783752],[804061],[809359],[827053],[829370],[829373],[836571],[851048],[860006],[860915],[866183],[880195],[885493],[889179],[896034],[896037],[919149],[919706],[942689],[945724],[952787],[967298],[975182],[977499],[977502],[999177],[999734],[1008103],[1015301],[1038736],[1064695],[1067742],[1075437],[1085870],[1089739],[1097248],[1100283],[1121857],[1163773],[1186005],[1193392],[1201018],[1205235],[1224050],[1249094],[1277697],[1321315],[1322736],[1330302],[1333772],[1400465],[1452234],[1464392],[1530148],[1582573],[1659622] ] cell #1135 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [119909],[121219],[144794],[145277],[157501],[161706],[186512],[192010],[192493],[193394],[195235],[200929],[201412],[206093],[230199],[242400],[243759],[245848],[252774],[258272],[258755],[259656],[272750],[273233],[274134],[275975],[279713],[286833],[298738],[300839],[302744],[305139],[317367],[319372],[320731],[323740],[336067],[337426],[339515],[342949],[344790],[351939],[352422],[353323],[358902],[363369],[366062],[368422],[386800],[389092],[390806],[405763],[407864],[409769],[412164],[415876],[417965],[424392],[426397],[427756],[430765],[433279],[439407],[440520],[444502],[457781],[462664],[465357],[467123],[479440],[483895],[486588],[488146],[488948],[496023],[497928],[500323],[507326],[509618],[511332],[517439],[523946],[524820],[541804],[544497],[546055],[549817],[554724],[568191],[573260],[574373],[575044],[577753],[578355],[586660],[596517],[599210],[600976],[610550],[614738],[618573],[636871],[637984],[638655],[641364],[645075],[662933],[665626],[668387],[670617],[671491],[673015],[675993],[685223],[696488],[698272],[701395],[716652],[726337],[737363],[739593],[740467],[741991],[744969],[768041],[769825],[773378],[774008],[777213],[778391],[803715],[806113],[825966],[832558],[836306],[847236],[847866],[851071],[852249],[866593],[879849],[882247],[885790],[886081],[889515],[920350],[948379],[949009],[952441],[963909],[964200],[967634],[980687],[984435],[1000378],[1004696],[1039072],[1065441],[1070065],[1070356],[1086332],[1102938],[1103568],[1107000],[1122193],[1165288],[1191352],[1196418],[1201354],[1224796],[1229420],[1229711],[1250609],[1320785],[1323482],[1341734],[1353724],[1358790],[1445839],[1453832],[1465138],[1484303],[1538110],[1584669],[1595114],[1660368],[1723938],[1786941],[1910209] ] cell #1136 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [381240],[383586],[437096],[437891],[461271],[469477],[521954],[531146],[531941],[533526],[536867],[547506],[548301],[556771],[603330],[625368],[627447],[631011],[643083],[652275],[653070],[654655],[677817],[678612],[680197],[683538],[690581],[703442],[724034],[727316],[729992],[733796],[753388],[756538],[758617],[764030],[784008],[786087],[789651],[795580],[798921],[810915],[811710],[813295],[823679],[830081],[833836],[837291],[864290],[868955],[870248],[893463],[896745],[899421],[903225],[909109],[912673],[922817],[925967],[928046],[933459],[937539],[946444],[951186],[953396],[971582],[978210],[981965],[985954],[1002845],[1008811],[1012566],[1015105],[1016021],[1026311],[1028987],[1032791],[1043020],[1047685],[1048978],[1058666],[1067922],[1072370],[1090447],[1094202],[1096741],[1101003],[1108987],[1126141],[1132715],[1134995],[1137457],[1138799],[1139667],[1150845],[1164481],[1168236],[1172225],[1184657],[1191634],[1198717],[1217020],[1219300],[1221762],[1223104],[1227277],[1249802],[1253557],[1257355],[1259749],[1262557],[1264197],[1266473],[1278306],[1292830],[1295110],[1300814],[1321037],[1331010],[1343401],[1345795],[1348603],[1350243],[1352519],[1379392],[1381672],[1386864],[1387165],[1391795],[1393947],[1422507],[1425315],[1451528],[1457664],[1461732],[1473670],[1473971],[1478601],[1480753],[1494528],[1509313],[1512121],[1516880],[1517413],[1520351],[1555313],[1588052],[1588353],[1591836],[1603442],[1603975],[1606913],[1620422],[1624490],[1641359],[1646758],[1682723],[1712759],[1716610],[1717143],[1732079],[1748167],[1748468],[1751951],[1767028],[1810497],[1838786],[1842738],[1847072],[1868429],[1872280],[1872813],[1892133],[1960822],[1962686],[1977692],[1988343],[1992295],[2070863],[2078475],[2086930],[2102781],[2147121],[2187923],[2195213],[2245570],[2296241],[2341884],[2430094] ] cell #1137 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [546279],[548945],[615684],[616581],[644025],[653714],[717651],[727917],[728814],[730560],[734440],[746854],[747751],[757480],[812354],[837916],[840145],[844152],[857907],[868173],[869070],[870816],[897346],[898243],[899989],[903869],[912048],[926909],[950404],[953996],[956815],[960981],[982533],[986045],[988274],[994437],[1016646],[1018875],[1022882],[1029555],[1033435],[1046903],[1047800],[1049546],[1061605],[1068522],[1072461],[1076150],[1104963],[1110006],[1111374],[1136675],[1140267],[1143086],[1147252],[1153699],[1157706],[1168804],[1172316],[1174545],[1180708],[1185225],[1194876],[1199736],[1202153],[1220980],[1227877],[1231816],[1236043],[1254125],[1260349],[1264288],[1267041],[1267977],[1278906],[1281725],[1285891],[1296790],[1301833],[1303201],[1313814],[1323780],[1328117],[1346395],[1350334],[1353087],[1357248],[1365463],[1383352],[1390106],[1392395],[1394966],[1396378],[1397383],[1408873],[1423107],[1427046],[1431273],[1444483],[1452096],[1458840],[1476912],[1479201],[1481772],[1483184],[1487298],[1509913],[1513852],[1517821],[1520156],[1522835],[1524493],[1526837],[1538909],[1553624],[1555913],[1561839],[1583029],[1592436],[1604383],[1606718],[1609397],[1611055],[1613399],[1639670],[1641959],[1647326],[1647623],[1652026],[1654070],[1682528],[1685207],[1712084],[1717551],[1721420],[1732647],[1732944],[1737347],[1739391],[1752551],[1766833],[1769512],[1774419],[1774856],[1777571],[1811381],[1843306],[1843603],[1846877],[1857540],[1857977],[1860692],[1873221],[1877090],[1893017],[1898355],[1932130],[1961263],[1964471],[1964908],[1978383],[1992863],[1993160],[1996434],[2010249],[2050386],[2077230],[2080480],[2084314],[2103222],[2106430],[2106867],[2124244],[2186838],[2188364],[2201052],[2210328],[2213578],[2282884],[2289761],[2296682],[2310066],[2347723],[2383232],[2388979],[2430535],[2472915],[2509505],[2579940] ] cell #1138 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [40407],[51454],[56758],[64468],[70979],[77483],[77957],[81050],[87584],[95399],[95873],[98083],[102074],[104123],[108585],[112549],[113993],[116627],[118028],[126248],[129561],[134384],[137062],[142199],[142673],[146183],[147405],[149133],[151762],[153952],[159305],[163882],[167897],[169678],[171122],[173756],[175157],[183377],[188106],[189507],[191187],[193399],[194621],[197197],[198978],[202318],[203540],[207897],[214676],[215898],[217626],[220255],[222445],[227798],[236495],[237556],[243994],[245395],[249287],[250509],[254368],[255769],[259661],[260883],[265240],[268846],[271927],[274139],[275361],[277937],[279718],[283058],[284280],[288637],[294341],[301587],[302648],[309086],[313467],[314528],[317372],[320966],[322367],[323745],[326259],[327481],[331223],[337661],[339062],[342954],[344176],[348035],[353328],[354550],[358907],[367625],[368999],[377306],[382403],[383496],[387035],[389097],[389649],[390710],[394300],[397148],[408612],[409673],[416111],[421553],[424397],[427991],[429392],[430770],[433284],[434506],[440525],[442727],[444135],[461457],[465261],[467333],[467952],[468294],[469387],[476601],[479445],[488151],[489525],[497832],[507561],[509623],[510175],[511236],[514826],[517674],[525030],[525649],[527783],[529226],[536777],[546060],[546934],[554788],[554943],[556957],[568426],[574378],[576580],[577988],[599114],[601186],[601805],[602147],[603240],[610454],[615272],[617236],[618637],[618792],[631197],[637989],[640191],[641599],[650966],[665530],[671701],[672320],[674454],[675897],[683448],[693605],[701459],[701614],[703628],[716716],[720695],[729469],[740677],[741296],[743430],[744873],[765158],[773912],[775876],[777277],[777432],[789837],[798831],[809606],[826299],[833313],[847770],[849734],[851135],[851290],[886145],[890124],[898898],[912859],[948913],[960596],[964264],[968243],[981442],[1005029],[1028464],[1070420],[1086665],[1103472],[1115155],[1146867],[1196751],[1229775],[1306982],[1359123], [39793,136841],[46052,87557],[48568,49251],[50937,95155],[55703,176664],[56041,176691],[59352,185417],[64030,116381],[67148,68119],[69482,70165],[70408,125831],[75648,134357],[76147,221699],[76462,224087],[80533,141955],[81388,234811],[85349,149121],[87132,151961],[90328,90463],[91028,92246],[93331,160749],[93746,94717],[99084,270000],[101636,173510],[102318,277077],[102792,279917],[107088,107771],[108014,182960],[108270,290081],[110834,110969],[111445,188094],[111959,188707],[113909,191532],[119029,310240],[120008,120178],[123461,123596],[124161,125379],[130702,332901],[131095,333514],[132149,217614],[133932,220454],[134801,341087],[138965,349189],[140131,229242],[140546,141517],[145376,145546],[146099,237901],[146496,146631],[148828,241507],[150047,150182],[151172,244595],[155093,378984],[155486,379597],[156300,156371],[158201,254356],[158715,254969],[160495,160665],[165785,398302],[168574,268834],[169088,269447],[169275,404653],[171038,272272],[179278,423231],[179671,423844],[180590,180725],[181290,182508],[187098,187169],[187801,295775],[188453,188623],[192592,192762],[193712,193847],[197874,309074],[198388,309687],[198575,456671],[202234,314873],[202631,202766],[204739,466920],[207307,321567],[211228,478279],[211621,478892],[214592,331568],[214989,215124],[217321,335174],[218540,218675],[219665,338262],[223979,500123],[226694,348023],[227208,348636],[227395,506216],[228988,229158],[242986,243057],[244341,244511],[249203,377651],[249600,249735],[253909,550935],[254063,383837],[254715,254885],[257147,554533],[259974,260109],[261502,393554],[262082,562420],[264136,397136],[264650,397749],[264837,567081],[268541,402800],[269193,269363],[273332,273502],[274452,274587],[279128,416712],[282974,421898],[283371,283506],[288047,428592],[292361,612745],[300022,444123],[306454,452010],[308781,454818],[309433,309603],[312915,645870],[313777,646159],[318118,650700],[320507,655704],[321313,321483],[326175,476946],[326572,326707],[336653,336724],[338008,338178],[343267,343402],[347730,504363],[348382,348552],[353641,353776],[355169,514080],[355749,709091],[358317,518275],[362703,524741],[367541,529571],[373804,534575],[374545,374680],[381442,749341],[382061,749701],[382951,749962],[389959,759614],[396843,565228],[397495,397665],[413479,585863],[416458,416628],[427532,814344],[428338,428508],[433597,433732],[435125,613298],[438093,618171],[438712,618531],[443830,623372],[445297,447088],[450311,628444],[451756,451926],[459288,859919],[459443,860443],[468842,871281],[494330,681246],[495071,495206],[501638,692731],[510485,929043],[518021,518191],[521646,717259],[522832,719663],[522987,720187],[530469,532143],[530829,532762],[536232,731025],[546197,977449],[579150,580941],[584164,787084],[585609,585779],[592042,796629],[602695,1050011],[614582,826276],[616499,829320],[624116,626246],[624640,626401],[677140,678814],[677500,679433],[682903,900454],[691032,910106],[716514,942639],[726555,728732],[782756,784886],[783280,785041],[798286,1030020],[895984,898161] ] cell #1139 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [108446,289949],[131544,333382],[142499,356106],[155935,379465],[168691,403361],[170313,405194],[180120,423712],[183697,430985],[197991,455379],[199613,457212],[212070,478760],[214739,483908],[216621,485694],[226811,504924],[228433,506757],[249350,541817],[251232,543603],[264253,565789],[265875,567622],[266935,570157],[268439,572628],[283121,596530],[285003,598316],[300139,623933],[307175,633768],[308679,636239],[326322,662946],[328204,664732],[329077,667644],[346124,693385],[347628,695856],[365034,722252],[367688,726350],[375160,736620],[395237,764938],[396741,767409],[402588,775656],[419407,800742],[440854,831815],[442068,833093],[443728,835674],[454606,849514],[464329,862508],[474455,876876],[482696,888284],[521479,943159],[526929,949379],[536118,960376],[540605,966403],[551264,979944],[552478,981222],[588459,1028244],[616244,1066325],[630343,1082462],[648058,1103938],[657247,1114935],[682789,1146647],[687276,1152674],[728477,1203818],[747414,1225680],[761513,1241817],[788983,1274289],[815887,1306762],[868733,1366190],[897906,1399048],[930942,1437047],[950964,1459567],[1047463,1562566],[1137235,1654797],[1221540,1740118], [27919,105481,283623],[36301,127606,326824],[37060,213991,214544],[40325,138530,348504],[46275,152779,374797],[46727,248602,249155],[51372,165350,397617],[52053,400358,400426],[52436,268042,268674],[56619,177259,282926],[56768,178805,422439],[59073,184735,433849],[63786,193964,450239],[63891,304807,310108],[64386,195658,451878],[64629,452376,452444],[65012,308282,308914],[67875,202883,465149],[70388,208330,474092],[70840,209209,326127],[70989,210755,477487],[72320,330425,331136],[75871,221272,495323],[76323,221567,342269],[77783,224997,347863],[80968,233843,518143],[83819,525913,525981],[84744,239715,367493],[85466,242068,531857],[86483,250328,370994],[86616,244463,535646],[86958,372827,378824],[87594,246635,538013],[88321,376508,377219],[91730,254837,552006],[94473,260226,560649],[94578,392869,398170],[95073,266144,562288],[95699,262439,396976],[101392,274704,584092],[101497,269868,411832],[101992,276398,585731],[102618,276917,415307],[103905,417830,418988],[104443,280759,421466],[107994,289070,607945],[108595,291495,611340],[110404,618056,620010],[111562,296336,437807],[113184,298169,443963],[113861,192714,625845],[114056,300852,626138],[115265,310303,447767],[115407,303534,630163],[115797,449553,456239],[120130,202186,643560],[121676,315414,647878],[122066,647042,647110],[122991,316687,466788],[123713,324646,652986],[124730,327300,470289],[124863,321435,656775],[125205,472122,478119],[125841,328587,659142],[126568,323960,476514],[132266,335735,678528],[133283,215717,491520],[133416,338130,682317],[133758,332741,493353],[134394,340302,684684],[135121,340655,497034],[136159,343519,497720],[136264,136759,499991],[141273,353893,707320],[141378,349057,513395],[141873,228702,708959],[143786,359340,519393],[144829,526141,719934],[145498,146051,522431],[146246,363382,522724],[146748,365854,724745],[148128,365168,529139],[148726,367790,727695],[148961,243190,728294],[149617,530354,538811],[150419,378589,532825],[156504,254196,747231],[157160,749226,751180],[158318,384398,548217],[159738,388201,553251],[159940,386231,554373],[160617,394765,757015],[160812,395330,757308],[162021,398365,558177],[162163,391596,761333],[162553,559963,566649],[170990,273454,784485],[171185,407877,784778],[172394,270063,581620],[172536,410559,788803],[172926,404221,583406],[174573,175590,589232],[175723,416580,587987],[176065,176701,591065],[180842,281445,811626],[181859,284099,604142],[181992,428460,815415],[182334,423071,605975],[182970,285386,817782],[184840,185335,612613],[186195,436304,615117],[187302,187934,616061],[187699,438775,615462],[188575,441596,834313],[188770,442161,834606],[191100,301850,837706],[192045,452604,624387],[200019,314441,857697],[200964,647270,860190],[201648,861468,863472],[202381,462677,643853],[204066,466983,649270],[204263,464463,650268],[204861,474194,867951],[205096,474275,868550],[205752,651483,659940],[206554,477884,653954],[215241,331111,894174],[217219,488316,897124],[217454,336857,897723],[218110,480902,677025],[218912,332506,679496],[221762,222971,688488],[223113,498718,687096],[228231,349754,699922],[229110,345652,926444],[229305,346217,926737],[230514,349252,704848],[230656,512122,930762],[231046,505784,706634],[232693,233710,712460],[234185,234821,714293],[235410,520973,716486],[236758,237469,717441],[238207,526668,950182],[238442,526749,950781],[240283,721212,723216],[249852,377194,972293],[252457,546714,746287],[253536,752186,978865],[253961,549185,746632],[256207,554138,752687],[257362,562556,985835],[258307,563014,755557],[258991,989606,991610],[265673,398867,771475],[269315,402116,1013043],[269510,402681,1013336],[270565,271723,782573],[271840,408875,1016436],[272785,400586,783027],[276682,278375,794879],[284806,423907,807910],[285601,419146,1046681],[285836,419227,1047280],[286492,593524,810123],[287294,422836,812594],[290144,291353,821586],[293333,293401,826101],[293496,614874,1065013],[295563,617016,829009],[296485,620558,1072251],[298773,621016,830736],[305375,841477,843481],[309555,454134,1094679],[309750,454699,1094972],[310805,311963,856431],[312382,642102,856742],[312704,642608,857164],[314037,859617,1099765],[320134,873505,1112578],[328007,478955,884044],[331874,482435,1136453],[332109,482516,1137052],[333577,334936,895779],[333950,669886,890641],[349874,506522,922116],[351029,501691,1172106],[351974,502149,924986],[352658,1175877,1177881],[355871,357564,936838],[360308,716805,1191445],[362170,718855,944784],[362492,719361,945206],[370221,729249,956292],[373431,733249,958019],[377957,540344,1220758],[378192,540425,1221357],[379660,381019,973898],[380033,738862,968760],[390219,987755,1237644],[398987,567387,1002144],[400521,569914,1256840],[403510,571669,1264078],[404959,406808,1014404],[405798,572127,1009466],[412400,1020207,1022211],[419729,593619,1035894],[427159,1052235,1304405],[446555,839120,1077867],[446877,839626,1078289],[450571,1084047,1339635],[452539,633525,1342886],[455528,635280,1350124],[456977,458826,1096040],[457816,635738,1091102],[474777,660035,1119015],[480834,667541,1386675],[480997,481334,1129430],[483018,669981,1131477],[490747,898678,1142563],[493957,902678,1144290],[500559,908291,1155031],[510745,1174026,1432874],[526076,722009,1457149],[527251,723311,1198135],[538743,736517,1473481],[538906,539243,1213735],[540927,738957,1215782],[580408,1017850,1269694],[580730,1018356,1270116],[584424,1275874,1536011],[591669,794378,1282929],[619942,831712,1587863],[620105,620442,1326551],[630665,843576,1338515],[647205,862265,1619907],[648380,863567,1360507],[687598,908386,1411012],[691292,1416770,1676521],[751112,979841,1747978],[751275,751612,1490069],[761835,991705,1502033],[789305,1022306,1534891],[931264,1177976,1697263] ] cell #1140 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [22845],[23306],[29678],[29872],[34010],[35368],[42791],[45002],[45196],[45509],[46174],[48201],[48395],[50089],[58140],[62815],[63418],[64224],[66904],[69115],[69309],[69622],[74598],[74792],[75105],[75770],[79685],[84489],[85426],[86369],[87384],[92593],[93502],[94105],[100421],[101024],[101830],[103139],[103804],[106721],[106915],[107228],[111522],[112868],[114006],[122736],[124616],[131289],[132226],[133169],[134184],[135791],[136298],[136597],[139393],[140302],[140905],[143020],[146196],[148784],[155680],[158278],[159624],[166213],[168651],[169997],[170616],[171135],[174533],[175476],[176491],[179865],[181745],[184367],[184874],[187757],[197951],[199297],[199916],[202331],[211815],[213695],[214689],[215677],[217018],[217277],[221712],[226771],[228117],[228736],[233596],[248306],[249300],[250288],[251629],[254019],[264213],[265559],[266178],[267042],[267116],[268497],[270013],[271609],[276740],[282077],[283071],[284059],[300099],[307282],[307356],[308737],[310253],[311849],[325278],[326272],[327260],[328964],[329594],[329617],[332564],[346305],[347686],[349202],[365141],[367197],[367638],[375047],[375677],[375700],[378647],[388161],[395418],[396799],[398315],[400188],[400268],[401492],[419947],[422894],[440741],[441371],[443037],[443786],[452206],[452286],[453510],[464436],[466933],[474995],[477942],[480460],[503055],[521363],[521602],[525743],[525823],[528331],[538369],[551151],[551781],[554196],[563920],[595436],[614805],[614957],[619568],[622852],[642731],[646872],[646952],[661852],[716320],[716731],[719484],[735085],[745975],[750738],[820492],[828697],[839749],[856987],[904514],[945029],[955980],[1018479],[1078112],[1142251],[1269939] ] cell #1141 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [183781,431315],[216705,486024],[232872,515414],[251316,543933],[268960,573352],[271220,575572],[285087,598646],[290279,608004],[309200,636963],[311460,639183],[328288,665062],[331725,671176],[334265,673296],[348149,696580],[350409,698800],[377808,740152],[380348,742272],[397262,768133],[399522,770353],[400897,773471],[402750,776203],[422055,804274],[424595,806394],[444249,836398],[452915,847329],[454768,850061],[477103,880408],[479643,882528],[480792,886039],[502460,915430],[504313,918162],[526452,948472],[529728,953000],[538701,964158],[563325,995458],[565178,998190],[572438,1007453],[593414,1035596],[619900,1070314],[621327,1071652],[623322,1074450],[636049,1089089],[647581,1103031],[659830,1118717],[669776,1131179],[717139,1191667],[723106,1197837],[733560,1209145],[738752,1215484],[751070,1229669],[752497,1231007],[794689,1280916],[827914,1322171],[843371,1338217],[863362,1360209],[873816,1371517],[902989,1404375],[908181,1410714],[955197,1463827],[976043,1485689],[991500,1501735],[1022101,1534593],[1052546,1567893],[1109756,1626585],[1141468,1659057],[1177771,1696965],[1199486,1719317],[1301583,1818412],[1394716,1905588],[1481522,1985616], 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,1610950],[638906,641235,1352323],[639934,849472,1347067],[660203,877107,1375883],[667701,885945,1647156],[667875,668258,1386897],[670149,888515,1388868],[679306,1142277,1400162],[683191,1146605,1401917],[691331,1152803,1413172],[703679,1433105,1692766],[722140,948218,1717052],[723479,949610,1458237],[736677,964064,1732477],[736851,737234,1473703],[739125,966634,1475674],[785159,1269818,1529993],[785532,1270347,1530394],[789888,1536242,1792452],[798574,1028202,1543443],[831872,1070220,1843136],[832046,832429,1588085],[843744,1082693,1599519],[862396,1102777,1872722],[863735,1104169,1620995],[908554,1152905,1670904],[912910,1676752,1926165],[980001,1229575,1992693],[980175,980558,1748200],[991873,1242048,1759634],[1022474,1274520,1791346],[1178144,1437278,1945905] ] cell #1142 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [66447],[82691],[110283],[114669],[120938],[121131],[144779],[149496],[157039],[157486],[161425],[161618],[171798],[191995],[193161],[194954],[195147],[200914],[205631],[206078],[217989],[229918],[230111],[240162],[242007],[243744],[245833],[258257],[259423],[272735],[273901],[275694],[275887],[286371],[286818],[296275],[298723],[300437],[300824],[302868],[317134],[320716],[333829],[335674],[337411],[339500],[342716],[344509],[344702],[351924],[353090],[362967],[363354],[379912],[384337],[386785],[390930],[403300],[405748],[407462],[407849],[409893],[414124],[415861],[417950],[424159],[427741],[433046],[455318],[457766],[462262],[462649],[465481],[479207],[483493],[483880],[485484],[487913],[495621],[496008],[498052],[504863],[507311],[511456],[517424],[541402],[541789],[543393],[545822],[565728],[568176],[570648],[574642],[575029],[577738],[590399],[596115],[596502],[598106],[599334],[610674],[623872],[634259],[638253],[638640],[641349],[662531],[662918],[664522],[665750],[667387],[668372],[670971],[676117],[697870],[698257],[713627],[722743],[725935],[726322],[736363],[737348],[739947],[745093],[755042],[769423],[769810],[772948],[773083],[775106],[804069],[809215],[827061],[831558],[832543],[846806],[846941],[848964],[862999],[866191],[866578],[880203],[885349],[885799],[886989],[917065],[919714],[942830],[947949],[948084],[952795],[963918],[965108],[975190],[979687],[980672],[997093],[999742],[1005875],[1036546],[1064827],[1067750],[1070074],[1074393],[1085878],[1087511],[1097389],[1102508],[1102643],[1119667],[1161545],[1186013],[1193533],[1199907],[1205243],[1224182],[1229429],[1246866],[1277705],[1321242],[1322868],[1329180],[1333913],[1400473],[1452167],[1464524],[1530289],[1582574],[1659754] ] cell #1143 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [119921],[145289],[186524],[192505],[201424],[201679],[236178],[242412],[252786],[253372],[258767],[259022],[273245],[301270],[302756],[305151],[305406],[313150],[319384],[319970],[336079],[352434],[352689],[366074],[368434],[370563],[373267],[389332],[390818],[408295],[409781],[412176],[412431],[426409],[426995],[439419],[442410],[444581],[445024],[447460],[465369],[469858],[486600],[488960],[491089],[493793],[497940],[500335],[500590],[509858],[511344],[524025],[524468],[544509],[549829],[552820],[557870],[573272],[576263],[578434],[578877],[581313],[586672],[588801],[591505],[599222],[603711],[610562],[636883],[639874],[645154],[645597],[648963],[665638],[670696],[671139],[673027],[676005],[685302],[685745],[688181],[696500],[699491],[704541],[712029],[739672],[740115],[742003],[744981],[768053],[771044],[774020],[778470],[778913],[782142],[797001],[803794],[804237],[806125],[807603],[821279],[836318],[847878],[852328],[852771],[856000],[879928],[880371],[882259],[883737],[885796],[886818],[889594],[895472],[920429],[920872],[938960],[949021],[952520],[952963],[963915],[964937],[967713],[973591],[984447],[1000457],[1000900],[1004690],[1004812],[1006894],[1039151],[1045029],[1065520],[1070071],[1071093],[1086326],[1086448],[1088530],[1103580],[1107079],[1107522],[1122272],[1128150],[1128703],[1129876],[1162564],[1165367],[1191358],[1196412],[1196534],[1201433],[1213008],[1214181],[1224875],[1229426],[1230448],[1247885],[1250688],[1257425],[1289991],[1320779],[1323561],[1325824],[1330199],[1341813],[1343471],[1353730],[1358784],[1358906],[1376553],[1420183],[1445918],[1453838],[1460013],[1465217],[1484297],[1489342],[1506989],[1538189],[1583216],[1584663],[1590632],[1595120],[1660447],[1712606],[1723932],[1786947],[1838581],[1910203] ] cell #1144 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [86847],[91961],[95148],[115446],[121715],[125094],[125855],[133647],[136834],[141948],[149000],[150821],[156543],[158364],[160826],[162202],[172575],[175954],[176715],[182223],[182984],[185410],[187341],[187973],[188784],[191388],[200307],[205135],[206956],[217493],[219314],[221776],[223152],[229319],[230695],[234835],[237046],[237757],[238481],[241499],[243229],[244672],[251873],[254235],[255046],[257650],[261423],[268713],[269524],[270077],[272128],[276956],[278777],[285875],[287696],[290158],[294979],[295767],[296773],[302138],[303573],[308953],[309764],[310317],[314729],[315453],[321644],[331424],[332148],[332780],[333591],[335166],[336896],[338339],[340943],[347902],[348713],[349266],[351317],[355090],[369637],[371431],[377507],[378231],[378863],[379674],[383829],[384835],[391635],[397015],[397826],[398379],[402792],[403798],[404509],[409163],[410598],[416789],[421754],[422478],[423110],[423921],[428669],[435046],[444002],[452087],[454810],[455816],[456527],[466997],[470726],[476802],[477526],[478158],[478969],[490163],[491957],[498757],[500200],[501559],[504355],[505361],[506072],[512161],[518352],[522763],[529427],[536225],[538052],[552585],[554412],[562497],[565220],[566226],[566937],[585940],[588566],[589669],[604579],[611379],[612822],[616128],[616447],[623364],[626177],[630230],[632841],[643892],[647945],[650556],[657354],[682896],[684723],[687163],[709168],[712897],[717251],[717476],[718074],[728361],[728680],[732931],[747298],[747617],[751868],[761400],[784817],[788870],[791481],[794060],[815994],[826136],[827095],[837741],[838339],[857732],[858330],[873187],[897790],[898109],[902360],[930829],[942507],[954378],[975224],[1016471],[1017069],[1051917],[1140649], [39939,345540],[40400,138761],[50986,394653],[51447,165581],[52450,268081],[52644,402004],[56782,178844],[61593,441484],[64461,195889],[65026,308321],[65220,454022],[71003,210794],[72387,330713],[77797,225036],[77991,226857],[81043,234074],[82447,522251],[86972,372866],[87166,535534],[87608,246674],[88388,376796],[92280,551894],[95713,262478],[95907,264299],[102067,276629],[102632,415346],[102826,587875],[104510,281047],[108609,291534],[110237,615738],[113198,298208],[114070,300891],[114425,625665],[115279,447806],[115864,449841],[116661,306103],[120694,643380],[125219,472161],[125413,656663],[126635,324248],[133772,493392],[133966,682205],[134408,340341],[135188,497322],[142513,356145],[142707,357966],[146260,363421],[148195,365456],[149230,368472],[149450,727971],[150642,533507],[156993,746908],[157709,748186],[159954,386270],[161181,756835],[162035,558216],[162620,560251],[170327,405233],[171199,407916],[171554,784305],[172408,581659],[172993,583694],[173790,413128],[176079,591104],[182348,606014],[182542,815303],[183764,431273],[188203,439457],[190168,834133],[191195,444422],[193115,627280],[199627,457251],[201481,859111],[202395,462716],[204080,649309],[204330,464751],[205585,868227],[206301,869505],[206777,654636],[214753,483947],[216688,485982],[217723,488998],[217943,897400],[219135,680178],[222985,688527],[223570,690562],[228447,506796],[229674,926264],[230528,704887],[231113,706922],[234199,714332],[237564,523866],[240116,950458],[246056,961416],[249364,541856],[251299,543891],[254465,549867],[256430,753369],[258824,987249],[259377,758450],[265889,567661],[268943,573310],[270908,1012863],[271935,578275],[273855,785920],[278598,795561],[283135,596569],[284820,807949],[285070,598604],[285400,817821],[286325,1046957],[287041,1048235],[287517,813276],[291367,821625],[291952,823660],[294671,1067382],[305208,1083541],[309183,636921],[311148,1094499],[314536,644995],[317088,864123],[326336,662985],[328021,884083],[328271,665020],[328601,659181],[331231,670537],[333783,1136729],[334950,895818],[339723,1147687],[342670,908942],[346231,926776],[348132,696538],[350097,922798],[350798,933440],[352491,1173520],[353044,927879],[357787,937520],[367702,726389],[369329,1204875],[377314,739513],[379866,1221034],[381033,973937],[382733,974822],[395344,757347],[397245,768091],[399210,1002826],[399911,764011],[401696,1259209],[402695,1013375],[407031,1015086],[412233,1275368],[418173,1286326],[419294,1047347],[419924,1047666],[421561,803635],[424113,1042853],[433000,1058499],[442175,834645],[444232,836356],[453714,1345255],[454713,1095011],[459049,1096722],[474342,868617],[474972,868936],[476609,879769],[479161,1125974],[482583,1137119],[483213,1137438],[487867,1138632],[489855,1400105],[500392,1416264],[501751,1172141],[501831,1172739],[503259,1161093],[526816,950848],[527446,951167],[529234,952361],[535226,1469264],[540492,1221424],[541122,1221743],[545776,1222937],[562616,985870],[562696,986468],[564124,1246414],[570602,1257188],[571729,1264113],[571809,1264711],[587567,1541631],[593082,1300764],[615280,1065361],[620618,1072286],[620698,1072884],[623056,1327608],[634213,1343234],[635340,1350159],[635420,1350757],[656355,1632022],[659498,1108937],[667601,1386710],[669444,1393897],[681897,1664494],[716865,1191480],[722697,1457497],[722774,1198667],[736577,1473516],[738420,1480703],[754226,1491126],[773163,1517295],[814995,1823849],[826442,1320919],[831772,1587898],[847021,1603857],[862953,1620255],[948164,1717025],[979901,1748013],[1102723,1872695] ] cell #1145 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [183402],[215923],[232410],[250534],[268871],[270282],[284305],[289672],[309111],[310522],[327506],[331611],[333105],[348060],[349471],[377694],[379188],[397173],[398584],[400618],[402733],[421941],[423435],[444160],[452636],[454751],[476989],[478483],[480775],[502181],[504296],[526173],[529614],[538684],[563046],[565161],[572159],[593397],[619883],[621048],[623305],[635770],[647302],[659813],[669759],[717122],[723089],[733281],[738735],[751053],[752218],[794410],[827897],[843354],[863345],[873537],[902710],[908164],[955180],[976026],[991483],[1022084],[1052267],[1109739],[1141451],[1177754],[1199469],[1301566],[1394699],[1481505], [50855,163408,394325],[56901,179116,422636],[68974,205293,467977],[70325,208429,473809],[71122,211066,477684],[77252,224358,344201],[77982,227017,348577],[80451,231901,514851],[83740,238639,525674],[87727,246946,538210],[93140,160690,555283],[93339,257837,555676],[95898,264459,397690],[102491,277114,416136],[103842,280250,417547],[104148,282999,283033],[104723,283340,422529],[106580,286033,601830],[107931,289169,607662],[108728,291806,611537],[109375,292740,434531],[111768,188648,619132],[111967,296960,619525],[116652,306263,451951],[123321,318412,651011],[123430,205186,651463],[126273,326200,326234],[126848,326541,477577],[129586,214617,214651],[130540,332306,672345],[130875,332938,337686],[134527,340613,684881],[134826,221674,222470],[135025,341130,498220],[137097,347953,347992],[139940,229183,701954],[140139,351504,702347],[142372,356303,517699],[142698,358126,518216],[143723,359439,519110],[146356,363603,720740],[146465,238532,721192],[147430,367566,367600],[149158,368682,532787],[152294,374514,538103],[153977,249228,249262],[154931,378389,741321],[155266,244019,379021],[160340,257368,755246],[163917,397066,397105],[167932,268764,268803],[168897,269388,777772],[169096,403985,778165],[169300,269975,275386],[169499,404696,410061],[169851,405391,578013],[173781,413288,585804],[174181,413557,588604],[174290,277046,277972],[176982,421472,421475],[179451,423268,428016],[180450,425437,809651],[180559,285926,810103],[183601,431460,610842],[183977,433566,611430],[185887,436175,826344],[188131,438737,439667],[188298,296491,830425],[189542,444053,444092],[191575,445266,627134],[194646,198600,310215],[197232,309004,309043],[198197,309628,851630],[198396,456003,852023],[198799,303036,456714],[199151,457409,641624],[203565,318143,466895],[208932,476520,476523],[211401,320991,478316],[213714,331142,331145],[214849,484129,890169],[214958,332199,890621],[215325,484917,490892],[215434,332870,339097],[216122,486169,676285],[217651,489208,679458],[220787,495040,684774],[221290,340664,341992],[227420,349164,354575],[227619,506259,511624],[227971,506954,507586],[228833,351035,924675],[232301,515120,711832],[235442,360314,942706],[237944,523720,524710],[239438,529145,529148],[241440,529882,728777],[245430,250045,378953],[248325,377225,377228],[249460,542038,968288],[249569,378282,968740],[249936,370366,542826],[250733,544078,745261],[254393,382086,550077],[255804,387918,554502],[257320,387060,554570],[260908,264862,398277],[265061,391098,567124],[265413,567819,568451],[266478,400432,400435],[266627,570028,1005074],[266682,570098,578487],[269038,403516,1009155],[269591,404230,411555],[270173,575278,781945],[272315,579119,785774],[283707,597539,603514],[283816,423200,429427],[284504,598791,599502],[293593,615123,615126],[295708,616544,617584],[304530,309831,456248],[306718,452450,452453],[306867,633639,1086710],[306922,444634,633709],[309278,455534,1090791],[310413,638889,855803],[314916,460176,645839],[316410,466511,650277],[318342,465649,650743],[322402,327017,478248],[326908,469661,663955],[327705,665207,665918],[329109,480840,1128977],[329169,480911,488777],[329258,667858,886551],[335107,676553,898206],[345871,693326,701715],[348780,505793,513118],[349362,698506,699294],[360249,716559,716631],[364577,525987,525990],[364726,722123,1196796],[364781,524078,722193],[368251,375252,538820],[375192,538749,1213282],[375341,736834,964670],[381655,546974,746296],[383770,546242,748754],[387809,552623,754475],[392592,397893,566658],[394984,555044,764879],[398475,770059,770847],[402335,775597,777533],[419499,593533,601399],[419588,800956,801026],[438306,617276,829018],[439236,440946,620019],[440886,619948,1326098],[441035,832029,1070826],[441815,618893,833034],[454353,849455,851391],[459544,641899,856887],[460012,642386,857378],[463872,647116,647119],[464021,862379,1359168],[464076,645207,862449],[467546,474547,659949],[474636,877090,877160],[482788,669895,671914],[482877,888498,888568],[523088,718652,944929],[523556,719139,945420],[525243,527021,723225],[527110,949593,949663],[532356,729509,956301],[535865,731126,960317],[540697,738871,740890],[540786,966617,966687],[549646,551356,751189],[551296,751118,1489616],[551445,980158,1230181],[552225,750063,981163],[588206,1028185,1030121],[626502,838917,1078012],[626970,839404,1078503],[628657,630435,843490],[630524,1082676,1082746],[644685,859395,1099979],[646372,648150,863481],[648239,1104152,1104222],[656994,871382,1114876],[679027,898938,1142572],[682536,900555,1146588],[687368,908300,910319],[687457,1152888,1152958],[758140,987533,1237858],[759827,761605,991619],[761694,1242031,1242101],[785142,1017647,1269839],[785610,1018134,1270330],[787297,789075,1022220],[789164,1274503,1274573],[815634,1050112,1306703],[844812,1083825,1339849],[927569,1173804,1433088],[929256,931034,1177890],[931123,1437261,1437331],[1023542,1275652,1536225],[1158366,1416548,1676735], [34129,68262,121987,315611,316946,646803],[35878,125755,125974,323918,472951,659339],[48386,92271,158524,254910,386013,750302],[50208,94860,162474,391793,393128,760258],[56206,176834,279891,280685,591262,800264],[58650,182884,183103,430943,606804,817979],[64173,64343,115718,303731,305066,629088],[66542,120203,202259,202293,459783,645446],[67117,122346,202600,315504,464443,861448],[69300,125404,207116,321508,471904,871621],[76605,136716,223424,342528,498915,910750],[79804,141660,230967,512319,513654,929687],[81553,234735,234954,359080,714490,715122],[82786,145571,146124,146158,523327,524317],[87157,87375,150981,244536,372609,731365],[90297,156594,254286,254325,546694,749206],[93715,162833,259943,391686,559943,989586],[101779,101949,172847,410756,412091,787728],[102817,176482,278937,415089,416653,1030360],[106906,182533,287856,428533,605757,1050351],[110803,187392,188024,188063,616996,618036],[113934,113968,114764,192787,444873,626741],[116077,116350,193681,303624,449533,841457],[119853,200025,314447,314450,641791,859879],[133957,134175,219474,338203,493135,900794],[135401,224056,343236,497014,498808,1155011],[140515,231326,353610,512212,706614,1175857],[145221,236764,237475,237478,718544,719623],[149051,149090,150016,243280,530334,729229],[171063,171097,171893,273527,578726,785381],[173206,173479,274421,410649,583386,1020187],[185738,293339,293407,293410,826166,826236],[191106,191109,192437,301856,624076,838809],[217544,217583,218509,336947,677005,898658],[271846,271849,273177,408881,782716,1017539] ] cell #1146 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1147 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [78161],[96077],[104755],[116831],[126880],[137129],[137829],[142877],[152326],[163949],[164649],[167964],[173960],[177138],[184009],[189574],[191607],[195292],[197264],[209088],[213870],[220819],[224794],[232442],[233142],[237976],[239594],[241947],[245462],[248481],[255836],[262236],[267839],[270314],[272347],[276032],[278004],[289828],[296215],[297966],[300283],[303068],[304686],[308079],[310554],[314948],[316566],[322434],[331643],[333261],[335614],[339129],[342148],[349503],[361414],[362813],[370873],[372624],[377726],[379344],[384277],[386028],[391130],[392748],[398616],[403240],[407308],[410093],[411711],[415104],[417579],[421973],[423591],[429459],[437141],[445799],[447198],[455258],[460709],[462108],[465681],[470168],[471919],[473841],[477021],[478639],[483339],[491399],[493150],[498252],[499870],[504803],[511656],[513274],[519142],[529646],[531191],[541248],[547551],[548716],[553130],[555708],[556209],[557608],[562167],[565668],[579652],[581051],[589111],[595961],[599534],[604021],[605772],[607694],[610874],[612492],[619557],[621978],[623812],[644217],[648701],[651530],[651959],[652320],[653485],[662377],[665950],[676317],[677862],[687919],[699801],[702379],[702880],[704279],[708838],[712339],[721259],[721688],[724079],[725781],[734211],[745293],[746228],[755287],[755740],[757672],[771354],[778197],[780618],[782452],[807341],[810170],[810599],[810960],[812125],[821017],[826907],[828950],[830466],[830919],[844344],[852055],[854476],[856310],[866809],[883475],[890688],[891117],[893508],[895210],[903640],[915657],[924716],[925169],[927101],[942747],[946855],[956233],[968807],[969236],[971627],[973329],[995685],[1005637],[1007680],[1009196],[1009649],[1023074],[1033206],[1045539],[1064771],[1071879],[1087273],[1089316],[1090832],[1091285],[1129018],[1133126],[1142504],[1157898],[1197359],[1209372],[1213323],[1217431],[1231234],[1256598],[1281143],[1326139],[1342644],[1359731],[1371744],[1404602],[1456907],[1489657],[1568120],[1619665], [48565,92450],[50884,163587],[67149,122378],[69479,125583],[70332,208461],[77281,224537],[80480,232080],[87336,87554],[90329,156626],[91029,159170],[93346,257869],[93747,162865],[102996,176661],[103849,280282],[107085,182712],[107938,289201],[109404,292919],[110835,187424],[111974,296992],[116109,116382],[120009,200407],[123462,205218],[124162,207762],[134136,134354],[135032,341162],[135433,224088],[140146,351536],[140547,231358],[143730,359471],[145377,237146],[146497,238564],[149083,149122],[150048,243312],[151187,371650],[151627,151962],[156301,251879],[158730,385054],[160496,257750],[163302,561181],[169103,404017],[169506,404728],[173238,173511],[174322,277078],[175022,279918],[180591,285958],[181291,288502],[183608,431492],[187099,294985],[188056,188095],[188454,296873],[191488,191533],[192593,302238],[193713,303656],[198403,456035],[198806,456746],[202632,315536],[207322,470945],[214990,332231],[215466,332902],[216129,486201],[217576,217615],[218541,336979],[219680,492176],[220120,220455],[221446,341088],[227223,505580],[227626,506291],[228989,351417],[231795,707852],[237857,237902],[241505,241508],[242987,369643],[244342,371531],[249601,378314],[250077,378985],[250740,544110],[254318,254357],[254716,384935],[259975,391718],[264665,566445],[265068,567156],[268796,268835],[269194,403898],[269747,404654],[272228,272273],[273333,409263],[274453,410681],[279143,589888],[283372,422561],[283848,423232],[284511,598823],[288062,604798],[292634,824590],[295773,295776],[306469,633060],[309036,309075],[309434,455916],[309987,456672],[314829,314874],[318349,650775],[321314,470826],[326573,477609],[327049,478280],[327712,665239],[331524,331569],[335172,335175],[336654,490169],[338009,492057],[343268,498840],[344407,690781],[345375,914722],[347985,348024],[348383,505461],[348936,506217],[353642,512244],[358332,713116],[373172,731790],[374546,538135],[377607,377652],[383835,383838],[386576,750727],[387950,554534],[394531,764230],[397098,397137],[397496,566326],[398049,567082],[402798,402801],[413494,791700],[415652,1030785],[416459,589769],[421854,421899],[428339,604679],[433598,611462],[434737,823879],[444085,444124],[445298,627166],[449600,841524],[451757,632941],[454816,454819],[460208,645871],[464510,861515],[466667,650701],[472467,872046],[476902,476947],[493698,901219],[495072,684806],[497081,1155078],[504361,504364],[515057,933659],[518022,712997],[523752,524742],[529527,529572],[530401,729296],[530830,729725],[535444,958202],[546761,749273],[547190,749702],[551804,979048],[560010,989653],[565226,565229],[579151,785806],[583453,1020254],[585610,791581],[587785,1283112],[606320,1050776],[617063,618103],[617492,618532],[623370,623373],[624117,838850],[624570,839303],[641832,859920],[642285,860373],[656573,1112761],[677072,898725],[677501,899154],[682115,1144473],[706681,1175924],[717257,717260],[718585,719664],[719038,720117],[726553,955495],[745490,977447],[782757,1017580],[783210,1018033],[815213,1304588],[826207,826277],[828212,829318],[895982,1141766],[942569,942637] ] cell #1148 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [90209],[91319],[110294],[110715],[120949],[124452],[144764],[149507],[149928],[150653],[152252],[157050],[157471],[161436],[181581],[191980],[193172],[194965],[200899],[205642],[206063],[206788],[218000],[218421],[219146],[220745],[223581],[229929],[240173],[242018],[243729],[245818],[256441],[258242],[259434],[272720],[273912],[275705],[278609],[280208],[286382],[286803],[287528],[291963],[296286],[298708],[300809],[317145],[320701],[333840],[335685],[337396],[339485],[342727],[344520],[350108],[350809],[351909],[353101],[357798],[363339],[367942],[379923],[384348],[386770],[399221],[399922],[403311],[405733],[407042],[407834],[414135],[415846],[417935],[419935],[424170],[427726],[433057],[438927],[455329],[457751],[459060],[462634],[474983],[479218],[483224],[483865],[485495],[487924],[488468],[495993],[501758],[504874],[507296],[517409],[527457],[541133],[541774],[543404],[545833],[549337],[562623],[565739],[568161],[570659],[571736],[572780],[575014],[577723],[586180],[593077],[596487],[598117],[620625],[623883],[634270],[635347],[636391],[638625],[641334],[659493],[662903],[664533],[667608],[668357],[669439],[672535],[696008],[698242],[716872],[722754],[722769],[726307],[736584],[737333],[738415],[741511],[755053],[767561],[769795],[773006],[773158],[776647],[805633],[826437],[831779],[832528],[835826],[846864],[847016],[850505],[863010],[866563],[881767],[885738],[918606],[942384],[943385],[948007],[948159],[963857],[979908],[980657],[983955],[998634],[1040149],[1064885],[1070013],[1074894],[1097944],[1102566],[1102718],[1123270],[1191300],[1194088],[1212387],[1224240],[1229368],[1315097],[1322926],[1334468],[1353672],[1407617],[1453780],[1464582],[1530844],[1595062],[1659812],[1786889] ] cell #1149 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [151195],[158738],[163535],[193576],[202495],[207330],[208486],[219688],[224485],[232028],[241779],[244183],[252153],[254557],[257967],[259838],[274316],[279151],[280307],[288070],[289226],[292867],[295259],[296047],[297090],[300531],[312411],[318751],[321155],[335446],[337850],[341260],[343131],[351634],[353505],[359496],[362199],[363061],[363942],[367929],[369917],[371748],[381333],[384109],[385152],[388593],[393484],[403072],[404115],[404826],[407556],[413896],[416300],[425776],[428180],[431590],[437984],[438914],[440021],[446584],[448327],[455090],[456133],[456844],[462356],[463237],[471043],[483587],[484468],[485256],[486299],[488455],[490443],[492274],[495715],[504635],[505678],[506389],[509119],[514010],[532034],[534071],[541496],[542377],[543165],[544208],[549324],[550431],[558737],[565500],[566543],[567254],[572767],[573874],[574736],[580437],[582180],[589986],[596209],[597090],[597878],[598921],[604896],[613228],[623644],[633158],[636378],[637485],[638347],[650873],[655200],[662625],[663506],[664294],[665337],[678705],[680742],[689048],[690879],[692661],[695995],[697102],[697964],[705408],[713214],[718522],[726029],[733701],[735877],[752638],[754814],[764328],[767548],[768655],[769517],[791798],[794830],[796125],[813840],[822146],[823977],[827647],[828150],[835813],[838787],[843180],[846294],[858778],[863171],[866285],[873957],[903130],[905306],[907990],[933757],[938084],[943372],[943535],[943960],[954930],[955433],[959925],[975776],[976279],[980771],[991309],[1017517],[1021910],[1025024],[1027793],[1052687],[1064621],[1065550],[1076618],[1077043],[1098094],[1098519],[1114484],[1141201],[1141704],[1146196],[1177580],[1191063],[1203043],[1224905],[1268445],[1268870],[1306311],[1398273], 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] cell #1150 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [534535],[550895],[561829],[616056],[628372],[646087],[655664],[681206],[692140],[708500],[716384],[718004],[728289],[730955],[747226],[749892],[759542],[787012],[796589],[814304],[825238],[827159],[838269],[858260],[871211],[897718],[900384],[910034],[928971],[954442],[975288],[1016999],[1029950],[1049941],[1140713], 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[40550,507185,1687942],[51597,568050,1772247],[56400,593775,1806766],[64482,641223,1612132],[70621,660191,1888402],[72753,670137,1900662],[77443,693194,1929124],[81193,517298,1442110],[84252,723467,1965968],[85438,737222,1732732],[88754,739113,1980690],[95359,764747,2007243],[98043,775465,2018978],[102088,577612,1525570],[108227,609124,1311938],[111534,832417,1843391],[112509,832902,2081436],[113671,846927,1857686],[116230,843732,2090212],[117988,849323,2095112],[122499,863723,2107927],[131052,675278,1395581],[132238,668246,1647411],[135554,908542,2150119],[142159,516166,1182954],[145039,944296,2187535],[145861,948070,1964617],[151722,960185,2198174],[155443,744254,1482387],[158290,980546,1992948],[159265,981031,2214534],[162986,991861,2223310],[168663,774980,1520898],[169638,577112,1265810],[170800,773069,1774565],[173359,1022462,2248852],[175117,1028053,2253752],[179628,808376,1559099],[192255,1077379,2295853],[197963,848838,1607460],[198938,640723,1351856],[201174,1098855,2310763],[201996,1102629,2106576],[207857,1114744,2321402],[211578,884510,1645145],[213532,669329,1390448],[214354,886975,1649735],[220215,1146456,2344845],[226783,916939,1683270],[227758,700340,1428568],[231479,1178132,2369981],[248143,738305,1477254],[248965,965094,1735056],[258517,1236734,2408475],[264225,996967,1767575],[265200,771893,1515374],[272995,1269206,2429706],[281914,802427,1553966],[282736,1036532,1809090],[288597,1306571,2455255],[298983,1328808,2470502],[300111,1074267,1847619],[325115,878561,1640012],[325937,1119653,1890726],[352184,1431964,2529001],[367034,952143,1721762],[367303,1199893,1968182],[406008,1525184,2577527],[436711,1321228,2077404],[458026,1611746,2620728] ] cell #1151 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [66433],[67359],[82323],[82677],[91097],[93957],[110269],[114301],[114655],[115276],[116592],[120570],[120924],[124230],[140757],[149482],[150518],[152030],[157025],[161057],[161411],[162032],[171430],[171784],[172405],[173721],[176076],[181359],[190044],[191640],[193147],[194940],[204077],[205617],[206653],[217975],[219011],[220523],[222982],[224298],[229550],[229904],[230525],[234196],[238009],[240148],[241993],[256306],[259409],[270784],[272380],[273887],[275680],[278474],[279986],[284817],[285397],[286357],[287393],[291364],[296261],[300293],[311024],[314981],[317120],[328018],[328598],[331676],[333815],[334947],[335660],[341195],[342702],[344495],[346228],[349973],[353076],[357663],[362823],[377759],[379898],[381030],[384323],[395341],[399086],[402692],[403286],[404761],[406907],[407318],[414110],[419156],[422006],[424145],[433032],[442172],[454710],[455304],[456779],[458925],[462118],[474204],[477054],[479193],[481433],[482445],[483349],[485470],[487899],[495477],[501685],[504849],[506324],[526678],[529679],[539342],[540354],[541258],[543379],[545808],[562550],[565714],[567189],[569924],[570634],[571663],[574498],[595971],[598092],[614884],[620541],[620552],[623858],[633535],[634245],[635274],[638109],[650808],[662387],[664508],[667378],[667535],[668873],[697726],[716799],[722019],[722729],[725791],[736354],[736511],[737849],[751711],[755028],[769279],[772952],[801971],[825969],[826917],[831549],[831706],[846810],[862275],[862985],[866047],[878105],[917566],[942821],[947953],[951687],[975046],[979678],[979835],[997594],[1064831],[1067606],[1084770],[1097380],[1102512],[1183865],[1193524],[1205099],[1224186],[1276597],[1322872],[1333904],[1400329],[1464528],[1530280],[1659758] ] cell #1152 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [201745],[253314],[259088],[305472],[312225],[312302],[313733],[319912],[352755],[362013],[362090],[373209],[381398],[388484],[389915],[412497],[426937],[438049],[439912],[444906],[446398],[446475],[450267],[467289],[493735],[500656],[509010],[510441],[524350],[524986],[530425],[532099],[533962],[550322],[573765],[578759],[580251],[580328],[584120],[591447],[601142],[618127],[624316],[627764],[628400],[637376],[645479],[646115],[655091],[671021],[671657],[677096],[678770],[680633],[685627],[690988],[696993],[719863],[739997],[740633],[749297],[758934],[759570],[768546],[776767],[778795],[782956],[786404],[787040],[792479],[796016],[804119],[804755],[813731],[846185],[850625],[852653],[860119],[864607],[880253],[880889],[889292],[891752],[905978],[909426],[910062],[918726],[920754],[928363],[928999],[937975],[952845],[954329],[963161],[967411],[969871],[998754],[1000782],[1010474],[1024915],[1031383],[1038849],[1041309],[1043337],[1058983],[1059619],[1068855],[1075014],[1075638],[1076520],[1092110],[1107404],[1121970],[1124430],[1126458],[1132526],[1139116],[1140600],[1149432],[1166144],[1187053],[1194364],[1195246],[1201131],[1202005],[1202061],[1216831],[1223421],[1228210],[1234369],[1251465],[1260682],[1267465],[1268347],[1292641],[1299231],[1321428],[1323632],[1323688],[1331340],[1346728],[1356736],[1357618],[1363503],[1379203],[1385793],[1389594],[1397235],[1397291],[1423440],[1424006],[1451737],[1454480],[1461543],[1476400],[1484946],[1487150],[1487206],[1510246],[1510812],[1520064],[1527716],[1553112],[1582713],[1585312],[1592769],[1602825],[1606626],[1614495],[1617238],[1639158],[1682436],[1706042],[1713947],[1720908],[1724581],[1742828],[1766741],[1794652],[1839219],[1840223],[1846785],[1849626],[1910852],[1961171],[1970843],[2028356],[2077081],[2140272] ] cell #1153 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [138142],[164962],[178040],[195605],[209990],[224938],[225908],[233455],[246273],[262380],[263350],[267983],[276345],[280940],[290730],[298110],[300793],[305630],[308223],[324141],[330606],[339940],[345602],[356047],[357017],[363323],[365349],[368365],[372768],[376689],[386172],[394715],[402066],[405135],[407818],[412655],[415248],[431166],[439350],[441546],[444425],[447708],[449734],[454084],[457153],[462618],[464644],[472063],[483849],[485875],[488891],[493294],[497215],[506698],[522381],[523869],[533400],[535596],[541758],[543784],[549760],[551956],[558118],[560144],[567563],[573203],[578278],[581561],[583587],[587937],[591006],[596471],[598497],[605916],[615741],[625795],[627283],[636814],[643510],[644998],[649211],[654529],[656725],[659083],[662887],[664913],[670540],[680071],[682267],[688429],[690455],[696431],[704789],[706815],[714234],[726291],[727974],[739516],[746911],[748316],[753262],[756304],[756965],[758453],[763904],[767984],[784435],[785923],[795454],[803638],[807851],[813169],[815365],[817723],[821527],[823553],[831483],[834263],[836249],[859114],[864126],[867373],[867855],[868230],[869635],[879772],[883985],[895720],[897403],[908945],[922691],[925733],[926394],[927882],[933333],[937413],[947419],[947901],[950461],[952364],[961546],[973839],[974825],[984753],[985193],[987252],[1002719],[1010213],[1012993],[1014979],[1042856],[1046103],[1046585],[1046960],[1048365],[1058502],[1065364],[1067385],[1068943],[1069383],[1083544],[1091849],[1094629],[1096615],[1107811],[1125977],[1133690],[1134172],[1136732],[1138635],[1147817],[1161096],[1171024],[1171464],[1173523],[1191285],[1195301],[1204878],[1217995],[1218477],[1221037],[1222940],[1246417],[1257191],[1259212],[1260770],[1261210],[1275371],[1286456],[1299638],[1320728],[1327611],[1343237],[1345258],[1346816],[1347256],[1386515],[1390531],[1400108],[1416267],[1457500],[1469267],[1473321],[1477337],[1491129],[1517104],[1541634],[1587703],[1603666],[1620258],[1632025],[1664497],[1716834],[1747818],[1823852],[1872504], [91342,159483],[95128,261867],[120911,203443],[124475,208075],[125852,323245],[136814,345160],[141928,355534],[151940,152275],[156445,252259],[157415,255660],[160823,388855],[161398,260786],[175335,280231],[176712,418390],[181604,288815],[182981,430270],[185390,435490],[187243,295365],[188781,440283],[194524,194927],[200200,312528],[205037,318857],[206007,322258],[220433,220768],[221773,495977],[222348,344482],[229316,509381],[229891,354453],[234832,519953],[236939,362316],[238383,364048],[241885,241935],[243131,370023],[244669,534333],[245286,245762],[251935,381330],[255043,550693],[257543,388710],[261420,762666],[269521,574136],[270074,574998],[275264,275667],[276858,414052],[277828,417879],[285777,425882],[286747,429283],[290155,608599],[295041,437981],[296153,296203],[296666,440138],[300648,300703],[302031,446701],[303475,448433],[309761,637747],[310314,638609],[315355,463343],[321641,655462],[332050,484574],[332682,485412],[333588,673891],[335552,335602],[336798,490549],[338336,681004],[338953,339429],[340836,495887],[348710,697364],[349263,698226],[351210,509236],[355087,932095],[363178,363233],[367862,367926],[369699,532031],[371324,534188],[378133,542483],[378765,543321],[379671,742867],[384215,384265],[384728,550548],[391537,558843],[397823,768917],[398376,769779],[403178,403228],[403691,573991],[404402,574908],[407673,407728],[409056,580554],[410500,582286],[416786,796387],[422380,597196],[423012,598034],[423918,806989],[428666,814102],[435043,1062715],[438847,438911],[452084,846556],[455196,455246],[455709,637602],[456420,638519],[462473,462528],[466994,866547],[470619,655317],[477428,663612],[478060,664450],[478966,883123],[483704,483759],[488388,488452],[490225,678702],[491850,680859],[498659,689154],[500197,912296],[501556,1160110],[504741,504791],[505254,697219],[505965,698136],[512063,705514],[518349,938346],[536222,958766],[537954,735983],[541613,541668],[549257,549321],[552582,979612],[554314,754970],[562494,994685],[565606,565656],[566119,768772],[566830,769689],[572700,572764],[585937,1025286],[588563,1283676],[589562,796242],[596326,596381],[604472,813957],[611281,822252],[612819,1061853],[623750,623800],[625134,839867],[630092,1080502],[632734,846411],[636311,636375],[642849,860937],[647807,1101978],[650449,866457],[657351,1113325],[662742,662797],[682893,1145037],[684625,905412],[687025,1413225],[695928,695992],[709165,1180956],[712790,938201],[719602,720681],[726146,726201],[727117,956059],[727599,956541],[732785,1206876],[746054,978011],[746536,978493],[751722,1228738],[761262,1239857],[767481,767545],[783774,1018597],[788732,1272329],[791374,1025141],[793914,1543632],[815991,1305152],[828776,829882],[829258,830364],[835746,835810],[836624,1077740],[837064,1078180],[856615,1100336],[857055,1100776],[873041,1369248],[896546,1142330],[897028,1142812],[902214,1402106],[930691,1435087],[943305,943369],[944657,945777],[945097,946217],[953252,1204151],[974098,1227133],[1015354,1269567],[1015794,1270007],[1051771,1565624],[1064683,1064748],[1066658,1067778],[1139523,1399381],[1191120,1191180] ] cell #1154 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1155 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1156 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1157 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1158 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1159 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1160 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1161 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1162 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1163 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1164 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28913,183785],[37838,216709],[41789,232868],[47505,251320],[52581,268964],[53451,271216],[57397,285091],[58702,290223],[65157,309204],[66027,311456],[71618,328292],[72556,331721],[73593,334209],[77928,348153],[78798,350405],[88557,377804],[89594,380292],[95844,397266],[96714,399518],[97373,400736],[97573,402740],[104679,422051],[105716,424539],[113329,444253],[117318,452754],[117518,454758],[126804,477099],[127841,479587],[128540,480782],[137254,502299],[137454,504303],[147098,526291],[148364,529724],[152931,538691],[164074,563164],[164274,565168],[168089,572277],[177116,593404],[188985,619890],[189699,621166],[190375,623312],[197389,635888],[203233,647420],[209066,659820],[213848,669766],[235691,717129],[239572,723096],[245587,733399],[248459,738742],[255247,751060],[255961,752336],[278129,794528],[294630,827904],[304664,843361],[316544,863352],[322559,873655],[339254,902828],[342126,908171],[369288,955187],[382692,976033],[392726,991490],[411689,1022091],[429584,1052385],[468583,1109746],[489814,1141458],[513252,1177761],[528072,1199476],[602436,1301573],[674743,1394706],[743719,1481512], [7373,77101,224388],[11718,102763,277207],[11859,103633,280287],[12659,109224,292770],[17194,72408,331686],[17349,133903,333031],[18115,135209,341205],[18122,135357,341240],[18964,142027,231931],[19401,142644,356396],[19542,143514,359476],[22493,88409,377769],[22648,87103,379114],[25162,95227,163438],[25758,97674,403281],[25974,173014,404771],[25981,173162,404806],[26061,170458,405484],[27003,174647,413564],[27060,174748,414105],[27694,181279,286126],[27992,104531,422016],[28147,182479,423361],[28285,183179,289206],[28920,183933,431570],[33011,117619,455299],[33227,115885,456789],[33234,116033,456824],[33314,199758,457502],[36076,124150,205386],[36374,126656,477064],[36529,125350,478409],[36667,126050,208466],[37336,216557,332399],[37360,128957,483268],[37660,219745,484924],[37717,219846,485465],[37845,216857,486279],[39143,221841,495396],[39960,229560,229695],[40096,229828,351614],[40487,137555,504844],[40608,78012,349983],[40703,231134,506334],[40710,231282,506369],[40790,228578,507047],[41732,232767,515127],[44143,148064,238732],[44516,148216,529689],[47003,251168,378482],[47027,153348,541177],[47327,151252,542833],[47384,151353,543374],[47512,251468,544188],[49539,160085,554663],[51007,161067,161202],[51143,161335,257947],[51534,164375,565709],[51655,95928,399096],[51750,162641,567199],[51757,162789,567234],[51837,266020,567912],[52156,166732,569957],[52210,272206,570105],[52665,270794,270929],[52801,271062,404095],[53223,274757,574417],[53394,271115,575285],[56086,176812,176828],[56273,286233,425444],[56284,286352,286519],[56879,56895,284939],[56919,177533,595890],[57147,104760,424140],[57219,288127,597546],[57276,288228,598087],[57404,285239,598901],[60330,188224,620551],[61614,190054,190189],[61750,190322,297070],[62230,190476,623853],[64167,115398,116617],[64540,116682,458935],[64732,196032,633568],[64786,191466,633716],[65241,311034,311169],[65377,311302,456113],[65799,194017,638028],[65970,311355,638896],[67384,68256,204199],[68629,204351,650818],[68636,204499,650853],[70453,125952,125968],[70494,205493,318419],[70505,205612,205779],[71100,71116,328140],[71140,209483,662306],[71368,126885,479188],[71440,207387,663962],[71497,207488,664503],[71625,328440,665317],[72104,335466,667787],[72134,329358,667865],[72626,333691,484136],[72637,333810,333977],[76599,223104,224323],[77349,351733,351744],[77557,351395,693333],[78570,353946,697645],[78741,350304,698513],[81251,142728,357673],[81433,234932,234948],[82333,82468,238019],[82601,238054,722724],[83922,238929,722052],[83976,237835,722200],[84125,240024,363610],[84136,240143,240310],[84874,240542,725710],[85903,149251,539352],[87187,150528,152040],[87705,87721,381152],[87803,152331,545803],[88105,241799,736763],[88135,375441,736841],[88627,379774,542045],[88638,379893,380060],[91017,254486,751721],[91107,92301,256316],[92860,256637,754482],[92917,256738,755023],[93982,94854,162154],[95265,258066,258077],[95473,257728,764886],[96486,260279,769198],[96657,399417,770066],[97242,400711,570035],[97949,405557,405568],[98157,403876,775604],[101773,172527,173746],[102146,173811,406917],[102847,278484,279996],[104227,425796,800885],[104257,419688,800963],[108059,183081,183097],[108706,108722,291486],[108974,184014,433027],[109864,293686,436182],[109995,293711,826764],[110145,295715,831538],[110264,110431,296256],[112250,296067,831958],[112280,441135,832036],[112415,298532,298543],[112623,296851,833041],[114311,114446,191650],[114579,191685,634240],[116114,193142,194935],[117187,452729,633646],[117894,457575,457586],[118102,455894,849462],[120312,312663,857385],[120580,120715,314991],[120848,315026,862980],[120919,122383,317115],[122169,315901,862308],[122223,314807,862456],[123121,317514,865966],[124240,125434,206663],[126352,318771,877019],[126382,474736,877097],[128563,481028,481039],[129665,484488,888427],[129695,482977,888505],[132703,217744,481443],[133987,219021,220533],[134505,134521,335069],[134603,220824,487894],[135438,342697,344490],[140782,141654,230647],[144044,360256,942810],[144273,360502,360513],[144588,144599,362742],[145680,362451,945427],[146967,526266,722130],[147509,363962,949522],[147539,527210,949600],[149358,241447,736343],[149477,149644,241988],[151836,371509,960324],[152954,538937,538948],[154056,542397,966546],[154086,540886,966624],[156751,381773,974893],[156901,383777,979667],[157020,157187,384318],[159006,384129,980087],[159036,551545,980165],[159379,384913,981170],[161406,162870,259404],[171440,171575,272390],[171708,272425,570629],[173243,273882,275675],[175231,589747,1028192],[181369,182563,287403],[185672,185683,436104],[187549,438424,1067453],[189008,620136,620147],[191804,191815,300212],[192896,446836,1078510],[194725,448347,1082605],[194755,630624,1082683],[200179,459551,1097369],[200723,200734,462037],[201815,461746,1099986],[203102,647395,862386],[203644,463257,1104081],[203674,648339,1104159],[207971,470804,1114883],[217851,335114,667367],[217970,218137,335655],[220329,492035,1146595],[222549,689068,1152817],[222579,687557,1152895],[229899,231363,353071],[236918,523095,1193513],[243437,532474,1204946],[255270,751306,751317],[259158,557246,1237865],[260987,558757,1241960],[261017,761794,1242038],[272544,272555,407237],[273636,580689,1270337],[275465,582200,1274432],[275495,789264,1274510],[288711,604657,1306710],[302010,626509,1333893],[305542,631486,1339856],[337104,679145,1400176],[352825,703917,1433095],[354654,705428,1437190],[354684,931223,1437268],[409035,785149,1530269],[412567,790126,1536232],[500726,913148,1676742] ] cell #1165 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28894,183838],[37819,216762],[41761,232936],[47486,251373],[52559,268988],[53423,271284],[57378,285144],[58697,290229],[65135,309228],[65999,311524],[71599,328345],[72525,331755],[73588,334215],[77906,348177],[78770,350473],[88526,377838],[89589,380298],[95822,397290],[96686,399586],[97368,400742],[97568,402746],[104648,422085],[105711,424545],[113307,444277],[117313,452760],[117513,454764],[126773,477133],[127836,479593],[128535,480788],[137249,502305],[137449,504309],[147093,526297],[148333,529758],[152926,538697],[164069,563170],[164269,565174],[168084,572283],[177111,593410],[188980,619896],[189694,621172],[190370,623318],[197384,635894],[203228,647426],[209061,659826],[213843,669772],[235686,717135],[239567,723102],[245582,733405],[248454,738748],[255242,751066],[255956,752342],[278124,794534],[294625,827910],[304659,843367],[316539,863358],[322554,873661],[339249,902834],[342121,908177],[369283,955193],[382687,976039],[392721,991496],[411684,1022097],[429579,1052391],[468578,1109752],[489809,1141464],[513247,1177767],[528067,1199482],[602431,1301579],[674738,1394712],[743714,1481518], 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93371],[241453,242957,726584],[243432,532480,1204939],[255360,551475,751104],[259159,557241,1237871],[260982,558763,1241953],[261018,761789,991691],[272459,273689,783731],[273637,580684,1270343],[275460,582206,1274425],[275496,789259,1022292],[288712,604652,1306716],[301947,626515,1333751],[305543,631481,1339862],[335120,336624,896013],[337099,679151,1400169],[352826,703912,1433101],[354649,705434,1437183],[354685,931218,1177962],[408972,785155,1530127],[412568,790121,1536238],[500727,913143,1676748] ] cell #1166 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41772,232961],[41849,356534],[53434,271309],[53640,406254],[58744,290442],[66010,311549],[66216,458272],[72170,481273],[72536,331780],[73635,334428],[78781,350498],[78987,507817],[88171,539182],[88537,377863],[89636,380511],[96697,399611],[96903,568682],[97147,569977],[97850,403406],[104293,593895],[104659,422110],[105758,424758],[112316,620381],[117092,633588],[117795,455424],[126418,660311],[126784,477158],[127883,479806],[129028,483288],[129731,670257],[137028,693205],[137731,504969],[146872,722072],[147575,723587],[148344,529783],[153419,541197],[154122,739233],[159072,751551],[163848,764758],[164551,565834],[167863,775476],[177604,595910],[189473,832913],[190652,623978],[194791,843852],[197163,849334],[203007,862328],[203710,863843],[209554,662326],[222615,908662],[236411,944307],[240613,725730],[245361,960196],[255735,981042],[261053,991981],[275531,1022582],[277903,1028064],[293887,826784],[301503,1077390],[313383,1098866],[322333,1114755],[339028,1146467],[354720,1178252],[389565,1236745],[408528,1269217],[429358,1306582],[442643,1328819],[510091,1431975],[576496,1525195],[640107,1611757], [7384,136436,345219],[9105,151529,543499],[10494,163146,163650],[11772,174924,414230],[11880,103616,280580],[12670,185012,292478],[14301,194088,638048],[15943,205299,205414],[16265,207664,664628],[16354,125650,126033],[17954,220022,485590],[18130,135337,341299],[18158,221912,495416],[19343,231639,232143],[19455,233044,356309],[19563,143497,234630],[20549,238645,238760],[21137,242578,736783],[21729,244803,741349],[23818,256914,755148],[23880,257384,257399],[24013,160781,160863],[24423,260350,769218],[25989,173142,404865],[26183,271392,405397],[26788,274828,574437],[27043,174841,414057],[27120,277345,586018],[28430,286039,286154],[28752,288404,598212],[28841,182779,183162],[28928,183913,290113],[28956,290294,431007],[30201,186690,831978],[30293,296507,296522],[30426,188739,188821],[31200,301438,847262],[33242,116013,456883],[33436,311632,457415],[34763,317585,865986],[34870,205524,318393],[34926,123981,205042],[35018,319550,877039],[35610,321775,881605],[37643,332312,332427],[37700,219939,485417],[37853,216837,333546],[37976,334280,485716],[38231,336245,667807],[38823,338470,672373],[39185,222060,495880],[40718,231262,506428],[40912,350581,506960],[40974,351051,351066],[41107,229274,229356],[41517,354017,697665],[42491,360330,360345],[43446,236346,948405],[43551,240055,363584],[43607,147895,238388],[43699,366240,949542],[44611,152861,736610],[45750,152290,244709],[47310,378395,378510],[47367,151446,543326],[47520,251448,379629],[47643,380363,543625],[48020,381949,974913],[48724,252952,980107],[48949,91357,255083],[49391,387291,983793],[49594,161110,257536],[49723,389500,995391],[51765,162769,567293],[51959,399694,567825],[52269,400912,570179],[52973,97767,403233],[53065,403532,403547],[53198,269479,269561],[53265,274976,574901],[53972,408463,773404],[57259,288321,598039],[57412,285219,423876],[57535,424610,598338],[57642,286264,425418],[57698,181110,285782],[57790,426575,800905],[58382,428800,805471],[59689,293772,436156],[60161,187248,296208],[60610,438600,1067473],[60735,188915,831805],[61049,190097,296659],[61178,442578,1071585],[63631,194932,303480],[63723,450625,1082625],[64845,452930,633790],[65549,117712,455251],[65641,455550,455565],[65774,309719,309801],[65841,194236,638512],[66687,460042,1097708],[67559,313318,1102964],[67720,120916,315360],[67812,314091,1104101],[68644,204479,650912],[69863,124490,321681],[71480,207581,664455],[71633,328420,478924],[71756,479658,664754],[72087,480856,480871],[73042,129176,483752],[73147,333722,484110],[73203,216388,332055],[73295,486766,888447],[74207,128470,667634],[75346,220783,338376],[77116,224703,345115],[77616,502475,693407],[78320,137648,504796],[78545,138097,348750],[78612,354165,698129],[79190,229603,351203],[79319,510026,915363],[81670,360160,520963],[82376,236932,363226],[82931,523586,1193852],[84035,526467,722274],[85734,241940,243136],[86183,532650,1204966],[86622,245755,371317],[86751,536628,1209078],[88088,538765,538780],[89043,153567,541661],[89148,379805,542019],[89204,250999,378138],[89296,544675,966566],[90228,546534,1224090],[90848,156450,384270],[91297,383412,1226828],[91422,255177,979934],[91736,157408,384721],[91865,383347,1230940],[92900,256831,754975],[94318,161403,391542],[94410,390273,1241980],[95023,95242,261822],[95532,563340,764960],[96236,164468,565661],[96461,164917,397863],[96528,260498,769682],[97295,400797,570009],[98216,572453,775678],[98341,167305,572618],[98655,270837,403684],[98784,576431,1007386],[101237,275672,410505],[101329,584478,1274452],[103380,280246,416826],[105165,177752,596374],[105326,105418,422385],[107469,181619,428706],[109239,185285,435445],[110176,294901,438765],[110734,616836,1322776],[112233,619964,619979],[112682,621342,833115],[113503,190569,623805],[114354,300696,302024],[114909,627000,1334232],[116997,195560,452124],[117240,452815,633620],[118161,636064,849536],[118286,196605,636229],[118600,311077,455702],[118729,640042,1089022],[120376,315085,860942],[120623,200193,462521],[122282,647596,862530],[123163,317733,866450],[124430,469303,1367338],[124869,206000,470612],[124998,469238,1371450],[127290,209702,662790],[127451,127543,477433],[132534,335607,336803],[132983,679321,1400196],[133422,339422,491843],[133551,683299,1404308],[136004,344487,498664],[136096,691346,1152837],[138222,225425,695846],[138536,138665,505247],[141118,229896,512068],[141210,510799,1437210],[141823,142042,355489],[143261,233410,518389],[145744,238113,720686],[147020,526352,722104],[148577,240761,726194],[149389,367780,369559],[149947,729069,1464432],[151895,733575,960398],[152230,536693,1470475],[152624,152716,537959],[156822,384443,978486],[156932,251795,549175],[158989,751134,751149],[159438,752512,981244],[165042,262867,767399],[165356,165485,566112],[171483,407721,409049],[172038,785640,1530608],[174126,276300,585977],[175290,794704,1028266],[175729,417872,589555],[175858,798682,1280849],[181559,603156,1563714],[181998,286740,604465],[182127,603091,1567826],[184580,184672,611286],[187620,296381,830357],[190808,299229,835664],[191744,192960,625139],[195664,195793,632727],[200056,462057,1100323],[203155,647481,862360],[208030,873831,1114957],[217882,488306,490085],[218440,898498,1659662],[220388,903004,1146669],[220723,683364,1665705],[221117,221209,684630],[233849,233978,712783],[235866,360747,943149],[236795,362762,945764],[242113,243508,727592],[272484,273700,783779],[276404,276533,791367],[280186,798747,1803584],[288770,1052561,1306784],[293370,436124,1064735],[300232,301887,836611],[335780,337175,897021],[407257,408912,1015341] ] cell #1167 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [7386],[9109],[10496],[11776],[12672],[14303],[15945],[16269],[17958],[18160],[19345],[19459],[20551],[21139],[21727],[23822],[23882],[24425],[26187],[26790],[27118],[28432],[28756],[28958],[30203],[30295],[31198],[33440],[34765],[34867],[35020],[35608],[37645],[37978],[38233],[38821],[40916],[40976],[41519],[41847],[42493],[43444],[43548],[43701],[44568],[47312],[47645],[48022],[48726],[49389],[49721],[51963],[52271],[53067],[53638],[53970],[57537],[57639],[57792],[58380],[59686],[60612],[60692],[61176],[63725],[64847],[65643],[66214],[66685],[67557],[67814],[68681],[71758],[72089],[72168],[73144],[73297],[74164],[77618],[78985],[79317],[81610],[81822],[82929],[83447],[84037],[86185],[86749],[88090],[88169],[89145],[89298],[90175],[91299],[91379],[91863],[94412],[95534],[96901],[97094],[97292],[98218],[98782],[101331],[104291],[106287],[109766],[110681],[112235],[112314],[112684],[114907],[117039],[117237],[118163],[118727],[122284],[124432],[124996],[126416],[128410],[129729],[130247],[132985],[133549],[136098],[136975],[141212],[144087],[146819],[147017],[147573],[149894],[151897],[152232],[152801],[154120],[154638],[158991],[159070],[159440],[163795],[166895],[167810],[172036],[175292],[175856],[181561],[182125],[185929],[188855],[189420],[194789],[196195],[197110],[202954],[203152],[203708],[208032],[212580],[218387],[220390],[220725],[222613],[235506],[235578],[239092],[245308],[247191],[252191],[255117],[255682],[261051],[275529],[277850],[280188],[288772],[295297],[297399],[300670],[312478],[312550],[316064],[322280],[338975],[354718],[362266],[362338],[363200],[369955],[385461],[388732],[407695],[429305],[440160],[446651],[446723],[462495],[490481],[509258],[534210],[550570],[574013],[580504],[580576],[637624],[655339],[680881],[796264],[813979] ] cell #1168 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [303858],[315738],[323518],[361331],[371252],[384656],[391920],[410883],[418663],[430543],[435868],[437185],[445716],[448032],[460626],[462942],[470547],[491778],[499042],[512446],[520226],[521815],[531235],[547595],[558442],[579569],[581885],[589490],[604400],[625229],[642944],[677906],[688753],[705113],[783869], [62348,633332],[63521,629913],[82363,717914],[83084,721816],[86319,731927],[94208,761083],[99954,569721],[101127,788553],[103624,592267],[110318,827516],[114341,838179],[115062,842081],[120610,858170],[121184,859477],[121331,862072],[122839,865826],[124566,872183],[126041,473324],[129163,481857],[129884,668486],[133119,901356],[135894,686846],[136442,501024],[141008,930512],[143505,715495],[149531,954799],[151535,535371],[153554,539766],[154275,737462],[157074,975645],[157625,976818],[159574,982910],[160871,556535],[161097,986308],[161671,987615],[161818,990210],[163656,393902],[167447,571038],[171470,1016909],[172191,1020811],[174930,587712],[175426,793056],[177739,594479],[178313,422763],[178460,801584],[179968,1044556],[181695,1050913],[183170,607177],[184470,819944],[185018,613646],[188829,622304],[190084,1072724],[194223,629504],[195200,1083907],[196747,634649],[200560,1097815],[201562,1099598],[203863,1105859],[204875,652131],[205420,468769],[205666,1109358],[206217,1110531],[207670,656500],[209689,660895],[210263,477811],[210410,877718],[211918,1127677],[217121,894999],[218024,1141070],[220028,682042],[222047,686437],[222768,906891],[225567,694266],[226118,505182],[228067,1169181],[229364,703206],[229590,1172579],[230164,1173886],[230311,1176481],[232149,514428],[233050,710940],[233546,935015],[237299,1193959],[238221,723890],[238766,528258],[240197,1199088],[240748,725161],[241066,951300],[244945,732160],[245972,1210217],[246546,538337],[251732,973118],[252371,1224623],[256920,754371],[257347,756399],[257471,556126],[258905,1237477],[260485,760674],[263009,765819],[263560,566047],[265509,1254502],[269569,780944],[270824,1264551],[271398,781841],[271559,1013511],[274963,788144],[275940,1275734],[277487,793289],[281300,1289642],[282302,596795],[285615,810771],[286160,602622],[286406,1301185],[286957,1302358],[288410,815140],[291003,611664],[293510,826716],[293919,1065268],[294816,830292],[295477,1323309],[296470,833697],[296594,621895],[299371,835014],[302391,1334339],[305289,1339468],[305840,632662],[309809,854802],[311064,1350597],[311638,855699],[311799,1095147],[312245,1353577],[317720,865417],[318456,652364],[321917,872416],[324501,1376204],[325503,663211],[329544,1129527],[330966,1389189],[331888,893319],[332433,674929],[333864,1394318],[338612,901589],[339639,1405447],[340213,685008],[344755,1416630],[350587,923800],[351014,925828],[351138,702797],[352572,1432707],[354152,930103],[357227,712718],[360060,1191205],[360293,943066],[361740,946654],[362033,1453685],[363647,724123],[365709,1458558],[369474,727527],[370135,1464965],[374029,735582],[375627,1213832],[377049,1475995],[377971,971438],[378516,743905],[379947,1481124],[382878,978421],[387433,983143],[399700,1003828],[400535,1005446],[403495,1012427],[403619,780535],[409416,1530715],[412314,1535844],[412865,791302],[418089,1546973],[425481,811004],[428942,1051146],[432528,821851],[436952,1067803],[441321,1326648],[446125,837501],[446418,1594967],[450094,1599840],[452553,1087082],[455513,1094063],[455637,854393],[461035,1101213],[465004,1621316],[480819,1129337],[484173,893552],[490000,896956],[490661,1660195],[494555,905011],[497575,1671225],[500473,1676354],[526090,1197168],[531002,953277],[538728,1213642],[542082,971671],[547362,1227158],[551731,1490166],[560504,1759955],[579978,1016231],[580271,1786794],[583947,1791667],[619927,1326458],[647219,1359540],[677673,1139548],[707175,1946226],[751097,1489976], [12076,284603,1297686],[16530,327804,1384248],[18488,346038,1419853],[21962,380816,1221876],[24686,395151,1506659],[25620,402502,1519685],[27596,419270,1549953],[29017,291150,1056448],[30670,441982,1589223],[31251,452962,1343141],[32873,454520,1606247],[35978,474318,1635999],[37238,482559,1648915],[39056,334733,1137571],[41780,356676,935248],[43497,526499,1457404],[44045,526792,1717815],[44622,538495,1473241],[45994,536032,1728492],[46905,540468,1734236],[49193,552392,1749338],[53442,406396,1013744],[54023,400944,1257095],[55645,588373,1798074],[58750,290429,819535],[60250,616104,1839788],[60746,619694,1587623],[64069,630206,1853494],[66018,458414,1095380],[67610,647628,1620162],[68158,647921,1873485],[70107,657161,1884162],[73093,482266,1132925],[73641,334415,894590],[74218,480586,1386435],[75590,682703,1914763],[76501,687139,1920507],[78789,507959,1169414],[85823,728337,1970408],[89094,540175,1217230],[89642,380498,972709],[90937,747274,1989345],[91433,750864,1747738],[94756,761376,2003051],[96705,568824,1254735],[97856,401841,1009022],[98352,570805,1259630],[101675,788846,2032224],[105216,594888,1293040],[105764,424745,1044147],[107713,815801,2062892],[117801,453859,1090658],[118297,634416,1345676],[124070,868593,2112367],[127341,661304,1379602],[127889,479793,1127268],[132623,897766,2139837],[137737,503404,1164692],[138233,694033,1422388],[141556,930805,2172480],[147984,950824,2191739],[148628,725570,1461942],[164557,564269,1250013],[165053,765586,1509194],[181199,1047323,2271007],[190658,623201,1331221],[190819,834781,1591717],[216477,1137095,2338410],[235877,943256,1712580],[251088,1221400,2399275] ] cell #1169 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [66437],[67337],[82324],[82681],[91098],[93935],[110273],[114302],[114659],[115300],[116570],[120571],[120928],[124231],[140735],[149486],[150519],[152031],[157029],[161058],[161415],[162056],[171431],[171788],[172429],[173699],[181360],[190045],[191641],[193151],[194944],[204101],[205621],[206654],[217979],[219012],[220524],[223006],[224276],[229551],[229908],[230549],[238010],[240152],[241997],[256307],[259413],[270785],[272381],[273891],[275684],[278475],[279473],[279987],[284841],[286361],[287394],[291388],[296265],[300365],[311025],[314982],[317124],[328042],[331677],[333819],[334971],[335664],[341196],[342706],[344499],[349974],[353080],[357664],[358662],[362895],[377760],[379902],[381054],[384327],[399087],[403290],[403480],[404762],[406908],[407390],[414114],[422007],[424149],[425301],[433036],[455308],[455498],[456780],[458926],[462190],[477055],[479197],[480349],[481434],[483307],[483421],[485474],[487903],[495549],[504853],[505043],[506325],[529680],[539343],[541216],[541330],[543383],[545812],[565718],[565908],[567190],[569996],[570638],[572593],[574570],[595929],[596043],[598096],[620542],[623862],[624052],[633607],[634249],[636204],[638181],[650809],[662345],[662459],[664512],[667382],[667609],[670899],[695821],[697798],[722091],[722733],[725749],[725863],[736358],[736585],[739875],[751712],[755032],[767374],[769351],[772954],[803997],[826803],[826989],[831553],[831780],[835639],[846812],[862347],[862989],[866119],[880131],[919642],[942825],[943124],[947955],[952723],[975118],[979682],[979909],[999670],[1064475],[1064833],[1067678],[1085806],[1097384],[1102514],[1185941],[1193528],[1205171],[1224188],[1277633],[1322874],[1333908],[1400401],[1464530],[1530284],[1659760] ] cell #1170 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [179794,1043819],[183805,609105],[184296,819207],[211744,1126940],[216729,675259],[216947,894262],[225206,1161215],[232911,710365],[251340,744235],[251558,972381],[262648,1246536],[266971,1005545],[267706,777056],[268251,1259331],[271259,781266],[280912,1289046],[285111,808357],[298378,1327730],[307211,1087181],[307946,850914],[308491,1345377],[311499,855124],[324113,1375608],[328312,884491],[328885,1128931],[330327,889891],[330578,1388593],[346895,919015],[350448,923225],[365070,1197267],[365321,1457962],[373036,1469386],[374968,1213236],[376410,968010],[376661,1475399],[386440,1491248],[396008,999043],[399561,1003253],[401182,1008071],[415516,1541753],[420657,1039448],[437486,1584042],[440662,1326052],[443627,1075303],[449706,1599244],[453200,1089707],[464365,1359639],[464616,1620720],[472331,1632144],[475705,1122569],[493562,1664616],[497187,1670629],[502745,1163741],[529041,1201730],[531536,1723311],[547896,1744157],[551072,1489570],[560116,1759359],[563610,1249062],[583559,1791071],[606184,1823971],[622542,1330270],[652665,1878981],[678207,1909582],[706787,1945630],[717219,1452134],[724424,1966851],[811305,2057711],[893853,2136280],[971972,2207833], [31077,452225,1086621],[31818,449455,1092709],[42832,522219,1456998],[43323,525762,1196707],[45426,534712,1218560],[50341,559865,1252064],[53849,400207,1004985],[54590,583308,1011073],[55984,418524,799146],[60111,615860,1326187],[62856,625633,1342735],[63347,629176,1091889],[66945,643348,1619756],[67436,646891,1359079],[68395,650170,1364102],[69539,655841,1380932],[72428,329874,671168],[72919,481529,889071],[75022,681383,1134255],[76738,496936,906577],[76941,345007,691795],[79937,706536,1166743],[81331,520087,941105],[85684,728093,1213371],[87030,372491,970160],[88429,375957,740144],[88920,539438,967190],[90798,747030,1489705],[91189,748154,1748932],[92510,753712,1493788],[93543,756803,1506253],[94034,760346,1251244],[97717,401266,776881],[100462,784273,1256689],[100953,787816,1010253],[102690,414971,792768],[103056,587053,1025571],[104551,420204,804266],[105042,594151,1038628],[106001,808810,1296293],[106220,430404,816861],[107145,814481,1294370],[108861,609558,1056134],[109064,435337,824893],[112909,834101,1588817],[115905,449002,852800],[117662,453284,850739],[120287,857475,1614892],[121045,859233,1620855],[121088,644562,1870014],[122665,865089,1363282],[123931,868349,1375743],[124322,869473,1883756],[125277,471786,1124719],[126676,475252,880400],[127167,660567,1121749],[128126,884944,1382855],[128345,323379,658221],[131789,675712,1136178],[132484,897522,1129066],[133830,493017,892041],[135229,496483,685774],[135720,686109,905757],[137414,510340,925514],[137598,502829,918840],[137989,347068,699520],[139310,923141,1425749],[139678,355381,708155],[140343,926232,1419447],[140834,929775,1165923],[142571,516534,934727],[142937,710281,1181241],[145655,945517,1714344],[147845,950580,1458097],[148236,528588,952992],[148454,724833,1200910],[151396,534796,969985],[152122,961384,1728086],[156180,744688,1220483],[156713,974944,1484655],[160012,554037,1234658],[161532,987371,1759494],[161575,758017,1999580],[162661,559412,1000929],[164234,389814,756085],[164418,563694,998868],[164809,396181,771073],[166130,1003169,1512555],[166498,261714,561484],[168249,576745,1009994],[170038,1012831,1519279],[170385,577480,1012183],[170533,781182,1262991],[173034,582855,778942],[174791,587137,792593],[177022,601963,1045562],[177416,1036205,1550144],[177483,426851,810483],[178174,420807,807452],[178217,282597,599664],[181060,1047079,1289181],[181451,1048203,2062486],[182406,605639,1041598],[186231,826815,1321137],[186966,618416,1071122],[187511,1067504,1585021],[189859,442892,831264],[190519,622626,1075128],[192871,1078600,1850023],[195061,1083663,1599379],[195104,844689,2091095],[195452,451074,856029],[197549,640356,1091630],[199338,1094467,1605841],[199685,641091,1093819],[199833,855040,1349037],[200172,1097219,1614589],[201857,316911,465811],[204371,649717,1107551],[207531,655925,1124544],[208604,323422,473619],[208972,468110,866832],[209366,1119326,1636190],[209433,319826,651843],[210124,475855,883586],[210167,325798,666080],[213014,886648,1386626],[213754,674270,1133149],[214148,1131788,1649106],[214215,487042,891001],[216338,1136851,1388728],[219889,681467,891866],[220615,1147655,1914357],[224719,702469,925833],[224834,509887,702920],[228505,700708,1167853],[230025,1173642,1945765],[230068,927446,2169009],[231154,706083,920901],[233302,516707,712058],[235218,942660,1451831],[236207,361454,524497],[236660,720462,1197470],[236911,1193363,1714041],[239478,527599,946878],[239872,1198446,1718006],[239939,366516,721572],[242854,530714,964966],[243399,1204997,1724290],[246407,537092,973440],[246450,374324,745423],[247625,964767,1473432],[248365,743246,1217454],[248759,1216093,1734427],[248826,544951,969120],[250949,1221156,1475534],[253228,749586,1230477],[253401,386068,552849],[256781,753796,1234483],[259200,391260,393093],[262161,555798,756404],[262276,389361,556249],[265947,772261,1253174],[266518,773725,1256621],[267764,780207,1012432],[267879,576292,780658],[273611,1270427,2028753],[275801,1275490,1791206],[275844,1023419,2249735],[276192,584927,782171],[280078,1286294,1797668],[280425,418567,592562],[280811,602047,811139],[288271,814565,1041423],[289344,430447,607472],[290864,609708,821128],[290907,432823,611004],[293182,435873,826255],[293633,615085,1064794],[294157,829341,1325806],[294241,437320,618241],[297833,1070923,1587814],[297891,621567,833702],[298006,442439,622018],[301299,445053,445839],[301752,624915,1087384],[302003,1333743,1849720],[303198,305031,305584],[304964,1338826,1853685],[306758,847583,1342667],[308004,854065,1094068],[308119,639903,854516],[313179,460749,645626],[313632,860718,1359842],[313782,464515,648812],[316844,1360818,1873676],[319999,469887,471959],[324012,468194,652499],[328969,886459,1129342],[330477,674354,893687],[336521,677385,886847],[337066,1400227,1910561],[340074,683763,895321],[340117,494850,676447],[342426,1411323,1920698],[342493,498382,500768],[344616,1416386,1670764],[344659,1158243,2354504],[352867,511786,513619],[359614,520130,715790],[360428,717030,943071],[361003,521820,719642],[364617,948726,1456930],[365220,527683,724258],[368815,726576,1212990],[368899,530539,531370],[370592,372664,373296],[375052,964578,1213647],[376560,743330,971806],[382219,977470,1489324],[382303,547730,749411],[385895,1230278,1747929],[389964,557719,560015],[393026,1502344,2003242],[408324,578906,579692],[408777,783555,1005748],[409028,1530119,2028450],[410223,412056,412609],[411989,1535202,2032415],[415144,588830,591534],[427024,603740,605812],[440746,1070734,1326463],[445388,624095,625234],[447309,449605,450316],[460298,642949,859898],[463912,1103285,1619688],[489341,896005,1128685],[489425,677210,678041],[491118,493190,493822],[497086,688030,691037],[510490,704390,706686],[513552,1697574,2172671],[551156,1230089,1489981],[579241,782735,783874],[581162,583458,584169] ] cell #1171 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [85097],[86553],[95097],[110345],[111193],[115089],[124800],[125870],[131897],[133353],[136783],[141897],[144816],[149558],[150406],[157101],[157836],[157949],[159808],[161308],[161845],[163281],[167474],[168322],[172218],[175660],[176730],[181929],[182999],[185359],[190295],[192032],[194434],[196774],[197622],[200951],[201589],[203890],[205693],[206428],[206541],[213309],[218051],[218899],[222258],[222795],[225594],[226329],[226442],[229801],[230338],[231774],[234850],[240224],[244972],[246183],[247920],[252398],[253523],[256194],[258294],[258932],[260696],[263036],[263771],[263884],[271035],[272772],[275174],[277514],[278362],[281691],[282329],[286433],[287168],[287281],[290640],[292613],[295504],[298760],[299398],[299770],[304125],[305316],[306051],[311275],[312691],[317931],[320121],[321944],[324892],[325530],[333891],[334626],[338639],[339850],[341587],[345354],[347190],[351961],[352599],[354363],[357438],[360795],[361767],[362479],[366811],[370162],[373151],[373418],[374056],[379974],[380709],[381348],[386555],[387460],[392187],[394113],[396303],[405785],[411150],[412341],[413076],[415631],[418300],[424956],[427146],[428969],[432555],[435910],[437377],[437687],[437999],[446152],[446864],[449662],[451196],[457803],[461062],[464572],[466106],[472446],[480004],[490688],[493677],[493944],[494582],[497143],[500500],[501235],[512713],[514639],[516829],[520737],[521857],[522236],[531427],[531737],[532049],[535519],[547787],[548097],[551879],[560072],[580005],[580717],[583515],[585049],[587860],[591656],[606299],[613857],[615502],[625271],[625650],[642986],[643365],[656648],[678098],[678408],[678720],[682190],[706743],[727735],[746672],[783911],[784290],[815288],[897164], [7416,501874],[10516,562739],[10986,571852],[13538,620741],[14745,635463],[16969,483005],[18669,349861],[20024,718117],[21841,732974],[22268,540914],[23660,751911],[24867,398974],[25449,402529],[27232,794103],[27767,419716],[29650,827558],[31461,838382],[32051,630652],[32327,458813],[32702,454547],[33905,858373],[35722,873230],[36149,474764],[38935,902403],[39362,687585],[40178,346065],[40349,228301],[41961,357551],[44386,527238],[44856,539230],[44974,954841],[45533,732662],[45823,536059],[48173,975687],[48514,977021],[49984,986511],[50574,761822],[51225,395178],[51396,265743],[54233,1017112],[54823,789292],[55099,406795],[55474,588400],[56797,284630],[58494,1051960],[58921,431917],[60980,620429],[61930,1072927],[62050,442009],[62375,633374],[63390,842123],[63476,629940],[64410,312033],[67206,1099640],[68499,648367],[69087,1109400],[69428,1110734],[69646,872918],[69936,657188],[71018,327831],[73982,487337],[74452,481321],[74570,1141112],[75129,902091],[75419,682730],[76971,691917],[79580,1172782],[80170,931251],[80821,356703],[80992,233780],[82574,526526],[83111,721858],[84461,1199130],[87503,1210420],[87623,380843],[89983,545246],[91667,751599],[92617,983645],[92737,552419],[93804,1237519],[94077,990252],[94163,761110],[98586,571540],[99536,1264754],[99656,406423],[99981,569763],[100996,1020853],[101082,788580],[102016,271793],[103163,793791],[103453,592294],[106105,599959],[106693,1301227],[107034,1302561],[107252,1051648],[107542,815828],[108624,291177],[109094,825015],[110546,1323351],[114552,452989],[116439,1339510],[118531,635151],[119481,1350800],[119601,458441],[120821,647655],[121358,862114],[122708,1105901],[122794,865853],[128230,666375],[129374,482293],[129911,668528],[131261,1394360],[134303,1405650],[134423,334760],[135763,906933],[135849,686873],[138467,694768],[139417,1169916],[139537,507986],[139708,708277],[140604,1432749],[140877,1176523],[140963,930539],[143044,935750],[143334,715522],[149759,1465007],[153765,540202],[154302,737504],[155652,1481166],[157302,1224665],[165287,766321],[166237,1255237],[166357,568851],[166528,561606],[167675,1519727],[170640,1014246],[171681,400971],[173568,1535886],[176610,1547176],[177513,811506],[177950,594915],[178487,801626],[179837,1297728],[179923,1044583],[180298,607204],[184339,1056490],[184425,819971],[191053,835516],[196975,1606289],[199940,1095882],[209463,652866],[209900,661331],[210437,877760],[211787,1384290],[211873,1127704],[212248,473351],[214245,894054],[216990,1137613],[217076,895026],[218252,1660237],[224145,1676396],[224776,925870],[225321,703233],[225795,1419895],[239969,724625],[240959,725597],[241093,951342],[245173,1728534],[248856,972173],[251601,1221918],[251687,973145],[262218,756441],[262763,556562],[263237,1506701],[267014,1257137],[267821,1012469],[268366,780971],[277715,1798116],[280744,1046721],[280868,811196],[293946,1065310],[297948,833739],[298493,622331],[299599,1589265],[307254,1343183],[308061,1094105],[308606,854829],[322145,1884204],[323945,867991],[324069,652556],[329026,1129379],[330410,1136493],[330534,893744],[338840,1914805],[345525,926249],[360485,943108],[365113,1457446],[365153,950222],[365277,724315],[375109,1213684],[376493,1220798],[376617,971863],[387661,1749380],[394638,756820],[400343,1256952],[401989,1012848],[429170,2062934],[436289,1065125],[440803,1326500],[441469,834118],[452361,1342998],[454007,1094484],[464408,1620204],[525898,1457261],[551213,1490018],[647027,1620019] ] cell #1172 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [31865],[34309],[44729],[47928],[50388],[54637],[60518],[60853],[62399],[66488],[68842],[74325],[76785],[79984],[82732],[83135],[83608],[86091],[91540],[93086],[98459],[100005],[102359],[106448],[111714],[114710],[115586],[118404],[121382],[121855],[129935],[130408],[130743],[132891],[134772],[138340],[139886],[145000],[150927],[154326],[154799],[155134],[158470],[162342],[165160],[168843],[169246],[171839],[172715],[178511],[178984],[179319],[190926],[192216],[198143],[198546],[201135],[207062],[210461],[210934],[211269],[213493],[214563],[219420],[223292],[226963],[227366],[230835],[236719],[241117],[246814],[248104],[249174],[257188],[258478],[264405],[264808],[272956],[278883],[281875],[282945],[287802],[291674],[293970],[294092],[298944],[301811],[304309],[306209],[313691],[318089],[325076],[326146],[340481],[341771],[348523],[352145],[358072],[360141],[360922],[366995],[367512],[368628],[368750],[382032],[382154],[392371],[397636],[405969],[408836],[411334],[413234],[432101],[435930],[438683],[439613],[444526],[445307],[451897],[457987],[459436],[460217],[466290],[487521],[489154],[489276],[512897],[518162],[522980],[523970],[529980],[532733],[545430],[546340],[550023],[573466],[578379],[579160],[585750],[600143],[616642],[617682],[626394],[637077],[645099],[666559],[670641],[676651],[679404],[696694],[728875],[739617],[748852],[768247],[776322],[785034],[803739],[836512],[850180],[879873],[898304],[918281],[952465],[998309],[1065465],[1074569],[1191858],[1320499] ] cell #1173 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [9857],[15359],[16097],[21946],[22904],[23198],[24166],[28584],[29931],[32225],[33580],[34966],[35260],[39040],[41260],[43109],[43647],[44803],[45255],[46066],[47842],[49659],[54997],[56155],[57738],[58032],[60432],[60927],[61114],[62577],[63133],[63671],[67760],[73243],[74399],[74851],[75662],[77145],[79255],[83313],[85116],[86005],[86500],[86687],[89244],[91614],[91801],[94358],[98533],[98720],[100183],[100739],[101277],[102433],[103696],[105366],[111212],[118478],[118665],[121560],[124747],[124934],[127491],[130113],[130817],[131916],[132805],[133300],[133487],[134950],[136044],[138414],[138601],[141158],[152664],[154504],[155208],[157968],[159755],[165234],[165421],[168341],[169424],[174223],[175607],[175794],[178689],[179393],[181876],[182063],[184620],[191000],[191784],[195729],[197641],[198724],[210639],[211343],[215367],[221157],[223701],[226461],[227544],[228248],[233727],[233914],[238153],[241295],[241546],[242178],[249978],[257262],[263903],[264986],[265690],[267432],[271740],[272524],[276469],[283749],[292083],[295814],[296446],[299789],[300245],[300252],[307672],[311980],[315125],[318267],[326950],[331820],[335213],[335845],[346621],[350929],[360814],[362775],[362782],[367759],[377903],[383876],[384508],[387851],[395734],[400042],[402839],[407270],[407277],[421118],[422150],[436137],[438744],[443353],[454857],[460109],[462070],[462077],[476166],[477198],[483308],[488285],[504402],[520942],[523653],[529823],[537403],[541217],[546547],[549154],[565267],[595930],[610019],[616849],[623411],[627067],[642071],[662346],[684074],[717298],[718824],[725750],[729082],[785707],[826876],[839089],[898511],[942397],[1017819] ] cell #1174 : |C| = 105 W-rep = phi[105,6] special rep = phi[105,6] , dim = 105 orbit = A6 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [12595],[17475],[19420],[22774],[25810],[26148],[28273],[33063],[33401],[36655],[36910],[37370],[40539],[40877],[46577],[47037],[51586],[51924],[52166],[52826],[56469],[56929],[61504],[62282],[64742],[65402],[70690],[71150],[72032],[72822],[77513],[78173],[83932],[84321],[84884],[88033],[88823],[92191],[95429],[96089],[98113],[104155],[110005],[112178],[112579],[113356],[116299],[118058],[122179],[122568],[126280],[129593],[135623],[144439],[145114],[147437],[151792],[153984],[158934],[159335],[163055],[173428],[175187],[185628],[186884],[192330],[194653],[201249],[203572],[207927],[220285],[222477],[231548],[236057],[242772],[253146],[258592],[260915],[273070],[275393],[288667],[299058],[301149],[313029],[319744],[336439],[352259],[354582],[366434],[389211],[406083],[408174],[426769],[442289],[458101],[486960],[509737],[521401],[544869],[576142],[639753],[668072],[737048],[832243],[980372] ] cell #1175 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [45767],[55276],[55418],[62524],[69880],[73443],[75363],[76027],[83260],[85109],[89444],[92681],[93211],[98496],[98964],[100130],[105566],[107486],[111205],[111839],[118441],[118909],[120245],[121507],[123356],[127691],[130060],[131909],[138377],[138845],[140011],[145613],[146391],[151052],[154451],[156319],[157961],[158595],[160189],[165197],[165665],[168334],[168968],[178636],[179021],[180485],[186635],[187117],[190963],[192829],[193607],[197634],[198268],[200685],[202526],[204619],[207187],[210586],[210971],[214884],[219545],[226454],[227088],[237424],[241242],[242523],[243005],[246851],[249495],[252103],[252523],[252897],[259869],[263896],[264530],[267375],[273569],[274347],[279008],[283266],[287927],[291711],[295209],[295629],[299782],[302516],[306334],[307615],[312120],[312337],[319495],[326467],[336190],[336672],[340518],[343162],[346564],[353536],[358197],[360807],[361908],[362125],[366185],[369867],[370287],[372160],[374440],[381173],[395677],[409541],[413359],[414640],[426520],[433492],[436060],[437824],[443296],[445192],[446293],[446510],[471455],[486711],[490393],[490813],[492686],[494966],[516203],[520878],[524636],[530110],[531874],[544620],[553706],[577149],[579045],[580146],[580363],[605308],[617812],[624292],[640760],[645765],[671307],[676781],[678545],[700377],[719839],[740283],[748982],[771930],[776452],[782932],[804405],[850310],[860095],[880539],[889268],[918411],[953131],[967387],[998439],[1038825],[1074699],[1121946],[1191988],[1201107],[1321404],[1451550] ] cell #1176 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [108168,290559],[108349,431769],[130993,334545],[131447,487189],[142147,356827],[155384,380628],[155838,545098],[167047,570491],[167651,403460],[169626,406547],[179569,424875],[180023,599811],[196347,634102],[196951,455478],[198926,458565],[211519,479923],[211973,666227],[212456,667667],[213520,484039],[225167,693719],[225771,505023],[227746,508110],[239244,722586],[247067,736643],[248131,541948],[262609,765272],[263213,565888],[265188,568975],[267148,572651],[268212,775990],[280838,800765],[281902,596661],[297275,831838],[298339,833427],[299575,624032],[307388,636262],[308452,849848],[316216,862842],[324039,876899],[325103,663077],[330504,888307],[346337,695879],[365247,949402],[367022,726481],[372997,960710],[376587,966426],[385337,979967],[386401,981556],[395450,767432],[415477,1028578],[437347,1066348],[443069,835697],[449632,1082485],[464542,1103961],[472292,1115269],[493523,1146981],[497113,1152697],[521528,943182],[531397,1203841],[547757,1225703],[560042,1241840],[583485,1274312],[606145,1307096],[652526,1366213],[678068,1399071],[706713,1437070],[724285,1459590],[811166,1562589],[893714,1654820],[971833,1740141], [16343,208180,323693],[24148,258539,389045],[24578,163200,261980],[27515,279666,418838],[28830,288920,430718],[30860,299005,440473],[32112,304336,638799],[35050,205899,319139],[35108,319212,467108],[39423,341798,496167],[39853,223877,345273],[41242,352206,509571],[41672,231693,355647],[42244,358855,359190],[43731,240430,364330],[44177,365902,524805],[45785,371933,741382],[49648,161227,388639],[49829,258146,554739],[50635,392398,769969],[53632,406030,574326],[54884,411361,575188],[55378,277691,414284],[55436,414413,586051],[57822,286639,426164],[57880,426237,600961],[58982,432128,432162],[59412,292259,292532],[59806,436395,614723],[61103,190214,440067],[61775,298612,618588],[62542,445751,847295],[63755,194000,448715],[63794,303977,852076],[66208,458048,637937],[67844,202919,463625],[68560,466317,866737],[68749,205817,467404],[69898,471228,881638],[73327,334097,484856],[73545,338816,485644],[73773,486428,671476],[74043,487548,487582],[75381,492459,672406],[76045,222177,495761],[76226,341439,685050],[79244,229720,509165],[79425,351813,701410],[80231,512924,698416],[80725,356880,356909],[80783,515920,515976],[81963,360642,716667],[82493,362245,363107],[83278,361366,948438],[83515,240348,525101],[85297,369113,964289],[86676,244229,534117],[89328,380180,542765],[89546,245149,543553],[89774,544337,740452],[90044,545457,545491],[91790,254603,550477],[92699,553479,983826],[93229,556161,995424],[94442,260262,559125],[94481,392039,1000205],[97412,570248,773363],[98709,270954,573920],[98982,275093,574782],[99342,406600,406629],[99381,405637,777228],[99618,576866,576922],[100148,579604,773437],[101361,274740,582568],[101400,411002,778218],[102266,277638,586347],[105450,282506,597478],[105668,429146,598266],[106166,600170,600204],[106355,286557,601257],[107504,605081,805504],[109559,614533,614607],[110469,438164,439094],[111393,294455,1070445],[111857,621930,1071618],[113652,195988,847105],[114471,300577,446630],[115493,303254,628515],[117357,633859,847221],[118654,311194,637531],[118927,194353,638393],[119287,458618,458647],[119326,457655,851086],[119563,640477,640533],[120263,642657,1097741],[120740,312457,462402],[121525,460661,1102997],[121762,315134,646230],[122894,465958,1106827],[123544,468408,1118848],[124923,321201,655246],[125774,208883,473528],[127575,325707,663894],[127793,322121,664682],[128291,666586,666620],[128763,481168,886096],[128816,668010,668199],[129293,130078,483633],[130315,334015,671772],[130650,338763,672702],[132097,489639,886170],[133476,337896,680788],[136128,343555,689436],[138590,227106,697148],[138863,354282,698010],[139223,508163,508192],[139499,700094,700150],[140029,702832,915396],[141242,353929,705796],[141281,512565,920177],[144668,522783,523773],[145631,719410,1193885],[145842,238885,948248],[146579,527897,1197968],[147137,722343,948364],[149682,368109,532214],[151070,734163,1209111],[152748,374233,736265],[153154,539077,964215],[153207,736986,737175],[153684,154469,541542],[154706,380098,740748],[155041,245096,741678],[156674,547048,1224549],[157225,381513,549504],[158149,382517,1229800],[158613,548668,1230973],[160291,387637,755202],[162249,391316,759685],[165410,264548,768701],[165683,260615,769563],[166043,569028,569057],[166319,771647,771703],[166688,170781,773247],[167598,168522,572947],[168986,780570,1007419],[171600,407602,580483],[172622,410279,787155],[175783,416346,796171],[176416,280704,592471],[177392,801108,801297],[177869,178654,596255],[178891,283454,804870],[179226,429093,805800],[180673,602261,1035727],[182052,428226,813886],[182903,289623,607381],[184704,432732,822534],[187472,617350,1323235],[189208,620276,1070371],[189261,832181,832370],[191884,444329,626197],[192847,839675,1334265],[193795,631311,1338348],[195718,306352,846340],[196898,197822,636558],[198286,854428,1089055],[200098,642125,1353460],[200803,459239,644902],[201766,644423,1356257],[201977,315857,1102807],[202714,461571,1360340],[203272,862599,1102923],[204637,317850,866331],[207205,653437,1371483],[209342,877242,877431],[209819,210604,662671],[210841,326655,881004],[211176,322068,881934],[213161,214335,670444],[214124,888650,888839],[215072,674568,1131310],[218175,488635,678885],[219563,903592,1404341],[221241,494759,905694],[223199,498438,910177],[225718,226642,696175],[230742,511842,929114],[233903,358215,938130],[234536,234754,715699],[236837,718878,1453568],[239848,949745,949934],[240878,241260,726075],[242167,370305,955479],[243360,729583,1464891],[246721,374628,963276],[247772,248946,739420],[248735,966769,966958],[249683,743544,1215615],[252541,384497,976325],[255470,751446,1229726],[255523,980310,980499],[257095,387584,984122],[259109,757878,1497783],[260057,557071,1501866],[263160,264084,767728],[272624,578182,784837],[273587,1018405,1530641],[274535,789951,1534724],[276458,413377,1025070],[279026,1033158,1280882],[281543,282717,803542],[287945,812077,1567859],[291581,433680,1059734],[295647,296435,828196],[299522,299970,835993],[300983,447036,1077622],[301929,839143,1594850],[304940,1082828,1083017],[305493,844550,1600872],[312863,462808,1099098],[316820,1104304,1104493],[324744,325918,879676],[335834,490831,1141750],[337027,899012,1660121],[340388,495154,1149547],[342402,1153040,1153229],[343350,912973,1410845],[352776,927307,1693013],[353724,703742,1697096],[362651,363513,944539],[366663,367284,952268],[367813,531918,1203068],[381217,549208,1224930],[393002,1242183,1242372],[408008,580889,1269449],[408954,1017873,1786677],[411965,1274655,1274844],[412518,1023280,1792699],[436638,436692,1065194],[437868,438798,1065575],[488339,678589,1398298],[500677,1158104,1926412],[513528,1437413,1437602],[520922,520996,1191088] ] cell #1177 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [105879,808188],[108215,431996],[108739,608936],[128004,884322],[131040,487416],[131667,675090],[137276,915782],[142212,516183],[155431,545325],[156058,744066],[164096,995810],[167117,773823],[167703,573445],[168111,1007805],[169691,577129],[177060,1035612],[179616,600038],[189721,1072004],[196417,847681],[197003,637056],[197411,1089441],[198991,640740],[209010,1118733],[211566,666454],[212470,886055],[213590,671287],[213792,1131195],[225823,696673],[227811,700357],[239314,948824],[239516,1197853],[245609,1209497],[247081,964174],[248201,740263],[248403,1215500],[255983,1231359],[263265,768226],[265253,771910],[267162,776219],[278151,1281268],[281972,804385],[294519,1322187],[297289,1070330],[299627,836491],[304608,1338233],[307402,850077],[316286,1103383],[316488,1360225],[322581,1371869],[325173,880519],[339276,1404727],[342070,1410730],[346351,918178],[367092,953111],[369177,1463843],[382581,1485705],[385351,1229685],[392670,1501751],[395464,998206],[411633,1534609],[429606,1568245],[443083,1074466],[468472,1626601],[489703,1659073],[513196,1696981],[521542,1191683],[527961,1719333],[602325,1818428],[674632,1905604],[743608,1985632], [14211,304406,852919],[21520,371947,969323],[24333,392468,1001048],[26698,411431,779061],[27462,279731,592658],[31172,445765,1086777],[31696,448833,1091881],[34741,466387,1107670],[35401,471242,1123882],[35905,322784,323758],[38614,492473,891204],[39608,341868,685893],[39761,223924,501372],[41427,512994,921020],[42191,358920,519492],[43418,361380,1196863],[44701,531316,1213363],[49277,553493,1233821],[49695,556175,1246132],[49822,388865,389845],[50219,559243,1251236],[50905,261236,262027],[53944,579618,1005141],[54468,582686,1010245],[55356,277743,586845],[55729,414427,791931],[57513,600240,806999],[58173,605095,1040761],[58677,429809,430783],[59167,432198,608609],[59320,292306,434859],[60825,437266,1326179],[61150,621944,1327326],[61277,440293,442923],[62397,306589,1086613],[66678,642671,1354055],[67531,460675,1359235],[68273,649548,1363274],[68701,467089,468043],[68814,652445,1375735],[68959,318999,319854],[71734,666656,883133],[73014,213388,671171],[73523,338868,673200],[74133,487618,673901],[74297,677987,1129058],[76092,341666,685777],[76616,496314,905749],[78873,700164,921190],[79291,702846,1160811],[79418,509391,510371],[79815,705914,1165915],[80501,354903,355694],[80703,356932,515707],[81076,515990,709260],[82922,719424,1454163],[83133,364448,1196699],[83467,524786,527532],[83580,724204,1458089],[83725,364190,366544],[86723,734177,1468982],[89015,247999,740147],[89524,245201,742176],[90134,545527,742877],[90476,746353,1484647],[91512,547676,1489697],[91837,548682,1490844],[92978,389192,555724],[93065,258373,389364],[96789,771717,1001218],[98431,267355,776879],[98756,780584,1258927],[98883,574146,576776],[99029,411229,778945],[99320,406652,575865],[99782,576936,779231],[100003,266349,1004977],[102331,414620,792591],[104284,801311,1035824],[105137,281770,804269],[105646,429198,806298],[106307,600942,601896],[106420,811085,1289173],[106565,426024,426879],[109786,614704,614948],[110982,829075,1585013],[111606,442270,621493],[111693,298839,442442],[114900,839689,1595445],[115558,844469,1599371],[115703,303226,305616],[118376,307595,850737],[118701,854442,1344973],[118828,637757,640387],[118974,304204,852803],[119265,458670,639476],[119727,640547,853089],[119931,856882,1614584],[121169,461635,1616921],[121380,463743,1359071],[121827,644342,1620847],[121972,201889,465839],[123336,319475,468192],[124970,653451,1631740],[126409,877445,1118945],[127262,324971,880403],[127771,322173,882432],[128868,668213,886267],[129722,888853,1131407],[129933,329705,889063],[130267,671457,674203],[130380,893633,1388720],[130525,484716,487070],[130715,492666,891864],[133523,903606,1664212],[138312,346544,918838],[138637,226942,699523],[138910,512792,920904],[139201,508215,699093],[139778,509718,702395],[139865,352040,509890],[144170,521382,716884],[144895,236210,524500],[145299,944924,1714036],[146371,366165,527681],[147566,949948,1198065],[148549,366890,952995],[150195,956358,1724282],[150906,370595,373299],[153259,737189,964386],[154113,966972,1215712],[154324,375788,967182],[154658,740433,743179],[154771,971752,1475526],[154916,542625,544979],[155106,372140,969983],[158449,253404,552852],[160269,387689,984620],[161656,557135,1755560],[162314,757797,1759486],[162459,259232,391288],[165132,395657,998866],[165457,264384,771076],[165730,392266,1000932],[166021,569080,770646],[166915,773344,773588],[168735,576123,780133],[168822,405864,576295],[172029,1018419,1787272],[172687,1023199,1791198],[172832,410251,412641],[175830,1033172,1541349],[176394,418648,419048],[178298,179101,599692],[178509,420035,1038620],[178956,283246,807450],[179291,605288,1041421],[180465,426500,602045],[182099,812091,1823567],[185609,435937,826247],[186615,294239,618239],[186994,439592,1071125],[189313,832384,1070542],[190898,443276,1075126],[192111,301302,445056],[192515,1078007,1849715],[193587,447307,450314],[194782,1083031,1338445],[195185,631375,1855012],[195765,306188,856032],[196215,847202,847446],[198035,639734,853991],[198122,457882,639906],[201030,313182,645629],[202506,313780,648810],[203701,1104507,1360437],[204684,466185,1107554],[207041,320002,469890],[208390,208861,323503],[210248,211051,666108],[210459,475083,1121741],[210906,326447,883584],[211241,471435,1124542],[212663,668053,886313],[214864,486691,674352],[218688,1142629,1910553],[219399,491121,493825],[222606,1153243,1410942],[223264,1158023,1670756],[223409,498410,500800],[230149,703806,1941831],[230807,927226,1945757],[230952,352899,511814],[233950,358051,712061],[234514,359400,520211],[236038,360929,719634],[236691,524616,1197468],[239112,948345,948589],[241115,528419,1200902],[242503,368897,530537],[242882,368607,964969],[246531,246931,745451],[246786,374420,973438],[247274,737029,964432],[249475,544600,743328],[252877,382301,749409],[253256,550002,1230480],[255575,980513,1229897],[257160,553686,1234481],[259849,389962,557717],[261044,1242386,1501963],[272851,408327,578909],[273255,1269834,2028445],[274327,581160,584167],[275522,1274858,1534821],[275925,790015,2033742],[276505,413213,782174],[278862,588833,591537],[287781,427027,603743],[289130,289601,430528],[290988,291791,611032],[291646,433472,821126],[293968,615183,1321129],[294090,617579,1325801],[297482,832224,1070588],[301130,445314,624087],[301783,445172,1087382],[313010,460224,859890],[313663,645745,1359840],[316084,1102904,1103148],[336170,489423,677208],[336549,489133,886850],[340198,340598,676475],[340453,494946,895319],[343142,688028,691035],[344740,913037,2155061],[353516,510488,704388],[354711,1437616,1697193],[360139,716626,1451826],[368748,529877,1212985],[382152,748749,1489319],[385544,980353,1229943],[408155,579167,782727],[408808,579025,1005746],[489274,676548,1128680] ] cell #1178 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [23293],[33982],[35355],[46161],[47840],[47883],[48364],[50061],[58127],[60430],[60473],[64196],[66520],[68797],[69278],[75757],[79657],[82764],[83563],[85374],[86003],[86046],[87353],[93118],[101802],[103791],[106403],[106884],[111470],[111746],[113946],[114742],[115541],[121810],[130363],[132174],[132803],[132846],[134153],[136569],[139918],[146136],[148836],[150683],[150959],[154754],[158226],[158502],[162297],[168599],[168875],[171075],[171871],[172670],[174481],[176460],[178939],[187809],[197899],[198175],[202271],[206818],[207094],[210889],[214629],[215625],[217329],[219176],[219452],[221652],[223247],[226719],[226995],[230790],[246769],[249240],[250236],[254071],[256471],[264161],[264437],[268549],[269953],[276792],[278639],[278915],[283011],[284007],[287558],[287834],[291629],[300047],[301031],[306241],[308789],[310193],[326212],[327208],[332616],[340436],[343903],[347738],[349142],[350138],[357828],[358104],[363561],[367578],[367900],[368660],[378699],[388109],[396851],[398255],[399251],[403112],[407072],[408056],[413266],[422946],[434233],[438885],[439645],[443838],[444381],[444387],[455130],[459090],[462856],[466873],[477994],[484087],[488426],[489186],[504675],[508635],[521654],[523825],[523831],[529833],[541996],[549295],[550055],[554248],[565540],[569500],[572738],[578234],[578240],[596709],[597130],[614659],[617535],[623684],[636349],[642783],[644954],[644960],[663125],[663546],[670502],[676504],[695966],[716582],[719536],[726529],[735917],[739478],[745829],[748705],[767519],[803600],[822186],[828551],[835784],[839801],[856838],[879734],[905346],[943343],[944880],[952326],[955834],[1018531],[1065326],[1077963],[1142105],[1190975],[1269790] ] cell #1179 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [108426,431953],[131524,487373],[142472,516127],[155915,545282],[167728,571576],[170286,577073],[180100,599995],[183696,608864],[197028,635187],[199586,640684],[212050,666411],[213618,669290],[216620,675018],[225848,694804],[228406,700301],[248229,738266],[251231,743994],[263290,766357],[265848,771854],[266934,773613],[267099,774090],[282000,802388],[285002,808116],[299652,835552],[307174,847471],[307339,847948],[325201,878522],[328203,884250],[328947,885903],[346123,915572],[346288,916049],[365033,948614],[367120,952104],[375030,964022],[395236,995600],[395401,996077],[402587,1007595],[419277,1035460],[440724,1070178],[442067,1071794],[443020,1073377],[454605,1089231],[464328,1103173],[474325,1118581],[482566,1131043],[521346,1191533],[526799,1197701],[536117,1209287],[540475,1215348],[551134,1229533],[552477,1231149],[588458,1281058],[616111,1322037],[630213,1338081],[647928,1360073],[657246,1371659],[682788,1404517],[687146,1410578],[728344,1463693],[747281,1485555],[761383,1501599],[788853,1534457],[815886,1568035],[868600,1626451],[897773,1658923],[930812,1696829],[950831,1719183],[1047330,1818278],[1137102,1905454],[1221407,1985482], [37040,213345,483041],[46707,247956,540950],[52052,400284,773188],[52409,267299,572322],[56599,281727,419752],[56875,282583,284935],[63871,304161,630688],[64628,452302,847046],[64985,307539,635933],[70820,324928,474800],[71096,325784,328136],[72319,329633,669469],[76303,341623,687621],[77756,346488,502344],[78032,347226,349897],[83818,525839,948189],[84724,366847,527274],[86463,245226,732698],[86931,372084,733444],[87701,374310,381148],[88320,375716,738445],[94558,392223,761858],[95672,395601,563209],[95948,396339,399010],[101477,411186,789328],[102591,414564,794573],[104442,419963,593107],[104799,420985,424036],[108702,291482,432809],[110403,617982,1068276],[110599,437723,620465],[113157,443220,621211],[115238,304434,842885],[115394,305570,450219],[115796,448761,843064],[116702,451232,458849],[122065,646968,1102748],[122971,466142,648403],[124710,322198,872954],[125178,471379,873700],[125948,208310,473605],[126567,475011,659523],[126924,476033,479084],[133263,338893,902127],[133731,492610,902873],[134501,335065,494836],[135120,496242,907874],[136244,224408,691953],[141358,512749,931287],[142748,357587,516865],[144828,524235,1194608],[144852,362515,522554],[145125,522619,722620],[148127,528347,722799],[149616,530280,953750],[149812,531773,539266],[150418,371884,958810],[150442,373454,535764],[152370,537270,545699],[157159,749152,1227631],[157355,548133,751635],[159718,387714,983681],[159913,553630,752381],[161994,392496,991014],[162150,259186,560629],[162552,559171,991193],[163458,266124,561642],[172367,411459,1021615],[172523,412595,584072],[172925,582614,1021794],[173831,406831,585085],[175570,277768,793827],[176038,280326,799324],[176808,418968,592548],[181839,429223,1051684],[182307,605232,1052430],[183077,289050,607458],[184053,432923,609886],[184820,292790,825051],[186194,614973,826467],[186359,615450,831527],[186559,438469,616199],[192044,444791,1075882],[192068,446900,625968],[192341,626033,634136],[193038,450494,630298],[200963,645364,1356980],[200987,312727,643683],[201260,643748,862876],[201647,861394,1358171],[201843,204195,465129],[204039,466415,1106663],[204262,649476,863055],[205751,651409,1108309],[205947,324626,652902],[206553,471179,1113369],[206577,320157,656893],[208505,328560,658399],[218109,676951,1140021],[218305,481357,678444],[218911,492410,1145081],[218935,493980,682435],[220863,487790,683941],[222944,341896,907695],[223100,497700,500754],[228211,508240,1169952],[228682,231951,708313],[230487,513022,1177285],[230643,352853,707300],[231045,705842,1177464],[233690,356957,935786],[234158,359515,941283],[234928,359320,715776],[235280,716474,942799],[235966,522798,717449],[240282,721138,1195799],[240478,365834,724661],[242247,727683,736332],[242447,532519,728432],[252456,746143,974596],[252621,746620,979656],[252821,381818,747369],[253535,750220,1488603],[253559,256230,552124],[256206,553430,1232732],[258306,555201,1235237],[258330,394883,757138],[258603,395303,757203],[258990,989532,1499697],[259300,390142,761468],[265653,569105,1255273],[271703,406677,1014282],[272784,578644,1267709],[272808,580753,784608],[273081,570525,784673],[273778,584347,788938],[278374,414364,1026678],[278398,588105,591692],[281425,286687,811542],[284779,600268,1298490],[285359,289245,817039],[286491,810049,1300136],[287293,605032,1305196],[287317,427182,815533],[291326,432226,1057252],[293259,614548,826109],[295562,828865,1067156],[298772,619050,1325085],[298796,441714,834436],[299069,442134,834501],[301058,626212,837714],[305374,841403,1336179],[311943,458695,1095918],[312252,856730,1097358],[312703,642475,1353905],[312938,459254,857705],[313960,317011,648013],[314036,859484,1616771],[319219,474193,867939],[319419,474410,868688],[320133,871539,1629499],[327980,666684,1385052],[331091,334145,894090],[333949,890567,1391029],[334909,487646,1138375],[335914,667356,897112],[336114,679190,897861],[342593,687231,691215],[345770,351997,926567],[346190,352270,926632],[349873,700101,1427962],[351973,701872,1430467],[352657,1175803,1694927],[352967,510668,930897],[357563,515927,1182348],[362040,944772,1193502],[362491,719228,1454013],[365909,526667,950170],[366109,526884,950919],[370220,956148,1204649],[373430,731283,1466741],[377174,380228,972209],[380032,968686,1477835],[380992,545555,1222680],[389120,562564,985843],[390218,987622,1755410],[398986,771654,1514768],[402234,405821,1013166],[402654,406094,1013231],[405797,777690,1521461],[406807,576873,1265204],[408083,784852,1016444],[412399,1020133,1532555],[419145,426244,1046669],[419362,426444,1047418],[419728,801115,1550281],[427158,1050269,1821326],[436402,614873,1065001],[442198,620566,1072259],[446425,1077855,1333882],[446876,839493,1595295],[450570,1083914,1854862],[454252,457839,1094802],[454672,458112,1094867],[457815,851548,1608023],[458825,640484,1351250],[474776,877249,1636327],[481333,668017,1386763],[482434,486435,1136441],[482651,486635,1137190],[483017,888657,1649243],[490746,1142419,1399879],[493956,900712,1661971],[500558,1154957,1673065],[501699,509646,1172114],[510744,1173893,1941681],[521242,716813,1191453],[527250,949752,1718143],[539242,736993,1473569],[540343,544344,1220746],[540560,544544,1221495],[540926,966776,1734564],[569913,570255,1256828],[571677,576051,1264086],[580278,1269682,1530258],[580729,1018223,1787122],[584423,1275741,2033592],[591668,1030278,1799850],[620441,832188,1587951],[630664,1082835,1853822],[633524,633866,1342874],[635288,639662,1350132],[648379,1104311,1873813],[667549,667913,1386683],[687597,1153047,1920835],[691291,1416637,2154911],[722008,722350,1457137],[736525,736889,1473489],[751611,980317,1748066],[761834,1242190,2003379],[789304,1274662,2032552],[831720,832084,1587871],[862264,862606,1619895],[931263,1437420,2172808],[979849,980213,1747986] ] cell #1180 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [193990],[202909],[208651],[236325],[244284],[254658],[260252],[274730],[280472],[289391],[294369],[301417],[303319],[313297],[315199],[321256],[337951],[343545],[353919],[359661],[360935],[369027],[382431],[391381],[408442],[410344],[416401],[428281],[435943],[445320],[460230],[489553],[498503],[511907],[579173], [72433,329992],[77078,345012],[87077,372496],[88434,376075],[95204,261719],[97135,569796],[97712,401394],[102737,414976],[103609,418519],[104556,420322],[104945,283649],[109201,435342],[115910,449120],[116006,449450],[117080,633407],[117657,453412],[123739,319831],[125324,471791],[126026,323374],[126681,475370],[127070,326850],[129016,481461],[133877,493022],[135234,496601],[135330,496931],[137593,502957],[137994,348325],[142004,355386],[142618,516539],[143490,520082],[144932,720098],[146774,366521],[146860,721891],[148241,528706],[151301,534635],[151391,534924],[152516,374823],[153407,539370],[160059,554042],[160438,389479],[160856,389809],[162666,559530],[162762,559860],[164413,563822],[164814,397438],[170432,577485],[173039,582973],[173135,583303],[174696,586976],[174786,587265],[177592,594083],[178169,422224],[180868,426856],[182453,605644],[183155,430399],[183906,609553],[184199,433875],[186678,829754],[186971,618474],[188396,442557],[188814,442887],[190514,622754],[192148,624551],[194076,629108],[195457,451699],[199732,641096],[201067,860354],[202995,862147],[204376,649835],[204472,650165],[204873,468033],[204881,468322],[207436,655764],[207526,656053],[209542,660499],[210119,477272],[215267,487047],[216830,675707],[219794,681306],[219884,681595],[221009,495349],[221900,686041],[228552,700713],[228931,510005],[229349,510335],[231159,706201],[231255,706531],[232816,710204],[233307,517964],[236655,720525],[238219,527522],[238227,527811],[240601,724765],[242566,726989],[242859,530772],[246402,537798],[249878,544956],[251441,744683],[252940,977883],[253233,749644],[253639,979029],[256686,753635],[256776,753924],[257350,555730],[258410,755721],[260338,760278],[265994,772266],[269136,576410],[269554,576740],[271164,781105],[272888,783191],[274816,787748],[276197,585552],[285212,808805],[285613,601886],[285621,602175],[288176,814404],[288266,814693],[290859,611125],[293508,614938],[293875,826601],[294080,829339],[296473,621499],[298876,830900],[301747,624978],[309376,640021],[309794,640351],[311404,854963],[312807,857256],[313627,860781],[314079,1101850],[314145,1099857],[317573,865021],[319538,867245],[320237,1112742],[328413,884939],[329502,886429],[331886,674193],[331894,674482],[336233,896418],[336526,677443],[340069,684469],[350353,923064],[351017,702401],[352077,925150],[354005,929707],[360129,942658],[360296,716890],[362595,945298],[366228,947291],[368738,726574],[373534,958183],[375585,964548],[377969,743169],[377977,743458],[381937,974730],[382142,977468],[390261,1239729],[390327,1237736],[399466,1003092],[400533,773578],[403498,780139],[405901,1009630],[408772,783618],[419832,1035986],[426563,1045975],[427262,1304569],[438588,1067290],[441279,1070704],[446980,1078381],[450613,1080374],[450679,1339727],[452551,847436],[455516,853997],[457919,1091266],[459424,1097217],[474880,1119107],[480822,886319],[483121,1131569],[486754,1133562],[489264,896003],[494060,1144454],[510787,1434959],[510853,1432966],[522968,1193361],[526088,948579],[527354,1198227],[532638,1204783],[538731,964438],[541030,1215874],[544663,1217867],[551689,1230059],[580833,1270208],[584466,1272201],[584532,1536103],[591772,1283093],[619930,1070594],[626382,1333741],[630768,1338607],[647217,1103138],[648483,1360599],[679309,1400013],[687701,1411104],[691334,1413097],[691400,1676613],[751100,1229949],[761938,1502125],[785022,1530117],[789408,1534983],[931367,1697355], [28890,183810,609223],[28949,290282,819139],[37815,216734,675377],[37969,334268,894194],[41765,232906,710493],[47482,251345,744353],[47636,380351,972313],[52262,400900,1005331],[52555,267711,777114],[53427,271254,781394],[57374,285116,808475],[57528,424598,1043751],[64838,452918,1086967],[65131,307951,850972],[66003,311494,855252],[71595,328317,884609],[71749,479646,1126872],[71942,480655,1128929],[72529,330322,889954],[77609,502463,1161001],[77902,346900,919073],[78774,350443,923353],[84028,526455,1197053],[87943,538564,1213234],[88530,376405,968073],[95525,563328,1246322],[95818,396013,999101],[96690,399556,1003381],[97622,401105,1008069],[98209,572441,1259117],[104065,593277,1289044],[104652,420652,1039511],[112088,619763,1326050],[112675,621330,1327516],[113303,443632,1075361],[117567,453123,1089705],[118154,636052,1345163],[122275,647584,1359425],[126190,659693,1375606],[126777,475700,1122632],[129503,669639,1388591],[137503,502668,1163739],[147347,722969,1457960],[148337,529036,1201793],[151888,733563,1469172],[153894,738615,1475397],[158844,750933,1489568],[159431,752500,1491034],[164323,563533,1249060],[175283,794692,1541539],[186744,827775,1584040],[190424,622465,1330268],[194563,843234,1599242],[203482,863225,1620718],[208023,873819,1631930],[220381,902992,1664402],[222387,908044,1670627],[235835,717000,1452132],[242632,955058,1723309],[253006,975904,1744155],[260825,991363,1759357],[275303,1021964,1791069],[288763,1052549,1823757],[319604,1109617,1878979],[336299,1141329,1909580],[354492,1177634,1945628],[366294,1199347,1966849],[426629,1301444,2057709],[486820,1394577,2136278],[544729,1481383,2207831] ] cell #1181 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [629034],[646749],[658658],[718067],[731018],[749955],[760204],[787674],[799583],[817298],[826037],[827652],[838332],[841103],[858323],[861094],[871274],[900447],[910696],[929633],[941542],[943560],[954935],[975781],[989232],[1017062],[1019833],[1030013],[1050004],[1076643],[1098119],[1141206],[1154657],[1175503],[1268470], [191160,1086403],[193440,1081969],[236255,1192413],[237529,1196489],[243647,1207616],[259702,1241324],[271900,1004767],[274180,1273796],[279759,1033927],[294314,1321817],[301347,1332793],[302621,1336869],[313227,1354785],[314219,1356238],[314501,1358861],[317413,1363081],[320619,1369988],[323786,875188],[329922,887496],[331196,1129831],[337314,1402846],[342995,1152181],[344147,913712],[353369,1436554],[358948,1189597],[368972,1463473],[372343,959729],[376005,965615],[377279,1214136],[382376,1485335],[383256,1486435],[386688,1492747],[389409,1496311],[389873,986756],[390401,1497764],[390683,1500387],[394271,763220],[401339,1006382],[408372,1529169],[409646,1533245],[414823,1027597],[415764,1279387],[420252,1037053],[421244,805389],[421526,1289946],[424438,1559457],[427644,1566364],[430811,1053918],[433325,1312296],[434477,1063269],[442487,1589910],[442951,1073172],[449050,1081674],[450753,1600853],[453357,1088018],[459951,1614974],[461430,1616551],[465234,1622726],[467923,868858],[468045,1109036],[468267,1626231],[469147,1627331],[471638,1114288],[475300,1120174],[476292,881523],[476574,1376508],[479486,1645503],[488192,1395939],[489498,1658703],[492869,1146000],[496531,1151886],[497805,1409366],[502902,1162052],[503782,919384],[507214,1687977],[509935,1691541],[510399,1173027],[510927,1692994],[511209,1695617],[514797,932649],[516386,1183267],[517327,1442145],[523495,1714426],[525620,951089],[527534,1198766],[527756,1718963],[528636,1200414],[529199,1459968],[534869,1208074],[536537,1729179],[537529,963795],[546101,1482745],[546907,1743286],[553889,1233651],[554936,986461],[555717,1235998],[556930,1755190],[559460,1241029],[563767,1247373],[564647,999412],[568079,1772282],[576340,1781737],[576804,1264999],[577332,1266123],[577641,1525605],[582903,1273501],[584606,1792680],[587210,1279845],[593804,1806801],[595283,1039824],[601776,1047588],[601898,1300863],[602120,1818058],[603000,1819158],[605491,1306115],[610145,1060253],[614950,1321086],[615245,1583171],[616369,1324585],[617209,1840681],[618785,1072877],[621486,1328072],[622699,1329687],[626909,1850105],[631170,1854642],[632050,1085548],[639951,1864858],[640415,1351045],[640943,1352169],[641252,1612167],[642106,1867901],[649765,1362786],[651109,1109494],[655998,1370446],[660220,1888437],[661699,1122945],[668275,1647446],[670166,1900697],[672291,1137360],[674205,1393996],[674427,1905234],[681540,1403304],[683208,1915450],[684200,1150066],[691474,1926393],[700560,1428881],[701607,1172732],[702388,1431228],[703601,1941461],[706131,1436259],[711318,1185683],[716419,1712231],[716877,1452051],[718362,1455378],[718859,1962158],[720838,1199224],[723496,1966003],[728602,1202958],[729442,1971301],[734932,1212062],[737251,1732767],[739142,1980725],[741267,1221665],[743181,1480802],[743403,1985262],[747539,1488103],[753869,1493205],[772113,1515687],[773590,1517462],[777425,1264704],[780126,1524448],[785549,2028835],[789810,2033372],[790690,1277375],[798591,2043588],[809749,1301321],[814638,1566822],[820339,1314772],[827194,1585373],[832446,1843426],[838627,1332238],[839124,2086402],[843761,2090247],[847448,1604024],[851283,1350750],[853984,1611010],[858618,1618136],[863752,2107962],[886306,1647281],[890267,1394454],[898031,1398188],[898871,2140730],[904361,1407292],[908571,2150154],[912832,2154691],[948591,1717192],[954477,1462155],[964425,1732602],[968386,1481260],[975323,1745488],[980575,1992983],[991890,2223345],[1017357,1528614],[1017854,2245042],[1022491,2248887],[1070581,1843261],[1103150,1872862],[1140748,1657385],[1178161,2370016],[1229936,1992818], [57081,599087,1814553],[71302,665503,1896189],[77524,693578,1929557],[87737,744846,1740519],[95440,765131,2007676],[98124,775849,2019411],[104094,800746,2046631],[108908,610427,1572884],[112590,833286,2081869],[114034,847743,1858119],[118069,849707,2095545],[126219,876880,2120489],[129532,888288,2131587],[134537,675870,1655198],[142240,710438,1442603],[146224,948886,1965050],[147376,949383,2190602],[148786,963967,1978530],[151803,960569,2198607],[153923,966407,2203140],[159346,981415,2214967],[169719,781339,1526063],[171163,773885,1774998],[175198,1028437,2254185],[183348,609153,1312001],[186818,1066329,2289409],[187759,1070123,2080627],[194592,1082466,2298920],[199019,855197,1612625],[202359,1103445,2107009],[203511,1103942,2313830],[207938,1115128,2321835],[214717,887791,1650608],[215869,675307,1395644],[217279,885848,1898502],[220296,1146840,2345278],[222416,1152678,2349811],[227839,923298,1688435],[242706,1203822,2388627],[249328,965910,1735929],[250480,744283,1482450],[253080,1225684,2402031],[254021,1229478,2213725],[260854,1241821,2411542],[265281,1003326,1772740],[267558,775009,1520961],[268499,1005924,1777200],[275332,1274293,2432773],[283099,1037348,1809963],[284251,808405,1559162],[288678,1306955,2455688],[307798,848867,1607523],[308739,1087560,1860321],[319678,1366194,2490190],[326300,1120469,1891599],[327452,884539,1645208],[336373,1399052,2509153],[346747,916968,1683333],[347688,1161594,1931759],[354521,1437051,2532068],[366368,1459571,2545828],[367666,1200709,1969055],[395860,996996,1767638],[396801,1246915,2009878],[426703,1562570,2597215],[443479,1074296,1847682],[443788,1329229,2083943],[486894,1654801,2639495],[521604,1452216,2187009],[544803,1740122,2676937] ] cell #1182 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [841924],[861915],[875497],[944101],[957904],[978750],[990053],[1020654],[1034236],[1054227],[1064526],[1066073],[1077184],[1080066],[1098660],[1101542],[1112463],[1144175],[1155478],[1176324],[1189906],[1192063],[1203566],[1225428],[1239421],[1269011],[1271893],[1282814],[1304290],[1332443],[1354435],[1398796],[1412789],[1434651],[1528819], [300263,1342399],[303121,1337719],[361253,1452796],[362793,1456662],[370456,1467521],[391183,1501237],[407288,1256353],[410146,1534095],[417632,1287143],[437121,1583714],[445638,1594078],[447178,1597944],[460548,1615554],[461739,1616909],[462088,1619420],[465734,1623576],[469751,1630279],[473894,1116792],[481779,1130372],[483319,1387293],[490982,1662751],[498305,1410216],[499841,1158902],[511709,1696467],[519195,1449901],[531171,1722983],[535178,1208479],[539688,1214677],[541228,1474099],[547531,1743829],[548555,1744819],[552713,1750788],[556048,1754193],[556618,1236848],[557239,1755548],[557588,1758059],[562138,993477],[570974,1257900],[579491,1785905],[581031,1789771],[587519,1280250],[588694,1539888],[594401,1290487],[595592,1040645],[595941,1550811],[599587,1815403],[603604,1822106],[607747,1308619],[610927,1573734],[612463,1319017],[621817,1844996],[622387,1328922],[629426,1337410],[631479,1855000],[634585,1343946],[642544,1868317],[644197,1869686],[648681,1875383],[651930,1109899],[652067,1365504],[652300,1878653],[653324,1879643],[656307,1370851],[660817,1377049],[662008,1123766],[662357,1636857],[666003,1897039],[676370,1656048],[677842,1909254],[681849,1403709],[686359,1409907],[687899,1669329],[694202,1420658],[695226,1165021],[699384,1937059],[702719,1940464],[703289,1432078],[703910,1941819],[704259,1944330],[708809,1179748],[710747,1443008],[711922,1702260],[719297,1962574],[721659,1199629],[723826,1458881],[724059,1966523],[725083,1460509],[725761,1719713],[732096,1467955],[734050,1975616],[735241,1212883],[745346,1741369],[746208,1988610],[754178,1493610],[755442,1236539],[756314,1495961],[757652,1999252],[760596,1500928],[765755,1507464],[766779,1250342],[770937,2015178],[780457,2023726],[781027,1525298],[781648,1526468],[782035,1782500],[788066,1533786],[790119,2033730],[793225,1540322],[801184,2047047],[802837,1293369],[810570,1301726],[810707,1561880],[810940,2057383],[811964,2058373],[814947,1567227],[820648,1315593],[826578,1583070],[826887,1839053],[828057,1586258],[828930,2078742],[830621,1328613],[833612,1589560],[834950,1591107],[839562,2086818],[844324,2090767],[845348,1341467],[854315,2099860],[854885,1611860],[855506,1613030],[855893,1865621],[856870,2102727],[865339,1623267],[866937,1365938],[872352,1630713],[877318,2120905],[878971,1379931],[886711,1898918],[888726,2132003],[891088,1394859],[893255,1654111],[893488,2135952],[901525,1663185],[903479,2145045],[904670,1408113],[913141,2155049],[923607,1688840],[924871,1431769],[925743,1691191],[927081,2168681],[930025,1696158],[936208,1445572],[942473,1960768],[942907,1712503],[944410,1715447],[944912,2187869],[946983,1459315],[949821,2191018],[955340,1463040],[956213,2195480],[962233,1472031],[964830,1978946],[966845,2203556],[969207,1481665],[971374,1739432],[971607,2207505],[976186,1746373],[983079,1751222],[1003635,1773145],[1005308,1774897],[1009351,1524989],[1012342,1781387],[1018292,2245458],[1023054,2249407],[1024078,1537843],[1033045,2258500],[1045667,1562314],[1051082,1822540],[1057701,1576307],[1065639,1840955],[1070986,2081043],[1077493,1593589],[1077995,2296187],[1082904,2299336],[1086944,1858018],[1090987,1611551],[1093978,1864508],[1098969,1871117],[1104380,2314246],[1129178,1898774],[1133254,1654545],[1141611,1658270],[1142484,2342151],[1148504,1667261],[1153116,2350227],[1157878,2354176],[1197030,1964949],[1203132,1721852],[1213483,1978802],[1217559,1739866],[1224994,1990512],[1230341,2214141],[1242259,2411958],[1269320,1785416],[1269822,2430040],[1274731,2433189],[1326299,2080899],[1359402,2106908],[1398362,1908123],[1437489,2532484],[1489817,2213997], [105276,807321,2054113],[127401,883455,2127971],[137182,915637,2158039],[152574,973309,1986012],[164002,995665,2227015],[168017,1007660,2237382],[177109,1035600,2261367],[184530,820997,1828684],[189627,1071859,2292458],[191660,1087253,2093917],[197317,1089296,2303798],[209059,1118721,2324978],[213841,1131183,2334540],[221067,895190,1905984],[232495,935184,1702694],[238029,1197339,2190216],[239565,1197841,2385292],[241530,1213049,2201750],[245515,1209352,2391676],[248452,1215488,2395405],[255889,1231214,2405080],[270367,1013680,1782934],[272400,1005617,2017783],[278057,1281123,2437651],[289799,819457,1573425],[294623,1322175,2467709],[295798,1325865,2291454],[304657,1338221,2474975],[310607,1095316,1866055],[315001,1359711,2313444],[316537,1360213,2486855],[322487,1371724,2493239],[331696,1130681,1901718],[333232,894512,1655739],[335197,1128744,2130197],[339182,1404582,2512202],[342119,1410718,2515931],[349556,1169350,1937493],[369281,1463831,2547665],[377779,1214986,1981746],[379315,972631,1741060],[382685,1485693,2558039],[383860,1489383,2404076],[392719,1501739,2565305],[398669,1254671,2015612],[401648,1006787,1778085],[402823,1257466,2019685],[411682,1534597,2582000],[422026,1290796,2049847],[423562,1044069,1815094],[429512,1568100,2600264],[453666,1088423,1861206],[454841,1343512,2095819],[468576,1626589,2626854],[477074,1377358,2123705],[478610,1127190,1896730],[489807,1659061,2641332],[503211,1162457,1932644],[504386,1420224,2159941],[513245,1696969,2658972],[528065,1719321,2669744],[529699,1460818,2193676],[564076,1247778,2010763],[565251,1507030,2228917],[602429,1818416,2707594],[623008,1330092,2084828],[623395,1590673,2294209],[674736,1905592,2738237],[717282,1712647,2382568],[743712,1985620,2765057] ] cell #1183 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [381252],[383585],[437092],[437903],[461267],[469476],[521966],[531142],[531953],[533525],[536866],[547502],[548313],[556767],[603329],[625380],[627443],[631007],[643095],[652271],[653082],[654654],[677813],[678624],[680196],[683537],[690580],[703438],[724030],[727312],[730004],[733808],[753387],[756550],[758613],[764029],[784020],[786083],[789647],[795579],[798920],[810911],[811722],[813294],[823678],[830077],[833848],[837303],[864286],[868954],[870260],[893459],[896741],[899433],[903237],[909105],[912669],[922816],[925979],[928042],[933458],[937538],[946456],[951185],[953473],[971578],[978206],[981977],[985885],[1002844],[1008807],[1012578],[1015104],[1016033],[1026307],[1028999],[1032803],[1043016],[1047684],[1048990],[1058662],[1067999],[1072301],[1090443],[1094214],[1096740],[1101015],[1108921],[1126137],[1132727],[1134991],[1137456],[1138795],[1139744],[1150857],[1164477],[1168248],[1172156],[1184669],[1191495],[1198651],[1217032],[1219296],[1221761],[1223100],[1227354],[1249798],[1253569],[1257351],[1259826],[1262569],[1264128],[1266485],[1278383],[1292842],[1295106],[1300748],[1320903],[1331006],[1343397],[1345872],[1348615],[1350174],[1352531],[1379404],[1381668],[1386725],[1387177],[1391872],[1393881],[1422584],[1425327],[1451523],[1457660],[1461744],[1473531],[1473983],[1478678],[1480687],[1494524],[1509390],[1512133],[1516886],[1517279],[1520428],[1555390],[1587913],[1588365],[1591913],[1603448],[1603841],[1606990],[1620418],[1624502],[1641436],[1646753],[1682800],[1712836],[1716616],[1717009],[1732074],[1748028],[1748480],[1752028],[1767105],[1810574],[1838792],[1842733],[1847149],[1868506],[1872286],[1872679],[1892210],[1960817],[1962763],[1977769],[1988349],[1992290],[2070940],[2078481],[2087007],[2102776],[2147198],[2187918],[2195219],[2245647],[2296236],[2341890],[2430089] ] cell #1184 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [21626],[24593],[31713],[35507],[35845],[38720],[39868],[41687],[44718],[45378],[49383],[49776],[50236],[54485],[55835],[56173],[58279],[58617],[59427],[60842],[61231],[62460],[68290],[68831],[69491],[74314],[74974],[76173],[76633],[79372],[79832],[81520],[83196],[83597],[85102],[86804],[90493],[91529],[91918],[92462],[93147],[98448],[98837],[99110],[100066],[102348],[103008],[106437],[107097],[108296],[110999],[111198],[111775],[115575],[118393],[118782],[119055],[120210],[121443],[121844],[125051],[129996],[130397],[130732],[131121],[131902],[133604],[134833],[138329],[138718],[138991],[139947],[145578],[150212],[150988],[154387],[154788],[155123],[155512],[156315],[157954],[158531],[162331],[163328],[165149],[165538],[165811],[168327],[168904],[169307],[172704],[175911],[178572],[178973],[179308],[179697],[182180],[187113],[190915],[192794],[195846],[197627],[198204],[198607],[204765],[207123],[210522],[210923],[211258],[211647],[218705],[219481],[223281],[224005],[226447],[227024],[227427],[230824],[231821],[234031],[236708],[241178],[243001],[244719],[246803],[255093],[257177],[262108],[263889],[264466],[264869],[273534],[276586],[278944],[287863],[291663],[292387],[292660],[294424],[294830],[299775],[301800],[303374],[306270],[313680],[315254],[318150],[321691],[336668],[338386],[340470],[345401],[355775],[358133],[360800],[360976],[361272],[369082],[369488],[371193],[382486],[382892],[384597],[391436],[408825],[410399],[413295],[416836],[428716],[435984],[436836],[445361],[445657],[460271],[460567],[470488],[489608],[490014],[491719],[498558],[511962],[520806],[530886],[547246],[579214],[579510],[589431],[604341],[677557], 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] cell #1185 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [303836],[315716],[323472],[361328],[371249],[384653],[391898],[410861],[418617],[430497],[435867],[437184],[445713],[448031],[460623],[462941],[470544],[491775],[499020],[512424],[520180],[521814],[531234],[547594],[558441],[579566],[581884],[589487],[604397],[625228],[642943],[677905],[688752],[705112],[783868], [62347,633331],[63520,629912],[82359,717913],[83083,721815],[86315,731926],[94207,761082],[99953,569720],[101126,788552],[103623,592266],[110317,827515],[114337,838178],[115061,842080],[120606,858169],[121138,859476],[121330,862071],[122838,865825],[124562,872182],[126040,473323],[129159,481854],[129883,668485],[133115,901355],[135893,686845],[136420,501020],[141007,930511],[143504,715494],[149530,954798],[151489,535367],[153550,539763],[154274,737461],[157073,975644],[157621,976817],[159570,982909],[160870,556534],[161093,986307],[161625,987614],[161817,990209],[163634,393898],[167446,571037],[171466,1016908],[172190,1020810],[174884,587708],[175422,793055],[177735,594476],[178267,422741],[178459,801583],[179967,1044555],[181691,1050912],[183169,607176],[184469,819943],[184996,613642],[188828,622303],[190080,1072723],[194219,629501],[195154,1083906],[196746,634648],[200556,1097814],[201561,1099597],[203862,1105858],[204872,652130],[205398,468765],[205665,1109357],[206213,1110530],[207624,656496],[209685,660892],[210217,477789],[210409,877717],[211917,1127676],[217120,894998],[218023,1141069],[219982,682038],[222043,686434],[222767,906890],[225566,694265],[226114,505179],[228063,1169180],[229363,703205],[229586,1172578],[230118,1173885],[230310,1176480],[232127,514424],[233004,710936],[233542,935014],[237295,1193958],[238218,723889],[238744,528254],[240196,1199087],[240744,725158],[241065,951299],[244944,732159],[245968,1210216],[246500,538315],[251731,973117],[252370,1224622],[256874,754367],[257346,756398],[257468,556123],[258904,1237476],[260481,760671],[263008,765818],[263556,566044],[265505,1254501],[269568,780943],[270820,1264550],[271352,781837],[271555,1013510],[274959,788141],[275894,1275733],[277486,793288],[281296,1289641],[282301,596794],[285612,810770],[286138,602618],[286405,1301184],[286953,1302357],[288364,815136],[290957,611642],[293507,826715],[293918,1065267],[294812,830289],[295476,1323308],[296469,833696],[296591,621892],[299370,835013],[302387,1334338],[305288,1339467],[305836,632659],[309808,854801],[311060,1350596],[311592,855695],[311795,1095146],[312244,1353576],[317716,865414],[318455,652363],[321916,872415],[324497,1376203],[325502,663210],[329540,1129526],[330962,1389188],[331885,893318],[332411,674925],[333863,1394317],[338611,901588],[339635,1405446],[340167,684986],[344709,1416629],[350541,923796],[351013,925827],[351135,702794],[352571,1432706],[354148,930100],[357223,712715],[360059,1191204],[360292,943065],[361739,946653],[362032,1453684],[363646,724122],[365705,1458557],[369470,727524],[370134,1464964],[374028,735581],[375623,1213831],[377045,1475994],[377968,971437],[378494,743901],[379946,1481123],[382874,978418],[387432,983142],[399654,1003824],[400532,1005445],[403494,1012426],[403616,780532],[409412,1530714],[412313,1535843],[412861,791299],[418085,1546972],[425480,811003],[428941,1051145],[432527,821850],[436951,1067802],[441317,1326647],[446124,837500],[446417,1594966],[450090,1599839],[452550,1087081],[455512,1094062],[455634,854390],[461034,1101212],[465000,1621315],[480818,1129336],[484172,893551],[489996,896953],[490660,1660194],[494554,905010],[497571,1671224],[500472,1676353],[526087,1197167],[531001,953276],[538727,1213641],[542081,971670],[547361,1227157],[551727,1490165],[560500,1759954],[579977,1016230],[580270,1786793],[583943,1791666],[619926,1326457],[647216,1359539],[677672,1139547],[707171,1946225],[751096,1489975], [12075,284602,1297685],[16529,327803,1384247],[18487,346037,1419852],[21961,380815,1221875],[24685,395150,1506658],[25619,402501,1519684],[27574,419269,1549952],[29016,291149,1056447],[30669,441981,1589222],[31250,452961,1343140],[32872,454519,1606246],[35956,474317,1635998],[37216,482558,1648914],[39055,334732,1137570],[41779,356675,935247],[43496,526498,1457403],[44023,526791,1717814],[44618,538494,1473240],[45993,536031,1728491],[46883,540467,1734235],[49192,552391,1749337],[53441,406395,1013743],[54022,400943,1257094],[55644,588372,1798073],[58728,290425,819532],[60204,616103,1839787],[60742,619693,1587622],[64047,630205,1853493],[66017,458413,1095379],[67609,647627,1620161],[68136,647920,1873484],[70106,657160,1884161],[73092,482265,1132924],[73619,334411,894587],[74214,480585,1386434],[75589,682702,1914762],[76479,687138,1920506],[78788,507958,1169413],[85777,728336,1970407],[89093,540174,1217229],[89620,380494,972706],[90891,747273,1989344],[91429,750863,1747737],[94734,761375,2003050],[96704,568823,1254734],[97810,401837,1009019],[98348,570804,1259629],[101653,788845,2032223],[105215,594887,1293039],[105742,424741,1044144],[107712,815800,2062891],[117755,453855,1090655],[118293,634415,1345675],[124024,868592,2112366],[127340,661303,1379601],[127867,479789,1127265],[132577,897765,2139836],[137691,503400,1164689],[138229,694032,1422387],[141534,930804,2172479],[147938,950823,2191738],[148627,725569,1461941],[164511,564265,1250010],[165049,765585,1509193],[181153,1047322,2271006],[190612,623197,1331218],[190815,834780,1591716],[216431,1137094,2338409],[235873,943255,1712579],[251042,1221399,2399274] ] cell #1186 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [108170,290561],[108348,431768],[130995,334547],[131446,487188],[142146,356826],[155386,380630],[155837,545097],[167046,570490],[167653,403462],[169625,406546],[179571,424877],[180022,599810],[196346,634101],[196953,455480],[198925,458564],[211521,479925],[211972,666226],[212455,667666],[213519,484038],[225166,693718],[225773,505025],[227745,508109],[239243,722585],[247066,736642],[248130,541947],[262608,765271],[263215,565890],[265187,568974],[267147,572650],[268211,775989],[280837,800764],[281901,596660],[297274,831837],[298338,833426],[299577,624034],[307387,636261],[308451,849847],[316215,862841],[324038,876898],[325102,663076],[330503,888306],[346336,695878],[365246,949401],[367021,726480],[372996,960709],[376586,966425],[385336,979966],[386400,981555],[395449,767431],[415476,1028577],[437346,1066347],[443068,835696],[449631,1082484],[464541,1103960],[472291,1115268],[493522,1146980],[497112,1152696],[521527,943181],[531396,1203840],[547756,1225702],[560041,1241839],[583484,1274311],[606144,1307095],[652525,1366212],[678067,1399070],[706712,1437069],[724284,1459589],[811165,1562588],[893713,1654819],[971832,1740140], [16348,208179,323692],[24151,258538,389044],[24580,163202,261982],[27520,279665,418837],[28835,288919,430717],[30863,299004,440472],[32115,304335,638798],[35052,205901,319141],[35110,319211,467107],[39426,341797,496166],[39855,223879,345275],[41245,352205,509570],[41674,231695,355649],[42249,358854,359189],[43733,240432,364332],[44179,365901,524804],[45787,371932,741381],[49650,161229,388640],[49828,258145,554738],[50638,392397,769968],[53635,406029,574325],[54887,411360,575187],[55380,277693,414286],[55438,414412,586050],[57824,286641,426166],[57882,426236,600960],[58985,432127,432161],[59414,292261,292534],[59808,436394,614722],[61105,190216,440068],[61774,298611,618587],[62544,445750,847294],[63757,194002,448717],[63793,303976,852075],[66211,458047,637936],[67846,202921,463627],[68563,466316,866736],[68748,205816,467403],[69900,471227,881637],[73329,334099,484858],[73547,338818,485646],[73775,486427,671475],[74046,487547,487581],[75383,492458,672405],[76047,222179,495762],[76225,341438,685049],[79246,229722,509166],[79424,351812,701409],[80234,512923,698415],[80727,356882,356911],[80785,515919,515975],[81962,360641,716666],[82495,362246,363108],[83280,361365,948437],[83514,240347,525100],[85296,369112,964288],[86678,244230,534118],[89330,380182,542767],[89548,245151,543555],[89776,544336,740451],[90047,545456,545490],[91792,254604,550478],[92701,553478,983825],[93231,556160,995423],[94444,260264,559127],[94480,392038,1000204],[97414,570247,773362],[98711,270956,573921],[98984,275095,574783],[99344,406602,406631],[99380,405636,777227],[99620,576865,576921],[100150,579603,773436],[101363,274742,582570],[101399,411001,778217],[102265,277637,586346],[105452,282508,597480],[105670,429148,598268],[106169,600169,600203],[106354,286556,601256],[107506,605080,805503],[109558,614532,614606],[110468,438163,439093],[111392,294454,1070444],[111859,621929,1071617],[113651,195987,847104],[114473,300578,446631],[115492,303253,628514],[117359,633858,847220],[118656,311196,637532],[118929,194355,638394],[119289,458620,458649],[119325,457654,851085],[119565,640476,640532],[120265,642656,1097740],[120742,312458,462403],[121527,460660,1102996],[121761,315133,646229],[122893,465957,1106826],[123543,468407,1118847],[124925,321202,655247],[125776,208885,473530],[127577,325709,663896],[127795,322123,664684],[128294,666585,666619],[128762,481167,886095],[128818,668009,668198],[129295,130080,483634],[130314,334014,671771],[130649,338762,672701],[132096,489638,886169],[133478,337897,680789],[136130,343557,689438],[138592,227108,697149],[138865,354284,698011],[139225,508165,508194],[139501,700093,700149],[140031,702831,915395],[141244,353931,705798],[141280,512564,920176],[144667,522782,523772],[145633,719409,1193884],[145841,238884,948247],[146578,527896,1197967],[147139,722342,948363],[149681,368108,532213],[151072,734162,1209110],[152750,374235,736267],[153153,539076,964214],[153209,736985,737174],[153686,154471,541543],[154705,380097,740747],[155040,245095,741677],[156673,547047,1224548],[157224,381512,549503],[158148,382516,1229799],[158615,548667,1230972],[160293,387639,755204],[162248,391315,759684],[165412,264550,768702],[165685,260617,769564],[166045,569030,569059],[166321,771646,771702],[166687,170780,773246],[167597,168521,572946],[168988,780569,1007418],[171602,407603,580484],[172621,410278,787154],[175785,416347,796172],[176418,280706,592473],[177394,801107,801296],[177871,178656,596256],[178890,283453,804869],[179225,429092,805799],[180672,602260,1035726],[182054,428227,813887],[182905,289625,607383],[184706,432734,822536],[187471,617349,1323234],[189207,620275,1070370],[189263,832180,832369],[191883,444328,626196],[192849,839674,1334264],[193794,631310,1338347],[195720,306354,846341],[196897,197821,636557],[198288,854427,1089054],[200097,642124,1353459],[200802,459238,644901],[201768,644422,1356256],[201976,315856,1102806],[202713,461570,1360339],[203274,862598,1102922],[204639,317852,866332],[207207,653436,1371482],[209344,877241,877430],[209821,210606,662672],[210840,326654,881003],[211175,322067,881933],[213160,214334,670443],[214126,888649,888838],[215071,674567,1131309],[218174,488634,678884],[219565,903591,1404340],[221243,494761,905696],[223198,498437,910176],[225717,226641,696174],[230741,511841,929113],[233905,358217,938131],[234538,234756,715701],[236836,718877,1453567],[239850,949744,949933],[240880,241262,726076],[242169,370307,955480],[243359,729582,1464890],[246720,374627,963275],[247771,248945,739419],[248737,966768,966957],[249682,743543,1215614],[252543,384499,976326],[255469,751445,1229725],[255525,980309,980498],[257094,387583,984121],[259111,757877,1497782],[260056,557070,1501865],[263159,264083,767727],[272623,578181,784836],[273589,1018404,1530640],[274534,789950,1534723],[276460,413379,1025071],[279028,1033157,1280881],[281542,282716,803541],[287947,812076,1567858],[291580,433679,1059733],[295649,296437,828197],[299521,299969,835992],[300982,447035,1077621],[301928,839142,1594849],[304942,1082827,1083016],[305495,844549,1600871],[312862,462807,1099097],[316822,1104303,1104492],[324743,325917,879675],[335836,490833,1141751],[337026,899011,1660120],[340387,495153,1149546],[342404,1153039,1153228],[343349,912972,1410844],[352778,927306,1693012],[353723,703741,1697095],[362650,363512,944538],[366662,367283,952267],[367812,531917,1203067],[381216,549207,1224929],[393004,1242182,1242371],[408007,580888,1269448],[408953,1017872,1786676],[411967,1274654,1274843],[412520,1023279,1792698],[436637,436691,1065193],[437867,438797,1065574],[488338,678588,1398297],[500679,1158103,1926411],[513530,1437412,1437601],[520921,520995,1191087] ] cell #1187 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58925,183436],[73986,215957],[80834,232449],[89987,250568],[98590,267651],[99669,270321],[106109,284339],[108389,289675],[118535,307891],[119614,310561],[128234,327540],[130187,330242],[131487,333108],[138471,346840],[139550,349510],[154578,376325],[155878,379191],[165291,395953],[166370,398623],[167150,400621],[168298,401088],[178763,420572],[180063,423438],[191057,443572],[196450,452639],[197598,453106],[210713,475620],[212013,478486],[212647,480638],[225270,502184],[226418,502651],[239347,526176],[241369,528956],[247258,538547],[262712,563049],[263860,563516],[268315,572162],[281029,593260],[297466,619746],[298442,621051],[299746,622448],[308555,635773],[316319,647305],[324230,659676],[330695,669622],[360716,716983],[365438,722952],[373100,733284],[376778,738598],[385528,750916],[386504,752221],[415580,794413],[437608,827758],[449823,843217],[464733,863208],[472395,873540],[493626,902713],[497304,908027],[531658,955041],[548018,975887],[560233,991346],[583676,1021947],[606248,1052270],[652787,1109600],[678329,1141312],[706904,1177617],[724546,1199330],[811427,1301427],[893975,1394560],[972094,1481366], 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898941],[339630,682535,1144437],[344680,687371,1155040],[352627,927568,1432949],[364725,525952,1197011],[365700,527109,1198210],[375195,538589,1213498],[375340,375618,964531],[377040,540785,1215857],[409145,1017716,1017997],[409407,785609,1270191],[412369,1023541,1536086],[418080,588205,1283076],[440889,619788,1326314],[441034,441312,1070687],[450085,630523,1338590],[464020,647081,1359383],[464995,648238,1360582],[497566,687456,1411087],[500528,1158365,1676596],[551299,750958,1489832],[551444,551722,1230042],[560495,761693,1502108],[583938,789163,1534966],[707166,931122,1697338] ] cell #1188 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [105876,808197],[108217,432120],[108736,608945],[128001,884331],[131042,487540],[131664,675099],[137273,915791],[142209,516328],[155433,545449],[156055,744075],[164093,995819],[167114,773832],[167705,573485],[168108,1007814],[169688,577274],[177055,1035618],[179618,600162],[189718,1072013],[196414,847690],[197005,637096],[197408,1089450],[198988,640885],[209005,1118739],[211568,666578],[212461,886061],[213587,671337],[213787,1131201],[225825,696713],[227808,700502],[239311,948833],[239511,1197859],[245606,1209506],[247072,964180],[248198,740313],[248398,1215506],[255980,1231368],[263267,768266],[265250,772055],[267153,776225],[278148,1281277],[281969,804435],[294514,1322193],[297280,1070336],[299629,836531],[304603,1338239],[307393,850083],[316283,1103392],[316483,1360231],[322578,1371878],[325170,880569],[339273,1404736],[342065,1410736],[346342,918184],[367089,953161],[369172,1463849],[382576,1485711],[385342,1229691],[392665,1501757],[395455,998212],[411628,1534615],[429603,1568254],[443074,1074472],[468467,1626607],[489698,1659079],[513191,1696987],[521533,1191689],[527956,1719339],[602320,1818434],[674627,1905610],[743603,1985638], 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253,782175],[278902,588834,591538],[287821,427028,603744],[289132,289603,430530],[290990,291793,611034],[291643,433522,821125],[293924,615192,1321128],[294085,617585,1325800],[297627,832233,1070587],[301139,445313,624086],[301780,445222,1087381],[313019,460223,859889],[313660,645795,1359839],[316208,1103125,1103143],[336315,489422,677207],[336551,489173,886851],[340200,340600,676477],[340450,494996,895318],[343192,688027,691034],[344742,913032,2155067],[353566,510487,704387],[354713,1437607,1697342],[360134,716632,1451825],[368743,529883,1212984],[382147,748755,1489318],[385689,980362,1229942],[408164,579166,782726],[408805,579075,1005745],[489269,676554,1128679] ] cell #1189 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [108447,289911],[131545,333344],[142500,356056],[155936,379427],[168692,401765],[170314,405144],[180121,423674],[183698,430982],[197992,453783],[199614,457162],[212071,478722],[214740,482158],[216622,485691],[226812,503328],[228434,506707],[249351,540067],[251233,543600],[264254,564193],[265876,567572],[266936,570154],[268440,570707],[283122,594780],[285004,598313],[300140,623125],[307176,633765],[308680,634318],[326323,661196],[328205,664729],[329078,667495],[346125,693382],[347629,693935],[365035,722249],[367689,725462],[375161,736471],[395238,764935],[396742,765488],[402589,775653],[419408,800593],[440855,831666],[442069,833090],[443729,834683],[454607,849511],[464330,862505],[474456,876727],[482697,888135],[521480,943010],[526930,949230],[536119,960373],[540606,966254],[551265,979795],[552479,981219],[588460,1028241],[616245,1066176],[630344,1082313],[648059,1103789],[657248,1114932],[682790,1146644],[687277,1152525],[728478,1203669],[747415,1225531],[761514,1241668],[788984,1274140],[815888,1306759],[868734,1366041],[897907,1398899],[930943,1436898],[950965,1459418],[1047464,1562417],[1137236,1654648],[1221541,1739969], [27916,180014,283624],[36298,211964,326825],[37061,214506,330896],[40326,228036,348466],[46272,251778,374798],[46728,249117,376979],[51373,265478,397579],[52054,400423,569880],[52437,268624,402399],[56620,281230,282888],[56769,284545,422389],[59070,184516,433850],[63567,193965,450240],[63892,310070,450024],[64387,311768,451840],[64630,452441,633491],[65013,308864,454417],[70385,208331,474093],[70841,324431,326089],[70990,327746,477437],[72321,331133,482401],[75868,217167,495324],[76324,221529,497505],[77784,345935,347813],[80969,233515,518105],[83820,525978,721975],[84745,365639,367455],[85467,375551,531819],[86288,244425,535765],[86484,250329,535295],[86959,378774,535929],[87595,380758,537963],[88322,377216,540310],[94254,260227,560650],[94579,398132,560434],[95074,266145,562250],[95700,395048,396926],[101173,274705,584093],[101498,269830,583877],[101993,271528,585693],[102619,276867,588270],[103902,417831,418989],[104444,419112,421463],[107991,289071,607946],[108596,291092,611290],[110405,620007,829838],[111563,437769,441245],[113185,441879,443913],[113823,302321,625969],[114057,452854,626088],[115004,303484,630297],[115266,310304,629805],[115798,456236,630048],[122067,647107,862231],[122885,202884,465150],[122992,464934,466750],[123714,324647,652948],[124535,321397,656894],[124731,327301,656424],[125206,478069,657058],[125842,328588,659092],[126569,474160,476511],[132267,329468,678490],[133088,338092,682436],[133284,215718,681966],[133759,332691,682600],[134395,334675,684634],[135122,340652,686981],[135940,343520,497721],[136265,136760,499953],[141054,353894,707321],[141379,349019,707105],[141874,228703,708921],[143783,359341,519394],[144830,526142,946177],[146013,237229,522555],[146247,522674,526391],[146749,365855,724707],[148129,526634,529136],[148727,538397,727689],[148911,370032,728431],[149618,538808,727073],[150420,378590,731829],[157161,751177,977967],[158319,548179,551655],[159543,254799,552125],[159739,388202,754295],[159941,552289,554323],[160579,394884,757139],[160813,395331,757258],[161760,391546,761467],[162022,398366,760975],[162554,566646,761218],[170952,409346,784609],[171186,400836,784728],[172133,410509,788937],[172395,270064,788445],[172927,404218,788688],[174574,175591,587636],[175395,416542,588106],[176066,176702,591015],[180843,281446,811588],[181664,428422,815534],[181860,284100,815064],[182335,423021,815698],[182971,285387,817732],[184841,185336,612575],[186196,614840,615114],[187700,615456,619596],[187884,295374,616198],[188537,441715,834437],[188771,442162,834556],[191097,446260,837713],[192046,452605,837024],[200490,202148,643684],[200965,647271,1100736],[201649,863469,1101934],[202382,643803,647520],[203805,315364,648012],[204067,466984,865718],[204264,647763,650265],[204862,474195,867945],[205046,474409,868687],[205753,659937,867329],[206555,477885,872085],[215242,331112,894136],[217220,480488,897118],[217404,490558,897860],[218111,480899,896502],[218913,332507,901258],[221763,222972,686738],[222710,498668,687230],[228232,349755,923724],[229072,345771,926568],[229306,346218,926687],[230253,512072,930896],[230515,349253,930404],[231047,505781,930647],[232694,233711,710864],[234186,234822,714243],[235411,716480,716759],[237466,361875,717448],[238208,526669,950176],[238392,526883,950918],[240284,723213,947375],[249853,377195,972255],[252268,254146,747368],[252458,746010,746284],[253537,752187,1228698],[253962,746626,750766],[256208,554139,982812],[257359,562563,985842],[258308,563015,985153],[258992,991607,1239813],[265674,398868,1003752],[269277,402235,1013167],[269511,402682,1013286],[270566,271724,781765],[271837,580113,1016443],[272786,400587,1015754],[276683,278376,792958],[284807,423908,1044448],[285602,419147,1046675],[285786,419361,1047417],[286493,593521,1046059],[287295,422837,1050815],[290145,291354,819836],[293398,436027,826108],[293497,614875,1065007],[295564,828732,829006],[296482,620565,1072258],[298774,621017,1069343],[305376,843478,1080458],[309517,454253,1094803],[309751,454700,1094922],[310806,311964,855623],[312087,314438,857704],[312383,856736,857015],[312705,642609,1097569],[314038,859618,1356085],[320135,873506,1369208],[328008,478956,1127569],[331875,482436,1136447],[332059,482650,1137189],[333578,334937,894891],[333951,669883,1133646],[349875,506523,1169083],[351026,501698,1172113],[351975,502150,1171424],[352659,1177878,1435043],[355872,357565,934917],[360305,716812,1191452],[362171,944778,945057],[362493,719362,1193713],[370222,956015,956289],[373432,733250,1206836],[377958,540345,1220752],[378142,540559,1221494],[379661,381020,973010],[380034,738859,1217951],[390220,987756,1497611],[398988,567388,1254404],[400522,569915,1256834],[403507,571676,1264085],[404960,406809,1013413],[405799,572128,1261170],[412401,1022208,1272285],[419730,593620,1289396],[427160,1052236,1565584],[446556,1077861,1078140],[446878,839627,1334093],[450572,1084048,1600700],[452540,633526,1342880],[455525,635287,1350131],[456978,458827,1095049],[457817,635739,1347216],[474778,660036,1375958],[480831,667548,1386682],[480998,481335,1129281],[483019,669982,1388943],[490748,1142286,1142560],[493958,902679,1402066],[500560,908288,1413181],[510746,1174027,1692841],[526077,722010,1457143],[527252,723312,1458312],[538740,736524,1473488],[538907,539244,1213586],[540928,738958,1475749],[580409,1269688,1269967],[580731,1018357,1530469],[584425,1275875,1792527],[591670,794379,1543592],[619939,831719,1587870],[620106,620443,1326402],[630666,843577,1599594],[647206,862266,1619901],[648381,863568,1621070],[687599,908387,1670979],[691293,1416771,1926240],[751109,979848,1747985],[751276,751613,1489920],[761836,991706,1759709],[789306,1022307,1791421],[931265,1177977,1945980] ] cell #1190 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [90215],[91288],[110289],[110721],[120944],[124421],[144770],[149502],[149934],[150585],[152221],[157045],[157477],[161431],[181550],[191986],[193167],[194960],[200905],[205637],[206069],[206720],[217995],[218427],[219078],[220714],[229924],[240168],[242013],[243735],[245824],[256373],[258248],[259429],[272726],[273907],[275700],[278541],[280177],[286377],[286809],[287460],[296281],[298714],[300815],[317140],[320707],[333835],[335680],[337402],[339491],[342722],[343805],[344515],[350040],[351915],[353096],[357730],[363345],[368013],[379918],[384343],[386776],[399153],[403306],[405739],[406974],[407840],[414130],[415852],[417941],[424165],[427732],[433052],[434135],[438998],[455324],[457757],[458992],[462640],[479213],[482357],[483871],[485490],[487919],[488539],[495999],[504869],[507302],[508537],[517415],[540266],[541780],[543399],[545828],[549408],[565734],[568167],[569402],[570654],[570745],[572851],[575020],[577729],[586251],[594979],[596493],[598112],[623878],[634265],[634356],[636462],[638631],[641340],[661395],[662909],[664528],[667533],[668363],[668398],[672606],[693973],[696079],[698248],[722749],[725661],[726313],[736509],[737339],[737374],[741582],[755048],[765526],[767632],[769801],[773009],[773085],[776718],[801496],[805704],[831704],[832534],[834721],[835897],[846867],[846943],[850576],[863005],[866569],[877630],[881838],[885736],[918677],[943048],[943456],[948010],[948086],[951212],[963855],[979833],[980663],[984026],[998705],[1040220],[1064888],[1065034],[1070011],[1074965],[1098015],[1102569],[1102645],[1123341],[1190967],[1191298],[1194159],[1212458],[1224243],[1229366],[1315168],[1322929],[1334539],[1353670],[1407688],[1453778],[1464585],[1530915],[1595060],[1659815],[1786887] ] cell #1191 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [48535],[67140],[69449],[87524],[90259],[90320],[91033],[93738],[107055],[110765],[110826],[116373],[120013],[123453],[124166],[134324],[140538],[145381],[146488],[149113],[149978],[150039],[151966],[160500],[173502],[176631],[180582],[181295],[188086],[188458],[191537],[192597],[193704],[202623],[214981],[217606],[218471],[218532],[220459],[224079],[228993],[237906],[241580],[243974],[244346],[249592],[254348],[254720],[259966],[268826],[269198],[272277],[273337],[274444],[277069],[279922],[283363],[295848],[309066],[309438],[314878],[320946],[321318],[326564],[331573],[332893],[335247],[337641],[338013],[341092],[343259],[348015],[348387],[353633],[374537],[377656],[378976],[383910],[387015],[397128],[397500],[402873],[404658],[413697],[416091],[416463],[421903],[423223],[427971],[428343],[433589],[444115],[445289],[451761],[454891],[456676],[476951],[478271],[485057],[495063],[499502],[504436],[506221],[507541],[517654],[518026],[524733],[529576],[530049],[530834],[542966],[554525],[565301],[567086],[568406],[573043],[577968],[579142],[585614],[597679],[612124],[617751],[618536],[623445],[624124],[624205],[636654],[641579],[645862],[650705],[664095],[671404],[676720],[677505],[696271],[701196],[717332],[719671],[719752],[726544],[740380],[748921],[749706],[754615],[767824],[772749],[776391],[782764],[782845],[804502],[804966],[826284],[829309],[836089],[850249],[857588],[859927],[860008],[880636],[881100],[889181],[895973],[918350],[942628],[945630],[953228],[963372],[967300],[974413],[977438],[998378],[1038738],[1059830],[1066973],[1074638],[1078713],[1097187],[1121859],[1149643],[1191927],[1193331],[1201020],[1204466],[1270540],[1321317],[1333711],[1399696],[1451532],[1530087] ] cell #1192 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [193992],[202911],[208653],[236481],[244335],[254709],[260254],[274732],[280474],[289393],[294543],[301573],[303378],[313453],[315258],[321307],[338002],[343547],[353921],[359663],[360943],[369201],[382605],[391440],[408598],[410403],[416452],[428332],[435951],[445328],[460238],[489727],[498562],[511966],[579181], [72435,330148],[77080,345014],[87079,372498],[88436,376231],[95206,261721],[97134,569804],[97711,401568],[102739,414978],[103607,418518],[104558,420478],[104947,283651],[109203,435344],[115912,449276],[116004,449449],[117079,633415],[117656,453586],[123741,319833],[125326,471793],[126024,323373],[126683,475526],[127072,326852],[129015,481469],[133879,493024],[135236,496757],[135328,496930],[137592,503131],[137996,348376],[142006,355388],[142620,516541],[143488,520081],[144926,720097],[146776,366523],[146859,721899],[148243,528862],[151295,534634],[151390,535098],[152518,374825],[153406,539378],[160061,554044],[160489,389635],[160854,389808],[162668,559686],[162760,559859],[164412,563996],[164816,397489],[170434,577487],[173041,583129],[173133,583302],[174690,586975],[174785,587439],[177591,594091],[178168,422283],[180870,426858],[182455,605646],[183153,430398],[183904,609552],[184201,433877],[186677,829762],[186973,618525],[188447,442713],[188812,442886],[190513,622928],[192142,624550],[194075,629116],[195459,451750],[199734,641098],[201061,860353],[202994,862155],[204378,649991],[204470,650164],[204869,468032],[204940,468496],[207430,655763],[207525,656227],[209541,660507],[210118,477331],[215269,487049],[216828,675706],[219788,681305],[219883,681769],[221011,495351],[221899,686049],[228554,700715],[228982,510161],[229347,510334],[231161,706357],[231253,706530],[232810,710203],[233309,518015],[236654,720584],[238215,527521],[238286,527985],[240600,724773],[242565,726997],[242861,530823],[246401,537857],[249880,544958],[251439,744682],[252939,977891],[253235,749695],[253633,979028],[256680,753634],[256775,754098],[257352,555738],[258404,755720],[260337,760286],[265996,772268],[269187,576566],[269552,576739],[271158,781104],[272882,783190],[274815,787756],[276199,585603],[285210,808804],[285609,601885],[285680,602349],[288170,814403],[288265,814867],[290858,611184],[293504,614937],[293874,826609],[294079,829344],[296475,621507],[298870,830899],[301746,625037],[309427,640177],[309792,640350],[311398,854962],[312801,857255],[313626,860840],[314078,1101858],[314139,1099856],[317572,865029],[319537,867253],[320231,1112741],[328411,884938],[329496,886428],[331882,674192],[331953,674656],[336232,896426],[336528,677494],[340068,684528],[350347,923063],[351019,702409],[352071,925149],[354004,929715],[360128,942663],[360298,716898],[362589,945297],[366227,947299],[368737,726579],[373528,958182],[375579,964547],[377965,743168],[378036,743632],[381936,974738],[382141,977473],[390260,1239737],[390321,1237735],[399460,1003091],[400529,773577],[403500,780147],[405895,1009629],[408771,783677],[419826,1035985],[426562,1045983],[427256,1304568],[438587,1067298],[441273,1070703],[446974,1078380],[450612,1080382],[450673,1339726],[452547,847435],[455518,854005],[457913,1091265],[459423,1097222],[474874,1119106],[480824,886327],[483115,1131568],[486753,1133570],[489263,896008],[494054,1144453],[510786,1434967],[510847,1432965],[522967,1193366],[526084,948578],[527348,1198226],[532637,1204791],[538733,964446],[541024,1215873],[544662,1217875],[551683,1230058],[580827,1270207],[584465,1272209],[584526,1536102],[591766,1283092],[619932,1070602],[626381,1333746],[630762,1338606],[647213,1103137],[648477,1360598],[679308,1400021],[687695,1411103],[691333,1413105],[691394,1676612],[751102,1229957],[761932,1502124],[785021,1530122],[789402,1534982],[931361,1697354], [28892,183812,609379],[28947,290281,819147],[37817,216736,675533],[37967,334267,894202],[41763,232905,710667],[47484,251347,744509],[47634,380350,972321],[52260,400899,1005339],[52557,267713,777165],[53425,271253,781568],[57376,285118,808631],[57526,424597,1043759],[64836,452917,1086975],[65133,307953,851023],[66001,311493,855426],[71597,328319,884765],[71747,479645,1126880],[71936,480654,1128934],[72527,330321,890013],[77607,502462,1161009],[77904,346902,919124],[78772,350442,923527],[84026,526454,1197061],[87937,538563,1213239],[88528,376404,968132],[95523,563327,1246330],[95820,396015,999152],[96688,399555,1003555],[97616,401104,1008074],[98207,572440,1259125],[104059,593276,1289049],[104650,420651,1039570],[112082,619762,1326055],[112673,621329,1327524],[113305,443634,1075412],[117561,453122,1089710],[118152,636051,1345171],[122273,647583,1359433],[126184,659692,1375611],[126775,475699,1122691],[129497,669638,1388596],[137497,502667,1163744],[147341,722968,1457965],[148335,529035,1201852],[151886,733562,1469180],[153888,738614,1475402],[158838,750932,1489573],[159429,752499,1491042],[164317,563532,1249065],[175281,794691,1541547],[186738,827774,1584045],[190418,622464,1330273],[194557,843233,1599247],[203476,863224,1620723],[208021,873818,1631938],[220379,902991,1664410],[222381,908043,1670632],[235829,716999,1452137],[242626,955057,1723314],[253000,975903,1744160],[260819,991362,1759362],[275297,1021963,1791074],[288761,1052548,1823765],[319598,1109616,1878984],[336293,1141328,1909585],[354486,1177633,1945633],[366288,1199346,1966854],[426623,1301443,2057714],[486814,1394576,2136283],[544723,1481382,2207836] ] cell #1193 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [629040],[646755],[658664],[718069],[731020],[749957],[760210],[787680],[799589],[817304],[826038],[827653],[838334],[841104],[858325],[861095],[871276],[900449],[910702],[929639],[941548],[943561],[954936],[975782],[989233],[1017064],[1019834],[1030015],[1050006],[1076644],[1098120],[1141207],[1154658],[1175504],[1268471], [191157,1086404],[193442,1081966],[236259,1192410],[237526,1196490],[243651,1207613],[259704,1241321],[271897,1004768],[274182,1273793],[279761,1033924],[294311,1321818],[301351,1332790],[302618,1336870],[313231,1354782],[314225,1356089],[314498,1358862],[317415,1363078],[320623,1369985],[323788,875185],[329926,887498],[331193,1129832],[337318,1402843],[342997,1152178],[344153,913716],[353371,1436551],[358950,1189594],[368969,1463474],[372349,959733],[376009,965617],[377276,1214137],[382373,1485336],[383260,1486432],[386692,1492744],[389413,1496308],[389875,986753],[390407,1497615],[390680,1500388],[394277,763224],[401336,1006383],[408376,1529166],[409643,1533246],[414829,1027601],[415768,1279384],[420256,1037055],[421250,805395],[421523,1289947],[424440,1559454],[427648,1566361],[430813,1053915],[433327,1312293],[434483,1063273],[442491,1589907],[442953,1073169],[449054,1081676],[450759,1600704],[453354,1088019],[459955,1614971],[461427,1616552],[465231,1622727],[467929,868862],[468047,1109033],[468264,1626232],[469151,1627328],[471644,1114292],[475304,1120176],[476298,881529],[476571,1376509],[479488,1645500],[488194,1395936],[489495,1658704],[492875,1146004],[496535,1151888],[497802,1409367],[502899,1162053],[503786,919386],[507218,1687974],[509939,1691538],[510401,1173024],[510933,1692845],[511206,1695618],[514803,932653],[516392,1183271],[517331,1442142],[523499,1714423],[525626,951093],[527536,1198763],[527753,1718964],[528640,1200416],[529196,1459969],[534866,1208075],[536541,1729176],[537535,963801],[546103,1482742],[546904,1743287],[553895,1233655],[554938,986463],[555718,1235999],[556927,1755191],[559464,1241031],[563764,1247374],[564651,999414],[568083,1772279],[576344,1781734],[576806,1264996],[577338,1266127],[577645,1525602],[582907,1273503],[584612,1792531],[587207,1279846],[593808,1806798],[595280,1039825],[601782,1047592],[601900,1300860],[602117,1818059],[603004,1819155],[605497,1306119],[610151,1060259],[614952,1321083],[615242,1583172],[616373,1324587],[617206,1840682],[618787,1072879],[621487,1328073],[622696,1329688],[626913,1850102],[631167,1854643],[632054,1085550],[639955,1864855],[640417,1351042],[640949,1352173],[641256,1612164],[641957,1867902],[649769,1362788],[651110,1109495],[655995,1370447],[660224,1888434],[661696,1122946],[668279,1647443],[670170,1900694],[672297,1137364],[674207,1393993],[674424,1905235],[681537,1403305],[683212,1915447],[684206,1150072],[691480,1926244],[700566,1428885],[701609,1172734],[702389,1431229],[703598,1941462],[706135,1436261],[711322,1185685],[716416,1712232],[716878,1452052],[718359,1455379],[718710,1962159],[720839,1199225],[723500,1966000],[728606,1202960],[729439,1971302],[734929,1212063],[737255,1732764],[739146,1980722],[741273,1221669],[743183,1480799],[743400,1985263],[747543,1488105],[753866,1493206],[772119,1515691],[773592,1517459],[777427,1264706],[780127,1524449],[785553,2028832],[789807,2033373],[790694,1277377],[798595,2043585],[809750,1301322],[814635,1566823],[820336,1314773],[827191,1585374],[832450,1843423],[838624,1332239],[838975,2086403],[843765,2090244],[847450,1604021],[851285,1350752],[853985,1611011],[858615,1618137],[863756,2107959],[886307,1647282],[890268,1394455],[898035,1398190],[898868,2140731],[904358,1407293],[908575,2150151],[912829,2154692],[948593,1717189],[954474,1462156],[964426,1732603],[968387,1481261],[975320,1745489],[980579,1992980],[991894,2223342],[1017354,1528615],[1017705,2245043],[1022495,2248884],[1070582,1843262],[1103152,1872859],[1140745,1657386],[1178165,2370013],[1229937,1992819], [57083,599084,1814554],[71304,665500,1896190],[77526,693575,1929558],[87739,744843,1740520],[95442,765128,2007677],[98126,775846,2019412],[104100,800597,2046632],[108910,610424,1572885],[112592,833283,2081870],[114036,847740,1858120],[118071,849704,2095546],[126225,876731,2120490],[129538,888139,2131588],[134539,675867,1655199],[142242,710435,1442604],[146226,948883,1965051],[147382,949234,2190603],[148790,963964,1978531],[151805,960566,2198608],[153929,966258,2203141],[159348,981412,2214968],[169721,781336,1526064],[171165,773882,1774999],[175200,1028434,2254186],[183354,609157,1312003],[186824,1066180,2289410],[187763,1070120,2080628],[194598,1082317,2298921],[199021,855194,1612626],[202361,1103442,2107010],[203517,1103793,2313831],[207940,1115125,2321836],[214719,887788,1650609],[215875,675311,1395646],[217283,885845,1898503],[220298,1146837,2345279],[222422,1152529,2349812],[227841,923295,1688436],[242712,1203673,2388628],[249330,965907,1735930],[250486,744287,1482452],[253086,1225535,2402032],[254025,1229475,2213726],[260860,1241672,2411543],[265283,1003323,1772741],[267564,775013,1520963],[268503,1005921,1777201],[275338,1274144,2432774],[283101,1037345,1809964],[284257,808409,1559164],[288680,1306952,2455689],[307804,848871,1607525],[308743,1087557,1860322],[319684,1366045,2490191],[326302,1120466,1891600],[327458,884543,1645210],[336379,1398903,2509154],[346753,916972,1683335],[347692,1161591,1931760],[354527,1436902,2532069],[366374,1459422,2545829],[367668,1200706,1969056],[395866,997000,1767640],[396805,1246912,2009879],[426709,1562421,2597216],[443485,1074300,1847684],[443792,1329226,2083944],[486900,1654652,2639496],[521608,1452213,2187010],[544809,1739973,2676938] ] cell #1194 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [179752,1043833],[183430,609375],[184254,819221],[211702,1126954],[215951,675529],[216905,894276],[225130,1161229],[232453,710669],[250562,744505],[251516,972395],[262572,1246550],[266890,1005559],[267645,777161],[268175,1259345],[270325,781570],[280840,1289057],[284333,808627],[298302,1327744],[307130,1087195],[307885,851019],[308415,1345391],[310565,855428],[324041,1375619],[327534,884761],[328871,1128942],[330246,890015],[330506,1388604],[346834,919120],[349514,923529],[364989,1197281],[365249,1457973],[372960,1469400],[374954,1213247],[376329,968134],[376589,1475410],[386364,1491262],[395947,999148],[398627,1003557],[401168,1008082],[415440,1541767],[420576,1039572],[437349,1584053],[440648,1326063],[443566,1075408],[449634,1599255],[453186,1089718],[464284,1359653],[464544,1620731],[472255,1632158],[475624,1122693],[493486,1664630],[497115,1670640],[502731,1163752],[528960,1201854],[531399,1723322],[547759,1744168],[551058,1489581],[560044,1759370],[563596,1249073],[583487,1791082],[606108,1823985],[622528,1330281],[652528,1878992],[678070,1909593],[706715,1945641],[717205,1452145],[724287,1966862],[811168,2057722],[893716,2136291],[971835,2207844], [31846,449374,1092833],[45399,534698,1218571],[50369,559784,1252188],[54618,583227,1011197],[56079,417590,799913],[62481,625619,1342746],[63305,629190,1347900],[68423,650089,1364226],[69512,655827,1380943],[70446,472600,473852],[74995,681369,1134266],[76766,496855,906701],[77048,344229,692467],[79965,706455,1166867],[81426,519153,714771],[83217,522205,1457009],[85226,728107,1473350],[92483,753698,1493799],[93168,756789,1506264],[93709,556373,556576],[93992,760360,1511418],[95174,393290,394353],[100087,784259,1256700],[100911,787830,1261854],[102412,414910,792873],[103029,587039,1025582],[106029,808729,1044394],[107118,814467,1294381],[108052,606453,607705],[108889,609477,819782],[109171,434559,613034],[111322,615874,1587732],[111796,834087,1588828],[113075,622142,622345],[113700,452239,1342585],[120231,857461,1614903],[121464,643334,1619767],[122623,865103,1623787],[123473,868363,1636108],[123690,468644,468804],[123798,652037,652061],[128154,884863,1127515],[130017,330144,889820],[130796,492956,892146],[131817,675631,894837],[132026,897536,1386544],[134854,496753,906506],[135678,686123,1150142],[139283,923127,1169087],[139968,926218,1419458],[140509,703044,703247],[140792,929789,1424612],[141974,513816,514879],[142293,516473,710815],[142910,710267,934921],[145599,945503,1714355],[145890,525776,1456848],[146508,950594,1717924],[146725,528133,528293],[147712,723796,723820],[151009,961370,1728097],[154408,376227,967939],[155187,372430,970265],[156208,744607,972956],[156637,974958,1743222],[158078,747044,1747847],[158552,748140,1748943],[160485,389631,555995],[160882,555812,756319],[166103,1003155,1254408],[168451,401570,1008756],[168925,1012817,1519290],[169328,583125,1011002],[169772,577419,781716],[170204,780782,780985],[170506,781168,1013417],[170829,400221,1256539],[174333,587441,1026256],[177360,1036191,1289400],[178593,420474,1039377],[179372,605578,1041703],[180602,1047093,1550062],[180819,602497,602657],[180927,810677,810701],[186048,826548,826572],[187435,1067518,1840617],[188443,442709,621764],[189869,621581,833617],[192815,1078586,1850034],[193724,1083677,1853603],[193941,447919,450946],[197751,453588,1090392],[198225,1094453,1605852],[198628,449272,1092638],[199072,641030,855574],[199504,854640,854843],[199806,855026,1095053],[200100,1097230,1867984],[201734,644425,1870025],[202025,646905,1619606],[202643,859247,1873594],[202860,314412,649422],[204942,468498,652220],[207144,869459,1883767],[209310,1119312,1375962],[210543,475522,1122498],[211322,471725,1124824],[212953,886634,1129285],[214092,1131774,1388947],[214383,481543,1132012],[215001,1136865,1649024],[215218,674804,674964],[215477,681771,1134940],[216205,893225,893249],[219502,1147641,1914368],[226571,503133,1164426],[227045,348372,922363],[227448,706353,1166672],[227892,700647,923675],[228978,510157,702666],[229375,702483,925748],[235606,717044,942912],[236477,361200,720391],[236839,1193374,1962241],[238288,527987,723979],[239816,1198432,1458316],[241199,528858,1201659],[243323,1205011,1971237],[244331,533072,536368],[247564,964753,1213590],[248703,1216079,1475753],[248994,539452,1216317],[249612,1221170,1734345],[249829,743780,743940],[250088,535100,1219245],[250816,971344,971368],[254705,383087,752934],[257241,553976,1234763],[259077,757880,1999591],[259986,987385,2003160],[260203,390594,558329],[264013,563998,1249747],[264487,397485,1002391],[264890,559682,1251993],[265334,772200,1003703],[266788,1005278,1005302],[269183,576562,780404],[270609,780221,1012347],[273555,1270413,2028764],[274464,1275504,2032333],[274681,581772,584799],[278965,1286280,1797679],[279812,592439,593012],[282474,283600,808062],[282765,594165,1292127],[283383,422285,1042965],[283859,814869,1295055],[285682,602351,810860],[287884,1048189,2062497],[293196,614453,1064712],[294545,437041,830026],[294851,618521,1326872],[297772,1070909,1326406],[299899,622930,1330955],[301569,445585,624844],[301931,1333754,2086485],[303380,627392,630956],[304908,1338812,1599598],[305461,844552,2091106],[306291,451746,1096287],[307028,1086914,1086938],[309423,640173,854262],[310849,854079,1093983],[313449,460495,860647],[315260,461216,864235],[316788,1360804,1621074],[318171,649987,1364031],[321303,468978,654201],[323138,323839,473496],[325675,326801,884196],[325966,660581,1378689],[326584,477333,1126086],[327060,656229,1381617],[329273,886473,1129183],[331955,674658,893408],[336990,1400241,2140666],[337998,679743,683039],[342370,1411309,1670983],[343279,1416400,1920616],[343496,688640,691667],[352744,927309,2169020],[353653,1173656,2172589],[353870,511120,705000],[358154,518011,937085],[359001,519846,715667],[361017,521735,945741],[361781,720586,1457609],[364887,1197000,1197024],[367332,724847,1461029],[369203,531091,727261],[369509,530819,1214056],[374201,374774,974050],[374557,537859,1223049],[375356,964592,1213488],[378038,743634,971527],[382607,547451,978155],[382913,749691,1490390],[385834,1230264,1489924],[387961,754100,1494473],[391442,556716,758562],[392970,1502330,1759713],[408594,579438,783484],[408956,1530130,2245125],[410405,786032,789596],[411933,1535188,1791425],[412486,1023282,2249746],[413316,585599,1014651],[416448,795126,798422],[428328,602831,812841],[430163,430864,607349],[432700,433826,821738],[433609,611186,1058611],[436740,826829,1583107],[436882,829352,1587402],[441050,1070748,1326304],[445402,625149,836588],[446166,625039,1343346],[460312,642864,1100300],[461076,860842,1620367],[464182,1359372,1359396],[489729,677762,896690],[490035,677490,1129751],[494727,495300,895931],[495083,684530,1138744],[498564,909054,912618],[500645,1158106,2354515],[511968,703387,927991],[513496,1697560,1945984],[520852,942671,1712314],[530932,726587,1473020],[547292,977481,1747517],[551460,1230103,1489822],[579255,783789,1015318],[580019,783679,1257300],[677603,896016,1386214] ] cell #1195 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [251859],[253808],[294290],[294965],[313831],[320406],[361140],[368948],[369623],[370978],[373703],[382352],[383027],[390013],[427431],[445525],[447358],[450365],[460435],[468243],[468918],[470273],[489474],[490149],[491504],[494229],[499975],[510539],[527732],[530588],[533012],[536308],[553235],[555935],[557768],[562272],[579378],[581211],[584218],[589216],[591941],[602096],[602771],[604126],[612597],[618290],[621704],[624784],[648861],[652970],[654141],[674403],[677259],[679683],[682979],[688079],[691086],[699906],[702606],[704439],[708943],[712444],[720331],[724729],[726640],[743379],[749460],[752874],[756455],[771459],[776930],[780344],[782557],[783424],[792642],[795066],[798362],[807501],[811610],[812781],[821177],[829405],[833753],[850788],[854202],[856415],[860587],[867972],[883635],[889760],[891915],[894158],[895370],[896069],[906446],[918889],[922303],[925884],[937025],[943122],[950203],[967879],[970034],[972277],[973489],[977534],[998917],[1002331],[1005797],[1008135],[1010942],[1012483],[1014591],[1025635],[1039317],[1041472],[1046702],[1065106],[1075177],[1087433],[1089771],[1092578],[1094119],[1096227],[1122438],[1124593],[1129393],[1129691],[1134319],[1136474],[1163805],[1166612],[1190968],[1197519],[1201599],[1213698],[1213996],[1218624],[1220779],[1234532],[1249126],[1251933],[1256328],[1256933],[1257787],[1294434],[1326514],[1326812],[1330334],[1342374],[1342979],[1343833],[1359891],[1363971],[1380996],[1386198],[1420545],[1452266],[1456637],[1457242],[1473004],[1490032],[1490330],[1493852],[1507351],[1552245],[1582846],[1587386],[1590994],[1615024],[1619395],[1620000],[1638291],[1712298],[1714476],[1730263],[1742961],[1747501],[1830118],[1840356],[1850155],[1867968],[1916534],[1962225],[1970976],[2028885],[2086469],[2140405],[2245109] ] cell #1196 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [381246],[383587],[437097],[437897],[461272],[469478],[521960],[531147],[531947],[533527],[536868],[547507],[548307],[556772],[603331],[625374],[627448],[631012],[643089],[652276],[653076],[654656],[677818],[678618],[680198],[683539],[690582],[703443],[724035],[727317],[729998],[733802],[753389],[756544],[758618],[764031],[784014],[786088],[789652],[795581],[798922],[810916],[811716],[813296],[823680],[830082],[833842],[837297],[864291],[868956],[870254],[893464],[896746],[899427],[903231],[909110],[912674],[922818],[925973],[928047],[933460],[937540],[946450],[951187],[953467],[971583],[978211],[981971],[985955],[1002846],[1008812],[1012572],[1015106],[1016027],[1026312],[1028993],[1032797],[1043021],[1047686],[1048984],[1058667],[1067993],[1072371],[1090448],[1094208],[1096742],[1101009],[1108986],[1126142],[1132721],[1134996],[1137458],[1138800],[1139738],[1150851],[1164482],[1168242],[1172226],[1184663],[1191635],[1198716],[1217026],[1219301],[1221763],[1223105],[1227348],[1249803],[1253563],[1257356],[1259820],[1262563],[1264198],[1266479],[1278377],[1292836],[1295111],[1300813],[1321036],[1331011],[1343402],[1345866],[1348609],[1350244],[1352525],[1379398],[1381673],[1386865],[1387171],[1391866],[1393946],[1422578],[1425321],[1451525],[1457665],[1461738],[1473671],[1473977],[1478672],[1480752],[1494529],[1509384],[1512127],[1516883],[1517412],[1520422],[1555384],[1588053],[1588359],[1591907],[1603445],[1603974],[1606984],[1620423],[1624496],[1641430],[1646755],[1682794],[1712830],[1716613],[1717142],[1732076],[1748168],[1748474],[1752022],[1767099],[1810568],[1838789],[1842735],[1847143],[1868500],[1872283],[1872812],[1892204],[1960819],[1962757],[1977763],[1988346],[1992292],[2070934],[2078478],[2087001],[2102778],[2147192],[2187920],[2195216],[2245641],[2296238],[2341887],[2430091] ] cell #1197 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [21629],[24599],[31715],[35510],[35847],[38723],[39874],[41693],[44720],[45377],[49386],[49778],[50238],[54487],[55838],[56175],[58282],[58619],[59433],[60844],[61233],[62459],[68292],[68833],[69490],[74316],[74973],[76175],[76635],[79374],[79834],[81522],[83195],[83599],[85101],[86806],[90495],[91531],[91920],[92461],[93146],[98450],[98839],[99112],[100065],[102350],[103007],[106439],[107096],[108298],[111001],[111197],[111774],[115577],[118395],[118784],[119057],[120209],[121442],[121846],[125053],[129995],[130399],[130734],[131123],[131901],[133606],[134832],[138331],[138720],[138993],[139946],[145577],[150214],[150987],[154386],[154790],[155125],[155514],[156314],[157953],[158530],[162333],[163330],[165151],[165540],[165813],[168326],[168903],[169306],[172706],[175913],[178571],[178975],[179310],[179699],[182182],[187112],[190917],[192793],[195848],[197626],[198203],[198606],[204767],[207122],[210521],[210925],[211260],[211649],[218707],[219480],[223283],[224007],[226446],[227023],[227426],[230826],[231823],[234033],[236710],[241177],[243000],[244721],[246805],[255095],[257179],[262110],[263888],[264465],[264868],[273533],[276588],[278943],[287862],[291665],[292389],[292662],[294425],[294829],[299774],[301802],[303375],[306269],[313682],[315255],[318149],[321693],[336667],[338388],[340472],[345403],[355777],[358132],[360799],[360975],[361271],[369083],[369487],[371192],[382487],[382891],[384596],[391437],[408827],[410400],[413294],[416838],[428718],[435983],[436835],[445360],[445656],[460270],[460566],[470487],[489609],[490013],[491718],[498559],[511963],[520805],[530885],[547245],[579213],[579509],[589430],[604340],[677556], [7537,78982],[10637,96898],[12080,105898],[14477,119836],[16534,128023],[18492,137295],[18652,139261],[19486,81185],[21966,156077],[24690,164115],[24850,166081],[25624,168130],[26964,99891],[27609,177338],[29021,108758],[30674,189740],[31255,196436],[32310,199784],[32877,197430],[35991,209288],[37251,214070],[39060,131686],[39943,224807],[41784,142231],[41944,142888],[43501,239333],[44058,239794],[44812,247542],[45998,245628],[46918,248681],[49197,256002],[50990,262249],[52648,267852],[53446,169710],[54027,167136],[55082,170484],[55649,278170],[58763,183408],[60936,297750],[61597,297979],[62364,306607],[63525,304425],[64082,304886],[65224,308092],[66022,199010],[67614,316305],[68171,316766],[70111,322600],[73097,213609],[73654,215929],[74408,212931],[75594,339295],[76514,342348],[78793,227830],[82451,361427],[83100,364466],[86509,372408],[87170,372637],[89098,248220],[89655,250540],[91623,385812],[92284,386041],[94212,392487],[94769,392948],[96709,265272],[98542,267623],[99970,266367],[101131,411450],[101688,411911],[102830,415117],[103628,279750],[105220,281991],[105777,284311],[107717,429625],[110334,437284],[114429,445812],[115078,448851],[118487,307863],[120698,460722],[121347,463761],[122843,466406],[124756,471703],[125417,471932],[126045,323777],[127345,325192],[127902,327512],[129900,329723],[133309,492934],[133970,493163],[135898,341887],[136455,344207],[138423,346812],[141012,513013],[141569,513474],[143509,358939],[148632,367111],[149547,531334],[154291,375806],[157090,547694],[157713,548729],[159764,553954],[160875,389864],[161185,556222],[161834,559261],[163669,394331],[165243,395925],[171558,579665],[172207,582704],[175616,414888],[178476,420053],[179972,600259],[181885,605556],[182546,605785],[183174,430802],[184474,432217],[185031,434537],[188833,442942],[190172,621991],[191009,443544],[201578,644360],[203879,649566],[204937,468378],[205433,468782],[205682,652463],[206305,653498],[210426,475101],[211922,666675],[217125,487637],[218040,678005],[222784,496332],[228257,700625],[229368,510390],[229678,702893],[230327,705932],[232162,514857],[233736,516451],[238283,527867],[238779,528271],[240213,724222],[241082,528437],[246060,734224],[251736,545546],[252387,746371],[257401,555770],[257411,556066],[258921,757815],[265699,772178],[269573,576795],[270912,780631],[271749,577397],[284619,808206],[285677,602231],[286173,602635],[286422,811103],[287045,812138],[291166,608954],[293935,615201],[295493,829093],[296524,621539],[296534,621835],[305305,844487],[309813,640406],[311152,854489],[311989,641008],[318387,652014],[327820,884340],[331950,674538],[332446,674942],[333880,893651],[334749,675108],[339727,903653],[346054,915800],[351068,702441],[351078,702737],[352588,927244],[360347,716930],[363578,723773],[370151,956376],[378033,743514],[378529,743918],[379963,971770],[380832,744084],[395167,995828],[400960,773841],[402518,1007823],[403549,780179],[403559,780475],[412330,1023217],[418177,1033219],[425412,810654],[436150,826525],[441998,1072022],[452978,847699],[454536,1089459],[455567,854037],[455577,854333],[480873,886359],[484104,893202],[490677,1142647],[500489,1158041],[526515,948842],[536048,1209515],[538782,964478],[542013,971321],[552408,1231377],[570003,1005255],[588389,1281286],[619981,1070634],[633614,1086891],[647644,1103401],[657177,1371887],[682719,1404745],[722098,1196977],[751151,1229989],[815817,1568263],[862354,1359349] ] cell #1198 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [16349],[24152],[27521],[28836],[30864],[32116],[35113],[39427],[41246],[42250],[44182],[45790],[49826],[50639],[53636],[54888],[55441],[57885],[58986],[59811],[61772],[62547],[63791],[66212],[68564],[69903],[73778],[74047],[75386],[76223],[79422],[80235],[80788],[81960],[83283],[85294],[89779],[90048],[92704],[93234],[94478],[97417],[99378],[99623],[100153],[101397],[106170],[107509],[108346],[109494],[111390],[111862],[113592],[117362],[119323],[119568],[120268],[121530],[122891],[123541],[128295],[128760],[128821],[131444],[132094],[139504],[140034],[141278],[145636],[145782],[146576],[147142],[151075],[153151],[153212],[155835],[156671],[158146],[158618],[160348],[166324],[166623],[167044],[168991],[170721],[177397],[180020],[180670],[185806],[187469],[188306],[189205],[189266],[192852],[193792],[195923],[196344],[198291],[200030],[201771],[201917],[202711],[203277],[207210],[209347],[211970],[212388],[214129],[215069],[219568],[225164],[228841],[235450],[236769],[238820],[239241],[239853],[243357],[246999],[248740],[249680],[255467],[255528],[259114],[260054],[262606],[268209],[269046],[273592],[274532],[279031],[280770],[287950],[293344],[293542],[297207],[298336],[301861],[304945],[305498],[308449],[309286],[315792],[316213],[316825],[323971],[329117],[330436],[337024],[342407],[343347],[352781],[353721],[360387],[365179],[372994],[375200],[376519],[381604],[385269],[386398],[393007],[400369],[408886],[411970],[412523],[415474],[436315],[438255],[440894],[449564],[452387],[459682],[464474],[472289],[493520],[497045],[500682],[513533],[523226],[525924],[530365],[532305],[546725],[551304],[559974],[583417],[606142],[617027],[618067],[626640],[647053],[651494],[677036],[678976],[706645],[721223],[729260],[749237],[785280],[810134],[841488],[861479],[890652],[898689],[968771],[989617],[1020218],[1155042],[1175888] ] cell #1199 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41900,142234],[53691,169713],[58917,183406],[66267,199013],[73129,213612],[73978,215927],[79038,227833],[80770,232274],[89130,248223],[89979,250538],[96954,265275],[98582,267621],[99605,270146],[105252,281994],[106101,284309],[118527,307861],[119550,310386],[127377,325195],[128226,327510],[128803,329231],[129858,329653],[138463,346810],[139486,349335],[148664,367114],[153194,375314],[154249,375736],[165283,395923],[166306,398448],[166859,400304],[177379,419561],[178434,419983],[189248,441008],[191049,443542],[196159,452322],[209329,474609],[210384,475031],[214111,482850],[224979,501867],[239056,525859],[239835,527083],[241040,528367],[248722,540759],[255510,551418],[262421,562732],[268024,571845],[293843,614993],[298151,620734],[304927,630497],[308264,635456],[316028,646988],[316807,648212],[342389,687430],[361664,718110],[372809,732967],[386213,751904],[392989,761667],[411952,789137],[415289,794096],[446049,838375],[460959,858366],[472104,873223],[493335,902396],[513515,931096],[556459,986504],[579902,1017105],[605957,1051953],[622228,1072920],[703130,1172775],[780868,1264747],[854726,1350793], [7538,78983,138752],[10638,96899,165572],[10925,98453,168133],[12091,105901,178978],[14478,119837,195880],[14684,118398,197433],[16545,128026,210928],[16965,129993,214068],[18608,137298,138334],[18665,139259,227021],[19487,81186,234065],[21630,86838,245752],[21780,155128,245631],[21977,156080,246808],[22264,154384,248679],[24600,94998,262142],[24806,164118,165154],[24863,166079,264463],[25398,168272,267788],[26965,99892,276620],[27171,102353,278173],[27763,177336,178569],[29032,108761,291668],[30919,189743,190920],[31287,196439,301805],[31718,115580,304630],[31823,119089,304428],[32047,198604,304884],[32323,199782,306267],[32651,197572,308028],[35511,125085,322724],[35661,211263,322603],[35858,128350,323780],[36145,209286,210519],[36769,212621,328993],[38724,133638,339419],[38874,130737,339298],[39071,131689,340475],[39358,134830,342346],[39875,224039,224678],[40127,224743,226392],[41694,141798,355809],[41957,142886,358130],[43533,236713,239336],[44382,239792,241175],[44723,150217,369199],[44852,247540,369485],[45375,150985,372610],[45529,155257,372406],[45772,249909,372573],[46436,247232,375076],[49387,91952,256126],[49442,256005,257182],[49810,164239,389867],[50241,162336,392692],[50346,165845,392490],[50570,264866,392946],[50846,166524,394329],[51174,262185,263834],[54059,167139,408830],[54490,172709,411655],[54595,99144,411453],[54819,169304,411909],[55095,170482,413292],[55423,174154,415053],[55839,175945,278294],[55989,56186,279753],[58283,182214,429749],[58433,179313,429628],[58630,106225,430805],[59434,185260,292421],[60847,111004,294541],[60976,294827,297748],[61265,189864,442945],[61363,297440,440770],[61999,297915,299720],[62322,306537,445352],[62457,192791,445785],[62529,306895,444837],[63319,198469,448781],[67646,313685,316308],[68295,121849,316510],[68400,204799,466409],[68495,316764,318147],[68836,209032,468494],[68965,209459,468780],[69488,207120,471905],[69642,211392,471701],[69885,326881,471868],[74319,218710,489725],[74448,212929,490011],[74971,219478,493136],[75125,130866,492932],[75368,215298,493099],[76207,76743,341890],[76638,223286,342092],[76967,77243,344205],[79406,137419,510393],[79837,230829,513218],[79942,139025,513016],[80166,227424,513472],[80442,139704,514855],[81336,81533,358942],[82003,360452,360690],[83058,360967,364396],[83193,145575,361400],[83265,364754,524281],[83602,239538,527983],[83731,239965,528269],[85047,242936,530890],[85240,247355,530300],[90498,91534,382603],[91663,382889,385810],[92050,385502,551180],[92459,158528,386014],[92613,257311,553952],[92686,385977,387782],[93009,262210,555762],[93144,262222,556195],[93216,394957,555247],[94006,264731,559191],[98871,168254,576798],[99928,266297,579205],[100063,273531,579638],[100135,266655,578690],[100925,169169,582634],[102482,103159,414886],[103005,278941,415090],[106006,179731,600262],[106442,177082,602347],[106571,177509,602633],[107094,287860,605758],[107248,179442,605554],[107491,283680,605721],[108330,108866,432220],[109090,109366,434535],[109730,435975,436250],[111143,187048,436840],[111336,297563,618002],[111637,297940,621531],[111772,297952,621964],[111844,441788,619096],[118816,197554,640409],[120207,121440,460695],[120250,459747,459985],[121305,460262,463691],[121512,464049,645410],[122637,318012,649496],[123294,323946,652019],[123487,324327,651429],[128131,211681,666678],[130402,213814,674654],[130531,214241,674940],[131155,131794,487640],[131847,336603,677561],[132040,212744,676971],[134695,135692,496262],[139413,227962,700623],[139809,224768,702433],[139944,224780,702866],[140016,345844,701918],[140806,227289,705862],[142363,143040,516449],[144128,235326,520810],[144201,360477,716922],[145618,523291,523529],[146329,365154,723778],[146522,365535,721158],[151057,535838,731329],[154793,248425,743630],[154922,248852,743916],[155546,156185,545549],[156250,157899,547250],[156486,546385,546660],[156651,381905,746163],[158092,385625,749172],[158600,552198,750266],[166233,265404,772176],[168766,267813,780171],[168901,267825,780604],[168973,402308,777736],[169842,170636,577395],[179766,284174,808136],[180423,280745,810659],[180616,281126,810069],[183271,184268,608884],[185860,436290,826530],[187284,616687,616962],[187449,438556,828885],[192834,626705,626943],[193738,449920,841423],[198066,308053,854029],[198201,308065,854462],[198273,454326,851594],[199142,199936,641006],[202657,464830,861414],[207192,656967,871585],[211716,327375,884270],[212694,329018,886351],[214822,330411,893207],[215015,330792,890587],[215792,216919,675038],[219550,682509,900758],[225144,345917,915592],[243172,728920,729195],[243337,532606,956168],[247305,375101,964470],[249433,376494,971326],[249626,376875,968706],[250403,251530,744014],[253711,548966,977014],[260000,560330,989552],[262586,395030,995620],[266600,400344,1005260],[266728,266904,773633],[268189,402381,1007615],[273574,785345,785583],[274478,583773,1020153],[279013,588179,1030324],[287932,815607,1050315],[297513,440795,1070626],[298316,441861,1071814],[306840,452362,1086896],[306968,307144,847491],[308429,454399,1089251],[320309,653735,1110727],[336839,898349,898624],[337004,679277,1142439],[343293,497401,1154977],[353667,707001,1175823],[364699,525899,1196982],[364827,365003,948634],[372974,535911,1209307],[373606,734461,1210413],[385575,551205,1229981],[386378,552271,1231169],[415454,588252,1281078],[427334,812375,1302554],[463994,647028,1359354],[464122,464298,1103193],[472269,657040,1371679],[493500,682582,1404537],[494132,903890,1405643],[591844,1033456,1547169],[606122,815680,1568055] ] cell #1200 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [9867],[15363],[16107],[21956],[22908],[23193],[24170],[28594],[29935],[32229],[33575],[34970],[35255],[39050],[41264],[43104],[43651],[44807],[45259],[46061],[47759],[49654],[55001],[56165],[57742],[58027],[60349],[60931],[61109],[62572],[63128],[63675],[67764],[68673],[73247],[74403],[74855],[75657],[77149],[79250],[81769],[83308],[83439],[85058],[85922],[86504],[86682],[89248],[91618],[91796],[94362],[98537],[98715],[100178],[100734],[101281],[102437],[103691],[105370],[106279],[109758],[111154],[118482],[118660],[121555],[124751],[124929],[127495],[130108],[130239],[130821],[131858],[132722],[133304],[133482],[134945],[136048],[138418],[138596],[141162],[144139],[152668],[154499],[154630],[155212],[157910],[159759],[165238],[165416],[166887],[168283],[169419],[174165],[175611],[175789],[178684],[179397],[181880],[182058],[184624],[191004],[191788],[195724],[196187],[197583],[198719],[210634],[211347],[212632],[215309],[221161],[223705],[226403],[227539],[228252],[233731],[233909],[238157],[239084],[241290],[241671],[242173],[247243],[249920],[257266],[263845],[264981],[265694],[266666],[271744],[272528],[276464],[283691],[292087],[295939],[296441],[297451],[299731],[300235],[300390],[306906],[311984],[315129],[316056],[318262],[326892],[331824],[335338],[335840],[345855],[350933],[360701],[362765],[362920],[364765],[367764],[377907],[384001],[384503],[385513],[387793],[394968],[400046],[402319],[402964],[407260],[407415],[422154],[436127],[438749],[441799],[454337],[454982],[459996],[462060],[462215],[464060],[477202],[483446],[488290],[504527],[520947],[523540],[529827],[535849],[541355],[546537],[549159],[552209],[565392],[588190],[596068],[616839],[623536],[626954],[642076],[656978],[662484],[682520],[717423],[718829],[725888],[729072],[785594],[815618],[827014],[839094],[898501],[942407],[1017824] ] cell #1201 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41786,142257],[53448,169736],[58761,183439],[66024,199036],[73099,214734],[73652,215960],[78795,227856],[80553,232276],[89100,249345],[89653,250571],[96711,265298],[98540,268908],[99170,270148],[105222,283116],[105775,284342],[118485,309148],[119115,310388],[127347,326317],[127900,327543],[128736,329233],[129852,331152],[138421,348097],[139051,349337],[148634,367683],[153127,375316],[154243,377235],[165241,397210],[165871,398450],[166853,400442],[177312,419563],[178428,421482],[189181,441010],[191007,444197],[196153,452460],[209262,474611],[210378,476530],[214044,482852],[224973,502005],[239050,525997],[239768,527085],[241034,529155],[248655,540761],[255443,551420],[262415,562870],[268018,571983],[293837,615133],[298145,620872],[304860,630499],[308258,635594],[316022,647126],[316740,648214],[342322,687432],[361658,718250],[372803,733105],[386207,752042],[392922,761669],[411885,789139],[415283,794234],[446043,838515],[460953,858506],[472098,873361],[493329,902534],[513448,931098],[556453,986644],[579896,1017245],[605951,1052091],[622222,1073060],[703124,1172915],[780862,1264887],[854720,1350933], [7541,40639,138722],[10641,51686,165542],[12082,57098,179001],[14481,64571,195850],[16536,71319,210951],[18494,77541,138357],[18650,78387,227054],[19490,81282,234035],[21726,86808,244723],[21968,87754,246831],[23545,91922,255097],[24603,163332,262112],[24692,95457,165177],[24848,96303,264496],[25626,98141,98476],[26968,102177,276590],[27607,104185,178602],[29023,108925,291691],[30676,112607,190943],[31257,114051,301828],[31882,115603,303376],[32308,116839,306300],[32879,118086,118421],[34326,121872,315256],[35607,125055,321695],[35849,126047,323803],[35989,126310,210552],[37249,129623,130026],[38820,133608,338390],[39062,134554,340498],[39878,224009,345405],[39910,136963,226394],[41697,231825,355779],[41942,143103,358163],[43503,146241,236736],[44056,147467,241208],[44746,86108,369084],[44810,149195,369518],[45592,151018,371191],[46000,151820,155151],[46916,154014,154417],[47945,91557,382488],[48791,158561,384595],[49199,159363,257205],[49780,160877,389890],[50405,162359,391438],[50831,163667,394362],[50957,163783,263836],[52615,167798,168274],[54029,171180,408853],[54654,172732,410401],[55080,173968,413325],[55651,102376,175215],[55935,175915,416840],[56177,103630,279776],[58379,182184,428720],[58621,183176,430828],[59437,292391,292664],[60535,60870,294426],[60934,188168,294860],[61235,188835,442968],[61564,189408,299722],[62316,191116,445357],[62490,114801,445655],[63527,119059,193457],[64080,194683,198637],[65191,197098,197574],[66579,121473,460565],[67616,202376,313708],[68169,203602,318180],[68859,204938,468379],[68923,205431,468813],[69705,207153,470486],[70113,207955,211286],[72005,212568,212623],[74342,132908,489610],[74406,217688,490044],[75188,219511,491717],[75596,130760,220313],[76177,135900,343012],[76512,134863,222507],[76802,223309,498560],[77228,136453,344238],[79376,229370,510416],[80001,230852,511964],[80427,232160,514888],[81524,143511,358965],[81936,235566,360692],[82823,83226,361270],[83052,237485,360972],[83625,238284,527868],[83689,238777,528302],[85049,149882,530884],[86507,155215,244056],[87137,245296,249911],[88006,247179,247234],[90163,157901,547244],[91621,254430,382922],[92251,255670,387784],[93003,257397,555767],[93177,257410,556065],[94214,165815,259719],[94767,260945,264899],[98841,269575,576821],[99114,101133,274197],[99922,271856,579210],[100096,171930,579508],[101686,169337,275423],[102440,175614,416173],[102797,174156,277838],[103222,278974,589429],[106465,285678,602232],[106529,286171,602666],[107311,287893,604339],[107719,179336,288695],[108300,184476,433342],[109351,185029,434568],[109724,293417,435980],[110669,111145,436834],[111631,296520,621536],[111805,296533,621834],[112151,297387,297442],[113914,300658,306897],[115030,198463,302577],[118786,309815,640432],[120183,312538,459987],[121299,314457,460267],[122845,204769,317430],[123296,318386,652013],[124754,211350,321028],[125384,322268,326883],[130425,331951,674539],[130489,332444,674973],[130824,133307,337723],[131125,217127,488209],[131849,218375,677555],[133937,215300,338963],[134689,222736,497761],[138995,141014,353386],[139803,351064,702438],[139977,351077,702736],[141567,227457,354612],[142321,233734,517736],[144075,144130,520804],[144195,360343,716927],[145551,362326,523531],[146104,363188,364756],[146331,363577,723772],[148937,247349,368075],[154816,378034,743515],[154880,378527,743949],[155516,251738,546118],[156480,381479,546390],[158907,385449,385504],[159762,257269,387097],[160670,388720,394959],[161786,264725,390639],[168760,403545,780176],[168934,403558,780474],[169163,172159,409602],[169800,271747,578050],[171043,266657,407683],[179400,181883,428053],[179701,179974,424455],[180425,425411,810653],[182513,283682,429293],[183265,291118,610383],[185862,436149,826524],[187278,438130,616692],[187910,297557,439060],[188628,440148,441790],[192767,446711,626945],[198060,455563,854034],[198234,455576,854332],[199100,311987,641661],[202239,462483,464051],[203831,318006,465190],[205072,324321,467370],[211651,211924,479503],[212688,480869,886356],[212738,217430,488601],[214824,484103,893201],[215786,334701,675826],[227283,230279,511165],[227920,228255,507623],[229163,345846,509246],[238418,365529,525067],[243166,532180,728925],[244516,534198,535840],[247299,538778,964475],[249435,542012,971320],[250397,380784,744802],[252294,381899,546798],[254172,385619,549470],[254890,550558,552200],[265362,265697,568488],[266602,570002,1005254],[266722,400862,773773],[269368,402310,574001],[273507,580564,785585],[281120,285812,601223],[284168,284571,599043],[295400,438550,617100],[297507,619977,1070631],[303510,449914,628481],[306842,633613,1086890],[306962,452880,847631],[309608,454328,637612],[315390,464824,646196],[321488,655327,656969],[327369,327772,665459],[330786,332085,671738],[336833,678851,898354],[338183,680869,682511],[345911,345961,693469],[364701,722097,1196976],[364821,526417,948774],[370058,532600,729333],[376869,378168,740714],[383462,548960,748270],[385569,751147,1229986],[391572,560324,759651],[395024,395074,765022],[402375,402425,775740],[410535,583767,787121],[416633,588181,796252],[428513,813967,815609],[441855,441905,833177],[454393,454443,849598],[463996,862353,1359348],[464116,647546,1103333],[469353,653729,869589],[490584,679271,898762],[497395,498694,910143],[512098,706995,929080],[535905,535955,960460],[536743,734455,961500],[552265,552315,981306],[588246,588296,1028328],[603206,812369,1048319],[657034,657084,1115019],[682576,682626,1146731],[683414,903884,1147771],[798797,1033450,1286410],[815674,815724,1306846] ] cell #1202 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [11888],[14356],[16362],[18213],[19571],[21743],[24153],[24478],[26843],[27134],[28849],[29011],[30865],[31214],[31989],[34818],[35112],[35624],[38031],[38837],[39300],[41247],[41572],[41863],[43460],[44181],[44748],[47698],[49405],[49737],[49825],[50512],[53637],[53654],[53986],[54761],[57590],[57884],[58396],[58859],[59810],[60872],[61192],[61771],[62309],[66213],[66230],[66701],[67573],[68437],[68861],[71811],[72184],[73777],[73920],[74344],[79001],[79333],[79421],[80108],[81959],[82945],[83045],[83627],[86765],[88185],[89778],[89921],[90499],[91559],[91879],[92996],[96917],[97416],[97418],[98798],[99377],[99915],[104307],[106043],[106467],[109493],[109717],[111005],[111624],[112330],[114923],[115605],[117361],[117363],[118743],[119322],[119869],[121192],[121292],[121874],[125012],[126432],[128168],[128422],[128759],[129745],[130427],[133565],[137299],[139796],[144188],[145237],[147141],[147143],[147589],[150218],[152813],[153150],[154136],[154818],[159086],[161679],[162361],[164119],[166622],[168134],[168753],[172052],[172734],[175872],[176998],[182141],[185754],[188867],[189204],[189744],[192453],[194805],[195208],[195922],[197434],[198053],[203276],[203278],[203724],[208948],[212681],[213730],[218711],[222629],[223311],[230172],[230854],[235518],[238819],[239454],[245632],[247292],[248341],[255129],[255466],[256006],[261067],[266494],[273193],[275545],[275948],[278174],[293541],[293609],[297500],[304546],[306734],[312490],[315791],[316426],[322604],[339299],[342008],[344763],[354734],[362278],[364593],[368267],[381603],[381671],[385562],[392608],[411571],[429629],[438254],[438322],[439252],[446663],[463888],[467562],[488793],[513134],[525259],[532304],[532372],[549662],[580516],[601415],[628673],[646388],[671930],[678975],[679043],[740906],[759843],[787313],[910335],[929272] ] cell #1203 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41787,142233],[53449,169712],[58762,183405],[66025,199012],[73100,213611],[73653,215926],[78796,227832],[80554,232273],[89101,248222],[89654,250537],[96712,265274],[98541,267620],[99171,270145],[105223,281993],[105776,284308],[118486,307860],[119116,310385],[127348,325194],[127901,327509],[128737,329230],[129853,329652],[138422,346809],[139052,349334],[148635,367113],[153128,375313],[154244,375735],[165242,395922],[165872,398447],[166854,400303],[177313,419560],[178429,419982],[189182,441007],[191008,443541],[196154,452321],[209263,474608],[210379,475030],[214045,482849],[224974,501866],[239051,525858],[239769,527082],[241035,528366],[248656,540758],[255444,551417],[262416,562731],[268019,571844],[293838,614992],[298146,620733],[304861,630496],[308259,635455],[316023,646987],[316741,648211],[342323,687429],[361659,718109],[372804,732966],[386208,751903],[392923,761666],[411886,789136],[415284,794095],[446044,838374],[460954,858365],[472099,873222],[493330,902395],[513449,931095],[556454,986503],[579897,1017104],[605952,1051952],[622223,1072919],[703125,1172774],[780863,1264746],[854721,1350792], 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95025,395075,995619],[402376,402426,1007614],[410536,583768,1020152],[416634,588178,1030323],[428514,815606,1050314],[441856,441906,1071813],[454394,454444,1089250],[463993,862356,1359357],[464117,647547,1103192],[469354,653730,1110726],[490585,679272,1142438],[497396,498695,1154976],[512099,706996,1175822],[535906,535956,1209306],[536744,734456,1210412],[552266,552316,1231168],[588247,588297,1281077],[603207,812370,1302553],[657035,657085,1371678],[682577,682627,1404536],[683415,903885,1405642],[798798,1033451,1547168],[815675,815725,1568054] ] cell #1204 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [244689],[255063],[261783],[294592],[303427],[315307],[321661],[338356],[345076],[355450],[360027],[361464],[369250],[371260],[382654],[384664],[391489],[410452],[416806],[428686],[435406],[436919],[445849],[460759],[470555],[489776],[491786],[498611],[512015],[530969],[547329],[579702],[589498],[604408],[677640], [44599,538462],[45572,535348],[60127,615901],[60723,619661],[63363,629217],[69685,656477],[74195,480553],[75168,682019],[77103,501001],[82340,717881],[85700,728134],[86296,731894],[90814,747071],[91258,748208],[91410,750831],[92656,754348],[94050,760387],[95229,393879],[97733,401617],[98329,570772],[100969,787857],[103202,587689],[103596,418540],[107291,815117],[109226,613623],[114318,838146],[115974,449471],[117678,453635],[118274,634383],[120587,858137],[121061,859274],[122681,865130],[123947,868390],[124152,468746],[124391,869527],[124543,872150],[126013,323395],[129140,481990],[132500,897563],[133096,901323],[135298,496952],[135736,686150],[137614,503180],[138058,348730],[138210,694000],[139456,923777],[140850,929816],[142029,514405],[143083,710917],[143477,520103],[147861,950621],[148066,528235],[151412,535147],[152191,961438],[153531,539899],[156729,974985],[157602,976785],[159551,982877],[160843,389830],[160929,555839],[161074,986275],[161548,987412],[162730,559881],[164434,564045],[164878,397843],[165030,765553],[166276,1003805],[170679,781818],[171447,1016876],[173103,583324],[174807,587488],[175403,793023],[177716,594612],[178190,422332],[179810,1043860],[181076,1047120],[181281,602599],[181520,1048257],[181672,1050880],[183142,430420],[183874,609574],[184312,819248],[187527,1067545],[188801,442908],[189916,621608],[190061,1072691],[190535,622977],[190796,834748],[194200,629637],[195077,1083704],[195521,452104],[199979,855676],[200537,1097782],[204440,650186],[204989,468545],[205450,652098],[206194,1110498],[207547,656276],[209666,661028],[210140,477380],[211760,1126981],[216354,1136892],[216559,674906],[216798,675728],[216963,894303],[219905,681818],[220684,1147709],[222024,686570],[225222,1161256],[226095,505190],[229336,510356],[229422,702510],[229567,1172546],[230041,1173683],[231223,706552],[233371,518369],[235653,717071],[235854,943223],[236676,720633],[237276,1193926],[238335,528034],[239981,723857],[240725,725294],[243415,1205038],[245949,1210184],[246423,537906],[250965,1221197],[251170,743882],[251409,744704],[251574,972422],[251895,1224093],[256797,754147],[257479,556259],[260462,760807],[262664,1246577],[263537,566055],[266987,1005586],[268267,1259372],[269541,576761],[270656,780248],[270801,1264518],[274940,788277],[275817,1275531],[276261,585957],[280147,1286348],[285180,808826],[285729,602398],[286190,810738],[286934,1302325],[288287,814916],[290880,611233],[293223,1064738],[293643,826683],[294793,830300],[295001,1322779],[296602,622028],[298394,1327771],[301768,625086],[302368,1334306],[305817,632670],[307227,1087222],[308507,1345418],[309781,640372],[310896,854106],[311041,1350564],[313648,860889],[317697,865550],[328381,884960],[329320,886500],[332002,674705],[333648,893286],[337082,1400268],[339616,1405414],[340090,684577],[344632,1416427],[351146,702930],[354129,930236],[357204,712726],[361044,945767],[365086,1197308],[369451,727535],[369659,1464435],[373052,1469427],[375403,964619],[378085,743681],[379731,971405],[382855,978429],[386456,1491289],[400668,1005413],[403627,780668],[408793,783726],[409393,1530682],[412842,791310],[415532,1541794],[418066,1546940],[441097,1070775],[445429,836614],[452686,1087049],[455645,854526],[460339,1100326],[464381,1359680],[472347,1632185],[489977,896964],[490185,1659665],[493578,1664657],[526223,1197135],[551507,1230130],[579282,1015344],[606200,1824012],[647352,1359507], [7575,228044,1169148],[10675,265486,1254469],[11974,281277,1289609],[14484,311776,1095114],[16428,324478,1376171],[17101,330943,1389156],[18460,345562,1419323],[19524,233523,934982],[20746,365686,1458525],[21184,375604,1213799],[22400,377026,1475962],[24658,394675,1506129],[25592,402026,1519155],[26971,271536,1013478],[28915,290406,819668],[30248,441298,1326615],[30642,441506,1588693],[31093,452266,1342611],[32183,450071,1599807],[32845,454044,1605717],[34627,464981,1621283],[37840,334392,894723],[38278,329521,1129494],[39494,497552,1671192],[41752,232927,710716],[42901,522273,1713435],[43339,525803,1456874],[45966,535556,1727962],[47507,380475,972842],[48771,551708,1490133],[49165,551916,1748808],[50706,560481,1759922],[53020,401818,1009030],[53414,271275,781617],[53865,400248,1256565],[54955,583924,1791634],[55617,587897,1797544],[57399,424722,1044280],[62925,625687,1849114],[65596,453836,1090666],[65990,311515,855475],[67014,643402,1869105],[67452,646932,1619632],[70079,656685,1883632],[71620,479770,1127401],[72497,330343,890062],[72935,481570,1132038],[75562,682227,1914233],[78367,503381,1164700],[78761,350464,923576],[80302,707152,1946193],[88498,376426,968181],[88936,539479,1216343],[93612,756857,1998671],[96283,564246,1250021],[96677,399577,1003604],[100531,784327,2027844],[104620,420673,1039619],[105058,594192,1292153],[107685,815325,2062362],[112978,834155,2082693],[113550,623178,1331229],[126745,475721,1122740],[127183,660608,1378715],[140412,926286,2168100],[148305,529057,1201901],[148470,724874,1461055],[170107,1012885,2241333],[186247,826856,1583133],[199407,1094521,2307749] ] cell #1205 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [86843],[91957],[95138],[110389],[115486],[121755],[125090],[133643],[136824],[141938],[144857],[149602],[150868],[157145],[158411],[162242],[172615],[175950],[182219],[185400],[186329],[192073],[200992],[207003],[218095],[219361],[223192],[230735],[235250],[242217],[252591],[272813],[278824],[287743],[335884], [25455,167518],[27455,176736],[32092,194440],[32708,196818],[35898,125876],[36734,328917],[37025,213350],[39403,222264],[39769,224393],[40184,225638],[40390,138757],[42184,234856],[45829,245016],[45890,245211],[46401,375000],[46692,247961],[49815,161314],[50615,260702],[50913,163443],[51231,263080],[51437,165577],[52379,267069],[54864,275180],[55480,277558],[55541,277753],[56584,281732],[56803,178884],[58670,183005],[58962,290646],[59328,292775],[60183,439204],[61270,190301],[61328,440694],[62056,299442],[63842,303931],[63856,304166],[64451,195885],[64955,307309],[68540,317937],[68742,205737],[68979,205932],[69942,321988],[70003,322183],[70805,324933],[71024,210834],[74023,334632],[75425,338683],[75486,338878],[76274,341393],[76288,341628],[77726,346258],[78017,226904],[79411,229807],[80211,354369],[80509,231936],[80888,356942],[81033,234070],[82416,524205],[82580,363506],[83508,240268],[83745,240463],[84709,366852],[85756,368219],[86901,371854],[87629,246714],[90024,380715],[90870,549614],[92015,551104],[92743,387504],[92804,387699],[93018,258100],[93027,258335],[94529,391993],[94543,392228],[95642,395371],[95933,264346],[98876,271041],[99723,406662],[101448,410956],[101462,411191],[102057,276625],[102561,414334],[106146,424962],[106348,286477],[106585,286672],[107548,429013],[107609,429208],[108397,431723],[108630,291574],[110584,439554],[111646,298566],[111655,298801],[113127,442990],[114394,444761],[114558,300976],[116687,306150],[118821,311281],[119668,458680],[120663,645334],[120827,462801],[121117,646340],[122942,465912],[122956,466147],[123286,319189],[124003,467514],[125148,471149],[128271,480010],[130308,333935],[130545,334130],[131495,487143],[132556,488745],[133701,492380],[134429,340381],[139604,508225],[139818,351767],[139827,352002],[141329,512519],[141343,512754],[142733,358013],[144210,360536],[144478,521316],[144622,523800],[146321,365879],[147917,525211],[149797,368569],[154699,380018],[154936,380213],[155886,545052],[156785,546877],[157340,549964],[157678,750190],[157721,748349],[159883,553400],[161150,555171],[161604,759795],[166424,569090],[167158,570320],[168775,405591],[168784,405826],[171523,578614],[171687,408001],[173816,413175],[180071,599765],[180415,426214],[181132,601367],[182277,605002],[185706,614634],[185852,436372],[187583,617179],[190137,619020],[191838,444356],[195133,628625],[196458,633931],[198075,457609],[198084,457844],[200613,642445],[200757,644929],[206270,871509],[206313,869668],[212021,666181],[212703,481062],[214814,486405],[216410,671882],[218290,489095],[225278,693548],[229643,701842],[230097,929224],[237352,719198],[239355,722415],[243471,729412],[246025,731253],[246068,961579],[247314,538971],[249425,544314],[251021,740858],[251968,745804],[262720,765101],[266592,570225],[268323,775819],[270877,777660],[272578,578209],[275873,787265],[287010,1050239],[287053,1048398],[295074,828526],[297522,620170],[298450,833256],[302444,839463],[306832,633836],[308563,849677],[311117,851518],[316327,862671],[337138,898841],[339692,900682],[339735,1147850],[344688,910287],[364691,722320],[369732,955809],[373108,960539],[385584,751340],[386512,981385],[409469,1018193],[415588,1028407],[418142,1030248],[418185,1286489],[463986,862576],[472403,1115098],[490258,1142080],[493634,1146810],[606256,1306925], [7799,142442,515897],[7809,80827,356747],[11199,170256,576843],[11209,99662,406467],[12543,108411,431958],[14958,199556,640454],[14968,119607,458485],[16865,212971,667987],[17010,129380,484032],[17376,131509,487378],[18882,228376,700071],[18892,139543,508030],[22164,247582,736963],[22309,153771,541941],[22675,155900,545287],[25080,265818,771624],[25090,166363,568895],[25222,266446,773274],[25516,167713,573407],[27663,281353,801085],[27808,177956,596654],[28174,180085,600000],[30566,297790,832158],[32475,306686,847132],[32769,197013,637018],[36045,324554,877219],[36190,209906,663070],[36556,212035,666416],[37011,213115,670471],[37305,331019,888627],[39951,345635,915233],[40245,225833,696635],[43818,364545,948275],[44112,365762,949722],[44427,240965,726474],[46678,247726,739447],[46972,377102,966746],[49089,385852,980287],[50998,394748,995261],[51292,263275,768188],[52656,402099,1007256],[56570,281497,803569],[61605,441579,1071455],[62117,299637,836453],[64136,450147,1082805],[65232,454117,1088892],[67931,463840,1102834],[68225,465057,1104281],[70791,324698,879703],[76568,497628,1153017],[82459,522414,1192758],[84695,366617,952295],[87178,535629,1208948],[92292,551989,1230810],[94823,560557,1242160],[101742,584000,1274632],[102838,587970,1280719],[110029,436467,1065221],[114437,625828,1333138],[120706,643543,1355130],[125425,656758,1371320],[133978,682300,1404178],[141623,707228,1437390],[161193,756998,1496656],[171566,784468,1529514],[182554,815398,1567696],[190180,834296,1590255],[229686,926427,1691886],[270920,1013026,1782082],[311160,1094662,1865203] ] cell #1206 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [86844],[91958],[95139],[110390],[115487],[121756],[125091],[133644],[136825],[141939],[144855],[149603],[150866],[157146],[158409],[162243],[172616],[175951],[182220],[185401],[186327],[192071],[200990],[207001],[218096],[219359],[223193],[230736],[235248],[242215],[252589],[272811],[278822],[287741],[335882], [25488,167519],[27456,176769],[32093,194458],[32741,196819],[35899,125909],[37065,213348],[39404,222282],[39767,224433],[40217,225639],[40391,138758],[42185,234889],[45862,245017],[45888,245232],[46732,247959],[49816,161332],[50616,260720],[50911,163483],[51264,263081],[51438,165578],[52345,267067],[54865,275198],[55513,277559],[55539,277774],[56624,281730],[56836,178885],[58671,183038],[58963,290664],[59326,292815],[61271,190319],[62089,299443],[63809,303929],[63896,304164],[64452,195886],[64921,307307],[68541,317955],[68743,205738],[68977,205953],[69975,321989],[70001,322204],[70845,324931],[71057,210835],[71969,328915],[74024,334650],[75458,338684],[75484,338899],[76241,341391],[76328,341626],[77692,346256],[78057,226902],[79412,229825],[80212,354387],[80507,231976],[80886,356963],[81034,234071],[82598,363507],[83509,240269],[83743,240484],[84749,366850],[85312,368217],[86867,371852],[87662,246715],[87970,374998],[90025,380733],[92776,387505],[92802,387720],[93013,258098],[93025,258333],[94496,391991],[94583,392226],[95608,395369],[95973,264344],[98877,271059],[99721,406683],[101415,410954],[101502,411189],[102058,276626],[102527,414332],[106147,424980],[106349,286478],[106583,286693],[107581,429014],[107607,429229],[108364,431721],[108663,291575],[110605,439552],[111408,439202],[111641,298564],[111653,298799],[112115,440692],[113093,442988],[113878,444759],[114576,300977],[116727,306148],[118822,311299],[119666,458701],[120845,462802],[122909,465910],[122996,466145],[123284,319187],[123559,467512],[125114,471147],[128272,480028],[130309,333936],[130543,334151],[131462,487141],[132112,488743],[133667,492378],[134462,340382],[139602,508246],[139813,351765],[139825,352000],[141296,512517],[141383,512752],[142773,358011],[144205,360534],[144371,521314],[144620,523798],[146068,524203],[146319,365877],[146594,525209],[149818,368567],[154700,380019],[154934,380234],[155853,545050],[156689,546875],[157361,549962],[158164,549612],[158871,551102],[159849,553398],[160634,555169],[166422,569111],[167062,570318],[168770,405589],[168782,405824],[171007,578612],[171705,408002],[173856,413173],[180038,599763],[180413,426212],[180688,601365],[182243,605000],[185704,614632],[185850,436370],[187487,617177],[188592,619018],[191836,444354],[193810,628623],[196362,633929],[198070,457607],[198082,457842],[200506,642443],[200755,644927],[202203,645332],[202729,646338],[211988,666179],[212698,481060],[214812,486403],[215087,671880],[218311,489093],[225182,693546],[229127,701840],[237245,719196],[239259,722413],[243375,729410],[244480,731251],[247309,538969],[249423,544312],[249698,740856],[251966,745802],[253749,748347],[254854,750188],[260072,759793],[262624,765099],[266590,570223],[268227,775817],[269332,777658],[272576,578207],[274550,787263],[295072,828524],[297517,620168],[298354,833254],[302337,839461],[306830,633834],[308467,849675],[309572,851516],[316231,862669],[320347,869666],[321452,871507],[337042,898839],[338147,900680],[343365,910285],[353739,929222],[364689,722318],[369730,955807],[373012,960537],[373644,961577],[385579,751338],[386416,981383],[409362,1018191],[415492,1028405],[416597,1030246],[427372,1048396],[428477,1050237],[463984,862574],[472307,1115096],[490256,1142078],[493538,1146808],[494170,1147848],[591882,1286487],[606160,1306923], [7810,80860,356748],[11210,99695,406468],[12541,108451,431956],[14969,119640,458486],[17011,129398,484033],[17374,131549,487376],[18893,139576,508031],[19350,142408,515895],[22310,153789,541942],[22673,155940,545285],[25091,166396,568896],[25514,167734,573405],[26010,170222,576841],[27809,177974,596655],[28172,180125,599998],[32767,197034,637016],[33263,199522,640452],[36191,209924,663071],[36554,212075,666414],[36878,212864,667985],[36978,213113,670469],[40243,225854,696633],[40739,228342,700069],[44428,240983,726475],[46545,247475,736961],[46645,247724,739445],[51290,263296,768186],[51786,265784,771622],[52099,266444,773272],[56437,281246,801083],[56537,281495,803567],[61472,297683,832156],[62115,299658,836451],[64675,306684,847130],[70658,324447,877217],[70758,324696,879701],[72790,330912,888625],[77446,345633,915231],[83865,364543,948273],[84289,365655,949720],[84662,366615,952293],[88791,376995,966744],[92159,385745,980285],[95362,394746,995259],[98046,402097,1007254],[109933,436465,1065219],[112512,441577,1071453],[116267,450040,1082803],[117991,454115,1088890],[122112,463838,1102832],[122536,464950,1104279],[135591,497521,1153015],[145042,522412,1192756],[151725,535627,1208946],[159268,551987,1230808],[163023,560450,1242158],[173396,583893,1274630],[175120,587968,1280717],[192258,625826,1333136],[201177,643541,1355128],[207860,656756,1371318],[220218,682298,1404176],[231516,707121,1437388],[258520,756996,1496654],[272998,784466,1529512],[288600,815396,1567694],[298986,834294,1590253],[352187,926425,1691884],[406011,1013024,1782080],[458029,1094660,1865201] ] cell #1207 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [86845],[91959],[95140],[110498],[115522],[121791],[125092],[133645],[136826],[141940],[144985],[149711],[150912],[157254],[158455],[162278],[172651],[175952],[182221],[185402],[186337],[192201],[201120],[207047],[218204],[219405],[223228],[230771],[235258],[242225],[252599],[272941],[278868],[287787],[335892], [25457,167627],[27457,176738],[32094,194442],[32710,196927],[35900,125878],[37022,213478],[39405,222266],[39768,224390],[40186,225747],[40392,138759],[42186,234858],[45831,245125],[45889,245208],[46689,248089],[49817,161316],[50617,260704],[50912,163440],[51233,263189],[51439,165579],[52340,267077],[54866,275182],[55482,277667],[55540,277750],[56581,281860],[56805,178920],[58672,183007],[58964,290648],[59327,292772],[61272,190303],[62058,299551],[63810,303923],[63853,304294],[64453,195887],[64916,307317],[68542,317939],[68778,205846],[68978,205929],[69944,322097],[70002,322180],[70802,325061],[71026,210870],[71964,328925],[74025,334634],[75427,338792],[75485,338875],[76242,341385],[76285,341756],[77687,346266],[78014,226948],[79413,229809],[80213,354371],[80508,231933],[80887,356939],[81035,234072],[82582,363542],[83544,240377],[83744,240460],[84706,366980],[85313,368211],[86862,371862],[87631,246750],[87965,375008],[90026,380717],[92745,387613],[92803,387696],[93014,258092],[93071,258463],[94497,391985],[94540,392356],[95603,395379],[95930,264390],[98878,271043],[99722,406659],[101416,410948],[101459,411319],[102059,276627],[102522,414342],[106148,424964],[106384,286586],[106584,286669],[107550,429122],[107608,429205],[108365,431715],[108632,291610],[110581,439598],[111409,439196],[111642,298558],[111699,298929],[112110,440702],[113088,442998],[113873,444769],[114560,301012],[116684,306194],[118823,311283],[119667,458677],[120829,462837],[122910,465904],[122953,466275],[123288,319197],[123560,467506],[125109,471157],[128273,480012],[130344,334044],[130544,334127],[131463,487135],[132113,488737],[133662,492388],[134431,340417],[139603,508222],[139814,351759],[139871,352130],[141297,512511],[141340,512882],[142730,358057],[144206,360528],[144366,521324],[144614,523805],[146063,524213],[146323,365887],[146595,525203],[149794,368613],[154735,380127],[154935,380210],[155854,545044],[156690,546869],[157337,550008],[158165,549606],[158866,551112],[159844,553408],[160629,555179],[166423,569087],[167063,570312],[168771,405583],[168828,405954],[171002,578622],[171689,408037],[173813,413219],[180039,599757],[180417,426222],[180689,601359],[182238,605010],[185698,614639],[185854,436380],[187488,617171],[188587,619028],[191830,444361],[193811,628617],[196363,633923],[198071,457601],[198128,457972],[200501,642453],[200749,644934],[202198,645342],[202730,646332],[211989,666173],[212699,481054],[214816,486413],[215088,671874],[218287,489139],[225183,693540],[229122,701850],[237240,719206],[239260,722407],[243376,729404],[244475,731261],[247310,538963],[249427,544322],[249699,740850],[251960,745809],[253750,748341],[254849,750198],[260073,759787],[262625,765093],[266594,570233],[268228,775811],[269327,777668],[272570,578214],[274551,787257],[295066,828531],[297518,620162],[298355,833248],[302332,839471],[306834,633844],[308468,849669],[309567,851526],[316232,862663],[320348,869660],[321447,871517],[337043,898833],[338142,900690],[343366,910279],[353740,929216],[364693,722328],[369724,955814],[373013,960531],[373645,961571],[385580,751332],[386417,981377],[409357,1018201],[415493,1028399],[416592,1030256],[427373,1048390],[428472,1050247],[463988,862584],[472308,1115090],[490250,1142085],[493539,1146802],[494171,1147842],[591883,1286481],[606161,1306917], [7811,80829,356856],[11211,99664,406576],[12542,108408,432086],[14970,119609,458594],[17012,129382,484068],[17375,131506,487506],[18894,139545,508139],[19351,142403,515905],[22311,153773,541977],[22674,155897,545415],[25092,166365,569004],[25515,167710,573451],[26011,170217,576851],[27810,177958,596690],[28173,180082,600128],[32768,197010,637062],[33264,199517,640462],[36192,209908,663106],[36555,212032,666544],[36879,212859,667995],[36979,213107,670476],[40244,225830,696679],[40740,228337,700079],[44429,240967,726510],[46546,247470,736971],[46646,247718,739452],[51291,263272,768232],[51787,265779,771632],[52100,266438,773279],[56438,281241,801093],[56538,281489,803574],[61473,297678,832166],[62116,299634,836497],[64676,306678,847137],[70659,324442,877227],[70759,324690,879708],[72791,330907,888635],[77447,345627,915238],[83866,364537,948280],[84290,365650,949730],[84663,366609,952300],[88792,376990,966754],[92160,385740,980295],[95363,394740,995266],[98047,402091,1007261],[109934,436459,1065226],[112513,441571,1071460],[116268,450035,1082813],[117992,454109,1088897],[122113,463832,1102839],[122537,464945,1104289],[135592,497516,1153025],[145043,522406,1192763],[151726,535621,1208953],[159269,551981,1230815],[163024,560445,1242168],[173397,583888,1274640],[175121,587962,1280724],[192259,625820,1333143],[201178,643535,1355135],[207861,656750,1371325],[220219,682292,1404183],[231517,707116,1437398],[258521,756990,1496661],[272999,784460,1529519],[288601,815390,1567701],[298987,834288,1590260],[352188,926419,1691891],[406012,1013018,1782087],[458030,1094654,1865208] ] cell #1208 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [86849],[91963],[95150],[110391],[115488],[121757],[125096],[133649],[136836],[141950],[144856],[149604],[150867],[157147],[158410],[162244],[172617],[175956],[182225],[185412],[186328],[192072],[200991],[207002],[218097],[219360],[223194],[230737],[235249],[242216],[252590],[272812],[278823],[287742],[335883], [25458,167520],[27461,176739],[32104,194443],[32711,196820],[35904,125879],[37023,213349],[39415,222267],[39776,224391],[40187,225640],[40402,138763],[42190,234859],[45832,245018],[45906,245209],[46690,247960],[49821,161317],[50627,260705],[50920,163441],[51234,263082],[51449,165583],[52341,267068],[54876,275183],[55483,277560],[55557,277751],[56582,281731],[56806,178886],[58676,183008],[58974,290649],[59335,292773],[61276,190304],[62059,299444],[63813,303924],[63854,304165],[64463,195891],[64917,307308],[68552,317940],[68744,205739],[68986,205930],[69945,321990],[70019,322181],[70803,324932],[71027,210836],[71965,328916],[74035,334635],[75428,338685],[75502,338876],[76245,341386],[76286,341627],[77688,346257],[78015,226903],[79417,229810],[80223,354372],[80516,231934],[80904,356940],[81045,234076],[82583,363508],[83510,240270],[83752,240461],[84707,366851],[85316,368212],[86863,371853],[87632,246716],[87966,374999],[90036,380718],[92746,387506],[92820,387697],[93017,258093],[93026,258334],[94500,391986],[94541,392227],[95604,395370],[95931,264345],[98882,271044],[99739,406660],[101419,410949],[101460,411190],[102069,276631],[102523,414333],[106158,424965],[106350,286479],[106592,286670],[107551,429015],[107625,429206],[108368,431716],[108633,291576],[110582,439553],[111412,439197],[111645,298559],[111654,298800],[112111,440693],[113089,442989],[113874,444760],[114561,300978],[116685,306149],[118827,311284],[119684,458678],[120830,462803],[122913,465905],[122954,466146],[123285,319188],[123563,467507],[125110,471148],[128283,480013],[130310,333937],[130552,334128],[131466,487136],[132116,488738],[133663,492379],[134432,340383],[139620,508223],[139817,351760],[139826,352001],[141300,512512],[141341,512753],[142731,358012],[144209,360529],[144367,521315],[144615,523799],[146064,524204],[146320,365878],[146598,525204],[149795,368568],[154701,380020],[154943,380211],[155857,545045],[156693,546870],[157338,549963],[158168,549607],[158867,551103],[159845,553399],[160630,555170],[166440,569088],[167066,570313],[168774,405584],[168783,405825],[171003,578613],[171690,408003],[173814,413174],[180042,599758],[180414,426213],[180692,601360],[182239,605001],[185699,614633],[185851,436371],[187491,617172],[188588,619019],[191831,444355],[193814,628618],[196366,633924],[198074,457602],[198083,457843],[200502,642444],[200750,644928],[202199,645333],[202733,646333],[211992,666174],[212702,481055],[214813,486404],[215091,671875],[218288,489094],[225186,693541],[229123,701841],[237241,719197],[239263,722408],[243379,729405],[244476,731252],[247313,538964],[249424,544313],[249702,740851],[251961,745803],[253753,748342],[254850,750189],[260076,759788],[262628,765094],[266591,570224],[268231,775812],[269328,777659],[272571,578208],[274554,787258],[295067,828525],[297521,620163],[298358,833249],[302333,839462],[306831,633835],[308471,849670],[309568,851517],[316235,862664],[320351,869661],[321448,871508],[337046,898834],[338143,900681],[343369,910280],[353743,929217],[364690,722319],[369725,955808],[373016,960532],[373648,961572],[385583,751333],[386420,981378],[409358,1018192],[415496,1028400],[416593,1030247],[427376,1048391],[428473,1050238],[463985,862575],[472311,1115091],[490251,1142079],[493542,1146803],[494174,1147843],[591886,1286482],[606164,1306918], [7815,80830,356749],[11215,99665,406469],[12550,108409,431957],[14974,119610,458487],[17022,129383,484034],[17383,131507,487377],[18898,139546,508032],[19352,142404,515896],[22321,153774,541943],[22682,155898,545286],[25096,166366,568897],[25532,167711,573406],[26012,170218,576842],[27820,177959,596656],[28181,180083,599999],[32785,197011,637017],[33265,199518,640453],[36202,209909,663072],[36563,212033,666415],[36880,212860,667986],[36982,213108,670470],[40261,225831,696634],[40741,228338,700070],[44439,240968,726476],[46547,247471,736962],[46649,247719,739446],[51308,263273,768187],[51788,265780,771623],[52103,266439,773273],[56439,281242,801084],[56541,281490,803568],[61474,297679,832157],[62133,299635,836452],[64679,306679,847131],[70660,324443,877218],[70762,324691,879702],[72792,330908,888626],[77450,345628,915232],[83869,364538,948274],[84291,365651,949721],[84666,366610,952294],[88793,376991,966745],[92161,385741,980286],[95366,394741,995260],[98050,402092,1007255],[109937,436460,1065220],[112516,441572,1071454],[116269,450036,1082804],[117995,454110,1088891],[122116,463833,1102833],[122538,464946,1104280],[135593,497517,1153016],[145046,522407,1192757],[151729,535622,1208947],[159272,551982,1230809],[163025,560446,1242159],[173398,583889,1274631],[175124,587963,1280718],[192262,625821,1333137],[201181,643536,1355129],[207864,656751,1371319],[220222,682293,1404177],[231518,707117,1437389],[258524,756991,1496655],[273002,784461,1529513],[288604,815391,1567695],[298990,834289,1590254],[352191,926420,1691885],[406015,1013019,1782081],[458033,1094655,1865202] ] cell #1209 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [151197],[158740],[163537],[186657],[193629],[202548],[207332],[219690],[224487],[232030],[235179],[236278],[242545],[244237],[252919],[254611],[259891],[274369],[279153],[288072],[292869],[294118],[301370],[313250],[321209],[336212],[337904],[343184],[353558],[368776],[382180],[408395],[416354],[428234],[489302], [36732,328846],[39777,344933],[45907,372446],[46399,374929],[50921,261640],[52377,401143],[52424,267397],[55558,414926],[56051,280341],[59336,435263],[60185,437297],[61326,440623],[63844,448864],[63950,304449],[64953,453161],[65000,307637],[68987,319781],[70020,471741],[70418,208520],[72354,329945],[75503,492972],[76276,496345],[76382,341911],[77724,502706],[77771,346586],[78111,227233],[80517,355307],[80905,516489],[81398,359530],[82414,522180],[83753,366471],[85758,531347],[86899,534673],[86946,372182],[88355,376028],[90872,547707],[92013,551033],[92821,553992],[93020,389223],[93356,258618],[94531,559274],[94637,392511],[95640,563571],[95687,395699],[96027,264675],[99740,577435],[101450,582717],[101556,411474],[102559,587014],[102606,414662],[104477,420275],[104814,283288],[106593,426806],[107626,605594],[108024,289260],[108399,608967],[108505,432241],[111648,442301],[111984,299084],[113125,622503],[113172,443318],[114392,625594],[115831,449073],[116781,306479],[119685,641046],[120661,643309],[121119,644373],[122944,649579],[123050,466430],[123283,468071],[123378,319517],[124005,652476],[125146,655802],[125193,471477],[126602,475323],[126939,326489],[130553,486997],[131497,675121],[131603,487661],[132558,678018],[133699,681344],[133746,492708],[135155,496554],[137915,348278],[139621,700663],[139820,509749],[140156,352285],[141331,705945],[141437,513037],[142827,358342],[144212,521413],[144476,717180],[145140,524658],[146318,527560],[146413,366207],[147919,724235],[148162,528659],[152385,374462],[154944,544906],[155888,744097],[155994,545570],[156787,746384],[157676,748115],[157723,748215],[159881,753673],[159928,553728],[160391,389432],[161148,756764],[161606,757828],[162587,559483],[164735,397391],[166441,772216],[167160,773854],[168777,576154],[169113,406109],[171521,784234],[172960,582926],[173910,413504],[180073,808219],[180179,600283],[180412,601924],[180507,426542],[181134,811116],[182275,814442],[182322,605330],[184068,433514],[185640,826268],[185849,615046],[186921,618427],[187585,829106],[188349,442510],[190135,834062],[192356,445214],[195135,844500],[195378,451652],[196460,847712],[198077,639765],[198413,458127],[200611,857436],[201275,645787],[204297,649788],[206268,869434],[206315,869534],[212023,884353],[212129,666699],[212705,668084],[214811,674231],[214906,486733],[216412,893664],[220878,494988],[225280,915813],[228884,509958],[229641,926193],[230099,927257],[231080,706154],[233228,517917],[236069,719655],[237350,945478],[239357,948855],[242809,530725],[243473,956389],[246023,961345],[246070,961445],[247316,737060],[249422,743207],[249517,544642],[251023,971783],[251902,974397],[253183,749597],[262722,995841],[266589,773686],[268325,1007836],[269089,576363],[270875,1012792],[273096,579067],[275875,1023230],[276118,585505],[287008,1048164],[287055,1048264],[295008,1066957],[297524,832255],[298452,1072035],[301161,624108],[302442,1078561],[306829,847544],[308565,1089472],[309329,639974],[311115,1094428],[313041,859911],[316329,1103414],[336476,677396],[337140,1142660],[339690,1147616],[339737,1147716],[344690,1158054],[364688,948687],[369666,1204450],[373110,1209528],[385586,980384],[386514,1231390],[408186,782748],[409467,1270388],[415590,1281299],[418140,1286255],[418187,1286355],[463983,1103246],[472405,1371900],[490192,1399680],[493636,1404758],[606258,1568276], [7829,142440,710242],[11260,170254,781143],[12551,183731,609176],[15019,199554,855001],[16882,212969,886609],[17384,216655,675330],[18943,228374,923102],[19366,142487,516225],[22181,247580,964728],[22683,251266,744306],[25141,265816,1003130],[25224,266380,1004998],[25533,267661,777067],[26026,170301,577171],[27680,281351,1036166],[28182,285037,808428],[30583,297788,1070884],[32477,306620,1086634],[32786,307901,850925],[33279,199601,640782],[36062,324552,1119287],[36564,328238,884562],[37013,329736,889084],[37119,213633,671329],[37322,331017,1131749],[39953,345569,1160668],[40262,346850,919026],[40755,228421,700399],[43820,364479,1196720],[44129,365760,1198407],[46680,375819,967203],[46786,248244,740305],[46989,377100,1216054],[49106,385850,1230239],[51000,394682,1245989],[51309,395963,999054],[51802,265863,771952],[52658,402033,1258784],[56572,420066,1038641],[56678,282015,804427],[61607,441513,1327183],[62134,443582,1075314],[64153,450145,1338787],[65234,454051,1344830],[67933,463774,1359092],[68242,465055,1360779],[70793,475114,1121762],[70899,325216,880561],[76585,497626,1411284],[82461,522280,1453126],[84697,528450,1200923],[84803,367135,953153],[87180,535563,1468839],[92294,551923,1490701],[94840,560555,1502305],[101759,583998,1535163],[102840,587904,1541206],[110031,615214,1321150],[114439,625694,1594408],[120708,643409,1615884],[125427,656692,1631597],[133980,682234,1664069],[141640,707226,1697535],[161195,756864,1754523],[171568,784334,1786235],[182556,815332,1823424],[190182,834162,1845326],[229688,926293,1940794],[270922,1012892,2024056],[311162,1094528,2100190] ] cell #1210 : |C| = 168 W-rep = phi[168,6] special rep = phi[168,6] , dim = 168 orbit = D5+A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [14228],[15543],[21117],[22936],[24350],[26715],[29963],[30181],[31121],[33565],[34998],[38211],[39625],[41444],[43094],[43367],[43679],[45287],[48704],[49644],[52953],[53893],[55326],[57770],[61099],[63118],[63703],[65529],[67480],[67792],[72963],[73275],[73493],[74883],[76041],[78300],[79240],[82489],[86672],[88964],[89276],[89494],[91786],[94390],[96216],[98705],[98978],[100724],[101309],[105086],[105398],[105616],[113483],[114467],[118650],[118923],[120736],[124919],[127211],[127523],[127741],[129289],[130074],[133472],[136076],[138586],[138859],[141190],[145198],[148498],[152696],[153680],[154465],[160239],[161223],[165406],[165679],[171596],[175779],[177865],[178650],[182048],[184652],[186275],[186374],[190210],[192414],[194349],[195714],[201333],[204633],[209815],[210600],[221189],[222173],[227102],[229716],[233899],[235295],[235954],[240874],[241256],[242163],[242262],[252537],[252636],[260611],[264544],[270950],[273154],[275089],[276454],[290555],[293247],[295643],[296431],[300387],[301046],[306348],[311190],[312267],[312926],[317846],[334541],[335830],[335929],[354278],[358211],[362055],[362917],[367905],[370301],[380624],[381309],[384493],[403456],[407412],[408071],[413373],[424871],[437960],[438890],[446440],[455474],[462212],[479919],[483443],[488431],[490827],[505019],[532010],[541352],[549300],[565884],[572743],[580293],[596065],[624028],[636354],[662481],[678681],[695971],[725885],[767524],[827011],[835789],[943348],[1064494] ] cell #1211 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [9626],[9807],[9837],[13120],[15126],[15355],[16047],[16077],[20161],[21423],[21896],[21926],[22900],[23933],[24162],[28534],[28564],[29927],[30346],[31238],[31598],[32221],[34962],[38517],[38990],[39020],[41027],[41256],[43484],[43643],[44656],[44799],[45251],[45670],[48869],[53118],[54010],[54370],[54993],[56105],[56135],[57734],[60780],[60923],[63667],[65694],[67597],[67756],[69783],[73080],[73239],[74252],[74395],[74847],[75266],[76158],[77141],[78465],[86496],[89081],[89240],[91467],[91610],[94354],[96381],[98386],[98529],[99095],[101273],[102286],[102429],[103300],[105203],[105362],[107389],[116917],[118331],[118474],[119040],[124743],[127328],[127487],[130670],[130813],[133296],[136040],[138267],[138410],[138976],[141154],[143181],[148615],[149302],[152660],[155061],[155204],[159751],[165087],[165230],[165796],[168542],[174046],[175603],[179246],[179389],[181872],[184616],[188275],[190853],[190996],[191145],[191780],[197842],[204750],[211196],[211339],[217795],[221153],[223697],[226662],[228244],[233723],[235911],[237514],[238149],[241413],[241544],[254537],[257115],[257258],[264104],[265686],[271736],[271885],[272520],[283474],[292079],[293446],[295681],[295812],[299990],[300256],[311976],[312883],[314486],[315121],[326675],[331816],[335080],[335211],[350925],[360222],[362671],[362786],[374648],[377899],[381508],[383743],[383874],[400038],[402837],[407281],[422146],[433700],[438159],[447056],[454855],[459517],[462081],[477194],[483312],[495174],[504400],[523061],[529819],[532209],[541221],[565265],[580909],[595934],[623409],[626475],[662350],[678880],[717296],[725754],[785115],[826880],[942406] ] cell #1212 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [40809,507806],[42016,356523],[51856,568671],[53739,406243],[56454,593884],[58782,431808],[66315,458261],[70675,660300],[72212,481262],[72807,670246],[73673,487228],[77451,692978],[80657,356613],[84306,723576],[88213,539171],[88808,739222],[89674,545137],[95367,764531],[97161,569750],[97892,571481],[98051,775249],[99274,406333],[105796,599850],[112358,620370],[112517,832686],[116284,843841],[117106,633361],[117837,635092],[117996,849107],[119219,458351],[122553,863832],[127921,666266],[129042,668515],[129356,482248],[135608,908651],[137773,694709],[139155,507896],[145047,944004],[146886,721845],[151730,959969],[153433,737491],[153747,540157],[159114,751540],[159273,980815],[163040,991970],[164593,766262],[165975,568761],[173413,1022571],[175125,1027837],[177618,801613],[177932,594870],[190694,835457],[192263,1077087],[201182,1098563],[203021,862101],[207865,1114528],[209568,877747],[209882,661286],[220223,1146240],[231533,1178241],[240627,951329],[240941,725552],[258525,1236442],[273003,1268914],[288605,1306355],[293901,1065297],[298991,1328516],[352192,1431672],[406016,1524892],[458034,1611454], [8706,152850,736402],[8955,244792,958880],[8991,151571,732603],[13249,188904,831597],[13826,301427,1077007],[14136,194102,842110],[16115,321764,1113439],[16151,207706,872859],[17555,128459,667426],[17804,338459,1145151],[17840,220064,902032],[20346,236335,943924],[21101,242592,954828],[23371,255166,979726],[23715,387280,1232802],[23751,256956,983586],[23948,389489,1236362],[24258,260364,990239],[25736,167294,774160],[26313,408452,1268834],[26623,274842,1020840],[27287,277334,1026748],[27323,174966,793732],[28602,428789,1305266],[28638,288446,1051589],[30165,186704,827545],[30361,442567,1328436],[32989,196594,848018],[33682,460031,1354117],[34227,313307,1098483],[34666,317599,1105888],[34982,319564,1109387],[37440,213200,669111],[38195,336259,1141099],[39223,341478,907516],[39533,221926,906920],[39729,136474,691808],[40465,225414,916119],[40845,350623,1169857],[41042,510015,1431592],[41352,354031,1176510],[42052,233086,935691],[43211,523575,1454225],[43663,366254,1199117],[45685,536617,1470092],[47107,247811,738087],[47855,546307,1484343],[47999,381963,1224652],[48688,252966,975674],[48884,383336,1226445],[51512,262856,996147],[51892,399736,1255178],[52937,167384,571414],[53133,576420,1524812],[53303,411041,1021436],[53775,271434,1014187],[55310,277424,793665],[55945,176348,592204],[56999,281582,802209],[57438,424624,1297715],[57754,426589,1301214],[59092,290308,1056477],[59288,185050,824906],[60445,616609,1584709],[60589,438614,1323338],[62208,299218,1073447],[63235,626989,1595507],[63687,450639,1339497],[65513,196684,635025],[65709,640031,1611374],[65879,304016,842706],[66351,311674,1095823],[67776,314105,1099627],[69798,469227,1366955],[71220,324783,878343],[71659,479672,1384277],[72588,334176,893995],[73259,486780,1394347],[73477,338549,901965],[74058,334294,1137600],[75281,683288,1665322],[76127,222240,686828],[77595,502489,1419882],[78284,225504,694642],[78480,347081,699409],[78650,512604,1177106],[79122,232181,708168],[81292,234468,715432],[82124,360736,1191745],[84954,366702,951925],[86018,728842,1723978],[86162,532664,1464994],[88589,380259,972114],[89260,544689,1481153],[89478,244882,732536],[90059,380377,1221905],[91276,253754,1226525],[94374,390287,1237506],[95511,563354,1506688],[96200,262946,766195],[96396,396194,770962],[96566,392078,990835],[97038,163688,561497],[97475,400926,1257124],[97582,405664,1012456],[98195,572467,1519714],[99064,275156,788535],[100841,785629,1787334],[101293,584492,1535873],[103315,798671,1803201],[104711,286718,811447],[105382,282239,599195],[105600,428879,1051522],[106181,289555,607114],[107404,603080,1563331],[108250,290622,819926],[109586,435897,1320825],[110630,437628,1071011],[112661,621356,1589252],[113467,299308,835390],[116932,451087,855918],[117420,452944,1343170],[117527,457682,1094092],[118140,636078,1606276],[119009,194416,629895],[123201,465997,1106484],[124409,320352,1367035],[126836,205978,652807],[127507,325440,665611],[127725,321854,872792],[128306,208815,473261],[128549,481195,1129366],[128952,486461,893298],[131075,334608,894981],[132818,898271,1910249],[132962,679335,1660224],[136060,691360,1676383],[137356,352327,703188],[137463,351840,925857],[138076,226311,507714],[138945,354345,930494],[141174,510813,1432736],[143196,516720,711947],[143940,360039,520755],[144695,521844,1196458],[145182,361722,948994],[147200,526481,1457433],[148396,240509,724566],[149843,531678,964855],[151874,733589,1728521],[152209,373649,1470172],[152680,373966,744954],[152940,539104,1213671],[153343,544370,971417],[155466,380691,973100],[157386,548038,1230366],[159417,752526,1749367],[160223,387370,983519],[164176,258660,556517],[164283,258173,756428],[164896,263753,568579],[165765,260678,761065],[166727,570346,1005425],[168191,406151,780926],[174061,584940,782060],[175269,794718,1798103],[177125,426382,602445],[177528,426270,810750],[179651,424938,1044538],[181538,427377,1563411],[184636,432465,610535],[186385,436931,615520],[186497,294639,437561],[188994,620303,1326487],[189801,299126,622286],[190384,298639,833726],[191911,625258,1086372],[192398,446107,847851],[195539,306033,641752],[196027,633957,1087061],[197491,458169,854784],[200830,642973,1358830],[201317,461017,1103553],[203335,647610,1620191],[204719,317913,865808],[208009,873845,1884191],[209075,319357,468592],[209478,319245,652110],[211601,479986,1127659],[213857,486573,674752],[218336,678349,886736],[220367,903018,1914792],[220702,494175,1665402],[221173,494492,675978],[223959,345094,501217],[224847,509776,702993],[233389,357420,517827],[235700,360669,943095],[236096,361527,522440],[238924,722441,1197147],[239581,366047,528081],[240537,365935,723869],[242273,530981,727753],[242385,369297,531611],[244147,245689,373784],[248468,544482,743728],[252647,547341,746690],[252759,382701,547971],[253889,256063,387188],[255256,751473,1490005],[261801,262062,394095],[262289,389250,556322],[267892,576181,780731],[272651,783898,1004736],[273138,579960,773993],[276279,413058,578141],[278231,416264,592022],[280165,591887,1803281],[288749,1052575,2062921],[292341,435424,613839],[293706,436493,826695],[298019,442328,622091],[301188,445912,625854],[302729,304673,450432],[308132,639792,854589],[313068,460822,643569],[313898,316553,465342],[315896,862697,1359519],[320487,321119,322661],[335940,677652,897182],[336052,489823,678282],[337814,339356,494310],[342135,497913,691153],[355468,355729,514621],[370481,372677,536378],[383097,386081,552738],[390080,390791,392735],[408213,579765,784494],[409754,411698,584285],[415157,588719,798432],[427512,428144,429686],[468988,469776,471972],[491007,493203,683049],[510606,511317,513261],[602841,603629,605825] ] cell #1213 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [142441,710239],[142488,516176],[170255,781140],[170302,577122],[183732,609116],[199555,854998],[199602,640733],[212970,886606],[213634,669339],[216656,675270],[228375,923099],[228422,700350],[247581,964725],[248245,738315],[251267,744246],[265817,1003127],[265864,771903],[266381,1004857],[267662,774972],[281352,1036163],[282016,802437],[285038,808368],[297789,1070881],[306621,1086493],[307902,848830],[324553,1119284],[325217,878571],[328239,884502],[329737,886896],[331018,1131746],[345570,1160527],[346851,916931],[364480,1196579],[365761,1198404],[367136,952153],[375820,965015],[377101,1216051],[385851,1230236],[394683,1245848],[395964,996959],[402034,1258643],[420067,1036453],[441514,1327042],[443583,1074259],[450146,1338784],[454052,1344689],[463775,1358951],[465056,1360776],[475115,1119574],[497627,1411281],[522281,1452987],[528451,1199814],[535564,1468698],[551924,1490560],[560556,1502302],[583999,1535160],[587905,1541065],[615215,1321011],[625695,1594269],[643410,1615745],[656693,1631456],[682235,1663928],[707227,1697532],[756865,1754384],[784335,1786096],[815333,1823283],[834163,1845187],[926294,1940655],[1012893,2023917],[1094529,2100051], [36733,328843,885973],[46400,374926,964092],[52378,401140,775169],[52425,267348,572371],[61327,440620,1070248],[64954,453158,849027],[65001,307588,635982],[72355,329885,670129],[77725,502703,692898],[77772,346537,502393],[78123,347515,350255],[82415,522177,1194678],[86900,534670,959889],[86947,372133,733493],[88356,375968,739105],[92014,551030,1229603],[95641,563568,764451],[95688,395650,563258],[96039,396628,399368],[102560,587011,1027757],[102607,414613,794622],[104478,420215,593767],[104815,421034,424085],[110236,437298,1323989],[113126,622500,832606],[113173,443269,621260],[114393,625591,1075952],[115254,304450,842934],[115832,449013,843724],[116793,451521,459207],[120662,643306,1357050],[125147,655799,1114448],[125194,471428,873749],[126603,475263,660183],[126940,476082,479133],[133700,681341,1146160],[133747,492659,902922],[135156,496494,908534],[137916,503745,507177],[142839,357945,517154],[144477,717177,942869],[145141,522668,722669],[148163,528599,723459],[149449,531348,1202362],[150610,372447,959692],[150800,373743,536200],[152386,537319,545748],[156992,547708,1487507],[157677,748112,1488673],[159882,753670,980735],[159929,553679,752430],[161149,756761,1235307],[162010,392512,991063],[162588,559423,991853],[163549,261398,561931],[164736,564610,568042],[171522,784231,1267779],[172383,411475,1021664],[172961,582866,1022454],[173922,407189,585374],[176054,280342,799373],[182276,814439,1306275],[182323,605281,1052479],[184069,432972,609935],[185641,826127,1064869],[186608,438518,616259],[186922,616332,832409],[190136,834059,1325155],[192357,626082,634185],[193087,450543,630358],[193114,448865,1081074],[195379,632013,641215],[200612,857433,1097428],[201276,643797,862925],[201480,644374,1618684],[204055,466431,1106712],[204298,649728,863715],[205584,652477,1364734],[206269,869431,1629569],[206745,471742,1114251],[206935,320446,657329],[208521,328576,658448],[217942,678019,1397592],[219103,492973,1145963],[219293,494269,682871],[220879,487839,683990],[222960,341912,907744],[223538,344934,913675],[224499,501534,692242],[229642,926190,1430537],[230503,513038,1177334],[231081,706094,1178124],[232042,355065,708602],[233229,517290,711281],[234174,359531,941332],[235176,716544,942513],[236070,717467,947991],[236218,523458,718216],[237351,945475,1193572],[240115,724236,1455926],[242496,532568,728492],[242810,728565,737214],[243610,536500,733071],[246024,961342,1466811],[251903,974256,1224224],[252870,381867,747429],[253184,747502,980538],[253485,748216,1745010],[253848,256588,552560],[256398,553993,1233614],[258619,395319,757252],[258823,757829,1757323],[259349,390191,761528],[259376,559275,1240429],[261641,399879,763183],[270876,1012789,1521531],[273097,570574,784722],[273827,584396,788998],[273854,582718,1272901],[276119,577604,790653],[278566,414927,1027560],[278756,588541,591981],[284795,600284,1298539],[285375,289261,817088],[286324,811117,1561110],[287009,1048161,1821396],[287485,605595,1306078],[287675,427471,815969],[291342,432242,1057301],[291920,435264,1063232],[292881,435021,825340],[294115,616529,827101],[294670,829107,1584895],[295009,1066816,1322910],[299085,442150,834550],[301162,837732,846848],[301310,626872,838481],[302443,1078558,1333952],[305207,844501,1597208],[311116,1094425,1608093],[313042,857723,1102550],[313190,459914,858472],[314009,317060,648073],[317087,649580,1362186],[319468,474470,868748],[319782,474940,868821],[320083,869535,1879834],[320582,469110,873327],[327996,666700,1385101],[333782,893665,1651156],[334925,487662,1138424],[336163,679239,897921],[336477,668238,897994],[337277,683171,902500],[339691,1147613,1662041],[342642,687291,691264],[342669,496346,1151286],[346206,352286,926681],[350065,700664,1428844],[350766,355308,932612],[352490,927258,1943594],[353016,510717,930957],[353043,705946,1435659],[357755,516490,1183230],[366158,526944,950979],[366472,527414,951052],[368773,728762,954384],[369328,956390,1724164],[369667,1204309,1464566],[373380,961446,1975807],[379865,971784,1736477],[381008,545571,1222729],[382177,546227,975230],[382732,746385,1484529],[383219,386651,752008],[389224,562615,985861],[389372,562836,986610],[399178,772217,1515650],[401695,1007837,1776722],[402670,406110,1013280],[406999,577436,1266086],[408187,772990,1016462],[408335,785512,1017211],[409468,1270385,1530328],[412232,1023231,1789035],[415727,794200,798554],[418141,1286252,1799920],[419422,426493,1047478],[419892,426807,1047551],[424112,808220,1558562],[427108,1048265,2058564],[427607,602963,1052057],[432999,608968,1311401],[442302,620617,1072277],[442450,620838,1073026],[453713,1089473,1859843],[454688,458128,1094916],[459017,641047,1352132],[468068,659505,1108943],[479160,884354,1644608],[482711,486684,1137250],[483181,486998,1137323],[487866,675122,1395044],[489299,898191,1140655],[489854,1142661,1910435],[490193,1399539,1659796],[493906,1147717,2145236],[500391,1158055,1922748],[501750,509750,1172132],[501971,509898,1172881],[503258,915814,1679759],[521414,716864,1191471],[527557,722781,1198673],[535225,1209529,1974817],[540620,544593,1221555],[541090,544907,1221628],[545775,744098,1481850],[564123,995842,1764064],[570601,773855,1517387],[571728,576155,1264104],[571949,576303,1264853],[587566,1281300,2038573],[591618,1286356,2258691],[593089,601921,1300770],[615043,826449,1320925],[623055,1072036,1844197],[634212,847713,1603949],[635339,639766,1350150],[635560,639914,1350899],[656354,1371901,2116776],[667600,668085,1386701],[669451,674228,1393903],[681896,1404759,2144246],[722696,948856,1717117],[736576,737061,1473507],[738427,743204,1480709],[754225,1231391,1993754],[773170,773683,1517301],[814994,1568277,2275416],[831771,832256,1587889],[847028,847541,1603863],[862952,1103415,1872787],[948171,948684,1717031],[979900,980385,1748004],[1102730,1103243,1872701] ] cell #1214 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [191156],[193508],[208636],[236268],[237525],[243660],[259770],[261657],[271896],[274248],[280457],[289376],[294310],[301360],[302617],[313240],[314339],[314497],[317481],[319798],[320632],[323012],[329935],[331192],[337327],[343063],[344950],[353437],[355324],[359646],[366488],[368968],[372463],[376018],[377275],[382372],[383269],[386701],[389422],[390521],[390679],[401335],[408385],[409642],[414943],[415777],[420265],[421364],[421522],[426823],[427657],[430037],[435280],[442500],[449063],[450873],[453353],[459964],[461426],[465230],[468263],[469160],[471758],[475313],[476412],[476570],[487014],[489494],[492989],[496544],[497801],[502898],[503795],[509948],[511047],[511205],[516506],[519720],[523508],[527752],[528649],[529195],[534865],[536550],[537649],[544923],[546903],[554009],[556926],[559473],[563763],[564660],[576353],[577452],[582916],[584726],[587206],[592886],[595279],[602116],[603013],[605611],[610265],[615241],[616382],[617205],[622695],[626922],[630844],[631166],[632063],[639964],[641063],[641884],[648559],[649778],[655994],[658778],[661695],[674423],[681536],[683221],[684320],[687777],[691594],[700680],[703597],[706144],[711331],[716412],[718279],[718358],[718637],[728615],[729438],[733134],[734928],[743399],[747552],[752071],[753865],[762014],[772233],[785562],[789484],[789806],[790703],[794263],[798604],[799703],[814634],[817418],[820335],[826041],[827187],[827870],[838544],[838623],[838902],[843327],[858535],[858614],[863318],[873390],[898044],[898867],[902563],[904357],[908137],[912828],[931443],[941662],[943564],[954470],[955153],[975316],[975999],[991456],[1017274],[1017353],[1017632],[1022057],[1052120],[1076647],[1098123],[1140741],[1141424],[1177727],[1268474], [15866,876658],[20472,949161],[28353,800524],[29768,1066035],[31909,1082244],[34353,1103720],[37566,888066],[42775,1192406],[45092,1203528],[47233,966185],[48291,1225390],[50432,1241599],[52540,775845],[54681,1274071],[57125,599083],[62799,1332786],[63508,1081965],[65116,849703],[66888,1354778],[67324,1355944],[69205,1365900],[71346,665499],[72371,670179],[74688,1398758],[76829,1152456],[77887,693574],[80028,1436829],[84579,1459277],[86353,1207609],[87062,960565],[87781,744842],[88372,739155],[91132,1486428],[93486,1496304],[93922,1497470],[94195,1241320],[95803,765127],[100405,1529162],[101114,1273792],[102722,1028433],[104494,593817],[104930,424506],[106811,1562276],[108952,610423],[112852,1589903],[113288,833282],[114102,847739],[115848,843774],[116557,1600559],[122826,1363077],[124265,1627324],[124600,1369981],[125309,1115124],[126619,660233],[127055,479554],[131379,1654507],[133153,1402839],[133862,1146836],[134581,675866],[135172,908584],[135881,1152177],[137932,507227],[140286,1691534],[140722,1692700],[140995,1436550],[142603,710434],[145081,1714419],[146292,948882],[148179,723509],[148799,963960],[150626,959742],[152065,1729172],[152501,546169],[155770,1739828],[159608,1492740],[160044,981411],[162604,991903],[164752,568092],[169981,1781730],[170417,781335],[171231,773881],[172977,1022504],[173686,1792386],[175460,1279380],[176169,1033923],[179955,1559453],[181394,1819151],[181729,1566357],[182438,1306951],[183748,609166],[184184,433393],[184457,1312292],[186938,832459],[187772,1070116],[192297,1850098],[195395,641265],[199281,1864851],[199717,855193],[201216,1614967],[202427,1103441],[204314,863765],[206761,1114301],[211905,1645499],[213574,1900690],[214785,887787],[216672,675320],[217108,1395935],[217292,885841],[219119,1146013],[220558,1915443],[220994,488260],[223554,913725],[224263,1926099],[228101,1687970],[228537,923294],[231097,1178174],[233245,517340],[233580,1442138],[234289,1189593],[242826,737264],[248185,1980718],[249396,965906],[251283,744296],[251719,1482741],[253200,980588],[254034,1229471],[256414,1233664],[265543,1772275],[265979,1003322],[267678,775022],[268512,1005917],[269015,1264995],[271593,1525598],[273037,2028828],[276135,577654],[278582,1027610],[280021,2043581],[281956,1806794],[283167,1037344],[285054,808418],[285490,1053914],[287501,1306128],[291936,1063282],[304390,2090240],[307918,848880],[308752,1087553],[309255,1351041],[311833,1612160],[325157,1888430],[326368,1120465],[328255,884552],[328691,875184],[329578,1647439],[331181,1393989],[336493,668288],[341852,2150147],[346867,916981],[347701,1161587],[348204,1173023],[350081,1428894],[350782,932662],[357771,1183280],[367076,1965996],[367734,1200705],[375661,1732760],[377264,1480795],[392452,2223338],[395980,997009],[396814,1246908],[397317,986752],[399194,1515700],[399895,763233],[400471,1517455],[402706,1524452],[407015,1266136],[411415,2248880],[419908,1047601],[421511,1300856],[441355,1843419],[443599,1074309],[443801,1329222],[444304,1073168],[452489,1604017],[454724,1611014],[459033,1352182],[466371,2107955],[474956,868871],[476559,1109029],[480748,1647285],[483197,1137373],[502034,1172944],[504269,1431232],[512978,2370009],[521617,1452209],[526026,1717185],[527430,951102],[529184,1198759],[538657,1732606],[541106,1221678],[551765,1992976],[562899,986673],[565134,1236002],[572012,1264916],[593370,1301539],[615162,1321079],[619856,1843265],[620901,1073089],[623278,1328076],[635623,1350962],[647155,1872855],[659786,1109712],[669732,1394672],[717095,1452055],[723062,1199442],[738708,1481478],[751026,1992822] ] cell #1215 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [448711],[463621],[473524],[522364],[533927],[550287],[559121],[582564],[592467],[607377],[614394],[615995],[625778],[628311],[643493],[646026],[655056],[680598],[689432],[705792],[715695],[717511],[728228],[747165],[759481],[784418],[786951],[795981],[813696],[837776],[857767],[897657],[909973],[928910],[1016506], [113637,846892],[115354,842890],[144847,943935],[145827,948035],[150437,958891],[162110,991019],[170766,773034],[172483,1021620],[176364,799329],[186564,1065947],[192063,1077018],[193043,1081118],[200982,1098494],[201762,1099696],[201962,1102594],[204155,1106668],[206572,1113450],[208831,658404],[213340,669035],[214320,886940],[218930,1145162],[223060,907700],[223873,691948],[230603,1177290],[234484,941288],[242452,1203440],[245145,732693],[247951,738011],[248931,965059],[252826,1225302],[253554,1226456],[256225,1232813],[258325,1236373],[258676,757208],[259105,1237575],[259305,1240473],[261976,561637],[267304,774635],[272803,1268845],[273783,1272945],[277687,793822],[278393,1026759],[281722,802133],[282502,597474],[282702,1036497],[284895,1298495],[287312,1305277],[289571,817044],[291442,1057257],[292255,825046],[298791,1328447],[299142,834506],[304156,842630],[305489,1339566],[307544,848493],[312722,1354128],[313965,1355856],[317016,1362230],[319135,652897],[319234,868020],[319424,1365812],[320152,1366966],[322117,872949],[324923,878267],[325703,663890],[325903,1119618],[328096,1385057],[335025,1138380],[336119,1398670],[338812,902122],[341618,907440],[342598,1151330],[346493,916594],[347221,696958],[349892,1428043],[351992,1431603],[352343,926637],[352772,1432805],[352972,1435703],[355643,708308],[356876,935781],[357582,1182429],[362510,1454236],[364326,724656],[365924,950251],[366114,1459189],[366842,951849],[367269,1199858],[372089,959355],[373449,1470103],[374229,736261],[381108,1222685],[381823,1484711],[387633,983676],[388449,756948],[389108,985905],[390147,1497382],[392218,990759],[395606,996622],[396334,768511],[399005,1514849],[405816,1524823],[406167,1013236],[406596,1014277],[406826,1265285],[411181,1021360],[412514,1535942],[414569,1027223],[419747,1550504],[420990,804666],[426160,811537],[426259,1046750],[426449,1562188],[427177,1563342],[429142,1051679],[432728,822530],[436417,1065154],[436677,1321193],[437718,1068820],[438474,1585077],[439877,834246],[442186,1072321],[443225,1073922],[446895,1595518],[450499,1600471],[451227,846150],[457834,1611385],[458185,1094872],[458614,1095913],[458844,1351331],[459337,1614477],[466137,1106408],[467200,868484],[471384,1113914],[474795,1636550],[476038,880800],[481352,1386986],[483036,1649466],[484852,894085],[486450,1136522],[486640,1654419],[492615,1145626],[493975,1665333],[494755,905690],[500673,1676452],[508159,1169947],[508975,926377],[509634,1172176],[510673,1692612],[512744,1177030],[516860,937940],[520766,1451719],[521230,1191585],[522624,1195157],[522881,1713929],[524897,950715],[527269,1718366],[531768,954294],[532524,1724346],[537275,963072],[539261,1473792],[540945,1734787],[542761,972204],[544359,1220827],[544549,1739740],[548128,1228175],[553635,1233277],[569024,1255268],[570270,1256981],[573730,1012976],[576039,1264148],[580748,1787345],[584352,1792298],[585080,1024880],[591687,1803212],[601053,1047214],[605237,1305741],[609891,1059530],[615531,1323614],[620460,1588174],[626038,1076431],[626295,1849608],[630683,1854045],[633881,1343027],[637341,1094612],[639650,1350194],[643753,1357529],[648398,1874036],[667901,1386815],[671568,1136986],[678439,1140565],[679195,1910617],[683946,1149343],[687616,1921058],[691220,1926011],[722365,1457290],[727764,1201987],[736877,1473621],[740544,1221291],[746701,1487132],[751630,1748289],[761853,2003602],[784678,1268258],[784935,2028338],[789323,2032775],[832072,1588003],[862621,1620048],[897193,1397217],[931282,2173031],[980201,1748118], [28030,424041,1558606],[36412,479089,1644652],[40030,502349,1679941],[46291,545704,1481894],[51077,563214,1764246],[52735,572327,1776904],[56337,593190,1806304],[59184,432928,1311445],[61684,621216,1844379],[62640,634141,1604131],[65311,635938,1860025],[70558,659606,1887940],[72690,669552,1900200],[75887,487795,1395088],[80673,516132,1182893],[83376,722625,1717299],[84189,722882,1965506],[85128,736413,1732270],[87257,733449,1974999],[88691,738528,1980228],[92371,752386,1993936],[99290,577078,1265749],[100246,570530,1517569],[102917,794578,2038755],[108164,431948,1056997],[110518,827614,2078017],[111224,831608,1842929],[116167,843147,2089750],[119235,640689,1351795],[121623,862881,1872969],[122436,863138,2107465],[125504,873705,2116958],[130176,669295,1390387],[130989,487368,1138120],[131928,667437,1646949],[134057,902878,2144428],[135491,907957,2149657],[139171,700306,1428507],[149731,954897,2194755],[154567,738271,1477193],[155380,545277,1222425],[157274,975743,2211115],[157980,979737,1992486],[162923,991276,2222848],[165991,771859,1515313],[167647,571571,1260647],[168353,774171,1519990],[173296,1021877,2248390],[178752,802393,1553905],[179565,599990,1298235],[182633,1052435,2275598],[196947,635182,1346693],[197653,848029,1606552],[205866,1109456,2317983],[210702,878527,1639951],[211515,666406,1384797],[218224,1141168,2341426],[225767,694799,1423405],[226473,916130,1682362],[231416,1177547,2369519],[240397,1199186,2386203],[241358,952109,1721701],[263209,766352,1510211],[263915,996158,1766667],[286606,1301283,2451836],[299571,835547,1592734],[299801,1073458,1846711],[334064,1394416,2506729],[360826,1191756,1961047],[380147,1481222,2555842] ] cell #1216 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [33522],[34101],[42804],[43051],[48408],[50180],[60078],[62828],[63075],[63458],[64315],[66917],[67164],[69322],[79776],[85651],[86382],[87397],[90765],[93515],[93762],[94145],[100434],[100681],[101064],[101921],[106928],[112881],[114019],[115146],[116397],[122776],[123898],[124629],[132451],[133182],[134197],[135831],[136688],[140315],[140562],[140945],[146209],[147812],[149171],[159637],[161902],[170010],[171148],[172275],[173526],[175489],[176119],[176504],[179905],[181027],[181758],[184407],[188144],[191254],[199310],[202344],[203947],[211855],[214702],[216305],[217058],[217664],[221725],[222852],[224103],[228130],[230395],[233609],[234239],[237623],[249313],[250916],[251669],[254406],[265572],[267750],[268884],[270026],[271622],[271994],[277127],[283084],[284687],[285440],[291234],[307990],[309124],[310266],[311862],[314595],[326285],[327888],[328641],[329607],[329685],[331290],[332951],[334817],[340809],[346939],[348073],[349215],[367651],[375690],[375768],[377373],[379034],[380900],[396052],[397186],[398328],[400336],[401028],[401053],[404375],[420015],[421620],[423281],[441384],[443671],[444173],[452354],[453046],[453071],[456393],[466946],[475063],[476668],[478329],[480523],[480603],[483677],[502616],[505938],[525891],[526583],[528399],[529293],[538432],[538512],[541586],[551794],[554583],[563481],[566803],[569639],[596299],[615025],[615339],[619631],[619711],[622413],[633250],[647020],[647712],[650422],[662715],[697192],[716794],[716948],[721734],[726119],[746509],[750801],[750881],[768745],[825974],[826370],[829231],[846384],[857050],[861990],[938174],[945092],[956514],[974499],[1025114],[1067059],[1078175],[1142785],[1204552],[1270002],[1399782] ] cell #1217 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [179795,1043822],[183806,609165],[184297,819210],[211745,1126943],[216730,675319],[216948,894265],[225207,1161218],[232912,710430],[251341,744295],[251559,972384],[262649,1246539],[266972,1005548],[267707,775021],[268252,1259334],[271260,781331],[280913,1288916],[285112,808417],[298379,1327733],[307212,1087184],[307947,848879],[308492,1345380],[311500,855189],[324114,1375478],[328313,884551],[328886,1128801],[330328,887783],[330579,1388463],[346896,916980],[350449,923290],[365071,1197270],[365322,1457832],[373037,1469389],[374969,1213106],[376411,965902],[376662,1475269],[386441,1491251],[396009,997008],[399562,1003318],[401183,1005848],[415517,1541756],[420658,1037340],[437487,1583915],[440663,1325922],[443628,1074308],[449707,1599114],[453201,1087484],[464366,1359642],[464617,1620590],[472332,1632147],[475706,1120461],[493563,1664619],[497188,1670499],[502746,1161518],[529042,1200701],[531537,1723184],[547897,1744030],[551073,1489440],[560117,1759229],[563611,1246839],[583560,1790941],[606185,1823974],[622543,1329153],[652666,1878854],[678208,1909455],[706788,1945500],[717220,1452007],[724425,1966724],[811306,2057584],[893854,2136153],[971973,2207706], [31078,452228,1086551],[31827,449456,1081961],[42833,522220,1454854],[43324,525765,1196637],[45427,534713,1207540],[50350,559866,1241316],[53850,400210,1004915],[54599,583309,1273788],[60112,615863,1324047],[62857,625634,1331714],[63348,629179,1082170],[66946,643349,1617612],[67273,644563,1869887],[67437,646894,1359009],[68404,650171,1363073],[69540,655842,1369912],[72429,329934,670178],[72920,481532,887992],[75023,681384,1402770],[76747,496937,1152173],[79946,706537,1436546],[85685,728096,1202420],[88430,376017,739154],[88921,539441,966111],[90799,747033,1487565],[91190,748155,1746827],[92511,753713,1492671],[93544,756804,1495232],[93871,758018,1999453],[94035,760349,1241525],[97718,401331,775841],[100463,784274,1528090],[100954,787819,1273997],[103057,587054,1279311],[103529,418525,1033919],[104552,420264,593816],[104879,421393,424489],[105043,594154,800450],[106010,808811,1559449],[107146,814482,1566288],[108870,609559,1312288],[112910,834102,1586712],[115906,449062,843773],[116506,844690,2090968],[117663,453349,849699],[120288,857476,1614765],[121046,859236,1618742],[122666,865092,1103646],[123932,868352,1364792],[124323,869474,1881651],[126677,475312,660232],[127004,476441,479537],[127168,660570,876584],[128135,884945,1645495],[131798,675713,1395931],[132485,897525,1397650],[135230,496543,908583],[135721,686112,1152382],[136216,345008,913724],[137599,502894,693570],[137990,503794,507226],[139311,923142,1687901],[140344,926233,1690462],[140671,927447,2168882],[140835,929778,1436755],[142938,710282,1442069],[143410,520088,1189589],[145656,945518,1714217],[147846,950583,1455984],[148237,528648,723508],[148455,724836,949087],[151397,534861,960561],[151469,372492,959741],[152123,961385,1725981],[152450,537678,546152],[156189,744689,1482737],[156714,974947,1224282],[161533,987374,1757381],[162662,559472,991902],[164419,563759,765123],[164810,564659,568091],[166131,1003170,1772206],[168725,576746,1264991],[170039,1012832,1778539],[170534,781183,1525529],[173035,582915,1022503],[173635,1023420,2249608],[174792,587202,1028429],[174864,414972,1027609],[177417,1036206,1806592],[178175,595275,599079],[180374,430405,1053910],[181061,1047082,1561168],[181452,1048204,2060381],[184133,433376,610294],[184792,435338,1063281],[186232,826818,1064927],[186967,616381,832458],[187512,1067507,1322968],[190520,622691,833278],[192872,1078601,1849896],[193491,450191,450902],[195062,1083666,1597266],[195453,632062,641264],[198025,640357,1351037],[199339,1094468,1861660],[199834,855041,1612091],[200173,1097089,1353706],[204372,649777,863764],[207532,655990,1115120],[207604,471787,1114300],[208585,323452,658807],[209367,1119327,1888228],[210125,661691,665495],[212324,323380,875180],[213015,886649,1647237],[214149,1131789,1900488],[214307,674271,1393920],[216339,1136854,1651214],[219890,681532,1146832],[219962,493018,1146012],[220616,1147656,1912252],[220943,488243,684349],[224212,1158244,2354377],[226845,510341,1173019],[228654,355382,932661],[230026,1173645,1943652],[231155,706143,1178173],[232984,516535,1183279],[233303,517339,711330],[235219,942530,1191334],[236267,522551,523507],[236661,718354,948878],[236912,1193233,1453814],[239873,1198447,1965794],[242855,728614,737263],[243400,1205000,1464624],[243659,535761,536549],[246408,734924,744838],[247626,964768,1732558],[248760,1216094,1980516],[248918,743247,1480726],[250950,1221159,1736535],[253229,747551,980587],[256782,753861,981407],[256854,554038,1233663],[259753,390550,560601],[261715,266096,763232],[264287,389815,986748],[266578,773726,1517318],[268396,780210,1264156],[271332,577481,1266135],[273612,1270428,2028626],[274231,584044,584755],[275802,1275493,1789093],[276193,577653,790702],[280079,1286295,2040390],[280406,418597,799732],[281397,426852,1047600],[282689,601964,1300787],[288272,814630,1306947],[288344,605640,1306127],[289325,430477,817447],[290865,610419,820331],[293185,614402,826185],[294158,827118,1070047],[294306,616201,617201],[297834,1070924,1843217],[300173,442893,1073164],[301359,625965,626921],[301753,838619,847735],[302004,1333613,1595096],[302613,630300,631162],[304965,1338827,2090038],[306818,847584,1603880],[308636,854068,1350202],[311572,641092,1352181],[313239,459963,643680],[313633,858610,1103437],[314368,317464,465101],[316845,1360819,2107753],[319827,324598,868870],[320631,469159,656890],[325890,468111,1108960],[329034,886462,1386823],[331063,487043,1137372],[336522,668287,898043],[337067,1400230,1659854],[337326,682432,683220],[340075,675862,904353],[342427,1411324,2149945],[343046,497672,691623],[344617,1416389,1922806],[345767,509947,926564],[347585,702472,1172184],[350521,700709,1428893],[353420,511076,707272],[359595,520160,941691],[361006,717519,718563],[364677,948727,1717048],[365806,366517,951101],[367256,527600,1198690],[368816,954401,963891],[368964,728434,729434],[375117,964581,1473629],[377146,544952,1221677],[382220,975247,1229402],[382368,546899,747371],[383268,386700,552121],[385896,1230279,1992774],[389421,394880,757135],[390675,556922,761470],[393027,1502345,2223136],[396698,555801,985913],[399634,772262,1515699],[402231,576352,1013163],[408384,784605,785561],[408778,773877,1017349],[409029,1529989,1786923],[409638,788940,789802],[411990,1535203,2248678],[415776,588102,798603],[419364,602112,1047420],[427656,603012,815530],[436604,615086,1320942],[440811,1070737,1588011],[441711,442499,834433],[443685,621570,1072329],[445391,837784,838828],[454249,639963,1094799],[460301,641810,857775],[461422,465226,648015],[463972,1103286,1872718],[468259,474412,868690],[482653,674419,1137192],[489342,885772,1140672],[489490,897863,898863],[497797,687233,912824],[511201,703593,930899],[513553,1697575,2369807],[521436,717033,1191593],[526886,527748,950921],[540562,743395,1221497],[551221,1230092,1748126],[579244,1016514,1017558] ] cell #1218 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [148752],[150786],[163508],[186606],[187725],[193085],[206921],[208519],[217245],[219279],[224458],[232001],[236221],[242494],[243613],[252868],[253846],[253987],[256574],[258617],[259347],[261396],[267346],[268465],[273825],[278742],[280340],[287661],[289259],[292840],[299083],[301313],[304448],[307586],[308705],[313193],[314007],[317058],[319466],[320444],[320585],[329888],[336161],[337280],[341910],[342640],[346535],[347513],[347654],[352284],[353014],[355063],[359529],[366156],[372131],[373741],[375971],[381865],[383222],[386654],[389375],[390189],[392510],[395648],[396626],[396767],[406108],[408338],[411473],[414611],[415730],[420218],[421032],[426491],[427469],[427610],[432240],[435019],[438516],[442453],[443267],[443754],[449016],[450541],[451519],[458126],[459917],[466429],[469113],[471426],[475266],[476080],[486682],[487660],[492657],[494267],[496497],[501532],[503748],[509901],[510715],[513036],[517152],[521570],[522666],[523461],[528602],[532566],[536198],[536503],[537317],[544591],[545569],[546302],[552558],[553677],[559426],[561929],[564613],[576306],[582869],[584394],[585372],[588539],[591979],[600282],[602966],[605279],[609933],[614421],[616126],[616335],[616604],[626080],[626875],[630228],[632016],[639917],[643795],[647943],[649731],[657327],[666698],[679237],[682869],[683174],[683988],[687161],[691262],[692240],[706097],[708600],[711284],[716388],[717538],[718078],[728359],[728568],[728837],[732935],[747296],[747505],[751872],[761398],[784720],[785515],[788868],[790656],[794064],[798557],[815967],[825338],[827163],[837803],[838343],[857794],[858334],[873191],[897788],[897997],[898266],[902364],[930827],[954446],[975292],[1016533],[1017073],[1051921],[1140717], [10148,764526],[13354,832681],[18997,692973],[19996,943999],[21657,959964],[23476,980810],[25841,775244],[29651,1065974],[31433,1077082],[33094,849102],[33877,1098558],[35538,1114523],[37090,670132],[38751,1146235],[40570,507180],[44975,1203467],[45505,959695],[46757,739108],[48174,1225329],[48486,1226520],[49956,1236437],[51617,568045],[52423,572369],[54205,1268909],[55866,1027832],[56649,593770],[58310,1306350],[61902,1328511],[63391,1081145],[63921,843727],[64502,641218],[64999,635980],[67207,1355883],[69088,1365839],[69400,1367030],[69618,1114254],[70870,660186],[74571,1398697],[75101,1145966],[76353,908537],[77770,502391],[78082,350241],[79552,1431667],[81213,517293],[84462,1459216],[84774,723462],[85477,737217],[86945,733491],[87475,1470167],[92589,1233617],[93805,1497409],[94078,1240500],[94608,991856],[95686,563256],[95998,399354],[99508,1524887],[100997,1272972],[101527,1022457],[102108,577607],[102605,794620],[103135,1027563],[104813,424083],[106694,1562215],[107006,1563406],[107224,1306081],[108476,609119],[110547,1585104],[111573,832412],[113171,621258],[113679,846919],[115252,842932],[116440,1600498],[116752,459193],[119453,1611449],[122709,1362257],[123021,863718],[125192,873747],[126938,479131],[131262,1654446],[131574,675273],[132277,668241],[133745,902920],[134275,1665397],[135764,1151357],[136294,913678],[139389,1428847],[140605,1692639],[140878,1435730],[141408,1178127],[142486,516174],[142798,357931],[143016,1183233],[145139,722667],[145869,948062],[149760,1724373],[152384,545746],[155653,1739767],[155965,744249],[157303,1484738],[158329,980541],[159927,752428],[162008,991061],[166209,1515653],[167676,1776931],[168702,774975],[170300,577120],[170612,1266089],[170808,773061],[172381,1021662],[173569,1792325],[173881,407175],[176052,799371],[176582,1803276],[179838,1558633],[180150,808371],[182321,1052477],[184067,432970],[184340,1311472],[184870,1063235],[192355,634183],[196976,1860052],[198002,848833],[199600,640731],[199912,1352135],[201274,862923],[202004,1102621],[204053,1106710],[211788,1644679],[212100,884505],[213632,669337],[213691,1137326],[214362,886967],[216991,1395115],[218253,1910644],[220877,487837],[222958,907742],[224146,1926038],[225796,1679968],[226822,916934],[228420,700348],[228732,932615],[230501,1177332],[234172,941330],[245174,1975026],[248243,738313],[248302,1221631],[248973,965086],[251602,1481921],[263238,1764273],[264264,996962],[265862,771901],[266174,763186],[267015,1517596],[267114,1264175],[273095,570572],[277716,2038782],[282014,802435],[282073,1047554],[282744,1036524],[284793,1298537],[285373,817086],[291340,1057299],[299600,1844406],[300150,1074262],[307255,1604158],[307354,1350221],[322146,2116985],[325215,878569],[325274,868824],[325945,1119645],[327994,1385099],[328574,658446],[328962,1386842],[329621,1393965],[334923,1138422],[338841,2144455],[346204,926679],[346303,1172203],[365114,1717326],[367134,952151],[367193,951055],[367311,1199885],[375045,1473648],[375704,1480771],[381006,1222727],[387662,1993963],[395317,757250],[395416,985932],[400272,1517431],[402668,1013278],[419292,1047345],[419951,1300832],[429171,2275625],[436719,1321220],[440739,1588030],[442148,834548],[443035,1072348],[452290,1603993],[454686,1094914],[464409,1872996],[474340,868615],[474999,1109005],[482581,1137117],[501835,1172743],[521361,1191612],[525827,1717161],[526814,950846],[528335,1198735],[540490,1221422],[551149,1748145],[562700,986472],[571813,1264715],[614961,1321055],[620702,1072888],[635424,1350761],[646956,1872831] ] cell #1219 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [142491],[170305],[183729],[199605],[213637],[216653],[228425],[232795],[248248],[251264],[265867],[267659],[271143],[282019],[285035],[307899],[311383],[325220],[328236],[329481],[329666],[346848],[350332],[367139],[375564],[375749],[395961],[399445],[400317],[419811],[419996],[441258],[443580],[452335],[474859],[475044],[483100],[501880],[525872],[527333],[528380],[541009],[551668],[562745],[571858],[615006],[620747],[630747],[635469],[647001],[648462],[687680],[718123],[732980],[751917],[761917],[789387],[794109],[838388],[858379],[873236],[902409],[931346],[986517],[1017118],[1051966],[1072933],[1172788],[1264760],[1350806], [35802,208524,328579],[50017,258622,395322],[50774,261638,399876],[52428,167681,267449],[58574,285378,289264],[61963,299088,442153],[65004,196981,307689],[69093,319569,474590],[69230,319779,474937],[71921,328941,480623],[72352,213555,329997],[77775,225801,346638],[78143,139450,347518],[79613,346209,352289],[80370,350763,355305],[81477,234177,359534],[84467,366259,527064],[84604,366469,527411],[86950,245179,249995],[87922,375024,538532],[88353,248166,376080],[93453,389153,562609],[93467,389484,562969],[95691,263243,395751],[96059,166270,396631],[97601,267093,401073],[99569,402673,406113],[102610,174240,277721],[103946,176057,280345],[104475,281937,420327],[104818,179843,421135],[106699,419542,426594],[106836,419889,426804],[108537,291345,432245],[109294,291917,435261],[112067,440718,619731],[112819,442231,620611],[112833,442562,620971],[113176,299605,443370],[115257,198827,304453],[115829,304371,309879],[116813,199973,451524],[117546,307333,453091],[119514,454691,458131],[123815,468001,659511],[125197,322151,326967],[126600,325138,475375],[126943,211793,476183],[131267,482831,486785],[131404,483178,486995],[131635,334928,487665],[133750,215384,338846],[135053,222963,341915],[135153,221338,341833],[136888,223535,344931],[137482,346282,502636],[137913,228082,503857],[140253,501744,509679],[140267,502104,510010],[142628,357752,516487],[142859,143077,517157],[144426,521275,716858],[144911,524229,526102],[145144,365119,523670],[147729,527490,722787],[148160,367057,528711],[150607,250352,372444],[151280,371878,378550],[152389,251607,537420],[155658,540740,544694],[155795,541087,544904],[156026,381011,545574],[158823,551128,750901],[159932,387667,387868],[162013,265089,392515],[162585,392433,397941],[164302,395395,563501],[164733,265524,564722],[169527,172386,411478],[169948,571722,576084],[169962,572082,576415],[170442,406996,577433],[170673,173942,585377],[172958,269639,411396],[174597,278563,414924],[174675,276643,414358],[180211,284798,600287],[180944,593095,601854],[182326,283766,429176],[183715,432944,608897],[184072,184345,610036],[186110,614906,826455],[186580,440987,618015],[186919,441336,617384],[190403,443014,622433],[192127,444785,452565],[192360,307260,627084],[193059,309872,448794],[195376,311814,632125],[199248,635333,639695],[199262,635693,640026],[199742,459014,641044],[201046,645358,647231],[201279,460126,464414],[204058,318370,466434],[204295,466352,466559],[206742,327324,471739],[207415,471173,477845],[212161,327999,666703],[212919,667594,667946],[215741,219100,492970],[216222,669457,674161],[216639,487811,675051],[216996,220882,684091],[219773,332467,492404],[221331,342614,496275],[227647,230506,513041],[228562,350062,700661],[231078,348828,512959],[233226,233561,711393],[235814,521340,716968],[235999,525736,718567],[242468,375293,530313],[242807,375642,729617],[247530,736570,736922],[250833,738433,743137],[251250,545720,744027],[252842,551397,749185],[253181,547082,551746],[253618,750214,752147],[256395,388225,553990],[256665,553424,554099],[258389,555195,562975],[259321,397934,559204],[266004,399175,772214],[266850,773176,773546],[266953,570546,773646],[267020,273100,785724],[269632,273799,582647],[271574,276116,790765],[272867,400547,578638],[284123,287482,605592],[285021,424057,808149],[288155,422797,605026],[293292,614798,826189],[297738,831765,832117],[298855,619044,620977],[301091,452199,838832],[307090,847034,847404],[307193,634157,847504],[312786,642469,642569],[312971,641814,646865],[313981,648191,861427],[317032,466552,649509],[319440,474588,651442],[320216,871533,873466],[328222,479105,884283],[329210,336135,676984],[329559,336474,899046],[346142,502365,915605],[348821,352988,705875],[352056,502110,701866],[362574,719222,719322],[364949,948177,948547],[365052,722641,948647],[366130,527062,721171],[373513,731277,733210],[381354,745582,745968],[381839,547015,746176],[383297,748487,977027],[385800,979894,980246],[390163,761646,989565],[395255,563230,995633],[400181,408116,1017562],[402606,572343,1007628],[405880,572088,777684],[419540,426465,810082],[427241,1050263,1052196],[438005,828304,828690],[438490,617317,828898],[442086,621232,1071827],[446959,839487,839587],[450515,630476,841436],[454624,635954,1089264],[457898,635699,851542],[464244,1102736,1103106],[464347,862897,1103206],[469188,869806,1110740],[482829,486656,890600],[494039,900706,902639],[510689,931075,1175836],[532055,955587,955973],[532540,729550,956181],[536136,733465,1209320],[536578,961717,1210426],[540738,544565,968719],[552496,752402,1231182],[580812,1018217,1018317],[584368,789116,1020166],[588477,794594,1281091],[591751,794339,1030272],[603041,1048536,1302567],[657265,873721,1371692],[678726,1141858,1142244],[679211,898979,1142452],[682807,902894,1404550],[683249,1147988,1405656],[687409,691236,1154990],[798632,1286627,1547182],[815905,1052451,1568068], [29656,110552,186709,438619,440989,617319],[42325,235274,360097,716541,716744,942581],[42756,145062,236330,523570,526096,719316],[44980,149765,242597,375295,532669,729552],[45566,87536,151611,250364,373746,536203],[48179,157308,252971,381968,547017,551399],[48547,92650,253851,256996,388237,552563],[50786,50795,163569,261401,266235,561934],[59995,186353,294048,616526,619581,828224],[62780,192278,301422,452559,626984,839581],[63396,116445,194107,309874,450644,630478],[66869,201197,313302,460026,642563,647225],[67212,122714,314110,317604,466554,648193],[69461,69679,207746,320449,327336,657332],[74576,218258,329212,336264,679340,898981],[75162,134336,215753,220104,494272,682874],[80382,80391,228793,232062,355068,708605],[85568,242241,368706,538382,728759,955507],[86334,152046,244787,378544,536612,733204],[90682,252615,382110,546224,745502,750751],[91113,159589,383331,387275,554093,752141],[93810,94083,260369,390292,397936,761648],[100386,273018,400541,408447,785624,1018311],[101002,173574,269634,274847,584497,789118],[103196,174609,175006,176643,588544,591984],[107067,107285,284135,288486,427474,815972],[109306,109315,184931,292901,435024,825343],[124246,124581,321759,469222,477839,873460],[132368,335908,480473,489232,898188,1141778],[133134,220539,332461,338454,683283,902633],[135769,221333,221931,224151,687411,691365],[136355,136900,136909,224519,501537,692245],[140610,140883,348823,354036,510818,931077],[175441,276637,277329,280002,794333,798666],[181375,181710,422791,428784,603075,1052190] ] cell #1220 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [179980],[184482],[211930],[217133],[228068],[233547],[251744],[265510],[271560],[281301],[284604],[290430],[291151],[311800],[324502],[327805],[329545],[330967],[334416],[334734],[346039],[356677],[365710],[375628],[377050],[380499],[380817],[393903],[395152],[400945],[401842],[402503],[406397],[419271],[424746],[441322],[441983],[450095],[452963],[453860],[454521],[458415],[465005],[468770],[473325],[474319],[479794],[480587],[482267],[482560],[497576],[501025],[503405],[507960],[514429],[526500],[526793],[528259],[535372],[536033],[538496],[540176],[540469],[551732],[552393],[556191],[556536],[560505],[564270],[568825],[570806],[583948],[587713],[588374],[592268],[594889],[602623],[607178],[613647],[616105],[619695],[621960],[622305],[623202],[629914],[630207],[634417],[647629],[647922],[652132],[652432],[656501],[657162],[661305],[674930],[682043],[682704],[686847],[687140],[694034],[702862],[703207],[707176],[710941],[715496],[717915],[723891],[724191],[725571],[728338],[731928],[743906],[747275],[750865],[754372],[756402],[761084],[761377],[765587],[780600],[780945],[781842],[788554],[788847],[793057],[810772],[811072],[815141],[815802],[819945],[826717],[833700],[834782],[838180],[854458],[854803],[855700],[858171],[859478],[865827],[868594],[872184],[893320],[893620],[895000],[897767],[901357],[923801],[925831],[930513],[930806],[935016],[943069],[943257],[950825],[971439],[971739],[973119],[976819],[982911],[986309],[987616],[1003829],[1005447],[1012430],[1013512],[1016910],[1044557],[1047324],[1050914],[1072725],[1083908],[1087083],[1094066],[1095148],[1097816],[1110532],[1127678],[1129340],[1129528],[1137096],[1169182],[1172580],[1173887],[1193960],[1197169],[1210218],[1213645],[1213833],[1221401],[1254503],[1264552],[1275735],[1289643],[1302359],[1326461],[1326649],[1334340],[1350598],[1359541],[1376205],[1389190],[1405448],[1416631],[1458559],[1475996],[1489979],[1490167],[1530716],[1546974],[1599841],[1621317],[1671226],[1759956],[1791668],[1946227], [62349,633335],[63533,310362],[70236,328716],[82364,526155],[83085,721819],[86320,378603],[94220,398424],[94926,399862],[99955,569724],[101139,270122],[107842,285515],[110319,619995],[114342,452618],[115063,456224],[120611,647284],[121203,648526],[121332,862075],[122851,467042],[124089,474923],[124567,477898],[125705,875691],[129164,481922],[129885,668489],[133120,332520],[135906,221821],[141020,349311],[141726,350749],[143634,234314],[148003,527397],[149532,538796],[153555,539831],[154276,737465],[157075,751165],[157626,752200],[159575,554152],[161098,563028],[161690,761981],[161819,566634],[167448,571106],[171471,400600],[172192,404206],[175427,276696],[176194,176901],[177740,594544],[178332,595786],[178461,801587],[181218,419875],[181696,422850],[182834,1054421],[185188,291903],[190085,621030],[194224,456348],[195219,630811],[196748,634717],[200561,642622],[201563,863457],[203864,650253],[205667,659925],[206218,873519],[209690,660960],[210282,662202],[210411,877721],[216496,483164],[218025,480887],[222048,340764],[222769,340640],[223521,224606],[225568,694334],[226119,695369],[229591,502163],[230183,931410],[230312,505769],[233069,356780],[234685,1190100],[237300,719375],[240198,723201],[240749,725226],[241067,951303],[244946,542870],[245049,379148],[245973,733263],[246565,735435],[251107,541073],[252372,746272],[258906,991595],[260486,566758],[263010,765887],[263561,766922],[270825,572141],[271417,406500],[274964,404330],[275959,789451],[277241,277591],[277488,413601],[280635,1034430],[282303,802969],[286407,593509],[286958,1052249],[291022,820842],[293920,1065271],[294817,829186],[295478,828994],[299372,835082],[302392,839640],[304490,631673],[305290,843466],[305841,845491],[311065,635752],[311657,458518],[312246,856650],[317721,650377],[321918,663999],[322021,478443],[323537,473428],[325504,879103],[333065,338716],[333865,669871],[338613,484961],[339640,902692],[340232,904864],[341952,913335],[344774,687744],[350606,508063],[352573,1177866],[354153,505893],[357228,936351],[360061,1191145],[361396,719440],[361741,945534],[362034,944692],[369475,956469],[370136,956277],[371963,734193],[374030,962365],[379948,738847],[382879,746464],[387434,754519],[387537,554697],[392552,557433],[399719,568928],[409417,1018370],[411515,790313],[412315,1022196],[412866,1024221],[414443,1033188],[418090,794392],[418682,592371],[423395,429046],[428943,597583],[430562,607281],[432529,1057833],[435871,1064662],[436953,1066683],[437253,829062],[445781,839705],[446126,1078617],[446419,1077775],[448820,844456],[460691,642687],[461036,857492],[461933,466471],[471258,653467],[490001,1142740],[490662,1142548],[492489,903622],[494556,1148636],[496301,1158010],[500474,908276],[513078,704104],[520245,715599],[521818,944636],[531003,1204176],[531303,956345],[547363,974123],[547663,746340],[548698,553509],[559230,757784],[579634,1018435],[579979,1270444],[580272,1269602],[582673,1023186],[605111,812107],[625232,1077719],[642947,856594],[644329,649535],[677674,1399406],[677974,1142616],[705901,927213],[783872,1269546] ] cell #1221 : |C| = 210 W-rep = phi[210,6] special rep = phi[210,6] , dim = 210 orbit = D6(a1) depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [16319],[24143],[28806],[30855],[35135],[41237],[42220],[44204],[49861],[53627],[56231],[57907],[58977],[59857],[61807],[66203],[73800],[74038],[76217],[79457],[80810],[82024],[89801],[90039],[97463],[99154],[99413],[99645],[102221],[106161],[108381],[109501],[117408],[119099],[119358],[119590],[128286],[128824],[128896],[130605],[131479],[134663],[139035],[139526],[147188],[153215],[153287],[154996],[155870],[165855],[166346],[166630],[166963],[167142],[169137],[177472],[179181],[180055],[189269],[189341],[195930],[196263],[196442],[198437],[203323],[204809],[209422],[211131],[212005],[212398],[212712],[214204],[225083],[225262],[227257],[238827],[239160],[239339],[239928],[247009],[247323],[248815],[255531],[255603],[257050],[262525],[262704],[264699],[266283],[268128],[268307],[280780],[281094],[293549],[297217],[297531],[298255],[298434],[305020],[306523],[308368],[308547],[312773],[315799],[316132],[316311],[316900],[317980],[323981],[324295],[330446],[330760],[342482],[345472],[360397],[362561],[364382],[365189],[365503],[372913],[373092],[376529],[376843],[381611],[381873],[385279],[385593],[386317],[386496],[393082],[394585],[400379],[401936],[412045],[415393],[415572],[436236],[436325],[438262],[438524],[441416],[446946],[449574],[449888],[452397],[453954],[459257],[459692],[461856],[463677],[464484],[464798],[472208],[472387],[480696],[493439],[493618],[497055],[497369],[513608],[521178],[522801],[523236],[525934],[530375],[532312],[532574],[538605],[546735],[557356],[559984],[560298],[580799],[583427],[583741],[606061],[606240],[614551],[617037],[618077],[619804],[626215],[626650],[631596],[647063],[651504],[677046],[678983],[679245],[704027],[706655],[706969],[721233],[729270],[749247],[750974],[784855],[785290],[790236],[810144],[841498],[861489],[890662],[898699],[913258],[968781],[989627],[1020228],[1155052],[1175898] ] cell #1222 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [108429],[131527],[142469],[155918],[167731],[170283],[180103],[183651],[197031],[199583],[212053],[213615],[216575],[225851],[228403],[248226],[251186],[263293],[265845],[266805],[267090],[281997],[284957],[299655],[307045],[307330],[325198],[328158],[328938],[345994],[346279],[364904],[367117],[375021],[395107],[395392],[402458],[419268],[440715],[441938],[443011],[454476],[464199],[474316],[482557],[521337],[526790],[535988],[540466],[551125],[552348],[588329],[616102],[630204],[647919],[657117],[682659],[687137],[728335],[747272],[761374],[788844],[815757],[868591],[897764],[930803],[950822],[1047321],[1137093],[1221398], [24551,163461,266127],[35238,205950,324629],[35800,208502,328557],[37043,129344,213436],[41645,228685,231954],[44307,240481,365837],[46710,153735,248047],[49909,258421,394994],[50015,258600,395300],[52406,167659,267404],[56602,177920,281818],[56889,106026,282586],[58010,281428,286690],[58572,285356,289242],[59385,184823,292793],[61855,298887,441825],[61961,299066,442131],[63874,194404,198528],[64982,196959,307644],[69026,319210,474184],[69071,319524,474534],[70823,209870,325019],[71110,128151,325787],[72274,213103,329639],[73903,331094,334148],[76306,134754,222228],[77320,136247,224411],[77753,225779,346593],[78035,139342,347317],[79505,345881,352088],[79611,346187,352267],[80913,233693,356960],[81475,234155,359512],[84400,365900,526658],[84445,366214,527008],[84727,240929,366938],[86466,155281,245229],[86928,245157,249950],[87715,156205,374313],[88275,247714,375722],[89904,377177,380231],[93389,389126,562569],[94561,260666,264790],[95669,263221,395706],[95951,166162,396430],[97180,266434,400290],[99461,402345,405912],[99567,402651,406091],[99748,271706,406680],[101480,169228,275144],[102506,175573,277771],[102588,174195,277699],[103944,176035,280323],[104397,281485,419969],[104796,179821,421090],[106632,419136,426235],[106677,419486,426549],[108535,291323,432223],[108716,108886,432812],[109905,436393,614864],[110602,297865,438665],[112755,442204,620571],[113154,299583,443325],[115235,198825,304431],[115751,303919,309825],[116705,199865,451323],[117125,306674,452308],[119406,454363,457930],[119512,454669,458109],[119693,311946,458698],[122974,317901,318071],[124713,211416,322201],[125175,322129,326922],[126522,324686,475017],[126921,211771,476138],[130890,133266,338896],[131200,482425,486426],[131245,482775,486740],[131633,334906,487643],[131814,134515,494839],[133728,215339,338824],[135051,222941,341893],[135075,221284,341381],[139629,228214,508243],[140189,501704,509652],[141361,227348,354333],[142424,357508,515918],[142751,142969,516956],[144323,521248,716818],[145122,365097,523625],[146905,364533,525845],[148082,366605,528353],[149015,368207,375246],[149815,247657,532715],[150363,249942,371875],[152367,251585,537375],[155591,540334,544335],[155636,540684,544649],[156024,380989,545552],[157358,382014,385927],[159721,257335,387717],[159910,387645,387823],[161991,265087,392493],[162507,391981,397887],[166449,265656,569108],[167034,569904,570246],[169525,172364,411456],[169884,571682,576057],[170238,406752,576864],[170565,173834,585176],[172880,269585,410944],[174187,278319,414355],[179466,181842,429226],[180209,284776,600265],[182304,283721,429154],[184050,184323,609991],[186065,436455,614979],[186350,440583,616532],[187988,439192,440940],[191351,306928,444782],[192338,307238,627039],[196334,633515,633857],[199184,635293,639668],[199538,458770,640475],[201257,460081,464392],[203040,463828,646974],[204036,318368,466412],[204217,465900,466505],[205150,467502,474541],[206498,326914,471170],[212159,327977,666681],[212816,667554,667919],[212880,481223,668008],[213046,218308,679386],[215331,218856,492401],[216974,220860,684046],[217508,329163,488733],[227645,230484,513019],[228358,349818,700092],[231000,348774,512507],[235271,521135,716547],[237720,364787,524226],[238496,525199,527015],[239231,721999,722341],[242238,374889,728765],[247427,736530,736895],[247491,539132,736984],[252327,546865,546968],[252612,546230,550993],[254250,549602,551350],[256151,387815,553421],[257613,394990,555192],[265800,398931,771645],[266688,272091,578635],[266998,273078,785679],[281262,419623,801106],[283713,287238,605023],[285890,419493,601355],[295433,617167,617270],[296736,441821,619041],[297635,831725,832090],[297699,620331,832179],[303588,628613,630429],[312243,641887,642264],[312598,460018,642466],[314692,464082,645355],[315468,646328,648144],[316203,862255,862597],[324463,474671,877240],[328806,335905,898194],[330928,482912,888648],[332163,482782,671870],[345877,351280,701863],[362031,718640,719017],[362386,523562,719219],[365671,527145,949743],[370091,729400,729503],[371394,535871,731274],[377011,540821,966767],[378246,540691,740846],[384798,552231,750211],[385697,979854,980219],[385761,751501,980308],[391650,759783,761599],[402341,403761,777681],[410613,787253,789069],[446416,838905,839282],[446771,626976,839484],[450056,630559,1082826],[454359,455779,851539],[461681,644691,859475],[464966,648274,1104302],[470689,657000,871530],[490617,898829,898932],[491920,682542,900703],[497537,687492,1153038],[498772,687362,910275],[512176,929212,931028],[557181,758146,987613],[560466,761729,1242181],[580269,1017635,1018012],[580624,785616,1018214],[583909,789199,1274653],[588212,589632,1030269],[604542,815640,1050260],[631421,844818,1083905],[703852,927575,1173884],[707137,931158,1437411],[790061,1023548,1275732],[913083,1158372,1416628], [19949,82544,144943,362606,364791,523566],[29634,110530,186664,438574,440933,617263],[31386,114522,192159,306932,446991,626980],[31843,64331,116068,198835,305573,450222],[33830,120791,201078,312818,460022,464086],[34117,68420,201846,204534,318378,465132],[35810,35816,125962,208313,212340,473608],[42678,144610,235972,522804,525696,718557],[44958,149743,242552,375239,532624,729496],[45458,87428,151312,249946,373545,535875],[48157,157286,252926,381923,546961,551343],[48439,92542,253650,256697,387819,552235],[50196,50366,162824,259189,265097,560632],[54158,171651,266692,272899,580844,785620],[54615,101937,169535,173197,412598,584075],[58582,58588,180390,183091,289053,607461],[59574,185694,293265,614554,614758,826179],[62702,191826,301064,452159,626218,838822],[63374,116423,194062,309818,450599,630422],[66791,200745,312944,459260,641804,646825],[67190,122692,314065,317559,466498,648137],[69353,69571,207447,320248,326918,657004],[74554,218236,329156,336219,679295,898925],[75054,134228,215335,219805,494071,682546],[76763,135061,135392,136704,497703,500757],[79792,79962,227655,231317,352856,707303],[81485,81491,143426,234942,359323,715779],[93788,94061,260324,390247,397880,761592],[100308,272566,400141,408089,784858,1017552],[100980,173552,269578,274802,584452,789062],[103088,174191,174707,176535,588216,591783],[103545,103954,103960,176822,418971,592551],[106959,107177,283717,288187,427273,815644],[135747,221277,221886,224129,687355,691320],[140588,140861,348767,353991,510773,931021] ] cell #1223 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [139448],[143075],[166268],[170671],[179776],[184278],[199971],[211726],[216929],[225154],[228004],[232477],[233483],[251540],[262596],[265446],[266914],[268199],[270349],[271496],[281198],[289879],[298326],[307154],[308439],[310589],[311736],[324399],[329436],[330270],[330864],[333312],[345623],[349538],[365013],[365607],[372984],[375519],[376353],[376947],[379395],[386388],[394736],[398651],[400247],[401733],[402087],[415464],[417614],[420600],[423642],[441213],[441567],[449398],[449992],[452265],[453751],[454105],[464308],[464902],[472279],[473876],[475648],[478690],[481569],[493510],[496879],[497473],[499921],[503296],[519177],[522402],[525802],[528984],[535263],[535617],[539478],[551623],[551977],[556600],[559808],[560402],[562218],[564161],[583251],[583845],[587604],[587958],[594191],[606132],[607729],[609501],[612543],[615900],[622369],[623093],[625816],[629216],[643531],[646931],[650113],[652492],[652916],[656392],[656746],[660607],[675655],[681934],[682288],[686149],[703271],[706479],[707073],[708889],[710832],[724251],[724675],[724873],[728133],[744631],[747070],[748337],[754263],[756447],[756749],[756986],[760386],[781009],[781733],[784456],[787856],[808753],[811132],[811556],[815032],[815386],[819247],[826855],[833745],[834047],[834284],[854867],[855591],[859273],[865129],[867988],[868389],[869656],[884887],[893680],[894104],[894302],[897562],[923692],[925876],[926178],[926415],[929815],[943114],[950219],[950620],[961567],[971799],[972223],[972421],[974984],[987411],[1003720],[1005585],[1012475],[1012777],[1013014],[1043859],[1046718],[1047119],[1048386],[1065122],[1067544],[1083703],[1087221],[1094111],[1094413],[1094650],[1126980],[1129385],[1136490],[1136891],[1147838],[1161255],[1173682],[1197307],[1205037],[1213690],[1220795],[1221196],[1246576],[1256949],[1259371],[1275530],[1286477],[1326506],[1327770],[1342995],[1345417],[1359679],[1400267],[1416426],[1457258],[1469426],[1490024],[1491288],[1541793],[1620016],[1632184],[1664656],[1824011], [45564,250362],[50784,266233],[63329,309871],[69677,327334],[70206,328512],[75160,215751],[80380,228791],[85147,538456],[85250,375292],[86256,378546],[92648,388235],[93310,395216],[94016,397933],[100935,269631],[103194,174607],[107283,284133],[107812,285311],[109304,184929],[111243,619655],[111346,440986],[111938,442047],[113791,452561],[122647,466551],[123497,474587],[124503,477841],[131947,480547],[132050,329209],[133056,332463],[135702,221330],[136353,136898],[140110,346103],[140816,348820],[143604,234110],[145981,526098],[146532,527061],[151151,536097],[156661,547014],[157999,750825],[158102,551396],[158694,552457],[159511,554095],[160547,562971],[163262,763568],[168372,570766],[168475,401506],[169067,402567],[170920,400543],[174357,276754],[175363,276639],[175990,176871],[180626,419539],[181632,422793],[183572,289982],[187459,617316],[188505,620973],[193748,630475],[197672,634377],[197775,453524],[198367,454585],[200458,642565],[202116,647227],[202667,648190],[207286,657226],[214474,481865],[215025,482828],[215501,332578],[216093,333415],[219644,682768],[221497,340707],[221600,221791],[226492,693994],[226595,503069],[227187,504130],[229040,502106],[231755,932997],[237197,719318],[243347,729549],[244393,733206],[249085,539774],[249636,540737],[250112,378661],[250704,379498],[251956,745572],[254767,752143],[260010,761645],[263934,765547],[264037,563934],[264629,564995],[269245,572084],[269798,404273],[269901,270092],[274488,789115],[279107,588438],[282856,594487],[283407,595450],[283883,422908],[284475,423745],[288026,815866],[292594,1063617],[295062,828294],[299820,834742],[299923,622866],[302289,839583],[306433,632398],[309485,635695],[310038,456291],[310141,310332],[321365,873462],[326057,660903],[326608,661866],[327084,477956],[327676,478793],[337014,898978],[338060,902635],[343303,687408],[344371,500024],[345335,914060],[348434,695312],[348987,505836],[349090,349281],[353677,931074],[358296,711666],[360845,943217],[361805,719498],[367423,725169],[369720,955577],[372534,734602],[374581,735099],[387985,554210],[394495,562321],[397547,766865],[398100,566701],[398203,398394],[409314,1018313],[413458,791038],[415014,1033597],[416510,794335],[428390,1052192],[433633,820506],[434701,612646],[435916,1064667],[437313,829122],[437737,829129],[446190,839763],[448880,844516],[451808,845434],[461100,642745],[466718,650320],[466821,467012],[471829,653876],[490246,1141848],[493060,904031],[495107,904528],[496361,1158070],[515021,708992],[518073,936294],[520734,1191139],[521863,944641],[522165,945463],[531363,956405],[531787,956412],[534658,961330],[547723,746400],[548147,746407],[549107,554080],[559290,757844],[580043,1018493],[582733,1023246],[585661,1024164],[586999,1286240],[605682,812516],[615499,1066677],[625277,1077724],[625579,1078546],[642992,856599],[643294,857421],[644389,649595],[655787,869419],[678034,1142676],[678458,1142683],[681329,1147601],[705961,927273],[727732,1204170],[746669,974117],[748100,753658],[783917,1269551],[784219,1270373],[814427,1048149],[897161,1399400] ] cell #1224 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [183693],[183751],[216617],[216675],[232837],[251228],[251286],[266931],[267681],[271185],[284999],[285057],[307171],[307921],[311425],[328200],[328258],[328876],[330287],[346120],[346870],[350374],[365030],[374959],[376370],[395233],[395983],[399487],[401173],[402584],[419206],[420617],[440653],[442064],[443602],[453191],[454602],[464325],[474254],[475665],[482495],[502736],[526728],[529001],[536114],[540404],[551063],[552474],[563601],[588455],[615970],[622533],[630142],[647857],[657243],[682785],[687075],[717210],[728203],[747140],[761312],[788782],[815883],[868459],[897632],[930741],[950690],[1047189],[1136961],[1221266], [35801,323305,480154],[50016,389774,563415],[50775,261660,399898],[52049,266375,400217],[58573,425106,430330],[61962,442852,621417],[64625,306615,452235],[69062,468101,659556],[69231,319801,474959],[72316,329731,481539],[72374,213577,330046],[79612,502550,510300],[80371,350785,355327],[81476,358467,520013],[83815,364474,525772],[84436,527590,722832],[84605,366491,527433],[88317,375814,539448],[88375,248188,376129],[93431,555808,764430],[93489,389533,563029],[97643,267589,401457],[99568,572528,576705],[103945,279278,418450],[104439,420061,594161],[104497,281959,420376],[104956,179981,421367],[106668,593140,601954],[106837,419911,426826],[108536,433163,609518],[109295,291939,435283],[109975,615076,826500],[110400,437292,440937],[112797,621577,832585],[112855,442611,621031],[115793,309822,448859],[115851,304393,309928],[117588,307829,453475],[119513,636139,640316],[122062,463769,646901],[123857,468385,659922],[126564,475109,660577],[126622,325160,475424],[127081,211931,476415],[131236,669502,674261],[131405,483200,487017],[131634,488030,675672],[135052,342833,496896],[135117,221281,496340],[135175,221387,341855],[136889,223557,344953],[137524,346778,503020],[137935,228104,503906],[140231,692877,702479],[140289,502164,510059],[142460,517368,710272],[142629,357774,516509],[144404,717040,942848],[144723,364789,522210],[147771,527874,723198],[148124,528445,724843],[148182,367079,528760],[149613,375243,531342],[150629,250353,372466],[151322,372374,378612],[152527,251745,537652],[155627,738478,743237],[155796,541109,544926],[156025,545939,744648],[157156,547702,551347],[162549,397884,559269],[162607,392455,397990],[164344,395891,563885],[164755,265546,564771],[167104,773221,773716],[169526,274018,583268],[169926,775148,780217],[169984,572142,576464],[170274,577682,781173],[170443,407018,577455],[172922,269582,582712],[172980,269688,411418],[174189,415805,587044],[174598,278585,414946],[174717,276705,414854],[178100,284646,595401],[180210,424276,808770],[180986,593506,602238],[184210,184483,610268],[186191,615209,826825],[186941,441358,617433],[190445,443510,622817],[191939,306930,625624],[193278,198826,449415],[195398,311836,632174],[196404,847079,847574],[199226,849006,854075],[199284,635753,640075],[199574,641293,855031],[199743,459036,641066],[200858,464084,643339],[201644,644368,648141],[204259,466502,649574],[204317,466374,466608],[205748,474538,652471],[206764,327325,471761],[207457,471669,477907],[210050,327847,661817],[212160,479324,884904],[212897,885952,886469],[212989,668316,886639],[215333,337355,681374],[215742,219122,492992],[216264,669868,674545],[217134,221020,684323],[218106,329160,678013],[219815,332529,492900],[227646,353207,706496],[228394,507255,923132],[228563,350084,700683],[231042,348771,705940],[231100,348877,512981],[233248,233583,711442],[235209,716789,942599],[236620,526542,719449],[239301,948222,948717],[240279,527012,724230],[242829,375664,729666],[243688,249944,534703],[246333,380859,735050],[247508,964071,964588],[247600,737292,964758],[250875,738844,743521],[252453,546965,746379],[253203,547131,551768],[253430,552233,748145],[256417,388226,554012],[256707,553920,554161],[258201,394992,756794],[258987,757823,761596],[259540,265088,559825],[265836,568120,1003160],[266005,399197,772236],[266690,272679,784264],[271596,276138,790814],[281371,594746,1036196],[283715,427685,814472],[284124,287504,605614],[286488,419490,811111],[288197,422859,605522],[290790,291193,820457],[294148,619626,828242],[295559,617267,829101],[297716,1070227,1070744],[297808,832487,1070914],[298667,441823,834092],[301712,453005,839714],[305371,630426,844495],[312181,641878,857045],[313592,642696,647671],[313926,644693,859343],[316273,1102781,1103276],[317251,318369,650130],[320028,657002,869464],[320660,326916,655832],[324572,661162,1119317],[329581,336496,899095],[331037,482124,1131779],[333946,482779,893659],[334776,340000,904479],[345879,351868,926223],[352654,927252,931025],[361598,523564,945508],[361969,718631,945087],[365780,725428,1198437],[368806,538427,955525],[370217,729500,956384],[373325,535873,961375],[377120,540033,1216084],[380029,540688,971778],[382210,745520,750796],[385778,1229582,1230099],[385870,980616,1230269],[386729,387817,753703],[390108,758148,987481],[400987,408737,1018444],[402343,405692,1012822],[412396,789066,1023225],[427053,815642,1048194],[445983,626978,1078591],[446354,838896,1078170],[450165,629771,1338817],[450460,844820,1083773],[454361,457710,1094458],[460020,460893,857466],[465075,865684,1360809],[480518,489332,1141796],[490743,898929,1142655],[493851,682544,1147646],[497646,686704,1411314],[500555,687359,1158049],[510634,927577,1173752],[560575,760941,1502335],[579836,785618,1270418],[580207,1017626,1269997],[584018,788411,1535193],[584313,1023550,1275600],[588214,591563,1286285],[691181,1158374,1416496],[707246,930370,1697565], [29277,185635,293192,826192,826380,1064650],[42720,236064,361013,718570,721744,944624],[42778,145084,236379,523619,526156,719376],[60037,186849,294432,617327,619992,828991],[62744,301156,445398,633260,838835,1077707],[62802,192300,301471,452619,627033,839641],[63534,116583,194465,310363,450876,630847],[66833,313036,460308,641817,856582,862000],[66891,201219,313351,460075,642623,647285],[67350,122852,314342,317962,467043,648562],[70237,70249,208662,323015,328717,658781],[85610,242737,369090,538793,729560,956274],[86356,152068,244836,378604,536661,733264],[90724,253111,382494,547025,746269,751162],[91135,159611,383380,387324,554153,752201],[93948,94221,260727,390524,398425,762017],[100350,408181,569649,579251,1017565,1269534],[100408,273040,400601,408496,785673,1018371],[101140,173712,270123,275205,584729,789487],[107843,107855,285516,289402,430040,817421],[115105,194987,303954,456221,631288,843463],[120971,203906,461548,465935,650250,863454],[124268,124603,321808,469271,477899,873520],[132410,336404,480884,489616,898989,1142545],[133156,220561,332521,338503,683332,902693],[135907,221822,222289,224289,687780,691597],[140748,141021,349312,354394,511050,931446],[143635,143647,234315,359672,519723,941665],[161458,161861,392016,557048,566631,991592],[172234,275727,404203,410979,789928,1022193],[175463,276697,277378,280024,794393,798715],[176195,176902,176914,280483,592889,799706],[181397,181732,422851,428833,603124,1052250],[222811,340637,341416,344542,908273,912950],[229951,230354,505766,512542,703719,1177863] ] cell #1225 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [142170,356850],[142402,515980],[169649,406570],[170216,576926],[183340,432093],[198949,458588],[199516,640537],[212858,668203],[213543,484062],[215861,487513],[227769,508133],[228336,700154],[247469,737179],[248154,541971],[250472,545422],[265211,568998],[265778,771707],[266372,773295],[267550,573458],[281240,801301],[281925,596684],[284243,600135],[297677,832374],[306612,847153],[307790,637069],[324441,877435],[325126,663100],[327444,666551],[329728,670492],[330906,888843],[345561,915254],[346739,696686],[364471,948296],[365649,949938],[367045,726504],[375811,739468],[376989,966962],[385739,980503],[394674,995282],[395852,768239],[402025,1007277],[420058,803590],[441505,1071476],[443471,836504],[450034,1083021],[454043,1088913],[463766,1102855],[464944,1104497],[475106,879724],[497515,1153233],[522272,1192779],[528442,952316],[535555,1208969],[551915,1230831],[560444,1242376],[583887,1274848],[587896,1280740],[615206,1065242],[625686,1333159],[643401,1355151],[656684,1371341],[682226,1404199],[707115,1437606],[756856,1496677],[784326,1529535],[815324,1567717],[834154,1590276],[926285,1691907],[1012884,1782103],[1094520,1865224], [24549,163184,394263],[35236,205883,467915],[35791,125670,323716],[41643,231677,514789],[44305,240414,525612],[49787,161273,389068],[49852,258159,554787],[58008,286623,601768],[58563,182799,430741],[59383,292516,434469],[61242,190260,440496],[61798,298625,618636],[68772,205840,467529],[69004,319272,650975],[73901,334081,672283],[77318,344139,345257],[79383,229766,509594],[79448,351826,701458],[80911,356893,516378],[81466,234650,358878],[81986,360655,716715],[83538,240371,525226],[84378,365962,720704],[86815,245271,534546],[89902,380164,741259],[91929,387759,550906],[93078,258470,555153],[94972,262119,561840],[98848,271000,574349],[99404,405650,777276],[99746,406613,577324],[102504,414268,414815],[103935,279689,280600],[106378,286580,601382],[106610,426297,809615],[108307,290605,432151],[108372,431782,608959],[109883,436520,826308],[110492,439219,617194],[111706,298936,619002],[115516,303946,628640],[118793,311240,637960],[119349,457668,851134],[119691,458631,640935],[121785,465927,646355],[125062,322243,655675],[128786,481181,886144],[130338,334038,671897],[130888,485628,492861],[131132,334591,487571],[131178,486488,890133],[131470,487202,675113],[133615,338938,681217],[134706,495428,496337],[135042,341319,341821],[138729,347424,697577],[139627,508176,700552],[139878,352137,701824],[141772,355786,708511],[143967,716595,942575],[144992,524187,719180],[149705,368234,729427],[150919,371836,731235],[153177,539090,964263],[154729,380121,740873],[155279,372335,543537],[155523,380674,545480],[155569,544397,968252],[155861,545111,744089],[157248,546892,549629],[158462,553382,750172],[162272,392008,759810],[165549,396537,769130],[166447,569041,772105],[167012,570373,1005038],[167070,570504,773846],[167621,267447,573072],[168835,405961,777642],[169180,574449,582709],[169516,404885,411384],[172645,410971,787280],[174143,414417,586001],[174238,277661,413726],[175922,277813,796600],[178914,421133,804995],[179464,598250,605483],[179708,424921,600193],[180046,599824,808211],[182191,429268,814315],[185234,292398,825249],[186412,617548,828218],[189231,620289,1070419],[192208,444743,839445],[195857,451430,846769],[196312,633984,1086674],[196370,634115,847704],[196921,307687,636683],[198135,457979,851500],[198480,448856,638060],[198816,304359,456903],[201127,642427,645316],[207054,471131,871491],[210864,476181,881129],[211414,471630,664666],[211658,479969,666609],[211996,666240,884345],[212460,328849,886024],[212755,667819,678010],[213485,330000,670858],[215287,492463,672356],[215382,338786,485086],[218198,488760,898856],[219412,492362,900664],[221341,341763,495508],[223222,341408,910302],[224016,224652,692151],[225190,693732,915805],[225741,346636,696300],[226955,503860,919601],[227300,697677,705937],[227636,506448,512947],[230765,512534,929239],[234042,517063,938559],[239209,722468,1196760],[239267,722599,948847],[242300,529846,955501],[245119,249993,542995],[246744,537418,963401],[247071,374932,964143],[247366,531339,736795],[248096,376083,739834],[249898,371937,741332],[252674,745496,748718],[255493,751459,1229774],[257333,553881,755186],[262632,765285,995833],[263183,395749,767853],[264397,564725,999629],[264742,559266,769230],[265078,392421,567313],[266644,579608,773387],[267152,401146,776188],[268235,776003,1007828],[269642,411326,574529],[272948,578596,1018175],[276597,585283,1025499],[278875,414316,1030230],[281137,800917,811108],[281867,420330,803956],[283669,605085,805454],[283764,429116,597708],[287794,604984,1050221],[291604,610034,1059859],[297279,440626,1070299],[297574,437289,831990],[298362,833440,1072027],[299545,443368,836118],[301006,627082,1078742],[304301,309882,638140],[306201,632128,1085765],[306884,445755,847245],[307392,453164,850046],[308475,849861,1089464],[316181,862724,1359132],[316239,862855,1103406],[318023,649571,865998],[318359,466340,650932],[322091,326965,664124],[324338,652468,877051],[325068,475378,880090],[326870,471232,881588],[330803,888459,893656],[335967,676517,1141772],[340411,684089,1149672],[345833,702836,915346],[346341,502709,918147],[348831,512889,697757],[358064,711396,1185900],[361370,364743,948388],[363536,523668,945659],[365546,724227,949554],[366987,528714,952682],[368620,729620,1205130],[373020,960723,1209520],[376886,966578,971775],[381916,746376,974925],[385341,551036,1229654],[385636,547699,980119],[386424,981569,1231382],[387607,387866,754644],[387771,553483,983776],[392363,397944,769310],[394946,556165,995374],[395454,563574,998175],[402297,780574,1007369],[408031,785722,1270569],[413226,790768,1277592],[415500,1028591,1281291],[438567,829098,1067485],[439605,617387,1067637],[441777,621934,1071568],[443073,622506,1074435],[444377,838841,1333486],[449931,844492,1082637],[454315,854432,1089005],[459974,642661,1097691],[460124,462831,857617],[460665,464038,1102947],[464841,644365,1104113],[466282,466562,866078],[472315,1115282,1371892],[489146,899049,1400360],[493546,1146994,1404750],[497412,1152849,1158046],[521532,717183,1191652],[523518,719414,1193835],[523821,718576,1193106],[532617,956381,1204978],[535827,734167,1209061],[546296,745825,1223895],[547085,550015,975077],[548672,552187,1230923],[548977,748207,1226840],[560341,757820,1241992],[578230,1017571,1529862],[583784,1023222,1274464],[588168,1033162,1280832],[606168,1307109,1568268],[614655,826198,1320635],[616598,828547,1322581],[626932,839679,1334215],[641823,644950,1096962],[653441,656956,1371433],[653746,869526,1367350],[679288,1142652,1400208],[682498,903596,1404291],[707012,927249,1437222],[728831,955830,1464237],[734472,961437,1470487],[785572,1018409,1530591],[812081,815596,1567809],[812386,1048256,1563726],[898260,1142101,1659467],[903901,1147708,1665717],[1033467,1286347,1803596] ] cell #1226 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [78141],[96057],[104751],[116811],[126876],[137061],[137125],[137835],[142857],[152322],[163881],[163945],[164655],[167896],[167960],[173940],[177144],[184005],[189506],[189570],[191603],[195298],[197196],[197260],[209094],[213876],[220815],[232438],[233148],[236494],[237972],[239600],[241953],[245394],[245458],[248487],[255768],[255832],[270310],[272343],[276038],[277936],[278000],[289834],[294210],[296221],[300363],[301586],[303064],[304692],[310550],[313466],[314944],[316572],[322366],[322430],[331639],[333267],[335620],[339061],[339125],[342154],[349499],[362893],[368868],[370879],[377722],[379350],[382272],[383495],[384283],[389648],[391126],[392754],[398612],[403246],[407388],[408611],[410089],[411717],[417575],[421969],[423597],[429391],[429455],[442726],[447278],[455264],[461326],[462188],[465677],[468163],[469386],[470174],[473837],[477017],[478645],[483419],[489394],[491405],[498248],[499876],[504809],[510174],[511652],[513280],[519138],[527652],[529642],[536776],[541328],[553136],[555704],[556826],[557688],[562173],[565674],[576579],[581131],[589117],[596041],[599530],[602016],[603239],[604027],[607690],[610870],[612498],[616170],[619553],[623818],[631066],[640190],[648781],[651461],[651965],[662457],[665946],[674323],[676313],[683447],[687999],[699807],[702375],[703497],[704359],[708844],[712345],[721190],[721694],[725861],[728403],[743299],[745289],[747340],[755296],[755669],[771360],[774810],[778193],[782458],[789706],[798830],[807421],[810101],[810605],[821097],[826987],[830475],[830848],[848668],[852051],[856316],[866808],[883555],[890619],[891123],[895290],[897832],[912728],[916769],[924725],[925098],[942756],[946854],[959530],[968738],[969242],[973409],[996797],[1005717],[1009205],[1009578],[1027398],[1045538],[1064770],[1074097],[1087353],[1090841],[1091214],[1114089],[1129027],[1133125],[1145801],[1197439],[1213332],[1217430],[1233452],[1256597],[1305916],[1326148],[1342643],[1359811],[1456906],[1489666],[1619664], 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] cell #1227 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1228 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [50761],[68944],[80357],[83710],[93100],[106550],[109281],[111728],[115688],[121957],[123394],[125722],[130510],[136875],[139900],[142342],[145014],[146429],[150941],[154901],[158484],[162444],[163196],[168857],[169821],[172817],[174584],[179086],[180523],[182851],[183362],[186768],[192230],[193645],[198157],[199121],[201149],[202564],[205895],[207076],[211036],[213507],[214922],[215728],[215883],[219434],[221385],[223394],[226977],[227941],[230937],[231689],[234702],[240426],[242656],[246916],[248118],[249533],[250339],[250494],[253030],[258492],[259907],[264419],[265383],[267508],[267572],[269686],[272970],[274385],[276708],[278897],[279861],[280652],[281889],[283304],[284110],[284265],[286635],[287816],[291776],[292528],[298958],[304323],[304507],[306223],[307748],[307812],[309926],[319628],[323888],[325090],[326505],[327311],[327466],[330044],[332532],[334093],[336323],[340583],[341785],[341969],[343200],[344161],[345269],[346697],[346761],[348875],[352159],[353574],[356905],[358086],[359050],[366318],[367009],[368642],[371899],[372293],[372357],[374478],[376127],[378615],[380176],[388212],[392385],[392569],[394285],[395810],[395874],[397988],[401460],[405983],[406625],[411348],[411532],[413248],[414280],[414379],[414773],[414837],[420374],[421258],[422862],[426653],[430913],[432115],[433530],[434491],[439627],[443429],[443493],[444806],[445230],[448749],[453478],[458001],[458643],[466304],[466488],[466606],[467937],[471194],[471588],[471652],[475422],[476306],[477910],[485640],[486844],[487535],[489168],[492425],[492819],[492883],[495004],[495571],[496230],[503023],[503904],[508188],[512911],[513095],[514811],[516336],[516400],[524250],[524674],[525634],[528758],[529966],[530268],[537543],[543549],[544753],[545444],[547129],[550037],[553445],[553839],[553903],[554164],[555216],[559159],[563888],[564769],[569053],[573480],[574592],[577282],[577346],[578659],[579083],[582602],[586143],[595404],[598262],[600157],[601790],[605047],[605441],[605505],[610159],[617431],[617668],[617970],[619065],[622820],[624148],[629048],[632172],[637091],[638203],[640893],[640957],[642490],[642699],[645379],[645803],[646763],[649464],[651397],[658672],[661820],[664678],[666573],[670921],[671345],[672305],[672498],[676637],[676939],[684214],[696708],[697820],[700510],[700574],[701887],[705830],[711440],[719243],[719452],[719695],[721126],[729664],[731298],[735053],[739897],[740321],[741281],[741474],[745591],[746131],[748838],[749140],[750235],[755198],[760218],[768261],[769373],[772063],[772127],[776308],[776610],[777705],[782788],[787688],[790812],[799597],[804019],[804443],[805403],[805596],[810037],[817312],[820460],[828313],[828853],[836526],[839508],[839717],[841391],[850166],[850468],[851563],[856644],[859951],[861382],[866141],[871554],[880153],[880577],[881537],[881730],[889124],[890555],[899093],[900727],[904482],[910710],[918267],[918569],[919664],[929647],[941556],[944686],[952745],[953169],[955596],[956136],[963809],[967243],[968674],[975140],[983918],[989520],[998295],[998597],[999692],[1018238],[1018447],[1020121],[1030293],[1038681],[1040112],[1050284],[1060267],[1067700],[1074555],[1074857],[1077769],[1085828],[1097907],[1121802],[1123233],[1141867],[1142407],[1150080],[1154945],[1175791],[1185963],[1191844],[1194051],[1200963],[1205193],[1212350],[1223849],[1269596],[1277655],[1315060],[1321260],[1322535],[1334431],[1400423],[1407580],[1451669],[1464191],[1530807],[1659421] ] cell #1229 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [104044],[104955],[126169],[127080],[129125],[129482],[137899],[147326],[152526],[153516],[153873],[164719],[167403],[177701],[178058],[184209],[186723],[194185],[194542],[195362],[196703],[203461],[209651],[210008],[221019],[222009],[222366],[225523],[233212],[236120],[240710],[242101],[242611],[243940],[244901],[246291],[252985],[260447],[260804],[262965],[274925],[275282],[276102],[277443],[290391],[290748],[296369],[299327],[300906],[301212],[302955],[313092],[314124],[317682],[319583],[320912],[321873],[334377],[335768],[336278],[337607],[338568],[339958],[343740],[354114],[354471],[356632],[363436],[366273],[367950],[370505],[380460],[383121],[384431],[386981],[387389],[389274],[390306],[391017],[403394],[406352],[407931],[408237],[409980],[416057],[417018],[424707],[426608],[427937],[428898],[434070],[438935],[442352],[450658],[455412],[458370],[462731],[465568],[469012],[469800],[479755],[483962],[486799],[488476],[491031],[498139],[504957],[507507],[507915],[508472],[509800],[510832],[511543],[517620],[518581],[522464],[536402],[541871],[544708],[549345],[552762],[565822],[568372],[568780],[569337],[572788],[576205],[577934],[584511],[588743],[594057],[596584],[599421],[600526],[602865],[603653],[610761],[623966],[625878],[636399],[639816],[641545],[643593],[660473],[663000],[665837],[666942],[669135],[670419],[676204],[683073],[691379],[693363],[693867],[696016],[699433],[711971],[723749],[726404],[738111],[739395],[745180],[764916],[765420],[767569],[770986],[775634],[776138],[782084],[784518],[798456],[800481],[800854],[802233],[833071],[833575],[835834],[842730],[849492],[849996],[855942],[876615],[876988],[878367],[886760],[888023],[888396],[907540],[914918],[943393],[949118],[949491],[951949],[964879],[966142],[966515],[990859],[994946],[1004946],[1006941],[1021460],[1064958],[1071035],[1071140],[1086582],[1088577],[1106508],[1128839],[1177130],[1191372],[1196668],[1213144],[1230390],[1325960],[1359040],[1489478], [66438,641881],[67349,317961],[70248,208661],[82325,523448],[82682,718634],[91099,387268],[93947,260726],[94927,261624],[107854,289401],[110274,617140],[114303,626862],[114660,838899],[115338,448649],[116582,194464],[120572,459904],[120929,465873],[124090,319073],[124232,321752],[125687,472872],[140747,354393],[141727,355291],[143646,359671],[148004,364264],[149487,729373],[150520,534175],[152032,244780],[157030,546838],[161059,388697],[161416,391954],[162094,559059],[171432,785502],[171789,1017629],[172467,582502],[173711,275204],[176913,280482],[181219,426098],[181361,428777],[182816,606725],[185189,435247],[190046,440125],[191642,300635],[193152,628586],[194945,303892],[204139,463559],[205622,467475],[206655,655304],[216497,484790],[217980,898802],[219013,680846],[220525,338447],[222288,224288],[223044,689370],[224607,344917],[229552,509223],[229909,512480],[230587,705730],[233070,515781],[234667,715043],[238011,363165],[240153,525172],[241998,368180],[251108,542699],[256308,550535],[259414,759756],[270786,573978],[271418,575939],[272382,407660],[273892,787226],[275685,410917],[277242,414218],[277322,279988],[278476,796229],[279511,798190],[280617,800185],[284879,597412],[286362,601328],[287395,813944],[291426,822468],[296266,439165],[300366,444482],[311026,637589],[311658,639550],[314983,462460],[317125,646301],[328080,663828],[331678,483691],[333066,485578],[333820,671843],[335009,905628],[335665,488706],[340823,341197],[341336,908824],[341354,344500],[342707,910248],[349975,697206],[350607,699167],[353081,929185],[357665,938188],[358700,940149],[362896,523926],[377761,541600],[379149,543487],[379903,740819],[381092,736199],[384328,549575],[399088,768759],[399720,770720],[403291,573018],[404389,404763],[404902,1022744],[406909,1025128],[407391,578335],[413594,1028222],[413672,414115],[422008,596313],[423396,598200],[424150,804941],[425339,1055185],[433037,1059805],[455309,636629],[456407,456781],[456920,844014],[458927,846398],[462191,645055],[477056,662729],[478444,664616],[479198,881075],[480387,876455],[481435,1142799],[483422,670597],[484954,1146625],[485032,485475],[487904,1149618],[495365,1152786],[504854,696246],[505952,506326],[506465,1178414],[529681,726133],[539344,956528],[541331,739573],[542863,960354],[542941,543384],[545813,963347],[554698,755136],[565719,767799],[566817,567191],[567330,992143],[570135,1270367],[570639,1270515],[574386,1274401],[596044,803695],[597576,1306740],[597654,598097],[620543,829245],[623863,836064],[633746,1078540],[634250,1078688],[637997,1082574],[650436,650810],[650949,864005],[662460,879829],[663992,1114913],[664070,664513],[667383,1399418],[667756,1400145],[697614,1437159],[722230,945457],[722734,945605],[725864,952421],[736359,1204188],[736732,1204915],[746523,751713],[754512,981200],[754590,755033],[769167,1241929],[772959,1529851],[826990,1065421],[831554,1066695],[831927,1067422],[846817,1333475],[857415,862486],[857563,862990],[865935,1104050],[942826,1191157],[947960,1193095],[974135,979683],[974862,980056],[1064838,1320624],[1096951,1102519] ] cell #1230 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [200089],[201748],[236185],[236828],[253379],[259091],[294259],[301277],[301920],[302867],[305475],[313157],[313800],[319977],[352758],[368917],[370570],[373274],[382321],[389339],[389982],[390929],[408302],[408945],[409892],[412500],[427002],[442417],[445031],[447327],[450334],[465480],[468212],[469865],[489443],[491096],[493800],[498051],[500659],[509865],[510508],[511455],[524475],[527701],[530557],[552827],[557737],[576270],[578884],[581180],[584187],[588808],[590398],[591512],[599333],[602065],[603718],[610673],[618259],[624324],[639881],[645604],[648830],[665749],[671146],[674372],[676116],[677228],[685752],[688048],[691055],[699498],[704408],[712036],[713626],[719871],[740122],[743348],[745092],[749429],[771051],[775105],[776899],[778920],[782149],[782964],[792611],[804244],[807470],[809214],[821146],[848963],[850757],[852778],[856007],[860127],[880378],[883604],[885348],[886825],[886920],[889300],[891884],[895339],[905986],[917064],[918858],[920879],[952970],[964944],[965039],[967419],[970003],[973458],[997092],[998886],[1000907],[1004881],[1005766],[1005809],[1010482],[1036477],[1038857],[1041441],[1071100],[1074392],[1075146],[1086517],[1087402],[1087445],[1092118],[1107529],[1119598],[1121978],[1124562],[1128700],[1128762],[1132534],[1161479],[1166152],[1196603],[1197488],[1199838],[1201139],[1213005],[1213067],[1216839],[1230455],[1234501],[1246800],[1251473],[1256291],[1292649],[1321035],[1321436],[1325821],[1325883],[1329114],[1342337],[1358975],[1359860],[1363511],[1379211],[1424014],[1451846],[1451968],[1456600],[1461551],[1484954],[1489339],[1489401],[1510820],[1582568],[1582809],[1585320],[1602833],[1614604],[1619358],[1706050],[1714056],[1724589],[1742924],[1794660],[1840319],[1849735],[1910860],[1970939],[2028465],[2140368] ] cell #1231 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [251875],[253738],[294278],[294981],[313819],[320336],[361156],[368936],[369639],[370841],[373633],[382340],[383043],[390001],[427361],[445541],[447346],[450353],[460451],[468231],[468934],[470136],[489462],[490165],[491367],[494159],[510527],[527720],[530576],[533028],[536324],[553098],[555951],[557756],[579394],[581199],[584206],[589079],[591871],[602084],[602787],[603989],[618278],[621720],[624800],[648849],[654157],[674391],[677247],[679699],[682995],[688067],[689972],[691074],[699769],[702622],[704427],[712307],[720347],[726795],[743367],[749448],[752890],[771322],[776918],[780360],[782420],[783440],[792630],[795082],[798378],[807489],[812797],[821165],[823070],[829560],[850776],[854218],[856278],[860603],[883623],[889776],[890090],[891903],[895358],[896224],[906462],[918877],[922319],[924379],[937041],[967895],[968209],[970022],[973477],[977689],[998905],[1002347],[1004407],[1005785],[1008102],[1008290],[1010958],[1014607],[1025790],[1039333],[1039647],[1041460],[1075165],[1087421],[1089738],[1089926],[1092594],[1096243],[1122454],[1122768],[1124581],[1128962],[1129707],[1131993],[1134474],[1163772],[1163960],[1166628],[1197507],[1201615],[1201929],[1213267],[1214012],[1216298],[1218779],[1234520],[1249093],[1249281],[1251949],[1256338],[1256520],[1260117],[1292108],[1294589],[1326083],[1326828],[1330301],[1330489],[1342384],[1342566],[1346163],[1359879],[1363987],[1378670],[1381151],[1386192],[1422875],[1452165],[1452421],[1456647],[1456829],[1461010],[1472998],[1489601],[1490346],[1494007],[1509681],[1554561],[1582856],[1583088],[1587380],[1592204],[1615179],[1619405],[1619587],[1640607],[1712082],[1712292],[1714631],[1731473],[1742971],[1747495],[1832434],[1840366],[1850310],[1867962],[1917744],[1962219],[1970986],[2029040],[2086463],[2140415],[2245103] ] cell #1232 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [419173],[421348],[474221],[476396],[481710],[482462],[503597],[526695],[537633],[539619],[540371],[564462],[570909],[594332],[595084],[610249],[615937],[629357],[630109],[631865],[634520],[647824],[660748],[661500],[684304],[686290],[687042],[694137],[711133],[717593],[725014],[727448],[728170],[730319],[732031],[734733],[747107],[760527],[761279],[765690],[787997],[788749],[790505],[793160],[819388],[820140],[830213],[834885],[837442],[837858],[840398],[857849],[859310],[865270],[868426],[870575],[872287],[894443],[896877],[897599],[899748],[901460],[904162],[911019],[929956],[930708],[935119],[946595],[950657],[953410],[956757],[972562],[976497],[978342],[982292],[983014],[985987],[987448],[988527],[1008943],[1013615],[1016172],[1016588],[1019128],[1029314],[1031026],[1044000],[1047156],[1049305],[1051017],[1060576],[1067936],[1072403],[1083740],[1090579],[1095251],[1101154],[1105216],[1110210],[1111316],[1127121],[1132866],[1136928],[1139681],[1143028],[1153952],[1164613],[1168563],[1169285],[1170305],[1172258],[1173719],[1174798],[1184984],[1186696],[1192674],[1209896],[1217171],[1221233],[1227291],[1231758],[1249934],[1253884],[1254606],[1255626],[1259763],[1264230],[1266800],[1275567],[1281667],[1289850],[1292981],[1297043],[1298874],[1302037],[1303143],[1314067],[1331142],[1333054],[1345809],[1350276],[1352846],[1355046],[1376412],[1379543],[1383605],[1385436],[1387904],[1389397],[1396631],[1405126],[1416463],[1419478],[1420073],[1422521],[1426988],[1444425],[1458766],[1461883],[1474710],[1476203],[1483437],[1506284],[1506879],[1509327],[1513794],[1519310],[1519905],[1526779],[1529430],[1546652],[1549749],[1550043],[1551422],[1588848],[1589443],[1591850],[1598555],[1605872],[1606467],[1613341],[1635795],[1636089],[1637468],[1647565],[1648711],[1649005],[1669940],[1679225],[1712773],[1717611],[1717905],[1720324],[1732886],[1734032],[1734326],[1758670],[1763530],[1774536],[1776188],[1790382],[1838836],[1843545],[1843663],[1857657],[1859309],[1875994],[1898441],[1944941],[1960851],[1964588],[1978469],[1993102],[2080566],[2106547],[2213664], 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] cell #1233 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [303859],[315739],[323519],[361515],[371311],[384715],[391921],[410884],[418664],[430544],[435883],[437389],[445900],[448103],[460810],[463013],[470606],[491837],[499043],[512447],[520227],[521830],[531439],[547799],[558513],[579753],[581956],[589549],[604459],[625244],[642959],[678110],[688824],[705184],[783884], 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] cell #1234 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [150799],[163548],[193031],[206934],[208490],[219292],[224498],[232041],[241727],[243548],[256587],[257971],[259293],[273771],[278755],[280311],[287674],[289230],[292880],[295995],[297094],[300463],[317004],[318699],[320520],[335394],[337215],[341264],[342586],[351638],[352960],[359500],[362993],[363890],[367917],[371752],[381756],[384057],[385156],[386589],[388525],[393488],[403020],[404119],[404830],[407488],[413844],[415665],[425724],[427545],[431594],[438407],[438902],[439953],[448275],[455038],[456137],[456848],[459792],[462288],[463185],[471047],[483519],[484416],[485204],[486303],[488443],[492278],[495647],[504583],[505682],[506393],[509051],[514014],[523336],[532457],[534003],[541428],[542325],[543113],[544212],[546293],[549312],[550363],[558685],[565448],[566547],[567258],[572755],[573806],[574668],[582128],[589990],[596141],[597038],[597826],[598925],[604900],[613232],[616595],[623592],[626750],[633162],[636366],[637417],[638279],[650877],[655132],[662557],[663454],[664242],[665341],[679128],[680674],[688996],[690883],[692665],[695983],[697034],[697896],[705356],[713218],[718470],[725961],[728828],[733705],[735825],[752642],[754762],[764332],[767536],[768587],[769449],[785390],[791802],[794834],[796057],[813772],[822094],[823981],[827934],[828082],[835801],[838735],[843391],[846226],[858726],[863382],[866217],[873961],[898257],[903134],[905254],[908201],[933761],[938016],[943360],[943529],[944256],[955217],[955365],[960145],[976063],[976211],[980991],[991520],[1017465],[1022121],[1024956],[1028013],[1052691],[1064615],[1065558],[1076612],[1077339],[1098088],[1098815],[1114704],[1141488],[1141636],[1146416],[1177791],[1191071],[1203051],[1224913],[1268439],[1269166],[1306531],[1398281], 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] cell #1235 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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[253832,552544],[261382,561915],[313760,647796],[320430,657313],[322804,658199],[355049,708586],[373727,536184],[381321,974238],[381425,746043],[382967,751736],[388885,755930],[389942,761251],[427455,815953],[429829,816839],[435005,825324],[437972,1066798],[438076,828765],[440313,831109],[450294,630081],[459459,857069],[467316,867362],[468858,873055],[494253,682855],[501518,692226],[509411,925359],[510468,930680],[519512,941083],[523003,945111],[525013,947408],[530452,727106],[532022,1204291],[532126,956048],[534363,958392],[536248,732799],[550723,979238],[554959,985207],[560980,1243269],[574166,1009839],[584147,788721],[588525,591965],[592678,799124],[601169,1046092],[602711,1051785],[608629,1055979],[618154,829871],[618808,1069397],[624656,837078],[626417,1078194],[628427,1080491],[637777,1091475],[646142,1101967],[655492,1112951],[671684,1133679],[673921,1136023],[677123,896535],[678693,1399521],[678797,1142319],[681034,1144663],[682919,902228],[685913,906422],[687014,691015],[697394,1165509],[701630,1171478],[707651,1438499],[720203,946231],[726781,953392],[731041,1206890],[740660,1217984],[742897,1220328],[749324,978000],[749978,1228752],[759597,1239846],[768947,1250830],[776794,1008601],[777448,1261224],[779081,1010918],[783296,1015808],[785057,1270021],[787067,1272318],[792164,792506],[793928,798302],[796417,1283302],[804782,1293794],[807019,1296138],[814132,1304778],[824389,1580155],[829546,1067918],[846586,1341955],[850652,1090237],[851306,1347270],[852939,1092554],[860459,1100790],[871297,1369262],[880916,1380356],[883153,1382700],[889632,1132502],[891437,891779],[896210,1139663],[900470,1402120],[905954,906318],[910089,1413214],[912326,1415558],[914521,1678841],[918753,1164271],[919407,1423982],[921040,1166588],[929026,1435076],[938376,1446060],[959825,1467406],[963188,1472456],[967751,1216807],[969556,969898],[977675,1227273],[994715,1505473],[998781,1249592],[999435,1510788],[1001068,1251909],[1008276,1259745],[1010450,1010814],[1025316,1538331],[1027693,1800515],[1030036,1543646],[1039189,1292617],[1040994,1041336],[1050027,1565638],[1059646,1576732],[1061883,1579076],[1075041,1330800],[1076547,1595750],[1081098,1597232],[1085571,1602801],[1089912,1345791],[1092086,1092450],[1107690,1363947],[1114384,1630164],[1122310,1379179],[1124115,1124457],[1146096,1662636],[1149459,1667686],[1151310,1922772],[1163946,1422503],[1166120,1166484],[1180986,1700703],[1185706,1706018],[1195273,1454468],[1201471,1461519],[1202386,1724188],[1202981,1724557],[1207501,1725942],[1233747,1489268],[1234054,1234396],[1240453,1757347],[1249267,1509309],[1251441,1251805],[1268374,1787577],[1272925,1789059],[1277398,1794628],[1279272,2040351],[1306211,1821991],[1324013,1584919],[1324608,1585288],[1330475,1591832],[1331381,1849439],[1331675,1849857],[1354360,1357645],[1362210,1618708],[1363479,1363843],[1369873,1881612],[1397616,1910459],[1398211,1910828],[1402731,1912213],[1435683,1943618],[1452407,1712755],[1454521,1713760],[1454815,1714178],[1462133,1970698],[1484553,1487531],[1484922,1488126],[1492632,1746788],[1527757,2028169],[1528051,2028587],[1566249,2060342],[1582754,1838679],[1585351,1840078],[1614308,1617279],[1614726,1617573],[1657363,2140127],[1712209,1960724],[1742683,1745466] ] cell #1236 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [261605],[319054],[344898],[355272],[364245],[388434],[414199],[426079],[435228],[439862],[448630],[463540],[467212],[472853],[484771],[485559],[495556],[508960],[515762],[522349],[524909],[533912],[542680],[543468],[550272],[559040],[560819],[573715],[574577],[575920],[582483],[586155],[597393],[598181],[601065],[606706],[608178],[616007],[625763],[628323],[637326],[638188],[639531],[643478],[646038],[652717],[655041],[663809],[664597],[669020],[670906],[671580],[672510],[673470],[680583],[689351],[696943],[697805],[699148],[705711],[707490],[715024],[724476],[728240],[736180],[737996],[739882],[740556],[741486],[742446],[747177],[755117],[756933],[759493],[768496],[769358],[770701],[774647],[774751],[776622],[784403],[786963],[795966],[798171],[800166],[802118],[804004],[804678],[805608],[806568],[811357],[813681],[822449],[824228],[834231],[842615],[843995],[846135],[848505],[848609],[850480],[863986],[866126],[868496],[876436],[878252],[880138],[880812],[881742],[882702],[893905],[897669],[905609],[907425],[908805],[909985],[911875],[914360],[916606],[916710],[918581],[919649],[926362],[928922],[935601],[937925],[940130],[950727],[951834],[952730],[954279],[959367],[959471],[959919],[963084],[972024],[975125],[980765],[983930],[990744],[992124],[994264],[996634],[996738],[998609],[999677],[1012961],[1014097],[1021345],[1022725],[1024865],[1026558],[1027235],[1027339],[1027787],[1038214],[1040124],[1047226],[1055166],[1056982],[1059542],[1061432],[1067685],[1068805],[1073934],[1074038],[1074869],[1075982],[1076443],[1082146],[1085813],[1094597],[1095733],[1097458],[1097919],[1103622],[1106393],[1108838],[1113926],[1114030],[1114478],[1121335],[1123245],[1135242],[1136998],[1138105],[1140550],[1145638],[1145742],[1146190],[1149355],[1150393],[1152358],[1169767],[1177015],[1178395],[1180535],[1182905],[1183009],[1185948],[1193602],[1194063],[1194708],[1195169],[1196328],[1202108],[1202396],[1205178],[1211531],[1212362],[1219547],[1221303],[1222410],[1223970],[1224258],[1228160],[1233289],[1233393],[1235337],[1241501],[1255088],[1260632],[1262105],[1265761],[1265865],[1267809],[1268270],[1273973],[1277640],[1278354],[1295357],[1298220],[1300665],[1305753],[1305857],[1306305],[1313162],[1315072],[1322656],[1322944],[1323735],[1324023],[1325185],[1331451],[1333982],[1334443],[1336708],[1346678],[1348151],[1351807],[1351911],[1353443],[1357080],[1357541],[1358700],[1364768],[1373903],[1381919],[1384782],[1389938],[1390399],[1391558],[1391843],[1397338],[1397626],[1400408],[1406761],[1407592],[1423390],[1424863],[1428519],[1428623],[1430567],[1436731],[1453551],[1454591],[1455960],[1464312],[1464600],[1466841],[1476744],[1477205],[1478364],[1478649],[1487253],[1487541],[1488703],[1494775],[1500226],[1510196],[1511669],[1515325],[1515429],[1520111],[1520399],[1521561],[1527827],[1530358],[1530819],[1533084],[1548287],[1553456],[1553917],[1555076],[1555361],[1561144],[1570279],[1592719],[1594833],[1597242],[1606673],[1606961],[1608123],[1617349],[1618718],[1624038],[1629599],[1639502],[1639963],[1641122],[1641407],[1649821],[1651190],[1659542],[1659830],[1662071],[1673594],[1682483],[1682771],[1683933],[1695456],[1710659],[1721252],[1721713],[1731988],[1735142],[1736511],[1743538],[1751999],[1757357],[1766788],[1767076],[1768238],[1786660],[1789069],[1799950],[1809176],[1810545],[1821426],[1832949],[1840933],[1846832],[1847120],[1856931],[1868477],[1890812],[1892181],[1918259],[1922782],[1943628],[1954509],[1961218],[1962734],[1968268],[1971553],[1977740],[1988150],[2035661],[2070911],[2077535],[2078282],[2086978],[2140982],[2147169],[2186788],[2195020],[2245618],[2341691] ] cell #1237 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [70223],[93661],[107829],[113027],[123879],[140461],[143621],[147793],[170156],[176888],[181008],[183923],[199456],[216286],[216847],[221808],[232859],[250897],[251458],[270109],[271207],[276755],[285229],[310349],[311447],[328430],[330309],[332579],[340711],[349298],[350396],[376392],[378662],[398411],[399509],[401507],[404277],[420639],[422909],[453525],[456295],[467029],[475687],[477957],[481869],[503070],[504169],[505840],[529023],[539778],[554211],[563935],[565034],[566705],[594491],[595451],[622867],[632437],[642746],[650324],[660907],[661867],[695316],[711705],[719499],[725173],[735100],[746411],[766869],[791077],[820507],[829133],[839764],[845438],[856668],[904529],[936298],[944710],[956416],[1018494],[1024168],[1077793],[1142687],[1269620], [8107,82261],[13952,114239],[15267,120508],[21552,150456],[23242,157523],[24074,160995],[26439,171368],[30786,189982],[31783,193197],[34042,201518],[35304,206115],[35433,206591],[38646,218949],[41168,229488],[42950,236539],[45489,150559],[46110,245870],[48450,157587],[49309,256244],[50121,258861],[50306,259459],[53558,270722],[54555,273937],[55761,278412],[58076,286855],[58205,287331],[60059,186871],[62974,301631],[64256,305245],[66134,310962],[67063,313511],[68360,317170],[69364,206179],[69602,206694],[72546,330206],[75085,219052],[75706,339537],[76703,342752],[78905,349911],[79717,352528],[79902,353126],[81108,357601],[85632,242759],[86528,152240],[87439,245934],[88547,376289],[90746,253133],[91307,159783],[92573,256347],[94943,94958],[96821,399024],[97665,267611],[99814,406845],[100580,408656],[101862,412270],[103119,278515],[103485,417063],[103740,417987],[104669,420536],[105966,424195],[106970,286919],[107208,287434],[108826,433082],[115127,195009],[115337,195220],[116023,449334],[117610,307851],[119759,458863],[120993,203928],[121204,204138],[124440,124775],[125686,125706],[126794,475584],[128091,479243],[128924,481371],[131754,487949],[132432,336426],[133328,220733],[134239,339601],[135347,496815],[136278,343779],[136629,500429],[137546,346800],[138107,228276],[139373,350014],[141743,141758],[143000,357704],[143366,518626],[148354,528920],[151344,372396],[153315,539280],[156145,545858],[161480,161883],[161691,162093],[162779,559744],[164366,395913],[164927,265718],[166193,399127],[166715,569769],[167759,571590],[170596,406948],[172256,275749],[172466,275960],[173152,583187],[174739,414876],[175635,280196],[176138,417166],[176546,418051],[178122,284668],[178333,284878],[180330,600571],[181569,181904],[182815,182835],[184854,434109],[185205,185220],[189369,620479],[190467,443532],[193300,449437],[195570,312008],[196015,633380],[197059,635201],[199896,458966],[204489,650049],[207479,471691],[210072,327869],[210283,328079],[212280,666987],[212433,667405],[213188,668534],[213675,482331],[219837,492922],[222833,344564],[223043,344775],[223729,345125],[224623,224638],[225879,694818],[228716,508511],[229973,230376],[230184,230586],[231272,706415],[233420,233755],[234258,518729],[234666,234686],[236642,526564],[238912,721864],[245257,379165],[246355,380881],[246566,381091],[247044,736381],[247799,737510],[248286,540240],[255631,751649],[256729,553942],[259562,559847],[261832,400070],[263321,766371],[266158,569376],[267125,774139],[267237,571166],[271768,276310],[274040,583290],[277258,277799],[279300,418472],[279510,418683],[280616,280636],[281570,801632],[282057,594953],[285459,600674],[288219,605544],[290812,291215],[291023,291425],[292111,435455],[294482,620055],[297252,831576],[299683,835566],[301734,453027],[304004,456284],[304491,456919],[307365,847997],[307477,634777],[313614,647693],[315884,862120],[317273,650152],[322229,478460],[323327,480176],[323538,480386],[324771,877766],[325258,661369],[328660,667090],[329763,668836],[333082,338924],[334798,340022],[335008,340233],[340700,341466],[341335,341953],[342855,496918],[346314,916098],[346426,694394],[347556,695778],[350957,355499],[353229,706518],[358489,520035],[358699,520246],[361343,722166],[366690,951348],[367177,725635],[369140,538856],[371910,542799],[372022,542930],[375846,737812],[382544,751225],[383643,752609],[385314,979705],[387745,554714],[389796,563437],[392066,566694],[392553,567329],[393455,763607],[395427,996126],[395539,765947],[396669,767331],[401009,408759],[404266,411029],[404901,411516],[413530,414390],[413661,414502],[420093,801934],[420923,803029],[423412,429254],[424298,808792],[425128,430352],[425338,430563],[433185,609540],[435685,825730],[436665,1065316],[442874,621439],[443046,1073426],[443158,835142],[445728,633682],[448891,638072],[451562,845900],[460638,862422],[461598,863517],[465985,650313],[466472,650948],[468435,659985],[469534,873928],[471205,663928],[471317,664059],[475141,878068],[475971,879163],[479346,884926],[480947,489666],[484890,492436],[485021,492548],[488052,675694],[495440,496372],[502572,510322],[503623,917529],[505829,512592],[506464,513079],[513981,933036],[517195,936760],[521505,1191724],[522612,945594],[527924,723261],[528477,951650],[536924,733672],[537208,962425],[545961,744670],[547075,746332],[548645,981136],[553456,754448],[553568,754579],[556138,764852],[557098,991655],[559301,769242],[564488,997557],[570071,579581],[572550,576727],[574461,582744],[585415,1024630],[593569,602288],[597512,605058],[597643,605170],[603387,1052658],[609824,1057893],[613199,1063656],[614415,1320638],[616270,1067569],[617377,829054],[621907,833007],[626026,1078677],[631338,843526],[631891,1084733],[636161,640338],[642634,857351],[643741,857552],[649606,866010],[653414,1114849],[669931,674595],[683595,903101],[683879,1148696],[692632,914099],[693299,702809],[697689,705972],[703769,1177926],[711159,1183828],[717532,1193109],[719387,945393],[728503,1205062],[729610,956337],[734140,960290],[738907,743571],[745585,974170],[747440,975009],[775570,780547],[784666,1270504],[789978,1022256],[790531,1276560],[794801,798978],[812054,1306676],[828307,1066730],[837797,1333489],[839652,1078476],[849428,854405],[857788,1096965],[897932,1400292],[899039,1142608],[903569,1146561],[908336,913000],[955590,1204223],[1016527,1529865],[1018382,1270303],[1028158,1033135],[1141861,1399453] ] cell #1238 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [78886,700126],[81089,515952],[96802,771679],[99795,576898],[104316,801273],[108457,608993],[119740,640509],[126441,877407],[128905,668175],[129754,888815],[131555,675147],[137084,915013],[142531,516062],[147598,949910],[153296,737151],[154145,966934],[155946,744123],[163904,995041],[166712,773054],[167740,774909],[167919,1007036],[170345,577008],[180131,808245],[189350,832346],[189529,1071235],[194814,1082993],[196012,846912],[197040,848767],[197219,1088672],[199645,640619],[203733,1104469],[212081,884379],[213185,886960],[213653,669280],[222638,1153205],[225860,916868],[228465,700236],[236517,1192470],[238909,948055],[245417,1208728],[247796,965079],[248264,738256],[255612,980475],[255791,1230590],[261076,1242348],[263302,996896],[265907,771789],[275554,1274820],[277959,1280499],[281567,1036517],[282035,802378],[299664,1074196],[301609,1332850],[313489,1354842],[315881,1102614],[322389,1371100],[324768,1119638],[325236,878512],[339084,1403958],[354743,1437578],[366687,1199878],[367155,952094],[389671,1496368],[408634,1529226],[429414,1567476],[436662,1321213],[442749,1589967],[510197,1691598],[576602,1781794],[640213,1864915], [8687,247043,736401],[13230,297251,831596],[17536,212432,667425],[19977,361342,943923],[21533,371909,958879],[21575,245238,959629],[23352,385313,979725],[25717,267124,774159],[29696,294479,1065967],[31414,445727,1077006],[31730,304001,1081138],[32970,307364,848017],[33858,460637,1098482],[35414,471204,1113438],[35456,322210,1114188],[37071,329762,669110],[38627,492435,1145150],[38669,338905,1145900],[40446,346313,916118],[45020,369137,1203460],[46738,375845,738086],[48219,382541,1225322],[48467,548644,1226444],[49290,553455,1232801],[49332,387726,1233551],[49937,556137,1236361],[50253,392063,1240493],[51493,395426,996146],[52468,267234,571411],[54186,579580,1268833],[54502,411026,1272965],[55742,414389,1026747],[55784,277780,1027497],[56630,420092,802208],[58186,605057,1305265],[58228,429235,1306015],[61883,621906,1328435],[62189,443045,1073446],[63902,448890,842705],[65044,307474,635022],[66710,642633,1354116],[67252,461595,1355876],[68307,465982,1362250],[69133,468432,1365832],[69381,653413,1366954],[70851,475140,878342],[74616,489663,1398690],[76334,496371,907515],[76650,341463,1151350],[76981,224439,913552],[77815,346423,694639],[78063,503622,699408],[78928,508252,1428781],[79533,702808,1431591],[79849,512589,1435723],[81131,356969,1183167],[82105,521504,1191744],[82954,719386,1454224],[84507,527921,1459209],[84755,528476,951924],[86990,372019,732533],[87456,734139,1470091],[90284,745584,1484342],[90534,547072,1484731],[91211,383518,1486492],[93850,557095,1497402],[94589,559300,990834],[95731,395536,766192],[95979,564487,770961],[96844,569117,1515587],[99489,780546,1524811],[99837,406689,1266023],[101508,582743,1021435],[102650,414499,793662],[103432,280385,799259],[104858,420920,599192],[105913,599835,1558626],[106739,602285,1562208],[106987,812053,1563330],[108773,431793,1311465],[109104,292821,1063109],[109583,614414,1320824],[110611,616269,1071010],[110790,828306,1584708],[111040,617374,1585097],[113216,443155,835387],[114932,839651,1595506],[115951,304469,842875],[116485,631335,1600491],[116733,631890,855917],[119434,854404,1611373],[119782,458707,1352069],[123002,649605,1106483],[124344,469409,1627388],[125237,471314,872789],[126983,475968,665608],[128038,666251,1644672],[129402,334157,1137260],[131307,674592,1654439],[131701,487213,1395108],[133790,492545,901962],[134256,903568,1665321],[135275,341931,907685],[137334,693743,1679961],[138011,347534,507692],[139718,231982,932489],[140650,703766,1692632],[141389,705971,1177105],[142779,711158,711946],[143313,359574,941218],[143939,520751,520754],[144692,717531,1196457],[145160,522609,948991],[149824,728502,964854],[150003,955589,1723977],[150253,729607,1724366],[152144,536799,1729236],[152429,537205,744951],[153793,380240,1221565],[155698,743568,1739760],[156092,545122,1481914],[157367,747439,1230365],[159972,553565,983516],[162707,392531,991004],[163489,166538,763060],[164154,765296,1764266],[164831,396647,568557],[167180,570515,1517589],[167279,405661,1264168],[168169,776014,1776924],[172061,1018381,1787333],[173080,411494,1021605],[173614,789975,1792318],[173862,782059,790530],[176563,1033134,1803200],[177978,286699,1047488],[180277,289304,816974],[181473,603262,1819215],[182366,605167,1051519],[183851,432261,1057242],[184112,609821,610532],[186384,615516,615519],[186494,437498,437558],[189779,833451,1844399],[191908,837796,1086371],[192376,626023,847848],[195474,451540,641730],[196480,634126,1604151],[196579,457679,1350214],[197469,849872,1860045],[200827,857787,1358829],[201295,643738,1103550],[204417,466450,1106653],[205959,209928,868758],[208564,212227,658334],[212542,481192,1386835],[213075,486460,1136507],[216775,487681,1138365],[218317,886735,897931],[218496,1141860,1910248],[218746,899036,1910637],[220637,683470,1915507],[220922,675975,683876],[224191,912997,1926031],[225300,352305,926622],[225399,351837,1172196],[231200,513057,1177275],[233324,517173,517805],[236095,522374,522439],[239377,722610,1717319],[240490,240987,950989],[242272,727749,727752],[242382,531548,531608],[244125,373130,373762],[245667,960734,1975019],[247153,539101,1473641],[247686,544369,1220812],[251386,545590,1222670],[252646,746686,746689],[252756,547908,547968],[253867,386534,387166],[256041,981580,1993956],[258170,262841,985925],[258638,262742,757193],[261736,261760,561950],[266406,570345,1256966],[268345,406129,1013221],[272648,1004735,1016526],[273116,773990,784663],[276214,578119,585393],[278209,1028602,2038775],[280100,798853,2043645],[280924,426379,811317],[281457,426269,1046735],[285157,600303,1298480],[297361,620300,1588023],[298472,299104,834491],[298636,299203,1072341],[301187,625788,625853],[302726,449718,450429],[306646,633956,1343012],[308585,458147,1094857],[313067,643503,643568],[313895,464628,465339],[316349,862866,1872989],[319244,324658,868005],[319354,324125,652677],[320465,321097,472425],[322639,1115293,2116978],[328358,666719,1385042],[330590,486570,893865],[335939,897178,897181],[336049,678219,678279],[337792,493656,494288],[339334,1147005,2144448],[345029,345053,692261],[345595,509775,926387],[355403,355427,708621],[360606,360666,1191605],[364505,722440,1457275],[365333,366044,724436],[365934,366577,950236],[370480,535589,536377],[376673,544479,971984],[383096,551949,552737],[385423,751470,1748138],[389249,394708,756958],[390077,390788,560128],[402059,576180,1012986],[408212,784428,784493],[409751,583571,584282],[415610,416242,592000],[427490,428122,606278],[429664,1307120,2275618],[435359,435383,825359],[436427,436492,1065139],[441539,442327,834256],[454077,639791,1094622],[463800,862696,1620033],[468987,469775,656718],[491006,682260,683048],[497199,497910,691150],[510603,511314,706799],[587930,588718,798431],[602840,603628,815358] ] cell #1239 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [78887,700130],[80855,356616],[81090,515956],[96803,771683],[99690,406336],[99796,576902],[104317,801277],[108458,431806],[119635,458354],[119741,640513],[126442,877411],[128906,668179],[129393,482251],[129755,888819],[131556,487226],[137085,915087],[139571,507899],[147599,949914],[153297,737155],[153784,540160],[154146,966938],[155947,545135],[163905,995115],[166391,568764],[166713,773128],[167741,571479],[167920,1007110],[177969,594873],[180132,599848],[189351,832350],[189530,1071309],[194815,1082997],[196013,846986],[197041,635090],[197220,1088746],[203734,1104473],[209919,661289],[212082,666264],[213186,668441],[222639,1153209],[225861,694707],[236518,1192614],[238910,948129],[240978,725555],[245418,1208802],[247797,737417],[255613,980479],[255792,1230664],[261077,1242352],[263303,766260],[275555,1274824],[277960,1280573],[281568,801539],[299665,835455],[301610,1332994],[313490,1354986],[315882,1102688],[322390,1371174],[324769,877673],[339085,1404032],[354744,1437582],[366688,951255],[389672,1496512],[408635,1529370],[429415,1567550],[436663,1065077],[442750,1590111],[510198,1691742],[576603,1781938],[640214,1865059], [8688,247047,736477],[8992,245239,732601],[12996,294480,1068216],[13231,297255,831672],[14154,304002,842036],[16152,322211,872857],[17537,212436,667501],[17841,338906,902030],[19978,361346,946183],[21299,369138,953690],[21534,371913,731835],[23118,382542,1227571],[23353,385317,979801],[23752,387727,983584],[24276,392064,990165],[25483,167387,401717],[25718,267128,570713],[26641,411027,1020766],[27324,277781,793730],[28639,429236,1051587],[31415,445731,837030],[32736,196687,453735],[32971,307368,634324],[33859,460641,1100742],[34059,461596,1358111],[34684,465983,1105814],[35180,468433,1108249],[35415,471208,872091],[37072,213198,482106],[38393,489664,1139961],[38628,492439,901264],[39551,341464,906846],[39730,224440,691806],[40212,225507,503280],[40447,346317,693941],[40846,508253,1169855],[41370,512590,1176436],[42053,356970,935689],[44249,527922,1195739],[45857,244885,535247],[46739,247809,540015],[48032,547073,1224432],[48468,548648,1228704],[48488,383519,1486636],[49291,553459,982818],[49938,556141,985159],[50138,557096,1499637],[51259,262949,564145],[51494,395430,765494],[51893,569118,1255176],[53776,406690,1014185],[54187,579584,1015760],[55508,277427,587588],[55743,414393,792964],[55963,176764,592207],[56631,281580,594728],[56831,282242,424134],[57456,599836,1297641],[57952,602286,1300076],[58187,605061,1050821],[59110,431794,1056403],[59289,292822,824904],[60622,617375,1323118],[61884,621910,1069349],[62084,299311,623077],[62190,443049,834689],[63903,304014,629753],[63938,194453,629898],[64273,631336,1336119],[66352,458708,1095821],[66711,642637,1097575],[69382,653417,1369214],[69402,469410,1627532],[69970,321857,656376],[70852,324781,661144],[71052,325443,479182],[71677,666252,1384203],[72589,334158,893993],[73845,674593,1390969],[74076,487214,1137526],[75453,338552,681918],[76335,341476,686686],[76370,222277,686831],[77628,693744,1419662],[78064,347079,507237],[78084,226348,350243],[79123,231983,708166],[79534,702812,1171430],[79734,703767,1694867],[81310,234884,715435],[82106,521508,943016],[82593,361725,722718],[82955,719390,1193719],[84756,366700,725410],[86195,729608,1464774],[87457,734143,1206842],[87477,536800,1729380],[87657,373969,545797],[88590,380241,972112],[89846,743569,1477775],[90077,545123,1221831],[90285,745658,1224230],[92771,387373,754247],[94590,392076,760923],[94625,260715,761068],[95544,765297,1506468],[95980,396192,568102],[96000,263790,399356],[97039,163490,561495],[97512,570516,1256904],[97585,405662,1012382],[98228,776015,1519494],[99490,780550,1261176],[101509,411039,788393],[101544,275193,788538],[101879,789976,1532495],[104712,286700,811445],[106199,183033,607117],[106988,812057,1565590],[107008,603263,1819359],[107576,428882,815016],[108493,290659,819929],[108658,432468,433021],[109584,614488,1064875],[110258,294642,294692],[110612,437626,832469],[110791,828380,1322916],[112694,833452,1589032],[114571,446110,634234],[114933,839655,1334099],[116734,451085,641275],[116754,306070,459195],[117457,634127,1342950],[117530,457680,1094018],[118173,849873,1606056],[119435,854408,1347222],[120840,461020,862974],[123003,465995,865666],[123038,317950,865811],[125904,128324,473264],[126837,205960,652805],[128552,481193,1129218],[128950,486464,893290],[131591,334645,894984],[132995,899037,1660004],[134257,903572,1402072],[134277,683471,1915651],[134457,487888,494495],[136646,912998,1673005],[137393,229820,703191],[137466,351838,925783],[141390,512602,930352],[141425,354382,930497],[142780,516718,517350],[142800,357457,357933],[143943,360031,520830],[144693,521770,947997],[144705,361525,361580],[147237,722611,1457213],[148397,240491,724564],[149471,369300,369350],[149825,531676,737274],[150004,955663,1464572],[150788,245726,246202],[151907,960735,1728301],[152943,539102,1213523],[153341,544373,971409],[155982,380728,973103],[157014,382704,382754],[157368,548036,980598],[157855,256100,256576],[159450,981581,1749147],[161327,164213,556520],[163510,163525,394132],[164286,258171,756354],[166725,570349,1005417],[168228,271054,780929],[171700,570623,579963],[172062,1018385,1530475],[173863,577664,584938],[173883,407177,413095],[175302,1028603,1797883],[176564,1033138,1543598],[176584,798854,2043789],[177128,286346,602448],[177526,426273,810742],[180167,424975,1044541],[186388,436860,436923],[188997,620301,1326339],[189838,190314,622289],[190387,298637,833652],[191909,625184,846854],[191921,445910,445965],[193136,304676,305229],[196025,633960,1087053],[197528,311294,854787],[200828,642899,1102556],[200840,460820,460875],[201502,316556,317109],[203372,862867,1619971],[205606,209078,468595],[206447,206923,322698],[208042,1115294,1883971],[209476,319248,652102],[212117,480023,1127662],[213860,333804,674755],[217964,489826,489876],[218318,668298,678347],[218497,1141934,1659802],[219281,339393,339869],[220400,1147006,1914572],[224460,224475,501254],[224845,351850,702991],[232003,232018,514658],[235703,360667,942947],[238922,722444,1197139],[239584,240137,528084],[240535,365938,723861],[242276,530910,530973],[243670,372675,373307],[248471,379887,743731],[252650,547270,547333],[253412,386079,386711],[255259,751471,1489857],[258183,262287,556320],[258845,259398,392738],[267890,405674,780729],[272649,772996,783824],[272661,579763,579818],[273876,411701,412254],[278268,278744,418319],[287187,287663,429723],[288782,1307121,2062701],[292842,292857,613876],[293704,436496,826687],[298017,298649,622089],[308130,457692,854587],[315894,862700,1359511],[320010,320642,471970],[335943,677581,677644],[337337,493201,493833],[342138,342691,500413],[352512,353065,513264],[415155,415787,591545],[427035,427667,605823] ] cell #1240 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [80831],[99666],[108410],[119611],[129384],[131508],[139547],[142405],[153775],[155899],[166367],[167712],[170219],[177960],[180084],[197012],[199519],[209910],[212034],[212861],[213109],[225832],[228339],[240969],[247472],[247720],[263274],[265781],[266440],[281243],[281491],[297680],[299636],[306680],[324444],[324692],[330909],[345629],[364539],[365652],[366611],[376992],[385742],[394742],[402093],[436461],[441573],[450037],[454111],[463834],[464947],[497518],[522408],[535623],[551983],[560447],[583890],[587964],[625822],[643537],[656752],[682294],[707118],[756992],[784462],[815392],[834290],[926421],[1013020],[1094656], [16320,125880,212258],[24144,161318,262773],[24548,163442,266108],[25459,97885,167559],[28807,180308,183009],[30856,190305,298503],[32712,117830,196859],[35156,205778,324342],[35235,205931,324610],[37024,129325,213394],[40188,137766,225679],[40406,78975,226339],[41238,225331,229811],[41642,228666,231935],[42221,143344,234860],[44225,240309,365550],[44304,240462,365818],[45833,151564,155036],[46691,153716,248005],[49849,258094,394615],[49890,258379,394941],[51235,164586,263121],[51453,96891,263781],[52342,167262,267071],[53628,268376,271045],[55484,102261,174959],[56232,103463,176740],[56583,177901,281776],[56807,105944,282414],[57928,281141,286518],[58007,281409,286671],[58978,184435,290650],[59382,184804,292774],[61795,298560,441446],[61836,298845,441772],[62060,190687,299483],[63486,119100,194444],[63855,194385,198486],[64467,119829,306061],[64918,196562,307311],[66204,308616,311285],[69007,319191,474152],[69946,207699,211171],[70804,209851,324977],[71028,128069,325615],[71966,212525,328919],[73821,330807,333976],[73900,331075,334129],[74039,217086,334636],[75429,130645,220057],[76218,135859,222268],[76287,134712,222209],[77317,136228,224392],[77689,225382,346260],[78016,139323,347275],[79445,345502,351761],[79486,345828,352046],[80910,233674,356941],[81049,81178,357448],[81983,360530,521208],[82584,239408,362646],[84381,365881,526626],[84708,240910,366896],[86447,155278,245210],[86864,244760,249900],[87633,156123,374141],[87967,247136,375002],[89822,376890,380059],[89901,377158,380212],[90040,251697,380719],[92747,256949,257090],[94173,165856,260706],[94542,260647,264748],[95605,262824,395373],[95932,166143,396388],[99155,101092,275184],[99401,401966,405585],[99442,402292,405870],[99745,271687,406661],[99884,102073,413086],[101461,169186,275125],[102503,175554,277752],[102524,174145,277302],[106162,179933,424966],[106613,419104,426216],[107552,179221,288439],[108369,291113,431717],[108634,108804,432640],[109886,436374,614832],[110583,297846,438623],[112112,297344,440696],[113090,299186,442992],[113875,300615,306886],[114562,196511,447031],[115025,198477,303925],[116686,199846,451281],[119346,453984,457603],[119387,454310,457888],[119690,311927,458679],[120831,312858,316380],[122804,204810,317941],[122955,317882,318029],[124694,211413,322182],[125111,321732,326872],[128287,211883,480014],[128783,480726,481056],[130887,133247,338877],[131181,482393,486407],[131467,334696,487137],[131732,134433,494667],[133664,215289,338427],[134703,222731,341387],[139036,140973,354373],[139626,228195,508224],[141342,227306,354314],[142732,142950,516914],[144368,360589,521318],[144616,364412,522809],[146065,363145,364745],[148932,247363,368213],[149796,247638,532673],[153174,538635,538965],[155572,540302,544316],[155858,380779,545046],[157339,381972,385908],[158868,385406,551106],[159702,257332,387698],[159846,387248,387773],[160631,388677,394948],[161781,264739,391987],[166446,265637,569089],[167015,569872,570227],[167067,400857,570314],[167211,171691,580884],[169177,172154,410950],[170546,173815,585134],[171004,266646,407640],[179463,181823,429207],[180043,284566,599759],[182240,283671,428757],[185700,436266,614559],[187905,297571,439198],[188589,440105,441779],[189228,619834,620164],[191832,306553,626223],[196315,633483,633838],[196367,452875,633925],[200503,459884,459976],[200751,459265,463707],[202200,462440,464040],[203826,318020,465906],[205067,324335,467508],[211993,327767,666175],[212752,217425,488739],[213027,218289,679344],[225187,345956,693542],[227297,230274,512513],[229124,345835,509203],[237242,523428,523520],[238413,365543,525205],[239212,721967,722322],[239264,526412,722409],[244477,534155,535829],[251962,546304,546676],[252289,381913,546871],[254167,385633,549608],[254851,550515,552189],[255490,751004,751334],[262629,395069,765095],[266313,272572,784863],[268232,402420,775813],[269329,402299,573958],[281134,285807,601361],[295068,616606,616978],[295395,438564,617173],[298359,441900,833250],[302334,626842,626934],[303505,449928,628619],[308472,454438,849671],[309569,454317,637569],[315385,464838,646334],[316184,862223,862578],[316236,647541,862665],[321449,655284,656958],[330800,332080,671876],[338144,680826,682500],[369726,728839,729211],[370053,532614,729406],[373017,535950,960533],[376883,378163,740852],[383457,548974,748343],[386421,552310,981379],[391567,560338,759789],[409359,785482,785574],[410530,583781,787259],[415497,588291,1028401],[416594,588170,796209],[428474,813924,815598],[469348,653743,869662],[472312,657079,1115092],[490252,898268,898640],[490579,679285,898835],[493543,682621,1146804],[497409,498689,910281],[512093,707009,929218],[536738,734469,961573],[603201,812383,1048392],[606165,815719,1306919],[683409,903898,1147844],[798792,1033464,1286483], [12972,60279,110430,295589,297578,438571],[19930,82525,144901,362564,364738,523513],[21275,85852,149643,247370,370247,532621],[21622,46180,87122,155287,246193,373161],[23094,90966,157186,252483,381920,385640],[23312,49379,157846,160104,257341,386565],[24557,24561,95154,163291,166585,394123],[29570,110133,186331,437847,440551,616521],[31367,114503,192117,306879,446949,626927],[31761,64249,115823,198484,305401,449935],[33811,120772,201036,312776,459969,464033],[34035,68338,201674,204289,318027,464845],[35374,35503,125369,206438,211422,472456],[38369,132652,212759,218136,490773,679292],[38716,75776,130896,133922,339860,493687],[41651,41655,139765,141954,231784,514649],[42370,144032,235252,520901,521103,716536],[44894,149346,242219,374857,531897,728754],[45439,87409,151270,249893,373503,535822],[48093,156889,252593,381196,546219,550961],[48420,92523,253608,256655,387766,552182],[50114,50284,162579,259017,264746,560345],[54139,171632,266639,272857,580802,785567],[54533,101855,169184,172952,412426,583788],[55831,102512,102782,103810,415641,418310],[58146,58275,179472,182498,287178,606309],[59391,59395,109151,185416,292623,613867],[69334,69552,207405,320206,326865,656951],[74490,217839,328774,335886,678568,898183],[75035,134209,215282,219763,494029,682493],[76681,134710,135147,136622,497416,500585],[77028,77326,77330,136840,345364,501245],[79710,79880,227304,231072,352684,707016],[103069,174138,174665,176516,588163,591741],[106940,107158,283664,288145,427231,815591] ] cell #1241 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [15108],[15354],[15394],[20143],[22899],[23203],[24161],[24201],[29926],[31580],[32220],[32260],[33585],[34961],[35265],[41255],[41295],[43114],[43642],[44798],[45250],[46071],[49664],[54352],[54992],[55032],[57733],[58037],[60922],[61119],[62410],[62582],[63138],[63666],[67755],[73238],[74394],[74846],[75667],[77140],[77180],[79260],[83146],[83318],[86692],[89239],[91609],[91806],[94353],[98528],[98725],[100016],[100188],[100744],[101272],[102428],[103701],[105361],[115296],[118473],[118670],[121393],[121565],[124939],[127486],[129946],[130118],[130812],[133492],[134783],[134955],[136039],[138409],[138606],[141153],[152659],[154337],[154509],[155203],[162052],[165229],[165426],[169257],[169429],[172425],[175799],[178522],[178694],[179388],[182068],[184615],[190995],[191779],[195734],[198557],[198729],[204097],[210472],[210644],[211338],[214574],[221152],[223002],[227377],[227549],[230545],[233919],[238148],[241128],[241300],[241476],[242183],[249185],[257257],[264819],[264991],[272519],[276474],[279469],[282956],[284837],[291384],[293981],[295744],[296451],[300183],[300319],[315120],[318100],[318272],[326157],[328038],[334967],[335143],[335850],[348534],[358658],[360285],[362713],[362849],[367523],[367832],[381050],[382043],[383806],[384513],[397647],[403476],[407208],[407344],[425297],[436075],[438694],[438817],[451908],[455494],[459580],[462008],[462144],[480345],[483375],[488358],[505039],[518173],[523124],[532744],[541284],[546485],[549227],[565904],[572670],[585761],[595997],[616787],[624048],[626538],[636281],[662413],[679415],[695898],[725817],[729020],[767451],[785178],[826943],[835716],[898449],[943275],[1064488] ] cell #1242 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [241490],[244145],[261799],[294362],[295758],[302669],[321117],[323324],[335157],[337812],[345092],[355466],[361213],[369020],[370416],[382424],[383640],[383820],[387186],[389793],[390731],[393452],[401387],[402783],[409694],[416262],[418469],[428142],[430349],[435422],[442871],[445598],[449434],[453405],[454801],[460508],[461478],[465282],[468315],[469531],[469711],[481739],[489546],[490942],[496915],[497853],[502950],[504166],[504346],[510319],[511257],[513978],[520032],[527804],[534917],[536921],[539648],[546955],[548515],[552673],[556008],[556978],[559844],[563815],[565031],[565211],[576724],[579451],[583287],[587258],[588654],[594361],[595331],[602168],[603384],[603564],[609537],[613196],[617257],[621777],[622747],[623355],[629386],[631218],[632434],[640335],[642504],[650149],[653284],[656046],[660777],[661747],[674475],[675691],[681588],[683592],[686319],[692629],[695186],[702679],[703649],[706515],[711702],[717242],[718410],[719257],[725043],[729490],[733669],[734010],[734980],[743451],[744667],[745652],[752606],[753917],[760556],[763604],[766739],[780417],[788026],[789858],[791074],[794798],[798975],[808789],[811924],[814686],[820387],[826065],[827933],[828017],[828374],[838675],[839522],[843390],[845308],[854275],[858666],[863381],[865299],[873925],[884923],[898919],[903098],[903439],[904409],[908200],[912880],[914096],[929985],[933033],[936168],[942450],[943588],[944258],[955216],[955300],[955657],[960147],[976062],[976146],[980993],[991519],[1017405],[1018252],[1022120],[1024038],[1028015],[1033005],[1052655],[1063653],[1065616],[1076671],[1077341],[1098147],[1098817],[1114706],[1141487],[1141571],[1141928],[1146418],[1177790],[1203109],[1224971],[1268498],[1269168],[1306533],[1398339], [23915,995109],[30328,1071303],[41009,915081],[42917,1192608],[45652,1208796],[48851,1230658],[53100,1007104],[60056,1321845],[62941,1332988],[65676,1088740],[67030,1354980],[69765,1371168],[72513,888686],[75248,1404026],[78447,699344],[85629,1463501],[86495,1208439],[88514,966805],[90743,1485363],[91274,1486630],[93628,1496506],[96363,770897],[97662,775897],[100547,1529364],[103282,1280567],[104636,801144],[107371,1567544],[112994,1590105],[115124,1336897],[115990,1082864],[116899,855853],[117607,849755],[120990,1616579],[123876,1626259],[124407,1627526],[124742,1370811],[126761,877278],[132429,1658731],[133295,1403669],[135314,1153076],[137543,693626],[138074,507712],[140428,1691736],[143163,711882],[147790,1718991],[148321,949781],[149284,964790],[151341,960617],[152207,1729374],[159750,1493570],[161477,1755218],[161880,1500415],[162746,1242219],[164363,765179],[164894,568577],[170123,1781932],[172253,1533273],[173119,1274691],[174028,781995],[174736,1028485],[175602,1280210],[178119,599135],[181005,1818086],[181536,1819353],[181871,1567187],[183890,819417],[186868,1840709],[188257,1070946],[190464,833334],[191208,1086431],[193297,1082017],[195006,1854670],[195537,641750],[199423,1865053],[203925,1622754],[204456,1104340],[207476,1115176],[210069,665551],[216283,1905262],[216814,894472],[217777,886671],[219834,1146888],[220700,1915645],[222830,1409394],[223696,1158862],[228243,1688800],[229970,1941489],[230373,1695645],[231239,1437449],[232856,710486],[233387,517825],[233722,1442968],[236639,948934],[237577,1196517],[242756,1971329],[246352,744894],[250894,1985290],[251425,972591],[253130,1743314],[254519,1230301],[256726,981463],[259559,1241372],[265685,1773105],[267608,2019439],[268997,1006747],[271204,781387],[271735,1526428],[271948,1004795],[274037,1273844],[275746,2033400],[276277,578139],[279297,1033975],[280163,2043783],[284665,1814581],[285196,1044029],[288216,1307003],[290809,610475],[291212,1572912],[292078,1318977],[301731,847791],[307848,2095573],[309237,1088383],[311444,855245],[311975,1612990],[313611,1103493],[314549,1358889],[317270,1363129],[327866,1896217],[328397,1127150],[330306,887839],[331244,1129859],[331815,1394819],[334795,1655226],[336423,2140758],[340019,675918],[342852,1152229],[344561,2154719],[346797,1929585],[348186,1162417],[350393,923346],[350924,1179708],[353226,1436602],[358486,1189645],[372393,2198635],[376389,965958],[377327,1214164],[377898,1481625],[380878,1740547],[395910,2007704],[397299,1247738],[399506,1003374],[400037,993437],[401006,1775026],[402769,1524476],[408756,773933],[414873,2254213],[420636,1037396],[421574,1289974],[422145,1301686],[424295,1559505],[425125,1053966],[433182,1312344],[443529,2081897],[444286,1330052],[453024,1858147],[454787,1611038],[471688,2321863],[475684,1120517],[476622,1376536],[477193,1109859],[479343,1645551],[480173,875236],[480811,1647309],[483239,1654088],[488049,1395987],[492919,2345306],[502569,1173075],[504332,1431256],[526561,1965078],[529020,1200757],[529247,1459996],[529818,1199589],[538720,1732630],[541148,1739409],[545958,1482793],[553939,2214995],[563434,986804],[565197,1236026],[569928,1774874],[572547,1265047],[593433,1301602],[595861,1561857],[605541,2455716],[615293,1583199],[619919,1843289],[621436,1073220],[623341,1328100],[633539,1857995],[636158,1351093],[647690,2107037],[659849,1109775],[662277,1365481],[669795,1394735],[693156,1431926],[717158,1452079],[722023,1964926],[723125,1199505],[725681,1458858],[738771,1481541],[751089,1992846],[764709,1236696],[775427,1525146],[826735,1583047],[832864,1328770],[849285,1611708],[862279,2106885] ] cell #1243 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [22880],[23205],[23276],[29907],[33587],[33979],[35267],[35338],[43116],[45231],[46073],[46144],[47880],[49666],[50058],[58039],[58110],[60470],[61121],[62584],[63140],[64193],[68794],[74827],[75669],[75740],[79262],[79654],[83320],[83560],[85208],[85371],[86043],[86694],[91808],[98727],[100190],[100746],[101799],[103703],[103774],[106400],[111304],[111467],[115538],[118672],[121567],[121807],[124941],[130120],[130360],[132008],[132171],[132843],[133494],[134957],[136566],[138608],[150680],[154511],[154751],[158060],[158223],[162294],[165428],[168433],[168596],[169431],[172667],[174315],[174478],[175801],[178696],[178936],[182070],[195736],[197733],[197896],[198731],[206815],[210646],[210886],[215459],[215622],[219173],[223244],[226553],[226716],[227551],[230787],[233921],[241302],[242185],[246766],[250070],[250233],[256468],[263995],[264158],[264993],[268789],[276476],[278636],[283841],[284004],[287555],[291626],[296453],[299881],[300044],[300250],[301028],[309029],[318274],[327042],[327205],[335852],[340433],[343900],[347978],[350135],[357825],[360906],[362780],[363558],[367758],[367899],[384515],[387943],[388106],[397091],[399248],[407069],[407275],[408053],[422554],[434230],[436142],[438743],[438884],[444078],[444390],[459087],[460201],[462075],[462853],[477602],[484084],[488284],[488425],[508632],[520941],[523745],[523834],[538128],[541993],[546552],[549153],[549294],[569497],[572737],[578243],[596706],[611455],[616854],[627159],[636348],[642070],[644963],[663122],[670505],[684799],[695965],[718823],[726526],[729087],[739481],[767518],[785799],[803603],[835783],[839088],[879737],[898516],[943342],[952329],[1017818],[1065329],[1190982] ] cell #1244 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [193507],[208635],[243600],[259769],[261621],[274247],[280456],[289375],[300333],[300515],[302552],[317480],[319070],[320572],[337267],[343062],[344914],[353436],[355288],[359645],[362863],[363045],[364261],[368050],[386641],[388577],[390614],[407358],[407540],[409577],[414215],[415717],[426095],[427597],[435244],[439035],[440005],[448646],[459844],[462158],[462340],[463556],[465165],[467345],[472869],[483389],[483571],[484787],[485575],[488576],[495699],[497736],[509103],[511140],[515778],[523388],[525042],[534055],[541298],[541480],[542696],[543484],[546773],[549445],[550415],[559056],[572888],[573858],[574720],[575936],[582499],[586288],[596011],[596193],[597409],[598197],[601198],[606722],[617075],[626802],[628456],[636499],[637469],[638331],[639547],[641950],[646171],[655184],[662427],[662609],[663825],[664613],[671713],[672643],[680726],[689367],[696116],[697086],[697948],[699164],[705727],[715040],[718703],[725831],[726013],[729308],[736196],[740689],[741619],[755133],[759626],[767669],[768639],[769501],[770717],[785442],[787096],[796109],[798187],[800182],[804811],[805741],[813824],[822465],[826957],[828134],[835934],[838968],[844011],[846278],[864002],[866269],[876452],[880945],[881875],[898737],[905625],[908821],[910118],[929055],[938068],[940146],[942478],[944325],[944480],[955417],[960214],[963217],[976263],[981060],[984063],[992140],[1017698],[1022741],[1025008],[1028082],[1055182],[1059675],[1064529],[1065644],[1066293],[1077408],[1077563],[1082430],[1098884],[1099039],[1103906],[1114773],[1141688],[1146485],[1149488],[1152642],[1178411],[1192066],[1203137],[1203786],[1224999],[1225648],[1241785],[1269235],[1269390],[1274257],[1306600],[1332446],[1354438],[1398367],[1399016],[1437015],[1528822], [34942,876724],[43623,949227],[57714,800590],[60230,1066173],[63647,1082310],[67323,1356082],[67736,1103786],[73219,888132],[82322,1192403],[85803,1203666],[89220,966251],[90917,1225528],[91096,1486425],[93921,1497608],[94334,1241665],[97836,775715],[101253,1274137],[104929,424505],[105342,599018],[114300,1332783],[115298,1081832],[116556,1600697],[117781,849573],[120569,1354775],[124050,1366038],[124229,1627321],[127054,479553],[127467,665434],[129122,670059],[132603,1398896],[136020,1152522],[137717,693444],[137896,507167],[140721,1692838],[141134,1436895],[147964,1459415],[150517,1207606],[151515,960435],[152029,1729169],[152500,546168],[152640,744777],[153513,739035],[161056,1496301],[162054,1241187],[164537,764997],[164716,568032],[171429,1529159],[172427,1273659],[173685,1792524],[174910,1028303],[177698,593697],[181179,1562414],[181358,1819148],[184183,433392],[184596,610358],[190043,1589900],[190638,833152],[191639,1850095],[191760,847606],[194182,843654],[195359,641205],[204099,1362944],[206652,1369978],[207650,1114994],[209648,660113],[216457,1654645],[219010,1402836],[220008,1146706],[220522,1915440],[220993,488259],[221133,675801],[222006,908464],[223004,1152044],[224262,1926237],[229549,1691531],[230547,1436417],[233030,709516],[233209,517280],[238008,1714416],[238129,948749],[240707,723389],[241607,963957],[242098,737139],[243937,959617],[251068,1739966],[256305,1492737],[256900,981281],[260444,991783],[270783,1781727],[271378,779487],[272379,2028825],[272500,773748],[274922,1022384],[276099,577594],[278473,1279377],[279471,1032075],[279985,2043578],[284839,1559320],[287392,1566354],[288390,1306821],[290388,608321],[291386,1312159],[295875,1070113],[296366,832334],[311023,1864848],[311618,853345],[314980,1614964],[315101,1103308],[317679,863645],[320909,1114176],[328040,1645366],[331675,1900687],[331796,887654],[334374,673613],[334969,1395802],[335274,885838],[335765,668163],[337604,1145888],[341194,2150144],[343737,912018],[349972,1687967],[350567,921446],[354111,1178054],[357662,1442135],[358660,1187745],[377758,1980715],[377879,965773],[380457,742589],[381052,1482608],[383937,1229468],[384428,980463],[386978,1233539],[399085,1772272],[399680,1001474],[402900,1005914],[403391,774897],[403478,1525368],[404760,2248877],[406906,1525595],[416054,1027485],[422005,1806791],[422126,1037211],[424704,806711],[425299,1309603],[427934,1306003],[434067,1061575],[454918,1087550],[455409,848755],[455496,1611930],[456778,2090237],[458924,1612157],[477053,1888427],[477174,1120332],[479752,882845],[480347,1117776],[481432,1647436],[483306,1654116],[504463,1161584],[504954,916856],[505041,1432148],[506323,2370006],[507504,1428769],[508469,1180678],[517617,1183155],[529678,1965993],[529799,1200572],[539341,1732757],[541215,1739437],[565328,1246905],[565819,996884],[565906,1236918],[567188,2223335],[568369,1515575],[569334,994407],[569995,1774902],[572596,1781390],[577931,1266011],[594054,1301803],[595928,1561885],[620540,1843416],[623472,1329219],[623963,1074184],[624050,1328992],[633606,1858023],[636207,1864511],[641542,1352057],[650807,2107952],[660470,1109976],[662344,1365509],[667612,1898777],[670416,1394936],[693223,1431993],[695824,1691194],[717359,1452206],[722090,1964954],[723746,1199706],[725748,1458886],[736588,1978805],[739392,1481742],[751710,1992973],[764776,1236763],[767377,1495964],[775494,1525213],[800710,1562534],[826802,1583075],[831783,2080902],[832931,1328837],[835642,1589563],[849352,1611775],[862346,2106913],[876844,1366158],[888252,1654765],[943127,1712506],[949347,1459535],[966371,1740086],[979912,2214000] ] cell #1245 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [139268,923097],[142225,516173],[142895,710237],[166088,1003125],[169704,577119],[170491,781138],[177345,1036161],[183415,609114],[199004,640730],[199791,854996],[209295,1119282],[212938,886604],[213603,669336],[214077,1131744],[215936,675268],[224873,1160525],[227824,700347],[239801,1198402],[247549,964723],[248214,738312],[248688,1216049],[250547,744244],[262315,1245846],[265266,771900],[266383,1004855],[267630,774970],[267918,1258641],[281985,802434],[284318,808366],[297757,1070879],[298045,1327040],[304893,1338782],[306623,1086491],[307870,848828],[308158,1344687],[316773,1360774],[325186,878568],[327519,884500],[329739,886894],[342355,1411279],[346819,916929],[361553,1452985],[364482,1196577],[367105,952150],[372703,1468696],[375822,965013],[385819,1230234],[386107,1490558],[392955,1502300],[395932,996957],[411918,1535158],[415183,1541063],[420069,1036451],[443551,1074257],[445938,1594267],[460848,1615743],[463777,1358949],[471998,1631454],[475117,1119572],[493229,1663926],[513481,1697530],[528453,1199812],[556348,1754382],[579791,1786094],[605851,1823281],[615217,1321009],[622117,1845185],[703019,1940653],[780757,2023915],[854615,2100049], [21609,372415,959690],[31709,448867,1081072],[35490,471710,1114249],[38703,492941,1145961],[44642,374924,1213095],[44714,531350,1202360],[45384,534668,1207529],[49366,553961,1233612],[50232,559277,1240427],[54481,582720,1272899],[55818,414895,1027558],[58262,605563,1306076],[60766,440618,1325911],[60838,437300,1323987],[62466,625589,1331703],[68286,649582,1362184],[68827,652479,1364732],[69497,655797,1369901],[74238,328841,1128790],[74310,678021,1397590],[74980,681339,1402759],[76629,496348,1151284],[77015,344214,913673],[78962,700632,1428842],[79828,705948,1435657],[81165,516458,1183228],[83202,522175,1454843],[83593,724238,1455924],[90489,746387,1484527],[91453,551028,1489429],[91525,547710,1487505],[92468,753668,1492660],[93153,756759,1495221],[96878,772185,1515648],[98372,401138,1005837],[98444,267345,774834],[99871,577404,1266084],[100072,784229,1528079],[102344,414610,1027422],[103014,587009,1279300],[103411,279744,799370],[105892,808222,1558560],[106433,811119,1561108],[107103,814437,1566277],[108752,608970,1311399],[109138,434544,1063230],[110995,829109,1584893],[111781,834057,1586701],[115571,844503,1597206],[118317,453156,1087473],[118389,307585,848692],[119816,641015,1352130],[120216,857431,1614754],[121449,643304,1617601],[121840,644376,1618682],[128017,884356,1644606],[130002,329883,887577],[130221,674949,1137321],[130393,893667,1651154],[130728,492656,1145825],[131680,675124,1395042],[134839,496492,1151967],[134911,341881,907741],[137289,915816,1679757],[138253,502701,1161507],[138325,346534,916793],[139752,514864,932610],[139953,926188,1690451],[143292,358933,941329],[145584,945473,1714206],[150208,956392,1724162],[150994,961340,1725970],[154393,375966,965696],[154612,743925,1221626],[154784,971786,1736475],[155119,372130,959554],[156071,744100,1481848],[156380,974254,1742954],[157751,548855,1745008],[158537,748110,1746816],[162327,757831,1757321],[164109,995844,1764062],[165073,563566,1246828],[165145,395647,996821],[166572,394338,763181],[167130,773857,1517385],[168124,1007839,1776720],[168304,780260,1264102],[168910,1012787,1778528],[169313,582864,1273582],[169385,411444,1021661],[172700,1023233,1789033],[178578,420213,1037134],[178797,602642,1047549],[178969,421031,807445],[179304,605278,1305940],[180256,430796,817085],[183487,432211,1057298],[187178,1066814,1840349],[189734,1072038,1844195],[190839,622498,1329142],[190911,443266,1074121],[192800,1078556,1849885],[196430,847715,1603947],[197424,1089475,1859841],[197604,854118,1350148],[198210,1094423,1861649],[198613,449011,1081755],[198685,304419,842931],[206343,653624,1879832],[207129,869429,1881640],[210528,475261,1120255],[210747,468789,868819],[210919,476079,883579],[211254,471425,1114113],[212206,323771,658445],[212653,886512,1386699],[214256,893269,1136503],[216008,487631,1138421],[218701,1142663,1910433],[219487,1147611,1912241],[223277,1158057,1922746],[225250,510384,926678],[226244,347484,700017],[226424,702522,1172130],[227030,503743,922231],[227433,706092,1436340],[227505,513007,1177331],[230820,927260,1943592],[235897,717175,1451996],[236704,522665,1197463],[239327,948858,1717115],[241184,528597,1200495],[241403,528278,951050],[243066,1204307,1970969],[245622,1209531,1974815],[246098,734350,1975805],[246799,537316,973433],[247264,964631,1473505],[248867,971388,1220808],[250619,545540,1222726],[255996,1231393,1993752],[257173,553676,1233476],[262692,389858,757249],[263686,396597,771570],[263866,555851,985859],[264472,564608,1002259],[264875,559421,1241110],[264947,392481,991060],[266527,1005396,1256962],[268295,576789,1013277],[273540,1270383,2028615],[278164,1281302,2038571],[278950,1286250,2040379],[281035,602040,811433],[282638,810721,1046731],[284390,600253,1298536],[287083,812264,2058562],[287869,1048159,2060370],[291659,609932,821121],[293235,826125,1582839],[294234,437614,616194],[294836,616330,1326740],[297472,1070787,1587887],[298422,442936,834547],[299752,621620,1072275],[301796,626079,1087377],[305966,451490,856526],[306276,632011,1096155],[306767,1087032,1343008],[308535,640400,1094913],[313676,643794,1359835],[316299,1103417,1872785],[318156,649726,1362867],[318228,466400,1106709],[322594,1371903,2116774],[324236,468187,652793],[325839,652081,868001],[327591,666669,1385098],[330701,674347,893981],[336733,1399537,2140398],[339289,1404761,2144244],[339765,903779,2145234],[340466,683987,895314],[344286,501150,692211],[345716,702534,926513],[357353,517123,712555],[358139,711279,936953],[360010,520747,942519],[360722,717083,1191469],[361056,717465,1456630],[361068,522500,718148],[364626,1197118,1457271],[365444,527676,724552],[367205,723840,950232],[368892,531664,728427],[369494,728563,1213924],[371089,373080,536986],[376784,743323,972100],[382296,548024,747364],[382898,747500,1490258],[383705,386484,553346],[385534,1230142,1748002],[394028,394410,561900],[394829,555863,757084],[402180,780272,1013112],[408821,784719,1005741],[412991,585343,782668],[413301,790651,1014519],[415560,589327,799040],[418215,1033345,2258689],[429619,1568279,2275414],[434616,613772,825309],[436553,826666,1065135],[436902,615512,827107],[441660,621632,834382],[445441,837730,1342367],[445453,625914,838413],[447302,449829,631090],[454198,854130,1094748],[460351,857721,1619388],[460363,643629,858404],[461350,464739,648805],[463921,1359490,1620029],[469596,470384,472375],[489418,678335,897856],[490020,897992,1129619],[491615,493606,683657],[497310,688023,912752],[514554,514936,708571],[530952,727745,954390],[532940,535710,733865],[547312,746682,975236],[548370,552070,752802],[556850,557712,560239],[579294,1016460,1256321],[579306,784554,1017143],[581155,583682,789730],[588051,794994,1032860],[603449,604237,606228],[653139,654069,656839],[677623,897174,1140661],[679611,682381,903294],[703521,704383,706910],[811779,812709,815479] ] cell #1246 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [105882,808179],[108211,431849],[108742,608927],[128007,884313],[131036,487269],[131670,675081],[137279,915773],[142215,516013],[155427,545178],[156061,744057],[164099,995801],[167120,773814],[167699,571522],[168114,1007796],[169694,576959],[177114,1035461],[179612,599891],[189724,1071995],[196420,847672],[196999,635133],[197414,1089432],[198994,640570],[209064,1118582],[211562,666307],[212475,885904],[213593,669231],[213846,1131044],[225819,694750],[227814,700187],[239317,948815],[239570,1197702],[245612,1209488],[247086,964023],[248204,738207],[248457,1215349],[255986,1231350],[263261,766303],[265256,771740],[267167,774091],[278154,1281259],[281975,802329],[294628,1322038],[297294,1070179],[299623,835498],[304662,1338082],[307407,847949],[316289,1103374],[316542,1360074],[322584,1371860],[325176,878463],[339279,1404718],[342124,1410579],[346356,916050],[367095,952045],[369286,1463694],[382690,1485556],[385356,1229534],[392724,1501600],[395469,996078],[411687,1534458],[429609,1568236],[443088,1073378],[468581,1626452],[489812,1658924],[513250,1696830],[521547,1191534],[528070,1719184],[602434,1818279],[674741,1905455],[743717,1985483], [14191,304409,842826],[21516,371952,958811],[24313,392471,990955],[26678,411434,1021556],[31111,306580,1086481],[31168,445770,1075883],[31699,448824,1081062],[34721,466390,1106604],[35397,471247,1113370],[38610,492478,1145082],[39588,341871,907636],[41407,512997,1177226],[43357,364439,1196567],[43414,361385,1194609],[44704,531307,1202350],[49273,553498,1232733],[49691,556180,1235238],[50222,559234,1240417],[53883,266340,1004845],[53940,579623,1267710],[54471,582677,1272889],[55725,414432,1026679],[56000,279734,799210],[57493,600243,1298431],[58169,605100,1305197],[59147,432201,1057193],[60828,437257,1323977],[61146,621949,1325086],[66674,642676,1353906],[67470,463734,1358939],[67527,460680,1356981],[68276,649539,1362174],[68817,652436,1364722],[71714,666659,1384993],[72953,329696,886884],[73010,213241,669164],[74113,487621,1138316],[74300,677978,1397580],[76088,341519,907569],[76619,496305,1151274],[76922,223920,691849],[78869,700169,1427963],[79287,702851,1430468],[79818,705905,1435647],[81072,515995,1182349],[81347,358923,941169],[82918,719429,1454014],[83583,724195,1455914],[86719,734182,1466742],[88954,375779,965003],[89011,247852,738140],[90114,545530,1222621],[90479,746344,1484517],[91515,547667,1487495],[91833,548687,1488604],[96785,771722,1514769],[97937,576779,1013172],[98434,267185,774774],[98752,780589,1521462],[99025,411082,1021489],[99778,576941,1265205],[102334,414450,1027362],[102391,277739,793773],[104280,801316,1550282],[105076,420026,1036441],[105133,281623,802262],[106236,430786,816925],[106423,811076,1561098],[109045,292302,824947],[110985,829066,1584883],[114896,839694,1595296],[115561,844460,1597196],[117882,640390,1094808],[118379,307425,848632],[118697,854447,1608024],[118970,304057,842759],[119723,640552,1351251],[119985,856731,1614587],[121165,461744,1616772],[121830,644333,1618672],[124966,653456,1629500],[126405,877450,1636328],[127201,475074,1119562],[127258,324824,878396],[128361,323761,658285],[128864,668218,1386764],[128993,674275,1136442],[129718,888858,1649244],[130383,893624,1651144],[130718,492496,1145765],[130775,338864,902073],[133519,903611,1661972],[137818,510374,926573],[138315,346374,916733],[138633,347122,699462],[138906,512645,1177159],[139659,355690,708209],[142272,356928,935732],[145353,944773,1714039],[147562,949953,1718144],[148488,528410,1199802],[148545,366743,951978],[150198,956349,1724152],[153255,737194,1473570],[153384,743251,1220747],[154109,966977,1734565],[154774,971743,1736465],[155109,371970,959494],[155166,245197,732644],[161652,557244,1755411],[162317,757788,1757311],[164638,389848,757144],[165135,395487,996761],[165453,396235,771015],[165726,392119,990888],[166479,262023,561538],[166768,773730,1256829],[167230,780205,1012437],[169751,406648,1014228],[172025,1018424,1787123],[172690,1023190,1789023],[175826,1033177,1799851],[177440,426875,811488],[177569,601968,1046670],[178294,282554,599688],[178959,420871,807385],[179294,605118,1305880],[179351,429194,1051630],[182095,812096,1821327],[186265,615174,1320999],[186990,437669,1071064],[189309,832389,1587952],[190739,442926,834442],[190901,443106,1074061],[192569,1077856,1849718],[194778,1083036,1853823],[195181,631484,1854863],[195761,451128,855971],[196068,847588,1342875],[196530,854063,1094073],[199051,458666,1095864],[203697,1104512,1873814],[204680,466038,1106537],[209390,319850,652848],[209519,468115,867940],[210244,325755,666104],[210909,475919,883519],[211244,471265,1114053],[211301,322169,872900],[212493,886457,1129347],[214172,487066,894036],[218691,1142620,1910423],[222602,1153248,1920836],[223267,1158014,1922736],[224888,509829,703034],[225350,702467,925838],[227871,508211,1169898],[230145,703915,1941682],[230810,927217,1943582],[233946,516761,712000],[235223,716475,1451829],[236149,361568,522493],[236694,522560,1197403],[238965,948731,1457138],[239896,366540,724607],[240578,527604,950171],[242878,531719,964908],[246527,374281,745447],[246789,537156,973373],[247104,964576,1213652],[248783,544975,972155],[253252,548079,1230419],[255571,980518,1748067],[257163,553516,1233416],[257220,387685,983627],[261040,1242391,2003380],[262330,389303,556363],[262792,555796,756409],[265313,569076,1255219],[267933,576234,780772],[273309,1269683,2028448],[275518,1274863,2032553],[275921,790124,2033593],[276501,584981,782113],[279791,418644,592519],[280875,601980,811268],[290984,432780,611028],[291649,609772,821061],[293180,435878,826115],[293747,615090,1065002],[294162,615451,1325804],[294174,437449,616134],[297312,1070732,1326468],[298060,442381,622132],[299154,621565,833707],[301241,445953,625907],[301786,625974,1087317],[303222,304988,450925],[308173,639845,854630],[313121,460863,643622],[313666,643689,1359775],[314391,316868,465835],[315937,1103290,1619896],[323499,323818,473576],[324076,468127,652628],[330541,674287,893816],[336545,678390,886789],[340194,494807,676471],[340456,683827,895254],[342450,498406,691646],[344736,913146,2154912],[354707,1437621,2172809],[358980,520207,715747],[360557,717028,943076],[361001,521825,717455],[365284,527616,724387],[368820,727684,1212988],[368832,531499,728367],[370534,372718,536431],[376624,743263,971935],[382224,746621,1489322],[382236,547859,747304],[383150,386122,552791],[385374,1230087,1489986],[390573,391284,393050],[408266,579806,784547],[408811,784614,1005681],[410247,412013,584778],[415198,588772,798485],[430524,430843,607429],[445386,625239,837720],[447242,449669,631030],[460296,642954,857711],[461290,464579,648745],[469041,469829,472013],[489346,897113,1128683],[489358,678170,897796],[491060,493244,683102],[497150,687963,912692],[511099,511810,513576],[556790,557652,560079],[579239,783879,1016450],[581095,583522,789670],[602894,603682,605866],[703461,704323,706750] ] cell #1247 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [31872],[33611],[34100],[34316],[43140],[44736],[47935],[48377],[50179],[50395],[54644],[60525],[60860],[62444],[63164],[64314],[66533],[68849],[69291],[74332],[76792],[79775],[79991],[82777],[83180],[83615],[86098],[87366],[91547],[93131],[98466],[100050],[100770],[101920],[102366],[106455],[106897],[111759],[113959],[114755],[115593],[118411],[121427],[121862],[129980],[130415],[130750],[132898],[134166],[134817],[136687],[138347],[139931],[146149],[150972],[154371],[154806],[155141],[158515],[162349],[165167],[168888],[169291],[171088],[171884],[172722],[176473],[178556],[178991],[179326],[190933],[193365],[198188],[198591],[202284],[207107],[210506],[210941],[211276],[214608],[214642],[219465],[221665],[223299],[227008],[227411],[230842],[236726],[241162],[246821],[249219],[249253],[257195],[259627],[264450],[264853],[269966],[274105],[278928],[282990],[283024],[287847],[291681],[294015],[294097],[301818],[306254],[310206],[313698],[317338],[318134],[326191],[326225],[340488],[342920],[348568],[349155],[353294],[358117],[360146],[360921],[367557],[367591],[368673],[368755],[382077],[382159],[397681],[398268],[408843],[413279],[417231],[424363],[433250],[435929],[438728],[439658],[444531],[445306],[451942],[459441],[460216],[466886],[479411],[488117],[489199],[489281],[518207],[518794],[522985],[523975],[529979],[532778],[546026],[546339],[550068],[573511],[578384],[579159],[585795],[600739],[616641],[617681],[626399],[637122],[645104],[667155],[670646],[676650],[679449],[696739],[728874],[739622],[748851],[768292],[776321],[785039],[803744],[836557],[850179],[879878],[898303],[918280],[952470],[998308],[1065470],[1074568],[1191857],[1320496] ] cell #1248 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [19393,142494],[26053,170308],[28906,183724],[33306,199608],[37161,213640],[37831,216648],[40782,228428],[41730,232743],[46828,248251],[47498,251259],[51829,265870],[52574,267654],[53392,271091],[56720,282022],[57390,285030],[65150,307894],[65968,311331],[70941,325223],[71611,328231],[72132,329334],[72294,329655],[77921,346843],[78739,350280],[84845,367142],[88133,375417],[88295,375738],[95837,395956],[96655,399393],[97200,400306],[104255,419664],[104417,419985],[112278,441111],[113322,443575],[117145,452324],[126380,474712],[126542,475033],[129693,482953],[137081,501869],[146925,525861],[147537,527186],[148102,528369],[154084,540862],[159034,551521],[163901,562734],[167916,571847],[186085,614995],[189526,620736],[194753,630600],[197216,635458],[203060,646990],[203672,648315],[222577,687533],[236514,718112],[245414,732969],[255788,751906],[261015,761770],[275493,789240],[277956,794098],[301606,838377],[313486,858368],[322386,873225],[339081,902398],[354682,931199],[389668,986506],[408631,1017107],[429411,1051955],[442746,1072922],[510194,1172777],[576599,1264749],[640210,1350795], [11082,52431,267619],[11710,102613,414884],[11864,56078,280348],[14841,65007,307859],[17187,72347,330196],[17341,133753,492930],[18108,135148,496805],[18127,76424,341918],[18341,77094,344926],[18765,77778,346808],[19547,81425,359537],[22486,88348,376279],[22640,86953,372404],[24963,95694,395921],[25699,97549,401084],[25967,172953,583177],[25986,101598,411481],[27001,174623,586955],[27081,102756,414919],[27985,104470,420526],[28071,104821,284676],[28139,182329,605552],[28290,108051,289267],[28925,108547,432248],[29139,109217,435256],[31008,113179,443540],[32952,117494,453102],[33220,115824,449324],[33239,63992,304456],[36367,126595,475574],[36453,126946,327877],[36521,125200,471699],[36672,70445,208527],[36824,128516,480634],[37658,219721,681285],[37738,133896,492965],[37850,131645,487668],[39147,135095,496264],[40101,140508,352292],[40398,78153,228323],[40428,137430,502647],[40601,137908,349901],[40696,231073,706405],[40715,141479,513044],[40919,142020,355300],[41810,142637,516482],[42997,145147,526572],[44509,148155,528910],[46332,152392,380889],[46491,152907,538543],[47325,151228,534614],[47405,87096,372439],[47517,156036,545577],[49531,159935,553950],[51148,93708,258625],[51445,96069,265765],[51475,164250,563512],[51648,164728,399014],[51743,162580,559734],[51762,94679,392518],[51966,95220,261633],[52208,272182,783170],[52806,170203,406116],[53227,172900,582636],[53472,170451,577428],[56345,181016,286614],[56488,181272,426799],[57217,288103,814383],[57297,182472,605587],[57409,180221,600290],[58706,183671,608886],[59225,184075,291223],[60067,110526,186879],[60323,186914,620469],[61418,188961,619742],[61755,113074,299091],[62171,190351,622444],[63021,192363,453035],[64459,116823,312055],[64533,195371,458853],[64784,191442,624530],[65382,199503,458134],[65803,115771,448783],[66048,199751,641039],[67110,201282,647701],[68622,204290,650039],[68641,123092,466437],[70566,123887,205874],[70709,124143,319774],[71438,207363,655743],[71518,125343,471734],[71630,212171,666706],[72108,217528,676973],[72698,216294,334072],[72841,216550,486990],[73597,216595,675040],[75928,220885,334806],[77113,136832,224529],[77374,229417,509668],[77427,229478,352168],[77555,351371,925129],[78574,231020,705864],[78819,228571,700656],[81041,142869,233802],[81244,233221,357591],[82063,235667,716979],[82190,235988,721773],[82251,145023,236529],[83974,237811,720077],[84197,147801,240405],[84340,148057,366464],[85640,149739,242767],[85896,242802,539270],[86575,87328,152287],[88109,149035,530302],[88699,250905,380155],[88842,251161,544899],[89598,251206,744016],[90754,157282,253141],[91010,253176,751639],[91354,92442,159830],[92105,255223,750912],[92858,256613,753614],[92938,160078,553985],[95146,95239,163579],[95290,160924,389142],[95343,160985,258501],[95471,257704,755700],[96490,162527,559193],[96735,266013,772209],[97377,266825,773635],[97974,270651,576073],[98027,270712,405992],[98155,403852,1009609],[100627,273103,401017],[102065,173952,271815],[102139,276111,406835],[102988,175682,280243],[103992,286196,426224],[104231,285910,810071],[105720,284977,808138],[109236,185408,292911],[109636,293281,826409],[110108,186339,294059],[112254,188008,618004],[112440,189911,442220],[112493,189972,298967],[112621,296827,830879],[114168,301080,633289],[114229,192239,301621],[115135,116175,195017],[117322,307065,847493],[117919,310891,639684],[117972,310952,458010],[118100,455870,1091245],[120310,312639,857235],[120437,312960,862029],[120498,201158,313501],[121001,122444,203936],[122221,314783,860333],[123125,204237,649498],[124487,124822,125575],[126117,205456,319199],[126356,205170,651431],[127845,328178,884272],[128588,329315,667935],[129430,333654,486415],[129669,332183,890589],[132440,218232,336434],[132696,336469,481361],[133375,134128,220780],[135499,222841,344572],[137258,346014,915594],[141946,142039,232072],[144007,235260,360108],[144298,235648,521264],[145678,362427,945277],[147102,364924,948636],[147274,239987,365889],[147513,238516,721160],[149321,242227,368717],[150446,151706,245860],[151834,371485,958162],[152979,375398,736911],[153821,379737,544324],[154060,378266,968708],[156392,381343,974538],[156755,252347,746165],[156864,252601,382121],[157513,159249,256234],[159010,254270,749174],[159377,384889,979008],[161488,161891,162931],[164078,395127,995622],[166784,400674,570235],[168093,402478,1007617],[171297,408105,569678],[171358,272979,408646],[172264,173304,275757],[175101,278402,417977],[175229,589723,1283072],[181616,181951,182704],[185963,293649,436382],[187190,437994,1067098],[187553,295453,828887],[189033,441092,832106],[189703,441958,1071816],[192894,446812,1078360],[194729,303608,841425],[196084,452692,633846],[197393,454496,1089253],[203237,464219,1103195],[203648,315488,861416],[206105,206581,207841],[207969,470780,1112721],[217814,335894,489243],[218939,220199,339527],[220327,492011,1144433],[222553,498792,1154979],[229981,230384,231424],[238981,526229,722330],[243078,532044,1204591],[243441,370111,956170],[245591,536008,1209309],[253815,383515,977016],[255295,551502,980235],[255965,552368,1231171],[260991,391670,989554],[273634,580665,1270187],[275469,410633,1020155],[278133,588349,1281080],[286845,287321,288581],[288709,604633,1304548],[315953,647358,862586],[320413,469406,1110729],[322563,657137,1371681],[336745,678715,1399821],[337108,490637,1142441],[339258,682679,1404539],[354658,512196,1175825],[373710,536796,1210415],[427438,603259,1302556],[429588,815777,1568057],[494236,683467,1405645],[591948,798850,1547171] ] cell #1249 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [108450],[131548],[142498],[155939],[168695],[170312],[180124],[183654],[197995],[199612],[212074],[214738],[216578],[226815],[228432],[249349],[251189],[264257],[265874],[266808],[268433],[283120],[284960],[300143],[307048],[308673],[326321],[328161],[329071],[345997],[347622],[364907],[367687],[375154],[395110],[396735],[402461],[419401],[440848],[441941],[443722],[454479],[464202],[474449],[482690],[521473],[526923],[535991],[540599],[551258],[552351],[588332],[616238],[630337],[648052],[657120],[682662],[687270],[728471],[747408],[761507],[788977],[815760],[868727],[897900],[930936],[950958],[1047457],[1137229],[1221534], [24553,95077,266148],[27923,106028,283627],[35240,123717,324650],[35799,125840,328586],[36305,128153,326828],[37064,130169,214585],[40329,139363,348545],[41647,141877,228706],[44309,146752,365858],[46279,156207,374801],[46731,154560,249196],[49930,160658,394995],[50014,160811,395329],[51376,166183,397658],[52435,168636,268718],[56623,178745,282967],[56767,179850,422483],[58012,180846,281449],[58571,182969,285385],[59077,108888,433853],[59387,184844,185339],[61876,188616,441826],[61960,188769,442160],[63895,198568,198780],[64390,199886,451919],[65011,197936,308958],[69023,204855,474190],[69100,205140,474533],[70844,210695,326168],[70988,211800,477531],[72277,214288,331138],[73905,215245,331115],[75875,131816,495327],[76327,134794,135006],[77322,136268,136763],[77782,226756,347907],[79526,229151,345882],[79610,229304,346216],[80915,232697,233714],[80972,142990,518184],[81474,234184,234820],[84397,238201,526664],[84474,238486,527007],[84748,241351,367534],[85470,247678,532755],[86487,155283,250332],[86957,249999,250273],[87593,251614,538057],[88278,248899,377221],[89906,249856,377198],[93392,257364,562568],[94582,264830,265042],[95698,264198,397020],[97183,266559,400428],[99482,269356,402346],[99566,269509,402680],[99750,270569,271727],[101501,169268,169480],[101996,170586,585772],[102508,174577,175594],[102617,174244,174518],[103943,176064,176700],[104400,282670,421468],[106629,285595,419142],[106706,285880,419485],[108534,290143,291352],[108594,184352,611384],[109902,293490,614870],[111566,297886,438705],[112758,296487,620570],[113183,300084,444007],[114055,307267,627088],[115264,198824,310302],[115754,309827,309852],[117128,306799,452446],[119427,309596,454364],[119511,309749,454698],[119695,310809,311967],[122995,318111,318323],[124734,211418,327304],[125204,326971,327245],[126525,325871,476516],[130892,133287,215721],[131197,331868,482431],[131274,332153,482774],[131632,333576,334935],[132270,213067,679426],[133757,215388,215662],[134393,217003,684728],[135050,221761,222970],[135078,221286,221311],[139631,228235,349758],[140192,351031,501703],[141382,227388,227600],[142421,355865,357511],[144326,360310,716817],[146245,365126,523674],[146908,364658,525983],[148085,367237,529141],[148720,374895,728770],[149018,375248,375273],[150366,249938,378583],[155588,377951,540340],[155665,378236,540683],[156023,379659,381018],[158322,382054,385948],[159742,257337,388205],[159939,387872,388146],[162020,265086,398364],[162510,397889,397914],[166451,265677,398871],[167031,400515,569910],[169524,172393,270062],[169887,403512,571681],[170235,404953,406755],[171184,267027,785728],[172883,269587,269612],[174183,276676,278322],[179468,181863,284103],[180208,284805,423906],[182333,283770,284044],[186068,436585,615119],[187693,440589,616537],[187991,440942,440967],[191354,306924,452598],[196331,452533,633521],[199187,455530,635292],[199535,456971,458773],[202380,460130,464421],[203043,463953,647112],[204065,318367,466982],[204220,466507,466532],[205153,474543,474568],[206501,326910,477878],[212158,328006,478954],[212819,480836,667553],[212877,480991,481226],[215327,218859,332500],[217213,328812,898199],[217511,329165,329190],[227644,230513,349251],[228355,349821,506516],[231003,348776,348801],[235404,521141,716552],[237723,364783,526135],[238499,527017,527042],[239228,526070,722005],[247430,538745,736529],[247488,538900,539135],[252330,546970,546995],[253955,546235,550999],[254253,551352,551377],[256154,387811,554132],[257616,394986,563008],[265797,398934,567381],[266684,272094,400580],[281259,419626,593613],[283709,287241,422830],[285893,419495,419520],[295436,617272,617297],[296739,441817,621010],[297638,619944,831724],[297696,620099,620334],[303591,630431,630456],[312376,641892,642270],[312601,460014,642602],[314695,464078,647264],[315471,648146,648171],[316200,647199,862261],[324460,474674,660029],[330925,482915,669975],[332166,482784,482809],[345873,351283,502143],[362164,718645,719023],[362389,523558,719355],[365668,527148,723305],[370094,729505,729530],[371397,535867,733243],[377008,540824,738951],[378249,540693,540718],[384801,552227,752180],[385700,751114,979853],[385758,751269,751504],[391653,761601,761626],[402337,403764,572121],[410616,789071,789096],[446549,838910,839288],[446774,626972,839620],[450053,630562,843570],[454355,455782,635732],[461684,644687,859611],[464963,648277,863561],[470692,656996,873499],[490620,898934,898959],[491923,682538,902672],[497534,687495,908380],[498775,687364,687389],[512179,931030,931055],[557184,758142,987749],[560463,761732,991699],[580402,1017640,1018018],[580627,785612,1018350],[583906,789202,1022300],[588208,589635,794372],[604545,815636,1052229],[631424,844814,1084041],[703855,927571,1174020],[707134,931161,1177970],[790064,1023544,1275868],[913086,1158368,1416764], [15436,68422,123105,202887,318380,465153],[16326,35812,70392,208334,212342,474096],[19970,83369,146092,237269,364792,523567],[23235,92563,159873,254878,387820,552236],[24243,50368,94692,260230,265099,560653],[28813,58584,107998,180392,289074,607949],[29663,111507,187978,295423,440932,617262],[31407,62633,113902,302361,306933,626981],[31845,32302,64005,193968,198837,450243],[33851,121616,200530,202227,460023,464087],[33995,122721,204207,315458,466497,648136],[35297,69592,125138,321476,326919,657005],[41337,79964,141492,227657,353897,707324],[42227,81487,143428,143790,359344,519397],[42681,145795,237471,361877,525695,718556],[44987,85411,149005,370081,375238,729495],[45479,46103,86891,244504,249947,535876],[48186,158263,252317,254240,546960,551342],[50074,94090,162497,391640,397879,761591],[54179,100239,171031,266693,409386,785621],[54617,55074,101611,169537,274708,584096],[56238,103547,103909,103956,417834,418992],[58069,107198,182267,283718,428501,815645],[59577,185819,293403,436029,614757,826178],[62705,113605,191102,446262,452158,838821],[63403,64209,115741,303578,309817,630421],[66794,201930,312089,314443,641803,646824],[74583,132211,217498,329155,490607,898924],[75075,75699,133691,215336,338171,682547],[76437,76765,77222,135063,343523,497724],[79670,140890,230990,348766,512166,931020],[100311,170734,271842,400140,580115,1017551],[101009,101815,172870,269577,410603,789061],[102551,103109,103733,174192,416621,588217],[135065,135776,136582,221276,498762,687354] ] cell #1250 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [23299],[33983],[35361],[46167],[47841],[47884],[48365],[50062],[58133],[60431],[60474],[64197],[66521],[68798],[69279],[75763],[79658],[82765],[83564],[85375],[86004],[86047],[87354],[93119],[101803],[103797],[106404],[106885],[111471],[111747],[113947],[114743],[115542],[121811],[130364],[132175],[132804],[132847],[134154],[136570],[139919],[146137],[148837],[150684],[150960],[154755],[158227],[158503],[162298],[168600],[168876],[171076],[171872],[172671],[174482],[176461],[178940],[187810],[197900],[198176],[202272],[206819],[207095],[210890],[214630],[215626],[217330],[219177],[219453],[221653],[223248],[226720],[226996],[230791],[246770],[249241],[250237],[254072],[256472],[264162],[264438],[268550],[269954],[276793],[278640],[278916],[283012],[284008],[287559],[287835],[291630],[300048],[301032],[306242],[308790],[310194],[326213],[327209],[332617],[340437],[343904],[347739],[349143],[350139],[357829],[358105],[363562],[367579],[367969],[368661],[378700],[388110],[396852],[398256],[399252],[403113],[407073],[408057],[413267],[422947],[434234],[438954],[439646],[443839],[444382],[444462],[455131],[459091],[462857],[466874],[477995],[484088],[488495],[489187],[504676],[508636],[521655],[523826],[523906],[529836],[541997],[549364],[550056],[554249],[565541],[569501],[572807],[578235],[578315],[596710],[597131],[614660],[617538],[623685],[636418],[642784],[644955],[645035],[663126],[663547],[670577],[676507],[696035],[716585],[719537],[726530],[735918],[739553],[745830],[748708],[767588],[803675],[822187],[828552],[835853],[839802],[856841],[879809],[905347],[943412],[944883],[952401],[955835],[1018532],[1065401],[1077966],[1142106],[1190980],[1269793] ] cell #1251 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [232399,516361],[232741,710256],[270271,577307],[271089,781157],[289780,609338],[310511,640918],[311329,855015],[329332,886623],[330186,671370],[333213,675492],[349460,700535],[350278,923116],[375415,964742],[376269,740346],[379296,744468],[398573,772088],[399391,1003144],[400234,1005009],[401629,777124],[419662,1036180],[420516,804468],[423543,808590],[441109,1070898],[452252,1086645],[453647,850982],[474710,1119301],[475564,880602],[478591,884724],[481556,889095],[482951,1131763],[501797,1160679],[503192,919083],[525789,1196731],[527184,1198421],[528900,953194],[539465,967214],[540860,1216068],[551519,1230253],[562662,1246000],[564057,999111],[571775,1258795],[594178,1038652],[620664,1327194],[622989,1075371],[630598,1338801],[635386,1344841],[646918,1359103],[648313,1360793],[660594,1121773],[687531,1411298],[717968,1453137],[724860,1200934],[732897,1468850],[751834,1490712],[761768,1502319],[789238,1535177],[794026,1541217],[826842,1321161],[838233,1594419],[858224,1615895],[873153,1631608],[902326,1664080],[931197,1697549],[986362,1754534],[1016963,1786246],[1051883,1823435],[1072778,1845337],[1172633,1940805],[1264605,2024067],[1350651,2100201], [50873,393253,562119],[69256,468607,651911],[70312,322867,473798],[77270,499822,692430],[80469,513779,708790],[84630,528096,721640],[87113,535159,970228],[93292,389718,555665],[93414,555828,755289],[102773,587500,792836],[103829,417536,592741],[106862,602460,810551],[107918,429892,607651],[109393,612444,612997],[111920,442796,619514],[112780,621597,830468],[115776,629203,1091913],[123419,319653,651391],[123761,468085,866806],[125360,656288,1124787],[131430,674767,891069],[133913,681830,892109],[134978,496795,685976],[135100,686136,905781],[140092,510244,702336],[140214,702499,924718],[142654,710728,710778],[143710,519099,519575],[144348,717060,942749],[146454,366343,721120],[147675,527574,946852],[149040,728120,1213395],[151133,371824,731747],[151226,534687,1218534],[155821,743743,969188],[158676,385228,750684],[160095,754159,1234726],[160448,389594,755597],[162532,760373,1251268],[169049,576649,778154],[169452,583167,779144],[169909,780237,1009198],[170468,781629,781679],[172905,787843,1010277],[174279,414798,792316],[174621,587028,1025545],[180548,426678,810031],[180890,601938,1045536],[182489,814928,1041666],[183554,609417,609462],[183676,819234,819237],[186011,615060,1064768],[186793,616924,617964],[188013,615887,1326211],[188406,442672,830776],[191440,625608,1342709],[193670,448025,841385],[198349,640260,852012],[198752,449314,853002],[199209,854095,1090834],[199768,855487,855537],[202589,462935,861376],[204242,865116,1363306],[205175,868376,1375767],[207268,471119,872003],[207361,655816,1380906],[212841,886489,1129020],[214947,486869,890549],[215423,492844,891589],[216075,675571,675616],[216168,674245,1133123],[216600,894289,894292],[217533,897549,1129090],[219626,492350,901176],[219719,681358,1134229],[221398,496716,906089],[227169,504046,920113],[227572,706395,921103],[228588,923588,923638],[228941,510120,925026],[231025,929802,1165947],[235193,942566,942634],[236440,718895,719974],[237809,522194,1456972],[238521,950607,1458121],[241569,374943,1213210],[242681,530262,729157],[244294,533721,958059],[247452,964608,1213325],[249558,544778,968668],[250034,372318,969708],[250686,744547,744592],[250779,743221,1217428],[251211,972408,972411],[252352,974971,1484679],[253055,546622,749134],[254275,747057,1489729],[254668,550081,978905],[256611,753687,1493762],[257702,756778,1506227],[259932,558435,989514],[261463,394477,763484],[264611,564911,1000141],[265014,559724,1001131],[266030,1003616,1003666],[266751,773700,1256595],[266830,1005572,1005575],[267533,268753,776604],[269146,576525,1009506],[269699,583088,1010585],[272180,784248,1256663],[274410,581878,1020115],[279089,590062,1030742],[283329,422518,1040106],[283805,605466,1041146],[284457,808669,808714],[284982,1043846,1043849],[285915,1047106,1289205],[288008,604972,1050733],[288101,814456,1294344],[294132,828209,829315],[295458,1067531,1585045],[295837,440637,1326026],[296825,834076,1588791],[297660,1070764,1326141],[301532,624427,839160],[303613,1083690,1599403],[306415,632314,1086277],[306991,847558,1342641],[307070,1087208,1087211],[307773,308993,850462],[309386,640136,1091142],[309939,449235,1092221],[312637,857450,1614866],[313412,642142,860230],[314781,643323,1619730],[315493,859260,1620879],[318295,650029,1107753],[321266,654850,1112618],[326530,477566,1123227],[327006,471613,1124267],[327658,884803,884848],[328183,1126967,1126970],[328860,335236,1128905],[330107,331476,889403],[332188,1136878,1388752],[336348,676933,898586],[337961,680392,1144330],[343225,688746,1154939],[344353,501599,913976],[346019,1161242,1161245],[346722,347942,918563],[348335,505413,1165176],[348888,706316,1166255],[351369,926207,1419421],[353599,705106,1175785],[355130,515003,932913],[358278,711582,1186412],[362425,945492,1714318],[364850,948701,1456904],[364929,1197294,1197297],[368790,726550,955492],[370116,1205024,1724314],[371483,961359,1728060],[374503,538092,1212344],[376190,377559,967522],[378271,1221183,1475558],[381271,974408,1742764],[382194,745487,977444],[383520,976872,1745160],[383899,551047,1489544],[384887,748129,1748906],[385722,1230119,1489659],[387907,553864,1234206],[391675,987398,1759518],[395132,1246563,1246566],[395835,397055,998591],[397448,566278,1250497],[398001,559645,1251576],[401157,402862,1008045],[402483,1259358,1259361],[403850,1012806,1519253],[408557,783067,1017890],[410638,1275517,1791230],[413440,790954,1278104],[416411,795775,1282969],[420437,421806,1038960],[428291,813490,1304445],[433555,611419,1315054],[434683,435086,1063533],[437922,1066968,1840159],[441963,1327757,1327760],[443454,444042,1074851],[445255,627123,1333457],[446810,1078575,1849997],[451709,632893,1341622],[453175,454880,1089681],[454501,1345404,1345407],[455868,1094442,1605815],[460165,645828,1355449],[464145,1103260,1619662],[464224,1359666,1359669],[466619,649950,1363614],[469411,1110585,1879984],[470778,869448,1883730],[475485,476854,1122081],[489316,895979,1141763],[490642,1400254,1910585],[492009,1147630,1914331],[495029,684763,1407574],[498797,1416413,1670788],[502720,504425,1163715],[512201,1173669,1945789],[517974,712949,1445727],[523709,524699,1193077],[528821,529479,1201242],[530782,729677,1464089],[531972,1204461,1970779],[536013,1469413,1469416],[536801,1210271,1975957],[547142,749654,1485951],[552373,1491275,1491278],[563585,565290,1249036],[579108,785763,1529833],[580663,1270402,2028727],[585562,791533,1537998],[588354,1541780,1541783],[589721,1286269,1797642],[603264,1302412,2058714],[604631,1048178,2062460],[617444,618484,1322433],[622517,623434,1330244],[624119,838852,1593752],[641834,859922,1615228],[657142,1632171,1632174],[677453,899106,1659319],[678643,1399691,2140208],[682684,1664643,1664646],[683472,1405501,2145386],[717194,717321,1452108],[718587,719666,1452470],[782759,1017582,1785579],[798855,1547027,2258841],[815782,1823998,1824001],[826209,826279,1582649] ] cell #1252 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [56886],[71107],[77975],[87712],[95891],[104089],[104141],[104732],[108713],[116645],[126214],[126266],[126857],[129527],[129579],[134512],[137106],[142691],[147371],[147423],[149151],[152303],[153918],[153970],[163926],[167941],[173774],[183395],[183986],[186813],[188124],[189551],[191584],[194587],[194639],[197241],[203506],[203558],[215916],[217644],[220796],[222411],[222463],[232419],[236129],[237953],[241588],[242701],[244012],[245439],[250527],[253075],[254386],[255813],[260849],[260901],[268864],[270291],[272324],[275327],[275379],[277981],[284298],[295856],[301221],[303045],[309104],[310531],[313101],[314214],[314925],[319673],[320984],[322411],[327499],[331620],[335255],[336368],[337679],[339106],[344194],[348053],[349480],[354516],[354568],[366363],[370514],[377703],[383130],[383918],[387053],[389283],[390396],[391107],[394318],[397166],[398593],[402881],[408246],[410070],[416129],[417556],[421950],[426698],[428009],[429436],[434524],[442361],[444153],[450748],[454899],[465658],[467970],[469021],[469809],[473818],[476998],[486889],[491040],[498229],[504444],[507579],[509809],[510922],[511633],[514844],[517692],[519119],[522473],[525667],[529623],[536411],[544798],[552771],[555081],[555685],[565309],[568444],[576214],[578006],[584601],[588752],[599511],[601823],[602874],[603662],[607671],[610851],[618930],[619534],[623453],[625887],[639825],[641617],[643602],[651026],[651252],[665927],[669144],[672338],[676294],[683082],[691469],[699442],[701752],[702356],[711980],[717340],[720755],[720981],[738120],[741314],[745270],[755241],[770995],[777570],[778174],[782093],[784527],[798465],[802242],[809666],[809892],[826359],[830420],[842739],[851428],[852032],[855951],[878376],[886769],[890184],[890410],[907549],[924670],[942701],[951958],[964888],[968303],[968529],[990868],[1005089],[1009150],[1021469],[1071044],[1086725],[1090786],[1106517],[1128972],[1177139],[1196811],[1213277],[1230399],[1326093],[1359183],[1489611], [34114,204531],[35813,125959],[48379,256646],[50193,162821],[50745,163401],[58585,183088],[64328,116065],[66483,459334],[66535,312672],[67126,317509],[68913,205286],[69293,207396],[79789,231314],[80341,231894],[81488,234939],[82727,522878],[82779,362460],[83679,238632],[87368,151261],[90306,381768],[93133,257737],[93724,260274],[101934,173194],[103957,176819],[106519,286026],[106899,288136],[109265,292733],[110812,438419],[111761,296860],[113961,191475],[114705,626292],[114757,446845],[115657,303724],[116359,194012],[121926,315604],[123439,318766],[130479,332299],[134168,219754],[135389,136701],[136859,224351],[139933,351404],[140524,353941],[142311,356296],[146151,237844],[146474,363957],[149099,241794],[150025,532469],[150974,371518],[154870,378382],[158517,384922],[162413,391786],[168890,403885],[169790,405384],[171090,272215],[171834,784932],[171886,580698],[172786,410749],[173488,274752],[174549,277107],[174656,176475],[179055,422629],[180568,425791],[188072,296062],[191248,300344],[193690,448342],[198190,455903],[199090,457402],[202286,314816],[202609,463252],[207109,470813],[208344,472944],[211005,477677],[214644,331511],[214967,484483],[215693,332931],[217592,335461],[218518,679140],[219467,492044],[221433,221667],[221836,224065],[223363,498908],[227010,505448],[227910,506947],[230906,512312],[237617,362874],[246885,538203],[249255,377594],[249578,542392],[250304,379014],[254334,384124],[259952,558752],[264452,566313],[265352,567812],[268812,403087],[269734,269968],[271988,407369],[274430,582195],[276767,277055],[278930,589756],[279830,591255],[283026,421841],[283349,597105],[284075,423261],[287849,604666],[289084,606797],[291745,611530],[303242,629081],[306256,632928],[309052,455105],[309974,310208],[314589,462169],[323857,659332],[326227,476889],[326550,663521],[327276,478309],[331284,483400],[332591,332879],[340552,684874],[343245,689063],[348001,504650],[348923,349157],[353619,705423],[358119,712984],[359019,714483],[359354,715115],[367593,529514],[368675,729712],[370403,731163],[374523,735892],[377367,541309],[378674,378962],[388177,554563],[391304,760251],[397114,565515],[398036,398270],[410267,787721],[413281,791568],[419002,800257],[421614,596022],[422921,423209],[430882,817972],[433575,822161],[439660,617479],[444101,623659],[444671,839441],[445275,839776],[447096,841246],[465855,646796],[466654,466888],[469698,871419],[476662,662438],[477969,478257],[489201,899141],[490929,900592],[495049,905321],[498426,910743],[511830,929680],[524115,719176],[524719,719511],[529287,725842],[529897,955536],[530123,956061],[547177,550070],[552660,750100],[554223,554511],[557506,989375],[578524,1018171],[579128,1018506],[580949,1019976],[588641,1030158],[603551,1050149],[615333,826968],[617599,828253],[617825,828778],[624071,1077700],[642423,645244],[642758,645848],[648599,861237],[676568,1141807],[676794,1142332],[687817,1154800],[704177,1175646],[716646,942610],[719618,944617],[745531,748769],[746056,748995],[782711,1269527],[826231,1064643],[856575,859874] ] cell #1253 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [179755,1043818],[183425,609102],[184257,819206],[211705,1126939],[215946,675256],[216908,894261],[225133,1161214],[232456,710364],[250557,744232],[251519,972380],[262575,1246535],[266893,1005544],[267640,777053],[268178,1259330],[270328,781265],[280905,1289045],[284328,808354],[298305,1327729],[307133,1087180],[307880,850911],[308418,1345376],[310568,855123],[324106,1375607],[327529,884488],[328877,1128930],[330249,889890],[330571,1388592],[346829,919012],[349517,923224],[364992,1197266],[365314,1457961],[372963,1469385],[374960,1213235],[376332,968009],[376654,1475398],[386367,1491247],[395942,999040],[398630,1003252],[401174,1008070],[415443,1541752],[420579,1039447],[437479,1584041],[440654,1326051],[443561,1075300],[449699,1599243],[453192,1089706],[464287,1359638],[464609,1620719],[472258,1632143],[475627,1122568],[493489,1664615],[497180,1670628],[502737,1163740],[528963,1201729],[531529,1723310],[547889,1744156],[551064,1489569],[560109,1759358],[563602,1249061],[583552,1791070],[606111,1823970],[622534,1330269],[652658,1878980],[678200,1909581],[706780,1945629],[717211,1452133],[724417,1966850],[811298,2057710],[893846,2136279],[971965,2207832], [31817,449377,1092708],[45394,534704,1218559],[50340,559787,1252063],[54589,583230,1011072],[55983,417593,799145],[62392,452224,1342593],[62476,625625,1342734],[63308,629175,1347908],[68394,650092,1364101],[69507,655833,1380931],[74990,681375,1134254],[76737,496858,906576],[76919,344224,691792],[79936,706458,1166742],[81330,519156,941104],[83128,525761,1456856],[83212,522211,1456997],[85229,728092,1473358],[92478,753704,1493787],[93163,756795,1506252],[93995,760345,1511426],[99998,400206,1256547],[100082,784265,1256688],[100914,787815,1261862],[102388,414905,792765],[103024,587045,1025570],[106000,808732,1296292],[106219,607708,816860],[107113,814473,1294369],[108860,609480,1056133],[109042,434554,824890],[111325,615859,1587740],[111791,834093,1588816],[120226,857467,1614891],[121375,646890,1619614],[121459,643340,1619755],[122626,865088,1623795],[123476,868348,1636116],[128125,884866,1382854],[128344,473855,658220],[129928,481528,1132020],[130012,329871,889818],[130772,492951,892038],[131788,675634,1136177],[132029,897521,1386552],[134849,496480,906504],[135681,686108,1150150],[137413,703250,925513],[139278,923133,1425748],[139656,514874,708152],[139963,926224,1419446],[140795,929774,1424620],[142269,516468,934724],[142905,710273,1181240],[145594,945509,1714343],[146511,950579,1717932],[151004,961376,1728085],[154319,539437,1216325],[154403,375954,967937],[155163,372425,970157],[156179,744610,1220482],[156640,974943,1743230],[158081,747029,1747855],[158547,748146,1748931],[164233,556579,756084],[166098,1003161,1512554],[166476,394348,561481],[168248,780988,1009993],[168454,401265,1008758],[168920,1012823,1519278],[169323,582852,1011000],[169748,577414,1012180],[170501,781174,1262990],[174336,587136,1026258],[177019,810776,1045561],[177355,1036197,1550143],[177437,602652,810480],[178504,594150,1292135],[178588,420201,1039375],[179348,605573,1041595],[180605,1047078,1550070],[187438,1067503,1840625],[189858,622348,831263],[192810,1078592,1850022],[193727,1083662,1853611],[197548,854846,1091629],[197754,453283,1090394],[198220,1094459,1605840],[198623,448999,1092636],[199048,641025,1093816],[199801,855032,1349036],[200165,1097218,1867988],[201729,644555,1870013],[202646,859232,1873602],[207139,869465,1883755],[208969,652136,866831],[209305,1119318,1636189],[209387,468799,651840],[210454,660566,1378697],[210538,475249,1122496],[211298,471720,1124716],[212948,886640,1386625],[213751,893324,1133148],[214087,1131780,1649105],[214169,674959,890998],[215004,1136850,1649032],[215480,681466,1134942],[219497,1147647,1914356],[224718,925821,925832],[224831,702664,702917],[226574,502828,1164428],[227040,347065,922361],[227443,706080,1166670],[227868,700642,1167850],[236904,1193362,1962245],[239475,723895,946877],[239811,1198438,1718005],[239893,528288,721569],[241110,724832,1461037],[241194,528585,1201657],[243326,1204996,1971245],[247559,964759,1473431],[248362,971443,1217453],[248698,1216085,1734426],[248780,743935,969117],[249615,1221155,1734353],[250091,534795,1219247],[257217,553971,1234655],[259072,758010,1999579],[259989,987370,2003168],[262160,756392,756403],[262273,555993,556246],[264016,563693,1249749],[264482,396178,1002389],[264885,559409,1251991],[265310,772195,1253171],[266515,1005451,1256620],[267763,1012420,1012431],[267876,780402,780655],[273550,1270419,2028752],[274467,1275489,2032341],[278960,1286286,1797667],[279788,592434,592516],[280810,810862,811138],[282469,282551,808057],[283386,420806,1042967],[283862,814564,1295057],[287879,1048195,2062485],[293630,826721,1064793],[293963,826814,1583115],[294846,618413,1326870],[297767,1070915,1587813],[297890,833690,833701],[298003,621762,622015],[299902,622625,1330957],[301996,1333742,2086489],[304903,1338818,1853684],[304985,447914,450922],[305456,844682,2091094],[306286,451071,1096285],[306755,1087087,1342666],[308003,1094056,1094067],[308116,854260,854513],[314388,316865,649417],[316783,1360810,1873675],[318166,649714,1364029],[323815,473491,473573],[324011,652222,652498],[325670,325752,884191],[326587,475854,1126088],[327063,655924,1381619],[328968,1129330,1129341],[330476,893410,893686],[336993,1400226,2140674],[342365,1411315,1920697],[342447,688635,691643],[343282,1416385,1920624],[352739,927439,2169008],[353656,1173641,2172597],[358149,516704,937083],[358977,715662,715744],[360065,942659,1712318],[360427,943059,943070],[361198,361451,720389],[361784,720461,1457611],[364614,1197173,1456929],[365219,723981,724257],[369504,530711,1214054],[372661,533070,536366],[374196,374278,974045],[374560,537091,1223051],[375051,1213635,1213646],[376559,971529,971805],[382908,749583,1490388],[383085,386065,752932],[385829,1230270,1747928],[387964,753795,1494475],[390570,393047,558324],[392965,1502336,2003241],[409021,1530118,2245129],[411928,1535194,2032414],[412010,581767,584775],[412481,1023412,2249734],[413311,584924,1014649],[415141,795124,798420],[430840,607344,607426],[432695,432777,821733],[433612,609707,1058613],[435861,435872,1064720],[436957,829340,1587406],[437043,437319,830028],[440745,1326451,1326462],[445583,445836,624842],[446169,624914,1343348],[449604,627394,630958],[460493,460746,860645],[461079,860717,1620369],[461218,464514,864237],[463909,1359545,1619687],[468976,471956,654199],[490030,677382,1129749],[493187,679741,683037],[494722,494804,895926],[495086,683762,1138746],[497085,909056,912620],[500640,1158236,2354503],[511096,513573,704995],[513491,1697566,2172670],[521808,521819,945749],[531007,726575,1473024],[531093,531369,727263],[547367,977469,1747521],[547453,547729,978157],[551155,1489969,1489980],[556718,560014,758564],[579436,579689,783482],[580022,783554,1257302],[583457,786034,789598],[602829,605809,812839],[625222,625233,836596],[642937,642948,1100308],[677678,896004,1386218],[677764,678040,896692],[703389,706685,927993],[783862,783873,1015326] ] cell #1254 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [179759,1043821],[183427,609162],[184261,819209],[211709,1126942],[215948,675316],[216912,894264],[225137,1161217],[232460,710429],[250559,744292],[251523,972383],[262579,1246538],[266897,1005547],[267642,775018],[268182,1259333],[270332,781330],[281020,1288915],[284330,808414],[298309,1327732],[307137,1087183],[307882,848876],[308422,1345379],[310572,855188],[324221,1375477],[327531,884548],[328884,1128800],[330253,887782],[330686,1388462],[346831,916977],[349521,923289],[364996,1197269],[365429,1457831],[372967,1469388],[374967,1213105],[376336,965901],[376769,1475268],[386371,1491250],[395944,997005],[398634,1003317],[401181,1005847],[415447,1541755],[420583,1037339],[437599,1583914],[440661,1325921],[443563,1074305],[449814,1599113],[453199,1087483],[464291,1359641],[464724,1620589],[472262,1632146],[475631,1120460],[493493,1664618],[497295,1670498],[502744,1161517],[528967,1200700],[531649,1723183],[548009,1744029],[551071,1489439],[560224,1759228],[563609,1246838],[583667,1790940],[606115,1823973],[622541,1329152],[652778,1878853],[678320,1909454],[706895,1945499],[717218,1452006],[724537,1966723],[811418,2057583],[893966,2136152],[972085,2207705], [31826,449381,1081960],[45396,534711,1207539],[50349,559791,1241315],[54598,583234,1273787],[62396,452227,1342464],[62478,625632,1331713],[63312,629178,1336814],[68403,650096,1363072],[69509,655840,1369911],[74992,681382,1402769],[76746,496862,1152172],[79945,706462,1436545],[83132,525764,1456727],[83214,522218,1454853],[85233,728095,1462457],[92480,753711,1492670],[93165,756802,1495231],[93999,760348,1500332],[100002,400209,1256418],[100084,784272,1528089],[100918,787818,1533190],[103026,587052,1279310],[103528,417597,1033918],[106009,808736,1559448],[107115,814480,1566287],[108869,609484,1312287],[111329,615862,1585675],[111793,834100,1586711],[120228,857474,1614764],[121379,646893,1619485],[121461,643347,1617611],[122630,865091,1622671],[123480,868351,1625215],[128134,884870,1645494],[129932,481531,1129776],[130014,329931,887640],[131797,675638,1395930],[132033,897524,1657687],[134851,496540,1152030],[135685,686111,1409311],[136185,344226,913721],[139280,923140,1687900],[139965,926231,1690461],[140799,929777,1695562],[142907,710280,1442068],[143409,519160,1189588],[145596,945516,1714216],[146515,950582,1715917],[151006,961383,1725980],[154323,539440,1214081],[154405,376014,965759],[156188,744614,1482736],[156644,974946,1743106],[158085,747032,1745790],[158549,748153,1746826],[166100,1003168,1772205],[168458,401330,1006527],[168724,780992,1264990],[168922,1012830,1778538],[169325,582912,1273645],[170503,781181,1525528],[174340,587201,1279990],[174422,414907,1027606],[177357,1036204,1806591],[178508,594153,1289891],[178590,420261,1037197],[180373,607712,1053909],[180609,1047081,1817042],[184761,434556,1063278],[187442,1067506,1840501],[192812,1078599,1849895],[193731,1083665,1851596],[197758,453348,1088163],[198024,854850,1351036],[198222,1094466,1861659],[198625,449059,1081818],[199803,855039,1612090],[200280,1097088,1867986],[201731,644675,1869886],[202650,859235,1871587],[207141,869472,1881650],[209307,1119325,1888227],[210458,660569,1376453],[210540,475309,1120318],[212323,473859,875179],[212950,886647,1647236],[214089,1131787,1900487],[214304,893328,1393919],[215008,1136853,1902188],[215484,681531,1403449],[215566,492953,1146009],[219499,1147654,1912251],[226578,502893,1162197],[226844,703254,1173018],[227042,503791,922294],[227445,706140,1436403],[228623,514876,932658],[232542,516470,1183276],[237019,1193232,1962243],[239813,1198445,1965793],[241114,724835,1459913],[241196,528645,1200558],[243330,1204999,1971121],[247561,964766,1732557],[248700,1216092,1980515],[248915,971447,1480725],[249619,1221158,1982216],[250095,534860,1208219],[250177,372427,959738],[259074,758130,1999452],[259993,987373,2001153],[264020,563758,1247518],[264286,556583,986747],[264484,564656,1002322],[264887,559469,1241173],[266065,394350,763229],[266575,1005455,1517317],[268395,1012418,1264155],[270414,577416,1266132],[273552,1270426,2028625],[274471,1275492,2030326],[278962,1286293,2040389],[281332,602654,1047597],[282471,421328,808059],[282686,810780,1300786],[283390,595274,1042895],[283866,814629,1566967],[283948,605575,1306124],[287881,1048202,2060380],[293967,826817,1582991],[294848,616378,1326803],[297769,1070922,1843216],[299906,622690,1329832],[300172,622352,1073163],[302111,1333612,2086487],[304905,1338825,2090037],[305458,844802,2090967],[306288,632059,1096218],[306815,1087091,1603879],[308635,1094054,1350201],[310654,641027,1352178],[316785,1360817,2107752],[318168,649774,1362930],[324533,468801,868867],[325672,476376,884193],[325887,652140,1108959],[326591,661690,1126016],[327067,655989,1370591],[327149,471722,1114297],[329033,1129328,1386822],[330998,674961,1137369],[336997,1400229,2140550],[342367,1411322,2149944],[343286,1416388,2151645],[345764,702597,926561],[347584,925819,1172183],[349603,700644,1428890],[352741,927559,2168881],[353660,1173644,2170582],[358151,711327,937016],[360069,942529,1712316],[361131,522548,718211],[361788,718353,1457539],[364674,1197177,1717047],[365741,528290,951098],[367253,723899,1198689],[369506,728611,1213987],[374198,537613,974047],[374564,734923,1222979],[375116,1213633,1473628],[377081,743937,1221674],[382910,747548,1490321],[385831,1230277,1992773],[387968,753860,1493350],[388050,553973,1233660],[392967,1502343,2223135],[394877,555926,757132],[396697,756390,985912],[398716,772197,1515696],[402228,780335,1013160],[409136,1529988,2245127],[411930,1535201,2248677],[412483,1023532,2249607],[413313,790699,1014582],[417679,592436,799667],[419363,810790,1047419],[432697,610229,821735],[433616,820330,1058541],[435859,614401,1064591],[436601,826725,1320941],[436961,827117,1587404],[436971,616200,827797],[440810,1326449,1588010],[441708,621695,834430],[443684,833688,1072328],[445516,625962,838476],[446173,838618,1343276],[447916,450126,631704],[454246,854193,1094796],[460426,643677,858467],[461083,858609,1620297],[461964,465036,649419],[463969,1359549,1872717],[473493,473941,658742],[474411,652150,868689],[482652,893338,1137191],[490032,898040,1129682],[494724,684284,895928],[495090,9043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] cell #1255 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58916,290438],[73977,334424],[80814,356667],[89978,380507],[97915,401850],[99649,406387],[106100,424754],[108355,431692],[117860,453868],[119594,458405],[128225,479802],[129367,482257],[131453,487112],[137796,503413],[139530,507950],[153758,540166],[155844,545021],[164616,564278],[166350,568815],[167053,570289],[167266,570715],[177943,594879],[180029,599734],[190717,623210],[196353,633900],[196566,634326],[209893,661295],[211979,666150],[212529,667503],[225173,693517],[225386,693943],[239250,722384],[240952,725561],[247140,736479],[262615,765070],[262828,765496],[268218,775788],[280911,800601],[297348,831674],[298345,833225],[299190,834691],[308458,849646],[316222,862640],[324112,876735],[330577,888143],[360593,943018],[365320,949238],[373003,960508],[376660,966262],[385410,979803],[386407,981354],[415483,1028376],[437485,1066184],[449705,1082321],[464615,1103797],[472298,1115067],[493529,1146779],[497186,1152533],[531535,1203677],[547895,1225539],[560115,1241676],[583558,1274148],[606151,1306894],[652664,1366049],[678206,1398907],[706786,1436906],[724423,1459426],[811304,1562425],[893852,1654656],[971971,1739977], [16964,129172,330975],[22263,153563,377058],[25442,167438,402493],[27762,177748,281309],[27917,178372,180015],[32046,194232,450103],[32695,196738,454511],[36144,209698,324510],[36299,210322,211965],[36969,213084,482406],[39357,222056,497584],[40171,225558,346029],[40344,226127,228076],[44381,240757,365718],[45528,151594,535380],[45816,244936,536023],[46273,246605,251779],[46636,247695,540315],[50569,260494,560513],[51218,263000,395142],[51391,263569,265518],[52090,266415,569885],[54818,274972,583956],[55467,277478,588364],[56528,281466,419117],[56790,282293,284594],[59071,184517,291062],[60309,294825,441330],[62043,299362,441973],[63469,194427,629904],[63568,195259,305056],[63800,303900,630053],[64405,305849,311808],[64666,306655,633496],[68494,317729,465013],[69641,207729,656509],[69929,321908,657152],[70386,125745,323577],[70749,324667,474165],[71011,325494,327795],[75124,220087,682051],[75412,338603,682694],[75869,217168,340272],[76232,341362,686986],[76966,136778,501033],[80165,354161,707184],[80987,233555,357236],[82372,237308,361679],[82567,361731,526490],[83856,364514,721980],[84653,366586,526639],[85303,368188,727078],[85882,369483,375636],[86266,244764,731837],[86328,245981,372824],[87616,374020,380807],[90996,382887,551740],[92612,256979,754380],[92730,387424,552383],[94156,260689,761074],[94255,161730,393118],[94487,391962,761223],[95092,166523,393911],[101075,275167,788544],[101174,275999,412081],[101406,410925,788693],[102011,271568,412874],[103158,174989,587721],[103446,176723,592258],[103903,280675,418722],[107247,288469,815149],[107535,428933,815792],[107992,182874,430602],[108617,291141,432519],[109089,185354,613655],[109924,436436,614845],[110137,436862,619604],[110309,295468,437566],[111399,439173,829843],[113801,300619,837032],[114350,302400,446064],[114545,446116,452953],[115053,305280,449781],[120619,200569,460974],[120814,461026,647619],[121243,122886,316936],[122103,463809,862236],[122787,317924,865817],[122900,465881,647768],[123550,467483,867334],[124129,209458,468778],[124513,321736,872093],[124575,206226,472119],[125863,212241,473315],[132103,488714,896507],[132682,329553,490009],[133066,338431,901266],[133128,339648,493350],[134416,334724,494546],[135842,222251,686837],[135941,342518,344814],[139412,350646,923809],[139703,141892,514437],[140956,354356,930503],[141055,230223,513644],[141287,512488,930652],[143039,233109,710949],[143327,234843,715486],[143784,234725,520285],[144036,520832,716767],[144591,361880,521756],[145991,363149,946185],[146585,525180,947380],[148043,239964,528267],[149350,530912,538405],[149522,370126,531616],[156680,546846,746015],[156893,547272,750774],[157065,252362,547976],[157634,159583,386228],[158155,549583,977972],[159521,387252,982820],[160557,388681,985161],[161106,262436,556474],[161301,262756,556526],[161809,258896,560191],[166232,399759,1003837],[170635,271457,781850],[170930,407644,1015762],[171479,409425,579917],[171674,400935,579969],[172182,412305,583634],[175373,277306,792966],[175435,415304,418098],[177508,181258,602631],[179916,424949,1044547],[180291,182992,607168],[180679,601336,1046064],[181642,428761,1050823],[181704,286966,605972],[184418,290633,819935],[185675,436032,614474],[187478,617148,828737],[188515,440109,1069351],[190093,298166,622243],[190288,298486,622295],[191807,446265,625170],[193801,628594,1080463],[199935,311697,855708],[200171,641961,857023],[200468,459888,1097577],[200726,312092,642885],[201553,203854,464691],[202126,462444,1100744],[202720,646309,1101939],[205485,323992,652041],[205657,324188,652745],[211866,479997,1127668],[214240,216536,674938],[215078,671851,1133651],[217069,334619,894990],[217843,480496,677583],[218015,490652,678287],[222759,497262,500464],[224994,229599,703145],[225314,229794,703197],[228014,507778,1169091],[229050,509207,1171432],[230302,352563,706862],[233493,356495,934925],[236910,718714,945065],[237207,523432,1193721],[240016,365200,723800],[240188,365396,724504],[243366,729381,956020],[244403,534159,1206844],[248851,251147,743914],[249689,740827,1217956],[251680,380702,973109],[254777,550519,1228706],[258069,394577,756340],[260063,759764,1239818],[265456,568643,1254412],[268039,270833,780883],[268359,271028,780935],[269255,573962,1261178],[271506,406215,1013421],[272547,580118,783810],[274541,787234,1272290],[280791,286225,810681],[280987,286397,811385],[281208,593741,1289404],[293678,436336,826552],[298535,441408,833638],[302002,838979,1078148],[302299,626846,1334101],[308279,311073,854741],[308599,311268,854793],[309495,637573,1347224],[311746,458233,1095057],[314179,644561,1356093],[321375,655288,1369216],[324409,660157,1375966],[329446,481119,1129289],[330457,333683,893229],[330653,333855,893933],[330874,670103,1388951],[337033,898810,1142291],[338070,680830,1402074],[343356,910256,1413186],[345464,351736,925769],[353730,929193,1435048],[360505,521170,942933],[365617,723433,1458320],[375529,539028,1213594],[376540,379766,971348],[376736,379938,972052],[376957,739079,1475757],[390361,758016,1497619],[400390,400703,1005282],[401928,405560,1012368],[409027,1017709,1269975],[409324,785486,1530477],[416520,796213,1543600],[428400,813928,1565592],[441223,620227,1326410],[450002,843698,1599602],[450713,844688,1600708],[452408,452721,1086918],[453946,457578,1094004],[464912,863689,1621078],[480688,481031,1129204],[497483,908508,1670987],[510887,927445,1692849],[525945,526258,1197004],[538597,538940,1213509],[551633,751397,1489928],[560412,991827,1759717],[583855,1022428,1791429],[584566,1023418,1792535],[619796,620139,1326325],[647074,647387,1359376],[691434,1158242,1926248],[707083,1178098,1945988],[750966,751309,1489843] ] cell #1256 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58760,183901],[73651,216825],[80607,233020],[89652,251436],[97866,269008],[99224,271368],[105774,285207],[108083,290240],[117811,309248],[119169,311608],[127899,328408],[129301,331786],[130908,334226],[137747,348197],[139105,350557],[153692,377869],[155299,380309],[164567,397310],[165925,399670],[166976,400753],[167259,402754],[177877,422116],[179484,424556],[190668,444297],[196276,452771],[196559,454772],[209827,477164],[211434,479604],[212522,480796],[225096,502316],[225379,504317],[239173,526308],[240886,529789],[247133,538705],[262538,563181],[262821,565182],[268141,572294],[280904,593418],[297341,619904],[298268,621183],[299183,623326],[308381,635905],[316145,647437],[324105,659834],[330570,669780],[360586,717143],[365313,723110],[372926,733416],[376653,738756],[385403,751074],[386330,752353],[415406,794545],[437478,827918],[449698,843375],[464608,863366],[472221,873672],[493452,902845],[497179,908185],[531528,955201],[547888,976047],[560108,991504],[583551,1022105],[606074,1052402],[652657,1109760],[678199,1141472],[706779,1177775],[724416,1199490],[811297,1301587],[893845,1394720],[971964,1481526], [10470,50781,163666],[15936,69237,205430],[16311,70218,208765],[19319,80377,232159],[20542,84611,238776],[23926,93639,257744],[24005,93656,258012],[28423,106843,286170],[28798,107824,289505],[29197,109301,185028],[30339,113005,296867],[30418,113022,297135],[31979,116074,303868],[34423,204540,315748],[34891,123785,318433],[34932,124040,318759],[35822,126098,323528],[37636,131411,332443],[39889,136452,136895],[41020,140439,351411],[41099,140456,351679],[41837,142635,233060],[42212,143616,234418],[42928,237851,362467],[43572,147699,363624],[43613,147954,363950],[45663,151268,371525],[47303,155802,378526],[48862,256653,384929],[49563,160908,388261],[50502,162830,391930],[53111,170134,403892],[53190,170151,404160],[53499,170449,271408],[54751,173203,410893],[55407,174604,174940],[56223,176298,176883],[57195,178323,422773],[57663,180914,425458],[57704,181169,425784],[58594,183227,430553],[58839,183918,290567],[59710,186035,436196],[60220,296055,438412],[61018,189895,439689],[62952,191482,446852],[63637,194005,448335],[65687,199434,455910],[65766,199451,456178],[66075,199749,311648],[67041,312679,314823],[67726,317502,463245],[69776,207403,470820],[71416,210273,477821],[72524,129240,331518],[73168,216192,484150],[73209,216447,484476],[73574,215748,220038],[73730,216842,334553],[75259,219761,492051],[76021,135325,221440],[76209,221803,222185],[76899,135398,499052],[78458,226195,505455],[78846,228569,350597],[79159,229401,508787],[80098,231323,512456],[80566,232765,356488],[81497,143562,520236],[81858,235632,521031],[82174,362729,522793],[85793,241787,532462],[87851,246556,538347],[88525,153631,377601],[89169,250803,542059],[89210,251058,542385],[89575,151545,250359],[89731,251453,380636],[90907,381761,384117],[94324,260267,558745],[96374,263637,566320],[96762,266011,399710],[97316,266775,570049],[97826,167522,403080],[98624,270635,573542],[98958,173130,269741],[99146,270104,275101],[99183,271113,406208],[100558,272222,580705],[101243,274745,582188],[102214,276685,277299],[102224,174900,276760],[103293,174663,589763],[103681,103966,418673],[104647,177816,421848],[105332,282377,597098],[105697,284130,288420],[105853,285224,424883],[107382,288143,604673],[109022,291013,611674],[109620,436091,614543],[114152,300199,626207],[116001,118903,309981],[116910,305917,632935],[117261,307015,633660],[117771,196822,455098],[118569,310875,637153],[119091,194361,310344],[119128,311353,458226],[120421,459249,462024],[126772,209766,476896],[127457,325578,663514],[127822,207680,327331],[127978,328425,479931],[128658,329299,667702],[128749,329356,481112],[128974,213090,483255],[130598,332509,338424],[130608,219998,332584],[132593,335454,679133],[134651,340223,685018],[134668,221858,340644],[136010,221829,689056],[137707,225642,504643],[138839,231250,348930],[139027,349293,354290],[139064,350302,507771],[141124,353934,705416],[143174,357304,712991],[147041,364874,722144],[148332,240825,529521],[149295,370281,729719],[151505,154999,378667],[152630,374104,735885],[153049,375382,736678],[153140,375439,539021],[153365,247701,541164],[154989,244757,378592],[160320,256930,388232],[162757,165659,398043],[164527,263084,565508],[165847,260623,398406],[165884,399415,568636],[166749,266421,569944],[166956,400589,407637],[169142,274774,404210],[171281,407224,784847],[174039,412942,791575],[177325,419686,593734],[177550,281472,595877],[179174,422839,428754],[179184,288380,422914],[184586,432603,822154],[188268,295623,617486],[189103,441076,831873],[189194,441133,620220],[190628,299446,623652],[191750,446994,839769],[194034,198442,456228],[196049,306661,633555],[196256,300612,452607],[203176,464169,862400],[204467,204613,466661],[204801,317858,467024],[207640,211134,477962],[209275,474734,660150],[209500,324673,662293],[211124,321729,477887],[212717,335483,480891],[214057,482975,670096],[217788,490807,899148],[221123,494630,905314],[225076,502152,509200],[227262,353963,505773],[238119,362609,719504],[238946,364520,722039],[239153,363142,526144],[239781,527208,723426],[240559,366592,725697],[241461,531903,955520],[241816,247328,538800],[248668,540884,739072],[252517,254530,547184],[255365,551486,980002],[255456,551543,751390],[256890,257053,554216],[257043,387245,554141],[260296,264704,566638],[262518,388674,563017],[268121,572130,573955],[272490,580847,1018499],[281099,425813,593513],[293728,436442,826751],[295729,437853,828237],[296084,297536,619999],[298248,440102,621019],[304873,630622,843691],[308361,635741,637566],[312766,459881,642611],[312821,315091,642751],[315918,463815,862295],[316125,462437,647273],[316753,648337,863682],[317531,317985,650257],[318788,324300,659929],[330765,484505,669875],[335128,678574,1141791],[342335,687555,908501],[360270,520907,942594],[362554,523425,719364],[363979,365508,723205],[372906,534152,733252],[376848,542414,738851],[381202,383791,745515],[381790,381878,746276],[384146,385598,751169],[386310,550512,752189],[392935,761792,991820],[411898,789262,1022421],[415386,794381,796206],[438441,438529,828998],[446939,626839,839629],[448364,449893,843470],[459340,459565,856663],[461849,644554,859620],[463274,464803,863461],[472201,655281,873508],[493432,680823,902681],[497374,689085,908280],[513461,931221,1178091],[522884,523109,944705],[532491,532579,956281],[557349,758009,987758],[558774,560303,991599],[580792,785479,1018359],[582217,583746,1022200],[606054,813921,1052238],[626298,626523,1077788],[631589,844681,1084050],[679162,679250,1142552],[704020,927438,1174029],[705445,706974,1177870],[784938,785163,1269615],[790229,1023411,1275877],[913251,1158235,1416773] ] cell #1257 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [15411],[23206],[24218],[32277],[33555],[33588],[33973],[35268],[41312],[43084],[43117],[46074],[47874],[49667],[50052],[55049],[58040],[60464],[61122],[62585],[63108],[63141],[64187],[68788],[75670],[77197],[79263],[79648],[83321],[83554],[85365],[86037],[86695],[91809],[98728],[100191],[100714],[100747],[101793],[103704],[106394],[111461],[113716],[115299],[115532],[118673],[121568],[121801],[124942],[130121],[130354],[132165],[132837],[133495],[134958],[136560],[138609],[145906],[154512],[154745],[158217],[162055],[162288],[165429],[168590],[169432],[170845],[172428],[172661],[174472],[175802],[178697],[178930],[182071],[195737],[197890],[198732],[202041],[204100],[210647],[210880],[214399],[215616],[221422],[223005],[223238],[226710],[227552],[230548],[230781],[233922],[241303],[242186],[246760],[249010],[250227],[264152],[264994],[269723],[276477],[279472],[282781],[283998],[284840],[291387],[291620],[296454],[300038],[300320],[301022],[309963],[318275],[325982],[327199],[328041],[331500],[334970],[335853],[340427],[348912],[358661],[362850],[363552],[367348],[367824],[367830],[377583],[381053],[384516],[388100],[398025],[403479],[407345],[408047],[421830],[425300],[436756],[438809],[438815],[444318],[455497],[462145],[462847],[466643],[476878],[480348],[483376],[488350],[488356],[505042],[505437],[521007],[523762],[529503],[541285],[547166],[549219],[549225],[565907],[566302],[572668],[578171],[595998],[614596],[617468],[624051],[632917],[636279],[642136],[644891],[662414],[695896],[712973],[718889],[725818],[729701],[745766],[767449],[791557],[826944],[828488],[835714],[839154],[899130],[943273],[955771],[1017884],[1064482],[1142042] ] cell #1258 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [367838],[371079],[394018],[437173],[438823],[447230],[470374],[473250],[488364],[491605],[501140],[514544],[522028],[531223],[532873],[547583],[549013],[549233],[553336],[556506],[557640],[561038],[571026],[572676],[581083],[589317],[592193],[604227],[607103],[613762],[622275],[625442],[629884],[634637],[636287],[643157],[644249],[648733],[652352],[653782],[654002],[668699],[677894],[679544],[686817],[687951],[694254],[695684],[695904],[703177],[704311],[707709],[715421],[724111],[732148],[734508],[737675],[746260],[747963],[752735],[756612],[757704],[761054],[765807],[767237],[767457],[780915],[784082],[788524],[793277],[794927],[801797],[802889],[810992],[812422],[812642],[819915],[824447],[828982],[833910],[835002],[835722],[842294],[844376],[845806],[854773],[857284],[865797],[869282],[872404],[877931],[879023],[893540],[894970],[901577],[903937],[907104],[914579],[917392],[926041],[927133],[930483],[936666],[943281],[944462],[945326],[951513],[956265],[960828],[961193],[962285],[971659],[973089],[974244],[981674],[983131],[990423],[993935],[997420],[1012640],[1021024],[1023106],[1024536],[1028696],[1033503],[1044527],[1048012],[1051134],[1057753],[1064549],[1066359],[1066447],[1066804],[1077545],[1078409],[1082496],[1084596],[1094276],[1099021],[1103972],[1106072],[1115387],[1127648],[1142536],[1147099],[1147464],[1148556],[1152708],[1157930],[1159360],[1176694],[1180206],[1183691],[1191024],[1192086],[1192720],[1203852],[1203940],[1204297],[1208910],[1225714],[1225802],[1230772],[1241851],[1269372],[1270236],[1274323],[1276423],[1280681],[1286103],[1307214],[1319475],[1321528],[1332466],[1333100],[1354458],[1355092],[1371282],[1399082],[1399170],[1399527],[1404140],[1437081],[1463184],[1485046],[1528842],[1529476],[1567658],[1658414], [49634,1245836],[61089,1327030],[79230,1160515],[82479,1452975],[86662,1468686],[91776,1490548],[98695,1258631],[110244,1583737],[114457,1594257],[118640,1344677],[120726,1615733],[124909,1631444],[129279,1131597],[133462,1663916],[138576,922164],[149457,1723006],[150674,1468329],[153670,1215902],[157000,1743852],[157741,1744998],[161213,1754372],[165396,1002192],[167373,1007712],[171586,1786084],[175769,1541053],[177855,1036014],[182038,1823271],[190200,1845175],[193122,1597967],[194339,1338635],[195704,1096088],[196673,1089348],[201488,1869709],[205592,1878676],[206333,1879822],[206809,1631087],[209805,1119135],[217950,1909277],[219167,1663559],[222163,1411132],[225493,915689],[226234,700007],[229706,1940643],[233889,936886],[240123,1966546],[240864,1198255],[242153,1213857],[244871,1209404],[246088,1975795],[256462,1751596],[258831,1999275],[259384,1758082],[260601,1502153],[262935,995717],[263676,771560],[270940,2023905],[273862,1789794],[275079,1535011],[276444,1014452],[277413,1281175],[278630,1540696],[282228,807373],[286332,2057406],[287073,2058552],[287549,1822914],[290545,1056661],[294678,2078765],[296421,1326673],[299297,1071911],[300315,1342422],[302925,1337771],[305215,2090790],[305956,856516],[311180,2100039],[317095,1875406],[317836,1360627],[321843,1371776],[325429,883507],[333790,2135975],[334531,1137784],[335820,1129552],[338538,1404634],[339755,2145224],[342677,1669352],[343894,1417319],[350129,1937867],[352498,2168704],[353051,1944353],[354268,1697383],[356602,935236],[357343,712545],[357819,1703068],[361711,1197391],[362845,1456685],[369336,2195503],[373955,973361],[379873,2207528],[380614,1222089],[382740,1988633],[384483,1490191],[387359,1231266],[390987,1501289],[399242,2015986],[401703,2237405],[403446,1258274],[406322,1013732],[407063,1783308],[407340,1256376],[409950,1534147],[412240,2249430],[412981,782658],[416988,1287195],[418205,2258679],[424120,2054136],[424861,1297899],[428868,1568152],[432454,821049],[433007,1828707],[434224,1580837],[446096,1087305],[453721,2303821],[455464,1344320],[458340,1095368],[459081,1866429],[461006,1359763],[462140,1619443],[465538,1623628],[479168,2127994],[479909,1384461],[482237,1130733],[483371,1387316],[484078,1654919],[487874,1906007],[489862,2342174],[494481,895242],[498109,1410268],[500399,2354199],[503266,2158062],[505009,1421032],[507885,1169402],[508626,1439181],[511513,1696519],[518551,1449953],[535233,2391699],[540146,1215038],[541280,1474122],[541987,1740240],[545783,1986035],[564131,2227038],[565874,1507838],[568750,1254723],[569491,1243951],[570609,2017806],[572662,1781410],[579949,1005669],[587574,2437674],[594859,1290848],[595993,1550834],[596700,1562688],[599391,1815455],[600496,1308671],[610731,1573786],[623063,2292481],[624018,1591481],[634220,2093940],[636273,1864531],[656362,2493262],[661275,1377410],[662409,1636880],[663116,1366312],[665807,1897091],[666912,1116844],[667678,1898797],[670433,1904945],[676174,1656100],[681904,2512225],[693837,1432130],[695890,1691214],[722704,2190239],[725541,1460870],[725813,1719736],[726520,1459689],[736654,1978825],[739409,1984973],[745150,1741421],[754233,2405103],[765390,1236900],[767443,1495984],[773236,2017684],[776108,1525350],[800776,1562600],[803531,1817769],[815002,2600287],[826939,1839076],[831849,2080922],[833545,1328974],[835708,1589583],[847094,2093818],[849966,1611912],[862960,2313467],[876910,1366224],[879665,1625942],[888318,1654831],[915195,1691848],[943193,1712526],[948237,2190117],[949413,1459601],[952257,1718674],[966437,1740152],[979978,2214020],[995223,1496618],[1007218,1782044],[1065183,1838954],[1071417,1590217],[1088854,1865165],[1102796,2313345] ] cell #1259 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [284552,1297693],[289899,819715],[291099,1056455],[327753,1384255],[333332,894770],[334682,1137578],[345942,1419860],[356063,935447],[379415,972889],[380765,1221883],[395055,1506666],[400843,1257102],[401753,1009077],[402406,1519692],[405151,1013943],[419260,1549957],[423662,1044327],[441886,1589230],[452861,1343148],[453771,1090713],[454424,1606254],[457169,1095579],[474308,1636003],[478710,1127448],[480576,1386439],[482165,1132991],[482549,1648919],[503316,1164747],[506714,1169613],[526398,1457411],[526782,1717819],[535936,1728499],[538485,1473245],[540074,1217296],[540458,1734240],[552296,1749345],[564181,1250068],[567579,1254934],[570795,1259634],[588277,1798081],[594787,1293106],[616094,1839792],[619684,1587627],[623113,1331276],[630196,1853498],[634406,1345680],[647527,1620169],[647911,1873489],[657065,1884169],[661203,1379668],[682607,1914770],[687129,1920511],[694023,1422392],[725469,1462008],[728327,1970412],[747264,1989349],[750854,1747742],[761366,2003055],[765576,1509198],[788836,2032228],[815705,2062899],[834771,1591721],[868583,2112371],[897756,2139841],[930795,2172484],[943246,1712584],[950814,2191743],[1047313,2271011],[1137085,2338414],[1221390,2399279], [63542,629812,1348879],[86276,731917,1478486],[94229,760982,1512397],[101148,788452,1262833],[103645,591022,1034643],[113694,633339,1603621],[113811,838169,1603755],[115011,842088,1608726],[122860,865725,1624766],[124523,872173,1641244],[126062,657502,659099],[133076,901346,1391680],[135915,686745,1151121],[136396,499941,914379],[141029,930411,1425591],[143526,714250,940386],[145884,721823,1716789],[146001,717904,1716923],[148918,954806,1732364],[159531,982900,1751836],[160567,986298,1763870],[161347,757019,757265],[161767,990217,1768841],[163610,560838,562238],[170823,569728,1517059],[170940,1016899,1517193],[172140,1020818,1522164],[174449,587624,1026577],[175383,793046,1278191],[179989,1044455,1298306],[181652,1050903,1555198],[183191,816142,817739],[184491,819843,1057068],[184972,612563,824247],[187891,827523,1843023],[188525,1072714,1844003],[190334,834317,834563],[200478,1097805,1868254],[202019,862079,1872459],[202136,858160,1872593],[203812,1105866,1876419],[205053,1109365,1888034],[205345,652736,652936],[205497,867934,868031],[211939,1127576,1384868],[214377,668493,1389435],[214494,482037,1132778],[215593,681954,1135261],[217142,894898,1138191],[217411,1141077,1647043],[221517,686617,1150908],[222717,906898,1408202],[228024,1169171,1427957],[229060,1172569,1679565],[229840,926448,926694],[230260,1176488,1684536],[232103,707509,708909],[232569,710852,935620],[233503,935005,1182343],[237217,1193949,1962511],[238399,1199095,1965600],[238691,724495,724695],[240028,950165,950262],[244413,1210207,1974623],[248988,737469,1476241],[249105,539946,1217083],[250204,535283,1219566],[251753,973017,1222496],[252275,1224630,1988562],[254153,975652,1992580],[254787,976808,1993560],[257526,556306,756601],[258056,756406,985893],[265466,1254492,1514763],[268631,571237,1260297],[269265,1264541,1776528],[269818,788324,1262620],[270441,781753,1014116],[271074,1013047,1013293],[271516,1013501,1265199],[276874,793488,1278854],[281218,1289632,1550276],[282759,801591,1552953],[282876,594659,1292893],[283975,815052,1295376],[285793,1301192,1806398],[286085,811376,811576],[286237,1046664,1046761],[293690,1064996,1065165],[295381,1323316,2078694],[296649,622075,833899],[298522,833704,1072309],[302309,1334329,2086755],[303491,1339475,2089844],[303783,628108,631731],[308871,634848,1346343],[309505,1350587,1859649],[310058,629684,1348666],[310681,855611,1095752],[311314,1094683,1094929],[311756,1095137,1351245],[312235,1353581,2102793],[314189,859467,2104470],[315371,1099605,2107559],[315663,461991,864951],[318522,652563,868121],[321385,1110521,2116582],[324419,1376194,1636322],[325960,877725,1638999],[326077,661075,1379455],[327176,656412,1381938],[329456,1129517,1386758],[330884,1389179,1649238],[332066,1394325,1900294],[332358,893924,894124],[332698,901788,1392343],[333695,1136436,1136533],[338080,1405437,2144052],[347820,694465,1423055],[348454,505237,1168299],[349007,930283,1425378],[349630,923712,1169786],[351193,702977,926030],[351723,925835,1172164],[360492,943073,1191573],[361511,522017,946507],[362023,1453689,2187935],[363713,724322,950352],[365627,1458548,1718138],[367326,951307,1720749],[367443,725341,1461795],[370039,1464972,2195432],[371307,730055,733859],[375539,1213822,1473564],[376967,1475985,1734559],[378149,1481131,1980322],[378441,972043,972243],[378781,732359,1479149],[379778,1220741,1220838],[384711,548364,982028],[388077,754283,1494794],[390371,987605,2219853],[391553,1237484,2222942],[391845,557491,759278],[396933,766018,1509861],[397567,566102,1253620],[398120,760854,1512184],[398743,1003740,1255107],[400715,1256823,1256992],[403674,780715,1012629],[405547,1012434,1264136],[409334,1530705,2245395],[410516,1535851,2248484],[410808,786748,790371],[416530,1546963,2038379],[417706,799553,800316],[421214,422688,1043681],[422396,596861,1296738],[423028,1051345,1555861],[425547,811203,1046851],[428410,1302348,2275222],[435875,614382,1320683],[436734,1065275,1839005],[437384,615632,1068470],[437757,830347,1588416],[441233,1326638,1587946],[443920,835213,1592384],[445896,625431,837354],[446408,1594971,2296253],[448098,840093,844100],[450012,1599830,1853817],[450723,1083897,2300061],[451828,632717,1352582],[452733,1342869,1343038],[455692,854573,1094265],[457565,1094070,1350182],[460806,643146,1101066],[463008,643973,1104911],[464922,1621306,1873808],[466738,865597,1624553],[470602,653133,870311],[473003,473968,658628],[476262,477736,1126802],[477444,663277,1383300],[478076,872615,1641907],[481018,1129344,1386803],[484239,893751,1136623],[490565,1660202,2342103],[491833,899484,903288],[497493,1671215,1920830],[498675,1676361,2149751],[498967,909770,913393],[510897,1173876,2366524],[512079,1432714,2369613],[512371,704162,928707],[518093,712773,1184720],[519269,715174,941512],[520777,1191209,1960834],[521822,717499,1194205],[522681,946720,1717499],[526270,1457132,1457301],[531434,727865,953944],[531807,727582,1474034],[537499,538262,1223765],[537970,735648,1483132],[538927,1213649,1473609],[542148,971870,1220928],[547794,746802,1227825],[548167,978476,1748531],[551643,1490156,1748061],[554330,983342,1752499],[558508,757428,988222],[560422,1759945,2003374],[579749,784071,1016084],[580261,1786798,2430106],[581951,1018823,1022830],[583865,1791657,2032547],[584576,1275724,2433914],[585681,791357,1266536],[589545,1029050,1032854],[604455,811773,1049041],[606856,607821,817268],[610115,611589,1059327],[611297,821917,1313762],[615542,1067807,1842750],[620126,1326465,1587991],[625236,837764,1075479],[626095,837567,1604331],[642951,857755,1356577],[643810,1101279,1873169],[647399,1619890,1620059],[678105,897294,1140215],[678478,897011,1387228],[684170,684933,1139460],[684641,905077,1396326],[688819,1153647,1157654],[691444,1416620,2519805],[705179,926857,1174493],[707093,1946216,2172803],[727775,953281,1732091],[746712,1227162,1992307],[751296,1489983,1748106],[783876,1016494,1267306],[784735,1016297,1517769],[897204,1139552,1646770] ] cell #1260 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [86562],[95118],[115041],[124809],[125824],[133362],[136804],[141918],[148814],[148948],[150350],[159817],[160742],[161797],[172170],[175669],[176684],[181938],[182953],[185380],[187787],[187921],[188700],[191338],[203842],[205083],[206485],[217307],[217441],[218843],[221692],[222747],[229235],[230290],[234804],[237707],[238429],[244588],[252305],[254049],[254183],[254962],[256138],[257600],[268527],[268661],[269440],[269993],[272078],[276904],[278306],[285823],[287225],[290074],[295411],[296723],[303521],[308767],[308901],[309680],[310233],[312585],[314679],[315401],[321560],[331374],[332096],[332728],[333507],[338255],[340893],[347716],[347850],[348629],[349182],[351267],[362373],[370069],[371381],[377457],[378179],[378811],[379590],[381338],[384785],[391583],[393547],[396829],[396963],[397742],[398295],[403748],[404459],[410546],[416705],[421704],[422426],[423058],[423837],[428585],[437989],[443816],[443950],[446758],[452003],[455766],[456477],[466913],[470676],[476752],[477474],[478106],[478885],[490595],[491907],[498705],[500116],[505311],[506022],[512109],[514073],[518268],[521632],[522711],[529377],[532039],[534568],[538000],[550928],[554360],[562413],[566176],[566887],[580611],[585856],[589619],[604529],[611327],[612738],[613291],[614432],[615847],[616397],[626125],[628305],[632791],[643840],[646020],[650506],[655697],[678710],[681239],[684671],[692724],[709084],[712847],[716379],[717549],[717785],[728080],[728630],[730882],[747017],[747567],[749819],[759475],[784765],[786945],[791431],[796622],[814337],[827154],[837814],[838050],[857805],[858041],[871138],[897509],[898059],[900311],[909967],[928904],[954437],[975283],[1016544],[1016780],[1029877],[1049868],[1140708], [39974,501864],[40299,349805],[40370,228310],[51021,562729],[51346,398918],[51417,265752],[52679,571842],[56359,419610],[56751,284582],[61628,620731],[64360,458757],[64431,312042],[65255,635453],[70580,474658],[70972,327783],[72712,482899],[77476,345972],[80942,357495],[81013,233789],[82511,718107],[84211,527132],[85397,539119],[87201,732964],[87577,380795],[88713,540808],[92315,751901],[95392,395085],[98076,402436],[101966,406739],[102037,271802],[102861,794093],[108186,431223],[108578,291129],[110252,827548],[111493,620318],[112542,441916],[113724,633364],[113986,452891],[114489,838372],[116189,630546],[118021,454454],[120758,858363],[122458,648261],[125448,873220],[131011,485932],[132197,481210],[134001,902393],[134377,334712],[135513,687479],[142192,356093],[145914,721848],[146176,526428],[149465,954831],[150706,732551],[151755,535966],[155402,543841],[157008,975677],[157773,977011],[158249,751488],[159298,552326],[161245,986501],[162945,761716],[168622,571429],[169671,405181],[170853,569753],[171115,400873],[171618,1017102],[173318,789186],[175150,588307],[179587,598554],[182577,1051950],[190232,1072917],[193130,842113],[193392,629842],[197922,635040],[198971,457199],[201496,1099630],[202049,862104],[202311,647557],[205600,1109390],[206365,1110724],[206841,872807],[207890,657095],[211537,664970],[214407,668518],[214669,482195],[217958,1141102],[219199,901980],[220248,682637],[223895,690512],[226742,694657],[227791,506744],[229738,1172772],[231438,931145],[240131,1199120],[246120,1210410],[249018,737494],[249280,540104],[256494,983534],[258839,1237509],[259392,990242],[259654,761012],[261998,763961],[264184,766210],[265233,567609],[270972,1264744],[273870,1020843],[274132,788482],[278662,793680],[279711,591052],[282789,801616],[283051,594817],[286340,1301217],[287105,1302551],[287581,1051537],[288630,815735],[292277,823610],[294686,1323341],[300070,835405],[305223,1339500],[311212,1350790],[317103,1105891],[317365,865755],[319157,868886],[323738,659129],[325990,877750],[326252,661233],[333798,1394350],[339787,1405640],[342685,906923],[342947,686775],[350161,1169805],[352506,1432739],[353059,1176513],[353321,930441],[355665,933390],[357851,935639],[358900,714280],[364348,951117],[367356,951332],[367618,725499],[369344,1464997],[379881,1481156],[382748,1224655],[388312,985943],[389090,757295],[399274,1255126],[401711,1519717],[407095,1014135],[412248,1535876],[418237,1547166],[424128,1297718],[424390,1044485],[426182,1047616],[430763,817769],[433015,1056480],[433277,819873],[436764,1065300],[439740,1072359],[440518,834593],[453729,1606279],[459113,1095771],[467053,1108996],[467194,868336],[479176,1384280],[479438,1127606],[484874,1137388],[487882,1137603],[488144,894928],[489870,1660227],[500407,1676386],[503274,1419885],[508838,1172214],[509616,926724],[521082,1191623],[524750,1198726],[524891,950567],[535241,1728524],[542783,1221693],[545791,1221908],[546053,973047],[554800,986179],[564139,1506691],[570617,1257127],[573593,1264186],[574371,1013323],[587582,1798106],[600906,1300823],[601047,1047066],[614668,1321046],[618649,1072595],[623071,1589255],[634228,1343173],[637204,1350232],[637982,1094959],[656370,1884194],[667753,1386853],[671421,1393956],[671562,1136838],[681912,1914795],[701471,1172450],[722712,1457436],[736729,1473659],[740397,1480762],[740538,1221143],[754241,1749370],[773308,1517422],[777289,1264422],[815010,2062924],[831924,1588041],[847166,1603984],[851147,1350468],[862968,1620194],[948309,1717152],[980053,1748156],[1102868,1872822] ] cell #1261 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [444395],[447904],[473481],[522083],[523839],[532928],[558314],[561523],[578248],[581757],[592424],[607334],[615711],[625497],[627253],[643212],[644730],[644968],[649407],[652833],[654057],[657772],[668754],[670510],[679599],[688625],[691834],[704985],[708194],[715652],[724592],[727944],[732629],[737730],[739486],[746881],[748018],[752790],[756667],[758185],[758423],[774351],[784137],[785893],[793758],[794982],[801852],[803370],[803608],[811473],[812697],[816412],[824932],[833965],[842349],[844857],[848209],[857339],[859084],[864096],[868200],[869337],[872885],[877986],[879504],[879742],[894021],[897373],[902058],[907159],[908915],[916310],[917447],[926096],[927614],[927852],[935717],[940656],[945381],[950431],[951568],[952334],[959071],[961248],[962766],[972140],[974795],[983612],[987222],[990478],[996338],[997475],[1012695],[1014213],[1021079],[1023587],[1026939],[1034913],[1037814],[1046930],[1048067],[1051615],[1058234],[1065334],[1066502],[1067355],[1073638],[1078464],[1083144],[1083514],[1084651],[1094331],[1095849],[1097078],[1104620],[1106127],[1113630],[1117325],[1120935],[1136702],[1145342],[1147519],[1149037],[1153356],[1158411],[1169883],[1173493],[1176749],[1183746],[1191036],[1192784],[1192871],[1193222],[1203995],[1204848],[1208974],[1211131],[1221007],[1225857],[1230836],[1232993],[1242499],[1255204],[1270291],[1274971],[1275341],[1276478],[1280745],[1286158],[1287676],[1305457],[1309152],[1312762],[1320533],[1321540],[1322146],[1333164],[1333251],[1333602],[1338192],[1355156],[1355243],[1360184],[1371346],[1399225],[1400078],[1404204],[1406361],[1410689],[1416237],[1437729],[1450434],[1452509],[1463196],[1463802],[1485058],[1485664],[1501710],[1529540],[1529627],[1529978],[1534568],[1567722],[1593791],[1615267],[1658426],[1659032],[1696940],[1785618], [68755,1375467],[83521,1457821],[106361,1288905],[110475,1583904],[115499,1599103],[121768,1620579],[130321,1388452],[144733,1713141],[149688,1723173],[154712,1475258],[157231,1744019],[162255,1759218],[167604,1259182],[172628,1790930],[178897,1042826],[191949,1848820],[193353,1598752],[196904,1345228],[200868,1868811],[201719,1869876],[205823,1878843],[210847,1125947],[213226,1131652],[218181,1909444],[223205,1670488],[225724,1161066],[230748,1945489],[240354,1966713],[243698,1726723],[245102,1469237],[246727,1222910],[247837,1215957],[253440,1989906],[258211,1998377],[259062,1999442],[259615,1758867],[263166,1246387],[272689,2027550],[274093,1790579],[277644,1541604],[281608,1036069],[282459,808047],[286563,2057573],[291587,1058472],[298677,2082399],[299528,1327581],[300989,1343207],[304042,1338690],[305446,2090957],[317326,1876191],[320038,2112928],[320670,1882393],[322074,1631995],[324809,1119190],[325660,884181],[334021,2136142],[337365,1912994],[338769,1664467],[340394,1138605],[341504,1411187],[342908,1670137],[347107,922219],[351878,2167806],[352729,2168871],[353282,1945138],[356833,1182609],[361608,2188198],[363519,1457470],[366728,1198310],[367893,1473072],[370746,1468384],[373335,2199137],[374186,974035],[380104,2207695],[386739,1995273],[387590,1491099],[392104,1502208],[396220,1002247],[405702,2241039],[406553,1265465],[408014,1257161],[411067,1535066],[412471,2249597],[415815,1796305],[417219,1547887],[424351,2054921],[427063,2271568],[427695,2061123],[429099,1823822],[431834,1056716],[432685,821723],[433238,1829492],[437654,1326728],[438878,1587454],[445993,2296516],[451113,1096143],[457720,2307455],[458571,1351511],[460903,2103056],[462814,1620228],[466023,1360682],[470041,1631142],[479399,2128779],[482134,2334869],[484045,1388101],[487254,1137839],[488105,1906792],[488419,1386266],[491272,1663614],[493861,2345808],[494712,895916],[499226,1417374],[500630,2354366],[507265,2164702],[508116,1428223],[512630,1697438],[516746,936941],[517378,1950864],[518782,1710259],[531704,1213912],[540043,2395734],[541954,1474907],[545163,1222144],[546014,1986820],[548064,1490246],[549288,1747569],[553003,1751651],[568130,2233678],[568981,1515029],[571507,1258329],[572731,1517916],[573499,1782195],[577692,2024446],[579846,2430369],[584966,1014507],[588984,1540751],[591573,2441308],[594756,2261696],[596667,1551619],[599876,1297954],[600727,1569879],[603894,1822969],[611848,1580892],[629781,2475304],[635118,1344375],[636342,1604478],[637110,1865316],[641303,2100580],[661172,2325307],[663083,1637665],[666292,1384516],[667143,1373503],[668326,2130526],[670497,1904957],[678375,1129607],[686714,2516260],[694735,1421087],[695959,1680288],[696727,1691999],[699674,1937922],[700920,1439236],[712212,1703123],[725438,2385621],[726487,1720521],[737302,2202079],[739473,1984985],[760951,2565634],[766288,1507893],[767512,1764593],[768280,1496769],[771227,2016041],[772473,1244006],[773300,2017696],[776178,2023439],[782325,1783363],[788421,2582329],[801424,1562743],[803595,1817781],[832497,2291783],[835483,1591536],[835777,1845716],[836545,1590368],[847158,2093830],[850036,2099573],[856183,1866484],[865694,2487184],[877558,1366367],[879729,1625954],[886014,2130420],[888966,1654974],[915259,1691912],[918137,1940177],[930380,2659301],[943336,1961097],[948301,2190129],[950061,1459744],[952321,1718686],[964133,2201973],[967085,1740295],[980626,2404405],[995287,1496682],[998165,1753906],[1007282,1782108],[1035571,1818387],[1065247,1838966],[1070289,2291677],[1071481,1590281],[1074425,1844709],[1088918,1865229],[1102860,2313357],[1118692,1626560],[1131154,1905563],[1191642,1960991],[1197812,1719292],[1215459,1985591],[1229644,2404299] ] cell #1262 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [534541],[550901],[561835],[616058],[628374],[646089],[655670],[681212],[692146],[708506],[716385],[718005],[728291],[730956],[747228],[749893],[759544],[787014],[796595],[814310],[825244],[827160],[838270],[858261],[871212],[897720],[900385],[910036],[928973],[954443],[975289],[1017000],[1029951],[1049942],[1140714], [148754,963933],[150749,959697],[186602,1065979],[187727,1070089],[193081,1081150],[206884,1114256],[217247,885814],[219242,1145968],[223938,913680],[236223,1192379],[242490,1203472],[243615,1207582],[252864,1225334],[253752,1226668],[253989,1229444],[256537,1233619],[259343,1240505],[262041,763188],[267342,774698],[268467,1005890],[273821,1272977],[278705,1027565],[279684,799367],[287624,1306083],[292320,1063237],[301315,1332759],[304354,842928],[307582,848556],[308707,1087526],[313195,1354751],[314003,1355888],[317054,1362262],[319462,1365844],[319868,868826],[320350,1367178],[320587,1369954],[323711,658442],[329890,887434],[336157,1398702],[337282,1402812],[341816,907738],[342636,1151362],[346531,916657],[347419,697572],[347656,1161560],[350204,1428849],[353010,1435735],[355708,932617],[357894,1183235],[358873,941326],[366152,1459221],[366558,951057],[372127,959418],[373647,1470315],[375973,965553],[381861,1484743],[383224,1486401],[386656,1492713],[389063,757246],[389171,985937],[389377,1496277],[390185,1497414],[392416,991057],[395644,996685],[396532,769125],[396769,1246881],[399317,1515655],[407138,1266091],[408340,1529135],[411379,1021658],[414607,1027286],[415732,1279353],[420220,1036991],[421028,804729],[424079,1558638],[426487,1562220],[426893,1047556],[427375,1563554],[427612,1566330],[430736,817082],[432146,1057295],[432966,1311477],[438512,1585109],[440491,834544],[442249,1072353],[442455,1589876],[443263,1073985],[443756,1329195],[449018,1081612],[450537,1600503],[451425,846764],[459156,1352137],[459919,1614940],[466335,1106706],[467263,868547],[467983,1109002],[469115,1627297],[471422,1113977],[475268,1120112],[476076,880863],[479127,1644684],[486678,1654451],[487084,1137328],[487566,1138418],[487833,1395120],[492653,1145689],[494173,1665545],[496499,1151824],[502387,1679973],[503750,919322],[509589,926675],[509697,1172208],[509903,1691507],[510711,1692644],[512942,1177328],[517058,938554],[521293,1191617],[521572,1452182],[522662,1195220],[523463,1714392],[524960,950778],[527472,1198732],[528604,1200352],[532562,1724378],[536505,1729145],[537313,963135],[544587,1739772],[544993,1221633],[545475,1222723],[545742,1481926],[546376,1742854],[553673,1233340],[554874,986399],[559428,1240967],[563252,1764278],[564615,999350],[570568,1517601],[572365,1776936],[574344,1013274],[576102,1264180],[576308,1781703],[582871,1273439],[584390,1792330],[585278,1025494],[591885,1803424],[600188,1298533],[601116,1047277],[601836,1300829],[602968,1819124],[605275,1305804],[609929,1059593],[614426,1582739],[614888,1321052],[616337,1324523],[616678,1840249],[618723,1072815],[621254,1844411],[626076,1076494],[626877,1850071],[632018,1085486],[634179,1604163],[635976,1860057],[637955,1094910],[639713,1350226],[639919,1864824],[643791,1357592],[649733,1362724],[666604,1385095],[667964,1386847],[671631,1137049],[674143,1393962],[679233,1910649],[683176,1915416],[683984,1149406],[691258,1926043],[701545,1172670],[706099,1436197],[711286,1185621],[717543,1454506],[722663,1717331],[728570,1202896],[728911,1970869],[733487,1975031],[736940,1473653],[740607,1221354],[743119,1480768],[747507,1488041],[752424,1993968],[773528,1517428],[777363,1264642],[784716,1268321],[785517,2028801],[790658,1277313],[794616,2038787],[798559,2043554],[832135,1588035],[837808,1331366],[847386,1603990],[851221,1350688],[857799,1617264],[862919,1873001],[873743,2116990],[897999,1398126],[898340,2140298],[902916,2144460],[948529,1717158],[980264,1748150],[1016538,1527742],[1052473,2275630],[1103088,1872828], [40552,507182,1687943],[51599,568047,1772248],[56402,593772,1806767],[64484,641220,1612133],[70623,660188,1888403],[72755,670134,1900663],[77449,693047,1929125],[81195,517295,1442111],[84254,723464,1965969],[85440,737219,1732733],[88756,739110,1980691],[95365,764600,2007244],[98049,775318,2018979],[102090,577609,1525571],[108229,609121,1311939],[111536,832414,1843392],[112515,832755,2081437],[113675,846924,1857687],[116232,843729,2090213],[117994,849176,2095113],[122501,863720,2107928],[131054,675275,1395582],[132240,668243,1647412],[135556,908539,2150120],[142165,516170,1182956],[145045,944147,2187536],[145865,948067,1964618],[151728,960038,2198175],[155445,744251,1482388],[158292,980543,1992949],[159271,980884,2214535],[162988,991858,2223311],[168665,774977,1520899],[169644,577116,1265812],[170804,773066,1774566],[173361,1022459,2248853],[175123,1027906,2253753],[179630,808373,1559100],[192261,1077230,2295854],[197965,848835,1607461],[198944,640727,1351858],[201180,1098706,2310764],[202000,1102626,2106577],[207863,1114597,2321403],[211580,884507,1645146],[213538,669333,1390450],[214358,886972,1649736],[220221,1146309,2344846],[226785,916936,1683271],[227764,700344,1428570],[231481,1178129,2369982],[248149,738309,1477256],[248969,965091,1735057],[258523,1236585,2408476],[264227,996964,1767576],[265206,771897,1515376],[273001,1269057,2429707],[281920,802431,1553968],[282740,1036529,1809091],[288603,1306424,2455256],[298989,1328659,2470503],[300113,1074264,1847620],[325121,878565,1640014],[325941,1119650,1890727],[352190,1431815,2529002],[367040,952147,1721764],[367307,1199890,1968183],[406014,1525035,2577528],[436715,1321225,2077405],[458032,1611597,2620729] ] cell #1263 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [156297],[157816],[186547],[187095],[201447],[206408],[236163],[242435],[242983],[244073],[246163],[252809],[253357],[258790],[287148],[301255],[302779],[305174],[313135],[319407],[319955],[321045],[336102],[336650],[337740],[339830],[344255],[352457],[366097],[368457],[370548],[373252],[387114],[389317],[390841],[394379],[408280],[409804],[412199],[416190],[418280],[426432],[426980],[428070],[434585],[439442],[442395],[445009],[465392],[468830],[469843],[486623],[488983],[491074],[493778],[497963],[500358],[507640],[509843],[511367],[514905],[517753],[524453],[528319],[530016],[544532],[549852],[552805],[555786],[568505],[573295],[576248],[578067],[578862],[586695],[588786],[591490],[599245],[602683],[603696],[610585],[617718],[621555],[636906],[639859],[641678],[645582],[652000],[665661],[671124],[673050],[674990],[676028],[676687],[685730],[696523],[699476],[702457],[712014],[716946],[723759],[740100],[742026],[743966],[745004],[748888],[768076],[771029],[774043],[776358],[778898],[780195],[782127],[792070],[804222],[806148],[810640],[826511],[836341],[847901],[850216],[852756],[854053],[855985],[880356],[882282],[886375],[886803],[891343],[893188],[918317],[920857],[942386],[949044],[952948],[964494],[964922],[969462],[971307],[984470],[998345],[1000885],[1004741],[1005241],[1008507],[1040900],[1070650],[1071078],[1074605],[1086377],[1086877],[1090143],[1103603],[1107507],[1124021],[1128657],[1164177],[1191894],[1196463],[1196963],[1212962],[1230005],[1230433],[1233960],[1249498],[1293700],[1320830],[1325778],[1330706],[1354266],[1358835],[1359335],[1380262],[1451803],[1454374],[1472362],[1484348],[1489296],[1576638],[1584714],[1595656],[1614561],[1667592],[1714013],[1723983],[1787483],[1849692],[1910254],[2028422] ] cell #1264 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [251862],[253807],[294287],[294968],[313828],[320405],[361143],[368945],[369626],[370977],[373702],[382349],[383030],[390010],[427430],[445528],[447355],[450362],[460438],[468240],[468921],[470272],[489471],[490152],[491503],[494228],[499974],[510536],[527729],[530585],[533015],[536311],[553234],[555938],[557765],[562271],[579381],[581208],[584215],[589215],[591940],[602093],[602774],[604125],[612596],[618287],[621707],[624787],[648858],[652969],[654144],[674400],[677256],[679686],[682982],[688076],[691083],[699905],[702609],[704436],[708942],[712443],[720334],[724728],[726713],[743376],[749457],[752877],[756382],[771458],[776927],[780347],[782556],[783427],[792639],[795069],[798365],[807498],[811609],[812784],[821174],[829478],[833680],[850785],[854205],[856414],[860590],[867902],[883632],[889763],[891912],[894157],[895367],[896142],[906449],[918886],[922306],[925811],[937028],[942975],[950133],[967882],[970031],[972276],[973486],[977607],[998914],[1002334],[1005794],[1008208],[1010945],[1012410],[1014594],[1025708],[1039320],[1041469],[1046632],[1064964],[1075174],[1087430],[1089844],[1092581],[1094046],[1096230],[1122441],[1124590],[1129246],[1129694],[1134392],[1136404],[1163878],[1166615],[1190966],[1197516],[1201602],[1213551],[1213999],[1218697],[1220709],[1234529],[1249199],[1251936],[1256331],[1256791],[1260035],[1294507],[1326367],[1326815],[1330407],[1342377],[1342837],[1346081],[1359888],[1363974],[1381069],[1386196],[1422793],[1452339],[1456640],[1457100],[1473002],[1489885],[1490333],[1493925],[1509599],[1554479],[1582849],[1587384],[1592122],[1615097],[1619398],[1619858],[1640525],[1712296],[1714549],[1731391],[1742964],[1747499],[1832352],[1840359],[1850228],[1867966],[1917662],[1962223],[1970979],[2028958],[2086467],[2140408],[2245107] ] cell #1265 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [115391],[125945],[150385],[162147],[163399],[172520],[176805],[183074],[191223],[191373],[192986],[204192],[205284],[206520],[218878],[223097],[224349],[230640],[231892],[234925],[237592],[237742],[238630],[241682],[256173],[257635],[259248],[271963],[272113],[273726],[277105],[278341],[286024],[287260],[292731],[295950],[296758],[303722],[312620],[314564],[314714],[315602],[316959],[318654],[331259],[331409],[332297],[332929],[335349],[340928],[342541],[351302],[352915],[356294],[362408],[363845],[371416],[377342],[377492],[378380],[379012],[381711],[384012],[384820],[391784],[402975],[403783],[404494],[405382],[410747],[413799],[421589],[421739],[422627],[423259],[425679],[438362],[446793],[448230],[454993],[455801],[456512],[457400],[459403],[463140],[470711],[472942],[476637],[476787],[477675],[478307],[484371],[485159],[491942],[498906],[504538],[505346],[506057],[506945],[512310],[522947],[529262],[529412],[532412],[538201],[542280],[543068],[554561],[558640],[565403],[566211],[566922],[567810],[580646],[582083],[589654],[591253],[596993],[597781],[604564],[606795],[611528],[615308],[616432],[623547],[626361],[629079],[632826],[646794],[650541],[659330],[663409],[664197],[679083],[684872],[688951],[705311],[712882],[714481],[715113],[716423],[718072],[718425],[728665],[731023],[735780],[747602],[749960],[754717],[760249],[785001],[787719],[791466],[800255],[817970],[822049],[826034],[827198],[827651],[838337],[838690],[841102],[858328],[858681],[861093],[871279],[898094],[900452],[905209],[910741],[929678],[943557],[954481],[954934],[975327],[975780],[989231],[1017067],[1017420],[1019832],[1030018],[1050009],[1076640],[1098116],[1140752],[1141205],[1154656],[1175502],[1268467], [56383,593256],[56872,284932],[57088,423984],[70604,659672],[71093,328133],[71309,479032],[72736,669618],[77531,502237],[77973,349840],[84235,722948],[87698,381145],[87744,545647],[88737,738594],[95447,563102],[95889,398953],[98131,572215],[104139,419645],[108699,291479],[108915,432871],[110569,827754],[112597,621104],[114041,634024],[116213,843213],[116643,458792],[118076,635826],[122482,863204],[126264,474693],[129577,482934],[134498,335062],[134544,487738],[135537,908023],[142247,515362],[142689,357530],[144745,943932],[146231,722508],[147421,527167],[148849,736410],[149149,539154],[149782,955037],[151810,733337],[153968,540843],[157325,975883],[159353,752274],[162969,991342],[169726,575520],[171170,570413],[173342,1021943],[173772,406774],[175205,794466],[183393,431258],[187822,831605],[188122,620353],[191961,1077015],[193447,842773],[194637,630581],[199026,639131],[200880,1098491],[201813,1099836],[202366,862764],[203556,648296],[205917,1109596],[207945,873593],[214724,669178],[215914,485967],[217342,667434],[217642,481245],[218275,1141308],[220303,902766],[222461,687514],[227846,698748],[231462,1177613],[240448,1199326],[243710,958888],[244010,732586],[249335,738154],[250525,543876],[253452,1226453],[254084,979734],[254384,751523],[258223,1236370],[259156,1237715],[259709,990902],[260899,761751],[265288,770301],[268562,774168],[268862,571464],[272701,1268842],[274187,1021503],[275377,789221],[279766,797771],[283106,802276],[284296,598589],[286657,1301423],[288685,1052323],[298689,1328444],[305540,1339706],[308802,848026],[309102,635075],[317420,1106551],[320050,1366963],[320682,1113447],[320982,872842],[323793,876036],[326307,878410],[327497,665005],[334115,1394556],[337377,1145159],[337677,902015],[343002,907583],[344192,690547],[347751,916127],[348051,694692],[351890,1431600],[352823,1432945],[353376,1177173],[354566,931180],[358955,939730],[361620,1454233],[367673,951992],[373347,1470100],[380198,1481362],[386751,1232810],[387051,983569],[389880,986819],[394316,763996],[396864,996155],[397164,766245],[405714,1524820],[412565,1536082],[415827,1026756],[416127,793715],[424445,1298378],[427075,1563339],[427707,1305274],[428007,1051572],[430818,1054766],[433332,1057140],[434522,823645],[442958,1073235],[443851,1073455],[444151,835440],[446005,1595515],[457732,1611382],[460915,1354125],[467968,868921],[468050,1109040],[479493,1384940],[482146,1649463],[488199,1138263],[493873,1665330],[500724,1676592],[507277,1428040],[507577,1169840],[510406,1173090],[514842,933425],[517390,1182426],[517690,935674],[521667,1191753],[525665,951152],[527539,1198770],[540055,1734784],[546108,1222568],[554941,986466],[555716,1235995],[568142,1514846],[568442,1255161],[576811,1265062],[577704,1265282],[578004,1014170],[579858,1787342],[591585,1803209],[594768,1550501],[601821,1047651],[601903,1300867],[614955,1321090],[618790,1072882],[621485,1328069],[629793,1854042],[640422,1351108],[641315,1351328],[641615,1095806],[651108,1109493],[661184,1636547],[668338,1386983],[672336,1137423],[674210,1394000],[686726,1921055],[701612,1172737],[702387,1431225],[716876,1452048],[720837,1199223],[725450,1718363],[737314,1473789],[741312,1221728],[743186,1480806],[760963,2003599],[773595,1517466],[777430,1264709],[780125,1524445],[788433,2032772],[809748,1301320],[832509,1588171],[847453,1604028],[851288,1350755],[853983,1611007],[865706,1874033],[886305,1647278],[890266,1394453],[930392,2173028],[948596,1717196],[964424,1732599],[968385,1481259],[980638,1748286],[1070580,1843258],[1103155,1872866],[1229935,1992815] ] cell #1266 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [228002,1169138],[232472,710542],[233481,934972],[265444,1254459],[270344,781443],[271494,1013468],[281196,1289599],[289877,819477],[310584,855301],[311734,1095104],[324397,1376161],[329434,1129484],[330265,890003],[330862,1389146],[333310,894532],[345621,1419316],[349533,923402],[365605,1458515],[375517,1213789],[376348,968122],[376945,1475952],[379393,972651],[394734,1506122],[398646,1003430],[400245,1256558],[401731,1008964],[402085,1519148],[420595,1039560],[423640,1044089],[441211,1326605],[441565,1588686],[449990,1599797],[452263,1342604],[453749,1090600],[454103,1605710],[464900,1621273],[475643,1122681],[478688,1127210],[481567,1132031],[497471,1671182],[503294,1164634],[522400,1713428],[525800,1456867],[528979,1201842],[535615,1727955],[539476,1216336],[551621,1490123],[551975,1748801],[560400,1759912],[564159,1249955],[583843,1791624],[587956,1797537],[594189,1292146],[623091,1331163],[625814,1849107],[643529,1869098],[646929,1619625],[656744,1883625],[660605,1378708],[682286,1914226],[707071,1946183],[724871,1461048],[756984,1998664],[784454,2027837],[815384,2062355],[826853,1583126],[834282,2082686],[926413,2168093],[1013012,2241326],[1094648,2307742], [45554,535261,1219453],[63324,629214,1347919],[69667,656390,1381825],[75150,681932,1135148],[77085,499919,914266],[85145,538452,1473229],[85245,728131,1473369],[86254,731884,1478470],[92638,754261,1494681],[94011,760384,1511437],[95211,560725,562216],[100930,787854,1261873],[103184,587602,1026464],[103572,417609,799901],[107273,815030,1295263],[109208,612541,824134],[111241,619651,1587611],[111341,615898,1587751],[113789,838136,1603739],[122642,865127,1623806],[123492,868387,1636127],[123746,651667,652914],[124501,872140,1641228],[125989,472588,473871],[131945,480543,1386423],[132045,897560,1386563],[133054,901313,1391664],[134931,496874,906689],[135697,686147,1150161],[139438,923690,1167677],[140811,929813,1424631],[142011,707396,708887],[143065,710830,934551],[143453,519172,714759],[145979,717871,1716907],[146527,950618,1717943],[146781,721396,724673],[156656,974982,1743241],[157997,750821,1747726],[158097,747068,1747866],[159509,982867,1751820],[160377,755264,756445],[160545,986265,1763854],[160795,555460,556595],[166258,1003718,1252998],[168370,570762,1259618],[168470,401443,1008822],[169405,583246,1011185],[170661,781731,1012007],[170918,1016866,1517177],[174352,587314,1026322],[175361,793013,1278175],[179771,1043857,1295472],[180621,1047117,1550081],[180875,810307,811554],[181630,1050870,1555182],[183118,606441,607724],[183507,609496,818869],[184273,819245,1055313],[187454,1067542,1840636],[188335,830443,833743],[188503,1072681,1843987],[188753,619309,622364],[193743,1083701,1853622],[197670,634373,1345664],[197770,453461,1090458],[198705,449393,1092821],[199961,855589,1093643],[200456,1097772,1868238],[202114,858127,1872577],[202662,859271,1873613],[204817,652088,867980],[204930,468371,652286],[211721,1126978,1382034],[214472,481799,1132711],[215020,1136889,1649043],[215274,890825,894102],[215496,681644,1135006],[216028,675650,892934],[216924,894300,1135357],[221495,686379,1150841],[225149,1161253,1419511],[226490,693990,1422376],[226590,503006,1164492],[227525,706474,1166855],[228870,924693,925874],[229038,1172536,1679549],[229288,702131,703266],[235479,942724,943112],[237195,1193916,1962495],[238163,723847,950211],[238276,527860,724045],[243342,1205035,1971256],[244391,1210174,1974607],[244641,533672,537006],[249083,539708,1217016],[249631,1221194,1734364],[249885,968944,972221],[250107,534973,1219311],[250639,744626,971053],[251535,972419,1219662],[251954,1224086,1988337],[253716,748335,1990193],[254765,976775,1993544],[255015,383725,753534],[257413,556068,756534],[260005,987409,2003179],[262591,1246574,1506317],[263932,765543,1509182],[264032,563871,1249813],[264967,559803,1252176],[266909,1005583,1256753],[268194,1259369,1519343],[269075,1009173,1012473],[269243,1264508,1776512],[269493,777949,781004],[269796,788086,1262553],[274483,1275528,2032352],[282854,594421,1292826],[283402,422273,1043031],[283878,814742,1295121],[284410,808748,1042491],[285557,810728,1046710],[285670,602224,810926],[293452,826673,1065114],[294418,437107,830092],[295060,1322772,2078469],[296536,621837,833832],[298321,1327768,1588881],[299818,834738,1591705],[299918,622803,1331021],[302287,1334296,2086739],[303368,627458,631022],[307149,1087219,1342799],[308434,1345415,1605905],[309315,1090809,1094109],[309483,1350554,1859633],[309733,851807,854862],[310036,629446,1348599],[315248,461282,864301],[318248,650108,1364214],[320314,869654,2113215],[321363,1110488,2116566],[321613,469616,654801],[326055,660837,1379388],[326603,477321,1126152],[327079,656102,1381683],[327611,884882,1125612],[329146,1128995,1129383],[331830,893276,1136482],[331943,674531,893474],[337009,1400265,2140685],[338058,1405404,2144036],[338308,680343,683677],[343298,1416424,1920635],[344306,692110,692777],[347383,348682,922963],[348432,505124,1168232],[348985,930045,1425311],[351080,702739,925963],[353672,1173680,2172608],[360017,520726,1191193],[360843,943213,1712568],[361273,521950,946440],[361800,720574,1457675],[365008,1197305,1457062],[367421,725103,1461728],[369076,531157,727327],[369718,1464428,2195207],[371194,729988,733792],[372979,1469424,1728150],[373611,961565,2199424],[374576,537847,1223115],[375229,1213300,1213688],[377913,971395,1220787],[378026,743507,971593],[382480,547517,978221],[384598,548297,981961],[386383,1491286,1748996],[387980,753973,1494539],[391430,556782,758628],[393600,394430,561799],[396496,397795,1002991],[397545,565989,1253553],[398098,760616,1512117],[400477,1005403,1256941],[403561,780477,1012562],[409312,1530672,2245379],[410393,786098,789662],[415459,1541791,1797732],[416508,1546930,2038363],[416758,795726,799060],[427339,1048384,2271855],[428388,1302315,2275206],[428638,603469,813441],[433628,611174,1058677],[434636,613344,825208],[435914,1064731,1838780],[436909,615491,1067791],[437735,830234,1588349],[440923,1326116,1326504],[445658,625364,837287],[446185,625027,1343412],[451389,452056,1096887],[451806,632604,1352515],[452495,1087039,1342987],[455579,854335,1094198],[460568,643079,1100999],[461095,860830,1620433],[464303,1359677,1619820],[466716,865359,1624486],[470489,653066,870244],[472274,1632182,1883820],[489602,677828,896756],[490244,1659658,2341878],[491720,899417,903221],[493505,1664654,1914421],[494137,1147836,2346095],[495102,684518,1138810],[498552,909120,912684],[511956,703453,928057],[514126,514956,708470],[517022,518321,937685],[518071,712660,1184653],[521861,945760,1716604],[526032,1197125,1457250],[530959,727724,953265],[531785,727469,1473967],[547319,746661,1227146],[548145,978363,1748464],[551333,1489634,1490022],[579511,784004,1016017],[580038,783667,1257366],[585242,585909,1015251],[585659,791244,1266469],[589432,1028983,1032787],[591849,1286475,2441595],[604342,811706,1048974],[606127,1824009,2062550],[625275,836607,1603436],[642990,1100319,1872274],[647161,1359497,1620008],[677630,897153,1139536],[678456,896898,1387161],[783915,1015337,1516874] ] cell #1267 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [139447],[143074],[166267],[170670],[179773],[184275],[199970],[211723],[216926],[225151],[228007],[232474],[233486],[251537],[262593],[265449],[266911],[268196],[270346],[271499],[281201],[289882],[298323],[307151],[308436],[310586],[311739],[324402],[329439],[330267],[330867],[333315],[345748],[349535],[365010],[365610],[372981],[375522],[376350],[376950],[379398],[386385],[394861],[398648],[400253],[401736],[402212],[415461],[417611],[420597],[423645],[441216],[441692],[449395],[449995],[452271],[453754],[454230],[464305],[464905],[472276],[473873],[475645],[478693],[481575],[493507],[496876],[497476],[499924],[503299],[519174],[522532],[525808],[528981],[535266],[535742],[539484],[551626],[552102],[556597],[559805],[560405],[562221],[564164],[583248],[583848],[587607],[588083],[594197],[606129],[607726],[609498],[612546],[615906],[622366],[623096],[625946],[629222],[643661],[646937],[650110],[652356],[652919],[656395],[656871],[660613],[675652],[681937],[682413],[686155],[703268],[706476],[707076],[708892],[710835],[724115],[724678],[724879],[728139],[744628],[747076],[748467],[754266],[756450],[756606],[757116],[760392],[781006],[781736],[784586],[787862],[808750],[810996],[811559],[815035],[815511],[819253],[826861],[833748],[833904],[834414],[854864],[855594],[859279],[865135],[867982],[868395],[869786],[884884],[893544],[894107],[894308],[897568],[923695],[925879],[926035],[926545],[929821],[943117],[950213],[950626],[961697],[971663],[972226],[972427],[974990],[987417],[1003723],[1005591],[1012478],[1012634],[1013144],[1043865],[1046712],[1047125],[1048516],[1065116],[1067550],[1083709],[1087227],[1094114],[1094270],[1094780],[1126986],[1129388],[1136484],[1136897],[1147968],[1161261],[1173688],[1197313],[1205043],[1213693],[1220789],[1221202],[1246582],[1256943],[1259377],[1275536],[1286607],[1326509],[1327776],[1342989],[1345423],[1359685],[1400273],[1416432],[1457252],[1469432],[1490027],[1491294],[1541799],[1620010],[1632190],[1664662],[1824017], [45563,250361],[50783,266232],[63326,309868],[69676,327333],[70184,328509],[75159,215750],[80379,228790],[85150,538455],[85247,375289],[86259,378545],[92647,388234],[93269,395213],[94013,397930],[100932,269628],[103193,174606],[107282,284132],[107790,285308],[109303,184928],[111246,619654],[111343,440983],[111897,442044],[113794,452560],[122644,466548],[123494,474584],[124506,477840],[131950,480546],[132047,329206],[133059,332462],[135699,221327],[136352,136897],[140069,346100],[140813,348817],[143582,234107],[145984,526097],[146529,527058],[151110,536094],[156658,547011],[158002,750824],[158099,551393],[158653,552454],[159514,554094],[160550,562970],[168375,570765],[168472,401503],[169026,402564],[170923,400542],[174354,276751],[175366,276638],[175987,176849],[180623,419536],[181635,422792],[183531,289979],[187456,617313],[188508,620972],[193745,630472],[197675,634376],[197772,453521],[198326,454582],[200461,642564],[202119,647226],[202664,648187],[207245,657223],[214477,481864],[215022,482825],[215498,332575],[216052,333412],[219603,682765],[221500,340706],[221597,221745],[226495,693993],[226592,503066],[227146,504127],[229043,502105],[237200,719317],[243344,729546],[244396,733205],[249088,539773],[249633,540734],[250109,378658],[250663,379495],[252081,745571],[254770,752142],[260007,761642],[261440,763565],[263937,765546],[264034,563931],[264588,564992],[269248,572083],[269801,404272],[269898,270046],[274485,789112],[279066,588435],[282859,594486],[283404,595447],[283880,422905],[284434,423742],[287985,815863],[295187,828293],[299823,834741],[299920,622863],[302292,839582],[306392,632395],[309488,635694],[310041,456290],[310138,310286],[321368,873461],[326060,660902],[326605,661863],[327081,477953],[327635,478790],[337011,898975],[338063,902634],[343300,687405],[344330,500021],[348437,695311],[348990,505835],[349087,349235],[353674,931071],[355107,932994],[358255,711663],[360848,943216],[361802,719495],[367426,725168],[369845,955576],[371109,734599],[374578,735096],[387982,554207],[394454,562318],[397550,766864],[398103,566700],[398200,398348],[409317,1018312],[413417,791035],[416513,794334],[428393,1052191],[433630,820503],[434660,612643],[435063,1063614],[435919,1064666],[437177,828986],[437740,829128],[446187,839760],[447234,844380],[451811,845433],[461097,642742],[466721,650319],[466818,466966],[470404,653873],[490371,1141847],[491635,904028],[495104,904525],[501576,914057],[514980,708989],[518076,936293],[520728,1191133],[521866,944640],[522022,945320],[531227,956269],[531790,956411],[532867,961187],[547587,746264],[548150,746406],[549104,553366],[557644,757708],[580040,1018490],[581087,1023110],[585664,1024163],[589347,1033594],[604257,812513],[615493,1066671],[625280,1077723],[625436,1078403],[642995,856598],[643151,857278],[644253,648737],[653996,869276],[677898,1142540],[678461,1142682],[679538,1147458],[687955,1157934],[704315,927137],[727726,1204164],[746663,974111],[747957,752729],[783920,1269550],[784076,1270230],[794921,1286097],[812636,1048006],[897155,1399394] ] cell #1268 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41892,232935],[53683,271283],[58903,290401],[66259,311523],[72578,330351],[73964,334387],[79030,350472],[80769,356472],[88579,376434],[89965,380470],[96946,399585],[97902,401813],[99604,406192],[104701,420681],[106087,424717],[117847,453831],[119549,458210],[126826,475729],[128212,479765],[128802,481096],[128982,481487],[137783,503376],[139485,507755],[148386,529065],[153193,539005],[153373,539396],[164603,564241],[166305,568620],[166757,569822],[177378,593718],[177558,594109],[189247,620204],[190704,623173],[196057,633433],[209328,660134],[209508,660525],[214110,670080],[224877,693050],[238954,721917],[239834,723410],[240567,724791],[248721,739056],[255509,751374],[262319,764603],[267922,775321],[293736,826627],[298049,832758],[304926,843675],[308162,849179],[315926,862173],[316806,863666],[342388,908485],[361557,944150],[372707,960041],[386111,980887],[392988,991804],[411951,1022405],[415187,1027909],[445942,1077233],[460852,1098709],[472002,1114600],[493233,1146312],[513514,1178075],[556352,1236588],[579795,1269060],[605855,1306427],[622121,1328662],[703023,1431818],[780761,1525038],[854619,1611600], [10917,97741,268275],[14676,117686,308515],[16951,129135,330938],[18600,137622,225230],[18701,138139,139470],[21772,151420,373060],[22250,153526,377021],[24798,164442,262672],[24899,164959,166290],[25397,167243,401947],[27163,174815,415540],[27749,177711,281272],[27879,178198,179818],[30911,190543,298402],[31815,116055,449479],[32033,194195,450066],[32359,195602,199993],[32650,196543,453965],[35653,207555,472355],[36131,209661,324473],[36261,210148,211768],[36768,212506,480707],[38866,219913,493586],[39344,222019,497547],[40126,225363,345483],[40331,226090,228039],[41993,143097,233452],[42982,236684,365094],[44368,240720,365681],[45515,151581,535343],[45586,152272,245744],[45771,244741,535477],[46235,246431,251582],[46435,247117,538616],[49434,256805,386464],[50338,162811,559889],[50556,260457,560476],[50882,94990,261864],[51173,262805,394596],[51378,263532,265481],[54587,173184,583332],[54805,274935,583919],[55131,170693,276342],[55422,277283,587818],[55981,103865,418548],[58425,288295,606208],[59033,184320,290888],[60135,187535,294646],[60296,294788,441293],[61362,297325,619815],[61998,299167,441427],[62528,300596,624603],[63006,301776,307235],[63318,194042,629134],[63371,195085,304680],[64392,305812,311771],[67095,313656,464389],[68392,204521,650194],[68481,317692,464976],[69628,207716,656472],[69699,124472,322716],[69884,321713,656606],[70348,128342,323403],[75111,220074,682014],[75182,220765,339411],[75367,338408,682148],[75831,216971,340098],[76735,135379,496960],[76953,136765,500996],[77279,224670,345157],[79934,231304,706560],[80152,354124,707147],[80478,141790,355531],[80974,233518,357199],[81328,143746,520111],[82002,360570,521189],[82182,360961,525720],[82335,237271,361520],[83264,363126,720150],[85239,241824,727015],[85708,243423,369304],[85869,369446,375599],[86291,245944,372670],[90822,156737,382708],[90983,382850,551703],[91339,92670,256118],[92049,385387,750985],[92599,256966,754343],[92685,387229,551837],[93215,388658,755773],[93693,164231,389838],[94005,260304,760304],[94058,161556,392742],[95079,166510,393874],[100134,407621,783243],[100612,266995,408801],[100924,274782,787774],[100977,275825,411705],[101998,271531,412837],[103145,174976,587684],[103216,278286,280228],[105998,285261,808834],[106217,107954,430428],[107234,288456,815112],[107305,181601,429741],[107490,428738,815246],[108858,183955,609582],[109076,185341,613618],[109402,185252,435487],[109628,435969,614782],[110114,294922,436846],[111335,296092,829780],[111843,440086,830952],[113059,189856,442916],[114160,445346,452183],[114313,302363,445905],[120249,459865,642318],[120429,460256,646849],[120582,200532,460815],[121069,122689,316560],[121511,462421,860406],[122636,317539,865047],[123486,318796,867271],[123955,209082,468599],[124116,209445,468741],[124538,206189,471965],[128123,328462,884968],[131786,216879,675736],[132039,335491,896444],[132508,337090,489830],[132669,329516,489972],[133091,339611,493196],[135691,221866,686067],[135744,342142,344640],[137411,140493,510364],[139399,350633,923772],[139690,141879,514400],[140015,509184,925202],[140805,353971,929733],[140858,230049,513268],[143026,233096,710912],[144013,360181,520816],[145617,523409,719071],[146521,363987,947317],[147869,239588,528088],[148030,239951,528230],[149327,369580,530896],[151056,534136,958235],[156177,251490,744712],[156384,546379,745952],[156650,381798,974756],[156870,251816,547256],[157597,159546,386074],[158091,384154,977909],[158599,550496,979081],[160916,262207,555756],[161069,262282,556315],[166219,399746,1003800],[168246,170188,576769],[168972,573939,1009682],[170622,271444,781813],[171289,400165,579199],[171442,409388,579758],[175398,415150,418061],[177132,181084,602452],[177495,181245,602594],[179765,424564,1043777],[180615,425821,1046001],[181667,286929,605818],[184267,290248,819165],[187182,616681,828674],[187448,438449,1067316],[189903,297937,621525],[190056,298012,622084],[192833,626823,839336],[193737,448372,1080400],[197546,199488,640380],[198272,637550,1091318],[199922,311684,855671],[202656,463282,1101876],[205462,323949,652025],[207191,655265,1112794],[211715,479612,1126898],[213864,216362,674759],[214227,216523,674901],[215014,484513,1133588],[216918,334234,894220],[217820,490106,677567],[219549,680807,1144506],[224765,229409,702427],[224840,229562,702986],[225143,502324,1161027],[235640,360474,716916],[239993,365157,723784],[243070,728914,955957],[243336,532499,1204809],[248475,250973,743735],[248838,251134,743877],[249625,542422,1217893],[251529,380317,972339],[253710,548859,1226671],[259999,558782,1239755],[262585,563189,1246348],[266903,400761,1005357],[267810,270643,780165],[267885,270796,780724],[268188,572302,1259143],[273573,785463,1018066],[274477,582225,1272227],[279012,796190,1283145],[280748,286202,810665],[287931,813905,1304621],[293655,436293,826536],[298315,621191,1327542],[307143,452779,1086993],[308050,310883,854023],[308125,311036,854582],[308428,635913,1345189],[320308,653628,1367181],[329015,329307,886345],[330414,333660,893213],[336737,898343,1142228],[337003,679170,1400039],[343292,689093,1413123],[353666,705453,1434985],[365002,526316,1197079],[372973,733424,1469198],[373605,734354,1470318],[375098,375390,964464],[376497,379743,971332],[386377,752361,1491060],[400347,400680,1005266],[415453,794553,1541565],[427333,812268,1563557],[440792,441084,1070620],[452365,452698,1086902],[464297,647445,1359451],[472268,873680,1631956],[493499,902853,1664428],[494131,903783,1665548],[525902,526235,1196988],[551202,551494,1229975],[591843,1033349,1803427],[606121,1052410,1823783],[647031,647364,1359360] ] cell #1269 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [34091],[48375],[50170],[64305],[66481],[66531],[67124],[69289],[79766],[82725],[82775],[87364],[90304],[93129],[93722],[101911],[106895],[110810],[111757],[113957],[114703],[114753],[116357],[123437],[134164],[136678],[139929],[140522],[146147],[146472],[149097],[150023],[150970],[158513],[168886],[171086],[171832],[171882],[173486],[176471],[180566],[188070],[191246],[193363],[193688],[198186],[202282],[202607],[207105],[214640],[214965],[217590],[218516],[219463],[221663],[224063],[227006],[237615],[249251],[249576],[254332],[259625],[259950],[264448],[268810],[269964],[271986],[274103],[274428],[277053],[278926],[283022],[283347],[287845],[306252],[309050],[310204],[314587],[317336],[326223],[326548],[331282],[332877],[340801],[342918],[343243],[347999],[349153],[353292],[353617],[358115],[367589],[368671],[374521],[377365],[378960],[397112],[398266],[404367],[413277],[417229],[421612],[423207],[424361],[433248],[433573],[439656],[444099],[444460],[445273],[456385],[466884],[476660],[478255],[479409],[483669],[488115],[489197],[495047],[505930],[518792],[523904],[524717],[529285],[529895],[529903],[541578],[546024],[550066],[554509],[566795],[573509],[578313],[579126],[596291],[600737],[615331],[617597],[617605],[624065],[637120],[645033],[645846],[650414],[662707],[667153],[670575],[676566],[676574],[696737],[697184],[716644],[719612],[726111],[739551],[746501],[748767],[748775],[768290],[768737],[776245],[782705],[803673],[826225],[829223],[836555],[846376],[850103],[856900],[859868],[879807],[918204],[938166],[944942],[952399],[956506],[974354],[998232],[1025106],[1065399],[1066914],[1074492],[1078025],[1142777],[1191781],[1204407],[1269852],[1320486],[1399637] ] cell #1270 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [529911],[533656],[561783],[615766],[617613],[627308],[654785],[658315],[676582],[680327],[692094],[708454],[717717],[727999],[729846],[746936],[748525],[748783],[753518],[757174],[758478],[762486],[774406],[776253],[785948],[795710],[799240],[813425],[816955],[825192],[834472],[837982],[842856],[848264],[850111],[857973],[859139],[864151],[868255],[869844],[870102],[887146],[897428],[899275],[907666],[908970],[916365],[917954],[918212],[926603],[927907],[931915],[941199],[950486],[959126],[961755],[965265],[974850],[976621],[981819],[986111],[987277],[990985],[996393],[997982],[998240],[1013202],[1016712],[1021586],[1026994],[1028841],[1036703],[1037869],[1046985],[1048574],[1048832],[1057223],[1062535],[1067410],[1072527],[1073693],[1074500],[1081324],[1083569],[1085158],[1094838],[1097618],[1106634],[1110334],[1113685],[1119824],[1120990],[1136757],[1138346],[1145397],[1148026],[1151536],[1159930],[1162892],[1172382],[1173548],[1177256],[1184253],[1191789],[1192926],[1193762],[1200064],[1204903],[1209645],[1210020],[1211186],[1221062],[1222651],[1224075],[1231507],[1233048],[1240679],[1244513],[1248213],[1264354],[1273151],[1275396],[1276985],[1281416],[1286665],[1298461],[1302161],[1305512],[1312817],[1320541],[1322205],[1322293],[1322761],[1333306],[1334142],[1338251],[1340444],[1350400],[1355298],[1360243],[1362436],[1372017],[1385023],[1400133],[1404875],[1405250],[1406416],[1410748],[1416292],[1417881],[1435909],[1439743],[1443443],[1451566],[1452517],[1453083],[1463861],[1463949],[1464417],[1468796],[1485723],[1485811],[1490658],[1501769],[1529682],[1530518],[1534627],[1536820],[1541163],[1546776],[1568393],[1581399],[1583474],[1593799],[1594365],[1615275],[1615841],[1631554],[1659091],[1659179],[1659647],[1664026],[1696999],[1722743],[1743589],[1785626],[1786192],[1823381],[1909014], [93079,1506111],[111707,1588675],[139879,1419305],[144993,1713417],[150920,1727944],[158463,1748790],[168836,1519137],[186475,1839526],[192209,1849096],[198136,1605699],[201128,1869087],[207055,1883614],[213486,1388992],[219413,1914215],[226956,1168090],[242363,1970146],[243958,1727476],[248097,1475798],[252737,1989083],[253700,1990182],[258471,1998653],[264398,1253411],[267215,1259237],[272949,2027826],[278876,1797526],[281868,1289445],[287795,2062344],[298937,2082675],[302707,1852326],[304302,1599643],[306202,1352373],[307455,1345283],[313876,2104204],[319335,2112105],[320298,2113204],[320930,1883146],[325069,1376007],[336030,2139575],[337625,1913747],[341764,1671028],[346404,1161121],[347367,922947],[352138,2168082],[358065,1184511],[366025,2191477],[366988,1458361],[368621,1473825],[372000,1469292],[373595,2199413],[386999,1996026],[390058,2219587],[390769,2001883],[392364,1759758],[395517,1246442],[396480,1002975],[405962,2241315],[409732,2031056],[411327,1791470],[413227,1266327],[414480,1541659],[416075,1797058],[420901,1042881],[426360,2270745],[427323,2271844],[427955,2061876],[432094,1311651],[437539,2289983],[439606,1588207],[443136,1327636],[444450,1603479],[447528,1598807],[450410,2299795],[451373,1096871],[457980,2307731],[465320,2109193],[466283,1621119],[471295,1632050],[475949,1126002],[486551,2338148],[487514,1395294],[489147,1387019],[492526,1664522],[494121,2346084],[497891,1919339],[499486,1677330],[507525,2165455],[510584,2366258],[511295,2171312],[512890,1946029],[516043,1182664],[517006,937669],[517638,1951617],[522590,1457525],[523894,1716647],[531589,2389201],[537186,1222965],[544460,2399013],[545423,1482100],[547949,2210550],[550016,1748322],[553546,1491154],[557938,1758922],[568390,2234431],[571392,2423836],[573459,1518669],[576989,1265520],[577952,2025199],[578303,1516917],[581381,1790634],[584263,2433648],[585226,1015235],[590238,1547942],[591833,2441584],[599173,2267833],[600136,1558812],[605148,1823877],[609802,1058527],[610513,2067468],[612108,1836685],[626004,1343262],[635003,2478884],[637070,1605231],[640600,1351566],[641563,2101333],[643719,1620283],[645023,1872317],[649031,1876246],[665589,2331444],[666552,1644858],[669261,1388156],[670565,1647747],[671388,1905710],[675956,2136663],[678260,2509727],[683857,1138660],[688249,1670192],[691131,2519539],[694620,2357221],[696687,1681041],[700217,1428278],[701180,1699192],[704609,1945193],[713466,1710314],[732514,2549953],[738237,1474962],[739541,1733068],[740364,1985738],[744932,2208216],[766173,2415130],[768240,1765346],[771770,1515084],[772733,1503962],[773971,2236092],[776237,2023447],[784644,1257216],[793643,2585909],[802359,1551674],[803663,1807102],[804486,1818534],[807671,2054976],[809054,1569934],[821347,1829547],[835368,2469997],[836505,1846469],[847829,2302508],[850095,2099581],[872770,2629142],[878493,1637720],[879797,1888738],[880620,1626707],[883805,2128834],[885188,1373558],[886073,2130428],[889041,2135712],[895540,1906847],[901943,2643620],[915930,1692054],[918196,1940185],[948972,2385006],[952075,1720576],[952389,1967234],[953212,1719439],[964192,2201981],[967160,2207265],[973659,1986875],[983497,2560327],[995958,1496824],[998224,1753914],[1004955,2235992],[1007953,1782250],[1035630,1818446],[1038598,2057143],[1051500,2709882],[1065389,2077452],[1070348,2291685],[1072152,1590423],[1074484,1844717],[1086591,2302408],[1089589,1865371],[1103531,2486569],[1118751,1626619],[1121719,1878413],[1131213,1905622],[1160625,1940751],[1191701,1960999],[1196677,2384906],[1197871,1719351],[1200880,1966283],[1215518,1985650],[1229703,2404307],[1245946,1754480],[1258741,2024013],[1321107,2077352],[1327140,1845283],[1344787,2100147],[1359049,2486469] ] cell #1271 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [183360,609373],[183646,819228],[215881,675527],[216570,894283],[232369,710673],[250492,744503],[251181,972402],[266800,1005566],[267570,777159],[270241,781574],[284263,808625],[284952,1043840],[307040,1087202],[307810,851017],[310481,855432],[327464,884759],[328153,1126961],[328865,1128949],[330156,890019],[345989,1161236],[346759,919118],[349430,923533],[364899,1197288],[374948,1213254],[376239,968138],[395102,1246557],[395872,999146],[398543,1003561],[401162,1008089],[402453,1259352],[419195,1289064],[420486,1039576],[440642,1326070],[441933,1327751],[443491,1075406],[453180,1089725],[454471,1345398],[464194,1359660],[474243,1375626],[475534,1122697],[482484,1388611],[502725,1163759],[526717,1457980],[528870,1201858],[535983,1469407],[540393,1475417],[551052,1489588],[552343,1491269],[563590,1249080],[588324,1541774],[615959,1584060],[622522,1330288],[630131,1599262],[647846,1620738],[657112,1632165],[682654,1664637],[687064,1670647],[717199,1452152],[728192,1723329],[747129,1744175],[761301,1759377],[788771,1791089],[815752,1823992],[868448,1878999],[897621,1909600],[930730,1945648],[950679,1966869],[1047178,2057729],[1136950,2136298],[1221255,2207851], 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6],[489733,896548,898375],[490612,1400248,2140662],[495299,684212,1150078],[497535,1411303,1671207],[498568,912546,1154728],[498767,1416407,1920612],[510939,1173741,2169027],[511972,703315,1175574],[512171,1173663,2172585],[518009,518174,1185758],[523679,720590,1455449],[529273,724854,1461025],[530817,532745,1203033],[537863,538062,1212133],[546249,977488,1745483],[551464,1230110,1489609],[560464,1502324,1759937],[579262,1015314,1017532],[580196,1530137,2245037],[583907,1535182,1791649],[584618,1275589,2249753],[585597,585762,1277450],[611190,611389,1314843],[615319,826836,1583103],[616551,829359,1585368],[625043,627093,1332309],[677488,679416,1398263],[684534,684733,1407363],[691486,1416485,2354522],[707135,1697554,1946208],[716566,942678,1712226],[726594,728784,1462150],[783683,785733,1528685],[896023,898213,1657380] ] cell #1272 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1273 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1274 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [529909],[533660],[561787],[615770],[617611],[627312],[654789],[658430],[676580],[680331],[692098],[708458],[717715],[728003],[729844],[746940],[748585],[748781],[753522],[757234],[758482],[763326],[774410],[776251],[785952],[795714],[799355],[813429],[817070],[825196],[834532],[837980],[842916],[848268],[850109],[857971],[859143],[864155],[868259],[869904],[870100],[887144],[897432],[899273],[907726],[908974],[913818],[916369],[918014],[918210],[926663],[927911],[932755],[941314],[950490],[959130],[960775],[961815],[965263],[974854],[976619],[981621],[981817],[986109],[987281],[991045],[996397],[998042],[998238],[1013262],[1016710],[1021646],[1026998],[1028643],[1028839],[1036701],[1037873],[1046989],[1048634],[1048830],[1057283],[1063375],[1066357],[1067414],[1072525],[1073697],[1074498],[1081322],[1082494],[1083573],[1085218],[1094898],[1097616],[1103970],[1106694],[1110332],[1113689],[1115334],[1119822],[1120994],[1136761],[1138406],[1145401],[1147046],[1148086],[1151534],[1152706],[1162890],[1172380],[1173552],[1177316],[1184313],[1191028],[1191787],[1192722],[1192930],[1193760],[1200062],[1203850],[1204907],[1208912],[1210018],[1211190],[1221066],[1222711],[1223946],[1225712],[1230774],[1233052],[1240677],[1241849],[1244573],[1248211],[1264352],[1273149],[1274321],[1275400],[1277045],[1280683],[1286725],[1298521],[1302159],[1305516],[1307161],[1312821],[1320539],[1321532],[1322291],[1322632],[1333102],[1333310],[1334140],[1340442],[1350398],[1355094],[1355302],[1362434],[1371284],[1385083],[1399080],[1400137],[1404142],[1405248],[1406420],[1416296],[1417941],[1435907],[1437079],[1439803],[1443441],[1452515],[1463188],[1463947],[1464288],[1485050],[1485809],[1529478],[1529686],[1530516],[1536818],[1546774],[1567660],[1581459],[1593797],[1615273],[1658418],[1659177],[1659518],[1785624], [93083,1505982],[111711,1588546],[139883,1419176],[144997,1713293],[150672,1727474],[150924,1727815],[158467,1748661],[168840,1519008],[186590,1839524],[192213,1848972],[193069,1852324],[198140,1605570],[201132,1868963],[206807,1883144],[207059,1883485],[213490,1388990],[219165,1913745],[219417,1914086],[226960,1168088],[242478,1970144],[248101,1475796],[252852,1989081],[253704,1990058],[256460,1996024],[258475,1998529],[259331,2001881],[264402,1253409],[267330,1259241],[272953,2027702],[273809,2031054],[278628,1797056],[278880,1797397],[281872,1289443],[287547,2061874],[287799,2062215],[298941,2082551],[304306,1599641],[306206,1352371],[307570,1345287],[313991,2104202],[317042,2109191],[319450,2112103],[320302,2113080],[325073,1376005],[336145,2139573],[341768,1671026],[342624,1919337],[343892,1677328],[346519,1161125],[347371,922951],[350127,2165453],[352142,2167958],[352998,2171310],[357817,1951615],[358069,1184509],[366140,2191475],[366992,1458359],[368625,1473823],[372115,1469296],[373599,2199289],[381849,2210548],[390173,2219585],[392368,1759756],[395632,1246446],[396484,1002979],[399240,2234429],[405966,2241191],[407061,2025197],[411331,1791468],[413231,1266325],[414595,1541663],[416935,1547946],[421016,1042885],[424067,2267831],[426475,2270743],[427327,2271720],[432098,1311649],[432954,2067466],[434222,1836683],[438500,2289981],[439610,1588205],[443251,1327640],[444454,1603477],[449156,1598811],[450525,2299793],[451377,1096875],[457984,2307607],[459079,2101331],[466287,1621117],[471410,1632054],[476064,1126006],[479115,2331442],[484076,1905708],[486666,2338146],[487518,1395292],[487821,2136661],[489151,1387017],[492641,1664526],[494125,2345960],[496637,1670196],[502375,2357219],[508624,1699190],[510699,2366256],[512894,1946027],[516158,1182668],[517010,937673],[518498,1710318],[522650,1457529],[523898,1716645],[532550,2389199],[537301,1222969],[541985,1985736],[544575,2399011],[545427,1482098],[545730,2208214],[550020,1748320],[553661,1491158],[559566,1758926],[563240,2415128],[569489,1503960],[570556,2236090],[572353,2423834],[572660,2023445],[573463,1518667],[577104,1265524],[578307,1516915],[583009,1790638],[584378,2433646],[585230,1015239],[591837,2441460],[596698,1818532],[600140,1558810],[600443,1569938],[605263,1823881],[609259,1829551],[609917,1058531],[621242,2469995],[626064,1343266],[634167,2302506],[635964,2478882],[636271,2099579],[637074,1605229],[640715,1351570],[643779,1620287],[645027,1872315],[649871,1876250],[663114,1626705],[666556,1644856],[666859,1373562],[667676,2130426],[669321,1388160],[670435,1904949],[670569,1647745],[675413,1906851],[679221,2509725],[683972,1138664],[691246,2519537],[693784,1692058],[695888,1940183],[696691,1681039],[700332,1428282],[706237,1945197],[722651,2385004],[726518,1719437],[733475,2549951],[736652,2201979],[738297,1474966],[739411,1984977],[739545,1733066],[744389,1986879],[752412,2560325],[765337,1496828],[767441,1753912],[768244,1765344],[771885,1515088],[773238,2017688],[776055,1782254],[784704,1257220],[794604,2585907],[800774,1562598],[802419,1551678],[803533,1817773],[803667,1807100],[808511,2054980],[831847,2291683],[833492,1590427],[835706,1844715],[836509,1846467],[847096,2093822],[849913,1865375],[862907,2486567],[873731,2629140],[876908,1366222],[878553,1637724],[879667,1625946],[879801,1888736],[884645,2128838],[888316,1654829],[902904,2643618],[915197,1691850],[943191,1960997],[948239,2190121],[949411,1459599],[952135,1720580],[952259,1718678],[952393,1967232],[966435,1740150],[979976,2404305],[995225,1496620],[1007220,1782046],[1052461,2709880],[1065185,1838958],[1065393,2077450],[1071419,1590219],[1088856,1865167],[1102798,2313349] ] cell #1275 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [624140],[628086],[658606],[717770],[719687],[729899],[759256],[763086],[782780],[786726],[799531],[817246],[827362],[838035],[839952],[858026],[859668],[859943],[864929],[868784],[870155],[874421],[887199],[889116],[899328],[909748],[913578],[928685],[932515],[941490],[951015],[954645],[959655],[965318],[967235],[975491],[976674],[981872],[986164],[987806],[988081],[1006092],[1016765],[1018682],[1027523],[1028894],[1036756],[1038398],[1038673],[1047514],[1048885],[1053151],[1063135],[1072580],[1081377],[1084098],[1087728],[1097671],[1099444],[1104770],[1109204],[1110387],[1114214],[1119877],[1121519],[1121794],[1137286],[1140916],[1145926],[1151589],[1153506],[1161762],[1162945],[1172435],[1174077],[1174352],[1183193],[1188830],[1193815],[1198934],[1200117],[1200955],[1207784],[1210073],[1211715],[1221591],[1224469],[1233577],[1237323],[1240732],[1247083],[1248266],[1264407],[1266049],[1273204],[1275925],[1279555],[1288282],[1291271],[1301031],[1302214],[1306041],[1313346],[1321252],[1322346],[1323155],[1329397],[1334195],[1338939],[1339314],[1340497],[1350453],[1352095],[1353565],[1360931],[1362489],[1370156],[1374087],[1377833],[1394164],[1403014],[1405303],[1406945],[1411436],[1416821],[1428807],[1432553],[1435962],[1443496],[1451578],[1453142],[1453228],[1453673],[1464002],[1464811],[1468855],[1471053],[1480970],[1485864],[1490717],[1492915],[1502457],[1515613],[1530571],[1535315],[1535690],[1536873],[1541222],[1546829],[1548471],[1566532],[1570463],[1574209],[1582607],[1583486],[1584010],[1594424],[1594510],[1594955],[1599212],[1615900],[1615986],[1620688],[1631613],[1659232],[1660041],[1664085],[1666283],[1670597],[1676200],[1697687],[1710843],[1712909],[1722755],[1723279],[1743601],[1744125],[1759327],[1786251],[1786337],[1786782],[1791039],[1823440],[1848588],[1868579],[1909026],[1909550],[1945598],[2027318], 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] cell #1276 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [108166,290557],[108353,431776],[130991,334543],[131451,487196],[142151,356831],[155382,380626],[155842,545105],[167051,570498],[167649,403458],[169630,406551],[179567,424873],[180027,599818],[196351,634109],[196949,455476],[198930,458569],[211517,479921],[211977,666234],[212466,667674],[213524,484043],[225171,693726],[225769,505021],[227750,508114],[239248,722593],[247077,736650],[248135,541952],[262613,765279],[263211,565886],[265192,568979],[267158,572658],[268216,775997],[280848,800772],[281906,596665],[297285,831845],[298343,833434],[299573,624030],[307398,636269],[308456,849855],[316220,862849],[324049,876906],[325107,663081],[330514,888314],[346347,695886],[365257,949409],[367026,726485],[373001,960717],[376597,966433],[385347,979974],[386405,981563],[395460,767439],[415481,1028585],[437357,1066355],[443079,835704],[449642,1082492],[464552,1103968],[472296,1115276],[493527,1146988],[497123,1152704],[521538,943189],[531407,1203848],[547767,1225710],[560052,1241847],[583495,1274319],[606149,1307103],[652536,1366220],[678078,1399078],[706723,1437077],[724295,1459597],[811176,1562596],[893724,1654827],[971843,1740148], [16317,208184,323697],[24141,258543,389049],[24532,163198,261978],[28804,288924,430722],[30853,299009,440477],[35039,205897,319137],[35106,319281,467115],[41235,352210,509575],[41626,231691,355645],[42218,358859,359194],[43720,240428,364328],[44175,365971,524812],[49646,161225,388579],[49833,258153,554736],[53625,406034,574330],[56229,279670,418842],[57811,286637,426162],[57878,426306,600968],[58975,432132,432166],[59366,292257,292530],[59804,436529,614730],[61101,190212,440007],[61779,298619,618585],[63744,193522,448713],[66201,458052,637941],[67833,317495,463623],[68753,205821,467336],[73316,334095,484854],[73771,486497,671483],[74036,487552,487586],[76215,341802,496171],[77301,223875,345271],[79242,229718,509105],[79429,351820,701407],[80714,356878,356907],[80781,515986,515989],[81967,360649,716664],[82491,363047,523390],[83519,240352,525033],[86674,243602,534057],[89317,380178,542763],[89772,544406,740459],[90037,545461,545495],[91788,386643,550417],[94431,259784,559123],[97410,570382,773370],[98707,270952,573860],[99152,411365,575192],[99331,406598,406627],[99385,405644,777225],[99616,576932,576935],[101350,274262,582566],[102216,414423,586058],[102475,277689,414282],[105439,282504,597476],[106159,600174,600208],[106359,286561,601189],[109566,614604,826171],[110473,439026,617066],[114469,300517,626804],[115497,302543,628447],[117355,633993,847228],[118652,311192,637471],[119097,304340,638803],[119276,458616,458645],[119330,457662,851083],[119561,640543,640546],[120738,459846,462342],[121766,465156,646162],[124921,320574,655186],[125763,208872,473526],[127564,325705,663892],[128284,666590,666624],[128767,481175,886093],[128814,668209,668212],[129291,213431,483573],[130319,334019,671704],[130600,492469,672413],[130859,338814,485642],[133474,337269,680728],[134665,341446,685047],[134749,222175,495701],[136117,343077,689434],[138588,347312,697088],[139033,512928,698420],[139212,508161,508190],[139497,700160,700163],[141231,353451,705794],[144675,523770,718549],[147135,722477,948371],[149686,368041,729299],[152737,374231,736263],[153158,539084,964212],[153205,737185,737188],[153682,248042,541482],[154710,380102,740680],[154991,371943,741389],[155250,245147,543551],[157229,546764,549436],[162253,390605,759617],[165408,396425,768641],[165853,392402,769973],[166032,569026,569055],[166317,771713,771716],[166695,266353,773244],[166958,579614,773444],[167602,267406,572879],[169139,411009,778215],[169223,275091,574722],[171598,407542,785444],[172626,409568,787087],[174197,277642,586279],[175781,415719,796111],[176405,280693,592469],[177390,801307,801310],[177867,281813,596195],[178895,421092,804802],[179176,605091,805511],[179435,429144,598264],[182050,427599,813826],[182892,289612,607379],[184693,432730,822532],[189212,620283,1070368],[189259,832380,832383],[191891,444326,838814],[194351,198523,638333],[195716,451318,846280],[195995,306593,847102],[196258,445761,847302],[196902,307646,636490],[198439,303984,852073],[200810,641796,644899],[203270,862733,1102930],[204807,466321,866741],[209340,877441,877444],[209817,325014,662611],[210845,476140,880936],[211126,471238,881645],[211385,322119,664680],[212714,489646,886167],[213168,329709,670441],[214122,888849,888852],[215341,338767,672634],[218179,488567,898728],[221230,494757,905692],[223203,497727,910109],[225078,702842,915403],[225722,346595,696107],[227259,512572,920174],[227343,354280,697950],[230746,511131,929046],[233901,516951,938070],[234525,234743,715697],[238892,364452,948245],[239155,361376,948445],[239846,949944,949947],[240876,366933,726015],[242165,532710,955419],[245100,249952,741610],[246725,537377,963208],[247325,369120,964286],[247779,375792,739417],[248733,966968,966971],[255474,751453,1229723],[255521,980509,980512],[257045,553489,983833],[257304,387635,755200],[260613,264785,769503],[262520,556171,995431],[263164,395708,767660],[264701,392046,1000202],[268123,780580,1007426],[272631,578179,1017544],[276456,585171,1025010],[281096,602268,1035724],[281550,420039,803539],[283723,429097,805732],[291585,609993,1059666],[294462,297533,1070442],[296433,438660,828136],[298250,621940,1071625],[299526,443327,835925],[300987,627041,1077554],[304938,1083027,1083030],[308363,854438,1089062],[312768,642667,1097748],[315864,463747,1102804],[316127,460671,1103004],[316818,1104503,1104506],[317848,318066,866271],[317982,465965,1106824],[322072,326924,881866],[324297,468415,1118845],[324751,475087,879673],[330762,674575,1131307],[335832,679381,1141690],[340392,684048,1149479],[342400,1153239,1153242],[362556,719420,1193892],[363517,523627,944471],[365505,527904,1197965],[366670,528423,952265],[367820,728773,1203062],[372908,734173,1209118],[376845,743551,1215612],[381875,547055,1224546],[382009,384495,976265],[382524,385595,1229797],[386312,548678,1230980],[387588,387825,984054],[393000,1242382,1242385],[408012,785681,1269381],[411963,1274854,1274857],[415388,1033168,1280889],[436645,615187,1065191],[438526,617357,1323232],[438805,616540,1065569],[446941,839685,1334272],[449890,631318,1338345],[459331,642132,1353454],[460083,462812,1099030],[461578,464800,1360337],[461851,644433,1356264],[472203,653447,1371490],[488346,898202,1398292],[493434,903602,1404348],[497371,912980,1410842],[513526,1437612,1437615],[521003,716555,1191082],[522875,718885,1453562],[532576,729590,1464888],[546238,549215,1224924],[557078,560300,1501863],[557351,757888,1497790],[580794,1018415,1530648],[583743,789958,1534721],[606056,812087,1567866],[626289,839150,1594844],[631591,844560,1600879],[679247,899019,1660118],[703749,706971,1697093],[704022,927317,1693020],[784929,1017880,1786671],[790231,1023290,1792706],[913253,1158114,1926419] ] cell #1277 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [183363,432116],[183647,608952],[215884,487536],[216571,675106],[232370,516332],[250495,545445],[251182,744082],[266801,773839],[267573,573481],[270242,577278],[284266,600158],[284953,808204],[307041,847697],[307813,637092],[310482,640889],[327467,666574],[328154,884338],[328866,886068],[330157,671341],[345990,915798],[346762,696709],[349431,700506],[364900,948840],[374949,964187],[376240,740317],[395103,995826],[395875,768262],[398544,772059],[401163,776232],[402454,1007821],[419196,1035625],[420487,804439],[440643,1070343],[441934,1072020],[443494,836527],[453181,850090],[454472,1089457],[464195,1103399],[474244,1118746],[475535,880573],[482485,1131208],[502726,918191],[526718,1197866],[528871,953165],[535984,1209513],[540394,1215513],[551053,1229698],[552344,1231375],[563591,998219],[588325,1281284],[615960,1322200],[622523,1074479],[630132,1338246],[647847,1360238],[657113,1371885],[682655,1404743],[687065,1410743],[717200,1191696],[728193,1463856],[747130,1485718],[761302,1501764],[788772,1534622],[815753,1568261],[868449,1626614],[897622,1659086],[930731,1696994],[950680,1719346],[1047179,1818441],[1136951,1905617],[1221256,1985645], [35870,322838,473769],[50034,389689,555636],[50839,261272,394286],[56198,417507,592712],[58642,429863,607622],[61980,442767,619485],[63999,449285,852973],[68931,319732,467938],[69027,468094,651019],[76431,496766,685947],[77236,344162,501408],[79630,510215,702307],[80435,354939,514812],[81545,519070,519546],[83697,366422,525635],[84401,527583,720748],[86884,534693,969336],[93101,258493,555149],[93385,389208,755243],[94686,559695,1001102],[99586,576620,778125],[101605,583138,779115],[102448,414838,586881],[102544,587034,791944],[106537,426757,601791],[106633,601947,809659],[108554,609388,609433],[109359,434492,434895],[109906,615069,826352],[111729,298959,618998],[112751,442286,830422],[113895,625614,1086790],[115675,303877,629049],[115747,448849,1091867],[119531,640231,851983],[121944,315757,646764],[123099,650000,1107724],[123390,319624,651324],[125131,655822,1123895],[130497,486948,672306],[130832,492884,673236],[131201,674254,890177],[131652,675542,675587],[133684,681364,891217],[134787,341786,685460],[135071,496330,905735],[139901,352160,701820],[140185,509734,924672],[141486,706366,921074],[142329,516401,516440],[142425,710262,710265],[144319,521398,942703],[145015,523193,524183],[146085,522200,1196876],[146425,366314,721053],[149011,531332,1213349],[150942,371189,731231],[154888,544857,741282],[155223,372358,742212],[155592,743230,968296],[156043,744518,744563],[158485,384593,750168],[159866,753693,1233834],[160651,756784,1246145],[162431,391939,760219],[162503,559259,1251222],[167035,773709,1005082],[168858,405984,777638],[169261,411349,778628],[169808,577347,577386],[169880,576139,1009152],[170239,781163,781166],[171024,784254,1005154],[172804,410902,787689],[172876,582702,1010231],[174250,414769,792249],[179073,421259,805404],[179408,605506,806334],[180228,808640,808685],[180519,426649,809964],[182260,814462,1040774],[185625,826163,826233],[186764,616857,617897],[187984,437282,1326165],[188609,834082,1327339],[191235,306605,1086599],[192231,444739,626607],[193641,447958,841318],[196335,847567,1086718],[198158,458002,851496],[198561,304324,852486],[199108,640958,640997],[199180,639750,1090788],[199539,855021,855024],[200523,857456,1354068],[201150,459649,645312],[202220,643329,1359248],[202560,462868,861309],[204213,649564,1363260],[205146,652461,1375721],[207077,470484,871487],[208362,323875,658673],[211023,476307,881538],[211358,471653,882468],[212178,884774,884819],[212812,668069,1128974],[212881,886629,886632],[213508,214578,670854],[214918,486840,890482],[215394,492815,891522],[217504,678003,1129044],[219435,491715,900660],[223381,499061,910711],[226978,348538,919597],[227381,512912,920587],[227928,700575,700614],[228359,923122,923125],[229144,926213,1160824],[230924,512465,929648],[230996,705930,1165901],[236054,718541,719620],[237262,945498,1454176],[237604,364464,1196685],[238492,724220,1458075],[239232,948710,1196804],[242652,530195,729090],[244497,961365,1468995],[246903,537544,963810],[247423,737045,1213279],[247492,964748,964751],[248119,249189,739830],[249529,544749,968601],[250005,372289,969641],[252323,746369,1484633],[253026,546555,749067],[254246,547692,1489683],[254871,748135,1490857],[257277,553904,984656],[259903,558368,989447],[264420,397651,999625],[264823,392386,1000615],[265370,772128,772167],[265801,1003150,1003153],[266365,271975,1004963],[267504,268724,776537],[269349,1012812,1258940],[272971,578592,785247],[274381,581811,1020048],[278898,589427,1030226],[279848,419020,799598],[281263,1036186,1036189],[281890,282960,803952],[283300,422489,1040039],[283776,605437,1041079],[285886,811101,1289159],[287817,604337,1050217],[289102,430900,817313],[291763,610160,1060268],[295429,829091,1584999],[297631,832240,1326095],[297700,1070904,1070907],[301146,624073,838806],[302354,1078581,1595458],[303584,844485,1599357],[306224,451912,1085761],[307744,308964,850395],[309589,1094448,1344986],[312171,856895,1614375],[313026,641788,859876],[314234,859333,1616934],[314576,463759,1359057],[315464,644358,1620833],[316204,1103269,1359176],[318104,466305,1107237],[321469,869454,1631753],[324464,1119307,1119310],[325091,326161,880086],[326501,477537,1123160],[326977,471584,1124200],[329721,331271,889049],[330929,1131769,1131772],[332159,893649,1388706],[336319,676866,898519],[338164,1147636,1664225],[340570,684215,1150081],[343196,688679,1154872],[346693,347913,918496],[353570,705039,1175718],[358087,518177,1185896],[359037,359372,941557],[361959,944937,1713827],[365672,1198427,1198430],[367010,367527,952678],[368643,532748,1204139],[370087,956374,1724268],[374474,538063,1212277],[375804,377354,967168],[377012,1216074,1216077],[378242,971768,1475512],[382047,550038,1226001],[385693,980369,1489613],[385762,1230259,1230262],[387878,553835,1234139],[390416,987471,1755573],[391646,757813,1759472],[395806,397026,998524],[408171,782713,1017536],[409379,1270408,1787285],[410609,1023215,1791184],[413249,585765,1277588],[416614,1286275,1541362],[420051,421601,1038606],[428494,1048184,1823580],[433526,611390,1314987],[438698,439628,1066646],[443425,444013,1074784],[445226,627094,1333390],[446344,1078020,1849506],[450057,1338807,1338810],[450768,1083763,1855025],[460136,645799,1355382],[464967,1360799,1360802],[475099,476649,1121727],[489169,679419,1399369],[490613,1142645,1910539],[495000,684734,1407507],[497538,1411304,1411307],[498768,1158039,1670742],[510942,1173742,1941844],[512172,927242,1945743],[523680,524670,1193010],[528435,529274,1200888],[529890,728785,1463144],[546250,748762,1485006],[560467,1502325,1502328],[579079,785734,1529766],[580197,1269847,2028236],[583910,1535183,1535186],[584621,1275590,2033755],[615199,615320,1321115],[616552,617592,1321488],[676561,898214,1658374],[691489,1416486,2155074],[707138,1697555,1697558],[716567,716639,1451617] ] cell #1278 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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[23309,160101],[24558,95151],[33985,204244],[35371,125366],[35779,125830],[41652,141951],[46177,87119],[47886,252354],[48363,256608],[49763,160748],[50064,162534],[58143,182495],[58551,182959],[59392,185413],[60476,295460],[61218,188706],[64199,115778],[66519,312634],[68800,205177],[69277,207358],[75773,133919],[77327,136837],[79359,229241],[79660,231027],[81454,234810],[82763,362422],[83566,238523],[85377,149042],[86049,370118],[86791,244594],[87352,151223],[90264,381262],[91905,254968],[93117,257699],[98824,269446],[101805,172907],[102779,103807],[103923,176690],[106406,285917],[106883,288098],[108283,290080],[110770,437913],[111473,188015],[111745,296822],[113945,191437],[114741,446807],[115544,303615],[118769,309686],[121813,315495],[125038,321566],[130366,332190],[131108,333513],[132177,217535],[132849,490644],[133591,338261],[134152,219716],[135015,221698],[135102,136572],[138705,348635],[139917,351366],[146135,237806],[148779,241501],[149983,531963],[150958,371480],[154757,378273],[155499,379596],[158229,254277],[158501,384884],[162300,391677],[163315,393553],[165525,397748],[168602,268755],[168874,403847],[169489,269999],[171074,272177],[171870,580660],[172673,410640],[174281,174484],[174618,176459],[175898,416711],[178942,422520],[179684,423843],[182167,428591],[187752,295769],[195833,452009],[197902,308995],[198174,455865],[198789,310239],[202270,314778],[207093,470775],[210892,477568],[211634,478891],[214628,331473],[215425,215628],[217272,335168],[218476,678634],[219451,492006],[221395,221651],[223250,498799],[223992,500122],[226722,347944],[226994,505410],[227609,349188],[230793,512203],[231808,514079],[234018,518274],[244165,534574],[246772,538094],[249239,377556],[250036,250239],[254014,383831],[262095,562419],[264164,397057],[264436,566275],[265051,398301],[268492,402794],[269696,269952],[276573,585862],[278914,589718],[283010,421803],[283807,284010],[287833,604628],[291632,611421],[292374,612744],[292647,613297],[300050,444044],[301034,627125],[302607,628511],[306240,632890],[308732,454812],[309936,310192],[318332,466919],[321137,655703],[326211,476851],[327008,327211],[337832,681245],[340439,684765],[345388,692730],[347681,504357],[348885,349141],[355762,709090],[358103,712946],[363564,523711],[367577,529476],[368105,729363],[368659,729674],[370336,731096],[387206,550934],[387909,388112],[390669,759681],[396794,565222],[397998,398254],[408059,785765],[409632,787151],[413265,791530],[416282,796628],[428162,814343],[439090,617130],[439644,617441],[443781,623366],[444380,838846],[444604,839374],[460167,462859],[465220,646226],[466616,466872],[469631,871352],[488631,898792],[489185,899103],[490862,900525],[497791,910173],[511195,929110],[521597,717253],[523824,718581],[524048,719109],[529840,955498],[546828,549500],[547139,550054],[552593,750033],[578233,1017576],[578457,1018104],[588574,1030091],[603484,1050082],[614658,826203],[617542,828215],[641828,644953],[642356,645177],[676511,1141769],[716589,942572],[745493,748712] ] cell #1279 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [50743],[68911],[80339],[83677],[93097],[106517],[109263],[111725],[115655],[121924],[123397],[130477],[136857],[139897],[142309],[145011],[146432],[150938],[154868],[158481],[162411],[168854],[169788],[172784],[174547],[179053],[180526],[183359],[186771],[192227],[193648],[198154],[199088],[201146],[202567],[207073],[208342],[211003],[213504],[214925],[215691],[215880],[219431],[221381],[223361],[226974],[227908],[230904],[242659],[246883],[248115],[249536],[250302],[250491],[253033],[258489],[259910],[261268],[264416],[265350],[267511],[267569],[269682],[272967],[274388],[276710],[278894],[279828],[281886],[283307],[284073],[284262],[287813],[289082],[291743],[298955],[303240],[304320],[306220],[307751],[307809],[309922],[319631],[319728],[323855],[325087],[326508],[327274],[327463],[330040],[332534],[336326],[340550],[341782],[343203],[344158],[346700],[346758],[348871],[352156],[353577],[354935],[358083],[359017],[359352],[366321],[366418],[367006],[368639],[370402],[372296],[372354],[374481],[376123],[378617],[388175],[391302],[392382],[394282],[395813],[395871],[397984],[401462],[405980],[410265],[411345],[413245],[414776],[414834],[419000],[420370],[421255],[422864],[426656],[426753],[430880],[432112],[433533],[434488],[434891],[439624],[443432],[443490],[444670],[445233],[447098],[453480],[457998],[465853],[466301],[466602],[467934],[469697],[471591],[471649],[475418],[476303],[477912],[486847],[486944],[487532],[489165],[490928],[492822],[492880],[495007],[498424],[501404],[503025],[503900],[511828],[512908],[514808],[516339],[516397],[516436],[524114],[524677],[525631],[528754],[529969],[530125],[537540],[544756],[544853],[545441],[547125],[550034],[552659],[553842],[553900],[554166],[555080],[557508],[563890],[564765],[573477],[577285],[577343],[577382],[578523],[579086],[580951],[586877],[588640],[595406],[600154],[601787],[603550],[605444],[605502],[610156],[617427],[617671],[617827],[618929],[622822],[624142],[629045],[632168],[637088],[640896],[640954],[640993],[642422],[642701],[645243],[645806],[646760],[648601],[651254],[658669],[661822],[666570],[670785],[671348],[672302],[673232],[676640],[676796],[684211],[685391],[687819],[696705],[700513],[700571],[700610],[701751],[704179],[711436],[719175],[719454],[719689],[720983],[729660],[731162],[735055],[739761],[740324],[741278],[742208],[745596],[746058],[748841],[748997],[750099],[760215],[768258],[772066],[772124],[772163],[776311],[776467],[777569],[778559],[782782],[787685],[790808],[792179],[799594],[803883],[804446],[805400],[806330],[809894],[817309],[820462],[828318],[828780],[836523],[839440],[839719],[841248],[850169],[850325],[851427],[852417],[856641],[859945],[861239],[871418],[880017],[880580],[881534],[882464],[889118],[890412],[891452],[899089],[900591],[904484],[910707],[918270],[918426],[919528],[920518],[929644],[941553],[944683],[952609],[953172],[955601],[956063],[963806],[967237],[968531],[969571],[984652],[989377],[998298],[998454],[999556],[1000546],[1018170],[1018449],[1019978],[1030157],[1038675],[1039969],[1041009],[1050148],[1060264],[1066577],[1074558],[1074714],[1077766],[1085692],[1107168],[1121796],[1123090],[1124130],[1141872],[1142334],[1150077],[1154802],[1175648],[1185827],[1191847],[1192940],[1200957],[1204070],[1212207],[1225932],[1234069],[1269593],[1277519],[1314917],[1321254],[1321490],[1333320],[1355312],[1399300],[1407437],[1451619],[1463146],[1485008],[1529696],[1658376] ] cell #1280 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [142168,516363],[142400,710250],[169647,577309],[170214,781151],[183338,609335],[198947,640920],[199514,855009],[212856,886617],[213541,671372],[215859,675489],[227767,700537],[228334,923110],[247467,964736],[248152,740348],[250470,744465],[265209,772090],[265776,1003138],[266370,1005003],[267548,777121],[281238,1036174],[281923,804470],[284241,808587],[297675,1070892],[306610,1086639],[307788,850979],[324439,1119295],[325124,880604],[327442,884721],[329726,889089],[330904,1131757],[345559,1160673],[346737,919080],[364469,1196725],[365647,1198415],[367043,953196],[375809,967208],[376987,1216062],[385737,1230247],[394672,1245994],[395850,999108],[402023,1258789],[420056,1038646],[441503,1327188],[443469,1075368],[450032,1338795],[454041,1344835],[463764,1359097],[464942,1360787],[475104,1121767],[497513,1411292],[522270,1453131],[528440,1200928],[535553,1468844],[551913,1490706],[560442,1502313],[583885,1535171],[587894,1541211],[615204,1321155],[625684,1594413],[643399,1615889],[656682,1631602],[682224,1664074],[707113,1697543],[756854,1754528],[784324,1786240],[815322,1823429],[834152,1845331],[926283,1940799],[1012882,2024061],[1094518,2100195], [39786,344137,692427],[45918,372333,970225],[50930,393250,394261],[55569,414813,792833],[56039,279687,592743],[59345,434467,612994],[63815,448854,1091907],[69262,467913,468604],[70031,471628,1124784],[70406,322869,323714],[75514,492859,892106],[76145,341819,685978],[76247,496335,905775],[80526,513776,514787],[80916,516376,710775],[81386,358876,519577],[84636,525610,528093],[85318,531337,1213389],[86859,534681,1218540],[92832,553879,1234723],[93329,389066,389720],[93416,554785,555753],[94502,559264,1251262],[99082,411382,779146],[99751,577322,781676],[101421,582707,1010271],[102287,414800,792522],[102519,587022,1025551],[106868,601766,602457],[107637,605481,1041663],[108012,429894,430739],[108268,432149,609464],[108370,608957,819162],[111414,437287,1326205],[111957,440494,442798],[112782,618634,621522],[113870,625602,1342715],[119027,304357,853004],[119696,640933,855534],[122915,649569,1363300],[123421,319655,467332],[123565,652466,1375761],[123758,468079,650967],[125106,655810,1380912],[130671,492846,891795],[131093,487569,675618],[131436,672281,674764],[131468,675111,894217],[132118,678008,1129084],[133659,681352,1134235],[134762,496713,906303],[138963,512945,921105],[139632,700550,923635],[140129,509592,510246],[140216,701456,702424],[141302,705935,1165941],[144350,716713,716913],[146060,522188,1456978],[146456,366345,525029],[146600,724225,1458115],[147672,527568,720696],[148825,374937,1213216],[151170,373802,534544],[155062,372320,969914],[155484,545478,744594],[155827,741257,743740],[155859,744087,972336],[156695,746374,1484673],[158170,547697,1489723],[158713,253907,550904],[159841,753681,1493768],[160445,389591,554944],[160626,756772,1506233],[165783,392419,1001133],[166452,772103,1003663],[167068,773844,1005354],[168543,267535,776810],[169086,574347,576651],[169236,583085,1010799],[169911,777274,780162],[170999,784242,1256669],[179247,605468,1041352],[179669,600191,808716],[180044,808209,1043774],[180550,426680,601185],[180694,811106,1289199],[180887,601932,809607],[182235,814450,1294350],[186008,615054,826300],[186795,438092,618170],[187493,829096,1585039],[187798,440631,1326032],[188403,442669,618793],[188584,834070,1588797],[193672,450310,628443],[193816,844490,1599397],[196368,847702,1086990],[197843,307775,850668],[198386,637958,640262],[198536,449232,1092435],[199211,851132,854020],[200498,857444,1614872],[202195,643317,1619736],[202591,313776,646158],[202735,644363,1620873],[204737,466338,1107755],[207305,320505,655673],[211197,471615,1124473],[211619,666607,884850],[211994,884343,1126895],[212843,886142,886342],[214553,330104,889617],[214949,486871,671700],[215093,893654,1388746],[216165,674239,890125],[217318,328854,1128911],[219663,494328,681215],[223977,501636,692149],[225188,915803,1161024],[226663,346724,918769],[227206,347422,697575],[227356,706313,1166469],[228938,510117,701615],[229119,926201,1419427],[235187,716515,942640],[236437,522988,720188],[237237,945486,1714324],[239265,948845,1197076],[242683,530468,532142],[243381,956379,1724308],[244291,536233,731026],[244472,961353,1728066],[247454,964261,964461],[249164,376187,967736],[249560,544780,740676],[249704,971773,1475552],[250776,743215,968244],[251892,974402,1742852],[253057,381441,749340],[253755,748205,1745154],[254060,551041,1489550],[254665,382952,749963],[254846,748123,1748912],[257116,553866,1234412],[259934,389958,759613],[260078,757818,1759512],[261500,262080,561838],[262630,995831,1246345],[264105,395837,998797],[264648,396535,769128],[264798,559642,1251790],[266748,773694,1005030],[268233,1007826,1259140],[268538,401151,1008051],[269143,576522,777433],[269324,1012800,1519259],[274412,584163,787083],[274556,1023220,1791224],[279126,592040,796598],[282935,420434,1039174],[283331,283475,804798],[288045,427530,814313],[292359,435123,825247],[294126,616500,829321],[294998,1066962,1840247],[297662,1070417,1070617],[298360,1072025,1327539],[299991,443456,1075057],[301529,624641,626402],[302329,1078569,1850003],[306452,451428,846767],[306988,847552,1086666],[308473,1089462,1345186],[308778,453169,1089687],[309383,640133,851291],[309564,1094436,1605821],[312884,645830,1357661],[313409,459444,860444],[316237,1103404,1359448],[318079,649947,1363828],[320353,869524,1879978],[321263,468843,871282],[321444,869442,1883736],[326136,475482,1122295],[326532,326676,880932],[336350,677139,678813],[337048,1142650,1910579],[337958,682904,900455],[338139,1147624,1914337],[343227,691031,910105],[343371,1158044,1670782],[347727,502714,1163721],[348332,348513,919392],[353601,510484,929042],[353745,927247,1945783],[355167,355747,708509],[358315,517061,938557],[362672,524701,1195289],[364847,948695,1196752],[367502,528818,1201456],[368784,726556,728733],[369656,1204455,1970867],[373018,1209518,1469195],[373650,961435,1975951],[374505,374649,963204],[382022,749651,1488111],[382188,546198,977450],[385724,1229772,1229972],[386422,1231380,1491057],[396840,563579,1249042],[397445,397626,999420],[408554,783281,785042],[409354,1270396,2028733],[413477,585281,1025497],[415498,1281289,1541562],[416408,798287,1030021],[416589,1286263,1797648],[427378,1048254,2058708],[428288,602696,1050012],[428469,1048172,2062466],[433557,433701,1059662],[438673,618481,1324593],[443827,622511,1330250],[445257,447057,1076563],[451706,451887,1085556],[459285,859916,1617262],[464142,1103254,1359124],[472313,1371890,1631953],[489310,895985,898162],[490182,1399685,2140296],[493544,1404748,1664425],[494176,1147706,2145380],[495031,495175,1149475],[517971,518152,1185691],[521643,717188,1452114],[522829,719660,1454504],[530779,532723,1202966],[579110,580910,1268390],[585559,585740,1277383],[591888,1286345,2258835],[606166,1568266,1823780],[614579,826273,1582737],[624113,626243,1331364],[677450,679394,1398196],[782753,784883,1527740] ] cell #1281 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [78537],[96453],[105291],[116989],[127416],[137197],[138505],[143253],[152589],[164017],[165325],[168032],[174118],[177234],[184545],[189642],[191675],[195633],[197332],[209184],[213966],[221082],[224869],[232510],[233818],[238044],[239690],[242043],[245530],[248577],[255904],[262311],[267914],[270382],[272415],[276373],[278072],[289924],[296311],[298041],[300304],[303136],[304782],[308154],[310622],[315016],[316662],[322502],[331711],[333357],[335710],[339197],[342244],[349571],[361549],[362834],[370969],[372699],[377794],[379440],[384373],[386103],[391198],[392844],[398684],[403336],[407329],[410161],[411807],[415179],[417647],[422041],[423687],[429527],[437162],[445934],[447219],[455354],[460844],[462129],[465749],[470264],[471994],[473909],[477089],[478735],[483360],[491495],[493225],[498320],[499966],[504899],[511724],[513370],[519210],[529714],[531212],[541269],[547572],[548851],[553226],[556344],[556633],[557629],[562263],[565764],[579787],[581072],[589207],[595982],[599602],[604117],[605847],[607762],[610942],[612588],[622113],[622402],[623908],[644238],[648722],[652341],[652357],[652961],[653620],[662398],[666018],[676385],[677883],[687940],[699897],[703015],[703304],[704300],[708934],[712435],[724100],[724116],[724720],[725802],[734346],[745361],[746249],[756378],[756604],[757693],[771450],[780753],[781042],[782548],[807362],[810981],[810997],[811601],[812260],[821038],[826928],[828971],[833676],[833902],[844365],[854611],[854900],[856406],[867911],[883496],[893529],[893545],[894149],[895231],[903775],[915678],[925807],[926033],[927122],[942971],[950142],[956254],[971648],[971664],[972268],[973350],[995706],[1005658],[1007701],[1012406],[1012632],[1023095],[1033341],[1046641],[1064973],[1071900],[1087294],[1089337],[1094042],[1094268],[1129242],[1136413],[1142525],[1157919],[1197380],[1209393],[1213547],[1220718],[1231255],[1256800],[1281164],[1326363],[1342846],[1359752],[1371765],[1404623],[1457109],[1489881],[1568141],[1619867], [45742,151616],[48941,257001],[50800,163745],[63596,194053],[67685,317550],[69855,207751],[70187,208724],[75338,220109],[80396,232238],[85283,241835],[86591,244728],[90397,381809],[91705,387216],[93272,257937],[94283,260315],[101202,274793],[103372,175011],[107461,288491],[107793,289464],[109320,185107],[110903,438460],[111379,296103],[111900,297060],[113836,300583],[120105,459852],[123530,318807],[124838,321700],[132083,335502],[133391,338395],[135969,221877],[136531,136914],[140072,351604],[141083,353982],[143585,234377],[145473,523396],[146026,363113],[146565,363998],[148833,367848],[150116,532510],[151113,371718],[156376,546288],[158135,384165],[158656,385122],[160592,388645],[168508,403128],[169029,404085],[170965,407608],[174390,276808],[175698,277270],[176257,176852],[180659,425832],[181967,428725],[183534,290015],[187174,616590],[187806,438833],[188550,440073],[192689,626810],[193781,448383],[197808,455146],[198329,456103],[202161,462408],[202700,463293],[207248,471013],[214519,483639],[215058,484524],[215534,332632],[216055,333448],[217326,488374],[218609,679181],[219606,492244],[221542,340771],[221633,221748],[226628,504691],[227149,505648],[229085,509171],[243062,728823],[244438,534123],[249130,541548],[249669,542433],[250145,378715],[250666,379531],[254068,549243],[254812,550483],[260043,558793],[261443,561249],[264070,565556],[264591,566513],[268546,572686],[269290,573926],[269843,404337],[269934,270049],[273429,785450],[274521,582236],[279069,589956],[282901,596261],[283440,597146],[283916,422962],[284437,423778],[287988,604866],[299956,623700],[306395,633128],[308786,636297],[309530,637537],[310083,456355],[310174,310289],[321410,655252],[326102,662677],[326641,663562],[327117,478010],[327638,478826],[336729,898252],[338105,680794],[343336,689104],[344333,500057],[347735,695914],[348479,697154],[349032,505900],[349123,349238],[353710,705464],[355110,707920],[358258,713184],[361838,719552],[367468,726081],[371112,734635],[374614,735933],[388018,554264],[394457,562354],[396848,767467],[397592,768707],[398145,566765],[398236,398351],[413420,791768],[416555,796177],[428435,813892],[433666,822202],[434663,612679],[435066,824658],[437178,828987],[437782,829193],[443835,835732],[446223,839817],[447235,844381],[451853,846346],[461133,642799],[466763,650384],[466854,466969],[470407,653909],[491638,904064],[495140,905362],[501579,914790],[514983,709025],[518118,938136],[521651,943291],[521794,944646],[522020,945318],[531228,956270],[531832,956476],[532865,961185],[547588,746265],[548192,746471],[549140,553369],[557645,757709],[580076,1018547],[581088,1023111],[585706,1025076],[589350,1033630],[604260,812549],[614512,1064672],[615422,1066665],[625208,1077729],[625434,1078401],[642923,856604],[643149,857276],[644254,648738],[653994,869274],[677899,1142541],[678503,1142747],[679536,1147456],[687956,1157935],[704316,927138],[716446,1191127],[727655,1204158],[746592,974105],[747955,752727],[783848,1269556],[784074,1270228],[794919,1286095],[812634,1048004],[897084,1399388] ] cell #1282 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80846,232485],[99681,270357],[108433,289869],[119626,310597],[130199,330278],[131531,333302],[139562,349546],[142407,355840],[154590,376361],[155922,379385],[166382,398659],[168678,401723],[170221,404928],[178775,420608],[180107,423632],[197978,453741],[199521,456946],[210725,475656],[212057,478680],[212863,480966],[214292,481478],[226798,503286],[228341,506491],[241381,528992],[247474,538875],[248903,539387],[264240,564151],[265783,567356],[266563,569813],[281245,593588],[282674,594100],[297682,620074],[300126,623083],[306803,633424],[324446,660004],[325875,660516],[330911,669950],[345752,693041],[364662,721908],[365654,723280],[367241,724782],[376994,738926],[385744,751244],[394865,764594],[402216,775312],[436589,826618],[441696,832749],[450039,843545],[454234,849170],[463957,862164],[464949,863536],[497520,908355],[522536,944141],[535746,960032],[552106,980878],[560449,991674],[583892,1022275],[588087,1027900],[625950,1077224],[643665,1098700],[656875,1114591],[682417,1146303],[707120,1177945],[757120,1236579],[784590,1269051],[815515,1306418],[834418,1328653],[926549,1431809],[1013148,1525029],[1094784,1611591], [18711,139473,227227],[24909,166293,264669],[25474,168483,268207],[27867,179784,283415],[32369,199996,306473],[32727,197783,308447],[36249,211734,326616],[37047,214464,330854],[40203,225162,226603],[40312,227994,348424],[42003,143100,358336],[45589,151191,373176],[45848,250120,372992],[46223,251548,374589],[46714,249075,376937],[50892,163306,394535],[51250,262604,264045],[51359,265436,397537],[52344,268408,401941],[55141,170696,413498],[55499,174365,415472],[56606,281188,282846],[59021,184286,433641],[62075,298334,299931],[62663,307162,446198],[63337,193756,449835],[63501,198810,449406],[63878,310028,449982],[64373,311726,451798],[64920,308648,453959],[69702,207326,472471],[69961,327092,472287],[70336,212273,473884],[70827,324389,326047],[71968,329046,480701],[75185,219684,493702],[75444,215509,493518],[75819,216937,495115],[76310,221487,497463],[77289,344411,345379],[77691,345477,347597],[80488,231799,515061],[80955,233473,518063],[83399,361813,365021],[84731,365597,367413],[85258,243355,531670],[85453,375509,531777],[86246,244383,535707],[86470,250315,535253],[86866,378558,535471],[87969,375129,538610],[92673,158734,386580],[92762,386396,387993],[93350,262788,556608],[94024,260018,560245],[94188,265072,559816],[94565,398090,560392],[95060,266131,562208],[95607,394590,396710],[100269,266922,580051],[100943,274496,583688],[101107,169510,583259],[101484,269788,583835],[101979,271486,585651],[102526,276651,587812],[103219,279147,415656],[103478,103853,417622],[107308,288066,606324],[107567,283891,606140],[107942,180323,607737],[109412,292638,434741],[111354,187467,437620],[111549,437727,441203],[111978,298518,622377],[112114,440823,619809],[113092,441421,443697],[113609,452174,625186],[113781,302279,625911],[113877,452573,624597],[115027,309856,629125],[121646,461108,464316],[122655,202675,464745],[122819,318353,650121],[122978,464892,466708],[123505,324242,652799],[123700,324633,652906],[124493,321355,656836],[124717,327287,656382],[125113,477853,656600],[132058,337022,678341],[132253,329426,678448],[133046,338050,682378],[133270,215704,681924],[133666,332475,682142],[135036,135874,496887],[135710,343311,497316],[136251,136746,499911],[140150,225346,703279],[140824,353685,706916],[140988,227630,706487],[141365,348977,707063],[141860,228689,708879],[143359,143734,519185],[144370,521183,521448],[145799,521772,525711],[145971,237187,522497],[146067,526110,720144],[146540,365450,724558],[146735,365841,724665],[148695,369574,727672],[148934,375277,727006],[156669,158110,548030],[158305,548137,551613],[158870,551233,750979],[159501,254757,552067],[159725,388188,754253],[159848,551831,554107],[160365,394620,756356],[160537,394826,757081],[160633,562983,755767],[161783,397918,760295],[169107,268391,781017],[170738,400156,783826],[170910,409304,784551],[171006,400555,783237],[172156,269616,787765],[174560,175577,587594],[175353,416500,588048],[179948,284515,808761],[180634,281041,811439],[180829,281432,811546],[181622,428380,815476],[181846,284086,815022],[182242,422805,815240],[183612,184450,609509],[184827,185322,612533],[185823,614490,614773],[187668,294916,615439],[187907,440971,829771],[188323,441451,833654],[188495,441657,834379],[188591,620985,830946],[198407,308631,854875],[200448,202106,643626],[200505,642312,642577],[201934,642901,646840],[202202,647239,860400],[203828,466536,865038],[204830,474146,867928],[205069,474572,867262],[211898,327716,884895],[215033,330707,893987],[215228,331098,894094],[216133,217101,675663],[217188,490100,897101],[217427,329194,896435],[221315,222733,686058],[228218,349741,923682],[228858,345507,925785],[229030,345713,926510],[229126,502118,925196],[230276,348805,929724],[232680,233697,710822],[235379,360175,716463],[235467,521213,942949],[237244,719065,719330],[238176,526620,950159],[238415,527046,947308],[244479,733218,958229],[249644,376790,972106],[249839,377181,972213],[250744,251712,744639],[251810,253930,746609],[252085,745660,745943],[252291,546999,974747],[254169,551381,977900],[254853,752155,979075],[265660,398854,1003710],[269063,401971,1012384],[269235,402177,1013109],[269331,572096,1009676],[270552,271710,781723],[284568,423460,1043768],[285570,419098,1046658],[285809,419524,1045992],[289697,291115,819156],[293465,614826,1064990],[295191,828382,828665],[295397,617301,1067307],[302336,839330,839595],[303507,630460,1080391],[309303,453989,1094020],[309475,454195,1094745],[309571,635707,1091312],[310792,311950,855581],[315387,648175,1101867],[321451,873474,1112788],[327769,478508,1126889],[329134,480731,1129220],[331843,482387,1136430],[332082,482813,1133579],[333130,334698,894211],[338146,902647,1144500],[345958,502206,1161018],[369849,955665,955948],[370055,729534,1204800],[375217,538640,1213525],[377926,540296,1220735],[378165,540722,1217884],[379213,380781,972330],[383459,748471,1226662],[391569,761630,1239746],[395071,563071,1246339],[400490,569866,1256817],[400643,400859,1005348],[402422,572184,1259134],[409361,1018060,1018325],[410532,789100,1272218],[416596,794347,1283139],[428476,1052204,1304615],[440911,619839,1326341],[441902,621073,1327533],[452508,633477,1342863],[452661,452877,1086984],[454440,635795,1345180],[469350,869790,1367172],[490375,1141936,1142219],[490581,898963,1400030],[498691,687393,1413114],[512095,931059,1434976],[526045,721961,1457126],[526198,526414,1197070],[535952,733306,1469189],[536740,961701,1470309],[551321,751009,1489859],[552312,752243,1491051],[588293,794435,1541556],[603203,1048520,1563548],[647174,862217,1619884],[647327,647543,1359442],[657081,873562,1631947],[682623,902735,1664419],[683411,1147972,1665539],[798794,1286611,1803418],[815721,1052292,1823774] ] cell #1283 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [80647],[99264],[108176],[119209],[130150],[131001],[139145],[142073],[154541],[155392],[165965],[168612],[169552],[178726],[179577],[197912],[198852],[210676],[211527],[212774],[214285],[226732],[227672],[241332],[247385],[248896],[264174],[265114],[266556],[281156],[282667],[297593],[300060],[306796],[324357],[325868],[330822],[345745],[364655],[365565],[367234],[376905],[385655],[394858],[402209],[436582],[441689],[449950],[454227],[463950],[464860],[497431],[522529],[535739],[552099],[560360],[583803],[588080],[625943],[643658],[656868],[682410],[707031],[757113],[784583],[815508],[834411],[926542],[1013141],[1094777], [16316,70321,208805],[18715,78542,227178],[24010,93301,258052],[24540,95037,261988],[24913,96458,264620],[27852,105372,283483],[28803,107927,289545],[30423,111929,297175],[32373,116994,306424],[34972,123573,318813],[35056,123634,319147],[36234,127497,326684],[40004,138420,226671],[40289,138598,348508],[41104,140101,351719],[41634,141837,355655],[42007,143258,358287],[42217,143719,234458],[43653,146608,364004],[43737,146669,364338],[46208,152670,374657],[49579,160358,388299],[49656,160621,388642],[51051,165240,264113],[51336,165418,397621],[52709,98539,168551],[53195,169058,404200],[55145,174123,413449],[56228,103838,176338],[56349,178686,282930],[57744,180702,425838],[57828,180763,426172],[58844,183563,291416],[59006,184626,433709],[59374,185299,292267],[61034,188316,439727],[61111,188579,440070],[61658,191006,299999],[62614,191790,447065],[64350,195726,451882],[65285,118484,197851],[65771,198358,456218],[68675,204836,467068],[70570,210636,326131],[72702,130110,214548],[73249,215101,484530],[73333,215162,484864],[73735,216084,334999],[75804,221163,495183],[76214,134987,223034],[77309,136723,223885],[77357,226405,347603],[79175,228851,508825],[79252,229114,509168],[80731,232614,357841],[80932,233911,518147],[81874,235460,521069],[83350,238159,362680],[83441,238182,524765],[84201,241292,367497],[85387,242175,532718],[87231,155070,155214],[88703,154501,249159],[89250,249712,542439],[89334,249773,542773],[89736,250695,381082],[92345,257124,257268],[95273,263847,396716],[97957,168285,268414],[98640,269056,573580],[98717,269319,573923],[99151,169461,172457],[99348,270486,407085],[100220,272530,580918],[101956,276466,585735],[102295,102439,102891],[102495,174494,278652],[105858,284466,284869],[106281,285576,600921],[108099,289690,432893],[109760,293471,614683],[111483,296443,438668],[112423,299733,443703],[113602,300237,626229],[115328,119096,198761],[116179,198531,198721],[117902,197585,308654],[118585,309296,637191],[118662,309559,637534],[119293,310726,459103],[121597,312892,315131],[122448,318074,318264],[125478,211205,211349],[127983,327667,328070],[128571,212634,329052],[128674,329127,667740],[130241,331849,671436],[130679,130823,134031],[130879,215638,219189],[130924,333123,487760],[132187,335842,679389],[134700,221308,342563],[134757,134947,135503],[139032,227581,230577],[139229,349675,350151],[144281,360703,521454],[145792,362767,522815],[150696,155270,250249],[151636,249903,249922],[152962,247245,375135],[153065,375210,736716],[154632,377932,740412],[155315,379206,545669],[158239,382017,384505],[159179,387776,387795],[162084,165852,265023],[162935,264793,264983],[166049,398788,399264],[166889,400496,773323],[166992,400636,570435],[169174,269609,273748],[169231,169421,173308],[170731,407262,784869],[174148,174167,175031],[179255,179399,182607],[179455,284020,287571],[179500,423453,424006],[185816,436129,614565],[189016,297453,440829],[189119,440904,831911],[191497,306889,306908],[193008,198474,309849],[196189,452514,847181],[196292,452654,634046],[200416,459979,459998],[201927,459271,462062],[204129,204806,318304],[206831,211405,327221],[207771,326875,326894],[211450,478501,479054],[212749,329187,335371],[215292,215311,220129],[225112,502199,502259],[227294,348798,352937],[227351,227541,231428],[237155,523523,523542],[237866,364748,364767],[239086,526051,948324],[239189,526191,722530],[241704,247360,375270],[252078,546310,546539],[255278,385515,551239],[255381,551314,980040],[256484,257324,388122],[257759,394951,394970],[259270,264736,397911],[262554,563064,563124],[266649,266668,272237],[268157,572177,572237],[281131,419517,425701],[283674,283693,288511],[295184,616612,616841],[295972,297568,440964],[296882,441782,441801],[298284,621066,621126],[302247,626937,626956],[308397,635788,635848],[314838,464043,464062],[316058,647180,1102883],[316161,647320,862786],[316981,318017,466529],[318676,324332,474565],[330797,482806,484393],[345838,345857,351426],[363867,365540,527039],[369842,728845,729074],[371540,535832,535851],[372942,733299,733359],[376880,540715,542302],[381733,381910,546992],[384034,385630,551374],[384944,552192,552211],[386346,752236,752296],[402302,402321,403907],[409272,785577,785596],[415422,794428,794488],[438384,438561,617294],[448252,449925,630453],[454320,454339,455925],[463162,464835,648168],[470835,656961,656980],[472237,873555,873615],[490368,898274,898503],[492066,682503,682522],[493468,902728,902788],[497406,687386,688973],[532434,532611,729527],[548794,548971,748464],[558662,560335,761623],[582105,583778,789093],[588173,588192,589778],[604688,815601,815620],[606090,1052285,1052345],[653563,653740,869783],[679105,679282,898956],[705333,707006,931052],[734289,734466,961694],[812203,812380,1048513],[903718,903895,1147965],[1033284,1033461,1286604], [9866,48946,92844,158685,257006,385237],[10477,50805,50896,163750,261472,394486],[15365,67766,122923,202743,317556,463299],[16106,69860,70043,207277,207756,471128],[19326,80401,80492,232243,355139,515012],[21955,45747,45930,151142,151621,371833],[22910,91620,156703,158178,381815,384171],[23195,91798,159836,254841,387213,550480],[24172,94364,94510,260086,260321,558799],[28593,107466,107649,288017,288496,604981],[29204,109325,109416,185112,434692,435095],[29937,60933,111422,187501,296109,438466],[32231,63677,63823,193824,194059,448389],[33577,121557,200493,202190,459849,462405],[35257,124931,125101,321439,321697,655249],[39049,75343,75526,219635,220114,492359],[39896,77293,136536,136919,344362,501608],[41266,141164,141310,353753,353988,705470],[43106,83310,146055,237232,363110,523393],[44809,45261,85326,241841,243389,532516],[46063,86684,86854,244467,244725,534120],[47761,157912,251813,253936,546213,549168],[55003,101283,101429,274564,274799,582242],[55581,56164,103377,175016,279098,590071],[58029,182060,182230,428464,428722,813889],[60351,111156,187674,294919,438758,616515],[62574,63130,113865,300580,302324,626807],[74405,74857,132126,335508,337056,679187],[75659,133484,133654,338134,338392,680791],[76255,77151,136050,221883,343379,689110],[81771,144141,235385,360178,520956,716530],[85060,85924,148701,367773,369577,728748],[100180,100736,170994,407605,409349,785447],[102514,103693,175791,277267,416584,796174],[131860,132724,217194,488299,490103,898177] ] cell #1284 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [105456],[127581],[138521],[152754],[165341],[177250],[178817],[184710],[195649],[209200],[210767],[213982],[221247],[225009],[233834],[239706],[242059],[246647],[248593],[262451],[268054],[276389],[281016],[289940],[291507],[296327],[298181],[300864],[304798],[308294],[316678],[324217],[330682],[333373],[335726],[340314],[342260],[356118],[363394],[365425],[367886],[370985],[372839],[376765],[379456],[384389],[386243],[392860],[403352],[405206],[407889],[411823],[415319],[423703],[437595],[438871],[447779],[449810],[455370],[457224],[462689],[464720],[470280],[472134],[478751],[483920],[488412],[491511],[493365],[497291],[499982],[504915],[506769],[513386],[522076],[531645],[532921],[541829],[548005],[549281],[553242],[558189],[560220],[562279],[565780],[567634],[572724],[581632],[583663],[589223],[591077],[596542],[604133],[605987],[612604],[623924],[625490],[636335],[643205],[644671],[649282],[652774],[652977],[654050],[659154],[662958],[678316],[679592],[688500],[695952],[699913],[704860],[706891],[708950],[712451],[714305],[724533],[724736],[726362],[748011],[752783],[756660],[756673],[757320],[758126],[767505],[771466],[782564],[784130],[794975],[807922],[811414],[811617],[812690],[817794],[821598],[833958],[833971],[834618],[835770],[844798],[856422],[857332],[868039],[868195],[869330],[884056],[893962],[894165],[895791],[922212],[926089],[926102],[926749],[927555],[936934],[943329],[945374],[950270],[950426],[961241],[972081],[972284],[973910],[985895],[1002240],[1012688],[1012701],[1013348],[1014500],[1023528],[1036062],[1046769],[1046925],[1048060],[1065173],[1072311],[1078457],[1094324],[1094337],[1094984],[1096136],[1119183],[1129600],[1131645],[1136541],[1136697],[1147512],[1158352],[1172166],[1191575],[1198303],[1213905],[1215950],[1220846],[1221002],[1257000],[1264138],[1270284],[1286151],[1326721],[1338683],[1343046],[1350184],[1360675],[1386805],[1411180],[1457309],[1473611],[1490239],[1502201],[1535059],[1587993],[1620067],[1697431],[1748108], [63761,194473],[67850,317970],[70257,208889],[86607,244776],[91721,387264],[94448,260735],[94880,261911],[101367,275213],[107863,289629],[113749,444405],[113852,300631],[115419,303887],[120121,459900],[121688,465868],[123618,319031],[124854,321748],[133407,338443],[136134,222297],[141248,354402],[141680,355578],[143655,234542],[145489,523444],[145939,523849],[146042,363161],[146653,364222],[148973,368175],[156516,546833],[160608,388693],[162175,391949],[170878,578258],[170981,407656],[172548,410912],[175714,277318],[176422,176922],[180747,426056],[181983,428773],[185142,292190],[187314,617135],[187946,439160],[188566,440121],[192705,626858],[193869,448607],[200276,641870],[202074,644978],[202177,462456],[202788,463517],[205108,467470],[214432,670520],[214535,483687],[215146,484748],[217466,488701],[221558,340819],[223125,341349],[223808,224560],[229101,509219],[230668,512475],[232598,356221],[237015,718623],[238454,525167],[243202,729368],[244454,534171],[249043,739496],[249146,541596],[249757,542657],[254208,549570],[254828,550531],[260131,559017],[268686,573013],[269306,573974],[269859,404385],[270470,405309],[273445,785498],[274609,582460],[276929,413667],[277032,277166],[282814,803618],[282917,596309],[283528,597370],[285848,601323],[302107,838888],[303546,628581],[308926,636624],[309546,637585],[310099,456403],[310710,457327],[315426,646296],[321426,655300],[323066,658011],[326015,879752],[326118,662725],[326729,663786],[332121,671838],[332753,485027],[332856,332990],[336869,898797],[338121,680842],[343424,689328],[347875,696241],[348495,697202],[349048,505948],[349659,506872],[353798,705688],[367381,952344],[367484,726129],[374702,736157],[378204,740814],[378836,542936],[378939,379073],[391608,759751],[396988,767794],[397608,768755],[398161,566813],[398772,567737],[409132,1017618],[410571,787221],[416571,796225],[417735,591180],[422451,804936],[423083,597649],[423186,423320],[428451,813940],[430091,816651],[433754,822426],[436789,1065344],[437798,829241],[443975,836059],[447943,845001],[451869,846394],[466779,650432],[473997,659257],[477499,881070],[478131,664065],[478234,478368],[495228,905586],[498730,910243],[512134,929180],[518134,938184],[519298,714408],[519774,940895],[520785,1191149],[522089,945387],[522736,945600],[531848,956524],[532934,961254],[538025,963342],[548208,746519],[554385,754585],[554488,554622],[558353,758329],[581796,1023731],[585722,1025124],[592940,1035152],[607850,817897],[611352,1059800],[614384,1320628],[615550,1066687],[615706,1067350],[625503,1078470],[626150,1078683],[627248,1083509],[643218,857345],[643865,857558],[644874,649446],[654063,869343],[678519,1142795],[679605,1147525],[684696,1149613],[688664,1158555],[705024,927758],[717501,1193099],[727783,1204180],[727939,1204843],[746720,974127],[746876,974790],[748024,752796],[758418,987217],[784143,1270297],[784790,1270510],[785888,1275336],[794988,1286164],[812703,1048073],[837766,1333479],[857757,1096955],[859079,864091],[897212,1399410],[897368,1400073],[908910,1416232],[927847,1173488],[1016496,1529855] ] cell #1285 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [115735],[122004],[125958],[145022],[150949],[158492],[162491],[172864],[176818],[183087],[186758],[192238],[193635],[201157],[202554],[207084],[219442],[223441],[230984],[234938],[235977],[242646],[253020],[259897],[272978],[274375],[278905],[287824],[293270],[301069],[312949],[336313],[343190],[353564],[408094], [37044,213515],[39781,224412],[45911,245230],[46711,248126],[50925,163462],[52404,267498],[55562,277772],[56059,280321],[56603,281897],[56885,179133],[59340,292794],[63875,304331],[63970,304429],[64980,307738],[68991,205951],[70024,322202],[70426,208500],[70824,325098],[71106,211083],[72272,329644],[75507,338897],[76307,341793],[76402,341891],[77751,346687],[78036,226985],[80521,231955],[80909,356961],[81406,359510],[83757,240482],[84728,367017],[86878,371873],[86926,372283],[87711,246963],[88273,375727],[92825,387718],[93108,258500],[93364,258598],[94562,392393],[94657,392491],[95667,395800],[95952,264427],[97178,400295],[99744,406681],[101481,411356],[101576,411454],[102538,414353],[102586,414763],[104395,419974],[104794,283294],[106597,286691],[107630,429227],[108032,289240],[108525,432221],[108712,291823],[110603,439635],[111736,298966],[111992,299064],[113152,443419],[113889,444780],[115749,448772],[116706,306231],[117123,452313],[119689,458699],[122975,466312],[123070,466410],[123323,319208],[123384,319618],[125125,471168],[125173,471578],[126520,475022],[126919,326495],[130557,334149],[131623,487641],[133678,492399],[133726,492809],[134511,340630],[135073,496253],[139625,508244],[139908,352167],[140164,352265],[141362,512919],[141457,513017],[142419,515916],[142752,358094],[145120,524664],[146079,524224],[146358,365898],[146419,366308],[146903,525850],[148080,528358],[149013,530291],[149816,368650],[152365,374468],[154948,380232],[156014,545550],[157359,550045],[159860,553419],[159908,553829],[160336,389131],[160645,555190],[162505,559182],[166445,569109],[168865,405991],[169121,406089],[170233,576862],[171018,578633],[172878,582625],[173835,413256],[180199,600263],[180452,426233],[180513,426643],[182254,605021],[182302,605431],[184048,433520],[185889,436391],[186063,614984],[186348,617577],[187986,617993],[188294,442209],[188603,619039],[192336,445220],[198165,458009],[198421,458107],[199533,640473],[200517,642464],[201255,645793],[202214,645353],[203038,646979],[204215,649487],[205148,651420],[212149,666679],[212875,668006],[214851,486424],[214912,486834],[217506,676962],[218309,489176],[220858,494994],[228353,700090],[228829,509657],[229138,701861],[230998,705853],[235269,716624],[235438,521253],[237256,719217],[238494,721149],[242236,529875],[244491,731272],[247486,736982],[249462,544333],[249523,544743],[252325,746154],[252610,748747],[254248,749163],[254865,750209],[265795,771643],[266629,570244],[269034,576062],[269343,777679],[273076,579073],[281257,801104],[285888,810060],[295431,828876],[297694,832177],[302348,839482],[303586,841414],[306869,633855],[309274,639673],[309583,851537],[312241,856880],[314228,859473],[315466,861405],[321463,871528],[324458,877238],[329105,667924],[330923,888646],[332161,890578],[335903,676546],[338158,900701],[362029,944922],[364728,722339],[365666,949741],[370089,956159],[375188,736900],[377006,966765],[378244,968697],[385756,980306],[390410,987611],[391648,989543],[409373,1018212],[410611,1020144],[416608,1030267],[428488,1050258],[440882,832095],[446414,1078005],[450051,1082824],[450762,1083903],[464023,862595],[464961,1104300],[490615,1142430],[497532,1153036],[498770,1154968],[510936,1173882],[512174,1175814],[551292,980224],[560461,1242179],[580267,1269832],[583904,1274651],[584615,1275730],[691483,1416626],[707132,1437409], [12555,108430,432123],[17388,131528,487543],[19374,142467,516326],[22687,155919,545452],[25537,167732,573488],[26034,170281,577272],[28186,180104,600165],[28857,183649,608875],[32790,197032,637099],[33287,199581,640883],[36568,212054,666581],[37139,213613,671335],[37782,216573,675029],[40266,225852,696716],[40763,228401,700500],[46806,248224,740311],[47449,251184,744005],[51313,263294,768269],[51810,265843,772053],[52227,266803,773624],[52356,267088,776217],[56698,281995,804433],[57341,284955,808127],[62138,299656,836534],[64803,307043,847482],[64932,307328,850075],[70919,325196,880567],[71562,328156,884261],[71980,328936,886053],[77574,345992,915583],[77703,346277,918176],[83993,364902,948625],[84823,367115,953159],[87981,375019,964172],[95490,395105,995611],[95619,395390,998204],[98174,402456,1007606],[104103,419266,1035610],[112126,440713,1070328],[112640,441936,1071805],[113104,443009,1074464],[118119,454474,1089242],[122240,464197,1103184],[126228,474314,1118731],[129541,482555,1131193],[144382,521335,1191681],[147385,526788,1197851],[151853,535986,1209298],[153932,540464,1215498],[158882,551123,1229683],[159396,552346,1231160],[175248,588327,1281069],[186827,616100,1322185],[194601,630202,1338231],[203520,647917,1360223],[207988,657115,1371670],[220346,682657,1404528],[222425,687135,1410728],[242715,728333,1463841],[253089,747270,1485703],[260863,761372,1501749],[275341,788842,1534607],[288728,815755,1568046],[319687,868589,1626599],[336382,897762,1659071],[354530,930801,1696979],[366377,950820,1719331],[426712,1047319,1818426],[486903,1137091,1905602],[544812,1221396,1985630] ] cell #1286 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [67358],[91055],[93956],[116591],[119963],[120035],[120877],[124188],[140756],[145331],[145403],[151988],[156411],[160522],[161364],[173720],[181317],[187209],[188480],[191559],[192547],[192619],[194893],[205003],[220481],[224297],[229015],[229857],[237928],[238349],[241901],[243097],[244368],[254742],[269220],[272299],[273287],[273359],[275633],[279944],[285743],[296169],[300355],[303020],[303441],[309460],[314900],[315321],[321340],[331595],[332016],[335568],[336764],[338035],[341114],[344448],[348409],[362885],[377678],[378099],[384231],[391082],[391503],[397522],[403194],[404680],[407380],[410045],[410466],[414018],[416485],[421925],[422346],[428365],[451783],[455212],[456698],[462180],[465633],[476973],[477394],[483411],[485378],[495539],[498204],[498625],[504757],[506243],[511608],[512029],[518048],[529598],[530856],[537920],[541320],[543287],[565622],[567108],[574560],[585636],[590551],[596033],[598000],[599486],[610826],[611247],[618558],[623766],[624351],[625100],[638171],[650727],[662449],[664416],[665902],[670889],[676269],[677527],[684591],[697788],[713779],[719898],[720647],[725853],[726599],[726751],[739865],[745245],[749728],[754936],[769341],[777198],[782991],[783740],[803987],[809367],[826979],[829364],[829516],[836574],[851056],[860154],[860903],[866109],[880121],[885501],[889327],[896028],[896180],[919157],[919632],[942683],[945727],[952713],[967446],[975108],[977493],[977645],[999185],[999660],[1008246],[1015304],[1038884],[1064698],[1067668],[1075445],[1085796],[1089882],[1097242],[1100286],[1122005],[1163916],[1185931],[1193386],[1201166],[1205161],[1224053],[1249237],[1277623],[1321463],[1322739],[1330445],[1333766],[1400391],[1452377],[1464395],[1530142],[1582578],[1659625] ] cell #1287 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [157763],[201374],[206355],[246110],[251943],[252018],[253304],[258717],[287095],[295049],[295124],[305101],[312292],[318616],[319902],[339777],[352384],[362080],[363807],[368329],[369707],[369782],[373199],[388474],[412126],[418227],[425641],[426927],[439314],[439902],[444896],[446465],[448192],[463102],[484333],[488855],[490233],[490308],[493725],[500285],[509000],[524340],[530088],[533364],[533952],[542242],[549724],[550312],[558602],[573167],[573755],[578749],[580318],[582045],[586567],[591437],[596955],[617790],[636778],[637366],[645469],[654493],[655081],[663371],[671011],[672922],[676759],[680035],[680623],[685617],[688913],[696395],[696983],[705273],[735742],[739987],[741898],[748960],[753226],[767948],[768536],[776430],[778785],[792142],[795418],[796006],[804109],[806020],[813133],[813721],[822011],[836213],[837661],[846175],[850288],[852643],[880243],[882154],[891415],[905171],[911327],[918389],[920744],[922655],[937377],[937965],[946814],[952835],[953434],[954319],[969534],[984342],[998417],[1000772],[1002683],[1008579],[1014943],[1016391],[1024905],[1040972],[1060884],[1067960],[1068845],[1074677],[1075512],[1075574],[1090215],[1096579],[1101373],[1107394],[1124093],[1133085],[1139705],[1140590],[1164249],[1170613],[1191966],[1194238],[1194300],[1201957],[1217390],[1227315],[1228200],[1234032],[1249570],[1255934],[1259787],[1267339],[1267401],[1293200],[1293772],[1320716],[1323584],[1330778],[1345833],[1354338],[1356610],[1356672],[1379762],[1380334],[1389530],[1397187],[1422545],[1451689],[1454446],[1462102],[1472434],[1476336],[1484234],[1487102],[1509351],[1553048],[1576710],[1584600],[1591874],[1595728],[1614447],[1639094],[1667664],[1712797],[1713899],[1720844],[1723869],[1787555],[1839155],[1849578],[1910140],[1960666],[2028308] ] cell #1288 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [138141],[164961],[178036],[195604],[209986],[224850],[224934],[225910],[233454],[246269],[262292],[262376],[263352],[267895],[267979],[276344],[280942],[290726],[298022],[298106],[300789],[305632],[308135],[308219],[324143],[330608],[339936],[356043],[357019],[361530],[363319],[365351],[368367],[372680],[372764],[376691],[386084],[386168],[405131],[407814],[412657],[415160],[415244],[431168],[437006],[439352],[444499],[445915],[447704],[449736],[457149],[460825],[462614],[464646],[471975],[472059],[483845],[485877],[488893],[493206],[493290],[497217],[506694],[523943],[531056],[533402],[541754],[543786],[547416],[548832],[549762],[556325],[558114],[560146],[567559],[573205],[578352],[579768],[581557],[583589],[591002],[596467],[598499],[605828],[605912],[622094],[627357],[636816],[644082],[645072],[649207],[652185],[653601],[654531],[659079],[662883],[664915],[670614],[677727],[680073],[688425],[690457],[696433],[702996],[704785],[706817],[714230],[723944],[726287],[734327],[739590],[753264],[756300],[757537],[758527],[763906],[767986],[780734],[785997],[795456],[803712],[807847],[810825],[812241],[813171],[817719],[821523],[823555],[827832],[831479],[836251],[844209],[854592],[864200],[867227],[867857],[879846],[883981],[893373],[895716],[903756],[909019],[922693],[925729],[926966],[927956],[933335],[937415],[947273],[947903],[952438],[955115],[971492],[973835],[975961],[984755],[985046],[1002721],[1006562],[1010209],[1014981],[1022939],[1033322],[1042930],[1045957],[1046587],[1058576],[1065438],[1068945],[1069236],[1088198],[1091845],[1096617],[1107808],[1126051],[1133544],[1134174],[1138709],[1141386],[1157763],[1162232],[1171026],[1171317],[1191287],[1195298],[1208254],[1217849],[1218479],[1223014],[1247553],[1257265],[1260772],[1261063],[1280025],[1299635],[1320725],[1329867],[1343311],[1346818],[1347109],[1370626],[1386517],[1390528],[1403484],[1457574],[1473323],[1477334],[1493385],[1517101],[1567002],[1587705],[1603663],[1620332],[1716831],[1747820],[1872501], [91341,159482],[95127,261866],[120907,203439],[124474,208074],[125826,323241],[136813,345159],[141927,355533],[151939,152274],[156357,381335],[156441,252255],[157417,255662],[160744,388851],[161394,260782],[175334,280230],[176686,418386],[181603,288814],[182955,430266],[185389,435489],[187155,437986],[187239,295361],[188702,440279],[194520,194923],[200202,312530],[205033,318853],[206009,322260],[220432,220767],[221694,495973],[222344,344478],[229237,509377],[229887,354449],[234806,519949],[236941,362318],[238379,364044],[241881,241931],[243043,532036],[243127,370019],[244590,534329],[245288,245764],[254964,550689],[257545,388712],[269442,574132],[269995,574994],[275260,275663],[276854,414048],[277830,417881],[285773,425878],[286749,429285],[290076,608595],[296149,296199],[296668,440140],[300650,300705],[302033,446703],[303471,448429],[309682,637743],[310235,638605],[315351,463339],[321562,655458],[332046,484570],[332678,485408],[333509,673887],[335548,335598],[336710,678707],[336794,490545],[338257,681000],[338955,339431],[340838,495889],[348631,697360],[349184,698222],[351212,509238],[363180,363235],[367931,367934],[371326,534190],[378129,542479],[378761,543317],[379592,742863],[384211,384261],[384730,550550],[391533,558839],[393549,762662],[397744,768913],[398297,769775],[403174,403224],[403693,573993],[404404,574910],[407675,407730],[409058,580556],[410496,582282],[416707,796383],[422376,597192],[423008,598030],[423839,806985],[428587,814098],[438916,438919],[452005,846552],[455192,455242],[455711,637604],[456422,638521],[462475,462530],[466915,866543],[470621,655319],[477424,663608],[478056,664446],[478887,883119],[483706,483761],[488457,488460],[491852,680861],[498655,689150],[500118,912292],[504737,504787],[505256,697221],[505967,698138],[512059,705510],[514075,932091],[518270,938342],[534570,958762],[537950,735979],[541615,541670],[549326,549329],[550930,979608],[554310,754966],[562415,994681],[565602,565652],[566121,768774],[566832,769691],[572769,572772],[585858,1025282],[589564,796244],[596328,596383],[604474,813959],[611277,822248],[612740,1061849],[613293,1062711],[623746,623796],[625130,839863],[628234,1080356],[632736,846413],[636380,636383],[642845,860933],[645949,1101832],[650451,866459],[655699,1113321],[662744,662799],[681241,1145033],[684621,905408],[692726,1160106],[695997,696000],[709086,1180952],[712792,938203],[719598,720677],[726148,726203],[726971,955913],[727601,956543],[730806,1206729],[745908,977865],[746538,978495],[749743,1228591],[759404,1239711],[767550,767553],[783770,1018593],[786874,1272183],[791376,1025143],[796624,1283672],[814339,1305148],[828630,829736],[829260,830366],[835815,835818],[836626,1077742],[836917,1078033],[856617,1100338],[856908,1100629],[871062,1369101],[896400,1142184],[897030,1142814],[900235,1401959],[909896,1413079],[928833,1434941],[943374,943377],[944659,945779],[944950,946070],[953249,1204148],[974095,1227130],[1015356,1269569],[1015647,1269860],[1029801,1543485],[1049792,1565477],[1064685,1064750],[1066655,1067775],[1139520,1399378],[1191117,1191177] ] cell #1289 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [121130],[157433],[161617],[195146],[200154],[200218],[201364],[206025],[230110],[236893],[236957],[245780],[252008],[257561],[258707],[275886],[286765],[295114],[296684],[300721],[301985],[302049],[305091],[318606],[339447],[344701],[351228],[352374],[363251],[363797],[368319],[369772],[371342],[384746],[403709],[407746],[409010],[409074],[412116],[417897],[425631],[439304],[444572],[447636],[448182],[455727],[462546],[463092],[470637],[483777],[484323],[488845],[490298],[491868],[495905],[500275],[505272],[524016],[541686],[542232],[549714],[558046],[558592],[566137],[573157],[574926],[578425],[581489],[582035],[586557],[589580],[596399],[596945],[604490],[632752],[636768],[638537],[645145],[649139],[662815],[663361],[670687],[672912],[685293],[688357],[688903],[696385],[698154],[704717],[705263],[712808],[726219],[727617],[735732],[739663],[741888],[767938],[769707],[778461],[791392],[797177],[803785],[806010],[807779],[821455],[822001],[830382],[836203],[836701],[837651],[852319],[866475],[879919],[882144],[883913],[889585],[895648],[897046],[905161],[920420],[939136],[945854],[946804],[952511],[953300],[953302],[967704],[973767],[978511],[984332],[1000448],[1009112],[1015431],[1016381],[1039142],[1045205],[1065511],[1067826],[1067828],[1075460],[1090748],[1100413],[1101363],[1107070],[1122263],[1128326],[1132125],[1139571],[1139573],[1164782],[1165358],[1191228],[1194186],[1201424],[1216430],[1224866],[1227181],[1227183],[1250103],[1250679],[1259655],[1267287],[1292240],[1320664],[1323552],[1331311],[1341804],[1345701],[1353600],[1356558],[1378802],[1422413],[1445909],[1453708],[1461142],[1465208],[1484182],[1509219],[1538180],[1583285],[1584548],[1591742],[1594990],[1660438],[1712665],[1723817],[1786817],[1838580],[1910088] ] cell #1290 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [104973],[127098],[137857],[152544],[164677],[177093],[177166],[178007],[184227],[195320],[209043],[209116],[209957],[213825],[213898],[221037],[224905],[233170],[239549],[239622],[241975],[246240],[248436],[248509],[262347],[267950],[276060],[289856],[290697],[294607],[296243],[298077],[300760],[304641],[304714],[308190],[316521],[316594],[333289],[335642],[339907],[342103],[342176],[356014],[361103],[363290],[367940],[369265],[370901],[372735],[379372],[382669],[384305],[386139],[392703],[392776],[403268],[405102],[407785],[411666],[411739],[415215],[423619],[438925],[445488],[447675],[455286],[457120],[460398],[461723],[462585],[468560],[470196],[472030],[478667],[483816],[488466],[489791],[491427],[493261],[499898],[504831],[506665],[513229],[513302],[528049],[532975],[541725],[548405],[549335],[553158],[555898],[557223],[558085],[562195],[565696],[567530],[572778],[579341],[581528],[589139],[590973],[596438],[602413],[604049],[605883],[612520],[621667],[623840],[631463],[636389],[649178],[651987],[653174],[654104],[659050],[662854],[674720],[679646],[688396],[696006],[699829],[702569],[703894],[704756],[708866],[712367],[714201],[718183],[721716],[726258],[733900],[743696],[752837],[755595],[756271],[767559],[771382],[780307],[782480],[790103],[795029],[807818],[810627],[811814],[812744],[817690],[821494],[830774],[831450],[835824],[838448],[854165],[856338],[858439],[866856],[867081],[883952],[887612],[891145],[895687],[903329],[913125],[922266],[925024],[925700],[936988],[943383],[946902],[947127],[965731],[969264],[973806],[984705],[1002294],[1009504],[1010180],[1014554],[1017178],[1032895],[1037169],[1045586],[1045811],[1064818],[1068895],[1081790],[1091140],[1091816],[1096190],[1120290],[1129654],[1133173],[1133398],[1152002],[1170976],[1191237],[1200530],[1213959],[1217478],[1217703],[1241145],[1256645],[1260722],[1273617],[1326775],[1342691],[1346768],[1362902],[1386467],[1436375],[1456954],[1473273],[1490293],[1587655],[1619712],[1747770], [67367,203789],[70266,208679],[91057,255697],[93965,261132],[94882,261582],[107872,289419],[116600,194870],[119964,459400],[120037,312565],[120878,316406],[123620,318947],[124190,322295],[140765,354799],[141682,355249],[143664,359689],[145332,522944],[145405,362353],[146655,364138],[151990,245323],[156412,381651],[160524,388747],[161365,392588],[173729,275610],[176931,280500],[180749,425972],[181319,429320],[185144,435205],[187210,438302],[188482,440175],[191561,300685],[192548,626358],[192621,446738],[193871,448523],[194894,304526],[202790,463433],[205004,467542],[215148,484664],[220483,338990],[222694,224306],[224562,344875],[229017,509273],[229858,513114],[232600,515655],[237930,363215],[238350,525239],[241902,368247],[243098,532352],[244370,534225],[249759,542573],[254744,550585],[260133,558933],[269222,574028],[270472,575813],[272301,407710],[273288,784998],[273361,580591],[274611,582376],[275634,411551],[277168,414092],[277865,279946],[283530,597286],[285744,601395],[296170,439232],[300356,444490],[303442,628653],[309462,637639],[310712,639424],[314902,462510],[315322,646368],[321342,655354],[323068,657927],[326731,663702],[331597,483741],[332017,671910],[332992,485452],[335569,488773],[336765,679023],[338037,680896],[340873,341116],[341988,344449],[343426,689244],[348411,697256],[349661,699041],[353800,705604],[362886,523934],[374704,736073],[377680,541650],[378100,740886],[379075,543361],[384232,549642],[391504,759823],[397524,768809],[398774,770594],[403195,573085],[404439,404682],[407381,578343],[410467,787293],[413739,414019],[416487,796279],[417737,798064],[421927,596363],[422347,805008],[423322,598074],[428367,813994],[430093,816567],[433756,822342],[447945,841981],[451785,846448],[455213,636696],[456457,456700],[462181,645063],[473999,876329],[476975,662779],[477395,881142],[478370,664490],[483412,670605],[485099,485379],[495230,905502],[498626,910315],[504758,696313],[506002,506245],[512030,929252],[518050,938238],[519300,940023],[519776,940811],[529600,726183],[530858,956578],[532863,958057],[537921,963414],[541321,739581],[543008,543288],[554624,755010],[558355,990110],[565623,767866],[566867,567110],[581798,1020711],[585638,1025178],[592942,1035068],[596034,803703],[597721,598001],[607852,1055059],[611248,1059872],[618560,829295],[623767,836131],[624425,1078327],[625101,1078755],[627172,1080210],[649448,861972],[650486,650729],[653992,1112616],[662450,879837],[664137,664417],[677529,1142849],[679534,1144328],[684592,1149685],[688666,1155535],[705026,1176381],[719972,945244],[720648,945672],[725854,952429],[726600,1204193],[726825,1204693],[746573,749730],[752725,978903],[754657,754937],[758342,1239565],[783065,1270154],[783741,1270582],[785812,1272037],[794917,1282967],[812632,1304443],[826980,1065429],[829365,1066700],[829590,1067200],[836576,1333469],[857202,860228],[857630,860904],[864015,1101686],[896029,1399423],[896254,1399923],[908834,1412933],[927771,1434795],[942684,1191162],[945729,1193089],[974140,977494],[974640,977719],[1015306,1529845],[1064700,1320618],[1096945,1100288] ] cell #1291 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [193995],[202914],[208656],[236482],[244336],[254710],[260257],[274735],[280477],[289396],[294542],[301574],[303377],[313454],[315257],[321308],[338003],[343550],[353924],[359666],[360942],[369200],[382604],[391439],[408599],[410402],[416453],[428333],[435950],[445327],[460237],[489726],[498561],[511965],[579180], [72437,330149],[77083,345016],[87082,372500],[88438,376232],[95209,261723],[97708,401567],[102742,414980],[103606,418515],[104560,420479],[104950,283654],[109206,435346],[115914,449277],[116003,449446],[117653,453585],[123744,319835],[125329,471795],[126023,323370],[126685,475527],[127075,326855],[128960,481468],[133882,493026],[135238,496758],[135327,496927],[137589,503130],[137998,348377],[142009,355390],[142623,516543],[143487,520078],[146779,366525],[148245,528863],[151248,534625],[151387,535097],[152521,374828],[153351,539377],[160064,554046],[160490,389636],[160853,389805],[162670,559687],[162759,559856],[164409,563995],[164818,397490],[166735,569803],[170437,577489],[173043,583130],[173132,583299],[174643,586966],[174782,587438],[177536,594090],[178165,422282],[180873,426860],[182458,605648],[183152,430395],[183903,609549],[184204,433880],[186975,618526],[188448,442714],[188811,442883],[190510,622927],[191462,624541],[194020,629115],[195461,451751],[196035,633414],[199737,641100],[204380,649992],[204469,650161],[204864,468023],[204939,468495],[207383,655754],[207522,656226],[209486,660506],[210115,477330],[215272,487051],[216827,675703],[219741,681296],[219880,681768],[221014,495354],[221844,686048],[228557,700717],[228983,510162],[229346,510331],[231163,706358],[231252,706527],[232763,710194],[233311,518016],[236651,720583],[237831,720088],[238210,527512],[238285,527984],[238932,721898],[240545,724772],[241802,726996],[242863,530824],[246398,537856],[249883,544960],[251438,744679],[253237,749696],[256633,753625],[256772,754097],[257351,555737],[257724,755711],[260282,760285],[265999,772270],[269188,576567],[269551,576736],[271111,781095],[272202,783181],[274760,787755],[276201,585604],[285209,808801],[285604,601876],[285679,602348],[288123,814394],[288262,814866],[290855,611183],[293499,614928],[293714,826608],[294070,829343],[296070,829761],[296474,621506],[296847,830890],[301743,625036],[309428,640178],[309791,640347],[311351,854953],[312659,857246],[313623,860839],[314803,860344],[315904,862154],[317517,865028],[318774,867252],[328410,884935],[329354,886419],[331877,674183],[331952,674655],[335469,896425],[336530,677495],[340065,684527],[350300,923054],[351018,702408],[351391,925140],[353949,929714],[360119,942662],[360297,716897],[362447,945288],[363965,947298],[368728,726578],[371505,958173],[375437,964538],[377960,743159],[378035,743631],[381776,974737],[382132,977472],[384132,977890],[384909,979019],[399413,1003082],[400524,773568],[403499,780146],[403872,1009620],[408768,783676],[419684,1035976],[425799,1045982],[438427,1067297],[441131,1070694],[446832,1078371],[448350,1080381],[452542,847426],[455517,854004],[455890,1091256],[459414,1097221],[461742,1099847],[463260,1101857],[470800,1112732],[474732,1119097],[480823,886326],[482973,1131559],[484491,1133569],[489254,896007],[492031,1144444],[522958,1193365],[526079,948569],[527206,1198217],[532477,1204790],[538732,964445],[540882,1215864],[542400,1217874],[551541,1230049],[557242,1237726],[558760,1239736],[580685,1270198],[582203,1272208],[589743,1283083],[604653,1304559],[619931,1070601],[626372,1333745],[630620,1338597],[631482,1339717],[647208,1103128],[648335,1360589],[679148,1400020],[687553,1411094],[689071,1413104],[703913,1432956],[705431,1434966],[751101,1229956],[761790,1502115],[785012,1530121],[789260,1534973],[790122,1536093],[913144,1676603],[931219,1697345], [28895,183814,609380],[37820,216738,675534],[41762,232902,710666],[47487,251349,744510],[52560,267715,777166],[53424,271250,781567],[57379,285120,808632],[58698,290226,819146],[65136,307955,851024],[66000,311490,855425],[71600,328321,884766],[72526,330318,890012],[73589,334212,894201],[77907,346904,919125],[78771,350439,923526],[88527,376401,968131],[89590,380295,972320],[95823,396017,999153],[96687,399552,1003554],[97369,400739,1005338],[97569,401095,1008073],[104649,420648,1039569],[105712,424542,1043758],[113308,443636,1075413],[117314,452757,1086974],[117514,453113,1089709],[126774,475696,1122690],[127837,479590,1126879],[128536,480645,1128933],[137250,502302,1161008],[137450,502658,1163743],[147094,526294,1197060],[148334,529032,1201851],[152927,538554,1213238],[164070,563167,1246329],[164270,563523,1249064],[168085,572280,1259124],[177112,593267,1289048],[188981,619753,1326054],[189695,621169,1327523],[190371,622455,1330272],[197385,635891,1345170],[203229,647423,1359432],[209062,659683,1375610],[213844,669629,1388595],[235687,716990,1452136],[239568,722959,1457964],[245583,733402,1469179],[248455,738605,1475401],[255243,750923,1489572],[255957,752339,1491041],[278125,794531,1541546],[294626,827765,1584044],[304660,843224,1599246],[316540,863215,1620722],[322555,873658,1631937],[339250,902831,1664409],[342122,908034,1670631],[369284,955048,1723313],[382688,975894,1744159],[392722,991353,1759361],[411685,1021954,1791073],[429580,1052388,1823764],[468579,1109607,1878983],[489810,1141319,1909584],[513248,1177624,1945632],[528068,1199337,1966853],[602432,1301434,2057713],[674739,1394567,2136282],[743715,1481373,2207835] ] cell #1292 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [108173,290564],[130998,334550],[142144,356824],[155389,380633],[167656,403465],[169623,406544],[179574,424880],[183247,431704],[196956,455483],[198923,458562],[211524,479928],[213517,484036],[215768,487124],[225776,505028],[227743,508107],[248128,541945],[250379,545033],[263218,565893],[265185,568972],[266704,570301],[267080,572642],[281899,596658],[284150,599746],[299580,624037],[306944,633912],[307320,636253],[325100,663074],[327351,666162],[328928,667658],[345893,693529],[346269,695870],[364803,722396],[367019,726478],[375011,736634],[395006,765082],[395382,767423],[402357,775800],[419258,800756],[440705,831829],[441837,833237],[443001,835688],[454375,849658],[464098,862652],[474306,876890],[482547,888298],[521327,943173],[526780,949393],[535887,960520],[540456,966417],[551115,979958],[552247,981366],[588228,1028388],[616092,1066339],[630194,1082476],[647909,1103952],[657016,1115079],[682558,1146791],[687127,1152688],[728325,1203832],[747262,1225694],[761364,1241831],[788834,1274303],[815656,1306906],[868581,1366204],[897754,1399062],[930793,1437061],[950812,1459581],[1047311,1562580],[1137083,1654811],[1221388,1740132], [24588,94934,261985],[35075,124097,319144],[35852,125654,323690],[39863,223882,224614],[41682,141734,355652],[43756,148011,364335],[49653,161232,388756],[49804,161257,389042],[55403,277249,277696],[56180,279663,280584],[57847,181226,426169],[58624,182783,430715],[59422,185196,292264],[61108,190219,440184],[61259,190244,440470],[63780,194883,448720],[67869,203802,463630],[68694,205479,467099],[68746,205814,467532],[70279,208908,473533],[73352,216504,484861],[73570,333073,338821],[76050,222182,340882],[76201,341303,341795],[79249,229725,509282],[79400,229750,509568],[80750,233077,356885],[81527,234634,358852],[82498,362362,363224],[83460,240010,524796],[83512,240345,525229],[86681,245332,534234],[89353,251115,542770],[89571,245154,379156],[91795,255706,550594],[92985,258081,554743],[94467,261145,559130],[98714,270959,574037],[98865,270984,574323],[98987,275098,404448],[99138,404869,411358],[99367,271425,406605],[101386,275623,582573],[102211,413576,414345],[102263,277635,413729],[105475,282511,597483],[105693,423403,429151],[106300,286219,600952],[106352,286554,601385],[107885,289648,607386],[108324,290589,432125],[109779,293672,614714],[110466,438292,439222],[111613,298547,618592],[114476,300694,446747],[115490,304516,628643],[118659,311199,637648],[118810,311224,637934],[118932,194358,456466],[119083,304333,456887],[119312,311665,458623],[120745,312574,462519],[121759,316396,646358],[124928,322304,655363],[127600,325712,663899],[127818,322126,478451],[129298,130083,483750],[130260,333677,671467],[130312,334012,671900],[130595,484936,492391],[130647,338760,485089],[131149,334575,487545],[133481,338999,680905],[134671,341374,495374],[136153,222707,689441],[138595,227111,697265],[138868,354287,506011],[139019,506432,512921],[139248,350614,508168],[139785,351748,701414],[141267,354812,705801],[142092,356489,515908],[143677,234561,715704],[144177,360517,716671],[144603,522787,523777],[149679,368237,532342],[152773,374238,736270],[153689,154474,541659],[154651,379760,740443],[154703,380095,740876],[154986,371865,542845],[155038,245093,542998],[155540,380658,545454],[157222,381641,549632],[160316,387642,554705],[162246,392578,759813],[165415,264553,768818],[165688,260620,566876],[165839,392395,567297],[166068,399727,569033],[166908,400697,773354],[166953,570117,578625],[167595,168519,573075],[168742,405572,777232],[169145,410937,574395],[169571,406209,576854],[171605,407719,580600],[172619,411541,787283],[175788,277874,796288],[176441,176944,592476],[177874,178659,596372],[178888,283451,804998],[179171,597558,605013],[179223,429090,597711],[179725,424905,600167],[182057,429329,814003],[184729,432737,822539],[185687,614537,614611],[191819,444333,626201],[195723,306357,846457],[196208,452715,847212],[196253,444772,633728],[196895,197819,636686],[198042,457590,851090],[198445,303912,638006],[198871,458227,640465],[200738,459243,644906],[204642,317855,650495],[204793,466314,650916],[209824,210609,662788],[210838,326652,881132],[211121,471160,663974],[211173,322065,664127],[211675,479953,666583],[212670,481043,886100],[212720,488726,667765],[212793,481113,667998],[213096,214275,670448],[218172,488763,679013],[221266,494764,905699],[223196,341978,910305],[225073,693345,701853],[225715,226639,696303],[227265,512500,697623],[227691,507772,700082],[230739,513104,929242],[233908,358220,938247],[239105,526252,948355],[239150,524216,722212],[240883,241265,726192],[242172,370310,956587],[246718,374625,963404],[247281,538952,964219],[247331,368200,736741],[247404,539022,736974],[247707,248886,739424],[252546,384502,746582],[257040,553411,754494],[257092,387581,754647],[262515,555182,764898],[263157,264081,767856],[264707,391974,769176],[265133,568637,771635],[266427,266546,773251],[268118,775616,777671],[272559,578186,784841],[276463,413382,1025187],[281102,601348,800863],[281175,593735,801096],[281478,282657,803546],[291578,433677,1059862],[295652,296440,829304],[297489,620151,1070375],[297539,439185,831936],[297612,620221,832169],[298245,619031,833053],[299519,299967,836121],[300980,447033,1078745],[306667,306786,847109],[308358,849474,851529],[312763,642456,857397],[312860,462805,857620],[316077,647381,1102914],[316122,645345,862468],[317988,465893,865944],[324303,467495,876997],[324376,660151,877230],[324679,325858,879680],[330768,671863,888405],[330841,670097,888638],[335839,490836,1142858],[340385,495151,1149675],[362551,719209,945439],[362648,363510,945662],[364526,364645,948252],[365511,525192,949500],[365584,723427,949733],[366598,367224,952272],[367804,531909,1204177],[372903,731264,960336],[376851,740839,966524],[376924,739073,966757],[381208,549199,974124],[381881,546858,974871],[385551,751321,1229730],[385601,549595,980065],[385674,751391,980298],[386307,750201,981182],[408005,580886,1270572],[415383,1028204,1030259],[436448,436572,1065198],[437859,438789,1066684],[438532,617160,1067431],[446936,839474,1078522],[449896,628606,1082583],[449969,843692,1082816],[459346,642116,1097026],[461846,859465,1099998],[463821,463940,1102811],[464806,646321,1104059],[464879,863683,1104292],[472198,871520,1114895],[488330,678580,1399407],[493429,900693,1146607],[497377,910268,1152795],[497450,908502,1153028],[520913,520987,1191146],[522890,718869,1193170],[532582,729393,1204924],[557346,987603,1237877],[560306,759776,1241938],[560379,991821,1242171],[580789,1018204,1270349],[583749,787246,1274410],[583822,1022422,1274643],[606051,1050250,1306722],[626304,839134,1333550],[631586,1083895,1339868],[679253,898822,1400154],[704017,1173874,1433107],[706977,929205,1437168],[707050,1178092,1437401],[784944,1017864,1529926],[790226,1275722,1536244],[913248,1416618,1676754] ] cell #1293 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [138746],[165566],[178836],[195874],[210786],[225028],[226862],[234059],[246666],[262470],[264304],[268073],[276614],[281052],[291526],[298200],[300883],[306108],[308313],[324253],[330718],[340333],[345616],[356137],[357971],[363413],[365461],[368477],[372858],[376801],[386262],[394729],[402080],[405225],[407908],[413133],[415338],[431278],[439462],[441560],[444436],[447798],[449846],[454098],[457243],[462708],[464756],[472153],[483939],[485987],[489003],[493384],[497327],[506788],[522395],[523880],[533512],[535610],[541848],[543896],[549872],[551970],[558208],[560256],[567653],[573315],[578289],[581651],[583699],[587951],[591096],[596561],[598609],[606006],[615752],[625809],[627294],[636926],[643524],[645009],[649301],[654641],[656739],[659173],[662977],[665025],[670551],[680183],[682281],[688519],[690567],[696543],[704879],[706927],[714324],[726381],[727985],[739527],[746922],[748330],[753374],[756979],[757339],[758464],[764016],[768096],[784449],[785934],[795566],[803649],[807941],[813281],[815379],[817813],[821617],[823665],[834277],[834637],[836361],[859125],[864137],[868241],[868265],[868941],[869649],[879783],[884075],[895810],[897414],[908956],[922803],[926408],[926768],[927893],[933445],[937525],[950472],[950496],[951172],[952375],[961560],[973929],[974836],[985878],[986103],[987263],[1002831],[1013007],[1013367],[1015091],[1042867],[1046971],[1046995],[1047671],[1048379],[1058513],[1065375],[1067396],[1072294],[1072519],[1083555],[1094643],[1095003],[1096727],[1108928],[1125988],[1136743],[1136767],[1137443],[1138646],[1147831],[1161107],[1172149],[1172374],[1173534],[1191488],[1198658],[1204889],[1221048],[1221072],[1221748],[1222951],[1246428],[1257202],[1259223],[1264121],[1264346],[1275382],[1286470],[1300755],[1320910],[1327622],[1343248],[1345269],[1350167],[1350392],[1386718],[1393888],[1400119],[1416278],[1457511],[1469278],[1473524],[1480694],[1491140],[1517286],[1541645],[1587906],[1603848],[1620269],[1632036],[1664508],[1717016],[1748021],[1823863],[1872686], [86832,245746],[91946,256120],[94992,262136],[115438,304567],[121707,316447],[125079,322718],[125611,323638],[133632,339413],[141792,355803],[148992,368288],[150826,372548],[156535,381692],[158369,385952],[160713,388945],[162194,392629],[172567,411592],[175939,278288],[182208,429743],[182740,430663],[185254,292415],[187333,438343],[187965,439273],[188671,440373],[191393,444812],[200312,459722],[205127,467583],[206961,471843],[217485,488814],[219319,493074],[223144,342029],[224033,224672],[229206,509471],[230687,513155],[234591,358800],[237051,523266],[237762,524256],[238473,525280],[241575,529922],[243221,532393],[244559,534423],[251949,546282],[254227,549683],[254933,550783],[257655,555222],[268705,573126],[269411,574226],[272133,578665],[276948,413780],[278782,415028],[279611,280541],[285867,601436],[287701,605696],[290045,431401],[295055,616584],[295843,617624],[296778,619071],[302143,626680],[303565,628694],[308945,636737],[309651,637837],[314734,645385],[315445,646409],[321531,655552],[331429,670927],[332140,671951],[332772,485140],[333478,486110],[335242,676593],[336888,679064],[338226,681094],[340948,495577],[341071,341226],[347894,696354],[348600,697454],[351322,701893],[369713,728817],[371436,731304],[377512,739903],[378223,740927],[378855,543049],[379561,544019],[383905,748794],[384840,750241],[391627,759864],[393518,762756],[397007,767907],[397713,769007],[402868,776264],[403803,777711],[404514,574598],[404637,404792],[409168,785320],[410590,787334],[416676,796477],[421759,804025],[422470,805049],[423102,597762],[423808,598732],[428556,814192],[443994,836172],[451974,846646],[454886,850122],[455821,851569],[456532,638209],[456655,456810],[470731,871560],[476807,880159],[477518,881183],[478150,664178],[478856,665148],[490239,898246],[491962,900733],[498749,910356],[500087,690690],[504431,918223],[505366,919670],[506077,697826],[506200,506355],[512153,929293],[514044,932185],[518239,938436],[522755,945713],[529432,952751],[533706,961920],[538044,963455],[554404,754698],[562384,764139],[565296,998251],[566231,999698],[566942,769379],[567065,567220],[585827,1025376],[589674,1030299],[604584,1050290],[611371,1059913],[612709,823788],[613262,1062805],[615776,1067420],[616452,1067706],[623440,1074511],[626169,1078796],[627318,1083579],[632846,1085834],[643884,857671],[650561,866147],[650684,650839],[654835,870009],[680377,1148191],[684715,1149726],[692695,1160200],[709055,933568],[712902,1185969],[717327,1191800],[717484,1193116],[717709,1193754],[728009,1204913],[728685,1205199],[729838,1210012],[746946,974860],[747622,975146],[748690,753568],[758488,987287],[784809,1270623],[785958,1275406],[791486,1277661],[795760,1286830],[813475,1048739],[826144,1320645],[827086,1322515],[837749,1333496],[837974,1334134],[857740,1096972],[857965,1097610],[859149,864161],[870094,1110326],[897438,1400143],[898114,1400429],[899267,1405242],[908980,1416302],[927917,1173558],[942498,1451649],[954369,1464171],[975215,1223829],[976613,981811],[1016479,1529872],[1016704,1530510],[1028833,1546768],[1048824,1302153],[1140640,1659401] ] cell #1294 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [121177],[157438],[161664],[195193],[200153],[200223],[201363],[206030],[230157],[236892],[236962],[245785],[252007],[257566],[258706],[275933],[286770],[295113],[296689],[300726],[301984],[302054],[305090],[318605],[339452],[344748],[351233],[352373],[363256],[363796],[368318],[369771],[371347],[384751],[403714],[407751],[409009],[409079],[412115],[417902],[425630],[439303],[444571],[447641],[448181],[455732],[462551],[463091],[470642],[483782],[484322],[488844],[490297],[491873],[495910],[500274],[505277],[524015],[541691],[542231],[549713],[558051],[558591],[566142],[573156],[574931],[578424],[581494],[582034],[586556],[589585],[596404],[596944],[604495],[632757],[636767],[638542],[645144],[649144],[662820],[663360],[670686],[672911],[685292],[688362],[688902],[696384],[698159],[704722],[705262],[712813],[726224],[727622],[735731],[739662],[741887],[767937],[769712],[778460],[791397],[797182],[803784],[806009],[807784],[821460],[822000],[830387],[836202],[836771],[837650],[852318],[866480],[879918],[882143],[883918],[889584],[895653],[897051],[905160],[920419],[939141],[945924],[946803],[952510],[953299],[953367],[967703],[973772],[978516],[984331],[1000447],[1009117],[1015501],[1016380],[1039141],[1045210],[1065510],[1067825],[1067893],[1075461],[1090753],[1100483],[1101362],[1107069],[1122262],[1128331],[1132195],[1139570],[1139638],[1164787],[1165357],[1191227],[1194187],[1201423],[1216500],[1224865],[1227180],[1227248],[1250108],[1250678],[1259720],[1267288],[1292310],[1320665],[1323551],[1331316],[1341803],[1345766],[1353599],[1356559],[1378872],[1422478],[1445908],[1453707],[1461212],[1465207],[1484183],[1509284],[1538179],[1583355],[1584549],[1591807],[1594989],[1660437],[1712730],[1723818],[1786816],[1838582],[1910089] ] cell #1295 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [226322],[263764],[282121],[306044],[325322],[345604],[345692],[346965],[357431],[373848],[394717],[394805],[396078],[402068],[402156],[413069],[419311],[432347],[441548],[441636],[444978],[450971],[454086],[454174],[474359],[482600],[494374],[515331],[516604],[522383],[524422],[526833],[530486],[535598],[535686],[540509],[551958],[552046],[575489],[578831],[584824],[587939],[588027],[608212],[615597],[618188],[624246],[625797],[627836],[630247],[639100],[643512],[645551],[647962],[656727],[656815],[671093],[673504],[677157],[682269],[682357],[687180],[698717],[719793],[727830],[730421],[740069],[742480],[746767],[748318],[749358],[756967],[759006],[761417],[770270],[776828],[782886],[784437],[786476],[788887],[797740],[804191],[806602],[815367],[815455],[834265],[840058],[850686],[858970],[860049],[864679],[868086],[869637],[870677],[876005],[880325],[882736],[889222],[897259],[899850],[909498],[911909],[918787],[926396],[928435],[930846],[939699],[950317],[952917],[961548],[967341],[982394],[985797],[987108],[988187],[994298],[998815],[1012995],[1018788],[1029416],[1038779],[1043409],[1046816],[1048367],[1049407],[1054735],[1059055],[1061466],[1066258],[1069987],[1075075],[1083400],[1094631],[1104876],[1108133],[1108872],[1121900],[1126530],[1136588],[1139188],[1147819],[1153612],[1168665],[1172068],[1173379],[1174458],[1180569],[1185086],[1195623],[1196362],[1201061],[1203751],[1220893],[1223493],[1225613],[1234864],[1235062],[1253986],[1258085],[1261814],[1266902],[1275227],[1286458],[1296703],[1299960],[1300699],[1313727],[1321358],[1324712],[1324910],[1344131],[1347860],[1352948],[1364331],[1383265],[1390853],[1391592],[1396291],[1398981],[1416123],[1420843],[1430094],[1430292],[1451788],[1455523],[1468140],[1477659],[1478398],[1483097],[1507649],[1517734],[1521088],[1521286],[1540507],[1560707],[1582761],[1591292],[1604296],[1607650],[1607848],[1630898],[1647018],[1650753],[1663370],[1717464],[1732339],[1736074],[1751407],[1774588],[1822725],[1842998],[1857709],[1873134],[1964640],[1992555],[2106599], 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] cell #1296 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [91249],[120893],[124382],[152182],[156368],[156427],[157428],[161380],[181511],[187166],[187225],[194909],[200213],[205019],[206020],[220675],[229873],[236952],[238365],[241917],[243054],[243113],[245775],[257556],[275649],[280138],[285759],[286760],[296185],[296679],[300716],[302044],[303457],[315337],[332032],[335584],[336721],[336780],[339442],[344464],[351223],[363246],[368010],[370843],[371337],[378115],[384247],[384741],[391519],[403210],[403704],[407741],[409069],[410482],[414034],[417892],[422362],[438995],[455228],[455722],[462541],[470138],[470632],[477410],[483772],[485394],[488536],[491369],[491863],[495900],[498641],[504773],[505267],[512045],[537936],[541681],[543303],[549405],[553100],[565638],[566132],[572848],[574921],[586248],[589081],[589575],[596394],[598016],[603991],[604485],[611263],[623782],[625116],[632747],[636459],[638532],[662810],[664432],[672603],[684607],[689974],[696076],[698149],[699771],[712309],[712803],[720663],[726214],[726677],[727612],[741579],[754952],[767629],[769702],[771324],[776715],[782422],[783756],[791387],[805701],[823072],[829442],[830377],[835894],[836631],[836634],[850573],[856280],[860919],[866470],[881835],[890092],[896106],[897041],[918674],[924381],[943453],[945784],[945787],[953244],[968211],[977571],[978506],[984023],[998702],[1004409],[1008172],[1015361],[1015364],[1039649],[1040217],[1064755],[1067770],[1074962],[1089808],[1098012],[1100343],[1100346],[1122770],[1123338],[1132058],[1139515],[1163842],[1191172],[1194156],[1201931],[1212455],[1216363],[1224110],[1227125],[1249163],[1292173],[1315165],[1322796],[1330371],[1334536],[1353544],[1378735],[1407685],[1452303],[1453652],[1461075],[1464452],[1530912],[1583218],[1594934],[1659682],[1712085],[1786761] ] cell #1297 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1298 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1299 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1300 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1301 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1302 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1303 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [95047],[123644],[136733],[141847],[146679],[160480],[174504],[180773],[185309],[188438],[193895],[202814],[204949],[215172],[215648],[221430],[228973],[232624],[236472],[238295],[244326],[249783],[250259],[254700],[260157],[269178],[269731],[270496],[274635],[276770],[283554],[284030],[285689],[289812],[294552],[301564],[303387],[309418],[309971],[310736],[313444],[315267],[321298],[323092],[326755],[327231],[330139],[331508],[331962],[332594],[333245],[337993],[343450],[348367],[348920],[349685],[353824],[369210],[374728],[376222],[377591],[378045],[378677],[379328],[382614],[388132],[389626],[391449],[393285],[397480],[398033],[398798],[401577],[401661],[403090],[408589],[410412],[416443],[417761],[420469],[421838],[422292],[422924],[423575],[428323],[430117],[433780],[442704],[448733],[449267],[451741],[453595],[453679],[455108],[463643],[466651],[468505],[468639],[474023],[475517],[476886],[477340],[477972],[478623],[489736],[495254],[496748],[498571],[499854],[503140],[503224],[504653],[505445],[510152],[511975],[513811],[518006],[519324],[519800],[527994],[528128],[528853],[529511],[530814],[533790],[535107],[535191],[537866],[547174],[550150],[554226],[559143],[559677],[562151],[564005],[564089],[565518],[566310],[576557],[582586],[583120],[585594],[587448],[587532],[592966],[595605],[597108],[602358],[602492],[607876],[609370],[611193],[612476],[613029],[617476],[618516],[622937],[623021],[623662],[624496],[625046],[628164],[632925],[640168],[642211],[642761],[645879],[649982],[651943],[654919],[656236],[656320],[662021],[663524],[674665],[674799],[675524],[677485],[680461],[681778],[681862],[684537],[689454],[692462],[705814],[706348],[708822],[710676],[710760],[710810],[712981],[718964],[719514],[720043],[720593],[721672],[726665],[726901],[729709],[735254],[735895],[743641],[743775],[744500],[745602],[745838],[749686],[754107],[754191],[755666],[759334],[777156],[781577],[781661],[781711],[783136],[783686],[786804],[791565],[792868],[795844],[808622],[810583],[813559],[814876],[814960],[820661],[822164],[828324],[828560],[829430],[829666],[830845],[836644],[839229],[839779],[841937],[851014],[855435],[855519],[855569],[856635],[860299],[860849],[861928],[867157],[875510],[884756],[889472],[890022],[891101],[892141],[896094],[896330],[899138],[904683],[905324],[906158],[909826],[919115],[923536],[923620],[923670],[925095],[928763],[944677],[945797],[947203],[955607],[955843],[958128],[967591],[968141],[969220],[970260],[977559],[977795],[978974],[990066],[999143],[1003564],[1003648],[1003698],[1008160],[1008396],[1009575],[1010654],[1015374],[1017959],[1018509],[1020667],[1025896],[1034249],[1039029],[1039579],[1040658],[1041698],[1045887],[1054240],[1075403],[1077760],[1080286],[1089796],[1090032],[1091211],[1092290],[1100356],[1101762],[1112687],[1122150],[1122700],[1123779],[1124819],[1132068],[1133474],[1134580],[1141878],[1142114],[1144399],[1155491],[1163830],[1164066],[1165245],[1166324],[1176337],[1189919],[1201311],[1201861],[1212896],[1216373],[1217779],[1218885],[1234758],[1239641],[1249151],[1249387],[1250566],[1251645],[1269587],[1272113],[1283038],[1292183],[1293589],[1294695],[1304514],[1315606],[1322502],[1330359],[1330595],[1341691],[1363683],[1378745],[1380151],[1381257],[1408126],[1413009],[1434871],[1445796],[1452291],[1453369],[1461085],[1464158],[1472251],[1486020],[1494113],[1538067],[1576527],[1583228],[1583448],[1594651],[1616127],[1659388],[1667481],[1712153],[1722717],[1743563],[1786478],[1908988] ] cell #1304 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [94874],[123612],[141674],[146647],[160472],[180741],[185136],[188430],[193863],[202782],[204968],[215140],[224554],[228965],[232592],[236464],[238314],[244318],[249751],[254692],[260125],[269170],[270464],[274603],[277160],[283522],[285708],[289804],[294571],[301556],[303406],[309410],[310704],[313436],[315286],[321290],[323060],[326723],[330131],[331981],[332984],[333237],[337985],[340753],[343418],[348359],[349653],[353792],[369229],[374696],[376214],[378064],[379067],[379320],[382633],[389618],[391468],[393277],[397472],[398766],[401596],[401653],[404319],[408581],[410431],[413605],[416435],[417729],[420461],[422311],[423314],[423567],[428315],[430085],[433748],[442696],[447937],[449259],[451733],[453614],[453671],[456337],[468524],[468631],[473991],[475509],[477359],[478362],[478615],[481911],[484965],[489755],[495222],[496740],[498590],[499846],[503159],[503216],[505882],[510144],[511994],[513803],[517998],[519292],[519768],[528013],[528120],[528845],[530806],[532859],[535126],[535183],[537885],[539820],[542874],[554616],[558347],[559669],[562143],[564024],[564081],[566747],[571110],[576549],[581790],[583112],[585586],[587467],[587524],[592934],[594533],[595597],[597587],[602377],[602484],[607844],[609362],[611212],[612468],[613021],[618508],[622956],[623013],[624421],[625065],[627176],[634721],[640160],[649440],[649974],[650366],[651935],[653988],[656255],[656312],[660949],[662013],[664003],[674684],[674791],[675516],[677477],[679530],[681797],[681854],[684556],[688658],[692454],[694338],[695358],[705018],[706340],[708814],[710695],[710752],[710802],[719968],[720612],[721664],[725215],[726745],[726829],[735246],[743660],[743767],[744492],[746453],[749678],[752721],[754126],[754183],[754523],[755591],[758346],[765891],[766911],[777148],[781596],[781653],[781703],[783061],[783705],[785816],[792860],[794913],[802973],[808614],[810575],[812628],[814895],[814952],[820653],[829175],[829510],[829594],[830770],[835086],[836711],[841929],[845480],[851006],[855454],[855511],[855561],[857198],[857496],[860224],[860868],[861920],[864019],[867085],[875502],[879107],[884748],[889397],[890041],[891093],[892133],[896174],[896258],[904675],[906083],[908838],[919107],[923555],[923612],[923662],[925020],[927775],[936340],[945240],[945538],[945864],[947131],[956458],[958053],[962369],[967516],[968160],[969212],[970252],[974192],[974644],[977639],[977723],[978899],[990058],[999135],[1003583],[1003640],[1003690],[1008240],[1008324],[1009500],[1010579],[1015441],[1020659],[1024210],[1025824],[1034241],[1038954],[1039598],[1040650],[1041690],[1045815],[1054232],[1057837],[1066752],[1067204],[1075395],[1078323],[1078621],[1080214],[1089876],[1089960],[1091136],[1092215],[1097007],[1100423],[1101690],[1112612],[1122075],[1122719],[1123771],[1124811],[1132135],[1133402],[1134508],[1142729],[1144324],[1148640],[1155483],[1163910],[1163994],[1165170],[1166249],[1176329],[1189911],[1193151],[1201236],[1201880],[1204245],[1204697],[1212888],[1216440],[1217707],[1218813],[1234750],[1239569],[1249231],[1249315],[1250491],[1251570],[1270150],[1270448],[1272041],[1282963],[1292250],[1293517],[1294623],[1304439],[1315598],[1322427],[1330439],[1330523],[1333531],[1341616],[1363608],[1378812],[1380079],[1381185],[1399475],[1399927],[1408118],[1412937],[1434799],[1445721],[1452371],[1453297],[1461152],[1464083],[1472179],[1485945],[1494041],[1529907],[1537992],[1576455],[1583295],[1583450],[1594579],[1616055],[1659313],[1667409],[1712155],[1722719],[1743565],[1786406],[1908990] ] cell #1305 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1306 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [163113],[205232],[231606],[238578],[257508],[285972],[292445],[296631],[303670],[315550],[318547],[332245],[345186],[351175],[356242],[361493],[363738],[371289],[378328],[384693],[391732],[403656],[405330],[410695],[414158],[422575],[425572],[431131],[437409],[445878],[448123],[455674],[457348],[460788],[463033],[470584],[472890],[477623],[482019],[484264],[485518],[485840],[491815],[495486],[498854],[505219],[506893],[512258],[531459],[538149],[539928],[542173],[543427],[543749],[547819],[556288],[558533],[560820],[566084],[567758],[571262],[571332],[574507],[579731],[581976],[586077],[589527],[591201],[594641],[596886],[598140],[598462],[604437],[606743],[611476],[622057],[628131],[629666],[632699],[634873],[634943],[638118],[652588],[652718],[659278],[661057],[663302],[664556],[664878],[668882],[672432],[678130],[684820],[686599],[688844],[690420],[694490],[694560],[697735],[702959],[705204],[707491],[712755],[714429],[715061],[724347],[724477],[725323],[727564],[729830],[732384],[732454],[735673],[737858],[741408],[755076],[759301],[760836],[763869],[766043],[766113],[769288],[774499],[780697],[786771],[788306],[791339],[793513],[793583],[800203],[801980],[803195],[805530],[811228],[811358],[817918],[819697],[821942],[823518],[824229],[830329],[835238],[835308],[836909],[837592],[839877],[848357],[854555],[864974],[865579],[866056],[867820],[870086],[872640],[872710],[878114],[879329],[881664],[893776],[893906],[894752],[896993],[899259],[901813],[901883],[905102],[909793],[914361],[916458],[917575],[928730],[930265],[933298],[935472],[935542],[935602],[946062],[946745],[947866],[951696],[953427],[953508],[962591],[971895],[972025],[972871],[975055],[978458],[981803],[983367],[983437],[983852],[985038],[988006],[996486],[997603],[1009059],[1013968],[1014038],[1014098],[1015639],[1016322],[1018607],[1026559],[1028825],[1037962],[1044309],[1046550],[1048816],[1051370],[1051440],[1058059],[1067615],[1067953],[1068034],[1069228],[1073786],[1075581],[1080949],[1084779],[1090695],[1095604],[1095674],[1095734],[1097528],[1097841],[1100621],[1101304],[1102425],[1104695],[1108067],[1117150],[1121083],[1127430],[1132333],[1133016],[1134137],[1135243],[1139698],[1139779],[1148862],[1150463],[1153431],[1164729],[1169638],[1169708],[1169768],[1171309],[1174277],[1183874],[1193672],[1193985],[1194307],[1195557],[1205108],[1206721],[1211279],[1216638],[1217321],[1218442],[1219548],[1223905],[1224322],[1227308],[1227389],[1228583],[1240304],[1250050],[1254959],[1255029],[1255089],[1259780],[1259861],[1261055],[1262175],[1267408],[1272776],[1276606],[1278418],[1287501],[1292448],[1293131],[1294252],[1295358],[1299894],[1308977],[1312910],[1322591],[1323008],[1331258],[1334052],[1334365],[1335937],[1345826],[1345907],[1347101],[1348221],[1353388],[1356679],[1357929],[1369093],[1379010],[1379693],[1380814],[1381920],[1389537],[1390787],[1391907],[1400338],[1401951],[1406509],[1413672],[1422538],[1422619],[1423813],[1424933],[1435534],[1450259],[1453496],[1461350],[1462033],[1464247],[1464664],[1472914],[1476343],[1477593],[1478713],[1494776],[1499455],[1509344],[1509425],[1510619],[1511739],[1530428],[1530741],[1532313],[1543477],[1553055],[1554305],[1555425],[1565469],[1577190],[1584277],[1591867],[1591948],[1594778],[1602632],[1624108],[1639101],[1640351],[1641471],[1659477],[1659894],[1668144],[1672823],[1694685],[1705849],[1712790],[1713591],[1720851],[1723546],[1731217],[1744392],[1752063],[1786605],[1794459],[1832178],[1839162],[1839302],[1849270],[1869261],[1909817],[1917488],[1960712],[1969922],[1988859],[2028000],[2139351] ] cell #1307 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [163387],[205272],[224337],[231880],[238618],[257514],[277093],[286012],[292719],[296637],[303710],[315590],[318535],[332285],[332917],[340807],[351181],[356282],[361499],[363726],[371295],[378368],[379000],[384699],[391772],[403662],[404373],[405370],[410735],[413680],[422615],[423247],[425560],[431137],[437397],[445884],[448111],[455680],[456391],[457388],[460794],[463021],[470590],[472930],[477663],[478295],[482025],[483675],[484252],[485040],[485846],[491821],[498894],[505225],[505936],[506933],[512298],[531447],[538189],[539934],[541584],[542161],[542949],[543755],[547807],[554549],[556294],[558521],[560826],[566090],[566801],[567798],[571250],[571338],[573026],[579737],[581964],[589533],[591241],[594647],[596297],[596874],[597662],[598468],[604443],[606783],[611516],[622063],[629067],[629672],[632705],[634861],[634949],[636637],[646782],[650420],[652576],[652724],[659318],[661063],[662713],[663290],[664078],[664884],[678118],[684860],[686605],[688832],[690426],[694478],[694566],[696254],[697190],[702965],[705192],[707497],[712761],[714469],[715101],[724335],[724483],[725329],[726117],[727570],[730874],[732372],[732460],[735661],[746507],[749811],[754598],[760237],[760842],[763875],[766031],[766119],[767807],[768743],[780703],[787707],[788312],[791345],[793501],[793589],[800243],[803201],[804949],[811216],[811364],[817958],[819703],[821930],[823524],[824235],[829229],[830335],[835226],[835314],[836072],[836985],[837580],[840959],[846382],[854561],[856976],[857571],[860950],[865585],[867826],[871130],[872628],[872716],[879335],[881083],[893764],[893912],[894758],[896999],[900303],[901801],[901889],[905090],[910729],[914367],[929666],[930271],[933304],[935460],[935548],[935608],[938172],[945018],[945613],[946138],[946733],[947872],[953421],[953581],[956512],[962597],[963355],[971883],[972031],[972877],[974267],[974427],[978464],[983355],[983443],[985114],[989088],[1009065],[1013956],[1014044],[1014104],[1015715],[1016310],[1019689],[1025112],[1026565],[1029869],[1044315],[1046556],[1049860],[1051358],[1051446],[1058065],[1059813],[1066827],[1066987],[1067947],[1068107],[1069304],[1075589],[1078101],[1078696],[1080955],[1090701],[1095592],[1095680],[1095740],[1097065],[1100697],[1101292],[1102431],[1108140],[1117156],[1127436],[1132409],[1133004],[1134143],[1135249],[1139692],[1139852],[1142783],[1148868],[1149626],[1150539],[1154513],[1164735],[1169626],[1169714],[1169774],[1171385],[1175359],[1193209],[1194315],[1195630],[1204320],[1204480],[1206797],[1216714],[1217309],[1218448],[1219554],[1227302],[1227462],[1228659],[1240310],[1250056],[1254947],[1255035],[1255095],[1259774],[1259934],[1261131],[1262251],[1267416],[1269928],[1270523],[1272782],[1278491],[1287507],[1292524],[1293119],[1294258],[1295364],[1299967],[1308983],[1331264],[1333589],[1336010],[1345820],[1345980],[1347177],[1348297],[1356687],[1358002],[1369169],[1379086],[1379681],[1380820],[1381926],[1389545],[1390860],[1391980],[1399550],[1399710],[1402027],[1413678],[1422532],[1422692],[1423889],[1425009],[1435540],[1450265],[1461426],[1462021],[1472920],[1476351],[1477666],[1478786],[1494782],[1499528],[1509338],[1509498],[1510695],[1511815],[1529965],[1532386],[1543553],[1553063],[1554378],[1555498],[1565545],[1577196],[1584353],[1591861],[1592021],[1602708],[1624184],[1639109],[1640424],[1641544],[1668150],[1672896],[1694758],[1705925],[1712784],[1713664],[1720859],[1723622],[1731290],[1744468],[1752136],[1794535],[1832251],[1839170],[1839306],[1849343],[1869334],[1909893],[1917561],[1960716],[1969926],[1988863],[2028073],[2139355] ] cell #1308 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [629024],[646739],[658648],[730867],[749804],[760194],[763024],[787664],[799573],[817288],[836780],[836978],[840961],[856969],[860952],[867693],[871123],[900296],[910686],[913516],[929623],[932453],[941532],[945011],[945933],[946131],[947739],[953583],[974429],[985107],[989090],[1015510],[1015708],[1019691],[1026432],[1029862],[1046423],[1049853],[1063073],[1066989],[1068109],[1069297],[1078094],[1080822],[1097199],[1100492],[1100690],[1102298],[1108142],[1115994],[1132204],[1132402],[1134010],[1135116],[1139854],[1150532],[1154515],[1171378],[1175361],[1182102],[1193343],[1195632],[1204482],[1206790],[1216509],[1216707],[1218315],[1219421],[1227464],[1228652],[1240177],[1259936],[1261124],[1262244],[1263852],[1269921],[1272649],[1278493],[1292319],[1292517],[1294125],[1295231],[1299969],[1307821],[1333723],[1336012],[1345982],[1347170],[1348290],[1349898],[1358004],[1369162],[1378881],[1379079],[1380687],[1381793],[1390862],[1391982],[1399712],[1402020],[1413545],[1422694],[1423882],[1425002],[1426610],[1435407],[1449103],[1461221],[1461419],[1472787],[1477668],[1478788],[1494649],[1499530],[1509500],[1510688],[1511808],[1513416],[1530099],[1532388],[1543546],[1546274],[1549211],[1554380],[1555500],[1565538],[1577063],[1583364],[1584346],[1592023],[1600037],[1602701],[1621513],[1624177],[1635545],[1640426],[1641546],[1668017],[1671422],[1672898],[1694760],[1705918],[1708646],[1712126],[1713452],[1713666],[1723615],[1727979],[1731292],[1744461],[1748825],[1752138],[1760152],[1791864],[1794528],[1797561],[1827372],[1832253],[1838601],[1839334],[1839755],[1849131],[1849345],[1853461],[1869122],[1869336],[1873452],[1883649],[1909886],[1914250],[1917563],[1920474],[1946423],[1961320],[1969954],[1970375],[1988891],[1989312],[2003018],[2027861],[2028075],[2032191],[2062379],[2085564],[2103279],[2139383],[2139804],[2172447],[2244204], [204960,1375588],[238306,1457942],[285700,1289026],[294563,1584022],[303398,1599224],[314209,1869994],[315278,1620700],[331973,1388573],[361173,1713039],[369221,1723291],[378056,1475379],[382625,1744137],[383060,1989804],[390391,1999560],[391460,1759339],[401588,1258816],[410423,1791051],[421234,805379],[422303,1039682],[445558,1848718],[447631,1596446],[450743,2091075],[453606,1344862],[460468,1868709],[468516,1878961],[468951,2112826],[476282,881513],[477351,1122803],[481699,1131282],[489747,1909562],[498582,1670609],[503151,1160700],[503586,919233],[510917,2168989],[511986,1945610],[528005,1966831],[533045,1724680],[535118,1468871],[536341,2199035],[537519,963785],[537877,1211920],[539608,1215587],[555968,1998275],[558041,1756561],[564016,1246021],[564451,999261],[579411,2027448],[581484,1788273],[584596,2249715],[587459,1541238],[594321,1035699],[602369,2057691],[602804,2271466],[610135,1060243],[611204,1314630],[621737,2082297],[622948,1327215],[624817,2296414],[625057,1332024],[629346,1338320],[631854,1085397],[649134,1874964],[654174,1880350],[656247,1631629],[660737,1118820],[674676,2136260],[679716,1910951],[681789,1664101],[683012,2345706],[684190,1150056],[684548,1407150],[686279,1410817],[688352,1921986],[691464,2354484],[702639,2167704],[704712,1942832],[710687,1441251],[711122,1185532],[720364,2188096],[720604,1455164],[725003,1197940],[726812,1462193],[727437,1202733],[730308,1466016],[743652,2207813],[752907,1994270],[754118,1490733],[760516,1501838],[780377,2240937],[781588,1523591],[783457,2430267],[783697,1528400],[787986,1534696],[790494,1277224],[795099,2039089],[797172,1801980],[798395,2441206],[807774,2053694],[812814,2059080],[814887,1823456],[819377,1310647],[821450,2070115],[829577,1585411],[830202,1324360],[854235,2307353],[855446,1610153],[860620,2102954],[860860,1617922],[865259,1360312],[870564,1628774],[883908,2127552],[889793,2334767],[890033,1650394],[894432,1393170],[895643,2138270],[896241,1657423],[896866,1397963],[899737,1661246],[906479,2516158],[911008,1675206],[922336,2163699],[923547,1685963],[929945,1697068],[937058,2179345],[939131,1956539],[967912,2395632],[968152,1735715],[972551,1479976],[973762,2209823],[977706,1745526],[978331,1487878],[982281,1750389],[1002364,2232675],[1003575,1770268],[1008307,1777238],[1008932,1520736],[1009107,2241564],[1010975,2582227],[1014624,2242621],[1029303,1799125],[1039350,2261594],[1039590,1809749],[1043989,1556688],[1045200,2065692],[1049294,1820601],[1060565,1834561],[1089943,1860359],[1090568,1607298],[1090743,2307980],[1092611,2475202],[1096260,2309037],[1122471,2325205],[1122711,1891385],[1127110,1642734],[1128321,1886962],[1129724,2333757],[1132055,2337956],[1163977,1931797],[1164602,1683108],[1164777,2168331],[1166645,2659199],[1168552,1936660],[1170294,1949087],[1184973,1953684],[1201632,2385519],[1201872,1968841],[1214029,2394622],[1216360,2398821],[1249298,2009916],[1249923,1767413],[1250098,1998902],[1251966,2565532],[1253873,2014779],[1255615,1762816],[1256582,2422780],[1259597,2426570],[1266789,2026187],[1289839,2058015],[1292170,2270553],[1326845,2469500],[1330506,2083981],[1331131,1847457],[1331306,2082924],[1342628,2477828],[1345643,2481618],[1352835,2102321],[1364004,2487082],[1376401,1879285],[1378732,2111913],[1386402,2503058],[1389386,2136584],[1419340,2168117],[1422355,2365333],[1452438,2187086],[1456891,2544870],[1458755,1967155],[1461072,2191285],[1473208,2552171],[1476192,2208137],[1490363,2559830],[1506146,1998688],[1509161,2218662],[1519172,2241350],[1549920,2270974],[1583150,2288927],[1587590,2611352],[1588710,2082710],[1591684,2292717],[1605734,2307766],[1619649,2624059],[1635966,2112334],[1648882,2338377],[1712547,2382532],[1717782,2191706],[1734203,2399242],[1747705,2679734] ] cell #1309 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [261558],[318923],[344851],[355225],[364114],[388423],[414068],[425948],[435181],[439851],[448499],[463409],[467223],[484640],[485428],[495545],[508949],[515631],[522338],[524920],[533901],[542549],[543337],[550261],[558909],[573704],[574566],[575789],[582352],[586166],[597262],[598050],[601076],[608167],[616018],[625752],[628334],[637315],[638177],[639400],[643467],[646049],[655030],[657903],[663678],[664466],[669009],[670895],[671591],[672521],[673459],[680572],[689220],[696932],[697794],[699017],[705580],[728251],[736049],[737985],[739871],[740567],[741497],[742435],[747188],[754986],[756922],[759504],[762234],[768485],[769347],[770570],[774658],[774740],[776633],[784392],[786974],[795955],[798040],[802107],[803993],[804689],[805619],[806557],[813670],[816543],[822318],[834220],[841957],[842604],[846124],[848516],[848598],[850491],[861948],[866115],[868507],[868657],[876305],[878241],[880127],[880823],[881753],[882691],[897680],[905478],[907414],[909996],[911864],[916617],[916699],[918592],[919638],[926351],[928933],[931663],[937914],[939999],[940787],[950738],[950888],[951823],[952719],[954268],[957756],[959378],[959460],[963095],[975114],[978602],[983941],[990086],[990733],[994253],[996645],[996727],[998620],[999666],[1012950],[1020687],[1021334],[1024854],[1027246],[1027328],[1035044],[1038203],[1040135],[1047237],[1047387],[1055035],[1056971],[1059553],[1061421],[1062283],[1067674],[1068794],[1073945],[1074027],[1074880],[1075837],[1076454],[1079929],[1085802],[1094586],[1097313],[1097930],[1101405],[1106382],[1108827],[1112315],[1113937],[1114019],[1121324],[1123256],[1137009],[1137159],[1138094],[1140539],[1144027],[1145649],[1145731],[1149366],[1155511],[1159678],[1176357],[1177004],[1180524],[1182916],[1182998],[1183066],[1185937],[1193457],[1194074],[1194563],[1195180],[1196317],[1202113],[1202255],[1205167],[1211520],[1212373],[1221314],[1221464],[1222399],[1223975],[1224117],[1228149],[1233300],[1233382],[1235192],[1239284],[1260621],[1265772],[1265854],[1265922],[1267664],[1268281],[1271756],[1277629],[1279178],[1282666],[1298209],[1300654],[1304142],[1305764],[1305846],[1313151],[1315083],[1322661],[1322803],[1323740],[1323882],[1325040],[1331445],[1333837],[1334454],[1336697],[1346667],[1351818],[1351900],[1351968],[1353437],[1356935],[1357552],[1358689],[1364627],[1373892],[1384771],[1389793],[1390410],[1391547],[1392667],[1397343],[1397485],[1400397],[1406750],[1407603],[1408560],[1412652],[1423379],[1428530],[1428612],[1428680],[1430422],[1434514],[1453545],[1454585],[1455819],[1464317],[1464459],[1466696],[1476599],[1477216],[1478353],[1479473],[1487258],[1487400],[1488558],[1500215],[1510185],[1515336],[1515418],[1515486],[1520116],[1520258],[1521416],[1522522],[1527821],[1530213],[1530830],[1533073],[1539011],[1548276],[1553311],[1553928],[1555065],[1556185],[1561003],[1570268],[1592708],[1594827],[1597101],[1606678],[1606820],[1607978],[1609084],[1617343],[1618577],[1629454],[1639357],[1639974],[1641111],[1642231],[1649815],[1651049],[1652128],[1659547],[1659689],[1661926],[1673583],[1682488],[1682630],[1683788],[1684894],[1695445],[1710648],[1721107],[1721724],[1731977],[1735136],[1736370],[1737449],[1752823],[1757216],[1766793],[1766935],[1768093],[1769199],[1786654],[1788928],[1799805],[1809170],[1810404],[1811483],[1821281],[1832938],[1840068],[1846837],[1846979],[1856786],[1876777],[1890806],[1892040],[1893119],[1918248],[1922641],[1943487],[1954364],[1961223],[1961943],[1968262],[1970688],[1977599],[1989625],[1996536],[2035516],[2070770],[2077529],[2077644],[2086187],[2103902],[2140117],[2147028],[2186767],[2194382],[2210742],[2244827],[2341053] ] cell #1310 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [841905],[861896],[875478],[957751],[978597],[990034],[993254],[1020635],[1034217],[1054208],[1075649],[1075832],[1079935],[1097193],[1097308],[1101411],[1108684],[1112310],[1144022],[1155459],[1158679],[1176305],[1179525],[1189887],[1193337],[1193452],[1194375],[1194558],[1196174],[1202261],[1224123],[1235187],[1239290],[1267476],[1267659],[1271762],[1279035],[1282661],[1300511],[1304137],[1318794],[1322809],[1323888],[1325035],[1333717],[1333832],[1336554],[1356747],[1356930],[1358546],[1364633],[1372643],[1389605],[1389788],[1391404],[1392524],[1397491],[1408555],[1412658],[1430417],[1434520],[1441793],[1455825],[1464465],[1466691],[1476411],[1476594],[1478210],[1479330],[1487406],[1488553],[1500072],[1520264],[1521411],[1522517],[1524133],[1530093],[1530208],[1532930],[1539017],[1553123],[1553306],[1554922],[1556042],[1561009],[1569019],[1597107],[1606826],[1607973],[1609079],[1610695],[1618583],[1629449],[1639169],[1639352],[1640968],[1642088],[1651055],[1652134],[1659695],[1661921],[1673440],[1682636],[1683783],[1684889],[1686505],[1695302],[1709399],[1720919],[1721102],[1731834],[1736376],[1737455],[1752680],[1757222],[1766941],[1768088],[1769194],[1770810],[1788934],[1799800],[1802522],[1805543],[1810410],[1811489],[1821276],[1832795],[1839230],[1840063],[1846985],[1854255],[1856781],[1874246],[1876772],[1887504],[1892046],[1893125],[1918105],[1921268],[1922647],[1943493],[1954359],[1957081],[1960695],[1961757],[1961949],[1970683],[1974522],[1977605],[1989620],[1993459],[1996542],[2003812],[2032985],[2035511],[2038278],[2066234],[2070776],[2077095],[2077665],[2077987],[2086001],[2086193],[2089720],[2103716],[2103908],[2107435],[2116481],[2140112],[2143951],[2147034],[2149627],[2173241],[2187226],[2194403],[2194725],[2210763],[2211085],[2222818],[2244641],[2244833],[2248360],[2275121],[2295544],[2310454],[2341074],[2341396],[2369489],[2429397], [318541,1375582],[363732,1457936],[425566,1289020],[437403,1584016],[448117,1599218],[461720,1869988],[463027,1620694],[484258,1388567],[521985,1712951],[531453,1723285],[542167,1475373],[547813,1744131],[548332,1989716],[557220,1999554],[558527,1759333],[571256,1519185],[581970,1791045],[595573,1040626],[596880,1293238],[625399,1848630],[627754,1850927],[631460,2091069],[634867,1605747],[643114,1868621],[652582,1878955],[653101,2112738],[661989,1123747],[663296,1379800],[668656,1388682],[678124,1909556],[688838,1670603],[694484,1419353],[695003,1164868],[703891,2168983],[705198,1945604],[724341,1966825],[730023,1971641],[732378,1727992],[733827,2198947],[735222,1212864],[735667,1471900],[737632,1475488],[756569,1998187],[758924,2000484],[766037,1506159],[766556,1250189],[784039,2027360],[786394,2029657],[790100,2249709],[793507,1797574],[801754,1289135],[811222,2057685],[811741,2271378],[820629,1315574],[821936,1576176],[833867,2082209],[835232,1588723],[837322,2295809],[837586,1593390],[842251,1599333],[845125,1341314],[864597,2108784],[870279,2113600],[872634,1883662],[877888,1375697],[893770,2136254],[899452,2141070],[901807,1914263],[903256,2345618],[904651,1408094],[905096,1667130],[907061,1670718],[909416,2150976],[913122,2354478],[925998,2167616],[928353,2169913],[935466,1701389],[935985,1445419],[946475,2187491],[946739,1715248],[951470,1458051],[953492,1721918],[954125,1462817],[957132,1725304],[971889,2207807],[981996,2215307],[983361,1748838],[990380,1759448],[1012597,2240849],[1013962,1780550],[1016052,2429662],[1016316,1785217],[1020981,1791160],[1023855,1537690],[1029018,2254525],[1031373,2042401],[1032822,2441118],[1043327,2267424],[1049009,2272240],[1051364,2062392],[1056618,1572073],[1058973,2282146],[1068018,1841021],[1068651,1586035],[1094233,2307265],[1095598,1863671],[1101034,2310719],[1101298,1870918],[1106029,1620809],[1111691,1880974],[1126448,2331035],[1132746,2334162],[1133010,1901519],[1137741,1653281],[1139106,2340148],[1139763,1908189],[1140396,1658047],[1143403,1911575],[1150876,2515553],[1155805,1924873],[1168267,2361978],[1169632,1935109],[1176651,1945719],[1184688,2375654],[1187043,2182657],[1217051,2395027],[1217315,1981547],[1222046,1738602],[1223411,2401013],[1227373,1990578],[1228006,1746150],[1232133,1994894],[1253588,2419887],[1254953,2013228],[1259845,2019751],[1260478,1777862],[1260672,2427199],[1262588,2581622],[1266504,2428128],[1282042,2039713],[1292861,2444572],[1293125,2049648],[1297856,1812636],[1299221,2278204],[1303518,2059704],[1315920,2073002],[1345891,2095885],[1346524,1860983],[1346718,2482247],[1348634,2474597],[1352550,2483176],[1379423,2496590],[1379687,2123506],[1384418,1894272],[1385783,2119564],[1387196,2503189],[1389468,2506377],[1422603,2160007],[1423236,1932421],[1423430,2365962],[1425346,2658594],[1427363,2164323],[1429262,2175767],[1444800,2179969],[1461763,2546310],[1462027,2193477],[1474002,2552302],[1476274,2555490],[1509409,2228983],[1510042,2010540],[1510236,2219291],[1512152,2564927],[1514169,2233299],[1516068,2006338],[1517092,2574405],[1519960,2577218],[1527154,2243245],[1550714,2271282],[1552986,2451484],[1588384,2611483],[1591932,2294275],[1592565,2084605],[1592759,2293346],[1603654,2617606],[1606522,2620419],[1613716,2309661],[1624521,2625499],[1636760,2112642],[1639032,2317631],[1646919,2636859],[1649676,2338685],[1679464,2365770],[1682332,2528692],[1712855,2382663],[1716822,2669080],[1718576,2192014],[1720782,2385851],[1732240,2674301],[1734997,2399550],[1748499,2679865],[1763769,2219099],[1766637,2408166],[1776427,2427007],[1806274,2451806],[1839038,2467380],[1842899,2718381],[1843902,2293154],[1846681,2470193],[1859548,2482055],[1872492,2727200],[1887910,2317953],[1900170,2506699],[1961017,2543192],[1965476,2386173],[1980198,2555812],[1992456,2766957] ] cell #1311 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1312 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [393699],[467667],[500821],[514225],[525364],[554914],[586610],[601520],[613443],[618763],[628778],[646493],[651129],[672035],[672965],[685225],[701585],[709838],[718045],[720858],[730996],[741011],[741941],[749933],[759948],[777403],[778393],[779809],[787418],[792054],[805133],[806063],[809769],[818323],[827672],[838310],[841123],[851261],[852251],[853667],[858301],[861114],[871252],[874588],[881267],[882197],[887474],[889517],[890287],[891327],[892388],[900425],[910440],[919362],[920352],[921768],[929377],[954955],[963539],[965593],[967636],[968406],[969446],[970507],[975801],[984385],[986439],[989252],[992343],[999390],[1000380],[1001796],[1006402],[1006495],[1008491],[1017040],[1019853],[1029991],[1032397],[1037031],[1039074],[1039844],[1040884],[1041945],[1049982],[1053318],[1059997],[1072855],[1080991],[1081652],[1085526],[1088038],[1088131],[1090127],[1102467],[1107002],[1109514],[1109679],[1118098],[1120152],[1122195],[1122965],[1124005],[1125066],[1141226],[1149810],[1151864],[1154677],[1156778],[1162072],[1162165],[1164161],[1165290],[1172710],[1175523],[1178614],[1185661],[1188067],[1188997],[1199244],[1199409],[1200392],[1201356],[1202936],[1206440],[1208094],[1208187],[1212082],[1224798],[1228302],[1233944],[1240346],[1241007],[1244881],[1247393],[1247486],[1249482],[1250611],[1264682],[1272818],[1273479],[1277353],[1279865],[1279958],[1288449],[1291674],[1293684],[1301341],[1301506],[1309925],[1311979],[1314792],[1316893],[1317883],[1323484],[1324563],[1329707],[1329800],[1330690],[1331669],[1332258],[1335674],[1341736],[1350728],[1353661],[1354250],[1357666],[1362764],[1365308],[1368812],[1370466],[1370559],[1378236],[1380246],[1394474],[1394639],[1395622],[1398166],[1401670],[1403324],[1403417],[1407312],[1413714],[1418249],[1435576],[1436237],[1440111],[1442623],[1442716],[1442788],[1445841],[1453769],[1454358],[1454809],[1455398],[1456500],[1462255],[1462377],[1465140],[1471456],[1472346],[1481280],[1481445],[1482428],[1484117],[1484239],[1488081],[1493225],[1493318],[1495187],[1499192],[1520939],[1526083],[1526176],[1526248],[1528045],[1528634],[1532050],[1538112],[1539692],[1543196],[1559140],[1561684],[1565188],[1566842],[1566935],[1574612],[1576622],[1584483],[1584605],[1585473],[1585595],[1586667],[1592881],[1595051],[1595640],[1597782],[1607501],[1612645],[1612738],[1612810],[1614357],[1617567],[1618156],[1619258],[1625135],[1634214],[1645186],[1650039],[1650628],[1651730],[1652809],[1657485],[1657607],[1660370],[1666686],[1667576],[1668555],[1672560],[1683311],[1688455],[1688548],[1688620],[1690417],[1694422],[1713809],[1714739],[1715837],[1723752],[1723874],[1725936],[1735360],[1735949],[1737051],[1738130],[1745588],[1745710],[1746782],[1757897],[1767616],[1772760],[1772853],[1772925],[1777300],[1777422],[1778494],[1779534],[1784708],[1786878],[1787467],[1789609],[1795486],[1804565],[1809394],[1809983],[1811085],[1812164],[1816962],[1826041],[1847660],[1849488],[1851516],[1860421],[1860543],[1861615],[1862655],[1870409],[1871507],[1881606],[1891030],[1891619],[1892721],[1893800],[1901010],[1902108],[1903098],[1910023],[1910145],[1912207],[1923322],[1931859],[1931981],[1933053],[1934093],[1944168],[1959124],[1968486],[1969075],[1978280],[1981038],[1982136],[1983126],[1997217],[2001073],[2009978],[2010100],[2011172],[2012212],[2028218],[2030246],[2040345],[2049139],[2050237],[2051227],[2060336],[2071451],[2078260],[2084043],[2084165],[2092730],[2110445],[2122997],[2124095],[2125085],[2147709],[2151565],[2170502],[2180601],[2187148],[2187708],[2192968],[2194998],[2200903],[2211358],[2217263],[2251370],[2282735],[2289047],[2289141],[2296026],[2310936],[2341669],[2347574],[2382407],[2388359],[2401763],[2429879],[2508885] ] cell #1313 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561446],[651805],[691757],[708117],[721534],[755425],[792730],[810445],[824855],[830604],[841799],[861790],[866956],[874469],[890963],[892003],[905917],[924854],[934689],[944084],[947002],[957887],[969082],[970122],[978733],[989928],[992335],[1009334],[1010413],[1012145],[1020529],[1025695],[1040520],[1041560],[1045686],[1053199],[1055474],[1066092],[1077167],[1080085],[1090970],[1092049],[1093781],[1098643],[1101561],[1109671],[1112446],[1123641],[1124681],[1130355],[1132465],[1133273],[1134379],[1135518],[1144158],[1155353],[1165004],[1166083],[1167815],[1176199],[1178606],[1188878],[1199401],[1203585],[1212758],[1214660],[1216770],[1217578],[1218684],[1219823],[1225447],[1234620],[1236522],[1239440],[1250325],[1251404],[1253136],[1257919],[1258020],[1260022],[1268994],[1271912],[1282797],[1285608],[1288330],[1290470],[1292580],[1293388],[1294494],[1295633],[1301498],[1304273],[1315468],[1317875],[1328596],[1337393],[1338987],[1341450],[1343965],[1344066],[1346068],[1360979],[1363442],[1365957],[1375130],[1377032],[1379142],[1379950],[1381056],[1382195],[1394631],[1398815],[1407988],[1409890],[1411484],[1412808],[1415053],[1418241],[1420677],[1420778],[1422780],[1423945],[1431752],[1434670],[1442780],[1445555],[1448366],[1459334],[1460492],[1461482],[1463023],[1467974],[1468075],[1468585],[1472050],[1481437],[1484885],[1490447],[1493912],[1500911],[1502505],[1504968],[1507483],[1507584],[1509586],[1510751],[1524972],[1526240],[1533769],[1535363],[1537826],[1539684],[1540341],[1540442],[1540952],[1552478],[1554466],[1562333],[1571506],[1573408],[1576326],[1578571],[1585251],[1586241],[1591126],[1591227],[1592109],[1593185],[1593608],[1598964],[1602764],[1611534],[1612802],[1614661],[1615084],[1620440],[1623250],[1625781],[1630732],[1630833],[1631343],[1638524],[1640512],[1652801],[1654564],[1655722],[1658253],[1663204],[1663305],[1663815],[1667280],[1668431],[1670349],[1688612],[1696141],[1697735],[1700198],[1702713],[1702814],[1705981],[1714113],[1714536],[1715043],[1715466],[1716483],[1721930],[1722131],[1724520],[1730496],[1731378],[1738122],[1739885],[1741043],[1742776],[1742977],[1746356],[1751241],[1751342],[1753300],[1759079],[1772917],[1778068],[1779410],[1782953],[1783054],[1785012],[1785435],[1790791],[1794591],[1795377],[1812156],[1815077],[1817608],[1822559],[1822660],[1823170],[1830351],[1832339],[1840171],[1840372],[1841033],[1841234],[1842183],[1847818],[1849792],[1850215],[1852162],[1861189],[1862531],[1866074],[1866175],[1867809],[1870713],[1871136],[1872153],[1877801],[1886166],[1893792],[1896713],[1901314],[1901737],[1902754],[1902989],[1908201],[1908402],[1910791],[1916767],[1917649],[1932627],[1933969],[1937512],[1937613],[1939571],[1945350],[1962066],[1962854],[1963879],[1970791],[1970992],[1972803],[1981342],[1981765],[1982782],[1983017],[1990590],[1990791],[1991740],[1997209],[2001719],[2010746],[2012088],[2015631],[2015732],[2019763],[2019964],[2020913],[2026548],[2028522],[2028945],[2030892],[2044905],[2049443],[2049866],[2050883],[2051118],[2056531],[2064896],[2084811],[2086310],[2088123],[2095897],[2096098],[2097047],[2104813],[2105838],[2110321],[2114762],[2123301],[2123724],[2124741],[2124976],[2132283],[2133308],[2140220],[2140421],[2142232],[2152211],[2160019],[2160220],[2161169],[2171148],[2185161],[2193272],[2193695],[2201549],[2203836],[2204861],[2210727],[2217154],[2221221],[2228995],[2229196],[2230145],[2244950],[2246763],[2255687],[2263453],[2264478],[2273402],[2283381],[2290160],[2294287],[2294488],[2301590],[2310389],[2327064],[2328089],[2348220],[2351532],[2367892],[2376816],[2382675],[2383555],[2387222],[2389378],[2393706],[2401359],[2435443],[2461942],[2467466],[2467872],[2473238],[2509904],[2514232],[2543125],[2547828],[2580263],[2641495] ] cell #1314 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [70186],[93271],[107792],[111899],[123455],[140071],[143584],[146490],[169028],[176851],[180584],[183533],[198328],[214983],[216054],[221747],[232435],[249594],[250665],[270048],[270307],[276805],[284436],[310288],[310547],[327637],[331636],[332629],[340778],[349237],[349496],[377719],[378712],[398350],[398609],[403125],[404344],[421966],[422959],[455143],[456362],[466968],[477014],[478007],[483646],[504688],[505573],[505907],[529639],[541555],[554261],[565553],[566438],[566772],[596268],[597143],[623697],[633053],[642796],[650391],[662684],[663559],[697161],[713109],[719549],[726088],[735930],[746478],[768714],[791693],[822199],[829200],[839814],[846353],[856679],[905359],[938143],[944721],[956483],[1018544],[1025083],[1077804],[1142754],[1269631], [8996,243976],[14183,303003],[16156,320948],[17845,337643],[21515,244351],[23756,387017],[24305,391065],[26670,410028],[27328,416093],[28643,427973],[31167,192602],[34119,465713],[34713,465616],[35396,321323],[35818,322903],[38609,338018],[39580,498187],[39734,499504],[40850,507543],[41399,511591],[42057,517656],[43413,145386],[48460,157584],[48544,158655],[49272,254725],[49690,160505],[50198,391162],[50792,261442],[51897,568408],[53780,577970],[53939,273342],[55724,416468],[55992,590534],[56011,590592],[56891,599566],[57485,599469],[58168,428348],[58590,429928],[59139,610809],[59293,612126],[61145,188463],[64333,303100],[66356,641581],[66673,314883],[67142,202625],[67219,121164],[67526,120018],[69374,206176],[69458,207247],[71112,665982],[71706,665885],[72593,671406],[74105,676252],[78140,227148],[78868,348392],[79127,701198],[79286,228998],[79794,511688],[80388,355109],[81071,518031],[81339,713762],[81358,713820],[81493,519611],[82917,237911],[86718,151971],[87449,245931],[87533,151112],[87717,745325],[88594,740382],[90106,745228],[90322,254350],[91038,91832],[93740,259968],[93817,161651],[96056,264590],[96784,397505],[97043,772751],[97673,776534],[97929,777181],[98751,269203],[99777,585619],[101939,410125],[103962,592777],[104279,421908],[104716,804504],[104748,283365],[106228,809350],[106247,809408],[106980,286916],[107064,287987],[108718,610906],[109312,435065],[110828,188088],[114895,191542],[116070,853038],[116375,193706],[116452,195180],[116810,306394],[117618,850392],[117874,851039],[118696,309443],[119722,451766],[124171,124965],[125964,885581],[126404,476956],[126841,880638],[126873,326566],[128353,885484],[128372,885542],[128863,677510],[128990,889175],[129051,889331],[129717,331578],[133518,220464],[134249,339598],[134333,219605],[134517,676349],[135394,686012],[136706,498284],[136906,501578],[137122,348017],[137554,918493],[137810,919140],[138154,920149],[140540,353635],[140617,230144],[142856,358257],[147561,529581],[148401,953230],[149115,150041],[151352,969638],[151608,371111],[152319,374539],[153254,530839],[153381,967294],[153442,967450],[154108,377661],[162826,1001167],[163566,394456],[163942,397130],[164374,998521],[164630,999168],[164974,1000177],[166765,782839],[167237,1008112],[167957,268828],[172024,272282],[173199,779180],[173504,274446],[173581,275920],[173939,413419],[174747,792246],[175003,589349],[175825,279927],[176556,418048],[176640,279068],[176824,590631],[177566,1038732],[177627,1038888],[178130,1040036],[181300,182094],[183093,809447],[184002,433591],[185501,1064272],[189308,618541],[189567,444117],[190475,1074781],[190731,1075428],[191600,445291],[194050,447165],[194111,1092149],[194777,456681],[195617,1086313],[196065,624199],[196537,1089748],[197257,309068],[203696,650710],[204536,1107789],[207487,1124197],[207743,470406],[208454,473834],[209516,1121853],[209577,1122009],[210080,1123157],[212500,896046],[217608,218534],[219845,891519],[220101,491637],[220812,495065],[221874,687886],[221935,906017],[222601,341097],[224081,343261],[224158,344735],[224516,344332],[225357,1163782],[226006,1165104],[231319,921139],[232059,514982],[233467,1186448],[234944,713859],[236650,1193007],[237969,524735],[238962,719746],[240575,1201014],[240636,1201170],[241832,530192],[244735,532793],[245455,378978],[246363,1212274],[247111,726617],[255570,749711],[255829,554527],[256737,1234136],[256993,553368],[257862,555701],[260312,557575],[260373,1251504],[261039,567091],[262799,1249103],[263448,1250425],[272340,579144],[274790,581018],[274851,1010513],[275517,404663],[276357,1278140],[277071,277997],[277277,794847],[280275,417572],[288227,1041076],[288483,604259],[289194,607687],[290820,1314984],[292898,434662],[293744,1321311],[294743,1322361],[296100,617894],[296985,619550],[297319,829382],[299161,1330311],[300590,624355],[301742,1333387],[303061,456739],[305728,1341550],[313622,1355379],[314941,645864],[315934,860002],[317547,648668],[317608,1363542],[318804,651321],[321707,653922],[322427,478273],[332895,339122],[335499,676863],[338402,679464],[340030,1407504],[341155,498245],[351529,702372],[353979,704246],[354040,1166183],[354706,506226],[357115,1445655],[359464,519135],[360564,1452243],[360955,1452472],[363120,719902],[363995,721050],[369401,1464017],[371643,731783],[381806,746125],[382805,1485879],[384162,749064],[385047,750720],[385381,977511],[387223,752655],[388652,755525],[391123,567149],[404010,778190],[404721,410086],[407615,782995],[408767,1529763],[412753,1537926],[423225,429452],[425829,809961],[428732,812562],[431485,610867],[435963,1582651],[438457,828847],[440080,830704],[445340,1593754],[448380,841315],[456028,852048],[459859,857132],[460250,1615230],[462415,860158],[463290,861306],[465674,650768],[470938,872039],[484521,890479],[486194,676310],[489927,1659247],[492169,901212],[506284,511649],[509178,924954],[523403,945174],[532507,956130],[534130,957987],[542430,968598],[544103,745286],[546373,974163],[550490,978833],[558790,989444],[561174,764223],[573933,1009434],[579193,1785581],[582233,1020045],[589881,1030778],[598816,599527],[604791,1050769],[616675,1066723],[626817,1078257],[637544,1091070],[655259,1112546],[665232,665943],[679178,1142401],[680801,1144258],[689101,1154869],[690774,914715],[705461,1175715],[707845,933652],[728908,1204216],[785457,1270084],[796184,1282897],[813899,1304373],[823872,824583],[898337,1399446] ] cell #1315 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [78863,700128],[80658,356615],[81066,515954],[96779,771681],[99275,406335],[99772,576900],[104274,801275],[108205,431804],[119220,458353],[119717,640511],[126399,877409],[128858,668177],[129357,482250],[129712,888817],[131030,487224],[137078,915085],[139156,507898],[147556,949912],[153249,737153],[153748,540159],[154103,966936],[155421,545133],[163898,995113],[165976,568763],[166706,773126],[167693,571477],[167913,1007108],[177933,594872],[179606,599846],[189303,832348],[189523,1071307],[194772,1082995],[196006,846984],[196993,635088],[197213,1088744],[203691,1104471],[209883,661288],[211556,666262],[213179,668439],[222596,1153207],[225813,694705],[236511,1192612],[238903,948127],[240942,725554],[245411,1208800],[247790,737415],[255565,980477],[255785,1230662],[261034,1242350],[263255,766258],[275512,1274822],[277953,1280571],[281561,801537],[299617,835453],[301603,1332992],[313483,1354984],[315875,1102686],[322383,1371172],[324762,877671],[339078,1404030],[354701,1437580],[366681,951253],[389665,1496510],[408628,1529368],[429408,1567548],[436656,1065075],[442743,1590109],[510191,1691740],[576596,1781936],[640207,1865057], [8997,245191,732599],[14137,303995,842034],[16157,322163,872855],[17846,338858,902028],[21056,247045,964019],[21102,369131,953688],[21510,371911,958807],[23757,387679,983582],[24259,392057,990163],[26624,411020,1020764],[27329,277733,793728],[28644,429188,1051585],[30120,297253,1070175],[30166,294473,1068214],[31162,445729,1075879],[34667,465976,1105812],[34983,468426,1108247],[35391,471206,1113366],[38150,212434,885900],[38196,489657,1139959],[38604,492437,1145078],[39534,341457,906844],[39735,223914,691804],[40851,508205,1169853],[41353,512583,1176434],[42058,356922,935687],[43408,361344,1194605],[43664,527915,1195737],[48000,547066,1224430],[48643,385315,1229530],[48689,382535,1227569],[49267,553457,1232729],[49685,556139,1235234],[51898,569070,1255174],[52892,267126,774087],[52938,167386,571415],[53781,406642,1014183],[53934,579582,1267706],[55311,277426,793666],[55719,414391,1026675],[55946,176349,592206],[57439,599829,1297639],[57755,602279,1300074],[58163,605059,1305193],[59093,431787,1056401],[59294,292296,824902],[60590,617368,1323116],[61140,621908,1325082],[63688,631329,1336117],[65468,307366,847945],[65514,196686,635026],[66357,458660,1095819],[66668,642635,1353902],[67521,460639,1356977],[67777,461589,1358109],[71660,666245,1384201],[72594,487060,893991],[73004,213196,669108],[73260,674586,1390967],[73478,338551,901966],[74059,487207,1137524],[76082,341474,907513],[76128,222241,686830],[77596,693737,1419660],[78239,346315,916046],[78285,225506,694643],[79128,355684,708164],[79281,702810,1430464],[81293,234469,715434],[82912,719388,1454010],[86163,729601,1464772],[86713,734141,1466738],[88595,544969,972110],[89005,247807,738084],[89261,743562,1477773],[89479,244884,732537],[90060,545116,1221829],[90278,745656,1484337],[91277,383512,1486634],[91827,548646,1488600],[94375,557089,1499635],[95512,765290,1506466],[96155,395428,996074],[96201,262948,766196],[97044,262017,561493],[97476,570509,1256902],[97584,576166,1012380],[98196,776008,1519492],[98746,780548,1521458],[99019,411037,1021433],[99065,275157,788537],[101294,789969,1532493],[104717,426869,811443],[105127,281578,802206],[105383,282241,599196],[105601,428881,1051523],[106182,289556,607116],[108251,290623,819928],[110784,828378,1584703],[112662,833445,1589030],[113422,443047,1073374],[113468,299310,835391],[114890,839653,1595292],[117421,634120,1342948],[117529,639777,1094016],[118141,849866,1606054],[118691,854406,1608020],[118964,304012,842703],[119010,194417,629897],[124410,469403,1627530],[124960,653415,1629496],[126842,319844,652803],[127252,324779,878340],[127508,325442,665612],[127726,321856,872793],[128307,208816,473263],[128551,668096,1129216],[128948,674222,893288],[131076,334609,894983],[132963,899030,1660002],[133513,903570,1661968],[136061,912991,1673003],[137357,352328,703190],[137465,509761,925781],[138077,226312,507715],[138627,347077,699406],[138900,512600,1177103],[138946,354346,930496],[141175,703760,1694865],[144539,521506,1191530],[145183,361724,948995],[147201,722604,1457211],[148402,366534,724562],[148539,366698,951922],[149997,955661,1723972],[151875,960728,1728299],[152210,536793,1729378],[152681,373968,744955],[152942,737072,1213521],[153339,743198,971407],[155467,380692,973102],[159418,981574,1749145],[160224,387372,983520],[164177,258661,556519],[164285,389235,756352],[164897,263754,568580],[165447,396190,770959],[165720,392074,990832],[165766,260679,761067],[166723,773677,1005415],[168192,406152,780928],[172019,1018383,1787119],[175270,1028596,1797881],[175820,1033136,1799847],[177127,426383,602447],[177524,601915,810740],[179652,424939,1044540],[181539,603256,1819357],[182089,812055,1821323],[184637,432467,610536],[185652,614486,1320819],[186498,294641,437562],[186984,437624,1071008],[188996,832267,1326337],[189802,299127,622288],[190386,442313,833650],[192399,446109,847852],[195540,306034,641753],[195755,451083,855915],[196023,847535,1087051],[197492,458170,854786],[201318,461019,1103554],[203336,862860,1619969],[204674,465993,1106481],[204720,317914,865810],[208010,1115287,1883969],[209077,319358,468594],[209474,468062,652100],[211602,479987,1127661],[213859,486574,674754],[218490,1141932,1910243],[220368,1146999,1914570],[220703,683464,1915649],[221174,494494,675979],[223960,345095,501218],[224843,509773,702989],[233390,357421,517828],[233940,516716,711944],[235170,360029,716471],[235702,521425,942945],[236081,521768,1196452],[236093,361523,522437],[238920,948678,1197137],[239583,366048,528083],[240533,527551,723859],[242386,369299,531612],[242872,531674,964852],[244148,245690,373785],[248470,544483,743730],[252760,382703,547972],[253246,548034,1230363],[253890,256064,387189],[255258,980396,1489855],[261802,262063,394096],[262285,389247,556318],[267888,576178,780727],[273139,579962,773994],[276280,413059,578142],[276495,584936,782057],[278232,416265,592023],[280166,798847,2043787],[288750,1307114,2062699],[292342,435425,613840],[293702,615037,826685],[294109,436921,615447],[298015,442325,622087],[301173,625182,1086366],[301185,445908,625851],[302730,304675,450433],[308128,639789,854585],[313053,642897,1358824],[313065,460818,643566],[313899,316555,465343],[315892,1103237,1359509],[320488,321120,322662],[336053,489825,678283],[336539,678345,886733],[337815,339357,494311],[342137,497914,691154],[355469,355730,514622],[368767,530971,727680],[370478,372673,536375],[382171,547331,746617],[383094,386077,552735],[390081,390792,392737],[408198,783822,1004730],[408210,579761,784491],[409755,411700,584286],[415153,588716,798429],[427513,428145,429687],[468985,469773,471968],[489293,677642,897109],[491004,493199,683046],[510607,511318,513263],[602838,603626,605821] ] cell #1316 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [78864,700132],[80659,356659],[81067,515958],[96780,771685],[99276,406379],[99773,576904],[104275,801279],[108206,431860],[119221,458397],[119718,640515],[126400,877413],[128859,668181],[129358,483989],[129713,888821],[131031,487280],[137079,915235],[139157,507942],[147557,949916],[153250,737157],[153749,541898],[154104,966940],[155422,545189],[163899,995263],[165977,568807],[166707,773276],[167694,573359],[167914,1007258],[177934,596611],[179607,599902],[189304,832352],[189524,1071457],[194773,1082999],[196007,847134],[196994,636970],[197214,1088894],[203692,1104475],[209884,663027],[211557,666318],[213180,670473],[222597,1153211],[225814,696587],[236512,1192760],[238904,948277],[240943,726431],[245412,1208950],[247791,739449],[255566,980481],[255786,1230812],[261035,1242354],[263256,768140],[275513,1274826],[277954,1280721],[281562,803571],[299618,836405],[301604,1333140],[313484,1355132],[315876,1102836],[322384,1371322],[324763,879705],[339079,1404180],[354702,1437584],[366682,952297],[389666,1496658],[408629,1529516],[429409,1567698],[436657,1065223],[442744,1590257],[510192,1691888],[576597,1782084],[640208,1865205], [9001,245192,742090],[14138,303996,852105],[16161,322164,882346],[17850,338859,673114],[18355,223915,500865],[21057,247049,964164],[21103,369132,964318],[21511,371915,969313],[23761,387680,984534],[24260,392058,1000234],[26625,411021,778247],[27333,277734,586759],[27401,176350,418435],[28648,429189,806212],[29153,292297,613487],[30121,297257,1070320],[30167,294474,1070474],[31163,445733,1086767],[34668,465977,1106856],[34984,468427,1118877],[35392,471210,1123872],[38151,212438,886045],[38197,489658,886199],[38605,492441,891194],[39249,222242,496117],[39535,341458,685079],[40855,508206,921917],[40933,355685,514269],[41354,512584,920206],[42062,356923,709987],[42130,234470,519998],[43409,361348,1196853],[43665,527916,1197997],[48001,547067,1224578],[48644,385319,1229675],[48690,382536,1229829],[49268,553461,1233811],[49686,556143,1246122],[51902,569071,1001945],[51980,262018,393743],[52893,267130,776209],[52939,167430,573301],[53329,275158,575138],[53785,406643,779958],[53935,579586,1005131],[55312,277470,586701],[55720,414395,791921],[56511,426870,601669],[57440,599830,1041799],[57597,289557,430315],[57756,602280,1035756],[58164,605063,1040751],[58808,290624,608739],[59094,431788,818177],[60591,617369,1323264],[61141,621912,1327316],[63689,631330,1338377],[65469,307370,850067],[65515,196730,636912],[65905,194418,638749],[66361,458661,853816],[66669,642639,1354045],[67522,460643,1359225],[67778,461590,1360369],[70732,319845,467816],[71661,666246,1124920],[71818,208817,323290],[72864,487061,672184],[73005,213252,671119],[73261,674587,1131339],[73479,338595,673056],[73699,334610,674031],[74060,487208,892242],[76083,341530,685725],[77381,509762,701439],[77597,693738,1160881],[77640,352329,509521],[78240,346319,918168],[78286,225550,696529],[78676,354347,698366],[79282,702814,1160801],[82913,719392,1454153],[84363,366535,525513],[86164,729602,1464920],[86714,734145,1468972],[88865,544970,741160],[89006,247863,740095],[89262,743563,1215644],[89480,244928,742032],[89700,380693,743007],[90061,545117,970361],[90279,745806,1484340],[91278,383513,1486782],[91828,548650,1490834],[94376,557090,1501895],[95297,389236,554768],[95513,765291,1246202],[95556,258662,388995],[96156,395432,998196],[96202,262992,768082],[96592,260680,769919],[97477,570510,1005211],[97981,576167,777257],[98197,776009,1258997],[98240,406153,574276],[98747,780552,1258917],[99020,411093,778893],[101295,789970,1534753],[103987,601918,601929],[104071,426438,426635],[105128,281634,804217],[105384,178085,599251],[105602,428925,806154],[105822,424940,807129],[110785,828528,1584706],[112447,442314,618617],[112663,833446,1327396],[112706,299128,440423],[113423,443051,1074456],[113469,299354,836347],[114891,839657,1595435],[117422,634121,1086847],[117926,639778,851115],[118142,849867,1345043],[118185,458171,637887],[118692,854410,1344963],[118965,304068,852751],[123227,317915,866687],[124411,469404,1627678],[124961,653419,1631730],[126112,468065,468076],[126196,319413,319610],[127253,324835,880351],[127509,210035,665667],[127727,321900,882288],[127947,479988,883263],[128595,668097,886125],[129425,674225,674236],[129509,486629,486826],[132964,899031,1660150],[133514,903574,1664202],[136062,912992,1410874],[136500,345096,345139],[137004,509838,510067],[138078,138121,507716],[138628,225959,699471],[138901,512656,920852],[141176,703761,1697125],[144305,521426,716696],[144540,521510,1191673],[145184,363463,949050],[147202,722605,1196933],[147269,527554,527565],[147353,366103,366300],[148540,366754,952943],[149998,955811,1723975],[151876,960729,1469052],[151919,244149,246214],[152211,536794,1729526],[152682,246318,745010],[152986,737073,964244],[153816,743201,743212],[153900,544538,544735],[157867,159462,387190],[159419,981575,1490914],[160225,387416,984476],[163714,261803,261846],[163824,389312,389541],[164898,164941,568581],[165448,263401,771024],[165721,392130,1000880],[166779,773680,773691],[167839,576243,576472],[172020,1018387,1787262],[175271,1028597,1541419],[175314,416266,418331],[175821,1033140,1541339],[181540,603257,1819505],[182090,812059,1823557],[184638,290775,610591],[185076,435426,435469],[185653,614636,1320822],[185958,615040,615051],[186553,186750,439448],[186985,439506,1071073],[189040,832268,1070400],[189449,442390,442619],[192400,300933,847907],[194569,302785,305180],[195541,195584,641754],[195756,305681,855980],[196079,847538,847549],[197139,639854,640083],[201319,462758,1103609],[201453,203488,465398],[203337,862861,1359305],[204675,466049,1107502],[206459,208054,321121],[208011,1115288,1631810],[218491,1142082,1910246],[220369,1147000,1664282],[220412,337816,339881],[220704,683465,1915797],[221175,339985,676034],[222393,497969,500364],[232207,355470,355513],[233391,233434,517829],[233941,357068,712009],[235173,235184,716616],[236082,523802,1196455],[236158,236387,524448],[238976,948681,948692],[242441,242638,368463],[242873,368521,964917],[245337,370543,373247],[252815,253012,549858],[253247,549916,1230428],[253352,255711,552800],[255302,980397,1229755],[258796,260831,390847],[273140,407958,774049],[275309,409810,412205],[276281,276324,578143],[276496,412706,782122],[277879,588781,591485],[280167,798848,2043935],[287199,288794,428146],[288751,1307115,1823637],[294112,294123,617569],[301174,444358,1086369],[301250,301479,445004],[313054,644931,1358827],[313130,313359,645577],[315948,1103240,1103251],[319950,322309,469838],[336108,336305,488989],[336540,489047,886798],[339004,491069,493773],[352463,354498,511373],[368770,368781,529867],[382174,382185,748739],[408199,578211,1004733],[408275,408504,578857],[426975,429334,603691],[489296,489307,676538] ] cell #1317 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [78861,700131],[80660,356661],[81064,515957],[96777,771684],[99277,406381],[99770,576903],[104272,801278],[108203,431859],[119222,458399],[119715,640514],[126397,877412],[128856,668180],[129359,483991],[129710,888820],[131028,487279],[137030,915234],[139158,507944],[147554,949915],[153247,737156],[153750,541900],[154101,966939],[155419,545188],[163850,995262],[165978,568809],[166702,773275],[167691,573358],[167865,1007257],[177935,596613],[179604,599901],[189301,832351],[189475,1071456],[194770,1082998],[196002,847133],[196991,636969],[197165,1088893],[203689,1104474],[209885,663029],[211554,666317],[213175,670472],[222594,1153210],[225811,696586],[236413,1192759],[238899,948276],[240944,726433],[245363,1208949],[247786,739448],[255563,980480],[255737,1230811],[261032,1242353],[263253,768139],[275510,1274825],[277905,1280720],[281557,803570],[299615,836404],[301505,1333139],[313385,1355131],[315871,1102835],[322335,1371321],[324758,879704],[339030,1404179],[354699,1437583],[366677,952296],[389567,1496657],[408530,1529515],[429360,1567697],[436652,1065222],[442645,1590256],[510093,1691887],[576498,1782083],[640109,1865204], [9005,245189,742089],[14139,303991,852104],[16165,322161,882345],[17854,338856,673113],[18359,223912,500864],[21104,369127,964317],[21508,371914,969304],[23765,387677,984533],[24261,392053,1000233],[26626,411016,778246],[27337,277731,586758],[27402,176351,418437],[28652,429186,806211],[29157,292294,613486],[30168,294469,1070473],[31160,445732,1086758],[34669,465972,1106855],[34985,468422,1118876],[35389,471209,1123863],[38198,489653,886198],[38602,492440,891185],[39250,222243,496119],[39536,341453,685078],[40859,508203,921916],[40937,355682,514268],[41355,512579,920205],[42066,356920,709986],[42131,234471,520000],[43406,361347,1196844],[43666,527911,1197996],[44645,247048,964155],[48002,547062,1224577],[48691,382531,1229828],[49265,553460,1233802],[49683,556142,1246113],[51906,569068,1001944],[51984,262015,393742],[52940,167432,573302],[53330,275159,575140],[53789,406640,779957],[53932,579585,1005122],[55313,277472,586702],[55717,414394,791912],[56515,426867,601668],[57441,599825,1041798],[57598,289558,430317],[57757,602275,1035755],[58161,605062,1040742],[58809,290625,608741],[59095,431783,818176],[60592,617364,1323263],[60769,297256,1070311],[61138,621911,1327307],[63690,631325,1338376],[65516,196732,636913],[65906,194419,638751],[66365,458658,853815],[66666,642638,1354036],[67519,460642,1359216],[67779,461585,1360368],[70736,319842,467815],[71662,666241,1124919],[71819,208818,323292],[72868,487058,672183],[73002,213251,671116],[73262,674582,1131338],[73480,338597,673057],[73700,334611,674033],[74061,487203,892241],[74241,212437,886036],[76080,341529,685722],[77383,509692,701438],[77598,693733,1160880],[77641,352330,509523],[78287,225552,696530],[78677,354348,698368],[79279,702813,1160792],[82910,719391,1454144],[84367,366532,525512],[86165,729597,1464919],[86711,734144,1468963],[88869,544967,741159],[89003,247862,740092],[89263,743558,1215643],[89481,244930,742033],[89701,380694,743009],[90062,545112,970360],[90230,745805,1484334],[91279,383414,1486781],[91456,385318,1229666],[91825,548649,1490825],[94377,557085,1501894],[95299,389166,554767],[95514,765286,1246201],[95557,258663,388997],[96203,262994,768083],[96593,260681,769921],[97478,570505,1005210],[97983,576097,777256],[98198,776004,1258996],[98241,406154,574278],[98375,267129,776200],[98744,780551,1258908],[99017,411092,778890],[101296,789965,1534752],[103986,601845,601928],[104073,426439,426637],[105125,281633,804214],[105385,178087,599252],[105603,428927,806155],[105823,424941,807131],[110736,828527,1584700],[112449,442244,618616],[112664,833441,1327395],[112707,299129,440425],[113470,299356,836348],[114888,839656,1595426],[117423,634116,1086846],[117928,639708,851114],[118143,849862,1345042],[118186,458172,637889],[118320,307369,850058],[118689,854409,1344954],[118962,304067,852748],[123228,317916,866689],[124412,469305,1627677],[124958,653418,1631721],[126111,467992,468075],[126198,319414,319612],[127250,324834,880348],[127510,210037,665668],[127728,321902,882289],[127948,479989,883265],[128597,667959,886124],[129424,674152,674235],[129511,486630,486828],[132965,899026,1660149],[133511,903573,1664193],[136063,912987,1410873],[136501,345097,345140],[137003,509835,510066],[138079,138122,507717],[138256,346318,918159],[138625,225958,699468],[138898,512655,920849],[141177,703756,1697124],[144307,521288,716695],[145185,363465,949051],[147203,722600,1196932],[147268,527481,527564],[147355,366104,366302],[148537,366753,952940],[149949,955810,1723969],[151877,960724,1469051],[151920,244150,246215],[152212,536695,1729525],[152683,246320,745011],[152988,736935,964243],[153815,743128,743211],[153902,544539,544737],[157868,159463,387191],[159420,981570,1490913],[160226,387418,984477],[163715,261804,261847],[163823,389309,389540],[164899,164942,568582],[165076,395431,998187],[165445,263400,771021],[165718,392129,1000877],[166778,773537,773690],[167838,576240,576471],[172017,1018386,1787253],[175272,1028592,1541418],[175315,416267,418332],[175818,1033139,1541330],[181541,603158,1819504],[182087,812058,1823548],[184639,290777,610592],[185077,435427,435470],[185957,614897,615050],[186554,186752,439449],[186982,439505,1071070],[189042,832130,1070399],[189448,442387,442618],[190842,443050,1074447],[192401,300935,847908],[194571,302786,305181],[195542,195585,641755],[195753,305680,855977],[196078,847395,847548],[197138,639851,640082],[201320,462760,1103610],[201454,203490,465399],[203338,862856,1359304],[204672,466048,1107499],[206460,208055,321122],[208012,1115283,1631809],[218442,1142081,1910240],[220370,1146995,1664281],[220413,337817,339882],[220705,683366,1915796],[221176,339987,676035],[222395,497970,500365],[232208,355471,355514],[233392,233435,517830],[233938,357067,712006],[235183,360088,716607],[235900,521509,1191664],[236012,523801,1196449],[236155,236386,524445],[238975,948538,948691],[242442,242640,368464],[242870,368520,964914],[245336,370540,373244],[252816,253014,549859],[253244,549915,1230425],[253349,255710,552797],[255304,980259,1229754],[258797,260833,390848],[273141,407960,774050],[275311,409811,412206],[276282,276325,578144],[276493,412705,782119],[277878,588778,591482],[280168,798749,2043934],[287200,288795,428147],[288752,1307110,1823636],[293305,614635,1320816],[294039,294122,617560],[301104,444357,1086363],[301247,301478,445001],[312984,644930,1358821],[313127,313358,645574],[315947,1103097,1103250],[319947,322308,469835],[336109,336307,488990],[336537,489046,886795],[339003,491066,493770],[352464,354500,511374],[368697,368780,529858],[382101,382184,748730],[408129,578210,1004727],[408272,408503,578854],[426972,429333,603688],[489223,489306,676529] ] cell #1318 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [108219],[131044],[142208],[155435],[167707],[169687],[179620],[183254],[197007],[198987],[211570],[213586],[215775],[225827],[227807],[248197],[250386],[263269],[265249],[266711],[267087],[281968],[284157],[299631],[306951],[307327],[325169],[327358],[328935],[345900],[346276],[364810],[367088],[375018],[395013],[395389],[402364],[419265],[440712],[441844],[443008],[454382],[464105],[474313],[482554],[521334],[526787],[535894],[540463],[551122],[552254],[588235],[616099],[630201],[647916],[657023],[682565],[687134],[728332],[747269],[761371],[788841],[815663],[868588],[897761],[930800],[950819],[1047318],[1137090],[1221395], [24544,166487,262031],[35060,209398,319858],[35788,212189,323754],[41638,139667,355698],[43741,239904,366548],[49699,262524,389535],[49784,262675,389841],[57517,105460,282562],[57832,177448,426883],[58560,180239,430779],[59171,184714,432788],[59378,109053,292310],[61154,298254,442613],[61239,298405,442919],[68695,323978,468031],[68810,324294,468381],[71738,127585,325763],[73018,129726,213435],[73337,214180,487074],[74137,221251,494815],[76096,134753,222610],[76930,77313,223928],[78877,138641,347316],[79295,225082,510061],[79380,225233,510367],[80735,142280,356936],[81080,233954,516955],[81463,143275,358916],[83461,365186,527520],[83576,365502,527870],[89019,154117,248046],[89338,248791,544983],[90138,152758,374289],[92992,394584,555732],[96793,165461,396429],[98427,168107,267403],[98760,268127,576466],[98845,268278,576772],[99033,169227,275526],[99352,169759,406656],[99786,276509,585175],[102327,174194,278147],[102399,102499,277747],[103394,103932,279727],[104288,105141,281817],[105875,178952,421089],[106301,280777,601884],[106416,281093,602234],[108304,183470,432194],[108735,291642,609990],[109780,436322,614936],[111620,441415,621501],[118372,197407,307643],[118705,308367,640077],[118790,308518,640383],[118978,194786,198527],[119297,199059,458674],[119731,195769,451322],[126413,127266,325018],[128000,210902,476137],[128872,336553,679385],[129841,213729,329638],[130261,330443,674191],[130376,330759,674541],[130711,215338,339272],[130783,130883,338872],[131129,215991,487614],[131663,340449,684045],[134678,221283,342007],[134894,135039,341864],[137272,138308,346592],[138914,227347,354715],[139233,227879,508219],[139792,345471,702403],[142093,232281,515915],[144184,521177,716892],[147570,148553,366937],[153263,242886,532714],[154232,248340,375721],[154652,376526,743167],[154767,376842,743517],[155102,245605,249949],[155174,155274,245205],[155520,250602,545523],[156054,246782,537374],[164092,165128,395705],[165734,261048,264789],[166053,265321,569084],[166842,266493,400289],[166909,400376,773576],[167113,408804,785678],[168749,401935,780141],[169152,269584,411570],[169368,169513,411427],[169572,270153,576861],[174161,174184,414352],[176997,178417,419968],[179287,283720,429602],[179359,179459,429202],[179705,284373,600236],[186998,189317,438664],[189717,190894,443324],[196142,306733,452307],[196209,452394,847434],[196413,301779,627038],[198049,453953,853999],[198452,304545,309824],[198668,198813,304402],[198872,310393,640472],[203705,204688,318070],[208947,210367,475016],[211237,322577,326921],[211309,211409,322177],[211655,327574,666652],[212395,489262,898193],[212677,480695,886321],[212727,329162,488792],[212794,329238,668005],[215305,215328,492398],[227272,348773,513133],[227488,227633,512990],[227692,349342,700089],[236687,239310,523624],[239039,364592,525844],[239106,525931,948577],[239453,241023,528352],[247006,368736,728764],[247288,538604,964440],[247338,368266,375245],[247405,375321,736981],[249916,249939,371872],[253260,255579,382013],[255979,257156,387822],[257228,257328,387693],[264714,392607,397886],[264930,265075,392464],[265134,398455,771642],[266662,266685,578632],[281109,419492,601414],[281176,419568,801103],[283687,283710,605020],[293608,293826,614978],[294078,297214,616531],[297496,619803,1070596],[297546,439251,440939],[297613,441015,832176],[306902,306925,444779],[313659,316282,460080],[316011,463887,646973],[316078,647060,1103136],[316425,317995,466504],[318211,318356,466383],[324310,467561,474540],[324377,474616,877237],[326888,326911,471167],[330775,482781,671929],[330842,482857,888645],[345851,345874,701860],[360127,360394,716546],[364761,364784,524223],[365518,525258,527014],[365585,527090,949740],[376858,540690,740905],[376925,540766,966764],[381670,381888,546967],[382140,385276,546229],[385558,750973,1229951],[385608,549661,551349],[385675,551425,980305],[387789,387812,553418],[394964,394987,555189],[402315,402338,777678],[438321,438539,617269],[441795,441818,619038],[449903,628672,630428],[449970,630504,1082823],[454333,454356,851536],[459422,459689,641886],[459992,460015,642463],[464056,464079,645352],[464813,646387,648143],[464880,648219,1104299],[497384,687361,910334],[497451,687437,1153035],[522966,523233,718639],[523536,523559,719216],[532371,532589,729502],[535845,535868,731271],[552205,552228,750208],[560313,759842,761598],[560380,761674,1242178],[583756,787312,789068],[583823,789144,1274650],[588186,588209,1030266],[626380,626647,838904],[626950,626973,839481],[644665,644688,859472],[656974,656997,871527],[679042,679260,898931],[682516,682539,900700],[706984,929271,931027],[707051,931103,1437408],[758120,758143,987610],[785020,785287,1017634],[785590,785613,1018211],[815614,815637,1050257],[844792,844815,1083902],[927549,927572,1173881],[1023522,1023545,1275729],[1158346,1158369,1416625], [14215,63765,119102,194477,304996,450933],[16322,70261,128385,208893,323826,473584],[21524,86727,154995,244838,372912,536663],[24337,94452,165858,260739,390581,393058],[26702,99157,101371,275217,412021,584786],[28809,106260,107867,289633,430851,607437],[31176,114904,196262,301473,446945,627035],[31692,115554,198436,303950,449887,631284],[34745,67854,204812,314399,316876,317974],[35405,124974,211130,321810,469273,472207],[38618,130604,133527,338505,493438,683334],[39612,76220,136138,222301,342458,691654],[41431,139038,141252,354406,511107,513584],[42223,81371,143659,234546,358988,715755],[43422,82926,236381,239159,362560,523621],[44697,150191,247322,369086,532573,729556],[49281,91841,257049,383382,386316,387326],[50215,162310,264698,392012,557044,560297],[53948,166962,172033,408498,580798,785675],[54464,169136,172683,410975,583740,789924],[55733,102220,175834,277380,415392,798717],[56024,56234,176426,176926,279799,592527],[58177,179180,182103,428835,603126,606060],[60821,110978,294428,297530,438523,617323],[62305,192452,306522,445322,626214,838825],[66682,67535,312772,313353,316131,460077],[68269,121823,317979,461544,464797,465931],[74293,212711,218684,489612,679244,898985],[76612,134662,223260,341412,497368,912946],[79811,227256,230803,512538,703715,706968],[83041,145236,360937,364381,522800,718560],[90472,91508,381872,382490,385592,547021],[99911,266282,273192,579175,784854,1017555],[109713,185753,435945,436235,614550,826182],[119868,121288,459256,460232,463676,641807] ] cell #1319 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [105880,808185],[108214,431950],[108740,608933],[128005,884319],[131039,487370],[131668,675087],[137277,915779],[142213,516128],[155430,545279],[156059,744063],[164097,995807],[167118,773820],[167702,571573],[168112,1007802],[169692,577074],[177061,1035467],[179615,599992],[189722,1072001],[196418,847678],[197002,635184],[197412,1089438],[198992,640685],[209011,1118588],[211565,666408],[212471,885910],[213591,669291],[213793,1131050],[225822,694801],[227812,700302],[239315,948821],[239517,1197708],[245610,1209494],[247082,964029],[248202,738267],[248404,1215355],[255984,1231356],[263264,766354],[265254,771855],[267163,774097],[278152,1281265],[281973,802389],[294520,1322044],[297290,1070185],[299626,835549],[304609,1338088],[307403,847955],[316287,1103380],[316489,1360080],[322582,1371866],[325174,878523],[339277,1404724],[342071,1410585],[346352,916056],[367093,952105],[369178,1463700],[382582,1485562],[385352,1229540],[392671,1501606],[395465,996084],[411634,1534464],[429607,1568242],[443084,1073384],[468473,1626458],[489704,1658930],[513197,1696836],[521543,1191540],[527962,1719190],[602326,1818285],[674633,1905461],[743609,1985489], [14207,304407,842886],[21519,371948,958817],[24329,392469,991015],[26694,411432,1021616],[31171,445766,1075889],[31697,448830,1081053],[34737,466388,1106664],[35400,471243,1113376],[38613,492474,1145088],[39604,341869,907696],[41423,512995,1177286],[43417,361381,1194615],[44702,531313,1202341],[49276,553494,1232739],[49694,556176,1235244],[50220,559240,1240408],[53943,579619,1267716],[54469,582683,1272880],[55728,414428,1026685],[56016,279732,799325],[57509,600241,1298491],[58172,605096,1305203],[59163,432199,1057253],[60826,437263,1323968],[61149,621945,1325092],[62398,306586,1086472],[66677,642672,1353912],[67530,460676,1356987],[68274,649545,1362165],[68815,652442,1364713],[71730,666657,1385053],[73013,213342,669165],[74129,487619,1138376],[74298,677984,1397571],[76091,341620,907570],[76617,496311,1151265],[76925,223923,691950],[78872,700165,1427969],[79290,702847,1430474],[79816,705911,1435638],[81075,515991,1182355],[81363,358921,941284],[82921,719425,1454020],[83134,364445,1196558],[83581,724201,1455905],[86722,734178,1466748],[89014,247953,738141],[90130,545528,1222681],[90477,746350,1484508],[91513,547673,1487486],[91836,548683,1488610],[96788,771718,1514775],[98432,267300,774771],[98609,576777,1013232],[98755,780585,1521468],[99028,411183,1021490],[99781,576937,1265211],[100004,266346,1004836],[102332,414565,1027359],[102394,277742,793824],[104283,801312,1550288],[105136,281724,802263],[106252,430784,817040],[106421,811082,1561089],[109048,292305,825048],[110983,829072,1584874],[114899,839690,1595302],[115559,844466,1597187],[118377,307540,848629],[118554,640388,1094868],[118700,854443,1608030],[118973,304158,842760],[119726,640548,1351257],[119932,856737,1614578],[121168,461636,1616778],[121381,463740,1358930],[121828,644339,1618663],[124969,653452,1629506],[126408,877446,1636334],[127261,324925,878397],[128377,323759,658400],[128867,668214,1386770],[129721,888854,1649250],[129868,674204,1136448],[129934,329702,886875],[130381,893630,1651135],[130716,492611,1145762],[130778,338867,902124],[133522,903607,1661978],[138313,346489,916730],[138490,510372,926633],[138636,347223,699463],[138909,512746,1177160],[139662,355693,708310],[142275,356931,935783],[145300,944779,1714030],[147565,949949,1718150],[148548,366844,951979],[150196,956355,1724143],[153258,737190,1473576],[154112,966973,1734571],[154259,743180,1220753],[154325,375785,964994],[154772,971749,1736456],[155107,372085,959491],[155169,245200,732695],[161655,557136,1755417],[162315,757794,1757302],[165133,395602,996758],[165310,389846,757204],[165456,396336,771016],[165729,392220,990889],[166482,262026,561639],[166869,773589,1256835],[168259,780130,1012443],[169754,406651,1014279],[172028,1018420,1787129],[172688,1023196,1789014],[175829,1033173,1799857],[177443,426878,811539],[178297,282557,599691],[178444,601897,1046676],[178510,420032,1036432],[178957,420986,807382],[179292,605233,1305877],[179354,429197,1051681],[182098,812092,1821333],[186993,437720,1071065],[189312,832385,1587958],[190899,443221,1074058],[191076,442924,834502],[192516,1077862,1849709],[194781,1083032,1853829],[195184,631376,1854869],[195764,451229,855972],[196169,847447,1342881],[197559,853988,1094079],[199054,458669,1095915],[203700,1104508,1873820],[204683,466139,1106538],[209393,319853,652899],[210247,325758,666107],[210394,468044,867946],[210460,475080,1119553],[210907,476034,883516],[211242,471380,1114050],[211304,322172,872951],[212608,886310,1129353],[214175,487069,894087],[218689,1142626,1910414],[222605,1153244,1920842],[223265,1158020,1922727],[224989,509830,703140],[226379,702392,925844],[227874,508214,1169949],[230148,703807,1941688],[230808,927223,1943573],[233949,516862,712001],[236150,361674,522494],[236692,522620,1197400],[239066,948590,1457144],[239899,366543,724658],[241050,527533,950177],[241116,528416,1199793],[242881,531770,964909],[246530,374284,745450],[246787,537271,973370],[247219,964429,1213658],[248786,544978,972206],[253255,548130,1230420],[255574,980514,1748073],[257161,553631,1233413],[257223,387688,983678],[261043,1242387,2003386],[262431,389304,556469],[263821,555721,756415],[265316,569079,1255270],[268034,576235,780878],[273256,1269689,2028439],[275521,1274859,2032559],[275924,790016,2033599],[276504,585082,782114],[279794,418647,592522],[280990,601977,811388],[290987,432783,611031],[291647,609887,821058],[293853,614949,1065008],[293969,615180,1320990],[294091,615457,1325795],[294171,437569,616131],[297427,1070585,1326474],[298161,442382,622238],[299707,621490,833713],[301242,446059,625908],[301784,626034,1087314],[303225,304991,450928],[308274,639846,854736],[313122,460969,643623],[313664,643749,1359772],[314394,316871,465838],[316038,1103149,1619902],[323502,323821,473579],[324191,468124,652748],[330656,674284,893936],[336548,678441,886790],[340197,494810,676474],[340454,683942,895251],[342453,498409,691649],[344739,913038,2154918],[354710,1437617,2172815],[358983,520210,715750],[360140,716481,1451820],[360677,716881,943082],[360926,521831,717446],[365399,527613,724507],[368749,727690,1212979],[368829,531619,728364],[370535,372819,536432],[376739,743260,972055],[382153,746627,1489313],[382233,547979,747301],[383151,386223,552792],[385489,1229940,1489992],[390576,391287,393053],[408267,579912,784548],[408809,784674,1005678],[410250,412016,584781],[415299,588773,798486],[430527,430846,607432],[435884,435934,826106],[445311,625245,837711],[447239,449784,631027],[460221,642960,857702],[461287,464694,648742],[469042,469830,472114],[489275,897119,1128674],[489355,678290,897793],[491061,493345,683103],[497265,687960,912689],[511102,511813,513579],[556787,557649,560194],[579164,783885,1016441],[581092,583637,789667],[602895,603683,605967],[703458,704320,706865] ] cell #1320 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [108466,431954],[131564,487374],[142524,516126],[155955,545283],[167749,571577],[170338,577072],[180140,599996],[183700,608863],[197049,635188],[199638,640683],[212090,666412],[213646,669289],[216624,675017],[225869,694805],[228458,700300],[248257,738265],[251235,743993],[263311,766358],[265900,771853],[266938,773612],[267103,774089],[282028,802387],[285006,808115],[299673,835553],[307178,847470],[307343,847947],[325229,878521],[328207,884249],[328951,885902],[346127,915571],[346292,916048],[365037,948613],[367148,952103],[375034,964021],[395240,995599],[395405,996076],[402591,1007594],[419281,1035459],[440728,1070177],[442071,1071793],[443024,1073376],[454609,1089230],[464332,1103172],[474329,1118580],[482570,1131042],[521350,1191532],[526803,1197700],[536121,1209286],[540479,1215347],[551138,1229532],[552481,1231148],[588462,1281057],[616115,1322036],[630217,1338080],[647932,1360072],[657250,1371658],[682792,1404516],[687150,1410577],[728348,1463692],[747285,1485554],[761387,1501598],[788857,1534456],[815890,1568034],[868604,1626450],[897777,1658922],[930816,1696828],[950835,1719182],[1047334,1818277],[1137106,1905453],[1221411,1985481], [37080,213346,483042],[46747,247957,540951],[52056,400283,773187],[52461,267298,572321],[56639,281728,419753],[56876,282604,284936],[63911,304162,630689],[64632,452301,847045],[65037,307538,635932],[70860,324929,474801],[71097,325805,328137],[72323,329632,669468],[76343,341624,687622],[76948,224448,691954],[77808,346487,502343],[78072,347227,349898],[83822,525838,948188],[84764,366848,527275],[86983,372083,733443],[87037,245247,732699],[87702,374331,381149],[88324,375715,738444],[94598,392224,761859],[95724,395600,563208],[95988,396340,399011],[101517,411187,789329],[102643,414563,794572],[102697,277789,793828],[103425,280378,799323],[104446,419962,593106],[104851,420984,424035],[108703,291483,432830],[109071,292830,825052],[110407,617981,1068275],[110620,437724,620466],[113209,443219,621210],[115395,305038,305591],[115800,448760,843063],[115944,304462,842884],[116742,451233,458850],[122069,646967,1102747],[123011,466143,648404],[125230,471378,873699],[125284,322219,872955],[125949,208611,473626],[126571,475010,659522],[126976,476032,479083],[133783,492609,902872],[133837,338914,902128],[134502,335066,494857],[135124,496241,907873],[135268,341924,907694],[139685,231991,708314],[141398,512750,931288],[142578,356978,935787],[142788,357588,516866],[143306,359567,941282],[144853,361678,362516],[144921,524239,1194607],[145153,522618,722619],[148131,528346,722798],[149620,530279,953749],[149833,531774,539267],[150443,372823,373455],[151290,371888,958809],[152422,537269,545698],[157163,749151,1227630],[157376,548134,751636],[159965,553629,752380],[160019,387735,983682],[162151,259207,393100],[162556,559170,991192],[162700,392524,991013],[163498,166505,561643],[170392,406698,1014283],[172524,412063,412616],[172929,582613,1021793],[173073,411487,1021614],[173871,406832,585086],[174685,414368,1026677],[176809,280432,592569],[177490,286708,811543],[180270,289297,817038],[182359,605231,1052429],[182413,429244,1051685],[183078,289351,607479],[183844,432254,1057251],[184105,432922,609885],[186198,614972,826466],[186363,615449,831526],[186558,437567,438468],[192069,446063,446901],[192137,444795,1075881],[192369,626032,634135],[193037,449782,450493],[199692,458716,1095919],[200988,312728,460973],[201056,645368,1356979],[201288,643747,862875],[201651,861393,1358170],[201864,204196,316918],[204266,649475,863054],[204410,466443,1106662],[205755,651408,1108308],[205968,209440,652903],[206578,320158,472118],[207425,471183,1113368],[208557,212220,658398],[214222,334166,894091],[216768,487674,1138374],[218113,676950,1140020],[218326,481358,678445],[218936,493349,493981],[219783,492414,1145080],[220915,487789,683940],[223101,342500,500775],[224993,351998,703144],[225293,352298,926631],[228512,508261,1169953],[230644,352874,513626],[231049,705841,1177463],[231193,513050,1177284],[232805,515931,1182347],[234929,359621,715797],[235284,716473,942798],[235965,521757,522797],[239946,240499,724662],[240286,721137,1195798],[242251,727682,736331],[242446,531617,532518],[248833,380249,972210],[251379,545583,1222679],[252460,746142,974595],[252625,746619,979655],[252820,381817,547977],[253560,256231,386227],[253628,750224,1488602],[256675,553434,1232731],[258331,262435,556473],[258399,555205,1235236],[258631,262735,757202],[258994,989531,1499696],[259299,390141,560192],[265954,569126,1255274],[268038,405822,780882],[268338,406122,1013230],[271153,576877,1265203],[272809,579916,580754],[272877,578648,1267708],[273109,570524,784672],[273777,583635,584346],[278399,415303,591693],[280793,426248,1046668],[280988,426443,811386],[285150,600296,1298489],[286495,810048,1300135],[287318,427183,605971],[288165,605036,1305195],[293258,614475,614547],[295566,828864,1067155],[298165,298797,622242],[298465,299097,834500],[298865,619054,1325084],[301057,625171,626211],[305378,841402,1336178],[308278,457840,854740],[308578,458140,1094866],[311393,640488,1351249],[312256,856729,1097357],[312796,642479,1353904],[312937,459253,642886],[313959,317010,464692],[314134,859488,1616770],[319223,323994,867938],[319418,324189,652746],[320226,871543,1629498],[328351,666712,1385051],[329491,668021,1386762],[330459,486439,1136440],[330654,486634,893934],[333953,890566,1391028],[335918,667355,897111],[336113,678288,679189],[342592,497263,691214],[345465,509645,925770],[350342,700105,1427961],[352066,701876,1430466],[352661,1175802,1694926],[352966,510667,706863],[362044,944771,1193501],[362584,719232,1454012],[365202,365913,950169],[365397,366108,724505],[370224,956147,1204648],[373523,731287,1466740],[375574,736997,1473568],[376542,544348,1220745],[376737,544543,972053],[380036,968685,1477834],[389119,394578,756341],[390316,987626,1755409],[399455,771658,1514767],[400392,570259,1256827],[401929,576050,1012369],[405890,777694,1521460],[408082,783811,784851],[412403,1020132,1532554],[419821,801119,1550280],[427251,1050273,1821325],[436338,436406,1065000],[441268,832192,1587950],[441409,442197,833639],[446429,1077854,1333881],[446969,839497,1595294],[450668,1083918,1854861],[452410,633870,1342873],[453947,639661,1094005],[457908,851552,1608022],[474869,877253,1636326],[480689,667912,1129205],[483110,888661,1649242],[490750,1142418,1399878],[494049,900716,1661970],[500562,1154956,1673064],[510842,1173897,1941680],[521171,521241,942934],[525947,722354,1457136],[527343,949756,1718142],[538598,736888,1213510],[541019,966780,1734563],[551678,980321,1748065],[580282,1269681,1530257],[580822,1018227,1787121],[584521,1275745,2033591],[591761,1030282,1799849],[619797,832083,1326326],[630757,1082839,1853821],[647076,862610,1619894],[648472,1104315,1873812],[687690,1153051,1920834],[691389,1416641,2154910],[750967,980212,1489844],[761927,1242194,2003378],[789397,1274666,2032551],[931356,1437424,2172807] ] cell #1321 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [40867],[42074],[51914],[53797],[57444],[59098],[66373],[71665],[74064],[77601],[78860],[80663],[81063],[90065],[95517],[96776],[97481],[98201],[99280],[99769],[104271],[108202],[112667],[117426],[118146],[119225],[119714],[126396],[128855],[129362],[129709],[131027],[137027],[139161],[147206],[147553],[151880],[153246],[153753],[154100],[155418],[159423],[163847],[165981],[166697],[167690],[167862],[175275],[176354],[177938],[179603],[189300],[189472],[194422],[194769],[195997],[196990],[197162],[203341],[203688],[208015],[208821],[209888],[211553],[213170],[220373],[222246],[222593],[223911],[225810],[234474],[236410],[238894],[240947],[245188],[245360],[247781],[255562],[255734],[258666],[260684],[261031],[262014],[263252],[275162],[275509],[277730],[277902],[281552],[288755],[289561],[290628],[292293],[294464],[299132],[299614],[301502],[303986],[313382],[315866],[317919],[319470],[319841],[322160],[322332],[324753],[334614],[338855],[339027],[341448],[352333],[354351],[354698],[355681],[356919],[366160],[366531],[366672],[369122],[380697],[382526],[383411],[387676],[389163],[389368],[389564],[392048],[406157],[406639],[408527],[411011],[424944],[426495],[426866],[429185],[429357],[431778],[436647],[442241],[442446],[442642],[458175],[458657],[461580],[465967],[467994],[468417],[469302],[479992],[486686],[487057],[487198],[489648],[508202],[509689],[509894],[510090],[512574],[521285],[527483],[527906],[536692],[544595],[544966],[545107],[547057],[557080],[569067],[570500],[576094],[576299],[576495],[599820],[601847],[602270],[603155],[614899],[617359],[631320],[634111],[639705],[639910],[640106],[666236],[667956],[674154],[674577],[683363],[693728],[703751],[722595],[729592],[736932],[743130],[743553],[765281],[773539],[775999],[789960],[798746],[832127],[833436],[847397],[849857],[862851],[899021],[912982],[948540],[960719],[980256],[981565],[1028587],[1103099],[1115278],[1146990],[1307105], [9013,89579],[10474,97060],[14142,118866],[16173,127826],[16307,128312],[17862,73578],[19323,79144],[21107,153112],[21507,154956],[23773,160324],[23995,164182],[24264,165622],[26629,98921],[27345,55411],[28660,105701],[28794,106187],[29201,59310],[30171,189166],[30408,189807],[31159,196223],[34672,204576],[34988,209247],[35388,211091],[38201,128721],[38601,130565],[39539,75984],[39751,39893],[41089,137362],[41358,138802],[42208,81298],[43405,239120],[43669,239753],[44608,247057],[45732,245695],[48005,252441],[48694,255428],[48931,256069],[49264,257010],[49682,262485],[52943,167556],[53180,168197],[53931,166923],[55316,102258],[55716,102181],[55951,56219],[57760,177297],[58160,179141],[58829,108256],[60595,295547],[60732,297265],[61137,298215],[63693,304845],[65519,196856],[65756,197497],[66665,312733],[67518,316092],[67782,316725],[69845,322667],[73001,213396],[73265,214029],[73483,130642],[73720,131081],[74204,212446],[75328,339362],[76079,134714],[76133,76196],[78290,225676],[78527,226317],[79278,225043],[82909,362521],[86168,370205],[86710,372873],[89002,248007],[89266,248640],[89484,155033],[89721,155472],[90227,381267],[91419,385327],[91824,386277],[94380,392907],[95005,394101],[96206,263118],[96443,263759],[98338,267138],[98743,268088],[99016,169188],[99070,99133],[101299,411870],[103362,278237],[105124,281778],[105388,282411],[105606,179218],[105843,179657],[107451,429692],[110733,437918],[113473,299480],[114887,446906],[116979,306039],[118283,307378],[118688,308328],[118961,198488],[119015,119078],[124957,472168],[127249,324979],[127513,325612],[127731,211168],[127968,211607],[132968,490731],[133510,493399],[136066,342307],[136521,223965],[138219,346327],[138624,347277],[138897,227308],[138951,139014],[141180,513433],[141805,514627],[143243,357426],[145188,362643],[148536,366898],[149946,531968],[150812,373790],[152686,374138],[160229,257087],[163735,262068],[165039,395440],[165444,396390],[165717,264750],[165771,165834],[172016,580759],[174108,413064],[175817,415353],[182086,606021],[184642,432637],[185097,292347],[185267,613845],[186610,438520],[186981,438625],[190805,443059],[192404,447028],[193089,450545],[195752,451283],[201323,312855],[204671,318031],[204725,204788],[206947,320493],[218439,678639],[219305,494316],[221179,494664],[224685,501223],[232228,355735],[233937,516916],[235863,521518],[236009,522817],[236214,523454],[242498,532570],[242869,532675],[243606,536496],[252872,381869],[253243,381974],[253895,256600],[259351,390193],[273144,580881],[273829,584398],[276492,585136],[278768,592028],[287687,427518],[293302,614567],[294041,616519],[301101,626231],[301306,626868],[312981,459273],[313186,459910],[314011,317062],[320578,469106],[336165,679241],[336536,679346],[337273,683167],[342644,691266],[353018,510719],[360090,716534],[368699,728752],[382103,546217],[383215,386647],[408126,784871],[408331,785508],[415723,798550],[427603,602959],[489225,898181] ] cell #1322 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [80666],[99283],[108200],[119228],[129365],[131025],[139164],[142076],[153756],[155416],[165984],[167688],[169555],[177941],[179601],[196988],[198855],[209891],[211551],[212777],[213106],[225808],[227675],[240950],[247388],[247717],[263250],[265117],[266437],[281159],[281488],[297596],[299612],[306677],[324360],[324689],[330825],[345626],[364536],[365568],[366608],[376908],[385658],[394739],[402090],[436458],[441570],[449953],[454108],[463831],[464863],[497434],[522405],[535620],[551980],[560363],[583806],[587961],[625819],[643534],[656749],[682291],[707034],[756989],[784459],[815389],[834287],[926418],[1013017],[1094653], [16315,128315,208824],[24009,164185,258669],[24539,166468,262012],[28802,106190,289564],[30422,189810,299135],[34991,209249,319571],[35055,209379,319839],[40868,78541,226320],[41103,137365,352336],[41633,139648,355679],[42075,143257,357429],[42216,81301,234477],[43672,239755,366261],[43736,239885,366529],[49578,262195,389156],[49680,262482,389482],[51915,96457,263762],[52946,98204,167558],[53194,168200,406160],[53798,174122,413067],[55319,102260,175278],[55954,56227,176357],[57447,105391,282413],[57763,177299,426596],[57827,177429,426864],[58843,108259,290631],[59101,184645,432639],[59373,109034,292291],[61033,297925,442234],[61135,298212,442560],[65522,118149,196858],[65770,197500,458178],[66374,116993,306042],[68678,323961,467999],[71668,127516,325614],[72999,129707,213393],[73268,214031,486787],[73332,214161,487055],[73486,130644,220376],[73734,131084,334617],[74067,221182,494666],[76077,134711,222591],[76136,76213,222249],[76911,77308,223909],[77604,78293,225678],[78858,138622,347274],[79174,224753,509682],[79276,225040,510008],[80730,142261,356917],[81061,233935,516913],[81873,360462,521278],[83444,365169,527488],[89000,154098,248004],[89269,248642,544696],[89333,248772,544964],[89487,151883,155035],[89735,155475,380700],[90068,152689,374140],[95520,96209,263120],[96774,165442,396387],[97484,273147,580883],[98295,167809,267070],[98639,267798,576087],[98741,268085,576413],[99014,169185,275507],[99073,99150,275165],[99347,169740,406637],[99767,276490,585133],[102195,174144,277849],[102380,102494,277728],[104269,105122,281775],[105609,179220,288758],[105857,179660,424947],[106284,280760,601852],[108098,183260,431714],[109763,436305,614904],[112670,113476,299482],[117429,192407,447030],[118240,197109,307310],[118584,308038,639698],[118686,308325,640024],[118959,194767,198485],[119018,119095,194425],[119292,199040,458655],[119712,195750,451280],[126394,127247,324976],[127734,208018,211170],[127982,211610,479995],[128619,212579,328918],[128673,329003,667949],[128853,336534,679343],[130244,330426,674159],[130579,215288,338974],[130764,130878,338853],[130923,215781,487134],[134684,134699,341384],[136974,138176,346259],[138895,227305,354696],[138954,139031,354354],[139228,227860,508200],[145191,147209,362645],[147551,148534,366895],[153010,247190,375001],[153064,375086,736925],[153244,242867,532672],[154635,376509,743135],[154970,245307,249899],[155155,155269,245186],[155314,250392,545043],[159426,160232,257089],[163794,164996,395372],[165715,261029,264747],[165774,165851,260687],[166048,265302,569065],[166633,408119,784862],[166892,400359,773544],[166937,266645,407694],[166991,266717,570311],[169158,169173,410947],[179155,283670,429304],[179340,179454,429183],[179499,284163,599756],[186979,189298,438622],[189064,297398,440695],[189118,440780,832120],[189419,190762,442991],[195933,301094,626222],[196192,452377,847402],[196237,300669,306885],[196291,306957,633922],[198458,198473,303922],[201326,203344,312857],[203686,204669,318028],[204728,204805,317922],[211105,322279,326871],[211290,211404,322158],[211449,327364,666172],[212733,212748,488736],[225057,345834,509257],[225111,345906,693539],[227278,227293,512510],[235577,235775,521317],[236002,238830,522808],[239089,525914,948545],[239134,363199,364744],[239188,364816,722406],[247344,247359,368210],[253241,255560,381971],[255326,385460,551105],[255380,551190,980249],[255681,257024,387772],[257209,257323,387674],[262499,388731,394947],[262553,395019,765092],[264720,264735,391984],[268102,402298,574012],[268156,402370,775810],[281115,281130,601358],[293295,293552,614558],[297552,297567,439195],[298229,440159,441778],[298283,441850,833247],[308342,454316,637623],[308396,454388,849668],[312549,312747,459975],[312974,315802,459264],[316061,647043,1103104],[316106,462494,464039],[316160,464111,862662],[318001,318016,465903],[324316,324331,467505],[330781,330796,671873],[362337,362535,523519],[365524,365539,525202],[372887,534209,535828],[372941,535900,960530],[376864,376879,740849],[381357,381614,546303],[381894,381909,546868],[385614,385629,549605],[386291,550569,552188],[386345,552260,981376],[415367,588169,796263],[415421,588241,1028398],[438008,438265,616605],[438545,438560,617170],[446722,446920,626933],[449909,449924,628616],[464819,464834,646331],[472182,655338,656957],[472236,657029,1115089],[493413,680880,682499],[493467,682571,1146801],[497390,497405,910278],[532058,532315,728838],[532595,532610,729403],[548955,548970,748340],[560319,560334,759786],[580575,580773,785573],[583762,583777,787256],[606035,813978,815597],[606089,815669,1306916],[653724,653739,869659],[678729,678986,898267],[679266,679281,898832],[706990,707005,929215],[734450,734465,961570],[812364,812379,1048389],[903879,903894,1147841],[1033445,1033460,1286480], [9014,45746,89580,151620,245698,373793],[10475,50804,97061,163749,262071,394104],[14145,63696,118868,194109,304847,450646],[16174,69859,127827,207755,320496,322670],[17863,73579,75342,220113,339365,494319],[19324,79145,80400,232242,355738,514630],[21110,86171,153114,242599,370207,532671],[21505,86708,154953,244785,372870,536610],[23774,48945,160325,253898,256072,257005],[24267,94383,165624,260371,390294,392909],[26632,98923,101302,274849,411872,584499],[27346,55412,103376,175015,278240,592031],[28661,105702,107465,288495,427521,429695],[29202,59311,109324,185111,292350,613848],[30174,60598,186711,189168,295549,438621],[31157,114885,196220,301420,446903,626982],[34675,67785,204578,314112,316727,317606],[35386,124955,211088,321757,469220,472165],[38204,128723,132971,336266,490733,679342],[38599,130562,133508,338452,493396,683281],[39542,75986,136069,221933,342309,691367],[39752,39894,136535,136918,223968,501226],[41361,138804,141183,354038,510820,513435],[43403,82907,236328,239117,362518,523568],[44565,149893,246989,368704,531893,728757],[48008,48697,252443,252973,255430,381970],[49262,91822,257007,383329,386274,387273],[53929,166920,172014,408445,580756,785622],[55714,102178,175815,277327,415350,798664],[58158,179138,182084,428782,603073,606018],[60689,110680,294046,297197,437843,616524],[66663,67516,312730,313300,316089,460024],[74161,212378,218386,489230,678564,898186],[81819,144086,360095,360377,520897,716539],[90174,91376,381192,382108,385259,546222] ] cell #1323 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [18829],[25027],[28036],[32419],[36418],[40036],[40548],[42121],[46297],[51083],[51595],[52741],[55191],[56398],[59190],[61690],[62646],[64480],[65317],[70619],[72751],[75893],[77405],[80679],[81191],[83382],[84250],[85436],[87263],[88752],[92377],[95321],[98005],[99296],[100252],[102086],[102923],[108225],[111532],[112471],[113665],[115360],[116228],[117950],[119241],[121629],[122497],[125510],[130182],[131050],[132236],[134063],[135552],[139177],[144962],[145855],[150745],[151684],[154573],[155441],[158288],[159227],[162116],[162984],[165997],[168661],[170794],[172489],[173357],[175079],[176370],[178758],[179626],[182639],[186592],[192178],[193071],[197961],[201097],[201990],[204161],[206880],[207819],[208837],[210708],[211576],[214348],[219238],[220177],[223066],[223934],[226781],[230609],[231477],[234490],[241364],[242480],[248959],[252854],[253669],[256533],[258440],[258682],[259333],[262037],[264223],[272918],[273811],[278701],[282730],[284901],[287620],[288559],[289577],[291448],[292316],[298906],[299148],[300109],[313993],[317044],[319360],[319452],[319864],[320267],[325931],[328102],[335031],[336147],[342626],[350200],[352107],[352349],[353000],[355704],[357890],[366050],[366142],[366554],[367297],[373564],[381114],[381851],[389165],[389243],[390175],[399313],[405931],[406173],[407134],[424069],[426385],[426477],[426889],[427292],[432956],[436705],[438502],[442243],[442321],[450527],[457949],[458191],[459152],[467988],[479117],[486576],[486668],[487080],[487823],[494090],[502377],[509691],[509769],[510701],[521287],[527477],[532552],[544485],[544577],[544989],[545732],[563242],[570558],[572355],[576096],[576174],[584380],[591802],[601841],[614893],[621244],[634169],[635966],[639707],[639785],[667958],[674148],[679223],[691248],[722653],[733477],[736934],[743124],[752414],[773533],[794606],[832129],[847391],[862909],[873733],[902906],[948534],[980258],[1052463],[1103093], [9060,45590],[9980,92674],[14234,63334],[15549,122652],[16220,69703],[17909,75186],[21123,85255],[21635,86248],[22942,156666],[23454,159503],[24356,94021],[24570,50942],[26721,100940],[27392,103220],[28707,107309],[29969,187464],[30187,111351],[31182,113783],[33626,200450],[35004,123502],[35516,124495],[35783,70410],[38217,132055],[38729,133048],[39631,135707],[39798,77339],[41450,140821],[41664,80538],[43155,237189],[43428,145973],[43685,146537],[44610,148759],[45293,243352],[47809,251880],[48710,158107],[49705,160539],[49767,93333],[52959,168480],[53954,170912],[55332,174362],[55844,175355],[56043,103927],[57776,180631],[58288,181624],[58555,108016],[59357,59404],[60399,294986],[60734,187732],[61160,188497],[61222,111961],[63179,302281],[63709,193753],[65535,197780],[67541,202108],[67798,202672],[73024,214466],[73281,215030],[73499,215506],[74206,217252],[74889,337019],[76102,221489],[76149,135019],[78306,226600],[79301,229032],[79363,140133],[81390,81458],[85972,369644],[86733,244385],[86795,151174],[89025,249077],[89282,249641],[89500,250117],[91421,253994],[91847,254759],[91909,158717],[94396,260015],[96222,264042],[98340,268472],[98766,269237],[98828,169090],[99039,269790],[99086,169493],[100785,409306],[101315,274493],[105147,282848],[105404,283412],[105622,283888],[108272,108287],[113489,299928],[118285,308712],[118711,309477],[118773,198390],[118984,310030],[119031,198793],[124980,321357],[125042,207309],[127272,326049],[127529,326613],[127747,327089],[131097,131112],[132772,490170],[133533,338052],[133595,219667],[136082,343308],[138221,347661],[138647,348426],[138709,227210],[138920,348979],[138967,227613],[141196,353682],[145204,361810],[148559,367415],[152702,374586],[155488,155503],[160245,387990],[163319,261504],[165041,396774],[165467,397539],[165529,264652],[165740,398092],[165787,265055],[175840,416502],[175902,279130],[179673,179688],[182109,428382],[182171,288049],[184658,433638],[186500,437564],[187004,437729],[190807,443761],[192420,446195],[195775,451800],[195837,306456],[201339,461105],[204694,466710],[204741,318336],[211623,211638],[221195,495112],[223981,223996],[231812,355171],[233960,518065],[234022,358319],[235865,521577],[236011,521780],[236089,522433],[242388,531614],[242892,531779],[244169,373806],[252762,547974],[253266,548139],[253911,387210],[262084,262099],[273160,580048],[276515,585653],[276577,413481],[292363,292378],[292651,435127],[293304,614498],[294035,615437],[301103,625194],[301181,625847],[302732,450435],[312983,642909],[313061,643562],[313901,465345],[320509,321141],[336055,678285],[336559,678450],[337836,494332],[345392,501640],[355751,355766],[360084,716461],[368693,727670],[370474,536371],[382097,746607],[383090,552731],[390083,390794],[408128,783834],[408206,784487],[409757,584288],[416286,592044],[427534,428166],[468981,469769],[489219,897099],[491000,683042],[497916,691156],[510609,511320],[588712,798425],[602834,603622] ] cell #1324 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [80680],[99297],[108222],[119242],[130183],[131047],[139178],[142077],[154574],[155438],[165998],[168658],[169556],[178759],[179623],[197958],[198856],[210709],[211573],[212778],[214289],[226778],[227676],[241365],[247389],[248900],[264220],[265118],[266560],[281160],[282671],[297597],[300106],[306800],[324361],[325872],[330826],[345749],[364659],[365569],[367238],[376909],[385659],[394862],[402213],[436586],[441693],[449954],[454231],[463954],[464864],[497435],[522533],[535743],[552103],[560364],[583807],[588084],[625947],[643662],[656872],[682414],[707035],[757117],[784587],[815512],[834415],[926546],[1013145],[1094781], [18831,138710,227211],[25029,165530,264653],[28037,105405,283448],[32421,195838,306457],[35005,123538,319361],[35784,70411,208838],[36419,127530,326649],[40037,78307,226636],[40545,138644,348468],[42123,234023,358320],[43686,146573,366051],[46298,152703,374622],[49702,160581,389242],[49768,93334,258683],[50736,95164,262034],[51084,96223,264078],[51592,165464,397581],[52742,52960,168516],[55193,276578,413482],[55333,102924,174398],[56044,103928,176371],[56395,105144,282890],[57777,180667,426386],[58556,108017,289578],[59191,184659,433674],[61157,188539,442320],[61223,111962,299149],[61691,113490,299964],[62647,192421,446231],[64477,195772,451842],[65318,65536,197816],[68679,204832,467987],[68904,123680,319861],[70616,127269,326091],[72748,73021,214508],[73282,215066,486577],[73500,134064,215542],[75894,221196,495148],[76099,135549,221531],[76150,135020,223067],[77038,136850,223931],[77361,138177,347599],[79298,229074,509768],[79364,140134,352350],[80332,141964,355701],[81188,233957,518107],[81391,81459,234491],[83383,145205,361846],[83445,238178,527476],[83670,146715,366551],[84247,148556,367457],[85433,242889,531821],[87264,89501,250153],[88749,89022,249119],[89283,249677,544486],[92378,160246,388026],[93001,160362,389160],[95277,164997,396712],[97961,98296,268410],[98763,269279,576173],[98829,169091,406174],[99036,173354,269832],[99087,169494,172490],[100253,273161,580084],[102083,276512,585695],[102196,175035,276653],[102402,174540,278698],[105623,182640,283924],[106285,285572,601840],[106510,180809,426886],[108273,108288,291449],[109161,109256,292313],[109764,293467,614892],[111529,187001,437771],[111629,188320,442238],[112427,190763,443699],[113606,301098,625191],[115361,119032,198794],[116225,118981,310072],[117906,118241,308650],[118708,309519,639784],[118774,198391,458192],[121630,201340,461141],[122494,204691,466752],[125511,127748,327125],[128575,128620,329048],[130245,331845,674147],[130470,215208,487077],[130580,220133,332477],[130786,215684,219235],[131098,131113,335032],[132233,336556,678492],[134685,221312,342567],[138917,231474,349021],[138968,227614,230610],[139801,228855,509686],[142283,142302,357887],[144193,235464,521282],[144285,235776,521450],[145796,236006,521777],[150742,155177,250295],[151640,154971,378560],[152966,153011,375131],[154636,377928,743123],[154861,249819,544986],[155489,155504,381115],[158285,253263,548181],[159183,257025,554109],[162117,165788,265056],[162981,165737,398134],[166893,400492,773532],[166938,272241,400557],[168758,269060,576091],[169159,269613,273752],[169762,169781,407131],[170735,408123,783831],[179156,288515,422807],[179362,284066,287617],[179674,179689,284902],[183261,183263,432897],[185820,293299,614495],[189020,189065,440825],[191501,196238,452575],[193012,198459,309853],[196193,452510,847390],[198058,309300,639702],[199062,199081,459149],[200420,312748,642579],[201931,312978,642906],[204162,204742,318337],[206877,211312,327267],[207775,211106,477855],[211624,211639,328103],[212686,329131,667953],[212734,329191,335375],[215782,215784,487764],[225058,351430,502120],[227279,348802,352941],[227882,227901,350197],[237159,362536,719332],[237870,239135,526112],[239090,526047,948533],[241708,247345,375274],[247297,375214,736929],[250393,250395,545673],[252082,381361,745665],[255282,255327,551235],[256530,257231,388168],[257763,262500,562985],[259274,264721,397915],[265324,265343,399310],[266718,266720,570439],[268103,403911,572098],[281116,419521,425705],[284164,284166,424010],[295188,438012,828387],[295976,297553,440968],[296886,298230,620987],[297505,440908,832124],[302251,446921,839597],[306958,306960,634050],[308343,455929,635709],[314842,316107,647241],[316062,647176,1103092],[316985,318002,466533],[318680,324317,474569],[327365,327367,479058],[330782,482810,484397],[345907,345909,502263],[363871,365525,527043],[364817,364819,722534],[369846,532062,955670],[371544,372888,733220],[376865,540719,542306],[381737,381895,546996],[384038,385615,551378],[384948,386292,752157],[385567,551318,980253],[395020,395022,563128],[402371,402373,572241],[409276,580774,1018327],[415368,589782,794349],[438388,438546,617298],[441851,441853,621130],[448256,449910,630457],[454389,454391,635852],[463166,464820,648172],[464112,464114,862790],[470839,472183,873476],[490372,678733,1141941],[492070,493414,902649],[497391,687390,688977],[532438,532596,729531],[535901,535903,733363],[548798,548956,748468],[552261,552263,752300],[558666,560320,761627],[582109,583763,789097],[588242,588244,794492],[604692,606036,1052206],[653567,653725,869787],[657030,657032,873619],[679109,679267,898960],[682572,682574,902792],[705337,706991,931056],[734293,734451,961698],[812207,812365,1048517],[815670,815672,1052349],[903722,903880,1147969],[1033288,1033446,1286608], [9062,45761,86796,151175,244170,373807],[9982,48960,91910,158718,253912,387211],[14235,63604,63710,193789,302733,450436],[15550,67693,67799,202708,313902,465346],[16222,69874,125043,207310,320510,321142],[17911,75357,133596,219668,337837,494333],[21124,45294,85291,150124,242389,531615],[21632,86580,86730,244427,370473,536370],[22943,48711,90405,158143,252763,547975],[23451,91694,91844,254801,383089,552730],[24357,94291,94397,260051,390084,390795],[24572,50944,163320,261505,262085,262100],[26722,101210,101316,274529,409758,584289],[27394,103391,175903,279131,416287,592045],[28709,107480,182172,288050,427535,428167],[29970,30188,110911,111387,186501,437565],[31179,63176,113825,192678,301180,625846],[33623,67538,120094,202150,313060,643561],[35513,124827,124977,321399,468980,469768],[38218,74890,132091,218617,336056,678286],[38726,133380,133530,338094,490999,683041],[39632,135977,136083,343344,497917,691157],[39800,77341,223982,223997,345393,501641],[41451,141091,141197,353718,510610,511321],[41666,80540,231813,355172,355752,355767],[43152,43425,145462,146015,236088,522432],[44566,85928,148697,242926,368692,727669],[47765,91377,156240,253932,382096,746606],[53951,100782,170954,273418,408205,784486],[55841,175687,175837,416544,588711,798424],[58285,181956,182106,428424,602833,603621],[59359,59406,292364,292379,292652,435128],[60355,60690,187038,187670,294034,615436],[74162,132728,217190,336593,489218,897098],[81775,81820,235316,235381,360083,716460] ] cell #1325 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [80681],[99298],[108223],[119243],[130184],[131048],[139179],[142078],[154575],[155439],[165999],[168659],[169557],[178760],[179624],[197959],[198857],[210710],[211574],[212779],[214290],[226779],[227677],[241366],[247390],[248901],[264221],[265119],[266561],[281161],[282672],[297598],[300107],[306801],[324362],[325873],[330827],[345750],[364660],[365570],[367239],[376910],[385660],[394863],[402214],[436587],[441694],[449955],[454232],[463955],[464865],[497436],[522534],[535744],[552104],[560365],[583808],[588085],[625948],[643663],[656873],[682415],[707036],[757118],[784588],[815513],[834416],[926547],[1013146],[1094782], [16309,70412,208839],[18832,78529,227212],[23997,93335,258684],[24527,95165,262035],[25030,96445,264654],[28038,105406,283482],[28796,108018,289579],[30410,111963,299150],[32422,116981,306458],[35006,123572,319471],[35034,123681,319862],[36420,127531,326683],[40038,78308,226670],[40546,138645,348507],[41091,140135,352351],[41621,141965,355702],[42124,143245,358321],[42210,81392,234492],[43687,146607,366161],[43715,146716,366552],[46299,152704,374656],[49574,160363,389161],[49703,160620,389367],[51085,96224,264112],[51593,165465,397620],[52743,52961,168550],[53182,169092,406175],[55194,174110,413483],[55334,102294,102925],[56045,56221,176372],[56396,105145,282929],[57778,180701,426496],[57806,180810,426887],[58831,108274,291450],[59192,184660,433708],[59361,109162,292314],[61029,188321,442239],[61158,188578,442445],[61692,113491,299998],[62648,192422,447064],[64478,195773,451881],[65319,65537,197850],[65758,198392,458193],[68680,204835,467993],[70617,127270,326130],[72749,73022,214547],[73283,215100,486687],[73311,215209,487078],[73501,130678,134065],[73722,131099,335033],[75895,221197,495182],[76100,134756,135550],[76151,76198,223068],[77039,77296,223932],[77362,138178,347602],[79170,228856,509687],[79299,229113,509893],[80709,142284,357888],[81189,233958,518146],[81869,235465,521283],[83384,145206,362679],[83446,238181,527482],[84248,148557,367496],[85434,242890,532717],[87265,89502,155069],[88750,89023,249158],[89284,249711,544596],[89312,249820,544987],[89723,155490,381116],[92379,160247,257123],[95278,164998,396715],[97962,98297,268413],[98635,269061,576092],[98764,269318,576298],[99037,169230,173355],[99088,99135,172491],[99326,169763,407132],[100254,273162,580917],[102084,276513,585734],[102197,174147,175036],[102403,102470,278699],[105624,179254,182641],[105845,179675,284903],[106286,285575,601846],[108094,183262,432898],[109765,293470,614898],[111530,187002,438667],[112428,190764,443702],[113607,301099,626228],[115362,119033,119080],[116226,118982,198530],[117907,118242,308653],[118580,309301,639703],[118709,309558,639909],[119271,199063,459150],[121631,201341,312891],[122495,204692,318073],[125512,127749,211204],[127970,211625,328104],[128576,128621,329051],[128669,329132,667954],[130246,331848,674153],[130581,215291,220134],[130787,130854,219236],[130919,215783,487765],[132234,336557,679388],[134686,134693,342568],[138918,227350,231475],[138969,139016,230611],[139207,227883,350198],[144286,235777,521453],[145797,236007,522814],[150743,155178,155245],[151641,154972,249902],[152967,153012,375134],[153060,375215,736930],[154637,377931,743129],[155310,250394,545674],[158286,253264,382016],[159184,257026,387775],[162118,165789,165836],[162982,165738,264792],[166027,265325,399311],[166894,400495,773538],[166939,266648,272242],[166987,266719,570440],[169160,169167,273753],[170736,408124,784868],[179157,283673,288516],[179363,179430,287618],[179495,284165,424011],[185821,293300,614564],[189021,189066,440828],[189114,440909,832125],[191502,196239,306888],[193013,198460,198467],[196194,452513,847396],[196287,306959,634051],[200421,312749,459978],[201932,312979,459270],[204163,204743,204790],[206878,211313,211380],[207776,211107,326874],[211445,327366,479059],[212735,212742,335376],[225059,345837,351431],[225107,345908,502264],[227280,227287,352942],[237160,362537,523522],[237871,239136,364747],[239091,526050,948539],[239184,364818,722535],[241709,247346,247353],[252083,381362,546309],[255283,255328,551238],[255376,551319,980254],[256531,257232,257299],[257764,262501,394950],[259275,264722,264729],[262549,395021,563129],[268104,402301,403912],[268152,402372,572242],[281117,281124,425706],[295189,438013,616611],[295977,297554,297561],[296887,298231,441781],[298279,441852,621131],[302252,446922,626936],[308344,454319,455930],[308392,454390,635853],[314843,316108,464042],[316063,647179,1103098],[316156,464113,862791],[316986,318003,318010],[318681,324318,324325],[330783,330790,484398],[363872,365526,365533],[369847,532063,728844],[371545,372889,535831],[372937,535902,733364],[376866,376873,542307],[381738,381896,381903],[384039,385616,385623],[384949,386293,552191],[386341,552262,752301],[409277,580775,785576],[415369,588172,589783],[415417,588243,794493],[438389,438547,438554],[448257,449911,449918],[463167,464821,464828],[470840,472184,656960],[472232,657031,873620],[490373,678734,898273],[492071,493415,682502],[493463,682573,902793],[497392,497399,688978],[532439,532597,532604],[548799,548957,548964],[558667,560321,560328],[582110,583764,583771],[604693,606037,815600],[606085,815671,1052350],[653568,653726,653733],[679110,679268,679275],[705338,706992,706999],[734294,734452,734459],[812208,812366,812373],[903723,903881,903888],[1033289,1033447,1033454], [9063,45734,45931,150814,151176,373808],[9983,48933,92845,158719,253913,256602],[10478,50945,95007,163737,261506,262086],[14236,63711,63822,193090,193823,450546],[15551,67800,122922,202742,314012,317063],[16223,69847,70044,206949,207311,320511],[17912,75330,75527,219307,219669,494334],[19327,80541,141807,232230,355173,355753],[21125,45295,85325,242499,243388,532571],[21633,86731,86853,243605,244466,536495],[22944,48712,156702,158177,252873,381870],[23452,91845,159835,254840,383214,386646],[24358,94398,94509,259352,260085,390194],[26723,101317,101428,273830,274563,584399],[27395,55582,103364,278770,279132,592046],[28710,107453,107650,287689,288051,427536],[29205,59360,185099,185269,292365,435129],[29971,30189,111421,186611,187500,438521],[31180,63177,113864,301305,302323,626867],[33624,67539,200492,202189,313185,459909],[35514,124978,125100,320577,321438,469105],[38219,74891,132125,336166,337055,679242],[38727,133531,133653,337272,338133,683166],[39633,76254,136084,342645,343378,691267],[39801,39897,136523,223983,224687,501642],[41452,141198,141309,353019,353752,510720],[43153,43426,146054,236213,237231,523453],[44567,85929,148700,368698,369576,728751],[47766,91378,251812,253935,382102,546216],[53952,100783,170993,408330,409348,785507],[55842,102513,175838,415722,416583,798549],[58286,182107,182229,427602,428463,602958],[60356,60691,187673,294040,294918,616518],[74163,132729,217193,489224,490102,898180],[81776,81821,235384,360089,360177,716533] ] cell #1326 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [9607],[9838],[12980],[13101],[15373],[16078],[19958],[21283],[21404],[21927],[23102],[23223],[24180],[28565],[31395],[31769],[32239],[33839],[35164],[35285],[38377],[38498],[39021],[41274],[44233],[44832],[45467],[45506],[46091],[49918],[50292],[54167],[54541],[55011],[56136],[57936],[58057],[60956],[61864],[62621],[68346],[69580],[69619],[73829],[74428],[75063],[75102],[75687],[76689],[77159],[79514],[79888],[83357],[85170],[89830],[91643],[92551],[92590],[98562],[99470],[100227],[102462],[103097],[103136],[103721],[105952],[107186],[107225],[108812],[111266],[118507],[119415],[121604],[128077],[130157],[130846],[131740],[131970],[134994],[136295],[138443],[139351],[139390],[142978],[143017],[154548],[155237],[156131],[158022],[165263],[166171],[166210],[167219],[168395],[169468],[170574],[170613],[174277],[178733],[179422],[184871],[191029],[196519],[197695],[198768],[199874],[199913],[210683],[211372],[212487],[213055],[213692],[215421],[226515],[227588],[228733],[239416],[241339],[247098],[247666],[248303],[250032],[257291],[263957],[265030],[266175],[266327],[266333],[267179],[268751],[282074],[283803],[297306],[297874],[299843],[306567],[306573],[307419],[308991],[316388],[318311],[325275],[327004],[328761],[329689],[346368],[347940],[360868],[364426],[364432],[367194],[374844],[375772],[385368],[385936],[387905],[395481],[397053],[420019],[422516],[436280],[440538],[443100],[444040],[460163],[463721],[463727],[475067],[477564],[521090],[521559],[523707],[528403],[538090],[546690],[550948],[611417],[615167],[616992],[627121],[642219],[684761],[716329],[718972],[729225],[785761],[839237],[898654],[1017967] ] cell #1327 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [9608],[13102],[19959],[21405],[23224],[23254],[29671],[31396],[33840],[34003],[35286],[35316],[38499],[44995],[45468],[46092],[46122],[48194],[49919],[50082],[54168],[58058],[58088],[61865],[62622],[63411],[64217],[69108],[69581],[74591],[75064],[75688],[75718],[79515],[79678],[83358],[84482],[85171],[85419],[86431],[92552],[94098],[99471],[100228],[101017],[101823],[103098],[103722],[103752],[106714],[107187],[111267],[111515],[119416],[121605],[122729],[124678],[130158],[131282],[131971],[132219],[133231],[134995],[135784],[136590],[139352],[140898],[142979],[154549],[155673],[158023],[158271],[159686],[166172],[168396],[168644],[169469],[170575],[174278],[174526],[175538],[178734],[179858],[181807],[184360],[197696],[197944],[198769],[199875],[210684],[211808],[213056],[215422],[215670],[217011],[223632],[226516],[226764],[227589],[228179],[233658],[241340],[247667],[250033],[250281],[251622],[263958],[264206],[265031],[265621],[266328],[267035],[268752],[271671],[283804],[284052],[292014],[297875],[299844],[300092],[306568],[307275],[308992],[311911],[318312],[327005],[327253],[328758],[328894],[330391],[347941],[350860],[360869],[364427],[365134],[374841],[374977],[376474],[385937],[387906],[388154],[397054],[399973],[400199],[401191],[420721],[422517],[436281],[440535],[440671],[444041],[452217],[453209],[460164],[463722],[464429],[475769],[477565],[481521],[502754],[521087],[523708],[525754],[529105],[538091],[539430],[546691],[550945],[551081],[563619],[594143],[611418],[616993],[622551],[627122],[642216],[646883],[660559],[684762],[717228],[718969],[724825],[729226],[785762],[826807],[839234],[898655],[942400],[1017964] ] cell #1328 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [57435,599789],[59089,431747],[71656,666205],[74055,487167],[77592,693697],[80654,516016],[90056,545076],[95508,765250],[97472,570469],[98192,775968],[99271,576962],[104104,800528],[108209,431845],[112658,833405],[117417,634080],[118137,849826],[119216,640573],[126229,876662],[128496,667430],[129353,669234],[129542,888070],[131034,487265],[139152,700190],[147197,722564],[147386,949165],[151871,960688],[152887,736406],[153744,738210],[153933,966189],[155425,545174],[159414,981534],[165972,771743],[167331,774164],[167697,571518],[175266,1028556],[177929,802332],[179610,599887],[186828,1066039],[188941,831601],[194602,1082248],[196631,848022],[196997,635129],[203332,862820],[203521,1103724],[208006,1115247],[209879,878466],[211560,666303],[220364,1146959],[222426,1152460],[225451,916123],[225817,694746],[240938,952048],[242716,1203532],[253090,1225394],[255203,979730],[260864,1241603],[262893,996151],[263259,766299],[275342,1274075],[288746,1307074],[299255,1073451],[299621,835494],[319688,1365904],[336383,1398762],[354531,1436833],[360773,1191749],[366378,1459281],[426713,1562280],[486904,1654511],[544813,1739832], [13792,195966,846907],[14133,303955,1081133],[14182,194413,842829],[20312,238863,948050],[21098,369091,1203455],[21514,244829,958884],[24255,392017,1240488],[24304,260675,990958],[26279,166666,773049],[26620,410980,1272960],[26669,275153,1021559],[30162,294433,1065962],[31166,301464,1077011],[34193,315835,1102609],[34663,465936,1362245],[34712,317910,1106607],[34979,468386,1365827],[35395,321801,1113443],[37406,213139,886955],[38192,489617,1398685],[38608,338496,1145155],[39530,341417,1151345],[39579,222237,907639],[41349,512543,1435718],[41398,354342,1177229],[43412,236372,943928],[43660,527875,1459204],[47073,247750,965074],[47996,547026,1484726],[48685,382495,1225317],[49271,387317,1232806],[49689,389526,1236366],[52934,267188,774777],[53938,408489,1268838],[55307,414453,1027365],[55723,277371,1026752],[55991,176345,799213],[56965,281521,1036512],[57484,424935,1298434],[57751,602239,1562203],[58167,428826,1305270],[59138,290619,1057196],[60586,617328,1585092],[61144,442604,1328440],[63684,631289,1600486],[65510,307428,848635],[66498,641888,1614593],[66672,460068,1354121],[67525,313344,1098487],[67773,461549,1355871],[71186,324722,1119633],[71705,479983,1384996],[73008,213237,669162],[73256,674546,1654434],[73474,492499,1145768],[74104,334605,1138319],[76086,341515,907567],[76920,223918,691845],[78281,346377,916736],[78867,507843,1428036],[79285,510052,1431596],[81070,356560,1182422],[81338,234465,941172],[82742,718641,1714045],[82916,523612,1454229],[84920,366641,1199873],[86159,729561,1724361],[86717,536654,1470096],[89009,247848,738138],[89257,743522,1739755],[89475,371973,959497],[90105,380688,1222624],[91831,383373,1226449],[94371,557049,1497397],[96197,395490,996764],[96783,568708,1514842],[97928,406148,1013175],[98750,576457,1524816],[99023,411078,1021487],[99776,406280,1265278],[101290,789929,1792313],[102389,277737,793769],[104278,593921,1550497],[105131,281619,802260],[105379,420874,807388],[105597,605121,1305883],[106227,289552,816928],[109043,292300,824943],[110070,436616,1321208],[113464,443109,1074064],[114720,838906,1849724],[114894,627026,1595511],[117873,458166,1094811],[118695,640068,1611378],[118968,304053,842757],[119721,458298,1351324],[121163,314229,1355948],[124964,469264,1366959],[126403,660337,1636543],[127256,324820,878394],[127504,475922,883522],[127722,471268,1114056],[128352,208812,658288],[128862,481299,1386979],[128989,486512,1136515],[129716,670283,1649459],[130773,338862,902069],[132959,898990,1910632],[133517,683325,1665326],[136057,912951,1926026],[137809,352324,926576],[138631,347118,699460],[138904,512641,1177157],[139657,355688,708205],[141171,703720,1692627],[142270,356926,935728],[143991,520759,1451835],[145179,522563,1197406],[147560,723613,1718359],[148543,366739,951976],[152677,537159,973376],[153253,539208,1473785],[153380,544421,1220820],[154107,739259,1734780],[155164,245195,732640],[160220,553519,1233419],[161650,390411,1497474],[164629,258657,757147],[165451,396231,771013],[165724,392115,990886],[166477,262021,561534],[166764,570397,1256974],[167233,576113,1012446],[169749,406646,1014224],[171849,1017636,2028454],[172023,785666,1787338],[175824,798708,1803205],[177438,426873,811484],[177565,426321,1046743],[178292,282552,599686],[179349,429192,1051626],[182093,603117,1563335],[184633,609775,821064],[185599,435887,614409],[186436,615524,1325810],[186988,437665,1071062],[189307,620407,1588167],[190730,299123,834445],[192395,625977,1087320],[194776,843878,1854038],[195179,450763,1600563],[195759,451124,855969],[196064,634008,1343020],[196533,639724,1094082],[199049,458664,1095860],[201314,643692,1359778],[203695,863869,1874029],[204678,466034,1106535],[209388,319848,652844],[209515,319296,868013],[210242,325753,666102],[211299,322167,872896],[212496,668043,1129356],[214170,487064,894032],[221170,683830,895257],[222600,908688,1921051],[224884,509827,703030],[225353,509708,925847],[227869,508209,1169894],[230143,510937,1692704],[233944,516757,711998],[236028,521834,717526],[236147,361564,522491],[238961,722492,1457283],[239894,366538,724603],[240574,365986,950244],[242324,727757,1212994],[242876,531715,964906],[246525,374279,745445],[247107,737019,1213661],[248781,544973,972151],[252698,746694,1489328],[253250,548075,1230417],[255569,751577,1748282],[257218,387683,983623],[261038,992007,2003595],[262326,389301,556359],[262795,389182,756418],[265311,569074,1255215],[267929,576232,780768],[273135,784617,1005684],[275516,1022608,2032768],[275919,584616,1792390],[276499,584977,782111],[279789,418642,592517],[280878,601983,811271],[290982,432778,611026],[293743,436544,1065147],[294177,437452,616137],[297315,832214,1326477],[298056,442379,622128],[299157,442260,833716],[301120,625248,837791],[301239,445949,625905],[303220,304986,450923],[308169,639843,854626],[313000,642963,857782],[313119,460859,643620],[314389,316866,465833],[315933,862748,1620041],[323497,323816,473574],[324079,468130,652631],[330544,674290,893819],[335991,897186,1128689],[336543,678386,886787],[340192,494805,676469],[342448,498404,691644],[344734,691484,1926103],[354705,1178278,2173024],[358978,520205,715745],[360560,521372,943085],[365287,527619,724390],[368835,531502,728370],[370532,372714,536429],[376627,743266,971938],[382239,547862,747307],[383148,386118,552789],[385377,980343,1489995],[390571,391282,393048],[408145,783888,1016521],[408264,579802,784545],[410245,412011,584776],[415194,588770,798483],[430522,430841,607427],[447245,449672,631033],[461293,464582,648748],[469039,469827,472009],[489361,678173,897799],[491058,493240,683100],[497153,687966,912695],[511097,511808,513574],[556793,557655,560082],[581098,583525,789673],[602892,603680,605862],[703464,704326,706753] ] cell #1329 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [241487],[244144],[261798],[294361],[295755],[302668],[321116],[323323],[335154],[337811],[345091],[355465],[361210],[369019],[370413],[382423],[383639],[383817],[387185],[389792],[390730],[393451],[401386],[402780],[409693],[416261],[418468],[428141],[430348],[435421],[442870],[445595],[449433],[453404],[454798],[460505],[461477],[465281],[468314],[469530],[469708],[481736],[489545],[490939],[496914],[497852],[502949],[504165],[504343],[510318],[511256],[513977],[520031],[527803],[534916],[536920],[539645],[546954],[548512],[552670],[556005],[556977],[559843],[563814],[565030],[565208],[576723],[579448],[583286],[587257],[588651],[594358],[595330],[602167],[603383],[603561],[609536],[613195],[617256],[621774],[622746],[623352],[629383],[631217],[632433],[640334],[642501],[650148],[653281],[656045],[660774],[661746],[674474],[675690],[681587],[683591],[686316],[692628],[695183],[702676],[703648],[706514],[711701],[717239],[718409],[719254],[725040],[729489],[733668],[734007],[734979],[743450],[744666],[745579],[752605],[753916],[760553],[763603],[766736],[780414],[788023],[789857],[791073],[794797],[798974],[808788],[811921],[814685],[820386],[826059],[827932],[828014],[828301],[838674],[839519],[843389],[845305],[854272],[858665],[863380],[865296],[873924],[884922],[898918],[903097],[903436],[904408],[908199],[912879],[914095],[929982],[933032],[936165],[942457],[943582],[944261],[955215],[955297],[955584],[960150],[976061],[976143],[980996],[991518],[1017404],[1018249],[1022119],[1024035],[1028018],[1033002],[1052654],[1063652],[1065623],[1076665],[1077344],[1098141],[1098820],[1114709],[1141486],[1141568],[1141855],[1146421],[1177789],[1203116],[1224978],[1268492],[1269171],[1306536],[1398346], [23914,995036],[30327,1071230],[41008,915008],[42916,1192465],[45651,1208723],[48850,1230585],[53099,1007031],[60055,1321839],[62940,1332845],[65675,1088667],[67029,1354837],[69764,1371095],[72512,888683],[75247,1403953],[78446,699341],[85628,1463495],[86494,1208436],[88513,966802],[90742,1485357],[91273,1486487],[93627,1496363],[96362,770894],[97661,775896],[100546,1529221],[103281,1280494],[104635,801141],[107370,1567471],[112993,1589962],[115123,1336891],[115989,1082861],[116898,855850],[117606,849754],[120989,1616573],[123875,1626253],[124406,1627383],[124741,1370808],[126760,877275],[132428,1658725],[133294,1403666],[135313,1153073],[137542,693625],[138073,507711],[140427,1691593],[143162,711879],[147789,1718985],[148320,949778],[149283,964787],[151340,960616],[152206,1729231],[159749,1493567],[161476,1755212],[161879,1500409],[162745,1242216],[164362,765178],[164893,568576],[170122,1781789],[172252,1533267],[173118,1274688],[174027,781992],[174735,1028484],[175601,1280207],[178118,599134],[181004,1818080],[181535,1819210],[181870,1567184],[183889,819414],[186867,1840703],[188256,1070943],[190463,833333],[191207,1086425],[193296,1082016],[195005,1854664],[195536,641749],[199422,1864910],[203924,1622748],[204455,1104337],[207475,1115175],[210068,665550],[216282,1905256],[216813,894469],[217776,886668],[219833,1146887],[220699,1915502],[222829,1409388],[223695,1158859],[228242,1688797],[229969,1941483],[230372,1695639],[231238,1437446],[232855,710485],[233386,517824],[233721,1442965],[236638,948933],[237576,1196511],[242755,1971323],[246351,744893],[250893,1985284],[251424,972588],[253129,1743308],[254518,1230298],[256725,981462],[259558,1241371],[265684,1773102],[267607,2019433],[268996,1006744],[271203,781386],[271734,1526425],[271947,1004789],[274036,1273843],[275745,2033394],[276276,578138],[279296,1033974],[280162,2043640],[284664,1814575],[285195,1044026],[288215,1307002],[290808,610474],[291211,1572906],[292077,1318974],[301730,847790],[307847,2095567],[309236,1088380],[311443,855244],[311974,1612987],[313610,1103492],[314548,1358883],[317269,1363128],[327865,1896211],[328396,1127147],[330305,887838],[331243,1129853],[331814,1394816],[334794,1655220],[336422,2140752],[340018,675917],[342851,1152228],[344560,2154713],[346796,1929579],[348185,1162414],[350392,923345],[350923,1179705],[353225,1436601],[358485,1189644],[372392,2198629],[376388,965957],[377326,1214158],[377897,1481622],[380877,1740541],[395909,2007698],[397298,1247735],[399505,1003373],[400036,993434],[401005,1775020],[402768,1524470],[408755,773932],[414872,2254207],[420635,1037395],[421573,1289968],[422144,1301683],[424294,1559504],[425124,1053965],[433181,1312343],[443528,2081891],[444285,1330049],[453023,1858141],[454786,1611032],[471687,2321857],[475683,1120516],[476621,1376530],[477192,1109856],[479342,1645550],[480172,875235],[480810,1647303],[483242,1654095],[488048,1395986],[492918,2345300],[502568,1173074],[504331,1431250],[526560,1965072],[529019,1200756],[529246,1459990],[529817,1199586],[538719,1732624],[541151,1739416],[545957,1482792],[553938,2214989],[563433,986803],[565196,1236020],[569931,1774881],[572546,1265046],[593432,1301601],[595864,1561864],[605540,2455710],[615292,1583193],[619918,1843283],[621435,1073219],[623340,1328094],[633542,1858002],[636157,1351092],[647689,2107031],[659848,1109774],[662280,1365488],[669794,1394734],[693159,1431929],[717157,1452073],[722026,1964933],[723124,1199504],[725684,1458865],[738770,1481540],[751088,1992840],[764712,1236699],[775430,1525149],[826738,1583054],[832867,1328773],[849288,1611711],[862282,2106892] ] cell #1330 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [78865,700125],[81068,515951],[96781,771678],[99774,576897],[104276,801272],[108207,608992],[119719,640508],[126401,877406],[128860,668174],[129714,888814],[131032,675146],[137160,915012],[142220,516060],[147558,949909],[153251,737150],[154105,966933],[155423,744122],[163980,995040],[166710,773053],[167695,774908],[167995,1007035],[169699,577006],[179608,808244],[189305,832345],[189605,1071234],[194774,1082992],[196010,846911],[196995,848766],[197295,1088671],[198999,640617],[203693,1104468],[211558,884378],[213183,886959],[213598,669278],[222598,1153204],[225815,916867],[227819,700234],[236599,1192469],[238907,948054],[245493,1208727],[247794,965078],[248209,738254],[255567,980474],[255867,1230589],[261036,1242347],[263257,996895],[265261,771787],[275514,1274819],[278035,1280498],[281565,1036516],[281980,802376],[299619,1074195],[301691,1332849],[313571,1354841],[315879,1102613],[322465,1371099],[324766,1119637],[325181,878510],[339160,1403957],[354703,1437577],[366685,1199877],[367100,952092],[389753,1496367],[408716,1529225],[429490,1567475],[436660,1321212],[442831,1589966],[510279,1691597],[576684,1781793],[640295,1864914], [21058,247042,963948],[21512,371908,1207597],[21585,245193,959628],[30122,297250,1070104],[31164,445726,1332774],[31704,303999,1081137],[35393,471203,1369969],[35466,322165,1114187],[38152,212431,885829],[38606,492434,1402827],[38679,338860,1145899],[43410,361341,1192394],[44709,369135,1203459],[48645,385312,1229459],[49269,553454,1492728],[49342,387681,1233550],[49687,556136,1496292],[50227,392061,1240492],[52894,267123,1005905],[53936,579579,1529150],[54476,411024,1272964],[55721,414388,1279368],[55794,277735,1027496],[58165,605056,1566345],[58238,429190,1306014],[60833,294477,1065966],[61142,621905,1589891],[65470,307363,1087541],[66670,642632,1614955],[67523,460636,1354766],[68281,465980,1362249],[68822,468430,1365831],[73006,329761,887580],[74305,489661,1398689],[76084,496370,1151970],[76624,341461,1151349],[76991,223916,913551],[78241,346312,1161575],[78938,508207,1428780],[79283,702807,1691522],[79823,512587,1435722],[81141,356924,1183166],[82914,719385,1714407],[83588,527919,1459208],[86715,734138,1729160],[89007,375844,965699],[90360,745583,1742960],[90484,547070,1484730],[91520,382539,1225321],[91829,548643,1486416],[96157,395425,1246896],[96854,569072,1515586],[98439,267232,774832],[98748,780545,1781718],[99021,582742,1273585],[99847,406644,1266022],[102339,414497,1027420],[103406,279739,799257],[105129,420091,1037137],[105887,599833,1558625],[106428,602283,1562207],[108747,431791,1311464],[109114,292298,1063108],[110866,828305,1840355],[110990,617372,1585096],[113424,443044,1329210],[114892,839650,1850086],[115566,631333,1600490],[118384,307472,848690],[118693,854403,1864839],[118966,448889,1081758],[119792,458662,1352068],[121835,461593,1355875],[124962,653412,1627312],[127254,475139,1120258],[128012,666249,1644671],[129412,487062,1137259],[130388,674590,1654438],[130723,492543,1145823],[131675,487211,1395107],[133515,903567,1915431],[134906,341876,907683],[137284,693741,1679960],[138320,346421,916791],[138629,503621,922234],[138902,705970,1436343],[139728,355686,932488],[143287,358928,941216],[144541,521503,1452197],[148541,528475,1200498],[150079,955588,1970975],[150203,729605,1724365],[153803,544971,1221564],[154779,743566,1739759],[155114,372017,959552],[156066,545120,1481913],[157746,383600,1486491],[162322,557093,1497401],[164104,765294,1764265],[165140,395534,996819],[165449,564486,1002262],[165722,559299,1241113],[166548,262019,763059],[167125,570513,1517588],[167277,576168,1264167],[168119,776012,1776923],[169380,411439,1021603],[172021,1018380,2028816],[172695,789973,1792317],[175822,1033133,2043569],[177988,426871,1047487],[178964,420918,807443],[179299,605165,1305938],[180251,430791,816972],[182091,812052,1819139],[183482,432206,1057240],[185654,614413,1582845],[186986,616268,1326743],[189729,833449,1844398],[190906,443153,1074119],[195757,631889,1096158],[196425,634124,1604150],[196577,639779,1350213],[197419,849870,1860044],[198680,304414,842873],[204676,649604,1362870],[206338,469491,1627387],[209938,319846,868757],[210914,475966,883577],[211249,471312,1114111],[212201,323766,658332],[212540,668098,1386834],[213074,674219,1136506],[216003,487626,1138363],[218572,1141859,2140404],[218696,899034,1910636],[223272,912995,1926030],[225245,510379,926620],[225397,509763,1172195],[226239,347479,700012],[227500,513002,1177273],[230815,703764,1692631],[233942,711157,936956],[235167,520750,716400],[236083,717530,1456636],[236699,522607,1197461],[239322,722608,1717318],[240997,366536,950988],[242874,728501,1213927],[245617,960732,1975018],[246093,536881,1729235],[246794,537203,973431],[247151,737074,1473640],[247685,743195,1220811],[250614,545535,1222668],[253248,747438,1490261],[255991,981578,1993955],[257168,553563,1233474],[262687,389853,757191],[262839,389237,985924],[263681,396592,771565],[264942,392476,991002],[266405,773674,1256965],[268290,576784,1013219],[276497,790529,1014522],[278159,1028600,2038774],[280922,602038,811315],[281456,601912,1046734],[284385,600248,1298478],[287078,603344,1819214],[291654,609819,821119],[294106,615515,827175],[294232,437496,616192],[297359,832269,1588022],[298417,442931,834489],[299201,442315,1072340],[301175,837795,1342373],[301791,626021,1087375],[305961,451485,856521],[306645,847532,1343011],[308530,640395,1094855],[313055,857786,1619394],[313671,643736,1359833],[316294,862864,1872988],[318223,466395,1106651],[322589,1115291,2116977],[324123,468185,652675],[324657,468059,868004],[327586,666664,1385040],[330588,674345,893863],[336541,897930,1129622],[339284,1147003,2144447],[339760,683552,1915506],[340461,683874,895312],[344281,501145,692206],[345594,702537,926386],[357348,517118,712550],[360604,521427,1191604],[361071,522373,718151],[364504,948675,1457274],[365331,527674,724434],[366576,527548,950235],[368764,727748,954458],[368890,531546,728425],[371084,373075,536981],[376671,743321,971982],[382168,746685,975304],[382294,547906,747362],[383700,386479,553341],[385421,980398,1748137],[394023,394405,561895],[394707,555866,756957],[402058,780275,1012985],[408200,1016525,1256327],[408816,784661,1005739],[412986,585338,782663],[415555,589322,799035],[418210,798935,2043644],[429614,1307118,2275617],[434611,613767,825304],[436426,615034,1065138],[441538,621635,834255],[445456,625787,838416],[447300,449716,631088],[454076,854133,1094621],[460366,643502,858407],[461348,464626,648803],[463799,1103234,1620032],[469591,470379,472370],[489290,897177,1140729],[489416,678217,897854],[491610,493601,683652],[497197,688021,912750],[514549,514931,708566],[532943,535588,733868],[548373,551948,752805],[556848,557710,560126],[579309,784427,1017146],[581153,583569,789728],[587929,794997,1032863],[603444,604232,606223],[653142,654072,656717],[679614,682259,903297],[703519,704381,706797],[811782,812712,815357] ] cell #1331 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [300259],[303218],[323495],[361265],[362789],[370468],[391280],[393899],[407284],[410243],[418640],[430520],[437117],[445650],[447174],[460560],[461929],[462084],[465831],[468766],[469763],[473424],[481791],[483315],[490994],[498402],[501021],[511806],[514425],[520203],[528255],[531167],[535368],[539700],[541224],[547527],[548567],[552725],[556060],[557429],[557584],[570970],[579503],[581027],[587709],[588706],[592367],[594413],[595782],[595937],[602619],[603616],[607277],[613643],[621829],[629438],[630807],[631669],[634581],[642556],[644193],[648522],[648677],[652296],[653336],[656497],[660829],[662198],[662353],[674926],[677838],[682039],[686371],[687740],[687895],[694198],[695238],[702731],[704100],[704255],[710937],[715595],[718277],[719309],[724055],[725095],[725757],[732092],[733132],[734062],[735431],[743902],[746204],[752069],[754368],[757648],[760608],[761977],[765751],[766791],[780469],[781838],[788078],[789447],[790309],[793221],[794261],[802833],[810936],[811976],[815137],[820838],[826050],[826883],[827873],[828069],[828926],[834946],[838542],[839574],[843330],[844320],[845360],[854327],[855696],[856656],[858533],[863321],[865351],[872348],[873388],[875687],[878967],[893484],[901521],[902561],[903491],[904860],[908140],[913331],[923797],[927077],[930037],[931406],[936220],[942466],[943573],[944406],[944698],[955156],[955352],[956209],[962229],[971603],[976002],[976198],[983075],[991459],[1003825],[1017272],[1018304],[1022060],[1023050],[1024090],[1033057],[1034426],[1051078],[1052118],[1054417],[1057697],[1065632],[1076656],[1077489],[1077781],[1098132],[1098965],[1141427],[1141623],[1142480],[1148500],[1157874],[1177730],[1190096],[1203125],[1224987],[1268483],[1269316],[1269608],[1398355], [34939,1118507],[43620,1197627],[57711,1035386],[60227,1321895],[63506,1337715],[63644,1338007],[67733,1359999],[73216,1130969],[82360,1452789],[85800,1463551],[86316,1467514],[89217,1215274],[90914,1485413],[94193,1501233],[94331,1501525],[97833,1007656],[101112,1534091],[101250,1534383],[105339,807317],[114338,1594071],[117778,1089292],[120607,1615547],[121161,1616629],[122824,1623572],[124047,1626309],[124563,1630272],[127464,883451],[129160,888738],[132600,1658781],[133116,1662744],[135879,1410212],[136017,1410504],[137714,915633],[140993,1696463],[141131,1696755],[147961,1719041],[151512,1209348],[152637,973305],[153551,966857],[157622,1744812],[159571,1750781],[161094,1754186],[161648,1755268],[164534,995661],[171467,1785898],[174907,1281119],[175423,1539881],[176167,1287139],[177736,801196],[178290,599684],[179953,1815399],[181176,1818136],[181692,1822099],[184455,1573730],[184593,820993],[190081,1844989],[190635,1071855],[191757,1087249],[194220,1082916],[195177,1854720],[200557,1868310],[206214,1879636],[207647,1371720],[209686,877330],[210240,666100],[211903,1897035],[216454,1905312],[217106,1656044],[220005,1404578],[221130,895186],[222044,1153128],[223517,1158914],[226115,699396],[228064,1937052],[229587,1940457],[230141,1941539],[233027,935180],[233543,1702253],[234287,1449897],[237296,1962567],[238126,1197335],[240745,949833],[241542,1213042],[245045,1208491],[245969,1975609],[246523,745443],[251065,1985340],[251717,1741365],[256897,1231210],[260482,1242271],[263557,770949],[265506,2015171],[269013,1525294],[270821,2023719],[271375,1013676],[271556,1782493],[272497,1005613],[274960,1274743],[275917,2033450],[277587,1280262],[281297,2047040],[285488,1308615],[286954,2058366],[288387,1568096],[290426,819469],[290980,611024],[291899,1319029],[294813,1070998],[295810,1325858],[302388,2086811],[305837,855905],[309253,1611856],[311061,2099853],[311615,1095312],[311796,1865614],[315098,1359707],[317717,1104392],[322017,1370863],[324498,2120898],[328689,1116788],[329541,1898911],[330963,2131996],[331179,1654104],[331793,1130677],[334412,894524],[335209,1128737],[338712,1403721],[339636,2145038],[340190,676467],[344732,2154769],[348202,1432074],[350564,1169346],[350745,1179760],[354149,1437501],[356776,1443020],[357224,711934],[365706,2191011],[369471,964842],[375624,1978939],[377046,2203549],[377262,1739425],[377876,1214982],[380495,972643],[382875,1230353],[383872,1489376],[387533,1493622],[397315,1236844],[399677,1254667],[399858,993489],[400469,1774890],[401838,1006799],[402709,1524461],[402835,1257459],[406496,1526480],[409413,2245451],[412862,782047],[418086,2258493],[419871,1301738],[421509,1561873],[422123,1290792],[424742,1044081],[429042,1567239],[441318,2081036],[444302,1328918],[450091,2299329],[452487,1858011],[453856,1088435],[454727,1611023],[454853,1343505],[458514,1613042],[465001,2314239],[474919,1109911],[476557,1365497],[477171,1377354],[479790,1127202],[480751,1647294],[483160,1394871],[489997,886723],[497572,2350220],[502032,1172942],[503401,1162469],[504272,1431241],[504398,1420217],[508059,1688852],[526024,1964942],[527393,1199641],[529182,1458874],[529796,1460814],[538660,1732615],[541069,1481677],[551728,2214134],[560501,2411951],[562897,986671],[564266,1247790],[565137,1236011],[565263,1507023],[568924,1773157],[572010,1264914],[583944,2433182],[593373,1301542],[615160,1583063],[619859,1843274],[620899,1073087],[623198,1330104],[623281,1328085],[623407,1590666],[635621,1350960],[647153,2106901],[659789,1109715],[669735,1394675],[707172,2532477],[717098,1452064],[717294,1712640],[723065,1199445],[738711,1481481],[751029,1992831] ] cell #1332 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [57085,599081],[71306,665497],[77528,693572],[87741,744840],[95444,765125],[98128,775843],[104172,800522],[108912,610421],[112594,833280],[114038,847737],[118073,849701],[126297,876656],[129610,888064],[134541,675864],[142244,710432],[146228,948880],[147454,949159],[148794,963958],[151807,960563],[154001,966183],[159350,981409],[169723,781333],[171167,773879],[175202,1028431],[183426,609161],[186901,1066033],[187767,1070114],[194670,1082242],[199023,855191],[202363,1103439],[203589,1103718],[207942,1115122],[214721,887785],[215947,675315],[217287,885839],[220300,1146834],[222494,1152454],[227843,923292],[242789,1203526],[249332,965904],[250558,744291],[253163,1225388],[254029,1229469],[260932,1241597],[265285,1003320],[267641,775017],[268507,1005915],[275410,1274069],[283103,1037342],[284329,808413],[288682,1306949],[307881,848875],[308747,1087551],[319761,1365898],[326304,1120463],[327530,884547],[336456,1398756],[346830,916976],[347696,1161585],[354599,1436827],[366451,1459275],[367670,1200703],[395943,997004],[396809,1246906],[426786,1562274],[443562,1074304],[443796,1329220],[486977,1654505],[521612,1452207],[544886,1739826], [31140,191154,1086413],[31825,193444,1081963],[31869,302615,1336879],[34313,465228,1622736],[43386,237523,1196499],[44733,368966,1463483],[45395,243655,1207607],[47932,546901,1743296],[50348,259706,1241318],[50392,390677,1500397],[53912,271894,1004777],[54597,274184,1273790],[54641,409640,1533255],[60522,617203,1840691],[60857,294308,1321827],[62477,301355,1332784],[66566,641882,1867992],[67499,314495,1358871],[68402,317417,1363075],[68846,468261,1626241],[69508,320627,1369979],[72982,331190,1129841],[74329,489492,1658713],[74991,337322,1402837],[76745,342999,1152175],[76789,497799,1409376],[79944,353373,1436548],[79988,511203,1695627],[82810,718635,1962249],[83213,236263,1192404],[83612,527750,1718973],[86095,729436,1971311],[88983,377273,1214146],[91544,382370,1485345],[92479,386696,1492738],[93164,389417,1496302],[98463,401333,1006530],[100083,408380,1529160],[102363,587204,1279993],[103025,415772,1279378],[103527,279763,1033921],[105105,421520,1289956],[106008,424442,1559451],[106452,602114,1818068],[107114,427652,1566355],[108868,433329,1312290],[111792,442495,1589901],[114788,838900,2086493],[115590,631164,1854652],[118408,453351,1088166],[120227,459959,1614965],[121460,313235,1354776],[121859,461424,1616561],[127230,476568,1376518],[128133,479490,1645497],[130013,329930,887639],[130412,674421,1905244],[130747,681534,1403452],[131796,488196,1395933],[132895,898865,2140740],[134850,496539,1152029],[136184,344225,913720],[138344,502896,1162200],[139279,507222,1687968],[139964,509943,1691532],[142906,517335,1442136],[143408,358952,1189591],[145595,523503,1714417],[148517,529193,1459978],[151005,536545,1729170],[154404,376013,965758],[154803,743397,1985272],[155138,534863,1208222],[156187,546105,1482739],[158548,383264,1486426],[162346,556924,1755200],[165164,563761,1247521],[166099,568087,1772273],[168723,576808,1264993],[168921,576348,1781728],[169324,582911,1273644],[170502,577649,1525596],[171917,1017630,2245133],[172719,789804,2033382],[174421,414906,1027605],[177356,593812,1806792],[178589,420260,1037196],[178988,595277,1042898],[179323,814632,1566970],[180372,430815,1053912],[184760,434555,1063277],[186294,615239,1583181],[190930,622693,1329835],[192811,626917,1850096],[198023,640419,1351039],[198221,639959,1864849],[198624,449058,1081817],[199802,641260,1612158],[201730,314302,1355942],[207140,469155,1627322],[209306,660228,1888428],[210539,475308,1120317],[210938,661693,1126019],[211273,655992,1370594],[212322,323790,875182],[212949,668283,1647437],[214088,670174,1900688],[214303,674278,1393987],[215565,492952,1146008],[219498,683216,1915441],[223296,912826,2154701],[226843,510403,1173021],[227041,503790,922293],[227444,706139,1436402],[228622,514875,932657],[230839,703595,1941471],[232541,516469,1183275],[235226,716410,1712322],[236723,718356,1457542],[239812,723504,1965994],[241195,528644,1200557],[246818,734926,1222982],[247560,737259,1732758],[248699,739150,1980716],[248914,743254,1480793],[250176,372426,959737],[257192,753863,1493353],[259073,390484,1497468],[264285,389877,986750],[264483,564655,1002321],[264886,559468,1241172],[266064,394349,763228],[266574,773733,1517453],[268398,780202,1264164],[270413,577415,1266131],[273551,785557,2028826],[278961,798599,2043579],[281331,602653,1047596],[282470,421327,808058],[282685,601971,1300854],[283947,605574,1306123],[287880,603008,1819149],[291678,820333,1058544],[293177,614410,826047],[294165,827185,1587410],[294847,616377,1326802],[297768,832454,1843417],[300171,442955,1073166],[301815,838621,1343279],[304904,843769,2090238],[305457,450836,1600557],[306287,632058,1096217],[306814,847591,1604015],[308638,854060,1350210],[310653,641026,1352177],[313695,858612,1620300],[316784,863760,2107953],[318167,649773,1362929],[324532,468800,868866],[325671,476375,884192],[325886,468118,1109027],[327148,471721,1114296],[329036,886454,1386831],[330997,674960,1137368],[340485,904355,1138677],[342366,908579,2150145],[345763,702596,926560],[347587,702464,1172192],[349602,700643,1428889],[352740,511010,1692698],[358150,711326,937015],[360998,717527,943570],[361130,522547,718210],[364673,948734,1717183],[365740,528289,951097],[367252,527607,1198757],[368823,954468,1473028],[369505,728610,1213986],[374197,537612,974046],[375119,964573,1473637],[377080,743936,1221673],[382227,975314,1747525],[382909,747547,1490320],[385830,980583,1992974],[388049,553972,1233659],[392966,991898,2223336],[394876,555925,757131],[396700,555793,985921],[398715,772196,1515695],[402227,780334,1013159],[408840,1017351,1257233],[411929,1022499,2248878],[412482,584689,1792384],[413312,790698,1014581],[417678,592435,799666],[419366,810793,1047422],[432696,610228,821734],[436600,615093,1321077],[436974,616203,827800],[440813,1070729,1588019],[441707,621694,834429],[443687,621562,1072337],[445383,837792,1076653],[445515,625961,838475],[447915,450125,631703],[454245,854192,1094795],[460293,857783,1098129],[460425,643676,858466],[461963,465035,649418],[463968,1103293,1872853],[473492,473940,658741],[474414,652153,868692],[482655,893341,1137194],[489349,1140739,1386222],[490031,898039,1129681],[494723,684283,895927],[497606,688636,913365],[500641,691557,1926097],[513492,1178169,2370007],[519241,715663,941625],[521438,717025,1191601],[526888,723912,950923],[531024,728436,955083],[533002,535757,733927],[540564,971460,1221499],[547384,747373,975929],[548432,552117,752864],[551223,1230084,1748134],[557463,558325,560535],[579236,1016522,1268480],[579368,784601,1017205],[581768,583978,790343],[588098,795056,1032922],[607345,607793,817381],[627325,630302,844177],[644050,648017,864168],[653201,654131,656886],[677695,897865,1141354],[679673,682428,903356],[687235,908987,1157731],[704134,704996,707206],[757505,758495,761472],[785965,788942,1022907],[811841,812771,815526],[926934,927924,930901] ] cell #1333 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [108469],[131567],[142522],[155958],[167752],[170336],[180143],[183657],[197052],[199636],[212093],[213644],[216581],[225872],[228456],[248255],[251192],[263314],[265898],[266811],[267096],[282026],[284963],[299676],[307051],[307336],[325227],[328164],[328944],[346000],[346285],[364910],[367146],[375027],[395113],[395398],[402464],[419274],[440721],[441944],[443017],[454482],[464205],[474322],[482563],[521343],[526796],[535994],[540472],[551131],[552354],[588335],[616108],[630210],[647925],[657123],[682665],[687143],[728341],[747278],[761380],[788850],[815763],[868597],[897770],[930809],[950828],[1047327],[1137099],[1221404], [24552,163501,166508],[35239,205971,209443],[35798,208555,212218],[37083,129766,213437],[41646,139688,231994],[44308,239949,240502],[46750,154157,248048],[49949,258422,262526],[50013,258629,262733],[52459,168160,267402],[56642,104328,281819],[56890,57518,282607],[58011,177493,286711],[58570,180268,289295],[59172,108717,432833],[59386,109074,292833],[61895,298256,298888],[61959,298463,299095],[63914,194826,198529],[65035,197460,307642],[69022,319216,323987],[69124,319522,324293],[70863,126453,325020],[71111,71739,325808],[72280,213735,329637],[73904,214225,334169],[74138,134516,494860],[76346,134755,222650],[76951,77321,224451],[77806,137325,346591],[78075,78898,347318],[79545,225084,352089],[79609,225291,352296],[80914,142581,356981],[81101,142791,516957],[81473,143304,359565],[84396,365195,365906],[84498,365501,366212],[84767,147610,366939],[86981,245658,249948],[87040,155282,245250],[87716,90139,374334],[88281,248346,375720],[89905,248836,380252],[93395,389124,394583],[94601,261088,264791],[95722,164145,395704],[95991,96814,396431],[97186,266499,400288],[99501,268129,405913],[99565,268336,406120],[99749,170395,406701],[99807,173874,585177],[101520,169229,275566],[102507,102700,277792],[102641,174193,278200],[103423,103942,280376],[104403,177003,419967],[104849,105904,421088],[106628,280786,426241],[106730,281092,426547],[108533,183842,432252],[108764,184103,609989],[109901,436331,436399],[110623,189362,438666],[112761,441414,442202],[113207,189770,443323],[115757,304551,309823],[115942,198823,304460],[116745,119752,451324],[117131,306739,452306],[119446,308369,457931],[119510,308576,458138],[119694,199695,458719],[123014,203745,318072],[125228,322630,326920],[125287,211417,322222],[126528,208953,475015],[126974,128029,476136],[128917,218329,679387],[130891,133840,338917],[131196,330452,486432],[131298,330758,486738],[131631,216766,487672],[131692,220913,684044],[133781,215337,339325],[135049,135266,341922],[135081,221282,342013],[139630,228515,508264],[140195,345470,509650],[141401,227349,354755],[142420,232757,515924],[144329,521176,521246],[145151,239368,523623],[146911,364598,525843],[148088,239459,528351],[149021,368272,375244],[149836,153308,532716],[151242,249937,371881],[152420,156083,537373],[155587,376535,544341],[155689,376841,544647],[156022,251377,545581],[157379,255624,382015],[159963,256032,387821],[160022,257336,387738],[162513,392613,397885],[162698,265085,392522],[166450,265957,569129],[167030,400385,570252],[167171,273107,785677],[169523,173071,411485],[169890,401934,576055],[170234,271105,576870],[172886,269583,411576],[174182,174637,414361],[179467,182416,429247],[180207,285148,600294],[182357,283719,429655],[186071,293614,614977],[186356,297223,616530],[187994,439257,440938],[191456,306923,444788],[192367,196471,627037],[196330,452403,633863],[199190,453952,639666],[199534,311345,640481],[201286,316340,460079],[203046,463893,646972],[204223,316431,466503],[204408,318366,466441],[205156,467567,474539],[207377,326909,471176],[212157,328349,666710],[212404,335911,898192],[212822,480694,667917],[212876,329348,668014],[215326,219735,492407],[217514,329161,488798],[227643,231191,513048],[228354,350294,700098],[231006,348772,513139],[235277,360403,716545],[237825,364782,524232],[238502,525264,527013],[239227,525940,722347],[242244,247015,728763],[247433,538603,736893],[247487,375431,736990],[252333,381676,546966],[252618,385285,546228],[254256,549667,551348],[256627,387810,553427],[257718,394985,555198],[265796,399407,771651],[266683,272196,578641],[281258,419678,801112],[283708,288117,605029],[285896,419491,601420],[295439,438327,617268],[296841,441816,619047],[297641,619802,832088],[297695,441125,832185],[303594,628678,630427],[312249,459698,641885],[312653,460013,642472],[314797,464077,645361],[315474,646393,648142],[316199,647069,862603],[324459,474726,877246],[330924,482967,888654],[332169,482780,671935],[345872,351385,701869],[362037,523242,718638],[362441,523557,719225],[365667,527200,949749],[370097,532377,729501],[371499,535866,731280],[377007,540876,966773],[378252,540689,740911],[384903,552226,750217],[385703,750972,980217],[385757,551535,980314],[391656,759848,761597],[402336,403866,777687],[410619,787318,789067],[446422,626656,838903],[446826,626971,839490],[450052,630614,1082832],[454354,455884,851545],[461736,644686,859481],[464962,648329,1104308],[470794,656995,871536],[490623,679048,898930],[492025,682537,900709],[497533,687547,1153044],[498778,687360,910340],[512182,929277,931026],[557236,758141,987619],[560462,761784,1242187],[580275,785296,1017633],[580679,785611,1018220],[583905,789254,1274659],[588207,589737,1030275],[604647,815635,1050266],[631476,844813,1083911],[703907,927570,1173890],[707133,931213,1437417],[790116,1023543,1275738],[913138,1158367,1416634], [14216,64332,116069,119103,305041,305594],[16323,35817,125963,128386,208614,473629],[19989,82966,144944,239161,362562,362607],[21545,87468,151313,154997,372914,373546],[24338,50197,162825,165859,259210,393103],[26703,99158,101938,173198,412066,412619],[28810,58589,106261,183092,289354,607482],[29687,111031,186662,297529,438522,438572],[31426,114944,192160,196264,446947,446992],[31721,116476,194060,198435,449886,450597],[33870,66722,201079,312774,312819,316133],[34118,34746,201867,204535,204813,316921],[35426,69393,207448,211132,320249,472209],[38639,130606,134268,219806,493440,494072],[39613,76221,135393,136705,342503,500778],[41432,79793,139039,231318,352877,513629],[42224,81372,81492,234943,359624,715800],[42684,145242,235970,364380,522799,522802],[45011,150244,242550,247321,532572,532622],[48210,90525,252924,381871,381921,385591],[48479,49302,253651,256698,257051,386318],[50244,93841,260322,264697,390245,560296],[54198,166964,172073,272900,580800,580845],[54493,169135,173605,274800,583739,584450],[55754,102222,174708,176575,415394,591784],[56025,56235,103961,176823,280435,592572],[58198,106999,179182,288188,427274,606062],[59580,185759,293263,436234,614549,614552],[62708,192458,301062,306521,626213,626216],[66797,119874,312942,459255,459258,463675],[67243,68298,314063,317557,317978,464796],[74607,212710,218737,336217,679243,679293],[76641,134661,221884,224182,497367,691318],[79840,140641,227255,353989,510771,706967],[100314,266281,273198,408087,784853,784856] ] cell #1334 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [106023],[108883],[128148],[131811],[139282],[142909],[156202],[166102],[170505],[177359],[179757],[183429],[184259],[199805],[209309],[211707],[212952],[214091],[215950],[216910],[225135],[232458],[239815],[247563],[248702],[250561],[251521],[262577],[266895],[267644],[268180],[270330],[280907],[284332],[297771],[298307],[304907],[307135],[307884],[308420],[310570],[316787],[324108],[327533],[328879],[330251],[330573],[342369],[344228],[346833],[349519],[364994],[365316],[372429],[372965],[374962],[376334],[376656],[385833],[386369],[392969],[394352],[395946],[398632],[401176],[411932],[414909],[415445],[417595],[420581],[434558],[437481],[440656],[443565],[449379],[449701],[453194],[464289],[464611],[468803],[471724],[472260],[473857],[475629],[492955],[493491],[496860],[497182],[502739],[513495],[514878],[516472],[519158],[522213],[528292],[528965],[531531],[534706],[547891],[551066],[553975],[556062],[556581],[559789],[560111],[563604],[577418],[583232],[583554],[587047],[602656],[605577],[606113],[607710],[609482],[621831],[622350],[622536],[625627],[641029],[643342],[644557],[650094],[652138],[652293],[652660],[655835],[674963],[675636],[678202],[681377],[700646],[702733],[703252],[706460],[706782],[710275],[717213],[723897],[724052],[724419],[743939],[744612],[748148],[753706],[756396],[756797],[758012],[772199],[780471],[780990],[781176],[784267],[808734],[810778],[810933],[811300],[814475],[826723],[833694],[834095],[844684],[854329],[854848],[855034],[857469],[869467],[884868],[886642],[893326],[893481],[893848],[923135],[925825],[926226],[927441],[943063],[945511],[961378],[964761],[971445],[971600],[971967],[1003163],[1005453],[1012424],[1012825],[1023414],[1036199],[1048197],[1070917],[1078594],[1087089],[1094060],[1094461],[1119320],[1129334],[1131782],[1147649],[1158238],[1197175],[1198440],[1213639],[1216087],[1230272],[1270421],[1286288],[1326455],[1338820],[1359547],[1360812],[1411317],[1489973],[1502338],[1535196],[1697568], 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] cell #1335 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [312152],[314289],[361181],[361940],[383068],[390471],[437060],[445566],[446325],[447688],[450823],[460476],[461235],[468959],[510997],[531110],[533053],[536349],[547470],[555976],[556735],[558098],[579419],[580178],[581541],[584676],[590986],[602812],[621745],[624825],[627411],[630975],[649191],[652239],[654182],[659063],[677781],[679724],[683020],[688409],[691544],[702647],[703406],[704769],[714214],[720372],[723998],[727280],[752915],[756284],[758581],[780385],[783465],[786051],[789615],[795107],[798403],[807831],[810879],[812822],[817703],[821507],[830045],[831463],[836813],[854243],[860628],[864254],[866863],[883965],[889801],[893427],[895700],[896709],[906487],[909073],[912637],[922344],[925713],[928010],[937066],[945966],[946909],[967920],[971546],[973819],[978174],[984698],[1002372],[1008775],[1010193],[1010983],[1014632],[1015543],[1026275],[1039358],[1042984],[1045593],[1058630],[1064825],[1068888],[1090411],[1091829],[1092619],[1096268],[1100525],[1122479],[1126105],[1129732],[1132237],[1133180],[1134959],[1138763],[1150367],[1164445],[1166653],[1170969],[1191230],[1201640],[1214037],[1216542],[1217485],[1219264],[1223068],[1249766],[1251974],[1256652],[1257319],[1260715],[1262079],[1292352],[1295074],[1320476],[1326853],[1330974],[1342698],[1343365],[1346761],[1348125],[1364012],[1378914],[1381636],[1386232],[1386460],[1389912],[1424837],[1456961],[1457628],[1461254],[1473038],[1473266],[1476718],[1490371],[1494492],[1511643],[1516852],[1553430],[1583397],[1587420],[1587648],[1603414],[1619719],[1620386],[1624012],[1639476],[1683907],[1712332],[1716582],[1721226],[1743512],[1747535],[1747763],[1768212],[1838758],[1840907],[1856905],[1868002],[1872252],[1954483],[1962259],[1971527],[1988315],[2035635],[2078447],[2086503],[2140956],[2195185],[2245143],[2341856] ] cell #1336 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [78972],[81175],[96888],[99881],[105894],[108754],[119826],[128019],[131682],[137291],[139266],[142227],[142893],[156073],[164111],[166086],[167132],[168126],[169706],[170489],[177343],[183413],[189736],[196432],[197426],[199006],[199789],[209293],[212936],[213605],[214075],[215934],[224815],[227826],[239329],[239799],[245624],[247547],[248216],[248686],[250545],[255998],[262257],[265268],[266378],[267628],[267860],[278166],[279746],[281987],[284316],[297755],[297987],[304421],[304891],[306618],[307868],[308100],[316301],[316771],[322596],[323773],[325188],[327517],[329734],[339291],[341883],[342353],[344212],[346817],[358935],[361435],[364477],[367107],[372413],[372645],[375817],[385817],[386049],[389860],[392483],[392953],[394336],[395930],[411446],[411916],[414893],[415125],[420064],[429621],[430798],[432213],[434542],[437295],[442938],[443549],[445820],[448862],[460730],[463772],[466402],[468317],[468787],[471708],[471940],[475112],[487633],[492939],[493171],[496343],[510386],[513009],[513479],[514862],[516456],[527806],[528276],[528448],[531345],[545542],[547705],[548737],[553959],[555778],[555999],[556230],[559272],[576791],[577402],[579673],[582715],[600255],[602170],[602640],[605561],[605793],[608965],[615212],[621547],[621768],[621999],[640402],[641013],[644371],[649577],[652012],[652474],[653506],[666671],[674477],[674947],[675119],[678016],[700630],[702449],[702670],[702901],[705943],[716938],[723771],[724233],[734232],[743453],[743923],[744095],[746382],[757826],[772183],[773852],[780187],[780408],[780639],[808217],[810652],[811114],[812146],[826523],[829104],[844498],[847710],[854045],[854266],[854497],[884351],[886367],[893200],[893662],[903661],[915811],[927255],[948853],[956387],[964486],[971319],[971781],[995839],[1005253],[1007834],[1023228],[1033227],[1070642],[1072033],[1086889],[1089470],[1103412],[1142658],[1158052],[1196975],[1209526],[1229997],[1231388],[1281297],[1359347],[1371898],[1404756],[1568274], 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] cell #1337 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [34099],[48376],[50178],[64313],[66487],[66532],[67130],[69290],[79774],[82731],[82776],[87365],[90310],[93130],[93728],[101919],[106896],[110816],[111758],[113958],[114709],[114754],[116363],[123443],[134165],[136686],[139930],[140528],[146148],[146478],[149103],[150029],[150971],[158514],[168887],[171087],[171838],[171883],[173492],[176472],[180572],[188076],[191306],[193364],[193694],[198187],[202283],[202613],[207106],[214641],[214971],[217596],[218522],[219464],[221664],[224069],[227007],[237675],[249252],[249582],[254338],[259626],[259956],[264449],[268816],[269965],[272046],[274104],[274434],[277059],[278927],[283023],[283353],[287846],[306253],[309056],[310205],[314647],[317337],[326224],[326554],[331342],[332883],[340861],[342919],[343249],[348005],[349154],[353293],[353623],[358116],[367590],[368672],[374527],[377425],[378966],[397118],[398267],[404427],[413278],[417230],[421672],[423213],[424362],[433249],[433579],[439657],[444105],[444530],[445279],[456445],[466885],[476720],[478261],[479410],[483729],[488116],[489198],[495053],[505990],[518793],[523974],[524723],[529345],[529899],[529977],[541638],[546025],[550067],[554515],[566855],[573510],[578383],[579132],[596351],[600738],[615391],[617601],[617679],[624067],[637121],[645103],[645852],[650474],[662767],[667154],[670645],[676570],[676648],[696738],[697244],[716648],[719614],[726171],[739621],[746561],[748771],[748849],[768291],[768797],[776319],[782707],[803743],[826227],[829283],[836556],[846436],[850177],[856904],[859870],[879877],[918278],[938226],[944946],[952469],[956566],[974356],[998306],[1025166],[1065469],[1066916],[1074566],[1078029],[1142837],[1191855],[1204409],[1269856],[1320490],[1399639] ] cell #1338 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1339 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1340 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [50742],[68910],[80338],[83676],[93096],[106516],[109262],[111724],[115654],[121923],[123400],[130476],[136856],[139896],[142308],[145010],[146435],[150937],[154867],[158480],[162410],[168853],[169787],[172783],[174546],[179052],[180529],[183358],[186774],[192226],[193651],[198153],[199087],[201145],[202570],[207072],[208341],[211002],[213503],[214928],[215690],[215879],[219430],[221380],[223360],[226973],[227907],[230903],[242662],[246882],[248114],[249539],[250301],[250490],[253036],[258488],[259913],[261267],[264415],[265349],[267514],[267568],[269681],[272966],[274391],[276706],[278893],[279827],[281885],[283310],[284072],[284261],[287812],[289081],[291742],[298954],[303239],[304319],[306219],[307754],[307808],[309921],[319634],[319727],[323854],[325086],[326511],[327273],[327462],[330039],[332530],[336329],[340549],[341781],[343206],[344157],[346703],[346757],[348870],[352155],[353580],[354934],[358082],[359016],[359351],[366324],[366417],[367005],[368638],[370401],[372299],[372353],[374484],[376122],[378613],[388174],[391301],[392381],[394281],[395816],[395870],[397983],[401458],[405979],[410264],[411344],[413244],[414779],[414833],[418999],[420369],[421254],[422860],[426659],[426752],[430879],[432111],[433536],[434487],[434890],[439623],[443435],[443489],[444669],[445236],[447101],[453476],[457997],[465852],[466300],[466601],[467933],[469696],[471594],[471648],[475417],[476302],[477908],[486850],[486943],[487531],[489164],[490927],[492825],[492879],[495010],[498423],[501403],[503021],[503899],[511827],[512907],[514807],[516342],[516396],[516435],[524113],[524680],[525630],[528753],[530041],[530128],[537539],[544759],[544852],[545440],[547124],[550033],[552658],[553845],[553899],[554162],[555079],[557511],[563886],[564764],[573476],[577288],[577342],[577381],[578522],[579089],[580954],[586876],[588639],[595402],[600153],[601786],[603549],[605447],[605501],[610155],[617426],[617743],[617830],[618928],[622818],[624217],[629044],[632167],[637087],[640899],[640953],[640992],[642421],[642697],[645242],[645809],[646759],[648604],[651257],[658668],[661818],[666569],[670784],[671351],[672301],[673231],[676712],[676799],[684210],[685390],[687822],[696704],[700516],[700570],[700609],[701750],[704182],[711435],[719174],[719450],[719764],[720986],[729659],[731161],[735051],[739760],[740327],[741277],[742207],[745589],[746061],[748913],[749000],[750098],[760214],[768257],[772069],[772123],[772162],[776383],[776470],[777568],[778558],[782857],[787684],[790807],[792182],[799593],[803882],[804449],[805399],[806329],[809897],[817308],[820458],[828311],[828783],[836522],[839439],[839715],[841251],[850241],[850328],[851426],[852416],[856647],[860020],[861242],[871417],[880016],[880583],[881533],[882463],[889193],[890415],[891455],[899088],[900590],[904480],[910706],[918342],[918429],[919527],[920517],[929643],[941552],[944689],[952608],[953175],[955594],[956066],[963805],[967312],[968534],[969574],[984651],[989380],[998370],[998457],[999555],[1000545],[1018169],[1018445],[1019981],[1030156],[1038750],[1039972],[1041012],[1050147],[1060263],[1066576],[1074630],[1074717],[1077772],[1085691],[1107167],[1121871],[1123093],[1124133],[1141865],[1142337],[1150076],[1154805],[1175651],[1185826],[1191919],[1192943],[1201032],[1204069],[1212210],[1225931],[1234072],[1269599],[1277518],[1314920],[1321329],[1321496],[1333323],[1355315],[1399299],[1407440],[1451625],[1463152],[1485014],[1529699],[1658382] ] cell #1341 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [105455],[127580],[138520],[152753],[165340],[177195],[177249],[178820],[184709],[195648],[209145],[209199],[210770],[213927],[213981],[221246],[225012],[233833],[239651],[239705],[242058],[246650],[248538],[248592],[262454],[268057],[276388],[289939],[291510],[294714],[296326],[298184],[300867],[304743],[304797],[308297],[316623],[316677],[333372],[335725],[340317],[342205],[342259],[356121],[361116],[363397],[367953],[369372],[370984],[372842],[379455],[382776],[384388],[386246],[392805],[392859],[403351],[405209],[407892],[411768],[411822],[415322],[423702],[438938],[445501],[447782],[455369],[457227],[460411],[461830],[462692],[468667],[470279],[472137],[478750],[483923],[488479],[489898],[491510],[493368],[499981],[504914],[506772],[513331],[513385],[528156],[532988],[541832],[548418],[549348],[553241],[555911],[557330],[558192],[562278],[565779],[567637],[572791],[579354],[581635],[589222],[591080],[596545],[602520],[604132],[605990],[612603],[621680],[623923],[631570],[636402],[649285],[652976],[653187],[654117],[659157],[662961],[674827],[679659],[688503],[696019],[699912],[702582],[704001],[704863],[708949],[712450],[714308],[718196],[724735],[726365],[733913],[743803],[752850],[756672],[757323],[767572],[771465],[780320],[782563],[790210],[795042],[807925],[811616],[811827],[812757],[817797],[821601],[833970],[834621],[835837],[838461],[854178],[856421],[858452],[867969],[868193],[884059],[887625],[894164],[895794],[903342],[913232],[922279],[926101],[926752],[937001],[943396],[950200],[950424],[965744],[972283],[973913],[985826],[1002307],[1012700],[1013351],[1014567],[1017191],[1032908],[1037182],[1046699],[1046923],[1065031],[1072242],[1081803],[1094336],[1094987],[1096203],[1120303],[1129667],[1136471],[1136695],[1152015],[1172097],[1191436],[1200543],[1213972],[1220776],[1221000],[1241158],[1256858],[1264069],[1273630],[1326788],[1342904],[1350115],[1362915],[1386666],[1436388],[1457167],[1473472],[1490306],[1587854],[1619925],[1747969], [63760,194472],[67849,317969],[70256,208888],[86606,244775],[91720,387263],[94447,260734],[94879,261910],[101366,275212],[107862,289628],[113851,300630],[115422,303890],[120066,641879],[120120,459899],[121691,465871],[123617,319030],[124853,321747],[133406,338442],[136133,222296],[141247,354401],[141679,355577],[143654,234541],[145434,718632],[145488,523443],[146041,363160],[146652,364221],[148976,368178],[156519,546836],[160607,388692],[162178,391952],[170980,407655],[172551,410915],[175713,277317],[176421,176921],[180746,426055],[181982,428772],[185141,292189],[187317,617138],[187949,439163],[188565,440120],[191302,444480],[192650,838897],[192704,626857],[193868,448606],[202176,462455],[202787,463516],[205111,467473],[214534,483686],[215145,484747],[217469,488704],[221557,340818],[223128,341352],[223807,224559],[229100,509218],[230671,512478],[232597,356220],[237671,523924],[238457,525170],[243205,729371],[244453,534170],[249145,541595],[249756,542656],[254211,549573],[254827,550530],[260130,559016],[268689,573016],[269305,573973],[269858,404384],[270469,405308],[272042,578333],[273390,1017627],[273444,785497],[274608,582459],[276932,413670],[277031,277165],[282916,596308],[283527,597369],[285851,601326],[303549,628584],[308929,636627],[309545,637584],[310098,456402],[310709,457326],[314643,645053],[315429,646299],[321425,655299],[323065,658010],[326117,662724],[326728,663785],[331338,670595],[332124,671841],[332756,485030],[332855,332989],[336872,898800],[338120,680841],[343423,689327],[347878,696244],[348494,697201],[349047,505947],[349658,506871],[353797,705687],[367483,726128],[374701,736156],[377421,739571],[378207,740817],[378839,542939],[378938,379072],[391611,759754],[396991,767797],[397607,768754],[398160,566812],[398771,567736],[410574,787224],[416570,796224],[417734,591179],[421668,803693],[422454,804939],[423086,597652],[423185,423319],[428450,813939],[430090,816650],[433753,822425],[437797,829240],[443978,836062],[447942,845000],[451868,846393],[466778,650431],[473996,659256],[476716,879827],[477502,881073],[478134,664068],[478233,478367],[495227,905585],[498733,910246],[512137,929183],[518133,938183],[519297,714407],[519773,940894],[522088,945386],[522739,945603],[529341,952419],[531847,956523],[532933,961253],[538028,963345],[548207,746518],[554388,754588],[554487,554621],[558352,758328],[581795,1023730],[585721,1025123],[592939,1035151],[607849,817896],[611355,1059803],[615387,1065419],[615480,1066693],[615704,1067348],[625502,1078469],[626153,1078686],[627246,1083507],[643217,857344],[643868,857561],[644873,649445],[654062,869342],[678518,1142794],[679604,1147524],[684699,1149616],[688663,1158554],[705023,927757],[716504,1191155],[717432,1193093],[727713,1204186],[727937,1204841],[746650,974133],[746874,974788],[748023,752795],[758416,987215],[784142,1270296],[784793,1270513],[785886,1275334],[794987,1286163],[812702,1048072],[826092,1320622],[837697,1333473],[857688,1096949],[859077,864089],[897142,1399416],[897366,1400071],[908908,1416230],[927845,1173486],[1016427,1529849] ] cell #1342 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [70183],[93268],[107789],[111896],[123493],[140068],[143581],[146528],[169025],[176848],[180622],[183530],[198325],[215021],[216051],[221744],[232473],[249632],[250662],[270045],[270345],[276750],[284433],[310285],[310585],[327634],[330266],[332574],[340709],[349234],[349534],[376349],[378657],[398347],[398647],[401502],[404275],[420596],[422904],[453520],[456293],[466965],[475644],[477952],[481867],[503065],[504126],[505838],[528980],[539776],[554206],[563930],[564991],[566703],[594489],[595446],[622862],[632394],[642741],[650322],[660905],[661862],[695314],[711662],[719494],[725171],[735095],[746409],[766867],[791034],[820502],[829131],[839759],[845436],[856666],[904524],[936296],[944708],[956414],[1018489],[1024166],[1077791],[1142685],[1269618], [9841,253717],[15393,314175],[16081,320315],[21930,373612],[23202,254773],[24200,390357],[28568,427340],[31844,450802],[32259,450709],[33584,202122],[35264,321371],[35811,322941],[39024,494138],[41294,510883],[43113,145987],[45498,150555],[45562,151109],[46070,244399],[49663,160553],[50367,390450],[50782,261439],[54616,584655],[55031,584562],[56139,591850],[58036,428396],[58583,429966],[61118,188511],[62581,302295],[63137,113797],[63325,193744],[63427,115295],[68421,314268],[69611,206690],[69675,207244],[75094,219048],[75158,219602],[75666,338066],[76764,691523],[77179,691430],[79259,229046],[79963,510976],[80378,355106],[81486,519649],[83317,237203],[85246,243343],[86262,86691],[91805,159517],[92582,256343],[92646,158652],[94012,260006],[94114,162051],[98724,269251],[100187,409320],[100743,170926],[100931,274484],[101033,172424],[103128,278511],[103192,279065],[103546,799632],[103700,416516],[103955,592815],[106027,421293],[107217,287430],[107281,287984],[108887,610194],[109302,435062],[111342,187455],[118669,309491],[121564,200464],[122643,202663],[122745,204096],[124509,124938],[128152,476341],[130117,330870],[131815,684249],[132046,337010],[133062,133491],[134954,497479],[135062,686907],[135698,343299],[135800,223001],[136287,343775],[136351,344329],[136896,501575],[138605,228010],[139382,350010],[139446,227145],[140812,353673],[140914,230544],[143009,357700],[143073,358254],[143427,941591],[154508,376953],[156206,537578],[156657,158098],[165425,265452],[166202,399123],[166266,264587],[168471,268195],[169428,583851],[169536,788614],[170605,406944],[170669,413416],[174242,793280],[174353,415460],[174605,589346],[175369,175798],[175986,417610],[176088,279468],[176147,417162],[178693,281204],[179772,283403],[179874,284836],[180391,817347],[181638,182067],[184274,433629],[184376,291383],[184863,434105],[184927,434659],[195733,311742],[197771,308435],[198728,449998],[198836,629974],[199905,458962],[199969,306391],[210643,324405],[211722,326604],[211824,328037],[212341,658707],[213684,482327],[215386,901580],[215497,493506],[215749,491634],[216925,495103],[217027,334966],[221326,687954],[221336,907101],[221596,496875],[225150,226591],[227548,707079],[227656,930573],[228725,508507],[228789,514979],[233489,233918],[234106,519173],[234208,358657],[234267,518725],[241299,365613],[242182,375525],[248295,540236],[249997,732151],[250108,372980],[250360,371108],[251536,374577],[251638,381049],[262592,264033],[264990,560408],[265098,761144],[266167,569372],[266231,394453],[266910,580039],[267451,571029],[267719,403475],[269627,581086],[269637,1021021],[269897,583247],[271502,276473],[276641,794924],[282066,594949],[283768,1051137],[283879,606128],[284131,604256],[285307,607725],[285409,425296],[285468,600670],[289978,609497],[296450,441219],[298322,299919],[300318,452338],[307150,446186],[307691,634640],[307959,455493],[309867,447233],[309877,842291],[310137,449394],[318271,464908],[318379,865887],[325267,661365],[326969,872407],[327080,472275],[327332,470403],[328508,473872],[328610,480344],[328669,667086],[329205,677897],[329442,335849],[329669,483374],[329995,668696],[332465,679541],[333411,675651],[346099,703267],[346640,694257],[346908,505038],[347565,695774],[348816,704314],[348826,1176691],[349086,706475],[361801,365009],[362848,525875],[367186,725631],[367835,538530],[375288,531226],[375752,541283],[376078,737672],[378548,532870],[379494,744627],[384512,551629],[386384,387981],[387870,983134],[388233,553365],[395212,556596],[395753,765810],[396021,565903],[396678,767327],[397929,557643],[397939,990420],[398199,559804],[400320,407343],[400545,784079],[401071,572673],[402563,781005],[419535,810995],[419999,595996],[420325,801794],[421137,802892],[422795,812639],[423741,808749],[435694,825726],[437176,440982],[438820,619729],[442043,622365],[443372,835005],[443640,624047],[451571,845896],[452563,625439],[453089,636284],[454581,854863],[460128,1099024],[461096,464304],[462143,647004],[466547,648736],[466557,1106069],[466817,650109],[474583,652355],[475047,662412],[475373,877928],[476185,879026],[477843,653999],[478789,884883],[480621,488361],[482824,893543],[500020,914056],[502108,926038],[502634,695901],[503855,917389],[517204,936756],[522025,526100],[523672,944465],[527057,724114],[528383,725816],[528709,951510],[536093,734598],[537422,962288],[540733,971662],[547010,746263],[547080,1225799],[547586,551392],[549103,552453],[549230,750899],[554097,752732],[562317,763564],[562973,756609],[563499,767454],[564720,997417],[572086,1012637],[585424,1024626],[588434,1033593],[610038,1057756],[612642,1063613],[615009,826942],[617312,828985],[617382,1066444],[620975,833907],[622431,835719],[627086,1077548],[630471,844379],[632123,1084593],[635697,1094273],[641812,1354452],[642567,857281],[643154,647229],[644252,648186],[653872,657222],[682764,904027],[684093,1148559],[687404,1157933],[708988,932993],[711391,1183688],[716966,943278],[718565,1192080],[719320,945323],[729545,956268],[729615,1203937],[733208,961190],[745580,974176],[747960,752145],[757707,761641],[785726,1269375],[789111,1023109],[790763,1276420],[794337,1286100],[812512,815862],[826187,1064543],[828302,1066736],[838830,1332460],[839585,1078406],[869279,873464],[898974,1142539],[899044,1399167],[902637,1147461],[927136,931070],[955585,1204229],[1017560,1528836],[1018315,1270233],[1048009,1052194],[1141856,1399459] ] cell #1343 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [9849],[15357],[16089],[21938],[22875],[22902],[23200],[24164],[28576],[29902],[29929],[32223],[33582],[34964],[35262],[39032],[41258],[43111],[43645],[44801],[45226],[45253],[46068],[49661],[54995],[56147],[57736],[58034],[60925],[61116],[62579],[63135],[63669],[67758],[73241],[74397],[74822],[74849],[75664],[77143],[79257],[83315],[85164],[86498],[86689],[89242],[91612],[91803],[94356],[98531],[98722],[100185],[100741],[101275],[102431],[103698],[105364],[111260],[118476],[118667],[121562],[124745],[124936],[127489],[130115],[130815],[131964],[133298],[133489],[134952],[136042],[138412],[138603],[141156],[152662],[154506],[155206],[158016],[159753],[165232],[165423],[168389],[169426],[174271],[175605],[175796],[178691],[179391],[181874],[182065],[184618],[190998],[191782],[195731],[197689],[198726],[210641],[211341],[215415],[221155],[223699],[226509],[227546],[228246],[233725],[233916],[238151],[241297],[241545],[242180],[250026],[257260],[263951],[264988],[265688],[268745],[271738],[272522],[276471],[283797],[292081],[295813],[296448],[299837],[300247],[300253],[308985],[311978],[315123],[318269],[326998],[331818],[335212],[335847],[347934],[350927],[360862],[362777],[362783],[367760],[377901],[383875],[384510],[387899],[397047],[400040],[402838],[407272],[407278],[422148],[422510],[436139],[438745],[444034],[454856],[460157],[462072],[462078],[477196],[477558],[483309],[488286],[504401],[520943],[523701],[529821],[538084],[541218],[546549],[549155],[565266],[595931],[611411],[616851],[623410],[627115],[642072],[662347],[684755],[717297],[718825],[725751],[729084],[785755],[826877],[839090],[898513],[942398],[1017820] ] cell #1344 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [9863],[15361],[16103],[21952],[22906],[23196],[24168],[28590],[29933],[32227],[33578],[34968],[35258],[39046],[41262],[43107],[43649],[44805],[45257],[46064],[47804],[49657],[54999],[56161],[57740],[58030],[60394],[60929],[61112],[62575],[63131],[63673],[67762],[73245],[74401],[74853],[75660],[77147],[79253],[83311],[85112],[85967],[86502],[86685],[89246],[91616],[91799],[94360],[98535],[98718],[100181],[100737],[101279],[102435],[103694],[105368],[111208],[118480],[118663],[121558],[124749],[124932],[127493],[130111],[130819],[131912],[132767],[133302],[133485],[134948],[136046],[138416],[138599],[141160],[152666],[154502],[155210],[157964],[159757],[165236],[165419],[168337],[169422],[174219],[175609],[175792],[178687],[179395],[181878],[182061],[184622],[191002],[191786],[195727],[197637],[198722],[210637],[211345],[215363],[221159],[223703],[226457],[227542],[228250],[233729],[233912],[238155],[241293],[241611],[242176],[249974],[257264],[263899],[264984],[265692],[267428],[271742],[272526],[276467],[283745],[292085],[295879],[296444],[299785],[300241],[300322],[307668],[311982],[315127],[318265],[326946],[331822],[335278],[335843],[346617],[350931],[360810],[362771],[362852],[367761],[377905],[383941],[384506],[387847],[395730],[400044],[402904],[407266],[407347],[421114],[422152],[436133],[438746],[443349],[454922],[460105],[462066],[462147],[476162],[477200],[483378],[488287],[504467],[520944],[523649],[529825],[537399],[541287],[546543],[549156],[565332],[596000],[610015],[616845],[623476],[627063],[642073],[662416],[684070],[717363],[718826],[725820],[729078],[785703],[826946],[839091],[898507],[942401],[1017821] ] cell #1345 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [108195],[131020],[142179],[155411],[168631],[169658],[179596],[183251],[197931],[198958],[211546],[214656],[215772],[226751],[227778],[249267],[250383],[264193],[265220],[266708],[268424],[283038],[284154],[300079],[306948],[308664],[326239],[327355],[329062],[345897],[347613],[364807],[367605],[375145],[395010],[396726],[402361],[419392],[440839],[441841],[443713],[454379],[464102],[474440],[482681],[521464],[526914],[535891],[540590],[551249],[552251],[588232],[616229],[630328],[648043],[657020],[682562],[687261],[728462],[747399],[761498],[788968],[815660],[868718],[897891],[930927],[950949],[1047448],[1137220],[1221525], [24545,95056,262007],[27922,105461,283563],[35061,123653,319166],[35789,125811,323725],[36304,127586,326764],[40308,138617,348543],[41639,141856,355674],[43742,146688,364357],[46278,152759,374737],[49675,160656,388700],[49785,160729,389077],[51355,165437,397656],[56368,178705,282965],[56738,178923,422484],[57833,180782,426191],[58561,182940,430750],[59076,184715,433789],[59379,185318,292286],[61130,188614,440128],[61240,188687,440505],[64369,195745,451917],[68696,204846,467106],[68781,205141,467468],[70589,210655,326166],[70959,210873,477532],[72721,130129,214583],[73338,215181,484883],[75874,221252,495263],[77314,136742,223904],[77463,226703,347908],[79271,229149,509226],[79381,229222,509603],[80736,232633,357860],[80951,233930,518182],[81464,234791,358887],[83462,238192,524803],[83547,238487,525165],[84220,241311,367532],[85406,242194,532753],[87564,246753,538058],[88722,154520,249194],[89339,249792,542792],[92989,257365,554741],[95379,264145,397021],[98063,168583,268719],[98736,269354,573981],[98846,269427,574358],[99353,270505,407104],[101975,276485,585770],[102500,174513,278671],[103933,176671,279698],[103997,282664,421469],[106302,285586,600959],[106387,285881,601321],[108305,290061,433264],[108565,291613,611385],[109781,293481,614721],[111502,296462,438703],[111617,296488,618590],[112529,300031,444008],[113973,301015,627089],[116198,198566,198740],[118008,197883,308959],[118681,309594,637592],[118791,309667,637969],[119298,310745,459122],[122467,318109,318283],[126122,325865,476517],[129435,214282,331139],[130262,331859,671474],[130347,332154,671836],[130884,215657,219208],[131130,333494,488131],[132206,335861,679424],[134364,340420,684729],[134792,134966,135522],[135040,221679,342934],[139234,349694,350170],[139789,351032,701412],[142094,355856,517252],[144181,360311,716669],[146163,363545,523675],[147279,367231,529142],[148711,367811,728771],[150715,155275,250268],[151742,250000,250220],[153826,248893,377222],[154653,377942,740450],[154738,378237,740812],[155521,379577,546040],[158258,382052,384524],[159285,387873,388093],[162954,264828,265002],[166054,398807,399283],[166789,266553,400429],[166910,400506,773361],[168746,403513,777230],[169266,169440,173327],[169514,269980,274119],[169573,404944,577566],[171102,408040,785729],[174185,276667,415689],[174245,174465,175137],[179460,284039,287590],[179706,423824,424377],[185968,436579,615120],[187684,438796,616538],[193379,198814,310220],[194495,309828,309846],[196089,306793,452447],[196210,452524,847219],[198046,455531,851088],[198873,456962,641177],[202298,460131,462840],[203414,466508,466526],[206850,211410,327240],[207877,326972,327192],[211656,478872,479425],[212674,480837,886098],[212795,480982,668135],[215329,332491,337239],[215389,215609,220235],[217204,488337,898200],[221287,221305,222319],[227386,227560,231447],[227634,349169,353308],[227693,506507,507139],[235395,520994,716553],[238986,364652,525984],[239107,526061,948362],[241856,375249,375267],[243572,249940,378574],[247285,538746,964217],[247406,538891,737111],[252230,546971,546989],[253946,546236,549206],[256503,257329,388141],[259641,265076,398282],[260757,397890,397908],[265135,567372,568004],[266686,400571,407512],[269588,269606,275235],[281177,593604,593669],[283711,422821,427569],[283771,283991,288617],[295336,617273,617291],[296124,440943,440961],[297493,619945,1070373],[297614,620090,832306],[300487,306926,452589],[312367,641893,642123],[315958,463947,647113],[316079,647190,1102921],[317352,318357,466900],[318828,474544,474562],[320544,326912,477869],[324378,660020,660085],[329166,329184,335523],[330843,669966,670031],[345875,502134,509075],[348777,348795,354424],[362155,718646,718876],[363017,364785,526126],[364019,527018,527036],[365586,723296,723361],[369994,729506,729524],[376926,738942,739007],[384186,551353,551371],[385555,751115,1229728],[385676,751260,980435],[386613,387813,554123],[388549,394988,562999],[402339,572112,573830],[419496,419514,425853],[439977,441819,621001],[446540,838911,839141],[448404,630432,630450],[449971,843561,843626],[454357,635723,637441],[459816,460016,642593],[462312,464080,647255],[463314,648147,648165],[464881,863552,863617],[482785,482803,484545],[490520,898935,898953],[497452,908371,908436],[523360,523560,719346],[534027,535869,733234],[540694,540712,542454],[550387,552229,752171],[558814,761602,761620],[560381,991690,991755],[580393,1017641,1017871],[582257,789072,789090],[583824,1022291,1022356],[588210,794363,796081],[626774,626974,839611],[644489,644689,859602],[655156,656998,873490],[680698,682540,902663],[687365,687383,689125],[705485,931031,931049],[707052,1177961,1178026],[757944,758144,987740],[785414,785614,1018341],[813796,815638,1052220],[844616,844816,1084032],[927373,927573,1174011],[1023346,1023546,1275859],[1158170,1158370,1416755], [15435,67855,123104,202823,317975,463652],[16325,70262,70391,208894,323101,474032],[23214,91817,159871,254876,387271,550538],[24242,94453,94691,260166,260740,559152],[28812,107868,107997,289634,430126,607885],[32301,63766,64004,193904,194478,448742],[33596,121576,200528,202225,459907,462463],[33966,121794,204208,315459,465866,646294],[35276,124950,125136,321474,321755,655307],[41336,141253,141491,353833,354407,705823],[42226,143660,143789,234547,519333,519809],[43125,83329,146090,237267,363168,523451],[46082,86703,86889,244502,244783,534178],[47867,158210,252318,254241,546831,549568],[50045,162281,162498,391641,391947,759749],[55073,101372,101610,274644,275218,582595],[56237,103908,176427,176927,417770,592975],[58048,182079,182265,428499,428780,813947],[60457,111454,187979,295424,439158,617133],[62593,63149,113900,300638,302359,626865],[64180,115525,115742,303579,303885,628579],[66391,201924,312090,314444,641798,644904],[75678,133503,133689,338169,338450,680849],[76436,77221,136139,222302,343459,689463],[79641,230774,230991,512167,512473,929178],[82635,145789,237472,361878,523775,718551],[85358,86030,149006,368173,370082,729366],[100199,100755,171029,407663,409384,785505],[101786,172654,172871,410604,410910,787219],[102549,103712,175810,277325,416619,796232],[109660,185813,293404,436030,614609,826173],[113599,114613,191103,444331,446263,838816],[132158,132830,217499,488699,490608,898795],[135066,136553,223231,341347,498763,910241],[170728,171742,271843,578184,580116,1017546] ] cell #1346 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [66436],[67336],[82320],[82680],[91094],[93934],[110272],[114298],[114658],[115221],[116569],[120567],[120927],[124227],[140734],[149485],[150515],[152027],[157028],[161054],[161414],[161977],[171427],[171787],[172350],[173698],[181356],[190041],[191637],[193150],[194943],[204022],[205620],[206650],[217978],[219008],[220520],[222927],[224275],[229547],[229907],[230470],[238006],[240151],[241996],[256303],[259412],[270781],[272377],[273890],[275683],[278471],[279394],[279983],[284762],[286360],[287390],[291309],[296264],[300364],[311021],[314978],[317123],[327963],[331673],[333818],[334892],[335663],[341192],[342705],[344498],[349970],[353079],[357660],[358583],[362894],[377756],[379901],[380975],[384326],[399083],[401902],[403289],[404758],[406904],[407389],[414113],[422003],[424148],[425222],[433035],[453920],[455307],[456776],[458922],[462189],[477051],[479196],[480270],[481430],[481517],[483420],[485473],[487902],[495548],[503465],[504852],[506321],[529676],[539339],[539426],[541329],[543382],[545811],[564330],[565717],[567186],[569852],[570637],[570674],[574569],[594139],[596042],[598095],[620538],[623262],[623861],[633463],[634248],[634285],[638180],[650805],[660555],[662458],[664511],[667381],[667462],[670898],[693902],[697797],[721947],[722732],[724821],[725862],[736357],[736438],[739874],[751708],[755031],[765455],[769350],[772951],[803996],[826657],[826988],[831552],[831633],[834650],[846809],[862203],[862988],[866118],[880130],[919641],[942824],[942977],[947952],[952722],[975117],[979681],[979762],[999669],[1064472],[1064830],[1067677],[1085805],[1097383],[1102511],[1185940],[1193527],[1205170],[1224185],[1277632],[1322871],[1333907],[1400400],[1464527],[1530283],[1659757] ] cell #1347 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [156308],[157765],[186533],[187106],[201433],[206357],[236174],[242421],[242994],[243841],[246112],[252795],[253368],[258776],[287097],[301266],[302765],[305160],[313146],[319393],[319966],[320813],[336088],[336661],[337508],[339779],[352443],[366083],[368443],[370559],[373263],[386882],[389328],[390827],[408291],[409790],[412185],[415958],[418229],[426418],[426991],[427838],[439428],[442406],[445020],[465378],[469854],[486609],[488969],[491085],[493789],[497949],[499369],[500344],[507408],[509854],[511353],[517521],[524464],[530096],[544518],[549838],[552816],[568273],[573281],[576259],[577835],[578873],[586681],[588797],[591501],[599231],[603707],[610571],[611991],[617798],[636892],[639870],[641446],[645593],[665647],[669414],[671135],[673036],[676014],[676767],[685741],[696509],[699487],[701063],[712025],[738390],[740111],[742012],[744990],[748968],[768062],[771040],[772616],[774029],[774122],[776438],[778909],[782138],[792150],[802512],[804233],[806134],[836327],[847887],[847980],[850296],[852767],[855996],[878646],[880367],[882268],[885935],[886814],[886853],[891423],[916081],[918397],[920868],[949030],[952228],[952959],[964054],[964933],[964972],[969542],[984456],[996109],[998425],[1000896],[1004746],[1004814],[1008587],[1036410],[1040980],[1070210],[1071089],[1073409],[1074685],[1086382],[1086450],[1090223],[1103589],[1107518],[1119531],[1124101],[1128649],[1164257],[1191565],[1191974],[1196468],[1196536],[1199771],[1212954],[1229565],[1230444],[1234040],[1249578],[1293780],[1320835],[1320968],[1325770],[1330786],[1354346],[1358840],[1358908],[1380342],[1451524],[1451795],[1454454],[1472442],[1484353],[1489288],[1576718],[1584719],[1595736],[1614553],[1667672],[1714005],[1723988],[1787563],[1849684],[1910259],[2028414] ] cell #1348 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [18714],[24912],[27849],[32372],[36231],[40001],[40291],[42006],[46205],[51048],[51338],[52706],[55144],[56351],[59003],[61655],[62611],[64352],[65282],[70572],[72704],[75801],[77401],[80644],[80934],[83347],[84203],[85389],[87228],[88705],[92342],[95317],[98001],[99261],[100217],[101958],[102888],[108178],[111485],[112467],[113661],[115325],[116181],[117946],[119206],[121594],[122450],[125475],[130147],[131003],[132189],[134028],[135505],[139142],[144958],[145851],[150698],[151680],[154538],[155394],[158241],[159223],[162081],[162937],[165962],[168614],[170790],[172454],[173310],[175075],[176335],[178723],[179579],[182604],[186588],[192174],[193067],[197914],[201093],[201986],[204126],[206833],[207815],[208802],[210673],[211529],[214344],[219191],[220173],[223031],[223887],[226734],[230574],[231430],[234455],[241329],[242476],[248955],[252850],[253665],[256486],[258049],[258436],[259329],[261990],[264176],[272914],[273807],[278654],[282726],[284866],[287573],[288555],[289542],[291413],[292269],[297172],[298902],[300062],[313989],[317040],[318702],[319149],[319448],[320263],[325927],[328067],[334996],[336143],[342622],[350153],[351716],[352103],[352996],[355657],[357843],[363893],[364340],[366138],[367293],[373560],[381079],[381847],[388304],[388518],[390171],[399266],[404197],[405927],[407087],[424065],[425727],[426174],[426473],[427288],[432952],[436701],[438498],[439732],[439946],[450523],[456215],[457945],[459105],[467063],[479113],[484419],[484866],[486664],[487819],[494086],[502373],[508830],[509044],[510697],[521074],[524760],[532548],[542328],[542775],[544573],[545728],[563238],[570554],[572351],[573585],[573799],[584376],[591798],[600916],[614678],[621240],[634165],[635962],[637196],[637410],[667745],[671431],[679219],[691244],[722649],[733473],[736721],[740407],[752410],[773318],[794602],[831916],[847176],[862905],[873729],[902902],[948319],[980045],[1052459],[1102878], [9865,92843],[10476,50895],[15362,122920],[16105,70042],[16308,70318],[19325,80491],[21954,45929],[22907,156700],[23197,159838],[23996,93298],[24169,94507],[28592,107648],[28795,107924],[29203,109415],[29934,187498],[30409,111926],[32228,63820],[33579,200495],[34969,123570],[35259,125103],[39048,75525],[39895,77292],[41090,140098],[41263,141307],[42209,143716],[43108,237234],[43650,146605],[44806,85323],[45258,243386],[45733,151139],[46065,86856],[47805,251883],[48932,158682],[49658,160623],[53181,169055],[55000,101426],[55580,56163],[56220,103835],[57741,180699],[58031,182232],[58830,183560],[60395,294989],[60930,111419],[61113,188581],[62576,113867],[63132,302326],[63674,193821],[65757,198355],[67763,202740],[69846,207274],[73246,215098],[73721,216081],[74402,132123],[74854,337053],[75329,219632],[75661,133656],[76197,134984],[76252,77148],[78528,227175],[79254,229116],[83312,146057],[85113,148765],[85968,369647],[86686,244469],[89247,249709],[89722,250692],[91617,158175],[91800,254843],[94361,260083],[95006,261469],[96444,264617],[98536,168548],[98719,269321],[99134,169458],[100182,170996],[100738,409351],[101280,274561],[102292,102436],[102516,103695],[103363,279095],[105369,283480],[105844,284463],[107452,288014],[111209,187738],[116980,306421],[118481,197848],[118664,309561],[119079,198758],[121559,202192],[124933,321441],[127494,326681],[127969,327664],[130112,214550],[130676,130820],[131913,217258],[132768,490173],[133486,338136],[134759,134949],[136047,343376],[136522,344359],[138417,226668],[138600,348510],[139015,227578],[141161,353750],[141806,355136],[143244,358284],[150813,371830],[152667,374654],[154503,249161],[155067,155211],[157965,254000],[163736,394483],[165237,264110],[165420,397623],[165835,265020],[168338,268478],[169233,169423],[174109,413446],[175793,416586],[178688,282932],[179252,179396],[182062,428466],[184623,433706],[185098,434689],[185268,435092],[191003,299996],[191787,447062],[193034,448278],[195728,451884],[197638,308718],[198533,198723],[204789,318301],[206948,471125],[210638,326133],[211202,211346],[219306,492356],[221160,495180],[224686,501605],[226458,347667],[227353,227543],[232229,515009],[233913,518149],[238156,362677],[241294,367499],[241730,532460],[242177,532720],[243541,533996],[256601,385234],[257121,257265],[259296,558688],[263900,396780],[264795,264985],[272527,580915],[273774,582131],[276468,585737],[278769,590068],[287688,604978],[295998,438410],[296445,438670],[299786,443767],[300242,626237],[300456,626743],[312889,315128],[317007,463188],[318076,318266],[320513,655125],[335397,679131],[335844,679391],[337208,680667],[342589,688999],[352963,705359],[360811,521583],[362772,522823],[362986,523329],[367768,728746],[381759,384060],[382019,384507],[386582,550356],[407267,784877],[407481,785383],[415658,796050],[427538,813765],[436134,614573],[438753,616513],[459279,462067],[459785,462281],[488294,898175],[520951,716528],[546211,549163] ] cell #1349 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [80646],[99263],[108175],[119208],[130149],[131000],[139144],[142072],[154540],[155391],[165964],[168611],[169551],[178725],[179576],[197911],[198851],[210675],[211526],[212773],[214284],[226731],[227671],[241331],[247384],[248895],[264173],[265113],[266555],[281155],[282666],[297592],[300059],[306795],[324356],[325867],[330821],[345744],[364654],[365564],[367233],[376904],[385654],[394857],[402208],[436581],[441688],[449949],[454226],[463949],[464859],[497430],[522528],[535738],[552098],[560359],[583802],[588079],[625942],[643657],[656867],[682409],[707030],[757112],[784582],[815507],[834410],[926541],[1013140],[1094776], [16310,70320,208804],[18717,78530,227177],[23998,93300,258051],[24528,95036,261987],[24915,96446,264619],[27851,105371,283511],[28797,107926,289544],[30411,111928,297174],[32375,116982,306423],[34971,123601,318703],[35035,123633,319146],[36233,127496,326712],[40003,138419,226699],[40288,138597,348546],[41092,140100,351718],[41622,141836,355654],[42009,143246,358286],[42211,143718,234457],[43652,146636,363894],[43716,146668,364337],[46207,152669,374685],[49575,160357,388298],[49655,160659,388517],[51050,165239,264141],[51335,165417,397659],[52708,98538,168579],[53183,169057,404199],[55147,174111,413448],[56222,103837,176337],[56348,178685,282968],[57743,180730,425728],[57807,180762,426171],[58832,183562,291415],[59005,184625,433737],[59362,185298,292266],[61030,188315,439726],[61110,188617,439945],[61657,191005,300027],[62613,191789,447093],[64349,195725,451920],[65284,118483,197879],[65759,198357,456217],[68674,204838,467062],[70569,210635,326169],[72701,130109,214586],[73248,215129,484420],[73312,215161,484863],[73723,216083,334998],[75803,221162,495211],[76199,134986,223033],[77297,136722,223884],[77356,226404,347605],[79171,228850,508824],[79251,229152,509043],[80710,232613,357840],[80931,233910,518185],[81870,235459,521068],[83349,238158,362708],[83440,238184,524759],[84200,241291,367535],[85386,242174,532756],[87230,155098,155213],[88702,154500,249197],[89249,249740,542329],[89313,249772,542772],[89724,250694,381081],[92344,257152,257267],[95272,263846,396718],[97956,168284,268416],[98636,269055,573579],[98716,269357,573798],[99136,169460,172456],[99327,270485,407084],[100219,272529,580946],[101955,276465,585773],[102323,102438,102890],[102471,174493,278651],[105846,284465,284868],[106280,285578,600915],[108095,289689,432892],[109759,293473,614677],[111482,296442,438706],[112422,299732,443705],[113601,300236,626234],[115327,119081,198760],[116178,198569,198720],[117901,197584,308656],[118581,309295,637190],[118661,309597,637409],[119272,310725,459102],[121596,312920,315130],[122447,318112,318263],[125477,211233,211348],[127971,327666,328069],[128570,212633,329054],[128670,329126,667739],[130240,331851,671430],[130707,130822,134030],[130855,215637,219188],[130920,333122,487759],[132186,335841,679427],[134694,221307,342562],[134795,134946,135502],[139017,227580,230576],[139208,349674,350150],[144280,360702,521456],[145791,362766,522820],[150695,155246,250248],[151635,249905,249921],[152961,247244,375137],[153061,375209,736715],[154631,377934,740406],[155311,379205,545668],[158238,382055,384504],[159178,387778,387794],[162083,165837,265022],[162934,264831,264982],[166028,398787,399263],[166888,400498,773317],[166988,400635,570434],[169168,269608,273747],[169269,169420,173307],[170730,407261,784874],[174150,174166,175030],[179283,179398,182606],[179431,284019,287570],[179496,423452,424005],[185815,436128,614570],[189015,297452,440831],[189115,440903,831910],[191496,306891,306907],[193007,198468,309848],[196188,452516,847175],[196288,452653,634045],[200415,459981,459997],[201926,459276,462061],[204128,204791,318303],[206830,211381,327220],[207770,326877,326893],[211446,478500,479053],[212743,329186,335370],[215294,215310,220128],[225108,502198,502258],[227288,348797,352936],[227389,227540,231427],[237154,523525,523541],[237865,364750,364766],[239085,526053,948318],[239185,526190,722529],[241703,247354,375269],[252077,546315,546538],[255277,385514,551241],[255377,551313,980039],[256483,257300,388121],[257758,394953,394969],[259269,264730,397910],[262550,563063,563123],[266651,266667,272236],[268153,572176,572236],[281125,419516,425700],[283676,283692,288510],[295183,616617,616840],[295971,297562,440963],[296881,441784,441800],[298280,621065,621125],[302246,626939,626955],[308393,635787,635847],[314837,464045,464061],[316057,647182,1102877],[316157,647319,862785],[316980,318011,466528],[318675,324326,474564],[330791,482805,484392],[345840,345856,351425],[363866,365534,527038],[369841,728850,729073],[371539,535834,535850],[372938,733298,733358],[376874,540714,542301],[381732,381904,546991],[384033,385624,551373],[384943,552194,552210],[386342,752235,752295],[402304,402320,403906],[409271,785579,785595],[415418,794427,794487],[438383,438555,617293],[448251,449919,630452],[454322,454338,455924],[463161,464829,648167],[470834,656963,656979],[472233,873554,873614],[490367,898279,898502],[492065,682505,682521],[493464,902727,902787],[497400,687385,688972],[532433,532605,729526],[548793,548965,748463],[558661,560329,761622],[582104,583772,789092],[588175,588191,589777],[604687,815603,815619],[606086,1052284,1052344],[653562,653734,869782],[679104,679276,898955],[705332,707000,931051],[734288,734460,961693],[812202,812374,1048512],[903717,903889,1147964],[1033283,1033455,1286603], [9868,48934,49259,158684,256603,385236],[10479,50898,95008,163738,261471,394485],[15364,67765,68124,202771,317008,463189],[16108,69848,70173,206950,207276,471127],[19328,80494,141808,232231,355138,515011],[21957,45735,46060,150815,151141,371832],[22909,90468,91619,158206,381760,384061],[23194,91797,92240,254879,386581,550355],[24171,94363,94722,259297,260114,558689],[28595,107454,107779,287690,288016,604980],[29206,109418,185100,185270,434691,435094],[29936,60932,110974,111450,295999,438411],[32230,63676,64035,193035,193852,448279],[33576,120172,121556,202228,459784,462280],[35256,124930,125373,320512,321477,655124],[39051,75331,75656,219308,219634,492358],[39898,77295,136524,224688,344361,501607],[41265,141163,141522,352964,353781,705360],[43105,83309,145540,146093,362985,523328],[44808,45260,85354,150187,241731,532461],[46062,86683,87126,243540,244505,533995],[47760,156246,157911,253938,546210,549162],[55002,101282,101641,273775,274592,582132],[55711,56166,103365,278771,279097,590070],[58028,182059,182502,427537,428502,813764],[60350,111155,187044,187676,438752,616512],[62573,63129,113903,192756,300455,626742],[74404,74856,132154,218680,335398,679132],[75658,133483,133926,337207,338172,680666],[76467,77150,136049,342590,343407,689000],[81770,144140,235322,235387,520950,716527],[85059,85923,148703,242932,367767,728745],[100179,100735,171032,273496,407480,785382],[102786,103692,175790,415657,416622,796049],[131859,132723,217196,336599,488293,898174] ] cell #1350 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [105911,808177],[108771,608925],[128036,884311],[131699,675079],[137332,915771],[142529,710300],[156090,744055],[164152,995799],[167178,773812],[168167,1007794],[170343,781201],[177212,1035391],[183801,609043],[189777,1071993],[196478,847670],[197467,1089430],[199643,855059],[209162,1118512],[212482,885834],[213651,887718],[213944,1130974],[216725,675197],[228463,923160],[239375,948813],[239668,1197632],[245665,1209486],[247093,963953],[248262,965837],[248555,1215279],[251336,744173],[256039,1231348],[265905,1003188],[267174,1005910],[267702,774959],[278207,1281257],[282033,1037275],[285107,808295],[294731,1321900],[297301,1070109],[304760,1338012],[307414,1087546],[307942,848817],[316347,1103372],[316640,1360004],[322637,1371858],[325234,1120396],[328308,884429],[339332,1404716],[342222,1410509],[346363,1161580],[346891,916918],[367153,1200636],[369389,1463556],[382793,1485418],[385363,1229464],[392822,1501530],[395476,1246901],[396004,996946],[411785,1534388],[429662,1568234],[443095,1329215],[443623,1074246],[468684,1626314],[489915,1658786],[513348,1696760],[521554,1452202],[528173,1719046],[602537,1818141],[674844,1905317],[743820,1985345], [13771,306578,846906],[20291,364437,948049],[26258,266338,773048],[29694,437255,1065961],[31728,448822,1081132],[31794,304467,1081896],[34172,463732,1102608],[37385,329694,886954],[42828,361392,1192399],[45018,531305,1203454],[45422,371959,1207602],[47052,375777,965073],[48217,547665,1225316],[50251,559232,1240487],[50317,392529,1241251],[52466,401201,774776],[54500,582675,1272959],[54566,411492,1273723],[56944,420024,1036511],[62852,445777,1332779],[65042,453219,848634],[66941,460687,1354771],[67250,644331,1355870],[68305,649537,1362244],[68371,466448,1363008],[69131,652434,1365826],[69535,471254,1369974],[71165,475072,1119632],[72424,329812,669160],[74614,677976,1398684],[75018,492485,1402832],[76648,496303,1151344],[76714,341929,1152108],[77813,502764,916735],[79847,705903,1435717],[79913,513055,1436481],[84505,724193,1459203],[84899,528408,1199872],[86988,534731,959496],[88425,375895,738136],[90532,746342,1484725],[91185,548694,1486421],[92506,553505,1492733],[93539,556187,1496297],[93848,757786,1497396],[95729,563629,996763],[100458,579630,1529155],[102648,587072,1027364],[103052,414439,1279373],[103496,280383,1033789],[104547,420142,802258],[104856,595145,807387],[105977,600301,1559384],[106737,811074,1562202],[107141,605107,1566350],[108837,432259,1312223],[110049,615172,1321207],[111038,829064,1585091],[112905,621956,1589896],[113214,622561,1074063],[115901,448940,842755],[116483,844458,1600485],[120083,856661,1614592],[120283,642683,1614960],[121084,461847,1616634],[124318,653463,1627317],[125235,655860,1114055],[126672,475190,878392],[126981,661561,883521],[128102,666717,1645430],[131305,893622,1654433],[131765,487679,1395866],[133788,681402,1145767],[135225,496421,907565],[136211,345003,913602],[137985,503672,699458],[139306,700176,1687963],[140339,702858,1691527],[140648,927215,1692626],[142933,516002,1442131],[143377,359572,1189459],[143989,716405,1451834],[145158,718289,1197405],[145451,944703,1714044],[145651,719436,1714412],[148232,528526,951974],[150251,956347,1724360],[151464,372487,959679],[152118,734189,1729165],[152427,734794,973375],[155696,971741,1739754],[156156,545588,1482672],[159970,753731,1233418],[161571,557347,1755273],[162657,559350,990884],[164805,564537,771011],[166126,771729,1772268],[167770,406127,1264926],[170034,780596,1781723],[170529,576948,1525591],[173030,582793,1021485],[173612,1023188,1792312],[174859,414967,1027547],[177412,801323,1806787],[178213,421388,599660],[180341,289302,1053780],[181447,812103,1819144],[182364,814500,1305882],[184110,820201,821063],[184787,435333,1063159],[185598,614405,614408],[186434,827180,1325809],[186962,616319,1071060],[192374,838554,1087319],[192667,1077786,1849723],[192867,839701,1850091],[195100,631587,1854725],[195448,631940,855967],[197070,458145,1350972],[199334,854454,1864844],[199829,640559,1612153],[201293,858545,1359777],[204367,649655,1106533],[207599,471782,1114238],[208562,212291,875050],[209362,877457,1888423],[210163,476436,666076],[213010,668225,1647432],[213125,486510,1393982],[214144,888865,1900683],[218744,1142618,1910631],[219957,493013,1145950],[220611,903618,1915436],[220920,895256,904223],[224189,1158012,1926025],[225890,352303,1172954],[228649,355377,932539],[230064,704018,1941544],[231150,706021,1177155],[232979,516530,1183217],[233298,711208,711996],[236027,717522,717525],[236145,522424,522489],[239868,949960,1965989],[242322,954463,1212993],[242850,728552,964904],[246446,537673,745419],[247621,737201,1732753],[247736,544419,1480788],[248755,966984,1980711],[252696,975309,1489327],[253224,747489,1230415],[256849,554033,1233601],[258636,263332,986683],[261710,266091,763110],[266456,570395,1517448],[267056,576112,1264159],[271327,577476,1266073],[273114,1005683,1017284],[273407,1269613,2028453],[273607,1018431,2028821],[275840,790227,2033455],[276188,782109,790580],[280074,1033184,2043574],[281392,426847,1047538],[281507,426319,1300849],[288339,605635,1306065],[290903,610289,611000],[294176,616068,616136],[297829,832396,1843412],[299102,299694,1073099],[301119,837787,837790],[301237,625838,625903],[303194,450186,450897],[304960,1083043,2090233],[306696,634006,1604010],[307296,639723,1350205],[311567,641087,1352119],[312999,857778,857781],[313117,643553,643618],[314363,465096,465807],[316840,1104519,2107948],[319294,324708,1109022],[319822,324593,868808],[323418,323447,658802],[328904,668042,1386826],[331058,487038,1137310],[335989,1128688,1140734],[336517,886785,897981],[340113,676443,684344],[342422,1153255,2150140],[344655,913249,2154774],[345645,509825,926437],[346245,509707,1172187],[350516,700704,1428831],[364555,722490,1717178],[365801,366512,951039],[365984,366627,1198752],[368834,728301,728369],[370530,535639,536427],[374987,737018,1473632],[377141,544947,1221615],[382238,747238,747306],[383146,551999,552787],[385891,980525,1992969],[389181,395358,985916],[389299,394758,757008],[390545,391256,560596],[393022,1242398,2223331],[399629,772257,1515637],[402109,576230,1013036],[408144,1016517,1016520],[408262,784478,784543],[410219,584039,584750],[411985,1274870,2248873],[418563,418592,799727],[419234,601982,1047287],[430443,430472,817442],[436477,436542,1321072],[440681,832213,1588014],[441589,442377,834306],[442259,442977,1072332],[447244,630170,631032],[454127,639841,1094672],[461292,647885,648747],[463850,862746,1872848],[468129,474282,868557],[469037,469825,656768],[482523,674289,1137059],[489360,897730,897798],[491056,682310,683098],[497667,498378,691618],[511071,511782,707267],[513548,1437628,2370002],[520126,520155,941686],[521303,521371,1191596],[526756,527618,950788],[540432,743265,1221364],[551091,980342,1748129],[556792,557654,761340],[581097,788810,789672],[587980,588768,798481],[602890,603678,815408],[687103,687965,912694],[703463,704325,930769] ] cell #1351 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [148751],[150784],[163506],[186603],[187724],[193082],[206919],[208514],[217244],[219277],[224456],[231999],[236220],[242491],[243612],[252865],[253841],[253986],[256572],[258612],[259344],[261391],[267343],[268464],[273822],[278740],[280335],[287659],[289254],[292838],[299078],[301312],[304443],[307583],[308704],[313192],[314004],[317055],[319463],[320439],[320584],[329887],[336158],[337279],[341905],[342637],[346532],[347508],[347653],[352279],[353011],[355058],[359524],[366153],[372128],[373736],[375970],[381862],[383221],[386653],[389374],[390186],[392505],[395645],[396621],[396766],[406103],[408337],[411468],[414608],[415729],[420217],[421029],[426488],[427464],[427609],[432235],[435014],[438513],[442452],[443264],[443753],[449015],[450538],[451514],[458121],[459916],[466424],[469112],[471423],[475265],[476077],[486679],[487655],[492654],[494262],[496496],[501527],[503747],[509900],[510712],[513031],[517147],[521569],[522663],[523460],[528601],[532563],[536193],[536502],[537314],[544588],[545564],[546301],[552553],[553674],[559425],[561924],[564612],[576305],[582868],[584391],[585367],[588534],[591974],[600277],[602965],[605276],[609930],[614420],[616124],[616334],[616603],[626077],[626874],[630226],[632015],[639916],[643792],[647941],[649730],[657322],[666693],[679234],[682864],[683173],[683985],[687159],[691259],[692235],[706096],[708595],[711283],[716397],[717537],[718081],[728357],[728567],[728836],[732938],[747294],[747504],[751875],[761396],[784717],[785514],[788866],[790655],[794067],[798556],[815962],[825333],[827172],[837802],[838346],[857793],[858337],[873194],[897786],[897996],[898265],[902367],[930825],[954455],[975301],[1016532],[1017076],[1051924],[1140726], [10146,764525],[13352,832680],[18995,692972],[19994,943998],[21655,959963],[23474,980809],[25839,775243],[29646,1065973],[31431,1077081],[33092,849101],[33875,1098557],[35536,1114522],[37088,670131],[38749,1146234],[40568,507179],[44970,1203466],[45503,959694],[46755,739107],[48169,1225328],[48484,1226519],[49954,1236436],[51615,568044],[52418,572366],[54203,1268908],[55864,1027831],[56647,593769],[58308,1306349],[61900,1328510],[63386,1081144],[63919,843726],[64500,641217],[64994,635977],[67202,1355882],[69083,1365838],[69398,1367029],[69616,1114253],[70868,660185],[74566,1398696],[75099,1145965],[76351,908536],[77765,502388],[78080,350239],[79550,1431666],[81211,517292],[84457,1459215],[84772,723461],[85475,737216],[86940,733488],[87473,1470166],[92587,1233616],[93800,1497408],[94073,1240499],[94606,991855],[95681,563253],[95996,399352],[99506,1524886],[100992,1272971],[101525,1022456],[102106,577606],[102600,794617],[103133,1027562],[104808,424080],[106689,1562214],[107004,1563405],[107222,1306080],[108474,609118],[110542,1585103],[111571,832411],[113166,621255],[113676,846918],[115247,842929],[116435,1600497],[116750,459191],[119451,1611448],[122704,1362256],[123019,863717],[125187,873744],[126933,479128],[131257,1654445],[131572,675272],[132275,668240],[133740,902917],[134273,1665396],[135759,1151356],[136292,913677],[139387,1428846],[140600,1692638],[140873,1435729],[141406,1178126],[142481,516171],[142796,357929],[143014,1183232],[145134,722664],[145866,948061],[149755,1724372],[152379,545743],[155648,1739766],[155963,744248],[157298,1484737],[158327,980540],[159922,752425],[162003,991058],[166207,1515652],[167671,1776930],[168700,774974],[170295,577117],[170610,1266088],[170805,773060],[172376,1021659],[173564,1792324],[173879,407173],[176047,799368],[176580,1803275],[179833,1558632],[180148,808370],[182316,1052474],[184062,432967],[184335,1311471],[184868,1063234],[192350,634180],[196971,1860051],[198000,848832],[199595,640728],[199910,1352134],[201269,862920],[202001,1102620],[204048,1106707],[211783,1644678],[212098,884504],[213627,669334],[213689,1137325],[214359,886966],[216986,1395114],[218248,1910643],[220872,487834],[222953,907739],[224141,1926037],[225791,1679967],[226820,916933],[228415,700345],[228730,932614],[230496,1177329],[234167,941327],[245169,1975025],[248238,738310],[248300,1221630],[248970,965085],[251597,1481920],[263233,1764272],[264262,996961],[265857,771898],[266172,763185],[267010,1517595],[267112,1264174],[273090,570569],[277711,2038781],[282009,802432],[282071,1047553],[282741,1036523],[284788,1298534],[285368,817083],[291335,1057296],[299595,1844405],[300148,1074261],[307250,1604157],[307352,1350220],[322141,2116984],[325210,878566],[325272,868823],[325942,1119644],[327989,1385096],[328569,658443],[328960,1386841],[329624,1393974],[334918,1138419],[338836,2144454],[346199,926676],[346301,1172202],[365109,1717325],[367129,952148],[367191,951054],[367308,1199884],[375043,1473647],[375707,1480780],[381001,1222724],[387657,1993962],[395312,757247],[395414,985931],[400275,1517440],[402663,1013275],[419290,1047343],[419954,1300841],[429166,2275624],[436716,1321219],[440737,1588029],[442143,834545],[443033,1072347],[452293,1604002],[454681,1094911],[464404,1872995],[474338,868613],[475002,1109014],[482579,1137115],[501838,1172746],[521359,1191611],[525830,1717170],[526812,950844],[528338,1198744],[540488,1221420],[551147,1748144],[562703,986475],[571816,1264718],[614964,1321064],[620705,1072891],[635427,1350764],[646959,1872840] ] cell #1352 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [15089],[20124],[29673],[31561],[34005],[34069],[42800],[44997],[48196],[48404],[50084],[50148],[54333],[62824],[63413],[64219],[64283],[66913],[69110],[69318],[74593],[79680],[79744],[84484],[85421],[86378],[87393],[93511],[94100],[100430],[101019],[101825],[101889],[106716],[106924],[111517],[112877],[113770],[114015],[115219],[122731],[124625],[131284],[132221],[133178],[134193],[135786],[136592],[136656],[140311],[140900],[145960],[146205],[155675],[158273],[159633],[161975],[168646],[170006],[170899],[171144],[172348],[174528],[175485],[176500],[179860],[181754],[184362],[197946],[199306],[202095],[202340],[204020],[211810],[214453],[214698],[215672],[217013],[221476],[221721],[222925],[226766],[228126],[230468],[233605],[249064],[249309],[250283],[251624],[264208],[265568],[267037],[269777],[270022],[271618],[279392],[282835],[283080],[284054],[284760],[291307],[300094],[307277],[310017],[310262],[311858],[326036],[326281],[327255],[327961],[328825],[329603],[331554],[334890],[348966],[349211],[358581],[365136],[367402],[367647],[374908],[375686],[377637],[380973],[388156],[398079],[398324],[400125],[400266],[401900],[421884],[425220],[436810],[440602],[441380],[452143],[452284],[453918],[464431],[466697],[466942],[476932],[480268],[480531],[481588],[503463],[505491],[521154],[525680],[525821],[529557],[538440],[539497],[547220],[551012],[551790],[564328],[566356],[570750],[594210],[614742],[617522],[619639],[623260],[632971],[634361],[642283],[646809],[646950],[660626],[693978],[713027],[719036],[724892],[729755],[745912],[750809],[765531],[791611],[826874],[828634],[834726],[839301],[899184],[943201],[955917],[1018031],[1064484],[1142188] ] cell #1353 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [148755],[150785],[163507],[186604],[187728],[193083],[206920],[208515],[217248],[219278],[224457],[232000],[236224],[242492],[243616],[252866],[253842],[253990],[256573],[258613],[259345],[261392],[267344],[268468],[273823],[278741],[280336],[287660],[289255],[292839],[299079],[301316],[304444],[307584],[308708],[313196],[314005],[317056],[319464],[320440],[320588],[329891],[336159],[337283],[341906],[342638],[346533],[347509],[347657],[352280],[353012],[355059],[359525],[366154],[372129],[373737],[375974],[381863],[383225],[386657],[389378],[390187],[392506],[395646],[396622],[396770],[406104],[408341],[411469],[414609],[415733],[420221],[421030],[426489],[427465],[427613],[432236],[435015],[438514],[442456],[443265],[443757],[449019],[450539],[451515],[458122],[459920],[466425],[469116],[471424],[475269],[476078],[486680],[487656],[492655],[494263],[496500],[501528],[503751],[509904],[510713],[513032],[517148],[521573],[522664],[523464],[528605],[532564],[536194],[536506],[537315],[544589],[545565],[546377],[552554],[553675],[559429],[561925],[564616],[576309],[582872],[584392],[585368],[588535],[591975],[600278],[602969],[605277],[609931],[614427],[616125],[616338],[616679],[626078],[626878],[630227],[632019],[639920],[643793],[647942],[649734],[657323],[666694],[679235],[682865],[683177],[683986],[687160],[691260],[692236],[706100],[708596],[711287],[716387],[717544],[718077],[728358],[728571],[728912],[732934],[747295],[747508],[751871],[761397],[784718],[785518],[788867],[790659],[794063],[798560],[815963],[825334],[827162],[837809],[838342],[857800],[858333],[873190],[897787],[898000],[898341],[902363],[930826],[954445],[975291],[1016539],[1017072],[1051920],[1140716], [10147,764601],[13353,832756],[18996,693048],[19995,944148],[21656,960039],[23475,980885],[25840,775319],[29647,1065980],[31432,1077231],[33093,849177],[33876,1098707],[35537,1114598],[37089,670135],[38750,1146310],[40569,507183],[44971,1203473],[45504,959698],[46756,739111],[48170,1225335],[48485,1226669],[49955,1236586],[51616,568048],[52419,572367],[54204,1269058],[55865,1027907],[56648,593773],[58309,1306425],[61901,1328660],[63387,1081151],[63920,843730],[64501,641221],[64995,635978],[67203,1355889],[69084,1365845],[69399,1367179],[69617,1114257],[70869,660189],[74567,1398703],[75100,1145969],[76352,908540],[77766,502389],[78081,350240],[79551,1431816],[81212,517296],[84458,1459222],[84773,723465],[85476,737220],[86941,733489],[87474,1470316],[92588,1233620],[93801,1497415],[94074,1240506],[94607,991859],[95682,563254],[95997,399353],[99507,1525036],[100993,1272978],[101526,1022460],[102107,577610],[102601,794618],[103134,1027566],[104809,424081],[106690,1562221],[107005,1563555],[107223,1306084],[108475,609122],[110543,1585110],[111572,832415],[113167,621256],[113677,846925],[115248,842930],[116436,1600504],[116751,459192],[119452,1611598],[122705,1362263],[123020,863721],[125188,873745],[126934,479129],[131258,1654452],[131573,675276],[132276,668244],[133741,902918],[134274,1665546],[135760,1151363],[136293,913681],[139388,1428850],[140601,1692645],[140874,1435736],[141407,1178130],[142482,516172],[142797,357930],[143015,1183236],[145135,722665],[145867,948068],[149756,1724379],[152380,545744],[155649,1739773],[155964,744252],[157299,1484744],[158328,980544],[159923,752426],[162004,991059],[166208,1515656],[167672,1776937],[168701,774978],[170296,577118],[170611,1266092],[170806,773067],[172377,1021660],[173565,1792331],[173880,407174],[176048,799369],[176581,1803425],[179834,1558639],[180149,808374],[182317,1052475],[184063,432968],[184336,1311478],[184869,1063238],[192351,634181],[196972,1860058],[198001,848836],[199596,640729],[199911,1352138],[201270,862921],[202002,1102627],[204049,1106708],[211784,1644685],[212099,884508],[213628,669335],[213690,1137329],[214360,886973],[216987,1395121],[218249,1910650],[220873,487835],[222954,907740],[224142,1926044],[225792,1679974],[226821,916937],[228416,700346],[228731,932618],[230497,1177330],[234168,941328],[245170,1975032],[248239,738311],[248301,1221634],[248971,965092],[251598,1481927],[263234,1764279],[264263,996965],[265858,771899],[266173,763189],[267011,1517602],[267113,1264181],[273091,570570],[277712,2038788],[282010,802433],[282072,1047557],[282742,1036530],[284789,1298535],[285369,817084],[291336,1057297],[299596,1844412],[300149,1074265],[307251,1604164],[307353,1350227],[322142,2116991],[325211,878567],[325273,868827],[325943,1119651],[327990,1385097],[328570,658444],[328961,1386848],[329620,1393964],[334919,1138420],[338837,2144461],[346200,926677],[346302,1172209],[365110,1717332],[367130,952149],[367192,951058],[367309,1199891],[375044,1473654],[375703,1480770],[381002,1222725],[387658,1993969],[395313,757248],[395415,985938],[400271,1517430],[402664,1013276],[419291,1047344],[419950,1300831],[429167,2275631],[436717,1321226],[440738,1588036],[442144,834546],[443034,1072354],[452289,1603992],[454682,1094912],[464405,1873002],[474339,868614],[474998,1109004],[482580,1137116],[501834,1172742],[521360,1191618],[525826,1717160],[526813,950845],[528334,1198734],[540489,1221421],[551148,1748151],[562699,986471],[571812,1264714],[614960,1321054],[620701,1072887],[635423,1350760],[646955,1872830] ] cell #1354 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58739,183837],[73630,216761],[80578,232938],[89631,251372],[97821,268987],[99195,271286],[105753,285143],[108080,290231],[117766,309227],[119140,311526],[127878,328344],[129243,331757],[130905,334217],[137702,348176],[139076,350475],[153634,377840],[155296,380300],[164522,397289],[165896,399588],[166973,400744],[167253,402748],[177819,422087],[179481,424547],[190623,444276],[196273,452762],[196553,454766],[209769,477135],[211431,479595],[212516,480790],[225093,502307],[225373,504311],[239170,526299],[240828,529760],[247127,538699],[262535,563172],[262815,565176],[268138,572285],[280898,593412],[297335,619898],[298265,621174],[299177,623320],[308378,635896],[316142,647428],[324099,659828],[330564,669774],[360580,717137],[365307,723104],[372923,733407],[376647,738750],[385397,751068],[386327,752344],[415403,794536],[437472,827912],[449692,843369],[464602,863360],[472218,873663],[493449,902836],[497173,908179],[531522,955195],[547882,976041],[560102,991498],[583545,1022099],[606071,1052393],[652651,1109754],[678193,1141466],[706773,1177769],[724410,1199484],[811291,1301581],[893839,1394714],[971958,1481520], 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26833,839634],[448355,449894,843471],[459341,459559,856664],[461852,644548,859625],[463265,464804,863462],[472204,655275,873513],[493435,680817,902686],[497375,689076,908281],[513464,931226,1178085],[522885,523103,944706],[532482,532580,956282],[557352,758003,987763],[558765,560304,991600],[580795,785473,1018364],[582208,583747,1022201],[606057,813915,1052243],[626299,626517,1077789],[631592,844675,1084055],[679153,679251,1142553],[704023,927432,1174034],[705436,706975,1177871],[784939,785157,1269616],[790232,1023405,1275882],[913254,1158229,1416778] ] cell #1355 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [193977],[202896],[208623],[236478],[244332],[254706],[260239],[274717],[280444],[289363],[293198],[294547],[301570],[303382],[313450],[315262],[321304],[337999],[343532],[353906],[359633],[361019],[369205],[382609],[391444],[408595],[410407],[416449],[428329],[445404],[460314],[489731],[498566],[511970],[579257], [52047,400223],[56074,418448],[63988,449413],[64623,452241],[70441,323303],[72314,481545],[72372,330145],[76420,496894],[77065,344951],[81421,520011],[82432,522208],[83813,525778],[86917,534701],[87049,372464],[88315,539454],[88373,376228],[93704,389772],[94675,559823],[95191,261658],[97641,401572],[101594,583266],[102577,587042],[102709,414944],[104437,594167],[104495,420475],[104917,283636],[108047,430328],[108543,609516],[109188,435281],[110398,615876],[113070,442850],[114410,625622],[115791,629192],[115849,449273],[117586,453590],[120679,643337],[121144,859341],[122060,646907],[123088,650128],[123726,319799],[123799,468099],[125164,655830],[125296,471759],[126562,660583],[126620,475523],[127042,326837],[131641,675670],[133717,681372],[133849,492990],[135115,686125],[135173,496754],[137522,503135],[137933,348373],[140504,510298],[141475,706494],[141991,355325],[142458,710270],[142590,516507],[146761,366489],[147713,527588],[148122,724849],[148180,528859],[149611,728109],[151320,535102],[152488,374810],[156032,744646],[157154,747046],[157694,748143],[159899,753701],[160031,554010],[160486,389632],[160884,555814],[161166,756792],[161631,987479],[162547,760362],[162605,559683],[164342,564000],[164753,397486],[170199,576703],[170272,781171],[170404,577453],[171539,784262],[172920,787832],[172978,583126],[174715,587443],[178098,422287],[180217,808768],[180855,426824],[180928,601952],[182293,814470],[182425,605612],[184171,433862],[186049,615074],[186189,826831],[186939,618522],[188444,442710],[189871,621583],[190153,834090],[190443,622932],[195160,1083771],[195396,451747],[199499,640314],[199572,855029],[199704,641064],[200629,857464],[201642,859249],[204257,865105],[204315,649988],[204944,468500],[205746,868365],[206286,869462],[207455,656231],[210048,477335],[212167,884902],[212987,886637],[215254,487015],[216206,674259],[218104,897538],[219813,681773],[220981,495336],[228392,923130],[228524,700681],[228979,510158],[229377,702485],[229659,926221],[230124,1173750],[231040,929791],[231098,706354],[233246,518012],[235207,942673],[235608,717046],[236618,720588],[237368,945506],[238290,527989],[240277,950596],[242827,530820],[246041,961373],[246331,537861],[247598,964756],[249865,544924],[250817,743235],[252451,974960],[253201,749692],[256705,754102],[258985,987387],[265834,1003158],[265966,772234],[266789,773714],[269184,576563],[270611,780223],[270893,1012820],[275900,1275598],[276136,585600],[281369,1036194],[285684,602353],[286486,1047095],[287026,1048192],[288195,814871],[290788,611188],[294146,829354],[295557,1067520],[297806,1070912],[301710,625041],[302460,1078589],[305369,1083679],[307029,847572],[309424,640174],[310851,854081],[311133,1094456],[312179,1097232],[313590,860844],[324570,1119315],[329275,886475],[331035,1131777],[331957,674660],[333944,1136867],[336494,677491],[339708,1147644],[339998,684532],[344715,1416494],[352652,1173658],[361967,1193376],[364888,948715],[365778,1198435],[368804,726589],[370215,1205013],[375358,964594],[377118,1216082],[378040,743636],[380027,1221172],[382208,977483],[385868,1230267],[408735,783681],[409485,1270416],[412394,1275506],[418158,1286283],[441052,1070750],[446352,1333756],[450163,1338815],[464183,1103274],[465073,1360807],[489330,896018],[490741,1400243],[497644,1411312],[500553,1416402],[551462,1230105],[560573,1502333],[580205,1530132],[584016,1535191],[707244,1697563], 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] cell #1356 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [303837],[315717],[323473],[361512],[371308],[384712],[391899],[410862],[418618],[430498],[435882],[437388],[445897],[448102],[460807],[463012],[470603],[491834],[499021],[512425],[520181],[521829],[531438],[547798],[558512],[579750],[581955],[589546],[604456],[625243],[642958],[678109],[688823],[705183],[783883], [97125,569735],[103634,592168],[116034,629859],[117070,633346],[126051,473225],[129006,668500],[129080,482038],[135358,686792],[136421,500941],[143515,715396],[144930,717901],[146850,721830],[151299,731914],[151490,535327],[153397,737476],[153471,539947],[161336,556481],[162790,761029],[163635,393819],[167348,571241],[173163,788499],[174694,793043],[174885,587668],[177582,801598],[177656,594660],[178268,422742],[183180,607078],[183934,819890],[184997,613563],[186668,827530],[190323,622250],[192146,838166],[194066,842095],[194140,629685],[196648,634852],[201065,858157],[201696,1099701],[202985,862086],[204500,865772],[205399,468725],[205498,652118],[207434,872170],[207625,656456],[209532,877732],[209606,661076],[210218,477790],[216858,894945],[219792,901343],[219983,681998],[221890,906905],[221964,686618],[225468,694469],[226035,505238],[229829,703152],[231283,930458],[232128,514345],[232814,935002],[233005,710896],[238745,528214],[240029,723877],[240591,951314],[240665,725342],[242556,954813],[244846,732363],[246501,538316],[251469,973064],[252930,975659],[253637,976805],[256684,982897],[256875,754327],[257527,556307],[258060,756413],[258408,986295],[259039,1237580],[260328,990224],[260402,760855],[262910,766022],[263477,566103],[271063,780890],[271162,1013498],[271353,781797],[272886,1016896],[274806,1020825],[274880,788325],[277388,793492],[282203,596865],[285240,1044502],[286139,602578],[286238,810758],[288174,1050900],[288365,815096],[290958,611643],[293691,826703],[293865,1065282],[294772,830348],[296650,622076],[298526,833711],[298874,1072711],[299272,835217],[305423,1339571],[305757,632718],[311303,854748],[311402,1095134],[311593,855655],[312805,1097802],[314069,1099612],[317563,1105873],[317637,865598],[318526,652567],[319528,1109372],[320235,1110518],[321818,872619],[325404,663281],[328441,1127623],[329500,1129514],[332412,674885],[333696,893306],[336223,1141084],[338513,901792],[340168,684987],[350351,1169168],[350542,923756],[351194,702978],[351727,925842],[352075,1172566],[352706,1432810],[353995,1176495],[354069,930284],[357144,712774],[360047,1191216],[360496,943080],[361686,946724],[362593,1193946],[363717,724326],[366218,1199102],[369430,727583],[373532,1210204],[373930,735652],[375583,1213819],[378495,743861],[379779,971425],[381927,1224637],[382834,978477],[387334,983346],[390251,1237491],[399464,1254489],[399655,1003784],[400716,1005433],[403675,780716],[405551,1012441],[405899,1264538],[412448,1535947],[412782,791358],[419830,1289629],[425551,811207],[426553,1301199],[427260,1302345],[428843,1051349],[432429,821921],[436939,1067814],[438578,1323323],[441277,1326635],[446071,837571],[446978,1334326],[450603,1339482],[452734,1087069],[455693,854574],[457569,1094077],[457917,1350584],[459342,1353588],[460981,1101283],[474878,1376191],[481022,1129351],[483119,1389176],[484243,893755],[486744,1394332],[489956,897012],[494058,1405434],[494456,905081],[500607,1676457],[510777,1432721],[522886,1453696],[526271,1197155],[527352,1458545],[530989,953288],[532628,1464979],[538931,1213656],[541028,1475982],[542152,971874],[544653,1481138],[547349,1227169],[551687,1490153],[579924,1016301],[580831,1530702],[584456,1535858],[591770,1546960],[620130,1326472],[626300,1594978],[630766,1599827],[647400,1359527],[648481,1621303],[677660,1139559],[679299,1660209],[687699,1671212],[691324,1676368],[751300,1489990],[761936,1759942],[784940,1786805],[789406,1791654],[931365,1946213], [28209,424588,1297700],[29062,290272,1056462],[36591,479636,1384262],[38035,334258,1137585],[40068,502453,1419867],[41790,356577,935451],[47702,380341,1221890],[51115,563318,1506673],[52290,400890,1257109],[52773,572431,1519699],[53452,406297,1013947],[56305,593195,1549964],[58729,290346,819716],[61722,621320,1589237],[64866,452908,1343155],[65349,636042,1606261],[66028,458315,1095583],[70526,659611,1636010],[71940,480573,1386446],[72557,482212,1132995],[72658,669557,1648926],[73620,334332,894771],[78799,507860,1169617],[84056,526445,1457418],[84157,722887,1717826],[87295,733553,1728506],[87941,538482,1473252],[88558,540121,1217300],[88659,738533,1734247],[89621,380415,972890],[92409,752490,1749352],[96715,568725,1254938],[97620,570792,1259641],[97811,401797,1009078],[102955,794682,1798088],[104680,594834,1293110],[105743,424662,1044328],[110452,827619,1839799],[112086,619681,1587634],[116135,843152,1853505],[117565,634403,1345687],[117756,453815,1090714],[122303,647574,1620176],[122404,863143,1873496],[125542,873809,1884176],[126805,661250,1379672],[127868,479710,1127449],[134095,902982,1914777],[135459,907962,1920518],[137501,694020,1422399],[137692,503360,1164748],[148365,725516,1462012],[149665,954902,1970419],[157208,975748,1989356],[158842,750851,1747749],[162891,991281,2003062],[164321,765573,1509205],[164512,564225,1250069],[173264,1021882,2032235],[182671,1052539,2062906],[190422,834768,1591728],[190613,623157,1331277],[205800,1109461,2112378],[218158,1141173,2139848],[231384,1177552,2172491],[235833,943243,1712591],[240331,1199191,2191750],[286540,1301288,2271018],[333998,1394421,2338421],[380081,1481227,2399286] ] cell #1357 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [139299,923098],[142536,516175],[142926,710238],[166119,1003126],[170350,577121],[170522,781139],[177405,1036162],[183794,609115],[199650,640732],[199822,854997],[209355,1119283],[213003,886605],[213658,669338],[214137,1131745],[216718,675269],[224821,1160526],[228470,700349],[239861,1198403],[247614,964724],[248269,738314],[248748,1216050],[251329,744245],[262263,1245847],[265912,771902],[266385,1004856],[267695,774971],[267866,1258642],[282040,802436],[285100,808367],[297822,1070880],[297993,1327041],[304953,1338783],[306625,1086492],[307935,848829],[308106,1344688],[316833,1360775],[325241,878570],[328301,884501],[329741,886895],[342415,1411280],[346884,916930],[361441,1452986],[364484,1196578],[367160,952152],[372651,1468697],[375824,965014],[385884,1230235],[386055,1490559],[393015,1502301],[395997,996958],[411978,1535159],[415131,1541064],[420071,1036452],[443616,1074258],[445826,1594268],[460736,1615744],[463779,1358950],[471946,1631455],[475119,1119573],[493177,1663927],[513541,1697531],[528455,1199813],[556236,1754383],[579679,1786095],[605799,1823282],[615219,1321010],[622005,1845186],[702907,1940654],[780645,2023916],[854503,2100050], [21027,374925,964091],[21610,372480,959691],[29701,437302,1323988],[30091,440619,1070247],[31735,448869,1081073],[35491,471775,1114250],[38121,328842,885972],[38704,493006,1145962],[42821,522176,1194677],[45025,531352,1202361],[45415,534669,959888],[48224,547712,1487506],[48487,548743,1745009],[48614,551029,1229602],[49367,554026,1233613],[50258,559279,1240428],[52473,267347,572370],[52863,401139,775168],[54507,582722,1272900],[55819,414960,1027559],[58263,605628,1306077],[62845,625590,1075951],[65049,307587,635981],[65439,453157,849026],[66934,643305,1357049],[67257,644378,1618683],[68312,649584,1362185],[69138,652481,1364733],[69401,653512,1879833],[69528,655798,1114447],[72417,329884,670128],[74621,678023,1397591],[75011,681340,1146159],[76655,496350,1151285],[77016,344996,913674],[77820,346536,502392],[78083,347539,350242],[78210,502702,692897],[78963,700697,1428843],[79854,705950,1435658],[81166,516523,1183229],[84512,724240,1455925],[86995,372132,733492],[87476,734238,1975806],[88418,375967,739104],[90539,746389,1484528],[91178,748111,1488672],[92499,753669,980734],[93532,756760,1235306],[93855,757833,1757322],[95736,395649,563257],[95999,396652,399355],[96126,563567,764450],[96879,772250,1515649],[99872,577469,1266085],[100451,784230,1267778],[102655,414612,794621],[103045,587010,1027756],[103437,280390,799372],[104540,420214,593766],[104863,421033,424084],[105918,808224,1558561],[106744,811121,1561109],[107007,812152,2058563],[107134,814438,1306274],[108778,608972,1311400],[109139,435326,1063231],[111045,829111,1584894],[112898,834058,1325154],[113221,443268,621259],[113393,622499,832605],[115894,449012,843723],[115956,304474,842933],[116490,844505,1597207],[116753,451545,459194],[119817,641080,1352131],[120276,857432,1097427],[124311,869430,1629568],[125242,471427,873748],[126665,475262,660182],[126988,476081,479132],[128043,884358,1644607],[130222,487031,1137322],[131312,893669,1651155],[131706,675126,1395043],[133795,492658,902921],[134276,903667,2145235],[135218,496493,908533],[135280,341936,907743],[137339,915818,1679758],[137978,503744,507176],[139753,355370,932611],[140332,926189,1430536],[140655,927262,1943593],[142799,357932,517178],[143318,359579,941331],[144510,717176,942868],[145165,522667,722668],[145644,945474,1193571],[148225,528598,723458],[150258,956394,1724163],[150787,373135,373767],[152111,961341,1466810],[152434,537318,545747],[154613,544940,1221627],[155703,971788,1736476],[156097,744102,1481849],[156328,974255,1224223],[159977,553678,752429],[162650,559422,991852],[162712,392536,991062],[163509,261765,561955],[164159,995846,1764063],[164798,564609,568041],[166573,261703,763182],[167185,773859,1517386],[168174,1007841,1776721],[168306,576159,1264103],[170027,1012788,1521530],[173023,582865,1022453],[173085,411499,1021663],[173619,1023235,1789034],[173882,407176,585398],[176583,1033233,2258690],[178798,426840,1047550],[180282,289309,817087],[181440,1048160,1821395],[182371,605280,1052478],[183856,432266,1057300],[184117,432971,609934],[185645,826126,1064868],[186607,437616,438517],[186955,616331,832408],[187126,1066815,1322909],[189784,1072040,1844196],[192381,626081,634184],[192860,1078557,1333951],[193086,449831,450542],[195441,632012,641214],[196485,847717,1603948],[197474,1089477,1859842],[197606,639770,1350149],[199327,1094424,1608092],[201300,643796,862924],[204360,649727,863714],[204422,466455,1106711],[206922,320470,472430],[208569,212232,658447],[210748,319815,868820],[212655,668089,1386700],[214257,674227,1136504],[216780,487686,1138423],[218751,1142665,1910434],[219280,493661,494293],[220604,1147612,1662040],[220927,487838,683989],[224196,1158059,1922747],[224459,345058,692266],[225305,352310,926680],[226426,509754,1172131],[231143,706093,1178123],[231205,513062,1177333],[232002,355432,708626],[233291,517289,711280],[235175,520748,716543],[236074,717466,947990],[236217,522501,523457],[239382,948860,1717116],[241404,366505,951051],[242495,531666,532567],[242843,728564,737213],[243014,1204308,1464565],[243609,535711,536499],[245672,1209533,1974816],[247266,737065,1473506],[248868,743203,1220809],[251391,545595,1222728],[252869,381866,548026],[253217,747501,980537],[253872,256575,386539],[256046,1231395,1993753],[258643,262747,757251],[259348,390190,560241],[263868,389228,985860],[266528,773682,1256963],[268350,406134,1013279],[273121,570573,784721],[273600,1270384,1530327],[273826,583684,584395],[276181,577603,790652],[278214,1281304,2038572],[278743,415615,592005],[280067,1286251,1799919],[281037,426492,811435],[282639,601920,1046732],[285162,600308,1298538],[287662,427495,606283],[292841,435388,825364],[294114,615513,616528],[297474,832260,1587888],[298477,299109,834549],[299754,442306,1072276],[301166,837731,846847],[301309,625915,626871],[306768,847540,1343009],[308590,458152,1094915],[313046,857722,1102549],[313189,459913,643630],[314008,317059,464741],[316354,1103419,1872786],[319467,324238,652795],[320581,469109,656840],[322644,1371905,2116775],[325840,468067,868002],[328363,666724,1385100],[330703,486683,893983],[336162,678337,679238],[336510,668237,897993],[336681,1399538,1659795],[337276,682382,683170],[339339,1404763,2144245],[342641,497312,691263],[345717,509897,926514],[353015,510716,706912],[360724,521418,1191470],[364627,948683,1457272],[365446,366157,724554],[367206,527556,950233],[368772,727746,728761],[376786,544592,972102],[382176,546226,746683],[383218,386650,552071],[385536,980389,1748003],[389371,394830,757085],[402181,576302,1013113],[408191,772989,1016461],[408334,784555,785511],[415726,588052,798553],[427606,602962,815480],[429669,1568281,2275415],[436554,615042,1065136],[441661,442449,834383],[454199,639913,1094749],[463922,1103242,1620030],[489298,897175,898190] ] cell #1358 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [22846],[23300],[29677],[29873],[34009],[35362],[42792],[45001],[45197],[45507],[46168],[48200],[48396],[50088],[58134],[62816],[63417],[64223],[66905],[69114],[69310],[69620],[74597],[74793],[75103],[75764],[79684],[84488],[85425],[86370],[87385],[92591],[93503],[94104],[100422],[101023],[101829],[103137],[103798],[106720],[106916],[107226],[111521],[112869],[114007],[122735],[124617],[131288],[132225],[133170],[134185],[135790],[136296],[136596],[139391],[140303],[140904],[143018],[146197],[148785],[155679],[158277],[159625],[166211],[168650],[169998],[170614],[171136],[174532],[175477],[176492],[179864],[181746],[184366],[184872],[187758],[197950],[199298],[199914],[202332],[211814],[213693],[214690],[215676],[217017],[217278],[221713],[226770],[228118],[228734],[233597],[248304],[249301],[250287],[251628],[254020],[264212],[265560],[266176],[267041],[267115],[268498],[270014],[271610],[276741],[282075],[283072],[284058],[300098],[307281],[307355],[308738],[310254],[311850],[325276],[326273],[327259],[328963],[329595],[329618],[332565],[346304],[347687],[349203],[365140],[367195],[367639],[375046],[375678],[375701],[378648],[388160],[395417],[396800],[398316],[400189],[400269],[401493],[419948],[422895],[440740],[441372],[443036],[443787],[452207],[452287],[453511],[464435],[466934],[474996],[477943],[480461],[503056],[521362],[521603],[525744],[525824],[528332],[538370],[551150],[551782],[554197],[563921],[595437],[614806],[614958],[619569],[622853],[642732],[646873],[646953],[661853],[716321],[716732],[719485],[735086],[745976],[750739],[820493],[828698],[839750],[856988],[904515],[945030],[955981],[1018480],[1078113],[1142252],[1269940] ] cell #1359 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [228051,1169136],[232924,710484],[233530,934970],[265493,1254457],[271272,781385],[271543,1013466],[281284,1289597],[290413,819410],[311512,855243],[311783,1095102],[324485,1376159],[329528,1129482],[330340,887837],[330950,1389144],[334399,894465],[345754,1419187],[350461,923344],[365693,1458513],[375611,1213787],[376423,965956],[377033,1475950],[380482,972584],[394867,1505993],[399574,1003372],[400258,1256429],[401825,1006740],[402218,1519019],[420670,1037394],[424729,1044022],[441305,1326603],[441698,1588557],[450078,1599795],[452276,1342475],[453843,1088376],[454236,1605581],[464988,1621271],[475718,1120515],[479777,1127143],[481580,1129787],[497559,1671180],[503388,1162410],[522538,1713304],[525813,1456738],[529054,1200755],[535748,1727826],[539489,1214092],[551715,1490121],[552108,1748672],[560488,1759910],[564253,1247731],[583931,1791622],[588089,1797408],[594202,1289902],[623185,1330045],[625952,1848983],[643667,1868974],[646942,1619496],[656877,1883496],[660618,1376464],[682419,1914097],[707159,1946181],[724884,1459924],[757122,1998540],[784592,2027713],[815517,2062226],[826866,1583002],[834420,2082562],[926551,2167969],[1013150,2241202],[1094786,2307618], [44606,538450,1213162],[45544,535355,1208432],[60124,615911,1585686],[60730,619649,1325978],[63360,629227,1336825],[69657,656484,1370804],[74202,480541,1128857],[75140,682026,1403662],[82347,717869,1454910],[85697,728144,1462468],[86303,731882,1208651],[90811,747081,1745801],[91210,748473,1990069],[91417,750819,1489496],[92628,754355,1493563],[94047,760397,1500343],[97730,401385,775895],[98336,570760,1006959],[100966,787867,1533201],[103174,587696,1280203],[107263,815124,1567180],[114325,838134,1331770],[117675,453403,849753],[118281,634371,1088595],[120594,858125,1617668],[121058,859284,1871598],[122678,865140,1622682],[123944,868400,1625226],[124343,869792,2113091],[124550,872138,1371023],[129147,481732,888679],[132497,897573,1657698],[133103,901311,1403881],[135733,686160,1409322],[136333,501008,1158855],[137611,502948,693624],[138010,504200,507691],[138217,693988,914936],[139428,923784,1688793],[140847,929826,1695573],[143055,710924,1442961],[147858,950631,1715928],[151409,534915,960615],[152143,961703,2199300],[153538,539641,966798],[156726,974995,1743117],[157609,976773,1746883],[159558,982865,1230513],[161081,986263,1495288],[161545,987422,2001164],[164431,563813,765177],[164830,565065,568556],[165037,765541,994964],[166248,1003812,1773098],[170651,781825,1526421],[171454,1016864,1528146],[174804,587256,1028483],[175410,793011,1280422],[176021,418537,1033973],[177723,594354,801137],[178187,595329,599133],[179807,1043870,1814509],[181073,1047130,1817053],[181472,1048522,2271731],[181679,1050868,1567399],[184309,819258,1572840],[184909,613630,1318970],[187524,1067555,1840512],[190068,1072679,1586768],[190532,622745,833332],[190803,834736,1071158],[194207,629379,1082857],[194289,449468,1082015],[195074,1083714,1851607],[195473,632468,641729],[199951,855683,1612983],[200544,1097770,1353762],[206201,1110486,1881707],[207544,656044,1115174],[209673,660770,877271],[210137,661745,665549],[211757,1126991,1896145],[214797,674913,1394812],[216351,1136902,1902199],[216960,894313,1655154],[219902,681586,1146886],[220636,1147974,2345971],[222031,686312,1153069],[222113,496949,1152227],[225219,1161266,1929388],[226102,695179,699337],[228771,514412,1179701],[229574,1172534,1690518],[230038,1173693,2170593],[233323,517804,711736],[234141,520100,1189643],[235861,943211,1191390],[236673,718408,948932],[237283,1193914,1453870],[240732,725036,949774],[243412,1205048,1971132],[244124,536167,536955],[245956,1210172,1726037],[246420,734978,744892],[249408,743889,1481618],[250962,1221207,1982227],[251571,972432,1740475],[252087,1223957,1484330],[256794,753915,981461],[260469,760549,1242212],[260551,559878,1241370],[261735,393968,763638],[262661,1246587,2007507],[263544,766732,770890],[266213,393886,993430],[266984,1005596,1774829],[268264,1259382,2019242],[268450,780258,1524404],[270808,1264506,1778595],[274947,788019,1274684],[275029,583321,1273842],[275814,1275541,2030337],[276213,578118,791108],[280099,1286613,2441471],[283179,602606,1301679],[285342,430417,1053964],[286941,1302313,2060437],[288284,814684,1307001],[290495,609571,1312342],[290877,610473,820385],[293233,1064602,1320812],[294360,616255,617255],[294800,828010,1070939],[295193,1322643,1584696],[298391,1327781,2081700],[301765,838673,847789],[302375,1334294,1595152],[302667,630354,631216],[305824,845301,855846],[307224,1087232,1857950],[308504,1345428,2095376],[308690,854116,1610966],[311048,1350552,1861716],[313645,858664,1103491],[317704,865292,1104333],[317786,650183,1363127],[321096,469565,657296],[323392,328543,875234],[326380,468753,1109852],[329088,886510,1647172],[331120,893274,1393970],[334481,675725,1395985],[337079,1400278,2140561],[337791,682838,683626],[339623,1405402,1912308],[340087,675916,904407],[344629,1416437,2151656],[345028,501090,914130],[346173,510353,1173073],[347639,702520,1431184],[354136,929978,1437442],[354218,706549,1436600],[355402,514494,933067],[357211,711875,936161],[360015,716393,942586],[361054,943516,1196445],[361206,718218,719250],[365083,1197318,1964881],[367746,528242,1199582],[369018,728488,729488],[369458,955293,964783],[369851,1464299,1723965],[370409,733073,734003],[373049,1469437,2198438],[375171,964629,1732493],[377203,971393,1480776],[380564,744701,1482791],[382422,546953,747425],[382862,976139,1230294],[383674,387165,552527],[386453,1491299,2214798],[389827,395286,986802],[390729,556976,761524],[396752,555849,1235954],[400410,1005401,1517436],[402637,576758,1265045],[408790,773931,1017403],[409400,1530670,1786979],[409692,788994,789856],[412849,781988,1024031],[415529,1541804,2254016],[416241,588508,799009],[418073,1546928,2040446],[419418,602166,1047474],[421450,810726,1300837],[424811,808823,1559503],[428121,603418,815936],[435358,613712,1063687],[436907,827168,828229],[440865,1070785,1843152],[442117,442905,1073218],[443739,621618,1328028],[445439,1076599,1086359],[445591,838483,839515],[452428,1087037,1603998],[454655,640369,1351091],[460349,1098075,1358817],[460501,642497,858474],[461476,465280,648069],[464378,1359690,2106840],[468313,474466,868744],[469704,653277,873329],[472344,1632195,2321666],[476498,652086,1109010],[479859,884957,1645549],[482707,674473,1137246],[489544,897917,898917],[489984,886664,1141564],[490377,1659529,1910236],[490935,902502,903432],[493575,1664667,2345109],[497851,687287,912878],[501973,702672,1172883],[511255,703647,930953],[521490,717081,1451942],[525965,1197123,1717166],[526940,527802,950975],[529123,723845,1198740],[530957,954451,955512],[540616,743449,1221551],[547317,745507,975297],[548508,552666,752010],[551275,1230140,1992709],[556001,562838,986612],[571951,780410,1264855],[579292,1004723,1268426],[579444,1017213,1018245],[588647,794202,1032998],[603557,811917,1052059],[606197,1824022,2455519],[615101,826671,1321060],[620840,621770,1073028],[635562,854268,1350901],[647094,1359495,1872836],[677628,1140722,1141783] ] cell #1360 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [47807],[48524],[60089],[60397],[67175],[69438],[82310],[85662],[85970],[86432],[87513],[90776],[91084],[93773],[107044],[114288],[115157],[116408],[120557],[123909],[124217],[124679],[132462],[132770],[133232],[134313],[140573],[147823],[149182],[150505],[152017],[159687],[161044],[161913],[171417],[172286],[173537],[175539],[176620],[181038],[181346],[181808],[188155],[190031],[191627],[203958],[206640],[216316],[217675],[218998],[220510],[222863],[223633],[224114],[228180],[229537],[230406],[233659],[237996],[241653],[250927],[254417],[256293],[265622],[268895],[270771],[271672],[272367],[277138],[278461],[279973],[284698],[287380],[291245],[292015],[295921],[309135],[311011],[311912],[314968],[327899],[330392],[331663],[332962],[334828],[335320],[341182],[348084],[349960],[350861],[357650],[376475],[377746],[379045],[380911],[383983],[397197],[399073],[399974],[401039],[401121],[402946],[404748],[406894],[413770],[420722],[421993],[423292],[444184],[453057],[453139],[454964],[456766],[458912],[475770],[477041],[478340],[480671],[481420],[481445],[485130],[502684],[504509],[506311],[526594],[529106],[529666],[538580],[539329],[539354],[543039],[554594],[563549],[565374],[567176],[569702],[569780],[573116],[594067],[597752],[619779],[620528],[622481],[623518],[633313],[633391],[636727],[647723],[650795],[660483],[664168],[667324],[696344],[717016],[717405],[721797],[721875],[724749],[736300],[750949],[751698],[754688],[767897],[805039],[826433],[826585],[831495],[836162],[857661],[862053],[862131],[881173],[942388],[942767],[945703],[963445],[974562],[979624],[1059903],[1067122],[1078786],[1097326],[1149716],[1193470],[1204615],[1270613],[1333850],[1399845],[1530226] ] cell #1361 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [241489],[244121],[261732],[294357],[295757],[302664],[321093],[323319],[335156],[337788],[345025],[355399],[361212],[369015],[370415],[382419],[383635],[383819],[387162],[389788],[390726],[393447],[401382],[402782],[409689],[416238],[418464],[428118],[430344],[435355],[442866],[445597],[449429],[453400],[454800],[460507],[461473],[465277],[468310],[469526],[469710],[481738],[489541],[490941],[496910],[497848],[502945],[504161],[504345],[510314],[511252],[513973],[520027],[527799],[534912],[536916],[539647],[546950],[548514],[552672],[556007],[556973],[559839],[563810],[565026],[565210],[576719],[579450],[583282],[587253],[588653],[594360],[595326],[602163],[603379],[603563],[609532],[613191],[617252],[621776],[622742],[623354],[629385],[631213],[632429],[640330],[642503],[650144],[653283],[656041],[660776],[661742],[674470],[675686],[681583],[683587],[686318],[692624],[695185],[702678],[703644],[706510],[711697],[717241],[718405],[719256],[725042],[729485],[733664],[734009],[734975],[743446],[744662],[745651],[752601],[753912],[760555],[763599],[766738],[780416],[788025],[789853],[791069],[794793],[798970],[808784],[811923],[814681],[820382],[826064],[827789],[828016],[828373],[838670],[839521],[843248],[845307],[854274],[858661],[863239],[865298],[873920],[884918],[898914],[903093],[903438],[904404],[908058],[912875],[914091],[929984],[933028],[936167],[942452],[943587],[944112],[955072],[955299],[955656],[960003],[975918],[976145],[980849],[991377],[1017400],[1018251],[1021978],[1024037],[1027871],[1033004],[1052650],[1063648],[1065618],[1076670],[1077195],[1098146],[1098671],[1114562],[1141343],[1141570],[1141927],[1146274],[1177648],[1203111],[1224973],[1268497],[1269022],[1306389],[1398341], [23891,995108],[30304,1071302],[40985,915080],[42850,1192607],[45628,1208795],[48827,1230657],[53076,1007103],[60051,1321844],[62874,1332987],[65652,1088739],[66963,1354979],[69741,1371167],[72446,888685],[75224,1404025],[78423,699343],[85624,1463500],[86428,1208438],[88447,966804],[90738,1485362],[91207,1486629],[93561,1496505],[96339,770896],[97657,775892],[100480,1529363],[103258,1280566],[104569,801143],[107347,1567543],[112927,1590104],[115119,1336896],[115923,1082863],[116875,855852],[117602,849750],[120985,1616578],[123871,1626258],[124340,1627525],[124675,1370810],[126694,877277],[132424,1658730],[133228,1403668],[135247,1153075],[137538,693621],[138007,507688],[140361,1691735],[143139,711881],[147785,1718990],[148254,949780],[149260,964789],[151336,960612],[152140,1729373],[159683,1493569],[161472,1755217],[161875,1500414],[162679,1242218],[164358,765174],[164827,568553],[170056,1781931],[172248,1533272],[173052,1274690],[174004,781994],[174731,1028480],[175535,1280209],[178114,599130],[181000,1818085],[181469,1819352],[181804,1567186],[183823,819416],[186863,1840708],[188233,1070945],[190459,833329],[191203,1086430],[193292,1082012],[195001,1854669],[195470,641726],[199356,1865052],[203920,1622753],[204389,1104339],[207471,1115171],[210064,665546],[216278,1905261],[216747,894471],[217753,886670],[219829,1146883],[220633,1915644],[222825,1409393],[223629,1158861],[228176,1688799],[229965,1941488],[230368,1695644],[231172,1437448],[232851,710481],[233320,517801],[233655,1442967],[236634,948929],[237572,1196516],[242751,1971328],[246347,744889],[250889,1985289],[251358,972590],[253125,1743313],[254495,1230300],[256721,981458],[259554,1241367],[265618,1773104],[267603,2019438],[268973,1006746],[271199,781382],[271668,1526427],[271943,1004794],[274032,1273839],[275741,2033399],[276210,578115],[279292,1033970],[280096,2043782],[284660,1814580],[285129,1044028],[288211,1306998],[290804,610470],[291207,1572911],[292011,1318976],[301726,847786],[307843,2095572],[309213,1088382],[311439,855240],[311908,1612989],[313606,1103488],[314544,1358888],[317265,1363124],[327861,1896216],[328330,1127149],[330301,887834],[330388,1394818],[331239,1129858],[334790,1655225],[336418,2140757],[340014,675913],[342847,1152224],[344556,2154718],[346792,1929584],[348162,1162416],[350388,923341],[350857,1179707],[353221,1436597],[358481,1189640],[372388,2198634],[376384,965953],[376471,1481624],[377322,1214163],[380873,1740546],[395905,2007703],[397275,1247737],[399501,1003369],[399970,993436],[401001,1775025],[401119,1524475],[408751,773928],[414868,2254212],[420631,1037391],[420718,1301685],[421569,1289973],[424290,1559500],[425120,1053961],[433177,1312339],[443524,2081896],[444262,1330051],[453019,1858146],[453137,1611037],[471683,2321862],[475679,1120512],[475766,1109858],[476617,1376535],[479338,1645546],[480168,875231],[480669,1647308],[481449,1654090],[488044,1395982],[492914,2345305],[502564,1173070],[502682,1431255],[526556,1965077],[529015,1200752],[529102,1199588],[529242,1459995],[538578,1732629],[539358,1739411],[545953,1482788],[553934,2214994],[563429,986799],[563547,1236025],[569784,1774876],[572542,1265042],[593291,1301458],[594071,1561859],[605536,2455715],[615288,1583198],[619777,1843288],[621431,1073215],[622479,1328099],[633395,1857997],[636153,1351088],[647685,2107036],[659707,1109631],[660487,1365483],[669653,1394591],[693012,1431780],[717014,1452078],[721879,1964928],[722983,1199361],[724753,1458860],[738629,1481397],[750947,1992845],[764565,1236550],[775283,1525000],[826589,1583049],[832720,1328624],[849141,1611562],[862135,2106887] ] cell #1362 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [119920],[121132],[144780],[145288],[157487],[161619],[186523],[191996],[192504],[195148],[200915],[201423],[206079],[230112],[242411],[243745],[245834],[252785],[258258],[258766],[272736],[273244],[275888],[286819],[298724],[300825],[302755],[302869],[305150],[319383],[320717],[336078],[337412],[339501],[344703],[351925],[352433],[363355],[366073],[368433],[386786],[390817],[390931],[405749],[407850],[409780],[409894],[412175],[415862],[417951],[426408],[427742],[439418],[444580],[457767],[462650],[465368],[465482],[483881],[486599],[488959],[496009],[497939],[498053],[500334],[507312],[511343],[511457],[517425],[524024],[541790],[544508],[549828],[568177],[573271],[575030],[577739],[578433],[586671],[590400],[596503],[599221],[599335],[610561],[610675],[636882],[638641],[641350],[645153],[662919],[665637],[665751],[668373],[670695],[673026],[676004],[676118],[685301],[696499],[698258],[713628],[726323],[737349],[739671],[742002],[744980],[745094],[768052],[769811],[773084],[774019],[775107],[778469],[803793],[806124],[809216],[832544],[836317],[846942],[847877],[848965],[852327],[866579],[879927],[882258],[885350],[885795],[885798],[886990],[889593],[917066],[920428],[948085],[949020],[952519],[963914],[963917],[965109],[967712],[980673],[984446],[997094],[1000456],[1004691],[1005874],[1036547],[1039150],[1065519],[1070070],[1070073],[1074394],[1086327],[1087510],[1102644],[1103579],[1107078],[1119668],[1122271],[1161544],[1165366],[1191357],[1196413],[1199908],[1201432],[1224874],[1229425],[1229428],[1246865],[1250687],[1320780],[1321243],[1323560],[1329179],[1341812],[1353729],[1358785],[1445917],[1452166],[1453837],[1465216],[1484298],[1538188],[1582571],[1584664],[1595119],[1660446],[1723933],[1786946],[1910204] ] cell #1363 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [86571],[95142],[115047],[124818],[125854],[133371],[136828],[141942],[148954],[150345],[159826],[160825],[161803],[172176],[175678],[176714],[181947],[182983],[185404],[187927],[188783],[191333],[203848],[205089],[206480],[217447],[218838],[221775],[222753],[229318],[230296],[234834],[237702],[238435],[241496],[244671],[252311],[254189],[255045],[256133],[257595],[261422],[268667],[269523],[270076],[272073],[276910],[278301],[285829],[287220],[290157],[295417],[295764],[296718],[303527],[308907],[309763],[310316],[312580],[314674],[315407],[321643],[331369],[332102],[332734],[333590],[335163],[338338],[340888],[347856],[348712],[349265],[351262],[355089],[362368],[370075],[371376],[377452],[378185],[378817],[379673],[381260],[383826],[384780],[391589],[396969],[397825],[398378],[402789],[403743],[404454],[410552],[416788],[421699],[422432],[423064],[423920],[428668],[435045],[437911],[443956],[446753],[452086],[454807],[455761],[456472],[466996],[470671],[476747],[477480],[478112],[478968],[490601],[491902],[498711],[500199],[501558],[504352],[505306],[506017],[512115],[518351],[522717],[529372],[531961],[536224],[538006],[552584],[554366],[562496],[565217],[566171],[566882],[580606],[585939],[588565],[589614],[604524],[611333],[612821],[616127],[616392],[623361],[626131],[630229],[632786],[643846],[647944],[650501],[657353],[678632],[682895],[684677],[687162],[709167],[712842],[717248],[717473],[718075],[728360],[728625],[732932],[747297],[747562],[751869],[761399],[784771],[788869],[791426],[794061],[815993],[826133],[827096],[837738],[838340],[857729],[858331],[873188],[897789],[898054],[902361],[930828],[942508],[954379],[975225],[1016468],[1017070],[1051918],[1140650], 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] cell #1364 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [67333],[91050],[93931],[116566],[119969],[120030],[120883],[124183],[140731],[145337],[145398],[151983],[156417],[160517],[161370],[173695],[181312],[187215],[188475],[191554],[192553],[192614],[194899],[205009],[220476],[224272],[229010],[229863],[237923],[238355],[241907],[243103],[244363],[254737],[269215],[272294],[273293],[273354],[275639],[279939],[285749],[296175],[300423],[303015],[303447],[309455],[314895],[315327],[321335],[331590],[332022],[335574],[336770],[338030],[341109],[344454],[348404],[362953],[377673],[378105],[384237],[391077],[391509],[397517],[403200],[404675],[407448],[410040],[410472],[414024],[416480],[421920],[422352],[428360],[451778],[455218],[456693],[462248],[465628],[476968],[477400],[483479],[485384],[495607],[498199],[498631],[504763],[506238],[511603],[512035],[518043],[529593],[530851],[537926],[541388],[543293],[565628],[567103],[574628],[585631],[590546],[596101],[598006],[599481],[610821],[611253],[618553],[623772],[624276],[625106],[638239],[650722],[662517],[664422],[665897],[670957],[676264],[677522],[684597],[697856],[713774],[719823],[720653],[725921],[726602],[726678],[739933],[745240],[749723],[754942],[769409],[777193],[782916],[783746],[804055],[809362],[827047],[829367],[829443],[836572],[851051],[860079],[860909],[866177],[880189],[885496],[889252],[896031],[896107],[919152],[919700],[942686],[945725],[952781],[967371],[975176],[977496],[977572],[999180],[999728],[1008173],[1015302],[1038809],[1064696],[1067736],[1075440],[1085864],[1089809],[1097245],[1100284],[1121930],[1163843],[1185999],[1193389],[1201091],[1205229],[1224051],[1249164],[1277691],[1321388],[1322737],[1330372],[1333769],[1400459],[1452304],[1464393],[1530145],[1582575],[1659623] ] cell #1365 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [533653],[561780],[627233],[654782],[658250],[680324],[692091],[708451],[726686],[726886],[729773],[753515],[756114],[758403],[785873],[795707],[799175],[813422],[816890],[825189],[829451],[829651],[831293],[836852],[864076],[867142],[870029],[896115],[896315],[899202],[906606],[908895],[925543],[927832],[941134],[946005],[947188],[958576],[974701],[977580],[977780],[979422],[981746],[984981],[992681],[1008181],[1008381],[1010023],[1011102],[1015582],[1025881],[1028768],[1045872],[1048759],[1056163],[1067261],[1069171],[1080271],[1089817],[1090017],[1091659],[1092738],[1097471],[1100564],[1101747],[1113135],[1132276],[1133459],[1134565],[1136207],[1144847],[1150406],[1163851],[1164051],[1165693],[1166772],[1171252],[1178952],[1193615],[1204754],[1206664],[1216581],[1217764],[1218870],[1220512],[1224067],[1228526],[1239626],[1249172],[1249372],[1251014],[1252093],[1260998],[1262118],[1272098],[1283486],[1292391],[1293574],[1294680],[1296322],[1304962],[1318221],[1322753],[1330380],[1330580],[1333995],[1342139],[1347044],[1348164],[1364131],[1369036],[1378953],[1380136],[1381242],[1382884],[1399984],[1401894],[1412994],[1415742],[1418587],[1423756],[1424876],[1434856],[1446244],[1452312],[1453354],[1461293],[1464409],[1469618],[1472236],[1491480],[1494098],[1505657],[1510562],[1511682],[1530371],[1538515],[1541985],[1543420],[1565412],[1576512],[1579260],[1582619],[1584068],[1584220],[1594636],[1599270],[1602575],[1616112],[1620746],[1624051],[1632376],[1659639],[1664848],[1667466],[1670655],[1700887],[1705792],[1712113],[1712921],[1713393],[1723337],[1723489],[1727920],[1744183],[1744335],[1748766],[1759385],[1786463],[1791097],[1794402],[1797502],[1824203],[1839321],[1848600],[1849072],[1868591],[1869063],[1883590],[1909608],[1909760],[1914191],[1945656],[1969941],[1988878],[2027330],[2027802],[2062320],[2139370], 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] cell #1366 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [251868],[253805],[294283],[294974],[313824],[320403],[361149],[368941],[369632],[370889],[373700],[382345],[383036],[390006],[427428],[445534],[447351],[450358],[460444],[468236],[468927],[470184],[489467],[490158],[491415],[494226],[499886],[510532],[527725],[530581],[533021],[536317],[553146],[555944],[557761],[562183],[579387],[581204],[584211],[589127],[591938],[602089],[602780],[604037],[612508],[618283],[621713],[624793],[648854],[651975],[654150],[674396],[677252],[679692],[682988],[688072],[691079],[699817],[702615],[704432],[708854],[712355],[720340],[721704],[726788],[743372],[749453],[752883],[755301],[771370],[776923],[780353],[782468],[783433],[792635],[795075],[798371],[807494],[810615],[812790],[821170],[829553],[830480],[850781],[854211],[856326],[860596],[866796],[883628],[889769],[891133],[891908],[895363],[896217],[906455],[918882],[922312],[924730],[937034],[942761],[946842],[967888],[969252],[970027],[973482],[977682],[998910],[1002340],[1005790],[1008283],[1009210],[1010951],[1014600],[1025783],[1039326],[1041465],[1045526],[1064758],[1075170],[1087426],[1089919],[1090846],[1092587],[1096236],[1122447],[1124586],[1129032],[1129700],[1133113],[1134467],[1163953],[1166621],[1190963],[1197512],[1201608],[1213337],[1214005],[1217418],[1218772],[1234525],[1249274],[1251942],[1256334],[1256585],[1260110],[1294582],[1326153],[1326821],[1330482],[1342380],[1342631],[1346156],[1359884],[1363980],[1381144],[1386193],[1422868],[1452414],[1456643],[1456894],[1472999],[1489671],[1490339],[1494000],[1509674],[1554554],[1582852],[1587381],[1592197],[1615172],[1619401],[1619652],[1640600],[1712293],[1714624],[1731466],[1742967],[1747496],[1832427],[1840362],[1850303],[1867963],[1917737],[1962220],[1970982],[2029033],[2086464],[2140411],[2245104] ] cell #1367 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1368 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [381253],[383582],[437086],[437904],[461261],[469473],[521967],[531136],[531954],[533415],[536863],[547496],[548314],[556761],[603326],[625381],[627437],[631001],[643096],[652265],[653083],[654544],[677807],[678625],[680086],[683534],[690470],[703432],[724024],[727306],[730005],[733809],[753277],[756551],[758607],[763919],[784021],[786077],[789641],[795469],[798917],[810905],[811723],[813184],[823568],[830071],[833849],[837304],[864280],[867870],[870261],[893453],[896735],[899434],[903238],[909099],[912663],[922706],[925980],[928036],[933348],[937428],[946457],[947916],[953474],[971572],[978200],[981978],[984762],[1002734],[1008801],[1012579],[1014994],[1016034],[1026301],[1029000],[1032804],[1043010],[1046600],[1048991],[1058656],[1068000],[1068952],[1090437],[1094215],[1096630],[1101016],[1107801],[1126131],[1132728],[1134187],[1134985],[1138789],[1139745],[1150858],[1164471],[1168249],[1171033],[1184670],[1191294],[1195291],[1217033],[1218492],[1219290],[1223094],[1227355],[1249792],[1253570],[1257345],[1259827],[1260779],[1262570],[1266486],[1278384],[1292843],[1295100],[1299628],[1320718],[1331000],[1343391],[1345873],[1346825],[1348616],[1352532],[1379405],[1381662],[1386524],[1387178],[1390521],[1391873],[1422585],[1425328],[1451520],[1457654],[1461745],[1473330],[1473984],[1477327],[1478679],[1494518],[1509391],[1512134],[1516887],[1517094],[1520429],[1555391],[1587712],[1588366],[1591914],[1603449],[1603656],[1606991],[1620412],[1624503],[1641437],[1646750],[1682801],[1712837],[1716617],[1716824],[1732071],[1747827],[1748481],[1752029],[1767106],[1810575],[1838793],[1842730],[1847150],[1868507],[1872287],[1872494],[1892211],[1960814],[1962764],[1977770],[1988350],[1992287],[2070941],[2078482],[2087008],[2102773],[2147199],[2187915],[2195220],[2245648],[2296233],[2341891],[2430086] ] cell #1369 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1370 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1371 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1372 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1373 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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[244659,536212],[255033,552572],[261410,562484],[303300,630083],[315180,647798],[321631,657341],[322806,658908],[338326,682883],[355077,709155],[368155,727108],[371140,732798],[381460,974237],[381559,746045],[384544,751735],[388887,756064],[391362,761253],[410325,788723],[416776,588553],[428656,815981],[429831,817548],[435033,612809],[438111,1066797],[438210,828767],[439140,829873],[440315,831243],[444690,837077],[459600,857068],[467450,867364],[470435,873054],[488681,896537],[491666,902227],[498484,687016],[500187,501546],[509413,925493],[511888,930682],[519514,714059],[523144,945110],[524134,946230],[525147,947410],[530077,953391],[532161,1204290],[532260,956050],[534365,958526],[549550,978002],[550725,979372],[555100,985206],[560982,1243403],[572993,1008603],[574168,1009973],[578543,1015807],[586393,792166],[589378,793927],[590831,592680],[601303,1046094],[604288,1051784],[608631,818676],[617779,1067917],[618949,1069396],[626558,1078193],[628561,1080493],[636604,1090239],[637779,1091609],[645263,1100789],[646276,1101969],[655494,1113085],[670805,1132501],[671818,1133681],[672748,891439],[673923,892741],[676748,1139662],[678832,1399520],[678931,1142321],[681036,1144797],[685411,905953],[685578,685915],[696221,1164273],[697396,1165643],[701771,1171477],[707653,1438633],[731182,1206889],[739781,1216806],[740794,1217986],[741724,969558],[742899,970860],[748949,1227272],[750119,1228751],[759731,1239848],[767774,1249594],[768949,1250964],[776419,1259744],[777589,1261223],[778579,1010449],[778746,779083],[785198,1270020],[787201,1272320],[796419,1283436],[803903,1292616],[804916,1293796],[805846,1040996],[807021,1042298],[814134,1304912],[824391,1580289],[836039,1330802],[846588,1342089],[850277,1345790],[851447,1347269],[852437,1092085],[852604,852941],[871438,1369261],[880037,1379178],[881050,1380358],[881980,1124117],[883155,1125419],[900611,1402119],[910223,1413216],[912328,1157131],[914523,1678975],[918378,1422502],[919548,1423981],[920538,1166119],[920705,921042],[929160,1435078],[938378,1446194],[944585,1454470],[952629,1461518],[959827,1470753],[963322,1472458],[984168,1234056],[994717,1245234],[998406,1509308],[999576,1510787],[1000566,1251440],[1000733,1001070],[1025318,1538465],[1027695,1803862],[1030177,1543645],[1050168,1565637],[1059780,1576734],[1061885,1317246],[1065997,1585127],[1066597,1585287],[1074666,1591831],[1077668,1595752],[1081168,1600521],[1085712,1602800],[1099144,1354362],[1107188,1363478],[1107355,1107692],[1114386,1367616],[1146098,1665983],[1149593,1667688],[1151380,1926061],[1180988,1440464],[1185847,1706017],[1191955,1712754],[1192046,1713759],[1192363,1714376],[1203490,1724396],[1204090,1724556],[1207566,1729129],[1225352,1484761],[1225952,1484921],[1227106,1233749],[1240523,1497432],[1269495,1787579],[1272995,1792348],[1277539,1794627],[1279337,2043538],[1306213,1563992],[1320604,1838678],[1321468,1840081],[1332426,1849438],[1332743,1850055],[1354418,1614307],[1354735,1614924],[1355906,1362280],[1369938,1627281],[1398720,1910667],[1399320,1910827],[1402796,1915400],[1435753,1692662],[1451597,1960727],[1463124,1970701],[1484986,1742686],[1486385,1492697],[1528802,2028168],[1529119,2028785],[1566314,1819108],[1658354,2140130] ] cell #1374 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [10462],[15924],[19311],[20530],[23900],[28411],[29189],[30313],[31967],[34411],[34908],[37624],[39881],[40994],[41825],[42859],[43589],[45637],[47291],[48836],[50490],[53085],[53487],[54739],[55393],[57183],[57680],[58734],[60143],[62883],[63613],[65661],[66063],[66972],[67702],[69750],[70281],[71404],[72455],[73185],[73560],[73625],[75233],[76013],[76887],[78432],[78834],[80086],[85716],[87839],[88456],[89186],[89561],[89626],[90830],[93570],[94300],[94910],[96348],[96750],[97749],[97816],[98950],[100489],[101219],[102229],[103267],[103669],[104578],[105308],[105683],[105748],[107356],[107887],[109010],[112936],[115400],[115932],[116884],[117694],[117761],[118895],[123672],[123963],[126086],[126703],[127433],[127808],[127873],[129232],[130613],[132516],[134639],[135256],[135986],[136426],[137630],[137697],[138831],[140370],[141100],[141710],[143148],[143550],[143679],[146707],[147877],[148263],[149269],[150390],[151428],[151495],[152606],[153623],[155004],[160306],[162156],[162688],[163640],[164450],[164517],[165651],[167527],[170065],[172529],[173061],[174013],[174823],[174890],[176946],[177808],[178273],[179189],[180801],[181092],[183215],[183832],[184562],[185002],[185172],[188242],[190551],[190618],[191378],[191726],[192980],[196827],[199365],[204201],[204398],[204605],[205404],[206525],[207563],[207630],[209758],[210223],[211139],[215200],[216370],[216756],[217762],[218883],[219921],[219988],[221099],[223106],[224590],[225647],[226187],[230649],[231181],[232133],[232652],[232943],[233010],[237747],[238095],[238750],[240817],[241533],[241676],[246506],[249811],[250981],[251367],[252509],[254504],[256178],[256813],[256880],[257058],[257640],[259242],[263089],[263629],[268982],[270524],[271291],[271358],[272118],[272466],[273720],[277225],[278346],[282382],[285138],[286144],[287265],[288303],[288370],[290963],[295615],[295801],[295944],[296763],[299451],[300267],[303842],[305909],[309222],[310764],[311531],[311598],[312625],[312826],[314719],[315067],[315722],[316953],[318648],[323478],[325583],[328339],[331414],[331762],[332417],[333049],[335200],[335343],[340173],[340933],[342535],[348171],[349713],[350480],[350547],[351307],[352909],[357296],[362413],[362614],[362797],[363839],[370273],[371421],[374109],[377497],[377845],[378500],[379132],[381285],[381705],[383863],[384006],[384825],[391904],[397284],[398826],[399593],[399660],[402826],[402969],[403788],[404499],[407292],[410867],[412934],[413793],[418623],[421744],[422092],[422747],[423379],[425673],[430503],[432608],[437936],[438356],[444271],[446798],[446999],[448224],[454844],[454987],[455806],[456517],[459322],[462092],[463134],[470716],[476792],[477140],[477795],[478427],[483323],[484365],[485153],[490799],[491947],[494635],[499026],[504389],[504532],[505351],[506062],[512430],[520186],[522866],[529417],[529765],[531986],[532406],[538321],[541232],[542274],[543062],[554681],[558634],[565254],[565397],[566216],[566927],[580651],[580852],[582077],[589659],[595945],[596987],[597775],[604569],[611648],[616437],[623398],[623541],[626280],[632831],[650546],[662361],[663403],[664191],[678657],[679077],[684992],[688945],[705305],[712887],[717285],[718419],[725765],[728670],[735774],[747607],[754711],[784920],[791471],[822043],[826891],[827124],[838684],[858675],[898099],[905203],[942536],[954407],[975253],[1017414],[1140678] ] cell #1375 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80623,233036],[80765,356545],[99240,271384],[99600,406265],[108150,290541],[119185,311624],[119545,458283],[128798,481284],[129317,331802],[130975,334527],[139121,350573],[139481,507828],[153189,539193],[153708,377885],[155366,380610],[165941,399686],[166301,568693],[166692,569985],[167633,403442],[177374,593906],[177893,422132],[179551,424857],[189243,620392],[195992,633596],[196933,455460],[209324,660322],[209843,477180],[211501,479905],[213165,483296],[214106,670268],[224812,693213],[225753,505005],[238889,722080],[239830,723598],[240902,529805],[247776,541205],[248717,739244],[255505,751562],[262254,764766],[263195,565870],[267857,775484],[281547,595918],[297984,832921],[299557,624014],[304922,843863],[308097,849342],[315861,862336],[316802,863854],[324748,662334],[342384,908673],[361432,944315],[366667,725738],[372642,960204],[386046,981050],[392984,991992],[411947,1022593],[415122,1028072],[436642,826792],[445817,1077398],[460727,1098874],[471937,1114763],[493168,1146475],[513510,1178263],[556227,1236753],[579670,1269225],[605790,1306590],[621996,1328827],[702898,1431983],[780636,1525203],[854494,1611765], [10471,163182,261962],[16033,205881,319121],[16306,125672,208781],[19320,231675,355629],[20863,240412,364312],[23994,161275,258028],[24043,258097,388302],[28520,286621,426146],[28793,182801,289521],[29198,292241,292514],[30407,190262,297151],[30755,298563,439730],[34948,124056,318701],[35090,205535,467064],[37957,334079,484838],[39890,223859,345255],[41088,229768,351695],[41137,351764,508828],[41934,356862,356891],[42207,234434,234652],[42566,360533,521072],[43629,147970,363892],[44159,240066,524761],[45731,150811,371809],[47624,380162,542747],[48930,256599,385213],[49630,161209,388519],[53179,271002,404176],[53527,405588,573583],[53725,406582,406611],[55408,277673,414266],[56218,176314,280602],[57720,181185,425726],[57862,286275,600917],[58828,290583,290607],[58877,431720,431773],[59788,293783,614679],[60236,295997,438409],[61085,190196,439947],[63653,193033,448277],[65755,311242,456194],[66103,457606,637194],[66301,458600,458629],[67742,317006,463187],[69844,206946,471104],[72162,481059,667743],[73225,216463,484418],[73575,338798,485626],[73719,334569,334593],[73755,333733,671432],[73938,487140,487193],[75327,219304,492335],[75982,341443,495424],[76195,222201,341321],[78526,226272,505739],[79072,508145,508174],[79226,229702,509045],[81681,520952,716529],[82475,362987,523330],[85809,241729,532459],[86658,243542,533997],[88163,538968,736719],[89226,251074,542327],[89576,245131,543535],[89720,380652,380676],[89756,379816,740408],[89939,545049,545102],[90923,381758,384059],[91772,386583,550357],[94340,259295,558687],[95004,163734,394056],[96442,263714,566604],[96988,569010,569039],[97394,400808,773319],[97436,570317,570495],[97842,167554,403022],[98691,270936,573800],[98919,411006,574445],[99132,275117,404887],[101259,273773,582130],[102182,277356,586007],[102256,174916,413846],[103361,278767,590047],[105348,282409,597040],[105698,429128,598248],[105842,424899,424923],[106061,599762,599815],[107450,287686,604957],[110187,438754,616514],[112308,620167,831914],[114453,300457,626744],[116978,305994,633219],[117339,452826,847177],[117381,633928,634106],[117787,196854,455040],[118636,311176,637411],[118864,303981,638056],[119077,194377,456905],[120722,459786,462282],[124905,320514,655126],[127473,325610,663456],[127823,322103,664664],[127967,479947,479971],[128186,666178,666231],[128481,212447,667623],[128719,489643,667815],[129275,213397,483513],[130566,338481,672362],[130640,220014,485206],[132609,335396,679130],[133458,337209,680668],[134715,222159,495641],[136026,342588,688998],[136520,224684,501178],[137317,693545,693723],[137723,225674,504585],[138572,347278,697028],[138800,512569,697673],[139013,354306,506450],[141140,352962,705358],[141804,232227,514582],[143242,357381,713275],[147119,526363,948320],[147161,722412,722590],[149400,367769,728747],[151521,155031,543115],[152646,374136,735827],[152872,247058,736599],[153110,369117,736791],[153666,248008,541422],[154957,244814,741338],[156943,546212,549164],[159064,751337,980043],[160321,387619,755184],[164137,765098,765276],[164543,263116,565450],[165392,396391,768581],[165620,392043,769226],[165833,260639,567315],[166924,408474,773393],[167316,267139,572607],[168152,775816,775994],[169189,275075,574662],[171582,407482,785384],[174107,413019,791859],[175765,415659,796051],[177295,602265,800913],[177851,281779,596135],[179142,428811,805460],[179216,288396,597828],[182034,427539,813766],[184602,432635,822096],[185096,185266,613800],[188926,297266,831794],[189164,294459,831986],[189762,833253,833431],[190644,299478,623594],[191766,447026,838737],[194335,198489,638273],[195700,451284,846220],[196224,301449,847251],[196616,307379,636218],[197452,849674,849852],[203254,647492,1102879],[203296,862668,862846],[204574,465962,865994],[204787,317874,650934],[207656,211166,664244],[209245,468412,877047],[209801,324980,662551],[211092,321786,881594],[214027,674572,888455],[217893,488295,898176],[221139,494662,905256],[225044,510037,915352],[225436,346328,695835],[227309,354264,697890],[233885,516917,938010],[236357,239121,948394],[238135,362641,718472],[239751,527901,949550],[240860,366899,725955],[242149,532676,955359],[245650,960536,960714],[248638,743548,966574],[252439,547052,974921],[255188,385328,979923],[255426,382521,980115],[256024,981382,981560],[256906,257085,754764],[257011,387302,983782],[260597,264751,769443],[262486,389511,995380],[262878,395441,767388],[268089,576442,1007375],[272506,580879,1017467],[276440,585137,1024950],[278192,1028404,1028582],[295545,617354,1067481],[296417,438626,828076],[298216,442589,1071574],[299240,443060,835653],[300240,626232,1076597],[304843,631315,1082633],[308329,640053,1089011],[312734,460053,1097697],[312853,315107,858728],[313329,316093,1102953],[316723,461575,1104109],[317832,318032,866211],[322622,1115095,1115273],[335816,679347,1141630],[339317,1146807,1146985],[342305,912977,1152845],[360758,521519,943138],[362522,523597,1193841],[362770,522818,943514],[370203,729587,1204974],[372874,536639,1209067],[381268,546542,1223955],[381975,384479,976205],[383358,386278,1230929],[383607,548734,1226836],[392905,557075,1241988],[407265,784872,1268424],[411868,789955,1274460],[415354,798693,1280838],[429647,1306922,1307100],[436132,614568,1064600],[437919,616844,1322641],[446907,627011,1334221],[459274,462065,1098073],[469249,472169,1371439],[469498,653503,1367346],[490729,899016,1400204],[493400,683310,1404297],[513431,703746,1437218],[531969,729077,1464297],[536888,734229,1470483],[580760,785651,1530597],[603102,606022,1567815],[603351,812143,1563722],[678640,898506,1659527],[683559,903658,1665713],[798942,1033224,1803592] ] cell #1376 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [108077,431761],[108140,290468],[130902,487181],[130965,334454],[142109,356716],[155293,545090],[155356,380537],[166970,570483],[167589,403432],[169588,406436],[179478,599803],[179541,424784],[196270,634094],[196889,455450],[198888,458454],[211428,666219],[211491,479832],[212451,667662],[213443,484001],[225090,693711],[225709,504995],[227708,507999],[239167,722578],[247062,736638],[248054,541910],[262532,765264],[263151,565860],[265150,568864],[267143,572646],[268135,775982],[280833,800760],[281825,596623],[297270,831833],[298262,833419],[299513,624004],[307383,636257],[308375,849840],[316139,862834],[324034,876894],[325026,663039],[330499,888302],[346332,695874],[365242,949397],[366945,726443],[372920,960702],[376582,966421],[385332,979962],[386324,981548],[395445,767427],[415400,1028570],[437342,1066343],[443064,835692],[449627,1082480],[464537,1103956],[472215,1115261],[493446,1146973],[497108,1152692],[521523,943177],[531392,1203836],[547752,1225698],[560037,1241835],[583480,1274307],[606068,1307088],[652521,1366208],[678063,1399066],[706708,1437065],[724280,1459585],[811161,1562584],[893709,1654815],[971828,1740136], [16340,125659,323655],[24016,161262,389007],[24585,94930,261952],[27512,279628,280589],[28827,182788,430680],[30429,190249,440435],[34896,205544,467103],[35072,124093,319111],[39291,341308,341721],[39860,223849,224610],[41110,229755,509533],[41679,141730,355619],[42241,234639,358817],[43577,240075,524800],[43753,148007,364302],[49557,258138,554745],[49620,161136,388754],[53201,270989,574288],[53371,404874,411284],[55224,413588,414408],[55400,277245,277629],[57668,286284,600956],[57844,181222,426136],[58850,290594,432051],[59419,185192,292231],[59715,293792,614718],[61012,298604,618594],[61075,190123,440182],[63777,194880,448687],[65777,311229,637899],[65947,304259,456892],[67866,203799,463597],[68711,205706,467534],[70276,208905,473466],[73173,333742,671471],[73349,216500,484828],[73391,484948,492454],[73567,333069,338754],[73741,334580,487471],[75954,341431,495376],[76017,222086,340880],[78718,506437,512847],[79153,351805,701416],[79216,229629,509280],[80571,356554,515971],[80747,233073,356818],[81852,360634,716673],[82402,362360,363222],[83477,240237,525231],[86648,245330,534232],[89174,379825,740447],[89350,251111,542737],[89392,371928,542857],[89568,245087,379152],[89742,380663,545380],[91762,255704,550592],[94464,261142,559097],[96634,392321,567302],[97321,400817,773358],[97355,570129,579599],[98618,405629,777234],[98681,270863,574035],[98891,410994,574397],[98954,275002,404446],[99188,406274,576917],[99364,271421,406538],[101383,275620,582540],[102228,277527,413731],[105472,282444,597450],[105514,597570,605076],[105690,423399,429084],[105864,424910,600093],[106317,286446,601387],[107882,289645,607319],[109551,614539,614613],[110358,438294,439224],[114380,300692,446745],[115455,304518,628645],[117266,452835,847216],[117300,445746,633740],[118563,457647,851092],[118626,311103,637646],[118836,303969,638008],[118899,194262,456464],[119133,458292,640528],[119309,311661,458556],[120649,312572,462517],[121724,316398,646360],[123269,466240,650921],[124895,322302,655361],[127597,325645,663866],[127639,471223,663986],[127815,322059,478447],[127989,479958,666509],[128652,481160,886102],[128691,489631,667767],[128754,481293,668194],[129202,129236,483748],[130277,333904,671902],[130612,338652,485091],[133448,338997,680903],[136150,222704,689408],[137236,693357,702827],[138562,226191,697263],[138772,512557,697625],[138835,354191,506009],[139069,507837,700145],[139245,350610,508101],[141264,354809,705768],[143674,234558,715637],[144660,522789,523779],[147046,526372,948359],[147080,361361,722224],[149571,368239,532344],[152770,374171,736237],[153043,539069,964221],[153082,369105,736743],[153145,539202,737170],[153593,153627,541657],[154668,379987,740878],[155003,244985,543000],[157114,381643,549634],[160137,553474,754506],[160313,387575,554701],[162211,392580,759815],[164056,556156,764910],[165382,263633,768816],[165592,392031,769178],[165655,260524,566874],[165889,568702,771698],[166065,399723,568966],[166680,166683,773253],[167487,167526,573077],[168071,775628,780565],[171509,407717,580598],[172584,411543,787285],[175755,277872,796286],[176438,176941,592409],[177267,602253,800865],[177330,593915,801292],[177778,177812,596370],[178853,282381,805000],[179188,428982,597713],[182024,429327,814001],[184726,432670,822506],[189097,620268,1070377],[189136,294447,831938],[189199,620401,832365],[189681,621925,833065],[191876,444335,626203],[195690,305913,846455],[195980,195983,847111],[196787,196826,636688],[197371,849486,854423],[200599,642652,857409],[200795,459245,644908],[203181,647501,1102918],[203215,460656,862480],[204546,465950,865946],[204609,317759,650493],[209217,468400,876999],[209280,660331,877426],[209728,209762,662786],[210803,325582,881134],[211138,321957,664129],[213153,213156,670450],[213999,674560,888407],[214062,670277,888834],[218064,488765,679015],[221263,494697,905666],[223161,341980,910307],[225607,225646,696305],[230704,513106,929244],[233875,357300,938245],[237338,719405,945451],[238877,238880,948254],[239723,527889,949502],[239786,723607,949929],[240787,240821,726190],[242139,370277,956585],[245569,734158,960348],[246683,374108,963406],[247764,247767,739426],[248610,743536,966526],[248673,739253,966953],[252411,547040,974873],[252513,384469,746580],[255359,751438,1229732],[255398,382509,980067],[255461,751571,980494],[255943,548663,981194],[257057,387473,754649],[263049,263088,767858],[272616,578188,784843],[276430,412938,1025185],[278111,1028216,1033153],[281535,281538,803548],[291543,432607,1059864],[295517,617342,1067433],[295619,296407,829302],[299411,299450,836123],[300945,446998,1078747],[302430,839670,1078534],[304815,631303,1082585],[304878,843872,1083012],[312169,642120,1097028],[312825,462770,857622],[314310,644418,1100010],[315849,315852,1102813],[316695,461563,1104061],[316758,863863,1104488],[322541,653432,1114907],[324736,324739,879682],[335806,490803,1142856],[339236,903587,1146619],[340350,494634,1149677],[342277,912965,1152797],[342340,908682,1153224],[361957,718873,1193172],[362613,363475,945664],[366655,366658,952274],[367808,531913,1204179],[370175,729575,1204926],[381212,549203,974126],[390492,757873,1237889],[392877,557063,1241940],[392940,992001,1242367],[407970,580851,1270574],[409455,1018400,1270361],[411840,789943,1274412],[411903,1022602,1274839],[429566,812072,1306734],[436630,436633,1065200],[437863,438793,1066686],[446342,839138,1333552],[450844,844545,1339880],[488334,678584,1399409],[490701,899004,1400156],[511018,927302,1433119],[513403,703734,1437170],[513466,1178272,1437597],[520917,520991,1191148],[580195,1017868,1529928],[584697,1023275,1536256],[691565,1158099,1676766] ] cell #1377 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80546,356535],[80599,232959],[99163,406255],[99216,271307],[108115,290443],[119108,458273],[119161,311547],[128729,481274],[129264,331778],[130940,334429],[139044,507818],[139097,350496],[153120,539183],[153655,377861],[155331,380512],[165864,568683],[165917,399609],[166685,569978],[167564,403407],[177305,593896],[177840,422108],[179516,424759],[189174,620382],[195985,633589],[196864,455425],[209255,660312],[209790,477156],[211466,479807],[213158,483289],[214037,670258],[224805,693206],[225684,504970],[238882,722073],[239761,723588],[240849,529781],[247769,541198],[248648,739234],[255436,751552],[262247,764759],[263126,565835],[267850,775477],[281540,595911],[297977,832914],[299488,623979],[304853,843853],[308090,849335],[315854,862329],[316733,863844],[324741,662327],[342315,908663],[361425,944308],[366660,725731],[372635,960197],[386039,981043],[392915,991982],[411878,1022583],[415115,1028065],[436635,826785],[445810,1077391],[460720,1098867],[471930,1114756],[493161,1146468],[513441,1178253],[556220,1236746],[579663,1269218],[605783,1306583],[621989,1328820],[702891,1431976],[780629,1525196],[854487,1611758], [10484,163147,261927],[15940,205300,319086],[16335,125648,208757],[18413,223824,345220],[19333,231640,355594],[20546,238646,364277],[23878,257385,388295],[24001,160779,258004],[27112,277604,414231],[27507,176290,280578],[28427,286040,426111],[28822,182777,289497],[29211,292206,292479],[30291,296508,439723],[30414,188737,297127],[34871,205525,467067],[34924,123979,318756],[37640,332313,484803],[37769,338729,485591],[39153,341436,495417],[39276,222148,341297],[40972,351052,508821],[41095,229272,351671],[41841,356310,356793],[42236,234410,234628],[42489,360331,521065],[43552,240056,524764],[43605,147893,363947],[45738,151215,371785],[47307,378396,542712],[47436,245062,543500],[48937,158758,385189],[49595,161111,388584],[53063,403533,573576],[53186,269477,404152],[53233,410999,574438],[53356,275064,404863],[53503,405398,406513],[55199,277346,586010],[55252,174839,413901],[57328,429059,598213],[57643,286265,600920],[57696,181108,425781],[58712,431008,431766],[58835,290111,290530],[59690,293773,614682],[60159,295264,296052],[61050,190098,440012],[63629,193581,448332],[65639,455551,637187],[65762,309717,456170],[65809,303974,638049],[65932,194324,456881],[66079,457416,458531],[67718,202500,463242],[69851,207350,471080],[71549,322034,664629],[72085,480857,667736],[72114,489636,667808],[73148,333723,671435],[73201,216386,484473],[73366,338471,672365],[73419,219937,485261],[73603,485717,487186],[73726,333544,334516],[75334,219708,492311],[75992,222061,495706],[78533,226219,505715],[78580,512562,697666],[78703,354253,506426],[78850,506961,508076],[79191,229604,509110],[81671,520881,520955],[82377,362190,363052],[85732,241784,369922],[86623,244174,534062],[88086,538766,736712],[88115,369110,736784],[89149,379806,740411],[89202,250997,542382],[89367,244804,741341],[89420,151444,543170],[89604,543626,545095],[89727,379627,380599],[90846,252158,384114],[91737,254548,550422],[92969,387550,755149],[94316,259843,558742],[95011,163741,394003],[96449,263661,566580],[96496,392036,769219],[96619,260586,567291],[96766,567826,568941],[97296,400798,773322],[97330,408464,773396],[97383,570180,570488],[97765,97794,403077],[98656,270838,573865],[98929,274977,574727],[101235,274321,582185],[103368,279171,590023],[104237,602258,800906],[105324,178251,597095],[105489,428801,805463],[105542,288319,597883],[105726,598339,599808],[105849,423874,424846],[107457,288090,604933],[110177,437827,438757],[112231,619965,831907],[112260,294452,831979],[114355,300522,446575],[116985,305941,633195],[117241,452816,847180],[117275,301439,847254],[117328,633791,634099],[117710,117739,455095],[118601,311078,637476],[118874,194237,638338],[120624,312402,462347],[123131,465955,865987],[123254,317821,650910],[124870,321146,655191],[126362,468405,877040],[127449,210201,663511],[127614,321776,881597],[127667,207579,664299],[127851,664755,666224],[127974,478922,479894],[128471,128474,667626],[129177,129211,483578],[129675,674565,888448],[132532,335451,490448],[133423,337841,680733],[136002,343136,689053],[136527,224691,501125],[137211,510027,915355],[137264,693408,693716],[137646,137675,504640],[138537,226166,697093],[138810,354166,697955],[141116,353510,705413],[141811,232234,514529],[143249,357328,713251],[147021,526353,948323],[147055,236347,948397],[147108,722275,722583],[147519,527894,949543],[149390,367772,531877],[152622,246484,735882],[152862,152865,736602],[153568,153602,541487],[154066,743541,966567],[156761,547045,974914],[156933,381176,549167],[158987,751135,980036],[159016,382514,980108],[160112,387292,983785],[160165,256829,754819],[164031,389501,995383],[164084,764961,765269],[164466,164495,565505],[165357,263608,768646],[165630,260499,769508],[167306,167309,572610],[168046,576432,1007378],[168099,775679,775987],[171484,407547,580428],[174114,412966,791835],[175730,416291,796116],[177753,177787,596200],[181999,428171,813831],[184578,290941,822151],[185103,185273,613747],[187559,617347,1067474],[188916,188919,831797],[189656,442579,1071577],[189709,833116,833424],[190567,190596,623649],[191742,302492,838792],[194735,631308,1082626],[195665,305888,846285],[196606,196609,636221],[197346,640043,1089014],[197399,849537,849845],[200574,460043,1097700],[200661,315083,858783],[203156,647482,1102882],[203190,313319,1102956],[203243,862531,862839],[203654,461568,1104102],[204584,317734,866276],[209703,209737,662616],[217883,488298,678548],[221115,340151,905311],[222559,912970,1152838],[225426,225429,695838],[233850,357275,938075],[237313,523587,1193844],[237400,238111,718527],[240762,240796,726020],[242114,370252,955424],[243447,729580,1204967],[245544,536629,1209070],[245597,960399,960707],[251890,546535,1223961],[252488,384444,976270],[253821,548727,1226829],[255178,255181,979926],[255918,383348,1230932],[255971,981245,981553],[260997,557068,1241981],[262868,262871,767391],[272482,409517,1017522],[275475,789948,1274453],[276405,412913,1025015],[278086,798683,1280841],[278139,1028267,1028575],[294996,616837,1322647],[295594,296382,828141],[299230,299233,835656],[300233,446286,1076603],[302405,627001,1334224],[312113,462058,1098079],[320419,653496,1367339],[322516,469239,1371442],[322569,1114958,1115266],[335781,490778,1141695],[337114,899009,1400197],[339211,683300,1404300],[339264,1146670,1146978],[354664,703739,1437211],[360748,360751,943141],[361901,362763,943520],[369654,729070,1464303],[373716,734222,1470476],[407258,580139,1268430],[409430,785641,1530600],[427444,812136,1563715],[429541,603092,1567818],[429594,1306785,1307093],[436053,436125,1064606],[490180,898499,1659533],[494242,903651,1665706],[591954,1033217,1803585] ] cell #1378 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [115726],[121995],[125940],[144897],[150908],[158451],[162482],[172855],[176800],[183069],[186613],[192113],[193585],[201032],[202504],[207043],[219401],[223432],[230975],[234920],[235968],[242501],[252875],[259847],[272853],[274325],[278864],[287783],[293261],[301060],[312940],[336168],[343140],[353514],[408085], [37079,213390],[39772,224447],[45893,245246],[46746,248001],[50916,163497],[52055,400286],[52460,267353],[55544,277788],[56048,280377],[56638,281772],[56867,179124],[59331,292829],[63910,304206],[63947,304461],[64631,452304],[65036,307593],[68982,205967],[70006,322218],[70415,208556],[70859,324973],[71088,211074],[72322,329635],[75489,338913],[76342,341668],[76379,341923],[77807,346542],[78071,226944],[80512,231990],[80891,356977],[81395,359566],[82426,524238],[83748,240498],[83821,525841],[84763,366892],[86911,371887],[86982,372138],[87693,246954],[88323,375718],[92807,387734],[93067,258375],[93353,258630],[94597,392268],[94634,392523],[95723,395655],[95987,264386],[99726,406697],[101516,411231],[101553,411486],[102571,414367],[102642,414618],[104445,419965],[104850,283244],[106588,286707],[107612,429243],[108021,289296],[108502,432253],[108694,291814],[110406,617984],[110619,439594],[111695,298841],[111981,299096],[113208,443274],[114404,444794],[115799,448763],[116741,306190],[119671,458715],[120673,645367],[122068,646970],[123010,466187],[123047,466442],[123324,319222],[123334,319473],[125158,471182],[125229,471433],[126570,475013],[126975,326445],[130548,334165],[131600,487673],[133711,492413],[133782,492664],[134493,340621],[135123,496244],[139607,508260],[139867,352042],[140153,352297],[141397,512794],[141434,513049],[142452,515930],[142787,358053],[145152,524614],[146359,365912],[146369,366163],[148130,528349],[149619,530282],[149832,368609],[152421,374418],[154939,380248],[155991,545582],[157162,749154],[157375,550004],[157688,750223],[159893,553433],[159964,553684],[160333,389122],[161160,555204],[162555,559173],[166427,569125],[168824,405866],[169110,406121],[170266,576876],[171533,578647],[172928,582616],[173870,413215],[180176,600295],[180453,426247],[180463,426498],[182287,605035],[182358,605286],[184104,433470],[185890,436405],[186197,614975],[186362,617571],[188291,442200],[190147,619053],[192368,445170],[198124,457884],[198410,458139],[199566,640487],[200623,642478],[201287,645743],[201650,861396],[201694,859487],[204265,649478],[205754,651411],[206280,871542],[212126,666711],[212981,668020],[214852,486438],[214862,486689],[218112,676953],[218325,489135],[220914,494944],[228386,700104],[228826,509648],[229653,701875],[231048,705844],[235283,716618],[235435,521244],[237362,719231],[240285,721140],[242250,529869],[246035,731286],[247592,736996],[249463,544347],[249473,544598],[252459,746145],[252624,748741],[258993,989534],[259037,987625],[265828,771657],[266630,570258],[269031,576053],[270887,777693],[273108,579023],[281363,801118],[286494,810051],[287020,1050272],[295565,828867],[297800,832191],[302454,839496],[305377,841405],[305421,1083917],[306870,633869],[309271,639664],[311127,851551],[312255,856874],[324564,877252],[329102,667915],[331029,888660],[333952,890569],[335917,676540],[339702,900715],[352660,1175805],[352704,1173896],[362043,944916],[364729,722353],[365772,949755],[370223,956150],[375185,736891],[377112,966779],[380035,968688],[385862,980320],[409479,1018226],[412402,1020135],[412446,1275744],[418152,1030281],[440879,832086],[446428,1077999],[450157,1082838],[464024,862609],[465067,1104314],[490749,1142421],[497638,1153050],[500561,1154959],[500605,1416640],[551289,980215],[560567,1242193],[580281,1269826],[584010,1274665],[707238,1437423], [12531,183699,608866],[12546,108465,431998],[17364,216623,675020],[17379,131563,487418],[19363,142523,516181],[22663,251234,743996],[22678,155954,545327],[25327,266937,773615],[25519,167748,573447],[26023,170337,577127],[28162,285005,808118],[28177,180139,600040],[32580,307177,847473],[32772,197048,637058],[33276,199637,640738],[36544,328206,884252],[36559,212089,666456],[36744,328950,886047],[37116,213645,671285],[40056,346126,915574],[40248,225868,696675],[40752,228457,700355],[43923,365036,948616],[46411,375033,964166],[46783,248256,740261],[51103,395239,995602],[51295,263310,768228],[51799,265899,771908],[52389,267102,776211],[52761,402590,1007597],[56303,419280,1035604],[56675,282027,804383],[61338,440727,1070322],[61710,442070,1071796],[62120,299672,836493],[64965,307342,850069],[65337,454608,1089233],[68036,464331,1103175],[70524,474328,1118725],[70896,325228,880517],[72656,482569,1131187],[77736,346291,918170],[84155,526802,1197845],[84800,367147,953109],[87283,536120,1209289],[88657,540478,1215492],[92025,551137,1229677],[92397,552480,1231151],[95652,395404,998198],[102943,588461,1281060],[110450,616114,1322179],[113137,443023,1074458],[116133,630216,1338225],[122402,647931,1360217],[125530,657249,1371661],[134083,682791,1404519],[135457,687149,1410722],[144488,521349,1191675],[149663,728347,1463835],[157206,747284,1485697],[162889,761386,1501743],[173262,788856,1534601],[182659,815889,1568037],[205798,868603,1626593],[218156,897776,1659065],[231382,930815,1696973],[240329,950834,1719325],[286538,1047333,1818420],[333996,1137105,1905596],[380079,1221410,1985624] ] cell #1379 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [142172,356852],[142399,515974],[169651,406572],[170213,576920],[183337,432090],[198951,458590],[199513,640531],[212855,668197],[213545,484064],[215858,487510],[227771,508135],[228333,700148],[247466,737173],[248156,541973],[250469,545419],[265213,569000],[265775,771701],[266363,773289],[267547,573455],[281237,801295],[281927,596686],[284240,600132],[297674,832368],[306603,847147],[307787,637066],[324438,877429],[325128,663102],[327441,666548],[329719,670486],[330903,888837],[345552,915248],[346736,696683],[364462,948290],[365646,949932],[367047,726506],[375802,739462],[376986,966956],[385736,980497],[394665,995276],[395849,768236],[402016,1007271],[420049,803584],[441496,1071470],[443468,836501],[450031,1083015],[454034,1088907],[463757,1102849],[464941,1104491],[475097,879718],[497512,1153227],[522263,1192773],[528433,952310],[535546,1208963],[551906,1230825],[560441,1242370],[583884,1274842],[587887,1280734],[615197,1065236],[625677,1333153],[643392,1355145],[656675,1371335],[682217,1404193],[707112,1437600],[756847,1496671],[784317,1529529],[815315,1567711],[834145,1590270],[926276,1691901],[1012875,1782097],[1094511,1865218], [24590,163183,394260],[35246,205882,467912],[35855,125671,323718],[39865,344136,345256],[41684,231676,514786],[44315,240413,525609],[45923,372332,543536],[49807,161274,389070],[49854,258158,554781],[55574,414267,414812],[56183,279691,280601],[58018,286622,601765],[58627,182800,430743],[59424,292515,434466],[61262,190261,440498],[61800,298624,618630],[63819,448847,638059],[68774,205842,467589],[69001,319266,650978],[70036,471627,664665],[73911,334080,672280],[75519,485627,492858],[76204,341320,341823],[76251,495427,496328],[79403,229767,509596],[79450,351825,701452],[80921,356892,516375],[81530,234651,358880],[81988,360654,716709],[83540,240373,525286],[84375,365956,720707],[85322,531330,736794],[86835,245749,534548],[86858,371931,741335],[89912,380163,741256],[91949,256123,550908],[92837,553878,755185],[93075,258467,555221],[94506,559257,769229],[94995,262139,561842],[98868,271001,574351],[99141,404886,411386],[99406,405649,777270],[99756,406612,577321],[101425,574448,582700],[102291,277663,413786],[102518,414411,586004],[106380,286582,601442],[106607,426291,809618],[107642,598249,605480],[108327,290606,432153],[108374,431781,608950],[109880,436514,826311],[110494,438349,439279],[111418,437280,831989],[111703,298933,619070],[113869,445749,847248],[115518,304573,628700],[118813,311241,637962],[119086,304361,456904],[119351,457667,851128],[119701,458630,640932],[121787,316453,646415],[122919,649562,865997],[123569,652459,877050],[125082,322721,655677],[125105,471226,881591],[128788,481180,886138],[130340,334040,671957],[130675,338788,485146],[131152,334592,487573],[131175,486482,890136],[131472,487201,675104],[132122,667818,678001],[133635,339416,681219],[133658,492457,672359],[134761,341760,495576],[138749,347426,697579],[139022,506449,512949],[139637,508175,700549],[139875,352134,701892],[141306,697676,705928],[141795,355806,708513],[143961,716526,716598],[144989,523265,524255],[146059,361364,948391],[146604,724218,949553],[148767,247065,964146],[149707,368294,532399],[150916,372547,731303],[153179,539089,964257],[154731,380123,740933],[155066,245121,543055],[155543,380675,545482],[155566,544391,968255],[155863,545110,744080],[156699,746367,974924],[157250,381698,549689],[158174,547690,980118],[158459,385951,750240],[159840,553477,983779],[160625,556159,995377],[162274,392635,759870],[165569,396539,769132],[165842,392423,567314],[166457,569040,772102],[167009,570367,1005041],[167072,570503,773837],[167623,168547,573132],[168832,405958,777710],[169235,411323,574597],[170998,579602,773390],[172647,411598,787340],[175942,278291,796602],[178916,283479,805055],[179251,429118,597768],[179728,424922,600195],[180048,599823,808202],[180698,800916,811099],[182211,429746,814317],[182234,605079,805457],[185257,292418,825251],[186406,616511,617551],[187497,829089,1067484],[187740,297273,1070302],[188583,621928,1071571],[189233,620288,1070413],[192205,444811,626679],[193820,844483,1082636],[195877,451432,846771],[196309,633978,1086677],[196372,634114,847695],[196923,197847,636743],[198132,457976,851568],[198535,304298,638208],[200497,642655,1097694],[201124,459721,645384],[202194,460659,1102950],[202739,644356,1104112],[204796,466342,650933],[207051,471842,871559],[210866,326680,881189],[211201,322093,664184],[211678,479970,666611],[211998,666239,884336],[212454,217260,886027],[213482,214552,670926],[215097,888458,893647],[218200,488820,679070],[219409,493073,900732],[223224,342035,910362],[224036,224675,692153],[225192,693731,915796],[225743,226667,696360],[226952,348512,919669],[227355,512886,697825],[229118,702830,915349],[230767,513161,929299],[234062,517065,938561],[237236,719408,1193838],[239206,722462,1196763],[239269,722598,948838],[242294,529849,728744],[243385,956372,1204977],[244471,734161,1209064],[246746,374653,963461],[248093,249163,739902],[249708,966577,971766],[251885,745819,1223901],[252668,546209,748721],[253759,748198,1226839],[254002,385335,1229657],[254845,548666,1230926],[255495,751458,1229768],[257120,387609,754704],[260082,757811,1241991],[262634,765284,995824],[263185,264109,767913],[264394,397625,999697],[264797,392360,769378],[267146,268480,776191],[268237,776002,1007819],[269323,780568,1007372],[272945,578664,785319],[274560,1023213,1274463],[276617,585285,1025501],[278872,415027,1030298],[281864,282934,804024],[287791,605695,1050289],[291606,433705,1059919],[294991,828541,1322587],[298364,833439,1072018],[299547,299995,836178],[301008,447061,1078802],[302328,839673,1334218],[306198,451886,1085833],[307386,308720,850049],[308477,849860,1089455],[309563,854426,1089008],[312888,462833,857677],[316178,862718,1359135],[316241,862854,1103397],[318078,466279,866146],[320357,869517,1367349],[321443,653435,1371436],[325065,326135,880158],[335961,676520,898173],[337052,1142643,1400207],[338138,903590,1404294],[340413,495179,1149732],[343375,1152848,1158037],[346335,347669,918150],[353749,927240,1437221],[358061,518151,1185968],[362676,363538,945719],[366984,367501,952750],[368617,532722,1205198],[369649,955824,1464243],[373022,960722,1209511],[373654,961428,1470486],[382021,550012,975145],[386426,981568,1231373],[395448,396782,998178],[408033,580914,1270629],[409353,1018403,1530594],[413223,585739,1277660],[415502,1028590,1281282],[416588,1033156,1280835],[427382,1048247,1563725],[428468,812075,1567812],[438672,439602,1067705],[443067,443769,1074438],[444371,626239,1333492],[459281,644944,1096968],[472317,1115281,1371883],[489143,679393,1400428],[490175,1142095,1659473],[493548,1146993,1404741],[494180,1147699,1665716],[521526,521585,1191655],[522825,523815,1193112],[578224,784879,1529868],[591892,1286338,1803595],[606170,1307108,1568259],[614575,614649,1320641] ] cell #1380 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [228050,1169129],[232918,710353],[233529,934963],[265492,1254450],[271266,781254],[271542,1013459],[281283,1289590],[290412,819270],[311506,855112],[311782,1095095],[324484,1376152],[329527,1129475],[330334,887771],[330949,1389137],[334398,894325],[345753,1419180],[350455,923213],[365692,1458506],[375610,1213780],[376417,965890],[377032,1475943],[380481,972444],[394866,1505986],[399568,1003241],[400257,1256422],[401824,1006668],[402217,1519012],[420664,1037328],[424728,1043882],[441304,1326596],[441697,1588550],[450077,1599788],[452275,1342468],[453842,1088304],[454235,1605574],[464987,1621264],[475712,1120449],[479776,1127003],[481579,1129780],[497558,1671173],[503387,1162338],[522537,1713297],[525812,1456731],[529048,1200689],[535747,1727819],[539488,1214085],[551714,1490114],[552107,1748665],[560487,1759903],[564252,1247659],[583930,1791615],[588088,1797401],[594201,1289895],[623184,1329973],[625951,1848976],[643666,1868967],[646941,1619489],[656876,1883489],[660617,1376457],[682418,1914090],[707158,1946174],[724883,1459917],[757121,1998533],[784591,2027706],[815516,2062219],[826865,1582995],[834419,2082555],[926550,2167962],[1013149,2241195],[1094785,2307611], [44605,538443,1213093],[45502,535354,1208360],[60118,615910,1585679],[60729,619642,1325909],[63354,629226,1336818],[69615,656483,1370732],[74201,480534,1128788],[75098,682025,1403590],[82346,717862,1454841],[85691,728143,1462461],[86302,731875,1207527],[90805,747080,1745794],[91416,750812,1489427],[92586,754354,1493491],[94041,760396,1500336],[97724,401254,774829],[98335,570753,1005835],[100960,787866,1533194],[103132,587695,1280131],[107221,815123,1567108],[114324,838127,1331701],[117669,453272,848687],[118280,634364,1087471],[120593,858118,1617599],[121052,859283,1871591],[122672,865139,1622675],[123938,868399,1625219],[124549,872131,1369899],[129146,481592,887575],[132491,897572,1657691],[133102,901304,1402757],[135727,686159,1409315],[136291,501007,1158715],[137605,502817,916788],[138216,693981,1161505],[139386,923783,1688721],[140841,929825,1695566],[143013,710923,1442889],[147852,950630,1715921],[151403,534784,959549],[153537,539501,965694],[156720,974994,1743110],[157608,976766,1746814],[157651,748472,1990062],[159557,982858,1492658],[161080,986256,1495219],[161539,987421,2001157],[164425,563682,996816],[165036,765534,1246826],[166206,1003811,1773026],[170609,781824,1526349],[171453,1016857,1528077],[174798,587125,1027417],[175409,793004,1279298],[176015,418531,1033842],[177722,594214,1037132],[178181,595198,807440],[179801,1043869,1814502],[181067,1047129,1817046],[181678,1050861,1566275],[184303,819257,1572833],[184867,613629,1318830],[187518,1067554,1840505],[190067,1072672,1586699],[190526,622614,1074116],[190802,834729,1329140],[194206,629239,1081753],[194283,449462,1081949],[195068,1083713,1851600],[199909,855682,1612911],[200543,1097763,1614752],[206200,1110479,1881638],[206243,869791,2113084],[207538,655913,1114108],[209672,660630,1120253],[210131,661614,883574],[211751,1126990,1896138],[213688,674912,1394740],[216345,1136901,1902192],[216954,894312,1655147],[219896,681455,1145820],[222030,686172,1151965],[222107,496943,1152161],[225213,1161265,1929381],[226101,695039,922229],[226144,504194,699980],[228729,514411,1179561],[229573,1172527,1690449],[230032,1173692,2170586],[234135,520094,1189512],[235860,943204,1451994],[236667,718342,1197458],[237282,1193907,1714204],[240731,724896,1200493],[243406,1205047,1971125],[245955,1210165,1725968],[245998,961702,2199293],[246414,734847,973428],[248299,743888,1481546],[250956,1221206,1982220],[251565,972431,1740468],[252086,1223950,1742952],[256788,753784,1233471],[260468,760409,1241108],[260545,559872,1241304],[262655,1246586,2007500],[263543,766592,1002257],[263586,565059,771533],[266171,393885,993290],[266978,1005595,1774822],[267109,780257,1524397],[268258,1259381,2019235],[270807,1264499,1778526],[274946,787879,1273580],[275023,583315,1273776],[275808,1275540,2030330],[282070,602605,1301607],[285336,430411,1053833],[286940,1302306,2060368],[286983,1048521,2271724],[288278,814553,1305935],[290489,609565,1312276],[290871,820254,821116],[293232,1064595,1582837],[294229,616121,616189],[294799,827938,1326738],[295192,1322636,1840347],[298385,1327780,2081693],[301759,838607,1087372],[302374,1334287,1849883],[305823,845161,1096153],[305866,632462,856489],[307218,1087231,1857943],[307349,854115,1610959],[308498,1345427,2095369],[311047,1350545,1861647],[313639,858598,1359830],[317703,865152,1362865],[317780,650177,1363061],[323386,328537,875103],[325271,468752,1109780],[328957,886509,1647165],[329619,893267,1393963],[334475,675719,1395919],[337073,1400277,2140554],[339622,1405395,1912239],[339665,1147973,2345964],[340081,895309,904276],[344623,1416436,2151649],[346167,510347,1173007],[346298,702519,1431177],[354135,929838,1436338],[354212,706543,1436534],[357210,936021,936951],[357253,711730,712518],[360008,716386,942517],[361053,943509,1456628],[361066,718076,718146],[365077,1197317,1964874],[367190,528241,1199510],[368887,728354,728422],[369457,955221,1213922],[369850,1464292,1970967],[371052,536161,536949],[373043,1469436,2198431],[375040,964628,1732486],[375702,971386,1480769],[380558,744695,1482725],[382291,747291,747359],[382861,976067,1490256],[383668,552521,553309],[386447,1491298,2214791],[389821,395280,986736],[393928,393962,763632],[395411,555848,1235947],[400270,1005394,1517429],[402631,576752,1264979],[408784,1005736,1017337],[409399,1530663,2028613],[412848,1014517,1023891],[412891,782631,791102],[415523,1541803,2254009],[418072,1546921,2040377],[418115,1286612,2441464],[419287,602035,1047340],[419949,810719,1300830],[424805,808817,1559437],[436900,827105,827161],[440734,1070784,1843145],[442111,442899,1073152],[443030,621617,1328021],[445438,1076592,1342365],[445451,838341,838411],[447297,630223,631085],[452288,1087030,1603991],[454649,640363,1351025],[460348,1098068,1619386],[460361,858332,858402],[461345,647938,648800],[464372,1359689,2106833],[468182,474335,868610],[469559,470347,657290],[472338,1632194,2321659],[474997,652079,1109003],[479853,884951,1645483],[482576,674342,1137112],[489413,897783,897851],[489983,1129617,1141492],[490376,1659522,2140396],[491578,682832,683620],[493569,1664666,2345102],[501050,501084,914124],[501833,702532,1172741],[514454,514488,933061],[521356,717080,1451935],[525825,1197116,1717159],[526809,527671,950841],[528333,723838,1198733],[530950,954388,954444],[532938,732933,733863],[540485,743318,1221417],[547310,975234,975290],[548368,751870,752800],[551144,1230139,1992702],[555861,562698,986470],[556845,557707,761393],[571811,780270,1264713],[579291,1256319,1268419],[579304,1017071,1017141],[581150,788863,789725],[588502,589290,799003],[603412,604200,815930],[606191,1824021,2455512],[613672,613706,1063681],[614959,826664,1321053],[620700,621630,1072886],[635422,854128,1350759],[646954,1359488,1872829],[653137,654067,873189],[677621,1140659,1140715],[679609,902362,903292],[687156,688018,912747],[703516,704378,930822],[794062,794992,1032858],[811777,812707,1051919] ] cell #1381 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [47806],[48512],[60087],[60396],[67173],[69426],[82309],[85660],[85969],[87501],[90774],[91083],[93771],[107032],[114287],[115155],[116406],[120556],[123907],[124216],[132460],[132769],[134301],[140571],[147821],[149180],[150504],[150587],[152016],[161043],[161911],[171416],[172284],[173535],[176608],[181036],[181345],[188153],[190030],[191626],[203956],[206639],[206722],[216314],[217673],[218997],[219080],[220509],[222861],[224112],[229536],[230404],[237995],[241652],[250925],[254415],[256292],[256375],[268893],[270770],[272366],[277136],[278460],[278543],[279972],[284696],[287379],[287462],[291243],[295920],[309133],[311010],[314967],[327897],[331662],[332960],[334826],[335319],[341181],[343807],[348082],[349959],[350042],[357649],[357732],[377745],[379043],[380909],[383982],[397195],[399072],[399155],[401037],[402945],[404747],[406893],[406976],[413769],[421992],[423290],[434137],[444182],[453055],[454963],[456765],[458911],[458994],[477040],[478338],[480600],[481419],[482359],[485129],[504508],[506310],[508539],[526592],[529665],[538509],[539328],[540268],[543038],[554592],[565373],[567175],[569404],[569701],[569705],[570819],[573115],[594981],[597751],[619708],[620527],[623517],[633312],[633316],[634430],[636726],[647721],[650794],[661397],[664167],[667321],[668470],[694047],[696343],[717404],[721796],[721800],[725663],[736297],[737446],[750878],[751697],[754687],[765600],[767896],[801568],[805038],[826432],[831492],[834795],[836161],[857660],[862052],[862056],[877702],[881172],[942764],[943270],[945702],[951284],[963444],[974561],[979621],[1059902],[1065252],[1067121],[1078785],[1097323],[1149715],[1190971],[1193467],[1204614],[1270612],[1333847],[1399844],[1530223] ] cell #1382 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [15431],[23210],[24238],[32297],[33592],[33970],[35272],[41332],[43121],[46078],[47871],[49671],[50049],[55069],[58044],[60461],[61126],[62589],[63145],[64184],[66484],[68785],[75674],[77217],[79267],[79645],[82728],[83325],[83551],[85362],[86034],[86699],[91813],[98732],[100195],[100751],[101790],[103708],[106391],[111458],[113662],[114706],[115303],[115529],[118677],[121572],[121798],[124946],[130125],[130351],[132162],[132834],[133499],[134962],[136557],[138613],[145852],[154516],[154742],[158214],[162059],[162285],[165433],[168587],[169436],[170791],[171835],[172432],[172658],[174469],[175806],[178701],[178927],[182075],[195741],[197887],[198736],[201987],[204104],[210651],[210877],[214345],[215613],[221368],[223009],[223235],[226707],[227556],[230552],[230778],[233926],[241307],[242190],[246757],[248956],[250224],[264149],[264998],[269669],[276481],[279476],[282727],[283995],[284844],[291391],[291617],[296458],[300035],[300389],[301019],[309909],[318279],[325928],[327196],[328045],[330027],[334974],[335857],[340424],[348858],[358665],[362919],[363549],[367294],[367821],[367901],[376110],[381057],[384520],[388097],[397971],[403483],[407414],[408044],[420357],[425304],[436702],[438806],[438886],[444319],[455501],[462214],[462844],[466589],[475405],[480352],[483445],[488347],[488427],[503887],[505046],[521004],[523763],[528741],[541354],[547112],[549216],[549296],[564752],[565911],[572739],[578172],[596067],[614597],[617414],[624055],[632155],[636350],[642133],[644892],[662483],[695967],[711423],[718886],[725887],[729647],[745767],[767520],[790795],[827013],[828489],[835785],[839151],[899076],[943344],[955772],[1017881],[1064485],[1142043] ] cell #1383 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [34090],[48374],[50169],[64304],[66486],[66530],[67129],[69288],[79765],[82730],[82774],[87363],[90309],[93128],[93727],[101910],[106894],[110815],[111756],[113956],[114708],[114752],[116362],[123442],[134163],[136677],[139928],[140527],[146146],[146477],[149102],[150028],[150969],[158512],[168885],[171085],[171837],[171881],[173491],[176470],[180571],[188075],[191305],[193362],[193693],[198185],[202281],[202612],[207104],[214639],[214970],[217595],[218521],[219462],[221662],[224068],[227005],[237674],[249250],[249581],[254337],[259624],[259955],[264447],[268815],[269963],[272045],[274102],[274433],[277058],[278925],[283021],[283352],[287844],[306251],[309055],[310203],[314646],[317335],[326222],[326553],[331341],[332882],[340860],[342917],[343248],[348004],[349152],[353291],[353622],[358114],[367588],[368670],[374526],[377424],[378965],[397117],[398265],[404426],[413276],[417228],[421671],[423212],[424360],[433247],[433578],[439655],[444104],[444459],[445278],[456444],[466883],[476719],[478260],[479408],[483728],[488114],[489196],[495052],[505989],[518791],[523903],[524722],[529344],[529898],[529902],[541637],[546023],[550065],[554514],[566854],[573508],[578312],[579131],[596350],[600736],[615390],[617600],[617604],[624064],[637119],[645032],[645851],[650473],[662766],[667152],[670574],[676569],[676573],[696736],[697243],[716647],[719611],[726170],[739550],[746560],[748770],[748774],[768289],[768796],[776244],[782704],[803672],[826224],[829282],[836554],[846435],[850102],[856903],[859867],[879806],[918203],[938225],[944945],[952398],[956565],[974353],[998231],[1025165],[1065398],[1066913],[1074491],[1078028],[1142836],[1191780],[1204406],[1269855],[1320485],[1399636] ] cell #1384 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [179758,1043815],[183421,609040],[184260,819203],[211708,1126936],[215942,675194],[216911,894258],[225136,1161211],[232459,710296],[250553,744170],[251522,972377],[262578,1246532],[266896,1005541],[267636,774956],[268181,1259327],[270331,781197],[281019,1288909],[284324,808292],[298308,1327726],[307136,1087177],[307876,848814],[308421,1345373],[310571,855055],[324220,1375471],[327525,884426],[328883,1128794],[330252,887714],[330685,1388456],[346825,916915],[349520,923156],[364995,1197263],[365428,1457825],[372966,1469382],[374966,1213099],[376335,965833],[376768,1475262],[386370,1491244],[395938,996943],[398633,1003184],[401180,1005841],[415446,1541749],[420582,1037271],[437598,1583908],[440660,1325915],[443557,1074243],[449813,1599107],[453198,1087477],[464290,1359635],[464723,1620583],[472261,1632140],[475630,1120392],[493492,1664612],[497294,1670492],[502743,1161511],[528966,1200632],[531648,1723177],[548008,1744023],[551070,1489433],[560223,1759222],[563608,1246832],[583666,1790934],[606114,1823967],[622540,1329146],[652777,1878847],[678319,1909448],[706894,1945493],[717217,1452000],[724536,1966717],[811417,2057577],[893965,2136146],[972084,2207699], [31793,449380,1081892],[45390,534710,1207533],[50316,559790,1241247],[54565,583233,1273719],[62395,452221,1342463],[62472,625631,1331707],[63311,629172,1336813],[68370,650095,1363004],[69503,655839,1369905],[74986,681381,1402763],[76713,496861,1152104],[79912,706461,1436477],[83131,525758,1456726],[83208,522217,1454847],[85232,728089,1462456],[92474,753710,1492664],[93159,756801,1495225],[93998,760342,1500331],[100001,400203,1256417],[100078,784271,1528083],[100917,787812,1533189],[103020,587051,1279304],[103495,417596,1033785],[105976,808735,1559380],[107109,814479,1566281],[108836,609483,1312219],[111328,615856,1585674],[111787,834099,1586705],[120222,857473,1614758],[121378,646887,1619484],[121455,643346,1617605],[122629,865085,1622670],[123479,868345,1625214],[128101,884869,1645426],[129931,481525,1129775],[130008,329809,887638],[131764,675637,1395862],[132032,897518,1657686],[134845,496418,1152028],[135684,686105,1409310],[136179,344220,913599],[139274,923139,1687894],[139959,926230,1690455],[140798,929771,1695561],[142901,710279,1442062],[143376,519159,1189455],[145590,945515,1714210],[146514,950576,1715916],[151000,961382,1725974],[154322,539434,1214080],[154399,375892,965757],[156155,744613,1482668],[156643,974940,1743105],[158084,747026,1745789],[158543,748152,1746820],[166094,1003167,1772199],[167769,780991,1264922],[168457,401197,1006526],[168916,1012829,1778532],[169319,582790,1273643],[170497,781180,1525522],[174339,587068,1279989],[174416,414901,1027544],[177351,1036203,1806585],[178507,594147,1289890],[178584,420139,1037195],[180340,607711,1053776],[180608,1047075,1817041],[184755,434550,1063156],[187441,1067500,1840500],[192806,1078598,1849889],[193730,1083659,1851595],[197069,854849,1350968],[197757,453215,1088162],[198216,1094465,1861653],[198619,448937,1081816],[199797,855038,1612084],[200279,1097082,1867985],[201725,644674,1869880],[202649,859229,1871586],[207135,869471,1881644],[209301,1119324,1888221],[210457,660563,1376452],[210534,475187,1120316],[212290,473858,875046],[212944,886646,1647230],[213122,893327,1393913],[214083,1131786,1900481],[215007,1136847,1902187],[215483,681398,1403448],[215560,492947,1145947],[219493,1147653,1912245],[225889,703253,1172950],[226577,502760,1162196],[227036,503669,922292],[227439,706018,1436401],[228617,514870,932536],[232536,516464,1183214],[237018,1193226,1962242],[239807,1198444,1965787],[241113,724829,1459912],[241190,528523,1200556],[243329,1204993,1971120],[247555,964765,1732551],[247733,971446,1480719],[248694,1216091,1980509],[249618,1221152,1982215],[250094,534727,1208218],[250171,372421,959676],[259068,758129,1999446],[259992,987367,2001152],[263331,556582,986679],[264019,563625,1247517],[264478,564534,1002320],[264881,559347,1241171],[266059,394344,763107],[266453,1005454,1517311],[267052,1012417,1264149],[270408,577410,1266070],[273546,1270425,2028619],[274470,1275486,2030325],[278956,1286292,2040383],[281326,602648,1047535],[281504,810779,1300780],[282465,421322,808053],[283389,595141,1042894],[283865,814496,1566966],[283942,605569,1306062],[287875,1048201,2060374],[293966,826811,1582990],[294842,616316,1326801],[297763,1070921,1843210],[299693,622351,1073095],[299905,622557,1329831],[302110,1333606,2086486],[304899,1338824,2090031],[305452,844801,2090961],[306282,631937,1096216],[306693,1087090,1603873],[307292,1094053,1350195],[310648,641021,1352116],[316779,1360816,2107746],[318162,649652,1362928],[324527,468795,868805],[324705,652139,1108953],[325666,476370,884187],[326590,661557,1126015],[327066,655856,1370590],[327143,471716,1114235],[328900,1129327,1386816],[330992,674955,1137307],[336996,1400223,2140549],[342361,1411321,2149938],[343285,1416382,2151644],[345642,702595,926434],[346241,925818,1172177],[349597,700638,1428828],[352735,927558,2168875],[353659,1173638,2170581],[358145,711205,937014],[360068,942523,1712315],[361129,522421,718209],[361787,718285,1457538],[364552,1197176,1717041],[365735,528284,951036],[366624,723898,1198683],[369500,728549,1213985],[374192,537607,974041],[374563,734790,1222978],[374983,1213632,1473622],[377075,743931,1221612],[382904,747486,1490319],[385825,1230276,1992767],[387967,753727,1493349],[388044,553967,1233598],[392961,1502342,2223129],[394755,555924,757005],[395354,756389,985906],[398710,772191,1515634],[402106,780333,1013033],[409135,1529982,2245126],[411924,1535200,2248671],[412477,1023531,2249601],[413307,790577,1014580],[417673,592430,799661],[419230,810789,1047283],[432691,610223,821729],[433615,820197,1058540],[435858,614395,1064590],[436474,826724,1320935],[436960,827111,1587403],[436970,616064,827796],[440677,1326448,1588004],[441586,621693,834303],[442973,833687,1072322],[445514,625835,838474],[446172,838550,1343275],[447910,450120,631698],[454124,854191,1094669],[460424,643550,858465],[461082,858541,1620296],[461958,465030,649413],[463847,1359548,1872711],[473487,473935,658736],[474278,652149,868553],[482519,893337,1137055],[490026,897978,1129680],[494718,684278,895922],[495089,904219,1138673],[497601,688631,913360],[500636,1158355,2354370],[513487,1697572,2369800],[519236,715658,941620],[521299,943056,1191586],[521805,717512,943504],[526752,723908,950784],[531010,954394,1473021],[531020,728297,955079],[533001,535636,733926],[540428,971456,1221360],[547370,975240,1747518],[547380,747234,975925],[548431,551996,752863],[551087,1489966,1748119],[557458,558320,560530],[579367,784475,1017204],[580025,1017280,1257229],[581763,583973,790338],[587977,795055,1032921],[607340,607788,817376],[625219,837777,1076587],[627321,630166,844173],[642934,857768,1098063],[644046,647881,864164],[653200,654130,656765],[677681,1140665,1386215],[677691,897726,1141350],[679672,682307,903355],[687099,908983,1157727],[704129,704991,707201],[757501,758491,761336],[783859,1016507,1268414],[785961,788806,1022903],[811840,812770,815405],[926930,927920,930765] ] cell #1385 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [423986,1558610],[431247,1056987],[432873,1311449],[479034,1644656],[485956,1138110],[487740,1395092],[502239,1679945],[515364,1182894],[543865,1222415],[545649,1481898],[563104,1764250],[570415,1517573],[571453,1260637],[572217,1776908],[575522,1265750],[593398,1806308],[598578,1298225],[621106,1844383],[634026,1604135],[635064,1346683],[635828,1860029],[639133,1351796],[659814,1887944],[664994,1384787],[667439,1646953],[669180,1390388],[669760,1900204],[694681,1423395],[698750,1428508],[722510,1717303],[723090,1965510],[733339,1975003],[736415,1732274],[738156,1477194],[738736,1980232],[752276,1993940],[766234,1510201],[770303,1515314],[774173,1519994],[794468,2038759],[802278,1553906],[827898,2078021],[831610,1842933],[835429,1592724],[843355,2089754],[848031,1606556],[862766,1872973],[863346,2107469],[873595,2116962],[878412,1639952],[902768,2144432],[908165,2149661],[916132,1682366],[951994,1721702],[955181,2194759],[976027,2211119],[979739,1992490],[991484,2222852],[996160,1766671],[1022085,2248394],[1052325,2275602],[1073460,1846715],[1109740,2317987],[1141452,2341430],[1177755,2369523],[1191758,1961051],[1199470,2386207],[1301567,2451840],[1394700,2506733],[1481506,2555846], [115348,842775,1609679],[150374,958893,1737185],[162104,990904,1769794],[172477,1021505,1523117],[176358,797773,1287983],[191225,846896,1857674],[191362,1077020,1857791],[192988,1081122,1862339],[204149,1106553,1877372],[206509,1113452,1892855],[208825,874122,876038],[218867,1145164,1651864],[223054,907585,1409155],[223797,690536,1159694],[230597,1177175,1685489],[234478,939732,1188531],[237594,948039,1964605],[237731,943937,1964722],[241684,1203444,1978602],[256162,1232815,1996272],[257624,1236375,2007348],[258670,986543,986821],[259250,1240477,2011896],[261900,762250,763985],[271965,773038,1774553],[272102,1268847,1774670],[273728,1272949,1779218],[277021,793704,1279194],[278330,1026761,1538747],[284889,1298380,1559244],[287249,1305279,1811219],[289565,1052852,1054768],[291436,1057142,1312083],[292179,823634,1062299],[295952,1065951,2080699],[296747,1328449,2081541],[299136,1072959,1073237],[312609,1354130,2103010],[314566,1102598,2106564],[314703,1098496,2106681],[316961,1362234,2110129],[318656,1365816,2120561],[319020,868673,868910],[319224,1109015,1109042],[328090,1384942,1645290],[331261,886944,1649723],[331398,669025,1390159],[332845,902004,1392683],[335019,1138265,1395726],[335351,1398674,1898574],[340917,907430,1408926],[342543,1151334,1668239],[349829,1428045,1687956],[351291,1431605,1929229],[352337,1172814,1173092],[352917,1435707,1933777],[355567,931679,933414],[356210,935663,1183082],[357519,1182431,1442124],[362397,1454238,2188152],[363847,1459193,2190674],[364211,950904,951141],[365914,1198745,1198772],[371405,1470105,2198279],[377344,965063,1735044],[377481,738001,1476965],[378928,732575,1479489],[381102,1222570,1482532],[381713,1484715,2210490],[384014,1225306,2213797],[384809,1226458,2214639],[388439,756938,986098],[389109,985909,1235984],[398942,1514851,1772261],[402977,774636,1520603],[403772,1524825,2019083],[404483,1021350,1522888],[405298,1014159,1265938],[406161,1264786,1265064],[406763,1265287,1525584],[413801,1027224,1539356],[419634,1550506,1806780],[421591,1036501,1809078],[421728,802123,1553677],[423175,1051561,1556201],[425681,1562192,2046703],[426045,1047403,1047640],[426249,1300842,1300869],[436407,1321065,1321092],[438364,1585081,2289923],[439867,834236,1072514],[442187,1072325,1328058],[446782,1595520,2296470],[448232,1600475,2298992],[448596,840882,844990],[454995,848494,1607165],[455790,1611387,2095217],[456501,842620,1609450],[457316,1095795,1351984],[458179,1350832,1351110],[458781,1351333,1612146],[459545,1614481,2310073],[461692,1099980,2311380],[463142,1355860,2313902],[463506,644863,1105700],[467201,868485,1109125],[470700,1366968,2321507],[474682,1636552,1888416],[476639,1119622,1890714],[476776,878257,1639723],[478223,872831,1642247],[481234,1386988,1647425],[482923,1649468,1900676],[484373,1654423,2131659],[484737,1137175,1137412],[485161,1145627,1652473],[486440,1393975,1394002],[491931,1665335,2344950],[504540,916595,1682975],[505335,696948,1427099],[506046,1177020,1685260],[506861,1169829,1428696],[508965,926367,1172369],[509635,1172180,1431214],[521231,1191589,1452037],[522354,717704,1194929],[523089,1713933,2383239],[524898,950716,1198855],[527156,1718368,1965982],[529264,1199862,1968170],[529401,951839,1721473],[532414,1724350,2389141],[533917,956868,961034],[539143,1473794,1732746],[540832,1734789,1980704],[542282,1739744,2203212],[542646,1221480,1221717],[543070,959356,1737794],[544349,1480781,1480808],[550277,747804,1231869],[554477,983558,1752839],[557192,1237859,2409092],[558642,1497386,2411614],[559006,758318,989011],[565405,996623,1767280],[566200,768501,1513905],[566911,990749,1769565],[567726,1255150,1515502],[570260,1517441,1517468],[573720,1012966,1264341],[576040,1264152,1524434],[580635,1787347,2430323],[582085,1792302,2432845],[582449,1019612,1023720],[589643,1803214,2253857],[591169,1034189,1035141],[595545,597359,1297527],[596995,804667,1557603],[597783,1305742,1811828],[601054,1047215,1300952],[604553,1563344,2455360],[614398,826023,1582726],[615310,1321197,2077392],[615996,827283,1324227],[616421,1068810,1843656],[620342,1588176,1843405],[623549,1073923,1847324],[625768,837969,1076203],[626503,1849612,2472922],[628312,1079009,1083287],[630570,1854047,2090226],[631432,1339850,2475890],[632815,846140,1613452],[633871,1604003,1604030],[637331,1094602,1350387],[639651,1350198,1610996],[643483,857960,1357301],[646027,858857,1361227],[648285,1874038,2107941],[650530,1106398,1877143],[655046,869123,1111427],[658000,659246,875450],[661961,663775,1384089],[663411,880801,1643649],[664199,1113915,1893464],[667902,1386819,1647267],[671569,1136987,1394085],[679085,1910621,2509667],[680588,1143139,1147305],[687503,1921060,2150133],[688953,1926015,2349883],[689317,1154436,1158544],[703863,1433089,2529618],[705313,1692616,2532140],[705677,927747,1175282],[712871,937930,1444536],[714397,940884,1189859],[716425,1451723,2186845],[717515,943546,1454493],[718427,1195158,1965236],[722355,1717171,1717198],[728229,954566,1202600],[728654,954284,1732997],[735194,736146,1483921],[735782,963073,1741765],[736878,1473625,1732588],[740545,1221292,1480891],[747166,975412,1487745],[747591,1228165,1993213],[751512,1748291,1992962],[754719,1233278,1996881],[759482,986995,1238364],[761740,2003604,2223324],[784408,1016699,1268030],[785143,2028342,2579947],[786952,1270836,1275114],[789210,2032777,2248866],[790072,1536226,2582915],[791455,1024870,1526890],[795971,1281778,1285944],[813686,1047853,1303254],[816640,817886,1054180],[820601,822415,1314551],[822051,1059531,1575250],[827200,1323618,2080487],[832073,1588007,1843247],[837780,1076629,1331353],[838692,1076432,1858305],[857771,1098105,1617251],[858683,1357530,2107195],[862611,1872841,1872868],[897658,1140837,1397830],[898083,1140555,1647676],[904623,905575,1397115],[905211,1149344,1656444],[909974,1411732,1416010],[913094,1676736,2649513],[928911,1173266,1433594],[931169,2173033,2369995],[954483,1201991,1978390],[975329,1487136,2213585],[980202,1748122,1992804],[1016510,1268456,1527729],[1017422,1268259,1775184],[1140754,1397221,1898362] ] cell #1386 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [40629],[51676],[57093],[64561],[71314],[77536],[78393],[81272],[87749],[95452],[96309],[98136],[102167],[104191],[108920],[112602],[114046],[116845],[118081],[126316],[129629],[134549],[137068],[142252],[143109],[146236],[147473],[149201],[151815],[154020],[159358],[163888],[167903],[169731],[171175],[173974],[175210],[183445],[188174],[189513],[191193],[193452],[194689],[197203],[199031],[202371],[203608],[207950],[214729],[215966],[217694],[220308],[222513],[227851],[236501],[237562],[244062],[245401],[249340],[250577],[254436],[255775],[259714],[260951],[265293],[268914],[271933],[274192],[275429],[277943],[279771],[283111],[284348],[288690],[294347],[301593],[302654],[309154],[313473],[314534],[317425],[321034],[322373],[323798],[326312],[327549],[331229],[337729],[339068],[343007],[344244],[348103],[353381],[354618],[358960],[367678],[369005],[377312],[382409],[383502],[387103],[389655],[389885],[390716],[394368],[397216],[408618],[409679],[416179],[421559],[424450],[428059],[429398],[430823],[433337],[434574],[442733],[442963],[444203],[461463],[465267],[468189],[468300],[468819],[469393],[476607],[479498],[488204],[489531],[497838],[507629],[510181],[510411],[511242],[514894],[517742],[527678],[527789],[528308],[529232],[536783],[546113],[546940],[555779],[555859],[556963],[568494],[576586],[576816],[578056],[599120],[602042],[602153],[602672],[603246],[610460],[615278],[617242],[621548],[621628],[631203],[640197],[640427],[641667],[652005],[665536],[674349],[674460],[674979],[675903],[683454],[693611],[702450],[702530],[703634],[716939],[723764],[729475],[743325],[743436],[743955],[744879],[765164],[773918],[775882],[780188],[780268],[789843],[798837],[810645],[826516],[833319],[847776],[849740],[854046],[854126],[886368],[893193],[898904],[912865],[948919],[960602],[964487],[971312],[981448],[1005246],[1028470],[1070643],[1086882],[1103478],[1115161],[1146873],[1196968],[1229998],[1306988],[1359340], [21716,86850],[23535,91964],[31877,115445],[34321,121714],[35597,125097],[38810,133650],[44741,148999],[45598,150819],[47940,156542],[48797,158362],[50400,162201],[50820,95248],[54649,172574],[55925,175957],[58369,182226],[60530,187340],[60865,187972],[62496,191386],[66585,200305],[68854,205134],[69711,206954],[70191,125996],[74337,217492],[75194,219312],[76797,223151],[77122,136934],[79996,230694],[80416,142048],[82829,237044],[83232,237755],[83620,238480],[85154,241497],[86103,243228],[90268,251871],[91552,254234],[93183,257648],[93276,160802],[98471,268712],[100102,272126],[102371,276955],[103228,278775],[103579,176856],[106460,285874],[107317,287694],[107797,183125],[109245,109340],[110774,294977],[111250,295765],[111811,296771],[111904,188760],[114807,302136],[115598,303572],[118416,308952],[121479,314727],[121867,315452],[130032,331422],[130420,332147],[130755,332779],[131954,335164],[132903,336895],[134869,340941],[134938,221752],[138352,347901],[139983,351315],[140076,229295],[143460,143589],[149987,369635],[151024,371429],[151117,244648],[154423,377505],[154811,378230],[155146,378862],[158006,383827],[158567,384833],[158660,255022],[162354,391634],[165172,397014],[168379,402790],[168940,403796],[169033,269500],[169343,404507],[169412,270053],[171936,409161],[172727,410597],[178608,421752],[178996,422477],[179331,423109],[183514,183538],[190938,444001],[197679,454808],[198240,455814],[198333,309740],[198643,456525],[198712,310293],[207159,470724],[207252,321620],[210558,476800],[210946,477525],[211281,478157],[216035,216059],[218480,490161],[219517,491955],[219610,338315],[223304,498756],[226499,504353],[227060,505359],[227153,348689],[227463,506070],[227532,349242],[230847,512160],[236731,522762],[241214,529425],[246826,538051],[250646,250670],[257200,554411],[261447,393607],[263941,565218],[264502,566224],[264595,397802],[264905,566935],[264974,398355],[278980,589667],[279073,416765],[284417,284441],[287899,604577],[287992,428645],[291686,611378],[294236,616196],[294866,616445],[299827,623362],[301823,626176],[306306,632839],[306399,452063],[313703,643891],[318186,650554],[318255,466973],[327618,327642],[340493,684722],[344313,344337],[355114,514133],[358169,712895],[358262,518328],[360852,717249],[360984,717474],[361064,718144],[368894,728429],[369524,728678],[371116,537013],[382298,747366],[382928,747615],[383732,553373],[394437,394461],[408848,784816],[413331,791479],[413424,585916],[434643,434667],[435070,613351],[435992,826134],[436826,827097],[445369,837739],[445449,838409],[447304,631092],[460279,857730],[460359,858400],[461352,648807],[469623,470411],[489420,897858],[490050,898107],[491642,683684],[501583,692784],[514963,514987],[520796,942509],[530876,954380],[532936,733861],[547236,975226],[548366,752798],[556852,557714],[579222,1016469],[579302,1017139],[581157,789732],[589354,799067],[603476,604264],[653135,654065],[677547,1140651],[679607,903290],[688025,912754],[703523,704385],[794990,1032856],[811775,812705] ] cell #1387 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [105907,808183],[108463,431902],[108767,608931],[128032,884317],[131561,487322],[131695,675085],[137328,915777],[142525,516074],[155952,545231],[156086,744061],[164148,995805],[167174,773818],[167746,573401],[168163,1007800],[170339,577020],[177066,1035607],[180137,599944],[189773,1071999],[196474,847676],[197046,637012],[197463,1089436],[199639,640631],[209016,1118728],[212087,666360],[212476,886050],[213647,671233],[213798,1131190],[225866,696629],[228459,700248],[239371,948819],[239522,1197848],[245661,1209492],[247087,964169],[248258,740209],[248409,1215495],[256035,1231354],[263308,768182],[265901,771801],[267168,776214],[278203,1281263],[282029,804331],[294525,1322182],[297295,1070325],[299670,836447],[304614,1338228],[307408,850072],[316343,1103378],[316494,1360220],[322633,1371864],[325230,880465],[339328,1404722],[342076,1410725],[346357,918173],[367149,953057],[369183,1463838],[382587,1485700],[385357,1229680],[392676,1501746],[395470,998201],[411639,1534604],[429658,1568240],[443089,1074461],[468478,1626596],[489709,1659068],[513202,1696976],[521548,1191678],[527967,1719328],[602331,1818423],[674638,1905599],[743614,1985627], [13767,306584,847128],[14204,304463,852865],[19983,361386,1196858],[20287,364443,948271],[21539,371953,969318],[24326,392525,1000994],[26254,266344,773270],[26691,411488,779007],[27424,280379,592111],[29690,437261,1070468],[31420,445771,1086772],[31724,448828,852099],[33864,460681,1359230],[34168,463738,1102830],[34734,466444,1107616],[35420,471248,1123877],[37077,213294,483902],[37381,329700,670467],[38633,492479,891199],[39601,341925,685839],[39708,224445,500907],[41420,513051,920966],[42153,359568,715339],[45014,531311,964312],[45882,245244,742132],[46744,247905,541811],[47048,375783,739443],[48213,547671,1229823],[48473,548688,1490839],[49296,553499,1233816],[49943,556181,1246127],[50247,559238,1000228],[52462,267246,573254],[54192,579624,1005136],[54496,582681,778241],[55533,277786,586801],[55748,414433,791926],[56636,281676,596524],[56940,420030,803565],[57506,600297,1042559],[57620,289298,607021],[58192,605101,1040756],[59160,432255,818937],[59267,292827,613529],[61889,621950,1327321],[63908,304110,638662],[65038,307486,636865],[66716,642677,1354050],[67246,644337,1360363],[67277,461641,1616916],[68301,649543,1106850],[69127,652440,1118871],[69387,653457,1631735],[69995,322216,882388],[70857,324877,662940],[71161,475078,879699],[71727,666713,1125680],[71841,208558,473168],[74126,487675,893002],[74610,677982,886193],[75478,338911,673156],[76340,341572,496030],[76644,496309,685073],[77675,352299,702199],[77809,346435,696482],[78069,226001,507333],[78892,700170,1167011],[79101,231988,514311],[79539,702852,1160806],[79843,705909,920200],[80880,356975,710029],[81095,515996,933885],[82960,719430,1454158],[84501,724199,1197991],[84761,366796,726344],[84895,528414,952291],[86984,372031,741985],[87462,734183,1468977],[90127,545584,971121],[90528,746348,1224572],[92796,387732,984576],[93844,757792,1501889],[93875,557141,1755555],[94595,392172,769832],[95591,258632,555528],[95725,395548,768035],[95985,263443,568198],[96808,771723,1252332],[97017,163495,393785],[98275,406123,778017],[99495,780590,1258922],[99715,406695,780000],[99801,576942,1011341],[101514,411135,575051],[102644,414511,586654],[104029,426313,809641],[104322,801317,1289260],[104365,286705,601711],[104852,282146,599204],[104883,178379,424493],[106733,811080,1035750],[106993,812097,1823562],[107601,429241,806254],[110045,615178,1065217],[110617,439548,832565],[111034,829070,1323258],[112741,299098,619377],[113210,443167,836300],[114938,839695,1595440],[116479,844464,1338371],[116510,631381,1855007],[116739,305723,641371],[118220,458141,851875],[119440,854448,1344968],[119660,458713,853858],[119746,640553,1092977],[119937,856877,1353715],[121250,203782,317468],[123008,466091,866600],[125231,471326,882241],[125929,208589,323584],[126154,319288,651001],[126447,877451,1375822],[126490,205965,467858],[126977,325347,665620],[127008,210329,479541],[128911,668219,1129145],[129467,486504,890159],[129760,888859,1388807],[129803,334163,672226],[131301,893628,1131333],[133784,492557,673009],[134262,903612,1664207],[136949,509713,702481],[137046,351946,510109],[139596,508258,921959],[140644,927221,1697119],[140675,703812,1941826],[141395,512698,698279],[142785,357110,517446],[143983,716621,1191343],[144801,236429,363376],[145154,524562,949003],[145305,944919,1453823],[147311,365978,720730],[147604,949954,1458176],[147647,240496,525555],[149830,368563,737370],[150247,956353,1464914],[152423,373873,744963],[152454,246612,546156],[153302,737195,1213450],[153858,544413,968278],[154151,966978,1475613],[154194,380246,741202],[155692,971747,1215638],[157373,549958,980694],[157508,255753,386807],[159966,553577,984429],[161737,259757,261125],[163769,389187,555810],[163866,258279,389583],[166416,569123,1001987],[166821,570389,1005064],[167784,576118,780219],[167881,405770,576514],[172067,1018425,1787267],[173608,1023194,1534747],[173639,790021,2033737],[173868,412748,577760],[176569,1033178,1541344],[176789,280410,418729],[177032,426391,602297],[182360,605179,806107],[183058,289329,430609],[184106,432372,610544],[184137,291069,433380],[185604,293194,614630],[186000,436536,826334],[186428,617574,1070056],[186506,294491,439401],[189356,832390,1326266],[189394,442265,621579],[189491,298745,442661],[192017,300846,301521],[192370,445118,847860],[192521,1078002,1595105],[193495,194863,195266],[194820,1083037,1599458],[196121,634000,1086700],[197084,639729,854077],[197181,457788,640125],[200936,313401,462671],[201289,645691,1103562],[201406,316460,465351],[203739,1104513,1620934],[206100,320738,322351],[208982,319366,468444],[212554,668048,886471],[213764,486582,674604],[218323,489089,668394],[218740,1142624,1660144],[220916,494399,675987],[220947,340279,488247],[222644,1153249,1670843],[222687,343050,344821],[224185,1158018,1410868],[224216,913043,2155056],[230230,353424,354792],[234909,359599,520292],[235552,521377,717042],[236033,361015,523796],[239018,722484,1196786],[239488,366056,527933],[242316,529872,963900],[242394,368416,369149],[243766,245379,245855],[247165,737024,964590],[248375,544491,743580],[252690,748744,1229411],[252768,382553,549811],[255618,980519,1489784],[258749,390800,392642],[261082,1242392,1759573],[272757,407871,408546],[273110,578971,774002],[273261,1269829,1786932],[274235,275603,276006],[275560,1274864,1791285],[277921,415883,417972],[286840,427763,429376],[297373,832219,1070746],[301125,444352,445400],[302738,304580,305133],[313005,460310,644925],[315990,862740,1359158],[335983,676543,885781],[336061,488942,489675],[337433,339046,339522],[342042,497922,500317],[352416,511326,513168],[354749,1437622,1945844],[385435,980348,1230101],[408150,578205,579253],[409763,411605,412158] ] cell #1388 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [15082],[15424],[19964],[20117],[23229],[24231],[29666],[31401],[31554],[32290],[33845],[33998],[35291],[41325],[44990],[45473],[46097],[48189],[49924],[50077],[54173],[54326],[55062],[58063],[61870],[62627],[63406],[63461],[64212],[69103],[69586],[74586],[75069],[75693],[77210],[79520],[79673],[83363],[84477],[85414],[92557],[94093],[94148],[99476],[100233],[101012],[101067],[101818],[103103],[103727],[106709],[107192],[111510],[113668],[119421],[121610],[122724],[122779],[130163],[131277],[132214],[135000],[135779],[135834],[136585],[139357],[140893],[140948],[142984],[145858],[154554],[155668],[158266],[166177],[168639],[169474],[170580],[170797],[174521],[176122],[178739],[179853],[179908],[184355],[184410],[197939],[198774],[199880],[201993],[210689],[211803],[211858],[213061],[214351],[215665],[217006],[217061],[221374],[226759],[227594],[234242],[241345],[247672],[248962],[250276],[251617],[251672],[264201],[265036],[266398],[267030],[267753],[269675],[282733],[284047],[285443],[297880],[300087],[306638],[307270],[307993],[309915],[318317],[325934],[327248],[328644],[328820],[328827],[329754],[330033],[346942],[348864],[364497],[365129],[367300],[374903],[374910],[375837],[376116],[385942],[388149],[396055],[397977],[400126],[401124],[420084],[420363],[436708],[440597],[440604],[443674],[452144],[453142],[463792],[464424],[466595],[475132],[475411],[502687],[503893],[521149],[525681],[528468],[528747],[547118],[551007],[551014],[563552],[564758],[614743],[615232],[617420],[622484],[632161],[642278],[646810],[711429],[717161],[719031],[729653],[745913],[790801],[825979],[828635],[839296],[899082],[955918],[1018026],[1142189] ] cell #1389 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [179796,1043812],[184298,819200],[211746,1126933],[216949,894255],[225208,1161208],[232913,935035],[251560,972374],[262650,1246529],[266973,1005538],[268253,1259324],[271261,1013531],[281025,1288844],[290416,819328],[298380,1327723],[307213,1087174],[308493,1345370],[311501,1095167],[324226,1375406],[328887,1128729],[330329,1130602],[330691,1388391],[334402,894383],[350450,1169201],[365072,1197260],[365434,1457760],[373038,1469379],[374970,1213034],[376412,1214907],[376774,1475197],[380485,972502],[386442,1491241],[399563,1254522],[401184,1257451],[401828,1006726],[415518,1541746],[420659,1290717],[424732,1043940],[437604,1583783],[440664,1325850],[449819,1599042],[453202,1343497],[453846,1088362],[464367,1359632],[464729,1620518],[472333,1632137],[475707,1377279],[479780,1127061],[493564,1664609],[497300,1670427],[502747,1420209],[503391,1162396],[529043,1460739],[531654,1723052],[548014,1743898],[551074,1489368],[560229,1759157],[563612,1507015],[564256,1247717],[583672,1790869],[606186,1823964],[622544,1590658],[623188,1330031],[652783,1878722],[678325,1909323],[706900,1945428],[717221,1712632],[724542,1966592],[811423,2057452],[893971,2136021],[972090,2207574], [31079,452218,1086411],[43325,525755,1196497],[53851,400200,1004775],[60113,615853,1321825],[63349,629169,1336877],[63451,449457,1337640],[67438,646884,1358869],[72921,481522,1129839],[82350,522221,1452781],[85686,728086,1463481],[86306,534714,1467506],[88922,539431,1214144],[90800,747023,1485343],[94036,760339,1500395],[94138,559867,1501158],[97719,570825,1006528],[100955,787809,1533253],[101057,583310,1534016],[105044,594144,1289954],[114328,625635,1594063],[117664,634436,1088164],[120597,643350,1615539],[121047,859226,1616559],[122667,865082,1622734],[122769,650172,1623497],[123933,868342,1626239],[124553,655843,1630264],[127169,660560,1376516],[129150,481650,887633],[132486,897515,1658711],[133106,681385,1662736],[135722,686102,1409374],[135824,496938,1410137],[137600,694053,1162198],[140836,929768,1695625],[140938,706538,1696388],[147847,950573,1718971],[148456,724826,1459976],[151398,731947,1208220],[153541,539559,965752],[156715,974937,1743294],[157612,748156,1744804],[159561,753714,1750773],[161084,756805,1754178],[161534,987364,1755198],[164420,765606,1247519],[171457,784275,1785890],[174793,793076,1279991],[175413,587055,1539873],[176112,418526,1286994],[177726,594272,1037190],[178176,802688,1042896],[179898,808812,1815324],[181062,1047072,1818066],[181682,814483,1822091],[184400,609560,1573655],[186233,826808,1583179],[187513,1067497,1840689],[190071,834103,1844981],[190521,834801,1329833],[194210,629297,1081811],[195063,1083656,1854650],[200285,1097017,1867990],[200547,857477,1868302],[201613,644680,1869755],[206204,869475,1879628],[207533,872203,1370592],[209676,660688,1120311],[210126,878822,1126017],[211848,884946,1896960],[216340,1136844,1905242],[217051,675714,1655969],[219891,901376,1403450],[222034,686230,1152023],[223507,501011,1158773],[226105,695097,922287],[228054,923143,1937044],[229577,926234,1940449],[230027,1173635,1941469],[233533,710283,1702245],[234232,520089,1449752],[235220,942458,1712320],[236662,944331,1457540],[237024,1193161,1962247],[237286,945519,1962559],[240735,724954,1200551],[243401,1204990,1971309],[245035,535358,1208418],[245959,961386,1975601],[246409,962084,1222980],[250951,1221149,1985270],[251662,744690,1741290],[256783,982930,1493351],[258956,758135,1999321],[260472,760467,1241166],[263547,766650,1002315],[265496,1003171,2015163],[267743,576747,1525219],[270811,1012833,2023711],[271546,781184,1782485],[274950,787937,1273638],[275803,1275483,2033380],[277577,587699,1280189],[281287,1036207,2047032],[282353,595772,808014],[285433,430406,1308470],[286944,1048205,2058358],[288273,1050933,1566968],[290866,1057552,1058542],[291889,613633,1318888],[293175,826042,826045],[294159,1065624,1587408],[294803,827996,1326796],[301754,1077414,1343277],[302116,1333541,2086491],[302378,1078602,2086803],[305340,844807,2090836],[305827,845219,1096211],[307983,640358,1611781],[311051,1094469,2099845],[311786,855042,1865606],[313634,1098890,1620298],[317707,865210,1362923],[322007,656487,1370790],[323381,328634,1116643],[324488,1119328,2120890],[325554,662188,884148],[329531,886650,1898903],[329677,674272,1654096],[330953,1131790,2131988],[337068,1400220,2140738],[338702,682029,1403648],[339626,1147657,2145030],[340076,1138675,1148355],[344618,1416379,2154699],[346932,510342,1431999],[350735,514415,1179619],[352623,927564,2168750],[354139,929896,1436396],[356766,710927,1442947],[357214,936079,937009],[360996,943565,943568],[361124,718134,718204],[365696,1198448,2191003],[368817,1203117,1473026],[369461,955279,1213980],[374080,735421,974002],[375614,964769,1978931],[375760,743248,1739417],[377036,1216095,2203541],[382221,1224979,1747523],[382865,976125,1490314],[387523,754358,1493549],[389816,396045,1236769],[393889,399848,993348],[400328,773727,1774882],[401056,780200,1524453],[406486,781828,1526407],[408779,1257231,1269241],[409141,1529917,2245131],[409403,1270429,2245443],[412365,1023537,2249476],[412852,1014575,1023949],[418076,1286296,2258485],[419861,602609,1301665],[420007,601965,1561865],[429032,815127,1567166],[432579,820828,821690],[436972,827726,827798],[441308,1070925,2081028],[442894,443664,1328843],[445381,1076648,1076651],[445509,838399,838469],[447871,630797,631659],[450081,1338828,2299321],[452346,847585,1858003],[453074,854058,1611015],[458504,855686,1612969],[460291,1098124,1098127],[460419,858390,858460],[461919,648512,649374],[464991,1360820,2314231],[468112,475055,1365489],[468756,474909,1109838],[473375,473414,875677],[480606,886452,1647286],[483150,674916,1394798],[489343,1386220,1398347],[489987,1129675,1141550],[494606,895883,904850],[497562,1411325,2350212],[500524,1158361,2354245],[501891,702590,1172799],[502619,702462,1431233],[508049,923787,1688779],[525883,948728,1964934],[527383,528245,1199568],[527601,528391,1458866],[531022,955009,955081],[532996,732991,733921],[538515,964571,1732607],[541059,743892,1481604],[547382,975855,975927],[548426,751928,752858],[551718,1230280,2214126],[555791,563484,1236003],[555919,562756,986528],[557419,558281,761967],[560491,1502346,2411943],[568914,1003815,1773084],[571869,780328,1264771],[579234,1268475,1268478],[579362,1017129,1017199],[581724,789437,790299],[583934,1535204,2433174],[592318,592357,1034416],[593228,810791,1301395],[607228,607267,1054407],[615017,615087,1583055],[619714,1070727,1843266],[620758,621688,1072944],[621560,622416,1328077],[627323,843185,844175],[635480,854186,1350817],[644048,863176,864166],[647012,1103287,2106893],[652151,659644,1109568],[653195,654125,873247],[669590,893339,1394528],[677693,1141280,1141352],[679667,902420,903350],[687730,688592,913321],[704090,704952,931396],[707162,1697576,2532469],[715546,715585,1190086],[716951,717023,1452056],[722920,723910,1199298],[738566,971458,1481334],[750884,1230082,1992823],[757503,758493,991314],[785963,1021915,1022905],[794120,795050,1032916],[811835,812765,1051977],[907995,908985,1157729],[926932,927922,1177585] ] cell #1390 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [33525],[43054],[60081],[63078],[67167],[67267],[82311],[85654],[90768],[91085],[93765],[93865],[100684],[114289],[115149],[116400],[116500],[120558],[123901],[124218],[132454],[140565],[140665],[147815],[149174],[150506],[152018],[161045],[161905],[171418],[172278],[173529],[173629],[181030],[181347],[188147],[190032],[191311],[191628],[193247],[203950],[206641],[216308],[217667],[218999],[220511],[222855],[224106],[224206],[229538],[230398],[237680],[237997],[250919],[254409],[256294],[259509],[268887],[270772],[272051],[272368],[273987],[277130],[278462],[279974],[284690],[287381],[291237],[309127],[311012],[314652],[314969],[317220],[327891],[331347],[331664],[332954],[334820],[340866],[341183],[342802],[348076],[349961],[353176],[357651],[377430],[377747],[379037],[380903],[397189],[399074],[401031],[404432],[404749],[406895],[417113],[421677],[421994],[423284],[424245],[433132],[444176],[453049],[456450],[456767],[458913],[476725],[477042],[478332],[479293],[480524],[481421],[483734],[487999],[505995],[506312],[518676],[526586],[529350],[529667],[538433],[539330],[541643],[545908],[554586],[566860],[567177],[569634],[569775],[571640],[596356],[600621],[615396],[619632],[620529],[633245],[633386],[635251],[647715],[650479],[650796],[662772],[667037],[667390],[668540],[694868],[697249],[716795],[721729],[721870],[726176],[736366],[737516],[746566],[750802],[751699],[766421],[768802],[774124],[801638],[826365],[829288],[831561],[835616],[846441],[847982],[857051],[861985],[862126],[877772],[916083],[938231],[945093],[951354],[956571],[974494],[979690],[996111],[1025171],[1065322],[1067054],[1073411],[1078176],[1142842],[1191709],[1204547],[1270003],[1320487],[1399777] ] cell #1391 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [241492],[244119],[261730],[294353],[295760],[302660],[321091],[323313],[335159],[337786],[345023],[355397],[361215],[369011],[370418],[382415],[383629],[383822],[387160],[389782],[390722],[393441],[401378],[402785],[409685],[416236],[418458],[428116],[430338],[435353],[442860],[445600],[449423],[453396],[454803],[460510],[461469],[465273],[468306],[469520],[469713],[481741],[489537],[490944],[496904],[497844],[502941],[504155],[504348],[510308],[511248],[513967],[520021],[527795],[534908],[536910],[539650],[546946],[548517],[552675],[556010],[556969],[559833],[563806],[565020],[565213],[576713],[579453],[583276],[587249],[588656],[594363],[595322],[602159],[603373],[603566],[609526],[613185],[617248],[621779],[622738],[623357],[629388],[631209],[632423],[640324],[642506],[650138],[653286],[656037],[660779],[661738],[674466],[675680],[681579],[683581],[686321],[692618],[695188],[702681],[703640],[706504],[711691],[717244],[718401],[719259],[725045],[729481],[733658],[734012],[734971],[743442],[744656],[745800],[752595],[753908],[760558],[763593],[766741],[780419],[788028],[789849],[791063],[794787],[798964],[808778],[811926],[814677],[820378],[826067],[827787],[828019],[828522],[838666],[839524],[843246],[845310],[854277],[858657],[863237],[865301],[873914],[884912],[898910],[903087],[903441],[904400],[908056],[912871],[914085],[929987],[933022],[936170],[942451],[943590],[944111],[955070],[955302],[955805],[960002],[975916],[976148],[980848],[991375],[1017396],[1018254],[1021976],[1024040],[1027870],[1033007],[1052644],[1063642],[1065617],[1076673],[1077194],[1098149],[1098670],[1114561],[1141341],[1141573],[1142076],[1146273],[1177646],[1203110],[1224972],[1268500],[1269021],[1306388],[1398340], [23889,995257],[30302,1071451],[40983,915229],[42848,1192754],[45626,1208944],[48825,1230806],[53074,1007252],[60045,1321847],[62872,1333134],[65650,1088888],[66961,1355126],[69739,1371316],[72444,888688],[75222,1404174],[78421,699346],[85618,1463503],[86426,1208441],[88445,966807],[90732,1485365],[91205,1486776],[93559,1496652],[96337,770899],[97651,775888],[100478,1529510],[103256,1280715],[104567,801146],[107345,1567692],[112925,1590251],[115113,1336899],[115921,1082866],[116873,855855],[117596,849746],[120979,1616581],[123865,1626261],[124338,1627672],[124673,1370813],[126692,877280],[132418,1658733],[133226,1403671],[135245,1153078],[137532,693617],[138005,507686],[140359,1691882],[143137,711884],[147779,1718993],[148252,949783],[149258,964792],[151330,960608],[152138,1729520],[159681,1493572],[161466,1755220],[161869,1500417],[162677,1242221],[164352,765170],[164825,568551],[170054,1782078],[172242,1533275],[173050,1274693],[174002,781997],[174725,1028476],[175533,1280212],[178108,599126],[180994,1818088],[181467,1819499],[181802,1567189],[183821,819419],[186857,1840711],[188231,1070948],[190453,833325],[191199,1086433],[193286,1082008],[194995,1854672],[195468,641724],[199354,1865199],[203914,1622756],[204387,1104342],[207465,1115167],[210058,665542],[216272,1905264],[216745,894474],[217751,886673],[219823,1146879],[220631,1915791],[222819,1409396],[223627,1158864],[228174,1688802],[229959,1941491],[230362,1695647],[231170,1437451],[232845,710477],[233318,517799],[233653,1442970],[236628,948925],[237568,1196519],[242745,1971331],[246341,744885],[250883,1985292],[251356,972593],[253119,1743316],[254493,1230303],[256715,981454],[259548,1241363],[265616,1773107],[267597,2019441],[268971,1006749],[271193,781378],[271666,1526430],[271939,1004797],[274026,1273835],[275735,2033402],[276208,578113],[279286,1033966],[280094,2043929],[284654,1814583],[285127,1044031],[288205,1306994],[290798,610466],[291201,1572914],[292009,1318979],[301720,847782],[307837,2095575],[309211,1088385],[311433,855236],[311906,1612992],[313600,1103484],[314540,1358891],[317259,1363120],[327855,1896219],[328328,1127152],[330295,887830],[330386,1394821],[331235,1129861],[334784,1655228],[336412,2140760],[340008,675909],[342841,1152220],[344550,2154721],[346786,1929587],[348160,1162419],[350382,923337],[350855,1179710],[353215,1436593],[358475,1189636],[372382,2198637],[376378,965949],[376469,1481627],[377318,1214166],[380867,1740549],[395899,2007706],[397273,1247740],[399495,1003365],[399968,993439],[400995,1775028],[401117,1524478],[408745,773924],[414862,2254215],[420625,1037387],[420716,1301688],[421565,1289976],[424284,1559496],[425114,1053957],[433171,1312335],[443518,2081899],[444260,1330054],[453013,1858149],[453135,1611040],[471677,2321865],[475673,1120508],[475764,1109861],[476613,1376538],[479332,1645542],[480162,875227],[480667,1647311],[481448,1654089],[488038,1395978],[492908,2345308],[502558,1173066],[502680,1431258],[526550,1965080],[529009,1200748],[529100,1199591],[529238,1459998],[538576,1732632],[539357,1739410],[545947,1482784],[553928,2214997],[563423,986795],[563545,1236028],[569783,1774875],[572536,1265038],[593289,1301456],[594070,1561858],[605530,2455718],[615284,1583201],[619775,1843291],[621425,1073211],[622477,1328102],[633394,1857996],[636147,1351084],[647679,2107039],[659705,1109629],[660486,1365482],[669651,1394589],[693011,1431779],[717012,1452081],[721878,1964927],[722981,1199359],[724752,1458859],[738627,1481395],[750945,1992848],[764564,1236549],[775282,1524999],[826588,1583048],[832719,1328623],[849140,1611561],[862134,2106886] ] cell #1392 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [183465],[215986],[232488],[250597],[268934],[270360],[284368],[289678],[309174],[310600],[327569],[331689],[333111],[348123],[349549],[377772],[379194],[397236],[398662],[400624],[402739],[422019],[423441],[444223],[452642],[454757],[477067],[478489],[480781],[502187],[504302],[526179],[529692],[538690],[563052],[565167],[572165],[593403],[619889],[621054],[623311],[635776],[647308],[659819],[669765],[717128],[723095],[733287],[738741],[751059],[752224],[794416],[827903],[843360],[863351],[873543],[902716],[908170],[955186],[976032],[991489],[1022090],[1052273],[1109745],[1141457],[1177760],[1199475],[1301572],[1394705],[1481511], [50766,163621,394388],[57200,179091,422699],[68949,205356,468839],[70200,208702,473887],[71421,211041,477747],[78413,227080,505498],[80362,232114,514914],[83715,238702,528328],[87856,246921,538273],[93203,257787,556194],[93304,257915,556611],[96329,264522,566363],[104211,178628,421891],[105269,283418,597154],[106555,286096,602692],[107806,289442,607740],[109027,291781,611600],[109286,184983,434594],[111831,296910,621963],[111932,297038,622380],[116865,306326,632978],[123316,318418,652054],[123508,318815,652427],[126336,210578,476939],[127394,326619,663570],[129649,130052,331561],[130515,332369,674999],[134656,340588,684944],[134889,221483,222533],[136407,136880,344264],[137175,226606,504699],[140003,351454,702865],[140104,351582,703282],[142347,232580,517762],[143129,358189,713034],[143598,234355,519188],[146351,363609,723813],[146543,364006,724186],[147493,241234,529564],[149221,369544,729762],[152567,374592,735941],[154040,154443,377644],[154906,378452,743975],[160346,388265,756325],[163995,264048,565564],[168010,168486,403136],[168960,403935,780603],[169061,404063,781020],[169363,269784,275449],[169826,270452,578076],[173994,413351,791618],[174368,276816,278050],[174460,174589,416199],[176235,176865,417625],[176988,282655,595881],[180445,425443,810694],[180637,425840,811067],[183566,289993,610920],[184523,433644,822210],[185882,436181,826565],[188194,294886,617529],[188304,439693,833623],[189620,299934,623708],[191653,446201,839825],[194709,198663,310024],[197310,197786,455154],[198260,455953,854461],[198361,456081,854878],[199126,310692,641687],[203628,318206,466704],[208938,325856,662297],[213720,214273,483259],[214844,484135,893242],[215036,484532,893615],[215512,332640,339175],[215604,215733,337749],[216087,333426,676363],[217714,490070,899191],[221060,495118,905370],[221296,340648,341998],[221611,221785,498298],[227483,348973,354638],[227946,349641,507649],[228839,508791,925754],[232296,355850,711838],[235448,521035,942918],[238022,361816,719560],[239444,367222,725701],[241446,530925,955527],[244082,250215,250344],[245508,250123,378723],[248331,248884,541168],[249455,542044,971361],[249647,542441,971734],[250698,379509,745339],[254456,382948,547227],[255882,387996,554272],[260971,264925,398086],[265388,398754,568514],[266484,266544,569948],[266622,570034,1005295],[269044,573546,1012353],[269597,404214,411561],[269912,270086,410139],[270168,404938,781951],[272393,580054,1018555],[276661,276686,588610],[283894,422970,429505],[283986,284115,428079],[284469,423756,599580],[293599,436570,826755],[295714,436875,828244],[303114,310152,310326],[304536,309837,456232],[306724,306784,633559],[306862,633645,1086931],[309284,637157,1093989],[310408,456956,855809],[314994,461111,642807],[316416,466517,650261],[321054,327187,327316],[322480,327095,478018],[327670,478804,665996],[329115,667706,1129189],[329175,480895,488783],[329253,480976,886557],[332485,332510,490898],[335113,677596,1141798],[348786,505777,513124],[349101,349275,511702],[349357,506501,699300],[360255,520845,942601],[364583,364643,722043],[364721,722129,1197017],[368257,375258,538804],[370372,378568,378593],[375198,736682,1213494],[375336,538885,964676],[381661,546980,746280],[383776,547285,745522],[387123,388088,388217],[391176,398214,398388],[392598,397899,566642],[398470,567366,770853],[400565,400590,578493],[419505,593517,601405],[419583,593598,801032],[422815,422840,603520],[438312,617282,829002],[439242,440952,620003],[440892,831877,1326310],[441030,620084,1070832],[444640,452583,452608],[459550,641974,856670],[463878,463938,862299],[464016,862385,1359389],[465727,466832,467006],[467552,474553,659933],[469667,477863,477888],[474631,660014,877166],[482794,669879,671920],[482872,669960,888574],[502128,502153,701721],[523094,718727,944712],[524084,526120,526145],[525249,527027,723209],[527105,723290,949669],[532362,729515,956285],[540703,738855,740896],[540781,738936,966693],[549652,551362,751173],[551302,980006,1489828],[551440,751254,1230187],[552629,554117,554142],[555050,562993,563018],[572106,572131,777539],[618899,620995,621020],[626508,838992,1077795],[628663,630441,843474],[630519,843555,1082752],[635717,635742,851397],[642392,642587,642612],[645213,647249,647274],[646378,648156,863465],[648234,863546,1104228],[679033,898944,1142556],[687374,908284,910325],[687452,908365,1152964],[719145,719340,719365],[731132,733228,733253],[750069,752165,752190],[759833,761611,991603],[761689,991684,1242107],[785148,1017722,1269622],[787303,789081,1022204],[789159,1022285,1274579],[794357,794382,1030127],[839410,839605,839630],[859401,859596,859621],[871388,873484,873509],[900561,902657,902682],[929262,931040,1177874],[931118,1177955,1437337],[987539,987734,987759],[1018140,1018335,1018360],[1050118,1052214,1052239],[1083831,1084026,1084051],[1173810,1174005,1174030],[1275658,1275853,1275878],[1416554,1416749,1416774], [31984,115693,116346,303794,304512,631742],[34428,121962,122615,315674,462002,466493],[35828,125727,126103,323893,473014,473979],[45618,151044,151664,371568,371966,734196],[48817,158587,159207,384972,548701,553512],[50507,162449,163102,391856,392574,557502],[54756,172822,173475,410819,411537,790382],[58600,182856,183232,430918,606867,607832],[62516,114827,191525,302275,445784,839708],[63574,193759,194482,448391,448815,844451],[66605,121499,200444,314866,460694,642690],[67663,202678,203401,463301,644324,649530],[69731,207179,207799,470863,471261,653470],[75214,219537,220157,492094,492492,903625],[76904,135670,223399,341974,498978,913404],[80103,230942,231595,512382,513100,704173],[81503,143567,234707,359055,519280,715185],[82849,83252,237183,237894,361399,719443],[85261,150094,241843,369981,531298,956340],[90375,158113,252217,384173,547658,746335],[94261,260021,260744,558801,559225,757779],[100122,171956,272265,409300,579637,1018438],[101180,274499,275222,582244,582668,1023181],[103248,175059,279000,414446,589806,1033191],[103686,103972,279866,280657,417717,800327],[107337,287919,288539,604716,605114,812110],[110881,111357,295323,296111,437248,829057],[113590,192443,300203,446256,625155,1077708],[119859,201915,312083,462028,642870,856583],[132061,218587,335510,490507,677969,1142611],[135947,222306,343314,496296,689112,1158005],[141061,353688,354411,705472,705896,927208],[145227,145780,361871,362733,521741,944625],[170719,273183,407228,580109,783795,1269535],[185744,185804,436023,436095,614459,1064651] ] cell #1393 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [78548],[96464],[105296],[117000],[127421],[137202],[138499],[143264],[152594],[164022],[165319],[168037],[174129],[177228],[184550],[189647],[191680],[195627],[197337],[209178],[213960],[221087],[224800],[232515],[233812],[238049],[239684],[242037],[245535],[248571],[255909],[262242],[267845],[270387],[272420],[276367],[278077],[289918],[296305],[297972],[300289],[303141],[304776],[308085],[310627],[315021],[316656],[322507],[331716],[333351],[335704],[339202],[342238],[349576],[361420],[362819],[370963],[372630],[377799],[379434],[384367],[386034],[391203],[392838],[398689],[403330],[407314],[410166],[411801],[415110],[417652],[422046],[423681],[429532],[437147],[445805],[447204],[455348],[460715],[462114],[465754],[470258],[471925],[473914],[477094],[478729],[483345],[491489],[493156],[498325],[499960],[504893],[511729],[513364],[519215],[529719],[531197],[541254],[547557],[548722],[553220],[556215],[556638],[557614],[562257],[565758],[579658],[581057],[589201],[595967],[599607],[604111],[605778],[607767],[610947],[612582],[621984],[622407],[623902],[644223],[648707],[652326],[652494],[652955],[653491],[662383],[666023],[676390],[677868],[687925],[699891],[702886],[703309],[704285],[708928],[712429],[724085],[724253],[724714],[725787],[734217],[745366],[746234],[756369],[756745],[757678],[771444],[780624],[781047],[782542],[807347],[810966],[811134],[811595],[812131],[821023],[826913],[828956],[833667],[834043],[844350],[854482],[854905],[856400],[867914],[883481],[893514],[893682],[894143],[895216],[903646],[915663],[925798],[926174],[927107],[942962],[950145],[956239],[971633],[971801],[972262],[973335],[995691],[1005643],[1007686],[1012397],[1012773],[1023080],[1033212],[1046644],[1064976],[1071885],[1087279],[1089322],[1094033],[1094409],[1129233],[1136416],[1142510],[1157904],[1197365],[1209378],[1213538],[1220721],[1231240],[1256803],[1281149],[1326354],[1342849],[1359737],[1371750],[1404608],[1457112],[1489872],[1568126],[1619870], [45753,151954],[48952,159497],[50813,163756],[63601,194527],[67690,203446],[69866,208089],[70210,208729],[75349,220447],[80409,232249],[85288,241888],[86585,245282],[90402,252262],[91699,255656],[93314,257942],[94288,260789],[101207,275267],[103383,175349],[107472,288829],[107816,289469],[109333,185118],[110908,295368],[111384,296156],[111942,297065],[113830,300644],[120099,312524],[123535,318860],[124832,322254],[132088,335555],[133385,338949],[135974,222351],[136542,136927],[140114,351609],[141088,354456],[143608,234382],[145467,362312],[146020,363174],[146570,364051],[148764,367852],[150121,370026],[151155,371723],[156307,381256],[158140,384218],[158698,385127],[160586,388706],[163266,561254],[168513,403181],[169071,404090],[170959,407669],[174395,276861],[175692,277824],[176262,176875],[180664,425885],[181961,429279],[183576,290020],[187105,437907],[187737,438837],[188544,440134],[192683,446697],[193786,448436],[197813,455199],[198371,456108],[202155,462469],[202705,463346],[207290,471018],[214513,483700],[215063,484577],[215539,332685],[216097,333453],[217257,488378],[218614,490552],[219648,492249],[221536,340832],[221638,221795],[226633,504744],[227191,505653],[229079,509232],[231759,707925],[242993,531957],[244432,534184],[249124,541609],[249674,542486],[250150,378768],[250708,379536],[253999,549247],[254806,550544],[260048,558846],[264075,565609],[264633,566518],[268477,572690],[269284,573987],[269837,404398],[269939,270096],[273423,580550],[274526,582289],[279111,589961],[282895,596322],[283445,597199],[283921,423015],[284479,423783],[288030,604871],[292598,824663],[299961,623753],[306437,633133],[308717,636301],[309524,637598],[310077,456416],[310179,310336],[321404,655313],[326096,662738],[326646,663615],[327122,478063],[327680,478831],[336660,678628],[338099,680855],[343341,689157],[344375,500062],[345339,914795],[347666,695918],[348473,697215],[349026,505961],[349128,349285],[353715,705517],[358300,713189],[361843,719605],[367462,726142],[372538,734640],[374619,735986],[388023,554317],[394499,562359],[396779,767471],[397586,768768],[398139,566826],[398241,398398],[413462,791773],[415018,1033635],[416549,796238],[428429,813953],[433671,822255],[434705,612684],[437315,829124],[437776,829254],[443766,835736],[446228,839870],[448882,844518],[451847,846407],[461138,642852],[466757,650445],[466859,467016],[471833,653914],[493064,904069],[495145,905415],[496363,1158072],[515025,709030],[518112,938197],[521582,943295],[521785,944650],[522161,945459],[531365,956407],[531826,956537],[534654,961326],[547725,746402],[548186,746532],[549145,554084],[559292,757846],[580081,1018600],[582735,1023248],[585700,1025137],[586995,1286236],[605686,812554],[614503,1064676],[615425,1066668],[625199,1077733],[625575,1078542],[642914,856608],[643290,857417],[644391,649597],[655783,869415],[678036,1142678],[678497,1142808],[681325,1147597],[705963,927275],[716449,1191130],[727658,1204161],[746595,974108],[748096,753654],[783839,1269560],[784215,1270369],[814423,1048145],[897087,1399391] ] cell #1394 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [367840],[371045],[393921],[437168],[438825],[447225],[470340],[473245],[488366],[491571],[501043],[514447],[522030],[531218],[532875],[547578],[549008],[549235],[553302],[556501],[557635],[561033],[571021],[572678],[581078],[589283],[592188],[604193],[607098],[613665],[622270],[625444],[629879],[634632],[636289],[643159],[644244],[648728],[652347],[653777],[654004],[668701],[677889],[679546],[686812],[687946],[694249],[695679],[695906],[703172],[704306],[707704],[715416],[724106],[732143],[734503],[737677],[746255],[747965],[752737],[756614],[757699],[761049],[765802],[767232],[767459],[780910],[784084],[788519],[793272],[794929],[801799],[802884],[810987],[812417],[812644],[819910],[824442],[828977],[833912],[834997],[835724],[842296],[844371],[845801],[854768],[857286],[865792],[869284],[872399],[877933],[879018],[893535],[894965],[901572],[903932],[907106],[914574],[917394],[926043],[927128],[930478],[936661],[943283],[944457],[945328],[951515],[956260],[960823],[961195],[962280],[971654],[973084],[974384],[981669],[983126],[990425],[993930],[997422],[1012642],[1021026],[1023101],[1024531],[1028691],[1033498],[1044522],[1048014],[1051129],[1057748],[1064551],[1066210],[1066449],[1066944],[1077540],[1078411],[1082347],[1084598],[1094278],[1099016],[1103823],[1106074],[1115382],[1127643],[1142531],[1147094],[1147466],[1148551],[1152559],[1157925],[1159355],[1176696],[1180201],[1183693],[1191019],[1192088],[1192574],[1203703],[1203942],[1204437],[1208762],[1225565],[1225804],[1230624],[1241702],[1269367],[1270238],[1274174],[1276425],[1280533],[1286105],[1307209],[1319470],[1321523],[1332468],[1332954],[1354460],[1354946],[1371134],[1398933],[1399172],[1399667],[1403992],[1436932],[1463179],[1485041],[1528844],[1529330],[1567510],[1658409], [49600,1245976],[61055,1327170],[79196,1160655],[82382,1453113],[86628,1468826],[91742,1490688],[98661,1258771],[110239,1583739],[114360,1594395],[118606,1344817],[120629,1615871],[124875,1631584],[129182,1131599],[133428,1664056],[138542,922166],[149452,1723008],[150577,1468331],[153573,1215904],[156995,1743854],[157644,1745136],[161116,1754510],[165362,1002194],[167368,1007707],[171489,1786222],[175735,1541193],[177758,1036016],[182004,1823411],[190103,1845313],[193117,1597969],[194242,1338637],[195670,1096090],[196668,1089343],[201483,1869711],[205587,1878678],[206236,1879960],[206712,1631089],[209708,1119137],[217945,1909279],[219070,1663561],[222066,1411134],[225488,915684],[226137,699973],[229609,1940781],[233855,936888],[240118,1966548],[240767,1198257],[242119,1213859],[244866,1209399],[245991,1975933],[256365,1751598],[258826,1999277],[259379,1758084],[260504,1502155],[262930,995712],[263579,771526],[270843,2024043],[273857,1789796],[274982,1535013],[276410,1014454],[277408,1281170],[278533,1540698],[282223,807368],[286327,2057408],[286976,2058690],[287452,1822916],[290448,1056663],[294673,2078767],[296387,1326675],[299292,1071906],[300310,1342424],[302920,1337766],[305210,2090792],[305859,856482],[311083,2100177],[317090,1875408],[317739,1360629],[321838,1371771],[325424,883502],[333785,2135977],[334434,1137786],[335786,1129554],[338533,1404629],[339658,2145362],[342672,1669354],[343797,1417321],[350032,1937869],[352493,2168706],[353046,1944355],[354171,1697385],[356597,935231],[357246,712511],[357722,1703070],[361706,1197386],[362840,1456687],[369331,2195505],[373950,973356],[379868,2207530],[380517,1222091],[382735,1988635],[384449,1490193],[387354,1231261],[390982,1501284],[399145,2015988],[401698,2237407],[403412,1258276],[406317,1013727],[406966,1783310],[407335,1256378],[409945,1534142],[412235,2249432],[412884,782624],[416983,1287190],[418108,2258817],[424115,2054138],[424764,1297901],[428863,1568147],[432449,821044],[433002,1828709],[434127,1580839],[446091,1087300],[453716,2303823],[455430,1344322],[458335,1095363],[458984,1866431],[461001,1359758],[462135,1619445],[465533,1623623],[479163,2127996],[479812,1384463],[482232,1130728],[482349,1654921],[483366,1387318],[487869,1906009],[489857,2342176],[494476,895237],[498104,1410263],[500394,2354201],[503261,2158064],[504975,1421034],[507880,1169397],[508529,1439183],[511508,1696514],[518546,1449948],[535228,2391701],[540141,1215033],[540258,1740242],[541275,1474124],[545778,1986037],[564126,2227040],[565840,1507840],[568745,1254718],[569394,1243953],[570604,2017808],[570741,1781412],[579944,1005664],[587569,2437676],[594854,1290843],[594971,1562690],[595988,1550836],[599386,1815450],[600491,1308666],[610726,1573781],[623058,2292483],[623984,1591483],[634215,2093942],[634352,1864533],[656357,2493264],[661270,1377405],[661387,1366314],[662404,1636882],[665802,1897086],[666907,1116839],[667529,1898799],[668401,1904940],[676169,1656095],[681899,2512227],[693832,1432125],[693969,1691216],[722699,2190241],[725536,1460865],[725653,1459691],[725808,1719738],[736505,1978827],[737377,1984968],[745145,1741416],[754228,2405105],[765385,1236895],[765522,1495986],[773088,2017679],[776103,1525345],[800627,1562451],[801499,1817764],[814997,2600289],[826934,1839078],[831700,2080924],[833540,1328969],[834717,1589585],[846946,2093813],[849961,1611907],[862955,2313469],[876761,1366075],[877633,1625937],[888169,1654682],[915047,1691702],[943044,1712528],[948089,2190112],[949264,1459452],[951215,1718669],[966288,1740003],[979829,2214022],[995075,1496472],[1007070,1781898],[1065037,1838949],[1071269,1590071],[1088706,1865019],[1102648,2313340] ] cell #1395 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [90206],[91318],[110293],[110712],[120948],[124451],[144761],[149506],[149925],[150652],[152251],[157049],[157468],[161435],[181580],[191977],[193171],[194964],[200896],[205641],[206060],[206787],[217999],[218418],[219145],[220744],[223580],[229928],[240172],[242017],[243726],[245815],[256440],[258239],[259433],[272717],[273911],[275704],[278608],[280207],[286381],[286800],[287527],[291962],[296285],[298705],[300806],[317144],[320698],[333839],[335684],[337393],[339482],[342726],[344519],[350107],[350808],[351906],[353100],[357797],[363336],[367869],[379922],[384347],[386767],[399220],[399921],[403310],[405730],[407041],[407831],[414134],[415843],[417932],[419934],[424169],[427723],[433056],[438854],[455328],[457748],[459059],[462631],[474982],[479217],[483223],[483862],[485494],[487923],[488395],[495990],[501757],[504873],[507293],[517406],[527456],[541132],[541771],[543403],[545832],[549264],[562622],[565738],[568158],[570658],[571735],[572707],[575011],[577720],[586107],[593076],[596484],[598116],[620624],[623882],[634269],[635346],[636318],[638622],[641331],[659492],[662900],[664532],[667607],[668354],[669438],[672462],[695935],[698239],[716871],[722753],[722768],[726304],[736583],[737330],[738414],[741438],[755052],[767488],[769792],[773003],[773157],[774529],[805560],[826436],[831778],[832525],[835753],[846861],[847015],[848387],[863009],[866560],[881694],[885737],[916488],[942383],[943312],[948004],[948158],[963856],[979907],[980654],[983882],[996516],[1037992],[1064882],[1070012],[1073816],[1097871],[1102563],[1102717],[1121113],[1191299],[1194015],[1211309],[1224237],[1229367],[1312940],[1322923],[1334395],[1353671],[1406539],[1453779],[1464579],[1530771],[1595061],[1659809],[1786888] ] cell #1396 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [151194],[158737],[163534],[193575],[202494],[207329],[208485],[219687],[224484],[232027],[241778],[244179],[252152],[254553],[257966],[259837],[274315],[279150],[280306],[288069],[289225],[292866],[295258],[296046],[297089],[300527],[312407],[318750],[321151],[335445],[337846],[341259],[343130],[351633],[353504],[359495],[362195],[363057],[363941],[367919],[369916],[371747],[381323],[384108],[385151],[388589],[393483],[403071],[404114],[404825],[407552],[413895],[416296],[425775],[428176],[431589],[437974],[438904],[440017],[446580],[448326],[455089],[456132],[456843],[462352],[463236],[471042],[483583],[484467],[485255],[486298],[488445],[490442],[492273],[495711],[504634],[505677],[506388],[509115],[514009],[532024],[534067],[541492],[542376],[543164],[544207],[549314],[550427],[558736],[565499],[566542],[567253],[572757],[573870],[574732],[580433],[582179],[589985],[596205],[597089],[597877],[598920],[604895],[613227],[623643],[633157],[636368],[637481],[638343],[650872],[655196],[662621],[663505],[664293],[665336],[678695],[680738],[689047],[690878],[692660],[695985],[697098],[697960],[705407],[713213],[718521],[726025],[733700],[735876],[752637],[754813],[764327],[767538],[768651],[769513],[791797],[794829],[796121],[813836],[822145],[823976],[827646],[828146],[835803],[838786],[843179],[846290],[858777],[863170],[866281],[873956],[903129],[905305],[907989],[933756],[938080],[943362],[943531],[943959],[954929],[955429],[959924],[975775],[976275],[980770],[991308],[1017516],[1021909],[1025020],[1027792],[1052686],[1064617],[1065549],[1076614],[1077042],[1098090],[1098518],[1114483],[1141200],[1141700],[1146195],[1177579],[1191062],[1203042],[1224904],[1268441],[1268869],[1306310],[1398272], [77402,501849],[78108,227230],[95318,562714],[96024,264672],[97693,402283],[98002,571827],[104779,283234],[112468,620716],[116778,306476],[117638,454301],[117947,635438],[126904,326435],[129109,482721],[137574,345819],[137883,348220],[142824,358339],[144959,718092],[151372,535813],[151681,732949],[152350,374408],[153500,540630],[159224,751886],[164394,394932],[164703,397333],[173907,413501],[174767,588154],[175076,794078],[177685,419432],[184033,433460],[186478,827393],[190495,441763],[191704,445105],[192175,838357],[193328,627963],[194169,630368],[195346,451594],[201094,858348],[207507,656942],[207816,873205],[209635,474480],[219865,682484],[220174,902378],[220843,494934],[221993,687301],[232887,515458],[233196,517859],[238073,524549],[240694,526954],[242085,530607],[242366,954676],[243924,730542],[252740,975522],[253666,976996],[256757,552173],[258437,986486],[259590,759133],[260431,761538],[271235,575616],[272444,578958],[272915,1017087],[274068,786603],[274909,789008],[276086,585447],[279328,797867],[288247,815582],[288556,1051935],[290375,608333],[296353,618309],[298903,1072902],[300375,624171],[302710,839983],[311475,639227],[313879,1099475],[315045,645678],[317301,864806],[317666,648083],[319338,1109235],[320264,1110709],[320896,870798],[331740,671220],[334361,673625],[335752,677278],[336033,1140947],[337591,899971],[342883,909625],[343724,912030],[350424,698844],[352104,1172757],[353257,928562],[354098,930967],[358517,939826],[362905,719718],[366028,1198965],[373561,1210395],[377823,740196],[380444,742601],[384415,749479],[386965,982515],[390061,1237354],[390772,988112],[399537,770397],[403378,776949],[405928,1264729],[407400,782811],[409735,1018713],[416041,1029537],[422070,804318],[424326,1043536],[424691,806723],[425156,1054862],[426363,1301062],[427289,1302536],[427921,1049528],[433213,1059182],[434054,1061587],[437542,1323186],[450413,1339345],[455396,850807],[457946,1350775],[462200,859974],[465323,1104801],[477118,880452],[479374,1126657],[479739,882857],[480204,876132],[483431,889147],[486554,1394195],[488080,1139315],[494087,1405625],[497894,1153537],[502600,1173186],[504941,918908],[507491,1168786],[508456,1180690],[510587,1432584],[511298,1174383],[517604,1185207],[529743,953044],[531592,1464842],[541340,967266],[544463,1481001],[545989,1223620],[547952,1224500],[563465,986915],[565806,998936],[568356,1254107],[569321,994419],[571395,1519562],[572578,1265158],[577918,1267023],[584266,1535721],[591799,1547151],[593222,1301315],[594041,1301815],[596053,1038704],[599176,1296628],[610516,1313652],[621467,1073331],[623950,1075196],[635006,1606124],[636189,1351204],[641529,1353069],[659638,1109488],[660457,1109988],[662469,1121825],[665592,1383190],[669584,1394448],[670403,1394948],[675959,1396216],[678263,1660072],[691134,1676231],[692929,1431199],[692933,1431627],[694623,1419730],[722914,1199218],[723733,1199718],[725873,1200986],[732517,1728369],[738560,1481254],[739379,1481754],[744935,1483022],[764482,1235969],[764486,1236397],[766176,1506536],[773974,1517659],[775200,1524419],[775204,1524847],[793646,1797951],[800419,1561790],[826999,1321283],[832637,1328043],[832641,1328471],[835371,1589100],[847832,1604221],[849058,1610981],[849062,1611409],[872773,1884039],[876553,1365414],[886004,1647187],[887961,1654021],[901946,1914640],[942900,1451957],[948975,1717389],[949056,1458791],[964123,1732508],[966080,1739342],[983500,1749215],[1004884,1774747],[1051503,2062769],[1064896,1582920],[1070279,1843167],[1086520,1857868],[1103534,1873059],[1196606,1964799],[1229634,1992724],[1358978,2106758] ] cell #1397 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [108171,290562],[130996,334548],[142145,356825],[155387,380631],[167654,403463],[169624,406545],[179572,424878],[183248,431705],[196954,455481],[198924,458563],[211522,479926],[213518,484037],[215769,487125],[225774,505026],[227744,508108],[248129,541946],[250380,545034],[263216,565891],[265186,568973],[266705,570302],[267081,572643],[281900,596659],[284151,599747],[299578,624035],[306945,633913],[307321,636254],[325101,663075],[327352,666163],[328929,667659],[345894,693530],[346270,695871],[364804,722397],[367020,726479],[375012,736635],[395007,765083],[395383,767424],[402358,775801],[419259,800757],[440706,831830],[441838,833238],[443002,835689],[454376,849659],[464099,862653],[474307,876891],[482548,888299],[521328,943174],[526781,949394],[535888,960521],[540457,966418],[551116,979959],[552248,981367],[588229,1028389],[616093,1066340],[630195,1082477],[647910,1103953],[657017,1115080],[682559,1146792],[687128,1152689],[728326,1203833],[747263,1225695],[761365,1241832],[788835,1274304],[815657,1306907],[868582,1366205],[897755,1399063],[930794,1437062],[950813,1459582],[1047312,1562581],[1137084,1654812],[1221389,1740133], 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63941,1102812],[464807,646322,1104060],[464883,863690,1104293],[472202,871521,1114903],[488331,678581,1399408],[493433,900694,1146615],[497378,910269,1152796],[497454,908509,1153029],[520914,520988,1191147],[522891,718870,1193171],[532583,729394,1204925],[557350,987604,1237885],[560307,759777,1241939],[560383,991828,1242172],[580793,1018205,1270357],[583750,787247,1274411],[583826,1022429,1274644],[606055,1050251,1306730],[626305,839135,1333551],[631590,1083896,1339876],[679254,898823,1400155],[704021,1173875,1433115],[706978,929206,1437169],[707054,1178099,1437402],[784945,1017865,1529927],[790230,1275723,1536252],[913252,1416619,1676762] ] cell #1398 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [138747],[165567],[178840],[195875],[210790],[225032],[226863],[234060],[246670],[262474],[264305],[268077],[276615],[281053],[291530],[298204],[300887],[306109],[308317],[324254],[330719],[340337],[345617],[356141],[357972],[363417],[365462],[368478],[372862],[376802],[386266],[394730],[402081],[405229],[407912],[413134],[415342],[431279],[439463],[441561],[444437],[447802],[449847],[454099],[457247],[462712],[464757],[472157],[483943],[485988],[489004],[493388],[497328],[506792],[522396],[523881],[533513],[535611],[541852],[543897],[549873],[551971],[558212],[560257],[567657],[573316],[578290],[581655],[583700],[587952],[591100],[596565],[598610],[606010],[615753],[625810],[627295],[636927],[643525],[645010],[649305],[654642],[656740],[659177],[662981],[665026],[670552],[680184],[682282],[688523],[690568],[696544],[704883],[706928],[714328],[726385],[727986],[739528],[746923],[748331],[753375],[756980],[757343],[758465],[764017],[768097],[784450],[785935],[795567],[803650],[807945],[813282],[815380],[817817],[821621],[823666],[834278],[834641],[836362],[859126],[864138],[868242],[868409],[868942],[869650],[879784],[884079],[895814],[897415],[908957],[922804],[926409],[926772],[927894],[933446],[937526],[950473],[950640],[951173],[952376],[961561],[973933],[974837],[985879],[986250],[987264],[1002832],[1013008],[1013371],[1015092],[1042868],[1046972],[1047139],[1047672],[1048380],[1058514],[1065376],[1067397],[1072295],[1072666],[1083556],[1094644],[1095007],[1096728],[1108931],[1125989],[1136744],[1136911],[1137444],[1138647],[1147832],[1161108],[1172150],[1172521],[1173535],[1191489],[1198661],[1204890],[1221049],[1221216],[1221749],[1222952],[1246429],[1257203],[1259224],[1264122],[1264493],[1275383],[1286471],[1300758],[1320913],[1327623],[1343249],[1345270],[1350168],[1350539],[1386719],[1393891],[1400120],[1416279],[1457512],[1469279],[1473525],[1480697],[1491141],[1517289],[1541646],[1587907],[1603851],[1620270],[1632037],[1664509],[1717019],[1748022],[1823864],[1872689], [86833,245747],[91947,256121],[94993,262137],[115442,304570],[121711,316450],[125080,322719],[125643,323642],[133633,339414],[141793,355804],[148996,368291],[150827,372549],[156539,381695],[158370,385953],[160774,388949],[162198,392632],[172571,411595],[175940,278289],[182209,429744],[182772,430667],[185255,292416],[187337,438346],[187969,439276],[188732,440377],[191394,444813],[200313,459723],[205131,467586],[206962,471844],[217489,488817],[219320,493075],[223148,342032],[224034,224673],[229267,509475],[230691,513158],[234623,358804],[237052,523267],[237763,524257],[238477,525283],[241576,529923],[243225,532396],[244620,534427],[251950,546283],[254231,549686],[254994,550787],[257656,555223],[261366,762760],[268709,573129],[269472,574230],[272134,578666],[276952,413783],[278783,415029],[279615,280573],[285871,601439],[287702,605697],[290106,431405],[295056,616585],[295844,617625],[296779,619072],[302144,626681],[303569,628697],[308949,636740],[309712,637841],[314735,645386],[315449,646412],[321592,655556],[331430,670928],[332144,671954],[332776,485143],[333539,486114],[335243,676594],[336892,679067],[338287,681098],[340949,495578],[341075,341292],[347898,696357],[348661,697458],[351323,701894],[355033,932189],[369714,728818],[371437,731305],[377513,739904],[378227,740930],[378859,543052],[379622,544023],[383906,748795],[384841,750242],[391631,759867],[397011,767910],[397774,769011],[402869,776265],[403804,777712],[404515,574599],[404641,404858],[409169,785321],[410594,787337],[416737,796481],[421760,804026],[422474,805052],[423106,597765],[423869,598736],[428617,814196],[434989,1062809],[443998,836175],[452035,846650],[454887,850123],[455822,851570],[456533,638210],[456659,456876],[470732,871561],[476808,880160],[477522,881186],[478154,664181],[478917,665152],[490240,898247],[491963,900734],[498753,910359],[500148,690694],[501502,1160204],[504432,918224],[505367,919671],[506078,697827],[506204,506421],[512157,929296],[518300,938440],[522759,945716],[529433,952752],[535433,961924],[538048,963458],[554408,754701],[562445,764143],[565297,998252],[566232,999699],[566943,769380],[567069,567286],[585888,1025380],[587774,1286834],[589675,1030300],[604585,1050291],[611375,1059916],[612770,823792],[615920,1067564],[616453,1067707],[623441,1074512],[626173,1078799],[629236,1083723],[632847,1085835],[643888,857674],[650562,866148],[650688,650905],[656562,870013],[682104,1148195],[684719,1149729],[686169,1416446],[709116,933572],[712903,1185970],[717328,1191801],[717485,1193117],[717856,1193901],[728153,1205057],[728686,1205200],[731869,1210159],[747090,975004],[747623,975147],[748694,754433],[760406,987431],[784813,1270626],[787876,1275550],[791487,1277662],[792998,1546915],[815202,1048743],[826145,1320646],[827089,1322518],[837750,1333497],[838121,1334281],[857741,1096973],[858112,1097757],[859293,865149],[872125,1110473],[897582,1400287],[898115,1400430],[901298,1405389],[929835,1173702],[942501,1451652],[954372,1464174],[975218,1223832],[976760,982852],[1016480,1529873],[1016851,1530657],[1050855,1302300],[1140643,1659404] ] cell #1399 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1400 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1401 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1402 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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[151145,372528],[158688,554074],[163256,394489],[193567,448805],[202486,649520],[207280,471823],[208153,473695],[219638,493054],[231749,515015],[241632,726692],[241770,530324],[244192,534586],[252066,974171],[252144,746187],[254566,753586],[257890,555507],[259829,559215],[274307,582658],[279101,415008],[288020,605676],[288893,607548],[292588,434695],[295172,1066731],[295250,828909],[295900,829457],[296038,618026],[297013,619356],[300540,624502],[312420,857207],[318742,651453],[321164,655715],[335299,896121],[335437,676995],[337859,681257],[343122,496286],[344365,345329],[351557,702178],[353496,705886],[359163,518996],[362208,945249],[363070,720049],[363933,721182],[369830,1204224],[369908,956192],[371671,731589],[383962,977586],[384100,749196],[385075,750526],[388602,755672],[393402,992936],[402925,1008187],[403063,776666],[404038,777996],[407565,783142],[413887,586199],[416309,586927],[417433,418811],[425767,810093],[428189,814355],[431513,608484],[440030,830851],[446593,1078332],[448318,841447],[454943,1089823],[455081,850524],[456056,851854],[462365,860305],[463228,861438],[470966,871845],[483596,889478],[484459,890611],[485247,672554],[486222,673776],[490356,1399454],[490434,1142463],[492197,901018],[495724,685186],[495862,496140],[504488,1163857],[504626,918625],[505601,919955],[509128,925101],[513928,1179207],[534080,958134],[541505,967597],[542368,968730],[543156,741530],[544131,742752],[550440,978980],[558728,989576],[565353,1249178],[565491,998653],[566466,999983],[573883,1009581],[574745,778354],[574883,575161],[580446,1270159],[582171,1020177],[589909,1030584],[596218,1039035],[597081,1040168],[597869,805652],[598844,806874],[604819,1050575],[613146,1318476],[623497,1330386],[623635,1074913],[633081,1086119],[637494,1091217],[638356,852212],[638494,638772],[655209,1112693],[662634,1122156],[663497,1123289],[664285,881786],[665260,883008],[680751,1144405],[689039,1155001],[690802,912181],[692579,1418842],[697111,1165251],[697973,920313],[698111,698389],[705399,1175847],[713137,1186254],[717384,1452318],[718513,1194107],[726038,1201317],[732762,1210816],[735868,1212406],[754805,983974],[764251,994570],[768664,1250572],[769526,1000341],[769664,769942],[791721,1277946],[793891,1547572],[796134,1283044],[813849,1304520],[822137,1315116],[823900,1061738],[826080,1582698],[827570,1323363],[828159,1323445],[838778,1334487],[842135,1339522],[846303,1341697],[858769,1097963],[866294,1106963],[866432,866710],[873018,1111130],[902191,1406046],[905297,1407636],[906945,1676408],[933680,1180841],[938093,1445802],[942439,1712180],[943603,1453470],[943888,1454189],[954853,1465019],[955442,1465101],[958844,1470056],[975699,1224677],[976288,1224759],[977417,983745],[990264,1237531],[1017508,1530863],[1020865,1535898],[1025033,1538073],[1026712,1803165],[1051748,1302957],[1065605,1584371],[1076686,1594752],[1076971,1595471],[1098162,1353362],[1098447,1354081],[1099652,1105913],[1113403,1366919],[1141124,1660249],[1141713,1660331],[1145115,1665286],[1176535,1432761],[1203098,1723640],[1224960,1484005],[1226409,1232766],[1268513,1786579],[1268798,1787298],[1305230,1563295],[1398328,1909911] ] cell #1403 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [953306],[957591],[993696],[1065846],[1067832],[1078926],[1112150],[1116813],[1139577],[1143862],[1159121],[1179967],[1192234],[1203339],[1205325],[1225201],[1226952],[1227187],[1232592],[1236869],[1238281],[1244116],[1257673],[1259659],[1270753],[1282501],[1287164],[1303977],[1308640],[1319236],[1328943],[1332614],[1337740],[1343719],[1345705],[1354606],[1355755],[1361144],[1365711],[1367462],[1367697],[1387464],[1398569],[1400555],[1410237],[1411649],[1417484],[1420431],[1422182],[1422417],[1432099],[1433511],[1439346],[1449922],[1459088],[1467728],[1469479],[1470599],[1474270],[1484610],[1486256],[1491341],[1491576],[1496132],[1497281],[1501258],[1507237],[1508988],[1509223],[1525319],[1528990],[1534116],[1540095],[1541846],[1542081],[1550982],[1552131],[1562087],[1563838],[1564073],[1573755],[1581002],[1584062],[1584976],[1589731],[1590880],[1591746],[1598115],[1599264],[1600370],[1602121],[1611881],[1614795],[1620740],[1623597],[1627152],[1630486],[1632237],[1637028],[1638177],[1654318],[1656069],[1662958],[1664709],[1665829],[1669500],[1670649],[1681486],[1691362],[1692511],[1696488],[1704218],[1712115],[1712669],[1713394],[1713576],[1714247],[1719884],[1723331],[1724245],[1727921],[1729000],[1730149],[1739639],[1741390],[1742841],[1744177],[1748767],[1750995],[1758230],[1759379],[1762236],[1765791],[1781558],[1789942],[1791091],[1792197],[1793948],[1797503],[1803708],[1815424],[1818979],[1822313],[1824064],[1830004],[1838607],[1839323],[1839877],[1840236],[1849073],[1849255],[1849926],[1855563],[1864679],[1869064],[1869246],[1875554],[1883591],[1897060],[1909602],[1910516],[1914192],[1915271],[1916420],[1925910],[1927661],[1944501],[1945650],[1948507],[1952062],[1961326],[1969943],[1970497],[1970856],[1988880],[1989434],[2027803],[2027985],[2028656],[2034293],[2043409],[2062321],[2075790],[2085570],[2103285],[2139372],[2139926],[2140285],[2244210], [257487,2007231],[296610,2081424],[351154,1929112],[361472,2187523],[370824,2197803],[371268,2198162],[384672,2214522],[403635,2018966],[437142,2289245],[445857,2295841],[447199,2298088],[455653,2095100],[460767,2310751],[470119,2321031],[470563,2321390],[481998,1900518],[491350,2344474],[491794,2344833],[505198,1686806],[531192,2388463],[539907,1980546],[547552,2401867],[548774,2402545],[553081,2406615],[556267,2408463],[557609,2410710],[566063,1771111],[570995,1776803],[579710,2429694],[581052,2431941],[589062,2253381],[589506,2253740],[594620,1806622],[603972,2454884],[604416,2455243],[622036,2470490],[629645,2090068],[632678,1866694],[634606,1859924],[644218,2484802],[648702,2488045],[652321,2490026],[653543,2490704],[661036,1888258],[677863,2508989],[686578,2149975],[687920,2348979],[689955,2155612],[694223,1679840],[695445,1427822],[699752,2527141],[702938,2528989],[704280,2531236],[712290,2374510],[712734,1704453],[724080,2545664],[725302,1965824],[727543,1978968],[732117,1974898],[734269,2550446],[746229,2557748],[757673,2563252],[760815,2223166],[765776,1764145],[766998,1514628],[771305,2573224],[780676,2577515],[782403,2427846],[788285,2248708],[791318,1783573],[793246,2038654],[796740,2044558],[802858,1557520],[807342,2595070],[810961,2597051],[812183,2597729],[819676,1828855],[821018,2459389],[823053,2286782],[828951,2610489],[830308,2081065],[834971,1844278],[836690,2093471],[842459,2089397],[844345,2615934],[845567,1614175],[854534,2620716],[856261,2482894],[865558,2107783],[872373,2116857],[878992,1643566],[883476,2635310],[890073,2338499],[893509,2639331],[894731,1906155],[895211,2507008],[896972,1898940],[901546,2144327],[903698,2644113],[907269,2149304],[915658,2651415],[924362,2174549],[927102,2656919],[930244,2369837],[935205,1702467],[936427,1445259],[938699,2184814],[944431,1965153],[945843,2189770],[956234,2671328],[962254,1741682],[968192,2399364],[971628,2676773],[972850,1986183],[973330,2556121],[978437,2214163],[983100,1993835],[990588,2222495],[995686,2686026],[1004390,2005120],[1005638,2574443],[1007681,2691229],[1008091,2426576],[1009038,2018607],[1013701,1782707],[1015420,2017337],[1021189,2248037],[1023075,2696674],[1024297,1527613],[1033264,2701456],[1039630,2271096],[1044288,2054284],[1044768,2064549],[1051103,2275497],[1056826,2280474],[1057722,1575167],[1071880,2718677],[1077514,1858222],[1087274,2617644],[1089317,2723179],[1089727,2481624],[1090674,2094741],[1095337,1865828],[1098990,2107112],[1100402,2312998],[1106237,2315963],[1122751,2112456],[1127409,2128142],[1127889,1885819],[1128951,2503064],[1130702,1899847],[1131997,2337945],[1132114,2130755],[1137949,2339406],[1142505,2739821],[1148525,1656361],[1157899,2745266],[1161308,2168241],[1163761,2365339],[1164708,2158863],[1169371,1937266],[1176859,2369166],[1197360,2669118],[1201912,2191828],[1209373,2762139],[1213256,2552177],[1215007,1979875],[1216302,2398810],[1216419,2202308],[1222254,2400271],[1231235,2767253],[1246629,1998812],[1249082,2218668],[1250029,2227839],[1254692,2015385],[1256524,2422769],[1259424,2241474],[1269341,1775101],[1281144,2780308],[1289066,2057731],[1290817,2047976],[1292112,2270542],[1292229,2261925],[1298064,2449816],[1326072,2611358],[1327823,2082834],[1330290,2292723],[1331237,2293993],[1342570,2477817],[1345470,2307890],[1359732,2727238],[1371745,2802020],[1375628,1879001],[1377379,2121834],[1378674,2111902],[1378791,2325536],[1384626,2501834],[1388613,2136300],[1404603,2808939],[1419282,2168059],[1452154,2382538],[1456833,2544859],[1457982,1966871],[1460839,2192735],[1461014,2191274],[1461131,2386482],[1475419,2207853],[1489590,2679740],[1506088,1998630],[1519114,2241292],[1568121,2839626],[1583092,2288916],[1583274,2467418],[1588652,2082652],[1605676,2307708],[1619591,2624048] ] cell #1404 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [10481],[15930],[18410],[19330],[20536],[23901],[27102],[28417],[29208],[30314],[31973],[34417],[34907],[37630],[37759],[39176],[40995],[41831],[42860],[43588],[45638],[47297],[47426],[48837],[50496],[53086],[53256],[53493],[54745],[55235],[57189],[57318],[57679],[58735],[60142],[62884],[63612],[65662],[65832],[66069],[66973],[67701],[69751],[70287],[71410],[71539],[72456],[72480],[73184],[73402],[73626],[75234],[76893],[78433],[78603],[78840],[80092],[85715],[87845],[88457],[88481],[89185],[89403],[89627],[90829],[92959],[93571],[94299],[94911],[96349],[96519],[96756],[97748],[97777],[97817],[100490],[101218],[103268],[103675],[104579],[104603],[105307],[105525],[105749],[107357],[107893],[109016],[112937],[115737],[115933],[116885],[117693],[117722],[117762],[122006],[123154],[123673],[123962],[126092],[126704],[126728],[127432],[127650],[127874],[132515],[134645],[135257],[135985],[136427],[137629],[137658],[137698],[138041],[140371],[141099],[141711],[143149],[143556],[143685],[146708],[147876],[148264],[148288],[149270],[150862],[151427],[151496],[152605],[156813],[158405],[160148],[162493],[162689],[163641],[164449],[164478],[164518],[164861],[170066],[172866],[173062],[174014],[174822],[174891],[176952],[178234],[178274],[180802],[181091],[183221],[183833],[184561],[185003],[185173],[187611],[188243],[190550],[190579],[190619],[191429],[191725],[193533],[195504],[199366],[200348],[200644],[202452],[204399],[205405],[206997],[207562],[207631],[210184],[210224],[215201],[216369],[216757],[217763],[219355],[219920],[219989],[221098],[223443],[224591],[230986],[231182],[232134],[232653],[232942],[233011],[233354],[237087],[237383],[237798],[238094],[238751],[241532],[241736],[243499],[246467],[246507],[249812],[250980],[251368],[251906],[252110],[254505],[256812],[256881],[257691],[259795],[268983],[270525],[271290],[271359],[272169],[272465],[274273],[276244],[277226],[278818],[285139],[286145],[287737],[288302],[288371],[290924],[290964],[295012],[295216],[295800],[296004],[296814],[300270],[302179],[302475],[303843],[309223],[310765],[311530],[311599],[312150],[314770],[315066],[315723],[318708],[323479],[328340],[331465],[331761],[332418],[333050],[335199],[335403],[337166],[340134],[340174],[340984],[343088],[348172],[349714],[350479],[350548],[351358],[353462],[361938],[362800],[363899],[369670],[369874],[371472],[377548],[377844],[378501],[379133],[383862],[384066],[384876],[391905],[397285],[398827],[399592],[399661],[402825],[403029],[403839],[404550],[407295],[409204],[409500],[410868],[413853],[418624],[421795],[422091],[422748],[423380],[425733],[430504],[444272],[446323],[448284],[454843],[455047],[455857],[456568],[462095],[463194],[470767],[476843],[477139],[477796],[478428],[483326],[484425],[485213],[490196],[490400],[491998],[499027],[504388],[504592],[505402],[506113],[512431],[520187],[529468],[529764],[538322],[541235],[542334],[543122],[554682],[558694],[565253],[565457],[566267],[566978],[580176],[582137],[589710],[595948],[597047],[597835],[604620],[611649],[616488],[623397],[623601],[632882],[650597],[662364],[663463],[664251],[684993],[689005],[705365],[712938],[717284],[718479],[725768],[728721],[735834],[747658],[754771],[791522],[822103],[826894],[827127],[838744],[858735],[898150],[905263],[942539],[954410],[975256],[1017474],[1140681] ] cell #1405 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58759,183900],[73650,216824],[80606,233019],[89651,251435],[97865,269007],[99223,271367],[105773,285206],[108082,290239],[117810,309247],[119168,311607],[127898,328407],[129300,331785],[130907,334225],[137746,348196],[139104,350556],[153691,377868],[155298,380308],[164566,397309],[165924,399669],[166975,400752],[167258,402753],[177876,422115],[179483,424555],[190667,444296],[196275,452770],[196558,454771],[209826,477163],[211433,479603],[212521,480795],[225095,502315],[225378,504316],[239172,526307],[240885,529788],[247132,538704],[262537,563180],[262820,565181],[268140,572293],[280903,593417],[297340,619903],[298267,621182],[299182,623325],[308380,635904],[316144,647436],[324104,659833],[330569,669779],[360585,717142],[365312,723109],[372925,733415],[376652,738755],[385402,751073],[386329,752352],[415405,794544],[437477,827917],[449697,843374],[464607,863365],[472220,873671],[493451,902844],[497178,908184],[531527,955200],[547887,976046],[560107,991503],[583550,1022104],[606073,1052401],[652656,1109759],[678198,1141471],[706778,1177774],[724415,1199489],[811296,1301586],[893844,1394719],[971963,1481525], [10483,94935,163665],[15932,124098,205429],[16333,125655,208764],[18412,136451,224615],[19332,141735,232158],[20538,148012,238775],[23925,93638,257694],[23999,161258,258011],[27104,174939,277250],[27505,176297,280585],[28419,181227,286169],[28820,182784,289504],[29210,185027,185197],[30338,113004,296817],[30412,190245,297134],[31975,115739,303867],[34419,122008,315747],[34890,205480,318432],[34931,124039,318704],[37632,216505,332442],[37761,220037,333074],[39200,135324,340987],[39274,222184,341304],[41019,140438,351361],[41093,229751,351678],[41833,233059,233078],[42234,234417,234635],[42927,237090,237801],[43571,240011,363623],[43612,147953,363895],[45662,150865,371475],[47299,251116,378525],[47428,151544,379157],[48861,158408,384879],[49562,160907,388258],[50498,162495,391929],[53110,170133,403842],[53184,270985,404159],[53280,173129,404553],[53354,275100,404870],[53495,271407,271426],[54747,172868,410892],[55218,277298,413577],[55259,174899,413849],[57191,178322,422772],[57320,288419,423404],[57662,286220,425457],[57703,181168,425729],[58833,290566,290590],[59709,293673,436195],[60219,295212,296000],[61017,189894,439686],[62951,191432,302182],[63636,193529,448280],[65686,199433,455860],[65760,311225,456177],[65856,116000,456571],[65930,194360,456888],[66071,311647,311666],[67040,200351,314773],[67725,202448,463190],[69775,207000,470770],[70289,126094,323527],[71412,210272,477820],[71541,207679,478452],[72523,73057,331468],[73167,333678,484149],[73208,216446,484421],[73385,338423,484937],[73426,219997,485209],[73724,334552,334576],[75258,219358,492001],[75959,221857,495380],[76895,223445,499051],[78457,138680,505405],[78627,231249,506116],[78701,354289,506433],[78842,350596,350615],[79158,229400,508784],[80094,230988,512455],[80565,356487,356490],[81857,235631,521028],[82173,361864,362726],[85792,241732,369870],[87847,246555,538346],[88524,89058,377551],[89168,379761,542058],[89209,251057,542330],[89386,244756,542846],[89427,151504,543118],[89725,380635,380659],[90906,252106,384062],[92961,256929,554706],[94323,259791,558690],[96373,165500,566270],[96543,162756,566981],[96617,260622,567298],[96758,399709,399728],[97315,400698,570048],[97349,407636,570118],[97825,98479,403025],[98623,270634,573539],[98896,274773,574401],[99182,406207,406210],[100557,272172,409207],[101242,274269,582133],[103292,278821,589713],[103677,176954,418672],[104646,105180,421798],[105331,179004,597043],[105508,428753,597559],[105549,288379,597831],[105847,424882,424906],[107381,287740,604623],[107895,183223,430552],[109018,291012,611673],[109619,436016,436088],[114151,300196,446249],[116909,195808,632885],[117260,452716,633659],[117294,300611,633729],[117770,118424,455043],[118568,310874,637150],[118841,194033,638012],[119127,458225,458228],[120420,312076,462021],[123178,204466,650600],[123252,317857,650917],[126771,127305,476846],[127456,210954,663459],[127633,321728,663975],[127674,207639,664247],[127972,479930,479954],[128657,329298,667699],[128696,335482,667771],[128748,481111,481114],[128973,129846,483252],[132592,335399,490396],[134647,340222,685017],[136009,343084,689001],[137230,509199,693346],[137706,138360,504588],[138777,353962,697629],[139063,507770,507773],[141123,353458,705361],[143173,233993,712941],[143558,143687,520235],[147040,526253,722143],[147074,363141,722213],[148331,148592,529471],[149294,243523,728724],[152629,246834,735830],[153048,375381,736675],[153087,241815,736747],[153139,539020,539023],[153364,154237,541161],[156837,254529,747661],[160131,387244,754495],[160172,256889,754767],[164050,388673,764899],[164526,165180,565453],[165597,260295,769182],[165883,568635,568638],[166748,166847,569941],[168065,573954,775617],[171280,407221,580102],[174038,276548,791525],[177272,425812,800869],[177324,593733,593736],[177549,178422,595874],[184585,291694,822099],[187635,188267,616491],[189102,441075,831870],[189141,296083,831942],[189193,620219,620222],[189675,440101,833054],[190627,190946,623597],[191749,302499,838740],[196048,196147,633552],[197365,637565,849475],[200593,459880,857398],[200668,315090,858731],[203175,647382,862399],[203209,462436,862469],[204551,317530,865950],[209222,318787,877003],[209274,660149,660152],[209499,210372,662290],[214004,484504,888411],[214056,670095,670098],[217787,337190,898153],[221122,340501,905259],[237332,523424,945440],[237407,238118,718475],[238945,239044,722036],[239728,363978,949506],[239780,723425,723428],[240558,241028,725694],[241460,369598,954403],[245563,534151,960337],[248615,542413,966530],[248667,739071,739074],[251834,383790,975249],[252416,381789,974877],[255364,551485,979999],[255403,384145,980071],[255455,751389,751392],[255937,550511,981183],[272489,409524,1017470],[278105,796205,1028205],[293727,293831,826748],[294940,295728,827120],[295522,438440,1067437],[302424,626838,1078523],[304820,448363,1082589],[304872,843690,843693],[312183,459564,1097091],[314304,644553,1099999],[315917,316016,862292],[316700,463273,1104065],[316752,863681,863684],[322535,655280,1114896],[335127,490124,1140674],[339230,680822,1146608],[342282,689084,1152801],[342334,908500,908503],[360199,360269,942532],[361971,523108,1193235],[370180,532490,1204930],[390486,758008,1237878],[392882,558773,1241944],[392934,991819,991822],[409449,785478,1270350],[411845,582216,1274416],[411897,1022420,1022423],[429560,813920,1306723],[446356,626522,1333615],[450838,844680,1339869],[490706,679161,1400160],[511012,927437,1433108],[513408,705444,1437174],[513460,1178090,1178093],[580209,785162,1529991],[584691,1023410,1536245],[691559,1158234,1676755] ] cell #1406 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58741,183839],[73632,216763],[80577,232937],[89633,251374],[97823,268989],[99194,271285],[105755,285145],[108079,290230],[117768,309229],[119139,311525],[127880,328346],[129242,331756],[130904,334216],[137704,348178],[139075,350474],[153633,377839],[155295,380299],[164524,397291],[165895,399587],[166972,400743],[167252,402747],[177818,422086],[179480,424546],[190625,444278],[196272,452761],[196552,454765],[209768,477134],[211430,479594],[212515,480789],[225092,502306],[225372,504310],[239169,526298],[240827,529759],[247126,538698],[262534,563171],[262814,565175],[268137,572284],[280897,593411],[297334,619897],[298264,621173],[299176,623319],[308377,635895],[316141,647427],[324098,659827],[330563,669773],[360579,717136],[365306,723103],[372922,733406],[376646,738749],[385396,751067],[386326,752343],[415402,794535],[437471,827911],[449691,843368],[464601,863359],[472217,873662],[493448,902835],[497172,908178],[531521,955194],[547881,976040],[560101,991497],[583544,1022098],[606070,1052392],[652650,1109753],[678192,1141465],[706772,1177768],[724409,1199483],[811290,1301580],[893838,1394713],[971957,1481519], [10486,50780,163647],[15942,69236,205411],[16339,70217,208735],[18415,136433,136894],[19335,80376,232140],[20548,84610,238757],[23907,93577,257789],[24015,93655,257982],[27114,174603,174897],[27511,176268,176882],[28429,106842,286151],[28826,107823,289475],[29213,109300,185009],[30320,112943,296912],[30428,113021,297105],[31985,116347,303849],[34429,122616,315729],[34893,123784,318426],[34902,123957,318814],[35829,126104,323485],[37642,131410,332424],[37771,215747,219995],[39182,135263,221485],[39290,221802,222126],[41001,140377,351456],[41109,140455,351649],[41843,142634,233017],[42240,143615,234388],[42866,237185,237896],[43574,147698,363617],[43583,147871,364005],[45644,151666,371570],[47309,155801,378507],[47438,151502,250358],[48843,159209,384974],[49559,160898,388264],[50508,163103,391911],[53092,170072,403937],[53200,170150,404130],[53262,173068,269786],[53370,270103,275042],[53505,170448,271365],[54757,173476,410874],[55221,276684,277292],[55230,174817,276815],[57201,178280,422754],[57330,284129,288377],[57665,180913,425451],[57674,181086,425839],[58601,183233,430510],[58849,183917,290508],[59712,186034,436189],[60137,295322,296110],[61014,189885,439692],[62890,191527,302277],[63607,194481,448390],[65668,199372,455955],[65776,199450,456148],[65838,115939,310026],[65946,194302,310343],[66081,199748,311605],[66979,200446,314868],[67696,203400,463300],[69757,207801,470865],[71422,210230,477802],[71551,207637,327330],[72462,72486,331563],[73170,216191,484143],[73179,216364,484531],[73388,332508,338417],[73397,219915,332639],[73740,216841,334494],[75240,220159,492096],[75956,221848,340647],[76905,135671,499033],[78439,138047,505500],[78609,231188,348975],[78717,349292,354231],[78852,228568,350554],[79155,229391,508790],[80104,231596,512437],[80568,232764,356481],[81504,143568,520193],[81854,235622,521034],[82164,361870,362732],[85710,241842,369980],[87857,246513,538328],[88463,88487,377646],[89171,250802,542052],[89180,250975,542440],[89389,244750,378591],[89398,151422,378722],[89741,251452,380577],[90824,252216,384172],[92971,256887,388231],[94294,260743,558800],[96355,164867,566365],[96525,162695,398088],[96633,260564,398405],[96768,266010,399667],[97318,266774,570042],[97352,400588,407630],[97743,97772,403135],[98620,270625,573545],[98893,274764,404213],[99185,271112,406201],[100496,272267,409302],[101213,275221,582243],[103274,175061,589808],[103687,103973,418630],[104585,104609,421893],[105302,178229,597153],[105511,422838,428747],[105520,288297,422969],[105863,285223,424824],[107363,288541,604718],[109028,290970,611655],[109610,436022,436094],[114142,300202,446255],[116891,195510,632980],[117263,307014,633653],[117297,300605,452606],[117688,117717,455153],[118565,310865,637156],[118838,194024,456231],[119130,311352,458219],[120411,312082,462027],[123160,204405,466706],[123268,317799,467023],[126710,126734,476941],[127427,210179,663569],[127636,321722,477886],[127645,207557,478017],[127988,328424,479872],[128654,329289,667705],[128693,335473,480894],[128751,329355,481105],[128964,128967,483258],[132510,335509,490506],[134657,340180,684999],[135980,222305,689111],[137233,502151,509193],[137624,137653,504698],[138774,353953,505776],[139066,350301,507764],[141094,354410,705471],[143155,233360,713036],[147043,364873,722137],[147077,363135,526143],[148270,148294,529566],[149276,243505,729764],[152600,246462,735940],[153045,375372,736681],[153084,241806,538803],[153142,375438,539014],[153355,153358,541167],[156819,254511,547229],[160134,387238,554140],[160143,256807,554271],[164053,388667,563016],[164444,164473,565563],[165594,260286,566641],[165886,399414,568629],[166739,166742,569947],[168068,572129,573948],[171271,407227,580108],[174020,276250,791620],[177269,425803,593516],[177327,419685,593727],[177540,177543,595880],[184556,290919,822209],[187617,188249,617531],[189099,441066,831876],[189138,296074,620002],[189196,441132,620213],[189678,440095,621018],[190545,190574,623707],[191720,302470,839824],[196039,196042,633558],[197368,635740,637559],[200596,459874,642610],[200639,315061,642806],[203178,464168,862393],[203212,462430,647272],[204548,317521,650260],[209219,318778,659932],[209277,474733,660143],[209490,209493,662296],[214001,484495,669878],[214059,482974,670089],[217769,337172,899193],[221093,340129,905369],[237335,523418,719363],[237378,238089,719559],[238936,238939,722042],[239725,363969,723208],[239783,527207,723419],[240549,240552,725700],[241454,369592,955526],[245566,534145,733251],[248612,542404,738854],[248670,540883,739065],[251828,383784,745521],[252413,381780,746279],[255361,551476,980005],[255400,384136,751172],[255458,551542,751383],[255940,550505,752188],[272460,409495,1018554],[278108,794380,796199],[293718,293721,826754],[294934,295722,828243],[295519,438431,829001],[302427,626832,839628],[304817,448354,843473],[304875,630621,843684],[312177,459558,856669],[314307,644547,859619],[315908,315911,862298],[316697,463264,863464],[316755,648336,863675],[322538,655274,873507],[335121,490118,1141797],[339233,680816,902680],[342279,689075,908283],[342337,687554,908494],[360193,360263,942600],[361965,523102,944711],[370177,532481,956284],[390489,758002,987757],[392879,558764,991602],[392937,761791,991813],[409452,785472,1018358],[411842,582207,1022203],[411900,789261,1022414],[429563,813914,1052237],[446350,626516,1077794],[450841,844674,1084049],[490703,679152,1142555],[511015,927431,1174028],[513405,705435,1177873],[513463,931220,1178084],[580203,785156,1269621],[584694,1023404,1275876],[691562,1158228,1416772] ] cell #1407 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41889,232933],[53680,271281],[58904,290402],[66256,311521],[72575,330349],[73965,334388],[79027,350470],[80796,356473],[88576,376432],[89966,380471],[96943,399583],[97903,401814],[99631,406193],[104698,420679],[106088,424718],[117848,453832],[119576,458211],[126823,475727],[128213,479766],[128882,481097],[128987,481488],[137784,503377],[139512,507756],[148383,529063],[153273,539006],[153378,539397],[164604,564242],[166332,568621],[166762,569823],[177458,593719],[177563,594110],[189327,620205],[190705,623174],[196062,633434],[209408,660135],[209513,660526],[214190,670081],[224882,693051],[238959,721918],[239914,723411],[240572,724792],[248801,739057],[255589,751375],[262324,764604],[267927,775322],[293741,826628],[298054,832759],[305006,843676],[308167,849180],[315931,862174],[316886,863667],[342468,908486],[361562,944151],[372712,960042],[386116,980888],[393068,991805],[412031,1022406],[415192,1027910],[445947,1077234],[460857,1098710],[472007,1114601],[493238,1146313],[513594,1178076],[556357,1236589],[579800,1269061],[605860,1306428],[622126,1328663],[703028,1431819],[780766,1525039],[854624,1611601], [10914,97739,268273],[14673,117684,308513],[16773,212507,480708],[16952,129136,330939],[18597,137620,225228],[18700,138136,139469],[21769,151418,373058],[22072,247118,538617],[22251,153527,377022],[24795,164440,262670],[24898,164956,166289],[25424,167244,401948],[27160,174813,415538],[27750,177712,281273],[27876,178196,179816],[30474,297326,619816],[30908,190541,298400],[31812,116052,449477],[32034,194196,450067],[32358,195599,199992],[32677,196544,453966],[35650,207553,472353],[36132,209662,324474],[36258,210146,211766],[38863,219911,493584],[39345,222020,497548],[40153,225364,345484],[40332,226091,228040],[41992,143096,233449],[42874,363127,720151],[42979,236682,365092],[44369,240721,365682],[45516,151582,535344],[45585,152269,245741],[45798,244742,535478],[46232,246429,251580],[48997,385388,750986],[49431,256803,386462],[50335,162808,559887],[50557,260458,560477],[50881,94987,261861],[51200,262806,394597],[51379,263533,265482],[54584,173181,583330],[54806,274936,583920],[55130,170692,276339],[55449,277284,587819],[55978,103862,418546],[58422,288293,606206],[59030,184318,290886],[60119,296097,829781],[60133,187533,294645],[60297,294789,441294],[62025,299168,441428],[62898,300597,624604],[63003,301774,307233],[63355,194047,629135],[63369,195083,304679],[64393,305813,311772],[66987,462422,860407],[67092,313654,464387],[68389,204518,650192],[68482,317693,464977],[69629,207717,656473],[69698,124469,322713],[69911,321714,656607],[70345,128339,323401],[75112,220075,682015],[75181,220762,339408],[75394,338409,682149],[75828,216969,340096],[76732,135376,496958],[76954,136766,500997],[77278,224667,345154],[79931,231301,706558],[80153,354125,707148],[80477,141787,355528],[80975,233519,357200],[81325,143743,520109],[82082,360571,521190],[82187,360962,525721],[82336,237272,361521],[85692,241829,727016],[85706,243421,369303],[85870,369447,375600],[86292,245945,372671],[90806,384159,977910],[90820,156735,382707],[90984,382851,551704],[91231,550497,979082],[91336,92669,256115],[92600,256967,754344],[92712,387230,551838],[93585,388659,755774],[93690,164228,389836],[94042,260309,760305],[94056,161554,392741],[95080,166511,393875],[100504,407622,783244],[100609,266993,408799],[100961,274787,787775],[100975,275823,411704],[101999,271532,412838],[103146,174977,587685],[103215,278283,280225],[105995,285258,808832],[106214,107951,430426],[107235,288457,815113],[107304,181598,429738],[107517,428739,815247],[108855,183952,609580],[109077,185342,613619],[109401,185249,435484],[109633,435970,614783],[110115,294923,436847],[112951,440087,830953],[113056,189853,442914],[114165,445347,452184],[114314,302364,445906],[120329,459866,642319],[120434,460257,646850],[120583,200533,460816],[121053,463287,1101877],[121067,122687,316559],[122673,317544,865048],[123939,318801,867272],[123953,209081,468598],[124117,209446,468742],[124364,655266,1112795],[124539,206190,471966],[128120,328459,884966],[131783,216876,675734],[132492,335496,896445],[132506,337088,489829],[132670,329517,489973],[133092,339612,493197],[135728,221871,686068],[135742,342141,344638],[137408,140490,510362],[139400,350634,923773],[139691,141880,514401],[140385,509185,925203],[140842,353976,929734],[140856,230047,513267],[143027,233097,710913],[144014,360182,520817],[145697,523410,719072],[147853,363992,947318],[147867,239587,528087],[148031,239952,528231],[149328,369581,530897],[152164,534137,958236],[156174,251487,744710],[156389,546380,745953],[156721,381803,974757],[156871,251817,547257],[157598,159547,386075],[157652,548864,1226672],[160921,262212,555757],[161070,262283,556316],[161540,558787,1239756],[166220,399747,1003801],[168243,170185,576767],[170080,573940,1009683],[170623,271445,781814],[171294,400166,579200],[171443,409389,579759],[175399,415151,418062],[177131,181082,602451],[177496,181246,602595],[179802,424569,1043778],[181068,425826,1046002],[181493,813906,1304622],[181668,286930,605819],[184304,290253,819166],[187187,616682,828675],[187519,438454,1067317],[189908,297942,621526],[190057,298013,622085],[192913,626824,839337],[195069,448377,1080401],[197543,199485,640378],[199380,637551,1091319],[199923,311685,855672],[205463,323950,652026],[206244,653633,1367182],[211752,479617,1126899],[213863,216360,674758],[214228,216524,674902],[216346,484518,1133589],[216955,334239,894221],[217821,490107,677568],[220657,680808,1144507],[224770,229414,702428],[224841,229563,702987],[225214,502329,1161028],[230033,705458,1434986],[235645,360479,716917],[239994,365158,723785],[243075,728915,955958],[243407,532504,1204810],[245999,734359,1470319],[248474,250971,743734],[248839,251135,743878],[250957,542427,1217894],[251566,380322,972340],[262656,563194,1246349],[266979,400766,1005358],[267815,270648,780166],[267886,270797,780725],[268259,572307,1259144],[273653,785464,1018067],[275809,582230,1272228],[280120,796191,1283146],[280749,286203,810666],[286984,812273,1563558],[293656,436294,826537],[298386,621196,1327543],[307219,452784,1086994],[308055,310888,854024],[308126,311037,854583],[308499,635918,1345190],[329020,329312,886346],[330415,333661,893214],[336742,898344,1142229],[337074,679175,1400040],[339666,903788,1665549],[344624,689098,1413124],[365078,526321,1197080],[373044,733429,1469199],[375103,375395,964465],[376498,379744,971333],[386448,752366,1491061],[400348,400681,1005267],[415524,794558,1541566],[418116,1033354,1803428],[440797,441089,1070621],[452366,452699,1086903],[464373,647450,1359452],[472339,873685,1631957],[493570,902858,1664429],[525903,526236,1196989],[551207,551499,1229976],[606192,1052415,1823784],[647032,647365,1359361] ] cell #1408 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41908,232865],[53699,271213],[58932,290318],[66275,311453],[72585,330315],[73993,334304],[79046,350402],[80801,356467],[88586,376398],[89994,380387],[96962,399515],[97919,401769],[99636,406187],[104708,420645],[106116,424634],[117864,453787],[119581,458205],[126833,475693],[128241,479682],[128887,481091],[128992,481482],[137800,503332],[139517,507750],[148393,529029],[153278,539000],[153383,539391],[164620,564197],[166337,568615],[166767,569817],[177463,593713],[177568,594104],[189332,620199],[190721,623129],[196067,633428],[209413,660129],[209518,660520],[214195,670075],[224887,693045],[238964,721912],[239919,723405],[240577,724786],[248806,739051],[255594,751369],[262329,764598],[267932,775316],[293746,826622],[298059,832753],[305011,843670],[308172,849174],[315936,862168],[316891,863661],[342473,908480],[361567,944145],[372717,960036],[386121,980882],[393073,991799],[412036,1022400],[415197,1027904],[445952,1077228],[460862,1098704],[472012,1114595],[493243,1146307],[513599,1178070],[556362,1236583],[579805,1269055],[605865,1306422],[622131,1328657],[703033,1431813],[780771,1525033],[854629,1611595], [10933,97671,267617],[14692,117616,307857],[16778,212501,480635],[16980,129052,330197],[18616,137552,346806],[21788,151350,372402],[22077,247112,538544],[22279,153443,376280],[24814,164372,395919],[25429,167238,401085],[27179,174745,414882],[27414,103881,418478],[27778,177628,420527],[27895,178128,284674],[30479,297320,619743],[30927,190473,443538],[32062,194112,449325],[32086,116062,449443],[32682,196538,453103],[35669,207485,471697],[36160,209578,475575],[36277,210078,327875],[38882,219843,492928],[39373,221936,496806],[39397,135386,496924],[39705,136794,500913],[40158,225358,502648],[40360,226007,349902],[40375,138146,228315],[42143,143762,520041],[42879,363121,720078],[42989,236648,526570],[44397,240637,528911],[45803,244736,534615],[45879,151598,535299],[46251,246361,380887],[49002,385382,750913],[49450,256735,553948],[50585,260374,559735],[50609,162818,559853],[51205,262800,563513],[51407,263449,399015],[51422,164966,265757],[54834,274852,583178],[54858,173191,583296],[55454,277278,586956],[55530,174993,587640],[57610,107970,430358],[58441,288225,605550],[58956,183962,609546],[59049,290818,291221],[59264,185370,613535],[60065,186838,186877],[60182,296102,829775],[60313,294744,620470],[62030,299162,622445],[62903,300591,624531],[63013,301740,453033],[63841,194052,629129],[64421,305729,458854],[64436,195609,312047],[66992,462416,860334],[67102,313620,647699],[68510,317609,650040],[68534,204528,650158],[69916,321708,655744],[69992,207733,656428],[70364,71831,323333],[74017,216886,675700],[75399,338403,681286],[75475,220091,681970],[75847,334804,340028],[76273,221876,686062],[77665,140500,510328],[79098,141908,514317],[80181,354041,706406],[80205,231311,706524],[80877,233113,710868],[81003,357116,357592],[81018,233459,233794],[82087,360565,716980],[82192,360956,721774],[82252,236485,236530],[85638,242726,242765],[85755,241834,727010],[85886,369402,539271],[86567,151944,152279],[90018,251497,744676],[90752,253100,253139],[90869,384164,977904],[91000,382806,751640],[91236,550491,979009],[91346,159487,159822],[92717,387224,753615],[92793,256983,754299],[93590,388653,755701],[93700,95581,389802],[94528,260314,760299],[95108,97014,393791],[95123,95132,261871],[98265,170195,576733],[99712,271461,781769],[100509,407616,783171],[100619,401015,408765],[101447,274792,787769],[102027,406836,412754],[102042,271807,276349],[104114,181014,426723],[104362,181262,602550],[106140,285268,808798],[107522,428733,814384],[107598,288473,815068],[108396,290258,819160],[109638,435964,826410],[110109,294057,294060],[112731,113066,442880],[112956,440081,830880],[114170,445341,633290],[114230,301577,301622],[115133,194612,195015],[118210,199495,640344],[119657,311701,855627],[120334,459860,857236],[120439,460251,862030],[120499,313457,313502],[120999,203531,203934],[121116,463292,1101871],[122941,317549,865042],[123885,126239,319698],[124002,318806,867266],[124133,126487,468697],[124369,655260,1112722],[124479,124814,208079],[128265,328469,884932],[129552,216292,486914],[129800,216540,674857],[131494,334244,894215],[132438,336393,336432],[132555,335501,896439],[132686,481362,489928],[133367,220437,220772],[136809,136818,345164],[136992,229419,702422],[137052,229479,510165],[139593,350650,923728],[140390,509179,925130],[141328,353981,929728],[141923,141932,355538],[144008,360106,360109],[145702,523404,945278],[147396,147799,366388],[147644,148047,528186],[147916,363997,947312],[149322,368715,368718],[150447,245385,245861],[152169,534131,958163],[153943,250903,544823],[154191,251151,743833],[155885,380327,972334],[156394,546374,974539],[156784,381808,974751],[156865,382119,382122],[157514,255759,256235],[157720,548869,1226666],[160926,163812,555751],[160986,163872,389639],[161486,161889,260874],[161603,558792,1239750],[166413,399763,1003756],[167157,400771,1005352],[167827,270653,780160],[167887,270713,576570],[170085,573934,1009610],[171299,569679,579194],[171359,408602,408647],[172262,275352,275755],[175339,175674,280235],[176979,286197,601863],[180070,424574,1043772],[181131,425831,1045996],[181498,813900,1304549],[181608,181943,288819],[185385,185394,435494],[187192,616676,1067099],[187582,438459,1067311],[189437,189913,621520],[189497,189973,442717],[192918,626818,1078361],[195132,448382,1080395],[196457,452789,1086988],[197127,310893,854018],[197187,310953,640181],[199385,637545,1091246],[205457,208929,468010],[206106,206582,322357],[206312,653638,1367176],[212020,479622,1126893],[212597,329317,886340],[213711,333655,674170],[216409,484523,1133583],[217815,489241,489244],[218940,339052,339528],[220662,680802,1144434],[222436,222839,344570],[225277,502334,1161022],[229979,230382,354541],[230096,705463,1434980],[235595,235650,716911],[239354,526326,1197074],[239435,239988,527499],[243080,728909,1204592],[243470,532509,1204804],[246067,734364,1470313],[247208,375400,964459],[248322,379738,743146],[251020,542432,1217888],[262719,563199,1246343],[266475,400675,773555],[268322,572312,1259138],[273658,785458,1270188],[275872,582235,1272222],[277927,278403,417978],[280125,796185,1283073],[286846,287322,429382],[287052,812278,1563552],[293590,293650,614915],[297416,441094,1070615],[298449,621201,1327537],[306715,452693,847413],[308562,635923,1345184],[316326,647455,1359446],[336747,898338,1399822],[337137,679180,1400034],[339734,903793,1665543],[344687,689103,1413118],[364574,526230,948556],[373107,733434,1469193],[385478,551504,1229970],[386511,752371,1491055],[415587,794563,1541560],[418184,1033359,1803422],[463869,647359,1103115],[472402,873690,1631951],[493633,902863,1664423],[606255,1052420,1823778] ] cell #1409 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41909,232866],[53700,271214],[58929,290316],[66276,311454],[72586,330316],[73990,334302],[79047,350403],[80772,356465],[88587,376399],[89991,380385],[96963,399516],[97916,401767],[99607,406185],[104709,420646],[106113,424632],[117861,453785],[119552,458203],[126834,475694],[128238,479680],[128805,481089],[128985,481480],[137797,503330],[139488,507748],[148394,529030],[153196,538998],[153376,539389],[164617,564195],[166308,568613],[166760,569815],[177381,593711],[177561,594102],[189250,620197],[190718,623127],[196060,633426],[209331,660127],[209511,660518],[214113,670073],[224880,693043],[238957,721910],[239837,723403],[240570,724784],[248724,739049],[255512,751367],[262322,764596],[267925,775314],[293739,826620],[298052,832751],[304929,843668],[308165,849172],[315929,862166],[316809,863659],[342391,908478],[361560,944143],[372710,960034],[386114,980880],[392991,991797],[411954,1022398],[415190,1027902],[445945,1077226],[460855,1098702],[472005,1114593],[493236,1146305],[513517,1178068],[556355,1236581],[579798,1269053],[605858,1306420],[622124,1328655],[703026,1431811],[780764,1525031],[854622,1611593], [10934,97672,267618],[14693,117617,307858],[16977,129050,330195],[18617,137553,346807],[21789,151351,372403],[22276,153441,376278],[24815,164373,395920],[25400,167236,401083],[27180,174746,414883],[27415,103882,418479],[27775,177626,420525],[27896,178129,284675],[30928,190474,443539],[32059,194110,449323],[32087,116063,449444],[32653,196536,453101],[35670,207486,471698],[36157,209576,475573],[36278,210079,327876],[36771,212499,480633],[38883,219844,492929],[39370,221934,496804],[39398,135387,496925],[39702,136791,500911],[40129,225356,502646],[40357,226005,349900],[40376,138147,228316],[42144,143763,520042],[42990,236649,526571],[44394,240635,528909],[45774,244734,534613],[45876,151595,535297],[46252,246362,380888],[46438,247110,538542],[49451,256736,553949],[50582,260372,559733],[50610,162819,559854],[51176,262798,563511],[51404,263447,399013],[51423,164967,265758],[54831,274850,583176],[54859,173192,583297],[55425,277276,586954],[55527,174990,587638],[57611,107971,430359],[58442,288226,605551],[58957,183963,609547],[59050,290819,291222],[59261,185367,613533],[60066,186839,186878],[60310,294742,620468],[61365,297318,619741],[62001,299160,622443],[62531,300589,624529],[63014,301741,453034],[63807,194045,629127],[64418,305727,458852],[64437,195610,312048],[67103,313621,647700],[68507,317607,650038],[68535,204529,650159],[69887,321706,655742],[69989,207730,656426],[70365,71832,323334],[74018,216887,675701],[75370,338401,681284],[75472,220088,681968],[75848,334805,340029],[76239,221869,686060],[77666,140501,510329],[79095,141905,514315],[80178,354039,706404],[80206,231312,706525],[80874,233110,710866],[81000,357114,357590],[81019,233460,233795],[82005,360563,716978],[82185,360954,721772],[82250,236483,236528],[83267,363119,720076],[85310,241827,727008],[85639,242727,242766],[85883,369400,539269],[86568,151945,152280],[90019,251498,744677],[90753,253101,253140],[90997,382804,751638],[91347,159488,159823],[92052,385380,750911],[92688,387222,753613],[92790,256980,754297],[93218,388651,755699],[93701,95582,389803],[94494,260307,760297],[95105,97011,393789],[95124,95133,261872],[98266,170196,576734],[99709,271458,781767],[100137,407614,783169],[100620,401016,408766],[101413,274785,787767],[102024,406834,412752],[102043,271808,276350],[104115,181015,426724],[104359,181259,602548],[106141,285269,808799],[107493,428731,814382],[107595,288470,815066],[108362,290251,819158],[109631,435962,826408],[110107,294055,294058],[111406,296095,829773],[111846,440079,830878],[112732,113067,442881],[114163,445339,633288],[114228,301575,301620],[115134,194613,195016],[118211,199496,640345],[119654,311698,855625],[120252,459858,857234],[120432,460249,862028],[120497,313455,313500],[121000,203532,203935],[121514,462414,860332],[122907,317542,865040],[123557,318799,867264],[123886,126240,319699],[124130,126484,468695],[124480,124815,208080],[128266,328470,884933],[129553,216293,486915],[129797,216537,674855],[131460,334237,894213],[132110,335494,896437],[132439,336394,336433],[132683,481360,489926],[133368,220438,220773],[136810,136819,345165],[136985,229412,702420],[137050,229477,510163],[139590,350647,923726],[140018,509177,925128],[141294,353974,929726],[141924,141933,355539],[144006,360104,360107],[145620,523402,945276],[146592,363990,947310],[147397,147800,366389],[147641,148044,528184],[149320,368713,368716],[150445,245383,245859],[151059,534129,958161],[153944,250904,544824],[154188,251148,743831],[155851,380320,972332],[156387,546372,974537],[156687,381801,974749],[156863,382117,382120],[157512,255757,256233],[158162,384157,977902],[158602,550489,979007],[160919,163805,555749],[160984,163870,389637],[161487,161890,260875],[166410,399760,1003754],[167060,400764,1005350],[167820,270646,780158],[167885,270711,576568],[168975,573932,1009608],[171292,569677,579192],[171357,408600,408645],[172263,275353,275756],[175340,175675,280236],[176977,286195,601861],[180036,424567,1043770],[180686,425824,1045994],[181609,181944,288820],[185386,185395,435495],[187185,616674,1067097],[187485,438452,1067309],[189430,189906,621518],[189495,189971,442715],[192836,626816,1078359],[193808,448375,1080393],[196360,452782,1086986],[197120,310886,854016],[197185,310951,640179],[198275,637543,1091244],[202727,463285,1101869],[205455,208927,468008],[206104,206580,322355],[207194,655258,1112720],[211986,479615,1126891],[212590,329310,886338],[213709,333653,674168],[215085,484516,1133581],[217813,489239,489242],[218938,339050,339526],[219552,680800,1144432],[222437,222840,344571],[225180,502327,1161020],[229980,230383,354542],[235588,235643,716909],[239257,526319,1197072],[239433,239986,527497],[243073,728907,1204590],[243373,532502,1204802],[247201,375393,964457],[248320,379736,743144],[249696,542425,1217886],[253747,548862,1226664],[260070,558785,1239748],[262622,563192,1246341],[266473,400673,773553],[268225,572305,1259136],[273576,785456,1270186],[274548,582228,1272220],[277925,278401,417976],[279015,796183,1283071],[286844,287320,429380],[287934,813898,1304547],[293588,293648,614913],[297409,441087,1070613],[298352,621194,1327535],[306713,452691,847411],[308465,635916,1345182],[316229,647448,1359444],[320345,653631,1367174],[336740,898336,1399820],[337040,679173,1400032],[343363,689096,1413116],[353737,705456,1434978],[364572,526228,948554],[373010,733427,1469191],[373642,734357,1470311],[385471,551497,1229968],[386414,752364,1491053],[415490,794556,1541558],[427370,812271,1563550],[463867,647357,1103113],[472305,873683,1631949],[493536,902856,1664421],[494168,903786,1665541],[591880,1033352,1803420],[606158,1052413,1823776] ] cell #1410 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41910,232901],[53701,271249],[58930,290362],[66277,311489],[72587,331754],[73991,334348],[79048,350438],[80773,356469],[88588,377837],[89992,380431],[96964,399551],[97917,403365],[99608,406189],[104710,422084],[106114,424678],[117862,455383],[119553,458207],[126835,477132],[128239,479726],[128806,481093],[128986,483274],[137798,504928],[139489,507752],[148395,529757],[153197,539002],[153377,541183],[164618,565793],[166309,568617],[166761,569963],[177382,593715],[177562,595896],[189251,620201],[190719,623937],[196061,633574],[209332,660131],[209512,662312],[214114,670077],[224881,693191],[238958,722058],[239838,723407],[240571,725716],[248725,739053],[255513,751371],[262323,764744],[267926,775462],[293740,826770],[298053,832899],[304930,843672],[308166,849320],[315930,862314],[316810,863663],[342392,908482],[361561,944293],[372711,960182],[386115,981028],[392992,991801],[411955,1022402],[415191,1028050],[445946,1077376],[460856,1098852],[472006,1114741],[493237,1146453],[513518,1178072],[556356,1236731],[579799,1269203],[605859,1306568],[622125,1328805],[703027,1431961],[780765,1525181],[854623,1611743], [10935,97707,268907],[11868,103883,280320],[14345,116064,456857],[14694,117652,309147],[16978,129096,331649],[18202,135388,341273],[18349,136792,344888],[18618,137588,348096],[19551,143764,359509],[21790,151386,379057],[21797,151596,543458],[22277,153487,377732],[24467,162820,567267],[24816,164408,397209],[25401,167240,402735],[26832,173193,404839],[27181,174781,277150],[27188,174991,414189],[27776,177672,421979],[27897,104793,284710],[28294,107972,289239],[29000,183964,431603],[29147,185368,435218],[30929,190509,444196],[32003,194046,638034],[32060,194156,456752],[32654,196540,454753],[34807,204530,650886],[35671,207521,478352],[35678,207731,664587],[36158,209622,477027],[36279,126918,327911],[36676,70366,208499],[36772,212503,480777],[38020,216888,486312],[38884,219879,332974],[38891,220089,485549],[39314,221870,495402],[39371,221980,341168],[40111,140502,351647],[40130,225360,504298],[40358,137870,349946],[40377,78163,228317],[40927,141906,355262],[41561,231313,506402],[41917,233111,515752],[42991,238087,526606],[44395,240681,529652],[44762,241828,736769],[45775,244738,542828],[46253,152364,380923],[46439,247114,538686],[47687,251499,544221],[48567,92452,159824],[49452,256771,554606],[49459,256981,755107],[50526,260308,769204],[50583,260418,567162],[50886,95125,163589],[51158,93702,257980],[51177,262802,565163],[51405,164690,399059],[51424,96079,265759],[51974,95106,261595],[52816,170197,404128],[53708,271459,575910],[54775,274786,574423],[54832,274896,404734],[55426,277280,413559],[56317,181050,286552],[56505,181260,426069],[57579,285270,598934],[58443,288261,423304],[58450,288471,598171],[58873,290252,608024],[59051,184047,291257],[60101,110464,188167],[60311,296340,620514],[60886,296096,831964],[61366,297322,619885],[61765,113068,297103],[62002,299164,623307],[62532,300593,633711],[63015,191718,453069],[64419,195333,458898],[64438,116833,312049],[65392,199497,456146],[66284,311699,639521],[67104,315059,647735],[67187,122416,203970],[68451,317543,865972],[68508,317653,650781],[68875,318800,877025],[69481,124816,125585],[69888,321710,663957],[70538,123921,205812],[70726,124131,319044],[71800,328471,665350],[72670,216328,334010],[72858,216538,484761],[73934,334238,673316],[74358,335495,667793],[75371,338405,484919],[75849,220857,334840],[77283,136811,224539],[77379,229413,508806],[77389,229523,352091],[79055,350648,699138],[80122,353975,697651],[80179,354085,506297],[80482,141925,232082],[81001,233183,357636],[81020,142879,233796],[82006,360567,717124],[82186,362748,721779],[82296,144946,237982],[83268,363123,722195],[83641,363991,949528],[84169,147835,240343],[84357,148045,364235],[85674,149194,149677],[85884,242072,539315],[86569,87338,87556],[88671,250939,380093],[88859,251149,542670],[89935,380321,742292],[90513,381802,974899],[90788,157220,254429],[90998,384402,751684],[91070,159211,256279],[91573,384158,980093],[92053,385384,751055],[92689,387226,754477],[93219,388655,764881],[93785,161925,162903],[95295,160920,388280],[95305,161030,258424],[96971,399761,770691],[97432,400765,773491],[97979,270647,573561],[97989,270757,405915],[100138,407618,570100],[100621,272458,401051],[102025,276073,406880],[102044,173962,271809],[102998,175676,176663],[103990,286199,426219],[106057,424568,806414],[106481,425825,800891],[107087,181945,182714],[107494,428735,597541],[109406,185387,292921],[109632,436110,826415],[110111,186334,295710],[111019,438453,1067459],[111847,440083,833036],[112445,189907,439708],[112455,190017,298890],[114164,300218,633295],[114274,191613,192162],[115169,116147,116420],[115619,448376,1082611],[117377,452783,847349],[117924,310887,637172],[117934,310997,457933],[120253,459862,857380],[120433,462043,862035],[120543,201081,314954],[121515,462418,862451],[121888,463286,1104087],[124203,206626,207803],[126115,205459,319194],[128182,479616,882548],[128593,329311,667721],[129428,333657,486410],[130441,484517,888433],[132474,217687,218170],[132684,335739,481406],[133369,134138,134356],[135471,222875,224126],[137313,502328,915450],[140019,509181,693328],[140585,230418,231396],[144010,235255,360251],[144303,235644,521050],[145621,523406,945422],[147157,526320,948492],[147272,239990,365884],[149324,241442,242222],[150232,532503,1204952],[150491,151668,152003],[151060,534133,960319],[152984,375394,736697],[153819,379740,544319],[154832,542426,966552],[156388,546520,974544],[156867,252596,383772],[157775,548863,1226814],[158603,550493,981165],[162375,558786,1241966],[164133,563193,995478],[166782,400677,570230],[168148,572306,1007473],[168976,573936,775599],[171293,407243,569684],[171403,272353,272902],[172298,173276,173549],[172748,582229,1274438],[175063,278447,279959],[181332,287366,288543],[185961,293652,436377],[187186,616822,1067104],[189038,441088,831892],[189758,621195,1071672],[192837,626820,1078505],[196082,452695,633841],[197448,635917,1089109],[198276,637547,849457],[203292,647449,1103051],[206367,653632,1367324],[207195,655262,1114878],[217817,335109,335889],[218725,679174,1400182],[218984,220161,220496],[219553,680804,1146590],[223325,689097,1152823],[230868,705457,1437196],[238979,526232,722325],[243074,729055,1204597],[245646,733428,1209165],[246122,734358,1470461],[255300,551498,980021],[256020,752365,1231027],[273577,785460,1270332],[278188,794557,1280936],[279016,796187,1028187],[287107,812272,1563700],[287935,813902,1306705],[315951,647361,862581],[322618,873684,1371537],[336741,898484,1399827],[339313,902857,1404395],[339789,903787,1665691],[418239,1033353,1803570],[429643,1052414,1567913] ] cell #1411 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [90207],[91320],[110299],[110713],[120954],[124453],[144762],[149512],[149926],[150708],[152253],[157055],[157469],[161441],[181582],[191978],[193177],[194970],[200897],[205647],[206061],[206843],[218005],[218419],[219201],[220746],[223897],[229934],[240178],[242023],[243727],[245816],[256496],[258240],[259439],[262000],[272718],[273917],[275710],[278664],[280209],[286387],[286801],[287583],[292279],[296291],[298706],[300807],[317150],[319159],[320699],[333845],[335690],[337394],[339483],[342732],[344525],[350163],[351907],[353106],[355667],[357853],[363337],[364350],[367870],[379928],[384353],[386768],[388313],[399276],[403316],[405731],[407097],[407832],[414140],[415844],[417933],[424175],[426184],[427724],[433062],[438855],[439741],[455334],[457749],[459115],[462632],[467050],[479223],[483863],[484876],[485500],[487929],[488396],[495991],[504879],[507294],[508839],[517407],[521083],[524747],[541772],[542785],[543409],[545838],[549265],[565744],[568159],[570664],[572708],[573594],[575012],[577721],[586108],[596485],[598122],[600903],[614665],[623888],[634275],[636319],[637205],[638623],[641332],[662901],[664538],[667754],[668355],[671418],[672463],[695936],[698240],[716312],[722759],[726305],[736730],[737331],[740394],[741439],[755058],[767489],[769793],[773004],[773305],[774530],[805561],[831925],[832526],[835754],[846862],[847163],[848388],[863015],[866561],[881695],[885741],[916489],[943313],[948005],[948306],[963860],[980054],[980655],[983883],[996517],[1037993],[1064883],[1070016],[1073817],[1097872],[1102564],[1102865],[1121114],[1191303],[1194016],[1211310],[1224238],[1229371],[1312941],[1322924],[1334396],[1353675],[1406540],[1453783],[1464580],[1530772],[1595065],[1659810],[1786892] ] cell #1412 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [137011],[138132],[163831],[164952],[167429],[167846],[178084],[189456],[195595],[196729],[197146],[210034],[213259],[225549],[225966],[233445],[236394],[244927],[245344],[246317],[247870],[255718],[262991],[263408],[276335],[277469],[277886],[281641],[290774],[294201],[299353],[300932],[301486],[302981],[304075],[305688],[313366],[321899],[322316],[324842],[338594],[339011],[339984],[341537],[356658],[357075],[363462],[366761],[368528],[368859],[370779],[382263],[383395],[387415],[389548],[391043],[392137],[406378],[407957],[408511],[410006],[411100],[412713],[417044],[428924],[429341],[431867],[439513],[442626],[444509],[447269],[458396],[461317],[462757],[465594],[466056],[468154],[469286],[470074],[483988],[487287],[489054],[489385],[491305],[498165],[499259],[507941],[510074],[511569],[512663],[518607],[523953],[527643],[536676],[541897],[545196],[549923],[553036],[556817],[557679],[568806],[573366],[576479],[578362],[581122],[589017],[596610],[599447],[599909],[600552],[602007],[603139],[603927],[610787],[611881],[616161],[631057],[636977],[640090],[645082],[648772],[663026],[665863],[666325],[666968],[670624],[674314],[676230],[683347],[687990],[693893],[696594],[699707],[700953],[703488],[704350],[712245],[726430],[728394],[739600],[743290],[745206],[747331],[765446],[768147],[771260],[772506],[774801],[776164],[782358],[789697],[798730],[800924],[801457],[803722],[807412],[821088],[833601],[836412],[848659],[850022],[856216],[877058],[877591],[879856],[883546],[888466],[888999],[895281],[897823],[912719],[914967],[915338],[916760],[949561],[950094],[952448],[959521],[966585],[967118],[973400],[994995],[995366],[996788],[1005708],[1006990],[1007361],[1027389],[1035300],[1065448],[1071189],[1071560],[1074088],[1087344],[1088626],[1088997],[1114080],[1118421],[1128888],[1130883],[1145792],[1191421],[1197430],[1197541],[1213193],[1215188],[1233443],[1256465],[1305907],[1320848],[1326009],[1342511],[1359802],[1456774],[1489527],[1619532], [90211,546359],[91332,256111],[94983,261857],[110300,438347],[110717,616661],[120955,316451],[124465,322709],[125668,323289],[141783,355524],[144766,523271],[149513,532397],[149930,728894],[150732,534472],[152265,245737],[157056,381696],[157473,385957],[161271,388994],[161442,392633],[163220,561094],[181594,429734],[182797,430314],[185245,435480],[190258,440422],[191982,626685],[193178,628698],[194971,304571],[200901,459727],[205648,467587],[206065,471848],[206867,655601],[218006,679068],[218423,898323],[219225,681143],[220758,339404],[224663,345150],[229764,509520],[229935,513159],[231713,707765],[234648,519997],[240179,525284],[242024,368292],[243731,731309],[245820,372553],[256520,550832],[258244,555227],[259440,759868],[270998,574275],[272722,785325],[273918,787338],[275711,411596],[278279,280221],[278688,796526],[280598,418434],[286388,601440],[286805,605701],[287607,814241],[290603,608738],[292552,824503],[296292,439277],[298710,619076],[300811,444817],[311238,637886],[317151,646413],[320703,871565],[333846,671955],[334589,674030],[335691,488818],[337398,900738],[339487,493079],[341317,496116],[342033,344526],[342733,910360],[343952,912435],[345293,914635],[350187,697503],[351911,701898],[353107,929297],[357877,938485],[363341,524261],[367944,529999],[379929,740931],[380672,743006],[384354,549687],[386772,750246],[399300,769056],[403317,573130],[404883,575137],[405735,777716],[407121,1025425],[407836,578670],[413784,414141],[414304,1028752],[415033,417937],[415848,1030304],[424176,805053],[424919,807128],[427728,1050295],[433063,1059917],[434282,1061992],[438929,617701],[455335,636741],[456901,638748],[457753,851574],[459139,846695],[462636,645390],[479224,881187],[479967,883262],[483867,670932],[485144,485501],[485664,1147155],[487930,1149730],[488470,676670],[495435,1152856],[495582,495995],[504880,696358],[506446,698365],[507298,919675],[508684,1181095],[517411,1185974],[541776,739908],[543053,543410],[543573,960884],[545839,963459],[549339,748871],[565745,767911],[567311,769918],[568163,999703],[569549,994824],[570665,1270627],[572782,776341],[574456,1274471],[574603,575016],[577725,1277666],[585993,1280824],[596489,804030],[597766,598123],[598286,1307270],[623889,836176],[634276,1078800],[636393,850199],[638067,1082644],[638214,638627],[641336,1085839],[650930,866686],[662905,880164],[664182,664539],[664702,1115443],[667826,1400215],[668359,1400434],[672348,1404283],[696010,918300],[697684,1437229],[697831,698244],[722760,945717],[726309,952756],[736802,1204985],[737335,1205204],[741324,1209053],[754702,755059],[755222,981730],[767563,998328],[769237,1241999],[769384,769797],[773008,1529880],[773379,1530583],[805446,1567801],[831997,1067492],[832530,1067711],[835828,1074588],[846866,1333504],[847237,1334207],[857675,863016],[866005,1104120],[866152,866565],[881580,1371425],[885743,1659402],[943387,1191877],[948009,1193124],[948380,1193827],[963862,1464172],[974932,980126],[975151,980659],[983768,1230915],[1064887,1320653],[1070018,1322516],[1096980,1102568],[1097683,1102939],[1191305,1451650],[1223830,1229373] ] cell #1413 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [11682],[17313],[22612],[25506],[28111],[32759],[36493],[37036],[39706],[40235],[45880],[46703],[49503],[51282],[55531],[56595],[56854],[59265],[62107],[63867],[66757],[69993],[70816],[71075],[75476],[76299],[78028],[79099],[80878],[83001],[84720],[87680],[90243],[92794],[94554],[95944],[97015],[99713],[101473],[104363],[104837],[107599],[108422],[108681],[110595],[110749],[114979],[116698],[119658],[119907],[121248],[122967],[125927],[126488],[126962],[129801],[131520],[134480],[137043],[139594],[141354],[142744],[144798],[145275],[147645],[149808],[149962],[152408],[154192],[155911],[157351],[157505],[161735],[163454],[163863],[166414],[167724],[167878],[172108],[173827],[176787],[177036],[178377],[180096],[183056],[184091],[186510],[189488],[192014],[192491],[193473],[194861],[195264],[197024],[197178],[200933],[201410],[203780],[205943],[206097],[208543],[208986],[210327],[212046],[213291],[213768],[218301],[218455],[220901],[222685],[224404],[225844],[225998],[230228],[231947],[234907],[236426],[239492],[240474],[242398],[243763],[245222],[245376],[245852],[246610],[247902],[248379],[252772],[255750],[258276],[258753],[259735],[261123],[263286],[263440],[267250],[272754],[273231],[274213],[275601],[276004],[277764],[277918],[280364],[281673],[282150],[286683],[286837],[289283],[291067],[292786],[294495],[298742],[299648],[300843],[301518],[302742],[304107],[304584],[305137],[305720],[307490],[313398],[316464],[317446],[319370],[320735],[322194],[322348],[323582],[324874],[325351],[334141],[336065],[337430],[338889],[339043],[339519],[340277],[341569],[342046],[343028],[344819],[346439],[351943],[352420],[353402],[354790],[356953],[357107],[359553],[363373],[366060],[366793],[368420],[368560],[369153],[372035],[373877],[380224],[382557],[386804],[387710],[389580],[390804],[392169],[392646],[393782],[395552],[405767],[406673],[407868],[408543],[409767],[411132],[411609],[412162],[412745],[414515],[415880],[417969],[418727],[424471],[426395],[427760],[429219],[429373],[430607],[431899],[432376],[433358],[439405],[439545],[442658],[443171],[444428],[445122],[457785],[458691],[462668],[465355],[466088],[467855],[468448],[471330],[479519],[483899],[486586],[487319],[488225],[488946],[489086],[489679],[492561],[494403],[496027],[497926],[500321],[500904],[507330],[508236],[510106],[511330],[512695],[513172],[514308],[516078],[517443],[520290],[523872],[524566],[525552],[527937],[529948],[541808],[544495],[545228],[546134],[549815],[549955],[553581],[568195],[569101],[573258],[573398],[575048],[576511],[577024],[577757],[578281],[578975],[586658],[586798],[596521],[599208],[599941],[601708],[602301],[605183],[610548],[613526],[617650],[636869],[637009],[638659],[640122],[640635],[641368],[645001],[645695],[662937],[665624],[666357],[668391],[670543],[671237],[672223],[673013],[673153],[674608],[675991],[676619],[696486],[696626],[698276],[700252],[710026],[726341],[737367],[739519],[740213],[741199],[741989],[742129],[743584],[744967],[748820],[768039],[768179],[769829],[771805],[774006],[776290],[779997],[803641],[804335],[806111],[806251],[832562],[836304],[836444],[847864],[850148],[853855],[866597],[879775],[880469],[882245],[882385],[885788],[918249],[921956],[949007],[952367],[953061],[963907],[980691],[984433],[984573],[998277],[1001984],[1065367],[1070063],[1074537],[1103566],[1191350],[1191826],[1229418] ] cell #1414 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [151210],[158753],[163562],[186800],[193677],[202596],[207345],[219703],[224512],[232055],[236435],[242688],[244289],[253062],[254663],[259939],[274417],[279166],[288085],[292894],[294054],[301527],[313407],[321261],[336355],[337956],[343232],[353606],[360103],[368712],[382116],[408552],[416406],[428286],[489238], [52429,267540],[56064,280346],[63975,304454],[65005,307780],[70431,208525],[71919,480629],[72350,330102],[76407,341916],[77075,344929],[77776,346729],[78136,227246],[81411,359535],[86951,372325],[87074,372442],[87920,538538],[88351,376185],[93369,258623],[94662,392516],[95201,261636],[95692,395842],[96052,264688],[97599,401079],[101581,411479],[102611,414805],[102734,414922],[104473,420432],[104819,283336],[108037,289265],[108530,432246],[109198,435259],[110417,618013],[111997,299089],[112065,619737],[113177,443461],[115810,448792],[115827,449230],[116806,306492],[117544,453097],[123075,466435],[123426,319660],[123736,319777],[125198,471620],[125321,471737],[126598,475480],[126944,326537],[131628,487666],[133751,492851],[133874,492968],[135134,496273],[135151,496711],[137480,502642],[137911,348330],[140169,352290],[141462,513042],[142001,355303],[142615,516485],[142852,358355],[144909,720072],[145145,524706],[146461,366350],[146771,366467],[148158,528816],[149630,530311],[151278,534609],[152390,374510],[156019,545575],[157173,749183],[158821,750907],[159933,553871],[160056,553988],[160379,389151],[160443,389589],[162566,559202],[162583,559640],[164300,563507],[164731,397443],[169126,406114],[170429,577431],[172939,582645],[172956,583083],[173935,413517],[174673,586950],[180204,600288],[180555,426685],[180865,426802],[182327,605473],[182450,605590],[183710,608895],[184073,433562],[186917,618479],[188337,442229],[188401,442667],[190401,622439],[192125,624525],[192361,445262],[195374,451704],[198426,458132],[199729,641042],[201044,860328],[201280,645835],[201661,861425],[204276,649507],[204293,649945],[204825,468007],[205765,651440],[207413,655738],[212154,666704],[214954,486876],[215264,486993],[216634,675049],[218123,676982],[219771,681280],[220883,495036],[228549,700659],[228872,509677],[228936,510115],[231059,705873],[231076,706311],[233224,517969],[235481,521273],[235812,716974],[235997,719652],[238171,527496],[240296,721169],[242805,530777],[249565,544785],[249875,544902],[251245,744025],[252470,746174],[253179,749649],[253616,979003],[253677,977025],[256663,753609],[258387,755695],[259004,989563],[265991,772212],[266948,773644],[269077,576082],[269141,576520],[272865,783165],[273101,579115],[276114,585557],[285016,808147],[285565,601860],[286505,810080],[288153,814378],[293290,826265],[293460,614912],[295576,828896],[298853,830874],[301089,624105],[305388,841434],[307188,847502],[309317,639693],[309381,640131],[312784,857230],[312969,859908],[320214,1112716],[320275,1110738],[328217,884281],[329148,667944],[331838,674167],[333963,890598],[336472,677448],[346137,915603],[352054,925124],[352671,1175834],[362572,945272],[365047,948645],[370234,956179],[373511,958157],[373572,1210424],[375231,736920],[377921,743143],[380046,968717],[381352,974394],[395250,995631],[400485,773552],[402601,1007626],[405878,1009604],[408114,782745],[412413,1020164],[427239,1304543],[427300,1302565],[438003,1066954],[440925,832115],[442081,1071825],[446957,1078355],[452503,847410],[454619,1089262],[457896,1091240],[464342,1103204],[490760,1142450],[494037,1144428],[494098,1405654],[500572,1154988],[526040,948553],[532053,1204447],[536131,1209318],[551335,980244],[552491,1231180],[580810,1270182],[588472,1281089],[591749,1283067],[591810,1547180],[647169,1103112],[657260,1371690],[678724,1399677],[682802,1404548],[815900,1568066], [19379,142492,516368],[19417,232793,710178],[26039,170306,577314],[26145,271141,781079],[28887,183727,609333],[33292,199606,640925],[33398,311381,854937],[36907,329479,886403],[37144,213638,671377],[37812,216651,675487],[40768,228426,700542],[40874,350330,923038],[46574,375562,964522],[46811,248249,740353],[47479,251262,744463],[51815,265868,772095],[51921,399443,1003066],[52066,400315,1004995],[52552,267657,777119],[56466,419809,1035960],[56703,282020,804475],[57371,285033,808585],[61501,441256,1070678],[64642,452333,1086631],[65128,307897,850977],[70687,474857,1119081],[70924,325221,880609],[71592,328234,884719],[72333,329664,889081],[72819,483098,1131543],[77413,501878,1160665],[77899,346846,919078],[83832,525870,1196717],[84318,527331,1198201],[84828,367140,953201],[88334,375747,967200],[88820,541007,1215848],[92188,551666,1230033],[95329,562743,1245986],[95815,395959,999106],[98013,571856,1258781],[104456,419994,1038638],[112479,620745,1327180],[113300,443578,1075366],[116296,630745,1338581],[117958,635467,1344827],[122079,646999,1359089],[122565,648460,1360573],[126581,475042,1121759],[135620,687678,1411078],[144970,718121,1453123],[148141,528378,1200920],[151692,732978,1468836],[159235,751915,1490698],[163052,761915,1502099],[173425,789385,1534957],[175087,794107,1541203],[186208,615004,1321147],[192186,838386,1594405],[201105,858377,1615881],[207827,873234,1631594],[220185,902407,1664066],[231545,931344,1697329],[258448,986515,1754520],[272926,1017116,1786232],[288567,1051964,1823421],[298914,1072931,1845323],[352115,1172786,1940791],[405939,1264758,2024053],[457957,1350804,2100187] ] cell #1415 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [108165,431994],[108352,608937],[130990,487414],[131450,675091],[142150,516184],[155381,545323],[155841,744067],[167050,773824],[167648,573443],[169629,577130],[179566,600036],[180026,808189],[196350,847682],[196948,637054],[198929,640741],[211516,666452],[211976,884323],[212465,886056],[213523,671288],[225170,915783],[225768,696671],[227749,700358],[239247,948825],[247076,964175],[248134,740264],[262612,995811],[263210,768224],[265191,771911],[267157,776220],[268215,1007806],[280847,1035613],[281905,804386],[297284,1070331],[298342,1072005],[299572,836489],[307397,850078],[308455,1089442],[316219,1103384],[324048,1118734],[325106,880520],[330513,1131196],[346346,918179],[365256,1197854],[367025,953112],[373000,1209498],[376596,1215501],[385346,1229686],[386404,1231360],[395459,998207],[415480,1281269],[437356,1322188],[443078,1074467],[449641,1338234],[464551,1360226],[472295,1371870],[493526,1404728],[497122,1410731],[521537,1191684],[531406,1463844],[547766,1485706],[560051,1501752],[583494,1534610],[606148,1568246],[652535,1626602],[678077,1659074],[706722,1696982],[724294,1719334],[811175,1818429],[893723,1905605],[971842,1985633], [27458,279669,592659],[32101,304339,852920],[35901,322785,323696],[39412,341801,685894],[39760,223874,501370],[42187,358858,519493],[45782,371942,969324],[49818,388866,389048],[50624,392401,1001049],[50904,261234,261977],[54873,411364,779062],[55355,277688,586843],[55433,414422,791932],[58673,429810,430721],[58971,432131,608610],[59319,292256,434857],[61273,440294,440476],[62539,445760,1086778],[63797,448834,1091875],[68549,466320,1107671],[68699,467090,467114],[68958,318997,319136],[69895,471237,1123883],[73522,338813,673198],[74032,487551,673902],[75378,492468,891205],[76042,341664,685657],[76229,496315,905743],[79414,509392,509574],[80220,512927,921021],[80500,354901,355644],[80702,356877,515705],[80780,515985,709261],[83275,361375,1196864],[83465,524787,524811],[83724,364188,364327],[85300,531317,1213357],[89523,245146,742174],[90033,545460,742878],[92696,553488,1233822],[92979,389193,554733],[93063,258371,388514],[93226,556170,1246133],[94484,559244,1251230],[98879,574147,574329],[98979,411227,778825],[99319,406597,575863],[99615,576931,779232],[100145,579613,1005142],[101403,582687,1010239],[102269,414621,792458],[105645,429143,806296],[106155,600173,807000],[106305,600943,600967],[106564,426022,426161],[107501,605090,1040762],[109784,614705,614729],[111396,437267,1326173],[111607,442271,618582],[111691,298837,439942],[111854,621939,1327327],[113707,306590,1086607],[115702,305615,448712],[118824,637758,637940],[118924,304202,852683],[119264,458615,639474],[119560,640542,853090],[120260,642666,1354056],[121522,460670,1359236],[121971,201888,463622],[122897,649549,1363268],[123337,319476,467268],[123547,652446,1375729],[127770,322118,882430],[128280,666589,883134],[128813,668208,886268],[130075,213386,671051],[130265,671458,671482],[130524,484714,484853],[130653,492667,891731],[132100,677988,1129052],[138860,512790,920784],[139200,508160,699091],[139496,700159,921191],[139779,509719,701404],[139863,352038,509040],[140026,702841,1160812],[141284,705915,1165909],[144171,521383,716661],[144893,362120,524380],[145628,719419,1454164],[145897,364449,1196693],[146372,366166,524965],[146582,724205,1458083],[150904,373239,533992],[151067,734172,1468983],[153204,737184,964387],[154466,247997,740027],[154656,740434,740458],[154915,542623,542762],[155044,372141,969850],[156677,746354,1484641],[158152,547677,1489691],[158447,253344,550352],[158610,548677,1490845],[160268,387634,984618],[162458,259231,559122],[165680,392264,1000812],[166020,569025,770644],[166316,771712,1001219],[166913,773345,773369],[168525,267356,776746],[168736,576124,777222],[168820,405862,573795],[168983,780579,1258928],[170836,266350,1004971],[172831,412640,582565],[176393,419047,592468],[177389,801306,1035825],[178651,281768,804149],[179100,282503,597475],[179229,605289,1041288],[180466,426501,601121],[180676,811086,1289167],[185610,614527,826241],[186616,438028,618106],[187475,829076,1585007],[189258,832379,1070543],[192109,444936,446505],[192844,839684,1595446],[193588,450246,628379],[193798,844470,1599365],[196213,847203,847227],[197825,307596,850604],[198036,639735,851080],[198120,457880,637406],[198283,854437,1344974],[200107,856883,1614474],[201028,312332,645509],[201763,644432,1616922],[202032,463744,1359065],[202507,313712,646094],[202717,644343,1620841],[204634,466183,1107434],[207039,319942,655121],[207202,653446,1631741],[208389,208860,473525],[209339,877440,1118946],[210601,324969,880283],[211050,325704,663891],[211179,471436,1124409],[212664,668054,886090],[214121,888848,1131408],[214390,329706,889057],[214865,486692,671636],[215075,893634,1388714],[219397,493765,680663],[219560,903601,1664213],[223408,500799,689433],[226645,346545,918705],[226940,227103,697023],[230951,352898,705793],[234513,359399,715696],[236039,522777,719628],[236846,944925,1713926],[239110,948346,948370],[239845,949943,1198066],[241257,366888,952875],[242504,530404,532078],[243363,956359,1724276],[246930,374230,736262],[247275,737030,964209],[248732,966967,1215713],[249001,375789,967176],[249476,544601,740612],[249686,971753,1475520],[252538,550000,1228240],[252878,381377,749276],[255520,980508,1229898],[257098,553687,1234348],[259106,757887,1755561],[259850,389894,759549],[260060,757798,1759480],[264087,395658,998733],[264382,264545,768576],[272849,578789,580358],[273584,1018414,1787273],[274328,584099,787019],[274538,1023200,1791192],[278860,591477,796046],[279023,1033167,1541350],[282772,420036,1038614],[283247,283457,804734],[287779,426967,813761],[287942,812086,1823568],[289129,289600,607378],[291790,432729,822531],[295644,439590,1068885],[297483,832225,1070365],[299973,443277,1074993],[301131,624081,626191],[301938,1078008,1849605],[304937,1083026,1338446],[305490,844559,1855013],[306186,306349,846215],[312866,645746,1357597],[313011,459233,859884],[316082,1102905,1102929],[316817,1104502,1360438],[325973,475084,1121735],[326448,326658,880868],[336171,677075,678749],[337030,1142630,1910547],[340597,494756,905691],[342399,1153238,1410943],[343143,690967,910041],[343353,1158024,1670750],[352773,927316,1941832],[353517,510420,928978],[353727,927227,1945751],[358049,358212,938005],[362654,524617,1195225],[367339,528420,1200896],[368605,370302,954359],[374421,374631,963140],[381223,748750,1487129],[385545,980354,1229720],[392999,1242381,1501964],[408156,782721,784831],[408963,1269835,2028335],[411962,1274853,1534822],[412515,1023289,2033743],[413211,413374,1024945],[433473,433683,1059598],[436747,615184,1321123],[437874,617580,1323611],[445173,447039,1076499],[489131,490828,1140630],[494947,495157,1149411],[500674,1158113,2155062],[513525,1437611,1697194],[520928,716627,1451716],[529878,531924,1201984],[579026,580892,1268326],[676549,678595,1397214] ] cell #1416 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [34120],[48380],[50199],[64334],[66536],[67121],[69294],[79795],[82780],[87369],[90301],[93134],[93719],[101940],[106900],[110807],[111762],[113962],[114758],[116354],[119966],[123434],[134169],[136707],[139934],[140519],[145334],[146152],[146469],[149094],[150020],[150975],[158518],[168891],[171091],[171887],[173483],[176476],[180563],[188067],[191181],[192550],[193368],[193685],[198191],[202287],[202604],[207110],[214645],[214962],[217587],[218513],[219468],[221668],[224060],[227011],[237550],[249256],[249573],[254329],[259630],[259947],[264453],[268807],[269969],[271921],[273290],[274108],[274425],[277050],[278931],[283027],[283344],[287850],[306257],[309047],[310209],[314522],[317341],[326228],[326545],[331217],[332874],[340736],[342923],[343240],[347996],[349158],[353297],[353614],[358120],[367594],[368676],[374518],[377300],[378957],[397109],[398271],[404302],[413282],[417234],[421547],[423204],[424366],[433253],[433570],[439661],[444096],[444602],[445270],[456320],[466889],[476595],[478252],[479414],[481894],[488120],[489202],[495044],[505865],[518797],[524046],[524714],[529220],[529892],[530050],[539803],[546029],[550071],[554506],[566730],[573514],[578455],[579123],[594516],[600742],[615266],[617594],[617752],[624068],[637125],[645175],[645843],[650349],[660932],[667158],[670717],[676563],[676721],[695341],[696742],[716641],[719615],[725198],[739693],[746436],[748764],[748922],[766894],[768295],[776392],[782708],[803815],[826228],[829158],[836560],[845463],[850250],[856897],[859871],[879949],[918351],[936323],[944939],[952541],[956441],[974357],[998379],[1024193],[1065541],[1066917],[1074639],[1078022],[1142712],[1191928],[1204410],[1269849],[1320493],[1399640] ] cell #1417 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [56892],[71113],[77976],[87718],[95892],[104142],[104727],[108719],[116646],[126267],[126852],[129580],[134518],[137101],[142692],[147424],[149152],[152298],[153971],[163921],[167936],[173775],[177095],[183396],[183981],[188125],[189546],[191579],[194640],[197236],[203559],[209045],[213827],[215917],[217645],[220791],[222464],[232414],[237948],[239551],[241518],[244013],[245434],[248438],[250528],[254387],[255808],[260902],[268865],[270286],[272319],[275380],[277976],[284299],[294609],[295786],[303040],[304643],[309105],[310526],[314920],[316523],[320985],[322406],[327500],[331615],[335185],[337680],[339101],[342105],[344195],[348054],[349475],[354569],[361241],[369267],[370444],[377698],[382671],[383848],[387054],[391102],[392705],[394319],[397167],[398588],[402811],[410065],[411668],[416130],[417551],[421945],[428010],[429431],[434525],[444154],[445626],[454829],[460536],[461725],[465653],[467971],[468562],[469739],[473813],[476993],[489793],[490970],[498224],[504374],[507580],[511628],[513231],[514845],[517693],[519114],[525668],[528051],[529618],[548543],[552701],[555012],[555680],[556036],[557225],[565239],[568445],[578007],[579479],[588682],[599506],[601824],[602415],[603592],[607666],[610846],[618861],[619529],[621805],[623383],[631465],[641618],[642532],[651021],[651179],[653312],[665922],[672339],[674722],[676289],[699372],[701683],[702351],[702707],[703896],[711910],[717270],[719285],[720750],[720908],[734038],[741315],[743698],[745265],[755238],[770925],[777501],[778169],[780445],[782023],[790105],[801172],[809661],[809819],[811952],[826354],[830417],[839550],[851359],[852027],[854303],[855881],[877306],[886699],[888714],[890179],[890337],[903467],[913127],[924667],[942698],[949809],[964818],[966833],[968298],[968456],[1005084],[1009147],[1018280],[1033033],[1070974],[1082892],[1086720],[1090783],[1104368],[1128969],[1153104],[1196806],[1213274],[1230329],[1242247],[1274719],[1326090],[1359178],[1437477],[1489608], [56083,176825],[64164,116614],[67381,68253],[70450,125965],[76596,224320],[77049,224352],[81430,234945],[87151,151995],[91062,92265],[93979,94851],[95175,163402],[101770,173743],[102413,277108],[102811,279951],[108056,183094],[109172,292734],[113928,191566],[116081,194888],[120042,120197],[120872,122350],[123691,205287],[124195,125398],[130797,332932],[133951,220488],[134820,341121],[135405,344443],[140779,141651],[141975,231895],[142294,356297],[145410,145565],[146118,237935],[146726,238633],[149055,241896],[155188,379015],[156406,156598],[160529,160684],[161359,162837],[169294,404687],[169773,405385],[171057,272306],[173210,275628],[174294,414013],[179373,423262],[180820,286027],[181324,182527],[187204,187396],[188028,296164],[188487,188642],[191237,300279],[192626,192781],[193942,303725],[198594,456705],[199073,457403],[200080,200156],[202253,314907],[202861,315605],[204998,205190],[211323,478310],[214611,331602],[215219,332300],[215438,485373],[217548,335563],[227414,506250],[227893,506948],[229022,229177],[229852,231330],[236819,236895],[237606,362809],[238344,238536],[243092,243284],[244375,244530],[249222,377685],[249830,378383],[250049,543282],[254290,384226],[254749,254904],[257242,554564],[260204,391787],[264856,567115],[265335,567813],[268768,403189],[269227,269382],[271977,407304],[273366,273521],[274682,410750],[279813,591256],[282993,421932],[283601,422630],[283820,597995],[285738,285930],[301911,301987],[303436,303628],[309008,455207],[309467,309622],[314413,646797],[314578,462104],[315316,315508],[318137,650734],[321347,321502],[323139,472945],[323840,659333],[326194,476980],[326802,477678],[327021,664411],[331273,483335],[332011,332203],[336759,336951],[338042,338197],[343497,498909],[347957,504752],[348416,348571],[353871,512313],[359002,714484],[367560,529605],[374775,538204],[377356,541244],[378094,378286],[382080,749735],[383020,750031],[387922,754931],[390595,760252],[391498,391690],[397070,565617],[397529,397684],[408936,409012],[410461,410653],[416492,416647],[421603,595957],[422341,422533],[428372,428527],[430164,606798],[430865,817973],[433827,611531],[438731,618565],[444057,623761],[450947,629082],[451790,451945],[459512,860512],[460180,860898],[461143,861164],[468911,871350],[476651,662373],[477389,477581],[495301,684875],[498620,498812],[511121,929681],[512024,512216],[518055,518210],[519847,715116],[523056,720256],[523724,720642],[529276,725777],[530863,532781],[536301,731094],[537915,538107],[546252,977485],[546410,978012],[556643,989302],[584800,787722],[585643,585798],[593013,800258],[602764,1050080],[611242,611434],[615322,826903],[616554,829356],[616712,829883],[624709,626470],[625095,627138],[630883,841173],[641783,1100295],[677534,679452],[682972,900523],[684586,684778],[691668,910744],[703314,1175573],[716569,942675],[718536,945736],[726591,728787],[727118,728945],[783349,785110],[783735,785778],[789523,1019903],[798355,1030089],[826158,1064707],[836583,838801],[896020,898216],[896547,898374],[912545,1154727],[1015313,1017531] ] cell #1418 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [33519],[34109],[42805],[43048],[48409],[50188],[60075],[62829],[63072],[63460],[64323],[66918],[67161],[69323],[79784],[85648],[86383],[87398],[90762],[93516],[93759],[94147],[100435],[100678],[101066],[101929],[106929],[112882],[114020],[115143],[116394],[122778],[123895],[124630],[132448],[133183],[134198],[135833],[136696],[140316],[140559],[140947],[146210],[147809],[149168],[159638],[161899],[170011],[171149],[172272],[173523],[175490],[176121],[176505],[179907],[181024],[181759],[184409],[188141],[191191],[199311],[202345],[203944],[211857],[214703],[216302],[217060],[217661],[221726],[222849],[224100],[228131],[230392],[233610],[234241],[237560],[249314],[250913],[251671],[254403],[265573],[267752],[268881],[270027],[271623],[271931],[277124],[283085],[284684],[285442],[291231],[307992],[309121],[310267],[311863],[314532],[326286],[327885],[328643],[329608],[329686],[331227],[332948],[334814],[340746],[346941],[348070],[349216],[367652],[375691],[375769],[377310],[379031],[380897],[396054],[397183],[398329],[400337],[401025],[401052],[404312],[420016],[421557],[423278],[441385],[443673],[444170],[452355],[453043],[453070],[456330],[466947],[475064],[476605],[478326],[480520],[480602],[481904],[502615],[505875],[525892],[526580],[528400],[529230],[538429],[538511],[539813],[551795],[554580],[563480],[566740],[569638],[594526],[615026],[615276],[619628],[619710],[622412],[633249],[647021],[647709],[650359],[660942],[695351],[716791],[716947],[721733],[725208],[746446],[750798],[750880],[766904],[825973],[826369],[829168],[845473],[857047],[861989],[936333],[945089],[956451],[974498],[1024203],[1067058],[1078172],[1142722],[1204551],[1269999],[1399781] ] cell #1419 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [90222],[110728],[144777],[149941],[157484],[157707],[186527],[191993],[200912],[201427],[206076],[206299],[218434],[242415],[243742],[245831],[246054],[252789],[258255],[258770],[272733],[286816],[287039],[298721],[300822],[302759],[305154],[319387],[320714],[336082],[337409],[339498],[339721],[351922],[352437],[363352],[366077],[368020],[368437],[370683],[386783],[390821],[405746],[407847],[409784],[412179],[415859],[417948],[418171],[426412],[427739],[439005],[439422],[457764],[462647],[465372],[469978],[483878],[486603],[488546],[488963],[491209],[496006],[497943],[500338],[507309],[511347],[517422],[541787],[544512],[549415],[549832],[552940],[568174],[572858],[573275],[575027],[577736],[586258],[586675],[588921],[596500],[599225],[603831],[610565],[636469],[636886],[638638],[641347],[662916],[665641],[668370],[672613],[673030],[676008],[689814],[696086],[696503],[698255],[699611],[712149],[726320],[737346],[741589],[742006],[744984],[767639],[768056],[769808],[771164],[773013],[774023],[776725],[782262],[805711],[806128],[822912],[832541],[835904],[836321],[846871],[847881],[850583],[856120],[866576],[881845],[882262],[885734],[885864],[887929],[918684],[924221],[943463],[948014],[949024],[963853],[963983],[966048],[980670],[984033],[984450],[998712],[1004249],[1004750],[1005940],[1037486],[1040227],[1064892],[1070009],[1070139],[1074972],[1086386],[1087576],[1098022],[1102573],[1103583],[1120607],[1123348],[1129814],[1161610],[1191296],[1194166],[1196472],[1200847],[1212465],[1214119],[1224247],[1229364],[1229494],[1246931],[1289929],[1315175],[1322933],[1329245],[1334546],[1353668],[1358844],[1376491],[1407695],[1452232],[1453776],[1459951],[1464589],[1530922],[1583154],[1595058],[1659819],[1712086],[1786885] ] cell #1420 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [115731],[122000],[125954],[150861],[158404],[162487],[163431],[172860],[176814],[183083],[191428],[193534],[200347],[202453],[205379],[206996],[219354],[223437],[224381],[230980],[231924],[234934],[237086],[237797],[238725],[241737],[252111],[257690],[259796],[272168],[274274],[277200],[278817],[286119],[287736],[292763],[295217],[296005],[296813],[300271],[302178],[303817],[312151],[314769],[315697],[318709],[323042],[331464],[332392],[333024],[335404],[340983],[343089],[351357],[353463],[356389],[361939],[362801],[363900],[369875],[371471],[377547],[378475],[379107],[384067],[384875],[391879],[403030],[403838],[404549],[405477],[407296],[409203],[410842],[413854],[421794],[422722],[423354],[425734],[430067],[446324],[448285],[455048],[455856],[456567],[457495],[462096],[463195],[470766],[476842],[477770],[478402],[483327],[484426],[485214],[490401],[491997],[499001],[504593],[505401],[506112],[507040],[512405],[519750],[529467],[538296],[541236],[542335],[543123],[554656],[558695],[565458],[566266],[566977],[567905],[580177],[582138],[589709],[591348],[592916],[595949],[597048],[597836],[604619],[611623],[616487],[623602],[630874],[632881],[648589],[650596],[659425],[662365],[663464],[664252],[684967],[687807],[689006],[705366],[712937],[714576],[718143],[718480],[725769],[728720],[733000],[735835],[747657],[751937],[754772],[762044],[789514],[791521],[794129],[818065],[822104],[826895],[827128],[827722],[838408],[838745],[843181],[858399],[858736],[863172],[873256],[898149],[902429],[905264],[907991],[931473],[942540],[943496],[954411],[955005],[975257],[975851],[991310],[1017138],[1017475],[1021911],[1051986],[1064582],[1076579],[1098055],[1140682],[1141276],[1177581],[1268406], [56291,419176],[56881,179129],[70512,474224],[71102,211079],[72401,330753],[72644,482465],[78005,226897],[84143,526698],[87707,246959],[88402,376836],[88645,540374],[95921,264339],[97681,402242],[104524,281087],[104767,283193],[108708,291819],[110438,615940],[115878,449881],[116121,630112],[116675,306143],[117626,454260],[122390,647827],[126649,324288],[126892,326394],[134507,340626],[135202,497362],[135445,687045],[137562,345778],[142721,358006],[144725,717742],[148209,365496],[149244,368512],[149651,728173],[150656,533547],[151360,535772],[152338,374367],[157194,747110],[162634,560291],[162877,761282],[164382,394891],[173007,583734],[173250,788752],[173804,413168],[174755,588113],[183778,431313],[184021,433419],[188217,439497],[190483,441722],[191692,445064],[191941,838007],[193316,627922],[200860,857998],[201682,859313],[204344,464791],[205786,868429],[206791,654676],[207495,656901],[216702,486022],[217737,489038],[218144,897602],[219149,680218],[219853,682443],[220831,494893],[223584,690602],[231127,706962],[231370,930711],[232875,515417],[238061,524508],[240317,950660],[241528,529936],[243690,729871],[251313,543931],[253432,976646],[254479,549907],[256444,753409],[256745,552132],[258203,986136],[259025,987451],[259578,759092],[268957,573350],[271223,575575],[272432,578917],[272681,1016737],[274056,786562],[278612,795601],[279316,797826],[285084,598644],[286526,1047159],[287531,813316],[288235,815541],[291966,823700],[295796,617638],[298669,1072552],[305409,1083743],[309197,636961],[311463,639186],[315033,645637],[317289,864765],[320030,1110359],[320662,870127],[328285,665060],[331728,671179],[333984,1136931],[335195,676607],[337357,899300],[342871,909584],[348146,696578],[350111,922838],[350412,698803],[350812,933480],[351870,1172407],[352692,1173722],[353245,928521],[357801,937560],[358505,939785],[361600,1193787],[373327,1210045],[377811,740155],[380067,1221236],[383858,748808],[386731,981844],[397259,768131],[399224,1002866],[399525,770356],[399925,764051],[402821,776278],[405694,1264379],[407045,1015126],[412434,1275570],[415807,1028866],[419938,1047706],[422058,804277],[424314,1043495],[425144,1054821],[427055,1302186],[427687,1048857],[433201,1059141],[444246,836396],[445985,1334167],[454839,850136],[457712,1350425],[459063,1096762],[460895,1097643],[474986,868976],[477106,880411],[479362,1126616],[480192,876091],[482126,1389017],[483227,1137478],[488068,1139274],[493853,1405275],[500593,1416466],[501900,1172808],[502588,1173145],[504384,918237],[507257,1168115],[517370,1184536],[527460,951207],[529731,953003],[540035,1475823],[541136,1221783],[545977,1223579],[562765,986537],[563453,986874],[565249,998265],[568122,1253436],[571878,1264780],[572566,1265117],[577684,1266352],[579838,1530543],[591565,1546801],[593142,1300797],[593224,1301391],[594748,1289470],[620767,1072953],[621455,1073290],[623393,1074525],[629773,1599668],[635489,1350826],[636177,1351163],[641295,1352398],[659558,1108970],[659640,1109564],[661164,1376032],[668318,1387044],[669504,1393930],[669586,1394524],[686706,1671053],[692866,1431164],[717280,1191814],[722834,1198700],[722916,1199294],[725430,1458386],[737294,1473850],[738480,1480736],[738562,1481330],[760943,1759783],[764419,1235934],[773223,1517328],[775137,1524384],[788413,1791495],[826502,1320952],[832489,1588232],[832574,1328008],[847081,1603890],[848995,1610946],[865686,1621144],[885941,1647152],[930372,1946054],[942837,1451922],[948224,1717058],[964060,1732473],[980618,1748347],[1070216,1843132],[1102783,1872728],[1229571,1992689] ] cell #1421 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [193987],[202906],[208648],[244225],[254599],[260249],[261619],[274727],[280469],[289388],[300573],[303263],[312453],[315143],[319068],[321197],[337892],[343542],[344912],[353916],[355286],[359658],[362241],[363103],[364259],[368118],[381522],[388635],[391325],[407598],[410288],[414213],[416342],[426093],[428222],[435242],[438173],[439103],[440063],[444488],[446626],[448644],[459398],[462398],[463554],[467413],[472867],[483629],[484785],[485573],[488644],[495757],[498447],[509161],[511851],[515776],[522942],[523932],[525110],[532223],[534113],[541538],[542694],[543482],[549513],[550473],[559054],[572956],[573916],[574778],[575934],[578341],[580479],[582497],[586356],[596251],[597407],[598195],[601266],[606720],[626356],[628524],[636567],[637527],[638389],[639545],[645061],[646239],[655242],[662667],[663823],[664611],[670603],[671781],[672711],[678894],[680784],[689365],[696184],[697144],[698006],[699162],[705725],[715038],[726071],[736194],[739579],[740757],[741687],[755131],[759694],[767737],[768697],[769559],[770715],[784996],[787164],[796167],[798185],[800180],[803701],[804879],[805809],[813882],[822463],[828192],[836002],[844009],[846336],[864000],[866327],[876450],[879835],[881013],[881943],[905623],[908819],[910186],[929123],[938126],[940144],[944180],[944548],[952427],[955475],[960071],[963285],[976321],[980917],[984131],[992138],[1022739],[1025066],[1027939],[1055180],[1059743],[1065427],[1065590],[1066143],[1077263],[1077631],[1082280],[1098739],[1099107],[1103756],[1114630],[1141746],[1146342],[1149556],[1152492],[1178409],[1191103],[1192009],[1203083],[1203636],[1224945],[1225498],[1241635],[1269090],[1269458],[1274107],[1306457],[1320567],[1332389],[1354381],[1398313],[1398866],[1436865],[1528765], 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] cell #1422 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [629041],[646756],[658665],[718070],[731021],[749958],[760211],[787681],[799590],[817305],[826033],[827650],[838335],[841101],[858326],[861092],[871277],[900450],[910703],[929640],[941549],[943556],[954933],[975779],[989230],[1017065],[1019831],[1030016],[1050007],[1076639],[1098115],[1141204],[1154655],[1175501],[1268466], 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[57084,599088,1814549],[71305,665504,1896185],[77527,693579,1929553],[87740,744847,1740515],[95443,765132,2007672],[98127,775850,2019407],[104101,800747,2046627],[108911,610428,1572880],[112593,833287,2081865],[114037,847744,1858115],[118072,849708,2095541],[126226,876881,2120485],[129539,888289,2131583],[134540,675871,1655194],[142243,710439,1442601],[146227,948887,1965046],[147383,949384,2190598],[148791,963968,1978526],[151806,960570,2198603],[153930,966408,2203136],[159349,981416,2214963],[169722,781340,1526061],[171166,773886,1774994],[175201,1028438,2254181],[183355,609158,1312004],[186825,1066330,2289405],[187764,1070124,2080623],[194599,1082467,2298916],[199022,855198,1612623],[202362,1103446,2107005],[203518,1103943,2313826],[207941,1115129,2321831],[214720,887792,1650606],[215876,675312,1395647],[217284,885849,1898498],[220299,1146841,2345274],[222423,1152679,2349807],[227842,923299,1688433],[242713,1203823,2388623],[249331,965911,1735927],[250487,744288,1482453],[253087,1225685,2402027],[254026,1229479,2213721],[260861,1241822,2411538],[265284,1003327,1772738],[267565,775014,1520964],[268504,1005925,1777196],[275339,1274294,2432769],[283102,1037349,1809961],[284258,808410,1559165],[288681,1306956,2455684],[307805,848872,1607526],[308744,1087561,1860317],[319685,1366195,2490186],[326303,1120470,1891597],[327459,884544,1645211],[336380,1399053,2509149],[346754,916973,1683336],[347693,1161595,1931755],[354528,1437052,2532064],[366375,1459572,2545824],[367669,1200710,1969053],[395867,997001,1767641],[396806,1246916,2009874],[426710,1562571,2597211],[443486,1074301,1847685],[443793,1329230,2083939],[486901,1654802,2639491],[521609,1452217,2187005],[544810,1740123,2676933] ] cell #1423 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [422706],[477754],[505102],[538280],[565967],[593385],[593485],[596739],[611607],[632582],[659801],[659901],[663155],[669747],[669847],[684951],[693244],[712638],[723077],[723177],[727379],[735526],[738723],[738823],[764797],[775515],[791222],[818541],[821795],[827885],[830144],[832952],[837375],[843342],[843442],[849373],[863333],[863433],[892606],[896808],[904955],[908152],[908252],[934226],[943653],[946528],[953413],[955168],[957427],[960235],[970725],[976014],[978273],[981081],[991471],[991571],[1008874],[1011682],[1016105],[1022072],[1022172],[1028103],[1042163],[1067939],[1076736],[1079611],[1090510],[1093318],[1098212],[1099967],[1101087],[1109727],[1111986],[1114794],[1125284],[1132799],[1139684],[1141439],[1143698],[1146506],[1156996],[1164544],[1167352],[1177742],[1177842],[1199457],[1205432],[1217104],[1226174],[1227294],[1232428],[1236091],[1237846],[1238966],[1245099],[1249865],[1252673],[1259766],[1268563],[1271438],[1282337],[1285145],[1292914],[1301554],[1303813],[1306621],[1317111],[1328165],[1331073],[1339837],[1345812],[1361829],[1366494],[1366684],[1367804],[1374667],[1379476],[1394687],[1400662],[1412334],[1422524],[1427658],[1431321],[1433076],[1434196],[1440329],[1445095],[1447903],[1453058],[1459871],[1461816],[1469821],[1481493],[1491683],[1496327],[1496926],[1509330],[1514464],[1524541],[1527449],[1536213],[1542188],[1558205],[1562870],[1563060],[1564180],[1571043],[1575852],[1589926],[1590525],[1591853],[1594340],[1611103],[1614011],[1615816],[1625969],[1626214],[1644251],[1648288],[1655101],[1657046],[1665051],[1676723],[1686913],[1691557],[1692156],[1704560],[1712776],[1718701],[1718946],[1733609],[1740422],[1742367],[1753890],[1771218],[1781753],[1782352],[1783680],[1786167],[1802930],[1807643],[1817796],[1818041],[1838981],[1844693],[1852867],[1864874],[1865473],[1866801],[1889279],[1899047],[1904972],[1905217],[1919880],[1940161],[1960975],[1967775],[1979075],[1985000],[1985245],[2002424],[2017711],[2023423],[2031597],[2081172],[2093845],[2099557],[2109734],[2130404],[2171853],[2190144],[2201957],[2214270],[2291661],[2313372],[2404283], [303801,630858],[315681,648573],[323026,659409],[371172,732846],[384576,751783],[391863,762028],[393216,763752],[410826,789498],[430051,818049],[444552,1075594],[444722,837125],[447976,843044],[459532,1097070],[459632,857116],[462886,863035],[467732,867635],[470467,873102],[491698,902275],[498985,687791],[512389,931457],[513742,933181],[519734,714560],[523076,1193214],[523176,945158],[523996,1194320],[524166,946278],[525429,947681],[530213,953730],[546573,974576],[555132,985254],[558386,991173],[578405,1267421],[578575,1015855],[581829,1021774],[589410,793975],[591332,592900],[601585,1046365],[604320,1051832],[612960,823401],[616875,1067136],[617915,1068256],[618981,1069444],[626490,1333594],[626590,1078241],[628843,1080764],[645125,1356692],[645295,1100837],[646558,1102240],[651342,1108289],[657709,1372938],[670667,1389550],[670837,1132549],[672100,1133952],[676884,1140001],[685443,906001],[688697,907854],[690303,692393],[701803,1171525],[705057,1177444],[709903,934396],[721071,1195779],[729108,1204629],[731214,1206937],[739643,1476356],[739813,1216854],[741076,1218257],[749085,1227611],[750151,1228799],[760013,1240119],[776555,1260083],[777621,1261271],[778611,1010497],[779874,1011852],[785130,1529970],[785230,1270068],[787483,1272591],[792267,1025756],[792437,792799],[803765,1553068],[803935,1292664],[805198,1294067],[809982,1300116],[816349,1569314],[841336,1336159],[850413,1346129],[851479,1347317],[852469,1092133],[853732,1093488],[861327,1358151],[871470,1369309],[879899,1639114],[880069,1379226],[881332,1380629],[890500,1391009],[891540,1134440],[891710,892072],[898537,1399859],[900643,1402167],[910505,1413487],[918514,1422841],[919580,1424029],[920570,1166167],[921833,1167522],[929442,1435349],[940593,1709694],[952491,1720864],[952661,1461566],[963604,1472729],[968619,1477815],[969659,1218745],[969829,970191],[989465,1499677],[998542,1509647],[999608,1510835],[1000598,1251488],[1001861,1252843],[1020066,1532535],[1030209,1543693],[1032462,1285315],[1034850,1805838],[1040057,1554527],[1041097,1294555],[1041267,1041629],[1050200,1565685],[1060062,1577005],[1065491,1839175],[1066629,1585335],[1074802,1592170],[1082107,1601153],[1085744,1602848],[1107220,1363526],[1118163,1374837],[1123178,1640573],[1124218,1381117],[1124388,1124750],[1149875,1667959],[1152319,1926693],[1154890,1673045],[1175736,1694907],[1185879,1706065],[1188132,1448073],[1191051,1960745],[1192429,1714442],[1193028,1714597],[1204122,1724604],[1207632,1729195],[1212295,1731439],[1225984,1484969],[1234157,1493973],[1234327,1234689],[1241462,1498064],[1273934,1792980],[1277571,1794675],[1279403,2043604],[1309990,1571213],[1315005,1832400],[1320517,2077133],[1321555,1840099],[1321800,1840664],[1332809,1850121],[1333408,1850276],[1336852,1854625],[1354801,1614990],[1355400,1615145],[1356538,1363219],[1370004,1627347],[1399352,1910875],[1402862,1915466],[1407525,1917710],[1409349,2154674],[1436692,1693294],[1452493,1962013],[1463211,1970719],[1463456,1971284],[1485073,1742704],[1485318,1743269],[1486451,1492763],[1500370,1755173],[1529185,2028851],[1529784,2029006],[1533228,2033355],[1566380,1819174],[1593775,2086257],[1615251,1867756],[1616534,1622709],[1658441,2140148],[1658686,2140713],[1695600,1941444],[1785602,2244897] ] cell #1424 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [11860],[18123],[19543],[25982],[27024],[28286],[28921],[33235],[36668],[37681],[37846],[39167],[40097],[40711],[41753],[47348],[47513],[51144],[51758],[52511],[52802],[53247],[53415],[56309],[57240],[57405],[61751],[65087],[65378],[65823],[65991],[68637],[70530],[71461],[71626],[72471],[72498],[72662],[77109],[77394],[77858],[78149],[78594],[78762],[84161],[87324],[88472],[88499],[88663],[91350],[92438],[92881],[95235],[95310],[95774],[96065],[96510],[96678],[97699],[97994],[102984],[103597],[104594],[104621],[104785],[104901],[109232],[110456],[112460],[113259],[115975],[116139],[116819],[117644],[117939],[120357],[120913],[122408],[123145],[124483],[125571],[126014],[126719],[126746],[126910],[127026],[129101],[134124],[135299],[135463],[137580],[137875],[138032],[138059],[142035],[142865],[143478],[144951],[145725],[148279],[148306],[149669],[151378],[151673],[152283],[152356],[152472],[153492],[156447],[156804],[157212],[157412],[159216],[160844],[161400],[162731],[162895],[163575],[164400],[164695],[164852],[164879],[173104],[173268],[173948],[174773],[175068],[177677],[181612],[182700],[183143],[183875],[184039],[184155],[187245],[187602],[188802],[190501],[191710],[192167],[192941],[194161],[194929],[195338],[195495],[195522],[200123],[200197],[201086],[204441],[205039],[205804],[206004],[207513],[207808],[208491],[209627],[216799],[218162],[219871],[220166],[220776],[220849],[220965],[221985],[224525],[229337],[229893],[231224],[231388],[232068],[232893],[233188],[233345],[233372],[236862],[236936],[238079],[238385],[240335],[240686],[241937],[242077],[243133],[243490],[244690],[245759],[251410],[251867],[255064],[256763],[257540],[257972],[258429],[260423],[261784],[269542],[271241],[272450],[272907],[273681],[274901],[275669],[276078],[276235],[276262],[280239],[280312],[285181],[285779],[286544],[286744],[288253],[288548],[289231],[290367],[292907],[294973],[296205],[296345],[296663],[297095],[298895],[300299],[300700],[301954],[302028],[303477],[309782],[311481],[315051],[315357],[317658],[321662],[328382],[331746],[332052],[334002],[334353],[335604],[335744],[336800],[337157],[338357],[339426],[341265],[344484],[345077],[348731],[350430],[351207],[351639],[352096],[354090],[355451],[359501],[362829],[363230],[367856],[369631],[371321],[377829],[378135],[380085],[380436],[384267],[384407],[384725],[391539],[397844],[399543],[403230],[403370],[403688],[404120],[404831],[405920],[407324],[407725],[408979],[409053],[410502],[414054],[416807],[417876],[422076],[422382],[424683],[428687],[431595],[435407],[438841],[452105],[455248],[455388],[455706],[456138],[456849],[457938],[462124],[462525],[470616],[477124],[477430],[479731],[483355],[483756],[485414],[486304],[488382],[490157],[491847],[495884],[498661],[504793],[504933],[505251],[506394],[512065],[518370],[529749],[537956],[541264],[541665],[543323],[544213],[549251],[565658],[565798],[566116],[567259],[572694],[574905],[585958],[589559],[595977],[596378],[598036],[598926],[604469],[611283],[623802],[623942],[625136],[632731],[636305],[638516],[650878],[662393],[662794],[664452],[665342],[684627],[695922],[698133],[712787],[720683],[725797],[726198],[727596],[754972],[767475],[769686],[783776],[791371],[826923],[830361],[835740],[836618],[860939],[866454],[897025],[943299],[945771],[978490],[1015348],[1064742],[1100330] ] cell #1425 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41798,232900],[53460,271248],[58776,290361],[66036,311488],[72565,331753],[73667,334347],[78807,350437],[80555,356468],[88566,377836],[89668,380430],[96723,399550],[97886,403364],[99172,406188],[104688,422083],[105790,424677],[117831,455382],[119117,458206],[126813,477131],[127915,479725],[128738,481092],[128979,483273],[137767,504927],[139053,507751],[148373,529756],[153129,539001],[153370,541182],[164587,565792],[165873,568616],[166754,569962],[177314,593714],[177555,595895],[189183,620200],[190688,623936],[196054,633573],[209264,660130],[209505,662311],[214046,670076],[224874,693190],[238951,722057],[239770,723406],[240564,725715],[248657,739052],[255445,751370],[262316,764743],[267919,775461],[293733,826769],[298046,832898],[304862,843671],[308159,849319],[315923,862313],[316742,863662],[342324,908481],[361554,944292],[372704,960181],[386108,981027],[392924,991800],[411887,1022401],[415184,1028049],[445939,1077375],[460849,1098851],[471999,1114740],[493230,1146452],[513450,1178071],[556349,1236730],[579792,1269202],[605852,1306567],[622118,1328804],[703020,1431960],[780758,1525180],[854616,1611742], [11863,103642,280319],[18126,135366,341272],[18340,136468,344887],[19546,143523,359508],[25767,97706,403324],[25985,173171,404838],[27069,174780,414148],[27080,174960,414188],[28289,183188,289238],[28924,183942,431602],[29138,185044,435217],[33020,117651,455342],[33238,116042,456856],[36671,126059,208498],[37434,129095,483856],[37726,219878,485508],[37737,220058,485548],[37849,216866,486311],[39146,221863,495401],[39217,221979,495984],[40100,229837,351646],[40496,137587,504887],[40714,231291,506401],[40918,232175,355261],[41809,233080,515751],[47101,153486,541765],[47393,151385,543417],[47404,151565,543457],[47516,251477,544220],[51147,161344,257979],[51543,164407,565752],[51761,162798,567266],[51965,163682,261594],[52805,271071,404127],[52835,167239,572623],[53226,274779,574422],[53297,274895,575005],[53471,271428,575909],[55208,277279,586023],[56316,286395,286551],[56487,286712,426068],[56993,177671,596478],[57156,104792,424183],[57285,288260,598130],[57296,288440,598170],[57408,285248,598933],[58705,290245,608023],[61754,190331,297102],[62239,190508,623896],[65381,311311,456145],[65411,196539,636234],[65802,194039,638033],[65873,194155,638616],[66047,311668,639520],[68640,204508,650885],[70537,205655,205811],[70708,205972,319043],[71214,209621,662894],[71377,126917,479231],[71506,207520,664546],[71517,207700,664586],[71629,328449,665349],[72041,212502,667639],[72107,335488,667792],[72669,333853,334009],[72840,334170,484760],[73375,338404,672378],[73596,334231,673315],[77112,224504,224528],[77373,351769,508805],[77388,351900,352090],[78128,78152,350260],[78182,225359,695851],[78474,137869,507287],[78573,353968,697650],[78644,354084,698233],[78818,350617,699137],[82610,238086,722767],[84168,240186,240342],[84339,240503,364234],[84948,240680,726298],[87327,150805,152286],[87812,152363,545846],[88042,247113,736615],[88108,241821,736768],[88670,379936,380092],[88841,380253,542669],[89376,244737,741354],[89597,380314,742291],[91353,92441,256593],[92926,256770,755066],[92937,256950,755106],[95238,163554,163578],[95289,258102,388279],[95304,258233,258423],[96044,96068,399373],[96098,262801,767404],[96390,164689,568152],[96489,260301,769203],[96560,260417,769786],[96734,399730,770690],[97339,407617,773409],[97376,400758,773490],[97973,405593,573560],[97988,405724,405914],[102987,278761,280242],[103989,426206,426218],[104230,425818,800890],[105498,428734,805476],[105719,424561,806413],[108983,184046,433070],[109235,292886,292910],[110307,110463,296299],[110624,296339,832519],[112187,297321,831810],[112253,296089,831963],[112439,298568,439707],[112454,298699,298889],[113365,299163,835669],[114588,191717,634283],[116146,193185,194978],[116798,116822,459212],[116926,195332,641325],[117284,300592,847267],[117321,452776,847348],[117918,457611,637171],[117933,457742,457932],[120857,315058,863023],[120962,122415,317158],[123124,317536,865971],[123195,317652,866554],[124486,125574,206940],[126114,319181,319193],[126355,318793,877024],[127623,321709,881610],[127844,479609,882547],[128587,481064,667720],[129427,486397,486409],[129668,484510,888432],[134127,219298,220779],[134612,220856,487937],[135470,342740,344533],[137220,509180,915368],[137257,502321,915449],[142038,232047,232071],[142844,142868,357950],[143190,233182,517400],[144297,360538,521049],[144448,360566,943154],[144624,362747,947992],[144755,144945,363330],[147064,363122,948410],[147101,526313,948491],[147271,365871,365883],[147512,363984,949527],[149520,149676,242031],[149837,242071,737324],[151667,243720,245809],[152978,538973,736696],[153818,544306,544318],[154059,542419,966551],[156754,381795,974898],[157063,157219,384361],[157380,384401,980648],[157462,159210,386761],[158943,385383,979939],[159009,384151,980092],[160121,387225,983798],[161449,162902,259447],[164040,388654,995396],[164077,563186,995477],[166781,570217,570229],[168055,573935,1007391],[168092,572299,1007472],[171717,272457,570672],[173275,273925,275718],[173927,173951,407194],[174055,276072,577714],[175062,415837,417926],[181615,182703,287680],[185708,436109,1064870],[185960,436364,436376],[186321,186333,438770],[187552,438446,1067458],[189032,620172,831891],[189665,440082,1071590],[189702,621188,1071671],[191840,300217,846849],[191971,192161,300800],[194728,448369,1082610],[196081,633828,633840],[197355,637546,1089027],[197392,635910,1089108],[200583,459861,1097713],[200759,462042,1102551],[200890,201080,462625],[203199,462417,1102969],[203236,647442,1103050],[203647,463279,1104086],[206054,207802,320692],[218013,218169,335698],[218330,335738,668348],[220160,337387,339476],[222552,689090,1152822],[229942,231395,353114],[235242,235254,520968],[237322,523405,1193857],[238978,722312,722324],[242209,242221,367785],[243440,532496,1204951],[245553,534132,1209083],[245590,733421,1209164],[251970,546519,1224225],[252583,252595,549180],[253814,548856,1226813],[255294,751342,980020],[255927,550492,1230945],[255964,752358,1231026],[260990,558779,1241965],[272580,407242,772991],[272711,272901,407825],[275468,582222,1274437],[278095,796186,1280854],[278132,794550,1280935],[286794,288542,427717],[295076,616821,1322911],[302414,626819,1334237],[315950,862568,862580],[320412,653625,1367323],[322525,655261,1371455],[322562,873677,1371536],[335876,335888,488311],[337107,679167,1400181],[339220,680803,1404313],[339257,902850,1404394],[354657,705450,1437195],[369734,729054,1464567],[373709,734351,1470460],[409439,785459,1530613],[427437,812265,1563699],[429550,813901,1567831],[429587,1052407,1567912],[490260,898483,1659797],[494235,903780,1665690],[591947,1033346,1803569] ] cell #1426 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41774,232963],[53436,271311],[58742,290439],[66012,311551],[72538,331782],[73633,334425],[78783,350500],[80551,356474],[88539,377865],[89634,380508],[96699,399613],[97848,403403],[99168,406194],[104661,422112],[105756,424755],[117793,455421],[119113,458212],[126786,477160],[127881,479803],[128734,481098],[128975,483279],[137729,504966],[139049,507757],[148346,529785],[153125,539007],[153366,541188],[164549,565831],[165869,568622],[166750,569968],[177310,593720],[177551,595901],[189179,620206],[190650,623975],[196050,633579],[209260,660136],[209501,662317],[214042,670082],[224870,693196],[238947,722063],[239766,723412],[240560,725721],[248653,739058],[255441,751376],[262312,764749],[267915,775467],[293729,826775],[298042,832904],[304858,843677],[308155,849325],[315919,862319],[316738,863668],[342320,908487],[361550,944298],[372700,960187],[386104,981033],[392920,991806],[411883,1022407],[415180,1028055],[445935,1077381],[460845,1098857],[471995,1114746],[493226,1146458],[513446,1178077],[556345,1236736],[579788,1269208],[605848,1306573],[622114,1328810],[703016,1431966],[780754,1525186],[854612,1611748], [11881,103618,280582],[16355,125652,126035],[18131,135339,341301],[18371,136434,345216],[19564,143499,234632],[24014,160783,160865],[24605,163143,163648],[25990,173144,404867],[27045,174843,414058],[27089,174922,414227],[28842,182781,183164],[28929,183915,290115],[29169,185010,292475],[30427,188741,188823],[33243,116015,456885],[34928,123983,205043],[35064,205296,205412],[37702,219941,485418],[37746,220020,485587],[37854,216839,333548],[39148,221859,495407],[39183,222057,495879],[40719,231264,506430],[41108,229276,229358],[41699,231636,232141],[41818,233042,356306],[43609,147897,238389],[43745,238642,238758],[45751,152291,244711],[47369,151448,543327],[47413,151527,543496],[47521,251450,379631],[48950,91358,255085],[49580,257375,257393],[49591,161107,257535],[51766,162771,567295],[52975,97769,403234],[53199,269481,269563],[53228,274775,574428],[53263,274973,574900],[53480,271390,405394],[55204,277285,586017],[57261,288323,598040],[57305,288402,598209],[57413,285221,423878],[57700,181112,285783],[57836,286036,286152],[58707,290241,430998],[60163,187249,296209],[61035,296498,296516],[61046,190094,296658],[63633,194933,303481],[65551,117714,455252],[65775,309721,309803],[65804,194035,638039],[65839,194233,638511],[66056,311630,457412],[67722,120917,315361],[68645,204481,650914],[68667,205464,318392],[69864,124491,321683],[71482,207583,664456],[71526,207662,664625],[71634,328422,478926],[72109,335484,667798],[73040,129173,483751],[73205,216390,332056],[73341,332309,332425],[73371,338410,672372],[73598,334227,485707],[75347,220784,338378],[77117,224704,345117],[78322,137650,504797],[78546,138099,348752],[78575,353964,697656],[78610,354162,698128],[78827,350579,506957],[79176,351042,351060],[79187,229600,351202],[81875,360321,360339],[82373,236931,363225],[83433,239995,363583],[85736,241941,243137],[86619,245754,371316],[88110,241817,736774],[89041,153564,541660],[89206,251001,378139],[89342,378392,378508],[89372,244743,741348],[89599,380310,543616],[90850,156451,384271],[91733,157407,384720],[92902,256833,754976],[92946,256912,755145],[94320,161404,391543],[95024,95243,261824],[96238,164470,565662],[96462,164919,397865],[96491,260297,769209],[96526,260495,769681],[96743,399692,567822],[97335,407623,773403],[97378,400754,570170],[98298,167245,572617],[98641,403523,403541],[98652,270834,403683],[101239,275673,410506],[103381,280247,416828],[104232,425814,800896],[105163,177749,596373],[105328,105420,422386],[105494,428740,805470],[105721,424557,598329],[106273,286204,425417],[107470,181620,428708],[109240,185286,435447],[109752,293657,436155],[110116,294900,438764],[112255,296085,831969],[113505,190571,623806],[114351,300695,302023],[116998,195562,452126],[117280,300598,847261],[117323,452772,633781],[118243,196545,636228],[118586,455541,455559],[118597,311074,455701],[120378,315087,860943],[120620,200192,462520],[123126,317532,865977],[123161,317730,866449],[124866,205999,470611],[126357,318789,877030],[127288,209699,662789],[127453,127545,477434],[127619,321715,881604],[127846,479605,664745],[128622,212508,667633],[128675,480847,480865],[129670,484506,888438],[130233,333662,484109],[132536,335608,336804],[133419,339421,491842],[136006,344488,498665],[137216,509186,915362],[137259,502317,693398],[138179,225365,695845],[138533,138663,505246],[141120,229897,512069],[141824,142043,355491],[143262,233412,518391],[144015,360159,520962],[145746,238115,720687],[147060,363128,948404],[147103,526309,722265],[147514,363980,949533],[148575,240758,726193],[149329,367779,369558],[152626,152718,537960],[153013,247119,736609],[153066,538756,538774],[154061,542415,966557],[154624,379745,542018],[156756,381791,974904],[156820,384440,978485],[156872,251794,549174],[159011,384147,980098],[160117,387231,983792],[164036,388660,995390],[164079,563182,764951],[164999,262807,767398],[165353,165483,566111],[166881,400682,570008],[168051,573941,1007385],[168094,572295,775669],[171480,407720,409048],[174127,276302,585979],[175726,417871,589554],[181995,286739,604464],[184582,184674,611287],[187554,438442,1067464],[187618,296378,830356],[189067,297327,831804],[189120,619955,619973],[189661,440088,1071584],[189704,621184,833106],[190765,299169,835663],[191746,192962,625140],[194730,448365,1082616],[195661,195791,632726],[196181,452700,633619],[197351,637552,1089021],[197394,635906,849527],[200050,462048,1100322],[200579,459867,1097707],[203195,462423,1102963],[203238,647438,862521],[203649,463275,1104092],[217822,488305,490084],[221119,221211,684631],[222554,689086,1152828],[233846,233976,712782],[235778,360572,943148],[236789,362753,945763],[237318,523411,1193851],[239078,526237,722103],[242110,243506,727591],[243442,532492,1204957],[245549,534138,1209077],[245592,733417,960389],[251904,546525,1224089],[253816,548852,1226819],[255329,385389,979933],[255382,751125,751143],[255923,550498,1230939],[255966,752354,981235],[260992,558775,1241971],[272486,273702,783780],[275470,582218,1274443],[276401,276531,791366],[278091,796192,1280848],[278134,794546,1028257],[293364,436115,1064734],[295010,616827,1322775],[300223,301881,836610],[302410,626825,1334231],[316050,647366,862359],[320414,653621,1367329],[322521,655267,1371449],[322564,873673,1114948],[335777,337173,897020],[337109,679163,1400187],[339216,680809,1404307],[339259,902846,1146660],[354659,705446,1437201],[369668,729060,1464431],[373711,734347,1470466],[407248,408906,1015340],[409435,785465,1530607],[427439,812261,1563705],[429546,813907,1567825],[429589,1052403,1306775],[490194,898489,1659661],[494237,903776,1665696],[591949,1033342,1803575] ] cell #1427 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58758,290563],[73649,334549],[80605,356823],[89650,380632],[97864,403464],[99222,406543],[105772,424879],[108081,431703],[117809,455482],[119167,458561],[127897,479927],[129299,484035],[130906,487123],[137745,505027],[139103,508106],[153690,541944],[155297,545032],[164565,565892],[165923,568971],[166974,570300],[167257,572641],[177875,596657],[179482,599745],[190666,624036],[196274,633911],[196557,636252],[209825,663073],[211432,666161],[212520,667657],[225094,693528],[225377,695869],[239171,722395],[240884,726477],[247131,736633],[262536,765081],[262819,767422],[268139,775799],[280902,800755],[297339,831828],[298266,833236],[299181,835687],[308379,849657],[316143,862651],[324103,876889],[330568,888297],[360584,943172],[365311,949392],[372924,960519],[376651,966416],[385401,979957],[386328,981365],[415404,1028387],[437476,1066338],[449696,1082475],[464606,1103951],[472219,1115078],[493450,1146790],[497177,1152687],[531526,1203831],[547886,1225693],[560106,1241830],[583549,1274302],[606072,1306905],[652655,1366203],[678197,1399061],[706777,1437060],[724414,1459580],[811295,1562579],[893843,1654810],[971962,1740131], [18376,136450,345277],[24610,163204,163664],[27094,174938,414288],[27444,176296,418834],[29174,185026,292536],[35069,205428,205903],[35887,208176,208763],[37751,220036,485648],[39199,222181,495933],[39257,222183,496163],[41704,231697,232157],[41823,233058,356913],[42173,234416,359186],[43750,238774,240434],[47418,151543,543557],[49652,161231,257589],[49795,258010,258535],[53279,275097,574954],[53337,275099,575184],[53485,271406,406633],[55215,277297,586041],[55258,277634,586535],[57310,288418,598270],[57841,286168,286643],[58659,288916,289503],[58816,290565,432158],[61107,190218,296712],[61250,297133,299001],[63774,195286,303866],[65855,194357,638565],[65913,194359,638795],[66061,311646,458651],[67863,121270,315746],[68692,318431,319202],[68745,205813,318584],[71531,207678,664686],[73056,129297,483805],[73346,332441,334101],[73382,338422,672396],[73425,338759,672890],[73707,334551,487578],[75958,341373,685057],[78626,354286,698182],[78684,354288,698412],[78832,350595,508196],[79248,229724,351256],[79391,351677,352202],[80562,356486,515910],[82497,236985,363279],[83458,363622,365892],[83511,240344,363775],[86680,245808,371370],[89057,153688,541714],[89347,378524,380184],[89383,244755,741372],[89426,245092,741866],[89708,380634,545487],[91794,157461,384774],[92951,256928,755206],[92984,258080,388252],[94461,161757,391928],[96542,260619,769735],[96600,260621,769965],[96748,399708,569061],[97346,407635,773427],[98478,167594,573135],[98713,270958,403737],[98856,404158,406026],[98895,410936,778225],[99179,406206,576856],[101380,276026,410891],[103667,280723,418671],[105179,177873,596427],[105469,178321,422771],[105505,428752,805494],[105548,429089,805988],[105830,424881,600200],[106298,425456,426227],[106351,286553,425609],[109777,436194,436385],[110465,295092,439282],[111612,298546,439680],[114475,300749,302077],[115489,305069,448160],[117291,300610,847285],[118423,196894,636746],[118658,311198,455755],[118801,456176,458044],[118840,303911,852083],[119124,458224,640467],[120744,200246,462574],[121758,201342,463070],[123177,317854,866503],[123235,317856,866733],[124927,206053,470665],[125793,126084,323526],[127304,209823,662843],[127594,210271,477819],[127630,321727,881628],[127673,322064,882122],[127955,479929,666616],[128695,488725,886177],[128745,481110,668000],[129845,213095,670451],[130258,484148,486418],[130311,334011,484301],[133480,339475,491896],[136147,344841,499050],[137227,509198,915386],[138359,225714,696363],[138594,138679,505300],[138776,512499,920184],[139060,507769,700084],[139784,351747,508778],[141261,230250,512454],[143548,234773,520234],[144176,360516,521022],[144602,361858,523780],[147071,363140,948428],[148591,240882,726247],[149678,368297,369750],[152767,246554,538345],[153086,368199,964296],[153136,539019,736976],[154236,247706,739427],[154649,542057,544327],[154702,380094,542210],[156836,384501,978539],[157221,251986,549692],[160128,387243,983816],[160171,387580,984310],[162245,258685,558570],[164047,388672,995414],[165179,263156,767916],[165414,165499,566165],[165596,391973,1000212],[165880,568634,771637],[166846,266426,773254],[166906,570047,570238],[168062,573953,1007409],[168741,405571,573533],[171604,407774,409102],[172618,412094,582013],[175787,417925,589608],[177271,601347,1035734],[177321,593732,801098],[178421,281477,803549],[178887,179003,596923],[182056,286793,604518],[182922,183213,430551],[184723,291011,611672],[185686,436010,614614],[187634,296439,830410],[189140,439184,1070452],[189190,620218,832171],[189672,440100,1071608],[190945,299518,836181],[191818,444336,446243],[195722,195807,632780],[196146,306666,847112],[196206,633658,633849],[197362,637564,1089045],[198041,457589,637144],[200590,459879,1097731],[200667,462804,1101341],[200737,312070,644909],[203206,462435,1102987],[204550,465892,1106834],[209221,467494,1118855],[209271,660148,877232],[210371,324678,879683],[210837,210953,663339],[212669,481042,667693],[214003,671862,1131317],[214053,670094,888640],[218171,488823,490276],[221260,340221,685016],[223195,500253,688881],[230738,352352,705241],[233907,233992,712836],[237329,523423,1193875],[237406,363509,946782],[239043,364525,948255],[239103,722142,722333],[239727,525191,1197975],[239777,723424,949735],[241027,366597,952275],[242171,243522,727645],[245560,534150,1209101],[246717,246833,735710],[247280,538951,736669],[248614,740838,1215622],[248664,739070,966759],[251833,549198,1227159],[252415,546857,1224556],[255402,549594,1229807],[255452,751388,980300],[255934,550510,1230963],[272558,578189,580096],[276462,276547,791420],[278102,796204,1280872],[291577,291693,821979],[293830,436447,1065201],[294939,438788,1067804],[295521,617159,1323242],[297488,620150,831864],[300979,302498,837629],[302421,626837,1334255],[304819,628605,1338355],[304869,843689,1082818],[312182,642115,1353578],[314301,644552,1356247],[316015,463820,1102814],[316075,862398,862589],[316699,646320,1360347],[316749,863680,1104294],[322532,655279,1371473],[335838,337189,897074],[339227,680821,1404331],[340384,340500,905139],[342281,910267,1410852],[342331,908499,1153030],[360198,520986,1191206],[361970,718868,1453686],[367803,369597,953278],[370179,729392,1464898],[385550,751320,979993],[390483,758007,1497773],[392881,759775,1501873],[392931,991818,1242173],[408004,409523,1016359],[409446,785477,1530631],[411844,787245,1534731],[411894,1022419,1274645],[429557,813919,1567849],[446355,839133,1594968],[450835,844679,1600862],[488329,490123,1139549],[490705,898821,1660128],[511009,927436,1693003],[513407,929204,1697103],[513457,1178089,1437403],[580208,1017863,1786795],[584688,1023409,1792689],[691556,1158233,1926402] ] cell #1428 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [108196],[131021],[142177],[155412],[168632],[169656],[179597],[183249],[197932],[198956],[211547],[214654],[215770],[226752],[227776],[249265],[250381],[264194],[265218],[266706],[268422],[283036],[284152],[300080],[306946],[308662],[326237],[327353],[329060],[345895],[347611],[364805],[367603],[375143],[395008],[396724],[402359],[419390],[440837],[441839],[443711],[454377],[464100],[474438],[482679],[521462],[526912],[535889],[540588],[551247],[552249],[588230],[616227],[630326],[648041],[657018],[682560],[687259],[728460],[747397],[761496],[788966],[815658],[868716],[897889],[930925],[950947],[1047446],[1137218],[1221523], [24582,95057,262008],[27928,105454,283564],[35054,123654,319167],[35840,125809,323723],[36310,127579,326765],[39857,136743,223905],[40309,138618,227134],[41676,141857,355675],[43735,146689,364358],[46284,152752,374738],[49676,93257,388641],[49771,160727,389075],[51356,165438,264576],[55382,174514,278672],[56168,176669,279696],[56369,178682,178706],[56736,178921,283484],[57826,180783,426192],[58612,182938,430748],[59082,184708,433790],[59416,185319,292287],[61131,111885,440069],[61226,188685,440503],[64370,195746,306380],[68688,204844,467104],[68779,123574,467402],[70590,210632,210656],[70957,210871,326685],[72722,130106,130130],[73331,215182,484884],[73549,215658,219209],[75880,221245,495264],[76073,134967,135523],[76168,221677,342932],[77461,226672,226701],[79272,140057,509167],[79367,229220,509601],[80729,232634,357861],[80952,233931,358243],[81515,234789,358885],[83454,238190,524801],[83545,146609,525099],[84221,241288,241312],[85407,242195,370333],[87562,246751,374658],[88723,154497,154521],[89332,249793,542793],[89550,150716,250269],[92987,160350,554737],[95377,264114,264143],[98061,168552,168581],[98737,169014,573922],[98832,269425,574356],[99010,169441,173328],[99105,269978,274117],[99346,270506,407105],[101976,276486,413405],[102205,276665,415687],[102296,174463,175135],[103995,282659,282662],[105672,284040,287591],[106294,285584,600957],[106385,180703,601255],[108291,290059,433262],[108563,291611,433710],[109773,293479,614719],[111503,295675,296463],[111615,188308,618586],[112527,300000,300029],[113971,301013,447066],[116199,118955,198741],[118006,197852,197881],[118682,198314,637533],[118777,309665,637967],[119050,193377,310218],[119291,310746,459123],[122468,204665,318284],[126120,325860,325863],[127797,206851,327241],[129433,214277,214280],[130254,331857,671472],[130345,215102,671770],[130589,332489,337237],[130680,215607,220233],[131116,333492,488129],[132207,335862,490859],[134362,340418,495184],[134673,221303,222317],[138891,227561,231448],[138986,349167,353306],[139227,349695,350171],[139787,228843,701408],[142086,355854,517250],[144179,235452,716665],[146161,362681,363543],[147277,367226,367229],[148709,367809,531914],[151740,155071,250218],[153824,248888,248891],[154645,377940,740448],[154736,249713,740746],[154980,243570,378572],[155507,379575,546038],[158259,252569,384525],[159283,257125,388091],[160295,256504,388142],[162955,165711,265003],[165806,259639,398280],[166047,398808,399284],[166787,266548,266551],[166902,400504,773359],[166947,400569,407510],[168744,269048,777226],[169147,269604,275233],[169565,404942,577564],[171100,408038,580919],[179165,422819,427567],[179256,283989,288615],[179692,423822,424375],[185966,436574,436577],[187682,437864,438794],[194493,198447,309844],[196087,306788,306791],[196202,452522,847217],[196247,300485,452587],[198044,309288,851084],[198865,456960,641175],[202296,312893,462838],[203412,317990,466524],[204760,317350,466898],[207875,211206,327190],[211115,320542,477867],[211642,478870,479423],[212672,329119,886094],[212722,329182,335521],[212787,480980,668133],[217202,488335,678585],[225067,502132,509073],[227267,348793,354422],[227685,506505,507137],[235393,520918,520992],[238984,364647,364650],[239099,526059,948360],[239144,363015,526124],[241854,247333,375265],[247283,375202,964213],[247398,538889,737109],[252228,381883,546987],[253944,381213,549204],[257034,386611,554121],[260755,264709,397906],[262509,388547,562997],[265127,567370,568002],[268112,572110,573828],[281104,419512,425851],[281169,593602,593667],[295334,438534,617289],[296122,297541,440959],[297491,440896,1070369],[297606,620088,832304],[298239,439975,620999],[308352,635721,637439],[312365,459351,642121],[312757,459814,642591],[315956,463942,463945],[316071,647188,1102919],[316116,462310,647253],[318826,324305,474560],[324370,660018,660083],[330770,482801,484543],[330835,669964,670029],[362153,522895,718874],[362545,523358,719344],[364017,365513,527034],[365578,723294,723359],[369992,532584,729522],[372897,534025,733232],[376853,540710,542452],[376918,738940,739005],[384184,385603,551369],[385553,551306,1229724],[385668,751258,980433],[386301,550385,752169],[415377,794361,796079],[446538,626309,839139],[446930,626772,839609],[448402,449898,630448],[449963,843559,843624],[461840,644487,859600],[463312,464808,648163],[464873,863550,863615],[472192,655154,873488],[490518,679255,898951],[493423,680696,902661],[497379,687381,689123],[497444,908369,908434],[557340,757942,987738],[558812,560308,761618],[560373,991688,991753],[580391,784949,1017869],[580783,785412,1018339],[582255,583751,789088],[583816,1022289,1022354],[606045,813794,1052218],[631580,844614,1084030],[704011,927371,1174009],[705483,706979,931047],[707044,1177959,1178024],[790220,1023344,1275857],[913242,1158168,1416753], [15441,34656,67848,202824,202923,463653],[16351,70397,125778,208887,323102,474033],[23215,49153,91818,158641,254605,550479],[24248,50735,94446,260167,260266,559153],[27523,103914,176420,280708,417771,592976],[28838,108003,182907,289627,430127,607886],[32212,32307,63759,193905,194004,448743],[33597,66659,121553,121577,312459,462404],[33964,68097,121792,202744,315132,646228],[35277,70067,124951,207233,321203,655248],[39523,77227,136132,343460,343559,689464],[41342,80331,141246,353834,353933,705824],[42252,143795,234540,234758,519334,519810],[43126,82903,83306,83330,362247,363109],[45954,46083,86704,151098,244231,534119],[47865,90441,158179,158208,381511,549502],[50043,94695,162279,260087,391314,759683],[54984,55079,101365,274645,274744,582596],[55605,103713,175811,279054,416348,796173],[58049,107673,182080,287973,428228,813888],[60455,110947,111423,111452,438162,439092],[62570,62594,63150,114881,300579,446632],[64008,64178,115523,193825,303252,628513],[66389,119863,201919,201922,459237,644900],[75550,75679,133504,219591,337898,680790],[76440,136551,223229,343380,498436,910175],[79639,141495,230772,353754,511840,929112],[82633,145231,145784,145787,522781,523771],[85327,85356,86028,150160,368107,532212],[100176,100200,100756,172010,407604,580485],[101614,101784,172652,274565,410277,787153],[109658,185748,185808,185811,614531,614605],[113594,113597,114611,192447,444327,626195],[132127,132156,132828,218653,488633,678883],[170723,170726,171740,273187,578180,784835] ] cell #1429 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [80645],[99262],[108174],[119207],[130148],[130999],[139143],[142071],[154539],[155390],[165963],[168610],[169550],[178724],[179575],[197910],[198850],[210674],[211525],[212772],[214283],[226730],[227670],[241330],[247383],[248894],[264172],[265112],[266554],[281154],[282665],[297591],[300058],[306794],[324355],[325866],[330820],[345743],[364653],[365563],[367232],[376903],[385653],[394856],[402207],[436580],[441687],[449948],[454225],[463948],[464858],[497429],[522527],[535737],[552097],[560358],[583801],[588078],[625941],[643656],[656866],[682408],[707029],[757111],[784581],[815506],[834409],[926540],[1013139],[1094775], [18716,138744,227176],[24914,165564,264618],[27451,103836,176336],[27850,178948,179043],[32374,195872,306422],[35894,70319,208803],[36232,210898,210993],[39264,134985,223032],[39756,136721,223883],[40002,138399,226728],[40287,226986,227112],[42008,234057,358285],[42180,143717,234456],[46206,246778,246873],[49802,93299,258050],[50900,95035,261986],[51049,165219,264170],[51334,264428,264554],[52707,98518,168608],[53344,169459,172455],[55146,276612,413447],[55298,102889,174490],[55351,174492,278650],[56347,178660,283002],[58666,107925,289543],[58823,183561,291414],[59004,291638,291733],[59315,185297,292265],[61257,111927,297173],[61656,190985,300056],[62612,301040,302538],[64348,306232,306358],[65283,118463,197908],[65920,115326,198759],[68806,68901,318643],[68954,123632,319145],[70568,210610,326203],[72700,130084,214620],[73465,134029,215634],[73518,215636,219187],[73714,216082,334997],[75802,340445,340540],[75970,221306,342561],[76051,135501,221643],[77355,226400,347608],[78691,227579,230575],[79398,140099,351717],[80496,141835,355653],[80698,232612,357839],[80930,358095,358221],[83348,237446,363570],[83572,83667,363834],[83720,146667,364336],[84199,241266,367569],[85385,368651,370311],[87229,89466,250245],[88701,154475,249231],[89519,150694,250247],[89715,250693,381080],[92343,160211,388118],[93008,160356,388297],[93109,93235,388452],[95271,263842,396721],[96607,162082,265021],[97955,168280,268419],[98863,169056,404198],[98907,269607,273746],[98988,173306,269944],[99315,270484,407083],[100218,408065,409563],[101954,413257,413383],[102190,175029,276662],[105588,182605,284016],[105641,284018,287569],[105837,284464,284867],[106412,106507,425668],[106560,180761,426170],[108093,289688,432891],[111481,295653,439636],[111636,188314,439725],[111737,111863,439880],[112421,299728,443708],[113600,444366,446288],[116177,118933,310184],[117900,197580,308659],[118808,198356,456216],[118852,193006,309847],[119260,310724,459101],[121595,200707,462865],[122446,204643,466864],[123242,204127,318302],[123290,123302,467059],[125476,127713,327217],[127766,206829,327219],[127962,327665,328068],[128569,212629,329057],[128707,329185,335369],[130372,130467,484360],[130520,215160,484862],[130574,220127,332486],[130918,333121,487758],[132185,489177,490837],[138788,348796,352935],[138869,231426,349133],[139196,349673,350149],[139808,228849,508823],[139909,140035,508978],[144200,235458,521067],[144279,360698,521459],[145790,361903,523810],[146325,146337,524756],[151634,154965,378569],[152960,247240,375140],[153098,241702,375268],[154763,154858,542269],[154911,249771,542771],[155309,379204,545667],[158237,252547,550046],[159177,257019,554118],[160264,256482,388120],[162933,165689,398246],[165608,259268,397909],[166016,398786,399262],[166932,272235,400566],[166986,400634,570433],[168765,269054,573578],[168866,168992,573733],[170729,578219,580141],[177283,419515,425699],[179150,288509,422816],[179494,423451,424004],[180419,180431,600912],[185814,436055,614644],[185856,185868,614674],[189014,297448,440834],[189152,295970,440962],[191495,196232,452584],[196286,452652,634044],[198065,309294,637189],[198166,198292,637344],[200414,312742,642588],[201925,312115,644939],[204562,316979,466527],[207769,211100,477864],[209233,318674,474563],[211444,478499,479052],[212693,329125,667738],[214015,482804,484391],[214818,214830,671427],[225052,351424,502129],[225106,502197,502257],[237153,362530,719341],[237864,239129,526121],[239183,526189,722528],[239739,363865,527037],[247304,375208,736714],[248626,540713,542300],[249429,249441,740403],[252076,381288,745814],[252427,381731,546990],[255276,385510,551244],[255414,384032,551372],[257757,262494,562994],[262548,563062,563122],[266596,266608,773314],[268097,403905,572107],[268151,572175,572235],[295182,437939,828536],[295533,438382,617292],[296880,298224,620996],[297512,440902,831909],[298278,621064,621124],[302245,446915,839606],[304831,448250,630451],[306836,306848,847172],[308337,455923,635718],[308391,635786,635846],[314836,316101,647250],[316155,647318,862784],[316711,463160,648166],[342293,687384,688971],[364695,364707,948315],[369840,531989,955819],[370191,532432,729525],[371538,372882,733229],[372936,733297,733357],[383595,548792,748462],[384942,386286,752166],[385574,551312,980038],[386340,752234,752294],[392893,558660,761621],[409270,580768,1018336],[411856,582103,789091],[415362,589776,794358],[415416,794426,794486],[463990,464002,1102874],[469486,653561,869781],[470833,472177,873485],[472231,873553,873613],[490366,678660,1142090],[490717,679103,898954],[492064,493408,902658],[493462,902726,902786],[513419,705331,931050],[536876,734287,961692],[603339,812201,1048511],[604686,606030,1052215],[606084,1052283,1052343],[683547,903716,1147963],[798930,1033282,1286602], [18389,77294,136515,344360,345427,501606],[21888,46189,86830,151140,246229,371831],[23321,23707,91944,157882,158683,385235],[24623,50897,163354,163729,261470,394484],[27279,103819,175937,279096,418346,590069],[29187,109417,185091,292686,434690,435093],[32134,64205,115550,115645,305128,448219],[33991,34578,121819,121914,201401,463129],[35383,35769,125077,206474,207275,471126],[38982,75785,133630,219633,339896,492357],[39445,136578,223256,223351,500312,688940],[41717,80493,231847,232222,355137,515010],[44788,85383,86055,86150,368356,369809],[45932,87344,150950,151076,373177,533930],[47892,47987,91599,158235,252045,549751],[48355,49131,158493,158619,253282,550290],[50070,50657,162306,162401,258744,558629],[54906,101811,172679,172774,412153,582072],[55583,176451,278906,279032,591415,795984],[58155,58541,182206,287214,288015,604979],[60482,60577,60912,111479,295151,439341],[62548,113937,114733,114859,444874,446443],[66511,66637,121531,202262,312270,645447],[69269,70045,207085,207211,319880,655059],[74384,132183,132855,132950,488882,490335],[75528,134144,219443,219569,493703,680601],[79666,80253,230799,230894,352411,705300],[82755,82881,83284,146127,362058,524318],[85055,148706,149876,149888,529850,531869],[90157,90169,157907,253941,381168,748722],[100154,171066,171862,171988,578727,580296],[106875,107651,287825,287951,426905,813699],[110663,110675,111151,187679,437819,617552],[131855,217199,218369,218381,676521,678540],[144069,144081,144136,235390,520873,716599] ] cell #1430 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58774,183466],[73665,215987],[80629,232486],[89666,250598],[98553,268935],[99246,270358],[105788,284369],[108084,289676],[118498,309175],[119191,310598],[127913,327570],[130132,331687],[130909,333109],[138434,348124],[139127,349547],[154523,377770],[155300,379192],[165254,397237],[165947,398660],[166977,400622],[168286,402737],[178708,422017],[179485,423439],[191020,444224],[196277,452640],[197586,454755],[210658,477065],[211435,478487],[212635,480779],[225097,502185],[226406,504300],[239174,526177],[241314,529690],[247246,538688],[262539,563050],[263848,565165],[268142,572163],[281017,593401],[297454,619887],[298269,621052],[299734,623309],[308382,635774],[316146,647306],[324218,659817],[330683,669763],[360704,717126],[365426,723093],[372927,733285],[376766,738739],[385516,751057],[386331,752222],[415407,794414],[437596,827901],[449811,843358],[464721,863349],[472222,873541],[493453,902714],[497292,908168],[531646,955184],[548006,976030],[560221,991487],[583664,1022088],[606075,1052271],[652775,1109743],[678317,1141455],[706892,1177758],[724534,1199473],[811415,1301570],[893963,1394703],[972082,1481509], [12117,57204,179078],[16571,71425,211028],[18663,78414,227081],[22003,87860,246908],[24861,96330,264523],[27620,104212,178629],[27834,105267,283416],[29058,109031,291768],[31988,115680,303882],[32321,116866,306327],[34432,121949,315762],[35884,208367,323880],[36002,126337,210579],[36216,127392,326617],[37262,129650,130053],[39097,134660,340575],[39986,137173,226604],[41955,143130,358190],[44069,147494,241235],[44823,149222,369545],[45619,151045,371315],[46190,152565,374590],[46929,154041,154444],[48818,158588,384719],[50511,162436,391944],[50844,163680,394389],[51033,163993,264046],[52691,168008,168484],[54760,172809,410907],[55093,173995,413352],[56212,279853,419025],[56257,176986,282653],[58656,289107,430905],[58988,184521,433642],[60947,188195,294887],[61640,189618,299932],[62517,114828,445904],[62596,191651,446199],[63572,193757,448095],[64093,194710,198664],[65267,197308,197784],[66606,121500,460814],[67661,202676,463005],[68182,203629,318207],[68936,205444,468840],[69732,207180,470610],[70303,208787,473885],[70478,208936,325854],[72610,213718,214271],[74419,217715,490071],[75215,219538,491841],[75786,221058,495116],[76525,134890,222534],[76908,223386,499066],[77241,136466,344265],[80107,230929,512470],[80440,232173,514915],[81559,359042,359377],[82850,83253,361519],[83332,238020,361814],[83702,238790,528329],[84109,239442,367220],[85061,241444,530923],[85259,150092,531431],[86520,155228,244083],[87213,245506,250121],[88611,248329,248882],[90373,158111,547791],[91634,254457,382949],[92327,255880,387994],[93204,257534,556314],[93283,258034,556609],[94259,260019,558505],[94780,260972,264926],[97226,266482,266542],[100123,171957,579757],[100202,272391,580052],[101178,274497,581948],[101699,169364,275450],[102453,175627,416200],[102873,174366,278048],[103249,279001,589553],[103820,176320,417623],[106542,286184,602693],[107338,287920,604463],[107909,289527,607738],[109364,185042,434595],[109848,293597,436568],[110879,111355,437381],[111157,295712,436873],[111832,296657,622083],[111911,297157,622378],[113588,192441,625161],[115310,198743,303112],[116087,304534,309835],[117171,306722,306782],[119857,201913,642876],[121579,314992,461109],[122356,316414,466515],[123308,318437,652052],[123506,318519,652560],[124767,211363,321055],[125460,322478,327093],[130502,332457,675000],[130837,133320,337750],[131861,335111,677594],[132059,218585,678102],[134013,215510,339173],[134969,223016,498296],[135411,221294,341996],[135945,343312,688816],[140004,351201,702985],[140083,351701,703280],[141059,353686,705176],[141580,227484,354639],[142334,233747,517763],[143701,234440,519186],[144142,360253,520843],[145225,145778,521747],[146343,363628,723811],[146541,363710,724319],[146951,364581,364641],[149061,368255,375256],[150370,249923,370370],[154893,378540,743976],[156604,381659,546978],[157913,383774,547283],[159775,257282,387124],[160344,388249,756331],[162066,265005,391174],[162843,392596,397897],[168961,403682,780723],[169040,404182,781018],[169443,172439,410137],[169813,271760,578077],[170717,273181,783801],[173216,269595,411559],[174168,278326,588608],[179413,181896,428080],[180437,425462,810692],[180635,425544,811200],[182589,283892,429503],[183545,291398,610918],[185742,185802,614465],[185874,436200,826563],[187402,438310,617280],[188034,439240,440950],[188302,439677,833629],[191358,306909,444638],[198261,455700,854581],[198340,456200,854876],[199113,312000,641688],[200277,459548,641972],[203086,463876,463936],[204111,318286,465725],[205196,467550,474551],[206505,326895,469665],[214836,484154,893240],[215034,484236,893748],[215312,218863,490896],[216066,334981,676361],[217554,329173,488781],[227563,230559,511700],[227933,228268,507650],[228837,508775,925760],[231336,348784,513122],[232288,357515,711836],[235446,521019,942924],[237016,523092,718725],[237727,364768,524082],[238542,525247,527025],[243290,532360,729513],[249447,542063,971359],[249645,542145,971867],[250677,381064,745337],[254296,549650,551360],[256158,387796,552627],[257620,394971,555048],[265375,265710,568515],[266614,570053,1005293],[266669,272098,578491],[269042,573530,1012359],[270160,406759,781949],[283694,287245,603518],[284448,284851,599578],[285936,419503,601403],[296743,441802,618897],[302108,626506,838990],[303634,628661,630439],[306854,633664,1086929],[309282,637141,1093995],[310400,458777,855807],[312605,459999,642390],[314699,464063,645211],[315514,646376,648154],[327649,328052,665994],[329113,667690,1129195],[329245,481230,886555],[332209,482792,671918],[336957,679031,898942],[345858,351287,701719],[349349,349825,699298],[362393,523543,719143],[364713,722148,1197015],[371401,535852,731130],[375196,736666,1213500],[375328,539139,964674],[378292,540701,740894],[384805,552212,750067],[391696,759831,761609],[398462,398938,770851],[402322,403768,777537],[409133,785146,1017720],[410659,787301,789079],[419575,419630,801030],[440890,831861,1326316],[441022,620338,1070830],[446778,626957,839408],[454340,455786,851395],[461688,644672,859399],[464008,862404,1359387],[470696,656981,871386],[474623,474678,877164],[482864,482919,888572],[491927,682523,900559],[498818,687372,910323],[512222,929260,931038],[527097,527152,949667],[540773,540828,966691],[551300,979990,1489834],[551432,751508,1230185],[557188,758127,987537],[580631,785597,1018138],[588193,589639,1030125],[604549,815621,1050116],[630511,630566,1082750],[631428,844799,1083829],[648226,648281,1104226],[687444,687499,1152962],[703859,927556,1173808],[761681,761736,1242105],[789151,789206,1274577],[790068,1023529,1275656],[913090,1158353,1416552],[931110,931165,1437335] ] cell #1431 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [108449,289951],[131547,333384],[142497,356105],[155938,379467],[168694,403363],[170311,405193],[180123,423714],[183653,430984],[197994,455381],[199611,457211],[212073,478762],[214737,483907],[216577,485693],[226814,504926],[228431,506756],[249348,541816],[251188,543602],[264256,565791],[265873,567621],[266807,570156],[268432,572627],[283119,596529],[284959,598315],[300142,623935],[307047,633767],[308672,636238],[326320,662945],[328160,664731],[329070,667643],[345996,693384],[347621,695855],[364906,722251],[367686,726349],[375153,736619],[395109,764937],[396734,767408],[402460,775655],[419400,800741],[440847,831814],[441940,833092],[443721,835673],[454478,849513],[464201,862507],[474448,876875],[482689,888283],[521472,943158],[526922,949378],[535990,960375],[540598,966402],[551257,979943],[552350,981221],[588331,1028243],[616237,1066324],[630336,1082461],[648051,1103937],[657119,1114934],[682661,1146646],[687269,1152673],[728470,1203817],[747407,1225679],[761506,1241816],[788976,1274288],[815759,1306761],[868726,1366189],[897899,1399047],[930935,1437046],[950957,1459566],[1047456,1562565],[1137228,1654796],[1221533,1740117], [27920,105482,283626],[36302,127607,326827],[37063,213993,214546],[40328,138532,348506],[46276,152780,374800],[46730,248604,249157],[51375,165352,397619],[52434,268041,268673],[56622,177261,282928],[56766,178804,422438],[59074,184736,433852],[63787,193967,450242],[63894,304809,310110],[64389,195660,451880],[65010,308281,308913],[67876,202886,465152],[70389,208333,474095],[70843,209211,326129],[70987,210754,477486],[72276,330424,331135],[75872,221273,495326],[76326,221569,342271],[77781,224996,347862],[80971,233845,518145],[84747,239717,367495],[85469,242070,531859],[86486,250331,370996],[86618,244465,535766],[86956,372826,378823],[87592,246634,538012],[88277,376507,377218],[91732,254839,552126],[94474,260229,560652],[94581,392871,398172],[95076,266147,562290],[95697,262438,396975],[97182,400357,400425],[101393,274707,584095],[101500,269870,411834],[101995,276400,585733],[102616,276916,415306],[103906,417833,418991],[104399,280758,421465],[107995,289073,607948],[108593,291494,611339],[111565,296338,437809],[113182,298168,443962],[113863,192716,625970],[114054,300851,626137],[115263,310301,447766],[115406,303533,630296],[115753,449552,456238],[117127,452375,452443],[120132,202188,643685],[121675,315413,648011],[122994,316689,466790],[123716,324649,652988],[124733,327303,470291],[124865,321437,656895],[125203,472121,478118],[125839,328585,659141],[126524,323959,476513],[132269,335737,678530],[133286,215720,491522],[133418,338132,682437],[133756,332740,493352],[134392,340301,684683],[135077,340654,497033],[136160,343522,497723],[136267,136762,499993],[141274,353896,707323],[141381,349059,513397],[141876,228705,708961],[143787,359343,519396],[145500,146053,522556],[146244,363381,522723],[146751,365857,724747],[146907,525912,525980],[148084,365167,529138],[148719,367789,727694],[148960,243189,728430],[149017,530353,538810],[150365,378582,532824],[156503,254195,747367],[158321,384400,548219],[159741,388204,553253],[159938,386230,554372],[160619,394885,757140],[160810,395328,757307],[162019,398363,558176],[162162,391595,761466],[162509,559962,566648],[170992,273456,784610],[171183,407876,784777],[172392,270061,581619],[172535,410558,788936],[172882,404220,583405],[174576,175593,589234],[175725,416582,588107],[176063,176699,591064],[180845,281448,811628],[181862,284102,604144],[181994,428462,815535],[182332,423070,605974],[182968,285384,817781],[184843,185338,612615],[186067,436303,615116],[187301,187933,616197],[187692,438774,615461],[187990,618055,620009],[188577,441716,834438],[188768,442159,834605],[191099,301849,837712],[191353,452597,624386],[200018,314440,857703],[202379,462676,643852],[203042,647041,647109],[204064,466981,649269],[204219,464462,650267],[204854,474189,867950],[205095,474408,868686],[205152,651482,659939],[206500,477877,653953],[215244,331114,894176],[217212,488315,897123],[217453,336856,897859],[217510,480901,677024],[218858,332499,679495],[221760,222969,688487],[223112,498717,687229],[228234,349757,699924],[229112,345772,926569],[229303,346215,926736],[230512,349250,704847],[230655,512121,930895],[231002,505783,706633],[232696,233713,712462],[234183,234819,714292],[235403,520972,716485],[236757,237468,717447],[237722,526134,719933],[238200,526663,950181],[238441,526882,950917],[238498,721211,723215],[249855,377197,972295],[252329,546713,746286],[253954,549184,746631],[254252,749225,751179],[256153,554131,752686],[257361,562562,985841],[257615,563007,755556],[265676,398870,771477],[269317,402236,1013168],[269508,402679,1013335],[270568,271726,782575],[271839,408874,1016442],[272093,400579,783026],[276675,278321,794878],[284804,423905,807909],[285594,419141,1046680],[285835,419360,1047416],[285892,593523,810122],[287240,422829,812593],[290142,291351,821585],[293332,293400,826107],[293489,614869,1065012],[295435,617015,829008],[296484,620564,1072257],[296738,621009,830735],[303590,841476,843480],[309557,454254,1094804],[309748,454697,1094971],[310808,311966,856433],[312375,642101,856741],[312600,642601,857163],[314694,647263,860189],[315470,861467,863471],[328005,478953,884043],[331867,482430,1136452],[332108,482649,1137188],[332165,669885,890640],[333575,334934,895778],[349820,506515,922115],[351028,501697,1172112],[351282,502142,924985],[355864,357510,936837],[360307,716811,1191451],[362163,718854,944783],[362388,719354,945205],[370093,729248,956291],[371396,733242,958018],[377950,540339,1220757],[378191,540558,1221493],[378248,738861,968759],[379658,381017,973897],[384800,752179,978864],[391652,989605,991609],[398933,567380,1002143],[400514,569909,1256839],[403509,571675,1264084],[403763,572120,1009465],[404952,406754,1014403],[410615,1020206,1022210],[419625,593612,1035893],[446548,839119,1077866],[446773,839619,1078288],[452532,633520,1342885],[455527,635286,1350130],[455781,635731,1091101],[456970,458772,1096039],[461683,859610,1099764],[470691,873498,1112577],[474673,660028,1119014],[480833,667547,1386681],[480990,481225,1129429],[482914,669974,1131476],[490619,898677,1142562],[491922,902671,1144289],[498774,908290,1155030],[512178,1175876,1177880],[526069,722004,1457148],[527147,723304,1198134],[538742,736523,1473487],[538899,539134,1213734],[540823,738950,1215781],[557183,987748,1237643],[580401,1017849,1269693],[580626,1018349,1270115],[589634,794371,1282928],[604544,1052228,1304404],[619941,831718,1587869],[620098,620333,1326550],[630561,843569,1338514],[631423,1084040,1339634],[647198,862260,1619906],[648276,863560,1360506],[687494,908379,1411011],[703854,1174019,1432873],[751111,979847,1747984],[751268,751503,1490068],[761731,991698,1502032],[789201,1022299,1534890],[790063,1275867,1536010],[913085,1416763,1676520],[931160,1177969,1697262] ] cell #1432 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [87144],[90425],[91317],[92258],[102804],[110931],[113921],[120190],[120901],[124450],[125391],[133944],[134813],[145558],[146111],[148892],[150144],[152250],[156435],[160677],[161388],[169287],[171050],[174309],[181579],[182520],[187233],[187865],[188635],[192774],[194917],[198587],[202246],[205027],[214604],[215453],[217385],[218637],[220743],[227407],[229170],[229881],[238373],[241925],[243121],[244523],[249215],[250064],[254127],[254897],[264849],[268605],[268783],[269375],[273514],[275657],[280206],[282986],[283835],[285767],[296193],[303465],[308845],[309023],[309615],[315345],[318130],[321495],[326187],[327036],[332040],[335592],[336788],[338190],[344472],[347794],[347972],[348564],[367553],[370851],[378123],[382073],[384255],[387937],[391527],[396907],[397085],[397677],[403218],[410490],[414042],[416640],[422370],[422548],[428520],[438724],[443894],[444072],[451938],[455236],[459296],[460195],[470146],[477418],[477596],[485402],[491377],[498649],[504781],[512053],[518203],[521710],[522840],[523739],[532774],[537944],[538122],[543311],[546192],[546335],[553108],[565646],[585791],[589089],[598024],[603999],[611271],[611449],[614590],[616494],[616637],[623790],[625124],[626254],[627153],[641849],[664440],[679445],[684615],[684793],[689982],[699779],[712317],[716509],[718602],[720671],[726823],[728727],[728870],[754960],[771332],[782430],[783764],[784894],[785793],[823080],[829588],[836774],[838867],[856288],[860927],[890100],[896252],[898156],[898299],[924389],[945927],[968219],[977717],[1004417],[1008318],[1015504],[1017597],[1039657],[1089954],[1100486],[1122778],[1132198],[1163988],[1201939],[1216503],[1249309],[1292313],[1330517],[1378875],[1452449],[1461215],[1583358],[1712092] ] cell #1433 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [63590],[66563],[67334],[67679],[82807],[85277],[90391],[91051],[93932],[94277],[101196],[110897],[111373],[113762],[114785],[116567],[120031],[123524],[124184],[132077],[135963],[140732],[141077],[145399],[145952],[146559],[150110],[151984],[158129],[160518],[168502],[170891],[171914],[173696],[174384],[180653],[181313],[188476],[191555],[192615],[193775],[197802],[202087],[202694],[214445],[215052],[215528],[218603],[220477],[221468],[224273],[226622],[229011],[237924],[244364],[249056],[249663],[250139],[254738],[260037],[264064],[269216],[269769],[272295],[273355],[274515],[279940],[282827],[283434],[283910],[299950],[303016],[309456],[310009],[314896],[321336],[326028],[326635],[327111],[331546],[331591],[338031],[341110],[343330],[348405],[348958],[353704],[361832],[367394],[374608],[377629],[377674],[388012],[391078],[397518],[398071],[404676],[410041],[416481],[421876],[421921],[428361],[433660],[436802],[436893],[446217],[451779],[456694],[461127],[465629],[466689],[476924],[476969],[495134],[498200],[505483],[506239],[511604],[518044],[520863],[521729],[529549],[529594],[530852],[530943],[547212],[547303],[566348],[567104],[580070],[585632],[590547],[599482],[610822],[614447],[617514],[618554],[624277],[625143],[632963],[641992],[642858],[650723],[665898],[676265],[677523],[677614],[713019],[713775],[718745],[719824],[726680],[729747],[745241],[745617],[749724],[777194],[782917],[783783],[791603],[809363],[828339],[829445],[839010],[851052],[860080],[885497],[889253],[896109],[899176],[919153],[955622],[967372],[977574],[999181],[1008175],[1017740],[1038810],[1075441],[1089811],[1121931],[1141893],[1163845],[1201092],[1249166],[1321389],[1330374],[1452306],[1582580] ] cell #1434 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [104964],[127089],[137855],[152535],[164675],[177092],[177164],[178006],[184218],[195318],[209042],[209114],[209956],[213824],[213896],[221028],[224904],[233168],[239548],[239620],[241973],[246239],[248435],[248507],[262346],[267949],[276058],[289854],[290696],[294606],[296241],[298076],[300759],[304640],[304712],[308189],[316520],[316592],[333287],[335640],[339906],[342102],[342174],[356013],[361102],[363289],[367939],[369264],[370899],[372734],[379370],[382668],[384303],[386138],[392702],[392774],[403266],[405101],[407784],[411665],[411737],[415214],[423617],[438924],[445487],[447674],[455284],[457119],[460397],[461722],[462584],[468559],[470194],[472029],[478665],[483815],[488465],[489790],[491425],[493260],[499896],[504829],[506664],[513228],[513300],[528048],[532974],[541724],[548404],[549334],[553156],[555897],[557222],[558084],[562193],[565694],[567529],[572777],[579340],[581527],[589137],[590972],[596437],[602412],[604047],[605882],[612518],[621666],[623838],[631462],[636388],[649177],[651985],[653173],[654103],[659049],[662853],[674719],[679645],[688395],[696005],[699827],[702568],[703893],[704755],[708864],[712365],[714200],[718182],[721714],[726257],[733899],[743695],[752836],[755521],[756270],[767558],[771380],[780306],[782478],[790102],[795028],[807817],[810625],[811813],[812743],[817689],[821493],[830700],[831449],[835823],[838447],[854164],[856336],[858438],[866855],[867007],[883951],[887611],[891143],[895686],[903328],[913124],[922265],[924950],[925699],[936987],[943382],[946901],[947053],[965730],[969262],[973805],[984703],[1002293],[1009430],[1010179],[1014553],[1017177],[1032894],[1037168],[1045585],[1045737],[1064817],[1068893],[1081789],[1091066],[1091815],[1096189],[1120289],[1129653],[1133172],[1133324],[1152001],[1170974],[1191235],[1200529],[1213958],[1217477],[1217629],[1241144],[1256644],[1260720],[1273616],[1326774],[1342690],[1346766],[1362901],[1386465],[1436374],[1456953],[1473271],[1490292],[1587653],[1619711],[1747768], [103654,280491],[116318,195273],[121257,122587],[126071,208670],[135642,344828],[136398,344873],[143535,359680],[151653,245799],[157452,159196],[161744,163074],[163612,261580],[173447,276013],[174451,414090],[175048,417916],[183200,289410],[184974,435203],[191514,300740],[194490,305079],[200142,312232],[200237,200433],[201352,203409],[205347,318945],[206044,207788],[215595,485450],[220146,339466],[221472,495924],[222314,500263],[230237,231567],[232105,355247],[232571,515653],[236881,362020],[236976,237172],[237883,363270],[238693,364136],[241851,368307],[250206,543359],[251996,252225],[257580,257776],[258695,260752],[269773,574945],[270443,575811],[272254,407765],[275230,412104],[276824,586545],[283977,598072],[286087,425970],[286784,288528],[295102,295331],[296119,439292],[296703,296899],[300352,444493],[301973,446405],[302068,302264],[303785,448521],[310013,638556],[310683,639422],[314855,462565],[315665,463431],[318594,318823],[327178,664488],[331550,483796],[332360,484662],[332648,672900],[335518,488833],[348962,698173],[349632,699039],[351247,351443],[352362,354419],[362882,523937],[363785,364014],[369760,369989],[371361,371557],[377633,541705],[378443,542571],[378731,741876],[384181,549702],[384765,384961],[388079,755008],[391847,558931],[398075,769726],[398745,770592],[403144,573145],[403728,403924],[407377,578346],[408998,580258],[409093,409289],[410810,582374],[417708,798062],[421880,596418],[422690,597284],[422978,805998],[425619,425848],[448170,448399],[455162,636756],[455746,455942],[461993,861970],[462177,645066],[463080,463309],[466693,866494],[470656,470852],[473005,657925],[473970,876327],[476928,662834],[477738,663700],[478026,882132],[483408,670608],[484311,484540],[490286,490515],[491887,492083],[498969,689242],[504707,696373],[505291,505487],[512373,705602],[519271,940021],[529553,726238],[538264,736071],[541317,739584],[542220,542449],[547216,978530],[548293,978829],[554280,984320],[557493,990108],[558580,558809],[565572,767926],[566156,566352],[582023,582252],[589599,589795],[596030,803706],[596933,597162],[604509,604705],[606858,816565],[607823,1055057],[611591,822340],[617518,830401],[623716,836191],[631733,841979],[632771,632967],[642066,1100923],[642815,1101351],[643897,1101612],[653062,1112542],[662446,879840],[663349,663578],[684935,905500],[688891,689120],[704164,1176379],[705251,705480],[712827,713023],[715176,940809],[718819,946364],[719568,946792],[725850,952432],[727636,729751],[733788,957983],[735720,735949],[745536,1227175],[745688,1227675],[757352,1239491],[790373,1020709],[791411,791607],[800318,1035066],[811702,1304369],[821989,822218],[826976,1065432],[828258,1067820],[828410,1068320],[837211,839084],[837639,839833],[844024,1080136],[856565,1356567],[897065,899180],[903217,1144254],[905149,905378],[913395,1155533],[926781,1434721],[942615,1191222],[944607,1194195],[953294,955541],[953794,955693],[1015941,1017814],[1016369,1018563],[1022754,1271963],[1032783,1282893],[1064633,1320673],[1075469,1077690],[1139565,1141812],[1140065,1141964],[1157578,1412859],[1267296,1269517] ] cell #1435 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [150838],[156474],[157762],[158381],[187272],[191405],[200324],[201373],[206354],[206973],[219331],[237063],[237774],[241643],[243160],[246109],[252017],[257667],[258716],[272145],[278794],[287094],[287713],[295123],[295911],[296790],[302155],[305100],[314746],[318615],[331441],[335310],[336827],[339776],[340960],[351334],[352383],[363806],[368328],[369781],[371448],[377524],[383973],[384852],[402936],[403815],[404526],[409180],[412125],[413760],[418226],[421771],[425640],[439313],[448191],[454954],[455833],[456544],[463101],[470743],[476819],[484332],[485120],[488854],[490307],[491974],[500284],[504499],[505378],[506089],[529444],[533363],[542241],[543029],[549723],[558601],[565364],[566243],[566954],[573106],[573166],[582044],[586566],[589686],[596954],[597742],[604596],[616464],[623508],[632858],[636717],[636777],[650573],[654492],[663370],[664158],[672921],[680034],[688912],[696334],[696394],[705272],[712914],[717395],[717490],[728697],[735741],[741897],[747634],[753225],[754678],[767887],[767947],[791498],[795417],[805029],[806019],[813132],[822010],[826150],[827080],[836152],[836212],[837660],[837755],[857651],[857746],[881163],[882153],[898126],[905170],[911326],[922654],[937376],[942492],[945693],[946813],[953433],[954363],[963435],[974279],[975209],[984341],[1002682],[1014942],[1016390],[1016485],[1059893],[1060883],[1066839],[1067959],[1075575],[1078776],[1096578],[1097051],[1101372],[1133084],[1139704],[1140634],[1149706],[1170612],[1193195],[1194301],[1204332],[1217389],[1227314],[1255933],[1259786],[1267402],[1270603],[1293199],[1333575],[1345832],[1356673],[1379761],[1389531],[1399562],[1422544],[1462101],[1476337],[1509350],[1529951],[1553049],[1591873],[1639095],[1712796],[1720845],[1839156],[1960669] ] cell #1436 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [119976],[120890],[121129],[145344],[156424],[157432],[161377],[161616],[187222],[192560],[194906],[195145],[200217],[205016],[206024],[229870],[230109],[236956],[238362],[241914],[243110],[245779],[257560],[273300],[275646],[275885],[285756],[286764],[296182],[296683],[300430],[300720],[302048],[303454],[315334],[332029],[335581],[336777],[339446],[344461],[344700],[351227],[362960],[363250],[371341],[378112],[384244],[384745],[391516],[403207],[403708],[407455],[407745],[409073],[410479],[414031],[417896],[422359],[447635],[455225],[455726],[462255],[462545],[470636],[477407],[483486],[483776],[485391],[491867],[495614],[495904],[498638],[504770],[505271],[512042],[537933],[541395],[541685],[543300],[558045],[565635],[566136],[574635],[574925],[581488],[589579],[596108],[596398],[598013],[604489],[611260],[623779],[625113],[632751],[638246],[638536],[649138],[662524],[662814],[664429],[670964],[684604],[688356],[697863],[698153],[704716],[712807],[720660],[725928],[726218],[726606],[727616],[739940],[754949],[769416],[769706],[783753],[791391],[797176],[804062],[807778],[821454],[827054],[829371],[830381],[836570],[836700],[860916],[866184],[866474],[880196],[883912],[895647],[896035],[897045],[919707],[939135],[942690],[945723],[945853],[952788],[953303],[973766],[975183],[977500],[978510],[999735],[1009111],[1015300],[1015430],[1045204],[1064694],[1067743],[1067829],[1085871],[1090747],[1097249],[1100282],[1100412],[1128325],[1132124],[1139574],[1164781],[1186006],[1193393],[1205236],[1216429],[1224049],[1227184],[1250102],[1259656],[1277698],[1292239],[1322735],[1331310],[1333773],[1345702],[1378801],[1400466],[1422414],[1461141],[1464391],[1509220],[1530149],[1583284],[1591743],[1659621],[1712666],[1838583] ] cell #1437 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [193985],[202904],[208646],[244219],[254593],[260247],[261576],[274725],[280467],[289386],[300403],[300567],[303265],[312447],[315145],[318941],[321191],[337886],[343540],[344869],[353914],[355243],[359656],[362235],[362933],[363097],[364132],[368120],[381524],[388629],[391327],[407428],[407592],[410290],[414086],[416336],[425966],[428216],[435199],[438175],[439105],[440057],[446620],[448517],[459540],[462228],[462392],[463427],[467415],[483459],[483623],[484658],[485446],[488646],[495751],[498449],[509155],[511853],[515649],[523084],[525112],[532225],[534107],[541368],[541532],[542567],[543355],[549515],[550467],[558927],[572958],[573910],[574772],[575807],[580473],[582370],[586358],[596081],[596245],[597280],[598068],[601268],[626498],[628526],[636569],[637521],[638383],[639418],[646241],[655236],[657921],[662497],[662661],[663696],[664484],[671783],[672713],[678896],[680778],[689238],[696186],[697138],[698000],[699035],[705598],[725901],[726065],[736067],[740759],[741689],[755004],[759696],[767739],[768691],[769553],[770588],[785138],[787166],[796161],[798058],[804881],[805811],[813876],[816561],[822336],[827027],[828186],[836004],[841975],[846330],[861966],[866321],[876323],[881015],[881945],[905496],[910188],[929125],[938120],[940017],[940805],[942483],[944106],[944550],[955469],[957909],[963287],[976315],[978755],[984133],[990104],[1020705],[1025060],[1035062],[1055053],[1059745],[1064523],[1065649],[1066072],[1077189],[1077633],[1080065],[1098665],[1099109],[1101541],[1112468],[1141740],[1144180],[1149558],[1155529],[1176375],[1192060],[1203142],[1203565],[1225004],[1225427],[1239420],[1269016],[1269460],[1271892],[1282819],[1304295],[1332440],[1354432],[1398372],[1398795],[1412788],[1434650],[1528816], [104169,593393],[104940,283644],[105285,422170],[126294,659809],[127065,326845],[127410,477218],[129607,669755],[137191,502050],[137851,348260],[147451,723085],[152511,374818],[152583,537744],[153998,738731],[164011,562915],[164671,397373],[168026,572028],[177160,419472],[184194,433870],[184539,611071],[186898,827893],[189636,620917],[191669,624859],[194667,843350],[195314,451634],[197326,635639],[201809,1099975],[203586,863341],[209110,474520],[213892,482761],[221004,495344],[221076,684415],[222491,908160],[232504,709586],[233164,517899],[236200,943793],[238038,720406],[239616,526994],[241659,726656],[241969,530647],[242786,955176],[245524,733150],[248503,540670],[253160,976022],[253394,1226314],[255898,752087],[259152,1237854],[260929,991479],[270376,779557],[272409,783499],[275407,1022080],[276054,585487],[278066,794279],[289850,608373],[295927,829421],[296237,618349],[301292,1076876],[303130,840671],[304708,630408],[305536,1339845],[310616,853415],[313172,1098352],[315010,860662],[316588,648123],[319758,1109735],[319992,1366824],[322496,873406],[331705,889835],[333283,673665],[335326,896085],[335636,677318],[336453,1141447],[339191,902579],[342170,687341],[349565,921516],[352819,1433084],[354596,1177750],[366448,1199465],[370585,956704],[370895,730582],[373289,1469961],[377788,967954],[379366,742641],[383989,977550],[384299,749519],[389354,1236231],[391192,988800],[392770,761578],[398678,1001544],[402952,1008151],[403262,776989],[408317,1268703],[410155,1019401],[411733,789048],[412561,1536221],[417641,1032145],[422035,1039392],[423613,806763],[426783,1301562],[427017,1563200],[429521,1052136],[442432,1328305],[445046,1595376],[454970,1089787],[455280,850847],[465743,1105489],[469880,1111263],[470190,870838],[473903,1117846],[477083,1122513],[478661,882897],[486974,1394695],[491111,1142975],[491421,900011],[493815,1665191],[498314,1154225],[499892,912070],[500720,1676731],[504515,1163821],[504825,918948],[509880,1431461],[511718,1175071],[513296,931007],[519204,1187815],[524490,1454094],[529708,1201674],[544883,1481501],[552842,1231705],[553152,982555],[556627,1236988],[562189,994459],[565380,1249142],[565690,998976],[576285,1524681],[578899,1787203],[588823,1281614],[589133,1029577],[591527,1803070],[599596,1297316],[603733,1303090],[604043,1049568],[607756,1309673],[610936,1314340],[612514,1061627],[622396,1329062],[623524,1330350],[623834,1075236],[639896,1611243],[645619,1353986],[651981,1110028],[652072,1365514],[666012,1383878],[671161,1649324],[676379,1396904],[685767,1920916],[699513,1426935],[699823,1168826],[703298,1432218],[708860,1180730],[712051,1444372],[712361,1185247],[717411,1452282],[721710,1199758],[723831,1458891],[740137,1734645],[745355,1483710],[755447,1236544],[756313,1495958],[771066,1513741],[771376,1254147],[778935,2032633],[781036,1525438],[782164,1526726],[782474,1267063],[804259,1550362],[810621,1301855],[810712,1561890],[826583,1583080],[830626,1328618],[833611,1589557],[852793,1853903],[854894,1612000],[856022,1613288],[856332,1353109],[866936,1365937],[880393,1636408],[886840,1647512],[891139,1394988],[893260,1654121],[920894,2172889],[924876,1431774],[925742,1691188],[942906,1712500],[946982,1459314],[952985,1718224],[964959,1732833],[969258,1481794],[971379,1739442],[1000922,2003460],[1005313,1774907],[1009356,1524994],[1012341,1781384],[1045666,1562313],[1071115,1843492],[1086949,1858028],[1090992,1611556],[1093977,1864505],[1107544,1873894],[1129177,1898771],[1133253,1654544],[1197035,1964959],[1213482,1978799],[1217558,1739865],[1230470,1993049],[1326298,2080896],[1359407,2106918],[1489816,2213994] ] cell #1438 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [115425],[120069],[121176],[121694],[145437],[148979],[156522],[157437],[161663],[162181],[172554],[187320],[187952],[191303],[192653],[195192],[200222],[205114],[206029],[217472],[223131],[230156],[230674],[236961],[237672],[238460],[243208],[245784],[254214],[257565],[268692],[272043],[273393],[275932],[276935],[285854],[286769],[296688],[300725],[302053],[303552],[308932],[314644],[315432],[331339],[332127],[332759],[336875],[339451],[340858],[344747],[347881],[351232],[363255],[371346],[377422],[378210],[378842],[384750],[391614],[396994],[403713],[404424],[407750],[409078],[410577],[417901],[421669],[422457],[423089],[443981],[447640],[455731],[456442],[462550],[470641],[476717],[477505],[478137],[483726],[483781],[491872],[495909],[498736],[505276],[505987],[512140],[522742],[529342],[538031],[541635],[541690],[554391],[558050],[566141],[566852],[574930],[581493],[589584],[596348],[596403],[604494],[611358],[615388],[615481],[626156],[632756],[638541],[643871],[649143],[650471],[662764],[662819],[684702],[688361],[697241],[698158],[704721],[712812],[716505],[717425],[726168],[726223],[727621],[727714],[746558],[746651],[768794],[769711],[784796],[791396],[797181],[807783],[821459],[826085],[829280],[830386],[836770],[837690],[846433],[856761],[857681],[866479],[883917],[895652],[897050],[897143],[938223],[939140],[944803],[945923],[953368],[956563],[973771],[974214],[978515],[1009116],[1015500],[1016420],[1025163],[1045209],[1066774],[1067894],[1077886],[1090752],[1100482],[1128330],[1132194],[1139639],[1142834],[1164786],[1204267],[1216499],[1227249],[1250107],[1259721],[1269713],[1292309],[1331315],[1345767],[1378871],[1399497],[1422479],[1461211],[1509285],[1583354],[1591808],[1712731],[1838585] ] cell #1439 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [349807,1428015],[356087,935498],[357497,1182401],[398920,1514821],[405175,1013994],[406741,1265257],[419612,1550476],[431225,1056935],[457193,1095630],[458759,1351303],[474660,1636522],[481212,1386958],[482189,1133042],[482901,1649438],[485934,1138058],[502002,1679445],[506738,1169664],[527134,1718338],[539121,1473764],[540098,1217347],[540810,1734759],[543843,1222363],[562867,1763750],[567603,1254985],[569758,1517073],[571431,1260585],[571980,1776408],[594811,1293157],[598556,1298173],[620320,1588146],[620869,1843883],[630548,1854017],[633369,1603635],[635042,1346631],[635591,1859529],[648263,1874008],[661227,1379719],[664972,1384735],[668523,1389449],[687481,1921030],[694659,1423343],[718247,1961738],[721853,1716803],[725493,1462059],[733102,1974503],[737499,1476255],[751490,1748261],[752039,1993440],[761718,2003574],[766212,1510149],[789188,2032747],[794231,2038259],[801621,1552967],[835407,1592672],[838512,2085982],[858503,2103697],[862109,1872473],[873358,2116462],[877755,1639013],[902531,2143932],[931147,2173003],[951337,1720763],[986641,2219080],[1017242,2244622],[1052088,2275102],[1065305,1839019],[1073057,2293135],[1172912,2365751],[1264884,2426988],[1350930,2482036], [86538,732553,1479437],[115035,842118,1608740],[124785,872809,1642195],[133338,901982,1392631],[136484,690514,1159642],[148816,736385,1732255],[148942,954836,1732378],[150352,958863,1737166],[159793,983536,1752787],[161791,990247,1768855],[163698,762198,763963],[172164,1020848,1522178],[175645,793682,1279142],[176249,591046,1034694],[181914,1051539,1556149],[185060,823612,1062247],[187789,831580,1842914],[187915,827553,1843037],[191340,1076990,1857772],[203836,1105896,1876433],[205077,1109395,1888048],[205988,868621,868888],[206487,1113422,1892836],[208716,657553,659123],[217309,667409,1646934],[217435,1141107,1647057],[218845,1145134,1651845],[221625,686769,1151172],[222741,906928,1408216],[228286,1169807,1428644],[230284,1176518,1684550],[232191,931627,933392],[233765,935641,1183030],[234369,714274,940437],[237709,943907,1964703],[238423,1199125,1965614],[240519,950852,951119],[252299,1224660,1988576],[254051,979709,1992471],[254177,975682,1992594],[256140,1232785,1996253],[257602,1236345,2007329],[257929,757070,757289],[258107,985847,985945],[265728,1255128,1515450],[268529,774143,1519975],[268655,571288,1260365],[269926,788476,1262884],[271778,1014137,1265886],[272080,1268817,1774651],[276898,793539,1278922],[278308,1026731,1538728],[284576,1297723,1558548],[285817,1301222,1806412],[286728,1047351,1047618],[287227,1305249,1811200],[289456,816193,817763],[290007,819867,1057119],[291123,1056485,1311387],[295405,1323346,2078708],[296725,1328419,2081522],[297052,834368,834587],[298573,1072263,1072361],[303515,1339505,2089858],[308769,848001,1606537],[308895,634899,1346411],[310166,629836,1348930],[312018,1095773,1351932],[312587,1354100,2102991],[314681,1098466,2106662],[315395,1099635,2107573],[318573,652614,868189],[319172,867992,1108991],[327777,1384285,1644594],[331376,668973,1390091],[332090,1394355,1900308],[332722,901839,1392411],[333440,894922,1138242],[334186,1137123,1137390],[334706,1137608,1395030],[340895,907378,1408858],[345966,1419890,1679745],[347718,916102,1682347],[347844,694516,1423123],[349115,930435,1425642],[351269,1431575,1929210],[351596,926499,926718],[351774,1172118,1172216],[360543,1191457,1191625],[362375,1454208,2188133],[363764,724373,950420],[365862,950223,1198721],[370063,1465002,2195446],[371383,1470075,2198260],[371710,730743,734627],[377459,737949,1476897],[378173,1481161,1980336],[378805,732410,1479217],[379523,973041,1222547],[380269,1221428,1221695],[380789,1221913,1481836],[381476,1484215,2210317],[383467,977151,2211806],[384787,1226428,2214620],[385114,549132,982716],[388387,756886,986030],[391577,1237514,2222956],[395079,1506696,1764050],[396831,996130,1766652],[396957,766069,1509929],[398228,761006,1512448],[400867,1257132,1517373],[402430,1519722,1776708],[403750,1524795,2019064],[404077,1013098,1013317],[404461,1021298,1522820],[405598,1264090,1264188],[410540,1535881,2248498],[421706,802071,1553609],[422420,596912,1296806],[423052,1051396,1555929],[423770,1044479,1298357],[425598,811254,1046919],[426197,1046722,1300818],[436355,1065126,1321041],[437435,615700,1068538],[438127,1584581,2289750],[439815,834184,1072446],[441910,1589260,1844183],[443818,1073430,1846696],[443944,835264,1592452],[446760,1595490,2296451],[448149,840161,844168],[452885,1343178,1603935],[454448,1606284,1859829],[455768,1611357,2095198],[456095,1094734,1094953],[456479,842568,1609382],[457616,1350136,1350234],[463059,644041,1104979],[466846,865749,1624817],[469358,1110864,2318674],[470678,1366938,2321488],[471005,653901,870999],[476754,878205,1639655],[477468,663328,1383368],[478100,872666,1641975],[478818,1127600,1384919],[481069,1386687,1386855],[484290,893802,1136691],[486388,1136494,1393951],[490589,1660232,2342117],[491909,1665305,2344931],[492236,900172,904056],[498699,1676391,2149765],[500049,913923,914782],[503993,505640,1168987],[505313,696896,1427031],[506024,1176968,1685192],[508913,926315,1172301],[512103,1432744,2369627],[520738,716374,1451704],[521634,1191728,1961032],[522302,717636,1194861],[522705,946771,1717567],[526422,1457441,1717103],[529379,951787,1721405],[531485,727933,954012],[532177,1723850,2388968],[533865,956800,960966],[535960,1728529,1974803],[536748,1210550,2392353],[537994,735699,1483200],[538978,1473493,1473661],[542199,971921,1220996],[544297,1220799,1480757],[547845,746870,1227893],[550225,747736,1231801],[552320,1749375,1993740],[554354,983393,1752567],[558559,757496,988290],[561241,562346,763431],[564858,566505,1254308],[566178,768449,1513837],[566889,990697,1769497],[570208,1256953,1517417],[573668,1012914,1264273],[580613,1787317,2430304],[582002,1018891,1022898],[588301,1798111,2038559],[589621,1803184,2253838],[589948,1029738,1033622],[603211,1302691,2452527],[604531,1563314,2455341],[604858,812541,1049729],[611321,821968,1313830],[612671,824650,1063480],[614434,1320697,2077219],[615503,827149,1323599],[616399,1068758,1843588],[620177,1587875,1588043],[625716,837901,1076135],[626119,837618,1604399],[632261,633120,1353270],[632793,846088,1613384],[633819,1342999,1603979],[637279,1094550,1350319],[643431,857892,1357233],[643834,1101330,1873237],[647551,1620199,1872773],[650508,1106346,1877075],[654994,869055,1111359],[657089,1884199,2116762],[678156,897362,1140283],[678848,1910121,2509494],[680536,1143071,1147237],[682631,1914800,2144232],[683419,1405780,2512879],[684665,905128,1396394],[688870,1153715,1157722],[705230,926925,1174561],[707912,709017,932860],[711529,713176,1185408],[712849,937878,1444468],[717551,1194219,1964460],[722303,1457262,1717147],[727736,954432,1201972],[728632,954232,1732929],[746673,975278,1487117],[747569,1228113,1993145],[751347,1747990,1748158],[784356,1016631,1267962],[784759,1016348,1517837],[790901,791760,1267224],[791433,1024818,1526822],[795919,1281710,1285876],[798802,1547306,2589061],[813634,1047785,1303186],[815729,2062929,2275402],[837816,1075493,1857529],[857807,1356591,2106419],[862559,1620020,1872817],[897165,1140703,1397202],[898061,1140503,1647608],[1016546,1267320,1774408] ] cell #1440 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [179096],[211046],[226885],[246926],[264327],[281075],[283200],[291786],[306131],[324276],[326401],[330741],[340593],[345785],[357994],[365484],[368500],[374374],[376824],[394898],[402249],[413156],[419387],[431301],[433426],[439485],[441729],[445071],[449869],[454267],[464779],[474435],[482676],[486010],[489026],[494900],[497350],[515424],[524515],[526909],[529955],[533535],[535779],[540585],[543919],[549895],[552139],[560279],[573338],[575582],[578924],[583722],[588120],[598632],[616224],[617657],[627929],[630323],[636949],[639193],[645644],[648038],[654664],[656908],[665048],[671186],[676626],[680206],[682450],[687256],[690590],[696566],[698810],[706950],[717761],[728457],[729890],[740162],[747394],[748827],[753397],[759099],[761493],[764039],[768119],[770363],[776297],[786569],[788963],[795589],[797833],[804284],[813304],[815548],[823688],[836384],[838026],[850155],[858017],[859597],[864772],[868713],[868964],[870146],[876098],[880418],[897886],[899319],[909591],[918256],[922826],[928528],[930922],[933468],[937548],[939792],[950944],[951195],[953010],[976665],[981863],[986101],[986155],[986881],[987735],[998284],[1002854],[1015114],[1016756],[1028885],[1043502],[1047443],[1047694],[1048876],[1054828],[1059148],[1072517],[1072571],[1073297],[1074544],[1084027],[1096750],[1097662],[1109045],[1109126],[1110378],[1126623],[1137215],[1137466],[1139281],[1168134],[1172372],[1172426],[1173152],[1174006],[1184555],[1191833],[1193806],[1198775],[1198856],[1210064],[1221520],[1221771],[1223586],[1235985],[1253455],[1264344],[1264398],[1265124],[1266371],[1275854],[1289489],[1300872],[1300953],[1302205],[1321095],[1328059],[1334186],[1350390],[1350444],[1351170],[1352417],[1376051],[1387063],[1389036],[1394005],[1394086],[1405294],[1416750],[1431215],[1452038],[1458405],[1473869],[1475842],[1480811],[1480892],[1517471],[1524435],[1530562],[1546820],[1588251],[1599687],[1604033],[1610997],[1621163],[1647268],[1671072],[1717201],[1732589],[1748366],[1759802],[1791514],[1843248],[1872871],[1946073],[1992805], [115698,305611],[121967,201884],[150849,373231],[158392,253336],[162454,259227],[172827,412636],[176389,419043],[191285,624152],[191416,444928],[193541,450247],[200335,312324],[202460,313713],[206984,319934],[208385,208856],[219342,493757],[223404,500795],[223802,501315],[230947,352894],[234509,359395],[237074,362112],[237654,719699],[237785,524372],[241744,530405],[252118,381378],[257678,388506],[259803,389895],[261179,261905],[272025,782792],[272156,578781],[274281,584100],[277026,586738],[278805,591469],[287724,426959],[289125,289596],[292184,434802],[295224,438029],[296012,618107],[296801,439934],[302166,446497],[312362,459306],[314626,859955],[314757,645501],[318716,467269],[318897,319025],[331321,889128],[331452,671043],[332850,673093],[335411,677076],[340971,685649],[343096,690968],[351345,509032],[353470,510421],[354846,355572],[356215,515605],[362150,522850],[363907,524966],[364088,364216],[369882,532079],[371459,533984],[377404,967247],[377535,740019],[378933,742069],[384074,749277],[384863,550344],[403037,776747],[403826,573787],[404537,778817],[405303,575763],[409191,580350],[413861,792459],[421651,1038685],[421782,804141],[423180,806191],[425741,601122],[425922,426050],[446535,626264],[448292,628380],[448473,448601],[455055,850605],[455844,637398],[456555,852675],[457321,639374],[463202,646095],[463383,463511],[470754,655113],[476699,1121806],[476830,880275],[478228,882325],[484433,671637],[484614,484742],[485221,891732],[490408,678750],[491985,680655],[504600,918706],[505389,697015],[506100,920776],[506866,698991],[529324,1200967],[529455,952867],[542342,740613],[542523,542651],[543130,969851],[554482,984513],[558702,759550],[558883,559011],[565465,998734],[566254,768568],[566965,1000804],[567731,770544],[580388,784904],[582145,787020],[582326,582454],[589697,796038],[591174,798014],[597055,804735],[597236,597364],[597843,1041289],[604607,813753],[615370,1321264],[616475,1068877],[623609,1074994],[632869,846207],[644868,1105754],[650584,1107426],[657877,658005],[659251,876279],[663471,880869],[663652,663780],[664259,1124410],[689013,910042],[689194,689322],[705373,928979],[705554,705682],[712925,937997],[714402,939973],[716428,1451720],[717707,1194932],[718487,1195226],[728708,954351],[735842,963141],[736023,736151],[747645,1228232],[747807,1231872],[754779,1234349],[758323,989065],[791509,1024937],[816517,816645],[817891,1055009],[822111,1059599],[822292,822420],[826024,1582727],[827203,1323615],[827284,1324228],[837972,1076206],[838752,1076500],[840936,844995],[857963,1357304],[858743,1357598],[858858,1361228],[869126,1111430],[898137,1140622],[905271,1149412],[905452,905580],[927752,1175336],[940761,940889],[943547,1454494],[954486,1201988],[954567,1202601],[956871,961037],[975332,1487133],[975413,1487746],[986996,1238365],[1016702,1268033],[1017482,1268327],[1019666,1023725],[1035018,1035146],[1047856,1303257],[1076630,1331354],[1079010,1083288],[1098106,1617252],[1140757,1397218],[1140838,1397831],[1143142,1147308],[1154490,1158549],[1173267,1433595],[1268457,1527730],[1270837,1275115],[1281781,1285947],[1411733,1416011] ] cell #1441 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [303850],[315730],[323510],[371174],[384578],[391912],[393714],[410875],[418655],[430535],[444544],[444724],[447968],[459634],[462878],[467682],[470469],[491700],[499034],[500836],[512438],[514240],[520218],[523178],[523988],[524168],[525379],[530205],[546565],[555134],[558378],[578397],[578577],[581821],[586625],[589412],[601535],[604322],[613458],[616867],[617907],[618983],[626592],[628793],[642091],[645117],[645297],[646508],[651334],[670659],[670839],[672050],[672980],[676876],[685445],[688689],[701805],[705049],[709853],[718844],[721063],[729100],[731216],[739635],[739815],[741026],[741956],[749077],[750153],[759963],[776547],[777623],[778613],[779824],[785232],[787433],[792259],[803757],[803937],[805148],[806078],[809974],[839109],[841328],[850405],[851481],[852471],[853682],[861319],[871472],[874603],[879891],[880071],[881282],[882212],[890492],[891532],[898529],[900645],[910455],[918506],[919582],[920572],[921783],[929392],[952483],[952663],[963554],[968611],[969651],[984400],[989457],[998534],[999610],[1000600],[1001811],[1017839],[1020058],[1030211],[1032412],[1040049],[1041089],[1050202],[1053333],[1060012],[1065483],[1066631],[1074794],[1081006],[1085746],[1102482],[1107222],[1118113],[1123170],[1124210],[1149825],[1154882],[1175728],[1185881],[1188082],[1189012],[1191046],[1192569],[1193020],[1204124],[1206582],[1212287],[1225986],[1228444],[1234149],[1240361],[1272833],[1277573],[1288464],[1309940],[1314997],[1320519],[1321550],[1321933],[1332949],[1333400],[1335797],[1354941],[1355392],[1357789],[1368954],[1399354],[1401812],[1407517],[1413729],[1435591],[1452495],[1463206],[1463589],[1485068],[1485451],[1499315],[1529325],[1529776],[1532173],[1543338],[1565330],[1593777],[1615253],[1658436],[1658819],[1672683],[1694545],[1785604], [177198,800731],[178305,422755],[178823,596731],[209148,876865],[210255,477803],[210773,663147],[213930,888273],[225015,693236],[225930,505104],[239654,949368],[246538,538329],[246653,735518],[248541,966392],[262457,764789],[263372,565969],[268060,775507],[280962,593487],[290995,611656],[291513,821787],[294717,1066314],[298187,832944],[300870,837367],[304746,1082451],[305652,632584],[308300,849365],[314290,1356223],[316626,1103927],[324163,659903],[330628,669849],[340205,685000],[340320,904947],[342208,1152663],[356124,934218],[357039,712640],[361185,1192271],[363400,946520],[365371,723179],[368022,953343],[368387,727381],[369375,1203807],[372845,960227],[376711,738825],[382779,1225669],[383072,1486293],[386249,981073],[390472,1497749],[392808,1241806],[405212,1011674],[407895,1016097],[411771,1274278],[412677,791224],[415325,1028095],[431188,818543],[439007,1067869],[439372,830146],[445570,1332651],[447785,1079603],[449756,843444],[450824,1600838],[457230,1093310],[460480,1354643],[462695,1101079],[464666,863435],[468670,1366179],[468963,1627189],[472140,1114786],[483926,1132791],[485897,892608],[488548,1139614],[488913,896810],[489901,1399037],[493371,1146498],[497237,908254],[506775,1167344],[510998,1692979],[513334,1437036],[528159,1459556],[533057,1205362],[533422,957429],[536353,1729037],[541835,1217096],[543806,970727],[549417,1227224],[549782,978275],[555980,1496169],[558195,1238958],[560166,991573],[567640,1252665],[572860,1259696],[573225,1008876],[579423,1529027],[581638,1271430],[583609,1022174],[584677,1792665],[591083,1285137],[596548,1292906],[598519,1042165],[602523,1562555],[602816,1819016],[605993,1306613],[621749,1589768],[624829,1849963],[636471,1345742],[636836,1090512],[649288,1361821],[654186,1367734],[654551,1111988],[659160,1374659],[662964,1379468],[664935,1125286],[674830,1654786],[679728,1400592],[680093,1143700],[683024,1915308],[688506,1412326],[690477,1156998],[691545,1926378],[696088,1422454],[696453,1164546],[702651,1691399],[704866,1434188],[706837,1177844],[714311,1447895],[720376,1714284],[726368,1461808],[743806,1740107],[752919,1491613],[753284,1232430],[757326,1496918],[763926,1245101],[767641,1509260],[768006,1249867],[780389,1781595],[783469,2028693],[795111,1542118],[795476,1282339],[798407,2043446],[807928,1558197],[812826,1564110],[813191,1303815],[817800,1571035],[821604,1575844],[823575,1317113],[834624,1590517],[835906,1591783],[836271,1331075],[854247,1864716],[860632,1614832],[867877,1366496],[867970,1625964],[884062,1644243],[889805,1900555],[895797,1657038],[906491,2150012],[922348,1686843],[922713,1427660],[926755,1692148],[933355,1440331],[937070,1704490],[937435,1445097],[943465,1712706],[947923,1459873],[950201,1718696],[967924,1980583],[973916,1742359],[984899,1496467],[985819,1753892],[1002376,1771148],[1002741,1514466],[1010987,2248745],[1013354,1782344],[1014636,1783610],[1015001,1527451],[1039362,1806659],[1046607,1562872],[1046700,1817791],[1065032,1838976],[1069089,1590066],[1072235,1844695],[1092623,2090105],[1094990,1865465],[1096272,1866731],[1096637,1614013],[1107927,1626347],[1122483,1888295],[1129736,1898977],[1134194,1655103],[1136472,1904967],[1166657,2369874],[1171170,1691697],[1172090,1940163],[1191429,1960977],[1195417,1719079],[1201644,1965861],[1214041,1979005],[1218499,1740424],[1220777,1984995],[1251978,2223203],[1256859,2017706],[1260916,1781893],[1264062,2023425],[1299754,1818174],[1326857,2081102],[1342905,2093840],[1346962,1865014],[1350108,2099559],[1364016,2107820],[1386659,2130406],[1390647,1905350],[1457168,2190139],[1473465,2201959],[1477453,1985378],[1490375,2214200],[1587847,2291663],[1619926,2313367],[1747962,2404285] ] cell #1442 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [193550],[200268],[201743],[202469],[237007],[241753],[252127],[253312],[259086],[259812],[274290],[295233],[296021],[300420],[302099],[305470],[312300],[318725],[319910],[335420],[343105],[352753],[353479],[362088],[362950],[363916],[369891],[373207],[384083],[388482],[403046],[407445],[409124],[412495],[413870],[425750],[426935],[439910],[444904],[446473],[448301],[455064],[462245],[463211],[483476],[484442],[485230],[490417],[493733],[495604],[500654],[504609],[509008],[524348],[533960],[541385],[542351],[543139],[550320],[558711],[565474],[573763],[574625],[578757],[580326],[582154],[591445],[596098],[597064],[597852],[623618],[627762],[637374],[638236],[645477],[655089],[662514],[663480],[664268],[670954],[671019],[680631],[685625],[689022],[696991],[697853],[705382],[718496],[725918],[735851],[739930],[739995],[754788],[758932],[768544],[769406],[778793],[786402],[796014],[804052],[804117],[813729],[822120],[827044],[827141],[838761],[846183],[852651],[858752],[864605],[866174],[880186],[880251],[905280],[909424],[919697],[920752],[928361],[937973],[942553],[943484],[952778],[952843],[954327],[954424],[975173],[975270],[999725],[1000780],[1017491],[1024913],[1031381],[1043335],[1058981],[1064570],[1067733],[1068853],[1075636],[1076567],[1085861],[1097112],[1098043],[1107402],[1126456],[1139114],[1140598],[1140695],[1185996],[1187051],[1193256],[1194362],[1202063],[1205226],[1223419],[1223925],[1228208],[1260680],[1267463],[1268394],[1277688],[1299229],[1322611],[1323690],[1333636],[1346726],[1356734],[1385791],[1389592],[1397293],[1400456],[1423438],[1464267],[1476398],[1487208],[1510244],[1520066],[1530012],[1553110],[1592767],[1606628],[1639156],[1659497],[1682438],[1720906],[1766743],[1839217],[1846787],[1961173],[2077086] ] cell #1443 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [283543],[326744],[348244],[374717],[397357],[419384],[419456],[422181],[433769],[451618],[474432],[474504],[477229],[482673],[482745],[495243],[502061],[517883],[526906],[526978],[530631],[537755],[540582],[540654],[562926],[572039],[585471],[608357],[611082],[616221],[618333],[620928],[624870],[630320],[630392],[635650],[644654],[648035],[648107],[673649],[677302],[684426],[687253],[687325],[709597],[717687],[720417],[726803],[728454],[730566],[733161],[742625],[747391],[747787],[749503],[752098],[758109],[761490],[761562],[776973],[779568],[783510],[788960],[789032],[794290],[806747],[829568],[837952],[840682],[844781],[850831],[853426],[857943],[860673],[868710],[869106],[870822],[873417],[882881],[889846],[896232],[897883],[899995],[902590],[912054],[918932],[921527],[927538],[930919],[930991],[950941],[956851],[961017],[967965],[977697],[982539],[986081],[988811],[994443],[998960],[1001555],[1008298],[1016682],[1019412],[1023511],[1029561],[1032156],[1039403],[1047440],[1047836],[1049552],[1052147],[1061611],[1072497],[1075220],[1076186],[1089934],[1105500],[1110012],[1111410],[1117857],[1122524],[1137212],[1143122],[1147288],[1154236],[1158335],[1163968],[1168810],[1172352],[1175082],[1180714],[1185231],[1187826],[1194912],[1199742],[1201685],[1221517],[1231852],[1236111],[1236999],[1249289],[1254131],[1264324],[1267047],[1268013],[1281761],[1285927],[1297327],[1301839],[1303237],[1309684],[1314351],[1328185],[1329073],[1330497],[1350370],[1353093],[1357284],[1365519],[1365523],[1383889],[1390142],[1394972],[1396915],[1408909],[1427082],[1431341],[1432229],[1444519],[1452429],[1458896],[1458900],[1476948],[1481778],[1483721],[1495950],[1513888],[1522871],[1524561],[1525449],[1526873],[1553660],[1561895],[1561899],[1583085],[1589549],[1609433],[1611123],[1612011],[1613435],[1639706],[1647659],[1654126],[1654130],[1685243],[1691180],[1712492],[1721456],[1732980],[1739447],[1739451],[1769548],[1774912],[1781376],[1843639],[1858033],[1864497],[1877126],[1898763],[1964964],[1978791],[1993196],[2080888],[2106923],[2213986], [193884,448722],[202803,463632],[244203,533776],[254577,550136],[260146,559132],[274624,582575],[300414,836792],[300551,624482],[303276,628173],[312359,642079],[312431,642197],[315156,645888],[321175,654905],[323081,474012],[337870,680447],[343439,689443],[353813,705803],[362147,718832],[362219,718950],[362944,945945],[363081,720029],[368131,726910],[381535,745847],[388613,755652],[391338,759343],[393162,562028],[407439,1015522],[407576,783122],[410301,786813],[416320,795830],[417750,592955],[428200,813545],[430106,607865],[438186,828569],[439116,829675],[440041,830831],[446532,839097],[446604,839215],[462239,1100504],[462376,860285],[467426,867166],[467623,651760],[483470,1132216],[483607,889458],[488657,896339],[495735,906144],[498460,909835],[499731,692339],[509139,925081],[511864,928772],[513688,708699],[519313,519789],[525123,947212],[525320,721489],[532236,955852],[534091,958114],[541379,1216521],[541516,967577],[549526,977804],[550451,978960],[572969,1008405],[573894,1009561],[574756,1010640],[580385,1017827],[580457,1017945],[586369,1025905],[586506,792685],[596092,1292331],[596229,1039015],[601279,1045896],[601476,810400],[612353,612906],[628537,1080295],[628734,841754],[636580,1090041],[637505,1091197],[638367,1092276],[646252,1101771],[646449,861745],[655220,1112673],[662508,1378893],[662645,1122136],[671794,1133483],[671991,890918],[672724,1134589],[672861,891958],[678907,1142123],[680762,1144385],[696197,1164075],[697122,1165231],[697984,1166310],[709734,709794],[725912,1461233],[726049,1201297],[740770,1217788],[740967,969037],[741700,1218894],[741837,970077],[759707,1239650],[759904,989883],[767750,1249396],[768675,1250552],[769537,1251631],[779705,779765],[787177,1272122],[787374,1020484],[796145,1283024],[804892,1293598],[805089,1040475],[805822,1294704],[805959,1041515],[813860,1304500],[827038,1583376],[828170,1322488],[836015,1330604],[846314,1341677],[853563,853623],[866305,1363669],[874544,1116252],[881026,1380160],[881223,1123596],[881956,1381266],[882093,1124636],[910199,1413018],[910396,1155308],[921664,921724],[929136,1434880],[929333,1176154],[938104,1445782],[942488,1712161],[943673,1453078],[944561,1453378],[955453,1464144],[963298,1472260],[963495,1212713],[976299,1486006],[984144,1494122],[984281,1234575],[1001692,1001752],[1025044,1538053],[1032293,1032353],[1053274,1308079],[1059756,1576536],[1059953,1315423],[1064515,1838626],[1065654,1583456],[1065658,1583942],[1076756,1594360],[1077644,1594660],[1079896,1340122],[1098232,1615836],[1099120,1616136],[1100252,1362114],[1117994,1118054],[1141724,1659374],[1149569,1667490],[1149766,1407943],[1187963,1188023],[1188953,1449361],[1192052,1712874],[1203147,1722725],[1203151,1723211],[1205452,1469841],[1225009,1743571],[1225013,1744057],[1226194,1491703],[1238131,1239251],[1268583,1786187],[1269471,1786487],[1271723,1536498],[1288405,1549469],[1309821,1309881],[1332432,1848553],[1334681,1600182],[1354424,1868544],[1355567,1621658],[1366704,1367824],[1398377,1908996],[1398381,1909482],[1400682,1665071],[1412619,1677008],[1433361,1434481],[1497093,1498199],[1528808,2027283],[1531057,1792009],[1542208,1802950],[1563080,1564200],[1671567,1925722],[1692323,1693429] ] cell #1444 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80627,233040],[99244,271388],[108145,290536],[119189,311628],[129321,331806],[130970,334522],[139125,350577],[142068,356483],[153712,377889],[155361,380605],[165945,399690],[167628,403437],[169547,406203],[177897,422136],[179546,424852],[196928,455455],[198847,458221],[209847,477184],[211496,479900],[212769,481107],[213098,483285],[225748,505000],[227667,507766],[240906,529809],[247380,539016],[247709,541194],[263190,565865],[265109,568631],[266429,569974],[281151,593729],[281480,595907],[297588,620215],[299552,624009],[306669,633585],[324352,660145],[324681,662323],[330817,670091],[345618,693202],[364528,722069],[365560,723421],[366600,725727],[376900,739067],[385650,751385],[394731,764755],[402082,775473],[436450,826781],[441562,832910],[449945,843686],[454100,849331],[463823,862325],[464855,863677],[497426,908496],[522397,944304],[535612,960193],[551972,981039],[560355,991815],[583798,1022416],[587953,1028061],[625811,1077387],[643526,1098863],[656741,1114752],[682283,1146464],[707026,1178086],[756981,1236742],[784451,1269214],[815381,1306579],[834279,1328816],[926410,1431972],[1013009,1525192],[1094645,1611754], [16338,125676,208785],[24004,161279,258032],[24575,163177,261957],[27510,176318,280606],[28825,182805,289525],[30417,190266,297155],[34952,124060,318758],[35047,205876,319116],[39279,222205,341325],[39850,223854,345250],[41098,229772,351699],[41669,231670,355624],[42239,234438,234656],[43633,147974,363949],[43728,240407,364307],[45741,151218,371813],[48940,158761,385217],[49577,258086,388291],[49625,161204,388582],[53189,271006,404180],[53359,275121,404891],[55280,174920,413903],[55375,277668,414261],[57724,181189,425783],[57819,286616,426141],[58838,290587,290611],[59409,292236,292509],[60240,295266,296054],[61032,298552,439719],[61080,190191,440010],[63657,193583,448334],[65765,311246,456198],[65935,194381,456909],[67746,202502,463244],[68670,205473,467065],[69854,207353,471108],[73229,216467,484475],[73324,334074,484833],[73447,220018,485263],[73542,338793,485621],[73729,334573,334597],[75337,219711,492339],[75974,341376,495413],[76022,222154,495704],[78536,226276,505743],[78706,354310,506454],[79173,351753,508817],[79221,229697,509108],[80722,356857,356886],[81872,360522,521061],[82470,362188,363050],[83436,240004,524762],[85813,241786,369924],[86653,244172,534060],[89230,251078,542384],[89325,380157,542742],[89448,151525,543172],[89543,245126,543530],[89730,380656,380680],[90927,252160,384116],[91767,254546,550420],[94344,259845,558744],[95014,163744,394060],[96452,263718,566608],[96622,260643,567319],[97846,98500,403079],[98638,405577,573572],[98686,270931,573863],[98911,410939,574434],[98959,275070,574725],[99339,406577,406606],[101263,274323,582187],[102187,277294,586008],[103371,279174,590051],[105352,179025,597097],[105570,288400,597885],[105665,429123,598243],[105852,424903,424927],[106276,286213,600918],[107460,288093,604961],[108097,431706,431709],[109755,293666,614680],[110125,437825,438755],[114448,300520,446573],[116988,305998,633223],[117791,118445,455097],[118583,457595,637183],[118631,311171,637474],[118856,303914,638045],[118904,194330,638336],[119284,458595,458624],[120717,312400,462345],[123257,317878,650938],[124900,321144,655189],[127477,210975,663513],[127695,207660,664301],[127790,322098,664659],[127977,479951,479975],[128672,481048,667732],[128711,488728,667804],[129270,130055,483576],[130236,333671,671433],[130571,338419,672363],[130922,487126,487129],[132613,335453,490450],[133453,337839,680731],[136030,343138,689055],[136530,224694,501182],[137727,138381,504642],[138567,227083,697091],[138792,512502,697662],[138840,354259,697953],[139220,508140,508169],[141144,353512,705415],[141814,232237,514586],[143252,357385,713279],[144024,520879,520953],[149338,367770,531875],[152650,246855,735884],[153063,538957,736708],[153102,368202,736780],[153661,154446,541485],[154627,379754,740409],[154962,244752,741339],[155313,545035,545038],[156881,381174,549165],[160193,256910,754821],[160288,387614,755179],[164547,165201,565507],[165387,264525,768644],[165612,391976,769215],[165660,260592,769506],[166040,569005,569034],[166884,400691,773320],[166929,407632,773394],[166990,570303,570306],[167254,168277,572608],[171577,407545,580426],[174117,413023,791863],[175760,416289,796114],[177287,601350,800902],[177846,178631,596198],[179147,428749,805461],[179498,599748,599751],[182029,428169,813829],[184606,291715,822153],[185106,185276,613804],[189117,620156,831903],[189156,439187,831975],[190648,190967,623651],[191770,302520,838794],[195695,306329,846283],[196184,452709,847178],[196229,300607,847252],[196290,633914,633917],[196554,197577,636219],[200689,315111,858785],[204566,465895,865983],[204614,317827,866274],[209237,467497,877036],[209796,210581,662614],[211097,321724,881595],[211448,666164,666167],[212517,212626,667624],[214019,671865,888444],[217831,488296,678546],[221143,340522,905313],[225049,509195,915353],[225110,693531,693534],[225374,226397,695836],[233880,358192,938073],[237428,238139,718529],[239081,526246,948321],[239126,363137,948395],[239187,722398,722401],[239743,525194,949539],[240855,241237,726018],[242144,370282,955422],[247128,247237,736600],[248630,740841,966563],[252431,546860,974910],[252518,384474,976268],[255379,751326,980032],[255418,549597,980104],[257016,387240,983783],[262491,388669,995381],[262552,765084,765087],[262816,263839,767389],[268094,573950,1007376],[268155,775802,775805],[272510,409545,1017524],[276435,413354,1025013],[295537,617162,1067470],[295624,296412,828139],[297336,297445,831795],[298221,440097,1071575],[298282,833239,833242],[299178,299725,835654],[300229,446282,1076601],[304835,628608,1082622],[308334,637561,1089012],[308395,849660,849663],[312109,462054,1098077],[312739,459876,1097698],[316053,647375,1102880],[316098,462432,1102954],[316159,862654,862657],[316715,646323,1104098],[335811,490808,1141693],[342297,910270,1152834],[360581,360695,943139],[361897,362759,943518],[362527,523420,1193842],[370195,729395,1204963],[372879,534147,1209068],[372940,960522,960525],[381282,546531,1223959],[383599,748332,1226825],[385398,385507,979924],[386283,550507,1230930],[386344,981368,981371],[392897,759778,1241977],[407254,580135,1268428],[411860,787248,1274449],[415359,796201,1280839],[415420,1028390,1028393],[436049,436121,1064604],[437933,616833,1322645],[446912,626834,1334222],[469490,869651,1367335],[472174,655276,1371440],[472235,1115081,1115084],[490721,898824,1400193],[493405,680818,1404298],[493466,1146793,1146796],[513423,929207,1437207],[531983,729066,1464301],[536880,961562,1470472],[580765,785474,1530598],[603343,1048381,1563711],[606027,813916,1567816],[606088,1306908,1306911],[678654,898495,1659531],[683551,1147833,1665702],[798934,1286472,1803581] ] cell #1445 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [448692],[463602],[473505],[533769],[550129],[559102],[561395],[582545],[592448],[607358],[624293],[624475],[628176],[642082],[642190],[645891],[651629],[654898],[680440],[689413],[691706],[705773],[708066],[715676],[718835],[718943],[719840],[720022],[721358],[726913],[745850],[755645],[759346],[782933],[783115],[786816],[792554],[795823],[810269],[813538],[824804],[828572],[829678],[830824],[839100],[839208],[841623],[860096],[860278],[861614],[867169],[889269],[889451],[890787],[891827],[896342],[906137],[909838],[925074],[928775],[934513],[947215],[955855],[958107],[967388],[967570],[968906],[969946],[977807],[978953],[989752],[1008408],[1009554],[1010633],[1011969],[1017830],[1017938],[1020353],[1025908],[1038826],[1039008],[1040344],[1041384],[1045899],[1080298],[1090044],[1091190],[1092269],[1093605],[1101774],[1112666],[1116121],[1121947],[1122129],[1123465],[1124505],[1133486],[1134592],[1142126],[1144378],[1155177],[1164078],[1165224],[1166303],[1167639],[1176023],[1201108],[1201290],[1212582],[1217791],[1218897],[1234444],[1239653],[1249399],[1250545],[1251624],[1252960],[1272125],[1283017],[1285432],[1293601],[1294707],[1304493],[1307948],[1315292],[1321405],[1322481],[1330607],[1336756],[1341670],[1358748],[1363662],[1374954],[1380163],[1381269],[1407812],[1413021],[1434883],[1445775],[1448190],[1449230],[1451587],[1452941],[1453381],[1464137],[1466495],[1472263],[1485999],[1488357],[1494125],[1500274],[1533132],[1538046],[1549338],[1571330],[1576539],[1582600],[1583495],[1583818],[1594223],[1594663],[1596909],[1615699],[1616139],[1618385],[1629253],[1659367],[1661725],[1667493],[1673642],[1695504],[1712902],[1722764],[1723087],[1743610],[1743933],[1757024],[1786050],[1786490],[1788736],[1799604],[1821080],[1848581],[1868572],[1909035],[1909358],[1922449],[1943295],[2027311], [281008,800722],[282483,597455],[283209,804531],[324209,876856],[325684,663871],[326410,880665],[330674,888264],[345794,915279],[346979,696800],[365417,949359],[374210,736242],[374383,962937],[376757,966383],[394907,995307],[396092,768353],[402258,1007302],[419325,800830],[432709,822511],[433435,1059395],[437587,1066305],[441738,1071501],[445080,1076222],[449802,1082442],[450985,845992],[454276,1088938],[461822,1356214],[464712,1103918],[474373,876964],[482614,888372],[494736,905671],[494909,1149208],[497283,1152654],[515433,1181578],[516618,937782],[521996,1192141],[524524,1194948],[526847,949467],[530099,1202097],[530500,954064],[531637,1203798],[535788,1208994],[540523,966491],[547997,1225660],[548343,1486163],[552148,1230856],[557322,1497740],[560212,1241797],[575591,1263328],[578933,1268049],[583655,1274269],[584838,1024722],[588129,1280765],[608226,1055694],[617801,1323724],[618202,1068590],[625410,1332521],[627938,1335328],[630261,1082550],[631562,1600829],[639202,1349374],[643125,1354513],[645653,1357320],[647976,1104026],[652766,1366170],[653112,1627059],[656917,1371366],[671195,1390178],[673518,1135738],[676770,1397327],[677171,1140335],[678308,1399028],[682459,1404224],[687194,1152762],[698819,1426086],[703993,1692970],[706883,1437027],[724525,1459547],[730034,1465380],[730435,1206083],[733838,1728907],[740171,1476984],[742494,1220043],[748971,1487242],[749372,1227945],[756580,1496039],[759108,1498846],[761431,1241905],[770372,1512892],[776441,1520100],[776842,1260417],[784050,1528897],[786578,1531704],[788901,1274377],[790202,1792656],[797842,1545750],[804293,1553696],[806616,1295853],[811406,1562546],[811752,1818886],[815557,1567742],[833878,1589638],[837333,1849045],[850299,1606662],[850700,1346463],[864781,1622305],[870290,1628138],[870691,1368455],[876107,1635021],[880427,1639742],[882750,1382415],[893954,1654777],[899463,1660610],[899864,1401313],[903267,1915178],[909600,1672214],[911923,1415273],[913224,1926369],[918400,1682472],[918801,1423175],[926009,1691269],[928537,1694076],[930860,1437135],[939801,1708122],[946486,1713366],[953019,1721492],[972073,1740098],[982007,1749753],[982408,1492334],[986890,1754778],[994312,1505188],[998428,1766777],[998829,1509981],[1012608,1781465],[1016063,2027775],[1029029,1798489],[1029430,1542839],[1032833,2043316],[1043511,1814132],[1049020,1819965],[1049421,1564831],[1054837,1826848],[1059157,1831569],[1061480,1578791],[1073306,1845581],[1074688,1846821],[1075089,1592504],[1094244,1864586],[1101045,1869036],[1108886,1626895],[1108983,1878434],[1126632,1895768],[1132757,1899637],[1139290,1907763],[1150887,2149094],[1168278,1936024],[1168679,1687564],[1173161,1941049],[1180583,1700418],[1184699,1953048],[1185100,1705211],[1191977,1961207],[1196376,1719627],[1198713,1966304],[1217062,1979665],[1223595,1987791],[1234991,1754338],[1235922,1998138],[1253599,2014143],[1254000,1771869],[1262599,2247827],[1265133,2024311],[1266515,2025551],[1266916,1784331],[1292872,2047766],[1300713,1818722],[1300810,2057164],[1320965,2077373],[1324839,1845141],[1327996,2082160],[1348645,2089187],[1351179,2100445],[1352561,2101685],[1352962,1867452],[1364435,1878757],[1379434,2121624],[1387207,2130636],[1391606,1905898],[1393943,2135733],[1425357,2368956],[1430221,1940609],[1431152,2167567],[1451910,2186955],[1455627,1966627],[1461774,2192525],[1474013,2202189],[1478412,1985926],[1480749,2207286],[1512163,2222285],[1517341,2236013],[1521215,2023871],[1524372,2240800],[1560811,2057487],[1588395,2291893],[1603903,2302429],[1607777,2100005],[1610934,2307216],[1624532,2315753],[1647140,2333626],[1650857,2136056],[1717071,2384927],[1732461,2394491],[1736178,2207609],[1748510,2404515],[1843120,2469369],[1872741,2486490],[1992677,2559699] ] cell #1446 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [119906],[121220],[144797],[145274],[157504],[161707],[186509],[192013],[192490],[193449],[195236],[200932],[201409],[206096],[230200],[242397],[243762],[245851],[252771],[258275],[258752],[259711],[272753],[273230],[274189],[275976],[279768],[286836],[298741],[300842],[302741],[305136],[317422],[319369],[320734],[323795],[336064],[337429],[339518],[343004],[344791],[351942],[352419],[353378],[358957],[363372],[366059],[368419],[386803],[389882],[390803],[405766],[407867],[409766],[412161],[415879],[417968],[424447],[426394],[427759],[430820],[433334],[439404],[442960],[444427],[457784],[462667],[465354],[468051],[479495],[483898],[486585],[488201],[488945],[496026],[497925],[500320],[507329],[510408],[511329],[517442],[523871],[527540],[541807],[544494],[546110],[549814],[555713],[568194],[573257],[575047],[576813],[577756],[578280],[586657],[596520],[599207],[601904],[610547],[614956],[621482],[636868],[638658],[640424],[641367],[645000],[662936],[665623],[668390],[670542],[673012],[674211],[675990],[685148],[696485],[698275],[702384],[716873],[726340],[737366],[739518],[741988],[743187],[744966],[768038],[769828],[773596],[774005],[778316],[780122],[803640],[806110],[825971],[832561],[836303],[847454],[847863],[852174],[853980],[866596],[879774],[882244],[885787],[886302],[887325],[920275],[948597],[949006],[952366],[963906],[964421],[965444],[980690],[984432],[1000303],[1004701],[1036882],[1065366],[1070062],[1070577],[1086337],[1103156],[1103565],[1106925],[1120003],[1163071],[1191349],[1196423],[1200243],[1224721],[1229417],[1229932],[1248392],[1320790],[1323407],[1340623],[1353721],[1358795],[1443622],[1453829],[1465063],[1484308],[1536999],[1584674],[1595111],[1660293],[1723943],[1786938],[1910214] ] cell #1447 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [78148],[96064],[104749],[116818],[126874],[137123],[137830],[142864],[152320],[163943],[164650],[167958],[173947],[177139],[184003],[189568],[191601],[195293],[197258],[209089],[213871],[220813],[224852],[232436],[233143],[237970],[239595],[241948],[245456],[248482],[255830],[262294],[267897],[270308],[272341],[276033],[277998],[289829],[296216],[298024],[300290],[303062],[304687],[308137],[310548],[314942],[316567],[322428],[331637],[333262],[335615],[339123],[342149],[349497],[361532],[362820],[370874],[372682],[377720],[379345],[384278],[386086],[391124],[392749],[398610],[403241],[407315],[410087],[411712],[415162],[417573],[421967],[423592],[429453],[437148],[445917],[447205],[455259],[460827],[462115],[465675],[470169],[471977],[473835],[477015],[478640],[483346],[491400],[493208],[498246],[499871],[504804],[511650],[513275],[519136],[529640],[531198],[541255],[547558],[548834],[553131],[555702],[556327],[557615],[562168],[565669],[579770],[581058],[589112],[595968],[599528],[604022],[605830],[607688],[610868],[612493],[619551],[622096],[623813],[644224],[648708],[651250],[651960],[652327],[653603],[662384],[665944],[676311],[677869],[687926],[699802],[702373],[702998],[704286],[708839],[712340],[720979],[721689],[724086],[725788],[734329],[745287],[746235],[755291],[755448],[757679],[771355],[778191],[780736],[782453],[807348],[809890],[810600],[810967],[812243],[821024],[826914],[828957],[830470],[830627],[844351],[852049],[854594],[856311],[866801],[883482],[890408],[891118],[893515],[895217],[903758],[915664],[924720],[924877],[927108],[942751],[946847],[956240],[968527],[969237],[971634],[973336],[995692],[1005644],[1007687],[1009200],[1009357],[1023081],[1033324],[1045531],[1064763],[1071886],[1087280],[1089323],[1090836],[1090993],[1129022],[1133118],[1142511],[1157905],[1197366],[1209379],[1213327],[1217423],[1231241],[1256590],[1281150],[1326143],[1342636],[1359738],[1371751],[1404609],[1456899],[1489661],[1568127],[1619657], [77108,224524],[87323,152282],[91349,92437],[95234,163574],[102983,280238],[103576,280276],[109231,292906],[116103,194926],[120910,122372],[124482,125570],[125993,208455],[134123,220775],[134935,341156],[135427,344481],[142034,232067],[143457,359465],[149077,241934],[151628,245761],[156444,156620],[157414,159171],[160799,257863],[161397,162859],[169409,404722],[173232,275666],[174316,414051],[175023,417878],[181611,182699],[183122,289195],[183511,431486],[187242,187418],[188050,296202],[188757,296986],[191489,300702],[198709,456740],[200199,200408],[205036,205212],[206006,207763],[215460,485411],[216032,486195],[217570,335601],[220121,339428],[221447,495886],[227529,506285],[229292,351530],[229890,231352],[236938,237147],[237858,363232],[238382,238558],[241571,367861],[243130,243306],[244645,371644],[250071,543320],[250643,544104],[251934,251945],[254312,384264],[255019,385048],[257542,257751],[264971,567150],[268790,403227],[269497,404011],[269748,574907],[272229,407727],[283842,598033],[284414,598817],[285776,285952],[286746,288503],[295040,295051],[295839,438846],[296665,296874],[302030,302239],[303474,303650],[309030,455245],[309737,456029],[309988,638518],[314830,462527],[315354,315530],[318252,650769],[321617,470939],[327043,664449],[327615,665233],[331525,483758],[332049,332225],[335238,488387],[336797,336973],[338312,492170],[344310,690775],[347979,504790],[348686,505574],[348937,698135],[351209,351418],[369698,369709],[371323,371532],[377608,541667],[378132,378308],[383729,750721],[383901,549256],[384727,384936],[387944,754969],[391536,391712],[393604,561175],[394434,764224],[397092,565655],[397799,566439],[398050,769688],[402864,572699],[403690,403899],[409055,409264],[410499,410675],[416762,589882],[421855,596380],[422379,422555],[428642,604792],[434640,823873],[444079,623799],[452060,633054],[454882,636310],[455708,455917],[460202,860936],[461214,861235],[466668,866456],[469620,872040],[470618,470827],[476903,662796],[477427,477603],[490224,490235],[491849,492058],[498658,498834],[504427,695927],[505253,505462],[512062,512238],[514130,707846],[514960,933653],[518325,713110],[523746,720680],[529528,726200],[537010,731784],[537953,538129],[546481,978083],[547191,978492],[548220,978756],[556714,989373],[565292,767480],[566118,566327],[585913,791694],[589561,589770],[603473,1050770],[604471,604680],[611280,611456],[613348,824584],[616783,829954],[617493,830363],[623436,835745],[625133,627160],[630954,841244],[632733,632942],[641836,1100335],[641993,1100850],[652989,1112469],[683681,901213],[684624,684800],[692781,914716],[703385,1175644],[712789,712998],[717323,943304],[718589,945776],[718746,946291],[727189,729016],[727598,729726],[733715,957910],[745482,1227135],[783773,785800],[789594,1019974],[791373,791582],[799064,1030779],[811629,1304296],[826211,1064747],[828204,1067780],[836623,838854],[837138,839011],[896618,898445],[897027,899155],[903144,1144181],[912616,1154798],[942561,1191182],[953254,955487],[1015353,1017584],[1015868,1017741],[1032710,1282820],[1139525,1141758] ] cell #1448 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [45605],[47907],[48523],[48804],[60497],[62503],[66592],[67138],[69437],[69718],[75201],[82836],[83239],[85204],[86070],[87512],[90318],[93190],[93736],[100109],[103235],[107043],[107324],[110824],[111300],[111818],[114814],[116371],[121486],[123451],[130039],[132004],[132870],[134312],[134876],[139990],[140536],[146486],[149111],[150037],[151031],[154430],[158056],[158574],[168429],[168947],[169350],[171943],[173500],[174311],[176619],[178615],[180580],[188084],[193702],[197729],[198247],[198650],[202621],[207166],[210565],[214979],[215455],[217604],[218530],[219524],[224077],[226549],[227067],[227470],[241221],[243972],[249590],[250066],[254346],[259964],[263991],[264509],[264912],[268785],[268824],[274442],[277067],[278987],[283361],[283837],[287906],[294873],[299877],[306313],[309025],[309064],[318193],[320944],[326562],[327038],[332891],[337639],[343257],[347974],[348013],[353631],[358176],[360902],[360989],[369531],[374535],[378974],[382935],[387013],[387939],[397087],[397126],[413338],[416089],[422550],[423221],[427969],[433587],[435997],[436822],[444074],[444113],[445287],[445374],[460197],[460284],[477598],[478269],[490057],[495061],[499500],[507539],[517652],[520792],[523741],[524731],[530047],[530872],[538124],[546407],[547232],[554523],[568404],[577966],[579140],[579227],[611451],[612122],[616709],[617749],[624206],[627155],[641577],[641921],[645860],[671402],[676718],[677543],[684795],[701194],[718674],[719753],[728942],[740378],[748919],[772747],[776389],[782846],[785795],[804500],[838939],[850247],[860009],[880634],[889182],[898371],[918348],[953226],[967301],[998376],[1017669],[1038739],[1074636],[1121860],[1191925],[1201021],[1321318],[1451537] ] cell #1449 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [150796],[163545],[193023],[206931],[208450],[219289],[224495],[232038],[241560],[241719],[243553],[256584],[257858],[259285],[273763],[278752],[280271],[287671],[289190],[292877],[295828],[295987],[296981],[300468],[316996],[318691],[320525],[335227],[335386],[337220],[341151],[342578],[351525],[352952],[359460],[362998],[363882],[371639],[381748],[383890],[384049],[385043],[386594],[388530],[402853],[403012],[404006],[404717],[407493],[413836],[415670],[425716],[427550],[431481],[438399],[439958],[448267],[454871],[455030],[456024],[456735],[459797],[462293],[463177],[470934],[483524],[484408],[485196],[486190],[492165],[495652],[504416],[504575],[505569],[506280],[509056],[523341],[532449],[534008],[541433],[542317],[543105],[544099],[546514],[550368],[558677],[561170],[565281],[565440],[566434],[567145],[573811],[574673],[582120],[589877],[596146],[597030],[597818],[598812],[604787],[616816],[623425],[623584],[626755],[633049],[637422],[638284],[650764],[655137],[662562],[663446],[664234],[665228],[679120],[680679],[688988],[690770],[697039],[697901],[705348],[707841],[713105],[717312],[718462],[725966],[729049],[731779],[735817],[750716],[754754],[764219],[768592],[769454],[785395],[791689],[796062],[813777],[822086],[823868],[824579],[826073],[827719],[828087],[838727],[841170],[846231],[858718],[861161],[866222],[872035],[898478],[901208],[905246],[914711],[933648],[938021],[942443],[943596],[944035],[955002],[955370],[957838],[975848],[976216],[978684],[989299],[1017457],[1019900],[1024961],[1030774],[1050765],[1065609],[1076679],[1077118],[1098155],[1098594],[1112397],[1141273],[1141641],[1144109],[1154724],[1175570],[1203102],[1224964],[1268506],[1268945],[1282748],[1304224],[1398332], [77503,693185],[78119,350251],[78400,507120],[95419,764738],[96035,399364],[96316,567985],[98103,775456],[104198,593650],[104744,424021],[112569,832893],[116789,459203],[116852,641158],[118048,849314],[126323,660066],[126869,479069],[129636,670012],[137118,502274],[142835,357941],[143116,517233],[145104,944287],[147480,723342],[149208,737092],[151782,960176],[152315,545684],[154027,738988],[159325,981022],[163938,563139],[167953,572252],[173918,407185],[173981,577547],[175177,1028044],[183452,608274],[183998,432908],[186489,1065976],[188181,832287],[189563,621141],[191260,846921],[191596,634061],[192320,1077370],[194696,843607],[197253,635863],[201239,1098846],[203615,863598],[207917,1114735],[215973,673566],[217701,668116],[220275,1146447],[220808,487775],[222520,908417],[232431,515399],[237629,948064],[237965,722545],[242377,1203469],[244069,959570],[245451,733374],[250584,742542],[252751,1225331],[253811,1226808],[254443,980416],[255825,752311],[258582,1236725],[260958,991736],[268921,774850],[270303,575557],[272000,773063],[272336,570450],[273060,1269197],[275436,1022337],[277993,794503],[284355,806664],[288657,1306562],[299048,1328799],[302721,1081147],[303057,842810],[309161,848708],[310543,639168],[313890,1355885],[314601,1102623],[314937,862801],[319349,1365841],[320409,1367318],[321041,1114129],[322423,873630],[327556,882798],[331296,886969],[331632,669215],[336044,1398699],[337736,1145841],[339118,902803],[344251,911971],[348110,916809],[349492,698785],[352249,1431955],[354625,1178007],[366039,1459218],[373706,1470455],[377379,965088],[377715,738191],[387110,1233492],[390072,1497411],[390783,1240502],[391119,990939],[394375,994360],[397223,996837],[398605,770338],[406073,1525175],[409746,1272974],[410082,1021540],[416186,1027438],[417568,797808],[421626,1036526],[421962,802313],[426374,1562217],[427434,1563694],[428066,1305956],[429448,1052360],[434581,1061528],[437553,1585106],[444210,1074137],[450424,1600500],[458091,1611737],[465334,1362259],[465670,1106588],[468826,1109929],[473830,876073],[476674,1119647],[477010,878447],[486565,1654448],[494232,1665685],[497905,1151359],[498241,907620],[507636,1428722],[510598,1692641],[511309,1435732],[511645,1177210],[514901,1180631],[517749,1183108],[519131,939767],[528315,1199659],[529299,1199887],[529635,952029],[531603,1724375],[544474,1739769],[547963,1484740],[555697,986856],[555784,1236034],[568501,1515528],[571406,1776933],[578063,1265964],[584277,1792327],[591944,1803564],[599187,1558635],[599523,1298415],[602679,1301756],[607683,1054803],[610527,1311474],[610863,1057177],[615345,1321222],[619546,1073272],[621553,1328108],[635017,1860054],[641674,1352010],[651176,1109561],[652001,1365474],[665603,1644681],[665939,1384977],[674986,1394889],[675970,1395117],[676306,1138300],[678274,1910646],[691145,1926040],[694634,1679970],[702368,1173127],[702455,1431264],[716944,1452087],[720905,1199291],[723760,1458851],[732528,1975028],[743962,1481695],[744946,1481923],[745282,1222605],[755376,1236473],[766187,1764275],[773985,1517598],[778186,1265099],[780193,1524484],[793657,2038784],[809816,1301388],[810641,1561850],[826512,1583040],[830555,1328547],[835382,1844408],[847843,1604160],[852044,1351145],[854051,1611046],[872784,2116987],[886373,1647317],[890334,1394521],[893189,1654081],[901957,2144457],[924805,1431703],[948986,1717328],[964492,1732638],[968453,1481327],[971308,1739402],[983511,1993965],[1005242,1774867],[1009285,1524923],[1051514,2275627],[1070648,1843297],[1086878,1857988],[1090921,1611485],[1103545,1872998],[1196964,1964919],[1230003,1992854],[1359336,2106878] ] cell #1450 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [136394],[163608],[174447],[184970],[205343],[215591],[221424],[232101],[232567],[238689],[250202],[257522],[269725],[270439],[276772],[283973],[286083],[289806],[296645],[303781],[309965],[310679],[315661],[318532],[327174],[331502],[332356],[332596],[333239],[348914],[349628],[351189],[361507],[363723],[371303],[377585],[378439],[378679],[379322],[384707],[388075],[391843],[398027],[398741],[401655],[403092],[403670],[410806],[417704],[421832],[422686],[422926],[423569],[425557],[437394],[445892],[448108],[453673],[455110],[455688],[460802],[461989],[463018],[466645],[470598],[473001],[473966],[476880],[477734],[477974],[478617],[482033],[484249],[491829],[498965],[499848],[503218],[504655],[505233],[505439],[512369],[519267],[529505],[531444],[535185],[538260],[539942],[542158],[547168],[547804],[548291],[554228],[556302],[557489],[558518],[560834],[562145],[564083],[565520],[566098],[566304],[571247],[579745],[581961],[587526],[589541],[594655],[595599],[596871],[597110],[604451],[606854],[607819],[611587],[612470],[617470],[622071],[623015],[623664],[629680],[631729],[632713],[632919],[634858],[642064],[642763],[643898],[651937],[652573],[652732],[653060],[656314],[661071],[662015],[663287],[663526],[678115],[681856],[684931],[686613],[688829],[694475],[702973],[704160],[705189],[707505],[708816],[710754],[712769],[712975],[715172],[718817],[719516],[721666],[724332],[724491],[725337],[727578],[729703],[732369],[733786],[735248],[735658],[735897],[745604],[745689],[754185],[755519],[757353],[760850],[766028],[780711],[781655],[788320],[790369],[791353],[791559],[793498],[800314],[810577],[811213],[811372],[811700],[814954],[819711],[820655],[821927],[822166],[824243],[828326],[828411],[830343],[830698],[835223],[837209],[837577],[839082],[839781],[841931],[844025],[854569],[855513],[856630],[861922],[865593],[867008],[872625],[875504],[891095],[893761],[893920],[894766],[897007],[899132],[901798],[903215],[904677],[905087],[905326],[913391],[914375],[923614],[924948],[926782],[930279],[935457],[935616],[944672],[946362],[946730],[947054],[953356],[953795],[955609],[955694],[957981],[969214],[971880],[972039],[972885],[978472],[978827],[983352],[990060],[1003642],[1009073],[1009428],[1013953],[1014112],[1015939],[1016307],[1017812],[1018511],[1020661],[1022755],[1026573],[1032781],[1034243],[1040652],[1044323],[1045738],[1051355],[1054234],[1067882],[1068321],[1075526],[1077755],[1080137],[1090709],[1091064],[1095589],[1095748],[1100921],[1101289],[1101613],[1112540],[1123773],[1127444],[1132633],[1133001],[1133325],[1135257],[1139627],[1140066],[1141880],[1141965],[1144252],[1150763],[1155485],[1157579],[1164743],[1165098],[1169623],[1169782],[1176331],[1189913],[1194252],[1212890],[1216938],[1217306],[1217630],[1219562],[1227237],[1227676],[1239492],[1250064],[1250419],[1254944],[1255103],[1259709],[1260148],[1262475],[1267353],[1269582],[1271964],[1278705],[1282891],[1292748],[1293116],[1293440],[1295372],[1304367],[1315600],[1331272],[1341544],[1345755],[1346194],[1348521],[1356624],[1379310],[1379678],[1380002],[1381934],[1389482],[1392194],[1408120],[1412860],[1422467],[1422906],[1425233],[1434722],[1445649],[1461650],[1462018],[1463117],[1472102],[1476288],[1479000],[1494790],[1509273],[1509712],[1512039],[1537920],[1553000],[1555712],[1576378],[1586335],[1591796],[1592235],[1593660],[1624408],[1639046],[1641758],[1658347],[1667332],[1712719],[1715518],[1720796],[1721850],[1746450],[1752350],[1785487],[1839107],[1840953],[1871188],[1908121],[1960766],[1990510] ] cell #1451 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [284555,1297684],[289895,819528],[291102,1056446],[327756,1384246],[333328,894583],[334685,1137569],[345945,1419851],[356066,935246],[379411,972702],[380768,1221874],[395058,1506657],[400846,1257093],[401749,1009015],[402409,1519683],[405154,1013742],[419393,1549951],[423658,1044140],[441889,1589221],[452864,1343139],[453767,1090651],[454427,1606245],[457172,1095378],[474441,1635997],[478706,1127261],[480582,1386433],[482168,1132923],[482682,1648913],[503312,1164685],[506717,1169412],[526401,1457402],[526915,1717813],[535939,1728490],[538491,1473239],[540077,1217228],[540591,1734234],[552299,1749336],[564177,1250006],[567582,1254733],[570801,1259628],[588280,1798072],[594790,1293038],[616230,1839786],[619690,1587621],[623109,1331214],[630329,1853492],[634412,1345674],[647530,1620160],[648044,1873483],[657068,1884160],[661206,1379600],[682610,1914761],[687262,1920505],[694029,1422386],[725472,1461940],[728463,1970406],[747400,1989343],[750860,1747736],[761499,2003049],[765582,1509192],[788969,2032222],[815708,2062890],[834777,1591715],[868719,2112365],[897892,2139835],[930928,2172478],[943252,1712578],[950950,2191737],[1047449,2271005],[1137221,2338408],[1221526,2399273], [63518,629815,1348811],[86272,731923,1478480],[94205,760985,1512329],[101124,788455,1262765],[103621,591025,1034575],[113697,633330,1603620],[113807,838175,1603749],[115014,842079,1608725],[122836,865728,1624698],[124519,872179,1641238],[126038,657434,659102],[133072,901352,1391674],[135891,686748,1151053],[136392,499937,914317],[141005,930414,1425523],[143502,714253,940318],[145887,721814,1716788],[145997,717910,1716917],[148921,954797,1732363],[159527,982906,1751830],[160563,986304,1763864],[160868,755951,757268],[161770,990208,1768840],[163606,560776,562234],[170826,569719,1517058],[170936,1016905,1517187],[172143,1020809,1522163],[174445,587620,1026515],[175379,793052,1278185],[179965,1044458,1296159],[181648,1050909,1555192],[183167,816074,817742],[184467,819846,1056000],[184968,612559,824185],[187894,827514,1843022],[188521,1072720,1843997],[188826,831130,834566],[200474,1097811,1868248],[202022,862070,1872458],[202132,858166,1872587],[203815,1105857,1876418],[204868,866825,868034],[205056,1109356,1888033],[205341,651718,652932],[211915,1127579,1382721],[214380,668484,1389434],[214490,481850,1132776],[215589,681950,1135199],[217118,894901,1136044],[217414,1141068,1647042],[221513,686430,1150906],[222720,906889,1408201],[228020,1169177,1425742],[229056,1172575,1679559],[229361,925380,926697],[230263,1176479,1684535],[232099,707447,708905],[232565,710848,934602],[233499,935011,1181234],[237213,1193955,1962505],[238214,946871,950265],[238402,1199086,1965599],[238687,721447,724691],[244409,1210213,1974617],[248991,737460,1476240],[249101,539759,1217081],[250200,535279,1219504],[251729,973020,1220349],[252278,1224621,1988561],[254156,975643,1992579],[254783,976814,1993554],[257345,756397,985892],[257464,556119,756599],[265462,1254498,1512548],[268634,571036,1260296],[269261,1264547,1776522],[269566,1009860,1013296],[269814,788137,1262618],[270437,781749,1012058],[271512,1013507,1262984],[276877,793287,1278853],[281214,1289638,1550137],[282762,801582,1552952],[282872,594472,1292891],[283971,815048,1295314],[285608,1045555,1046764],[285796,1301183,1806397],[286081,810358,811572],[293503,1064787,1065168],[295384,1323307,2078693],[296468,833695,1072308],[296587,621888,833897],[302305,1334335,2086749],[303494,1339466,2089843],[303779,628104,631727],[308874,634647,1346342],[309501,1350593,1859643],[309806,1091496,1094932],[310054,629497,1348664],[310677,855607,1093694],[311752,1095143,1349030],[312368,1353575,2102792],[314185,859603,2104464],[315374,1099596,2107558],[315659,461987,864947],[318454,652362,868120],[321381,1110527,2116576],[324415,1376200,1636183],[325963,877716,1638998],[326073,660888,1379453],[327172,656408,1381876],[329452,1129523,1386619],[330880,1389185,1649099],[331881,1133142,1136536],[332069,1394316,1900293],[332354,890876,894120],[332701,901587,1392342],[338076,1405443,2144046],[347823,694264,1423054],[348450,505175,1168297],[349003,930096,1425376],[349626,923708,1167728],[351012,925826,1172163],[351131,702790,926028],[360291,943064,1191572],[361324,522015,946505],[362156,1453683,2187934],[363645,724121,950351],[365623,1458554,1717999],[367329,951298,1720748],[367439,725154,1461793],[370042,1464963,2195431],[371245,730053,733857],[375535,1213828,1473425],[376963,1475991,1734420],[377964,1217447,1220841],[378152,1481122,1980321],[378437,968995,972239],[378784,732158,1479148],[384649,548362,982026],[388073,754279,1494732],[390367,987741,2219847],[391556,1237475,2222941],[391841,557487,759274],[396936,765817,1509860],[397563,566040,1253618],[398116,760667,1512182],[398739,1003736,1253049],[400528,1256614,1256995],[403493,1012425,1264135],[403612,780528,1012627],[409330,1530711,2245389],[410519,1535842,2248483],[410804,786744,790367],[416526,1546969,2038373],[417702,799549,800312],[421210,422684,1043677],[422399,596793,1296737],[423031,1051144,1555860],[425479,811002,1046850],[428406,1302354,2275216],[435866,614381,1320682],[436737,1065266,1839004],[437183,615631,1068469],[437753,830285,1588414],[441229,1326644,1587807],[443923,835012,1592383],[445709,625429,837352],[446541,1594965,2296252],[448030,840092,844099],[450008,1599836,1853678],[450719,1084033,2300055],[451824,632655,1352580],[452546,1342660,1343041],[455511,1094061,1350181],[455630,854386,1094263],[460619,643144,1101064],[462940,643972,1104910],[464918,1621312,1873669],[466734,865410,1624551],[470540,653131,870309],[472999,473964,658624],[476258,477732,1126798],[477447,663209,1383299],[478079,872414,1641906],[480817,1129335,1386802],[484171,893550,1136622],[490568,1660193,2342102],[491771,899482,903286],[497489,1671221,1920691],[498678,1676352,2149750],[498963,909766,913389],[510893,1174012,2366518],[512082,1432705,2369612],[512367,704158,928703],[518089,712711,1184718],[519265,715170,941508],[520780,1191203,1960833],[521813,717498,1194204],[522684,946652,1717498],[526083,1456923,1457304],[531233,727864,953943],[531803,727520,1474032],[537495,538258,1223761],[537973,735580,1483131],[538726,1213640,1473608],[542080,971669,1220927],[547593,746801,1227824],[548163,978414,1748529],[551639,1490162,1747922],[554333,983141,1752498],[558440,757427,988221],[560418,1759951,2003235],[579562,784069,1016082],[580394,1786792,2430105],[581883,1018822,1022829],[583861,1791663,2032408],[584572,1275860,2433908],[585677,791295,1266534],[589483,1029048,1032852],[604393,811771,1049039],[606852,607817,817264],[610111,611585,1059323],[611300,821849,1313761],[615545,1067801,1842749],[619925,1326456,1587990],[625227,837763,1075478],[626098,837499,1604330],[642942,857754,1356576],[643813,1101211,1873168],[647212,1619681,1620062],[677904,897293,1140214],[678474,896949,1387226],[684166,684929,1139456],[684644,905009,1396325],[688751,1153646,1157653],[691440,1416756,2519799],[705111,926856,1174492],[707089,1946222,2172664],[727778,953275,1732090],[746715,1227156,1992306],[751095,1489974,1748105],[783867,1016493,1267305],[784738,1016229,1517768],[897207,1139546,1646769] ] cell #1452 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [138737],[165557],[178834],[195865],[210784],[225026],[226861],[234050],[246664],[262468],[264303],[268071],[276605],[281051],[291524],[298198],[300881],[306107],[308311],[324252],[330717],[340331],[345615],[356135],[357970],[363411],[365460],[368476],[372856],[376800],[386260],[394728],[402079],[405223],[407906],[413132],[415336],[431277],[439461],[441559],[444435],[447796],[449845],[454097],[457241],[462706],[464755],[472151],[483937],[485986],[489002],[493382],[497326],[506786],[522394],[523879],[533511],[535609],[541846],[543895],[549871],[551969],[558206],[560255],[567651],[573314],[578288],[581649],[583698],[587950],[591094],[596559],[598608],[606004],[615751],[625808],[627293],[636925],[643523],[645008],[649299],[654640],[656738],[659171],[662975],[665024],[670550],[680182],[682280],[688517],[690566],[696542],[704877],[706926],[714322],[726379],[727984],[739526],[746921],[748329],[753373],[756978],[757337],[758463],[764015],[768095],[784448],[785933],[795565],[803648],[807939],[813280],[815378],[817811],[821615],[823664],[834276],[834635],[836360],[859124],[864136],[868191],[868240],[868940],[869648],[879782],[884073],[895808],[897413],[908955],[922802],[926407],[926766],[927892],[933444],[937524],[950422],[950471],[951171],[952374],[961559],[973927],[974835],[985877],[986029],[987262],[1002830],[1013006],[1013365],[1015090],[1042866],[1046921],[1046970],[1047670],[1048378],[1058512],[1065374],[1067395],[1072293],[1072445],[1083554],[1094642],[1095001],[1096726],[1108926],[1125987],[1136693],[1136742],[1137442],[1138645],[1147830],[1161106],[1172148],[1172300],[1173533],[1191487],[1198656],[1204888],[1220998],[1221047],[1221747],[1222950],[1246427],[1257201],[1259222],[1264120],[1264272],[1275381],[1286469],[1300753],[1320908],[1327621],[1343247],[1345268],[1350166],[1350318],[1386717],[1393886],[1400118],[1416277],[1457510],[1469277],[1473523],[1480692],[1491139],[1517284],[1541644],[1587905],[1603846],[1620268],[1632035],[1664507],[1717014],[1748020],[1823862],[1872684], [86823,246222],[91937,157875],[115436,305120],[121705,201393],[125070,206467],[133623,339889],[136508,345420],[148990,368348],[150825,373180],[156533,252037],[158368,253285],[162192,258736],[163347,163722],[172565,412145],[175930,418339],[176253,418781],[182199,287207],[185084,292679],[187331,295143],[187963,439333],[191392,444877],[200311,312273],[205125,318635],[206960,319883],[208123,208720],[217483,488874],[219318,493706],[221629,496065],[223142,500304],[230685,352403],[231840,232215],[234373,359133],[237050,362061],[237761,524321],[238471,363826],[241574,529925],[243219,369801],[251948,381243],[254225,549743],[257654,388455],[257821,257933],[268703,573186],[269930,575086],[272132,578730],[276946,586586],[278781,591418],[285865,425660],[287700,426908],[288863,289460],[290011,431444],[295054,437894],[295842,617627],[296777,439883],[296944,297056],[302142,446446],[303563,448211],[308943,636797],[310170,638697],[314733,645450],[315443,463121],[331428,670992],[332138,484352],[332770,672941],[333444,486153],[335241,676596],[336886,490327],[340947,685598],[347892,696414],[349119,698314],[351321,508981],[351488,351600],[369712,531944],[371435,533933],[371602,371714],[377511,739968],[378221,542261],[378853,741917],[379527,544062],[383904,748797],[384839,550293],[385006,385118],[391625,558621],[397005,767967],[398232,769867],[402867,776267],[403802,573736],[403969,404081],[404513,778766],[409167,580299],[410588,582064],[421758,804090],[422468,596974],[423100,806039],[423774,598775],[443992,836232],[454885,850125],[455820,637347],[455987,456099],[456531,852624],[466850,866635],[470730,655062],[470897,471009],[476806,880224],[477516,663390],[478148,882173],[478822,665191],[490238,678615],[491961,680604],[492128,492240],[498747,688932],[500053,690733],[504430,918226],[505365,696964],[505532,505644],[506076,920725],[512151,705292],[522753,946833],[529431,952816],[538042,735761],[549136,982764],[554402,984361],[561133,561245],[562350,764182],[565295,998254],[566230,768517],[566397,566509],[566941,1000753],[589673,795987],[589840,589952],[604583,813702],[604750,604862],[611369,822030],[612675,823831],[615702,1068540],[616451,1068826],[623439,1074514],[626167,837680],[632845,846156],[633012,633124],[643882,1101392],[644043,1104981],[650560,1107375],[653905,871047],[684713,905190],[707804,707916],[709021,933611],[712901,937946],[713068,713180],[717326,1191803],[717483,1194222],[717635,1194860],[727935,954014],[728684,954300],[730791,734631],[746872,1227895],[747621,1228181],[747735,1231800],[757498,988292],[784807,1016410],[791485,1024886],[791652,791764],[812545,1049777],[824542,824654],[826143,1320700],[827084,1323594],[837748,1075496],[837900,1076134],[840163,844170],[857739,1356594],[857891,1357232],[869054,1111358],[897364,1140285],[898113,1140571],[900220,904060],[914674,914786],[926927,1174563],[942496,1451699],[954367,1201967],[956799,960965],[975213,1487112],[1016478,1267323],[1016630,1267961],[1018893,1022900],[1029786,1033626],[1047784,1303185],[1140638,1397197],[1143070,1147236],[1153717,1157724],[1281709,1285875] ] cell #1453 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [150837],[156473],[157761],[158380],[187271],[191404],[200323],[201372],[206353],[206972],[219330],[237062],[237773],[241642],[243159],[246108],[252016],[257666],[258715],[272144],[278793],[287093],[287712],[295122],[295910],[296789],[302154],[305099],[314745],[318614],[331440],[335309],[336826],[339775],[340959],[351333],[352382],[363805],[368327],[369780],[371447],[377523],[383972],[384851],[402935],[403814],[404525],[409179],[412124],[413759],[418225],[421770],[425639],[439312],[448190],[454953],[455832],[456543],[463100],[470742],[476818],[484331],[485119],[488853],[490306],[491973],[500283],[504498],[505377],[506088],[529443],[533362],[542240],[543028],[549722],[558600],[565363],[566242],[566953],[573105],[573165],[582043],[586565],[589685],[596953],[597741],[604595],[616463],[623507],[632857],[636716],[636776],[650572],[654491],[663369],[664157],[672920],[680033],[688911],[696333],[696393],[705271],[712913],[717394],[717489],[728696],[735740],[741896],[747633],[753224],[754677],[767886],[767946],[791497],[795416],[805028],[806018],[813131],[822009],[826149],[827081],[836151],[836211],[837659],[837754],[857650],[857745],[881162],[882152],[898125],[905169],[911325],[922653],[937375],[942493],[945692],[946812],[953432],[954364],[963434],[974278],[975210],[984340],[1002681],[1014941],[1016389],[1016484],[1059892],[1060882],[1066838],[1067958],[1075576],[1078775],[1096577],[1097052],[1101371],[1133083],[1139703],[1140635],[1149705],[1170611],[1193196],[1194302],[1204331],[1217388],[1227313],[1255932],[1259785],[1267403],[1270602],[1293198],[1333576],[1345831],[1356674],[1379760],[1389532],[1399561],[1422543],[1462100],[1476338],[1509349],[1529952],[1553050],[1591872],[1639096],[1712795],[1720846],[1839157],[1960671] ] cell #1454 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [371791],[385195],[394038],[448007],[462917],[471086],[473134],[492317],[501160],[514564],[530060],[530244],[533730],[546604],[550090],[555379],[558417],[581860],[590029],[592077],[604939],[606987],[613782],[616906],[617762],[617946],[619228],[624436],[642151],[651373],[654859],[676731],[676915],[680401],[685690],[688728],[702050],[705088],[715305],[718904],[719983],[721102],[729139],[731461],[745784],[748932],[749116],[750398],[755606],[776402],[776586],[777868],[778858],[783076],[792298],[795784],[810013],[813499],[818788],[828506],[830785],[839169],[841367],[850260],[850444],[851726],[852716],[860239],[861358],[871717],[889412],[890531],[891571],[892853],[898568],[900890],[906098],[918361],[918545],[919827],[920817],[925035],[955789],[958068],[967531],[968650],[969690],[970972],[978914],[989496],[992808],[998389],[998573],[999855],[1000845],[1009515],[1010594],[1017899],[1020097],[1030456],[1038969],[1040088],[1041128],[1042410],[1050447],[1074649],[1074833],[1085991],[1091151],[1092230],[1107467],[1112627],[1122090],[1123209],[1124249],[1125531],[1142060],[1144339],[1154921],[1157243],[1165185],[1166264],[1175767],[1179079],[1186126],[1191938],[1193059],[1201251],[1207471],[1212326],[1229333],[1234188],[1245346],[1250506],[1251585],[1277818],[1282978],[1304454],[1315036],[1317358],[1318348],[1320549],[1321997],[1322442],[1333439],[1335861],[1341631],[1355431],[1357853],[1363623],[1369843],[1402701],[1407556],[1418714],[1440576],[1445736],[1451561],[1452525],[1452881],[1463653],[1464098],[1466435],[1485515],[1485960],[1488297],[1499379],[1529815],[1532237],[1538007],[1544227],[1566219],[1583469],[1593807],[1594163],[1615283],[1615639],[1629193],[1658883],[1659328],[1661665],[1672747],[1694609],[1722738],[1743584],[1785634],[1785990],[1799544],[1821020],[1909009], [224966,915213],[226254,505721],[226873,696761],[262408,995241],[263696,566586],[264315,768314],[268011,1007236],[281063,800791],[282112,596770],[298138,1071435],[305976,633201],[306119,845953],[308251,1088872],[324264,876925],[325313,663186],[330729,888333],[345683,693275],[357363,713257],[357982,937743],[361651,1192738],[365472,949428],[368488,954025],[372796,1208928],[373839,735557],[376812,966452],[383583,1486760],[386200,1230790],[394796,764828],[402147,775546],[413001,791841],[413144,1024683],[415276,1280699],[431289,1055655],[432338,821826],[437090,1321710],[439473,1068551],[441627,832983],[444583,1075550],[444969,837406],[446036,1333118],[449857,1082511],[454165,849404],[460946,1355110],[461265,1616444],[464767,1103987],[469474,1627656],[472091,1371300],[485998,1135699],[489014,1140296],[493322,1404158],[494365,904986],[497338,1152723],[515322,934257],[524027,1194276],[524413,946559],[531140,1463366],[533523,1206044],[535677,960266],[536864,1729504],[543907,1220004],[547500,1485228],[549883,1227906],[552037,981112],[556446,1496636],[556765,1755083],[560267,1241866],[573326,1260378],[575480,1011713],[578436,1267377],[578822,1016136],[579889,1529494],[583710,1274338],[588018,1028134],[598620,1295814],[603327,1819483],[605944,1567676],[622215,1590235],[627441,1334656],[627827,1079642],[631005,1854535],[636937,1346424],[639091,1093349],[645156,1356648],[645542,1101118],[652269,1626124],[654652,1368416],[656806,1114825],[665036,1382376],[670698,1389506],[671084,1132830],[677811,1658596],[680194,1401274],[682348,1146537],[683535,1915775],[690578,1415234],[696554,1423136],[698708,1167383],[703117,1691866],[703436,1941354],[706938,1437096],[724028,1718856],[727310,1971194],[739674,1476312],[740060,1217135],[753385,1492295],[758611,1498174],[758997,1238997],[764027,1505149],[768107,1509942],[770261,1252704],[780855,1782062],[786081,1531032],[786467,1271469],[789645,2033265],[795577,1542800],[797731,1285176],[798918,2043913],[803796,1553024],[804182,1292945],[810909,1817951],[813292,1564792],[815446,1306652],[823676,1578752],[830075,1840574],[836372,1592465],[854713,1865183],[864284,1621633],[864670,1361860],[868952,1626856],[875996,1374698],[879930,1639070],[880316,1379507],[893457,1905127],[896739,2140623],[909103,1671542],[909489,1412365],[912667,2154584],[922814,1687525],[928040,1693404],[928426,1434227],[933456,1700379],[937536,1705172],[939690,1447934],[951183,1719588],[952522,1720820],[952908,1461847],[971576,1985155],[978204,1743179],[985788,1496957],[985883,1753922],[1002842,1771830],[1008805,2019304],[1015102,1784292],[1026305,2254078],[1043014,1813460],[1043400,1558236],[1047682,1818683],[1054726,1571074],[1058660,1830897],[1059046,1575883],[1065522,1839131],[1069978,1590556],[1072299,1844725],[1090441,2095438],[1096738,1867413],[1107991,1626411],[1108923,1878408],[1126135,1895096],[1126521,1644282],[1134989,2345171],[1137454,1905859],[1138793,1907091],[1139179,1657077],[1164475,1929450],[1172059,1692187],[1172154,1940193],[1191493,1961007],[1195481,1719143],[1198653,1966278],[1219294,2198500],[1221759,1985887],[1223098,1987119],[1223484,1742398],[1234931,1754278],[1249796,2007569],[1257349,2017861],[1261805,1782383],[1264126,2023455],[1295104,2455581],[1299818,1818238],[1300750,2057138],[1320905,2077347],[1324779,1845081],[1331004,2081762],[1343395,2093995],[1347851,1865504],[1350172,2099589],[1381666,2321728],[1386723,2130436],[1390711,1905414],[1393883,2135707],[1430161,1940549],[1457658,2190294],[1473529,2201989],[1477517,1985442],[1480689,2207260],[1494522,2214860],[1517281,2235987],[1521155,2023811],[1587911,2291693],[1603843,2302403],[1607717,2099945],[1620416,2313522],[1717011,2384901],[1748026,2404315],[1872681,2486464] ] cell #1455 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [223790],[261893],[277014],[292172],[319013],[332838],[340798],[355560],[356203],[364204],[378921],[388364],[404364],[405291],[413691],[423168],[426038],[431128],[439792],[448589],[456382],[457309],[463499],[467134],[478216],[483666],[484730],[485051],[485837],[505927],[506854],[508890],[522141],[524831],[533842],[541575],[542639],[542960],[543746],[550202],[554470],[558999],[566792],[567719],[571329],[573037],[573645],[582442],[591162],[596288],[597352],[597673],[598459],[600987],[615787],[625555],[628245],[634940],[636648],[637256],[643270],[644856],[645960],[650411],[654971],[657993],[659239],[662704],[663768],[664089],[664875],[668812],[671502],[680513],[689310],[690417],[694557],[696265],[696873],[697181],[705670],[714390],[726108],[728020],[732451],[736139],[737788],[740478],[746498],[746957],[747727],[754609],[756725],[758311],[759415],[762175],[763866],[766110],[767818],[768426],[768734],[774427],[784195],[786885],[793580],[795896],[801910],[803192],[804600],[804960],[813611],[816633],[817879],[822408],[823515],[829220],[834023],[835305],[836083],[842407],[844983],[846065],[846373],[848285],[856828],[857582],[858789],[867566],[867817],[868276],[869046],[872707],[878044],[879326],[880734],[881094],[897449],[901880],[905568],[907217],[909907],[916386],[926154],[927740],[928844],[931604],[933295],[935539],[937855],[938163],[940877],[944870],[945624],[947612],[947863],[950507],[951626],[954209],[956503],[959147],[960957],[962588],[963006],[963366],[974272],[974284],[983434],[984966],[986927],[990536],[996414],[1012753],[1014035],[1021137],[1023713],[1024795],[1025103],[1027015],[1035134],[1046296],[1046547],[1047006],[1047776],[1051437],[1056774],[1058056],[1059464],[1059824],[1062224],[1066832],[1066844],[1068735],[1069156],[1073714],[1076052],[1076365],[1077953],[1078707],[1080946],[1083219],[1094389],[1095671],[1097055],[1102422],[1106185],[1107997],[1113706],[1117147],[1133883],[1134134],[1136778],[1137897],[1140480],[1142774],[1145418],[1147228],[1148859],[1149277],[1149637],[1158537],[1159619],[1169705],[1171237],[1173198],[1176807],[1181975],[1182685],[1193199],[1194778],[1195091],[1195487],[1202043],[1202460],[1204325],[1204337],[1206649],[1218188],[1218439],[1221083],[1222202],[1228090],[1228511],[1233069],[1240301],[1255026],[1260562],[1260983],[1263725],[1265541],[1267879],[1268192],[1269780],[1270534],[1272773],[1275046],[1279119],[1285867],[1287498],[1294249],[1298012],[1299824],[1305533],[1308974],[1323670],[1324087],[1331396],[1333579],[1335867],[1346608],[1347029],[1349771],[1351587],[1357150],[1357463],[1357859],[1369021],[1380811],[1384574],[1390008],[1390321],[1390717],[1392608],[1397273],[1397690],[1399555],[1399567],[1401879],[1408775],[1413669],[1415942],[1423320],[1423741],[1426483],[1428299],[1435531],[1450256],[1454536],[1472911],[1476814],[1477127],[1477523],[1479414],[1487188],[1487605],[1499385],[1510126],[1510547],[1513289],[1515105],[1520046],[1520463],[1522737],[1527772],[1529955],[1532243],[1539216],[1543405],[1553526],[1553839],[1554235],[1556126],[1565397],[1577187],[1592649],[1602560],[1606608],[1607025],[1609299],[1617294],[1639572],[1639885],[1640281],[1642172],[1649766],[1652333],[1668141],[1672753],[1682418],[1682835],[1685109],[1694615],[1705777],[1721322],[1721635],[1722690],[1731147],[1735087],[1737654],[1752764],[1766723],[1767140],[1769414],[1794387],[1809121],[1811688],[1832108],[1841793],[1846767],[1847184],[1848480],[1876992],[1890757],[1893324],[1908961],[1917418],[1961153],[1963516],[1968213],[1969209],[1991350],[1996741],[2027210],[2077480],[2078989],[2105475],[2138638],[2186803],[2212087] ] cell #1456 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [178815,1042827],[210765,1125948],[225007,1161067],[246645,1222911],[262449,1246388],[268052,1259183],[281014,1289039],[291505,1058473],[298179,1327582],[300862,1343208],[308292,1345229],[324215,1375601],[330680,1388586],[340312,1138606],[356116,1182610],[363392,1457471],[365423,1457955],[367884,1473073],[372837,1469238],[376763,1475392],[386241,1491100],[405204,1265466],[407887,1257162],[415317,1541605],[431240,1056707],[437593,1584035],[438869,1587455],[449808,1599237],[457222,1351512],[462687,1620229],[464718,1620713],[472132,1631996],[483918,1388102],[485949,1137830],[488410,1386267],[493363,1664468],[497289,1670622],[506767,1428224],[531643,1723304],[541827,1474908],[543858,1222135],[548003,1744150],[549279,1747570],[560218,1759352],[567632,1515030],[571446,1258320],[572722,1517917],[583661,1791064],[596540,1551620],[598571,1297945],[605985,1823823],[635057,1344366],[636333,1604479],[652772,1878974],[662956,1637666],[664987,1384507],[678314,1909575],[694674,1421078],[695950,1680289],[706889,1945623],[724531,1966844],[726360,1720522],[766227,1507884],[767503,1764594],[811412,2057704],[835422,1591527],[835768,1845717],[893960,2136273],[943327,1961098],[972079,2207826], 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] cell #1457 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [138713],[165533],[178830],[195841],[210780],[225022],[226864],[234026],[246660],[262464],[264306],[268067],[276581],[281054],[291520],[298194],[300877],[306110],[308307],[324255],[330720],[340327],[345740],[356131],[357973],[363407],[365463],[368479],[372852],[376803],[386256],[394853],[402204],[405219],[407902],[413135],[415332],[431280],[439464],[441684],[444441],[447792],[449848],[454222],[457237],[462702],[464758],[472147],[483933],[485989],[489005],[493378],[497329],[506782],[522524],[523885],[533514],[535734],[541842],[543898],[549874],[552094],[558202],[560258],[567647],[573317],[578294],[581645],[583701],[588075],[591090],[596555],[598611],[606000],[615757],[625938],[627299],[636928],[643653],[645014],[649295],[654643],[656863],[659167],[662971],[665027],[670556],[680185],[682405],[688513],[690569],[696545],[704873],[706929],[714318],[726375],[727990],[739532],[746927],[748459],[753376],[757108],[757333],[758469],[764018],[768098],[784578],[785939],[795568],[803654],[807935],[813283],[815503],[817807],[821611],[823667],[834406],[834631],[836363],[859130],[864142],[868117],[868246],[868943],[869778],[879788],[884069],[895804],[897419],[908961],[922805],[926537],[926762],[927898],[933447],[937527],[950348],[950477],[951174],[952380],[961689],[973923],[974841],[985948],[985958],[987268],[1002833],[1013136],[1013361],[1015093],[1042872],[1046847],[1046976],[1047673],[1048508],[1058518],[1065380],[1067401],[1072364],[1072374],[1083560],[1094772],[1094997],[1096729],[1108990],[1125993],[1136619],[1136748],[1137445],[1138651],[1147960],[1161112],[1172219],[1172229],[1173539],[1191628],[1198720],[1204894],[1220924],[1221053],[1221750],[1222956],[1246433],[1257207],[1259228],[1264191],[1264201],[1275387],[1286599],[1300817],[1321040],[1327627],[1343253],[1345274],[1350237],[1350247],[1386858],[1393950],[1400124],[1416283],[1457516],[1469283],[1473664],[1480756],[1491145],[1517416],[1541650],[1588046],[1603978],[1620274],[1632041],[1664513],[1717146],[1748161],[1823868],[1872816], 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] cell #1458 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1459 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1460 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1461 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1462 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [348697],[397810],[422197],[452071],[477245],[501988],[502077],[505072],[518336],[537771],[562853],[562942],[565937],[571966],[572055],[585924],[593455],[611098],[620855],[620944],[624886],[632552],[635577],[635666],[659871],[669817],[684442],[709613],[712608],[718233],[720433],[723147],[727349],[733088],[733177],[738793],[752025],[752114],[779584],[783526],[791192],[794217],[794306],[818511],[827260],[830114],[836750],[838498],[840698],[843412],[853442],[858489],[860689],[863403],[873344],[873433],[889862],[892576],[896778],[902517],[902606],[908222],[921543],[945903],[954543],[957397],[967981],[970695],[975389],[977137],[978243],[986627],[988827],[991541],[1001571],[1008844],[1015480],[1017228],[1019428],[1022142],[1032172],[1039419],[1042133],[1052074],[1052163],[1073043],[1078986],[1090480],[1099342],[1100462],[1105516],[1109102],[1110850],[1111956],[1117873],[1122540],[1125254],[1132174],[1140814],[1143668],[1154252],[1156966],[1164514],[1172898],[1175098],[1177812],[1187842],[1198832],[1201701],[1210536],[1216479],[1232398],[1237015],[1237221],[1238341],[1245069],[1249835],[1264870],[1270813],[1282307],[1292289],[1297343],[1300929],[1302677],[1303783],[1309700],[1314367],[1317081],[1322118],[1329089],[1331043],[1339212],[1350916],[1361204],[1365721],[1366464],[1378851],[1383905],[1394062],[1396931],[1405766],[1411709],[1427628],[1432245],[1432451],[1433571],[1440299],[1445065],[1459098],[1459841],[1461191],[1463774],[1480868],[1483737],[1485636],[1495998],[1496129],[1514434],[1518494],[1525465],[1527419],[1535588],[1547292],[1557580],[1562097],[1562840],[1575227],[1583334],[1589597],[1589728],[1605056],[1612027],[1613981],[1625926],[1643626],[1654328],[1655071],[1656421],[1659004],[1676098],[1680866],[1691228],[1691359],[1712540],[1718658],[1727301],[1739649],[1740392],[1741742],[1765171],[1775161],[1781424],[1781555],[1796883],[1817753],[1838938],[1846294],[1858282],[1864545],[1864676],[1882971],[1898811],[1904929],[1913572],[1965213],[1978839],[1984957],[1995851],[2017668],[2061701],[2080936],[2093802],[2107172],[2190101],[2214034],[2313329], 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] cell #1463 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1464 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1465 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80858,356663],[99693,406383],[108453,431857],[119638,458401],[129396,483993],[131551,487277],[139574,507946],[142446,515890],[153787,541902],[155942,545186],[166394,568811],[167736,573356],[170260,576836],[177972,596615],[180127,599899],[197036,636967],[199560,640447],[209922,663031],[212077,666315],[212975,667980],[213119,670464],[225856,696584],[228380,700064],[240981,726435],[247586,736956],[247730,739440],[263298,768137],[265822,771617],[266450,773267],[281357,801078],[281501,803562],[297794,832151],[299660,836402],[306690,847125],[324558,877212],[324702,879696],[331023,888620],[345639,915226],[364549,948268],[365766,949715],[366621,952288],[377106,966739],[385856,980280],[394752,995254],[402103,1007249],[436471,1065214],[441583,1071448],[450151,1082798],[454121,1088885],[463844,1102827],[465061,1104274],[497632,1153010],[522418,1192751],[535633,1208941],[551993,1230803],[560561,1242153],[584004,1274625],[587974,1280712],[625832,1333131],[643547,1355123],[656762,1371313],[682304,1404171],[707232,1437383],[757002,1496649],[784472,1529507],[815402,1567689],[834300,1590248],[926431,1691879],[1013030,1782075],[1094666,1865196], 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] cell #1466 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58754,290467],[58864,431760],[73645,334453],[73925,487180],[80610,356715],[89646,380536],[89926,545089],[97423,570482],[97860,403431],[99227,406435],[105768,424783],[106048,599802],[117368,634093],[117805,455449],[119172,458453],[127893,479831],[128173,666218],[128488,667661],[129304,484000],[137304,693710],[137741,504994],[139108,507998],[147148,722577],[152879,736637],[153695,541909],[164124,765263],[164561,565859],[165928,568863],[167323,572645],[168139,775981],[177064,800759],[177880,596622],[188933,831832],[189749,833418],[190662,624003],[196623,636256],[197439,849839],[203283,862833],[209014,876893],[209830,663038],[213796,888301],[225443,695873],[239520,949396],[240889,726442],[245637,960701],[248407,966420],[255195,979961],[256011,981547],[262885,767426],[278179,1028569],[294523,1066342],[299247,835691],[304612,1082479],[316492,1103955],[322609,1115260],[339304,1146972],[342074,1152691],[360765,943176],[369181,1203835],[382585,1225697],[392674,1241834],[411637,1274306],[429634,1307087],[468476,1366207],[489707,1399065],[513200,1437064],[527965,1459584],[602329,1562583],[674636,1654814],[743612,1740135], [11882,176301,418799],[14346,194364,638760],[16356,208141,208768],[18203,222188,496128],[18373,136446,345244],[19565,234421,359151],[21739,244821,741376],[24019,257878,258015],[24468,260626,769930],[24607,163171,163660],[26833,275104,575149],[27091,174934,414255],[27130,277363,586045],[28843,288881,289508],[29001,290570,431501],[29171,185022,292503],[30432,297001,297138],[31210,301456,847289],[31994,303968,852085],[34808,317861,866698],[34895,318423,318443],[35066,205324,205424],[35620,321793,881632],[37748,220032,485615],[38021,334556,486210],[38833,338488,672400],[39195,222085,495931],[39305,341430,685059],[41113,351545,351682],[41562,354293,698377],[41701,231664,232153],[41820,233054,356334],[41859,356552,515131],[43456,236364,948432],[43576,363614,363634],[43747,238670,238770],[44753,369104,964298],[47415,151539,543524],[47688,380639,544119],[49401,387309,983820],[49556,258137,388254],[49619,161135,257587],[49733,389518,995418],[50517,392030,1000214],[53204,404026,404163],[53275,275001,574952],[53482,271402,405422],[53650,406272,575289],[53982,408481,773431],[54766,410993,778227],[55263,277526,586537],[57307,288414,598237],[57580,424886,598832],[57667,425448,425468],[57838,286064,286164],[58392,428818,805498],[59714,436186,436206],[60877,294446,1070454],[61011,298603,439682],[61074,190122,296710],[61188,442596,1071612],[62401,195979,847114],[63771,195283,303862],[65780,456044,456181],[65851,194261,638563],[66058,311642,457440],[66226,458290,638900],[66697,460060,1097735],[67569,313336,1102991],[67860,121267,315742],[68442,465949,1106836],[68710,205705,318586],[68866,468399,1118857],[71528,207674,664653],[71801,479934,665248],[72180,481291,667869],[73052,129201,483803],[73172,484140,484160],[73343,332337,332437],[73430,338651,672892],[74349,489630,886179],[78622,354190,698180],[78829,350591,506985],[78997,507835,698517],[79152,351804,508780],[79215,229628,351254],[79329,510044,915390],[80113,512556,920186],[81851,360633,521024],[82401,236983,363277],[82941,523604,1193879],[83137,238876,948257],[83476,240236,363777],[83632,527888,1197977],[86647,245806,371368],[86761,536646,1209105],[88181,539200,736845],[89053,153592,541712],[89173,542049,542069],[89344,378420,378520],[89431,244984,741868],[90504,547039,1224558],[91564,382508,1229809],[91761,157459,384772],[91875,383365,1230967],[92948,256924,755173],[94458,161754,391924],[96538,260523,769733],[96745,399704,567850],[96913,568700,770070],[97320,570039,570059],[98483,167486,573137],[98617,405628,573535],[98680,270862,403735],[98794,576449,1007413],[100007,166679,773256],[101377,276023,410887],[103664,280720,418667],[104303,593913,800967],[105175,177777,596425],[105466,178317,422767],[105553,428981,805990],[106316,286445,425611],[106472,602252,1035736],[109550,436012,614616],[110357,295094,439284],[111010,617341,1323244],[112326,620399,832040],[114379,300747,302075],[114919,627018,1334259],[115454,305071,448162],[115610,631302,1338357],[117265,633650,633670],[118428,196786,636748],[118562,457646,637146],[118625,311102,455753],[118739,640060,1089049],[119935,642119,1353580],[120648,200244,462572],[121188,461639,1356251],[121384,315848,1102816],[121723,201344,463072],[121879,461562,1360349],[123173,317758,866501],[124894,206051,470663],[125008,469256,1371477],[125790,126081,323522],[126428,660329,877101],[127300,209727,662841],[127591,210267,477815],[127678,321956,882124],[128651,481159,667695],[129741,670275,888509],[129937,213152,670453],[130276,333903,484303],[130432,674559,1131319],[133447,339473,491894],[133561,683317,1404335],[136144,344838,499046],[138364,225606,696365],[138561,138675,505298],[141258,230247,512450],[143545,234770,520230],[144659,361860,523782],[145303,718872,1453688],[147045,722134,722154],[147585,723605,949604],[148587,240786,726245],[149570,368299,369752],[150223,729574,1464900],[152764,246550,538341],[153042,539068,736671],[154132,739251,966628],[154328,247763,739429],[154667,379986,542212],[154823,743535,1215624],[156832,384468,978537],[157113,251988,549694],[159082,751569,980169],[160176,387472,984312],[161675,557139,1497777],[162210,258687,558572],[162366,557062,1501875],[165184,263048,767918],[165381,165495,566163],[171508,407772,409100],[172048,785658,1530635],[172583,412096,582015],[172739,789942,1534733],[175754,417923,589606],[175868,798700,1280876],[178513,281534,803551],[178852,179008,596925],[182023,286791,604516],[182137,603109,1567853],[182919,183210,430547],[184720,291007,611668],[187630,296406,830408],[189096,620267,831866],[190950,299410,836183],[191875,444338,446245],[192519,839137,1594970],[194801,843870,1082687],[195204,631379,1600866],[195689,195803,632778],[200672,462769,1101343],[200794,312072,644911],[203180,862390,862410],[203720,863861,1104163],[210463,324735,879685],[210802,210958,663341],[218063,488825,490278],[218716,899003,1660130],[221257,340217,685012],[222625,908680,1152899],[223160,500255,688883],[223316,912964,1410854],[230168,703810,1693007],[230703,352354,705243],[230859,703733,1697105],[233874,233988,712834],[237411,363474,946784],[241119,366654,952277],[242138,243518,727643],[246682,246838,735712],[251845,549202,1227161],[255358,751437,979995],[261063,991999,1242042],[272615,578191,580098],[273259,1017867,1786797],[275541,1022600,1274514],[275944,790019,1792693],[276429,276543,791418],[291542,291698,821981],[293972,436629,1065203],[294951,438792,1067806],[300944,302503,837631],[335805,337185,897072],[340349,340505,905141],[344759,913041,1926406],[354730,1178270,1437272],[360210,520990,1191208],[367807,369609,953280],[407969,409528,1016361],[488333,490135,1139551] ] cell #1467 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [448703],[463613],[473516],[522156],[533857],[550217],[559113],[582556],[592459],[607369],[614385],[615779],[625570],[628237],[643285],[645952],[654986],[680528],[689424],[705784],[715687],[717502],[728012],[746949],[759407],[784210],[786877],[795911],[813626],[837767],[857758],[897441],[909899],[928836],[1016497], [113643,846883],[115315,842896],[144840,943944],[145833,948026],[150430,958900],[162071,991025],[170772,773025],[172444,1021626],[176325,799335],[186570,1065938],[192056,1077027],[193049,1081109],[200975,1098503],[201754,1099990],[201968,1102585],[204116,1106674],[206565,1113459],[208792,658410],[213333,668827],[214326,886931],[218923,1145171],[223021,907706],[223865,691941],[230564,1177296],[234445,941294],[242458,1203431],[245137,732686],[247944,737803],[248937,965050],[252832,1225293],[253547,1226465],[256218,1232822],[258039,757214],[258318,1236382],[259097,1237869],[259311,1240464],[261968,561630],[267310,774419],[272796,1268854],[273789,1272936],[277679,793815],[278386,1026768],[281715,801925],[282494,597466],[282708,1036488],[284856,1298501],[287305,1305286],[289532,817050],[291403,1057263],[292247,825039],[297162,834512],[298784,1328456],[304149,842422],[305481,1339860],[307550,848277],[312715,1354137],[313971,1355847],[317022,1362221],[318446,868029],[319127,652890],[319430,1365803],[320145,1366975],[322109,872942],[324916,878059],[325695,663882],[325909,1119609],[328057,1385063],[334986,1138386],[336125,1398661],[338804,902115],[341611,907232],[342604,1151321],[346499,916378],[347214,696888],[349885,1428052],[351706,926643],[351985,1431612],[352764,1433099],[352978,1435694],[355635,708301],[356868,935774],[357575,1182438],[362503,1454245],[363637,950260],[364318,724649],[366120,1459180],[366835,951641],[367275,1199849],[372095,959139],[373442,1470112],[374221,736253],[381069,1222691],[381829,1484702],[387625,983669],[388244,985896],[388379,756740],[390153,1497373],[392211,990551],[395612,996406],[396327,768441],[398998,1514858],[404187,1013242],[405809,1524832],[406588,1014270],[406819,1265294],[411174,1021152],[412506,1536236],[414575,1027007],[419740,1550513],[420996,804592],[425471,1046759],[426152,811530],[426455,1562179],[427170,1563351],[429134,1051672],[432720,822522],[436209,1065163],[436683,1321184],[437711,1068750],[438480,1585068],[439672,1072312],[439807,834038],[443231,1073706],[446888,1595527],[450505,1600462],[451220,846080],[456205,1094878],[457827,1611394],[458606,1095906],[458837,1351340],[459555,1614470],[466130,1106200],[467126,868268],[471390,1113698],[474788,1636559],[476044,880726],[481345,1386995],[483029,1649475],[484163,1136531],[484844,894078],[486646,1654410],[492621,1145410],[493968,1665342],[494747,905682],[500665,1676746],[508151,1169940],[508770,1172167],[508905,926169],[510679,1692603],[512737,1176822],[516853,937870],[520775,1451712],[521014,1191576],[522630,1195083],[523099,1713922],[524823,950499],[527262,1718375],[531761,954224],[532530,1724337],[537281,962998],[539254,1473801],[540938,1734796],[542072,1220836],[542753,972197],[544555,1739731],[548121,1228105],[553641,1233061],[569016,1255261],[570062,1256990],[573525,1264139],[573660,1012768],[580741,1787354],[584358,1792289],[585073,1024810],[591680,1803221],[600979,1046998],[605243,1305525],[609897,1059456],[615540,1323607],[620453,1588183],[626044,1076357],[626513,1849601],[630676,1854054],[633673,1343036],[637136,1350185],[637271,1094404],[643759,1357455],[648391,1874045],[667685,1386806],[671494,1136770],[678432,1140495],[679201,1910608],[683952,1149269],[687609,1921067],[691226,1926002],[722157,1457299],[727773,1201980],[736661,1473612],[740470,1221075],[746710,1487125],[751623,1748298],[761846,2003611],[784684,1268184],[785153,2028331],[789316,2032784],[831856,1587994],[862413,1620057],[897202,1397210],[931275,2173040],[979985,1748109], [27839,424047,1558597],[36221,479095,1644643],[39991,502355,1679932],[46195,545710,1481885],[51038,563220,1764237],[52696,572333,1776895],[56329,593408,1806297],[58993,432934,1311436],[61645,621222,1844370],[62601,634147,1604122],[65272,635944,1860016],[70550,659824,1887933],[72682,669770,1900193],[75791,487801,1395079],[80634,516138,1182677],[83337,722631,1717290],[84181,723100,1965499],[85121,736422,1732263],[87218,733455,1974990],[88683,738746,1980221],[92332,752392,1993927],[99251,577084,1265533],[100207,570536,1517560],[102878,794584,2038746],[108156,431941,1056789],[110510,827908,2078010],[111217,831617,1842922],[116159,843365,2089743],[119196,640695,1351579],[121584,862887,1872960],[122428,863356,2107458],[125465,873711,2116949],[130137,669301,1390313],[130981,487361,1137912],[131921,667446,1646942],[134018,902884,2144419],[135483,908175,2149650],[139132,700312,1428291],[149723,955191,2194748],[154528,738277,1477119],[155372,545270,1222217],[157266,976037,2211108],[157973,979746,1992479],[162915,991494,2222841],[165952,771865,1515097],[167639,571564,1260577],[168346,774180,1519983],[173288,1022095,2248383],[178713,802399,1553831],[179557,599983,1298027],[182594,1052441,2275589],[196939,635175,1346623],[197646,848038,1606545],[205858,1109750,2317976],[210663,878533,1639877],[211507,666399,1384589],[218216,1141462,2341419],[225759,694792,1423335],[226466,916139,1682355],[231408,1177765,2369512],[240389,1199480,2386196],[241319,952115,1721627],[263201,766345,1510141],[263908,996167,1766660],[286598,1301577,2451829],[299563,835540,1592664],[299794,1073467,1846704],[334056,1394710,2506722],[360819,1191765,1961040],[380139,1481516,2555835] ] cell #1468 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80843,232517],[99678,270389],[108434,289915],[119623,310629],[130196,331718],[131532,333348],[139559,349578],[142444,355844],[154587,377801],[155923,379431],[166379,398691],[168679,403327],[170258,404932],[178772,422048],[180108,423678],[197979,455345],[199558,456950],[210722,477096],[212058,478726],[212973,480970],[214297,483272],[226799,504890],[228378,506495],[241378,529721],[247584,538879],[248908,541181],[264241,565755],[265820,567360],[266568,569961],[281355,593592],[282679,595894],[297792,620078],[300127,623899],[306808,633572],[324556,660008],[325880,662310],[331021,669954],[345757,693189],[364667,722056],[365764,723284],[367246,725714],[377104,738930],[385854,751248],[394870,764742],[402221,775460],[436594,826768],[441701,832897],[450149,843549],[454239,849318],[463962,862312],[465059,863540],[497630,908359],[522541,944291],[535751,960180],[552111,981026],[560559,991678],[584002,1022279],[588092,1028048],[625955,1077374],[643670,1098850],[656880,1114739],[682422,1146451],[707230,1177949],[757125,1236729],[784595,1269201],[815520,1306566],[834423,1328803],[926554,1431959],[1013153,1525179],[1094789,1611741], 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9,1007543],[409471,785337,1018329],[412326,789105,1020011],[418144,794351,1030316],[427207,1048525,1302482],[440916,619842,1326348],[441994,621078,1071742],[452512,633468,1342851],[452666,452974,1087134],[454532,635800,1089179],[490380,898482,1141943],[490673,898968,1142367],[494005,1147977,1405571],[500485,687398,1154835],[526049,721952,1457114],[526203,526511,1197220],[536044,733311,1209235],[551326,751012,1489866],[552404,752248,1231097],[588385,794440,1281006],[591717,1286616,1547097],[647178,862208,1619872],[647332,647640,1359592],[657173,873567,1371607],[682715,902740,1404465],[815813,1052297,1567983] ] cell #1469 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [47810],[60400],[82313],[85973],[91087],[91250],[110285],[114291],[120560],[120940],[124220],[124383],[132773],[149498],[150508],[152020],[152183],[157041],[161047],[161427],[171420],[181349],[181512],[190034],[191630],[193163],[194956],[205633],[206643],[217991],[219001],[220513],[220676],[229540],[229920],[237999],[240164],[241656],[242009],[243842],[256296],[259425],[270774],[272370],[273903],[275696],[278464],[279976],[280139],[286373],[287383],[295924],[296277],[311014],[314971],[317136],[320814],[331666],[333831],[335323],[335676],[337509],[341185],[342718],[344511],[349963],[353092],[357653],[377749],[379914],[383986],[384339],[386883],[399076],[402949],[403302],[404751],[406897],[413773],[414126],[415959],[421996],[424161],[427839],[433048],[454967],[455320],[456769],[458915],[477044],[479209],[481423],[485133],[485486],[487915],[499370],[504512],[504865],[506314],[507409],[517522],[529669],[539332],[543042],[543395],[545824],[565377],[565730],[567179],[568274],[569703],[570650],[573119],[577836],[597755],[598108],[611992],[620531],[623521],[623874],[633314],[634261],[636730],[641447],[650798],[664171],[664524],[667320],[667459],[669415],[696347],[701064],[717408],[721798],[722745],[736296],[736435],[738391],[751701],[754691],[755044],[767900],[772617],[773016],[774193],[802513],[805042],[826434],[831491],[831630],[836165],[846874],[848051],[857664],[862054],[863001],[878647],[881176],[886922],[916152],[942763],[945706],[948017],[952229],[963448],[965041],[974563],[979620],[979759],[996180],[1036479],[1059906],[1067123],[1073480],[1078789],[1097322],[1102576],[1119600],[1149719],[1191778],[1193466],[1199840],[1204616],[1270616],[1321175],[1333846],[1399846],[1451530],[1530222] ] cell #1470 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [63782],[67871],[70380],[86614],[91728],[94469],[95071],[101388],[103897],[107986],[113859],[115410],[120128],[121679],[123711],[124861],[133414],[136155],[136757],[141269],[141871],[143778],[145496],[146049],[146746],[148964],[156507],[160615],[162166],[170988],[172539],[174571],[175721],[180840],[181990],[185333],[187305],[187937],[188573],[191168],[192712],[193962],[200087],[202184],[202881],[205099],[208328],[214542],[215239],[215715],[217457],[221565],[223116],[229108],[230659],[232691],[236826],[237537],[238445],[243193],[244461],[249153],[249850],[250326],[254199],[254835],[260224],[268677],[269313],[269866],[270563],[271908],[273452],[274702],[276920],[282924],[283621],[284097],[285839],[289068],[301918],[303537],[308917],[309553],[310106],[310803],[314509],[315417],[321433],[326125],[326822],[327298],[331204],[332112],[332744],[336860],[338128],[343517],[347866],[348502],[349055],[349752],[353891],[359338],[367491],[374795],[377287],[378195],[378827],[388199],[391599],[396979],[397615],[398168],[398865],[408943],[410562],[416578],[417828],[418986],[421534],[422442],[423074],[428458],[433847],[437805],[443966],[450237],[451876],[465147],[466786],[474090],[476582],[477490],[478122],[495321],[497718],[498721],[512125],[518141],[519391],[522298],[522727],[529207],[531855],[535581],[538016],[548215],[551941],[554376],[560647],[584090],[585729],[587922],[607943],[611343],[615253],[615468],[615921],[625712],[626141],[630093],[643427],[643856],[647808],[656710],[678526],[682252],[684687],[687026],[707318],[716492],[717437],[727701],[728154],[746638],[747091],[761263],[784352],[784781],[788733],[815350],[826097],[837702],[857693],[897130],[897583],[930692],[1016432], [27569,280827],[27911,105477],[35951,324028],[36293,127602],[37058,213989],[37211,330493],[40323,138528],[44018,365236],[46267,152775],[46725,248600],[46878,376576],[51370,165348],[52438,268045],[56617,177257],[56770,178808],[59065,184731],[60199,437336],[63889,304805],[64042,449621],[64384,195656],[65014,308285],[68131,464531],[70838,209207],[70991,210758],[75863,221268],[76321,342267],[76474,497102],[77785,225000],[80966,233841],[82272,522055],[84742,239713],[85464,242066],[85772,531386],[86481,370992],[86960,372830],[87596,246638],[90886,547746],[94576,392867],[94729,560031],[95701,262442],[101495,411830],[101648,583474],[101990,276396],[102620,415310],[108444,289947],[108597,291498],[111560,296334],[113186,298172],[114058,300855],[114250,625469],[115267,447770],[120519,643184],[121133,644412],[122989,316685],[124019,652515],[124728,470287],[125207,472125],[131542,333380],[132264,335733],[132572,678057],[133281,491518],[133760,493356],[134396,340305],[136262,499989],[141376,513393],[141529,706702],[142501,356109],[146248,363385],[147933,724274],[148788,367865],[150467,532900],[155933,379463],[157534,747990],[158316,384396],[159736,553249],[159942,386234],[161006,756639],[161620,757867],[162023,558180],[168689,403359],[170315,405197],[171187,407880],[171379,784109],[172396,581623],[175588,589230],[176067,591068],[180118,423710],[181148,811155],[181857,604140],[182336,605978],[184838,612611],[187761,438850],[189993,833937],[195149,844539],[197989,455377],[199615,457215],[202383,462680],[204068,649273],[206126,869309],[206602,654029],[212068,478758],[214741,483911],[216426,893703],[217281,488391],[218960,679571],[222973,688491],[226809,504922],[228229,699920],[228435,506760],[228700,708957],[229499,926068],[230113,927296],[230516,704851],[233708,712458],[234187,714296],[236550,945353],[245881,961220],[249352,541820],[251037,971822],[254023,549260],[256255,752762],[264251,565787],[265671,771473],[265877,567625],[266142,562286],[268501,572703],[270733,1012667],[271721,782571],[275889,1023269],[278423,794954],[281443,811624],[283123,596533],[284808,807913],[285388,817785],[286866,1048039],[287342,812669],[291355,821589],[300137,623931],[301642,1078436],[308741,636314],[310973,1094303],[311961,856429],[313522,857311],[324644,652984],[326324,662949],[328009,884047],[328589,659145],[330217,1131624],[331109,894172],[334938,895782],[339548,1147491],[344704,1158093],[345587,926311],[346219,926740],[347690,695931],[349922,922191],[357612,936913],[365852,724743],[367690,726353],[376300,1215929],[377192,972291],[381021,973901],[394700,756882],[395332,757311],[396803,767484],[399035,1002219],[402051,1012910],[402683,1013339],[406856,1014479],[408667,1270263],[417998,1286130],[419150,1046687],[419157,1047140],[420547,1036041],[441531,834180],[442163,834609],[443790,835749],[449345,1338662],[454069,1094546],[454701,1094975],[458874,1096115],[474198,867957],[474205,868410],[475595,1119162],[481382,1129579],[482439,1136459],[482446,1136912],[496826,1411159],[501689,1172102],[521606,943308],[526672,950188],[526679,950641],[528931,1198282],[539291,1213884],[540348,1220764],[540355,1221217],[559755,1502180],[562554,985831],[569918,1256846],[571667,1264074],[583198,1535038],[614878,1065019],[620490,1326700],[620556,1072247],[633529,1342892],[635278,1350120],[650060,1360654],[667539,1386671],[706426,1697410],[716803,1191441],[722013,1457155],[736515,1473477],[751660,1490218],[831710,1587859],[862269,1619913],[979839,1747974] ] cell #1471 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [228005,1169132],[232468,710415],[233484,934966],[265447,1254453],[270340,781316],[271497,1013462],[281199,1289593],[289880,819341],[310580,855174],[311737,1095098],[324400,1376155],[329437,1129478],[330261,889941],[330865,1389140],[333313,894396],[345746,1419310],[349529,923275],[365608,1458509],[375520,1213783],[376344,968060],[376948,1475946],[379396,972515],[394859,1506116],[398642,1003303],[400251,1256552],[401734,1008896],[402210,1519142],[420591,1039498],[423643,1043953],[441214,1326599],[441690,1588680],[449993,1599791],[452269,1342598],[453752,1090532],[454228,1605704],[464903,1621267],[475639,1122619],[478691,1127074],[481573,1132025],[497474,1671176],[503297,1164566],[522530,1713422],[525806,1456861],[528975,1201780],[535740,1727949],[539482,1216330],[551624,1490117],[552100,1748795],[560403,1759906],[564162,1249887],[583846,1791618],[588081,1797531],[594195,1292140],[623094,1331095],[625944,1849101],[643659,1869092],[646935,1619619],[656869,1883619],[660611,1378702],[682411,1914220],[707074,1946177],[724877,1461042],[757114,1998658],[784584,2027831],[815509,2062349],[826859,1583120],[834412,2082680],[926543,2168087],[1013142,2241320],[1094778,2307736], [45530,535264,1219385],[63320,629220,1347913],[69643,656393,1381757],[75126,681935,1135080],[76968,499922,913480],[85148,538446,1473228],[85241,728137,1473363],[86257,731878,1478469],[92614,754264,1494613],[94007,760390,1511431],[100926,787860,1261867],[103160,587605,1026396],[103403,417605,799196],[107249,815033,1295195],[109091,612544,1063037],[111244,619645,1587610],[111337,615904,1587745],[113792,838130,1603738],[122638,865133,1623800],[123488,868393,1636121],[124504,872134,1641227],[131948,480537,1386422],[132041,897566,1386557],[133057,901307,1391663],[134903,496870,906627],[135693,686153,1150155],[139414,923693,1426574],[139705,708890,932417],[140807,929819,1424625],[143041,710833,1182066],[143284,519168,941155],[145982,717865,1716906],[146523,950624,1717937],[156652,974988,1743235],[158000,750815,1747725],[158093,747074,1747860],[159512,982861,1751819],[160548,986259,1763853],[166234,1003721,1513380],[166525,562219,762988],[168373,570756,1259617],[168466,401316,1008820],[169377,583242,1011123],[170637,781734,1263816],[170921,1016860,1517176],[174348,587187,1026320],[175364,793007,1278174],[177510,811557,1046387],[179767,1043863,1556311],[180248,607720,816911],[180617,1047123,1550075],[181633,1050864,1555181],[183479,609492,1056184],[184269,819251,1310270],[187450,1067548,1840630],[188506,1072675,1843986],[193739,1083707,1853616],[197673,634367,1345663],[197766,453334,1090456],[198677,449389,1092759],[199937,855592,1349862],[200459,1097766,1868237],[202117,858121,1872576],[202658,859277,1873607],[209460,652917,867657],[211717,1126984,1642357],[212198,473867,658271],[214242,894105,1133974],[214475,481663,1132710],[215016,1136895,1649037],[215492,681517,1135004],[216000,675646,1136228],[216920,894306,1392793],[221498,686243,1150840],[224769,925877,1171001],[225145,1161259,1679618],[225242,703262,925564],[226493,693984,1422375],[226586,502879,1164490],[227497,706470,1166793],[229041,1172530,1679548],[237198,1193910,1962494],[239966,724676,947703],[243338,1205041,1971250],[244394,1210168,1974606],[248853,972224,1218279],[249086,539572,1217015],[249627,1221200,1734358],[250103,534846,1219309],[250611,744622,1220533],[251531,972425,1479599],[252079,1224080,1988336],[253712,748465,1990187],[254768,976769,1993543],[260001,987415,2003173],[262211,756448,984730],[262587,1246580,1763923],[262684,556591,756135],[263935,765537,1509181],[264028,563744,1249811],[264939,559799,1252114],[266905,1005589,1517246],[267814,1012476,1260747],[268190,1259375,1776581],[268287,781000,1010044],[269246,1264502,1776511],[269799,787950,1262552],[274479,1275534,2032346],[280742,1046709,1046719],[280861,810924,811189],[282857,594285,1292825],[283398,420857,1043029],[283874,814615,1295119],[284382,808744,1296343],[295185,1322766,2078468],[297941,833746,1068920],[298317,1327774,1844056],[298414,622360,831314],[299821,834732,1591704],[299914,622676,1331019],[302290,1334290,2086738],[307145,1087225,1603808],[308054,1094112,1346793],[308430,1345421,1859702],[308527,854858,1091680],[309486,1350548,1859632],[310039,629310,1348598],[318220,650104,1364152],[320310,869784,2113209],[321366,1110482,2116565],[323943,867979,867989],[324062,652284,652549],[326058,660701,1379387],[326599,475905,1126150],[327075,655975,1381681],[327583,884878,1382905],[329019,1129386,1386492],[330408,1136481,1136491],[330527,893472,893737],[337005,1400271,2140679],[338061,1405398,2144035],[343294,1416430,1920629],[344278,692106,692203],[345523,925962,926247],[347379,347476,922959],[348435,503550,1168231],[348988,929909,1425310],[353668,1173686,2172602],[360478,943115,1191262],[360846,943207,1712567],[361796,720512,1457673],[365004,1197311,1716976],[365151,950210,950220],[365270,724043,724308],[367424,724967,1461727],[369843,1464422,2195206],[372975,1469430,1974676],[373072,533668,536978],[373607,961695,2199418],[374572,537142,1223113],[375102,1213691,1473298],[376491,1220786,1220796],[376610,971591,971856],[383697,386476,753530],[386379,1491292,1993613],[387976,753846,1494537],[394402,561795,561892],[394636,756533,756818],[396492,396589,1002987],[397548,564415,1253552],[398101,760480,1512116],[400341,1256940,1256950],[401987,1012561,1012846],[409315,1530666,2245378],[415455,1541797,2038432],[415552,795722,799032],[416511,1546924,2038362],[427335,1048514,2271849],[428391,1302309,2275205],[433624,609758,1058675],[434608,825204,825301],[435917,1064725,1838779],[436287,1065113,1065123],[437105,437370,830090],[437738,830166,1588348],[440796,1326507,1587680],[441467,833831,834116],[446181,624965,1343410],[449655,627456,631020],[451385,451482,1096883],[451809,631818,1352514],[452359,1342986,1342996],[454005,1094197,1094482],[461091,860768,1620431],[461280,464565,864299],[464299,1359683,1872646],[466719,865223,1624485],[469588,472367,654797],[472270,1632188,2116635],[490369,1659652,2341877],[493501,1664660,2144105],[493598,680339,683649],[494133,1147966,2346089],[495098,683813,1138808],[497136,909118,912682],[514928,708466,708563],[517018,517115,937681],[518074,711086,1184652],[520725,520735,1191192],[521864,945754,1716603],[521949,522234,946439],[525896,1457249,1457259],[531155,531420,727325],[531788,727401,1473966],[535517,729987,733791],[547515,547780,978219],[548148,978295,1748463],[548296,551877,981960],[551206,1490025,1747795],[556780,560065,758626],[580034,783605,1257364],[583508,786096,789660],[585238,585335,1015247],[585662,790458,1266468],[587858,1028982,1032786],[591845,1286605,2441589],[603441,606220,813437],[606123,1824015,2275275],[615490,615500,1067790],[625278,836601,1603435],[625363,625648,837286],[642993,1100313,1872273],[643078,643363,1100998],[647025,1620007,1620017],[653065,656646,870243],[677826,678091,896754],[678459,896830,1387160],[682188,899416,903220],[703451,706736,928055],[727723,727733,953264],[746660,746670,1227145],[783918,1015331,1516873],[784003,784288,1016016],[811705,815286,1048973],[897152,897162,1139535] ] cell #1472 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [156296],[157813],[186542],[187094],[201442],[206405],[236162],[242430],[242982],[244005],[246160],[252804],[253356],[258785],[287145],[301254],[302774],[305169],[313134],[319402],[319954],[320977],[336097],[336649],[337672],[339827],[344187],[352452],[366092],[368452],[370547],[373251],[387046],[389316],[390836],[394311],[408279],[409799],[412194],[416122],[418277],[426427],[426979],[428002],[434517],[439437],[442394],[445008],[465387],[467963],[469842],[486618],[488978],[491073],[493777],[497958],[500353],[507572],[509842],[511362],[514837],[517685],[524452],[525660],[530015],[544527],[549847],[552804],[554795],[568437],[573290],[576247],[577999],[578861],[586690],[588785],[591489],[599240],[601816],[603695],[610580],[617717],[618644],[636901],[639858],[641610],[645581],[650959],[665656],[671123],[672331],[673045],[676023],[676686],[685729],[696518],[699475],[701466],[712013],[716723],[720688],[740099],[741307],[742021],[744999],[748887],[768071],[771028],[774038],[776357],[777284],[778897],[782126],[792069],[804221],[806143],[809599],[826292],[836336],[847896],[850215],[851142],[852755],[855984],[880355],[882277],[886152],[886802],[890117],[891342],[918316],[920856],[942381],[949039],[952947],[964271],[964921],[968236],[969461],[984465],[998344],[1000884],[1004740],[1005022],[1008506],[1040899],[1070427],[1071077],[1074604],[1086376],[1086658],[1090142],[1103598],[1107506],[1124020],[1128652],[1164176],[1191893],[1196462],[1196744],[1212957],[1229782],[1230432],[1233959],[1249497],[1293699],[1320829],[1325773],[1330705],[1354265],[1358834],[1359116],[1380261],[1451798],[1454373],[1472361],[1484347],[1489291],[1576637],[1584713],[1595655],[1614556],[1667591],[1714008],[1723982],[1787482],[1849687],[1910253],[2028417] ] cell #1473 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [312137],[314292],[361189],[361925],[383076],[390474],[437045],[445574],[446310],[447787],[450826],[460484],[461220],[468967],[511000],[531095],[533061],[536357],[547455],[555984],[556720],[558197],[579427],[580163],[581640],[584679],[591085],[602820],[621753],[624833],[627396],[630960],[649290],[652224],[654190],[659162],[677766],[679732],[683028],[688508],[691547],[702655],[703391],[704868],[714313],[720380],[723983],[727265],[752923],[757328],[758566],[780393],[783473],[786036],[789600],[795115],[798411],[807930],[810864],[812830],[817802],[821606],[830030],[834626],[836663],[854251],[860636],[864239],[868042],[884064],[889809],[893412],[895799],[896694],[906495],[909058],[912622],[922352],[926757],[927995],[937074],[945816],[950273],[967928],[971531],[973918],[978159],[985887],[1002380],[1008760],[1010991],[1013356],[1014640],[1015393],[1026260],[1039366],[1042969],[1046772],[1058615],[1065176],[1072303],[1090396],[1092627],[1094992],[1096276],[1100375],[1122487],[1126090],[1129740],[1132087],[1134944],[1136544],[1138748],[1150217],[1164430],[1166661],[1172158],[1191567],[1201648],[1214045],[1216392],[1219249],[1220849],[1223053],[1249751],[1251982],[1257003],[1257304],[1261929],[1264130],[1292202],[1295059],[1320484],[1326861],[1330959],[1343049],[1343350],[1347975],[1350176],[1364020],[1378764],[1381621],[1386223],[1386797],[1387622],[1424687],[1457312],[1457613],[1461104],[1473029],[1473603],[1474428],[1490379],[1494477],[1511493],[1516860],[1551140],[1583247],[1587411],[1587985],[1603422],[1620070],[1620371],[1623862],[1637186],[1681644],[1712323],[1716590],[1720042],[1743362],[1747526],[1748100],[1765949],[1838766],[1840757],[1855721],[1867993],[1872260],[1952220],[1962250],[1971377],[1988323],[2034451],[2078455],[2086494],[2140806],[2195193],[2245134],[2341864] ] cell #1474 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [57196],[71417],[78409],[87852],[96325],[104207],[105273],[109023],[116861],[126332],[127398],[129645],[134652],[137179],[143125],[147489],[149217],[152571],[154036],[163999],[168014],[173990],[177101],[183461],[184527],[188190],[189624],[191657],[194705],[197314],[203624],[209051],[213833],[215982],[217710],[221064],[222529],[232492],[238026],[239557],[241524],[244078],[245512],[248444],[250593],[254452],[255886],[260967],[268930],[270364],[272397],[275445],[278054],[284364],[294615],[295792],[303118],[304649],[309170],[310604],[314998],[316529],[321050],[322484],[327565],[331693],[335191],[337745],[339179],[342111],[344260],[348119],[349553],[354634],[361247],[369273],[370450],[377776],[382677],[383854],[387119],[391180],[392711],[394384],[397232],[398666],[402817],[410143],[411674],[416195],[417629],[422023],[428075],[429509],[434590],[444219],[445632],[454835],[460542],[461731],[465731],[468568],[468835],[469745],[473891],[477071],[489799],[490976],[498302],[504380],[507645],[511706],[513237],[514910],[517758],[519192],[528057],[528324],[529696],[548549],[552707],[555996],[556042],[556615],[557231],[565245],[568510],[578072],[579485],[588688],[599584],[602421],[602688],[603598],[607744],[610924],[621765],[621811],[622384],[623389],[631471],[641683],[642538],[652064],[652219],[653318],[666000],[674728],[674995],[676367],[699378],[702667],[702713],[703286],[703902],[711916],[717276],[719291],[723823],[723978],[734044],[743704],[743971],[745343],[756318],[770931],[780405],[780451],[781024],[782029],[790111],[801178],[810704],[810859],[811958],[826575],[833616],[839556],[854263],[854309],[854882],[855887],[877312],[886705],[888720],[893252],[893407],[903473],[913133],[925747],[942911],[949815],[964824],[966839],[971371],[971526],[1005305],[1012346],[1018286],[1033039],[1070980],[1082898],[1086941],[1093982],[1104374],[1129182],[1153110],[1197027],[1213487],[1230335],[1242253],[1274725],[1326303],[1359399],[1437483],[1489821], [31980,116618],[34424,67385],[45614,151997],[48813,91064],[50503,93983],[54752,173747],[56087,176959],[62512,191568],[63578,194887],[66601,120044],[67667,120871],[69727,124197],[70294,70454],[75210,220490],[76900,224324],[77050,224567],[80099,140783],[81434,143692],[82845,145412],[83248,237937],[85265,241895],[90379,156405],[93199,160531],[94265,161358],[94887,95176],[100118,272308],[101184,275627],[102414,277173],[103244,279953],[107333,181326],[107900,108060],[109173,185149],[110885,187203],[111361,296163],[111827,188489],[113703,300278],[114823,192628],[119972,200079],[121495,314909],[123512,204997],[123625,123692],[130048,331604],[130798,332997],[132065,335562],[134885,341123],[135951,344442],[139999,229024],[141065,229851],[141687,141976],[142295,232605],[145340,236818],[145893,362808],[146547,238343],[146660,146727],[150098,243091],[151040,244377],[154439,377687],[155189,379080],[158117,384225],[158583,254751],[168490,403188],[168956,269229],[169359,404689],[169774,270477],[170832,407303],[171952,273368],[174372,414012],[178624,421934],[179374,423327],[180641,285737],[180754,180821],[192556,301910],[193763,303435],[193876,193943],[197790,455206],[198256,309469],[198659,456707],[199074,310717],[202028,462103],[202682,315315],[202795,202862],[207175,321349],[210574,476982],[211324,478375],[214386,483334],[215040,332010],[215153,215220],[215516,485372],[218591,336758],[219533,338044],[226610,504751],[227076,348418],[227479,506252],[227894,349666],[241230,529607],[248997,541243],[249651,378093],[249764,249831],[250127,543281],[257243,554629],[260025,391497],[260138,260205],[264052,565616],[264518,397531],[264921,567117],[265336,398779],[273296,408935],[274503,410460],[274616,274683],[278996,416494],[279814,417742],[282768,595956],[283422,422340],[283535,283602],[283898,597994],[287915,428374],[294882,618567],[299938,623760],[306322,451792],[314414,649453],[318202,650736],[323073,323140],[323841,474004],[325969,662372],[326623,477388],[326736,326803],[327099,664410],[343318,498619],[343431,343498],[353692,512023],[353805,353872],[358185,518057],[359003,519305],[361201,720392],[361820,720641],[367335,725776],[369540,530865],[374596,537914],[374709,374776],[382944,749737],[383088,752935],[388000,754930],[390596,558360],[413347,585645],[430098,430165],[430866,607857],[433648,611241],[433761,433828],[436743,826902],[436885,829355],[437040,830025],[445586,624845],[446205,625094],[447950,450948],[460496,860648],[461115,860897],[461215,864234],[468979,654202],[490066,677536],[495122,684585],[495235,495302],[511122,705031],[519781,519848],[520855,942674],[521734,945740],[530935,726590],[531090,727260],[533073,536369],[547295,977484],[547450,978154],[556715,758561],[579439,783485],[580058,783734],[581803,584801],[592947,593014],[602832,812842],[614452,1064711],[625148,836587],[627391,630955],[642863,1100299],[677606,896019],[677761,896689],[679744,683040],[688671,691669],[703386,927990],[783788,1015317],[786031,789595],[795127,798423],[909053,912617] ] cell #1475 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [284605,1297678],[290421,819398],[291152,1056440],[327806,1384240],[334407,894453],[334735,1137563],[346040,1419845],[356678,935105],[380490,972572],[380818,1221868],[395153,1506651],[400946,1257087],[401833,1008953],[402504,1519677],[406398,1013601],[419402,1549945],[424737,1044010],[441984,1589215],[452964,1343133],[453851,1090589],[454522,1606239],[458416,1095237],[474450,1635991],[479785,1127131],[480588,1386427],[482268,1132852],[482691,1648907],[503396,1164623],[507961,1169271],[526501,1457396],[526924,1717807],[536034,1728484],[538497,1473233],[540177,1217157],[540600,1734228],[552394,1749330],[564261,1249944],[568826,1254592],[570807,1259622],[588375,1798066],[594890,1292967],[616239,1839780],[619696,1587615],[623193,1331152],[630338,1853486],[634418,1345668],[647630,1620154],[648053,1873477],[657163,1884154],[661306,1379529],[682705,1914755],[687271,1920499],[694035,1422380],[725572,1461869],[728472,1970400],[747409,1989337],[750866,1747730],[761508,2003043],[765588,1509186],[788978,2032216],[815803,2062884],[834783,1591709],[868728,2112359],[897901,2139829],[930937,2172472],[943258,1712572],[950959,2191731],[1047458,2270999],[1137230,2338402],[1221535,2399267], 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,1416765,2519793],[511068,704957,707264],[520152,715551,941683],[521158,943058,1191580],[521807,717506,945748],[525953,1197170,1716851],[526681,723980,950643],[531004,953269,1473023],[531092,727262,728156],[533066,535574,536362],[538585,1213634,1473616],[540357,971528,1221219],[547364,1227150,1747520],[547452,747093,978156],[551723,1490168,1992642],[556717,758563,761265],[560496,1759957,2223004],[579432,783478,784345],[579980,1016158,1257301],[580403,1786786,2245128],[581729,584036,584747],[583939,1791669,2248546],[587915,795120,798416],[602825,812835,815343],[619784,1326450,1587998],[625221,836595,837771],[627393,630095,630957],[642936,857762,1100307],[647082,1359542,1872521],[677675,1139540,1386217],[677763,896691,897585],[679737,682245,683033],[687028,909055,912619],[703388,927992,930694],[707167,1946228,2369675],[750954,1489968,1748113],[783861,1015325,1016501],[786033,788735,789597] ] cell #1476 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [178375],[210325],[225946],[246608],[263388],[280978],[282089],[291065],[305668],[324179],[325290],[330644],[340275],[345660],[357055],[365387],[368403],[373816],[376727],[394773],[402124],[412693],[419240],[431204],[432315],[439388],[441604],[444946],[449772],[454142],[464682],[474288],[482529],[485913],[488929],[494342],[497253],[515299],[524390],[526762],[529938],[533438],[535654],[540438],[543822],[549798],[552014],[560182],[573241],[575457],[578799],[583625],[587995],[598535],[616074],[617640],[627804],[630176],[636852],[639068],[645519],[647891],[654567],[656783],[664951],[671061],[676609],[680109],[682325],[687109],[690493],[696469],[698685],[706853],[717744],[728307],[729873],[740037],[747244],[748810],[753300],[758974],[761346],[763942],[768022],[770238],[776280],[786444],[788816],[795492],[797708],[804159],[813207],[815423],[823591],[836287],[838009],[850138],[858000],[859447],[864647],[867893],[868563],[870129],[875973],[880293],[897736],[899302],[909466],[918239],[922729],[928403],[930775],[933371],[937451],[939667],[947939],[950794],[952885],[976648],[981846],[985265],[985765],[986138],[987585],[998267],[1002757],[1015017],[1016739],[1028868],[1043377],[1046623],[1047293],[1048859],[1054703],[1059023],[1069455],[1069955],[1072554],[1074527],[1083877],[1096653],[1097645],[1107850],[1108278],[1110361],[1126498],[1134210],[1137065],[1139156],[1168117],[1171536],[1172036],[1172409],[1173856],[1184538],[1191816],[1193789],[1195340],[1195768],[1210047],[1218515],[1221370],[1223461],[1234821],[1253438],[1261282],[1261782],[1264381],[1266354],[1275704],[1289472],[1299677],[1300105],[1302188],[1320767],[1324669],[1334169],[1347328],[1347828],[1350427],[1352400],[1376034],[1387046],[1389019],[1390570],[1390998],[1405277],[1416600],[1430051],[1451745],[1458388],[1473852],[1475825],[1477376],[1477804],[1517143],[1521045],[1530545],[1546803],[1588234],[1599670],[1603705],[1607607],[1621146],[1646975],[1671055],[1716873],[1732296],[1748349],[1759785],[1791497],[1842955],[1872543],[1946056],[1992512], 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] cell #1477 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1478 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [283611],[326812],[348257],[374785],[397370],[419380],[419469],[422177],[433837],[451631],[474428],[474517],[477225],[482669],[482758],[495311],[502057],[517896],[526902],[526991],[530644],[537751],[540578],[540667],[562922],[572035],[585484],[608370],[611078],[616217],[618346],[620924],[624866],[630316],[630405],[635646],[648031],[648120],[673662],[677315],[684422],[687249],[687338],[709593],[717614],[720413],[726730],[728450],[730579],[733157],[742638],[747387],[749516],[752094],[761486],[761575],[776986],[779564],[783506],[788956],[789045],[794286],[806760],[829495],[837879],[840678],[850844],[853422],[857870],[859590],[860669],[868706],[870835],[873413],[882894],[889842],[896159],[897879],[900008],[902586],[912067],[918945],[921523],[930915],[931004],[950937],[956778],[967961],[976518],[977624],[982552],[986008],[987728],[988807],[994456],[998973],[1001551],[1008225],[1016609],[1019408],[1029574],[1032152],[1039399],[1047436],[1049565],[1052143],[1061624],[1072424],[1075233],[1084020],[1089861],[1105496],[1110025],[1110231],[1111337],[1117853],[1122520],[1137208],[1143049],[1154232],[1163895],[1168823],[1172279],[1173999],[1175078],[1180727],[1185244],[1187822],[1192695],[1199755],[1201681],[1209917],[1221513],[1231779],[1236395],[1236995],[1249216],[1254144],[1264251],[1267060],[1275847],[1281688],[1297323],[1301852],[1302058],[1303164],[1309680],[1314347],[1328469],[1329069],[1330424],[1333075],[1350297],[1353106],[1355067],[1365518],[1365794],[1383885],[1387925],[1394985],[1396911],[1405147],[1416743],[1427009],[1431625],[1432225],[1444446],[1452356],[1458895],[1459171],[1474731],[1481791],[1483717],[1495954],[1513815],[1524845],[1525445],[1526800],[1529451],[1546673],[1551443],[1561894],[1562170],[1583084],[1589553],[1598576],[1611407],[1612007],[1613362],[1637489],[1647586],[1654125],[1654401],[1669961],[1691184],[1712496],[1720345],[1732907],[1739446],[1739722],[1758691],[1774911],[1781380],[1790403],[1843566],[1858032],[1864501],[1876015],[1898767],[1944962],[1964963],[1978795],[1993123],[2080892],[2106922],[2213990], [193952,450227],[202871,465137],[208318,474080],[244216,535504],[254590,551864],[260214,560637],[261218,562041],[274692,584080],[289058,607933],[300410,836716],[300564,624630],[303272,630025],[312355,856707],[312444,642345],[315152,647740],[318981,651773],[321188,656633],[337883,682175],[343507,497708],[353881,707308],[354885,708712],[359328,519381],[362143,944749],[362232,719098],[362940,945869],[363094,720177],[364172,721502],[368127,727050],[381531,745987],[388626,755800],[391334,761195],[407435,1015446],[407589,783270],[410297,788665],[416333,587845],[417818,418976],[426006,810413],[428213,815273],[434841,612366],[438182,828709],[439112,829815],[440054,830979],[446528,1077832],[446617,839363],[448557,841767],[462235,1100428],[462389,860433],[463467,861758],[467422,867306],[472774,1116265],[483466,1132140],[483620,889606],[484698,890931],[488653,896479],[495748,685314],[498456,686958],[499744,501354],[509152,925229],[511860,930624],[515689,709747],[525119,947352],[532232,955992],[534104,958262],[541375,1216445],[541529,967725],[542607,969050],[549522,977944],[550464,979108],[558967,989896],[572965,1008545],[573907,1009709],[574769,778482],[575847,779718],[580381,1269659],[580470,1018093],[582410,1020497],[586365,792108],[586519,586827],[596088,1292255],[596242,1039163],[597320,1040488],[601275,1046036],[606627,1308092],[628533,1080435],[636576,1090181],[637518,1091345],[638380,852340],[639458,853576],[646248,1101911],[655233,1112821],[662504,1378817],[662658,1122284],[663736,1123609],[671790,1133623],[672720,891381],[672874,673182],[678903,1142263],[680775,1144533],[689278,1155321],[696193,1164215],[697135,1165379],[697997,920441],[699075,921677],[705638,1176167],[714945,1449374],[725908,1461157],[726062,1201445],[736107,1212726],[740766,1217928],[741696,969500],[741850,742158],[759703,1239790],[767746,1249536],[768688,1250700],[769550,1000469],[770628,1001705],[787173,1272262],[796158,1283172],[798098,1032306],[800087,1549482],[804888,1293738],[805818,1040938],[805972,806280],[813873,1304648],[822376,1315436],[827034,1583300],[828183,1323573],[836011,1330744],[843010,1340135],[846327,1341825],[866318,1107091],[876363,1118007],[881022,1380300],[881952,1124059],[882106,882414],[905536,1407956],[907820,1677021],[910195,1413158],[929132,1435020],[938117,1445930],[940057,1187976],[942487,1712194],[943957,1454258],[944557,1454412],[955466,1465229],[958913,1470125],[963294,1472400],[976312,1224887],[984140,1233998],[984294,984602],[991139,1238144],[1021740,1536511],[1025057,1538201],[1026781,1803234],[1055093,1309834],[1059752,1576676],[1064519,1838659],[1065653,1584385],[1065929,1585059],[1077040,1595540],[1077640,1595694],[1081100,1600453],[1098516,1354150],[1099116,1354304],[1100265,1106788],[1113472,1366988],[1141737,1660459],[1145184,1665355],[1149565,1667630],[1151312,1925993],[1177410,1433374],[1192056,1713740],[1203146,1723654],[1203422,1724328],[1225008,1484019],[1225284,1484693],[1226478,1232835],[1240455,1497364],[1268867,1787367],[1269467,1787521],[1272927,1792280],[1305299,1563364],[1332436,1849419],[1354428,1614288],[1355838,1362212],[1398376,1909925],[1398652,1910599],[1435685,1692594],[1528812,2028149] ] cell #1479 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1480 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58756,290469],[58862,431759],[73647,334455],[73923,487179],[80608,356714],[89648,380538],[89924,545088],[97421,570481],[97862,403433],[99225,406434],[105770,424785],[106046,599801],[117366,634092],[117807,455451],[119170,458452],[127895,479833],[128171,666217],[128482,667660],[129302,483999],[137302,693709],[137743,504996],[139106,507997],[147146,722576],[152873,736636],[153693,541908],[164122,765262],[164563,565861],[165926,568862],[167317,572644],[168137,775980],[177058,800758],[177878,596621],[188927,831831],[189747,833417],[190664,624005],[196617,636255],[197437,849838],[203281,862832],[209008,876892],[209828,663037],[213790,888300],[225437,695872],[239514,949395],[240887,726441],[245635,960700],[248401,966419],[255189,979960],[256009,981546],[262879,767425],[278177,1028568],[294517,1066341],[299241,835690],[304606,1082478],[316486,1103954],[322607,1115259],[339302,1146971],[342068,1152690],[360759,943175],[369175,1203834],[382579,1225696],[392668,1241833],[411631,1274305],[429632,1307086],[468470,1366206],[489701,1399064],[513194,1437063],[527959,1459583],[602323,1562582],[674630,1654813],[743606,1740134], [11885,176299,418798],[14352,194362,638759],[16359,208140,208766],[18209,222186,496127],[18374,136448,345246],[19568,234419,359150],[21741,244815,741375],[24022,257877,258013],[24474,260624,769929],[24608,163173,163662],[26839,275102,575148],[27092,174936,414257],[27132,277357,586044],[28846,288880,289506],[29007,290568,431500],[29172,185024,292505],[30435,297000,297136],[31212,301450,847288],[31992,303967,852084],[34814,317859,866697],[34897,318422,318439],[35067,205326,205426],[35622,321787,881631],[37749,220034,485617],[38027,334554,486209],[38835,338482,672399],[39197,222087,495932],[39303,341429,685058],[41116,351544,351680],[41568,354291,698376],[41702,231666,232155],[41821,233056,356336],[41861,356546,515130],[43458,236358,948431],[43578,363613,363630],[43748,238672,238772],[44751,369103,964297],[47416,151541,543526],[47694,380637,544118],[49403,387303,983819],[49555,258136,388253],[49621,161137,257588],[49735,389512,995417],[50515,392029,1000213],[53207,404025,404161],[53277,275003,574953],[53483,271404,405424],[53652,406266,575288],[53984,408475,773430],[54764,410992,778226],[55261,277525,586536],[57308,288416,598239],[57586,424884,598831],[57669,425447,425464],[57839,286066,286166],[58394,428812,805497],[59716,436185,436202],[60875,294445,1070453],[61010,298602,439681],[61076,190124,296711],[61190,442590,1071611],[62358,195978,847113],[63772,195284,303864],[65783,456043,456179],[65853,194263,638564],[66059,311644,457442],[66228,458284,638899],[66699,460054,1097734],[67571,313330,1102990],[67861,121268,315744],[68440,465948,1106835],[68709,205704,318585],[68864,468398,1118856],[71529,207676,664655],[71807,479932,665247],[72182,481285,667868],[73054,129203,483804],[73174,484139,484156],[73344,332339,332439],[73428,338650,672891],[74347,489629,886178],[78624,354192,698181],[78830,350593,506987],[78999,507829,698516],[79151,351803,508779],[79217,229630,351255],[79331,510038,915389],[80111,512555,920185],[81850,360632,521023],[82403,236984,363278],[82943,523598,1193878],[83094,238875,948256],[83475,240235,363776],[83630,527887,1197976],[86649,245807,371369],[86763,536640,1209104],[88183,539194,736844],[89055,153594,541713],[89175,542048,542065],[89345,378422,378522],[89429,244983,741867],[90502,547038,1224557],[91562,382507,1229808],[91763,157460,384773],[91877,383359,1230966],[92949,256926,755175],[94459,161755,391926],[96540,260525,769734],[96746,399706,567852],[96915,568694,770069],[97322,570038,570055],[98481,167485,573136],[98616,405627,573534],[98682,270864,403736],[98796,576443,1007412],[99964,166678,773255],[101378,276024,410889],[103665,280721,418669],[104305,593907,800966],[105177,177779,596426],[105467,178319,422769],[105551,428980,805989],[106315,286444,425610],[106470,602251,1035735],[109549,436011,614615],[110356,295093,439283],[111008,617340,1323243],[112328,620393,832039],[114381,300748,302076],[114921,627012,1334258],[115453,305070,448161],[115608,631301,1338356],[117267,633649,633666],[118426,196785,636747],[118561,457645,637145],[118627,311104,455754],[118741,640054,1089048],[119929,642118,1353579],[120650,200245,462573],[121190,461633,1356250],[121341,315847,1102815],[121722,201343,463071],[121877,461561,1360348],[123175,317760,866502],[124896,206052,470664],[125010,469250,1371476],[125791,126082,323524],[126430,660323,877100],[127302,209729,662842],[127592,210269,477817],[127676,321955,882123],[128650,481158,667694],[129743,670269,888508],[129894,213151,670452],[130275,333902,484302],[130430,674558,1131318],[133449,339474,491895],[133563,683311,1404334],[136145,344839,499048],[138362,225605,696364],[138563,138677,505299],[141259,230248,512452],[143546,234771,520232],[144658,361859,523781],[145297,718871,1453687],[147047,722133,722150],[147587,723599,949603],[148589,240788,726246],[149569,368298,369751],[150221,729573,1464899],[152765,246552,538343],[153041,539067,736670],[154134,739245,966627],[154285,247762,739428],[154666,379985,542211],[154821,743534,1215623],[156834,384470,978538],[157112,251987,549693],[159084,751563,980168],[160174,387471,984311],[161677,557133,1497776],[162209,258686,558571],[162364,557061,1501874],[165182,263047,767917],[165383,165497,566164],[171510,407773,409101],[172050,785652,1530634],[172582,412095,582014],[172737,789941,1534732],[175756,417924,589607],[175870,798694,1280875],[178470,281533,803550],[178851,179006,596924],[182025,286792,604517],[182139,603103,1567852],[182920,183211,430549],[184721,291009,611670],[187632,296408,830409],[189095,620266,831865],[190948,299409,836182],[191874,444337,446244],[192513,839136,1594969],[194803,843864,1082686],[195206,631373,1600865],[195691,195805,632779],[200670,462768,1101342],[200793,312071,644910],[203182,862389,862406],[203722,863855,1104162],[210420,324734,879684],[210801,210956,663340],[218062,488824,490277],[218714,899002,1660129],[221258,340219,685014],[222627,908674,1152898],[223159,500254,688882],[223314,912963,1410853],[230170,703804,1693006],[230702,352353,705242],[230857,703732,1697104],[233876,233990,712835],[237409,363473,946783],[241076,366653,952276],[242140,243520,727644],[246681,246836,735711],[251841,549201,1227160],[255357,751436,979994],[261065,991993,1242041],[272614,578190,580097],[273253,1017866,1786796],[275543,1022594,1274513],[275946,790013,1792692],[276431,276545,791419],[291541,291696,821980],[293929,436628,1065202],[294947,438791,1067805],[300943,302501,837630],[335807,337187,897073],[340348,340503,905140],[344761,913035,1926405],[354732,1178264,1437271],[360206,520989,1191207],[367806,369605,953279],[407968,409526,1016360],[488332,490131,1139550] ] cell #1481 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [31851],[35867],[45403],[50374],[50852],[54623],[56195],[58639],[62485],[63304],[68428],[68971],[69516],[74999],[76771],[77249],[79970],[80448],[81542],[83221],[83737],[85225],[92487],[93172],[93991],[100091],[100910],[102488],[103033],[106577],[107122],[109372],[111321],[111800],[113647],[115715],[120235],[121468],[121984],[122622],[123472],[125752],[130021],[130537],[130872],[132025],[134858],[135677],[139972],[140791],[142369],[145603],[145837],[146507],[151013],[154412],[154928],[155263],[156636],[158077],[158556],[162471],[168450],[168929],[169332],[169848],[170776],[172844],[174332],[178597],[179113],[179448],[180601],[182881],[187434],[192819],[193723],[197750],[198229],[198632],[199148],[200096],[201972],[202642],[207148],[210547],[211063],[211398],[214330],[215000],[215476],[219506],[223421],[226570],[227049],[227452],[227968],[230964],[234732],[236835],[241203],[243322],[246943],[248941],[249611],[250087],[257317],[259985],[264012],[264491],[264894],[265410],[273559],[274463],[278969],[279888],[280682],[282712],[283382],[283858],[287888],[291803],[294855],[299898],[301927],[305063],[306295],[316943],[318175],[323915],[325913],[326583],[327059],[336989],[340610],[342525],[343278],[353652],[358158],[359077],[361457],[361780],[367279],[369513],[372667],[374556],[382917],[386071],[387960],[393125],[408952],[412088],[413320],[415147],[430940],[433608],[436687],[436878],[437318],[445842],[446165],[449603],[460752],[461075],[464513],[471962],[490039],[493193],[495082],[497084],[513651],[520848],[521746],[530928],[531368],[547288],[547728],[560013],[579695],[580018],[583456],[605815],[614464],[625160],[642875],[677599],[678039],[706684],[783800], [11932,280836],[12100,106034],[16386,324037],[16554,128159],[16971,214096],[17059,330502],[18671,139287],[20704,365245],[21986,156213],[22270,248707],[22358,376585],[24869,166107],[25464,268174],[27769,177364],[27857,179751],[29041,108894],[29751,437345],[32053,304912],[32141,449630],[32329,199810],[32717,308414],[34585,464540],[36151,209314],[36239,211701],[39080,131822],[39364,342374],[39452,497111],[40193,225129],[41963,142914],[42770,522198],[44388,239820],[44858,247568],[45075,531395],[45535,372434],[45838,372959],[46213,251515],[48274,547755],[50576,392974],[50664,560040],[51240,262571],[54825,411937],[54913,583483],[55101,170510],[55489,415439],[58923,183434],[59011,184253],[60982,297776],[62065,298301],[62653,307129],[62794,625612],[63491,449373],[66883,643327],[67307,644421],[68501,316792],[69188,652524],[69648,471729],[69951,472254],[73984,215955],[74454,212957],[74671,678066],[75131,492960],[75434,493485],[75809,216904],[76973,344233],[80172,513500],[80260,706711],[80836,232452],[83389,364988],[84562,724283],[85126,374947],[86348,534691],[89985,250566],[91127,748133],[91669,385838],[92619,553980],[92752,386363],[93481,756782],[93905,757876],[94178,559783],[98588,267649],[99671,270324],[100259,266889],[100400,784252],[101097,583226],[103165,414914],[103468,417589],[106107,284337],[106794,811164],[107254,605582],[107557,606107],[109096,434563],[111222,440641],[112847,834080],[116540,844548],[118533,307889],[119616,310564],[121636,464283],[122809,650088],[124260,869452],[124595,655820],[128232,327538],[130189,330245],[131362,893712],[131926,328864],[133148,681362],[135864,496854],[138469,346838],[139419,700651],[139552,349513],[139710,514883],[140281,926211],[140705,927305],[140978,706454],[143046,516477],[143349,519152],[145076,945496],[152060,961363],[154580,376328],[155753,971831],[157978,551051],[159603,753691],[165289,395951],[166239,772204],[166372,398626],[166530,394357],[168351,401161],[169976,1012810],[170642,577423],[173669,1023278],[175455,587032],[177515,602661],[178765,420575],[179938,808728],[180313,607704],[181389,1048182],[181724,814460],[184440,609476],[191055,443570],[192292,1078579],[197651,453179],[199276,1094446],[199942,641034],[201211,857454],[209465,468808],[210715,475623],[211888,884862],[212263,473851],[213569,1131767],[214247,674968],[217091,675630],[220553,1147634],[224246,1158102],[224837,702923],[225336,703246],[226471,502724],[228096,923120],[233575,710260],[239971,528297],[241371,528959],[248180,1216072],[248858,743944],[251702,744606],[262279,556252],[262778,556575],[263913,563589],[265538,1003148],[267882,780661],[268381,780984],[271588,781161],[273032,1270406],[280016,1286273],[280802,810697],[280809,811137],[281951,1036184],[298009,622021],[298508,622344],[299799,622521],[304385,1338805],[308122,854519],[308621,854842],[311828,855019],[324003,652057],[324010,652497],[325152,1119305],[329573,886627],[330468,893245],[330475,893685],[341847,1411302],[345457,925759],[360824,717198],[365211,723816],[365218,724256],[367071,1198425],[375656,964746],[376551,971364],[376558,971804],[392447,1502323],[394570,756330],[400401,1005298],[401921,1012358],[411410,1535181],[436347,826568],[441350,1070902],[441401,833628],[452419,1086934],[453939,1093994],[466366,1360797],[480681,1129194],[512973,1697553],[521163,942923],[525956,1197020],[538590,1213499],[551760,1230257],[619789,1326315],[647085,1359392],[750959,1489833] ] cell #1482 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [371801],[385205],[394048],[437244],[448091],[463001],[471096],[492327],[501170],[514574],[520730],[522094],[531294],[533795],[547654],[550155],[558501],[581944],[590039],[604949],[613792],[615495],[625508],[643223],[654924],[677965],[680466],[688812],[705172],[727728],[746665],[784148],[795849],[813564],[897157], 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[18655,349860,1428007],[24853,398973,1514813],[27612,419715,1550468],[32313,458812,1351295],[35994,474763,1636514],[37254,483004,1649430],[39972,501873,1679440],[41947,357550,1182393],[44061,527237,1718330],[44815,539229,1473756],[46921,540913,1734751],[51019,562738,1763745],[52677,571851,1776403],[55085,406794,1265249],[58766,431916,1056727],[60939,620428,1588138],[61626,620740,1843878],[62371,633373,1603630],[64085,630651,1854009],[65253,635462,1859524],[68174,648366,1874000],[73657,487336,1137850],[74411,481320,1386950],[76517,687584,1921022],[80615,356699,935307],[82509,718116,1961733],[83107,721857,1716798],[87199,732973,1974498],[89658,545245,1222155],[91626,751598,1748253],[92313,751910,1993435],[94772,761821,2003566],[98545,571539,1260515],[99232,406419,1013803],[99977,569762,1517068],[101691,789291,2032739],[102859,794102,2038254],[105780,599958,1297965],[114487,838381,2085977],[118490,635150,1346561],[119177,458437,1095439],[120756,858372,2103692],[121354,862113,1872468],[125446,873229,2116457],[127905,666374,1384527],[129309,482289,1132984],[129907,668527,1389444],[133999,902402,2143927],[138426,694767,1423273],[139113,507982,1169473],[141572,931250,2172995],[153700,540198,1217289],[154298,737503,1476250],[161243,986510,2219075],[165246,766320,1510079],[165933,568847,1254794],[171616,1017111,2244617],[177885,594911,1293099],[178483,801625,1552962],[182575,1051959,2275097],[190230,1072926,2293130],[191012,835515,1592602],[209835,661327,1379661],[210433,877759,1639008],[229736,1172781,2365746],[240894,725593,1462001],[241089,951341,1720758],[270970,1264753,2426983],[293942,1065309,1839014],[311210,1350799,2482031] ] cell #1483 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [113641],[115368],[125886],[144846],[145831],[150436],[162124],[163450],[170770],[172497],[176746],[183015],[186568],[192062],[193047],[200981],[201835],[201966],[204169],[205939],[206571],[208302],[213339],[214324],[218929],[223074],[224400],[230617],[231943],[234866],[240470],[242456],[245218],[247950],[248935],[252830],[253553],[256224],[258324],[259178],[259309],[267308],[272802],[273787],[277760],[278392],[281721],[282575],[282706],[286679],[287311],[289042],[292782],[298790],[304155],[305562],[307548],[312721],[313969],[317020],[319428],[320151],[322190],[324922],[325776],[325907],[334137],[336123],[338885],[341617],[342602],[346497],[347220],[351991],[352845],[352976],[356949],[359312],[362509],[366118],[366841],[367273],[372093],[373448],[374302],[380220],[381827],[387706],[390151],[392217],[395610],[396333],[405815],[406669],[411180],[412587],[414573],[418960],[420994],[426453],[427176],[429215],[432801],[436681],[437717],[438478],[443229],[446894],[450211],[450503],[451226],[457833],[458687],[459413],[465121],[466136],[471388],[473597],[476042],[486644],[492619],[493974],[494828],[497692],[500746],[508232],[510677],[512743],[516859],[520773],[522295],[522628],[522957],[531767],[532528],[535578],[537279],[544553],[548127],[551938],[553639],[560621],[569097],[580747],[584064],[584356],[585079],[587919],[591686],[592540],[605241],[607450],[609895],[614390],[615538],[615924],[625709],[626042],[626371],[630096],[643424],[643757],[647811],[656707],[678438],[679199],[682249],[683950],[687029],[691224],[707292],[715768],[717507],[727771],[728157],[746708],[747094],[761266],[784349],[784682],[785011],[788736],[815347],[837772],[857763],[897200],[897586],[930695],[1016502], [11933,593266],[16387,659682],[17060,669628],[20705,722958],[22359,738604],[25465,572331],[27858,424045],[29752,827764],[32142,843223],[32718,635942],[34586,863214],[36240,479093],[37032,483035],[39453,908033],[40194,502353],[42771,943942],[45076,955047],[45839,733453],[46214,545708],[46699,540944],[48275,975893],[50665,991352],[51241,563218],[54914,1021953],[55490,794582],[56591,419746],[56813,284909],[59012,432932],[62066,621220],[62654,634145],[62795,1077025],[63492,842894],[63863,630682],[66884,1098501],[67308,1099846],[69189,1109606],[69952,873709],[70812,474794],[71034,328110],[74672,1141318],[75435,902882],[75810,487799],[76295,687615],[78024,349891],[80261,1177623],[80837,516136],[83390,722629],[84563,1199336],[84716,527268],[85127,736420],[86349,958898],[86455,732692],[87639,381122],[91128,1226463],[92753,752390],[93482,1236380],[93906,1237725],[94179,991023],[94550,761852],[95940,399004],[99672,577082],[100260,570534],[100401,1268852],[101098,1021624],[101469,789322],[103469,799333],[106795,1301433],[107558,1052439],[108418,431947],[108640,291456],[110591,620459],[111223,831615],[112848,1328454],[116541,1339716],[116694,458843],[119617,640693],[121637,862885],[122810,1106672],[122963,648397],[124261,1366973],[124596,1113457],[124702,872948],[130190,669299],[131363,1394566],[131516,487367],[131927,667444],[133149,1145169],[133255,902121],[134439,335039],[135865,907704],[136236,691947],[139553,700310],[140282,1431610],[140706,1432955],[140979,1177294],[141350,931281],[142740,357581],[143350,941292],[145077,1454243],[149804,539260],[152061,1470110],[154581,738275],[155754,1481372],[155907,545276],[157347,751629],[157979,979744],[159604,1232820],[159710,983675],[166373,771863],[167720,571570],[168352,774178],[169977,1524830],[173670,1536092],[173823,406825],[175456,1026766],[175562,793821],[178766,802397],[179939,1298499],[180092,599989],[180314,817048],[181390,1563349],[181725,1305284],[181831,1051678],[184441,1057261],[184812,825045],[192293,1595525],[197020,635181],[197652,848036],[199277,1611392],[201212,1354135],[210716,878531],[211889,1385061],[212042,666405],[212264,658408],[213570,1649473],[217092,1138384],[218297,481351],[220554,1665340],[224247,1676602],[225337,926641],[225840,694798],[226472,916137],[228097,1428050],[228203,1169946],[228674,708307],[233576,1182436],[233682,935780],[241372,952113],[248181,1734794],[251703,1222689],[262779,757212],[263282,766351],[263914,996165],[265539,1514856],[265645,1255267],[266116,561636],[268382,1013240],[271589,1265292],[271695,1014276],[273033,1787352],[280017,1803219],[280803,1046757],[281417,811536],[281952,1550511],[298509,834510],[299644,835546],[299800,1073465],[304386,1854052],[308622,1094876],[311829,1351338],[311935,1095912],[324004,868027],[324618,652896],[325153,1636557],[329574,1386993],[330469,1136529],[331083,894084],[341848,1921065],[345453,1172172],[345584,926308],[360825,1191763],[365212,950258],[365826,724655],[367072,1718373],[375657,1473799],[376552,1220834],[377166,972203],[392448,2003609],[394566,985901],[394697,756879],[400402,1256988],[401917,1264144],[402048,1012907],[411411,2032782],[419160,1047143],[436348,1065161],[441351,1588181],[441397,1072317],[441528,834177],[452420,1343034],[453935,1350190],[454066,1094543],[466367,1874043],[474208,868413],[480677,1386811],[482449,1136915],[512974,2173038],[521159,1191581],[525957,1457297],[526682,950644],[538586,1473617],[540358,1221220],[551761,1748296],[619785,1587999],[647086,1620055],[750955,1748114] ] cell #1484 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [15085],[20120],[29669],[31557],[34001],[34039],[42796],[44993],[48192],[48400],[50080],[50118],[54329],[62820],[63409],[64215],[64253],[66909],[69106],[69314],[74589],[79676],[79714],[84480],[85417],[86374],[87389],[93507],[94096],[100426],[101015],[101821],[101859],[106712],[106920],[111513],[112873],[113722],[114011],[115215],[122727],[124621],[131280],[132217],[133174],[134189],[135782],[136588],[136626],[140307],[140896],[145912],[146201],[155671],[158269],[159629],[161971],[168642],[170002],[170851],[171140],[172344],[174524],[175481],[176496],[179856],[181750],[184358],[197942],[199302],[202047],[202336],[204016],[211806],[214405],[214694],[215668],[217009],[221428],[221717],[222921],[226762],[228122],[230464],[233601],[249016],[249305],[250279],[251620],[264204],[265564],[267033],[269729],[270018],[271614],[279388],[282787],[283076],[284050],[284756],[291303],[300090],[307273],[309969],[310258],[311854],[325988],[326277],[327251],[327957],[328823],[329599],[331506],[334886],[348918],[349207],[358577],[365132],[367354],[367643],[374906],[375682],[377589],[380969],[388152],[398031],[398320],[400124],[400264],[401896],[421836],[425216],[436762],[440600],[441376],[452142],[452282],[453914],[464427],[466649],[466938],[476884],[480264],[480530],[481586],[503459],[505443],[521152],[525679],[525819],[529509],[538439],[539495],[547172],[551010],[551786],[564324],[566308],[570749],[594208],[614741],[617474],[619638],[623256],[632923],[634360],[642281],[646808],[646948],[660624],[693977],[712979],[719034],[724890],[729707],[745911],[750808],[765530],[791563],[826872],[828633],[834725],[839299],[899136],[943200],[955916],[1018029],[1064483],[1142187] ] cell #1485 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [47802],[48536],[60091],[60392],[67177],[69450],[82305],[85664],[85965],[86435],[87525],[90778],[91079],[93775],[107056],[114283],[115159],[116410],[120552],[123911],[124212],[124682],[132464],[132765],[133235],[134325],[140575],[147825],[149184],[150500],[152012],[159690],[161039],[161915],[171412],[172288],[173539],[175542],[176632],[181040],[181341],[181811],[188157],[190026],[191622],[203960],[206635],[216318],[217677],[218993],[220505],[222865],[223636],[224116],[228183],[229532],[230408],[233662],[237991],[241590],[250929],[254419],[256288],[265625],[268897],[270766],[271675],[272362],[277140],[278456],[279968],[284700],[287375],[291247],[292018],[295858],[309137],[311006],[311915],[314963],[327901],[330395],[331658],[332964],[334830],[335257],[341177],[348086],[349955],[350864],[357645],[376478],[377741],[379047],[380913],[383920],[397199],[399068],[399977],[401041],[401123],[402883],[404743],[406889],[413707],[420725],[421988],[423294],[444186],[453059],[453141],[454901],[456761],[458907],[475773],[477036],[478342],[480673],[481415],[481444],[485067],[502686],[504446],[506306],[526596],[529109],[529661],[538582],[539324],[539353],[542976],[554596],[563551],[565311],[567171],[569699],[569779],[573053],[594066],[597689],[619781],[620523],[622483],[623455],[633310],[633390],[636664],[647725],[650790],[660482],[664105],[667323],[696281],[717018],[717342],[721794],[721874],[724748],[736299],[750951],[751693],[754625],[767834],[804976],[826430],[826584],[831494],[836099],[857598],[862050],[862130],[881110],[942387],[942766],[945640],[963382],[974559],[979623],[1059840],[1067119],[1078723],[1097325],[1149653],[1193469],[1204612],[1270550],[1333849],[1399842],[1530225] ] cell #1486 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [63552],[70351],[86282],[94239],[95067],[101158],[103868],[107957],[113696],[113817],[115013],[122870],[123707],[124529],[133082],[135925],[136753],[141039],[141867],[143749],[145886],[146007],[146742],[148920],[159537],[160573],[161769],[170825],[170946],[172142],[174567],[175389],[180836],[181658],[185329],[187893],[188531],[193958],[200484],[202021],[202142],[202877],[203814],[205055],[208324],[214379],[214500],[215235],[215711],[217413],[221523],[222719],[229066],[230262],[232687],[237223],[238401],[244419],[248990],[249111],[249846],[250322],[252277],[254155],[254793],[260220],[268633],[269271],[269824],[270559],[274698],[276876],[282761],[282882],[283617],[284093],[285795],[289064],[295383],[302315],[303493],[308873],[309511],[310064],[310799],[312237],[315373],[321391],[325962],[326083],[326818],[327294],[332068],[332700],[338086],[343513],[347822],[348460],[349013],[349748],[353887],[359334],[362025],[367328],[367449],[370041],[374791],[378151],[378783],[388195],[391555],[396935],[397573],[398126],[398861],[409340],[410518],[416536],[417824],[418982],[422398],[423030],[428416],[433843],[436736],[437763],[443922],[446410],[450233],[451834],[465143],[466744],[474086],[477446],[478078],[490567],[495317],[497714],[498677],[512081],[518099],[519387],[520779],[522296],[522683],[531813],[535579],[537972],[548173],[551939],[554332],[560643],[580263],[584086],[585687],[587920],[607939],[611299],[614391],[615544],[615925],[625710],[626097],[630097],[643425],[643812],[647812],[656708],[678484],[682250],[684643],[687030],[707314],[717508],[727777],[728158],[746714],[747095],[761267],[784350],[784737],[788737],[815348],[837773],[857764],[897206],[897587],[930696],[1016503], [11934,419262],[16388,474310],[17061,482551],[20706,526784],[22360,540460],[25466,402408],[27859,284554],[27882,179999],[29753,616096],[32143,630198],[32719,454426],[34587,647913],[36241,327755],[36264,211949],[37054,330890],[39454,687131],[40195,345944],[40319,228030],[42774,717906],[45077,728329],[45840,535938],[46215,380767],[46238,251763],[46721,376973],[48276,747266],[50666,761368],[51242,395057],[51366,265472],[54915,788838],[55491,588279],[56613,281224],[59013,291101],[59036,184501],[62067,441888],[62655,452863],[62798,838171],[63493,629814],[63885,450018],[64380,311762],[66887,858162],[67309,859469],[69190,868585],[69953,657067],[70834,324425],[74673,897758],[75436,682609],[75811,334684],[75834,217152],[76317,497499],[80262,930797],[80838,356065],[80962,233509],[83391,526400],[84564,950816],[84738,365633],[85173,538487],[85460,375545],[86352,731919],[86477,535289],[91131,976810],[92754,552298],[93485,986300],[93907,987607],[94180,760984],[94572,560428],[99673,405153],[100261,400845],[100404,1016901],[101099,788454],[101491,583871],[101986,271522],[103470,591024],[106796,1047315],[107559,815707],[108440,289905],[111269,619686],[111556,441239],[112851,1072716],[116542,1083899],[119618,457171],[121638,647529],[122811,865727],[122985,464928],[124264,1110523],[124599,872175],[124724,656418],[130191,482167],[131364,1137087],[131538,333338],[131973,480578],[132260,329462],[133152,901348],[133277,681960],[135866,686747],[136258,499947],[139554,506716],[140285,1172571],[140707,1173878],[140980,930413],[141372,707099],[143351,714252],[145080,1193951],[152064,1210209],[154582,540076],[155755,1221392],[155929,379421],[158025,750856],[158312,551649],[159607,982902],[159732,754289],[166374,567581],[168398,570797],[168685,401759],[169980,1264543],[173671,1275726],[175459,793048],[175584,587630],[178767,594789],[179940,1044457],[180114,423668],[180315,817741],[181393,1302350],[181728,1050905],[181853,815058],[184442,819845],[184834,612569],[192296,1334331],[197698,634408],[197985,453777],[199280,1350589],[201215,1097807],[210717,661205],[211890,1127578],[212064,478716],[212265,659101],[213573,1389181],[217093,894900],[220557,1405439],[224248,1416622],[225338,926696],[226518,694025],[226805,503322],[228100,1169173],[228225,923718],[228696,708915],[233579,935007],[233704,710858],[241373,725471],[248184,1475987],[251704,973019],[262780,757267],[263960,765578],[264247,564187],[265542,1254494],[265667,1003746],[266138,562244],[268383,1013295],[271592,1013503],[271717,781759],[273036,1530707],[280020,1546965],[280804,1046763],[281439,811582],[281955,1289634],[298510,834565],[299846,834773],[300133,623119],[304389,1599832],[308623,1094931],[311832,1095139],[311957,855617],[324005,868033],[324640,652942],[325156,1376196],[329577,1129519],[330470,1136535],[331105,894130],[341851,1671217],[345454,1172173],[345585,926309],[360871,943248],[365213,950264],[365848,724701],[367075,1458550],[375660,1213824],[376553,1220840],[377188,972249],[392451,1759947],[394567,985902],[394698,756880],[400403,1256994],[401918,1264145],[402049,1012908],[411414,1791659],[419161,1047144],[436349,1065167],[441354,1326640],[441398,1072318],[441529,834178],[452421,1343040],[453936,1350191],[454067,1094544],[466370,1621308],[474209,868414],[480678,1386812],[482450,1136916],[512977,1946218],[521160,1191582],[525958,1457303],[526683,950645],[538587,1473618],[540359,1221221],[551764,1490158],[619786,1588000],[647087,1620061],[750956,1748115] ] cell #1487 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [15423],[23208],[24230],[32289],[33554],[33590],[33972],[35270],[41324],[43083],[43119],[46076],[47873],[49669],[50051],[55061],[58042],[60463],[61124],[62587],[63107],[63143],[64186],[68787],[75672],[77209],[79265],[79647],[83323],[83553],[85364],[86036],[86697],[91811],[98730],[100193],[100713],[100749],[101792],[103706],[106393],[111460],[113715],[115301],[115531],[118675],[121570],[121800],[124944],[130123],[130353],[132164],[132836],[133497],[134960],[136559],[138611],[145905],[154514],[154744],[158216],[162057],[162287],[165431],[168589],[169434],[170844],[172430],[172660],[174471],[175804],[178699],[178929],[182073],[195739],[197889],[198734],[202040],[204102],[210649],[210879],[214398],[215615],[221421],[223007],[223237],[226709],[227554],[230550],[230780],[233924],[241305],[242188],[246759],[249009],[250226],[264151],[264996],[269722],[276479],[279474],[282780],[283997],[284842],[291389],[291619],[296456],[300037],[300321],[301021],[309962],[318277],[325981],[327198],[328043],[331499],[334972],[335855],[340426],[348911],[358663],[362851],[363551],[367347],[367823],[367829],[377582],[381055],[384518],[388099],[398024],[403481],[407346],[408046],[421829],[425302],[436755],[438808],[438814],[444317],[455499],[462146],[462846],[466642],[476877],[480350],[483377],[488349],[488355],[505044],[505436],[521006],[523761],[529502],[541286],[547165],[549218],[549224],[565909],[566301],[572667],[578170],[595999],[614595],[617467],[624053],[632916],[636278],[642135],[644890],[662415],[695895],[712972],[718888],[725819],[729700],[745765],[767448],[791556],[826945],[828487],[835713],[839153],[899129],[943272],[955770],[1017883],[1064481],[1142041] ] cell #1488 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [142169,356849],[142401,515979],[169648,406569],[170215,576925],[183339,432092],[198948,458587],[199515,640536],[212857,668202],[213542,484061],[215860,487512],[227768,508132],[228335,700153],[247468,737178],[248153,541970],[250471,545421],[265210,568997],[265777,771706],[266371,773294],[267549,573457],[281239,801300],[281924,596683],[284242,600134],[297676,832373],[306611,847152],[307789,637068],[324440,877434],[325125,663099],[327443,666550],[329727,670491],[330905,888842],[345560,915253],[346738,696685],[364470,948295],[365648,949937],[367044,726503],[375810,739467],[376988,966961],[385738,980502],[394673,995281],[395851,768238],[402024,1007276],[420057,803589],[441504,1071475],[443470,836503],[450033,1083020],[454042,1088912],[463765,1102854],[464943,1104496],[475105,879723],[497514,1153232],[522271,1192778],[528441,952315],[535554,1208968],[551914,1230830],[560443,1242375],[583886,1274847],[587895,1280739],[615205,1065241],[625685,1333158],[643400,1355150],[656683,1371340],[682225,1404198],[707114,1437605],[756855,1496676],[784325,1529534],[815323,1567716],[834153,1590275],[926284,1691906],[1012883,1782102],[1094519,1865223], [24589,261248,394262],[35245,319708,467914],[35844,208202,323715],[39864,344138,501384],[41683,354915,514788],[44314,366398,525611],[45922,372334,742188],[49775,258561,389067],[49851,389217,554786],[55573,414814,586857],[56172,279688,418860],[58017,426733,601767],[58616,288942,430740],[59423,434468,434871],[61230,299027,440495],[61797,442295,618635],[63816,448855,852123],[68771,205839,467464],[69003,319271,650972],[70035,471629,882444],[73910,486924,672282],[75518,492860,673212],[76172,341820,496189],[76248,496336,685097],[79371,352228,509593],[79447,509743,701457],[80920,516377,516416],[81519,358877,359212],[81985,521407,716714],[83537,240370,525161],[84377,365961,720701],[85319,531338,964336],[86803,244718,534545],[86860,371936,969289],[89911,544833,741258],[91917,255092,550905],[92836,553880,984632],[93077,258469,555085],[94503,559265,1000252],[98836,406052,574348],[99109,411383,575210],[99403,576148,777275],[99755,577323,577362],[101422,582708,778265],[102288,277660,586407],[102520,414416,791897],[106377,286579,601317],[106609,426296,809612],[107641,605482,806310],[108295,432150,432184],[108371,608958,608961],[109882,436519,826305],[110491,438224,439154],[111415,437288,1070492],[111705,298935,618934],[113871,445754,1086743],[115515,303314,628575],[118781,458070,637959],[119054,304358,638821],[119348,639759,851133],[119700,640934,640973],[121784,315194,646290],[122916,649570,1106874],[123566,652467,1118895],[125050,321690,655674],[125107,471231,1123848],[128785,668078,886143],[130337,334037,671832],[130672,338785,672762],[131120,487570,487604],[131177,486487,890130],[131469,675112,675115],[132119,678009,886217],[133603,338385,681216],[133660,492462,891170],[134763,341762,685396],[138717,347423,697576],[138990,512946,698438],[139636,700551,700590],[139877,352136,701756],[141303,705936,920224],[143966,716520,716592],[144991,523129,524119],[146061,361369,1196829],[146601,724226,1198015],[148826,247070,964140],[149704,368169,532274],[150918,371125,731167],[153176,737054,964262],[154728,380120,740808],[155063,245118,741738],[155511,545479,545513],[155568,544396,968249],[155860,744088,744091],[156696,746375,1224596],[157247,381573,549564],[158171,547698,1229847],[158461,384529,750104],[159842,553482,1233787],[160627,556164,1246098],[162271,391376,759745],[163327,262107,561839],[165537,396536,769129],[165810,392420,769991],[166456,772104,772143],[167011,570372,1005035],[167069,773845,773848],[167620,168544,573007],[168834,405960,777574],[169237,411325,778564],[171000,579607,1005107],[172644,410339,787215],[175910,416835,796599],[178913,283476,804930],[179248,429115,805860],[179696,600192,600226],[180045,808210,808213],[180695,811107,1035774],[182179,428715,814314],[182236,605084,1040727],[186411,616505,617545],[187494,829097,1323282],[187799,297278,1070296],[188585,621933,1327292],[189230,832249,1070418],[192207,444675,626543],[193817,844491,1338395],[195845,451429,846768],[196311,633983,1086671],[196369,847703,847706],[196920,197844,636618],[198134,457978,851432],[198537,304300,852422],[200499,642660,1354021],[201126,459585,645248],[202196,460664,1359201],[202736,644364,1360387],[204764,466339,866759],[207053,470420,871423],[210863,326677,881064],[211198,322090,881994],[211646,666608,666642],[211995,884344,884347],[212459,217319,886021],[213484,214554,670790],[215094,893655,1131357],[218197,488695,678945],[219411,491651,900596],[223221,498498,910237],[224004,345400,692150],[225189,915804,915807],[225740,226664,696235],[226954,348514,919533],[227357,512888,920523],[229120,702835,1160777],[230764,511902,929174],[231820,355774,708510],[234030,517062,938558],[237238,719413,1454129],[239208,722467,1196757],[239266,948846,948849],[242299,529843,728738],[243382,956380,1464938],[244473,734166,1468948],[246743,374650,963336],[248095,249165,739766],[249705,971774,1215662],[251893,745824,1484104],[252673,546203,748715],[253756,748206,1486800],[254061,385340,1229651],[254847,548671,1490810],[255492,980378,1229773],[257117,387606,984182],[260079,757819,1501913],[262631,995832,995835],[263182,264106,767788],[264396,397627,999561],[264799,392362,1000551],[267151,268539,776185],[268234,1007827,1007830],[269325,780573,1258893],[272947,578528,785183],[274557,1023221,1534771],[276585,585282,1025498],[278874,589363,1030162],[281866,282936,803888],[287793,604273,1050153],[291603,433702,1059794],[292386,292659,825248],[294999,828546,1584470],[298361,1072026,1072029],[299544,299992,836053],[301005,447058,1077682],[302330,839678,1595411],[306200,451888,1085697],[307391,308779,850043],[308474,1089463,1089466],[309565,854431,1344939],[312885,462830,1099158],[316180,862723,1359129],[316238,1103405,1103408],[318080,466281,1107173],[320354,869525,1627696],[321445,653440,1631706],[325067,326137,880022],[335966,676514,898167],[337049,1142651,1660168],[338140,903595,1664178],[340410,495176,1149607],[343372,1158045,1410892],[346340,347728,918144],[353746,927248,1697143],[358063,518153,1185832],[362673,363535,944599],[366986,367503,952614],[368619,532724,1204075],[369657,955829,1723739],[373019,1209519,1209522],[373651,961436,1729544],[382023,550014,1225937],[386423,1231381,1231384],[395453,396841,998172],[408030,580911,1269509],[409355,1018408,1787238],[413225,585741,1277524],[415499,1281290,1281293],[416590,1033161,1541315],[427379,1048255,1819523],[428470,812080,1823533],[438674,439604,1066582],[443072,443828,1074432],[444376,626244,1332408],[459286,644949,1354400],[472314,1371891,1371894],[489145,679395,1399305],[490183,1142100,1910010],[493545,1404749,1404752],[494177,1147707,1915815],[521531,521644,1191649],[522830,523820,1192028],[578229,784884,1528784],[591889,1286346,2043953],[606167,1568267,1568270],[614580,614654,1320586] ] cell #1489 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [156293],[157815],[186546],[187091],[201446],[206407],[236159],[242434],[242979],[244072],[246162],[252808],[253353],[258789],[287147],[301251],[302778],[305173],[313131],[319406],[319951],[321044],[336101],[336646],[337739],[339829],[344254],[352456],[366096],[368456],[370544],[373248],[387113],[389313],[390840],[394378],[408276],[409803],[412198],[416189],[418279],[426431],[426976],[428069],[434584],[439441],[442391],[445005],[465391],[468829],[469839],[486622],[488982],[491070],[493774],[497962],[500357],[507639],[509839],[511366],[514904],[517752],[524449],[528318],[529940],[544531],[549851],[552801],[555785],[568504],[573294],[576244],[578066],[578858],[586694],[588782],[591486],[599244],[602682],[603692],[610584],[617642],[621554],[636905],[639855],[641677],[645578],[651999],[665660],[671120],[673049],[674989],[676027],[676611],[685726],[696522],[699472],[702456],[712010],[716945],[723758],[740096],[742025],[743965],[745003],[748812],[768075],[771025],[774042],[776282],[778894],[780194],[782123],[791994],[804218],[806147],[810639],[826510],[836340],[847900],[850140],[852752],[854052],[855981],[880352],[882281],[886374],[886799],[891267],[893187],[918241],[920853],[942385],[949043],[952944],[964493],[964918],[969386],[971306],[984469],[998269],[1000881],[1004737],[1005240],[1006268],[1040824],[1070649],[1071074],[1074529],[1086373],[1086876],[1087904],[1103602],[1107503],[1123945],[1128656],[1161938],[1191818],[1196459],[1196962],[1212961],[1230004],[1230429],[1233884],[1247259],[1291447],[1320826],[1325777],[1329573],[1354190],[1358831],[1359334],[1378009],[1451802],[1454298],[1471229],[1484344],[1489295],[1574385],[1584710],[1595580],[1614560],[1666459],[1714012],[1723979],[1787407],[1849691],[1910250],[2028421] ] cell #1490 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [31850],[35866],[45400],[50373],[50838],[54622],[56194],[58638],[62482],[63306],[68427],[68930],[69513],[74996],[76770],[77235],[79969],[80434],[81541],[83218],[83696],[85227],[92484],[93169],[93993],[100088],[100912],[102447],[103030],[106536],[107119],[109358],[111323],[111797],[113701],[115674],[120232],[121465],[121943],[122624],[123474],[130018],[130496],[130831],[132027],[134855],[135679],[139969],[140793],[142328],[145600],[145891],[146509],[151010],[154409],[154887],[155222],[156638],[158079],[158553],[162430],[168452],[168926],[169329],[169807],[170830],[172803],[174334],[178594],[179072],[179407],[180603],[187436],[192816],[193725],[197752],[198226],[198629],[199107],[200101],[202026],[202644],[207145],[208361],[210544],[211022],[211357],[214384],[215002],[215478],[219503],[223380],[226572],[227046],[227449],[227927],[230923],[236840],[241200],[243324],[246902],[248995],[249613],[250089],[257276],[259987],[264014],[264488],[264891],[265369],[273556],[274465],[278966],[279847],[282766],[283384],[283860],[287885],[289101],[291762],[294852],[299900],[301932],[303876],[306292],[315756],[318172],[323874],[325967],[326585],[327061],[336991],[340569],[343280],[353654],[358155],[359036],[359371],[361332],[361782],[367333],[369510],[371253],[374558],[382914],[384657],[387962],[391938],[408957],[410901],[413317],[419019],[430899],[433610],[436741],[436883],[437182],[445717],[446167],[448029],[460627],[461077],[462939],[470548],[490036],[491779],[495084],[499060],[512464],[520853],[521740],[530933],[531232],[547293],[547592],[558439],[579570],[580020],[581882],[589491],[604401],[614458],[625154],[642869],[677604],[677903],[688750],[705110],[783794], 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] cell #1491 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [142171,356851],[142398,515973],[169650,406571],[170212,576919],[183336,432089],[198950,458589],[199512,640530],[212854,668196],[213544,484063],[215857,487509],[227770,508134],[228332,700147],[247465,737172],[248155,541972],[250468,545418],[265212,568999],[265774,771700],[266362,773288],[267546,573454],[281236,801294],[281926,596685],[284239,600131],[297673,832367],[306602,847146],[307786,637065],[324437,877428],[325127,663101],[327440,666547],[329718,670485],[330902,888836],[345551,915247],[346735,696682],[364461,948289],[365645,949931],[367046,726505],[375801,739461],[376985,966955],[385735,980496],[394664,995275],[395848,768235],[402015,1007270],[420048,803583],[441495,1071469],[443467,836500],[450030,1083014],[454033,1088906],[463756,1102848],[464940,1104490],[475096,879717],[497511,1153226],[522262,1192772],[528432,952309],[535545,1208962],[551905,1230824],[560440,1242369],[583883,1274841],[587886,1280733],[615196,1065235],[625676,1333152],[643391,1355144],[656674,1371334],[682216,1404192],[707111,1437599],[756846,1496670],[784316,1529528],[815314,1567710],[834144,1590269],[926275,1691900],[1012874,1782096],[1094510,1865217], [24596,261245,394259],[35249,319705,467911],[35846,208204,323717],[39871,344135,501381],[41690,354912,514785],[44318,366395,525608],[45926,372331,742185],[49777,258563,389069],[49853,389146,554780],[55577,414811,586854],[56174,279690,418862],[58021,426730,601764],[58618,288944,430742],[59430,434465,434868],[61232,299029,440497],[61799,442224,618629],[63818,448846,852117],[68773,205841,467465],[69000,319265,650971],[70039,471626,882441],[73914,486921,672279],[75522,492857,673209],[76174,341822,496191],[76250,496327,685091],[79373,352230,509595],[79449,509672,701451],[80924,516374,516413],[81521,358879,359214],[81987,521268,716708],[83539,240372,525162],[84374,365955,720700],[85321,531329,964330],[86805,244720,534547],[86857,371930,969288],[89915,544830,741255],[91919,255094,550907],[92840,553877,984629],[93074,258466,555084],[94505,559256,1000246],[98838,406054,574350],[99111,411385,575212],[99405,576077,777269],[99759,577320,577359],[101424,582699,778259],[102290,277662,586408],[102517,414410,791896],[106379,286581,601318],[106606,426290,809611],[107645,605479,806307],[108297,432152,432186],[108373,608890,608949],[109879,436513,826304],[110493,438225,439155],[111417,437279,1070486],[111702,298932,618933],[113868,445748,1086742],[115517,303315,628576],[118783,458072,637961],[119056,304360,638823],[119350,639688,851127],[119704,640931,640970],[121786,315195,646291],[122918,649561,1106868],[123568,652458,1118889],[125052,321692,655676],[125104,471225,1123847],[128787,667939,886137],[130339,334039,671833],[130674,338787,672763],[131122,487572,487606],[131174,486481,890129],[131471,675044,675103],[132121,678000,886211],[133605,338387,681218],[133657,492456,891169],[134760,341759,685395],[138719,347425,697578],[138992,512948,698440],[139640,700548,700587],[139874,352133,701755],[141305,705927,920218],[143960,716519,716591],[144988,523128,524118],[146058,361363,1196828],[146603,724217,1198009],[148766,247064,964139],[149706,368170,532275],[150915,371124,731166],[153178,736915,964256],[154730,380122,740809],[155065,245120,741739],[155513,545481,545515],[155565,544390,968248],[155862,744020,744079],[156698,746366,1224590],[157249,381574,549565],[158173,547689,1229841],[158458,384528,750103],[159839,553476,1233786],[160624,556158,1246097],[162273,391377,759746],[163329,262109,561841],[165539,396538,769131],[165812,392422,769993],[166460,772101,772140],[167008,570366,1005034],[167071,773639,773836],[167622,168546,573008],[168831,405957,777573],[169234,411322,778563],[170997,579601,1005106],[172646,410340,787216],[175912,416837,796601],[178915,283478,804931],[179250,429117,805861],[179698,600194,600228],[180047,808142,808201],[180697,811098,1035768],[182181,428717,814316],[182233,605078,1040726],[186405,616504,617544],[187496,829088,1323276],[187739,297272,1070295],[188582,621927,1327291],[189232,832110,1070412],[192204,444674,626542],[193819,844482,1338389],[195847,451431,846770],[196308,633977,1086670],[196371,847497,847694],[196922,197846,636619],[198131,457975,851431],[198534,304297,852421],[200496,642654,1354020],[201123,459584,645247],[202193,460658,1359200],[202738,644355,1360381],[204766,466341,866761],[207050,470419,871422],[210865,326679,881065],[211200,322092,881995],[211648,666610,666644],[211997,884276,884335],[212453,217259,886020],[213481,214551,670789],[215096,893646,1131351],[218199,488696,678946],[219408,491650,900595],[223223,498499,910238],[224006,345402,692152],[225191,915598,915795],[225742,226666,696236],[226951,348511,919532],[227354,512885,920522],[229117,702829,1160776],[230766,511903,929175],[231822,355776,708512],[234032,517064,938560],[237235,719407,1454128],[239205,722461,1196756],[239268,948640,948837],[242293,529842,728737],[243384,956371,1464932],[244470,734160,1468947],[246745,374652,963337],[248092,249162,739765],[249707,971765,1215656],[251884,745818,1484103],[252667,546202,748714],[253758,748197,1486794],[254001,385334,1229650],[254844,548665,1490809],[255494,980239,1229767],[257119,387608,984183],[260081,757810,1501907],[262633,995626,995823],[263184,264108,767789],[264393,397624,999560],[264796,392359,1000550],[267145,268479,776184],[268236,1007621,1007818],[269322,780567,1258892],[272944,578527,785182],[274559,1023212,1534765],[276587,585284,1025500],[278871,589362,1030161],[281863,282933,803887],[287790,604272,1050152],[291605,433704,1059795],[292388,292661,825250],[294990,828540,1584469],[298363,1071820,1072017],[299546,299994,836054],[301007,447060,1077683],[302327,839672,1595410],[306197,451885,1085696],[307385,308719,850042],[308476,1089257,1089454],[309562,854425,1344938],[312887,462832,1099159],[316177,862717,1359128],[316240,1103199,1103396],[318077,466278,1107172],[320356,869516,1627690],[321442,653434,1631705],[325064,326134,880021],[335960,676513,898166],[337051,1142642,1660162],[338137,903589,1664177],[340412,495178,1149608],[343374,1158036,1410886],[346334,347668,918143],[353748,927239,1697137],[358060,518150,1185831],[362675,363537,944600],[366983,367500,952613],[368616,532721,1204074],[369648,955823,1723738],[373021,1209313,1209510],[373653,961427,1729538],[382020,550011,1225936],[386425,1231175,1231372],[395447,396781,998171],[408032,580913,1269510],[409352,1018402,1787237],[413222,585738,1277523],[415501,1281084,1281281],[416587,1033155,1541314],[427381,1048246,1819517],[428467,812074,1823532],[438671,439601,1066581],[443066,443768,1074431],[444370,626238,1332407],[459280,644943,1354399],[472316,1371685,1371882],[489142,679392,1399304],[490174,1142094,1910009],[493547,1404543,1404740],[494179,1147698,1915809],[521525,521584,1191648],[522824,523814,1192027],[578223,784878,1528783],[591891,1286337,2043947],[606169,1568061,1568258],[614574,614648,1320585] ] cell #1492 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [31854],[35874],[45402],[50377],[50840],[54626],[56202],[58646],[62484],[63303],[68431],[68932],[69515],[74998],[76774],[77237],[79973],[80436],[81549],[83220],[83698],[85224],[92486],[93171],[93990],[100090],[100909],[102449],[103032],[106538],[107121],[109360],[111320],[111799],[113646],[115676],[120234],[121467],[121945],[122621],[123471],[130020],[130498],[130833],[132024],[134857],[135676],[139971],[140790],[142330],[145602],[145836],[146506],[151012],[154411],[154889],[155224],[156635],[158076],[158555],[162432],[168449],[168928],[169331],[169809],[170775],[172805],[174331],[178596],[179074],[179409],[180600],[187433],[192818],[193722],[197749],[198228],[198631],[199109],[200095],[201971],[202641],[207147],[208363],[210546],[211024],[211359],[214329],[214999],[215475],[219505],[223382],[226569],[227048],[227451],[227929],[230925],[236834],[241202],[243321],[246904],[248940],[249610],[250086],[257278],[259984],[264011],[264490],[264893],[265371],[273558],[274462],[278968],[279849],[282711],[283381],[283857],[287887],[289103],[291764],[294854],[299897],[301926],[303878],[306294],[315758],[318174],[323876],[325912],[326582],[327058],[336988],[340571],[343277],[353651],[358157],[359038],[359373],[361333],[361779],[367278],[369512],[371254],[374555],[382916],[384658],[387959],[391940],[408951],[410903],[413319],[419021],[430901],[433607],[436686],[436877],[437181],[445718],[446164],[448028],[460628],[461074],[462938],[470549],[490038],[491780],[495081],[499062],[512466],[520847],[521739],[530927],[531231],[547287],[547591],[558438],[579571],[580017],[581881],[589492],[604402],[614457],[625153],[642868],[677598],[677902],[688749],[705109],[783793], [12107,106037],[16561,128162],[18659,139286],[21993,156216],[24857,166106],[27616,177363],[27838,179750],[29048,108897],[32317,199809],[35998,209313],[36220,211700],[37258,214095],[39087,131825],[39990,225128],[41951,142913],[44065,239819],[44819,247567],[46194,251514],[46925,248706],[51037,262570],[52695,268173],[55089,170509],[56328,280835],[58770,183433],[58992,184252],[60943,297775],[61644,298300],[62600,307128],[64089,304911],[65271,308413],[68178,316791],[70549,324036],[72681,330501],[73661,215954],[74415,212956],[75790,216903],[76521,342373],[80633,232451],[83336,364987],[84180,365244],[85120,374946],[86516,372433],[87217,372958],[88682,376584],[89662,250565],[91630,385837],[92331,386362],[94776,392973],[98549,267648],[99250,270323],[100206,266888],[101695,411936],[102877,415438],[105784,284336],[110509,437344],[111216,440640],[115314,449372],[116158,449629],[118494,307888],[119195,310563],[121583,464282],[122427,464539],[124763,471728],[125464,472253],[127909,327537],[130136,330244],[131920,328863],[133316,492959],[134017,493484],[135482,497110],[136462,344232],[138430,346837],[139131,349512],[141576,513499],[144839,522197],[149722,531394],[150429,534690],[154527,376327],[157265,547754],[157972,551050],[159771,553979],[162070,559782],[162914,560039],[163676,394356],[165250,395950],[165951,398625],[168345,401160],[172443,583225],[173287,583482],[175623,414913],[176324,417588],[178712,420574],[181892,605581],[182593,606106],[185038,434562],[191016,443569],[192055,625611],[197645,453178],[200974,643326],[201753,644420],[204115,650087],[205440,468807],[205857,652523],[206564,655819],[208791,473850],[210662,475622],[218215,678065],[218922,681361],[223020,496853],[226465,502723],[228264,700650],[230563,706453],[231407,706710],[232169,514882],[233743,516476],[234444,519151],[238786,528296],[240388,724282],[241318,528958],[253546,748132],[256217,753690],[257473,556128],[258038,556574],[258317,756781],[259096,757875],[263907,563588],[265706,772203],[271756,577422],[272795,784251],[278385,587031],[284855,808727],[286180,602660],[286597,811163],[287304,814459],[289531,607703],[291402,609475],[296596,621897],[297161,622343],[298783,834079],[299793,622520],[305480,844547],[311996,641033],[312714,857453],[318445,652056],[318452,652360],[320144,869451],[328056,884861],[332453,674967],[334055,893711],[334985,675629],[349884,923119],[351140,702799],[351705,703245],[351984,926210],[352763,927304],[357574,710259],[360818,717197],[362502,945495],[363636,723815],[363643,724119],[373441,961362],[378536,743943],[380138,971830],[381068,744605],[388247,756323],[398997,1003147],[403621,780537],[404186,780983],[405808,1012809],[406818,781160],[412505,1023277],[419739,1036183],[425470,810696],[425477,811000],[427169,1048181],[436208,826567],[439675,833621],[446887,1078578],[455639,854395],[456204,854841],[457826,1094445],[458836,855018],[474787,1119304],[481344,886626],[483028,1131766],[484162,893244],[484169,893548],[493967,1147633],[500664,1158101],[508773,925752],[521017,942916],[527261,1198424],[539253,964745],[540937,1216071],[542071,971363],[542078,971667],[570061,1005297],[573528,1012351],[580740,1270405],[591679,1286272],[620452,1070901],[630675,1338804],[633672,1086933],[637139,1093987],[648390,1360796],[667688,1129187],[687608,1411301],[722156,1197019],[736664,1213492],[751622,1230256],[761845,1502322],[789315,1535180],[831859,1326308],[862412,1359391],[931274,1697552],[979988,1489826] ] cell #1493 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [15437],[23212],[24244],[32303],[33594],[33967],[35274],[41338],[43123],[46080],[47868],[49673],[50046],[55075],[58046],[60458],[61128],[62591],[63147],[64181],[66439],[68782],[75676],[77223],[79269],[79642],[82683],[83327],[83548],[85359],[86031],[86701],[91815],[98734],[100197],[100753],[101787],[103710],[106388],[111455],[113657],[114661],[115305],[115526],[118679],[121574],[121795],[124948],[130127],[130348],[132159],[132831],[133501],[134964],[136554],[138615],[145847],[154518],[154739],[158211],[162061],[162282],[165435],[168584],[169438],[170786],[171790],[172434],[172655],[174466],[175808],[178703],[178924],[182077],[195743],[197884],[198738],[201982],[204106],[210653],[210874],[214340],[215610],[221363],[223011],[223232],[226704],[227558],[230554],[230775],[233928],[241309],[242192],[246754],[248951],[250221],[264146],[265000],[269664],[276483],[279478],[282722],[283992],[284846],[291393],[291614],[296460],[300032],[300454],[301016],[309904],[318281],[325923],[327193],[328047],[330022],[334976],[335859],[340421],[348853],[358667],[362984],[363546],[367289],[367815],[367971],[376105],[381059],[384522],[388094],[397966],[403485],[407479],[408041],[420352],[425306],[436697],[438800],[438956],[444321],[455503],[462279],[462841],[466584],[475400],[480354],[483510],[488341],[488497],[503882],[505048],[520998],[523765],[528736],[541419],[547107],[549210],[549366],[564747],[565913],[572809],[578174],[596132],[614599],[617409],[624057],[632150],[636420],[642127],[644894],[662548],[696037],[711418],[718880],[725952],[729642],[745769],[767590],[790790],[827078],[828491],[835855],[839145],[899071],[943414],[955774],[1017875],[1064489],[1142045] ] cell #1494 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [371773],[385177],[393991],[437240],[448087],[462997],[471068],[492299],[501113],[514517],[520729],[522093],[531290],[533794],[547650],[550154],[558497],[581940],[590011],[604921],[613735],[615494],[625507],[643222],[654923],[677961],[680465],[688808],[705168],[727727],[746664],[784147],[795848],[813563],[897156], [85098,736376],[86510,732663],[110335,827559],[111194,831571],[115079,842124],[124757,872919],[131898,667400],[133310,902092],[136456,691918],[144817,943898],[149548,954842],[150407,958854],[157091,975688],[157714,977160],[157950,979700],[159765,983646],[161835,990253],[163670,561607],[167464,571093],[168323,774134],[172208,1020854],[175617,793792],[176278,592284],[181886,1051649],[185032,825016],[192033,1076981],[194312,629930],[196764,634704],[197623,847992],[200952,1098457],[201579,1099641],[203880,1105902],[205434,652867],[205683,1109401],[206306,1110873],[206542,1113413],[208745,473341],[213310,668764],[218041,1141113],[218900,1145125],[222136,686863],[222785,906934],[225584,694321],[226207,505703],[226443,916093],[228258,1169917],[230328,1176524],[232163,708278],[233737,935751],[234398,715512],[238780,724626],[240214,1199131],[244962,732215],[246061,1210559],[247921,737740],[252388,1224666],[253524,1226419],[256195,1232776],[257402,756442],[257992,556552],[258295,1236336],[258922,1237520],[260574,761100],[263026,765874],[263649,566568],[263885,996121],[265700,1255238],[271750,1014247],[272773,1268808],[275052,788570],[277504,793344],[278363,1026722],[281692,801862],[282319,596850],[284620,1297729],[286174,811507],[286423,1301228],[287046,1302700],[287282,1305240],[289485,607194],[290518,819961],[291167,1056491],[295494,1323352],[296525,833740],[297115,622321],[298761,1328410],[299388,835069],[299771,1073421],[304126,842359],[305306,1339511],[305929,633183],[311990,1095883],[312692,1354091],[317809,865843],[318383,867983],[318511,652419],[320122,1366929],[321934,872471],[324893,877996],[325520,663266],[327821,1384291],[332447,894055],[333881,1394361],[334504,895016],[334750,1137614],[338629,901644],[339728,1405789],[341588,907169],[346055,1419896],[347191,696825],[351069,925871],[351659,703223],[351962,1431566],[352589,1432750],[354241,930529],[357316,713239],[360348,943109],[360796,1191719],[361757,946709],[362480,1454199],[363574,950214],[363702,724178],[366812,951578],[370152,1465008],[373419,1470066],[374046,735637],[378530,972174],[379964,1481167],[380587,973135],[380833,1221919],[381485,1484209],[387450,983198],[388316,756677],[392188,990488],[395168,1506702],[396304,768378],[400961,1257138],[402519,1519728],[403550,1012470],[404140,780961],[405786,1524786],[411151,1021089],[412331,1535887],[412954,791823],[418178,1547315],[424834,1044573],[425408,1046713],[425536,811059],[427147,1563305],[428959,1051201],[432545,821906],[435911,1320691],[436146,1065117],[437688,1068687],[438136,1584575],[439744,833975],[441999,1589266],[446142,837556],[446865,1595481],[451197,846017],[452979,1343184],[454537,1606290],[455568,1094106],[456158,854819],[457804,1611348],[461052,1101268],[466107,1106137],[479882,1127694],[480874,1129380],[484100,1136485],[484228,893607],[490678,1660238],[493945,1665296],[494572,905066],[500490,1676397],[508842,926106],[512714,1176759],[516830,937807],[521858,1194213],[526516,1457447],[531738,954161],[532186,1723844],[536049,1728535],[538783,1213685],[542009,1220790],[542137,971726],[548098,1228042],[552409,1749381],[569999,1256944],[573597,1012705],[579995,1016286],[580718,1787308],[585050,1024747],[588390,1798117],[591657,1803175],[619982,1326501],[625272,1075487],[633610,1342990],[637208,1094341],[642987,1356585],[647645,1620205],[657178,1884205],[678409,1140432],[678857,1910115],[682720,1914806],[722094,1457253],[751152,1490019],[783912,1267314],[815818,2062935],[862350,1620011], [18653,349862,1428006],[24851,398975,1514812],[27610,419717,1550467],[32311,458814,1351294],[35992,474765,1636513],[37252,483006,1649429],[39944,502011,1679439],[41945,357552,1182392],[44059,527239,1718329],[44813,539231,1473755],[46919,540915,1734750],[50991,562876,1763744],[52649,571989,1776402],[55083,406796,1265248],[58764,431918,1056726],[60937,620430,1588137],[61598,620878,1843877],[62365,633375,1603629],[64083,630653,1854008],[65225,635600,1859523],[68172,648368,1873999],[73655,487338,1137849],[74409,481322,1386949],[76515,687586,1921021],[80587,356693,935303],[82452,718256,1961732],[83101,721859,1716797],[87171,733111,1974497],[89656,545247,1222154],[91624,751600,1748252],[92285,752048,1993434],[94770,761823,2003565],[98543,571541,1260514],[99204,406413,1013799],[99971,569764,1517067],[101689,789293,2032738],[102831,794240,2038253],[105778,599960,1297964],[114430,838521,2085976],[118488,635152,1346560],[119149,458431,1095435],[120699,858512,2103691],[121348,862115,1872467],[125418,873367,2116456],[127903,666376,1384526],[129252,482283,1132980],[129901,668529,1389443],[133971,902540,2143926],[138424,694769,1423272],[139085,507976,1169469],[141570,931252,2172994],[153643,540192,1217285],[154292,737505,1476249],[161186,986650,2219074],[165244,766322,1510078],[165905,568841,1254790],[171559,1017251,2244616],[177828,594905,1293095],[178477,801627,1552961],[182547,1052097,2275096],[190173,1073066,2293129],[191010,835517,1592601],[209778,661321,1379657],[210427,877761,1639007],[229679,1172921,2365745],[240837,725587,1461997],[241083,951343,1720757],[270913,1264893,2426982],[293936,1065311,1839013],[311153,1350939,2482030] ] cell #1495 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [31986],[34430],[35880],[45617],[48816],[50509],[50842],[54758],[56208],[58652],[62515],[63575],[66604],[67664],[68934],[69730],[75213],[76906],[77239],[80105],[80438],[81555],[82848],[83251],[83700],[85262],[90376],[93202],[94262],[100121],[101181],[102451],[103247],[106540],[107336],[109362],[110882],[111358],[111830],[113648],[114826],[115678],[119917],[121498],[121947],[123509],[130051],[130500],[130835],[132062],[134888],[135948],[140002],[141062],[142332],[145285],[145838],[146544],[150095],[151043],[154442],[154891],[155226],[158114],[158586],[162434],[168487],[168959],[169362],[169811],[170777],[171955],[172807],[174369],[178627],[179076],[179411],[180638],[192501],[193760],[197787],[198259],[198662],[199111],[201973],[202679],[207178],[208365],[210577],[211026],[211361],[214331],[215037],[215513],[218588],[219536],[223384],[226607],[227079],[227482],[227931],[230927],[241233],[246906],[248942],[249648],[250124],[257280],[260022],[264049],[264521],[264924],[265373],[273241],[274500],[278999],[279851],[282713],[283419],[283895],[287918],[289105],[291766],[294885],[299935],[303880],[306325],[315760],[318205],[323878],[325914],[326620],[327096],[340573],[343315],[353689],[358188],[359040],[359375],[361334],[361817],[367280],[369543],[371255],[374593],[382947],[384659],[387997],[391942],[410905],[413350],[419023],[430903],[433645],[436688],[436879],[437180],[445719],[446202],[448027],[460629],[461112],[462937],[470550],[490069],[491781],[495119],[499064],[512468],[520849],[521738],[530929],[531230],[547289],[547590],[558437],[579572],[580055],[581880],[589493],[604403],[614456],[625152],[642867],[677600],[677901],[688748],[705108],[783792], [12113,57202],[16567,71423],[18661,78412],[21999,87858],[24859,96328],[27618,104210],[27836,105270],[29054,109029],[32319,116864],[36000,126335],[36218,127395],[37260,129648],[39093,134658],[39988,137176],[41953,143128],[44067,147492],[44821,149220],[46192,152568],[46927,154039],[51035,163996],[52693,168011],[55091,173993],[56295,177046],[58772,183464],[58990,184524],[60945,188193],[61642,189621],[62598,191654],[64091,194708],[65269,197311],[68180,203627],[70516,208996],[72648,213778],[73663,215985],[74417,217713],[75788,221061],[76523,222532],[80631,232489],[83334,238023],[84147,239502],[85114,241515],[86518,244081],[87215,245509],[88649,248389],[89664,250596],[91632,254455],[92329,255883],[94778,260970],[98551,268933],[99248,270361],[100204,272394],[101697,275448],[102875,278051],[105786,284367],[110442,294505],[111210,295783],[115312,303115],[116125,304594],[118496,309173],[119193,310601],[121581,314995],[122394,316474],[124765,321053],[125462,322481],[127911,327568],[130134,331690],[131914,335182],[133318,337748],[134015,339176],[135449,342056],[136464,344263],[138432,348122],[139129,349550],[141578,354637],[144833,361238],[149655,369163],[150423,370441],[154525,377773],[157198,382567],[157966,383845],[159773,387122],[162068,391177],[162881,392656],[163678,394387],[165252,397235],[165949,398663],[168339,402808],[172441,410140],[173254,411619],[175625,416198],[176322,417626],[178710,422020],[181894,428078],[182591,429506],[185040,434593],[191018,444222],[192049,445623],[197639,454826],[200968,460533],[201686,461621],[204113,465728],[205442,468838],[205790,468458],[206558,469736],[208789,473888],[210660,477068],[218148,489689],[218916,490967],[223018,498299],[226459,504371],[228266,507648],[230561,511703],[231374,513182],[232171,514913],[233745,517761],[234442,519189],[238788,528327],[240321,527947],[241316,529693],[253540,548540],[256211,552698],[257474,556129],[258036,556612],[258311,556033],[259029,557121],[263901,565236],[265708,568513],[271758,578075],[272789,579476],[278379,588679],[284853,599581],[286182,602691],[286530,602311],[287298,603589],[289529,607741],[291400,610921],[296597,621898],[297159,622381],[298777,621802],[299787,623380],[305413,631361],[311998,641686],[312708,642529],[318441,652058],[318451,652359],[320138,653309],[328054,665997],[332455,674998],[333988,674618],[334983,676364],[349878,699369],[351141,702800],[351703,703283],[351978,702704],[352696,703792],[357568,711907],[360812,717267],[362496,719282],[363632,723817],[363642,724118],[373435,734035],[378538,743974],[380071,743594],[381066,745340],[388246,756322],[398991,770922],[403622,780538],[404184,781021],[405802,780442],[406812,782020],[412438,790001],[419733,801169],[425466,810698],[425476,810999],[427163,811949],[436204,826569],[439674,833620],[446881,839547],[455640,854396],[456202,854879],[457820,854300],[458830,855878],[474781,877303],[481338,886696],[483022,888711],[484158,893246],[484168,893547],[493961,903464],[500597,913023],[508772,925751],[521016,942915],[527255,949806],[539247,964815],[540931,966830],[542067,971365],[542077,971666],[570057,1005299],[573527,1012350],[580734,1018277],[591673,1033030],[620446,1070971],[630669,1082889],[633668,1086935],[637138,1093986],[648384,1104365],[667687,1129186],[687602,1153101],[722152,1197021],[736663,1213491],[751616,1230326],[761839,1242244],[789309,1274716],[831858,1326307],[862408,1359393],[931268,1437474],[979987,1489825] ] cell #1496 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58927,183467],[73988,215988],[80832,232487],[89989,250599],[98592,268936],[99667,270359],[106111,284370],[108356,289677],[118537,309176],[119612,310599],[128236,327571],[130185,331688],[131454,333110],[138473,348125],[139548,349548],[154576,377771],[155845,379193],[165293,397238],[166368,398661],[167054,400623],[168292,402738],[178761,422018],[180030,423440],[191059,444225],[196354,452641],[197592,454756],[210711,477066],[211980,478488],[212641,480780],[225174,502186],[226412,504301],[239251,526178],[241367,529691],[247252,538689],[262616,563051],[263854,565166],[268219,572164],[281023,593402],[297460,619888],[298346,621053],[299740,623310],[308459,635775],[316223,647307],[324224,659818],[330689,669764],[360710,717127],[365432,723094],[373004,733286],[376772,738740],[385522,751058],[386408,752223],[415484,794415],[437602,827902],[449817,843359],[464727,863350],[472299,873542],[493530,902715],[497298,908169],[531652,955185],[548012,976031],[560227,991488],[583670,1022089],[606152,1052272],[652781,1109744],[678323,1141456],[706898,1177759],[724540,1199474],[811421,1301571],[893969,1394704],[972088,1481510], 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7103,949668],[375197,538588,1213497],[375334,375530,964675],[376958,540779,966692],[390362,758133,987538],[409139,785147,1017721],[409325,785603,1018139],[416521,588199,1030126],[428401,815627,1050117],[440891,619787,1326313],[441028,441224,1070831],[450003,630517,1082751],[450714,844805,1083830],[464014,647077,1359388],[464913,648232,1104227],[497484,687450,1152963],[510888,927562,1173809],[551301,750957,1489831],[551438,551634,1230186],[560413,761687,1242106],[583856,789157,1274578],[584567,1023535,1275657],[691435,1158359,1416553],[707084,931116,1437336] ] cell #1497 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [371777],[385181],[393995],[437439],[448153],[463063],[471072],[492303],[501117],[514521],[520739],[522303],[531489],[533866],[547849],[550226],[558563],[582006],[590015],[604925],[613739],[615504],[625717],[643432],[654995],[678160],[680537],[688874],[705234],[727737],[746674],[784357],[795920],[813635],[897166], 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[18789,349859,1428016],[24987,398972,1514822],[27640,419714,1550477],[32379,458811,1351304],[36022,474762,1636523],[37282,483003,1649439],[39948,501872,1679446],[42081,357549,1182402],[44089,527236,1718339],[44843,539228,1473765],[46949,540912,1734760],[50995,562737,1763751],[52653,571850,1776409],[55151,406793,1265258],[58794,431915,1056936],[60967,620427,1588147],[61602,620739,1843884],[62369,633372,1603636],[64113,630650,1854018],[65229,635461,1859530],[68202,648365,1874009],[73685,487335,1138059],[74439,481319,1386959],[76545,687583,1921031],[80591,356697,935502],[82456,718115,1961739],[83105,721856,1716804],[87175,732972,1974504],[89686,545244,1222364],[91654,751597,1748262],[92289,751909,1993441],[94800,761820,2003575],[98573,571538,1260586],[99208,406417,1013998],[99975,569761,1517074],[101719,789290,2032748],[102835,794101,2038260],[105808,599957,1298174],[114434,838380,2085983],[118518,635149,1346632],[119153,458435,1095634],[120703,858371,2103698],[121352,862112,1872474],[125422,873228,2116463],[127933,666373,1384736],[129256,482287,1133046],[129905,668526,1389450],[133975,902401,2143933],[138454,694766,1423344],[139089,507980,1169668],[141600,931249,2173004],[153647,540196,1217351],[154296,737502,1476256],[161190,986509,2219081],[165274,766319,1510150],[165909,568845,1254989],[171563,1017110,2244623],[177832,594909,1293161],[178481,801624,1552968],[182551,1051958,2275103],[190177,1072925,2293136],[191040,835514,1592673],[209782,661325,1379723],[210431,877758,1639014],[229683,1172780,2365752],[240841,725591,1462063],[241087,951340,1720764],[270917,1264752,2426989],[293940,1065308,1839020],[311157,1350798,2482037] ] cell #1498 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80624,356853],[80763,515972],[99241,406573],[99598,576918],[108148,432088],[119186,458591],[119543,640529],[128796,668195],[129318,484065],[130973,487508],[139122,508136],[139479,700146],[153187,737171],[153709,541974],[155364,545417],[165942,569001],[166299,771699],[166690,773287],[167631,573453],[177372,801293],[177894,596687],[179549,600130],[189241,832366],[195990,847145],[196931,637064],[209322,877427],[209844,663103],[211499,666546],[213163,670484],[214104,888835],[224810,915246],[225751,696681],[238887,948288],[239828,949930],[240903,726507],[247774,739460],[248715,966954],[255503,980495],[262252,995274],[263193,768234],[267855,1007269],[281545,803582],[297982,1071468],[299555,836499],[304920,1083013],[308095,1088905],[315859,1102847],[316800,1104489],[324746,879716],[342382,1153225],[361430,1192771],[366665,952308],[372640,1208961],[386044,1230823],[392982,1242368],[411945,1274840],[415120,1280732],[436640,1065234],[445815,1333151],[460725,1355143],[471935,1371333],[493166,1404191],[513508,1437598],[556225,1496669],[579668,1529527],[605788,1567709],[621994,1590268],[702896,1691899],[780634,1782095],[854492,1865216], 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7789,426906,813700],[287925,812073,1823541],[291607,291712,822037],[295627,439600,1068824],[299780,443065,1074440],[301009,302517,837687],[306196,306332,846154],[312118,644942,1356589],[316176,862716,1102875],[322623,1115271,1371684],[335959,676522,678541],[336670,1142093,1910119],[339318,1146983,1404542],[339794,903656,1915808],[340414,340519,905197],[358059,358195,937944],[360805,521524,1191657],[361906,523813,1194217],[368615,370285,954298],[408034,409542,1016417],[413221,413357,1024884],[418244,1033222,2043946],[429648,1307098,1568060],[436058,614647,1320695],[444369,446291,1075491],[489141,490811,1140569],[578222,580144,1267318] ] cell #1499 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [31857],[35882],[45404],[50380],[50843],[54629],[56210],[58654],[62486],[63302],[68434],[68935],[69517],[75000],[76777],[77240],[79976],[80439],[81557],[83222],[83701],[85223],[92488],[93173],[93989],[100092],[100908],[102452],[103034],[106541],[107123],[109363],[111319],[111801],[113645],[115679],[120236],[121469],[121948],[122620],[123470],[130022],[130501],[130836],[132023],[134859],[135675],[139973],[140789],[142333],[145604],[145835],[146505],[151014],[154413],[154892],[155227],[156634],[158075],[158557],[162435],[168448],[168930],[169333],[169812],[170774],[172808],[174330],[178598],[179077],[179412],[180599],[187432],[192820],[193721],[197748],[198230],[198633],[199112],[200094],[201970],[202640],[207149],[208366],[210548],[211027],[211362],[214328],[214998],[215474],[219507],[223385],[226568],[227050],[227453],[227932],[230928],[236833],[241204],[243320],[246907],[248939],[249609],[250085],[257281],[259983],[264010],[264492],[264895],[265374],[273560],[274461],[278970],[279852],[282710],[283380],[283856],[287889],[289106],[291767],[294856],[299896],[301925],[303881],[306296],[315761],[318176],[323879],[325911],[326581],[327057],[336987],[340574],[343276],[353650],[358159],[359041],[359376],[361518],[361778],[367277],[369514],[371314],[374554],[382918],[384718],[387958],[391943],[408950],[410906],[413321],[419024],[430904],[433606],[436685],[436876],[437382],[445903],[446163],[448096],[460813],[461073],[463006],[470609],[490040],[491840],[495080],[499065],[512469],[520846],[521748],[530926],[531432],[547286],[547792],[558506],[579756],[580016],[581949],[589552],[604462],[614466],[625162],[642877],[677597],[678103],[688817],[705177],[783802], [12115,106040],[16569,128165],[18662,139288],[22001,156219],[24860,166108],[27619,177365],[27837,179749],[29056,108900],[32320,199811],[36001,209315],[36219,211699],[37261,214097],[39095,131828],[39989,225127],[41954,142915],[44068,239821],[44822,247569],[46193,251513],[46928,248708],[51036,262569],[52694,268172],[55092,170511],[56296,280834],[58773,183435],[58991,184251],[60946,297777],[61643,298299],[62599,307127],[64092,304913],[65270,308412],[68181,316793],[70517,324035],[72649,330500],[73664,215956],[74418,212958],[75789,216902],[76524,342375],[80632,232450],[83335,364986],[84148,365243],[85115,374945],[86519,372435],[87216,372957],[88650,376583],[89665,250567],[91633,385839],[92330,386361],[94779,392975],[98552,267650],[99249,270322],[100205,266887],[101698,411938],[102876,415437],[105787,284338],[110443,437343],[111211,440639],[115313,449371],[116126,449628],[118497,307890],[119194,310562],[121582,464281],[122395,464538],[124766,471730],[125463,472252],[127912,327539],[130135,330243],[131915,328862],[133319,492961],[134016,493483],[135450,497109],[136465,344234],[138433,346839],[139130,349511],[141579,513501],[144834,522196],[149656,531393],[150424,534689],[154526,376326],[157199,547753],[157967,551049],[159774,553981],[162069,559781],[162882,560038],[163679,394358],[165253,395952],[165950,398624],[168340,401159],[172442,583224],[173255,583481],[175626,414915],[176323,417587],[178711,420573],[181895,605583],[182592,606105],[185041,434564],[191019,443571],[192050,625610],[197640,453177],[200969,643325],[201687,644419],[204114,650086],[205443,468809],[205791,652522],[206559,655818],[208790,473849],[210661,475621],[218149,678064],[218917,681360],[223019,496852],[226460,502722],[228267,700652],[230562,706452],[231375,706709],[232172,514884],[233746,516478],[234443,519150],[238789,528298],[240322,724281],[241317,528957],[253541,748131],[256212,753689],[257533,556313],[258037,556573],[258312,756780],[259030,757874],[263902,563587],[265709,772205],[271759,577424],[272790,784250],[278380,587030],[284854,808726],[286183,602662],[286531,811162],[287299,814458],[289530,607702],[291401,609474],[296656,622082],[297160,622342],[298778,834078],[299788,622519],[305414,844546],[311999,641035],[312709,857452],[318442,652055],[318520,652561],[320139,869450],[328055,884860],[332456,674969],[333989,893710],[334984,675628],[349879,923118],[351200,702984],[351704,703244],[351979,926209],[352697,927303],[357569,710258],[360813,717196],[362497,945494],[363633,723814],[363711,724320],[373436,961361],[378539,743945],[380072,971829],[381067,744604],[388250,756332],[398992,1003146],[403681,780722],[404185,780982],[405803,1012808],[406813,781159],[412439,1023276],[419734,1036182],[425467,810695],[425545,811201],[427164,1048180],[436205,826566],[439678,833630],[446882,1078577],[455699,854580],[456203,854840],[457821,1094444],[458831,855017],[474782,1119303],[481339,886625],[483023,1131765],[484159,893243],[484237,893749],[493962,1147632],[500598,1158100],[508776,925761],[521020,942925],[527256,1198423],[539248,964744],[540932,1216070],[542068,971362],[542146,971868],[570058,1005296],[573531,1012360],[580735,1270404],[591674,1286271],[620447,1070900],[630670,1338803],[633669,1086932],[637142,1093996],[648385,1360795],[667691,1129196],[687603,1411300],[722153,1197018],[736667,1213501],[751617,1230255],[761840,1502321],[789310,1535179],[831862,1326317],[862409,1359390],[931269,1697551],[979991,1489835] ] cell #1500 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58928,183438],[73989,215959],[80833,232448],[89990,250570],[98593,267653],[99668,270320],[106112,284341],[108357,289674],[118538,307893],[119613,310560],[128237,327542],[130186,330241],[131455,333107],[138474,346842],[139549,349509],[154577,376324],[155846,379190],[165294,395955],[166369,398622],[167055,400620],[168293,401087],[178762,420571],[180031,423437],[191060,443574],[196355,452638],[197593,453105],[210712,475619],[211981,478485],[212642,480637],[225175,502183],[226413,502650],[239252,526175],[241368,528955],[247253,538546],[262617,563048],[263855,563515],[268220,572161],[281024,593259],[297461,619745],[298347,621050],[299741,622447],[308460,635772],[316224,647304],[324225,659675],[330690,669621],[360711,716982],[365433,722951],[373005,733283],[376773,738597],[385523,750915],[386409,752220],[415485,794412],[437603,827757],[449818,843216],[464728,863207],[472300,873539],[493531,902712],[497299,908026],[531653,955040],[548013,975886],[560228,991345],[583671,1021946],[606153,1052269],[652782,1109599],[678324,1141311],[706899,1177616],[724541,1199329],[811422,1301426],[893970,1394559],[972089,1481365], [12116,106041,179118],[16570,128166,211068],[16976,130025,214100],[18676,139291,227053],[22002,156220,246948],[22275,154416,248711],[24874,166111,264495],[25461,168446,268170],[27774,177368,178601],[27854,179747,283378],[29057,108901,291808],[31858,115720,305068],[32058,198636,304916],[32334,199814,306299],[32714,197746,308410],[35883,125757,323920],[36156,209318,210551],[36236,211697,326579],[36971,214269,330433],[39096,131829,340615],[39369,134862,342378],[40190,225125,226566],[41968,142918,358162],[44393,239824,241207],[44863,247572,369517],[45407,151017,372724],[45540,155268,372438],[45835,250083,372955],[46210,251511,374552],[46638,248880,376516],[50381,162476,393130],[50581,264898,392978],[50857,166535,394361],[51237,262567,264008],[52092,266540,400366],[54630,172849,412093],[54830,169336,411941],[55106,170514,413324],[55486,174328,415435],[56211,279893,280687],[56530,280767,282651],[58655,182886,430945],[59008,184249,433604],[60987,294859,297780],[62062,298297,299894],[62489,192823,445959],[62650,307125,446161],[63300,193719,449666],[63488,198797,449369],[63802,309833,449561],[64668,306780,452384],[68435,121989,316948],[68506,316796,318179],[68976,209470,468812],[69520,207152,472019],[69653,211403,471733],[69948,327055,472250],[70323,212260,473847],[70751,323968,325852],[74459,212961,490043],[75003,219510,493250],[75136,130877,492964],[75431,215472,493481],[75806,216900,495078],[76234,221292,497042],[76778,223426,342530],[76978,77254,344237],[79977,230969,513656],[80177,227456,513504],[80453,139715,514887],[81558,234737,359082],[83225,145607,361574],[83386,361776,364984],[83742,239976,528301],[83858,364639,525921],[84655,365176,367218],[85068,374873,530918],[85221,243318,531496],[85305,375254,530362],[86268,249930,534617],[91674,382921,385842],[92491,158560,386128],[92624,257322,553984],[92749,386359,387956],[93176,262336,556369],[93337,262775,556571],[93987,259981,560076],[94175,265059,559779],[94489,397895,559971],[100095,273563,579812],[100256,266885,580014],[100906,274459,583519],[101094,169497,583222],[101408,269593,583414],[102493,103170,414918],[103037,278973,415204],[103465,103840,417585],[106582,177520,602665],[107126,287892,605872],[107259,179453,605586],[107554,283854,606103],[107929,180310,607700],[109101,109377,434567],[109926,436312,436566],[111164,436868,440567],[111317,187430,437446],[111401,440948,618064],[111804,298066,622138],[111965,298505,622340],[113586,301858,625164],[113803,306916,624533],[120239,121472,460869],[121633,461071,464279],[122105,463934,647050],[122618,202638,464576],[122806,318340,650084],[122902,464471,466513],[123315,323996,652047],[123468,324073,652625],[123552,474549,651491],[124515,326902,655746],[130542,214252,674972],[131868,328790,677589],[132021,336985,678167],[132105,329171,677033],[133068,215319,681288],[135023,135861,496850],[135673,343274,497147],[139424,227973,700655],[139976,224894,703040],[140137,225333,703242],[140787,353648,706747],[140975,227617,706450],[141289,348782,706642],[142374,143051,516481],[143346,143721,519148],[144149,520838,521119],[145776,236766,521750],[145993,364775,720080],[146350,365204,723806],[146503,365281,724384],[146587,527023,721220],[154933,248863,743948],[156632,158073,547856],[156682,546722,546976],[157920,547278,550977],[158157,551358,749234],[159523,387803,753617],[160342,394571,756334],[160559,394978,755703],[166244,265415,772208],[168933,267939,780778],[169094,268378,780980],[169853,170647,577427],[170715,408883,783804],[170932,266676,783173],[174175,175375,586958],[179935,284502,808724],[180444,280795,810687],[180597,280872,811265],[180681,419501,810131],[181644,283701,814386],[183599,184437,609472],[185800,293341,614468],[185881,436340,826558],[187480,617024,617278],[188300,441402,833632],[188517,441809,830882],[193803,630437,841485],[198233,308179,854636],[198394,308618,854838],[199153,199947,641038],[200027,201911,642879],[200284,641967,642248],[200470,460006,857238],[202128,464070,860336],[202722,648152,861476],[211885,327703,884858],[214843,330461,893235],[214996,330538,893813],[215080,482790,890649],[216120,217088,675626],[228016,349356,923046],[228835,345458,925763],[229052,345865,925132],[232295,233495,710186],[235444,521164,942927],[237023,718720,719001],[237209,523550,945280],[243368,729257,729511],[244405,535859,958165],[249454,376544,971354],[249607,376621,971932],[249691,540699,968768],[250731,251699,744602],[254779,552219,979011],[260065,761607,989614],[265458,398469,1003074],[266621,400394,1005288],[269040,401922,1012362],[269257,402329,1009612],[270167,271508,781087],[274543,789077,1020215],[281210,419582,1035968],[302115,838985,839266],[302301,626964,1078363],[306861,452412,1086924],[309280,453940,1093998],[309497,454347,1091248],[310407,311748,854945],[314181,644679,1099839],[321377,656988,1112724],[324411,474630,1119089],[329111,480682,1129198],[329252,329448,886411],[330876,482871,1131551],[337035,898686,898940],[338072,682530,1144436],[343358,687370,1155039],[353732,931036,1175885],[364720,525949,1197010],[365619,527104,1198209],[375194,538591,1213503],[375335,375531,964530],[376959,540780,1215856],[390363,758134,1237718],[409140,1017715,1017996],[409326,785604,1270190],[416522,588200,1283075],[428402,815628,1304551],[440888,619790,1326319],[441029,441225,1070686],[450004,630518,1338589],[450715,844806,1339709],[464015,647078,1359382],[464914,648233,1360581],[497485,687451,1411086],[510889,927563,1432948],[551298,750960,1489837],[551439,551635,1230041],[560414,761688,1502107],[583857,789158,1534965],[584568,1023536,1536085],[691436,1158360,1676595],[707085,931117,1697337] ] cell #1501 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [193989],[202908],[208650],[236324],[244283],[254657],[260251],[274729],[280471],[289390],[293189],[294372],[301416],[303322],[313296],[315202],[321255],[337950],[343544],[353918],[359660],[361010],[369030],[382434],[391384],[408441],[410347],[416400],[428280],[445395],[460305],[489556],[498506],[511910],[579248], [52048,400214],[56061,418449],[63972,449414],[64624,452232],[70428,323304],[72315,481536],[72373,329991],[76404,496895],[77077,344952],[81408,520012],[82433,522209],[83814,525769],[86918,534702],[87076,372465],[88316,539445],[88374,376074],[93366,389773],[94659,559824],[95203,261659],[97642,401397],[101578,583267],[102578,587043],[102736,414945],[104438,594158],[104496,420321],[104944,283648],[108034,430329],[108527,609517],[109200,435282],[110399,615867],[111994,442851],[114411,625623],[115792,629183],[115850,449119],[117587,453415],[120680,643338],[122061,646898],[123072,650129],[123329,468100],[123738,319800],[125165,655831],[125323,471760],[126563,660574],[126621,475369],[127069,326849],[131625,675671],[133718,681373],[133876,492991],[135116,686116],[135174,496600],[137523,502960],[137934,348324],[140166,510299],[141459,706495],[142003,355326],[142459,710271],[142617,516508],[146364,527589],[146773,366490],[148123,724840],[148181,528705],[149612,728100],[151321,534927],[152515,374822],[156016,744647],[157155,747037],[157695,748144],[159900,753702],[160058,554011],[160331,555805],[160437,389478],[161167,756793],[162548,760353],[162606,559529],[164343,563825],[164754,397437],[169123,576704],[170273,781172],[170431,577454],[171540,784263],[172921,787823],[172979,582972],[174716,587268],[178099,422227],[180201,808769],[180458,601953],[180867,426825],[182294,814471],[182452,605613],[184198,433874],[185895,615075],[186190,826822],[186940,618473],[188289,621574],[188395,442556],[190154,834091],[190444,622757],[195397,451698],[198423,640315],[199573,855030],[199731,641065],[200630,857465],[201643,859240],[201701,859342],[204258,865096],[204316,649834],[204884,468325],[205747,868356],[206287,869463],[207456,656056],[210049,477275],[212151,884903],[212988,886638],[214857,674260],[215266,487016],[218105,897529],[219814,681598],[221008,495348],[228393,923131],[228551,700682],[228824,702476],[228930,510004],[229660,926222],[231041,929782],[231099,706200],[233247,517963],[235208,942667],[235433,717037],[236619,720528],[237369,945507],[238230,527814],[240278,950587],[242828,530771],[246042,961374],[246332,537801],[247599,964757],[249468,743236],[249877,544925],[252452,974951],[253202,749643],[256706,753927],[258986,987378],[259044,987480],[265835,1003159],[265993,772235],[266635,773715],[269029,780214],[269135,576409],[270894,1012821],[276137,585551],[281370,1036195],[285624,602178],[286487,1047086],[287027,1048193],[288196,814696],[290789,611128],[294147,829348],[295558,1067511],[297807,1070913],[301711,624981],[302461,1078590],[305370,1083670],[305428,1083772],[306875,847573],[309269,854072],[309375,640020],[311134,1094457],[312180,1097226],[313591,860784],[324571,1119316],[329100,886466],[331036,1131778],[331897,674485],[333945,1136858],[336495,677442],[339709,1147645],[339999,684472],[352653,1173649],[352711,1173751],[361968,1193370],[364734,948716],[365779,1198436],[368805,726583],[370216,1205004],[375183,964585],[377119,1216083],[377980,743461],[380028,1221163],[382209,977477],[385869,1230268],[408736,783621],[409486,1270417],[412395,1275497],[412453,1275599],[418159,1286284],[440877,1070741],[446353,1333750],[450164,1338816],[464029,1103275],[465074,1360808],[489331,896012],[490742,1400234],[497645,1411313],[500554,1416393],[500612,1416495],[551287,1230096],[560574,1502334],[580206,1530126],[584017,1535192],[707245,1697564], [12579,183692,819214],[17459,216616,894269],[19376,232836,710496],[22758,251227,972388],[25352,266930,1005552],[26036,271184,781397],[28257,284998,1043826],[28889,183750,609222],[32605,307170,1087188],[33289,311424,855255],[36639,328199,1126947],[36751,328875,1128938],[37141,330286,889957],[37814,216674,675376],[40081,346119,1161222],[40765,350373,923356],[43948,365029,1197274],[46418,374958,1213243],[46808,376369,968076],[47481,251285,744352],[51128,395232,1246543],[51812,399486,1003384],[52396,401172,1008078],[52554,267680,777113],[52786,402583,1259338],[56310,419205,1289053],[56700,420616,1039514],[57373,285056,808474],[61345,440652,1326059],[61735,442063,1327737],[64972,453190,1089714],[65130,307920,850971],[65362,454601,1345384],[68061,464324,1359646],[70531,474253,1375615],[70921,475664,1122635],[71594,328257,884608],[72663,482494,1388600],[77743,502735,1163748],[77901,346869,919072],[84162,526727,1457969],[84825,529000,1201796],[87308,536113,1469393],[88664,540403,1475406],[92032,551062,1489577],[92422,552473,1491255],[95659,563600,1249069],[95817,395982,999100],[102968,588454,1541760],[110457,615969,1584049],[113144,622532,1330277],[113302,443601,1075360],[116140,630141,1599251],[122409,647856,1620727],[125555,657242,1632151],[134108,682784,1664623],[135464,687074,1670636],[144495,717209,1452141],[149670,728202,1723318],[157213,747139,1744164],[162896,761311,1759366],[173269,788781,1791078],[182684,815882,1823978],[205805,868458,1878988],[218163,897631,1909589],[231389,930740,1945637],[240336,950689,1966858],[286545,1047188,2057718],[334003,1136960,2136287],[380086,1221265,2207840] ] cell #1502 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [119905],[121218],[144793],[145273],[157500],[161705],[186508],[192009],[192489],[193393],[195234],[200928],[201408],[206092],[230198],[242396],[243758],[245847],[252770],[258271],[258751],[259655],[272749],[273229],[274133],[275974],[279712],[286832],[298737],[300838],[302740],[305135],[317366],[319368],[320730],[323739],[336063],[337425],[339514],[342948],[344789],[351938],[352418],[353322],[358901],[363368],[366058],[368418],[386799],[389091],[390802],[405762],[407863],[409765],[412160],[415875],[417964],[424391],[426393],[427755],[430764],[433278],[439403],[440519],[444426],[457780],[462663],[465353],[467122],[479439],[483894],[486584],[488145],[488944],[496022],[497924],[500319],[507325],[509617],[511328],[517438],[523870],[524819],[541803],[544493],[546054],[549813],[554723],[568190],[573256],[574372],[575043],[577752],[578279],[586656],[596516],[599206],[600975],[610546],[614737],[618572],[636867],[637983],[638654],[641363],[644999],[662932],[665622],[668386],[670541],[671490],[673011],[675989],[685147],[696484],[698271],[701394],[716651],[726336],[737362],[739517],[740466],[741987],[744965],[768037],[769824],[773377],[774004],[777212],[778315],[803639],[806109],[825965],[832557],[836302],[847235],[847862],[851070],[852173],[866592],[879773],[882243],[885786],[886080],[887324],[920274],[948378],[949005],[952365],[963905],[964199],[965443],[980686],[984431],[1000302],[1004695],[1036881],[1065365],[1070061],[1070355],[1086331],[1102937],[1103564],[1106924],[1120002],[1163070],[1191348],[1196417],[1200242],[1224720],[1229416],[1229710],[1248391],[1320784],[1323406],[1340622],[1353720],[1358789],[1443621],[1453828],[1465062],[1484302],[1536998],[1584668],[1595110],[1660292],[1723937],[1786937],[1910208] ] cell #1503 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [177045],[178362],[208995],[210312],[213288],[213777],[225995],[239501],[246595],[247899],[248388],[263437],[267259],[281670],[282159],[291052],[294504],[304104],[304593],[305717],[307499],[316473],[324871],[325360],[340262],[341566],[342055],[346448],[357104],[361101],[366790],[368557],[369162],[370808],[372044],[373886],[382566],[392166],[392655],[395561],[411129],[411618],[412742],[414524],[431896],[432385],[439542],[443180],[445131],[445486],[447572],[460396],[461620],[466085],[468457],[470103],[471339],[487316],[489083],[489688],[491334],[492570],[494412],[499288],[512692],[513181],[516087],[524575],[527946],[530029],[532973],[545225],[548403],[549952],[553065],[553590],[555896],[557120],[557982],[573395],[577033],[578984],[579339],[581425],[589046],[590282],[599938],[602310],[603956],[605192],[611910],[617731],[621665],[631360],[637006],[640644],[645704],[649075],[653172],[654102],[666354],[671246],[674617],[676700],[679644],[688293],[696623],[699736],[700261],[700982],[702567],[703791],[704653],[712274],[713510],[718181],[733898],[740222],[743593],[748901],[752835],[768176],[771289],[771814],[772535],[776371],[780305],[782387],[790000],[795027],[801486],[804344],[807715],[809098],[811812],[812742],[821391],[836441],[838446],[850229],[854163],[856245],[858437],[877620],[880478],[883849],[885232],[887610],[889028],[895584],[903327],[913022],[915410],[915974],[918330],[922264],[936986],[950123],[953070],[965729],[967147],[973703],[995438],[996002],[998358],[1002292],[1007433],[1007997],[1014552],[1017176],[1032893],[1035351],[1035711],[1037167],[1071632],[1072196],[1074618],[1081788],[1089069],[1089633],[1096188],[1118472],[1118832],[1120288],[1129652],[1130934],[1131294],[1152000],[1160367],[1191907],[1197592],[1197952],[1200528],[1213957],[1215239],[1215599],[1241143],[1245688],[1256516],[1258483],[1273615],[1320899],[1326773],[1326882],[1342562],[1344529],[1362900],[1386348],[1436373],[1451856],[1456825],[1473154],[1490291],[1587536],[1619583],[1747651], [119916,641941],[121233,316926],[125735,323567],[144795,523322],[145284,718694],[157502,386008],[161720,393108],[163193,393779],[182864,430592],[186519,617004],[192011,626736],[192500,838959],[193422,628963],[195249,305046],[200930,459778],[201419,464451],[205892,467852],[206094,471899],[208226,657834],[230213,513634],[231686,514305],[234715,520275],[240423,525549],[242407,729237],[243760,731360],[245849,372604],[252781,546702],[258273,555278],[258762,559951],[259684,760133],[272751,785376],[273240,1017689],[274162,787603],[275989,412071],[280665,418712],[286632,601705],[286834,605752],[288966,816474],[292525,613523],[298739,619127],[300840,444868],[302751,841465],[305146,449541],[317395,646678],[319379,651471],[320732,871616],[334090,672220],[336074,898666],[337427,900789],[339516,493130],[342508,344804],[342977,910625],[345266,500901],[351940,701949],[352429,706622],[353351,929562],[356902,710023],[359236,940718],[363370,524312],[366069,721200],[368429,530342],[380173,741196],[386801,750297],[390813,989594],[405764,777767],[406622,779994],[407865,578721],[409776,1020195],[412171,583394],[414277,586795],[415084,417966],[415877,1030355],[417288,1032582],[418884,1034975],[424420,805318],[426404,810111],[427757,1050346],[433307,1060182],[439414,618044],[444576,624226],[457782,851625],[458640,853852],[462665,645441],[465364,861456],[479468,881452],[483896,670983],[485637,673150],[486595,890629],[488174,1149995],[488955,677013],[495633,496024],[496213,1153418],[497022,500330],[497935,1155019],[507327,919726],[508185,921953],[511339,1175865],[517440,1186025],[518851,1188252],[524020,719773],[541805,739959],[543546,742126],[544504,968748],[546083,963724],[549824,749214],[568192,999754],[569050,1001981],[573267,776684],[574654,575045],[575234,1275033],[577754,1277717],[578429,782866],[586065,1280896],[586217,586667],[596518,804081],[598259,806248],[599217,1040186],[600796,1310110],[610557,1315134],[636878,850542],[638265,638656],[638845,1083206],[641365,1085890],[645149,860029],[662934,880215],[664675,882382],[665633,1123307],[667212,1118283],[668388,1400485],[670691,889202],[672420,1404355],[672572,673022],[676000,1407654],[685034,1410829],[696495,918643],[697882,698273],[698462,1437791],[726338,952807],[737364,1205255],[739667,967321],[741396,1209125],[741548,741998],[744976,1212424],[755195,984570],[768048,998671],[769435,769826],[770015,1242561],[773451,1530655],[774015,1530881],[778202,1534708],[803789,1038759],[805518,1567873],[805670,806120],[832559,1067762],[836313,1074931],[847309,1334279],[847873,1334505],[852060,1338332],[866203,866594],[866783,1104682],[879923,1121880],[881652,1371497],[881804,882254],[885794,1659430],[886154,1660105],[920161,1697080],[948452,1193899],[949016,1194125],[952515,1201041],[963913,1464200],[964273,1464875],[975202,980688],[983840,1230987],[983992,984442],[1000189,1501850],[1004697,1786558],[1065515,1321338],[1070069,1322544],[1070429,1323219],[1086333,1594731],[1097755,1103011],[1097981,1103575],[1106811,1360324],[1191356,1451678],[1196419,1453449],[1223858,1229424],[1224533,1229784],[1320786,1582677],[1353341,1358791] ] cell #1504 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [18075],[25934],[33187],[37103],[40663],[46770],[51710],[52420],[55959],[56662],[63934],[64996],[68589],[70883],[76366],[77767],[78095],[81306],[84787],[86942],[90589],[94621],[95683],[96011],[101540],[102602],[104810],[106195],[108489],[111095],[113168],[116765],[119945],[123034],[125189],[126935],[128320],[131587],[133742],[137389],[137958],[141421],[142483],[142811],[145136],[145313],[150308],[152381],[155978],[156294],[157851],[159924],[163521],[164209],[164778],[168224],[170297],[173894],[177074],[180163],[182318],[184064],[186548],[187092],[189834],[192352],[192529],[195421],[197524],[199597],[201271],[201448],[206443],[208516],[209024],[212113],[213629],[213806],[218801],[220874],[224471],[224787],[226344],[228417],[232014],[233271],[236160],[239530],[242436],[242980],[244101],[245722],[246198],[248240],[248417],[252810],[253354],[256096],[258614],[258791],[261683],[262229],[263786],[265859],[267288],[267832],[273092],[273269],[276161],[278264],[280337],[282011],[282188],[287183],[289256],[292853],[294533],[297959],[299080],[301252],[302780],[304445],[304622],[305175],[306066],[307528],[308072],[313132],[316502],[319408],[319952],[321073],[322694],[325212],[325389],[329827],[336103],[336647],[337768],[339389],[339865],[341907],[342084],[344976],[346477],[347021],[352281],[352458],[355350],[357453],[359526],[361407],[366098],[367131],[368458],[369191],[370545],[372073],[372617],[373249],[373915],[375910],[382595],[386021],[387142],[389314],[390842],[392507],[392684],[394128],[395590],[396134],[406105],[408277],[409805],[411470],[411647],[412200],[413091],[414553],[415097],[416218],[418315],[420157],[426433],[426977],[428098],[429719],[432237],[432414],[435306],[439443],[442392],[443209],[445006],[445160],[445792],[448955],[451027],[458123],[460702],[465393],[466426],[468486],[469840],[471368],[471912],[473210],[475205],[486624],[487657],[488984],[489717],[491071],[492599],[493143],[493775],[494441],[496436],[497964],[500359],[501250],[507668],[509840],[511368],[513033],[513210],[514654],[516116],[516660],[517781],[524450],[524604],[527975],[528541],[529941],[530667],[544533],[545566],[549853],[552802],[553619],[555570],[556202],[559365],[568533],[573296],[576245],[577062],[578095],[578859],[579013],[579645],[582808],[584880],[586696],[588783],[591487],[592153],[599246],[600279],[602339],[603693],[605221],[605765],[607063],[609058],[610586],[613872],[617643],[618369],[619419],[621971],[624174],[636907],[639856],[640673],[641706],[645579],[645733],[649670],[665662],[666695],[671121],[671275],[673051],[674646],[675212],[676029],[676612],[677338],[685727],[685881],[696524],[699473],[700290],[702241],[702873],[706036],[712011],[715381],[719721],[740097],[740251],[742027],[743622],[744188],[745005],[748813],[749539],[768077],[771026],[771843],[774044],[776283],[777009],[778059],[778895],[779049],[780611],[782124],[782814],[804219],[804373],[806149],[808310],[818979],[836342],[847902],[850141],[850867],[851917],[852753],[852907],[854469],[855982],[859977],[880353],[880507],[882283],[884444],[886800],[889150],[893044],[918242],[918968],[920854],[921008],[949045],[952945],[953099],[964919],[967269],[971163],[984471],[998270],[998996],[1000882],[1001036],[1004738],[1038707],[1042601],[1071075],[1074530],[1075256],[1086374],[1103604],[1107504],[1107658],[1121828],[1125722],[1191819],[1196460],[1200989],[1230430],[1320827],[1321286],[1358832] ] cell #1505 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [33530],[43059],[60086],[63083],[67172],[67306],[82316],[85659],[90773],[91090],[93770],[93904],[100689],[114294],[115154],[116405],[116539],[120563],[123906],[124223],[132459],[140570],[140704],[147820],[149179],[150511],[152023],[161050],[161910],[171423],[172283],[173534],[173668],[181035],[181352],[188152],[190037],[191316],[191633],[193252],[203955],[206646],[216313],[217672],[219004],[220516],[222860],[224111],[224245],[229543],[230403],[237685],[238002],[250924],[254414],[256299],[259514],[268892],[270777],[272056],[272373],[273992],[277135],[278467],[279979],[284695],[287386],[291242],[309132],[311017],[314657],[314974],[317225],[327896],[331352],[331669],[332959],[334825],[340871],[341188],[342807],[348081],[349966],[353181],[357656],[377435],[377752],[379042],[380908],[397194],[399079],[401036],[404437],[404754],[406900],[417118],[421682],[421999],[423289],[424250],[433137],[444181],[453054],[456455],[456772],[458918],[476730],[477047],[478337],[479298],[480527],[481426],[483739],[488004],[506000],[506317],[518681],[526591],[529355],[529672],[538436],[539335],[541648],[545913],[554591],[566865],[567182],[569635],[569778],[571645],[596361],[600626],[615401],[619635],[620534],[633246],[633389],[635256],[647720],[650484],[650801],[662777],[667042],[667391],[668543],[694873],[697254],[716798],[721730],[721873],[726181],[736367],[737519],[746571],[750805],[751704],[766426],[768807],[774125],[801641],[826366],[829293],[831562],[835621],[846446],[847983],[857054],[861986],[862129],[877775],[916084],[938236],[945096],[951357],[956576],[974495],[979691],[996112],[1025176],[1065325],[1067055],[1073412],[1078179],[1142847],[1191710],[1204548],[1270006],[1320488],[1399778] ] cell #1506 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [148758],[150766],[163469],[186600],[187731],[193079],[206901],[208511],[217251],[219259],[224419],[231962],[236227],[242488],[243619],[252862],[253838],[253993],[256554],[258609],[259341],[261388],[267340],[268471],[273819],[278722],[280332],[287641],[289251],[292801],[299075],[301319],[304440],[307580],[308711],[313199],[314001],[317052],[319460],[320436],[320591],[329894],[336155],[337286],[341902],[342634],[346529],[347505],[347660],[352276],[353008],[355055],[359521],[366150],[372125],[373733],[375977],[381859],[383228],[386660],[389381],[390183],[392502],[395642],[396618],[396773],[406100],[408344],[411465],[414605],[415736],[420224],[421026],[426485],[427461],[427616],[432232],[435011],[438510],[442459],[443261],[443760],[449022],[450535],[451511],[458118],[459923],[466421],[469119],[471420],[475272],[476074],[486676],[487652],[492651],[494259],[496503],[501524],[503754],[509907],[510709],[513028],[517144],[521576],[522660],[523467],[528608],[532560],[536190],[536509],[537311],[544585],[545561],[546524],[552550],[553671],[559432],[561921],[564619],[576312],[582875],[584388],[585364],[588531],[591971],[600274],[602972],[605273],[609927],[614430],[615986],[616341],[616826],[626074],[626881],[630158],[632022],[639923],[643789],[647873],[649737],[657319],[666690],[679231],[682861],[683180],[683982],[687091],[691256],[692232],[706103],[708592],[711290],[716382],[717547],[717932],[728219],[728574],[729059],[732861],[747156],[747511],[751798],[761328],[784714],[785521],[788798],[790662],[793990],[798563],[815959],[825330],[827157],[837812],[838197],[857803],[858188],[873117],[897648],[898003],[898488],[902290],[930757],[954440],[975286],[1016542],[1016927],[1051847],[1140711], [18455,693195],[24653,764748],[25587,775466],[30637,832903],[32840,849324],[37051,670138],[40316,507186],[42896,944297],[45961,960186],[46718,739114],[49160,981032],[51363,568051],[52415,572363],[55612,1028054],[56610,593776],[60050,1065983],[62920,1077380],[63882,843733],[64377,641224],[64991,635974],[67009,1098856],[70074,1114745],[70831,660192],[75557,1146457],[76314,908543],[77762,502385],[78043,350221],[80959,517299],[84735,723468],[85457,737223],[85623,1203476],[86474,959701],[86937,733485],[90737,1225338],[91253,1226818],[93607,1236735],[94569,991862],[95678,563250],[95959,399334],[100526,1269207],[101488,1022463],[101983,577613],[102597,794614],[104805,424077],[107680,1306572],[108437,609125],[111553,832418],[112973,1328809],[113163,621252],[113673,846928],[115118,1081154],[115244,842926],[116713,459173],[120984,1355892],[122982,863724],[123870,1365848],[124386,1367328],[124721,1114260],[125184,873741],[126930,479125],[131535,675279],[132257,668247],[132423,1398706],[133274,1145972],[133737,902914],[136255,913684],[140407,1431965],[141369,1178133],[142478,516168],[142759,357911],[145131,722661],[145863,948071],[147784,1459225],[152186,1470465],[152376,545740],[155926,744255],[158309,980547],[159729,1233623],[159919,752422],[161471,1497418],[161874,1240509],[162000,991055],[168682,774981],[170102,1525185],[170292,577114],[170802,773070],[172247,1272981],[172373,1021656],[173842,407155],[175581,1027569],[176044,799365],[180111,808377],[180999,1562224],[181515,1563704],[181850,1306087],[182313,1052471],[184059,432964],[184831,1063241],[186862,1585113],[192347,634177],[195000,1600507],[197982,848839],[199402,1611747],[199592,640725],[201266,862917],[201998,1102630],[203919,1362266],[204045,1106704],[212061,884511],[213624,669331],[214356,886976],[216277,1654455],[220679,1665695],[220869,487831],[222824,1151366],[222950,907736],[226802,916940],[228222,1428853],[228412,700342],[228693,932621],[229964,1692648],[230367,1435739],[230493,1177326],[233701,1183239],[234164,941324],[242750,1724382],[248235,738307],[248967,965095],[250888,1739776],[253124,1484747],[264244,996968],[265664,1515659],[265854,771895],[266135,763192],[267602,1776940],[271714,1266095],[273087,570566],[275740,1792334],[280142,1803574],[281436,1047560],[282006,802429],[282738,1036533],[284659,1558642],[284785,1298531],[285365,817080],[291206,1311481],[291332,1057293],[300130,1074268],[307842,1860061],[311954,1352141],[324637,868830],[325207,878563],[325939,1119654],[327860,1644688],[327986,1385093],[328566,658440],[331102,1137332],[334789,1395124],[334915,1138416],[336417,1910653],[344555,1926047],[345515,1172212],[346196,926673],[346791,1679977],[365845,951061],[367126,952145],[367305,1199894],[372387,1975035],[377185,1221637],[380872,1481930],[380998,1222721],[394628,985941],[395309,757244],[395904,1764282],[401000,1517605],[401979,1264184],[402660,1013272],[414867,2038791],[419087,1300826],[419222,1047205],[436713,1321229],[441459,1072357],[442140,834542],[443523,1844415],[453018,1604167],[453997,1350230],[454678,1094908],[471682,2116994],[474135,1108999],[474270,868475],[480739,1386851],[482376,1393959],[482511,1136977],[492913,2144464],[501761,1172597],[521221,1191621],[526555,1717335],[526609,1198729],[526744,950706],[538648,1473657],[540285,1480765],[540420,1221282],[553933,1993972],[562626,986326],[569855,1517425],[571739,1264569],[605535,2275634],[614815,1321049],[619847,1588039],[620628,1072742],[633466,1603987],[635350,1350615],[647684,1873005],[721950,1717155],[751017,1748154],[862206,1872825] ] cell #1507 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [284606,1297681],[290423,819466],[291153,1056443],[327807,1384243],[334409,894521],[334736,1137566],[346041,1419848],[356679,935175],[380492,972640],[380819,1221871],[395154,1506654],[400947,1257090],[401835,1006796],[402505,1519680],[406399,1013671],[419403,1549831],[424739,1044078],[441985,1589218],[452965,1343136],[453853,1088432],[454523,1606242],[458417,1095307],[474451,1635877],[479787,1127199],[480589,1386313],[482269,1130672],[482692,1648793],[503398,1162466],[507962,1169341],[526502,1457399],[526925,1717693],[536035,1728487],[538498,1473119],[540178,1214977],[540601,1734114],[552395,1749333],[564263,1247787],[568827,1254662],[570808,1257397],[588376,1798069],[594891,1290787],[616240,1839671],[619697,1587501],[623195,1330101],[630339,1853372],[634419,1343443],[647631,1620157],[648054,1873363],[657164,1884157],[661307,1377349],[682706,1914758],[687272,1920385],[694036,1420155],[725573,1460809],[728473,1970291],[747410,1989228],[750867,1747616],[761509,2002929],[765589,1506961],[788979,2032102],[815804,2062887],[834784,1590604],[868729,2112250],[897902,2139720],[930938,2172358],[943259,1712463],[950960,2191622],[1047459,2270890],[1137231,2338293],[1221536,2399158], [62351,633327,1342527],[63505,629916,1337710],[82357,717917,1714961],[83087,721811,1456790],[86313,731930,1467452],[94192,761086,1501228],[99957,569716,1256481],[101111,788556,1534086],[110321,827511,1585738],[114335,838182,1593103],[115065,842076,1337937],[120604,858173,1870631],[121081,859613,2104349],[121334,862067,1619548],[122823,865829,1623567],[124560,872186,1630210],[129157,481788,888735],[129887,668481,1130899],[133113,901359,1662682],[135878,686849,1410207],[140992,930515,1696458],[149534,954794,1462520],[153548,539697,966854],[154278,737457,1215204],[157077,975640,1745853],[157619,976821,1991658],[159568,982913,1750719],[161091,986311,1753218],[161568,987751,2219732],[161821,990205,1501455],[167450,570965,1007651],[171464,1016912,1784930],[172194,1020806,1534313],[175420,793059,1539819],[176166,592270,1287134],[177733,594410,801193],[178210,595779,599657],[178463,801579,1035316],[179952,1044559,1815394],[181689,1050916,1822037],[184454,819947,1573725],[190078,1072727,1842101],[194217,629435,1082913],[195097,1084043,2299940],[196750,634576,1089287],[200554,1097818,1868133],[201565,1099593,1871650],[203866,1105854,1359929],[205669,1109353,1625278],[206211,1110534,2114680],[209683,660826,877327],[210160,662195,666073],[210413,877713,1118437],[211902,1127680,1897030],[217105,895002,1656039],[218027,1141065,1657750],[222041,686368,1153125],[222771,906886,1410434],[223514,501018,1158911],[225570,694193,915628],[226112,695235,699393],[228061,1169184,1936990],[229584,1172582,1939489],[230061,1174022,2366403],[230314,1176476,1696685],[233540,935018,1702191],[234286,715498,1449892],[237293,1193962,1962390],[240200,1199083,1715980],[240742,725092,949830],[241069,951295,1197557],[244948,732087,1209343],[245042,535365,1208488],[245966,1210220,1972721],[246443,735428,745416],[251716,973121,1741360],[252374,1224618,1484382],[258908,1237472,2001216],[260479,760605,1242268],[263012,765746,995656],[263554,766788,770946],[265503,1254505,2015109],[269012,780947,1525289],[270818,1264554,2020831],[271553,1013514,1782431],[274957,788075,1274740],[275837,1275870,2433793],[277490,793216,1281114],[277584,587706,1280259],[281294,1289645,2046863],[282305,802828,807312],[285487,607180,1308610],[286409,1301180,1817105],[286951,1302361,2273320],[290900,610997,820835],[291896,613640,1319026],[293922,1065263,1320864],[294810,828066,1070995],[295480,1323304,1584748],[299374,834941,1071850],[302385,1334342,2086634],[303191,630804,631666],[305292,1339463,1851659],[305834,845357,855902],[309252,854805,1611851],[311058,1350600,2096965],[311793,1095150,1865552],[312378,1353455,1614579],[317714,865348,1104389],[321920,872343,1371715],[322014,656494,1370860],[323415,473421,875684],[324495,1376207,2120721],[325506,878962,883446],[328688,473327,1116783],[329538,1129530,1898734],[330960,1389192,2131819],[331176,893322,1654042],[333867,1394313,1902251],[338615,901516,1404573],[338709,682036,1403718],[339633,1405450,2142150],[340110,676440,904857],[344652,1416766,2519684],[348201,703209,1432069],[350742,514422,1179757],[352575,1432702,2170645],[354146,930034,1437498],[356773,710934,1443017],[357221,711931,936217],[360063,1191083,1451821],[361262,718274,719306],[361743,944401,1197330],[362166,1453563,1714031],[365703,1458561,2190834],[369468,955349,964839],[370138,1464960,1724017],[370465,733129,734059],[374032,962224,973300],[375621,1213835,1978762],[377043,1475998,2203372],[377259,971441,1739363],[379950,1481119,1982279],[382872,976195,1230350],[387436,983070,1231205],[387530,754365,1493619],[391253,557426,761974],[393896,399855,993486],[397314,556538,1236839],[400466,1005449,1774768],[402704,1012422,1524450],[406493,781835,1526477],[409410,1530718,2245274],[410216,789444,790306],[412317,1535839,2030389],[412859,782044,1024087],[418083,1546976,2255605],[418560,592364,1034423],[419868,602616,1301735],[421506,810774,1561811],[428945,1051073,1568091],[429039,815134,1567236],[430440,607274,1054414],[432531,820988,1057692],[435863,826039,1064654],[436955,1065570,1325796],[437112,827868,828921],[441315,1326651,2080859],[444301,622307,1328913],[445647,838539,839571],[446128,1077484,1087244],[446551,1594845,1849710],[447169,843325,844315],[450088,1599843,2299152],[452484,1087085,1857889],[454722,1094058,1611012],[458511,855693,1613039],[460557,642553,858530],[461038,1098960,1359702],[461926,465804,648519],[464998,1621319,2314062],[468763,474916,1109908],[469760,653333,873385],[476554,652134,1365435],[480746,1129332,1647283],[483157,674923,1394868],[489994,886720,1141620],[490664,1660190,1910288],[490991,902558,903488],[494558,895181,1148495],[497569,1671228,2350043],[498375,687737,913328],[500476,1676349,2151708],[502029,702728,1172939],[504267,925823,1431230],[508056,923794,1688849],[511779,704097,931403],[520123,715592,1190093],[521810,943562,944628],[526021,1197171,1964820],[527390,528252,1199638],[529179,723893,1458812],[531005,1203063,1212980],[531162,955151,956204],[538655,1213637,1732604],[541066,743899,1481674],[547365,1224925,1489314],[547522,746199,975997],[548564,552722,752066],[551725,1490169,2213957],[556057,562894,986668],[557579,757643,991454],[560498,1759958,2411774],[565132,756394,1236000],[568921,1003822,1773154],[572007,780466,1264911],[579500,1017269,1018301],[579981,1005608,1269311],[580404,1786672,2028440],[581022,1022055,1023045],[583941,1791670,2433005],[588703,794258,1033054],[593368,810931,1301537],[603613,811973,1052115],[615157,826719,1582941],[619854,1326453,1843263],[620896,621826,1073084],[623276,833692,1328074],[625224,1076645,1077711],[635618,854324,1350957],[642939,856586,1098121],[644188,648672,863316],[647150,1359543,2106779],[652291,659784,1109710],[669730,893479,1394670],[677676,1128675,1398293],[677833,1141422,1142475],[687890,908135,1157869],[704250,927072,1177725],[707169,1946229,2532300],[717093,943061,1452053],[723060,724050,1199440],[738706,971598,1481476],[751024,1489971,1992820],[783864,1268472,1269538] ] cell #1508 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [241493],[244122],[261733],[294358],[295761],[302665],[321094],[323320],[335160],[337789],[345026],[355400],[361216],[369016],[370419],[382420],[383636],[383823],[387163],[389789],[390727],[393448],[401383],[402786],[409690],[416239],[418465],[428119],[430345],[435356],[442867],[445601],[449430],[453401],[454804],[460511],[461474],[465278],[468311],[469527],[469714],[481742],[489542],[490945],[496911],[497849],[502946],[504162],[504349],[510315],[511253],[513974],[520028],[527800],[534913],[536917],[539651],[546951],[548518],[552676],[556011],[556974],[559840],[563811],[565027],[565214],[576720],[579454],[583283],[587254],[588657],[594364],[595327],[602164],[603380],[603567],[609533],[613192],[617253],[621780],[622743],[623358],[629389],[631214],[632430],[640331],[642507],[650145],[653287],[656042],[660780],[661743],[674471],[675687],[681584],[683588],[686322],[692625],[695189],[702682],[703645],[706511],[711698],[717245],[718406],[719260],[725046],[729486],[733665],[734013],[734976],[743447],[744663],[745801],[752602],[753913],[760559],[763600],[766742],[780420],[788029],[789854],[791070],[794794],[798971],[808785],[811927],[814682],[820383],[826068],[827790],[828020],[828523],[838671],[839525],[843249],[845311],[854278],[858662],[863240],[865302],[873921],[884919],[898915],[903094],[903442],[904405],[908059],[912876],[914092],[929988],[933029],[936171],[942445],[943591],[944109],[955073],[955303],[955806],[960000],[975919],[976149],[980846],[991378],[1017401],[1018255],[1021979],[1024041],[1027868],[1033008],[1052651],[1063649],[1065611],[1076674],[1077192],[1098150],[1098668],[1114559],[1141344],[1141574],[1142077],[1146271],[1177649],[1203104],[1224966],[1268501],[1269019],[1306386],[1398334], 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] cell #1509 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1510 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [244706],[255080],[261819],[294593],[303428],[315308],[321678],[338373],[345112],[355486],[360028],[361465],[369251],[371261],[382655],[384665],[391490],[410453],[416823],[428703],[435442],[436920],[445850],[460760],[470556],[489777],[491787],[498612],[512016],[530970],[547330],[579703],[589499],[604409],[677641], [71917,480554],[77096,500918],[87098,535304],[87918,538463],[95222,393796],[97597,570773],[97666,401618],[102758,587645],[103613,418473],[109219,613540],[110423,615896],[112063,619662],[115816,629212],[116010,449438],[117542,634384],[117611,453636],[124145,468702],[125345,656433],[126030,323328],[129057,481991],[133898,681975],[135140,686145],[135334,496919],[137478,694001],[137547,503181],[138094,348747],[142022,514322],[142639,710873],[143494,520036],[144907,717882],[148059,528191],[149636,728129],[151276,731895],[151345,535148],[153448,539900],[157179,747066],[157724,976881],[158819,750832],[160080,754304],[160860,389797],[160930,555834],[162572,760382],[162766,559848],[164298,765554],[164367,564046],[164914,397860],[170453,781774],[172945,787852],[173139,583291],[174671,793024],[174740,587489],[177633,594613],[178123,422333],[181274,602555],[182474,815073],[183159,430353],[183716,819243],[183910,609541],[188818,442875],[189917,621603],[190399,834749],[190468,622978],[192123,838147],[194117,629638],[195557,452121],[199753,855632],[201042,858138],[201667,859269],[204282,865125],[204476,650153],[204990,468546],[205451,652099],[205771,868385],[206316,1110594],[207411,872151],[207480,656277],[209583,661029],[210073,477381],[216552,674862],[216640,894298],[216834,675695],[218129,897558],[219769,901324],[219838,681819],[221941,686571],[226012,505191],[228573,923733],[229353,510323],[229423,702505],[231065,929811],[231259,706519],[233407,518386],[235654,717066],[235810,943224],[236643,720634],[238336,528035],[239982,723858],[240302,950616],[240642,725295],[246071,1210280],[246356,537907],[251163,743838],[251251,972417],[251445,744671],[252476,974980],[253614,976786],[256661,982878],[256730,754148],[257480,556260],[258385,986276],[259010,987407],[260379,760808],[263454,566056],[266015,1003761],[266954,1005581],[269558,576728],[270657,780243],[272863,1016877],[274857,788278],[276297,585974],[285022,1043855],[285216,808793],[285730,602399],[286191,810739],[286511,1047115],[287056,1302421],[288151,1050881],[288220,814917],[290813,611234],[293218,1064739],[293644,826684],[294749,830301],[295582,1067540],[296603,622029],[298851,1072692],[301735,625087],[305394,1083699],[305734,632671],[307194,1087217],[309798,640339],[310897,854101],[312782,1097783],[313615,860890],[317614,865551],[320212,1110499],[328223,1126976],[328417,884927],[329321,886495],[332003,674706],[333649,893287],[333969,1136887],[339738,1405510],[340023,684578],[346143,1161251],[351147,702931],[352052,1172547],[352677,1173678],[354046,930237],[357121,712727],[361039,945768],[362570,1193927],[365053,1197303],[369407,727536],[370240,1205033],[373509,1210185],[375404,964614],[378086,743682],[379732,971406],[380052,1221192],[381280,1224094],[382811,978430],[395256,1246572],[400669,1005414],[402607,1259367],[403628,780669],[405876,1264519],[408760,783727],[412419,1275526],[412759,791311],[418188,1547036],[427237,1302326],[437931,1322780],[441098,1070770],[442087,1327766],[445424,836615],[446955,1334307],[452687,1087050],[454625,1345413],[455646,854527],[457894,1350565],[460334,1100327],[464348,1359675],[489933,896965],[490766,1400263],[494035,1405415],[500578,1416422],[526224,1197136],[531981,1464436],[536137,1469422],[551508,1230125],[552497,1491284],[579277,1015345],[580808,1530683],[588478,1541789],[591747,1546941],[647353,1359508],[657266,1632180],[678652,1659666],[682808,1664652],[815906,1824007], [18914,350328,1169149],[19495,232791,934983],[25112,399441,1254470],[26192,271139,1013479],[27673,419807,1289610],[28908,290323,819669],[33445,311379,1095115],[36055,474855,1376172],[36931,329477,1129495],[37315,483096,1389157],[37833,334309,894724],[39954,501806,1419324],[41769,232860,710717],[44122,527329,1458526],[46598,375560,1213800],[46982,541005,1475963],[47500,380392,972843],[51001,562671,1506130],[52072,400243,1256566],[52576,401774,1009031],[52659,571784,1519156],[53431,271208,781618],[57392,424639,1044281],[61525,441254,1326616],[61608,620673,1588694],[64146,630743,1599808],[64648,452261,1342612],[65152,453792,1090667],[65235,635395,1605718],[66007,311448,855476],[68235,648458,1621284],[71613,479687,1127402],[72339,481565,1132039],[72533,330310,890063],[76578,687676,1671193],[77923,503337,1164701],[78778,350397,923577],[82462,717977,1713436],[83838,525798,1456875],[87181,732906,1727963],[88340,539474,1216344],[88534,376393,968182],[92212,551664,1490134],[92295,751843,1748809],[94833,761913,1759923],[95839,564202,1250022],[96694,399510,1003605],[101752,789383,1791635],[102841,794035,1797545],[104462,594187,1292154],[104656,420640,1039620],[113324,623134,1331230],[114440,838242,1849115],[120709,858233,1869106],[122085,646927,1619633],[125428,873162,1883633],[126587,660603,1378716],[126781,475688,1122741],[133981,902335,1914234],[141633,931342,1946194],[148147,724869,1461056],[148341,529024,1201902],[161196,986371,1998672],[171569,1016972,2027845],[182557,1051892,2062363],[186214,826851,1583134],[190183,1072787,2082694],[229689,1172642,2168101],[270923,1264614,2241334],[311163,1350660,2307750] ] cell #1511 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [151207],[158750],[163559],[193580],[202499],[207342],[208492],[219700],[224509],[232052],[241783],[244177],[252157],[254551],[257973],[259842],[274320],[279163],[280313],[288082],[289232],[292891],[295263],[296051],[297096],[300525],[312405],[318755],[321149],[335450],[337844],[341266],[343135],[351640],[353509],[359502],[362193],[363055],[363946],[367847],[369921],[371754],[381251],[384113],[385158],[388587],[393490],[403076],[404121],[404832],[407550],[413900],[416294],[425780],[428174],[431596],[437902],[438832],[440015],[446578],[448331],[455094],[456139],[456850],[462350],[463241],[471049],[483581],[484472],[485260],[486305],[488373],[490447],[492280],[495709],[504639],[505684],[506395],[509113],[514016],[531952],[534065],[541490],[542381],[543169],[544214],[549242],[550425],[558741],[565504],[566549],[567260],[572685],[573868],[574730],[580431],[582184],[589992],[596203],[597094],[597882],[598927],[604902],[613234],[623648],[633164],[636296],[637479],[638341],[650879],[655194],[662619],[663510],[664298],[665343],[678623],[680736],[689052],[690885],[692667],[695913],[697096],[697958],[705412],[713220],[718526],[726023],[733707],[735881],[752644],[754818],[764334],[767466],[768649],[769511],[791804],[794836],[796119],[813834],[822150],[823983],[827935],[828144],[835731],[838791],[843392],[846288],[858782],[863383],[866279],[873963],[903136],[905310],[908202],[933763],[938078],[943290],[943526],[944255],[955218],[955427],[960144],[976064],[976273],[980990],[991521],[1017521],[1022122],[1025018],[1028012],[1052693],[1064612],[1065557],[1076609],[1077338],[1098085],[1098814],[1114703],[1141489],[1141698],[1146415],[1177792],[1191070],[1203050],[1224912],[1268436],[1269165],[1306530],[1398280], 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] cell #1512 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [105881,808182],[108213,431900],[108741,608930],[128006,884316],[131038,487320],[131669,675084],[137278,915776],[142214,516073],[155429,545229],[156060,744060],[164098,995804],[167119,773817],[167701,573399],[168113,1007799],[169693,577019],[177113,1035606],[179614,599942],[189723,1071998],[196419,847675],[197001,637010],[197413,1089435],[198993,640630],[209063,1118727],[211564,666358],[212474,886049],[213592,671232],[213845,1131189],[225821,696627],[227813,700247],[239316,948818],[239569,1197847],[245611,1209491],[247085,964168],[248203,740208],[248456,1215494],[255985,1231353],[263263,768180],[265255,771800],[267166,776213],[278153,1281262],[281974,804330],[294627,1322181],[297293,1070324],[299625,836445],[304661,1338227],[307406,850071],[316288,1103377],[316541,1360219],[322583,1371863],[325175,880464],[339278,1404721],[342123,1410724],[346355,918172],[367094,953056],[369285,1463837],[382689,1485699],[385355,1229679],[392723,1501745],[395468,998200],[411686,1534603],[429608,1568239],[443087,1074460],[468580,1626595],[489811,1659067],[513249,1696975],[521546,1191677],[528069,1719327],[602433,1818422],[674740,1905598],[743716,1985626], [14203,304408,852864],[21518,371951,969317],[24325,392470,1000993],[26690,411433,779006],[27423,279733,592110],[31110,306583,1086622],[31170,445769,1086771],[31698,448827,1091890],[34733,466389,1107615],[35399,471246,1123876],[38612,492477,891198],[39600,341870,685838],[39694,223922,500905],[41419,512996,920965],[42152,358922,715338],[43356,364442,1196708],[43416,361384,1196857],[44703,531310,1213372],[49275,553497,1233815],[49693,556179,1246126],[50221,559237,1251245],[53882,266343,1004986],[53942,579622,1005135],[54470,582680,1010254],[55342,277741,586799],[55727,414431,791925],[57505,600242,1042558],[57619,430785,607020],[58171,605099,1040755],[59159,432200,818936],[59253,292304,613527],[60827,437260,1326188],[61148,621948,1327320],[66676,642675,1354049],[67469,463737,1359080],[67529,460679,1359229],[68275,649542,1363283],[68816,652439,1375744],[71726,666658,1125679],[71840,323760,473167],[72952,329699,889072],[73012,213292,671170],[73509,338866,673154],[74125,487620,893001],[74299,677981,1129067],[76090,341570,685776],[76618,496308,905758],[77674,510373,702198],[78871,700168,1167010],[79087,355692,514309],[79289,702850,1160805],[79817,705908,1165924],[80689,356930,710027],[81074,515994,933884],[82920,719428,1454157],[83582,724198,1458098],[86721,734181,1468976],[88953,375782,967191],[89013,247903,740146],[89510,245199,742130],[90126,545529,971120],[90478,746347,1484656],[91514,547670,1489706],[91835,548686,1490838],[95590,389847,555527],[96787,771721,1252331],[97003,262025,393783],[98274,576778,778016],[98433,267245,776882],[98754,780588,1258921],[99027,411133,778944],[99306,406650,779998],[99780,576940,1011340],[102333,414510,792594],[104027,601967,809640],[104282,801315,1289259],[104336,426877,601709],[105075,420029,1038629],[105135,281674,804268],[105632,429196,806252],[106422,811079,1289182],[110984,829069,1585022],[112740,442925,619376],[114898,839693,1595439],[115560,844463,1599380],[118219,640389,851874],[118378,307485,850740],[118699,854446,1344967],[118972,304108,852802],[119251,458668,853856],[119725,640551,1092976],[119984,856876,1614590],[121167,461743,1616915],[121829,644336,1620856],[124968,653455,1631734],[126152,468114,651000],[126407,877449,1375821],[126461,319852,467856],[127200,475077,1121750],[127260,324875,880402],[127757,322171,882386],[128866,668217,1129144],[129465,674274,890158],[129720,888857,1388806],[129774,487068,672224],[130382,893627,1388729],[130717,492556,891867],[133521,903610,1664206],[136948,702470,702480],[137044,509889,510107],[138314,346434,918841],[138635,225999,699522],[138908,512696,920903],[139187,508213,921957],[145352,944918,1714042],[147309,527603,720729],[147564,949952,1458175],[147618,366542,525553],[148487,528413,1200911],[148547,366794,952994],[150197,956352,1724291],[153257,737193,1213449],[153856,743250,968277],[154111,966976,1475612],[154165,544977,741200],[154773,971746,1475535],[155108,372030,969986],[160255,387687,984574],[161654,557243,1755554],[162316,757791,1759495],[163768,555799,555809],[163864,389363,389581],[165134,395547,998869],[165455,263441,771075],[165728,392170,1000931],[166007,569078,1001985],[166819,773729,1005063],[167783,780208,780218],[167879,576294,576512],[172027,1018423,1787266],[172689,1023193,1791207],[175828,1033176,1541343],[176380,418646,418700],[177031,602048,602296],[178296,178350,599690],[178958,282145,807453],[179293,605178,1041424],[182097,812095,1823561],[185998,615089,826333],[186264,615177,1321138],[186992,439546,1071124],[189311,832388,1326265],[189393,621568,621578],[189489,442441,442659],[190900,443166,1075129],[192568,1078001,1849721],[194780,1083035,1599457],[194834,303224,305602],[195183,631483,1855006],[195763,305721,856031],[196119,847587,1086699],[197083,854066,854076],[197179,639905,640123],[201875,203753,465837],[203699,1104511,1620933],[204682,466089,1107553],[208847,323501,323555],[208981,468195,468443],[210246,210300,666106],[210908,325346,883587],[211243,471325,1124545],[212553,886460,886470],[213763,674355,674603],[218690,1142623,1910562],[222604,1153247,1670842],[222658,498408,500786],[223266,1158017,1670765],[230147,703914,1941825],[230809,927220,1945766],[233948,357108,712060],[234500,520209,520263],[235222,716620,1451832],[235551,717031,717041],[236209,236427,524499],[236693,524561,1197471],[239016,948730,1196785],[239487,527684,527932],[242880,368561,964968],[245377,370594,373298],[246529,246583,745449],[246788,373872,973441],[247164,964579,964589],[248374,743331,743579],[253254,549956,1230479],[253403,255751,552851],[255573,980517,1489783],[257162,553576,1234484],[259218,261096,391286],[261042,1242390,1759572],[273308,1269828,2028451],[275520,1274862,1791284],[275574,410249,412627],[275923,790123,2033736],[276503,412746,782173],[277919,588832,591536],[289587,430526,430580],[290986,291040,611030],[291648,432371,821129],[293183,293193,826256],[294161,617573,1325807],[294242,294490,618242],[297372,1070735,1070745],[301301,301519,445055],[301785,445117,1087385],[304579,447310,450317],[313181,313399,645628],[313665,645690,1359843],[313783,316459,648813],[315988,1103289,1359157],[320001,322349,469889],[336547,489087,886849],[339044,491120,493824],[340196,340250,676473],[340455,494398,895322],[342041,688031,691038],[344738,913145,2155055],[352885,354763,511812],[354709,1437620,1945843],[361004,361014,719643],[368819,529871,1212991],[368900,369148,530540],[382223,748743,1489325],[382304,382552,749412],[385434,1230090,1230100],[389965,392641,557720],[408326,408544,578908],[408810,578970,1005749],[411604,581163,584170],[427026,429374,603742],[445389,445399,624096],[460299,460309,859899],[489345,676542,1128686],[489426,489674,677211],[510491,513167,704391],[579242,579252,782736] ] cell #1513 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [367841],[371078],[394017],[437172],[438826],[447229],[470373],[473249],[488367],[491604],[501139],[514543],[522031],[531222],[532876],[547582],[549012],[549236],[553335],[556505],[557639],[561037],[571025],[572679],[581082],[589316],[592192],[604226],[607102],[613761],[622274],[625445],[629883],[634636],[636290],[643160],[644248],[648732],[652351],[653781],[654005],[668702],[677893],[679547],[686816],[687950],[694253],[695683],[695907],[703176],[704310],[707708],[715420],[724110],[732147],[734507],[737678],[746259],[747966],[752738],[756615],[757703],[761053],[765806],[767236],[767460],[780914],[784085],[788523],[793276],[794930],[801800],[802888],[810991],[812421],[812645],[819914],[824446],[828981],[833913],[835001],[835725],[842297],[844375],[845805],[854772],[857287],[865796],[869285],[872403],[877934],[879022],[893539],[894969],[901576],[903936],[907107],[914578],[917395],[926044],[927132],[930482],[936665],[943284],[944461],[945329],[951516],[956264],[960827],[961196],[962284],[971658],[973088],[974385],[981673],[983130],[990426],[993934],[997423],[1012643],[1021027],[1023105],[1024535],[1028695],[1033502],[1044526],[1048015],[1051133],[1057752],[1064552],[1066358],[1066450],[1066945],[1077544],[1078412],[1082495],[1084599],[1094279],[1099020],[1103971],[1106075],[1115386],[1127647],[1142535],[1147098],[1147467],[1148555],[1152707],[1157929],[1159359],[1176697],[1180205],[1183694],[1191023],[1192089],[1192719],[1203851],[1203943],[1204438],[1208909],[1225713],[1225805],[1230771],[1241850],[1269371],[1270239],[1274322],[1276426],[1280680],[1286106],[1307213],[1319474],[1321527],[1332469],[1333099],[1354461],[1355091],[1371281],[1399081],[1399173],[1399668],[1404139],[1437080],[1463183],[1485045],[1528845],[1529475],[1567657],[1658413], [49633,1245977],[61088,1327171],[79229,1160656],[82478,1453114],[86661,1468827],[91775,1490689],[98694,1258772],[110243,1583740],[114456,1594396],[118639,1344818],[120725,1615872],[124908,1631585],[129278,1131600],[133461,1664057],[138575,922167],[149456,1723009],[150673,1468332],[153669,1215905],[156999,1743855],[157740,1745137],[161212,1754511],[165395,1002195],[167372,1007711],[171585,1786223],[175768,1541194],[177854,1036017],[182037,1823412],[190199,1845314],[193121,1597970],[194338,1338638],[195703,1096091],[196672,1089347],[201487,1869712],[205591,1878679],[206332,1879961],[206808,1631090],[209804,1119138],[217949,1909280],[219166,1663562],[222162,1411135],[225492,915688],[226233,700006],[229705,1940782],[233888,936889],[240122,1966549],[240863,1198258],[242152,1213860],[244870,1209403],[246087,1975934],[256461,1751599],[258830,1999278],[259383,1758085],[260600,1502156],[262934,995716],[263675,771559],[270939,2024044],[273861,1789797],[275078,1535014],[276443,1014455],[277412,1281174],[278629,1540699],[282227,807372],[286331,2057409],[287072,2058691],[287548,1822917],[290544,1056664],[294677,2078768],[296420,1326676],[299296,1071910],[300314,1342425],[302924,1337770],[305214,2090793],[305955,856515],[311179,2100178],[317094,1875409],[317835,1360630],[321842,1371775],[325428,883506],[333789,2135978],[334530,1137787],[335819,1129555],[338537,1404633],[339754,2145363],[342676,1669355],[343893,1417322],[350128,1937870],[352497,2168707],[353050,1944356],[354267,1697386],[356601,935235],[357342,712544],[357818,1703071],[361710,1197390],[362844,1456688],[369335,2195506],[373954,973360],[379872,2207531],[380613,1222092],[382739,1988636],[384482,1490194],[387358,1231265],[390986,1501288],[399241,2015989],[401702,2237408],[403445,1258277],[406321,1013731],[407062,1783311],[407339,1256379],[409949,1534146],[412239,2249433],[412980,782657],[416987,1287194],[418204,2258818],[424119,2054139],[424860,1297902],[428867,1568151],[432453,821048],[433006,1828710],[434223,1580840],[446095,1087304],[453720,2303824],[455463,1344323],[458339,1095367],[459080,1866432],[461005,1359762],[462139,1619446],[465537,1623627],[479167,2127997],[479908,1384464],[482236,1130732],[483370,1387319],[484077,1654922],[487873,1906010],[489861,2342177],[494480,895241],[498108,1410267],[500398,2354202],[503265,2158065],[505008,1421035],[507884,1169401],[508625,1439184],[511512,1696518],[518550,1449952],[535232,2391702],[540145,1215037],[541279,1474125],[541986,1740243],[545782,1986038],[564130,2227041],[565873,1507841],[568749,1254722],[569490,1243954],[570608,2017809],[572661,1781413],[579948,1005668],[587573,2437677],[594858,1290847],[595992,1550837],[596699,1562691],[599390,1815454],[600495,1308670],[610730,1573785],[623062,2292484],[624017,1591484],[634219,2093943],[636272,1864534],[656361,2493265],[661274,1377409],[662408,1636883],[663115,1366315],[665806,1897090],[666911,1116843],[667677,1898800],[670432,1904944],[676173,1656099],[681903,2512228],[693836,1432129],[695889,1691217],[722703,2190242],[725540,1460869],[725812,1719739],[726519,1459692],[736653,1978828],[739408,1984972],[745149,1741420],[754232,2405106],[765389,1236899],[767442,1495987],[773235,2017683],[776107,1525349],[800775,1562599],[803530,1817768],[815001,2600290],[826938,1839079],[831848,2080925],[833544,1328973],[835707,1589586],[847093,2093817],[849965,1611911],[862959,2313470],[876909,1366223],[879664,1625941],[888317,1654830],[915194,1691847],[943192,1712529],[948236,2190116],[949412,1459600],[952256,1718673],[966436,1740151],[979977,2214023],[995222,1496617],[1007217,1782043],[1065182,1838953],[1071416,1590216],[1088853,1865164],[1102795,2313344] ] cell #1514 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [66490],[67133],[67303],[82734],[90313],[91046],[93731],[93901],[110819],[114712],[116366],[116536],[120026],[123446],[124179],[140531],[140701],[145394],[146481],[149106],[150032],[151979],[160513],[171841],[173495],[173665],[180575],[181308],[188079],[188471],[191309],[191550],[192610],[193697],[202616],[214974],[217599],[218525],[220472],[224072],[224242],[229006],[237678],[237919],[244359],[249585],[254341],[254733],[259959],[268819],[269211],[272049],[272290],[273350],[274437],[277062],[279935],[283356],[303011],[309059],[309451],[314650],[314891],[321331],[326557],[331345],[331586],[332886],[338026],[340864],[341105],[343252],[348008],[348400],[353626],[374530],[377428],[377669],[378969],[391073],[397121],[397513],[404430],[404671],[410036],[416476],[421675],[421916],[423216],[428356],[433582],[444108],[445282],[451774],[456448],[456689],[465624],[476723],[476964],[478264],[483732],[495056],[498195],[505993],[506234],[511599],[518039],[524726],[529348],[529589],[529900],[530847],[541641],[554518],[566858],[567099],[579135],[585627],[590542],[596354],[599477],[610817],[615394],[617602],[618549],[624063],[624202],[645855],[650477],[650718],[662770],[665893],[676260],[676571],[677518],[697247],[713770],[716649],[719610],[719749],[726174],[726609],[745236],[746564],[748772],[749719],[768800],[777189],[782703],[782842],[809358],[826223],[829286],[829374],[846439],[851047],[856905],[859866],[860005],[885492],[889178],[896038],[919148],[938229],[944947],[956569],[967297],[974352],[977503],[999176],[1008104],[1025169],[1038735],[1066912],[1075436],[1078030],[1089740],[1121856],[1142840],[1163774],[1201017],[1204405],[1249095],[1269857],[1321314],[1330303],[1399635],[1452235],[1582576] ] cell #1515 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [200076],[201808],[236199],[236815],[253393],[259151],[294246],[301291],[301907],[303129],[305535],[313171],[313787],[319991],[352818],[368904],[370584],[373288],[382308],[389353],[389969],[391191],[408316],[408932],[410154],[412560],[417640],[427016],[442431],[445045],[447314],[450321],[465742],[468199],[469879],[473902],[489430],[491110],[493814],[498313],[500719],[509879],[510495],[511717],[519203],[524489],[527688],[530544],[552841],[556626],[557724],[576284],[578898],[581167],[584174],[588822],[591526],[599595],[602052],[603732],[607755],[610935],[618246],[622395],[624242],[639895],[645618],[648817],[652071],[666011],[671160],[674359],[676378],[677215],[685766],[688035],[691042],[699512],[703297],[704395],[712050],[719789],[723830],[740136],[743335],[745354],[749416],[756311],[771065],[776886],[778934],[781035],[782163],[782882],[792598],[804258],[807457],[810711],[821133],[826582],[833609],[850744],[852792],[854893],[856021],[860045],[880392],[883591],[886839],[889218],[891871],[893259],[895326],[905904],[918845],[920893],[925740],[942904],[952984],[964958],[967337],[969990],[971378],[973445],[998873],[1000921],[1005312],[1005753],[1010400],[1012339],[1038775],[1041428],[1064470],[1071114],[1075133],[1086948],[1087389],[1092036],[1093975],[1107543],[1121896],[1124549],[1128693],[1129175],[1132452],[1166070],[1197034],[1197475],[1201057],[1212998],[1213480],[1216757],[1230469],[1234488],[1251391],[1256297],[1292567],[1321354],[1325814],[1326296],[1342343],[1359406],[1359847],[1363429],[1379129],[1423932],[1451839],[1456606],[1461469],[1484872],[1489332],[1489814],[1510738],[1582815],[1585238],[1602751],[1614597],[1619364],[1705968],[1714049],[1724507],[1742930],[1794578],[1840325],[1849728],[1910778],[1970945],[2028458],[2140374] ] cell #1516 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [201803],[253320],[259146],[305530],[312223],[312308],[313731],[319918],[352813],[362011],[362096],[373215],[381396],[388490],[389913],[412555],[426943],[438047],[439918],[444912],[446396],[446481],[450265],[467287],[493741],[500714],[509016],[510439],[524356],[524984],[530423],[532097],[533968],[550328],[573771],[578765],[580249],[580334],[584118],[591453],[601140],[618125],[624314],[627770],[628398],[637382],[645485],[646113],[655097],[671027],[671655],[677094],[678768],[680639],[685633],[690986],[696999],[719861],[740003],[740631],[749295],[758940],[759568],[768552],[776765],[778801],[782954],[786410],[787038],[792477],[796022],[804125],[804753],[813737],[846191],[850623],[852659],[860117],[864613],[880259],[880887],[889290],[891750],[905976],[909432],[910060],[918724],[920760],[928369],[928997],[937981],[952851],[954335],[963159],[967409],[969869],[998752],[1000788],[1010472],[1024921],[1031389],[1038847],[1041307],[1043343],[1058989],[1059617],[1068861],[1075012],[1075706],[1076518],[1092108],[1107410],[1121968],[1124428],[1126464],[1132524],[1139122],[1140606],[1149430],[1166142],[1187059],[1194432],[1195244],[1201129],[1202003],[1202121],[1216829],[1223427],[1228216],[1234367],[1251463],[1260688],[1267533],[1268345],[1292639],[1299237],[1321426],[1323630],[1323748],[1331341],[1346734],[1356804],[1357616],[1363501],[1379201],[1385799],[1389662],[1397233],[1397351],[1423446],[1424004],[1451735],[1454481],[1461541],[1476468],[1484944],[1487148],[1487266],[1510252],[1510810],[1520124],[1527717],[1553180],[1582714],[1585310],[1592775],[1602823],[1606686],[1614493],[1617239],[1639226],[1682496],[1706040],[1713945],[1720976],[1724579],[1742829],[1766801],[1794650],[1839287],[1840224],[1846845],[1849624],[1910850],[1961231],[1970844],[2028354],[2077083],[2140273] ] cell #1517 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [63781],[67870],[70379],[86611],[91725],[94468],[95050],[101387],[103896],[107985],[113856],[115412],[120125],[121681],[123647],[124858],[133411],[136154],[136736],[141268],[141850],[143777],[145493],[146046],[146682],[148966],[156509],[160612],[162168],[170985],[172541],[174507],[175718],[180776],[181987],[185312],[187307],[187939],[188570],[191232],[192709],[193898],[200151],[202181],[202817],[205101],[214539],[215175],[215651],[217459],[221562],[223118],[229105],[230661],[232627],[236890],[237601],[238447],[243195],[244458],[249150],[249786],[250262],[254201],[254832],[260160],[268679],[269310],[269863],[270499],[271972],[273449],[274638],[276922],[282921],[283557],[284033],[285841],[301982],[303539],[308919],[309550],[310103],[310739],[314573],[315419],[321430],[323095],[326122],[326758],[327234],[331268],[332114],[332746],[336862],[338125],[343453],[347868],[348499],[349052],[349688],[353827],[367488],[374731],[377351],[378197],[378829],[388135],[391601],[396981],[397612],[398165],[398801],[409007],[410564],[416575],[417764],[421598],[422444],[423076],[428455],[430120],[433783],[437802],[443968],[448736],[451873],[463646],[466783],[474026],[476646],[477492],[478124],[495257],[498723],[512127],[518138],[519327],[519803],[522160],[522729],[529271],[531852],[533861],[538018],[548212],[550221],[554378],[559146],[582589],[585726],[592969],[607879],[611345],[615317],[615473],[615777],[625574],[626143],[628235],[643289],[643858],[645950],[654990],[678523],[680532],[684689],[689457],[705817],[716497],[717433],[727706],[728010],[746643],[746947],[759405],[784214],[784783],[786875],[795915],[813630],[826093],[837698],[857689],[897135],[897439],[909897],[928834],[1016428], [27910,105476],[36292,127601],[40302,138525],[46266,152774],[51349,165345],[56326,280891],[56362,177254],[56744,178810],[59064,184730],[64363,195653],[70547,324092],[70583,209204],[70965,210760],[72679,330557],[72715,213986],[75862,221267],[77469,225002],[80945,233838],[84178,365300],[84214,239710],[85400,242063],[87570,246640],[88680,376640],[88716,248597],[95385,262444],[98069,268047],[101969,276393],[108189,289944],[108571,291500],[110507,437465],[111496,296331],[112535,298174],[113979,300857],[116156,449685],[116192,304802],[118014,308287],[122425,464595],[122461,316682],[131014,333377],[132200,335730],[134370,340307],[135480,497166],[135516,342264],[142185,356111],[144736,522063],[146169,363387],[148840,367873],[149720,531515],[150709,370989],[151748,372832],[155405,379460],[157263,547875],[158252,384393],[159291,386236],[162912,560095],[162948,392864],[168625,403356],[169664,405199],[171108,407882],[173285,583538],[173321,411827],[175143,415312],[179590,423707],[187813,438858],[191952,625477],[193385,447772],[197925,455374],[198964,457217],[200871,643192],[201751,644541],[202304,462682],[205855,652644],[206844,470284],[207883,472127],[211540,478755],[214662,483913],[217333,488399],[218213,678186],[219202,491515],[220241,493358],[223898,499986],[226745,504919],[227784,506762],[231405,706766],[231441,513390],[240386,724403],[243701,532908],[249273,541822],[253443,747998],[254075,549268],[256497,553246],[258214,756647],[259094,757996],[259647,558182],[262001,562283],[264187,565784],[265226,567627],[268553,572711],[272692,784117],[274125,581625],[278665,589227],[279704,591070],[283044,596535],[286595,811284],[287584,604137],[288623,605980],[292280,612608],[298680,833945],[300073,623928],[305478,844668],[308793,636322],[317358,649275],[319160,652981],[320041,869317],[320673,654037],[323731,659147],[326245,662951],[334053,893832],[337368,679579],[342940,688493],[347742,695939],[350164,699917],[351881,926076],[352761,927425],[353314,704853],[355668,708954],[357854,712455],[358893,714298],[361611,945361],[364351,724740],[367611,726355],[373338,961228],[380136,971951],[386742,752770],[388383,756744],[389083,757313],[396855,767492],[399277,771470],[405705,1012675],[407098,782568],[412503,1023398],[415818,794962],[424383,807915],[426185,811621],[427066,1048047],[427698,812677],[430756,817787],[433270,821591],[439811,834042],[440511,834611],[443842,835757],[445996,1078444],[457723,1094311],[459116,856426],[460906,857319],[467118,867962],[467124,868266],[479431,884049],[482137,1131632],[484877,894169],[488137,895784],[493864,1147499],[500662,1158222],[507268,922199],[508909,926173],[509609,926742],[517381,936921],[521658,943316],[524815,950193],[524821,950497],[540046,1215937],[542786,972288],[546046,973903],[554727,985827],[568133,1002227],[573664,1012772],[574364,1013341],[577695,1014487],[579849,1270271],[591576,1286138],[594759,1036049],[600971,1046692],[600977,1046996],[614733,1065024],[618576,1072243],[629784,1338670],[637275,1094408],[637975,1094977],[641306,1096123],[661175,1119170],[668329,1129587],[671486,1136464],[671492,1136768],[686717,1411167],[701398,1172098],[716655,1191437],[725441,1198290],[737305,1213892],[740462,1220769],[740468,1221073],[760954,1502188],[773373,1256851],[777216,1264070],[788424,1535046],[832500,1326708],[847231,1342897],[851074,1350116],[865697,1360662],[886084,1386667],[930383,1697418],[948374,1457160],[964203,1473473],[980629,1490226],[1070359,1587855],[1102933,1619918],[1229714,1747970] ] cell #1518 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [27446],[35889],[39259],[42175],[49797],[53339],[55273],[58661],[58818],[61252],[65915],[68737],[73440],[73709],[76030],[78686],[79393],[80620],[83503],[86825],[89441],[89710],[91939],[93032],[96602],[98493],[98858],[98967],[99237],[105563],[105832],[106343],[110384],[111660],[115481],[118438],[118803],[118912],[119182],[121750],[123237],[125072],[127688],[127957],[129314],[130063],[130303],[133625],[136510],[138374],[138739],[138848],[139118],[139832],[144862],[149597],[150873],[153705],[154454],[154694],[157140],[157877],[158416],[160186],[162237],[163349],[163724],[165194],[165559],[165668],[165938],[167513],[168789],[172610],[175932],[176311],[177890],[178639],[178879],[179018],[182201],[185086],[190960],[192078],[194374],[195867],[196813],[198089],[200682],[200997],[201398],[204622],[205732],[206469],[207008],[208168],[208778],[209840],[210589],[210829],[210968],[213355],[218090],[219366],[222198],[223187],[225633],[226269],[226909],[227091],[230730],[231842],[232217],[234052],[234431],[237421],[240263],[240899],[241245],[245011],[246224],[246709],[246848],[247966],[252042],[252526],[253287],[257905],[258025],[258340],[258741],[260636],[263075],[263711],[264351],[264533],[272818],[275114],[276607],[277553],[278829],[281737],[286472],[287209],[287748],[288908],[289518],[290580],[291569],[291708],[292681],[295148],[295632],[297028],[297148],[298806],[299437],[300971],[302513],[304171],[305125],[305991],[306155],[306337],[312194],[312275],[317871],[318640],[319885],[321983],[324938],[333930],[334566],[338678],[339891],[340376],[340515],[341633],[345422],[351572],[351692],[352007],[352408],[354303],[356742],[357378],[358018],[358200],[359178],[361982],[362063],[363501],[363831],[366857],[368353],[368574],[369806],[370290],[371806],[373182],[380013],[380649],[381245],[385210],[387499],[388457],[392233],[394053],[404053],[404173],[405831],[406462],[407996],[409538],[411196],[412150],[413016],[413180],[413362],[418341],[418826],[424896],[425665],[426910],[429008],[431528],[431963],[437896],[439338],[439559],[439885],[444439],[444879],[446367],[446448],[448216],[456071],[456191],[457849],[458480],[462796],[463126],[466152],[471101],[479944],[484027],[484357],[486237],[487383],[488879],[489100],[490332],[490816],[492332],[493708],[496155],[500309],[501175],[505736],[508025],[508983],[512759],[514579],[523883],[524323],[529927],[531946],[533935],[541936],[542266],[544146],[545292],[549748],[549969],[550295],[558626],[566601],[568890],[573191],[573412],[573738],[575176],[578292],[578732],[580220],[580301],[582069],[586591],[590044],[591420],[596649],[596979],[598859],[600005],[604954],[613797],[617629],[633216],[636802],[637023],[637349],[638787],[645012],[645452],[655064],[663065],[663395],[665275],[666421],[670554],[670994],[672946],[676598],[678617],[680606],[685600],[688937],[696419],[696640],[696966],[698404],[705297],[713272],[726469],[735766],[739530],[739970],[741922],[748799],[767972],[768193],[768519],[769957],[776269],[778768],[791856],[795989],[803652],[804092],[806044],[813704],[822035],[836237],[836458],[837685],[846158],[850127],[852626],[866725],[879786],[880226],[882178],[905195],[918228],[920727],[937948],[946838],[952378],[952818],[954302],[984366],[998256],[1000755],[1016415],[1024888],[1065378],[1068828],[1074516],[1075498],[1101397],[1107377],[1140573],[1191805],[1194224],[1228183],[1267325],[1320702],[1356596] ] cell #1519 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80602,232962],[99219,271310],[108113,290441],[119164,311550],[129267,331781],[130938,334427],[139100,350499],[142067,356476],[153658,377864],[155329,380510],[165920,399612],[167562,403405],[169546,406196],[177843,422111],[179514,424757],[196862,455423],[198846,458214],[209793,477159],[211464,479805],[212768,481100],[213094,483281],[225682,504968],[227666,507759],[240852,529784],[247379,539009],[247705,541190],[263124,565833],[265108,568624],[266425,569970],[281150,593722],[281476,595903],[297587,620208],[299486,623977],[306665,633581],[324351,660138],[324677,662319],[330816,670084],[345614,693198],[364524,722065],[365559,723414],[366596,725723],[376899,739060],[385649,751378],[394727,764751],[402078,775469],[436446,826777],[441558,832906],[449944,843679],[454096,849327],[463819,862321],[464854,863670],[497425,908489],[522393,944300],[535608,960189],[551968,981035],[560354,991808],[583797,1022409],[587949,1028057],[625807,1077383],[643522,1098859],[656737,1114748],[682279,1146460],[707025,1178079],[756977,1236738],[784447,1269210],[815377,1306575],[834275,1328812],[926406,1431968],[1013005,1525188],[1094641,1611750], [16341,70228,208760],[24017,93666,258007],[24584,94920,261925],[27513,176293,176893],[28828,107834,289500],[30430,113032,297130],[34927,123982,318862],[35071,124083,319084],[39292,221813,222151],[39859,223822,224600],[41111,140466,351674],[41678,141720,355592],[42242,143626,234413],[43608,147896,364053],[43752,147997,364275],[45754,151955,371788],[48953,159498,385192],[49584,160917,388287],[49593,161109,388703],[50814,163757,394006],[53202,170161,404155],[53372,270114,275067],[55255,174842,276863],[55399,277235,277602],[57699,181111,425887],[57843,181212,426109],[58851,183928,290533],[59418,185182,292204],[60162,295370,296158],[61039,189904,439715],[61048,190096,440131],[63632,194529,448438],[65778,199461,456173],[65948,194327,310354],[67721,203448,463348],[68669,205466,467072],[69867,208090,471083],[73204,216389,484579],[73348,216490,484801],[73422,219940,332687],[73566,333059,338727],[73742,216852,334519],[75350,220448,492314],[75981,340692,341372],[75990,222059,340829],[78549,226222,505718],[78719,349303,354256],[79180,229410,508813],[79189,229602,509229],[80410,232250,514532],[80746,233063,356791],[81879,235641,521057],[82375,362309,363171],[83435,239997,524769],[85735,241890,370028],[86621,245279,534181],[89205,251000,542488],[89349,251101,542710],[89423,151447,378770],[89567,245060,379142],[89743,251463,380602],[90849,252264,384220],[91735,255653,550541],[94319,260791,558848],[96465,263664,566583],[96635,260589,398416],[97768,97797,403183],[98645,270644,573568],[98654,270836,573984],[98918,404258,410935],[98927,274975,404395],[99363,271411,406511],[101238,275269,582291],[102186,277287,413538],[103384,175350,590026],[105327,178254,597201],[105545,288322,423017],[105689,423389,429057],[105865,285234,424849],[106275,286206,600925],[107473,288830,604936],[108104,290249,431702],[109334,185119,613750],[109754,293659,614687],[110118,437832,438762],[114353,300641,446694],[117001,305944,633198],[117713,117742,455201],[118590,310884,637179],[118599,311076,637595],[118863,303910,456276],[118872,194235,456413],[119308,311651,458529],[120622,312521,462466],[123270,317824,467034],[124868,322251,655310],[127452,210204,663617],[127670,207582,478065],[127814,322032,478437],[127990,328435,479897],[128679,329308,667728],[128718,480939,488724],[129175,129209,483697],[130235,333664,671440],[130570,338412,484898],[130929,334235,487122],[132535,335557,490554],[133421,338946,680852],[136005,222353,689159],[136543,136928,501128],[137649,137678,504746],[138535,226164,697212],[138799,505821,512498],[138808,354164,505958],[139244,350600,508074],[141119,354458,705519],[143265,357331,713254],[144017,520886,520960],[149331,367777,531882],[152625,246487,735988],[153070,375391,736704],[153109,368198,538848],[153566,153600,541606],[154626,379747,740416],[154961,244745,542807],[155320,380318,545031],[156874,381181,549172],[160168,256832,554319],[160312,387548,554691],[164469,164498,565611],[165355,263606,768765],[165619,391972,566686],[165628,260497,566823],[166064,399713,568939],[166883,400684,773327],[166928,407625,570079],[166997,400762,570299],[167247,167250,572615],[171482,407666,580547],[174130,412969,791838],[175728,277821,796235],[177294,593561,601346],[177751,177785,596319],[179146,428742,597520],[179505,424565,599744],[181997,429276,813950],[184581,290944,822257],[189124,441085,831899],[189163,439183,620047],[190570,190599,623755],[191745,302495,839872],[195663,305886,846404],[196183,452702,847185],[196228,300600,633690],[196297,452780,633910],[196547,196550,636226],[200664,315086,642854],[204573,465891,650305],[204582,317732,650442],[209244,467493,659977],[209701,209735,662735],[211096,321717,663936],[211455,479613,666160],[212510,212513,667631],[214026,669923,671861],[217824,488303,678553],[221118,340154,905417],[225048,509188,693307],[225117,502325,693527],[225367,225370,695843],[233848,357273,938194],[237403,238114,719607],[239080,526239,948328],[239125,363130,722174],[239194,526317,722394],[239750,525190,723253],[240760,240794,726139],[242112,370250,956534],[247121,247124,736607],[248637,738899,740837],[252438,546856,746324],[252486,384442,746529],[255386,551495,980028],[255425,549593,751217],[257015,387233,754456],[262490,388662,764860],[262559,563190,765080],[262809,262812,767396],[268093,573943,775578],[268162,572303,775798],[272485,409520,1018602],[276403,412911,1025134],[295544,617158,829046],[295592,296380,829251],[297329,297332,831802],[298220,440090,833015],[298289,621192,833235],[299171,299174,835661],[300225,446278,1077727],[304842,628604,843518],[308333,637554,849436],[308402,635914,849656],[312105,462050,856602],[312738,459869,857359],[316052,647368,1102887],[316097,462425,862430],[316166,647446,862650],[316722,646319,863509],[335779,490776,1142805],[342304,908328,910266],[360574,360577,943146],[361893,362755,944644],[362526,523413,945401],[370202,729391,956329],[372878,534140,960298],[372947,733425,960518],[381278,546527,974190],[383606,748328,977175],[385391,385394,979931],[386282,550500,981144],[386351,752362,981364],[392904,759774,991647],[407250,580131,1269554],[411867,787244,1022248],[415358,796194,1028166],[415427,794554,1028386],[436045,436117,1064670],[437929,616829,1066750],[446911,626827,1078484],[469497,869647,1110888],[472173,655269,1114857],[472242,873681,1115077],[490728,898820,1142600],[493404,680811,1146569],[493473,902854,1146789],[513430,929203,1177918],[531979,729062,1204243],[536887,961558,1210574],[580764,785467,1270311],[603350,1048377,1302715],[606026,813909,1306684],[606095,1052411,1306904],[678650,898491,1399473],[683558,1147829,1405804],[798941,1286468,1547330] ] cell #1520 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [183364,432117],[183648,608953],[215885,487537],[216572,675107],[232371,516333],[250496,545446],[251183,744083],[266802,773840],[267574,573482],[270243,577279],[284267,600159],[284954,808205],[307042,847698],[307814,637093],[310483,640890],[327468,666575],[328155,884339],[328867,886069],[330158,671342],[345991,915799],[346763,696710],[349432,700507],[364901,948841],[374950,964188],[376241,740318],[395104,995827],[395876,768263],[398545,772060],[401164,776233],[402455,1007822],[419197,1035626],[420488,804440],[440644,1070344],[441935,1072021],[443495,836528],[453182,850091],[454473,1089458],[464196,1103400],[474245,1118747],[475536,880574],[482486,1131209],[502727,918192],[526719,1197867],[528872,953166],[535985,1209514],[540395,1215514],[551054,1229699],[552345,1231376],[563592,998220],[588326,1281285],[615961,1322201],[622524,1074480],[630133,1338247],[647848,1360239],[657114,1371886],[682656,1404744],[687066,1410744],[717201,1191697],[728194,1463857],[747131,1485719],[761303,1501765],[788773,1534623],[815754,1568262],[868450,1626615],[897623,1659087],[930732,1696995],[950681,1719347],[1047180,1818442],[1136952,1905618],[1221257,1985646], [35861,208183,473770],[50029,258542,555637],[50851,163197,394287],[56189,417508,418841],[58633,288923,607623],[61975,299008,619486],[63994,449286,638802],[68970,205896,467939],[69028,319280,651020],[76426,496170,496767],[77248,344163,345270],[79625,352209,702308],[80447,231690,514813],[81536,359193,519071],[83736,240427,525636],[84402,365970,720749],[86885,534694,741388],[93102,258494,555281],[93386,389209,755248],[94681,559696,769972],[99581,406033,778126],[101600,575191,583139],[102487,414281,414839],[102545,586057,587035],[106576,286636,601792],[106634,426305,809660],[108549,432165,609389],[109371,292529,434493],[109907,436528,826353],[111730,298960,619130],[112752,442287,830427],[113896,625615,847301],[115714,305062,629050],[115748,448850,852070],[119526,458051,851984],[121983,316942,646765],[123094,650001,866740],[123391,319625,651465],[125132,655823,881644],[125751,323914,658674],[130536,334094,672307],[130871,485641,492885],[131202,486496,890178],[131647,487585,675543],[133685,672412,681365],[134788,341787,495636],[135072,496331,685044],[139902,352161,701952],[140186,509735,924677],[141481,698419,706367],[142368,356906,516402],[142426,515988,710263],[144320,521399,942708],[145016,523325,524315],[146086,522201,948444],[146426,366315,721194],[149012,531333,964283],[150943,372607,731363],[154927,380177,741283],[155262,372359,543550],[155593,544405,968297],[156038,545494,744519],[158486,386011,750300],[159867,753694,983832],[160652,756785,995430],[162470,393124,760220],[162504,559260,1000199],[167036,570381,1005083],[168859,405985,777770],[169262,411350,574657],[169847,406626,577348],[169881,576140,1009157],[170240,576934,781164],[171025,773443,784255],[172843,412087,787690],[172877,582703,778212],[174251,414770,586211],[179112,421260,805405],[179447,598263,605507],[180223,600207,808641],[180520,426650,810105],[182261,805510,814463],[182880,430939,817314],[185626,826168,826238],[186765,616998,618038],[187985,437283,1070439],[188610,834083,1071624],[191236,306606,1086604],[192232,444871,626739],[193642,449535,841459],[196336,633992,1086719],[198159,458003,851628],[198562,304325,638268],[199147,458644,640959],[199181,639751,1090793],[199540,640545,855022],[200524,857457,1097747],[201151,459781,645444],[202221,643330,1103003],[202561,464445,861450],[204214,649565,1106821],[205147,652462,1118842],[207078,471902,871619],[211062,476308,881539],[211397,471654,664679],[212173,666623,884775],[212813,668070,1128979],[212882,668211,886630],[213509,214579,670986],[214919,486841,890623],[215395,492816,672566],[217505,678004,886164],[219436,493133,900792],[223420,342524,910712],[226979,348539,919729],[227382,512913,697885],[227967,508189,700576],[228360,700162,923123],[229145,915402,926214],[230963,513650,929649],[230997,705931,920171],[234731,359076,941558],[236055,718546,719625],[237263,945499,1193891],[237605,364465,1196690],[238493,724221,1197962],[239233,722476,1196805],[242653,530336,729231],[244498,961366,1209117],[246942,537545,963811],[247424,737046,1213284],[247493,737187,964749],[248120,249190,739962],[249530,544750,968742],[250006,372290,741542],[252324,746370,1224543],[253027,546696,749208],[254247,547693,1229794],[254872,748136,1230979],[257316,553905,755199],[259904,559945,989588],[264421,397652,999757],[264824,392387,769438],[265409,569054,772129],[265802,771715,1003151],[266366,271976,1004968],[267505,268725,776678],[269350,1007425,1012813],[272972,578724,785379],[274382,583388,1020189],[278899,415087,1030358],[279887,280681,799599],[281264,801309,1036187],[281891,282961,804084],[283301,422490,1040180],[283777,605438,805664],[285887,811102,1035721],[287818,605755,1050349],[291802,610161,1060269],[295430,829092,1323229],[297632,832241,1326100],[297701,832382,1070905],[301147,624078,838811],[302355,1078582,1334271],[303585,844486,1338342],[306225,451913,1085893],[307745,308965,850536],[309590,1089061,1094449],[312172,856896,1353405],[313027,641793,859881],[314235,859334,1356263],[314577,463760,1359062],[315465,644359,1360334],[316205,862732,1359177],[318105,466306,866206],[321470,869455,1371489],[324465,877443,1119308],[325092,326162,880218],[326502,477538,1123301],[326978,471585,881798],[329722,331272,889054],[330930,888851,1131770],[332160,893650,1131304],[336320,677007,898660],[338165,1147637,1404347],[340609,684216,1150082],[343197,497016,1155013],[346694,347914,918637],[353571,706616,1175859],[358088,518178,1186028],[361960,944938,1453513],[365673,949946,1198428],[367011,367528,952810],[368644,532749,1205258],[370088,956375,1464885],[374475,538064,1212418],[375805,377355,967173],[377013,966970,1216075],[378243,971769,1215609],[382048,550039,975205],[385694,980370,1489618],[385763,980511,1230260],[387879,553836,983986],[390417,987472,1497789],[391647,757814,1501860],[395807,397027,998665],[408172,782718,1017541],[409380,1270409,1530647],[410610,1023216,1534718],[413250,585766,1277720],[416615,1280888,1286276],[420052,421602,1038611],[428495,1048185,1567865],[433527,611391,1315128],[438699,439629,1067765],[443426,444014,1074925],[445227,627095,1334499],[446345,1078021,1594795],[450058,1083029,1338808],[450769,1083764,1600878],[460137,645800,1097975],[464968,1104505,1360800],[475100,476650,1121732],[489170,679420,1400488],[490614,1142646,1660115],[495001,684735,1407648],[497539,1153241,1411305],[498769,1158040,1410839],[510943,1173743,1693019],[512173,927243,1697090],[523681,524671,1194119],[528436,529275,1200893],[529891,728786,1464188],[546251,748763,1223846],[560468,1242384,1502326],[579080,785735,1530875],[580198,1269848,1786622],[583911,1274856,1535184],[584622,1275591,1792705],[615200,615321,1321120],[616553,617593,1322532],[676562,898215,1659418],[691490,1416487,1926418],[707139,1437614,1697556],[716568,716640,1451666] ] cell #1521 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [284875],[291422],[328076],[335005],[349887],[357577],[381088],[399000],[406821],[419742],[424048],[431943],[432935],[458839],[474790],[479096],[481347],[483031],[487363],[487802],[502356],[516139],[527264],[539256],[540940],[545272],[545711],[561632],[563221],[570537],[571566],[572334],[577085],[593409],[599985],[620455],[621223],[630678],[634148],[635177],[635945],[640696],[648393],[652892],[658411],[659825],[666401],[667447],[669302],[669771],[687611],[691943],[694794],[700313],[708303],[722632],[723101],[724651],[732688],[733456],[736423],[738278],[738747],[751625],[752393],[756810],[757215],[761848],[766347],[771866],[774181],[789318],[793817],[794585],[799336],[802400],[811532],[817051],[825041],[827909],[831618],[834108],[834513],[835542],[842897],[843366],[848039],[862888],[863357],[868030],[868340],[872944],[873712],[878534],[894080],[902117],[902885],[907707],[908176],[916140],[926239],[926644],[931277],[935776],[941295],[943945],[950261],[950571],[952116],[955192],[958901],[972199],[976038],[979747],[983671],[985898],[991026],[991495],[996168],[1012838],[1013243],[1014272],[1021627],[1022096],[1026769],[1046760],[1047070],[1051674],[1052442],[1057264],[1065164],[1072314],[1073468],[1077028],[1094474],[1094879],[1095908],[1098504],[1099991],[1106675],[1109751],[1113460],[1136532],[1136842],[1138387],[1141463],[1145172],[1169942],[1172169],[1177297],[1177766],[1182439],[1191578],[1191766],[1199481],[1220837],[1221147],[1222692],[1226466],[1232823],[1236383],[1237870],[1255263],[1256991],[1264141],[1265295],[1268855],[1298502],[1301578],[1305287],[1328457],[1339861],[1343037],[1350187],[1351341],[1354138],[1366976],[1385064],[1386808],[1386996],[1394711],[1428053],[1431613],[1433100],[1454246],[1457300],[1470113],[1473614],[1473802],[1481517],[1514859],[1524833],[1536237],[1550514],[1563352],[1587996],[1588184],[1595528],[1611395],[1620058],[1636560],[1649476],[1665343],[1676747],[1718376],[1734797],[1748111],[1748299],[1787355],[1803222],[1854055],[1874046],[1921068],[2003612],[2032785],[2173041], [113644,846885],[115334,456916],[125683,480383],[144842,722227],[145834,948028],[150432,542860],[162090,567326],[163188,569249],[170773,773027],[172463,404898],[182812,425335],[186571,831928],[192058,633743],[193050,637998],[200977,862483],[201783,863917],[201969,1102587],[204135,650945],[205887,660385],[206567,663989],[208250,1117384],[213335,668897],[214327,886933],[218925,484951],[223040,341332],[230583,506461],[231681,508384],[234663,358696],[240418,723661],[242459,736733],[247946,737873],[248938,965052],[252833,980057],[253549,981197],[256220,754509],[258320,764913],[259126,992055],[259312,769168],[267311,774491],[272798,570132],[273790,574387],[278388,413591],[279507,280613],[281717,801995],[282523,803429],[282709,1036490],[286627,593969],[287307,597573],[288990,1309211],[292520,433982],[298786,833068],[304151,638133],[305510,843926],[307551,848349],[312717,857412],[313972,1104051],[317023,865936],[319431,876989],[320147,1114910],[324918,878129],[325724,879563],[325910,1119611],[334085,670331],[336126,667757],[341613,495501],[342605,495366],[343652,345261],[346500,916450],[347216,917590],[351987,693360],[352793,1178326],[352979,697615],[356897,516267],[359260,1450493],[362505,945454],[366121,949492],[366837,951711],[367276,1199851],[372096,741400],[372224,543541],[373444,960351],[374250,962825],[380168,739307],[381830,974863],[390154,1241930],[392213,769303],[395613,996478],[396329,997618],[405811,775631],[406617,577213],[411176,574522],[412535,1022656],[414272,414704],[414576,586069],[418908,1287735],[420997,1037954],[426456,800855],[427172,1306737],[432749,1058293],[436684,1321186],[437713,1067630],[438481,1067423],[443232,1073778],[446890,1078537],[449491,844916],[450506,1082575],[451222,1084794],[457829,849489],[458635,640824],[459556,1097008],[466132,866071],[471391,881656],[471519,664670],[473545,658539],[476045,1121075],[485632,492750],[486647,888397],[492622,672424],[493970,1146622],[494776,1149096],[496972,1158470],[500694,908736],[508180,700441],[510680,1437160],[512739,697750],[516855,1183889],[520776,1451662],[522226,945524],[522631,1193977],[523100,1193152],[531763,1205123],[532531,1204916],[534719,961391],[537282,1211271],[544556,966516],[548123,975070],[553642,983844],[553770,755190],[559901,758244],[569045,771994],[580743,1270364],[583344,1023646],[584359,1274402],[585075,1276621],[587060,1286301],[591682,1028219],[592488,799464],[598254,605372],[605244,805522],[607398,817179],[609898,1312902],[614387,1320631],[615541,1322528],[615851,1067495],[625640,1078607],[626045,1334357],[626514,1333532],[629167,1083654],[643355,857482],[643760,1097833],[644789,650206],[655848,869480],[678434,1400353],[679202,1400146],[681390,1147662],[683953,1406501],[686100,1416377],[691227,1152787],[706572,927673],[715716,941423],[717504,1193102],[727774,1464184],[728084,1204988],[746711,1223842],[747021,974935],[748161,753719],[760337,987362],[784280,1270434],[784685,1530733],[785154,1529908],[787807,1275481],[814488,1048210],[837769,1333482],[857760,1096958],[859224,865080],[897203,1659414],[897513,1400218],[929766,1173633],[1016499,1529858] ] cell #1522 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1523 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [35854],[49806],[56182],[58626],[61261],[68738],[76203],[79402],[81529],[83504],[86834],[91948],[93033],[94994],[98867],[99140],[102255],[106344],[108326],[110385],[111661],[115482],[118812],[119085],[121751],[125081],[125669],[130304],[130639],[131151],[133634],[134719],[138748],[139021],[139833],[141794],[142136],[144863],[149598],[150874],[154695],[155030],[155542],[157141],[158417],[161272],[162238],[165568],[165841],[167514],[167553],[168790],[169193],[169615],[172611],[175941],[178880],[179215],[179727],[182210],[182798],[185256],[190259],[192079],[195876],[196814],[196853],[198090],[198493],[198915],[200998],[204795],[205733],[207009],[210830],[211165],[211677],[213356],[213401],[213470],[218091],[219367],[223188],[224035],[224674],[225634],[225673],[226910],[227313],[227735],[229765],[230731],[234061],[234649],[240264],[245012],[245748],[246710],[247967],[248012],[248081],[256122],[257084],[258341],[262138],[263076],[263115],[264352],[264755],[265177],[270999],[272819],[276616],[277554],[278290],[278830],[279655],[280599],[281738],[281783],[281852],[282408],[286473],[287749],[290604],[291570],[292417],[298807],[299438],[299477],[300972],[304172],[304286],[304572],[306156],[311239],[312852],[316452],[318036],[321984],[322720],[323682],[324939],[324984],[325053],[325609],[333931],[334590],[338679],[339415],[340377],[341318],[341634],[341748],[342034],[347282],[347351],[352008],[355805],[356743],[358019],[358844],[362640],[363502],[366858],[366903],[366972],[368293],[368575],[372550],[374135],[380014],[380673],[381697],[381979],[385954],[387500],[389034],[392234],[392348],[392634],[396395],[396464],[404884],[405832],[406463],[407997],[411197],[411311],[411597],[413181],[413785],[415030],[424920],[429009],[429745],[430707],[431964],[432078],[432634],[438348],[438630],[439278],[439560],[440462],[444440],[444814],[447025],[451288],[451357],[456902],[457850],[458481],[459350],[459724],[462797],[466153],[466267],[467588],[471845],[479968],[484028],[485145],[487384],[487498],[488819],[489101],[493076],[494661],[495579],[506447],[508026],[509560],[512760],[512874],[513160],[516921],[516990],[522894],[523268],[523884],[524258],[525285],[529924],[532398],[532680],[534512],[541937],[543054],[545293],[545407],[546284],[549688],[549970],[550872],[555224],[561767],[567312],[568891],[573131],[573413],[574315],[574600],[578293],[578667],[580878],[585141],[585210],[596650],[597767],[600006],[600120],[601441],[605698],[616586],[617626],[619073],[626308],[626682],[628699],[636742],[637024],[637926],[638211],[645013],[645387],[646414],[650931],[655641],[663066],[664183],[666422],[666536],[670555],[670929],[671956],[676595],[679069],[679351],[681183],[692078],[696359],[696641],[697543],[697828],[701895],[708438],[726470],[728819],[731306],[739531],[739905],[740932],[748796],[750243],[754703],[759869],[767912],[768194],[769096],[769381],[776266],[777713],[784948],[785322],[787339],[796566],[803653],[804027],[805054],[814281],[825176],[836177],[836459],[846735],[850124],[851571],[857676],[866149],[871562],[879787],[880161],[881188],[898248],[900735],[910361],[918225],[919672],[929298],[938525],[945718],[952379],[952753],[963460],[975148],[998253],[999700],[1025465],[1030301],[1050292],[1059918],[1065379],[1067708],[1074513],[1078801],[1085836],[1096974],[1149731],[1185971],[1191802],[1193118],[1205201],[1270628],[1277663],[1320647],[1333498],[1400431],[1529874] ] cell #1524 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [371796],[385200],[394043],[448019],[462929],[471091],[473200],[492322],[501165],[514569],[530062],[530256],[533732],[546616],[550092],[555560],[558429],[581872],[590034],[592143],[604944],[607053],[613787],[616918],[617764],[617958],[619409],[624438],[642153],[651385],[654861],[676733],[676927],[680403],[685871],[688740],[702231],[705100],[715371],[718906],[719985],[721114],[729151],[731642],[745786],[748934],[749128],[750579],[755608],[762549],[776404],[776598],[778049],[779039],[783078],[792310],[795786],[810025],[813501],[818969],[828508],[830787],[839171],[841379],[850262],[850456],[851907],[852897],[860241],[861370],[871898],[889414],[890543],[891583],[893034],[898580],[901071],[906100],[918363],[918557],[920008],[920998],[925037],[931978],[955791],[958070],[967533],[968662],[969702],[971153],[978916],[989508],[998391],[998585],[1000036],[1001026],[1009517],[1010596],[1017901],[1020109],[1030637],[1038971],[1040100],[1041140],[1042591],[1050628],[1062598],[1074651],[1074845],[1086172],[1091153],[1092232],[1107648],[1112629],[1122092],[1123221],[1124261],[1125712],[1142062],[1144341],[1154933],[1157424],[1159993],[1165187],[1166266],[1175779],[1186307],[1191940],[1193071],[1201253],[1209708],[1212338],[1231570],[1234200],[1245527],[1250508],[1251587],[1277999],[1281479],[1282980],[1304456],[1315048],[1317539],[1320551],[1322210],[1322444],[1333451],[1338256],[1341633],[1355443],[1360248],[1363625],[1372080],[1404938],[1407568],[1410753],[1440757],[1445738],[1451562],[1452527],[1453081],[1463866],[1464100],[1468794],[1485728],[1485962],[1490656],[1501774],[1529827],[1534632],[1538009],[1541161],[1568456],[1583470],[1593809],[1594363],[1615285],[1615839],[1631552],[1659096],[1659330],[1664024],[1697004],[1722739],[1743585],[1785636],[1786190],[1823379],[1909010], 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] cell #1525 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1526 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [726614],[730722],[763410],[827416],[829379],[840006],[870978],[875209],[896043],[900151],[913902],[932839],[943751],[954699],[956662],[975545],[977287],[977508],[982695],[986777],[988135],[993592],[1006146],[1008109],[1018736],[1029717],[1033948],[1049708],[1053939],[1063459],[1073193],[1076834],[1081990],[1087782],[1089745],[1098310],[1099498],[1104824],[1109258],[1111000],[1111221],[1130022],[1140970],[1142933],[1152202],[1153560],[1159017],[1161816],[1163558],[1163779],[1173048],[1174406],[1179863],[1189618],[1198988],[1207838],[1209580],[1210686],[1214327],[1224523],[1226272],[1231442],[1231663],[1236189],[1237377],[1241345],[1247137],[1248879],[1249100],[1265020],[1268661],[1273817],[1279609],[1281351],[1281572],[1290137],[1291325],[1301085],[1302827],[1303048],[1312317],[1319132],[1322202],[1323209],[1328263],[1329451],[1330308],[1337060],[1338248],[1339368],[1341110],[1351066],[1353944],[1360240],[1363102],[1366782],[1370210],[1371952],[1376699],[1377887],[1394218],[1395960],[1403068],[1404810],[1405916],[1409557],[1410745],[1421502],[1431419],[1432607],[1436575],[1444109],[1451573],[1452240],[1453086],[1453282],[1454052],[1460159],[1463858],[1464865],[1468799],[1469919],[1471107],[1481024],[1482766],[1484200],[1485720],[1490661],[1492969],[1500578],[1501766],[1504628],[1508308],[1524639],[1533436],[1534624],[1535744],[1537486],[1541166],[1547442],[1559478],[1563158],[1566586],[1568328],[1574263],[1582614],[1583481],[1584148],[1584566],[1594368],[1594564],[1595334],[1601441],[1611201],[1615844],[1616040],[1622917],[1631557],[1645524],[1659088],[1660095],[1664029],[1665149],[1666337],[1676254],[1677996],[1695808],[1696996],[1699858],[1703538],[1712916],[1722750],[1723417],[1723835],[1743596],[1744263],[1786195],[1786391],[1787161],[1793268],[1803028],[1823384],[1837351],[1848595],[1868586],[1909021],[1909688],[1910106],[2027325], 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] cell #1527 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [224797],[226325],[262239],[263767],[267284],[267842],[282184],[297969],[306047],[307524],[308082],[325385],[329837],[346473],[347031],[357434],[361417],[372069],[372627],[373911],[375920],[386031],[395586],[396144],[413072],[414549],[415107],[420167],[432410],[437004],[443205],[445156],[445802],[447597],[448965],[451037],[460712],[471364],[471922],[475215],[492595],[493153],[494437],[496446],[516112],[516670],[524600],[528551],[530677],[531054],[533289],[547414],[548719],[553615],[556212],[558007],[559375],[577058],[579009],[579655],[581450],[582818],[584890],[590307],[605217],[605775],[609068],[618379],[621981],[624256],[627355],[640669],[644080],[645729],[649100],[649680],[652183],[653488],[654418],[671271],[675222],[677348],[677725],[679960],[688318],[689686],[700286],[702883],[704678],[706046],[713535],[719803],[723942],[734214],[740247],[744198],[749549],[753151],[757535],[758525],[771839],[777019],[780621],[782896],[785995],[795343],[804369],[807740],[808320],[809123],[810823],[812128],[813058],[821416],[822784],[827830],[844207],[850877],[854479],[860059],[864198],[880503],[883874],[884454],[885257],[889232],[893371],[895609],[903643],[909017],[915999],[918978],[922580],[924093],[926964],[927954],[937302],[953095],[955113],[967351],[971490],[973728],[975959],[996027],[999006],[1002608],[1004121],[1006560],[1008022],[1014868],[1022937],[1033209],[1035783],[1036367],[1038789],[1042928],[1058574],[1072221],[1075266],[1088196],[1089658],[1096504],[1118904],[1119488],[1121910],[1126049],[1131366],[1131950],[1138707],[1141384],[1157761],[1160415],[1160764],[1162230],[1198024],[1198608],[1201071],[1208252],[1215671],[1216255],[1223012],[1245736],[1246085],[1247551],[1257263],[1258531],[1258880],[1280023],[1288768],[1321368],[1326930],[1327279],[1329865],[1343309],[1344577],[1344926],[1370624],[1375330],[1386396],[1388315],[1403482],[1451904],[1457572],[1457684],[1473202],[1475121],[1493383],[1516990],[1567000],[1582864],[1587584],[1603552],[1620330],[1716720],[1747699],[1872390], 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] cell #1528 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [304539],[312483],[314283],[316419],[342001],[362271],[368260],[381664],[382988],[390465],[392601],[411564],[413752],[438315],[439245],[444570],[446656],[450817],[459480],[467555],[468879],[485112],[488786],[495600],[510991],[513127],[523024],[524014],[525252],[532365],[536269],[543021],[549655],[554980],[573098],[574621],[578423],[580509],[584670],[597734],[601408],[602732],[618829],[624677],[626438],[628666],[636709],[638232],[645143],[646381],[664150],[670685],[670950],[671923],[679036],[682940],[691538],[696326],[697849],[701651],[720224],[731062],[739661],[739926],[740899],[749999],[754670],[759836],[767879],[769402],[777469],[783317],[785078],[787306],[798323],[803783],[804048],[805021],[836144],[840489],[851327],[857643],[860480],[866170],[871318],[879917],[880182],[881155],[889653],[900491],[906339],[910328],[919428],[919693],[929265],[945685],[952509],[952774],[963427],[967772],[974147],[975169],[988618],[999456],[999721],[1010835],[1019219],[1030057],[1039210],[1050048],[1059885],[1065509],[1066707],[1067729],[1078768],[1085592],[1085857],[1092471],[1096935],[1097049],[1105307],[1122331],[1149698],[1154043],[1166505],[1174889],[1185727],[1185992],[1191169],[1193079],[1193193],[1201492],[1203002],[1204200],[1205222],[1223868],[1251826],[1270595],[1277419],[1277684],[1284298],[1297134],[1314158],[1320608],[1322554],[1324629],[1331549],[1333459],[1333573],[1363864],[1383696],[1396722],[1398232],[1399430],[1400452],[1447056],[1454689],[1462264],[1464210],[1483528],[1488147],[1521005],[1527925],[1529835],[1529949],[1560240],[1585482],[1607567],[1617447],[1646286],[1649919],[1657494],[1659440],[1683377],[1735240],[1745597],[1767682],[1777309],[1809274],[1847726],[1860430],[1890910],[1931868],[1968366],[2009987],[2077633],[2084052],[2187157],[2288733] ] cell #1529 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1530 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1531 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1532 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [125846],[160817],[176706],[182975],[188775],[204982],[221767],[229310],[234826],[238328],[244663],[255037],[257489],[261414],[269515],[270068],[276803],[285722],[290149],[294585],[296612],[303420],[309755],[310308],[315300],[321635],[322858],[331995],[332627],[333582],[338330],[340782],[348704],[349257],[351156],[355081],[355992],[361474],[369243],[371270],[378078],[378710],[379665],[382647],[384674],[389709],[391482],[397817],[398370],[401610],[403123],[403637],[404348],[405080],[410445],[416780],[422325],[422957],[423912],[428660],[429883],[435037],[442787],[445859],[452078],[453628],[455141],[455655],[456366],[457098],[460769],[466988],[468538],[470565],[477373],[478005],[478960],[482000],[482089],[483650],[489769],[491796],[498604],[500191],[501550],[503173],[504686],[505200],[505911],[506643],[510235],[512008],[518343],[519566],[528027],[535140],[536216],[537899],[539909],[539998],[541559],[552576],[554259],[556269],[562488],[564038],[565551],[566065],[566776],[567508],[576640],[579712],[585931],[587481],[588557],[589508],[590951],[592732],[594622],[594711],[596272],[597141],[602391],[604418],[609453],[611226],[612813],[622038],[622970],[623695],[625079],[629647],[629736],[630089],[632680],[640251],[642794],[647804],[650395],[656269],[657345],[659028],[661038],[661127],[662688],[663557],[674698],[675607],[681811],[682887],[684570],[685967],[686580],[686669],[687022],[695536],[697165],[702940],[709159],[710709],[712736],[714179],[719547],[720626],[725304],[725393],[726092],[727114],[727545],[732787],[735928],[743674],[744583],[746051],[746482],[751724],[754140],[756249],[760817],[760906],[761259],[767089],[768718],[779135],[780678],[781610],[783719],[788287],[788376],[788729],[791320],[792172],[793916],[808705],[814909],[815985],[817668],[819678],[819767],[822197],[828773],[829204],[829879],[830310],[831428],[836692],[837066],[839812],[845658],[846357],[852993],[854536],[855468],[856683],[857057],[860882],[865560],[865649],[867370],[873043],[884839],[890055],[891445],[894733],[894822],[896543],[896974],[902216],[905357],[905942],[921094],[923569],[925678],[930246],[930335],[930688],[936518],[938147],[944725],[945099],[945845],[946219],[947416],[953314],[956056],[956487],[958711],[968174],[969564],[972852],[972941],[974160],[978008],[978439],[979557],[985195],[993787],[1001122],[1003597],[1008609],[1009040],[1010158],[1010438],[1015422],[1015796],[1018542],[1024388],[1025087],[1039612],[1041002],[1044290],[1044379],[1046100],[1051773],[1066720],[1067840],[1069385],[1077808],[1078182],[1080499],[1090245],[1090676],[1091794],[1092074],[1100404],[1100778],[1101975],[1107744],[1113270],[1122733],[1124123],[1127411],[1127500],[1132116],[1132490],[1133687],[1139585],[1142327],[1142758],[1144982],[1159212],[1164279],[1164710],[1165828],[1166108],[1171466],[1180058],[1201894],[1204213],[1206878],[1216421],[1216795],[1217992],[1227195],[1228740],[1234062],[1239854],[1249600],[1250031],[1251149],[1251429],[1259667],[1261212],[1269635],[1270009],[1272326],[1283621],[1292231],[1292605],[1293802],[1305097],[1319327],[1330808],[1331239],[1342274],[1345713],[1347258],[1354368],[1363467],[1369250],[1378793],[1379167],[1380364],[1399443],[1402108],[1413222],[1422425],[1423970],[1435084],[1446379],[1454476],[1461133],[1461507],[1472464],[1484910],[1509231],[1510776],[1538650],[1543634],[1565626],[1576740],[1583276],[1585276],[1591754],[1595758],[1602789],[1614297],[1667694],[1706006],[1712677],[1713749],[1724545],[1787585],[1794616],[1838668],[1849428],[1910816],[2028158] ] cell #1533 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [178360],[210310],[225942],[246593],[263384],[280889],[280974],[282099],[291050],[305664],[324090],[324175],[325300],[330555],[330640],[340260],[345670],[357051],[365298],[365383],[368399],[373826],[376638],[376723],[394783],[402134],[412689],[431200],[432325],[437463],[439384],[441614],[444956],[449683],[449768],[454152],[464593],[464678],[485909],[488925],[494352],[497164],[497249],[515309],[521917],[524400],[530020],[531513],[533434],[535664],[543818],[547873],[549794],[552024],[560093],[560178],[573237],[575467],[578809],[583536],[583621],[588005],[598531],[617722],[625331],[627814],[636848],[639078],[643046],[644539],[645529],[652642],[654563],[656793],[664947],[671071],[676691],[678184],[680105],[682335],[690489],[696465],[698695],[706764],[706849],[724401],[729955],[740047],[747852],[748892],[753296],[756501],[757994],[758984],[763938],[768018],[770248],[776362],[783971],[786454],[795488],[797718],[804169],[811282],[813203],[815433],[823587],[833799],[836283],[844666],[850220],[864657],[867889],[869171],[870211],[875983],[880303],[893830],[899384],[909476],[918321],[922725],[925930],[927423],[928413],[933367],[937447],[939677],[944225],[947935],[952895],[961082],[971949],[981928],[985191],[985775],[998349],[1002753],[1012529],[1015013],[1023396],[1028950],[1043387],[1046619],[1047901],[1048941],[1054713],[1059033],[1069381],[1069965],[1074609],[1077308],[1094165],[1096649],[1098784],[1107857],[1108206],[1126508],[1130496],[1134206],[1139166],[1147353],[1158220],[1168199],[1171462],[1172046],[1184620],[1191898],[1195347],[1195696],[1214801],[1218511],[1223471],[1234820],[1253520],[1261208],[1261792],[1266436],[1269135],[1285992],[1290611],[1299684],[1300033],[1320774],[1324668],[1337534],[1347254],[1347838],[1352482],[1377173],[1387128],[1390577],[1390926],[1410031],[1430050],[1451744],[1460633],[1473934],[1477383],[1477732],[1501052],[1517150],[1521044],[1533910],[1588316],[1603712],[1607606],[1623391],[1646974],[1696282],[1716880],[1732295],[1748431],[1842954],[1872550],[1992511], [121231,316924],[125733,323565],[157449,386004],[161718,393106],[163160,393726],[182862,430590],[195247,305044],[200149,641946],[200234,459774],[201359,464453],[205313,467694],[206041,471895],[230211,513632],[231653,514252],[234713,520273],[236888,718699],[236973,523318],[238659,525391],[245796,372600],[252003,546704],[257577,555274],[258702,559953],[275987,412069],[280663,418710],[286053,601547],[286781,605748],[292492,613470],[295109,617006],[296700,619123],[300737,444864],[301980,838964],[302065,626732],[303751,628805],[305086,449543],[315631,646520],[318601,651473],[322971,874615],[332326,672062],[339463,493126],[342506,344802],[345233,500848],[351244,701945],[352369,706624],[356323,709865],[363267,524308],[363792,721202],[368314,530344],[369767,729239],[371358,731356],[378409,741038],[384762,750293],[391813,759975],[403725,777763],[405411,779836],[407762,578717],[409005,1017694],[409090,785372],[410776,787445],[412111,583396],[414244,586637],[415080,417913],[422656,805160],[425626,810113],[429996,1053345],[439299,618046],[444567,624231],[448177,841467],[455743,851621],[457429,853694],[462562,645437],[463087,861458],[470653,871612],[477704,881294],[483793,670979],[484318,890631],[485604,672992],[488840,677015],[490293,898668],[491884,900785],[495629,495921],[497024,500270],[498935,910467],[505288,919722],[506974,921795],[512339,929404],[519679,1189024],[524011,719778],[538230,963566],[541702,739955],[542227,968750],[543513,741968],[549709,749216],[558587,989596],[566153,999750],[567839,1001823],[573152,776686],[574650,574942],[578420,782871],[582030,1020197],[586219,586552],[589596,1030351],[591282,1032424],[592845,1288476],[596415,804077],[596940,1040188],[598226,806090],[604506,1050342],[611557,1060024],[630004,1081018],[632768,1085886],[636763,850544],[638261,638553],[645140,860034],[659359,1118125],[662831,880211],[663356,1123309],[664642,882224],[670682,889207],[672574,672907],[684901,1149837],[686937,1413741],[688898,1155021],[696380,918645],[697878,698170],[705258,1175867],[712824,1186021],[714510,1188094],[726235,952803],[727633,1205251],[731867,1206874],[735727,1212426],[739658,967326],[741550,741883],[755162,984412],[761174,1240373],[767933,998673],[769431,769723],[788644,1272845],[791408,1277713],[792996,1543630],[803780,1038764],[805672,806005],[817999,1309952],[821996,1315136],[830398,1067758],[836198,1074933],[837062,1334131],[837646,1334507],[841993,1336076],[865917,1102494],[866199,866491],[872123,1369246],[879914,1121885],[881806,882139],[897062,1400481],[901296,1402104],[905156,1407656],[906803,1672962],[930603,1435603],[946215,1193751],[946799,1194127],[952506,1201046],[953298,1464202],[953647,1464731],[975198,978527],[982850,1228736],[983994,984327],[990122,1499594],[1015792,1530507],[1016376,1530883],[1020723,1532452],[1050853,1565622],[1065506,1321343],[1067824,1322546],[1068173,1323075],[1075465,1594729],[1097607,1100774],[1097983,1101358],[1105771,1358068],[1139569,1659432],[1139918,1659961],[1176393,1694824],[1191226,1451680],[1194191,1453447],[1223860,1227179],[1224389,1227528],[1267292,1786556],[1320669,1582675],[1353339,1356563] ] cell #1534 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1535 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [125843],[160814],[176703],[182972],[188772],[204923],[221764],[229307],[234823],[238269],[244660],[255034],[257430],[261411],[269512],[270065],[276744],[285663],[290146],[294411],[296553],[303361],[309752],[310305],[315241],[321632],[322853],[331936],[332568],[333579],[338327],[340723],[348701],[349254],[351097],[355078],[355933],[361290],[369069],[371211],[378019],[378651],[379662],[382473],[384615],[389704],[391423],[397814],[398367],[401436],[401496],[403578],[404289],[405021],[410386],[416777],[422266],[422898],[423909],[428657],[429878],[435034],[442782],[445675],[452075],[453454],[453514],[455596],[456307],[457039],[460585],[466985],[468364],[470506],[477314],[477946],[478957],[481816],[481881],[481970],[489595],[491737],[498545],[500188],[501547],[502999],[503059],[505141],[505852],[506584],[510230],[511949],[518340],[519561],[527853],[534966],[536213],[537840],[539725],[539790],[539879],[552573],[554200],[556085],[562485],[563864],[563924],[566006],[566717],[567449],[576635],[579528],[585928],[587307],[588554],[589449],[590892],[592727],[594438],[594503],[594592],[595440],[602217],[604359],[609448],[611167],[612810],[621854],[622796],[622856],[625020],[629463],[629617],[630086],[632621],[640246],[642735],[647801],[650336],[656095],[657342],[658969],[660854],[660919],[661008],[661856],[674524],[675602],[681637],[682884],[684511],[685962],[686396],[686550],[687019],[695328],[695417],[702756],[709156],[710535],[712677],[714120],[719488],[720567],[725120],[725185],[725274],[727111],[727486],[732789],[735089],[743500],[744578],[746048],[746423],[751726],[753966],[756190],[760633],[760787],[761256],[766881],[766970],[779130],[780494],[781436],[783660],[788103],[788257],[788726],[791261],[792169],[793918],[808700],[814735],[815982],[817609],[819494],[819648],[820496],[828770],[829145],[829876],[830251],[831369],[836757],[837068],[839753],[845450],[845539],[852988],[854352],[855294],[856748],[857059],[860823],[865376],[865530],[867367],[873045],[884834],[889996],[891442],[894549],[894703],[896540],[896915],[902218],[904518],[905944],[921089],[923395],[925619],[930062],[930216],[930685],[936310],[936399],[944790],[945101],[945910],[946221],[947413],[953380],[956053],[956428],[958652],[968115],[969561],[972668],[972822],[974226],[978005],[978380],[979498],[985197],[993668],[1001117],[1003423],[1008606],[1008981],[1010099],[1010440],[1015487],[1015798],[1018483],[1024180],[1024269],[1039553],[1040999],[1044106],[1044260],[1046097],[1051775],[1066786],[1067906],[1069387],[1077873],[1078184],[1080496],[1090242],[1090617],[1091735],[1092076],[1100469],[1100780],[1101972],[1107739],[1113211],[1122674],[1124120],[1127227],[1127381],[1132181],[1132492],[1133684],[1139651],[1142324],[1142699],[1144923],[1159093],[1164276],[1164651],[1165769],[1166110],[1171468],[1179939],[1201835],[1204279],[1206880],[1216486],[1216797],[1217989],[1227261],[1228742],[1234059],[1239851],[1249597],[1249972],[1251090],[1251431],[1259733],[1261214],[1269700],[1270011],[1272323],[1283562],[1292296],[1292607],[1293799],[1305038],[1319208],[1330805],[1331180],[1342215],[1345779],[1347260],[1354365],[1363469],[1369252],[1378858],[1379169],[1380361],[1399509],[1402110],[1413219],[1422491],[1423972],[1435081],[1446320],[1454473],[1461198],[1461509],[1472461],[1484912],[1509297],[1510778],[1538591],[1543636],[1565628],[1576737],[1583341],[1585278],[1591820],[1595755],[1602791],[1614301],[1667691],[1706008],[1712743],[1713753],[1724547],[1787582],[1794618],[1838672],[1849432],[1910818],[2028162] ] cell #1536 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1537 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1538 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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[257497,1245954],[296620,1327148],[351164,1160633],[361482,1453091],[371278,1468804],[383491,1745114],[384682,1490666],[403645,1258749],[437079,1583525],[445867,1594373],[455663,1344795],[460777,1615849],[461254,1869497],[469382,1879938],[470573,1631562],[482008,1388636],[491804,1664034],[504017,920084],[505208,1164822],[531129,1722794],[533354,1725258],[536772,1975911],[539917,1475442],[547489,1743640],[556277,1754488],[556754,1999063],[564882,1000112],[566073,1250143],[570932,1258868],[579720,1786200],[589516,1541171],[594630,1289089],[595107,1039734],[603235,2058668],[604426,1823389],[622046,1845291],[627430,1850436],[629655,1599287],[630994,2090578],[632285,1086248],[632688,1341268],[634543,1344914],[652258,1878464],[654483,1880928],[661046,1375651],[661523,1122855],[677800,1909065],[680025,1911529],[683443,2145340],[686588,1670672],[694160,1160752],[702948,1940759],[703425,2168492],[711553,1186383],[712744,1445373],[724017,1966334],[725312,1458005],[727299,2194703],[727553,1462771],[732054,1468923],[734756,1211972],[753216,1994848],[758600,1999993],[760825,1759402],[765713,1246073],[780686,2024021],[786070,2029166],[788295,1791114],[789634,2249218],[790925,1278075],[791328,1537644],[793183,1541290],[795408,2039667],[798826,2258795],[810898,2057194],[813123,2059658],[819686,1572027],[820163,1314682],[830064,2077965],[830318,1585989],[834908,1327267],[836832,1592899],[837465,1332076],[840421,1596498],[854544,2100155],[864273,2108293],[865568,1620763],[872310,1631681],[893446,2135763],[894741,1653235],[896728,2341374],[896982,1658001],[901483,1664153],[904185,1407202],[909092,2150485],[911317,1924827],[912656,2353987],[922645,2164277],[928029,2169422],[930254,1945673],[935142,1441303],[937367,2179923],[945985,1714757],[946618,1455216],[971565,2207316],[972860,1738556],[978193,2211063],[978447,1746104],[983037,1490785],[988550,1756613],[1002673,2233253],[1008794,2236605],[1009048,1777816],[1013638,1523643],[1014933,2243199],[1015562,1784726],[1016195,1528452],[1019151,1788325],[1026294,2436874],[1031049,1802032],[1043003,2266933],[1044298,1812590],[1051040,1823508],[1058649,2281655],[1060874,2072956],[1090430,2303021],[1090684,1860937],[1095274,1610205],[1096569,2309615],[1100544,1870427],[1101177,1617974],[1105239,1875016],[1126124,2330544],[1127419,1894226],[1132256,1901028],[1132889,1650446],[1133075,2338639],[1134978,2511425],[1138782,2339657],[1153975,1922038],[1164464,2357734],[1164718,1932375],[1169308,1686015],[1170603,2175721],[1174821,1942884],[1186719,1956591],[1216561,1981056],[1217194,1735767],[1217380,2399504],[1219283,2390899],[1223087,2400522],[1249785,2415643],[1250039,2010494],[1254629,1770320],[1255924,2006292],[1257338,2422918],[1259653,2426585],[1292371,2049157],[1293004,1809801],[1293190,2271236],[1295093,2599487],[1297066,2053746],[1298897,2065744],[1314090,2070167],[1330993,2471063],[1331247,2084559],[1343384,2477966],[1345699,2481633],[1378933,2123015],[1379566,1891437],[1379752,2112596],[1381655,2492462],[1383628,2127604],[1385459,1887014],[1386458,2503073],[1389416,2506364],[1396654,2138322],[1420096,2168383],[1422411,2365348],[1457647,2545008],[1461273,2192986],[1461906,1968893],[1462092,2191968],[1473264,2552186],[1476222,2555477],[1483460,2209875],[1494511,2561393],[1506902,1998954],[1509217,2218677],[1517040,2574392],[1519928,2241616],[1549976,2271030],[1552934,2451471],[1583416,2289065],[1587646,2611367],[1589466,2082976],[1591740,2292732],[1603602,2617593],[1606490,2308032],[1620405,2624197],[1636022,2112390],[1638980,2317618],[1648938,2338433],[1679412,2365718],[1712603,2382547],[1716770,2669067],[1717838,2191762],[1720730,2385838],[1734259,2399298],[1747761,2679749],[1763717,2219047],[1776375,2426955],[1838986,2467367],[1843850,2293102],[1859496,2482003],[1872440,2727187] ] cell #1539 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [200155],[201365],[201677],[236894],[252009],[253308],[258708],[259020],[295115],[301986],[305092],[305404],[312296],[318607],[319906],[352375],[352687],[362084],[363798],[368320],[369773],[373203],[388478],[409011],[412117],[412429],[425632],[426931],[439305],[439906],[444573],[444900],[446469],[448183],[463093],[484324],[488846],[490299],[493729],[500276],[500588],[509004],[524017],[524344],[533956],[542233],[549715],[550316],[558593],[573158],[573759],[578426],[578753],[580322],[582036],[586558],[591441],[596946],[627758],[636769],[637370],[645146],[645473],[655085],[663362],[670688],[671015],[672913],[680627],[685294],[685621],[688904],[696386],[696987],[705264],[735733],[739664],[739991],[741889],[758928],[767939],[768540],[778462],[778789],[786398],[796010],[803786],[804113],[806011],[813725],[822002],[836204],[837652],[846179],[852320],[852647],[864601],[879920],[880247],[882145],[889586],[905162],[909420],[920421],[920748],[928357],[937969],[946805],[952512],[952839],[953301],[954323],[967705],[984333],[1000449],[1000776],[1016382],[1024909],[1031377],[1039143],[1043331],[1058977],[1065512],[1067827],[1068849],[1075459],[1075573],[1101364],[1107071],[1107398],[1122264],[1126452],[1139110],[1139572],[1140594],[1165359],[1187047],[1191229],[1194185],[1194299],[1201425],[1202006],[1223415],[1224867],[1227182],[1228204],[1250680],[1260676],[1267286],[1267400],[1299225],[1320663],[1323553],[1323633],[1341805],[1346722],[1353601],[1356557],[1356671],[1385787],[1389529],[1397236],[1423434],[1445910],[1453709],[1465209],[1476335],[1484181],[1487151],[1510240],[1520009],[1538181],[1553047],[1584547],[1592763],[1594991],[1606571],[1639093],[1660439],[1682381],[1720843],[1723816],[1766686],[1786818],[1839154],[1846730],[1910087],[1961116],[2077082] ] cell #1540 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [731719],[750656],[763456],[841014],[861005],[871975],[875013],[901148],[913948],[932885],[953451],[953636],[957710],[974367],[974482],[978556],[985595],[989143],[1019744],[1030714],[1033752],[1050705],[1053743],[1063505],[1066927],[1067042],[1067977],[1068162],[1069785],[1075791],[1097267],[1108195],[1112269],[1139722],[1139907],[1143981],[1151020],[1154568],[1171866],[1175414],[1189422],[1193411],[1194517],[1195685],[1204420],[1204535],[1207278],[1227332],[1227517],[1229140],[1235146],[1243119],[1259804],[1259989],[1261612],[1262732],[1267618],[1278546],[1282620],[1300022],[1304096],[1311135],[1324994],[1333791],[1336065],[1345850],[1346035],[1347658],[1348778],[1356889],[1358057],[1369650],[1389747],[1390915],[1392035],[1393658],[1399650],[1399765],[1402508],[1408514],[1422562],[1422747],[1424370],[1425490],[1430376],[1438349],[1466650],[1476553],[1477721],[1478841],[1480464],[1488512],[1499583],[1509368],[1509553],[1511176],[1512296],[1521370],[1522476],[1530167],[1532441],[1544034],[1553265],[1554433],[1555553],[1557176],[1566026],[1580005],[1591891],[1592076],[1603189],[1607932],[1609038],[1624665],[1629408],[1639311],[1640479],[1641599],[1643222],[1661880],[1672951],[1675694],[1678691],[1683742],[1684848],[1694813],[1706406],[1712814],[1713719],[1721061],[1728736],[1731345],[1749582],[1752191],[1763304],[1768047],[1769153],[1795016],[1798318],[1799759],[1821235],[1832306],[1835049],[1838619],[1839812],[1840022],[1849398],[1853518],[1856740],[1869389],[1873509],[1876731],[1884406],[1915007],[1917616],[1920531],[1949575],[1954318],[1960679],[1961338],[1961704],[1970432],[1970642],[1974469],[1989369],[1989579],[1993406],[2003075],[2028128],[2032248],[2035470],[2038225],[2063136],[2077649],[2085582],[2085948],[2103297],[2103663],[2116428],[2139861],[2140071],[2143898],[2172504],[2194387],[2210747],[2244222],[2244588],[2275068],[2341058], 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] cell #1541 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [75999],[98936],[118881],[129218],[138817],[153609],[165637],[167459],[176010],[177794],[194278],[196759],[204591],[209744],[222102],[225579],[226173],[234130],[240803],[244957],[252495],[260540],[263021],[263615],[275018],[277499],[282314],[285331],[290484],[295601],[299383],[305895],[312192],[317775],[321929],[325515],[328532],[334470],[338624],[346162],[347251],[354207],[356688],[357282],[361752],[361980],[370259],[374041],[380553],[381237],[383663],[387445],[393957],[395275],[396364],[402626],[406408],[412920],[419217],[424800],[428954],[432540],[437100],[437888],[442106],[446137],[446365],[451257],[454644],[458426],[461047],[461275],[469554],[473336],[474265],[479848],[482278],[482506],[490785],[494567],[501079],[501763],[504189],[507971],[514483],[516890],[521951],[526739],[531150],[531938],[533624],[536156],[536944],[540187],[540415],[547510],[548298],[552516],[556547],[556775],[561667],[562628],[565054],[568836],[570953],[571741],[579990],[580218],[585110],[588497],[592279],[594900],[595128],[603407],[607189],[613701],[615981],[620630],[622316],[625365],[627451],[629925],[630153],[631015],[632457],[634564],[635352],[643080],[647868],[652279],[653067],[654753],[657285],[661316],[661544],[668622],[677821],[678609],[680295],[682827],[683615],[686858],[687086],[691978],[694181],[694969],[703218],[703446],[708338],[711725],[715507],[717934],[724038],[725582],[727320],[728214],[729989],[732075],[732863],[733793],[734777],[737598],[747151],[751800],[753486],[756535],[758621],[761095],[761323],[763627],[765734],[766522],[780956],[784005],[786091],[788565],[788793],[789655],[791097],[793204],[793992],[795678],[798998],[801720],[810919],[811707],[813393],[815925],[819956],[820184],[825076],[830085],[833833],[834929],[837288],[837486],[838199],[842217],[845091],[854814],[858190],[864294],[865838],[868470],[870245],[872331],[873119],[875033],[877854],[893467],[895011],[896749],[897643],[899418],[901504],[902292],[903222],[904206],[907027],[909113],[912677],[914119],[922915],[925964],[928050],[930524],[930752],[933056],[935163],[935951],[937637],[946441],[946639],[950701],[951436],[953328],[954091],[971586],[973130],[978214],[981962],[983058],[985615],[986328],[990346],[1002943],[1008815],[1012563],[1013659],[1015203],[1016018],[1016216],[1016929],[1020947],[1023821],[1026315],[1028984],[1032788],[1033772],[1043024],[1044568],[1047200],[1048975],[1051061],[1051849],[1053763],[1056584],[1058670],[1063676],[1067854],[1068617],[1069805],[1072744],[1075541],[1090451],[1094199],[1095295],[1096839],[1101000],[1101198],[1105995],[1126145],[1127689],[1132712],[1132910],[1134999],[1136972],[1137707],[1138803],[1139599],[1140362],[1150842],[1151040],[1164485],[1168233],[1169329],[1171886],[1172599],[1176617],[1184654],[1189442],[1194267],[1217017],[1217215],[1219304],[1221277],[1222012],[1223108],[1227209],[1227972],[1249806],[1253554],[1254650],[1257359],[1259681],[1260444],[1261632],[1262554],[1262752],[1264571],[1266470],[1267368],[1292827],[1293025],[1295114],[1297822],[1311155],[1331014],[1343405],[1345727],[1346490],[1347678],[1348600],[1348798],[1350617],[1352516],[1356639],[1379389],[1379587],[1381676],[1384384],[1387162],[1389497],[1393678],[1422439],[1423202],[1425312],[1425510],[1457668],[1461729],[1461927],[1473968],[1476303],[1480484],[1494532],[1509245],[1510008],[1512118],[1512316],[1516877],[1553015],[1557196],[1588350],[1591768],[1592531],[1603439],[1620426],[1624487],[1624685],[1639061],[1643242],[1712691],[1716607],[1720811],[1748465],[1838783],[1839122],[1872277] ] cell #1542 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1543 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [208479],[257960],[280300],[289219],[297083],[318570],[341253],[351627],[359489],[363761],[371741],[385145],[388397],[393477],[404108],[404819],[413715],[425595],[431583],[437432],[439825],[448146],[456126],[456837],[463056],[471036],[472631],[484287],[485075],[486292],[492267],[495519],[505671],[506382],[508923],[514003],[515278],[522312],[531482],[533875],[542196],[542984],[544201],[547842],[550235],[556404],[558556],[566536],[567247],[571285],[573061],[573678],[574540],[575436],[581999],[589979],[596909],[597697],[598914],[604889],[606484],[613221],[622173],[625726],[633151],[634896],[636672],[637289],[638151],[639047],[643441],[650866],[652611],[655004],[663325],[664113],[665330],[668983],[669089],[670869],[678153],[680546],[688867],[690872],[692654],[694513],[696289],[696906],[697768],[698664],[703075],[705227],[713207],[714802],[724370],[732407],[733694],[735696],[737959],[738065],[739845],[752631],[754633],[756896],[764321],[766066],[767842],[768459],[769321],[770217],[780813],[784366],[791791],[793536],[794823],[795929],[797687],[799944],[802081],[802187],[803967],[804984],[811251],[813644],[819813],[821965],[823970],[834194],[835261],[836107],[837615],[842578],[842684],[843103],[846098],[854671],[857606],[863094],[866089],[872663],[873950],[875952],[878215],[878321],[880101],[881118],[893799],[894868],[901836],[903123],[905125],[906732],[907388],[907494],[907913],[917782],[919612],[926325],[933750],[935495],[937888],[939646],[945648],[946768],[951797],[951903],[952693],[953789],[954242],[959853],[963390],[971918],[972987],[974635],[975088],[980699],[983390],[985744],[990707],[990813],[991232],[997810],[999640],[1011228],[1012924],[1013991],[1016345],[1021308],[1021414],[1021833],[1024828],[1025815],[1027721],[1044425],[1051393],[1052680],[1054682],[1056945],[1057051],[1059848],[1067195],[1067648],[1068315],[1068768],[1069934],[1075563],[1075916],[1078731],[1084986],[1085776],[1092864],[1094560],[1095627],[1097039],[1097392],[1101327],[1106356],[1106462],[1108348],[1114412],[1127546],[1133039],[1134499],[1138068],[1138174],[1140060],[1140513],[1146124],[1149661],[1150327],[1166898],[1169661],[1172015],[1176978],[1177084],[1177503],[1184081],[1185911],[1193183],[1193536],[1194289],[1194642],[1195838],[1202013],[1204688],[1205141],[1207427],[1217344],[1218804],[1222373],[1222479],[1223875],[1227670],[1228123],[1229289],[1235271],[1244341],[1252219],[1254982],[1260142],[1260595],[1261761],[1262039],[1267390],[1267743],[1270558],[1276813],[1277603],[1293154],[1294614],[1298183],[1298289],[1300175],[1306239],[1322561],[1323640],[1325119],[1333563],[1333916],[1336218],[1346188],[1346641],[1347807],[1348085],[1356661],[1357014],[1358210],[1364257],[1369799],[1379716],[1381176],[1384745],[1384851],[1389519],[1389872],[1391068],[1397243],[1399918],[1400371],[1402657],[1417709],[1422900],[1423353],[1424519],[1424797],[1430501],[1439571],[1462056],[1464217],[1466775],[1476325],[1476678],[1477874],[1487158],[1488637],[1494032],[1499736],[1509706],[1510159],[1511325],[1511603],[1520016],[1521495],[1529939],[1530292],[1532594],[1544183],[1553037],[1553390],[1554586],[1566175],[1581227],[1592229],[1592682],[1603338],[1606578],[1608057],[1615204],[1623972],[1629533],[1639083],[1639436],[1640632],[1659447],[1662005],[1673104],[1682388],[1683867],[1694966],[1706555],[1714656],[1720833],[1721186],[1731498],[1743472],[1766693],[1768172],[1795165],[1799884],[1821360],[1832459],[1839144],[1840867],[1846737],[1850335],[1856865],[1867761],[1917769],[1954443],[1961123],[1962018],[1971487],[2029065],[2035595],[2077138],[2086262],[2140916],[2244902] ] cell #1544 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [75996],[98933],[118878],[129215],[138814],[153606],[165634],[167365],[176007],[177791],[194275],[196665],[204588],[209741],[222099],[225485],[226170],[234127],[240800],[244863],[252492],[260537],[262927],[263612],[275015],[277405],[282220],[285328],[290481],[295598],[299289],[305892],[312187],[317772],[321835],[325421],[328529],[334467],[338530],[346159],[347152],[354204],[356594],[357279],[361703],[361975],[370256],[373947],[380550],[381248],[383660],[387351],[393954],[395272],[396265],[402623],[406314],[412917],[419212],[424797],[428860],[432446],[437095],[437899],[442103],[446088],[446360],[451158],[454641],[458332],[460998],[461270],[469551],[473242],[474260],[479845],[482229],[482501],[490782],[494473],[501076],[501774],[504186],[507877],[514480],[516791],[521962],[526734],[531145],[531949],[533575],[536153],[536941],[540138],[540410],[547505],[548309],[552513],[556498],[556770],[561568],[562639],[565051],[568742],[570948],[571752],[579941],[580213],[585011],[588494],[592185],[594851],[595123],[603404],[607095],[613698],[615976],[620641],[622267],[625376],[627446],[629876],[630148],[631010],[632454],[634559],[635363],[643091],[647863],[652274],[653078],[654704],[657282],[661267],[661539],[668633],[677816],[678620],[680246],[682824],[683612],[686809],[687081],[691879],[694176],[694980],[703169],[703441],[708239],[711722],[715413],[717945],[724033],[725533],[727315],[728209],[730000],[732070],[732874],[733804],[734772],[737609],[747146],[751811],[753437],[756546],[758616],[761046],[761318],[763624],[765729],[766533],[780907],[784016],[786086],[788516],[788788],[789650],[791094],[793199],[794003],[795629],[798995],[801731],[810914],[811718],[813344],[815922],[819907],[820179],[824977],[830080],[833844],[834924],[837299],[837481],[838210],[842228],[845102],[854765],[858201],[864289],[865789],[868465],[870256],[872326],[873130],[875028],[877865],[893462],[894962],[896744],[897638],[899429],[901499],[902303],[903233],[904201],[907038],[909108],[912672],[914116],[922866],[925975],[928045],[930475],[930747],[933053],[935158],[935962],[937588],[946452],[946634],[950696],[951447],[953469],[954102],[971581],[973081],[978209],[981973],[983053],[985610],[986339],[990357],[1002894],[1008810],[1012574],[1013654],[1015154],[1016029],[1016211],[1016940],[1020958],[1023832],[1026310],[1028995],[1032799],[1033767],[1043019],[1044519],[1047195],[1048986],[1051056],[1051860],[1053758],[1056595],[1058665],[1063673],[1067995],[1068628],[1069800],[1072755],[1075614],[1090446],[1094210],[1095290],[1096790],[1101011],[1101193],[1106006],[1126140],[1127640],[1132723],[1132905],[1134994],[1136967],[1137718],[1138798],[1139740],[1140373],[1150853],[1151035],[1164480],[1168244],[1169324],[1171881],[1172610],[1176628],[1184665],[1189437],[1194340],[1217028],[1217210],[1219299],[1221272],[1222023],[1223103],[1227350],[1227983],[1249801],[1253565],[1254645],[1257354],[1259822],[1260455],[1261627],[1262565],[1262747],[1264582],[1266481],[1267441],[1292838],[1293020],[1295109],[1297833],[1311150],[1331009],[1343400],[1345868],[1346501],[1347673],[1348611],[1348793],[1350628],[1352527],[1356712],[1379400],[1379582],[1381671],[1384395],[1387173],[1389570],[1393673],[1422580],[1423213],[1425323],[1425505],[1457663],[1461740],[1461922],[1473979],[1476376],[1480479],[1494527],[1509386],[1510019],[1512129],[1512311],[1516885],[1553088],[1557191],[1588361],[1591909],[1592542],[1603447],[1620421],[1624498],[1624680],[1639134],[1643237],[1712832],[1716615],[1720884],[1748476],[1838791],[1839195],[1872285] ] cell #1545 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1546 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [208474],[257955],[280295],[289214],[297078],[318501],[341248],[351622],[359484],[363692],[371736],[385140],[388330],[393472],[404103],[404814],[413646],[425526],[431578],[437230],[439758],[448077],[456121],[456832],[462987],[471031],[472623],[484218],[485006],[486287],[492262],[495452],[505666],[506377],[508856],[513998],[515209],[522107],[531280],[533808],[542127],[542915],[544196],[547640],[550168],[556396],[558487],[566531],[567242],[571083],[571151],[573611],[574473],[575367],[581930],[589974],[596840],[597628],[598909],[604884],[606476],[613216],[622165],[625521],[633146],[634694],[634762],[637222],[638084],[638978],[643236],[650861],[652409],[654937],[663256],[664044],[665325],[668778],[668848],[668952],[677951],[680479],[688798],[690867],[692649],[694311],[694379],[696839],[697701],[698595],[703067],[705158],[713202],[714794],[724168],[732205],[733689],[735627],[737754],[737824],[737928],[752626],[754564],[756691],[764316],[765864],[765932],[768392],[769254],[770148],[780805],[784161],[791786],[793334],[794818],[795862],[797618],[799936],[801876],[801946],[802050],[803014],[811049],[813577],[819805],[821896],[823965],[833989],[835059],[835127],[837546],[842373],[842547],[843100],[846031],[854663],[857537],[863091],[866022],[872461],[873945],[875883],[878010],[878080],[878184],[879148],[893597],[894860],[901634],[903118],[905056],[906724],[907183],[907357],[907910],[917541],[917645],[926120],[933745],[935293],[937821],[939577],[945579],[946699],[951592],[951662],[951766],[953786],[954175],[959862],[962410],[971716],[972979],[974632],[975021],[980708],[983188],[985675],[990502],[990676],[991229],[997569],[997673],[1011220],[1012719],[1013789],[1016276],[1021103],[1021277],[1021830],[1024761],[1025812],[1027730],[1044417],[1051191],[1052675],[1054613],[1056740],[1056914],[1057878],[1067192],[1067581],[1068312],[1068701],[1069865],[1075620],[1075925],[1078662],[1084745],[1084849],[1092856],[1094355],[1095425],[1097096],[1097401],[1101258],[1106151],[1106325],[1108345],[1114421],[1127538],[1132970],[1134496],[1137863],[1138037],[1140057],[1140446],[1146133],[1148681],[1150336],[1166890],[1169459],[1171946],[1176773],[1176947],[1177500],[1183840],[1183944],[1193240],[1193545],[1194346],[1194651],[1195835],[1202080],[1204685],[1205074],[1207358],[1217275],[1218801],[1222168],[1222342],[1223942],[1227667],[1228056],[1229220],[1235280],[1244204],[1252211],[1254780],[1260139],[1260528],[1261692],[1262048],[1267447],[1267752],[1270489],[1276572],[1276676],[1293085],[1294611],[1297978],[1298152],[1300172],[1306248],[1322628],[1323707],[1325128],[1333620],[1333925],[1336215],[1346185],[1346574],[1347738],[1348094],[1356718],[1357023],[1358207],[1364249],[1369730],[1379647],[1381173],[1384540],[1384714],[1389576],[1389881],[1391065],[1397310],[1399915],[1400304],[1402588],[1417572],[1422897],[1423286],[1424450],[1424806],[1430510],[1439434],[1461987],[1464284],[1466784],[1476382],[1476687],[1477871],[1487225],[1488646],[1494029],[1499733],[1509703],[1510092],[1511256],[1511612],[1520083],[1521504],[1529996],[1530301],[1532591],[1544114],[1553094],[1553399],[1554583],[1566106],[1581090],[1592226],[1592615],[1603269],[1606645],[1608066],[1615201],[1623981],[1629542],[1639140],[1639445],[1640629],[1659514],[1662014],[1673101],[1682455],[1683876],[1694963],[1706486],[1714653],[1720890],[1721195],[1731495],[1743481],[1766760],[1768181],[1795096],[1799893],[1821369],[1832456],[1839201],[1840876],[1846804],[1850332],[1856874],[1867770],[1917766],[1954452],[1961190],[1962027],[1971496],[2029062],[2035604],[2077147],[2086271],[2140925],[2244911] ] cell #1547 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1548 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1549 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1550 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1551 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1552 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1553 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1554 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1555 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1556 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1557 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [417406],[473668],[495535],[495835],[518969],[555480],[574556],[574856],[586170],[607521],[608457],[619329],[638167],[638467],[651080],[670885],[672525],[673749],[697784],[698084],[702151],[709398],[720809],[731562],[739861],[741501],[742725],[750499],[755320],[769337],[769637],[776637],[777969],[779369],[803983],[805623],[806847],[809720],[827475],[830499],[841074],[850495],[851827],[853227],[861065],[866105],[866405],[871818],[880117],[881757],[882981],[887534],[890238],[900991],[912154],[918596],[919628],[919928],[921328],[924749],[943833],[952709],[954758],[957782],[965653],[968357],[975104],[975604],[977390],[978628],[983945],[989203],[992909],[994543],[998624],[999656],[999956],[1001356],[1006205],[1009229],[1019804],[1030557],[1031957],[1037091],[1039795],[1040139],[1050548],[1061711],[1067664],[1074884],[1076916],[1081712],[1085792],[1086092],[1087841],[1090865],[1097108],[1097934],[1098392],[1099219],[1109317],[1111103],[1112341],[1115572],[1117658],[1120212],[1122916],[1123260],[1130104],[1141029],[1144053],[1151924],[1154628],[1161875],[1163280],[1164899],[1175474],[1179180],[1180814],[1185927],[1186227],[1187627],[1193252],[1194078],[1199047],[1200452],[1205157],[1207897],[1210789],[1212033],[1212377],[1214409],[1223932],[1224041],[1226012],[1235537],[1235813],[1236271],[1237098],[1241067],[1247196],[1248601],[1250220],[1268743],[1273539],[1277619],[1277919],[1279668],[1282692],[1290219],[1301144],[1302930],[1304168],[1307399],[1309485],[1312039],[1314743],[1315087],[1318449],[1322618],[1322727],[1325385],[1325661],[1328345],[1329510],[1332209],[1333632],[1334458],[1337142],[1339089],[1340832],[1341345],[1353491],[1362824],[1364551],[1366522],[1370269],[1376781],[1394277],[1395682],[1400387],[1403127],[1406019],[1407263],[1407607],[1409639],[1418815],[1430767],[1431043],[1431501],[1432328],[1436297],[1442426],[1443831],[1445450],[1448681],[1453599],[1455349],[1455743],[1460241],[1462617],[1462918],[1464274],[1464383],[1467317],[1469659],[1481083],[1482488],[1489179],[1493028],[1495017],[1500660],[1504350],[1521761],[1522037],[1524721],[1525886],[1528585],[1530008],[1530834],[1533518],[1535465],[1537208],[1537721],[1547545],[1548789],[1559200],[1560927],[1562898],[1566645],[1572423],[1573157],[1585835],[1586136],[1586497],[1592953],[1593199],[1594881],[1597025],[1608323],[1608599],[1611283],[1612448],[1618107],[1618501],[1622999],[1630075],[1645246],[1650579],[1650973],[1653631],[1655471],[1657847],[1658148],[1659504],[1659613],[1662547],[1664889],[1669095],[1675975],[1677718],[1684409],[1688258],[1690247],[1695890],[1699580],[1714811],[1715057],[1721949],[1725766],[1735900],[1736294],[1738952],[1740792],[1745950],[1746251],[1746612],[1757140],[1768714],[1772563],[1777662],[1777963],[1778324],[1780074],[1784780],[1785026],[1786708],[1788852],[1795726],[1800426],[1802768],[1809934],[1810328],[1812986],[1814826],[1821902],[1837073],[1841052],[1857407],[1860783],[1861084],[1861445],[1863195],[1870481],[1870727],[1881436],[1891570],[1891964],[1894622],[1896462],[1901082],[1901328],[1903338],[1908220],[1912037],[1918739],[1922565],[1932221],[1932522],[1932883],[1934633],[1943411],[1954985],[1969026],[1977523],[1981110],[1981356],[1983366],[1990609],[2010340],[2010641],[2011002],[2012752],[2019782],[2021857],[2036137],[2040175],[2049211],[2049457],[2051467],[2060166],[2070694],[2084405],[2084706],[2085533],[2092560],[2095916],[2097991],[2110985],[2123069],[2123315],[2125325],[2146952],[2160038],[2162113],[2180431],[2189022],[2193040],[2193286],[2194321],[2217503],[2229014],[2231089],[2244173],[2251200],[2289119],[2290667],[2294306],[2295062],[2312250],[2316514],[2340992],[2382694],[2383614],[2403289],[2428915],[2467290],[2485177] ] cell #1558 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658233],[756097],[799158],[816873],[831276],[866982],[906589],[925526],[941117],[947028],[958559],[979405],[984850],[992664],[1010006],[1011085],[1025721],[1045712],[1056146],[1066118],[1069040],[1080111],[1091642],[1092721],[1101587],[1113118],[1115631],[1133299],[1134405],[1136190],[1144830],[1150275],[1165676],[1166755],[1171121],[1178935],[1181391],[1192520],[1203611],[1206533],[1217604],[1218710],[1220495],[1225473],[1228395],[1236653],[1239466],[1250997],[1252076],[1257945],[1260048],[1260867],[1261987],[1263141],[1271938],[1283469],[1293414],[1294520],[1296305],[1304945],[1307458],[1318204],[1328727],[1332900],[1342122],[1343991],[1346094],[1346913],[1348033],[1349187],[1354892],[1364114],[1365983],[1368905],[1379976],[1381082],[1382867],[1387750],[1387849],[1389820],[1398841],[1401763],[1412834],[1415725],[1418570],[1420703],[1422806],[1423625],[1424745],[1425899],[1431883],[1434696],[1446227],[1448740],[1459360],[1468000],[1469601],[1472076],[1474556],[1474655],[1476626],[1491463],[1493938],[1496418],[1505640],[1507509],[1509612],[1510431],[1511551],[1512705],[1525103],[1529276],[1538498],[1540367],[1541968],[1543289],[1545563],[1548848],[1551268],[1551367],[1553338],[1554492],[1562359],[1565281],[1573539],[1576352],[1579243],[1590017],[1591152],[1592135],[1593634],[1598401],[1598500],[1599010],[1602444],[1611665],[1615110],[1620486],[1623920],[1630758],[1632359],[1634834],[1637314],[1637413],[1639384],[1640538],[1654590],[1655853],[1663230],[1664831],[1667306],[1669154],[1669786],[1669885],[1670395],[1681871],[1683815],[1691648],[1700870],[1702739],[1705661],[1707935],[1714562],[1715492],[1720170],[1720269],[1721134],[1722177],[1722574],[1727690],[1731404],[1739911],[1741174],[1743023],[1743420],[1748536],[1751267],[1753749],[1758516],[1758615],[1759125],[1766176],[1768120],[1780133],[1781844],[1782979],[1785461],[1790228],[1790327],[1790837],[1794271],[1795423],[1797272],[1815208],[1822585],[1824186],[1826661],[1829141],[1829240],[1832365],[1840418],[1840815],[1841280],[1841677],[1842632],[1847839],[1848017],[1850241],[1855948],[1856813],[1863254],[1864965],[1866100],[1867830],[1868008],[1871162],[1875840],[1875939],[1877847],[1883360],[1896844],[1901763],[1903035],[1906441],[1906540],[1908448],[1908845],[1913961],[1917675],[1918463],[1934692],[1937538],[1940020],[1944787],[1944886],[1945396],[1952447],[1954391],[1962087],[1962265],[1962875],[1963053],[1963925],[1969244],[1971038],[1971435],[1973252],[1981791],[1983063],[1986469],[1986568],[1988181],[1990837],[1991234],[1992189],[1997574],[2005505],[2012811],[2015657],[2020010],[2020407],[2021362],[2021581],[2026569],[2026747],[2028971],[2034678],[2035543],[2049892],[2051164],[2054570],[2054669],[2056577],[2062090],[2078313],[2079024],[2079946],[2086331],[2086509],[2088169],[2096144],[2096541],[2097496],[2097715],[2104834],[2105012],[2105884],[2111044],[2115211],[2123750],[2125022],[2128428],[2128527],[2132304],[2132482],[2133354],[2138673],[2140467],[2140864],[2142681],[2155997],[2160266],[2160663],[2161618],[2161837],[2167003],[2174934],[2193721],[2195051],[2196684],[2203857],[2204035],[2204907],[2212122],[2213044],[2217200],[2221267],[2229242],[2229639],[2230594],[2230813],[2237664],[2238586],[2244971],[2245149],[2246809],[2256136],[2263474],[2263652],[2264524],[2273851],[2287167],[2294534],[2294931],[2302039],[2304080],[2305002],[2310435],[2316238],[2319912],[2327085],[2327263],[2328135],[2341722],[2343355],[2351578],[2358793],[2359715],[2367938],[2377265],[2383601],[2387243],[2387421],[2393752],[2401711],[2416702],[2417624],[2435892],[2438855],[2453765],[2461988],[2467487],[2468224],[2471411],[2473284],[2477104],[2483957],[2514278],[2538150],[2543271],[2543605],[2548180],[2580309],[2584129],[2609951],[2613875],[2641847],[2694615] ] cell #1559 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [12544],[17377],[22676],[25517],[28175],[32770],[36557],[37037],[39770],[40246],[45891],[46704],[50914],[51293],[55542],[56596],[56865],[59329],[62118],[63868],[68980],[70004],[70817],[71086],[75487],[76300],[78029],[80510],[80889],[83746],[84721],[87691],[92805],[93064],[94555],[95945],[99724],[101474],[106586],[107610],[108423],[108692],[110596],[111692],[115724],[116699],[119669],[121993],[122968],[123341],[125938],[130546],[131521],[134491],[139605],[139864],[141355],[142745],[144894],[146376],[149809],[150905],[154937],[155912],[157352],[158448],[162480],[163455],[166425],[167725],[168821],[172853],[173828],[176798],[179122],[180097],[180470],[183067],[186620],[192110],[193592],[197025],[198121],[201029],[202511],[205944],[207040],[211072],[212047],[213387],[214869],[218302],[219398],[223430],[224405],[225845],[226941],[230973],[231948],[234918],[240475],[242508],[245223],[246952],[247998],[249480],[252882],[258372],[259854],[263287],[264383],[267360],[272850],[274332],[277765],[278861],[281769],[283251],[286684],[287780],[291812],[292787],[298838],[299649],[304203],[306187],[307600],[319480],[322195],[324970],[326452],[334142],[336175],[338890],[340619],[341665],[343147],[346549],[352039],[353521],[356954],[358050],[366170],[366889],[368606],[372145],[374425],[380225],[387711],[392265],[395662],[405863],[406674],[411228],[413212],[414625],[426505],[429220],[431995],[433477],[439591],[443281],[445177],[457881],[458692],[466184],[471440],[486696],[487415],[489132],[492671],[494951],[508237],[512791],[516188],[524621],[529954],[544605],[545324],[550001],[553691],[569102],[573444],[577134],[579030],[600037],[605293],[617656],[637055],[640745],[645750],[666453],[671292],[676625],[696672],[700362],[740268],[748826],[768225],[771915],[776296],[804390],[836490],[850154],[880524],[918255],[953116],[998283],[1074543],[1191832] ] cell #1560 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [115728],[121997],[125942],[145021],[150948],[158491],[162484],[172857],[176802],[183071],[186757],[192237],[193634],[201156],[202553],[207083],[219441],[223434],[230977],[234922],[235976],[242645],[253019],[259896],[272977],[274374],[278904],[287823],[293269],[301068],[312948],[336312],[343189],[353563],[408093], [37081,213514],[39774,224449],[45895,245248],[46748,248125],[50918,163499],[52457,267497],[55546,277790],[56046,280374],[56640,281896],[56869,179126],[59333,292831],[63912,304330],[63945,304458],[65033,307737],[68984,205969],[70008,322220],[70413,208553],[70861,325097],[71090,211076],[72278,329643],[75491,338915],[76344,341792],[76377,341920],[77804,346686],[78073,226984],[80514,231992],[80893,356979],[81393,359563],[83750,240500],[84765,367016],[86873,371879],[86979,372282],[87695,246956],[88279,375726],[92809,387736],[93107,258499],[93351,258627],[94599,392392],[94632,392520],[95720,395799],[95989,264426],[97184,400294],[99728,406699],[101518,411355],[101551,411483],[102533,414359],[102639,414762],[104401,419973],[104847,283293],[106590,286709],[107614,429245],[108019,289293],[108500,432250],[108696,291816],[110621,439634],[111735,298965],[111979,299093],[113205,443418],[113884,444786],[115755,448771],[116743,306230],[117129,452312],[119673,458717],[123012,466311],[123045,466439],[123318,319214],[123383,319617],[125120,471174],[125226,471577],[126526,475021],[126972,326494],[130550,334167],[131598,487670],[133673,492405],[133779,492808],[134495,340623],[135079,496252],[139609,508262],[139907,352166],[140151,352294],[141399,512918],[141432,513046],[142414,515922],[142789,358093],[145149,524663],[146074,524230],[146353,365904],[146418,366307],[146909,525849],[148086,528357],[149019,530290],[149834,368649],[152418,374467],[154941,380250],[155989,545579],[157377,550044],[159855,553425],[159961,553828],[160335,389130],[160640,555196],[162511,559181],[166429,569127],[168864,405990],[169108,406118],[170228,576868],[171013,578639],[172884,582624],[173872,413255],[180174,600292],[180447,426239],[180512,426642],[182249,605027],[182355,605430],[184101,433519],[185884,436397],[186069,614983],[186354,617576],[187992,617992],[188293,442208],[188598,619045],[192365,445219],[198164,458008],[198408,458136],[199528,640479],[200512,642470],[201284,645792],[202209,645359],[203044,646978],[204221,649486],[205154,651419],[212124,666708],[212870,668012],[214846,486430],[214911,486833],[217512,676961],[218327,489175],[220911,494993],[228348,700096],[228828,509656],[229133,701867],[231004,705852],[235275,716623],[235437,521252],[237251,719223],[238500,721148],[242242,529874],[244486,731278],[247481,736988],[249457,544339],[249522,544742],[252331,746153],[252616,748746],[254254,749162],[254860,750215],[265790,771649],[266624,570250],[269033,576061],[269338,777685],[273105,579072],[281252,801110],[285894,810059],[295437,828875],[297689,832183],[302343,839488],[303592,841413],[306864,633861],[309273,639672],[309578,851543],[312247,856879],[314223,859479],[315472,861404],[321458,871534],[324453,877244],[329104,667923],[330918,888652],[332167,890577],[335909,676545],[338153,900707],[362035,944921],[364723,722345],[365661,949747],[370095,956158],[375187,736899],[377001,966771],[378250,968696],[385751,980312],[390405,987617],[391654,989542],[409368,1018218],[410617,1020143],[416603,1030273],[428483,1050264],[440881,832094],[446420,1078004],[450046,1082830],[450757,1083909],[464018,862601],[464956,1104306],[490621,1142429],[497527,1153042],[498776,1154967],[510931,1173888],[512180,1175813],[551291,980223],[560456,1242185],[580273,1269831],[583899,1274657],[584610,1275736],[691478,1416632],[707127,1437415], [12548,108467,432122],[17381,131565,487542],[19361,142520,516325],[22680,155956,545451],[25521,167750,573487],[26021,170334,577271],[28179,180141,600164],[28854,183655,608874],[32774,197050,637098],[33274,199634,640882],[36561,212091,666580],[37114,213642,671334],[37779,216579,675028],[40250,225870,696715],[40750,228454,700499],[46781,248253,740310],[47446,251190,744004],[51297,263312,768268],[51797,265896,772052],[52224,266809,773623],[52351,267094,776216],[56673,282024,804432],[57338,284961,808126],[62122,299674,836533],[64800,307049,847481],[64927,307334,850074],[70894,325225,880566],[71559,328162,884260],[71975,328942,886052],[77571,345998,915582],[77698,346283,918175],[83990,364908,948624],[84798,367144,953158],[87976,375025,964171],[95487,395111,995610],[95614,395396,998203],[98171,402462,1007605],[104098,419272,1035609],[112121,440719,1070327],[112637,441942,1071804],[113099,443015,1074463],[118116,454480,1089241],[122237,464203,1103183],[126223,474320,1118730],[129536,482561,1131192],[144377,521341,1191680],[147380,526794,1197850],[151850,535992,1209297],[153927,540470,1215497],[158877,551129,1229682],[159393,552352,1231159],[175245,588333,1281068],[186822,616106,1322184],[194596,630208,1338230],[203515,647923,1360222],[207985,657121,1371669],[220343,682663,1404527],[222420,687141,1410727],[242710,728339,1463840],[253084,747276,1485702],[260858,761378,1501748],[275336,788848,1534606],[288725,815761,1568045],[319682,868595,1626598],[336377,897768,1659070],[354525,930807,1696978],[366372,950826,1719330],[426707,1047325,1818425],[486898,1137097,1905601],[544807,1221402,1985629] ] cell #1561 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [115733],[122002],[125956],[144898],[150909],[158452],[162489],[172862],[176816],[183085],[186614],[192114],[193586],[201033],[202505],[207044],[219402],[223439],[230982],[234936],[235969],[242502],[252876],[259848],[272854],[274326],[278865],[287784],[293262],[301061],[312941],[336169],[343141],[353515],[408086], [37042,213391],[39779,224410],[45909,245228],[46709,248002],[50923,163460],[52051,400287],[52408,267354],[55560,277770],[56060,280325],[56601,281773],[56883,179131],[59338,292792],[63873,304207],[63971,304433],[64627,452305],[64984,307594],[68989,205949],[70022,322200],[70427,208504],[70822,324974],[71104,211081],[72318,329636],[75505,338895],[76305,341669],[76403,341895],[77755,346543],[78034,226945],[80519,231953],[80907,356959],[81407,359514],[82430,524234],[83755,240480],[83817,525842],[84726,366893],[86915,371883],[86930,372139],[87709,246961],[88319,375719],[92823,387716],[93068,258376],[93365,258602],[94560,392269],[94658,392495],[95671,395656],[95950,264387],[99742,406679],[101479,411232],[101577,411458],[102575,414363],[102590,414619],[104441,419966],[104798,283245],[106595,286689],[107628,429225],[108033,289244],[108526,432225],[108710,291821],[110402,617985],[110601,439595],[111696,298842],[111993,299068],[113156,443275],[114408,444790],[115795,448764],[116704,306191],[119687,458697],[120677,645363],[122064,646971],[122973,466188],[123071,466414],[123327,319218],[123335,319474],[125162,471178],[125177,471434],[126566,475014],[126923,326446],[130555,334147],[131624,487645],[133715,492409],[133730,492665],[134509,340628],[135119,496245],[139623,508242],[139868,352043],[140165,352269],[141360,512795],[141458,513021],[142456,515926],[142750,358054],[145124,524615],[146362,365908],[146370,366164],[148126,528350],[149615,530283],[149814,368610],[152369,374419],[154946,380230],[156015,545554],[157158,749155],[157357,550005],[157692,750219],[159897,553429],[159912,553685],[160334,389123],[161164,555200],[162551,559174],[166443,569107],[168825,405867],[169122,406093],[170270,576872],[171537,578643],[172924,582617],[173833,413216],[180200,600267],[180456,426243],[180464,426499],[182291,605031],[182306,605287],[184052,433471],[185893,436401],[186193,614976],[186358,617572],[188292,442201],[190151,619049],[192340,445171],[198125,457885],[198422,458111],[199570,640483],[200627,642474],[201259,645744],[201646,861397],[201698,859483],[204261,649479],[205750,651412],[206284,871538],[212150,666683],[212985,668016],[214855,486434],[214863,486690],[218108,676954],[218307,489136],[220862,494945],[228390,700100],[228827,509649],[229657,701871],[231044,705845],[235279,716619],[235436,521245],[237366,719227],[240281,721141],[242246,529870],[246039,731282],[247596,736992],[249466,544343],[249474,544599],[252455,746146],[252620,748742],[258989,989535],[259041,987621],[265832,771653],[266633,570254],[269032,576054],[270891,777689],[273080,579024],[281367,801114],[286490,810052],[287024,1050268],[295561,828868],[297804,832187],[302458,839492],[305373,841406],[305425,1083913],[306873,633865],[309272,639665],[311131,851547],[312251,856875],[324568,877248],[329103,667916],[331033,888656],[333948,890570],[335913,676541],[339706,900711],[352656,1175806],[352708,1173892],[362039,944917],[364732,722349],[365776,949751],[370219,956151],[375186,736892],[377116,966775],[380031,968689],[385866,980316],[409483,1018222],[412398,1020136],[412450,1275740],[418156,1030277],[440880,832087],[446424,1078000],[450161,1082834],[464027,862605],[465071,1104310],[490745,1142422],[497642,1153046],[500557,1154960],[500609,1416636],[551290,980216],[560571,1242189],[580277,1269827],[584014,1274661],[707242,1437419], 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] cell #1562 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [115734],[122003],[125957],[144899],[150910],[158453],[162490],[172863],[176817],[183086],[186612],[192115],[193584],[201034],[202503],[207045],[219403],[223440],[230983],[234937],[235967],[242500],[252874],[259846],[272855],[274324],[278866],[287785],[293260],[301059],[312939],[336167],[343139],[353513],[408084], [37082,213392],[39780,224450],[45910,245249],[46749,248003],[50924,163500],[52458,267352],[55561,277791],[56058,280375],[56641,281774],[56884,179132],[59339,292832],[63913,304208],[63969,304459],[65034,307592],[68990,205970],[70023,322221],[70425,208554],[70862,324975],[71105,211082],[72279,329634],[75506,338916],[76345,341670],[76401,341921],[77805,346541],[78074,226946],[80520,231993],[80908,356980],[81405,359564],[83756,240501],[84766,366894],[86877,371880],[86980,372137],[87710,246962],[88280,375717],[92824,387737],[93069,258377],[93363,258628],[94600,392270],[94656,392521],[95721,395654],[95990,264388],[97185,400285],[99743,406700],[101519,411233],[101575,411484],[102537,414360],[102640,414617],[104402,419964],[104848,283243],[106596,286710],[107629,429246],[108031,289294],[108524,432251],[108711,291822],[110622,439596],[111697,298843],[111991,299094],[113206,443273],[113888,444787],[115756,448762],[116744,306192],[117130,452303],[119688,458718],[123013,466189],[123069,466440],[123322,319215],[123333,319472],[125124,471175],[125227,471432],[126527,475012],[126973,326444],[130556,334168],[131622,487671],[133677,492406],[133780,492663],[134510,340629],[135080,496243],[139624,508263],[139869,352044],[140163,352295],[141400,512796],[141456,513047],[142418,515923],[142790,358055],[145150,524613],[146078,524231],[146357,365905],[146368,366162],[146910,525840],[148087,528348],[149020,530281],[149835,368611],[152419,374417],[154947,380251],[156013,545580],[157378,550006],[159859,553426],[159962,553683],[160332,389121],[160644,555197],[162512,559172],[166444,569128],[168826,405868],[169120,406119],[170232,576869],[171017,578640],[172885,582615],[173873,413217],[180198,600293],[180451,426240],[180462,426497],[182253,605028],[182356,605285],[184102,433469],[185888,436398],[186070,614974],[186355,617570],[187993,617983],[188290,442199],[188602,619046],[192366,445169],[198126,457886],[198420,458137],[199532,640480],[200516,642471],[201285,645742],[202213,645360],[203045,646969],[204222,649477],[205155,651410],[212148,666709],[212874,668013],[214850,486431],[214861,486688],[217513,676952],[218328,489137],[220912,494943],[228352,700097],[228825,509647],[229137,701868],[231005,705843],[235276,716617],[235434,521243],[237255,719224],[238501,721139],[242243,529868],[244490,731279],[247485,736989],[249461,544340],[249472,544597],[252332,746144],[252617,748740],[254255,749153],[254864,750216],[265794,771650],[266628,570251],[269030,576052],[269342,777686],[273106,579022],[281256,801111],[285895,810050],[295438,828866],[297693,832184],[302347,839489],[303593,841404],[306868,633862],[309270,639663],[309582,851544],[312248,856873],[314227,859480],[315473,861395],[321462,871535],[324457,877245],[329101,667914],[330922,888653],[332168,890568],[335910,676539],[338157,900708],[362036,944915],[364727,722346],[365665,949748],[370096,956149],[375184,736890],[377005,966772],[378251,968687],[385755,980313],[390409,987618],[391655,989533],[409372,1018219],[410618,1020134],[416607,1030274],[428487,1050265],[440878,832085],[446421,1077998],[450050,1082831],[450761,1083910],[464022,862602],[464960,1104307],[490622,1142420],[497531,1153043],[498777,1154958],[510935,1173889],[512181,1175804],[551288,980214],[560460,1242186],[580274,1269825],[583903,1274658],[584614,1275737],[691482,1416633],[707131,1437416], [12554,108468,432000],[17387,131566,487420],[19373,142521,516180],[22686,155957,545329],[25536,167751,573449],[26033,170335,577126],[28185,180142,600042],[28856,183656,608865],[32789,197051,637060],[33286,199635,640737],[36567,212092,666458],[37138,213643,671284],[37781,216580,675019],[40265,225871,696677],[40762,228455,700354],[46805,248254,740260],[47448,251191,743995],[51312,263313,768230],[51809,265897,771907],[52226,266810,773614],[52355,267095,776210],[56697,282025,804382],[57340,284962,808117],[62137,299675,836495],[64802,307050,847472],[64931,307335,850068],[70918,325226,880516],[71561,328163,884251],[71979,328943,886046],[77573,345999,915573],[77702,346284,918169],[83992,364909,948615],[84822,367145,953108],[87980,375026,964165],[95489,395112,995601],[95618,395397,998197],[98173,402463,1007596],[104102,419273,1035603],[112125,440720,1070321],[112639,441943,1071795],[113103,443016,1074457],[118118,454481,1089232],[122239,464204,1103174],[126227,474321,1118724],[129540,482562,1131186],[144381,521342,1191674],[147384,526795,1197844],[151852,535993,1209288],[153931,540471,1215491],[158881,551130,1229676],[159395,552353,1231150],[175247,588334,1281059],[186826,616107,1322178],[194600,630209,1338224],[203519,647924,1360216],[207987,657122,1371660],[220345,682664,1404518],[222424,687142,1410721],[242714,728340,1463834],[253088,747277,1485696],[260862,761379,1501742],[275340,788849,1534600],[288727,815762,1568036],[319686,868596,1626592],[336381,897769,1659064],[354529,930808,1696972],[366376,950827,1719324],[426711,1047326,1818419],[486902,1137098,1905595],[544811,1221403,1985623] ] cell #1563 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [108238],[131063],[142235],[155454],[168674],[169714],[179639],[183255],[197974],[199014],[211589],[214712],[215776],[226794],[227834],[249323],[250387],[264236],[265276],[266712],[268428],[283094],[284158],[300122],[306952],[308668],[326295],[327359],[329066],[345901],[347617],[364811],[367661],[375149],[395014],[396730],[402365],[419396],[440843],[441845],[443717],[454383],[464106],[474444],[482685],[521468],[526918],[535895],[540594],[551253],[552255],[588236],[616233],[630332],[648047],[657024],[682566],[687265],[728466],[747403],[761502],[788972],[815664],[868722],[897895],[930931],[950953],[1047452],[1137224],[1221529], [28090,179062,179105],[36472,211012,211055],[39765,136866,223947],[40561,138660,227018],[46351,246892,246935],[49718,93141,389366],[50752,50909,262050],[51608,165480,264460],[55360,174556,278714],[56031,176839,279754],[56411,105160,283034],[57076,178979,283338],[59244,291752,291795],[59324,109272,292329],[61173,111769,442444],[64493,195788,306264],[68837,123428,468190],[68920,68963,319877],[70174,70398,323781],[70632,127285,326235],[71297,210929,326539],[72764,73037,214652],[73527,215700,219251],[75947,340559,340602],[76115,135565,221675],[76137,221735,342990],[77519,138335,347990],[79314,139941,509892],[80348,80505,355717],[80707,142318,357903],[81204,233973,358127],[81378,143572,358943],[83603,146463,527679],[83686,83729,366567],[84263,148572,367601],[85449,242905,368683],[87732,246809,374512],[88765,89038,249263],[89528,150758,250311],[92993,160338,555722],[93259,93321,389868],[95435,165155,397103],[98119,98454,268801],[98779,168898,576297],[99052,173370,269976],[99074,270036,274175],[99324,169797,407147],[102099,276528,413289],[102200,276671,415693],[102354,175193,277044],[104001,178418,421473],[105650,284082,287633],[106443,180557,602043],[106526,106569,426902],[107780,108004,430806],[108260,183521,433320],[108903,291669,433564],[111545,187017,439668],[111621,188296,621491],[111887,111949,442946],[112585,190921,444090],[114029,301806,445264],[116241,118997,310216],[118064,118399,309041],[118724,198198,639908],[119019,193435,310276],[119269,199097,459165],[122510,204707,466896],[123305,123312,468035],[126126,210368,476521],[127775,206893,327283],[129439,129842,331143],[130403,214956,674350],[130486,130529,487093],[130584,332495,337243],[130738,220291,332868],[131085,216042,488187],[132249,336572,489209],[134532,340476,495038],[134679,222323,340662],[138933,231490,349165],[138955,349225,353364],[139205,227917,350213],[139793,228831,702393],[140059,140121,510394],[142081,232285,517256],[144185,235440,716882],[146219,236714,524708],[146340,146347,527524],[147283,241024,529146],[148715,368740,529880],[151798,155129,378951],[153830,154233,377226],[154794,249567,743326],[154877,154920,545002],[154975,243576,378578],[155476,250653,546096],[158301,253279,550078],[159341,257183,554500],[160273,256546,388184],[162997,165753,398278],[165775,259697,398338],[166025,265359,399326],[166793,166843,400433],[166942,400575,407516],[168750,269036,780131],[169016,169078,576799],[169153,275239,404228],[169560,270157,577570],[171158,408831,579117],[179160,422825,427573],[179314,288673,423198],[179661,284424,424433],[180434,180441,601888],[185871,185878,614940],[185972,293827,615124],[187688,294082,617582],[194499,198453,456246],[196093,196143,452451],[196242,300491,452593],[198050,309276,853989],[198316,198378,640410],[198860,310397,641181],[202354,313686,645837],[203418,317996,650275],[204729,317408,466956],[207933,211264,478246],[211110,320548,477873],[211611,327625,479481],[212678,329107,886311],[212728,335527,480909],[212782,329242,668139],[214833,214840,674195],[217208,489266,676551],[225062,502138,509079],[227273,354428,505791],[227680,349346,507143],[235399,360131,716629],[238990,239040,525988],[239139,363021,526130],[241860,247339,538818],[247289,375190,964430],[247393,375325,737115],[249444,249451,743171],[252234,381889,746294],[253950,382144,748752],[257029,386617,554127],[260761,264715,566656],[262504,388553,563003],[265122,398459,568008],[266611,266618,773580],[268107,572116,573834],[281110,425857,593531],[281164,419572,593673],[295340,438540,829016],[296128,297547,620017],[297497,440884,1070586],[297601,441019,832310],[298234,439981,621005],[306851,306858,847438],[308347,635727,637445],[312371,459426,856885],[312752,459820,642597],[315962,316012,647117],[316111,462316,647259],[318832,324311,659947],[324365,474620,660089],[330776,484549,669893],[330830,482861,670035],[362159,522970,944927],[362540,523364,719350],[364023,365519,723223],[364710,364717,948581],[365573,527094,723365],[369998,532590,956299],[372892,534031,733238],[376859,542458,738869],[376913,540770,739011],[384190,385609,751187],[385559,551294,1229941],[385663,551429,980439],[386296,550391,752175],[415372,794367,796085],[446544,626384,1078010],[446925,626778,839615],[448408,449904,843488],[449958,630508,843630],[461835,644493,859606],[463318,464814,863479],[464005,464012,1103140],[464868,648223,863621],[472187,655160,873494],[490524,679261,1142570],[493418,680702,902667],[497385,689129,908298],[497439,687441,908440],[557335,757948,987744],[558818,560314,991617],[560368,761678,991759],[580397,785024,1269837],[580778,785418,1018345],[582261,583757,1022218],[583811,789148,1022360],[606040,813800,1052224],[631575,844620,1084036],[704006,927377,1174015],[705489,706985,1177888],[707039,931107,1178030],[790215,1023350,1275863],[913237,1158174,1416759], [14288,64347,115664,115707,303249,305620],[15603,34133,121933,121976,201893,465862],[21648,86746,87376,150982,370597,373301],[23467,48387,91860,158525,253406,552854],[24410,50212,162420,162463,259236,391311],[26775,101953,172793,172836,410274,412645],[27472,103981,176398,279837,419009,419052],[31195,63192,113969,114765,301304,445058],[31860,115581,116348,193679,447305,450312],[33639,66543,67554,202294,313184,645631],[34304,67115,121850,202598,313778,648808],[35529,69301,124993,207117,320004,469892],[35837,35915,208351,208394,208865,323864],[38742,133546,134176,219475,491123,493827],[39685,136720,223370,223413,498433,500804],[41504,79808,230913,230956,352903,511837],[42201,81512,234518,359026,359361,359404],[43168,43441,82787,146159,236212,524502],[44724,86086,149088,150014,368895,530535],[47923,90295,91535,254323,382299,749407],[50383,93713,162337,259941,389960,557715],[53967,100798,171098,171894,408329,578911],[54632,172710,173477,274419,581158,584165],[55857,175853,176483,278938,588835,591539],[58301,106907,182122,287857,427029,603745],[58609,58687,289091,289134,289605,430889],[60513,60848,110801,188061,294237,618237],[62306,114617,191107,192435,445312,624085],[66395,119851,121289,314448,460222,859888],[74320,132886,217581,218507,489421,677206],[76780,223287,224054,343234,688026,691033],[79979,140513,230830,353608,510486,704386],[82639,83042,145219,237476,360927,719632],[99912,171746,271847,273175,579165,782725],[109664,109714,185736,293408,435935,826245] ] cell #1564 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [194502],[200373],[201801],[203421],[221464],[222326],[237112],[241863],[252237],[253318],[259144],[260764],[269765],[275242],[276836],[295343],[296131],[300426],[302204],[305528],[310005],[312306],[318835],[319916],[331542],[332660],[335530],[348954],[352811],[354431],[362094],[362956],[364026],[370001],[373213],[377625],[378743],[384193],[388488],[398067],[403156],[407451],[409229],[412553],[421872],[422990],[425860],[426941],[439916],[444910],[446479],[448411],[455174],[462251],[463321],[466685],[476920],[478038],[483482],[484552],[490527],[493739],[500712],[504719],[505479],[509014],[524354],[529545],[533966],[541391],[542461],[547208],[550326],[554292],[558821],[565584],[566344],[573769],[578763],[580332],[582264],[591451],[596104],[597174],[617510],[623728],[627768],[632959],[637380],[641918],[642827],[645483],[655095],[662520],[663590],[671025],[680637],[685631],[689132],[696997],[705492],[713015],[718671],[719580],[725924],[729743],[735961],[740001],[745542],[745545],[758938],[768550],[778799],[786408],[791599],[796020],[804123],[813735],[822230],[827050],[828264],[828267],[838936],[839845],[846189],[852657],[856562],[864611],[880257],[899172],[905390],[909430],[920758],[928367],[937979],[942621],[944604],[952849],[954333],[955547],[955550],[1000786],[1017666],[1018575],[1024919],[1031387],[1043341],[1058987],[1064630],[1068859],[1075704],[1077687],[1107408],[1126462],[1139120],[1140604],[1141818],[1141821],[1187057],[1194430],[1202123],[1223425],[1228214],[1260686],[1267531],[1269514],[1299235],[1323750],[1346732],[1356802],[1385797],[1389660],[1397353],[1423444],[1476466],[1487268],[1510250],[1520126],[1553178],[1592773],[1606688],[1639224],[1682498],[1720974],[1766803],[1839285],[1846847],[1961233],[2077087] ] cell #1565 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1566 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1567 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1568 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1569 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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[151162,373794],[158705,253899],[193563,450299],[202482,313765],[207297,320497],[219655,494320],[223969,501628],[241624,726631],[241766,530457],[244184,536237],[252140,381430],[254558,382956],[259825,389947],[261492,262072],[274303,584152],[279118,592032],[279600,592634],[288037,427522],[292351,435115],[295246,438081],[295892,829396],[296034,618159],[300532,624645],[312412,459448],[318738,467321],[321156,468847],[322760,323627],[335291,896060],[335433,677128],[337851,682908],[341060,685814],[343118,691020],[353492,510473],[355159,355739],[358789,519468],[362200,522992],[363062,720192],[363929,525018],[369904,532131],[381470,546345],[383954,977525],[384096,749329],[388594,554948],[388791,388934],[402917,1008126],[403059,776799],[404626,778982],[407557,783285],[413883,792511],[416301,798291],[425763,601174],[428181,602700],[429785,430652],[431390,608535],[438121,616647],[440022,618797],[440219,440362],[446585,626406],[448314,628432],[454935,1089762],[455077,850657],[456644,852840],[462357,860448],[463224,646147],[483588,889621],[484455,671689],[485243,891784],[486099,673827],[490430,678802],[495716,906307],[504480,1163796],[504622,918758],[506189,920941],[509120,701619],[509317,509460],[532171,728880],[534072,731030],[534269,534412],[541497,967740],[542364,740665],[543152,969903],[544008,742803],[550432,749967],[550629,550772],[558724,759602],[565345,1249117],[565487,998786],[567054,1000969],[573875,777437],[574072,574215],[574737,1010803],[580438,785046],[582167,787072],[596210,1039178],[597077,804787],[597865,1041341],[598721,806925],[623489,1330325],[623631,1075046],[637486,851295],[637683,637826],[638348,1092439],[650673,1107591],[655201,871286],[655398,655541],[662626,1122299],[663493,880921],[664281,1124462],[665137,883059],[678842,898309],[680743,900459],[680940,681083],[689035,910094],[690679,912232],[697103,919396],[697300,697443],[697965,1166473],[705395,929031],[717376,1452257],[718509,1195278],[726030,1201460],[735864,963193],[748679,1232674],[754801,1234401],[762602,762745],[764128,994621],[768656,999424],[768853,768996],[769518,1251794],[796126,1030025],[796323,796466],[813841,1050016],[814038,814181],[822133,1059651],[823777,1061789],[826075,1582746],[827352,1324296],[828151,1324597],[838774,1076552],[846295,1085560],[846492,846635],[858765,1357650],[858926,1361296],[866286,1363832],[869998,1112232],[905293,1149464],[932031,932174],[933557,1180892],[938085,1185695],[938282,938425],[942435,1712216],[943598,1454513],[943676,1455087],[954635,1202669],[955434,1202970],[957673,961909],[975481,1487814],[976280,1488115],[976397,1491706],[987064,1238433],[1017504,1268379],[1025025,1277387],[1025222,1025365],[1048728,1304059],[1062651,1062794],[1065601,1585358],[1076681,1331373],[1076759,1331947],[1079078,1083356],[1098157,1617271],[1098235,1617845],[1110110,1367827],[1140906,1397899],[1141705,1398200],[1143944,1148180],[1160046,1160189],[1173335,1433663],[1203094,1462140],[1205455,1209796],[1224956,1745473],[1268508,1527749],[1268586,1528323],[1270905,1275183],[1282583,1286819],[1301937,1564203],[1398324,1657370],[1400685,1405026],[1411801,1416079],[1542211,1546552] ] cell #1570 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [115420],[120064],[121152],[121689],[145432],[148974],[156517],[157434],[161639],[162176],[172549],[187315],[187947],[191300],[192648],[195168],[200219],[205109],[206026],[217467],[223126],[230132],[230669],[236958],[237669],[238455],[243203],[245781],[254209],[257562],[268687],[272040],[273388],[275908],[276930],[285849],[286766],[296685],[300722],[302050],[303547],[308927],[314641],[315427],[331336],[332122],[332754],[336870],[339448],[340855],[344723],[347876],[351229],[363252],[371343],[377419],[378205],[378837],[384747],[391609],[396989],[403710],[404421],[407747],[409075],[410572],[417898],[421666],[422452],[423084],[443976],[447637],[455728],[456439],[462547],[470638],[476714],[477500],[478132],[483723],[483778],[491869],[495906],[498731],[505273],[505984],[512135],[522737],[529339],[538026],[541632],[541687],[554386],[558047],[566138],[566849],[574927],[581490],[589581],[596345],[596400],[604491],[611353],[615385],[615478],[626151],[632753],[638538],[643866],[649140],[650468],[662761],[662816],[684697],[688358],[697238],[698155],[704718],[712809],[716502],[717426],[726165],[726220],[727618],[727711],[746555],[746648],[768791],[769708],[784791],[791393],[797178],[807780],[821456],[826086],[829277],[830383],[836767],[837691],[846430],[856758],[857682],[866476],[883914],[895649],[897047],[897140],[938220],[939137],[944800],[945920],[953369],[956560],[973768],[974215],[978512],[1009113],[1015497],[1016421],[1025160],[1045206],[1066775],[1067895],[1077883],[1090749],[1100479],[1128327],[1132191],[1139640],[1142831],[1164783],[1204268],[1216496],[1227250],[1250104],[1259722],[1269710],[1292306],[1331312],[1345768],[1378868],[1399498],[1422480],[1461208],[1509286],[1583351],[1591809],[1712732],[1838587] ] cell #1571 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [224963],[226870],[227136],[262405],[264312],[264578],[268008],[281060],[283215],[298135],[306116],[306382],[308248],[324261],[326416],[330726],[345800],[357979],[358245],[361648],[365469],[368485],[372793],[374389],[376809],[386197],[394913],[402264],[413141],[413407],[415273],[431286],[433441],[437023],[439470],[441744],[444516],[445086],[446033],[449854],[454282],[460943],[464764],[472088],[485995],[489011],[493319],[494915],[497335],[515439],[523960],[524530],[531073],[533520],[535794],[543904],[547433],[548950],[549880],[552154],[556443],[560264],[573323],[575597],[578369],[578939],[579886],[583707],[588135],[598617],[605941],[622212],[627374],[627944],[636934],[639208],[644099],[645089],[645659],[652202],[653719],[654649],[656923],[665033],[670631],[671201],[677744],[680191],[682465],[690575],[696551],[698825],[703114],[706935],[723961],[734445],[739607],[740177],[753382],[757554],[758544],[759114],[764024],[768104],[770378],[780852],[786014],[786584],[795574],[797848],[803729],[804299],[810842],[812359],[813289],[815563],[823673],[827849],[836369],[844226],[854710],[864217],[864787],[868949],[876113],[879863],[880433],[893390],[903874],[909036],[909606],[922811],[926983],[927973],[928543],[933453],[937533],[939807],[951180],[952455],[953025],[955132],[971509],[975978],[985951],[986896],[1002839],[1006579],[1015099],[1022956],[1033440],[1042947],[1043517],[1047679],[1054843],[1058593],[1059163],[1065455],[1072367],[1073312],[1088215],[1096735],[1108988],[1109119],[1126068],[1126638],[1137451],[1138726],[1139296],[1141403],[1157780],[1162249],[1172222],[1173167],[1191631],[1198718],[1198849],[1208271],[1221756],[1223031],[1223601],[1236047],[1247570],[1257282],[1264194],[1265139],[1280042],[1300815],[1300946],[1321038],[1328121],[1329884],[1343328],[1350240],[1351185],[1370643],[1386861],[1393948],[1394079],[1403501],[1431277],[1457591],[1473667],[1480754],[1480885],[1493402],[1517414],[1524497],[1567019],[1588049],[1603976],[1611059],[1620349],[1717144],[1748164],[1872814], [148877,529985],[150834,532799],[151100,371099],[156470,974374],[158377,752661],[158643,553356],[187268,1066934],[187850,617687],[191401,624361],[193556,447150],[200320,857138],[202475,648653],[206969,653928],[207235,470394],[217370,676656],[219327,679470],[219593,491625],[237059,945180],[237770,719908],[241759,530177],[243156,1204427],[252133,746110],[254112,748857],[257663,755531],[259818,557560],[261430,394444],[268590,776327],[272141,783001],[274296,581003],[278790,794853],[279056,589337],[287709,812568],[287975,604247],[295239,828832],[296027,617879],[296786,830710],[302151,1078263],[308830,850185],[314742,860164],[318731,651306],[322753,473684],[331437,889337],[335426,676848],[336823,1399657],[340956,906023],[343111,687871],[344320,501566],[347779,918286],[351330,924960],[353485,704231],[355097,514970],[363922,721035],[369897,956115],[371444,957993],[377520,967456],[384089,749049],[384848,978839],[388784,555496],[396892,998314],[403052,776519],[403811,1009440],[404522,1010519],[409176,1270090],[413876,792231],[417422,592627],[421767,1038894],[425756,809946],[429778,607537],[434650,435053],[440212,619345],[443879,1074574],[448307,841300],[455070,850377],[455829,1091076],[456540,1092155],[463217,861291],[470739,1112552],[476815,1122015],[484448,890464],[485236,891504],[490423,1142386],[491970,1144264],[495851,685807],[504615,918478],[505374,1165110],[506085,1166189],[509310,702167],[518985,519461],[521695,1191863],[529440,1201176],[534262,731578],[542357,968583],[543145,969623],[550622,750515],[558717,989429],[565480,998506],[566239,1250431],[566950,1251510],[574065,777985],[574872,778975],[582160,1020030],[589682,1282903],[597070,1040021],[597858,1041061],[604592,1304379],[608473,608528],[614440,1320546],[616460,1322367],[623624,1074766],[632854,1341556],[637676,851843],[638483,852833],[650569,1363548],[655391,871834],[663486,1123142],[664274,1124182],[673765,673820],[680933,901007],[689028,1154854],[697293,919944],[698100,920934],[705388,1175700],[712910,1445661],[716371,1451564],[717557,1452522],[718502,1192992],[728693,1464023],[735857,1212259],[742741,742796],[747630,1485885],[754794,1234121],[762595,992925],[768846,999972],[769653,1000962],[791494,1537932],[796316,1030573],[806863,806918],[814031,1050564],[822126,1314969],[827146,1583472],[827277,1322135],[837822,1593804],[838767,1333372],[846485,1086108],[857813,1615280],[858758,1355364],[866421,1107584],[882997,883052],[898122,1659253],[905286,1407489],[912170,912225],[932024,1179196],[938275,1186243],[943609,1453014],[954429,1722741],[954560,1463791],[957666,1210805],[975275,1743587],[975406,1485653],[977406,1232667],[994559,994614],[1016552,1785631],[1017497,1529748],[1025215,1277935],[1061727,1061782],[1062644,1318465],[1076692,1594296],[1079003,1339229],[1098168,1615772],[1099359,1361221],[1111119,1112225],[1140700,1909012],[1140831,1659021],[1143937,1406035],[1160039,1418831],[1180830,1180885],[1205388,1469777],[1226130,1491639],[1237238,1238358],[1268519,1786123],[1270830,1535605],[1282576,1547561],[1302946,1304052],[1366640,1367760],[1400618,1665007],[1411726,1676115],[1432468,1433588],[1542144,1802886],[1563016,1564136] ] cell #1572 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [276833],[332657],[344054],[378740],[394178],[403153],[413977],[422987],[434384],[455171],[467780],[478035],[483547],[485337],[495675],[504716],[514704],[515540],[525477],[541456],[543246],[554289],[554926],[565581],[574696],[575698],[596169],[597171],[597959],[601633],[608297],[618775],[623725],[628891],[638307],[639309],[642824],[646606],[651114],[662585],[663587],[664375],[672148],[673589],[697062],[697924],[698926],[701597],[718057],[719577],[720843],[725989],[731008],[735958],[741124],[742565],[745610],[749945],[754895],[760061],[768615],[769477],[770479],[774873],[777415],[787531],[797949],[803133],[805246],[806687],[809754],[822227],[827657],[828110],[828332],[838322],[839842],[841108],[846254],[848731],[851273],[856627],[858313],[859833],[861099],[866245],[871264],[874701],[876214],[879267],[881380],[882821],[887486],[890272],[900437],[905387],[910553],[911994],[916832],[919374],[929490],[938044],[939908],[943740],[944669],[954940],[955393],[955615],[959593],[962529],[963652],[965605],[968391],[975786],[976239],[976461],[986451],[987971],[989237],[992355],[994383],[996860],[999402],[1006387],[1017052],[1018572],[1019838],[1024984],[1027461],[1030003],[1037043],[1039829],[1049994],[1053431],[1054944],[1057997],[1060110],[1061551],[1065724],[1072867],[1074160],[1076823],[1077752],[1079836],[1081664],[1084263],[1085538],[1088023],[1098299],[1099228],[1109499],[1109691],[1109952],[1110174],[1114152],[1117088],[1120164],[1122950],[1141211],[1141664],[1141886],[1145864],[1148800],[1149923],[1151876],[1154662],[1162057],[1172722],[1174242],[1175508],[1178626],[1180654],[1183131],[1185673],[1189110],[1199229],[1199421],[1199682],[1200404],[1202948],[1203217],[1205519],[1208079],[1209860],[1212067],[1225079],[1233515],[1236178],[1237107],[1239191],[1241019],[1247378],[1264694],[1265987],[1268650],[1269579],[1271663],[1273491],[1276090],[1277365],[1279850],[1287439],[1288562],[1301326],[1301518],[1301779],[1302001],[1305979],[1308915],[1311991],[1314777],[1317895],[1324575],[1328252],[1329692],[1332011],[1332243],[1334747],[1339098],[1350740],[1352033],[1362054],[1362776],[1365589],[1367891],[1370451],[1394459],[1394651],[1394912],[1395634],[1398178],[1398447],[1400749],[1403309],[1405090],[1407297],[1412559],[1416986],[1418261],[1428745],[1431408],[1432337],[1434421],[1436249],[1442608],[1442800],[1450197],[1455151],[1455383],[1458966],[1462202],[1462694],[1481265],[1481457],[1481718],[1482440],[1488093],[1491770],[1493210],[1498265],[1515551],[1520951],[1524628],[1526068],[1526260],[1528387],[1528619],[1531123],[1535474],[1539704],[1542275],[1546616],[1558430],[1559152],[1561965],[1564267],[1566827],[1576077],[1585420],[1585912],[1592846],[1607513],[1611190],[1612630],[1612822],[1617909],[1618141],[1621724],[1644476],[1645198],[1650381],[1650613],[1652821],[1654196],[1657271],[1657432],[1657924],[1668897],[1671633],[1675984],[1683323],[1687000],[1688440],[1688632],[1693495],[1704647],[1714704],[1735702],[1735934],[1738142],[1739517],[1742592],[1745535],[1746027],[1767628],[1771305],[1772745],[1772937],[1777247],[1777739],[1779876],[1783767],[1784673],[1795803],[1809736],[1809968],[1812176],[1813551],[1830988],[1847672],[1860368],[1860860],[1862997],[1866888],[1870374],[1891372],[1891604],[1893812],[1895187],[1899134],[1900975],[1903415],[1907182],[1931806],[1932298],[1934435],[1968828],[1969060],[1979162],[1981003],[1983443],[1987210],[1997229],[2009925],[2010417],[2012554],[2017952],[2049104],[2051544],[2081259],[2083990],[2084482],[2094086],[2110787],[2122962],[2125402],[2130101],[2187095],[2190385],[2192933],[2201654],[2214357],[2217580],[2289012],[2291358],[2313613],[2382458],[2403980] ] cell #1573 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [340852],[404418],[417419],[456436],[473681],[483720],[495848],[505981],[518982],[541629],[555493],[566846],[572981],[574869],[586381],[596342],[607534],[608470],[619342],[636592],[638480],[650465],[651234],[662758],[672736],[673762],[696209],[697235],[698097],[702164],[709609],[720963],[726162],[741712],[742738],[746552],[767762],[768788],[769650],[777982],[779580],[804904],[805834],[806860],[809874],[829274],[836027],[846427],[851840],[853438],[856690],[866418],[881038],[881968],[882994],[889858],[890392],[919768],[921539],[938217],[944573],[944732],[956557],[963310],[967977],[968511],[984156],[999796],[1001567],[1025157],[1039415],[1059768],[1077656],[1077815],[1085932],[1099132],[1122536],[1142828],[1149581],[1186067],[1201697],[1269483],[1269642],[1277759], [12682,1582173],[19412,1705480],[26072,1784600],[28866,1831051],[33325,1867721],[37791,1907245],[40801,1687833],[41718,1953074],[47458,1987273],[51848,1772138],[52236,2018015],[53380,2025577],[56097,1284503],[57350,1813614],[64812,2094149],[65956,2101711],[70464,1646491],[71571,1895250],[72120,2130662],[77054,1414387],[77583,1932361],[78727,1936050],[81444,1447261],[84002,2190448],[88121,2202215],[95180,1773920],[95499,2010480],[96643,2014169],[97088,2235727],[98183,1777802],[102418,1282131],[103562,1544835],[104243,2049575],[108070,1560445],[109177,1577905],[112266,2291919],[112649,2084545],[117033,2302143],[118128,1860923],[122249,2313676],[123696,1891724],[125979,1897809],[126368,2123433],[129681,1901446],[130802,1143492],[134921,1412106],[136969,2159961],[141980,1689615],[142299,1444889],[143443,1707207],[146731,1969180],[146813,2384641],[147525,2193404],[151862,1983506],[154072,1981474],[155193,957221],[159022,2404541],[159405,2217643],[160785,2010778],[163789,2228937],[167804,2019705],[169395,1271210],[169778,1527243],[174162,1282829],[175257,1795866],[179378,1303607],[180825,1810088],[183108,1816173],[183497,1575624],[185923,2467309],[188743,2084843],[189414,2294229],[193947,1863349],[194741,2098109],[197104,2095839],[198695,1079383],[199078,1613805],[202866,2111139],[202948,2486204],[203660,2316632],[204850,2122982],[207997,2125465],[211328,1111780],[212574,1908143],[215224,1650733],[215306,1144190],[216018,1656818],[220355,1903478],[222565,1918857],[227515,1433968],[227898,1427452],[229278,1932659],[232282,1445587],[235572,2382617],[238196,2192953],[244631,1210802],[245302,1469712],[247185,1721872],[249835,1736054],[249917,957919],[250629,1742139],[252185,974150],[255005,977403],[255676,1226065],[257247,1232222],[260209,2012906],[261003,2231207],[264957,1238738],[265340,1514258],[266663,1017750],[269483,1778100],[270154,1537858],[274687,1780228],[275481,2021975],[277844,1802821],[279818,1548943],[283606,1558169],[283688,1304305],[284400,1557977],[285590,2049124],[288737,2051607],[293485,2289032],[295291,1066710],[297393,1840975],[300664,1593317],[303288,1339161],[306903,839020],[309723,1861221],[310394,1341482],[312544,1354539],[314418,1361793],[315168,1099291],[318238,1361601],[321603,1111116],[322274,1366575],[323144,1898001],[323845,1115726],[326807,1644215],[326889,1112478],[327601,1644023],[329239,1658285],[331863,1900995],[338298,1406032],[338969,1664942],[343502,1669249],[344296,1418828],[345852,924886],[348672,919941],[349343,1165036],[353876,1934787],[354670,2162231],[359007,1448835],[362332,1192167],[363194,1715175],[364762,718755],[368143,1462757],[369949,1204203],[374780,1742331],[375322,1463055],[377946,1981023],[381547,1225142],[383213,747937],[383715,750512],[385455,1990532],[387790,978765],[388726,1496065],[390600,1238930],[391350,1237170],[393590,994556],[394420,992922],[394965,755457],[397785,999969],[398456,1250357],[400510,1784693],[402316,1009366],[407689,1785144],[410313,1535537],[416748,1547558],[419569,1292686],[422193,1039949],[428628,1302943],[429299,1562951],[430169,1816365],[430870,1307553],[433832,1575816],[434626,1318462],[438198,1065787],[439128,1585975],[440154,1589664],[441016,1586273],[441796,830636],[446717,1332547],[450952,1079575],[452046,1086105],[452528,1592866],[454334,1091002],[459993,1100859],[461198,861219],[461353,644666],[462489,1870845],[464057,642002],[467438,1365652],[469104,869256],[469606,871831],[472508,1117869],[474617,1379248],[477241,1123070],[482858,1132571],[488669,1657987],[490475,1399433],[495306,1657010],[498472,1676047],[502073,1164338],[509252,1691295],[511126,1434160],[511876,1432400],[514116,1180827],[514946,1179193],[518311,1186240],[519852,1707399],[523537,946300],[525135,1459029],[526065,1714724],[527091,1461588],[532248,1203280],[534204,1465406],[535846,733724],[536494,961167],[536996,731575],[537767,1212187],[540767,1216876],[546465,978067],[548229,552206],[549538,1746090],[550564,1749779],[551426,1746388],[555320,1237011],[556698,989357],[556853,758121],[562938,1249659],[572051,1008668],[574007,1781491],[580570,1528923],[584805,1271402],[585899,1277932],[588187,1032719],[593018,1545027],[601291,1562028],[602957,1047986],[603459,1050561],[606361,1309696],[611094,1314897],[613334,1061724],[616767,829938],[619169,1329085],[620940,1330867],[624882,1332363],[626951,837147],[628549,1334810],[630505,1348459],[630938,841228],[631093,844793],[635662,1090304],[637618,1864612],[646264,1621787],[647194,1870394],[648220,1624346],[652998,656975],[655333,1628164],[671806,1654259],[678919,1398510],[680875,1660636],[682517,903153],[683165,1147438],[683667,901004],[684438,1407417],[687438,1150701],[691673,1412298],[692767,912167],[701991,1432241],[703369,1175628],[703524,927550],[714679,1187838],[720429,1455503],[727173,729000],[731402,1206352],[733173,1219157],[740782,1739580],[750339,1492603],[752110,1494385],[759719,1498328],[761675,1511977],[777809,1525461],[783522,1528739],[785591,1015877],[787189,1531186],[789145,1262413],[789578,1019958],[789733,1023523],[794302,1026168],[796258,1798515],[798548,1286077],[799050,1030570],[799821,1032168],[811638,815615],[813973,1819991],[818729,1314363],[840694,1092676],[851667,1612023],[860685,1618261],[871658,1368724],[873429,1381529],[892794,1396927],[896602,898429],[900831,1401582],[902602,1134852],[906544,1154248],[910211,1671696],[912600,1154782],[912755,1158347],[929148,1693558],[931104,1425171],[970913,1483733],[988823,1252031],[992749,1245287],[1011040,1019424],[1030397,1543108],[1042351,1297339],[1050388,1565100],[1052159,1294967],[1105512,1364069],[1125472,1383901],[1157184,1418655],[1166710,1175094],[1179020,1440517],[1317299,1318289] ] cell #1574 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [183811],[216735],[232907],[251346],[267712],[271255],[285117],[290283],[307952],[311495],[328318],[330323],[334269],[346901],[350444],[376406],[380352],[396014],[399557],[400901],[401106],[420653],[424599],[443633],[452919],[453124],[475701],[479647],[480656],[502464],[502669],[526456],[529037],[538565],[563329],[563534],[572442],[593278],[619764],[621331],[622466],[636053],[647585],[659694],[669640],[717001],[722970],[733564],[738616],[750934],[752501],[794693],[827776],[843235],[863226],[873820],[902993],[908045],[955059],[975905],[991364],[1021965],[1052550],[1109618],[1141330],[1177635],[1199348],[1301445],[1394578],[1481384], [50776,261720,266101],[69232,319832,324603],[70221,323375,328526],[72434,214154,330047],[80372,228659,355387],[84606,365811,366522],[88435,248765,376130],[93549,389534,394993],[93659,389810,395269],[97136,400382,569799],[97713,268247,401454],[104557,177422,420377],[104957,106025,421398],[106838,281402,426857],[107827,285325,430400],[108885,184211,610299],[109296,184797,435343],[112915,441824,442612],[113025,442100,442888],[115911,304970,309929],[117081,452400,633410],[117658,308487,453472],[123838,468034,474187],[123927,468382,474535],[126682,209372,475425],[127082,128150,476446],[129017,330449,481464],[131406,331068,487048],[131813,221021,684354],[135235,221388,342432],[136221,136890,345013],[137594,225202,503017],[137995,139316,503907],[140349,345880,510060],[140459,346156,510336],[142630,232989,516540],[142943,233308,711443],[143619,234124,520083],[146861,525937,721894],[147752,526661,527523],[147841,527009,527871],[148242,239878,528761],[151392,373032,378609],[151474,250354,372497],[152528,156204,537683],[153408,376532,539373],[155797,377151,544957],[160951,555733,562570],[162667,393032,397991],[164414,262644,563882],[164815,166136,564772],[170044,402344,576465],[170154,402620,576741],[170444,271337,577486],[170539,276198,790815],[173040,269689,411995],[174599,174869,414977],[174787,276702,415512],[176004,176886,418520],[177593,280783,594086],[178170,179790,595398],[180967,419139,601887],[181056,419487,602235],[183921,290478,609554],[184292,290860,820454],[186133,614867,614939],[186679,618080,619998],[186972,297839,617434],[189938,620572,621502],[190515,298374,622814],[194077,449577,456227],[194272,310347,449451],[195458,199839,632175],[199344,454362,640076],[199454,454638,640352],[199744,311577,641097],[202996,647066,862150],[204377,316850,466609],[207527,472327,477904],[207609,327326,471792],[209543,323984,660502],[210120,211740,661814],[213020,336527,899096],[215743,219967,493023],[216245,482428,674194],[216334,482776,674542],[216845,334464,675708],[216943,340070,904476],[219885,332526,493558],[221806,222096,496932],[221901,340643,497058],[228564,350526,700714],[229444,501705,702404],[231160,348878,513558],[232818,356539,710205],[235725,716819,716893],[236351,526153,720099],[236656,365066,719446],[240602,365192,724768],[242567,530378,538799],[242860,247631,729667],[244808,378601,534636],[246403,251554,735047],[250856,540337,743170],[250945,540685,743518],[251456,380547,744684],[252941,749250,751168],[253234,385901,547132],[256777,386436,554158],[256859,388227,554043],[260339,559987,566637],[260534,398409,559861],[266006,399639,772267],[266873,569907,773579],[266967,408773,1018441],[270107,275012,583304],[270678,571683,780142],[271166,406259,781106],[274817,404209,583430],[276694,277350,586977],[284125,288349,605645],[285227,424794,808806],[288267,422856,606180],[293876,436328,826604],[294081,440586,828233],[301443,452616,624552],[301748,307207,839711],[307113,633518,847437],[310918,635294,854000],[311406,458277,854964],[313323,647282,860355],[313628,464361,642693],[314080,861492,863460],[317574,464487,650256],[317769,467027,650166],[319539,651507,659928],[321780,477896,655765],[328428,479842,884940],[328809,489265,1141787],[329392,667555,886322],[329504,481278,886430],[332518,338475,681307],[336234,480890,677049],[349296,354201,706532],[350355,507822,923065],[354006,505772,706658],[360130,521138,942590],[364972,722002,948580],[366229,721236,723204],[368739,374892,955516],[375475,736531,964441],[375587,539187,964549],[381938,546738,746275],[382143,550996,745511],[383352,752198,979030],[387296,554150,753636],[389505,563026,755722],[390262,989630,991598],[399468,568687,1003093],[400598,408468,783192],[419834,593900,1035987],[422848,428805,814405],[426564,593512,810147],[438589,617040,828997],[441169,831726,1070597],[441281,620386,1070705],[442583,621028,830901],[450614,841501,843469],[459425,642267,856659],[460047,642620,857257],[461626,859629,1099858],[464267,862258,1103139],[469243,873517,1112743],[474882,660316,1119108],[483123,670262,1131570],[486755,669874,890665],[502161,510031,925151],[510788,1175901,1177869],[522969,719020,944701],[523591,719373,945299],[527356,723592,1198228],[532639,729273,956280],[536633,733261,958184],[541032,739238,1215875],[544664,738850,968784],[551579,979855,1229952],[551691,751556,1230060],[557126,987767,1237737],[572139,576436,1009631],[584467,1020231,1022199],[603096,1052247,1304570],[626383,839285,1077784],[627005,839638,1078382],[630770,843857,1338608],[631366,1084059,1339728],[635750,640047,1091267],[648485,863848,1360600],[679310,898702,1142551],[683304,902690,1144455],[687703,908667,1411105],[691335,908279,1155055],[703797,1174038,1432967],[761940,991986,1502126],[785023,1018015,1269611],[785645,1018368,1270209],[789410,1022587,1534984],[790006,1275886,1536104],[794390,798687,1283094],[913028,1416782,1676614],[931369,1178257,1697356], [31842,116584,194466,198834,450196,450907],[35809,70250,208663,212339,323457,658812],[42838,145661,236380,364790,523565,523620],[45432,152128,244837,249945,535874,536662],[50365,93949,260728,265096,390555,560606],[54614,169534,173713,275206,584049,584760],[58581,107856,180389,289403,430482,817452],[59530,293357,435946,614759,826180,826183],[60107,187507,294429,440934,617264,617324],[62862,192877,301472,306931,626979,627034],[63343,195057,303951,309819,630423,631285],[66951,120293,313352,460021,460076,464085],[67351,68419,314373,317963,318377,465106],[69545,124328,321809,326917,469272,657003],[75028,215334,220621,338504,682545,683333],[76762,135060,222290,224290,497677,691628],[79961,140749,227654,354395,511081,707277],[81484,143425,143648,359673,520165,941696],[82217,236782,360938,525697,718558,718561],[85680,243395,369087,375240,729497,729557],[90794,156709,382491,546962,547022,551344],[91195,92516,383381,387325,387818,552234],[94030,161528,392013,397881,557045,761593],[100468,266691,273617,408497,785619,785674],[100949,269579,275797,410976,789063,789925],[103062,174190,277379,280084,588215,798716],[103544,103953,176915,280484,418602,799737],[107151,181457,283716,428834,603125,815643],[114195,301874,445323,452160,838823,838826],[120464,200043,460233,641805,641808,646826],[121041,122661,461545,465932,466499,648138],[132480,329157,337062,489613,898926,898986],[135716,221278,341413,344612,687356,912947],[140830,230021,348768,512539,703716,931022],[171324,400142,408899,579176,1017553,1017556] ] cell #1575 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1576 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1577 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [137017],[138105],[163837],[164925],[167426],[167852],[178081],[189462],[195568],[196726],[197152],[210031],[213265],[225546],[225972],[233418],[236400],[244924],[245350],[246314],[247876],[255724],[262988],[263414],[276308],[277466],[277892],[281647],[290771],[294207],[299350],[300929],[301492],[302978],[304081],[305694],[313372],[321896],[322322],[324848],[338591],[339017],[339981],[341543],[356655],[357081],[363459],[366767],[368534],[368865],[370785],[382269],[383401],[387412],[389554],[391040],[392143],[406375],[407954],[408517],[410003],[411106],[412719],[417041],[428921],[429347],[431873],[439519],[442632],[444515],[447275],[458393],[461323],[462754],[465591],[466062],[468160],[469292],[470080],[483985],[487293],[489060],[489391],[491311],[498162],[499265],[507938],[510080],[511566],[512669],[518604],[523959],[527649],[536682],[541894],[545202],[549929],[553042],[556823],[557685],[568803],[573372],[576485],[578368],[581128],[589023],[596607],[599444],[599915],[600549],[602013],[603145],[603933],[610784],[611887],[616167],[631063],[636983],[640096],[645088],[648778],[663023],[665860],[666331],[666965],[670630],[674320],[676227],[683353],[687996],[693890],[696600],[699713],[700959],[703494],[704356],[712251],[726427],[728400],[739606],[743296],[745203],[747337],[765443],[768153],[771266],[772512],[774807],[776161],[782364],[789703],[798736],[800922],[801463],[803728],[807418],[821094],[833598],[836418],[848665],[850019],[856222],[877056],[877597],[879862],[883552],[888464],[889005],[895287],[897829],[912725],[914970],[915339],[916766],[949559],[950100],[952454],[959527],[966583],[967124],[973406],[994998],[995367],[996794],[1005714],[1006993],[1007362],[1027395],[1035301],[1065454],[1071192],[1071561],[1074094],[1087350],[1088629],[1088998],[1114086],[1118422],[1128891],[1130884],[1145798],[1191424],[1197436],[1197542],[1213196],[1215189],[1233449],[1256466],[1305913],[1320849],[1326012],[1342512],[1359808],[1456775],[1489530],[1619533], 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] cell #1578 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [142541],[170355],[183789],[199655],[213663],[216713],[228475],[232751],[248274],[251324],[265917],[267690],[271099],[282045],[285095],[307930],[311339],[325246],[328296],[329342],[329663],[346879],[350288],[367165],[375425],[375746],[395992],[399401],[400314],[419672],[419993],[441119],[443611],[452332],[474720],[475041],[482961],[501877],[525869],[527194],[528377],[540870],[551529],[562742],[571855],[615003],[620744],[630608],[635466],[646998],[648323],[687541],[718120],[732977],[751914],[761778],[789248],[794106],[838385],[858376],[873233],[902406],[931207],[986514],[1017115],[1051963],[1072930],[1172785],[1264757],[1350803], [35803,208574,212237],[50018,258648,262752],[50772,261698,266079],[52478,168179,267450],[58575,180287,289314],[61964,298482,299114],[65054,197479,307690],[69143,319570,324341],[69228,319810,324581],[72412,214132,329996],[77825,137344,346639],[78144,78974,347544],[79614,225310,352315],[80368,228637,355365],[81177,142860,517183],[81478,143323,359584],[84517,365549,366260],[84602,365789,366500],[87000,245677,249996],[88413,248743,376079],[93412,389150,394609],[93527,389483,394942],[95741,164164,395752],[96060,96890,396657],[97557,267795,401072],[99570,268355,406139],[99883,173943,585403],[102660,174241,278219],[103442,103947,280395],[104535,177400,420326],[104868,105923,421136],[106749,281140,426595],[106834,281380,426835],[108538,183861,432271],[108783,184122,610037],[109292,184775,435321],[112778,441440,442228],[112893,441773,442561],[113226,189789,443371],[115889,304948,309878],[115961,198828,304479],[116814,119828,451550],[117502,308035,453090],[119515,308595,458157],[123771,468000,474153],[125247,322649,326968],[126660,209350,475374],[126993,128048,476184],[128524,329000,480622],[131317,330806,486786],[131402,331046,487026],[131636,216785,487691],[131711,220932,684092],[133800,215385,339344],[135054,135285,341941],[135213,221337,342410],[136199,136886,344991],[137438,224750,502635],[137973,139294,503856],[140212,345496,509676],[140327,345829,510009],[142626,232967,516518],[142921,233286,711392],[144346,521202,521272],[145170,239387,523671],[147685,526627,527489],[148220,239856,528710],[151236,372580,378549],[151452,250350,372475],[152439,156102,537421],[152915,375083,538531],[155708,376889,544695],[155793,377129,544935],[156027,251396,545600],[159982,256051,387869],[162645,393010,397940],[162717,265090,392541],[164258,262192,563500],[164793,166114,564721],[167190,273126,785725],[169528,173090,411504],[169907,401960,576081],[170022,402293,576414],[170440,271315,577464],[170517,276176,790764],[173018,269638,411973],[174595,174847,414955],[174631,276642,415060],[180212,285167,600313],[180900,419105,601853],[182376,283767,429674],[183674,290234,608894],[186021,614833,614905],[186950,297817,617383],[188969,440777,619730],[190359,297922,622432],[191450,444844,452564],[192386,196490,627085],[194028,309869,448791],[195436,199817,632124],[199207,453978,639692],[199322,454311,640025],[199740,311555,641075],[201305,316359,460127],[204355,316828,466558],[204427,318371,466460],[207371,471875,477844],[207587,327322,471770],[212162,328368,666729],[212839,480720,667943],[212998,336505,899045],[215739,219945,493001],[216178,482394,674160],[216598,334220,675048],[219729,332466,493106],[221328,221852,496272],[227648,231210,513067],[228560,350504,700692],[231138,348827,513536],[235675,360459,716967],[235996,364406,718566],[237819,524288,526101],[241810,375290,530310],[242838,247609,729616],[247450,538629,736919],[250789,540303,743136],[251209,380303,744024],[253212,385879,547081],[255231,551187,750900],[256621,385984,554098],[256837,388223,554021],[257712,555254,562974],[260290,397931,559201],[266002,399617,772245],[266307,408113,1017561],[266761,569873,773545],[266828,400747,773643],[269629,274768,582644],[272190,400546,578697],[284121,288327,605623],[284980,424550,808146],[288111,422796,605728],[293289,436260,826188],[296078,440984,618012],[296835,619103,620976],[297658,619828,832114],[301088,306547,838831],[307001,633484,847403],[307068,452765,847501],[312647,459754,642568],[312968,463701,641813],[314791,645417,647230],[317525,466549,649506],[318782,474585,651439],[328181,479598,884280],[329207,335477,676981],[346017,502310,915602],[348818,353957,705872],[351379,502109,701925],[362435,523298,719321],[363973,527059,721168],[364860,721968,948546],[364927,526302,948644],[371493,731336,733209],[381351,546670,745581],[381784,547012,746173],[384140,551394,749182],[384897,750273,752146],[385720,750998,980243],[395130,563175,995630],[402481,572288,1007625],[403860,572087,777743],[419537,425807,810079],[438002,616972,828303],[438435,617314,828895],[441961,621177,1071824],[446820,626712,839586],[448358,630473,841433],[454499,635899,1089261],[455878,635698,851601],[463268,648188,861424],[464155,862224,1103105],[464222,647431,1103203],[470788,871592,873465],[482826,484499,890597],[492019,900765,902638],[532052,729205,955586],[532485,729547,956178],[536011,733410,1209317],[540735,542408,968716],[548845,748484,977024],[552371,752347,1231179],[558768,761643,989562],[580673,785352,1018316],[582211,789113,1020163],[588352,794539,1281088],[589731,794338,1030331],[604641,1050322,1052195],[653614,869803,1110737],[657140,873666,1371689],[678723,898634,1141857],[679156,898976,1142449],[682682,902839,1404547],[687406,689079,1154987],[705439,931072,1175833],[734340,961714,1210423],[812254,1048533,1302564],[815780,1052396,1568065],[903769,1147985,1405653],[1033335,1286624,1547179], [21621,87537,151612,155286,373140,373772],[24556,50796,163570,166584,261770,561960],[29706,111050,186710,297577,438570,438620],[31740,116495,194108,198483,449934,450645],[35502,69462,207747,211421,320475,472435],[38715,130895,134337,220105,493666,494298],[41650,80392,139764,232063,355437,708631],[42816,145639,236329,364739,523514,523569],[45030,150263,242598,247369,532620,532670],[45410,152106,244786,249894,535823,536611],[48229,90544,252972,381919,381969,385639],[48548,49378,253877,256997,257340,386544],[50263,93860,260370,264745,390293,560344],[54512,169183,173624,274848,583787,584498],[55830,102511,175007,176644,415620,592010],[58274,107068,179471,288487,427500,606288],[59390,109150,109316,292902,435393,825369],[59951,187055,294047,440552,616522,616525],[62840,192855,301421,306880,626928,626983],[66929,120271,313301,459970,460025,464034],[67262,68317,314111,317605,318026,464844],[69523,124306,321758,326866,469221,656952],[74626,212758,218756,336265,679291,679341],[75006,215283,220599,338453,682494,683282],[76660,134709,221932,224201,497415,691366],[77027,77325,136910,224520,345063,692271],[79859,140660,227303,354037,510819,707015],[81724,235333,360096,521104,716537,716540],[85524,242943,368705,374858,728755,728758],[90638,156257,382109,546220,546223,550962],[91173,92494,383330,387274,387767,552183],[100446,266640,273595,408446,785568,785623],[103040,174139,277328,280062,588164,798665],[107129,181435,283665,428783,603074,815592],[132324,328775,336610,489231,898184,898187] ] cell #1579 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [106024],[108884],[128149],[131812],[139285],[142912],[156203],[166105],[170508],[177362],[179754],[183432],[184256],[199808],[209312],[211704],[212955],[214094],[215953],[216907],[225132],[232455],[239818],[247566],[248705],[250564],[251518],[262574],[266892],[267647],[268177],[270327],[280842],[284335],[297774],[298304],[304910],[307132],[307887],[308417],[310567],[316790],[324043],[327536],[328873],[330248],[330508],[342372],[344231],[346836],[349516],[364991],[365251],[372432],[372962],[374956],[376331],[376591],[385836],[386366],[392972],[394355],[395949],[398629],[401170],[411935],[414912],[415442],[417592],[420578],[434561],[437351],[440650],[443568],[449376],[449636],[453188],[464286],[464546],[468806],[471727],[472257],[473854],[475626],[492958],[493488],[496857],[497117],[502733],[513498],[514881],[516475],[519155],[522207],[528295],[528962],[531401],[534700],[547761],[551060],[553978],[556192],[556578],[559786],[560046],[563598],[577421],[583229],[583489],[587041],[602659],[605580],[606110],[607707],[609479],[621961],[622347],[622530],[625621],[641032],[643336],[644427],[650091],[652063],[652429],[652530],[655829],[674966],[675633],[678072],[681371],[700649],[702863],[703249],[706457],[706717],[710269],[717207],[723822],[724188],[724289],[743942],[744609],[748142],[753700],[756327],[756791],[757882],[772202],[780601],[780987],[781170],[784261],[808731],[810703],[811069],[811170],[814469],[826574],[833625],[834089],[844554],[854459],[854845],[855028],[857463],[869461],[884865],[886636],[893251],[893617],[893718],[923129],[925756],[926220],[927311],[942920],[945505],[961372],[964755],[971370],[971736],[971837],[1003157],[1005304],[1012355],[1012819],[1023284],[1036193],[1048191],[1070911],[1078588],[1086940],[1093991],[1094455],[1119314],[1129191],[1131776],[1147643],[1158108],[1197026],[1198434],[1213496],[1216081],[1230266],[1270415],[1286282],[1326312],[1338814],[1359398],[1360806],[1411311],[1489830],[1502332],[1535190],[1697562], [31841,198833],[35808,212338],[45401,249943],[50364,265095],[50762,266070],[54613,169533],[58580,180388],[62483,306929],[63307,309821],[68418,318376],[68945,324538],[69514,326915],[74997,215332],[76761,135059],[79960,227653],[80358,228628],[81483,143424],[83219,364788],[83711,365746],[85228,375242],[92485,387816],[93170,394991],[93994,397883],[100089,266689],[100913,269581],[103031,174188],[103543,103952],[106551,281337],[107120,283714],[109282,184766],[111324,440936],[111798,441822],[113702,452234],[115689,450131],[120233,460019],[121466,464083],[121958,465041],[122625,466501],[123475,474537],[125723,658747],[130019,330045],[130511,331003],[132028,329159],[134856,221386],[135680,221280],[136190,136876],[139970,345878],[140794,348770],[142343,232547],[145601,523563],[145892,525771],[146510,527011],[151011,535872],[154410,376128],[154902,377086],[156639,546964],[158080,551346],[158554,552232],[162445,560541],[168453,401456],[168927,402342],[169330,269687],[169822,270419],[170831,400216],[172818,583984],[174335,276704],[174427,174585],[178595,420375],[179087,421333],[180604,419489],[182852,817387],[187437,617266],[192817,626977],[193726,630425],[197753,453474],[198227,454360],[198630,309927],[199122,310659],[200102,641877],[202027,646900],[202645,648140],[207146,657001],[210545,475423],[211037,476381],[214385,481538],[215003,482778],[215479,332528],[215571,215729],[219504,682543],[223395,497612],[226573,503019],[227047,503905],[227450,348876],[227942,349608],[230938,707212],[234703,941631],[236841,718630],[241201,528759],[243325,729499],[246917,537618],[248996,539447],[249614,540687],[250090,378611],[250182,250340],[259988,761595],[264015,563884],[264489,564770],[264892,397989],[265384,398721],[273557,785617],[274466,789065],[278967,588213],[279862,417684],[280653,799672],[282767,594160],[283385,595400],[283861,422858],[283953,284111],[287886,815641],[291777,610234],[294853,617432],[299901,622816],[301933,838895],[304508,631709],[306293,632173],[318173,466607],[323889,473946],[325968,660576],[326586,661816],[327062,477906],[327154,327312],[336992,898928],[340584,684289],[341970,913371],[343281,687358],[353655,931024],[358156,711441],[359051,519247],[361397,719441],[361783,719448],[367334,724842],[369511,729665],[371964,734194],[374559,735049],[382915,547130],[387963,554160],[388055,388213],[392570,557469],[408958,1017625],[411533,790349],[413318,790813],[414444,1033189],[430914,607799],[433611,820456],[436742,826824],[436884,828241],[437250,829059],[445782,839706],[446168,839713],[448817,844453],[460692,642688],[461078,642695],[461969,466489],[471259,653468],[490037,899094],[492490,903623],[495085,904478],[496298,1158007],[513096,704140],[520854,942598],[521743,944627],[530934,955524],[531300,956342],[547294,745519],[547660,746337],[548699,553510],[559227,757781],[579635,1018436],[580021,1018443],[582670,1023183],[605112,812108],[614461,1064653],[625157,1077710],[642872,856585],[644326,649532],[677605,1141795],[677971,1142613],[705898,927210],[783797,1269537] ] cell #1580 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1581 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [70204],[93308],[107810],[111936],[123417],[140108],[143602],[146452],[151149],[158692],[160458],[163260],[169065],[176869],[180546],[183570],[186791],[188416],[193668],[198365],[202587],[207284],[208197],[214945],[216091],[219642],[221789],[227185],[228951],[231753],[232397],[236450],[242679],[244304],[249556],[250702],[253053],[254678],[258556],[259930],[264627],[267531],[269156],[270090],[270269],[274408],[276752],[279105],[283327],[284473],[288024],[288937],[292592],[299022],[301542],[306431],[307771],[309396],[310330],[310509],[313422],[319651],[321276],[326528],[327674],[330117],[330184],[332576],[336346],[337971],[340710],[343223],[344369],[345333],[346720],[348345],[349279],[349458],[352223],[353597],[358294],[359207],[366341],[372316],[372532],[374501],[376200],[376267],[378659],[389604],[394493],[395833],[397458],[398392],[398571],[401504],[404276],[406047],[408567],[413456],[414796],[415012],[416421],[417534],[418855],[420447],[420514],[422906],[426676],[428301],[432179],[433553],[434699],[442682],[443452],[445253],[448811],[449245],[449312],[451719],[453522],[456294],[458065],[467010],[471611],[471827],[473796],[475495],[475562],[477954],[481868],[486867],[487599],[492842],[493058],[495027],[496184],[496292],[496726],[496793],[503067],[504044],[505839],[510130],[515019],[516359],[517984],[519097],[524697],[528831],[528898],[530330],[530792],[534588],[539777],[544776],[545508],[553862],[554078],[554208],[555663],[559221],[559655],[559722],[563932],[564909],[566704],[575205],[576535],[577305],[579106],[582664],[583098],[583165],[585572],[586205],[586929],[594490],[595448],[600221],[605464],[605680],[607649],[609348],[609415],[618032],[618494],[619512],[622864],[624268],[624504],[632312],[638816],[640146],[640916],[642743],[645826],[649526],[649960],[650027],[650323],[651459],[655717],[660906],[661864],[666637],[671368],[672560],[675502],[675569],[677001],[677463],[681259],[685188],[695315],[698433],[700533],[702334],[705892],[706326],[706393],[711580],[719496],[719815],[720051],[721188],[725172],[726694],[731745],[735097],[740344],[741536],[744478],[744545],[746193],[746410],[749202],[749664],[750682],[753588],[755674],[763482],[766868],[769986],[772086],[776672],[777134],[778152],[778356],[782908],[783144],[790952],[804466],[805658],[808600],[808667],[810099],[814357],[820504],[828915],[829132],[829459],[830853],[839761],[841453],[845437],[850530],[850992],[852010],[852214],[856667],[857209],[860071],[860307],[861444],[866754],[872001],[880600],[881792],[884734],[884801],[889244],[889480],[890617],[896123],[901174],[904526],[913974],[918631],[919093],[920111],[920315],[925103],[932911],[936297],[944709],[945251],[953192],[956198],[956415],[958136],[967363],[967599],[968736],[974173],[977588],[978982],[983980],[989582],[998659],[999121],[1000139],[1000343],[1008189],[1009583],[1018491],[1020183],[1024167],[1030740],[1038801],[1039037],[1040174],[1050731],[1063531],[1066733],[1074919],[1075381],[1077792],[1078334],[1086275],[1089825],[1091219],[1097969],[1106965],[1112695],[1121922],[1122158],[1123295],[1142469],[1142686],[1144407],[1155007],[1163859],[1165253],[1175853],[1186410],[1194113],[1201083],[1201319],[1204226],[1212412],[1224761],[1249180],[1250574],[1269619],[1270161],[1278102],[1283046],[1304522],[1315122],[1321380],[1323447],[1330388],[1334493],[1341699],[1353364],[1399456],[1407642],[1445804],[1452320],[1453472],[1465103],[1530869],[1538075],[1582700],[1594754],[1660333],[1786581] ] cell #1582 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [94924],[124087],[141724],[148001],[161018],[181216],[185186],[190005],[216494],[224604],[229511],[233067],[251105],[270745],[271415],[277239],[290350],[310985],[311655],[333063],[334336],[340762],[350604],[379146],[380419],[399717],[401801],[404328],[413604],[423393],[424666],[453819],[456346],[478441],[479714],[481920],[484964],[503364],[505891],[539829],[542873],[554695],[564229],[566756],[571109],[594542],[595745],[597586],[623161],[634720],[650375],[660958],[662161],[664002],[694337],[695367],[725224],[735394],[746462],[754522],[765890],[766920],[802972],[820801],[829184],[835085],[845489],[857495],[879106],[904823],[936349],[945537],[956467],[962368],[974188],[1024219],[1057836],[1066748],[1078620],[1142738],[1148639],[1204241],[1270447],[1399471], 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456],[856662,1097016],[857489,858546],[888401,893623],[897983,1142741],[903620,1146623],[904224,1148633],[908783,913294],[927216,1437164],[944704,1193160],[954464,1204167],[956348,1204920],[966520,971742],[974114,975310],[1017285,1270441],[1018433,1270365],[1023189,1274406],[1028220,1033186],[1077787,1333540],[1140735,1399397],[1142619,1400150],[1152791,1158013],[1269614,1529916] ] cell #1583 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [191159],[193490],[208584],[236266],[237528],[243658],[259752],[261655],[271899],[274230],[280405],[289324],[294313],[301358],[302620],[313238],[314337],[314500],[317463],[319796],[320630],[323010],[329933],[331195],[337325],[343045],[344948],[353419],[355322],[359594],[366486],[368971],[372461],[376016],[377278],[382375],[383267],[386699],[389420],[390519],[390682],[401338],[408383],[409645],[414941],[415775],[420263],[421362],[421525],[426821],[427655],[430035],[435278],[442498],[449061],[450871],[453356],[459962],[461429],[465233],[468266],[469158],[471756],[475311],[476410],[476573],[487012],[489497],[492987],[496542],[497804],[502901],[503793],[509946],[511045],[511208],[516504],[519718],[523506],[527755],[528647],[529198],[534868],[536548],[537647],[544921],[546906],[554007],[556929],[559471],[563766],[564658],[576351],[577450],[582914],[584724],[587209],[592884],[595282],[602119],[603011],[605609],[610263],[615244],[616380],[617208],[622698],[626920],[630842],[631169],[632061],[639962],[641061],[641959],[648557],[649776],[655997],[658776],[661698],[674426],[681539],[683219],[684318],[687775],[691592],[700678],[703600],[706142],[711329],[716418],[718141],[718361],[718712],[728613],[729441],[732998],[734931],[743402],[747550],[751935],[753868],[762012],[772231],[785560],[789482],[789809],[790701],[794127],[798602],[799701],[814637],[817416],[820338],[826036],[827193],[827725],[838406],[838626],[838977],[843184],[858397],[858617],[863175],[873254],[898042],[898870],[902427],[904360],[907994],[912831],[931441],[941660],[943559],[954476],[955008],[975322],[975854],[991313],[1017136],[1017356],[1017707],[1021914],[1051984],[1076642],[1098118],[1140747],[1141279],[1177584],[1268469], 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] cell #1584 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [183782],[216706],[232873],[251317],[268961],[271221],[285088],[290280],[309201],[311461],[328289],[331726],[334266],[348150],[350410],[377809],[380349],[397263],[399523],[400898],[402751],[422056],[424596],[444250],[452916],[454769],[477104],[479644],[480793],[502461],[504314],[526453],[529729],[538702],[563326],[565179],[572439],[593415],[619901],[621328],[623323],[636050],[647582],[659831],[669777],[717140],[723107],[733561],[738753],[751071],[752498],[794690],[827915],[843372],[863363],[873817],[902990],[908182],[955198],[976044],[991501],[1022102],[1052547],[1109757],[1141469],[1177772],[1199487],[1301584],[1394717],[1481523], 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] cell #1585 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1586 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [142517],[170331],[183760],[199631],[214757],[216684],[228451],[232748],[249368],[251295],[265893],[268939],[271096],[283139],[285066],[309179],[311336],[326340],[328267],[329339],[331157],[348128],[350285],[367706],[375422],[377240],[397241],[399398],[400447],[419669],[421487],[441116],[444228],[452465],[474717],[476535],[482958],[502010],[526002],[527191],[529160],[540867],[551526],[562875],[571988],[615138],[620877],[630605],[635599],[647131],[648320],[687538],[718255],[733110],[752047],[761775],[789245],[794239],[838520],[858511],[873366],[902539],[931204],[986649],[1017250],[1052096],[1073065],[1172920],[1264892],[1350938], [35804,125859,328605],[40405,139452,348717],[50019,160830,395348],[50773,163413,399907],[51452,166272,397830],[52454,168655,268760],[56786,179869,422525],[58576,182988,285404],[61965,188788,442179],[64466,199975,452091],[65030,197955,309000],[69119,205182,474591],[69229,205361,474968],[71007,211819,477573],[72383,214685,331471],[77801,226775,347949],[77987,228113,505408],[79615,229323,346235],[80369,231906,350794],[81048,143079,518356],[81479,234203,234839],[84493,238528,527065],[84603,238707,527442],[86976,250041,250292],[87612,251633,538099],[88384,249296,377554],[93413,257383,562606],[93498,257697,562968],[95717,264217,397062],[95903,265555,566273],[97554,268427,402724],[99571,269528,402699],[102072,170675,585944],[102636,174286,174537],[103948,176083,176719],[104506,283067,421801],[106725,285922,419543],[106835,286101,419920],[108539,290162,291371],[108613,184371,611426],[109293,291948,292745],[112779,296506,620608],[112864,296820,620970],[113202,300103,444049],[114074,307286,627130],[115283,198829,310321],[115860,309934,310249],[116657,311845,632888],[117499,308667,454742],[119516,309768,454717],[123768,318403,659510],[125223,327013,327264],[126631,326268,476849],[128521,329065,480766],[131293,332195,482832],[131403,332374,483209],[131637,333595,334954],[133776,215430,215681],[134412,217022,684770],[135055,221780,222989],[135184,221393,221708],[136887,223566,224363],[137435,347616,504287],[140213,351050,501741],[140298,351364,502103],[142627,356371,357783],[142703,233592,712944],[144347,360329,716855],[146264,365145,523716],[147682,363594,722786],[148191,367634,529474],[149226,375673,729672],[150638,250351,379089],[151233,378553,378577],[152912,375148,538675],[155684,378278,540741],[155794,378457,541118],[156028,379678,381037],[159958,387914,388165],[162039,265091,398383],[162616,397996,398311],[164255,396729,565152],[169529,172412,270081],[169908,403531,571719],[169993,403845,572081],[170441,405459,407027],[171203,267046,785770],[172989,269694,270009],[173786,271605,791528],[174596,277182,278594],[174628,276646,276670],[180213,284824,423925],[180897,425428,593094],[182352,283812,284063],[183675,431006,432887],[186018,436166,826454],[188199,441367,617439],[188966,440842,619874],[190356,443716,623296],[191121,452196,838838],[191447,452568,452592],[193002,309870,456260],[199208,455549,635330],[199293,455863,635692],[199741,457477,459045],[202399,460172,464440],[204084,318372,467001],[204326,466614,466929],[206773,327323,478384],[207368,477848,477872],[212163,328025,478973],[212840,480855,667591],[215740,219131,333006],[216175,484120,669456],[216599,485715,487754],[217719,329590,899101],[219726,332470,332494],[221329,340676,342557],[227649,230532,349270],[228561,350093,507022],[231109,348883,349198],[235672,521467,717113],[237490,525733,718573],[237816,526105,526129],[241698,375291,538832],[247451,538764,736567],[250786,542029,738432],[251210,543624,545663],[254461,547137,551777],[255228,551252,751044],[256426,388224,554638],[256618,554102,554126],[257709,562978,563002],[259264,397932,566670],[266003,399206,567887],[266758,570019,773175],[266829,570178,570429],[269630,273742,404242],[271861,400178,1017568],[272187,400550,400574],[284122,287513,423336],[284981,424000,598337],[288108,422800,422824],[293422,614795,826195],[295966,440985,620031],[296832,620980,621004],[297659,619963,831762],[306998,633630,847033],[307069,633789,634040],[312644,642572,642596],[314462,641820,646862],[314788,647234,647258],[316975,466550,650289],[318670,474586,659961],[328182,479048,664753],[329208,335365,480923],[346018,502253,693406],[348819,352931,505805],[351376,502113,502137],[362432,719325,719349],[363861,527060,723237],[364857,722114,948176],[364928,722273,722524],[371490,733213,733237],[381484,745588,745965],[381727,547013,746308],[384028,551395,751201],[384894,752150,752174],[385721,751133,979891],[395131,563118,764959],[402482,572231,775677],[403857,572091,572115],[419538,425695,593545],[438135,828310,828687],[438378,617315,829030],[441962,621120,833114],[446817,839590,839614],[448246,630474,843502],[454500,635842,849535],[455875,635702,635726],[463156,648189,863493],[464152,862370,1102735],[464223,862529,862780],[470785,873469,873493],[482827,484387,669907],[492016,902642,902666],[532185,955593,955970],[532428,729548,956313],[536012,733353,960397],[540736,542296,738883],[548788,748485,977159],[552372,752290,981243],[558656,761644,991631],[580670,1018320,1018344],[582099,789114,1022232],[588353,794482,1028265],[589728,794342,794366],[604638,1052199,1052223],[653557,869804,1110872],[657141,873609,1114956],[678856,1141864,1142241],[679099,898977,1142584],[682683,902782,1146668],[687407,688967,908312],[705327,931073,1177902],[734283,961715,1210558],[812197,1048534,1302699],[815781,1052339,1306783],[903712,1147986,1405788],[1033278,1286625,1547314], [23311,92652,160103,255050,388239,552589],[24560,50788,95153,261427,266237,562501],[29682,111526,188020,295465,440990,617320],[34014,122740,204249,315500,466555,648194],[35373,69681,125368,321648,327338,657358],[41654,80384,141953,228795,355094,709172],[42787,146192,237804,362420,526095,719315],[45006,85430,149047,370123,375296,729553],[45568,46179,87121,244676,250366,536229],[48205,158282,252359,254282,547018,551400],[48391,159620,256606,384882,554092,752140],[50093,94109,162539,391682,397937,761649],[58145,107287,182497,284137,428673,815998],[59394,109308,184933,185415,435050,612826],[59948,187687,295699,437839,619580,828223],[62811,114002,191435,446805,452558,839580],[63422,64228,115783,303620,309875,630479],[66900,202327,312632,314776,642562,647224],[69305,124612,207356,470773,477838,873459],[74602,132230,217540,329213,490649,898982],[75164,75775,133921,215755,338343,682900],[77329,136357,136839,136902,500204,501563],[79689,140909,231032,348824,512208,931078],[81721,235398,360240,520893,716743,942580],[85521,148714,241431,531889,538381,955506],[86365,87380,151221,371478,378543,733203],[90635,253949,381188,383761,745501,750750],[100417,171131,272175,400540,580658,1018310],[101028,101834,172912,269635,410645,789119],[102781,103198,103809,174611,416793,588570],[106911,181741,288096,422790,604626,1052189],[132321,217207,335098,480472,678560,1141777],[133165,134180,219714,332460,492004,902632],[135107,135795,136601,221334,498804,687412],[174616,175472,176487,276636,589716,794332] ] cell #1587 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [179979],[184481],[211929],[217132],[228028],[233507],[251743],[265470],[271520],[281222],[284557],[289903],[291104],[311760],[324423],[327758],[329460],[330888],[333336],[334687],[345947],[356068],[365631],[375543],[376971],[379419],[380770],[395060],[400848],[401757],[402411],[405156],[419395],[423666],[441237],[441891],[450016],[452866],[453775],[454429],[457174],[464926],[474443],[478714],[480584],[482170],[482684],[497497],[499945],[503320],[506719],[526403],[526917],[535287],[535941],[538493],[540079],[540593],[551647],[552301],[560426],[562242],[564185],[567584],[570803],[583869],[587628],[588282],[591027],[594792],[612567],[616232],[619692],[623117],[629817],[630331],[634414],[647532],[648046],[652940],[656416],[657070],[659104],[661208],[681958],[682612],[686750],[687264],[694031],[707097],[708913],[710856],[714255],[717912],[724699],[725474],[728465],[731925],[747402],[750862],[754287],[756812],[757270],[760987],[761501],[765584],[781757],[788457],[788971],[793054],[811580],[815056],[815710],[817744],[819848],[834110],[834568],[834779],[838177],[855615],[858168],[859605],[865730],[868036],[868341],[868721],[872181],[894128],[894903],[897894],[901354],[923716],[926241],[926699],[930416],[930930],[935013],[943254],[950267],[950572],[950952],[972247],[973022],[976816],[982908],[985899],[986306],[987743],[1003744],[1012840],[1013298],[1013509],[1016907],[1044460],[1046766],[1047071],[1047451],[1050911],[1065170],[1072315],[1072722],[1084035],[1094476],[1094934],[1095145],[1097813],[1110529],[1127581],[1129525],[1136538],[1136843],[1137223],[1169179],[1172170],[1172577],[1174014],[1191579],[1193957],[1210215],[1213830],[1220843],[1221148],[1221528],[1254500],[1256997],[1264142],[1264549],[1275862],[1289640],[1302356],[1326646],[1334337],[1343043],[1350188],[1350595],[1376202],[1386809],[1389187],[1405445],[1416758],[1457306],[1458556],[1473615],[1475993],[1490164],[1530713],[1546971],[1587997],[1599838],[1620064],[1621314],[1671223],[1748112],[1759953],[1791665],[1946224], [63532,310361],[70235,328715],[86280,378600],[94219,398423],[94904,399822],[101138,270121],[107841,285514],[113699,633334],[113815,452615],[115016,456223],[122850,467041],[123666,474838],[124527,477895],[133080,332517],[135905,221820],[141019,349310],[141704,350709],[143633,234313],[145889,721818],[146005,526152],[146701,527312],[148923,538795],[159535,554149],[160571,563025],[161772,566633],[170828,569723],[170944,400597],[172145,404205],[175387,276693],[176193,176900],[180795,419790],[181656,422847],[185166,291863],[187896,619994],[188529,621027],[193917,630726],[200482,642619],[202024,862074],[202140,647281],[202836,648441],[203817,650252],[205058,659924],[208278,875606],[214382,668488],[214498,481919],[215194,483079],[217416,480886],[221521,340761],[222722,340639],[223481,224584],[229064,502160],[230265,505768],[232646,356184],[237221,719372],[238404,723200],[244417,733260],[248993,737464],[249109,539828],[249805,540988],[252280,746271],[254158,751164],[254791,752197],[260179,761896],[268636,571105],[269269,572138],[269822,404327],[270518,405272],[274657,789366],[276879,413600],[276995,277219],[282764,801586],[282880,594541],[283576,595701],[285798,593508],[289018,1054336],[295386,828993],[302313,839637],[303496,843465],[308876,634716],[309509,635749],[310062,456345],[310758,457290],[312370,856649],[315376,863456],[321389,873516],[325965,877720],[326081,660957],[326777,662117],[332071,669870],[332703,484960],[332819,333043],[338084,902689],[343472,687659],[347825,694333],[348458,695366],[349011,505890],[349707,506835],[353846,931325],[359288,1190015],[362158,944691],[367331,951302],[367447,725223],[370044,956276],[374750,735350],[378154,738846],[378786,542869],[378902,379126],[391558,991594],[396938,765886],[397571,766919],[398124,566755],[398820,567700],[409338,1018367],[410521,1022195],[416534,794389],[417783,591143],[418936,1034345],[422401,802968],[423033,597582],[423149,423373],[428414,1052246],[433802,820757],[436739,1065270],[437761,829183],[443925,835081],[446543,1077774],[449519,844964],[451832,845488],[466742,650374],[474045,659220],[477449,879102],[478081,663998],[478197,478421],[490570,1142547],[495276,904779],[497000,1158518],[498680,908275],[512084,1177865],[518097,936348],[519346,714371],[520782,1191144],[522228,945526],[522686,945533],[531811,956466],[534721,961393],[537975,962364],[548171,746461],[554335,754518],[554451,554675],[559929,758292],[580396,1269601],[583372,1023694],[585685,1024218],[587062,1286303],[607898,817860],[611302,1057832],[614388,1320632],[615547,1066682],[615852,1067496],[625642,1078609],[626100,1078616],[629168,1083655],[643357,857484],[643815,857491],[644837,650234],[655850,869482],[678482,1142737],[681392,1147664],[684646,1148635],[686101,1416378],[706600,927721],[717505,1193103],[727780,1204175],[728085,1204989],[746717,974122],[747022,974936],[748163,753721],[760338,987363],[784282,1270436],[784740,1270443],[787808,1275482],[814490,1048212],[837770,1333483],[857761,1096959],[859225,865081],[897209,1399405],[897514,1400219],[929767,1173634],[1016500,1529859] ] cell #1588 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [77396],[78142],[95312],[96058],[97701],[97996],[104787],[112462],[116812],[117646],[117941],[126912],[129103],[137582],[137877],[142858],[144953],[151380],[151675],[152358],[153494],[159218],[164402],[164697],[173941],[174775],[175070],[177679],[184041],[186468],[190503],[191712],[192169],[193336],[194163],[195340],[201088],[207515],[207810],[209629],[219873],[220168],[220851],[221987],[232895],[233190],[238081],[240688],[242079],[242356],[243918],[252730],[253660],[256765],[258431],[259598],[260425],[271243],[272452],[272909],[274076],[274903],[276080],[279336],[288255],[288550],[290369],[296347],[298897],[300301],[302700],[311483],[313869],[315053],[317309],[317660],[319328],[320258],[320890],[331748],[334355],[335746],[336023],[337585],[342891],[343718],[350432],[352098],[353265],[354092],[358525],[362831],[366018],[373555],[377831],[380438],[384409],[386959],[390051],[390762],[399545],[403372],[405922],[407326],[409725],[416035],[422078],[424334],[424685],[425164],[426353],[427283],[427915],[433221],[434048],[437532],[450403],[455390],[457940],[462126],[465313],[477126],[479382],[479733],[480212],[483357],[486544],[488088],[494081],[497884],[502608],[504935],[507485],[508450],[510577],[511288],[517598],[529751],[531582],[541266],[544453],[545997],[547942],[563473],[565800],[568350],[569315],[571385],[572586],[577912],[584256],[591793],[593570],[594035],[595979],[599166],[610506],[621475],[623944],[634996],[636197],[641523],[659986],[660451],[662395],[665582],[669932],[670397],[675949],[678253],[691124],[692925],[693296],[694613],[723262],[723727],[725799],[732507],[738908],[739373],[744925],[764478],[764849],[766166],[773964],[775196],[775567],[793636],[800430],[826925],[832633],[833004],[835361],[847822],[849054],[849425],[872763],[876564],[886000],[887972],[901936],[942896],[948965],[949067],[964119],[966091],[983490],[1004895],[1051493],[1064907],[1070275],[1086531],[1103524],[1196617],[1229630],[1358989], 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] cell #1589 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [56887],[71108],[77978],[87713],[95894],[104144],[104729],[108714],[116648],[126269],[126854],[129582],[134513],[137103],[142694],[147426],[149154],[152300],[153973],[163923],[167938],[173777],[177097],[183398],[183983],[188127],[189548],[191581],[194642],[197238],[203561],[209047],[213829],[215919],[217647],[220793],[222466],[232416],[237950],[239553],[241520],[244015],[245436],[248440],[250530],[254389],[255810],[260904],[268867],[270288],[272321],[275382],[277978],[284301],[294611],[295788],[303042],[304645],[309107],[310528],[314922],[316525],[320987],[322408],[327502],[331617],[335187],[337682],[339103],[342107],[344197],[348056],[349477],[354571],[361243],[369269],[370446],[377700],[382673],[383850],[387056],[391104],[392707],[394321],[397169],[398590],[402813],[410067],[411670],[416132],[417553],[421947],[428012],[429433],[434527],[444156],[445628],[454831],[460538],[461727],[465655],[467973],[468564],[469741],[473815],[476995],[489795],[490972],[498226],[504376],[507582],[511630],[513233],[514847],[517695],[519116],[525670],[528053],[529620],[548545],[552703],[555217],[555682],[556038],[557227],[565241],[568447],[578009],[579481],[588684],[599508],[601826],[602417],[603594],[607668],[610848],[619066],[619531],[621807],[623385],[631467],[641620],[642534],[651023],[651394],[653314],[665924],[672341],[674724],[676291],[699374],[701888],[702353],[702709],[703898],[711912],[717272],[719287],[720752],[721123],[734040],[741317],[743700],[745267],[755245],[770927],[777706],[778171],[780447],[782025],[790107],[801174],[809663],[810034],[811954],[826356],[830424],[839552],[851564],[852029],[854305],[855883],[877308],[886701],[888716],[890181],[890552],[903469],[913129],[924674],[942705],[949811],[964820],[966835],[968300],[968671],[1005086],[1009154],[1018282],[1033035],[1070976],[1082894],[1086722],[1090790],[1104370],[1128976],[1153106],[1196808],[1213281],[1230331],[1242249],[1274721],[1326097],[1359180],[1437479],[1489615], 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] cell #1590 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [70205],[93309],[107811],[111937],[123418],[140109],[143603],[146453],[151150],[158693],[160455],[163261],[169066],[176870],[180547],[183571],[186792],[188413],[193669],[198366],[202588],[207285],[208198],[214946],[216092],[219643],[221790],[227186],[228948],[231754],[232398],[236447],[242680],[244301],[249557],[250703],[253054],[254675],[258557],[259931],[264628],[267532],[269153],[270091],[270270],[274409],[276753],[279106],[283328],[284474],[288025],[288938],[292593],[299023],[301539],[306432],[307772],[309393],[310331],[310510],[313419],[319652],[321273],[326529],[327675],[330114],[330185],[332577],[336347],[337968],[340714],[343224],[344370],[345334],[346721],[348342],[349280],[349459],[352224],[353598],[358295],[359208],[366342],[372317],[372533],[374502],[376197],[376268],[378660],[389601],[394494],[395834],[397455],[398393],[398572],[401505],[404280],[406048],[408564],[413457],[414797],[415013],[416418],[417535],[418856],[420444],[420515],[422907],[426677],[428298],[432180],[433554],[434700],[442679],[443453],[445254],[448812],[449242],[449313],[451716],[453523],[456298],[458066],[467011],[471612],[471828],[473797],[475492],[475563],[477955],[481872],[486868],[487600],[492843],[493059],[495028],[496185],[496293],[496723],[496794],[503068],[504045],[505843],[510127],[515020],[516360],[517981],[519098],[524698],[528828],[528899],[530331],[530789],[534585],[539781],[544777],[545509],[553863],[554079],[554209],[555664],[559222],[559652],[559723],[563933],[564910],[566708],[575206],[576532],[577306],[579107],[582665],[583095],[583166],[585569],[586206],[586926],[594494],[595449],[600222],[605465],[605681],[607650],[609345],[609416],[618033],[618491],[619513],[622865],[624196],[624501],[632313],[638817],[640143],[640917],[642744],[645827],[649527],[649957],[650028],[650327],[651460],[655714],[660910],[661865],[666638],[671369],[672561],[675499],[675570],[677002],[677460],[681256],[685185],[695319],[698434],[700534],[702335],[705893],[706323],[706394],[711581],[719497],[719743],[720048],[721189],[725176],[726621],[731746],[735098],[740345],[741537],[744475],[744546],[746194],[746414],[749203],[749661],[750683],[753585],[755671],[763483],[766872],[769987],[772087],[776673],[777131],[778153],[778353],[782836],[783141],[790953],[804467],[805659],[808597],[808668],[810100],[814354],[820505],[828916],[829136],[829386],[830850],[839762],[841454],[845441],[850531],[850989],[852011],[852211],[856674],[857206],[859999],[860304],[861445],[866755],[872002],[880601],[881793],[884731],[884802],[889172],[889477],[890618],[896050],[901175],[904527],[913975],[918632],[919090],[920112],[920312],[925100],[932912],[936301],[944716],[945248],[953193],[956199],[956419],[958133],[967291],[967596],[968737],[974165],[977515],[978979],[983981],[989583],[998660],[999118],[1000140],[1000340],[1008116],[1009580],[1018492],[1020184],[1024171],[1030741],[1038729],[1039034],[1040175],[1050732],[1063532],[1066725],[1074920],[1075378],[1077799],[1078331],[1086276],[1089752],[1091216],[1097970],[1106962],[1112692],[1121850],[1122155],[1123296],[1142470],[1142690],[1144404],[1155008],[1163786],[1165250],[1175854],[1186411],[1194114],[1201011],[1201316],[1204218],[1212413],[1224758],[1249107],[1250571],[1269626],[1270158],[1278103],[1283043],[1304519],[1315123],[1321308],[1323444],[1330315],[1334494],[1341696],[1353358],[1399448],[1407643],[1445801],[1452247],[1453466],[1465100],[1530870],[1538072],[1582694],[1594748],[1660330],[1786575] ] cell #1591 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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04],[800145,1034390],[800856,811078],[812106,1306739],[829068,1067424],[839704,1078539],[844462,1082576],[849491,854457],[856733,1097009],[888398,893626],[897115,1659415],[903621,1146624],[908784,913295],[927219,1437161],[944775,1193153],[956351,1204917],[966517,971745],[1018434,1270366],[1023192,1274403],[1028221,1033187],[1077858,1333533],[1142622,1400147],[1152788,1158016],[1269685,1529909] ] cell #1592 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [150798],[163547],[193029],[206933],[208488],[219291],[224497],[232040],[241558],[241725],[243551],[256586],[257969],[259291],[273769],[278754],[280309],[287673],[289228],[292879],[295826],[295993],[297092],[300466],[317002],[318697],[320523],[335225],[335392],[337218],[341262],[342584],[351636],[352958],[359498],[362996],[363888],[371750],[381754],[383888],[384055],[385154],[386592],[388528],[393486],[402851],[403018],[404117],[404828],[407491],[413842],[415668],[425722],[427548],[431592],[438405],[439956],[448273],[454869],[455036],[456135],[456846],[459795],[462291],[463183],[471045],[483522],[484414],[485202],[486301],[492276],[495650],[504414],[504581],[505680],[506391],[509054],[514012],[523339],[532455],[534006],[541431],[542323],[543111],[544210],[546368],[550366],[558683],[565279],[565446],[566545],[567256],[573809],[574671],[582126],[589988],[596144],[597036],[597824],[598923],[604898],[613230],[616670],[623423],[623590],[626753],[633160],[637420],[638282],[650875],[655135],[662560],[663452],[664240],[665339],[679126],[680677],[688994],[690881],[692663],[697037],[697899],[705354],[713216],[717310],[718468],[725964],[728903],[733703],[735823],[752640],[754760],[764330],[768590],[769452],[785393],[791800],[794832],[796060],[813775],[822092],[823979],[826071],[827792],[828085],[838733],[843251],[846229],[858724],[863242],[866220],[873959],[898332],[903132],[905252],[908061],[933759],[938019],[942446],[943594],[944110],[955075],[955368],[960001],[975921],[976214],[980847],[991380],[1017463],[1021981],[1024959],[1027869],[1052689],[1065612],[1076677],[1077193],[1098153],[1098669],[1114560],[1141346],[1141639],[1146272],[1177651],[1203105],[1224967],[1268504],[1269020],[1306387],[1398335], 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] cell #1593 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1594 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1595 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1596 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1597 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58914,290436],[73975,334422],[80816,356668],[89976,380505],[97913,401848],[99651,406388],[106098,424752],[108388,431693],[117858,453866],[119596,458406],[128223,479800],[129369,482258],[131486,487113],[137794,503411],[139532,507951],[153760,540167],[155877,545022],[164614,564276],[166352,568816],[167149,570290],[167272,570716],[177945,594880],[180062,599735],[190715,623208],[196449,633901],[196572,634327],[209895,661296],[212012,666151],[212535,667504],[225269,693518],[225392,693944],[239346,722385],[240954,725562],[247146,736480],[262711,765071],[262834,765497],[268314,775789],[280917,800602],[297354,831675],[298441,833226],[299196,834692],[308554,849647],[316318,862641],[324118,876736],[330583,888144],[360599,943019],[365326,949239],[373099,960509],[376666,966263],[385416,979804],[386503,981355],[415579,1028377],[437491,1066185],[449711,1082322],[464621,1103798],[472394,1115068],[493625,1146780],[497192,1152534],[531541,1203678],[547901,1225540],[560121,1241677],[583564,1274149],[606247,1306895],[652670,1366050],[678212,1398908],[706792,1436907],[724429,1459427],[811310,1562426],[893858,1654657],[971977,1739978], 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034,1213595],[376546,379772,971349],[376622,379939,971933],[377039,739085,1475758],[400396,400709,1005283],[401923,405561,1012363],[409033,1017710,1269976],[409406,785492,1530478],[412368,1023424,1792536],[418079,796219,1543601],[441311,620233,1326411],[450084,843704,1599603],[452414,452727,1086919],[453941,457579,1093999],[464994,863695,1621079],[480683,481032,1129199],[497565,908514,1670988],[500527,1158248,1926249],[525951,526264,1197005],[538592,538941,1213504],[551721,751403,1489929],[560494,991833,1759718],[583937,1022434,1791430],[619791,620140,1326320],[647080,647393,1359377],[707165,1178104,1945989],[750961,751310,1489838] ] cell #1598 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [244688],[255062],[261782],[294591],[303426],[315306],[321660],[338355],[345075],[355449],[360034],[361468],[369249],[371264],[382653],[384668],[391488],[410451],[416805],[428685],[435405],[436926],[445853],[460763],[470559],[489775],[491790],[498610],[512014],[530976],[547336],[579706],[589502],[604412],[677647], 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] cell #1599 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1600 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1601 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1602 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1603 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [125634],[160765],[182763],[188723],[204978],[229258],[234614],[238324],[244611],[254985],[257504],[261357],[269463],[280564],[285718],[290097],[294581],[296627],[303416],[309703],[315296],[321583],[322856],[331991],[333530],[338278],[341283],[348652],[351171],[355024],[355988],[361489],[369239],[371285],[378074],[379613],[382643],[384689],[389707],[391478],[397765],[401606],[403652],[404849],[405076],[410441],[413654],[416728],[422321],[423860],[428608],[429881],[434980],[442785],[445874],[452026],[453624],[455670],[456867],[457094],[460784],[468534],[470580],[477369],[478908],[482015],[482085],[485014],[489765],[491811],[495445],[498600],[500139],[501493],[503169],[505215],[506412],[506639],[510233],[512004],[518291],[519564],[528023],[535136],[535424],[537895],[539924],[539994],[542923],[556284],[562436],[564034],[566080],[567277],[567504],[571159],[574466],[576638],[579727],[585879],[587477],[587765],[589523],[590947],[592730],[594637],[594707],[597636],[602387],[604433],[609451],[611222],[612761],[622053],[622966],[625075],[629160],[629662],[629732],[632695],[634770],[638077],[640249],[650896],[656265],[656553],[659024],[661053],[661123],[664052],[668841],[674694],[675605],[681807],[682095],[684566],[685965],[686093],[686595],[686665],[694387],[695532],[697694],[702955],[709107],[710705],[712751],[714175],[720622],[725319],[725389],[727041],[727560],[731800],[737817],[743670],[744581],[754136],[754424],[754572],[756245],[760330],[760832],[760902],[765940],[767085],[769247],[779133],[780693],[781606],[783715],[787800],[788302],[788372],[791335],[792099],[792929],[801939],[803022],[808703],[814905],[815193],[817664],[819693],[819763],[829806],[830325],[831424],[835135],[836766],[836995],[845654],[852991],[854551],[855464],[857545],[860878],[865073],[865575],[865645],[866015],[867297],[872056],[878073],[879156],[884837],[890051],[891372],[894748],[894818],[896470],[896989],[901229],[905871],[917534],[921092],[923565],[925674],[929759],[930261],[930331],[936514],[945587],[945919],[946148],[947343],[951655],[953379],[958707],[962418],[968170],[969491],[972867],[972937],[974782],[975014],[977935],[978454],[979553],[982783],[985124],[993783],[997562],[1001120],[1003593],[1008536],[1009055],[1010154],[1010367],[1015496],[1015725],[1024384],[1039608],[1040929],[1044305],[1044375],[1046027],[1050786],[1057886],[1067342],[1067574],[1067905],[1069314],[1078670],[1080426],[1084738],[1090172],[1090691],[1091790],[1092003],[1097030],[1097540],[1100478],[1100707],[1101902],[1107742],[1113266],[1122729],[1124050],[1127426],[1127496],[1132190],[1132419],[1133614],[1139650],[1144978],[1148689],[1159208],[1164206],[1164725],[1165824],[1166037],[1171395],[1180054],[1183833],[1193174],[1193684],[1201890],[1204835],[1205067],[1206807],[1216495],[1216724],[1217919],[1223886],[1227260],[1228669],[1233989],[1239781],[1249527],[1250046],[1251145],[1251358],[1259732],[1261141],[1270497],[1272253],[1276565],[1283617],[1292305],[1292534],[1293729],[1305093],[1319323],[1322572],[1330735],[1331254],[1333554],[1334064],[1342270],[1345778],[1347187],[1354295],[1363396],[1369179],[1378867],[1379096],[1380291],[1400065],[1400297],[1402037],[1413149],[1422490],[1423899],[1435011],[1446375],[1454403],[1461207],[1461436],[1464228],[1472391],[1484839],[1509296],[1510705],[1529930],[1530440],[1538646],[1543563],[1565555],[1576667],[1583350],[1585205],[1591819],[1595685],[1602718],[1614300],[1659458],[1667621],[1705935],[1712742],[1713752],[1724474],[1787512],[1794545],[1838671],[1849431],[1910745],[2028161] ] cell #1604 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1605 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1606 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1607 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1608 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [94906],[123668],[141706],[146703],[160526],[180797],[185168],[188484],[215196],[224586],[229019],[232648],[249807],[269224],[270520],[277221],[289858],[309464],[310760],[333045],[333291],[340821],[349709],[379128],[379374],[398822],[403270],[404387],[413675],[423375],[423621],[455288],[456405],[478423],[478669],[483689],[485035],[504833],[505950],[541598],[542944],[554677],[565698],[566815],[573021],[596311],[597288],[597657],[623842],[636632],[650434],[662727],[663704],[664073],[696249],[697204],[726131],[736075],[746521],[754593],[767802],[768757],[804944],[822344],[829243],[836067],[846396],[857566],[881078],[905504],[938186],[945608],[956526],[963350],[974200],[1025126],[1059808],[1066760],[1078691],[1142797],[1149621],[1204253],[1270518],[1399483], [14188,303024],[21576,370832],[24310,391086],[26675,410049],[29697,187214],[31731,303446],[34718,465637],[35457,470127],[38670,491358],[39585,498208],[41404,511612],[45021,243102],[48220,156416],[48549,387085],[49333,553089],[50254,391508],[50797,261302],[54503,410471],[55785,589070],[55997,590555],[57490,599490],[58229,603980],[59144,610830],[67238,121024],[67253,120882],[67348,202838],[68308,315326],[69134,205008],[69463,321016],[70247,208280],[71711,665906],[74110,676273],[74617,336769],[76651,498630],[76982,689963],[77006,690034],[78145,507611],[78929,699760],[79850,512034],[80393,354969],[81132,712298],[81344,713783],[84508,238354],[87538,244044],[90111,745249],[90535,384236],[91059,254746],[91144,91212],[93836,161511],[93851,161369],[93946,260181],[96061,568476],[96845,771313],[97934,777202],[99838,782411],[104954,283578],[105914,422351],[106233,809371],[106740,285748],[107069,428041],[107853,289020],[108774,611252],[109105,823061],[109129,823132],[109317,434925],[111041,296174],[116471,195040],[116486,194898],[116581,193919],[116815,641649],[117879,851060],[119783,856269],[120039,314904],[124192,321344],[124277,124345],[127079,326779],[128039,477399],[128358,885505],[129093,889544],[129403,890081],[131308,332021],[131702,684596],[134338,337711],[136911,501438],[137335,504762],[137815,919161],[137859,348413],[139719,924370],[139743,924441],[140636,230004],[140651,229862],[140746,353848],[142861,517724],[143645,359290],[145407,237932],[150254,241906],[151613,742242],[151992,244372],[152077,152145],[152525,374752],[153484,967663],[153794,968200],[155699,378104],[156093,537925],[163571,772819],[164155,565627],[164635,999189],[164679,397526],[166539,1004398],[166563,1004469],[167181,783745],[167280,1008167],[167344,1008470],[168170,403199],[173600,275780],[173615,275638],[173710,274659],[173944,578038],[175008,586911],[176645,416161],[176912,418938],[177168,421929],[177669,1039101],[177979,1039638],[178391,1040704],[181321,428369],[181406,181474],[184208,433804],[189780,623771],[190736,1075449],[191563,192623],[194153,852278],[194463,449521],[195322,451787],[196481,625105],[196580,1089803],[196644,1090106],[197470,455217],[207748,882498],[208660,474047],[209118,476977],[209619,1122222],[209929,1122759],[210341,1123825],[212543,896101],[213079,1132070],[213900,331599],[218747,335573],[220106,673266],[220485,338039],[220570,220638],[221018,495278],[221977,685252],[222287,497002],[224177,344595],[224192,344453],[224287,343474],[224521,499572],[225400,1163837],[225464,1164140],[226048,1165317],[232064,701266],[233172,518052],[235056,1190740],[239378,720652],[239624,529602],[240678,1201383],[240988,1201920],[241977,530860],[244778,534652],[244842,969425],[245668,543292],[246624,1212942],[247154,726672],[247690,1216375],[248511,377682],[256042,754941],[256998,984686],[260415,1000407],[260725,559931],[261584,562197],[262842,1249158],[262906,1249461],[263490,1250638],[266410,1015376],[272303,273363],[274893,778420],[275203,583374],[276062,585640],[277320,586993],[277384,792033],[278210,414023],[279948,416489],[280033,280101],[280481,417785],[281461,1292185],[282199,1293663],[288488,806364],[289400,607900],[291081,1315652],[292903,612194],[294785,1323511],[296245,618562],[297362,829437],[299204,1330366],[299268,1330669],[300633,624568],[303895,629094],[304716,456702],[305770,1341763],[306650,836646],[316350,860908],[316596,650731],[317650,1107029],[317960,650236],[318949,651989],[321750,655781],[321814,1123984],[322640,664421],[324662,1378747],[325400,1380225],[335644,677531],[338445,681323],[338509,891306],[339335,485383],[340291,1408172],[341118,342178],[341357,686027],[344877,499900],[354082,920379],[354392,706602],[355251,708868],[357157,1445868],[359670,519348],[360607,1452298],[361682,1454337],[363163,720115],[364140,721718],[364509,945799],[366581,1461087],[368183,726975],[369443,1465167],[370903,543363],[373926,1472325],[382847,1224825],[384307,749732],[385424,977566],[387266,753652],[387330,1233923],[388695,755738],[391957,760264],[392778,567112],[404684,411741],[407658,783208],[410920,787734],[412795,1538139],[414094,589141],[425974,810629],[428775,814421],[428839,1040863],[429665,598005],[432425,1576601],[435207,612522],[436431,1583230],[436857,1584380],[439168,829740],[440123,830917],[446067,1595619],[448525,841983],[459902,857273],[460977,1354229],[462458,860371],[463435,861974],[463804,1100358],[465876,865007],[467478,867231],[470198,664492],[484666,891147],[485454,491429],[488709,896404],[489969,1660397],[494452,1667555],[506247,513304],[509221,925167],[512483,929693],[515657,712369],[520827,1712189],[523446,945315],[525175,947277],[530907,1723649],[534173,958200],[542575,969266],[546841,974716],[547267,1484014],[549578,977869],[550533,979046],[553160,755012],[558935,990112],[573976,1009647],[575815,782482],[579920,1787446],[582378,1020713],[598076,604051],[601331,1045961],[617143,1067276],[626860,1078398],[628589,1080360],[637587,1091283],[639426,856340],[641956,1097005],[646304,1101836],[655302,1112759],[657929,876331],[671846,1133548],[677578,1909920],[680844,1144471],[689246,1155537],[699043,699831],[705606,1176383],[718709,1193149],[729376,1204769],[740822,1217853],[759759,1239715],[770596,771384],[785500,1270225],[787229,1272187],[796227,1283110],[798066,1035070],[813942,1304586],[816569,1055061],[838974,1333529],[898805,1399999],[910251,1413083],[929188,1434945],[940025,940813],[1017704,1529905] ] cell #1609 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [300262],[303216],[323493],[361263],[362792],[370466],[391278],[393817],[407287],[410241],[418638],[430518],[437120],[445648],[447177],[460558],[461886],[462087],[465829],[468723],[469761],[472825],[481789],[483318],[490992],[498400],[500939],[511804],[514343],[520201],[528212],[531170],[535325],[539698],[541227],[547530],[548565],[552723],[556058],[557386],[557587],[570973],[579501],[581030],[587666],[588704],[594411],[595739],[595940],[602576],[603614],[606678],[613561],[621827],[629436],[631626],[634584],[642554],[644196],[648680],[652299],[653334],[656454],[660827],[662155],[662356],[674883],[677841],[681996],[686369],[687898],[694201],[695236],[702729],[704057],[704258],[710894],[714996],[719307],[724058],[725093],[725760],[732095],[734060],[735388],[743859],[746207],[754325],[757651],[760606],[765754],[766789],[780467],[781795],[788076],[790266],[793224],[800138],[802836],[810939],[811974],[815094],[820795],[826886],[828067],[828929],[834949],[839572],[843967],[844323],[845358],[854325],[855653],[856727],[863958],[865349],[872351],[875644],[878970],[893487],[901524],[903489],[904817],[908777],[913288],[923754],[927080],[930035],[936218],[942472],[944322],[944409],[944769],[955350],[956212],[960211],[962232],[971606],[976196],[981057],[983078],[992096],[1003782],[1018302],[1022697],[1023053],[1024088],[1028079],[1033055],[1034383],[1051081],[1054374],[1057700],[1064535],[1065638],[1066295],[1077405],[1077492],[1077852],[1082432],[1098881],[1098968],[1103908],[1114770],[1141621],[1142483],[1146482],[1148503],[1152644],[1157877],[1178367],[1190053],[1192072],[1203131],[1203788],[1224993],[1225650],[1241787],[1269232],[1269319],[1269679],[1274259],[1306597],[1332452],[1354444],[1398361],[1399018],[1437017],[1528828], [34937,1118578],[43618,1197698],[57709,1035457],[60225,1322034],[63642,1338078],[67731,1360070],[73214,1131040],[82278,1452795],[85798,1463690],[89215,1215345],[90912,1485552],[94329,1501596],[97831,1007659],[101248,1534454],[105337,807320],[114256,1594077],[115293,1337718],[117776,1089295],[120525,1615553],[121159,1616768],[124045,1626448],[127462,883454],[129078,888736],[132598,1658920],[136015,1410575],[137712,915636],[141129,1696826],[147959,1719180],[150473,1467520],[151510,1209351],[152635,973308],[153469,966855],[157540,1744818],[161012,1754192],[161646,1755407],[162049,1501236],[164532,995664],[171385,1785904],[172422,1534094],[174905,1281122],[177654,801194],[178288,599682],[181174,1818275],[184591,820996],[189999,1844995],[190633,1071858],[191755,1087252],[194138,1082914],[195175,1854859],[204094,1623575],[206132,1879642],[206608,1630278],[207645,1371723],[209604,877328],[210238,666098],[216452,1905451],[218966,1662750],[220003,1404581],[221128,895189],[221962,1153126],[222999,1410215],[226033,699394],[229505,1940463],[230139,1941678],[230542,1696466],[233025,935183],[236556,1962573],[238124,1197338],[240663,949831],[241540,1213048],[243893,1208489],[245887,1975615],[246521,745441],[251063,1985479],[256261,1750787],[256895,1231213],[260400,1242269],[263475,770947],[270739,2023725],[271373,1013679],[272495,1005616],[274878,1274741],[275915,2033589],[278429,1539887],[279466,1287142],[284834,1815402],[286872,2058372],[287348,1822105],[288385,1568099],[290344,819467],[290978,611022],[291381,1573733],[294770,1070996],[295808,1325864],[301648,2086817],[305755,855903],[310979,2099859],[311613,1095315],[313528,1868316],[315096,1359710],[317635,1104390],[320865,1370861],[328035,1897038],[330223,2132002],[331791,1130680],[334330,894522],[334964,1656047],[335207,1128743],[337560,1403719],[339554,2145044],[340188,676465],[343693,1158912],[344730,2154908],[349928,1937058],[350562,1169349],[354067,1437499],[357142,711932],[357618,1702259],[358655,1449900],[369428,964840],[376306,2203555],[377874,1214985],[380413,972641],[381047,1741368],[382832,1230351],[383870,1489382],[386934,1493620],[399041,2015177],[399675,1254670],[401795,1006797],[402833,1257465],[403473,1525297],[406862,1782499],[408673,2245457],[412780,782045],[416010,1280260],[418004,2258499],[420553,2047046],[422121,1290795],[424660,1044079],[425294,1308618],[427890,1567237],[434023,1319027],[449351,2299335],[453813,1088433],[454851,1343511],[455491,1611859],[458880,1865620],[475601,2120904],[477169,1377357],[479708,1127200],[480342,1116791],[481388,1898917],[483303,1654110],[489954,886721],[496832,2350226],[503358,1162467],[504396,1420223],[505036,1432077],[507460,1688850],[508425,1179758],[517573,1443018],[528937,2191017],[529794,1460817],[539297,1978945],[541212,1739431],[559761,2411957],[564223,1247788],[565261,1507029],[565901,1236847],[568325,1773155],[569290,993487],[569992,1774896],[572598,1781396],[577887,1526478],[583204,2433188],[594010,1301736],[595925,1561879],[620496,2081042],[623155,1330102],[623405,1590672],[624045,1328921],[633603,1858017],[636209,1864517],[641498,1613040],[650066,2314245],[660426,1109909],[662341,1365503],[667614,1898783],[670372,1394869],[693220,1431990],[695826,1691200],[706432,2532483],[717292,1712646],[722087,1964948],[723702,1199639],[725745,1458880],[736590,1978811],[739348,1481675],[751666,2214140],[764773,1236760],[767379,1495970],[775491,1525210],[800712,1562536],[826799,1583069],[831785,2080908],[832928,1328834],[835644,1589569],[849349,1611772],[862343,2106907],[876846,1366160],[888254,1654767],[943129,1712512],[949349,1459537],[966373,1740088],[979914,2214006] ] cell #1610 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [33558],[33976],[34066],[43087],[47877],[48370],[50055],[50145],[60467],[63111],[64190],[64280],[66526],[68791],[69284],[79651],[79741],[82770],[83557],[85368],[86040],[87359],[93124],[100717],[101796],[101886],[106397],[106890],[111464],[111752],[113763],[113952],[114748],[115535],[121804],[130357],[132168],[132840],[134159],[136563],[136653],[139924],[145953],[146142],[150965],[154748],[158220],[158508],[162291],[168593],[168881],[170892],[171081],[171877],[172664],[174475],[176466],[178933],[193358],[197893],[198181],[202088],[202277],[207100],[210883],[214446],[214635],[215619],[219458],[221469],[221658],[223241],[226713],[227001],[230784],[246763],[249057],[249246],[250230],[259620],[264155],[264443],[269770],[269959],[274098],[278921],[282828],[283017],[284001],[287840],[291623],[300041],[301025],[306247],[310010],[310199],[317331],[326029],[326218],[327202],[331547],[340430],[342913],[348959],[349148],[353287],[358110],[363555],[367395],[367584],[367825],[368666],[377630],[388103],[398072],[398261],[408050],[413272],[417224],[421877],[424356],[433243],[436803],[438810],[439651],[444316],[444457],[462850],[466690],[466879],[476925],[479404],[488110],[488351],[489192],[505484],[518787],[521008],[523760],[523901],[529550],[529905],[546019],[547213],[549220],[550061],[566349],[573504],[578169],[578310],[600732],[614594],[617515],[617607],[632964],[637115],[642137],[644889],[645030],[667148],[670572],[676576],[696732],[713020],[718890],[729748],[739548],[745764],[748777],[768285],[776247],[791604],[803670],[828486],[836550],[839155],[850105],[879804],[899177],[918206],[952396],[955769],[998234],[1017885],[1065396],[1074494],[1142040],[1191783],[1320492] ] cell #1611 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [244142],[261796],[302602],[321114],[323280],[337809],[345089],[355463],[367911],[368100],[370345],[387183],[388985],[390664],[409627],[416259],[418425],[428139],[430305],[435419],[438896],[439085],[440413],[444613],[465215],[467395],[469640],[488437],[488626],[490871],[496107],[497786],[509511],[511190],[519988],[524057],[525092],[534463],[546823],[549306],[549495],[550823],[552602],[555023],[561085],[572749],[572938],[574266],[575128],[578466],[586338],[588583],[601248],[603493],[608729],[617125],[618872],[628506],[636360],[636549],[637877],[638739],[642365],[645186],[646221],[655592],[670728],[671763],[672693],[674021],[681134],[685334],[695977],[696166],[697494],[698356],[701694],[707756],[719118],[729358],[731105],[739704],[740739],[741669],[742997],[745643],[750042],[759676],[767530],[767719],[769047],[769909],[777512],[778502],[787146],[796517],[803826],[804861],[805791],[807119],[814232],[824494],[828365],[835795],[835984],[839383],[846686],[851370],[852360],[866677],[871361],[879960],[880995],[881925],[883253],[898787],[900534],[910168],[912426],[914626],[919471],[920461],[929105],[938476],[943354],[944530],[952552],[955648],[960875],[963267],[981721],[984113],[994815],[999499],[1000489],[1018113],[1025416],[1028743],[1030100],[1050091],[1059725],[1061983],[1064555],[1066360],[1066520],[1077613],[1082497],[1085635],[1099089],[1103973],[1107111],[1115434],[1141919],[1147146],[1149538],[1152709],[1181086],[1185770],[1191018],[1192092],[1192718],[1203853],[1204013],[1208908],[1225715],[1225875],[1230770],[1241852],[1269440],[1274324],[1277462],[1280679],[1307261],[1321522],[1332472],[1333098],[1354464],[1355090],[1371280],[1399083],[1399243],[1404138],[1437082],[1463178],[1485040],[1528848],[1529474],[1567656],[1658408], [49637,995100],[61092,1071294],[79233,915072],[82482,1192599],[86665,1208787],[91271,1486621],[91779,1230649],[98698,1007095],[110291,1321836],[114460,1332979],[118643,1088731],[120729,1354971],[120946,1616570],[124404,1627517],[124912,1371159],[129282,888547],[133465,1404017],[138071,507709],[138579,699273],[149504,1463492],[150677,1208298],[152204,1729365],[153673,966666],[157047,1485354],[161216,1496497],[161433,1755209],[164891,568574],[165399,770826],[167420,775765],[171589,1529355],[175772,1280558],[177858,801005],[178075,599068],[181533,1819344],[182041,1567535],[190203,1590096],[193169,1336888],[194342,1082725],[194962,1854661],[195534,641747],[195707,855782],[196720,849623],[205639,1626250],[206812,1370670],[209808,877139],[210025,665484],[217997,1658722],[219170,1403528],[220697,1915636],[222166,1152937],[225540,693494],[229709,1691727],[229926,1941480],[233384,517822],[233892,711811],[240170,1718982],[240867,949642],[242015,1971320],[242156,964649],[244918,960485],[246308,744827],[256465,1493429],[259431,1500406],[260604,1242080],[262982,765047],[270943,1781923],[273909,1533264],[275082,1274552],[275702,2033391],[276274,578136],[276447,781924],[277460,1028353],[278633,1280069],[280160,2043774],[286379,1818077],[287552,1567046],[290548,818432],[290765,610408],[296283,1840700],[296424,1070805],[299344,833202],[300383,1086422],[300923,847656],[302972,1081882],[311183,1865044],[317142,1622745],[317839,1104201],[321890,1115044],[333837,1905253],[334534,892497],[335682,2140749],[335823,886530],[338585,1146756],[339975,675851],[342724,1409385],[343897,1156887],[344517,2154710],[350132,1688659],[353098,1695636],[354271,1437310],[356649,709566],[357822,1442827],[362913,1196508],[363453,948799],[379920,1985281],[380617,970616],[384345,1743305],[384486,1230160],[387406,981331],[391034,1241237],[399245,1772964],[403308,2019430],[403449,1006606],[406369,779537],[407066,1526287],[407408,1004786],[407948,773798],[409997,1273709],[414132,2254204],[417035,1032125],[424167,1814572],[424864,1042054],[428915,1306871],[433054,1572903],[434227,1317002],[455326,2095564],[455467,1088242],[458387,853395],[459084,1612849],[462208,1358880],[462748,1103358],[465585,1362994],[479215,1896208],[479912,1125175],[483439,1129850],[483979,887704],[484081,1654992],[485492,2345297],[487921,1655217],[498156,1152094],[504871,1929576],[505012,1162276],[507932,921496],[508629,1440220],[511560,1436467],[518598,1187795],[541348,1214155],[541888,965823],[541990,1740313],[543401,2198626],[545830,1740538],[565736,2007695],[565877,1247597],[568797,1001524],[569494,1244990],[570656,1775017],[572663,1781416],[596061,1289965],[596601,1037261],[596703,1562761],[598114,2455707],[599438,1559370],[600543,1309653],[610778,1312209],[623880,2081888],[624021,1329911],[634267,1858138],[636274,1864537],[662477,1376527],[663017,1120382],[663119,1366385],[664530,2321854],[665854,1645416],[666959,1117826],[667679,1898803],[670431,1904939],[676221,1395852],[693884,1432198],[695891,1691220],[722751,1965069],[725881,1459987],[726421,1200622],[726523,1459762],[736655,1978831],[739407,1984967],[745197,1482658],[755050,2214986],[765437,1236968],[767444,1495990],[773234,2017678],[776155,1525418],[800777,1562601],[803529,1817763],[827007,1583190],[831850,2080928],[833592,1329042],[835709,1589589],[847092,2093812],[850013,1611980],[863007,2107028],[876911,1366225],[879663,1625936],[888319,1654832],[915193,1691846],[943194,1712532],[948235,2190111],[949414,1459602],[952255,1718668],[966438,1740153],[979979,2214026],[995221,1496616],[1007216,1782042],[1065181,1838948],[1071415,1590215],[1088852,1865163],[1102794,2313339] ] cell #1612 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [105883,808176],[108743,608924],[128008,884310],[131671,675078],[137280,915770],[142216,710299],[156062,744054],[164100,995798],[167121,773811],[168115,1007793],[169695,781200],[177206,1035390],[183420,609039],[189725,1071992],[196421,847669],[197415,1089429],[198995,855058],[209156,1118511],[212478,885833],[213594,887717],[213938,1130973],[215941,675193],[227815,923159],[239318,948812],[239662,1197631],[245613,1209485],[247089,963952],[248205,965836],[248549,1215278],[250552,744169],[255987,1231347],[265257,1003187],[267170,1005909],[267635,774955],[278155,1281256],[281976,1037274],[284323,808291],[294725,1321899],[297297,1070108],[304754,1338011],[307410,1087545],[307875,848813],[316290,1103371],[316634,1360003],[322585,1371857],[325177,1120395],[327524,884425],[339280,1404715],[342216,1410508],[346359,1161579],[346824,916914],[367096,1200635],[369383,1463555],[382787,1485417],[385359,1229463],[392816,1501529],[395472,1246900],[395937,996942],[411779,1534387],[429610,1568233],[443091,1329214],[443556,1074242],[468678,1626313],[489909,1658785],[513342,1696759],[521550,1452201],[528167,1719045],[602531,1818140],[674838,1905316],[743814,1985344], [31112,306577,1086412],[31700,448821,1336878],[31792,304410,1081895],[43358,364436,1196498],[44705,531304,1463482],[45389,371955,1207601],[50223,559231,1500396],[50315,392472,1241250],[53884,266337,1004776],[54472,582674,1533254],[54564,411435,1273722],[60829,437254,1321826],[62471,445773,1332778],[67471,463731,1358870],[68277,649536,1622735],[68369,466391,1363007],[68818,652433,1626240],[69502,471250,1369973],[72954,329693,1129840],[74301,677975,1658712],[74985,492481,1402831],[76620,496302,1409375],[76712,341872,1152107],[79819,705902,1695626],[79911,512998,1436480],[83207,361388,1192398],[83584,724192,1718972],[88955,375776,1214145],[90480,746341,1743295],[91516,547664,1485344],[92473,553501,1492732],[93158,556183,1496296],[98435,401200,1006529],[100077,579626,1529154],[102335,587071,1279992],[103019,414435,1279372],[103494,279735,1033788],[105077,420023,1289955],[105975,600244,1559383],[106424,811073,1818067],[107108,605103,1566349],[108835,432202,1312222],[110986,829063,1840690],[111786,621952,1589895],[115562,844457,1854651],[118380,453218,1088165],[120077,856660,1867991],[120221,642679,1614959],[121454,460683,1354770],[121831,644330,1616560],[127202,475071,1376517],[128100,666660,1645429],[130007,329808,887637],[130384,893621,1905243],[130719,681401,1403451],[131763,487622,1395865],[134844,496417,1152027],[136178,344219,913598],[138316,502763,1162199],[139273,700172,1687962],[139958,702854,1691526],[142900,515998,1442130],[143375,358924,1189458],[145445,944702,1962248],[145589,719432,1714411],[148489,528407,1459977],[150199,956346,1971310],[150999,734185,1729164],[154398,375891,965756],[154775,971740,1985271],[155110,534730,1208221],[156154,545531,1482671],[158542,548690,1486420],[162318,757785,1755199],[165136,563628,1247520],[166093,771725,1772267],[167768,576780,1264925],[168915,780592,1781722],[169318,582789,1273642],[170496,576944,1525590],[172691,1023187,2033381],[174415,414900,1027543],[177350,801319,1806786],[178583,420138,1037194],[178960,595144,1042897],[179295,814499,1566969],[180339,430787,1053779],[184754,434549,1063155],[186266,615171,1583180],[190902,622560,1329834],[192661,1077785,2086492],[192805,839697,1850090],[197068,640391,1350971],[198215,854450,1864843],[198618,448936,1081815],[199796,640555,1612152],[201724,461841,1616633],[207134,653459,1627316],[209300,877453,1888422],[210533,475186,1120315],[210910,661560,1126018],[211245,655859,1370593],[212289,323762,875049],[212943,668221,1647431],[213121,674276,1393981],[214082,888861,1900682],[215559,492946,1145946],[218692,1142617,2140739],[219492,903614,1915435],[223268,1158011,2154700],[225888,510375,1172953],[227035,503668,922291],[227438,706017,1436400],[228616,514869,932535],[230811,927214,1941470],[232535,516463,1183213],[235224,716404,1712321],[236695,718288,1457541],[239806,949956,1965988],[241189,528522,1200555],[246790,734793,1222981],[247554,737197,1732752],[247732,743252,1480787],[248693,966980,1980710],[250170,372420,959675],[257164,753730,1493352],[259067,557341,1755272],[263330,389849,986682],[264477,564533,1002319],[264880,559346,1241170],[266058,394343,763106],[266452,773731,1517447],[267055,780201,1264158],[270407,577409,1266069],[273401,1269612,2245132],[273545,1018427,2028820],[278955,1033180,2043573],[281325,602647,1047534],[281503,601969,1300848],[282464,421321,808052],[283941,605568,1306061],[287874,812099,1819143],[291650,820200,1058543],[293176,614404,826046],[294163,827179,1587409],[294841,616315,1326800],[297762,832392,1843411],[299692,442927,1073098],[301787,838553,1343278],[304898,1083039,2090232],[305451,631581,1854724],[306281,631936,1096215],[306692,847589,1604009],[307295,854059,1350204],[310647,641020,1352115],[313667,858544,1620299],[316778,1104515,2107947],[318161,649651,1362927],[324526,468794,868804],[324704,468116,1109021],[325665,476369,884186],[327142,471715,1114234],[328903,886453,1386825],[330991,674954,1137306],[340457,904222,1138676],[342360,1153251,2150139],[345641,702594,926433],[346244,702463,1172186],[349596,700637,1428827],[352734,704012,1941543],[358144,711204,937013],[360997,717521,943569],[361128,522420,718208],[364551,948732,1717177],[365734,528283,951035],[366623,527605,1198751],[368821,954462,1473027],[369499,728548,1213984],[374191,537606,974040],[374986,964572,1473631],[377074,743930,1221611],[382225,975308,1747524],[382903,747485,1490318],[385824,980521,1992968],[388043,553966,1233597],[392960,1242394,2223330],[394754,555923,757004],[395357,555792,985915],[398709,772190,1515633],[402105,780332,1013032],[408812,1017283,1257232],[411923,1274866,2248872],[412476,790221,2033454],[413306,790576,1014579],[417672,592429,799660],[419233,810792,1047286],[432690,610222,821728],[436473,615091,1321071],[436973,616067,827799],[440680,1070728,1588013],[441585,621692,834302],[442976,621561,1072331],[445382,837786,1076652],[445513,625834,838473],[447909,450119,631697],[454123,854190,1094668],[460292,857777,1098128],[460423,643549,858464],[461957,465029,649412],[463846,1103291,1872847],[473486,473934,658735],[474281,652152,868556],[482522,893340,1137058],[489347,1140733,1386221],[490025,897977,1129679],[494717,684277,895921],[497600,688630,913359],[500635,913243,2154773],[513486,1437624,2370001],[519235,715657,941619],[521302,717024,1191595],[526755,723911,950787],[531023,728300,955082],[533000,535635,733925],[540431,971459,1221363],[547383,747237,975928],[548430,551995,752862],[551090,1230083,1748128],[557457,558319,560529],[579235,1016516,1268479],[579366,784474,1017203],[581762,583972,790337],[587976,795054,1032920],[607339,607787,817375],[627324,630169,844176],[644049,647884,864167],[653199,654129,656764],[677694,897729,1141353],[679671,682306,903354],[687102,908986,1157730],[704128,704990,707200],[757504,758494,761339],[785964,788809,1022906],[811839,812769,815404],[926933,927923,930768] ] cell #1613 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [45604],[47906],[48522],[48803],[60496],[62502],[66591],[67137],[69436],[69717],[75200],[82835],[83238],[85203],[86069],[87511],[90317],[93189],[93735],[100108],[103234],[107042],[107323],[110823],[111299],[111817],[114813],[116370],[121485],[123450],[130038],[132003],[132869],[134311],[134875],[139989],[140535],[146485],[149110],[150036],[151030],[154429],[158055],[158573],[168428],[168946],[169349],[171942],[173499],[174310],[176618],[178614],[180579],[188083],[193701],[197728],[198246],[198649],[202620],[207165],[210564],[214978],[215454],[217603],[218529],[219523],[224076],[226548],[227066],[227469],[241220],[243971],[249589],[250065],[254345],[259963],[263990],[264508],[264911],[268784],[268823],[274441],[277066],[278986],[283360],[283836],[287905],[294872],[299876],[306312],[309024],[309063],[318192],[320943],[326561],[327037],[332890],[337638],[343256],[347973],[348012],[353630],[358175],[360901],[360988],[369530],[374534],[378973],[382934],[387012],[387938],[397086],[397125],[413337],[416088],[422549],[423220],[427968],[433586],[435996],[436823],[444073],[444112],[445286],[445373],[460196],[460283],[477597],[478268],[490056],[495060],[499499],[507538],[517651],[520793],[523740],[524730],[530046],[530873],[538123],[546406],[547233],[554522],[568403],[577965],[579139],[579226],[611450],[612121],[616708],[617748],[624207],[627154],[641576],[641922],[645859],[671401],[676717],[677544],[684794],[701193],[718675],[719754],[728941],[740377],[748918],[772746],[776388],[782847],[785794],[804499],[838940],[850246],[860010],[880633],[889183],[898370],[918347],[953225],[967302],[998375],[1017670],[1038740],[1074635],[1121861],[1191924],[1201022],[1321319],[1451538] ] cell #1614 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [28912,183756],[37837,216680],[41788,232829],[47504,251291],[52580,267686],[53450,271177],[57396,285062],[58701,290220],[65156,307926],[66026,311417],[71617,328263],[72555,330279],[73592,334206],[77927,346875],[78797,350366],[88556,376362],[89593,380289],[95843,395988],[96713,399479],[97372,400733],[97572,401089],[104678,420609],[105715,424536],[113328,443607],[117317,452751],[117517,453107],[126803,475657],[127840,479584],[128539,480639],[137253,502296],[137453,502652],[147097,526288],[148363,528993],[152930,538548],[164073,563161],[164273,563517],[168088,572274],[177115,593261],[188984,619747],[189698,621163],[190374,622449],[197388,635885],[203232,647417],[209065,659677],[213847,669623],[235690,716984],[239571,722953],[245586,733396],[248458,738599],[255246,750917],[255960,752333],[278128,794525],[294629,827759],[304663,843218],[316543,863209],[322558,873652],[339253,902825],[342125,908028],[369287,955042],[382691,975888],[392725,991347],[411688,1021948],[429583,1052382],[468582,1109601],[489813,1141313],[513251,1177618],[528071,1199331],[602435,1301428],[674742,1394561],[743718,1481367], [17193,72379,330239],[18114,135180,496848],[18347,77100,344958],[22492,88380,376322],[25757,97635,401672],[25973,172985,583220],[27059,174709,587543],[27087,102762,414951],[27396,103632,418442],[27991,104502,420569],[29145,109223,435288],[33010,117580,453690],[33226,115856,449367],[36373,126627,475617],[37359,128954,481474],[37716,219807,681873],[37744,133902,492997],[39142,221838,686054],[39244,135356,496888],[40486,137516,503235],[40607,137940,349944],[40702,231105,706448],[40925,142026,355332],[41816,142643,516514],[42125,143513,520005],[44515,148187,528953],[47026,153345,539383],[47383,151314,535202],[47411,87102,372471],[51533,164336,564100],[51654,164760,399057],[51749,162612,559777],[51972,95226,261665],[52155,166729,569809],[53222,274754,787761],[53324,173161,583260],[53478,170457,577460],[55212,174646,586960],[56494,181278,426831],[56878,104970,284938],[56918,177530,594096],[57146,178092,424089],[57275,288189,814971],[57303,182478,605619],[57592,183178,430322],[58803,183932,609510],[60329,186946,620512],[62229,190437,623032],[64539,195403,458896],[64731,196029,633420],[65798,194014,629121],[65900,116032,449407],[66054,199757,641071],[68628,204322,650082],[70715,124149,319806],[71099,127095,328139],[71139,209480,660512],[71367,210042,479137],[71496,207449,656331],[71524,125349,471766],[71813,126049,323297],[72103,335463,896431],[72847,216556,487022],[73379,219744,681290],[73694,216856,675664],[77459,229521,352200],[77635,229827,510292],[78569,353943,929720],[78671,231281,706488],[78825,228577,700688],[80559,232766,710188],[81250,233253,357634],[82294,145055,236572],[82600,236612,722673],[83921,238926,721904],[84346,148063,366496],[84873,240539,724778],[85902,242834,539313],[87704,152541,381151],[87802,246325,545752],[88104,241796,727002],[88848,251167,544931],[89380,151251,534619],[89695,251467,744640],[91016,253208,751682],[92916,256699,754202],[92944,160084,554017],[95375,161028,258533],[95551,161334,389766],[96485,260276,760291],[96587,162788,559817],[96741,266019,772241],[97343,272205,783175],[98059,270755,406024],[98235,271061,576697],[99176,271114,781089],[102145,276143,406878],[103660,176811,280497],[104015,286232,601870],[104078,286301,426687],[104226,425793,1045988],[105502,288126,814388],[105817,285238,808762],[108705,184224,291485],[108973,290782,432976],[109994,293708,826614],[110144,294064,831531],[110213,186802,294647],[112249,296064,829767],[112525,190015,298999],[112701,190321,442844],[114272,192271,301664],[114578,301704,634189],[115397,116324,195279],[117288,191465,624535],[118004,310995,458042],[118180,311301,640308],[119121,311354,854947],[120541,201190,313544],[120847,313584,862929],[121263,122593,204198],[122168,315898,862160],[123120,317511,865034],[123222,204498,650122],[125951,126077,208676],[126140,205492,468017],[126203,205561,319662],[126351,318768,867258],[127627,207386,655748],[127942,328439,884896],[128742,329357,886413],[129453,333690,674177],[129516,333759,486878],[129664,484485,1133575],[132702,336501,481404],[134504,221034,335068],[134602,339992,487843],[135648,223103,344834],[136954,351729,509659],[137224,351394,925134],[139057,350303,923048],[143541,234931,359686],[144043,360113,942803],[144584,235979,360948],[147068,237834,720082],[147297,240023,527506],[147360,240092,366352],[147508,363959,947304],[149357,368722,736336],[149426,242690,369305],[150489,151738,245903],[153133,375440,964532],[153844,379773,743153],[153907,379842,544787],[154055,542394,1217880],[156750,381770,974743],[156900,382126,979660],[156969,253064,382709],[157556,159281,256277],[159005,384126,977896],[160125,256636,753619],[161750,162153,163080],[163774,258062,389133],[164044,257727,755705],[165877,399416,1003076],[166807,400710,773562],[167789,405553,576064],[168059,403875,1009614],[171401,273011,408689],[171707,408729,570578],[172526,173453,276019],[175133,278445,418020],[177318,419687,1035970],[183080,183206,289416],[185668,293272,435956],[185986,293685,614922],[187548,438421,1067303],[189187,441134,1070688],[189399,298528,442211],[189669,296850,830884],[191800,301071,445333],[193091,194576,305184],[194724,448344,1080387],[196107,452728,847420],[197089,457571,639675],[197359,455893,1091250],[200178,459408,1097362],[200587,312662,857240],[200719,312951,460243],[201457,203495,317064],[203203,314806,860338],[203643,463254,1101863],[206148,206624,207873],[209268,474735,1119091],[212559,481024,667926],[214050,482976,1131553],[217850,489248,667360],[217919,336357,489831],[218982,220231,339570],[222400,342646,500368],[222548,689065,1413110],[230243,230646,231573],[235557,360498,521255],[236917,522952,1193506],[237326,362450,945282],[239004,526265,948563],[239774,527209,1198211],[243436,532471,1204796],[245557,371508,958167],[247170,538933,736902],[248661,540885,1215858],[255449,551544,1230043],[255931,384912,979013],[258800,259353,260838],[260986,558754,1239742],[272540,408096,579186],[273831,275316,412209],[275464,582197,1272214],[278099,589746,1283077],[286888,287364,288613],[297378,620132,832097],[302009,626366,1333886],[302418,446835,1078365],[304866,630623,1338591],[314298,461745,1099841],[315976,647394,1103122],[316746,648338,1360583],[322529,470803,1112726],[337103,679142,1400026],[339224,492034,1144438],[342328,687556,1411088],[352467,353020,354505],[354653,705425,1434972],[385440,751302,980226],[390480,557245,1237720],[392928,761793,1502109],[409034,785006,1530262],[409443,580688,1270192],[411891,789263,1534967],[429554,604656,1304553],[450832,631485,1339711],[511006,703916,1432950],[513454,931222,1697339],[584685,790125,1536087],[691553,913147,1676597] ] cell #1615 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80861,356710],[99696,406430],[108452,431906],[119641,458448],[129399,482300],[131550,487326],[139577,507993],[142409,515892],[153790,540209],[155941,545235],[166397,568858],[167735,571529],[170223,576838],[177975,594922],[180126,599948],[197035,635140],[199523,640449],[209925,661338],[212076,666364],[212865,667982],[213114,668436],[225855,694757],[228343,700066],[240984,725604],[247476,736958],[247725,737412],[263297,766310],[265785,771619],[266445,773123],[281247,801080],[281496,801534],[297684,832153],[299659,835505],[306685,846981],[324448,877214],[324697,877668],[330913,888622],[345634,915082],[364544,948124],[365656,949717],[366616,951250],[376996,966741],[385746,980282],[394747,995110],[402098,1007105],[436466,1065072],[441578,1071304],[450041,1082800],[454116,1088741],[463839,1102683],[464951,1104276],[497522,1153012],[522413,1192609],[535628,1208797],[551988,1230659],[560451,1242155],[583894,1274627],[587969,1280568],[625827,1332989],[643542,1354981],[656757,1371169],[682299,1404027],[707122,1437385],[756997,1496507],[784467,1529365],[815397,1567545],[834295,1590106],[926426,1691737],[1013025,1781933],[1094661,1865054], [25489,167481,402536],[32742,196781,454554],[37066,213298,482994],[40218,225601,346072],[40397,226354,228322],[45863,244979,536066],[46733,247909,540903],[51265,263043,395185],[51444,263796,265764],[52346,267064,571693],[55514,277521,588407],[55969,176770,592301],[56625,281680,419705],[56837,282336,284637],[62090,299405,442016],[63897,304114,630641],[63944,194459,629947],[64458,306076,312054],[64922,307304,635304],[69976,321951,657195],[70846,324881,474753],[71058,325537,327838],[71970,328912,667565],[75459,338646,682737],[76329,341576,687574],[76376,222283,686880],[76934,224434,691906],[77693,346253,501715],[78058,347179,349850],[81040,233801,357463],[81316,234890,715529],[82599,361774,526533],[84750,366800,527227],[86574,245732,246208],[86868,371849,732815],[87023,245233,732651],[87663,374063,380850],[87971,374995,736541],[92777,387467,552426],[94584,392176,761811],[94631,260721,761117],[95145,163531,394138],[95609,395366,562580],[95974,396292,398963],[101503,411139,789281],[101550,275199,788587],[102064,271814,413101],[102528,414329,793944],[102683,277775,793780],[106205,183039,607211],[107582,428976,815835],[108499,290665,819978],[108664,291184,432562],[109057,292816,825004],[110352,294741,295511],[110606,437676,620418],[112116,440689,831736],[113094,442985,620582],[113879,444756,837094],[114577,446159,452996],[115096,304770,305323],[115761,303930,842031],[116728,451185,458802],[120846,461069,647662],[122997,466095,648356],[123044,317956,865860],[124821,206453,322704],[125115,471144,873071],[125270,322205,872907],[125910,128330,473358],[131597,334651,895033],[133374,339399,339875],[133668,492375,902244],[133823,338900,902080],[134463,334767,494589],[135085,341392,906841],[136831,224481,501260],[137399,229826,703240],[139671,231977,708266],[141384,512702,931240],[141431,354388,930546],[141945,232024,514664],[142564,356964,935739],[142774,357540,516818],[144372,521311,716829],[144621,521765,721766],[144805,361630,362468],[146069,524200,946247],[149025,368218,953685],[149565,369399,370169],[149819,531726,539219],[150395,372775,373407],[155988,380734,973152],[157108,252405,382803],[157362,548086,751588],[157861,159829,256106],[158872,551099,979865],[159850,553395,751752],[160005,387721,983634],[160635,555166,985223],[161333,164219,556569],[161852,258939,392832],[162517,391992,990160],[163484,166491,561595],[168234,271060,780978],[170378,406684,1014235],[171008,578609,1015824],[171706,400978,580012],[172225,411795,412348],[172890,410955,1020761],[173857,406784,585038],[175681,278274,418325],[177222,286440,602547],[177476,286694,811495],[180173,424981,1044590],[181950,287193,429729],[182244,604997,1051801],[182399,429230,1051637],[183661,431722,1056398],[185407,292863,613882],[185705,614483,826402],[186324,436852,437840],[187998,439203,1068211],[188593,619015,1069413],[189844,190320,622338],[191837,625179,633282],[192021,446015,446853],[197534,311300,854836],[199678,458702,1095871],[200507,642440,857085],[200756,642894,862022],[200940,312680,460925],[201596,203897,316650],[202204,645329,1100806],[204227,465911,1105809],[205160,467513,1108244],[205700,209172,468694],[205954,209426,652855],[206530,320110,472070],[212123,480029,1127711],[213954,333898,674854],[214208,334152,894043],[216585,487142,1137521],[217518,488744,1139956],[218058,489925,490695],[218312,481310,678397],[218888,493301,493933],[222802,342232,500507],[224761,351766,925778],[224945,351950,703096],[228498,508247,1169905],[229128,701837,1171494],[230345,352606,513358],[231010,512518,1176431],[235245,520822,520894],[237246,719193,945127],[238506,525210,1195734],[239678,240231,528183],[239932,240485,724614],[242212,530902,531890],[244481,731248,1206906],[248565,379981,743830],[248819,380235,972162],[251196,545051,1221826],[251967,745653,974531],[252337,546876,1224427],[252586,381189,547262],[253512,256183,386179],[254260,549613,1227566],[254855,750185,1228768],[258099,262203,756349],[258283,262387,556425],[265940,569112,1255226],[266815,570319,1256899],[267806,405590,1012377],[267990,405774,780834],[269333,777655,1261240],[272577,569671,783819],[272761,579868,580706],[278351,415255,591645],[280754,426209,810671],[284967,599764,1297636],[285900,601366,1300071],[287270,427135,605923],[295073,828375,1067091],[295443,617178,1323113],[297933,298565,833647],[298117,298749,622194],[302338,839458,1078210],[303598,628624,1336114],[307055,633930,1342945],[308046,457608,1094013],[308230,457792,854692],[309573,851513,1347286],[315478,646339,1358106],[319184,323955,652031],[321453,871504,1369278],[328168,666180,1384198],[329011,481061,1129213],[330420,486400,893219],[332173,671881,1390964],[335879,677573,678561],[338148,900677,1402136],[346004,693547,1419657],[360470,360535,942942],[364914,722414,1457208],[365163,365874,723790],[369731,955658,1204584],[370101,729411,1464769],[375094,538970,1213518],[376503,544309,971338],[378256,740857,1477770],[383505,748348,1486631],[391660,759794,1499632],[395117,765100,1506463],[400353,570220,1005272],[402468,775818,1519489],[409363,1018188,1270037],[410623,787264,1532490],[416598,1030243,1543662],[428478,1050234,1565654],[436299,436367,826542],[440788,620169,1326334],[441948,833255,1589027],[452371,633831,1086908],[454486,849676,1606051],[464209,862670,1619966],[469396,869667,1627527],[490257,1141929,1399814],[490627,898840,1659999],[498782,910286,1673000],[512186,929223,1694862],[525908,722315,1196994],[535998,960538,1728296],[536786,961578,1729375],[551198,751339,1489852],[552358,981384,1749142],[588339,1028406,1797878],[603249,1048397,1819354],[647037,862571,1359366],[657127,1115097,1883966],[682669,1146809,1914567],[683457,1147849,1915646],[798840,1286488,2043784],[815767,1306924,2062696] ] cell #1616 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [108240],[131065],[142237],[155456],[168676],[169716],[179641],[183257],[197976],[199016],[211591],[214714],[215778],[226796],[227836],[249325],[250389],[264238],[265278],[266714],[268430],[283096],[284160],[300124],[306954],[308670],[326297],[327361],[329068],[345903],[347619],[364813],[367663],[375151],[395016],[396732],[402367],[419398],[440845],[441847],[443719],[454385],[464108],[474446],[482687],[521470],[526920],[535897],[540596],[551255],[552257],[588238],[616235],[630334],[648049],[657026],[682568],[687267],[728468],[747405],[761504],[788974],[815666],[868724],[897897],[930933],[950955],[1047454],[1137226],[1221531], [24546,95182,262052],[28089,105462,283608],[35062,123698,319879],[35786,125981,323783],[36471,127587,326809],[40563,138662,348544],[41640,141982,355719],[43743,146733,366569],[46350,152760,374782],[49720,160657,389536],[49782,160787,389870],[51610,165482,397657],[56413,105162,282966],[57078,178981,422482],[57834,180827,426904],[58558,183110,430808],[59243,184716,433834],[59380,109179,292331],[61175,188615,442614],[61237,188745,442948],[64495,195790,451918],[68689,204852,468037],[68839,205139,468380],[70634,127287,326167],[71299,210931,477530],[72766,73039,214584],[73339,215226,487095],[75946,221253,495308],[76117,134793,135567],[77056,77315,223949],[77521,138337,347906],[79316,229150,510062],[79378,229280,510396],[80737,142301,357905],[81206,233975,518183],[81461,143445,358945],[83455,238198,527526],[83605,238485,527869],[84265,148574,367533],[85451,242907,532754],[87734,246811,538056],[88767,89040,249195],[89340,249837,545004],[92995,257363,555731],[95437,165157,397019],[98121,98456,268717],[98781,269355,576467],[98843,269485,576801],[99054,169267,173372],[99354,169780,407149],[102101,276530,585771],[102356,174243,175195],[102420,102501,278716],[103564,103930,279756],[104003,178420,421467],[106295,285592,601890],[106445,285879,602233],[108302,183499,433322],[108905,291671,611383],[109774,293487,614942],[111547,187019,438704],[111623,296486,621500],[112587,190923,444006],[114031,301808,627087],[116243,118999,198567],[118066,118401,308957],[118726,309595,640078],[118788,309725,640412],[119299,199080,459167],[122512,204709,318110],[126128,210370,476515],[129441,129844,331137],[130255,331865,674197],[130405,332152,674540],[130740,215387,220293],[130804,130885,219253],[131127,216020,488189],[132251,336574,679425],[134534,340478,684727],[134681,221285,222325],[134923,135037,342992],[138935,227387,231492],[139235,227900,350215],[139795,351030,702402],[142087,232284,517258],[144187,360309,716891],[146221,236716,523673],[147285,241026,529140],[148717,368742,728769],[150760,155195,155276],[151800,155131,249998],[153832,154235,377220],[154646,377948,743173],[154796,378235,743516],[155518,250631,546098],[158303,253281,382053],[159343,257185,387871],[162999,165755,264829],[166055,265342,399328],[166795,166845,400427],[166903,400512,773582],[168752,403511,780140],[169155,269586,275241],[169397,169511,274177],[169566,270156,577572],[171160,408833,785727],[174164,174178,415695],[179316,283769,288675],[179380,179461,287635],[179703,284402,424435],[185974,293829,615118],[187690,294084,616536],[193437,198697,198811],[194501,198455,309826],[196095,196145,452445],[196203,452530,847440],[198052,455529,853998],[198866,310396,641183],[202356,313688,460129],[203420,317998,466506],[206895,211330,211411],[207935,211266,326970],[211653,327603,479483],[212680,480835,886320],[212730,329164,335529],[212788,329241,668141],[215308,215322,337245],[217210,489268,898198],[227275,348775,354430],[227517,227631,353366],[227686,349345,507145],[235401,360133,716551],[238992,239042,525982],[239100,526067,948583],[241862,247341,375247],[243578,249919,249933],[247291,538744,964439],[247399,375324,737117],[252236,381891,546969],[253952,382146,546234],[256548,257249,257330],[259699,264959,265073],[260763,264717,397888],[265128,398458,568010],[266665,266679,407518],[281112,419494,425859],[281170,419571,593675],[283690,283704,427575],[295342,438542,617271],[296130,297549,440941],[297499,619943,1070595],[297607,441018,832312],[300493,306905,306919],[312373,459428,641891],[315964,316014,647111],[316072,647196,1103142],[317410,318240,318354],[318834,324313,474542],[320550,326891,326905],[324371,474619,660091],[330778,482783,484551],[330836,482860,670037],[345854,345868,509081],[362161,522972,718644],[363023,364764,364778],[364025,365521,527016],[365579,527093,723367],[370000,532592,729504],[376861,540692,542460],[376919,540769,739013],[384192,385611,551351],[385561,751113,1229950],[385669,551428,980441],[386619,387792,387806],[388555,394967,394981],[402318,402332,573836],[439983,441798,441812],[446546,626386,838909],[448410,449906,630430],[449964,630507,843632],[454336,454350,637447],[459822,459995,460009],[462318,464059,464073],[463320,464816,648145],[464874,648222,863623],[490526,679263,898933],[497387,687363,689131],[497445,687440,908442],[523366,523539,523553],[534033,535848,535862],[550393,552208,552222],[558820,560316,761600],[560374,761677,991761],[580399,785026,1017639],[582263,583759,789070],[583817,789147,1022362],[588189,588203,796087],[626780,626953,626967],[644495,644668,644682],[655162,656977,656991],[680704,682519,682533],[705491,706987,931029],[707045,931106,1178032],[757950,758123,758137],[785420,785593,785607],[813802,815617,815631],[844622,844795,844809],[927379,927552,927566],[1023352,1023525,1023539],[1158176,1158349,1158363], [14287,63767,64007,193949,194479,450954],[15602,67856,123107,202868,314420,317976],[16328,70263,70463,208895,323146,323847],[21650,86748,86890,244503,244839,536664],[23469,91862,159872,254877,383383,387327],[24409,94454,94694,260211,260741,390602],[26774,101373,101613,274689,275219,584807],[28815,107869,108069,289635,430171,430872],[31197,63194,113901,301474,302360,627036],[31862,115583,115740,303577,303949,631283],[33641,67556,200529,202226,313354,460078],[34306,121852,204206,315457,461543,465930],[35531,124995,125137,321475,321811,469274],[38744,133548,133690,338170,338506,683335],[39684,76439,136140,222303,343504,691675],[41503,141254,141494,353878,354408,511128],[42229,81443,143661,234548,359009,519854],[43170,43443,146091,236382,237268,523622],[44726,86088,149004,369085,370080,729555],[47925,91537,252316,254239,382489,547020],[50385,162339,162496,391639,392011,557043],[53969,100800,171030,408499,409385,785676],[54634,172712,172869,410602,410974,789923],[55859,102550,175855,277381,416620,798718],[56096,56240,176428,176928,279820,593020],[58303,182124,182266,428500,428836,603127],[60515,60850,187977,294427,295422,617322],[62308,114619,191101,445321,446261,838824],[66397,121291,312088,314442,460231,641806],[74322,132888,217497,489611,490606,898984],[76782,135064,223289,341411,498761,912945],[79981,230832,230989,512165,512537,703714],[82641,83044,237470,360936,361876,718559],[99914,171748,271841,579174,580114,1017554],[109666,109716,293402,435944,436028,826181] ] cell #1617 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [115378],[125911],[150380],[162134],[163392],[172507],[176771],[183040],[191222],[191368],[192985],[204179],[205277],[206515],[218873],[223084],[224342],[230627],[231885],[234891],[237591],[237737],[238623],[241681],[256168],[257630],[259247],[271962],[272108],[273725],[277098],[278336],[286017],[287255],[292724],[295949],[296753],[303715],[312615],[314563],[314709],[315595],[316958],[318653],[331258],[331404],[332290],[332922],[335348],[340923],[342540],[351297],[352914],[356287],[362403],[363844],[371411],[377341],[377487],[378373],[379005],[381710],[384011],[384815],[391777],[402974],[403778],[404489],[405375],[410740],[413798],[421588],[421734],[422620],[423252],[425678],[438361],[446788],[448229],[454992],[455796],[456507],[457393],[459402],[463139],[470706],[472935],[476636],[476782],[477668],[478300],[484370],[485158],[491937],[498899],[504537],[505341],[506052],[506938],[512303],[522946],[529261],[529407],[532411],[538194],[542279],[543067],[554554],[558639],[565402],[566206],[566917],[567803],[580641],[582082],[589649],[591246],[596992],[597780],[604559],[606788],[611521],[615307],[616427],[623546],[626360],[629072],[632821],[646787],[650536],[659323],[663408],[664196],[679082],[684865],[688950],[705310],[712877],[714474],[715106],[716422],[717852],[718424],[728660],[730949],[735779],[747597],[749886],[754716],[760242],[785000],[787712],[791461],[800248],[817963],[822048],[826028],[827197],[827429],[838117],[838689],[841028],[858108],[858680],[861019],[871205],[898089],[900378],[905208],[910734],[929671],[943551],[954480],[954712],[975326],[975558],[989157],[1016847],[1017419],[1019758],[1029944],[1049935],[1076634],[1098110],[1140751],[1140983],[1154582],[1175428],[1268461], [56330,593255],[56748,423983],[56838,284919],[70551,659671],[70969,479031],[71059,328120],[72683,669617],[77473,502236],[77966,349835],[84182,722947],[87574,545646],[87664,381132],[88684,738593],[95389,563101],[95882,398948],[98073,572214],[104132,419640],[108575,432870],[108665,291466],[110511,827753],[112539,621103],[113983,634023],[116160,843212],[116636,458787],[118018,635825],[122429,863203],[126257,474688],[129570,482929],[134374,487737],[134464,335049],[135484,908022],[142189,515361],[142682,357525],[144740,943931],[146173,722507],[147414,527162],[148844,736409],[149142,539149],[149724,955036],[151752,733336],[153961,540838],[157267,975882],[159295,752273],[162916,991341],[169668,575519],[171112,570412],[173289,1021942],[173765,406769],[175147,794465],[183386,431253],[187817,831604],[188115,620348],[191956,1077014],[193389,842772],[194630,630576],[198968,639130],[200875,1098490],[201755,1099835],[202308,862763],[203549,648291],[205859,1109595],[207887,873592],[214666,669177],[215907,485962],[217337,667433],[217635,481240],[218217,1141307],[220245,902765],[222454,687509],[227788,698747],[231409,1177612],[240390,1199325],[243705,958887],[244003,732581],[249277,738153],[250518,543871],[253447,1226452],[254079,979733],[254377,751518],[258218,1236369],[259098,1237714],[259651,990901],[260892,761746],[265230,770300],[268557,774167],[268855,571459],[272696,1268841],[274129,1021502],[275370,789216],[279708,797770],[283048,802275],[284289,598584],[286599,1301422],[288627,1052322],[298684,1328443],[305482,1339705],[308797,848025],[309095,635070],[317362,1106550],[320045,1366962],[320677,1113446],[320975,872837],[323735,876035],[326249,878409],[327490,665000],[334057,1394555],[337372,1145158],[337670,902010],[342944,907582],[344185,690542],[347746,916126],[348044,694687],[351885,1431599],[352765,1432944],[353318,1177172],[354559,931175],[358897,939729],[361615,1454232],[367615,951991],[373342,1470099],[380140,1481361],[386746,1232809],[387044,983564],[389087,986818],[394309,763991],[396859,996154],[397157,766240],[405709,1524819],[412507,1536081],[415822,1026755],[416120,793710],[424387,1298377],[427070,1563338],[427702,1305273],[428000,1051567],[430760,1054765],[433274,1057139],[434515,823640],[440515,1073234],[443846,1073454],[444144,835435],[446000,1595514],[457727,1611381],[460910,1354124],[467120,1109039],[467961,868916],[479435,1384939],[482141,1649462],[488141,1138262],[493868,1665329],[500666,1676591],[507272,1428039],[507570,1169835],[509613,1173089],[514835,933420],[517385,1182425],[517683,935669],[521662,1191752],[524817,1198769],[525658,951147],[540050,1734783],[546050,1222567],[554726,1235989],[554867,986246],[568137,1514845],[568435,1255156],[574368,1265061],[577699,1265281],[577997,1014165],[579853,1787341],[591580,1803208],[594763,1550500],[600973,1300866],[601814,1047646],[614735,1321089],[618575,1328063],[618716,1072662],[629788,1854041],[637979,1351107],[641310,1351327],[641608,1095801],[651034,1109271],[661179,1636546],[668333,1386982],[671488,1393999],[672329,1137418],[686721,1921054],[701397,1431219],[701538,1172517],[716654,1452042],[720763,1199001],[725445,1718362],[737309,1473788],[740464,1480805],[741305,1221723],[760958,2003598],[773375,1517465],[777215,1524439],[777356,1264489],[788428,2032771],[809674,1301098],[832504,1588170],[847233,1604027],[851073,1611001],[851214,1350535],[865701,1874032],[886083,1647272],[890192,1394231],[930387,2173027],[948376,1717195],[964202,1732593],[968311,1481037],[980633,1748285],[1070358,1843252],[1102935,1872865],[1229713,1992809] ] cell #1618 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1619 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [57192],[71413],[78408],[87848],[96324],[104206],[105275],[109019],[116860],[126331],[127400],[129644],[134648],[137181],[143124],[147488],[149216],[152573],[154035],[164001],[168016],[173989],[177103],[183460],[184529],[188189],[189626],[191659],[194704],[197316],[203623],[209053],[213835],[215981],[217709],[221066],[222528],[232494],[238028],[239559],[241526],[244077],[245514],[248446],[250592],[254451],[255888],[260966],[268929],[270366],[272399],[275444],[278056],[284363],[294617],[295794],[303120],[304651],[309169],[310606],[315000],[316531],[321049],[322486],[327564],[331695],[335193],[337744],[339181],[342113],[344259],[348118],[349555],[354633],[361249],[369275],[370452],[377778],[382679],[383856],[387118],[391182],[392713],[394383],[397231],[398668],[402819],[410145],[411676],[416194],[417631],[422025],[428074],[429511],[434589],[444218],[445634],[454837],[460544],[461733],[465733],[468570],[468834],[469747],[473893],[477073],[489801],[490978],[498304],[504382],[507644],[511708],[513239],[514909],[517757],[519194],[528059],[528323],[529698],[548551],[552709],[556044],[556063],[556617],[557233],[565247],[568509],[578071],[579487],[588690],[599586],[602423],[602687],[603600],[607746],[610926],[621813],[621832],[622386],[623391],[631473],[641682],[642540],[652066],[652290],[653320],[666002],[674730],[674994],[676369],[699380],[702715],[702734],[703288],[703904],[711918],[717278],[719293],[723825],[724049],[734046],[743706],[743970],[745345],[756321],[770933],[780453],[780472],[781026],[782031],[790113],[801180],[810706],[810930],[811960],[826577],[833619],[839558],[854311],[854330],[854884],[855889],[877314],[886707],[888722],[893254],[893478],[903475],[913135],[925750],[942914],[949817],[964826],[966841],[971373],[971597],[1005307],[1012349],[1018288],[1033041],[1070982],[1082900],[1086943],[1093985],[1104376],[1129185],[1153112],[1197029],[1213490],[1230337],[1242255],[1274727],[1326306],[1359401],[1437485],[1489824], 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] cell #1620 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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[56871,284931],[71092,328132],[77972,349839],[87697,381144],[95888,398952],[104093,593180],[104138,419644],[104736,423980],[108698,291478],[116642,458791],[126218,659596],[126263,474692],[126861,479028],[129531,669542],[129576,482933],[134497,335061],[137110,502233],[142688,357529],[147375,722872],[147420,527166],[149148,539153],[152307,545643],[153922,738518],[153967,540842],[163930,563098],[167945,572211],[173771,406773],[183392,431257],[183990,432867],[186817,827604],[188121,620352],[189555,621100],[191588,634020],[194591,843137],[194636,630580],[197245,635822],[203510,863128],[203555,648295],[215913,485966],[217641,481244],[220800,487734],[222415,907947],[222460,687513],[232423,515358],[236134,943925],[237957,722504],[241593,736403],[242705,954887],[244009,732585],[245443,733333],[250524,543875],[253079,975733],[254383,751522],[255817,752270],[260853,991266],[260898,761750],[268861,571463],[270295,575516],[272328,570409],[275331,1021867],[275376,789220],[277985,794462],[284295,598588],[295861,831598],[301226,1077008],[303049,842769],[309101,635074],[310535,639127],[313106,1098484],[314218,1099686],[314929,862760],[319677,1109446],[320981,872841],[322415,873589],[327496,665004],[331624,669174],[335260,667427],[336372,1141158],[337676,902014],[339110,902762],[344191,690546],[348050,694691],[349484,698744],[354520,1177537],[354565,931179],[366367,1199176],[370519,958881],[377707,738150],[383135,1226446],[383923,979727],[387050,983568],[389288,1236363],[390400,1237565],[391111,990898],[394315,763995],[397163,766244],[398597,770297],[402886,774161],[408251,1268835],[410074,1021499],[416126,793714],[417560,797767],[421954,802272],[426702,1301273],[428006,1051571],[429440,1052319],[434521,823644],[442366,1328437],[444150,835439],[450752,1339556],[454904,848019],[465662,1106547],[467967,868920],[469026,1366956],[469814,1113440],[473822,876032],[477002,878406],[486893,1394406],[491045,1145152],[498233,907579],[504449,916120],[507576,1169839],[509814,1431593],[510926,1432795],[511637,1177169],[514841,933424],[517689,935673],[519123,939726],[522478,1454226],[525664,951151],[529627,951988],[536416,1470093],[544802,1481212],[552776,1232803],[554940,986465],[555689,986815],[565314,996148],[568441,1255160],[576219,1524813],[578003,1014169],[584605,1535932],[588757,1026749],[599515,1298374],[601820,1047650],[602879,1563332],[603667,1305267],[607675,1054762],[610855,1057136],[618789,1072881],[619538,1073231],[623458,1073448],[625892,1595508],[639830,1611375],[641614,1095805],[643607,1354118],[651028,1108971],[651106,1109491],[665931,1384936],[669149,1649456],[672335,1137422],[676298,1138259],[683087,1665323],[691473,1676442],[699447,1428033],[701611,1172736],[702360,1173086],[711985,1182419],[717345,1191746],[720757,1198701],[720835,1199221],[738125,1734777],[741311,1221727],[745274,1222564],[755237,1235933],[771000,1514839],[777429,1264708],[778178,1265058],[782098,1265275],[784532,1787335],[798470,1803202],[802247,1550494],[809668,1300798],[809746,1301318],[826361,1320953],[830416,1328007],[842744,1854035],[851287,1350754],[852036,1351104],[855956,1351321],[878381,1636540],[886774,1386976],[890186,1393931],[890264,1394451],[907554,1921048],[924666,1431163],[942697,1451921],[951963,1718356],[964893,1473782],[968305,1480737],[968383,1481257],[990873,2003592],[1005091,1517329],[1009146,1524383],[1021474,2032765],[1071049,1588164],[1086727,1603891],[1090782,1610945],[1106522,1874026],[1128968,1647151],[1177144,2173021],[1196813,1717059],[1213273,1732472],[1230404,1748279],[1326089,1843131],[1359185,1872729],[1489607,1992688] ] cell #1621 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [70181],[93266],[107787],[111894],[123411],[140066],[143579],[146446],[151107],[158650],[160461],[169023],[176846],[180540],[183528],[186785],[188419],[193662],[198323],[202581],[207242],[214939],[216049],[219600],[221742],[227143],[228954],[232391],[236453],[242673],[244307],[249550],[250660],[253047],[254681],[259924],[261437],[264585],[267525],[269159],[270043],[270263],[274402],[276746],[279063],[283321],[284431],[287982],[301545],[306389],[307765],[309399],[310283],[310503],[313425],[319645],[321279],[322859],[326522],[327632],[330120],[330178],[332570],[336340],[337974],[340712],[343217],[344327],[346714],[348348],[349232],[349452],[353591],[355104],[358252],[366335],[371106],[372310],[374495],[376203],[376261],[378653],[389607],[389710],[394451],[395827],[397461],[398345],[398565],[401498],[404278],[408570],[413414],[414790],[416424],[417528],[420450],[420508],[422900],[426670],[428304],[429884],[433547],[434657],[435060],[442685],[442788],[443446],[445247],[447162],[449248],[449306],[451722],[453516],[456296],[466963],[470401],[471605],[473790],[475498],[475556],[477948],[481870],[486861],[491632],[492836],[495021],[496729],[496787],[501573],[503061],[504038],[505841],[510133],[510236],[514977],[516353],[517987],[519091],[519567],[524691],[528834],[528892],[530189],[530795],[532795],[539779],[544770],[553363],[553856],[554202],[555657],[557572],[559658],[559716],[563926],[564903],[566706],[576538],[576641],[577299],[579100],[581015],[583101],[583159],[585575],[589344],[592733],[594492],[595442],[604254],[605458],[607643],[609351],[609409],[609454],[617891],[618497],[619506],[622858],[624271],[624357],[632306],[640149],[640252],[640910],[642737],[645820],[648665],[649963],[650021],[650325],[651318],[653924],[660908],[661858],[671362],[675505],[675563],[675608],[676860],[677466],[679466],[685968],[687883],[695317],[700527],[702328],[704243],[706329],[706387],[711574],[719490],[719818],[719904],[721047],[725174],[726688],[731739],[735091],[740338],[744481],[744539],[744584],[746122],[746412],[749061],[749667],[750676],[752657],[755527],[763476],[766870],[772080],[776531],[777137],[778146],[779136],[782911],[782997],[790946],[792243],[794849],[804460],[808603],[808661],[808706],[809958],[812564],[820498],[828844],[829134],[829453],[830706],[839755],[841312],[845439],[850389],[850995],[852004],[852994],[856672],[857134],[860074],[860160],[861303],[871995],[880594],[884737],[884795],[884840],[889247],[889333],[890476],[891516],[896117],[901168],[904520],[906019],[913968],[918490],[919096],[920105],[921095],[924956],[932905],[936299],[944714],[945176],[953186],[956127],[956417],[957989],[967366],[967452],[968595],[969635],[974167],[977582],[978835],[989441],[998518],[999124],[1000133],[1001123],[1008183],[1009436],[1010515],[1018485],[1020042],[1024169],[1030734],[1038804],[1038890],[1040033],[1041073],[1050725],[1063525],[1066727],[1074778],[1075384],[1077797],[1078259],[1086269],[1089819],[1091072],[1092151],[1107745],[1112548],[1121925],[1122011],[1123154],[1124194],[1142398],[1142688],[1144260],[1154866],[1163853],[1165106],[1166185],[1175712],[1186404],[1193004],[1201086],[1201172],[1204220],[1212271],[1234133],[1249174],[1250427],[1251506],[1269624],[1270086],[1278096],[1282899],[1304375],[1314981],[1321383],[1322363],[1330382],[1333384],[1341552],[1355376],[1363544],[1399450],[1407501],[1445657],[1452314],[1452476],[1464019],[1485881],[1529760],[1537928],[1582655],[1593758],[1615234],[1659249],[1785585] ] cell #1622 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [138724],[165544],[178831],[195852],[210781],[224965],[225023],[226872],[234037],[246661],[262407],[262465],[264314],[268010],[268068],[276592],[281062],[291521],[298137],[298195],[300878],[306118],[308250],[308308],[324263],[330728],[340328],[356132],[357981],[361650],[363408],[365471],[368487],[372795],[372853],[376811],[386199],[386257],[405220],[407903],[413143],[415275],[415333],[431288],[437025],[439472],[444518],[446035],[447793],[449856],[457238],[460945],[462703],[464766],[472090],[472148],[483934],[485997],[489013],[493321],[493379],[497337],[506783],[523962],[531075],[533522],[541843],[543906],[547435],[548952],[549882],[556445],[558203],[560266],[567648],[573325],[578371],[579888],[581646],[583709],[591091],[596556],[598619],[605943],[606001],[622214],[627376],[636936],[644101],[645091],[649296],[652204],[653721],[654651],[659168],[662972],[665035],[670633],[677746],[680193],[688514],[690577],[696553],[703116],[704874],[706937],[714319],[723963],[726376],[734447],[739609],[753384],[757334],[757556],[758546],[764026],[768106],[780854],[786016],[795576],[803731],[807936],[810844],[812361],[813291],[817808],[821612],[823675],[827851],[834632],[836371],[844228],[854712],[864219],[868262],[868951],[879865],[884070],[893392],[895805],[903876],[909038],[922813],[926763],[926985],[927975],[933455],[937535],[950493],[951182],[952457],[955134],[971511],[973924],[975980],[985953],[986105],[1002841],[1006581],[1013362],[1015101],[1022958],[1033442],[1042949],[1046992],[1047681],[1058595],[1065457],[1072369],[1072521],[1088217],[1094998],[1096737],[1108994],[1126070],[1136764],[1137453],[1138728],[1141405],[1157782],[1162251],[1172224],[1172376],[1191633],[1198724],[1208273],[1221069],[1221758],[1223033],[1247572],[1257284],[1264196],[1264348],[1280044],[1300821],[1321044],[1329886],[1343330],[1350242],[1350394],[1370645],[1386863],[1393954],[1403503],[1457593],[1473669],[1480760],[1493404],[1517420],[1567021],[1588051],[1603982],[1620351],[1717150],[1748166],[1872820], [86810,245266],[91924,387754],[94967,262114],[115433,303937],[121702,465918],[125057,322238],[125606,323633],[133610,338933],[141767,355781],[148879,529994],[148987,368225],[150836,371840],[156472,745574],[156530,546883],[158379,553386],[160708,388940],[162189,391999],[172562,410962],[175917,277808],[182186,429263],[182735,430658],[185229,292393],[187270,828296],[187328,617185],[187852,617696],[187960,439210],[188666,440368],[191403,444747],[200322,642431],[205122,467520],[206971,471135],[217372,676665],[217480,488751],[219329,492366],[223139,341399],[224011,224647],[229201,509466],[230682,512525],[234586,358795],[237061,719184],[237772,524191],[238468,525217],[243158,955579],[243216,729418],[244554,534418],[254114,748866],[254222,549620],[254928,550778],[257665,555157],[268592,776336],[268700,573063],[269406,574221],[272143,578600],[276943,413717],[278792,414320],[279606,280536],[285862,601373],[287711,604988],[290040,431396],[296788,619006],[302153,839449],[303560,628631],[308832,850194],[308940,636674],[309646,637832],[314744,645320],[315440,646346],[321526,655547],[331439,670862],[332135,671888],[332767,485077],[333473,486105],[336825,1141850],[336883,898847],[338221,681089],[340958,495512],[341066,341221],[347781,918295],[347889,696291],[348595,697449],[351332,701828],[371446,731239],[377522,739838],[378218,740864],[378850,542986],[379556,544014],[384850,750176],[391622,759801],[393513,762751],[396894,998323],[397002,767844],[397708,769002],[403813,777646],[404524,574533],[404632,404787],[409178,1018179],[410585,787271],[416671,796472],[421769,803960],[422465,804986],[423097,597699],[423803,598727],[428551,814187],[443881,1074583],[443989,836109],[451969,846641],[455831,851504],[456542,638144],[456650,456805],[470741,871495],[476817,880094],[477513,881120],[478145,664115],[478851,665143],[491972,900668],[498744,910293],[500082,690685],[505376,919605],[506087,697761],[506195,506350],[512148,929230],[514039,932180],[518234,938431],[521697,1191872],[522750,945650],[529442,952686],[533701,961915],[538039,963392],[554399,754635],[562379,764134],[566241,999633],[566952,769314],[567060,567215],[585822,1025371],[589684,1030234],[604594,1050225],[611366,1059850],[612704,823783],[613257,1062800],[614442,1320648],[615773,1067417],[616462,1067641],[626164,1078733],[627315,1083576],[632856,1085769],[643879,857608],[650571,866082],[650679,650834],[654830,870004],[680372,1148186],[684710,1149663],[692690,1160195],[709050,933563],[712912,1185904],[716377,1451655],[717559,1193119],[717711,1193756],[728006,1204910],[728695,1205134],[729840,1210014],[746943,974857],[747632,975081],[748685,753563],[758485,987284],[784804,1270560],[785955,1275403],[791496,1277596],[795755,1286825],[813470,1048734],[827152,1322521],[837824,1333499],[837976,1334136],[857815,1096975],[857967,1097612],[859146,864158],[870096,1110328],[897435,1400140],[898124,1400364],[899269,1405244],[908977,1416299],[927914,1173555],[954435,1464177],[975281,1223835],[976615,981813],[1016554,1529875],[1016706,1530512],[1028835,1546770],[1048826,1302155],[1140706,1659407] ] cell #1623 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [151211],[158754],[163563],[186801],[193678],[202597],[207346],[219704],[224513],[232056],[236433],[242689],[244287],[253063],[254661],[259940],[274418],[279167],[288086],[292895],[294052],[301525],[313405],[321259],[336356],[337954],[343233],[353607],[360101],[368710],[382114],[408550],[416404],[428284],[489236], [52479,267541],[56065,280396],[63976,304480],[65055,307781],[70432,208575],[72410,330100],[76408,341942],[77072,344989],[77826,346730],[78137,227247],[81412,359585],[87001,372326],[87071,372473],[88411,376183],[93370,258649],[94663,392542],[95198,261696],[95742,395843],[96053,264689],[97555,401077],[101582,411505],[102661,414806],[102731,414953],[104533,420430],[104869,283337],[108038,289315],[108531,432272],[109195,435319],[111998,299115],[113227,443462],[115766,448789],[115887,449228],[116807,306493],[117500,453095],[123076,466461],[123427,319661],[123733,319808],[125248,471621],[125318,471768],[126658,475478],[126994,326538],[128522,480627],[131629,487692],[133801,492852],[133871,492999],[135090,496270],[135211,496709],[137436,502640],[137971,348328],[140170,352316],[141463,513068],[141998,355363],[142612,516516],[142853,358356],[145171,524707],[146462,366351],[146768,366498],[148218,528814],[149030,530308],[151234,534607],[152440,374511],[152913,538536],[156020,545601],[159983,553872],[160053,554019],[160372,389148],[160441,389587],[162522,559199],[162643,559638],[164256,563505],[164791,397441],[169127,406140],[170426,577462],[172895,582642],[173016,583081],[173936,413518],[174629,586948],[180205,600314],[180556,426686],[180862,426833],[182377,605474],[182447,605621],[183666,608892],[184123,433563],[186948,618477],[188003,618010],[188330,442226],[188399,442665],[188967,619735],[190357,622437],[191448,624523],[192387,445263],[195434,451702],[198427,458158],[199726,641073],[201306,645836],[204232,649504],[204353,649943],[204823,468005],[205165,651437],[207369,655736],[212155,666730],[214955,486877],[215261,487024],[216590,675046],[217523,676979],[219727,681278],[220933,495037],[228546,700690],[228865,509674],[228934,510113],[231015,705870],[231136,706309],[233284,517967],[235474,521270],[235673,716972],[235994,719650],[237817,720070],[238169,527494],[238511,721166],[242836,530775],[249566,544786],[249872,544933],[251201,744022],[252342,746171],[253210,749647],[254265,749180],[255229,750905],[256619,753607],[257710,755693],[265988,772243],[266820,773641],[269070,576079],[269139,576518],[272188,783163],[273127,579116],[276174,585555],[284972,808144],[285563,601858],[285905,810077],[288109,814376],[293287,826263],[293458,614910],[295448,828893],[296833,830872],[301086,624103],[303603,841431],[307060,847499],[309310,639690],[309379,640129],[312645,857228],[312966,859906],[314789,860326],[315483,861422],[328173,884278],[329141,667941],[331836,674165],[332178,890595],[336503,677446],[346009,915600],[351377,925122],[362433,945270],[364919,948642],[370106,956176],[371491,958155],[375224,736917],[377919,743141],[378261,968714],[381349,974392],[383510,977022],[384895,979001],[391665,989560],[395122,995628],[400483,773550],[402473,1007623],[403858,1009602],[408111,782743],[410628,1020161],[438000,1066952],[440918,832112],[441953,1071822],[446818,1078353],[452501,847408],[454491,1089259],[455876,1091238],[464214,1103201],[469401,1110735],[470786,1112714],[490632,1142447],[492017,1144426],[498787,1154985],[512191,1175831],[526038,948551],[532050,1204445],[536003,1209315],[536791,1210421],[551328,980241],[552363,1231177],[580671,1270180],[588344,1281086],[589729,1283065],[603254,1302562],[604639,1304541],[647167,1103110],[657132,1371687],[678721,1399675],[682674,1404545],[683462,1405651],[798845,1547177],[815772,1568063], [19380,142542,516369],[26040,170356,577315],[28884,183787,609331],[33293,199656,640926],[37145,213664,671378],[37809,216711,675485],[40769,228476,700543],[41725,232749,710176],[46812,248275,740354],[47476,251322,744461],[51816,265918,772096],[52549,267688,777117],[53387,271097,781077],[56704,282046,804476],[57368,285093,808583],[65125,307928,850975],[65963,311337,854935],[70925,325247,880610],[71589,328294,884717],[72127,329340,886401],[72289,329661,889079],[77896,346877,919076],[78734,350286,923036],[84829,367166,953202],[88128,375423,964520],[88290,375744,967198],[95812,395990,999104],[96650,399399,1003064],[97195,400312,1004993],[104250,419670,1035958],[104412,419991,1038636],[112273,441117,1070676],[113297,443609,1075364],[117140,452330,1086629],[126375,474718,1119079],[126537,475039,1121757],[129688,482959,1131541],[137076,501875,1160663],[146920,525867,1196715],[147532,527192,1198199],[148097,528375,1200918],[154079,540868,1215846],[159029,551527,1230031],[163896,562740,1245984],[167911,571853,1258779],[186080,615001,1321145],[189521,620742,1327178],[194748,630606,1338579],[197211,635464,1344825],[203055,646996,1359087],[203667,648321,1360571],[222572,687539,1411076],[236509,718118,1453121],[245409,732975,1468834],[255783,751912,1490696],[261010,761776,1502097],[275488,789246,1534955],[277951,794104,1541201],[301601,838383,1594403],[313481,858374,1615879],[322381,873231,1631592],[339076,902404,1664064],[354677,931205,1697327],[389663,986512,1754518],[408626,1017113,1786230],[429406,1051961,1823419],[442741,1072928,1845321],[510189,1172783,1940789],[576594,1264755,2024051],[640205,1350801,2100185] ] cell #1624 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1625 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [138128],[164948],[178031],[195591],[209981],[224856],[224929],[225916],[233441],[246264],[262298],[262371],[263358],[267901],[267974],[276331],[280948],[290721],[298028],[298101],[300784],[305638],[308141],[308214],[324149],[330614],[339931],[356038],[357025],[361536],[363314],[365357],[368373],[372686],[372759],[376697],[386090],[386163],[405126],[407809],[412663],[415166],[415239],[431174],[437012],[439358],[444505],[445921],[447699],[449742],[457144],[460831],[462609],[464652],[471981],[472054],[483840],[485883],[488899],[493212],[493285],[497223],[506689],[523949],[531062],[533408],[541749],[543792],[547422],[548838],[549768],[556331],[558109],[560152],[567554],[573211],[578358],[579774],[581552],[583595],[590997],[596462],[598505],[605834],[605907],[622100],[627363],[636822],[644088],[645078],[649202],[652191],[653607],[654537],[659074],[662878],[664921],[670620],[677733],[680079],[688420],[690463],[696439],[703002],[704780],[706823],[714225],[723950],[726282],[734333],[739596],[753270],[756295],[757543],[758533],[763912],[767992],[780740],[786003],[795462],[803718],[807842],[810831],[812247],[813177],[817714],[821518],[823561],[827838],[831474],[836257],[844215],[854598],[864206],[867152],[867863],[879852],[883976],[893379],[895711],[903762],[909025],[922699],[925724],[926972],[927962],[933341],[937421],[947198],[947909],[952444],[955121],[971498],[973830],[975967],[984758],[984973],[1002727],[1006568],[1010204],[1014987],[1022945],[1033328],[1042936],[1045882],[1046593],[1058582],[1065444],[1068948],[1069163],[1088204],[1091840],[1096623],[1107806],[1126057],[1133469],[1134180],[1138715],[1141392],[1157769],[1162238],[1171029],[1171244],[1191290],[1195296],[1208260],[1217774],[1218485],[1223020],[1247559],[1257271],[1260775],[1260990],[1280031],[1299633],[1320723],[1329873],[1343317],[1346821],[1347036],[1370632],[1386520],[1390526],[1403490],[1457580],[1473326],[1477332],[1493391],[1517099],[1567008],[1587708],[1603661],[1620338],[1716829],[1747823],[1872499], 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] cell #1626 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [157810],[201379],[206402],[246157],[251942],[252023],[253303],[258722],[287142],[295048],[295129],[305106],[312291],[318621],[319901],[339824],[352389],[362079],[363812],[368334],[369706],[369787],[373198],[388473],[412131],[418274],[425646],[426926],[439319],[439901],[444895],[446464],[448197],[463107],[484338],[488860],[490232],[490313],[493724],[500290],[508999],[524339],[530087],[533369],[533951],[542247],[549729],[550311],[558607],[573172],[573754],[578748],[580317],[582050],[586572],[591436],[596960],[617789],[636783],[637365],[645468],[654498],[655080],[663376],[671010],[672927],[676758],[680040],[680622],[685616],[688918],[696400],[696982],[705278],[735747],[739986],[741903],[748959],[753231],[767953],[768535],[776429],[778784],[792141],[795423],[796005],[804108],[806025],[813138],[813720],[822016],[836218],[837666],[846174],[850287],[852642],[880242],[882159],[891414],[905176],[911332],[918388],[920743],[922660],[937382],[937964],[946819],[952834],[953504],[954318],[969533],[984347],[998416],[1000771],[1002688],[1008578],[1014948],[1016396],[1024904],[1040971],[1060889],[1068030],[1068844],[1074676],[1075511],[1075639],[1090214],[1096584],[1101378],[1107393],[1124092],[1133090],[1139775],[1140589],[1164248],[1170618],[1191965],[1194237],[1194365],[1201958],[1217395],[1227385],[1228199],[1234031],[1249569],[1255939],[1259857],[1267338],[1267466],[1293205],[1293771],[1320715],[1323585],[1330777],[1345903],[1354337],[1356609],[1356737],[1379767],[1380333],[1389595],[1397188],[1422615],[1451690],[1454445],[1462107],[1472433],[1476401],[1484233],[1487103],[1509421],[1553113],[1576709],[1584599],[1591944],[1595727],[1614448],[1639159],[1667663],[1712867],[1713900],[1720909],[1723868],[1787554],[1839220],[1849579],[1910139],[1960668],[2028309] ] cell #1627 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1628 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1629 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1630 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [125821],[160739],[176681],[182950],[188697],[204979],[221689],[229232],[234801],[238325],[244585],[254959],[257484],[269437],[269990],[276800],[285719],[290071],[294582],[296607],[303417],[309677],[310230],[315297],[321557],[331992],[332624],[333504],[338252],[340777],[348626],[349179],[351151],[355989],[361469],[369240],[371265],[378075],[378707],[379587],[382644],[384669],[391479],[393544],[397739],[398292],[401607],[403120],[403632],[404343],[405077],[410442],[416702],[422322],[422954],[423834],[428582],[445854],[452000],[453625],[455138],[455650],[456361],[457095],[460764],[466910],[468535],[470560],[472637],[477370],[478002],[478882],[481995],[482086],[483645],[489766],[491791],[498601],[500113],[503170],[504683],[505195],[505906],[506640],[512005],[514070],[518265],[528024],[534565],[535137],[537896],[539904],[539995],[541554],[550925],[554256],[556264],[556410],[562410],[564035],[565548],[566060],[566771],[567505],[579707],[585853],[587478],[589503],[590948],[594617],[594708],[596267],[597138],[602388],[604413],[606490],[611223],[612735],[613288],[622033],[622179],[622967],[623692],[625076],[628231],[629642],[629733],[632675],[642791],[645946],[650390],[655694],[656266],[659025],[661033],[661124],[662683],[663554],[674695],[681236],[681808],[684567],[686575],[686666],[692721],[695533],[697160],[702935],[703081],[709081],[710706],[712731],[714176],[714808],[719544],[720623],[725299],[725390],[726087],[726968],[727540],[730808],[735925],[743671],[745905],[746477],[749745],[754137],[756246],[759401],[760812],[760903],[767086],[768713],[780673],[780819],[781607],[783716],[786871],[788282],[788373],[791315],[796619],[799950],[814334],[814906],[817665],[819673],[819764],[819819],[822194],[828627],[829199],[829733],[830305],[831425],[836687],[836919],[839809],[845655],[846352],[854531],[854677],[855465],[856678],[856910],[860879],[865555],[865646],[867224],[871064],[890052],[894728],[894819],[894874],[896397],[896969],[900237],[905354],[906738],[909893],[923566],[925675],[928830],[930241],[930332],[936515],[938142],[944720],[944952],[945840],[946072],[947270],[953311],[955910],[956482],[958708],[968171],[972847],[972938],[972993],[974157],[977862],[978434],[979554],[985048],[993784],[1003594],[1008463],[1009035],[1010155],[1011234],[1015417],[1015649],[1018539],[1024385],[1025082],[1025963],[1029803],[1039609],[1044285],[1044376],[1044431],[1045954],[1049794],[1066717],[1067837],[1069238],[1077803],[1078035],[1080353],[1090099],[1090671],[1091791],[1092870],[1100399],[1100631],[1101829],[1113267],[1122730],[1127406],[1127497],[1127552],[1132111],[1132343],[1133541],[1134647],[1139582],[1142181],[1142753],[1144979],[1150473],[1159209],[1164133],[1164705],[1165825],[1166904],[1171319],[1180055],[1201891],[1204210],[1206731],[1216416],[1216648],[1217846],[1218952],[1227192],[1228593],[1239708],[1249454],[1250026],[1251146],[1252225],[1259664],[1261065],[1262185],[1269630],[1269862],[1272180],[1283618],[1292226],[1292458],[1293656],[1294762],[1305094],[1319324],[1330662],[1331234],[1342271],[1345710],[1347111],[1348231],[1364263],[1369103],[1378788],[1379020],[1380218],[1381324],[1399440],[1401961],[1413076],[1422422],[1423823],[1424943],[1434938],[1446376],[1453436],[1461128],[1461360],[1472318],[1494180],[1509228],[1510629],[1511749],[1538647],[1543487],[1565479],[1576594],[1583271],[1584287],[1591751],[1594718],[1602642],[1616194],[1624118],[1667548],[1705859],[1712674],[1712884],[1723556],[1744402],[1786545],[1794469],[1838636],[1848563],[1868554],[1909827],[2027293] ] cell #1631 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [208442],[257850],[280263],[289182],[296973],[318565],[341143],[351517],[359452],[363756],[371631],[385035],[388399],[403998],[404709],[413710],[425590],[431473],[437427],[439827],[448141],[456016],[456727],[463051],[470926],[484282],[485070],[486182],[492157],[495521],[505561],[506272],[508925],[515273],[522314],[531477],[533877],[542191],[542979],[544091],[547837],[550237],[558551],[561162],[566426],[567137],[571280],[573056],[573680],[574542],[575431],[581994],[589869],[596904],[597692],[598804],[604779],[625728],[633041],[634891],[636667],[637291],[638153],[639042],[643443],[650756],[652606],[655006],[657545],[663320],[664108],[665220],[668985],[669084],[670871],[678148],[680548],[688862],[690762],[694508],[696284],[696908],[697770],[698659],[705222],[707833],[713097],[724365],[731771],[732402],[735691],[737961],[738060],[739847],[750708],[754628],[756898],[757062],[764211],[766061],[767837],[768461],[769323],[770212],[784368],[791681],[793531],[795931],[797682],[802083],[802182],[803969],[804979],[811246],[813646],[816185],[821960],[823860],[824571],[834196],[834360],[835256],[836102],[837610],[841022],[842580],[842679],[846100],[857601],[861013],[866091],[872027],[872658],[875947],[878217],[878316],[880103],[881113],[893794],[901200],[901831],[905120],[907390],[907489],[914703],[917777],[919614],[926327],[926491],[933640],[935490],[937890],[939641],[940429],[945643],[946763],[951799],[951898],[952695],[953644],[954244],[957699],[963385],[971913],[974490],[975090],[978545],[983385],[985739],[989151],[990709],[990808],[997805],[999642],[1012926],[1013090],[1013986],[1016340],[1019752],[1021310],[1021409],[1024830],[1030766],[1034686],[1050757],[1051388],[1054677],[1056947],[1057046],[1057111],[1059843],[1067050],[1067650],[1068170],[1068770],[1069929],[1075624],[1075780],[1078726],[1084981],[1085778],[1094562],[1094726],[1095622],[1097100],[1097256],[1101322],[1106358],[1106457],[1108203],[1112258],[1133034],[1138070],[1138169],[1138234],[1139915],[1140515],[1143970],[1149656],[1151164],[1154576],[1169656],[1172010],[1175422],[1176980],[1177079],[1184076],[1185913],[1193244],[1193400],[1194350],[1194506],[1195693],[1202074],[1204543],[1205143],[1207422],[1217339],[1222375],[1222474],[1222539],[1223936],[1227525],[1228125],[1229284],[1235135],[1244336],[1254977],[1259997],[1260597],[1261756],[1262876],[1267451],[1267607],[1270553],[1276808],[1277605],[1278554],[1282609],[1293149],[1298185],[1298284],[1298349],[1300030],[1304085],[1322622],[1323701],[1324983],[1333624],[1333780],[1336073],[1346043],[1346643],[1347802],[1348922],[1356722],[1356878],[1358065],[1369794],[1379711],[1384747],[1384846],[1384911],[1389580],[1389736],[1390923],[1392043],[1397304],[1399773],[1400373],[1402652],[1408503],[1417704],[1422755],[1423355],[1424514],[1425634],[1430365],[1439566],[1462051],[1464278],[1466639],[1476386],[1476542],[1477729],[1478849],[1487219],[1488501],[1499591],[1509561],[1510161],[1511320],[1512440],[1520077],[1521359],[1522465],[1530000],[1530156],[1532449],[1544178],[1553098],[1553254],[1554441],[1555561],[1566170],[1581222],[1592084],[1592684],[1603333],[1606639],[1607921],[1609027],[1624809],[1629397],[1639144],[1639300],[1640487],[1641607],[1659508],[1661869],[1672959],[1682449],[1683731],[1684837],[1694821],[1706550],[1713727],[1720894],[1721050],[1731353],[1752199],[1766754],[1768036],[1769142],[1795160],[1799748],[1821224],[1832314],[1839205],[1840011],[1846798],[1849406],[1856729],[1869397],[1876720],[1917624],[1954307],[1961184],[1961310],[1970631],[1989568],[2028136],[2035459],[2077122],[2085554],[2103269],[2140060],[2244194] ] cell #1632 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [323217],[388827],[418362],[430242],[440255],[467240],[495949],[509353],[519925],[524937],[534305],[550665],[554896],[574108],[574970],[586183],[601093],[608571],[616035],[618745],[628351],[637719],[638581],[646066],[655434],[671608],[672538],[673863],[680976],[685207],[697336],[698198],[701567],[709411],[718027],[728268],[730978],[740584],[741514],[742839],[747205],[749915],[759521],[762638],[768889],[769751],[774675],[776650],[777385],[778375],[779382],[786991],[796359],[804706],[805636],[806961],[814074],[838292],[846528],[848533],[850508],[851243],[852233],[853240],[858283],[866519],[868524],[871234],[874161],[880840],[881770],[883095],[887456],[887547],[889499],[897697],[900407],[910013],[912268],[916634],[918609],[919344],[920334],[921341],[928950],[932067],[938318],[950755],[958738],[959395],[963112],[965575],[965666],[967618],[979584],[983958],[986421],[986582],[994657],[996662],[998637],[999372],[1000362],[1001369],[1017022],[1025258],[1027263],[1029973],[1031970],[1037013],[1037104],[1039056],[1040152],[1047254],[1049964],[1052891],[1059570],[1061825],[1062687],[1072837],[1072998],[1073962],[1074897],[1076471],[1079987],[1081634],[1081725],[1085508],[1097947],[1101463],[1106984],[1113297],[1113954],[1117671],[1120134],[1120225],[1122177],[1123273],[1137026],[1145009],[1145666],[1149383],[1151846],[1151937],[1160082],[1163293],[1165272],[1172692],[1172853],[1180928],[1182933],[1185643],[1187640],[1188570],[1194091],[1195197],[1200374],[1200465],[1201338],[1202313],[1202918],[1206384],[1212390],[1221331],[1224175],[1224780],[1228246],[1233317],[1235826],[1239342],[1240989],[1241080],[1248614],[1250593],[1264664],[1264825],[1265789],[1268298],[1271814],[1273461],[1273552],[1277335],[1283648],[1288022],[1305124],[1305781],[1309498],[1311961],[1312052],[1312122],[1315100],[1322861],[1323466],[1323940],[1324545],[1325674],[1331481],[1331613],[1334471],[1340845],[1341718],[1350710],[1350871],[1351835],[1353473],[1353605],[1357569],[1362746],[1362837],[1364685],[1368756],[1390427],[1395604],[1395695],[1395765],[1397543],[1398148],[1401614],[1407620],[1409194],[1412710],[1428547],[1431056],[1434572],[1436219],[1436310],[1443844],[1445823],[1453581],[1453713],[1454621],[1454753],[1455877],[1462221],[1464517],[1465122],[1467330],[1477233],[1482410],[1482501],[1482571],[1484083],[1487458],[1488063],[1489192],[1495131],[1504363],[1515353],[1520316],[1520921],[1522050],[1523156],[1527857],[1527989],[1530847],[1537221],[1538094],[1539069],[1543140],[1553945],[1559122],[1559213],[1559283],[1561061],[1565132],[1584449],[1585439],[1586611],[1594863],[1594995],[1597159],[1606878],[1607483],[1608612],[1609718],[1617379],[1617511],[1618635],[1630088],[1639991],[1645168],[1645259],[1645329],[1649851],[1649983],[1651107],[1652186],[1657451],[1659747],[1660352],[1662560],[1668499],[1677731],[1682688],[1683293],[1684422],[1685528],[1690361],[1699593],[1721741],[1723718],[1725880],[1735172],[1735304],[1736428],[1737507],[1745554],[1746726],[1757274],[1766993],[1767598],[1768727],[1769833],[1777266],[1778438],[1779478],[1786690],[1786822],[1788986],[1800439],[1809206],[1809338],[1810462],[1811541],[1821915],[1837086],[1847037],[1847642],[1857420],[1860387],[1861559],[1862599],[1877411],[1881550],[1890842],[1890974],[1892098],[1893177],[1909989],[1912151],[1922699],[1931825],[1932997],[1934037],[1943545],[1954998],[1962001],[1968298],[1968430],[1977657],[1996594],[2009944],[2011116],[2012156],[2036150],[2040289],[2060280],[2070828],[2077565],[2078204],[2084009],[2086245],[2092674],[2103960],[2110389],[2147086],[2180545],[2187114],[2187219],[2194942],[2211302],[2244885],[2251314],[2288755],[2295537],[2310447],[2341613],[2429390] ] cell #1633 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [94877],[123615],[141677],[146650],[160519],[180744],[185139],[188477],[215143],[224557],[229012],[232595],[249754],[269217],[270467],[277163],[289851],[309457],[310707],[332987],[333284],[340814],[349656],[379070],[379367],[398769],[403263],[404380],[413673],[423317],[423614],[455281],[456398],[478365],[478662],[483682],[485033],[504826],[505943],[541591],[542942],[554619],[565691],[566808],[573019],[596304],[597281],[597655],[623835],[636630],[650427],[662720],[663697],[664071],[696247],[697197],[726124],[736068],[746514],[754591],[767800],[768750],[804942],[822337],[829236],[836065],[846389],[857564],[881076],[905497],[938179],[945606],[956519],[963348],[974198],[1025119],[1059806],[1066758],[1078689],[1142790],[1149619],[1204251],[1270516],[1399481], [14189,303017],[21573,370838],[24311,391079],[26676,410042],[31702,303452],[34719,465630],[35454,470133],[38667,491364],[39586,498201],[41405,511605],[44707,243108],[48550,553198],[49330,553095],[50225,391514],[50798,393324],[54474,410477],[55782,589076],[55998,590548],[57491,599483],[58226,603986],[59145,610823],[60831,187220],[67283,201535],[67345,202785],[68279,315332],[68820,205014],[69464,470236],[70244,323063],[71712,665899],[74111,676266],[74303,336775],[76622,498636],[76979,689969],[77007,690027],[78146,699869],[78926,699766],[79821,512040],[80394,513850],[81129,712304],[81345,713776],[83586,238360],[87539,370941],[90112,745242],[90482,384242],[91052,254739],[91202,157744],[91518,156422],[93881,258878],[93943,260128],[96062,771422],[96842,771319],[97935,777195],[99835,782417],[104951,283525],[105885,422357],[106234,809364],[106426,285754],[107070,604089],[107850,430088],[108745,611258],[109102,823067],[109130,823125],[109318,613068],[110988,296180],[115564,194904],[116516,305262],[116578,193866],[116816,856378],[117880,851053],[119780,856275],[120032,314897],[120888,121833],[124185,321337],[124335,206336],[127076,326726],[128010,477405],[128359,885498],[129094,889398],[129400,890087],[130386,332027],[131673,684602],[134339,491467],[136912,692501],[137282,504768],[137816,919154],[137852,348406],[139716,924376],[139744,924434],[140681,352545],[140743,353795],[142862,712407],[143642,519771],[145400,237925],[150201,241912],[151614,970299],[151985,244365],[152135,246091],[152522,374699],[153485,967517],[153791,968206],[154777,378110],[156064,537931],[161375,162320],[163572,1004507],[164102,565633],[164636,999182],[164672,397519],[166536,1004404],[166564,1004462],[167123,783751],[167273,1008170],[167342,1008322],[168117,403205],[172693,275644],[173645,412287],[173707,274606],[173945,782520],[175009,792907],[176646,589179],[176909,592937],[177161,421922],[177670,1038955],[177976,1039644],[178392,1040697],[181314,428362],[181464,287076],[184205,433751],[189727,623777],[190737,1075442],[191556,192616],[194154,1092216],[194460,447940],[195315,451780],[196423,625111],[196573,1089806],[196642,1089958],[197417,455223],[207749,1124858],[208657,473994],[209111,476970],[209620,1122076],[209926,1122765],[210342,1123818],[212536,896104],[213077,1132066],[213893,331592],[218694,335579],[220107,892180],[220478,338032],[220628,339758],[221015,495225],[221978,906084],[222284,688661],[223270,344459],[224222,500446],[224284,343421],[224522,690072],[225393,1163840],[225462,1163992],[226049,1165171],[229868,230813],[232065,924479],[233165,518045],[235057,1190733],[239320,720658],[239617,529595],[240679,1201237],[240985,1201926],[241970,530853],[244771,532860],[244840,1218811],[245615,543298],[246625,1212935],[247147,726675],[247688,1216371],[248504,377675],[255989,754947],[256999,1234797],[260416,1251571],[260722,558350],[261577,562190],[262835,1249161],[262904,1249313],[263491,1250492],[266408,1015372],[272296,273356],[274894,1010580],[275200,581793],[276055,585633],[277313,794914],[277382,1025822],[278157,414029],[279941,416482],[280091,418208],[280478,417732],[281459,1292181],[282197,1293515],[288489,1041737],[289397,607847],[291082,1315645],[292904,823170],[294786,1322428],[296238,618555],[297355,829440],[299197,1330369],[299266,1330521],[300626,624422],[303893,627174],[304709,456695],[305771,1341617],[306648,836642],[316292,860914],[316589,650724],[317651,1363609],[317957,649443],[318942,651982],[321743,653989],[321812,1381183],[322587,664427],[324660,1378743],[325398,1380077],[335637,677524],[338438,679531],[338507,1134506],[339282,485389],[340292,1408165],[341111,342171],[341355,908836],[344870,499893],[354083,1166250],[354389,705021],[355244,708861],[357158,1445722],[359667,519295],[360600,1452301],[361680,1453295],[363156,719969],[364133,721711],[364507,945795],[366579,1461083],[368181,726827],[369444,1464084],[370896,543356],[373924,1472177],[382848,1485946],[384300,749725],[385417,977569],[387259,752722],[387328,1494039],[388688,755592],[391955,758344],[392771,567105],[404677,411734],[407651,783062],[410918,785814],[412796,1537993],[414087,589134],[425967,810622],[428768,812629],[428837,1294621],[429612,598011],[432423,1576453],[435200,612515],[436429,1583226],[436855,1583446],[439166,829592],[440116,830771],[446065,1594577],[448518,841976],[459895,857199],[460975,1616053],[462451,860225],[463428,861967],[463802,1100354],[465874,864017],[467476,867083],[470191,664485],[484659,891140],[485447,491422],[488707,896256],[489970,1659314],[494450,1667407],[506240,513297],[509214,925021],[512481,927773],[515650,712362],[520825,1712151],[523439,945241],[525173,947129],[530905,1722715],[534166,958054],[542568,969259],[546839,974642],[547265,1743561],[549576,977721],[550526,978900],[553153,755005],[558928,990105],[573969,1009501],[575808,782475],[579918,1786404],[582371,1020706],[598069,604044],[601329,1045813],[617141,1067202],[626853,1078324],[628587,1080212],[637580,1091137],[639419,856333],[641954,1097003],[646302,1101688],[655295,1112613],[657922,876324],[671844,1133400],[677576,1908986],[680837,1144325],[689239,1155530],[699036,699824],[705599,1176376],[718707,1193147],[729374,1204695],[740820,1217705],[759757,1239567],[770589,771377],[785493,1270151],[787227,1272039],[796220,1282964],[798059,1035063],[813935,1304440],[816562,1055054],[838972,1333527],[898803,1399925],[910249,1412935],[929186,1434797],[940018,940806],[1017702,1529903] ] cell #1634 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [22876],[23201],[23252],[29903],[33583],[33975],[35263],[35314],[43112],[45227],[46069],[46120],[47876],[49662],[50054],[58035],[58086],[60466],[61117],[62580],[63136],[64189],[68790],[74823],[75665],[75716],[79258],[79650],[83316],[83556],[85165],[85367],[86039],[86690],[91804],[98723],[100186],[100742],[101795],[103699],[103750],[106396],[111261],[111463],[115534],[118668],[121563],[121803],[124937],[130116],[130356],[131965],[132167],[132839],[133490],[134953],[136562],[138604],[150676],[154507],[154747],[158017],[158219],[162290],[165424],[168390],[168592],[169427],[172663],[174272],[174474],[175797],[178692],[178932],[182066],[195732],[197690],[197892],[198727],[206811],[210642],[210882],[215416],[215618],[219169],[223240],[226510],[226712],[227547],[230783],[233917],[241298],[242181],[246762],[250027],[250229],[256464],[263952],[264154],[264989],[268746],[276472],[278632],[283798],[284000],[287551],[291622],[296449],[299838],[300040],[300248],[301024],[308986],[318270],[326999],[327201],[335848],[340429],[343896],[347935],[350131],[357821],[360863],[362778],[363554],[367757],[367897],[384511],[387900],[388102],[397048],[399244],[407065],[407273],[408049],[422511],[434226],[436140],[438742],[438882],[444035],[444389],[459083],[460158],[462073],[462849],[477559],[484080],[488283],[488423],[508628],[520940],[523702],[523833],[538085],[541989],[546550],[549152],[549292],[569493],[572735],[578242],[596702],[611412],[616852],[627116],[636346],[642069],[644962],[663118],[670504],[684756],[695963],[718822],[726522],[729085],[739480],[767516],[785756],[803602],[835781],[839087],[879736],[898514],[943340],[952328],[1017817],[1065328],[1190981] ] cell #1635 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [300265],[303217],[323494],[361264],[362795],[370467],[391279],[393818],[407290],[410242],[418639],[430519],[437123],[445649],[447180],[460559],[461887],[462090],[465830],[468724],[469762],[472826],[481790],[483321],[490993],[498401],[500940],[511805],[514344],[520202],[528213],[531173],[535326],[539699],[541230],[547533],[548566],[552724],[556059],[557387],[557590],[570976],[579502],[581033],[587667],[588705],[594412],[595740],[595943],[602577],[603615],[606679],[613562],[621828],[629437],[631627],[634587],[642555],[644199],[648683],[652302],[653335],[656455],[660828],[662156],[662359],[674884],[677844],[681997],[686370],[687901],[694204],[695237],[702730],[704058],[704261],[710895],[714997],[719308],[724061],[725094],[725763],[732098],[734061],[735389],[743860],[746210],[754326],[757654],[760607],[765757],[766790],[780468],[781796],[788077],[790267],[793227],[800139],[802839],[810942],[811975],[815095],[820796],[826889],[828068],[828932],[834952],[839573],[843968],[844326],[845359],[854326],[855654],[856872],[863959],[865350],[872354],[875645],[878973],[893490],[901527],[903490],[904818],[908778],[913289],[923755],[927083],[930036],[936219],[942475],[944323],[944412],[944914],[955351],[956215],[960212],[962235],[971609],[976197],[981058],[983081],[992097],[1003783],[1018303],[1022698],[1023056],[1024089],[1028080],[1033056],[1034384],[1051084],[1054375],[1057703],[1064528],[1065641],[1066292],[1077406],[1077495],[1077997],[1082429],[1098882],[1098971],[1103905],[1114771],[1141622],[1142486],[1146483],[1148506],[1152641],[1157880],[1178368],[1190054],[1192065],[1203134],[1203785],[1224996],[1225647],[1241784],[1269233],[1269322],[1269824],[1274256],[1306598],[1332445],[1354437],[1398364],[1399015],[1437014],[1528821], [34938,1118723],[43619,1197843],[57710,1035602],[60226,1322177],[63643,1338223],[67732,1360215],[73215,1131185],[82279,1452798],[85799,1463833],[89216,1215490],[90913,1485695],[94330,1501741],[97832,1007662],[101249,1534599],[105338,807323],[114257,1594080],[115294,1337721],[117777,1089298],[120526,1615556],[121160,1616911],[124046,1626591],[127463,883457],[129079,888737],[132599,1659063],[136016,1410720],[137713,915639],[141130,1696971],[147960,1719323],[150474,1467523],[151511,1209354],[152636,973311],[153470,966856],[157541,1744821],[161013,1754195],[161647,1755550],[162050,1501239],[164533,995667],[171386,1785907],[172423,1534097],[174906,1281125],[177655,801195],[178289,599683],[181175,1818418],[184592,820999],[190000,1844998],[190634,1071861],[191756,1087255],[194139,1082915],[195176,1855002],[204095,1623578],[206133,1879645],[206609,1630281],[207646,1371726],[209605,877329],[210239,666099],[216453,1905594],[218967,1662753],[220004,1404584],[221129,895192],[221963,1153127],[223000,1410218],[226034,699395],[229506,1940466],[230140,1941821],[230543,1696469],[233026,935186],[236557,1962576],[238125,1197341],[240664,949832],[241541,1213051],[243894,1208490],[245888,1975618],[246522,745442],[251064,1985622],[256262,1750790],[256896,1231216],[260401,1242270],[263476,770948],[270740,2023728],[271374,1013682],[272496,1005619],[274879,1274742],[275916,2033732],[278430,1539890],[279467,1287145],[284835,1815405],[286873,2058375],[287349,1822108],[288386,1568102],[290345,819468],[290979,611023],[291382,1573736],[294771,1070997],[295809,1325867],[301649,2086820],[305756,855904],[310980,2099862],[311614,1095318],[313529,1868319],[315097,1359713],[317636,1104391],[320866,1370862],[328036,1897041],[330224,2132005],[331792,1130683],[334331,894523],[334965,1656050],[335208,1128746],[337561,1403720],[339555,2145047],[340189,676466],[343694,1158913],[344731,2155051],[349929,1937061],[350563,1169352],[354068,1437500],[357143,711933],[357619,1702262],[358656,1449903],[369429,964841],[376307,2203558],[377875,1214988],[380414,972642],[381048,1741371],[382833,1230352],[383871,1489385],[386935,1493621],[399042,2015180],[399676,1254673],[401796,1006798],[402834,1257468],[403474,1525300],[406863,1782502],[408674,2245460],[412781,782046],[416011,1280261],[418005,2258502],[420554,2047049],[422122,1290798],[424661,1044080],[425295,1308621],[427891,1567238],[434024,1319028],[449352,2299338],[453814,1088434],[454852,1343514],[455492,1611862],[458881,1865623],[475602,2120907],[477170,1377360],[479709,1127201],[480343,1116794],[481389,1898920],[483304,1654113],[489955,886722],[496833,2350229],[503359,1162468],[504397,1420226],[505037,1432080],[507461,1688851],[508426,1179759],[517574,1443019],[528938,2191020],[529795,1460820],[539298,1978948],[541213,1739434],[559762,2411960],[564224,1247789],[565262,1507032],[565902,1236850],[568326,1773156],[569291,993488],[569993,1774899],[572595,1781389],[577888,1526479],[583205,2433191],[594011,1301737],[595926,1561882],[620497,2081045],[623156,1330103],[623406,1590675],[624046,1328924],[633604,1858020],[636206,1864510],[641499,1613041],[650067,2314248],[660427,1109910],[662342,1365506],[667611,1898776],[670373,1394870],[693221,1431991],[695823,1691193],[706433,2532486],[717293,1712649],[722088,1964951],[723703,1199640],[725746,1458883],[736587,1978804],[739349,1481676],[751667,2214143],[764774,1236761],[767376,1495963],[775492,1525211],[800709,1562533],[826800,1583072],[831782,2080901],[832929,1328835],[835641,1589562],[849350,1611773],[862344,2106910],[876843,1366157],[888251,1654764],[943126,1712505],[949346,1459534],[966370,1740085],[979911,2213999] ] cell #1636 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [33559],[33977],[34067],[43088],[47878],[48371],[50056],[50146],[60468],[63112],[64191],[64281],[66527],[68792],[69285],[79652],[79742],[82771],[83558],[85369],[86041],[87360],[93125],[100718],[101797],[101887],[106398],[106891],[111465],[111753],[113764],[113953],[114749],[115536],[121805],[130358],[132169],[132841],[134160],[136564],[136654],[139925],[145954],[146143],[150966],[154749],[158221],[158509],[162292],[168594],[168882],[170893],[171082],[171878],[172665],[174476],[176467],[178934],[193359],[197894],[198182],[202089],[202278],[207101],[210884],[214447],[214636],[215620],[219459],[221470],[221659],[223242],[226714],[227002],[230785],[246764],[249058],[249247],[250231],[259621],[264156],[264444],[269771],[269960],[274099],[278922],[282829],[283018],[284002],[287841],[291624],[300042],[301026],[306248],[310011],[310200],[317332],[326030],[326219],[327203],[331548],[340431],[342914],[348960],[349149],[353288],[358111],[363556],[367396],[367585],[367826],[368667],[377631],[388104],[398073],[398262],[408051],[413273],[417225],[421878],[424357],[433244],[436804],[438811],[439652],[444315],[444458],[462851],[466691],[466880],[476926],[479405],[488111],[488352],[489193],[505485],[518788],[521009],[523759],[523902],[529551],[529904],[546020],[547214],[549221],[550062],[566350],[573505],[578168],[578311],[600733],[614593],[617516],[617606],[632965],[637116],[642138],[644888],[645031],[667149],[670573],[676575],[696733],[713021],[718891],[729749],[739549],[745763],[748776],[768286],[776246],[791605],[803671],[828485],[836551],[839156],[850104],[879805],[899178],[918205],[952397],[955768],[998233],[1017886],[1065397],[1074493],[1142039],[1191782],[1320491] ] cell #1637 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [244143],[261797],[302603],[321115],[323281],[337810],[345090],[355464],[367914],[368101],[370348],[387184],[388986],[390665],[409628],[416260],[418426],[428140],[430306],[435420],[438899],[439086],[440414],[444616],[465216],[467396],[469643],[488440],[488627],[490874],[496108],[497787],[509512],[511191],[519989],[524060],[525093],[534464],[546824],[549309],[549496],[550824],[552605],[555026],[561086],[572752],[572939],[574267],[575129],[578469],[586339],[588586],[601249],[603496],[608730],[617126],[618875],[628507],[636363],[636550],[637878],[638740],[642368],[645189],[646222],[655593],[670731],[671764],[672694],[674022],[681135],[685337],[695980],[696167],[697495],[698357],[701697],[707757],[719121],[729359],[731108],[739707],[740740],[741670],[742998],[745792],[750045],[759677],[767533],[767720],[769048],[769910],[777515],[778505],[787147],[796518],[803829],[804862],[805792],[807120],[814233],[824495],[828514],[835798],[835985],[839386],[846687],[851373],[852363],[866678],[871364],[879963],[880996],[881926],[883254],[898788],[900537],[910169],[912427],[914627],[919474],[920464],[929106],[938477],[943357],[944531],[952555],[955797],[960876],[963268],[981722],[984114],[994816],[999502],[1000492],[1018116],[1025417],[1028744],[1030103],[1050094],[1059726],[1061984],[1064558],[1066361],[1066523],[1077614],[1082498],[1085638],[1099090],[1103974],[1107114],[1115435],[1142068],[1147147],[1149539],[1152710],[1181087],[1185773],[1191017],[1192095],[1192717],[1203854],[1204016],[1208907],[1225716],[1225878],[1230769],[1241853],[1269441],[1274325],[1277465],[1280678],[1307262],[1321521],[1332475],[1333097],[1354467],[1355089],[1371279],[1399084],[1399246],[1404137],[1437083],[1463177],[1485039],[1528851],[1529473],[1567655],[1658407], [49638,995249],[61093,1071443],[79234,915221],[82483,1192746],[86666,1208936],[91272,1486768],[91780,1230798],[98699,1007244],[110292,1321842],[114461,1333126],[118644,1088880],[120730,1355118],[120947,1616576],[124405,1627664],[124913,1371308],[129283,888550],[133466,1404166],[138072,507710],[138580,699276],[149505,1463498],[150678,1208301],[152205,1729512],[153674,966669],[157048,1485360],[161217,1496644],[161434,1755215],[164892,568575],[165400,770829],[167421,775766],[171590,1529502],[175773,1280707],[177859,801008],[178076,599069],[181534,1819491],[182042,1567684],[190204,1590243],[193170,1336894],[194343,1082728],[194963,1854667],[195535,641748],[195708,855785],[196721,849624],[205640,1626256],[206813,1370673],[209809,877142],[210026,665485],[217998,1658728],[219171,1403531],[220698,1915783],[222167,1152940],[225541,693495],[229710,1691874],[229927,1941486],[233385,517823],[233893,711814],[240171,1718988],[240868,949645],[242016,1971326],[242157,964652],[244919,960486],[246309,744828],[256466,1493432],[259432,1500412],[260605,1242083],[262983,765048],[270944,1782070],[273910,1533270],[275083,1274555],[275703,2033397],[276275,578137],[276448,781927],[277461,1028354],[278634,1280072],[280161,2043921],[286380,1818083],[287553,1567049],[290549,818435],[290766,610409],[296284,1840706],[296425,1070808],[299345,833203],[300384,1086428],[300924,847657],[302973,1081883],[311184,1865191],[317143,1622751],[317840,1104204],[321891,1115045],[333838,1905259],[334535,892500],[335683,2140755],[335824,886533],[338586,1146757],[339976,675852],[342725,1409391],[343898,1156890],[344518,2154716],[350133,1688662],[353099,1695642],[354272,1437313],[356650,709567],[357823,1442830],[362914,1196514],[363454,948800],[379921,1985287],[380618,970619],[384346,1743311],[384487,1230163],[387407,981332],[391035,1241238],[399246,1772967],[403309,2019436],[403450,1006609],[406370,779538],[407067,1526290],[407409,1004792],[407949,773799],[409998,1273710],[414133,2254210],[417036,1032126],[424168,1814578],[424865,1042057],[428916,1306872],[433055,1572909],[434228,1317005],[455327,2095570],[455468,1088245],[458388,853396],[459085,1612852],[462209,1358886],[462749,1103359],[465586,1362995],[479216,1896214],[479913,1125178],[483440,1129856],[483980,887705],[484082,1654995],[485493,2345303],[487922,1655223],[498157,1152095],[504872,1929582],[505013,1162279],[507933,921497],[508630,1440223],[511561,1436468],[518599,1187796],[541349,1214161],[541889,965824],[541991,1740316],[543402,2198632],[545831,1740544],[565737,2007701],[565878,1247600],[568798,1001525],[569495,1244993],[570657,1775023],[572664,1781419],[596062,1289971],[596602,1037262],[596704,1562764],[598115,2455713],[599439,1559371],[600544,1309654],[610779,1312210],[623881,2081894],[624022,1329914],[634268,1858144],[636275,1864540],[662478,1376533],[663018,1120383],[663120,1366388],[664531,2321860],[665855,1645417],[666960,1117827],[667680,1898806],[670430,1904938],[676222,1395853],[693885,1432199],[695892,1691223],[722752,1965075],[725882,1459993],[726422,1200623],[726524,1459765],[736656,1978834],[739406,1984966],[745198,1482659],[755051,2214992],[765438,1236969],[767445,1495993],[773233,2017677],[776156,1525419],[800778,1562602],[803528,1817762],[827008,1583196],[831851,2080931],[833593,1329043],[835710,1589592],[847091,2093811],[850014,1611981],[863008,2107034],[876912,1366226],[879662,1625935],[888320,1654833],[915192,1691845],[943195,1712535],[948234,2190110],[949415,1459603],[952254,1718667],[966439,1740154],[979980,2214029],[995220,1496615],[1007215,1782041],[1065180,1838947],[1071414,1590214],[1088851,1865162],[1102793,2313338] ] cell #1638 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [179756,1043824],[183428,609219],[184258,819212],[211706,1126945],[215949,675373],[216909,894267],[225134,1161220],[232457,710494],[250560,744349],[251520,972386],[262576,1246541],[266894,1005550],[267643,777110],[268179,1259336],[270329,781395],[280906,1289051],[284331,808471],[298306,1327735],[307134,1087186],[307883,850968],[308419,1345382],[310569,855253],[324107,1375613],[327532,884605],[328878,1128936],[330250,889955],[330572,1388598],[346832,919069],[349518,923354],[364993,1197272],[365315,1457967],[372964,1469391],[374961,1213241],[376333,968074],[376655,1475404],[386368,1491253],[395945,999097],[398631,1003382],[401175,1008076],[415444,1541758],[420580,1039512],[437480,1584047],[440655,1326057],[443564,1075357],[449700,1599249],[453193,1089712],[464288,1359644],[464610,1620725],[472259,1632149],[475628,1122633],[493490,1664621],[497181,1670634],[502738,1163746],[528964,1201794],[531530,1723316],[547890,1744162],[551065,1489575],[560110,1759364],[563603,1249067],[583553,1791076],[606112,1823976],[622535,1330275],[652659,1878986],[678201,1909587],[706781,1945635],[717212,1452139],[724418,1966856],[811299,2057716],[893847,2136285],[971966,2207838], [31834,449378,1092773],[45397,534705,1218565],[50357,559788,1252128],[54606,583231,1011137],[56067,417594,799853],[62393,452230,1342594],[62479,625626,1342740],[63309,629181,1347909],[68411,650093,1364166],[69510,655834,1380937],[70434,472540,473856],[74993,681376,1134260],[76754,496859,906641],[77046,344227,692416],[79953,706459,1166807],[81414,519157,714711],[83129,525767,1456857],[83215,522212,1457003],[85230,728098,1473359],[92481,753705,1493793],[93166,756796,1506258],[93372,555412,556580],[93996,760351,1511427],[95172,393239,394351],[99999,400212,1256548],[100085,784266,1256694],[100915,787821,1261863],[102410,414908,792822],[103027,587046,1025576],[106017,808733,1042443],[107116,814474,1294375],[108040,606393,607709],[108877,609481,818821],[109169,434557,612983],[111326,615865,1587741],[111794,834094,1588822],[112000,619261,622349],[120229,857468,1614897],[121376,646896,1619615],[121462,643341,1619761],[122627,865094,1623796],[123326,650994,652137],[123477,868354,1636117],[123688,467755,468802],[128142,884867,1125564],[129929,481534,1132021],[130015,329988,889819],[130794,492954,892095],[131805,675635,892886],[132030,897527,1386553],[134852,496597,906505],[135682,686114,1150151],[139281,923134,1167004],[139966,926225,1419452],[140172,702083,703251],[140796,929780,1424621],[141972,513765,514877],[142291,516471,709926],[142908,710274,933878],[145597,945510,1714349],[146361,720723,723896],[146512,950585,1717933],[146723,525452,528291],[151007,961377,1728091],[154320,539443,1216326],[154406,376071,967938],[155185,372428,970214],[156196,744611,971005],[156641,974949,1743231],[158082,747035,1747856],[158550,748147,1748937],[160329,555803,756393],[160434,389475,555994],[166101,1003162,1252325],[168455,401395,1008759],[168923,1012824,1519284],[169129,777901,780989],[169326,582969,1011001],[169770,577417,779897],[170504,781175,1011334],[174337,587266,1026259],[177358,1036198,1289253],[178505,594156,1292136],[178591,420318,1039376],[179370,605576,1041652],[180455,809634,810777],[180606,1047084,1550071],[180817,601608,602655],[185892,826327,826722],[187439,1067509,1840626],[188287,621572,833691],[188392,442553,621763],[192813,1078593,1850028],[193728,1083668,1853612],[193939,447917,450944],[197755,453413,1090395],[198223,1094460,1605846],[198429,851759,854847],[198626,449116,1092637],[199070,641028,853755],[199804,855033,1092970],[200166,1097224,1867989],[201732,644556,1870019],[202647,859238,1873603],[202858,314410,649420],[204882,468323,652223],[207142,869466,1883761],[209308,1119319,1375815],[210455,660572,1378698],[210541,475366,1122497],[211320,471723,1124773],[212951,886641,1129138],[214090,1131781,1388800],[214854,890152,893325],[215005,1136856,1649033],[215216,672123,674962],[215481,681596,1134943],[219500,1147648,1914362],[226575,502958,1164429],[227043,348321,922362],[227446,706197,1166671],[227890,700645,921856],[228822,702474,925822],[228927,510001,702665],[235431,717035,943060],[236321,361199,720390],[236905,1193368,1962246],[238228,527812,723982],[239814,1198439,1458169],[241111,724838,1461038],[241197,528702,1201658],[243327,1205002,1971246],[244280,533071,536367],[247562,964760,1213443],[248701,1216086,1475606],[249465,968271,971444],[249616,1221161,1734354],[249827,741099,743938],[250092,534925,1219248],[254654,383086,752933],[257239,553974,1234712],[259075,758011,1999585],[259990,987376,2003169],[260201,390592,558327],[264017,563823,1249750],[264485,397434,1002390],[264888,559526,1251992],[265332,772198,1001884],[266632,1005057,1005452],[269027,780212,1012421],[269132,576406,780403],[273553,1270420,2028758],[274468,1275495,2032342],[274679,581770,584797],[278963,1286287,1797673],[279810,592437,593010],[282472,283598,808060],[283387,422225,1042968],[283863,814694,1295058],[285622,602176,810863],[287882,1048196,2062491],[293187,435862,1064721],[293964,826820,1583116],[294370,437044,830029],[294849,618470,1326871],[297770,1070916,1326259],[299903,622755,1330958],[301413,445584,624843],[301997,1333748,2086490],[303320,627395,630959],[304906,1338819,1599451],[305459,844683,2091100],[306289,451695,1096286],[306872,1086693,1087088],[309267,854070,1094057],[309372,640017,854261],[313293,460494,860646],[315200,461219,864238],[316786,1360811,1620927],[318169,649831,1364030],[321252,468977,654200],[323136,323837,473494],[325673,326799,884194],[326588,477273,1126089],[327064,656054,1381620],[329098,886464,1129331],[331895,674483,893411],[336994,1400232,2140675],[337947,679742,683038],[342368,1411316,1670836],[343283,1416391,1920625],[343494,688638,691665],[352742,927440,2169014],[353657,1173647,2172598],[353868,511118,704998],[358152,517960,937084],[358999,519844,715665],[360066,942665,1712319],[361008,521809,945750],[361785,720526,1457612],[364731,1196779,1197174],[369028,531094,727264],[369507,530768,1214055],[374199,374772,974048],[374561,537799,1223052],[375181,964583,1213636],[377978,743459,971530],[382432,547454,978158],[382911,749640,1490389],[385832,1230271,1489777],[387965,753925,1494476],[391382,556719,758565],[392968,1502337,1759566],[408438,579437,783483],[409022,1530124,2245130],[410345,786035,789599],[411931,1535195,1791278],[412484,1023413,2249740],[413314,585548,1014650],[416397,795125,798421],[428277,602830,812840],[430161,430862,607347],[432698,433824,821736],[433613,611126,1058614],[436958,829346,1587407],[440875,1070739,1326452],[445393,625223,836597],[446170,624979,1343349],[460303,642938,1100309],[461080,860782,1620370],[464026,1359151,1359546],[489554,677765,896693],[490033,677439,1129750],[494725,495298,895929],[495087,684470,1138747],[498504,909057,912621],[500643,1158237,2354509],[511908,703390,927994],[513494,1697567,1945837],[531008,726581,1473025],[547368,977475,1747522],[551285,1230094,1489970],[579246,783863,1015327],[580023,783619,1257303],[677679,896010,1386219] ] cell #1639 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [139267,923094],[142224,516118],[142894,710234],[166087,1003122],[169703,577064],[170490,781135],[177344,1036158],[183414,609054],[199003,640675],[199790,854993],[209294,1119279],[212937,886601],[213602,671277],[214076,1131741],[215935,675208],[224872,1160660],[227823,700292],[239800,1198399],[247548,964720],[248213,740253],[248687,1216046],[250546,744184],[262314,1245981],[265265,771845],[266382,1004990],[267629,777005],[267917,1258776],[281984,804375],[284317,808306],[297756,1070876],[298044,1327175],[304892,1338779],[306622,1086626],[307869,850863],[308157,1344822],[316772,1360771],[325185,880509],[327518,884440],[329738,889076],[342354,1411276],[346818,918964],[361552,1453118],[364481,1196712],[367104,953101],[372702,1468831],[375821,967195],[385818,1230231],[386106,1490693],[392954,1502297],[395931,998992],[411917,1535155],[415182,1541198],[420068,1038633],[443550,1075252],[445937,1594400],[460847,1615876],[463776,1359084],[471997,1631589],[475116,1121754],[493228,1664061],[513480,1697527],[528452,1200915],[556347,1754515],[579790,1786227],[605850,1823416],[615216,1321142],[622116,1845318],[703018,1940786],[780756,2024048],[854614,2100182], [21603,372414,970109],[31708,448866,1091894],[35484,471709,1124668],[38697,492940,891990],[39723,344213,691744],[44641,374921,1213231],[44713,531349,1213376],[45383,534665,1218555],[49360,553960,1234607],[50231,559276,1251249],[54480,582719,1010258],[55812,414894,792717],[55944,279743,592155],[58256,605562,1041547],[59282,434543,824842],[60765,440615,1326047],[60837,437299,1326192],[62465,625586,1342730],[68285,649581,1363287],[68826,652478,1375748],[69496,655794,1380927],[74237,328838,1128926],[74309,678020,1129071],[74979,681336,1134250],[76126,341880,685883],[76628,496347,905762],[78956,700631,1167802],[79116,514863,708104],[79827,705947,1165928],[81159,516457,934676],[81291,358932,715383],[83201,522172,1456993],[83592,724237,1458102],[90488,746386,1484660],[91452,551025,1489565],[91524,547709,1489710],[92467,753665,1493783],[93152,756756,1506248],[96872,772184,1253123],[97032,394337,561433],[98371,401135,1008066],[98443,267290,776938],[99063,411443,779051],[99865,577403,1012132],[100071,784226,1256684],[102343,414555,792650],[103013,587006,1025566],[104380,602641,810432],[105891,808221,1295478],[106180,430795,607065],[106432,811118,1289186],[107102,814434,1294365],[108249,432210,818981],[108751,608969,1055319],[110994,829108,1585026],[111780,834054,1588812],[115570,844502,1599384],[118316,453153,1089702],[118388,307530,850796],[119008,304418,852909],[119810,641014,1093768],[120215,857428,1614887],[121448,643301,1619751],[121839,644375,1620860],[126505,468788,651792],[128016,884355,1382040],[128305,323770,473212],[129818,674948,890950],[130001,329823,889759],[130392,893666,1388733],[130727,492601,891923],[131074,487630,893046],[131679,675123,1135363],[134838,496432,906445],[136993,702521,924699],[137288,915815,1419517],[137355,510383,702243],[138252,502698,1163736],[138324,346479,918897],[138944,513006,921010],[139952,926185,1419442],[145583,945470,1714339],[147662,528277,721521],[150207,956391,1724295],[150993,961337,1728081],[154209,743924,969069],[154392,375906,967878],[154783,971785,1475539],[155118,372075,970042],[155465,545539,971165],[156070,744099,1219668],[156379,974389,1742957],[157750,548854,1745141],[158536,748107,1748927],[162326,757830,1759499],[163813,555850,755270],[164108,995843,1506323],[164175,389857,555572],[165072,563563,1249057],[165144,395592,998925],[165764,392480,1001038],[167129,773856,1256759],[167828,780259,1009179],[168123,1007838,1519349],[168190,576788,778061],[168909,1012784,1519274],[169312,582804,1010941],[172699,1023232,1791211],[176971,810724,810734],[177076,602104,602341],[178577,420153,1039316],[178968,282190,807509],[179303,605223,1041480],[179650,600252,1042603],[187177,1066949,1840352],[189438,621619,830449],[189733,1072037,1588887],[189800,442935,619421],[190838,622495,1330265],[190910,443211,1075185],[192799,1078553,1850018],[196429,847714,1342805],[197128,854117,1090815],[197423,1089474,1605911],[197490,640399,851919],[198209,1094420,1605836],[198612,448951,1092577],[204718,466399,1107660],[206342,653623,1879965],[207128,869426,1883751],[208921,652084,652094],[209026,468251,468488],[210527,475201,1122437],[210918,325391,883643],[211253,471370,1124601],[211600,666668,1125724],[212598,886511,1129001],[213703,893272,893282],[213808,674411,674648],[218700,1142662,1910566],[219486,1147608,1914352],[223276,1158056,1670769],[223958,501149,501216],[224783,702605,702869],[226243,226310,700016],[227029,347017,922302],[227432,706032,1166611],[230819,927259,1945770],[235596,717082,942730],[235896,717172,1452129],[236703,524606,1197527],[239326,948857,1457068],[239427,723843,723853],[239532,527740,527977],[241183,528537,1201598],[243065,1204442,1970972],[245621,1209530,1728156],[245688,371088,373783],[246097,734349,1975938],[246798,373917,973497],[247209,964630,1213306],[248314,971391,971401],[248419,743387,743624],[253888,256062,553345],[255995,1231392,1749002],[257172,553621,1234540],[262061,394027,394094],[262225,555934,556198],[263685,263752,771569],[264471,396130,1002330],[264874,559361,1251932],[266467,1005399,1005409],[267828,780343,780607],[273539,1270380,2028748],[278163,1281301,1797738],[278230,589326,592021],[278949,1286247,1797663],[287082,812263,2058695],[287868,1048156,2062481],[291658,432416,821185],[292340,613771,613838],[293234,826260,1582842],[293582,826669,826679],[294298,294535,618298],[294835,618365,1326811],[297417,1070786,1326122],[297955,621703,621967],[301795,445162,1087441],[304624,447366,450373],[305965,306032,856525],[306275,451023,1096226],[306707,1087035,1087045],[308068,854201,854465],[313675,645735,1359899],[313839,316504,648869],[316298,1103416,1619826],[318155,649666,1363970],[320486,322660,470383],[322593,1371902,1883826],[336732,1399672,2140401],[339288,1404760,1914427],[339355,491614,494309],[339764,903778,2145367],[340465,494443,895378],[342086,688087,691094],[355728,514553,514620],[357352,357419,712554],[358138,516656,937024],[360013,360023,942655],[361055,719647,1456633],[361139,361403,720330],[364566,1197121,1197131],[368956,369193,530596],[369493,530663,1213995],[372613,533011,536307],[382360,382597,749468],[382897,749535,1490329],[383026,386017,752873],[385479,1230141,1489640],[390021,392686,557776],[408820,579015,1005805],[411649,581219,584226],[412990,413057,782667],[413300,584876,1014590],[415093,795065,798361],[418214,1033344,2258822],[427511,429685,604236],[429618,1568278,2062556],[436905,436915,829336],[445440,624100,1342370],[445524,445788,624783],[460350,859903,1619391],[460434,460698,860586],[463861,1359493,1359503],[468917,471908,654140],[489482,489719,677267],[490019,677334,1129690],[493139,679682,682978],[510547,513212,704447],[530955,530965,726571],[547315,547325,977465],[579293,782740,1256324],[579377,579641,783423],[602770,605761,812780],[677626,677636,896000] ] cell #1640 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [142519],[170333],[183759],[199633],[214759],[216683],[228453],[232747],[249370],[251294],[265895],[268938],[271095],[283141],[285065],[309178],[311335],[326342],[328266],[329338],[331156],[348127],[350284],[367708],[375421],[377239],[397240],[399397],[400446],[419668],[421486],[441115],[444227],[452464],[474716],[476534],[482957],[502009],[526001],[527190],[529159],[540866],[551525],[562874],[571987],[615137],[620876],[630604],[635598],[647130],[648319],[687537],[718254],[733109],[752046],[761774],[789244],[794238],[838519],[858510],[873365],[902538],[931203],[986648],[1017249],[1052095],[1073064],[1172919],[1264891],[1350937], [35806,125861,328607],[40412,139454,348719],[50021,160832,395350],[50771,163412,399906],[51459,166274,397832],[52456,168657,268800],[56788,179871,422565],[58578,182990,285406],[61967,188790,442181],[64473,199977,452093],[65032,197957,309040],[69121,205222,474592],[69227,205360,474967],[71009,211821,477613],[72382,214684,331520],[77803,226777,347989],[77986,228112,505457],[79617,229325,346237],[80367,231905,350793],[81055,143081,518358],[81481,234205,234841],[84495,238568,527066],[84601,238706,527441],[86978,250081,250294],[87614,251635,538139],[88383,249295,377603],[93407,257382,562605],[93497,257746,562967],[95719,264219,397102],[95902,265554,566322],[97553,268426,402726],[99573,269530,402701],[102079,170677,585946],[102638,174326,174539],[103950,176085,176721],[104505,283066,421850],[106727,285962,419544],[106833,286100,419919],[108541,290164,291373],[108615,184373,611466],[109291,291947,292744],[112773,296505,620607],[112863,296869,620969],[113204,300105,444089],[114076,307288,627170],[115285,198831,310323],[115859,309983,310248],[116656,311844,632937],[117498,308666,454744],[119518,309770,454719],[123767,318405,659509],[125225,327053,327266],[126630,326267,476898],[128520,329064,480768],[131295,332235,482833],[131401,332373,483208],[131639,333597,334956],[133778,215470,215683],[134414,217024,684810],[135057,221782,222991],[135183,221442,221707],[136885,223565,224362],[137434,347615,504289],[140207,351049,501740],[140297,351413,502102],[142625,356370,357782],[142702,233591,712993],[144341,360328,716854],[146266,365147,523756],[147681,363596,722785],[148190,367633,529523],[149225,375672,729721],[150637,250349,379088],[151232,378555,378576],[152911,375147,538677],[155686,378318,540742],[155792,378456,541117],[156030,379680,381039],[159960,387954,388167],[162041,265093,398385],[162615,398045,398310],[164254,396728,565154],[169531,172414,270083],[169902,403530,571718],[169992,403894,572080],[170439,405458,407026],[171205,267048,785810],[172988,269743,270008],[173785,271604,791577],[174594,277181,278593],[174627,276648,276669],[180215,284826,423927],[180896,425430,593093],[182354,283852,284065],[183669,431005,432886],[186017,436168,826453],[188198,441366,617488],[188965,440841,619876],[190355,443715,623298],[191120,452195,838843],[191446,452570,452591],[193001,309864,456259],[199202,455548,635329],[199292,455912,635691],[199739,457476,459044],[202401,460212,464442],[204086,318374,467003],[204325,466663,466928],[206772,327321,478383],[207367,477850,477871],[212165,328027,478975],[212834,480854,667590],[215738,219130,333005],[216174,484122,669455],[216593,485714,487753],[217718,329589,899150],[219725,332472,332493],[221323,340675,342556],[227651,230534,349272],[228559,350092,507021],[231108,348932,349197],[235671,521466,717115],[237489,525732,718578],[237815,526107,526128],[241697,375285,538831],[247445,538763,736566],[250785,542031,738431],[251204,543623,545662],[254460,547186,551776],[255227,551251,751046],[256425,388222,554637],[256617,554104,554125],[257708,562980,563001],[259263,397926,566669],[266001,399205,567886],[266757,570021,773174],[266823,570177,570428],[269624,273741,404241],[271860,400177,1017573],[272186,400552,400573],[284120,287512,423335],[284975,423999,598336],[288107,422802,422823],[293421,614794,826200],[295965,440979,620030],[296831,620982,621003],[297653,619962,831761],[306997,633632,847032],[307063,633788,634039],[312643,642574,642595],[314461,641825,646861],[314787,647236,647257],[316974,466544,650288],[318669,474580,659960],[328176,479047,664752],[329202,335364,480922],[346012,502252,693405],[348813,352930,505804],[351375,502115,502136],[362431,719327,719348],[363860,527054,723236],[364856,722116,948175],[364922,722272,722523],[371489,733215,733236],[381483,745593,745964],[381726,547007,746307],[384027,551389,751200],[384893,752152,752173],[385715,751132,979890],[395125,563117,764958],[402476,572230,775676],[403856,572093,572114],[419532,425694,593544],[438134,828315,828686],[438377,617309,829029],[441956,621119,833113],[446816,839592,839613],[448245,630468,843501],[454494,635841,849534],[455874,635704,635725],[463155,648183,863492],[464151,862372,1102734],[464217,862528,862779],[470784,873471,873492],[482821,484386,669906],[492015,902644,902665],[532184,955598,955969],[532427,729542,956312],[536006,733352,960396],[540730,542295,738882],[548787,748479,977158],[552366,752289,981242],[558655,761638,991630],[580669,1018322,1018343],[582098,789108,1022231],[588347,794481,1028264],[589727,794344,794365],[604637,1052201,1052222],[653556,869798,1110871],[657135,873608,1114955],[678855,1141869,1142240],[679098,898971,1142583],[682677,902781,1146667],[687401,688966,908311],[705326,931067,1177901],[734282,961709,1210557],[812196,1048528,1302698],[815775,1052338,1306782],[903711,1147980,1405787],[1033277,1286619,1547313], [23318,92455,92654,255052,388241,552591],[24567,50790,95160,261429,266239,562503],[29684,111528,187428,188060,440991,617321],[34016,122382,122742,315540,466556,648195],[35380,69683,125588,321650,327340,657360],[41661,80386,141960,228797,355096,709174],[42786,146191,237142,237853,526094,719314],[45008,85432,149087,243316,375297,729554],[45570,46186,87341,244678,250368,536231],[48207,156630,158284,254322,547019,551401],[48390,159166,159619,384931,554091,752139],[50095,94111,162869,391722,397938,761650],[58152,107289,182717,284139,428675,816000],[59401,109310,184935,185422,435052,612828],[59947,187686,294913,295701,619579,828222],[62810,114001,191484,302234,452557,839579],[63424,64230,116113,303660,309876,630480],[66899,200403,202326,314825,642561,647223],[69304,124611,207758,470822,477837,873458],[74604,132232,217580,329214,336983,898983],[75166,75782,134141,215757,338345,682902],[77336,136359,136846,136904,500206,501565],[79691,140911,231362,348825,512248,931079],[81720,235397,360172,360242,716742,942579],[85520,148713,241433,369571,538380,955505],[86364,87379,151623,371527,378542,733202],[90634,251807,253948,383763,745500,750749],[100416,171130,272224,400539,409259,1018309],[101030,101836,173242,269636,410685,789120],[103001,103200,103816,174613,416795,588572],[106910,181740,288498,422789,604675,1052188],[132320,217206,335100,480471,490097,1141776],[133164,134179,220116,332459,492053,902631],[135437,135797,136603,221335,498844,687413],[175018,175471,176486,276635,589765,794331] ] cell #1641 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [156369],[157429],[157704],[187167],[200214],[201367],[206021],[206296],[236953],[243055],[245776],[246051],[252011],[257557],[258710],[286761],[287036],[295117],[296680],[300717],[302045],[305094],[318609],[336722],[339443],[339718],[351224],[352377],[363247],[363800],[368011],[368322],[369775],[371338],[384742],[403705],[407742],[409070],[412119],[417893],[418168],[425634],[438996],[439307],[448185],[455723],[462542],[463095],[470633],[483773],[484326],[488537],[488848],[490301],[491864],[495901],[500278],[505268],[533357],[541682],[542235],[549406],[549717],[558595],[566133],[572849],[573160],[574922],[582038],[586249],[586560],[589576],[596395],[596948],[604486],[632748],[636460],[636771],[638533],[654486],[662811],[663364],[672604],[672915],[680028],[688906],[696077],[696388],[698150],[705266],[712804],[726215],[727613],[735735],[741580],[741891],[753219],[767630],[767941],[769703],[776716],[791388],[795411],[805702],[806013],[813126],[822004],[830378],[835895],[836206],[836632],[837654],[850574],[866471],[881836],[882147],[897042],[905164],[911320],[918675],[922648],[937370],[943454],[945785],[946807],[953243],[953365],[978507],[984024],[984335],[998703],[1002676],[1014936],[1015362],[1016384],[1040218],[1060877],[1064756],[1067769],[1067891],[1074963],[1075515],[1096572],[1098013],[1100344],[1101366],[1123339],[1133078],[1139514],[1139636],[1170606],[1191171],[1194157],[1194241],[1212456],[1217383],[1224111],[1227124],[1227246],[1255927],[1259718],[1267342],[1293193],[1315166],[1322797],[1334537],[1345764],[1353543],[1356613],[1379755],[1389471],[1407686],[1422476],[1453651],[1462095],[1464453],[1476277],[1509282],[1530913],[1552989],[1591805],[1594933],[1639035],[1659683],[1712728],[1720785],[1786760],[1839096],[1960667] ] cell #1642 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [78154],[96070],[104750],[116824],[126875],[137060],[137124],[137834],[142870],[152321],[163880],[163944],[164654],[167895],[167959],[173953],[177143],[184004],[189505],[189569],[191602],[195297],[197195],[197259],[209093],[213875],[220814],[232437],[233147],[236493],[237971],[239599],[241952],[245393],[245457],[248486],[255767],[255831],[270309],[272342],[276037],[277935],[277999],[289833],[294209],[296220],[300362],[301585],[303063],[304691],[310549],[313465],[314943],[316571],[322365],[322429],[331638],[333266],[335619],[339060],[339124],[342153],[349498],[362892],[368867],[370878],[377721],[379349],[382271],[383494],[384282],[389647],[391125],[392753],[398611],[403245],[407387],[408610],[410088],[411716],[417574],[421968],[423596],[429390],[429454],[442725],[447277],[455263],[461325],[462187],[465676],[468162],[469385],[470173],[473836],[477016],[478644],[483418],[489393],[491404],[498247],[499875],[504808],[510173],[511651],[513279],[519137],[527651],[529641],[536775],[541327],[553135],[555703],[556825],[557687],[562172],[565673],[576578],[581130],[589116],[596040],[599529],[602015],[603238],[604026],[607689],[610869],[612497],[616169],[619552],[623817],[631065],[640189],[648780],[651322],[651964],[662456],[665945],[674322],[676312],[683446],[687998],[699806],[702374],[703496],[704358],[708843],[712344],[721051],[721693],[725860],[728402],[743298],[745288],[747339],[755295],[755522],[771359],[774809],[778192],[782457],[789705],[798829],[807420],[809962],[810604],[821096],[826986],[830474],[830701],[848667],[852050],[856315],[866803],[883554],[890480],[891122],[895289],[897831],[912727],[916768],[924724],[924951],[942755],[946849],[959529],[968599],[969241],[973408],[996796],[1005716],[1009204],[1009431],[1027397],[1045533],[1064765],[1074096],[1087352],[1090840],[1091067],[1114088],[1129026],[1133120],[1145800],[1197438],[1213331],[1217425],[1233451],[1256592],[1305915],[1326147],[1342638],[1359810],[1456901],[1489665],[1619659], [48558,159490],[50806,163580],[67144,203442],[69472,208082],[70188,208456],[80402,232073],[87547,151947],[90260,381329],[90324,252258],[91034,255659],[93273,257864],[93742,260785],[107078,288822],[107794,289196],[109326,292912],[110766,437980],[110830,295364],[111901,296987],[116377,194523],[120014,312527],[123457,318856],[124167,322257],[134347,220440],[136920,224530],[140073,351531],[140542,354452],[143586,359466],[145382,362315],[146492,364047],[149117,241884],[149979,532030],[150043,370022],[151114,371645],[151967,245285],[158657,385049],[160501,388709],[169030,404012],[173506,275263],[175342,176654],[176853,280277],[180586,425881],[181296,429282],[183535,431487],[188090,296152],[188459,440137],[191538,300647],[192598,446700],[193708,448432],[198330,456030],[202627,463342],[207249,470940],[214985,484573],[216056,486196],[217610,335551],[218472,678701],[218536,490548],[219607,492171],[220460,338952],[221749,341157],[222347,224083],[227150,505575],[228994,509235],[237907,363177],[241581,367925],[244347,534187],[249596,542482],[250667,544105],[254352,384214],[254721,550547],[259970,558842],[261444,561176],[264592,566440],[268830,403177],[269199,573990],[270050,404723],[272278,407672],[273338,580553],[274448,582285],[276857,277073],[277827,279923],[279070,589883],[283367,597195],[284438,598818],[287989,604793],[295849,438910],[306396,633055],[309070,455195],[309439,637601],[310290,456741],[314879,462472],[321319,655316],[326568,663611],[327639,665234],[331574,483703],[332681,332897],[335248,488451],[338014,680858],[340835,341093],[343263,689153],[344334,690776],[348019,504740],[348388,697218],[349239,506286],[353637,705513],[355111,707847],[358259,713111],[371113,731785],[374541,735982],[377657,541612],[378764,378980],[383911,549320],[394458,764225],[397132,565605],[397501,768771],[398352,567151],[402874,572763],[404401,404659],[413421,791695],[416464,796241],[421904,596325],[423011,423227],[428344,813956],[433593,822251],[434664,823874],[435067,824585],[444119,623749],[445293,839866],[447166,841316],[451762,846410],[454892,636374],[456419,456677],[466970,650770],[470408,872041],[476952,662741],[478059,478275],[491639,901214],[495067,905411],[501580,914717],[504437,695991],[505964,506222],[514984,933654],[518027,938200],[524737,719601],[529577,726145],[530193,956131],[530835,956540],[532790,957984],[553370,750722],[554313,554529],[557576,989445],[565302,767544],[566829,567087],[579146,1018596],[581019,1020046],[585615,1025140],[589351,1030780],[604261,1050771],[617895,828848],[618537,829257],[623446,835809],[624125,1077739],[624352,1078254],[642848,645866],[648669,861307],[650448,650706],[653919,1112543],[676864,1142402],[677506,1142811],[679461,1144255],[687887,1154870],[704247,1175716],[717333,943368],[719672,944656],[719899,945171],[726547,1204153],[746126,749065],[746535,749707],[752652,978830],[782765,1269566],[782992,1270081],[794844,1282894],[812559,1304370],[826285,1064682],[829312,1066660],[856614,859928],[857129,860155],[895976,1399383],[942631,1191122],[974100,977441] ] cell #1643 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [228006,1169135],[232470,710480],[233485,934969],[265448,1254456],[270342,781381],[271498,1013465],[281200,1289596],[289881,819409],[310582,855239],[311738,1095101],[324401,1376158],[329438,1129481],[330263,887833],[330866,1389143],[333314,894464],[345747,1419186],[349531,923340],[365609,1458512],[375521,1213786],[376346,965952],[376949,1475949],[379397,972583],[394860,1505992],[398644,1003368],[400252,1256428],[401735,1006739],[402211,1519018],[420593,1037390],[423644,1044021],[441215,1326602],[441691,1588556],[449994,1599794],[452270,1342474],[453753,1088375],[454229,1605580],[464904,1621270],[475641,1120511],[478692,1127142],[481574,1129786],[497475,1671179],[503298,1162409],[522531,1713303],[525807,1456737],[528977,1200751],[535741,1727825],[539483,1214091],[551625,1490120],[552101,1748671],[560404,1759909],[564163,1247730],[583847,1791621],[588082,1797407],[594196,1289901],[623095,1330044],[625945,1848982],[643660,1868973],[646936,1619495],[656870,1883495],[660612,1376463],[682412,1914096],[707075,1946180],[724878,1459923],[757115,1998539],[784585,2027712],[815510,2062225],[826860,1583001],[834413,2082561],[926544,2167968],[1013143,2241201],[1094779,2307617], [45542,535265,1208431],[63322,629221,1336824],[69655,656394,1370803],[75138,681936,1403661],[85149,538449,1473110],[85243,728138,1462467],[86258,731881,1467443],[92626,754265,1493562],[94009,760391,1500342],[100928,787861,1533200],[103172,587606,1280202],[107261,815034,1567179],[111245,619648,1587492],[111339,615905,1585685],[113793,838133,1593094],[122640,865134,1622681],[123490,868394,1625225],[124505,872137,1630201],[131949,480540,1386304],[132043,897567,1657697],[133058,901310,1662673],[135695,686154,1409321],[136331,499923,1158854],[139426,923694,1688792],[140809,929820,1695572],[143053,710834,1442960],[145983,717868,1714952],[146525,950625,1715927],[156654,974989,1743116],[158001,750818,1747607],[158095,747075,1745800],[159513,982864,1750710],[160549,986262,1753209],[166246,1003722,1773097],[168374,570759,1257388],[168468,401381,1006592],[170649,781735,1526420],[170922,1016863,1784921],[174350,587252,1280055],[175365,793010,1539810],[175983,417607,1033969],[179769,1043864,1814508],[180619,1047124,1817052],[181634,1050867,1822028],[184271,819252,1572839],[184907,612545,1318969],[187452,1067549,1840511],[188507,1072678,1842092],[193741,1083708,1851606],[197674,634370,1343434],[197768,453399,1088228],[199949,855593,1612982],[200460,1097769,1868124],[202118,858124,1870622],[202660,859278,1871597],[211719,1126985,1896144],[214476,481731,1130454],[214795,894106,1394811],[215018,1136896,1902198],[215494,681582,1403514],[216922,894307,1655153],[221499,686311,1409989],[221593,496872,1152223],[225147,1161260,1929387],[226494,693987,1420146],[226588,502944,1162262],[228769,708891,1179700],[229042,1172533,1939480],[234103,519170,1189639],[237199,1193913,1962381],[243340,1205042,1971131],[244395,1210171,1972712],[249087,539640,1214759],[249406,972225,1481617],[249629,1221201,1982226],[250105,534911,1208284],[251533,972426,1740474],[252080,1223956,1988334],[253714,748466,1990068],[254769,976772,1991649],[260003,987416,2001163],[262589,1246581,2007506],[263936,765540,1506952],[264030,563809,1247583],[266211,562220,993429],[266907,1005590,1774828],[268192,1259376,2019241],[268446,1012477,1524403],[269247,1264505,2020822],[269800,788018,1533868],[269894,583244,1273838],[274481,1275535,2030336],[282858,594353,1290569],[283177,811558,1301678],[283400,595325,1042960],[283876,814680,1567032],[285304,607722,1053960],[289975,609494,1312338],[295186,1322642,2078466],[298319,1327775,2081699],[299822,834735,1590595],[299916,622741,1329897],[302291,1334293,2086625],[307147,1087226,1857949],[308432,1345422,2095375],[308686,1094113,1610965],[309487,1350551,2096956],[310040,629378,1337492],[310134,449391,1082011],[320312,869785,2113090],[321367,1110485,2114671],[326059,660769,1377131],[326378,652918,1109851],[326601,661741,1126081],[327077,656040,1370656],[328505,473869,875230],[329084,1129387,1647171],[331119,1136479,1393969],[333408,675648,1395981],[337007,1400272,2140560],[338062,1405401,2142141],[343296,1416431,2151655],[346096,703264,1173069],[347381,504123,922961],[347635,925878,1431183],[348436,695178,1168157],[348989,929977,1696240],[349083,706472,1436596],[353670,1173687,2170592],[360847,943210,1712454],[361798,718404,1457604],[365006,1197312,1964880],[367425,725035,1460591],[367744,724677,1199581],[369844,1464298,2195204],[372977,1469431,2198437],[373609,961696,2199299],[374574,734974,1223044],[375167,1213692,1732492],[377202,1220784,1480775],[379491,744624,1482787],[386381,1491293,2214797],[387978,753911,1493415],[395209,556593,986798],[396494,564988,1002989],[396748,756449,1235953],[397549,766731,1253478],[398102,760548,1501010],[398196,559801,1241366],[400409,1256938,1517435],[402560,781002,1265041],[409316,1530669,2245265],[415457,1541798,2254015],[416512,1546927,2255596],[419414,810855,1047470],[421449,1046707,1300836],[423738,808746,1559499],[427337,1048515,2271730],[428392,1302312,2273311],[433626,820381,1058606],[435918,1064601,1838777],[437036,616251,827862],[437739,828009,1588274],[440861,1326508,1843151],[442040,622362,1073214],[443735,833747,1328027],[446183,838669,1343341],[451387,632391,1096885],[451810,845300,1352440],[452427,1342984,1603997],[454578,854860,1351087],[461093,858660,1620362],[464301,1359684,2106839],[466720,865291,1623349],[466814,650106,1363123],[472272,1632189,2321665],[474462,652215,868740],[476497,867977,1109009],[478786,884880,1645545],[482703,893403,1137242],[490370,1659528,2341875],[493503,1664661,2345108],[494135,1147967,2345970],[495100,904403,1138739],[500017,692108,914053],[501972,925888,1172882],[517020,711659,937683],[518075,936160,1184578],[520723,716392,1191074],[521486,943116,1451941],[521865,943515,1716601],[521875,718217,944183],[525964,1457247,1717165],[526936,723974,950971],[529122,950208,1198739],[531086,728484,955145],[531789,955292,1473892],[533670,536090,734595],[540612,971522,1221547],[547446,747421,975991],[548149,976138,1748389],[549100,552450,753532],[551271,1490026,1992708],[561797,562314,763561],[562837,756459,986611],[571950,1012487,1264854],[580036,1017399,1257295],[585240,791031,1015249],[585663,1024030,1266394],[588431,795724,1033590],[591847,1286606,2441470],[606125,1824016,2455518],[612639,825206,1063610],[615100,1065111,1321059],[615488,827167,1065561],[620839,833757,1073027],[625279,1076598,1603433],[625289,838482,1077266],[627387,630350,844239],[635561,1094123,1350900],[642994,1098074,1872271],[643004,858473,1098742],[644112,648065,864230],[647093,1620005,1872835],[653869,654799,657219],[677757,897913,1141416],[678460,1141563,1387086],[680341,682761,904024],[687283,909049,1157793],[708468,708985,932990],[727721,954450,1203054],[729913,733072,961040],[746658,975296,1224916],[747810,752009,981886],[757567,758557,761520],[783919,1268425,1516871],[783929,1017212,1269093],[786027,788990,1022969],[794201,1028908,1285950],[812509,813439,815859],[869129,870169,873328],[897150,1140721,1398284],[899342,902501,1147311],[926996,927986,930949],[1047859,1048899,1052058] ] cell #1644 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80628,233041],[99245,271389],[108146,290537],[119190,311629],[129322,331807],[130971,334523],[139126,350578],[142069,356484],[153713,377890],[155362,380606],[165946,399691],[167629,403438],[169548,406204],[177898,422137],[179547,424853],[196929,455456],[198848,458222],[209848,477185],[211497,479901],[212770,481108],[213099,483286],[225749,505001],[227668,507767],[240907,529810],[247381,539017],[247710,541195],[263191,565866],[265110,568632],[266430,569975],[281152,593730],[281481,595908],[297589,620216],[299553,624010],[306670,633586],[324353,660146],[324682,662324],[330818,670092],[345619,693203],[364529,722070],[365561,723422],[366601,725728],[376901,739068],[385651,751386],[394732,764756],[402083,775474],[436451,826782],[441563,832911],[449946,843687],[454101,849332],[463824,862326],[464856,863678],[497427,908497],[522398,944305],[535613,960194],[551973,981040],[560356,991816],[583799,1022417],[587954,1028062],[625812,1077388],[643527,1098864],[656742,1114753],[682284,1146465],[707027,1178087],[756982,1236743],[784452,1269215],[815382,1306580],[834280,1328817],[926411,1431973],[1013010,1525193],[1094646,1611755], [16342,70230,208786],[24018,93668,258033],[24583,94918,261958],[27514,176319,176895],[28829,107836,289526],[30431,113034,297156],[34953,124061,318863],[35070,124081,319117],[39293,221815,222206],[39858,223855,224598],[41112,140468,351700],[41677,141718,355625],[42243,143628,234439],[43634,147975,364054],[43751,147995,364308],[45755,151956,371814],[48954,159499,385218],[49581,160911,388292],[49626,161205,388702],[50815,163758,394061],[53203,170163,404181],[53373,270116,275122],[55281,174921,276864],[55398,277233,277669],[57725,181190,425888],[57842,181210,426142],[58852,183930,290588],[59417,185180,292237],[60241,295371,296159],[61036,189898,439720],[61081,190192,440130],[63658,194530,448439],[65779,199463,456199],[65949,194382,310356],[67747,203449,463349],[68671,205474,467071],[69868,208091,471109],[73230,216468,484580],[73347,216488,484834],[73448,220019,332688],[73565,333057,338794],[73743,216854,334574],[75351,220449,492340],[75978,340686,341377],[76023,222155,340828],[78550,226277,505744],[78720,349305,354311],[79177,229404,508818],[79222,229698,509228],[80411,232251,514587],[80745,233061,356858],[81876,235635,521062],[82471,362308,363170],[83437,240005,524768],[85814,241891,370029],[86654,245278,534180],[89231,251079,542489],[89348,251099,542743],[89449,151526,378771],[89566,245127,379140],[89744,251465,380657],[90928,252265,384221],[91768,255652,550540],[94345,260792,558849],[96466,263719,566609],[96636,260644,398418],[97847,98501,403184],[98642,270638,573573],[98687,270932,573983],[98915,404252,410940],[98960,275071,404394],[99362,271409,406578],[101264,275270,582292],[102188,277295,413537],[103385,175351,590052],[105353,179026,597202],[105571,288401,423018],[105688,423387,429124],[105866,285236,424904],[106277,286214,600924],[107474,288831,604962],[108101,290243,431707],[109335,185120,613805],[109756,293667,614686],[110126,437831,438761],[114449,300640,446693],[117002,305999,633224],[117792,118446,455202],[118587,310878,637184],[118632,311172,637594],[118860,303915,456270],[118905,194331,456412],[119307,311649,458596],[120718,312520,462465],[123271,317879,467036],[124901,322250,655309],[127478,210976,663618],[127696,207661,478066],[127813,322099,478435],[127991,328437,479952],[128676,329302,667733],[128715,480933,488729],[129271,130056,483696],[130237,333672,671439],[130572,338420,484897],[130926,334229,487127],[132614,335558,490555],[133454,338945,680851],[136031,222354,689160],[136544,136929,501183],[137728,138382,504747],[138568,227084,697211],[138796,505815,512503],[138841,354260,505957],[139243,350598,508141],[141145,354459,705520],[143266,357386,713280],[144025,520885,520959],[149339,367776,531881],[152651,246856,735989],[153067,375385,736709],[153106,368203,538842],[153662,154447,541605],[154628,379755,740415],[154963,244753,542806],[155317,380312,545036],[156882,381180,549171],[160194,256911,554320],[160311,387615,554689],[164548,165202,565612],[165388,264526,768764],[165616,391977,566680],[165661,260593,566822],[166063,399711,569006],[166885,400692,773326],[166930,407633,570078],[166994,400756,570304],[167255,168278,572614],[171578,407665,580546],[174131,413024,791864],[175761,277820,796234],[177291,593555,601351],[177847,178632,596318],[179148,428750,597519],[179502,424559,599749],[182030,429275,813949],[184607,291716,822258],[189121,441079,831904],[189160,439188,620041],[190649,190968,623756],[191771,302521,839873],[195696,306330,846403],[196185,452710,847184],[196230,300608,633689],[196294,452774,633915],[196555,197578,636225],[200690,315112,642855],[204570,465896,650299],[204615,317828,650441],[209241,467498,659971],[209797,210582,662734],[211098,321725,663935],[211452,479607,666165],[212518,212627,667630],[214023,669917,671866],[217832,488302,678552],[221144,340523,905418],[225050,509196,693306],[225114,502319,693532],[225375,226398,695842],[233881,358193,938193],[237429,238140,719608],[239082,526247,948327],[239127,363138,722173],[239191,526311,722399],[239747,525195,723247],[240856,241238,726138],[242145,370283,956533],[247129,247238,736606],[248634,738893,740842],[252435,546861,746318],[252519,384475,746528],[255383,551489,980033],[255422,549598,751211],[257017,387241,754455],[262492,388670,764859],[262556,563184,765085],[262817,263840,767395],[268095,573951,775577],[268159,572297,775803],[272511,409546,1018603],[276436,413355,1025133],[295541,617163,829040],[295625,296413,829250],[297337,297446,831801],[298222,440098,833014],[298286,621186,833240],[299179,299726,835660],[300230,446283,1077726],[304839,628609,843512],[308335,637562,849435],[308399,635908,849661],[312110,462055,856601],[312740,459877,857358],[316054,647376,1102886],[316099,462433,862429],[316163,647440,862655],[316719,646324,863503],[335812,490809,1142804],[342301,908322,910271],[360582,360696,943145],[361898,362760,944643],[362528,523421,945400],[370199,729396,956323],[372880,534148,960297],[372944,733419,960523],[381283,546532,974189],[383603,748333,977169],[385399,385508,979930],[386284,550508,981143],[386348,752356,981369],[392901,759779,991641],[407255,580136,1269553],[411864,787249,1022242],[415360,796202,1028165],[415424,794548,1028391],[436050,436122,1064669],[437934,616834,1066749],[446913,626835,1078483],[469494,869652,1110882],[472175,655277,1114856],[472239,873675,1115082],[490725,898825,1142594],[493406,680819,1146568],[493470,902848,1146794],[513427,929208,1177912],[531984,729067,1204242],[536884,961563,1210568],[580766,785475,1270310],[603347,1048382,1302709],[606028,813917,1306683],[606092,1052405,1306909],[678655,898496,1399472],[683555,1147834,1405798],[798938,1286473,1547324] ] cell #1645 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [151208],[158751],[163560],[186659],[193631],[202550],[207343],[219701],[224510],[232053],[236275],[242547],[244234],[252921],[254608],[259893],[274371],[279164],[288083],[292892],[294045],[301367],[313247],[321206],[336214],[337901],[343186],[353560],[360094],[368703],[382107],[408392],[416351],[428231],[489229], [52427,267399],[56062,280344],[63973,304452],[65003,307639],[70429,208523],[71920,480620],[72351,329942],[76405,341914],[77076,344930],[77774,346588],[78134,227244],[81409,359533],[86949,372184],[87075,372443],[87921,538529],[88352,376025],[93367,258621],[94660,392514],[95202,261637],[95690,395701],[96050,264686],[97600,401070],[101579,411477],[102609,414664],[102735,414923],[104474,420272],[104817,283290],[108035,289263],[108528,432244],[109199,435260],[110421,618014],[111995,299087],[112066,619728],[113175,443320],[115814,448793],[115828,449070],[116804,306490],[117545,453088],[123073,466433],[123380,319519],[123737,319778],[125196,471479],[125322,471738],[126599,475320],[126942,326491],[131626,487664],[133749,492710],[133875,492969],[135138,496274],[135152,496551],[137481,502633],[137912,348275],[140167,352288],[141460,513040],[142002,355304],[142616,516486],[142850,358353],[144910,720063],[145143,524660],[146415,366209],[146772,366468],[148159,528656],[149634,530312],[151279,534600],[152388,374464],[156017,545573],[157177,749184],[158822,750898],[159931,553730],[160057,553989],[160381,389152],[160388,389429],[162570,559203],[162584,559480],[164301,563498],[164732,397388],[169124,406112],[170430,577432],[172943,582646],[172957,582923],[173933,413515],[174674,586941],[180202,600286],[180509,426544],[180866,426803],[182325,605332],[182451,605591],[183714,608896],[184071,433516],[186918,618424],[188339,442230],[188346,442507],[190402,622430],[192126,624516],[192359,445216],[195375,451649],[198424,458130],[199730,641043],[201045,860319],[201278,645789],[201665,861426],[204280,649508],[204294,649785],[204822,467998],[205769,651441],[207414,655729],[212152,666702],[214908,486735],[215265,486994],[216638,675050],[218127,676983],[219772,681271],[220881,494990],[228550,700660],[228874,509678],[228881,509955],[231063,705874],[231077,706151],[233225,517914],[235483,521274],[235813,716965],[235998,719646],[238168,527487],[240300,721170],[242806,530722],[249519,544644],[249876,544903],[251249,744026],[252474,746175],[253180,749594],[253617,978994],[253681,977026],[256664,753600],[258388,755686],[259008,989564],[265992,772213],[266952,773645],[269079,576083],[269086,576360],[272866,783156],[273099,579069],[276115,585502],[285020,808148],[285562,601851],[286509,810081],[288154,814369],[293291,826259],[293457,614903],[295580,828897],[298854,830865],[301090,624099],[305392,841435],[307192,847503],[309319,639694],[309326,639971],[312785,857221],[312970,859902],[320215,1112707],[320279,1110739],[328221,884282],[329150,667945],[331835,674158],[333967,890599],[336473,677393],[346141,915604],[352055,925115],[352675,1175835],[362573,945263],[365051,948646],[370238,956180],[373512,958148],[373576,1210425],[375233,736921],[377918,743134],[380050,968718],[381353,974388],[395254,995632],[400482,773543],[402605,1007627],[405879,1009595],[408115,782739],[412417,1020165],[427240,1304534],[427304,1302566],[438004,1066948],[440927,832116],[442085,1071826],[446958,1078346],[452500,847401],[454623,1089263],[457897,1091231],[464346,1103205],[490764,1142451],[494038,1144419],[494102,1405655],[500576,1154989],[526037,948544],[532054,1204441],[536135,1209319],[551337,980245],[552495,1231181],[580811,1270173],[588476,1281090],[591750,1283058],[591814,1547181],[647166,1103103],[657264,1371691],[678725,1399671],[682806,1404549],[815904,1568067], [19377,142490,516227],[19418,232794,710169],[26037,170304,577173],[26146,271142,781070],[28888,183728,609173],[33290,199604,640784],[33399,311382,854928],[36908,329480,886394],[37142,213636,671331],[37813,216652,675327],[40766,228424,700401],[40875,350331,923029],[46575,375563,964513],[46809,248247,740307],[47480,251263,744303],[51813,265866,771954],[51922,399444,1003057],[52070,400316,1004989],[52553,267658,777064],[56467,419810,1035951],[56701,282018,804429],[57372,285034,808425],[61502,441257,1070669],[64646,452334,1086625],[65129,307898,850922],[70688,474858,1119072],[70922,325219,880563],[71593,328235,884559],[72337,329665,889075],[72820,483099,1131534],[77417,501879,1160659],[77900,346847,919023],[83836,525871,1196711],[84319,527332,1198192],[84826,367138,953155],[88338,375748,967194],[88821,541008,1215839],[92189,551667,1230024],[95333,562744,1245980],[95816,395960,999051],[98017,571857,1258775],[104460,419995,1038632],[112483,620746,1327174],[113301,443579,1075311],[116297,630746,1338572],[117962,635468,1344821],[122083,647000,1359083],[122566,648461,1360564],[126585,475043,1121753],[135621,687679,1411069],[144974,718122,1453117],[148145,528379,1200914],[151696,732979,1468830],[159239,751916,1490692],[163053,761916,1502090],[173426,789386,1534948],[175091,794108,1541197],[186212,615005,1321141],[192190,838387,1594399],[201109,858378,1615875],[207831,873235,1631588],[220189,902408,1664060],[231546,931345,1697320],[258452,986516,1754514],[272930,1017117,1786226],[288571,1051965,1823415],[298918,1072932,1845317],[352119,1172787,1940785],[405943,1264759,2024047],[457961,1350805,2100181] ] cell #1646 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [108197],[131022],[142178],[155413],[168633],[169657],[179598],[183250],[197933],[198957],[211548],[214655],[215771],[226753],[227777],[249266],[250382],[264195],[265219],[266707],[268423],[283037],[284153],[300081],[306947],[308663],[326238],[327354],[329061],[345896],[347612],[364806],[367604],[375144],[395009],[396725],[402360],[419391],[440838],[441840],[443712],[454378],[464101],[474439],[482680],[521463],[526913],[535890],[540589],[551248],[552250],[588231],[616228],[630327],[648042],[657019],[682561],[687260],[728461],[747398],[761497],[788967],[815659],[868717],[897890],[930926],[950948],[1047447],[1137219],[1221524], [24547,95058,262009],[27927,105463,283565],[35063,123655,319168],[35787,125810,323724],[36309,127588,326766],[40310,138619,348579],[41641,141858,355676],[43744,146690,364359],[46283,152761,374739],[49677,160692,388701],[49783,160728,389076],[51357,165439,397692],[56370,178707,283001],[56737,178922,422528],[57835,180784,426193],[58559,182939,430749],[59081,184717,433791],[59381,185320,292288],[61132,188650,440129],[61238,188686,440504],[64371,195747,451953],[68690,204845,467105],[68780,205185,467467],[70591,210657,326202],[70958,210872,477576],[72723,130131,214619],[73340,215183,484885],[75879,221254,495265],[77316,136744,223906],[77462,226702,347952],[79273,229185,509227],[79379,229221,509602],[80738,232635,357862],[80953,233932,518218],[81462,234790,358886],[83456,238191,524802],[83546,238531,525164],[84222,241313,367568],[85408,242196,532789],[87563,246752,538102],[88724,154522,249230],[89341,249794,542794],[92988,257367,554740],[95378,264144,397065],[98062,168582,268763],[98738,269390,573982],[98844,269426,574357],[99355,270507,407106],[101977,276487,585806],[102502,174515,278673],[103931,176670,279697],[103996,282663,421471],[106296,285585,600958],[106386,285925,601320],[108303,290060,433263],[108564,291612,611429],[109775,293480,614720],[111504,296464,438739],[111616,296490,618589],[112528,300030,444052],[113972,301014,627133],[116200,198602,198742],[118007,197882,309003],[118683,309630,637593],[118789,309666,637968],[119300,310747,459124],[122469,318145,318285],[126121,325864,476519],[129434,214281,331141],[130256,331858,671473],[130346,332198,671835],[130886,215659,219210],[131128,333493,488130],[132208,335863,679460],[134363,340419,684773],[134828,134968,135524],[135038,221678,342933],[139236,349696,350172],[139788,351034,701411],[142088,355855,517251],[144180,360313,716668],[146162,363544,523719],[147278,367230,529144],[148710,367810,728776],[150717,155277,250270],[151741,250044,250219],[153825,248892,377224],[154647,377941,740449],[154737,378281,740811],[155519,379576,546039],[158260,382088,384526],[159284,387917,388092],[162956,264864,265004],[166056,398809,399285],[166788,266552,400431],[166904,400505,773360],[168745,403515,777229],[169302,169442,173329],[169512,269979,274118],[169567,404943,577565],[171101,408039,785773],[174179,276666,415688],[174289,174464,175136],[179462,284041,287592],[179704,423823,424376],[185967,436578,615122],[187683,438795,616543],[193378,198812,310219],[194494,309830,309845],[196088,306792,452449],[196204,452523,847218],[198045,455533,851087],[198867,456961,641176],[202297,460175,462839],[203413,466510,466525],[206852,211412,327242],[207876,327016,327191],[211654,478871,479424],[212673,480839,886097],[212789,480981,668134],[215323,332490,337238],[215433,215608,220234],[217203,488336,898205],[221289,221304,222318],[227422,227562,231449],[227632,349168,353307],[227687,506506,507138],[235394,520993,716558],[238985,364651,525986],[239101,526060,948361],[241855,375251,375266],[243571,249934,378573],[247284,538748,964216],[247400,538890,737110],[252229,546973,546988],[253945,546241,549205],[256505,257331,388143],[259640,265074,398281],[260756,397892,397907],[265129,567371,568003],[266680,400570,407511],[269590,269605,275234],[281171,593603,593668],[283705,422820,427568],[283815,283990,288616],[295335,617275,617290],[296123,440945,440960],[297492,619947,1070372],[297608,620089,832305],[300486,306920,452588],[312366,641898,642122],[315957,463946,647115],[316073,647189,1102920],[317351,318355,466899],[318827,474546,474561],[320543,326906,477868],[324372,660019,660084],[329168,329183,335522],[330837,669965,670030],[345869,502133,509074],[348779,348794,354423],[362154,718651,718875],[363016,364779,526125],[364018,527020,527035],[365580,723295,723360],[369993,729508,729523],[376920,738941,739006],[384185,551355,551370],[385554,751117,1229727],[385670,751259,980434],[386612,387807,554122],[388548,394982,562998],[402333,572111,573829],[419498,419513,425852],[439976,441813,621000],[446539,838916,839140],[448403,630434,630449],[449965,843560,843625],[454351,635722,637440],[459815,460010,642592],[462311,464074,647254],[463313,648149,648164],[464875,863551,863616],[482787,482802,484544],[490519,898937,898952],[497446,908370,908435],[523359,523554,719345],[534026,535863,733233],[540696,540711,542453],[550386,552223,752170],[558813,761604,761619],[560375,991689,991754],[580392,1017646,1017870],[582256,789074,789089],[583818,1022290,1022355],[588204,794362,796080],[626773,626968,839610],[644488,644683,859601],[655155,656992,873489],[680697,682534,902662],[687367,687382,689124],[705484,931033,931048],[707046,1177960,1178025],[757943,758138,987739],[785413,785608,1018340],[813795,815632,1052219],[844615,844810,1084031],[927372,927567,1174010],[1023345,1023540,1275858],[1158169,1158364,1416754], [15440,67857,68265,202825,317977,463654],[16330,70264,70396,208896,323103,474034],[23216,91819,92273,254912,387272,550539],[24247,94455,94863,260168,260742,559154],[28817,107870,108002,289636,430128,607887],[32306,63768,64176,193906,194480,448744],[33598,120205,121578,202261,459908,462464],[33965,121793,122345,315503,465865,646293],[35278,124952,125406,321510,321756,655308],[41341,141255,141663,353835,354409,705825],[42231,143662,143794,234549,519335,519811],[43127,83331,145573,146126,363169,523452],[46084,86705,87159,244538,244784,534179],[47866,156593,158209,254285,546830,549567],[50044,162280,162832,391685,391946,759748],[55078,101374,101782,274646,275220,582597],[56242,103913,176429,176929,417772,592977],[58050,182081,182535,428535,428781,813948],[60456,111453,187391,188023,439157,617132],[62595,63151,113936,192789,300639,626866],[64179,115524,116076,303623,303884,628578],[66390,200024,201923,314446,641797,644903],[75680,133505,133959,338205,338451,680850],[76608,77226,136141,222304,343461,689465],[79640,230773,231325,512211,512472,929177],[82634,145788,236763,237474,523774,718550],[85357,86029,149050,243279,368172,729365],[100201,100757,171065,273529,407664,785506],[101785,172653,173205,410648,410909,787218],[102819,103714,175812,277326,416655,796233],[109659,185812,293338,293406,614608,826172],[113598,114612,191105,301855,444330,838815],[132157,132829,217543,336946,488698,898794],[135400,136552,223230,341346,498807,910240],[170727,171741,271845,408880,578183,1017545] ] cell #1647 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [444398],[447903],[473480],[522082],[523842],[532927],[558313],[561522],[578251],[581756],[592423],[607333],[615714],[625496],[627256],[643211],[644729],[644971],[649406],[652832],[654056],[657771],[668753],[670513],[679598],[688624],[691833],[704984],[708193],[715651],[724591],[727947],[732628],[737729],[739489],[746884],[748017],[752789],[756666],[758184],[758426],[774354],[784136],[785896],[793757],[794981],[801851],[803369],[803611],[811472],[812696],[816411],[824931],[833964],[842348],[844856],[848212],[857338],[859087],[864099],[868203],[869336],[872884],[877985],[879503],[879745],[894020],[897376],[902057],[907158],[908918],[916313],[917446],[926095],[927613],[927855],[935716],[940655],[945380],[950434],[951567],[952337],[959074],[961247],[962765],[972139],[974798],[983611],[987225],[990477],[996341],[997474],[1012694],[1014212],[1021078],[1023586],[1026942],[1034912],[1037817],[1046933],[1048066],[1051614],[1058233],[1065337],[1066501],[1067358],[1073641],[1078463],[1083143],[1083517],[1084650],[1094330],[1095848],[1097214],[1104619],[1106126],[1113633],[1117324],[1120938],[1136705],[1145345],[1147518],[1149036],[1153355],[1158410],[1169882],[1173496],[1176748],[1183745],[1191039],[1192783],[1192874],[1193358],[1203994],[1204851],[1208973],[1211134],[1221010],[1225856],[1230835],[1232996],[1242498],[1255203],[1270290],[1274970],[1275344],[1276477],[1280744],[1286157],[1287675],[1305460],[1309151],[1312765],[1320528],[1321543],[1322143],[1333163],[1333254],[1333738],[1338189],[1355155],[1355246],[1360181],[1371345],[1399224],[1400081],[1404203],[1406364],[1410686],[1416240],[1437728],[1450433],[1452504],[1463199],[1463799],[1485061],[1485661],[1501707],[1529539],[1529630],[1530114],[1534565],[1567721],[1593786],[1615262],[1658429],[1659029],[1696937],[1785613], [68754,1375603],[83520,1457957],[106360,1289041],[110474,1584037],[115498,1599239],[121767,1620715],[130320,1388588],[144732,1713144],[149687,1723306],[154711,1475394],[157230,1744152],[162254,1759354],[167603,1259185],[172627,1791066],[178896,1042829],[191948,1848823],[193352,1598755],[196903,1345231],[200867,1868814],[201718,1870009],[205822,1878976],[210846,1125950],[213225,1131651],[218180,1909577],[223204,1670624],[225723,1161069],[230747,1945625],[240353,1966846],[243697,1726726],[245101,1469240],[246726,1222913],[247836,1215956],[253439,1989909],[258210,1998380],[259061,1999575],[259614,1758870],[263165,1246390],[272688,2027553],[274092,1790582],[277643,1541607],[281607,1036068],[282458,808046],[286562,2057706],[291586,1058475],[298676,2082402],[299527,1327584],[300988,1343210],[304041,1338689],[305445,2091090],[317325,1876194],[320037,2112931],[320669,1882396],[322073,1631998],[324808,1119189],[325659,884180],[334020,2136275],[337364,1912997],[338768,1664470],[340393,1138608],[341503,1411186],[342907,1670140],[347106,922218],[351877,2167809],[352728,2169004],[353281,1945141],[356832,1182612],[361607,2188201],[363518,1457473],[366727,1198309],[367892,1473075],[370745,1468383],[373334,2199140],[374185,974034],[380103,2207828],[386738,1995276],[387589,1491102],[392103,1502207],[396219,1002246],[405701,2241042],[406552,1265468],[408013,1257164],[411066,1535065],[412470,2249730],[415814,1796308],[417218,1547890],[424350,2054924],[427062,2271571],[427694,2061126],[429098,1823825],[431833,1056715],[432684,821722],[433237,1829495],[437653,1326727],[438877,1587457],[445992,2296519],[451112,1096142],[457719,2307458],[458570,1351514],[460902,2103059],[462813,1620231],[466022,1360681],[470040,1631141],[479398,2128782],[482133,2334872],[484044,1388104],[487253,1137838],[488104,1906795],[488418,1386269],[491271,1663613],[493860,2345811],[494711,895915],[499225,1417373],[500629,2354499],[507264,2164705],[508115,1428226],[512629,1697437],[516745,936940],[517377,1950867],[518781,1710262],[531703,1213911],[540042,2395737],[541953,1474910],[545162,1222143],[546013,1986823],[548063,1490245],[549287,1747572],[553002,1751650],[568129,2233681],[568980,1515032],[571506,1258328],[572730,1517919],[573498,1782198],[577691,2024449],[579845,2430372],[584965,1014506],[588983,1540750],[591572,2441311],[594755,2261699],[596666,1551622],[599875,1297953],[600726,1569882],[603893,1822968],[611847,1580891],[629780,2475307],[635117,1344374],[636341,1604481],[637109,1865319],[641302,2100583],[661171,2325310],[663082,1637668],[666291,1384515],[667142,1373506],[668325,2130529],[670496,1904960],[678374,1129606],[686713,2516263],[694734,1421086],[695958,1680291],[696726,1692002],[699673,1937921],[700919,1439235],[712211,1703122],[725437,2385624],[726486,1720524],[737301,2202082],[739472,1984988],[760950,2565637],[766287,1507892],[767511,1764596],[768279,1496772],[771226,2016040],[772472,1244005],[773299,2017699],[776175,2023434],[782324,1783362],[788420,2582332],[801423,1562742],[803594,1817784],[832496,2291786],[835482,1591535],[835776,1845719],[836544,1590371],[847157,2093833],[850033,2099568],[856182,1866483],[865693,2487187],[877557,1366366],[879728,1625957],[886011,2130415],[888965,1654973],[915258,1691911],[918134,1940172],[930379,2659304],[943335,1961100],[948300,2190132],[950060,1459743],[952320,1718689],[964130,2201968],[967084,1740294],[980625,2404408],[995286,1496681],[998162,1753901],[1007281,1782107],[1035568,1818384],[1065246,1838969],[1070286,2291672],[1071480,1590280],[1074422,1844704],[1088917,1865228],[1102859,2313360],[1118689,1626557],[1131151,1905560],[1191639,1960986],[1197809,1719289],[1215456,1985588],[1229641,2404294] ] cell #1648 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1649 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1650 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1651 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1652 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1653 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1654 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1655 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1656 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [70182],[93267],[107788],[111895],[123412],[140067],[143580],[146447],[151108],[158651],[160454],[169024],[176847],[180541],[183529],[186786],[188412],[193663],[198324],[202582],[207243],[214940],[216050],[219601],[221743],[227144],[228947],[232392],[236446],[242674],[244300],[249551],[250661],[253048],[254674],[259925],[261438],[264586],[267526],[269152],[270044],[270264],[274403],[276747],[279064],[283322],[284432],[287983],[301538],[306390],[307766],[309392],[310284],[310504],[313418],[319646],[321272],[322860],[326523],[327633],[330113],[330179],[332571],[336341],[337967],[340716],[343218],[344328],[346715],[348341],[349233],[349453],[353592],[355105],[358253],[366336],[371107],[372311],[374496],[376196],[376262],[378654],[389600],[389711],[394452],[395828],[397454],[398346],[398566],[401499],[404282],[408563],[413415],[414791],[416417],[417529],[420443],[420509],[422901],[426671],[428297],[429885],[433548],[434658],[435061],[442678],[442789],[443447],[445248],[447163],[449241],[449307],[451715],[453517],[456300],[466964],[470402],[471606],[473791],[475491],[475557],[477949],[481874],[486862],[491633],[492837],[495022],[496722],[496788],[501574],[503062],[504039],[505845],[510126],[510237],[514978],[516354],[517980],[519092],[519568],[524692],[528827],[528893],[530190],[530788],[532792],[539783],[544771],[553364],[553857],[554203],[555658],[557573],[559651],[559717],[563927],[564904],[566710],[576531],[576642],[577300],[579101],[581016],[583094],[583160],[585568],[589345],[592734],[594496],[595443],[604255],[605459],[607644],[609344],[609410],[609455],[617892],[618490],[619507],[622859],[624195],[624354],[632307],[640142],[640253],[640911],[642738],[645821],[648666],[649956],[650022],[650329],[651319],[653921],[660912],[661859],[671363],[675498],[675564],[675609],[676861],[677459],[679463],[685969],[687884],[695321],[700528],[702329],[704244],[706322],[706388],[711575],[719491],[719742],[719901],[721048],[725178],[726616],[731740],[735092],[740339],[744474],[744540],[744585],[746123],[746416],[749062],[749660],[750677],[752654],[755524],[763477],[766874],[772081],[776532],[777130],[778147],[779137],[782835],[782994],[790947],[792244],[794846],[804461],[808596],[808662],[808707],[809959],[812561],[820499],[828845],[829138],[829381],[830703],[839756],[841313],[845443],[850390],[850988],[852005],[852995],[856676],[857131],[859998],[860157],[861304],[871996],[880595],[884730],[884796],[884841],[889171],[889330],[890477],[891517],[896045],[901169],[904521],[906016],[913969],[918491],[919089],[920106],[921096],[924953],[932906],[936303],[944718],[945173],[953187],[956128],[956421],[957986],[967290],[967449],[968596],[969636],[974162],[977510],[978832],[989442],[998519],[999117],[1000134],[1001124],[1008111],[1009433],[1010512],[1018486],[1020043],[1024173],[1030735],[1038728],[1038887],[1040034],[1041074],[1050726],[1063526],[1066722],[1074779],[1075377],[1077801],[1078256],[1086270],[1089747],[1091069],[1092148],[1107746],[1112545],[1121849],[1122008],[1123155],[1124195],[1142399],[1142692],[1144257],[1154867],[1163781],[1165103],[1166182],[1175713],[1186405],[1193005],[1201010],[1201169],[1204215],[1212272],[1234134],[1249102],[1250424],[1251503],[1269628],[1270083],[1278097],[1282896],[1304372],[1314982],[1321307],[1322360],[1330310],[1333385],[1341549],[1355377],[1363541],[1399445],[1407502],[1445654],[1452242],[1452471],[1464016],[1485878],[1529761],[1537925],[1582650],[1593753],[1615229],[1659246],[1785580] ] cell #1657 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [105470],[127595],[138523],[152768],[165343],[177252],[178813],[184724],[195651],[209202],[210763],[213984],[221261],[225005],[233836],[239708],[242061],[246643],[248595],[262447],[268050],[276391],[280900],[289942],[291503],[296329],[298177],[300860],[304800],[308290],[316680],[324101],[330566],[333375],[335728],[340310],[342262],[356114],[363390],[365309],[367879],[370987],[372835],[376649],[379458],[384391],[386239],[392862],[403354],[405202],[407885],[411825],[415315],[423705],[437474],[438864],[447775],[449694],[455372],[457220],[462685],[464604],[470282],[472130],[478753],[483916],[488405],[491513],[493361],[497175],[499984],[504917],[506765],[513388],[522069],[531524],[532914],[541825],[547884],[549274],[553244],[558185],[560104],[562281],[565782],[567630],[572717],[581628],[583547],[589225],[591073],[596538],[604135],[605983],[612606],[623926],[625483],[636328],[643198],[644550],[649278],[652653],[652979],[654043],[659150],[662954],[678195],[679585],[688496],[695945],[699915],[704856],[706775],[708952],[712453],[714301],[724412],[724738],[726358],[748004],[752776],[756653],[756674],[757316],[758005],[767498],[771468],[782566],[784123],[794968],[807918],[811293],[811619],[812683],[817790],[821594],[833951],[833972],[834614],[835763],[844677],[856424],[857325],[867965],[868192],[869323],[884052],[893841],[894167],[895787],[922205],[926082],[926103],[926745],[927434],[936927],[943322],[945367],[950196],[950423],[961234],[971960],[972286],[973906],[985825],[1002233],[1012681],[1012702],[1013344],[1014493],[1023407],[1036055],[1046695],[1046922],[1048053],[1065027],[1072241],[1078450],[1094317],[1094338],[1094980],[1096129],[1119176],[1129593],[1131638],[1136467],[1136694],[1147505],[1158231],[1172096],[1191435],[1198296],[1213898],[1215943],[1220772],[1220999],[1256854],[1264068],[1270277],[1286144],[1326714],[1338676],[1342900],[1350114],[1360668],[1386665],[1411173],[1457163],[1473471],[1490232],[1502194],[1535052],[1587853],[1619921],[1697424],[1747968], 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] cell #1658 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1659 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1660 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1661 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1662 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [125822],[160740],[176682],[182951],[188698],[204980],[221690],[229233],[234802],[238326],[244586],[254960],[257488],[269438],[269991],[276801],[285720],[290072],[294583],[296611],[303418],[309678],[310231],[315298],[321558],[331993],[332625],[333505],[338253],[340781],[348627],[349180],[351155],[355990],[361473],[369241],[371269],[378076],[378708],[379588],[382645],[384673],[391480],[393545],[397740],[398293],[401608],[403121],[403636],[404347],[405078],[410443],[416703],[422323],[422955],[423835],[428583],[445858],[452001],[453626],[455139],[455654],[456365],[457096],[460768],[466911],[468536],[470564],[472638],[477371],[478003],[478883],[481999],[482087],[483649],[489767],[491795],[498602],[500114],[503171],[504684],[505199],[505910],[506641],[512006],[514071],[518266],[528025],[534566],[535138],[537897],[539908],[539996],[541558],[550926],[554257],[556268],[556411],[562411],[564036],[565549],[566064],[566775],[567506],[579711],[585854],[587479],[589507],[590949],[594621],[594709],[596271],[597139],[602389],[604417],[606491],[611224],[612736],[613289],[622037],[622180],[622968],[623693],[625077],[628232],[629646],[629734],[632679],[642792],[645947],[650394],[655695],[656267],[659026],[661037],[661125],[662687],[663555],[674696],[681237],[681809],[684568],[686579],[686667],[692722],[695534],[697164],[702939],[703082],[709082],[710707],[712735],[714177],[714809],[719545],[720624],[725303],[725391],[726091],[726969],[727544],[730807],[735926],[743672],[745906],[746481],[749744],[754138],[756247],[759402],[760816],[760904],[767087],[768717],[780677],[780820],[781608],[783717],[786872],[788286],[788374],[791319],[796620],[799951],[814335],[814907],[817666],[819677],[819765],[819820],[822195],[828628],[829203],[829734],[830309],[831426],[836691],[836918],[839810],[845656],[846356],[854535],[854678],[855466],[856682],[856909],[860880],[865559],[865647],[867225],[871063],[890053],[894732],[894820],[894875],[896398],[896973],[900236],[905355],[906739],[909894],[923567],[925676],[928831],[930245],[930333],[936516],[938146],[944724],[944951],[945844],[946071],[947271],[953310],[955911],[956486],[958709],[968172],[972851],[972939],[972994],[974156],[977863],[978438],[979555],[985047],[993785],[1003595],[1008464],[1009039],[1010156],[1011235],[1015421],[1015648],[1018540],[1024386],[1025086],[1025964],[1029802],[1039610],[1044289],[1044377],[1044432],[1045955],[1049793],[1066716],[1067836],[1069237],[1077807],[1078034],[1080354],[1090100],[1090675],[1091792],[1092871],[1100403],[1100630],[1101830],[1113268],[1122731],[1127410],[1127498],[1127553],[1132115],[1132342],[1133542],[1134648],[1139581],[1142182],[1142757],[1144980],[1150472],[1159210],[1164134],[1164709],[1165826],[1166905],[1171318],[1180056],[1201892],[1204209],[1206730],[1216420],[1216647],[1217847],[1218953],[1227191],[1228592],[1239709],[1249455],[1250030],[1251147],[1252226],[1259663],[1261064],[1262184],[1269634],[1269861],[1272181],[1283619],[1292230],[1292457],[1293657],[1294763],[1305095],[1319325],[1330663],[1331238],[1342272],[1345709],[1347110],[1348230],[1364264],[1369102],[1378792],[1379019],[1380219],[1381325],[1399439],[1401960],[1413077],[1422421],[1423822],[1424942],[1434939],[1446377],[1453437],[1461132],[1461359],[1472319],[1494181],[1509227],[1510628],[1511748],[1538648],[1543486],[1565478],[1576595],[1583275],[1584286],[1591750],[1594719],[1602641],[1616195],[1624117],[1667549],[1705858],[1712673],[1712883],[1723555],[1744401],[1786546],[1794468],[1838635],[1848562],[1868553],[1909826],[2027292] ] cell #1663 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1664 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [323262],[388967],[418407],[430287],[440395],[467244],[496089],[509493],[519970],[524941],[534445],[550805],[554889],[561067],[574248],[575110],[586187],[601097],[608711],[616039],[618738],[628355],[637859],[638721],[646070],[655574],[657530],[671612],[672542],[674003],[681116],[685200],[697476],[698338],[701560],[707738],[709415],[718020],[728272],[730971],[740588],[741518],[742979],[747209],[749908],[757047],[759525],[769029],[769891],[774679],[776654],[777378],[778368],[779386],[786995],[796499],[804710],[805640],[807101],[814214],[816170],[824476],[834345],[838285],[846668],[848537],[850512],[851236],[852226],[853244],[858276],[866659],[868528],[871227],[880844],[881774],[883235],[887449],[887551],[889492],[897701],[900400],[910017],[912408],[914608],[916638],[918613],[919337],[920327],[921345],[926476],[928954],[938458],[940414],[950759],[959399],[960857],[963116],[965568],[965670],[967611],[981703],[983962],[986414],[994797],[996666],[998641],[999365],[1000355],[1001373],[1013075],[1017015],[1025398],[1027267],[1028725],[1029966],[1031974],[1034671],[1037006],[1037108],[1039049],[1040156],[1047258],[1049957],[1057096],[1059574],[1061965],[1072830],[1073966],[1074901],[1076475],[1081627],[1081729],[1082200],[1085501],[1094711],[1097951],[1103676],[1106977],[1113958],[1115416],[1117675],[1120127],[1120229],[1122170],[1123277],[1137030],[1138219],[1145670],[1147128],[1149387],[1151149],[1151839],[1151941],[1152412],[1163297],[1165265],[1172685],[1181068],[1182937],[1185636],[1187644],[1194095],[1195201],[1200367],[1200469],[1201331],[1202450],[1202911],[1208628],[1212394],[1221335],[1222524],[1224312],[1224773],[1230490],[1233321],[1235830],[1240982],[1241084],[1241555],[1248618],[1250586],[1262861],[1264657],[1265793],[1268302],[1273454],[1273556],[1274027],[1277328],[1278408],[1280399],[1298334],[1305785],[1307243],[1309502],[1311954],[1312056],[1315104],[1322998],[1323459],[1324077],[1324538],[1325678],[1331480],[1331747],[1334475],[1340849],[1341711],[1348907],[1350703],[1351839],[1353472],[1353739],[1357573],[1362739],[1362841],[1364822],[1371000],[1384896],[1390431],[1391897],[1395597],[1395699],[1397680],[1398141],[1403858],[1407624],[1408369],[1425619],[1428551],[1431060],[1436212],[1436314],[1436785],[1443848],[1445816],[1453580],[1453847],[1454620],[1454887],[1456014],[1462226],[1464654],[1465115],[1467334],[1477237],[1478703],[1482403],[1482505],[1484088],[1487595],[1488056],[1489196],[1495265],[1504367],[1512425],[1515357],[1520453],[1520914],[1522054],[1522331],[1527856],[1528123],[1530851],[1537225],[1538087],[1553949],[1555415],[1559115],[1559217],[1561198],[1567376],[1584454],[1585444],[1586745],[1594862],[1595129],[1597296],[1607015],[1607476],[1608616],[1608893],[1617378],[1617645],[1618772],[1624794],[1630092],[1639995],[1641461],[1645161],[1645263],[1649850],[1650117],[1651244],[1657456],[1659884],[1660345],[1662564],[1677735],[1682825],[1683286],[1684426],[1684703],[1690495],[1699597],[1721745],[1723723],[1726014],[1735171],[1735438],[1736565],[1745559],[1746860],[1752053],[1757411],[1767130],[1767591],[1768731],[1769008],[1777271],[1778572],[1786689],[1786956],[1789123],[1800443],[1809205],[1809472],[1810599],[1821919],[1837090],[1847174],[1847635],[1857424],[1860392],[1861693],[1868531],[1876586],[1881684],[1890841],[1891108],[1892235],[1909994],[1912285],[1922836],[1931830],[1933131],[1943682],[1955002],[1962788],[1968297],[1968564],[1977794],[1988784],[2009949],[2011250],[2036154],[2040423],[2060414],[2070965],[2077564],[2078916],[2084014],[2087032],[2092808],[2102634],[2147223],[2180679],[2187119],[2187776],[2195654],[2245672],[2251448],[2288771],[2296094],[2342325],[2429947] ] cell #1665 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [94878],[123616],[141678],[146651],[160520],[180745],[185140],[188478],[215144],[224558],[229013],[232596],[249755],[269218],[270468],[277164],[289852],[309458],[310708],[332988],[333285],[340815],[349657],[379071],[379368],[398770],[403264],[404381],[413677],[423318],[423615],[455282],[456399],[478366],[478663],[483683],[485037],[504827],[505944],[541592],[542946],[554620],[565692],[566809],[573023],[596305],[597282],[597659],[623836],[636634],[650428],[662721],[663698],[664075],[696251],[697198],[726125],[736069],[746515],[754595],[767804],[768751],[804946],[822338],[829237],[836069],[846390],[857568],[881080],[905498],[938180],[945610],[956520],[963352],[974202],[1025120],[1059810],[1066762],[1078693],[1142791],[1149623],[1204255],[1270520],[1399485], [14190,303018],[21574,370831],[24312,391080],[26677,410043],[31703,303445],[34720,465631],[35455,470126],[38668,491357],[39587,498202],[39742,690028],[41406,511606],[44708,243101],[48551,553199],[49331,553088],[50226,391507],[50799,393325],[54475,410470],[55783,589069],[55999,590549],[57492,599484],[58227,603979],[59146,610824],[59301,823126],[60832,187213],[67240,201536],[67346,202786],[68280,315325],[68821,205007],[69465,470237],[70245,323064],[71713,665900],[74112,676267],[74304,336768],[76623,498629],[76980,689962],[78147,699870],[78927,699759],[79135,924435],[79822,512033],[80395,513851],[81130,712297],[81346,713777],[83587,238353],[87540,370942],[90113,745243],[90483,384235],[91053,254740],[91143,157745],[91519,156415],[93838,258879],[93944,260129],[96063,771423],[96843,771312],[97051,1004463],[97936,777196],[99836,782410],[104952,283526],[104990,1040698],[105886,422350],[106235,809365],[106427,285747],[107071,604090],[107851,430089],[108746,611251],[109103,823060],[109319,613069],[110989,296173],[115565,194897],[116473,305263],[116579,193867],[116817,856379],[117881,851054],[119781,856268],[120033,314898],[120881,121834],[124186,321338],[124276,206337],[127077,326727],[127115,1123819],[128011,477398],[128360,885499],[129133,889399],[129401,890080],[130387,332020],[131674,684595],[134340,491468],[136913,692502],[137283,504761],[137817,919155],[137853,348407],[137907,1165172],[139717,924369],[140638,352546],[140744,353796],[142863,712408],[143643,519772],[143851,1190734],[145401,237926],[150202,241905],[151615,970300],[151986,244366],[152076,246092],[152523,374700],[152561,1212936],[153524,967518],[153792,968199],[154778,378103],[156065,537924],[161368,162321],[163573,1004508],[164103,565626],[164637,999183],[164673,397520],[164727,1250493],[166537,1004397],[167124,783744],[167274,1008166],[167393,1008321],[168118,403198],[172694,275637],[173602,412288],[173708,274607],[173946,782521],[175010,792908],[176647,589180],[176910,592938],[177162,421923],[177709,1038956],[177977,1039637],[178048,1293514],[181315,428363],[181405,287077],[184206,433752],[184244,1315646],[189728,623770],[190738,1075443],[191557,192617],[194193,1092217],[194461,447941],[195316,451781],[195370,1341618],[196424,625104],[196574,1089802],[196693,1089957],[197418,455216],[207750,1124859],[208658,473995],[209112,476971],[209659,1122077],[209927,1122758],[209998,1380076],[212537,896100],[213081,1132065],[213894,331593],[218695,335572],[220108,892181],[220479,338033],[220569,339759],[221016,495226],[221054,1408166],[222017,906085],[222285,688662],[223271,344452],[224179,500447],[224285,343422],[224523,690073],[225394,1163836],[225513,1163991],[229861,230814],[232066,924480],[233166,518046],[233220,1445723],[239321,720651],[239618,529596],[240718,1201238],[240986,1201919],[241971,530854],[242109,1464085],[244772,532861],[244891,1218810],[245616,543291],[246281,1472176],[247148,726671],[247692,1216370],[248505,377676],[255990,754940],[257000,1234798],[260455,1251572],[260723,558351],[261578,562191],[262836,1249157],[262955,1249312],[266412,1015371],[272297,273357],[274933,1010581],[275201,581794],[276056,585634],[276110,1537994],[277314,794915],[277433,1025821],[278158,414022],[279942,416483],[280032,418209],[280479,417733],[281463,1292180],[288490,1041738],[289398,607848],[290738,1576452],[292905,823171],[296239,618556],[296377,1322429],[297356,829436],[299198,1330365],[299317,1330520],[300627,624423],[300896,1594576],[303897,627173],[304710,456696],[306652,836641],[316293,860907],[316590,650725],[317690,1363610],[317958,649444],[318943,651983],[321744,653990],[321863,1381182],[322588,664420],[324664,1378742],[335638,677525],[335776,1659315],[338439,679532],[338558,1134505],[339283,485382],[339948,1667406],[341112,342172],[341359,908835],[344871,499894],[354122,1166251],[354390,705022],[355245,708862],[359668,519296],[360601,1452297],[363157,719970],[363426,1453294],[364134,721712],[364511,945794],[366583,1461082],[367792,1722714],[368185,726826],[370897,543357],[384301,749726],[384439,1485947],[385418,977565],[387260,752723],[387379,1494038],[388689,755593],[391959,758343],[392772,567106],[404678,411735],[407652,783063],[407921,1786403],[410922,785813],[414088,589135],[425968,810623],[428769,812630],[428888,1294620],[429613,598004],[435201,612516],[436433,1583225],[438777,1583445],[439170,829591],[440117,830772],[448519,841977],[459896,857200],[462452,860226],[462721,1616052],[463429,861968],[463806,1100353],[465878,864016],[467480,867082],[470192,664486],[484660,891141],[485448,491423],[488318,1908985],[488711,896255],[506241,513298],[509215,925022],[512485,927772],[515651,712363],[520975,1712150],[523440,945242],[525177,947128],[534167,958055],[542569,969260],[546843,974641],[549187,1743560],[549580,977720],[550527,978901],[553154,755006],[558929,990106],[573970,1009502],[575809,782476],[582372,1020707],[598070,604045],[601333,1045812],[617145,1067201],[626854,1078325],[628591,1080211],[637581,1091138],[639420,856334],[642104,1097002],[646306,1101687],[655296,1112614],[657923,876325],[671848,1133399],[680838,1144326],[689240,1155531],[699037,699825],[705600,1176377],[718857,1193146],[729378,1204694],[740824,1217704],[759761,1239566],[770590,771378],[785494,1270152],[787231,1272038],[796221,1282965],[798060,1035064],[813936,1304441],[816563,1055055],[839122,1333526],[898807,1399924],[910253,1412934],[929190,1434796],[940019,940807],[1017852,1529902] ] cell #1666 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [57516],[59170],[71737],[74136],[78874],[81077],[90137],[96790],[99783],[104285],[105878],[108216],[108738],[119728],[126410],[128003],[128869],[129723],[131041],[131666],[137275],[142211],[147567],[153260],[154114],[155432],[156057],[164095],[167116],[167704],[168110],[169690],[177057],[179617],[189314],[189720],[194783],[196416],[197004],[197410],[198990],[203702],[209007],[211567],[212463],[213589],[213789],[222607],[223925],[225824],[227810],[239313],[239513],[245202],[245608],[247074],[248200],[248400],[255576],[255982],[261045],[262028],[263266],[265252],[267155],[275523],[277744],[278150],[279730],[281971],[292307],[294516],[297282],[299628],[304405],[304605],[307395],[316285],[316485],[319855],[322174],[322580],[323757],[325172],[338869],[339275],[341867],[342067],[346344],[354712],[355695],[356933],[358919],[361373],[366545],[367091],[369174],[371940],[382578],[385344],[387690],[389424],[389844],[392467],[392667],[395457],[406653],[411430],[411630],[414420],[426880],[429199],[429605],[430782],[432197],[442502],[442922],[443076],[445758],[458671],[460668],[461632],[466386],[468040],[468257],[468469],[471235],[487071],[487617],[489700],[492466],[508216],[509950],[510370],[512993],[513193],[515983],[521535],[527529],[527746],[527958],[544980],[545526],[548675],[553486],[555727],[556168],[557132],[569081],[576355],[576775],[576929],[579611],[600239],[601893],[602110],[602322],[605088],[614945],[621496],[621937],[631372],[639966],[640386],[640540],[642664],[653444],[666655],[668206],[674200],[674417],[674629],[700157],[702398],[702839],[703803],[716887],[719417],[734170],[737182],[743176],[743393],[743605],[771710],[773585],[780136],[780577],[790012],[801304],[812084],[832377],[839682],[847443],[853994],[854435],[877438],[886316],[888846],[903599],[913034],[948586],[949941],[964435],[966965],[980506],[1018412],[1033165],[1070591],[1083024],[1103145],[1104500],[1153236],[1229946],[1242379],[1274851],[1437609], 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] cell #1667 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [28086],[36468],[40559],[46347],[51606],[56409],[57079],[59240],[64491],[70630],[71300],[72762],[75943],[77522],[81202],[84261],[85447],[87735],[88763],[95438],[98122],[102097],[104051],[108236],[108906],[111543],[112588],[114032],[116239],[118067],[122508],[126176],[129489],[131061],[132247],[134535],[135563],[142238],[146222],[147333],[148780],[150756],[151801],[153880],[155452],[158299],[159344],[162995],[168672],[169717],[171161],[173368],[175196],[179637],[186730],[187753],[193438],[194549],[197972],[199017],[202357],[203468],[206891],[207936],[211587],[214715],[217273],[219249],[220294],[222373],[223945],[226792],[227837],[231488],[236249],[242618],[243641],[249326],[252992],[254015],[256544],[259700],[260811],[262048],[264234],[265279],[268493],[274178],[275289],[278712],[279757],[283097],[287631],[288676],[292327],[300120],[301341],[308733],[313221],[314131],[317411],[319590],[319875],[320613],[323784],[326298],[336285],[337308],[342993],[347682],[350211],[353367],[354478],[355715],[357901],[358946],[366280],[366565],[367664],[383250],[386682],[389306],[389403],[389871],[390313],[396795],[399324],[407145],[408366],[415758],[424436],[426615],[426900],[427638],[430809],[433323],[442384],[442481],[442949],[443782],[450665],[459163],[459945],[468041],[468122],[469141],[479484],[486806],[487091],[488190],[507208],[509832],[509929],[510397],[510839],[517321],[521598],[523489],[527530],[527611],[536531],[544715],[545000],[546099],[555719],[568073],[576237],[576334],[576802],[577635],[584518],[593798],[601894],[601975],[602994],[614946],[621488],[626903],[639848],[639945],[640413],[641246],[660214],[668269],[670160],[674201],[674282],[683202],[691386],[702390],[716879],[723490],[737245],[739136],[743177],[743258],[773586],[780128],[785543],[798585],[832440],[843755],[847444],[853986],[863746],[886308],[908565],[948587],[964427],[980569],[991884],[1022485],[1070583],[1103146],[1178155],[1229938], 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] cell #1668 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [28088],[36470],[40560],[46349],[51607],[56410],[57080],[59242],[64492],[70631],[71301],[72763],[75945],[77523],[81203],[84262],[85448],[87736],[88764],[95439],[98123],[102098],[104052],[108237],[108907],[111544],[112589],[114033],[116240],[118068],[122509],[126177],[129490],[131062],[132248],[134536],[135564],[142239],[146223],[147334],[148781],[150757],[151802],[153881],[155453],[158300],[159345],[162996],[168673],[169718],[171162],[173369],[175197],[179638],[186731],[187754],[193439],[194550],[197973],[199018],[202358],[203469],[206892],[207937],[211588],[214716],[217274],[219250],[220295],[222374],[223946],[226793],[227838],[231489],[236250],[242619],[243642],[249327],[252993],[254016],[256545],[259701],[260812],[262049],[264235],[265280],[268494],[274179],[275290],[278713],[279758],[283098],[287632],[288677],[292328],[300121],[301342],[308734],[313222],[314132],[317412],[319591],[319876],[320614],[323785],[326299],[336286],[337309],[342994],[347683],[350212],[353368],[354479],[355716],[357902],[358947],[366281],[366566],[367665],[383251],[386683],[389404],[389425],[389872],[390314],[396796],[399325],[407146],[408367],[415759],[424437],[426616],[426901],[427639],[430810],[433324],[442482],[442503],[442950],[443783],[450666],[459164],[459946],[468042],[468256],[469142],[479485],[486807],[487092],[488191],[507209],[509930],[509951],[510398],[510840],[517322],[521599],[523490],[527531],[527745],[536532],[544716],[545001],[546100],[555726],[568074],[576335],[576356],[576803],[577636],[584519],[593799],[601895],[602109],[602995],[614947],[621495],[626904],[639946],[639967],[640414],[641247],[660215],[668270],[670161],[674202],[674416],[683203],[691387],[702397],[716886],[723491],[737246],[739137],[743178],[743392],[773587],[780135],[785544],[798586],[832441],[843756],[847445],[853993],[863747],[886315],[908566],[948588],[964434],[980570],[991885],[1022486],[1070590],[1103147],[1178156],[1229945], [14286,64006],[15601,123106],[16327,70462],[21647,86888],[23466,159870],[24408,94693],[24535,95179],[26773,101612],[28814,108068],[31194,113899],[31864,115743],[33638,200527],[34308,204209],[35042,123695],[35528,125135],[38741,133688],[39683,76438],[41502,141493],[41629,141979],[42228,81442],[43167,237266],[43440,146089],[43723,146730],[44728,149007],[47927,252319],[49717,160655],[50387,162499],[53966,171028],[54636,172872],[55856,102548],[56095,56239],[57814,180824],[58300,182264],[59369,109176],[60517,295425],[60852,187980],[61172,188613],[62357,191169],[63191,302358],[63747,193946],[66446,312161],[67553,202224],[67836,202865],[68841,205142],[73036,214582],[73319,215223],[74324,217500],[76114,134791],[76784,135067],[77053,77304],[79313,229148],[79983,230992],[80717,142298],[82690,361949],[83093,237538],[83607,238488],[86090,370083],[86745,244501],[89037,249193],[89320,249834],[91539,254242],[91859,254875],[94434,260208],[98458,268720],[98778,269353],[99051,169265],[99334,169777],[99963,271909],[100797,409383],[101353,274686],[102358,174246],[102417,102478],[105159,282964],[105442,283605],[106447,285882],[114668,446334],[115585,303580],[118403,308960],[118723,309593],[118996,198565],[119279,199077],[121340,314510],[121854,315460],[124992,321473],[125766,323143],[127284,326165],[127567,326806],[129893,331205],[130407,332155],[130742,215390],[130801,130862],[132890,490609],[133545,338168],[136120,343501],[138339,347909],[138659,348542],[138932,227385],[139215,227897],[141234,353875],[148571,367531],[152740,374779],[154284,377288],[154798,378238],[155133,250001],[155192,155253],[162341,391642],[165159,397022],[165479,397655],[165752,264827],[166035,265339],[171797,580187],[172714,410605],[175852,416618],[176408,279817],[178469,421535],[178983,422485],[179318,283772],[179377,179438],[182121,428498],[182895,430168],[184696,433831],[187016,438702],[190925,444009],[193525,450951],[195787,451916],[204706,318108],[208875,323844],[210419,476583],[210933,477533],[211268,326973],[211327,211388],[221233,495305],[223291,498764],[230834,512168],[233972,518181],[234528,359006],[234746,519851],[236271,523511],[236718,523676],[241075,529208],[242904,532752],[243663,536553],[246813,538059],[253278,382051],[257187,387874],[257246,257307],[259787,390599],[274265,584804],[276527,585769],[280696,593017],[289615,430869],[291673,611386],[293928,615254],[294089,616545],[294303,617198],[301363,626925],[301810,627090],[302610,631159],[313243,459967],[313690,460132],[314417,317498],[320635,469163],[336571,679423],[337330,683224],[340480,684730],[343080,691672],[353454,511125],[360138,716560],[360931,718554],[368747,728778],[368961,729431],[382151,546243],[382365,546896],[383272,386704],[390672,556919],[408388,785565],[408835,785730],[409635,789799],[415780,798607],[427660,603016],[435939,826176],[445316,838819],[460226,641801],[461419,465223],[489273,898207],[489487,898860],[497794,912821],[511198,703590],[579169,1017549] ] cell #1669 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [108239],[131064],[142236],[155455],[168675],[169715],[179640],[183256],[197975],[199015],[211590],[214713],[215777],[226795],[227835],[249324],[250388],[264237],[265277],[266713],[268429],[283095],[284159],[300123],[306953],[308669],[326296],[327360],[329067],[345902],[347618],[364812],[367662],[375150],[395015],[396731],[402366],[419397],[440844],[441846],[443718],[454384],[464107],[474445],[482686],[521469],[526919],[535896],[540595],[551254],[552256],[588237],[616234],[630333],[648048],[657025],[682567],[687266],[728467],[747404],[761503],[788973],[815665],[868723],[897896],[930932],[950954],[1047453],[1137225],[1221530], [24537,95181,262051],[28091,105444,283607],[35044,123697,319878],[35771,125980,323782],[36473,127569,326808],[40562,138661,348578],[41631,141981,355718],[43725,146732,366568],[46352,152742,374781],[49719,160691,389426],[49755,160786,389869],[51609,165481,397691],[56412,105161,283000],[57077,178980,422527],[57816,180826,426903],[58543,183109,430807],[59245,184698,433833],[59371,109178,292330],[61174,188649,442504],[61210,188744,442947],[64494,195789,451952],[68685,204851,468036],[68838,205184,468255],[70633,127286,326201],[71298,210930,477575],[72765,73038,214618],[73321,215225,487094],[75948,221235,495307],[76116,134827,135566],[77055,77306,223948],[77520,138336,347951],[79315,229184,509952],[79351,229279,510395],[80719,142300,357904],[81205,233974,518217],[81446,143444,358944],[83451,238197,527525],[83604,238530,527744],[84264,148573,367567],[85450,242906,532788],[87733,246810,538101],[88766,89039,249229],[89322,249836,545003],[92994,257366,555725],[95436,165156,397064],[98120,98455,268762],[98780,269389,576357],[98816,269484,576800],[99053,169301,173371],[99336,169779,407148],[102100,276529,585805],[102355,174288,175194],[102419,102480,278715],[103563,103915,279755],[104002,178419,421470],[106291,285591,601889],[106444,285924,602108],[108275,183498,433321],[108904,291670,611428],[109770,293486,614941],[111546,187018,438738],[111622,296489,621494],[112586,190922,444051],[114030,301807,627132],[116242,118998,198601],[118065,118400,309002],[118725,309629,639968],[118761,309724,640411],[119281,199079,459166],[122511,204708,318144],[126127,210369,476518],[129440,129843,331140],[130251,331864,674196],[130404,332197,674415],[130739,215432,220292],[130803,130864,219252],[131100,216019,488188],[132250,336573,679459],[134533,340477,684772],[134680,221288,222324],[134922,135007,342991],[138934,227421,231491],[139217,227899,350214],[139794,351033,702396],[142083,232283,517257],[144186,360312,716885],[146220,236715,523718],[147284,241025,529143],[148716,368741,728775],[150759,155194,155255],[151799,155130,250043],[153831,154234,377223],[154642,377947,743172],[154795,378280,743391],[155491,250630,546097],[158302,253280,382087],[159342,257184,387916],[162998,165754,264863],[166037,265341,399327],[166794,166844,400430],[166899,400511,773581],[168751,403514,780134],[169154,269589,275240],[169396,169481,274176],[169562,270155,577571],[171159,408832,785772],[174163,174172,415694],[179315,283814,288674],[179379,179440,287634],[179676,284401,424434],[185973,293828,615121],[187689,294083,616542],[193436,198696,198781],[194500,198454,309829],[196094,196144,452448],[196199,452529,847439],[198051,455532,853992],[198862,310395,641182],[202355,313687,460174],[203419,317997,466509],[206894,211329,211390],[207934,211265,327015],[211626,327602,479482],[212679,480838,886314],[212729,329167,335528],[212784,329240,668140],[215307,215316,337244],[217209,489267,898204],[227274,348778,354429],[227516,227601,353365],[227682,349344,507144],[235400,360132,716557],[238991,239041,525985],[239096,526066,948582],[241861,247340,375250],[243577,249918,249927],[247290,538747,964433],[247395,375323,737116],[252235,381890,546972],[253951,382145,546240],[256547,257248,257309],[259698,264958,265043],[260762,264716,397891],[265124,398457,568009],[266664,266673,407517],[281111,419497,425858],[281166,419570,593674],[283689,283698,427574],[295341,438541,617274],[296129,297548,440944],[297498,619946,1070589],[297603,441017,832311],[300492,306904,306913],[312372,459427,641897],[315963,316013,647114],[316068,647195,1103141],[317409,318239,318324],[318833,324312,474545],[320549,326890,326899],[324367,474618,660090],[330777,482786,484550],[330832,482859,670036],[345853,345862,509080],[362160,522971,718650],[363022,364763,364772],[364024,365520,527019],[365575,527092,723366],[369999,532591,729507],[376860,540695,542459],[376915,540768,739012],[384191,385610,551354],[385560,751116,1229944],[385665,551427,980440],[386618,387791,387800],[388554,394966,394975],[402317,402326,573835],[439982,441797,441806],[446545,626385,838915],[448409,449905,630433],[449960,630506,843631],[454335,454344,637446],[459821,459994,460003],[462317,464058,464067],[463319,464815,648148],[464870,648221,863622],[490525,679262,898936],[497386,687366,689130],[497441,687439,908441],[523365,523538,523547],[534032,535847,535856],[550392,552207,552216],[558819,560315,761603],[560370,761676,991760],[580398,785025,1017645],[582262,583758,789073],[583813,789146,1022361],[588188,588197,796086],[626779,626952,626961],[644494,644667,644676],[655161,656976,656985],[680703,682518,682527],[705490,706986,931032],[707041,931105,1178031],[757949,758122,758131],[785419,785592,785601],[813801,815616,815625],[844621,844794,844803],[927378,927551,927560],[1023351,1023524,1023533],[1158175,1158348,1158357], [14289,63749,64177,193527,193948,450953],[15604,67838,68266,202867,314419,317500],[16331,70465,125768,208877,323145,323846],[21649,86747,87158,243664,244537,536554],[23468,91861,92272,254911,383273,386705],[24411,94436,94864,259789,260210,390601],[26776,101355,101783,274267,274688,584806],[28818,108071,182897,289617,430170,430871],[31196,63193,113935,192788,301364,626926],[31861,115582,116075,302609,303622,631158],[33640,67555,120204,202260,313244,459968],[34305,121851,122344,315502,461418,465222],[35530,124994,125405,320636,321509,469164],[38743,133547,133958,337331,338204,683225],[39686,76609,136122,343082,343503,691674],[41505,141236,141664,353456,353877,511127],[42232,81445,234530,234748,359008,519853],[43169,43442,145572,146125,236272,523512],[44725,86087,149049,243278,368960,729430],[47924,91536,156592,254284,382364,546895],[50384,162338,162831,390671,391684,556918],[53968,100799,171064,273528,408389,785566],[54633,172711,173204,409634,410647,789798],[55858,102818,175854,415781,416654,798608],[56098,56243,176410,279819,280698,593019],[58302,182123,182534,427661,428534,603017],[60514,60849,187390,188022,294302,617197],[62307,114618,191104,301854,445315,838818],[66396,121290,200023,314445,460225,641800],[74321,132887,217542,336945,489486,898859],[76781,135399,223288,497793,498806,912820],[79980,230831,231324,511197,512210,703589],[82640,83043,236762,237473,360930,718553],[99913,171747,271844,408879,579168,1017548],[109665,109715,293337,293405,435938,826175] ] cell #1670 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [241486],[244123],[261734],[294359],[295754],[302666],[321095],[323391],[335153],[337790],[345027],[355401],[361209],[369017],[370412],[382421],[383673],[383816],[387164],[389826],[390728],[393967],[401384],[402779],[409691],[416240],[418536],[428120],[430416],[435357],[442904],[445594],[449467],[453402],[454797],[460504],[461475],[465279],[468312],[469564],[469707],[481735],[489543],[490938],[496948],[497850],[501089],[502947],[504199],[504342],[510352],[511254],[514493],[520099],[527801],[534914],[536166],[536954],[539644],[546952],[548511],[552526],[552669],[556004],[556975],[559877],[563812],[565064],[565207],[576757],[579447],[583320],[587255],[588507],[588650],[594357],[595328],[602165],[603417],[603560],[609570],[613711],[616254],[617254],[621773],[622744],[623351],[629382],[630353],[631215],[632467],[640368],[642500],[648068],[650182],[653280],[656043],[657295],[660773],[661744],[674472],[675724],[681585],[682837],[683625],[686315],[687286],[695182],[702675],[703646],[706548],[711735],[716402],[717238],[718221],[718407],[719253],[725039],[728487],[729487],[733076],[734006],[734977],[743448],[744700],[745578],[747424],[752013],[753914],[760552],[761523],[763637],[766735],[780413],[788022],[788993],[789855],[791107],[794205],[799008],[808822],[811920],[814683],[815935],[820384],[826058],[827177],[828013],[828300],[838486],[838672],[839518],[845304],[854271],[858477],[858663],[865295],[873332],[884956],[897916],[898916],[902505],[903435],[904406],[912877],[914129],[929981],[930952],[933066],[936164],[943581],[954460],[955296],[955583],[975306],[976142],[1017216],[1017402],[1018248],[1024034],[1033001],[1052062],[1063686],[1076664],[1098140],[1140731],[1141567],[1141854],[1268491], [23893,995035],[30306,1071229],[40987,915007],[42852,1192464],[45543,1208435],[45630,1208722],[48829,1230584],[53078,1007030],[60123,1321838],[62876,1332844],[63359,1336890],[65654,1088666],[66965,1354836],[69656,1370807],[69743,1371094],[72448,888682],[75139,1403665],[75226,1403952],[78425,699340],[85696,1463494],[88449,966801],[90810,1485356],[91209,1486486],[92627,1493566],[93563,1496362],[94046,1500408],[96341,770893],[97729,775894],[100482,1529220],[100965,1533266],[103173,1280206],[103260,1280493],[104571,801140],[107262,1567183],[107349,1567470],[112929,1589961],[115925,1082860],[116877,855849],[117674,849752],[121057,1616572],[122677,1622747],[123943,1626252],[124342,1627382],[126696,877274],[132496,1658724],[135249,1153072],[135732,1409387],[136332,1158858],[137610,693623],[138009,507690],[139427,1688796],[140363,1691592],[140846,1695638],[143054,1442964],[143141,711878],[147857,1718984],[148256,949777],[149262,964786],[151408,960614],[152142,1729230],[156725,1743307],[161544,1755211],[162681,1242215],[164430,765176],[164829,568555],[166247,1773101],[170058,1781788],[170650,1526424],[173054,1274687],[174006,781991],[174803,1028482],[176020,1033972],[178186,599132],[179806,1814574],[181072,1818079],[181471,1819209],[183825,819413],[184308,1572905],[184908,1318973],[187523,1840702],[188235,1070942],[190531,833331],[191205,1086424],[194288,1082014],[195073,1854663],[195472,641728],[199358,1864909],[199950,1612986],[204391,1104336],[207543,1115173],[210136,665548],[211756,1896210],[214796,1394815],[216350,1905255],[216749,894468],[216959,1655219],[217755,886667],[219901,1146885],[220635,1915501],[222112,1152226],[225218,1929578],[228770,1179704],[230037,1941482],[231174,1437445],[232923,710483],[233322,517803],[234140,1189642],[236672,948931],[237574,1196510],[243411,1971322],[246419,744891],[249407,1481621],[250961,1985283],[251360,972587],[251570,1740540],[254497,1230297],[256793,981460],[260550,1241369],[262660,2007697],[266212,993433],[266983,1775019],[268263,2019432],[268449,1524469],[268975,1006743],[271271,781384],[271945,1004788],[275028,1273841],[275813,2033393],[276212,578117],[280098,2043639],[283178,1301682],[285131,1044025],[285341,1053963],[288283,1307000],[290494,1312341],[290876,610472],[298390,2081890],[301764,847788],[307223,1858140],[308503,2095566],[308689,1611031],[309215,1088379],[311511,855242],[313644,1103490],[314546,1358882],[317785,1363126],[326379,1109855],[328332,1127146],[328542,875233],[329087,1647302],[330339,887836],[331123,1393979],[331241,1129852],[334480,1395984],[337078,2140751],[340086,675915],[344628,2154712],[346172,1173072],[347638,1431249],[348164,1162413],[350460,923343],[354217,1436599],[365082,1965071],[367745,1199585],[373048,2198628],[375170,1732623],[376422,965955],[377206,1480785],[377324,1214157],[380563,1482790],[386452,2214988],[395285,986801],[396751,1236019],[397277,1247734],[399573,1003371],[400413,1517445],[402636,1265044],[408789,773930],[415528,2254206],[419417,1047473],[420669,1037393],[421453,1300846],[421571,1289967],[424810,1559502],[440864,1843282],[442116,1073217],[443738,1328093],[444264,1330048],[452431,1604007],[454654,1351090],[464377,2107030],[472343,2321856],[474465,868743],[475717,1120514],[476501,1109019],[476619,1376529],[479858,1645548],[482706,1137245],[493574,2345299],[501976,1172886],[521489,1452072],[525968,1717175],[526939,950974],[529053,1200754],[529126,1198749],[529244,1459989],[540615,1221550],[551274,1992839],[562841,986615],[571954,1264858],[606196,2455709],[615104,1321069],[615290,1583192],[620843,1073031],[635565,1350904],[647097,1872845] ] cell #1671 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1672 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [94903],[123665],[141703],[146700],[160570],[180794],[185165],[188528],[215193],[224583],[229063],[232645],[249804],[269268],[270517],[277218],[289902],[309508],[310757],[333042],[333335],[340760],[349706],[379125],[379418],[398819],[401756],[404326],[413603],[423372],[423665],[453774],[456344],[478420],[478713],[481918],[484963],[503319],[505889],[539827],[542872],[554674],[564184],[566754],[571108],[594540],[595700],[597585],[623116],[634719],[650373],[660956],[662116],[664001],[694336],[695365],[725222],[735349],[746460],[754521],[765889],[766918],[802971],[820756],[829182],[835084],[845487],[857494],[879105],[904778],[936347],[945536],[956465],[962367],[974187],[1024217],[1057835],[1066747],[1078619],[1142736],[1148638],[1204240],[1270446],[1399470], 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083658],[856658,1097019],[859228,863459],[869481,873515],[899097,1141556],[902688,1147663],[904475,1148357],[908278,1416381],[927720,931324],[942460,942589],[944700,1193163],[955515,1203119],[956279,1204992],[987366,991597],[1018366,1270435],[1018440,1269243],[1022198,1275485],[1048211,1052245],[1077783,1333543],[1141786,1398349],[1142550,1400222],[1173637,1177868],[1269610,1529919] ] cell #1673 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [367834],[371080],[394019],[437174],[438819],[447231],[470375],[473342],[488360],[491606],[501141],[514545],[522024],[531224],[532869],[547584],[549060],[549229],[553337],[556553],[557641],[561718],[571027],[572672],[581084],[589318],[592285],[604228],[607195],[613763],[622322],[625438],[629931],[634638],[636283],[643153],[644250],[648734],[652353],[653829],[653998],[668695],[677895],[679540],[686864],[687952],[692029],[694255],[695731],[695900],[703224],[704312],[708389],[715513],[724112],[732149],[733625],[734555],[737671],[746261],[747959],[752562],[752731],[756608],[757705],[761101],[765808],[767284],[767453],[780962],[784078],[788571],[793278],[794754],[794923],[801793],[802890],[810993],[812469],[812638],[819962],[825127],[827930],[828983],[833906],[835003],[835718],[842290],[843387],[844377],[845853],[854820],[857280],[863378],[865844],[869278],[872405],[873881],[877927],[879024],[893541],[895017],[901578],[903054],[903984],[907100],[908197],[917388],[926037],[927134],[930530],[936713],[942456],[943277],[944260],[944463],[945322],[951509],[955213],[956266],[960149],[961189],[962286],[971660],[973136],[974175],[976059],[980995],[983132],[990419],[991516],[993982],[997416],[1012636],[1021020],[1022117],[1023107],[1024583],[1028017],[1033550],[1044574],[1048008],[1051135],[1052611],[1057754],[1064542],[1065622],[1066443],[1066735],[1077343],[1077546],[1078405],[1084592],[1094272],[1098819],[1099022],[1106068],[1114708],[1127695],[1141484],[1142537],[1146420],[1147460],[1148557],[1157931],[1159407],[1176690],[1177787],[1180253],[1183687],[1192079],[1203115],[1203936],[1204228],[1224977],[1225798],[1269170],[1269373],[1270232],[1276419],[1286099],[1306535],[1319522],[1332459],[1354451],[1398345],[1399166],[1399458],[1528835], [49635,1245767],[61090,1326961],[79231,1160446],[82480,1452841],[86492,1468325],[86663,1468617],[91777,1490479],[98696,1258562],[110336,1583730],[114458,1594123],[115080,1597960],[118641,1344608],[120727,1615599],[124739,1631083],[124910,1631375],[129280,1131593],[133292,1663555],[133463,1663847],[138577,922160],[149549,1722999],[153671,1215898],[157092,1743845],[157742,1744864],[159747,1751592],[161214,1754238],[161836,1758075],[165397,1002188],[167465,1007713],[171587,1785950],[172209,1789787],[175599,1540692],[175770,1540984],[177856,1036010],[181868,1822910],[182039,1823202],[190201,1845041],[194340,1338631],[195705,1096084],[196765,1089349],[201580,1869702],[203881,1875399],[205684,1878669],[206334,1879688],[209806,1119131],[218042,1909270],[222164,1411128],[222786,1669345],[223693,1417315],[225585,915690],[226235,700008],[228240,1937863],[229707,1940509],[230329,1944346],[233719,1703064],[233890,936882],[240215,1966539],[240865,1198251],[242154,1213853],[244963,1209405],[246089,1975661],[252389,1988626],[258923,1999268],[260602,1502149],[263027,995718],[263677,771561],[265682,2015982],[270941,2023771],[271732,1783304],[275080,1535007],[276445,1014448],[277505,1281176],[279253,1287196],[282320,807374],[284621,2054129],[286424,2057399],[287074,2058418],[290546,1056657],[291168,1828700],[292075,1580833],[295495,2078758],[296422,1326669],[299389,1071912],[300316,1342415],[304237,1337772],[305307,2090783],[305957,856517],[311181,2099905],[311972,1866425],[317837,1360623],[321935,1371777],[325521,883508],[327822,2127987],[331812,1654915],[333882,2135968],[334532,1137780],[334751,1906000],[335821,1129548],[338630,1404635],[339756,2145090],[341699,1410269],[346056,2158055],[350921,1439177],[352590,2168697],[354269,1697379],[356694,935237],[357344,712546],[358442,1449954],[361758,1197392],[362846,1456678],[370153,2195496],[374047,973362],[377895,1740236],[379965,2207521],[380615,1222085],[380834,1986028],[384484,1490187],[387451,1231267],[392299,1501290],[395169,2227031],[400034,1243947],[400962,2017799],[402520,2237398],[402766,1781403],[403447,1258270],[406414,1013733],[407341,1256369],[411262,1534148],[412332,2249423],[412982,782659],[418206,2258545],[422142,1562684],[424862,1297895],[425081,1308672],[428960,1568153],[432029,1573787],[432546,821050],[442000,2292474],[446143,1087306],[452980,2093933],[454538,2303814],[454784,1864524],[455465,1344316],[458432,1095369],[461053,1359764],[462141,1619436],[466218,1623629],[477190,1366308],[479910,1384457],[480129,1116845],[480808,1898790],[482284,1130734],[483241,1654094],[483372,1387309],[487449,1656101],[490679,2342167],[494573,895243],[500491,2354192],[502525,1432131],[504329,1691207],[505010,1421028],[507977,1169403],[512825,1696520],[526517,2190232],[529815,1459685],[536050,2391692],[538717,1978818],[540193,1215039],[541150,1739415],[541281,1474115],[545358,1741422],[552410,2405096],[563390,1236901],[565194,1495977],[565875,1507834],[568842,1254724],[569930,1774880],[572503,1525351],[579996,1005670],[588391,2437667],[593430,1301599],[594906,1290849],[595863,1561863],[595994,1550827],[600071,1815456],[619916,2080915],[621392,1328975],[623338,1589576],[624019,1591477],[633541,1858001],[636114,1611913],[647646,2313460],[657179,2493255],[659846,1109772],[661322,1377411],[662279,1365487],[662410,1636873],[666487,1897092],[669792,1394732],[682721,2512218],[693158,1431928],[717155,1712519],[722025,1964932],[723122,1199502],[725588,1460871],[725683,1458864],[725814,1719729],[738768,1481538],[751086,2214013],[764711,1236698],[775429,1525148],[815819,2600280],[826737,1583053],[826940,1839069],[832866,1328772],[849287,1611710],[862281,2106891] ] cell #1674 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [78397,699339],[96313,770892],[104195,801139],[116849,855848],[126320,877273],[129633,888681],[137156,915006],[143113,711877],[147477,949776],[149205,964785],[154024,966800],[163976,995034],[167991,1007029],[173978,781990],[183449,819412],[188178,1070941],[189601,1071228],[191201,1086423],[194693,1082859],[197291,1088665],[203612,1104335],[215970,894467],[217698,886666],[222517,1153071],[232469,710479],[236595,1192463],[237570,1196509],[245489,1208721],[250581,972586],[254440,1230296],[255863,1230583],[260955,1242214],[268918,1006742],[270341,781380],[271941,1004787],[275433,1274686],[278031,1280492],[284352,1044024],[301687,1332843],[309158,1088378],[310581,855238],[313567,1354835],[314542,1358881],[322461,1371093],[327553,1127145],[330262,887832],[331237,1129851],[339156,1403951],[348107,1162412],[349530,923339],[354622,1437444],[376345,965951],[377320,1214156],[389749,1496361],[397220,1247733],[398643,1003367],[408712,1529219],[420592,1037389],[421567,1289966],[429486,1567469],[442827,1589960],[444207,1330047],[475640,1120510],[476615,1376528],[510275,1691591],[528976,1200750],[529240,1459988],[576680,1781787],[615286,1583191],[640291,1864908], [44676,241485,1213030],[45541,244066,1208434],[45602,370411,1467502],[48801,552668,1750769],[60800,295753,1325846],[62500,445593,1594059],[63321,302662,1336889],[66589,642499,1868298],[69654,321038,1370806],[69715,469706,1630260],[74272,335152,1128725],[75137,337733,1403664],[75198,490937,1662732],[82833,719252,1962555],[83236,361208,1452777],[85242,369013,1463493],[90356,745577,1988339],[91487,383815,1489364],[92625,387107,1493565],[93187,556003,1754174],[94008,390724,1500407],[98406,402778,1257447],[100106,579446,1785886],[100927,409687,1533265],[103171,416183,1280205],[103232,588649,1539869],[107260,428063,1567182],[107321,603559,1822087],[110862,828299,2078471],[111338,294355,1321837],[111815,621772,1844977],[114811,839517,2086799],[118351,454796,1343493],[121483,460503,1615535],[122639,465275,1622746],[123489,468308,1626251],[130036,481734,1130457],[132042,489539,1658723],[134873,686314,1409992],[135694,497846,1409386],[136330,344248,1158857],[138287,504341,1420205],[139425,507633,1688795],[139987,702674,1940445],[140808,511250,1695637],[143052,517746,1442963],[146524,527797,1718983],[150075,955582,2195209],[151028,734005,1975597],[154427,539643,1214762],[156653,546948,1743306],[158094,382417,1485355],[158571,548510,1744800],[165107,565206,1507011],[166245,568498,1773100],[168467,401380,1006591],[168944,780412,2023707],[169347,788021,1533871],[170648,578060,1526423],[171940,1018247,2245439],[174349,587251,1280054],[175982,417606,1033968],[178612,594356,1290572],[179768,599128,1814573],[180618,602161,1818078],[184270,610468,1572904],[184906,434578,1318972],[187451,617250,1840701],[190873,623350,1590654],[193740,631211,1854662],[197767,453398,1088227],[198244,854270,2099841],[198647,629381,1337495],[199948,641671,1612985],[202659,461471,1616571],[207163,653279,1879624],[210562,660772,1377134],[211718,665544,1896209],[214794,674983,1394814],[215017,674468,1905254],[215493,681581,1403513],[216921,675911,1655218],[218568,1141853,2341880],[219521,903434,2145026],[221592,496871,1152222],[225146,693619,1929577],[226587,502943,1162261],[227064,695181,1168160],[227467,929980,1696243],[228768,514898,1179703],[234102,519169,1189638],[235931,717237,1712628],[241218,725038,1460594],[243339,729483,1971321],[249405,743959,1481620],[249628,743444,1985282],[250104,534910,1208283],[251532,744887,1740539],[253713,383596,1486485],[260002,556971,1755210],[262588,765172,2007696],[264029,563808,1247582],[264506,766734,1253481],[264909,760551,1501013],[266210,394372,993432],[266906,773926,1775018],[268191,775890,2019431],[268445,780263,1524468],[269893,583243,1273837],[274480,789851,2033392],[278984,1033000,2258481],[283176,602676,1301681],[283399,595324,1042959],[283875,814679,1567031],[285303,607721,1053959],[287903,811919,2058354],[289974,609493,1312337],[293238,826057,1838782],[294870,828012,1588277],[298318,833327,2081889],[299915,622740,1329896],[306310,845303,1352443],[307146,847784,1858139],[308431,849748,2095565],[308685,854121,1611030],[310133,449390,1082010],[318190,865294,1623352],[320311,469487,1627381],[326377,468823,1109854],[326600,661740,1126080],[327076,656039,1370655],[328504,473868,875229],[329083,886515,1647301],[331122,893266,1393978],[333407,675647,1395980],[337006,898912,2140750],[343295,912873,2154711],[346095,703263,1173068],[347380,504122,922960],[347634,702525,1431248],[349082,706471,1436595],[353669,703642,1941481],[358173,936163,1184581],[360007,716401,942454],[361059,943580,1716606],[361797,718403,1457603],[365005,948927,1965070],[367743,528312,1199584],[369528,955295,1473895],[372976,960610,2198627],[373608,536877,1729229],[374573,734973,1223043],[375166,964634,1732622],[377205,971385,1480784],[379490,744623,1482786],[382932,976141,1748392],[386380,981456,2214987],[387977,753910,1493414],[395208,556592,986797],[396493,564987,1002988],[396747,555854,1236018],[398195,559800,1241365],[400412,1005393,1517444],[402559,781001,1265040],[413335,1024033,1266397],[415456,1028478,2254205],[419413,810854,1047469],[421452,810718,1300845],[423737,808745,1559498],[427336,603340,1819208],[433625,820380,1058605],[436899,827176,1065620],[437035,616250,827861],[440860,1070790,1843281],[442039,622361,1073213],[443734,621623,1328092],[445444,1076663,1603438],[446182,838668,1343340],[451386,632390,1096884],[452430,1087029,1604006],[454577,854859,1351086],[460354,1098139,1872276],[461092,858659,1620361],[464300,1103486,2107029],[466813,650105,1363122],[472271,1115169,2321855],[474461,652214,868739],[476500,652078,1109018],[478785,884879,1645544],[482702,893402,1137241],[490054,1141566,1387089],[493502,1146881,2345298],[494134,683548,1915500],[495099,904402,1138738],[500016,692107,914052],[501975,925891,1172885],[517019,711658,937682],[521485,717086,1452071],[521878,718220,944186],[525967,1197115,1717174],[526935,723973,950970],[529125,723837,1198748],[530949,954459,1203113],[531085,728483,955144],[533669,536089,734594],[540611,971521,1221546],[547309,975305,1224975],[547445,747420,975990],[549099,552449,753531],[551270,1230145,1992838],[561796,562313,763560],[562840,756462,986614],[571953,1012490,1264857],[579297,1268490,1516876],[580035,1017398,1257294],[585239,791030,1015248],[588430,795723,1033589],[591846,798931,2043638],[606124,1306996,2455708],[612638,825205,1063609],[615103,826663,1321068],[620842,833760,1073030],[625292,838485,1077269],[627386,630349,844238],[635564,1094126,1350903],[643007,858476,1098745],[644111,648064,864229],[647096,1359487,1872844],[653868,654798,657218],[677620,1140730,1398343],[677756,897912,1141415],[680340,682760,904023],[687282,909048,1157792],[708467,708984,932989],[729916,733075,961043],[747813,752012,981889],[757566,758556,761519],[783932,1017215,1269096],[786026,788989,1022968],[794204,1028911,1285953],[812508,813438,815858],[869132,870172,873331],[899345,902504,1147314],[926995,927985,930948],[1047862,1048902,1052061] ] cell #1675 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [94875],[123613],[141675],[146648],[160564],[180742],[185137],[188522],[215141],[224555],[229057],[232593],[249752],[269262],[270465],[277161],[289896],[309502],[310705],[332985],[333329],[340756],[349654],[379068],[379412],[398767],[401750],[404322],[413602],[423315],[423659],[453768],[456340],[478363],[478707],[481914],[484962],[503313],[505885],[539823],[542871],[554617],[564178],[566750],[571107],[594536],[595694],[597584],[623110],[634718],[650369],[660952],[662110],[664000],[694335],[695361],[725218],[735343],[746456],[754520],[765888],[766914],[802970],[820750],[829178],[835083],[845483],[857493],[879104],[904772],[936343],[945535],[956461],[962366],[974186],[1024213],[1057834],[1066746],[1078618],[1142732],[1148637],[1204239],[1270445],[1399469], [15400,314186],[23251,383454],[24207,390368],[32266,450720],[33974,315382],[35313,469345],[41301,510894],[45569,536838],[46119,536735],[47875,254164],[50053,391564],[50789,393369],[55038,584573],[58085,603198],[60465,187902],[63467,193214],[63529,193864],[64188,303502],[68789,205064],[69682,469448],[70232,323061],[75165,683509],[75715,683406],[77186,691441],[79649,512090],[80385,513895],[83555,238410],[85366,370050],[86038,148929],[86273,244410],[86423,150675],[92653,383557],[94154,259476],[94216,260126],[101073,273954],[101135,274604],[101794,410527],[103199,798892],[103749,798789],[106395,285804],[107288,603301],[107838,430086],[109309,613113],[111462,295392],[113808,302306],[115022,115533],[121802,203823],[122785,317187],[122847,202783],[124520,321382],[124670,206810],[130355,332077],[132166,490576],[132838,217422],[133073,338077],[133223,219168],[135840,342769],[135902,343419],[136358,914013],[136561,498686],[136903,692546],[139453,504083],[140954,353143],[141016,353793],[143080,711619],[143630,519769],[145998,237214],[154746,378160],[158218,252286],[159528,254784],[159678,256463],[161778,162289],[166273,564948],[168591,402417],[170676,790991],[170937,409331],[172151,172662],[174473,588288],[174612,793858],[175380,416527],[175530,278631],[176128,417080],[176190,417730],[176897,592935],[178931,284563],[179914,424212],[179976,283523],[181649,428407],[181799,287550],[184416,433099],[184478,433749],[184934,1063570],[197891,454435],[199976,632351],[200475,202133],[210881,327764],[211864,479260],[211926,326724],[214491,330881],[215617,682618],[215756,902158],[217067,487966],[217129,495223],[221390,907162],[221514,497490],[221817,688659],[222728,223239],[223474,499938],[223624,343895],[223688,499421],[226711,345953],[228021,348451],[228171,350130],[228796,932950],[230271,230782],[233500,518090],[233650,357820],[234248,518643],[234310,519293],[246761,380776],[249102,376964],[250228,535947],[250367,732729],[251678,545875],[251740,374697],[264153,395066],[265463,397564],[265613,399243],[266238,763521],[267759,571607],[269691,1021082],[269815,583862],[270118,581791],[271513,585678],[271663,407064],[276688,794985],[276700,1026936],[276988,587621],[281215,282873],[283999,815716],[284138,1051715],[285449,600588],[285511,607845],[291110,291621],[291856,612560],[292006,434225],[292070,612043],[300039,441897],[301023,452872],[307999,635218],[309931,842352],[310055,450009],[310358,447938],[311753,451825],[311903,459082],[324416,326074],[327200,657076],[327339,872985],[328650,667004],[328712,473992],[329453,678475],[330049,668757],[330383,484079],[332512,679602],[332524,1145339],[332812,681951],[334693,340428],[340641,908912],[346948,694835],[348880,1176752],[349004,707090],[349307,705019],[350702,708906],[350852,508627],[350916,701115],[356177,710849],[363553,526409],[365624,367440],[367896,538568],[375536,531804],[376132,737733],[376466,541988],[378595,532931],[378607,959068],[378895,535280],[388101,552307],[388240,983712],[396061,766388],[397993,990481],[398117,560419],[398420,558348],[399815,562235],[399965,569492],[400029,772668],[400592,784140],[400854,408048],[401109,572734],[401452,774348],[404207,785890],[405265,781750],[419783,811573],[420379,801855],[420713,596701],[421445,803470],[422842,812700],[422854,1305454],[423142,815049],[437754,441230],[438881,619767],[443680,835583],[444392,633408],[452610,625500],[453127,636345],[453470,848206],[456225,627250],[457283,855608],[462848,647538],[464919,466735],[466611,1106130],[467038,649441],[474831,652933],[475427,877989],[475761,663117],[476493,879604],[477890,654060],[477902,1113627],[478190,656409],[480659,488422],[480888,897370],[481462,670507],[483072,894121],[502155,926099],[502672,695962],[503015,916307],[503909,917450],[505770,927849],[506828,923709],[520555,942097],[522086,526147],[523836,721892],[527305,724692],[528763,951571],[529097,726521],[537730,962866],[538797,727941],[539371,739483],[540981,972240],[547134,1225860],[548164,551640],[549291,750937],[554144,752793],[554156,1232990],[554444,754280],[563020,756670],[563537,767515],[563880,996335],[564774,997478],[566635,758420],[567693,1003737],[569797,578245],[572133,1012698],[591136,1034338],[593510,1046927],[594084,803605],[595396,1037811],[610346,1058334],[615708,619996],[617436,1066505],[621022,833968],[622469,835780],[622812,1073635],[630719,844957],[632177,1084654],[635744,1094334],[642614,857342],[642691,1355240],[643215,647276],[644830,648434],[644965,862148],[650254,864093],[659213,875599],[659926,868197],[660500,879739],[661812,1120932],[669872,1136699],[684401,1149137],[687652,1158511],[711445,1183749],[714364,1190008],[717004,943339],[719367,945384],[719444,1192868],[723202,950428],[724766,952331],[729669,1203998],[733255,961251],[735045,1211128],[738848,1221004],[745509,1485052],[746273,974792],[746878,751166],[748021,752192],[758285,761889],[789359,1023687],[790817,1276481],[794384,1286161],[817853,1054329],[820452,1312759],[826602,1065331],[828231,1321534],[828995,1067352],[839632,1078467],[839709,1333248],[843467,1083511],[856657,1097013],[859081,863458],[869340,873511],[899098,1399228],[902684,1147522],[904474,1406358],[908277,1416234],[927714,931318],[942588,1191030],[944699,1193157],[955514,1463190],[956278,1204845],[987219,991596],[1018362,1270294],[1018439,1529624],[1022197,1275338],[1048070,1052241],[1077782,1333537],[1141785,1658420],[1142549,1400075],[1173490,1177867],[1269609,1529913] ] cell #1676 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [27921],[36303],[40305],[46277],[51352],[56365],[56741],[59075],[64366],[70586],[70962],[72718],[75873],[77466],[80948],[84217],[85403],[87567],[88719],[95382],[98066],[101972],[104047],[108192],[108568],[111499],[112532],[113976],[116195],[118011],[122464],[126172],[129485],[131017],[132203],[134367],[135519],[142182],[146166],[147329],[148776],[150712],[151745],[153876],[155408],[158255],[159288],[162951],[168628],[169661],[171105],[173324],[175140],[179593],[186726],[187749],[193382],[194545],[197928],[198961],[202301],[203464],[206847],[207880],[211543],[214659],[217269],[219205],[220238],[222369],[223901],[226748],[227781],[231444],[236245],[242614],[243637],[249270],[252988],[254011],[256500],[259644],[260807],[262004],[264190],[265223],[268489],[274122],[275285],[278668],[279701],[283041],[287587],[288620],[292283],[300076],[301337],[308729],[313217],[314127],[317355],[319163],[319586],[320609],[323728],[326242],[336281],[337304],[342937],[347678],[350167],[353311],[354474],[355671],[357857],[358890],[364354],[366276],[367608],[383246],[386678],[388580],[389080],[389399],[390309],[396791],[399280],[407101],[408362],[415754],[424380],[426188],[426611],[427634],[430753],[433267],[440008],[440508],[442477],[443778],[450661],[459119],[459941],[467112],[467335],[469137],[479428],[484880],[486802],[488134],[507204],[509106],[509606],[509925],[510835],[517317],[521594],[523485],[524809],[525032],[536527],[542789],[544711],[546043],[554735],[568069],[573861],[574361],[576330],[577631],[584514],[593794],[600965],[601188],[602990],[614727],[618584],[626899],[637472],[637972],[639941],[641242],[660210],[668265],[670156],[671480],[671703],[683198],[691382],[701406],[716663],[723486],[737241],[739132],[740456],[740679],[773367],[777224],[785539],[798581],[832436],[843751],[847225],[851082],[863742],[886092],[908561],[948368],[964211],[980565],[991880],[1022481],[1070367],[1102927],[1178151],[1229722], [15434,123103],[16324,70390],[23211,159868],[24241,94690],[24534,95053],[28811,107996],[32300,64003],[33593,200525],[33969,204210],[35041,123650],[35273,125133],[41335,141490],[41628,141853],[42225,143788],[43122,237264],[43722,146685],[46079,86886],[47870,252320],[49672,160653],[50048,162500],[55072,101609],[56236,103907],[57813,180779],[58045,182262],[59368,185315],[60460,295426],[61127,188611],[62590,113897],[63146,302356],[63746,193901],[64183,115744],[66441,312162],[67835,202820],[68784,205143],[73318,215178],[75675,133686],[76435,77220],[77303,136739],[79268,229146],[79644,230993],[80716,232630],[82685,361950],[83326,146087],[83550,238489],[85361,149008],[86033,370084],[86700,244499],[89319,249789],[91814,254873],[94433,260163],[98733,269351],[99333,270502],[100196,171026],[100752,409381],[101352,274641],[101789,172873],[102477,174510],[102546,103709],[105441,283560],[106390,285883],[111457,187981],[113659,191170],[114663,446335],[115528,303581],[118678,309591],[119278,310742],[121573,202222],[121797,315461],[124947,321471],[125765,323098],[127566,326761],[130126,214580],[130350,332156],[130861,215654],[132161,217501],[132833,490610],[133500,338166],[134789,134963],[135068,136556],[136119,343456],[138614,348540],[139214,349691],[141233,353830],[145849,237539],[152739,374734],[154517,249191],[154741,378239],[155252,250265],[158213,254243],[162284,391643],[165434,397653],[166034,398804],[168586,268721],[169263,169437],[170788,271910],[171792,580188],[172657,410606],[174247,174468],[175807,416616],[176407,417767],[178702,282962],[178926,422486],[179437,284036],[182076,428496],[182894,430123],[184695,433786],[193524,448739],[195742,451914],[197886,308961],[198563,198737],[201984,314511],[208874,474029],[210652,326163],[210876,477534],[211387,327237],[214342,331206],[215391,215612],[221232,495260],[223234,498765],[226706,347910],[227383,227557],[230777,512169],[233927,518179],[234527,519330],[234745,519806],[241308,367529],[242191,532750],[243603,534058],[246756,538060],[248953,377289],[250002,250223],[257306,388138],[259786,559149],[264148,397023],[264825,264999],[274264,582592],[276482,585767],[280695,592972],[282724,421536],[283773,283994],[289614,607882],[291616,611387],[296459,438700],[300034,444010],[300518,626805],[301018,627091],[302542,628446],[317497,463649],[318106,318280],[320575,655187],[325925,476584],[326974,327195],[335858,679421],[337270,680729],[340423,684731],[343079,689460],[353453,705820],[363048,523391],[363548,523677],[367291,529209],[367817,728779],[368040,729298],[382049,384521],[386644,550418],[387875,388096],[390604,759616],[407543,785445],[408043,785731],[409567,787086],[415720,796112],[427600,813827],[436699,615255],[438802,616546],[439025,617065],[444325,838813],[459847,462343],[460133,462843],[465155,646161],[488343,898208],[488566,898727],[497726,910108],[511130,929045],[521000,716561],[523769,718548],[546244,549212],[546763,549435],[578178,1017543],[614603,826170],[641795,644898] ] cell #1677 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [142203],[169682],[183373],[198982],[214680],[215894],[227802],[232272],[249291],[250505],[265244],[268842],[270144],[283062],[284276],[309082],[310384],[326263],[327477],[329229],[331148],[348031],[349333],[367629],[375312],[377231],[397144],[398446],[400438],[419559],[421478],[441006],[444131],[452456],[474607],[476526],[482848],[502001],[525993],[527081],[529151],[540757],[551416],[562866],[571979],[615129],[620868],[630495],[635590],[647122],[648210],[687428],[718246],[733101],[752038],[761665],[789135],[794230],[838511],[858502],[873357],[902530],[931094],[986640],[1017241],[1052087],[1073056],[1172911],[1264883],[1350929], [35795,125835,323749],[40411,138733,348640],[49791,160753,389101],[50758,163379,394296],[51458,165553,397753],[56762,178947,422563],[58567,182964,430774],[61246,188711,440529],[64472,195861,452014],[68805,205220,467531],[68941,205264,467948],[70983,210897,477611],[77487,226727,347987],[77953,226988,505458],[79387,229246,509627],[80354,231872,514822],[81054,234046,518279],[81470,234815,358911],[83571,238566,525228],[83707,238610,525645],[87588,246777,538137],[93012,257374,554778],[93111,257747,555151],[95403,264169,397100],[95869,264430,566323],[98087,168607,268798],[98852,269451,574382],[102078,276601,585867],[103939,176695,279722],[104119,283004,421851],[106411,285960,601384],[106547,286004,601801],[108311,290085,433288],[108589,291637,611464],[109278,292711,434502],[111640,296497,618627],[111739,296870,619000],[112553,300055,444087],[113997,301039,627168],[116623,306234,632938],[118032,197907,309038],[118797,309691,637993],[123292,318406,650973],[126244,326205,476899],[129557,214622,331521],[130371,332233,671899],[130507,332277,672316],[131136,333518,488155],[134388,340444,684808],[135046,221703,342958],[136872,224329,344172],[136959,347610,504290],[139812,351041,701449],[139911,351414,701822],[142339,356274,517670],[142669,358097,712994],[144204,360320,716706],[146187,363569,523754],[146327,363597,720702],[147401,367571,529524],[149129,368653,729722],[151766,250079,250244],[153948,249233,377604],[154762,378316,740875],[154898,378360,741292],[155527,379601,546064],[159309,387952,388117],[163779,396723,565155],[167794,268421,402727],[168769,403522,777267],[168868,403895,777640],[169520,270004,274143],[169818,405362,577984],[171126,408064,785808],[173752,413259,791578],[174324,174489,175161],[174581,277085,416107],[179712,423848,424401],[180421,425431,809613],[183274,430997,610379],[185858,436169,826306],[188102,439638,617489],[189404,443710,623299],[191112,444368,838844],[193403,198820,310244],[194617,309984,310186],[197094,308661,454745],[198069,455540,851125],[198168,455913,851498],[199118,457380,641595],[202322,460210,462864],[203536,466664,466866],[207901,327051,327216],[211662,478896,479449],[212564,329059,480769],[212697,480846,886135],[214820,484123,890131],[215468,215633,220259],[215725,332909,337657],[215795,485706,675822],[217622,489179,899151],[221325,340667,497757],[221443,221645,222441],[227640,349193,353332],[227938,506925,507557],[235562,521461,717116],[237481,523812,718579],[243990,250336,378992],[245292,378556,378571],[247175,375142,538678],[247308,538755,964254],[249431,542032,968250],[250406,543615,744798],[254364,547187,550048],[255666,554105,554120],[259665,265082,398306],[260879,398046,398248],[265380,567790,568422],[266598,570022,1005036],[266731,570169,773769],[269626,404233,409598],[269744,269946,275357],[271852,578221,1017574],[276649,276664,277834],[283850,284015,288641],[284107,423239,427987],[284177,598328,599039],[293413,614646,826201],[297383,440836,619877],[297516,619954,1070410],[300654,452571,452586],[302573,309866,456251],[306838,633633,1086672],[306971,633780,847627],[312534,642575,642590],[314453,641826,644941],[317376,318363,466924],[320962,327308,478287],[322264,477851,477866],[327378,664744,665455],[329204,480914,488597],[332473,332488,338959],[345920,693397,693465],[348815,505796,511161],[348933,349135,354546],[362322,719328,719343],[363184,526108,526123],[364697,722117,1196758],[364830,722264,948770],[368071,375287,538823],[381475,745594,745816],[385445,551246,751047],[385578,751124,1229765],[387031,388209,554541],[388716,562981,562996],[390635,397928,566661],[395033,764950,765018],[400553,400568,407679],[402384,775668,775736],[419534,593536,601219],[422803,422818,429289],[438126,828316,828538],[439056,440981,620022],[440144,620983,620998],[441864,833105,833173],[446707,839593,839608],[454402,849526,849594],[462479,647237,647252],[463992,862373,1359130],[464125,862520,1103329],[465186,466546,650280],[467366,474582,659952],[482823,669898,671734],[502116,502131,509242],[525063,527056,723228],[532176,955599,955821],[534194,733216,733231],[535914,960388,960456],[540732,738874,740710],[546794,547009,746299],[549466,551391,751192],[550554,752153,752168],[552274,981234,981302],[572094,572109,573997],[580560,1018323,1018338],[588255,1028256,1028324],[617096,617311,829021],[628477,630470,843493],[635705,635720,637608],[646192,648185,863484],[655323,873472,873487],[657043,1114947,1115015],[678847,1141870,1142092],[680865,902645,902660],[682585,1146659,1146727],[687403,908303,910139],[729329,729544,956304],[748266,748481,977150],[759647,761640,991622],[787117,789110,1022223],[794345,794360,796248],[813963,1052202,1052217],[815683,1306774,1306842],[869585,869800,1110863],[898758,898973,1142575],[929076,931069,1177893],[961496,961711,1210549],[1048315,1048530,1302690],[1147767,1147982,1405779],[1286406,1286621,1547305], [23317,91933,92454,254973,387763,550939],[24566,94976,95159,262123,393558,562424],[33990,121818,122380,315538,465929,646357],[35379,125066,125587,321571,322247,655708],[41660,141776,141959,355790,514084,709095],[46185,86819,87340,244599,245275,534579],[47891,156628,158234,254320,546894,549631],[48357,158495,159167,384932,553380,750170],[50069,162305,162867,391720,392010,759812],[58151,182195,182716,428596,429272,814348],[59400,185238,185421,292402,612749,613302],[60481,111478,187426,188058,439221,617196],[64204,115549,116111,303658,303948,628642],[66513,200404,202264,314826,642425,645314],[69271,207087,207759,470823,471129,871489],[75781,133619,134140,338266,338942,681250],[77335,136845,224020,224656,500127,692735],[79665,230798,231360,512246,512536,929241],[82757,146129,237143,237854,524185,719178],[85382,86054,149085,243314,368236,729429],[87346,150952,151624,371528,371834,731233],[90159,251808,253943,383764,745494,748716],[101810,172678,173240,410683,410973,787282],[103000,103815,175926,277817,416716,796633],[106877,287827,288499,604676,604982,1050219],[110665,187681,294914,295702,617546,828216],[113939,114735,191485,302235,444741,839443],[132182,132854,217578,336981,488762,898858],[134146,219445,220117,492054,492360,900662],[135435,136577,223255,341410,498842,910304],[144071,235392,360173,360243,716593,942573],[148708,149878,241434,369572,529844,955499],[171068,171864,272225,409260,578594,1018173],[175019,176453,278908,414314,589766,1030228],[217201,218371,335101,490098,676515,1141770] ] cell #1678 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [27926],[36308],[40307],[46282],[51354],[56367],[56740],[59080],[64368],[70588],[70961],[72720],[75878],[77465],[80950],[84219],[85405],[87566],[88721],[95381],[98065],[101974],[104046],[108194],[108567],[111501],[112531],[113975],[116197],[118010],[122466],[126171],[129484],[131019],[132205],[134366],[135521],[142181],[146165],[147328],[148775],[150714],[151744],[153875],[155410],[158257],[159287],[162953],[168630],[169660],[171104],[173326],[175139],[179595],[186725],[187748],[193381],[194544],[197930],[198960],[202300],[203463],[206849],[207879],[211545],[214658],[217268],[219207],[220237],[222368],[223903],[226750],[227780],[231446],[236244],[242613],[243636],[249269],[252987],[254010],[256502],[259643],[260806],[262006],[264192],[265222],[268488],[274121],[275284],[278670],[279700],[283040],[287589],[288619],[292285],[300078],[301336],[308728],[313216],[314126],[317354],[319165],[319585],[320608],[323727],[326241],[336280],[337303],[342936],[347677],[350169],[353310],[354473],[355673],[357859],[358889],[364356],[366275],[367607],[383245],[386677],[388581],[389079],[389398],[390308],[396790],[399282],[407103],[408361],[415753],[424379],[426190],[426610],[427633],[430752],[433266],[440009],[440507],[442476],[443777],[450660],[459121],[459940],[467111],[467334],[469136],[479427],[484882],[486801],[488133],[507203],[509107],[509605],[509924],[510834],[517316],[521593],[523484],[524808],[525031],[536526],[542791],[544710],[546042],[554734],[568068],[573862],[574360],[576329],[577630],[584513],[593793],[600964],[601187],[602989],[614726],[618583],[626898],[637473],[637971],[639940],[641241],[660209],[668264],[670155],[671479],[671702],[683197],[691381],[701405],[716662],[723485],[737240],[739131],[740455],[740678],[773366],[777223],[785538],[798580],[832435],[843750],[847224],[851081],[863741],[886091],[908560],[948367],[964210],[980564],[991879],[1022480],[1070366],[1102926],[1178150],[1229721], [15439,68264],[16329,70395],[23213,92270],[24246,94862],[24536,95055],[28816,108001],[32305,64175],[33595,120202],[33968,122347],[35043,123652],[35275,125403],[41340,141662],[41630,141855],[42230,143793],[43124,145570],[43724,146687],[46081,87156],[47869,156595],[49674,160689],[50047,162834],[55077,101781],[56241,103912],[57815,180781],[58047,182532],[59370,185317],[60459,187393],[61129,188647],[62592,113933],[63148,192786],[63748,193903],[64182,116078],[66440,200091],[67837,202822],[68783,205187],[73320,215180],[75677,133956],[76607,77225],[77305,136741],[79270,229182],[79643,231327],[80718,232632],[82684,236830],[83328,146123],[83549,238533],[85360,149052],[86032,243281],[86702,244535],[89321,249791],[91816,254909],[94435,260165],[98735,269387],[99335,270504],[100198,171062],[100754,273526],[101354,274643],[101788,173207],[102479,174512],[102816,103711],[105443,283562],[106389,285927],[111456,188025],[113658,191172],[114662,301922],[115527,303625],[118680,309627],[119280,310744],[121575,202258],[121796,315505],[124949,321507],[125767,323100],[127568,326763],[130128,214616],[130349,332200],[130863,215656],[132160,217545],[132832,336948],[133502,338202],[134825,134965],[135402,136555],[136121,343458],[138616,348576],[139216,349693],[141235,353832],[145848,237541],[152741,374736],[154519,249227],[154740,378283],[155254,250267],[158212,254287],[162283,391687],[165436,397689],[166036,398806],[168585,268765],[169299,169439],[170787,271912],[171791,408947],[172656,410650],[174291,174467],[175809,416652],[176409,417769],[178704,282998],[178925,422530],[179439,284038],[182078,428532],[182896,430125],[184697,433788],[193526,448741],[195744,451950],[197885,309005],[198599,198739],[201983,314513],[208876,474031],[210654,326199],[210875,477578],[211389,327239],[214341,331208],[215435,215611],[221234,495262],[223233,498809],[226705,347954],[227419,227559],[230776,512213],[233929,518215],[234529,519332],[234747,519808],[241310,367565],[242193,532786],[243604,534059],[246755,538104],[248952,377291],[250046,250222],[257308,388140],[259788,559151],[264147,397067],[264861,265001],[274266,582594],[276484,585803],[280697,592974],[282723,421538],[283817,283993],[289616,607884],[291615,611431],[296461,438736],[300033,444054],[300519,626806],[301017,627135],[302541,628445],[317499,463651],[318142,318282],[320576,655188],[325924,476586],[327018,327194],[335860,679457],[337271,680730],[340422,684775],[343081,689462],[353455,705822],[363049,523392],[363547,523721],[367290,529211],[367816,728781],[368039,729297],[382085,384523],[386645,550419],[387919,388095],[390603,759615],[407544,785446],[408042,785775],[409566,787085],[415721,796113],[427601,813828],[436698,615257],[438801,616548],[439024,617064],[444324,838812],[459848,462344],[460177,462842],[465154,646160],[488342,898210],[488565,898726],[497725,910107],[511129,929044],[520999,716563],[523768,718547],[546246,549211],[546762,549434],[578177,1017542],[614602,826169],[641794,644897] ] cell #1679 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [22852],[29879],[42798],[45203],[48402],[48483],[60084],[62822],[66911],[67170],[69316],[69397],[74799],[85657],[86376],[87391],[87472],[90771],[93509],[93768],[100428],[106922],[107003],[112875],[114013],[115152],[116403],[123904],[124623],[132457],[133176],[134191],[134272],[140309],[140568],[146203],[147818],[148896],[149177],[150584],[159631],[161908],[170004],[171142],[172281],[173532],[175483],[176498],[176579],[181033],[181752],[187869],[188150],[199304],[202338],[203953],[206719],[214696],[216311],[217389],[217670],[219077],[221719],[222858],[224109],[228124],[230401],[233603],[249307],[250922],[254131],[254412],[256372],[265566],[268609],[268890],[270020],[271616],[276852],[277133],[278540],[283078],[284693],[287459],[291240],[308849],[309130],[310260],[311856],[326279],[327894],[329601],[332676],[332957],[334823],[343804],[347798],[348079],[349209],[350039],[357729],[367645],[375684],[378759],[379040],[380906],[396911],[397192],[398322],[399152],[400193],[401034],[403172],[406973],[423006],[423287],[434134],[441378],[443898],[444179],[452211],[453052],[455190],[458991],[466940],[478054],[478335],[480456],[480599],[482356],[504735],[508536],[521714],[525748],[526589],[538365],[538508],[540265],[551788],[554308],[554589],[565600],[569401],[569707],[570818],[594978],[597190],[614810],[619564],[619707],[623744],[633318],[634429],[642843],[646877],[647718],[661394],[663606],[668472],[694046],[716727],[719596],[721802],[725660],[735977],[737448],[745980],[750734],[750877],[765599],[801570],[822246],[828702],[834794],[839861],[856983],[862058],[877704],[905406],[943269],[945025],[951286],[955985],[1018591],[1065254],[1078108],[1142256],[1190977],[1269935] ] cell #1680 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [191162],[193488],[208582],[236262],[237531],[243654],[259750],[261649],[271902],[274228],[280403],[289322],[294316],[301354],[302623],[313234],[314331],[314503],[317461],[319790],[320626],[323004],[329929],[331198],[337321],[343043],[344942],[353417],[355316],[359592],[366480],[368974],[372455],[376012],[377281],[382378],[383263],[386695],[389416],[390513],[390685],[401341],[408379],[409648],[414935],[415771],[420259],[421356],[421528],[426815],[427651],[430029],[435272],[442494],[449057],[450865],[453359],[459958],[461432],[465236],[468269],[469154],[471750],[475307],[476404],[476576],[487006],[489500],[492981],[496538],[497807],[502904],[503789],[509942],[511039],[511211],[516498],[519712],[523502],[527758],[528643],[529201],[534871],[536544],[537641],[544915],[546909],[554001],[556932],[559467],[563769],[564654],[576347],[577444],[582910],[584718],[587212],[592878],[595285],[602122],[603007],[605603],[610257],[615247],[616376],[617211],[622701],[626916],[630836],[631172],[632057],[639958],[641055],[642108],[648551],[649772],[656000],[658770],[661701],[674429],[681542],[683215],[684312],[687769],[691586],[700672],[703603],[706138],[711325],[716421],[718139],[718364],[718861],[728609],[729444],[732996],[734934],[743405],[747546],[751933],[753871],[762006],[772225],[785556],[789476],[789812],[790697],[794125],[798598],[799695],[814640],[817410],[820341],[826035],[827196],[827724],[838404],[838629],[839126],[843183],[858395],[858620],[863174],[873252],[898038],[898873],[902425],[904363],[907993],[912834],[931435],[941654],[943558],[954479],[955007],[975325],[975853],[991312],[1017134],[1017359],[1017856],[1021913],[1051982],[1076641],[1098117],[1140750],[1141278],[1177583],[1268468], 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] cell #1681 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [57182],[71403],[78406],[87838],[96322],[104204],[105277],[109009],[116858],[126329],[127402],[129642],[134638],[137183],[143122],[147486],[149214],[152575],[154033],[164003],[168018],[173987],[177110],[183458],[184531],[188187],[189628],[191661],[194702],[197318],[203621],[209060],[213842],[215979],[217707],[221068],[222526],[232496],[238030],[239566],[241531],[244075],[245516],[248453],[250590],[254449],[255890],[260964],[268927],[270368],[272401],[275442],[278058],[284361],[294624],[295799],[303122],[304658],[309167],[310608],[315002],[316538],[321047],[322488],[327562],[331697],[335198],[337742],[339183],[342120],[344257],[348116],[349557],[354631],[361254],[369282],[370457],[377780],[382686],[383861],[387116],[391184],[392720],[394381],[397229],[398670],[402824],[410147],[411683],[416192],[417633],[422027],[428072],[429513],[434587],[444216],[445639],[454842],[460549],[461740],[465735],[468577],[468832],[469752],[473895],[477075],[489808],[490983],[498306],[504387],[507642],[511710],[513246],[514907],[517755],[519196],[528066],[528321],[529700],[548556],[552714],[555927],[556049],[556619],[557240],[565252],[568507],[578069],[579492],[588695],[599588],[602430],[602685],[603605],[607748],[610928],[621696],[621818],[622388],[623396],[631480],[641680],[642545],[652068],[652148],[653325],[666004],[674737],[674992],[676371],[699385],[702598],[702720],[703290],[703911],[711923],[717283],[719298],[723827],[723907],[734051],[743713],[743968],[745347],[756317],[770938],[780336],[780458],[781028],[782036],[790120],[801185],[810708],[810788],[811965],[826579],[833615],[839563],[854194],[854316],[854886],[855894],[877319],[886712],[888727],[893256],[893336],[903480],[913142],[925746],[942910],[949822],[964831],[966846],[971375],[971455],[1005309],[1012345],[1018293],[1033046],[1070987],[1082905],[1086945],[1093981],[1104381],[1129181],[1153117],[1197031],[1213486],[1230342],[1242260],[1274732],[1326302],[1359403],[1437490],[1489820], 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] cell #1682 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1683 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [16305],[23993],[28792],[30406],[34922],[41087],[42206],[43603],[45730],[48929],[49599],[53178],[56217],[57694],[58827],[60157],[61054],[63627],[65754],[67716],[69843],[73199],[73718],[75326],[76194],[78525],[79195],[80597],[82381],[85730],[86627],[89200],[89719],[90844],[91741],[94314],[95003],[96441],[97763],[98660],[99131],[99214],[101233],[102254],[103360],[105322],[105841],[107449],[114359],[116977],[117708],[118605],[119076],[119159],[120628],[123977],[124874],[125646],[127447],[127966],[129181],[129262],[130638],[132530],[133427],[134718],[136000],[136519],[137644],[138541],[139012],[139095],[141114],[141803],[143241],[147891],[150810],[151442],[152620],[153572],[153653],[155029],[160777],[161115],[163733],[164464],[165361],[165832],[165915],[167552],[169192],[171488],[174106],[174837],[175734],[176288],[177757],[177838],[179214],[181106],[182003],[182775],[184576],[185095],[185265],[188735],[190102],[190565],[191740],[193032],[194241],[194322],[195669],[196852],[198492],[204786],[206945],[207577],[208755],[209707],[209788],[211164],[213400],[216384],[219303],[219935],[221113],[222065],[222146],[224683],[225672],[226217],[227312],[229270],[229608],[232226],[232957],[233854],[234408],[234626],[238109],[240766],[240847],[241728],[242118],[243545],[248011],[250995],[256598],[256827],[257083],[258002],[259294],[260503],[260584],[263114],[263659],[264754],[269475],[270842],[271305],[272480],[273772],[274981],[275062],[276409],[278766],[280576],[281782],[282407],[287685],[288317],[289495],[290109],[290447],[290528],[295996],[296386],[297125],[299476],[300307],[300460],[305939],[309715],[311082],[311545],[312851],[315081],[317005],[317738],[317819],[318035],[318700],[320517],[324983],[325608],[331776],[333542],[334433],[334514],[335395],[335785],[337212],[341295],[342587],[347281],[350494],[351669],[352961],[354170],[354251],[357326],[362639],[362837],[362990],[363891],[366902],[367844],[371783],[374134],[377859],[379625],[380516],[380597],[381757],[381978],[384058],[384448],[385187],[386586],[388522],[394001],[396394],[399607],[403021],[403411],[404150],[404861],[407332],[407485],[412964],[413845],[415662],[422106],[423872],[424763],[424844],[425725],[427542],[432633],[438408],[438629],[438829],[439950],[447024],[448276],[451287],[455039],[455429],[456168],[456879],[459349],[459789],[462132],[462285],[463186],[471078],[477154],[478920],[479811],[479892],[483363],[483516],[484417],[485205],[488370],[492309],[494660],[495644],[501123],[504584],[504974],[505713],[506424],[509048],[514527],[516920],[522893],[523333],[529779],[532458],[532679],[534000],[541272],[541425],[542326],[543114],[546287],[549239],[550360],[558686],[565449],[565839],[566578],[567289],[572682],[573803],[574665],[580877],[582129],[585140],[590021],[595985],[596138],[597039],[597827],[604931],[613745],[616589],[623593],[623983],[626307],[626747],[633193],[636293],[637414],[638276],[650908],[655129],[662401],[662554],[663455],[664243],[679129],[679350],[680671],[688997],[695910],[697031],[697893],[705357],[713249],[718471],[725805],[725958],[728822],[735826],[754763],[767463],[768584],[769446],[784947],[785387],[791833],[796054],[813769],[822095],[826931],[828079],[835728],[838736],[846223],[858727],[866214],[898251],[905255],[938013],[943287],[943523],[955362],[976208],[1017466],[1024953],[1064609],[1076606],[1098082],[1141633],[1268433] ] cell #1684 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [48534],[67139],[69448],[87523],[90266],[90319],[91040],[93737],[107054],[110772],[110825],[116372],[120020],[123452],[124173],[134323],[140537],[145388],[146487],[149112],[149985],[150038],[151973],[160507],[173501],[176630],[180581],[181302],[188085],[188465],[191544],[192604],[193703],[202622],[214980],[217605],[218478],[218531],[220466],[224078],[229000],[237913],[241646],[243973],[244353],[249591],[254347],[254727],[259965],[268825],[269205],[272284],[273344],[274443],[277068],[279929],[283362],[295914],[309065],[309445],[314885],[320945],[321325],[326563],[331580],[332892],[335313],[337640],[338020],[341099],[343258],[348014],[348394],[353632],[374536],[377663],[378975],[383976],[387014],[397127],[397507],[402939],[404665],[413763],[416090],[416470],[421910],[423222],[427970],[428350],[433588],[444114],[445288],[451768],[454957],[456683],[476958],[478270],[485123],[495062],[499501],[504502],[506228],[507540],[517653],[518033],[524732],[529583],[530048],[530841],[543032],[554524],[565367],[567093],[568405],[573109],[577967],[579141],[585621],[597745],[612123],[617750],[618543],[623511],[624128],[624204],[636720],[641578],[645861],[650712],[664161],[671403],[676719],[677512],[696337],[701195],[717398],[719675],[719751],[726543],[740379],[748920],[749713],[754681],[767890],[772748],[776390],[782768],[782844],[804501],[805032],[826288],[829308],[836155],[850248],[857654],[859931],[860007],[880635],[881166],[889180],[895972],[918349],[942627],[945696],[953227],[963438],[967299],[974417],[977437],[998377],[1038737],[1059896],[1066977],[1074637],[1078779],[1097186],[1121858],[1149709],[1191926],[1193330],[1201019],[1204470],[1270606],[1321316],[1333710],[1399700],[1451531],[1530086] ] cell #1685 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [57188],[71409],[78407],[87844],[96323],[104205],[105274],[109015],[116859],[126330],[127399],[129643],[134644],[137180],[143123],[147487],[149215],[152572],[154034],[164000],[168015],[173988],[177102],[183459],[184528],[188188],[189625],[191658],[194703],[197315],[203622],[209052],[213834],[215980],[217708],[221065],[222527],[232493],[238027],[239558],[241525],[244076],[245513],[248445],[250591],[254450],[255887],[260965],[268928],[270365],[272398],[275443],[278055],[284362],[294616],[295793],[303119],[304650],[309168],[310605],[314999],[316530],[321048],[322485],[327563],[331694],[335192],[337743],[339180],[342112],[344258],[348117],[349554],[354632],[361248],[369274],[370451],[377777],[382678],[383855],[387117],[391181],[392712],[394382],[397230],[398667],[402818],[410144],[411675],[416193],[417630],[422024],[428073],[429510],[434588],[444217],[445633],[454836],[460543],[461732],[465732],[468569],[468833],[469746],[473892],[477072],[489800],[490977],[498303],[504381],[507643],[511707],[513238],[514908],[517756],[519193],[528058],[528322],[529697],[548550],[552708],[555928],[556043],[556616],[557232],[565246],[568508],[578070],[579486],[588689],[599585],[602422],[602686],[603599],[607745],[610925],[621697],[621812],[622385],[623390],[631472],[641681],[642539],[652065],[652147],[653319],[666001],[674729],[674993],[676368],[699379],[702599],[702714],[703287],[703903],[711917],[717277],[719292],[723824],[723906],[734045],[743705],[743969],[745344],[756316],[770932],[780337],[780452],[781025],[782030],[790112],[801179],[810705],[810787],[811959],[826576],[833614],[839557],[854195],[854310],[854883],[855888],[877313],[886706],[888721],[893253],[893335],[903474],[913134],[925745],[942909],[949816],[964825],[966840],[971372],[971454],[1005306],[1012344],[1018287],[1033040],[1070981],[1082899],[1086942],[1093980],[1104375],[1129180],[1153111],[1197028],[1213485],[1230336],[1242254],[1274726],[1326301],[1359400],[1437484],[1489819], 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] cell #1686 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1687 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1688 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1689 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [16334],[24000],[27506],[28821],[30413],[34921],[39275],[41094],[42235],[43602],[45737],[48936],[49598],[53185],[53355],[55249],[57693],[58834],[60156],[61053],[63626],[65761],[65931],[67715],[69850],[73198],[73416],[73725],[75333],[75995],[78532],[78702],[79194],[80596],[82380],[85729],[86626],[89199],[89417],[89726],[90843],[91740],[94313],[95010],[96448],[96618],[97762],[97791],[98659],[98932],[99213],[101232],[103367],[105321],[105539],[105848],[107456],[114358],[116984],[117707],[117736],[118604],[118877],[119158],[120627],[123253],[123976],[124873],[125645],[127446],[127664],[127973],[129180],[129214],[129261],[132529],[133426],[135999],[136526],[137643],[137672],[138540],[138813],[139094],[141113],[141810],[143248],[147890],[151214],[151441],[152619],[153571],[153605],[153652],[158757],[160162],[160776],[161114],[163740],[164463],[164492],[165360],[165633],[165914],[171487],[174113],[174836],[175733],[176287],[177756],[177790],[177837],[178248],[181105],[182002],[182774],[184575],[185102],[185272],[188734],[190101],[190564],[190593],[191739],[193579],[194240],[194321],[195668],[200658],[202498],[204587],[207349],[207576],[208754],[209706],[209740],[209787],[210198],[216383],[219707],[219934],[221112],[222064],[222145],[224690],[226169],[226216],[229269],[229607],[232233],[232956],[233853],[234407],[234625],[237397],[238108],[240765],[240799],[240846],[241782],[242117],[244176],[246481],[250994],[252156],[252491],[254550],[256826],[258001],[259841],[260502],[260583],[263611],[263658],[269474],[270841],[271304],[272479],[274319],[274980],[275061],[276408],[279170],[280575],[288089],[288316],[289494],[290108],[290446],[290527],[290938],[295262],[295597],[296050],[296385],[297124],[300306],[300524],[302489],[305891],[305938],[309714],[311081],[311544],[312186],[312404],[315080],[317737],[317818],[318754],[321148],[331775],[333541],[334432],[334513],[335449],[335784],[337843],[340148],[341294],[343134],[350493],[351668],[353508],[354169],[354250],[357278],[357325],[361974],[362192],[362836],[363054],[363945],[367846],[369920],[370255],[371782],[377858],[379624],[380515],[380596],[381250],[384112],[384447],[385186],[388586],[394000],[399606],[403075],[403410],[404149],[404860],[407331],[407549],[409514],[412916],[412963],[413899],[416293],[422105],[423871],[424762],[424843],[425779],[428173],[437901],[438831],[440014],[446359],[446577],[448330],[455093],[455428],[456167],[456878],[462131],[462349],[463240],[471077],[477153],[478919],[479810],[479891],[483362],[483580],[484471],[485259],[488372],[490446],[490781],[492308],[495708],[501122],[504638],[504973],[505712],[506423],[509112],[514526],[529778],[531951],[534064],[541271],[541489],[542380],[543168],[549241],[550424],[558740],[565503],[565838],[566577],[567288],[572684],[573867],[574729],[580212],[580430],[582183],[590020],[595984],[596202],[597093],[597881],[604930],[613744],[623647],[623982],[633192],[636295],[637478],[638340],[650907],[655193],[662400],[662618],[663509],[664297],[678622],[680735],[689051],[695912],[697095],[697957],[705411],[713248],[718525],[725804],[726022],[735880],[754817],[767465],[768648],[769510],[791832],[796118],[813833],[822149],[826930],[828143],[835730],[838790],[846287],[858781],[866278],[905309],[938077],[943289],[943525],[955426],[976272],[1017520],[1025017],[1064611],[1076608],[1098084],[1141697],[1268435] ] cell #1690 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [183784],[216708],[232870],[251319],[268963],[271218],[285090],[290225],[309203],[311458],[328291],[331723],[334211],[348152],[350407],[377806],[380294],[397265],[399520],[400738],[402742],[422053],[424541],[444252],[452756],[454760],[477101],[479589],[480784],[502301],[504305],[526293],[529726],[538693],[563166],[565170],[572279],[593406],[619892],[621168],[623314],[635890],[647422],[659822],[669768],[717131],[723098],[733401],[738744],[751062],[752338],[794530],[827906],[843363],[863354],[873657],[902830],[908173],[955189],[976035],[991492],[1022093],[1052387],[1109748],[1141460],[1177763],[1199478],[1301575],[1394708],[1481514], [50779,163437,399931],[56898,179985,422728],[69235,205385,474992],[70220,208468,480187],[71119,211935,477776],[72407,214709,331562],[78011,228137,505499],[80375,231930,350818],[84609,238731,527466],[87724,251749,538302],[88408,249320,377645],[93522,257788,563031],[93658,257949,563448],[95927,265579,566364],[97676,268876,403137],[104530,283091,421892],[104762,284679,597155],[106841,286125,419944],[107826,289208,425139],[108725,184487,611629],[109299,291972,292769],[112888,296911,621033],[113024,297072,621450],[115884,310025,310273],[116681,311869,632979],[117621,309116,455155],[123791,318421,659547],[123890,318816,659920],[126655,326292,476940],[126887,327880,663571],[128959,331151,483260],[131409,332398,483233],[134524,217138,684973],[135208,221484,221732],[136893,223590,224387],[137557,348065,504700],[140322,351455,502166],[140458,351616,502583],[142633,356395,357807],[142727,233616,713035],[143618,358500,359478],[147705,363612,722823],[147804,364007,723196],[148215,367658,529565],[149250,375697,729763],[150662,250357,379113],[151355,378724,379026],[152333,380892,735942],[153350,377234,541169],[155800,378481,541142],[160893,388266,764428],[162640,398087,398335],[164377,397178,565565],[166734,400441,569949],[170017,403936,572144],[170153,404097,572561],[170447,405483,407051],[173013,269785,270033],[173810,271629,791619],[174602,277206,278618],[174750,276817,277119],[176885,279311,280289],[177535,421481,595882],[180920,425446,593131],[181019,425841,593504],[183920,431572,433196],[184016,291226,822211],[186041,436184,826491],[188223,441391,617530],[189880,439694,832583],[190478,444165,623709],[191687,453038,839826],[193311,310346,456826],[194019,456233,456254],[196034,452459,633560],[199317,455954,635755],[199453,456115,636172],[199747,457501,459069],[204350,466705,466953],[206797,327329,478408],[207490,478019,478321],[209485,476529,662298],[215746,219155,333030],[216198,484138,669493],[216297,484533,669866],[216844,486281,488063],[217743,329614,899192],[219848,332641,332943],[220826,334809,905371],[221805,341242,342866],[221843,340649,340670],[228567,350117,507046],[229386,508792,692875],[231133,348974,349222],[232771,515129,517246],[235617,521036,942846],[238056,526575,719561],[238931,525996,722044],[240544,529154,725702],[241449,538418,955528],[241801,538805,538826],[243566,378598,542835],[250809,542047,738469],[250908,542442,738842],[251455,544190,545972],[254485,547228,551801],[256450,388230,554662],[256740,554273,554575],[259573,398408,567236],[260281,566643,566664],[266009,399230,567911],[266781,570037,773212],[270106,274051,404808],[270620,573547,775146],[271119,575287,577560],[272427,401020,1018556],[274759,404215,404236],[276691,413566,415683],[284128,287537,423360],[285226,424309,598903],[288230,422971,423273],[293713,615132,826756],[295717,619617,828245],[296069,620004,620025],[300481,452613,633718],[307021,633648,847070],[310860,637158,849004],[311359,638898,641171],[315028,642808,647704],[315903,647125,862300],[317284,467026,650855],[317516,650262,650283],[318773,659934,659955],[320538,477893,663964],[328427,479357,665319],[329284,667707,885950],[329362,667867,668129],[332515,337233,484926],[335116,480509,1141799],[335468,480896,480917],[349295,353240,506371],[350308,507133,698515],[353948,505778,505799],[360258,716780,942602],[363011,526150,722202],[363964,723210,723231],[364880,722132,948213],[375367,736683,964069],[375445,736843,737105],[381775,746281,746302],[383779,745523,750787],[384131,751174,751195],[386607,554147,754484],[388543,563023,764888],[399421,567998,770068],[400595,407506,570107],[419692,593663,800965],[422845,427563,597548],[425798,593518,593539],[438426,829003,829024],[439971,621025,833043],[441061,831878,1070225],[441139,832038,832300],[448349,843475,843496],[459553,856671,857036],[459810,642617,857387],[462306,647279,862458],[463259,863466,863487],[464175,862388,1102772],[474740,660079,877099],[482981,670025,888507],[484490,669880,669901],[502158,509069,693335],[523097,944713,945078],[523354,719370,945429],[527214,723355,949602],[532476,956286,956307],[534021,733258,960326],[540890,739001,966626],[542399,738856,738877],[550381,752195,981172],[551471,980007,1229580],[551549,980167,980429],[558759,991604,991625],[572136,573824,775606],[582202,1022205,1022226],[626511,1077796,1078161],[626768,839635,1078512],[630628,843620,1082685],[635747,637435,849464],[644483,859626,1099988],[648343,863611,1104161],[655150,873514,1114885],[679147,1142557,1142578],[680692,902687,1146597],[687561,908430,1152897],[689070,908285,908306],[705430,1177875,1177896],[757938,987764,1237867],[761798,991749,1242040],[785151,1269623,1269988],[785408,1018365,1270339],[789268,1022350,1274512],[794387,796075,1028194],[813790,1052244,1306712],[844610,1084056,1339858],[927367,1174035,1433097],[931227,1178020,1437270],[1023340,1275883,1536234],[1158164,1416779,1676744], [34126,122612,122856,315703,467047,648595],[35825,70241,125971,323048,328721,659431],[42811,146216,237184,237895,526158,719378],[48415,159208,159644,384973,554155,752203],[50205,94225,163099,391885,398429,762050],[58597,107847,183100,285520,430073,818071],[60070,188136,295324,296112,619990,828989],[62835,114026,191526,302276,452621,839643],[63538,64340,116343,303823,310367,630880],[66924,200445,202351,314867,642625,647287],[67156,203402,203939,463302,650248,863452],[69329,124636,207800,470864,477901,873522],[79801,141025,231592,349316,512411,931479],[81500,143639,234319,234951,519756,714582],[82159,237484,361872,362734,721742,944622],[85643,149163,241844,369982,538791,956272],[86389,87404,151665,371569,378606,733266],[90757,252218,254398,384174,746267,751160],[93754,161894,260745,558802,566629,991590],[100441,171155,272266,400603,409301,1018373],[101144,101946,173472,270127,410848,789520],[103969,176199,176831,176906,591354,592922],[106935,181765,288540,422853,604717,1052252],[109605,293416,436024,436096,826378,1064648],[114137,191115,300204,446257,633258,1077705],[115138,116389,194483,448392,456219,843461],[120406,312084,314456,462029,856580,861998],[132443,217656,335511,480882,490508,1142543],[133189,134204,220158,332523,492095,902695],[135667,135911,136713,221826,499007,687813],[140554,230387,354412,505764,705473,1177861],[171266,271855,407229,569647,580110,1269532],[172267,173518,275223,404201,582245,1022191],[175060,175496,176511,276699,589807,794395],[222307,222844,224095,340635,689113,908271] ] cell #1691 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [228273],[233752],[265715],[271765],[284580],[291127],[312005],[327781],[334710],[345970],[349809],[356091],[357499],[380793],[395083],[398922],[400871],[402434],[405179],[406743],[419614],[431227],[441914],[452889],[454452],[457197],[458761],[474662],[481214],[482193],[482903],[485936],[502004],[506742],[526426],[527136],[535964],[539123],[540102],[540812],[543845],[552324],[562869],[567607],[569760],[571433],[571982],[588305],[591050],[594815],[598558],[620322],[620871],[629840],[630550],[633371],[635044],[635593],[647555],[648265],[657093],[659127],[661231],[664974],[668525],[682635],[686773],[687483],[690516],[694661],[714278],[718249],[721855],[725497],[732555],[733104],[737501],[751492],[752041],[757293],[761010],[761720],[763965],[766214],[788480],[789190],[793684],[794233],[801623],[815733],[817767],[819871],[823614],[827555],[834591],[835409],[838514],[842120],[858505],[862111],[865753],[868406],[868890],[872811],[873360],[877757],[894926],[901984],[902533],[906930],[926722],[930439],[931149],[933394],[935643],[950637],[951121],[951339],[954838],[973045],[975684],[977153],[983538],[985947],[986252],[986643],[990249],[1013321],[1014139],[1017244],[1020850],[1044483],[1047136],[1047620],[1051541],[1052090],[1056487],[1065307],[1072363],[1072668],[1073059],[1094957],[1095775],[1099637],[1105898],[1108997],[1109397],[1110866],[1127604],[1136908],[1137392],[1137610],[1141109],[1169809],[1172218],[1172523],[1172914],[1176520],[1191627],[1198727],[1199127],[1210552],[1221213],[1221697],[1221915],[1224662],[1237516],[1255130],[1257134],[1264190],[1264495],[1264886],[1297725],[1300824],[1301224],[1302693],[1321047],[1323348],[1339507],[1343180],[1350236],[1350541],[1350932],[1384287],[1386857],[1393957],[1394357],[1405782],[1419892],[1432746],[1457443],[1465004],[1473663],[1480763],[1481163],[1506698],[1517423],[1519724],[1535883],[1547308],[1588045],[1589262],[1603985],[1606286],[1620201],[1660234],[1676393],[1717153],[1728531],[1748160],[1749377],[1798113],[1872823],[1884201],[1914802],[2062931], 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] cell #1692 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [78155],[96071],[104753],[116825],[126878],[137127],[137832],[142871],[152324],[163947],[164652],[167962],[173954],[177141],[184007],[189572],[191605],[195295],[197262],[209091],[213873],[220817],[224854],[232440],[233145],[237974],[239597],[241950],[245460],[248484],[255834],[262296],[267899],[270312],[272345],[276035],[278002],[289831],[296218],[298026],[300292],[303066],[304689],[308139],[310552],[314946],[316569],[322432],[331641],[333264],[335617],[339127],[342151],[349501],[361534],[362822],[370876],[372684],[377724],[379347],[384280],[386088],[391128],[392751],[398614],[403243],[407317],[410091],[411714],[415164],[417577],[421971],[423594],[429457],[437150],[445919],[447207],[455261],[460829],[462117],[465679],[470171],[471979],[473839],[477019],[478642],[483348],[491402],[493210],[498250],[499873],[504806],[511654],[513277],[519140],[529644],[531200],[541257],[547560],[548836],[553133],[555706],[556329],[557617],[562170],[565671],[579772],[581060],[589114],[595970],[599532],[604024],[605832],[607692],[610872],[612495],[619555],[622098],[623815],[644226],[648710],[651462],[651962],[652329],[653605],[662386],[665948],[676315],[677871],[687928],[699804],[702377],[703000],[704288],[708841],[712342],[721191],[721691],[724088],[725790],[734331],[745291],[746237],[755293],[755668],[757681],[771357],[778195],[780738],[782455],[807350],[810102],[810602],[810969],[812245],[821026],[826916],[828959],[830472],[830847],[844353],[852053],[854596],[856313],[866807],[883484],[890620],[891120],[893517],[895219],[903760],[915666],[924722],[925097],[927110],[942753],[946853],[956242],[968739],[969239],[971636],[973338],[995694],[1005646],[1007689],[1009202],[1009577],[1023083],[1033326],[1045537],[1064769],[1071888],[1087282],[1089325],[1090838],[1091213],[1129024],[1133124],[1142513],[1157907],[1197368],[1209381],[1213329],[1217429],[1231243],[1256596],[1281152],[1326145],[1342642],[1359740],[1371753],[1404611],[1456905],[1489663],[1568129],[1619663], [48559,159491],[50807,163581],[67147,203445],[69473,208083],[70209,208459],[80403,232074],[87548,151948],[90327,252261],[91032,255657],[93313,257867],[93745,260788],[107079,288823],[107815,289199],[109327,292913],[110833,295367],[111941,296990],[116380,194526],[120012,312525],[123460,318859],[124165,322255],[134348,220441],[136921,224531],[140113,351534],[140545,354455],[143607,359469],[145380,362313],[146495,364050],[149120,241887],[150046,370025],[151154,371648],[151965,245283],[156361,381257],[158697,385052],[160499,388707],[163265,561179],[169070,404015],[173509,275266],[175343,176655],[176874,280280],[180589,425884],[181294,429280],[183575,431490],[187159,437908],[188093,296155],[188457,440135],[191536,300645],[192596,446698],[193711,448435],[198370,456033],[202630,463345],[207289,470943],[214988,484576],[216096,486199],[217613,335554],[218539,490551],[219647,492174],[220458,338950],[221794,341160],[222350,224086],[227190,505578],[228992,509233],[231758,707850],[237905,363175],[241514,367853],[243047,531958],[244345,534185],[249599,542485],[250707,544108],[254355,384217],[254719,550545],[259973,558845],[264632,566443],[268833,403180],[269197,573988],[270095,404726],[272276,407670],[273336,580551],[274451,582288],[276860,277076],[277825,279921],[279110,589886],[283370,597198],[284478,598821],[288029,604796],[292597,824588],[295782,438838],[306436,633058],[309073,455198],[309437,637599],[310335,456744],[314877,462470],[321317,655314],[326571,663614],[327679,665237],[331572,483701],[332684,332900],[335181,488379],[336714,678629],[338012,680856],[340833,341091],[343266,689156],[344374,690779],[345338,914720],[348022,504743],[348386,697216],[349284,506289],[353640,705516],[358299,713114],[372537,731788],[374544,735985],[377655,541610],[378767,378983],[383844,549248],[394498,764228],[397135,565608],[397499,768769],[398397,567154],[402807,572691],[404399,404657],[413461,791698],[415017,1030783],[416462,796239],[421902,596323],[423014,423230],[428342,813954],[433596,822254],[434704,823877],[444122,623752],[445296,839869],[448814,841456],[451760,846408],[454825,636302],[456417,456675],[467015,650773],[471832,872044],[476950,662739],[478062,478278],[493063,901217],[495070,905414],[496295,1155010],[504370,695919],[505962,506220],[515024,933657],[518025,938198],[524740,719604],[529575,726143],[530333,956201],[530833,956538],[534582,958130],[554083,750725],[554316,554532],[559224,989585],[565235,767472],[566827,567085],[579149,1018599],[582667,1020186],[585613,1025138],[586923,1283040],[605685,1050774],[618035,828918],[618535,829255],[623379,835737],[624123,1077734],[624498,1078328],[642851,645869],[649529,861447],[650446,650704],[655711,1112689],[677004,1142472],[677504,1142809],[681253,1144401],[705895,1175856],[717266,943296],[719670,944651],[720045,945245],[726551,1204155],[746196,749205],[746533,749705],[753582,978976],[782763,1269561],[783138,1270155],[814351,1304516],[826283,1064677],[829316,1066662],[856609,859926],[857203,860301],[895980,1399385],[942635,1191124],[974102,977445] ] cell #1693 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [94902],[123664],[141702],[146699],[160478],[180793],[185164],[188436],[193915],[202834],[204953],[208276],[215192],[224582],[228971],[232644],[236470],[238299],[244324],[249803],[254698],[260177],[261264],[269176],[270516],[274655],[277217],[283574],[285693],[289016],[289810],[294556],[301562],[303391],[309416],[310756],[313442],[315271],[319724],[321296],[326775],[330137],[331966],[333041],[333243],[337991],[340759],[343470],[348365],[349705],[353844],[354931],[359286],[366414],[369214],[374748],[376220],[378049],[379124],[379326],[382618],[389624],[391453],[397478],[398818],[401581],[401659],[404325],[408587],[410416],[413610],[416441],[417781],[418934],[420467],[422296],[423371],[423573],[426749],[428321],[433800],[434887],[442702],[449265],[449517],[451739],[453599],[453677],[456343],[468509],[474043],[475515],[477344],[478419],[478621],[481917],[484970],[486940],[489740],[495274],[496746],[496998],[498575],[499852],[501400],[503144],[503222],[505888],[510150],[511979],[516432],[518004],[519344],[527998],[528851],[530812],[534650],[535111],[535189],[537870],[539826],[542879],[544849],[554673],[559675],[559927],[562149],[564009],[564087],[566753],[571115],[576555],[577378],[583118],[583370],[585592],[586873],[586991],[587452],[587530],[594539],[595603],[597592],[602362],[607896],[609368],[611197],[612474],[618514],[622941],[623019],[624566],[625050],[629093],[634726],[640166],[640989],[649980],[650232],[650372],[651941],[655779],[656240],[656318],[660955],[662019],[664008],[673228],[674669],[675522],[677483],[681321],[681782],[681860],[684541],[685250],[686026],[694343],[695364],[700606],[706346],[706598],[708820],[710680],[710758],[720113],[720597],[721670],[725221],[726669],[726974],[735252],[742204],[743645],[744498],[746459],[749684],[753650],[754111],[754189],[754528],[755736],[760263],[765896],[766917],[772159],[777154],[778418],[781581],[781659],[783206],[783690],[787733],[792032],[802978],[806326],[808620],[810581],[814419],[814880],[814958],[820659],[829181],[829434],[829739],[830915],[835091],[836645],[841935],[845486],[851012],[852276],[855439],[855517],[857271],[857501],[860369],[860853],[861926],[865006],[867230],[875508],[879112],[882460],[884754],[889542],[890026],[891099],[891305],[896098],[896403],[904681],[919113],[920377],[923540],[923618],[925165],[929692],[936346],[945313],[945543],[945798],[947276],[956464],[958198],[962374],[967661],[968145],[969218],[969424],[974197],[974715],[977563],[977868],[979044],[984648],[990064],[999141],[1000405],[1003568],[1003646],[1008164],[1008469],[1009645],[1015375],[1020665],[1024216],[1034247],[1039099],[1039583],[1040656],[1040862],[1045960],[1054238],[1057842],[1066757],[1067275],[1075401],[1078396],[1078626],[1080359],[1089800],[1090105],[1091281],[1097004],[1100357],[1101835],[1107027],[1112757],[1122220],[1122704],[1123777],[1123983],[1132069],[1133547],[1142735],[1144469],[1148645],[1155489],[1163834],[1164139],[1165315],[1176335],[1189917],[1193148],[1201381],[1201865],[1204250],[1204768],[1212894],[1216374],[1217852],[1224823],[1233922],[1239714],[1249155],[1249460],[1250636],[1270223],[1270453],[1272186],[1283108],[1292184],[1293662],[1304584],[1315604],[1323509],[1330363],[1330668],[1333528],[1341761],[1354228],[1378746],[1380224],[1399480],[1399998],[1408124],[1413082],[1434944],[1445866],[1452295],[1454336],[1461086],[1465165],[1472324],[1484013],[1529904],[1538137],[1576600],[1583229],[1584379],[1595618],[1660395],[1667554],[1712188],[1723648],[1787445],[1909919] ] cell #1694 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [261601],[319050],[344894],[355268],[364241],[388362],[414195],[426075],[435224],[439790],[448626],[463536],[467142],[472849],[484767],[485555],[495484],[508888],[515758],[522139],[524839],[533840],[542676],[543464],[550200],[559036],[560812],[573643],[574505],[575916],[582479],[586085],[597389],[598177],[600995],[606702],[608106],[615795],[625553],[628253],[637254],[638116],[639527],[643268],[645968],[652710],[654969],[663805],[664593],[668810],[668880],[671510],[672440],[673398],[680511],[689347],[696871],[697733],[699144],[705707],[707483],[715020],[724469],[728028],[736176],[737786],[737856],[740486],[741416],[742374],[746965],[755113],[756723],[759423],[768424],[769286],[770697],[774435],[774507],[774609],[784193],[786893],[795894],[798167],[800162],[801908],[801978],[804608],[805538],[806496],[811350],[813609],[822445],[824221],[834021],[842405],[843991],[846063],[848293],[848365],[848467],[863982],[866054],[868284],[876432],[878042],[878112],[880742],[881672],[882630],[893898],[897457],[905605],[907215],[908801],[909915],[911803],[914353],[916394],[916466],[916568],[917573],[926152],[928852],[935594],[937853],[940126],[950515],[951624],[951694],[954207],[959155],[959329],[959915],[963014],[972017],[975053],[980761],[983860],[990534],[992120],[994192],[996422],[996494],[996596],[997601],[1012751],[1014090],[1021135],[1022721],[1024793],[1026551],[1027023],[1027197],[1027783],[1037970],[1038072],[1047014],[1055162],[1056772],[1059472],[1061360],[1067613],[1068733],[1073722],[1073794],[1073896],[1075978],[1076373],[1082145],[1084777],[1094387],[1095726],[1097454],[1097849],[1103621],[1106183],[1108766],[1113714],[1113888],[1114474],[1121091],[1121193],[1135235],[1136786],[1137895],[1140478],[1145426],[1145600],[1146186],[1149285],[1150389],[1152357],[1169760],[1176805],[1178391],[1180463],[1182693],[1182867],[1183872],[1193598],[1193993],[1194704],[1195099],[1196256],[1202105],[1202395],[1205106],[1211287],[1211389],[1219540],[1221091],[1222200],[1223967],[1224257],[1228088],[1233077],[1233251],[1235333],[1241500],[1255081],[1260560],[1262101],[1265549],[1265723],[1267805],[1268200],[1273972],[1276604],[1278353],[1295350],[1298010],[1300593],[1305541],[1305715],[1306301],[1312918],[1313020],[1322653],[1322943],[1323732],[1324022],[1325181],[1331450],[1333978],[1334373],[1336636],[1346606],[1348147],[1351595],[1351769],[1353442],[1357076],[1357471],[1358628],[1364767],[1373761],[1381912],[1384572],[1389934],[1390329],[1391486],[1391842],[1397335],[1397625],[1400336],[1406517],[1406619],[1423318],[1424859],[1428307],[1428481],[1430563],[1436730],[1453550],[1454590],[1455959],[1464309],[1464599],[1466837],[1476740],[1477135],[1478292],[1478648],[1487250],[1487540],[1488699],[1494768],[1500154],[1510124],[1511665],[1515113],[1515287],[1520108],[1520398],[1521557],[1527826],[1530354],[1530749],[1533012],[1548145],[1553452],[1553847],[1555004],[1555360],[1561143],[1570137],[1592647],[1594832],[1597241],[1606670],[1606960],[1608119],[1617348],[1618717],[1624034],[1629595],[1639498],[1639893],[1641050],[1641406],[1649820],[1651189],[1659539],[1659829],[1662067],[1673522],[1682480],[1682770],[1683929],[1695384],[1710517],[1721248],[1721643],[1731916],[1735141],[1736510],[1743534],[1751998],[1757356],[1766785],[1767075],[1768234],[1786659],[1789068],[1799946],[1809175],[1810544],[1821422],[1832877],[1840929],[1846829],[1847119],[1856927],[1868476],[1890811],[1892180],[1918187],[1922781],[1943627],[1954505],[1961215],[1962733],[1968267],[1971549],[1977739],[1988149],[2035657],[2070910],[2077534],[2078281],[2086977],[2140978],[2147168],[2186787],[2195019],[2245617],[2341690] ] cell #1695 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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05,1353353],[869428,1371427],[888463,893677],[903943,1147105],[914585,1159366],[915340,926187],[927270,1437226],[945472,1193829],[956402,1204982],[961339,1209055],[966582,971796],[974391,1223883],[1007363,1012786],[1023243,1274468],[1028702,1033509],[1048158,1567803],[1066951,1322569],[1078555,1334209],[1088999,1094422],[1142673,1400212],[1147610,1404285],[1152853,1158067],[1204444,1464225],[1270382,1530585],[1280826,1286249],[1399674,1659455] ] cell #1696 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1697 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1698 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1699 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [208185],[258544],[288925],[299010],[319342],[352211],[359195],[366032],[406035],[418843],[426367],[432167],[458053],[486558],[487587],[496172],[516050],[544467],[545496],[575193],[576996],[586130],[600209],[638804],[640607],[666625],[669268],[672485],[685119],[698421],[700224],[738244],[741461],[769974],[771777],[774552],[778287],[802366],[805583],[848410],[852145],[866742],[878500],[881717],[887296],[916511],[917961],[920246],[952082],[965415],[983905],[996539],[997989],[1000274],[1036853],[1038015],[1073839],[1085165],[1097894],[1106896],[1119974],[1121136],[1163042],[1184260],[1194038],[1200214],[1211332],[1224692],[1248363],[1276992],[1312963],[1323378],[1334418],[1340594],[1353411],[1406562],[1443593],[1453519],[1465034],[1530794],[1536970],[1594801],[1660264],[1786628], 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,1327282],[1083715,1338400],[1089596,1094845],[1097768,1354011],[1100315,1353347],[1110484,1631696],[1131362,1136903],[1148033,1404882],[1159937,1417888],[1160767,1172532],[1173694,1697148],[1193912,1454119],[1205049,1464943],[1210170,1468938],[1215667,1221208],[1224082,1484046],[1258883,1264504],[1275542,1534776],[1281423,1286672],[1302311,1823523],[1322768,1584412],[1334292,1595401],[1344929,1350550],[1400279,1660173],[1405400,1664168],[1410897,1416438],[1464424,1723681],[1530668,1787228],[1541305,1546926],[1659654,1909952] ] cell #1700 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [104974],[127099],[137861],[152545],[164681],[177094],[177170],[178008],[184228],[195324],[209044],[209120],[209958],[213826],[213902],[221038],[224906],[233174],[239550],[239626],[241979],[246241],[248437],[248513],[262348],[267951],[276064],[289860],[290698],[294608],[296247],[298078],[300761],[304642],[304718],[308191],[316522],[316598],[333293],[335646],[339908],[342104],[342180],[356015],[361104],[363291],[367941],[369266],[370905],[372736],[379376],[382670],[384309],[386140],[392704],[392780],[403272],[405103],[407786],[411667],[411743],[415216],[423623],[438926],[445489],[447676],[455290],[457121],[460399],[461724],[462586],[468561],[470200],[472031],[478671],[483817],[488467],[489792],[491431],[493262],[499902],[504835],[506666],[513230],[513306],[528050],[532976],[541726],[548406],[549336],[553162],[555899],[557224],[558086],[562199],[565700],[567531],[572779],[579342],[581529],[589143],[590974],[596439],[602414],[604053],[605884],[612524],[621668],[623844],[631464],[636390],[649179],[651991],[653175],[654105],[659051],[662855],[674721],[679647],[688397],[696007],[699833],[702570],[703895],[704757],[708870],[712371],[714202],[718184],[721720],[726259],[733901],[743697],[752838],[755739],[756272],[767560],[771386],[780308],[782484],[790104],[795030],[807819],[810631],[811815],[812745],[817691],[821495],[830918],[831451],[835825],[838449],[854166],[856342],[858440],[866857],[867228],[883953],[887613],[891149],[895688],[903330],[913126],[922267],[925168],[925701],[936989],[943384],[946903],[947274],[965732],[969268],[973807],[984708],[1002295],[1009648],[1010181],[1014555],[1017179],[1032896],[1037170],[1045587],[1045958],[1064819],[1068898],[1081791],[1091284],[1091817],[1096191],[1120291],[1129655],[1133174],[1133545],[1152003],[1170979],[1191240],[1200531],[1213960],[1217479],[1217850],[1241146],[1256646],[1260725],[1273618],[1326776],[1342692],[1346771],[1362903],[1386470],[1436376],[1456955],[1473276],[1490294],[1587658],[1619713],[1747773], 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] cell #1701 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1702 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1703 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1704 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1705 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1706 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [50837],[68929],[77234],[80433],[83695],[93099],[102446],[106535],[109357],[111727],[115673],[121942],[123393],[130495],[130830],[134785],[139899],[142327],[145013],[146428],[150940],[154886],[155221],[158483],[162429],[168856],[169259],[169806],[172802],[174253],[179071],[179406],[180522],[183361],[186767],[192229],[193644],[198156],[198559],[199106],[201148],[202563],[207075],[208360],[211021],[211356],[213506],[214576],[214921],[215397],[215882],[219433],[223379],[226976],[227379],[227926],[230922],[242655],[246901],[248117],[249187],[249532],[250008],[250493],[253029],[257275],[258491],[259906],[261270],[264418],[264821],[265368],[267507],[267571],[268727],[272969],[274384],[278896],[279846],[281888],[282958],[283303],[283779],[284264],[287815],[289100],[291761],[298957],[303875],[304322],[306222],[307747],[307811],[308967],[315755],[318102],[319627],[319730],[323873],[325089],[326159],[326504],[326980],[327465],[336322],[340568],[341784],[343199],[344160],[346696],[346760],[347916],[348536],[352158],[353573],[354937],[358085],[359035],[359370],[366317],[366420],[367008],[367525],[368641],[371188],[372292],[372356],[374477],[382045],[384592],[387881],[391937],[392384],[394284],[395809],[395873],[397029],[397649],[405982],[410900],[411347],[413247],[414772],[414836],[419018],[421257],[422492],[426652],[426755],[430898],[432114],[433529],[434490],[434893],[438696],[439626],[443428],[443492],[444016],[444738],[445229],[447961],[451910],[458000],[459648],[460139],[462871],[466303],[467936],[470483],[471587],[471651],[476305],[477540],[486843],[486946],[487534],[489167],[491714],[492818],[492882],[495003],[499059],[501406],[512463],[512910],[514810],[516335],[516399],[516438],[518175],[523192],[523683],[524182],[524673],[525633],[529965],[530198],[532746],[537542],[538066],[544752],[544855],[545443],[546325],[546558],[550036],[553838],[553902],[555148],[558371],[573479],[577281],[577345],[577384],[578591],[579082],[581814],[585763],[586879],[589426],[600156],[601789],[604336],[605440],[605504],[610158],[611393],[616627],[616860],[617667],[617900],[618997],[624145],[626606],[627097],[629047],[637090],[640892],[640956],[640995],[641860],[645311],[645802],[646762],[651327],[658671],[666572],[670853],[671344],[672304],[673234],[676636],[676869],[679417],[684213],[684737],[685459],[688682],[696707],[700509],[700573],[700612],[701819],[705042],[718613],[719692],[721056],[728860],[729093],[731230],[739829],[740320],[741280],[742210],[748837],[749070],[750167],[760217],[768260],[772062],[772126],[772165],[776307],[776540],[777637],[778627],[782785],[785246],[785737],[787687],[792252],[799596],[803951],[804442],[805402],[806332],[809967],[817311],[836525],[838878],[841321],[850165],[850398],[851495],[852485],[859948],[861312],[871486],[880085],[880576],[881536],[882466],[889121],[890485],[891525],[898289],[898522],[900659],[910709],[918266],[918499],[919596],[920586],[929646],[941555],[952677],[953168],[963808],[967240],[968604],[969644],[984654],[989450],[998294],[998527],[999624],[1000614],[1017608],[1020051],[1030225],[1038678],[1040042],[1041082],[1050216],[1060266],[1066645],[1074554],[1074787],[1085760],[1107236],[1121799],[1123163],[1124203],[1150079],[1154875],[1175721],[1185895],[1191843],[1193013],[1200960],[1204138],[1212280],[1226000],[1234142],[1277587],[1314990],[1321257],[1321493],[1333393],[1355385],[1399368],[1407510],[1451622],[1463149],[1485011],[1529769],[1658379] ] cell #1707 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [629025],[646740],[658649],[730868],[749805],[760195],[763025],[787665],[799574],[817289],[836785],[836979],[840966],[856848],[856970],[860957],[867694],[871124],[900297],[910687],[913517],[929624],[932454],[941533],[944890],[945012],[945938],[946132],[947740],[953588],[974434],[985108],[989095],[1015515],[1015709],[1019696],[1026433],[1029863],[1046424],[1049854],[1063074],[1066994],[1068114],[1069298],[1077973],[1078095],[1080823],[1100497],[1100691],[1102299],[1108147],[1115995],[1132209],[1132403],[1134011],[1135117],[1139859],[1150533],[1154520],[1171379],[1175366],[1182103],[1195637],[1204487],[1206791],[1216514],[1216708],[1218316],[1219422],[1227469],[1228653],[1240178],[1259941],[1261125],[1262245],[1263853],[1269800],[1269922],[1272650],[1278498],[1292324],[1292518],[1294126],[1295232],[1299974],[1307822],[1336017],[1345987],[1347171],[1348291],[1349899],[1358009],[1369163],[1378886],[1379080],[1380688],[1381794],[1390867],[1391987],[1399717],[1402021],[1413546],[1422699],[1423883],[1425003],[1426611],[1435408],[1449104],[1461226],[1461420],[1472788],[1477673],[1478793],[1494650],[1499535],[1509505],[1510689],[1511809],[1513417],[1532393],[1543547],[1546275],[1549212],[1554385],[1555505],[1565539],[1577064],[1583369],[1584347],[1592028],[1600038],[1602702],[1621514],[1624178],[1635546],[1640431],[1641551],[1668018],[1671423],[1672903],[1694765],[1705919],[1708647],[1712129],[1713453],[1713671],[1723616],[1727980],[1731297],[1744462],[1748826],[1752143],[1760153],[1791865],[1794529],[1797562],[1827373],[1832258],[1838598],[1839337],[1839754],[1849132],[1849350],[1853460],[1869123],[1869341],[1873451],[1883650],[1909887],[1914251],[1917568],[1920473],[1946424],[1961317],[1969957],[1970374],[1988894],[1989311],[2003017],[2027862],[2028080],[2032190],[2062380],[2085561],[2103276],[2139386],[2139803],[2172446],[2244201], [204961,1118699],[238307,1197819],[285701,1035578],[294564,1322153],[303399,1338199],[314210,1616887],[315279,1360191],[331974,1131161],[361174,1452562],[369222,1463809],[378057,1215466],[382626,1485671],[383061,1744585],[390392,1755526],[391461,1501717],[401589,1258821],[410424,1534575],[421235,805380],[422304,1039687],[445559,1593844],[447632,1596451],[450744,1854978],[453607,1344867],[460469,1615320],[468517,1626567],[468952,1879409],[476283,881514],[477352,1122808],[481700,1131283],[489748,1659039],[498583,1410696],[503152,1160705],[503587,919234],[510918,1941797],[511987,1696947],[528006,1719299],[533046,1724729],[535119,1468876],[536342,1975382],[537520,963786],[537878,1211925],[539609,1215588],[555969,1753959],[558042,1756566],[564017,1246026],[564452,999262],[579412,1785671],[581485,1788278],[584597,2033708],[587460,1541243],[594322,1035700],[602370,1818394],[602805,2058139],[610136,1060244],[611205,1314635],[621738,1844762],[622949,1327220],[624818,2085926],[625058,1332029],[629347,1338321],[631855,1085398],[649135,1874969],[654175,1880399],[656248,1631634],[660738,1118821],[674677,1905570],[679717,1911000],[681790,1664106],[683013,2144811],[684191,1150057],[684549,1407155],[686280,1410818],[688353,1921991],[691465,2155027],[702640,1940230],[704713,1942837],[710688,1441256],[711123,1185533],[720365,1961682],[720605,1455169],[725004,1197941],[726813,1462242],[727438,1202734],[730309,1466017],[743653,1985598],[752908,1994319],[754119,1490738],[760517,1501839],[780378,2023492],[781589,1523596],[783458,2244566],[783698,1528405],[787987,1534697],[790495,1277225],[795100,2039138],[797173,1801985],[798396,2258266],[807775,2053699],[812815,2059129],[814888,1823461],[819378,1310648],[821451,2070120],[829578,1585460],[830203,1324361],[854236,2099626],[855447,1610158],[860621,2103641],[860861,1617927],[865260,1360313],[870565,1628775],[883909,2127557],[889794,2131111],[890034,1650399],[894433,1393171],[895644,2138275],[896242,1657472],[896867,1397964],[899738,1661247],[906480,2349335],[911009,1675207],[922337,2163748],[923548,1685968],[929946,1697069],[937059,2179394],[939132,1956544],[967913,2202664],[968153,1735720],[972552,1479977],[973763,2209828],[977707,1745575],[978332,1487879],[982282,1750390],[1002365,2232724],[1003576,1770273],[1008308,1777287],[1008933,1520737],[1009108,2241569],[1010976,2432297],[1014625,2242670],[1029304,1799126],[1039351,2262281],[1039591,1809754],[1043990,1556689],[1045201,2065697],[1049295,1820602],[1060566,1834562],[1089944,1860408],[1090569,1607299],[1090744,2307985],[1092612,2298444],[1096261,2309086],[1122472,2325892],[1122712,1891390],[1127111,1642735],[1128322,1886967],[1129725,2333806],[1132056,2337959],[1163978,1931846],[1164603,1683109],[1164778,2168336],[1166646,2531592],[1168553,1936661],[1170295,1949088],[1184974,1953685],[1201633,2386838],[1201873,1968846],[1214030,2394671],[1216361,2398824],[1249299,2009965],[1249924,1767414],[1250099,1998907],[1251967,2411066],[1253874,2014780],[1255616,1762817],[1256583,2422783],[1259596,2426567],[1266790,2026188],[1289840,2058016],[1292171,2270556],[1326846,2469549],[1330507,2084030],[1331132,1847458],[1331307,2082929],[1342629,2477831],[1345642,2481615],[1352836,2102322],[1364005,2488401],[1376402,1879286],[1378733,2111916],[1386401,2503055],[1389387,2136585],[1419341,2168118],[1422354,2365330],[1452439,2187135],[1456892,2544873],[1458756,1967156],[1461073,2191288],[1473207,2552168],[1476193,2208138],[1490364,2559879],[1506147,1998689],[1509160,2218659],[1519173,2241351],[1549919,2270973],[1583151,2288930],[1587589,2611349],[1588711,2082711],[1591683,2292714],[1605735,2307767],[1619650,2624062],[1635965,2112333],[1648881,2338376],[1712546,2382529],[1717781,2191705],[1734202,2399241],[1747704,2679731] ] cell #1708 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [41767],[53429],[66005],[72531],[78776],[88532],[96692],[97664],[103611],[104654],[116008],[117609],[126028],[126779],[135332],[137545],[138092],[143492],[148339],[151343],[160858],[162764],[164365],[164912],[173137],[174738],[178121],[183157],[183908],[188816],[190466],[195555],[204474],[204934],[207478],[210071],[216832],[219836],[229351],[231257],[232858],[233405],[236641],[238280],[244704],[246354],[251443],[255078],[256728],[257418],[261817],[269556],[271206],[276295],[285214],[285674],[288218],[290811],[294422],[296541],[301733],[303372],[309796],[311446],[313613],[315252],[321676],[323326],[328415],[330308],[331947],[338371],[340021],[345110],[348745],[350395],[351085],[355484],[361278],[369080],[371199],[376391],[378030],[382484],[384603],[389795],[391434],[397858],[399508],[401447],[403566],[408758],[410397],[416821],[418471],[420638],[422277],[428701],[430351],[435440],[442873],[445663],[449436],[452119],[453465],[455584],[460573],[468375],[470494],[475686],[477325],[481804],[489606],[491725],[496917],[498556],[503010],[505129],[510321],[511960],[518384],[520034],[527864],[529022],[534977],[537851],[539713],[556073],[559846],[563875],[565994],[576726],[579516],[583289],[585972],[587318],[589437],[594426],[602228],[604347],[609539],[611178],[621842],[622807],[625031],[629451],[632609],[640337],[650151],[656106],[660842],[674535],[675693],[681648],[684522],[686384],[702744],[706517],[710546],[712665],[720578],[725108],[727474],[743511],[744669],[753977],[760621],[780482],[781447],[783671],[788091],[791249],[808791],[814746],[819482],[830239],[836677],[854340],[855305],[860834],[865364],[884925],[890007],[894537],[896903],[923406],[930050],[945830],[968126],[972656],[978368],[1003434],[1008969],[1015407],[1039564],[1044094],[1090605],[1100389],[1122685],[1127215],[1132101],[1164639],[1201846],[1216406],[1249960],[1292216],[1331168],[1378778],[1461118],[1583261] ] cell #1709 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [630042],[642234],[644644],[647757],[685303],[686975],[718987],[727067],[746004],[747693],[758099],[761212],[778471],[788682],[792125],[828726],[829832],[836803],[839252],[844771],[852329],[856794],[867323],[869012],[889595],[891398],[896496],[920430],[927528],[930641],[944836],[945956],[947369],[956009],[960923],[967714],[969517],[977961],[984932],[1000458],[1008562],[1015533],[1017982],[1023501],[1039152],[1040955],[1046053],[1047742],[1069122],[1076018],[1077919],[1080452],[1090198],[1100515],[1101928],[1107080],[1122273],[1124076],[1132227],[1133640],[1142280],[1147194],[1158325],[1164232],[1165368],[1171203],[1194744],[1201434],[1206615],[1216532],[1217945],[1224876],[1228477],[1234015],[1239807],[1249553],[1250689],[1260949],[1267845],[1269746],[1272279],[1285833],[1292342],[1293755],[1323562],[1330761],[1335124],[1341814],[1346995],[1353731],[1354321],[1357116],[1368987],[1378904],[1380317],[1389974],[1401845],[1408741],[1413175],[1423707],[1435037],[1445919],[1453839],[1454429],[1461244],[1465218],[1472417],[1476780],[1484030],[1484296],[1498642],[1510513],[1522703],[1531500],[1538190],[1543371],[1553492],[1565363],[1576693],[1583387],[1584396],[1584662],[1595121],[1595711],[1602526],[1609265],[1614279],[1622101],[1639538],[1660448],[1667647],[1672010],[1685075],[1693872],[1705743],[1712205],[1713731],[1721288],[1722656],[1723665],[1723931],[1769380],[1786948],[1787538],[1794353],[1801092],[1813928],[1831365],[1838650],[1841759],[1847884],[1849410],[1876958],[1895564],[1907559],[1908927],[1909936],[1910202],[1955651],[1962920],[1969270],[1987587],[1991316],[2020489],[2026614],[2028140],[2055688],[2079050],[2096623],[2104879],[2129546],[2132349],[2138699],[2160745],[2203902],[2212148],[2229721],[2237690],[2263519],[2295013],[2304106],[2327130],[2358819],[2387288],[2416728],[2467532],[2471437],[2543297],[2609943] ] cell #1710 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1711 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [134722],[169196],[198496],[213404],[227316],[248015],[264758],[267320],[279236],[281786],[304220],[307560],[318039],[324987],[341682],[346509],[347285],[358425],[366906],[372105],[381982],[392282],[395622],[396398],[411245],[414585],[421006],[425064],[432012],[438633],[443241],[451291],[459356],[466201],[471400],[476054],[480112],[487432],[492631],[502508],[503823],[512808],[516148],[516924],[522640],[522900],[532683],[537291],[545341],[546281],[549043],[553651],[561701],[563373],[564688],[572486],[577094],[585144],[593209],[600054],[605253],[609907],[615688],[616583],[621375],[626054],[626314],[632091],[636097],[640705],[643769],[644029],[653812],[658420],[659625],[666470],[669311],[669571],[679354],[683962],[692012],[692952],[695714],[700322],[708372],[711359],[717653],[722901],[727921],[728816],[730678],[733608],[734538],[738287],[738547],[746858],[747753],[752545],[757224],[757484],[763261],[764505],[767267],[771875],[774328],[775223],[784694],[784954],[790731],[794737],[799345],[802409],[802669],[812452],[817060],[825110],[827633],[832660],[834522],[837918],[840149],[842906],[843166],[844156],[845836],[848186],[849081],[857909],[863157],[868177],[869072],[870934],[873864],[878543],[878803],[887082],[897350],[898245],[900107],[903037],[903967],[907716],[907976],[913753],[916287],[917182],[926653],[926913],[932690],[936696],[941304],[943978],[950408],[952125],[954000],[954916],[956817],[959048],[959943],[960983],[962065],[965201],[975762],[980789],[982651],[986047],[988278],[991035],[991295],[993965],[996315],[997210],[1013252],[1016648],[1018879],[1021636],[1021896],[1022886],[1024566],[1026916],[1027811],[1029673],[1033533],[1036639],[1046907],[1047802],[1049664],[1052594],[1057273],[1057533],[1063310],[1068526],[1072463],[1073615],[1076152],[1076340],[1077061],[1081260],[1084386],[1094888],[1098537],[1104967],[1106684],[1109475],[1111376],[1113607],[1114502],[1116624],[1119760],[1136679],[1138396],[1140271],[1141187],[1143088],[1145319],[1146214],[1147254],[1148336],[1151472],[1153703],[1157710],[1159390],[1168922],[1172318],[1174549],[1177306],[1177566],[1180236],[1182586],[1183481],[1185343],[1194878],[1195066],[1199205],[1200000],[1202155],[1202764],[1220984],[1222701],[1227881],[1231818],[1232970],[1235695],[1236416],[1240615],[1254243],[1260353],[1264290],[1265442],[1267159],[1267979],[1268167],[1268888],[1273087],[1276213],[1278910],[1281727],[1285893],[1286975],[1296794],[1298511],[1301302],[1303203],[1305434],[1306329],[1308451],[1311587],[1313818],[1319505],[1323782],[1324391],[1325543],[1328490],[1331525],[1346399],[1350336],[1351488],[1353205],[1357250],[1357438],[1362372],[1383356],[1385073],[1390108],[1390296],[1392399],[1394435],[1395230],[1396382],[1397385],[1397994],[1408875],[1409063],[1423111],[1427048],[1428200],[1430925],[1431646],[1435845],[1444485],[1449733],[1454665],[1476914],[1477102],[1479205],[1481241],[1482036],[1483188],[1487300],[1487909],[1509917],[1513854],[1515006],[1517825],[1520158],[1520767],[1521919],[1522837],[1523025],[1524866],[1526839],[1527901],[1553626],[1553814],[1555917],[1558748],[1572581],[1592440],[1604387],[1606720],[1607329],[1608481],[1609399],[1609587],[1611428],[1613401],[1617423],[1639672],[1639860],[1641963],[1644794],[1647625],[1649895],[1653789],[1682530],[1683139],[1685209],[1685397],[1717555],[1721422],[1721610],[1732946],[1735216],[1739110],[1752555],[1766835],[1767444],[1769514],[1769702],[1774421],[1809250],[1813144],[1843605],[1846879],[1847488],[1857542],[1873225],[1877092],[1877280],[1890886],[1894780],[1961265],[1964473],[1968342],[1993162],[2077232],[2077609],[2106432] ] cell #1712 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [244195],[252069],[253732],[254569],[295175],[300543],[312423],[313742],[320330],[321167],[337862],[362211],[363073],[368003],[369833],[373627],[381407],[388605],[389924],[407568],[416312],[427355],[428192],[438058],[438988],[440033],[446596],[450276],[462368],[467298],[483599],[488529],[490359],[494153],[495727],[509131],[510450],[524995],[530434],[532108],[534083],[541508],[549398],[550443],[572841],[573886],[574748],[580449],[584129],[586241],[591865],[596221],[601151],[618136],[628409],[636452],[637497],[638359],[646124],[655212],[662637],[671666],[672596],[677105],[678779],[680754],[690997],[696069],[697114],[697976],[726041],[730369],[740642],[741572],[749306],[759579],[767622],[768667],[769529],[776708],[776776],[787049],[792488],[796137],[804764],[805694],[813852],[828162],[835887],[846306],[850566],[850634],[866297],[870625],[880898],[881828],[891761],[899798],[910071],[918667],[918735],[929008],[938096],[943446],[943541],[955445],[963170],[969880],[976291],[982342],[984016],[998695],[998763],[1025036],[1029364],[1040210],[1041318],[1049355],[1059628],[1064627],[1065542],[1074955],[1075023],[1076529],[1076624],[1098005],[1098100],[1123331],[1124439],[1141716],[1149441],[1156151],[1168613],[1185034],[1191055],[1194149],[1195255],[1202120],[1203035],[1212448],[1223982],[1224897],[1234378],[1253934],[1266850],[1268356],[1268451],[1315158],[1316266],[1322668],[1323747],[1331435],[1334529],[1352896],[1353427],[1357627],[1390485],[1397350],[1398265],[1407678],[1429608],[1453535],[1454575],[1464324],[1477291],[1487265],[1516414],[1520123],[1527811],[1530905],[1554003],[1594817],[1606685],[1617333],[1640049],[1649805],[1659554],[1682495],[1721799],[1735126],[1766800],[1786644],[1809160],[1846844],[1890796],[1961230],[1968252],[2077519],[2186737] ] cell #1713 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1714 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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[345736,915211],[347399,697552],[348236,919192],[394849,995239],[396512,769105],[397349,999220],[402200,1007234],[419448,1035658],[420767,804566],[441680,1071433],[451405,846744],[451610,1085356],[454218,1088870],[474496,1118779],[475815,880700],[482737,1131241],[501933,915314],[517038,938534],[517875,1185491],[522520,1192736],[526970,1197899],[530623,1202692],[535730,1208926],[537052,962972],[540646,1215546],[548943,1226787],[552090,1230788],[562798,995342],[571911,1007337],[585258,1025474],[585463,1277183],[588071,1280697],[608349,1310606],[609668,1059430],[615679,1321651],[618325,1324319],[620800,1071536],[624328,1331527],[624742,1076257],[625934,1333116],[630384,1338279],[635522,1088973],[643649,1355108],[644020,1355543],[648099,1360271],[653712,1367297],[656859,1371298],[673641,1393129],[677294,1397922],[682401,1404156],[683723,1149243],[687317,1410776],[709469,1181613],[719875,1454667],[720289,1194983],[727912,1463307],[730558,1465975],[733033,1209029],[734438,1470434],[742617,1479935],[746849,1485169],[749495,1487837],[751970,1230891],[757104,1496634],[757475,1497069],[761554,1501797],[776965,1520695],[779440,1263363],[782968,1527903],[783382,1268084],[784574,1529492],[789024,1534655],[794162,1280800],[806739,1556647],[812352,1563673],[815499,1567674],[834402,1590233],[840140,1595949],[840554,1335363],[844147,1600158],[850823,1607257],[853298,1349409],[860131,1617425],[860545,1357355],[868168,1626065],[870814,1628733],[873289,1371401],[882873,1642693],[889304,1649897],[889718,1390213],[897341,1658537],[899987,1661205],[902462,1404259],[903867,1665664],[912046,1675165],[918924,1683067],[921399,1426121],[926533,1691864],[926904,1692299],[930983,1697027],[950399,1718797],[953991,1722334],[967423,1735218],[967837,1477019],[982531,1750348],[988269,1756064],[988683,1498881],[994435,1762775],[998952,1767372],[1001427,1512927],[1013132,1782060],[1018870,1787776],[1019284,1531739],[1022877,1791985],[1029553,1799084],[1032028,1545785],[1033433,1803543],[1038861,1809252],[1039275,1553731],[1046898,1817892],[1049544,1820560],[1052019,1567777],[1061603,1834520],[1068517,1841437],[1075212,1847416],[1094768,1865181],[1104958,1874467],[1105372,1622340],[1110004,1879244],[1117729,1635056],[1121982,1890888],[1122396,1639777],[1136670,1905068],[1140262,1908605],[1153694,1921489],[1154108,1672249],[1157701,1925698],[1168802,1936619],[1174540,1942335],[1174954,1694111],[1180706,1949046],[1185223,1953643],[1187698,1708157],[1199734,1967114],[1201143,1968344],[1201557,1721527],[1220975,1985096],[1227872,1990994],[1235884,1754813],[1235979,1998165],[1254123,2014738],[1260344,2020167],[1267039,2026146],[1278901,2036743],[1296785,2053197],[1297199,1814167],[1301831,2057974],[1309556,1826883],[1313809,2069618],[1314223,1831604],[1321440,2077611],[1325732,1845616],[1328053,2082187],[1346390,2096301],[1353085,2102280],[1364492,1878814],[1365407,2111892],[1383347,2127055],[1383761,1895803],[1392390,2134373],[1394964,2136543],[1396373,2137773],[1396787,1907798],[1423102,2160423],[1431114,1941084],[1431209,2167594],[1451967,2186982],[1455684,1966684],[1458784,2191264],[1479196,2205926],[1481770,2208096],[1483179,2209326],[1483593,1987826],[1494953,1998451],[1509908,2229399],[1517816,2236251],[1522108,2024346],[1524429,2240827],[1555908,2265543],[1560868,2057544],[1561783,2270532],[1582913,2288906],[1586433,2082473],[1592431,2294691],[1604378,2302667],[1608670,2100480],[1610991,2307243],[1641954,2329154],[1647197,2333653],[1650914,2136113],[1654014,2337935],[1690183,2167880],[1717546,2385165],[1732518,2394518],[1736235,2207666],[1739335,2398800],[1752546,2407313],[1774740,2422759],[1778260,2241113],[1843177,2469396],[1857861,2477807],[1861381,2307529],[1873216,2486728],[1964792,2544849],[1992734,2559726],[2106751,2624038] ] cell #1715 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [344047],[394171],[413693],[413970],[434377],[467773],[485053],[485330],[495538],[514697],[515533],[525470],[542962],[543239],[554847],[573039],[574559],[575691],[597675],[597952],[601626],[608160],[618696],[628884],[636650],[638170],[639302],[646599],[651052],[664091],[664368],[670888],[672141],[673452],[696267],[697787],[698919],[701518],[717832],[720781],[730929],[739864],[741117],[742428],[749866],[754611],[754888],[760054],[767820],[769340],[770472],[774733],[777336],[787524],[797942],[803986],[804962],[805239],[806550],[809692],[827447],[836085],[838097],[841046],[848591],[851194],[857584],[858088],[859826],[861037],[866108],[871185],[874694],[876207],[880120],[881096],[881373],[882684],[887261],[890210],[900358],[910546],[911857],[916692],[919295],[919631],[929483],[939901],[945626],[952712],[954730],[959453],[963368],[963645],[965380],[968329],[974274],[975107],[975576],[976389],[986226],[987964],[989175],[992276],[994246],[996720],[999323],[999659],[1006177],[1016827],[1019776],[1027321],[1029924],[1036818],[1038196],[1039767],[1049915],[1053424],[1054937],[1059826],[1060103],[1061414],[1066834],[1067667],[1072642],[1074020],[1078709],[1081439],[1084256],[1085459],[1085795],[1087813],[1097060],[1097176],[1099171],[1108550],[1108820],[1109289],[1110102],[1114012],[1119939],[1121317],[1122888],[1141001],[1145724],[1149639],[1149916],[1151651],[1154600],[1161847],[1172497],[1174235],[1175446],[1178547],[1180517],[1182991],[1185594],[1185930],[1189103],[1193204],[1193320],[1196040],[1196310],[1199019],[1200179],[1202869],[1204327],[1205160],[1207869],[1209788],[1211513],[1212005],[1223993],[1233375],[1235055],[1237050],[1240794],[1247168],[1264469],[1265847],[1270536],[1273266],[1276083],[1277286],[1277622],[1279640],[1288555],[1300377],[1300647],[1301116],[1301929],[1305839],[1311766],[1313144],[1314715],[1317816],[1322679],[1324496],[1324903],[1329482],[1331869],[1332181],[1333584],[1333700],[1336690],[1339041],[1350515],[1351893],[1358682],[1362551],[1364503],[1370241],[1373885],[1391270],[1391540],[1394249],[1395409],[1398099],[1399557],[1400390],[1403099],[1405018],[1406743],[1407235],[1416979],[1418182],[1428605],[1430285],[1432280],[1436024],[1441659],[1442398],[1455009],[1455321],[1455695],[1462302],[1462569],[1464335],[1466559],[1478076],[1478346],[1481055],[1482215],[1488014],[1488421],[1493000],[1500208],[1515411],[1520872],[1521279],[1523999],[1525858],[1528245],[1528557],[1529960],[1530076],[1533066],[1535417],[1539625],[1546544],[1548269],[1555058],[1558927],[1560879],[1566617],[1570261],[1585520],[1585787],[1592934],[1596977],[1607434],[1607841],[1610561],[1612420],[1617767],[1618079],[1618453],[1629317],[1641104],[1644973],[1650239],[1650551],[1650925],[1652742],[1657532],[1657799],[1659565],[1661789],[1668755],[1673576],[1675927],[1683244],[1683651],[1686371],[1688230],[1695438],[1710641],[1714792],[1731970],[1735560],[1735872],[1736246],[1738063],[1745635],[1745902],[1757092],[1767549],[1767956],[1770676],[1772535],[1777347],[1777614],[1779734],[1784761],[1788804],[1795678],[1799668],[1809594],[1809906],[1810280],[1812097],[1821144],[1832931],[1847593],[1856649],[1860468],[1860735],[1862855],[1870462],[1891230],[1891542],[1891916],[1893733],[1901063],[1903290],[1918241],[1922517],[1931906],[1932173],[1934293],[1943363],[1954227],[1968686],[1968998],[1969901],[1977475],[1981091],[1983318],[1997150],[2010025],[2010292],[2012412],[2035379],[2049192],[2051419],[2070646],[2079681],[2084090],[2084357],[2085485],[2110645],[2123050],[2125277],[2139330],[2146904],[2187195],[2188974],[2193021],[2193829],[2212779],[2217455],[2244125],[2289100],[2290175],[2312202],[2340500],[2382433],[2402797] ] cell #1716 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [393750],[467823],[500872],[514276],[525520],[554919],[586182],[586766],[601676],[613494],[618768],[628934],[646649],[651128],[657805],[672191],[672537],[673121],[685230],[701590],[709994],[718050],[720857],[731001],[741167],[741513],[742097],[749938],[760104],[762227],[776649],[777408],[778398],[779965],[787574],[805289],[805635],[806219],[809768],[816445],[818328],[827671],[838315],[841122],[850507],[851266],[852256],[853823],[858306],[861113],[868650],[871257],[881423],[881769],[882353],[887479],[889522],[890286],[892393],[900430],[910596],[918608],[919367],[920357],[921924],[929533],[931656],[940689],[950881],[954954],[963695],[965598],[967641],[968405],[970512],[975800],[983957],[984541],[986444],[989251],[998636],[999395],[1000385],[1001952],[1006401],[1006500],[1017045],[1019852],[1029996],[1032553],[1034946],[1037036],[1039079],[1039843],[1040151],[1041950],[1047380],[1049987],[1060153],[1062276],[1072860],[1074896],[1081657],[1083177],[1085531],[1088037],[1088136],[1097946],[1104653],[1107007],[1109513],[1118254],[1120157],[1122200],[1122964],[1123272],[1125071],[1137152],[1141225],[1149966],[1151869],[1153389],[1154676],[1156783],[1159671],[1162071],[1162170],[1165295],[1172715],[1175522],[1183059],[1185666],[1188223],[1194090],[1199243],[1200397],[1201361],[1202941],[1208093],[1208192],[1208682],[1212081],[1212389],[1221457],[1224242],[1224803],[1230544],[1241012],[1242532],[1244886],[1247392],[1247491],[1250616],[1264687],[1265915],[1273484],[1275004],[1277358],[1279171],[1279864],[1279963],[1280453],[1291679],[1301340],[1310081],[1311984],[1314791],[1315099],[1316898],[1322928],[1323489],[1324568],[1329706],[1329805],[1331801],[1332257],[1334470],[1337921],[1341741],[1350733],[1351961],[1353677],[1353793],[1359913],[1362769],[1365313],[1370465],[1370564],[1371054],[1378241],[1392660],[1394473],[1395627],[1398171],[1403323],[1403422],[1403912],[1407311],[1407619],[1408423],[1410418],[1428673],[1436242],[1437762],[1440116],[1442622],[1442721],[1445846],[1453785],[1453901],[1454941],[1455397],[1456505],[1462309],[1462504],[1464584],[1465145],[1471461],[1479466],[1481279],[1482433],[1484366],[1488086],[1493224],[1493323],[1495319],[1501439],[1515479],[1520944],[1522385],[1526082],[1526181],[1528177],[1528633],[1530846],[1534297],[1538117],[1538887],[1556178],[1559145],[1561689],[1566841],[1566940],[1567430],[1574617],[1584732],[1585527],[1585722],[1586799],[1592932],[1595067],[1595183],[1597787],[1607506],[1608947],[1612644],[1612743],[1617699],[1618155],[1619263],[1625262],[1634219],[1642224],[1645191],[1650171],[1650627],[1651735],[1652004],[1657539],[1657734],[1659814],[1660375],[1666691],[1683316],[1684757],[1688454],[1688553],[1690549],[1696669],[1714790],[1715964],[1724001],[1726068],[1735492],[1735948],[1737056],[1737325],[1745642],[1745837],[1746914],[1752816],[1757902],[1767621],[1769062],[1772759],[1772858],[1777354],[1777549],[1778626],[1784759],[1786894],[1787010],[1789614],[1804570],[1809526],[1809982],[1811090],[1811359],[1817089],[1826046],[1847665],[1851643],[1860475],[1860670],[1861747],[1870460],[1871634],[1876640],[1881738],[1891162],[1891618],[1892726],[1892995],[1901061],[1902235],[1910272],[1912339],[1923327],[1931913],[1932108],[1933185],[1944173],[1959129],[1968618],[1969074],[1978285],[1981089],[1982263],[1988838],[1996412],[2001200],[2010032],[2010227],[2011304],[2030373],[2040477],[2049190],[2050364],[2060468],[2071456],[2078970],[2084097],[2084292],[2092862],[2103200],[2123048],[2124222],[2147714],[2151692],[2170629],[2180733],[2187202],[2188342],[2193019],[2195708],[2201030],[2210189],[2251502],[2282862],[2289098],[2289622],[2296660],[2342379],[2347701],[2382421],[2388840],[2430513],[2509366] ] cell #1717 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232324],[270196],[310436],[330061],[349385],[376144],[398498],[401226],[417461],[420391],[449189],[453244],[473723],[475439],[496670],[502789],[503921],[519024],[528775],[534756],[555590],[559599],[563654],[564786],[583042],[587097],[595170],[607576],[609292],[619439],[622586],[632189],[649904],[651089],[655885],[661586],[675446],[681427],[702261],[706270],[710325],[711457],[718314],[720818],[731672],[734819],[744422],[750609],[753756],[755321],[763359],[778079],[781226],[790829],[808544],[809729],[814525],[820226],[827484],[830500],[838579],[841083],[851937],[855084],[858570],[861074],[871928],[875075],[884678],[887743],[890247],[901101],[904248],[913851],[920038],[923185],[924750],[932788],[943834],[954767],[957783],[965862],[968366],[975613],[978629],[986708],[989212],[1000066],[1003213],[1006214],[1009230],[1017309],[1019813],[1030667],[1033814],[1037300],[1039804],[1050658],[1053805],[1063408],[1073124],[1076917],[1081921],[1086202],[1087850],[1090866],[1098393],[1109326],[1112342],[1120421],[1122925],[1130105],[1141038],[1144054],[1152133],[1154637],[1161884],[1164900],[1172979],[1175483],[1186337],[1189484],[1199056],[1200661],[1207906],[1212042],[1214410],[1236272],[1241276],[1247205],[1250221],[1264951],[1268744],[1273748],[1278029],[1279677],[1282693],[1290220],[1301153],[1304169],[1312248],[1314752],[1328346],[1329519],[1332218],[1337143],[1341346],[1350997],[1363033],[1370278],[1376782],[1394286],[1395891],[1403136],[1407272],[1409640],[1431502],[1436506],[1442435],[1445451],[1455358],[1460242],[1462919],[1481092],[1482697],[1493037],[1500661],[1524722],[1525895],[1528594],[1533519],[1537722],[1559409],[1566654],[1573158],[1586137],[1592954],[1611284],[1612457],[1618116],[1623000],[1645455],[1650588],[1655472],[1658149],[1688267],[1695891],[1714812],[1735909],[1740793],[1746252],[1772572],[1777964],[1784781],[1809943],[1814827],[1861085],[1870482],[1891579],[1896463],[1901083],[1932523],[1969035],[1981111],[2010642],[2049212],[2084707],[2123070],[2193041],[2289120] ] cell #1718 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [535466],[546646],[548934],[551826],[586250],[587807],[616948],[624592],[642307],[643930],[653703],[656595],[672605],[682137],[685276],[719060],[720139],[726784],[729181],[734429],[741581],[745721],[755762],[757385],[776717],[778444],[783232],[805703],[812343],[815235],[828443],[829549],[830941],[839325],[844057],[850575],[852302],[860395],[867040],[881837],[889568],[896213],[898610],[903858],[918676],[920403],[925191],[926814],[947086],[953827],[955726],[958224],[967687],[977678],[979070],[984025],[998704],[1000431],[1008279],[1009671],[1018055],[1022787],[1033424],[1039125],[1040219],[1045770],[1068353],[1074964],[1080169],[1089915],[1091307],[1098014],[1101645],[1107053],[1112783],[1122246],[1123340],[1133357],[1140098],[1141997],[1144495],[1157611],[1163949],[1165341],[1194158],[1201407],[1205846],[1212457],[1217662],[1224112],[1224849],[1227708],[1239524],[1249270],[1250662],[1260180],[1271996],[1278737],[1283134],[1293472],[1304610],[1315167],[1322798],[1323535],[1330478],[1334538],[1341787],[1346226],[1353376],[1353542],[1368218],[1380034],[1392226],[1401076],[1407687],[1412892],[1422938],[1434754],[1445892],[1452410],[1453484],[1453650],[1464454],[1465191],[1472134],[1479032],[1483993],[1492097],[1509744],[1530914],[1538163],[1542602],[1555744],[1564594],[1576410],[1582712],[1584359],[1592267],[1593692],[1594766],[1594932],[1641790],[1659684],[1660421],[1667364],[1674262],[1687327],[1704974],[1712168],[1715550],[1721981],[1723628],[1752382],[1771632],[1784094],[1785519],[1786593],[1786759],[1833617],[1841084],[1847847],[1867215],[1871220],[1901821],[1908252],[1909899],[1938653],[1962883],[1981849],[1990641],[2016772],[2019814],[2026577],[2049950],[2095948],[2104842],[2123808],[2132312],[2160070],[2193779],[2203865],[2229046],[2263482],[2294338],[2327093],[2382726],[2387251],[2467495],[2543112] ] cell #1719 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [347496],[396609],[420776],[451502],[475824],[501853],[501942],[503499],[517135],[537061],[562718],[562807],[564364],[571831],[571920],[585355],[593318],[609677],[620720],[620809],[624751],[631767],[635442],[635531],[659734],[669680],[683732],[709478],[711035],[718096],[720298],[723010],[727212],[732953],[733042],[738656],[748440],[751890],[751979],[779449],[783391],[790407],[794082],[794171],[818374],[827322],[829977],[836812],[838361],[840563],[843275],[853307],[858352],[858896],[860554],[863266],[869759],[873209],[873298],[889727],[892439],[896641],[902382],[902471],[908085],[921408],[945965],[954605],[957260],[961670],[967846],[970558],[975451],[978106],[986490],[987034],[988692],[991404],[1001436],[1008707],[1015542],[1017091],[1019293],[1022005],[1032037],[1039284],[1041996],[1048489],[1051939],[1052028],[1072906],[1079048],[1083326],[1090343],[1100524],[1105381],[1109164],[1111819],[1117738],[1122405],[1125117],[1132236],[1140876],[1143531],[1147941],[1154117],[1156829],[1164377],[1172761],[1173305],[1174963],[1177675],[1187707],[1198894],[1201566],[1202639],[1216541],[1232261],[1235893],[1238403],[1244932],[1249698],[1264733],[1270875],[1275153],[1282170],[1286580],[1292351],[1297208],[1300991],[1303646],[1309565],[1314232],[1316944],[1324266],[1325741],[1330906],[1350779],[1361266],[1364622],[1365359],[1378913],[1383770],[1394124],[1396796],[1397869],[1411771],[1416049],[1427491],[1431123],[1433633],[1440162],[1444928],[1455814],[1456551],[1461253],[1480930],[1483602],[1487784],[1494902],[1495068],[1514297],[1520642],[1522117],[1527282],[1539395],[1557642],[1560998],[1561735],[1575289],[1583396],[1586382],[1586548],[1607204],[1608679],[1613844],[1624889],[1643688],[1651044],[1651781],[1652512],[1656483],[1683014],[1690132],[1690298],[1712289],[1715591],[1736365],[1737102],[1737833],[1741804],[1767319],[1775223],[1778209],[1778375],[1811867],[1816716],[1838718],[1847363],[1858344],[1861330],[1861496],[1893503],[1898560],[1901862],[1965275],[1978588],[1981890],[1996920],[2017448],[2080685],[2093582],[2107234],[2189881],[2213783],[2313109], 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] cell #1720 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [174254],[215398],[223457],[250009],[268728],[276971],[283780],[291839],[308968],[326981],[331387],[332795],[340906],[347917],[350685],[356160],[377470],[378878],[387882],[397030],[399798],[404472],[405248],[419766],[421717],[422493],[423125],[431236],[444017],[456490],[457266],[460140],[474814],[476765],[477541],[478173],[483055],[485945],[501810],[505324],[506035],[506811],[523684],[527288],[529390],[538067],[540964],[543854],[546326],[554427],[562675],[566189],[566900],[567676],[571442],[571788],[591119],[593169],[595534],[595677],[598567],[611394],[616410],[616628],[620677],[627098],[630702],[632804],[635053],[635399],[641863],[644813],[648417],[650519],[659196],[659585],[661950],[662093],[664983],[668669],[669531],[684738],[687635],[690525],[694670],[695016],[712860],[714347],[717698],[717981],[718616],[722861],[728643],[728861],[732564],[732910],[735183],[735326],[737645],[738507],[747580],[747798],[751847],[758268],[761872],[763974],[766223],[766569],[774288],[785738],[789342],[791444],[793693],[794039],[801767],[802629],[817836],[820590],[820733],[823623],[827298],[827593],[835418],[837963],[838246],[838881],[840871],[842264],[843126],[844940],[845138],[848146],[857954],[858237],[858872],[863117],[868899],[869117],[872820],[873166],[875439],[875582],[877901],[878763],[898072],[898290],[901993],[902339],[904612],[904755],[907074],[907936],[916247],[927697],[931301],[933403],[935652],[935998],[951130],[951483],[954138],[954581],[954876],[956862],[959008],[961028],[962025],[975427],[975722],[983547],[986092],[986375],[987010],[989000],[990393],[991255],[993267],[996275],[1014148],[1016693],[1016976],[1017611],[1019601],[1020994],[1021856],[1023670],[1023868],[1026876],[1034178],[1034321],[1047629],[1047847],[1051550],[1051896],[1054169],[1054312],[1056631],[1057493],[1068664],[1072508],[1072791],[1073575],[1076197],[1076300],[1079024],[1083302],[1095784],[1105689],[1106042],[1108697],[1109140],[1109435],[1111421],[1113567],[1137401],[1137754],[1140409],[1140852],[1141147],[1143133],[1145279],[1147299],[1148296],[1154425],[1158494],[1158692],[1169818],[1172363],[1172646],[1173281],[1175271],[1176664],[1177526],[1179538],[1182546],[1189848],[1189991],[1194923],[1195026],[1196187],[1198870],[1199165],[1202160],[1202615],[1221706],[1222059],[1228019],[1231863],[1232930],[1238379],[1255139],[1260491],[1264335],[1264618],[1265402],[1268024],[1268127],[1270851],[1275129],[1279048],[1281772],[1285938],[1297516],[1297869],[1300524],[1300967],[1301262],[1303248],[1305394],[1314540],[1318807],[1323787],[1324242],[1331519],[1346537],[1350381],[1350664],[1351448],[1357295],[1357398],[1361242],[1384078],[1384431],[1390153],[1390256],[1391417],[1392537],[1394100],[1394395],[1397104],[1397390],[1397845],[1408920],[1411747],[1416025],[1423249],[1427093],[1428160],[1433609],[1441806],[1444530],[1454659],[1476959],[1477062],[1478223],[1479343],[1480906],[1481201],[1483910],[1487305],[1487760],[1510055],[1513899],[1514966],[1520163],[1520618],[1522882],[1524146],[1526884],[1527895],[1539371],[1553671],[1553774],[1556055],[1557618],[1575265],[1592578],[1606725],[1607180],[1609444],[1610708],[1613446],[1617417],[1639717],[1639820],[1642101],[1643664],[1647670],[1649889],[1652488],[1656459],[1682535],[1682990],[1685254],[1686518],[1721467],[1721570],[1732991],[1735210],[1737809],[1741780],[1752693],[1766840],[1767295],[1769559],[1770823],[1775199],[1809244],[1811843],[1843650],[1846884],[1847339],[1858320],[1877137],[1890880],[1893479],[1898374],[1961270],[1965251],[1968336],[1978402],[1993207],[1996896],[2077603],[2080499],[2107210],[2186857],[2213597] ] cell #1721 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1722 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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[419179,1035581],[421236,805381],[474227,1118702],[476284,881515],[481701,1131284],[482468,1131164],[503588,919235],[526701,1197822],[537521,963787],[539610,1215589],[540377,1215469],[564453,999263],[570915,1258824],[594323,1035701],[595090,1039690],[610137,1060245],[615943,1322156],[629348,1338322],[630115,1338202],[631856,1085399],[634526,1344870],[644647,1356207],[647830,1360194],[660739,1118822],[661506,1122811],[684192,1150058],[686281,1410819],[687048,1410699],[694143,1160708],[711124,1185534],[717668,1452611],[725005,1197942],[727439,1202735],[728176,1463812],[730310,1466018],[732037,1468879],[734739,1211928],[747113,1485674],[747768,1486099],[758102,1497733],[760518,1501840],[761285,1501720],[765696,1246029],[787988,1534698],[788755,1534578],[790496,1277226],[793166,1541246],[819379,1310649],[820146,1314638],[830204,1324362],[834891,1327223],[837448,1332032],[837933,1593893],[840404,1596454],[844774,1600822],[857924,1615369],[865261,1360314],[868432,1626570],[869087,1626995],[870566,1628776],[872293,1631637],[894434,1393172],[896868,1397965],[897605,1659042],[899739,1661248],[901466,1664109],[904168,1407158],[911010,1675208],[927531,1692963],[929947,1697070],[930714,1696950],[935125,1441259],[946601,1455172],[950663,1719302],[953481,1462291],[956832,1724778],[960998,1728843],[972553,1479978],[978333,1487880],[982283,1750391],[983020,1490741],[986062,1754008],[988533,1756569],[1008934,1520738],[1013621,1523599],[1016178,1528408],[1016663,1785720],[1019134,1788281],[1023504,1792649],[1029305,1799127],[1031032,1801988],[1043991,1556690],[1047162,1818397],[1047817,1818822],[1049296,1820603],[1051023,1823464],[1060567,1834563],[1068007,1585509],[1072478,1844811],[1076167,1848196],[1090570,1607300],[1095257,1610161],[1101160,1617930],[1105222,1874972],[1111391,1880448],[1127112,1642736],[1132872,1650402],[1136934,1905573],[1139752,1657521],[1143103,1911049],[1147269,1915114],[1153958,1921994],[1158328,1926362],[1164604,1683110],[1168554,1936662],[1169291,1685971],[1170296,1949089],[1172333,1940279],[1174804,1942840],[1184975,1953686],[1186702,1956547],[1194893,1963232],[1217177,1735723],[1221239,1985601],[1227362,1745624],[1231833,1994368],[1249925,1767415],[1253875,2014781],[1254612,1770276],[1255617,1762818],[1259834,1777336],[1264305,2023541],[1266791,2026189],[1267994,2026926],[1281742,2039187],[1285908,2043252],[1289841,2058017],[1292987,1809757],[1297049,2053702],[1298880,2065700],[1303218,2059178],[1314073,2070123],[1331133,1847459],[1345880,1860457],[1350351,2099675],[1352837,2102323],[1357265,2105191],[1376403,1879287],[1379549,1891393],[1383611,2127560],[1385442,1886970],[1389388,2136586],[1390123,2132661],[1396637,2138278],[1408890,2148245],[1419342,2168119],[1420079,2168339],[1422592,1931895],[1427063,2163797],[1444500,2179443],[1458757,1967157],[1461889,1968849],[1476194,2208139],[1476929,2204214],[1483443,2209831],[1506148,1998690],[1506885,1998910],[1509398,2010014],[1513869,2232773],[1519174,2241352],[1519911,2241572],[1522852,2239553],[1526854,2242719],[1549752,2270530],[1549918,2270972],[1553641,2263831],[1588712,2082712],[1589449,2082932],[1591921,2084079],[1605736,2307768],[1606473,2307988],[1609414,2305969],[1613416,2309135],[1635798,2111890],[1635964,2112332],[1639687,2327442],[1647640,2333855],[1648714,2337933],[1648880,2338375],[1679223,2365309],[1685224,2360682],[1712844,2187184],[1717614,2191262],[1717780,2191704],[1721437,2387600],[1732961,2394720],[1734035,2398798],[1734201,2399240],[1763528,2218638],[1769529,2418591],[1774539,2422728],[1776186,2426546],[1838839,2288875],[1843620,2469598],[1843661,2292693],[1857660,2477776],[1859307,2481594],[1877107,2489163],[1898439,2503010],[1960849,2382484],[1964591,2544818],[1978467,2552123],[1993177,2559928],[2080564,2611304],[2106550,2624007],[2213662,2679686] ] cell #1723 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [763002],[867671],[913494],[932431],[947717],[984877],[1025785],[1026410],[1046401],[1063051],[1069067],[1080800],[1102276],[1107945],[1115972],[1133988],[1134469],[1135094],[1150302],[1171148],[1182080],[1192547],[1195435],[1206560],[1218293],[1218774],[1219399],[1228422],[1240155],[1242747],[1260112],[1260894],[1262014],[1263830],[1272627],[1294103],[1294584],[1295209],[1299772],[1307799],[1310417],[1321951],[1332927],[1335815],[1346158],[1346940],[1348060],[1349876],[1354919],[1357807],[1366115],[1368932],[1380665],[1381146],[1381771],[1387777],[1389847],[1390665],[1392940],[1401790],[1413523],[1422870],[1423652],[1424772],[1426588],[1435385],[1437977],[1449081],[1459492],[1463607],[1472765],[1474583],[1476653],[1477471],[1479746],[1485469],[1494002],[1494627],[1496445],[1499333],[1509676],[1510458],[1511578],[1513394],[1518327],[1518422],[1529303],[1532191],[1543316],[1546252],[1549189],[1551295],[1553365],[1554183],[1554556],[1556458],[1562491],[1565308],[1577041],[1579633],[1590044],[1592199],[1598428],[1600015],[1602471],[1604889],[1604984],[1615174],[1621491],[1623947],[1626365],[1635523],[1637341],[1639411],[1640229],[1640602],[1642504],[1654722],[1658837],[1667995],[1669813],[1671400],[1672701],[1674976],[1678319],[1680699],[1680794],[1683842],[1691675],[1694563],[1702871],[1705688],[1708624],[1714626],[1719097],[1720197],[1721161],[1722601],[1727134],[1727229],[1727733],[1731095],[1731468],[1740043],[1742969],[1743447],[1748579],[1758543],[1760130],[1762586],[1765004],[1765099],[1768147],[1781871],[1783111],[1790255],[1791842],[1794298],[1796115],[1796716],[1796811],[1797315],[1808607],[1818192],[1827350],[1829168],[1832056],[1832429],[1834331],[1840364],[1840842],[1841704],[1846127],[1846222],[1848060],[1848428],[1850305],[1853253],[1856840],[1864992],[1866232],[1867964],[1868051],[1873244],[1875867],[1878271],[1882804],[1882899],[1883403],[1890243],[1903727],[1905368],[1906468],[1908872],[1913405],[1913500],[1914004],[1917366],[1917739],[1918506],[1920266],[1937670],[1944814],[1946401],[1948857],[1951275],[1951370],[1954418],[1962221],[1962308],[1963096],[1963464],[1964349],[1969296],[1969419],[1970984],[1971462],[1976842],[1983755],[1985396],[1986496],[1988356],[1991261],[1995684],[1995779],[1997617],[2002810],[2015789],[2020434],[2021624],[2024857],[2024952],[2026790],[2027158],[2029035],[2031983],[2035570],[2036350],[2051856],[2054597],[2057001],[2061534],[2061629],[2062133],[2068973],[2078488],[2079076],[2079199],[2079989],[2084970],[2086465],[2086552],[2088593],[2096568],[2097758],[2100991],[2101086],[2105055],[2105423],[2106308],[2111378],[2118801],[2125714],[2128455],[2132525],[2132893],[2133778],[2133980],[2138725],[2138848],[2140413],[2140891],[2146271],[2160690],[2161880],[2165113],[2165208],[2167046],[2172239],[2188459],[2189251],[2195226],[2196727],[2204078],[2204446],[2205331],[2205533],[2212174],[2212297],[2213087],[2217892],[2221691],[2229666],[2230856],[2234089],[2234184],[2237716],[2237839],[2238629],[2243610],[2245105],[2245192],[2247233],[2259726],[2263695],[2264063],[2264948],[2265150],[2270018],[2277441],[2294958],[2297569],[2304132],[2304255],[2305045],[2311687],[2312479],[2316281],[2319955],[2327306],[2327674],[2328559],[2328761],[2335130],[2335922],[2341897],[2343398],[2352002],[2358845],[2358968],[2359758],[2368362],[2380855],[2387464],[2387832],[2394176],[2395995],[2396787],[2401754],[2406920],[2410191],[2416754],[2416877],[2417667],[2431422],[2438898],[2445540],[2446332],[2453808],[2462412],[2468267],[2471463],[2471586],[2477147],[2484249],[2497558],[2498350],[2514702],[2517313],[2530717],[2538193],[2543323],[2543897],[2546646],[2548223],[2551542],[2557592],[2584172],[2605375],[2610088],[2610333],[2614167],[2641890],[2645209],[2667957],[2671172],[2694907],[2739665] ] cell #1724 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232374],[270246],[310486],[330161],[349435],[376244],[398548],[401235],[417511],[420491],[449289],[453253],[473773],[475539],[496770],[502798],[504021],[519074],[528875],[534765],[555640],[559699],[563663],[564886],[583142],[587106],[595179],[607626],[609392],[619489],[622595],[632289],[650004],[651095],[655894],[661595],[675546],[681436],[702311],[706370],[710334],[711557],[718323],[720824],[731722],[734828],[744522],[750659],[753765],[755318],[763459],[778129],[781235],[790929],[808644],[809735],[814534],[820235],[827490],[830497],[838588],[841089],[851987],[855093],[858579],[861080],[871978],[875084],[884778],[887752],[890253],[901151],[904257],[913951],[920088],[923194],[924747],[932888],[943831],[954773],[957780],[965871],[968372],[975619],[978626],[986717],[989218],[1000116],[1003222],[1006220],[1009227],[1017318],[1019819],[1030717],[1033823],[1037309],[1039810],[1050708],[1053814],[1063508],[1073133],[1076914],[1081930],[1086252],[1087856],[1090863],[1098390],[1109332],[1112339],[1120430],[1122931],[1130102],[1141044],[1144051],[1152142],[1154643],[1161890],[1164897],[1172988],[1175489],[1186387],[1189493],[1199062],[1200670],[1207912],[1212048],[1214407],[1236269],[1241285],[1247211],[1250218],[1264960],[1268741],[1273757],[1278079],[1279683],[1282690],[1290217],[1301159],[1304166],[1312257],[1314758],[1328343],[1329525],[1332224],[1337140],[1341343],[1351006],[1363042],[1370284],[1376779],[1394292],[1395900],[1403142],[1407278],[1409637],[1431499],[1436515],[1442441],[1445448],[1455364],[1460239],[1462916],[1481098],[1482706],[1493043],[1500658],[1524719],[1525901],[1528600],[1533516],[1537719],[1559418],[1566660],[1573155],[1586134],[1592951],[1611281],[1612463],[1618122],[1622997],[1645464],[1650594],[1655469],[1658146],[1688273],[1695888],[1714809],[1735915],[1740790],[1746249],[1772578],[1777961],[1784778],[1809949],[1814824],[1861082],[1870479],[1891585],[1896460],[1901080],[1932520],[1969041],[1981108],[2010639],[2049209],[2084704],[2123067],[2193038],[2289117] ] cell #1725 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [505660],[566525],[596760],[633140],[663176],[693177],[693265],[696775],[713196],[735547],[764730],[764818],[768328],[775448],[775536],[791780],[800805],[821816],[832885],[832973],[837396],[845967],[849306],[849394],[876939],[888347],[904976],[934247],[937757],[944279],[946549],[949442],[954039],[960168],[960256],[966466],[977132],[981014],[981102],[1011703],[1016126],[1024697],[1028036],[1028124],[1055669],[1065768],[1068565],[1075685],[1077362],[1079632],[1082525],[1093339],[1098838],[1099272],[1101108],[1104001],[1110845],[1114727],[1114815],[1132820],[1135713],[1140310],[1146439],[1146527],[1152737],[1167373],[1194411],[1203261],[1206058],[1210531],[1217125],[1220018],[1225123],[1227920],[1236717],[1237151],[1238987],[1241880],[1252694],[1260392],[1267512],[1269189],[1271459],[1274352],[1285166],[1292935],[1295828],[1302672],[1306554],[1306642],[1328791],[1334791],[1339142],[1346438],[1356783],[1361850],[1365633],[1368430],[1374688],[1379497],[1382390],[1389641],[1398491],[1401288],[1405761],[1412355],[1415248],[1423150],[1431947],[1432381],[1434217],[1437110],[1447924],[1459010],[1461837],[1462738],[1476447],[1492309],[1496947],[1498309],[1505163],[1509956],[1525167],[1531167],[1535518],[1542814],[1547287],[1553159],[1558226],[1562009],[1564806],[1571064],[1575873],[1578766],[1585956],[1590546],[1592479],[1611729],[1621768],[1626147],[1626870],[1639205],[1644272],[1654240],[1657067],[1657968],[1671677],[1676028],[1687539],[1692177],[1693539],[1700393],[1705186],[1718879],[1719602],[1720955],[1739561],[1742388],[1746071],[1753930],[1754036],[1771844],[1777783],[1782373],[1784306],[1795847],[1813595],[1817974],[1818697],[1831032],[1839266],[1844733],[1844839],[1860904],[1865494],[1867427],[1878402],[1895231],[1903459],[1905150],[1905873],[1907226],[1932342],[1940201],[1940307],[1961015],[1966272],[1983487],[1985178],[1985901],[1987254],[2010461],[2017996],[2023463],[2023569],[2051588],[2057132],[2077341],[2084526],[2094130],[2099597],[2099703],[2125446],[2130444],[2135701],[2190429],[2201997],[2207254],[2217624],[2235981],[2291701],[2302397],[2313657],[2384895],[2404323],[2486458], 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] cell #1726 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [276774],[332598],[343574],[378681],[403094],[413918],[422928],[433904],[455112],[477976],[483537],[485278],[495665],[504657],[508306],[515481],[541446],[543187],[554230],[565522],[569171],[574686],[575639],[593836],[596159],[597112],[597900],[608287],[623666],[638297],[639250],[642765],[660252],[662575],[663528],[664316],[670198],[673579],[692988],[697052],[697914],[698867],[719518],[723528],[725979],[735899],[739174],[742555],[745606],[754836],[764541],[768605],[769467],[770420],[774863],[775259],[797890],[800501],[803123],[803296],[806677],[822168],[828100],[828328],[832696],[839783],[843793],[846244],[848721],[849117],[856636],[859774],[863784],[866235],[876155],[876635],[879257],[879430],[882811],[887118],[888043],[905328],[908603],[911984],[916822],[917218],[938034],[939849],[943736],[944014],[944678],[949138],[955383],[955611],[959583],[959979],[962519],[962692],[965237],[966162],[976229],[976457],[980825],[987912],[991922],[994373],[996850],[997246],[1006026],[1018513],[1022523],[1024974],[1027451],[1027847],[1036675],[1037600],[1054885],[1057987],[1058160],[1061541],[1065733],[1066012],[1074150],[1076819],[1077097],[1077761],[1079826],[1081296],[1082221],[1084204],[1084422],[1087662],[1098295],[1098573],[1099237],[1103697],[1109942],[1110170],[1114142],[1114538],[1117078],[1117251],[1119796],[1120721],[1141654],[1141882],[1145854],[1146250],[1148790],[1148963],[1151508],[1152433],[1161696],[1174183],[1178193],[1180644],[1183121],[1183517],[1199672],[1200036],[1202800],[1203226],[1203505],[1205515],[1207718],[1209856],[1210917],[1225088],[1225367],[1233505],[1236174],[1236452],[1237116],[1239181],[1240651],[1241576],[1243777],[1247017],[1265977],[1268646],[1268924],[1269588],[1271653],[1273123],[1274048],[1276031],[1276249],[1279489],[1287429],[1287602],[1301769],[1301997],[1305969],[1306365],[1308905],[1309078],[1311623],[1312548],[1324427],[1328248],[1328526],[1329331],[1332007],[1332102],[1334756],[1339107],[1352023],[1362044],[1362408],[1365172],[1365598],[1365877],[1367887],[1370090],[1394902],[1395266],[1398030],[1398456],[1398735],[1400745],[1402948],[1405086],[1406147],[1412549],[1416927],[1417145],[1428735],[1431404],[1431682],[1432346],[1434411],[1435881],[1436806],[1439007],[1442247],[1450187],[1450360],[1455147],[1455242],[1456364],[1458975],[1459254],[1462292],[1462703],[1481708],[1482072],[1487945],[1491766],[1492849],[1498274],[1515541],[1520803],[1524624],[1524902],[1525707],[1528383],[1528478],[1531132],[1535483],[1539556],[1542271],[1546612],[1558420],[1558784],[1561548],[1561974],[1562253],[1564263],[1566466],[1576067],[1580663],[1585510],[1585921],[1592940],[1607365],[1611186],[1611464],[1612269],[1617905],[1618000],[1621733],[1644466],[1644830],[1650377],[1650472],[1651594],[1652673],[1654205],[1654484],[1657261],[1657522],[1657933],[1668893],[1671642],[1675993],[1683175],[1686996],[1688079],[1693504],[1701928],[1704643],[1714798],[1735698],[1735793],[1736915],[1737994],[1739526],[1739805],[1742582],[1745625],[1746036],[1767480],[1771301],[1772384],[1777337],[1777748],[1779872],[1781089],[1783763],[1784767],[1795812],[1809732],[1809827],[1812028],[1813560],[1830997],[1847524],[1860458],[1860869],[1862993],[1864210],[1866884],[1870468],[1891368],[1891463],[1893664],[1895196],[1899130],[1901069],[1903424],[1907191],[1931896],[1932307],[1934431],[1935648],[1968824],[1968919],[1979158],[1981097],[1983452],[1987219],[1997081],[2010015],[2010426],[2012550],[2013767],[2017961],[2049198],[2051553],[2081255],[2084080],[2084491],[2094095],[2110783],[2123056],[2125411],[2130106],[2187185],[2190394],[2193027],[2201659],[2214353],[2217589],[2289106],[2291363],[2313622],[2382463],[2403985] ] cell #1727 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [261557],[318922],[344850],[355224],[364113],[388354],[413631],[414067],[425947],[435180],[439782],[448498],[463408],[467148],[484639],[484991],[485427],[495476],[508880],[515630],[522131],[524845],[533832],[542548],[542900],[543336],[550192],[558908],[571136],[573635],[574497],[575788],[582351],[597261],[597613],[598049],[601001],[608098],[615801],[625545],[628259],[634747],[637246],[638108],[639399],[643260],[645974],[654961],[657902],[663677],[664029],[664465],[668802],[668872],[671516],[673390],[680503],[689219],[694364],[696863],[697725],[699016],[705579],[728034],[736048],[737778],[737848],[740492],[742366],[746971],[754549],[754985],[756715],[759429],[762165],[765917],[768416],[769278],[770569],[774441],[774601],[784185],[786899],[795886],[798039],[801900],[801970],[802999],[804614],[806488],[813601],[816542],[822317],[834013],[835112],[841956],[842397],[846055],[848299],[848459],[857522],[861947],[866046],[867556],[868290],[876304],[878034],[878104],[879133],[880748],[882622],[897463],[905477],[907207],[909921],[911795],[916400],[916560],[917565],[926144],[928858],[931594],[937845],[939998],[940786],[945564],[947602],[950521],[951616],[951686],[954199],[957755],[959161],[959321],[962395],[963020],[974412],[975045],[978601],[990085],[990526],[994184],[996428],[996588],[997593],[1012743],[1020686],[1021127],[1024785],[1027029],[1027189],[1035043],[1038064],[1046286],[1047020],[1055034],[1056764],[1057863],[1059478],[1061352],[1062214],[1066972],[1067605],[1068725],[1073728],[1073888],[1075836],[1076379],[1078647],[1079936],[1084769],[1094379],[1097194],[1097312],[1101412],[1106175],[1108758],[1112314],[1113720],[1113880],[1121185],[1133873],[1136792],[1137887],[1140470],[1144026],[1145432],[1145592],[1148666],[1149291],[1155510],[1159609],[1176356],[1176797],[1180455],[1181965],[1182699],[1182859],[1183864],[1193338],[1193456],[1194562],[1195105],[1196248],[1202170],[1202262],[1204465],[1205098],[1211381],[1218178],[1221097],[1222192],[1224124],[1228080],[1233083],[1233243],[1235191],[1239291],[1260552],[1263715],[1265555],[1265715],[1267663],[1268206],[1270474],[1271763],[1276596],[1279109],[1282665],[1298002],[1300585],[1304141],[1305547],[1305707],[1313012],[1322810],[1323797],[1323889],[1325039],[1331504],[1333718],[1333836],[1336628],[1346598],[1349761],[1351601],[1351761],[1356934],[1357477],[1358620],[1364634],[1373753],[1384564],[1389792],[1390335],[1391478],[1392598],[1397400],[1397492],[1399695],[1400328],[1406611],[1408559],[1412659],[1423310],[1426473],[1428313],[1428473],[1430421],[1434521],[1454644],[1455826],[1464466],[1466695],[1476598],[1477141],[1478284],[1479404],[1487315],[1487407],[1488557],[1500146],[1510116],[1513279],[1515119],[1515279],[1520173],[1520265],[1521415],[1522521],[1527880],[1530094],[1530212],[1533004],[1539018],[1548137],[1553310],[1553853],[1554996],[1556116],[1561010],[1570129],[1592639],[1597108],[1606735],[1606827],[1607977],[1609083],[1617402],[1618584],[1629453],[1639356],[1639899],[1641042],[1642162],[1649874],[1651056],[1652135],[1659696],[1661925],[1673514],[1682545],[1682637],[1683787],[1684893],[1695376],[1710509],[1721106],[1721649],[1731908],[1735195],[1736377],[1737456],[1752754],[1757223],[1766850],[1766942],[1768092],[1769198],[1788935],[1799804],[1809229],[1810411],[1811490],[1821280],[1832869],[1840067],[1846894],[1846986],[1856785],[1876776],[1890865],[1892047],[1893126],[1918179],[1922648],[1943494],[1954363],[1961280],[1961950],[1968321],[1970687],[1977606],[1989624],[1996543],[2035515],[2070777],[2077588],[2077647],[2086194],[2103909],[2140116],[2147035],[2186770],[2194385],[2210745],[2244834],[2341056] ] cell #1728 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355963],[405051],[457069],[482060],[506614],[539969],[567479],[571003],[590922],[594682],[629707],[634614],[658999],[661098],[686640],[694231],[695507],[714150],[725364],[732125],[756220],[760877],[765784],[767060],[788347],[793254],[802866],[817639],[819738],[831399],[834979],[845629],[865620],[866925],[872381],[879000],[894793],[901554],[925649],[930306],[935213],[936489],[944439],[946971],[958682],[962262],[972912],[979528],[983108],[984774],[993758],[1010129],[1013709],[1024359],[1044350],[1045655],[1051111],[1057730],[1065919],[1068964],[1077522],[1080054],[1091765],[1095345],[1098998],[1101530],[1113241],[1116821],[1127471],[1130710],[1133242],[1144953],[1148533],[1159183],[1165799],[1169379],[1171045],[1180029],[1192306],[1203412],[1206457],[1215015],[1217547],[1225274],[1228319],[1236877],[1239409],[1251120],[1254700],[1257746],[1260791],[1269349],[1271881],[1283592],[1287172],[1290825],[1293357],[1305068],[1308648],[1319298],[1328951],[1332686],[1337748],[1342245],[1343792],[1346837],[1354678],[1365784],[1368829],[1377387],[1379919],[1387536],[1398642],[1401687],[1410245],[1412777],[1420504],[1423549],[1432107],[1434639],[1446350],[1449930],[1459161],[1460847],[1467801],[1472019],[1474342],[1496204],[1501266],[1507310],[1510355],[1525327],[1529062],[1534124],[1538621],[1540168],[1543213],[1551054],[1562160],[1565205],[1573763],[1576295],[1589803],[1590953],[1593577],[1598187],[1602368],[1611889],[1623605],[1630559],[1637100],[1654391],[1656077],[1663031],[1667249],[1669572],[1691434],[1696496],[1702540],[1705585],[1715435],[1719956],[1722498],[1739712],[1741398],[1751068],[1758302],[1781630],[1782780],[1785404],[1790014],[1794195],[1815432],[1822386],[1828927],[1841601],[1847867],[1864751],[1865901],[1871105],[1875626],[1897068],[1901706],[1906227],[1908769],[1937339],[1944573],[1962903],[1981734],[1986255],[1991158],[2015458],[2020331],[2026597],[2049835],[2054356],[2096465],[2104862],[2123693],[2128214],[2132332],[2160587],[2193664],[2203885],[2229563],[2263502],[2294855],[2327113],[2387271],[2467515] ] cell #1729 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [874989],[985571],[1033728],[1053719],[1069761],[1107969],[1150363],[1150996],[1171842],[1189398],[1195459],[1207254],[1229116],[1234951],[1243095],[1261588],[1262075],[1262708],[1278320],[1299796],[1311111],[1321975],[1324799],[1335839],[1347634],[1348121],[1348754],[1357831],[1369626],[1372268],[1389908],[1390689],[1391809],[1393634],[1402484],[1424346],[1424833],[1425466],[1430181],[1438325],[1441078],[1452901],[1463631],[1466455],[1476714],[1477495],[1478615],[1480440],[1485493],[1488317],[1496572],[1499357],[1511152],[1511639],[1512272],[1518351],[1520365],[1521175],[1523418],[1532215],[1544010],[1553426],[1554207],[1555327],[1557152],[1566002],[1568644],[1579981],[1590171],[1594183],[1603165],[1604913],[1606927],[1607737],[1609980],[1615659],[1624008],[1624641],[1626389],[1629213],[1639472],[1640253],[1641373],[1643198],[1648131],[1648217],[1658861],[1661685],[1672725],[1675670],[1678667],[1680723],[1682737],[1683547],[1683903],[1685790],[1691802],[1694587],[1706382],[1709024],[1719121],[1721222],[1727158],[1728712],[1731119],[1733452],[1733538],[1743508],[1749558],[1751965],[1754298],[1763280],[1765028],[1767042],[1767852],[1768208],[1770095],[1781998],[1786010],[1794992],[1796740],[1798294],[1799564],[1801807],[1805168],[1807486],[1807572],[1810511],[1818216],[1821040],[1829295],[1832080],[1835025],[1840903],[1845101],[1846151],[1847086],[1848452],[1852710],[1852796],[1853290],[1856545],[1856901],[1865119],[1868001],[1868443],[1873281],[1882828],[1884382],[1886789],[1889122],[1889208],[1892147],[1905392],[1906595],[1913429],[1914983],[1917390],[1919157],[1919723],[1919809],[1920303],[1931281],[1940569],[1949551],[1951299],[1954123],[1954479],[1956366],[1962258],[1962700],[1963488],[1967618],[1967704],[1969456],[1969797],[1971523],[1974283],[1977706],[1985420],[1986623],[1988316],[1988393],[1993220],[1995708],[1998009],[2002267],[2002353],[2002847],[2009400],[2022275],[2023831],[2024881],[2027182],[2031440],[2031526],[2032020],[2035275],[2035631],[2036387],[2038039],[2054724],[2061558],[2063112],[2065519],[2067852],[2067938],[2070877],[2078448],[2078525],[2079236],[2079577],[2080381],[2084991],[2085095],[2086502],[2086944],[2091948],[2098409],[2099965],[2101015],[2102810],[2105447],[2109577],[2109663],[2111415],[2116242],[2128582],[2132917],[2134017],[2137047],[2137133],[2138885],[2139226],[2140952],[2143712],[2147135],[2147898],[2162531],[2165137],[2167438],[2171696],[2171782],[2172276],[2178829],[2187952],[2188480],[2188584],[2189288],[2193867],[2195186],[2195263],[2197119],[2204470],[2205570],[2208600],[2208686],[2212334],[2212675],[2213479],[2218193],[2225046],[2231507],[2234113],[2237876],[2238217],[2239021],[2239206],[2243631],[2243735],[2245142],[2245584],[2250588],[2264087],[2265187],[2268217],[2268303],[2270055],[2274882],[2290213],[2290905],[2296270],[2297606],[2304292],[2304633],[2305437],[2305622],[2311708],[2311812],[2312516],[2316932],[2320347],[2327698],[2328798],[2331828],[2331914],[2335151],[2335255],[2335959],[2340538],[2341857],[2341934],[2343790],[2355357],[2359005],[2359346],[2360150],[2360335],[2364864],[2371717],[2387856],[2390123],[2396016],[2396120],[2396824],[2402835],[2403527],[2406957],[2410228],[2416914],[2417255],[2418059],[2418244],[2424066],[2424758],[2430123],[2431459],[2439290],[2445561],[2445665],[2446369],[2454200],[2465767],[2471623],[2471964],[2477539],[2479114],[2479806],[2484286],[2488816],[2491686],[2497579],[2497683],[2498387],[2510649],[2517350],[2523361],[2524053],[2530754],[2538585],[2543934],[2546667],[2546771],[2551579],[2557827],[2569444],[2570136],[2584564],[2586831],[2598711],[2605412],[2610109],[2610568],[2612877],[2614204],[2617041],[2622302],[2645246],[2663803],[2668059],[2668252],[2671407],[2694944],[2697781],[2717521],[2720103],[2739900],[2777232] ] cell #1730 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [515256],[575414],[639025],[669067],[698642],[738043],[770195],[774393],[797665],[802165],[842662],[848251],[875930],[878299],[907472],[916352],[917760],[939624],[951881],[959113],[985722],[990791],[996380],[997788],[1021392],[1026981],[1037856],[1054660],[1057029],[1069912],[1073680],[1084964],[1106440],[1107987],[1113672],[1120977],[1138152],[1145384],[1171993],[1177062],[1182651],[1184059],[1192913],[1195477],[1207405],[1211173],[1222457],[1229267],[1233035],[1234939],[1244319],[1261739],[1265507],[1276791],[1298267],[1299814],[1305499],[1312804],[1321993],[1324787],[1333293],[1335857],[1347785],[1351553],[1355285],[1357849],[1369777],[1373545],[1384829],[1388143],[1390707],[1402635],[1406403],[1417687],[1424497],[1428265],[1430169],[1439549],[1452889],[1463649],[1466443],[1474949],[1477513],[1485511],[1488305],[1496811],[1499375],[1511303],[1515071],[1518369],[1521163],[1529669],[1532233],[1544161],[1547929],[1551661],[1554225],[1566153],[1569921],[1581205],[1590410],[1594171],[1598794],[1603316],[1604931],[1607725],[1615647],[1626407],[1629201],[1637707],[1640271],[1648119],[1658879],[1661673],[1670179],[1672743],[1680741],[1683535],[1692041],[1694605],[1706533],[1710301],[1719139],[1720563],[1727176],[1731137],[1733440],[1754286],[1758909],[1765046],[1767840],[1782237],[1785998],[1790621],[1795143],[1796758],[1799552],[1807474],[1818234],[1821028],[1829534],[1832098],[1845089],[1846169],[1848470],[1852698],[1856533],[1865358],[1876233],[1882846],[1889110],[1905410],[1906834],[1913447],[1917408],[1919711],[1940557],[1945180],[1951317],[1954111],[1963506],[1967606],[1969785],[1985438],[1986862],[1995726],[2002255],[2023819],[2024899],[2027200],[2031428],[2035263],[2054963],[2061576],[2067840],[2079565],[2084983],[2099953],[2101033],[2105465],[2109565],[2128821],[2132935],[2137035],[2139214],[2165155],[2171684],[2188472],[2204488],[2208588],[2212663],[2234131],[2238205],[2243623],[2264105],[2268205],[2304621],[2311700],[2327716],[2331816],[2335143],[2359334],[2387874],[2396008],[2417243],[2445553],[2471952],[2497571],[2546659],[2610101] ] cell #1731 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1732 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [709313],[779284],[853142],[887377],[921243],[965496],[1001271],[1006115],[1031872],[1036934],[1081555],[1087751],[1117573],[1120055],[1151767],[1161785],[1163123],[1187542],[1200295],[1207807],[1235728],[1240910],[1247106],[1248444],[1273382],[1279578],[1291294],[1309400],[1311882],[1325576],[1329420],[1340675],[1362667],[1364477],[1370179],[1377856],[1395525],[1403037],[1430958],[1436140],[1442336],[1443674],[1453251],[1455669],[1467232],[1471076],[1482331],[1489094],[1492938],[1494968],[1504193],[1521952],[1525796],[1537051],[1559043],[1560853],[1566555],[1574232],[1583860],[1586448],[1594533],[1596951],[1608514],[1612358],[1616009],[1618427],[1629990],[1633834],[1645089],[1648481],[1650899],[1662462],[1666306],[1677561],[1684324],[1688168],[1690198],[1699423],[1713230],[1723129],[1725717],[1733802],[1736220],[1743975],[1746563],[1754648],[1757066],[1768629],[1772473],[1775687],[1778275],[1786360],[1788778],[1800341],[1804185],[1807836],[1810254],[1821817],[1825661],[1836916],[1845451],[1848909],[1853060],[1857322],[1858808],[1861396],[1868900],[1878799],[1881387],[1889472],[1891890],[1899501],[1909400],[1911988],[1920073],[1922491],[1930246],[1932834],[1940919],[1943337],[1954900],[1958744],[1966669],[1967968],[1973782],[1977449],[1979529],[1998466],[2002617],[2008365],[2010953],[2024181],[2027639],[2031790],[2036052],[2037538],[2040126],[2047630],[2057529],[2060117],[2068202],[2070620],[2082488],[2083420],[2085459],[2089051],[2092511],[2100315],[2109927],[2115741],[2121488],[2136098],[2137397],[2143211],[2146878],[2148958],[2167895],[2172046],[2177794],[2180382],[2188948],[2192389],[2194272],[2207651],[2208950],[2216518],[2222149],[2241128],[2242060],[2244099],[2247691],[2251151],[2268567],[2274381],[2280128],[2290618],[2295105],[2307544],[2308476],[2312176],[2315617],[2332178],[2335619],[2339060],[2340943],[2363189],[2368820],[2383657],[2396484],[2399925],[2403240],[2421098],[2424471],[2428958],[2446029],[2449470],[2479519],[2485220],[2498047],[2501488],[2504183],[2523766],[2547135],[2553296],[2569849],[2592245],[2613282],[2632485],[2670357],[2717610] ] cell #1733 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [762931],[867462],[913423],[932360],[947508],[984868],[1025776],[1026201],[1046192],[1062980],[1069058],[1080591],[1102067],[1107951],[1133779],[1134460],[1134885],[1150293],[1171139],[1181871],[1192538],[1195441],[1206551],[1218084],[1218765],[1219190],[1228413],[1239946],[1260103],[1260885],[1262005],[1263621],[1272418],[1293894],[1294575],[1295000],[1299778],[1310408],[1321957],[1332918],[1335821],[1346149],[1346931],[1348051],[1349667],[1354910],[1357813],[1368923],[1372765],[1380456],[1381137],[1381562],[1387768],[1389838],[1390671],[1392931],[1401781],[1413314],[1422861],[1423643],[1424763],[1426379],[1435176],[1463613],[1472556],[1474574],[1476644],[1477477],[1479737],[1485475],[1493993],[1494418],[1496436],[1499339],[1502719],[1509667],[1510449],[1511569],[1513185],[1518333],[1518413],[1529294],[1532197],[1543307],[1546043],[1551286],[1553356],[1554189],[1554547],[1556449],[1565299],[1569141],[1576832],[1590035],[1592190],[1597827],[1598419],[1602462],[1604895],[1604975],[1615165],[1619303],[1623938],[1626371],[1626521],[1635314],[1637332],[1639402],[1640235],[1640593],[1642495],[1658843],[1667786],[1669804],[1672707],[1674967],[1680705],[1680785],[1683833],[1691666],[1694569],[1697949],[1705679],[1708415],[1709521],[1714617],[1719103],[1719253],[1720188],[1721152],[1722592],[1725648],[1727140],[1727220],[1731101],[1731459],[1742869],[1743438],[1746494],[1757942],[1758534],[1762577],[1765010],[1765090],[1768138],[1781862],[1789654],[1790246],[1794289],[1796722],[1796802],[1805665],[1808598],[1818198],[1818348],[1827141],[1829159],[1832062],[1832420],[1834322],[1835442],[1840264],[1840833],[1841695],[1846133],[1846213],[1847965],[1848434],[1850296],[1851272],[1856831],[1864983],[1867879],[1867956],[1871263],[1875858],[1878262],[1881318],[1882810],[1882890],[1890234],[1905374],[1905524],[1906459],[1908863],[1911919],[1913411],[1913491],[1917372],[1917730],[1923367],[1928002],[1944213],[1944805],[1948848],[1951281],[1951361],[1951431],[1954409],[1962136],[1962213],[1963001],[1963470],[1964340],[1969299],[1969340],[1970884],[1971453],[1976833],[1985402],[1985552],[1986487],[1988277],[1991252],[1995690],[1995770],[1997522],[2000829],[2020425],[2024863],[2024943],[2025013],[2026695],[2027164],[2029026],[2030002],[2035561],[2037001],[2040057],[2054588],[2056992],[2060048],[2061540],[2061620],[2068964],[2078409],[2079079],[2079120],[2079894],[2084968],[2086380],[2086457],[2088584],[2096559],[2100997],[2101077],[2101147],[2104960],[2105429],[2106299],[2111299],[2118792],[2128446],[2132430],[2132899],[2133769],[2134631],[2138728],[2138769],[2140313],[2140882],[2146262],[2148014],[2151321],[2160681],[2165119],[2165199],[2165269],[2166951],[2170258],[2188457],[2189172],[2195147],[2196632],[2203983],[2204452],[2205322],[2206184],[2212177],[2212218],[2212992],[2221682],[2229657],[2234095],[2234175],[2234245],[2237719],[2237760],[2238534],[2239322],[2243608],[2245020],[2245097],[2247224],[2252224],[2259717],[2263600],[2264069],[2264939],[2265801],[2269939],[2277432],[2294949],[2297490],[2304135],[2304176],[2304950],[2305738],[2311685],[2312400],[2319860],[2327211],[2327680],[2328550],[2329412],[2335128],[2335843],[2336554],[2341818],[2343303],[2351993],[2358848],[2358889],[2359663],[2360451],[2368353],[2380846],[2387369],[2387838],[2394167],[2395993],[2396708],[2397419],[2407571],[2410112],[2416757],[2416798],[2417572],[2418360],[2431343],[2438803],[2445538],[2446253],[2446964],[2453713],[2462403],[2467864],[2471466],[2471507],[2477052],[2488932],[2497556],[2498271],[2498982],[2514693],[2517234],[2530638],[2538098],[2543326],[2543567],[2546644],[2547820],[2551463],[2558194],[2561837],[2584077],[2605296],[2610086],[2610114],[2613837],[2622756],[2641487],[2645130],[2667954],[2670953],[2678496],[2694577],[2739446] ] cell #1734 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [709383],[779354],[853212],[887519],[921313],[965638],[1001341],[1005979],[1031942],[1037076],[1081697],[1087615],[1117643],[1120197],[1151909],[1161649],[1163265],[1187612],[1200437],[1207671],[1235798],[1241052],[1246970],[1248586],[1273524],[1279442],[1291158],[1309470],[1312024],[1325646],[1329284],[1340817],[1362809],[1364480],[1370043],[1377720],[1395667],[1402901],[1431028],[1436282],[1442200],[1443816],[1453187],[1455672],[1467302],[1470940],[1482473],[1489164],[1492802],[1494969],[1504335],[1522022],[1525660],[1537193],[1559185],[1560856],[1566419],[1574096],[1583863],[1586449],[1594469],[1596954],[1608584],[1612222],[1615945],[1618430],[1630060],[1633698],[1645231],[1648417],[1650902],[1662532],[1666170],[1677703],[1684394],[1688032],[1690199],[1699565],[1713231],[1723132],[1725718],[1733738],[1736223],[1743978],[1746564],[1754584],[1757069],[1768699],[1772337],[1775690],[1778276],[1786296],[1788781],[1800411],[1804049],[1807772],[1810257],[1821887],[1825525],[1837058],[1845387],[1848910],[1852996],[1857392],[1858811],[1861397],[1868901],[1878802],[1881388],[1889408],[1891893],[1899502],[1909403],[1911989],[1920009],[1922494],[1930249],[1932835],[1940855],[1943340],[1954970],[1958608],[1966672],[1967904],[1973785],[1977452],[1979530],[1998467],[2002553],[2008368],[2010954],[2024117],[2027640],[2031726],[2036122],[2037541],[2040127],[2047631],[2057532],[2060118],[2068138],[2070623],[2082489],[2083423],[2085462],[2089052],[2092512],[2100251],[2109863],[2115744],[2121489],[2136101],[2137333],[2143214],[2146881],[2148959],[2167896],[2171982],[2177797],[2180383],[2188951],[2192390],[2194273],[2207654],[2208886],[2216521],[2222150],[2241129],[2242063],[2244102],[2247692],[2251152],[2268503],[2274384],[2280129],[2290619],[2295106],[2307545],[2308479],[2312179],[2315618],[2332114],[2335622],[2339061],[2340944],[2363192],[2368821],[2383658],[2396487],[2399926],[2403241],[2421101],[2424472],[2428959],[2446032],[2449471],[2479520],[2485221],[2498050],[2501489],[2504184],[2523767],[2547138],[2553297],[2569850],[2592246],[2613283],[2632486],[2670358],[2717611] ] cell #1735 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1736 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [323260],[388965],[418405],[430285],[440393],[467172],[495479],[496087],[509491],[519968],[524869],[534443],[550803],[554820],[561065],[574246],[574500],[575108],[586115],[601025],[608709],[615825],[618669],[628283],[637857],[638111],[638719],[645998],[655572],[657525],[668875],[671540],[672470],[674001],[681114],[697474],[697728],[698336],[701491],[707736],[709343],[717805],[728058],[730902],[737851],[740516],[741446],[742977],[746995],[749839],[757042],[759453],[769027],[769281],[769889],[774465],[774537],[777309],[779314],[786923],[796497],[801973],[804638],[805568],[807099],[814212],[816165],[824474],[834340],[838070],[846666],[848323],[848395],[851167],[853172],[858061],[866049],[866657],[868314],[871158],[878107],[880772],[881702],[883233],[887234],[887407],[897487],[900331],[909945],[912406],[914606],[916424],[916496],[917568],[919268],[921273],[926471],[928882],[938456],[940409],[950545],[951689],[959185],[960855],[963044],[965353],[965526],[975048],[981701],[983890],[986199],[994795],[996452],[996524],[997596],[999296],[1001301],[1013070],[1016800],[1025396],[1027053],[1028723],[1029897],[1031902],[1034666],[1036791],[1036964],[1038000],[1047044],[1049888],[1057091],[1059502],[1061963],[1067608],[1072615],[1073752],[1073824],[1076403],[1081412],[1081585],[1082198],[1084772],[1085432],[1094706],[1097382],[1097879],[1103674],[1113744],[1115414],[1117603],[1119912],[1120085],[1121121],[1136816],[1138214],[1145456],[1147126],[1149315],[1151144],[1151624],[1151797],[1152410],[1163153],[1172470],[1181066],[1182723],[1183867],[1185567],[1187572],[1193526],[1194023],[1195129],[1200152],[1200325],[1202448],[1202842],[1205101],[1208632],[1211317],[1221121],[1222519],[1224192],[1224310],[1230494],[1233107],[1235758],[1240767],[1240940],[1241553],[1248474],[1262856],[1264442],[1265579],[1268230],[1273239],[1273412],[1274025],[1276599],[1277259],[1278406],[1280403],[1298329],[1305571],[1307241],[1309430],[1311739],[1311912],[1312948],[1322878],[1322996],[1324075],[1324469],[1325606],[1331534],[1331751],[1333906],[1334403],[1340705],[1348902],[1350488],[1351625],[1353743],[1357501],[1362524],[1362697],[1364820],[1371004],[1384891],[1390359],[1391895],[1395382],[1395555],[1397678],[1398072],[1400331],[1403862],[1406547],[1408373],[1425614],[1428337],[1430988],[1435997],[1436170],[1436783],[1443704],[1453851],[1454674],[1454891],[1456012],[1462279],[1464534],[1464652],[1467262],[1477165],[1478701],[1482188],[1482361],[1487593],[1487987],[1489124],[1495269],[1504223],[1512420],[1515143],[1520451],[1520845],[1521982],[1522335],[1527910],[1528127],[1530282],[1530779],[1537081],[1553877],[1555413],[1558900],[1559073],[1561196],[1567380],[1585497],[1586749],[1595133],[1597294],[1607013],[1607407],[1608544],[1608897],[1617432],[1617649],[1618770],[1624789],[1630020],[1639923],[1641459],[1644946],[1645119],[1649904],[1650121],[1651242],[1657509],[1659764],[1659882],[1662492],[1677591],[1682823],[1683217],[1684354],[1684707],[1690499],[1699453],[1721673],[1726018],[1735225],[1735442],[1736563],[1745612],[1746864],[1752051],[1757409],[1767128],[1767522],[1768659],[1769012],[1777324],[1778576],[1786960],[1789121],[1800371],[1809259],[1809476],[1810597],[1821847],[1836946],[1847172],[1847566],[1857352],[1860445],[1861697],[1868529],[1876590],[1881688],[1890895],[1891112],[1892233],[1912289],[1922834],[1931883],[1933135],[1943680],[1954930],[1962786],[1968351],[1968568],[1977792],[1988788],[2010002],[2011254],[2036082],[2040427],[2060418],[2070963],[2077618],[2078920],[2084067],[2087030],[2092812],[2102636],[2147221],[2180683],[2187172],[2187778],[2195658],[2245670],[2251452],[2288773],[2296096],[2342329],[2429949] ] cell #1737 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [323263],[388968],[418408],[430288],[440396],[467245],[495550],[496090],[509494],[519971],[524942],[534446],[550806],[554892],[561068],[574249],[574571],[575111],[586188],[601098],[608712],[616040],[618741],[628356],[637860],[638182],[638722],[646071],[655575],[657531],[670900],[671613],[672543],[674004],[681117],[697477],[697799],[698339],[701563],[707739],[709416],[718023],[728273],[730974],[739876],[740589],[741519],[742980],[747210],[749911],[757048],[759526],[769030],[769352],[769892],[774680],[776655],[777381],[779387],[786996],[796500],[803998],[804711],[805641],[807102],[814215],[816171],[824477],[834346],[838288],[846669],[848538],[850513],[851239],[853245],[858279],[866120],[866660],[868529],[871230],[880132],[880845],[881775],[883236],[887452],[887552],[897702],[900403],[910018],[912409],[914609],[916639],[918614],[919340],[919643],[921346],[926477],[928955],[938459],[940415],[950760],[952724],[959400],[960858],[963117],[965571],[965671],[975119],[981704],[983963],[986417],[994798],[996667],[998642],[999368],[999671],[1001374],[1013076],[1017018],[1025399],[1027268],[1028726],[1029969],[1031975],[1034672],[1037009],[1037109],[1040157],[1047259],[1049960],[1057097],[1059575],[1061966],[1067679],[1072833],[1073967],[1074902],[1076476],[1081630],[1081730],[1082201],[1085504],[1085807],[1094712],[1097385],[1097952],[1103677],[1113959],[1115417],[1117676],[1120130],[1120230],[1123278],[1137031],[1138220],[1145671],[1147129],[1149388],[1151150],[1151842],[1151942],[1152413],[1163298],[1172688],[1181069],[1182938],[1185639],[1185942],[1187645],[1193529],[1194096],[1195202],[1200370],[1200470],[1202451],[1202914],[1205172],[1208633],[1212395],[1221336],[1222525],[1224193],[1224313],[1230495],[1233322],[1235831],[1240985],[1241085],[1241556],[1248619],[1262862],[1264660],[1265794],[1268303],[1273457],[1273557],[1274028],[1277331],[1277634],[1278409],[1280404],[1298335],[1305786],[1307244],[1309503],[1311957],[1312057],[1315105],[1322879],[1322999],[1324078],[1324541],[1325679],[1331537],[1331752],[1333909],[1334476],[1340850],[1348908],[1350706],[1351840],[1353744],[1357574],[1362742],[1362842],[1364823],[1371005],[1384897],[1390432],[1391898],[1395600],[1395700],[1397681],[1398144],[1400402],[1403863],[1407625],[1408374],[1425620],[1428552],[1431061],[1436215],[1436315],[1436786],[1443849],[1453852],[1454677],[1454892],[1456015],[1462280],[1464535],[1464655],[1467335],[1477238],[1478704],[1482406],[1482506],[1487596],[1488059],[1489197],[1495270],[1504368],[1512426],[1515358],[1520454],[1520917],[1522055],[1522336],[1527913],[1528128],[1530285],[1530852],[1537226],[1553950],[1555416],[1559118],[1559218],[1561199],[1567381],[1585498],[1586750],[1595134],[1597297],[1607016],[1607479],[1608617],[1608898],[1617435],[1617650],[1618773],[1624795],[1630093],[1639996],[1641462],[1645164],[1645264],[1649907],[1650122],[1651245],[1657510],[1659765],[1659885],[1662565],[1677736],[1682826],[1683289],[1684427],[1684708],[1690500],[1699598],[1721746],[1726019],[1735228],[1735443],[1736566],[1745613],[1746865],[1752054],[1757412],[1767131],[1767594],[1768732],[1769013],[1777325],[1778577],[1786961],[1789124],[1800444],[1809262],[1809477],[1810600],[1821920],[1837091],[1847175],[1847638],[1857425],[1860446],[1861698],[1868532],[1876591],[1881689],[1890898],[1891113],[1892236],[1912290],[1922837],[1931884],[1933136],[1943683],[1955003],[1962789],[1968354],[1968569],[1977795],[1988789],[2010003],[2011255],[2036155],[2040428],[2060419],[2070966],[2077621],[2078921],[2084068],[2087033],[2092813],[2102637],[2147224],[2180684],[2187173],[2187779],[2195659],[2245673],[2251453],[2288774],[2296097],[2342330],[2429950] ] cell #1738 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1739 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [436992],[447604],[461652],[499656],[520503],[531042],[533280],[547402],[548710],[557152],[558014],[581457],[590314],[609626],[612278],[627343],[631392],[644068],[649107],[652171],[653479],[654409],[675780],[677713],[679951],[688325],[689677],[701350],[703823],[704685],[710222],[713542],[723930],[731655],[734205],[744756],[750592],[753142],[757523],[758513],[762562],[772903],[781123],[785983],[790032],[795334],[807747],[808878],[809130],[810811],[812119],[813049],[819122],[821423],[822775],[827818],[841791],[844195],[854981],[861782],[864186],[871911],[874461],[883881],[885012],[885264],[886447],[893359],[894177],[895616],[901084],[903634],[909005],[913054],[916006],[920021],[922571],[923082],[924084],[926952],[927942],[931991],[937293],[943858],[955101],[957807],[964566],[971478],[972296],[973735],[975947],[978653],[989920],[996034],[1000049],[1002599],[1003110],[1004112],[1005314],[1006548],[1008029],[1014859],[1020521],[1022925],[1030650],[1033200],[1036004],[1036358],[1040512],[1042916],[1043734],[1050641],[1053191],[1058562],[1062611],[1070722],[1072228],[1076941],[1086185],[1086950],[1088184],[1089665],[1096495],[1098417],[1112366],[1119125],[1119479],[1123633],[1126037],[1126855],[1128658],[1130129],[1131587],[1131941],[1138695],[1141372],[1144078],[1155345],[1157437],[1157749],[1160006],[1160409],[1160984],[1162218],[1164924],[1176191],[1186320],[1188870],[1197036],[1198245],[1198599],[1208240],[1209721],[1212750],[1212963],[1214434],[1215892],[1216246],[1223000],[1230077],[1231583],[1245540],[1245730],[1246305],[1247539],[1250245],[1257251],[1258525],[1259100],[1268768],[1278012],[1280011],[1281492],[1282717],[1285600],[1288322],[1288773],[1290244],[1304193],[1315460],[1317552],[1325779],[1326924],[1327499],[1329853],[1337167],[1338625],[1338979],[1341370],[1343297],[1344571],[1345146],[1359408],[1360617],[1360971],[1370612],[1372093],[1375122],[1375335],[1376806],[1386390],[1388320],[1403470],[1404951],[1407980],[1409664],[1411122],[1411476],[1414973],[1440770],[1445475],[1448358],[1451804],[1451898],[1457560],[1457689],[1460266],[1462943],[1467923],[1468580],[1469155],[1473196],[1475126],[1489297],[1490442],[1491017],[1493371],[1500685],[1502143],[1502497],[1504888],[1516995],[1533543],[1535001],[1535355],[1537746],[1540290],[1540947],[1541522],[1566988],[1568469],[1571498],[1578491],[1582869],[1586161],[1587578],[1593180],[1598971],[1603557],[1614562],[1614656],[1620318],[1620447],[1623024],[1625701],[1630681],[1631338],[1631913],[1658173],[1663153],[1663810],[1664385],[1670356],[1695915],[1697373],[1697727],[1700118],[1702662],[1714014],[1714108],[1715038],[1716403],[1716725],[1722138],[1742984],[1746276],[1747693],[1751190],[1753295],[1759086],[1782902],[1785007],[1790798],[1817528],[1822508],[1823165],[1823740],[1840379],[1841241],[1842178],[1849693],[1849787],[1852082],[1866023],[1870708],[1872073],[1872395],[1877808],[1886014],[1902674],[1908409],[1937461],[1939566],[1945357],[1963886],[1970999],[1972798],[1982702],[1990798],[1991735],[2001639],[2015580],[2020908],[2028423],[2028517],[2030812],[2044753],[2056538],[2064744],[2088130],[2097042],[2105845],[2114757],[2133315],[2140428],[2142227],[2152131],[2171068],[2185009],[2204868],[2221228],[2246770],[2255682],[2273397],[2351539],[2367899], [561438,992324],[651797,1109660],[691749,1418230],[708109,1178595],[721526,1199390],[755345,1236296],[791996,1795384],[792722,1539673],[810437,1301487],[824847,1317864],[830524,1328370],[890955,1394620],[891269,1902996],[891995,1652790],[905837,1668426],[924774,1431526],[934681,1442769],[969074,1481426],[969388,1983024],[970114,1738111],[1006270,2019971],[1009254,1524746],[1010333,1779405],[1012137,1526229],[1040826,2051125],[1041552,1812145],[1055394,1573182],[1087906,2096105],[1090890,1611308],[1091969,1862526],[1093773,1612791],[1123947,2124983],[1124673,1893781],[1130201,1901309],[1135438,1655496],[1161940,2160227],[1166003,1933964],[1167807,1688601],[1214506,1981337],[1219743,1740817],[1233886,2217161],[1234612,1997198],[1247261,2229203],[1251324,2012083],[1253128,1772906],[1257868,1777988],[1290316,2049438],[1291449,2264485],[1295553,1814851],[1329575,2294495],[1343914,1861109],[1354192,2310396],[1363362,2110316],[1376878,2123296],[1378011,2328096],[1382115,1896487],[1420626,1932547],[1421681,2161164],[1454300,2383562],[1460338,2193267],[1471231,2393713],[1484346,2401380],[1484805,2210722],[1507432,2010666],[1508487,2230140],[1552326,2050803],[1574387,2461949],[1584712,2467893],[1585171,2290155],[1591075,2084731],[1595582,2473245],[1601620,2301585],[1638372,2124661],[1666461,2514239],[1703717,2376811],[1723981,2547849],[1724440,2389373],[1730344,2201469],[1787409,2580270],[1793447,2435438],[1830199,2283301],[1910252,2641516],[1910711,2509899],[1916615,2348140] ] cell #1740 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [560810],[652708],[707481],[724467],[756579],[811348],[824219],[833877],[893896],[914351],[926008],[935592],[972015],[1012607],[1014088],[1026549],[1056628],[1094243],[1095724],[1135233],[1137751],[1150387],[1169758],[1219538],[1222056],[1255079],[1260488],[1262099],[1278361],[1295348],[1297866],[1346534],[1348145],[1381910],[1384428],[1389932],[1391850],[1423246],[1424857],[1476738],[1478656],[1494766],[1510052],[1511663],[1520406],[1553450],[1554932],[1555368],[1592575],[1606968],[1624032],[1639496],[1640978],[1641414],[1682778],[1683927],[1721246],[1731844],[1743532],[1752006],[1767083],[1768232],[1810552],[1832805],[1840927],[1847127],[1856925],[1868484],[1892188],[1918115],[1954503],[1962741],[1971547],[1977747],[1988176],[2035655],[2070918],[2078308],[2086985],[2140976],[2147176],[2195046],[2245625],[2341717], 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[1358992,2106434],[1364775,1888014],[1372653,1887514],[1391414,1649686],[1397633,1647023],[1427373,1686515],[1430561,1679585],[1436738,1684516],[1441803,1444810],[1455967,1965580],[1464607,2195412],[1466835,1974643],[1478220,1735007],[1487548,1992560],[1488697,1993580],[1500082,2003822],[1514179,1770820],[1521555,1776548],[1524143,1527164],[1530237,2429951],[1530352,2245415],[1532940,2032995],[1561151,1806378],[1569029,2066244],[1597249,2089824],[1608117,1859669],[1610705,1613726],[1618725,2107539],[1629593,2116602],[1651197,1900274],[1659837,2342083],[1662065,2144072],[1673450,1921278],[1695312,2173251],[1709409,1957091],[1736518,1980302],[1757364,2222922],[1789076,2248464],[1799944,2038399],[1802532,1805553],[1821420,2275242],[1922789,2149731],[1943635,2369593] ] cell #1741 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1742 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [818298],[892363],[970482],[1006470],[1041920],[1088106],[1125041],[1130053],[1156753],[1162140],[1208162],[1214358],[1244856],[1247461],[1279933],[1290168],[1291649],[1316868],[1329775],[1337091],[1365283],[1370534],[1376730],[1378211],[1403392],[1409588],[1421533],[1440086],[1442691],[1456475],[1460190],[1471431],[1493293],[1494998],[1500609],[1508339],[1526151],[1533467],[1561659],[1566910],[1573106],[1574587],[1584179],[1586478],[1597757],[1601472],[1612713],[1619233],[1622948],[1624984],[1634189],[1651705],[1655420],[1666661],[1688523],[1690228],[1695839],[1703569],[1713260],[1715686],[1723448],[1725747],[1737026],[1740741],[1744294],[1746593],[1757872],[1761587],[1772828],[1776006],[1778305],[1789584],[1793299],[1804540],[1811060],[1814775],[1816811],[1826016],[1839605],[1848939],[1851365],[1859127],[1861426],[1868930],[1871356],[1879118],[1881417],[1892696],[1896411],[1899531],[1901957],[1909719],[1912018],[1923297],[1927012],[1930565],[1932864],[1944143],[1947858],[1959099],[1966988],[1970225],[1974101],[1978255],[1979559],[1981985],[1989162],[1998496],[2000922],[2008684],[2010983],[2018335],[2027669],[2030095],[2037857],[2040156],[2047660],[2050086],[2057848],[2060147],[2071426],[2075141],[2082518],[2083739],[2089081],[2092541],[2094469],[2112184],[2116060],[2121518],[2123944],[2136417],[2139654],[2143530],[2147684],[2148988],[2151414],[2158591],[2167925],[2170351],[2178113],[2180412],[2191556],[2192419],[2194302],[2197531],[2200752],[2207970],[2216837],[2222179],[2227567],[2241158],[2242379],[2247721],[2251181],[2253109],[2270824],[2274700],[2280158],[2282584],[2290648],[2293721],[2295437],[2307574],[2308795],[2315647],[2320759],[2338227],[2339090],[2340973],[2344202],[2347423],[2363508],[2368850],[2374238],[2383989],[2387989],[2399092],[2399955],[2403270],[2406343],[2421417],[2424501],[2427574],[2429290],[2449500],[2454612],[2468309],[2479549],[2482622],[2485552],[2501518],[2504515],[2508515],[2523796],[2526869],[2553628],[2558639],[2569879],[2572952],[2575334],[2592577],[2613312],[2618535],[2632817],[2652306],[2670689],[2686917],[2719438],[2759240] ] cell #1743 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1310390],[1392913],[1479719],[1518395],[1556431],[1604957],[1642477],[1647896],[1674949],[1680767],[1727202],[1733217],[1762559],[1765072],[1796784],[1807251],[1808580],[1834304],[1846195],[1852475],[1878244],[1882872],[1888887],[1890216],[1913473],[1919488],[1930960],[1948830],[1951343],[1964322],[1967383],[1976815],[1995752],[1997396],[2002032],[2009079],[2024925],[2031205],[2056974],[2061602],[2067617],[2068946],[2078113],[2079768],[2088566],[2091627],[2101059],[2106281],[2109342],[2111203],[2118774],[2133751],[2136812],[2146244],[2165181],[2166825],[2171461],[2178508],[2187425],[2189076],[2194851],[2196506],[2205304],[2208365],[2211211],[2212866],[2221664],[2224725],[2234157],[2236753],[2238408],[2247206],[2250267],[2259699],[2264921],[2267982],[2269843],[2277414],[2289291],[2295743],[2297394],[2303169],[2304824],[2310653],[2312304],[2318079],[2319734],[2328532],[2331593],[2334096],[2335747],[2341522],[2343177],[2351975],[2355036],[2357882],[2359537],[2368335],[2371396],[2380828],[2386299],[2388509],[2391047],[2394149],[2394961],[2396612],[2401913],[2408365],[2410016],[2415791],[2417446],[2423144],[2429596],[2431247],[2437022],[2438677],[2444506],[2446157],[2451932],[2453587],[2462385],[2465446],[2470392],[2471211],[2474531],[2476926],[2478192],[2490072],[2492610],[2496524],[2498175],[2506825],[2509035],[2511573],[2514675],[2515487],[2517138],[2522439],[2528891],[2530542],[2536317],[2537972],[2545710],[2546244],[2547443],[2549261],[2551367],[2555938],[2561541],[2564861],[2568522],[2577417],[2578236],[2581556],[2583951],[2585217],[2597097],[2599635],[2603549],[2605200],[2610831],[2612508],[2613541],[2620618],[2621437],[2625433],[2628450],[2639377],[2639911],[2641110],[2642928],[2645034],[2655208],[2658528],[2662189],[2668628],[2670790],[2676819],[2677353],[2679213],[2680890],[2689819],[2691571],[2693248],[2694281],[2706173],[2709190],[2717921],[2723521],[2725198],[2726748],[2735473],[2737121],[2739283],[2747706],[2749383],[2763941],[2766497],[2772097],[2773774],[2775050],[2783877],[2794922],[2797175],[2803822],[2813297],[2822439],[2829298],[2844189],[2860785] ] cell #1744 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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1,1305242],[1302769,1824145],[1318163,1837293],[1320693,1582644],[1323356,1585051],[1328412,1588788],[1339515,1599409],[1345551,1351008],[1354093,1614863],[1356587,1615223],[1366931,1883727],[1388758,1394365],[1405858,1664790],[1418529,1677938],[1419418,1431568],[1432754,1945795],[1454201,1714315],[1465012,1724320],[1470068,1728057],[1475564,1481171],[1484211,1742759],[1519250,1524788],[1535891,1791236],[1541927,1547384],[1563307,2062457],[1584577,1840154],[1595483,1849994],[1605812,1611350],[1660242,1910591],[1665298,1914328],[1670794,1676401],[1723846,1970774],[1787310,2028724],[1797639,1803177],[1910117,2140203] ] cell #1745 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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2169939],[1939802,2365988],[1945384,2368519],[1946168,2368805],[1962276,2543792],[1963064,2187336],[1963913,2386002],[1970952,2671193],[1971026,2548091],[1973034,2392590],[1984305,2401039],[1990825,2210914],[1991971,2212043],[1992419,2213599],[1997585,2408276],[2000510,2012319],[2021144,2427225],[2026758,2429507],[2052406,2267450],[2056565,2451635],[2062101,2454320],[2079957,2470303],[2086520,2614062],[2088157,2475685],[2097278,2482273],[2105023,2310564],[2105872,2311175],[2108810,2110552],[2114993,2318911],[2126264,2331061],[2133342,2506528],[2140381,2739686],[2140455,2641758],[2142463,2513116],[2153734,2521565],[2167014,2528802],[2196695,2550259],[2204895,2555641],[2213055,2402358],[2221255,2408887],[2224193,2225935],[2238597,2577328],[2245160,2694802],[2246797,2582710],[2255918,2589298],[2273633,2452764],[2284904,2464914],[2305013,2620529],[2319923,2490517],[2343366,2643926],[2351566,2649308],[2367926,2529413],[2370864,2372606],[2438866,2701269],[2453776,2597542] ] cell #1746 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1747 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1748 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1749 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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,2599790],[2064273,2457899],[2075760,2285230],[2079963,2610952],[2080071,2469123],[2086526,2613948],[2087422,2305915],[2088147,2614659],[2105029,2623202],[2105137,2485618],[2105862,2623578],[2116401,2329030],[2133332,2638056],[2134249,2143871],[2140387,2739707],[2140445,2641607],[2148191,2350831],[2162249,2172997],[2167020,2656147],[2167128,2528651],[2184538,2378455],[2196701,2671791],[2196809,2549079],[2204885,2675498],[2213061,2679334],[2213169,2559453],[2220520,2418537],[2221245,2683041],[2238603,2691692],[2238711,2576148],[2239499,2246062],[2245166,2694688],[2246787,2695399],[2265419,2275041],[2279361,2461241],[2305019,2723642],[2305127,2619349],[2314850,2489109],[2319929,2729911],[2320037,2628268],[2337505,2508072],[2343372,2740284],[2343480,2642746],[2351556,2743991],[2360628,2367191],[2367916,2751534],[2398370,2557185],[2412562,2567559],[2438872,2780771],[2438980,2700089],[2447915,2448703],[2453782,2787040],[2453890,2709008],[2499933,2500721],[2518896,2650852],[2533088,2661226],[2606958,2607746] ] cell #1750 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [1192123],[1205798],[1226540],[1284622],[1319977],[1332503],[1335030],[1354495],[1355916],[1367050],[1368170],[1401028],[1414024],[1443115],[1447380],[1465362],[1470187],[1486145],[1492049],[1496021],[1497442],[1498548],[1526575],[1528879],[1531406],[1542554],[1544469],[1560564],[1563426],[1564546],[1572929],[1577542],[1589620],[1597651],[1600531],[1613137],[1619127],[1622007],[1627041],[1628120],[1632945],[1646610],[1655243],[1660592],[1665417],[1671916],[1687279],[1688947],[1689252],[1691251],[1692672],[1693778],[1702219],[1704926],[1706841],[1713348],[1726364],[1728889],[1740564],[1747210],[1749735],[1757766],[1760646],[1771584],[1773252],[1773557],[1775043],[1781447],[1782459],[1784046],[1789478],[1792358],[1798471],[1803296],[1807021],[1810954],[1813834],[1814598],[1815807],[1818868],[1819947],[1824772],[1831271],[1839617],[1849027],[1851377],[1858164],[1864568],[1865580],[1867167],[1869018],[1871368],[1882034],[1888657],[1892590],[1895470],[1896234],[1897443],[1898877],[1899619],[1900917],[1907465],[1912635],[1915160],[1923191],[1926071],[1929602],[1929751],[1933481],[1936006],[1937018],[1944037],[1946917],[1953030],[1957855],[1965095],[1966223],[1970237],[1978149],[1978905],[1979647],[1980945],[1987493],[1989174],[2000934],[2007721],[2007870],[2011600],[2014125],[2015137],[2017311],[2018347],[2019456],[2019605],[2025533],[2027757],[2030107],[2040773],[2042945],[2043298],[2045897],[2046499],[2047006],[2047748],[2050098],[2060764],[2071320],[2074200],[2081002],[2081914],[2082063],[2089169],[2090467],[2093158],[2093445],[2094481],[2095590],[2095739],[2101667],[2107054],[2108182],[2120108],[2120357],[2120864],[2121606],[2123956],[2130618],[2131455],[2131962],[2139666],[2147578],[2149076],[2150374],[2151426],[2154055],[2156922],[2157567],[2158603],[2170363],[2181029],[2183201],[2189744],[2190470],[2190977],[2192507],[2197543],[2198652],[2198801],[2200764],[2202171],[2203008],[2203515],[2214100],[2215012],[2215161],[2222267],[2223565],[2226256],[2226543],[2227579],[2235786],[2236910],[2247809],[2249107],[2251798],[2253121],[2254230],[2254379],[2257272],[2278748],[2282596],[2285225],[2288813],[2288847],[2291875],[2291986],[2293733],[2295449],[2298390],[2298788],[2299295],[2302202],[2303326],[2312972],[2313698],[2314205],[2315735],[2320771],[2321880],[2322029],[2323992],[2333447],[2344214],[2345323],[2345472],[2347435],[2349281],[2349679],[2350186],[2368938],[2370236],[2372927],[2378401],[2382469],[2384001],[2384700],[2388065],[2391204],[2394312],[2401435],[2401469],[2404497],[2404608],[2406355],[2408071],[2411012],[2411410],[2411917],[2429302],[2432243],[2432641],[2433148],[2437179],[2454624],[2455733],[2455882],[2457845],[2459691],[2467948],[2467982],[2468385],[2469069],[2469190],[2472152],[2484032],[2485564],[2486263],[2488347],[2489628],[2492767],[2507310],[2508591],[2511730],[2528597],[2531538],[2531936],[2532443],[2543680],[2544015],[2544387],[2547904],[2547938],[2549025],[2556423],[2558715],[2559399],[2559520],[2562482],[2566797],[2576094],[2579177],[2595372],[2596653],[2599792],[2610954],[2613950],[2614657],[2619295],[2623204],[2623576],[2628214],[2635612],[2638054],[2641571],[2641605],[2642692],[2650090],[2656149],[2660464],[2671793],[2675496],[2679336],[2683039],[2691694],[2694690],[2695397],[2700035],[2708954],[2716352],[2723644],[2729913],[2740286],[2743989],[2751532],[2780773],[2787042], 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] cell #1751 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [16956,167353],[22255,196653],[27754,225473],[32038,244851],[36136,262915],[39349,277393],[40336,282208],[44373,299277],[45520,302905],[50561,321823],[51383,325409],[54810,338518],[56814,347140],[58908,356582],[60301,361691],[63439,243902],[64397,373935],[68486,387339],[69633,390967],[71035,396253],[73969,406302],[75116,409930],[76958,416968],[78046,282284],[80157,428848],[80979,432434],[82287,437016],[85874,446076],[87640,451146],[89970,458320],[90988,460986],[92604,465518],[94126,320874],[95084,473230],[95962,325485],[97907,482217],[101045,337569],[102003,494461],[103150,498089],[106092,507865],[107239,511493],[108641,516779],[109081,518531],[110224,521896],[114265,531066],[115369,533563],[116716,374011],[117852,540126],[120534,547426],[121235,548993],[122757,386943],[124121,556486],[125737,561018],[125887,561556],[128217,568730],[129087,570869],[132674,579929],[134440,584999],[135812,416019],[136309,279542],[136770,592173],[137788,594839],[139404,599371],[139695,600476],[140926,427899],[141884,607083],[142762,432510],[143031,610711],[148035,622255],[149437,625310],[150482,627367],[150769,447847],[151586,629864],[153478,634480],[156980,643025],[157549,644092],[157799,461895],[161021,652195],[161722,653762],[162125,654692],[163244,472834],[163472,473306],[164608,661255],[166224,665787],[166515,666892],[170627,676154],[171394,677737],[172498,680234],[173845,494537],[174981,686797],[176100,343702],[176747,691867],[177500,693817],[177663,694097],[178364,695664],[179886,507469],[181250,703157],[182866,707689],[183016,708227],[184388,517582],[184885,358731],[185346,715401],[190008,723954],[190709,725521],[193102,729934],[193223,533327],[194147,731991],[195251,734488],[199927,745130],[201468,747831],[201544,548757],[204170,753425],[205572,756480],[206141,757547],[206391,557395],[206617,758537],[206904,558257],[207721,761034],[209450,765370],[209613,765650],[210314,767217],[211836,568334],[214232,776088],[216528,780895],[217039,577896],[217930,783950],[218975,786007],[219262,581700],[220079,788504],[221971,793120],[223075,795617],[224422,592249],[224835,800548],[226042,802732],[226292,595748],[228747,425370],[229514,810835],[230215,812402],[230618,813332],[231737,606687],[231965,607159],[233101,819895],[234220,434032],[234717,824427],[234867,824965],[236565,827842],[239956,833525],[240103,833778],[240672,834845],[243781,627675],[245896,844219],[246146,631635],[246597,845786],[248843,849946],[251139,854753],[251650,641507],[253473,644400],[256270,864210],[256557,649350],[256971,865777],[258811,869150],[258887,653526],[259364,870190],[259485,654456],[260409,872247],[262277,876682],[263484,878866],[263734,662164],[266189,480418],[267731,670381],[267880,888090],[270748,893383],[271449,894950],[273842,899363],[273963,679998],[274887,901420],[275991,903917],[278438,909029],[278725,688568],[280667,914559],[280815,914990],[282614,507098],[284910,922854],[285421,508434],[286312,925909],[286881,926976],[287131,704066],[287357,927966],[287644,704928],[288461,930463],[290353,935079],[291054,936646],[291457,937576],[292576,715005],[292804,715477],[293005,359856],[294658,944204],[294779,944375],[298007,949185],[301657,955125],[305048,960808],[305195,961061],[305271,734252],[305764,962128],[306014,735397],[307971,739357],[308120,966209],[310988,971502],[311689,973069],[313537,975971],[316928,981654],[317075,981907],[317196,753189],[317644,982974],[320071,757855],[320753,758845],[323569,993915],[324016,995018],[325815,567963],[328111,1002882],[328622,569299],[329875,775701],[330232,1006572],[330481,1007013],[333770,1012508],[334339,1013575],[335040,1015142],[337448,786315],[339563,1022949],[339813,790275],[340264,1024516],[342510,1028676],[342657,1028929],[342778,795381],[343989,590754],[344806,1033483],[345317,800147],[346920,594019],[347069,598361],[349937,1042940],[350224,807990],[350638,1044507],[352478,1047880],[352554,812166],[353031,1048920],[353152,813096],[354076,1050977],[356447,432840],[357151,1057596],[357401,820804],[357627,1058586],[357914,821666],[359805,435647],[361455,1066059],[365224,1071212],[369316,1077287],[369437,1077458],[372516,843976],[372665,1082268],[373368,844527],[374341,457553],[375958,849559],[376315,1088208],[376564,1088649],[379853,1094144],[380422,1095211],[381123,1096778],[382720,1098763],[382841,1098934],[386069,1103744],[386822,864518],[393110,1115367],[393826,1116687],[394076,875653],[396033,660435],[396182,664777],[399050,1126061],[399337,884124],[399751,1127628],[401270,888471],[401683,1130475],[401804,1130646],[405535,494867],[406871,1138719],[407158,895859],[408682,1141396],[412073,1147079],[412220,1147332],[412296,903681],[412789,1148399],[413039,904826],[414996,908786],[415145,1152480],[415898,909337],[417089,689724],[418013,1157773],[418263,913297],[418714,1159340],[420205,693430],[420562,1162242],[420811,698479],[424100,1168178],[424221,922618],[424669,1169245],[427096,927284],[427778,928274],[430594,1180186],[431030,516708],[431665,516559],[432987,1184599],[433108,937340],[434319,71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] cell #1752 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58937,290358],[73998,334344],[80849,356572],[89999,380427],[97924,401809],[99684,406292],[106121,424674],[108391,431686],[117869,453827],[119629,458310],[128246,479722],[129387,482207],[131489,487106],[137805,503372],[139565,507855],[153778,540116],[155880,545015],[164625,564237],[166385,568720],[167152,570283],[167275,570709],[177963,594829],[180065,599728],[190726,623169],[196452,633894],[196575,634320],[209913,661245],[212015,666144],[212538,667497],[225272,693511],[225395,693937],[239349,722378],[240972,725511],[247149,736473],[262714,765064],[262837,765490],[268317,775782],[280920,800595],[297357,831668],[298444,833219],[299199,834685],[308557,849640],[316321,862634],[324121,876729],[330586,888137],[360602,943012],[365329,949232],[373102,960502],[376669,966256],[385419,979797],[386506,981348],[415582,1028370],[437494,1066178],[449714,1082315],[464624,1103791],[472397,1115061],[493628,1146773],[497195,1152527],[531544,1203671],[547904,1225533],[560124,1241670],[583567,1274142],[606250,1306888],[652673,1366043],[678215,1398901],[706795,1436900],[724432,1459420],[811313,1562419],[893861,1654650],[971980,1739971], [16985,129092,330237],[22284,153483,376320],[25216,266409,569810],[25477,167343,401673],[27783,177668,420567],[32067,194152,449365],[32469,306649,633421],[32730,196643,453691],[36165,209618,475615],[37005,213078,481475],[39378,221976,496846],[39710,136799,500953],[40206,225463,503236],[40365,226047,349942],[43812,364508,721905],[44402,240677,528951],[45851,244841,535203],[45884,151603,535339],[46672,247689,539384],[50590,260414,559775],[51253,262905,564101],[51412,263489,399055],[54839,274892,583218],[55502,277383,587544],[55535,174998,587680],[55957,176758,592163],[56564,281460,594097],[56825,282198,424090],[56846,178381,284927],[59269,185375,613575],[60177,439167,829768],[60318,294784,620510],[62078,299267,623033],[63836,303894,629122],[63932,194447,629854],[64426,305769,458894],[67925,463803,862161],[68515,317649,650080],[69964,321813,656332],[69997,207738,656468],[70785,324661,660513],[71046,325399,479138],[71067,210331,328128],[75447,338508,681874],[75480,220096,682010],[76268,341356,686055],[76364,222271,686787],[79103,141913,514357],[80186,354081,706446],[80882,233118,710908],[81008,357156,357632],[81304,234878,715391],[82292,236525,236570],[82424,363158,946179],[82587,361681,722674],[84689,366580,724779],[85750,368182,727003],[85891,369442,539311],[86909,244773,731831],[87651,373925,545753],[87672,246614,381140],[90864,549577,977897],[91005,382846,751680],[92765,387329,754203],[92798,256988,754339],[94523,391956,760292],[94619,260709,761024],[95113,97019,393831],[99717,271466,781809],[101442,410919,787762],[101538,275187,788494],[102032,406876,412794],[102569,277315,792960],[104367,181267,602590],[106193,183027,607073],[107570,428838,814972],[107603,288478,815108],[108487,290653,819885],[108652,432424,432977],[108673,291071,291474],[110023,436430,826615],[110146,436856,831532],[110214,294598,294648],[114270,301617,301662],[114402,300628,837026],[114565,446066,634190],[115386,194865,195268],[119662,311706,855667],[120539,313497,313542],[120671,462453,1100738],[120834,460976,862930],[121111,646303,1101864],[121252,203784,204187],[122936,465875,865035],[123032,317944,865767],[123997,467477,867259],[124138,126492,468737],[125156,321745,872087],[125898,128318,473220],[125919,125931,323586],[129805,216545,674897],[131585,334639,894940],[132550,488708,896432],[132691,481402,489968],[133709,338440,901260],[134451,487844,494451],[134472,335057,340281],[137092,229519,510205],[137387,229814,703147],[139598,350655,923768],[141323,512482,929721],[141419,354376,930453],[142450,356504,934919],[144045,520826,942804],[144585,360946,360949],[147649,148052,528226],[147911,525174,947305],[149359,530906,736337],[149427,369256,369306],[150487,245425,245901],[154196,251156,743873],[155976,380722,973059],[156779,546840,974744],[156902,547266,979661],[156970,382660,382710],[157554,255799,256275],[157686,550528,1228700],[159891,387261,982814],[161026,163912,389679],[161158,388690,985155],[161321,164207,556476],[161598,759758,1239743],[161739,162142,261127],[166418,399768,1003796],[167927,270753,576610],[168222,271048,780885],[170264,406224,1013415],[171399,408642,408687],[171531,407653,1015756],[171694,570579,579919],[172515,275605,276008],[176779,176791,418731],[177016,286234,810675],[177084,286302,602404],[180161,424969,1044497],[181126,601330,1045989],[182285,428770,1050817],[183048,183060,430611],[185669,435954,435957],[187577,617142,1067304],[189537,190013,442757],[189832,190308,622245],[190145,440118,1069345],[191801,445331,445334],[193092,304632,305185],[195127,628588,1080388],[197227,310993,640221],[197522,311288,854743],[199564,458242,1095051],[200180,641955,1097363],[200621,459897,1097571],[200720,460241,460244],[201458,316512,317065],[201692,644570,1356087],[205494,208966,652035],[205562,209034,468551],[206146,206622,322397],[206278,655297,1369210],[212111,480017,1127618],[212979,481128,1129283],[213748,333692,893223],[213816,333760,674711],[216404,671845,1133576],[217852,667361,677577],[217920,489782,489832],[218980,339092,339568],[222689,223092,344823],[224725,351730,702412],[228384,507787,1169085],[229651,509216,1171426],[230091,929187,1434973],[230232,230635,354794],[234899,234911,520294],[236919,718708,1193507],[237360,523441,1193715],[239472,240025,723794],[239540,240093,528040],[243465,729375,1204797],[246033,534168,1206838],[247590,539037,1213588],[248359,379775,971342],[248427,379843,743687],[251015,740821,1217881],[258063,262167,555741],[258801,259354,392694],[259035,758025,1497613],[265826,568652,1254406],[266512,400712,1005276],[267770,405554,780150],[270885,573971,1261172],[272541,579184,579187],[273832,411657,412210],[275867,787228,1272215],[277967,278443,418018],[281361,593750,1289398],[286886,287362,429422],[287018,813937,1565586],[293627,293687,826546],[297798,620236,1326404],[297897,298529,621510],[302011,838973,1333887],[302452,626855,1334095],[305419,844697,1600702],[306752,452730,1086912],[308010,457572,854008],[311125,637582,1347218],[324562,660166,1375960],[328975,481025,886330],[331027,6701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] cell #1753 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58939,290398],[74000,334384],[80847,356621],[90001,380467],[97926,403401],[99682,406341],[106123,424714],[108358,431688],[117871,455419],[119627,458359],[128248,479762],[129385,483951],[131456,487108],[137807,504964],[139563,507904],[153776,541860],[155847,545017],[164627,565829],[166383,568769],[167056,570285],[167269,572629],[177961,596573],[180032,599730],[190728,623973],[196356,633896],[196569,636240],[209911,662989],[211982,666146],[212532,667645],[225176,693513],[225389,695857],[239253,722380],[240970,726393],[247143,736621],[262618,765066],[262831,767410],[268221,775784],[280914,800743],[297351,831816],[298348,833221],[299193,835675],[308461,849642],[316225,862636],[324115,876877],[330580,888285],[360596,943160],[365323,949380],[373006,960504],[376663,966404],[385413,979945],[386410,981350],[415486,1028372],[437488,1066326],[449708,1082463],[464618,1103939],[472301,1115063],[493532,1146775],[497189,1152675],[531538,1203819],[547898,1225681],[560118,1241818],[583561,1274290],[606154,1306890],[652667,1366191],[678209,1399049],[706789,1437048],[724426,1459568],[811307,1562567],[893855,1654798],[971974,1740119], [16987,129132,331685],[18353,136801,344924],[21801,151605,543494],[22286,153523,377768],[25475,167392,403280],[27192,175000,414225],[27408,176756,418397],[27785,177708,422015],[29151,185377,435254],[32069,194192,456788],[32080,194445,638711],[32728,196692,455298],[35682,207740,664623],[36167,209658,477063],[36972,213080,483267],[38895,220098,485585],[39380,222016,341204],[39391,222269,496079],[40204,225512,504843],[40367,137906,349982],[40931,141915,355298],[41921,233120,515788],[42137,234876,519960],[44404,240717,529688],[45778,244767,741360],[45849,244890,543373],[46639,247691,541176],[49463,256990,755143],[50592,260454,567198],[50603,260707,769881],[51251,262954,565708],[51414,164726,399095],[51978,95115,261631],[52093,266411,569956],[53712,271468,575946],[54841,274932,404770],[54852,275185,575100],[55429,277309,586029],[55500,277432,414104],[56509,181269,426105],[56531,281462,595889],[56823,178047,424139],[56848,104985,284929],[57604,183025,430277],[58454,288480,598207],[58950,290651,608701],[60320,296376,620550],[62076,299316,623852],[62535,300622,847273],[63803,303896,638027],[64428,195369,458934],[64669,306651,633567],[66288,311708,639557],[67379,122608,204189],[68517,317689,650817],[68528,317942,866649],[69891,321739,881616],[69962,321862,664502],[70377,125921,208691],[70730,124140,319080],[70752,324663,662305],[71044,209997,479187],[71069,127110,328130],[71825,125896,323252],[72862,216547,484797],[74011,334637,673993],[75374,338434,672384],[75445,338557,485464],[76235,341358,495395],[77425,229559,352127],[77659,229812,509483],[79059,350657,699174],[80188,354121,506333],[80199,354374,698328],[80776,356498,709257],[81010,233219,357672],[82332,144982,238018],[82585,363425,722723],[83271,363152,948416],[83859,364510,722051],[84361,148054,364271],[84656,366582,725709],[85306,368184,736762],[85893,242108,539351],[87649,246280,545802],[87674,152556,381142],[88863,251158,542706],[90012,380720,742969],[91007,384438,751720],[91106,159247,256315],[92692,387255,983804],[92763,387378,755022],[93222,388684,995402],[93977,162144,163095],[94490,391958,769197],[95341,161066,258460],[95575,161319,388957],[96975,399770,770727],[98025,270793,405951],[98259,271046,574238],[99611,406218,779228],[100141,407647,773415],[101409,410921,574416],[102034,276109,406916],[103894,176781,280512],[104021,286228,600939],[104033,286351,426597],[106134,424967,807091],[107497,428764,805482],[107568,428887,598086],[107983,183050,289431],[108650,290737,433026],[108675,184239,291476],[109927,436432,826763],[110140,438776,831537],[110263,186712,296255],[111402,439169,831957],[111850,440112,1071596],[112491,190053,298926],[112725,190306,440385],[114310,191649,192198],[114563,300895,634239],[115388,116339,116612],[117970,311033,457969],[118204,311286,637849],[119556,458236,853086],[120256,459891,1097719],[120579,201117,314990],[120832,462720,862979],[120918,203450,317114],[121518,462447,1102975],[122106,463805,862307],[122903,465877,865965],[123553,467479,877018],[124239,206662,207839],[126146,205488,467086],[126158,205611,319572],[128259,480015,883225],[128809,481122,886264],[129459,333686,671454],[129471,333809,486788],[132106,488710,667786],[132693,335775,481442],[134449,339947,487893],[134474,221049,335059],[135663,223094,224318],[136951,351732,509653],[139492,507781,921187],[140022,509210,915374],[140777,230637,231588],[141290,512484,697644],[143775,234901,359701],[144039,520974,942809],[144587,235973,362741],[145624,523435,1193863],[146588,525176,949521],[147303,240019,524783],[147315,240142,366262],[149353,367791,736342],[149476,241987,242600],[150527,151704,152039],[151063,534162,1209089],[153200,539031,964383],[153850,379769,740430],[153862,379892,544697],[156683,546842,974892],[156896,549186,979666],[157019,252974,384317],[158158,549579,980086],[158606,550522,1230951],[161405,259403,260793],[163771,258065,389127],[166312,568646,1001215],[166813,400706,773341],[167786,405556,576058],[168979,573965,1007397],[171439,272389,272938],[171692,407920,570628],[172517,173468,173741],[175099,278483,279995],[177385,593744,1035821],[180682,601332,800884],[181368,287402,288579],[185671,293266,436103],[185992,293681,614701],[187481,617144,1067452],[189254,620230,1070539],[189396,298531,442205],[191803,300211,301065],[192840,626849,1334243],[193141,194531,194934],[193804,628590,1082604],[196113,452724,847199],[197086,457574,639669],[198279,637576,1089033],[200174,642103,1097368],[200722,312945,462036],[201759,644564,1356235],[202723,646305,1104080],[207198,655291,1371461],[209335,660160,1118942],[212556,481027,667920],[214117,670106,1131404],[215081,671847,888426],[217846,488317,667366],[217969,335654,336267],[219020,220197,220532],[219556,680833,1404319],[222355,342696,344489],[229898,353070,354460],[235554,360501,521249],[236913,718856,1193512],[239010,526261,948342],[239841,723436,1198062],[243369,729377,1204945],[247167,538936,736896],[248728,739082,1215709],[249692,740823,966545],[255516,751400,1229894],[259102,758019,1497761],[260066,759760,1241959],[272543,407236,408090],[273580,785489,1530619],[273881,275271,275674],[274544,787230,1274431],[279019,796216,1280860],[287938,813931,1567837],[297375,620135,832091],[302005,839121,1333892],[304933,843701,1338442],[305486,844691,1600850],[315982,647390,1102901],[316813,863692,1360434],[337036,898806,1400175],[342395,908511,1410939],[343359,910252,1152816],[352769,927448,1692991],[353733,929189,1437189],[385437,751305,980220],[392995,991830,1501960],[409030,1017851,1530268],[411958,1022431,1534818],[412511,1023421,1792677],[500670,1158245,1926390],[513521,1178101,1697190] ] cell #1754 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58940,290437],[74001,334423],[80848,356666],[90002,380506],[97927,401849],[99683,406386],[106124,424753],[108359,431691],[117872,453867],[119628,458404],[128249,479801],[129386,482256],[131457,487111],[137808,503412],[139564,507949],[153777,540165],[155848,545020],[164628,564277],[166384,568814],[167057,570288],[167270,570714],[177962,594878],[180033,599733],[190729,623209],[196357,633899],[196570,634325],[209912,661294],[211983,666149],[212533,667502],[225177,693516],[225390,693942],[239254,722383],[240971,725560],[247144,736478],[262619,765069],[262832,765495],[268222,775787],[280915,800600],[297352,831673],[298349,833224],[299194,834690],[308462,849645],[316226,862639],[324116,876734],[330581,888142],[360597,943017],[365324,949237],[373007,960507],[376664,966261],[385414,979802],[386411,981353],[415487,1028375],[437489,1066183],[449709,1082320],[464619,1103796],[472302,1115066],[493533,1146778],[497190,1152532],[531539,1203676],[547899,1225538],[560119,1241675],[583562,1274147],[606155,1306893],[652668,1366048],[678210,1398906],[706790,1436905],[724427,1459425],[811308,1562424],[893856,1654655],[971975,1739976], [16988,129171,330974],[22287,153562,377057],[25476,167437,402492],[27786,177747,281308],[27902,178384,180010],[32070,194231,450102],[32729,196737,454510],[36168,209697,324509],[36284,210334,211960],[36973,213083,482405],[39381,222055,497583],[39713,136802,501032],[40205,225557,346028],[40368,226126,228075],[44405,240756,365717],[45850,244935,536022],[45887,151606,535379],[46258,246617,251774],[46640,247694,540314],[50593,260493,560512],[51252,262999,395141],[51415,263568,265517],[52094,266414,569884],[54842,274971,583955],[55501,277477,588363],[55538,175001,587720],[55956,176757,592257],[56532,281465,419116],[56824,282292,284593],[59056,184512,291074],[59272,185378,613654],[60321,294824,441329],[62077,299361,441972],[63563,194868,195271],[63804,303899,630052],[63931,194446,629903],[64429,305848,311807],[64670,306654,633495],[68518,317728,465012],[69963,321907,657151],[70000,207741,656508],[70371,125934,323589],[70753,324666,474164],[71045,325493,327794],[75446,338602,682693],[75483,220099,682050],[75854,217163,340284],[76236,341361,686985],[76363,222270,686836],[79106,141916,514436],[80189,354160,707183],[80885,233121,710948],[81011,233554,357235],[81303,234877,715485],[82371,236610,237307],[82586,361730,526489],[83860,364513,721979],[84657,366585,526638],[85307,368187,727077],[85894,369482,375635],[86327,245504,245980],[86872,244768,731836],[87650,374019,380806],[91008,382886,551739],[92764,387423,552382],[92801,256991,754379],[94250,161742,261130],[94491,391961,761222],[94618,260708,761073],[95116,97022,393910],[99720,271469,781849],[101169,275608,276011],[101410,410924,788692],[101537,275186,788543],[102035,271567,412873],[102532,277310,792965],[103888,176794,418734],[104370,181270,602630],[106192,183026,607167],[107569,428932,815791],[107606,288481,815148],[107977,183063,430614],[108486,290652,819934],[108651,291140,432518],[109928,436435,614844],[110141,436861,619603],[110308,294697,295467],[111403,439172,829842],[113883,300623,837031],[114349,301702,302399],[114564,446115,452952],[115052,304726,305279],[119665,311709,855707],[120618,200568,313582],[120833,461025,647618],[121255,122881,203787],[122107,463808,862235],[122904,465880,647767],[123031,317943,865816],[123554,467482,867333],[124141,126495,468777],[124574,206225,322476],[125119,321740,872092],[125897,128317,473314],[129808,216548,674937],[131584,334638,894989],[132107,488713,896506],[132694,329552,490008],[133127,339171,339647],[133672,338435,901265],[134450,334723,494545],[135936,222692,344826],[137171,229598,510290],[137386,229813,703196],[139601,350658,923808],[141050,230235,354797],[141291,512487,930651],[141418,354375,930502],[142413,356499,934924],[143769,234914,520297],[144040,520831,716766],[144590,360951,361879],[146073,363153,946184],[146589,525179,947379],[147652,148055,528266],[149354,530911,538404],[149521,369355,370125],[154199,251159,743913],[155975,380721,973108],[156684,546845,746014],[156897,547271,750773],[157064,252361,382759],[157633,159582,255878],[158159,549582,977971],[159854,387256,982819],[160639,388685,985160],[161105,163991,389764],[161320,164206,556525],[161808,258895,392788],[166421,399771,1003836],[168006,270832,576695],[168221,271047,780934],[170227,406219,1013420],[171012,407648,1015761],[171478,408727,409424],[171693,400934,579968],[172181,411751,412304],[175434,278046,418097],[177011,286229,810680],[177178,286396,602503],[180160,424968,1044546],[180683,601335,1046063],[181703,286965,429501],[182248,428765,1050822],[185674,435959,436031],[187482,617147,828736],[188597,440113,1069350],[189616,190092,442842],[189831,190307,622294],[191806,445336,446264],[193805,628593,1080462],[197306,311072,640306],[197521,311287,854792],[199527,458237,1095056],[200175,641960,857022],[200511,459892,1097576],[200725,312091,460246],[201552,203853,316606],[202208,462448,1100743],[202724,646308,1101938],[205489,208961,652040],[205656,209128,468650],[212110,480016,1127667],[212869,481123,1129288],[213743,333687,893228],[213910,333854,674810],[215082,671850,1133650],[217847,480495,677582],[218014,489881,490651],[222758,342188,500463],[224730,351735,702417],[228347,507782,1169090],[229132,509211,1171431],[230301,352562,513314],[236914,718713,945064],[237250,523436,1193720],[239467,240020,723799],[239634,240187,528139],[243370,729380,956019],[244485,534163,1206843],[247480,539032,1213593],[248354,379770,971347],[248521,379937,743786],[249693,740826,1217955],[254859,550523,1228705],[258068,262172,555746],[260067,759763,1239817],[265789,568647,1254411],[266507,400707,1005281],[267775,405559,780155],[269337,573966,1261177],[272546,579189,580117],[274545,787233,1272289],[281251,593745,1289403],[293622,293682,826551],[297688,620231,1326409],[297902,298534,621515],[302006,838978,1078147],[302342,626850,1334100],[306747,452725,1086917],[308015,457577,854013],[309577,637577,1347223],[314222,644565,1356092],[321457,655292,1369215],[324452,660161,1375965],[328980,481030,886335],[330917,670107,1388950],[337037,898809,1142290],[338152,680834,1402073],[343360,910255,1413185],[353734,929192,1435047],[360439,360504,716906],[364606,526262,1197003],[365660,723437,1458319],[375063,538939,964454],[377000,739083,1475756],[385750,751401,1489927],[390404,758020,1497618],[409031,1017708,1269974],[409367,785490,1530476],[416602,796217,1543599],[428482,813932,1565591],[440757,620138,1070610],[450045,843702,1599601],[450756,844692,1600707],[463901,647391,1359375],[464955,863693,1621077],[497526,908512,1670986],[510930,927449,1692848],[551167,751308,1229965],[560455,991831,1759716],[583898,1022432,1791428],[584609,1023422,1792534],[691477,1158246,1926247],[707126,1178102,1945987] ] cell #1755 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1756 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1757 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1758 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1759 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [18343],[27083],[29141],[37740],[39194],[40921],[41812],[47407],[51968],[53274],[53474],[55266],[56490],[57299],[58753],[65850],[66050],[70711],[71520],[72843],[73051],[73433],[73644],[77419],[78621],[78821],[84342],[88844],[89052],[89434],[89645],[92940],[95335],[96537],[96737],[97859],[98019],[98486],[103656],[104040],[104966],[105174],[105556],[105767],[112485],[116320],[117804],[117964],[118431],[121259],[122589],[123172],[126073],[126165],[127091],[127299],[127681],[127892],[129126],[129478],[135644],[136445],[137740],[137900],[138367],[138674],[143537],[144976],[147322],[148586],[151538],[151698],[152537],[153517],[153869],[156831],[157458],[159241],[160179],[161746],[163076],[163659],[164560],[164720],[165187],[165494],[167399],[173449],[174933],[175093],[177702],[178054],[178316],[179011],[183202],[184220],[185021],[186719],[187629],[190661],[190953],[192192],[194186],[194538],[195275],[195363],[195802],[196699],[200243],[200675],[201111],[201347],[203457],[205423],[206050],[207673],[207833],[208672],[209652],[210004],[210266],[210961],[220031],[220191],[221030],[222010],[222362],[225519],[230239],[231569],[232152],[233053],[233213],[233987],[236982],[237414],[238769],[240711],[242102],[242607],[243517],[244897],[245805],[246287],[246549],[246841],[251915],[251991],[252981],[256923],[257586],[258454],[258690],[260448],[260800],[261625],[262961],[271401],[272932],[274926],[275278],[276015],[276103],[276542],[277439],[280493],[286163],[286790],[288413],[288573],[289412],[290392],[290744],[291006],[291701],[295021],[295097],[296370],[296709],[298920],[299323],[300746],[300902],[302074],[302506],[303861],[305074],[311641],[312145],[315741],[317683],[318589],[319074],[319579],[321869],[323521],[332436],[334378],[335769],[336274],[337184],[338564],[339472],[339954],[340216],[340508],[344830],[344918],[350590],[351253],[352121],[352357],[354115],[354467],[355292],[356628],[359682],[361933],[363276],[363432],[363780],[364265],[366269],[367876],[368302],[369679],[369755],[371367],[378519],[380461],[384432],[384771],[387385],[391923],[399703],[403395],[403734],[405945],[406348],[407771],[407927],[409099],[409531],[410886],[412099],[414219],[417922],[418666],[422766],[424708],[425614],[426099],[426604],[428894],[430546],[435248],[438861],[439287],[444413],[446318],[448165],[455413],[455752],[457963],[458366],[462571],[462727],[463075],[470662],[477814],[479756],[483802],[483958],[484306],[484791],[485579],[486795],[488402],[488828],[490205],[490281],[491893],[495930],[499045],[500258],[504958],[505297],[507911],[512449],[515782],[520229],[523857],[538340],[541711],[541867],[542215],[542700],[543488],[544704],[549271],[549697],[558575],[565823],[566162],[568776],[572714],[573140],[574951],[575940],[578266],[580171],[582018],[586540],[589605],[596424],[596580],[596928],[598201],[604515],[611667],[623967],[632777],[636325],[636751],[638562],[639551],[644986],[662840],[662996],[663344],[664617],[670528],[672895],[685011],[688886],[695942],[696368],[698179],[699168],[705246],[712833],[726244],[726400],[727642],[735715],[739504],[741871],[755137],[767495],[767921],[769732],[770721],[791417],[803626],[805993],[821984],[830407],[835760],[836186],[837634],[866500],[879760],[882127],[897071],[905144],[943319],[946787],[952352],[953286],[978536],[984315],[1016364],[1065352],[1067812],[1101346],[1139557],[1191214],[1227167] ] cell #1760 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [27399],[39171],[39247],[42128],[53251],[53327],[55246],[57595],[58806],[65827],[65903],[71816],[72475],[73413],[73697],[77638],[78598],[78674],[80593],[88476],[89414],[89698],[95554],[96514],[96590],[97788],[98238],[99210],[104064],[104598],[105536],[105820],[112704],[117733],[118183],[119155],[123149],[123225],[126189],[126723],[127661],[127945],[129258],[129502],[136498],[137009],[137669],[138036],[138119],[139091],[147346],[148283],[151917],[153649],[153893],[156808],[157865],[159460],[160159],[163712],[163829],[164489],[164856],[164939],[165911],[167423],[167844],[175312],[176284],[177834],[178078],[178245],[185074],[186743],[187606],[189454],[190590],[194318],[194562],[195499],[195582],[196723],[197144],[200185],[200655],[201395],[203481],[206457],[208052],[208751],[209784],[210028],[210195],[213257],[220410],[222142],[222386],[225543],[225964],[226213],[232205],[233349],[233432],[234404],[236392],[236924],[237394],[240843],[242631],[243494],[244921],[245342],[246212],[246311],[246478],[247868],[251932],[252039],[253005],[253293],[255716],[257998],[258738],[260580],[260824],[261844],[262985],[263406],[263655],[275058],[275302],[276239],[276322],[277463],[277884],[281639],[287197],[288792],[289491],[290524],[290768],[290935],[295038],[295145],[297121],[299347],[300926],[301484],[302016],[302486],[304073],[305122],[305686],[305935],[312281],[313364],[317815],[318637],[319603],[319891],[321893],[322314],[323283],[324840],[334510],[336298],[337161],[338588],[339009],[339879],[339978],[340145],[341535],[345137],[351665],[352405],[354247],[354491],[355511],[356652],[357073],[357322],[362069],[363456],[363828],[366293],[366759],[368350],[368526],[369696],[369803],[371779],[373188],[380593],[385183],[387409],[388463],[388988],[389546],[392135],[393997],[404146],[406372],[407951],[408509],[409041],[409511],[411098],[412147],[412711],[412960],[418329],[418428],[424840],[425662],[426628],[426916],[428918],[429339],[430308],[431865],[435467],[439335],[439511],[439891],[440416],[442624],[444507],[444885],[446454],[448213],[456164],[458390],[462751],[463123],[466054],[471074],[479888],[483982],[484354],[486819],[487285],[488876],[489052],[490222],[490329],[492305],[493714],[496110],[500306],[501119],[505709],[507935],[508989],[509514],[510072],[512661],[514523],[519991],[523951],[524329],[530008],[533941],[541891],[542263],[544728],[545194],[549745],[549921],[550301],[558623],[566574],[568800],[573188],[573364],[573744],[574269],[575131],[576477],[578360],[578738],[580307],[582066],[586588],[590017],[591426],[596604],[596976],[599907],[604927],[608732],[613741],[617710],[633189],[636799],[636975],[637355],[637880],[638742],[640088],[645080],[645458],[655070],[663020],[663392],[666323],[670622],[671000],[672943],[674024],[676679],[680612],[685606],[688934],[696416],[696592],[696972],[698359],[705294],[713245],[726424],[735763],[739598],[739976],[741919],[743000],[748880],[767969],[768145],[768525],[769912],[776350],[778774],[791829],[795995],[803720],[804098],[806041],[807122],[813710],[822032],[836234],[836410],[837682],[846164],[850208],[852632],[866680],[879854],[880232],[882175],[883256],[905192],[918309],[920733],[937954],[946835],[952446],[952824],[954308],[984363],[998337],[1000761],[1016412],[1024894],[1065446],[1068834],[1074597],[1075507],[1101394],[1107383],[1140579],[1191886],[1194233],[1228189],[1267334],[1320711],[1356605] ] cell #1761 : |C| = 665 W-rep = phi[70,9]+phi[280,8]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [448674],[463584],[473453],[522359],[533922],[550282],[559084],[582527],[592396],[607306],[614392],[615993],[625773],[628309],[643488],[646024],[655051],[680593],[689395],[705755],[715624],[717509],[728226],[747163],[759479],[784413],[786949],[795976],[813691],[837774],[857765],[897655],[909971],[928908],[1016504], [113642,846890],[115351,842895],[144838,943943],[145832,948033],[150428,958899],[162107,991024],[170771,773032],[172480,1021625],[176361,799334],[186569,1065945],[192054,1077026],[193048,1081116],[200973,1098502],[201691,1099989],[201967,1102592],[204152,1106673],[206563,1113458],[208828,658409],[213331,669030],[214325,886938],[218921,1145170],[223057,907705],[223836,691939],[230600,1177295],[234481,941293],[242457,1203438],[245074,732684],[247942,738006],[248936,965057],[252831,1225300],[253545,1226464],[256216,1232821],[258316,1236381],[258673,757213],[259034,1237868],[259310,1240471],[261939,561628],[267309,774633],[272794,1268853],[273788,1272943],[277616,793813],[278384,1026767],[281713,802128],[282431,597437],[282707,1036495],[284892,1298500],[287303,1305285],[289568,817049],[291439,1057262],[292218,825037],[298782,1328455],[299139,834511],[304147,842625],[305418,1339859],[307549,848491],[312713,1354136],[313970,1355854],[317021,1362228],[319098,652888],[319229,868028],[319429,1365810],[320143,1366974],[322046,872940],[324914,878262],[325632,663853],[325908,1119616],[328093,1385062],[335022,1138385],[336124,1398668],[338741,902113],[341609,907435],[342603,1151328],[346498,916592],[347212,696953],[349883,1428051],[351983,1431611],[352340,926642],[352701,1433098],[352977,1435701],[355606,708299],[356805,935772],[357573,1182437],[362501,1454244],[364289,724647],[365919,950259],[366119,1459187],[366833,951844],[367274,1199856],[372094,959353],[373440,1470111],[374158,736224],[381105,1222690],[381828,1484709],[387562,983667],[388444,756943],[389106,985903],[390152,1497380],[392209,990754],[395611,996620],[396325,768506],[398996,1514857],[405807,1524831],[406164,1013241],[406525,1014268],[406817,1265293],[411172,1021355],[412443,1536235],[414574,1027221],[419738,1550512],[420995,804664],[426123,811528],[426254,1046758],[426454,1562186],[427168,1563350],[429071,1051670],[432657,822493],[436412,1065162],[436682,1321191],[437709,1068815],[438479,1585075],[439872,834241],[442184,1072319],[443230,1073920],[446886,1595526],[450504,1600469],[451218,846145],[457825,1611393],[458182,1094877],[458543,1095904],[458835,1351339],[459554,1614475],[466128,1106403],[467198,868482],[471389,1113912],[474786,1636558],[476043,880798],[481343,1386994],[483027,1649474],[484815,894076],[486445,1136530],[486645,1654417],[492620,1145624],[493966,1665341],[494684,905653],[500602,1676745],[508088,1169938],[508970,926372],[509632,1172174],[510678,1692610],[512735,1177025],[516851,937935],[520774,1451717],[521228,1191583],[522629,1195155],[523098,1713927],[524895,950713],[527260,1718374],[531759,954289],[532529,1724344],[537280,963070],[539252,1473800],[540936,1734795],[542724,972195],[544354,1220835],[544554,1739738],[548119,1228170],[553640,1233275],[568953,1255259],[570265,1256989],[573725,1012971],[576037,1264146],[580739,1787353],[584357,1792296],[585071,1024875],[591678,1803220],[601051,1047212],[605242,1305739],[609896,1059528],[615539,1323612],[620451,1588182],[626043,1076429],[626512,1849606],[630674,1854053],[633876,1343035],[637336,1094607],[639648,1350192],[643758,1357527],[648389,1874044],[667899,1386813],[671566,1136984],[678430,1140560],[679200,1910615],[683951,1149341],[687607,1921066],[691225,1926009],[722360,1457298],[727772,1201985],[736875,1473619],[740542,1221289],[746709,1487130],[751621,1748297],[761844,2003610],[784683,1268256],[785152,2028336],[789314,2032783],[832070,1588001],[862616,1620056],[897201,1397215],[931273,2173039],[980199,1748116], [28027,424046,1558604],[36409,479094,1644650],[40027,502354,1679939],[46288,545709,1481892],[51074,563219,1764244],[52732,572332,1776902],[56300,593407,1806302],[59181,432933,1311443],[61681,621221,1844377],[62637,634146,1604129],[65308,635943,1860023],[70521,659823,1887938],[72653,669769,1900198],[75884,487800,1395086],[80670,516137,1182891],[83373,722630,1717297],[84152,723099,1965504],[85119,736421,1732268],[87254,733454,1974997],[88654,738745,1980226],[92368,752391,1993934],[99287,577083,1265747],[100243,570535,1517567],[102914,794583,2038753],[108127,431939,1056992],[110447,827907,2078015],[111215,831616,1842927],[116130,843364,2089748],[119232,640694,1351793],[121620,862886,1872967],[122399,863355,2107463],[125501,873710,2116956],[130173,669300,1390385],[130952,487359,1138115],[131919,667445,1646947],[134054,902883,2144426],[135454,908174,2149655],[139168,700311,1428505],[149660,955190,2194753],[154564,738276,1477191],[155343,545268,1222420],[157203,976036,2211113],[157971,979745,1992484],[162886,991493,2222846],[165988,771864,1515311],[167576,571562,1260642],[168344,774179,1519988],[173259,1022094,2248388],[178749,802398,1553903],[179528,599981,1298230],[182630,1052440,2275596],[196876,635173,1346688],[197644,848037,1606550],[205795,1109749,2317981],[210699,878532,1639949],[211478,666397,1384792],[218153,1141461,2341424],[225696,694790,1423400],[226464,916138,1682360],[231379,1177764,2369517],[240326,1199479,2386201],[241355,952114,1721699],[263138,766343,1510206],[263906,996166,1766665],[286535,1301576,2451834],[299500,835538,1592729],[299792,1073466,1846709],[333993,1394709,2506727],[360817,1191764,1961045],[380076,1481515,2555840] ] cell #1762 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1763 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1764 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1765 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1766 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1767 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1768 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1769 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1770 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [208484],[257965],[280305],[289224],[297088],[318633],[341258],[351632],[359494],[363824],[404113],[404824],[413778],[425658],[431588],[456131],[456842],[484350],[485138],[486297],[495588],[506387],[515341],[542259],[543047],[544206],[567252],[573124],[574609],[575499],[597760],[598919],[636735],[638220],[639110],[650871],[664176],[665335],[670938],[671103],[696352],[697837],[698727],[739914],[740079],[754696],[767905],[769390],[770280],[804036],[804201],[805047],[836170],[857669],[866158],[880170],[880335],[881181],[919681],[919846],[945711],[952762],[952927],[963453],[975157],[999709],[999874],[1059911],[1067717],[1078794],[1085845],[1086010],[1097043],[1149724],[1185980],[1186145],[1193187],[1205210],[1270621],[1277672],[1277837],[1333567],[1400440],[1529943], 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16,1000864],[759862,1499739],[777722,1521496],[777887,1261824],[778877,786486],[785331,1530293],[787332,1532597],[806037,815465],[818807,1059065],[851580,1608058],[851745,1347870],[864689,1107486],[871571,1629534],[871736,1369862],[892872,1139198],[898476,1659448],[900744,1662006],[900909,1402720],[910354,1673107],[920836,928445],[929291,1694969],[970991,1223503],[992827,1245365],[1030310,1799885],[1030475,1544246],[1042429,1043419],[1050301,1821361],[1050466,1566238],[1125550,1126540],[1157262,1418733],[1179098,1440595],[1317377,1318367] ] cell #1771 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1772 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1773 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1774 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1775 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1776 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1777 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1778 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [125813],[160731],[176673],[182942],[188689],[204910],[221364],[221681],[229224],[234793],[238256],[244577],[254951],[257434],[269429],[269665],[269982],[276731],[285650],[290063],[294398],[296557],[303348],[309669],[309905],[310222],[315228],[321549],[330023],[331923],[332555],[333496],[338244],[348618],[348854],[349171],[351101],[355920],[361294],[369056],[371215],[376106],[378006],[378638],[379579],[382460],[384619],[391410],[393536],[397731],[397967],[398284],[401423],[401483],[403582],[405008],[410373],[416694],[420353],[422253],[422885],[423826],[428574],[445679],[451992],[453441],[453501],[455600],[457026],[460589],[466585],[466902],[468351],[470510],[472568],[475401],[477301],[477933],[478874],[481820],[481957],[489582],[491741],[498532],[500105],[502986],[503046],[503883],[505145],[506571],[511936],[514062],[518257],[527840],[528737],[534557],[534953],[537827],[539729],[539866],[547108],[550917],[554187],[555440],[556089],[562402],[563851],[563911],[564748],[566010],[567436],[579532],[585845],[587294],[589453],[590879],[594442],[594579],[595427],[602204],[604363],[606421],[611154],[612727],[613280],[617410],[619289],[621858],[622783],[622843],[625007],[628222],[629467],[629604],[632151],[632625],[642128],[642722],[645937],[655686],[656082],[658956],[660858],[660995],[661843],[674511],[681228],[681624],[684498],[686400],[686537],[692713],[695404],[702111],[702760],[709073],[710522],[711419],[712681],[714107],[714739],[718881],[719475],[720554],[725124],[725261],[726959],[727490],[729643],[730816],[735076],[743487],[745772],[745896],[749753],[753953],[756177],[759392],[760637],[760774],[766957],[777929],[780498],[781423],[783647],[786862],[788107],[788244],[790791],[791265],[796611],[799881],[814326],[814722],[817596],[818849],[819498],[819635],[820483],[828494],[828618],[829724],[830255],[831356],[836828],[836927],[839146],[839740],[845526],[851787],[854356],[855281],[856918],[860810],[865380],[865517],[867215],[871072],[889983],[892914],[894553],[894690],[896388],[896919],[899072],[900245],[904505],[906669],[909884],[923382],[925606],[928821],[930066],[930203],[936386],[944960],[945981],[946080],[947261],[953452],[955777],[955901],[958639],[968102],[971033],[972672],[972809],[977853],[978384],[979485],[985056],[993655],[1003410],[1008454],[1008985],[1010086],[1011165],[1015558],[1015657],[1017876],[1018470],[1024256],[1025954],[1029811],[1039540],[1042471],[1044110],[1044247],[1045945],[1049802],[1067978],[1069246],[1078043],[1080344],[1090090],[1090621],[1091722],[1092801],[1100540],[1100639],[1101820],[1113198],[1122661],[1125592],[1127231],[1127368],[1132252],[1132351],[1133532],[1134638],[1139723],[1142048],[1142172],[1144910],[1150481],[1159080],[1164124],[1164655],[1165756],[1166835],[1171327],[1179926],[1201822],[1206739],[1216557],[1216656],[1217837],[1218943],[1227333],[1228601],[1239699],[1249445],[1249976],[1251077],[1252156],[1259805],[1261073],[1262193],[1269870],[1272171],[1283549],[1292367],[1292466],[1293647],[1294753],[1305025],[1319195],[1330653],[1331184],[1342202],[1345851],[1347119],[1348239],[1364194],[1369111],[1378929],[1379028],[1380209],[1381315],[1401969],[1413067],[1422563],[1423831],[1424951],[1434929],[1446307],[1453427],[1461269],[1461368],[1472309],[1494171],[1509369],[1510637],[1511757],[1538578],[1543495],[1565487],[1576585],[1583412],[1584295],[1591892],[1594709],[1602650],[1616185],[1624126],[1667539],[1705867],[1712815],[1712891],[1723564],[1744410],[1786536],[1794477],[1838643],[1848570],[1868561],[1909835],[2027300] ] cell #1779 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [103570],[125987],[134929],[143451],[160793],[169403],[174270],[183116],[183505],[188751],[198703],[204926],[215414],[216026],[221403],[227523],[229286],[232390],[238272],[244639],[250025],[250637],[255013],[257423],[264965],[268744],[269491],[269704],[270262],[283796],[284408],[285666],[294414],[296546],[303364],[308984],[309731],[309944],[310502],[315244],[318246],[321611],[326997],[327609],[330177],[331481],[331939],[338306],[344304],[347933],[348680],[348893],[349451],[351090],[361283],[369072],[371204],[376260],[377564],[378022],[382476],[383723],[384608],[387898],[391426],[393598],[394428],[397046],[397793],[398006],[398564],[401439],[403571],[410389],[416756],[417527],[420507],[421811],[422269],[422509],[428636],[434634],[444033],[445668],[449305],[452054],[453457],[455589],[460156],[460578],[461211],[466624],[468367],[469614],[470499],[472584],[473789],[475555],[476859],[477317],[477557],[481809],[489598],[491730],[496786],[498548],[503002],[504037],[505134],[505418],[511952],[514124],[514954],[518319],[519090],[523700],[527856],[528891],[529484],[534969],[537004],[537843],[538083],[539718],[546478],[547147],[548222],[555456],[555656],[556078],[556711],[559715],[563867],[564902],[565999],[566283],[579521],[583158],[585907],[587310],[589442],[594431],[602220],[603467],[604352],[606437],[607642],[609408],[611170],[611410],[613342],[616780],[617449],[619305],[619505],[621847],[622799],[625023],[627114],[629456],[630951],[632305],[632614],[632898],[641909],[641995],[650020],[651247],[652991],[656098],[660847],[674527],[675562],[681640],[683675],[684514],[684754],[686389],[692775],[702127],[702327],[702749],[703382],[706386],[710538],[711573],[712670],[712954],[714755],[718662],[718748],[720570],[720976],[725113],[727186],[727479],[729013],[729682],[731738],[733717],[743503],[744538],[745551],[750675],[753969],[755450],[760626],[763475],[777945],[778145],[780487],[781439],[783663],[785754],[788096],[789591],[790945],[791254],[791538],[799058],[799897],[808660],[809887],[811631],[814738],[818865],[819487],[828273],[829951],[830244],[830629],[836685],[837140],[838927],[839013],[841241],[851803],[852003],[854345],[855297],[860826],[861232],[865369],[871994],[884794],[889999],[890405],[892930],[894542],[896615],[896908],[898442],[899111],[901167],[903146],[906685],[912613],[913967],[920104],[923398],[924879],[930055],[932904],[945838],[946293],[953316],[955556],[957912],[968118],[968524],[971049],[972661],[978080],[978373],[978758],[989370],[1000132],[1003426],[1008681],[1008974],[1009359],[1011181],[1015415],[1015870],[1017657],[1017743],[1019971],[1026181],[1030733],[1032712],[1039556],[1039962],[1042487],[1044099],[1050724],[1063524],[1067842],[1086268],[1090317],[1090610],[1090995],[1092817],[1100397],[1100852],[1112471],[1122677],[1123083],[1125608],[1127220],[1132109],[1132564],[1134865],[1139587],[1141827],[1144183],[1150694],[1154795],[1164351],[1164644],[1165029],[1166851],[1175641],[1186403],[1201838],[1212200],[1216414],[1216869],[1219170],[1227197],[1249672],[1249965],[1250350],[1252172],[1259669],[1262406],[1278095],[1282822],[1292224],[1292679],[1294980],[1304298],[1314910],[1330880],[1331173],[1332376],[1341475],[1345715],[1348452],[1364210],[1378786],[1379241],[1381542],[1407430],[1422427],[1425164],[1445580],[1455516],[1461126],[1461581],[1463048],[1494398],[1509233],[1511970],[1528752],[1537851],[1583269],[1586266],[1591756],[1592821],[1618274],[1624339],[1658278],[1712679],[1714679],[1746381],[1784648],[1838702],[1870349] ] cell #1780 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1781 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [105464],[127589],[138522],[152762],[165342],[177251],[178809],[184718],[195650],[209201],[210759],[213983],[221255],[225001],[233835],[239707],[242060],[246639],[248594],[262443],[268046],[276390],[280890],[289941],[291499],[296328],[298173],[300856],[304799],[308286],[316679],[324091],[330556],[333374],[335727],[340306],[342261],[356110],[363386],[365299],[367872],[370986],[372831],[376639],[379457],[384390],[386235],[392861],[403353],[405198],[407881],[411824],[415311],[423704],[437464],[438857],[447771],[449684],[455371],[457216],[462681],[464594],[470281],[472126],[478752],[483912],[488398],[491512],[493357],[497165],[499983],[504916],[506761],[513387],[522062],[531514],[532907],[541821],[547874],[549267],[553243],[558181],[560094],[562280],[565781],[567626],[572710],[581624],[583537],[589224],[591069],[596534],[604134],[605979],[612605],[623925],[625476],[636321],[643191],[644540],[649274],[652643],[652978],[654036],[659146],[662950],[678185],[679578],[688492],[695938],[699914],[704852],[706765],[708951],[712452],[714297],[724402],[724737],[726354],[747997],[752769],[756602],[756646],[757312],[757995],[767491],[771467],[782565],[784116],[794961],[807914],[811283],[811618],[812676],[817786],[821590],[833900],[833944],[834610],[835756],[844667],[856423],[857318],[867961],[868118],[869316],[884048],[893831],[894166],[895783],[922198],[926031],[926075],[926741],[927424],[936920],[943315],[945360],[950192],[950349],[961227],[971950],[972285],[973902],[985823],[1002226],[1012630],[1012674],[1013340],[1014486],[1023397],[1036048],[1046691],[1046848],[1048046],[1065023],[1072239],[1078443],[1094266],[1094310],[1094976],[1096122],[1119169],[1129586],[1131631],[1136463],[1136620],[1147498],[1158221],[1172094],[1191433],[1198289],[1213891],[1215936],[1220768],[1220925],[1256850],[1264066],[1270270],[1286137],[1326707],[1338669],[1342896],[1350112],[1360661],[1386663],[1411166],[1457159],[1473469],[1490225],[1502187],[1535045],[1587851],[1619917],[1697417],[1747966], [63769,195281],[67858,121265],[86608,245802],[91722,157455],[94456,161752],[101375,276021],[103662,280718],[113853,300743],[115411,305072],[120122,200240],[121680,201345],[124855,206047],[125788,126079],[133408,339469],[136142,344836],[136399,345205],[141256,230245],[143543,234768],[145490,236979],[146043,363273],[148965,368300],[156508,251989],[160609,257583],[162167,258688],[163132,163613],[170982,407768],[172540,412097],[174452,414177],[175715,417919],[181984,286787],[182917,183208],[184975,292464],[187306,295095],[187938,439285],[188567,296706],[191231,444411],[192706,302071],[200150,312143],[202178,462568],[205100,318587],[205251,205348],[214536,483799],[215596,485537],[217458,488826],[221559,495927],[223117,500256],[229102,351250],[230660,352355],[231625,232106],[232572,356261],[236889,361931],[237600,523855],[238446,363778],[238597,238694],[243194,369753],[244455,371364],[249147,541708],[250207,543446],[254200,549695],[254829,384768],[268678,573138],[269307,403731],[269860,574948],[270444,405349],[271971,578264],[273446,409096],[276921,586538],[282918,596421],[283978,598159],[285840,425612],[285991,286088],[301981,446316],[303538,448163],[303689,303786],[308918,636749],[309547,455749],[310100,638559],[310684,457367],[314572,644984],[315418,463073],[315569,315666],[321427,470659],[326119,662837],[327179,664575],[331267,670526],[332113,484304],[332264,332361],[332745,672893],[336861,490279],[338122,491890],[347867,696366],[348496,505294],[349049,698176],[349633,506912],[367485,726241],[377350,739502],[378196,542213],[378347,378444],[378828,741869],[388080,755095],[391600,558573],[391751,391848],[396980,767919],[397609,566159],[398162,769729],[398746,567777],[409006,580169],[410563,582016],[410714,410811],[416572,589602],[417709,591220],[421597,803624],[422443,596926],[422594,422691],[423075,805991],[428452,604512],[437799,830404],[443967,836184],[451870,632774],[461994,864993],[466780,866497],[472909,473006],[473971,659297],[476645,879758],[477491,663342],[477642,477739],[478123,882125],[498722,688884],[498873,498970],[512126,705244],[512277,512374],[518135,712830],[519272,714448],[522018,946508],[522728,946785],[529270,952350],[531849,727639],[538017,735713],[538168,538265],[548209,978533],[548365,982029],[554377,984313],[557494,759320],[585723,791414],[606762,606859],[607824,817937],[611344,821982],[611495,611592],[615316,1065350],[615472,1067810],[615629,1068467],[625432,837355],[626142,837632],[628150,631734],[643147,1101067],[643857,1101344],[643970,1104908],[653134,870312],[678520,897068],[684688,905142],[684839,684936],[704165,928749],[715080,715177],[716496,1191212],[717429,1194198],[727705,953284],[727862,953941],[730056,733860],[746642,1227165],[746799,1227822],[757425,988219],[784072,1016085],[784782,1016362],[786790,790374],[800222,800319],[811774,1049042],[826089,1320676],[837694,1075472],[840090,844097],[857685,1356570],[897134,1139555],[897291,1140212],[899485,903289],[909812,913396],[926854,1174490],[1016424,1267299],[1018820,1022827],[1029051,1032855],[1153644,1157651] ] cell #1782 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [176242],[208709],[221618],[234362],[257922],[269919],[276790],[289449],[290000],[297045],[310159],[318502],[332614],[333433],[340786],[349108],[351589],[355979],[363693],[371703],[378697],[379516],[385107],[388325],[398221],[403110],[404070],[404352],[405067],[422944],[423763],[425527],[437231],[439753],[448078],[455128],[456088],[456370],[457085],[462988],[466839],[470998],[477992],[478811],[482076],[483654],[484219],[492229],[500042],[504673],[505633],[505915],[506630],[508851],[522102],[531281],[533803],[539985],[541563],[542128],[547641],[549125],[550163],[554246],[558488],[561234],[562339],[565538],[566498],[566780],[567495],[571084],[573606],[581931],[589941],[590938],[594698],[596276],[596841],[597128],[604851],[612664],[623682],[625516],[629723],[633113],[634695],[637217],[642781],[643231],[643964],[650399],[652410],[653894],[654932],[657482],[659015],[661114],[662692],[663257],[663544],[668773],[677952],[680474],[686656],[688799],[694312],[695523],[696834],[697169],[705159],[707905],[709010],[713169],[714166],[719534],[724169],[725380],[726096],[732206],[734620],[735628],[735915],[737749],[745755],[746486],[747665],[755999],[756236],[756686],[757419],[760893],[765865],[767076],[768387],[768722],[784156],[788363],[791753],[793335],[795857],[801871],[811050],[812534],[813572],[816122],[817655],[819754],[821897],[822184],[824643],[828477],[829208],[831178],[831415],[833984],[835060],[837547],[839799],[842368],[844091],[845645],[846026],[846361],[856752],[856766],[865636],[867074],[868984],[872462],[878005],[893598],[894809],[901635],[904049],[905057],[905344],[907178],[914775],[925428],[925665],[926115],[926848],[930322],[935294],[936505],[937816],[938151],[940366],[944794],[944808],[946700],[947120],[951587],[953861],[954170],[955760],[956491],[958698],[960895],[971717],[972928],[974218],[979544],[983189],[984904],[990497],[993774],[1009908],[1010145],[1012714],[1013790],[1016277],[1018529],[1021098],[1022821],[1024375],[1024756],[1025091],[1033615],[1034623],[1044366],[1045804],[1047714],[1051192],[1056048],[1056735],[1066778],[1068387],[1068696],[1069094],[1075556],[1075990],[1077877],[1077891],[1080203],[1091544],[1091781],[1094350],[1095426],[1101259],[1101679],[1106146],[1113257],[1127487],[1132971],[1133391],[1136092],[1137858],[1140132],[1140441],[1142031],[1142762],[1144969],[1147166],[1151101],[1157645],[1159199],[1165815],[1169460],[1171175],[1176768],[1180045],[1194282],[1194716],[1202019],[1204271],[1206587],[1217276],[1217696],[1220397],[1222163],[1227742],[1228051],[1228449],[1239558],[1251136],[1254781],[1260214],[1260523],[1260921],[1262813],[1267383],[1267817],[1269704],[1269718],[1272030],[1278771],[1283608],[1285805],[1293086],[1293506],[1296207],[1297973],[1305084],[1319314],[1323646],[1342261],[1346260],[1346569],[1346967],[1348859],[1356654],[1357088],[1368959],[1379648],[1380068],[1382769],[1384535],[1389512],[1389946],[1392260],[1397249],[1399501],[1401817],[1408713],[1412926],[1422972],[1423281],[1423679],[1425571],[1434788],[1446366],[1461988],[1472168],[1476318],[1476752],[1479066],[1487164],[1509778],[1510087],[1510485],[1512377],[1520022],[1522675],[1538637],[1543343],[1553030],[1553464],[1555778],[1565335],[1576444],[1592301],[1592610],[1593726],[1602498],[1606584],[1609237],[1624746],[1639076],[1639510],[1641824],[1667398],[1682394],[1685047],[1705715],[1715584],[1720826],[1721260],[1722628],[1752416],[1766699],[1769352],[1785553],[1794325],[1839137],[1841731],[1846743],[1847774],[1871254],[1876930],[1908899],[1961129],[1962810],[1991288],[2026504],[2077166],[2104769] ] cell #1783 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [193505],[208633],[243596],[259767],[261617],[274245],[280454],[289373],[300336],[300511],[302555],[317478],[319066],[320568],[337263],[343060],[344910],[353434],[355284],[359643],[362866],[363041],[364257],[368053],[386637],[388573],[390617],[407361],[407536],[409580],[414211],[415713],[426091],[427593],[435240],[439038],[440001],[448642],[459840],[462161],[462336],[463552],[465168],[467348],[472865],[483392],[483567],[484783],[485571],[488579],[495695],[497739],[509099],[511143],[515774],[523384],[525045],[534051],[541301],[541476],[542692],[543480],[546776],[549448],[550411],[559052],[572891],[573854],[574716],[575932],[582495],[586291],[596014],[596189],[597405],[598193],[601201],[606718],[617078],[626798],[628459],[636502],[637465],[638327],[639543],[642099],[646174],[655180],[662430],[662605],[663821],[664609],[671716],[672646],[680722],[689363],[696119],[697082],[697944],[699160],[705723],[715036],[718852],[725834],[726009],[729311],[736192],[740692],[741622],[755129],[759629],[767672],[768635],[769497],[770713],[785438],[787099],[796105],[798183],[800178],[804814],[805744],[813820],[822461],[826960],[828130],[835937],[839117],[844007],[846274],[863998],[866265],[876448],[880948],[881878],[898740],[905621],[908817],[910121],[929058],[938064],[940142],[942481],[944178],[944483],[955413],[960069],[963220],[976259],[980915],[984066],[992136],[1017847],[1022737],[1025004],[1027937],[1055178],[1059678],[1064524],[1065647],[1066144],[1077261],[1077566],[1082281],[1098737],[1099042],[1103757],[1114628],[1141684],[1146340],[1149491],[1152493],[1178407],[1192061],[1203140],[1203637],[1225002],[1225499],[1241636],[1269088],[1269393],[1274108],[1306455],[1332441],[1354433],[1398370],[1398867],[1436866],[1528817], 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] cell #1784 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [261604],[319053],[344897],[355271],[364244],[388433],[414198],[426078],[435227],[439861],[448629],[463539],[467215],[472852],[484770],[485558],[495555],[508959],[515761],[522348],[524912],[533911],[542679],[543467],[550271],[559039],[560818],[573714],[574576],[575919],[582482],[586158],[597392],[598180],[601068],[606705],[608177],[616010],[625762],[628326],[637325],[638187],[639530],[643477],[646041],[652716],[655040],[663808],[664596],[669019],[670905],[671583],[672513],[673469],[680582],[689350],[696942],[697804],[699147],[705710],[707489],[715023],[724475],[728243],[736179],[737995],[739881],[740559],[741489],[742445],[747180],[755116],[756932],[759496],[768495],[769357],[770700],[774650],[774750],[776625],[784402],[786966],[795965],[798170],[800165],[802117],[804003],[804681],[805611],[806567],[811356],[813680],[822448],[824227],[834230],[842614],[843994],[846134],[848508],[848608],[850483],[863985],[866125],[868499],[876435],[878251],[880137],[880815],[881745],[882701],[893904],[897672],[905608],[907424],[908804],[909988],[911874],[914359],[916609],[916709],[918584],[919648],[926361],[928925],[935600],[937924],[940129],[950730],[951833],[952729],[954278],[959370],[959470],[959918],[963087],[972023],[975124],[980764],[983933],[990743],[992123],[994263],[996637],[996737],[998612],[999676],[1012960],[1014096],[1021344],[1022724],[1024864],[1026557],[1027238],[1027338],[1027786],[1038213],[1040127],[1047229],[1055165],[1056981],[1059545],[1061431],[1067684],[1068804],[1073937],[1074037],[1074872],[1075981],[1076446],[1082141],[1085812],[1094596],[1095732],[1097457],[1097922],[1103617],[1106392],[1108837],[1113929],[1114029],[1114477],[1121334],[1123248],[1135241],[1137001],[1138104],[1140549],[1145641],[1145741],[1146189],[1149358],[1150392],[1152353],[1169766],[1177014],[1178394],[1180534],[1182908],[1183008],[1185947],[1193601],[1194066],[1194707],[1195172],[1196327],[1202111],[1202391],[1205177],[1211530],[1212365],[1219546],[1221306],[1222409],[1223973],[1224253],[1228159],[1233292],[1233392],[1235336],[1241496],[1255087],[1260631],[1262104],[1265764],[1265864],[1267808],[1268273],[1273968],[1277639],[1278349],[1295356],[1298219],[1300664],[1305756],[1305856],[1306304],[1313161],[1315075],[1322659],[1322939],[1323738],[1324018],[1325184],[1331446],[1333981],[1334446],[1336707],[1346677],[1348150],[1351810],[1351910],[1353438],[1357079],[1357544],[1358699],[1364763],[1373902],[1381918],[1384781],[1389937],[1390402],[1391557],[1391838],[1397341],[1397621],[1400407],[1406760],[1407595],[1423389],[1424862],[1428522],[1428622],[1430566],[1436726],[1453546],[1454586],[1455955],[1464315],[1464595],[1466840],[1476743],[1477208],[1478363],[1478644],[1487256],[1487536],[1488702],[1494774],[1500225],[1510195],[1511668],[1515328],[1515428],[1520114],[1520394],[1521560],[1527822],[1530357],[1530822],[1533083],[1548286],[1553455],[1553920],[1555075],[1555356],[1561139],[1570278],[1592718],[1594828],[1597237],[1606676],[1606956],[1608122],[1617344],[1618713],[1624037],[1629598],[1639501],[1639966],[1641121],[1641402],[1649816],[1651185],[1659545],[1659825],[1662070],[1673593],[1682486],[1682766],[1683932],[1695455],[1710658],[1721251],[1721716],[1731987],[1735137],[1736506],[1743537],[1751994],[1757352],[1766791],[1767071],[1768237],[1786655],[1789064],[1799949],[1809171],[1810540],[1821425],[1832948],[1840932],[1846835],[1847115],[1856930],[1868472],[1890807],[1892176],[1918258],[1922777],[1943623],[1954508],[1961221],[1962729],[1968263],[1971552],[1977735],[1988147],[2035660],[2070906],[2077530],[2078279],[2086973],[2140981],[2147164],[2186785],[2195017],[2245613],[2341688] ] cell #1785 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [80589],[99206],[119151],[129254],[139087],[153645],[165907],[167375],[176280],[177830],[194314],[196675],[208747],[209780],[222138],[225495],[226209],[234400],[240839],[244873],[257994],[260576],[262937],[263651],[275054],[277415],[282230],[289487],[290520],[297117],[299299],[305931],[317811],[318575],[321845],[325431],[334506],[338540],[351661],[354243],[356604],[357318],[361713],[363766],[371775],[373957],[380589],[385179],[387361],[388398],[393993],[404142],[406324],[412956],[424836],[425600],[428870],[432456],[437437],[439826],[446098],[448151],[456160],[458342],[461008],[463061],[471070],[473252],[479884],[482239],[484292],[492301],[494483],[501115],[505705],[507887],[508924],[514519],[522313],[531487],[533876],[540148],[542201],[547847],[550236],[556508],[558561],[566570],[568752],[571290],[573679],[579951],[582004],[590013],[592195],[594861],[596914],[604923],[607105],[613737],[622277],[625727],[629886],[633185],[634901],[637290],[643442],[652616],[655005],[661277],[663330],[668984],[678158],[680547],[686819],[688872],[694518],[696907],[703179],[705232],[713241],[715423],[724375],[725543],[732412],[735701],[737960],[756897],[761056],[766071],[768460],[780917],[784367],[788526],[791825],[793541],[795930],[802082],[811256],[813645],[819917],[821970],[834195],[835266],[837620],[842579],[846099],[854775],[865799],[872668],[878216],[893804],[894972],[901841],[905130],[907389],[926326],[930485],[935500],[937889],[946773],[951798],[954243],[971923],[973091],[983395],[990708],[1012925],[1013996],[1016350],[1021309],[1024829],[1044529],[1051398],[1056946],[1068769],[1075564],[1094561],[1095632],[1101332],[1106357],[1127650],[1133044],[1138069],[1140514],[1169666],[1176979],[1194290],[1217349],[1222374],[1228124],[1254987],[1260596],[1267391],[1293159],[1298184],[1346642],[1356662],[1379721],[1384746],[1389520],[1423354],[1462061],[1476326],[1510160],[1553038],[1592683],[1639084],[1720834],[1839145] ] cell #1786 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [534522],[550882],[561816],[628218],[645933],[655651],[658247],[681193],[692127],[708487],[726765],[726955],[730820],[745776],[745892],[749757],[756111],[759388],[786858],[796576],[799172],[814291],[816887],[825225],[828498],[828614],[829530],[829720],[831290],[836931],[856922],[867211],[871076],[896194],[896384],[900249],[906603],[909880],[925540],[928817],[941131],[944964],[946084],[947257],[955781],[955897],[958573],[977659],[977849],[979419],[985060],[992678],[1008260],[1008450],[1010020],[1011099],[1015661],[1025950],[1029815],[1045941],[1049806],[1056160],[1069250],[1078047],[1080340],[1089896],[1090086],[1091656],[1092735],[1100643],[1101816],[1113132],[1132355],[1133528],[1134634],[1136204],[1142052],[1142168],[1144844],[1150485],[1163930],[1164120],[1165690],[1166769],[1171331],[1178949],[1206743],[1216660],[1217833],[1218939],[1220509],[1228605],[1239695],[1249251],[1249441],[1251011],[1252090],[1261077],[1262197],[1269874],[1272167],[1283483],[1292470],[1293643],[1294749],[1296319],[1304959],[1318218],[1330459],[1330649],[1342136],[1347123],[1348243],[1364128],[1369115],[1379032],[1380205],[1381311],[1382881],[1401973],[1413063],[1415739],[1418584],[1423835],[1424955],[1434925],[1446241],[1452391],[1453423],[1461372],[1469615],[1472305],[1491477],[1494167],[1505654],[1510641],[1511761],[1538512],[1541982],[1543499],[1565491],[1576581],[1579257],[1582624],[1583938],[1584299],[1594705],[1599137],[1602654],[1616181],[1620613],[1624130],[1632373],[1664845],[1667535],[1670522],[1700884],[1705871],[1712109],[1712926],[1713272],[1723207],[1723568],[1727794],[1744053],[1744414],[1748640],[1759252],[1786532],[1790964],[1794481],[1797376],[1824200],[1839317],[1848605],[1848951],[1868596],[1868942],[1883464],[1909478],[1909839],[1914065],[1945523],[1969937],[1988874],[2027335],[2027681],[2062194],[2139366], [160407,995233],[188365,1071427],[228900,915205],[236294,1192730],[244253,1208920],[253733,1486752],[254627,1230782],[269105,1007228],[294267,1321591],[301386,1333110],[309345,1088864],[313266,1355102],[313808,1616325],[320331,1627648],[321225,1371292],[329961,1131235],[337920,1404150],[347400,697553],[348294,919186],[368925,1463247],[370679,1465969],[373628,1729496],[376044,1215540],[382329,1485109],[389448,1496628],[389990,1754964],[396513,769106],[397407,999214],[401292,1007344],[408411,1529486],[416370,1280691],[420291,1035652],[420833,804573],[427356,1819475],[428250,1567668],[442526,1590227],[447335,1595889],[449089,1338273],[450342,1854416],[451406,846745],[451668,1085350],[453310,1088980],[468220,1626005],[469974,1628727],[475339,1118773],[475881,880707],[489451,1658477],[491205,1661199],[494154,1915767],[496570,1410770],[502855,915321],[509974,1691858],[510516,1941235],[517039,938535],[517933,1185485],[527709,1718737],[528675,1197893],[530565,1970350],[530741,1202686],[534822,1209036],[537118,962979],[552936,1750342],[557745,1756004],[559499,1501791],[563720,995349],[576379,1782054],[581188,1787716],[582942,1534649],[584195,2033146],[585259,1025475],[585521,1277177],[587163,1280807],[588917,1799078],[591866,2043905],[602073,1817832],[603827,1820554],[609192,1310600],[609734,1059437],[618267,1839730],[618443,1324313],[622652,1071543],[624335,1331467],[624941,1076264],[627697,1335370],[639990,1865175],[648838,1874407],[649804,1360265],[655951,1371408],[674380,1905008],[675346,1393123],[677236,2139779],[677412,1397916],[681493,1404266],[683789,1149250],[688056,1921429],[689810,1675159],[691063,2154465],[699607,1936613],[704416,1942275],[706170,1697021],[710391,1181620],[712145,1953637],[719882,1454607],[720488,1194990],[743356,1985036],[744322,1479929],[749437,1989287],[749613,1487831],[753822,1230898],[758867,1498888],[771160,2014732],[776907,2018460],[777083,1520689],[781292,1263370],[782258,2026140],[782975,1527843],[783581,1268091],[786337,1531746],[792619,2253234],[796876,1545792],[807478,2053137],[808444,1556641],[814591,1567784],[821154,2069558],[822908,1834514],[850765,2094594],[850941,1607251],[855150,1349416],[856116,2102274],[860138,1617365],[860744,1357362],[864540,1622347],[883612,2126995],[884578,1642687],[887925,2136537],[889311,1649837],[889917,1390220],[891892,2344327],[895347,2137713],[909359,1672256],[918866,2158716],[919042,1683061],[923251,1426128],[924217,1949040],[928296,1694118],[938835,1708164],[966044,2208090],[967430,1735158],[968036,1477026],[970011,2197656],[973466,2209266],[998894,2227692],[999070,1767366],[1003279,1512934],[1004245,1762769],[1005774,2236191],[1005871,2240824],[1037482,2057968],[1038868,1809192],[1039474,1553738],[1041449,2454737],[1043270,1814174],[1044904,1826890],[1058916,1831611],[1075154,2293846],[1075330,1847410],[1087410,2302607],[1087507,2307240],[1120603,1879238],[1121989,1890828],[1122595,1639784],[1124570,2320884],[1126391,1895810],[1128025,1635063],[1128824,2333650],[1129755,2337939],[1139049,1907805],[1161444,1941091],[1161541,2167591],[1197496,2385105],[1200843,1967108],[1201150,1968284],[1201756,1721534],[1213129,2394515],[1214060,2398804],[1223354,1987833],[1234509,2406468],[1246765,1754820],[1246862,1998162],[1256397,2422763],[1259560,2024353],[1288939,2057607],[1289870,2270536],[1321447,2077551],[1325945,2469393],[1327959,1845623],[1329176,2082184],[1342443,2477811],[1345606,2100487],[1359868,2486668],[1375501,1878877],[1376432,2111896],[1388486,2136176],[1419155,2167937],[1452030,2186979],[1456706,2544853],[1457855,1966747],[1459892,2191268],[1475292,2207729],[1489463,2559723],[1505961,1998508],[1518987,2241170],[1582970,2288910],[1588525,2082530],[1605549,2307586],[1619464,2624042] ] cell #1787 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1788 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [279587],[323614],[340795],[341047],[358776],[388921],[404361],[404613],[413694],[430639],[431377],[440349],[456379],[456631],[467173],[483663],[485054],[486086],[505924],[506176],[509447],[515257],[524870],[534399],[541572],[542963],[543995],[550759],[554812],[566789],[567041],[573040],[574202],[575415],[596285],[597676],[598708],[601026],[615826],[618661],[628284],[636651],[637813],[639026],[645999],[650408],[650660],[655528],[662701],[664092],[665124],[669068],[671541],[681070],[690666],[696268],[697178],[697430],[698643],[701483],[717797],[726105],[728059],[730894],[738044],[740517],[746495],[746996],[748666],[749831],[754612],[759454],[762732],[764115],[767821],[768731],[768983],[770196],[774466],[777301],[786924],[796453],[797666],[802166],[804639],[804963],[814168],[823764],[829217],[836086],[838062],[842663],[846370],[846622],[848324],[851159],[856755],[857585],[858053],[858848],[868315],[869985],[871150],[874094],[875931],[878300],[880773],[881097],[887226],[897488],[900323],[907473],[909946],[916425],[917761],[919260],[928883],[932161],[933544],[938160],[938412],[939625],[944797],[945627],[950546],[951882],[956500],[959186],[961896],[963045],[963369],[965345],[974217],[974343],[976332],[985462],[985723],[986191],[986986],[990792],[996453],[997789],[999288],[1016792],[1021393],[1025100],[1025352],[1027054],[1029889],[1036783],[1047045],[1048715],[1049880],[1052824],[1054661],[1057030],[1059503],[1059827],[1062781],[1066777],[1066903],[1069652],[1069913],[1072607],[1073753],[1076404],[1077880],[1078710],[1081404],[1083278],[1084965],[1085424],[1097119],[1106441],[1108056],[1110045],[1113745],[1119904],[1136817],[1138153],[1142771],[1145457],[1148167],[1149316],[1149640],[1151616],[1160176],[1171733],[1171994],[1172462],[1173257],[1177063],[1182724],[1184060],[1185559],[1188503],[1193263],[1195130],[1195546],[1200144],[1202519],[1202834],[1204270],[1204396],[1207406],[1209731],[1221122],[1222458],[1229268],[1233108],[1234998],[1240759],[1244320],[1261479],[1261740],[1264434],[1265580],[1268231],[1269707],[1270537],[1273231],[1275105],[1276792],[1277251],[1286806],[1287955],[1298268],[1299883],[1301872],[1305572],[1311002],[1311731],[1324146],[1324461],[1324846],[1331472],[1331812],[1333643],[1335926],[1347525],[1347786],[1350480],[1351626],[1357502],[1357918],[1362516],[1369778],[1384830],[1390360],[1390776],[1393525],[1395374],[1397749],[1398064],[1399500],[1399626],[1402636],[1404961],[1409127],[1416001],[1417688],[1424498],[1428338],[1430228],[1435989],[1439550],[1454612],[1454952],[1462225],[1466502],[1477166],[1477582],[1480331],[1482180],[1487664],[1487979],[1488364],[1499444],[1511304],[1515144],[1520522],[1520837],[1521222],[1523089],[1527848],[1528188],[1530019],[1532302],[1539275],[1544162],[1546487],[1553878],[1554294],[1557043],[1558892],[1566154],[1581206],[1585443],[1603317],[1607084],[1607399],[1607784],[1609651],[1617370],[1617710],[1629260],[1639924],[1640340],[1643089],[1644938],[1649842],[1650182],[1652392],[1657455],[1661732],[1668698],[1672812],[1682894],[1683209],[1683594],[1685461],[1694674],[1706534],[1721674],[1731206],[1735163],[1735503],[1737713],[1745558],[1767199],[1767514],[1767899],[1769766],[1777270],[1779677],[1795144],[1799611],[1809197],[1809537],[1811747],[1821087],[1832167],[1847243],[1847558],[1848539],[1856592],[1860391],[1862798],[1877344],[1890833],[1891173],[1893383],[1917477],[1931829],[1934236],[1954170],[1963575],[1968289],[1968629],[1969844],[1996800],[2009948],[2012355],[2027269],[2035322],[2077556],[2079624],[2084013],[2084918],[2105534],[2110588],[2139273],[2187118],[2188407],[2212722],[2243558],[2288785],[2311635] ] cell #1789 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [39758],[50902],[55353],[59317],[68956],[73520],[76008],[80498],[80700],[83722],[89521],[93056],[98945],[99317],[102232],[105643],[106562],[108131],[111684],[115700],[118890],[119262],[121969],[123342],[127768],[129227],[130522],[130616],[130956],[138826],[139198],[139856],[144886],[146377],[150897],[153618],[154913],[155007],[155347],[158440],[160266],[162456],[165646],[166018],[167530],[167580],[168813],[172829],[176391],[177803],[179098],[179192],[179532],[180471],[186621],[192102],[193593],[196830],[196880],[198113],[201021],[201886],[202512],[204600],[207032],[208387],[208858],[209753],[211048],[211142],[211482],[213379],[214870],[219390],[223406],[223840],[225650],[225700],[226182],[226933],[230949],[234511],[240812],[242509],[245078],[246928],[247990],[249481],[252504],[252883],[253340],[257061],[258364],[259229],[259855],[261227],[261943],[263092],[263142],[263624],[264375],[267361],[272842],[274333],[277620],[278853],[281761],[282385],[282435],[283252],[287772],[289127],[289598],[291788],[292222],[295610],[298830],[299454],[299504],[304195],[305613],[305904],[306179],[307601],[312328],[312829],[313714],[318990],[319102],[319481],[319938],[322050],[324962],[325586],[325636],[326453],[336176],[338745],[340595],[341657],[343148],[346550],[352031],[352896],[353522],[354894],[355610],[356809],[357291],[358042],[359397],[362116],[362617],[364181],[364293],[366171],[366881],[368598],[370268],[372146],[373235],[374112],[374162],[374426],[381291],[381379],[387566],[388510],[389896],[392257],[395663],[405855],[406529],[411220],[412638],[412929],[413204],[414626],[419045],[426015],[426127],[426506],[426963],[429075],[431987],[432611],[432661],[433478],[434850],[437942],[438030],[439583],[439938],[443282],[444932],[445178],[446501],[447002],[448678],[450248],[457873],[458547],[459307],[463588],[466176],[467270],[471441],[473457],[484707],[484819],[486697],[487407],[489124],[490794],[492672],[493761],[494638],[494688],[494952],[500797],[501363],[508092],[509036],[510422],[512783],[515698],[516189],[522851],[524376],[524622],[524967],[529958],[530406],[531992],[532080],[533988],[542616],[542728],[544606],[545316],[549993],[550348],[553692],[559088],[568957],[573436],[573791],[575856],[577135],[578785],[579031],[580354],[580855],[582531],[584101],[586836],[591473],[592400],[597441],[600029],[601123],[605294],[607310],[617660],[618108],[624153],[626265],[628381],[637047],[637402],[639467],[640746],[645505],[645751],[646096],[655117],[663857],[666445],[671047],[671293],[671638],[673191],[676629],[677077],[678663],[678751],[680659],[685653],[689399],[690969],[696664],[697019],[699084],[700363],[705759],[715628],[719700],[736228],[740023],[740269],[740614],[742167],[748830],[749278],[759551],[768217],[768572],[770637],[771916],[776300],[776748],[778821],[782793],[784905],[787021],[792460],[796042],[804145],[804391],[804736],[806289],[813757],[822497],[836482],[846211],[850158],[850606],[852679],[859956],[880279],[880525],[880870],[882423],[889129],[891733],[905657],[910043],[918259],[918707],[920780],[928980],[938001],[952871],[953117],[954355],[963142],[967248],[969852],[984611],[998287],[998735],[1000808],[1024941],[1038686],[1041290],[1059600],[1068881],[1074547],[1074995],[1076501],[1107430],[1121807],[1124411],[1140626],[1149413],[1191836],[1195227],[1200968],[1201989],[1228236],[1234350],[1268328],[1321265],[1323616],[1357599],[1397219],[1451721],[1487134] ] cell #1790 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1791 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [142113],[169592],[198892],[213447],[227712],[248058],[265154],[267212],[279632],[281829],[304263],[307452],[323659],[325030],[341725],[346401],[347328],[358821],[366949],[371997],[389011],[392325],[395514],[396441],[411288],[414477],[420898],[430684],[432055],[440439],[443133],[451334],[466244],[467182],[471292],[475946],[487475],[492523],[509537],[512851],[516040],[516967],[522587],[524879],[534489],[537183],[545384],[550849],[553543],[554807],[561744],[574292],[576986],[585187],[600097],[601035],[605145],[609799],[615835],[618656],[626001],[628293],[637903],[640597],[643716],[646008],[655618],[658312],[666513],[669258],[671550],[681160],[683854],[692055],[697520],[700214],[701478],[708415],[717792],[728068],[730889],[738234],[740526],[747005],[749826],[757171],[759463],[769073],[771767],[774475],[777296],[784641],[786933],[796543],[799237],[802356],[804648],[814258],[816952],[825153],[834469],[838057],[842853],[846712],[848333],[851154],[858048],[868324],[871145],[878490],[880782],[887221],[897497],[900318],[907663],[909955],[916434],[919255],[926600],[928892],[938502],[941196],[950555],[952072],[959195],[963054],[965340],[986186],[990982],[996462],[999283],[1013199],[1016787],[1021583],[1025442],[1027063],[1029884],[1036778],[1047054],[1049875],[1057220],[1059512],[1072602],[1073762],[1076413],[1081399],[1085419],[1094835],[1106631],[1113754],[1119899],[1136826],[1138343],[1145466],[1149325],[1151611],[1172457],[1177253],[1182733],[1185554],[1195139],[1200139],[1202829],[1221131],[1222648],[1233117],[1240754],[1264429],[1265589],[1268240],[1273226],[1277246],[1298458],[1305581],[1311726],[1324456],[1331418],[1350475],[1351635],[1357511],[1362511],[1385020],[1390369],[1395369],[1398059],[1428347],[1435984],[1454558],[1477175],[1482175],[1487974],[1515153],[1520832],[1527794],[1553887],[1558887],[1607394],[1617316],[1639933],[1644933],[1649788],[1683204],[1721683],[1735109],[1767509],[1809143],[1847553],[1890779],[1968235],[2077502] ] cell #1792 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [323211],[388414],[388821],[418356],[430236],[439842],[440249],[467234],[495943],[508940],[509347],[519919],[522329],[524931],[533892],[534299],[550252],[550659],[573695],[574102],[574964],[586177],[601087],[608565],[616029],[625743],[628345],[637306],[637713],[638575],[643458],[646060],[655021],[655428],[669000],[671602],[672532],[673857],[680563],[680970],[685214],[696923],[697330],[698192],[709405],[728262],[737976],[740578],[741508],[742833],[747199],[756913],[759515],[762632],[768476],[768883],[769745],[774669],[776644],[778382],[779376],[784383],[786985],[795946],[796353],[802098],[804700],[805630],[806955],[813661],[814068],[834211],[842595],[846115],[846522],[848527],[850502],[852240],[853234],[866513],[868518],[874155],[878232],[880834],[881764],[883089],[887541],[889506],[897691],[907405],[910007],[912262],[916628],[918603],[920341],[921335],[926342],[928944],[932061],[937905],[938312],[950749],[951814],[954259],[958732],[959389],[963106],[965660],[967625],[979578],[983952],[986576],[990724],[994651],[996656],[998631],[1000369],[1001363],[1012941],[1021325],[1024845],[1025252],[1027257],[1031964],[1037098],[1039063],[1040146],[1047248],[1052885],[1056962],[1059564],[1061819],[1062681],[1068785],[1072992],[1073956],[1074891],[1075698],[1076465],[1079984],[1081719],[1094577],[1097941],[1101460],[1106373],[1106991],[1113291],[1113948],[1117665],[1120219],[1122184],[1123267],[1137020],[1138085],[1140530],[1145003],[1145660],[1149377],[1151931],[1160076],[1163287],[1165279],[1172847],[1176995],[1180922],[1182927],[1187634],[1188564],[1194085],[1194424],[1195191],[1200459],[1201345],[1202126],[1202310],[1206386],[1212384],[1221325],[1222390],[1224172],[1224787],[1228140],[1228248],[1233311],[1235820],[1239339],[1241074],[1248608],[1250600],[1260612],[1264819],[1265783],[1267525],[1268292],[1271811],[1273546],[1283642],[1288016],[1298200],[1305118],[1305775],[1309492],[1312046],[1312116],[1315094],[1322858],[1323473],[1323753],[1323937],[1325668],[1331615],[1334465],[1340839],[1341725],[1346658],[1350865],[1351829],[1353594],[1353607],[1356796],[1357563],[1362831],[1364682],[1368758],[1384762],[1389654],[1390421],[1395689],[1395759],[1397356],[1397540],[1401616],[1407614],[1409188],[1412707],[1423370],[1428541],[1431050],[1434569],[1436304],[1443838],[1445830],[1453702],[1453715],[1454755],[1455874],[1464514],[1465129],[1467324],[1476460],[1477227],[1482495],[1482565],[1484191],[1487271],[1487455],[1489186],[1495133],[1504357],[1510176],[1515347],[1520129],[1520313],[1522044],[1523150],[1527991],[1530841],[1537215],[1538101],[1539066],[1543142],[1553172],[1553939],[1559207],[1559277],[1561058],[1565134],[1584557],[1586613],[1592699],[1594984],[1594997],[1597156],[1606691],[1606875],[1608606],[1609712],[1617513],[1618632],[1630082],[1639218],[1639985],[1645253],[1645323],[1649985],[1651104],[1652183],[1659744],[1660359],[1662554],[1668501],[1677725],[1682501],[1682685],[1684416],[1685522],[1690363],[1699587],[1720968],[1721735],[1723826],[1725882],[1735306],[1736425],[1737504],[1746728],[1757271],[1766806],[1766990],[1768721],[1769827],[1778440],[1779480],[1786811],[1786824],[1788983],[1800433],[1809340],[1810459],[1811538],[1821909],[1837080],[1839279],[1846850],[1847034],[1857414],[1861561],[1862601],[1877405],[1881552],[1890976],[1892095],[1893174],[1910097],[1912153],[1922696],[1932999],[1934039],[1943542],[1954992],[1961236],[1961998],[1968432],[1977654],[1996591],[2011118],[2012158],[2036144],[2040291],[2060282],[2070825],[2077103],[2078206],[2086242],[2092676],[2103957],[2110391],[2147083],[2180547],[2187234],[2194944],[2211304],[2244882],[2251316],[2295552],[2310462],[2341615],[2429405] ] cell #1793 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [77045],[95171],[102409],[109168],[123687],[130793],[134781],[141971],[142290],[146722],[155184],[160431],[169255],[169769],[174252],[179369],[180816],[183357],[188389],[193938],[198555],[199069],[202857],[204889],[211319],[214572],[215215],[215396],[215878],[227375],[227889],[228924],[236318],[238235],[244277],[249183],[249826],[250007],[250489],[254651],[257238],[260200],[264817],[265331],[267567],[268726],[269129],[274678],[279809],[282954],[283597],[283778],[284260],[285629],[294377],[301410],[303327],[307807],[308966],[309369],[313290],[314409],[315207],[318098],[321249],[323135],[323836],[326155],[326798],[326979],[327461],[329985],[331902],[337944],[343493],[344156],[346756],[347915],[348318],[348532],[353867],[358998],[367521],[369035],[372352],[374771],[376068],[377985],[382041],[382439],[383018],[387880],[389472],[390591],[391389],[393236],[394280],[395869],[397028],[397431],[397645],[401402],[408435],[410352],[414832],[416394],[420315],[421253],[422232],[422491],[428274],[430160],[430861],[433823],[434486],[438692],[442550],[443488],[444015],[449113],[450943],[451692],[451906],[453420],[459510],[460138],[461146],[467752],[467932],[468330],[468909],[471647],[475363],[476301],[477280],[477539],[489561],[492878],[495297],[496594],[498511],[502965],[509998],[511117],[511915],[513762],[514806],[516395],[517957],[518171],[519843],[523054],[523682],[525449],[525629],[527819],[528699],[530765],[532742],[534932],[536299],[537538],[537806],[538065],[546324],[546413],[553898],[555010],[556646],[559523],[563830],[576403],[577341],[582966],[584796],[585545],[585759],[587273],[593009],[601605],[601785],[602183],[602762],[605500],[609216],[610154],[611133],[611392],[612980],[616626],[616715],[618467],[618859],[622762],[624707],[624986],[626468],[627096],[629043],[630886],[640014],[640952],[641855],[646758],[649828],[651182],[656061],[658667],[672120],[672300],[674490],[675370],[677436],[679413],[681603],[682970],[684209],[684477],[684736],[691664],[692413],[700569],[701681],[703317],[706194],[709923],[710501],[718608],[720254],[720533],[720911],[726659],[727121],[728859],[728948],[731092],[741096],[741276],[743466],[744346],[749637],[750029],[753932],[760213],[772122],[777107],[777499],[779894],[781402],[783347],[783626],[785108],[785736],[787683],[789526],[792819],[798353],[799592],[805398],[808468],[809822],[814701],[817307],[829424],[829886],[836650],[838873],[841176],[850965],[851357],[853752],[855260],[860510],[860789],[861167],[871348],[881532],[884602],[889683],[889962],[890340],[892092],[896088],[896550],[898288],[898377],[900521],[906369],[910705],[912548],[919066],[919458],[921853],[923361],[929642],[941551],[945803],[963804],[967802],[968081],[968459],[970211],[977553],[978015],[989305],[999094],[999486],[1001881],[1003389],[1008154],[1008616],[1010865],[1015380],[1017603],[1019906],[1026116],[1030087],[1039240],[1039519],[1039897],[1041649],[1050078],[1060262],[1075354],[1085622],[1089790],[1090252],[1092501],[1100362],[1122361],[1122640],[1123018],[1124770],[1132074],[1134800],[1150075],[1154730],[1163824],[1164286],[1166535],[1175576],[1185757],[1201522],[1201801],[1203032],[1212135],[1216379],[1219105],[1234709],[1249145],[1249607],[1251856],[1277449],[1292189],[1294915],[1314845],[1324659],[1330353],[1330815],[1332311],[1363894],[1378751],[1381477],[1398262],[1407365],[1452285],[1455451],[1461091],[1462154],[1488177],[1494333],[1528687],[1583234],[1585372],[1618209],[1657384],[1712230],[1745487] ] cell #1794 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232372],[270244],[310484],[330159],[349433],[376242],[398546],[401233],[417509],[420489],[449287],[453251],[473771],[475537],[496768],[502796],[504019],[519072],[528873],[534763],[555638],[559697],[563661],[564884],[583140],[587104],[595177],[607624],[609390],[619487],[622593],[632287],[650002],[651093],[655892],[661593],[675544],[681434],[702309],[706368],[710332],[711555],[718321],[720822],[731720],[734826],[744520],[750657],[753763],[755310],[763457],[778127],[781233],[790927],[808642],[809733],[814532],[820233],[827488],[830489],[838586],[841087],[851985],[855091],[858577],[861078],[871976],[875082],[884776],[887750],[890251],[901149],[904255],[913949],[920086],[923192],[924739],[932886],[943823],[954771],[957772],[965869],[968370],[975617],[978618],[986715],[989216],[1000114],[1003220],[1006218],[1009219],[1017316],[1019817],[1030715],[1033821],[1037307],[1039808],[1050706],[1053812],[1063506],[1073131],[1076906],[1081928],[1086250],[1087854],[1090855],[1098382],[1109330],[1112331],[1120428],[1122929],[1130094],[1141042],[1144043],[1152140],[1154641],[1161888],[1164889],[1172986],[1175487],[1186385],[1189491],[1199060],[1200668],[1207910],[1212046],[1214399],[1236261],[1241283],[1247209],[1250210],[1264958],[1268733],[1273755],[1278077],[1279681],[1282682],[1290209],[1301157],[1304158],[1312255],[1314756],[1328335],[1329523],[1332222],[1337132],[1341335],[1351004],[1363040],[1370282],[1376771],[1394290],[1395898],[1403140],[1407276],[1409629],[1431491],[1436513],[1442439],[1445440],[1455362],[1460231],[1462908],[1481096],[1482704],[1493041],[1500650],[1524711],[1525899],[1528598],[1533508],[1537711],[1559416],[1566658],[1573147],[1586126],[1592860],[1611273],[1612461],[1618120],[1622989],[1645462],[1650592],[1655461],[1658138],[1688271],[1695880],[1714718],[1735913],[1740782],[1746241],[1772576],[1777953],[1784687],[1809947],[1814816],[1861074],[1870388],[1891583],[1896452],[1900989],[1932512],[1969039],[1981017],[2010631],[2049118],[2084696],[2122976],[2192947],[2289026] ] cell #1795 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1796 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1797 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [163380],[204903],[205265],[224330],[231873],[238249],[238611],[257440],[276727],[277086],[285643],[286005],[292712],[294391],[296563],[303341],[303703],[315221],[315583],[331916],[332278],[332551],[332910],[340733],[351107],[356275],[361300],[369049],[371221],[377999],[378361],[378634],[378993],[382453],[384625],[391403],[391765],[401416],[401479],[403588],[404299],[405363],[410366],[410728],[422246],[422608],[422881],[423240],[431063],[445685],[453434],[453497],[455606],[456317],[457381],[460595],[468344],[470516],[472923],[477294],[477656],[477929],[478288],[481826],[481891],[485772],[489575],[491747],[498525],[498887],[502979],[503042],[505151],[505862],[506926],[511929],[512291],[527833],[534946],[537820],[538182],[539735],[539800],[543681],[554183],[554542],[556095],[560752],[563844],[563907],[566016],[566727],[567791],[571199],[579538],[587287],[589459],[591234],[594448],[594513],[595423],[598394],[602197],[604369],[606776],[611147],[611509],[621864],[622776],[622839],[625000],[629060],[629473],[632631],[634810],[642718],[646775],[650346],[651694],[656075],[659311],[660864],[660929],[661839],[664810],[674504],[681617],[684491],[684853],[686406],[690352],[694427],[695338],[702766],[707423],[710515],[712687],[714462],[715094],[719471],[720547],[721423],[725130],[725195],[726809],[727496],[730864],[732321],[735072],[743480],[745820],[746433],[749801],[753946],[760230],[760643],[763801],[765980],[766891],[780504],[781416],[783640],[787700],[788113],[791271],[793450],[800236],[803062],[810334],[814715],[817951],[819504],[820479],[823450],[824161],[828542],[829155],[829574],[830261],[835175],[836783],[836975],[839736],[840964],[845460],[854362],[855274],[856846],[856966],[860803],[860955],[865386],[867752],[871120],[872577],[879196],[889976],[890852],[894559],[896238],[896925],[900293],[901750],[904501],[910722],[914293],[923375],[929659],[930072],[933230],[934578],[935409],[936320],[944888],[945008],[945936],[946128],[947798],[953586],[955825],[956438],[962458],[968095],[968971],[972678],[974432],[977703],[978390],[983304],[985104],[989093],[1003403],[1008304],[1008991],[1012034],[1013905],[1015513],[1015705],[1018466],[1019694],[1024190],[1026491],[1029859],[1039533],[1044116],[1046482],[1049850],[1051307],[1057926],[1066992],[1068112],[1069294],[1077971],[1078091],[1080881],[1089940],[1090627],[1093670],[1095541],[1100495],[1100687],[1102357],[1108145],[1117017],[1122654],[1127237],[1132207],[1132399],[1134069],[1135175],[1139857],[1142096],[1142709],[1148729],[1150529],[1154518],[1163974],[1164661],[1167704],[1169575],[1171375],[1175364],[1195635],[1201815],[1204485],[1206787],[1216512],[1216704],[1218374],[1219480],[1227467],[1228649],[1240236],[1249295],[1249982],[1253025],[1254896],[1259939],[1261121],[1262241],[1269798],[1269918],[1272708],[1278496],[1287368],[1292322],[1292514],[1294184],[1295290],[1299972],[1308844],[1330503],[1331190],[1336015],[1345985],[1347167],[1348287],[1358007],[1369159],[1378884],[1379076],[1380746],[1381852],[1390865],[1391985],[1399715],[1402017],[1413604],[1422697],[1423879],[1424999],[1435466],[1450126],[1452435],[1461224],[1461416],[1472846],[1477671],[1478791],[1494708],[1499533],[1509503],[1510685],[1511805],[1532391],[1543543],[1554383],[1555503],[1565535],[1577122],[1583367],[1584343],[1592026],[1602698],[1624174],[1640429],[1641549],[1668076],[1672901],[1694763],[1705915],[1712127],[1713669],[1723612],[1731295],[1744458],[1752141],[1794525],[1832256],[1839335],[1849348],[1869339],[1909883],[1917566],[1969955],[1988892],[2028078],[2139384] ] cell #1798 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232325],[270197],[310437],[330062],[349386],[376145],[398499],[401357],[417462],[420392],[449190],[453375],[473724],[475440],[496671],[502920],[503922],[519025],[528776],[534887],[555591],[559600],[563785],[564787],[583043],[587228],[595301],[607577],[609293],[619440],[622717],[632190],[649905],[651090],[656016],[661717],[675447],[681558],[702262],[706271],[710456],[711458],[718380],[720819],[731673],[734950],[744423],[750610],[753887],[755313],[763360],[778080],[781357],[790830],[808545],[809730],[814656],[820357],[827485],[830492],[838645],[841084],[851938],[855215],[858636],[861075],[871929],[875206],[884679],[887809],[890248],[901102],[904379],[913852],[920039],[923316],[924742],[932789],[943826],[954768],[957775],[965928],[968367],[975614],[978621],[986774],[989213],[1000067],[1003344],[1006215],[1009222],[1017375],[1019814],[1030668],[1033945],[1037366],[1039805],[1050659],[1053936],[1063409],[1073190],[1076909],[1081987],[1086203],[1087851],[1090858],[1098385],[1109327],[1112334],[1120487],[1122926],[1130097],[1141039],[1144046],[1152199],[1154638],[1161885],[1164892],[1173045],[1175484],[1186338],[1189615],[1199057],[1200727],[1207907],[1212043],[1214402],[1236264],[1241342],[1247206],[1250213],[1265017],[1268736],[1273814],[1278030],[1279678],[1282685],[1290212],[1301154],[1304161],[1312314],[1314753],[1328338],[1329520],[1332219],[1337135],[1341338],[1351063],[1363099],[1370279],[1376774],[1394287],[1395957],[1403137],[1407273],[1409632],[1431494],[1436572],[1442436],[1445443],[1455359],[1460234],[1462911],[1481093],[1482763],[1493038],[1500653],[1524714],[1525896],[1528595],[1533511],[1537714],[1559475],[1566655],[1573150],[1586129],[1592902],[1611276],[1612458],[1618117],[1622992],[1645521],[1650589],[1655464],[1658141],[1688268],[1695883],[1714760],[1735910],[1740785],[1746244],[1772573],[1777956],[1784729],[1809944],[1814819],[1861077],[1870430],[1891580],[1896455],[1901031],[1932515],[1969036],[1981059],[2010634],[2049160],[2084699],[2123018],[2192989],[2289068] ] cell #1799 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1800 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355964],[405052],[457070],[482061],[506615],[539970],[567480],[570864],[590923],[594683],[629708],[634475],[659000],[661099],[686641],[694092],[695508],[714151],[725365],[731986],[756221],[760878],[765645],[767061],[788348],[793115],[802727],[817640],[819739],[831400],[834840],[845630],[865621],[866993],[872242],[878861],[894794],[901415],[925650],[930307],[935074],[936490],[944370],[947039],[958683],[962123],[972913],[979529],[982969],[984838],[993759],[1010130],[1013570],[1024360],[1044351],[1045723],[1050972],[1057591],[1066129],[1069028],[1077453],[1080122],[1091766],[1095206],[1098929],[1101598],[1113242],[1116682],[1127472],[1130641],[1133310],[1144954],[1148394],[1159184],[1165800],[1169240],[1171109],[1180030],[1192508],[1203622],[1206521],[1214946],[1217615],[1225484],[1228383],[1236808],[1239477],[1251121],[1254561],[1257956],[1260855],[1269280],[1271949],[1283593],[1287033],[1290756],[1293425],[1305069],[1308509],[1319299],[1328882],[1332888],[1337679],[1342246],[1344002],[1346901],[1354880],[1365994],[1368893],[1377318],[1379987],[1387738],[1398852],[1401751],[1410176],[1412845],[1420714],[1423613],[1432038],[1434707],[1446351],[1449791],[1459371],[1460778],[1468011],[1472087],[1474544],[1496406],[1501197],[1507520],[1510419],[1525258],[1529264],[1534055],[1538622],[1540378],[1543277],[1551256],[1562370],[1565269],[1573694],[1576363],[1590005],[1591163],[1593645],[1598389],[1602432],[1611820],[1623536],[1630769],[1637302],[1654601],[1656008],[1663241],[1667317],[1669774],[1691636],[1696427],[1702750],[1705649],[1715503],[1720158],[1722562],[1739922],[1741329],[1751278],[1758504],[1781832],[1782990],[1785472],[1790216],[1794259],[1815363],[1822596],[1829129],[1841665],[1847803],[1864953],[1866111],[1871173],[1875828],[1896999],[1901774],[1906429],[1908833],[1937549],[1944775],[1962839],[1981802],[1986457],[1991222],[2015668],[2020395],[2026533],[2049903],[2054558],[2096529],[2104798],[2123761],[2128416],[2132268],[2160651],[2193732],[2203821],[2229627],[2263438],[2294919],[2327049],[2387207],[2467451] ] cell #1801 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1802 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355907],[404995],[457013],[481944],[506558],[539853],[567423],[570998],[590866],[594566],[629591],[634609],[658943],[660982],[686524],[694226],[695391],[714094],[725248],[732120],[756164],[760761],[765779],[766944],[788231],[793249],[802861],[817583],[819622],[831343],[834974],[845513],[865504],[866990],[872376],[878995],[894677],[901549],[925593],[930190],[935208],[936373],[944434],[947036],[958626],[962257],[972796],[979472],[983103],[984848],[993642],[1010073],[1013704],[1024243],[1044234],[1045720],[1051106],[1057725],[1066126],[1069038],[1077517],[1080119],[1091709],[1095340],[1098993],[1101595],[1113185],[1116816],[1127355],[1130705],[1133307],[1144897],[1148528],[1159067],[1165743],[1169374],[1171119],[1179913],[1192518],[1203619],[1206531],[1215010],[1217612],[1225481],[1228393],[1236872],[1239474],[1251064],[1254695],[1257953],[1260865],[1269344],[1271946],[1283536],[1287167],[1290820],[1293422],[1305012],[1308643],[1319182],[1328946],[1332898],[1337743],[1342189],[1343999],[1346911],[1354890],[1365991],[1368903],[1377382],[1379984],[1387748],[1398849],[1401761],[1410240],[1412842],[1420711],[1423623],[1432102],[1434704],[1446294],[1449925],[1459368],[1460842],[1468008],[1472084],[1474554],[1496416],[1501261],[1507517],[1510429],[1525322],[1529274],[1534119],[1538565],[1540375],[1543287],[1551266],[1562367],[1565279],[1573758],[1576360],[1590015],[1591160],[1593642],[1598399],[1602442],[1611884],[1623600],[1630766],[1637312],[1654598],[1656072],[1663238],[1667314],[1669784],[1691646],[1696491],[1702747],[1705659],[1715500],[1720168],[1722572],[1739919],[1741393],[1751275],[1758514],[1781842],[1782987],[1785469],[1790226],[1794269],[1815427],[1822593],[1829139],[1841675],[1847837],[1864963],[1866108],[1871170],[1875838],[1897063],[1901771],[1906439],[1908843],[1937546],[1944785],[1962873],[1981799],[1986467],[1991232],[2015665],[2020405],[2026567],[2049900],[2054568],[2096539],[2104832],[2123758],[2128426],[2132302],[2160661],[2193729],[2203855],[2229637],[2263472],[2294929],[2327083],[2387241],[2467485] ] cell #1803 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1804 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355961],[405049],[457067],[482058],[506612],[539967],[567477],[571001],[590920],[594680],[629705],[634612],[658997],[661096],[686638],[694229],[695505],[714148],[725362],[732123],[756218],[760875],[765782],[767058],[788345],[793252],[802864],[817637],[819736],[831397],[834977],[845627],[865618],[866923],[872379],[878998],[894791],[901552],[925647],[930304],[935211],[936487],[944437],[946969],[958680],[962260],[972910],[979526],[983106],[984768],[993756],[1010127],[1013707],[1024357],[1044348],[1045653],[1051109],[1057728],[1065917],[1068958],[1077520],[1080052],[1091763],[1095343],[1098996],[1101528],[1113239],[1116819],[1127469],[1130708],[1133240],[1144951],[1148531],[1159181],[1165797],[1169377],[1171039],[1180027],[1192300],[1203410],[1206451],[1215013],[1217545],[1225272],[1228313],[1236875],[1239407],[1251118],[1254698],[1257744],[1260785],[1269347],[1271879],[1283590],[1287170],[1290823],[1293355],[1305066],[1308646],[1319296],[1328949],[1332680],[1337746],[1342243],[1343790],[1346831],[1354672],[1365782],[1368823],[1377385],[1379917],[1387530],[1398640],[1401681],[1410243],[1412775],[1420502],[1423543],[1432105],[1434637],[1446348],[1449928],[1459159],[1460845],[1467799],[1472017],[1474336],[1496198],[1501264],[1507308],[1510349],[1525325],[1529056],[1534122],[1538619],[1540166],[1543207],[1551048],[1562158],[1565199],[1573761],[1576293],[1589797],[1590951],[1593575],[1598181],[1602362],[1611887],[1623603],[1630557],[1637094],[1654389],[1656075],[1663029],[1667247],[1669566],[1691428],[1696494],[1702538],[1705579],[1715433],[1719950],[1722492],[1739710],[1741396],[1751066],[1758296],[1781624],[1782778],[1785402],[1790008],[1794189],[1815430],[1822384],[1828921],[1841595],[1847798],[1864745],[1865899],[1871103],[1875620],[1897066],[1901704],[1906221],[1908763],[1937337],[1944567],[1962834],[1981732],[1986249],[1991152],[2015456],[2020325],[2026528],[2049833],[2054350],[2096459],[2104793],[2123691],[2128208],[2132263],[2160581],[2193662],[2203816],[2229557],[2263433],[2294849],[2327044],[2387202],[2467446] ] cell #1805 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473115],[554901],[555360],[592058],[606968],[618750],[619209],[651143],[685215],[685671],[701572],[702031],[715286],[718032],[720872],[730983],[731442],[749920],[750379],[777390],[777849],[778383],[778839],[792068],[809783],[818769],[827686],[838297],[841137],[851248],[851707],[852241],[852697],[858288],[861128],[871239],[871698],[887461],[889507],[890301],[891341],[892834],[900412],[900871],[919349],[919808],[920342],[920798],[934027],[954969],[965580],[967626],[968420],[969460],[970953],[975815],[986426],[989266],[992789],[999377],[999836],[1000370],[1000826],[1006416],[1008505],[1011483],[1017027],[1019867],[1029978],[1030437],[1037018],[1039064],[1039858],[1040898],[1042391],[1049969],[1050428],[1072842],[1081639],[1085513],[1085972],[1088052],[1090141],[1093119],[1106992],[1107448],[1109528],[1115635],[1120139],[1122185],[1122979],[1124019],[1125512],[1130416],[1141240],[1151851],[1154691],[1157224],[1162086],[1164175],[1165280],[1167153],[1172697],[1175537],[1179060],[1185648],[1186107],[1199258],[1200379],[1201346],[1202923],[1207452],[1208108],[1212096],[1214721],[1224788],[1229314],[1233958],[1236657],[1240994],[1245327],[1247407],[1249496],[1250601],[1252474],[1264669],[1273466],[1277340],[1277799],[1279879],[1284946],[1290531],[1293698],[1301355],[1307462],[1311966],[1314806],[1317339],[1318329],[1323474],[1324550],[1328731],[1329721],[1330704],[1331543],[1332272],[1335724],[1337454],[1341726],[1350715],[1353595],[1354264],[1357716],[1362751],[1369824],[1370480],[1374468],[1377093],[1380260],[1394488],[1395609],[1398153],[1402682],[1403338],[1407326],[1409951],[1418695],[1421896],[1431887],[1436224],[1440557],[1442637],[1445831],[1447704],[1448744],[1453703],[1454372],[1454683],[1455412],[1460553],[1462272],[1462427],[1465130],[1466326],[1472360],[1481294],[1482415],[1484189],[1484289],[1488068],[1488188],[1493239],[1495790],[1499242],[1500972],[1508702],[1520926],[1525107],[1526097],[1527919],[1528648],[1532100],[1533830],[1538102],[1544208],[1548852],[1559127],[1566200],[1566856],[1570844],[1573469],[1573543],[1576636],[1584555],[1584655],[1585490],[1585645],[1587270],[1593028],[1594985],[1595654],[1601835],[1607488],[1611669],[1612659],[1614504],[1617441],[1618170],[1623311],[1625185],[1629084],[1645173],[1649913],[1650642],[1655783],[1655857],[1657502],[1657657],[1660360],[1661556],[1667590],[1669158],[1672610],[1683298],[1688469],[1691020],[1694472],[1696202],[1703932],[1713956],[1714886],[1715887],[1723824],[1723924],[1726539],[1735234],[1735963],[1741104],[1741178],[1745605],[1745760],[1747385],[1753143],[1761950],[1767603],[1772774],[1777317],[1777472],[1779097],[1780137],[1784855],[1786812],[1787481],[1793662],[1795536],[1799435],[1809268],[1809997],[1815138],[1815212],[1817012],[1820911],[1842026],[1847647],[1849635],[1851566],[1860438],[1860593],[1862218],[1863258],[1870556],[1871557],[1882209],[1890904],[1891633],[1896774],[1896848],[1901157],[1902158],[1903148],[1910095],[1910195],[1912810],[1918568],[1927375],[1931876],[1932031],[1933656],[1934696],[1939414],[1948221],[1968360],[1969089],[1972646],[1981185],[1982186],[1983176],[1991583],[2001123],[2009995],[2010150],[2011775],[2012815],[2020756],[2021686],[2028365],[2030296],[2040948],[2049286],[2050287],[2051277],[2060939],[2075504],[2077627],[2084060],[2084215],[2093333],[2096890],[2097820],[2111048],[2114605],[2123144],[2124145],[2125135],[2142075],[2151615],[2161012],[2161942],[2170552],[2181204],[2187165],[2187758],[2193115],[2200953],[2217313],[2229988],[2230918],[2251973],[2255530],[2273245],[2282785],[2288747],[2289565],[2296076],[2301433],[2310986],[2316343],[2347624],[2376659],[2382741],[2388783],[2402187],[2429929],[2435286],[2472424],[2484304],[2509309],[2579449] ] cell #1806 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [163384],[205269],[224334],[231877],[238615],[257450],[277090],[286009],[292716],[296573],[303707],[315587],[318470],[332282],[332914],[340743],[351117],[356279],[361310],[363661],[371231],[378365],[378997],[384635],[391769],[403598],[404309],[405367],[410732],[413615],[422612],[423244],[425495],[431073],[437199],[445695],[448046],[455616],[456327],[457385],[460605],[462956],[470526],[472927],[477660],[478292],[481836],[481901],[484187],[484975],[485782],[491757],[498891],[505161],[505872],[506930],[512295],[531249],[538186],[539745],[539810],[542096],[542884],[543691],[547609],[554546],[556105],[558456],[560762],[566026],[566737],[567795],[571052],[571120],[571209],[579548],[581899],[589469],[591238],[594458],[594523],[596809],[597597],[598404],[604379],[606780],[611513],[621874],[629064],[629483],[632641],[634663],[634731],[634820],[646779],[650356],[651704],[652378],[659315],[660874],[660939],[663225],[664013],[664820],[677920],[684857],[686416],[688767],[690362],[694280],[694348],[694437],[695348],[702776],[705127],[707433],[712697],[714466],[715098],[721433],[724137],[725140],[725205],[727506],[730871],[732174],[732331],[735596],[746443],[749808],[754533],[760234],[760653],[763811],[765833],[765901],[765990],[766901],[780514],[787704],[788123],[791281],[793303],[793460],[800240],[802983],[803072],[810344],[811018],[817955],[819514],[821865],[823460],[824171],[829165],[830271],[835028],[835096],[835185],[836982],[837515],[840958],[845470],[854372],[856973],[857506],[860949],[865396],[867762],[871127],[872430],[872587],[879117],[879206],[890862],[893566],[894569],[896935],[900300],[901603],[901760],[905025],[910726],[914303],[929663],[930082],[933240],[934588],[935262],[935419],[936330],[945015],[945548],[946135],[946668],[947808],[953418],[953580],[956448],[962379],[962468],[968981],[971685],[972688],[974264],[974426],[978400],[983157],[983314],[985111],[989087],[1009001],[1012044],[1013758],[1013915],[1015712],[1016245],[1019688],[1024200],[1026501],[1029866],[1044126],[1046492],[1049857],[1051160],[1051317],[1057847],[1057936],[1066824],[1066986],[1067944],[1068106],[1069301],[1075588],[1078098],[1078631],[1080891],[1090637],[1093680],[1095394],[1095551],[1097064],[1100694],[1101227],[1102367],[1108139],[1117027],[1127247],[1132406],[1132939],[1134079],[1135185],[1139689],[1139851],[1142719],[1148650],[1148739],[1150536],[1154512],[1164671],[1167714],[1169428],[1169585],[1171382],[1175358],[1193208],[1194314],[1195629],[1204317],[1204479],[1206794],[1216711],[1217244],[1218384],[1219490],[1227299],[1227461],[1228656],[1240246],[1249992],[1253035],[1254749],[1254906],[1259771],[1259933],[1261128],[1262248],[1267415],[1269925],[1270458],[1272718],[1278490],[1287378],[1292521],[1293054],[1294194],[1295300],[1299966],[1308854],[1331200],[1333588],[1336009],[1345817],[1345979],[1347174],[1348294],[1356686],[1358001],[1369166],[1379083],[1379616],[1380756],[1381862],[1389544],[1390859],[1391979],[1399547],[1399709],[1402024],[1413614],[1422529],[1422691],[1423886],[1425006],[1435476],[1450136],[1461423],[1461956],[1472856],[1476350],[1477665],[1478785],[1494718],[1499527],[1509335],[1509497],[1510692],[1511812],[1529964],[1532385],[1543550],[1553062],[1554377],[1555497],[1565542],[1577132],[1584350],[1591858],[1592020],[1602705],[1624181],[1639108],[1640423],[1641543],[1668086],[1672895],[1694757],[1705922],[1712781],[1713663],[1720858],[1723619],[1731289],[1744465],[1752135],[1794532],[1832250],[1839169],[1839305],[1849342],[1869333],[1909890],[1917560],[1960715],[1969925],[1988862],[2028072],[2139354] ] cell #1807 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [515178],[575336],[638947],[668921],[698564],[737897],[770117],[774377],[797587],[802019],[842516],[848235],[875852],[878153],[907326],[916336],[917614],[939546],[951735],[959097],[985644],[990645],[996364],[997642],[1021246],[1026965],[1037840],[1054582],[1056883],[1069834],[1073664],[1084818],[1106294],[1107977],[1113656],[1120961],[1138006],[1145368],[1171915],[1176916],[1182635],[1183913],[1192897],[1195467],[1207327],[1211157],[1222311],[1229189],[1233019],[1234943],[1244173],[1261661],[1265491],[1276645],[1298121],[1299804],[1305483],[1312788],[1321983],[1324791],[1333277],[1335847],[1347707],[1351537],[1355269],[1357839],[1369699],[1373529],[1384683],[1388127],[1390697],[1402557],[1406387],[1417541],[1424419],[1428249],[1430173],[1439403],[1452893],[1463639],[1466447],[1474933],[1477503],[1485501],[1488309],[1496795],[1499365],[1511225],[1515055],[1518359],[1521167],[1529653],[1532223],[1544083],[1547913],[1551645],[1554215],[1566075],[1569905],[1581059],[1590394],[1594175],[1598778],[1603238],[1604921],[1607729],[1615651],[1626397],[1629205],[1637691],[1640261],[1648123],[1658869],[1661677],[1670163],[1672733],[1680731],[1683539],[1692025],[1694595],[1706455],[1710285],[1719129],[1720547],[1727166],[1731127],[1733444],[1754290],[1758893],[1765036],[1767844],[1782221],[1786002],[1790605],[1795065],[1796748],[1799556],[1807478],[1818224],[1821032],[1829518],[1832088],[1845093],[1846159],[1848460],[1852702],[1856537],[1865342],[1876217],[1882836],[1889114],[1905400],[1906818],[1913437],[1917398],[1919715],[1940561],[1945164],[1951307],[1954115],[1963496],[1967610],[1969789],[1985428],[1986846],[1995716],[2002259],[2023823],[2024889],[2027190],[2031432],[2035267],[2054947],[2061566],[2067844],[2079569],[2084959],[2099957],[2101023],[2105455],[2109569],[2128805],[2132925],[2137039],[2139218],[2165145],[2171688],[2188448],[2204478],[2208592],[2212667],[2234121],[2238209],[2243599],[2264095],[2268209],[2304625],[2311676],[2327706],[2331820],[2335119],[2359338],[2387864],[2395984],[2417247],[2445529],[2471956],[2497547],[2546635],[2610077] ] cell #1808 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [393692],[467221],[467660],[500814],[514218],[524918],[525357],[554835],[586100],[586603],[601074],[601513],[613436],[616016],[618684],[628332],[628771],[646047],[646486],[671589],[672028],[672455],[672958],[685146],[701506],[709831],[717820],[728249],[730917],[740565],[741004],[741431],[741934],[747186],[749854],[759502],[759941],[774522],[774656],[777324],[778314],[779802],[786972],[787411],[804687],[805126],[805553],[806056],[818244],[838085],[848380],[848514],[851182],[852172],[853660],[858076],[868505],[871173],[874581],[880821],[881260],[881687],[882190],[887249],[887323],[892309],[897678],[900346],[909994],[910433],[916481],[916615],[919283],[920273],[921761],[928931],[929370],[950736],[959376],[963093],[963532],[965368],[965442],[970428],[983875],[984378],[986214],[992264],[996509],[996643],[999311],[1000301],[1001789],[1006342],[1016815],[1027244],[1029912],[1032390],[1036806],[1036880],[1037985],[1041866],[1047235],[1049903],[1053311],[1059551],[1059990],[1072630],[1073809],[1073943],[1076452],[1080984],[1081427],[1085447],[1087978],[1097864],[1102460],[1106923],[1108538],[1113935],[1118091],[1119927],[1120001],[1121106],[1124987],[1137007],[1145647],[1149364],[1149803],[1151639],[1156699],[1162012],[1163069],[1172485],[1178535],[1182914],[1185582],[1188060],[1188990],[1194008],[1195178],[1196028],[1200167],[1200241],[1202176],[1202857],[1206436],[1208034],[1211302],[1221312],[1224103],[1224719],[1228298],[1233298],[1240339],[1240782],[1244802],[1247333],[1248390],[1264457],[1265770],[1268279],[1272811],[1273254],[1277274],[1279805],[1288442],[1291521],[1300365],[1305762],[1309918],[1311754],[1312933],[1316814],[1317804],[1322789],[1323405],[1323803],[1324484],[1329647],[1331500],[1331665],[1334388],[1335681],[1340621],[1350503],[1351816],[1353552],[1353657],[1357550],[1357673],[1362539],[1365229],[1368808],[1370406],[1378083],[1390408],[1391258],[1395397],[1397406],[1398087],[1401666],[1403264],[1406532],[1413707],[1418170],[1428528],[1435569],[1436012],[1440032],[1441647],[1442563],[1443620],[1453660],[1453765],[1454640],[1454805],[1456421],[1462384],[1464445],[1465061],[1471303],[1477214],[1478064],[1482203],[1484246],[1487321],[1488002],[1493165],[1495183],[1499199],[1515334],[1520179],[1520860],[1523987],[1526023],[1527876],[1528041],[1530764],[1532057],[1536997],[1539613],[1543192],[1553926],[1558915],[1561605],[1565184],[1566782],[1574459],[1584612],[1585602],[1586663],[1594942],[1595047],[1597703],[1606741],[1607422],[1610549],[1612585],[1617398],[1617563],[1619179],[1625142],[1634061],[1639972],[1644961],[1649870],[1650035],[1651651],[1652730],[1657614],[1659675],[1660291],[1666533],[1668551],[1672567],[1682551],[1683232],[1686359],[1688395],[1690413],[1694429],[1715844],[1721722],[1723881],[1725932],[1735191],[1735356],[1736972],[1738051],[1745717],[1746778],[1757818],[1766856],[1767537],[1770664],[1772700],[1777429],[1778490],[1779530],[1786769],[1786874],[1789530],[1795493],[1804412],[1809225],[1809390],[1811006],[1812085],[1816969],[1825888],[1846900],[1847581],[1851523],[1860550],[1861611],[1862651],[1871514],[1881602],[1890861],[1891026],[1892642],[1893721],[1902115],[1903105],[1910152],[1912203],[1923243],[1931988],[1933049],[1934089],[1944089],[1958971],[1961286],[1968317],[1968482],[1978201],[1982143],[1983133],[1997138],[2001080],[2010107],[2011168],[2012208],[2030253],[2040341],[2050244],[2051234],[2060332],[2071372],[2077584],[2078256],[2084172],[2092726],[2110441],[2124102],[2125092],[2147630],[2151572],[2170509],[2180597],[2186755],[2187715],[2194994],[2200910],[2211354],[2217270],[2251366],[2282742],[2289155],[2296033],[2310943],[2341665],[2347581],[2388373],[2401777],[2429886],[2508899] ] cell #1809 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [515241],[575399],[639010],[669052],[698627],[738028],[770180],[774381],[797650],[802150],[842647],[848239],[875915],[878284],[907457],[916340],[917745],[939609],[951866],[959101],[985707],[990776],[996368],[997773],[1021377],[1026969],[1037844],[1054645],[1057014],[1069897],[1073668],[1084949],[1106425],[1107916],[1113660],[1120965],[1138137],[1145372],[1171978],[1177047],[1182639],[1184044],[1192901],[1195406],[1207390],[1211161],[1222442],[1229252],[1233023],[1234879],[1244304],[1261724],[1265495],[1276776],[1298252],[1299743],[1305487],[1312792],[1321789],[1324727],[1333281],[1335786],[1347770],[1351541],[1355273],[1357778],[1369762],[1373533],[1384814],[1388131],[1390636],[1402620],[1406391],[1417672],[1424482],[1428253],[1430109],[1439534],[1452704],[1463445],[1466383],[1474937],[1477442],[1485307],[1488245],[1496799],[1499304],[1511288],[1515059],[1518165],[1521103],[1529657],[1532162],[1544146],[1547917],[1551649],[1554154],[1566138],[1569909],[1581190],[1590398],[1593986],[1598782],[1603301],[1604727],[1607665],[1615462],[1626203],[1629141],[1637695],[1640200],[1647934],[1658675],[1661613],[1670167],[1672672],[1680537],[1683475],[1692029],[1694534],[1706518],[1710289],[1718935],[1720551],[1726972],[1731066],[1733255],[1754101],[1758897],[1764842],[1767780],[1782225],[1785813],[1790609],[1795128],[1796554],[1799492],[1807289],[1818030],[1820968],[1829522],[1832027],[1844904],[1845965],[1848399],[1852513],[1856473],[1865346],[1876221],[1882642],[1888925],[1905206],[1906822],[1913243],[1917337],[1919526],[1940372],[1945168],[1951113],[1954051],[1963435],[1967421],[1969725],[1985234],[1986850],[1995522],[2002070],[2023634],[2024695],[2027129],[2031243],[2035203],[2054951],[2061372],[2067655],[2079505],[2084981],[2099768],[2100829],[2105394],[2109380],[2128809],[2132864],[2136850],[2139154],[2164951],[2171499],[2188470],[2204417],[2208403],[2212603],[2233927],[2238145],[2243621],[2264034],[2268020],[2304561],[2311698],[2327645],[2331631],[2335141],[2359274],[2387803],[2396006],[2417183],[2445551],[2471892],[2497569],[2546657],[2610099] ] cell #1810 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [261155],[318546],[318873],[354822],[363737],[364064],[388417],[425571],[425898],[434778],[437408],[439845],[448122],[448449],[463032],[463359],[484263],[484590],[501291],[508943],[515581],[522332],[531458],[533895],[542172],[542499],[547818],[550255],[558532],[558859],[571261],[573698],[575739],[581975],[582302],[586714],[596885],[597212],[608161],[625746],[634872],[637309],[639350],[643461],[652587],[655024],[657853],[663301],[663628],[669003],[673069],[673453],[678129],[680566],[685156],[688843],[689170],[694489],[696926],[698967],[705203],[705530],[724346],[732383],[735672],[735999],[737979],[742045],[742429],[756916],[762228],[766042],[768479],[770520],[774734],[778324],[784386],[791979],[793512],[795949],[797990],[802101],[806167],[806551],[811227],[813664],[816493],[821941],[822268],[834214],[835237],[837591],[840912],[842598],[846118],[848592],[852182],[868651],[872639],[876255],[878235],[882301],[882685],[887333],[891252],[893775],[901812],[905101],[905428],[907408],[911858],[916693],[920283],[926345],[931657],[935471],[937908],[939949],[940737],[946744],[950882],[951817],[953426],[954262],[956647],[959454],[965452],[969371],[971894],[983366],[984489],[989041],[990727],[994247],[996721],[1000311],[1006253],[1012944],[1013967],[1016321],[1019642],[1021328],[1024848],[1027322],[1034994],[1036890],[1038197],[1040809],[1047381],[1051369],[1054985],[1056965],[1061415],[1062277],[1067952],[1068788],[1074021],[1075579],[1075766],[1078810],[1087889],[1094580],[1095603],[1101303],[1105730],[1106376],[1106933],[1108821],[1111206],[1114013],[1120011],[1121318],[1123930],[1133015],[1137153],[1138088],[1139697],[1140533],[1142918],[1145725],[1154466],[1159672],[1161923],[1163079],[1169637],[1175312],[1176998],[1180518],[1182992],[1183060],[1194305],[1194492],[1196311],[1200251],[1202191],[1211514],[1217320],[1221458],[1222393],[1224729],[1227307],[1228143],[1231648],[1233376],[1233869],[1235121],[1238165],[1247244],[1248400],[1254958],[1259779],[1260615],[1265848],[1265916],[1267406],[1267593],[1270637],[1279172],[1281557],[1291432],[1293130],[1298203],[1300648],[1303033],[1305840],[1313145],[1323415],[1323818],[1324969],[1329558],[1336691],[1340631],[1345825],[1346661],[1351894],[1351962],[1353859],[1354175],[1356677],[1356864],[1358683],[1361028],[1364563],[1373886],[1377994],[1379692],[1384765],[1389535],[1389722],[1391541],[1392661],[1397421],[1406744],[1408489],[1411533],[1422537],[1423373],[1428606],[1428674],[1430351],[1433395],[1443630],[1453967],[1454283],[1455755],[1462032],[1465071],[1466625],[1471214],[1476341],[1476528],[1478347],[1479467],[1484218],[1484426],[1487336],[1488487],[1500209],[1509343],[1510179],[1515412],[1515480],[1520194],[1521345],[1522451],[1533067],[1537007],[1538947],[1548270],[1553053],[1553240],[1555059],[1556179],[1560939],[1570262],[1574370],[1584584],[1584792],[1591866],[1592702],[1595249],[1595565],[1597037],[1606756],[1607907],[1609013],[1614457],[1618513],[1629383],[1639099],[1639286],[1641105],[1642225],[1650985],[1652064],[1660301],[1661855],[1666444],[1673577],[1682566],[1683717],[1684823],[1695439],[1710642],[1712789],[1713909],[1720849],[1721036],[1723853],[1724061],[1731971],[1736306],[1737385],[1752817],[1757152],[1766871],[1768022],[1769128],[1787076],[1787392],[1788864],[1799734],[1810340],[1811419],[1821210],[1832932],[1839160],[1839997],[1846915],[1849588],[1856715],[1876706],[1891976],[1893055],[1910124],[1910332],[1918242],[1922577],[1943423],[1954293],[1960691],[1961879],[1970617],[1977535],[1989554],[1996472],[2028318],[2035445],[2070706],[2077661],[2086123],[2103838],[2140046],[2146964],[2194399],[2210759],[2244763],[2341070] ] cell #1811 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [515254],[575412],[639023],[669065],[698640],[738041],[770193],[774391],[797663],[802163],[842660],[848249],[875928],[878297],[907470],[916350],[917758],[939622],[951879],[959111],[985720],[990789],[996378],[997786],[1021390],[1026979],[1037854],[1054658],[1057027],[1069910],[1073678],[1084962],[1106438],[1107985],[1113670],[1120975],[1138150],[1145382],[1171991],[1177060],[1182649],[1184057],[1192911],[1195475],[1207403],[1211171],[1222455],[1229265],[1233033],[1234934],[1244317],[1261737],[1265505],[1276789],[1298265],[1299812],[1305497],[1312802],[1321991],[1324782],[1333291],[1335855],[1347783],[1351551],[1355283],[1357847],[1369775],[1373543],[1384827],[1388141],[1390705],[1402633],[1406401],[1417685],[1424495],[1428263],[1430164],[1439547],[1452884],[1463647],[1466438],[1474947],[1477511],[1485509],[1488300],[1496809],[1499373],[1511301],[1515069],[1518367],[1521158],[1529667],[1532231],[1544159],[1547927],[1551659],[1554223],[1566151],[1569919],[1581203],[1590408],[1594166],[1598792],[1603314],[1604929],[1607720],[1615642],[1626405],[1629196],[1637705],[1640269],[1648114],[1658877],[1661668],[1670177],[1672741],[1680739],[1683530],[1692039],[1694603],[1706531],[1710299],[1719137],[1720561],[1727174],[1731135],[1733435],[1754281],[1758907],[1765044],[1767835],[1782235],[1785993],[1790619],[1795141],[1796756],[1799547],[1807469],[1818232],[1821023],[1829532],[1832096],[1845084],[1846167],[1848468],[1852693],[1856528],[1865356],[1876231],[1882844],[1889105],[1905408],[1906832],[1913445],[1917406],[1919706],[1940552],[1945178],[1951315],[1954106],[1963504],[1967601],[1969780],[1985436],[1986860],[1995724],[2002250],[2023814],[2024897],[2027198],[2031423],[2035258],[2054961],[2061574],[2067835],[2079560],[2084935],[2099948],[2101031],[2105463],[2109560],[2128819],[2132933],[2137030],[2139209],[2165153],[2171679],[2188424],[2204486],[2208583],[2212658],[2234129],[2238200],[2243575],[2264103],[2268200],[2304616],[2311652],[2327714],[2331811],[2335095],[2359329],[2387872],[2395960],[2417238],[2445505],[2471947],[2497523],[2546611],[2610053] ] cell #1812 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [322803],[388884],[429828],[440312],[467315],[509410],[519511],[525012],[574165],[592677],[601168],[608628],[637776],[671683],[673920],[685912],[709486],[740659],[742896],[779080],[779457],[792163],[807018],[852938],[853315],[883152],[889735],[891436],[905956],[921039],[921416],[967854],[969555],[1001067],[1001444],[1008600],[1010452],[1039292],[1040993],[1090236],[1092088],[1107689],[1122413],[1124114],[1132504],[1164270],[1165508],[1166122],[1201574],[1216809],[1234053],[1249591],[1250829],[1251443],[1292619],[1293793],[1330799],[1341954],[1354359],[1363481],[1379181],[1380355],[1423984],[1446059],[1454467],[1461521],[1472455],[1484924],[1510790],[1538330],[1576731],[1585290],[1595749],[1602803],[1614346],[1667685],[1706020],[1713798],[1724559],[1787576],[1794630],[1849477],[1910830],[2028207], [86465,730386],[103539,1284380],[115237,840471],[124712,870642],[133265,899815],[136246,1156168],[143420,1447138],[144827,523006],[150417,731044],[159720,982359],[161993,988600],[172366,1019201],[175572,1029381],[176037,1284280],[180384,1560322],[181841,1049372],[184822,1316283],[192043,626420],[200962,459462],[201845,864731],[204038,1105289],[206552,871300],[208312,657595],[212334,1646368],[218910,900473],[222943,1154025],[227252,1684497],[228213,1168630],[228684,1429625],[230486,1174871],[233692,1185051],[234157,1447038],[253534,382970],[253605,383185],[253831,550722],[256205,749981],[258305,554962],[259188,759058],[261381,560979],[264694,1768802],[265655,1253951],[266126,1516431],[271705,1266867],[272783,785060],[278373,1030039],[281427,1554020],[282585,1043461],[283241,1810534],[284778,1297116],[285358,1560222],[287292,1050030],[289052,816235],[291325,1314140],[293074,1838195],[298771,618811],[305572,627888],[306498,1857495],[311945,1352913],[312702,860462],[313759,646141],[314015,314035],[320132,468861],[320203,469076],[320429,655491],[324628,1640066],[325786,1126582],[326442,1892170],[327979,1383678],[328559,1646268],[331093,1390502],[334908,1396704],[345826,1682760],[346189,1683359],[347498,697393],[348214,1933060],[349872,919410],[351972,701633],[352855,928487],[355048,707650],[357562,1185709],[358361,1955073],[359322,940479],[362490,720206],[365836,1721816],[373429,536251],[373500,536466],[373726,534362],[374312,1223545],[374415,1977729],[377176,1477308],[380991,1483510],[381424,749323],[389941,759596],[390197,390217],[394939,1767065],[395302,1767664],[396611,768946],[397327,2011179],[398985,999438],[402290,1520388],[402653,1520987],[405796,777451],[406806,1277401],[412597,786528],[413523,2036225],[418970,1034736],[419144,1809156],[419426,1809401],[419727,1039192],[420784,804781],[427157,602714],[427228,602929],[427454,814131],[432811,1059107],[433467,2070900],[435004,824388],[438075,618153],[441770,1847109],[442133,1847708],[445112,2086967],[446875,624659],[450221,1348972],[450293,628426],[450549,450569],[451504,846585],[451588,2092737],[454308,1606950],[454671,1607549],[457814,851309],[458824,1085574],[465131,1624859],[473607,1385917],[474192,1890792],[474474,1891037],[474775,1122313],[475832,880915],[481332,1398214],[482433,1649801],[482715,1650046],[483016,889635],[493955,682922],[494026,683137],[494252,681033],[494838,1139240],[494941,2147158],[497702,1151214],[500756,909550],[501517,914520],[501701,1931777],[501950,918752],[510467,929025],[510723,510743],[517137,938375],[517853,2180608],[524556,1962723],[526666,1968248],[526948,1968493],[527249,1201474],[530451,532125],[530601,2195583],[535820,1478638],[536183,959824],[537069,963187],[539241,1202984],[540342,1735122],[540624,1735367],[540925,967754],[552180,1751988],[552543,1233746],[560631,1512490],[561914,994714],[562566,2009896],[562815,998780],[569912,1527807],[571679,1777218],[571928,776793],[578965,2245607],[580728,783299],[584074,1262926],[584146,787066],[584402,584422],[585357,1025315],[585441,2251377],[588161,1278343],[588524,1027692],[591667,798305],[591738,798520],[591964,796416],[592550,1031507],[607460,1299355],[609685,1059645],[614872,2077515],[618303,2078845],[620440,1324611],[620568,2083961],[620817,1075040],[624089,2296088],[624759,1076546],[630080,1081097],[630362,1608822],[630663,1092453],[633523,1331431],[635290,1860339],[635539,850651],[645685,1868466],[647795,1362209],[648077,1876515],[648378,1363846],[656949,1641396],[657312,1114383],[658198,1117746],[667551,1657403],[677122,678796],[677272,2342254],[682491,1391832],[682854,1146095],[683740,1149458],[687013,1151309],[687295,1408298],[687596,906321],[691014,910088],[691270,691290],[692225,912325],[707302,1425684],[708585,1180985],[715778,1187177],[716815,2187066],[719636,2187770],[720306,1195272],[722007,1454571],[727105,1202385],[732801,1207502],[733050,969897],[736527,1462173],[746042,1484552],[749473,1988713],[751610,1488129],[751738,1492633],[751987,1234395],[755929,1235901],[761250,1240452],[761532,1768937],[761833,1251808],[782729,2429941],[783399,1268373],[788720,1272924],[789002,1522260],[789303,1010817],[792505,794179],[793930,1279273],[799123,1032045],[815589,1555350],[815952,1306210],[816838,1309573],[825323,1061882],[826249,2288765],[828764,1584918],[829870,1324012],[831108,1325749],[831722,1585391],[837080,1331676],[840571,1092553],[857071,1614727],[859892,2102628],[860562,1357644],[862263,1617329],[867361,1364757],[873057,1369874],[873306,1124456],[891778,902479],[896534,1397615],[902230,1402732],[906421,1154125],[925358,1431131],[930679,1435682],[930961,1684632],[931262,1166487],[941082,1187715],[945113,1714179],[946233,1454816],[947407,1455949],[956047,1724187],[958391,1467405],[974378,1742714],[977999,1487530],[979237,1489267],[979851,1745506],[985209,1495194],[988700,1251908],[1009838,1522125],[1010917,1019301],[1015810,1528052],[1041335,1052036],[1046091,1561133],[1051787,1566250],[1055978,1314240],[1066938,1840109],[1069399,1586674],[1078196,1849858],[1080490,1597231],[1091474,1608687],[1100792,1617574],[1101966,1618707],[1105389,1363946],[1112950,1630163],[1133678,1651179],[1136022,1396804],[1142318,1910458],[1144662,1662635],[1166587,1174971],[1171480,1690424],[1204431,1970729],[1206892,1725943],[1217983,1736500],[1220327,1483610],[1228754,1746789],[1239845,1757346],[1243268,1505472],[1261226,1778501],[1270023,2028588],[1272317,1789058],[1283301,1800514],[1296137,1297216],[1304777,1821990],[1347272,1861622],[1369264,1881613],[1382699,1383778],[1399661,2140158],[1402122,1912214],[1413213,1922771],[1415557,1678840],[1435075,1943617],[1438498,1700702],[1543648,2040352],[1565640,2060343],[1579075,1580154] ] cell #1813 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1814 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [294199],[302975],[314144],[343873],[368857],[370777],[382261],[383393],[390326],[391037],[410000],[417038],[434203],[447267],[450678],[461315],[465588],[468152],[469284],[470072],[489383],[491303],[498159],[499257],[508605],[510852],[511563],[518601],[527641],[534466],[536674],[550826],[553034],[556815],[557677],[561088],[569470],[581120],[584531],[589015],[595846],[599441],[600546],[602005],[603137],[603925],[610781],[611879],[616159],[628932],[631055],[646647],[648770],[655595],[657803],[662262],[665857],[666962],[674312],[676224],[681137],[683345],[687988],[691399],[693887],[694964],[697497],[699705],[700951],[703486],[704348],[707759],[712243],[716141],[718048],[728392],[730999],[735495],[743288],[745200],[747329],[749936],[760102],[765440],[766517],[769050],[771258],[772504],[774799],[776158],[782356],[787572],[789695],[796520],[798728],[800706],[801455],[802537],[805287],[807410],[814235],[816443],[820902],[821086],[824497],[833595],[838313],[845086],[846689],[848657],[850016],[856214],[858304],[871255],[876840],[877589],[878671],[881421],[883544],[887477],[888248],[888997],[895279],[897821],[900428],[904924],[910594],[912429],[912717],[914629],[914965],[915117],[916758],[919365],[929531],[935946],[938479],[940687],[949343],[950092],[953940],[959519],[960878],[961933],[963693],[965596],[966367],[967116],[973398],[981724],[994818],[994993],[995145],[996786],[999393],[1005706],[1006988],[1007140],[1017043],[1023816],[1025419],[1027387],[1028746],[1029994],[1032551],[1034944],[1035295],[1037034],[1049985],[1057401],[1060151],[1061986],[1068466],[1071187],[1071339],[1074086],[1076060],[1081655],[1082426],[1083175],[1085529],[1087342],[1088624],[1088776],[1103902],[1104651],[1114078],[1115437],[1118252],[1118416],[1120155],[1128886],[1130878],[1140211],[1145790],[1147149],[1148204],[1149964],[1151867],[1152638],[1153387],[1156781],[1181089],[1185664],[1188221],[1191419],[1194786],[1197428],[1197536],[1200395],[1201965],[1202939],[1208190],[1208680],[1208832],[1213191],[1215183],[1227821],[1230542],[1230694],[1233441],[1241010],[1241781],[1242530],[1244884],[1256460],[1267887],[1273482],[1274253],[1275002],[1277356],[1279961],[1280451],[1280603],[1305905],[1307264],[1310079],[1316896],[1320843],[1323592],[1324566],[1326007],[1331799],[1337916],[1342506],[1353791],[1357158],[1359800],[1359908],[1362767],[1365311],[1370562],[1371052],[1371204],[1397195],[1398169],[1403420],[1403910],[1404062],[1410413],[1436240],[1437011],[1437760],[1440114],[1442719],[1451697],[1453899],[1454939],[1456503],[1456769],[1462499],[1484361],[1487110],[1488084],[1489525],[1493321],[1495317],[1501434],[1526179],[1528175],[1534292],[1561687],[1566938],[1567428],[1567580],[1584727],[1585717],[1586797],[1595181],[1597785],[1612741],[1614455],[1617697],[1619261],[1619527],[1625257],[1634217],[1651733],[1657729],[1688551],[1690547],[1696664],[1713907],[1715959],[1723996],[1726066],[1737054],[1745832],[1746912],[1757900],[1772856],[1778624],[1787008],[1789612],[1804568],[1817084],[1826044],[1849586],[1851638],[1861745],[1871629],[1881736],[1902230],[1910267],[1912337],[1923325],[1944171],[1959127],[1982258],[2001195],[2028316],[2030368],[2040475],[2060466],[2151687],[2170624], 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] cell #1815 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393203],[467719],[513729],[525416],[555054],[601572],[612947],[618903],[672087],[692380],[701725],[709890],[741063],[777543],[779861],[792786],[818463],[851401],[853719],[892059],[892528],[905850],[921820],[970178],[970647],[1001848],[1006637],[1010346],[1025620],[1041616],[1042085],[1088273],[1091982],[1124737],[1125206],[1130214],[1134304],[1162307],[1166016],[1214519],[1218609],[1234676],[1247628],[1251337],[1257772],[1290329],[1291816],[1294419],[1329942],[1343818],[1363375],[1376891],[1378378],[1380981],[1420530],[1421694],[1460351],[1471598],[1484818],[1493837],[1507336],[1508500],[1552230],[1574754],[1585184],[1590979],[1601633],[1615009],[1638276],[1666828],[1703730],[1714461],[1724453],[1730248],[1742855],[1793460],[1830103],[1840250],[1850140],[1910724],[1916519],[1970870],[2028870],[2140299], 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74759,1634356],[1375727,1626218],[1388712,1905221],[1397212,1657374],[1411236,1926615],[1447995,1959266],[1451714,1712220],[1454172,1714435],[1458081,1718950],[1468991,1729188],[1475518,1985249],[1484639,1743273],[1485322,1489689],[1486444,1490853],[1487127,1745477],[1497986,1502257],[1535115,1792902],[1541358,2043597],[1571135,1826183],[1585005,1840668],[1595454,1850114],[1599363,1854629],[1614472,1867890],[1616538,1620839],[1627340,1631749],[1664221,1915459],[1670748,2154678],[1693216,1697487],[1713924,1962147],[1724274,1971288],[1755177,1759478],[1787281,2028844],[1791190,2033359],[1819167,1823576],[1849603,2086391],[1910545,2140717],[1941448,1945749],[2028333,2245031] ] cell #1816 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1817 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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223],[1605856,2099870],[1614907,1868327],[1615564,1619771],[1617132,1621224],[1618206,1871116],[1619417,1619601],[1623782,1875380],[1635120,1886303],[1636103,1878650],[1649019,2135949],[1657379,1908120],[1671133,2155272],[1708221,2185298],[1712225,1960765],[1714359,1962584],[1717919,1966520],[1728101,1975626],[1734340,2207502],[1743217,1988607],[1743826,1747842],[1744829,1748947],[1745482,1990509],[1755771,1759863],[1791575,2033953],[1797683,2258510],[1826947,2065033],[1840612,2078739],[1850038,2086828],[1853598,2090764],[1867895,2102724],[1869683,1873589],[1879653,1883771],[1914372,2145055],[1920611,2354173],[1942042,1946134],[1962152,2187866],[1971232,2195477],[1999249,2003155],[2028768,2245468],[2032328,2249404],[2058383,2062501],[2086396,2296184],[2140661,2342148],[2168678,2172584],[2245036,2430037] ] cell #1818 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1819 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [685273],[778441],[797517],[852299],[875782],[889565],[906251],[920400],[939476],[967684],[985504],[1000428],[1008353],[1010747],[1025853],[1039122],[1054512],[1055808],[1069694],[1089989],[1092383],[1107050],[1107972],[1122243],[1134537],[1135852],[1164023],[1165338],[1166417],[1171775],[1181523],[1195462],[1201404],[1207187],[1218842],[1220157],[1224846],[1229049],[1234949],[1249344],[1250659],[1251738],[1261521],[1263273],[1293546],[1294652],[1295967],[1299799],[1321978],[1323532],[1324797],[1330552],[1335842],[1341784],[1347567],[1349319],[1353423],[1357834],[1363776],[1369559],[1380108],[1381214],[1382529],[1387979],[1390692],[1402417],[1415387],[1421818],[1424279],[1426031],[1430179],[1445889],[1452899],[1453326],[1453531],[1463634],[1465188],[1466453],[1472208],[1474785],[1477498],[1484035],[1485496],[1487050],[1488315],[1494070],[1499360],[1503355],[1505302],[1508624],[1511085],[1512837],[1518354],[1521173],[1532218],[1538160],[1543943],[1545695],[1551497],[1554210],[1565935],[1576484],[1578905],[1583592],[1584401],[1594181],[1594608],[1594813],[1598630],[1601757],[1603098],[1604916],[1607735],[1615657],[1616084],[1616289],[1626392],[1627946],[1629211],[1632579],[1634966],[1637543],[1640256],[1648129],[1658864],[1660418],[1661683],[1667438],[1670015],[1672728],[1680726],[1683545],[1694590],[1698585],[1700532],[1703854],[1706315],[1708067],[1712974],[1719124],[1720399],[1722861],[1723670],[1725493],[1727161],[1729794],[1731122],[1733450],[1743707],[1744516],[1754296],[1754455],[1754723],[1754928],[1758745],[1761872],[1765031],[1767850],[1786008],[1786435],[1786640],[1790457],[1793584],[1794925],[1796743],[1799562],[1807484],[1818219],[1819773],[1821038],[1824406],[1826793],[1829370],[1832083],[1836078],[1845099],[1845258],[1845526],[1846154],[1848455],[1848653],[1850503],[1852708],[1854380],[1856543],[1868644],[1876069],[1878531],[1879340],[1881163],[1882831],[1889120],[1905395],[1906670],[1909132],[1909941],[1911764],[1913432],[1916065],[1917393],[1919721],[1927297],[1928638],[1940567],[1940726],[1940994],[1941199],[1945016],[1948143],[1951302],[1954121],[1957489],[1963491],[1966401],[1967616],[1969601],[1969795],[1971664],[1975313],[1985423],[1986698],[1995083],[1995711],[1998210],[2000060],[2002265],[2023829],[2023988],[2024256],[2024884],[2027185],[2027383],[2029233],[2031438],[2033110],[2035273],[2039902],[2044203],[2045531],[2054799],[2057261],[2058070],[2059893],[2061561],[2067850],[2068009],[2075426],[2079381],[2079575],[2082232],[2084989],[2085219],[2099963],[2100122],[2100390],[2101018],[2105450],[2108360],[2109575],[2113623],[2128657],[2132920],[2135830],[2137045],[2137204],[2139030],[2139224],[2141093],[2144742],[2148504],[2150552],[2154429],[2164512],[2165140],[2167639],[2169489],[2171694],[2180158],[2188478],[2188708],[2193871],[2204473],[2207383],[2208598],[2208757],[2212479],[2212673],[2215330],[2233488],[2234116],[2238021],[2238215],[2239812],[2240872],[2243434],[2243629],[2243859],[2252485],[2254548],[2258197],[2264090],[2267000],[2268215],[2268374],[2272263],[2281722],[2290217],[2304437],[2304631],[2306228],[2307288],[2309850],[2311706],[2311936],[2327701],[2330611],[2331826],[2331985],[2335149],[2335379],[2336815],[2339724],[2340542],[2348628],[2359150],[2359344],[2360941],[2362001],[2375677],[2387859],[2396014],[2396244],[2397680],[2400589],[2402839],[2417059],[2417253],[2418850],[2419910],[2422985],[2424070],[2425514],[2428151],[2445559],[2445789],[2447225],[2471768],[2471962],[2478033],[2479118],[2480562],[2483199],[2489422],[2497577],[2497807],[2499243],[2503212],[2523365],[2524809],[2545075],[2546665],[2546895],[2552325],[2562098],[2569448],[2570892],[2574287],[2610107],[2611506],[2612881],[2617488],[2624264],[2626084],[2668063],[2668962],[2679888],[2717529],[2727082] ] cell #1820 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [1065677],[1079361],[1099717],[1156462],[1190520],[1203170],[1205749],[1225032],[1226491],[1237596],[1238716],[1271188],[1283960],[1312434],[1316577],[1334700],[1339587],[1355586],[1361579],[1365542],[1367001],[1368121],[1396077],[1398400],[1400979],[1412084],[1413975],[1429919],[1432826],[1433946],[1442161],[1446718],[1458919],[1467201],[1470138],[1482883],[1489063],[1492000],[1497112],[1498218],[1503105],[1516725],[1525621],[1531076],[1535963],[1542505],[1557955],[1559595],[1559902],[1561918],[1563377],[1564497],[1572867],[1575602],[1577493],[1583961],[1597602],[1600201],[1612183],[1619078],[1621677],[1629959],[1632896],[1644001],[1645641],[1645948],[1647462],[1654149],[1655181],[1656796],[1662431],[1665368],[1671586],[1676473],[1680199],[1684293],[1687230],[1687993],[1689203],[1692342],[1693448],[1698335],[1704877],[1713243],[1723230],[1725730],[1732783],[1739470],[1740502],[1742117],[1744076],[1746576],[1757717],[1764504],[1768598],[1771535],[1772298],[1773508],[1774981],[1775788],[1777162],[1783997],[1789429],[1792028],[1800310],[1803247],[1806817],[1806972],[1810905],[1813504],[1814536],[1821786],[1824723],[1830941],[1835828],[1843442],[1844637],[1848922],[1857291],[1858102],[1858909],[1860283],[1867118],[1868913],[1881400],[1888453],[1888608],[1892541],[1895140],[1896172],[1898357],[1899514],[1900713],[1900868],[1907135],[1909501],[1912001],[1923142],[1925383],[1925741],[1928388],[1928975],[1929540],[1930347],[1932847],[1943988],[1954869],[1957806],[1965033],[1966019],[1966174],[1973883],[1975257],[1978100],[1978385],[1979542],[1980741],[1980896],[1987163],[1992999],[1994194],[2006848],[2007094],[2007659],[2008466],[2010966],[2017905],[2018829],[2019394],[2027652],[2036021],[2037639],[2039013],[2040139],[2042896],[2045848],[2046486],[2047643],[2060130],[2071271],[2073512],[2080482],[2081287],[2081852],[2083521],[2089064],[2090263],[2090418],[2092524],[2094039],[2094963],[2095528],[2106992],[2107978],[2108133],[2115842],[2117216],[2120059],[2120344],[2121501],[2130174],[2131442],[2143312],[2144686],[2147529],[2148971],[2150170],[2150325],[2153421],[2176277],[2180395],[2183152],[2186840],[2186881],[2190338],[2190457],[2192402],[2194285],[2197597],[2198025],[2198590],[2201727],[2202995],[2213580],[2214385],[2214950],[2216619],[2222162],[2223361],[2223516],[2225622],[2235773],[2247704],[2248903],[2249058],[2251164],[2253175],[2253603],[2254168],[2274482],[2275856],[2278699],[2284591],[2288834],[2290631],[2291431],[2295199],[2298775],[2302189],[2310068],[2310109],[2313566],[2313685],[2315630],[2317513],[2320825],[2321253],[2321818],[2340956],[2344268],[2344696],[2345261],[2349666],[2368833],[2370032],[2370187],[2372293],[2374304],[2383234],[2383275],[2383751],[2384548],[2384687],[2388052],[2401456],[2403253],[2404053],[2406409],[2407821],[2411397],[2427640],[2429052],[2432628],[2451366],[2454678],[2455106],[2455671],[2467969],[2468372],[2468819],[2472917],[2472958],[2474231],[2482688],[2485314],[2486111],[2486250],[2489615],[2494568],[2505074],[2508578],[2526935],[2528347],[2531923],[2544374],[2547925],[2548775],[2554187],[2558702],[2559149],[2564561],[2573018],[2575844],[2579942],[2579983],[2581256],[2589713],[2596640],[2601593],[2614644],[2619045],[2623563],[2627964],[2638041],[2641592],[2642442],[2647854],[2658228],[2666685],[2675483],[2683026],[2695384],[2699785],[2708704],[2743976],[2751519], 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] cell #1821 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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2104716],[1872345,2106438],[1873093,2312134],[1875331,2315289],[1877758,2317755],[1880949,1893283],[1902523,2338660],[1908359,2341198],[1935267,2164298],[1939498,2365521],[1944278,2368492],[1960826,2382428],[1962399,2383450],[1963836,2385975],[1972730,2392123],[1982551,2399525],[1988453,2401595],[1990748,2210887],[1991667,2211576],[1992299,2402792],[1994869,1996700],[2001488,2220099],[2013386,2233274],[2020840,2426758],[2030661,2434160],[2042559,2443489],[2056488,2451608],[2078585,2468108],[2086643,2473133],[2088080,2475658],[2096974,2481806],[2102785,2483991],[2105795,2311148],[2114689,2318444],[2117891,2119722],[2133265,2506501],[2142159,2512649],[2151980,2520051],[2170917,2366770],[2182815,2379945],[2187927,2543639],[2195323,2548064],[2204818,2555614],[2221178,2408860],[2245283,2580158],[2246720,2582683],[2255614,2588831],[2273329,2452297],[2276531,2278362],[2296245,2613909],[2341994,2641731],[2351489,2649281],[2367849,2529386],[2430098,2694649] ] cell #1822 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1242659],[1364989],[1437889],[1456181],[1495161],[1561365],[1579545],[1586641],[1651411],[1678231],[1690391],[1701745],[1736732],[1778468],[1780906],[1796027],[1827884],[1861589],[1864027],[1903639],[1904144],[1918493],[1935465],[1983667],[1984172],[2013584],[2020223],[2021611],[2036358],[2051768],[2052273],[2096357],[2097745],[2125626],[2126131],[2132512],[2133988],[2160479],[2161867],[2204065],[2205541],[2217804],[2229455],[2230843],[2237847],[2263682],[2264737],[2265158],[2294747],[2304263],[2316268],[2327293],[2328348],[2328769],[2358976],[2359745],[2387451],[2393965],[2401741],[2406928],[2416885],[2417654],[2446340],[2462201],[2468254],[2471594],[2477134],[2484257],[2498358],[2514491],[2538180],[2543905],[2548210],[2551550],[2557620],[2584159],[2605383],[2610361],[2614175],[2641877],[2645217],[2671200],[2694915],[2739693], 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2031991,2431931],[2051377,2272712],[2056790,2452053],[2062120,2454346],[2062877,2454600],[2078496,2610479],[2079207,2289235],[2079976,2470329],[2086473,2720118],[2086539,2614088],[2088382,2476103],[2098921,2483648],[2105042,2310590],[2106097,2311593],[2106518,2312988],[2111386,2490016],[2114072,2125235],[2133567,2506946],[2138856,2508979],[2163043,2362450],[2167033,2528828],[2172247,2531226],[2189259,2545654],[2195234,2671318],[2196714,2550285],[2205120,2556059],[2212305,2401857],[2213074,2402384],[2215779,2217413],[2221480,2409305],[2232019,2420359],[2238616,2577354],[2245113,2777247],[2245179,2694828],[2247022,2583128],[2257561,2590673],[2270026,2597041],[2297577,2615924],[2305032,2620555],[2312487,2484792],[2319942,2490543],[2322647,2324281],[2335930,2639321],[2341905,2739811],[2343385,2643952],[2351791,2649726],[2368151,2529831],[2378690,2540885],[2396795,2676763],[2410199,2563242],[2431430,2696664],[2438885,2701295],[2453795,2597568],[2456500,2458134],[2517321,2745256],[2530725,2656909] ] cell #1823 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [709394],[779365],[853223],[887530],[921324],[965649],[1001352],[1006129],[1031953],[1037087],[1081708],[1087765],[1117654],[1120208],[1151920],[1161799],[1163276],[1187623],[1200448],[1207821],[1235809],[1241063],[1247120],[1248597],[1273535],[1279592],[1291308],[1309481],[1312035],[1325657],[1329434],[1340828],[1362820],[1364485],[1370193],[1377870],[1395678],[1403051],[1431039],[1436293],[1442350],[1443827],[1453265],[1455677],[1467313],[1471090],[1482484],[1489175],[1492952],[1494963],[1504346],[1522033],[1525810],[1537204],[1559196],[1560861],[1566569],[1574246],[1583868],[1586443],[1594547],[1596959],[1608595],[1612372],[1616023],[1618435],[1630071],[1633848],[1645242],[1648495],[1650907],[1662543],[1666320],[1677714],[1684405],[1688182],[1690193],[1699576],[1713225],[1723137],[1725712],[1733816],[1736228],[1743983],[1746558],[1754662],[1757074],[1768710],[1772487],[1775695],[1778270],[1786374],[1788786],[1800422],[1804199],[1807850],[1810262],[1821898],[1825675],[1837069],[1845465],[1848904],[1853074],[1857403],[1858816],[1861391],[1868895],[1878807],[1881382],[1889486],[1891898],[1899496],[1909408],[1911983],[1920087],[1922499],[1930254],[1932829],[1940933],[1943345],[1954981],[1958758],[1966677],[1967982],[1973790],[1977457],[1979524],[1998461],[2002631],[2008373],[2010948],[2024195],[2027634],[2031804],[2036133],[2037546],[2040121],[2047625],[2057537],[2060112],[2068216],[2070628],[2082483],[2083428],[2085467],[2089046],[2092506],[2100329],[2109941],[2115749],[2121483],[2136106],[2137411],[2143219],[2146886],[2148953],[2167890],[2172060],[2177802],[2180377],[2188956],[2192384],[2194267],[2207659],[2208964],[2216526],[2222144],[2241123],[2242068],[2244107],[2247686],[2251146],[2268581],[2274389],[2280123],[2290613],[2295085],[2307539],[2308484],[2312184],[2315612],[2332192],[2335627],[2339055],[2340938],[2363197],[2368815],[2383637],[2396492],[2399920],[2403235],[2421106],[2424466],[2428938],[2446037],[2449465],[2479514],[2485200],[2498055],[2501483],[2504163],[2523761],[2547143],[2553276],[2569844],[2592225],[2613277],[2632465],[2670337],[2717590] ] cell #1824 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [709395],[779366],[853224],[887531],[921325],[965650],[1001353],[1006130],[1031954],[1037088],[1081709],[1087766],[1117655],[1120209],[1151921],[1161800],[1163277],[1187624],[1200449],[1207822],[1235810],[1241064],[1247121],[1248598],[1273536],[1279593],[1291309],[1309482],[1312036],[1325658],[1329435],[1340829],[1362821],[1364486],[1370194],[1377871],[1395679],[1403052],[1431040],[1436294],[1442351],[1443828],[1453266],[1455678],[1467314],[1471091],[1482485],[1489176],[1492953],[1494961],[1504347],[1522034],[1525811],[1537205],[1559197],[1560862],[1566570],[1574247],[1583869],[1586441],[1594548],[1596960],[1608596],[1612373],[1616024],[1618436],[1630072],[1633849],[1645243],[1648496],[1650908],[1662544],[1666321],[1677715],[1684406],[1688183],[1690191],[1699577],[1713223],[1723138],[1725710],[1733817],[1736229],[1743984],[1746556],[1754663],[1757075],[1768711],[1772488],[1775696],[1778268],[1786375],[1788787],[1800423],[1804200],[1807851],[1810263],[1821899],[1825676],[1837070],[1845466],[1848902],[1853075],[1857404],[1858817],[1861389],[1868893],[1878808],[1881380],[1889487],[1891899],[1899494],[1909409],[1911981],[1920088],[1922500],[1930255],[1932827],[1940934],[1943346],[1954982],[1958759],[1966678],[1967983],[1973791],[1977458],[1979522],[1998459],[2002632],[2008374],[2010946],[2024196],[2027632],[2031805],[2036134],[2037547],[2040119],[2047623],[2057538],[2060110],[2068217],[2070629],[2082481],[2083429],[2085468],[2089044],[2092504],[2100330],[2109942],[2115750],[2121481],[2136107],[2137412],[2143220],[2146887],[2148951],[2167888],[2172061],[2177803],[2180375],[2188957],[2192382],[2194265],[2207660],[2208965],[2216527],[2222142],[2241121],[2242069],[2244108],[2247684],[2251144],[2268582],[2274390],[2280121],[2290611],[2295102],[2307537],[2308485],[2312185],[2315610],[2332193],[2335628],[2339053],[2340936],[2363198],[2368813],[2383654],[2396493],[2399918],[2403233],[2421107],[2424464],[2428955],[2446038],[2449463],[2479512],[2485217],[2498056],[2501481],[2504180],[2523759],[2547144],[2553293],[2569842],[2592242],[2613275],[2632482],[2670354],[2717607] ] cell #1825 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [709386],[779357],[853215],[887522],[921316],[965641],[1001344],[1006124],[1031945],[1037079],[1081700],[1087760],[1117646],[1120200],[1151912],[1161794],[1163268],[1187615],[1200440],[1207816],[1235801],[1241055],[1247115],[1248589],[1273527],[1279587],[1291303],[1309473],[1312027],[1325649],[1329429],[1340820],[1362812],[1364483],[1370188],[1377865],[1395670],[1403046],[1431031],[1436285],[1442345],[1443819],[1453260],[1455675],[1467305],[1471085],[1482476],[1489167],[1492947],[1494964],[1504338],[1522025],[1525805],[1537196],[1559188],[1560859],[1566564],[1574241],[1583866],[1586444],[1594542],[1596957],[1608587],[1612367],[1616018],[1618433],[1630063],[1633843],[1645234],[1648490],[1650905],[1662535],[1666315],[1677706],[1684397],[1688177],[1690194],[1699568],[1713226],[1723135],[1725713],[1733811],[1736226],[1743981],[1746559],[1754657],[1757072],[1768702],[1772482],[1775693],[1778271],[1786369],[1788784],[1800414],[1804194],[1807845],[1810260],[1821890],[1825670],[1837061],[1845460],[1848905],[1853069],[1857395],[1858814],[1861392],[1868896],[1878805],[1881383],[1889481],[1891896],[1899497],[1909406],[1911984],[1920082],[1922497],[1930252],[1932830],[1940928],[1943343],[1954973],[1958753],[1966675],[1967977],[1973788],[1977455],[1979525],[1998462],[2002626],[2008371],[2010949],[2024190],[2027635],[2031799],[2036125],[2037544],[2040122],[2047626],[2057535],[2060113],[2068211],[2070626],[2082484],[2083426],[2085465],[2089047],[2092507],[2100324],[2109936],[2115747],[2121484],[2136104],[2137406],[2143217],[2146884],[2148954],[2167891],[2172055],[2177800],[2180378],[2188954],[2192385],[2194268],[2207657],[2208959],[2216524],[2222145],[2241124],[2242066],[2244105],[2247687],[2251147],[2268576],[2274387],[2280124],[2290614],[2295103],[2307540],[2308482],[2312182],[2315613],[2332187],[2335625],[2339056],[2340939],[2363195],[2368816],[2383655],[2396490],[2399921],[2403236],[2421104],[2424467],[2428956],[2446035],[2449466],[2479515],[2485218],[2498053],[2501484],[2504181],[2523762],[2547141],[2553294],[2569845],[2592243],[2613278],[2632483],[2670355],[2717608] ] cell #1826 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [934013],[1011469],[1093105],[1130402],[1167139],[1214707],[1252460],[1257655],[1284932],[1290517],[1337440],[1343701],[1374454],[1377079],[1409937],[1420413],[1421882],[1447690],[1460539],[1467710],[1495776],[1500958],[1507219],[1508688],[1533816],[1540077],[1552113],[1570830],[1573455],[1587256],[1590862],[1601821],[1623297],[1625013],[1630468],[1638159],[1655769],[1662940],[1691006],[1696188],[1702449],[1703918],[1713558],[1715715],[1726525],[1730131],[1741090],[1747371],[1750977],[1752996],[1761936],[1779083],[1782689],[1793648],[1815124],[1816840],[1822295],[1829986],[1839634],[1841879],[1849237],[1851394],[1862204],[1865810],[1869228],[1871385],[1882195],[1885801],[1896760],[1899829],[1901986],[1912796],[1916402],[1927361],[1933642],[1937248],[1939267],[1948207],[1961565],[1970254],[1972499],[1979857],[1982014],[1989191],[1991436],[1998794],[2000951],[2011761],[2015367],[2018364],[2020609],[2027967],[2030124],[2040934],[2044540],[2047958],[2050115],[2060925],[2064531],[2075490],[2082816],[2085809],[2089379],[2093319],[2094498],[2096743],[2103524],[2112213],[2114458],[2121816],[2123973],[2130994],[2139683],[2141928],[2149286],[2151443],[2158620],[2160865],[2168223],[2170380],[2181190],[2184796],[2191585],[2192717],[2197560],[2200781],[2202547],[2218907],[2222477],[2227596],[2229841],[2241456],[2244449],[2248019],[2251959],[2253138],[2255383],[2262164],[2270853],[2273098],[2280456],[2282613],[2292962],[2293750],[2295466],[2298327],[2301286],[2307872],[2315945],[2320788],[2325775],[2338256],[2339388],[2344231],[2347452],[2349218],[2365578],[2369148],[2374267],[2376512],[2384018],[2386721],[2388265],[2399121],[2400253],[2406372],[2410949],[2426815],[2427603],[2429319],[2432180],[2435139],[2449798],[2454641],[2459628],[2468585],[2472090],[2481863],[2482651],[2485581],[2488284],[2501816],[2504544],[2507247],[2508791],[2526898],[2531475],[2543953],[2553657],[2556360],[2558915],[2572981],[2575610],[2579115],[2592606],[2595309],[2618811],[2623142],[2632846],[2635549],[2637620],[2652582],[2670718],[2675062],[2687193],[2703882],[2719714],[2733182],[2760661],[2793605] ] cell #1827 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [818307],[892372],[970491],[1006479],[1041929],[1088115],[1125050],[1130059],[1156762],[1162149],[1208171],[1214364],[1244865],[1247470],[1279942],[1290174],[1291658],[1316877],[1329784],[1337097],[1365292],[1370543],[1376736],[1378220],[1403401],[1409594],[1421539],[1440095],[1442700],[1456484],[1460196],[1471440],[1493302],[1495001],[1500615],[1508345],[1526160],[1533473],[1561668],[1566919],[1573112],[1574596],[1584185],[1586481],[1597766],[1601478],[1612722],[1619242],[1622954],[1624981],[1634198],[1651714],[1655426],[1666670],[1688532],[1690231],[1695845],[1703575],[1713263],[1715683],[1723454],[1725750],[1737035],[1740747],[1744300],[1746596],[1757881],[1761593],[1772837],[1776012],[1778308],[1789593],[1793305],[1804549],[1811069],[1814781],[1816808],[1826025],[1839602],[1848942],[1851362],[1859133],[1861429],[1868933],[1871353],[1879124],[1881420],[1892705],[1896417],[1899534],[1901954],[1909725],[1912021],[1923306],[1927018],[1930571],[1932867],[1944152],[1947864],[1959108],[1966994],[1970222],[1974107],[1978264],[1979562],[1981982],[1989159],[1998499],[2000919],[2008690],[2010986],[2018332],[2027672],[2030092],[2037863],[2040159],[2047663],[2050083],[2057854],[2060150],[2071435],[2075147],[2082521],[2083745],[2089084],[2092544],[2094466],[2112181],[2116066],[2121521],[2123941],[2136423],[2139651],[2143536],[2147693],[2148991],[2151411],[2158588],[2167928],[2170348],[2178119],[2180415],[2191553],[2192422],[2194305],[2197528],[2200749],[2207976],[2216843],[2222182],[2227564],[2241161],[2242385],[2247724],[2251184],[2253106],[2270821],[2274706],[2280161],[2282581],[2290651],[2293718],[2295434],[2307577],[2308801],[2315650],[2320756],[2338224],[2339093],[2340976],[2344199],[2347420],[2363514],[2368853],[2374235],[2383986],[2387988],[2399089],[2399958],[2403273],[2406340],[2421423],[2424504],[2427571],[2429287],[2449503],[2454609],[2468308],[2479552],[2482619],[2485549],[2501521],[2504512],[2508514],[2523799],[2526866],[2553625],[2558638],[2569882],[2572949],[2575333],[2592574],[2613315],[2618534],[2632814],[2652305],[2670686],[2686916],[2719437],[2759239] ] cell #1828 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1055447],[1135491],[1219796],[1257993],[1295606],[1344039],[1382168],[1387496],[1415026],[1420751],[1468048],[1474302],[1504941],[1507557],[1540415],[1551014],[1552451],[1578544],[1591200],[1598147],[1625754],[1630806],[1637060],[1638497],[1663278],[1669532],[1681518],[1700171],[1702787],[1716456],[1719916],[1730469],[1751315],[1753027],[1758262],[1765823],[1783027],[1789974],[1817581],[1822633],[1828887],[1830324],[1839909],[1841910],[1852135],[1855595],[1866148],[1872126],[1875586],[1877574],[1886139],[1902727],[1906187],[1916740],[1937586],[1939298],[1944533],[1952094],[1961596],[1963652],[1970529],[1972530],[1982755],[1986215],[1989466],[1991467],[2001692],[2005152],[2015705],[2018639],[2020640],[2030865],[2034325],[2044878],[2050856],[2054316],[2056304],[2064869],[2077863],[2085840],[2087896],[2094773],[2096774],[2103555],[2105611],[2112488],[2114489],[2124714],[2128174],[2131025],[2133081],[2139958],[2141959],[2152184],[2155644],[2158895],[2160896],[2171121],[2174581],[2185134],[2191860],[2194601],[2197835],[2201522],[2202578],[2204634],[2210961],[2218938],[2220994],[2227871],[2229872],[2236503],[2244480],[2246536],[2253413],[2255414],[2262195],[2264251],[2271128],[2273129],[2283354],[2286814],[2292993],[2294025],[2298358],[2301317],[2302919],[2317829],[2321063],[2325806],[2327862],[2338531],[2341272],[2344506],[2348193],[2349249],[2351305],[2357632],[2365609],[2367665],[2374542],[2376543],[2386049],[2386752],[2388296],[2390797],[2393479],[2399396],[2406647],[2410980],[2415541],[2426846],[2427878],[2432211],[2435170],[2436772],[2451682],[2454916],[2459659],[2461715],[2468616],[2470961],[2472332],[2481894],[2482926],[2488315],[2492360],[2506575],[2507278],[2508822],[2511323],[2514005],[2527173],[2531506],[2536067],[2544195],[2547234],[2555688],[2556391],[2558946],[2561291],[2573256],[2575641],[2577986],[2579357],[2595340],[2599385],[2610622],[2618842],[2621187],[2623384],[2635580],[2637862],[2640901],[2652613],[2654958],[2675304],[2679004],[2687224],[2689569],[2691362],[2704124],[2719745],[2723312],[2733424],[2747497],[2760903],[2771888],[2794713],[2821475] ] cell #1829 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [18367,417193],[27405,499281],[29165,518756],[39253,589039],[39690,590277],[40945,600701],[42134,611903],[51992,667117],[53333,491327],[55338,688288],[56903,695805],[57601,700975],[58812,712267],[59249,713505],[65909,370801],[71124,767358],[71822,772528],[73505,581420],[73703,782380],[76006,414519],[77644,801479],[77981,802609],[78680,603949],[79083,809093],[80685,821386],[81588,825757],[87729,845927],[89506,447567],[89704,856238],[95560,877613],[95897,878743],[96596,470096],[96999,885227],[98244,889021],[98943,492565],[99302,895579],[104147,915189],[104332,915969],[104724,917093],[105628,704648],[105826,699729],[108129,516082],[108730,936787],[109428,941957],[112710,950116],[116651,962005],[118189,967140],[118888,372039],[119247,973698],[123231,553058],[126272,995217],[126457,995997],[126849,997121],[127753,557977],[127951,771282],[129225,267254],[129585,1007212],[129770,1007992],[130954,577028],[134529,1024657],[136504,1034968],[137033,1035414],[137098,1035495],[138125,805311],[138824,605187],[139183,807710],[142360,1056343],[142697,1057473],[147429,1071411],[147614,1072191],[149157,1076132],[151923,1083199],[152295,1084297],[153616,307494],[153976,1088848],[154161,1089628],[155345,640639],[157871,646671],[159466,1104675],[160251,649070],[163718,657827],[163853,1118535],[163918,1118616],[164945,881445],[165644,471334],[166003,883844],[167578,671241],[167868,1130997],[167933,1131078],[169839,1136387],[173780,1148276],[175318,1153411],[176376,1159969],[177040,1160424],[177801,346443],[178161,347162],[178346,919984],[179530,700256],[183401,1181488],[183978,1183392],[185080,940711],[188130,1194858],[189478,1197655],[189543,1197736],[191576,1202529],[194645,1208904],[194830,1209684],[195588,963717],[196878,740217],[197168,1215302],[197233,1215383],[199139,1220692],[201550,383417],[201871,750555],[203564,1230766],[203749,1231546],[204598,553585],[206463,760126],[208058,1242554],[208843,762525],[208990,1245745],[209751,395556],[210111,396275],[210296,1000012],[211480,771809],[213281,776510],[213772,1258540],[215922,1263238],[217650,1267959],[220416,1275026],[220788,1276124],[222469,1280675],[222654,1281455],[223838,592119],[225698,804339],[225988,1040012],[226053,282433],[226180,282154],[227959,1296502],[232211,816467],[232411,1310443],[233438,1060175],[234496,1062574],[236416,1321923],[237945,1324156],[239496,1326939],[240810,443175],[241509,1331394],[244018,627788],[245076,852873],[245366,1338035],[245431,1338116],[246218,628956],[246394,451168],[246579,1086148],[247892,850368],[248383,1344586],[250533,1349284],[252502,645699],[253338,861282],[253464,461615],[254392,1357230],[255740,1360027],[255805,1360108],[258893,469308],[259214,871874],[260907,1371276],[261092,1372056],[261850,1118276],[261941,473176],[263140,880473],[263430,1123133],[263495,325634],[263622,325355],[265401,1383064],[268870,1390088],[270283,1392966],[272316,1397759],[275385,1404134],[275570,1404914],[276328,1149988],[277618,685847],[277908,1410532],[277973,1410613],[279879,911548],[281663,918469],[284304,1425996],[287203,929555],[288798,1437784],[289583,931954],[290851,516801],[291036,1186283],[292220,715347],[294499,1452819],[295608,524570],[295777,1454534],[299502,953065],[301508,1463579],[303037,730351],[303176,533585],[304097,969614],[304588,1468595],[305277,536698],[305598,731618],[305710,1212250],[305775,374160],[305902,373881],[309110,1476894],[310523,1479772],[312326,749040],[313388,1485441],[313724,548534],[314917,1487674],[316468,1490457],[319100,555536],[319936,989420],[320062,557115],[320990,758958],[322048,1001002],[322338,1501553],[322403,1501634],[323366,561578],[323551,1245503],[323906,1256155],[324864,998497],[327505,1512802],[331612,1520532],[335176,1527770],[337685,786428],[338743,779015],[339033,1534411],[339098,1534492],[339885,787596],[340061,585021],[340246,1277975],[341559,792222],[342050,1540962],[344200,1031407],[345143,1032575],[348059,1553606],[349472,1556484],[352560,603161],[352881,1050604],[354574,1567652],[354759,1568432],[355517,1310103],[355608,607029],[356807,818945],[357097,1314960],[357162,432659],[357289,432380],[359068,1061105],[361232,438040],[362114,617870],[364291,619385],[366783,1074757],[368550,1333363],[369157,1594101],[370266,445126],[370435,628391],[371000,448676],[373233,841291],[373359,631355],[377695,1607094],[381389,460527],[382561,1615577],[383839,1617292],[387059,864631],[387564,1107624],[388508,651297],[389570,1626337],[389906,653303],[391099,870607],[391238,654714],[392159,1124173],[392650,1631353],[393772,1374622],[393837,473455],[394324,1385817],[397172,1639652],[398585,1642530],[402802,1649764],[406527,893010],[408533,1658809],[410062,899780],[410201,680256],[411122,891495],[411613,1663825],[412302,683369],[412623,901047],[412735,1407480],[412800,494686],[412927,494407],[416135,909450],[417548,1156133],[418335,910618],[418511,691889],[418696,1157400],[421942,1682904],[426125,702207],[426961,1175691],[427087,703786],[428015,928387],[429073,920974],[429363,1696783],[429428,1696864],[430391,708249],[430576,1440733],[430931,1170834],[431889,934181],[434530,1187077],[435473,1188245],[439535,1192983],[439936,721026],[442648,1719069],[444159,1721402],[444930,956106],[445617,532090],[446499,530168],[447141,533986],[450258,734029],[454820,1735085],[458545,971129],[463586,553257],[465650,982324],[465789,753447],[466078,1234112],[467280,556027],[467845,1496881],[467976,1510270],[468452,1754216],[469730,759561],[470295,559086],[473810,1516396],[476990,1767209],[484817,778025],[487309,1011637],[489076,1529739],[489683,1785928],[490792,578979],[490961,787031],[491526,582529],[493759,1020021],[493885,789995],[498221,1029346],[498360,795639],[500461,798752],[500782,1030613],[500894,1285100],[500959,592398],[504365,1809119],[507585,1043361],[508090,1042567],[509034,809937],[510096,1818164],[510432,811943],[511625,1049337],[511764,813354],[512685,1041052],[513176,1823180],[514298,1570998],[514363,607308],[514850,1299255],[517698,1059007],[519111,1316248],[520074,824987],[520259,1317515],[524374,828823],[524977,621796],[525542,1590480],[525673,1592793],[527941,1845019],[529615,1847253],[530416,839541],[542726,851883],[545218,1093273],[549945,1355355],[550346,648644],[552692,646106],[555677,1640031],[557551,655115],[565230,1890755],[568450,1126482],[568955,1125688],[573388,1130572],[573789,890455],[576501,1905340],[578012,1139140],[578783,1142377],[579470,678761],[580352,676839],[580994,680657],[584111,903458],[586788,1410107],[588673,910053],[589238,689397],[591471,1154845],[591597,913017],[597439,699928],[599503,1168595],[599642,922876],[599931,1167307],[601133,702698],[601698,1692111],[601829,1423464],[602305,1940487],[603583,928990],[604148,705757],[607663,1429590],[610843,1185016],[610982,937598],[613516,1447858],[613581,715626],[618118,719276],[619526,1721781],[623374,1968211],[636999,1214877],[637400,968574],[640112,1985368],[641623,1223445],[642523,749288],[645503,746101],[651015,1766734],[663855,771481],[665919,1253916],[666058,1002904],[666347,1252628],[671045,1007553],[671648,780436],[672213,1782307],[672344,1260706],[673143,1533986],[674612,2023749],[676286,1266832],[676425,1015164],[677087,1018271],[685651,1281016],[687862,796040],[690979,1033024],[696616,1290687],[697017,807284],[699363,804746],[702348,1553985],[704222,813755],[710016,1573625],[711901,1059610],[712466,822495],[717261,2077478],[720744,1846778],[736226,856437],[740021,1089189],[740624,854294],[741189,1865428],[741320,1346752],[742119,1337610],[743588,2099883],[745262,1352878],[745401,1096800],[768169,1377249],[768570,883418],[770916,880880],[776758,888705],[778166,1390467],[778819,1404475],[779987,1655939],[782014,1149423],[782579,905655],[792470,1153095],[801163,918717],[804143,915530],[806241,1696358],[809655,1682429],[820960,937999],[826348,1961164],[836434,1460709],[846209,973272],[850616,966824],[852024,1477273],[852677,1209245],[853845,1741260],[855872,963152],[877297,998745],[880277,995558],[882375,1501128],[886690,1268338],[890173,1520057],[891743,1274710],[895153,1024939],[920778,1567993],[921946,1815294],[949800,1075005],[952869,1071752],[954353,1087144],[964809,1076511],[968292,1606619],[969862,1082883],[984563,1623467],[1000806,1371617],[1001974,1896930],[1005078,1397284],[1005508,1140624],[1041300,1437468],[1068879,1197230],[1070965,1195237],[1086714,1202054],[1104359,1234360],[1107428,1231107],[1124421,1242238],[1196800,1323681],[1228234,1359602],[1230320,1357609],[1359172,1487199] ] cell #1830 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [47849],[48373],[48511],[60439],[66529],[67136],[69287],[69425],[82773],[86012],[87362],[87500],[90316],[93127],[93734],[106893],[107031],[110822],[111755],[113955],[114751],[116369],[123449],[132812],[134162],[134300],[139927],[140534],[146145],[146484],[148894],[149109],[150035],[150968],[158511],[168884],[171084],[171880],[173498],[176469],[176607],[180578],[187867],[188082],[193700],[198184],[202280],[202619],[207103],[214638],[214977],[217387],[217602],[218528],[219461],[221661],[224075],[227004],[243970],[249249],[249588],[254129],[254344],[259962],[264446],[268607],[268822],[269962],[274440],[276850],[277065],[278924],[283020],[283359],[287843],[306250],[308847],[309062],[310202],[320942],[326221],[326560],[332674],[332889],[337637],[343255],[347796],[348011],[349151],[353629],[358113],[367587],[368669],[374533],[378757],[378972],[387011],[396909],[397124],[398264],[403170],[413275],[416087],[423004],[423219],[427967],[433585],[439654],[443896],[444111],[444386],[445285],[455188],[466882],[478052],[478267],[489195],[495059],[499498],[504733],[507537],[517650],[521712],[523830],[524729],[529832],[529975],[550064],[554306],[554521],[565598],[568402],[577964],[578239],[579138],[597188],[612120],[614664],[617534],[617677],[623742],[624134],[641575],[642841],[644959],[645858],[663604],[671400],[676503],[676646],[701192],[716581],[719594],[719681],[735975],[740376],[745834],[748704],[748847],[772745],[776317],[782774],[804498],[822244],[828556],[839859],[850175],[856837],[859937],[880632],[889110],[905404],[918276],[944879],[953224],[955839],[967229],[998304],[1018589],[1038667],[1074564],[1077962],[1121788],[1142110],[1191853],[1200949],[1269789],[1321246],[1451534] ] cell #1831 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [90270],[91044],[91248],[110776],[120024],[120892],[124177],[124381],[145392],[149989],[151977],[152181],[156426],[160511],[161379],[181306],[181510],[187224],[188469],[191548],[192608],[194908],[205018],[218482],[220470],[220674],[229004],[229872],[237917],[238364],[241650],[241916],[243112],[244357],[254731],[269209],[272288],[273348],[275648],[279933],[280137],[285758],[295918],[296184],[303456],[309449],[314889],[315336],[321329],[331584],[332031],[335317],[335583],[336779],[338024],[341103],[344463],[348398],[370842],[377667],[378114],[383980],[384246],[391518],[397511],[402943],[403209],[404669],[410481],[413767],[414033],[416474],[421914],[422361],[428354],[451772],[454961],[455227],[456687],[470137],[476962],[477409],[485127],[485393],[491368],[498640],[504506],[504772],[506232],[512044],[518037],[529587],[530845],[537935],[543036],[543302],[553099],[565371],[565637],[567097],[573113],[585625],[589080],[597749],[598015],[603990],[611262],[618547],[623515],[623781],[624130],[625115],[636724],[650716],[664165],[664431],[677516],[684606],[689973],[696341],[699770],[712308],[717402],[719677],[720662],[726541],[726676],[749717],[754685],[754951],[767894],[771323],[782421],[782770],[783755],[805036],[823071],[826290],[829306],[829441],[836159],[836635],[856279],[857658],[859933],[860918],[881170],[890091],[895970],[896105],[924380],[942625],[945700],[945788],[963442],[968210],[974419],[977435],[977570],[1004408],[1008171],[1015365],[1039648],[1059900],[1066979],[1078783],[1089807],[1097184],[1100347],[1122769],[1132059],[1149713],[1163841],[1193328],[1201930],[1204472],[1216364],[1249162],[1270610],[1292174],[1330370],[1333708],[1378736],[1399702],[1452302],[1461076],[1530084],[1583219],[1712088] ] cell #1832 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [151193],[158736],[163533],[193570],[202489],[207328],[208448],[219686],[224483],[232026],[241625],[241773],[244185],[252147],[254559],[257856],[259832],[274310],[279149],[280269],[288068],[289188],[292865],[295253],[295893],[296041],[296979],[300533],[312413],[318745],[321157],[335292],[335440],[337852],[341149],[343125],[351523],[353499],[359458],[362201],[363063],[363936],[369911],[371637],[381471],[383955],[384103],[385041],[388595],[402918],[403066],[404004],[404715],[407558],[413890],[416302],[425770],[428182],[431479],[438122],[440023],[446586],[448321],[454936],[455084],[456022],[456733],[462358],[463231],[470932],[483589],[484462],[485250],[486188],[490437],[492163],[495717],[504481],[504629],[505567],[506278],[509121],[532172],[534073],[541498],[542371],[543159],[544097],[550433],[558731],[561168],[565346],[565494],[566432],[567143],[573876],[574738],[580439],[582174],[589875],[596211],[597084],[597872],[598810],[604785],[623490],[623638],[633047],[637487],[638349],[650762],[655202],[662627],[663500],[664288],[665226],[678843],[680744],[689042],[690768],[697104],[697966],[705402],[707839],[713103],[717377],[718516],[726031],[731777],[735871],[750714],[754808],[764217],[768657],[769519],[791687],[796127],[813842],[822140],[823866],[824577],[826076],[827499],[828152],[838781],[841098],[846296],[858772],[861089],[866287],[872033],[901206],[905300],[914709],[933646],[938086],[942438],[943599],[943817],[954782],[955435],[957766],[975628],[976281],[978612],[989227],[1017511],[1019828],[1025026],[1030772],[1050763],[1065604],[1076682],[1076900],[1098158],[1098376],[1112325],[1141053],[1141706],[1144037],[1154652],[1175498],[1203097],[1224959],[1268509],[1268727],[1282676],[1304152],[1398327], [77445,501997],[77969,348226],[78107,227229],[95361,562862],[95885,397339],[96023,264671],[98045,571975],[104135,419438],[104742,283229],[112511,620864],[116639,451600],[116777,306475],[117990,635586],[126260,474486],[126867,326430],[129573,482727],[137116,345814],[142685,517865],[142823,358338],[145041,718242],[147417,526960],[149145,530613],[151724,733097],[152313,374403],[153964,540636],[157814,977146],[159267,752034],[163936,394927],[167951,402278],[173768,585453],[173906,413500],[175119,794226],[183389,608339],[183996,433455],[186543,827405],[188118,618315],[189561,441758],[191314,624183],[191594,445100],[192257,838507],[194633,630374],[197251,454296],[201176,858498],[201443,1099487],[203552,648089],[206406,1110859],[207859,873353],[215910,673631],[217638,677284],[220217,902526],[220806,494929],[222457,687307],[232429,515453],[237683,719730],[237963,524544],[242431,954688],[244006,730548],[245449,535808],[246161,1210545],[250521,742607],[252805,975534],[254380,749485],[255823,552168],[258519,986636],[258786,1237366],[260895,761544],[268858,776955],[270301,575611],[272054,782823],[272334,578953],[272997,1017237],[275373,789014],[277991,588149],[284292,806729],[287146,1302686],[288599,1052083],[298985,1073052],[302775,839995],[303055,627958],[305170,1339357],[309098,850813],[310541,639222],[314655,859986],[314935,645673],[319403,1109247],[320978,870804],[322421,656937],[327493,882863],[331350,889159],[331630,671215],[336098,1140959],[337673,899977],[339116,682479],[339828,1405775],[344188,912036],[348047,918914],[349490,698839],[352186,1172907],[352453,1432596],[354562,930973],[366093,1198977],[368453,1464854],[377433,967278],[377713,740191],[387047,982521],[390837,988124],[391117,759128],[394312,994425],[397160,998942],[398603,770392],[406010,1264879],[409800,1018725],[410080,786598],[412195,1535733],[416123,1029543],[417566,797862],[418278,1547301],[421680,1038716],[421960,804313],[426428,1301074],[428003,1049534],[429446,815577],[434518,1061593],[439438,1323198],[444147,1075202],[458028,1350925],[465388,1104813],[465668,864801],[467964,1109994],[473828,876127],[476728,1121837],[477008,880447],[486619,1394207],[488979,1660084],[497959,1153549],[498239,909620],[500354,1676243],[507573,1168792],[511363,1174395],[511643,928557],[514838,1180696],[517686,1185213],[519129,939821],[525661,1199724],[529353,1200998],[529633,953039],[544528,1481013],[549848,1224512],[554796,1236037],[555695,986910],[568438,1254113],[573291,1519574],[578000,1267029],[586691,1797963],[599241,1296640],[599521,1043531],[601817,1301821],[607681,1054857],[610581,1313664],[610861,1059177],[615399,1321295],[618645,1328111],[619544,1073326],[636902,1606136],[641611,1353075],[650961,1365469],[651104,1109341],[665657,1383202],[665937,1126652],[672332,1394954],[673046,1914652],[676024,1396228],[676304,1139310],[696519,1419742],[701467,1431267],[702366,1173181],[716724,1452090],[720690,1458846],[720833,1199071],[741308,1481760],[742022,1728381],[745000,1483034],[745280,1223615],[755304,1236255],[768072,1506548],[774039,1517671],[777285,1524487],[778184,1265153],[806144,2062781],[809601,1561845],[809744,1301168],[826294,1583035],[830483,1328329],[836337,1589112],[847897,1604233],[851143,1611049],[852042,1351199],[882278,1884051],[886153,1647320],[890119,1654076],[890262,1394301],[924733,1431485],[949040,1717401],[964272,1732641],[968238,1739397],[968381,1481107],[984466,1749227],[1005024,1774862],[1009213,1524705],[1070428,1843300],[1086660,1857983],[1090849,1611267],[1103599,1873071],[1196746,1964914],[1229783,1992857],[1359118,2106873] ] cell #1833 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [142205],[169684],[183372],[198984],[214682],[215893],[227804],[232271],[249293],[250504],[265246],[268841],[270143],[283064],[284275],[309081],[310383],[326265],[327476],[329228],[331147],[348030],[349332],[367631],[375311],[377230],[397143],[398445],[400437],[419558],[421477],[441005],[444130],[452455],[474606],[476525],[482847],[502000],[525992],[527080],[529150],[540756],[551415],[562865],[571978],[615128],[620867],[630494],[635589],[647121],[648209],[687427],[718245],[733100],[752037],[761664],[789134],[794229],[838510],[858501],[873356],[902529],[931093],[986639],[1017240],[1052086],[1073055],[1172910],[1264882],[1350928], [35859,125837,323751],[40414,138753,348642],[49811,160755,389103],[50847,163378,394295],[51461,165573,397755],[56187,176697,279724],[56764,178949,283512],[58631,182966,430776],[61266,188713,440531],[64475,195881,452016],[68807,123602,467591],[68966,205263,467947],[70985,210899,326713],[76208,221705,342960],[77244,224328,344171],[77489,226700,226729],[77952,226987,348547],[79407,229248,509629],[80443,231871,514821],[81057,234066,518281],[81534,234817,358913],[83573,146637,525288],[83732,238609,525644],[87590,246779,374686],[93010,257373,554777],[93110,160660,555219],[95405,264142,264171],[95868,264429,397660],[98089,168580,168609],[98872,269453,574384],[99145,270006,274145],[102081,276621,585869],[102324,174491,175163],[102483,277084,416106],[104118,282969,283003],[106413,180731,601444],[106572,286003,601800],[108331,290087,433290],[108591,291639,433738],[109367,292710,434501],[111638,296496,618626],[111738,188618,619068],[112555,300028,300057],[113999,301041,447094],[116622,306233,451921],[118034,197880,197909],[118817,309693,637995],[119090,193405,310246],[123291,204839,650976],[126243,326170,326204],[129556,214587,214621],[130373,215130,671959],[130532,332276,672315],[130708,215635,220261],[130867,332908,337656],[131156,333520,488157],[134390,340446,495212],[134696,340666,497756],[134796,221644,222440],[136958,347606,347609],[139026,349195,353334],[139810,351040,701448],[139910,229153,701890],[142364,356273,517669],[142668,358096,518186],[144202,360319,716705],[146189,362709,363571],[146326,238185,720705],[147400,367536,367570],[149128,368652,532757],[151768,155099,250246],[153947,249198,249232],[154764,249741,740935],[154923,378359,741291],[155258,243989,378991],[155547,379603,546066],[159311,257153,388119],[163778,396719,396722],[165846,259667,398308],[167793,268417,268420],[168767,403521,777266],[168867,269358,777708],[169170,404232,409597],[169270,269945,275356],[169843,405361,577983],[171128,408066,580947],[173751,413258,585774],[174151,276663,277833],[179284,284017,288643],[179443,423238,427986],[179732,423850,424403],[180420,285579,809616],[183272,430996,610378],[185857,293474,826309],[188101,438707,439637],[189403,443706,443709],[191111,444367,626235],[194616,198570,310185],[197093,308657,308660],[198067,455539,851124],[198167,309598,851566],[198470,302572,456250],[199143,457379,641594],[202324,312921,462866],[203535,318113,466865],[204800,317378,466926],[207903,211234,327218],[211393,320961,478286],[211682,478898,479451],[212563,329055,329058],[212695,480845,886134],[212745,480913,488596],[214819,331852,890134],[215295,332487,338958],[215793,485705,675821],[217621,489178,679428],[227290,505795,511160],[227390,349134,354545],[227963,506924,507556],[235561,521457,521460],[237480,522821,523811],[245291,249906,378570],[247174,375138,375141],[247306,538754,964253],[247356,368070,538822],[249430,377935,968253],[250404,543614,744797],[254363,382056,550047],[255665,387779,554119],[257312,387030,554540],[260878,264832,398247],[264732,390634,566660],[265405,567789,568421],[266597,400499,1005039],[266652,400567,407678],[266729,570168,773768],[271851,578220,784875],[281127,593535,601218],[283677,422817,429288],[284175,598327,599038],[293412,614571,614645],[297382,440832,440835],[297514,619953,1070409],[297564,439055,620021],[300653,306892,452585],[306837,452517,1086675],[306969,633779,847626],[312533,459982,642589],[314452,459277,644940],[318013,465185,650279],[322263,326878,477865],[324328,467365,659951],[327376,664743,665454],[330793,669897,671733],[345841,502130,509241],[345918,693396,693464],[362321,523526,719342],[363183,364751,526122],[364696,526054,1196761],[364828,722263,948769],[365536,525062,723227],[376876,738873,740709],[381474,546316,745815],[381906,546793,746298],[385444,551242,551245],[385576,751123,1229764],[385626,549465,751191],[388715,394954,562995],[395031,764949,765017],[402305,572108,573996],[402382,775667,775735],[438125,616618,828537],[438557,617095,829020],[440143,441785,620997],[441862,833104,833172],[446706,626940,839607],[449921,628476,843492],[454323,635719,637607],[454400,849525,849593],[462478,464046,647251],[463991,647183,1359133],[464123,862519,1103328],[464831,646191,863483],[497402,908302,910138],[532175,728851,955820],[532607,729328,956303],[534193,535835,733230],[535912,960387,960455],[548967,748265,977149],[550553,552195,752167],[552272,981233,981301],[560331,759646,991621],[580559,785580,1018337],[583774,787116,1022222],[588176,794359,796247],[588253,1028255,1028323],[653736,869584,1110862],[655322,656964,873486],[657041,1114946,1115014],[678846,898280,1142091],[679278,898757,1142574],[680864,682506,902659],[682583,1146658,1146726],[707002,929075,1177892],[734462,961495,1210548],[812376,1048314,1302689],[813962,815604,1052216],[815681,1306773,1306841],[903891,1147766,1405778],[1033457,1286405,1547304], 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] cell #1834 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80845,232519],[99680,270391],[108432,289914],[119625,310631],[130198,331720],[131530,333347],[139561,349580],[142406,355843],[154589,377803],[155921,379430],[166381,398693],[168677,403326],[170220,404931],[178774,422050],[180106,423677],[197977,455344],[199520,456949],[210724,477098],[212056,478725],[212862,480969],[214291,483271],[226797,504889],[228340,506494],[241380,529723],[247473,538878],[248902,541180],[264239,565754],[265782,567359],[266562,569960],[281244,593591],[282673,595893],[297681,620077],[300125,623898],[306802,633571],[324445,660007],[325874,662309],[330910,669953],[345751,693188],[364661,722055],[365653,723283],[367240,725713],[376993,738929],[385743,751247],[394864,764741],[402215,775459],[436588,826767],[441695,832896],[450038,843548],[454233,849317],[463956,862311],[464948,863539],[497519,908358],[522535,944290],[535745,960179],[552105,981025],[560448,991677],[583891,1022278],[588086,1028047],[625949,1077373],[643664,1098849],[656874,1114738],[682416,1146450],[707119,1177948],[757119,1236728],[784589,1269200],[815514,1306565],[834417,1328802],[926548,1431958],[1013147,1525178],[1094783,1611740], 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0306,1052207],[440910,619838,1326347],[441901,621072,1071741],[452511,633471,1342857],[452660,452876,1087133],[454439,635794,1089178],[469349,869789,1110654],[490374,898481,1141942],[490580,898962,1142366],[498690,687392,1154834],[512094,931058,1175680],[526048,721955,1457120],[526197,526413,1197219],[535951,733305,1209234],[536739,961700,1210340],[551320,751008,1489865],[552311,752242,1231096],[588292,794434,1281005],[603202,1048519,1302481],[647177,862211,1619878],[647326,647542,1359591],[657080,873561,1371606],[682622,902734,1404464],[683410,1147971,1405570],[798793,1286610,1547096],[815720,1052291,1567982] ] cell #1835 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [179108],[211058],[226887],[246938],[264329],[281077],[283201],[291798],[306133],[324278],[326402],[330743],[340605],[345786],[357996],[365486],[368502],[374375],[376826],[394899],[402250],[413158],[419388],[431303],[433427],[439487],[441730],[445072],[449871],[454268],[464781],[474436],[482677],[486012],[489028],[494901],[497352],[515425],[524516],[526910],[529956],[533537],[535780],[540586],[543921],[549897],[552140],[560281],[573340],[575583],[578925],[583724],[588121],[598634],[616225],[617658],[627930],[630324],[636951],[639194],[645645],[648039],[654666],[656909],[665050],[671187],[676627],[680208],[682451],[687257],[690592],[696568],[698811],[706952],[717762],[728458],[729891],[740163],[747395],[748828],[753399],[759100],[761494],[764041],[768121],[770364],[776298],[786570],[788964],[795591],[797834],[804285],[813306],[815549],[823690],[836386],[838027],[850156],[858018],[859598],[864773],[868714],[868966],[870147],[876099],[880419],[897887],[899320],[909592],[918257],[922828],[928529],[930923],[933470],[937550],[939793],[950945],[951197],[953011],[976666],[981864],[986156],[986175],[986882],[987736],[998285],[1002856],[1015116],[1016757],[1028886],[1043503],[1047444],[1047696],[1048877],[1054829],[1059149],[1072572],[1072591],[1073298],[1074545],[1084028],[1096752],[1097663],[1109046],[1109198],[1110379],[1126624],[1137216],[1137468],[1139282],[1168135],[1172427],[1172446],[1173153],[1174007],[1184556],[1191834],[1193807],[1198776],[1198928],[1210065],[1221521],[1221773],[1223587],[1235987],[1253456],[1264399],[1264418],[1265125],[1266372],[1275855],[1289490],[1300873],[1301025],[1302206],[1321096],[1328061],[1334187],[1350445],[1350464],[1351171],[1352418],[1376052],[1387064],[1389037],[1394006],[1394158],[1405295],[1416751],[1431217],[1452040],[1458406],[1473870],[1475843],[1480812],[1480964],[1517472],[1524437],[1530563],[1546821],[1588252],[1599688],[1604034],[1610999],[1621164],[1647270],[1671073],[1717202],[1732591],[1748367],[1759803],[1791515],[1843250],[1872872],[1946074],[1992807], [115710,305058],[121979,316938],[125747,323910],[150851,372599],[158394,386003],[162466,393120],[163125,394195],[172839,412083],[182876,430935],[191286,624149],[191418,444863],[193542,449536],[200337,459773],[202461,464446],[205244,467797],[206986,471894],[219344,493125],[223416,342520],[230959,513646],[231618,514721],[234727,359072],[237076,523317],[237655,719696],[237787,524307],[238590,525494],[241745,530337],[252119,546697],[257680,555273],[259804,559946],[272026,782789],[272158,578716],[274282,583389],[278807,415079],[279883,280677],[285984,601650],[287726,605747],[292457,434401],[295225,616999],[296013,618039],[296803,619122],[302168,626731],[303682,628908],[312363,641864],[314627,859952],[314759,645436],[315562,646623],[318717,651466],[331322,889125],[331454,670978],[332257,672165],[335412,677008],[340973,495628],[343097,497017],[344071,345198],[351347,701944],[353471,706617],[356254,515557],[362151,718617],[363908,721195],[369883,729232],[371461,731355],[377405,967244],[377537,739954],[378340,741141],[384075,749209],[384865,750292],[391744,760078],[403038,776679],[403828,777762],[404539,574649],[405342,575715],[409193,785371],[410707,787548],[413862,586212],[413994,414170],[421652,1038682],[421784,804076],[422587,805263],[425742,810106],[446536,838882],[448293,841460],[455056,850537],[455846,851620],[456557,638260],[457360,639326],[463203,861451],[470756,871611],[472902,874718],[476700,1121803],[476832,880210],[477635,881397],[484434,890624],[485222,672567],[485354,485530],[490409,898661],[491987,900784],[498866,910570],[504601,918638],[505391,919721],[506102,697877],[506905,698943],[512270,929507],[529325,1200964],[529457,952802],[538161,963669],[542343,968743],[543131,741543],[543263,543439],[558703,989589],[565466,998666],[566256,999749],[566967,769430],[567770,770496],[580389,1017612],[582146,1020190],[589699,1030350],[591213,797966],[597056,1040181],[597844,805665],[597976,598152],[604609,1050341],[606755,1053448],[611488,1060127],[615371,1321261],[616477,1067757],[623610,1074926],[628143,1084280],[632871,1085885],[650586,866198],[659290,876231],[663472,1123302],[664260,881799],[664392,664568],[684832,1149940],[689014,1155014],[705374,1175860],[712927,1186020],[714441,939925],[715073,1189127],[716429,1451670],[717781,1193826],[718488,1194120],[728710,1205250],[729910,1210084],[735843,1212419],[747647,975197],[754780,983987],[754912,755088],[759313,987988],[786783,1276107],[791511,1277712],[800215,1288579],[817930,1054961],[822112,1315129],[826026,1582682],[827204,1322536],[827356,1323149],[838046,1334206],[838753,1334500],[839946,1339308],[858037,1097682],[858744,1097976],[859850,864986],[870166,1110398],[898139,1400480],[899339,1405314],[905272,1407649],[909805,1417003],[928742,1174259],[943549,1453454],[954487,1464192],[954639,1464805],[975333,1223850],[975485,1224463],[976685,981883],[988075,1237317],[1016776,1530582],[1017483,1530876],[1018676,1535684],[1028905,1546840],[1048896,1302225],[1076632,1594736],[1098108,1353346],[1099438,1104764],[1140758,1659422],[1140910,1660035],[1153500,1676194],[1174346,1432547],[1268459,1786563] ] cell #1836 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [115722],[121991],[125936],[150855],[158398],[162478],[163397],[172851],[176796],[183065],[191422],[193539],[200341],[202458],[205282],[206990],[219348],[223428],[224347],[230971],[231890],[234916],[237080],[237791],[238628],[241742],[252116],[257684],[259801],[272162],[274279],[277103],[278811],[286022],[287730],[292729],[295222],[296010],[296807],[300350],[302172],[303720],[312230],[314763],[315600],[318714],[331458],[332295],[332927],[335409],[340977],[343094],[351351],[353468],[356292],[362018],[362880],[363905],[369880],[371465],[377541],[378378],[379010],[384072],[384869],[391782],[403035],[403832],[404543],[405380],[407375],[409197],[410745],[413859],[421788],[422625],[423257],[425739],[446403],[448290],[455053],[455850],[456561],[457398],[462175],[463200],[470760],[472940],[476836],[477673],[478305],[483406],[484431],[485219],[490406],[491991],[498904],[504598],[505395],[506106],[506943],[512308],[529461],[538199],[541315],[542340],[543128],[554559],[558700],[565463],[566260],[566971],[567808],[580256],[582143],[589703],[591251],[596028],[597053],[597841],[604613],[606793],[611526],[616481],[623607],[629077],[632875],[646792],[650590],[659328],[662444],[663469],[664257],[684870],[689011],[705371],[712931],[714479],[715111],[717855],[718485],[725848],[728714],[730952],[735840],[747651],[749889],[754777],[760247],[787717],[791515],[800253],[817968],[822109],[826974],[827136],[827427],[838120],[838750],[841026],[858111],[858741],[861017],[871208],[898143],[900381],[905269],[910739],[929676],[942548],[943489],[954419],[954710],[975265],[975556],[989155],[1016850],[1017480],[1019756],[1029947],[1049938],[1064575],[1076572],[1098048],[1140690],[1140981],[1154580],[1175426],[1268399], [56863,179120],[71084,211070],[77971,226891],[87689,246950],[95887,264333],[104087,419255],[104137,281081],[104730,283198],[108690,291810],[116641,306137],[126212,474303],[126262,324282],[126855,326399],[129525,482544],[129575,330747],[134489,340617],[137104,345783],[142687,358000],[147369,526777],[147419,365490],[149147,368506],[152301,374372],[153916,540453],[153966,376830],[163924,394896],[167939,402247],[173770,413162],[183391,431307],[183984,433424],[186811,616089],[188120,439491],[189549,441727],[191582,445069],[194585,630191],[194635,449875],[197239,454265],[203504,647906],[203554,464785],[215912,486016],[217640,489032],[220794,494898],[222409,687124],[222459,497356],[232417,515422],[236127,717756],[237951,524513],[241586,529950],[242699,728322],[244008,533541],[245437,535777],[250523,543925],[253073,747259],[254382,549901],[255811,552137],[260847,761361],[260897,560285],[268860,573344],[270289,575580],[272322,578922],[275325,788831],[275375,583728],[277979,588118],[284294,598638],[295854,617652],[301219,838021],[303043,627927],[309100,636955],[310529,639191],[313099,858012],[314212,859462],[314923,645642],[319671,868578],[320980,654670],[322409,656906],[327495,665054],[331618,671184],[335253,676621],[336366,897751],[337675,680212],[339104,682448],[344190,690596],[348049,696572],[349478,698808],[354514,930790],[354564,706956],[366361,950809],[370512,729885],[377701,740160],[383128,976660],[383916,748822],[387049,753403],[389281,986150],[390394,987600],[391105,759097],[394314,764045],[397162,768125],[398591,770361],[402879,776292],[408244,1016751],[410068,786567],[416125,795595],[417554,797831],[421948,804282],[426696,1047308],[428005,813310],[429434,815546],[434520,823694],[442359,1072566],[444149,836390],[450746,1083892],[454897,850150],[465656,864770],[467966,868970],[469019,1110373],[469807,870141],[473816,876096],[476996,880416],[486887,1137080],[491038,899314],[498227,909589],[504442,918251],[507575,922832],[509807,1172421],[510920,1173871],[511631,928526],[514840,933474],[517688,937554],[519117,939790],[522471,1193801],[525663,951201],[529621,953008],[536409,1210059],[544796,1221385],[552769,981858],[554870,986249],[555683,986879],[565307,998279],[568440,1002860],[576212,1264393],[578002,1015120],[584599,1275719],[588750,1028880],[599509,1043500],[601819,1047700],[602872,1302200],[603660,1048871],[607669,1054826],[610849,1059146],[618719,1072665],[619532,1073295],[623451,1074539],[625885,1334181],[639823,1350439],[641613,1096756],[643600,1097657],[651024,1108978],[651032,1109269],[665925,1126621],[669142,1389031],[672334,1137472],[676292,1139279],[683080,1405289],[691467,1416615],[699440,1168129],[701541,1172520],[702354,1173150],[711978,1184550],[717338,1191828],[720753,1198708],[720761,1198999],[738118,1475837],[741310,1221777],[745268,1223584],[755235,1235927],[770993,1253450],[777359,1264492],[778172,1265122],[782091,1266366],[784525,1530557],[798463,1546815],[802240,1289484],[809664,1300805],[809672,1301096],[826357,1320960],[830414,1328001],[842737,1599682],[851217,1350538],[852030,1351168],[855949,1352412],[878374,1376046],[886767,1387058],[890182,1393938],[890190,1394229],[907547,1671067],[924664,1431157],[942695,1451915],[951956,1458400],[964886,1473864],[968301,1480744],[968309,1481035],[990866,1759797],[1005087,1517336],[1009144,1524377],[1021467,1791509],[1071042,1588246],[1086723,1603898],[1090780,1610939],[1106515,1621158],[1128966,1647145],[1177137,1946068],[1196809,1717066],[1213271,1732466],[1230397,1748361],[1326087,1843125],[1359181,1872736],[1489605,1992682] ] cell #1837 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [244194],[252068],[253731],[254568],[295174],[300542],[312422],[313741],[320329],[321166],[337861],[362210],[363072],[368002],[369832],[373626],[381406],[388604],[389923],[407567],[416311],[427354],[428191],[438057],[438987],[440032],[446595],[450275],[462367],[467297],[483598],[488528],[490358],[494152],[495726],[509130],[510449],[524994],[530433],[532107],[534082],[541507],[549397],[550442],[572840],[573885],[574747],[580448],[584128],[586240],[591864],[596220],[601150],[618135],[628408],[636451],[637496],[638358],[646123],[655211],[662636],[671665],[672595],[677104],[678778],[680753],[690996],[696068],[697113],[697975],[726040],[730368],[740641],[741571],[749305],[759578],[767621],[768666],[769528],[776707],[776775],[787048],[792487],[796136],[804763],[805693],[813851],[828161],[835886],[846305],[850565],[850633],[866296],[870624],[880897],[881827],[891760],[899797],[910070],[918666],[918734],[929007],[938095],[943445],[943540],[955444],[963169],[969879],[976290],[982341],[984015],[998694],[998762],[1025035],[1029363],[1040209],[1041317],[1049354],[1059627],[1064626],[1065543],[1074954],[1075022],[1076528],[1076623],[1098004],[1098099],[1123330],[1124438],[1141715],[1149440],[1156150],[1168612],[1185033],[1191056],[1194148],[1195254],[1202119],[1203036],[1212447],[1223981],[1224898],[1234377],[1253933],[1266849],[1268355],[1268450],[1315157],[1316265],[1322667],[1323746],[1331436],[1334528],[1352895],[1353428],[1357626],[1390484],[1397349],[1398266],[1407677],[1429607],[1453536],[1454576],[1464323],[1477290],[1487264],[1516413],[1520122],[1527812],[1530904],[1554002],[1594818],[1606684],[1617334],[1640048],[1649806],[1659553],[1682494],[1721798],[1735127],[1766799],[1786645],[1809161],[1846843],[1890797],[1961229],[1968253],[2077520],[2186739] ] cell #1838 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [534520],[550880],[561814],[628210],[645925],[655649],[658180],[681191],[692125],[708485],[726770],[726947],[730825],[745781],[745884],[749762],[755911],[759380],[786850],[796574],[799105],[814289],[816820],[825223],[828503],[828606],[829535],[829712],[831090],[836936],[856927],[867203],[871081],[896199],[896376],[900254],[906403],[909872],[925340],[928809],[941064],[944969],[946089],[947249],[955786],[955889],[958373],[977664],[977841],[979219],[985065],[1008265],[1008442],[1009820],[1010899],[1015666],[1025942],[1029820],[1045933],[1049811],[1055960],[1069255],[1078052],[1080332],[1089901],[1090078],[1091456],[1092535],[1100648],[1101808],[1112932],[1132360],[1133520],[1134626],[1136004],[1142057],[1142160],[1144644],[1150490],[1163935],[1164112],[1165490],[1166569],[1171336],[1206748],[1216665],[1217825],[1218931],[1220309],[1228610],[1239687],[1243250],[1249256],[1249433],[1250811],[1251890],[1261082],[1262202],[1269879],[1272159],[1283283],[1292475],[1293635],[1294741],[1296119],[1304759],[1330464],[1330641],[1341936],[1347128],[1348248],[1363928],[1369120],[1379037],[1380197],[1381303],[1382681],[1401978],[1413055],[1415539],[1423840],[1424960],[1434917],[1438480],[1446041],[1452396],[1453415],[1461377],[1467387],[1472297],[1489249],[1494159],[1505454],[1510646],[1511766],[1538312],[1543504],[1565496],[1576573],[1579057],[1580136],[1582626],[1583874],[1584304],[1594697],[1596965],[1602659],[1616173],[1618441],[1624135],[1630145],[1662617],[1667527],[1678822],[1700684],[1705876],[1712107],[1712928],[1713216],[1723143],[1723573],[1725703],[1743989],[1744419],[1746549],[1757080],[1786524],[1788792],[1794486],[1800496],[1821972],[1839315],[1848607],[1848895],[1868598],[1868886],[1881373],[1909414],[1909844],[1911974],[1922505],[1943351],[1969935],[1988872],[2027337],[2027625],[2040112],[2060103],[2139364], [345735,915210],[347398,697551],[348235,919191],[394848,995238],[396511,769104],[397348,999219],[402199,1007233],[419447,1035657],[420766,804565],[441679,1071432],[451404,846743],[451609,1085355],[454217,1088869],[474495,1118778],[475814,880699],[482736,1131240],[501932,915313],[517037,938533],[517874,1185490],[522519,1192735],[526969,1197898],[530622,1202691],[535729,1208925],[537051,962971],[540645,1215545],[548942,1226786],[552089,1230787],[562797,995341],[571910,1007336],[585257,1025473],[585462,1277182],[588070,1280696],[608348,1310605],[609667,1059429],[615678,1321650],[618324,1324318],[620799,1071535],[624327,1331526],[624741,1076256],[625933,1333115],[630383,1338278],[635521,1088972],[643648,1355107],[644019,1355542],[648098,1360270],[653711,1367296],[656858,1371297],[673640,1393128],[677293,1397921],[682400,1404155],[683722,1149242],[687316,1410775],[709468,1181612],[719874,1454666],[720288,1194982],[727911,1463306],[730557,1465974],[733032,1209028],[734437,1470433],[742616,1479934],[746848,1485168],[749494,1487836],[751969,1230890],[757103,1496633],[757474,1497068],[761553,1501796],[776964,1520694],[779439,1263362],[782967,1527902],[783381,1268083],[784573,1529491],[789023,1534654],[794161,1280799],[806738,1556646],[812351,1563672],[815498,1567673],[834401,1590232],[840139,1595948],[840553,1335362],[844146,1600157],[850822,1607256],[853297,1349408],[860130,1617424],[860544,1357354],[868167,1626064],[870813,1628732],[873288,1371400],[882872,1642692],[889303,1649896],[889717,1390212],[897340,1658536],[899986,1661204],[902461,1404258],[903866,1665663],[912045,1675164],[918923,1683066],[921398,1426120],[926532,1691863],[926903,1692298],[930982,1697026],[950398,1718796],[953990,1722333],[967422,1735217],[967836,1477018],[982530,1750347],[988268,1756063],[988682,1498880],[994434,1762774],[998951,1767371],[1001426,1512926],[1013131,1782059],[1018869,1787775],[1019283,1531738],[1022876,1791984],[1029552,1799083],[1032027,1545784],[1033432,1803542],[1038860,1809251],[1039274,1553730],[1046897,1817891],[1049543,1820559],[1052018,1567776],[1061602,1834519],[1068516,1841436],[1075211,1847415],[1094767,1865180],[1104957,1874466],[1105371,1622339],[1110003,1879243],[1117728,1635055],[1121981,1890887],[1122395,1639776],[1136669,1905067],[1140261,1908604],[1153693,1921488],[1154107,1672248],[1157700,1925697],[1168801,1936618],[1174539,1942334],[1174953,1694110],[1180705,1949045],[1185222,1953642],[1187697,1708156],[1199733,1967113],[1201142,1968343],[1201556,1721526],[1220974,1985095],[1227871,1990993],[1235883,1754812],[1235978,1998164],[1254122,2014737],[1260343,2020166],[1267038,2026145],[1278900,2036742],[1296784,2053196],[1297198,1814166],[1301830,2057973],[1309555,1826882],[1313808,2069617],[1314222,1831603],[1321439,2077610],[1325731,1845615],[1328052,2082186],[1346389,2096300],[1353084,2102279],[1364491,1878813],[1365408,2111894],[1383346,2127054],[1383760,1895802],[1392389,2134372],[1394963,2136542],[1396372,2137772],[1396786,1907797],[1423101,2160422],[1431113,1941083],[1431208,2167593],[1451966,2186981],[1455683,1966683],[1458785,2191266],[1479195,2205925],[1481769,2208095],[1483178,2209325],[1483592,1987825],[1494954,1998452],[1509907,2229398],[1517815,2236250],[1522107,2024345],[1524428,2240826],[1555907,2265542],[1560867,2057543],[1561784,2270534],[1582914,2288908],[1586434,2082474],[1592430,2294690],[1604377,2302666],[1608669,2100479],[1610990,2307242],[1641953,2329153],[1647196,2333652],[1650913,2136112],[1654015,2337937],[1690184,2167881],[1717545,2385164],[1732517,2394517],[1736234,2207665],[1739336,2398802],[1752545,2407312],[1774741,2422761],[1778261,2241114],[1843176,2469395],[1857862,2477809],[1861382,2307530],[1873215,2486727],[1964793,2544851],[1992733,2559725],[2106752,2624040] ] cell #1839 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [283609],[326810],[348251],[374783],[397364],[419379],[419463],[422176],[433835],[451625],[474427],[474511],[477224],[482668],[482752],[495309],[502056],[517890],[526901],[526985],[530638],[537750],[540577],[540661],[562921],[572034],[585478],[608364],[611077],[616216],[618340],[620923],[624865],[630315],[630399],[635645],[648030],[648114],[673656],[677309],[684421],[687248],[687332],[709592],[717613],[720412],[726729],[728449],[730573],[733156],[742632],[747386],[749510],[752093],[761485],[761569],[776980],[779563],[783505],[788955],[789039],[794285],[806754],[829494],[837878],[840677],[850838],[853421],[857869],[859589],[860668],[868705],[870829],[873412],[882888],[889841],[896158],[897878],[900002],[902585],[912061],[918939],[921522],[930914],[930998],[950936],[956777],[967960],[976517],[977623],[982546],[986007],[987727],[988806],[994450],[998967],[1001550],[1008224],[1016608],[1019407],[1029568],[1032151],[1039398],[1047435],[1049559],[1052142],[1061618],[1072423],[1075227],[1084019],[1089860],[1105495],[1110019],[1110230],[1111336],[1117852],[1122519],[1137207],[1143048],[1154231],[1163894],[1168817],[1172278],[1173998],[1175077],[1180721],[1185238],[1187821],[1192694],[1199749],[1201680],[1209916],[1221512],[1231778],[1236251],[1236994],[1249215],[1254138],[1264250],[1267054],[1275846],[1281687],[1297322],[1301846],[1302057],[1303163],[1309679],[1314346],[1328325],[1329068],[1330423],[1333074],[1350296],[1353100],[1355066],[1365517],[1365656],[1383884],[1387924],[1394979],[1396910],[1405146],[1416742],[1427008],[1431481],[1432224],[1444445],[1452355],[1458894],[1459033],[1474730],[1481785],[1483716],[1495952],[1513814],[1524701],[1525444],[1526799],[1529450],[1546672],[1551442],[1561893],[1562032],[1583083],[1589551],[1598575],[1611263],[1612006],[1613361],[1637488],[1647585],[1654124],[1654263],[1669960],[1691182],[1712494],[1720344],[1732906],[1739445],[1739584],[1758690],[1774910],[1781378],[1790402],[1843565],[1858031],[1864499],[1876014],[1898765],[1944961],[1964962],[1978793],[1993122],[2080890],[2106921],[2213988], 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] cell #1840 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1841 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [193551],[200269],[201744],[202470],[237008],[241754],[252128],[253313],[259087],[259813],[274291],[295234],[296022],[300421],[302100],[305471],[312301],[318726],[319911],[335421],[343106],[352754],[353480],[362089],[362951],[363917],[369892],[373208],[384084],[388483],[403047],[407446],[409125],[412496],[413871],[425751],[426936],[439911],[444905],[446474],[448302],[455065],[462246],[463212],[483477],[484443],[485231],[490418],[493734],[495605],[500655],[504610],[509009],[524349],[533961],[541386],[542352],[543140],[550321],[558712],[565475],[573764],[574626],[578758],[580327],[582155],[591446],[596099],[597065],[597853],[623619],[627763],[637375],[638237],[645478],[655090],[662515],[663481],[664269],[670955],[671020],[680632],[685626],[689023],[696992],[697854],[705383],[718497],[725919],[735852],[739931],[739996],[754789],[758933],[768545],[769407],[778794],[786403],[796015],[804053],[804118],[813730],[822121],[827045],[827142],[838762],[846184],[852652],[858753],[864606],[866175],[880187],[880252],[905281],[909425],[919698],[920753],[928362],[937974],[942554],[943483],[952779],[952844],[954328],[954425],[975174],[975271],[999726],[1000781],[1017492],[1024914],[1031382],[1043336],[1058982],[1064569],[1067734],[1068854],[1075637],[1076566],[1085862],[1097113],[1098042],[1107403],[1126457],[1139115],[1140599],[1140696],[1185997],[1187052],[1193257],[1194363],[1202062],[1205227],[1223420],[1223924],[1228209],[1260681],[1267464],[1268393],[1277689],[1299230],[1322610],[1323689],[1333637],[1346727],[1356735],[1385792],[1389593],[1397292],[1400457],[1423439],[1464266],[1476399],[1487207],[1510245],[1520065],[1530013],[1553111],[1592768],[1606627],[1639157],[1659496],[1682437],[1720907],[1766742],[1839218],[1846786],[1961172],[2077084] ] cell #1842 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [348615],[397728],[422188],[451989],[477236],[501994],[502068],[505078],[518254],[537762],[562859],[562933],[565943],[571972],[572046],[585842],[593461],[611089],[620861],[620935],[624877],[632558],[635583],[635657],[659877],[669823],[684433],[709604],[712614],[718239],[720424],[723153],[727355],[733094],[733168],[738799],[748445],[752031],[752105],[779575],[783517],[791198],[794223],[794297],[818517],[827333],[830120],[836823],[838504],[840689],[843418],[853433],[858495],[858907],[860680],[863409],[869764],[873350],[873424],[889853],[892582],[896784],[902523],[902597],[908228],[921534],[945976],[954616],[957403],[961675],[967972],[970701],[975462],[978249],[986633],[987045],[988818],[991547],[1001562],[1008850],[1015553],[1017234],[1019419],[1022148],[1032163],[1039410],[1042139],[1048494],[1052080],[1052154],[1073049],[1079059],[1083337],[1090486],[1100535],[1105507],[1109175],[1111962],[1117864],[1122531],[1125260],[1132247],[1140887],[1143674],[1147946],[1154243],[1156972],[1164520],[1172904],[1173316],[1175089],[1177818],[1187833],[1198905],[1201692],[1202650],[1216552],[1232404],[1237006],[1238414],[1245075],[1249841],[1264876],[1270886],[1275164],[1282313],[1286585],[1292362],[1297334],[1301002],[1303789],[1309691],[1314358],[1317087],[1324277],[1329080],[1331049],[1350922],[1361277],[1365585],[1366470],[1378924],[1383896],[1394135],[1396922],[1397880],[1411782],[1416060],[1427634],[1432236],[1433644],[1440305],[1445071],[1458962],[1459847],[1461264],[1480941],[1483728],[1487795],[1496001],[1496004],[1514440],[1520653],[1525456],[1527425],[1539406],[1557653],[1561961],[1562846],[1575300],[1583407],[1589600],[1589603],[1607215],[1612018],[1613987],[1625924],[1643699],[1652523],[1654192],[1655077],[1656494],[1683025],[1691231],[1691234],[1712543],[1718656],[1737844],[1739513],[1740398],[1741815],[1767330],[1775234],[1781427],[1781430],[1811878],[1817751],[1838936],[1847374],[1858355],[1864548],[1864551],[1893514],[1898814],[1904927],[1965286],[1978842],[1984955],[1996931],[2017666],[2080939],[2093800],[2107245],[2190099],[2214037],[2313327], 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] cell #1843 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1844 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1845 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1846 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [163395],[205280],[224345],[231888],[238626],[257576],[277101],[286020],[292727],[296699],[332293],[332925],[340869],[351243],[356290],[378376],[379008],[403724],[404435],[405378],[413742],[423255],[431199],[455742],[456453],[457396],[478303],[483737],[485102],[485908],[505998],[506941],[541646],[543011],[543817],[554557],[566863],[567806],[573088],[573236],[596359],[597724],[598530],[636699],[636847],[650482],[662775],[664140],[664946],[696316],[696464],[697252],[726179],[746569],[754660],[767869],[768017],[768805],[805011],[805159],[829291],[836134],[836282],[846444],[857633],[881145],[881293],[938234],[945675],[956574],[963417],[963565],[974205],[1025174],[1059875],[1060023],[1066765],[1078758],[1142845],[1149688],[1149836],[1204258],[1270585],[1399488], [18368,911396],[27416,797192],[29166,1060953],[32088,447651],[39399,688372],[39703,911308],[40946,1170682],[42145,939151],[45877,533345],[50611,558061],[51993,1256003],[54860,581504],[55528,795399],[56904,1294320],[57612,1045220],[58958,821470],[59262,1060865],[63808,448173],[68536,649154],[69990,654474],[71125,1380882],[71833,1128341],[74019,895663],[75473,680016],[76240,688894],[77667,1164797],[77984,1423893],[79096,1170594],[80207,704732],[80875,937358],[81589,1451233],[85311,369763],[87730,1472982],[90020,973782],[91348,753350],[92791,753207],[94495,558583],[95134,560888],[95583,1250118],[95900,1510699],[97012,1255915],[98267,1009127],[99710,1014924],[101414,582026],[104150,1292528],[104360,1293181],[104722,1554374],[106142,807794],[107596,813114],[108363,821992],[108731,1577258],[111407,295105],[112733,1331326],[116654,1602712],[118212,1090763],[119655,1096560],[121035,313944],[121245,315598],[122908,463083],[123558,318597],[124481,654617],[125924,472938],[126275,1379090],[126485,1379743],[126847,1640420],[128267,883928],[129588,1132413],[129798,1133066],[131461,905152],[132111,490289],[134530,1668212],[136820,914429],[136986,1422470],[137096,1422688],[138148,922779],[139591,922636],[141295,705254],[141934,707559],[142700,1705929],[146593,363788],[147432,1461430],[147642,1462083],[149160,1723626],[151946,1219616],[152281,533488],[152293,1731286],[153979,1216718],[154189,1217371],[155852,735723],[156688,549705],[157448,384761],[157558,253748],[158163,251999],[159489,1494844],[161522,390126],[161732,391780],[163806,1509276],[163916,1509494],[164968,1002807],[166411,1002664],[167061,1016372],[167821,1259712],[167931,1259930],[173783,1794539],[175341,1026627],[176784,800251],[176981,1552995],[178374,422623],[180037,596936],[180687,425622],[181610,813257],[183053,606791],[183976,1832247],[185396,824297],[187486,439295],[188133,1584357],[189431,1591799],[189541,1592017],[191574,1849339],[193809,305082],[194648,1348301],[194858,629075],[195051,450478],[195261,303718],[195611,1096703],[196361,837642],[197121,1345758],[197231,1345976],[200233,462561],[201355,202728],[203567,1624188],[203777,646790],[206040,470652],[206150,320346],[208081,1381988],[208931,1639041],[210324,477671],[211987,663352],[212591,1139630],[213713,1389477],[215086,484314],[217653,1909897],[220439,1135311],[220774,680159],[220786,1917557],[222472,1150543],[222682,910737],[225181,696376],[225941,505287],[230015,510652],[230225,512306],[233461,937501],[234904,715109],[235589,1712722],[236972,363266],[237943,1713660],[239258,946795],[239437,1720791],[241439,1969920],[243374,368310],[245319,730878],[245429,1478782],[245795,371357],[245905,373643],[246607,538197],[247202,953359],[248324,1476283],[249697,542223],[254395,1744472],[255693,749815],[255803,1752132],[258698,260071],[260910,1511819],[261120,760245],[261873,1256058],[262623,767929],[263383,566152],[266477,1267348],[268226,573148],[272314,2028069],[274549,412107],[275388,1262255],[275598,787715],[275791,584331],[276001,410743],[276351,1015067],[277861,1029873],[277971,1278487],[280237,795542],[280973,596414],[286780,604505],[286890,427371],[288821,1295426],[291064,611524],[293592,1839102],[295707,1839300],[297410,1067885],[298353,836194],[300681,836989],[300736,302064],[304529,840955],[305663,632767],[306717,1075521],[308466,636759],[312561,856980],[314915,1869330],[316230,1101354],[316409,860946],[322291,871134],[322401,1641540],[323579,659326],[324174,662830],[330639,483792],[335106,2139349],[337041,488836],[338986,900307],[339096,1391976],[339462,491883],[339572,494169],[340274,684868],[341991,1154509],[343364,500266],[344606,691199],[344816,498902],[345166,911451],[352365,353738],[354577,1425013],[354787,929674],[355540,1170737],[357050,712823],[360248,1960710],[362349,945022],[363211,946142],[364576,1194247],[365382,726234],[368250,953577],[368398,727632],[373011,741879],[376722,541701],[381654,974423],[383769,1988857],[385472,1227240],[386415,984323],[388743,985118],[392591,989084],[393725,763937],[407706,1015719],[407761,409089],[411554,1019685],[412688,791407],[415491,586548],[417912,589595],[418022,591881],[418724,591249],[429316,1049864],[429426,1555494],[430604,817966],[435496,1061008],[438305,1066983],[439235,1068103],[439383,830397],[440171,1069308],[446734,1078105],[449767,638552],[459543,1096997],[462506,1100701],[463871,1356619],[464677,866490],[467545,1108136],[467693,867888],[472306,882135],[488776,1139848],[488924,897061],[493537,672903],[495920,497248],[500847,690488],[509269,1171389],[513117,1175355],[514251,933366],[520287,714477],[523087,1193141],[525242,1195626],[525390,947934],[532355,1204476],[533433,741967],[534221,1206801],[549645,1227458],[549793,978526],[550581,1228663],[560177,769722],[574024,1261135],[574941,583620],[580587,1269932],[586636,795487],[601398,1299963],[601546,1046618],[606159,806001],[613469,823586],[626501,1333521],[628656,1336006],[628804,1081017],[637635,1347181],[646371,1357998],[646519,1102493],[654562,882223],[655350,1369173],[671913,1390856],[672061,1134205],[672991,680104],[679026,1399706],[680892,1402031],[698169,706848],[709864,937446],[740889,1477662],[741037,1218510],[753295,984411],[759826,1499524],[759974,1240372],[779835,1015012],[785141,1529897],[787296,1532382],[787444,1272844],[796275,1543557],[806089,813202],[813990,1565549],[853693,1096648],[874614,1118124],[910318,1672892],[910466,1413740],[921794,922724],[929255,1694754],[929403,1435602],[1001822,1002752],[1032423,1288475],[1053344,1309951],[1188093,1189023] ] cell #1847 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [80664,356855],[99281,406575],[108198,432085],[119226,458593],[129363,484067],[131023,487505],[139162,508138],[142074,515904],[153754,541976],[155414,545414],[165982,569003],[167686,573450],[169553,576850],[177939,596689],[179599,600127],[196986,637061],[198853,640461],[209889,663105],[211549,666543],[212775,667994],[213104,670475],[225806,696678],[227673,700078],[240948,726509],[247386,736970],[247715,739451],[263248,768231],[265115,771631],[266435,773278],[281157,801092],[281486,803573],[297594,832165],[299610,836496],[306675,847136],[324358,877226],[324687,879707],[330823,888634],[345624,915237],[364534,948279],[365566,949729],[366606,952299],[376906,966753],[385656,980294],[394737,995265],[402088,1007260],[436456,1065225],[441568,1071459],[449951,1082812],[454106,1088896],[463829,1102838],[464861,1104288],[497432,1153024],[522403,1192762],[535618,1208952],[551978,1230814],[560361,1242167],[583804,1274639],[587959,1280723],[625817,1333142],[643532,1355134],[656747,1371324],[682289,1404182],[707032,1437397],[756987,1496660],[784457,1529518],[815387,1567700],[834285,1590259],[926416,1691890],[1013015,1782086],[1094651,1865207], [27450,176355,418866],[35893,208208,208822],[39263,222247,496195],[39755,223907,501377],[42179,234475,359218],[49801,258567,258667],[50899,261241,262010],[52944,167626,573304],[53343,275163,575216],[55317,277666,586704],[55350,277726,586850],[58665,288948,289562],[58822,290629,432190],[59314,292289,434864],[61256,299033,299133],[65520,196926,636915],[65919,194423,638827],[68777,205845,319416],[68953,319701,319837],[72997,213477,671114],[73484,338791,673059],[73517,338851,673205],[73713,334615,487610],[75969,341382,685081],[76075,341755,685720],[78291,225746,696532],[78690,354352,698444],[79397,352234,352334],[80495,354908,355677],[80697,356915,516409],[83543,240376,366106],[83719,366391,366527],[86829,244154,246228],[88998,248088,740090],[89485,245124,742035],[89518,245184,742181],[89714,380698,545519],[91943,157881,387195],[93007,389136,389154],[93070,258462,389307],[96207,263188,768085],[96606,260685,769997],[98293,267076,776198],[98862,406058,406158],[98906,410945,778249],[99012,411318,778888],[99314,406635,577355],[102193,414341,791910],[105120,281859,804212],[105389,178919,599254],[105607,429121,806157],[105640,429181,806303],[105836,424945,600232],[106383,286585,426441],[106559,426726,426862],[108092,431712,608880],[110497,186556,439451],[111635,442214,442232],[111698,298928,442385],[113474,299550,836350],[115521,302788,305183],[118238,307316,850056],[118807,458076,458176],[118851,303920,852107],[118957,304293,852746],[119259,458653,640966],[121790,201456,465401],[123241,317920,866765],[123287,319196,467990],[125076,206473,321126],[127245,325060,880346],[127514,210869,665670],[127732,322096,882291],[127765,322156,882437],[127961,479993,666648],[128617,328924,886034],[128706,488734,886201],[130343,334043,486632],[130519,486917,487053],[130577,492387,891183],[130917,487132,675034],[133629,337821,339895],[136514,345101,345426],[138083,138743,507721],[138174,346265,918157],[138620,226947,699466],[138787,512508,920208],[138893,512881,920847],[139195,508198,700583],[139807,509662,509680],[139870,352129,509833],[144199,521258,521276],[144984,236153,524443],[145189,363541,949053],[146322,365886,527479],[148532,366979,952938],[149710,242444,368466],[150911,370538,373242],[152687,246749,745013],[153008,375007,964153],[153097,368208,964320],[154734,380126,544541],[154910,544826,544962],[154968,371861,969302],[155308,545041,744010],[157253,252818,549861],[158454,253347,552795],[160230,387612,984479],[160263,387672,984625],[162277,258799,390850],[163353,163728,261808],[164903,165563,568586],[164994,395378,998185],[165440,264389,771019],[165607,391982,1000236],[165713,392355,1000875],[166015,569063,772136],[166935,578621,1005120],[166985,570309,773629],[168764,576067,576085],[168827,405953,576238],[172650,409813,412208],[175936,416271,418345],[177282,601356,1035758],[179153,605009,1040740],[179493,599754,808132],[180416,426221,601843],[182205,287213,428151],[184643,291609,610594],[185090,292685,435431],[185853,436379,614895],[186336,294037,617558],[186977,439597,1071068],[189062,440701,1070309],[189151,439193,1070476],[190760,442997,1074445],[192200,301245,444999],[192405,301011,847910],[195546,195871,641759],[195748,306193,855975],[196235,444768,1086756],[196285,633920,847487],[198064,639678,639696],[198127,457971,639849],[201119,313125,645572],[201324,462836,1103612],[204561,465901,1106858],[204667,466274,1107497],[207046,319945,469833],[209232,467503,1118879],[211103,471156,1123861],[211443,666170,884266],[212692,667929,667947],[214014,671871,1131341],[214815,486412,674150],[218203,336111,488992],[219404,491064,493768],[221180,340416,676037],[223227,497972,500367],[225055,701849,1160790],[225105,693537,915588],[230770,352466,511376],[231846,232221,355475],[233396,234056,517834],[233933,358056,712004],[235257,360086,716605],[235773,521323,1191662],[236000,523804,1196447],[239132,524212,1196842],[239182,722404,948630],[239738,525200,1197999],[242224,368695,529856],[242865,368612,964912],[247303,736905,736923],[248625,740847,1215646],[249426,544321,743126],[252426,546866,1224580],[252598,382099,748728],[253239,550007,1230423],[255324,551111,1229664],[255413,549603,1229831],[257022,553407,1233800],[262497,555178,1246111],[262547,765090,995616],[266593,570232,773535],[268100,777667,1258906],[268150,775808,1007611],[272940,408270,578852],[273145,408036,774052],[276286,276611,578148],[276488,413218,782117],[278867,588776,591480],[287786,426970,603686],[293293,614638,1320814],[295532,617168,1323266],[297511,832100,832118],[298227,619027,1327305],[298277,833245,1071810],[301092,444360,1086361],[304830,628614,1338379],[306833,633843,847393],[308340,851525,1344952],[308390,849666,1089247],[312745,642452,1354034],[312972,644933,1358819],[316104,645341,1359214],[316154,862660,1103189],[316710,646329,1360371],[335891,489221,676527],[336532,489138,886793],[342292,910276,1410876],[362533,719205,1454142],[364692,722327,948536],[370190,729401,1464922],[372885,731260,1468961],[372935,960528,1209303],[381355,745808,1484332],[383594,748338,1486784],[385573,980229,980247],[386289,750197,1490823],[386339,981374,1231165],[392892,759784,1501897],[408117,578213,1004725],[411855,787254,1534755],[415365,1030255,1541328],[415415,1028396,1281074],[438006,828530,1584698],[446918,839470,1595424],[463987,862583,1103095],[469485,869657,1627680],[472180,871516,1631719],[472230,1115087,1371675],[490716,898830,1660152],[493411,900689,1664191],[493461,1146799,1404533],[513418,929213,1697127],[532056,955813,1723967],[536875,961568,1729528],[580771,1018200,1787251],[603338,1048387,1819507],[606033,1050246,1823546],[606083,1306914,1568051],[678727,1142084,1910238],[683546,1147839,1915799],[798929,1286478,2043937] ] cell #1848 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [86598],[90352],[91286],[91712],[110858],[113843],[120112],[120896],[124419],[124845],[133398],[145480],[146033],[148887],[150071],[152219],[156430],[160599],[161383],[170972],[175705],[181548],[181974],[187228],[187860],[188557],[192696],[194912],[202168],[205022],[214526],[217380],[218564],[220712],[221549],[229092],[229876],[238368],[241920],[243116],[244445],[249137],[254122],[254819],[268600],[269297],[269850],[273436],[275652],[276843],[280175],[282908],[285762],[296188],[303460],[308840],[309537],[310090],[315340],[321417],[326109],[332035],[332667],[335587],[336783],[338112],[344467],[347789],[348486],[349039],[367475],[370846],[378118],[378750],[384250],[391522],[396902],[397599],[398152],[403163],[403213],[410485],[414037],[416562],[422365],[422997],[428442],[437789],[443889],[451860],[455181],[455231],[466770],[470141],[477413],[478045],[485397],[491372],[498644],[504726],[504776],[512048],[518125],[521705],[521797],[531839],[537939],[543306],[548199],[553103],[554299],[565591],[565641],[585713],[589084],[597181],[598019],[603994],[611266],[614515],[615414],[623735],[623785],[625119],[625211],[642834],[642926],[663597],[664435],[678510],[684610],[689977],[699774],[712312],[716438],[719587],[720666],[726748],[727647],[735968],[745685],[746584],[754955],[771327],[782425],[783759],[783851],[822237],[823075],[828407],[829513],[836703],[839852],[856283],[856694],[860922],[890095],[896177],[897076],[905397],[924384],[944736],[945856],[955690],[968214],[977642],[1004412],[1008243],[1015433],[1018582],[1039652],[1077819],[1089879],[1100415],[1122773],[1132127],[1141961],[1163913],[1201934],[1216432],[1249234],[1269646],[1292242],[1330442],[1378804],[1452374],[1461144],[1583287],[1712090] ] cell #1849 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [138116],[164936],[178029],[195579],[209979],[224849],[224927],[225909],[233429],[246262],[262291],[262369],[263351],[267894],[267972],[276319],[280941],[290719],[298021],[298099],[300782],[305631],[308134],[308212],[324142],[330607],[339929],[356036],[357018],[361529],[363312],[365350],[368366],[372679],[372757],[376690],[386083],[386161],[405124],[407807],[412656],[415159],[415237],[431167],[437005],[439351],[444498],[445914],[447697],[449735],[457142],[460824],[462607],[464645],[471974],[472052],[483838],[485876],[488892],[493205],[493283],[497216],[506687],[523942],[531055],[533401],[541747],[543785],[547415],[548831],[549761],[556324],[558107],[560145],[567552],[573204],[578351],[579767],[581550],[583588],[590995],[596460],[598498],[605827],[605905],[622093],[627356],[636815],[644081],[645071],[649200],[652184],[653600],[654530],[659072],[662876],[664914],[670613],[677726],[680072],[688418],[690456],[696432],[702995],[704778],[706816],[714223],[723943],[726280],[734326],[739589],[753263],[756293],[757536],[758526],[763905],[767985],[780733],[785996],[795455],[803711],[807840],[810824],[812240],[813170],[817712],[821516],[823554],[827831],[831472],[836250],[844208],[854591],[864199],[867078],[867856],[879845],[883974],[893372],[895709],[903755],[909018],[922692],[925722],[926965],[927955],[933334],[937414],[947124],[947902],[952437],[955114],[971491],[973828],[975960],[984754],[984901],[1002720],[1006561],[1010202],[1014980],[1022938],[1033321],[1042929],[1045808],[1046586],[1058575],[1065437],[1068944],[1069091],[1088197],[1091838],[1096616],[1107805],[1126050],[1133395],[1134173],[1138708],[1141385],[1157762],[1162231],[1171025],[1171172],[1191286],[1195295],[1208253],[1217700],[1218478],[1223013],[1247552],[1257264],[1260771],[1260918],[1280024],[1299632],[1320722],[1329866],[1343310],[1346817],[1346964],[1370625],[1386516],[1390525],[1403483],[1457573],[1473322],[1477331],[1493384],[1517098],[1567001],[1587704],[1603660],[1620331],[1716828],[1747819],[1872498], 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] cell #1850 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [194503],[200374],[201802],[203422],[222327],[237113],[241864],[252238],[253319],[259145],[260765],[275243],[276837],[295344],[296132],[300427],[302205],[305529],[312307],[318836],[319917],[332661],[335531],[340853],[352812],[354432],[362095],[362957],[364027],[370002],[373214],[378744],[384194],[388489],[403157],[404419],[407452],[409230],[412554],[422991],[425861],[426942],[439917],[444911],[446480],[448412],[455175],[456437],[462252],[463322],[478039],[483483],[483721],[484553],[490528],[493740],[500713],[504720],[505982],[509015],[524355],[533967],[541392],[541630],[542462],[550327],[554293],[558822],[565585],[566847],[573770],[578764],[580333],[582265],[591452],[596105],[596343],[597175],[623729],[627769],[637381],[642828],[645484],[650466],[655096],[662521],[662759],[663591],[671026],[680638],[685632],[689133],[696998],[697236],[705493],[719581],[725925],[726163],[735962],[740002],[745543],[746553],[758939],[768551],[768789],[778800],[786409],[796021],[804124],[813736],[822231],[827051],[828265],[829275],[839846],[846190],[846428],[852658],[856561],[856691],[864612],[880258],[905391],[909431],[920759],[928368],[937980],[938218],[942622],[944603],[944733],[952850],[954334],[955548],[956558],[974149],[1000787],[1018576],[1024920],[1025158],[1031388],[1043342],[1058988],[1064629],[1066709],[1068860],[1075705],[1077686],[1077816],[1107409],[1126463],[1139121],[1140605],[1141819],[1142829],[1187058],[1194431],[1202122],[1204202],[1223426],[1228215],[1260687],[1267532],[1269513],[1269643],[1299236],[1323749],[1346733],[1356803],[1385798],[1389661],[1397352],[1399432],[1423445],[1476467],[1487267],[1510251],[1520125],[1553179],[1592774],[1606687],[1639225],[1682497],[1720975],[1766802],[1839286],[1846846],[1961232],[2077085] ] cell #1851 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1852 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1853 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [104963],[127088],[137854],[152534],[164674],[177163],[178003],[184217],[195317],[209113],[209953],[213895],[221027],[224901],[233167],[239619],[241972],[246236],[248506],[262343],[267946],[276057],[280884],[289853],[290693],[296240],[298073],[300756],[304711],[308186],[316591],[324085],[330550],[333286],[335639],[339903],[342173],[356010],[363286],[365293],[367866],[370898],[372731],[376633],[379369],[384302],[386135],[392773],[403265],[405098],[407781],[411736],[415211],[423616],[437458],[438851],[447671],[449678],[455283],[457116],[462581],[464588],[470193],[472026],[478664],[483812],[488392],[491424],[493257],[497159],[499895],[504828],[506661],[513299],[522056],[531508],[532901],[541721],[547868],[549261],[553155],[558081],[560088],[562192],[565693],[567526],[572704],[581524],[583531],[589136],[590969],[596434],[604046],[605879],[612517],[623837],[625470],[636315],[643185],[644534],[649174],[651984],[652637],[654030],[659046],[662850],[678179],[679572],[688392],[695932],[699826],[704752],[706759],[708863],[712364],[714197],[721713],[724396],[726254],[747991],[752763],[755520],[756267],[756640],[757989],[767485],[771379],[782477],[784110],[794955],[807814],[810624],[811277],[812670],[817686],[821490],[830699],[831446],[833938],[835750],[844661],[856335],[857312],[866852],[867006],[869310],[883948],[891142],[893825],[895683],[922192],[924949],[925696],[926069],[927418],[936914],[943309],[945354],[946898],[947052],[961221],[969261],[971944],[973802],[984702],[1002220],[1009429],[1010176],[1012668],[1014480],[1023391],[1036042],[1045582],[1045736],[1048040],[1064814],[1068892],[1078437],[1091065],[1091812],[1094304],[1096116],[1119163],[1129580],[1131625],[1133169],[1133323],[1147492],[1158215],[1170973],[1191234],[1198283],[1213885],[1215930],[1217474],[1217628],[1256641],[1260719],[1270264],[1286131],[1326701],[1338663],[1342687],[1346765],[1360655],[1386464],[1411160],[1456950],[1473270],[1490219],[1502181],[1535039],[1587652],[1619708],[1697411],[1747767], [103653,280490],[116317,195272],[121256,122586],[126070,208669],[135641,344827],[136397,344872],[143534,359679],[151652,245798],[157451,159195],[161743,163073],[163611,261579],[173446,276012],[174450,414089],[175047,417915],[183199,289409],[184973,435202],[191513,300739],[194487,305075],[200236,200432],[201348,203406],[205346,318944],[206043,207787],[215594,485449],[220145,339465],[221471,495923],[222311,500259],[230236,231566],[232104,355246],[232570,515652],[236975,237171],[237882,363269],[238692,364135],[241848,368303],[250205,543358],[251992,252222],[257579,257775],[258691,260749],[269772,574944],[270442,575810],[272253,407764],[275227,412100],[276821,586541],[283976,598071],[286086,425969],[286783,288527],[295098,295328],[296116,439288],[296702,296898],[300346,444417],[302067,302263],[303784,448520],[310012,638555],[310682,639421],[312214,312226],[314854,462564],[315664,463430],[318590,318820],[327177,664487],[331549,483795],[332359,484661],[332645,672896],[335515,488829],[348961,698172],[349631,699038],[351246,351442],[352358,354416],[362002,362014],[362876,523861],[363781,364011],[369756,369986],[371360,371556],[377632,541704],[378442,542570],[378728,741872],[384178,549698],[384764,384960],[388078,755007],[391846,558930],[398074,769725],[398744,770591],[403141,573141],[403727,403923],[407371,578270],[409092,409288],[410809,582373],[417707,798061],[421879,596417],[422689,597283],[422975,805994],[425615,425845],[446387,446399],[448166,448396],[455159,636752],[455745,455941],[461992,861969],[462171,644990],[463076,463306],[466692,866493],[470655,470851],[473004,657924],[473969,876326],[476927,662833],[477737,663699],[478023,882128],[483402,670532],[484307,484537],[490282,490512],[491886,492082],[498968,689241],[504704,696369],[505290,505486],[512372,705601],[519270,940020],[529552,726237],[538263,736070],[541311,739508],[542216,542446],[547215,978529],[548292,978828],[554277,984316],[557492,990107],[558576,558806],[565569,767922],[566155,566351],[580240,580252],[582019,582249],[589598,589794],[596024,803630],[596929,597159],[604508,604704],[606857,816564],[607822,1055056],[611590,822339],[617517,830400],[623713,836187],[631732,841978],[632770,632966],[642065,1100922],[642812,1101347],[643896,1101611],[653061,1112541],[662440,879764],[663345,663575],[684934,905499],[688887,689117],[704163,1176378],[705247,705477],[712826,713022],[715175,940808],[718818,946363],[719565,946788],[725844,952356],[727635,729750],[733787,957982],[735716,735946],[745533,1227171],[745687,1227674],[757351,1239490],[790372,1020708],[791410,791606],[800317,1035065],[811701,1304368],[821985,822215],[826970,1065356],[828255,1067816],[828409,1068319],[837210,839083],[837635,839830],[844023,1080135],[856564,1356566],[897064,899179],[903216,1144253],[905145,905375],[913394,1155532],[926780,1434720],[942612,1191218],[944606,1194194],[953290,955538],[953793,955692],[1015940,1017813],[1016365,1018560],[1022753,1271962],[1032782,1282892],[1064632,1320672],[1075468,1077689],[1139561,1141809],[1140064,1141963],[1157577,1412858],[1267295,1269516] ] cell #1854 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [63585],[66558],[67318],[67674],[82802],[85272],[90386],[91048],[93916],[94272],[101191],[110892],[111368],[113759],[114780],[116551],[120028],[123519],[124181],[132072],[135958],[140716],[141072],[145396],[145949],[146554],[150105],[151981],[158124],[160515],[168497],[170888],[171909],[173680],[174379],[180648],[181310],[188473],[191552],[192612],[193770],[197797],[202084],[202689],[214442],[215047],[215523],[218598],[220474],[221465],[224257],[226617],[229008],[237921],[244361],[249053],[249658],[250134],[254735],[260032],[264059],[269213],[269766],[272292],[273352],[274510],[279937],[282824],[283429],[283905],[299945],[303013],[309453],[310006],[314893],[321333],[326025],[326630],[327106],[331543],[331588],[338028],[341107],[343325],[348402],[348955],[353699],[361827],[367391],[374603],[377626],[377671],[388007],[391075],[397515],[398068],[404673],[410038],[416478],[421873],[421918],[428358],[433655],[436799],[436890],[446212],[451776],[456691],[461122],[465626],[466686],[476921],[476966],[495129],[498197],[505480],[506236],[511601],[518041],[520860],[521728],[529546],[529591],[530849],[530940],[547209],[547300],[566345],[567101],[580065],[585629],[590544],[599479],[610819],[614446],[617511],[618551],[624274],[625142],[632960],[641989],[642857],[650720],[665895],[676262],[677520],[677611],[713016],[713772],[718742],[719821],[726679],[729744],[745238],[745616],[749721],[777191],[782914],[783782],[791600],[809360],[828338],[829444],[839007],[851049],[860077],[885494],[889250],[896108],[899173],[919150],[955621],[967369],[977573],[999178],[1008174],[1017737],[1038807],[1075438],[1089810],[1121928],[1141892],[1163844],[1201089],[1249165],[1321386],[1330373],[1452305],[1582579] ] cell #1855 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [193502],[208630],[243589],[259764],[261573],[274242],[280451],[289370],[300334],[300504],[302553],[317475],[318938],[320561],[337256],[343057],[344866],[353431],[355240],[359640],[362864],[363034],[364129],[368051],[386630],[388566],[390615],[407359],[407529],[409578],[414083],[415706],[425963],[427586],[435196],[439036],[439994],[448514],[459833],[462159],[462329],[463424],[465166],[467346],[483390],[483560],[484655],[485443],[488577],[495688],[497737],[509092],[511141],[515646],[523377],[525043],[534044],[541299],[541469],[542564],[543352],[546774],[549446],[550404],[558924],[572889],[573847],[574709],[575804],[582367],[586289],[596012],[596182],[597277],[598065],[601199],[617076],[626791],[628457],[636500],[637458],[638320],[639415],[642097],[646172],[655173],[657918],[662428],[662598],[663693],[664481],[671714],[672644],[680715],[689235],[696117],[697075],[697937],[699032],[705595],[718850],[725832],[726002],[729309],[736064],[740690],[741620],[755001],[759627],[767670],[768628],[769490],[770585],[785431],[787097],[796098],[798055],[804812],[805742],[813813],[816558],[822333],[826958],[828123],[835935],[839115],[841972],[846267],[861963],[866258],[876320],[880946],[881876],[898738],[905493],[910119],[929056],[938057],[940014],[940802],[942479],[944103],[944481],[955406],[957906],[963218],[976252],[978752],[984064],[990101],[1017845],[1020702],[1024997],[1035059],[1055050],[1059676],[1064522],[1065645],[1066071],[1077186],[1077564],[1080064],[1098662],[1099040],[1101540],[1112465],[1141677],[1144177],[1149489],[1155526],[1176372],[1192059],[1203138],[1203564],[1225000],[1225426],[1239419],[1269013],[1269391],[1271891],[1282816],[1304292],[1332439],[1354431],[1398368],[1398794],[1412787],[1434649],[1528815], 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] cell #1856 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [176246],[208713],[221622],[234366],[257926],[269923],[276794],[289453],[290004],[297049],[310163],[318568],[332618],[333437],[340780],[349112],[351593],[355983],[363759],[371707],[378701],[379520],[385111],[388396],[398225],[403114],[404074],[404346],[405071],[422948],[423767],[425593],[437430],[439824],[448144],[455132],[456092],[456364],[457089],[463054],[466843],[471002],[477996],[478815],[482080],[483648],[484285],[492233],[500046],[504677],[505637],[505909],[506634],[508922],[522311],[531480],[533874],[539989],[541557],[542194],[547840],[549129],[550234],[554250],[558554],[561238],[562343],[565542],[566502],[566774],[567499],[571283],[573677],[581997],[589945],[590942],[594702],[596270],[596907],[597132],[604855],[612668],[623686],[625725],[629727],[633117],[634894],[637288],[642785],[643440],[643966],[650393],[652609],[653898],[655003],[657548],[659019],[661118],[662686],[663323],[663548],[668982],[678151],[680545],[686660],[688865],[694511],[695527],[696905],[697163],[705225],[707909],[709014],[713173],[714170],[719538],[724368],[725384],[726090],[732405],[734624],[735694],[735919],[737958],[745757],[746480],[747663],[756240],[756895],[757065],[757421],[760897],[766064],[767080],[768458],[768716],[784365],[788367],[791757],[793534],[795928],[802080],[811249],[812538],[813643],[816188],[817659],[819758],[821963],[822188],[824647],[828479],[829202],[831419],[834193],[834363],[835259],[837613],[839803],[842577],[844093],[845649],[846097],[846355],[856681],[856764],[865640],[867076],[868982],[872661],[878214],[893797],[894813],[901834],[904053],[905123],[905348],[907387],[914779],[925669],[926324],[926494],[926850],[930326],[935493],[936509],[937887],[938145],[940432],[944723],[944806],[946766],[947122],[951796],[953863],[954241],[955762],[956485],[958702],[960893],[971916],[972932],[974152],[979548],[983388],[984902],[990706],[993778],[1010149],[1012923],[1013093],[1013989],[1016343],[1018533],[1021307],[1022823],[1024379],[1024827],[1025085],[1033619],[1034689],[1044370],[1045806],[1047712],[1051391],[1056944],[1057114],[1066712],[1068389],[1068767],[1069092],[1075562],[1075988],[1077806],[1077889],[1080205],[1091785],[1094559],[1094729],[1095625],[1101325],[1101681],[1106355],[1113261],[1127491],[1133037],[1133393],[1138067],[1138237],[1140134],[1140512],[1142033],[1142756],[1144973],[1147164],[1151167],[1157647],[1159203],[1165819],[1169659],[1171173],[1176977],[1180049],[1194288],[1194714],[1202015],[1204205],[1206585],[1217342],[1217698],[1222372],[1222542],[1227744],[1228122],[1228447],[1239560],[1251140],[1254980],[1260216],[1260594],[1260919],[1262879],[1267389],[1267815],[1269633],[1269716],[1272032],[1278773],[1283612],[1285803],[1293152],[1293508],[1298182],[1298352],[1305088],[1319318],[1323642],[1342265],[1346262],[1346640],[1346965],[1348925],[1356660],[1357086],[1368957],[1379714],[1380070],[1384744],[1384914],[1389518],[1389944],[1392262],[1397245],[1399435],[1401815],[1408711],[1412928],[1422974],[1423352],[1423677],[1425637],[1434790],[1446370],[1462054],[1472170],[1476324],[1476750],[1479068],[1487160],[1509780],[1510158],[1510483],[1512443],[1520018],[1522673],[1538641],[1543341],[1553036],[1553462],[1555780],[1565333],[1576446],[1592303],[1592681],[1593728],[1602496],[1606580],[1609235],[1624812],[1639082],[1639508],[1641826],[1667400],[1682390],[1685045],[1705713],[1715586],[1720832],[1721258],[1722626],[1752418],[1766695],[1769350],[1785555],[1794323],[1839143],[1841729],[1846739],[1847770],[1871256],[1876928],[1908897],[1961125],[1962806],[1991286],[2026500],[2077162],[2104765] ] cell #1857 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [179095],[211045],[226884],[246925],[264326],[281074],[283197],[291785],[306130],[324275],[326398],[330740],[340592],[345782],[357993],[365483],[368499],[374371],[376823],[394895],[402246],[413155],[419254],[431300],[433423],[439484],[441726],[445068],[449868],[454264],[464778],[474302],[482543],[486009],[489025],[494897],[497349],[515421],[524512],[526776],[529949],[533534],[535776],[540452],[543918],[549894],[552136],[560278],[573337],[575579],[578921],[583721],[588117],[598631],[616088],[617651],[627926],[630190],[636948],[639190],[645641],[647905],[654663],[656905],[665047],[671183],[676620],[680205],[682447],[687123],[690589],[696565],[698807],[706949],[717755],[728321],[729884],[740159],[747258],[748821],[753396],[759096],[761360],[764038],[768118],[770360],[776291],[786566],[788830],[795588],[797830],[804281],[813303],[815545],[823687],[836383],[838020],[850149],[858011],[859461],[864769],[868577],[868963],[870140],[876095],[880415],[897750],[899313],[909588],[918250],[922825],[928525],[930789],[933467],[937547],[939789],[950808],[951194],[953007],[976659],[981857],[986100],[986149],[986878],[987599],[998278],[1002853],[1015113],[1016750],[1028879],[1043499],[1047307],[1047693],[1048870],[1054825],[1059145],[1072516],[1072565],[1073294],[1074538],[1083891],[1096749],[1097656],[1108977],[1109124],[1110372],[1126620],[1137079],[1137465],[1139278],[1168128],[1172371],[1172420],[1173149],[1173870],[1184549],[1191827],[1193800],[1198707],[1198854],[1210058],[1221384],[1221770],[1223583],[1235924],[1253449],[1264343],[1264392],[1265121],[1266365],[1275718],[1289483],[1300804],[1300951],[1302199],[1320959],[1327998],[1334180],[1350389],[1350438],[1351167],[1352411],[1376045],[1387057],[1389030],[1393937],[1394084],[1405288],[1416614],[1431154],[1451912],[1458399],[1473863],[1475836],[1480743],[1480890],[1517335],[1524374],[1530556],[1546814],[1588245],[1599681],[1603897],[1610936],[1621157],[1647142],[1671066],[1717065],[1732463],[1748360],[1759796],[1791508],[1843122],[1872735],[1946067],[1992679], [115697,305610],[121966,201883],[150848,373230],[158391,253335],[162453,259226],[172826,412635],[176388,419042],[191415,444927],[193538,450250],[200334,312323],[202457,313716],[206983,319933],[208384,208855],[219341,493756],[223403,500794],[223801,501314],[230946,352893],[234508,359394],[237073,362111],[237784,524371],[241741,530408],[252115,381381],[257677,388505],[259800,389898],[261178,261904],[272155,578780],[274278,584103],[277025,586737],[278804,591468],[287723,426958],[289124,289595],[292183,434801],[295221,438032],[296009,618110],[296800,439933],[300349,624158],[302165,446496],[312229,459381],[314756,645500],[318713,467272],[318896,319024],[331451,671042],[332849,673092],[335408,677079],[340970,685648],[343093,690971],[351344,509031],[353467,510424],[354845,355571],[356214,515604],[362017,522925],[362879,719705],[363904,524969],[364087,364215],[369879,532082],[371458,533983],[377534,740018],[378932,742068],[384071,749280],[384862,550343],[403034,776750],[403825,573786],[404536,778816],[405302,575762],[407374,782798],[409190,580349],[413858,792462],[421781,804140],[423179,806190],[425738,601125],[425921,426049],[446402,626339],[448289,628383],[448472,448600],[455052,850608],[455843,637397],[456554,852674],[457320,639373],[462174,859961],[463199,646098],[463382,463510],[470753,655112],[476829,880274],[478227,882324],[483405,889134],[484430,671640],[484613,484741],[485218,891735],[490405,678753],[491984,680654],[504597,918709],[505388,697014],[506099,920775],[506865,698990],[529454,952866],[541314,967253],[542339,740616],[542522,542650],[543127,969854],[554481,984512],[558699,759553],[558882,559010],[565462,998737],[566253,768567],[566964,1000803],[567730,770543],[580255,784979],[582142,787023],[582325,582453],[589696,796037],[591173,798013],[596027,1038691],[597052,804738],[597235,597363],[597840,1041292],[604606,813752],[616474,1068876],[623606,1074997],[632868,846206],[644867,1105753],[650583,1107425],[657876,658004],[659250,876278],[662443,1121812],[663468,880872],[663651,663779],[664256,1124413],[689010,910045],[689193,689321],[705370,928982],[705553,705681],[712924,937996],[714401,939972],[717706,1194931],[718484,1195229],[725847,1200973],[728707,954350],[735839,963144],[736022,736150],[747644,1228231],[747806,1231871],[754776,1234352],[758322,989064],[791508,1024936],[816516,816644],[817890,1055008],[822108,1059602],[822291,822419],[826973,1321270],[827135,1323621],[827282,1324226],[837971,1076205],[838749,1076503],[840935,844994],[857962,1357303],[858740,1357601],[858856,1361226],[869125,1111429],[898136,1140621],[905268,1149415],[905451,905579],[927751,1175335],[940760,940888],[942547,1451726],[943486,1454488],[954418,1201994],[954565,1202599],[956870,961036],[975264,1487139],[975411,1487744],[986994,1238363],[1016701,1268032],[1017479,1268330],[1019665,1023724],[1035017,1035145],[1047855,1303256],[1064572,1582721],[1076569,1331348],[1079008,1083286],[1098045,1617246],[1140689,1397224],[1140836,1397829],[1143141,1147307],[1154489,1158548],[1173265,1433593],[1268396,1527724],[1270835,1275113],[1281780,1285946],[1411731,1416009] ] cell #1858 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [303209],[323486],[370385],[391271],[393711],[410234],[418631],[430511],[444471],[444653],[447105],[465822],[467679],[469680],[490911],[498393],[500833],[511797],[514237],[520194],[523915],[524097],[525376],[530132],[552642],[555063],[557515],[578324],[578506],[580958],[586622],[588623],[601532],[603533],[613455],[617834],[618912],[628790],[642405],[645044],[645226],[646505],[648608],[651261],[670586],[670768],[672047],[672977],[676803],[685374],[687826],[701734],[704186],[709850],[719158],[720990],[731145],[739562],[739744],[741023],[741953],[746065],[749004],[750082],[759960],[776474],[777552],[778542],[779821],[787430],[792186],[803684],[803866],[805145],[806075],[809901],[828787],[839423],[841255],[850332],[851410],[852400],[853679],[856861],[861246],[871401],[874600],[879818],[880000],[881279],[882209],[890419],[891459],[900574],[910452],[918433],[919511],[920501],[921780],[929389],[944903],[952410],[952592],[956070],[963551],[968538],[969578],[984397],[989384],[998461],[999539],[1000529],[1001808],[1018153],[1019985],[1030140],[1032409],[1039976],[1041016],[1050131],[1053330],[1060009],[1065410],[1066560],[1074721],[1077986],[1081003],[1085675],[1102479],[1107151],[1118110],[1123097],[1124137],[1142341],[1149822],[1154809],[1175655],[1185810],[1188079],[1189009],[1191043],[1192566],[1192947],[1204053],[1206579],[1212214],[1225915],[1228441],[1234076],[1240358],[1269813],[1272830],[1277502],[1288461],[1309937],[1314924],[1320521],[1321547],[1321934],[1332946],[1333327],[1335798],[1354938],[1355319],[1357790],[1368951],[1399283],[1401809],[1407444],[1413726],[1435588],[1452497],[1463203],[1463590],[1485065],[1485452],[1499316],[1529322],[1529703],[1532174],[1543335],[1565327],[1593779],[1615255],[1658433],[1658820],[1672684],[1694546],[1785606], 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] cell #1859 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [279593],[323620],[341053],[358782],[388927],[404619],[413700],[430645],[431383],[440355],[456637],[467246],[485060],[486092],[495533],[506182],[509453],[515263],[524943],[534405],[542969],[544001],[550765],[554881],[567047],[573046],[574208],[574554],[575421],[597682],[598714],[601099],[616041],[618730],[628357],[636657],[637819],[638165],[639032],[646072],[650666],[655534],[664098],[665130],[669074],[670883],[671614],[681076],[690672],[696274],[697436],[697782],[698649],[701552],[718012],[728274],[730963],[738050],[739859],[740590],[747211],[748672],[749900],[754618],[759527],[762738],[764121],[767827],[768989],[769335],[770202],[774681],[777370],[786997],[796459],[797672],[802172],[803981],[804712],[804969],[814174],[823770],[836092],[838277],[842669],[846628],[848539],[851228],[857591],[858268],[858851],[866103],[868530],[869991],[871219],[874167],[875937],[878306],[880115],[880846],[881103],[887441],[897703],[900392],[907479],[910019],[916640],[917767],[919329],[919626],[928956],[932167],[933550],[938418],[939631],[945633],[950761],[951888],[952707],[959401],[961902],[963118],[963375],[965560],[974346],[975102],[976330],[985729],[986406],[986588],[986989],[990798],[996668],[997795],[999357],[999654],[1017007],[1021399],[1025358],[1027269],[1029958],[1036998],[1047260],[1048721],[1049949],[1052897],[1054667],[1057036],[1059576],[1059833],[1062787],[1066906],[1067662],[1069919],[1072822],[1073004],[1073968],[1076477],[1078716],[1081619],[1083281],[1084971],[1085493],[1085790],[1097106],[1097117],[1106447],[1108059],[1110043],[1113960],[1120119],[1137032],[1138159],[1145672],[1148173],[1149389],[1149646],[1151831],[1160182],[1172000],[1172677],[1172859],[1173260],[1177069],[1182939],[1184066],[1185628],[1185925],[1188576],[1193250],[1193261],[1195203],[1195549],[1200359],[1202522],[1202903],[1204399],[1205155],[1207412],[1209729],[1221337],[1222464],[1223927],[1229274],[1233323],[1234996],[1240974],[1244326],[1261746],[1264649],[1264831],[1265795],[1268304],[1270543],[1273446],[1275108],[1276798],[1277320],[1277617],[1286812],[1288028],[1298274],[1299886],[1301870],[1305787],[1311946],[1312128],[1322613],[1324149],[1324530],[1324844],[1331423],[1331810],[1333630],[1333641],[1335929],[1347792],[1350695],[1350877],[1351841],[1357575],[1357921],[1362731],[1369784],[1384836],[1390433],[1390779],[1395589],[1395771],[1397752],[1398133],[1399629],[1400385],[1402642],[1404959],[1409200],[1416004],[1417694],[1424504],[1428553],[1430226],[1436204],[1439556],[1454563],[1454950],[1462177],[1464269],[1466500],[1477239],[1477585],[1482395],[1482577],[1487667],[1488048],[1488362],[1499447],[1511310],[1515359],[1520525],[1520906],[1521220],[1523162],[1527799],[1528186],[1530006],[1530017],[1532305],[1539278],[1544168],[1546485],[1553951],[1554297],[1559107],[1559289],[1566160],[1581212],[1585395],[1603323],[1607087],[1607468],[1607782],[1609724],[1617321],[1617708],[1629258],[1639997],[1640343],[1645153],[1645335],[1649793],[1650180],[1652395],[1657407],[1659499],[1661730],[1668696],[1672815],[1682897],[1683278],[1683592],[1685534],[1694677],[1706540],[1721747],[1731209],[1735114],[1735501],[1737716],[1745510],[1767202],[1767583],[1767897],[1769839],[1777222],[1779675],[1795150],[1799609],[1809148],[1809535],[1811750],[1821085],[1832170],[1847246],[1847627],[1848542],[1856590],[1860343],[1862796],[1877417],[1890784],[1891171],[1893386],[1917480],[1931781],[1934234],[1954168],[1963578],[1968240],[1968627],[1969842],[1996803],[2009900],[2012353],[2027272],[2035320],[2077507],[2079622],[2083965],[2084916],[2105537],[2110586],[2139271],[2187070],[2188405],[2212720],[2243556],[2288783],[2311633] ] cell #1860 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [179065],[211015],[226880],[246895],[264322],[281005],[281070],[283206],[291755],[306126],[324206],[324271],[326407],[330671],[330736],[340562],[345791],[357989],[365414],[365479],[368495],[374380],[376754],[376819],[394904],[402255],[413151],[431296],[433432],[437584],[439480],[441735],[445077],[449799],[449864],[454273],[464709],[464774],[486005],[489021],[494906],[497280],[497345],[515430],[521927],[524521],[530030],[531634],[533530],[535785],[543914],[547994],[549890],[552145],[560209],[560274],[573333],[575588],[578930],[583652],[583717],[588126],[598627],[617732],[625341],[627935],[636944],[639199],[643056],[644660],[645650],[652763],[654659],[656914],[665043],[671192],[676701],[678305],[680201],[682456],[690585],[696561],[698816],[706880],[706945],[724522],[729965],[740168],[747862],[748902],[753392],[756511],[758115],[759105],[764034],[768114],[770369],[776372],[783981],[786575],[795584],[797839],[804290],[811403],[813299],[815554],[823683],[833809],[836379],[844787],[850230],[864778],[868959],[869181],[870221],[876104],[880424],[893951],[899394],[909597],[918331],[922821],[925940],[927544],[928534],[933463],[937543],[939798],[944235],[951190],[953016],[961092],[972070],[981938],[986026],[986887],[998359],[1002849],[1012539],[1015109],[1023517],[1028960],[1043508],[1047689],[1047911],[1048951],[1054834],[1059154],[1072442],[1073303],[1074619],[1077318],[1094175],[1096745],[1098794],[1109048],[1109055],[1126629],[1130506],[1137461],[1139287],[1147363],[1158341],[1168209],[1172297],[1173158],[1184630],[1191908],[1198778],[1198785],[1214811],[1221766],[1223592],[1235983],[1253530],[1264269],[1265130],[1266446],[1269145],[1286002],[1290621],[1300875],[1300882],[1321098],[1328057],[1337544],[1350315],[1351176],[1352492],[1377183],[1387138],[1394008],[1394015],[1410041],[1431213],[1452036],[1460643],[1473944],[1480814],[1480821],[1501062],[1517474],[1524433],[1533920],[1588326],[1604036],[1610995],[1623401],[1647266],[1696292],[1717204],[1732587],[1748441],[1843246],[1872874],[1992803], [115667,303869],[121936,315749],[150844,371178],[158387,384582],[162423,391931],[172796,410894],[191291,624218],[191411,444728],[193547,447962],[200265,641933],[200330,459638],[202466,462872],[206979,470473],[208354,323867],[219337,491704],[223373,499053],[230916,512457],[237004,718686],[237069,523182],[237660,719765],[237780,524172],[241750,530199],[252124,546559],[257673,555138],[259809,558372],[261174,394188],[272031,782858],[272151,578581],[274287,581815],[278800,589416],[279840,419012],[287719,604326],[289094,430892],[295230,616861],[296018,617901],[296796,618987],[302096,838951],[302161,626596],[314632,860021],[314752,645301],[318722,651328],[318892,467790],[331327,889194],[331447,670843],[335417,676870],[340966,685449],[343102,688683],[344064,501310],[351340,701809],[353476,705043],[354841,514714],[359029,359364],[363913,721057],[364083,525487],[369888,729094],[371454,731220],[377410,967313],[377530,739819],[384080,749071],[384858,750157],[403043,776541],[403821,777627],[404532,778617],[409121,1017681],[409186,785236],[413867,792253],[413987,586733],[421657,1038751],[421777,803941],[425747,809968],[425917,601643],[434394,434797],[448298,841322],[448468,628901],[455061,850399],[455839,851485],[456550,852475],[463208,861313],[463378,646616],[470749,871476],[476705,1121872],[476825,880075],[484439,890486],[484609,672158],[485227,891526],[485347,673088],[490414,898523],[491980,900649],[504606,918500],[505384,919586],[506095,920576],[515550,515600],[529330,1201033],[529450,952667],[542348,968605],[542518,741134],[543136,969645],[543256,742064],[558708,989451],[558878,760071],[565471,998528],[566249,999614],[566960,1000604],[575708,575758],[582151,1020052],[582321,787541],[589692,1030215],[597061,1040043],[597231,805256],[597849,1041083],[597969,806186],[604602,1050206],[615376,1321330],[616470,1066635],[623615,1074788],[632864,1085750],[639319,639369],[650579,1107226],[657872,874711],[663477,1123164],[663647,881390],[664265,1124204],[664385,882320],[689019,1154876],[689189,910563],[698936,698986],[705379,1175722],[705549,929500],[712920,1185885],[716431,1451626],[717632,1192713],[718493,1193014],[728703,1204128],[735848,1212281],[736018,963662],[747640,1225990],[754785,1234143],[754905,984508],[770489,770539],[791504,1277577],[797959,798009],[816512,1053441],[822117,1314991],[822287,1060120],[826022,1582639],[827206,1321497],[827213,1322071],[837897,1333093],[838758,1333394],[840931,1084273],[857888,1355085],[858749,1355386],[859843,1105749],[876224,876274],[898132,1399358],[905277,1407511],[905447,1149933],[939918,939968],[940756,1189120],[943545,1452460],[954489,1463153],[954496,1463727],[956796,1209935],[975335,1485015],[975342,1485589],[976536,1231797],[987981,989060],[1016627,1529469],[1017488,1529770],[1019661,1276100],[1035013,1288572],[1054954,1055004],[1076628,1593742],[1078939,1339165],[1098104,1615218],[1099295,1361157],[1110249,1111355],[1140760,1658383],[1140767,1658957],[1143067,1405165],[1154485,1416996],[1174252,1175331],[1237174,1238294],[1268455,1785569],[1270766,1535541],[1281706,1546691],[1302076,1303182],[1411662,1676051],[1432404,1433524] ] cell #1861 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [340846],[404412],[417413],[456430],[473675],[483714],[495842],[505975],[518976],[541623],[555487],[566840],[572913],[574863],[586313],[596336],[607528],[608464],[619336],[636524],[638474],[650459],[651159],[662752],[672668],[673756],[696141],[697229],[698091],[702158],[709541],[720888],[726156],[731569],[741644],[742732],[746546],[750506],[755388],[767694],[768782],[769644],[777976],[779512],[804836],[805766],[806854],[809799],[827702],[829268],[830567],[835959],[841153],[846421],[851834],[853370],[856687],[861144],[866412],[871825],[880970],[881900],[882988],[887679],[890317],[900998],[912161],[917699],[919935],[921471],[924817],[938211],[944047],[944505],[944729],[954985],[956551],[957850],[963242],[965798],[968436],[974151],[975831],[977397],[978696],[984088],[989282],[992916],[994550],[997727],[999963],[1001499],[1006432],[1009297],[1019883],[1025151],[1030564],[1032100],[1037236],[1039874],[1050555],[1059700],[1061718],[1065784],[1066711],[1077130],[1077588],[1077812],[1081857],[1084903],[1086099],[1088068],[1090933],[1098606],[1099064],[1099288],[1109544],[1111110],[1112409],[1115651],[1117801],[1120357],[1122995],[1130318],[1141256],[1142822],[1144121],[1149513],[1152069],[1154707],[1162102],[1164967],[1175553],[1179187],[1180821],[1183998],[1186234],[1187770],[1192168],[1199274],[1200597],[1203277],[1204204],[1206284],[1208124],[1210796],[1212112],[1214623],[1225139],[1226066],[1236485],[1236673],[1236943],[1237167],[1241212],[1244258],[1247423],[1250288],[1268957],[1269415],[1269639],[1273684],[1276730],[1277926],[1279895],[1282760],[1290433],[1301371],[1302937],[1304236],[1307478],[1309628],[1312184],[1314822],[1318456],[1328559],[1328747],[1329017],[1329737],[1332288],[1332548],[1334807],[1337356],[1339158],[1341413],[1354540],[1362969],[1365649],[1366576],[1368656],[1370496],[1376995],[1394504],[1395827],[1398507],[1399434],[1401514],[1403354],[1406026],[1407342],[1409853],[1417626],[1418822],[1431715],[1431903],[1432173],[1432397],[1436442],[1439488],[1442653],[1445518],[1448760],[1455428],[1459026],[1460455],[1462754],[1462986],[1465407],[1469713],[1481310],[1482633],[1492535],[1493255],[1496066],[1498325],[1500874],[1524935],[1525123],[1525393],[1526113],[1528664],[1528924],[1531183],[1533732],[1535534],[1537789],[1543040],[1547552],[1548868],[1559345],[1562025],[1562952],[1565032],[1566872],[1573371],[1573559],[1581144],[1585972],[1586204],[1589665],[1592908],[1593318],[1611497],[1611685],[1611955],[1612675],[1618186],[1621784],[1623213],[1628165],[1645391],[1650658],[1654256],[1655685],[1655873],[1657984],[1658216],[1660637],[1664943],[1669174],[1671693],[1676044],[1687765],[1688485],[1691296],[1693555],[1696104],[1705412],[1714766],[1715176],[1721908],[1735979],[1739577],[1741006],[1741194],[1746087],[1746319],[1749780],[1772070],[1772790],[1777799],[1778031],[1780153],[1781492],[1784532],[1784735],[1785145],[1795863],[1798516],[1802822],[1810013],[1813611],[1815040],[1815228],[1819992],[1831048],[1841011],[1860920],[1861152],[1863274],[1864613],[1867653],[1870436],[1870846],[1891649],[1895247],[1896676],[1896864],[1901037],[1901447],[1903475],[1907242],[1908179],[1918858],[1932358],[1932590],[1934712],[1936051],[1953075],[1969105],[1981065],[1981475],[1983503],[1987270],[1990568],[2010477],[2010709],[2012831],[2014170],[2018012],[2019741],[2021976],[2025578],[2049166],[2049576],[2051604],[2084542],[2084774],[2094146],[2095875],[2098110],[2101712],[2111064],[2123024],[2123434],[2125462],[2130663],[2159997],[2162232],[2190445],[2192995],[2193405],[2202216],[2217640],[2228973],[2231208],[2235728],[2289074],[2291920],[2294265],[2302144],[2313673],[2316633],[2382653],[2384642],[2404542],[2467310],[2486205] ] cell #1862 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [223799],[261902],[277023],[292181],[319022],[332847],[340862],[355569],[356212],[364213],[378930],[388501],[404428],[405300],[413741],[423177],[426047],[431192],[439929],[456446],[457318],[478225],[483730],[484739],[485101],[485901],[505991],[506863],[509027],[541639],[542648],[543010],[543810],[554479],[566856],[567728],[573087],[573229],[573782],[596352],[597723],[598523],[636698],[636840],[637393],[650475],[662768],[664139],[664939],[696315],[696457],[697245],[726172],[746562],[754659],[767868],[768010],[768798],[805010],[805152],[829284],[836133],[836275],[846437],[857632],[881144],[881286],[938227],[945674],[956567],[963416],[963558],[974204],[1025167],[1059874],[1060016],[1066764],[1078757],[1142838],[1149687],[1149829],[1204257],[1270584],[1399487], [18369,911389],[27406,1031400],[29167,1060946],[39254,909443],[39687,1156131],[40947,1170675],[42135,1187070],[51994,1255996],[53334,786421],[55335,1029344],[56905,1294313],[57602,1299248],[58813,1059000],[59246,1316246],[65910,627781],[71126,1380875],[71823,1385810],[73502,899778],[73704,1139133],[75967,910051],[77645,1423457],[77983,1423746],[78681,928380],[79080,1429588],[80682,1185014],[81590,1451226],[87731,1472975],[89503,730349],[89705,1223438],[95561,1510263],[95899,1510552],[96597,758951],[96996,1516394],[98245,1260699],[98904,787029],[99299,1266830],[104149,1553531],[104329,1553983],[104721,1554233],[105625,1049335],[105827,1043354],[108090,1059608],[108732,1577251],[112711,1592786],[116653,1602565],[118190,1346745],[118849,628389],[119244,1352876],[123232,864624],[126274,1639577],[126454,1640029],[126846,1640279],[127750,870605],[127952,1126475],[128704,678759],[129587,1390013],[129767,1390465],[130915,1149421],[134531,1668205],[136505,1159756],[136979,1682427],[137095,1682833],[138126,1168763],[138785,928988],[139180,1168593],[142699,1705782],[147431,1721327],[147611,1721779],[149159,1722695],[151924,1479551],[152292,1731145],[153095,532088],[153978,1476819],[154158,1477271],[155306,963150],[157872,982492],[159467,1752901],[160248,982322],[163719,762312],[163799,1766732],[163915,1767138],[164946,1254084],[165605,759559],[166000,1253914],[166983,1268336],[167814,1520055],[167930,1520461],[173782,1794392],[175319,1279256],[176373,1035143],[176980,1809117],[177280,601131],[178343,597361],[179491,804744],[183975,1832106],[185081,1062361],[188132,1841798],[189149,438038],[189424,1846776],[189540,1847182],[191573,1848478],[194647,1609304],[194827,844992],[195589,1353046],[196283,1076509],[197114,1606617],[197230,1607023],[201551,461402],[201868,463508],[203566,1876997],[203746,644865],[204559,646104],[206464,870775],[208059,1642309],[208840,658002],[208930,1890753],[209230,467278],[210293,663777],[211441,880878],[212584,1397282],[213712,1649762],[214012,671646],[217652,1908966],[220417,1392745],[220785,1917416],[222471,1408780],[222651,1158546],[225103,918715],[225934,697010],[232212,931741],[233439,1185184],[234493,940886],[235582,1961162],[237942,1963514],[239180,1195235],[239436,1968209],[239736,524975],[241438,1969206],[245312,960962],[245428,1737652],[246219,730519],[246576,736148],[247195,1202052],[248323,1735083],[248623,740622],[252424,749286],[253331,550339],[253462,383592],[254394,1991355],[255411,381387],[255686,747732],[255802,1996739],[258894,556902],[259211,559008],[260909,1769419],[261089,758320],[261851,1516564],[262545,998743],[263376,768563],[266476,1527768],[268148,776756],[272313,2027208],[275387,1522742],[275567,1023722],[276329,1267000],[277854,1285872],[277970,1539214],[280966,804136],[287204,1049505],[288799,1556263],[289580,816642],[291033,822417],[293591,2077476],[295530,618116],[295706,2078986],[297403,1323679],[298275,1075003],[300674,1076057],[304528,1083217],[304828,450256],[305278,631142],[305595,448598],[305656,846202],[306716,1331392],[308388,850614],[312319,645496],[312554,856833],[313722,316708],[314914,2105473],[316152,1357607],[316408,858787],[319929,655108],[320060,469483],[322284,869051],[322400,1893322],[323548,659248],[324167,880270],[330632,671038],[335105,2138635],[338979,1147233],[339095,1652331],[339886,899948],[340243,905577],[341990,1415940],[342290,690977],[345144,1156301],[352561,703573],[352878,705679],[354576,1685114],[354756,927749],[355518,1429758],[357043,937992],[360247,2186800],[362107,524367],[362342,944875],[363204,1194783],[364575,1454532],[365375,952862],[368249,1202458],[368391,954346],[370188,530414],[372933,969860],[373226,533979],[373357,536873],[376715,740014],[381653,974282],[383768,2212084],[385465,1487197],[386337,1234358],[388736,984971],[389904,392890],[392590,986925],[393718,763930],[407699,1267884],[411553,1275044],[411853,584109],[412303,789782],[412620,582451],[412681,1024932],[415413,792468],[418336,1029514],[418693,591171],[426954,813748],[427085,603336],[429309,1047781],[429425,1811686],[430573,817888],[435474,1316416],[438304,1066842],[439234,1324085],[439376,1068872],[440164,1069161],[444923,446492],[446727,1077958],[449760,852670],[459542,1096994],[462499,1357155],[463870,1617290],[464670,1107421],[467544,1107995],[467686,867881],[472228,1124419],[488775,1397688],[488917,1140617],[490714,677085],[493459,891741],[493752,680650],[493883,683544],[497241,685644],[500462,912804],[500779,689319],[500840,690481],[509262,1171242],[510430,513416],[513116,1173196],[514244,933359],[520256,714399],[523086,1193138],[525241,1195485],[525383,947927],[532354,1204335],[533426,741960],[534214,1206654],[549644,1487603],[549786,1228227],[550574,1228516],[560170,1000799],[574017,1260988],[578776,580345],[580580,1269785],[583613,778812],[586629,795480],[591464,796033],[591595,798927],[601397,1299822],[601539,1046611],[606081,1041298],[613462,823579],[626500,1333518],[628655,1335865],[628797,1081010],[637628,1347034],[646370,1357857],[646512,1102486],[654555,882216],[655343,1369026],[671912,1390715],[672054,1134198],[672984,680097],[679025,1399565],[680885,1401884],[706841,920771],[709857,937439],[740888,1477521],[741030,1218503],[753288,984404],[759825,1499383],[759967,1240365],[779828,1015005],[785140,1529894],[787295,1532241],[787437,1272837],[796268,1543410],[806082,813195],[813983,1565402],[853686,1096641],[874607,1118117],[910317,1672751],[910459,1413733],[921787,922717],[929254,1694613],[929396,1435595],[1001815,1002745],[1032416,1288468],[1053337,1309944],[1188086,1189016] ] cell #1863 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [78543],[96459],[105292],[116995],[127417],[137198],[138500],[143259],[152590],[164018],[165320],[168033],[174124],[177229],[184546],[189643],[191676],[195628],[197333],[209179],[213961],[221083],[224858],[232511],[233813],[238045],[239685],[242038],[245531],[248572],[255905],[262300],[267903],[270383],[272416],[276368],[278073],[289919],[296306],[298030],[300296],[303137],[304777],[308143],[310623],[315017],[316657],[322503],[331712],[333352],[335705],[339198],[342239],[349572],[361538],[362826],[370964],[372688],[377795],[379435],[384368],[386092],[391199],[392839],[398685],[403331],[407321],[410162],[411802],[415168],[417648],[422042],[423682],[429528],[437154],[445923],[447211],[455349],[460833],[462121],[465750],[470259],[471983],[473910],[477090],[478730],[483352],[491490],[493214],[498321],[499961],[504894],[511725],[513365],[519211],[529715],[531204],[541261],[547564],[548840],[553221],[556333],[556634],[557621],[562258],[565759],[579776],[581064],[589202],[595974],[599603],[604112],[605836],[607763],[610943],[612583],[622102],[622403],[623903],[644230],[648714],[652288],[652333],[652956],[653609],[662390],[666019],[676386],[677875],[687932],[699892],[703004],[703305],[704292],[708929],[712430],[724047],[724092],[724715],[725794],[734335],[745362],[746241],[756373],[756531],[757685],[771445],[780742],[781043],[782543],[807354],[810928],[810973],[811596],[812249],[821030],[826920],[828963],[833671],[833829],[844357],[854600],[854901],[856401],[867908],[883488],[893476],[893521],[894144],[895223],[903764],[915670],[925802],[925960],[927114],[942966],[950139],[956246],[971595],[971640],[972263],[973342],[995698],[1005650],[1007693],[1012401],[1012559],[1023087],[1033330],[1046638],[1064970],[1071892],[1087286],[1089329],[1094037],[1094195],[1129237],[1136410],[1142517],[1157911],[1197372],[1209385],[1213542],[1220715],[1231247],[1256797],[1281156],[1326358],[1342843],[1359744],[1371757],[1404615],[1457106],[1489876],[1568133],[1619864], [45748,152288],[48947,91355],[63597,194928],[67686,120912],[69861,124488],[75344,220781],[77114,224701],[85284,241936],[86586,245757],[90398,156446],[91700,157410],[94284,161399],[95021,95240],[101203,275668],[103378,280244],[103577,280546],[107467,181617],[109237,185283],[110904,187244],[111380,296204],[113831,300698],[120100,200195],[123531,205038],[124833,206002],[125616,125994],[132084,335603],[133386,339424],[134936,341231],[135970,344483],[141084,229892],[141821,142040],[143458,234596],[145468,236934],[146021,363228],[146566,238384],[148822,367854],[150117,243132],[156365,251865],[158136,384266],[160587,257538],[160718,160800],[168509,403229],[169410,404797],[170960,407723],[174391,414053],[175693,417874],[180660,285778],[181962,286742],[182745,183123],[183512,290050],[187163,294971],[187795,438839],[188545,296661],[188676,188758],[192684,302026],[193782,303476],[197809,455247],[198710,456815],[202156,462523],[202701,315356],[214514,483754],[215059,332051],[215535,485413],[216033,333483],[217315,488380],[218610,336799],[221537,495882],[226629,504792],[227530,506360],[229080,351205],[229211,229293],[243051,369629],[244433,371319],[244564,244646],[249125,541663],[249670,378134],[250146,543322],[250644,379566],[254057,549249],[254807,384723],[254938,255020],[260044,391538],[264071,565657],[264972,567225],[268535,572692],[269285,403686],[269416,269498],[269838,574903],[273424,409051],[274522,410501],[282896,596376],[283441,422381],[283917,598035],[284415,423813],[299957,623801],[308775,636303],[309525,455704],[309656,309738],[310078,638514],[318253,650844],[321405,470614],[321536,321618],[326097,662792],[326642,477429],[327118,664451],[327616,478861],[336718,490155],[338100,491845],[338231,338313],[343337,498660],[344311,500092],[347724,695920],[348474,505249],[348605,348687],[349027,698131],[353711,512064],[361839,720682],[367463,726196],[374615,537955],[383730,753573],[388019,754971],[393523,393605],[394435,562389],[396837,767473],[397587,566114],[397718,397800],[398140,769684],[416550,589557],[416681,416763],[428430,604467],[428561,428643],[433667,611282],[434641,612714],[437109,830094],[437777,830359],[443824,835738],[446224,625135],[451848,632729],[451979,452061],[461134,860938],[461284,864303],[466758,866452],[469621,654840],[495141,684626],[514049,514131],[514961,709060],[518113,712785],[518244,518326],[521640,943297],[521789,945769],[521947,946437],[531159,727329],[531827,727594],[533711,537011],[547519,978223],[548187,978488],[548294,981958],[556784,758630],[580077,783775],[585701,791369],[585832,585914],[603474,813480],[613267,613349],[614507,1064740],[615419,1067784],[625203,836616],[625361,837284],[627460,631024],[642918,1100328],[643076,1100996],[653063,870241],[677830,896758],[678498,897023],[680382,683682],[692700,692782],[703455,928059],[716443,1191186],[727652,953258],[729985,733789],[746589,1227139],[783843,1015346],[784001,1016014],[786100,789664],[795765,799065],[811703,1048971],[897081,1139529],[899414,903218],[909122,912686],[1028980,1032784] ] cell #1864 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [18372],[24606],[27090],[29170],[35065],[37747],[39174],[41700],[41819],[43746],[47414],[49616],[53254],[53481],[55237],[57306],[57837],[58733],[61071],[63770],[65830],[66057],[67859],[68712],[71527],[72478],[73342],[73404],[73624],[78601],[78828],[79212],[82398],[83478],[86644],[88479],[89343],[89405],[89625],[91758],[92947],[94457],[96517],[96744],[97779],[97815],[98677],[101376],[103663],[104601],[105465],[105527],[105747],[106318],[110359],[114376],[115456],[117724],[117760],[118622],[120645],[121266],[121725],[123152],[124891],[125789],[126080],[126726],[127590],[127652],[127872],[129198],[130278],[133444],[136143],[136425],[137660],[137696],[138039],[138558],[141257],[143544],[148286],[149572],[151494],[152763],[153589],[154669],[156811],[157115],[157457],[160150],[161132],[161753],[162212],[163168],[163639],[164480],[164516],[164859],[165378],[167488],[171505],[172585],[174889],[175751],[177774],[178236],[178272],[178854],[182020],[182918],[183209],[184719],[185001],[187609],[190119],[190581],[190617],[194258],[195282],[195502],[195686],[196788],[200242],[200646],[201346],[205321],[205403],[205707],[206049],[207629],[209724],[210186],[210222],[210804],[218065],[219987],[221256],[222082],[223162],[225608],[229625],[230246],[230705],[231661],[232132],[233009],[233352],[233871],[234769],[236981],[237385],[238667],[238749],[240238],[240783],[242135],[243497],[244986],[245804],[246469],[246505],[246684],[251910],[251990],[256879],[257585],[258689],[260520],[263050],[270859],[271357],[274998],[276022],[276242],[276426],[277528],[280719],[286061],[286143],[286447],[286789],[288369],[290464],[290926],[290962],[291544],[292500],[295016],[295096],[296403],[296708],[299412],[300745],[300946],[302073],[302477],[303841],[305073],[311099],[311597],[312144],[315721],[317755],[318588],[321958],[323477],[332334],[332416],[333905],[334450],[335802],[337164],[338653],[339471],[340136],[340172],[340351],[344837],[345241],[350546],[351252],[352356],[354187],[356331],[356717],[361932],[363275],[363476],[363779],[367881],[368301],[369674],[369754],[371366],[378417],[378499],[379988],[380533],[384465],[384770],[387474],[391903],[399659],[403428],[403733],[405419],[406437],[407770],[407971],[409098],[409502],[410866],[412098],[414252],[417921],[418622],[422746],[424780],[425613],[428983],[430502],[438866],[439286],[444412],[446317],[448164],[455446],[455751],[457437],[458455],[462570],[462771],[463074],[470661],[477794],[479828],[483801],[484002],[484305],[485612],[488407],[488827],[490200],[490280],[491892],[495929],[499025],[500257],[504991],[505296],[506982],[508000],[512429],[520185],[523856],[538320],[541710],[541911],[542214],[543521],[549276],[549696],[558574],[565856],[566161],[567847],[568865],[572719],[573139],[574950],[578265],[580170],[582017],[586539],[589604],[596423],[596624],[596927],[598234],[604514],[611647],[624000],[632776],[636330],[636750],[638561],[644985],[662839],[663040],[663343],[664650],[670527],[672894],[684991],[688885],[695947],[696367],[698178],[705245],[712832],[726243],[726444],[727641],[735714],[739503],[741870],[755170],[767500],[767920],[769731],[791416],[803625],[805992],[821983],[830406],[835765],[836185],[837633],[866499],[879759],[882126],[897070],[905143],[943324],[946786],[952351],[953285],[978535],[984314],[1016363],[1065351],[1067811],[1101345],[1139556],[1191213],[1227166] ] cell #1865 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [58789,290471],[73680,334457],[80648,356711],[89681,380540],[97899,403435],[99265,406431],[105803,424787],[108086,431694],[117844,455453],[119210,458449],[127928,479835],[129347,483996],[130911,487114],[137780,504998],[139146,507994],[153738,541905],[155302,545023],[164600,565863],[165966,568859],[166979,570291],[167263,572635],[177923,596618],[179487,599736],[190701,624007],[196279,633902],[196563,636246],[209873,663034],[211437,666152],[212526,667651],[225099,693519],[225383,695863],[239176,722386],[240932,726438],[247137,736627],[262541,765072],[262825,767416],[268144,775790],[280908,800749],[297345,831822],[298271,833227],[299187,835681],[308384,849648],[316148,862642],[324109,876883],[330574,888291],[360590,943166],[365317,949386],[372929,960510],[376657,966410],[385407,979951],[386333,981356],[415409,1028378],[437482,1066332],[449702,1082469],[464612,1103945],[472224,1115069],[493455,1146781],[497183,1152681],[531532,1203825],[547892,1225687],[560112,1241824],[583555,1274296],[606077,1306896],[652661,1366197],[678203,1399055],[706783,1437054],[724420,1459574],[811301,1562573],[893849,1654804],[971968,1740125], 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1,1360353],[316748,863686,1104153],[322531,655285,1371467],[335915,488323,885774],[339226,680827,1404325],[342286,910258,1410858],[342330,908505,1152889],[362041,718862,1453816],[370184,729383,1464904],[385547,751311,980208],[390482,758013,1497767],[392886,759766,1501879],[392930,991824,1242032],[409445,785483,1530625],[411849,787236,1534737],[411893,1022425,1274504],[429556,813925,1567843],[446426,839127,1595098],[450834,844685,1600856],[490710,898812,1660134],[511008,927442,1692997],[513412,929195,1697109],[513456,1178095,1437262],[580279,1017857,1786925],[584687,1023415,1792683],[691555,1158239,1926396] ] cell #1866 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [45584],[50880],[63333],[69697],[70331],[75180],[77277],[80476],[85254],[86250],[92668],[93345],[94020],[100939],[103214],[103848],[107303],[107937],[109400],[111350],[111973],[113785],[122651],[123501],[124497],[132054],[133050],[135031],[135706],[140145],[140820],[143729],[145975],[146536],[148761],[151186],[156665],[158106],[158729],[159505],[160541],[163301],[168479],[169102],[169505],[170914],[174361],[175357],[180630],[181626],[183607],[187463],[187734],[188499],[193752],[197779],[198402],[198805],[200452],[202110],[202671],[207321],[214468],[215029],[215505],[216128],[217254],[219679],[221491],[226599],[227222],[227625],[229034],[231794],[237191],[243351],[244387],[249079],[249640],[250116],[250739],[251882],[253996],[254761],[260014],[264041],[264664],[265067],[268474],[269239],[269792],[274492],[279142],[282850],[283411],[283887],[284510],[288061],[292633],[294988],[299927],[302283],[306468],[308714],[309479],[310032],[318348],[321359],[326051],[326612],[327088],[327711],[337018],[338054],[343307],[344406],[345374],[347663],[348428],[348981],[353681],[358331],[361809],[367417],[369646],[373171],[374585],[386575],[387989],[394530],[396776],[397541],[398094],[409308],[413493],[415651],[416504],[428384],[433637],[434736],[437379],[437731],[443763],[446194],[449664],[451802],[461104],[464574],[466712],[472466],[490172],[493697],[495111],[497145],[515056],[518067],[521579],[521782],[522232],[531429],[531781],[535515],[547789],[548141],[551875],[560074],[580047],[583517],[585655],[587856],[606319],[614500],[615428],[625196],[625646],[642911],[643361],[656644],[678100],[678452],[682186],[706745],[716452],[727661],[746598],[783836],[784286],[815284],[897090], 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] cell #1867 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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[18456,345555],[18687,139462],[24654,394668],[24885,166282],[25467,268201],[25588,402019],[27860,179778],[30638,441499],[32345,199985],[32720,308441],[32841,454037],[36242,211728],[37052,330861],[40196,225156],[40317,228001],[41979,143089],[42897,522266],[45841,372986],[45962,535549],[46216,251542],[46719,376944],[49161,551909],[51243,262598],[51364,265443],[55117,170685],[55492,415466],[55613,587890],[56611,281195],[59014,184280],[60053,615894],[62068,298328],[62656,307156],[62921,625680],[63494,449400],[63883,449989],[64378,311733],[67010,643395],[69954,472281],[70075,656678],[70832,324396],[75437,493512],[75558,682220],[75812,216931],[76315,497470],[80839,232479],[80960,233480],[83392,365015],[84736,365604],[85458,375516],[85626,728127],[86475,535260],[90740,747064],[91254,748201],[92755,386390],[93608,756850],[94181,559810],[94570,560399],[99674,270351],[100262,266916],[100527,784320],[101100,583253],[101489,583842],[101984,271493],[103471,417616],[107560,606134],[107681,815318],[108438,289876],[111554,441210],[112974,834148],[113725,452259],[115121,629210],[119619,310591],[120987,859267],[121639,464310],[122812,650115],[122983,464899],[123873,868383],[124387,869520],[124722,656389],[130192,330272],[131536,333309],[132258,329433],[132426,897556],[133275,681931],[135867,496881],[136256,499918],[139555,349540],[140408,926279],[140981,706481],[141370,707070],[143352,519179],[145915,525796],[147787,950614],[152187,961431],[154583,376355],[155927,379392],[158310,551620],[159730,754260],[161474,987405],[161877,760380],[166375,398653],[168683,401730],[170103,1012878],[170854,400241],[172250,787850],[175582,587601],[178768,420602],[179941,808755],[180112,423639],[180316,607731],[181002,1047113],[181516,1048250],[181851,815029],[184443,609503],[184832,612540],[186865,1067538],[195003,1083697],[197983,453748],[199403,1094514],[202050,646925],[203922,865123],[210718,475650],[211891,884889],[212062,478687],[212266,473878],[214408,481563],[216280,1136885],[217094,675657],[220680,1147702],[222827,686143],[225339,703273],[226803,503293],[228223,923689],[228694,708886],[229967,1173676],[230370,929809],[233702,710829],[241374,528986],[242753,1205031],[249019,539472],[250891,1221190],[251705,744633],[253127,974978],[262781,556602],[264245,564158],[265665,1003717],[266136,562215],[267605,1259365],[268384,781011],[271715,781730],[275743,1275524],[280143,1286341],[280869,811197],[281437,811553],[282790,594185],[284662,1043853],[291209,819241],[298511,622371],[300131,623090],[307845,1345411],[308624,854869],[311955,855588],[324070,652557],[324638,652913],[325991,660601],[327863,1126974],[330535,893745],[331103,894101],[334792,894296],[336420,1400261],[344558,1416420],[345516,925801],[345522,926246],[346794,1161249],[365278,724316],[365846,724672],[367357,724867],[372390,1469420],[376618,971864],[377186,972220],[380875,972415],[394629,756372],[394635,756817],[395907,1246570],[401003,1005579],[401980,1012400],[401986,1012845],[414870,1541787],[419091,1046648],[436765,826849],[441460,833670],[441466,834115],[443526,1327764],[453021,1087215],[453998,1094036],[454004,1094481],[471685,1632178],[474139,867918],[480740,1129236],[482380,1136420],[492916,1664650],[521222,942965],[526558,1197301],[526613,950149],[538649,1213541],[540289,1220725],[553936,1491282],[569859,1256807],[605538,1824005],[614819,1064980],[619848,1326357],[633470,1342853],[647687,1359673],[721954,1457116],[751018,1489875],[862210,1619874] ] cell #1868 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [86552],[95096],[115043],[124799],[125848],[133352],[136782],[141896],[148815],[148950],[150351],[159807],[160819],[161799],[172172],[175659],[176708],[181928],[182977],[185358],[187788],[187923],[188777],[191339],[203844],[205085],[206486],[217308],[217443],[218844],[221769],[222749],[229312],[230292],[234828],[237708],[238431],[244665],[252307],[254050],[254185],[255039],[256139],[257601],[261416],[268528],[268663],[269517],[270070],[272079],[276906],[278307],[285825],[287226],[290151],[295413],[296724],[303523],[308768],[308903],[309757],[310310],[312586],[314680],[315403],[321637],[331375],[332098],[332730],[333584],[338332],[340894],[347717],[347852],[348706],[349259],[351268],[355083],[362374],[370071],[371382],[377458],[378181],[378813],[379667],[381339],[384786],[391585],[396830],[396965],[397819],[398372],[403749],[404460],[410548],[416782],[421705],[422428],[423060],[423914],[428662],[435039],[437990],[443817],[443952],[446759],[452080],[455767],[456478],[466990],[470677],[476753],[477476],[478108],[478962],[490597],[491908],[498707],[500193],[501552],[505312],[506023],[512111],[518345],[521633],[522713],[529378],[532040],[536218],[538002],[552578],[554362],[562490],[566177],[566888],[580612],[585933],[588559],[589620],[604530],[611329],[612815],[614433],[615988],[616398],[626127],[630160],[632792],[643842],[647875],[650507],[657347],[678711],[682889],[684673],[687093],[709161],[712848],[716383],[717550],[717933],[728221],[728631],[732862],[747158],[747568],[751799],[761330],[784767],[788800],[791432],[793991],[815987],[827158],[837815],[838198],[857806],[858189],[873118],[897650],[898060],[902291],[930759],[954441],[975287],[1016545],[1016928],[1051848],[1140712], [18457,501865],[24655,562730],[25589,571843],[30639,620732],[32842,635454],[37053,482900],[40318,349806],[40348,228300],[42898,718108],[45963,732965],[46720,540809],[49162,751902],[51365,398919],[51395,265742],[52443,402438],[55614,794094],[56612,419611],[56775,284584],[60054,827549],[62922,838373],[63884,630547],[64379,458758],[64409,312032],[65019,454456],[67011,858364],[70076,873221],[70833,474659],[70996,327785],[75559,902394],[76316,687480],[77790,345974],[80961,357496],[80991,233779],[84737,527133],[85459,539120],[85627,954832],[86476,732552],[86965,535968],[87601,380797],[90741,975678],[91255,977012],[93609,986502],[94571,761717],[95706,395087],[100528,1017103],[101490,789187],[101985,406740],[102015,271792],[102625,588309],[107682,1051951],[108439,431224],[108602,291131],[111555,620319],[112975,1072918],[113191,441918],[113726,633365],[114063,452893],[115122,842114],[115272,629844],[120988,1099631],[122984,648262],[123874,1109391],[124388,1110725],[124723,872808],[125212,657097],[131537,485933],[132259,481211],[132427,1141103],[133276,901981],[133765,682639],[134401,334714],[136257,690513],[140409,1172773],[141371,931146],[142506,356095],[145916,721849],[146253,526430],[147788,1199121],[152188,1210411],[155928,543842],[158311,751489],[159731,983535],[159947,552328],[161475,1237510],[161878,990243],[162028,761014],[168684,571430],[170104,1264745],[170320,405183],[170855,569754],[171192,400875],[172251,1020844],[172401,788484],[175583,793681],[176072,591054],[180113,598555],[181003,1301218],[181517,1302552],[181852,1051538],[182341,815737],[184833,823611],[186866,1323342],[195004,1339501],[197984,635041],[199404,1350791],[199620,457201],[202051,862105],[202388,647559],[203923,1105892],[204073,865757],[212063,664971],[214409,668519],[214746,482197],[216281,1394351],[220681,1405641],[222828,906924],[222978,686777],[226804,694658],[228224,1169806],[228440,506746],[228695,933391],[229968,1432740],[230371,1176514],[230521,930443],[233703,935640],[234192,714282],[242754,1464998],[249020,737495],[249357,540106],[250892,1481157],[253128,1224656],[264246,766211],[265666,1255127],[265882,567611],[266137,763962],[267606,1519718],[271716,1014136],[275744,1535877],[280144,1547167],[281438,1047617],[282791,801617],[283128,594819],[284663,1297719],[284813,1044487],[285393,817771],[291210,1056481],[291360,819875],[300132,835406],[307846,1606280],[311956,1095772],[324639,868887],[325992,877751],[326329,661235],[327864,1384281],[328014,1127608],[328594,659131],[331104,1137389],[334793,1137604],[334943,894930],[336421,1660228],[344559,1676387],[345517,1172215],[346224,926726],[346795,1419886],[365847,951118],[367358,951333],[367695,725501],[372391,1728525],[377187,1221694],[380876,1221909],[381026,973049],[394630,985944],[395337,757297],[395908,1506692],[401004,1257128],[401981,1264187],[402688,1013325],[414871,1798107],[419088,1300827],[419224,1047207],[436766,1065301],[441461,1072360],[442168,834595],[443527,1589256],[453022,1343174],[453999,1350233],[454706,1094961],[471686,1884195],[474136,1109000],[474272,868477],[480741,1386854],[482377,1393960],[482513,1136979],[492917,1914796],[501762,1172598],[521223,1191624],[526559,1457437],[526610,1198730],[526746,950708],[538650,1473660],[540286,1480766],[540422,1221284],[553937,1749371],[562627,986327],[569856,1517426],[571740,1264570],[605539,2062925],[614816,1321050],[619849,1588042],[620629,1072743],[633467,1603988],[635351,1350616],[647688,1620195],[721951,1717156],[751019,1748157],[862207,1872826] ] cell #1869 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [139269,923088],[142896,710228],[166089,1003116],[170492,781129],[177346,1036152],[183416,819273],[199792,854987],[209296,1119273],[212939,886595],[214078,1131735],[215937,894328],[224975,1160451],[232463,710348],[239802,1198393],[247550,964714],[248689,1216040],[250548,972447],[262417,1245772],[266386,1004781],[267631,1006671],[268020,1258567],[270335,781249],[284319,1043885],[297758,1070870],[298147,1326966],[304894,1338773],[306626,1086417],[307871,1088307],[308260,1344613],[310575,855107],[316774,1360765],[327520,1127006],[329742,1129845],[330256,887766],[342356,1411270],[346820,1162341],[349524,923208],[361660,1452846],[364485,1196503],[372805,1468622],[375825,1214150],[376339,965885],[385820,1230225],[386209,1490484],[392956,1502291],[395933,1247662],[398637,1003236],[411919,1535149],[415285,1540989],[420072,1289960],[420586,1037323],[443552,1329976],[446045,1594128],[460955,1615604],[463780,1358875],[472100,1631380],[475120,1376522],[475634,1120444],[493331,1663852],[513482,1697521],[528456,1459982],[528970,1200684],[556455,1754243],[579898,1785955],[605953,1823207],[615220,1583185],[622224,1845046],[703126,1940514],[780864,2023776],[854722,2099910], [44643,374915,1213029],[45385,534659,1467501],[45499,372416,1208363],[60767,440609,1325845],[62467,625580,1594058],[63315,448870,1336883],[69498,655788,1630259],[69612,471711,1370735],[74239,328832,1128724],[74981,681330,1662731],[75095,492942,1403593],[83203,522166,1452776],[85236,531353,1463487],[91454,551019,1489363],[92469,753659,1750768],[92583,553962,1493494],[93154,756750,1754173],[94002,559280,1500401],[98373,401129,1257446],[100073,784220,1785885],[100921,582723,1533259],[103015,587000,1539868],[103129,414896,1280134],[107104,814428,1822086],[107218,605564,1567111],[111332,437303,1321831],[111782,834048,1844976],[118318,453147,1343492],[120217,857422,1868297],[121450,643295,1615534],[122633,649585,1622740],[123483,652482,1626245],[130003,481595,1130456],[132036,678024,1658717],[134840,686175,1409991],[135688,496351,1409380],[136288,344215,1158718],[138254,502692,1420204],[139383,700633,1688724],[139954,926179,1940444],[140802,705951,1695631],[143010,516459,1442892],[145585,945464,1962554],[146518,724241,1718977],[150995,961331,1975596],[154394,539504,1214761],[156482,974180,1988338],[156647,746390,1743300],[158088,547713,1485349],[158538,748101,1744799],[165074,563557,1507010],[166203,772186,1773029],[168461,401249,1006589],[168911,1012778,2023706],[169314,787882,1533870],[170606,577405,1526352],[174343,587120,1280052],[175976,417600,1033837],[178579,594217,1290571],[179762,808225,1814567],[180612,811122,1818072],[184264,608973,1572898],[184864,434545,1318833],[187280,1066740,2078470],[187445,829112,1840695],[190840,622489,1590653],[192801,1078547,2086798],[193734,844506,1854656],[197761,453267,1088225],[198211,1094414,2099840],[198614,629242,1337494],[199906,641016,1612914],[202653,644379,1616565],[207130,869420,1879623],[210529,660633,1377133],[211712,884359,1896203],[213685,674950,1394743],[215011,893670,1905248],[215487,681450,1403511],[216915,675127,1655212],[219488,1147602,2145025],[221586,496865,1152156],[225140,915819,1929571],[226581,502812,1162259],[227031,695042,1168159],[227434,929841,1696242],[228726,514865,1179564],[234096,519163,1189507],[235898,717166,1712627],[241185,724899,1460593],[243168,1204233,2195208],[243333,956395,1971315],[248296,743926,1481549],[249622,971789,1985276],[250098,534779,1208281],[251526,744103,1740533],[253707,548962,1744869],[259996,757834,1755204],[262582,995847,2007690],[264023,563677,1247580],[264473,766595,1253480],[264876,760412,1501012],[266168,394339,993293],[266900,773860,1775012],[267104,780261,1524462],[268185,1007842,2019425],[269887,583237,1273771],[273541,1270374,2245438],[274474,1023236,2033386],[278951,1286241,2258480],[282067,602643,1301610],[283393,595193,1042957],[283869,814548,1567029],[285297,607715,1053828],[287870,1048150,2058353],[289968,609487,1312271],[293236,826051,1838781],[294837,827941,1588276],[298312,1072041,2081883],[299909,622609,1329894],[306277,845164,1352442],[307140,847718,1858133],[307344,854119,1611024],[308425,1089478,2095559],[310127,449384,1081944],[318157,865155,1623351],[320305,653731,1879693],[325268,468790,1109783],[326594,661609,1126078],[327070,655908,1370653],[328498,473862,875098],[328952,886513,1647295],[329622,893265,1393972],[333401,675641,1395914],[336835,1399463,2341879],[337000,1142666,2140744],[343289,1158060,2154705],[346089,703257,1173002],[346293,702523,1431242],[347374,504116,922954],[349076,706465,1436529],[353663,927263,1941475],[358140,936024,1184580],[360006,716395,942453],[361057,943574,1716605],[361791,718337,1457601],[364999,948861,1965064],[367187,528279,1199513],[369495,955224,1473894],[372970,1209534,2198621],[373602,734457,1975666],[374567,734842,1223041],[375035,964632,1732616],[375705,971384,1480778],[379484,744617,1482720],[382899,976070,1748391],[386374,1231396,2214981],[387971,753779,1493412],[395202,556586,986731],[395406,555852,1236012],[396487,564981,1002982],[398189,559794,1241299],[400273,1005392,1517438],[402553,780995,1264974],[413302,1023894,1266396],[415450,1281305,2254199],[419282,810852,1047335],[419952,810717,1300839],[423731,808739,1559432],[427330,812371,2058423],[433619,820249,1058603],[436898,827170,1065619],[437033,616116,827859],[440729,1070788,1843275],[442033,622355,1073147],[443025,621621,1328086],[445442,1076657,1603437],[446176,838602,1343338],[451380,632384,1096878],[452291,1087028,1604000],[454571,854853,1351020],[460352,1098133,1872275],[461086,858593,1620359],[464294,1103420,2107023],[466807,650099,1363056],[472265,1371906,2321849],[474330,652212,868605],[475000,652077,1109012],[478779,884873,1645478],[482571,893400,1137107],[490021,1141495,1387088],[493496,1404764,2345292],[494128,903886,2145095],[495093,904271,1138736],[500010,692101,914046],[501836,925890,1172744],[517013,711652,937676],[521351,717084,1452065],[521877,718079,944185],[525828,1197114,1717168],[526804,723971,950836],[528336,723836,1198742],[530948,954453,1203112],[531083,728349,955142],[533663,536083,734588],[540480,971519,1221412],[547308,975299,1224974],[547443,747286,975988],[549093,552443,753525],[551139,1230143,1992832],[561790,562307,763554],[562701,756461,986473],[571814,1012489,1264716],[579295,1268484,1516875],[580029,1017332,1257292],[585233,791024,1015242],[588424,795717,1033583],[591840,1033452,2258550],[606118,1568282,2455702],[612632,825199,1063603],[614962,826662,1321062],[620703,833759,1072889],[625291,838344,1077268],[627384,630218,844236],[635425,1094125,1350762],[643006,858335,1098744],[644109,647933,864227],[646957,1359486,1872838],[653862,654792,657212],[677619,1140724,1398342],[677754,897778,1141413],[680334,682754,904017],[687151,909046,1157790],[708461,708978,932983],[729915,732936,961042],[747812,751873,981888],[757564,758554,761388],[783931,1017074,1269095],[786024,788858,1022966],[794065,1028910,1285952],[812502,813432,815852],[869131,870171,873192],[899344,902365,1147313],[926993,927983,930817],[1047861,1048901,1051922] ] cell #1870 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [444391],[447905],[473482],[522084],[523835],[532929],[558315],[561625],[578244],[581758],[592425],[607335],[615707],[625498],[627249],[643213],[644782],[644964],[649408],[652885],[654058],[658532],[668755],[670506],[679600],[688626],[691936],[704986],[708296],[715653],[724644],[727940],[732681],[737731],[739482],[746877],[748019],[752791],[756668],[758237],[758419],[774347],[784138],[785889],[793810],[794983],[799457],[801853],[803422],[803604],[811525],[812698],[817172],[825034],[833966],[842350],[843919],[844909],[848205],[857340],[859080],[863910],[864092],[868196],[869338],[872937],[877987],[879556],[879738],[894073],[897369],[902110],[907160],[908729],[908911],[916306],[917448],[926097],[927666],[927848],[935769],[941416],[944320],[945382],[950427],[951569],[952330],[959067],[960209],[961249],[962818],[972192],[974791],[981055],[983664],[987218],[990479],[992048],[996334],[997476],[1012696],[1014265],[1021080],[1022649],[1023639],[1026935],[1028077],[1037810],[1046926],[1048068],[1051667],[1058286],[1064534],[1065330],[1066294],[1066503],[1067351],[1073634],[1077403],[1078465],[1082431],[1083510],[1084652],[1094332],[1095901],[1097012],[1098879],[1103907],[1106128],[1113626],[1114768],[1117377],[1120931],[1136698],[1145338],[1146480],[1147520],[1149089],[1152643],[1158463],[1169935],[1173489],[1176750],[1178319],[1183747],[1191029],[1192071],[1192867],[1193156],[1203787],[1203996],[1204844],[1211127],[1221003],[1225649],[1225858],[1232989],[1241786],[1255256],[1269230],[1270292],[1274258],[1275337],[1276479],[1286159],[1287728],[1305453],[1306595],[1309204],[1312758],[1321533],[1332451],[1333247],[1333536],[1354443],[1355239],[1399017],[1399226],[1400074],[1406357],[1416233],[1437016],[1450486],[1463189],[1485051],[1528827],[1529623],[1529912],[1658419], [68756,1375401],[83522,1457755],[106362,1288839],[110476,1583778],[115291,1598748],[115500,1599037],[121769,1620513],[130322,1388386],[144835,1713134],[149689,1723047],[150425,1726716],[154713,1475192],[157232,1743893],[162047,1758863],[162256,1759152],[167605,1259178],[172420,1790575],[172629,1790864],[178898,1042822],[192051,1848813],[196905,1345224],[200970,1868804],[201720,1869750],[204092,1876187],[205824,1878717],[206560,1882386],[210848,1125943],[213328,1131653],[218182,1909318],[218918,1912987],[222997,1670133],[223206,1670422],[225725,1161062],[230540,1945134],[230749,1945423],[240355,1966587],[245103,1469233],[246728,1222906],[247939,1215958],[253542,1989899],[256213,1995266],[258313,1998370],[259063,1999316],[263167,1246383],[272791,2027543],[277645,1541600],[278381,1796298],[279464,1547883],[281710,1036070],[282460,808048],[284832,2054917],[286564,2057447],[287300,2061116],[291379,1829488],[291588,1058468],[298779,2082392],[299529,1327577],[300990,1343203],[304144,1338691],[305447,2090831],[312710,2103049],[320140,2112921],[322075,1631991],[324911,1119191],[325661,884182],[328033,2128775],[334022,2136016],[334962,1906788],[338770,1664463],[340395,1138601],[341606,1411188],[343645,1417375],[347209,922220],[349880,2164695],[351980,2167799],[352730,2168745],[356834,1182605],[357570,1950857],[358653,1710255],[362498,2188191],[363520,1457466],[366830,1198311],[367894,1473065],[372217,1468385],[373437,2199130],[374187,974036],[380105,2207569],[381045,1986816],[387591,1491095],[392206,1502209],[396322,1002248],[398993,2233671],[403471,1782191],[405804,2241032],[406554,1265461],[406814,2024439],[408015,1257157],[411169,1535067],[412472,2249471],[414697,1540752],[419735,2261689],[425292,1569875],[427165,2271561],[429100,1823818],[431936,1056717],[432686,821724],[433975,1580893],[437706,1326729],[438879,1587447],[446883,2296509],[451215,1096144],[455489,1865312],[457822,2307448],[458572,1351507],[458832,2100573],[462815,1620224],[466125,1360683],[471512,1631143],[474783,2325300],[480340,1373499],[481340,2130519],[483024,2334862],[483301,1904950],[484046,1388097],[487356,1137840],[488420,1386259],[492743,1663615],[493963,2345801],[494713,895917],[500631,2354240],[505034,1691995],[508117,1428219],[508377,1439237],[512732,1697439],[516260,1703124],[516848,936942],[527257,2385614],[531756,1213913],[539249,2202072],[540933,2395727],[541210,1984978],[541955,1474903],[545265,1222145],[548116,1490247],[549289,1747562],[553763,1751652],[565899,1496765],[568982,1515025],[569242,1244007],[569990,2017689],[571559,1258330],[572597,1781395],[572732,1517909],[577206,1783364],[580736,2430362],[585068,1014508],[591675,2441301],[593962,1562744],[595923,1817774],[596668,1551615],[599978,1297955],[605365,1822970],[620448,2291776],[624043,1590364],[630671,2475297],[633601,2093823],[635170,1344376],[636208,1864516],[636343,1604471],[640817,1866485],[648386,2487177],[660378,1366368],[662339,1625947],[663084,1637661],[666394,1384517],[667613,1898782],[670324,1654975],[678427,1129608],[687604,2516253],[693218,1431988],[694787,1421088],[695825,1691199],[695960,1680281],[700434,1937923],[722085,2190122],[723654,1459745],[725743,1718679],[726488,1720517],[736589,1978810],[739300,1740296],[751618,2404398],[761841,2565627],[764771,1236758],[766340,1507894],[767378,1495969],[767513,1764586],[771987,2016042],[775489,1525208],[789311,2582322],[800711,1562535],[826797,1838959],[831784,2080907],[832926,1328832],[835535,1591537],[835643,1589568],[835778,1845709],[849347,1611770],[862341,2313350],[876845,1366159],[888253,1654766],[931270,2659294],[943128,1712511],[943337,1961090],[949348,1459536],[966372,1740087],[979913,2214005] ] cell #1871 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [47844],[48368],[48480],[60434],[66524],[67131],[69282],[69394],[82768],[86007],[87357],[87469],[90311],[93122],[93729],[106888],[107000],[110817],[111750],[113950],[114746],[116364],[123444],[132807],[134157],[134269],[139922],[140529],[146140],[146479],[148889],[149104],[150030],[150963],[158506],[168879],[171079],[171875],[173493],[176464],[176576],[180573],[187862],[188077],[193695],[198179],[202275],[202614],[207098],[214633],[214972],[217382],[217597],[218523],[219456],[221656],[224070],[226999],[243965],[249244],[249583],[254124],[254339],[259957],[264441],[268602],[268817],[269957],[274435],[276845],[277060],[278919],[283015],[283354],[287838],[306245],[308842],[309057],[310197],[320937],[326216],[326555],[332669],[332884],[337632],[343250],[347791],[348006],[349146],[353624],[358108],[367582],[368664],[374528],[378752],[378967],[387006],[396904],[397119],[398259],[403165],[413270],[416082],[422999],[423214],[427962],[433580],[439649],[443891],[444106],[444383],[445280],[455183],[466877],[478047],[478262],[489190],[495054],[499493],[504728],[507532],[517645],[521707],[523827],[524724],[529831],[529972],[550059],[554301],[554516],[565593],[568397],[577959],[578236],[579133],[597183],[612115],[614661],[617533],[617674],[623737],[624133],[641570],[642836],[644956],[645853],[663599],[671395],[676502],[676643],[701187],[716580],[719589],[719680],[735970],[740371],[745831],[748703],[748844],[772740],[776314],[782773],[804493],[822239],[828553],[839854],[850172],[856836],[859936],[880627],[889109],[905399],[918273],[944878],[953219],[955836],[967228],[998301],[1018584],[1038666],[1074561],[1077961],[1121787],[1142107],[1191850],[1200948],[1269788],[1321245],[1451533] ] cell #1872 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [105278,807315],[127403,883449],[137184,915631],[152576,973303],[164004,995659],[168019,1007654],[177202,1035384],[184532,820991],[189629,1071853],[191662,1087247],[197319,1089290],[209152,1118505],[213934,1130967],[221069,895184],[232497,935178],[238031,1197333],[239658,1197625],[241534,1213040],[245517,1209346],[248545,1215272],[255891,1231208],[270369,1013674],[272402,1005611],[278059,1281117],[289892,819461],[294721,1321893],[295802,1325856],[304750,1338005],[310609,1095310],[315003,1359705],[316630,1359997],[322489,1371718],[331698,1130675],[333325,894516],[335201,1128735],[339184,1404576],[342212,1410502],[349558,1169344],[369379,1463549],[377781,1214980],[379408,972635],[382783,1485411],[383864,1489374],[392812,1501523],[398671,1254665],[401746,1006791],[402827,1257457],[411775,1534381],[422028,1290790],[423655,1044073],[429514,1568094],[453764,1088427],[454845,1343503],[468674,1626307],[477076,1377352],[478703,1127194],[489905,1658779],[503309,1162461],[504390,1420215],[513338,1696753],[528163,1719039],[529701,1460812],[564174,1247782],[565255,1507021],[602527,1818134],[623106,1330096],[623399,1590664],[674834,1905310],[717286,1712638],[743810,1985338], [62433,300257,1342405],[63502,303123,1337713],[63583,447172,1597950],[67672,648675,1875389],[83169,362787,1456668],[85270,531165,1722989],[86269,370460,1467512],[90384,746202,1988616],[94189,391185,1501231],[94270,557582,1758065],[100039,407282,1256359],[101108,410148,1534089],[101189,581025,1789777],[110890,828924,2078748],[111366,437115,1583720],[113804,445642,1594069],[120073,856654,2102794],[121416,462082,1619426],[122820,465736,1623570],[123517,652294,1878659],[124516,469755,1630270],[129969,483313,1387299],[132070,677836,1909260],[133069,490986,1662742],[135875,498307,1410210],[135956,687893,1669335],[140989,511711,1696461],[141070,704253,1944336],[145441,944696,2187936],[145994,361257,1452787],[146552,724053,1966529],[150103,956207,2195486],[154360,541222,1474105],[158122,547525,1743835],[159524,552717,1750779],[160560,556052,1754184],[168495,570968,1258047],[170933,579495,1785896],[174377,793219,1540469],[175376,588698,1539879],[176163,417634,1287137],[178545,595935,1550817],[179949,599589,1815397],[180646,810934,2057389],[181645,603608,1822097],[184451,610929,1573728],[188518,621821,1844987],[192657,1077779,2296254],[193768,844318,2090773],[197795,634579,1344093],[200471,642548,1868308],[202129,460552,1615545],[202687,644191,1869692],[210495,662351,1636863],[211899,666005,1897033],[214487,481783,1130520],[215045,893482,2135958],[215521,901519,1663332],[217102,676372,1656042],[218596,1142478,2342157],[221510,686363,1410055],[223470,499934,1158906],[226615,694196,1420805],[228017,699388,1937050],[229053,702723,1940455],[233496,711926,1702251],[234283,519197,1449895],[237210,719301,1962565],[241151,725755,1719719],[244406,734054,1975607],[249098,539692,1214825],[249656,971601,2207511],[250132,732090,1468102],[251713,745348,1741363],[254780,548559,1744810],[260030,757646,1999258],[264057,765749,1507611],[265459,770941,2015169],[269009,781029,1525292],[269258,780461,2023717],[269811,788070,1533934],[271509,782039,1782491],[273397,1269606,2430107],[274508,1023048,2249413],[276984,587617,1280254],[281211,801188,2047038],[282869,594405,1290635],[283427,802831,1296665],[283903,1051076,1822687],[285484,607749,1308613],[291852,612556,1319021],[294004,826881,1839059],[299943,834944,1591254],[302302,839566,2086809],[309249,854887,1611854],[309498,854319,2099851],[310051,629430,1337558],[311749,855897,1865612],[314182,461837,1616627],[321378,653328,1879634],[324412,877322,2120896],[326070,660821,1377197],[326628,878965,1383227],[327104,872346,1630860],[328685,473896,1116786],[329449,886715,1898909],[330877,888730,2131994],[331171,893329,1654102],[332808,681947,1403713],[338073,903483,2145036],[343323,1157872,2354182],[348198,703291,1432072],[348447,695230,1168223],[349000,930029,1696306],[350698,708902,1179752],[353697,927075,2168687],[356173,710845,1443012],[360070,942464,1960835],[361825,944404,1717426],[365620,949825,2191009],[367436,725087,1460657],[374601,962227,1483059],[375532,964834,1978937],[376960,966849,2203547],[377254,971448,1739423],[378891,535276,1208483],[388005,983073,1751369],[390364,557337,1755266],[397311,556620,1236842],[397560,766783,1253544],[398113,760600,1501076],[399811,562231,993481],[400461,1005456,1774888],[402707,1012415,1524459],[405261,781746,1526472],[409327,1018296,2245449],[416523,1033049,2258491],[419779,811569,1301730],[421207,595690,1043674],[421501,810781,1561871],[423138,815045,1567231],[428403,811968,2058364],[433653,1057695,1313689],[435856,826048,1064532],[436962,1065630,1842751],[437750,828061,1588340],[441226,1070990,2081034],[444298,622389,1328916],[446210,1077487,1604258],[450005,1082908,2299327],[450716,631577,1854718],[451821,845352,1352506],[452479,1087092,1858009],[454725,1094051,1611021],[457279,855604,1613034],[461120,1098963,1873096],[464915,1104384,2314237],[466731,865343,1623415],[474827,652929,1109903],[476255,662106,1126795],[476549,652141,1365495],[478186,656405,1370855],[480749,1129325,1647292],[483068,894117,1394863],[495127,1148498,1396253],[497486,1153120,2350218],[502024,925954,1172934],[504270,925816,1431239],[506824,923705,1688844],[510890,704008,1941537],[518086,936212,1184644],[521803,943571,1192069],[521941,718269,944249],[526016,1197178,1964940],[527301,724688,1199633],[529174,723900,1458872],[531012,1203123,1732092],[531800,955344,1473958],[537492,735339,1223758],[538658,1213630,1732613],[540977,972236,1481669],[547372,1224985,1992308],[548160,976190,1748455],[551636,1230345,2214132],[554440,754276,1493614],[560415,1242263,2411949],[562889,756525,986663],[565135,756387,1236009],[567689,1003733,1773149],[572002,1012553,1264906],[580063,1269314,1517696],[583858,1274735,2433180],[584569,790217,2033448],[585674,1024082,1266460],[591132,799546,1034334],[593371,1046778,1301540],[610108,820746,1059320],[615152,826726,1583061],[615559,827871,1066220],[619857,1326446,1843272],[620891,833823,1073079],[623279,833685,1328083],[625217,1076654,1332449],[625355,838534,1077332],[628101,630715,844953],[635613,1094189,1350952],[642932,1098130,1354441],[643070,858525,1098808],[644826,648430,864944],[647145,1359550,2106899],[658621,659209,875595],[659787,868048,1109713],[669733,1136550,1394673],[677683,1398353,1646771],[678471,1141615,1387152],[684163,904768,1139453],[687648,909763,1158507],[691437,913239,2154767],[707086,1437493,2532475],[714360,941505,1190004],[717096,943054,1452062],[723063,950279,1199443],[727792,955154,1203713],[729979,733124,961106],[738709,1220855,1481479],[746729,976000,1225575],[747876,752061,981952],[751027,1489964,1992829],[758281,759271,761885],[783857,1268481,1528825],[783995,1017264,1269159],[786741,789355,1023683],[794253,1028974,1286016],[817261,817849,1054325],[840020,843328,1083362],[858932,863319,1104838],[869195,870235,873380],[897221,1141425,1398943],[899408,902553,1147377],[908138,1153574,1416085],[927710,928700,931314],[987070,988149,991457],[1018750,1022058,1275189],[1047925,1048965,1052110],[1173341,1174420,1177728] ] cell #1873 : |C| = 910 W-rep = phi[35,13]+2*phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [142258],[169737],[183440],[199037],[214735],[215961],[227857],[232277],[249346],[250572],[265299],[268909],[270149],[283117],[284343],[309149],[310389],[326318],[327544],[329234],[331153],[348098],[349338],[367684],[375317],[377236],[397211],[398451],[400443],[419564],[421483],[441011],[444198],[452461],[474612],[476531],[482853],[502006],[525998],[527086],[529156],[540762],[551421],[562871],[571984],[615134],[620873],[630500],[635595],[647127],[648215],[687433],[718251],[733106],[752043],[761670],[789140],[794235],[838516],[858507],[873362],[902535],[931099],[986645],[1017246],[1052092],[1073061],[1172916],[1264888],[1350934], [35796,126002,323804],[40638,138734,348695],[49792,160808,389891],[50755,163596,394363],[51685,165554,397808],[57099,179002,422564],[58568,183131,430829],[61247,188766,442969],[64570,195862,452069],[68860,205221,468439],[68938,205331,468814],[71320,210952,477612],[77542,138358,347988],[78388,227055,505456],[79388,229301,510417],[80351,232089,514889],[81281,234047,518334],[81471,143466,358966],[83626,238567,527928],[83704,238677,528303],[87755,246832,538138],[93005,257379,555768],[93178,257745,556130],[95458,165178,397101],[96304,264497,566321],[98142,98477,268799],[98853,269506,576822],[102176,276602,585922],[102377,174325,175216],[103585,103940,279777],[104186,178603,421849],[106466,285961,602292],[106544,286071,602667],[108312,183520,433343],[108926,291692,611465],[109275,184958,434569],[111633,296502,621537],[111806,296868,621899],[112608,190944,444088],[114052,301829,627169],[116840,306301,632936],[118087,118422,309039],[118798,309746,640433],[123297,318404,652016],[126311,210553,476897],[129624,130027,331519],[130426,332234,674599],[130504,332344,674974],[130761,215469,220314],[131137,216041,488210],[134555,340499,684809],[134864,221441,222508],[134944,135047,343013],[136382,136869,344239],[136964,226395,504288],[139805,351046,702439],[139978,351412,702801],[142336,232555,517737],[143104,358164,712992],[144197,360325,716928],[146242,236737,523755],[146332,363595,723775],[147468,241209,529522],[149196,369519,729720],[151821,155152,250080],[154015,154418,377602],[154817,378317,743575],[154895,378427,743950],[155528,250652,546119],[159364,257206,387953],[163784,263837,565153],[167799,168275,402725],[168762,403527,780177],[168935,403893,780539],[169338,269742,275424],[169418,169521,274198],[169815,270427,578051],[171181,408854,785809],[173969,413326,791576],[174157,276647,277839],[174435,174578,416174],[179337,283851,288696],[179713,284423,424456],[180426,425429,810656],[183267,289683,610384],[185863,436167,826527],[188169,294861,617487],[189409,299723,623297],[191117,445358,838842],[193458,198718,198821],[194684,198638,309982],[197099,197575,454743],[198062,455545,854035],[198235,455911,854397],[199115,310667,641662],[202377,313709,460211],[203603,318181,466662],[207956,211287,327052],[211663,327624,479504],[212569,212624,480767],[212690,480851,886357],[214825,484121,893204],[215301,332471,338964],[215579,215722,337724],[215788,333116,675827],[217689,490045,899149],[221301,221318,497762],[227458,348931,354613],[227538,227641,353387],[227935,349616,507624],[235567,360693,717114],[237486,360973,718577],[244057,250190,250333],[245297,249912,378554],[247180,247235,538676],[247301,538760,964476],[249436,542030,971323],[250399,379199,744803],[254431,382923,547185],[255671,387785,554103],[259720,264980,265083],[260946,264900,398044],[265377,398729,568489],[266603,570020,1005257],[266658,400551,407684],[266724,400629,773774],[269602,269619,409603],[271857,579211,1017572],[283683,422801,429294],[283961,284104,428054],[284170,423446,599044],[293418,435981,826199],[297388,297443,619875],[297509,619959,1070632],[300659,306898,452569],[302578,309842,309859],[306843,633631,1086893],[306964,452647,847632],[312539,459988,642573],[314458,460268,641824],[317431,318261,318364],[321029,327162,327305],[322269,326884,477849],[327371,478494,665460],[329180,329197,488602],[345847,502114,509247],[345913,502192,693470],[348791,348808,511166],[362327,523532,719326],[363189,364757,526106],[364702,722115,1196979],[364823,526184,948775],[368076,375263,375280],[381480,546391,745592],[385450,385505,751045],[385571,751129,1229987],[387098,388063,388206],[388721,394960,562979],[390640,397904,397921],[395026,563057,765023],[402311,572092,574002],[402377,572170,775741],[419510,419527,601224],[438131,616693,828314],[439061,440957,440974],[440149,441791,620981],[441857,621059,833178],[446712,626946,839591],[454329,635703,637613],[454395,635781,849599],[462484,464052,647235],[463997,862371,1359351],[464118,647313,1103334],[465191,466522,466539],[467371,474558,474575],[482799,482816,671739],[525068,527032,527049],[532181,728926,955597],[534199,535841,733214],[535907,733292,960461],[540708,540725,740715],[546799,546985,547002],[549471,551367,551384],[550559,552201,752151],[552267,752229,981307],[580565,785586,1018321],[588182,794343,796253],[588248,794421,1028329],[617101,617287,617304],[628482,630446,630463],[646197,648161,648178],[655328,656970,873470],[657036,873548,1115020],[678852,898355,1141868],[680870,682512,902643],[682578,902721,1146732],[687379,687396,910144],[729334,729520,729537],[748271,748457,748474],[759652,761616,761633],[787122,789086,789103],[813968,815610,1052200],[815676,1052278,1306847],[869590,869776,869793],[898763,898949,898966],[929081,931045,931062],[961501,961687,961704],[1048320,1048506,1048523],[1147772,1147958,1147975],[1286411,1286597,1286614], [21725,86820,87343,244654,245276,537019],[23544,91934,92457,255028,383738,387764],[24569,94977,95257,262124,393613,394443],[31883,115604,116112,303659,304008,631342],[34327,121873,122381,315539,461602,465989],[35606,125067,125590,321626,322248,469629],[38819,133620,134143,338321,338943,683690],[41663,141777,142057,355791,514139,514969],[44747,86109,149086,243315,369144,729614],[45593,151019,151622,371526,371902,734132],[47946,91558,156629,254321,382548,547079],[48792,158562,159165,384930,548637,553448],[50406,162360,162868,391721,392070,557102],[54655,172733,173241,410684,411033,789982],[55934,103003,175927,277818,416771,799073],[58378,182196,182719,428651,429273,603482],[59403,109254,185239,292403,434649,613357],[60536,60871,187427,188059,294486,617381],[62491,114802,191483,302233,445720,839644],[66580,121474,200402,314824,460630,642626],[69706,207154,207757,470821,471197,653406],[74343,132909,217579,336982,489670,899043],[75189,219512,220115,492052,492428,903561],[76803,135436,223310,341470,498843,913004],[77131,77338,224021,224657,344319,692790],[80002,230853,231361,512247,512596,703773],[82824,83227,237141,237852,361335,719379],[85050,149883,241432,369570,530887,955508],[90164,157902,251806,383762,547247,745503],[100097,171931,272223,409258,579573,1018374],[103223,175017,278975,414382,589764,1033127],[107312,287894,288497,604674,605050,812046],[110670,111146,294912,295700,436837,828225],[131850,218376,335099,490096,677558,1141779],[144076,144131,360171,360241,520807,942582] ] cell #1874 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [78547],[96463],[105293],[116999],[127418],[137199],[138501],[143263],[152591],[164019],[165321],[168034],[174128],[177230],[184547],[189644],[191677],[195629],[197334],[209180],[213962],[221084],[224859],[232512],[233814],[238046],[239686],[242039],[245532],[248573],[255906],[262301],[267904],[270384],[272417],[276369],[278074],[289920],[296307],[298031],[300297],[303138],[304778],[308144],[310624],[315018],[316658],[322504],[331713],[333353],[335706],[339199],[342240],[349573],[361539],[362827],[370965],[372689],[377796],[379436],[384369],[386093],[391200],[392840],[398686],[403332],[407322],[410163],[411803],[415169],[417649],[422043],[423683],[429529],[437155],[445924],[447212],[455350],[460834],[462122],[465751],[470260],[471984],[473911],[477091],[478731],[483353],[491491],[493215],[498322],[499962],[504895],[511726],[513366],[519212],[529716],[531205],[541262],[547565],[548841],[553222],[556334],[556635],[557622],[562259],[565760],[579777],[581065],[589203],[595975],[599604],[604113],[605837],[607764],[610944],[612584],[622103],[622404],[623904],[644231],[648715],[652334],[652358],[652957],[653610],[662391],[666020],[676387],[677876],[687933],[699893],[703005],[703306],[704293],[708930],[712431],[724093],[724117],[724716],[725795],[734336],[745363],[746242],[756374],[756603],[757686],[771446],[780743],[781044],[782544],[807355],[810974],[810998],[811597],[812250],[821031],[826921],[828964],[833672],[833901],[844358],[854601],[854902],[856402],[867910],[883489],[893522],[893546],[894145],[895224],[903765],[915671],[925803],[926032],[927115],[942967],[950141],[956247],[971641],[971665],[972264],[973343],[995699],[1005651],[1007694],[1012402],[1012631],[1023088],[1033331],[1046640],[1064972],[1071893],[1087287],[1089330],[1094038],[1094267],[1129238],[1136412],[1142518],[1157912],[1197373],[1209386],[1213543],[1220717],[1231248],[1256799],[1281157],[1326359],[1342845],[1359745],[1371758],[1404616],[1457108],[1489877],[1568134],[1619866], [45752,151953],[48951,159496],[50812,163755],[63598,194525],[67687,203444],[69865,208088],[70189,208726],[75348,220446],[80408,232248],[85285,241886],[86587,245281],[90399,252260],[91701,255655],[93274,257939],[94285,260787],[101204,275265],[103382,175348],[107471,288828],[107795,289466],[109332,185117],[110905,295366],[111381,296154],[111902,297062],[113832,300643],[120101,312523],[123532,318858],[124834,322253],[132085,335553],[133387,338948],[135971,222349],[136541,136926],[140074,351606],[141085,354454],[143587,234379],[145469,362311],[146022,363173],[146567,364049],[148823,367851],[150118,370024],[151115,371720],[156366,381255],[158137,384216],[158658,385124],[160588,388705],[168510,403179],[169031,404087],[170961,407668],[174392,276859],[175694,277823],[176259,176854],[180661,425883],[181963,429278],[183536,290017],[187164,437906],[187796,438836],[188546,440133],[192685,446696],[193783,448434],[197810,455197],[198331,456105],[202157,462468],[202702,463344],[207250,471015],[214515,483699],[215060,484575],[215536,332683],[216057,333450],[217316,488377],[218611,490550],[219608,492246],[221538,340831],[221635,221750],[226630,504742],[227151,505650],[229081,509231],[243052,531956],[244434,534183],[249126,541608],[249671,542484],[250147,378766],[250668,379533],[254058,549246],[254808,550543],[260045,558844],[261445,561251],[264072,565607],[264593,566515],[268536,572689],[269286,573986],[269839,404397],[269936,270051],[273425,580549],[274523,582287],[279071,589958],[282897,596321],[283442,597197],[283918,423013],[284439,423780],[287990,604868],[299958,623751],[306397,633130],[308776,636300],[309526,637597],[310079,456415],[310176,310291],[321406,655312],[326098,662737],[326643,663613],[327119,478061],[327640,478828],[336719,678627],[338101,680854],[343338,689155],[344335,500059],[347725,695917],[348475,697214],[349028,505960],[349125,349240],[353712,705515],[355112,707922],[358260,713186],[361840,719603],[367464,726141],[371114,734637],[374616,735984],[388020,554315],[394459,562356],[396838,767470],[397588,768767],[398141,566825],[398238,398353],[413422,791770],[416551,796237],[428431,813952],[433668,822253],[434665,612681],[435068,824660],[437179,828988],[437778,829253],[443825,835735],[446225,839868],[447236,844382],[451849,846406],[461135,642850],[466759,650444],[466856,466971],[470409,653911],[491640,904066],[495142,905413],[501581,914792],[514985,709027],[518114,938196],[521641,943294],[521790,944649],[522019,945317],[531229,956271],[531828,956536],[532864,961184],[547589,746266],[548188,746531],[549142,553371],[557646,757710],[580078,1018598],[581089,1023112],[585702,1025136],[589352,1033632],[604262,812551],[614508,1064675],[615421,1066664],[625204,1077732],[625433,1078400],[642919,856607],[643148,857275],[644255,648739],[653993,869273],[677900,1142542],[678499,1142807],[679535,1147455],[687957,1157936],[704317,927139],[716445,1191126],[727654,1204157],[746591,974104],[747954,752726],[783844,1269559],[784073,1270227],[794918,1286094],[812633,1048003],[897083,1399387] ] cell #1875 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [94873],[123611],[141673],[146646],[160471],[180740],[185135],[188429],[193862],[202781],[204958],[215139],[224553],[228964],[232591],[236463],[238304],[244317],[249750],[254691],[260124],[269169],[270463],[274602],[277159],[283521],[285698],[289803],[294561],[301555],[303396],[309409],[310703],[313435],[315276],[321289],[323059],[326722],[330130],[331971],[332983],[333236],[337984],[340752],[343417],[348358],[349652],[353791],[369219],[374695],[376213],[378054],[379066],[379319],[382623],[389617],[391458],[393276],[397471],[398765],[401586],[401652],[404318],[408580],[410421],[413608],[416434],[417728],[420460],[422301],[423313],[423566],[428314],[430084],[433747],[442695],[447936],[449258],[451732],[453604],[453670],[456336],[468514],[468630],[473990],[475508],[477349],[478361],[478614],[481910],[484968],[489745],[495221],[496739],[498580],[499845],[503149],[503215],[505881],[510143],[511984],[513802],[517997],[519291],[519767],[528003],[528119],[528844],[530805],[532858],[535116],[535182],[537875],[539819],[542877],[554615],[558346],[559668],[562142],[564014],[564080],[566746],[571113],[576548],[581789],[583111],[585585],[587457],[587523],[592933],[594532],[595596],[597590],[602367],[602483],[607843],[609361],[611202],[612467],[613020],[618507],[622946],[623012],[624420],[625055],[627175],[634724],[640159],[649439],[649973],[650365],[651934],[653987],[656245],[656311],[660948],[662012],[664006],[674674],[674790],[675515],[677476],[679529],[681787],[681853],[684546],[688657],[692453],[694341],[695357],[705017],[706339],[708813],[710685],[710751],[710801],[719967],[720602],[721663],[725214],[726741],[726828],[735245],[743650],[743766],[744491],[746452],[749677],[752720],[754116],[754182],[754526],[755590],[758345],[765894],[766910],[777147],[781586],[781652],[781702],[783060],[783695],[785815],[792859],[794912],[802976],[808613],[810574],[812627],[814885],[814951],[820652],[829174],[829506],[829593],[830769],[835089],[836710],[841928],[845479],[851005],[855444],[855510],[855560],[857197],[857499],[860223],[860858],[861919],[864018],[867084],[875501],[879110],[884747],[889396],[890031],[891092],[892132],[896170],[896257],[904674],[906082],[908837],[919106],[923545],[923611],[923661],[925019],[927774],[936339],[945239],[945541],[945863],[947130],[956457],[958052],[962372],[967515],[968150],[969211],[970251],[974195],[974643],[977635],[977722],[978898],[990057],[999134],[1003573],[1003639],[1003689],[1008236],[1008323],[1009499],[1010578],[1015440],[1020658],[1024209],[1025823],[1034240],[1038953],[1039588],[1040649],[1041689],[1045814],[1054231],[1057840],[1066755],[1067203],[1075394],[1078322],[1078624],[1080213],[1089872],[1089959],[1091135],[1092214],[1097006],[1100422],[1101689],[1112611],[1122074],[1122709],[1123770],[1124810],[1132134],[1133401],[1134507],[1142728],[1144323],[1148643],[1155482],[1163906],[1163993],[1165169],[1166248],[1176328],[1189910],[1193150],[1201235],[1201870],[1204248],[1204696],[1212887],[1216439],[1217706],[1218812],[1234749],[1239568],[1249227],[1249314],[1250490],[1251569],[1270149],[1270451],[1272040],[1282962],[1292249],[1293516],[1294622],[1304438],[1315597],[1322426],[1330435],[1330522],[1333530],[1341615],[1363607],[1378811],[1380078],[1381184],[1399478],[1399926],[1408117],[1412936],[1434798],[1445720],[1452367],[1453296],[1461151],[1464082],[1472178],[1485944],[1494040],[1529906],[1537991],[1576454],[1583294],[1583449],[1594578],[1616054],[1659312],[1667408],[1712154],[1722718],[1743564],[1786405],[1908989] ] cell #1876 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [179080],[211030],[226882],[246910],[264324],[281006],[281072],[283207],[291770],[306128],[324207],[324273],[326408],[330672],[330738],[340577],[345792],[357991],[365415],[365481],[368497],[374381],[376755],[376821],[394905],[402256],[413153],[431298],[433433],[437585],[439482],[441736],[445078],[449800],[449866],[454274],[464710],[464776],[486007],[489023],[494907],[497281],[497347],[515431],[521928],[524522],[530031],[531635],[533532],[535786],[543916],[547995],[549892],[552146],[560210],[560276],[573335],[575589],[578931],[583653],[583719],[588127],[598629],[617733],[625342],[627936],[636946],[639200],[643057],[644661],[645651],[652764],[654661],[656915],[665045],[671193],[676702],[678306],[680203],[682457],[690587],[696563],[698817],[706881],[706947],[724523],[729966],[740169],[747863],[748903],[753394],[756512],[758116],[759106],[764036],[768116],[770370],[776373],[783982],[786576],[795586],[797840],[804291],[811404],[813301],[815555],[823685],[833810],[836381],[844788],[850231],[864779],[868961],[869182],[870222],[876105],[880425],[893952],[899395],[909598],[918332],[922823],[925941],[927545],[928535],[933465],[937545],[939799],[944236],[951192],[953017],[961093],[972071],[981939],[986172],[986888],[998360],[1002851],[1012540],[1015111],[1023518],[1028961],[1043509],[1047691],[1047912],[1048952],[1054835],[1059155],[1072588],[1073304],[1074620],[1077319],[1094176],[1096747],[1098795],[1109049],[1109197],[1126630],[1130507],[1137463],[1139288],[1147364],[1158342],[1168210],[1172443],[1173159],[1184631],[1191909],[1198779],[1198927],[1214812],[1221768],[1223593],[1235986],[1253531],[1264415],[1265131],[1266447],[1269146],[1286003],[1290622],[1300876],[1301024],[1321099],[1328060],[1337545],[1350461],[1351177],[1352493],[1377184],[1387139],[1394009],[1394157],[1410042],[1431216],[1452039],[1460644],[1473945],[1480815],[1480963],[1501063],[1517475],[1524436],[1533921],[1588327],[1604037],[1610998],[1623402],[1647269],[1696293],[1717205],[1732590],[1748442],[1843249],[1872875],[1992806], [115682,304501],[121951,466482],[125716,323882],[150846,371889],[158389,553435],[162438,392563],[163120,394190],[172811,411526],[182845,430907],[191292,624221],[191413,444796],[193548,448750],[200266,856651],[200332,642480],[202467,649465],[205239,467792],[206981,471184],[219339,492415],[223388,341963],[230931,513089],[231613,514716],[234696,359044],[237005,944693],[237071,719233],[237661,719768],[237782,524240],[238585,525489],[241751,530269],[252125,746132],[257675,555206],[259810,559160],[272032,782861],[272153,578649],[274288,582603],[278802,414369],[279855,280646],[285979,601645],[287721,605037],[292452,434396],[295231,828854],[296019,617971],[296798,619055],[302097,1077776],[302163,839498],[303677,628903],[314633,860024],[314754,645369],[315557,646618],[318723,651398],[331328,889197],[331449,670911],[332252,672160],[335418,676940],[340968,495561],[343103,496231],[344066,345193],[351342,701877],[353477,705831],[356249,515552],[363914,721127],[369889,956137],[371456,731288],[377411,967316],[377532,739887],[378335,741136],[384081,749141],[384860,750225],[391739,760073],[403044,776611],[403823,777695],[404534,574582],[405337,575710],[409122,1269603],[409188,1018228],[410702,787543],[413868,586144],[413989,414165],[421658,1038754],[421779,804009],[422582,805258],[425748,810038],[448299,841392],[455062,850469],[455841,851553],[456552,638193],[457355,639321],[463209,861383],[470751,871544],[472897,874713],[476706,1121875],[476827,880143],[477630,881392],[484440,890556],[485228,672499],[485349,485525],[490415,1142408],[491982,900717],[498861,910565],[504607,918570],[505386,919654],[506097,697810],[506900,698938],[512265,929502],[529331,1201036],[529452,952735],[538156,963664],[542349,968675],[543137,741475],[543258,543434],[558709,989521],[565472,998598],[566251,999682],[566962,769363],[567765,770491],[582152,1020122],[589694,1030283],[591208,797961],[597062,1040113],[597850,805597],[597971,598147],[604604,1050274],[606750,1053443],[611483,1060122],[615377,1321333],[616472,1067690],[623616,1074858],[628138,1084275],[632866,1085818],[650581,866131],[659285,876226],[663478,1123234],[664266,881731],[664387,664563],[684827,1149935],[689020,1154946],[705380,1175792],[712922,1185953],[714436,939920],[715068,1189122],[716432,1451673],[717778,1193823],[718494,1194052],[728705,1205183],[729907,1210081],[735849,1212351],[747642,975130],[754786,983919],[754907,755083],[759308,987983],[786778,1276102],[791506,1277645],[800210,1288574],[817925,1054956],[822118,1315061],[826025,1582681],[827207,1322539],[827355,1323148],[838043,1334203],[838759,1334432],[839945,1339307],[858034,1097679],[858750,1097908],[859845,864981],[870163,1110395],[898134,1400413],[899336,1405311],[905278,1407581],[909800,1416998],[928737,1174254],[943548,1453453],[954490,1464195],[954638,1464804],[975336,1223853],[975484,1224462],[976682,981880],[988074,1237316],[1016773,1530579],[1017489,1530808],[1018675,1535683],[1028902,1546837],[1048893,1302222],[1076631,1594735],[1098107,1353345],[1099437,1104763],[1140761,1659425],[1140909,1660034],[1153499,1676193],[1174345,1432546],[1268458,1786562] ] cell #1877 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [125602],[160704],[182731],[188662],[205074],[229197],[234582],[238420],[269402],[280532],[285814],[290036],[309642],[332087],[333469],[341217],[356084],[378170],[379552],[404783],[405172],[413651],[423799],[456801],[457190],[478847],[482186],[485011],[495441],[506346],[506735],[540095],[542920],[567211],[567600],[571156],[574462],[594808],[597633],[634767],[638073],[650830],[661224],[664049],[668837],[694384],[695633],[697690],[725490],[737813],[754569],[765937],[767186],[769243],[801935],[803019],[835132],[845755],[857542],[866011],[878069],[879153],[917530],[936615],[945584],[951651],[962415],[975010],[997558],[1024485],[1057883],[1067570],[1078667],[1084734],[1097023],[1148686],[1183829],[1193167],[1205063],[1270494],[1276561],[1333547],[1400293],[1529923], 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2510],[945394,1193757],[956327,1204908],[956408,1463944],[960291,1210015],[974177,1223887],[976616,981137],[987282,991645],[1018498,1529687],[1022246,1275401],[1024160,1536815],[1028159,1546771],[1048686,1052513],[1064657,1320534],[1066737,1322573],[1077714,1593792],[1078477,1334137],[1110329,1114850],[1142598,1400138],[1142679,1659174],[1146562,1405245],[1173553,1177916],[1204230,1464229],[1269541,1785619],[1270304,1530513],[1302156,1306677],[1399460,1659459] ] cell #1878 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1879 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1880 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1881 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1882 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [55267],[73434],[76918],[89435],[98487],[102387],[105557],[109041],[118432],[127682],[130011],[130771],[134848],[138368],[139655],[142268],[154402],[155162],[160180],[165188],[166475],[169322],[169747],[177436],[178587],[179012],[179347],[183424],[190954],[198622],[199047],[200676],[209386],[210537],[210962],[211297],[214168],[215945],[224830],[227039],[227442],[227867],[237415],[239892],[241193],[246842],[248779],[250556],[251916],[257216],[262272],[264481],[264884],[265309],[267639],[267875],[279787],[280813],[282468],[282550],[284327],[291702],[294845],[295022],[298002],[302507],[304984],[306285],[307879],[308115],[312139],[314387],[316864],[318165],[323814],[324014],[325669],[325751],[327528],[329870],[330479],[340509],[342446],[344223],[346828],[347064],[358148],[358976],[361197],[361450],[361927],[365222],[369503],[369680],[372424],[372660],[374195],[374277],[375953],[376562],[382907],[383084],[386064],[390569],[393046],[394347],[395941],[396177],[401268],[409532],[412009],[413310],[414904],[415140],[420200],[420809],[430839],[432694],[432776],[434553],[437047],[437322],[443560],[445582],[445835],[446312],[447913],[448998],[449607],[450921],[451070],[453286],[460492],[460745],[461222],[464517],[468798],[468975],[471719],[471955],[473490],[473572],[475248],[475857],[490029],[490206],[492950],[493186],[494721],[494803],[496479],[497088],[502831],[511095],[513572],[514873],[516467],[516703],[528287],[528584],[530710],[531097],[531372],[533069],[534798],[536365],[537094],[547457],[547732],[553970],[555992],[556245],[556722],[558323],[559408],[560017],[561480],[563696],[577413],[579435],[579688],[580165],[581766],[582851],[583460],[584774],[584923],[587139],[592433],[592515],[602651],[602828],[605572],[605808],[607343],[607425],[609101],[609710],[618412],[621761],[622014],[622628],[624841],[624917],[627398],[630962],[641024],[649416],[649713],[651839],[652226],[652501],[654198],[655927],[674958],[675255],[677381],[677768],[678043],[679740],[681469],[683036],[683765],[688634],[691642],[691791],[700641],[702663],[702916],[703393],[704994],[706079],[706688],[708151],[710367],[715661],[715743],[720388],[720464],[721568],[723985],[724260],[726646],[727267],[743934],[744231],[749582],[752931],[753798],[758568],[772194],[777052],[780401],[780654],[781268],[783481],[783557],[786038],[789602],[792764],[795123],[798419],[808056],[808353],[810479],[810866],[811141],[812838],[814567],[821732],[824889],[829411],[830032],[836665],[850910],[854259],[854512],[855126],[860644],[860720],[864241],[884190],[884487],[889817],[889893],[890997],[892037],[893414],[893689],[895925],[896075],[896696],[906503],[909060],[912624],[919011],[922360],[923227],[927997],[934723],[937082],[945818],[967936],[968012],[969116],[970156],[971533],[971808],[974044],[977540],[978161],[999039],[1002388],[1003255],[1008141],[1008762],[1010999],[1012179],[1014648],[1015395],[1026262],[1039374],[1039450],[1041594],[1042971],[1058617],[1075299],[1089777],[1090398],[1092635],[1093815],[1096284],[1100377],[1122495],[1122571],[1124715],[1126092],[1129748],[1132089],[1134946],[1138750],[1163811],[1164432],[1166669],[1167849],[1201656],[1201732],[1214053],[1216394],[1219251],[1223055],[1234654],[1249132],[1249753],[1251990],[1253170],[1257306],[1292204],[1295061],[1326869],[1330340],[1330961],[1343352],[1364028],[1378766],[1381623],[1386225],[1452272],[1457615],[1461106],[1473031],[1490387],[1494479],[1583249],[1587413],[1620373],[1712325],[1747528] ] cell #1883 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1884 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1885 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [80614],[99231],[119176],[129308],[139112],[153699],[165932],[167469],[176305],[177884],[194368],[196769],[208772],[209834],[222192],[225589],[226263],[234425],[240893],[244967],[258019],[260630],[263031],[263705],[275108],[277509],[282324],[289512],[290574],[297142],[299393],[305985],[317865],[318514],[321939],[325525],[334560],[338634],[351686],[354297],[356698],[357372],[361762],[363705],[371800],[374051],[380643],[385204],[387455],[388321],[394047],[404167],[406418],[413010],[424890],[425539],[428964],[432550],[437243],[439749],[446147],[448090],[456185],[458436],[461057],[463000],[471095],[473346],[479938],[482288],[484231],[492326],[494577],[501169],[505730],[507981],[508847],[514573],[522098],[531293],[533799],[540197],[542140],[547653],[550159],[556557],[558500],[566595],[568846],[571096],[573602],[580000],[581943],[590038],[592289],[594910],[596853],[604948],[607199],[613791],[622326],[625512],[629935],[633210],[634707],[637213],[643227],[652422],[654928],[661326],[663269],[668769],[677964],[680470],[686868],[688811],[694324],[696830],[703228],[705171],[713266],[715517],[724181],[725592],[732218],[735640],[737745],[756682],[761105],[765877],[768383],[780966],[784152],[788575],[791850],[793347],[795853],[801867],[811062],[813568],[819966],[821909],[833980],[835072],[837559],[842364],[846022],[854824],[865848],[872474],[878001],[893610],[895021],[901647],[905069],[907174],[926111],[930534],[935306],[937812],[946712],[951583],[954166],[971729],[973140],[983201],[990493],[1012710],[1013802],[1016289],[1021094],[1024752],[1044578],[1051204],[1056731],[1068692],[1075549],[1094346],[1095438],[1101271],[1106142],[1127699],[1132983],[1137854],[1140437],[1169472],[1176764],[1194275],[1217288],[1222159],[1228047],[1254793],[1260519],[1267376],[1293098],[1297969],[1346565],[1356647],[1379660],[1384531],[1389505],[1423277],[1462000],[1476311],[1510083],[1553023],[1592606],[1639069],[1720819],[1839130] ] cell #1886 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1887 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1888 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1889 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [86594],[90348],[91267],[91708],[110854],[113839],[120108],[120894],[124400],[124841],[133394],[145476],[146029],[148885],[150067],[152200],[156428],[160595],[161381],[170968],[175701],[181529],[181970],[187226],[187858],[188553],[192692],[194910],[202164],[205020],[214522],[217378],[218560],[220693],[221545],[229088],[229874],[238366],[241918],[243114],[244441],[249133],[254120],[254815],[268598],[269293],[269846],[273432],[275650],[276841],[280156],[282904],[285760],[296186],[303458],[308838],[309533],[310086],[315338],[321413],[326105],[332033],[332665],[335585],[336781],[338108],[344465],[347787],[348482],[349035],[367471],[370844],[378116],[378748],[384248],[391520],[396900],[397595],[398148],[403161],[403211],[410483],[414035],[416558],[422363],[422995],[428438],[437785],[443887],[451856],[455179],[455229],[466766],[470139],[477411],[478043],[485395],[491370],[498642],[504724],[504774],[512046],[518121],[521703],[521795],[531835],[537937],[543304],[548195],[553101],[554297],[565589],[565639],[585709],[589082],[597179],[598017],[603992],[611264],[614513],[615415],[623733],[623783],[625117],[625209],[642832],[642924],[663595],[664433],[678506],[684608],[689975],[699772],[712310],[716439],[719585],[720664],[726746],[727648],[735966],[745683],[746585],[754953],[771325],[782423],[783757],[783849],[822235],[823073],[828405],[829511],[836704],[839850],[856281],[856695],[860920],[890093],[896175],[897077],[905395],[924382],[944737],[945857],[955688],[968212],[977640],[1004410],[1008241],[1015434],[1018580],[1039650],[1077820],[1089877],[1100416],[1122771],[1132128],[1141959],[1163911],[1201932],[1216433],[1249232],[1269647],[1292243],[1330440],[1378805],[1452372],[1461145],[1583288],[1712093] ] cell #1890 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [105446],[127571],[138518],[152744],[165338],[177194],[177247],[178819],[184700],[195646],[209144],[209197],[210769],[213926],[213979],[221237],[225011],[233831],[239650],[239703],[242056],[246649],[248537],[248590],[262453],[268056],[276386],[289937],[291509],[294713],[296324],[298183],[300866],[304742],[304795],[308296],[316622],[316675],[333370],[335723],[340316],[342204],[342257],[356120],[361115],[363396],[367952],[369371],[370982],[372841],[379453],[382775],[384386],[386245],[392804],[392857],[403349],[405208],[407891],[411767],[411820],[415321],[423700],[438937],[445500],[447781],[455367],[457226],[460410],[461829],[462691],[468666],[470277],[472136],[478748],[483922],[488478],[489897],[491508],[493367],[499979],[504912],[506771],[513330],[513383],[528155],[532987],[541831],[548417],[549347],[553239],[555910],[557329],[558191],[562276],[565777],[567636],[572790],[579353],[581634],[589220],[591079],[596544],[602519],[604130],[605989],[612601],[621679],[623921],[631569],[636401],[649284],[652974],[653186],[654116],[659156],[662960],[674826],[679658],[688502],[696018],[699910],[702581],[704000],[704862],[708947],[712448],[714307],[718195],[724733],[726364],[733912],[743802],[752849],[756529],[757322],[767571],[771463],[780319],[782561],[790209],[795041],[807924],[811614],[811826],[812756],[817796],[821600],[833827],[834620],[835836],[838460],[854177],[856419],[858451],[867968],[868044],[884058],[887624],[894162],[895793],[903341],[913231],[922278],[925958],[926751],[937000],[943395],[950199],[950275],[965743],[972281],[973912],[985821],[1002306],[1012557],[1013350],[1014566],[1017190],[1032907],[1037181],[1046698],[1046774],[1065030],[1072237],[1081802],[1094193],[1094986],[1096202],[1120302],[1129666],[1136470],[1136546],[1152014],[1172092],[1191431],[1200542],[1213971],[1220775],[1220851],[1241157],[1256857],[1264064],[1273629],[1326787],[1342903],[1350110],[1362914],[1386661],[1436387],[1457166],[1473467],[1490305],[1587849],[1619924],[1747964], [63751,193996],[67840,202915],[86604,244222],[91718,254596],[94438,260258],[101357,274736],[113849,300570],[115421,303258],[120065,459387],[120118,312450],[121690,315138],[124851,321194],[125770,208879],[133404,337889],[136124,343551],[141238,353925],[145433,522931],[145486,362238],[146039,363100],[148975,368113],[156518,381517],[160605,388632],[162177,391320],[163128,261908],[170978,407595],[172550,410283],[175711,416339],[176412,280700],[181980,428219],[182899,289619],[187316,438168],[187948,439098],[188563,440060],[191301,444477],[192649,626345],[192702,446623],[202174,462395],[205110,467408],[205247,319028],[214532,483626],[217468,488639],[221555,495754],[223127,498442],[223805,345201],[229098,509158],[230670,511846],[231621,355575],[234532,234750],[237670,523921],[238456,525105],[238593,364219],[243204,532218],[244451,534110],[249143,541535],[254210,549508],[254825,550470],[268688,572951],[269303,573913],[269856,574775],[272041,578330],[273389,784985],[273442,580476],[276931,586351],[277029,414173],[282914,596248],[285850,601261],[285987,426053],[292187,292460],[303548,628519],[303685,448604],[308928,636562],[309543,637524],[310096,638386],[314642,645050],[315428,646234],[315565,463514],[321423,655239],[326115,662664],[331337,670592],[332123,671776],[332260,484745],[332755,672706],[332853,485533],[336871,678889],[338118,680781],[347877,696179],[348492,697141],[349045,698003],[356218,356257],[367481,726068],[377420,739568],[378206,740752],[378343,542654],[378838,741682],[378936,543442],[391610,759689],[391747,559014],[396990,767732],[397605,768694],[398158,769556],[405306,405345],[410573,787159],[410710,582457],[416568,796164],[421667,803690],[422453,804874],[422590,597367],[423085,805804],[423183,598155],[428448,813879],[437795,828189],[443977,835997],[451866,846333],[457324,457363],[466776,866324],[472905,658008],[476715,879824],[477501,881008],[477638,663783],[478133,881938],[478231,664571],[498732,910181],[498869,689325],[506869,506908],[512136,929118],[512273,705685],[518131,938123],[521945,944253],[522738,944543],[529340,952416],[531845,955472],[538027,963280],[538164,736154],[548205,976318],[554387,984126],[554485,755091],[567734,567773],[585719,1025063],[591177,591216],[606758,816648],[611354,1059738],[611491,822423],[615386,1065416],[615479,1065585],[615555,1066216],[625359,1077336],[626152,1077626],[628146,844998],[643074,1098812],[643867,1099102],[644871,864989],[659254,659293],[678516,1141743],[684698,1149551],[684835,905583],[714405,714444],[715076,940892],[716503,1191098],[717427,1192010],[727712,1203078],[727788,1203709],[729983,961110],[746649,1224940],[746725,1225571],[747880,981956],[758326,759316],[783999,1269163],[784792,1269453],[786786,1023728],[800218,1035149],[817894,817933],[826087,1320568],[837692,1332390],[840016,1083358],[857683,1354382],[858928,1104834],[869199,870239],[897141,1398308],[897217,1398939],[899412,1147381],[909808,1158552],[927755,928745],[987066,988145],[1016422,1528766],[1018746,1275185],[1028978,1286020],[1047929,1048969],[1153570,1416081],[1173337,1174416] ] cell #1891 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [76060],[98997],[103571],[118942],[125988],[130093],[134930],[138878],[143452],[154484],[160794],[165698],[168469],[169404],[174351],[178669],[183117],[183506],[188752],[197769],[198704],[204652],[204929],[210619],[215495],[216027],[226589],[227121],[227524],[229287],[232471],[238275],[241275],[244640],[250106],[250638],[252556],[255014],[257416],[264031],[264563],[264966],[269492],[270343],[283401],[283877],[284409],[285669],[294417],[295662],[296539],[299917],[303367],[306367],[309732],[310583],[312198],[315247],[318247],[321612],[326602],[327078],[327610],[330264],[331942],[338307],[344305],[347382],[348681],[349532],[351083],[358230],[361276],[361799],[361986],[369075],[370320],[371197],[374575],[376347],[378025],[381239],[382479],[383724],[384601],[387979],[391429],[393599],[394429],[396495],[397794],[398645],[401442],[403564],[410392],[413392],[416757],[417608],[420594],[422272],[428637],[433627],[434635],[437106],[437890],[445661],[446184],[446371],[449392],[451388],[452055],[453460],[455582],[460571],[461094],[461281],[468370],[469615],[470492],[472587],[473870],[475642],[477320],[481802],[489601],[490846],[491723],[495101],[496873],[498551],[503005],[505127],[511955],[514125],[514955],[517021],[518320],[519171],[521953],[527859],[528978],[531156],[531940],[533671],[534972],[537005],[537846],[539711],[547516],[548300],[555459],[556071],[556594],[556781],[559802],[561798],[563870],[565992],[579514],[580037],[580224],[583245],[585241],[585908],[587313],[589435],[594424],[602223],[603468],[604345],[606440],[607723],[609495],[611173],[613343],[619308],[621840],[622363],[622802],[625026],[625367],[627457],[629449],[631021],[632607],[643082],[650107],[652285],[653069],[654800],[656101],[660840],[674530],[675649],[677827],[678611],[680342],[681643],[683676],[684517],[686382],[692109],[692776],[702130],[702742],[703265],[703452],[706473],[708469],[710541],[712663],[714758],[720573],[724044],[725106],[727326],[727472],[729991],[733795],[743506],[744625],[753533],[753972],[756537],[758627],[760619],[777948],[780480],[781003],[781442],[783666],[784007],[786097],[788089],[789661],[791247],[795725],[799059],[799900],[808747],[810925],[811709],[813440],[814741],[818868],[819480],[825207],[830091],[830237],[833835],[836675],[837290],[851806],[854338],[854861],[855300],[860829],[864300],[865362],[870247],[884881],[890002],[892933],[893473],[894535],[896755],[896901],[899420],[903224],[906688],[909119],[912683],[922962],[923401],[925966],[928056],[930048],[937684],[945828],[946443],[953330],[968121],[971052],[971592],[972654],[978220],[978366],[981964],[1002990],[1003429],[1008821],[1008967],[1011184],[1012565],[1015250],[1015405],[1016020],[1026321],[1028986],[1032790],[1039559],[1042490],[1043030],[1044092],[1048977],[1058676],[1067856],[1090457],[1090603],[1092820],[1094201],[1096886],[1100387],[1101002],[1122680],[1125611],[1126151],[1127213],[1132099],[1132714],[1135005],[1138809],[1139601],[1150844],[1164491],[1164637],[1166854],[1168235],[1184656],[1201841],[1216404],[1217019],[1219310],[1223114],[1227211],[1249812],[1249958],[1252175],[1253556],[1257365],[1259683],[1262556],[1266472],[1292214],[1292829],[1295120],[1331020],[1331166],[1343411],[1345729],[1348602],[1352518],[1364213],[1378776],[1379391],[1381682],[1387164],[1422441],[1425314],[1457674],[1461116],[1461731],[1473970],[1494538],[1509247],[1512120],[1516879],[1583259],[1588352],[1591770],[1603441],[1620432],[1624489],[1712693],[1716609],[1748467],[1838785],[1872279] ] cell #1892 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1893 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [448693],[463603],[473506],[533770],[550130],[559103],[561396],[582546],[592449],[607359],[624299],[624476],[628182],[642088],[642191],[645897],[651630],[654899],[680441],[689414],[691707],[705774],[708067],[715677],[718841],[718944],[719846],[720023],[721359],[726919],[745856],[755646],[759352],[782939],[783116],[786822],[792555],[795824],[810270],[813539],[824805],[828578],[829684],[830825],[839106],[839209],[841624],[860102],[860279],[861615],[867175],[889275],[889452],[890788],[891828],[896348],[906138],[909844],[925075],[928781],[934514],[947221],[955861],[958108],[967394],[967571],[968907],[969947],[977813],[978954],[989753],[1008414],[1009555],[1010634],[1011970],[1017836],[1017939],[1020354],[1025914],[1038832],[1039009],[1040345],[1041385],[1045905],[1080304],[1090050],[1091191],[1092270],[1093606],[1101780],[1112667],[1116122],[1121953],[1122130],[1123466],[1124506],[1133492],[1134598],[1142132],[1144379],[1155178],[1164084],[1165225],[1166304],[1167640],[1176024],[1201114],[1201291],[1212583],[1217797],[1218903],[1234445],[1239659],[1249405],[1250546],[1251625],[1252961],[1272131],[1283018],[1285433],[1293607],[1294713],[1304494],[1307949],[1315293],[1321411],[1322482],[1330613],[1336757],[1341671],[1358749],[1363663],[1374955],[1380169],[1381275],[1407813],[1413027],[1434889],[1445776],[1448191],[1449231],[1451590],[1452942],[1453387],[1464138],[1466496],[1472269],[1486000],[1488358],[1494131],[1500275],[1533133],[1538047],[1549339],[1571331],[1576545],[1582598],[1583498],[1583817],[1594224],[1594669],[1596908],[1615700],[1616145],[1618384],[1629254],[1659368],[1661726],[1667499],[1673643],[1695505],[1712900],[1722767],[1723086],[1743613],[1743932],[1757023],[1786051],[1786496],[1788735],[1799605],[1821081],[1848579],[1868570],[1909038],[1909357],[1922448],[1943294],[2027309], 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] cell #1894 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [78531],[96447],[105290],[116983],[127415],[137196],[138504],[143247],[152588],[164016],[165324],[168031],[174112],[177233],[184544],[189641],[191674],[195632],[197331],[209183],[213965],[221081],[224868],[232509],[233817],[238043],[239689],[242042],[245529],[248576],[255903],[262310],[267913],[270381],[272414],[276372],[278071],[289923],[296310],[298040],[300303],[303135],[304781],[308153],[310621],[315015],[316661],[322501],[331710],[333356],[335709],[339196],[342243],[349570],[361548],[362833],[370968],[372698],[377793],[379439],[384372],[386102],[391197],[392843],[398683],[403335],[407328],[410160],[411806],[415178],[417646],[422040],[423686],[429526],[437161],[445933],[447218],[455353],[460843],[462128],[465748],[470263],[471993],[473908],[477088],[478734],[483359],[491494],[493224],[498319],[499965],[504898],[511723],[513369],[519209],[529713],[531211],[541268],[547571],[548850],[553225],[556343],[556632],[557628],[562262],[565763],[579786],[581071],[589206],[595981],[599601],[604116],[605846],[607761],[610941],[612587],[622112],[622401],[623907],[644237],[648721],[652218],[652340],[652960],[653619],[662397],[666017],[676384],[677882],[687939],[699896],[703014],[703303],[704299],[708933],[712434],[723977],[724099],[724719],[725801],[734345],[745360],[746248],[756377],[756457],[757692],[771449],[780752],[781041],[782547],[807361],[810858],[810980],[811600],[812259],[821037],[826927],[828970],[833675],[833755],[844364],[854610],[854899],[856405],[867906],[883495],[893406],[893528],[894148],[895230],[903774],[915677],[925806],[925886],[927121],[942970],[950137],[956253],[971525],[971647],[972267],[973349],[995705],[1005657],[1007700],[1012405],[1012485],[1023094],[1033340],[1046636],[1064968],[1071899],[1087293],[1089336],[1094041],[1094121],[1129241],[1136408],[1142524],[1157918],[1197379],[1209392],[1213546],[1220713],[1231254],[1256795],[1281163],[1326362],[1342841],[1359751],[1371764],[1404622],[1457104],[1489880],[1568140],[1619862], 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] cell #1895 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [372567],[381598],[383575],[385971],[413761],[415047],[438249],[444831],[459741],[461178],[469466],[471862],[485121],[493093],[495596],[523285],[524275],[530085],[532299],[536856],[543030],[546445],[555241],[556678],[573107],[574617],[578684],[597743],[603319],[605715],[616747],[617787],[619090],[626699],[630918],[636718],[638228],[645404],[651214],[664159],[670946],[676756],[678970],[683527],[696335],[697845],[701912],[703349],[720943],[727153],[728980],[731323],[739922],[748957],[750260],[754679],[767888],[769398],[776427],[777730],[785339],[789558],[798910],[804044],[805030],[809854],[829918],[836153],[841208],[850285],[851588],[857652],[861199],[866166],[871579],[880178],[881164],[890372],[896582],[898409],[900752],[912580],[918386],[919689],[945694],[952770],[957201],[963436],[968491],[974280],[975165],[978047],[989337],[998414],[999717],[1008648],[1019938],[1026148],[1030318],[1039929],[1050309],[1059894],[1066840],[1067725],[1074674],[1078777],[1085853],[1090284],[1096988],[1097050],[1111760],[1123050],[1134832],[1143472],[1149707],[1154762],[1164318],[1175608],[1185988],[1191963],[1193132],[1193194],[1204333],[1205218],[1212167],[1219137],[1223819],[1232202],[1249639],[1270604],[1277680],[1282111],[1294947],[1303587],[1314877],[1320661],[1322505],[1330847],[1332343],[1333512],[1333574],[1381509],[1399563],[1400448],[1407397],[1414367],[1427432],[1444869],[1451639],[1455483],[1462317],[1464161],[1494365],[1514238],[1527223],[1528719],[1529888],[1529950],[1577885],[1585535],[1592921],[1613785],[1618241],[1650713],[1657547],[1659391],[1689595],[1714779],[1736034],[1745650],[1773900],[1777362],[1784748],[1810068],[1860483],[1870449],[1891704],[1901050],[1931921],[1969160],[1981078],[2010040],[2049179],[2084105],[2123037],[2187210],[2193008],[2289087],[2382393] ] cell #1896 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1897 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1898 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1899 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1900 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1901 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1902 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1903 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1904 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1905 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1906 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1907 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1908 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1909 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1910 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1911 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1912 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [70309],[93289],[103826],[107915],[111917],[123415],[134975],[140089],[143707],[146450],[151130],[158673],[160457],[169046],[169449],[174275],[180544],[183551],[186789],[188415],[193666],[198346],[198749],[202585],[207265],[214943],[215419],[216072],[219623],[221407],[227166],[227569],[228950],[232395],[236449],[242677],[244303],[249554],[250030],[250683],[253051],[254677],[259928],[261460],[264608],[265011],[267529],[268749],[269155],[269708],[270267],[274406],[279086],[283325],[283801],[284454],[288005],[301541],[306412],[307769],[308989],[309395],[309948],[310507],[313421],[318292],[319649],[321275],[322863],[326526],[327002],[327655],[330116],[330182],[331485],[336344],[337970],[343221],[344350],[346718],[347938],[348344],[348897],[349456],[353595],[355127],[358275],[366339],[371821],[372314],[374499],[376199],[376265],[377568],[385225],[387903],[389603],[389714],[394474],[395831],[397051],[397457],[398010],[398569],[408566],[413437],[414794],[416420],[417532],[420446],[420512],[421815],[422514],[426674],[428300],[429888],[433551],[434680],[435083],[442681],[442792],[443450],[444038],[445251],[448023],[449244],[449310],[451718],[460161],[462933],[466628],[471116],[471609],[473794],[475494],[475560],[476863],[477562],[486865],[492347],[492840],[495025],[496725],[496791],[501596],[504042],[505422],[510129],[510240],[515000],[516357],[517983],[519095],[519571],[523705],[524695],[528830],[528896],[529488],[530260],[530791],[533726],[538088],[544774],[546620],[547151],[550086],[553860],[555661],[558433],[559654],[559720],[564907],[566287],[576534],[576645],[577303],[579104],[581876],[583097],[583163],[585571],[590059],[592737],[604969],[605462],[607647],[609347],[609413],[609458],[611415],[616922],[617453],[617962],[618493],[619510],[624267],[624432],[627119],[632310],[632902],[640145],[640256],[640914],[641982],[642147],[645824],[649959],[650025],[651389],[654855],[671366],[675501],[675567],[675612],[676931],[677462],[680397],[684759],[685972],[688744],[700531],[702332],[705104],[706325],[706391],[711578],[712958],[718735],[718900],[719814],[719979],[721118],[726691],[729155],[729686],[731743],[740342],[744477],[744543],[744588],[745628],[749132],[749663],[750680],[755602],[763480],[772084],[776602],[777133],[778150],[779140],[782907],[783072],[785759],[790950],[791542],[792314],[795780],[804464],[808599],[808665],[808710],[810029],[813495],[828350],[829456],[830781],[839000],[839165],[841383],[850460],[850991],[852008],[852998],[860070],[860235],[861374],[871999],[880598],[884733],[884799],[884844],[889243],[889408],[890547],[891587],[896120],[898584],[899115],[901172],[906094],[913972],[918561],[919092],[920109],[921099],[925031],[932909],[953190],[955633],[958064],[967362],[967527],[968666],[969706],[977585],[978910],[989512],[998589],[999120],[1000137],[1001127],[1008186],[1009511],[1010590],[1017730],[1017895],[1020113],[1030738],[1038800],[1038965],[1040104],[1041144],[1050729],[1063529],[1074849],[1075380],[1086273],[1089822],[1091147],[1092226],[1107749],[1112623],[1121921],[1122086],[1123225],[1124265],[1141904],[1144335],[1154937],[1163856],[1165181],[1166260],[1175783],[1186408],[1193075],[1201082],[1201247],[1212342],[1234204],[1249177],[1250502],[1251581],[1278100],[1282974],[1304450],[1315052],[1321379],[1322438],[1330385],[1333455],[1341627],[1355447],[1363619],[1407572],[1445732],[1452317],[1452479],[1464094],[1485956],[1529831],[1538003],[1582658],[1593761],[1615237],[1659324],[1785588] ] cell #1913 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [125818],[160736],[176678],[182947],[188694],[204976],[221686],[229229],[234798],[238322],[244582],[254956],[257491],[269434],[269987],[276797],[285716],[290068],[294579],[296614],[303414],[309674],[310227],[315294],[321554],[331989],[332621],[333501],[338249],[340784],[348623],[349176],[351158],[355986],[361476],[369237],[371272],[378072],[378704],[379584],[382641],[384676],[391476],[393541],[397736],[398289],[401604],[403117],[403639],[404350],[405074],[410439],[416699],[422319],[422951],[423831],[428579],[445861],[451997],[453622],[455135],[455657],[456368],[457092],[460771],[466907],[468532],[470567],[472634],[477367],[477999],[478879],[482002],[482083],[483652],[489763],[491798],[498598],[500110],[503167],[504680],[505202],[505913],[506637],[512002],[514067],[518262],[528021],[534562],[535134],[537893],[539911],[539992],[541561],[550922],[554253],[556271],[556407],[562407],[564032],[565545],[566067],[566778],[567502],[579714],[585850],[587475],[589510],[590945],[594624],[594705],[596274],[597135],[602385],[604420],[606487],[611220],[612732],[613285],[622040],[622176],[622964],[623689],[625073],[628230],[629649],[629730],[632682],[642788],[645945],[650397],[655691],[656263],[659022],[661040],[661121],[662690],[663551],[674692],[681233],[681805],[684564],[686582],[686663],[692718],[695530],[697167],[702942],[703078],[709078],[710703],[712738],[714173],[714805],[719541],[720620],[725306],[725387],[726094],[726967],[727547],[730810],[735922],[743668],[745904],[746484],[749747],[754134],[756243],[759400],[760819],[760900],[767083],[768720],[780680],[780816],[781604],[783713],[786870],[788289],[788370],[791322],[796616],[799947],[814331],[814903],[817662],[819680],[819761],[819816],[822191],[828626],[829206],[829732],[830312],[831422],[836759],[836921],[839806],[845652],[846359],[854538],[854674],[855462],[856750],[856912],[860876],[865562],[865643],[867223],[871066],[890049],[894735],[894816],[894871],[896396],[896976],[900239],[905351],[906735],[909892],[923563],[925672],[928829],[930248],[930329],[936512],[938149],[944792],[944954],[945912],[946074],[947269],[953377],[955909],[956489],[958705],[968168],[972854],[972935],[972990],[974223],[977861],[978441],[979551],[985050],[993781],[1003591],[1008462],[1009042],[1010152],[1011231],[1015489],[1015651],[1018536],[1024382],[1025089],[1025962],[1029805],[1039606],[1044292],[1044373],[1044428],[1045953],[1049796],[1066783],[1067903],[1069240],[1077875],[1078037],[1080352],[1090098],[1090678],[1091788],[1092867],[1100471],[1100633],[1101828],[1113264],[1122727],[1127413],[1127494],[1127549],[1132183],[1132345],[1133540],[1134646],[1139648],[1142180],[1142760],[1144976],[1150475],[1159206],[1164132],[1164712],[1165822],[1166901],[1171321],[1180052],[1201888],[1204276],[1206733],[1216488],[1216650],[1217845],[1218951],[1227258],[1228595],[1239707],[1249453],[1250033],[1251143],[1252222],[1259730],[1261067],[1262187],[1269702],[1269864],[1272179],[1283615],[1292298],[1292460],[1293655],[1294761],[1305091],[1319321],[1330661],[1331241],[1342268],[1345776],[1347113],[1348233],[1364260],[1369105],[1378860],[1379022],[1380217],[1381323],[1399506],[1401963],[1413075],[1422488],[1423825],[1424945],[1434937],[1446373],[1453435],[1461200],[1461362],[1472317],[1494179],[1509294],[1510631],[1511751],[1538644],[1543489],[1565481],[1576593],[1583343],[1584289],[1591817],[1594717],[1602644],[1616193],[1624120],[1667547],[1705861],[1712740],[1712888],[1723558],[1744404],[1786544],[1794471],[1838640],[1848567],[1868558],[1909829],[2027297] ] cell #1914 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1915 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [261152],[318537],[318870],[354819],[363728],[364061],[388346],[425562],[425895],[434775],[437399],[439774],[448113],[448446],[463023],[463356],[484254],[484587],[501288],[508872],[515578],[522123],[531449],[533824],[542163],[542496],[547809],[550184],[558523],[558856],[571252],[573627],[575736],[581966],[582299],[586711],[596876],[597209],[608090],[625537],[634863],[637238],[639347],[643252],[652578],[654953],[657850],[663292],[663625],[668794],[673066],[673382],[678120],[680495],[685150],[688834],[689167],[694480],[696855],[698964],[705194],[705527],[724337],[732374],[735663],[735996],[737770],[742042],[742358],[756707],[762157],[766033],[768408],[770517],[774593],[778318],[784177],[791985],[793503],[795878],[797987],[801892],[806164],[806480],[811218],[813593],[816490],[821932],[822265],[834005],[835228],[837582],[840909],[842389],[846047],[848451],[852176],[867548],[872630],[876252],[878026],[882298],[882614],[887327],[891258],[893766],[901803],[905092],[905425],[907199],[911787],[916552],[920277],[926136],[931586],[935462],[937837],[939946],[940734],[946735],[947594],[951608],[953423],[954191],[956644],[959313],[965446],[969377],[971885],[983357],[984486],[989038],[990518],[994176],[996580],[1000305],[1006259],[1012735],[1013958],[1016312],[1019639],[1021119],[1024777],[1027181],[1034991],[1036884],[1038056],[1040815],[1046278],[1051360],[1054982],[1056756],[1061344],[1062206],[1067949],[1068717],[1073880],[1075578],[1075763],[1078809],[1087895],[1094371],[1095594],[1101294],[1105727],[1106167],[1106927],[1108750],[1111203],[1113872],[1120005],[1121177],[1123936],[1133006],[1133865],[1137879],[1139694],[1140462],[1142915],[1145584],[1154463],[1159601],[1161929],[1163073],[1169628],[1175309],[1176789],[1180447],[1181957],[1182851],[1194304],[1194489],[1196240],[1200245],[1202190],[1211373],[1217311],[1218170],[1222184],[1224723],[1227304],[1228072],[1231645],[1233235],[1233875],[1235118],[1238164],[1247250],[1248394],[1254949],[1259776],[1260544],[1263707],[1265707],[1267405],[1267590],[1270636],[1279101],[1281554],[1291438],[1293121],[1297994],[1300577],[1303030],[1305699],[1313004],[1323409],[1323817],[1324966],[1329564],[1336620],[1340625],[1345822],[1346590],[1349753],[1351753],[1353856],[1354181],[1356676],[1356861],[1358612],[1361027],[1364562],[1373745],[1378000],[1379683],[1384556],[1389534],[1389719],[1391470],[1392590],[1397420],[1406603],[1408486],[1411532],[1422534],[1423302],[1426465],[1428465],[1430348],[1433394],[1443624],[1453964],[1454289],[1455754],[1462023],[1465065],[1466622],[1471220],[1476340],[1476525],[1478276],[1479396],[1484224],[1484425],[1487335],[1488484],[1500138],[1509340],[1510108],[1513271],[1515271],[1520193],[1521342],[1522448],[1532996],[1537001],[1538946],[1548129],[1553052],[1553237],[1554988],[1556108],[1560938],[1570121],[1574376],[1584590],[1584791],[1591863],[1592631],[1595246],[1595571],[1597036],[1606755],[1607904],[1609010],[1614456],[1618512],[1629380],[1639098],[1639283],[1641034],[1642154],[1650984],[1652063],[1660295],[1661852],[1666450],[1673506],[1682565],[1683714],[1684820],[1695368],[1710501],[1712786],[1713908],[1720848],[1721033],[1723859],[1724060],[1731900],[1736305],[1737384],[1752746],[1757151],[1766870],[1768019],[1769125],[1787073],[1787398],[1788863],[1799731],[1810339],[1811418],[1821207],[1832861],[1839159],[1839994],[1846914],[1849587],[1856712],[1876703],[1891975],[1893054],[1910130],[1910331],[1918171],[1922576],[1943422],[1954290],[1960690],[1961878],[1970614],[1977534],[1989551],[1996471],[2028317],[2035442],[2070705],[2077660],[2086122],[2103837],[2140043],[2146963],[2194398],[2210758],[2244762],[2341069] ] cell #1916 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1917 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [208108],[257806],[288848],[296929],[318618],[351473],[359118],[363809],[403954],[418766],[425643],[431429],[455972],[484335],[486138],[496050],[515326],[542244],[544047],[575071],[575484],[586190],[598760],[638682],[639095],[665176],[671088],[672545],[685198],[698299],[698712],[740064],[741521],[769852],[770265],[776657],[778366],[804186],[805643],[850515],[852224],[866620],[880320],[881777],[889490],[918616],[919831],[920325],[952912],[967609],[983965],[998644],[999859],[1000353],[1039047],[1040159],[1074904],[1085995],[1097954],[1106975],[1122168],[1123280],[1165263],[1186130],[1194098],[1201329],[1212397],[1224771],[1250584],[1277822],[1315107],[1323457],[1334478],[1341709],[1353470],[1407627],[1445814],[1453578],[1465113],[1530854],[1538085],[1594860],[1660343],[1786687], 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8430],[925113,1430295],[945261,1453911],[956183,1464727],[958146,1466569],[968721,1477656],[970976,1223488],[974386,1484086],[978992,1488431],[989567,1499518],[992812,1245350],[1009593,1521289],[1020168,1532376],[1030460,1544231],[1042414,1043404],[1050451,1566223],[1066946,1584452],[1078344,1595193],[1091229,1607851],[1112705,1629327],[1125535,1126525],[1142454,1659957],[1144417,1661799],[1154992,1672886],[1157247,1418718],[1175838,1694748],[1179083,1440580],[1204439,1723721],[1270171,1787020],[1283056,1799678],[1304532,1821154],[1317362,1318352],[1399669,1909992] ] cell #1918 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [208441],[257849],[280262],[289181],[296972],[318564],[341142],[351516],[359451],[363755],[371630],[385034],[388402],[403997],[404708],[413709],[425589],[431472],[437426],[439830],[448140],[456015],[456726],[463050],[470925],[484281],[485069],[486181],[492156],[495524],[505560],[506271],[508928],[515272],[522317],[531476],[533880],[542190],[542978],[544090],[547836],[550240],[558550],[561161],[566425],[567136],[571279],[573055],[573683],[574545],[575430],[581993],[589868],[596903],[597691],[598803],[604778],[625731],[633040],[634890],[636666],[637294],[638156],[639041],[643446],[650755],[652605],[655009],[657544],[663319],[664107],[665219],[668988],[669083],[670874],[678147],[680551],[688861],[690761],[694507],[696283],[696911],[697773],[698658],[705221],[707832],[713096],[724364],[731770],[732401],[735690],[737964],[738059],[739850],[750707],[754627],[756901],[757061],[764210],[766060],[767836],[768464],[769326],[770211],[784371],[791680],[793530],[795934],[797681],[802086],[802181],[803972],[804978],[811245],[813649],[816184],[821959],[823859],[824570],[834199],[834359],[835255],[836101],[837609],[841021],[842583],[842678],[846103],[857600],[861012],[866094],[872026],[872657],[875946],[878220],[878315],[880106],[881112],[893793],[901199],[901830],[905119],[907393],[907488],[914702],[917776],[919617],[926330],[926490],[933639],[935489],[937893],[939640],[940428],[945642],[946762],[951802],[951897],[952698],[953643],[954247],[957696],[963384],[971912],[974489],[975093],[978542],[983384],[985738],[989150],[990712],[990807],[997804],[999645],[1012929],[1013089],[1013985],[1016339],[1019751],[1021313],[1021408],[1024833],[1030765],[1034685],[1050756],[1051387],[1054676],[1056950],[1057045],[1057110],[1059842],[1067049],[1067653],[1068169],[1068773],[1069928],[1075627],[1075777],[1078725],[1084980],[1085781],[1094565],[1094725],[1095621],[1097103],[1097253],[1101321],[1106361],[1106456],[1108202],[1112255],[1133033],[1138073],[1138168],[1138233],[1139914],[1140518],[1143967],[1149655],[1151163],[1154575],[1169655],[1172009],[1175421],[1176983],[1177078],[1184075],[1185916],[1193247],[1193397],[1194353],[1194503],[1195692],[1202067],[1204542],[1205146],[1207421],[1217338],[1222378],[1222473],[1222538],[1223929],[1227524],[1228128],[1229283],[1235132],[1244335],[1254976],[1259996],[1260600],[1261755],[1262875],[1267454],[1267604],[1270552],[1276807],[1277608],[1278553],[1282606],[1293148],[1298188],[1298283],[1298348],[1300029],[1304082],[1322615],[1323694],[1324980],[1333627],[1333777],[1336072],[1346042],[1346646],[1347801],[1348921],[1356725],[1356875],[1358064],[1369793],[1379710],[1384750],[1384845],[1384910],[1389583],[1389733],[1390922],[1392042],[1397297],[1399772],[1400376],[1402651],[1408500],[1417703],[1422754],[1423358],[1424513],[1425633],[1430362],[1439565],[1462050],[1464271],[1466636],[1476389],[1476539],[1477728],[1478848],[1487212],[1488498],[1499590],[1509560],[1510164],[1511319],[1512439],[1520070],[1521356],[1522462],[1530003],[1530153],[1532448],[1544177],[1553101],[1553251],[1554440],[1555560],[1566169],[1581221],[1592083],[1592687],[1603332],[1606632],[1607918],[1609024],[1624808],[1629394],[1639147],[1639297],[1640486],[1641606],[1659501],[1661866],[1672958],[1682442],[1683728],[1684834],[1694820],[1706549],[1713726],[1720897],[1721047],[1731352],[1752198],[1766747],[1768033],[1769139],[1795159],[1799745],[1821221],[1832313],[1839208],[1840008],[1846791],[1849405],[1856726],[1869396],[1876717],[1917623],[1954304],[1961177],[1961307],[1970628],[1989565],[2028135],[2035456],[2077119],[2085551],[2103266],[2140057],[2244191] ] cell #1919 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1920 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [657511],[757028],[816151],[834326],[868231],[926457],[940395],[950462],[1013056],[1034652],[1046961],[1057077],[1094692],[1136733],[1138200],[1151130],[1182640],[1221038],[1222505],[1262842],[1265496],[1278265],[1298315],[1348888],[1351542],[1384877],[1388132],[1391754],[1408243],[1425600],[1428254],[1474938],[1478560],[1512406],[1515060],[1518228],[1522205],[1551650],[1555272],[1604790],[1608767],[1624775],[1637696],[1641318],[1647990],[1680600],[1682154],[1684577],[1720552],[1733311],[1751910],[1764905],[1766459],[1768882],[1807345],[1808413],[1846028],[1856231],[1868388],[1876460],[1888981],[1890049],[1931054],[1952730],[1962645],[1967477],[1976648],[1988658],[2009173],[2034961],[2068779],[2078790],[2086889],[2091721],[2102668],[2146077],[2178602],[2187810],[2195528],[2245529],[2250361],[2296128],[2342199],[2429981], 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128810],[1649058,1905269],[1658131,1909824],[1677508,2156280],[1679532,1940428],[1699370,2175217],[1712551,1712611],[1712879,1714673],[1717958,1718998],[1728589,1729668],[1734379,1985297],[1743256,1743321],[1744399,1746234],[1744783,1993527],[1750752,1751803],[1754157,1763837],[1755225,2003194],[1776495,2023690],[1784642,2027288],[1798171,2044077],[1819647,2062989],[1836863,2287450],[1838631,1838696],[1840651,1840716],[1843970,1844960],[1853637,1854677],[1859616,2099824],[1868221,1868281],[1868549,1870343],[1879607,2116549],[1914860,1915939],[1920650,2154726],[1941496,2172623],[1962478,1962538],[1971271,1971336],[1974590,1975580],[1988188,1988253],[2032367,2033407],[2038346,2258464],[2058337,2275189],[2078320,2078385],[2086722,2086782],[2140700,2140765],[2144019,2145009],[2195058,2195123],[2245362,2245422],[2341729,2341794] ] cell #1921 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1922 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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0,1806427],[1566258,1811188],[1572561,1575580],[1582729,2077115],[1584905,2078723],[1586682,2081510],[1597218,2089873],[1608461,1860261],[1614735,2102979],[1617254,2103262],[1617582,2106650],[1618694,2107588],[1629937,2117194],[1643979,1894760],[1651166,1900323],[1653769,1656774],[1662409,2144664],[1690432,1929198],[1698313,2176255],[1714187,2188121],[1724174,2195461],[1725951,2198248],[1736487,1980351],[1739090,1742095],[1742844,2210213],[1746797,2214608],[1757333,2222971],[1778509,2019052],[1789045,2248513],[1800288,2038991],[1821764,2275834],[1835806,2073490],[1840239,2289646],[1849866,2296439],[1861630,2095186],[1881621,2321476],[1910445,2342132],[1912222,2344919],[1922758,2149780],[1925361,1928366],[1943604,2369642],[1970859,2388864],[2028596,2430292],[2040360,2253826],[2060351,2455329],[2140288,2509390] ] cell #1923 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1924 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [322797],[388878],[429822],[440306],[467309],[509404],[519505],[525006],[574159],[592671],[601162],[608622],[637770],[671677],[673914],[685906],[709480],[740653],[742890],[779074],[779451],[792088],[807012],[852932],[853309],[883146],[889729],[891361],[905882],[921033],[921410],[967848],[969480],[1001061],[1001438],[1008525],[1010378],[1039286],[1040918],[1090161],[1092014],[1107683],[1122407],[1124039],[1132430],[1164195],[1165502],[1166048],[1201568],[1216735],[1233978],[1249516],[1250823],[1251369],[1292545],[1293718],[1330724],[1341948],[1354284],[1363407],[1379107],[1380280],[1423910],[1446053],[1454392],[1461447],[1472380],[1484850],[1510716],[1538324],[1576656],[1585216],[1595674],[1602729],[1614386],[1667610],[1705946],[1713838],[1724485],[1787501],[1794556],[1849517],[1910756],[2028247], 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62629],[1166581,1174965],[1171406,1690429],[1193695,1714184],[1204824,1724184],[1206818,1725948],[1217908,1736497],[1220321,1483604],[1224079,1742755],[1228680,1746794],[1239770,1757343],[1243262,1505466],[1261152,1778506],[1272242,1789055],[1283295,1800508],[1296131,1297210],[1304771,1821984],[1322765,1840150],[1334075,1849863],[1347198,1861627],[1369190,1881618],[1382693,1383772],[1400054,1910455],[1402048,1912219],[1413138,1922768],[1415551,1678834],[1435000,1943614],[1438492,1700696],[1464421,1970770],[1530451,2028593],[1543574,2040357],[1565566,2060348],[1579069,1580148],[1659651,2140199] ] cell #1925 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [102272],[130656],[136173],[155047],[168528],[174410],[179232],[184749],[197828],[211182],[214484],[215554],[221507],[226648],[228611],[232530],[249095],[250165],[257101],[264090],[266053],[269808],[270402],[281320],[282866],[283460],[283936],[289889],[299976],[310048],[310642],[312869],[324521],[326067],[326661],[327137],[330986],[333322],[345572],[348444],[348997],[349591],[362657],[365729],[367433],[374634],[377069],[379405],[381297],[388038],[394685],[397557],[398110],[398704],[401743],[402036],[417667],[419171],[421204],[421316],[423652],[433686],[437747],[437948],[441516],[447042],[450114],[451818],[453761],[454054],[459305],[461952],[465024],[466728],[473929],[474219],[476252],[476364],[478700],[481712],[482460],[495160],[497595],[499931],[503306],[503599],[518083],[519230],[522011],[522283],[522849],[526693],[531797],[531998],[535273],[535566],[537489],[537601],[539621],[540369],[548157],[548358],[551926],[557452],[560524],[562228],[564171],[564464],[570907],[580895],[583967],[585671],[587614],[587907],[594334],[595082],[607782],[610105],[610217],[612553],[615637],[615935],[623103],[625425],[625697],[626263],[628098],[629359],[630107],[631692],[631867],[634518],[643140],[643412],[643978],[647822],[652926],[653127],[656402],[656695],[658618],[658730],[660750],[661498],[678468],[678669],[681944],[682237],[684160],[684272],[686292],[687040],[694135],[704123],[707195],[708899],[710842],[711135],[724685],[725016],[727450],[727870],[728168],[730049],[732029],[733853],[734731],[746807],[747105],[754273],[756595],[756867],[757433],[759268],[760529],[761277],[763037],[765688],[781743],[784065],[784337],[784903],[786738],[787999],[788747],[790332],[790507],[793158],[799543],[799655],[811566],[811767],[815042],[815335],[817258],[817370],[819390],[820138],[830215],[833893],[834165],[834883],[837348],[837440],[840098],[844105],[855601],[864941],[865272],[867706],[868126],[868424],[870305],[872285],[894114],[894445],[896879],[897299],[897597],[899478],[901458],[903282],[904160],[909760],[913354],[913529],[923702],[926024],[926296],[926862],[928697],[929958],[930706],[932466],[935117],[941502],[941614],[946501],[946593],[947752],[950357],[950655],[953408],[953949],[972233],[972564],[978344],[982022],[983012],[988227],[1003730],[1008945],[1012623],[1012895],[1013613],[1016078],[1016170],[1018828],[1022835],[1026445],[1029044],[1032848],[1043671],[1044002],[1046436],[1046856],[1047154],[1049035],[1051015],[1059317],[1063086],[1067934],[1068475],[1075602],[1090581],[1094259],[1094531],[1095249],[1101060],[1101152],[1104916],[1126792],[1127123],[1132772],[1132864],[1134023],[1135129],[1136628],[1136926],[1139450],[1139679],[1140220],[1150902],[1153652],[1157659],[1164615],[1168293],[1169283],[1174498],[1182115],[1184714],[1194328],[1217077],[1217169],[1218328],[1219434],[1220933],[1221231],[1223755],[1227289],[1227830],[1249936],[1253614],[1254604],[1259761],[1260302],[1262614],[1263865],[1266530],[1267429],[1278859],[1292887],[1292979],[1295244],[1296743],[1313767],[1331144],[1345807],[1346348],[1348660],[1349911],[1352576],[1356700],[1379449],[1379541],[1381806],[1383305],[1387222],[1389558],[1392348],[1396331],[1422519],[1423060],[1425372],[1426623],[1461789],[1461881],[1474028],[1476364],[1479154],[1483137],[1494662],[1509325],[1509866],[1512178],[1513429],[1517774],[1553076],[1555866],[1588410],[1591848],[1592389],[1604336],[1624547],[1639122],[1641912],[1646777],[1712771],[1717504],[1720872],[1732098],[1748525],[1752504],[1839183],[1842757],[1873174],[1960841],[1992314] ] cell #1926 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [142153],[169632],[198932],[213526],[227752],[248137],[265194],[267221],[279672],[281908],[304342],[307461],[323699],[325109],[341804],[346410],[347407],[358861],[367028],[372006],[389051],[392404],[395523],[396520],[411367],[414486],[420907],[430724],[432134],[440479],[443142],[451413],[466323],[467188],[471301],[475955],[487554],[492532],[509577],[512930],[516049],[517046],[522596],[524885],[534529],[537192],[545463],[550889],[553552],[554805],[561823],[574332],[576995],[585266],[600176],[601041],[605154],[609808],[615841],[618654],[626010],[628299],[637943],[640606],[643725],[646014],[655658],[658321],[666592],[669267],[671556],[681200],[683863],[692134],[697560],[700223],[701476],[708494],[717790],[728074],[730887],[738243],[740532],[747011],[749824],[757180],[759469],[769113],[771776],[774481],[777294],[784650],[786939],[796583],[799246],[802365],[804654],[814298],[816961],[825232],[834478],[838055],[842862],[846752],[848339],[851152],[858046],[868330],[871143],[878499],[880788],[887219],[897503],[900316],[907672],[909961],[916440],[919253],[926609],[928898],[938542],[941205],[950561],[952081],[959201],[963060],[965338],[986184],[990991],[996468],[999281],[1013208],[1016785],[1021592],[1025482],[1027069],[1029882],[1036776],[1047060],[1049873],[1057229],[1059518],[1072600],[1073768],[1076419],[1081397],[1085417],[1094844],[1106640],[1113760],[1119897],[1136832],[1138352],[1145472],[1149331],[1151609],[1172455],[1177262],[1182739],[1185552],[1195145],[1200137],[1202827],[1221137],[1222657],[1233123],[1240752],[1264427],[1265595],[1268246],[1273224],[1277244],[1298467],[1305587],[1311724],[1324454],[1331416],[1350473],[1351641],[1357517],[1362509],[1385029],[1390375],[1395367],[1398057],[1428353],[1435982],[1454556],[1477181],[1482173],[1487972],[1515159],[1520830],[1527792],[1553893],[1558885],[1607392],[1617314],[1639939],[1644931],[1649786],[1683202],[1721689],[1735107],[1767507],[1809141],[1847551],[1890777],[1968233],[2077500] ] cell #1927 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [393690],[467219],[467658],[500812],[514216],[524916],[525355],[554833],[586098],[586601],[601072],[601511],[613434],[616014],[618682],[628330],[628769],[646045],[646484],[671587],[672026],[672453],[672956],[685144],[701504],[709829],[717818],[728247],[730915],[740563],[741002],[741429],[741932],[747184],[749852],[759500],[759939],[774520],[774654],[777322],[778312],[779800],[786970],[787409],[804685],[805124],[805551],[806054],[818242],[838083],[848378],[848512],[851180],[852170],[853658],[858074],[868503],[871171],[874579],[880819],[881258],[881685],[882188],[887247],[887321],[892307],[897676],[900344],[909992],[910431],[916479],[916613],[919281],[920271],[921759],[928929],[929368],[950734],[959374],[963091],[963530],[965366],[965440],[970426],[983873],[984376],[986212],[992262],[996507],[996641],[999309],[1000299],[1001787],[1006340],[1016813],[1027242],[1029910],[1032388],[1036804],[1036878],[1037983],[1041864],[1047233],[1049901],[1053309],[1059549],[1059988],[1072628],[1073807],[1073941],[1076450],[1080982],[1081425],[1085445],[1087976],[1097862],[1102458],[1106921],[1108536],[1113933],[1118089],[1119925],[1119999],[1121104],[1124985],[1137005],[1145645],[1149362],[1149801],[1151637],[1156697],[1162010],[1163067],[1172483],[1178533],[1182912],[1185580],[1188058],[1188988],[1194006],[1195176],[1196026],[1200165],[1200239],[1202174],[1202855],[1206434],[1208032],[1211300],[1221310],[1224101],[1224717],[1228296],[1233296],[1240337],[1240780],[1244800],[1247331],[1248388],[1264455],[1265768],[1268277],[1272809],[1273252],[1277272],[1279803],[1288440],[1291519],[1300363],[1305760],[1309916],[1311752],[1312931],[1316812],[1317802],[1322787],[1323403],[1323801],[1324482],[1329645],[1331496],[1331663],[1334386],[1335677],[1340619],[1350501],[1351814],[1353548],[1353655],[1357548],[1357669],[1362537],[1365227],[1368806],[1370404],[1378081],[1390406],[1391256],[1395395],[1397404],[1398085],[1401664],[1403262],[1406530],[1413705],[1418168],[1428526],[1435567],[1436010],[1440030],[1441645],[1442561],[1443618],[1453656],[1453763],[1454636],[1454803],[1456419],[1462380],[1464443],[1465059],[1471301],[1477212],[1478062],[1482201],[1484242],[1487319],[1488000],[1493163],[1495181],[1499195],[1515332],[1520177],[1520858],[1523985],[1526021],[1527872],[1528039],[1530762],[1532053],[1536995],[1539611],[1543190],[1553924],[1558913],[1561603],[1565182],[1566780],[1574457],[1584608],[1585598],[1586661],[1594938],[1595045],[1597701],[1606739],[1607420],[1610547],[1612583],[1617394],[1617561],[1619177],[1625138],[1634059],[1639970],[1644959],[1649866],[1650033],[1651649],[1652728],[1657610],[1659673],[1660289],[1666531],[1668549],[1672563],[1682549],[1683230],[1686357],[1688393],[1690411],[1694425],[1715840],[1721720],[1723877],[1725930],[1735187],[1735354],[1736970],[1738049],[1745713],[1746776],[1757816],[1766854],[1767535],[1770662],[1772698],[1777425],[1778488],[1779528],[1786765],[1786872],[1789528],[1795489],[1804410],[1809221],[1809388],[1811004],[1812083],[1816965],[1825886],[1846898],[1847579],[1851519],[1860546],[1861609],[1862649],[1871510],[1881600],[1890857],[1891024],[1892640],[1893719],[1902111],[1903101],[1910148],[1912201],[1923241],[1931984],[1933047],[1934087],[1944087],[1958969],[1961284],[1968313],[1968480],[1978199],[1982139],[1983129],[1997136],[2001076],[2010103],[2011166],[2012206],[2030249],[2040339],[2050240],[2051230],[2060330],[2071370],[2077580],[2078254],[2084168],[2092724],[2110439],[2124098],[2125088],[2147628],[2151568],[2170505],[2180595],[2186753],[2187711],[2194992],[2200906],[2211352],[2217266],[2251364],[2282738],[2289153],[2296029],[2310939],[2341663],[2347577],[2388371],[2401775],[2429882],[2508897] ] cell #1928 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1929 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1930 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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86549],[1078201,1849798],[1080481,1597095],[1091465,1608678],[1100797,1617449],[1101957,1618571],[1105380,1363937],[1112941,1630154],[1133669,1651043],[1136013,1396795],[1142206,2140157],[1142309,1910390],[1144653,1662626],[1166578,1174962],[1171485,1690299],[1206897,1725818],[1217974,1736364],[1220318,1483601],[1228759,1746664],[1239836,1757210],[1243259,1505463],[1261231,1778376],[1270028,2028528],[1272308,1788922],[1283292,1800505],[1296128,1297207],[1304768,1821981],[1347277,1861497],[1369269,1881488],[1382690,1383769],[1402127,1912089],[1413204,1922635],[1415548,1678831],[1435066,1943481],[1438489,1700693],[1543653,2040227],[1565645,2060218],[1579066,1580145] ] cell #1931 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [221404],[269705],[279188],[309945],[331482],[341001],[348894],[358377],[377565],[398007],[402990],[404567],[413814],[421812],[425016],[431331],[455008],[456585],[466625],[476860],[480064],[485174],[486040],[502410],[504553],[505419],[506130],[515377],[529485],[543083],[543949],[547148],[563275],[565418],[566284],[566995],[572388],[575535],[593205],[597008],[597796],[598662],[617450],[621277],[623562],[632899],[635999],[639146],[641910],[650614],[659621],[663424],[664212],[665078],[669193],[669567],[690620],[692950],[695458],[695616],[698763],[712955],[718440],[718663],[722897],[729683],[733510],[735795],[738169],[738543],[745553],[748620],[752447],[754732],[764069],[764503],[767011],[767169],[770316],[774324],[775221],[791539],[794639],[797786],[802291],[802665],[822064],[823718],[827345],[827629],[828275],[832658],[838705],[838928],[842788],[843162],[845580],[845738],[848182],[849079],[858696],[858919],[863153],[869939],[873766],[876051],[878425],[878799],[887080],[899112],[902939],[905224],[907598],[907972],[916283],[917180],[933498],[936440],[936598],[939745],[943683],[943976],[952007],[954628],[954912],[955558],[957604],[959044],[959941],[961850],[962061],[965199],[975474],[975758],[976404],[980787],[986834],[987057],[990917],[991291],[993709],[993867],[996311],[997208],[1017435],[1017658],[1021518],[1021892],[1024310],[1024468],[1026912],[1027809],[1036637],[1048669],[1052496],[1054781],[1057155],[1057529],[1073250],[1073611],[1076336],[1076766],[1077059],[1079071],[1081258],[1083349],[1084384],[1098242],[1098535],[1106566],[1109187],[1109471],[1110117],[1112163],[1113603],[1114500],[1116620],[1119758],[1138278],[1140899],[1141183],[1141829],[1143875],[1145315],[1146212],[1148121],[1148332],[1151470],[1159134],[1159292],[1173105],[1173328],[1177188],[1177562],[1179980],[1180138],[1182582],[1183479],[1195062],[1198917],[1199201],[1199998],[1202662],[1202762],[1205462],[1209803],[1222583],[1232605],[1232966],[1235691],[1236121],[1236414],[1238426],[1240613],[1265077],[1265438],[1268163],[1268593],[1268886],[1270898],[1273085],[1275176],[1276211],[1282514],[1286760],[1286971],[1298393],[1301014],[1301298],[1301944],[1303990],[1305430],[1306327],[1308447],[1311585],[1319249],[1319407],[1324289],[1324389],[1325539],[1328195],[1328488],[1331523],[1331954],[1351123],[1351484],[1357434],[1361289],[1362370],[1367834],[1384955],[1390292],[1394147],[1394431],[1395228],[1397892],[1397992],[1400692],[1405033],[1409059],[1411794],[1416072],[1427835],[1428196],[1430921],[1431351],[1431644],[1433656],[1435843],[1445272],[1449729],[1454663],[1455094],[1462283],[1477098],[1480953],[1481237],[1482034],[1487807],[1487907],[1491713],[1514641],[1515002],[1520665],[1520765],[1521915],[1523021],[1524571],[1524864],[1527626],[1527899],[1528330],[1539418],[1542218],[1546559],[1553810],[1557665],[1558746],[1564210],[1572577],[1575312],[1585501],[1607227],[1607327],[1608477],[1609583],[1611133],[1611426],[1614188],[1617421],[1617852],[1639856],[1643711],[1644792],[1649893],[1650324],[1652535],[1653785],[1656506],[1657513],[1668840],[1683037],[1683137],[1685393],[1686943],[1704590],[1721606],[1735214],[1735645],[1737856],[1739106],[1741827],[1745616],[1767342],[1767442],[1769698],[1771248],[1775246],[1777328],[1779819],[1783710],[1809248],[1809679],[1811890],[1813140],[1847386],[1847486],[1858367],[1860449],[1862940],[1866831],[1877276],[1890884],[1891315],[1893526],[1894776],[1899077],[1931887],[1934378],[1965298],[1968340],[1968771],[1979105],[1996943],[2010006],[2012497],[2017322],[2077607],[2081202],[2084071],[2093456],[2107257],[2110730],[2187176],[2189755],[2214300],[2288824],[2312983] ] cell #1932 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [279588],[323615],[340796],[341048],[358777],[388922],[404362],[404614],[413695],[430640],[431378],[440350],[456380],[456632],[467174],[483664],[485055],[486087],[505925],[506177],[509448],[515258],[524871],[534400],[541573],[542964],[543996],[550760],[554818],[566790],[567042],[573041],[574203],[575416],[596286],[597677],[598709],[601027],[615827],[618667],[628285],[636652],[637814],[639027],[646000],[650409],[650661],[655529],[662702],[664093],[665125],[669069],[671542],[681071],[690667],[696269],[697179],[697431],[698644],[701489],[717803],[726106],[728060],[730900],[738045],[740518],[746496],[746997],[748667],[749837],[754613],[759455],[762733],[764116],[767822],[768732],[768984],[770197],[774467],[777307],[786925],[796454],[797667],[802167],[804640],[804964],[814169],[823765],[829218],[836087],[838068],[842664],[846371],[846623],[848325],[851165],[856756],[857586],[858059],[858849],[868316],[869986],[871156],[874095],[875932],[878301],[880774],[881098],[887232],[897489],[900329],[907474],[909947],[916426],[917762],[919266],[928884],[932162],[933545],[938161],[938413],[939626],[944798],[945628],[950547],[951883],[956501],[959187],[961897],[963046],[963370],[965351],[974220],[974344],[976335],[985463],[985724],[986197],[986987],[990793],[996454],[997790],[999294],[1016798],[1021394],[1025101],[1025353],[1027055],[1029895],[1036789],[1047046],[1048716],[1049886],[1052825],[1054662],[1057031],[1059504],[1059828],[1062782],[1066780],[1066904],[1069653],[1069914],[1072613],[1073754],[1076405],[1077881],[1078711],[1081410],[1083279],[1084966],[1085430],[1097122],[1106442],[1108057],[1110048],[1113746],[1119910],[1136818],[1138154],[1142772],[1145458],[1148168],[1149317],[1149641],[1151622],[1160177],[1171734],[1171995],[1172468],[1173258],[1177064],[1182725],[1184061],[1185565],[1188504],[1193266],[1195131],[1195547],[1200150],[1202520],[1202840],[1204273],[1204397],[1207407],[1209734],[1221123],[1222459],[1229269],[1233109],[1235001],[1240765],[1244321],[1261480],[1261741],[1264440],[1265581],[1268232],[1269708],[1270538],[1273237],[1275106],[1276793],[1277257],[1286807],[1287956],[1298269],[1299884],[1301875],[1305573],[1311003],[1311737],[1324147],[1324467],[1324849],[1331532],[1331815],[1333646],[1335927],[1347526],[1347787],[1350486],[1351627],[1357503],[1357919],[1362522],[1369779],[1384831],[1390361],[1390777],[1393526],[1395380],[1397750],[1398070],[1399503],[1399627],[1402637],[1404964],[1409128],[1416002],[1417689],[1424499],[1428339],[1430231],[1435995],[1439551],[1454672],[1454955],[1462277],[1466505],[1477167],[1477583],[1480332],[1482186],[1487665],[1487985],[1488367],[1499445],[1511305],[1515145],[1520523],[1520843],[1521225],[1523090],[1527908],[1528191],[1530022],[1532303],[1539276],[1544163],[1546490],[1553879],[1554295],[1557044],[1558898],[1566155],[1581207],[1585495],[1603318],[1607085],[1607405],[1607787],[1609652],[1617430],[1617713],[1629263],[1639925],[1640341],[1643090],[1644944],[1649902],[1650185],[1652393],[1657507],[1661735],[1668701],[1672813],[1682895],[1683215],[1683597],[1685462],[1694675],[1706535],[1721675],[1731207],[1735223],[1735506],[1737714],[1745610],[1767200],[1767520],[1767902],[1769767],[1777322],[1779680],[1795145],[1799614],[1809257],[1809540],[1811748],[1821090],[1832168],[1847244],[1847564],[1848540],[1856595],[1860443],[1862801],[1877345],[1890893],[1891176],[1893384],[1917478],[1931881],[1934239],[1954173],[1963576],[1968349],[1968632],[1969847],[1996801],[2010000],[2012358],[2027270],[2035325],[2077616],[2079627],[2084065],[2084919],[2105535],[2110591],[2139276],[2187170],[2188408],[2212725],[2243559],[2288786],[2311636] ] cell #1933 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [279595],[323622],[340857],[341055],[358784],[388929],[404423],[404621],[413702],[430647],[431385],[440357],[456441],[456639],[467248],[483725],[485062],[486094],[505986],[506184],[509455],[515265],[524945],[534407],[541634],[542971],[544003],[550767],[554890],[566851],[567049],[573048],[574210],[575423],[596347],[597684],[598716],[601101],[616043],[618739],[628359],[636659],[637821],[639034],[646074],[650470],[650668],[655536],[662763],[664100],[665132],[669076],[671616],[681078],[690674],[696276],[697240],[697438],[698651],[701561],[718021],[726167],[728276],[730972],[738052],[740592],[746557],[747213],[748674],[749909],[754620],[759529],[762740],[764123],[767829],[768793],[768991],[770204],[774683],[777379],[786999],[796461],[797674],[802174],[804714],[804971],[814176],[823772],[829279],[836094],[838286],[842671],[846432],[846630],[848541],[851237],[856760],[857593],[858277],[858853],[868532],[869993],[871228],[874169],[875939],[878308],[880848],[881105],[887450],[897705],[900401],[907481],[910021],[916642],[917769],[919338],[928958],[932169],[933552],[938222],[938420],[939633],[944802],[945635],[950763],[951890],[956562],[959403],[961904],[963120],[963377],[965569],[974221],[974348],[976336],[985731],[986415],[986590],[986991],[990800],[996670],[997797],[999366],[1017016],[1021401],[1025162],[1025360],[1027271],[1029967],[1037007],[1047262],[1048723],[1049958],[1052899],[1054669],[1057038],[1059578],[1059835],[1062789],[1066781],[1066908],[1069921],[1072831],[1073006],[1073970],[1076479],[1077885],[1078718],[1081628],[1083283],[1084973],[1085502],[1097123],[1106449],[1108061],[1110049],[1113962],[1120128],[1137034],[1138161],[1142833],[1145674],[1148175],[1149391],[1149648],[1151840],[1160184],[1172002],[1172686],[1172861],[1173262],[1177071],[1182941],[1184068],[1185637],[1188578],[1193267],[1195205],[1195551],[1200368],[1202524],[1202912],[1204274],[1204401],[1207414],[1209735],[1221339],[1222466],[1229276],[1233325],[1235002],[1240983],[1244328],[1261748],[1264658],[1264833],[1265797],[1268306],[1269712],[1270545],[1273455],[1275110],[1276800],[1277329],[1286814],[1288030],[1298276],[1299888],[1301876],[1305789],[1311955],[1312130],[1324151],[1324539],[1324850],[1331535],[1331816],[1333647],[1335931],[1347794],[1350704],[1350879],[1351843],[1357577],[1357923],[1362740],[1369786],[1384838],[1390435],[1390781],[1395598],[1395773],[1397754],[1398142],[1399504],[1399631],[1402644],[1404965],[1409202],[1416006],[1417696],[1424506],[1428555],[1430232],[1436213],[1439558],[1454675],[1454956],[1462278],[1466506],[1477241],[1477587],[1482404],[1482579],[1487669],[1488057],[1488368],[1499449],[1511312],[1515361],[1520527],[1520915],[1521226],[1523164],[1527911],[1528192],[1530023],[1532307],[1539280],[1544170],[1546491],[1553953],[1554299],[1559116],[1559291],[1566162],[1581214],[1585496],[1603325],[1607089],[1607477],[1607788],[1609726],[1617433],[1617714],[1629264],[1639999],[1640345],[1645162],[1645337],[1649905],[1650186],[1652397],[1657508],[1661736],[1668702],[1672817],[1682899],[1683287],[1683598],[1685536],[1694679],[1706542],[1721749],[1731211],[1735226],[1735507],[1737718],[1745611],[1767204],[1767592],[1767903],[1769841],[1777323],[1779681],[1795152],[1799615],[1809260],[1809541],[1811752],[1821091],[1832172],[1847248],[1847636],[1848544],[1856596],[1860444],[1862802],[1877419],[1890896],[1891177],[1893388],[1917482],[1931882],[1934240],[1954174],[1963580],[1968352],[1968633],[1969848],[1996805],[2010001],[2012359],[2027274],[2035326],[2077619],[2079628],[2084066],[2084920],[2105539],[2110592],[2139277],[2187171],[2188409],[2212726],[2243560],[2288787],[2311637] ] cell #1934 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [323218],[388828],[418363],[430243],[440256],[467241],[495608],[495950],[509354],[519926],[524938],[534306],[550666],[554893],[574109],[574629],[574971],[586184],[601094],[608572],[616036],[618742],[628352],[637720],[638240],[638582],[646067],[655435],[670958],[671609],[672539],[673864],[680977],[697337],[697857],[698199],[701564],[709412],[718024],[728269],[730975],[739934],[740585],[741515],[742840],[747206],[749912],[759522],[762639],[768890],[769410],[769752],[774676],[776651],[777382],[779383],[786992],[796360],[804056],[804707],[805637],[806962],[814075],[838289],[846529],[848534],[850509],[851240],[853241],[858280],[866178],[866520],[868525],[871231],[874162],[880190],[880841],[881771],[883096],[887453],[887548],[897698],[900404],[910014],[912269],[916635],[918610],[919341],[919701],[921342],[928951],[932068],[938319],[950756],[952782],[958739],[959396],[963113],[965572],[965667],[975177],[979585],[983959],[986418],[986583],[994658],[996663],[998638],[999369],[999729],[1001370],[1017019],[1025259],[1027264],[1029970],[1031971],[1037010],[1037105],[1040153],[1047255],[1049961],[1052892],[1059571],[1061826],[1062688],[1067737],[1072834],[1072999],[1073963],[1074898],[1076472],[1079988],[1081631],[1081726],[1085505],[1085865],[1097246],[1097948],[1101464],[1113298],[1113955],[1117672],[1120131],[1120226],[1123274],[1137027],[1145010],[1145667],[1149384],[1151843],[1151938],[1160083],[1163294],[1172689],[1172854],[1180929],[1182934],[1185640],[1186000],[1187641],[1188571],[1193390],[1194092],[1195198],[1200371],[1200466],[1202314],[1202915],[1205230],[1206387],[1212391],[1221332],[1224054],[1224176],[1228249],[1233318],[1235827],[1239343],[1240986],[1241081],[1248615],[1264661],[1264826],[1265790],[1268299],[1271815],[1273458],[1273553],[1277332],[1277692],[1283649],[1288023],[1305125],[1305782],[1309499],[1311958],[1312053],[1312123],[1315101],[1322740],[1322862],[1323941],[1324542],[1325675],[1331538],[1331616],[1333770],[1334472],[1340846],[1350707],[1350872],[1351836],[1353608],[1357570],[1362743],[1362838],[1364686],[1368759],[1390428],[1395601],[1395696],[1395766],[1397544],[1398145],[1400460],[1401617],[1407621],[1409195],[1412711],[1428548],[1431057],[1434573],[1436216],[1436311],[1443845],[1453716],[1454678],[1454756],[1455878],[1462273],[1464396],[1464518],[1467331],[1477234],[1482407],[1482502],[1482572],[1487459],[1488060],[1489193],[1495134],[1504364],[1515354],[1520317],[1520918],[1522051],[1523157],[1527914],[1527992],[1530146],[1530848],[1537222],[1539070],[1543143],[1553946],[1559119],[1559214],[1559284],[1561062],[1565135],[1585491],[1586614],[1594998],[1597160],[1606879],[1607480],[1608613],[1609719],[1617436],[1617514],[1618636],[1630089],[1639992],[1645165],[1645260],[1645330],[1649908],[1649986],[1651108],[1652187],[1657503],[1659626],[1659748],[1662561],[1668502],[1677732],[1682689],[1683290],[1684423],[1685529],[1690364],[1699594],[1721742],[1725883],[1735229],[1735307],[1736429],[1737508],[1745606],[1746729],[1757275],[1766994],[1767595],[1768728],[1769834],[1777318],[1778441],[1779481],[1786825],[1788987],[1800440],[1809263],[1809341],[1810463],[1811542],[1821916],[1837087],[1847038],[1847639],[1857421],[1860439],[1861562],[1862602],[1877412],[1881553],[1890899],[1890977],[1892099],[1893178],[1912154],[1922700],[1931877],[1933000],[1934040],[1943546],[1954999],[1962002],[1968355],[1968433],[1977658],[1996595],[2009996],[2011119],[2012159],[2036151],[2040292],[2060283],[2070829],[2077622],[2078207],[2084061],[2086246],[2092677],[2103961],[2110392],[2147087],[2180548],[2187166],[2187220],[2194945],[2211305],[2244886],[2251317],[2288756],[2295538],[2310448],[2341616],[2429391] ] cell #1935 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1936 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1937 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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14,1814157],[1561118,2057420],[1566263,2061095],[1582732,2077114],[1584903,2078779],[1586687,2082371],[1597216,2090804],[1608388,2100470],[1614740,2103028],[1617257,2103261],[1617587,1868783],[1618692,1869723],[1622330,1624303],[1629864,1880253],[1642860,1895793],[1651164,2135989],[1662336,2145655],[1675332,2157245],[1690437,2167778],[1714192,2188170],[1724172,2195517],[1725956,2199109],[1736485,2207542],[1742847,2210212],[1746802,1989878],[1757331,1999289],[1760969,1762942],[1778514,2241011],[1789043,2249444],[1800215,2259110],[1821691,2058983],[1834687,2074523],[1840242,2289645],[1849871,2296488],[1861635,2307427],[1881626,2112900],[1910443,2342188],[1912227,2345780],[1922756,2354213],[1943602,2168718],[1947240,1949213],[1970862,2388863],[2028601,2430341],[2040365,2441280],[2060356,2271540],[2140291,2509389] ] cell #1938 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [77044],[95170],[102408],[109167],[123686],[130792],[134780],[141970],[142289],[146721],[155183],[160430],[169254],[169768],[174259],[179368],[180815],[183356],[188388],[193937],[198554],[199068],[202856],[204885],[211318],[214571],[215214],[215403],[215877],[227374],[227888],[228923],[236317],[238231],[244276],[249182],[249825],[250014],[250488],[254650],[257237],[260199],[264816],[265330],[267566],[268733],[269128],[274677],[279808],[282953],[283596],[283785],[284259],[285625],[294373],[301409],[303323],[307806],[308973],[309368],[313289],[314408],[315203],[318097],[321248],[323134],[323835],[326154],[326797],[326986],[327460],[329984],[331898],[337943],[343492],[344155],[346755],[347922],[348317],[348531],[353866],[358997],[367520],[369031],[372351],[374770],[376067],[377981],[382040],[382435],[383017],[387887],[389471],[390590],[391385],[393235],[394279],[395868],[397035],[397430],[397644],[401398],[408434],[410348],[414831],[416393],[420314],[421252],[422228],[422498],[428273],[430159],[430860],[433822],[434485],[438691],[442549],[443487],[444022],[449112],[450942],[451691],[451905],[453416],[459509],[460145],[461149],[467751],[467931],[468326],[468908],[471646],[475362],[476300],[477276],[477546],[489557],[492877],[495296],[496593],[498507],[502961],[509997],[511116],[511911],[513761],[514805],[516394],[517956],[518170],[519842],[523053],[523689],[525448],[525628],[527815],[528698],[530764],[532741],[534928],[536298],[537537],[537802],[538072],[546400],[546416],[553897],[555009],[556649],[559522],[563826],[576402],[577340],[582965],[584795],[585544],[585758],[587269],[593008],[601604],[601784],[602179],[602761],[605499],[609215],[610153],[611129],[611399],[612979],[616702],[616718],[618466],[618858],[622758],[624706],[624982],[626467],[627103],[629042],[630889],[640013],[640951],[641929],[646757],[649827],[651185],[656057],[658666],[672119],[672299],[674486],[675369],[677435],[679412],[681599],[682969],[684208],[684473],[684743],[691663],[692412],[700568],[701680],[703320],[706193],[709922],[710497],[718682],[720253],[720529],[720914],[726652],[727124],[728935],[728951],[731091],[741095],[741275],[743462],[744345],[749636],[750028],[753928],[760212],[772121],[777106],[777498],[779893],[781398],[783346],[783622],[785107],[785743],[787682],[789529],[792818],[798352],[799591],[805397],[808467],[809825],[814697],[817306],[829417],[829889],[836656],[838947],[841179],[850964],[851356],[853751],[855256],[860509],[860785],[861170],[871347],[881531],[884601],[889682],[889958],[890343],[892091],[896081],[896553],[898364],[898380],[900520],[906368],[910704],[912551],[919065],[919457],[921852],[923357],[929641],[941550],[945809],[963803],[967801],[968077],[968462],[970210],[977546],[978018],[989308],[999093],[999485],[1001880],[1003385],[1008147],[1008619],[1010864],[1015386],[1017677],[1019909],[1026119],[1030086],[1039239],[1039515],[1039900],[1041648],[1050077],[1060261],[1075353],[1085621],[1089783],[1090255],[1092500],[1100368],[1122360],[1122636],[1123021],[1124769],[1132080],[1134803],[1150074],[1154733],[1163817],[1164289],[1166534],[1175579],[1185756],[1201521],[1201797],[1203031],[1212138],[1216385],[1219108],[1234708],[1249138],[1249610],[1251855],[1277448],[1292195],[1294918],[1314848],[1324658],[1330346],[1330818],[1332314],[1363893],[1378757],[1381480],[1398261],[1407368],[1452278],[1455454],[1461097],[1462159],[1488176],[1494336],[1528690],[1583240],[1585377],[1618212],[1657389],[1712235],[1745492] ] cell #1939 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [361081],[370702],[383318],[445466],[447441],[460376],[461489],[469209],[469997],[491228],[532953],[536599],[548383],[552959],[555876],[556989],[557851],[579319],[581294],[588940],[590589],[603062],[603850],[621645],[628862],[631229],[646577],[648944],[653152],[654082],[657728],[679624],[683270],[688162],[689833],[699630],[702547],[703660],[704522],[712168],[713817],[718161],[731497],[733878],[750434],[752815],[760032],[762399],[771183],[780285],[782281],[787502],[789869],[795007],[796982],[798653],[805217],[807584],[809405],[811792],[812722],[816368],[821260],[822931],[827464],[838426],[841063],[854143],[856139],[858417],[861054],[871753],[881351],[883718],[885539],[887590],[887948],[895453],[900926],[903307],[910524],[912891],[919863],[920146],[922244],[924240],[929461],[931828],[936966],[938941],[940612],[954747],[963623],[965709],[966067],[973572],[975593],[989192],[999891],[1000174],[1002272],[1004268],[1006194],[1006450],[1006875],[1014532],[1017156],[1019793],[1030492],[1032481],[1032873],[1034869],[1037147],[1037505],[1039784],[1039892],[1045010],[1050483],[1060081],[1062448],[1064269],[1081768],[1082126],[1086027],[1086310],[1087830],[1088086],[1088511],[1096168],[1118182],[1120268],[1120626],[1122905],[1123013],[1128131],[1129632],[1129801],[1130304],[1141018],[1149894],[1151980],[1152338],[1154617],[1157279],[1159843],[1161864],[1162120],[1162545],[1164953],[1175463],[1186162],[1186445],[1188151],[1200508],[1200866],[1207886],[1208142],[1208567],[1212022],[1212130],[1213937],[1214106],[1214609],[1241123],[1241481],[1245382],[1247185],[1247441],[1247866],[1250274],[1256443],[1257378],[1273595],[1273953],[1277854],[1278137],[1279657],[1279913],[1280338],[1284872],[1289916],[1290419],[1310009],[1314732],[1314840],[1317394],[1326753],[1329499],[1329755],[1330180],[1332198],[1332306],[1336839],[1337306],[1337342],[1341399],[1342489],[1343424],[1362880],[1363238],[1370258],[1370514],[1370939],[1374394],[1376478],[1376981],[1386294],[1403116],[1403372],[1403797],[1407252],[1407360],[1409336],[1409803],[1409839],[1420136],[1436353],[1436711],[1440612],[1445504],[1447630],[1455338],[1455446],[1456752],[1459938],[1460441],[1462482],[1462972],[1467433],[1473100],[1490271],[1493017],[1493273],[1493698],[1495716],[1500357],[1500824],[1500860],[1506942],[1528574],[1528682],[1533215],[1533682],[1533718],[1537775],[1539800],[1566634],[1566890],[1567315],[1570770],[1573321],[1583016],[1585700],[1586190],[1587196],[1587482],[1590585],[1592813],[1593084],[1618096],[1618204],[1619510],[1622696],[1623163],[1623199],[1625240],[1630191],[1655635],[1657712],[1658202],[1662663],[1690946],[1695587],[1696054],[1696090],[1712444],[1714671],[1714942],[1715942],[1726465],[1740956],[1743131],[1745815],[1746305],[1747311],[1747597],[1750700],[1753199],[1761802],[1779023],[1784640],[1784911],[1814990],[1817067],[1822018],[1838694],[1840526],[1842082],[1851621],[1862144],[1868114],[1870341],[1870612],[1871612],[1882135],[1896626],[1902213],[1912736],[1927227],[1939470],[1948073],[1962371],[1971146],[1972702],[1982241],[1988251],[1991639],[2001178],[2020812],[2030351],[2040874],[2060865],[2075356],[2078383],[2086615],[2096946],[2114661],[2140575],[2142131],[2151670],[2170607],[2195121],[2245255],[2255586],[2273301],[2341792], [472543,874134],[555415,986555],[606396,1052864],[619264,1072971],[651069,1109306],[702086,1172826],[714714,1188543],[720798,1199036],[777904,1264798],[799856,1287995],[809709,1301133],[818824,1312095],[851762,1350844],[890227,1394266],[892889,1395738],[906644,1409167],[933953,1442415],[968346,1481072],[971008,1482544],[1011140,1523129],[1011409,1525875],[1025647,1538865],[1042446,1559256],[1092776,1609691],[1093045,1612437],[1125567,1645302],[1130268,1650568],[1134331,1651982],[1150210,1668330],[1166810,1685501],[1167079,1688247],[1214573,1735889],[1218636,1737303],[1252131,1769806],[1252400,1772552],[1257799,1777527],[1261922,1779309],[1290383,1809923],[1294446,1811337],[1343845,1860648],[1347968,1862430],[1364169,1877384],[1376945,1891559],[1381008,1892973],[1387615,1901213],[1420557,1932086],[1421748,1933582],[1424680,1933868],[1460405,1969015],[1474421,1981241],[1493864,1996390],[1507363,2010205],[1508554,2011701],[1511486,2011987],[1551133,2049342],[1552257,2050342],[1591006,2084270],[1601687,2093259],[1615036,2103178],[1623855,2110220],[1637179,2123200],[1638303,2124200],[1681637,2161068],[1703784,2181130],[1714488,2188320],[1720035,2193171],[1730275,2201008],[1743355,2210626],[1765942,2230044],[1793514,2251899],[1830130,2282840],[1840750,2290059],[1850167,2296638],[1855714,2301489],[1867905,2309994],[1916546,2347679],[1952213,2376715],[1962162,2383160],[1971370,2389277],[2028897,2430491],[2034444,2435342],[2086406,2472843],[2140799,2509803],[2245046,2579868] ] cell #1940 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [174256],[215400],[223459],[250011],[268730],[276973],[283782],[291841],[308970],[326983],[331389],[332797],[340908],[347919],[350687],[356162],[377472],[378880],[387884],[397032],[399800],[404474],[405250],[419768],[421719],[422495],[423127],[431238],[444019],[456492],[457268],[460142],[474816],[476767],[477543],[478175],[483057],[485947],[501815],[505326],[506037],[506813],[523686],[527290],[529392],[538069],[540966],[543856],[546328],[554429],[562680],[566191],[566902],[567678],[571444],[571793],[591121],[593162],[595536],[595679],[598569],[611396],[616412],[616630],[620682],[627100],[630704],[632806],[635055],[635404],[641852],[644815],[648419],[650521],[659198],[659578],[661952],[662095],[664985],[668674],[669524],[684740],[687637],[690527],[694672],[695021],[712862],[714349],[717700],[717986],[718605],[722854],[728645],[728863],[732566],[732915],[735185],[735328],[737650],[738500],[747582],[747800],[751852],[758270],[761874],[763976],[766225],[766574],[774281],[785740],[789344],[791446],[793695],[794044],[801772],[802622],[817838],[820592],[820735],[823625],[827287],[827586],[835420],[837965],[838251],[838870],[840873],[842269],[843119],[844942],[845143],[848139],[857956],[858242],[858861],[863110],[868901],[869119],[872822],[873171],[875441],[875584],[877906],[878756],[898074],[898292],[901995],[902344],[904614],[904757],[907079],[907929],[916240],[927699],[931303],[933405],[935654],[936003],[951132],[951488],[954143],[954570],[954869],[956864],[959001],[961030],[962018],[975416],[975715],[983549],[986094],[986380],[986999],[989002],[990398],[991248],[993272],[996268],[1014150],[1016695],[1016981],[1017600],[1019603],[1020999],[1021849],[1023672],[1023873],[1026869],[1034180],[1034323],[1047631],[1047849],[1051552],[1051901],[1054171],[1054314],[1056636],[1057486],[1068669],[1072510],[1072796],[1073568],[1076199],[1076293],[1079013],[1083291],[1095786],[1105691],[1106047],[1108702],[1109129],[1109428],[1111423],[1113560],[1137403],[1137759],[1140414],[1140841],[1141140],[1143135],[1145272],[1147301],[1148289],[1154427],[1158496],[1158697],[1169820],[1172365],[1172651],[1173270],[1175273],[1176669],[1177519],[1179543],[1182539],[1189850],[1189993],[1194925],[1195019],[1196192],[1198859],[1199158],[1202094],[1202604],[1221708],[1222064],[1228024],[1231865],[1232923],[1238368],[1255141],[1260496],[1264337],[1264623],[1265395],[1268026],[1268120],[1270840],[1275118],[1279053],[1281774],[1285940],[1297518],[1297874],[1300529],[1300956],[1301255],[1303250],[1305387],[1314542],[1318812],[1323721],[1324231],[1331454],[1346542],[1350383],[1350669],[1351441],[1357297],[1357391],[1361231],[1384080],[1384436],[1390155],[1390249],[1391422],[1392542],[1394089],[1394388],[1397106],[1397324],[1397834],[1408922],[1411736],[1416014],[1423254],[1427095],[1428153],[1433598],[1441811],[1444532],[1454594],[1476961],[1477055],[1478228],[1479348],[1480895],[1481194],[1483912],[1487239],[1487749],[1510060],[1513901],[1514959],[1520097],[1520607],[1522884],[1524151],[1526886],[1527830],[1539360],[1553673],[1553767],[1556060],[1557607],[1575254],[1592583],[1606659],[1607169],[1609446],[1610713],[1613448],[1617352],[1639719],[1639813],[1642106],[1643653],[1647672],[1649824],[1652477],[1656448],[1682469],[1682979],[1685256],[1686523],[1721469],[1721563],[1732993],[1735145],[1737798],[1741769],[1752698],[1766774],[1767284],[1769561],[1770828],[1775188],[1809179],[1811832],[1843652],[1846818],[1847328],[1858309],[1877139],[1890815],[1893468],[1898368],[1961204],[1965240],[1968271],[1978396],[1993209],[1996885],[2077538],[2080493],[2107199],[2186851],[2213591] ] cell #1941 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232376],[270248],[310488],[330163],[349437],[376246],[398550],[401367],[417513],[420493],[449291],[453385],[473775],[475541],[496772],[502930],[504023],[519076],[528877],[534897],[555642],[559701],[563795],[564888],[583144],[587238],[595311],[607628],[609394],[619491],[622727],[632291],[650006],[651097],[656026],[661727],[675548],[681568],[702313],[706372],[710466],[711559],[718390],[720826],[731724],[734960],[744524],[750661],[753897],[755307],[763461],[778131],[781367],[790931],[808646],[809737],[814666],[820367],[827492],[830486],[838655],[841091],[851989],[855225],[858646],[861082],[871980],[875216],[884780],[887819],[890255],[901153],[904389],[913953],[920090],[923326],[924736],[932890],[943820],[954775],[957769],[965938],[968374],[975621],[978615],[986784],[989220],[1000118],[1003354],[1006222],[1009216],[1017385],[1019821],[1030719],[1033955],[1037376],[1039812],[1050710],[1053946],[1063510],[1073200],[1076903],[1081997],[1086254],[1087858],[1090852],[1098379],[1109334],[1112328],[1120497],[1122933],[1130091],[1141046],[1144040],[1152209],[1154645],[1161892],[1164886],[1173055],[1175491],[1186389],[1189625],[1199064],[1200737],[1207914],[1212050],[1214396],[1236258],[1241352],[1247213],[1250207],[1265027],[1268730],[1273824],[1278081],[1279685],[1282679],[1290206],[1301161],[1304155],[1312324],[1314760],[1328332],[1329527],[1332226],[1337129],[1341332],[1351073],[1363109],[1370286],[1376768],[1394294],[1395967],[1403144],[1407280],[1409626],[1431488],[1436582],[1442443],[1445437],[1455366],[1460228],[1462905],[1481100],[1482773],[1493045],[1500647],[1524708],[1525903],[1528602],[1533505],[1537708],[1559485],[1566662],[1573144],[1586123],[1592857],[1611270],[1612465],[1618124],[1622986],[1645531],[1650596],[1655458],[1658135],[1688275],[1695877],[1714715],[1735917],[1740779],[1746238],[1772580],[1777950],[1784684],[1809951],[1814813],[1861071],[1870385],[1891587],[1896449],[1900986],[1932509],[1969043],[1981014],[2010628],[2049115],[2084693],[2122973],[2192944],[2289023] ] cell #1942 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232379],[270251],[310491],[330166],[349440],[376249],[398553],[401240],[417516],[420496],[449294],[453258],[473778],[475544],[496775],[502803],[504026],[519079],[528880],[534770],[555645],[559704],[563668],[564891],[583147],[587111],[595184],[607631],[609397],[619494],[622600],[632294],[650009],[651169],[655899],[661600],[675551],[681441],[702316],[706375],[710339],[711562],[718328],[720898],[731727],[734833],[744527],[750664],[753770],[755384],[763464],[778134],[781240],[790934],[808649],[809809],[814539],[820240],[827712],[830563],[838593],[841163],[851992],[855098],[858584],[861154],[871983],[875089],[884783],[887757],[890327],[901156],[904262],[913956],[920093],[923199],[924813],[932893],[944043],[954995],[957846],[965876],[968446],[975841],[978692],[986722],[989292],[1000121],[1003227],[1006442],[1009293],[1017323],[1019893],[1030722],[1033828],[1037314],[1039884],[1050713],[1053819],[1063513],[1073138],[1077126],[1081935],[1086257],[1088078],[1090929],[1098602],[1109554],[1112405],[1120435],[1123005],[1130314],[1141266],[1144117],[1152147],[1154717],[1162112],[1164963],[1172993],[1175563],[1186392],[1189498],[1199284],[1200675],[1208134],[1212122],[1214619],[1236481],[1241290],[1247433],[1250284],[1264965],[1268953],[1273762],[1278084],[1279905],[1282756],[1290429],[1301381],[1304232],[1312262],[1314832],[1328555],[1329747],[1332298],[1337352],[1341409],[1351011],[1363047],[1370506],[1376991],[1394514],[1395905],[1403364],[1407352],[1409849],[1431711],[1436520],[1442663],[1445514],[1455438],[1460451],[1462982],[1481320],[1482711],[1493265],[1500870],[1524931],[1526123],[1528674],[1533728],[1537785],[1559423],[1566882],[1573367],[1586200],[1592865],[1611493],[1612685],[1618196],[1623209],[1645469],[1650668],[1655681],[1658212],[1688495],[1696100],[1714723],[1735989],[1741002],[1746315],[1772800],[1778027],[1784692],[1810023],[1815036],[1861148],[1870393],[1891659],[1896672],[1900994],[1932586],[1969115],[1981022],[2010705],[2049123],[2084770],[2122981],[2192952],[2289031] ] cell #1943 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232373],[270245],[310485],[330160],[349434],[376243],[398547],[401234],[417510],[420490],[449288],[453252],[473772],[475538],[496769],[502797],[504020],[519073],[528874],[534764],[555639],[559698],[563662],[564885],[583141],[587105],[595178],[607625],[609391],[619488],[622594],[632288],[650003],[651094],[655893],[661594],[675545],[681435],[702310],[706369],[710333],[711556],[718322],[720823],[731721],[734827],[744521],[750658],[753764],[755315],[763458],[778128],[781234],[790928],[808643],[809734],[814533],[820234],[827489],[830494],[838587],[841088],[851986],[855092],[858578],[861079],[871977],[875083],[884777],[887751],[890252],[901150],[904256],[913950],[920087],[923193],[924744],[932887],[943828],[954772],[957777],[965870],[968371],[975618],[978623],[986716],[989217],[1000115],[1003221],[1006219],[1009224],[1017317],[1019818],[1030716],[1033822],[1037308],[1039809],[1050707],[1053813],[1063507],[1073132],[1076911],[1081929],[1086251],[1087855],[1090860],[1098387],[1109331],[1112336],[1120429],[1122930],[1130099],[1141043],[1144048],[1152141],[1154642],[1161889],[1164894],[1172987],[1175488],[1186386],[1189492],[1199061],[1200669],[1207911],[1212047],[1214404],[1236266],[1241284],[1247210],[1250215],[1264959],[1268738],[1273756],[1278078],[1279682],[1282687],[1290214],[1301158],[1304163],[1312256],[1314757],[1328340],[1329524],[1332223],[1337137],[1341340],[1351005],[1363041],[1370283],[1376776],[1394291],[1395899],[1403141],[1407277],[1409634],[1431496],[1436514],[1442440],[1445445],[1455363],[1460236],[1462913],[1481097],[1482705],[1493042],[1500655],[1524716],[1525900],[1528599],[1533513],[1537716],[1559417],[1566659],[1573152],[1586131],[1592904],[1611278],[1612462],[1618121],[1622994],[1645463],[1650593],[1655466],[1658143],[1688272],[1695885],[1714762],[1735914],[1740787],[1746246],[1772577],[1777958],[1784731],[1809948],[1814821],[1861079],[1870432],[1891584],[1896457],[1901033],[1932517],[1969040],[1981061],[2010636],[2049162],[2084701],[2123020],[2192991],[2289070] ] cell #1944 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [136171],[174260],[174408],[184747],[215404],[215552],[221414],[228609],[232528],[250015],[250163],[266051],[268734],[269715],[270400],[281318],[283786],[283934],[289796],[308974],[309955],[310640],[324519],[326987],[327135],[330984],[331492],[333229],[345567],[347923],[348904],[349589],[365727],[377067],[377575],[379312],[387888],[388036],[394680],[397036],[398017],[398702],[401645],[402031],[417665],[419177],[421314],[421822],[422499],[423559],[441511],[444023],[450112],[453663],[454049],[460146],[461950],[465022],[466635],[473927],[474225],[476362],[476870],[477547],[478607],[481707],[482466],[497593],[499838],[503208],[503594],[505429],[519228],[522278],[523690],[526699],[529495],[535175],[535561],[537599],[538073],[539616],[540375],[546401],[547158],[548285],[551921],[557450],[560522],[562135],[564073],[564459],[566294],[570913],[583965],[587516],[587902],[594329],[595088],[595589],[607780],[610215],[611400],[612460],[615941],[616703],[617460],[623005],[625692],[627104],[629354],[630113],[631690],[631862],[632909],[634524],[641932],[642058],[643407],[643909],[647828],[651927],[653054],[656304],[656690],[658728],[660745],[661504],[662005],[681846],[682232],[684270],[684744],[686287],[687046],[694141],[704121],[707193],[708806],[710744],[711130],[712965],[718685],[718811],[721656],[725011],[727445],[728174],[728936],[729693],[732035],[733780],[734737],[735238],[745700],[747111],[754175],[755513],[756862],[757364],[760524],[761283],[763032],[765694],[781645],[784332],[785744],[787994],[788753],[790330],[790502],[791549],[793164],[799653],[810567],[811694],[814944],[815330],[817368],[819385],[820144],[820645],[828422],[830210],[830692],[834160],[834889],[837203],[837446],[838950],[839076],[841921],[844036],[855503],[861912],[865267],[867019],[867701],[868430],[872291],[875494],[891085],[894440],[896874],[897603],[898365],[899122],[901464],[903209],[904166],[904667],[913352],[913524],[923604],[924942],[926291],[926793],[929953],[930712],[932461],[935123],[941612],[946356],[946599],[947065],[947747],[950661],[953479],[953806],[955705],[957975],[969204],[972559],[978339],[978821],[983018],[990050],[1003632],[1008940],[1009422],[1012890],[1013619],[1015933],[1016176],[1017680],[1017806],[1020651],[1022766],[1026440],[1032775],[1034233],[1040642],[1043997],[1045749],[1046431],[1047160],[1051021],[1054224],[1063081],[1068005],[1068332],[1075661],[1080148],[1090576],[1091058],[1094526],[1095255],[1100915],[1101158],[1101624],[1112534],[1123763],[1127118],[1132627],[1132870],[1133336],[1134018],[1135124],[1136932],[1139750],[1140077],[1141976],[1144246],[1150757],[1155475],[1157590],[1164610],[1165092],[1169289],[1176321],[1182110],[1189903],[1194387],[1212880],[1216932],[1217175],[1217641],[1218323],[1219429],[1221237],[1227360],[1227687],[1239503],[1249931],[1250413],[1254610],[1259832],[1260159],[1262469],[1263860],[1267488],[1271975],[1278716],[1282885],[1292742],[1292985],[1293451],[1295239],[1304361],[1315590],[1331139],[1341538],[1345878],[1346205],[1348515],[1349906],[1356759],[1379304],[1379547],[1380013],[1381801],[1389617],[1392205],[1408110],[1412871],[1422590],[1422917],[1425227],[1426618],[1434733],[1445643],[1461644],[1461887],[1463111],[1472113],[1476423],[1479011],[1494657],[1509396],[1509723],[1512033],[1513424],[1537914],[1553135],[1555723],[1576389],[1586329],[1591919],[1592246],[1593671],[1624402],[1639181],[1641769],[1658341],[1667343],[1712842],[1715529],[1720931],[1721860],[1746444],[1752361],[1785498],[1839242],[1840963],[1871199],[1908131],[1960776],[1990520] ] cell #1945 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1946 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232380],[270252],[310492],[330167],[349441],[376250],[398554],[401241],[417517],[420497],[449295],[453259],[473779],[475545],[496776],[502804],[504027],[519080],[528881],[534771],[555646],[559705],[563669],[564892],[583148],[587112],[595185],[607632],[609398],[619495],[622601],[632295],[650010],[651170],[655900],[661601],[675552],[681442],[702317],[706376],[710340],[711563],[718329],[720899],[731728],[734834],[744528],[750665],[753771],[755387],[763465],[778135],[781241],[790935],[808650],[809810],[814540],[820241],[827713],[830566],[838594],[841164],[851993],[855099],[858585],[861155],[871984],[875090],[884784],[887758],[890328],[901157],[904263],[913957],[920094],[923200],[924816],[932894],[944046],[954996],[957849],[965877],[968447],[975842],[978695],[986723],[989293],[1000122],[1003228],[1006443],[1009296],[1017324],[1019894],[1030723],[1033829],[1037315],[1039885],[1050714],[1053820],[1063514],[1073139],[1077129],[1081936],[1086258],[1088079],[1090932],[1098605],[1109555],[1112408],[1120436],[1123006],[1130317],[1141267],[1144120],[1152148],[1154718],[1162113],[1164966],[1172994],[1175564],[1186393],[1189499],[1199285],[1200676],[1208135],[1212123],[1214622],[1236484],[1241291],[1247434],[1250287],[1264966],[1268956],[1273763],[1278085],[1279906],[1282759],[1290432],[1301382],[1304235],[1312263],[1314833],[1328558],[1329748],[1332299],[1337355],[1341412],[1351012],[1363048],[1370507],[1376994],[1394515],[1395906],[1403365],[1407353],[1409852],[1431714],[1436521],[1442664],[1445517],[1455439],[1460454],[1462985],[1481321],[1482712],[1493266],[1500873],[1524934],[1526124],[1528675],[1533731],[1537788],[1559424],[1566883],[1573370],[1586203],[1592907],[1611496],[1612686],[1618197],[1623212],[1645470],[1650669],[1655684],[1658215],[1688496],[1696103],[1714765],[1735990],[1741005],[1746318],[1772801],[1778030],[1784734],[1810024],[1815039],[1861151],[1870435],[1891660],[1896675],[1901036],[1932589],[1969116],[1981064],[2010708],[2049165],[2084773],[2123023],[2192994],[2289073] ] cell #1947 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1948 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1949 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658164],[755406],[755895],[799089],[816804],[830585],[831074],[866972],[905970],[906387],[924835],[925324],[941048],[944065],[947018],[957868],[958357],[978714],[979203],[1009315],[1009804],[1010466],[1010883],[1025711],[1045702],[1055944],[1066108],[1077148],[1080101],[1090951],[1091440],[1092102],[1092519],[1098624],[1101577],[1112427],[1112916],[1130336],[1132518],[1133289],[1134395],[1135988],[1144139],[1144628],[1164985],[1165474],[1166136],[1166553],[1181381],[1203601],[1214641],[1216823],[1217594],[1218700],[1220293],[1225463],[1236503],[1239456],[1243234],[1250306],[1250795],[1251457],[1251874],[1257935],[1260038],[1263131],[1268975],[1271928],[1282778],[1283267],[1290451],[1292633],[1293404],[1294510],[1296103],[1304254],[1304743],[1328577],[1337374],[1341431],[1341920],[1343981],[1346084],[1349177],[1363495],[1363912],[1365973],[1372275],[1377013],[1379195],[1379966],[1381072],[1382665],[1387839],[1398831],[1409871],[1412824],[1415523],[1420693],[1422796],[1423998],[1425889],[1431733],[1434686],[1438464],[1445536],[1446025],[1459350],[1460473],[1461535],[1463004],[1467371],[1467990],[1472066],[1474645],[1484938],[1489233],[1493928],[1496579],[1500892],[1505438],[1507499],[1509602],[1510804],[1512695],[1524953],[1533750],[1537807],[1538296],[1540357],[1545553],[1551357],[1554482],[1562349],[1568651],[1573389],[1576342],[1579041],[1580120],[1585304],[1586222],[1590178],[1591142],[1592125],[1592964],[1593624],[1596846],[1598490],[1602817],[1611515],[1614490],[1615100],[1618322],[1623231],[1630129],[1630748],[1634824],[1637403],[1640528],[1654580],[1655703],[1658234],[1662601],[1663220],[1667296],[1669875],[1678806],[1681861],[1691809],[1696122],[1700668],[1702729],[1706034],[1707925],[1709031],[1713942],[1714552],[1714822],[1715482],[1720259],[1721940],[1722071],[1724573],[1725610],[1731394],[1739901],[1741024],[1742831],[1742917],[1746337],[1746456],[1751257],[1753739],[1756961],[1758605],[1766166],[1778049],[1782005],[1782969],[1784791],[1785451],[1788673],[1790317],[1794644],[1800480],[1805175],[1815058],[1821956],[1822575],[1826651],[1829230],[1829302],[1832355],[1840226],[1840312],[1841043],[1841174],[1842622],[1847927],[1849621],[1850231],[1855938],[1861170],[1865126],[1866090],[1867918],[1870492],[1871152],[1875929],[1877741],[1881280],[1896694],[1901093],[1901753],[1906530],[1906602],[1908211],[1908342],[1910844],[1911881],[1917665],[1919164],[1922386],[1932608],[1937528],[1940010],[1943232],[1944876],[1952437],[1962175],[1962963],[1963819],[1970846],[1970932],[1973242],[1981121],[1981781],[1986558],[1986630],[1990600],[1990731],[1992179],[1997484],[2005495],[2010727],[2015647],[2019773],[2019904],[2021352],[2022282],[2026657],[2028351],[2028961],[2034668],[2036480],[2040019],[2049222],[2049882],[2054659],[2054731],[2056471],[2060010],[2079856],[2084792],[2086419],[2088063],[2095907],[2096038],[2097486],[2098416],[2104922],[2105778],[2115201],[2123080],[2123740],[2128517],[2128589],[2132392],[2133248],[2134110],[2140275],[2140361],[2142671],[2147976],[2155987],[2160029],[2160160],[2161608],[2162538],[2166913],[2174924],[2193051],[2193711],[2196594],[2203945],[2204801],[2205663],[2212954],[2221161],[2229005],[2229136],[2230584],[2231514],[2238496],[2239284],[2245059],[2246703],[2256126],[2263562],[2264418],[2265280],[2273841],[2287157],[2289130],[2294297],[2294428],[2302029],[2304912],[2305700],[2316939],[2319822],[2327173],[2328029],[2328891],[2343265],[2351472],[2359625],[2360413],[2367832],[2377255],[2382685],[2383124],[2387331],[2393646],[2407050],[2417534],[2418322],[2435882],[2438765],[2453675],[2461882],[2467265],[2467826],[2472807],[2477014],[2484687],[2488894],[2514172],[2538060],[2543335],[2547782],[2558156],[2579832],[2584039],[2613605],[2622524],[2641449],[2694345] ] cell #1950 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1951 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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391039,2133251],[1392233,1404102],[1399808,2341784],[1399889,2140364],[1408823,1672092],[1425195,1437391],[1430532,2166911],[1430685,1940085],[1449641,1708000],[1466806,2196592],[1466959,1973317],[1477845,2204804],[1488668,2212952],[1488821,1992254],[1498724,1769462],[1499707,2221164],[1521526,2238494],[1521679,2021427],[1522785,1531582],[1530323,2245057],[1532565,2246706],[1555751,1567620],[1572341,1831447],[1608088,2304910],[1608241,2097561],[1622183,1877040],[1629564,2319820],[1629717,2115276],[1653549,1907641],[1662036,2343263],[1662189,2142746],[1673075,2351475],[1685157,1693954],[1694937,2367835],[1738870,1987669],[1760822,2006606],[1799915,2438763],[1800068,2256201],[1812904,1814010],[1821391,2453673],[1821544,2273916],[1894540,1895646],[1925141,2157098],[1947093,2176035],[2073270,2074376] ] cell #1952 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1953 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874061],[985429],[1052791],[1069619],[1108169],[1171700],[1188470],[1195659],[1261446],[1287922],[1299996],[1310969],[1347492],[1390889],[1393492],[1409094],[1441278],[1477695],[1480298],[1523056],[1523618],[1538859],[1557010],[1609618],[1610180],[1643056],[1650421],[1651976],[1668334],[1685428],[1685990],[1735742],[1737297],[1769733],[1770295],[1777521],[1779313],[1809776],[1811331],[1860642],[1862434],[1877311],[1891412],[1892967],[1901217],[1932080],[1933435],[1933872],[1968868],[1981245],[1996384],[2010199],[2011554],[2011991],[2049346],[2050336],[2084264],[2093112],[2103172],[2110224],[2123204],[2124194],[2161072],[2180983],[2188314],[2193175],[2201002],[2210630],[2230048],[2251752],[2282834],[2290063],[2296632],[2301493],[2310032],[2347673],[2376719],[2383198],[2389281],[2430485],[2435346],[2472881],[2509807],[2579906], 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212654],[1750704,2216125],[1753203,2218822],[1756588,1769312],[1778876,2241591],[1784915,2244364],[1812754,2053721],[1817061,2270756],[1822022,2273988],[1838771,2288780],[1840520,2289994],[1842086,2292877],[1851615,2299806],[1861997,2308007],[1868118,2310256],[1870616,2103439],[1871606,2104215],[1872265,2311630],[1874991,1876890],[1881988,2113480],[1894390,2127579],[1902207,2338159],[1912589,2346360],[1924991,2356521],[1939474,2365493],[1962375,2383422],[1971140,2389212],[1972706,2392095],[1982235,2399024],[1988328,2401402],[1991643,2211548],[2001172,2219598],[2004557,2006456],[2020816,2426730],[2030345,2433659],[2040727,2441860],[2060718,2272120],[2073120,2286219],[2078460,2467915],[2086619,2473105],[2096950,2481778],[2114665,2318416],[2140569,2509738],[2142135,2512621],[2151664,2519550],[2170601,2366269],[2173986,2175885],[2195198,2547871],[2245259,2580130],[2255590,2588803],[2273305,2452269],[2341869,2641538] ] cell #1954 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [223788],[261891],[276779],[277012],[292170],[319011],[332603],[332836],[340793],[355558],[356201],[364202],[378686],[378919],[388359],[403099],[404359],[405289],[422933],[423166],[426036],[431123],[439787],[448587],[455117],[456377],[457307],[463497],[467146],[477981],[478214],[483661],[484728],[485832],[504662],[505922],[506852],[508885],[522136],[524843],[533837],[541570],[542637],[543741],[550197],[554235],[554468],[558997],[565527],[566787],[567717],[571324],[573640],[582440],[591160],[596283],[597117],[597350],[598454],[600999],[615799],[623671],[625550],[628257],[634935],[637251],[642770],[643265],[644854],[645972],[650406],[654966],[657991],[659237],[662699],[663533],[663766],[664870],[668807],[671514],[680508],[689308],[690412],[694552],[696868],[697176],[705668],[714388],[719523],[726103],[728032],[732446],[735904],[736137],[737783],[740490],[745678],[746493],[746969],[747725],[756720],[758309],[759427],[762170],[763861],[766105],[768421],[768729],[774439],[784190],[786897],[793575],[795891],[801905],[803187],[804612],[813606],[816631],[817877],[822173],[822406],[823510],[828400],[829215],[834018],[835300],[839788],[842402],[844981],[846060],[846368],[848297],[856701],[856826],[858794],[867561],[867812],[868288],[869044],[872702],[878039],[879321],[880746],[897461],[901875],[905333],[905566],[907212],[909919],[916398],[926149],[927738],[928856],[931599],[933290],[935534],[937850],[938158],[940875],[944743],[944868],[947607],[947858],[950519],[951621],[954204],[955683],[956498],[959159],[960955],[962583],[963018],[974289],[983429],[984964],[986932],[990531],[996426],[1012748],[1014030],[1018518],[1021132],[1023711],[1024790],[1025098],[1027027],[1035132],[1046291],[1046542],[1047018],[1047774],[1051432],[1056769],[1058051],[1059476],[1062219],[1066849],[1068730],[1069154],[1073726],[1076050],[1076377],[1077826],[1077951],[1080941],[1083224],[1094384],[1095666],[1102417],[1106180],[1108002],[1113718],[1117142],[1133878],[1134129],[1136790],[1137892],[1140475],[1141954],[1142769],[1145430],[1147226],[1148854],[1149289],[1158535],[1159614],[1169700],[1171235],[1173203],[1176802],[1181970],[1182697],[1194776],[1195103],[1195492],[1202168],[1202465],[1204342],[1206647],[1218183],[1218434],[1221095],[1222197],[1228085],[1228509],[1233081],[1240296],[1255021],[1260557],[1260981],[1263720],[1265553],[1267877],[1268204],[1269653],[1269778],[1272768],[1275051],[1279114],[1285865],[1287493],[1294244],[1298007],[1299829],[1305545],[1308969],[1323795],[1324092],[1331506],[1335872],[1346603],[1347027],[1349766],[1351599],[1357148],[1357475],[1357864],[1369019],[1380806],[1384569],[1390006],[1390333],[1390722],[1392603],[1397398],[1397695],[1399572],[1401877],[1408773],[1413664],[1415947],[1423315],[1423739],[1426478],[1428311],[1435526],[1450251],[1454646],[1472906],[1476812],[1477139],[1477528],[1479409],[1487313],[1487610],[1499390],[1510121],[1510545],[1513284],[1515117],[1520171],[1520468],[1522735],[1527882],[1532248],[1539221],[1543403],[1553524],[1553851],[1554240],[1556121],[1565395],[1577182],[1592644],[1602558],[1606733],[1607030],[1609297],[1617404],[1639570],[1639897],[1640286],[1642167],[1649876],[1652338],[1668136],[1672758],[1682543],[1682840],[1685107],[1694620],[1705775],[1721320],[1721647],[1722688],[1731152],[1735197],[1737659],[1752759],[1766848],[1767145],[1769412],[1794385],[1809231],[1811693],[1832113],[1841791],[1846892],[1847189],[1848485],[1876990],[1890867],[1893329],[1908959],[1917423],[1961278],[1963521],[1968323],[1969212],[1991348],[1996746],[2027215],[2077590],[2078992],[2105480],[2138641],[2186806],[2212090] ] cell #1955 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1956 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1957 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1958 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1959 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[236104,521979],[243812,533371],[301196,625393],[302796,627748],[313076,643108],[320784,654500],[337479,680042],[370489,730017],[383105,548326],[383193,383476],[386853,753233],[389258,756563],[390858,758918],[408221,784033],[409821,786388],[415929,795425],[417262,1031455],[427809,813140],[442336,833861],[461369,461665],[461805,864739],[465409,864591],[468996,653095],[469084,469367],[469784,870273],[472744,657603],[491015,899446],[497980,909410],[499340,911334],[507379,922662],[509784,925992],[511384,928347],[517492,937384],[518825,1187125],[522448,946469],[536386,733821],[536474,536757],[548884,982459],[552746,981990],[556869,557165],[557305,759066],[560909,762279],[568244,1002690],[576189,1012591],[577806,1014950],[588727,1029012],[590327,1031367],[595658,1043469],[599262,1043321],[600770,1299303],[602849,811735],[602937,603220],[603637,1049003],[606597,816243],[610602,1058967],[611962,1060891],[615669,1068507],[625862,837316],[627896,631545],[631109,631405],[639800,1094227],[641417,1096586],[643577,1101028],[644010,1104948],[653653,870742],[662074,1126590],[665678,1126442],[667186,1385865],[669119,1132740],[669385,1133092],[676045,1139100],[683057,903250],[683145,683428],[695555,1168730],[697603,1424572],[699417,1168261],[701034,1170620],[703540,703836],[703976,928495],[707580,931708],[711955,1184682],[713555,1187037],[714915,940487],[727902,953981],[730486,734379],[735307,1223553],[738095,1217045],[738361,1217397],[745021,1223405],[746839,1227862],[757465,988259],[767108,1254051],[769156,1511378],[770970,1253582],[772587,1255941],[774309,1260334],[774699,1259927],[775034,1260666],[782068,1266498],[784502,1016046],[786536,790185],[789749,790045],[798440,1032816],[798528,798811],[800057,1034744],[802217,1292855],[802483,1293207],[802650,1296775],[804730,1554371],[809143,1299215],[812293,1049472],[820714,1059115],[824318,1062328],[825826,1582241],[840130,844137],[842714,1348628],[842980,1348980],[845677,1353013],[846795,1603391],[848167,1346380],[848557,1345973],[848892,1346712],[855926,1352544],[875563,1385925],[878351,1379417],[878617,1379769],[878784,1383337],[880864,1640417],[885277,1385777],[886744,1387190],[886907,1389465],[887432,1389663],[897331,1140252],[899915,903808],[904736,1139248],[907524,1150870],[907790,1151222],[909558,913207],[912771,913067],[914450,1159723],[916268,1423092],[916658,1422685],[916993,1423424],[919320,1683658],[926894,1174530],[936537,1185151],[938585,1706608],[951933,1461757],[952199,1462109],[959029,1479186],[959419,1478779],[959754,1479518],[962046,1483169],[963136,1731283],[964863,1473996],[965026,1476271],[965551,1476469],[990843,1512146],[991109,1512498],[993806,1516531],[996296,1509898],[996686,1509491],[997021,1510230],[999348,1767963],[1004868,1517089],[1005824,1519962],[1018860,1022867],[1021444,1262582],[1021710,1262934],[1024407,1266967],[1025525,1795218],[1026897,1278891],[1027287,1278484],[1027622,1279223],[1029481,1033374],[1031515,1034302],[1036464,1552983],[1036989,1553181],[1054293,1299363],[1057514,1313799],[1059594,1832244],[1071019,1588378],[1073596,1592421],[1073986,1592014],[1074321,1592753],[1076321,1604368],[1076495,1849336],[1079340,1609568],[1081085,1608756],[1081610,1608954],[1085484,1856656],[1086504,1603651],[1087460,1606524],[1106492,1624515],[1106758,1624867],[1113588,1641944],[1113978,1641537],[1114313,1642276],[1116605,1645927],[1119585,1639029],[1120110,1639227],[1128777,1646921],[1145300,1392380],[1145690,1391973],[1146025,1392712],[1148317,1396363],[1149407,1917554],[1151297,1408232],[1151822,1408430],[1153684,1157691],[1156268,1159231],[1161494,1682334],[1177114,1425340],[1177380,1425692],[1180077,1429725],[1185619,1954234],[1187185,1189972],[1195047,1717536],[1195221,1713657],[1196590,1716819],[1199825,1720779],[1200350,1720977],[1202373,1732394],[1202894,1970558],[1207516,1737153],[1213082,1732242],[1230374,1748493],[1232951,1752536],[1233341,1752129],[1233676,1752868],[1235676,1764483],[1238695,1769683],[1240440,1768871],[1240965,1769069],[1246815,1766639],[1268148,1517806],[1268322,2028066],[1271167,1523006],[1272912,1522194],[1273437,1522392],[1277311,2035386],[1279287,1538715],[1283939,1286956],[1305415,1555898],[1305805,1555491],[1306140,1556230],[1308432,1559881],[1316383,1319346],[1321022,1839035],[1324000,1843053],[1324521,1839938],[1325524,1844616],[1325898,1842901],[1329129,1846683],[1331360,2085545],[1331690,1857759],[1357419,1873206],[1357593,1869327],[1358962,1872489],[1361558,1877261],[1362197,1876449],[1362722,1876647],[1364745,1888064],[1369888,1892823],[1397603,1647073],[1398124,2139987],[1402746,1651832],[1409044,1412063],[1430906,1680178],[1433925,1685378],[1435670,1684566],[1436195,1684764],[1446697,1449714],[1451983,1961019],[1454500,1961301],[1454830,1964690],[1455937,1965630],[1467180,1975236],[1484540,1988592],[1487518,1992610],[1488039,1989495],[1489042,1994173],[1489416,1992458],[1492647,1996240],[1495208,2007316],[1503084,2006827],[1521900,1777141],[1527736,2244185],[1528066,1774638],[1557934,1813125],[1561121,1806428],[1566264,1811187],[1572562,1575581],[1582733,2077113],[1584906,2078724],[1586688,2081509],[1597219,2089874],[1608462,1860262],[1614741,2102978],[1617258,2103260],[1617588,2106649],[1618695,2107589],[1629938,2117195],[1643980,1894761],[1651167,1900324],[1653770,1656775],[1662410,2144665],[1690438,1929197],[1698314,2176256],[1714193,2188120],[1724175,2195462],[1725957,2198247],[1736488,1980352],[1739091,1742096],[1742848,2210211],[1746803,2214607],[1757334,2222972],[1778515,2019051],[1789046,2248514],[1800289,2038992],[1821765,2275835],[1835807,2073491],[1840243,2289644],[1849872,2296438],[1861636,2095185],[1881627,2321475],[1910446,2342133],[1912228,2344918],[1922759,2149781],[1925362,1928367],[1943605,2369643],[1970863,2388862],[2028602,2430291],[2040366,2253825],[2060357,2455328],[2140292,2509388] ] cell #1960 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355977],[405065],[457083],[482074],[506628],[539983],[567493],[571014],[590936],[594696],[629721],[634625],[659013],[661112],[686654],[694242],[695521],[714164],[725378],[732136],[756234],[760891],[765795],[767074],[788361],[793265],[802877],[817653],[819752],[831413],[834990],[845643],[865634],[867000],[872392],[879011],[894807],[901565],[925663],[930320],[935224],[936503],[944450],[947046],[958696],[962273],[972926],[979542],[983119],[984835],[993772],[1010143],[1013720],[1024373],[1044364],[1045730],[1051122],[1057741],[1066136],[1069025],[1077533],[1080129],[1091779],[1095356],[1099009],[1101605],[1113255],[1116832],[1127485],[1130721],[1133317],[1144967],[1148544],[1159197],[1165813],[1169390],[1171106],[1180043],[1192505],[1203629],[1206518],[1215026],[1217622],[1225491],[1228380],[1236888],[1239484],[1251134],[1254711],[1257963],[1260852],[1269360],[1271956],[1283606],[1287183],[1290836],[1293432],[1305082],[1308659],[1319312],[1328962],[1332885],[1337759],[1342259],[1344009],[1346898],[1354877],[1366001],[1368890],[1377398],[1379994],[1387735],[1398859],[1401748],[1410256],[1412852],[1420721],[1423610],[1432118],[1434714],[1446364],[1449941],[1459378],[1460858],[1468018],[1472094],[1474541],[1496403],[1501277],[1507527],[1510416],[1525338],[1529261],[1534135],[1538635],[1540385],[1543274],[1551253],[1562377],[1565266],[1573774],[1576370],[1590002],[1591170],[1593652],[1598386],[1602429],[1611900],[1623616],[1630776],[1637299],[1654608],[1656088],[1663248],[1667324],[1669771],[1691633],[1696507],[1702757],[1705646],[1715510],[1720155],[1722559],[1739929],[1741409],[1751285],[1758501],[1781829],[1782997],[1785479],[1790213],[1794256],[1815443],[1822603],[1829126],[1841662],[1847800],[1864950],[1866118],[1871180],[1875825],[1897079],[1901781],[1906426],[1908830],[1937556],[1944772],[1962836],[1981809],[1986454],[1991219],[2015675],[2020392],[2026530],[2049910],[2054555],[2096526],[2104795],[2123768],[2128413],[2132265],[2160648],[2193739],[2203818],[2229624],[2263435],[2294916],[2327046],[2387204],[2467448] ] cell #1961 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355968],[405056],[457074],[482065],[506619],[539974],[567484],[571008],[590927],[594687],[629712],[634619],[659004],[661103],[686645],[694236],[695512],[714155],[725369],[732130],[756225],[760882],[765789],[767065],[788352],[793259],[802871],[817644],[819743],[831404],[834984],[845634],[865625],[866997],[872386],[879005],[894798],[901559],[925654],[930311],[935218],[936494],[944444],[947043],[958687],[962267],[972917],[979533],[983113],[984839],[993763],[1010134],[1013714],[1024364],[1044355],[1045727],[1051116],[1057735],[1066133],[1069029],[1077527],[1080126],[1091770],[1095350],[1099003],[1101602],[1113246],[1116826],[1127476],[1130715],[1133314],[1144958],[1148538],[1159188],[1165804],[1169384],[1171110],[1180034],[1192509],[1203626],[1206522],[1215020],[1217619],[1225488],[1228384],[1236882],[1239481],[1251125],[1254705],[1257960],[1260856],[1269354],[1271953],[1283597],[1287177],[1290830],[1293429],[1305073],[1308653],[1319303],[1328956],[1332889],[1337753],[1342250],[1344006],[1346902],[1354881],[1365998],[1368894],[1377392],[1379991],[1387739],[1398856],[1401752],[1410250],[1412849],[1420718],[1423614],[1432112],[1434711],[1446355],[1449935],[1459375],[1460852],[1468015],[1472091],[1474545],[1496407],[1501271],[1507524],[1510420],[1525332],[1529265],[1534129],[1538626],[1540382],[1543278],[1551257],[1562374],[1565270],[1573768],[1576367],[1590006],[1591167],[1593649],[1598390],[1602433],[1611894],[1623610],[1630773],[1637303],[1654605],[1656082],[1663245],[1667321],[1669775],[1691637],[1696501],[1702754],[1705650],[1715507],[1720159],[1722563],[1739926],[1741403],[1751282],[1758505],[1781833],[1782994],[1785476],[1790217],[1794260],[1815437],[1822600],[1829130],[1841666],[1847833],[1864954],[1866115],[1871177],[1875829],[1897073],[1901778],[1906430],[1908834],[1937553],[1944776],[1962869],[1981806],[1986458],[1991223],[2015672],[2020396],[2026563],[2049907],[2054559],[2096530],[2104828],[2123765],[2128417],[2132298],[2160652],[2193736],[2203851],[2229628],[2263468],[2294920],[2327079],[2387237],[2467481] ] cell #1962 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [223792],[261895],[276789],[277016],[292174],[319015],[332613],[332840],[340800],[355562],[356205],[364206],[378696],[378923],[388366],[403109],[404366],[405293],[422943],[423170],[426040],[431130],[439794],[448591],[455127],[456384],[457311],[463501],[467143],[477991],[478218],[483668],[484732],[485839],[504672],[505929],[506856],[508892],[522143],[524840],[533844],[541577],[542641],[543748],[550204],[554245],[554472],[559001],[565537],[566794],[567721],[571331],[573647],[582444],[591164],[596290],[597127],[597354],[598461],[600996],[615796],[623681],[625557],[628254],[634942],[637258],[642780],[643272],[644858],[645969],[650413],[654973],[657995],[659241],[662706],[663543],[663770],[664877],[668814],[671511],[680515],[689312],[690419],[694559],[696875],[697183],[705672],[714392],[719533],[726110],[728029],[732453],[735914],[736141],[737790],[740487],[745682],[746500],[746966],[747729],[756727],[758313],[759424],[762177],[763868],[766112],[768428],[768736],[774436],[784197],[786894],[793582],[795898],[801912],[803194],[804609],[813613],[816635],[817881],[822183],[822410],[823517],[828404],[829222],[834025],[835307],[839798],[842409],[844985],[846067],[846375],[848294],[856702],[856830],[858795],[867568],[867819],[868285],[869048],[872709],[878046],[879328],[880743],[897458],[901882],[905343],[905570],[907219],[909916],[916395],[926156],[927742],[928853],[931606],[933297],[935541],[937857],[938165],[940879],[944744],[944872],[947614],[947865],[950516],[951628],[954211],[955687],[956505],[959156],[960959],[962590],[963015],[974290],[983436],[984968],[986933],[990538],[996423],[1012755],[1014037],[1018528],[1021139],[1023715],[1024797],[1025105],[1027024],[1035136],[1046298],[1046549],[1047015],[1047778],[1051439],[1056776],[1058058],[1059473],[1062226],[1066850],[1068737],[1069158],[1073723],[1076054],[1076374],[1077827],[1077955],[1080948],[1083225],[1094391],[1095673],[1102424],[1106187],[1108003],[1113715],[1117149],[1133885],[1134136],[1136787],[1137899],[1140482],[1141958],[1142776],[1145427],[1147230],[1148861],[1149286],[1158539],[1159621],[1169707],[1171239],[1173204],[1176809],[1181977],[1182694],[1194780],[1195100],[1195493],[1202165],[1202466],[1204343],[1206651],[1218190],[1218441],[1221092],[1222204],[1228092],[1228513],[1233078],[1240303],[1255028],[1260564],[1260985],[1263727],[1265550],[1267881],[1268201],[1269654],[1269782],[1272775],[1275052],[1279121],[1285869],[1287500],[1294251],[1298014],[1299830],[1305542],[1308976],[1323792],[1324093],[1331507],[1335873],[1346610],[1347031],[1349773],[1351596],[1357152],[1357472],[1357865],[1369023],[1380813],[1384576],[1390010],[1390330],[1390723],[1392610],[1397395],[1397696],[1399573],[1401881],[1408777],[1413671],[1415948],[1423322],[1423743],[1426485],[1428308],[1435533],[1450258],[1454647],[1472913],[1476816],[1477136],[1477529],[1479416],[1487310],[1487611],[1499391],[1510128],[1510549],[1513291],[1515114],[1520168],[1520469],[1522739],[1527883],[1532249],[1539222],[1543407],[1553528],[1553848],[1554241],[1556128],[1565399],[1577189],[1592651],[1602562],[1606730],[1607031],[1609301],[1617405],[1639574],[1639894],[1640287],[1642174],[1649877],[1652339],[1668143],[1672759],[1682540],[1682841],[1685111],[1694621],[1705779],[1721324],[1721644],[1722692],[1731153],[1735198],[1737660],[1752766],[1766845],[1767146],[1769416],[1794389],[1809232],[1811694],[1832114],[1841795],[1846889],[1847190],[1848486],[1876994],[1890868],[1893330],[1908963],[1917424],[1961275],[1963522],[1968324],[1969213],[1991352],[1996747],[2027216],[2077591],[2078993],[2105481],[2138642],[2186807],[2212091] ] cell #1963 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355978],[405066],[457084],[482075],[506629],[539984],[567494],[571015],[590937],[594697],[629722],[634626],[659014],[661113],[686655],[694243],[695522],[714165],[725379],[732137],[756235],[760892],[765796],[767075],[788362],[793266],[802878],[817654],[819753],[831414],[834991],[845644],[865635],[867001],[872393],[879012],[894808],[901566],[925664],[930321],[935225],[936504],[944451],[947047],[958697],[962274],[972927],[979543],[983120],[984840],[993773],[1010144],[1013721],[1024374],[1044365],[1045731],[1051123],[1057742],[1066137],[1069030],[1077534],[1080130],[1091780],[1095357],[1099010],[1101606],[1113256],[1116833],[1127486],[1130722],[1133318],[1144968],[1148545],[1159198],[1165814],[1169391],[1171111],[1180044],[1192510],[1203630],[1206523],[1215027],[1217623],[1225492],[1228385],[1236889],[1239485],[1251135],[1254712],[1257964],[1260857],[1269361],[1271957],[1283607],[1287184],[1290837],[1293433],[1305083],[1308660],[1319313],[1328963],[1332890],[1337760],[1342260],[1344010],[1346903],[1354882],[1366002],[1368895],[1377399],[1379995],[1387740],[1398860],[1401753],[1410257],[1412853],[1420722],[1423615],[1432119],[1434715],[1446365],[1449942],[1459379],[1460859],[1468019],[1472095],[1474546],[1496408],[1501278],[1507528],[1510421],[1525339],[1529266],[1534136],[1538636],[1540386],[1543279],[1551258],[1562378],[1565271],[1573775],[1576371],[1590007],[1591171],[1593653],[1598391],[1602434],[1611901],[1623617],[1630777],[1637304],[1654609],[1656089],[1663249],[1667325],[1669776],[1691638],[1696508],[1702758],[1705651],[1715511],[1720160],[1722564],[1739930],[1741410],[1751286],[1758506],[1781834],[1782998],[1785480],[1790218],[1794261],[1815444],[1822604],[1829131],[1841667],[1847834],[1864955],[1866119],[1871181],[1875830],[1897080],[1901782],[1906431],[1908835],[1937557],[1944777],[1962870],[1981810],[1986459],[1991224],[2015676],[2020397],[2026564],[2049911],[2054560],[2096531],[2104829],[2123769],[2128418],[2132299],[2160653],[2193740],[2203852],[2229629],[2263469],[2294921],[2327080],[2387238],[2467482] ] cell #1964 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [874916],[984859],[985356],[1033655],[1053646],[1069049],[1069546],[1107960],[1150354],[1150781],[1171130],[1171627],[1189325],[1192529],[1195450],[1206542],[1207039],[1228404],[1228901],[1260876],[1261373],[1262066],[1262493],[1278311],[1299787],[1310896],[1321966],[1332909],[1335830],[1346922],[1347419],[1348112],[1348539],[1354901],[1357822],[1368914],[1369411],[1387759],[1389899],[1390680],[1391800],[1393419],[1401772],[1402269],[1423634],[1424131],[1424824],[1425251],[1441069],[1463622],[1474565],[1476705],[1477486],[1478606],[1480225],[1485484],[1496427],[1499348],[1503207],[1510440],[1510937],[1511630],[1512057],[1518342],[1520356],[1523409],[1529285],[1532206],[1543298],[1543795],[1551277],[1553417],[1554198],[1555318],[1556937],[1565290],[1565787],[1590026],[1598410],[1602453],[1602950],[1604904],[1606918],[1609971],[1623999],[1624426],[1626380],[1632567],[1637323],[1639463],[1640244],[1641364],[1642983],[1648208],[1658852],[1669795],[1672716],[1675455],[1680714],[1682728],[1683894],[1685781],[1691657],[1694578],[1698437],[1705670],[1706167],[1719112],[1720179],[1721213],[1722583],[1726590],[1727149],[1731110],[1733529],[1743499],[1747436],[1751956],[1754443],[1758525],[1763065],[1765019],[1767033],[1768199],[1770086],[1781853],[1790237],[1794280],[1794777],[1796731],[1801798],[1807563],[1810502],[1818207],[1824394],[1829150],[1832071],[1834810],[1835930],[1840894],[1841686],[1845246],[1846142],[1847077],[1847881],[1848443],[1851304],[1852787],[1856892],[1864974],[1867911],[1868434],[1871295],[1875849],[1882260],[1882819],[1886780],[1889199],[1892138],[1905383],[1906450],[1908854],[1912861],[1913420],[1917381],[1919800],[1928490],[1931272],[1940714],[1944796],[1949336],[1951290],[1954470],[1956357],[1957477],[1962168],[1962691],[1962917],[1963479],[1967695],[1969271],[1969372],[1971514],[1972422],[1977697],[1985411],[1986478],[1988242],[1988309],[1991243],[1991359],[1995699],[1998000],[2000861],[2002344],[2009391],[2020416],[2023976],[2024872],[2026611],[2027173],[2030034],[2031517],[2035622],[2040999],[2045519],[2054579],[2060990],[2061549],[2065510],[2067929],[2067997],[2070868],[2078374],[2078441],[2079051],[2079152],[2080372],[2085026],[2086412],[2086935],[2091939],[2096550],[2100110],[2101006],[2102741],[2104876],[2105438],[2109654],[2111331],[2114381],[2128437],[2132346],[2132908],[2137124],[2137192],[2138700],[2138801],[2140943],[2141851],[2147126],[2148492],[2151353],[2160672],[2165128],[2167429],[2170290],[2171773],[2178820],[2187883],[2188515],[2189204],[2195112],[2195179],[2197110],[2203899],[2204461],[2208677],[2208745],[2212149],[2212250],[2213470],[2218124],[2225037],[2229648],[2234104],[2237691],[2237792],[2239012],[2239800],[2243666],[2245052],[2245575],[2250579],[2252256],[2255306],[2263516],[2264078],[2268294],[2268362],[2269971],[2273021],[2290836],[2294940],[2296201],[2297522],[2304107],[2304208],[2305428],[2306216],[2311743],[2312432],[2320338],[2327127],[2327689],[2331905],[2331973],[2335186],[2335875],[2336586],[2341783],[2341850],[2343781],[2348435],[2355348],[2358820],[2358921],[2360141],[2360929],[2364795],[2371708],[2387285],[2387847],[2390054],[2396051],[2396740],[2397451],[2403458],[2410144],[2416729],[2416830],[2418050],[2418838],[2424689],[2425321],[2430054],[2431375],[2439281],[2445596],[2446285],[2446996],[2454191],[2465758],[2467529],[2471438],[2471539],[2477530],[2479737],[2480369],[2489410],[2491617],[2497614],[2498303],[2499014],[2510580],[2517266],[2523984],[2524616],[2530670],[2538576],[2543298],[2543599],[2546702],[2551495],[2561869],[2570067],[2570699],[2584555],[2586762],[2598642],[2605328],[2609945],[2610299],[2613869],[2616972],[2622788],[2625891],[2645162],[2663734],[2668083],[2671138],[2678681],[2694609],[2697712],[2719934],[2726203],[2739631],[2777063] ] cell #1965 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [515245],[575403],[639014],[669056],[698631],[738032],[770184],[774385],[797654],[802154],[842651],[848243],[875919],[878288],[907461],[916344],[917749],[939613],[951870],[959105],[985711],[990780],[996372],[997777],[1021381],[1026973],[1037848],[1054649],[1057018],[1069901],[1073672],[1084953],[1106429],[1107982],[1113664],[1120969],[1138141],[1145376],[1171982],[1177051],[1182643],[1184048],[1192905],[1195472],[1207394],[1211165],[1222446],[1229256],[1233027],[1234933],[1244308],[1261728],[1265499],[1276780],[1298256],[1299809],[1305491],[1312796],[1321988],[1324781],[1333285],[1335852],[1347774],[1351545],[1355277],[1357844],[1369766],[1373537],[1384818],[1388135],[1390702],[1402624],[1406395],[1417676],[1424486],[1428257],[1430163],[1439538],[1452883],[1463644],[1466437],[1474941],[1477508],[1485506],[1488299],[1496803],[1499370],[1511292],[1515063],[1518364],[1521157],[1529661],[1532228],[1544150],[1547921],[1551653],[1554220],[1566142],[1569913],[1581194],[1590402],[1594165],[1598786],[1603305],[1604926],[1607719],[1615641],[1626402],[1629195],[1637699],[1640266],[1648113],[1658874],[1661667],[1670171],[1672738],[1680736],[1683529],[1692033],[1694600],[1706522],[1710293],[1719134],[1720555],[1727171],[1731132],[1733434],[1754280],[1758901],[1765041],[1767834],[1782229],[1785992],[1790613],[1795132],[1796753],[1799546],[1807468],[1818229],[1821022],[1829526],[1832093],[1845083],[1846164],[1848465],[1852692],[1856527],[1865350],[1876225],[1882841],[1889104],[1905405],[1906826],[1913442],[1917403],[1919705],[1940551],[1945172],[1951312],[1954105],[1963501],[1967600],[1969779],[1985433],[1986854],[1995721],[2002249],[2023813],[2024894],[2027195],[2031422],[2035257],[2054955],[2061571],[2067834],[2079559],[2084934],[2099947],[2101028],[2105460],[2109559],[2128813],[2132930],[2137029],[2139208],[2165150],[2171678],[2188423],[2204483],[2208582],[2212657],[2234126],[2238199],[2243574],[2264100],[2268199],[2304615],[2311651],[2327711],[2331810],[2335094],[2359328],[2387869],[2395959],[2417237],[2445504],[2471946],[2497522],[2546610],[2610052] ] cell #1966 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [515239],[575397],[639008],[669050],[698625],[738026],[770178],[774379],[797648],[802148],[842645],[848237],[875913],[878282],[907455],[916338],[917743],[939607],[951864],[959099],[985705],[990774],[996366],[997771],[1021375],[1026967],[1037842],[1054643],[1057012],[1069895],[1073666],[1084947],[1106423],[1107914],[1113658],[1120963],[1138135],[1145370],[1171976],[1177045],[1182637],[1184042],[1192899],[1195404],[1207388],[1211159],[1222440],[1229250],[1233021],[1234875],[1244302],[1261722],[1265493],[1276774],[1298250],[1299741],[1305485],[1312790],[1321787],[1324723],[1333279],[1335784],[1347768],[1351539],[1355271],[1357776],[1369760],[1373531],[1384812],[1388129],[1390634],[1402618],[1406389],[1417670],[1424480],[1428251],[1430105],[1439532],[1452700],[1463443],[1466379],[1474935],[1477440],[1485305],[1488241],[1496797],[1499302],[1511286],[1515057],[1518163],[1521099],[1529655],[1532160],[1544144],[1547915],[1551647],[1554152],[1566136],[1569907],[1581188],[1590396],[1593982],[1598780],[1603299],[1604725],[1607661],[1615458],[1626201],[1629137],[1637693],[1640198],[1647930],[1658673],[1661609],[1670165],[1672670],[1680535],[1683471],[1692027],[1694532],[1706516],[1710287],[1718933],[1720549],[1726970],[1731064],[1733251],[1754097],[1758895],[1764840],[1767776],[1782223],[1785809],[1790607],[1795126],[1796552],[1799488],[1807285],[1818028],[1820964],[1829520],[1832025],[1844900],[1845963],[1848397],[1852509],[1856469],[1865344],[1876219],[1882640],[1888921],[1905204],[1906820],[1913241],[1917335],[1919522],[1940368],[1945166],[1951111],[1954047],[1963433],[1967417],[1969721],[1985232],[1986848],[1995520],[2002066],[2023630],[2024693],[2027127],[2031239],[2035199],[2054949],[2061370],[2067651],[2079501],[2084953],[2099764],[2100827],[2105392],[2109376],[2128807],[2132862],[2136846],[2139150],[2164949],[2171495],[2188442],[2204415],[2208399],[2212599],[2233925],[2238141],[2243593],[2264032],[2268016],[2304557],[2311670],[2327643],[2331627],[2335113],[2359270],[2387801],[2395978],[2417179],[2445523],[2471888],[2497541],[2546629],[2610071] ] cell #1967 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [515242],[575400],[639011],[669053],[698628],[738029],[770181],[774236],[797651],[802151],[842648],[848094],[875916],[878285],[907458],[916195],[917746],[939610],[951867],[958956],[985708],[990777],[996223],[997774],[1021378],[1026824],[1037699],[1054646],[1057015],[1069898],[1073523],[1084950],[1106426],[1107979],[1113515],[1120820],[1138138],[1145227],[1171979],[1177048],[1182494],[1184045],[1192830],[1195469],[1207391],[1211016],[1222443],[1229253],[1232878],[1234938],[1244305],[1261725],[1265350],[1276777],[1298253],[1299806],[1305342],[1312647],[1321985],[1324786],[1333210],[1335849],[1347771],[1351396],[1355202],[1357841],[1369763],[1373388],[1384815],[1388060],[1390699],[1402621],[1406246],[1417673],[1424483],[1428108],[1430168],[1439535],[1452888],[1463641],[1466442],[1474866],[1477505],[1485503],[1488304],[1496728],[1499367],[1511289],[1514914],[1518361],[1521162],[1529586],[1532225],[1544147],[1547772],[1551578],[1554217],[1566139],[1569764],[1581191],[1590327],[1594170],[1598711],[1603302],[1604923],[1607724],[1615646],[1626399],[1629200],[1637624],[1640263],[1648118],[1658871],[1661672],[1670096],[1672735],[1680733],[1683534],[1691958],[1694597],[1706519],[1710144],[1719131],[1720480],[1727168],[1731129],[1733439],[1754285],[1758826],[1765038],[1767839],[1782154],[1785997],[1790538],[1795129],[1796750],[1799551],[1807473],[1818226],[1821027],[1829451],[1832090],[1845088],[1846161],[1848462],[1852697],[1856532],[1865275],[1876150],[1882838],[1889109],[1905402],[1906751],[1913439],[1917400],[1919710],[1940556],[1945097],[1951309],[1954110],[1963498],[1967605],[1969784],[1985430],[1986779],[1995718],[2002254],[2023818],[2024891],[2027192],[2031427],[2035262],[2054880],[2061568],[2067839],[2079564],[2084958],[2099952],[2101025],[2105457],[2109564],[2128738],[2132927],[2137034],[2139213],[2165147],[2171683],[2188447],[2204480],[2208587],[2212662],[2234123],[2238204],[2243598],[2264097],[2268204],[2304620],[2311675],[2327708],[2331815],[2335118],[2359333],[2387866],[2395983],[2417242],[2445528],[2471951],[2497546],[2546634],[2610076] ] cell #1968 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [709384],[779355],[853213],[887520],[921314],[965639],[1001342],[1006122],[1031943],[1037077],[1081698],[1087758],[1117644],[1120198],[1151910],[1161792],[1163266],[1187613],[1200438],[1207814],[1235799],[1241053],[1247113],[1248587],[1273525],[1279585],[1291301],[1309471],[1312025],[1325647],[1329427],[1340818],[1362810],[1364481],[1370186],[1377863],[1395668],[1403044],[1431029],[1436283],[1442343],[1443817],[1453258],[1455673],[1467303],[1471083],[1482474],[1489165],[1492945],[1494962],[1504336],[1522023],[1525803],[1537194],[1559186],[1560857],[1566562],[1574239],[1583864],[1586442],[1594540],[1596955],[1608585],[1612365],[1616016],[1618431],[1630061],[1633841],[1645232],[1648488],[1650903],[1662533],[1666313],[1677704],[1684395],[1688175],[1690192],[1699566],[1713224],[1723133],[1725711],[1733809],[1736224],[1743979],[1746557],[1754655],[1757070],[1768700],[1772480],[1775691],[1778269],[1786367],[1788782],[1800412],[1804192],[1807843],[1810258],[1821888],[1825668],[1837059],[1845458],[1848903],[1853067],[1857393],[1858812],[1861390],[1868894],[1878803],[1881381],[1889479],[1891894],[1899495],[1909404],[1911982],[1920080],[1922495],[1930250],[1932828],[1940926],[1943341],[1954971],[1958751],[1966673],[1967975],[1973786],[1977453],[1979523],[1998460],[2002624],[2008369],[2010947],[2024188],[2027633],[2031797],[2036123],[2037542],[2040120],[2047624],[2057533],[2060111],[2068209],[2070624],[2082482],[2083424],[2085463],[2089045],[2092505],[2100322],[2109934],[2115745],[2121482],[2136102],[2137404],[2143215],[2146882],[2148952],[2167889],[2172053],[2177798],[2180376],[2188952],[2192383],[2194266],[2207655],[2208957],[2216522],[2222143],[2241122],[2242064],[2244103],[2247685],[2251145],[2268574],[2274385],[2280122],[2290612],[2295084],[2307538],[2308480],[2312180],[2315611],[2332185],[2335623],[2339054],[2340937],[2363193],[2368814],[2383636],[2396488],[2399919],[2403234],[2421102],[2424465],[2428937],[2446033],[2449464],[2479513],[2485199],[2498051],[2501482],[2504162],[2523760],[2547139],[2553275],[2569843],[2592224],[2613276],[2632464],[2670336],[2717589] ] cell #1969 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [934006],[1011462],[1093098],[1130395],[1167132],[1214700],[1252453],[1257651],[1284925],[1290510],[1337433],[1343697],[1374447],[1377072],[1409930],[1420409],[1421875],[1447683],[1460532],[1467706],[1495769],[1500951],[1507215],[1508681],[1533809],[1540073],[1552109],[1570823],[1573448],[1587249],[1590858],[1601814],[1623290],[1625012],[1630464],[1638155],[1655762],[1662936],[1690999],[1696181],[1702445],[1703911],[1713554],[1715714],[1726518],[1730127],[1741083],[1747364],[1750973],[1752999],[1761929],[1779076],[1782685],[1793641],[1815117],[1816839],[1822291],[1829982],[1839633],[1841882],[1849233],[1851393],[1862197],[1865806],[1869224],[1871384],[1882188],[1885797],[1896753],[1899825],[1901985],[1912789],[1916398],[1927354],[1933635],[1937244],[1939270],[1948200],[1961568],[1970253],[1972502],[1979853],[1982013],[1989190],[1991439],[1998790],[2000950],[2011754],[2015363],[2018363],[2020612],[2027963],[2030123],[2040927],[2044536],[2047954],[2050114],[2060918],[2064527],[2075483],[2082812],[2085812],[2089375],[2093312],[2094497],[2096746],[2103527],[2112212],[2114461],[2121812],[2123972],[2130997],[2139682],[2141931],[2149282],[2151442],[2158619],[2160868],[2168219],[2170379],[2181183],[2184792],[2191584],[2192713],[2197559],[2200780],[2202550],[2218910],[2222473],[2227595],[2229844],[2241452],[2244452],[2248015],[2251952],[2253137],[2255386],[2262167],[2270852],[2273101],[2280452],[2282612],[2292965],[2293749],[2295465],[2298330],[2301289],[2307868],[2315941],[2320787],[2325778],[2338255],[2339384],[2344230],[2347451],[2349221],[2365581],[2369144],[2374266],[2376515],[2384017],[2386724],[2388268],[2399120],[2400249],[2406371],[2410952],[2426818],[2427602],[2429318],[2432183],[2435142],[2449794],[2454640],[2459631],[2468588],[2472102],[2481866],[2482650],[2485580],[2488287],[2501812],[2504543],[2507250],[2508794],[2526897],[2531478],[2543965],[2553656],[2556363],[2558918],[2572980],[2575613],[2579127],[2592605],[2595312],[2618814],[2623154],[2632845],[2635552],[2637632],[2652585],[2670717],[2675074],[2687196],[2703894],[2719717],[2733194],[2760673],[2793617] ] cell #1970 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1181365],[1263115],[1349161],[1387823],[1425873],[1474629],[1512679],[1518082],[1545537],[1551341],[1598474],[1604644],[1634808],[1637387],[1669859],[1680454],[1681845],[1707909],[1720243],[1726889],[1753723],[1758589],[1764759],[1766150],[1790301],[1796471],[1808267],[1826635],[1829214],[1842606],[1845882],[1855922],[1875913],[1877600],[1882559],[1889903],[1906514],[1913160],[1939994],[1944860],[1951030],[1952421],[1961846],[1963678],[1973226],[1976502],[1986542],[1992163],[1995439],[1997375],[2005479],[2021336],[2024612],[2034652],[2054643],[2056330],[2061289],[2068633],[2077889],[2079747],[2086090],[2087922],[2097470],[2100746],[2103805],[2105637],[2115185],[2118461],[2128501],[2131275],[2133107],[2142655],[2145931],[2155971],[2161592],[2164868],[2166804],[2174908],[2187404],[2194627],[2196485],[2202828],[2204660],[2210987],[2212845],[2219188],[2221020],[2230568],[2233844],[2236529],[2238387],[2244730],[2246562],[2256110],[2259386],[2262445],[2264277],[2273825],[2277101],[2287141],[2293243],[2295722],[2298608],[2302013],[2302945],[2304803],[2310632],[2317855],[2319713],[2326056],[2327888],[2334075],[2341298],[2343156],[2349499],[2351331],[2357658],[2359516],[2365859],[2367691],[2377239],[2380515],[2386075],[2387002],[2390823],[2393505],[2394940],[2408344],[2411230],[2415567],[2417425],[2427096],[2429575],[2432461],[2435866],[2436798],[2438656],[2444485],[2451708],[2453566],[2459909],[2461741],[2470371],[2470987],[2472358],[2474510],[2476905],[2482144],[2488565],[2492386],[2496503],[2506601],[2507528],[2511349],[2514031],[2515466],[2528870],[2531756],[2536093],[2537951],[2544221],[2546223],[2547422],[2555714],[2556641],[2561317],[2564840],[2577396],[2578012],[2579383],[2581535],[2583930],[2595590],[2599411],[2603528],[2610810],[2613395],[2620597],[2621213],[2623410],[2625412],[2635830],[2637888],[2639890],[2641089],[2654984],[2658507],[2668482],[2675330],[2677332],[2679192],[2689595],[2691550],[2694135],[2704150],[2706152],[2723500],[2726602],[2733450],[2735452],[2736975],[2747685],[2760929],[2763795],[2772076],[2783731],[2794901],[2803676],[2822293],[2843599] ] cell #1971 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289789],[333222],[379305],[401638],[423552],[453656],[478600],[481635],[499831],[503201],[535168],[539544],[562128],[564066],[587509],[594257],[595582],[612453],[622998],[629282],[651920],[656297],[660673],[661998],[681839],[686215],[695082],[708799],[710737],[721649],[724939],[735231],[754168],[755437],[760452],[766635],[781638],[787922],[810560],[814937],[819313],[820638],[827981],[830616],[841914],[845204],[855496],[861905],[865195],[866947],[875487],[891078],[894368],[904660],[923597],[924866],[929881],[936064],[944096],[946993],[955264],[957899],[969197],[972487],[976110],[978745],[990043],[993333],[1003625],[1006711],[1009346],[1020644],[1023934],[1034226],[1040635],[1043925],[1045677],[1054217],[1066083],[1077179],[1080076],[1088347],[1090982],[1098655],[1101552],[1109823],[1112458],[1123756],[1127046],[1130367],[1133264],[1141535],[1144170],[1155468],[1158758],[1162381],[1165016],[1176314],[1179604],[1189896],[1199553],[1203576],[1208403],[1212873],[1214672],[1217569],[1225438],[1236534],[1239431],[1247702],[1250337],[1257910],[1269006],[1271903],[1280174],[1282809],[1290482],[1293379],[1301650],[1304285],[1315583],[1318873],[1328608],[1330016],[1337405],[1341462],[1343956],[1365948],[1370775],[1377044],[1379941],[1394783],[1398806],[1403633],[1408103],[1409902],[1412799],[1420668],[1431764],[1434661],[1442932],[1445567],[1459325],[1460504],[1463035],[1467965],[1472041],[1481589],[1493534],[1500923],[1507474],[1524984],[1526392],[1533781],[1537838],[1540332],[1562324],[1567151],[1573420],[1576317],[1586253],[1591117],[1593599],[1611546],[1612954],[1623262],[1630723],[1654555],[1655734],[1658265],[1663195],[1667271],[1688764],[1696153],[1702704],[1715457],[1721927],[1739876],[1741055],[1746368],[1751232],[1773069],[1778080],[1782944],[1785426],[1815089],[1822550],[1841030],[1861201],[1866065],[1871127],[1896725],[1901728],[1908198],[1932639],[1937503],[1981756],[1990587],[2010758],[2015622],[2019760],[2049857],[2084823],[2095894],[2123715],[2160016],[2193686],[2228992],[2294284],[2382672] ] cell #1972 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561381],[651615],[691692],[708052],[721344],[755416],[792136],[792540],[810255],[824790],[830595],[841609],[861600],[866963],[890773],[891409],[891813],[905908],[924845],[934499],[944075],[947009],[957878],[968892],[969528],[969932],[978724],[989738],[1008573],[1009325],[1010404],[1011955],[1020339],[1040330],[1040966],[1041370],[1045693],[1055465],[1066099],[1077158],[1080092],[1090209],[1090961],[1092040],[1093591],[1098634],[1101568],[1112437],[1116107],[1123451],[1124087],[1124491],[1130346],[1132456],[1133280],[1135509],[1144149],[1155163],[1164243],[1164995],[1166074],[1167625],[1176009],[1203592],[1212568],[1214651],[1216761],[1217585],[1219814],[1225454],[1234026],[1234430],[1236513],[1239447],[1242755],[1249564],[1250316],[1251395],[1252946],[1257926],[1258011],[1268985],[1271919],[1282788],[1285418],[1290461],[1292571],[1293395],[1293766],[1295624],[1304264],[1307934],[1315278],[1328587],[1330772],[1336742],[1337384],[1341441],[1343972],[1344057],[1354332],[1358734],[1363433],[1365964],[1366123],[1374940],[1377023],[1379133],[1379957],[1380328],[1382186],[1398822],[1407798],[1409881],[1412815],[1415044],[1420684],[1420769],[1423936],[1431743],[1434677],[1437985],[1445546],[1448176],[1449216],[1454440],[1459341],[1459500],[1460483],[1461473],[1463014],[1466368],[1467981],[1468066],[1472057],[1472428],[1484231],[1484876],[1488230],[1500260],[1500902],[1504959],[1507490],[1507575],[1510742],[1524963],[1533118],[1533760],[1537817],[1540348],[1540433],[1549324],[1552469],[1562340],[1562499],[1571316],[1573399],[1576333],[1576704],[1578562],[1579641],[1584597],[1585242],[1586232],[1591133],[1591218],[1593070],[1593615],[1595722],[1596805],[1602755],[1611525],[1614449],[1614546],[1618281],[1623241],[1625772],[1629126],[1630739],[1630824],[1638515],[1654571],[1654730],[1655713],[1658244],[1661598],[1663211],[1663296],[1667287],[1667658],[1673628],[1678327],[1695490],[1696132],[1700189],[1702720],[1702805],[1702879],[1705972],[1713901],[1713998],[1714928],[1715473],[1716474],[1721976],[1722030],[1723866],[1724511],[1730487],[1739892],[1740051],[1741034],[1742876],[1746347],[1751248],[1751333],[1753185],[1756920],[1778059],[1782960],[1783045],[1783119],[1784897],[1785442],[1787549],[1788632],[1794582],[1796123],[1799477],[1815068],[1817599],[1820953],[1822566],[1822651],[1830342],[1840271],[1841079],[1841133],[1842068],[1847851],[1849580],[1849677],[1852153],[1861180],[1866081],[1866166],[1866240],[1870598],[1871143],[1872144],[1877700],[1886157],[1896704],[1901199],[1901744],[1902745],[1903735],[1908247],[1908301],[1910137],[1910782],[1916758],[1918610],[1922345],[1932618],[1937519],[1937604],[1937678],[1939456],[1943191],[1962887],[1963778],[1970891],[1972688],[1981227],[1981772],[1982773],[1983763],[1990636],[1990690],[1991625],[2001710],[2010737],[2015638],[2015723],[2015797],[2019809],[2019863],[2020798],[2021728],[2026581],[2028310],[2028407],[2030883],[2036439],[2044896],[2049328],[2049873],[2050874],[2051864],[2056430],[2064887],[2084802],[2088022],[2095943],[2095997],[2096932],[2097862],[2104846],[2105737],[2114647],[2123186],[2123731],[2124732],[2125722],[2132316],[2133207],[2134069],[2140320],[2142117],[2152202],[2160065],[2160119],[2161054],[2161984],[2171139],[2185152],[2193157],[2193702],[2201540],[2203869],[2204760],[2205622],[2217900],[2221120],[2229041],[2229095],[2230030],[2230960],[2246662],[2255572],[2263486],[2264377],[2265239],[2273287],[2283372],[2289607],[2294333],[2294387],[2301475],[2316385],[2327097],[2327988],[2328850],[2348211],[2351431],[2367791],[2376701],[2382721],[2383083],[2387255],[2388825],[2393605],[2402229],[2407009],[2435328],[2461841],[2467499],[2467535],[2472766],[2484646],[2509351],[2514131],[2543119],[2547491],[2557865],[2579791],[2641158] ] cell #1973 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431126],[485835],[543744],[571327],[598457],[634938],[664873],[668740],[690415],[694555],[732449],[737716],[763864],[766108],[793578],[801838],[803190],[823513],[835303],[842335],[867815],[872705],[877972],[879324],[901878],[907145],[917433],[933293],[935537],[947861],[951554],[962586],[983432],[984894],[990464],[997461],[1014033],[1021065],[1046545],[1051435],[1056702],[1058054],[1066488],[1069084],[1080944],[1084637],[1095669],[1102420],[1106113],[1107933],[1117145],[1134132],[1137825],[1148857],[1169703],[1171165],[1176735],[1183732],[1192564],[1195423],[1203981],[1206577],[1218437],[1222130],[1225843],[1228439],[1240299],[1243992],[1255024],[1258315],[1260911],[1272771],[1276464],[1287496],[1294247],[1297940],[1299760],[1308972],[1321939],[1332944],[1335803],[1344361],[1346957],[1354936],[1357795],[1366353],[1368949],[1380809],[1384502],[1387794],[1390653],[1399211],[1401807],[1413667],[1417360],[1421073],[1423669],[1435529],[1439222],[1450254],[1459730],[1463595],[1468370],[1472909],[1474600],[1477459],[1485457],[1496462],[1499321],[1507879],[1510475],[1518315],[1529320],[1532179],[1540737],[1543333],[1551312],[1554171],[1562729],[1565325],[1577185],[1580878],[1590061],[1591522],[1598445],[1602488],[1604877],[1626353],[1631128],[1637358],[1640217],[1654960],[1658825],[1663600],[1668139],[1669830],[1672689],[1680687],[1691692],[1694551],[1703109],[1705705],[1719085],[1720214],[1722618],[1727122],[1731083],[1740281],[1751637],[1758560],[1764992],[1781888],[1783349],[1790272],[1794315],[1796704],[1818180],[1822955],[1829185],[1832044],[1841721],[1846115],[1848416],[1865009],[1866470],[1875884],[1882792],[1905356],[1906485],[1908889],[1913393],[1917354],[1937908],[1944831],[1951263],[1963452],[1969257],[1985384],[1986513],[1991278],[1995672],[2016027],[2020451],[2024845],[2027146],[2054614],[2061522],[2079037],[2096585],[2100979],[2105411],[2128472],[2132881],[2138686],[2160707],[2165101],[2204434],[2212135],[2229683],[2234077],[2237677],[2264051],[2294975],[2304093],[2327662],[2358806],[2387820],[2416715],[2471424],[2543284] ] cell #1974 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431114],[485823],[543732],[571315],[598445],[634926],[664861],[668587],[690403],[694543],[732437],[737563],[763852],[766096],[793566],[801685],[803178],[823501],[835291],[842182],[867803],[872693],[877819],[879312],[901866],[906992],[917280],[933281],[935525],[947849],[951401],[962574],[983420],[984888],[990311],[997308],[1014021],[1020912],[1046533],[1051423],[1056549],[1058042],[1066407],[1069078],[1080932],[1084484],[1095657],[1102408],[1105960],[1107936],[1117133],[1134120],[1137672],[1148845],[1169691],[1171159],[1176582],[1183579],[1192558],[1195426],[1203900],[1206571],[1218425],[1221977],[1225762],[1228433],[1240287],[1243839],[1255012],[1258234],[1260905],[1272759],[1276311],[1287484],[1294235],[1297787],[1299763],[1308960],[1321942],[1332938],[1335806],[1344280],[1346951],[1354930],[1357798],[1366272],[1368943],[1380797],[1384349],[1387788],[1390656],[1399130],[1401801],[1413655],[1417207],[1420992],[1423663],[1435517],[1439069],[1450242],[1459649],[1463598],[1468289],[1472897],[1474594],[1477462],[1485460],[1496456],[1499324],[1507798],[1510469],[1518318],[1529314],[1532182],[1540656],[1543327],[1551306],[1554174],[1562648],[1565319],[1577173],[1580725],[1590055],[1591441],[1598439],[1602482],[1604880],[1626356],[1631047],[1637352],[1640220],[1654879],[1658828],[1663519],[1668127],[1669824],[1672692],[1680690],[1691686],[1694554],[1703028],[1705699],[1719088],[1720208],[1722612],[1727125],[1731086],[1740200],[1751556],[1758554],[1764995],[1781882],[1783268],[1790266],[1794309],[1796707],[1818183],[1822874],[1829179],[1832047],[1841715],[1846118],[1848419],[1865003],[1866389],[1875878],[1882795],[1905359],[1906479],[1908883],[1913396],[1917357],[1937827],[1944825],[1951266],[1963455],[1969260],[1985387],[1986507],[1991272],[1995675],[2015946],[2020445],[2024848],[2027149],[2054608],[2061525],[2079040],[2096579],[2100982],[2105414],[2128466],[2132884],[2138689],[2160701],[2165104],[2204437],[2212138],[2229677],[2234080],[2237680],[2264054],[2294969],[2304096],[2327665],[2358809],[2387823],[2416718],[2471427],[2543287] ] cell #1975 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [608146],[673438],[742414],[774719],[806536],[848577],[882670],[887178],[911843],[916678],[959439],[965297],[994232],[996706],[1027307],[1036735],[1038182],[1061400],[1074006],[1081356],[1108806],[1113998],[1119856],[1121303],[1145710],[1151568],[1162924],[1180503],[1182977],[1196296],[1200096],[1211499],[1233361],[1234982],[1240711],[1248245],[1265833],[1273183],[1300633],[1305825],[1311683],[1313130],[1322325],[1324830],[1336676],[1340476],[1351879],[1358668],[1362468],[1364439],[1373871],[1391526],[1395326],[1406729],[1428591],[1430212],[1435941],[1443475],[1452932],[1455631],[1463981],[1466486],[1478332],[1482132],[1485843],[1488348],[1500194],[1503994],[1515397],[1518701],[1521206],[1533052],[1536852],[1548255],[1555044],[1558844],[1560815],[1570247],[1583822],[1594214],[1596913],[1605263],[1607768],[1615690],[1618389],[1626739],[1629244],[1641090],[1644890],[1648162],[1650861],[1659211],[1661716],[1673562],[1677362],[1681073],[1683578],[1695424],[1699224],[1710627],[1719471],[1723091],[1727508],[1731956],[1733483],[1736182],[1743937],[1754329],[1757028],[1765378],[1767883],[1775649],[1786041],[1788740],[1797090],[1799595],[1807517],[1810216],[1818566],[1821071],[1832917],[1836717],[1845132],[1846501],[1852741],[1856576],[1858770],[1878761],[1883178],[1889153],[1891852],[1905742],[1909362],[1913779],[1918227],[1919754],[1922453],[1930208],[1940600],[1943299],[1951649],[1954154],[1966631],[1967649],[1969828],[1973744],[1977411],[1985770],[1996058],[2002298],[2008327],[2023862],[2025231],[2031471],[2035306],[2037500],[2057491],[2061908],[2067883],[2070582],[2079608],[2083382],[2085421],[2099996],[2101365],[2109608],[2115703],[2136060],[2137078],[2139257],[2143173],[2146840],[2165487],[2171727],[2177756],[2188910],[2193857],[2207613],[2208631],[2212706],[2216480],[2234463],[2238248],[2242022],[2244061],[2268248],[2274343],[2290203],[2304664],[2308438],[2312138],[2331859],[2335581],[2340528],[2359377],[2363151],[2396446],[2402825],[2417286],[2421060],[2424056],[2445991],[2471995],[2479104],[2498009],[2523351],[2547097],[2569434],[2612867],[2668049] ] cell #1976 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [608147],[673439],[742415],[774720],[806537],[848578],[882671],[887179],[911844],[916679],[959440],[965298],[994233],[996707],[1027308],[1036736],[1038183],[1061401],[1074007],[1081357],[1108807],[1113999],[1119857],[1121304],[1145711],[1151569],[1162925],[1180504],[1182978],[1196297],[1200097],[1211500],[1233362],[1234983],[1240712],[1248246],[1265834],[1273184],[1300634],[1305826],[1311684],[1313131],[1322326],[1324831],[1336677],[1340477],[1351880],[1358669],[1362469],[1364445],[1373872],[1391527],[1395327],[1406730],[1428592],[1430213],[1435942],[1443476],[1452933],[1455637],[1463982],[1466487],[1478333],[1482133],[1485844],[1488349],[1500195],[1503995],[1515398],[1518702],[1521207],[1533053],[1536853],[1548256],[1555045],[1558845],[1560821],[1570248],[1583828],[1594215],[1596919],[1605264],[1607769],[1615691],[1618395],[1626740],[1629245],[1641091],[1644891],[1648163],[1650867],[1659212],[1661717],[1673563],[1677363],[1681074],[1683579],[1695425],[1699225],[1710628],[1719472],[1723097],[1727509],[1731957],[1733484],[1736188],[1743943],[1754330],[1757034],[1765379],[1767884],[1775655],[1786042],[1788746],[1797091],[1799596],[1807518],[1810222],[1818567],[1821072],[1832918],[1836718],[1845133],[1846502],[1852742],[1856577],[1858776],[1878767],[1883179],[1889154],[1891858],[1905743],[1909368],[1913780],[1918228],[1919755],[1922459],[1930214],[1940601],[1943305],[1951650],[1954155],[1966637],[1967650],[1969829],[1973750],[1977417],[1985771],[1996059],[2002299],[2008333],[2023863],[2025232],[2031472],[2035307],[2037506],[2057497],[2061909],[2067884],[2070588],[2079609],[2083388],[2085427],[2099997],[2101366],[2109609],[2115709],[2136066],[2137079],[2139258],[2143179],[2146846],[2165488],[2171728],[2177762],[2188916],[2193859],[2207619],[2208632],[2212707],[2216486],[2234464],[2238249],[2242028],[2244067],[2268249],[2274349],[2290205],[2304665],[2308444],[2312144],[2331860],[2335587],[2340530],[2359378],[2363157],[2396452],[2402827],[2417287],[2421066],[2424058],[2445997],[2471996],[2479106],[2498015],[2523353],[2547103],[2569436],[2612869],[2668051] ] cell #1977 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [608143],[673435],[742411],[774716],[806533],[848574],[882667],[887029],[911840],[916675],[959436],[965148],[994229],[996703],[1027304],[1036586],[1038179],[1061397],[1074003],[1081207],[1108803],[1113995],[1119707],[1121300],[1145707],[1151419],[1162775],[1180500],[1182974],[1196293],[1199947],[1211496],[1233358],[1234979],[1240562],[1248096],[1265830],[1273034],[1300630],[1305822],[1311534],[1313127],[1322250],[1324827],[1336673],[1340327],[1351876],[1358665],[1362319],[1364446],[1373868],[1391523],[1395177],[1406726],[1428588],[1430209],[1435792],[1443326],[1452929],[1455638],[1463906],[1466483],[1478329],[1481983],[1485768],[1488345],[1500191],[1503845],[1515394],[1518626],[1521203],[1533049],[1536703],[1548252],[1555041],[1558695],[1560822],[1570244],[1583829],[1594211],[1596920],[1605188],[1607765],[1615687],[1618396],[1626664],[1629241],[1641087],[1644741],[1648159],[1650868],[1659136],[1661713],[1673559],[1677213],[1680998],[1683575],[1695421],[1699075],[1710624],[1719396],[1723098],[1727433],[1731953],[1733480],[1736189],[1743944],[1754326],[1757035],[1765303],[1767880],[1775656],[1786038],[1788747],[1797015],[1799592],[1807514],[1810223],[1818491],[1821068],[1832914],[1836568],[1845129],[1846426],[1852738],[1856573],[1858777],[1878768],[1883103],[1889150],[1891859],[1905667],[1909369],[1913704],[1918224],[1919751],[1922460],[1930215],[1940597],[1943306],[1951574],[1954151],[1966638],[1967646],[1969825],[1973751],[1977418],[1985695],[1995983],[2002295],[2008334],[2023859],[2025156],[2031468],[2035303],[2037507],[2057498],[2061833],[2067880],[2070589],[2079605],[2083389],[2085428],[2099993],[2101290],[2109605],[2115710],[2136067],[2137075],[2139254],[2143180],[2146847],[2165412],[2171724],[2177763],[2188917],[2193860],[2207620],[2208628],[2212703],[2216487],[2234388],[2238245],[2242029],[2244068],[2268245],[2274350],[2290206],[2304661],[2308445],[2312145],[2331856],[2335588],[2340531],[2359374],[2363158],[2396453],[2402828],[2417283],[2421067],[2424059],[2445998],[2471992],[2479107],[2498016],[2523354],[2547104],[2569437],[2612870],[2668052] ] cell #1978 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [818295],[892360],[970479],[1006467],[1041917],[1088103],[1125038],[1129912],[1156750],[1162137],[1208159],[1214217],[1244853],[1247458],[1279930],[1290027],[1291646],[1316865],[1329772],[1336950],[1365280],[1370531],[1376589],[1378208],[1403389],[1409447],[1421392],[1440083],[1442688],[1456472],[1460049],[1471428],[1493290],[1494995],[1500468],[1508198],[1526148],[1533326],[1561656],[1566907],[1572965],[1574584],[1584108],[1586475],[1597754],[1601331],[1612710],[1619230],[1622807],[1624985],[1634186],[1651702],[1655279],[1666658],[1688520],[1690225],[1695698],[1703428],[1713257],[1715687],[1723377],[1725744],[1737023],[1740600],[1744223],[1746590],[1757869],[1761446],[1772825],[1775935],[1778302],[1789581],[1793158],[1804537],[1811057],[1814634],[1816812],[1826013],[1839606],[1848936],[1851366],[1859056],[1861423],[1868927],[1871357],[1879047],[1881414],[1892693],[1896270],[1899528],[1901958],[1909648],[1912015],[1923294],[1926871],[1930494],[1932861],[1944140],[1947717],[1959096],[1966917],[1970226],[1974030],[1978252],[1979556],[1981986],[1989163],[1998493],[2000923],[2008613],[2010980],[2018336],[2027666],[2030096],[2037786],[2040153],[2047657],[2050087],[2057777],[2060144],[2071423],[2075000],[2082515],[2083668],[2089078],[2092538],[2094470],[2112185],[2115989],[2121515],[2123945],[2136346],[2139655],[2143459],[2147681],[2148985],[2151415],[2158592],[2167922],[2170352],[2178042],[2180409],[2191557],[2192416],[2194299],[2197532],[2200753],[2207899],[2216766],[2222176],[2227568],[2241155],[2242308],[2247718],[2251178],[2253110],[2270825],[2274629],[2280155],[2282585],[2290645],[2293722],[2295438],[2307571],[2308724],[2315644],[2320760],[2338228],[2339087],[2340970],[2344203],[2347424],[2363437],[2368847],[2374239],[2383990],[2387990],[2399093],[2399952],[2403267],[2406344],[2421346],[2424498],[2427575],[2429291],[2449497],[2454613],[2468310],[2479546],[2482623],[2485553],[2501515],[2504516],[2508516],[2523793],[2526870],[2553629],[2558640],[2569876],[2572953],[2575335],[2592578],[2613309],[2618536],[2632818],[2652307],[2670690],[2686918],[2719439],[2759241] ] cell #1979 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874993],[985575],[1033732],[1053723],[1069765],[1108038],[1151000],[1171846],[1189402],[1195528],[1261592],[1262712],[1278389],[1299865],[1311115],[1347638],[1348758],[1390758],[1391878],[1393638],[1408384],[1425470],[1441147],[1477564],[1478684],[1480444],[1512276],[1520434],[1522346],[1523487],[1555396],[1557156],[1606996],[1608908],[1610049],[1624645],[1641442],[1643202],[1650132],[1650290],[1682806],[1684718],[1685859],[1735453],[1735611],[1752034],[1767111],[1769023],[1770164],[1809487],[1809645],[1810580],[1847155],[1868512],[1876601],[1891123],[1891281],[1892216],[1933146],[1933304],[1962769],[1968579],[1968737],[1977775],[1988799],[2011265],[2011423],[2070946],[2078931],[2087013],[2092823],[2092981],[2102735],[2147204],[2180694],[2180852],[2187877],[2195669],[2245653],[2251463],[2251621],[2296195],[2342340],[2430048], 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] cell #1980 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1981 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1982 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1983 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [943630],[957150],[976890],[1031561],[1076713],[1079312],[1098189],[1099668],[1110603],[1111709],[1143421],[1155823],[1187231],[1205409],[1210289],[1226151],[1232151],[1236068],[1237547],[1238667],[1268540],[1271139],[1282060],[1283911],[1299409],[1302430],[1303536],[1315938],[1320152],[1328142],[1336572],[1339538],[1358564],[1361530],[1366661],[1367781],[1372661],[1385971],[1400639],[1405519],[1412035],[1427381],[1427895],[1429280],[1431298],[1432777],[1433897],[1444818],[1445332],[1446669],[1453035],[1467152],[1469798],[1489014],[1491660],[1500090],[1503056],[1514187],[1514701],[1516086],[1524518],[1527172],[1527686],[1532948],[1535914],[1542165],[1547045],[1550732],[1554940],[1557530],[1557906],[1559853],[1563037],[1564157],[1569037],[1575177],[1575553],[1583849],[1594317],[1596940],[1611080],[1613734],[1614248],[1615793],[1618416],[1629910],[1636778],[1640986],[1643576],[1643952],[1645899],[1648265],[1649694],[1656371],[1656747],[1662382],[1665028],[1673458],[1676424],[1679850],[1680150],[1684244],[1686803],[1686890],[1695320],[1698286],[1704450],[1704537],[1709417],[1718594],[1723118],[1731852],[1733586],[1735015],[1741692],[1742068],[1743964],[1757055],[1764155],[1764455],[1768549],[1771108],[1771195],[1775111],[1775676],[1776813],[1777113],[1783570],[1783657],[1786144],[1788767],[1800261],[1802540],[1802907],[1805561],[1806133],[1806619],[1807620],[1810243],[1821737],[1832813],[1835779],[1844288],[1844588],[1852844],[1854273],[1857242],[1858232],[1858797],[1859934],[1860234],[1866691],[1866778],[1874264],[1887522],[1887769],[1888255],[1889256],[1891879],[1898937],[1899024],[1900029],[1900515],[1909389],[1918123],[1919857],[1921286],[1922480],[1925334],[1928339],[1928958],[1930235],[1943326],[1954820],[1957099],[1965163],[1965335],[1965821],[1967752],[1973771],[1974908],[1975208],[1977438],[1978965],[1979052],[1980057],[1980543],[1993845],[1994145],[2002401],[2003830],[2006799],[2007077],[2008354],[2017313],[2017407],[2018812],[2031574],[2033003],[2035972],[2037527],[2038664],[2038964],[2042234],[2066252],[2070609],[2073463],[2077261],[2081062],[2081149],[2081270],[2083409],[2085448],[2089124],[2089579],[2090065],[2093447],[2093541],[2094946],[2107122],[2107294],[2107780],[2109711],[2115730],[2116867],[2117167],[2119397],[2130157],[2143200],[2144337],[2144637],[2146867],[2149031],[2149486],[2149972],[2171830],[2173259],[2176228],[2182490],[2186864],[2188937],[2189746],[2189840],[2193999],[2198008],[2201710],[2210359],[2214160],[2214247],[2214368],[2216507],[2218546],[2222222],[2222677],[2223163],[2244088],[2247764],[2248219],[2248705],[2253586],[2274370],[2275507],[2275807],[2278037],[2280201],[2288815],[2289792],[2290345],[2291258],[2291414],[2295182],[2310092],[2312165],[2312974],[2313068],[2315690],[2317227],[2321236],[2339133],[2340670],[2344679],[2365217],[2368893],[2369348],[2369834],[2383258],[2383734],[2384262],[2389010],[2390476],[2399998],[2401437],[2402967],[2403880],[2404036],[2407804],[2413402],[2425111],[2429035],[2449543],[2451080],[2455089],[2467950],[2468802],[2472941],[2473945],[2480159],[2485297],[2485825],[2492039],[2501561],[2504788],[2509536],[2511002],[2520524],[2528330],[2533928],[2547906],[2548758],[2553901],[2559132],[2564275],[2575827],[2579966],[2580970],[2587184],[2599064],[2608586],[2619028],[2627947],[2641573],[2642425],[2647568],[2657942],[2699768],[2708687], [1116577,1632556],[1235648,1754432],[1286928,2045508],[1308404,1824383],[1325496,1845235],[1364466,1878788],[1409016,2148481],[1430878,1940703],[1449686,1957466],[1455658,1966658],[1521872,2023965],[1522978,2239789],[1538850,2252181],[1560842,2057518],[1572534,2067986],[1608434,2100099],[1609540,2306205],[1650888,2136087],[1651967,2336511],[1653742,2137181],[1668340,2348381],[1685350,2360918],[1701222,2177783],[1736209,2207640],[1737288,2397376],[1739063,2208734],[1769655,2418827],[1777512,2424198],[1779319,2425267],[1780383,2242049],[1811322,2446921],[1813097,2268351],[1860633,2479246],[1862440,2480315],[1863504,2308465],[1877233,2489399],[1892958,2498939],[1894733,2331962],[1899574,2335608],[1901223,2504260],[1932071,2523493],[1933878,2524562],[1934942,2363178],[1979602,2396473],[1981251,2553373],[1996375,2561794],[2010190,2569576],[2011997,2570645],[2013061,2421087],[2047703,2446018],[2049352,2592322],[2050327,2592850],[2084255,2613009],[2103163,2622513],[2110230,2625837],[2121561,2498036],[2123210,2632562],[2124185,2633090],[2159497,2524406],[2161078,2652799],[2188305,2668463],[2192462,2547124],[2193181,2670434],[2200993,2673848],[2210636,2678472],[2228473,2570489],[2230054,2687410],[2282825,2713830],[2290069,2717890],[2296623,2720314],[2300780,2617394],[2301499,2722285],[2310079,2726087],[2347664,2742341],[2375144,2664156],[2376725,2755903],[2383245,2759354],[2389287,2761352],[2430476,2777443],[2434633,2698134],[2435352,2779414],[2472928,2795146],[2509813,2808152],[2579953,2832752] ] cell #1984 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [18690,421215],[24888,476263],[27880,503976],[32348,537500],[36262,564841],[40296,422403],[41982,610116],[45581,628109],[46236,632244],[50871,658629],[51343,477451],[55120,684171],[56356,347827],[59034,711512],[63448,730195],[63550,730726],[64357,537977],[69694,759279],[70349,763414],[70577,396940],[72709,268638],[75177,786749],[75832,790884],[77268,799554],[80467,817269],[80939,611304],[84208,443927],[85394,626102],[86277,840079],[86393,840244],[88710,308878],[92665,864952],[94135,870451],[94237,870982],[95044,659106],[101054,899624],[101156,900155],[101963,684648],[103211,909771],[103866,913906],[107300,928708],[107955,932843],[108183,356070],[109391,941513],[111490,522688],[113812,727851],[115018,956739],[116186,378788],[122455,554337],[122766,982168],[122868,982699],[123641,757272],[124524,988208],[124640,988373],[131008,405158],[132194,784742],[133077,1018809],[133193,1018974],[135510,276881],[135821,1029190],[135923,1029721],[136370,1031728],[136730,591029],[139465,1043682],[140935,1049181],[141037,1049712],[141844,817746],[143092,1059328],[143747,1063463],[143836,825648],[146002,615618],[146676,834570],[148925,837840],[150703,456588],[155399,457176],[158246,643817],[159532,1104897],[159648,1105062],[160568,868107],[161774,1111298],[162942,478083],[166285,1126803],[168619,482172],[170688,1139461],[170941,897280],[172147,1143010],[173315,332705],[174501,686752],[175384,1153633],[175500,1153798],[176109,1155977],[176211,343923],[179584,506721],[179895,1168439],[179997,1168970],[180770,926701],[181653,1174479],[181769,1174644],[183638,935821],[184397,1184860],[184499,1185391],[184946,1187398],[185306,714257],[185472,716191],[187898,717575],[188526,950338],[193218,378899],[193892,961853],[197919,540081],[199988,1223766],[200479,1225634],[202137,746788],[202811,748623],[203819,1231740],[205060,985969],[206838,566998],[211534,567586],[211845,1253760],[211947,1254291],[214495,570871],[215169,1013300],[215645,788459],[216159,1014317],[217048,1266676],[217150,1267207],[217418,1016570],[219196,404570],[221518,793122],[222724,1281649],[223478,417084],[223594,1284053],[223892,279191],[226739,594794],[228025,1296724],[228141,1296889],[228808,1299576],[229061,1046837],[230267,1303125],[231435,423035],[232362,1056790],[232621,819850],[232725,822549],[233504,1313748],[233620,1313913],[234229,1316092],[234331,434253],[237218,1066279],[238406,1072385],[244414,1083421],[249106,634482],[249780,1094936],[250256,629819],[250770,1095953],[251659,1352722],[251761,1353253],[252282,1355028],[254160,857831],[254788,858991],[256491,650617],[259480,478194],[260154,869942],[261995,480067],[264181,661210],[265467,1383286],[265583,1383451],[266250,1386138],[267740,1388305],[269266,1136609],[269819,901422],[270234,1137913],[270493,894905],[270597,905709],[271517,1396312],[271633,1396477],[273958,332816],[274632,1148124],[276992,342773],[278659,341004],[281219,1420864],[282877,694099],[283551,695619],[284027,930418],[284541,1169987],[284559,1426970],[285430,1429434],[285532,508655],[285800,1172240],[287578,506133],[289708,937871],[289718,1182681],[289900,935081],[291106,1444407],[291860,518647],[291976,1446811],[292274,358380],[295388,1192656],[300067,725476],[302310,1203772],[303498,1209878],[307980,1475111],[309506,1220914],[310059,731993],[310474,1222218],[310733,973024],[310837,736280],[311757,1483118],[311873,1483283],[314190,748092],[315378,976479],[317191,554448],[319154,563278],[321386,987129],[323089,764072],[324420,1507670],[326078,765652],[326752,767172],[327228,760989],[327742,1255308],[327760,1513776],[328631,1516240],[328733,569520],[329457,1517755],[330099,1260578],[330353,1518814],[330885,1258106],[332073,1264212],[333141,1024811],[333151,1265537],[333333,1013577],[334689,1526761],[338081,1275248],[343447,1286763],[345949,1551404],[346929,1551823],[348455,802734],[349008,1050979],[349423,1298028],[349682,1044462],[349786,597493],[350158,598665],[350706,600592],[350822,1559995],[353147,423146],[353821,1048672],[355662,425019],[355830,1059460],[356181,433103],[357848,431334],[364345,621280],[365628,1591313],[367444,834847],[370046,1333036],[374725,845741],[375540,1604317],[376182,1346624],[376436,1605376],[376968,1344152],[378156,1350258],[379224,846081],[379234,1351583],[379416,1095213],[380772,1613323],[383450,859156],[383561,644834],[388129,865732],[388380,659690],[390372,869411],[391560,1110192],[393373,659217],[395062,1637450],[396042,1637869],[397568,878868],[398121,872249],[398536,1384590],[398795,1127583],[398899,663909],[399271,665081],[399819,667008],[399935,1646041],[400654,1140496],[400850,1647547],[401102,1647709],[401512,1390317],[401754,1130648],[402413,1387886],[404918,1149273],[405269,487970],[407092,486043],[409335,1399002],[410523,1405108],[416531,1416144],[417758,1159295],[419787,694839],[420429,1423336],[420683,1681186],[423471,696889],[423481,1428295],[423663,1169247],[424216,506832],[426179,502413],[428411,1173400],[430114,933501],[433777,936601],[437758,944377],[439808,722966],[441234,1717485],[44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] cell #1985 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1986 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1987 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1988 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1989 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #1990 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [39759],[50903],[55354],[59318],[68957],[73521],[76040],[80499],[80701],[83723],[89522],[93061],[98977],[99318],[102271],[105644],[106563],[108163],[111689],[115701],[118922],[119263],[121970],[123340],[127769],[130073],[130523],[130655],[130988],[138858],[139199],[139861],[144891],[146375],[150902],[154464],[154914],[155046],[155379],[158445],[160267],[162457],[165678],[166019],[167646],[168527],[168818],[172830],[176392],[178649],[179099],[179231],[179564],[180469],[186619],[192107],[193591],[196946],[197827],[198118],[201026],[201887],[202510],[204632],[207037],[208388],[208859],[210599],[211049],[211181],[211514],[213384],[214868],[219395],[223407],[223872],[225766],[226647],[226938],[227101],[230950],[234512],[241255],[242507],[245144],[246929],[247995],[249479],[252536],[252881],[253343],[257100],[258369],[259230],[259853],[261232],[261975],[263208],[264089],[264380],[264543],[267359],[272847],[274331],[277686],[278858],[281766],[282501],[283250],[283459],[287777],[289128],[289599],[291789],[292254],[295642],[298835],[299570],[299975],[304200],[305614],[306184],[306347],[307599],[312331],[312868],[313715],[318995],[319134],[319479],[319941],[322116],[324967],[325702],[326451],[326660],[336174],[338811],[340596],[341662],[343146],[346548],[352036],[352897],[353520],[354899],[355642],[356875],[358047],[358210],[359398],[362119],[362656],[364186],[364325],[366169],[366886],[368603],[370300],[372144],[373238],[374228],[374424],[374633],[381296],[381380],[387632],[388513],[389897],[392262],[395661],[405860],[406595],[411225],[412639],[413209],[413372],[414624],[419046],[426020],[426159],[426504],[426966],[429141],[431992],[432727],[433476],[433685],[434855],[437947],[438031],[439588],[439941],[443280],[444935],[445176],[446504],[447041],[448710],[450249],[457878],[458613],[459308],[463620],[466181],[467271],[471439],[473523],[484712],[484851],[486695],[487412],[489129],[490826],[492670],[493764],[494754],[494950],[495159],[500798],[501368],[508158],[509039],[510423],[512788],[515703],[516187],[522852],[524379],[524620],[524968],[529953],[530407],[531997],[532081],[533991],[542621],[542760],[544604],[545321],[549998],[550351],[553690],[559120],[569023],[573441],[573794],[575861],[577133],[578788],[579029],[580357],[580894],[582563],[584102],[586841],[591476],[592466],[597473],[600034],[601124],[605292],[607376],[617655],[618109],[624154],[626266],[628382],[637052],[637405],[639472],[640744],[645508],[645749],[646097],[655120],[663889],[666450],[671050],[671291],[671639],[673196],[676624],[677078],[678668],[678752],[680662],[685656],[689431],[690970],[696669],[697022],[699089],[700361],[705791],[715694],[719701],[736260],[740026],[740267],[740615],[742172],[748825],[749279],[759552],[768222],[768575],[770642],[771914],[776295],[776749],[778824],[782794],[784906],[787022],[792461],[796045],[804148],[804389],[804737],[806294],[813760],[822529],[836487],[846214],[850153],[850607],[852682],[859957],[880282],[880523],[880871],[882428],[889130],[891734],[905689],[910044],[918254],[918708],[920783],[928981],[938004],[952874],[953115],[954358],[963143],[967249],[969853],[984616],[998282],[998736],[1000811],[1024944],[1038687],[1041291],[1059601],[1068884],[1074542],[1074996],[1076502],[1107433],[1121808],[1124412],[1140629],[1149414],[1191831],[1195228],[1200969],[1201990],[1228239],[1234351],[1268329],[1321266],[1323617],[1357600],[1397220],[1451722],[1487135] ] cell #1991 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [448698],[463608],[473511],[533783],[550143],[559108],[561468],[582551],[592454],[607364],[624289],[624489],[628172],[642204],[645887],[651827],[654912],[680454],[689419],[691779],[705779],[708139],[715682],[718957],[719836],[720036],[721556],[726909],[745846],[755659],[759342],[782929],[783129],[786812],[792752],[795837],[810467],[813552],[824877],[828568],[829674],[830838],[839222],[841821],[856857],[860092],[860292],[861812],[867165],[874491],[889265],[889465],[890985],[892025],[896338],[906151],[909834],[925088],[928771],[934711],[944899],[947211],[955851],[958121],[967384],[967584],[969104],[970144],[977803],[978967],[989950],[1008404],[1009568],[1010647],[1012167],[1017952],[1020551],[1025904],[1038822],[1039022],[1040542],[1041582],[1045895],[1053221],[1077982],[1080294],[1090040],[1091204],[1092283],[1093803],[1101770],[1112680],[1121943],[1122143],[1123663],[1124703],[1133482],[1134588],[1142122],[1144392],[1155375],[1164074],[1165238],[1166317],[1167837],[1176221],[1188900],[1201104],[1201304],[1212780],[1217787],[1218893],[1234642],[1239649],[1249395],[1250559],[1251638],[1253158],[1269809],[1272121],[1283031],[1285630],[1288352],[1293597],[1294703],[1304507],[1315490],[1321401],[1322495],[1330603],[1339009],[1341684],[1361001],[1363676],[1375152],[1380159],[1381265],[1408010],[1411506],[1413017],[1434879],[1445789],[1448388],[1451586],[1453148],[1453377],[1464151],[1468861],[1472259],[1486013],[1490723],[1494121],[1502527],[1535385],[1538060],[1541228],[1571528],[1576535],[1582601],[1583494],[1584007],[1594430],[1594659],[1599209],[1615906],[1616135],[1620685],[1631619],[1659381],[1664091],[1667489],[1670594],[1697757],[1712903],[1722763],[1723276],[1743609],[1744122],[1759324],[1786257],[1786486],[1791036],[1823446],[1848582],[1868573],[1909034],[1909547],[1945595],[2027312], [123403,1118708],[146438,1197828],[180532,1035587],[186777,1322162],[193654,1338208],[201749,1616896],[202573,1360200],[214931,1131170],[236191,1452672],[242665,1463818],[249542,1215475],[253039,1485680],[253385,1744695],[259092,1755535],[259916,1501726],[267517,1007298],[274394,1534584],[282489,597461],[283313,804527],[301283,1593954],[303009,1335324],[305476,1854987],[307757,1088934],[313163,1615430],[319637,1626576],[319983,1879519],[325690,663877],[326514,880661],[329858,888386],[336332,1659048],[343209,1410705],[346706,915275],[347052,696814],[352759,1941806],[353583,1696956],[366327,1719308],[370576,1465322],[372302,1208990],[373280,1975492],[374216,736248],[374487,962933],[375941,966505],[389345,1754069],[391071,1498842],[395819,995303],[396165,768367],[408308,1785781],[410034,1531700],[412501,2033717],[414782,1280761],[420188,800844],[426662,1818403],[427008,2058249],[432715,822517],[433539,1059391],[442423,1844872],[443438,1071497],[445037,2086694],[445239,1076218],[448986,1082564],[451058,846006],[465622,1622301],[469871,1628080],[471597,1371362],[475236,876978],[486853,1905579],[491102,1660552],[492828,1404220],[493806,2144921],[494742,905677],[495013,1149204],[496467,1152776],[498193,1672210],[500660,2155036],[509871,1940340],[511597,1694072],[516345,1181574],[516691,937796],[524481,1962450],[524683,1194944],[528572,949481],[530113,1202039],[530698,954078],[533310,1206097],[544762,1985607],[552833,1749695],[553848,1230852],[559396,1241919],[576276,2023602],[577291,1263324],[578890,2245334],[579092,1268045],[582839,1274391],[584911,1024736],[588814,1798431],[590540,1545746],[591518,2258376],[599475,1814128],[603724,1819907],[605450,1567738],[609089,1055708],[610815,1831565],[617815,1323666],[618400,1068604],[639887,2099736],[640902,1349370],[645610,1868193],[645812,1357316],[649701,1104040],[654439,1368469],[665891,1895764],[671152,2131879],[671354,1390174],[675243,1135752],[676258,1907759],[676784,1397269],[677369,1140349],[679981,1401327],[685758,2350103],[689707,1415287],[699504,1935966],[700519,1426082],[706067,1437149],[712042,1952990],[713768,1708118],[740128,2203432],[740330,1476980],[744219,1220057],[745234,1987787],[748985,1487184],[749570,1227959],[753172,1492348],[771057,2014085],[772072,1512888],[776455,1520042],[777040,1260431],[777187,2024307],[778926,2433065],[782155,2025493],[795364,1542853],[804250,2046923],[804452,1553692],[808341,1295867],[809356,1826844],[813079,1564845],[822805,1578805],[850313,1606604],[850898,1346477],[851045,2100441],[852784,2299212],[856013,2101627],[880384,2120781],[880586,1639738],[884475,1382429],[885490,1635017],[886831,2130578],[889106,2135732],[918414,1682414],[918999,1423189],[919146,1941045],[920885,2532360],[922601,1687578],[924114,1700432],[937323,1705225],[952976,2190894],[953178,1721488],[964950,2202131],[967225,2207285],[998442,1766719],[999027,1509995],[999174,1754774],[1000913,2411834],[1002629,1771883],[1004142,1505202],[1005020,2236012],[1008036,2240801],[1014889,1784345],[1036388,1818736],[1038663,2057163],[1071106,2291835],[1074702,1846763],[1075287,1592518],[1075434,1845577],[1086656,2302428],[1089672,2307217],[1096525,1867466],[1107535,2314122],[1119509,1626909],[1121784,1878433],[1128896,2333627],[1131971,1905912],[1160690,1940816],[1163706,2167568],[1191991,1961149],[1196742,2384926],[1198629,1719641],[1200945,1966303],[1213201,2394492],[1216276,1985940],[1230461,2404457],[1246011,1754545],[1249027,1998139],[1258806,2024078],[1289011,2057676],[1321172,2077372],[1326017,2469370],[1327205,1845348],[1330235,2082161],[1344852,2100212],[1359114,2486489],[1375573,1878946],[1388558,2136245],[1452099,2186956],[1457927,1966816],[1475364,2207798],[1489535,2559700] ] cell #1992 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1993 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1994 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [86563],[95119],[115045],[124810],[125851],[133363],[136805],[141919],[148952],[150348],[159818],[160822],[161801],[172174],[175670],[176711],[181939],[182980],[185381],[187925],[188780],[191336],[203846],[205087],[206483],[217445],[218841],[221772],[222751],[229315],[230294],[234831],[237705],[238433],[241564],[244668],[252309],[254187],[255042],[256136],[257598],[261419],[268665],[269520],[270073],[272076],[276908],[278304],[285827],[287223],[290154],[295415],[295832],[296721],[303525],[308905],[309760],[310313],[312583],[314677],[315405],[321640],[331372],[332100],[332732],[333587],[335231],[338335],[340891],[347854],[348709],[349262],[351265],[355086],[362371],[370073],[371379],[377455],[378183],[378815],[379670],[381266],[383894],[384783],[391587],[396967],[397822],[398375],[402857],[403746],[404457],[410550],[416785],[421702],[422430],[423062],[423917],[428665],[435042],[437917],[443954],[446756],[452083],[454875],[455764],[456475],[466993],[470674],[476750],[477478],[478110],[478965],[490599],[491905],[498709],[500196],[501555],[504420],[505309],[506020],[512113],[518348],[522715],[529375],[531967],[536221],[538004],[552581],[554364],[562493],[565285],[566174],[566885],[580609],[585936],[588562],[589617],[604527],[611331],[612818],[615989],[616395],[623429],[626129],[630161],[632789],[643844],[647876],[650504],[657350],[678638],[682892],[684675],[687094],[709164],[712845],[717316],[717479],[717931],[728222],[728628],[732860],[747159],[747565],[751797],[761331],[784769],[788801],[791429],[793989],[815990],[826139],[827092],[837744],[838196],[857735],[858187],[873116],[897651],[898057],[902289],[930760],[942504],[954375],[975221],[1016474],[1016926],[1051846],[1140646], 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] cell #1995 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #1996 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [102235],[130619],[155010],[167533],[179195],[196833],[211145],[213322],[223503],[225653],[245031],[247933],[257064],[263095],[277573],[281704],[282388],[291885],[299457],[304138],[312832],[322003],[324905],[325589],[338698],[341600],[347203],[350731],[356762],[362620],[366824],[374115],[381294],[387519],[392200],[396316],[399844],[406482],[411163],[419857],[421062],[429028],[431930],[432614],[437700],[437945],[447005],[451209],[458500],[459303],[461915],[466119],[473410],[474905],[476110],[483146],[487350],[494641],[501820],[508045],[512726],[516842],[522008],[522847],[527379],[531750],[531995],[537347],[541055],[545259],[548110],[548355],[557415],[561619],[562685],[568910],[571553],[571798],[580858],[585062],[592353],[593156],[595768],[599972],[607263],[609963],[615635],[620687],[625422],[626261],[628051],[630793],[631655],[635164],[635409],[643137],[643976],[648508],[652879],[653124],[658476],[659572],[662184],[666388],[668679],[669518],[678421],[678666],[684018],[687726],[691930],[694781],[695026],[704086],[708290],[715581],[717991],[722848],[724638],[727868],[730046],[732675],[732920],[733850],[735417],[737655],[738494],[746805],[751857],[756592],[757431],[759221],[761963],[766334],[766579],[774275],[784062],[784901],[786691],[789433],[790295],[793804],[794049],[799401],[801777],[802616],[811519],[811764],[817116],[820824],[825028],[827580],[833890],[835529],[837345],[838256],[840096],[842274],[843113],[844103],[845148],[848133],[858247],[863104],[864894],[868124],[870302],[872931],[873176],[875673],[877911],[878750],[894067],[897297],[899475],[902104],[902349],[903279],[904846],[907084],[907923],[909713],[913317],[916234],[926021],[926860],[928650],[931392],[935763],[936008],[941360],[946498],[950355],[951493],[953947],[954148],[954863],[958995],[962012],[972186],[975709],[982019],[983658],[986385],[988225],[990403],[991242],[993277],[996262],[1012620],[1014259],[1016075],[1016986],[1018826],[1021004],[1021843],[1022833],[1023878],[1026863],[1029041],[1032845],[1034412],[1043624],[1046854],[1049032],[1051661],[1051906],[1054403],[1056641],[1057480],[1059270],[1068473],[1068674],[1072801],[1073562],[1075600],[1076287],[1094256],[1095895],[1101057],[1104914],[1106052],[1108707],[1109422],[1113554],[1126745],[1132769],[1136626],[1137764],[1139403],[1140218],[1140419],[1141134],[1145266],[1148283],[1150899],[1153650],[1157657],[1158702],[1168290],[1169929],[1172656],[1174496],[1176674],[1177513],[1179548],[1182533],[1184711],[1190082],[1194326],[1195013],[1196197],[1199152],[1202088],[1217074],[1220931],[1222069],[1223708],[1227828],[1228029],[1232917],[1253611],[1255250],[1260300],[1260501],[1262611],[1264628],[1265389],[1266527],[1267427],[1268114],[1278857],[1279058],[1292884],[1296741],[1297879],[1300534],[1301249],[1305381],[1313765],[1318817],[1323715],[1346346],[1346547],[1348657],[1350674],[1351435],[1352573],[1356698],[1357385],[1379446],[1383303],[1384441],[1387219],[1389556],[1390243],[1391427],[1392346],[1392547],[1394382],[1396329],[1397318],[1423058],[1423259],[1425369],[1428147],[1441816],[1461786],[1474025],[1476362],[1477049],[1478233],[1479152],[1479353],[1481188],[1483135],[1487233],[1509864],[1510065],[1512175],[1514953],[1517772],[1520091],[1524156],[1553074],[1553761],[1555864],[1556065],[1588407],[1592387],[1592588],[1604334],[1606653],[1610718],[1624544],[1639120],[1639807],[1641910],[1642111],[1646775],[1682463],[1686528],[1717502],[1720870],[1721557],[1732096],[1748522],[1752502],[1752703],[1766768],[1770833],[1839181],[1842755],[1846812],[1873172],[1960839],[1961198],[1992312] ] cell #1997 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [19365],[26025],[33278],[37118],[40754],[46785],[51801],[52422],[56050],[56677],[63949],[64998],[70417],[70898],[76381],[77769],[78110],[81397],[84802],[86944],[93355],[94636],[95685],[96026],[101555],[102604],[104812],[108023],[108504],[111983],[113170],[116780],[123049],[123376],[125191],[126937],[131602],[133744],[140155],[141436],[142485],[142826],[145138],[146411],[151196],[152383],[155993],[158739],[159926],[160394],[163536],[169112],[170299],[173909],[180178],[180505],[182320],[184066],[186655],[188352],[192354],[193627],[198412],[199599],[201273],[202546],[207331],[208518],[212128],[213631],[214904],[219689],[220876],[224486],[227232],[228419],[228887],[232029],[236281],[242543],[244240],[248242],[249515],[252917],[254614],[258616],[259889],[264674],[265861],[267395],[269092],[273094],[274367],[279152],[280339],[282013],[283286],[288071],[289258],[292868],[299082],[301373],[304447],[306478],[307635],[309332],[313253],[319515],[321212],[325214],[326487],[329948],[336210],[337907],[341909],[343182],[346584],[348281],[352283],[353556],[358341],[359528],[366205],[367133],[372180],[374460],[376031],[389435],[392509],[395697],[397394],[406107],[408398],[411472],[413503],[414660],[416357],[420278],[426540],[428237],[432239],[433512],[442513],[443316],[445212],[449076],[451655],[458125],[466428],[471475],[475326],[486731],[487659],[492706],[494986],[496557],[509961],[513035],[516223],[517920],[524656],[528662],[530728],[544640],[545568],[553726],[559486],[576366],[577169],[579065],[582929],[585508],[600281],[605328],[609179],[618430],[624181],[639977],[640780],[645785],[649791],[666697],[671327],[675333],[677399],[700397],[706157],[719728],[740303],[744309],[749600],[771950],[777070],[782821],[804425],[808431],[850928],[859984],[880559],[884565],[889157],[919029],[953151],[967276],[999057],[1038714],[1075317],[1121835],[1200996],[1321293] ] cell #1998 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [40635],[51682],[57095],[64567],[71316],[77538],[78390],[81278],[87751],[95454],[96306],[98138],[102173],[104188],[108922],[112604],[114048],[116842],[118083],[126313],[129626],[134551],[137018],[142254],[143106],[146238],[147470],[149198],[151817],[154017],[159360],[163838],[167853],[169733],[171177],[173971],[175212],[183442],[188171],[189463],[191184],[193454],[194686],[197153],[199033],[202373],[203605],[207952],[214731],[215963],[217691],[220310],[222510],[227853],[236401],[237553],[244059],[245351],[249342],[250574],[254433],[255725],[259716],[260948],[265295],[268911],[271924],[274194],[275426],[277893],[279773],[283113],[284345],[288692],[294338],[301493],[302645],[309151],[313373],[314525],[317427],[321031],[322323],[323800],[326314],[327546],[331220],[337726],[339018],[343009],[344241],[348100],[353383],[354615],[358962],[367680],[368996],[377303],[382400],[383402],[387100],[389555],[389887],[390707],[394365],[397213],[408518],[409670],[416176],[421550],[424452],[428056],[429348],[430825],[433339],[434571],[442633],[442965],[444200],[461454],[465258],[468254],[468291],[468816],[469293],[476598],[479500],[488206],[489522],[497829],[507626],[510081],[510413],[511233],[514891],[517739],[527743],[527780],[528305],[529223],[536683],[546115],[546931],[555773],[555929],[556954],[568491],[576486],[576818],[578053],[599111],[602107],[602144],[602669],[603146],[610451],[615269],[617233],[621542],[621698],[631194],[640097],[640429],[641664],[652007],[665527],[674414],[674451],[674976],[675894],[683354],[693602],[702444],[702600],[703625],[716933],[723766],[729466],[743390],[743427],[743952],[744870],[765155],[773909],[775873],[780182],[780338],[789834],[798737],[810647],[826518],[833310],[847767],[849731],[854040],[854196],[886362],[893195],[898895],[912856],[948910],[960593],[964481],[971314],[981439],[1005248],[1028461],[1070637],[1086884],[1103469],[1115152],[1146864],[1196970],[1229992],[1306979],[1359342], 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] cell #1999 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2000 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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[371696,734613],[385100,549118],[447994,844078],[462904,643951],[470991,653887],[492222,904042],[500035,914768],[530073,1202144],[530231,953848],[533743,960906],[546505,745629],[546591,745742],[550103,747676],[558404,757406],[561227,562332],[581847,1022808],[589934,1033608],[590809,1034539],[604844,812527],[612657,824636],[616807,828351],[616893,828464],[617775,1323771],[617933,1068374],[624449,1076001],[642164,856777],[651360,867061],[654872,868995],[657398,658886],[676744,1397374],[676902,1140119],[680414,1147177],[685556,1150947],[688715,1157632],[705075,926835],[707898,709003],[714037,940282],[718917,944819],[719996,1194727],[721089,947107],[729040,955634],[729126,955747],[748945,1487289],[749103,1227729],[755619,984915],[755847,756042],[776415,1520147],[776573,1260201],[778724,1262659],[783089,1267828],[792285,1278758],[795797,1285816],[810000,1045791],[813512,1047725],[816038,817526],[818654,1055896],[830798,1069105],[831026,831221],[839182,1077902],[841354,1080190],[850273,1606709],[850431,1346247],[852582,1348705],[860252,1357099],[861345,1101666],[889425,1389957],[890518,1133378],[891558,1392247],[892719,1135940],[898469,1141905],[898555,1142018],[906111,1408724],[918374,1682519],[918532,1422959],[920683,1425417],[925048,1171186],[925276,925471],[958081,1206598],[958309,958504],[967544,1476763],[968637,1217683],[969677,1479053],[970838,1220245],[978927,1228460],[979155,979350],[989483,1239545],[998402,1766824],[998560,1509765],[1000711,1512223],[1009528,1260932],[1009756,1009951],[1010607,1522686],[1017912,1269729],[1020084,1272017],[1038982,1553475],[1040075,1293493],[1041115,1555765],[1042276,1296055],[1074662,1846868],[1074820,1592288],[1091164,1346978],[1091392,1091587],[1092243,1609248],[1107333,1624592],[1112640,1368970],[1112868,1113063],[1122103,1639521],[1123196,1380055],[1124236,1641811],[1125397,1382617],[1144352,1401828],[1144580,1144775],[1154908,1412913],[1157109,1415475],[1165198,1423690],[1165426,1165621],[1166277,1685058],[1175754,1434775],[1191951,1961254],[1193046,1715571],[1201264,1721271],[1212313,1472155],[1227084,1750658],[1234175,1752403],[1243186,1243381],[1245212,1505390],[1250519,1510496],[1250747,1250942],[1251598,1769363],[1282991,1543354],[1283219,1283414],[1304467,1565346],[1304695,1304890],[1315023,1576431],[1317224,1578993],[1320556,2077172],[1321673,1841459],[1322455,1841742],[1333426,1593713],[1341644,1602509],[1341872,1342067],[1355418,1871241],[1355565,1874489],[1363636,1876941],[1367594,1629043],[1407543,1667385],[1438416,1438611],[1440442,1700620],[1445749,1705726],[1445977,1446172],[1451554,2186793],[1452532,1962816],[1452584,1963205],[1463329,1722356],[1464111,1722639],[1466285,1470731],[1485191,1991016],[1485973,1991299],[1486072,1994341],[1497091,1756086],[1529802,1785540],[1538020,1794336],[1538248,1538443],[1563970,1820870],[1580072,1580267],[1583462,2078979],[1593814,1847780],[1593866,1848169],[1595971,1600180],[1615290,2104775],[1615342,2105164],[1626968,1880421],[1658559,1908627],[1659341,1908910],[1661515,1665961],[1678758,1678953],[1692321,1942357],[1722731,1969199],[1724751,1728816],[1743577,2212077],[1785641,2026510],[1785693,2026899],[1787798,1792007],[1799394,1803840],[1818795,2059151],[1909002,2138628],[1911022,1915087],[1921511,1925720],[2039160,2043225] ] cell #2001 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [495594],[574615],[590803],[638226],[658880],[670944],[685550],[697843],[714031],[739920],[756036],[769396],[776500],[778718],[792212],[804042],[817520],[818648],[831215],[850358],[852576],[866164],[866986],[880176],[891485],[892713],[918459],[919687],[920677],[925465],[934171],[947032],[952768],[958498],[969604],[970832],[975163],[979344],[984845],[998487],[999715],[1000705],[1009945],[1011627],[1040002],[1041042],[1042270],[1045716],[1066122],[1067723],[1069035],[1074747],[1080115],[1085851],[1091581],[1093263],[1097046],[1101591],[1107327],[1113057],[1123123],[1124163],[1125391],[1130562],[1133303],[1144769],[1157103],[1163213],[1165615],[1167297],[1171116],[1185986],[1192515],[1192973],[1193190],[1203615],[1205216],[1206528],[1212240],[1214867],[1217608],[1223874],[1225477],[1227078],[1228390],[1234102],[1239470],[1243375],[1245206],[1248534],[1250936],[1252618],[1257949],[1260862],[1271942],[1277678],[1283408],[1285090],[1290677],[1293418],[1304884],[1314950],[1317218],[1321670],[1322560],[1332895],[1333353],[1333570],[1337600],[1340765],[1342061],[1343995],[1346908],[1354887],[1355345],[1355562],[1365987],[1367588],[1368900],[1372289],[1374612],[1377239],[1379980],[1387745],[1398845],[1400446],[1401758],[1407470],[1410097],[1412838],[1420707],[1423620],[1434700],[1438605],[1440436],[1443764],[1446166],[1447848],[1452590],[1459364],[1460699],[1463326],[1464216],[1466212],[1468004],[1470725],[1472080],[1474551],[1485188],[1486078],[1496413],[1496593],[1496871],[1497088],[1501118],[1504283],[1507513],[1510426],[1529271],[1529729],[1529946],[1533976],[1537141],[1538437],[1540371],[1543284],[1551263],[1562363],[1563964],[1565276],[1568665],[1570988],[1573615],[1576356],[1580261],[1590012],[1590192],[1590470],[1591156],[1593638],[1593872],[1595968],[1598396],[1600177],[1602439],[1615348],[1623457],[1626084],[1626974],[1628970],[1630762],[1637309],[1654594],[1655929],[1658556],[1659446],[1661442],[1663234],[1665955],[1667310],[1669781],[1677651],[1678947],[1691643],[1691823],[1692101],[1692318],[1696348],[1699513],[1702743],[1705656],[1709045],[1715496],[1718816],[1720165],[1722353],[1722569],[1724757],[1728822],[1739915],[1741250],[1750585],[1751271],[1753987],[1756083],[1758511],[1781839],[1782019],[1782297],[1782983],[1785465],[1785699],[1787795],[1790223],[1792004],[1794266],[1799321],[1803834],[1805189],[1815284],[1817911],[1818801],[1820797],[1822589],[1829136],[1829316],[1837006],[1841456],[1841672],[1844790],[1847873],[1848175],[1864960],[1865140],[1865418],[1866104],[1871166],[1874486],[1875835],[1880427],[1896920],[1901767],[1905087],[1906436],[1906616],[1908624],[1908840],[1911028],[1915093],[1919178],[1921508],[1925717],[1936856],[1937542],[1940258],[1942354],[1944782],[1953880],[1962909],[1963211],[1969279],[1981795],[1985115],[1986464],[1986644],[1991013],[1991229],[1994347],[2014975],[2015661],[2020186],[2020402],[2022296],[2023520],[2026383],[2026603],[2026905],[2036762],[2039166],[2043231],[2049896],[2053216],[2054565],[2054745],[2059157],[2069637],[2079059],[2096320],[2096536],[2098430],[2099654],[2102517],[2104868],[2105170],[2123754],[2127074],[2128423],[2128603],[2132338],[2132640],[2134392],[2137792],[2138708],[2148224],[2160442],[2160658],[2162552],[2163776],[2179422],[2193725],[2203891],[2204193],[2205945],[2209345],[2212157],[2229418],[2229634],[2231528],[2232752],[2236270],[2237699],[2239532],[2242698],[2263508],[2263810],[2265562],[2294710],[2294926],[2302686],[2304115],[2305948],[2309114],[2316953],[2327119],[2327421],[2329173],[2333834],[2358828],[2360661],[2385184],[2387277],[2387579],[2394699],[2407332],[2416737],[2418570],[2422591],[2467521],[2469577],[2471446],[2477639],[2486747],[2489142],[2543306],[2544681],[2559907],[2609968],[2623870] ] cell #2002 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [586235],[672590],[690280],[741566],[763729],[776702],[792414],[805688],[823378],[850560],[867612],[881822],[889438],[891687],[906124],[918661],[933158],[934373],[947658],[967557],[969806],[984010],[984953],[998689],[1010620],[1011829],[1038995],[1040204],[1041244],[1046342],[1055681],[1069143],[1074949],[1092256],[1093465],[1097999],[1122116],[1123325],[1124365],[1133929],[1135725],[1165211],[1166290],[1167499],[1171224],[1194143],[1201277],[1212442],[1218234],[1220030],[1223922],[1234304],[1250532],[1251611],[1252820],[1260404],[1260970],[1293842],[1295840],[1315152],[1322468],[1322608],[1334523],[1341657],[1346450],[1347016],[1363649],[1380404],[1382402],[1407672],[1423162],[1445762],[1464124],[1464264],[1472504],[1485986],[1509968],[1530899],[1538033],[1576780],[1592491],[1659354],[1659494],[1667734], [42258,1960172],[58854,2070435],[73745,2138590],[80573,2179470],[89746,2210143],[99190,2242746],[105868,2054014],[108074,2281676],[119135,2309162],[127993,2127872],[128756,2333882],[130899,2339678],[136546,1674486],[139071,2163824],[153147,2394747],[155290,2400543],[163760,2016996],[165891,2232800],[166967,2422939],[176264,1801113],[177332,2263858],[179475,2266954],[185122,1833841],[189201,2469625],[196267,2477987],[208731,2129567],[209282,2327469],[211425,2330565],[212383,2502918],[214064,2132688],[221640,1672031],[223783,1923936],[225087,2359104],[232253,1938877],[234384,1955672],[239164,2545029],[239788,2387627],[246994,2552031],[248675,2204241],[255463,2559955],[257944,2229742],[261886,2235157],[262529,2417013],[268132,2237975],[269941,1531521],[277007,1798863],[280765,2445495],[289471,2055709],[290022,1831386],[292165,2072065],[297067,2295034],[297202,2611212],[298259,2471722],[304880,2305996],[308372,2304391],[310181,1335145],[316136,2624218],[316760,2489190],[319006,2327737],[323966,2497513],[330431,2335085],[332831,1660984],[333455,1907580],[340661,1672764],[342342,2148272],[349130,1693893],[351611,2160766],[355553,2166181],[356196,1953422],[360382,2667965],[364197,2387895],[365174,2546601],[371725,2206269],[372917,2397634],[376514,2395950],[378914,1465754],[379538,1987608],[385129,2407656],[385264,2679594],[386321,2562052],[388278,2416695],[392942,2418618],[398243,1498663],[400364,2243565],[404092,2020510],[404227,1532254],[405284,2025925],[411905,2239580],[415397,2252439],[423161,1820339],[423785,1813949],[426031,2264126],[430991,1832119],[436310,2610043],[439706,2471404],[448582,1601130],[449559,1854334],[452382,2084925],[456110,2096644],[456245,1335878],[457302,2102059],[459677,1353377],[463492,1356515],[464469,1616243],[466861,1622122],[471020,2329497],[472212,2499197],[478209,1628512],[478833,1895585],[480908,1399578],[484723,2132956],[485700,1917429],[492251,2134716],[493443,2336769],[497040,2154383],[500064,1928087],[505655,1936578],[505790,1694626],[506847,1936398],[508804,2358786],[513468,2360709],[521048,2543264],[523221,1453485],[525919,2188414],[530360,1969555],[533756,1728870],[538817,1204348],[542632,2204509],[543609,1731158],[546720,1743661],[549147,1750307],[550116,1486126],[554463,1750127],[558992,1498041],[559969,1754882],[561256,2235337],[562361,1502804],[566520,2014697],[566655,1499396],[567712,2014517],[570163,2027221],[573559,2237657],[582435,1792957],[583412,2033064],[589963,2037086],[591155,1805815],[593530,1299835],[597345,1294044],[598322,1554246],[604873,2265886],[606065,2447179],[612686,1835527],[617022,1583546],[618062,2079335],[620016,1066855],[624462,1848223],[626635,1594767],[633135,2102239],[633774,1848491],[637170,2304073],[642177,1615396],[644456,1099416],[644849,1102217],[647048,2311642],[650274,1357870],[651489,1878485],[653916,1628692],[654885,1627022],[657986,1374814],[659232,1372915],[659946,1108008],[663761,1380606],[664738,1640292],[667719,2138666],[669892,1390728],[677031,2138984],[680427,1915141],[689303,1926670],[693391,1682846],[696787,1423728],[705663,1693271],[706640,1941153],[707927,2166361],[709032,1698034],[713191,1953602],[714383,1709671],[718930,1452638],[720009,1963259],[721218,1966355],[722258,1963527],[723222,1195498],[729255,1722815],[734642,1465934],[736132,1472706],[736695,1969237],[738868,1477534],[746293,1487616],[747714,1228498],[748166,977144],[749232,2212433],[751186,974295],[755632,1754035],[757911,1237295],[758304,1240096],[762089,1505175],[764944,1767151],[768340,1510534],[775662,1520474],[783102,2026953],[785275,1786594],[791775,2026105],[795810,2043279],[800817,1553513],[810129,2057215],[812556,1820519],[813525,1818849],[816626,1571190],[817872,1569291],[822401,1576982],[824665,2072245],[829015,1324098],[830811,1844838],[831890,2079017],[833099,1847195],[839195,1593920],[841483,1850457],[843487,1083230],[844583,1339286],[844976,1080741],[845979,1602547],[849520,1607036],[856815,1357137],[858800,863478],[860265,2105218],[861474,2108314],[862514,2105486],[867410,1626882],[869033,1369008],[869485,1110857],[876951,1639559],[888359,1389995],[890647,2135784],[898684,1909086],[904071,1661164],[905561,1667936],[908297,1415953],[914797,1924116],[925061,1940306],[927340,1432525],[927733,1435326],[931518,1700405],[937769,1705764],[940870,1448050],[944857,1194765],[947456,1719614],[949454,1721309],[954051,1722677],[956298,1202471],[958094,1724805],[960382,1737665],[960944,1206636],[961396,1210543],[966478,1476801],[968766,2207337],[978940,1994395],[980019,2212115],[981228,1996752],[986938,991616],[989612,2000014],[1009541,2023568],[1017925,1785747],[1020213,2029187],[1022217,1275057],[1023313,1535662],[1023706,1272568],[1024709,1794374],[1028250,1539227],[1033637,1799043],[1035127,1285292],[1046140,1818709],[1047763,1565384],[1048215,1302684],[1062138,1578778],[1068577,1841780],[1076039,1077940],[1080539,1596766],[1082537,1609286],[1091177,2099702],[1102015,1875284],[1104013,1876979],[1112653,1880475],[1114941,1893335],[1133727,1905885],[1140322,1908948],[1142569,1397701],[1144365,1911076],[1146653,1652344],[1147215,1401866],[1147667,1405773],[1152749,1408762],[1155037,2150506],[1158137,1676172],[1158530,1413464],[1159533,1415260],[1173209,1177887],[1175883,2169443],[1181819,1705198],[1206070,1479256],[1218032,1985913],[1227932,1991337],[1239894,1756881],[1241892,1769401],[1263569,1784318],[1267866,1269767],[1272366,1788593],[1274364,1522724],[1278961,1542826],[1283004,2039214],[1285854,1543392],[1286306,1547299],[1304480,2059205],[1306768,1811699],[1349615,1867439],[1368442,1642014],[1372713,1635262],[1392450,1401300],[1413262,1922306],[1426327,1687551],[1435124,1943152],[1437122,1685096],[1492321,1752606],[1513133,1771856],[1545991,1805613],[1555968,1564818],[1569089,1827089],[1708363,1709469] ] cell #2003 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [244682],[255056],[261776],[303304],[315184],[321654],[323275],[338349],[345069],[355443],[368159],[371139],[381459],[381563],[384543],[388980],[391366],[410329],[416799],[418420],[428679],[430300],[435399],[438110],[438214],[439144],[440408],[444689],[459599],[467454],[470434],[488685],[491665],[496102],[498488],[509506],[511892],[519983],[523143],[524133],[525151],[530076],[532160],[532264],[534458],[549554],[550818],[555099],[561080],[572997],[574261],[575123],[578542],[586397],[589377],[601307],[604287],[608724],[617778],[618948],[626557],[628565],[636608],[637872],[638734],[645262],[646280],[655587],[670804],[671822],[672752],[674016],[676747],[678831],[678935],[681129],[685410],[696225],[697489],[698351],[701770],[707751],[731181],[739780],[740798],[741728],[742992],[748948],[750118],[759735],[767778],[769042],[769904],[776418],[777588],[778578],[785197],[787205],[796512],[803902],[804920],[805850],[807114],[814227],[824489],[836043],[846681],[850276],[851446],[852436],[866672],[871437],[880036],[881054],[881984],[883248],[900610],[910227],[912421],[914621],[918377],[919547],[920537],[929164],[938471],[944589],[952628],[960870],[963326],[981716],[984172],[994810],[998405],[999575],[1000565],[1025411],[1028738],[1030176],[1050167],[1059784],[1061978],[1066069],[1066596],[1074665],[1077672],[1082278],[1085711],[1099148],[1103754],[1107187],[1115429],[1147141],[1149597],[1152490],[1181081],[1185846],[1191954],[1192045],[1192431],[1203562],[1204089],[1208689],[1225424],[1225951],[1230551],[1241633],[1269499],[1274105],[1277538],[1280460],[1307256],[1320603],[1321469],[1332425],[1332811],[1354417],[1354803],[1371061],[1398792],[1399319],[1403919],[1436863],[1451598],[1463125],[1484987],[1528801],[1529187],[1567437],[1658355], 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] cell #2004 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [323267],[388972],[418412],[430292],[440400],[467249],[496094],[509498],[519975],[524946],[534450],[550810],[554897],[561072],[574253],[575115],[586192],[601102],[608716],[616044],[618746],[628360],[637864],[638726],[646075],[655579],[657535],[671617],[672547],[674008],[681121],[685208],[697481],[698343],[701568],[707743],[709420],[718028],[728277],[730979],[740593],[741523],[742984],[747214],[749916],[757052],[759530],[769034],[769896],[774684],[776659],[777386],[778376],[779391],[787000],[796504],[804715],[805645],[807106],[814219],[816175],[824481],[834350],[838293],[846673],[848542],[850517],[851244],[852234],[853249],[858284],[866664],[868533],[871235],[880849],[881779],[883240],[887457],[887556],[889500],[897706],[900408],[910022],[912413],[914613],[916643],[918618],[919345],[920335],[921350],[926481],[928959],[938463],[940419],[950764],[959404],[960862],[963121],[965576],[965675],[967619],[981708],[983967],[986422],[994802],[996671],[998646],[999373],[1000363],[1001378],[1013080],[1017023],[1025403],[1027272],[1028730],[1029974],[1031979],[1034676],[1037014],[1037113],[1039057],[1040161],[1047263],[1049965],[1057101],[1059579],[1061970],[1072838],[1073971],[1074906],[1076480],[1081635],[1081734],[1082202],[1085509],[1094716],[1097956],[1103678],[1106985],[1113963],[1115421],[1117680],[1120135],[1120234],[1122178],[1123282],[1137035],[1138224],[1145675],[1147133],[1149392],[1151154],[1151847],[1151946],[1152414],[1163302],[1165273],[1172693],[1181073],[1182942],[1185644],[1187649],[1194100],[1195206],[1200375],[1200474],[1201339],[1202452],[1202919],[1208623],[1212399],[1221340],[1222529],[1224314],[1224781],[1230485],[1233326],[1235835],[1240990],[1241089],[1241557],[1248623],[1250594],[1262866],[1264665],[1265798],[1268307],[1273462],[1273561],[1274029],[1277336],[1278410],[1280394],[1298339],[1305790],[1307248],[1309507],[1311962],[1312061],[1315109],[1323000],[1323467],[1324079],[1324546],[1325683],[1331482],[1331742],[1334480],[1340854],[1341719],[1348912],[1350711],[1351844],[1353474],[1353734],[1357578],[1362747],[1362846],[1364824],[1370995],[1384901],[1390436],[1391899],[1395605],[1395704],[1397682],[1398149],[1403853],[1407629],[1408364],[1425624],[1428556],[1431065],[1436220],[1436319],[1436787],[1443853],[1445824],[1453582],[1453842],[1454622],[1454882],[1456016],[1462220],[1464656],[1465123],[1467339],[1477242],[1478705],[1482411],[1482510],[1484082],[1487597],[1488064],[1489201],[1495260],[1504372],[1512430],[1515362],[1520455],[1520922],[1522059],[1522326],[1527858],[1528118],[1530856],[1537230],[1538095],[1553954],[1555417],[1559123],[1559222],[1561200],[1567371],[1584448],[1585438],[1586740],[1594864],[1595124],[1597298],[1607017],[1607484],[1608621],[1608888],[1617380],[1617640],[1618774],[1624799],[1630097],[1640000],[1641463],[1645169],[1645268],[1649852],[1650112],[1651246],[1657450],[1659886],[1660353],[1662569],[1677740],[1682827],[1683294],[1684431],[1684698],[1690490],[1699602],[1721750],[1723717],[1726009],[1735173],[1735433],[1736567],[1745553],[1746855],[1752055],[1757413],[1767132],[1767599],[1768736],[1769003],[1777265],[1778567],[1786691],[1786951],[1789125],[1800448],[1809207],[1809467],[1810601],[1821924],[1837095],[1847176],[1847643],[1857429],[1860386],[1861688],[1868533],[1876581],[1881679],[1890843],[1891103],[1892237],[1909988],[1912280],[1922838],[1931824],[1933126],[1943684],[1955007],[1962790],[1968299],[1968559],[1977796],[1988779],[2009943],[2011245],[2036159],[2040418],[2060409],[2070967],[2077566],[2078911],[2084008],[2087034],[2092803],[2102631],[2147225],[2180674],[2187113],[2187773],[2195649],[2245674],[2251443],[2288768],[2296091],[2342320],[2429944] ] cell #2005 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [590800],[658877],[685282],[685547],[714028],[756033],[778450],[778715],[792065],[817517],[818645],[831212],[852308],[852573],[866980],[889574],[891338],[892710],[920409],[920674],[925462],[934024],[947026],[958495],[967693],[969457],[970829],[979341],[984852],[1000437],[1000702],[1008502],[1009942],[1011480],[1039131],[1040895],[1042267],[1045710],[1066116],[1069042],[1080109],[1090138],[1091578],[1093116],[1101585],[1107059],[1107324],[1113054],[1122252],[1124016],[1125388],[1130413],[1133297],[1144766],[1157100],[1164172],[1165347],[1165612],[1167150],[1171123],[1192522],[1201413],[1203609],[1206535],[1214718],[1217602],[1224855],[1225471],[1227075],[1228397],[1233955],[1239464],[1243372],[1245203],[1249493],[1250668],[1250933],[1252471],[1257943],[1260869],[1271936],[1283405],[1284943],[1290528],[1293412],[1293695],[1304881],[1317215],[1323541],[1330701],[1332902],[1337451],[1341793],[1342058],[1343989],[1346915],[1353478],[1354261],[1354894],[1355502],[1365981],[1367585],[1368907],[1372283],[1374465],[1377090],[1379974],[1380257],[1387752],[1398839],[1401765],[1409948],[1412832],[1420701],[1421893],[1423627],[1434694],[1438602],[1440433],[1445898],[1446163],[1447701],[1453586],[1454369],[1459358],[1460550],[1465197],[1467998],[1470722],[1472074],[1472357],[1474558],[1484081],[1484177],[1486027],[1495787],[1496420],[1496587],[1497028],[1500969],[1507507],[1508699],[1510433],[1529278],[1533827],[1538169],[1538434],[1540365],[1543291],[1551270],[1562357],[1563961],[1565283],[1568659],[1570841],[1573466],[1576350],[1576633],[1580258],[1584447],[1584543],[1587267],[1590019],[1590186],[1591150],[1593632],[1594868],[1595651],[1598403],[1600117],[1601832],[1602446],[1614401],[1623308],[1625073],[1626923],[1630756],[1637316],[1654588],[1655780],[1660427],[1663228],[1665952],[1667304],[1667587],[1669788],[1678944],[1691017],[1691650],[1691817],[1692258],[1696199],[1702737],[1703929],[1705663],[1709039],[1713853],[1715490],[1715775],[1720172],[1722233],[1722576],[1723716],[1723812],[1726536],[1728771],[1739909],[1741101],[1747382],[1751265],[1753040],[1758518],[1761947],[1779094],[1781846],[1782013],[1782977],[1785459],[1786695],[1787478],[1790230],[1791944],[1793659],[1794273],[1803831],[1805183],[1815135],[1816900],[1818750],[1822583],[1829143],[1829310],[1841336],[1841679],[1841923],[1847877],[1848069],[1849532],[1851454],[1862215],[1864967],[1865134],[1866098],[1871160],[1871445],[1875842],[1882206],[1896771],[1901761],[1902046],[1906443],[1906610],[1908504],[1908847],[1909987],[1910083],[1912807],[1915042],[1919172],[1925657],[1927372],[1933653],[1937536],[1939311],[1944789],[1948218],[1962913],[1963105],[1969276],[1972543],[1981789],[1982074],[1986471],[1986638],[1990893],[1991236],[1991480],[2001011],[2011772],[2015655],[2020066],[2020409],[2020653],[2022290],[2026607],[2026799],[2028262],[2030184],[2036642],[2040945],[2043180],[2049890],[2050175],[2054572],[2054739],[2060936],[2075501],[2079056],[2093330],[2096200],[2096543],[2096787],[2098424],[2104872],[2105064],[2114502],[2123748],[2124033],[2128430],[2128597],[2132342],[2132534],[2134272],[2138705],[2141972],[2148118],[2151503],[2160322],[2160665],[2160909],[2162546],[2170440],[2181201],[2193719],[2200841],[2203895],[2204087],[2205825],[2212154],[2229298],[2229641],[2229885],[2231522],[2237696],[2239426],[2251970],[2255427],[2263512],[2263704],[2265442],[2273142],[2282673],[2294590],[2294933],[2295526],[2301330],[2304112],[2305842],[2316947],[2327123],[2327315],[2329053],[2347512],[2358825],[2360555],[2376556],[2384078],[2387281],[2387473],[2388309],[2407212],[2416734],[2418464],[2429379],[2435183],[2467525],[2468629],[2471443],[2472078],[2485641],[2489036],[2508835],[2543303],[2543941],[2558959],[2579103],[2609956],[2623130] ] cell #2006 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658165],[755407],[755896],[799090],[816805],[830586],[831075],[866973],[905971],[906388],[924836],[925325],[941049],[944066],[947019],[957869],[958358],[978715],[979204],[1009316],[1009805],[1010467],[1010884],[1025712],[1045703],[1055945],[1066109],[1077149],[1080102],[1090952],[1091441],[1092103],[1092520],[1098625],[1101578],[1112428],[1112917],[1130337],[1132519],[1133290],[1134396],[1135989],[1144140],[1144629],[1164986],[1165475],[1166137],[1166554],[1181382],[1203602],[1214642],[1216824],[1217595],[1218701],[1220294],[1225464],[1236504],[1239457],[1243235],[1250307],[1250796],[1251458],[1251875],[1257936],[1260039],[1263132],[1268976],[1271929],[1282779],[1283268],[1290452],[1292634],[1293405],[1294511],[1296104],[1304255],[1304744],[1328578],[1337375],[1341432],[1341921],[1343982],[1346085],[1349178],[1363496],[1363913],[1365974],[1372276],[1377014],[1379196],[1379967],[1381073],[1382666],[1387840],[1398832],[1409872],[1412825],[1415524],[1420694],[1422797],[1423999],[1425890],[1431734],[1434687],[1438465],[1445537],[1446026],[1459351],[1460474],[1461536],[1463005],[1467372],[1467991],[1472067],[1474646],[1484939],[1489234],[1493929],[1496580],[1500893],[1505439],[1507500],[1509603],[1510805],[1512696],[1524954],[1533751],[1537808],[1538297],[1540358],[1545554],[1551358],[1554483],[1562350],[1568652],[1573390],[1576343],[1579042],[1580121],[1585305],[1586223],[1590179],[1591143],[1592126],[1592965],[1593625],[1596847],[1598491],[1602818],[1611516],[1614491],[1615101],[1618323],[1623232],[1630130],[1630749],[1634825],[1637404],[1640529],[1654581],[1655704],[1658235],[1662602],[1663221],[1667297],[1669876],[1678807],[1681862],[1691810],[1696123],[1700669],[1702730],[1706035],[1707926],[1709032],[1713943],[1714553],[1714823],[1715483],[1720260],[1721942],[1722072],[1724574],[1725612],[1731395],[1739902],[1741025],[1742833],[1742918],[1746338],[1746458],[1751258],[1753740],[1756962],[1758606],[1766167],[1778050],[1782006],[1782970],[1784792],[1785452],[1788674],[1790318],[1794645],[1800481],[1805176],[1815059],[1821957],[1822576],[1826652],[1829231],[1829303],[1832356],[1840228],[1840313],[1841045],[1841175],[1842623],[1847929],[1849622],[1850232],[1855939],[1861171],[1865127],[1866091],[1867920],[1870493],[1871153],[1875930],[1877742],[1881282],[1896695],[1901094],[1901754],[1906531],[1906603],[1908213],[1908343],[1910845],[1911883],[1917666],[1919165],[1922387],[1932609],[1937529],[1940011],[1943233],[1944877],[1952438],[1962177],[1962965],[1963820],[1970848],[1970933],[1973243],[1981122],[1981782],[1986559],[1986631],[1990602],[1990732],[1992180],[1997486],[2005496],[2010728],[2015648],[2019775],[2019905],[2021353],[2022283],[2026659],[2028352],[2028962],[2034669],[2036481],[2040021],[2049223],[2049883],[2054660],[2054732],[2056472],[2060012],[2079858],[2084793],[2086421],[2088064],[2095909],[2096039],[2097487],[2098417],[2104924],[2105779],[2115202],[2123081],[2123741],[2128518],[2128590],[2132394],[2133249],[2134111],[2140277],[2140362],[2142672],[2147978],[2155988],[2160031],[2160161],[2161609],[2162539],[2166915],[2174925],[2193052],[2193712],[2196596],[2203947],[2204802],[2205664],[2212956],[2221162],[2229007],[2229137],[2230585],[2231515],[2238498],[2239286],[2245061],[2246704],[2256127],[2263564],[2264419],[2265281],[2273842],[2287158],[2289131],[2294299],[2294429],[2302030],[2304914],[2305702],[2316940],[2319824],[2327175],[2328030],[2328892],[2343267],[2351473],[2359627],[2360415],[2367833],[2377256],[2382687],[2383125],[2387333],[2393647],[2407051],[2417536],[2418324],[2435883],[2438767],[2453677],[2461883],[2467266],[2467828],[2472808],[2477016],[2484688],[2488896],[2514173],[2538062],[2543336],[2547784],[2558158],[2579833],[2584041],[2613606],[2622525],[2641451],[2694346] ] cell #2007 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393760],[467833],[500882],[514286],[525530],[554996],[586776],[601686],[613504],[618845],[672201],[673131],[685307],[701667],[710004],[741177],[742107],[777485],[778475],[779975],[792130],[806229],[818405],[851343],[852333],[853833],[882363],[889599],[891403],[892470],[920434],[921934],[967718],[969522],[970589],[984551],[1000462],[1001962],[1008567],[1008738],[1039156],[1040960],[1042027],[1090203],[1090374],[1107084],[1122277],[1124081],[1125148],[1164237],[1164408],[1165372],[1201438],[1224880],[1234020],[1249558],[1249729],[1250693],[1293760],[1293931],[1323566],[1330766],[1330937],[1341818],[1354326],[1380322],[1380493],[1445923],[1454434],[1465222],[1472422],[1472593],[1484121],[1538194],[1576698],[1576869],[1584487],[1595716],[1660452],[1667652],[1667823],[1723756],[1787543],[1910027], 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975],[1078139,1849487],[1080457,1851635],[1080628,1597864],[1091338,1861751],[1101933,1871626],[1102104,1619340],[1111850,1381599],[1112814,1881742],[1133645,1902227],[1133816,1651812],[1134922,1143562],[1142285,1910264],[1144526,1912343],[1166521,1177706],[1181908,1444959],[1217950,1982255],[1218121,1737133],[1232292,1494455],[1239812,2001192],[1239983,1757979],[1263658,1527313],[1269966,2028217],[1272284,2030365],[1272455,1789691],[1283165,2040481],[1295037,1303677],[1304641,2060472],[1349704,1613875],[1372802,1635351],[1413180,2151684],[1413351,1923404],[1426416,1427522],[1435042,2170621],[1435213,1944250],[1513222,1514328],[1546080,1805702],[1569178,1827178],[1708452,1709558] ] cell #2008 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [125812],[160410],[160730],[176672],[182941],[188368],[188688],[204909],[221680],[228903],[229223],[234792],[236297],[238255],[244256],[244576],[254630],[254950],[269108],[269428],[269981],[276730],[285649],[290062],[294397],[301389],[303347],[309348],[309668],[310221],[313269],[315227],[321228],[321548],[329964],[331922],[332554],[333495],[337923],[338243],[340730],[348297],[348617],[349170],[355919],[369055],[376047],[378005],[378637],[379578],[382459],[389451],[391409],[393535],[397410],[397730],[398283],[401422],[401482],[404296],[405007],[408414],[410372],[416373],[416693],[420294],[422252],[422884],[423825],[428253],[428573],[442529],[449092],[451671],[451991],[453440],[453500],[456314],[457025],[466901],[468350],[472567],[475342],[477300],[477932],[478873],[481888],[481956],[489581],[496573],[498531],[500104],[502985],[503045],[505859],[506570],[509977],[511935],[514061],[517936],[518256],[527839],[528678],[530744],[534556],[534952],[537826],[539797],[539865],[550916],[554186],[555439],[559502],[562401],[563850],[563910],[566724],[567435],[576382],[582945],[585524],[585844],[587293],[590878],[594510],[594578],[595426],[602203],[606420],[609195],[611153],[612726],[613279],[618446],[619288],[622782],[622842],[624338],[625006],[628221],[629603],[639993],[642721],[645936],[649807],[650343],[655685],[656081],[658955],[660926],[660994],[661842],[674510],[675349],[677415],[681227],[681623],[684497],[686536],[692712],[695335],[695403],[702110],[706173],[709072],[710521],[714106],[714738],[719474],[719885],[720553],[725192],[725260],[726758],[726958],[730813],[735075],[743486],[744325],[745895],[746430],[749616],[749750],[753952],[756176],[759391],[760773],[766888],[766956],[777086],[777928],[781422],[782978],[783646],[786861],[788243],[796610],[799880],[808447],[814325],[814721],[817595],[818848],[819634],[820482],[828617],[829152],[829523],[829723],[831355],[836924],[839739],[845457],[845525],[850944],[851786],[855280],[856891],[856915],[860141],[860809],[865516],[867214],[871069],[884581],[889314],[889982],[892913],[894689],[896187],[896387],[900242],[904504],[906668],[909883],[919045],[923381],[925605],[928820],[930202],[936317],[936385],[944933],[944957],[946077],[947260],[955900],[956435],[958638],[967433],[968101],[971032],[972808],[974368],[977652],[977852],[979484],[985053],[993654],[999073],[1003409],[1008253],[1008453],[1010085],[1011164],[1015654],[1018469],[1024187],[1024255],[1025953],[1029808],[1038871],[1039539],[1042470],[1044246],[1045944],[1049799],[1066928],[1069243],[1075333],[1078016],[1078040],[1080343],[1089889],[1090089],[1091721],[1092800],[1100636],[1101819],[1113197],[1121992],[1122660],[1125591],[1127367],[1132348],[1133531],[1134637],[1142171],[1142706],[1144909],[1150478],[1159079],[1163923],[1164123],[1165755],[1166834],[1171324],[1179925],[1201153],[1201821],[1204421],[1206736],[1216653],[1217836],[1218942],[1228598],[1239698],[1249244],[1249444],[1251076],[1252155],[1261070],[1262190],[1269843],[1269867],[1272170],[1283548],[1292463],[1293646],[1294752],[1305024],[1319194],[1321450],[1330452],[1330652],[1342201],[1347116],[1348236],[1364193],[1369108],[1379025],[1380208],[1381314],[1399651],[1401966],[1413066],[1423828],[1424948],[1434928],[1446306],[1452384],[1453426],[1461365],[1472308],[1494170],[1510634],[1511754],[1538577],[1543492],[1565484],[1576584],[1582620],[1584292],[1594708],[1602647],[1616184],[1624123],[1667538],[1705864],[1712922],[1723561],[1744407],[1786535],[1794474],[1848601],[1868592],[1909832],[2027331] ] cell #2009 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393215],[467731],[513741],[525428],[555131],[601584],[612959],[618980],[672099],[692392],[701802],[709902],[741075],[777620],[779873],[792798],[818540],[851478],[853731],[892071],[892605],[906000],[921832],[970190],[970724],[1001860],[1008873],[1010496],[1025753],[1041628],[1042162],[1090509],[1092132],[1124749],[1125283],[1132548],[1134437],[1164543],[1166166],[1216853],[1218742],[1234688],[1249864],[1251487],[1260080],[1292663],[1294066],[1294552],[1331072],[1346126],[1363525],[1379225],[1380628],[1381114],[1422838],[1424028],[1461565],[1472728],[1484968],[1493970],[1509644],[1510834],[1554524],[1577004],[1585334],[1592167],[1602847],[1615142],[1640570],[1667958],[1706064],[1714594],[1724603],[1731436],[1742735],[1794674],[1832397],[1840130],[1850273],[1910874],[1917707],[1970750],[2029003],[2140179], 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1193344,1962039],[1195776,1718947],[1204626,1971285],[1206936,1729194],[1218256,1740421],[1227608,1485319],[1228798,1486450],[1232427,1234326],[1240118,1498063],[1252842,1514463],[1261270,1781752],[1270067,2028850],[1272590,1792979],[1285314,1805837],[1300113,1818042],[1333724,2086283],[1336156,1854626],[1347316,1864873],[1358148,1616535],[1369308,1627346],[1372937,1374836],[1391006,1905218],[1399856,2140714],[1402166,1915465],[1413486,1926692],[1435348,1693293],[1448072,1709693],[1477812,1985246],[1499674,1755174],[1530100,2244923],[1532532,2033356],[1543692,2043603],[1565684,1819173],[1569313,1571212],[1673042,2154675],[1694904,1941445] ] cell #2010 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [244681],[255055],[261775],[303303],[315183],[321653],[323274],[338348],[345068],[355442],[367984],[368158],[371136],[381562],[384540],[388979],[391365],[410328],[416798],[418419],[428678],[430299],[435398],[438213],[438969],[439143],[440407],[444686],[459596],[467453],[470431],[488510],[488684],[491662],[496101],[498487],[509505],[511891],[519982],[523140],[524130],[525150],[532263],[534457],[546508],[549379],[549553],[550817],[555096],[561079],[572822],[572996],[574260],[575122],[578539],[586396],[589374],[601306],[604284],[608723],[616810],[618945],[626554],[628564],[636433],[636607],[637871],[638733],[645259],[646279],[655586],[670801],[671821],[672751],[674015],[678934],[681128],[685407],[696050],[696224],[697488],[698350],[701767],[707750],[729043],[731178],[739777],[740797],[741727],[742991],[750115],[759734],[767603],[767777],[769041],[769903],[777585],[778575],[785194],[787204],[796511],[803899],[804919],[805849],[807113],[814226],[824488],[835868],[836042],[846680],[851443],[852433],[866671],[871434],[880033],[881053],[881983],[883247],[898472],[900607],[910226],[912420],[914620],[919544],[920534],[929163],[938470],[943427],[944588],[952625],[960869],[963325],[981715],[984171],[994809],[999572],[1000562],[1025410],[1028737],[1030173],[1050164],[1059783],[1061977],[1064560],[1066068],[1066593],[1077671],[1082277],[1085708],[1099147],[1103753],[1107184],[1115428],[1147140],[1149596],[1152489],[1181080],[1185843],[1191011],[1192097],[1192432],[1203561],[1204086],[1208690],[1225423],[1225948],[1230552],[1241632],[1269498],[1274104],[1277535],[1280461],[1307255],[1321515],[1332477],[1332812],[1354469],[1354804],[1371062],[1398791],[1399316],[1403920],[1436862],[1463171],[1485033],[1528853],[1529188],[1567438],[1658401], [77406,693179],[95322,764732],[98006,775450],[112472,832887],[117951,849308],[129113,669811],[137887,505066],[138050,348722],[144963,944281],[151685,960170],[153504,738787],[157811,1226802],[159228,981016],[164707,565931],[164870,397835],[167414,572066],[175080,1028038],[177689,593449],[178069,422208],[186536,1065835],[192179,1077364],[194173,843406],[195350,632546],[195513,452096],[196714,635677],[201098,1098840],[201436,1355744],[206403,1367312],[207820,1114729],[209639,659865],[210019,477256],[220178,1146441],[221997,908216],[225534,502088],[233200,712602],[233363,518361],[240698,723141],[242089,727343],[242424,1203328],[243928,957391],[244912,733188],[246158,1470449],[246302,537782],[252798,1225190],[258441,1236719],[258779,1497270],[260435,991535],[262976,562953],[272919,1269191],[274913,1022136],[276090,791186],[276253,585949],[277454,794317],[287143,1563688],[288560,1306556],[290379,818505],[290759,611109],[296357,830108],[298907,1328793],[299338,620955],[300441,836679],[300917,624897],[302768,1078915],[302966,840709],[305163,1600359],[317670,863397],[319396,1365700],[320900,1111950],[321884,873444],[334365,892570],[335756,896772],[336091,1398558],[337595,1143662],[338579,902617],[339825,1665679],[339969,684453],[343728,1156960],[352108,1431949],[352446,1692500],[354102,1177806],[356643,709624],[362971,945832],[363447,720444],[366086,1459077],[368446,1724234],[380448,970689],[384419,978237],[386969,1232392],[387400,752125],[390830,1238270],[391028,988838],[403382,1008838],[405932,1525169],[406363,779595],[407466,1015409],[407942,783537],[409793,1270742],[409991,1019439],[412188,1792186],[416045,1282301],[417029,1032183],[418275,1803558],[424695,1042127],[426421,1562076],[427925,1303777],[428909,1052174],[434058,1317075],[439431,1584965],[455400,1090474],[457950,1611731],[458381,853453],[462266,1100391],[462742,860700],[465381,1361133],[465579,1105527],[479743,1125248],[483497,1132103],[483973,889873],[486612,1654307],[488972,1910505],[497952,1411638],[498150,1154263],[500347,1925899],[504945,1164508],[507495,1427622],[507926,921554],[508460,1440293],[511356,1433500],[511554,1175109],[517608,1445059],[518592,1187853],[541406,1216408],[541882,967992],[544521,1739628],[549841,1484599],[565810,1249829],[568360,1514428],[568791,1001582],[569325,1245063],[573284,1776792],[577922,1527413],[586684,2038643],[594045,1562834],[596119,1292218],[596595,1039430],[599234,1557509],[599432,1297354],[600537,1309711],[610574,1575156],[610772,1314378],[623954,1331037],[636895,1859913],[641533,1613975],[660461,1366458],[662535,1378780],[663011,1122551],[665650,1643555],[665848,1383916],[666953,1117884],[670407,1655065],[673039,2144316],[676017,1656350],[676215,1396942],[692931,1691225],[693878,1432256],[696512,1679829],[723737,1459835],[725939,1461120],[726415,1201712],[739383,1740386],[742015,1974887],[744993,1741671],[745191,1483748],[764484,1495995],[765431,1237026],[768065,1764134],[774032,1775090],[775202,1781421],[776149,1525476],[800418,1817756],[800557,1562309],[806137,2275486],[827065,1583263],[832639,1589594],[833586,1329100],[836330,1844267],[847890,1858211],[849060,1864542],[850007,1612038],[876552,1625929],[876691,1365933],[882271,2116846],[886006,1898808],[887960,1904932],[888099,1654540],[914975,1691560],[942902,1712537],[949033,1965142],[949055,1718661],[949194,1459310],[964125,1978836],[966079,1984960],[966218,1739861],[984459,1993824],[995003,1496330],[1004883,2017671],[1006998,1781756],[1064895,1838941],[1070281,2080933],[1071197,1589929],[1086519,2093805],[1088634,1864877],[1103592,2107101],[1196605,2190104],[1229636,2214031],[1358977,2313332] ] cell #2011 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [303829],[315709],[323465],[371176],[384580],[391891],[393763],[410854],[418610],[430490],[444551],[444726],[447975],[459531],[459636],[462885],[467836],[470471],[491702],[499013],[500885],[512417],[514289],[520173],[523075],[523180],[523995],[524170],[525533],[530212],[546572],[555136],[558385],[578404],[578579],[581828],[586779],[589414],[601689],[604324],[613507],[616874],[617914],[618985],[626489],[626594],[628947],[645124],[645299],[646662],[651341],[657818],[670666],[670841],[672204],[673134],[676883],[685447],[688696],[701807],[705056],[710007],[721070],[729107],[731218],[739642],[739817],[741180],[742110],[749084],[750155],[760117],[776554],[777625],[778615],[779978],[785129],[785234],[787587],[792266],[803764],[803939],[805302],[806232],[809981],[816458],[841335],[850412],[851483],[852473],[853836],[861326],[871474],[879898],[880073],[881436],[882366],[890499],[891539],[898536],[900647],[910609],[918513],[919584],[920574],[921937],[929546],[940702],[952490],[952665],[963708],[968618],[969658],[984554],[989464],[998541],[999612],[1000602],[1001965],[1020065],[1030213],[1032566],[1034959],[1040056],[1041096],[1050204],[1060166],[1065490],[1066633],[1074801],[1083190],[1085748],[1104666],[1107224],[1118267],[1123177],[1124217],[1149979],[1153402],[1154889],[1175735],[1185883],[1188236],[1191050],[1192499],[1193027],[1204126],[1208757],[1212294],[1225988],[1230619],[1234156],[1242545],[1275017],[1277575],[1280528],[1310094],[1315004],[1320518],[1321554],[1321865],[1332879],[1333407],[1337977],[1354871],[1355399],[1359969],[1371129],[1399356],[1403987],[1407524],[1410474],[1437775],[1452494],[1463210],[1463521],[1485072],[1485383],[1501495],[1529255],[1529783],[1534353],[1567505],[1593776],[1615252],[1658440],[1658751],[1696725],[1785603], 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] cell #2012 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473111],[554894],[555356],[592054],[606964],[618743],[619205],[651067],[685139],[685667],[701565],[702027],[715282],[718025],[720796],[730976],[731438],[749913],[750375],[777383],[777845],[778307],[778835],[791992],[809707],[818765],[827462],[838290],[841061],[851241],[851703],[852165],[852693],[858281],[861052],[871232],[871694],[887316],[887454],[890225],[891265],[892830],[900405],[900867],[919342],[919804],[920266],[920794],[933951],[954745],[965435],[965573],[968344],[969384],[970949],[975591],[986419],[989190],[992785],[999370],[999832],[1000294],[1000822],[1006192],[1006266],[1011407],[1017020],[1019791],[1029971],[1030433],[1036873],[1037011],[1039782],[1040822],[1042387],[1049962],[1050424],[1072835],[1081632],[1085506],[1085968],[1087828],[1087902],[1093043],[1106916],[1107444],[1109304],[1115559],[1119994],[1120132],[1122903],[1123943],[1125508],[1130266],[1141016],[1151844],[1154615],[1157220],[1161862],[1161936],[1163062],[1167077],[1172690],[1175461],[1179056],[1185641],[1186103],[1199034],[1200234],[1200372],[1202916],[1207448],[1207884],[1212020],[1214571],[1224712],[1229310],[1233882],[1235524],[1240987],[1245323],[1247183],[1247257],[1248383],[1252398],[1264662],[1273459],[1277333],[1277795],[1279655],[1284870],[1290381],[1291445],[1301131],[1307386],[1311959],[1314730],[1317335],[1318325],[1323398],[1324543],[1325372],[1329497],[1329571],[1331539],[1332196],[1335720],[1337304],[1340614],[1350708],[1353591],[1354188],[1357712],[1362744],[1369820],[1370256],[1374392],[1376943],[1378007],[1394264],[1395602],[1398146],[1402678],[1403114],[1407250],[1409801],[1418691],[1421746],[1430754],[1436217],[1440553],[1442413],[1443613],[1447628],[1448668],[1453699],[1454296],[1454679],[1455336],[1460403],[1462271],[1462423],[1465054],[1466325],[1471227],[1481070],[1482408],[1484188],[1484285],[1488061],[1488187],[1493015],[1495714],[1499238],[1500822],[1508552],[1520919],[1521748],[1525873],[1527915],[1528572],[1532096],[1533680],[1536990],[1544204],[1548776],[1559120],[1566196],[1566632],[1570768],[1572410],[1573319],[1574383],[1584554],[1584651],[1585489],[1585641],[1587194],[1593027],[1594981],[1595578],[1601685],[1607481],[1608310],[1612435],[1614503],[1617437],[1618094],[1623161],[1625181],[1629083],[1645166],[1649909],[1650566],[1653618],[1655633],[1657501],[1657653],[1660284],[1661555],[1666457],[1669082],[1672606],[1683291],[1688245],[1690944],[1694468],[1696052],[1703782],[1713955],[1714885],[1715883],[1723823],[1723920],[1726463],[1735230],[1735887],[1738939],[1740954],[1745604],[1745756],[1747309],[1753142],[1761800],[1767596],[1772550],[1777316],[1777468],[1779021],[1780061],[1784854],[1786808],[1787405],[1793512],[1795532],[1799434],[1809264],[1809921],[1812973],[1814988],[1817008],[1820910],[1842025],[1847640],[1849634],[1851562],[1860437],[1860589],[1862142],[1863182],[1870555],[1871553],[1882133],[1890900],[1891557],[1894609],[1896624],[1901156],[1902154],[1903144],[1910094],[1910191],[1912734],[1918567],[1927225],[1931875],[1932027],[1933580],[1934620],[1939413],[1948071],[1968356],[1969013],[1972645],[1981184],[1982182],[1983172],[1991582],[2001119],[2009994],[2010146],[2011699],[2012739],[2020755],[2021685],[2028364],[2030292],[2040872],[2049285],[2050283],[2051273],[2060863],[2075354],[2077623],[2084059],[2084211],[2093257],[2096889],[2097819],[2110972],[2114604],[2123143],[2124141],[2125131],[2142074],[2151611],[2161011],[2161941],[2170548],[2181128],[2187164],[2187754],[2193114],[2200949],[2217309],[2229987],[2230917],[2251897],[2255529],[2273244],[2282781],[2288746],[2289564],[2296072],[2301432],[2310982],[2316342],[2347620],[2376658],[2382740],[2388782],[2402186],[2429925],[2435285],[2472423],[2484303],[2509308],[2579448] ] cell #2013 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762076],[867397],[931505],[947443],[985081],[1046127],[1062125],[1069271],[1133714],[1159520],[1171352],[1181806],[1218019],[1261098],[1263556],[1278948],[1310621],[1347144],[1349602],[1392437],[1393144],[1408407],[1426314],[1479243],[1479950],[1513120],[1520710],[1522369],[1538900],[1555955],[1556662],[1607272],[1608931],[1642001],[1642708],[1650155],[1652017],[1683082],[1684741],[1735476],[1737338],[1752593],[1767387],[1769046],[1777562],[1809510],[1810856],[1811372],[1847431],[1860683],[1876624],[1891146],[1892492],[1893008],[1932121],[1933169],[1968602],[1978051],[1988822],[1996425],[2010240],[2011288],[2050377],[2071222],[2078954],[2084305],[2092846],[2103213],[2124235],[2147480],[2180717],[2188355],[2195692],[2201043],[2210270],[2251486],[2282875],[2289703],[2296673],[2342363],[2347714],[2388921],[2430526],[2509447], 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] cell #2014 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [371073],[394012],[447153],[470368],[473191],[491599],[501134],[514538],[529986],[530180],[532800],[553330],[555551],[557563],[581006],[589311],[592134],[604221],[607044],[613756],[617688],[617882],[619400],[624362],[648656],[651309],[653929],[676657],[676851],[679471],[685862],[687874],[702222],[704234],[715362],[719909],[721038],[731633],[746113],[748858],[749052],[750570],[752662],[755532],[762540],[776328],[776522],[778040],[779030],[783002],[792234],[794854],[809949],[812569],[818960],[828835],[830711],[841303],[850186],[850380],[851898],[852888],[857139],[860165],[861294],[871889],[889338],[890467],[891507],[893025],[901062],[906024],[918287],[918481],[919999],[920989],[924961],[931969],[945181],[956118],[957994],[967457],[968586],[969626],[971144],[974375],[978840],[989432],[998315],[998509],[1000027],[1001017],[1009441],[1010520],[1020033],[1030628],[1038895],[1040024],[1041064],[1042582],[1050619],[1062589],[1066935],[1074575],[1074769],[1078264],[1086163],[1091077],[1092156],[1107639],[1112553],[1122016],[1123145],[1124185],[1125703],[1142389],[1144265],[1154857],[1157415],[1159984],[1165111],[1166190],[1175703],[1186298],[1191864],[1192995],[1201177],[1204428],[1209699],[1212262],[1231561],[1234124],[1245518],[1250432],[1251511],[1270091],[1277990],[1281470],[1282904],[1304380],[1314972],[1317530],[1320547],[1322065],[1322368],[1333375],[1338109],[1341557],[1355367],[1360101],[1363549],[1372071],[1399658],[1404929],[1407492],[1410606],[1440748],[1445662],[1451563],[1452523],[1452946],[1463721],[1464024],[1468657],[1485583],[1485886],[1490519],[1501627],[1529751],[1534485],[1537933],[1541024],[1568447],[1583471],[1593805],[1594228],[1615281],[1615704],[1631415],[1658951],[1659254],[1663887],[1696857],[1722740],[1743586],[1785632],[1786055],[1823242],[1909011], [93040,1245967],[111668,1327161],[139840,1160646],[144870,1453104],[150881,1468817],[157735,1745127],[158424,1490679],[168797,1258762],[186529,1583733],[192086,1594386],[198097,1344808],[201005,1615862],[201429,1869705],[206327,1879951],[207016,1631575],[213363,1131452],[219374,1664047],[226228,700001],[226917,922091],[242417,1723002],[243835,1468182],[246082,1975924],[247974,1215757],[252791,1743848],[258348,1754501],[258772,1999271],[263670,771554],[264359,1002119],[267269,1007565],[272826,1786213],[278837,1541184],[281745,1035869],[282169,807296],[287067,2058681],[287756,1823402],[298814,1845304],[302761,1597963],[304179,1338490],[305156,2090786],[305950,856510],[306163,1096015],[307509,1089201],[319389,1878672],[320807,1630940],[324946,1118990],[325370,883430],[336084,1909273],[337502,1663412],[339749,2145353],[341641,1410987],[346458,915542],[352015,1940772],[352439,2168700],[357337,712539],[358026,936813],[366079,1966542],[366865,1198110],[368439,2195499],[368582,1213710],[372054,1209257],[373896,973284],[386876,1751449],[390823,1758078],[392241,1502008],[395571,995570],[405839,2024034],[409786,1789790],[411204,1534866],[412181,2249426],[412975,782652],[413188,1014379],[414534,1281028],[415952,1540549],[418199,2258808],[426414,2057402],[427832,1822767],[431971,1055581],[432395,820972],[439424,2078761],[439567,1326526],[443190,1071764],[444519,1342418],[445141,1087156],[447582,1337622],[457857,2100168],[465374,1875402],[466160,1360482],[471349,1371629],[486605,2135971],[487391,1135625],[488965,2342170],[489108,1129405],[492580,1404487],[494422,895165],[497945,1669348],[499363,1415160],[500340,2354195],[507402,1937720],[511349,1944349],[512767,1697238],[516097,934193],[517515,1702921],[523963,1456681],[524585,1197242],[544514,2207524],[545300,1219930],[549834,1988629],[549977,1490044],[553600,1231119],[557992,1501140],[568267,2015839],[573277,2237401],[573420,1258127],[577043,1011649],[577829,1783161],[578372,1256372],[578994,1005520],[581435,1533998],[586677,2437670],[590292,1285112],[599227,2054132],[600013,1295740],[605202,1568005],[610567,1828703],[611985,1578678],[636888,2303817],[637031,1344173],[640654,1093285],[641440,1866282],[645092,1619439],[645714,1359614],[649085,1623479],[665643,2127990],[666429,1382302],[669408,1905785],[670634,1387312],[671256,1130584],[673032,2512221],[676010,1906003],[688303,1410119],[696505,2158058],[696648,1420885],[700271,1167319],[701057,1700305],[704663,1696370],[713520,1447870],[738384,1985813],[739610,1474118],[740232,1214889],[742008,2391695],[744986,1986031],[768058,2227034],[768201,1507691],[771824,1252640],[772610,1505075],[774025,2017802],[774118,2023453],[802506,1818609],[803732,1550830],[804354,1290699],[806130,2600283],[807725,1815306],[809108,1571010],[821401,1573637],[836323,2292477],[836466,1591334],[847883,2093936],[847976,2099587],[878640,1626782],[879866,1636876],[880488,1377261],[882264,2493258],[883859,1896942],[885242,1374634],[885931,2130434],[886855,2135709],[895594,1655951],[915984,1692123],[916077,1940191],[949026,2190235],[952222,1719514],[952458,1719732],[953080,1460721],[964050,2201987],[964974,2207262],[973713,1741272],[984452,2405099],[996012,1496893],[996105,1753920],[1004816,2235989],[1008007,1782319],[1035488,1818306],[1036412,2057140],[1065458,1839072],[1070206,2291691],[1072206,1590492],[1073405,1844723],[1086452,2302405],[1089643,1865440],[1103585,2313463],[1118609,1626479],[1119533,1878410],[1131071,1905482],[1160486,1940614],[1191561,1961005],[1196538,2384903],[1197729,1719211],[1199773,1966280],[1215376,1985510],[1229561,2404313],[1245807,1754343],[1258602,2023876],[1320970,2077349],[1327001,1845146],[1344648,2100010],[1358910,2486466] ] cell #2015 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [103565],[125982],[134729],[134924],[143446],[160788],[169203],[169398],[174217],[183111],[183500],[188746],[198503],[198698],[204915],[213411],[215361],[216021],[227323],[227518],[229281],[232337],[238261],[244634],[248022],[249972],[250632],[255008],[257428],[264765],[264960],[267426],[269486],[270209],[281793],[283743],[284403],[285655],[294403],[296551],[303353],[307666],[309726],[310449],[315233],[318046],[318241],[321606],[324994],[326944],[327604],[330074],[331928],[338301],[344299],[346615],[347292],[348675],[349398],[351095],[361288],[366913],[369061],[371209],[376157],[378011],[381989],[382465],[383718],[384613],[387845],[391415],[393593],[394423],[395728],[396405],[397788],[398511],[401428],[403576],[410378],[416751],[417474],[420404],[421112],[422258],[428631],[434629],[438640],[443347],[445673],[449202],[451298],[452049],[453446],[455594],[459432],[460103],[460583],[461204],[468356],[469609],[470504],[472573],[473736],[475452],[476160],[477306],[481814],[489587],[491735],[496683],[498537],[502991],[503934],[505139],[511941],[514119],[514949],[516931],[518314],[519037],[522976],[523647],[527845],[528788],[532690],[534958],[536999],[537397],[537832],[539723],[546342],[546471],[548226],[555445],[555603],[556083],[556704],[559612],[563856],[564799],[566004],[579526],[583055],[585151],[585902],[587299],[589447],[594436],[602209],[603462],[604357],[606426],[607589],[609305],[610013],[611159],[613337],[616644],[616773],[619294],[619452],[621852],[622788],[625012],[626390],[627061],[629461],[630944],[632202],[632619],[641999],[649917],[651240],[652995],[656087],[660852],[674516],[675459],[679361],[681629],[683670],[684068],[684503],[686394],[692770],[702116],[702274],[702754],[703375],[706283],[710527],[711470],[712675],[714744],[718752],[720559],[720969],[725118],[727179],[727484],[728877],[729006],[731685],[733721],[743492],[744435],[750622],[753958],[755454],[760631],[763372],[777934],[778092],[780492],[781428],[783652],[785030],[785701],[788101],[789584],[790842],[791259],[799053],[799886],[808557],[809880],[811635],[814727],[818854],[819492],[829944],[830249],[830633],[836755],[837144],[839017],[841234],[851792],[851950],[854350],[855286],[860815],[861225],[865374],[871941],[884691],[889988],[890398],[892919],[894547],[896608],[896913],[898306],[898435],[901114],[903150],[906674],[912606],[913864],[920051],[923387],[924883],[930060],[932801],[945908],[946297],[953387],[957916],[968107],[968517],[971038],[972666],[978073],[978378],[978762],[989363],[1000079],[1003415],[1008674],[1008979],[1009363],[1011170],[1015485],[1015874],[1017747],[1019964],[1026174],[1030680],[1032716],[1039545],[1039955],[1042476],[1044104],[1050671],[1063421],[1067913],[1086215],[1090310],[1090615],[1090999],[1092806],[1100467],[1100856],[1112475],[1122666],[1123076],[1125597],[1127225],[1132179],[1132568],[1134858],[1139658],[1144187],[1150698],[1154788],[1164344],[1164649],[1165033],[1166840],[1175634],[1186350],[1201827],[1212193],[1216484],[1216873],[1219163],[1227268],[1249665],[1249970],[1250354],[1252161],[1259740],[1262410],[1278042],[1282826],[1292294],[1292683],[1294973],[1304302],[1314903],[1330873],[1331178],[1332369],[1341479],[1345786],[1348456],[1364199],[1378856],[1379245],[1381535],[1407423],[1422498],[1425168],[1445584],[1455509],[1461196],[1461585],[1463052],[1494391],[1509304],[1511974],[1528745],[1537855],[1583339],[1586270],[1591827],[1592827],[1618267],[1624343],[1658282],[1712750],[1714685],[1746385],[1784654],[1838708],[1870355] ] cell #2016 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [560740],[651682],[707411],[721411],[755636],[810322],[824149],[830815],[890840],[914281],[925065],[934566],[968959],[1009545],[1012022],[1026479],[1055685],[1091181],[1093658],[1135163],[1135729],[1150309],[1167692],[1219468],[1220034],[1253013],[1260408],[1262021],[1278297],[1295278],[1295844],[1346454],[1348067],[1381840],[1382406],[1389854],[1391786],[1423166],[1424779],[1476660],[1478592],[1494696],[1509972],[1511585],[1520342],[1553372],[1554852],[1555304],[1592495],[1606904],[1623954],[1639418],[1640898],[1641350],[1682714],[1683849],[1721168],[1731764],[1743454],[1751942],[1767019],[1768154],[1810488],[1832725],[1840849],[1847063],[1856847],[1868420],[1892124],[1918035],[1954425],[1962677],[1971469],[1977683],[1988265],[2035577],[2070854],[2078397],[2086921],[2140898],[2147112],[2195135],[2245561],[2341806], [193266,447471],[201632,461519],[243823,533160],[253565,548590],[258975,557019],[259528,557881],[274006,581324],[294255,294320],[302627,447323],[305359,631259],[313796,461436],[317239,648974],[320163,653359],[320795,654289],[337490,679831],[342821,688192],[343976,689923],[352642,703690],[353195,704552],[368913,368978],[371690,731527],[373460,734085],[382317,382382],[385094,750464],[386864,753022],[389978,556936],[390689,557733],[393421,762429],[409652,581176],[412384,789899],[415940,795214],[417132,797012],[424264,807614],[427188,811999],[427820,812929],[433151,821290],[434306,823021],[448538,841676],[450330,631176],[463448,861667],[465240,648826],[468208,468273],[470985,871783],[472755,874341],[479312,883748],[488018,895483],[489439,489504],[492216,900956],[493986,903514],[497811,688044],[499351,911123],[500543,912921],[505620,919893],[507390,922451],[508708,924330],[510504,703607],[511215,704404],[513947,931858],[517503,937173],[518695,938971],[520570,1190629],[527697,527762],[530553,729448],[533760,958098],[545927,973602],[546913,749425],[550120,978944],[558948,989805],[566485,999921],[568255,1002479],[569573,1004358],[571659,1006905],[577817,1014739],[582391,1020406],[584183,789816],[589928,1030522],[591698,1033080],[597301,1040397],[599093,807466],[599713,1038569],[600640,1045040],[602061,602126],[604838,1050513],[606608,1053071],[610433,821142],[611053,1313517],[611973,1060680],[613165,1062478],[617215,618255],[624466,839199],[633100,1086057],[635270,1088541],[641428,1096375],[642181,860269],[654889,1112657],[663717,1123518],[665509,883600],[666129,1121690],[667056,1128161],[669167,1130014],[669396,1130826],[674368,674433],[675876,895335],[676496,1407116],[677224,898877],[680431,1144369],[689259,1155230],[690821,1157309],[691051,912838],[692598,1159873],[693584,918854],[694887,1162575],[696791,1165215],[699465,1162735],[701045,1170409],[705619,1176076],[712003,1443286],[713156,1186192],[714926,1188750],[718934,720013],[732781,1208597],[736088,1212635],[738143,1214319],[738372,1215131],[743344,743409],[744852,973454],[745472,1211886],[764270,1245412],[765137,998882],[766440,1247896],[768344,1250536],[771018,1248056],[772598,1255730],[773891,1005762],[774106,1257478],[774769,1257550],[775855,776895],[782116,1536663],[783106,1017929],[791740,1277884],[792607,1028443],[793910,1280368],[795814,1283008],[798079,1285485],[800068,1288202],[800821,1038999],[802265,1290129],[802494,1290941],[807380,1291054],[813529,1304484],[821056,1573992],[822357,1315345],[823919,1317424],[833292,1075142],[835635,1330210],[842762,1337052],[842991,1337864],[845983,1341661],[847749,1087398],[847964,1343524],[848627,1343596],[849713,850753],[855974,1340287],[873037,1370969],[876344,1375007],[876955,1122120],[878399,1376691],[878628,1377503],[883514,1377616],[885919,1128756],[886792,1658128],[886873,1387283],[888363,889442],[891880,1146846],[895249,1666066],[902210,1403827],[905517,1407865],[906128,1152753],[907572,1409549],[907801,1410361],[911723,1415264],[916065,1420236],[916728,1420308],[933699,1440642],[937773,1445766],[940038,1448243],[948892,1197484],[949458,1201281],[951981,1460151],[952210,1460963],[954055,1464128],[958826,1467533],[959489,1467605],[960575,969999],[964038,1213061],[964911,1462898],[964992,1474089],[966482,967561],[973368,1470836],[981421,1234497],[983764,1493728],[990891,1500570],[991120,1501382],[994112,1505179],[996093,1507042],[996756,1507114],[1004834,1256343],[1005676,1785276],[1010624,1274368],[1021492,1533428],[1021721,1534240],[1024713,1538037],[1026081,1542830],[1026694,1539900],[1027357,1539972],[1036430,1550801],[1041437,1306961],[1051767,1567345],[1055074,1571383],[1061280,1578782],[1068581,1322472],[1070194,1325877],[1071067,1586116],[1073393,1590685],[1074056,1590757],[1075898,1594090],[1081051,1597934],[1082541,1092260],[1086470,1342389],[1087312,1593449],[1103451,1359856],[1104017,1363653],[1106540,1622909],[1106769,1623721],[1108614,1626886],[1113385,1630291],[1114048,1630363],[1115134,1124558],[1119551,1636847],[1128672,1908114],[1134765,1401304],[1140326,1659358],[1145097,1662763],[1145760,1662835],[1151263,1669319],[1166294,1437126],[1177162,1695800],[1177391,1696612],[1180383,1700409],[1181751,1705202],[1191549,1712659],[1194624,1452808],[1196104,1719618],[1196556,1456652],[1197398,1715307],[1199791,1719703],[1202339,1722973],[1206074,1219070],[1212977,1721843],[1227936,1485990],[1229549,1489395],[1230422,1746231],[1232748,1750800],[1233411,1750872],[1235253,1754205],[1240406,1758049],[1241896,1251615],[1263501,1784322],[1267725,1785917],[1272878,1789761],[1294880,1564822],[1300441,1818713],[1305212,1822118],[1305875,1822190],[1320988,1839043],[1323966,1583704],[1325101,1845008],[1325793,1840946],[1336484,1855297],[1349547,1867443],[1353921,1868329],[1356996,1615566],[1358476,1617206],[1358928,1619410],[1359770,1870977],[1362163,1875373],[1364711,1878643],[1368446,1381442],[1391334,1905889],[1397569,1909244],[1426259,1687555],[1430483,1940476],[1435636,1944320],[1451818,1960759],[1454029,1962586],[1455903,1966513],[1466757,1975628],[1478140,1985917],[1484506,1988600],[1487484,1743819],[1488619,1744831],[1489311,1990503],[1492325,1494298],[1500002,1755845],[1513065,1771860],[1521477,2023738],[1532860,2034027],[1545923,2046173],[1561087,2057373],[1584872,2078732],[1595311,2086830],[1597185,2090757],[1608039,2099872],[1614576,2102718],[1618661,1869676],[1629515,1879655],[1633221,1635194],[1651133,2135942],[1661987,2145057],[1673370,2155346],[1695232,1942116],[1708295,1958131],[1714028,2187860],[1724141,2195470],[1736454,2207495],[1757300,1999242],[1787138,2245470],[1789012,2249397],[1799866,2258512],[1821342,2058385],[1825048,1827021],[1849707,2296178],[1910412,2342141],[1922725,2354166],[1943571,2168671],[2028437,2430031] ] cell #2017 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [94868],[123351],[123606],[141668],[146386],[146641],[160413],[180480],[180735],[185130],[186630],[188371],[193602],[193857],[202521],[202776],[214879],[215134],[224548],[228906],[232586],[236300],[242518],[244259],[249490],[249745],[252892],[254633],[259864],[260119],[267370],[269111],[270458],[274342],[274597],[277154],[283261],[283516],[289745],[301392],[307610],[309351],[310698],[313272],[319490],[321231],[323054],[326462],[326717],[329967],[332978],[333178],[336185],[337926],[340739],[343157],[343412],[346559],[348300],[349647],[353531],[353786],[366180],[372155],[374435],[374690],[376050],[379061],[379261],[389454],[393218],[395672],[397413],[398760],[401539],[404305],[408417],[413623],[414635],[416376],[417723],[420297],[423308],[423508],[426515],[428256],[430079],[433487],[433742],[442532],[443291],[445187],[447931],[449095],[451674],[453557],[456323],[467734],[471450],[473985],[475345],[478356],[478556],[481897],[484983],[486706],[492681],[494961],[495216],[496576],[499787],[503102],[505868],[509980],[513744],[516198],[517939],[519286],[519762],[524631],[525431],[528681],[530036],[530747],[532850],[535069],[539806],[542892],[544615],[553701],[554610],[558341],[559505],[562084],[563967],[566733],[571128],[576385],[577144],[579040],[581784],[582948],[585527],[587410],[592928],[594519],[595483],[597605],[601587],[605303],[607838],[609198],[612409],[612962],[617738],[618449],[622899],[624212],[624412],[627179],[634739],[639996],[640755],[645760],[649434],[649810],[650352],[651876],[653979],[656198],[660935],[661899],[664021],[671302],[672102],[675352],[676707],[677418],[679521],[681740],[688652],[692395],[694356],[695344],[700372],[705012],[706176],[708755],[709905],[710638],[719759],[719959],[721605],[725201],[726832],[735132],[740278],[741078],[744328],[746439],[748908],[749619],[752712],[754069],[754541],[755582],[758349],[765909],[766897],[771925],[776378],[777089],[779876],[781539],[782852],[783052],[785819],[792801],[794904],[802991],[804400],[808450],[810516],[812619],[814838],[820539],[829161],[829597],[830761],[835104],[841870],[845466],[850236],[850947],[853734],[855397],[857189],[857514],[860015],[860215],[861861],[864022],[867088],[875388],[879125],[880534],[884584],[889188],[889388],[891034],[892074],[896261],[904561],[906074],[908841],[918337],[919048],[921835],[923498],[925011],[927778],[936326],[945231],[945556],[947134],[953126],[956444],[958044],[962387],[967307],[967507],[969153],[970193],[974404],[974647],[977726],[978890],[989999],[998365],[999076],[1001863],[1003526],[1008327],[1009491],[1010570],[1020600],[1024196],[1025827],[1034127],[1038745],[1038945],[1040591],[1041631],[1045818],[1054118],[1057855],[1066964],[1067207],[1074625],[1075336],[1078314],[1078639],[1080217],[1089963],[1091127],[1092206],[1097203],[1101693],[1112603],[1121866],[1122066],[1123712],[1124752],[1133405],[1134511],[1142715],[1144315],[1148658],[1155424],[1163997],[1165161],[1166240],[1176270],[1189797],[1191914],[1193347],[1201027],[1201227],[1204457],[1204700],[1212829],[1217710],[1218816],[1234691],[1239572],[1249318],[1250482],[1251561],[1270141],[1270466],[1272044],[1282954],[1293520],[1294626],[1304430],[1315539],[1321324],[1322418],[1330526],[1333727],[1341607],[1363599],[1380082],[1381188],[1399687],[1399930],[1408059],[1412940],[1434802],[1445712],[1451581],[1453300],[1464074],[1472182],[1485936],[1494044],[1530103],[1537983],[1576458],[1583489],[1594582],[1616058],[1659304],[1667412],[1722758],[1743604],[1786409],[1909029] ] cell #2018 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [77040],[95166],[102404],[109163],[123682],[130788],[134733],[141966],[142285],[146717],[155179],[160420],[169207],[169764],[174211],[179364],[180811],[183309],[188378],[193933],[198507],[199064],[202852],[204891],[211314],[213415],[215210],[215355],[215830],[227327],[227884],[228913],[236307],[238237],[244266],[248026],[249821],[249966],[250441],[254640],[257233],[260195],[264769],[265326],[267420],[267474],[269118],[274673],[279804],[281797],[283592],[283737],[284212],[285631],[294379],[301399],[303329],[307660],[307714],[309358],[313279],[314404],[315209],[318050],[321238],[323130],[323831],[324998],[326793],[326938],[327413],[329974],[331904],[337933],[343488],[344108],[346609],[346663],[347296],[348307],[353862],[358993],[366917],[369037],[372259],[374766],[376057],[377987],[381993],[382441],[383011],[387839],[389461],[390586],[391391],[393225],[394232],[395722],[395776],[396409],[397420],[401404],[408424],[410354],[414739],[416383],[420304],[421106],[421160],[422234],[428263],[430155],[430856],[433818],[434438],[438644],[442539],[443341],[443395],[449102],[450938],[451302],[451681],[453422],[459503],[460097],[461147],[467741],[467884],[468332],[468902],[471554],[475352],[476154],[476208],[477282],[489563],[492785],[495292],[496583],[498513],[502967],[509987],[511112],[511917],[513751],[514758],[516302],[516935],[517946],[519838],[523047],[523641],[525438],[525581],[527821],[528688],[530754],[532694],[534934],[536292],[537391],[537445],[537808],[546396],[546414],[553805],[555003],[556647],[559512],[563832],[576392],[577248],[582955],[584791],[585155],[585534],[587275],[593004],[601594],[601737],[602185],[602755],[605407],[609205],[610007],[610061],[611135],[612969],[616698],[616716],[618456],[618852],[622764],[624700],[624988],[626461],[627055],[628995],[630887],[640003],[640859],[641927],[646710],[649817],[651183],[656063],[658574],[672109],[672252],[674492],[675359],[677425],[679365],[681605],[682963],[684062],[684116],[684479],[691659],[692402],[700476],[701674],[703318],[706183],[709912],[710503],[718680],[720247],[720535],[720912],[726661],[727122],[728931],[728949],[731085],[741085],[741228],[743468],[744335],[749626],[750022],[753934],[760165],[772029],[777096],[777492],[779883],[781404],[783340],[783628],[785101],[785695],[787635],[789527],[792808],[798346],[799499],[805350],[808457],[809823],[814703],[817214],[829426],[829887],[836654],[838945],[841177],[850954],[851350],[853741],[855262],[860503],[860791],[861168],[871341],[881484],[884591],[889676],[889964],[890341],[892081],[896090],[896551],[898360],[898378],[900514],[906362],[910657],[912549],[919055],[919451],[921842],[923363],[929594],[941458],[945807],[963756],[967795],[968083],[968460],[970200],[977555],[978016],[989306],[999083],[999479],[1001870],[1003391],[1008156],[1008617],[1010858],[1015384],[1017675],[1019907],[1026117],[1030080],[1039233],[1039521],[1039898],[1041638],[1050071],[1060214],[1075343],[1085615],[1089792],[1090253],[1092494],[1100366],[1122354],[1122642],[1123019],[1124759],[1132078],[1134801],[1150027],[1154731],[1163826],[1164287],[1166528],[1175577],[1185750],[1201515],[1201803],[1203025],[1212136],[1216383],[1219106],[1234698],[1249147],[1249608],[1251849],[1277442],[1292193],[1294916],[1314846],[1324652],[1330355],[1330816],[1332312],[1363887],[1378755],[1381478],[1398255],[1407366],[1452287],[1455452],[1461095],[1462157],[1488170],[1494334],[1528688],[1583238],[1585375],[1618210],[1657387],[1712233],[1745490] ] cell #2019 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2020 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232331],[270203],[310443],[330068],[349392],[376151],[398505],[401363],[417468],[420398],[449196],[453381],[473730],[475446],[496677],[502926],[503928],[519031],[528782],[534893],[555597],[559606],[563791],[564793],[583049],[587234],[595307],[607583],[609299],[619446],[622723],[632196],[649911],[651165],[656022],[661723],[675453],[681564],[702268],[706277],[710462],[711464],[718386],[720894],[731679],[734956],[744429],[750616],[753893],[755382],[763366],[778086],[781363],[790836],[808551],[809805],[814662],[820363],[827708],[830561],[838651],[841159],[851944],[855221],[858642],[861150],[871935],[875212],[884685],[887815],[890323],[901108],[904385],[913858],[920045],[923322],[924811],[932795],[944041],[954991],[957844],[965934],[968442],[975837],[978690],[986780],[989288],[1000073],[1003350],[1006438],[1009291],[1017381],[1019889],[1030674],[1033951],[1037372],[1039880],[1050665],[1053942],[1063415],[1073196],[1077124],[1081993],[1086209],[1088074],[1090927],[1098600],[1109550],[1112403],[1120493],[1123001],[1130312],[1141262],[1144115],[1152205],[1154713],[1162108],[1164961],[1173051],[1175559],[1186344],[1189621],[1199280],[1200733],[1208130],[1212118],[1214617],[1236479],[1241348],[1247429],[1250282],[1265023],[1268951],[1273820],[1278036],[1279901],[1282754],[1290427],[1301377],[1304230],[1312320],[1314828],[1328553],[1329743],[1332294],[1337350],[1341407],[1351069],[1363105],[1370502],[1376989],[1394510],[1395963],[1403360],[1407348],[1409847],[1431709],[1436578],[1442659],[1445512],[1455434],[1460449],[1462980],[1481316],[1482769],[1493261],[1500868],[1524929],[1526119],[1528670],[1533726],[1537783],[1559481],[1566878],[1573365],[1586198],[1592863],[1611491],[1612681],[1618192],[1623207],[1645527],[1650664],[1655679],[1658210],[1688491],[1696098],[1714721],[1735985],[1741000],[1746313],[1772796],[1778025],[1784690],[1810019],[1815034],[1861146],[1870391],[1891655],[1896670],[1900992],[1932584],[1969111],[1981020],[2010703],[2049121],[2084768],[2122979],[2192950],[2289029] ] cell #2021 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [709385],[779356],[853214],[887521],[921315],[965640],[1001343],[1006123],[1031944],[1037078],[1081699],[1087759],[1117645],[1120199],[1151911],[1161793],[1163267],[1187614],[1200439],[1207815],[1235800],[1241054],[1247114],[1248588],[1273526],[1279586],[1291302],[1309472],[1312026],[1325648],[1329428],[1340819],[1362811],[1364482],[1370187],[1377864],[1395669],[1403045],[1431030],[1436284],[1442344],[1443818],[1453259],[1455674],[1467304],[1471084],[1482475],[1489166],[1492946],[1494960],[1504337],[1522024],[1525804],[1537195],[1559187],[1560858],[1566563],[1574240],[1583865],[1586440],[1594541],[1596956],[1608586],[1612366],[1616017],[1618432],[1630062],[1633842],[1645233],[1648489],[1650904],[1662534],[1666314],[1677705],[1684396],[1688176],[1690190],[1699567],[1713222],[1723134],[1725709],[1733810],[1736225],[1743980],[1746555],[1754656],[1757071],[1768701],[1772481],[1775692],[1778267],[1786368],[1788783],[1800413],[1804193],[1807844],[1810259],[1821889],[1825669],[1837060],[1845459],[1848901],[1853068],[1857394],[1858813],[1861388],[1868892],[1878804],[1881379],[1889480],[1891895],[1899493],[1909405],[1911980],[1920081],[1922496],[1930251],[1932826],[1940927],[1943342],[1954972],[1958752],[1966674],[1967976],[1973787],[1977454],[1979521],[1998458],[2002625],[2008370],[2010945],[2024189],[2027631],[2031798],[2036124],[2037543],[2040118],[2047622],[2057534],[2060109],[2068210],[2070625],[2082480],[2083425],[2085464],[2089043],[2092503],[2100323],[2109935],[2115746],[2121480],[2136103],[2137405],[2143216],[2146883],[2148950],[2167887],[2172054],[2177799],[2180374],[2188953],[2192381],[2194264],[2207656],[2208958],[2216523],[2222141],[2241120],[2242065],[2244104],[2247683],[2251143],[2268575],[2274386],[2280120],[2290610],[2295101],[2307536],[2308481],[2312181],[2315609],[2332186],[2335624],[2339052],[2340935],[2363194],[2368812],[2383653],[2396489],[2399917],[2403232],[2421103],[2424463],[2428954],[2446034],[2449462],[2479511],[2485216],[2498052],[2501480],[2504179],[2523758],[2547140],[2553292],[2569841],[2592241],[2613274],[2632481],[2670353],[2717606] ] cell #2022 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [19589,1320096],[28940,1444225],[29219,1450978],[37865,1537602],[41737,1574056],[41839,1573897],[47532,1341226],[53399,1666130],[53501,1656211],[57424,1163674],[58692,1703331],[58737,1702408],[65975,1470900],[66077,1741532],[71645,1248995],[72139,1785340],[73583,1793061],[73628,1782648],[77128,797120],[78746,1291118],[78848,1815566],[80579,1828788],[88140,1593513],[89584,1601234],[89629,1865769],[95254,1128269],[96662,1377680],[96764,1897202],[97363,1908695],[97819,1901642],[99196,1906088],[103581,911141],[103683,1414716],[104262,1420372],[105706,1421295],[105751,1937207],[109251,939079],[112285,1715371],[117308,1722424],[117764,1981670],[119141,1986116],[125998,1255748],[126100,1774249],[126387,1507178],[127831,1508101],[127876,2015326],[128476,2026521],[129244,2020257],[129700,1257614],[134940,795232],[136384,590289],[136429,1544886],[137244,1550915],[137700,2049771],[139077,2054217],[142054,1045148],[143462,1060698],[143564,1578234],[147088,1841527],[147544,1590821],[151498,1079434],[152867,1847791],[153635,2096391],[154091,1343660],[159041,1871041],[160804,1377521],[163598,885239],[163643,1897860],[164064,1636961],[164520,2123629],[165897,2128075],[167311,2132256],[168079,1387397],[169414,679849],[174437,688300],[174893,1412157],[176270,1674236],[177052,1160421],[177820,2160513],[178276,695279],[183127,1170427],[183229,1689944],[183516,937191],[184960,713517],[185005,1707258],[188762,1460981],[188921,1962827],[189689,1719817],[190621,2193600],[194304,1205820],[194760,1467669],[196611,2203809],[197379,1474203],[198714,533178],[203223,1991084],[203679,1750936],[205333,996009],[205407,2010829],[207633,1238789],[208737,2016746],[209002,1245742],[209770,2229489],[210226,766832],[213784,1258537],[215581,581432],[216037,1014757],[219991,1271261],[221360,414531],[222128,1542576],[222584,1540036],[225431,2263426],[226199,595480],[227534,812947],[229297,1290959],[232091,809105],[232136,1816224],[232557,821398],[233013,1575675],[234390,1833591],[236352,828417],[238679,1072203],[238753,2084894],[239508,1326936],[240829,2294781],[244650,1337882],[244809,1080143],[245577,1598048],[246509,845401],[248395,1344583],[250192,447579],[250648,1096393],[255024,1623739],[255183,2104786],[255951,1875487],[256883,1361652],[257446,1118541],[257984,2123782],[260566,1368192],[261022,1630427],[262873,2327037],[263641,661896],[264976,654307],[267266,330019],[269502,1130844],[269661,492577],[270429,895591],[271361,1656869],[275044,1401050],[275500,1662899],[277351,1412866],[278119,1669433],[282166,503879],[283963,704660],[284419,922469],[286073,915981],[286147,1932710],[288373,1434019],[289477,1938627],[289742,516094],[290510,1704948],[290966,936261],[294511,1452816],[296569,1197661],[297107,2193753],[299235,2387195],[301444,955700],[303771,1209696],[303845,957550],[304600,1468592],[305921,735129],[307506,376102],[309742,1215149],[309901,372051],[310669,973710],[311601,1742190],[313324,745695],[315651,1231558],[315725,1232551],[316480,1490454],[317801,1492071],[318257,753040],[318434,2228954],[321622,1501400],[321781,1239498],[322549,1758163],[323481,993530],[325367,564744],[327164,557989],[327620,1002497],[332346,1008004],[332420,1778151],[333175,577040],[334496,1784068],[338317,1534258],[338476,1271970],[339244,1789875],[340176,1024131],[342062,1540959],[344315,1288220],[346455,420349],[348691,1040415],[348850,605199],[349618,807722],[350550,1558028],[351113,1035420],[351651,2049924],[354233,1564568],[354689,1822254],[356540,1576384],[357308,820536],[360753,2467439],[361306,1321929],[363625,2294246],[369169,1594098],[371227,1338041],[371765,841867],[373893,632147],[378429,1089640],[378503,1861272],[379258,640651],[380579,1867189],[382573,1615574],[383353,643904],[383734,861685],[384631,1360033],[385169,861858],[387297,1101619],[388065,649082],[389506,867014],[391833,1372068],[391907,1112109],[392662,1631350],[393609,1375025],[393983,875385],[394439,874359],[395568,475397],[397804,1123536],[397963,471346],[398731,883856],[399663,1644074],[401536,671253],[403594,1131003],[404132,1901795],[406260,1667338],[408469,1141971],[410796,1404926],[410870,1143821],[411625,1663822],[412946,904558],[416767,1410379],[417694,1159981],[418626,1158955],[422676,919996],[422750,1427781],[423505,700268],[424826,1687301],[425459,2159978],[428647,1696630],[428806,1434728],[429574,1944434],[430506,1179801],[432392,711415],[434645,1188768],[436197,2382634],[442584,947060],[443187,528733],[445138,729639],[445691,1463585],[448010,957970],[452065,1212653],[453554,740229],[455612,1215308],[456150,1981823],[458278,1472108],[460048,1227682],[460601,1485447],[461417,548608],[461627,548436],[461979,750567],[462920,978816],[466581,553597],[468464,1754213],[469244,757359],[469625,989823],[470522,1501559],[471060,989996],[472991,1245515],[473188,562081],[473956,762537],[477724,1000024],[477798,1514587],[478553,771821],[479874,1771606],[481279,1785493],[481832,776589],[484151,2019722],[489695,1785925],[491753,1534417],[492291,1020597],[494419,790787],[498955,1281467],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] cell #2023 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [304538],[312482],[314282],[316418],[340854],[342000],[362270],[368259],[381663],[382987],[390464],[392600],[404420],[411563],[413751],[438314],[439244],[444569],[446655],[450816],[456438],[459479],[467554],[468878],[483722],[485111],[488785],[505983],[510990],[513126],[523023],[524013],[525251],[532364],[536268],[541631],[543020],[549654],[554979],[566848],[573097],[578422],[580508],[584669],[596344],[597733],[601407],[602731],[618828],[624676],[626437],[628665],[636708],[645142],[646380],[650467],[662760],[664149],[670684],[671922],[679035],[682939],[691537],[696325],[697237],[701650],[720223],[726164],[731061],[739660],[740898],[746554],[749998],[754669],[759835],[767878],[768790],[777468],[783316],[785077],[787305],[798322],[803782],[805020],[829276],[836143],[840488],[846429],[851326],[856692],[857642],[860479],[871317],[879916],[881154],[889652],[900490],[906338],[910327],[919427],[929264],[938219],[944734],[945684],[952508],[956559],[963426],[967771],[974146],[974148],[988617],[999455],[1010834],[1019218],[1025159],[1030056],[1039209],[1050047],[1059884],[1065508],[1066706],[1066708],[1077817],[1078767],[1085591],[1092470],[1096936],[1105306],[1122330],[1142830],[1149697],[1154042],[1166504],[1174888],[1185726],[1191168],[1193080],[1201491],[1203001],[1204199],[1204201],[1251825],[1269644],[1270594],[1277418],[1284297],[1297133],[1314157],[1320609],[1324628],[1331548],[1333460],[1363863],[1383695],[1396721],[1398231],[1399429],[1399431],[1447055],[1454688],[1462265],[1483527],[1488146],[1521004],[1527924],[1529836],[1560239],[1585483],[1607566],[1617446],[1646285],[1649918],[1657495],[1683376],[1735239],[1745598],[1767681],[1777310],[1809273],[1847725],[1860431],[1890909],[1931869],[1968365],[2009988],[2077632],[2084053],[2187158],[2288735] ] cell #2024 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [227213],[264655],[283224],[306459],[326425],[345732],[345809],[348232],[358322],[374398],[394845],[394922],[397345],[402196],[402273],[413484],[419444],[433450],[441676],[441753],[445095],[451606],[454214],[454291],[474492],[482733],[494924],[515448],[517871],[522516],[524539],[526966],[530619],[535726],[535803],[540642],[552086],[552163],[575606],[578948],[585459],[588067],[588144],[608345],[615609],[618321],[624258],[625930],[627953],[630380],[639217],[643645],[645668],[648095],[656855],[656932],[671210],[673637],[677290],[682397],[682474],[687313],[698834],[719805],[727842],[730554],[740186],[742613],[746779],[748451],[749491],[757100],[759123],[761550],[770387],[776961],[782898],[784570],[786593],[789020],[797857],[804308],[806735],[815495],[815572],[834398],[840070],[850819],[858982],[860061],[864796],[868098],[869770],[870810],[876122],[880442],[882869],[889234],[897271],[899983],[909615],[912042],[918920],[926529],[928552],[930979],[939816],[950329],[953034],[961681],[967353],[982527],[986905],[987120],[988199],[994431],[998948],[1013128],[1018800],[1029549],[1038791],[1043526],[1046828],[1048500],[1049540],[1054852],[1059172],[1061599],[1066270],[1073321],[1075208],[1083412],[1094764],[1104888],[1109266],[1110000],[1121912],[1126647],[1136600],[1139305],[1147952],[1153624],[1168798],[1173176],[1173391],[1174470],[1180702],[1185219],[1198996],[1199730],[1201073],[1203763],[1220905],[1223610],[1225625],[1236040],[1236184],[1254119],[1258097],[1265148],[1267035],[1275239],[1286591],[1296715],[1301093],[1301827],[1313739],[1321370],[1328114],[1328258],[1344143],[1351194],[1353081],[1365467],[1383277],[1394226],[1394960],[1396303],[1398993],[1416135],[1420855],[1431270],[1431414],[1452093],[1458844],[1468152],[1481032],[1481766],[1483109],[1507661],[1517746],[1524490],[1524634],[1540519],[1561843],[1583033],[1591304],[1604308],[1611052],[1611196],[1630910],[1647323],[1654074],[1663382],[1717476],[1732644],[1739395],[1751419],[1774860],[1822737],[1843303],[1857981],[1873146],[1964912],[1992860],[2106871], [151177,373162],[158720,386566],[163292,394521],[193565,449588],[202484,464498],[207312,472457],[208114,473693],[219670,493688],[231785,515047],[241631,726695],[241768,530389],[244191,535449],[252065,745632],[252142,546749],[254565,551809],[257812,555505],[259827,559998],[274305,583441],[279133,415642],[288052,606310],[288854,607546],[292624,434727],[295171,828354],[295248,617051],[295899,829460],[296036,618091],[296935,619354],[300539,624575],[312419,642290],[318740,651518],[321163,656578],[335298,896124],[335435,677060],[337858,682120],[343120,497069],[344397,345365],[351479,702176],[353494,706669],[359124,518994],[362207,719043],[363069,720122],[363931,721247],[369829,955637],[369906,729284],[371593,731587],[383961,977589],[384098,749261],[384997,750524],[388601,755745],[402924,1008190],[403061,776731],[403960,777994],[407564,783215],[413885,586264],[416308,587790],[417431,418772],[425765,810158],[428188,815218],[431435,608482],[440029,830924],[446592,839308],[448316,841512],[454942,1089826],[455079,850589],[455978,851852],[462364,860378],[463226,861503],[470888,871843],[483595,889551],[484457,890676],[485245,672619],[486144,673774],[490355,1141908],[490432,898713],[492119,901016],[495723,685259],[495860,496056],[504487,1163860],[504624,918690],[505523,919953],[509127,925174],[534079,958207],[541504,967670],[542366,968795],[543154,741595],[544053,742750],[550439,979053],[558726,989641],[561124,992934],[565352,1249181],[565489,998718],[566388,999981],[573882,1009654],[574744,778427],[574881,575077],[580445,1018038],[582169,1020242],[589831,1030582],[596217,1039108],[597079,1040233],[597867,805717],[598766,806872],[604741,1050573],[623496,1330389],[623633,1074978],[633003,1086117],[637493,1091290],[638355,852285],[638492,638688],[655208,1112766],[662633,1122229],[663495,1123354],[664283,881851],[665182,883006],[680750,1144478],[689037,1155066],[690724,912179],[697110,1165324],[697972,920386],[698109,698305],[705397,1175912],[707795,1179205],[713059,1186252],[717383,1452321],[718511,1194172],[726037,1201390],[730782,1210814],[735866,1212471],[754803,984039],[764173,994568],[768663,1250645],[769525,1000414],[769662,769858],[791643,1277944],[796133,1283117],[813848,1304593],[822135,1315181],[823822,1061736],[824533,1318474],[826079,1582701],[827424,1323217],[828158,1323518],[838776,1334552],[840014,1339376],[846302,1341770],[858767,1098028],[866293,1107036],[866430,866626],[871038,1111128],[900211,1406044],[905295,1407701],[914665,1418840],[933602,1180839],[938092,1445875],[942436,1712177],[943602,1453473],[943746,1454047],[954707,1464873],[955441,1465174],[956657,1469914],[975553,1224531],[976287,1224832],[977415,982755],[988143,1237385],[1017506,1530928],[1018744,1535752],[1025032,1538146],[1029777,1547570],[1049768,1302955],[1065602,1584368],[1076685,1594755],[1076829,1595329],[1098161,1353365],[1098305,1353939],[1099506,1104832],[1111216,1366777],[1140978,1660103],[1141712,1660404],[1142928,1665144],[1153568,1676262],[1174414,1432615],[1203095,1723637],[1224957,1484002],[1226267,1231658],[1268512,1786582],[1268656,1787156],[1281567,1803023],[1303043,1563153],[1398325,1909908] ] cell #2025 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [413748],[485108],[499719],[543017],[562016],[573094],[586494],[597730],[612341],[636705],[651748],[664146],[670754],[672849],[685360],[696322],[708687],[709722],[721477],[739730],[741825],[754666],[755428],[767875],[778528],[779693],[803852],[805017],[805947],[810388],[818458],[830607],[836140],[841742],[852386],[853551],[857639],[861733],[866951],[879986],[881151],[882081],[890906],[892523],[919497],[920487],[921652],[924857],[944087],[945681],[946997],[952578],[957890],[963423],[969025],[970642],[974208],[978736],[984269],[989871],[999525],[1000515],[1001680],[1006632],[1009337],[1020472],[1032281],[1038130],[1040463],[1042080],[1045681],[1059881],[1066087],[1066546],[1066768],[1077170],[1078764],[1080080],[1085661],[1088268],[1090973],[1096995],[1098646],[1100240],[1101556],[1107137],[1112449],[1116240],[1117982],[1121251],[1123584],[1125201],[1130358],[1133268],[1144161],[1149694],[1155296],[1156913],[1162302],[1165007],[1176142],[1185796],[1187951],[1192225],[1193139],[1203580],[1204039],[1204261],[1208324],[1211447],[1212701],[1214663],[1217573],[1225442],[1225901],[1226123],[1236525],[1238119],[1239435],[1242767],[1245016],[1247623],[1250328],[1257914],[1268997],[1270591],[1271907],[1277488],[1280095],[1282800],[1290473],[1293383],[1304276],[1308067],[1309809],[1313078],[1315411],[1317028],[1321619],[1328599],[1329937],[1332605],[1333519],[1335569],[1337396],[1340110],[1341453],[1343960],[1354597],[1355511],[1365952],[1366135],[1366411],[1366633],[1370696],[1373819],[1377035],[1379945],[1398810],[1399269],[1399491],[1403554],[1406677],[1407931],[1409893],[1412803],[1420672],[1431755],[1433349],[1434665],[1437997],[1440246],[1442853],[1445558],[1449349],[1459329],[1459512],[1459788],[1460495],[1463026],[1463275],[1465464],[1467969],[1469770],[1472045],[1485137],[1493455],[1496123],[1497037],[1499087],[1500914],[1507478],[1524975],[1526313],[1528981],[1529895],[1531945],[1533772],[1536486],[1537829],[1540336],[1548203],[1549457],[1562328],[1562511],[1562787],[1563009],[1567072],[1570195],[1573411],[1576321],[1579653],[1586244],[1589722],[1591121],[1593375],[1593603],[1595917],[1600126],[1611537],[1612875],[1622546],[1623253],[1626033],[1628222],[1630727],[1654559],[1654742],[1655018],[1655725],[1658256],[1658505],[1660694],[1663199],[1665000],[1667275],[1672455],[1676996],[1678339],[1688685],[1691353],[1692267],[1694317],[1696144],[1702708],[1702891],[1710575],[1715233],[1715461],[1718765],[1721970],[1722302],[1739880],[1740063],[1740339],[1741046],[1746359],[1749837],[1751236],[1756032],[1772990],[1778071],[1781549],[1782948],[1783131],[1785202],[1785430],[1787744],[1791953],[1796135],[1798573],[1802879],[1814373],[1815080],[1817860],[1820049],[1822554],[1831810],[1841073],[1841405],[1847856],[1861192],[1864670],[1866069],[1866252],[1870903],[1871131],[1874435],[1896009],[1896716],[1901504],[1901732],[1903747],[1905036],[1908004],[1908241],[1908573],[1918915],[1921457],[1925666],[1932630],[1936108],[1937507],[1937690],[1942303],[1953132],[1962892],[1981532],[1981760],[1983775],[1985064],[1988032],[1990630],[1990962],[2010749],[2014227],[2015626],[2015809],[2019803],[2020135],[2022033],[2025635],[2026586],[2036711],[2049633],[2049861],[2051876],[2053165],[2069586],[2084814],[2095937],[2096269],[2098167],[2101769],[2104851],[2123491],[2123719],[2125734],[2127023],[2130720],[2132321],[2134341],[2137741],[2160059],[2160391],[2162289],[2193462],[2193690],[2202273],[2203874],[2205894],[2209294],[2217912],[2229035],[2229367],[2231265],[2236219],[2263491],[2265511],[2291977],[2294327],[2294659],[2302635],[2316690],[2327102],[2329122],[2333413],[2382715],[2385133],[2387260],[2394278],[2404599],[2407281],[2467504],[2469156],[2486696],[2543148],[2559486] ] cell #2026 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [495599],[574620],[590808],[638231],[658885],[670949],[685555],[697848],[714036],[739925],[756041],[769401],[776572],[778723],[792284],[804047],[817525],[818653],[831220],[850430],[852581],[866169],[867060],[880181],[891557],[892718],[918531],[919692],[920682],[925470],[934243],[947106],[952773],[969676],[970837],[975168],[998559],[999720],[1000710],[1009950],[1011699],[1040074],[1041114],[1042275],[1045790],[1067728],[1074819],[1085856],[1091586],[1093335],[1097048],[1107332],[1123195],[1124235],[1125396],[1132816],[1133377],[1165425],[1167369],[1185991],[1193045],[1193192],[1205221],[1212312],[1217121],[1217682],[1234174],[1250746],[1252690],[1277683],[1292931],[1315022],[1333425],[1333572],[1341871],[1355417],[1379493],[1400451],[1407542],[1445976],[1461833],[1529801],[1529948],[1538247], [29222,1838112],[41845,1953952],[53507,2026455],[58717,2069639],[66083,2102589],[73608,2137794],[78854,1936928],[80543,2179417],[89609,2209347],[96770,2015047],[97388,2236272],[99160,2242693],[103689,1545080],[105731,2053218],[117333,2302688],[119105,2309109],[126106,1898054],[127856,2127076],[128726,2333829],[136409,1674282],[137269,2160444],[139041,2163771],[143570,1707452],[147113,2385186],[153117,2394694],[163623,2016792],[164089,2229420],[165861,2232747],[166620,2422588],[168104,2020188],[174462,1542622],[176234,1801078],[177302,2263805],[183235,1816418],[184985,1833637],[189171,2469572],[189714,2294712],[195920,2477636],[197404,2096322],[203248,2486749],[205358,2123828],[208701,2129532],[209252,2327416],[214034,2132635],[215606,1401096],[221610,1671996],[224740,2358769],[232116,1938673],[232582,1704994],[234354,1955637],[238704,2193799],[238817,2544678],[239758,2387574],[245602,2205947],[248645,2204188],[250217,1205866],[255433,2559902],[255976,2407334],[257914,2229707],[262182,2416678],[267785,2237640],[269911,1531486],[270454,1784114],[276660,1543357],[278144,2036764],[283988,1564614],[286098,2049970],[289441,2055674],[289992,1831351],[293539,2609965],[297037,2294999],[297912,2471387],[303796,2098504],[304850,2305943],[308025,2304056],[310151,1335110],[310694,1867235],[315676,2317027],[315789,2623867],[316730,2489137],[318417,2327055],[322574,2329175],[327189,1368238],[328990,2138649],[332371,1901841],[332484,1401831],[333425,1907545],[339269,2134394],[342312,2148219],[349100,1693858],[349643,1687347],[351581,2160731],[355849,1705729],[360449,2543247],[363608,2387213],[371695,1470730],[372570,1728817],[375073,1969220],[378454,1981869],[378567,1206601],[379508,1987573],[381601,1223869],[385099,1227083],[385974,1486073],[388090,1492117],[391858,2231602],[392912,2418565],[398213,1498628],[398756,1771652],[400564,1269732],[404062,2020475],[404937,1794339],[410821,2022370],[411875,2239527],[415050,2043226],[417719,1805263],[422701,1814097],[422814,1565349],[423755,1813914],[425442,2263444],[429599,2265564],[436180,2467457],[438252,1322555],[440767,2079000],[444834,1848170],[447993,1600179],[452582,1077905],[456080,2096609],[456955,1602512],[459744,1615343],[462004,1622270],[462903,1355564],[466831,1622087],[470990,1367593],[471865,1626969],[473016,2129715],[473981,1372363],[477749,1895733],[477862,1368973],[478803,1895550],[480975,1908913],[484134,2132274],[492221,1665960],[493096,1915088],[498980,1919252],[500034,1678952],[502127,1171189],[505625,1165620],[506500,1423693],[512384,2162626],[513438,2360656],[519282,1709119],[523288,1452585],[524278,1963206],[526119,944822],[530230,1722355],[532302,1464211],[538275,1987756],[538884,1722642],[542043,2203827],[546590,1485190],[548761,976592],[549117,979349],[551177,2212098],[554116,1228463],[555244,1753982],[557504,1498811],[558403,1497090],[561226,1245211],[562331,1243380],[562992,984918],[566490,1250941],[567365,1510499],[570033,2026539],[572105,1260935],[578687,2026900],[581846,1792006],[589933,1803839],[593597,1553478],[596756,1293492],[604843,1563969],[605718,1818796],[606869,2055857],[607834,1568739],[611602,1831534],[612656,1580266],[616892,1321672],[617932,1841458],[619093,1844785],[620083,1841745],[620994,1069108],[626702,1593867],[631744,1335293],[633105,1342066],[633644,1847809],[635716,1346981],[642586,1357102],[643950,1101665],[644392,859595],[645407,2105165],[647248,856780],[651359,1626086],[653530,1110305],[653886,1113062],[657397,1374684],[660013,1639524],[663172,1380054],[669959,1389960],[676901,1908626],[678973,1659441],[684946,1907728],[688714,1925719],[693261,1422958],[701915,1940253],[704175,1694041],[705074,1692320],[707897,1440441],[709002,1438610],[713161,1446171],[715187,1955820],[719339,1194730],[721088,1718818],[722128,1962845],[723289,1721274],[729125,1463328],[731326,1724752],[733227,960909],[734256,1209991],[734612,958503],[735543,1472154],[738935,1476766],[745741,1227728],[747679,752164],[749102,1991015],[750263,1994342],[751253,1991302],[755846,1496943],[757405,1239544],[757847,987733],[764814,1509764],[775532,1260200],[777733,2023515],[785342,1785694],[790384,1531669],[791745,1538442],[794356,1285819],[800329,1801261],[809999,1817913],[812170,1302132],[812526,1304889],[816037,1571060],[821812,1576430],[824635,1317223],[828463,1068373],[831025,1590542],[832969,1592287],[837392,1593712],[839604,1076004],[841353,1595970],[843554,1609251],[844077,1080189],[844519,1084025],[849390,1346246],[851591,2099649],[861344,1874488],[862384,2104804],[863545,1876944],[868998,873483],[871582,1880422],[890517,1905089],[898554,1658558],[900755,1911023],[902656,1147180],[903685,1405221],[904041,1144774],[904972,1667384],[908364,1408727],[913406,1672179],[914767,1157108],[925275,1692173],[926834,1434774],[927276,1174004],[940281,1447920],[946545,1715570],[953847,955746],[958308,1466284],[960252,1479052],[968636,1985117],[979154,1750657],[981098,1752402],[989482,1756085],[991683,1769366],[1009755,1782369],[1016122,1785539],[1018334,1267831],[1020083,1787797],[1022284,1522689],[1022807,1272016],[1023249,1275852],[1028120,1278757],[1030321,2039161],[1033251,1546747],[1033607,1283413],[1034538,1285162],[1047728,1052213],[1050312,2059152],[1055895,1575869],[1079628,1348704],[1091391,1865490],[1101104,1871240],[1112867,1629042],[1114811,1641810],[1135939,1657063],[1140118,1142017],[1144579,1661514],[1146523,1392246],[1150946,1412351],[1154907,1921510],[1157631,1412912],[1158073,1416748],[1175753,1942356],[1177954,1685061],[1220244,1742384],[1238983,1512222],[1243185,1505389],[1262658,1271455],[1283218,1799393],[1296054,1558222],[1304694,1820869],[1306638,1555764],[1361846,1624591],[1382616,1644268],[1415474,1678757],[1425416,1434213],[1438415,1700619],[1578992,1580071] ] cell #2027 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2028 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [193969],[202888],[208615],[244214],[254588],[260231],[261571],[274709],[280436],[289355],[300402],[300562],[303264],[312442],[315144],[318936],[321186],[337881],[343524],[344864],[353898],[355238],[359625],[362230],[362932],[363092],[364127],[368119],[381523],[388624],[391326],[407427],[407587],[410289],[414081],[416331],[425961],[428211],[435194],[438174],[439104],[440052],[446615],[448512],[459539],[462227],[462387],[463422],[467414],[483458],[483618],[484653],[485441],[488645],[495746],[498448],[509150],[511852],[515644],[523083],[525111],[532224],[534102],[541367],[541527],[542562],[543350],[549514],[550462],[558922],[572957],[573905],[574767],[575802],[580468],[582365],[586357],[596080],[596240],[597275],[598063],[601267],[626497],[628525],[636568],[637516],[638378],[639413],[646240],[655231],[657916],[662496],[662656],[663691],[664479],[671782],[672712],[678895],[680773],[689233],[696185],[697133],[697995],[699030],[705593],[725900],[726060],[736062],[740758],[741688],[754999],[759695],[767738],[768686],[769548],[770583],[785137],[787165],[796156],[798053],[804880],[805810],[813871],[816556],[822331],[827026],[828181],[836003],[841970],[846325],[861961],[866316],[876318],[881014],[881944],[905491],[910187],[929124],[938115],[940012],[940800],[942482],[943885],[944549],[955464],[957834],[963286],[976310],[978680],[984132],[990099],[1020700],[1025055],[1035057],[1055048],[1059744],[1064518],[1065648],[1065859],[1076968],[1077632],[1079994],[1098444],[1099108],[1101470],[1112393],[1141735],[1144105],[1149557],[1155524],[1176370],[1192055],[1203141],[1203352],[1225003],[1225214],[1239349],[1268795],[1269459],[1271821],[1282744],[1304220],[1332435],[1354427],[1398371],[1398582],[1412717],[1434579],[1528811], 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] cell #2029 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [193970],[202889],[208616],[244215],[254589],[260232],[261572],[274710],[280437],[289356],[300563],[303267],[312350],[312443],[315147],[318937],[321187],[337882],[343525],[344865],[353899],[355239],[359626],[362138],[362231],[363093],[364128],[368122],[381526],[388625],[391329],[407588],[410292],[414082],[416332],[425962],[428212],[435195],[438177],[439107],[440053],[444559],[446523],[446616],[448513],[462388],[463423],[467417],[483619],[484654],[485442],[488648],[495747],[498451],[509151],[511855],[515645],[524003],[525114],[532227],[534103],[541528],[542563],[543351],[549517],[550463],[558923],[572960],[573906],[574768],[575803],[578412],[580376],[580469],[582366],[586360],[596241],[597276],[598064],[601270],[628528],[636571],[637517],[638379],[639414],[645132],[646243],[655232],[657917],[662657],[663692],[664480],[670674],[671785],[672715],[678898],[680774],[689234],[696188],[697134],[697996],[699031],[705594],[726061],[736063],[739650],[740761],[741691],[755000],[759698],[767741],[768687],[769549],[770584],[787168],[796157],[798054],[803772],[804883],[805813],[813872],[816557],[822332],[828182],[836006],[841971],[846326],[861962],[866317],[876319],[879906],[881017],[881947],[905492],[910190],[929127],[938116],[940013],[940801],[943886],[944552],[952498],[955465],[957835],[963289],[976311],[978681],[984135],[990100],[1020701],[1025056],[1035058],[1055049],[1059747],[1065498],[1065591],[1065858],[1076969],[1077635],[1079993],[1098445],[1099111],[1101469],[1112394],[1141736],[1144106],[1149560],[1155525],[1176371],[1191104],[1192004],[1203084],[1203351],[1224946],[1225213],[1239348],[1268796],[1269462],[1271820],[1282745],[1304221],[1320562],[1332384],[1354376],[1398314],[1398581],[1412716],[1434578],[1528760], 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] cell #2030 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [103567],[125984],[134926],[143448],[160790],[169400],[174265],[183113],[183502],[188748],[198700],[204921],[215409],[216023],[221409],[227520],[229283],[232385],[238267],[244636],[250020],[250634],[255010],[257422],[264962],[268739],[269488],[269710],[270257],[283791],[284405],[285661],[294409],[296545],[303359],[308979],[309728],[309950],[310497],[315239],[318243],[321608],[326992],[327606],[330172],[331487],[331934],[338303],[344301],[347928],[348677],[348899],[349446],[351089],[361282],[369067],[371203],[376255],[377570],[378017],[382471],[383720],[384607],[387893],[391421],[393595],[394425],[397041],[397790],[398012],[398559],[401434],[403570],[410384],[416753],[417522],[420502],[421817],[422264],[422504],[428633],[434631],[444028],[445667],[449300],[452051],[453452],[455588],[460151],[460577],[461208],[466630],[468362],[469611],[470498],[472579],[473784],[475550],[476865],[477312],[477552],[481808],[489593],[491729],[496781],[498543],[502997],[504032],[505133],[505424],[511947],[514121],[514951],[518316],[519085],[523695],[527851],[528886],[529490],[534964],[537001],[537838],[538078],[539717],[546475],[547153],[548224],[555451],[555651],[556077],[556708],[559710],[563862],[564897],[565998],[566289],[579520],[583153],[585904],[587305],[589441],[594430],[602215],[603464],[604351],[606432],[607637],[609403],[611165],[611405],[613339],[616777],[617455],[619300],[619500],[621846],[622794],[625018],[627109],[629455],[630948],[632300],[632613],[632904],[641984],[641997],[650015],[651244],[652993],[656093],[660846],[674522],[675557],[681635],[683672],[684509],[684749],[686388],[692772],[702122],[702322],[702748],[703379],[706381],[710533],[711568],[712669],[712960],[714750],[718737],[718750],[720565],[720973],[725112],[727183],[727478],[729010],[729688],[731733],[733719],[743498],[744533],[745622],[750670],[753964],[755452],[760625],[763470],[777940],[778140],[780486],[781434],[783658],[785749],[788095],[789588],[790940],[791253],[791544],[799055],[799892],[808655],[809884],[811633],[814733],[818860],[819486],[828344],[829948],[830243],[830631],[836684],[837142],[839002],[839015],[841238],[851798],[851998],[854344],[855292],[860821],[861229],[865368],[871989],[884789],[889994],[890402],[892925],[894541],[896612],[896907],[898439],[899117],[901162],[903148],[906680],[912610],[913962],[920099],[923393],[924881],[930054],[932899],[945837],[946295],[953320],[955627],[957914],[968113],[968521],[971044],[972660],[978077],[978372],[978760],[989367],[1000127],[1003421],[1008678],[1008973],[1009361],[1011176],[1015414],[1015872],[1017732],[1017745],[1019968],[1026178],[1030728],[1032714],[1039551],[1039959],[1042482],[1044098],[1050719],[1063519],[1067846],[1086263],[1090314],[1090609],[1090997],[1092812],[1100396],[1100854],[1112473],[1122672],[1123080],[1125603],[1127219],[1132108],[1132566],[1134862],[1139591],[1141898],[1144185],[1150696],[1154792],[1164348],[1164643],[1165031],[1166846],[1175638],[1186398],[1201833],[1212197],[1216413],[1216871],[1219167],[1227201],[1249669],[1249964],[1250352],[1252167],[1259673],[1262408],[1278090],[1282824],[1292223],[1292681],[1294977],[1304300],[1314907],[1330877],[1331172],[1332373],[1341477],[1345719],[1348454],[1364205],[1378785],[1379243],[1381539],[1407427],[1422431],[1425166],[1445582],[1455513],[1461125],[1461583],[1463050],[1494395],[1509237],[1511972],[1528749],[1537853],[1583268],[1586268],[1591760],[1592825],[1618271],[1624341],[1658280],[1712683],[1714683],[1746383],[1784652],[1838706],[1870353] ] cell #2031 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [244679],[255053],[261773],[303297],[315177],[321651],[323226],[338346],[345066],[355440],[367989],[368152],[371141],[381461],[381556],[384545],[388836],[391359],[410322],[416796],[418371],[428676],[430251],[435396],[438112],[438207],[438974],[439137],[440264],[444691],[459601],[467447],[470436],[488515],[488678],[491667],[495958],[498481],[509362],[511885],[519934],[523145],[524135],[525144],[532162],[532257],[534314],[549384],[549547],[550674],[555101],[572827],[572990],[574117],[574979],[578544],[586390],[589379],[601300],[604289],[608580],[618950],[626559],[628558],[636438],[636601],[637728],[638590],[645264],[646273],[655443],[670806],[671815],[672745],[673872],[678833],[678928],[680985],[685412],[696055],[696218],[697345],[698207],[701772],[731183],[739782],[740791],[741721],[742848],[750120],[759728],[762647],[767608],[767771],[768898],[769760],[777590],[778580],[785199],[787198],[796368],[803904],[804913],[805843],[806970],[814083],[835873],[836036],[846537],[851448],[852438],[866528],[871439],[880038],[881047],[881977],[883104],[900612],[910220],[912277],[919549],[920539],[929157],[932076],[938327],[943432],[944582],[952630],[958747],[963319],[979593],[984165],[994666],[999577],[1000567],[1025267],[1030178],[1050169],[1059777],[1061834],[1062696],[1064562],[1065926],[1066598],[1077665],[1080061],[1085713],[1099141],[1101537],[1107189],[1113306],[1145018],[1149590],[1160091],[1180937],[1185848],[1191009],[1192099],[1192296],[1203419],[1204091],[1206447],[1225281],[1225953],[1228309],[1239416],[1269492],[1271888],[1277540],[1283657],[1305133],[1321513],[1332479],[1332676],[1354471],[1354668],[1368819],[1398649],[1399321],[1401677],[1412784],[1434646],[1463169],[1485031],[1528855],[1529052],[1543203],[1565195],[1658399], 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] cell #2032 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [136387],[163601],[174261],[174440],[184963],[205336],[215405],[215584],[221415],[232094],[232560],[238682],[250016],[250195],[257455],[268735],[269716],[270432],[283787],[283966],[286076],[289797],[296578],[303774],[308975],[309956],[310672],[315654],[318469],[326988],[327167],[331493],[332349],[333230],[347924],[348905],[349621],[351122],[361315],[363660],[371236],[377576],[378432],[379313],[384640],[387889],[388068],[391836],[397037],[398018],[398734],[401646],[403603],[410799],[417697],[421823],[422500],[422679],[423560],[425494],[437198],[444024],[445700],[448045],[453664],[455621],[460147],[460610],[461982],[462955],[466636],[470531],[472994],[473959],[476871],[477548],[477727],[478608],[481841],[484186],[491762],[498958],[499839],[503209],[505166],[505430],[512362],[519260],[523691],[529496],[531248],[535176],[538074],[538253],[539750],[542095],[546402],[547159],[547608],[548286],[556110],[557482],[558455],[560767],[562136],[564074],[566031],[566295],[571051],[579553],[581898],[587517],[589474],[594463],[595590],[596808],[604384],[606847],[607812],[611401],[611580],[612461],[616704],[617461],[621879],[623006],[627105],[629488],[631722],[632646],[632910],[634662],[641925],[642059],[643902],[651709],[651928],[652377],[653055],[656305],[660879],[662006],[663224],[677919],[681847],[684745],[684924],[686421],[688766],[694279],[702781],[704153],[705126],[707438],[708807],[710745],[712702],[712966],[715165],[718678],[718812],[721438],[721657],[724136],[725145],[727511],[728937],[729694],[732173],[733781],[735239],[735595],[745693],[754176],[755514],[757357],[760658],[765832],[780519],[781646],[785745],[788128],[790362],[791286],[791550],[793302],[800307],[810349],[810568],[811017],[811695],[814945],[819519],[820646],[821864],[824176],[828415],[830276],[830693],[835027],[837204],[837514],[838943],[839077],[841922],[844029],[854377],[855504],[861913],[865401],[867012],[872429],[875495],[890867],[891086],[893565],[894574],[896940],[898366],[899123],[901602],[903210],[904668],[905024],[913384],[914308],[923605],[924943],[926786],[930087],[934593],[935261],[946357],[946667],[947058],[953417],[953799],[955698],[957976],[968986],[969205],[971684],[972693],[978405],[978822],[983156],[990051],[1003633],[1009006],[1009423],[1012049],[1013757],[1015934],[1016244],[1017673],[1017807],[1020652],[1022759],[1026506],[1032776],[1034234],[1040643],[1044131],[1045742],[1051159],[1054225],[1067943],[1068325],[1075592],[1080141],[1090642],[1091059],[1093685],[1095393],[1100916],[1101226],[1101617],[1112535],[1123764],[1127252],[1132628],[1132938],[1133329],[1135190],[1139688],[1140070],[1141969],[1144247],[1150758],[1155476],[1157583],[1164676],[1165093],[1167719],[1169427],[1176322],[1189904],[1194318],[1212881],[1216933],[1217243],[1217634],[1219495],[1227298],[1227680],[1239496],[1249997],[1250414],[1253040],[1254748],[1259770],[1260152],[1262470],[1267419],[1271968],[1278709],[1282886],[1292743],[1293053],[1293444],[1295305],[1304362],[1315591],[1331205],[1341539],[1345816],[1346198],[1348516],[1356690],[1379305],[1379615],[1380006],[1381867],[1389548],[1392198],[1408111],[1412864],[1422528],[1422910],[1425228],[1434726],[1445644],[1461645],[1461955],[1463112],[1472106],[1476354],[1479004],[1494723],[1509334],[1509716],[1512034],[1537915],[1553066],[1555716],[1576382],[1586330],[1591857],[1592239],[1593664],[1624403],[1639112],[1641762],[1658342],[1667336],[1712780],[1715522],[1720862],[1721856],[1746445],[1752354],[1785491],[1839173],[1840959],[1871192],[1908127],[1960772],[1990516] ] cell #2033 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2034 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2035 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [163383],[204963],[205268],[224333],[231876],[238309],[238614],[257449],[277089],[285703],[286008],[292715],[294566],[296572],[303401],[303706],[315281],[315586],[331976],[332281],[332913],[340742],[351116],[356278],[361309],[369224],[371230],[378059],[378364],[378996],[382628],[384634],[391463],[391768],[401591],[403597],[404308],[405366],[410426],[410731],[413624],[422306],[422611],[423243],[431072],[445694],[453609],[455615],[456326],[457384],[460604],[468519],[470525],[472926],[477354],[477659],[478291],[481835],[481900],[484984],[485781],[489750],[491756],[498585],[498890],[503154],[505160],[505871],[506929],[511989],[512294],[528008],[535121],[537880],[538185],[539744],[539809],[542893],[543690],[554545],[556104],[560761],[564019],[566025],[566736],[567794],[571129],[571208],[579547],[587462],[589468],[591237],[594457],[594522],[597606],[598403],[602372],[604378],[606779],[611207],[611512],[621873],[622951],[625060],[629063],[629482],[632640],[634740],[634819],[646778],[650355],[651703],[656250],[659314],[660873],[660938],[664022],[664819],[674679],[681792],[684551],[684856],[686415],[690361],[694357],[694436],[695347],[702775],[707432],[710690],[712696],[714465],[715097],[720607],[721432],[725139],[725204],[726815],[727505],[730870],[732330],[743655],[746442],[749807],[754121],[754542],[760233],[760652],[763810],[765910],[765989],[766900],[780513],[781591],[783700],[787703],[788122],[791280],[793459],[800239],[802992],[803071],[810343],[814890],[817954],[819513],[823459],[824170],[829164],[829580],[830270],[835105],[835184],[836779],[836981],[840960],[845469],[854371],[855449],[856972],[857515],[860863],[860951],[865395],[867761],[871126],[872586],[879126],[879205],[890036],[890861],[894568],[896244],[896934],[900299],[901759],[910725],[914302],[923550],[929662],[930081],[933239],[934587],[935418],[936329],[945014],[945557],[945932],[946134],[947807],[953582],[956447],[962388],[962467],[968155],[968980],[972687],[974405],[974428],[977709],[978399],[983313],[985110],[989089],[1003578],[1008310],[1009000],[1012043],[1013914],[1015509],[1015711],[1019690],[1024199],[1026500],[1029865],[1039593],[1044125],[1046491],[1049856],[1051316],[1057856],[1057935],[1066965],[1066988],[1068108],[1069300],[1078097],[1078640],[1080890],[1089946],[1090636],[1093679],[1095550],[1097198],[1100491],[1100693],[1102366],[1108141],[1117026],[1122714],[1127246],[1132203],[1132405],[1134078],[1135184],[1139853],[1142718],[1148659],[1148738],[1150535],[1154514],[1163980],[1164670],[1167713],[1169584],[1171381],[1175360],[1193342],[1195631],[1201875],[1204458],[1204481],[1206793],[1216508],[1216710],[1218383],[1219489],[1227463],[1228655],[1240245],[1249301],[1249991],[1253034],[1254905],[1259935],[1261127],[1262247],[1269924],[1270467],[1272717],[1278492],[1287377],[1292318],[1292520],[1294193],[1295299],[1299968],[1308853],[1330509],[1331199],[1333722],[1336011],[1345981],[1347173],[1348293],[1358003],[1369165],[1378880],[1379082],[1380755],[1381861],[1390861],[1391981],[1399688],[1399711],[1402023],[1413613],[1422693],[1423885],[1425005],[1435475],[1450135],[1452441],[1461220],[1461422],[1472855],[1477667],[1478787],[1494717],[1499529],[1509499],[1510691],[1511811],[1530098],[1532387],[1543549],[1554379],[1555499],[1565541],[1577131],[1583363],[1584349],[1592022],[1602704],[1624180],[1640425],[1641545],[1668085],[1672897],[1694759],[1705921],[1712125],[1713665],[1723618],[1731291],[1744464],[1752137],[1794531],[1832252],[1839333],[1849344],[1869335],[1909889],[1917562],[1969953],[1988890],[2028074],[2139382] ] cell #2036 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2037 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [344046],[394170],[413692],[413969],[434376],[467772],[485052],[485329],[495537],[514696],[515532],[525469],[542961],[543238],[554846],[573038],[574558],[575690],[597674],[597951],[601625],[608159],[618695],[628883],[636649],[638169],[639301],[646598],[651051],[664090],[664367],[670887],[672140],[673451],[696266],[697786],[698918],[701517],[717831],[720780],[730928],[739863],[741116],[742427],[749865],[754610],[754887],[760053],[767819],[769339],[770471],[774732],[777335],[787523],[797941],[803985],[804961],[805238],[806549],[809691],[827446],[836084],[838096],[841045],[848590],[851193],[857583],[858087],[859825],[861036],[866107],[871184],[874693],[876206],[880119],[881095],[881372],[882683],[887260],[890209],[900357],[910545],[911856],[916691],[919294],[919630],[929482],[939900],[945625],[952711],[954729],[959452],[963367],[963644],[965379],[968328],[974273],[975106],[975575],[976388],[986225],[987963],[989174],[992275],[994245],[996719],[999322],[999658],[1006176],[1016826],[1019775],[1027320],[1029923],[1036817],[1038195],[1039766],[1049914],[1053423],[1054936],[1059825],[1060102],[1061413],[1066833],[1067666],[1072641],[1074019],[1078708],[1081438],[1084255],[1085458],[1085794],[1087812],[1097057],[1097175],[1099168],[1108549],[1108819],[1109288],[1110101],[1114011],[1119938],[1121316],[1122887],[1141000],[1145723],[1149638],[1149915],[1151650],[1154599],[1161846],[1172496],[1174234],[1175445],[1178546],[1180516],[1182990],[1185593],[1185929],[1189102],[1193201],[1193319],[1196039],[1196309],[1199018],[1200178],[1202868],[1204326],[1205159],[1207868],[1209787],[1211512],[1212004],[1223990],[1233374],[1235054],[1237047],[1240793],[1247167],[1264468],[1265846],[1270535],[1273265],[1276082],[1277285],[1277621],[1279639],[1288554],[1300376],[1300646],[1301115],[1301928],[1305838],[1311765],[1313143],[1314714],[1317815],[1322676],[1324495],[1324902],[1329481],[1331868],[1332180],[1333581],[1333699],[1336689],[1339038],[1350514],[1351892],[1358681],[1362550],[1364500],[1370240],[1373884],[1391269],[1391539],[1394248],[1395408],[1398098],[1399556],[1400389],[1403098],[1405017],[1406742],[1407234],[1416978],[1418181],[1428604],[1430284],[1432277],[1436023],[1441658],[1442397],[1455008],[1455320],[1455692],[1462301],[1462566],[1464332],[1466558],[1478075],[1478345],[1481054],[1482214],[1488013],[1488420],[1492999],[1500207],[1515410],[1520871],[1521278],[1523998],[1525857],[1528244],[1528556],[1529957],[1530075],[1533065],[1535414],[1539624],[1546543],[1548268],[1555057],[1558926],[1560876],[1566616],[1570260],[1585519],[1585784],[1592931],[1596974],[1607433],[1607840],[1610560],[1612419],[1617766],[1618078],[1618450],[1629316],[1641103],[1644972],[1650238],[1650550],[1650922],[1652741],[1657531],[1657796],[1659562],[1661788],[1668754],[1673575],[1675924],[1683243],[1683650],[1686370],[1688229],[1695437],[1710640],[1714789],[1731969],[1735559],[1735871],[1736243],[1738062],[1745634],[1745899],[1757089],[1767548],[1767955],[1770675],[1772534],[1777346],[1777611],[1779733],[1784758],[1788801],[1795675],[1799667],[1809593],[1809905],[1810277],[1812096],[1821143],[1832930],[1847592],[1856648],[1860467],[1860732],[1862854],[1870459],[1891229],[1891541],[1891913],[1893732],[1901060],[1903287],[1918240],[1922514],[1931905],[1932170],[1934292],[1943360],[1954226],[1968685],[1968997],[1969900],[1977472],[1981088],[1983315],[1997149],[2010024],[2010289],[2012411],[2035378],[2049189],[2051416],[2070643],[2079680],[2084089],[2084354],[2085482],[2110644],[2123047],[2125274],[2139329],[2146901],[2187194],[2188971],[2193018],[2193828],[2212778],[2217452],[2244122],[2289097],[2290174],[2312199],[2340499],[2382432],[2402796] ] cell #2038 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2039 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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9392,1589729],[1078189,1849924],[1080486,1600379],[1091600,1612026],[1100785,1354604],[1101962,1355764],[1105515,1107346],[1113076,1367607],[1125410,1383904],[1133674,1654327],[1142314,1910525],[1144788,1665974],[1157122,1678966],[1171473,1691360],[1204424,1970733],[1206885,1728998],[1217979,1739648],[1228747,1486254],[1239841,1497290],[1243394,1245225],[1261219,1781556],[1270016,2028654],[1272313,1792206],[1283427,1803853],[1304903,1563983],[1317237,1580280],[1347265,1864677],[1369257,1627150],[1399654,2140162],[1402115,1915269],[1413209,1925919],[1435071,1692520],[1438624,1440455],[1543641,2043407],[1565633,1818977] ] cell #2040 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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325071,1844842],[1336126,1854553],[1347580,1865486],[1353891,1868163],[1356966,1615400],[1358118,1616462],[1358813,2310458],[1361842,1363789],[1369572,1627959],[1382542,1644264],[1390976,1905145],[1402430,1916078],[1415400,1928651],[1430453,1940310],[1453999,1962420],[1464781,1971212],[1466727,1975462],[1477782,1985173],[1484326,1988248],[1488589,1744665],[1499644,1755101],[1503368,1505315],[1521447,2023572],[1532502,2033283],[1543956,2044216],[1565948,1819786],[1578918,1836091],[1584692,2078380],[1595281,2086664],[1608009,2099706],[1629485,1879489],[1660011,2140641],[1661957,2144891],[1673012,2154602],[1694874,1941372],[1698598,1700545],[1723961,2195118],[1787108,2245304],[1799836,2258346],[1821312,2058219],[1910232,2341789] ] cell #2041 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [227214],[264656],[283225],[306460],[326426],[345729],[345810],[348229],[358323],[374399],[394842],[394923],[397342],[402193],[402274],[413485],[419441],[433451],[441673],[441754],[445096],[451603],[454211],[454292],[474489],[482730],[494925],[515449],[517868],[522513],[524540],[526963],[530616],[535723],[535804],[540639],[552083],[552164],[575607],[578949],[585456],[588064],[588145],[608342],[615603],[618318],[624252],[625927],[627954],[630377],[639218],[643642],[645669],[648092],[656852],[656933],[671211],[673634],[677287],[682394],[682475],[687310],[698835],[719799],[727836],[730551],[740187],[742610],[746773],[748448],[749488],[757097],[759124],[761547],[770388],[776958],[782892],[784567],[786594],[789017],[797858],[804309],[806732],[815492],[815573],[834395],[840064],[850816],[858976],[860055],[864797],[868092],[869767],[870807],[876123],[880443],[882866],[889228],[897265],[899980],[909616],[912039],[918917],[926526],[928553],[930976],[939817],[950323],[953035],[961678],[967347],[982524],[986906],[987114],[988193],[994428],[998945],[1013125],[1018794],[1029546],[1038785],[1043527],[1046822],[1048497],[1049537],[1054853],[1059173],[1061596],[1066264],[1073322],[1075205],[1083406],[1094761],[1104882],[1109267],[1109997],[1121906],[1126648],[1136594],[1139306],[1147949],[1153618],[1168795],[1173177],[1173385],[1174464],[1180699],[1185216],[1198997],[1199727],[1201067],[1203757],[1220899],[1223611],[1225619],[1235975],[1236183],[1254116],[1258091],[1265149],[1267032],[1275233],[1286588],[1296709],[1301094],[1301824],[1313733],[1321364],[1328049],[1328257],[1344137],[1351195],[1353078],[1365411],[1383271],[1394227],[1394957],[1396297],[1398987],[1416129],[1420849],[1431205],[1431413],[1451963],[1458788],[1468146],[1481033],[1481763],[1483103],[1507655],[1517740],[1524425],[1524633],[1540513],[1561787],[1582917],[1591298],[1604302],[1610987],[1611195],[1630904],[1647193],[1654018],[1663376],[1717470],[1732514],[1739339],[1751413],[1774744],[1822731],[1843173],[1857865],[1873140],[1964796],[1992730],[2106755], [151178,373163],[158721,386567],[163293,394522],[193566,449589],[202485,464499],[207313,472458],[208115,473694],[219671,493689],[231786,515048],[241769,530390],[244188,535452],[252062,745638],[252143,546750],[254562,551812],[257813,555506],[259828,559999],[274306,583442],[279134,415643],[288053,606311],[288855,607547],[292625,434728],[295168,828360],[295249,617052],[296037,618092],[296936,619355],[300536,624578],[312416,642293],[318741,651519],[321160,656581],[335436,677061],[337855,682123],[343121,497070],[344398,345366],[351480,702177],[353495,706670],[359125,518995],[362204,719046],[363066,720125],[363932,721248],[367999,726701],[369826,955643],[369907,729285],[371594,731588],[384099,749262],[384998,750525],[388598,755748],[403062,776732],[403961,777995],[407561,783218],[413886,586265],[416305,587793],[417432,418773],[425766,810159],[428185,815221],[431436,608483],[438984,829466],[440026,830927],[446589,839311],[448317,841513],[455080,850590],[455979,851853],[462361,860381],[463227,861504],[470889,871844],[483592,889554],[484458,890677],[485246,672620],[486145,673775],[488525,896130],[490352,1141914],[490433,898714],[492120,901017],[495720,685262],[495861,496057],[504625,918691],[505524,919954],[509124,925177],[534076,958210],[541501,967673],[542367,968796],[543155,741596],[544054,742751],[549394,977595],[550436,979056],[558727,989642],[561125,992935],[565490,998719],[566389,999982],[572837,1008196],[573879,1009657],[574741,778430],[574882,575078],[580442,1018041],[582170,1020243],[589832,1030583],[596214,1039111],[597080,1040234],[597868,805718],[598767,806873],[604742,1050574],[623634,1074979],[633004,1086118],[636448,1089832],[637490,1091293],[638352,852288],[638493,638689],[655205,1112769],[662630,1122232],[663496,1123355],[664284,881852],[665183,883007],[680747,1144481],[689038,1155067],[690725,912180],[696065,1163866],[697107,1165327],[697969,920389],[698110,698306],[705398,1175913],[707796,1179206],[713060,1186253],[718512,1194173],[726034,1201393],[730783,1210815],[735867,1212472],[754804,984040],[764174,994569],[767618,1249187],[768660,1250648],[769522,1000417],[769663,769859],[791644,1277945],[796130,1283120],[813845,1304596],[822136,1315182],[823823,1061737],[824534,1318475],[827425,1323218],[828155,1323521],[835883,1330395],[838777,1334553],[840015,1339377],[846299,1341773],[858768,1098029],[866290,1107039],[866431,866627],[871039,1111129],[900212,1406045],[905296,1407702],[914666,1418841],[933603,1180840],[938089,1445878],[943442,1452327],[943537,1453476],[943745,1454046],[954708,1464874],[955438,1465177],[956656,1469913],[975554,1224532],[976284,1224835],[977416,982756],[988144,1237386],[1017507,1530929],[1018745,1535753],[1025029,1538149],[1029778,1547571],[1049769,1302956],[1064623,1582704],[1065546,1584365],[1076620,1594758],[1076828,1595328],[1098096,1353368],[1098304,1353938],[1099507,1104833],[1111215,1366776],[1140979,1660104],[1141709,1660407],[1142927,1665143],[1153569,1676263],[1174415,1432616],[1191059,1712174],[1203039,1723634],[1224901,1483999],[1226266,1231657],[1268447,1786585],[1268655,1787155],[1281566,1803022],[1303042,1563152],[1398269,1909905] ] cell #2042 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [499716],[562013],[586237],[586491],[612338],[651745],[672592],[672846],[685217],[708684],[709719],[721474],[741568],[741822],[755422],[776704],[778385],[779690],[805690],[805944],[810385],[818315],[830601],[841739],[850562],[852243],[853548],[861730],[866957],[881824],[882078],[889509],[890903],[892380],[918663],[920344],[921649],[924851],[944081],[947003],[957884],[967628],[969022],[970499],[978730],[984012],[984266],[989868],[998691],[1000372],[1001677],[1006487],[1009331],[1020469],[1032278],[1039066],[1040206],[1040460],[1041937],[1045687],[1066093],[1074951],[1077164],[1080086],[1088123],[1090967],[1098001],[1098640],[1100237],[1101562],[1106994],[1112443],[1116237],[1117979],[1122187],[1123327],[1123581],[1125058],[1130352],[1133274],[1144155],[1155293],[1156770],[1162157],[1165001],[1165282],[1176139],[1187948],[1194145],[1201348],[1203586],[1208179],[1212444],[1212698],[1214657],[1217579],[1223978],[1224790],[1225448],[1226058],[1236519],[1238116],[1239441],[1242761],[1244873],[1247478],[1250322],[1250603],[1257920],[1268991],[1271913],[1279950],[1282794],[1290467],[1291666],[1293389],[1304270],[1308064],[1309806],[1315154],[1315408],[1316885],[1322664],[1323476],[1328593],[1329792],[1334525],[1337390],[1340107],[1341447],[1341728],[1343966],[1353431],[1353537],[1355455],[1365300],[1365958],[1366129],[1366568],[1370551],[1377029],[1378228],[1379951],[1398816],[1403409],[1407674],[1407928],[1409887],[1412809],[1420678],[1431749],[1433346],[1434671],[1437991],[1440103],[1442708],[1445552],[1445833],[1449346],[1453539],[1453645],[1456492],[1459335],[1459506],[1460489],[1463020],[1464320],[1465132],[1467975],[1469705],[1471448],[1472051],[1484130],[1493310],[1495063],[1496981],[1500908],[1507484],[1524969],[1526168],[1530901],[1533766],[1536483],[1537823],[1538104],[1540342],[1549454],[1561676],[1562334],[1562505],[1562944],[1566927],[1573405],[1574604],[1576327],[1579647],[1584496],[1586238],[1586543],[1591127],[1593245],[1593609],[1594821],[1594927],[1597774],[1600070],[1611531],[1612730],[1619250],[1623247],[1625026],[1630733],[1634206],[1651722],[1654565],[1654736],[1655719],[1658250],[1659550],[1660362],[1663205],[1664935],[1666678],[1667281],[1676993],[1678333],[1688540],[1690293],[1692211],[1696138],[1702714],[1702885],[1715103],[1715467],[1715728],[1721973],[1722186],[1723765],[1725812],[1737043],[1739886],[1740057],[1741040],[1746353],[1746658],[1751242],[1757889],[1772845],[1778065],[1778370],[1782954],[1783125],[1785072],[1785436],[1786648],[1786754],[1789601],[1791897],[1796129],[1802814],[1804557],[1811077],[1815074],[1816853],[1822560],[1826033],[1841076],[1841289],[1847853],[1851407],[1861186],[1861491],[1866075],[1866246],[1870773],[1871137],[1871398],[1881482],[1892713],[1896710],[1901374],[1901738],[1901999],[1903741],[1908244],[1908457],[1910036],[1912083],[1918785],[1923314],[1925610],[1932624],[1932929],[1937513],[1937684],[1944160],[1959116],[1962889],[1978272],[1981402],[1981766],[1982027],[1983769],[1990633],[1990846],[2000964],[2010743],[2011048],[2015632],[2015803],[2019806],[2020019],[2021903],[2026583],[2030137],[2036595],[2040221],[2049503],[2049867],[2050128],[2051870],[2060212],[2071443],[2084808],[2092606],[2095940],[2096153],[2098037],[2104848],[2123361],[2123725],[2123986],[2125728],[2132318],[2134225],[2147701],[2151456],[2160062],[2160275],[2162159],[2170393],[2180477],[2193332],[2193696],[2194367],[2200794],[2203871],[2205778],[2217906],[2229038],[2229251],[2231135],[2251246],[2263488],[2265395],[2282626],[2290713],[2294330],[2294543],[2295479],[2316560],[2327099],[2329006],[2341038],[2347465],[2382718],[2384031],[2387257],[2387955],[2403335],[2407165],[2429332],[2467501],[2468275],[2485594],[2508481],[2543131],[2558605] ] cell #2043 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [323223],[388833],[418368],[430248],[440261],[467311],[495955],[509359],[519931],[525008],[574114],[574976],[586254],[601164],[608577],[637725],[638587],[671679],[672609],[673869],[685280],[698204],[709482],[740655],[741585],[742845],[769757],[776721],[778448],[779453],[805707],[806967],[850579],[852306],[853311],[866525],[881841],[883101],[889572],[889731],[918680],[920407],[921412],[967691],[967850],[984029],[998708],[1000435],[1001440],[1039129],[1039288],[1040223],[1074968],[1098018],[1107057],[1122250],[1122409],[1123344],[1165345],[1165504],[1194162],[1201411],[1201570],[1212461],[1224853],[1250666],[1250825],[1315171],[1323539],[1334542],[1341791],[1341950],[1353476],[1407691],[1445896],[1446055],[1453584],[1465195],[1530918],[1538167],[1538326],[1594866],[1660425],[1786693], 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28,1725879],[958387,1467401],[968785,1736431],[979074,1746725],[979233,1489263],[988696,1251904],[989631,1757277],[1009675,1778437],[1009834,1522121],[1010913,1019297],[1018059,1786821],[1020232,1788989],[1041331,1052032],[1055974,1314236],[1091311,1861558],[1091470,1608683],[1105385,1363942],[1112787,1881549],[1112946,1630159],[1136018,1396800],[1142218,1909986],[1144499,1912150],[1144658,1662631],[1155056,1922702],[1166583,1174967],[1175902,1943548],[1220323,1483606],[1243264,1505468],[1283138,2040288],[1283297,1800510],[1296133,1297212],[1304614,2060279],[1304773,1821986],[1382695,1383774],[1415553,1678836],[1438494,1700698],[1579071,1580150] ] cell #2044 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [208098],[257493],[257796],[288838],[296616],[296919],[318484],[351160],[351463],[359108],[361478],[363675],[371274],[371577],[384678],[384981],[403641],[403944],[418756],[425509],[431419],[437213],[445863],[448060],[455659],[455962],[460773],[462970],[470569],[470872],[482004],[484201],[486128],[491800],[492103],[496040],[505204],[505507],[515192],[531263],[539913],[542110],[544037],[547623],[556273],[558470],[561108],[566069],[566372],[571066],[575061],[575350],[579716],[581913],[586110],[589512],[589815],[594626],[596823],[598750],[604422],[604725],[622042],[629651],[632684],[632987],[634677],[638672],[638961],[652392],[657464],[661042],[663239],[665166],[668935],[672465],[677934],[685132],[686584],[688781],[690708],[694294],[698289],[698578],[702944],[705141],[707779],[712740],[713043],[724151],[725308],[727549],[730766],[732188],[735610],[737911],[741441],[755981],[760821],[764157],[765847],[769842],[770131],[774532],[778300],[780682],[788291],[791324],[791627],[793317],[797601],[802033],[805563],[811032],[816104],[819682],[821879],[823806],[824517],[830314],[831160],[835042],[836761],[837529],[839933],[842530],[848390],[852158],[854540],[865564],[866610],[871022],[872444],[875866],[878167],[881697],[887309],[893580],[894737],[896978],[900195],[901617],[905039],[907340],[914649],[916491],[917628],[920259],[925410],[930250],[933586],[935276],[939560],[940348],[945914],[946682],[951749],[953372],[953564],[956593],[965428],[971699],[972856],[978443],[982739],[983171],[983885],[985658],[988062],[990659],[996519],[997656],[1000287],[1009044],[1009890],[1013772],[1015491],[1016259],[1018663],[1021260],[1029761],[1034605],[1036866],[1037995],[1044294],[1049752],[1051174],[1054596],[1056030],[1056897],[1067898],[1068090],[1069848],[1073819],[1075712],[1084832],[1090680],[1091526],[1095408],[1097874],[1100473],[1101241],[1104751],[1106308],[1106909],[1108123],[1111152],[1119987],[1121116],[1127415],[1132185],[1132953],[1136074],[1138020],[1139643],[1139835],[1142864],[1151083],[1153487],[1163055],[1164714],[1169442],[1171929],[1174333],[1176930],[1183927],[1194018],[1194438],[1195613],[1200227],[1207341],[1211312],[1216490],[1217258],[1220379],[1222325],[1224378],[1224705],[1227253],[1227445],[1229203],[1231594],[1235067],[1244187],[1248376],[1250035],[1254763],[1259725],[1259917],[1261675],[1262795],[1267539],[1276659],[1278474],[1281503],[1292300],[1293068],[1296189],[1298135],[1299950],[1302979],[1312943],[1323064],[1323391],[1324915],[1331243],[1334398],[1335993],[1340607],[1345771],[1345963],[1347721],[1348841],[1353584],[1353805],[1356810],[1357985],[1369713],[1378862],[1379630],[1382751],[1384697],[1389668],[1390843],[1391963],[1402571],[1406542],[1408435],[1417555],[1422483],[1422675],[1424433],[1425553],[1430297],[1439417],[1443606],[1453692],[1453913],[1461202],[1461970],[1464720],[1465047],[1466571],[1476474],[1477649],[1478769],[1484194],[1488433],[1499511],[1509289],[1509481],[1511239],[1512359],[1521291],[1522397],[1530774],[1532369],[1536983],[1544097],[1553186],[1554361],[1555481],[1566089],[1581073],[1583345],[1584560],[1591812],[1592004],[1594974],[1595195],[1603252],[1607853],[1608959],[1624728],[1629329],[1639232],[1640407],[1641527],[1659950],[1660277],[1661801],[1672879],[1683663],[1684769],[1694741],[1706469],[1712735],[1713647],[1720982],[1723829],[1731273],[1752119],[1767968],[1769074],[1786801],[1787022],[1795079],[1799680],[1821156],[1832234],[1838611],[1839943],[1849326],[1856661],[1869317],[1876652],[1910100],[1917544],[1954239],[1961330],[1970563],[1989500],[2028056],[2035391],[2085574],[2103289],[2139992],[2244214] ] cell #2045 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [322735],[388411],[388766],[429760],[439839],[440194],[467228],[508937],[509292],[519443],[522326],[524925],[533889],[534244],[550249],[550604],[573692],[574047],[592609],[601081],[608510],[616023],[625740],[628339],[637303],[637658],[643455],[646054],[655018],[655373],[668997],[671596],[673802],[680560],[680915],[685789],[696920],[697275],[709399],[728256],[737973],[740572],[742778],[747193],[756910],[759509],[762577],[768473],[768828],[774663],[778957],[779370],[784380],[786979],[792003],[795943],[796298],[802095],[804694],[806900],[813658],[814013],[834208],[842592],[846112],[846467],[848521],[852815],[853228],[868512],[874149],[878229],[880828],[883034],[887535],[891276],[897685],[905820],[907402],[910001],[912207],[916622],[920916],[921329],[926339],[928938],[932006],[937902],[938257],[950743],[951811],[954256],[957648],[959383],[963100],[965654],[969395],[986570],[990721],[994596],[996650],[1000944],[1001357],[1006277],[1010316],[1012938],[1021322],[1024842],[1025197],[1027251],[1031958],[1037092],[1040833],[1047242],[1052879],[1056959],[1059558],[1061764],[1062626],[1068782],[1072986],[1073950],[1075630],[1076459],[1078861],[1081713],[1087913],[1091952],[1094574],[1106370],[1107566],[1112207],[1113942],[1117659],[1120213],[1123954],[1130184],[1137014],[1138082],[1140527],[1143919],[1145654],[1149371],[1151925],[1160021],[1161947],[1163281],[1165986],[1172841],[1176992],[1180867],[1182921],[1187628],[1188558],[1194356],[1195185],[1200453],[1202065],[1202242],[1205265],[1214489],[1221319],[1222387],[1228137],[1232649],[1233305],[1233893],[1235814],[1238216],[1241068],[1247268],[1248602],[1251307],[1260609],[1264813],[1265777],[1267457],[1268286],[1270688],[1273540],[1282558],[1288010],[1290299],[1291456],[1298197],[1304034],[1305769],[1309486],[1312040],[1312110],[1323692],[1323869],[1325662],[1329582],[1331554],[1340833],[1346655],[1350859],[1351823],[1354199],[1356728],[1357557],[1361079],[1362825],[1363345],[1364614],[1367637],[1376861],[1378018],[1384759],[1389586],[1390415],[1395683],[1395753],[1397295],[1397472],[1400495],[1409182],[1411584],[1421664],[1423367],[1428535],[1431044],[1433446],[1436298],[1443832],[1454307],[1454694],[1455806],[1460321],[1467318],[1471238],[1476392],[1477221],[1482489],[1482559],[1484477],[1484788],[1487210],[1487387],[1489180],[1491516],[1495072],[1504351],[1508470],[1510173],[1515341],[1520068],[1520245],[1522038],[1523144],[1527930],[1537209],[1538998],[1542021],[1553104],[1553933],[1559201],[1559271],[1560990],[1564013],[1574394],[1584843],[1585154],[1586552],[1592696],[1595589],[1597088],[1601603],[1606630],[1606807],[1608600],[1609706],[1614484],[1614670],[1617452],[1618564],[1630076],[1639150],[1639979],[1645247],[1645317],[1649924],[1651036],[1652115],[1662548],[1666468],[1668440],[1677719],[1682440],[1682617],[1684410],[1685516],[1690302],[1699581],[1703700],[1713936],[1714122],[1720900],[1721729],[1724112],[1724423],[1725821],[1735245],[1736357],[1737436],[1742836],[1746667],[1757203],[1766745],[1766922],[1768715],[1769821],[1778379],[1779419],[1787416],[1788915],[1793430],[1800427],[1809279],[1810391],[1811470],[1821903],[1837074],[1839211],[1840231],[1846789],[1846966],[1849615],[1849801],[1857408],[1861500],[1862540],[1877399],[1881491],[1890915],[1892027],[1893106],[1910383],[1910694],[1912092],[1922628],[1932938],[1933978],[1943474],[1954986],[1961175],[1961930],[1968371],[1970851],[1977586],[1996523],[2011057],[2012097],[2028345],[2028531],[2036138],[2040230],[2060221],[2070757],[2077101],[2078145],[2086174],[2092615],[2103889],[2110330],[2140280],[2147015],[2180486],[2187232],[2194883],[2211243],[2244814],[2251255],[2295550],[2310460],[2341554],[2429403] ] cell #2046 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2047 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2048 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1115543],[1235508],[1307370],[1325356],[1364658],[1430738],[1448652],[1455850],[1521732],[1548760],[1561034],[1572394],[1608294],[1651080],[1653602],[1669066],[1701414],[1736401],[1738923],[1780045],[1780575],[1795410],[1812957],[1863166],[1863696],[1894593],[1901544],[1903022],[1918471],[1934604],[1935134],[1981572],[1983050],[2012723],[2013253],[2019997],[2021589],[2049673],[2051151],[2096131],[2097723],[2110956],[2123531],[2125009],[2132490],[2160253],[2161399],[2161845],[2193502],[2204043],[2217187],[2229229],[2230375],[2230821],[2263660],[2264511],[2294521],[2301820],[2310422],[2316246],[2327271],[2328122],[2359723],[2377046],[2383588],[2387429],[2393739],[2401719],[2417632],[2435673],[2461975],[2468232],[2473271],[2477112],[2483995],[2514265],[2538158],[2543643],[2548188],[2580296],[2584137],[2613913],[2641855],[2694653], [533323,956995],[548753,976735],[590663,1284362],[627670,1079172],[644395,1099528],[653522,1110448],[654452,1111554],[679994,1143266],[689720,1414161],[713891,1447120],[717654,717728],[729857,956818],[734248,1210134],[747754,976632],[753185,1231996],[757850,1237407],[758840,1238527],[786310,1270999],[795377,1281905],[796849,1544624],[809479,1560304],[812162,1302275],[813092,1303381],[822818,1577679],[825793,1838177],[837919,837993],[841834,1336419],[844522,1339398],[857910,857984],[861825,1358411],[864513,1361390],[869073,1110345],[870113,1111377],[874504,1372506],[885613,1646350],[899286,1143089],[903677,1405364],[909332,1411895],[922614,1427226],[922997,1684479],[924127,1689389],[927279,1432637],[928269,1433757],[937336,1444663],[937719,1955055],[938808,1706996],[958546,1467012],[960984,1210031],[979392,1488874],[981830,1231819],[986048,986122],[989963,1499937],[992651,1502916],[1002642,1514032],[1003025,1768784],[1004155,1773694],[1014902,1527017],[1015285,2036207],[1016649,1016723],[1020564,1532795],[1023252,1535774],[1028852,1281728],[1033243,1546890],[1036401,1808000],[1040555,1554787],[1042891,1810268],[1043243,1557766],[1044877,1815962],[1047803,1302172],[1048843,1303204],[1053234,1568882],[1058537,2070634],[1058889,1575413],[1072464,1072538],[1076153,1334153],[1079960,1597132],[1096538,1613579],[1096921,1857477],[1097629,1357251],[1101436,1618608],[1113105,1629770],[1119522,1889636],[1123676,1640833],[1126012,1891904],[1126364,1643812],[1127998,1897598],[1131984,1648645],[1138670,2146892],[1139022,1656607],[1144817,1662242],[1147255,1405261],[1155388,1673305],[1158076,1676284],[1161131,1930260],[1161417,1930690],[1165663,1684104],[1168082,1932820],[1168101,1427049],[1172319,1172393],[1176234,1695167],[1178922,1698146],[1184503,2180368],[1184522,1444486],[1188913,1709262],[1193773,1194879],[1198642,1968132],[1202286,1464490],[1212793,1731699],[1216289,1733966],[1222975,1977463],[1223327,1741928],[1224148,1487431],[1239315,1757247],[1246452,2008379],[1246738,2008809],[1250984,1768409],[1253403,2010939],[1253422,1513855],[1257226,2244113],[1259247,1775701],[1259533,1776131],[1264291,1264365],[1266319,2251137],[1266338,1526840],[1267980,1530529],[1271787,1788959],[1283456,1800121],[1285643,1802387],[1285894,1546787],[1288365,1805406],[1288799,2047328],[1289437,2047616],[1289456,1553627],[1293263,1810435],[1304932,1821597],[1315503,1832660],[1318191,1835639],[1322834,1323913],[1327646,2083434],[1327932,2083864],[1339022,1853224],[1342109,1857102],[1343272,2085473],[1345293,1858822],[1345579,1859252],[1350337,1350411],[1352365,2092497],[1352384,1613402],[1361014,2110091],[1375165,1887369],[1375361,2121186],[1375999,2121474],[1376018,1639673],[1379825,1892071],[1387011,2340929],[1387030,1647626],[1388346,1899199],[1388984,1899487],[1389003,1390109],[1397516,1659720],[1408023,1917970],[1408876,1671039],[1411519,1920237],[1412683,1922672],[1415712,1925194],[1418557,1928199],[1419059,2158301],[1419378,1682661],[1434545,1943518],[1446214,1954680],[1448401,1956946],[1457535,2188962],[1457715,2192087],[1458353,2192375],[1458372,1721423],[1469302,1973796],[1469588,1974226],[1471925,1977630],[1473817,2194258],[1473836,1732947],[1475152,1979227],[1475790,1979515],[1475809,1476915],[1491164,2216532],[1491450,2216962],[1502540,2002781],[1505627,2006659],[1505865,2227277],[1506184,1766966],[1516862,2428910],[1517021,1774453],[1518891,2018045],[1519210,1520289],[1522838,1791481],[1535398,2031954],[1538485,2035832],[1539042,1797599],[1541669,2037552],[1541955,2037982],[1545412,2042426],[1571541,2066099],[1576201,2070801],[1579230,2073323],[1582895,2288999],[1588199,2290604],[1588218,1843606],[1588429,2293431],[1588748,1847010],[1593415,2086218],[1598997,2088749],[1599635,2089037],[1599654,1609400],[1603424,2295057],[1603583,1857574],[1605453,2094179],[1605772,1606851],[1620293,2312190],[1620473,2315315],[1621111,2315603],[1621130,1877093],[1632060,2115755],[1632346,2116185],[1634683,2119589],[1646879,1898378],[1652159,1914288],[1664532,2143225],[1664818,2143655],[1667155,2147059],[1668661,2151001],[1670382,2148656],[1671020,2148944],[1685210,1946040],[1697770,2172210],[1700857,2176088],[1707784,2182682],[1712346,2382583],[1715273,1961974],[1716592,2383609],[1716751,1964505],[1722164,2194553],[1727698,2197241],[1728017,1737480],[1732200,1978406],[1743010,2401621],[1748314,2403226],[1748333,1993163],[1748544,2406053],[1748863,1996567],[1753530,2219316],[1759112,2221847],[1759750,2222135],[1759769,1769515],[1779640,2029682],[1785242,2244858],[1790824,2247389],[1791462,2247677],[1797280,2252819],[1811514,2062417],[1823887,2274395],[1824173,2274825],[1826510,2278229],[1828016,2282171],[1838768,2467285],[1840405,2468134],[1841267,2077815],[1842413,2293371],[1842859,2080503],[1848025,2295656],[1850952,1862761],[1868016,2484146],[1870943,2103933],[1872262,2485172],[1872421,2106464],[1877834,2317781],[1883368,2320469],[1883687,1893150],[1904276,2340173],[1908435,2341224],[1913969,2343912],[1934199,2169938],[1939801,2365987],[1945383,2368518],[1946021,2368806],[1962273,2543794],[1963061,2187338],[1963912,2386001],[1971025,2548090],[1973033,2392589],[1984304,2401038],[1988325,2557615],[1990824,2210913],[1991970,2212042],[1992416,2213601],[1997582,2408278],[2000509,2012318],[2021143,2427224],[2026755,2429509],[2052405,2267449],[2056564,2451634],[2062098,2454322],[2078457,2610356],[2079954,2470305],[2086517,2614064],[2088156,2475684],[2097277,2482272],[2105020,2310566],[2105871,2311174],[2108809,2110551],[2114992,2318910],[2126263,2331060],[2133341,2506527],[2140454,2641757],[2142462,2513115],[2153733,2521564],[2167011,2528804],[2195195,2671195],[2196692,2550261],[2204894,2555640],[2213052,2402360],[2221254,2408886],[2224192,2225934],[2238594,2577330],[2245157,2694804],[2246796,2582709],[2255917,2589297],[2273632,2452763],[2284903,2464913],[2305010,2620531],[2319920,2490519],[2341866,2739688],[2343363,2643928],[2351565,2649307],[2367925,2529412],[2370863,2372605],[2438863,2701271],[2453773,2597544] ] cell #2049 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289791],[333224],[379307],[401640],[423554],[453658],[478602],[481773],[499833],[503203],[535170],[539682],[562130],[564068],[587511],[594395],[595584],[612455],[623000],[629420],[651922],[656299],[660811],[662000],[681841],[686353],[695220],[708801],[710739],[721651],[725077],[735233],[754170],[755439],[760590],[766773],[781640],[788060],[810562],[814939],[819451],[820640],[828051],[830618],[841916],[845342],[855498],[861907],[865333],[866941],[875489],[891080],[894506],[904662],[923599],[924868],[930019],[936202],[944098],[946987],[955334],[957901],[969199],[972625],[976180],[978747],[990045],[993471],[1003627],[1006781],[1009348],[1020646],[1024072],[1034228],[1040637],[1044063],[1045671],[1054219],[1066077],[1077181],[1080070],[1088417],[1090984],[1098657],[1101546],[1109893],[1112460],[1123758],[1127184],[1130369],[1133258],[1141605],[1144172],[1155470],[1158896],[1162451],[1165018],[1176316],[1179742],[1189898],[1199623],[1203570],[1208473],[1212875],[1214674],[1217563],[1225432],[1236536],[1239425],[1247772],[1250339],[1257904],[1269008],[1271897],[1280244],[1282811],[1290484],[1293373],[1301720],[1304287],[1315585],[1319011],[1328610],[1330086],[1337407],[1341464],[1343950],[1365942],[1370845],[1377046],[1379935],[1394853],[1398800],[1403703],[1408105],[1409904],[1412793],[1420662],[1431766],[1434655],[1443002],[1445569],[1459319],[1460506],[1463037],[1467959],[1472035],[1481659],[1493604],[1500925],[1507468],[1524986],[1526462],[1533783],[1537840],[1540326],[1562318],[1567221],[1573422],[1576311],[1586255],[1591111],[1593593],[1611548],[1613024],[1623264],[1630717],[1654549],[1655736],[1658267],[1663189],[1667265],[1688834],[1696155],[1702698],[1715451],[1721887],[1739870],[1741057],[1746370],[1751226],[1773139],[1778082],[1782938],[1785420],[1815091],[1822544],[1840990],[1861203],[1866059],[1871121],[1896727],[1901722],[1908158],[1932641],[1937497],[1981750],[1990547],[2010760],[2015616],[2019720],[2049851],[2084825],[2095854],[2123709],[2159976],[2193680],[2228952],[2294244],[2382632] ] cell #2050 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431116],[485825],[543734],[571317],[598447],[634928],[664863],[668733],[690405],[694545],[732439],[737709],[763854],[766098],[793568],[801831],[803180],[823503],[835293],[842328],[867805],[872695],[877965],[879314],[901868],[907138],[917426],[933283],[935527],[947851],[951547],[962576],[983422],[984890],[990457],[997454],[1014023],[1021058],[1046535],[1051425],[1056695],[1058044],[1066481],[1069080],[1080934],[1084630],[1095659],[1102410],[1106106],[1107931],[1117135],[1134122],[1137818],[1148847],[1169693],[1171161],[1176728],[1183725],[1192560],[1195421],[1203974],[1206573],[1218427],[1222123],[1225836],[1228435],[1240289],[1243985],[1255014],[1258308],[1260907],[1272761],[1276457],[1287486],[1294237],[1297933],[1299758],[1308962],[1321937],[1332940],[1335801],[1344354],[1346953],[1354932],[1357793],[1366346],[1368945],[1380799],[1384495],[1387790],[1390651],[1399204],[1401803],[1413657],[1417353],[1421066],[1423665],[1435519],[1439215],[1450244],[1459723],[1463593],[1468363],[1472899],[1474596],[1477457],[1485455],[1496458],[1499319],[1507872],[1510471],[1518313],[1529316],[1532177],[1540730],[1543329],[1551308],[1554169],[1562722],[1565321],[1577175],[1580871],[1590057],[1591515],[1598441],[1602484],[1604875],[1626351],[1631121],[1637354],[1640215],[1654953],[1658823],[1663593],[1668129],[1669826],[1672687],[1680685],[1691688],[1694549],[1703102],[1705701],[1719083],[1720210],[1722614],[1727120],[1731081],[1740274],[1751630],[1758556],[1764990],[1781884],[1783342],[1790268],[1794311],[1796702],[1818178],[1822948],[1829181],[1832042],[1841717],[1846113],[1848414],[1865005],[1866463],[1875880],[1882790],[1905354],[1906481],[1908885],[1913391],[1917352],[1937901],[1944827],[1951261],[1963450],[1969231],[1985382],[1986509],[1991274],[1995670],[2016020],[2020447],[2024843],[2027144],[2054610],[2061520],[2079011],[2096581],[2100977],[2105409],[2128468],[2132879],[2138660],[2160703],[2165099],[2204432],[2212109],[2229679],[2234075],[2237651],[2264049],[2294971],[2304067],[2327660],[2358780],[2387818],[2416689],[2471398],[2543258] ] cell #2051 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431052],[485761],[543670],[571188],[598383],[634799],[664799],[668725],[690341],[694416],[732310],[737701],[763790],[765969],[793439],[801823],[803051],[823439],[835164],[842320],[867741],[872566],[877957],[879185],[901739],[907130],[917418],[933219],[935398],[947787],[951539],[962447],[983293],[984885],[990449],[997446],[1013894],[1021050],[1046471],[1051296],[1056687],[1057915],[1066473],[1069075],[1080870],[1084622],[1095530],[1102346],[1106098],[1107941],[1117006],[1134058],[1137810],[1148718],[1169564],[1171156],[1176720],[1183717],[1192555],[1195431],[1203966],[1206568],[1218363],[1222115],[1225828],[1228430],[1240225],[1243977],[1254885],[1258300],[1260902],[1272697],[1276449],[1287357],[1294173],[1297925],[1299768],[1308833],[1321947],[1332935],[1335811],[1344346],[1346948],[1354927],[1357803],[1366338],[1368940],[1380735],[1384487],[1387785],[1390661],[1399196],[1401798],[1413593],[1417345],[1421058],[1423660],[1435455],[1439207],[1450115],[1459715],[1463603],[1468355],[1472835],[1474591],[1477467],[1485465],[1496453],[1499329],[1507864],[1510466],[1518323],[1529311],[1532187],[1540722],[1543324],[1551303],[1554179],[1562714],[1565316],[1577111],[1580863],[1590052],[1591507],[1598436],[1602479],[1604885],[1626361],[1631113],[1637349],[1640225],[1654945],[1658833],[1663585],[1668065],[1669821],[1672697],[1680695],[1691683],[1694559],[1703094],[1705696],[1719093],[1720205],[1722609],[1727130],[1731091],[1740266],[1751622],[1758551],[1765000],[1781879],[1783334],[1790263],[1794306],[1796712],[1818188],[1822940],[1829176],[1832052],[1841712],[1846123],[1848424],[1865000],[1866455],[1875875],[1882800],[1905364],[1906476],[1908880],[1913401],[1917362],[1937893],[1944822],[1951271],[1963460],[1969261],[1985392],[1986504],[1991269],[1995680],[2016012],[2020442],[2024853],[2027154],[2054605],[2061530],[2079041],[2096576],[2100987],[2105419],[2128463],[2132889],[2138690],[2160698],[2165109],[2204442],[2212139],[2229674],[2234085],[2237681],[2264059],[2294966],[2304097],[2327670],[2358810],[2387828],[2416719],[2471428],[2543288] ] cell #2052 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [608155],[673447],[742423],[774728],[806545],[848586],[882679],[887184],[911852],[916687],[959448],[965303],[994241],[996715],[1027316],[1036741],[1038191],[1061409],[1074015],[1081362],[1108815],[1114007],[1119862],[1121312],[1145719],[1151574],[1162930],[1180512],[1182986],[1196305],[1200102],[1211508],[1233370],[1234985],[1240717],[1248251],[1265842],[1273189],[1300642],[1305834],[1311689],[1313139],[1322331],[1324833],[1336685],[1340482],[1351888],[1358677],[1362474],[1364437],[1373880],[1391535],[1395332],[1406738],[1428600],[1430215],[1435947],[1443481],[1452935],[1455629],[1463987],[1466489],[1478341],[1482138],[1485849],[1488351],[1500203],[1504000],[1515406],[1518707],[1521209],[1533061],[1536858],[1548264],[1555053],[1558850],[1560813],[1570256],[1583820],[1594217],[1596911],[1605269],[1607771],[1615693],[1618387],[1626745],[1629247],[1641099],[1644896],[1648165],[1650859],[1659217],[1661719],[1673571],[1677368],[1681079],[1683581],[1695433],[1699230],[1710636],[1719477],[1723089],[1727514],[1731965],[1733486],[1736180],[1743935],[1754332],[1757026],[1765384],[1767886],[1775647],[1786044],[1788738],[1797096],[1799598],[1807520],[1810214],[1818572],[1821074],[1832926],[1836723],[1845135],[1846507],[1852744],[1856579],[1858768],[1878759],[1883184],[1889156],[1891850],[1905748],[1909360],[1913785],[1918236],[1919757],[1922451],[1930206],[1940603],[1943297],[1951655],[1954157],[1966629],[1967652],[1969831],[1973742],[1977409],[1985776],[1996064],[2002301],[2008325],[2023865],[2025237],[2031474],[2035309],[2037498],[2057489],[2061914],[2067886],[2070580],[2079611],[2083380],[2085419],[2099999],[2101371],[2109611],[2115701],[2136058],[2137081],[2139260],[2143171],[2146838],[2165493],[2171730],[2177754],[2188908],[2193839],[2207611],[2208634],[2212709],[2216478],[2234469],[2238251],[2242020],[2244059],[2268251],[2274341],[2290185],[2304667],[2308436],[2312136],[2331862],[2335579],[2340510],[2359380],[2363149],[2396444],[2402807],[2417289],[2421058],[2424038],[2445989],[2471998],[2479086],[2498007],[2523333],[2547095],[2569416],[2612849],[2668031] ] cell #2053 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [608156],[673448],[742424],[774729],[806546],[848587],[882680],[887185],[911853],[916688],[959449],[965304],[994242],[996716],[1027317],[1036742],[1038192],[1061410],[1074016],[1081363],[1108816],[1114008],[1119863],[1121313],[1145720],[1151575],[1162931],[1180513],[1182987],[1196306],[1200103],[1211509],[1233371],[1234986],[1240718],[1248252],[1265843],[1273190],[1300643],[1305835],[1311690],[1313140],[1322332],[1324834],[1336686],[1340483],[1351889],[1358678],[1362475],[1364440],[1373881],[1391536],[1395333],[1406739],[1428601],[1430216],[1435948],[1443482],[1452936],[1455632],[1463988],[1466490],[1478342],[1482139],[1485850],[1488352],[1500204],[1504001],[1515407],[1518708],[1521210],[1533062],[1536859],[1548265],[1555054],[1558851],[1560816],[1570257],[1583823],[1594218],[1596914],[1605270],[1607772],[1615694],[1618390],[1626746],[1629248],[1641100],[1644897],[1648166],[1650862],[1659218],[1661720],[1673572],[1677369],[1681080],[1683582],[1695434],[1699231],[1710637],[1719478],[1723092],[1727515],[1731966],[1733487],[1736183],[1743938],[1754333],[1757029],[1765385],[1767887],[1775650],[1786045],[1788741],[1797097],[1799599],[1807521],[1810217],[1818573],[1821075],[1832927],[1836724],[1845136],[1846508],[1852745],[1856580],[1858771],[1878762],[1883185],[1889157],[1891853],[1905749],[1909363],[1913786],[1918237],[1919758],[1922454],[1930209],[1940604],[1943300],[1951656],[1954158],[1966632],[1967653],[1969832],[1973745],[1977412],[1985777],[1996065],[2002302],[2008328],[2023866],[2025238],[2031475],[2035310],[2037501],[2057492],[2061915],[2067887],[2070583],[2079612],[2083383],[2085422],[2100000],[2101372],[2109612],[2115704],[2136061],[2137082],[2139261],[2143174],[2146841],[2165494],[2171731],[2177757],[2188911],[2193858],[2207614],[2208635],[2212710],[2216481],[2234470],[2238252],[2242023],[2244062],[2268252],[2274344],[2290204],[2304668],[2308439],[2312139],[2331863],[2335582],[2340529],[2359381],[2363152],[2396447],[2402826],[2417290],[2421061],[2424057],[2445992],[2471999],[2479105],[2498010],[2523352],[2547098],[2569435],[2612868],[2668050] ] cell #2054 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [19590,1581981],[28941,1703246],[29218,1451216],[37866,1783486],[41758,1828981],[41838,1577241],[47533,1866607],[53420,1906281],[53500,1668195],[57425,1938045],[58711,1705639],[58718,1951060],[65996,1986309],[66076,1472965],[71646,2016164],[72503,2020385],[73602,1794249],[73609,2024642],[77129,1545229],[78767,2054410],[78847,1294303],[80548,1831974],[88504,2096519],[89603,1602422],[89610,2100776],[95255,1898203],[96683,2128268],[96763,1380865],[97382,1908823],[97800,2132811],[99165,1917284],[103602,1674293],[103682,911379],[104626,2160641],[105725,1423603],[105732,2164898],[109252,1707601],[115980,1205877],[117327,1722552],[117745,2204364],[119110,1731013],[126019,2016803],[126099,1255986],[126751,2229617],[127850,1510409],[127857,2233874],[128731,2027076],[128969,2237644],[135304,1542633],[136403,1031195],[136410,1801068],[137263,1551108],[137681,2263981],[138064,802941],[139046,1554101],[142055,1816567],[143483,1833648],[143563,1060936],[147107,1841655],[148311,2294909],[151479,1335100],[153122,1848346],[153360,2304060],[160849,2123839],[162736,1368249],[163617,1385605],[163624,2129522],[164083,1637154],[164501,2327592],[164884,879075],[165866,1640147],[166744,2138653],[168098,1387590],[173109,1401107],[174456,909238],[174874,1671986],[176239,690471],[177307,1680484],[177545,2358773],[178257,695517],[183148,1938684],[183228,1170665],[183880,1705005],[184979,1186865],[184986,1955627],[188807,2193810],[189176,1963382],[189708,1720010],[190602,2387750],[194029,1206591],[195527,962337],[196044,1969224],[197398,1474396],[203242,1991212],[204446,1492128],[205352,1508016],[205388,2229697],[207614,1498618],[208706,763920],[209257,1764789],[209495,2416682],[210207,767070],[214039,1518112],[215600,786216],[216804,1784125],[219972,1531476],[221615,795470],[221853,1543347],[224864,1299690],[225924,597122],[229342,2049981],[231229,1564625],[232110,1299043],[232117,2055664],[232576,1058795],[232994,1831341],[233377,1057805],[234359,823569],[238698,1591659],[238734,2294989],[238941,2079004],[239763,1845912],[240554,2471391],[241811,1077895],[244695,1079777],[245596,1598241],[246490,845639],[248650,1604674],[250211,627576],[251415,1867246],[255069,1361995],[255438,2105341],[255970,1875680],[256864,1622077],[257387,2327050],[257919,867871],[260291,1368963],[261789,1116896],[262306,1107863],[263366,663538],[267909,1390583],[269547,1901852],[269916,680087],[270448,1138928],[271342,1907535],[274769,1401821],[276267,1148608],[276784,497231],[278138,1669626],[280956,504667],[283982,928175],[285186,1687358],[286092,1421210],[286128,2160721],[288354,1693848],[289446,933349],[289997,937429],[290235,1705719],[290947,936499],[293723,2543251],[296079,944812],[296510,2387208],[297042,947917],[298036,1195353],[303790,1468507],[303826,958692],[304855,1726919],[305646,735909],[308149,1477389],[309787,1981880],[310156,533416],[310688,1223233],[311582,1987563],[315670,1751774],[315706,979538],[315913,2212102],[316735,1995469],[317526,1228453],[318496,984828],[318783,984908],[321667,1239132],[322568,1758356],[323462,993768],[324157,565532],[327183,758746],[328387,1771663],[330622,403104],[332365,1258452],[332401,2020465],[332608,583603],[333430,1014995],[334221,1794329],[335478,1269722],[338362,1271604],[339263,1790068],[340157,1024369],[342317,1796501],[345082,1287247],[348736,1558371],[349105,813185],[349637,1043149],[350531,1813904],[351054,2263439],[351586,1046601],[353958,1565339],[355456,1308723],[355973,431182],[357033,822178],[360333,2467452],[361544,1321736],[363687,1069018],[363974,1069098],[365365,623676],[368381,839793],[371168,1080200],[371700,1081000],[372694,1335733],[376705,455122],[378448,1344498],[378484,2096599],[378691,449750],[379513,1096631],[380304,1602502],[381785,1357092],[384141,856770],[384572,1101676],[385104,1102476],[386098,1357725],[388084,864419],[391852,1631265],[391888,1113251],[392917,1882589],[393708,659009],[397849,1644417],[398218,654545],[398750,1126270],[399644,1895540],[400748,1908903],[403535,2132269],[404067,1134188],[405061,485891],[410815,1663737],[410851,1144963],[411880,1913190],[412671,905338],[415174,1672619],[416812,1412500],[417713,1418463],[418607,1159193],[422695,1165572],[422731,1165809],[422938,706831],[423760,922707],[424551,1423683],[425521,1171099],[425808,1171179],[428692,1434362],[429593,1944627],[430487,1180039],[435412,1450005],[437225,1192360],[438436,1194720],[439366,719528],[444718,955757],[445929,1463392],[448072,1206511],[448359,960899],[452110,1742533],[452766,1722632],[455553,2203822],[456085,1218493],[457079,543800],[459628,1227739],[460839,1485254],[461998,979301],[462982,1228373],[463269,747669],[464660,554240],[466836,753278],[467676,756230],[470463,1239555],[470995,1240355],[471989,1499251],[473010,1505536],[473975,992557],[477743,1250893],[477779,1251130],[477986,560160],[478808,1002735],[479599,1510489],[480859,2026534],[482070,573219],[484213,1260845],[484500,1260925],[488907,1018523],[491694,1272027],[492226,1272827],[493220,1532109],[498974,1540874],[499010,1283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] cell #2055 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [245299],[252182],[253798],[255673],[276840],[277841],[295288],[300661],[312541],[313746],[320396],[322271],[332664],[338966],[340849],[362329],[363191],[368007],[369946],[373693],[378747],[381411],[388723],[389928],[403160],[404415],[407686],[422994],[427421],[429296],[438062],[438992],[440151],[446714],[450280],[455178],[456433],[462486],[467302],[478042],[483717],[488533],[490472],[494219],[504723],[505978],[509249],[510454],[524999],[530438],[532112],[534201],[541626],[549402],[550561],[554296],[565588],[566843],[572845],[574004],[580567],[584133],[591931],[596339],[597178],[601155],[618140],[623732],[628413],[636456],[637615],[642831],[646128],[650462],[655330],[662755],[663594],[671670],[677109],[678783],[680872],[691001],[696073],[697232],[719584],[726159],[730373],[735965],[740646],[745614],[746549],[749310],[759583],[767626],[768785],[776780],[787053],[792492],[796255],[804768],[813970],[822234],[828336],[829271],[835891],[839849],[846424],[850638],[856622],[856625],[870629],[880902],[891765],[899802],[905394],[910075],[918739],[929012],[938214],[943450],[944664],[944667],[955619],[956554],[963174],[969884],[974090],[982346],[998767],[1018579],[1025154],[1029368],[1041322],[1049359],[1059632],[1064690],[1066650],[1075027],[1076533],[1077747],[1077750],[1124443],[1141890],[1142825],[1149445],[1156155],[1168617],[1185038],[1191112],[1195259],[1202183],[1204143],[1234382],[1253938],[1266854],[1268360],[1269574],[1269577],[1316270],[1323810],[1331492],[1352900],[1357631],[1390489],[1397413],[1399373],[1429612],[1454632],[1477295],[1487328],[1516418],[1520186],[1527868],[1554007],[1606748],[1617390],[1640053],[1649862],[1682558],[1721803],[1735183],[1766863],[1809217],[1846907],[1890853],[1961293],[1968309],[2077576],[2186740] ] cell #2056 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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1392206],[903198,1144235],[903496,1147957],[908239,1150746],[910329,1921454],[912944,1416209],[913378,1155301],[914231,1156983],[926794,931044],[929266,1942300],[934451,1445082],[957414,1219350],[968844,1740409],[978260,1746433],[989690,1499157],[991558,1512022],[1011907,1527436],[1015922,1017795],[1020291,1532015],[1022159,1262458],[1026361,1282324],[1030196,1798575],[1032764,1282874],[1033062,1286596],[1050187,1820051],[1052277,1555724],[1093543,1613998],[1111973,1381722],[1116059,1374892],[1135045,1143685],[1155115,1672525],[1167577,1427645],[1175961,1694387],[1177829,1425216],[1232415,1494578],[1252898,1514451],[1285370,1549276],[1295160,1303800],[1307886,1571268],[1448128,1449168] ] cell #2057 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2058 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2059 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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,[903942,1147104],[914584,1159365],[915343,926184],[927269,1437225],[945469,1193832],[956401,1204981],[961336,1209058],[966581,971795],[974250,1223890],[1007366,1012783],[1016456,1529857],[1023242,1274467],[1028701,1033508],[1048155,1567806],[1066810,1322576],[1078552,1334212],[1089002,1094419],[1142672,1400211],[1147607,1404288],[1152852,1158066],[1204303,1464232],[1270379,1530588],[1280829,1286246],[1399533,1659462] ] cell #2060 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [78973],[81176],[96889],[99882],[105897],[108757],[119827],[128022],[131685],[137294],[139263],[142230],[142890],[156076],[164114],[166083],[167135],[168129],[169709],[170486],[177340],[183410],[189739],[196435],[197429],[199009],[199786],[209290],[212933],[213608],[214072],[215931],[224809],[227829],[239332],[239796],[245627],[247544],[248219],[248683],[250542],[256001],[262251],[265271],[266369],[267625],[267854],[278169],[279749],[281990],[284313],[297752],[297981],[304424],[304888],[306609],[307865],[308094],[316304],[316768],[322599],[323776],[325191],[327514],[329725],[339294],[341886],[342350],[344209],[346814],[358938],[361429],[364468],[367110],[372410],[372639],[375808],[385814],[386043],[389863],[392486],[392950],[394333],[395927],[411449],[411913],[414890],[415119],[420055],[429624],[430801],[432216],[434539],[437286],[442941],[443546],[445814],[448853],[460724],[463763],[466405],[468437],[468784],[471705],[471934],[475103],[487636],[492936],[493165],[496334],[510389],[513012],[513476],[514859],[516453],[527926],[528273],[528439],[531336],[545545],[547696],[548731],[553956],[555772],[556132],[556224],[559263],[576794],[577399],[579667],[582706],[600258],[602290],[602637],[605558],[605787],[608956],[615203],[621541],[621901],[621993],[640405],[641010],[644362],[649568],[652018],[652465],[653500],[666674],[674597],[674944],[675110],[678007],[700627],[702443],[702803],[702895],[705934],[716932],[723777],[724224],[734226],[743573],[743920],[744086],[746373],[757817],[772180],[773843],[780181],[780541],[780633],[808208],[810658],[811105],[812140],[826529],[829095],[844489],[847701],[854039],[854399],[854491],[884342],[886361],[893206],[893653],[903655],[915802],[927246],[948844],[956378],[964480],[971325],[971772],[995830],[1005259],[1007825],[1023219],[1033221],[1070636],[1072024],[1086895],[1089461],[1103403],[1142649],[1158043],[1196981],[1209517],[1229991],[1231379],[1281288],[1359353],[1371889],[1404747],[1568265], 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] cell #2061 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [50759],[68942],[80355],[83708],[93059],[106548],[109279],[111687],[115686],[121955],[123350],[125720],[130508],[136873],[139859],[142340],[144889],[146385],[150900],[154899],[158443],[162442],[163191],[168816],[169819],[172815],[174582],[179084],[180479],[182849],[183321],[186629],[192105],[193601],[198116],[199119],[201024],[202520],[205890],[207035],[211034],[213382],[214878],[215726],[215842],[219393],[221382],[223392],[226936],[227939],[230935],[231684],[234700],[240421],[242517],[246914],[247993],[249489],[250337],[250453],[252891],[258367],[259863],[264378],[265381],[267369],[267486],[269683],[272845],[274341],[276707],[278856],[279859],[280650],[281764],[283260],[284108],[284224],[286630],[287775],[291774],[292523],[298833],[304198],[304505],[306182],[307609],[307726],[309923],[319489],[323886],[324965],[326461],[327309],[327425],[330041],[332531],[334088],[336184],[340581],[341660],[341967],[343156],[344120],[345264],[346558],[346675],[348872],[352034],[353530],[356900],[358045],[359048],[366179],[366884],[368601],[371897],[372154],[372271],[374434],[376124],[378614],[380171],[388210],[392260],[392567],[394244],[395671],[395788],[397985],[401459],[405858],[406620],[411223],[411530],[413207],[414275],[414377],[414634],[414751],[420371],[421172],[422861],[426514],[430911],[431990],[433486],[434450],[439586],[443290],[443407],[444804],[445186],[448752],[453477],[457876],[458638],[466179],[466486],[466603],[467896],[471192],[471449],[471566],[475419],[476220],[477909],[485635],[486705],[487410],[489127],[492423],[492680],[492797],[494960],[495569],[496233],[503022],[503901],[508183],[512786],[513093],[514770],[516197],[516314],[524248],[524630],[525593],[528755],[530035],[530271],[537457],[543544],[544614],[545319],[547126],[549996],[553443],[553700],[553817],[554163],[555214],[559162],[563887],[564766],[569048],[573439],[574590],[577143],[577260],[578657],[579039],[582605],[586146],[595403],[598257],[600032],[601749],[605045],[605302],[605419],[610073],[617428],[617737],[617973],[619063],[622819],[624223],[629007],[632169],[637050],[638201],[640754],[640871],[642488],[642698],[645377],[645759],[646722],[649467],[651400],[658586],[661819],[664673],[666448],[670919],[671301],[672264],[672501],[676706],[676942],[684128],[696667],[697818],[700371],[700488],[701885],[705833],[711437],[719241],[719451],[719770],[721129],[729661],[731296],[735052],[739895],[740277],[741240],[741477],[745590],[746134],[748907],[749143],[750233],[755193],[760177],[768220],[769371],[771924],[772041],[776377],[776613],[777703],[782863],[787647],[790809],[799511],[804017],[804399],[805362],[805599],[810040],[817226],[820459],[828312],[828856],[836485],[839506],[839716],[841394],[850235],[850471],[851561],[856653],[860026],[861385],[866139],[871552],[880151],[880533],[881496],[881733],[889199],[890558],[899090],[900725],[904481],[910669],[918336],[918572],[919662],[929606],[941470],[944695],[952743],[953125],[955595],[956139],[963768],[967318],[968677],[975138],[983921],[989523],[998364],[998600],[999690],[1018236],[1018446],[1020124],[1030291],[1038756],[1040115],[1050282],[1060226],[1067698],[1074624],[1074860],[1077778],[1085826],[1097910],[1121877],[1123236],[1141866],[1142410],[1150039],[1154948],[1175794],[1185961],[1191913],[1194054],[1201038],[1205191],[1212353],[1223855],[1269605],[1277653],[1315063],[1321335],[1322541],[1334434],[1400421],[1407583],[1451675],[1464197],[1530810],[1659427] ] cell #2062 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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24],[936026,936292],[943576,944633],[945396,945466],[955226,956410],[956335,956403],[960293,961333],[974179,974182],[1017340,1018496],[1022254,1023244],[1023896,1024162],[1028161,1286243],[1048152,1306679],[1066739,1066742],[1076659,1077716],[1078479,1078549],[1141497,1142681],[1142606,1142674],[1146564,1147604],[1204232,1204235],[1268486,1269543],[1270306,1270376],[1399462,1399465] ] cell #2063 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [40404],[51451],[56760],[64465],[70981],[77485],[77956],[81047],[87586],[95401],[95872],[98085],[102071],[104122],[108587],[112551],[113995],[116626],[118030],[126247],[129560],[134386],[137014],[142201],[142672],[146185],[147404],[149132],[151764],[153951],[159307],[163834],[167849],[169680],[171124],[173755],[175159],[183376],[188105],[189459],[191180],[193401],[194620],[197149],[198980],[202320],[203539],[207899],[214678],[215897],[217625],[220257],[222444],[227800],[236397],[237549],[243993],[245347],[249289],[250508],[254367],[255721],[259663],[260882],[265242],[268845],[271920],[274141],[275360],[277889],[279720],[283060],[284279],[288639],[294334],[301489],[302641],[309085],[313369],[314521],[317374],[320965],[322319],[323747],[326261],[327480],[331216],[337660],[339014],[342956],[344175],[348034],[353330],[354549],[358909],[367627],[368992],[377299],[382396],[383398],[387034],[389099],[389551],[390703],[394299],[397147],[408514],[409666],[416110],[421546],[424399],[427990],[429344],[430772],[433286],[434505],[440527],[442629],[444134],[461450],[465254],[467530],[467951],[468287],[469289],[476594],[479447],[488153],[489518],[497825],[507560],[509625],[510077],[511229],[514825],[517673],[525227],[525648],[527776],[529219],[536679],[546062],[546927],[554784],[555152],[556950],[568425],[574380],[576482],[577987],[599107],[601383],[601804],[602140],[603142],[610447],[615265],[617229],[618633],[619001],[631190],[637991],[640093],[641598],[650974],[665523],[671898],[672319],[674447],[675890],[683350],[693598],[701455],[701823],[703621],[716712],[720703],[729462],[740874],[741295],[743423],[744866],[765151],[773905],[775869],[777273],[777641],[789830],[798733],[809614],[826307],[833306],[847763],[849727],[851131],[851499],[886141],[890132],[898891],[912852],[948906],[960589],[964260],[968251],[981435],[1005037],[1028457],[1070416],[1086673],[1103465],[1115148],[1146860],[1196759],[1229771],[1306975],[1359131], [23310,160102],[24559,95152],[33988,204247],[35372,125367],[35793,125833],[41653,141952],[46178,87120],[47889,252357],[48360,256609],[49789,160751],[50067,162537],[58144,182496],[58565,182962],[59393,185414],[60479,295463],[61244,188709],[64202,115781],[66516,312635],[68803,205180],[69274,207359],[75774,133920],[77328,136838],[79385,229244],[79663,231030],[81468,234813],[82760,362423],[83569,238526],[85380,149045],[86052,370121],[86817,244597],[87349,151224],[90214,381263],[91931,254971],[93114,257700],[94974,393556],[98850,269449],[101808,172910],[102780,103808],[103937,176693],[106409,285920],[106880,288099],[108309,290083],[110720,437914],[111476,188018],[111742,296823],[113942,191438],[114738,446808],[115547,303618],[118795,309689],[121816,315498],[125064,321569],[130369,332193],[131134,333516],[132180,217538],[132852,490647],[133617,338264],[134149,219717],[135044,221701],[135105,136575],[138731,348638],[139914,351367],[141774,514082],[146132,237807],[148773,241502],[149933,531964],[150955,371481],[154760,378276],[155525,379599],[158232,254280],[158498,384885],[162303,391680],[165551,397751],[168605,268758],[168871,403848],[169518,270002],[171071,272178],[171867,580661],[172676,410643],[174284,174487],[174619,176456],[175924,416714],[178945,422523],[179710,423846],[182193,428594],[185236,613300],[187746,295770],[195859,452012],[197905,308998],[198171,455866],[198818,310242],[202267,314779],[207090,470776],[210895,477571],[211660,478894],[214625,331474],[215428,215631],[217266,335169],[218426,678635],[219448,492007],[221396,221648],[223253,498802],[224018,500125],[224654,692733],[226725,347947],[226991,505411],[227638,349191],[230796,512206],[234044,518277],[245273,534577],[246775,538097],[249236,377557],[250039,250242],[254008,383832],[262121,562422],[264167,397060],[264433,566276],[265080,398304],[268486,402795],[269697,269949],[276599,585865],[277815,796631],[278911,589719],[283007,421804],[283810,284013],[287830,604629],[291635,611424],[292400,612747],[300053,444047],[301037,627128],[303947,628641],[306237,632891],[308726,454813],[309937,310189],[318361,466922],[322245,655706],[326208,476852],[327011,327214],[338940,681248],[340442,684768],[341409,910303],[347675,504358],[348886,349138],[355788,709093],[358100,712947],[363567,523714],[367574,529477],[368235,729428],[368656,729675],[371835,731234],[387761,550937],[387912,388115],[392009,759811],[396788,565223],[397999,398251],[408062,785768],[410972,787281],[413262,791531],[414315,1030229],[429270,814346],[439220,617195],[439641,617442],[443775,623367],[444374,838847],[444742,839444],[460170,462862],[465928,646356],[466617,466869],[471130,871490],[488761,898857],[489182,899104],[492361,900663],[512535,929240],[521591,717254],[523818,718582],[524186,719179],[529845,955500],[546893,549630],[547140,550051],[553381,750171],[578227,1017577],[578595,1018174],[604983,1050220],[614652,826204],[617547,828217],[641829,644947],[642426,645315],[676516,1141771],[716594,942574],[745495,748717] ] cell #2064 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2065 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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966584],[743004,745204],[745649,1223884],[750181,1230918],[759808,1241998],[777651,1007364],[783815,1786571],[787278,1274470],[796524,1028750],[814239,1307268],[824501,1061990],[828371,1322570],[839454,1334210],[851509,1089000],[871500,1371428],[898854,1400214],[900673,1404286],[910300,1152855],[912433,914633],[929237,1437228],[955654,1464226],[1018184,1530586],[1030239,1280827],[1050230,1567804],[1141925,1659456] ] cell #2066 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [193504],[208632],[243595],[259766],[261616],[274244],[280453],[289372],[300332],[300510],[302551],[317477],[319065],[320567],[337262],[343059],[344909],[353433],[355283],[359642],[362862],[363040],[364256],[368049],[386636],[388572],[390613],[407357],[407535],[409576],[414210],[415712],[426090],[427592],[435239],[439034],[440000],[448641],[459839],[462157],[462335],[463551],[465164],[467344],[472864],[483388],[483566],[484782],[485570],[488575],[495694],[497735],[509098],[511139],[515773],[523383],[525041],[534050],[541297],[541475],[542691],[543479],[546772],[549444],[550410],[559051],[572887],[573853],[574715],[575931],[582494],[586287],[596010],[596188],[597404],[598192],[601197],[606717],[617074],[626797],[628455],[636498],[637464],[638326],[639542],[641949],[646170],[655179],[662426],[662604],[663820],[664608],[671712],[672642],[680721],[689362],[696115],[697081],[697943],[699159],[705722],[715035],[718702],[725830],[726008],[729307],[736191],[740688],[741618],[755128],[759625],[767668],[768634],[769496],[770712],[785437],[787095],[796104],[798182],[800177],[804810],[805740],[813819],[822460],[826956],[828129],[835933],[838967],[844006],[846273],[863997],[866264],[876447],[880944],[881874],[898736],[905620],[908816],[910117],[929054],[938063],[940141],[942477],[944177],[944479],[955412],[960068],[963216],[976258],[980914],[984062],[992135],[1017697],[1022736],[1025003],[1027936],[1055177],[1059674],[1064525],[1065643],[1066145],[1077260],[1077562],[1082282],[1098736],[1099038],[1103758],[1114627],[1141683],[1146339],[1149487],[1152494],[1178406],[1192062],[1203136],[1203638],[1224998],[1225500],[1241637],[1269087],[1269389],[1274109],[1306454],[1332442],[1354434],[1398366],[1398868],[1436867],[1528818], 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] cell #2067 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2068 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [226342],[263784],[282130],[306064],[325331],[345598],[345701],[346959],[357451],[373857],[394711],[394814],[396072],[402062],[402165],[413089],[419305],[432356],[441542],[441645],[444987],[450965],[454080],[454183],[474353],[482594],[494383],[515340],[516598],[522377],[524431],[526827],[530480],[535592],[535695],[540503],[551952],[552055],[575498],[578840],[584818],[587933],[588036],[608206],[615591],[618182],[624240],[625791],[627845],[630241],[639109],[643506],[645560],[647956],[656721],[656824],[671102],[673498],[677151],[682263],[682366],[687174],[698726],[719787],[727824],[730415],[740078],[742474],[746761],[748312],[749352],[756961],[759015],[761411],[770279],[776822],[782880],[784431],[786485],[788881],[797749],[804200],[806596],[815361],[815464],[834259],[840052],[850680],[858964],[860043],[864688],[868080],[869631],[870671],[876014],[880334],[882730],[889216],[897253],[899844],[909507],[911903],[918781],[926390],[928444],[930840],[939708],[950311],[952926],[961542],[967335],[982388],[985806],[987102],[988181],[994292],[998809],[1012989],[1018782],[1029410],[1038773],[1043418],[1046810],[1048361],[1049401],[1054744],[1059064],[1061460],[1066252],[1069996],[1075069],[1083394],[1094625],[1104870],[1108350],[1108866],[1121894],[1126539],[1136582],[1139197],[1147813],[1153606],[1168659],[1172077],[1173373],[1174452],[1180563],[1185080],[1195840],[1196356],[1201055],[1203745],[1220887],[1223502],[1225607],[1234861],[1235270],[1253980],[1258079],[1261823],[1266896],[1275221],[1286452],[1296697],[1300177],[1300693],[1313721],[1321352],[1324709],[1325118],[1344125],[1347869],[1352942],[1364334],[1383259],[1391070],[1391586],[1396285],[1398975],[1416117],[1420837],[1430091],[1430500],[1451785],[1455526],[1468134],[1477876],[1478392],[1483091],[1507643],[1517728],[1521085],[1521494],[1540501],[1560710],[1582764],[1591286],[1604290],[1607647],[1608056],[1630892],[1647015],[1650756],[1663364],[1717458],[1732336],[1736077],[1751401],[1774591],[1822719],[1842995],[1857712],[1873128],[1964643],[1992552],[2106602], [157849,256094],[163519,394126],[201390,316444],[206441,322692],[208483,473152],[224469,501248],[232012,514652],[245720,246196],[251931,546364],[252034,381689],[253292,385959],[257964,555397],[258733,392626],[278262,418313],[280304,592095],[287181,429717],[289223,607005],[292851,613870],[295037,616666],[295140,438340],[297087,619246],[304564,305117],[312280,459729],[318632,467580],[319890,471850],[339387,339863],[341257,685708],[342026,500301],[351631,702068],[352400,513152],[359493,715323],[362068,523273],[363823,525277],[368285,368345],[369695,728899],[369798,532390],[371745,731479],[372555,373187],[385149,750416],[388462,555229],[393481,992826],[404112,777886],[404823,778876],[411589,412142],[413777,586583],[415035,591425],[425657,601433],[426915,605703],[431587,818806],[439270,439330],[439890,619078],[444819,444884],[446453,626687],[448208,628691],[456130,851744],[456841,852734],[463118,646406],[471040,871735],[484349,671948],[485137,672938],[486296,892871],[488811,488871],[490221,898328],[490324,679061],[492271,900908],[493081,493713],[495584,685605],[505675,919845],[506386,920835],[508988,701900],[514007,1179097],[524263,524328],[530004,530007],[533940,731311],[542258,740924],[543046,741914],[544205,970990],[549680,549740],[550300,750248],[558618,759861],[566540,999873],[567251,1000863],[573123,573183],[573743,777718],[574605,778773],[578672,578737],[580306,785327],[582061,787331],[589983,1030474],[596971,805046],[597759,806036],[598918,1042428],[604893,1050465],[613225,1318366],[617706,617709],[633155,1086009],[636734,636794],[637354,851576],[638216,852631],[645392,645457],[650870,1107485],[655069,871567],[663387,881180],[664175,882170],[665334,1125549],[670934,670999],[676675,676678],[680611,900740],[688929,910353],[690876,1157261],[692658,1418732],[696351,696411],[696971,919677],[697833,920732],[705289,929290],[713211,1186144],[733698,1207489],[735758,963452],[739910,739975],[748876,748879],[752635,1229351],[754695,984358],[764325,1245364],[767904,767964],[768524,999705],[769386,1000760],[776346,776349],[791795,1277836],[794827,1544245],[795994,1030306],[804032,804097],[813709,1050297],[822027,1059910],[823974,1317376],[836169,836229],[837677,1078793],[843105,1336220],[846163,1085841],[850204,850207],[857668,1101389],[863096,1358212],[866154,1107382],[873954,1369861],[880166,880231],[903127,1402719],[905187,1149723],[907915,1673106],[918305,918308],[933754,1440594],[937953,1185976],[945710,946830],[952758,952823],[953791,1204690],[954307,1205206],[959852,1466774],[974637,1227672],[975153,1228188],[980698,1488636],[991234,1499738],[998333,998336],[1016407,1270620],[1021835,1532596],[1024893,1277668],[1027720,1799883],[1052684,1566237],[1067197,1068317],[1067713,1068833],[1074593,1074596],[1075506,1333506],[1075915,1333915],[1096982,1356604],[1097391,1357013],[1114411,1629532],[1140062,1399920],[1140578,1400436],[1146123,1662004],[1177505,1694968],[1191882,1191885],[1193126,1194232],[1193535,1194641],[1201962,1464166],[1223824,1487107],[1267333,1529882],[1267742,1530291],[1306238,1821359],[1320655,1320710],[1322510,1323589],[1397192,1659396],[1451644,1451694] ] cell #2069 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [163423],[205371],[224373],[231916],[238717],[257523],[277192],[286111],[292755],[296646],[303809],[315689],[318529],[323034],[332384],[333016],[340816],[351190],[356381],[361508],[363720],[371304],[378467],[379099],[384708],[391871],[393278],[403671],[404382],[405469],[410834],[413674],[422714],[423346],[425554],[430059],[431146],[437391],[445893],[448105],[455689],[456400],[457487],[460803],[463015],[468632],[470599],[477762],[478394],[482034],[483684],[484246],[485034],[485855],[491830],[498993],[505234],[505945],[507032],[512397],[513804],[519742],[528121],[531441],[538288],[539943],[541593],[542155],[542943],[543764],[547801],[554648],[556303],[558515],[566099],[566810],[567897],[571244],[571347],[573020],[579746],[581958],[589542],[591340],[592908],[594656],[596306],[596868],[597656],[598477],[602485],[604452],[611615],[613022],[622072],[629681],[630866],[632714],[634855],[634958],[636631],[648581],[650429],[652570],[659417],[661072],[662722],[663284],[664072],[664893],[674792],[678112],[684959],[686614],[687799],[688826],[690435],[692455],[694472],[694575],[696248],[697199],[702974],[705186],[710803],[712770],[714568],[724329],[725338],[726126],[727579],[732366],[732469],[732855],[735655],[743768],[746516],[751792],[754592],[760851],[762036],[763884],[766025],[766128],[767801],[768752],[780712],[781704],[788321],[789506],[791354],[792861],[793495],[793598],[793984],[803210],[804943],[811210],[818057],[819712],[821924],[823533],[829238],[830344],[835220],[835323],[836066],[837134],[837574],[843036],[846391],[854570],[855562],[857125],[857565],[863027],[865594],[867835],[872622],[872725],[873111],[879344],[881077],[892134],[893758],[894767],[897008],[901795],[901898],[902284],[905084],[906010],[907846],[923663],[930280],[931465],[933313],[935454],[935557],[938181],[945167],[945607],[946287],[946727],[947881],[953353],[953722],[956521],[962606],[963349],[970253],[971877],[972886],[974199],[974568],[978473],[983349],[983452],[985263],[991165],[1003691],[1009074],[1010506],[1013950],[1014053],[1015864],[1016304],[1021766],[1025121],[1025748],[1041691],[1044324],[1046565],[1051352],[1051455],[1051841],[1058074],[1059807],[1066759],[1067128],[1067879],[1068248],[1069453],[1075525],[1078250],[1078690],[1080964],[1090710],[1092142],[1095586],[1095689],[1097001],[1100846],[1101286],[1102440],[1108281],[1117165],[1124812],[1127445],[1132558],[1132998],[1134152],[1134432],[1139624],[1139993],[1142792],[1148877],[1149620],[1164744],[1166176],[1169620],[1169723],[1171534],[1177436],[1193145],[1194251],[1195771],[1204252],[1204621],[1206946],[1216863],[1217303],[1218457],[1218737],[1227234],[1227603],[1228808],[1234751],[1240319],[1250065],[1251497],[1254941],[1255044],[1259706],[1260075],[1261280],[1267352],[1270077],[1270517],[1272791],[1287516],[1292673],[1293113],[1294267],[1294547],[1300108],[1308992],[1331273],[1333525],[1336151],[1345752],[1346121],[1347326],[1356623],[1358143],[1363535],[1369318],[1379235],[1379675],[1380829],[1381109],[1389481],[1391001],[1399482],[1399851],[1402176],[1413687],[1422464],[1422833],[1424038],[1435549],[1450274],[1461575],[1462015],[1472929],[1476287],[1477807],[1484978],[1493965],[1499669],[1509270],[1509639],[1510844],[1529901],[1532527],[1543702],[1552999],[1554519],[1565694],[1577205],[1585344],[1591793],[1592162],[1602857],[1615137],[1639045],[1640565],[1668159],[1673037],[1694899],[1706074],[1712716],[1714589],[1720795],[1724613],[1731431],[1742697],[1794684],[1832392],[1839106],[1840092],[1850268],[1910884],[1917702],[1960738],[1970712],[2028998],[2140141] ] cell #2070 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2071 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2072 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [125637],[160768],[182766],[188726],[205030],[229261],[234617],[238376],[269466],[280567],[285770],[290100],[309706],[332043],[333533],[341286],[356040],[378126],[379616],[404852],[405128],[413719],[423863],[456870],[457146],[478911],[483842],[485079],[495516],[506415],[506691],[541751],[542988],[567280],[567556],[573065],[574537],[596464],[597701],[636676],[638148],[650899],[662880],[664117],[670866],[696293],[697357],[697765],[726284],[739842],[754637],[767846],[768910],[769318],[803964],[804988],[836111],[846549],[857610],[866086],[880098],[881122],[919609],[938339],[945652],[952690],[963394],[975085],[999637],[1025279],[1059852],[1067645],[1078735],[1085773],[1097036],[1149665],[1185908],[1193180],[1205138],[1270562],[1277600],[1333560],[1400368],[1529936], 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,973832],[745648,1223880],[750180,1228667],[759803,1239782],[762659,994678],[777650,1261139],[783814,2028157],[787273,1272254],[796380,1283669],[806982,807844],[814095,1305145],[828370,1322566],[839453,1334062],[851508,1347185],[871499,1369177],[883116,883978],[898849,1400066],[900672,1402035],[910295,1413150],[912289,1160103],[929232,1435012],[932088,1180949],[955653,1464222],[1018183,1530438],[1030238,1543561],[1050229,1565553],[1061846,1062708],[1141924,1659452] ] cell #2073 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2074 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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217921],[742861,973833],[745798,1223879],[750184,1228666],[759804,1239783],[762660,994679],[777654,1261138],[787274,1272255],[796381,1283670],[806983,807845],[814096,1305146],[828520,1322565],[839457,1334061],[851512,1347184],[871503,1369176],[883117,883979],[898850,1400067],[900676,1402034],[910296,1413151],[912290,1160104],[929233,1435013],[932089,1180950],[955803,1464221],[1018187,1530437],[1030242,1543560],[1050233,1565552],[1061847,1062709],[1142074,1659451] ] cell #2075 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2076 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[21583,370848],[31777,447629],[35464,470143],[38677,491374],[45387,371335],[49340,553105],[50300,558039],[54549,581482],[55792,589086],[56010,797236],[58236,603996],[62469,302042],[67355,649248],[68354,649132],[69500,470630],[70254,472682],[74983,491861],[76697,688350],[76989,689979],[78936,699776],[79896,704710],[81139,712314],[81357,939195],[83205,236950],[91223,253492],[91301,254926],[92471,384739],[93156,257554],[93953,558155],[94952,393511],[96852,771329],[99845,782427],[100075,409067],[103017,589573],[103479,797170],[104961,807888],[105960,807772],[106246,1045264],[107106,604483],[107860,606535],[108820,821448],[109112,823077],[111784,296677],[116588,447745],[119790,856285],[120219,462539],[120898,315342],[121071,201722],[121452,200211],[124356,320090],[124434,321524],[127086,884022],[128085,883906],[128371,1128385],[129410,890097],[131748,895641],[138101,348593],[138153,1165870],[139271,505265],[139726,924386],[139956,351221],[140753,704826],[141752,514037],[142898,712801],[143360,939129],[143652,714853],[145587,363244],[150997,245773],[152156,373387],[152234,244552],[152532,973876],[153801,968216],[156139,973760],[156432,384252],[157426,158540],[161385,391524],[161558,259065],[164921,397706],[164973,1251191],[166091,566130],[166546,1004414],[167436,1008389],[167753,1009105],[168913,403702],[170494,791385],[173717,581598],[176919,799995],[177348,596392],[177986,1039654],[178027,422367],[178091,1293582],[180324,1045198],[181485,427115],[181563,428549],[184215,821564],[185214,613255],[185500,1320212],[187230,296190],[192803,300714],[194470,1092915],[194914,303462],[195087,305449],[195564,451967],[195616,1342316],[196736,1090025],[197053,1090741],[198213,455720],[199794,632745],[206018,207132],[208667,1128435],[209298,662808],[209936,1122775],[209977,477415],[210041,1380144],[212274,1128319],[212941,897039],[213117,1132121],[213248,1132269],[214080,483770],[219490,339440],[220649,493913],[220727,338219],[221025,895757],[222294,906783],[224294,688466],[224632,692688],[224925,504778],[225556,1164059],[225873,1164775],[225955,1423749],[229878,512050],[230051,352732],[233414,518232],[233466,1446421],[239804,726212],[240995,1201936],[241922,243118],[244934,1218878],[245251,533699],[246260,537941],[246324,1472244],[247552,727610],[247728,1216426],[247859,1216574],[248691,541679],[260732,1252270],[261826,562377],[262367,565643],[262998,1249380],[263315,1250096],[263397,1510555],[266448,1015427],[267061,1259661],[267970,403215],[273543,407739],[275210,1011279],[275654,410487],[275827,412474],[276304,585820],[276356,1538692],[277476,1025889],[277793,795753],[278953,417890],[280112,591625],[280190,416669],[280488,797286],[281499,1292236],[281630,1292384],[286758,287872],[289407,1045314],[290717,611268],[290781,1576520],[297760,830375],[298097,623787],[299360,1330588],[299677,1331304],[300780,625121],[300939,1594644],[303933,627241],[304064,1348157],[304896,638530],[305677,1602568],[306688,836697],[307301,1345707],[308210,455233],[316776,866468],[317967,1364308],[321906,1381250],[322223,654828],[323232,659070],[324700,1378798],[324831,1378946],[328909,1139579],[335589,336785],[338601,1134573],[338918,680370],[339927,684612],[339991,1667474],[341395,908903],[341526,1150399],[342358,495898],[344469,498646],[344642,500633],[345119,500080],[346250,1422419],[354399,1166949],[355493,709048],[357064,1705785],[359677,939245],[363310,720668],[363469,1453362],[364547,945850],[366619,1461138],[366750,1461286],[368221,726894],[368517,1723482],[371846,729766],[372755,543308],[374992,953308],[385822,978504],[386159,754957],[387422,1494106],[387739,753561],[388842,756291],[391995,758411],[392126,1511675],[392958,769700],[395363,1509225],[407805,783761],[407964,1786471],[410958,785881],[411089,1262111],[411921,574919],[412702,1794395],[414039,415235],[414326,1028761],[418377,590993],[428931,1294688],[429248,813468],[430257,817710],[435449,612702],[436469,1583281],[439206,829659],[439502,1584213],[440270,831470],[440686,1067834],[442982,1591748],[444348,1848560],[444753,836845],[447695,638596],[462605,860924],[462764,1616120],[463842,1100409],[465914,864084],[466045,1624044],[467516,867150],[471141,870022],[472050,664437],[485399,493281],[488747,896323],[489043,1909753],[492372,899195],[495964,688416],[509368,925720],[512521,927840],[512652,1424869],[513484,698147],[519940,714221],[521308,1712671],[523792,1712881],[524197,945998],[525213,947196],[534320,958753],[546879,974709],[549616,977788],[549912,1744328],[550680,979599],[551096,1227189],[553392,981739],[555163,984974],[558105,769766],[574123,1010200],[574985,581548],[578201,2027290],[578606,1015575],[598021,605903],[601369,1045880],[604994,1048752],[608586,821514],[614626,1838633],[617181,1067269],[619012,1069164],[628627,1080279],[637734,1091836],[642437,1097464],[644921,1868551],[645326,1100557],[646342,1101755],[649198,866534],[655449,1113312],[671884,1133467],[673878,895707],[680991,1145024],[698213,704776],[701834,1171245],[719190,1193608],[729414,1204762],[731245,1206657],[740860,1217772],[742854,973826],[745796,1223877],[750182,1228519],[759797,1239634],[762653,994672],[777652,1260991],[787267,1272106],[796374,1283663],[806976,807838],[814089,1305139],[828518,1322563],[839455,1333988],[851510,1347037],[871501,1369029],[883110,883972],[898843,1399992],[900674,1401887],[910289,1413002],[912283,1160097],[929226,1434864],[932082,1180943],[955801,1464219],[1018185,1530364],[1030240,1543413],[1050231,1565405],[1061840,1062702],[1142072,1659449] ] cell #2077 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [63586],[66559],[67319],[67675],[82803],[85273],[90387],[91049],[93917],[94273],[101192],[110893],[111369],[113760],[114781],[116552],[120029],[123520],[124182],[132073],[135959],[140717],[141073],[145397],[145950],[146555],[150106],[151982],[158125],[160516],[168498],[170889],[171910],[173681],[174380],[180649],[181311],[188474],[191553],[192613],[193771],[197798],[202085],[202690],[214443],[215048],[215524],[218599],[220475],[221466],[224258],[226618],[229009],[237922],[244362],[249054],[249659],[250135],[254736],[260033],[264060],[269214],[269767],[272293],[273353],[274511],[279938],[282825],[283430],[283906],[299946],[303014],[309454],[310007],[314894],[321334],[326026],[326631],[327107],[331544],[331589],[338029],[341108],[343326],[348403],[348956],[353700],[361828],[367392],[374604],[377627],[377672],[388008],[391076],[397516],[398069],[404674],[410039],[416479],[421874],[421919],[428359],[433656],[436800],[436891],[446213],[451777],[456692],[461123],[465627],[466687],[476922],[476967],[495130],[498198],[505481],[506237],[511602],[518042],[520861],[521731],[529547],[529592],[530850],[530941],[547210],[547301],[566346],[567102],[580066],[585630],[590545],[599480],[610820],[614449],[617512],[618552],[624275],[625145],[632961],[641990],[642860],[650721],[665896],[676263],[677521],[677612],[713017],[713773],[718743],[719822],[726682],[729745],[745239],[745619],[749722],[777192],[782915],[783785],[791601],[809361],[828341],[829447],[839008],[851050],[860078],[885495],[889251],[896111],[899174],[919151],[955624],[967370],[977576],[999179],[1008177],[1017738],[1038808],[1075439],[1089813],[1121929],[1141895],[1163847],[1201090],[1249168],[1321387],[1330376],[1452308],[1582584] ] cell #2078 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [41799,232934],[53461,271282],[58777,290400],[66037,311522],[72566,330350],[73668,334386],[78808,350471],[80556,356471],[88567,376433],[89669,380469],[96724,399584],[97887,401812],[99173,406191],[104689,420680],[105791,424716],[117832,453830],[119118,458209],[126814,475728],[127916,479764],[128739,481095],[128980,481486],[137768,503375],[139054,507754],[148374,529064],[153130,539004],[153371,539395],[164588,564240],[165874,568619],[166755,569821],[177315,593717],[177556,594108],[189184,620203],[190689,623172],[196055,633432],[209265,660133],[209506,660524],[214047,670079],[224875,693049],[238952,721916],[239771,723409],[240565,724790],[248658,739055],[255446,751373],[262317,764602],[267920,775320],[293734,826626],[298047,832757],[304863,843674],[308160,849178],[315924,862172],[316743,863665],[342325,908484],[361555,944149],[372705,960040],[386109,980886],[392925,991803],[411888,1022404],[415185,1027908],[445940,1077232],[460850,1098708],[472000,1114599],[493231,1146311],[513451,1178074],[556350,1236587],[579793,1269059],[605853,1306426],[622119,1328661],[703021,1431817],[780759,1525037],[854617,1611599], [25768,97740,401721],[27070,174814,587592],[27407,103643,418547],[33021,117685,453739],[37435,129134,482101],[37727,219912,681922],[39218,222018,686681],[39255,135367,496959],[39688,136469,500995],[40497,137621,503284],[42136,143524,520110],[47102,153525,540010],[47394,151419,535251],[51544,164441,564149],[52836,167242,570702],[53298,274934,788388],[53335,173172,583331],[55209,277282,792953],[55336,174961,587683],[56994,177710,594723],[57157,178197,424138],[57286,288294,815020],[57603,183189,430427],[58814,183943,609581],[59247,185045,613617],[62240,190542,623081],[65412,196542,634313],[65874,194194,629748],[65911,116043,449478],[71215,209660,661139],[71378,210147,479186],[71507,207554,656380],[71824,126060,323402],[72042,212505,667490],[73376,338407,901253],[73503,220059,682013],[73705,216867,675735],[75968,221864,686066],[77646,229838,510363],[78129,138127,350261],[78183,225362,693930],[78475,226089,507232],[78645,354123,930347],[78682,231292,706559],[79081,232176,514399],[80683,233081,710911],[82611,236683,722722],[84949,240719,725405],[87813,246430,545801],[88043,247116,736466],[89377,244740,731824],[89504,151566,535342],[89706,251478,744711],[92927,256804,754251],[95562,161345,389837],[96045,164947,399374],[96099,262804,765483],[96391,263531,568097],[96561,260456,760918],[96598,162799,559888],[96997,163683,393873],[97340,407620,1015749],[98246,271072,576768],[98905,274780,787773],[99300,271429,781812],[104183,286350,426797],[104330,286713,602593],[105499,428737,1050810],[105626,288441,815111],[105828,285249,808833],[108091,290246,819164],[108984,290887,433025],[110262,186912,294696],[110625,294787,832464],[112188,297324,831661],[112712,190332,442915],[113366,299166,834678],[114589,301775,634238],[116799,195590,459213],[116927,305811,641270],[117285,300595,837019],[118191,311312,640379],[118850,194040,629133],[119245,311669,855670],[120858,313655,862978],[123196,317691,865661],[123233,204509,650193],[126308,205610,319772],[126455,205973,468740],[127624,321712,872080],[127751,207701,656471],[127953,328450,884967],[128705,335489,896443],[129621,333808,486988],[129768,334171,674900],[130916,334232,894219],[134613,340097,487892],[136506,224505,345145],[136980,351770,702426],[137134,351845,510253],[137221,509183,1171419],[138786,353969,929732],[139181,350618,923771],[142845,233440,357951],[143191,357198,517345],[144449,360569,943005],[144625,360960,947986],[144700,236573,361575],[147065,363125,946172],[147465,240141,366462],[147612,240504,528229],[149475,242800,369354],[149838,369445,737269],[150806,151925,246220],[153096,241822,727014],[154012,379891,544897],[154159,380254,743876],[155307,380315,972338],[157018,253174,382758],[157381,382849,980593],[157873,159468,256594],[158944,385386,979790],[160122,387228,982807],[160249,256951,754342],[163555,163720,261852],[163800,258103,555755],[163954,258178,389727],[164041,388657,985148],[165606,260302,760303],[166001,399731,1003799],[166984,400759,1005356],[167815,405594,780164],[167969,405669,576658],[168056,573938,1261165],[171718,408800,570627],[173928,276330,407195],[174056,412836,577659],[175320,278762,418337],[176983,426203,601867],[177281,425819,1046000],[179492,424562,1043776],[185082,292887,435475],[185709,435968,1064864],[186318,294061,436849],[189150,296090,829779],[189425,298569,621524],[189579,298644,442805],[189666,440085,1069338],[191841,445345,846843],[191916,301665,445960],[193140,194681,305233],[196284,452777,1086992],[197115,457612,854022],[197269,457687,640269],[197356,637549,1347211],[200584,459864,1097564],[200760,460255,1102545],[200835,313545,460870],[201506,203600,317113],[203200,462420,1100731],[204560,317537,865046],[206465,206941,208060],[208933,319178,468014],[209231,318794,867270],[211442,479610,1126897],[212585,481065,886344],[213715,486394,674174],[214013,484511,1133587],[217968,336467,489880],[218331,489971,668293],[219299,220418,339887],[222505,342695,500417],[225104,502322,1161026],[232048,232213,355519],[235239,360110,520819],[235583,360539,716915],[237323,523408,1193708],[239181,526314,1197078],[239439,365868,527503],[239737,363985,947316],[242206,368719,530899],[243665,245467,373302],[245554,534135,1206831],[247196,538974,964463],[248326,544303,743150],[248624,542420,1217892],[251971,546378,1224219],[252425,381796,974755],[252580,382123,547259],[253407,255841,386706],[255412,384152,977908],[255928,550495,1228693],[258849,259402,260943],[262546,563187,1246347],[266479,570214,773559],[268149,572300,1259142],[272581,579198,772985],[272656,408690,579813],[273880,275421,412258],[278009,415782,591540],[278096,796189,1543587],[287205,287681,288800],[293594,436361,614919],[295077,616680,1322905],[295531,438447,1067315],[297404,620173,1070619],[298276,621189,1327541],[302415,626822,1334088],[304829,448370,1080399],[306719,633825,847417],[308389,635911,1345188],[316153,647443,1359450],[316709,463280,1101875],[320005,320637,322439],[322526,655264,1369203],[335873,489245,677570],[337332,339134,493828],[339221,680806,1402061],[342291,689091,1413122],[352516,353069,354610],[364578,722309,948560],[369735,728913,1464561],[370189,532497,1204808],[372934,733422,1469197],[383593,548857,1226670],[385466,751343,1229974],[386338,752359,1491059],[392891,558780,1239754],[409440,785462,1530464],[411854,582223,1272226],[415414,794551,1541564],[427030,427662,429464],[429551,813904,1565579],[463873,862565,1103119],[469484,653626,1367180],[472229,873678,1631955],[490261,898342,1659791],[490715,679168,1400038],[493460,902851,1664427],[513417,705451,1434984],[536874,734352,1470317],[603337,812266,1563556],[606082,1052408,1823782],[683545,903781,1665547],[798928,1033347,1803426] ] cell #2079 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [193503],[208631],[243590],[259765],[261574],[274243],[280452],[289371],[300331],[300505],[302550],[317476],[318939],[320562],[337257],[343058],[344867],[353432],[355241],[359641],[362861],[363035],[364130],[368048],[386631],[388567],[390612],[407356],[407530],[409575],[414084],[415707],[425964],[427587],[435197],[439033],[439995],[448515],[459834],[462156],[462330],[463425],[465163],[467343],[483387],[483561],[484656],[485444],[488574],[495689],[497734],[509093],[511138],[515647],[523378],[525040],[534045],[541296],[541470],[542565],[543353],[546771],[549443],[550405],[558925],[572886],[573848],[574710],[575805],[582368],[586286],[596009],[596183],[597278],[598066],[601196],[617073],[626792],[628454],[636497],[637459],[638321],[639416],[641948],[646169],[655174],[657919],[662425],[662599],[663694],[664482],[671711],[672641],[680716],[689236],[696114],[697076],[697938],[699033],[705596],[718701],[725829],[726003],[729306],[736065],[740687],[741617],[755002],[759624],[767667],[768629],[769491],[770586],[785432],[787094],[796099],[798056],[804809],[805739],[813814],[816559],[822334],[826955],[828124],[835932],[838966],[841973],[846268],[861964],[866259],[876321],[880943],[881873],[898735],[905494],[910116],[929053],[938058],[940015],[940803],[942476],[944104],[944478],[955407],[957907],[963215],[976253],[978753],[984061],[990102],[1017696],[1020703],[1024998],[1035060],[1055051],[1059673],[1064527],[1065642],[1066074],[1077187],[1077561],[1080067],[1098663],[1099037],[1101543],[1112466],[1141678],[1144178],[1149486],[1155527],[1176373],[1192064],[1203135],[1203567],[1224997],[1225429],[1239422],[1269014],[1269388],[1271894],[1282817],[1304293],[1332444],[1354436],[1398365],[1398797],[1412790],[1434652],[1528820], 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] cell #2080 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [125605],[160707],[182734],[188665],[205025],[229200],[234585],[238371],[269405],[280535],[285765],[290039],[309645],[332038],[333472],[341220],[356035],[378121],[379555],[404786],[405123],[413714],[423802],[456804],[457141],[478850],[483837],[485074],[495515],[506349],[506686],[541746],[542983],[567214],[567551],[573060],[574536],[596459],[597696],[636671],[638147],[650833],[662875],[664112],[670865],[696288],[697352],[697764],[726279],[739841],[754632],[767841],[768905],[769317],[803963],[804983],[836106],[846544],[857605],[866085],[880097],[881117],[919608],[938334],[945647],[952689],[963389],[975084],[999636],[1025274],[1059847],[1067644],[1078730],[1085772],[1097035],[1149660],[1185907],[1193179],[1205137],[1270557],[1277599],[1333559],[1400367],[1529935], 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773],[742855,973827],[745647,1223882],[750179,1228522],[759798,1239635],[762654,994673],[777649,1260994],[783813,2027295],[787268,1272107],[796375,1283664],[806977,807839],[814090,1305140],[828369,1322568],[839452,1333991],[851507,1347040],[871498,1369032],[883111,883973],[898844,1399993],[900671,1401890],[910290,1413003],[912284,1160098],[929227,1434865],[932083,1180944],[955652,1464224],[1018182,1530367],[1030237,1543416],[1050228,1565408],[1061841,1062703],[1141923,1659454] ] cell #2081 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [86550],[95094],[115037],[124797],[125820],[133350],[136780],[141894],[148817],[148944],[150353],[159805],[160738],[161793],[172166],[175657],[176680],[181926],[182949],[185356],[187790],[187917],[188696],[191341],[203838],[205079],[206488],[217310],[217437],[218846],[221688],[222743],[229231],[230286],[234800],[237710],[238425],[244584],[252301],[254052],[254179],[254958],[256141],[257603],[268530],[268657],[269436],[269989],[272081],[276900],[278309],[285819],[287228],[290070],[295407],[296726],[303517],[308770],[308897],[309676],[310229],[312588],[314682],[315397],[321556],[331377],[332092],[332724],[333503],[338251],[340896],[347719],[347846],[348625],[349178],[351270],[362376],[370065],[371384],[377460],[378175],[378807],[379586],[381477],[384788],[391579],[393543],[396832],[396959],[397738],[398291],[403751],[404462],[410542],[416701],[421707],[422422],[423054],[423833],[428581],[438128],[443819],[443946],[446761],[451999],[455769],[456480],[466909],[470679],[476755],[477470],[478102],[478881],[490591],[491910],[498701],[500112],[505314],[506025],[512105],[514069],[518264],[521635],[522707],[529380],[532178],[534564],[537996],[550924],[554356],[562409],[566179],[566890],[580614],[585852],[589622],[604532],[611323],[612734],[613287],[614435],[615845],[616400],[626121],[628303],[632794],[643836],[646018],[650509],[655693],[678849],[681235],[684667],[692720],[709080],[712850],[716378],[717552],[717784],[728078],[728633],[730881],[747015],[747570],[749818],[759473],[784761],[786943],[791434],[796618],[814333],[827153],[837817],[838049],[857808],[858040],[871137],[897507],[898062],[900310],[909965],[928902],[954436],[975282],[1016547],[1016779],[1029876],[1049867],[1140707], 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] cell #2082 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [303855],[315735],[323515],[371185],[384589],[391917],[393774],[410880],[418660],[430540],[444546],[444735],[447970],[459645],[462880],[467847],[470480],[491711],[499039],[500896],[512443],[514300],[520223],[523189],[523990],[524179],[525544],[530207],[546567],[555145],[558380],[578399],[578588],[581823],[586790],[589423],[601700],[604333],[613518],[616869],[617909],[618994],[626603],[628958],[642093],[645119],[645308],[646673],[651336],[657829],[670661],[670850],[672215],[673145],[676878],[685456],[688691],[701816],[705051],[710018],[718846],[721065],[729102],[731227],[739637],[739826],[741191],[742121],[749079],[750164],[760128],[776549],[777634],[778624],[779989],[785243],[787598],[792261],[803759],[803948],[805313],[806243],[809976],[816469],[839111],[841330],[850407],[851492],[852482],[853847],[861321],[871483],[879893],[880082],[881447],[882377],[890494],[891534],[898531],[900656],[910620],[918508],[919593],[920583],[921948],[929557],[940713],[952485],[952674],[963719],[968613],[969653],[984565],[989459],[998536],[999621],[1000611],[1001976],[1017841],[1020060],[1030222],[1032577],[1034970],[1040051],[1041091],[1050213],[1060177],[1065485],[1066642],[1074796],[1083201],[1085757],[1104677],[1107233],[1118278],[1123172],[1124212],[1149990],[1153413],[1154884],[1175730],[1185892],[1188247],[1191048],[1192788],[1193022],[1204135],[1208978],[1212289],[1225997],[1230840],[1234151],[1242556],[1275028],[1277584],[1280749],[1310105],[1314999],[1320523],[1321552],[1322142],[1333168],[1333402],[1338188],[1355160],[1355394],[1360180],[1371350],[1399365],[1404208],[1407519],[1410685],[1437786],[1452499],[1463208],[1463798],[1485070],[1485660],[1501706],[1529544],[1529778],[1534564],[1567726],[1593781],[1615257],[1658438],[1659028],[1696936],[1785608], [68763,876867],[83529,949370],[106369,800733],[110483,1066316],[115507,1082453],[121181,1356225],[121776,1103929],[130329,888275],[144790,1192273],[149696,1203809],[154720,966394],[157239,1225671],[157497,1486295],[161668,1497751],[162263,1241808],[167612,775509],[172636,1274280],[178310,422760],[178905,596733],[192006,1332653],[193361,1079605],[195197,1600840],[196912,849367],[200925,1354645],[205831,1366181],[206089,1627191],[210260,477808],[210855,663149],[213283,669860],[218189,1399039],[223213,1152665],[225732,693238],[225990,505115],[230161,1692981],[230756,1437038],[240362,1459558],[243755,1205364],[245110,960229],[245844,1729039],[246543,538334],[246735,735520],[247894,738836],[258268,1496171],[259623,1238960],[263174,764791],[263432,565980],[272746,1529029],[274101,1271432],[275937,1792667],[277652,1028097],[281665,593498],[286571,1562557],[286829,1819018],[291000,611661],[291595,821789],[298734,1589770],[299536,832946],[300835,1849965],[300997,837369],[304099,843455],[305712,632595],[317334,1361823],[320727,1367736],[322082,1114788],[324866,659914],[334029,1654788],[337422,1400594],[338777,1146500],[339511,1915310],[340210,685005],[340402,904949],[341561,908265],[342916,1412328],[344752,1926380],[351935,1691401],[353290,1434190],[356841,934220],[357099,712651],[363365,1714286],[363527,946522],[366785,723190],[368033,953345],[368552,727392],[370803,957440],[380112,1740109],[386796,1491615],[387598,981075],[392161,991584],[405759,1781597],[406561,1011676],[407860,2028695],[408022,1016099],[411124,1022185],[412737,791235],[415872,1542120],[417227,1285139],[417961,2043448],[424359,1558199],[427752,1564112],[429107,1306615],[431891,818554],[433246,1575846],[439018,1067871],[439537,830157],[457777,1864718],[458579,1093312],[462660,1614834],[462822,1101081],[466080,863446],[470098,1111999],[479407,1644245],[483891,1900557],[484053,1132793],[487311,892619],[488113,1657040],[488559,1139616],[489078,896821],[491329,1143711],[496019,2150014],[499283,1157009],[507322,1686845],[508124,1167346],[512687,1177855],[517435,1704492],[518790,1447897],[541800,1980585],[541962,1217098],[545220,970738],[546022,1742361],[549428,1227226],[549947,978286],[553060,1232441],[568187,1771150],[568989,1252667],[572871,1259698],[573390,1008887],[573507,1782346],[575040,2248747],[577749,1783612],[589041,1282350],[596513,1806661],[596675,1292908],[599933,1042176],[600735,1571037],[603951,1303826],[611905,1317124],[636482,1345744],[637001,1090523],[637118,1865467],[638651,2090107],[641360,1866733],[662929,1888297],[663091,1379470],[666349,1125297],[667151,1374661],[668383,1898979],[670501,1904969],[696099,1422456],[696618,1164557],[696735,1692150],[698268,2369876],[699731,1427671],[700977,1440342],[712269,1445108],[726333,1965863],[726495,1461810],[737359,1979007],[739477,1984997],[767652,1509262],[768171,1249878],[768288,1496920],[769821,2223205],[771284,1514477],[772530,1245112],[773304,2017708],[776174,2023429],[782382,1527462],[801481,1562883],[803599,1817793],[832554,2081104],[835917,1591785],[836436,1331086],[836553,1590519],[847162,2093842],[850032,2099563],[856240,1614024],[866589,2107822],[877615,1366507],[879733,1625966],[886010,2130410],[889023,1655114],[915263,1691916],[918133,1940167],[943476,1712708],[948305,2190141],[950118,1459884],[952325,1718698],[964129,2201963],[967142,1740435],[980683,2214202],[995291,1496686],[998161,1753896],[1007286,1782112],[1035567,1818383],[1065251,1838978],[1070285,2291667],[1071485,1590285],[1074421,1844699],[1088922,1865233],[1102864,2313369],[1118688,1626556],[1131150,1905559],[1191638,1960981],[1197808,1719288],[1215455,1985587],[1229640,2404289] ] cell #2083 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [95043],[123640],[136729],[141843],[146675],[160476],[174500],[180769],[185305],[188434],[193891],[202810],[204952],[215168],[215644],[221426],[228969],[232620],[236468],[238298],[244322],[249779],[250255],[254696],[260153],[269174],[269727],[270492],[274631],[276773],[283550],[284026],[285692],[289808],[294555],[301560],[303390],[309414],[309967],[310732],[313440],[315270],[321294],[323088],[326751],[327227],[330135],[331504],[331965],[332597],[333241],[337989],[343446],[348363],[348916],[349681],[353820],[369213],[374724],[376218],[377587],[378048],[378680],[379324],[382617],[388128],[389622],[391452],[393281],[397476],[398029],[398794],[401580],[401657],[403093],[408585],[410415],[416439],[417757],[420465],[421834],[422295],[422927],[423571],[428319],[430113],[433776],[442700],[448729],[449263],[451737],[453598],[453675],[455111],[463639],[466647],[468508],[468635],[474019],[475513],[476882],[477343],[477975],[478619],[489739],[495250],[496744],[498574],[499850],[503143],[503220],[504656],[505441],[510148],[511978],[513807],[518002],[519320],[519796],[527997],[528124],[528849],[529507],[530810],[533788],[535110],[535187],[537869],[547170],[550148],[554229],[559139],[559673],[562147],[564008],[564085],[565521],[566306],[576553],[582582],[583116],[585590],[587451],[587528],[592962],[595601],[597111],[602361],[602488],[607872],[609366],[611196],[612472],[613025],[617472],[618512],[622940],[623017],[623665],[624494],[625049],[628163],[632921],[640164],[642209],[642764],[645878],[649978],[651939],[654917],[656239],[656316],[662017],[663527],[674668],[674795],[675520],[677481],[680459],[681781],[681858],[684540],[689450],[692458],[705810],[706344],[708818],[710679],[710756],[710806],[712977],[718962],[719517],[720041],[720596],[721668],[726668],[726900],[729705],[735250],[735898],[743644],[743771],[744496],[745605],[745837],[749682],[754110],[754187],[755664],[759333],[777152],[781580],[781657],[781707],[783134],[783689],[786803],[791561],[792864],[795842],[808618],[810579],[813557],[814879],[814956],[820657],[822167],[828327],[828559],[829433],[829665],[830843],[836643],[839227],[839782],[841933],[851010],[855438],[855515],[855565],[856634],[860297],[860852],[861924],[867156],[875506],[884752],[889470],[890025],[891097],[892137],[896097],[896329],[899134],[904679],[905327],[906156],[909825],[919111],[923539],[923616],[923666],[925093],[928762],[944676],[945796],[947202],[955610],[955842],[958126],[967589],[968144],[969216],[970256],[977562],[977794],[978972],[990062],[999139],[1003567],[1003644],[1003694],[1008163],[1008395],[1009573],[1010652],[1015373],[1017957],[1018512],[1020663],[1025895],[1034245],[1039027],[1039582],[1040654],[1041694],[1045886],[1054236],[1075399],[1077759],[1080285],[1089799],[1090031],[1091209],[1092288],[1100355],[1101761],[1112685],[1122148],[1122703],[1123775],[1124815],[1132067],[1133473],[1134579],[1141881],[1142113],[1144397],[1155487],[1163833],[1164065],[1165243],[1166322],[1176333],[1189915],[1201309],[1201864],[1212892],[1216372],[1217778],[1218884],[1234754],[1239640],[1249154],[1249386],[1250564],[1251643],[1269586],[1272112],[1283036],[1292182],[1293588],[1294694],[1304512],[1315602],[1322500],[1330362],[1330594],[1341689],[1363681],[1378744],[1380150],[1381256],[1408122],[1413008],[1434870],[1445794],[1452294],[1453368],[1461084],[1464156],[1472250],[1486018],[1494112],[1538065],[1576526],[1583227],[1583447],[1594650],[1616126],[1659386],[1667480],[1712152],[1722716],[1743562],[1786477],[1908987] ] cell #2084 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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96,1145029],[698218,704781],[701903,1171246],[729046,1464220],[731314,1206658],[740923,1217775],[742859,973831],[750251,1228520],[759860,1239637],[762658,994677],[777721,1260992],[785330,1530365],[787330,1272109],[796379,1283668],[806981,807843],[814094,1305144],[851579,1347038],[871570,1369030],[883115,883977],[898475,1659450],[900743,1401888],[910352,1413005],[912288,1160102],[929289,1434867],[932087,1180948],[1030309,1543414],[1050300,1565406],[1061845,1062707] ] cell #2085 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2086 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2087 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [300258],[303190],[323414],[361261],[362788],[370464],[391252],[393895],[407283],[410215],[418559],[430439],[437116],[445646],[447173],[460556],[461925],[462083],[465803],[468762],[469759],[473420],[481787],[483314],[490990],[498374],[501017],[511778],[514421],[520122],[528251],[531166],[535364],[539696],[541223],[547526],[548563],[552721],[556056],[557425],[557583],[570969],[579499],[581026],[587705],[588702],[592363],[594409],[595778],[595936],[602615],[603612],[607273],[613639],[621825],[629434],[630803],[631665],[634580],[642552],[644192],[648518],[648676],[652295],[653332],[656493],[660825],[662194],[662352],[674922],[677837],[682035],[686367],[687736],[687894],[694197],[695234],[702727],[704096],[704254],[710933],[715591],[718273],[719305],[724054],[725091],[725756],[732091],[733128],[734058],[735427],[743898],[746203],[752065],[754364],[757647],[760604],[761973],[765750],[766787],[780465],[781834],[788074],[789443],[790305],[793220],[794257],[802832],[810935],[811972],[815133],[820834],[826049],[826882],[827872],[828065],[828925],[834945],[838538],[839570],[843329],[844319],[845356],[854323],[855692],[856655],[858529],[863320],[865347],[872347],[873384],[875683],[878966],[893483],[901520],[902557],[903487],[904856],[908139],[913327],[923793],[927076],[930033],[931402],[936216],[942465],[943572],[944405],[944697],[955155],[955348],[956208],[962228],[971602],[976001],[976194],[983074],[991458],[1003821],[1017268],[1018300],[1022059],[1023049],[1024086],[1033053],[1034422],[1051077],[1052114],[1054413],[1057696],[1065631],[1076655],[1077488],[1077780],[1098131],[1098964],[1141426],[1141619],[1142479],[1148499],[1157873],[1177729],[1190092],[1203124],[1224986],[1268482],[1269315],[1269607],[1398354], [34911,1118506],[43592,1197626],[57683,1035385],[60146,1321894],[63504,1337714],[63616,1338006],[67705,1359998],[73188,1130968],[82356,1452788],[85719,1463550],[86312,1467513],[89189,1215273],[90833,1485412],[94191,1501232],[94303,1501524],[97752,1007655],[101110,1534090],[101222,1534382],[105311,807316],[114334,1594070],[117697,1089291],[120603,1615546],[121080,1616628],[122822,1623571],[123966,1626308],[124559,1630271],[127436,883450],[129156,888734],[132519,1658780],[133112,1662743],[135877,1410211],[135989,1410503],[137633,915632],[140991,1696462],[141103,1696754],[147880,1719040],[151431,1209347],[152609,973304],[153547,966853],[157618,1744811],[159567,1750780],[161090,1754185],[161567,1755267],[164453,995660],[171463,1785897],[174826,1281118],[175419,1539880],[176165,1287138],[177732,801192],[178209,599656],[179951,1815398],[181095,1818135],[181688,1822098],[184453,1573729],[184565,820992],[190077,1844988],[190554,1071854],[191729,1087248],[194216,1082912],[195096,1854719],[200553,1868309],[206210,1879635],[207566,1371719],[209682,877326],[210159,666072],[211901,1897034],[216373,1905311],[217104,1656043],[219924,1404577],[221102,895185],[222040,1153124],[223513,1158910],[226111,699392],[228060,1937051],[229583,1940456],[230060,1941538],[232946,935179],[233539,1702252],[234285,1449896],[237292,1962566],[238098,1197334],[240741,949829],[241538,1213041],[245041,1208487],[245965,1975608],[246442,745415],[250984,1985339],[251715,1741364],[256816,1231209],[260478,1242267],[263553,770945],[265502,2015170],[269011,1525293],[270817,2023718],[271294,1013675],[271552,1782492],[272469,1005612],[274956,1274739],[275836,2033449],[277583,1280258],[281293,2047039],[285486,1308614],[286950,2058365],[288306,1568095],[290422,819465],[290899,610996],[291895,1319025],[294809,1070994],[295806,1325857],[302384,2086810],[305833,855901],[309251,1611855],[311057,2099852],[311534,1095311],[311792,1865613],[315070,1359706],[317713,1104388],[322013,1370859],[324494,2120897],[328687,1116787],[329537,1898910],[330959,2131995],[331175,1654103],[331765,1130676],[334408,894520],[335205,1128736],[338708,1403717],[339632,2145037],[340109,676439],[344651,2154768],[348200,1432073],[350483,1169345],[350741,1179756],[354145,1437497],[356772,1443016],[357220,711930],[365702,2191010],[369467,964838],[375620,1978938],[377042,2203548],[377258,1739424],[377848,1214981],[380491,972639],[382871,1230349],[383868,1489375],[387529,1493618],[397313,1236843],[399596,1254666],[399854,993485],[400465,1774889],[401834,1006795],[402708,1524460],[402831,1257458],[406492,1526476],[409409,2245450],[412858,782043],[418082,2258492],[419867,1301734],[421505,1561872],[422095,1290791],[424738,1044077],[429038,1567235],[441314,2081035],[444300,1328917],[450087,2299328],[452483,1858010],[453852,1088431],[454726,1611022],[454849,1343504],[458510,1613038],[464997,2314238],[474915,1109907],[476553,1365496],[477143,1377353],[479786,1127198],[480750,1647293],[483156,1394867],[489993,886719],[497568,2350219],[502028,1172938],[503397,1162465],[504271,1431240],[504394,1420216],[508055,1688848],[526020,1964941],[527389,1199637],[529178,1458873],[529768,1460813],[538659,1732614],[541065,1481673],[551724,2214133],[560497,2411950],[562893,986667],[564262,1247786],[565136,1236010],[565259,1507022],[568920,1773153],[572006,1264910],[583940,2433181],[593372,1301541],[615156,1583062],[619858,1843273],[620895,1073083],[623194,1330100],[623280,1328084],[623403,1590665],[635617,1350956],[647149,2106900],[659788,1109714],[669734,1394674],[707168,2532476],[717097,1452063],[717290,1712639],[723064,1199444],[738710,1481480],[751028,1992830] ] cell #2088 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [125635],[160766],[182764],[188724],[205080],[229259],[234615],[238426],[269464],[280565],[285820],[290098],[309704],[332093],[333531],[341284],[356090],[378176],[379614],[404850],[405178],[413655],[423861],[456868],[457196],[478909],[482192],[485015],[495442],[506413],[506741],[540101],[542924],[567278],[567606],[571160],[574463],[594814],[597637],[634771],[638074],[650897],[661230],[664053],[668838],[694388],[695639],[697691],[725496],[737814],[754573],[765941],[767192],[769244],[801936],[803023],[835136],[845761],[857546],[866012],[878070],[879157],[917531],[936621],[945588],[951652],[962419],[975011],[997559],[1024491],[1057887],[1067571],[1078671],[1084735],[1097024],[1148690],[1183830],[1193168],[1205064],[1270498],[1276562],[1333548],[1400294],[1529924], [23259,383470],[34038,461678],[35321,469361],[42795,237717],[46127,536751],[48399,384795],[50117,557178],[58093,603214],[62819,191348],[63537,450798],[64252,631418],[66908,314689],[69313,470686],[70240,322937],[75723,683422],[79713,703849],[86373,150360],[86442,150551],[86524,244612],[87388,371391],[93506,257610],[94224,390446],[94939,261358],[100425,272088],[101143,584651],[101858,790058],[103757,798805],[106919,604539],[107846,429962],[112872,296733],[114010,446768],[115038,303518],[115206,115214],[122855,314264],[124620,206495],[124689,206686],[124771,321584],[133173,218853],[133242,219044],[133324,338279],[134188,491917],[135910,691519],[136625,913080],[140306,351277],[141024,510972],[141739,355025],[143638,519645],[146200,362383],[148945,370066],[159628,256148],[159697,256339],[159779,254986],[161794,391580],[161962,161970],[170001,403758],[171139,580621],[172167,410543],[172335,172343],[175480,278316],[175549,278507],[175631,416729],[176198,799628],[176495,589629],[176905,592811],[179984,421289],[181749,287235],[181818,287426],[181900,428609],[184486,610190],[185201,434981],[187918,295408],[199301,455776],[202335,312595],[203839,315398],[204007,204015],[211934,476337],[214693,482909],[217137,684245],[217438,490592],[221716,687489],[221825,686903],[222744,498702],[222912,222920],[223643,343771],[223725,500140],[224619,501494],[228121,349815],[228190,350006],[228272,348653],[230287,512106],[230455,230463],[233600,357505],[233669,357696],[233751,518292],[234318,941587],[249304,540818],[251748,537574],[252302,254180],[265563,398928],[265632,399119],[265714,397766],[268658,402433],[270017,789196],[270126,788610],[271613,406749],[271682,406940],[271764,585880],[276758,793139],[276901,588304],[277254,587766],[279211,591049],[279379,279387],[279456,417158],[283075,419620],[284579,422423],[284747,284755],[285519,817343],[291126,611324],[291294,291302],[292025,434101],[292107,612762],[308898,454451],[310257,630556],[310366,629970],[311853,458767],[311922,458958],[312004,452027],[326276,474668],[327780,477471],[327948,327956],[328720,658703],[329598,481220],[330402,482323],[332582,901439],[332725,682634],[333078,682096],[334709,684668],[334877,334885],[340694,686165],[340704,906954],[341024,686772],[345969,347847],[349206,931155],[349315,930569],[350871,508503],[350953,709108],[358400,714277],[358568,358576],[358645,518721],[367642,527142],[375681,539129],[376485,540232],[378665,732010],[378808,535963],[379161,535425],[380792,537997],[380960,380968],[395082,396960],[398319,761726],[398428,761140],[399984,569368],[400066,562437],[400263,569835],[400870,784762],[401510,570888],[401887,401895],[404260,787872],[404270,1020874],[404590,788479],[413532,793003],[420732,594945],[422912,1050996],[423055,815732],[423408,815194],[425039,817766],[425207,425215],[425284,600666],[431354,819870],[441375,620328],[441913,443947],[452281,633446],[452888,626122],[453528,634499],[453905,453913],[456278,629232],[456288,842144],[456608,629839],[466937,648271],[467046,865883],[475780,661361],[477960,872266],[478103,657092],[478456,656554],[480087,659126],[480255,480263],[480332,667082],[480533,667479],[480941,897578],[481500,481585],[481862,668549],[484892,901303],[486063,894925],[502433,926721],[503073,694116],[503450,503458],[504262,695770],[505823,929831],[505833,1176544],[506153,930438],[522708,526425],[525818,721930],[529116,725627],[538442,736455],[538850,728149],[539409,539494],[539771,737525],[542801,731874],[543972,973044],[551785,751498],[552323,554357],[554214,982993],[554710,754425],[563298,757292],[563938,765669],[564315,564323],[565127,767323],[566688,760402],[566698,990273],[567018,761009],[570073,1016856],[570691,570752],[572411,1013320],[593563,1047135],[594122,594207],[594484,801647],[595454,802751],[597514,1050860],[598685,1044482],[614185,825722],[615916,620049],[619641,831650],[621300,834590],[622870,834864],[623247,623255],[632530,845892],[633684,838126],[634302,634363],[636022,1094956],[642749,1098953],[643837,647554],[646947,862186],[650307,865145],[650317,1105922],[650637,865752],[659979,868405],[660538,660623],[660900,877781],[661870,878885],[663930,872130],[665101,1127603],[669925,1136907],[690643,1159315],[693301,1172526],[693919,693980],[695309,917242],[711798,936752],[717861,722168],[719502,944394],[723255,950636],[724804,724889],[725166,951363],[733533,961873],[735103,962147],[738901,1221212],[746326,975000],[746404,1225724],[747086,751219],[748643,752470],[750811,979779],[754450,982857],[764092,993890],[764854,986255],[765472,765533],[766862,997270],[775572,1264498],[791170,1024622],[794662,1286783],[820510,1057615],[823741,1319430],[826640,826871],[829048,1067560],[829126,1066369],[833009,1072671],[834667,834728],[839767,1077477],[843520,1083719],[845431,1084446],[849430,1350544],[856590,1354446],[857353,1097762],[858117,862424],[859289,863511],[869962,873789],[902962,1148144],[904532,1148418],[908330,1416442],[933521,1180161],[936291,1183541],[942994,943203],[944632,1192074],[945395,1193906],[956331,1205053],[956409,1203862],[960292,1210164],[974178,1223892],[976765,981138],[987427,991649],[1018497,1269304],[1022250,1275546],[1024161,1276273],[1028160,1546920],[1048692,1052519],[1064537,1064658],[1066738,1322578],[1077715,1332454],[1078478,1334286],[1110478,1114851],[1142602,1400283],[1142680,1399092],[1146563,1405394],[1173698,1177920],[1204231,1464234],[1269542,1528830],[1270305,1530662],[1302305,1306678],[1399461,1659464] ] cell #2089 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [105279,807318],[127404,883452],[137185,915634],[152577,973306],[164005,995662],[168020,1007657],[177203,1035455],[184533,820994],[189630,1071856],[191663,1087250],[197320,1089293],[209153,1118576],[213935,1131038],[221070,895187],[232498,935181],[238032,1197336],[239659,1197696],[241535,1213046],[245518,1209349],[248546,1215343],[255892,1231211],[270370,1013677],[272403,1005614],[278060,1281120],[289893,819462],[294722,1322032],[295803,1325862],[304751,1338076],[310610,1095313],[315004,1359708],[316631,1360068],[322490,1371721],[331699,1130678],[333326,894517],[335202,1128741],[339185,1404579],[342213,1410573],[349559,1169347],[369380,1463688],[377782,1214983],[379409,972636],[382784,1485550],[383865,1489380],[392813,1501594],[398672,1254668],[401747,1006792],[402828,1257463],[411776,1534452],[422029,1290793],[423656,1044074],[429515,1568097],[453765,1088428],[454846,1343509],[468675,1626446],[477077,1377355],[478704,1127195],[489906,1658918],[503310,1162462],[504391,1420221],[513339,1696824],[528164,1719178],[529702,1460815],[564175,1247783],[565256,1507027],[602528,1818273],[623107,1330097],[623400,1590670],[674835,1905449],[717287,1712644],[743811,1985477], [62434,300260,1342406],[63503,303124,1337716],[63584,447175,1597951],[67673,648678,1875390],[83170,362790,1456669],[85271,531168,1722990],[86270,370461,1467518],[90385,746205,1988617],[94190,391186,1501234],[94271,557585,1758066],[100040,407285,1256360],[101109,410149,1534092],[101190,581028,1789778],[110891,828927,2078749],[111367,437118,1583721],[113805,445643,1594075],[120074,856725,2102795],[121417,462085,1619427],[122821,465737,1623573],[123518,652297,1878660],[124517,469756,1630276],[129970,483316,1387300],[132071,677839,1909261],[133070,490987,1662748],[135876,498308,1410213],[135957,687896,1669336],[140990,511712,1696464],[141071,704256,1944337],[145442,944767,2187937],[145995,361258,1452793],[146553,724056,1966530],[150104,956210,2195487],[154361,541225,1474106],[158123,547528,1743836],[159525,552718,1750785],[160561,556053,1754190],[168496,570971,1258048],[170934,579496,1785902],[174378,793222,1540470],[175377,588699,1539885],[176164,417635,1287140],[178546,595938,1550818],[179950,599590,1815400],[180647,810937,2057390],[181646,603609,1822103],[184452,610930,1573731],[188519,621822,1844993],[192658,1077850,2296255],[193769,844321,2090774],[197796,634582,1344094],[200472,642549,1868314],[202130,460553,1615551],[202688,644194,1869693],[210496,662354,1636864],[211900,666006,1897036],[214488,481784,1130521],[215046,893485,2135959],[215522,901522,1663333],[217103,676373,1656045],[218597,1142481,2342158],[221511,686364,1410056],[223471,499935,1158907],[226616,694199,1420806],[228018,699389,1937056],[229054,702724,1940461],[233497,711927,1702257],[234284,519198,1449898],[237211,719302,1962571],[241152,725758,1719720],[244407,734055,1975613],[249099,539693,1214826],[249657,971604,2207512],[250133,732093,1468103],[251714,745349,1741366],[254781,548560,1744816],[260031,757649,1999259],[264058,765752,1507612],[265460,770942,2015175],[269010,781030,1525295],[269259,780462,2023723],[269812,788071,1533935],[271510,782040,1782497],[273398,1269677,2430108],[274509,1023051,2249414],[276985,587618,1280255],[281212,801189,2047044],[282870,594406,1290636],[283428,802834,1296666],[283904,1051079,1822688],[285485,607750,1308616],[291853,612557,1319022],[294005,826884,1839060],[299944,834947,1591255],[302303,839567,2086815],[309250,854888,1611857],[309499,854320,2099857],[310052,629431,1337559],[311750,855898,1865618],[314183,461838,1616766],[321379,653329,1879640],[324413,877323,2120902],[326071,660822,1377198],[326629,878968,1383228],[327105,872349,1630861],[328686,473897,1116789],[329450,886716,1898915],[330878,888731,2132000],[331172,893330,1654108],[332809,681948,1403714],[338074,903484,2145042],[343324,1157875,2354183],[348199,703292,1432075],[348448,695231,1168224],[349001,930030,1696307],[350699,708903,1179753],[353698,927078,2168688],[356174,710846,1443013],[360071,942470,1960836],[361826,944407,1717427],[365621,949826,2191015],[367437,725088,1460658],[374602,962230,1483060],[375533,964835,1978943],[376961,966850,2203553],[377255,971449,1739429],[378892,535277,1208484],[388006,983076,1751370],[390365,557338,1755405],[397312,556621,1236845],[397561,766784,1253545],[398114,760601,1501077],[399812,562232,993482],[400462,1005457,1774894],[402710,1012416,1524465],[405262,781747,1526473],[409328,1018297,2245455],[416524,1033050,2258497],[419780,811570,1301731],[421208,595691,1043675],[421502,810782,1561877],[423139,815046,1567232],[428404,811969,2058370],[433654,1057698,1313690],[435857,826054,1064533],[436963,1065636,1842752],[437751,828062,1588341],[441227,1070991,2081040],[444299,622390,1328919],[446211,1077490,1604259],[450006,1082909,2299333],[450717,631578,1854857],[451822,845353,1352507],[452480,1087093,1858015],[454728,1094052,1611027],[457280,855605,1613035],[461121,1098966,1873097],[464916,1104385,2314243],[466732,865344,1623416],[474828,652930,1109904],[476256,662107,1126796],[476550,652142,1365501],[478187,656406,1370856],[480752,1129326,1647298],[483069,894118,1394864],[495128,1148501,1396254],[497487,1153121,2350224],[502025,925955,1172935],[504273,925817,1431245],[506825,923706,1688845],[510891,704009,1941676],[518087,936213,1184645],[521804,943577,1192070],[521942,718270,944250],[526017,1197179,1964946],[527302,724689,1199634],[529175,723901,1458878],[531013,1203129,1732093],[531801,955345,1473959],[537493,735340,1223759],[538661,1213631,1732619],[540978,972237,1481670],[547373,1224991,1992309],[548161,976191,1748456],[551637,1230346,2214138],[554441,754277,1493615],[560416,1242264,2411955],[562890,756526,986664],[565138,756388,1236015],[567690,1003734,1773150],[572003,1012554,1264907],[580064,1269317,1517697],[583859,1274736,2433186],[584570,790218,2033587],[585675,1024083,1266461],[591133,799547,1034335],[593374,1046779,1301543],[610109,820747,1059321],[615153,826727,1583067],[615560,827874,1066221],[619860,1326447,1843278],[620892,833824,1073080],[623282,833686,1328089],[625218,1076660,1332450],[625356,838535,1077333],[628102,630716,844954],[635614,1094190,1350953],[642933,1098136,1354442],[643071,858526,1098809],[644827,648431,864945],[647146,1359551,2106905],[658622,659210,875596],[659790,868049,1109716],[669736,1136551,1394676],[677684,1398359,1646772],[678472,1141616,1387153],[684164,904769,1139454],[687649,909764,1158508],[691438,913240,2154906],[707087,1437494,2532481],[714361,941506,1190005],[717099,943055,1452068],[723066,950280,1199446],[727793,955157,1203714],[729980,733125,961107],[738712,1220856,1481482],[746730,976003,1225576],[747877,752062,981953],[751030,1489965,1992835],[758282,759272,761886],[783858,1268487,1528826],[783996,1017265,1269160],[786742,789356,1023684],[794254,1028975,1286017],[817262,817850,1054326],[840021,843331,1083363],[858933,863322,1104839],[869196,870236,873381],[897222,1141428,1398944],[899409,902554,1147378],[908141,1153575,1416086],[927711,928701,931315],[987071,988150,991460],[1018751,1022061,1275190],[1047926,1048966,1052111],[1173342,1174421,1177731] ] cell #2090 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [125603],[160705],[182732],[188663],[205075],[229198],[234583],[238421],[269403],[280533],[285815],[290037],[309643],[332088],[333470],[341218],[356085],[378171],[379553],[404784],[405173],[413652],[423800],[456802],[457191],[478848],[482187],[485012],[495444],[506347],[506736],[540096],[542921],[567212],[567601],[571157],[574465],[594809],[597634],[634768],[638076],[650831],[661225],[664050],[668840],[694385],[695634],[697693],[725491],[737816],[754570],[765938],[767187],[769246],[801938],[803020],[835133],[845756],[857543],[866014],[878072],[879154],[917533],[936616],[945585],[951654],[962416],[975013],[997561],[1024486],[1057884],[1067573],[1078668],[1084737],[1097029],[1148687],[1183832],[1193173],[1205066],[1270495],[1276564],[1333553],[1400296],[1529929], [23262,383465],[34037,461687],[35324,469356],[46130,536746],[48367,384804],[50116,557187],[58096,603209],[63540,631534],[64251,631427],[66523,314698],[69281,470695],[70243,472733],[75726,683417],[79712,703858],[82767,237726],[86506,243801],[86523,244551],[87356,371400],[93121,257619],[94227,557294],[94938,393510],[101146,790174],[101857,790067],[103760,798800],[106887,604548],[107849,606586],[111749,296742],[113949,446777],[114745,191357],[115033,303513],[115288,193355],[122858,461794],[124753,320773],[124770,321523],[133306,337468],[133323,338218],[134156,491926],[135913,913196],[136624,913089],[139921,351286],[141027,703965],[141738,514036],[143641,714904],[146139,362392],[148940,370061],[150369,150962],[158505,256157],[159761,386842],[159778,254925],[161789,391575],[162044,259617],[168878,403767],[171078,580630],[171874,272097],[172162,410538],[172417,274095],[175613,415918],[175630,416668],[176201,1034291],[176463,589638],[176908,800046],[179987,595647],[181882,427798],[181899,428548],[184489,820703],[185200,613254],[187913,295403],[198178,455785],[202274,312604],[203834,315393],[204089,317328],[206504,207097],[211937,662063],[214632,482918],[217140,904725],[217433,490587],[218862,219455],[221655,687498],[221828,907779],[222739,498697],[222994,342910],[223707,499329],[223724,500079],[224618,692687],[226998,349824],[228254,507368],[228271,348592],[230282,512101],[230537,353284],[233733,517481],[233750,518231],[234321,1189961],[249243,540827],[251751,735296],[252297,254175],[264440,398937],[265696,568233],[265713,397705],[268653,402428],[269956,789205],[270129,1021699],[271746,577795],[271763,585819],[276814,1027000],[276896,588299],[277253,795752],[278325,278918],[279206,591044],[279461,417221],[279501,590456],[283014,419629],[284574,422418],[284829,424353],[285522,1054282],[287244,287837],[291121,611319],[291376,433240],[292089,611951],[292106,612701],[306244,458776],[308893,454446],[310196,630565],[310369,842969],[311986,641406],[312003,451966],[326215,474677],[327775,477466],[328030,479401],[328723,875552],[331826,669374],[332638,1145403],[332720,682629],[333077,680369],[334704,684663],[334959,488107],[340691,908976],[340768,1151532],[341019,686767],[345964,347842],[349145,931164],[349318,1177369],[350935,701023],[350952,709047],[357514,358107],[358395,714272],[358650,518784],[358690,713684],[367581,527151],[368663,539138],[377909,738350],[378721,959132],[378803,535958],[379160,533698],[380787,537992],[381042,546016],[395077,396955],[398258,761735],[398431,991098],[400048,772576],[400065,562376],[400865,784757],[403134,774412],[403468,573501],[404257,785954],[404334,1273147],[404585,788474],[406758,413269],[413534,1028837],[422156,802472],[422968,1305518],[423050,815727],[423407,813467],[425034,817761],[425289,600729],[425329,809272],[431349,819865],[439648,620337],[441908,443942],[444456,633593],[452883,626117],[455152,848270],[455486,637112],[456275,627314],[456352,1081320],[456603,629834],[466876,648280],[467049,1106747],[477204,878606],[478016,1113691],[478098,657087],[478455,654827],[480082,659121],[480337,667145],[480377,885406],[480938,897434],[481229,489189],[483293,670571],[483636,887142],[484894,899271],[486058,894920],[502428,926716],[504697,916371],[505031,696729],[505763,918067],[505820,927913],[505897,1435905],[506148,930433],[522703,526420],[523900,722077],[529829,952188],[529907,736603],[538847,728005],[541202,739547],[541545,965261],[542803,729842],[543967,973039],[550058,751507],[552318,554352],[554270,1233054],[554709,753560],[563293,757287],[565562,996399],[565896,768282],[566628,998095],[566685,758484],[566762,1240675],[567013,761004],[569982,578309],[570075,1016708],[572406,1013315],[572611,776249],[593560,1046991],[595915,803669],[596258,1036699],[597152,1037875],[597516,1048828],[598680,1044477],[614230,1064136],[615772,620046],[617609,831798],[621295,834585],[623706,1073699],[624040,836547],[633243,1085271],[633686,837978],[636017,1094951],[636222,850107],[642805,1355304],[643832,647549],[645029,862333],[650304,864157],[650381,1362432],[650632,865747],[659976,868261],[662331,879803],[662674,1119820],[663568,1120996],[663932,870098],[665096,1127598],[667627,676578],[669922,1136763],[690638,1159310],[693303,1172378],[695839,918208],[697151,1162888],[713299,1184366],[717713,722170],[719558,1192932],[723252,950492],[725735,952395],[726078,1200060],[733528,961868],[735939,1211192],[738898,1221068],[746323,974856],[746468,1485807],[746942,751216],[748638,752465],[748779,979927],[754452,981815],[764087,993885],[764856,986107],[767392,998236],[768704,1248209],[775574,1264350],[791883,1277098],[794657,1286778],[822208,1312823],[823736,1319425],[826789,1065395],[829045,1067416],[829190,1322289],[833011,1072523],[835657,1074496],[839823,1333312],[843517,1083575],[846343,1340440],[849432,1350396],[856595,1615269],[857355,1097614],[857969,862426],[859145,863508],[869957,873784],[902957,1148139],[905368,1406422],[908327,1416298],[933516,1180156],[938133,1443439],[943142,1191785],[944637,1452511],[945397,1193758],[956328,1204909],[956473,1463945],[960294,1210016],[974183,1223888],[976617,981140],[987283,991646],[1018553,1529688],[1022247,1275402],[1025073,1536816],[1028162,1546772],[1048687,1052514],[1064663,1320535],[1066743,1322574],[1077720,1593793],[1078480,1334138],[1110330,1114853],[1142599,1400139],[1142744,1659175],[1146565,1405246],[1173554,1177917],[1204236,1464230],[1269547,1785620],[1270307,1530514],[1302157,1306680],[1399466,1659460] ] cell #2091 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [40410],[51457],[56759],[64471],[70980],[77484],[77955],[81053],[87585],[95400],[95871],[98084],[102077],[104121],[108586],[112550],[113994],[116625],[118029],[126246],[129559],[134385],[137013],[142200],[142671],[146184],[147403],[149131],[151763],[153950],[159306],[163833],[167848],[169679],[171123],[173754],[175158],[183375],[188104],[189458],[191179],[193400],[194619],[197148],[198979],[202319],[203538],[207898],[214677],[215896],[217624],[220256],[222443],[227799],[236396],[237548],[243992],[245346],[249288],[250507],[254366],[255720],[259662],[260881],[265241],[268844],[271919],[274140],[275359],[277888],[279719],[283059],[284278],[288638],[294333],[301488],[302640],[309084],[313368],[314520],[317373],[320964],[322318],[323746],[326260],[327479],[331215],[337659],[339013],[342955],[344174],[348033],[353329],[354548],[358908],[367626],[368991],[377298],[382395],[383397],[387033],[389098],[389550],[390702],[394298],[397146],[408513],[409665],[416109],[421545],[424398],[427989],[429343],[430771],[433285],[434504],[440526],[442628],[444133],[461449],[465253],[467401],[467950],[468286],[469288],[476593],[479446],[488152],[489517],[497824],[507559],[509624],[510076],[511228],[514824],[517672],[525098],[525647],[527775],[529218],[536678],[546061],[546926],[554783],[555013],[556949],[568424],[574379],[576481],[577986],[599106],[601254],[601803],[602139],[603141],[610446],[615264],[617228],[618632],[618862],[631189],[637990],[640092],[641597],[650968],[665522],[671769],[672318],[674446],[675889],[683349],[693597],[701454],[701684],[703620],[716711],[720697],[729461],[740745],[741294],[743422],[744865],[765150],[773904],[775868],[777272],[777502],[789829],[798732],[809608],[826301],[833305],[847762],[849726],[851130],[851360],[886140],[890126],[898890],[912851],[948905],[960588],[964259],[968245],[981434],[1005031],[1028456],[1070415],[1086667],[1103464],[1115147],[1146859],[1196753],[1229770],[1306974],[1359125], 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] cell #2092 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2093 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2094 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [24529],[35036],[41623],[43717],[49612],[57808],[59363],[61067],[63741],[67830],[68721],[73313],[77298],[79208],[80711],[82394],[83487],[86640],[89314],[91754],[94428],[98673],[99328],[101347],[102472],[105436],[106327],[108132],[110368],[114372],[115465],[118618],[119273],[120641],[121734],[124887],[125760],[127561],[129194],[130287],[130856],[130957],[133440],[134741],[136114],[138554],[139209],[141228],[149581],[152734],[153585],[154678],[155247],[155348],[157124],[161128],[162221],[163164],[165374],[166029],[167497],[167581],[169215],[171501],[172594],[174199],[175747],[176402],[177770],[178863],[179432],[179533],[182016],[182889],[184690],[190115],[193519],[194254],[195682],[196797],[196881],[198515],[205317],[205716],[208869],[209720],[210813],[211382],[211483],[213423],[215343],[218074],[221227],[222078],[223171],[223841],[225617],[225701],[227335],[229621],[230714],[231657],[233867],[234522],[234740],[238663],[240247],[240779],[242131],[243597],[244995],[245079],[246693],[248034],[249954],[257301],[259781],[260516],[261944],[263059],[263143],[264777],[267408],[270855],[274259],[274994],[276422],[277537],[277621],[280690],[281805],[282436],[283725],[286057],[286456],[289609],[290460],[291553],[292223],[292496],[296399],[299421],[299505],[300512],[300955],[302548],[307648],[311095],[317492],[317751],[318058],[319103],[320569],[321967],[322051],[325006],[325637],[326926],[332330],[333914],[334446],[335798],[337264],[338662],[338746],[340360],[343074],[345237],[346597],[347304],[353448],[354183],[355611],[356327],[356726],[356810],[363042],[363485],[364294],[366925],[367960],[368046],[374163],[378413],[379997],[380529],[382001],[384461],[386638],[387483],[387567],[387827],[388574],[390610],[395710],[396417],[403424],[405415],[406446],[406530],[407537],[407980],[409573],[414248],[415714],[421094],[424776],[426128],[427594],[428992],[429076],[432662],[438652],[438945],[439031],[440002],[443329],[444475],[448679],[451310],[455442],[457433],[458464],[458548],[459841],[460085],[462337],[462780],[463589],[465161],[467341],[473458],[476142],[479824],[483568],[484011],[484820],[485608],[488486],[488572],[494689],[495696],[497732],[504987],[506978],[508009],[508093],[509100],[511136],[516943],[523385],[523629],[523919],[525038],[532702],[534052],[537379],[541477],[541920],[542729],[543517],[546312],[546769],[549355],[549441],[550412],[559089],[565852],[567843],[568874],[568958],[572798],[572884],[573855],[574717],[578328],[582532],[585163],[586284],[592401],[596190],[596633],[597442],[598230],[601194],[607311],[609995],[616614],[617071],[623996],[626799],[627043],[628452],[636409],[636495],[637466],[638328],[641874],[645048],[646167],[655181],[662606],[663049],[663858],[664646],[670590],[671709],[672639],[679373],[680723],[684050],[689400],[696026],[696112],[697083],[697945],[705760],[715629],[718627],[726010],[726453],[728847],[729304],[736229],[739566],[740685],[741615],[755166],[759622],[767579],[767665],[768636],[769498],[785439],[785683],[787092],[796106],[803688],[804807],[805737],[813821],[822498],[828131],[835844],[835930],[838892],[846275],[866266],[879822],[880941],[881871],[898276],[898733],[905658],[910114],[929051],[938065],[943403],[944476],[952414],[955414],[963213],[976260],[984059],[1017622],[1025005],[1059671],[1065414],[1065583],[1077559],[1099035],[1141685],[1149484],[1191096],[1203076],[1224938],[1269386],[1398306] ] cell #2095 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [78523],[96439],[105289],[116975],[127414],[137195],[138507],[143239],[152587],[164015],[165327],[168030],[174104],[177236],[184543],[189640],[191673],[195635],[197330],[209186],[213968],[221080],[224972],[232508],[233820],[238042],[239692],[242045],[245528],[248579],[255902],[262414],[268017],[270380],[272413],[276375],[278070],[289926],[296313],[298144],[300309],[303134],[304784],[308257],[310620],[315014],[316664],[322500],[331709],[333359],[335712],[339195],[342246],[349569],[361657],[362839],[370971],[372802],[377792],[379442],[384375],[386206],[391196],[392846],[398682],[403338],[407334],[410159],[411809],[415282],[417645],[422039],[423689],[429525],[437167],[446042],[447224],[455356],[460952],[462134],[465747],[470266],[472097],[473907],[477087],[478737],[483365],[491497],[493328],[498318],[499968],[504901],[511722],[513372],[519208],[529712],[531217],[541274],[547577],[548959],[553228],[556452],[556631],[557634],[562265],[565766],[579895],[581077],[589209],[595987],[599600],[604119],[605950],[607760],[610940],[612590],[622221],[622400],[623910],[644243],[648727],[652217],[652346],[652963],[653728],[662403],[666016],[676383],[677888],[687945],[699899],[703123],[703302],[704305],[708936],[712437],[723976],[724105],[724722],[725807],[734454],[745359],[746254],[756452],[756460],[757698],[771452],[780861],[781040],[782550],[807367],[810857],[810986],[811603],[812368],[821043],[826933],[828976],[833750],[833758],[844370],[854719],[854898],[856408],[867978],[883501],[893405],[893534],[894151],[895236],[903883],[915683],[925881],[925889],[927127],[943119],[950209],[956259],[971524],[971653],[972270],[973355],[995711],[1005663],[1007706],[1012480],[1012488],[1023100],[1033449],[1046708],[1065112],[1071905],[1087299],[1089342],[1094116],[1094124],[1129390],[1136480],[1142530],[1157924],[1197385],[1209398],[1213695],[1220785],[1231260],[1256939],[1281169],[1326511],[1342985],[1359757],[1371770],[1404628],[1457248],[1490029],[1568146],[1620006], [45728,150808],[48927,256596],[63594,193027],[67683,317000],[69841,206943],[75324,219301],[85194,367842],[85281,241723],[86593,243543],[90395,381752],[91707,386584],[94281,259289],[95001,163731],[101200,273767],[103358,278764],[107447,287683],[110901,438403],[111290,438827],[111377,295991],[113838,300458],[120107,459787],[123528,318695],[124840,320515],[125613,208722],[131994,488368],[132081,335390],[133393,337210],[135967,342582],[136517,224681],[141081,352956],[141801,232224],[145475,523331],[146028,362988],[146563,363886],[150114,532453],[156479,546285],[158046,549237],[158133,384053],[160594,388520],[160715,257935],[168419,572680],[168506,403016],[170967,407483],[174388,413840],[175700,415660],[176255,280543],[180657,425720],[181969,427540],[182742,289462],[185093,185263],[187277,616587],[188552,439948],[188673,297058],[192691,626745],[193779,448271],[197719,636291],[197806,455034],[202163,462283],[202698,463181],[214521,483514],[215056,484412],[215532,485200],[218607,679124],[221544,495642],[221631,341228],[226539,695908],[226626,504579],[229087,509046],[229208,351602],[234375,234593],[243165,728820],[244440,533998],[244561,371716],[249132,541423],[249667,542321],[250143,543109],[254814,550358],[254935,385120],[260041,558681],[263981,767461],[264068,565444],[269292,573801],[269413,404083],[269845,574663],[269932,404794],[273431,785385],[274519,582124],[282903,596136],[283438,597034],[283914,597822],[290013,290047],[299867,835726],[299954,623588],[309532,637412],[309653,456101],[310085,638274],[310172,456812],[321412,655127],[321533,471011],[326104,662552],[326639,663450],[327115,664238],[333446,333480],[336832,898249],[338107,680669],[338228,492242],[343334,688992],[348481,697029],[348602,505646],[349034,697891],[349121,506357],[353708,705352],[360892,943285],[361836,718466],[367470,725956],[374612,735821],[379529,379563],[388016,754758],[393520,561247],[397594,768582],[397715,566511],[398147,769444],[398234,567222],[416557,796052],[416678,589954],[423776,423810],[428437,813767],[428558,604864],[433664,822090],[435921,1064607],[437038,827864],[437784,828077],[446221,838731],[451855,846221],[451976,633126],[461131,858722],[466765,866212],[466852,650841],[478824,478858],[495138,905250],[500055,500089],[514046,707918],[518120,938011],[518241,713182],[520724,1191075],[521868,943521],[521876,944184],[531088,955147],[531834,955360],[533708,734633],[547448,975993],[548194,976206],[549138,753570],[562352,562386],[580074,1017461],[585708,1024951],[585829,791766],[612677,612711],[613264,824656],[615489,1065562],[625282,1076604],[625290,1077267],[627389,844241],[642997,1098080],[643005,1098743],[644114,864232],[653907,654837],[677759,1141418],[678505,1141631],[680379,904062],[692697,914788],[709023,709057],[727722,1203055],[729914,961041],[746659,1224917],[747811,981887],[757569,758559],[783922,1268431],[783930,1269094],[786029,1022971],[795762,1033628],[812547,813477],[869130,870170],[897151,1398285],[899343,1147312],[909051,1157795],[926998,927988],[1028909,1285951],[1047860,1048900] ] cell #2096 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [367837],[371048],[393924],[437171],[438822],[447228],[470343],[473339],[488363],[491574],[501046],[514450],[522027],[531221],[532872],[547581],[549057],[549232],[553305],[556550],[557638],[561715],[571024],[572675],[581081],[589286],[592282],[604196],[607192],[613668],[622319],[625441],[629928],[634635],[636286],[643156],[644247],[648731],[652350],[653826],[654001],[668698],[677892],[679543],[686861],[687949],[692026],[694252],[695728],[695903],[703221],[704309],[708386],[715510],[724109],[732146],[733622],[734552],[737674],[746258],[747962],[752559],[752734],[756611],[757702],[761098],[765805],[767281],[767456],[780959],[784081],[788568],[793275],[794751],[794926],[801796],[802887],[810990],[812466],[812641],[819959],[825124],[827927],[828980],[833909],[835000],[835721],[842293],[843384],[844374],[845850],[854817],[857283],[863375],[865841],[869281],[872402],[873878],[877930],[879021],[893538],[895014],[901575],[903051],[903981],[907103],[908194],[917391],[926040],[927131],[930527],[936710],[942462],[943280],[944263],[944460],[945325],[951512],[955210],[956263],[960152],[961192],[962283],[971657],[973133],[974243],[976056],[980998],[983129],[990422],[991513],[993979],[997419],[1012639],[1021023],[1022114],[1023104],[1024580],[1028020],[1033547],[1044571],[1048011],[1051132],[1052608],[1057751],[1064548],[1065628],[1066446],[1066803],[1077346],[1077543],[1078408],[1084595],[1094275],[1098822],[1099019],[1106071],[1114711],[1127692],[1141481],[1142534],[1146423],[1147463],[1148554],[1157928],[1159404],[1176693],[1177784],[1180250],[1183690],[1192085],[1203121],[1203939],[1204296],[1224983],[1225801],[1269173],[1269370],[1270235],[1276422],[1286102],[1306538],[1319519],[1332465],[1354457],[1398351],[1399169],[1399526],[1528841], 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] cell #2097 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [24530],[35037],[41624],[43718],[49613],[57809],[59364],[61068],[63742],[67831],[68719],[73314],[77299],[79209],[80712],[82395],[83485],[86641],[89315],[91755],[94429],[98674],[99329],[101348],[102473],[105437],[106325],[108133],[110366],[114373],[115463],[118619],[119274],[120642],[121732],[124888],[125761],[127562],[129195],[130285],[130857],[130958],[133441],[134742],[136115],[138555],[139210],[141229],[149579],[152735],[153586],[154676],[155248],[155349],[157122],[161129],[162219],[163165],[165375],[166030],[167495],[167582],[169216],[171502],[172592],[174202],[175748],[176403],[177771],[178861],[179433],[179534],[182017],[182890],[184691],[190116],[193520],[194255],[195683],[196795],[196882],[198516],[205318],[205714],[208870],[209721],[210811],[211383],[211484],[213424],[215346],[218072],[221228],[222079],[223169],[223842],[225615],[225702],[227336],[229622],[230712],[231658],[233868],[234523],[234741],[238664],[240245],[240780],[242132],[243598],[244993],[245080],[246691],[248035],[249957],[257302],[259782],[260517],[261945],[263057],[263144],[264778],[267411],[270856],[274260],[274995],[276423],[277535],[277622],[280691],[281806],[282437],[283728],[286058],[286454],[289610],[290461],[291551],[292224],[292497],[296400],[299419],[299506],[300513],[300953],[302545],[307651],[311096],[317493],[317752],[318059],[319104],[320570],[321965],[322052],[325007],[325638],[326929],[332331],[333912],[334447],[335799],[337265],[338660],[338747],[340358],[343075],[345238],[346600],[347305],[353449],[354184],[355612],[356328],[356724],[356811],[363043],[363483],[364295],[366926],[367891],[368043],[374164],[378414],[379995],[380530],[382002],[384462],[386639],[387481],[387568],[387830],[388575],[390607],[395713],[396418],[403425],[405416],[406444],[406531],[407538],[407978],[409570],[414249],[415715],[421097],[424777],[426129],[427595],[428990],[429077],[432663],[438653],[438876],[439028],[440003],[443332],[444400],[448680],[451311],[455443],[457434],[458462],[458549],[459842],[460088],[462338],[462778],[463590],[465158],[467338],[473459],[476145],[479825],[483569],[484009],[484821],[485609],[488417],[488569],[494690],[495697],[497729],[504988],[506979],[508007],[508094],[509101],[511133],[516944],[523386],[523632],[523844],[525035],[532703],[534053],[537382],[541478],[541918],[542730],[543518],[546318],[546766],[549286],[549438],[550413],[559090],[565853],[567844],[568872],[568959],[572729],[572881],[573856],[574718],[578253],[582533],[585164],[586281],[592402],[596191],[596631],[597443],[598231],[601191],[607312],[609998],[616620],[617068],[623997],[626800],[627046],[628449],[636340],[636492],[637467],[638329],[641868],[644973],[646164],[655182],[662607],[663047],[663859],[664647],[670515],[671706],[672636],[679374],[680724],[684053],[689401],[695957],[696109],[697084],[697946],[705761],[715630],[718621],[726011],[726451],[728853],[729301],[736230],[739491],[740682],[741612],[755167],[759619],[767510],[767662],[768637],[769499],[785440],[785686],[787089],[796107],[803613],[804804],[805734],[813822],[822499],[828132],[835775],[835927],[838886],[846276],[866267],[879747],[880938],[881868],[898282],[898730],[905659],[910111],[929048],[938066],[943334],[944473],[952339],[955415],[963210],[976261],[984056],[1017616],[1025006],[1059668],[1065339],[1065577],[1077556],[1099032],[1141686],[1149481],[1191090],[1203070],[1224932],[1269383],[1398300] ] cell #2098 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [24531],[35038],[41625],[43719],[49615],[57810],[59365],[61070],[63743],[67832],[68717],[73315],[77300],[79211],[80713],[82397],[83483],[86643],[89316],[91757],[94430],[98676],[99330],[101349],[102474],[105438],[106323],[108135],[110364],[114375],[115461],[118621],[119275],[120644],[121730],[124890],[125762],[127563],[129197],[130283],[130858],[130960],[133443],[134747],[136116],[138557],[139211],[141230],[149577],[152736],[153588],[154674],[155249],[155351],[157120],[161131],[162217],[163167],[165377],[166031],[167493],[167584],[169221],[171504],[172590],[174200],[175750],[176404],[177773],[178859],[179434],[179536],[182019],[182891],[184692],[190118],[193521],[194257],[195685],[196793],[196884],[198521],[205320],[205712],[208871],[209723],[210809],[211384],[211486],[213429],[215344],[218070],[221229],[222081],[223167],[223844],[225613],[225704],[227341],[229624],[230710],[231660],[233870],[234524],[234742],[238666],[240243],[240782],[242134],[243601],[244991],[245082],[246689],[248040],[249955],[257303],[259783],[260519],[261947],[263055],[263146],[264783],[267409],[270858],[274261],[274997],[276425],[277533],[277624],[280692],[281811],[282439],[283726],[286060],[286452],[289611],[290463],[291549],[292226],[292499],[296402],[299417],[299508],[300516],[300951],[302546],[307649],[311098],[317494],[317754],[318064],[319106],[320573],[321963],[322054],[325012],[325640],[326927],[332333],[333910],[334449],[335801],[337268],[338658],[338749],[340356],[343076],[345240],[346598],[347310],[353450],[354186],[355614],[356330],[356722],[356813],[363046],[363481],[364297],[366931],[367889],[368044],[374166],[378416],[379993],[380532],[382007],[384464],[386642],[387479],[387570],[387828],[388578],[390608],[395711],[396423],[403427],[405418],[406442],[406533],[407541],[407976],[409571],[414251],[415718],[421095],[424779],[426131],[427598],[428988],[429079],[432665],[438658],[438874],[439029],[440006],[443330],[444401],[448682],[451316],[455445],[457436],[458460],[458551],[459845],[460086],[462341],[462776],[463592],[465159],[467339],[473461],[476143],[479827],[483572],[484007],[484823],[485611],[488415],[488570],[494692],[495700],[497730],[504990],[506981],[508005],[508096],[509104],[511134],[516949],[523389],[523630],[523845],[525036],[532708],[534056],[537380],[541481],[541916],[542732],[543520],[546313],[546767],[549284],[549439],[550416],[559092],[565855],[567846],[568870],[568961],[572727],[572882],[573859],[574721],[578254],[582535],[585169],[586282],[592404],[596194],[596629],[597445],[598233],[601192],[607314],[609996],[616615],[617069],[623999],[626803],[627044],[628450],[636338],[636493],[637470],[638332],[641869],[644974],[646165],[655185],[662610],[663045],[663861],[664649],[670516],[671707],[672637],[679379],[680727],[684051],[689403],[695955],[696110],[697087],[697949],[705763],[715632],[718622],[726014],[726449],[728848],[729302],[736232],[739492],[740683],[741613],[755169],[759620],[767508],[767663],[768640],[769502],[785443],[785684],[787090],[796110],[803614],[804805],[805735],[813825],[822501],[828135],[835773],[835928],[838887],[846279],[866270],[879748],[880939],[881869],[898277],[898731],[905661],[910112],[929049],[938069],[943332],[944474],[952340],[955418],[963211],[976264],[984057],[1017617],[1025009],[1059669],[1065340],[1065578],[1077557],[1099033],[1141689],[1149482],[1191091],[1203071],[1224933],[1269384],[1398301] ] cell #2099 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [24573],[35785],[41667],[49769],[50737],[58557],[59407],[61224],[68905],[77342],[79365],[80333],[81460],[83671],[93002],[98830],[103929],[106511],[108289],[109257],[111630],[118775],[130471],[131114],[135021],[136851],[139802],[142303],[144194],[154862],[155505],[168759],[169495],[169782],[174541],[179690],[183264],[198059],[198795],[199082],[211640],[212687],[215685],[215785],[221313],[227615],[227902],[247298],[250296],[250396],[265057],[265344],[266721],[269614],[284067],[284167],[297506],[306961],[309854],[318338],[327268],[327368],[329192],[345910],[348803],[364820],[375275],[385568],[388169],[395023],[397916],[402374],[419522],[440969],[441854],[454392],[464115],[466534],[474570],[482811],[527044],[535904],[540720],[546997],[551379],[552264],[588245],[617299],[630458],[648173],[657033],[682575],[687391],[729532],[748469],[761628],[789098],[815673],[869788],[898961],[931057],[961699],[1048518],[1147970],[1286609] ] cell #2100 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [24576],[35048],[39851],[41670],[43729],[49614],[55376],[57820],[59410],[61069],[63753],[67842],[68716],[73325],[73543],[76011],[79210],[80723],[82396],[83482],[86642],[89326],[89544],[91756],[94440],[98675],[98948],[99340],[101359],[102233],[105448],[105666],[106322],[108134],[110363],[114374],[115460],[118620],[118893],[119285],[120643],[121729],[124889],[125772],[127573],[127791],[129196],[129230],[130282],[130617],[130959],[133442],[136126],[138556],[138829],[139221],[141240],[149576],[152746],[153587],[153621],[154673],[155008],[155350],[157119],[160289],[161130],[162216],[163166],[165376],[165649],[166041],[167492],[167531],[167583],[171503],[172589],[175749],[176414],[177772],[177806],[178858],[179193],[179535],[182018],[182901],[184702],[190117],[193998],[194256],[195684],[196792],[196831],[196883],[202917],[204603],[205319],[205711],[208881],[209722],[209756],[210808],[211143],[211485],[218069],[221239],[222080],[223166],[223843],[225612],[225651],[225703],[226185],[229623],[230709],[231659],[233869],[234534],[234752],[238665],[240242],[240781],[240815],[242133],[244226],[244990],[245081],[246688],[252507],[254600],[257062],[260260],[260518],[261946],[263054],[263093],[263145],[263627],[270857],[274738],[274996],[276424],[277532],[277623],[280702],[282386],[282438],[286059],[286451],[289621],[290462],[291548],[292225],[292498],[295613],[296401],[299416],[299455],[299507],[300574],[300950],[303256],[305907],[311097],[312454],[312830],[315136],[317753],[319105],[321198],[321962],[322053],[325587],[325639],[332332],[333909],[334448],[335800],[337893],[338657],[338748],[340355],[343553],[345239],[353927],[354185],[355613],[356329],[356721],[356812],[357294],[362242],[362618],[363104],[363480],[364296],[367888],[368111],[370271],[374113],[374165],[378415],[379992],[380531],[381292],[381515],[384463],[387478],[387569],[388636],[391318],[403426],[405417],[406441],[406532],[407599],[407975],[410281],[412932],[414250],[416343],[424778],[426130],[428223],[428987],[429078],[432612],[432664],[437943],[438166],[438873],[439096],[440064],[444403],[446627],[447003],[448681],[455444],[457435],[458459],[458550],[459313],[462399],[462775],[463591],[467406],[473460],[479826],[483630],[484006],[484822],[485610],[488414],[488637],[490797],[494639],[494691],[495758],[498440],[504989],[506980],[508004],[508095],[509162],[511844],[522857],[523847],[525103],[531993],[532216],[534114],[541539],[541915],[542731],[543519],[549283],[549506],[550474],[559091],[565854],[567845],[568869],[568960],[572726],[572949],[573917],[574779],[578256],[580480],[580856],[582534],[586349],[592403],[596252],[596628],[597444],[598232],[601259],[607313],[623998],[626271],[628517],[636337],[636560],[637528],[638390],[644976],[646232],[655243],[662668],[663044],[663860],[664648],[670518],[671774],[672704],[678664],[678887],[680785],[689402],[695954],[696177],[697145],[698007],[705762],[715631],[726072],[726448],[736231],[739494],[740750],[741680],[755168],[759687],[767507],[767730],[768698],[769560],[784911],[787157],[796168],[803616],[804872],[805802],[813883],[822500],[828193],[835772],[835995],[846337],[866328],[879750],[881006],[881936],[905660],[910179],[929116],[938127],[943331],[944541],[952342],[955476],[963278],[976322],[984124],[1025067],[1059736],[1065342],[1065580],[1077624],[1099100],[1141747],[1149549],[1191093],[1203073],[1224935],[1269451],[1398303] ] cell #2101 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2102 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [125633],[160764],[182762],[188722],[204977],[229257],[234613],[238323],[244610],[254984],[257495],[261356],[269462],[280563],[285717],[290096],[294580],[296618],[303415],[309702],[315295],[321582],[322855],[331990],[333529],[338277],[341282],[348651],[351162],[355023],[355987],[361480],[369238],[371276],[378073],[379612],[382642],[384680],[389706],[391477],[397764],[401605],[403643],[404848],[405075],[410440],[413653],[416727],[422320],[423859],[428607],[429880],[434979],[442784],[445865],[452025],[453623],[455661],[456866],[457093],[460775],[468533],[470571],[477368],[478907],[482006],[482084],[485013],[489764],[491802],[495448],[498599],[500138],[501492],[503168],[505206],[506411],[506638],[510232],[512003],[518290],[519563],[528022],[535135],[535423],[537894],[539915],[539993],[542922],[556275],[562435],[564033],[566071],[567276],[567503],[571158],[574469],[576637],[579718],[585878],[587476],[587764],[589514],[590946],[592729],[594628],[594706],[597635],[602386],[604424],[609450],[611221],[612760],[622044],[622965],[625074],[629159],[629653],[629731],[632686],[634769],[638080],[640248],[650895],[656264],[656552],[659023],[661044],[661122],[664051],[668844],[674693],[675604],[681806],[682094],[684565],[685964],[686092],[686586],[686664],[694386],[695531],[697697],[702946],[709106],[710704],[712742],[714174],[720621],[725310],[725388],[727040],[727551],[731799],[737820],[743669],[744580],[754135],[754423],[754571],[756244],[760329],[760823],[760901],[765939],[767084],[769250],[779132],[780684],[781605],[783714],[787799],[788293],[788371],[791326],[792098],[792928],[801942],[803021],[808702],[814904],[815192],[817663],[819684],[819762],[829805],[830316],[831423],[835134],[836763],[836994],[845653],[852990],[854542],[855463],[857544],[860877],[865072],[865566],[865644],[866018],[867296],[872055],[878076],[879155],[884836],[890050],[891371],[894739],[894817],[896469],[896980],[901228],[905870],[917537],[921091],[923564],[925673],[929758],[930252],[930330],[936513],[945586],[945916],[946147],[947342],[951658],[953378],[958706],[962417],[968169],[969490],[972858],[972936],[974781],[975017],[977934],[978445],[979552],[982782],[985123],[993782],[997565],[1001119],[1003592],[1008535],[1009046],[1010153],[1010366],[1015493],[1015724],[1024383],[1039607],[1040928],[1044296],[1044374],[1046026],[1050785],[1057885],[1067341],[1067577],[1067904],[1069313],[1078669],[1080425],[1084741],[1090171],[1090682],[1091789],[1092002],[1097033],[1097539],[1100475],[1100706],[1101901],[1107741],[1113265],[1122728],[1124049],[1127417],[1127495],[1132187],[1132418],[1133613],[1139649],[1144977],[1148688],[1159207],[1164205],[1164716],[1165823],[1166036],[1171394],[1180053],[1183836],[1193177],[1193683],[1201889],[1204834],[1205070],[1206806],[1216492],[1216723],[1217918],[1223885],[1227259],[1228668],[1233988],[1239780],[1249526],[1250037],[1251144],[1251357],[1259731],[1261140],[1270496],[1272252],[1276568],[1283616],[1292302],[1292533],[1293728],[1305092],[1319322],[1322571],[1330734],[1331245],[1333557],[1334063],[1342269],[1345777],[1347186],[1354294],[1363395],[1369178],[1378864],[1379095],[1380290],[1400064],[1400300],[1402036],[1413148],[1422489],[1423898],[1435010],[1446374],[1454402],[1461204],[1461435],[1464227],[1472390],[1484838],[1509295],[1510704],[1529933],[1530439],[1538645],[1543562],[1565554],[1576666],[1583347],[1585204],[1591818],[1595684],[1602717],[1614299],[1659457],[1667620],[1705934],[1712741],[1713751],[1724473],[1787511],[1794544],[1838670],[1849430],[1910744],[2028160] ] cell #2103 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [163185],[205884],[231678],[240415],[258216],[286624],[292517],[298682],[334082],[345258],[351883],[356894],[380165],[405707],[406614],[414269],[431839],[457725],[458632],[485629],[487259],[495498],[508177],[543538],[545168],[569042],[571512],[574519],[586079],[598251],[599881],[635123],[638130],[664667],[666297],[668894],[672434],[694740],[697747],[737870],[741410],[755187],[766293],[769300],[774501],[801992],[803375],[805532],[835488],[848359],[866068],[878126],[879509],[881666],[916460],[917587],[951708],[962771],[975067],[983854],[996488],[997615],[1037964],[1058239],[1067627],[1073788],[1084791],[1097843],[1121085],[1149042],[1183886],[1193987],[1205120],[1211281],[1223907],[1276618],[1312912],[1322593],[1334367],[1400350],[1406511],[1464249],[1530743],[1659479], 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24537],[977471,1223836],[987372,1501854],[1007429,1012835],[1023592,1274976],[1034918,1287681],[1035715,1047080],[1048207,1567869],[1067505,1323223],[1078604,1334275],[1083664,1338336],[1089065,1094471],[1097220,1353395],[1131298,1136852],[1147659,1404351],[1153361,1158416],[1173643,1697084],[1193364,1453503],[1204998,1464879],[1215603,1221157],[1270431,1530651],[1275491,1534712],[1280892,1286298],[1333744,1594785],[1400228,1660109],[1410833,1416387],[1530120,1786612] ] cell #2104 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [138130],[164950],[178037],[195593],[209987],[224857],[224935],[225917],[233443],[246270],[262299],[262377],[263359],[267902],[267980],[276333],[280949],[290727],[298029],[298107],[300790],[305639],[308142],[308220],[324150],[330615],[339937],[356044],[357026],[361537],[363320],[365358],[368374],[372687],[372765],[376698],[386091],[386169],[405132],[407815],[412664],[415167],[415245],[431175],[437013],[439359],[444506],[445922],[447705],[449743],[457150],[460832],[462615],[464653],[471982],[472060],[483846],[485884],[488900],[493213],[493291],[497224],[506695],[523950],[531063],[533409],[541755],[543793],[547423],[548839],[549769],[556332],[558115],[560153],[567560],[573212],[578359],[579775],[581558],[583596],[591003],[596468],[598506],[605835],[605913],[622101],[627364],[636823],[644089],[645079],[649208],[652192],[653608],[654538],[659080],[662884],[664922],[670621],[677734],[680080],[688426],[690464],[696440],[703003],[704786],[706824],[714231],[723951],[726288],[734334],[739597],[753271],[756301],[757544],[758534],[763913],[767993],[780741],[786004],[795463],[803719],[807848],[810832],[812248],[813178],[817720],[821524],[823562],[827839],[831480],[836258],[844216],[854599],[864207],[867300],[867864],[879853],[883982],[893380],[895717],[903763],[909026],[922700],[925730],[926973],[927963],[933342],[937422],[947346],[947910],[952445],[955122],[971499],[973836],[975968],[984759],[985119],[1002728],[1006569],[1010210],[1014988],[1022946],[1033329],[1042937],[1046030],[1046594],[1058583],[1065445],[1068949],[1069309],[1088205],[1091846],[1096624],[1107809],[1126058],[1133617],[1134181],[1138716],[1141393],[1157770],[1162239],[1171030],[1171390],[1191291],[1195299],[1208261],[1217922],[1218486],[1223021],[1247560],[1257272],[1260776],[1261136],[1280032],[1299636],[1320726],[1329874],[1343318],[1346822],[1347182],[1370633],[1386521],[1390529],[1403491],[1457581],[1473327],[1477335],[1493392],[1517102],[1567009],[1587709],[1603664],[1620339],[1716832],[1747824],[1872502], 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] cell #2105 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2106 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [39189],[53269],[55942],[65845],[73046],[76124],[78616],[81289],[89047],[96532],[98441],[99061],[102341],[105169],[106178],[108247],[118386],[119006],[123167],[127294],[128303],[130725],[131072],[137353],[138322],[138669],[138942],[142222],[148581],[155116],[155463],[156826],[164173],[165142],[165489],[165762],[168188],[169701],[177072],[178966],[179301],[179648],[187624],[189798],[190908],[195797],[197488],[199001],[200126],[204716],[209022],[210916],[211251],[211598],[213600],[213804],[223956],[224786],[226241],[226308],[227821],[233982],[236701],[236865],[239528],[243512],[245686],[246796],[248211],[248415],[251861],[253886],[256060],[257170],[262059],[262228],[263683],[263750],[265263],[267286],[267831],[276537],[278228],[279741],[281982],[282186],[291656],[292338],[294296],[294531],[294967],[297958],[301793],[301957],[304416],[304620],[305963],[306030],[307526],[308071],[313673],[313837],[316500],[320484],[322658],[323768],[325183],[325387],[329826],[337179],[339353],[340463],[341878],[342082],[346475],[347020],[355726],[357350],[357417],[358930],[361142],[361406],[367102],[368954],[369189],[369625],[371086],[372071],[372616],[373781],[373913],[375909],[382358],[382593],[383029],[386020],[389855],[390019],[392478],[392682],[394025],[394092],[395588],[396133],[408818],[408982],[411441],[411645],[412988],[413055],[414551],[415096],[420156],[427509],[429683],[430793],[432208],[432412],[442933],[443207],[445158],[445527],[445791],[447364],[448954],[450371],[451026],[460437],[460701],[466397],[468249],[468484],[468920],[470381],[471366],[471911],[473208],[475204],[487628],[489480],[489715],[490151],[491612],[492597],[493142],[494307],[494439],[496435],[501147],[501214],[510381],[510545],[513004],[513208],[514551],[514618],[516114],[516659],[524602],[527738],[527973],[528540],[530594],[530666],[533014],[536310],[545537],[553343],[553617],[555568],[555937],[556201],[557774],[559364],[576786],[577060],[579011],[579380],[579644],[581217],[582807],[584224],[584879],[589324],[592019],[592151],[600250],[602102],[602337],[602773],[604234],[605219],[605764],[607061],[609057],[613769],[613836],[618296],[618368],[619417],[621706],[621970],[624173],[624786],[640397],[640671],[645731],[648867],[649669],[654143],[666666],[671273],[674409],[674644],[675211],[677265],[677337],[679685],[682981],[685879],[688085],[691092],[700014],[700288],[702239],[702608],[702872],[704445],[706035],[712552],[715379],[719720],[720333],[726642],[740249],[743385],[743620],[744187],[749466],[749538],[752876],[771567],[771841],[776936],[777008],[778057],[779047],[780346],[780610],[782665],[782813],[783426],[792648],[795068],[798364],[804371],[807507],[808309],[812783],[818977],[821183],[829407],[850794],[850866],[851915],[852905],[854204],[854468],[856523],[859976],[860589],[880505],[883641],[884443],[889149],[889762],[891921],[893042],[895376],[896071],[906448],[918895],[918967],[921006],[922305],[937027],[953097],[967268],[967881],[970040],[971161],[973495],[977536],[998923],[998995],[1001034],[1002333],[1005803],[1008137],[1010944],[1014593],[1038706],[1039319],[1041478],[1042599],[1075183],[1075255],[1087439],[1089773],[1092580],[1096229],[1107656],[1121827],[1122440],[1124599],[1125720],[1129693],[1163807],[1166614],[1197525],[1200988],[1201601],[1213998],[1234538],[1249128],[1251935],[1256330],[1321285],[1326814],[1330336],[1342376],[1359897],[1363973],[1452268],[1456639],[1490332],[1582848],[1619397] ] cell #2107 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [95065],[123705],[136751],[141865],[146740],[160481],[174565],[180834],[185327],[188439],[193956],[202875],[204956],[208322],[215233],[215709],[221431],[228974],[232685],[236473],[238302],[244327],[249844],[250320],[254701],[260218],[261265],[269179],[269732],[270557],[274696],[276777],[283615],[284091],[285696],[289062],[289813],[294559],[301565],[303394],[309419],[309972],[310797],[313445],[315274],[319725],[321299],[326816],[327292],[330140],[331509],[331969],[332601],[333246],[337994],[343511],[348368],[348921],[349746],[353885],[354932],[359332],[366415],[369217],[374789],[376223],[377592],[378052],[378684],[379329],[382621],[388193],[389627],[391456],[397481],[398034],[398859],[401584],[401662],[403097],[408590],[410419],[416444],[417822],[418980],[420470],[421839],[422299],[422931],[423576],[426750],[428324],[433841],[434888],[442705],[449268],[450231],[451742],[453602],[453680],[455115],[465141],[466652],[468512],[474084],[475518],[476887],[477347],[477979],[478624],[486941],[489743],[495315],[496749],[497712],[498578],[499855],[501401],[503147],[503225],[504660],[505446],[510153],[511982],[516433],[518007],[519385],[528001],[528854],[529512],[530815],[535114],[535192],[535510],[537873],[544850],[547175],[551870],[554233],[559678],[560641],[562152],[564012],[564090],[565525],[566311],[576558],[577379],[583121],[584084],[585595],[586874],[587455],[587533],[587851],[595606],[597115],[602365],[607937],[609371],[611200],[612477],[617477],[618517],[622944],[623022],[623669],[624636],[625053],[630027],[632926],[640169],[640990],[642351],[642768],[647742],[649983],[651944],[656243],[656321],[656639],[662022],[663531],[673229],[674672],[675525],[677486],[681785],[681863],[682181],[684544],[685320],[686960],[700607],[706349],[707312],[708823],[710683],[710761],[712982],[719104],[719521],[720183],[720600],[721673],[726739],[727052],[729710],[735255],[735902],[742205],[743648],[744501],[745676],[745989],[749687],[754114],[754192],[755806],[761197],[772160],[777157],[778488],[781584],[781662],[783276],[783693],[788667],[791566],[792110],[806327],[808623],[810584],[814883],[814961],[815279],[820662],[822171],[828398],[828711],[829504],[829817],[830985],[836718],[839369],[839786],[841938],[851015],[852346],[855442],[855520],[856709],[860439],[860856],[861929],[867308],[875511],[882461],[884757],[889612],[890029],[891102],[891383],[896168],[896481],[899139],[904684],[905331],[919116],[920447],[923543],[923621],[925235],[930626],[944751],[945871],[947354],[955681],[955994],[958268],[967731],[968148],[969221],[969502],[977633],[977946],[979114],[984649],[990067],[999144],[1000475],[1003571],[1003649],[1008234],[1008547],[1009715],[1015448],[1018099],[1018516],[1020668],[1034250],[1039169],[1039586],[1040659],[1040940],[1046038],[1054241],[1075404],[1077834],[1080437],[1089870],[1090183],[1091351],[1100430],[1101913],[1107097],[1112827],[1122290],[1122707],[1123780],[1124061],[1132142],[1133625],[1141952],[1142265],[1144539],[1155492],[1163904],[1164217],[1165385],[1176338],[1189920],[1201451],[1201868],[1212897],[1216447],[1217930],[1224893],[1234000],[1239792],[1249225],[1249538],[1250706],[1269661],[1272264],[1283178],[1292257],[1293740],[1304654],[1315607],[1323579],[1330433],[1330746],[1341831],[1354306],[1378819],[1380302],[1408127],[1413160],[1435022],[1445936],[1452365],[1454414],[1461159],[1465235],[1472402],[1484021],[1538207],[1576678],[1583302],[1584387],[1595696],[1660465],[1667632],[1712196],[1723656],[1787523],[1909927] ] cell #2108 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2109 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2110 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2111 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2112 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [393756],[467829],[500878],[514282],[525526],[554925],[586253],[586772],[601682],[613500],[618774],[628940],[646655],[651125],[657811],[672197],[672608],[673127],[685236],[701596],[710000],[718056],[720854],[731007],[741173],[741584],[742103],[749944],[760110],[762233],[776720],[777414],[778404],[779971],[787580],[805295],[805706],[806225],[809765],[816451],[818334],[827668],[838321],[841119],[850578],[851272],[852262],[853829],[858312],[861110],[868656],[871263],[881429],[881840],[882359],[887485],[889528],[890283],[892399],[900436],[910602],[918679],[919373],[920363],[921930],[929539],[931662],[940695],[950887],[954951],[963701],[965604],[967647],[968402],[970518],[975797],[984028],[984547],[986450],[989248],[998707],[999401],[1000391],[1001958],[1006398],[1006506],[1017051],[1019849],[1030002],[1032559],[1034952],[1037042],[1039085],[1039840],[1040222],[1041956],[1047386],[1049993],[1060159],[1062282],[1072866],[1074967],[1081663],[1083183],[1085537],[1088034],[1088142],[1098017],[1104659],[1107013],[1109510],[1118260],[1120163],[1122206],[1122961],[1123343],[1125077],[1137158],[1141222],[1149972],[1151875],[1153395],[1154673],[1156789],[1159677],[1162068],[1162176],[1165301],[1172721],[1175519],[1183065],[1185672],[1188229],[1194161],[1199240],[1200403],[1201367],[1202947],[1208090],[1208198],[1208685],[1212078],[1212460],[1221463],[1224245],[1224809],[1230547],[1241018],[1242538],[1244892],[1247389],[1247497],[1250622],[1264693],[1265921],[1273490],[1275010],[1277364],[1279177],[1279861],[1279969],[1280456],[1291685],[1301337],[1310087],[1311990],[1314788],[1315170],[1316904],[1322931],[1323495],[1324574],[1329703],[1329811],[1331804],[1332254],[1334541],[1337922],[1341747],[1350739],[1351967],[1353678],[1353796],[1359914],[1362775],[1365319],[1370462],[1370570],[1371057],[1378247],[1392666],[1394470],[1395633],[1398177],[1403320],[1403428],[1403915],[1407308],[1407690],[1408426],[1410419],[1428679],[1436248],[1437768],[1440122],[1442619],[1442727],[1445852],[1453786],[1453904],[1454944],[1455394],[1456511],[1462306],[1462505],[1464587],[1465151],[1471467],[1479472],[1481276],[1482439],[1484367],[1488092],[1493221],[1493329],[1495322],[1501440],[1515485],[1520950],[1522388],[1526079],[1526187],[1528180],[1528630],[1530917],[1534298],[1538123],[1538888],[1556184],[1559151],[1561695],[1566838],[1566946],[1567433],[1574623],[1584733],[1585524],[1585723],[1586802],[1592933],[1595068],[1595186],[1597793],[1607512],[1608950],[1612641],[1612749],[1617702],[1618152],[1619269],[1625263],[1634225],[1642230],[1645197],[1650174],[1650624],[1651741],[1652005],[1657536],[1657735],[1659817],[1660381],[1666697],[1683322],[1684760],[1688451],[1688559],[1690552],[1696670],[1714791],[1715965],[1724002],[1726071],[1735495],[1735945],[1737062],[1737326],[1745639],[1745838],[1746917],[1752822],[1757908],[1767627],[1769065],[1772756],[1772864],[1777351],[1777550],[1778629],[1784760],[1786895],[1787013],[1789620],[1804576],[1809529],[1809979],[1811096],[1811360],[1817090],[1826052],[1847671],[1851644],[1860472],[1860671],[1861750],[1870461],[1871635],[1876643],[1881741],[1891165],[1891615],[1892732],[1892996],[1901062],[1902236],[1910273],[1912342],[1923333],[1931910],[1932109],[1933188],[1944179],[1959135],[1968621],[1969071],[1978291],[1981090],[1982264],[1988841],[1996413],[2001201],[2010029],[2010228],[2011307],[2030374],[2040480],[2049191],[2050365],[2060471],[2071462],[2078973],[2084094],[2084293],[2092865],[2103201],[2123049],[2124223],[2147720],[2151693],[2170630],[2180736],[2187199],[2188343],[2193020],[2195711],[2201031],[2210190],[2251505],[2282863],[2289099],[2289623],[2296661],[2342382],[2347702],[2382422],[2388841],[2430514],[2509367] ] cell #2113 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [58748],[73639],[89640],[97854],[105762],[117799],[127887],[129082],[136440],[137735],[151533],[153473],[163654],[164555],[174928],[177658],[178311],[185016],[190656],[194142],[205418],[207668],[209608],[210261],[220026],[221966],[226037],[232147],[233048],[238764],[240667],[246544],[256918],[257469],[260404],[263479],[271396],[274882],[286158],[288408],[290348],[291001],[294774],[296592],[303856],[305759],[311636],[315736],[317639],[318459],[323516],[332431],[334334],[340211],[350585],[351136],[354071],[357146],[361329],[363650],[369432],[371250],[378514],[380417],[382836],[384654],[391918],[393821],[399698],[401799],[403617],[410881],[412784],[418661],[422761],[424664],[425484],[430541],[437188],[445714],[448035],[453817],[455635],[460624],[462945],[468727],[470545],[477809],[479712],[481855],[484176],[489958],[491776],[499040],[500943],[503362],[505180],[512444],[514347],[520224],[528216],[531238],[535329],[538335],[539764],[542085],[547598],[556124],[558445],[564227],[566045],[571041],[579567],[581888],[587670],[589488],[594477],[596798],[602580],[604398],[611662],[613565],[621893],[623159],[629502],[632660],[634652],[652367],[656458],[660893],[663214],[674887],[677909],[682000],[685006],[686435],[688756],[694269],[702795],[705116],[710898],[712716],[724126],[725159],[727525],[732163],[735585],[743863],[754329],[760672],[765822],[780533],[781799],[788142],[791300],[793292],[811007],[815098],[819533],[821854],[830290],[835017],[837504],[854391],[855657],[865415],[872419],[893555],[894588],[896954],[901592],[905014],[923758],[930101],[935251],[946657],[953342],[971674],[972707],[978419],[983146],[1003786],[1009020],[1013747],[1016234],[1044145],[1051149],[1067868],[1090656],[1095383],[1101216],[1127266],[1132928],[1139613],[1164690],[1169417],[1217233],[1227223],[1250011],[1254738],[1259695],[1293043],[1331219],[1345741],[1379605],[1422453],[1461945],[1509259],[1591782],[1712705] ] cell #2114 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393262],[468616],[513788],[528105],[555972],[602469],[613006],[621741],[674776],[692439],[702643],[710787],[743752],[780381],[781688],[792845],[819381],[854239],[855546],[892118],[894436],[905929],[923647],[970237],[972555],[1003675],[1008936],[1010425],[1025686],[1041675],[1043993],[1090572],[1092061],[1124796],[1127114],[1132477],[1134370],[1164606],[1166095],[1216782],[1218675],[1234735],[1249927],[1251416],[1260013],[1292592],[1294129],[1294485],[1331135],[1346059],[1363454],[1379154],[1380691],[1381047],[1422771],[1423957],[1461494],[1472791],[1484897],[1493903],[1509577],[1510763],[1554457],[1577067],[1585263],[1592100],[1602776],[1615075],[1640503],[1668021],[1705993],[1714527],[1724532],[1731369],[1742773],[1794603],[1832330],[1840168],[1850206],[1910803],[1917640],[1970788],[2028936],[2140217], [110229,294271],[115196,303021],[149442,368929],[150536,370834],[156985,382333],[161952,391083],[172325,410046],[193107,447339],[201473,313812],[201539,201735],[203997,465634],[205577,468224],[206671,470129],[217935,489455],[219029,491360],[222902,498205],[223715,690031],[230445,511609],[240108,527713],[253478,253698],[253790,553202],[256324,553091],[258816,389994],[258882,259078],[259369,557749],[261340,393328],[273847,581192],[278492,589072],[279369,590552],[284737,599487],[286317,602077],[287411,603982],[291284,610827],[292097,823129],[294663,618271],[305200,450346],[305266,305462],[314249,649234],[317080,648842],[320076,320296],[320388,470240],[322922,472668],[327938,665903],[333775,674384],[334867,676270],[342662,688060],[343756,689965],[347457,699873],[349991,699762],[350943,924438],[352483,510520],[352549,352745],[353036,704420],[355007,513854],[357681,712300],[358558,713780],[361177,720368],[369321,530569],[370945,373685],[373373,373593],[379858,743360],[380950,745246],[382725,749441],[383064,752911],[390431,558141],[396570,771426],[399104,771315],[400056,1004466],[401688,776911],[401877,777199],[406925,782413],[412225,584199],[412291,412487],[421274,807874],[422781,1040701],[424105,807482],[425197,809368],[427101,427321],[427413,604093],[429947,606521],[432992,821158],[434086,823063],[434963,613072],[445562,624821],[447731,450783],[451463,856382],[453706,850769],[453895,851057],[458943,856271],[460472,860624],[468955,654178],[476322,884008],[477829,1123822],[479153,883616],[480245,885502],[481703,889797],[481858,889400],[482308,890083],[487859,895351],[489847,677240],[491471,494211],[493899,494119],[500384,691067],[500450,500646],[501476,692505],[503251,918870],[503440,919158],[503590,922340],[505183,1165173],[508488,924372],[510957,704812],[517096,712411],[519630,714839],[520582,1190737],[533049,536345],[535218,970015],[535407,970303],[537559,973862],[538355,1212939],[539612,967916],[539767,967519],[540217,968202],[545768,973470],[561873,1004511],[564116,998898],[564305,999186],[564455,1002368],[566048,1250494],[569353,1004400],[570594,1005778],[570736,1008098],[571035,1008319],[579415,783461],[581584,584636],[585316,782524],[587559,792623],[587748,792911],[589183,591923],[591611,591831],[592796,799981],[594325,1039354],[594480,1038957],[594930,1039640],[596792,1293512],[602808,812818],[610175,821550],[611682,1315649],[623048,1075158],[623237,1075446],[629350,1092615],[629505,1092218],[629955,1092901],[631858,1096264],[632663,1341619],[634205,1087414],[634347,1089734],[634646,1089955],[656347,1124574],[656536,1124862],[658688,1128421],[660741,1122475],[660896,1122078],[661346,1122761],[663208,1380074],[667524,1128958],[668411,1131999],[679720,683016],[681889,891896],[682078,892184],[684230,895743],[685026,1408169],[686283,906483],[686438,906086],[686888,906769],[688452,691504],[690076,692184],[693964,1163768],[694263,1163989],[708544,924483],[711126,937062],[712719,1445724],[722689,1197500],[725007,1201636],[725162,1201239],[725612,1201922],[727441,1214033],[727528,1464086],[730312,1219425],[731858,1218587],[732157,1218808],[735579,1472174],[736500,1213263],[737387,1216304],[754218,1234513],[754407,1234801],[760520,1251970],[760675,1251573],[761125,1252256],[763028,1255619],[765517,1249089],[765816,1249310],[773098,1256526],[787990,1010979],[788145,1010582],[788595,1011265],[790498,1014628],[791303,1537995],[792987,1025598],[793286,1025819],[795103,798399],[797272,799613],[801509,1292114],[814987,1041453],[815176,1041741],[817328,1045300],[821848,1576450],[823174,825282],[830206,1326849],[830293,1322430],[831695,1326079],[834712,1330297],[835011,1330518],[837053,1342762],[837498,1594574],[842006,1347887],[846956,1342572],[862945,1359872],[865263,1364008],[865418,1363611],[865868,1364294],[867697,1376405],[870568,1381797],[872114,1380959],[872413,1381180],[877643,1378676],[896870,1129728],[896957,1659316],[899741,1135120],[901287,1134282],[901586,1134503],[905008,1667404],[906816,1150129],[911012,913520],[929949,1166649],[930104,1166252],[930554,1166935],[932457,1170298],[939231,941572],[943039,1452161],[946206,1457025],[946651,1453292],[947743,1458759],[948099,1456835],[951225,1461016],[953268,1722708],[953660,1473337],[978335,1490367],[978422,1485948],[979824,1489597],[982285,1494653],[982841,1493815],[983140,1494036],[985182,1506280],[990135,1511405],[1015783,1256716],[1016228,1786401],[1020736,1261841],[1026436,1029307],[1046427,1289843],[1049298,1295235],[1050844,1294397],[1051143,1294618],[1060569,1063077],[1065047,1583094],[1067794,1583439],[1068186,1587719],[1069372,1588844],[1080826,1600041],[1097598,1614919],[1100765,1619783],[1101210,1616050],[1102302,1621517],[1102658,1619593],[1105784,1623774],[1108219,1636095],[1115998,1635549],[1134014,1389390],[1139539,1908979],[1139931,1386531],[1168556,1426614],[1171453,1419474],[1176406,1424599],[1182106,1184977],[1191196,1712144],[1193742,1714371],[1195709,1717911],[1206865,1728113],[1218319,1476196],[1224402,1743209],[1227149,1743554],[1227541,1747834],[1228727,1748959],[1240181,1760156],[1253877,1513420],[1261199,1519306],[1263856,1266793],[1272653,1791868],[1300046,1550049],[1307825,1827376],[1323088,1840604],[1334122,1850050],[1336089,1853590],[1347245,1605868],[1349902,1352839],[1353568,1867814],[1358081,1873581],[1369237,1883783],[1390939,1649011],[1402095,1914384],[1413549,1671426],[1435411,1946427],[1449107,1708650],[1453676,1962071],[1464744,1971224],[1477745,1734332],[1499607,2003147],[1530498,2028780],[1532465,2032320],[1543621,1797695],[1546278,1549215],[1565613,2062513],[1594958,2086315],[1659974,2140653],[1672975,1920603],[1694837,2172576],[1786785,2244955] ] cell #2115 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [102231],[130615],[155006],[167529],[179191],[196829],[211141],[213216],[223499],[225649],[245027],[247827],[257060],[263091],[277569],[281598],[282384],[291881],[299453],[304032],[312828],[321999],[324799],[325585],[338694],[341494],[347097],[350727],[356758],[362616],[366718],[374111],[381287],[387515],[392094],[396210],[399840],[406478],[411057],[419853],[420951],[429024],[431824],[432610],[437644],[437938],[447001],[451103],[458496],[459317],[461911],[466013],[473406],[474901],[475999],[483142],[487244],[494637],[501813],[508041],[512620],[516736],[522001],[522861],[527375],[531694],[531988],[537236],[541051],[545153],[548054],[548348],[557411],[561513],[562678],[568906],[571497],[571791],[580854],[584956],[592349],[593170],[595764],[599866],[607259],[609852],[615649],[620680],[625415],[626275],[627995],[630789],[631651],[635108],[635402],[643130],[643990],[648504],[652823],[653117],[658365],[659586],[662180],[666282],[668672],[669532],[678365],[678659],[683907],[687722],[691824],[694725],[695019],[704082],[708184],[715577],[717984],[722862],[724582],[727882],[730039],[732619],[732913],[733843],[735413],[737648],[738508],[746819],[751850],[756585],[757445],[759165],[761959],[766278],[766572],[774289],[784055],[784915],[786635],[789429],[790291],[793748],[794042],[799290],[801770],[802630],[811463],[811757],[817005],[820820],[824922],[827594],[833883],[835473],[837338],[838249],[840110],[842267],[843127],[844117],[845141],[848147],[858240],[863118],[864838],[868138],[870295],[872875],[873169],[875669],[877904],[878764],[894011],[897311],[899468],[902048],[902342],[903272],[904842],[907077],[907937],[909657],[913313],[916248],[926014],[926874],[928594],[931388],[935707],[936001],[941249],[946491],[950369],[951486],[953961],[954141],[954877],[959009],[962026],[972130],[975723],[982012],[983602],[986378],[988239],[990396],[991256],[993270],[996276],[1012613],[1014203],[1016068],[1016979],[1018840],[1020997],[1021857],[1022847],[1023871],[1026877],[1029034],[1032838],[1034408],[1043568],[1046868],[1049025],[1051605],[1051899],[1054399],[1056634],[1057494],[1059214],[1068487],[1068667],[1072794],[1073576],[1075676],[1076301],[1094249],[1095839],[1101050],[1104928],[1106045],[1108700],[1109436],[1113568],[1126689],[1132762],[1136640],[1137757],[1139347],[1140232],[1140412],[1141148],[1145280],[1148297],[1150892],[1153664],[1157671],[1158695],[1168283],[1169873],[1172649],[1174510],[1176667],[1177527],[1179541],[1182547],[1184704],[1190078],[1194402],[1195027],[1196190],[1199166],[1202161],[1217067],[1220945],[1222062],[1223652],[1227842],[1228022],[1232931],[1253604],[1255194],[1260314],[1260494],[1262604],[1264621],[1265403],[1266520],[1267503],[1268128],[1278871],[1279051],[1292877],[1296755],[1297872],[1300527],[1301263],[1305395],[1313779],[1318810],[1323788],[1346360],[1346540],[1348650],[1350667],[1351449],[1352566],[1356774],[1357399],[1379439],[1383317],[1384434],[1387212],[1389632],[1390257],[1391420],[1392360],[1392540],[1394396],[1396343],[1397391],[1423072],[1423252],[1425362],[1428161],[1441809],[1461779],[1474018],[1476438],[1477063],[1478226],[1479166],[1479346],[1481202],[1483149],[1487306],[1509878],[1510058],[1512168],[1514967],[1517786],[1520164],[1524149],[1553150],[1553775],[1555878],[1556058],[1588400],[1592401],[1592581],[1604348],[1606726],[1610711],[1624537],[1639196],[1639821],[1641924],[1642104],[1646783],[1682536],[1686521],[1717516],[1720946],[1721571],[1732104],[1748515],[1752516],[1752696],[1766841],[1770826],[1839257],[1842763],[1846885],[1873186],[1960847],[1961271],[1992320] ] cell #2116 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [183295],[215816],[250427],[267460],[284198],[307700],[327399],[329781],[344094],[346649],[372245],[375864],[394218],[395762],[414725],[420111],[421146],[434424],[443381],[448909],[467870],[471540],[475159],[476194],[492771],[496390],[503641],[514744],[516288],[525567],[528495],[537431],[553791],[554850],[559319],[564506],[577234],[582762],[601723],[605393],[609012],[610047],[616288],[618699],[628981],[631909],[640845],[646696],[649624],[651053],[658560],[672238],[675166],[684102],[700462],[701521],[705990],[711177],[717835],[720782],[728521],[730932],[741214],[744142],[747458],[749869],[760151],[763079],[772015],[774928],[777339],[787621],[790549],[799485],[805336],[808264],[809693],[817200],[827448],[838100],[841047],[848786],[851197],[858091],[861038],[868777],[871188],[881470],[884398],[887264],[890211],[897950],[900361],[910643],[913571],[916887],[919298],[929580],[932508],[941444],[951008],[954731],[959648],[963742],[965383],[968330],[975577],[986229],[989176],[996915],[999326],[1006178],[1016830],[1019777],[1027516],[1029927],[1036821],[1039768],[1047507],[1049918],[1060200],[1063128],[1072645],[1074215],[1081442],[1085462],[1087814],[1109290],[1114207],[1119942],[1122889],[1137279],[1141002],[1145919],[1150013],[1151654],[1154601],[1161848],[1172500],[1175447],[1183186],[1185597],[1199020],[1200182],[1202872],[1207870],[1212006],[1221584],[1233570],[1240797],[1247169],[1264472],[1266042],[1273269],[1277289],[1279641],[1301117],[1306034],[1311769],[1314716],[1324499],[1329483],[1332182],[1350518],[1352088],[1362554],[1370242],[1394250],[1395412],[1398102],[1403100],[1407236],[1428800],[1436027],[1442399],[1455322],[1462303],[1481056],[1482218],[1488017],[1493001],[1515606],[1520875],[1525859],[1528558],[1558930],[1566618],[1585521],[1607437],[1612421],[1618080],[1644976],[1650552],[1657533],[1683247],[1688231],[1735873],[1745636],[1767552],[1772536],[1777348],[1809907],[1847596],[1860469],[1891543],[1931907],[1968999],[2010026],[2084091],[2187196] ] cell #2117 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [323219],[388829],[418364],[430244],[440257],[467242],[495609],[495951],[509355],[519927],[524939],[534307],[550667],[554891],[574110],[574630],[574972],[586185],[601095],[608573],[616037],[618740],[628353],[637721],[638241],[638583],[646068],[655436],[670959],[671610],[672540],[673865],[680978],[697338],[697858],[698200],[701562],[709413],[718022],[728270],[730973],[739935],[740586],[741516],[742841],[747207],[749910],[759523],[762640],[768891],[769411],[769753],[774677],[776652],[777380],[779384],[786993],[796361],[804057],[804708],[805638],[806963],[814076],[838287],[846530],[848535],[850510],[851238],[853242],[858278],[866179],[866521],[868526],[871229],[874163],[880191],[880842],[881772],[883097],[887451],[887549],[897699],[900402],[910015],[912270],[916636],[918611],[919339],[919702],[921343],[928952],[932069],[938320],[950757],[952783],[958740],[959397],[963114],[965570],[965668],[975178],[979586],[983960],[986416],[986584],[994659],[996664],[998639],[999367],[999730],[1001371],[1017017],[1025260],[1027265],[1029968],[1031972],[1037008],[1037106],[1040154],[1047256],[1049959],[1052893],[1059572],[1061827],[1062689],[1067738],[1072832],[1073000],[1073964],[1074899],[1076473],[1079989],[1081629],[1081727],[1085503],[1085866],[1097247],[1097949],[1101465],[1113299],[1113956],[1117673],[1120129],[1120227],[1123275],[1137028],[1145011],[1145668],[1149385],[1151841],[1151939],[1160084],[1163295],[1172687],[1172855],[1180930],[1182935],[1185638],[1186001],[1187642],[1188572],[1193391],[1194093],[1195199],[1200369],[1200467],[1202315],[1202913],[1205231],[1206392],[1212392],[1221333],[1224059],[1224177],[1228254],[1233319],[1235828],[1239344],[1240984],[1241082],[1248616],[1264659],[1264827],[1265791],[1268300],[1271816],[1273456],[1273554],[1277330],[1277693],[1283650],[1288024],[1305126],[1305783],[1309500],[1311956],[1312054],[1312124],[1315102],[1322745],[1322863],[1323942],[1324540],[1325676],[1331536],[1331621],[1333771],[1334473],[1340847],[1350705],[1350873],[1351837],[1353613],[1357571],[1362741],[1362839],[1364687],[1368764],[1390429],[1395599],[1395697],[1395767],[1397545],[1398143],[1400461],[1401622],[1407622],[1409196],[1412712],[1428549],[1431058],[1434574],[1436214],[1436312],[1443846],[1453721],[1454676],[1454761],[1455879],[1462276],[1464401],[1464519],[1467332],[1477235],[1482405],[1482503],[1482573],[1487460],[1488058],[1489194],[1495139],[1504365],[1515355],[1520318],[1520916],[1522052],[1523158],[1527912],[1527997],[1530147],[1530849],[1537223],[1539071],[1543148],[1553947],[1559117],[1559215],[1559285],[1561063],[1565140],[1585494],[1586619],[1595003],[1597161],[1606880],[1607478],[1608614],[1609720],[1617434],[1617519],[1618637],[1630090],[1639993],[1645163],[1645261],[1645331],[1649906],[1649991],[1651109],[1652188],[1657506],[1659631],[1659749],[1662562],[1668507],[1677733],[1682690],[1683288],[1684424],[1685530],[1690369],[1699595],[1721743],[1725888],[1735227],[1735312],[1736430],[1737509],[1745609],[1746734],[1757276],[1766995],[1767593],[1768729],[1769835],[1777321],[1778446],[1779486],[1786830],[1788988],[1800441],[1809261],[1809346],[1810464],[1811543],[1821917],[1837088],[1847039],[1847637],[1857422],[1860442],[1861567],[1862607],[1877413],[1881558],[1890897],[1890982],[1892100],[1893179],[1912159],[1922701],[1931880],[1933005],[1934045],[1943547],[1955000],[1962003],[1968353],[1968438],[1977659],[1996596],[2009999],[2011124],[2012164],[2036152],[2040297],[2060288],[2070830],[2077620],[2078212],[2084064],[2086247],[2092682],[2103962],[2110397],[2147088],[2180553],[2187169],[2187223],[2194950],[2211310],[2244887],[2251322],[2288759],[2295541],[2310451],[2341621],[2429394] ] cell #2118 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [393701],[467669],[500823],[514227],[525366],[554916],[586244],[586612],[601522],[613445],[618765],[628780],[646495],[651127],[672037],[672599],[672967],[685227],[701587],[709840],[718047],[720856],[730998],[741013],[741575],[741943],[749935],[759950],[776711],[777405],[778395],[779811],[787420],[805135],[805697],[806065],[809767],[818325],[827670],[838312],[841121],[850569],[851263],[852253],[853669],[858303],[861112],[871254],[874590],[881269],[881831],[882199],[887476],[889519],[890285],[892390],[900427],[910442],[918670],[919364],[920354],[921770],[929379],[954953],[963541],[965595],[967638],[968404],[970509],[975799],[984019],[984387],[986441],[989250],[992345],[998698],[999392],[1000382],[1001798],[1006400],[1006497],[1017042],[1019851],[1029993],[1032399],[1037033],[1039076],[1039842],[1040213],[1041947],[1049984],[1053320],[1059999],[1072857],[1074958],[1080993],[1081654],[1085528],[1088036],[1088133],[1098008],[1102469],[1107004],[1109512],[1109681],[1118100],[1120154],[1122197],[1122963],[1123334],[1125068],[1141224],[1149812],[1151866],[1154675],[1156780],[1162070],[1162167],[1165292],[1172712],[1175521],[1178616],[1185663],[1188069],[1188999],[1194152],[1199242],[1199411],[1200394],[1201358],[1202938],[1206442],[1208092],[1208189],[1212080],[1212451],[1224109],[1224800],[1228304],[1240348],[1241009],[1244883],[1247391],[1247488],[1250613],[1264684],[1272820],[1273481],[1277355],[1279863],[1279960],[1288451],[1291676],[1301339],[1301508],[1309927],[1311981],[1314790],[1315161],[1316895],[1317885],[1322795],[1323486],[1324565],[1329705],[1329802],[1331671],[1332256],[1334532],[1335679],[1341738],[1350730],[1353550],[1353663],[1357671],[1362766],[1365310],[1368814],[1370464],[1370561],[1378238],[1394472],[1394641],[1395624],[1398168],[1401672],[1403322],[1403419],[1407310],[1407681],[1413716],[1418251],[1435578],[1436239],[1440113],[1442621],[1442718],[1442790],[1445843],[1453658],[1453771],[1454811],[1455396],[1456502],[1462308],[1462382],[1464451],[1465142],[1471458],[1481278],[1481447],[1482430],[1484244],[1488083],[1493223],[1493320],[1495189],[1499197],[1520941],[1526081],[1526178],[1526250],[1528047],[1528632],[1530908],[1532055],[1538114],[1539694],[1543198],[1559142],[1561686],[1565190],[1566840],[1566937],[1574614],[1584610],[1585526],[1585600],[1586669],[1592928],[1594940],[1595053],[1597784],[1607503],[1612643],[1612740],[1612812],[1617569],[1618154],[1619260],[1625140],[1634216],[1645188],[1650041],[1650626],[1651732],[1652811],[1657538],[1657612],[1659681],[1660372],[1666688],[1668557],[1672565],[1683313],[1688453],[1688550],[1688622],[1690419],[1694427],[1714786],[1715842],[1723879],[1725938],[1735362],[1735947],[1737053],[1738132],[1745641],[1745715],[1746784],[1757899],[1767618],[1772758],[1772855],[1772927],[1777353],[1777427],[1778496],[1779536],[1784755],[1786767],[1786880],[1789611],[1795491],[1804567],[1809396],[1809981],[1811087],[1812166],[1816967],[1826043],[1847662],[1851521],[1860474],[1860548],[1861617],[1862657],[1870456],[1871512],[1881608],[1891032],[1891617],[1892723],[1893802],[1901057],[1902113],[1903103],[1910150],[1912209],[1923324],[1931912],[1931986],[1933055],[1934095],[1944170],[1959126],[1968488],[1969073],[1978282],[1981085],[1982141],[1983131],[1997219],[2001078],[2010031],[2010105],[2011174],[2012214],[2030251],[2040347],[2049186],[2050242],[2051232],[2060338],[2071453],[2078262],[2084096],[2084170],[2092732],[2110447],[2123044],[2124100],[2125090],[2147711],[2151570],[2170507],[2180603],[2187201],[2187713],[2193015],[2195000],[2200908],[2211360],[2217268],[2251372],[2282740],[2289094],[2289143],[2296031],[2310941],[2341671],[2347579],[2382409],[2388361],[2401765],[2429884],[2508887] ] cell #2119 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [521895],[533324],[548754],[590727],[614122],[625309],[627674],[643024],[644399],[653523],[654453],[679995],[689721],[711000],[713955],[729933],[734249],[747830],[753186],[756479],[757854],[758844],[781901],[783949],[786314],[795378],[796853],[809543],[812163],[813093],[819194],[822819],[833777],[841835],[844526],[855759],[861826],[864517],[869149],[870189],[874505],[885677],[894249],[899362],[903678],[909336],[922615],[923860],[924128],[925908],[927283],[928273],[934883],[937337],[938812],[944203],[958550],[961060],[972368],[979396],[981906],[989964],[992655],[1002643],[1003888],[1004156],[1005386],[1012507],[1013379],[1014903],[1020565],[1023256],[1028928],[1033244],[1036402],[1040556],[1043247],[1043806],[1044881],[1047879],[1048919],[1053235],[1058893],[1065897],[1077286],[1080032],[1087022],[1094143],[1095015],[1096539],[1098762],[1101508],[1113109],[1119523],[1123677],[1126368],[1126927],[1128002],[1129247],[1130474],[1131985],[1139026],[1144821],[1147331],[1155389],[1158080],[1161056],[1161421],[1165667],[1168177],[1169049],[1176235],[1178926],[1184598],[1188914],[1197108],[1198643],[1203390],[1212794],[1213552],[1214779],[1216290],[1223331],[1225252],[1239387],[1246377],[1246742],[1250988],[1253498],[1254370],[1256298],[1257724],[1259172],[1259537],[1266414],[1269113],[1271859],[1283460],[1285644],[1285970],[1288366],[1288806],[1289362],[1290589],[1293335],[1304936],[1315504],[1318195],[1326368],[1327571],[1327936],[1337512],[1339023],[1342113],[1342344],[1343770],[1345218],[1345583],[1352460],[1359480],[1361015],[1375166],[1375368],[1375924],[1377151],[1379897],[1387106],[1388353],[1388909],[1398620],[1408024],[1410009],[1411520],[1412755],[1415716],[1418561],[1419056],[1420482],[1434617],[1446218],[1448402],[1456607],[1457722],[1458278],[1460611],[1467779],[1469227],[1469592],[1471997],[1473912],[1475159],[1475715],[1489886],[1491089],[1491454],[1501030],[1502541],[1505631],[1505862],[1507288],[1517028],[1518888],[1533888],[1535399],[1538489],[1540146],[1541594],[1541959],[1545484],[1571542],[1576273],[1579234],[1582816],[1582902],[1588294],[1588426],[1590931],[1593555],[1598351],[1599004],[1599560],[1603590],[1605450],[1619365],[1620480],[1621036],[1623369],[1630537],[1631985],[1632350],[1634755],[1646876],[1663009],[1664457],[1664822],[1667227],[1669736],[1670389],[1670945],[1696260],[1697771],[1700861],[1707856],[1712343],[1715413],[1716758],[1722171],[1727695],[1732197],[1742931],[1743017],[1748409],[1748541],[1751046],[1753670],[1758466],[1759119],[1759675],[1785382],[1790178],[1790831],[1791387],[1797277],[1822364],[1823812],[1824177],[1826582],[1829091],[1840326],[1840412],[1841274],[1842553],[1842856],[1848022],[1868013],[1871083],[1872428],[1875790],[1877841],[1883365],[1906391],[1908442],[1913966],[1939941],[1944737],[1945390],[1945946],[1962270],[1963058],[1963919],[1970946],[1971032],[1973173],[1986419],[1990831],[1992110],[1992413],[1997579],[2005356],[2021283],[2026752],[2054520],[2056571],[2062095],[2079951],[2086514],[2088163],[2097417],[2105017],[2105878],[2115132],[2128378],[2133348],[2140375],[2140461],[2142602],[2155848],[2167008],[2174785],[2196689],[2204901],[2213049],[2221261],[2238591],[2245154],[2246803],[2256057],[2273772],[2287018],[2305007],[2319917],[2343360],[2351572],[2367932],[2438860],[2453770], [658224,1115619],[756088,1236641],[799149,1548836],[816864,1307446],[831267,1328715],[866903,1365762],[905830,1918468],[906580,1669142],[925517,1431871],[941108,1448728],[946949,1459139],[1009997,1525091],[1010326,2021586],[1011076,1780121],[1025642,1795417],[1045633,1562138],[1056137,1573527],[1091633,1611653],[1091962,2097720],[1092712,1863242],[1130194,2132487],[1133220,1654369],[1134326,1903029],[1136181,1655841],[1165996,2161842],[1166746,1934680],[1181312,1702518],[1214499,2204040],[1217525,1739690],[1218631,1983057],[1220486,1741162],[1251317,2230818],[1252067,2012799],[1257794,2020004],[1263062,1782758],[1290309,2263657],[1294441,2051158],[1296296,1815196],[1343840,2096138],[1349108,1865879],[1363355,2316243],[1364105,2111032],[1376871,2327268],[1381003,2125016],[1382858,1896832],[1387700,1901684],[1420552,2160260],[1421674,2359720],[1425820,1937317],[1460331,2387426],[1474506,1981712],[1484798,2401716],[1493859,2217194],[1507358,2229236],[1508480,2417629],[1512626,2015436],[1551218,2049813],[1552252,2264518],[1585164,2468229],[1591001,2294528],[1601613,2477109],[1614595,2483972],[1615031,2310429],[1637264,2123671],[1638298,2328129],[1681722,2161539],[1703710,2538155],[1714047,2543620],[1714483,2383595],[1720120,2193642],[1724433,2548185],[1730270,2393746],[1766027,2230515],[1793440,2584134],[1830125,2461982],[1849726,2613890],[1850162,2473278],[1855799,2301960],[1910704,2641852],[1916541,2514272],[1952298,2377186],[2028456,2694630],[2028892,2580303],[2034529,2435813] ] cell #2120 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874138],[986559],[1052868],[1072975],[1109166],[1172830],[1188547],[1198896],[1264802],[1287999],[1300993],[1312099],[1350848],[1394126],[1395742],[1409171],[1442275],[1480932],[1482548],[1523133],[1525735],[1538928],[1559260],[1609695],[1612297],[1645306],[1650500],[1652045],[1668387],[1685505],[1688107],[1735821],[1737366],[1769810],[1772412],[1777590],[1779366],[1809855],[1811400],[1860711],[1862487],[1877388],[1891491],[1893036],[1901270],[1932149],[1933514],[1933925],[1968947],[1981298],[1996453],[2010268],[2011633],[2012044],[2049399],[2050405],[2084333],[2093191],[2103241],[2110277],[2123257],[2124263],[2161125],[2181062],[2188383],[2193228],[2201071],[2210683],[2230101],[2251831],[2282903],[2290116],[2296701],[2301546],[2309984],[2347742],[2376772],[2383150],[2389334],[2430554],[2435399],[2472833],[2509860],[2579858], [361085,943706],[370759,957220],[417336,1544954],[435620,2076658],[445470,1076789],[447502,1079394],[460380,1098265],[470054,1111779],[491285,1143491],[499239,1414386],[515864,2181294],[518899,1707326],[532957,1205485],[548387,976427],[548474,748361],[553016,1232221],[555880,1236144],[557912,1238749],[576022,2252063],[579323,1268616],[581355,1271221],[588997,1282130],[590212,1544846],[600844,1816292],[603907,1303606],[608055,2282916],[611861,1577904],[621649,1328218],[639633,2093423],[644137,859442],[644743,1105446],[649005,1361612],[653156,1110140],[653243,869680],[654086,1367857],[657785,874225],[667260,1897928],[673347,2347755],[679628,1400715],[688223,1412117],[699250,1933746],[699687,1427451],[700933,1689614],[702551,1431374],[704583,1433979],[709222,2376761],[712225,1444888],[713440,1707218],[718165,1455117],[733882,1209826],[733969,961591],[742323,2201084],[748499,1232330],[752819,1491736],[757592,987580],[758198,988757],[762460,992393],[770803,2011865],[771240,1514257],[772486,1773919],[773522,2430567],[779193,2435388],[780289,1524594],[782338,1527242],[795011,1542241],[801437,1810087],[803383,1297273],[806445,2050418],[807645,1557988],[809028,1816184],[811796,1301967],[811883,1048410],[812726,1564233],[816425,1052955],[821321,1575635],[827324,1324268],[838430,1331977],[840628,844870],[844264,1083872],[847380,2296714],[853051,2301535],[854147,1611156],[856196,1613804],[858421,1617875],[858898,1361268],[869818,1111888],[877571,1891723],[879517,1383835],[882579,2124276],[883779,1644034],[885162,1897820],[886229,2509849],[887594,1650347],[888979,1650732],[895514,1656829],[903311,1405056],[903398,1147862],[915481,1932162],[915904,1932670],[917928,1427560],[921152,2161114],[922248,1686966],[927021,1173851],[927627,1175028],[931889,1178664],[936970,1704613],[940669,1188634],[948523,2188396],[950074,1969179],[954607,1202641],[957329,961729],[962779,1483667],[964348,2389323],[965713,1735668],[967098,1736053],[973633,1742150],[975453,1487786],[987036,1238405],[995509,2010281],[995932,2010789],[997956,1514366],[1001180,2230090],[1002276,1771271],[1004700,2579838],[1006054,1520644],[1007504,1777603],[1007927,1778111],[1014536,1783733],[1017160,1528353],[1019358,1023600],[1022994,1275699],[1032877,1546582],[1032964,1286501],[1034926,1288086],[1035341,2049093],[1035786,2049388],[1037151,1809702],[1037628,1557644],[1048548,1303715],[1058247,1314297],[1062509,1317933],[1070504,2290105],[1071703,2084346],[1072126,2084854],[1079050,1083328],[1081772,1862963],[1083157,1609782],[1085132,1613913],[1086336,2472813],[1087690,1607206],[1089140,1860724],[1089563,1861232],[1096172,1866854],[1103082,2103254],[1104633,1877475],[1117338,1646425],[1118462,2122951],[1118907,2123246],[1120272,1891338],[1120749,1643690],[1129636,1899100],[1130924,1900964],[1131369,1901259],[1140878,1397871],[1143600,1148000],[1149050,1396861],[1151984,1668863],[1153369,1409258],[1154182,1158424],[1157818,1416595],[1159904,1418299],[1160370,2159924],[1161724,1683016],[1173307,1433635],[1184227,1444997],[1196422,2383130],[1197582,2192922],[1198027,2193217],[1200512,1968794],[1207746,1737835],[1209196,1737379],[1209619,1738180],[1210945,1741806],[1213941,1979128],[1215229,1980992],[1215674,1981287],[1229859,2210672],[1231058,1996466],[1231481,1997267],[1241127,2012520],[1242512,1769897],[1244487,1774028],[1245691,2228900],[1247045,1767321],[1256506,2017446],[1258486,2019668],[1270877,1275155],[1273599,1779842],[1274984,1523220],[1276959,1527351],[1279517,1539397],[1280967,1538941],[1281390,1539742],[1282239,1286639],[1284437,1287689],[1309165,1560379],[1312576,1575291],[1320789,2467273],[1320889,2288967],[1326757,2081225],[1326885,2294192],[1329359,1847365],[1332130,1858346],[1335063,1863116],[1337962,1862369],[1338407,1862476],[1342552,2093580],[1344532,2095802],[1358794,2309964],[1359954,2110159],[1360399,2110266],[1362884,2110753],[1370118,1893505],[1371568,1893049],[1371991,1893850],[1373317,1897476],[1386351,2130180],[1402976,1652514],[1404426,1652058],[1404849,1652859],[1406175,1656485],[1410459,1668269],[1410904,1668376],[1411773,1416051],[1414495,1417855],[1436357,1934401],[1437742,1685592],[1439717,1689723],[1447195,1450447],[1451859,2382551],[1455270,1965277],[1456815,2189879],[1462545,1978632],[1468541,1982879],[1473157,2201733],[1484307,2401361],[1484407,2210520],[1490275,2214323],[1490403,2217016],[1492877,1996922],[1495648,2007903],[1498581,2012673],[1501480,2011926],[1501925,2012033],[1528506,1775225],[1531439,1779995],[1534338,1779248],[1534783,1779355],[1540908,1795239],[1544502,1547701],[1566494,1811869],[1567944,1811413],[1568367,1812214],[1569693,1815840],[1578013,1581373],[1584673,2467874],[1584773,2289953],[1585763,2080729],[1587128,2082096],[1587539,2291437],[1593141,2093620],[1614617,2310212],[1618028,2107236],[1619573,2313107],[1622040,2110906],[1625303,2120591],[1631299,2124838],[1657775,1898604],[1663771,1902851],[1669016,1671949],[1690878,1929784],[1693811,1934554],[1696710,1933807],[1697155,1933914],[1706874,1710073],[1714069,2383378],[1714999,2189919],[1716005,2190704],[1723942,2547830],[1724042,2389171],[1726397,2198834],[1745878,2213827],[1747243,2215194],[1747654,2404059],[1753256,2226718],[1760679,2226289],[1778955,2019638],[1784968,2017486],[1813867,2052760],[1817130,2046733],[1823126,2050980],[1828371,1831304],[1842139,2292161],[1849748,2473061],[1851684,2299022],[1862076,2095772],[1870669,2313147],[1871675,2313932],[1882067,2322062],[1895503,2126618],[1902276,2131689],[1904631,1907498],[1910213,2641497],[1910313,2509697],[1912668,2345505],[1939527,2157742],[1946950,2372960],[1972759,2391379],[1982304,2203242],[1984659,1987526],[1991696,2404783],[2001241,2411644],[2020869,2237085],[2028478,2580086],[2030414,2432875],[2040806,2254412],[2060797,2455915],[2074233,2285258],[2097003,2303501],[2114718,2492942],[2142188,2511905],[2151733,2349913],[2154088,2156955],[2170670,2532170],[2255643,2437354],[2273358,2599967] ] cell #2121 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289790],[333223],[379306],[401639],[423553],[453657],[478601],[481636],[499832],[503202],[535169],[539545],[562129],[564067],[587510],[594258],[595583],[612454],[622999],[629283],[651921],[656298],[660674],[661999],[681840],[686216],[695083],[708800],[710738],[721650],[724940],[735232],[754169],[755438],[760453],[766636],[781639],[787923],[810561],[814938],[819314],[820639],[827982],[830617],[841915],[845205],[855497],[861906],[865196],[866950],[875488],[891079],[894369],[904661],[923598],[924867],[929882],[936065],[944097],[946996],[955265],[957900],[969198],[972488],[976111],[978746],[990044],[993334],[1003626],[1006712],[1009347],[1020645],[1023935],[1034227],[1040636],[1043926],[1045680],[1054218],[1066086],[1077180],[1080079],[1088348],[1090983],[1098656],[1101555],[1109824],[1112459],[1123757],[1127047],[1130368],[1133267],[1141536],[1144171],[1155469],[1158759],[1162382],[1165017],[1176315],[1179605],[1189897],[1199554],[1203579],[1208404],[1212874],[1214673],[1217572],[1225441],[1236535],[1239434],[1247703],[1250338],[1257913],[1269007],[1271906],[1280175],[1282810],[1290483],[1293382],[1301651],[1304286],[1315584],[1318874],[1328609],[1330017],[1337406],[1341463],[1343959],[1365951],[1370776],[1377045],[1379944],[1394784],[1398809],[1403634],[1408104],[1409903],[1412802],[1420671],[1431765],[1434664],[1442933],[1445568],[1459328],[1460505],[1463036],[1467968],[1472044],[1481590],[1493535],[1500924],[1507477],[1524985],[1526393],[1533782],[1537839],[1540335],[1562327],[1567152],[1573421],[1576320],[1586254],[1591120],[1593602],[1611547],[1612955],[1623263],[1630726],[1654558],[1655735],[1658266],[1663198],[1667274],[1688765],[1696154],[1702707],[1715460],[1721969],[1739879],[1741056],[1746369],[1751235],[1773070],[1778081],[1782947],[1785429],[1815090],[1822553],[1841072],[1861202],[1866068],[1871130],[1896726],[1901731],[1908240],[1932640],[1937506],[1981759],[1990629],[2010759],[2015625],[2019802],[2049860],[2084824],[2095936],[2123718],[2160058],[2193689],[2229034],[2294326],[2382714] ] cell #2122 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431118],[485827],[543736],[571319],[598449],[634930],[664865],[668735],[690407],[694547],[732441],[737711],[763856],[766100],[793570],[801833],[803182],[823505],[835295],[842330],[867807],[872697],[877967],[879316],[901870],[907140],[917428],[933285],[935529],[947853],[951549],[962578],[983424],[984892],[990459],[997456],[1014025],[1021060],[1046537],[1051427],[1056697],[1058046],[1066483],[1069082],[1080936],[1084632],[1095661],[1102412],[1106108],[1107937],[1117137],[1134124],[1137820],[1148849],[1169695],[1171163],[1176730],[1183727],[1192562],[1195427],[1203976],[1206575],[1218429],[1222125],[1225838],[1228437],[1240291],[1243987],[1255016],[1258310],[1260909],[1272763],[1276459],[1287488],[1294239],[1297935],[1299764],[1308964],[1321943],[1332942],[1335807],[1344356],[1346955],[1354934],[1357799],[1366348],[1368947],[1380801],[1384497],[1387792],[1390657],[1399206],[1401805],[1413659],[1417355],[1421068],[1423667],[1435521],[1439217],[1450246],[1459725],[1463599],[1468365],[1472901],[1474598],[1477463],[1485461],[1496460],[1499325],[1507874],[1510473],[1518319],[1529318],[1532183],[1540732],[1543331],[1551310],[1554175],[1562724],[1565323],[1577177],[1580873],[1590059],[1591517],[1598443],[1602486],[1604881],[1626357],[1631123],[1637356],[1640221],[1654955],[1658829],[1663595],[1668131],[1669828],[1672693],[1680691],[1691690],[1694555],[1703104],[1705703],[1719089],[1720212],[1722616],[1727126],[1731087],[1740276],[1751632],[1758558],[1764996],[1781886],[1783344],[1790270],[1794313],[1796708],[1818184],[1822950],[1829183],[1832048],[1841719],[1846119],[1848420],[1865007],[1866465],[1875882],[1882796],[1905360],[1906483],[1908887],[1913397],[1917358],[1937903],[1944829],[1951267],[1963456],[1969290],[1985388],[1986511],[1991276],[1995676],[2016022],[2020449],[2024849],[2027150],[2054612],[2061526],[2079070],[2096583],[2100983],[2105415],[2128470],[2132885],[2138719],[2160705],[2165105],[2204438],[2212168],[2229681],[2234081],[2237710],[2264055],[2294973],[2304126],[2327666],[2358839],[2387824],[2416748],[2471457],[2543317] ] cell #2123 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355966],[405054],[457072],[482063],[506617],[539972],[567482],[570866],[590925],[594685],[629710],[634477],[659002],[661101],[686643],[694094],[695510],[714153],[725367],[731988],[756223],[760880],[765647],[767063],[788350],[793117],[802729],[817642],[819741],[831402],[834842],[845632],[865623],[866995],[872244],[878863],[894796],[901417],[925652],[930309],[935076],[936492],[944372],[947041],[958685],[962125],[972915],[979531],[982971],[984847],[993761],[1010132],[1013572],[1024362],[1044353],[1045725],[1050974],[1057593],[1066131],[1069037],[1077455],[1080124],[1091768],[1095208],[1098931],[1101600],[1113244],[1116684],[1127474],[1130643],[1133312],[1144956],[1148396],[1159186],[1165802],[1169242],[1171118],[1180032],[1192517],[1203624],[1206530],[1214948],[1217617],[1225486],[1228392],[1236810],[1239479],[1251123],[1254563],[1257958],[1260864],[1269282],[1271951],[1283595],[1287035],[1290758],[1293427],[1305071],[1308511],[1319301],[1328884],[1332897],[1337681],[1342248],[1344004],[1346910],[1354889],[1365996],[1368902],[1377320],[1379989],[1387747],[1398854],[1401760],[1410178],[1412847],[1420716],[1423622],[1432040],[1434709],[1446353],[1449793],[1459373],[1460780],[1468013],[1472089],[1474553],[1496415],[1501199],[1507522],[1510428],[1525260],[1529273],[1534057],[1538624],[1540380],[1543286],[1551265],[1562372],[1565278],[1573696],[1576365],[1590014],[1591165],[1593647],[1598398],[1602441],[1611822],[1623538],[1630771],[1637311],[1654603],[1656010],[1663243],[1667319],[1669783],[1691645],[1696429],[1702752],[1705658],[1715505],[1720167],[1722571],[1739924],[1741331],[1751280],[1758513],[1781841],[1782992],[1785474],[1790225],[1794268],[1815365],[1822598],[1829138],[1841674],[1847875],[1864962],[1866113],[1871175],[1875837],[1897001],[1901776],[1906438],[1908842],[1937551],[1944784],[1962911],[1981804],[1986466],[1991231],[2015670],[2020404],[2026605],[2049905],[2054567],[2096538],[2104870],[2123763],[2128425],[2132340],[2160660],[2193734],[2203893],[2229636],[2263510],[2294928],[2327121],[2387279],[2467523] ] cell #2124 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993236],[1108666],[1158661],[1179507],[1196156],[1235036],[1279017],[1300493],[1318776],[1324884],[1391386],[1392506],[1408404],[1430266],[1441775],[1478192],[1479312],[1521260],[1522366],[1524115],[1538902],[1556024],[1571922],[1607822],[1608928],[1610677],[1642070],[1650152],[1652019],[1653130],[1684738],[1686487],[1735473],[1737340],[1738451],[1752662],[1769043],[1770792],[1777564],[1777711],[1809507],[1811374],[1812485],[1860685],[1860832],[1876621],[1891143],[1893010],[1894121],[1932123],[1932270],[1933166],[1968599],[1988819],[1996427],[2010242],[2010389],[2011285],[2050379],[2050526],[2078951],[2084307],[2084454],[2092843],[2103215],[2124237],[2124384],[2180714],[2188357],[2195689],[2201045],[2201192],[2210272],[2251483],[2282877],[2283024],[2289705],[2296675],[2342360],[2347716],[2347863],[2388923],[2430528],[2509449], 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] cell #2125 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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74020],[1823960,2274167],[1840385,2468103],[1841247,2077784],[1842171,2292909],[1849699,2613905],[1849780,2473137],[1851938,2300314],[1863836,2309643],[1870701,2103471],[1871929,2104723],[1872401,2106433],[1877814,2317750],[1880956,1893290],[1902530,2338667],[1908415,2341193],[1935274,2164305],[1939559,2365525],[1945363,2368487],[1963892,2385970],[1971005,2548059],[1972791,2392127],[1982558,2399532],[1990804,2210882],[1991728,2211580],[1994876,1996707],[2001495,2220106],[2013393,2233281],[2020901,2426762],[2028429,2694645],[2028510,2580162],[2030668,2434167],[2042566,2443496],[2056544,2451603],[2088136,2475653],[2097035,2481810],[2105851,2311143],[2114750,2318448],[2117898,2119729],[2133321,2506496],[2140434,2641726],[2142220,2512653],[2151987,2520058],[2170924,2366777],[2182822,2379952],[2204874,2555609],[2221234,2408855],[2246776,2582678],[2255675,2588835],[2273390,2452301],[2276538,2278369],[2351545,2649276],[2367905,2529381] ] cell #2126 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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[993231,1502710],[1108661,1626512],[1158656,1927993],[1179502,1697940],[1196151,1719244],[1234969,1754316],[1278379,2252155],[1279012,2036992],[1300488,1818339],[1318771,1835433],[1324817,1845119],[1391381,1905515],[1391868,2336485],[1392501,2134622],[1408337,2147930],[1430199,1940587],[1441770,1951422],[1478187,1985543],[1478674,2397350],[1479307,2206175],[1520424,2424172],[1521193,2023849],[1522299,2239238],[1524110,2025004],[1555386,2446895],[1556019,2265792],[1571855,2067870],[1606986,2479220],[1607755,2099983],[1608861,2305654],[1610672,2101138],[1641432,2498913],[1642065,2329403],[1650085,2335287],[1653063,2137065],[1682796,2523467],[1684671,2360367],[1686482,2165260],[1735406,2396152],[1738384,2208618],[1752024,2561768],[1752657,2407562],[1767101,2569550],[1768976,2418276],[1770787,2234236],[1775743,2238235],[1809440,2445697],[1810570,2592824],[1812418,2268235],[1847145,2612983],[1858864,2304651],[1868502,2622487],[1876554,2488848],[1891076,2497715],[1892206,2633064],[1894054,2331846],[1930302,2359364],[1933099,2524085],[1962759,2668437],[1968532,2546803],[1977765,2673822],[1988348,2678327],[1988752,2557859],[2008421,2417273],[2011218,2570168],[2048618,2446728],[2070936,2713804],[2078480,2717745],[2078884,2610600],[2083476,2471982],[2087003,2720288],[2092776,2617073],[2122476,2498746],[2147194,2742315],[2180647,2663835],[2195218,2761207],[2195622,2671439],[2200214,2551938],[2245643,2777417],[2251416,2697813],[2281116,2605771],[2341889,2808007],[2342293,2739932],[2346885,2645605] ] cell #2127 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [25447,213210],[32700,247821],[40176,281592],[45821,304026],[51223,324793],[55472,341488],[56795,347091],[56815,347169],[62048,366712],[63474,370730],[69934,392088],[71016,396204],[71036,396282],[75417,411051],[78044,420945],[80819,431818],[82572,437638],[86408,302934],[87621,451097],[87641,451175],[92735,466007],[94161,470025],[95960,475993],[99654,487238],[101080,491256],[103451,499210],[107540,512614],[108622,516730],[108642,516808],[110253,521926],[114550,531688],[115370,533592],[116714,537230],[119599,545147],[120819,548048],[122792,552987],[124655,390996],[125868,561507],[125888,561585],[129372,571491],[133208,409959],[134421,584950],[134441,585028],[135847,588968],[139535,599860],[140961,603878],[142760,609846],[143332,611832],[144717,615577],[149466,625340],[150561,627726],[150767,627989],[153763,635102],[157009,643055],[157834,644714],[159663,465547],[161306,652817],[162126,654721],[163279,657756],[163470,658359],[166355,666276],[167382,668597],[171679,678359],[172499,680263],[173843,683901],[175515,498118],[176135,343987],[176728,691818],[176748,691896],[177948,694719],[179921,699658],[180296,700904],[181784,511522],[182997,708178],[183017,708256],[184423,712196],[190293,724576],[191933,727810],[193131,729964],[193194,730277],[194432,732613],[196682,737573],[200852,746747],[201497,747861],[201788,549022],[204171,753454],[205601,756510],[206426,758169],[206696,758896],[206902,759159],[208255,561047],[209898,766272],[211871,771211],[212246,772457],[217074,782309],[217959,783980],[219054,786366],[219260,786629],[222256,793742],[223076,795646],[223609,416997],[224420,799284],[225319,801408],[225502,801695],[226327,803354],[228156,599400],[229799,811457],[230619,813361],[231772,816396],[231963,816999],[233635,610740],[234255,434317],[234848,824916],[234868,824994],[240132,833808],[240957,835467],[243682,840038],[244880,842192],[246181,844841],[251685,856167],[253424,858950],[253502,644451],[256349,864569],[256555,864832],[258195,868066],[258840,869180],[259131,653791],[259393,870220],[259456,870533],[260694,872869],[262761,877542],[262944,877829],[263769,879488],[265598,665816],[268364,888950],[271033,894005],[271648,676183],[272673,897239],[273871,899393],[273934,899706],[275172,902042],[277422,907002],[278517,909388],[278723,909651],[279543,690217],[280866,915105],[282237,917290],[282528,695693],[284911,922883],[285456,508719],[286341,925939],[287166,927598],[287436,928325],[287642,928588],[288995,707718],[290638,935701],[291458,937605],[291991,518560],[292611,940640],[292802,941243],[293006,520476],[294687,944234],[298491,950045],[298661,950297],[299306,951411],[305224,961091],[305515,734517],[306049,962750],[308604,967069],[311273,972124],[311888,745159],[313920,748174],[317104,981937],[317167,982250],[317929,983596],[320022,987088],[320100,757906],[320654,988167],[321852,990321],[324067,995133],[325438,997318],[325729,767246],[328112,1002911],[328657,569584],[330368,776117],[330532,1007128],[333799,1012538],[334624,1014197],[335041,1015171],[337349,1018768],[338547,1020922],[339848,1023571],[342686,1028959],[342749,1029272],[343781,796905],[345352,1034897],[345528,1035439],[347553,598994],[350016,1043299],[350222,1043562],[350837,600505],[351862,1046796],[352507,1047910],[352798,812431],[353060,1048950],[353123,1049263],[354361,1051599],[356448,609599],[356611,1056559],[357436,1058218],[357706,1058945],[357912,1059208],[358732,823315],[359265,824456],[359803,435682],[361592,1066238],[361720,1066417],[365275,1071327],[369345,1077317],[373149,1083128],[373319,1083380],[373397,844578],[373964,1084494],[374255,845815],[376451,849975],[376615,1088764],[379882,1094174],[380707,1095833],[381124,1096807],[382749,1098793],[386553,1104604],[386723,1104856],[387368,1105970],[390102,869493],[394111,1117309],[394641,1118560],[396666,665410],[399129,1126420],[399335,1126683],[399950,666921],[401321,888533],[401712,1130505],[401992,1131022],[405536,675753],[405686,1136568],[406331,1137682],[406950,1139078],[407156,1139341],[412249,1147362],[412540,903946],[413074,1149021],[415629,1153340],[415799,1153592],[417060,910977],[418298,1158395],[418913,914588],[420698,693846],[420862,698541],[424129,1168208],[424192,1168521],[424954,1169867],[425371,924624],[427047,1173359],[427125,927335],[427679,1174438],[428877,1176592],[431095,710420],[431663,517192],[432463,1183589],[432754,936675],[433016,1184629],[433079,1184942],[434111,938864],[437375,1192632],[441472,1197680],[445977,1203731],[446105,1203910],[449496,960837],[449660,1208820],[450454,961404],[451559,544281],[453339,966652],[453730,1214810],[454010,1215327],[457554,744729],[457704,1220873],[458349,1221987],[458968,1223383],[459174,1223646],[460887,1225593],[461015,1225772],[464570,1230682],[472444,1242483],[473259,1243849],[473550,993944],[475746,765399],[475910,770094],[479177,1253529],[479240,1253842],[480002,1255188],[480419,1004652],[481668,1007441],[482118,1258065],[482246,1258244],[482333,1259589],[485804,781321],[486372,585412],[487883,1266445],[487946,1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] cell #2128 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [63551],[70350],[86278],[94238],[95045],[101157],[103867],[107956],[113695],[113813],[115012],[122869],[123642],[124525],[133078],[135924],[136731],[141038],[141845],[143748],[145885],[146003],[146677],[148919],[159533],[160569],[161768],[170824],[170942],[172141],[174502],[175385],[180771],[181654],[185307],[187892],[188527],[193893],[200480],[202020],[202138],[202812],[203813],[205054],[214378],[214496],[215170],[215646],[217412],[221519],[222718],[229062],[230261],[232622],[237219],[238400],[244415],[248989],[249107],[249781],[250257],[252276],[254154],[254789],[260155],[268632],[269267],[269820],[270494],[274633],[276875],[282760],[282878],[283552],[284028],[285794],[295382],[302311],[303492],[308872],[309507],[310060],[310734],[312236],[315372],[321387],[323090],[325961],[326079],[326753],[327229],[332067],[332699],[338082],[343448],[347821],[348456],[349009],[349683],[353822],[362024],[367327],[367445],[370040],[374726],[378150],[378782],[388130],[391554],[396934],[397569],[398122],[398796],[409336],[410517],[416532],[417759],[422397],[423029],[428412],[430115],[433778],[436735],[437759],[443921],[446409],[448731],[451830],[463641],[466740],[474021],[477445],[478077],[490566],[495252],[498676],[512080],[518095],[519322],[519798],[520778],[522158],[522682],[531809],[533859],[537971],[548169],[550219],[554331],[559141],[580262],[582584],[585683],[592964],[607874],[611298],[614386],[615543],[615780],[625572],[626096],[628238],[643287],[643811],[645953],[654988],[678480],[680530],[684642],[689452],[705812],[717503],[727776],[728013],[746713],[746950],[759408],[784212],[784736],[786878],[795913],[813628],[837768],[857759],[897205],[897442],[909900],[928837],[1016498], [27595,419261],[27841,284553],[27881,179998],[35977,474309],[36223,327754],[36263,211948],[37237,482550],[39993,345943],[40297,228026],[44044,526783],[46197,380766],[46237,251762],[46904,540459],[51040,395056],[51344,265468],[52698,402407],[56357,281220],[58995,291100],[59035,184500],[60249,616095],[61647,441887],[62603,452862],[64068,630197],[64358,311758],[65274,454425],[68157,647912],[70578,324421],[72710,330886],[75793,334683],[75833,217151],[76500,687130],[80636,356064],[80940,233505],[82283,717905],[83339,526399],[84209,365629],[85169,538486],[85395,375541],[85822,728328],[87220,535937],[88711,376969],[90936,747265],[92334,552297],[94755,761367],[99253,405152],[100209,400844],[101674,788837],[101964,271518],[102880,588278],[108184,289901],[111265,619685],[111491,441235],[114261,838170],[115317,629813],[116187,450014],[119198,457170],[120530,858161],[121183,859468],[121586,647528],[122456,464924],[124069,868584],[125467,657066],[130139,482166],[131009,333334],[131969,480577],[132195,329458],[132622,897757],[134020,682608],[135511,497495],[139134,506715],[141555,930796],[147983,950815],[150478,731918],[150704,535285],[154530,540075],[155400,379417],[157545,976809],[158021,750855],[158247,551645],[161017,986299],[161670,987606],[162073,760983],[162943,560424],[165954,567580],[168394,570796],[168620,401755],[171390,1016900],[172446,788453],[173316,583867],[176327,591023],[178715,594788],[179585,423664],[181198,1047314],[182596,815706],[190004,1072715],[195199,1083898],[197694,634407],[197920,453773],[204118,865726],[206137,1110522],[206613,872174],[206839,656414],[208794,659100],[210665,661204],[211535,478712],[216476,1137086],[218971,901347],[219197,681956],[223023,686746],[223893,499943],[226514,694024],[226740,503318],[229510,1172570],[230163,1173877],[230566,930412],[231436,707095],[234447,714251],[236561,1193950],[241321,725470],[245892,1210208],[251087,1221391],[256266,982901],[256492,754285],[258041,757266],[261996,562240],[263956,765577],[264182,564183],[270744,1264542],[275939,1275725],[278434,793047],[278660,587626],[284858,1044456],[286877,1302349],[287353,1050904],[287579,815054],[289534,817740],[291405,819844],[292275,612565],[297164,834564],[299842,834772],[300068,623115],[301653,1334330],[310984,1350588],[313533,1097806],[318448,868032],[319155,652938],[328059,1127577],[330228,1389180],[334988,894899],[339559,1405438],[344754,1416621],[349933,1169172],[350159,923714],[351708,926695],[355663,708911],[357623,935006],[357849,710854],[360867,943247],[363639,950263],[364346,724697],[376311,1475986],[381071,973018],[388245,985897],[388381,756742],[399046,1254493],[399272,1003742],[404189,1013294],[406867,1013502],[407093,781755],[408678,1530706],[418009,1546964],[420558,1289633],[425473,1046762],[426180,811578],[436211,1065166],[439673,1072313],[439809,834040],[449356,1599831],[456207,1094930],[458885,1095138],[459111,855613],[467127,868269],[475606,1376195],[481393,1129518],[484165,1136534],[484872,894126],[496837,1671216],[508771,1172168],[508907,926171],[521015,1191577],[524824,950500],[528942,1458549],[539302,1213823],[542074,1220839],[542781,972245],[559766,1759946],[570064,1256993],[573526,1264140],[573662,1012770],[583209,1791658],[600980,1046999],[620501,1326639],[633675,1343039],[637137,1350186],[637273,1094406],[650071,1621307],[667686,1386807],[671495,1136771],[706437,1946217],[722159,1457302],[736662,1473613],[740471,1221076],[751671,1490157],[831857,1587995],[862415,1620060],[979986,1748110] ] cell #2129 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [261250],[319710],[354917],[366400],[389284],[426735],[434873],[442362],[486926],[501386],[509810],[516418],[544835],[576215],[577364],[586859],[609028],[639826],[640975],[673214],[675182],[685171],[700592],[742190],[744158],[772145],[774944],[778339],[791965],[806312],[808280],[848802],[852197],[882446],[884414],[887348],[891238],[916903],[920298],[965467],[969357],[984634],[996931],[1000326],[1006239],[1036905],[1038407],[1040795],[1074231],[1087875],[1106948],[1120026],[1121528],[1123916],[1161909],[1163094],[1200266],[1211724],[1224744],[1233855],[1247230],[1248415],[1291418],[1313355],[1323430],[1329544],[1340646],[1354161],[1377980],[1406954],[1443645],[1454269],[1465086],[1471200],[1484059],[1537022],[1574356],[1584425],[1595551],[1660316],[1666430],[1723694],[1787378],[1909965], [60038,294198],[85611,368856],[90725,382260],[115106,447266],[115190,302885],[120972,461314],[121022,314054],[123858,468151],[132411,489382],[147772,527640],[150538,370669],[157566,383285],[161459,556814],[161509,390236],[161862,557676],[161946,390947],[172235,581119],[172319,409910],[180987,602004],[186850,616158],[194988,631054],[195038,450588],[203907,648769],[203991,465498],[206158,469176],[206673,469964],[216265,674311],[219031,491195],[222812,687987],[222896,498069],[223656,689940],[229952,703485],[230002,510762],[230355,704347],[230439,511473],[236130,522474],[242738,728391],[244042,373679],[245913,536566],[250876,743287],[253112,747328],[253784,387083],[256326,552926],[261300,261334],[267590,774798],[275728,789694],[275778,584441],[278494,588907],[279363,590416],[284647,807409],[284731,599351],[286898,603029],[287413,603817],[291194,821085],[291278,610691],[292038,823038],[301222,625888],[303082,450785],[307830,848656],[313102,643603],[314251,465695],[320382,321014],[322885,322924],[327848,883543],[327932,665767],[329797,669145],[334777,895278],[334861,676134],[336405,897820],[337709,494205],[339580,683237],[343758,689800],[344543,912716],[344593,691309],[346779,916757],[347451,507609],[349993,699597],[350884,924347],[354967,355001],[357683,712135],[358552,713644],[370515,536412],[372375,959518],[375880,738121],[380860,973397],[380944,745110],[383131,552772],[390433,391144],[395892,996785],[396564,568474],[399106,771150],[399997,1004375],[400988,1005705],[401871,775123],[406927,782248],[408247,784528],[410107,584638],[414855,1027386],[416159,591917],[418030,798620],[420127,802243],[421276,599548],[421413,1038586],[425191,809232],[427407,428039],[429910,429949],[434088,822898],[434923,434957],[443511,1074085],[448925,842740],[451457,641647],[453006,1087341],[453889,848981],[458945,856106],[469022,469810],[471670,1114077],[475175,878377],[476324,665964],[476461,1121707],[480239,885366],[480591,1128820],[481724,887358],[482310,887915],[491041,683083],[492901,1145789],[496406,907550],[498266,691506],[499570,692178],[501436,501470],[503434,917082],[503611,1163104],[503657,699443],[508490,924207],[510959,511670],[517090,517722],[519593,519632],[520523,1190646],[526543,1197427],[528511,951959],[533249,959664],[535401,742240],[537561,745307],[537698,1211903],[538500,1213125],[539633,965477],[540219,966034],[553921,1233440],[559335,990869],[561867,772817],[564299,997110],[564476,1248425],[564522,770996],[569355,1004235],[569714,1256404],[570810,1005867],[570896,1006231],[578036,585310],[582778,1021470],[586909,587742],[588753,798466],[590613,799615],[592759,592798],[594346,1036915],[594932,1037472],[595071,1291410],[602875,603663],[605523,1305904],[610177,610888],[610314,1313534],[612192,825276],[616304,1071045],[619699,1325941],[623231,1074410],[629371,852207],[629957,853020],[631879,1340656],[631925,855952],[633325,1342450],[634421,1087503],[634507,1087867],[647672,1359799],[649640,1106518],[654378,1114223],[656530,882496],[658690,885563],[660762,1120036],[661348,1120593],[661487,1377972],[668479,1129762],[673264,682072],[676331,684232],[679920,1145935],[684369,1407133],[685181,686304],[685994,686890],[689646,913587],[694038,1161537],[694124,1161901],[701264,708538],[706006,1177140],[711147,1443655],[711193,711981],[713841,941574],[717919,1196881],[721809,1456713],[725028,1200276],[725614,1200833],[727462,1465096],[728537,964889],[731932,969341],[732018,969349],[734720,1471192],[737455,1214067],[747474,1230400],[750869,1489459],[753111,1233586],[754401,984684],[760541,1000336],[761127,1001149],[763095,1004081],[765591,1246858],[765677,1247222],[778349,788011],[779162,788597],[782094,790565],[790519,1537032],[791949,793061],[791957,793147],[795303,1027532],[801577,1289877],[806362,815170],[809429,817330],[813018,1306050],[820127,1574348],[822744,1063144],[827509,1326157],[830227,1323440],[834786,1329172],[834872,1329536],[837429,1595543],[838184,1086795],[842074,1091859],[858175,1359253],[859677,1360940],[862065,1619471],[865284,1106958],[865870,1107771],[868793,1119448],[872188,1123900],[872274,1123908],[874430,1374096],[877711,1376439],[886770,897966],[891222,901361],[891230,901447],[896891,1660326],[904149,1666422],[905727,906884],[920308,929970],[921121,930556],[922540,1428816],[924053,932524],[937262,1183202],[943261,1452026],[946582,1454261],[951024,1198568],[951293,1459899],[953270,1723639],[954792,1213341],[975638,1489675],[976823,1490862],[978356,1224754],[982915,1233839],[983001,1233847],[986313,1246150],[987815,1502466],[990203,1251214],[1002568,1515622],[1005159,1016914],[1010223,1020804],[1014828,1266058],[1016159,1787370],[1036327,1047523],[1040779,1050918],[1040787,1051004],[1053160,1570472],[1065261,1582977],[1067796,1584370],[1072729,1327344],[1084107,1338948],[1096464,1352104],[1097820,1354073],[1099591,1620825],[1101141,1354153],[1105852,1363252],[1109351,1375713],[1110536,1631758],[1129036,1141063],[1131910,1137295],[1139541,1909910],[1160829,1172584],[1165893,1176474],[1174086,1697696],[1188839,1710852],[1191198,1712179],[1193964,1454181],[1199081,1458067],[1210222,1469000],[1216215,1221600],[1224616,1484625],[1227151,1484004],[1237470,1759464],[1258945,1264556],[1275934,1535324],[1288291,1548480],[1289151,1301178],[1302363,1823585],[1323302,1584991],[1334344,1595463],[1339461,1599349],[1344991,1350602],[1353570,1614324],[1388698,1394311],[1405452,1664230],[1411445,1416830],[1432700,1945735],[1453678,1713776],[1464958,1724260],[1475504,1481117],[1530720,1787290],[1535837,1791176],[1541367,1546978],[1594960,1849455],[1660188,1910531],[1670734,1676347],[1786787,2028185] ] cell #2130 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2131 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [39190],[53270],[55943],[65846],[73047],[76125],[78617],[81290],[89048],[96533],[98442],[99062],[102342],[105170],[106179],[108248],[118387],[119007],[123168],[127295],[128304],[130726],[131073],[137354],[138323],[138670],[138943],[142223],[148582],[155117],[155464],[156827],[164174],[165143],[165490],[165763],[168189],[169702],[177073],[178967],[179302],[179649],[187625],[189799],[190909],[195798],[197489],[199002],[200127],[204717],[209023],[210917],[211252],[211599],[213601],[213805],[223957],[224790],[226242],[226309],[227822],[233983],[236702],[236866],[239529],[243513],[245687],[246797],[248212],[248416],[251864],[253887],[256061],[257171],[262060],[262232],[263684],[263751],[265264],[267287],[267835],[276538],[278229],[279742],[281983],[282187],[291657],[292339],[294297],[294532],[294970],[297962],[301794],[301958],[304417],[304621],[305964],[306031],[307527],[308075],[313674],[313838],[316501],[320485],[322659],[323769],[325184],[325388],[329830],[337180],[339354],[340464],[341879],[342083],[346476],[347024],[355727],[357351],[357418],[358931],[361145],[361410],[367103],[368955],[369190],[369628],[371087],[372072],[372620],[373782],[373914],[375913],[382359],[382594],[383032],[386024],[389856],[390020],[392479],[392683],[394026],[394093],[395589],[396137],[408819],[408983],[411442],[411646],[412989],[413056],[414552],[415100],[420160],[427510],[429684],[430794],[432209],[432413],[442934],[443208],[445159],[445530],[445795],[447365],[448958],[450372],[451030],[460440],[460705],[466398],[468250],[468485],[468923],[470382],[471367],[471915],[473209],[475208],[487629],[489481],[489716],[490154],[491613],[492598],[493146],[494308],[494440],[496439],[501148],[501215],[510382],[510546],[513005],[513209],[514552],[514619],[516115],[516663],[524603],[527739],[527974],[528544],[530595],[530670],[533017],[536313],[545538],[553344],[553618],[555569],[555940],[556205],[557775],[559368],[576787],[577061],[579012],[579383],[579648],[581218],[582811],[584225],[584883],[589325],[592020],[592152],[600251],[602103],[602338],[602776],[604235],[605220],[605768],[607062],[609061],[613770],[613837],[618297],[618372],[619418],[621709],[621974],[624249],[624789],[640398],[640672],[645732],[648868],[649673],[654146],[666667],[671274],[674410],[674645],[675215],[677266],[677341],[679688],[682984],[685880],[688086],[691093],[700015],[700289],[702240],[702611],[702876],[704446],[706039],[712553],[715380],[719796],[720336],[726715],[740250],[743386],[743621],[744191],[749467],[749542],[752879],[771568],[771842],[776937],[777012],[778058],[779048],[780349],[780614],[782666],[782889],[783429],[792649],[795071],[798367],[804372],[807508],[808313],[812786],[818978],[821184],[829480],[850795],[850870],[851916],[852906],[854207],[854472],[856524],[860052],[860592],[880506],[883642],[884447],[889225],[889765],[891922],[893043],[895377],[896144],[906451],[918896],[918971],[921007],[922308],[937030],[953098],[967344],[967884],[970041],[971162],[973496],[977609],[998924],[998999],[1001035],[1002336],[1005804],[1008210],[1010947],[1014596],[1038782],[1039322],[1041479],[1042600],[1075184],[1075259],[1087440],[1089846],[1092583],[1096232],[1107657],[1121903],[1122443],[1124600],[1125721],[1129696],[1163880],[1166617],[1197526],[1201064],[1201604],[1214001],[1234539],[1249201],[1251938],[1256333],[1321361],[1326817],[1330409],[1342379],[1359898],[1363976],[1452341],[1456642],[1490335],[1582851],[1619400] ] cell #2132 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [95066],[123706],[136752],[141866],[146741],[160482],[174566],[180835],[185328],[188440],[193957],[202876],[204950],[208323],[215234],[215710],[221432],[228975],[232686],[236474],[238296],[244328],[249845],[250321],[254702],[260219],[261266],[269180],[269733],[270558],[274697],[276771],[283616],[284092],[285690],[289063],[289814],[294553],[301566],[303388],[309420],[309973],[310798],[313446],[315268],[319726],[321300],[326817],[327293],[330141],[331510],[331963],[332595],[333247],[337995],[343512],[348369],[348922],[349747],[353886],[354933],[359333],[366416],[369211],[374790],[376224],[377593],[378046],[378678],[379330],[382615],[388194],[389628],[391450],[397482],[398035],[398860],[401578],[401663],[403091],[408591],[410413],[416445],[417823],[418981],[420471],[421840],[422293],[422925],[423577],[426751],[428325],[433842],[434889],[442706],[449269],[450232],[451743],[453596],[453681],[455109],[465142],[466653],[468506],[474085],[475519],[476888],[477341],[477973],[478625],[486942],[489737],[495316],[496750],[497713],[498572],[499856],[501402],[503141],[503226],[504654],[505447],[510154],[511976],[516434],[518008],[519386],[527995],[528855],[529513],[530816],[535108],[535193],[535511],[537867],[544851],[547176],[551871],[554227],[559679],[560642],[562153],[564006],[564091],[565519],[566312],[576559],[577380],[583122],[584085],[585596],[586875],[587449],[587534],[587852],[595607],[597109],[602359],[607938],[609372],[611194],[612478],[617478],[618518],[622938],[623023],[623663],[624637],[625047],[630024],[632927],[640170],[640991],[642352],[642762],[647739],[649984],[651945],[656237],[656322],[656640],[662023],[663525],[673230],[674666],[675526],[677487],[681779],[681864],[682182],[684538],[685321],[686957],[700608],[706350],[707313],[708824],[710677],[710762],[712983],[719105],[719515],[720184],[720594],[721674],[726666],[727049],[729711],[735256],[735896],[742206],[743642],[744502],[745603],[745986],[749688],[754108],[754193],[755807],[761194],[772161],[777158],[778489],[781578],[781663],[783277],[783687],[788664],[791567],[792107],[806328],[808624],[810585],[814877],[814962],[815280],[820663],[822165],[828325],[828708],[829431],[829814],[830986],[836648],[839370],[839780],[841939],[851016],[852347],[855436],[855521],[856639],[860440],[860850],[861930],[867305],[875512],[882462],[884758],[889613],[890023],[891103],[891380],[896095],[896478],[899140],[904685],[905325],[919117],[920448],[923537],[923622],[925236],[930623],[944681],[945801],[947351],[955608],[955991],[958269],[967732],[968142],[969222],[969499],[977560],[977943],[979115],[984650],[990068],[999145],[1000476],[1003565],[1003650],[1008161],[1008544],[1009716],[1015378],[1018100],[1018510],[1020669],[1034251],[1039170],[1039580],[1040660],[1040937],[1046035],[1054242],[1075405],[1077764],[1080434],[1089797],[1090180],[1091352],[1100360],[1101910],[1107098],[1112828],[1122291],[1122701],[1123781],[1124058],[1132072],[1133622],[1141879],[1142262],[1144540],[1155493],[1163831],[1164214],[1165386],[1176339],[1189921],[1201452],[1201862],[1212898],[1216377],[1217927],[1224894],[1233997],[1239789],[1249152],[1249535],[1250707],[1269591],[1272261],[1283179],[1292187],[1293737],[1304655],[1315608],[1323580],[1330360],[1330743],[1341832],[1354303],[1378749],[1380299],[1408128],[1413157],[1435019],[1445937],[1452292],[1454411],[1461089],[1465236],[1472399],[1484016],[1538208],[1576675],[1583232],[1584382],[1595693],[1660466],[1667629],[1712191],[1723651],[1787520],[1909922] ] cell #2133 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [70310],[93290],[103827],[107916],[111918],[123416],[134976],[140090],[143708],[146451],[151131],[158674],[160451],[169047],[169450],[174276],[180545],[183552],[186790],[188409],[193667],[198347],[198750],[202586],[207266],[214944],[215420],[216073],[219624],[221401],[227167],[227570],[228944],[232396],[236443],[242678],[244297],[249555],[250031],[250684],[253052],[254671],[259929],[261461],[264609],[265012],[267530],[268750],[269149],[269702],[270268],[274407],[279087],[283326],[283802],[284455],[288006],[301535],[306413],[307770],[308990],[309389],[309942],[310508],[313415],[318293],[319650],[321269],[322864],[326527],[327003],[327656],[330110],[330183],[331479],[336345],[337964],[343222],[344351],[346719],[347939],[348338],[348891],[349457],[353596],[355128],[358276],[366340],[371822],[372315],[374500],[376193],[376266],[377562],[385226],[387904],[389597],[389715],[394475],[395832],[397052],[397451],[398004],[398570],[408560],[413438],[414795],[416414],[417533],[420440],[420513],[421809],[422515],[426675],[428294],[429889],[433552],[434681],[435084],[442675],[442793],[443451],[444039],[445252],[448024],[449238],[449311],[451712],[460162],[462934],[466622],[471117],[471610],[473795],[475488],[475561],[476857],[477563],[486866],[492348],[492841],[495026],[496719],[496792],[501597],[504043],[505416],[510123],[510241],[515001],[516358],[517977],[519096],[519572],[523706],[524696],[528824],[528897],[529482],[530261],[530785],[533723],[538089],[544775],[546621],[547145],[550083],[553861],[555662],[558434],[559648],[559721],[564908],[566281],[576528],[576646],[577304],[579105],[581877],[583091],[583164],[585565],[590060],[592738],[604970],[605463],[607648],[609341],[609414],[609459],[611416],[616923],[617447],[617963],[618487],[619511],[624192],[624429],[627120],[632311],[632896],[640139],[640257],[640915],[641907],[642144],[645825],[649953],[650026],[651390],[654852],[671367],[675495],[675568],[675613],[676932],[677456],[680394],[684760],[685973],[688745],[700532],[702333],[705105],[706319],[706392],[711579],[712952],[718660],[718897],[719739],[719976],[721119],[726619],[729156],[729680],[731744],[740343],[744471],[744544],[744589],[745556],[749133],[749657],[750681],[755599],[763481],[772085],[776603],[777127],[778151],[779141],[782832],[783069],[785760],[790951],[791536],[792315],[795777],[804465],[808593],[808666],[808711],[810030],[813492],[828278],[829384],[830778],[838925],[839162],[841384],[850461],[850985],[852009],[852999],[859995],[860232],[861375],[872000],[880599],[884727],[884800],[884845],[889168],[889405],[890548],[891588],[896048],[898585],[899109],[901173],[906091],[913973],[918562],[919086],[920110],[921100],[925028],[932910],[953191],[955561],[958061],[967287],[967524],[968667],[969707],[977513],[978907],[989513],[998590],[999114],[1000138],[1001128],[1008114],[1009508],[1010587],[1017655],[1017892],[1020114],[1030739],[1038725],[1038962],[1040105],[1041145],[1050730],[1063530],[1074850],[1075374],[1086274],[1089750],[1091144],[1092223],[1107750],[1112620],[1121846],[1122083],[1123226],[1124266],[1141832],[1144332],[1154938],[1163784],[1165178],[1166257],[1175784],[1186409],[1193076],[1201007],[1201244],[1212343],[1234205],[1249105],[1250499],[1251578],[1278101],[1282971],[1304447],[1315053],[1321304],[1322435],[1330313],[1333456],[1341624],[1355448],[1363616],[1407573],[1445729],[1452245],[1452474],[1464091],[1485953],[1529832],[1538000],[1582653],[1593756],[1615232],[1659321],[1785583] ] cell #2134 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [58749],[73640],[89641],[97855],[105763],[117800],[127888],[129083],[136441],[137736],[151534],[153474],[163655],[164556],[174929],[177659],[178312],[185017],[190657],[194143],[205419],[207669],[209609],[210262],[220027],[221967],[226038],[232148],[233049],[238765],[240668],[246545],[256919],[257470],[260405],[263480],[271397],[274883],[286159],[288409],[290349],[291002],[294775],[296593],[303857],[305760],[311637],[315737],[317640],[318462],[323517],[332432],[334335],[340212],[350586],[351137],[354072],[357147],[361330],[363653],[369433],[371251],[378515],[380418],[382837],[384655],[391919],[393822],[399699],[401800],[403618],[410882],[412785],[418662],[422762],[424665],[425487],[430542],[437191],[445715],[448038],[453818],[455636],[460625],[462948],[468728],[470546],[477810],[479713],[481856],[484179],[489959],[491777],[499041],[500944],[503363],[505181],[512445],[514348],[520225],[528217],[531241],[535330],[538336],[539765],[542088],[547601],[556125],[558448],[564228],[566046],[571044],[579568],[581891],[587671],[589489],[594478],[596801],[602581],[604399],[611663],[613566],[621894],[623160],[629503],[632661],[634655],[652370],[656459],[660894],[663217],[674888],[677912],[682001],[685007],[686436],[688759],[694272],[702796],[705119],[710899],[712717],[724129],[725160],[727526],[732166],[735588],[743864],[754330],[760673],[765825],[780534],[781800],[788143],[791301],[793295],[811010],[815099],[819534],[821857],[830291],[835020],[837507],[854392],[855658],[865416],[872422],[893558],[894589],[896955],[901595],[905017],[923759],[930102],[935254],[946660],[953348],[971677],[972708],[978420],[983149],[1003787],[1009021],[1013750],[1016237],[1044146],[1051152],[1067874],[1090657],[1095386],[1101219],[1127267],[1132931],[1139619],[1164691],[1169420],[1217236],[1227229],[1250012],[1254741],[1259701],[1293046],[1331220],[1345747],[1379608],[1422459],[1461948],[1509265],[1591788],[1712711] ] cell #2135 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2136 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2137 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473175],[555535],[592118],[607028],[619384],[651152],[685224],[685846],[702206],[715346],[720881],[731617],[750554],[755402],[762524],[778024],[778392],[779014],[792077],[809792],[818944],[827695],[830581],[841146],[851882],[852250],[852872],[861137],[871873],[874148],[889516],[890310],[891350],[893009],[901046],[919983],[920351],[920973],[924831],[931953],[934036],[944061],[954978],[957864],[967635],[968429],[969469],[971128],[975824],[978710],[986569],[989275],[1000011],[1000379],[1001001],[1006425],[1008514],[1009311],[1011492],[1019876],[1030612],[1039073],[1039867],[1040907],[1042566],[1050603],[1052878],[1062573],[1072985],[1077144],[1086147],[1088061],[1090150],[1090947],[1093128],[1098620],[1107001],[1107623],[1109537],[1112423],[1122194],[1122988],[1124028],[1125687],[1130332],[1130425],[1141249],[1144135],[1154700],[1157399],[1159968],[1162095],[1164184],[1164981],[1165289],[1167162],[1172840],[1175546],[1186282],[1188557],[1199267],[1201355],[1208117],[1209683],[1212105],[1214637],[1214730],[1224797],[1231545],[1233967],[1236499],[1245502],[1247416],[1249505],[1250302],[1250610],[1252483],[1264812],[1268971],[1277974],[1279888],[1281454],[1282774],[1284955],[1288009],[1290447],[1290540],[1293707],[1301364],[1304250],[1312109],[1314815],[1317514],[1323483],[1328573],[1329730],[1330713],[1332281],[1337370],[1337463],[1337969],[1341427],[1341735],[1350858],[1353725],[1354273],[1359961],[1370489],[1372055],[1374477],[1377009],[1377102],[1380269],[1394497],[1395752],[1403347],[1404913],[1407335],[1409181],[1409867],[1409960],[1410466],[1421905],[1431729],[1440732],[1442646],[1445532],[1445840],[1447713],[1453833],[1454381],[1455421],[1460469],[1460562],[1462552],[1463000],[1465139],[1468539],[1472369],[1481303],[1482558],[1484305],[1484414],[1490401],[1493248],[1495799],[1500888],[1500981],[1501487],[1508711],[1523143],[1524949],[1526106],[1528657],[1533746],[1533839],[1534345],[1537803],[1538111],[1538935],[1540906],[1559270],[1566865],[1568431],[1570853],[1573385],[1573478],[1576645],[1584671],[1584780],[1585770],[1586218],[1587279],[1592963],[1593139],[1595115],[1595663],[1601844],[1609705],[1611511],[1612668],[1614615],[1618179],[1623227],[1623320],[1625310],[1631297],[1645316],[1650651],[1652052],[1655699],[1655792],[1657782],[1658230],[1660369],[1663769],[1667599],[1668385],[1685515],[1688478],[1691029],[1696118],[1696211],[1696717],[1703941],[1714067],[1714821],[1714997],[1716012],[1721947],[1723940],[1724049],[1726548],[1735972],[1737373],[1741020],[1741113],[1745885],[1746333],[1747394],[1753254],[1761959],[1769820],[1772783],[1777597],[1778045],[1779106],[1779364],[1784790],[1784966],[1786942],[1787490],[1793671],[1810006],[1811407],[1815054],[1815147],[1817137],[1823124],[1841050],[1842137],[1849746],[1851691],[1860718],[1861166],[1862227],[1862485],[1870491],[1870667],[1871682],[1877398],[1882218],[1891642],[1893043],[1896690],[1896783],[1901092],[1901268],[1902283],[1908218],[1910211],[1910320],[1912819],[1927384],[1932156],[1932604],[1933665],[1933923],[1939525],[1948230],[1969098],[1972757],[1981120],[1981296],[1982311],[1990607],[1991694],[1996460],[2001248],[2010275],[2010723],[2011784],[2012042],[2019780],[2020867],[2028476],[2030421],[2040957],[2049221],[2049397],[2050412],[2060948],[2075513],[2084340],[2084788],[2093342],[2095914],[2097001],[2103248],[2110275],[2114716],[2123079],[2123255],[2124270],[2142186],[2151740],[2160036],[2161123],[2170677],[2181213],[2188390],[2193050],[2193226],[2201078],[2210681],[2229012],[2230099],[2251982],[2255641],[2273356],[2282910],[2289129],[2290114],[2294304],[2296708],[2301544],[2309972],[2347749],[2376770],[2382692],[2383138],[2389332],[2430561],[2435397],[2467281],[2472821],[2509858],[2579846] ] cell #2138 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289729],[333162],[379245],[401523],[423492],[453541],[478540],[481621],[499771],[503086],[535053],[539530],[562068],[563951],[587394],[594243],[595467],[612393],[622883],[629268],[651860],[656182],[660659],[661883],[681724],[686201],[695068],[708739],[710622],[721589],[724925],[735116],[754053],[755357],[760438],[766621],[781523],[787908],[810500],[814822],[819299],[820523],[827967],[830536],[841854],[845190],[855381],[861845],[865181],[866879],[875372],[891018],[894354],[904545],[923482],[924786],[929867],[936050],[943870],[946925],[955250],[957819],[969137],[972473],[976096],[978665],[989983],[993319],[1003510],[1006697],[1009266],[1020584],[1023920],[1034111],[1040575],[1043911],[1045609],[1054102],[1065873],[1076953],[1080008],[1088333],[1090902],[1098429],[1101484],[1109809],[1112378],[1123696],[1127032],[1130141],[1133196],[1141521],[1144090],[1155408],[1158744],[1162367],[1164936],[1176254],[1179590],[1189781],[1199539],[1203366],[1208389],[1212813],[1214446],[1217501],[1225228],[1236308],[1239363],[1247688],[1250257],[1257700],[1268780],[1271835],[1280160],[1282729],[1290256],[1293311],[1301636],[1304205],[1315523],[1318859],[1328382],[1330002],[1337179],[1341382],[1343746],[1365738],[1370761],[1376818],[1379873],[1394769],[1398596],[1403619],[1408043],[1409676],[1412731],[1420458],[1431538],[1434593],[1442918],[1445487],[1459115],[1460278],[1462955],[1467755],[1471973],[1481575],[1493520],[1500697],[1507264],[1524758],[1526378],[1533555],[1537758],[1540122],[1562114],[1567137],[1573194],[1576249],[1586173],[1590907],[1593531],[1611320],[1612940],[1623036],[1630513],[1654345],[1655508],[1658185],[1662985],[1667203],[1688750],[1695927],[1702494],[1715389],[1721965],[1739666],[1740829],[1746288],[1751022],[1773055],[1778000],[1782734],[1785358],[1814863],[1822340],[1841068],[1861121],[1865855],[1871059],[1896499],[1901660],[1908236],[1932559],[1937293],[1981688],[1990625],[2010678],[2015412],[2019798],[2049789],[2084743],[2095932],[2123647],[2160054],[2193618],[2229030],[2294322],[2382710] ] cell #2139 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2140 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2141 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [208435],[257843],[280256],[289175],[296966],[318492],[340738],[341136],[351510],[359445],[363683],[371624],[385028],[388336],[403991],[404304],[404702],[413637],[425517],[431466],[437221],[439764],[448068],[456009],[456322],[456720],[462978],[470919],[481896],[484209],[484997],[486175],[492150],[505554],[505867],[506265],[508862],[515200],[522113],[531271],[533814],[539805],[542118],[542906],[544084],[547631],[550174],[558478],[561155],[566419],[566732],[567130],[571074],[571142],[573617],[575358],[581921],[589862],[594518],[596831],[597619],[598797],[604772],[625527],[633034],[634685],[634753],[637228],[638969],[643242],[650351],[650749],[652400],[654943],[657472],[660934],[663247],[664035],[665213],[668784],[668943],[677942],[680485],[688789],[690755],[694302],[694370],[695343],[696845],[698586],[705149],[707826],[713090],[724159],[725200],[731764],[732196],[735618],[737760],[737919],[746438],[750701],[754555],[755989],[756697],[764204],[765855],[765923],[766896],[768398],[770139],[784167],[791674],[793325],[795868],[797609],[801882],[802041],[803005],[811040],[813583],[816112],[821887],[823853],[824564],[829160],[831168],[833995],[835050],[835118],[837537],[841017],[842379],[842538],[845465],[846037],[856899],[857528],[861008],[872020],[872452],[875874],[878016],[878175],[879139],[893588],[901193],[901625],[905047],[907189],[907348],[914696],[917636],[925418],[926126],[933633],[935284],[936325],[937827],[939568],[940356],[944941],[945570],[946690],[951598],[951757],[953639],[954181],[956443],[957707],[962401],[971707],[974364],[974485],[978553],[983179],[985666],[989146],[990508],[990667],[997664],[1009898],[1012725],[1013780],[1016267],[1019747],[1021109],[1021268],[1024195],[1024767],[1030759],[1034613],[1050750],[1051182],[1054604],[1056038],[1056746],[1056905],[1057869],[1066924],[1067045],[1068165],[1068707],[1069856],[1075688],[1075788],[1078024],[1078653],[1084840],[1091534],[1094361],[1095416],[1097264],[1101249],[1106157],[1106316],[1108198],[1112266],[1132961],[1136082],[1137869],[1138028],[1139910],[1140452],[1142714],[1143978],[1148672],[1151091],[1154571],[1169450],[1171937],[1175417],[1176779],[1176938],[1183935],[1193408],[1194414],[1194514],[1195688],[1202138],[1204417],[1204538],[1207349],[1217266],[1220387],[1222174],[1222333],[1227520],[1228062],[1229211],[1235143],[1244195],[1254771],[1259992],[1260534],[1261683],[1262803],[1267515],[1267615],[1269851],[1270480],[1276667],[1278549],[1282617],[1293076],[1296197],[1297984],[1298143],[1300025],[1304093],[1323765],[1324991],[1333788],[1336068],[1346038],[1346580],[1347729],[1348849],[1356786],[1356886],[1358060],[1369721],[1379638],[1382759],[1384546],[1384705],[1389644],[1389744],[1390918],[1392038],[1397368],[1399647],[1399768],[1402579],[1408511],[1417563],[1422750],[1423292],[1424441],[1425561],[1430373],[1439425],[1461978],[1466647],[1476450],[1476550],[1477724],[1478844],[1487283],[1488509],[1499586],[1509556],[1510098],[1511247],[1512367],[1520141],[1521367],[1522473],[1530164],[1532444],[1544105],[1553162],[1553262],[1554436],[1555556],[1566097],[1581081],[1592079],[1592621],[1603260],[1606703],[1607929],[1609035],[1624736],[1629405],[1639208],[1639308],[1640482],[1641602],[1661877],[1672954],[1682513],[1683739],[1684845],[1694816],[1706477],[1713722],[1720958],[1721058],[1731348],[1752194],[1766818],[1768044],[1769150],[1795087],[1799756],[1821232],[1832309],[1839269],[1840019],[1846862],[1849401],[1856737],[1869392],[1876728],[1917619],[1954315],[1961248],[1961314],[1970639],[1989576],[2028131],[2035467],[2077126],[2085558],[2103273],[2140068],[2244198] ] cell #2142 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289787],[333220],[379303],[401636],[423550],[453654],[478598],[481769],[499829],[503199],[535166],[539678],[562126],[564064],[587507],[594391],[595580],[612451],[622996],[629416],[651918],[656295],[660807],[661996],[681837],[686349],[695216],[708797],[710735],[721647],[725073],[735229],[754166],[755366],[760586],[766769],[781636],[788056],[810558],[814935],[819447],[820636],[828047],[830545],[841912],[845338],[855494],[861903],[865329],[866877],[875485],[891076],[894502],[904658],[923595],[924795],[930015],[936198],[943879],[946923],[955330],[957828],[969195],[972621],[976176],[978674],[990041],[993467],[1003623],[1006777],[1009275],[1020642],[1024068],[1034224],[1040633],[1044059],[1045607],[1054215],[1065871],[1076962],[1080006],[1088413],[1090911],[1098438],[1101482],[1109889],[1112387],[1123754],[1127180],[1130150],[1133194],[1141601],[1144099],[1155466],[1158892],[1162447],[1164945],[1176312],[1179738],[1189894],[1199619],[1203364],[1208469],[1212871],[1214455],[1217499],[1225226],[1236317],[1239361],[1247768],[1250266],[1257698],[1268789],[1271833],[1280240],[1282738],[1290265],[1293309],[1301716],[1304214],[1315581],[1319007],[1328391],[1330082],[1337188],[1341391],[1343744],[1365736],[1370841],[1376827],[1379871],[1394849],[1398594],[1403699],[1408101],[1409685],[1412729],[1420456],[1431547],[1434591],[1442998],[1445496],[1459113],[1460287],[1462964],[1467753],[1471971],[1481655],[1493600],[1500706],[1507262],[1524767],[1526458],[1533564],[1537767],[1540120],[1562112],[1567217],[1573203],[1576247],[1586182],[1590905],[1593529],[1611329],[1613020],[1623045],[1630511],[1654343],[1655517],[1658194],[1662983],[1667201],[1688830],[1695936],[1702492],[1715387],[1721963],[1739664],[1740838],[1746297],[1751020],[1773135],[1778009],[1782732],[1785356],[1814872],[1822338],[1841066],[1861130],[1865853],[1871057],[1896508],[1901658],[1908234],[1932568],[1937291],[1981686],[1990623],[2010687],[2015410],[2019796],[2049787],[2084752],[2095930],[2123645],[2160052],[2193616],[2229028],[2294320],[2382708] ] cell #2143 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2144 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [608074],[673366],[742342],[774577],[806464],[848435],[882598],[887022],[911771],[916536],[959297],[965141],[994160],[996564],[1027165],[1036579],[1038040],[1061328],[1073864],[1081200],[1108734],[1113856],[1119700],[1121161],[1145568],[1151412],[1162768],[1180431],[1182835],[1196224],[1199940],[1211357],[1233219],[1234975],[1240555],[1248089],[1265691],[1273027],[1300561],[1305683],[1311527],[1312988],[1322243],[1324823],[1336604],[1340320],[1351737],[1358596],[1362312],[1364452],[1373729],[1391454],[1395170],[1406587],[1428449],[1430205],[1435785],[1443319],[1452925],[1455644],[1463899],[1466479],[1478260],[1481976],[1485761],[1488341],[1500122],[1503838],[1515255],[1518619],[1521199],[1532980],[1536696],[1548113],[1554972],[1558688],[1560828],[1570105],[1583835],[1594207],[1596926],[1605181],[1607761],[1615683],[1618402],[1626657],[1629237],[1641018],[1644734],[1648155],[1650874],[1659129],[1661709],[1673490],[1677206],[1680991],[1683571],[1695352],[1699068],[1710485],[1719389],[1723104],[1727426],[1731884],[1733476],[1736195],[1743950],[1754322],[1757041],[1765296],[1767876],[1775662],[1786034],[1788753],[1797008],[1799588],[1807510],[1810229],[1818484],[1821064],[1832845],[1836561],[1845125],[1846419],[1852734],[1856569],[1858783],[1878774],[1883096],[1889146],[1891865],[1905660],[1909375],[1913697],[1918155],[1919747],[1922466],[1930221],[1940593],[1943312],[1951567],[1954147],[1966644],[1967642],[1969821],[1973757],[1977424],[1985688],[1995976],[2002291],[2008340],[2023855],[2025149],[2031464],[2035299],[2037513],[2057504],[2061826],[2067876],[2070595],[2079601],[2083395],[2085434],[2099989],[2101283],[2109601],[2115716],[2136073],[2137071],[2139250],[2143186],[2146853],[2165405],[2171720],[2177769],[2188923],[2193885],[2207626],[2208624],[2212699],[2216493],[2234381],[2238241],[2242035],[2244074],[2268241],[2274356],[2290231],[2304657],[2308451],[2312151],[2331852],[2335594],[2340556],[2359370],[2363164],[2396459],[2402853],[2417279],[2421073],[2424084],[2446004],[2471988],[2479132],[2498022],[2523379],[2547110],[2569462],[2612895],[2668077] ] cell #2145 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [608157],[673449],[742425],[774730],[806547],[848588],[882681],[887186],[911854],[916689],[959450],[965305],[994243],[996717],[1027318],[1036743],[1038193],[1061411],[1074017],[1081364],[1108817],[1114009],[1119864],[1121314],[1145721],[1151576],[1162932],[1180514],[1182988],[1196307],[1200104],[1211510],[1233372],[1234987],[1240719],[1248253],[1265844],[1273191],[1300644],[1305836],[1311691],[1313141],[1322333],[1324835],[1336687],[1340484],[1351890],[1358679],[1362476],[1364442],[1373882],[1391537],[1395334],[1406740],[1428602],[1430217],[1435949],[1443483],[1452937],[1455634],[1463989],[1466491],[1478343],[1482140],[1485851],[1488353],[1500205],[1504002],[1515408],[1518709],[1521211],[1533063],[1536860],[1548266],[1555055],[1558852],[1560818],[1570258],[1583825],[1594219],[1596916],[1605271],[1607773],[1615695],[1618392],[1626747],[1629249],[1641101],[1644898],[1648167],[1650864],[1659219],[1661721],[1673573],[1677370],[1681081],[1683583],[1695435],[1699232],[1710638],[1719479],[1723094],[1727516],[1731967],[1733488],[1736185],[1743940],[1754334],[1757031],[1765386],[1767888],[1775652],[1786046],[1788743],[1797098],[1799600],[1807522],[1810219],[1818574],[1821076],[1832928],[1836725],[1845137],[1846509],[1852746],[1856581],[1858773],[1878764],[1883186],[1889158],[1891855],[1905750],[1909365],[1913787],[1918238],[1919759],[1922456],[1930211],[1940605],[1943302],[1951657],[1954159],[1966634],[1967654],[1969833],[1973747],[1977414],[1985778],[1996066],[2002303],[2008330],[2023867],[2025239],[2031476],[2035311],[2037503],[2057494],[2061916],[2067888],[2070585],[2079613],[2083385],[2085424],[2100001],[2101373],[2109613],[2115706],[2136063],[2137083],[2139262],[2143176],[2146843],[2165495],[2171732],[2177759],[2188913],[2193879],[2207616],[2208636],[2212711],[2216483],[2234471],[2238253],[2242025],[2244064],[2268253],[2274346],[2290225],[2304669],[2308441],[2312141],[2331864],[2335584],[2340550],[2359382],[2363154],[2396449],[2402847],[2417291],[2421063],[2424078],[2445994],[2472000],[2479126],[2498012],[2523373],[2547100],[2569456],[2612889],[2668071] ] cell #2146 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [261602],[319051],[344895],[355269],[364242],[388363],[413640],[414196],[426076],[435225],[439791],[448627],[463537],[467145],[472850],[484768],[485000],[485556],[495485],[508889],[515759],[522140],[524842],[533841],[542677],[542909],[543465],[550201],[559037],[560813],[571145],[573644],[574506],[575917],[582480],[597390],[597622],[598178],[600998],[606703],[608107],[615798],[625554],[628256],[634756],[637255],[638117],[639528],[643269],[645971],[652711],[654970],[663806],[664038],[664594],[668811],[668881],[671513],[673399],[680512],[689348],[694373],[696872],[697734],[699145],[705708],[707484],[715021],[724470],[728031],[736177],[737787],[737857],[740489],[742375],[746968],[754558],[755114],[756724],[759426],[765926],[768425],[769287],[770698],[774438],[774610],[784194],[786896],[795895],[798168],[800163],[801909],[801979],[803008],[804611],[806497],[811351],[813610],[822446],[824222],[834022],[835121],[842406],[843992],[846064],[848296],[848468],[857531],[863983],[866055],[868287],[876433],[878043],[878113],[879142],[880745],[882631],[893899],[897460],[905606],[907216],[908802],[909918],[911804],[914354],[916397],[916569],[917574],[926153],[928855],[935595],[937854],[940127],[945573],[950518],[951625],[951695],[954208],[959158],[959330],[959916],[962404],[963017],[972018],[974557],[975054],[980762],[990535],[992121],[994193],[996425],[996597],[997602],[1012752],[1014091],[1021136],[1022722],[1024794],[1026552],[1027026],[1027198],[1027784],[1038073],[1047017],[1055163],[1056773],[1057872],[1059475],[1061361],[1067117],[1067614],[1068734],[1073725],[1073897],[1075979],[1076376],[1078656],[1082150],[1084778],[1094388],[1095727],[1097334],[1097455],[1103626],[1106184],[1108767],[1113717],[1113889],[1114475],[1121194],[1135236],[1136789],[1137896],[1140479],[1145429],[1145601],[1146187],[1148675],[1149288],[1150390],[1152362],[1169761],[1176806],[1178392],[1180464],[1182696],[1182868],[1183873],[1193478],[1193599],[1194705],[1195102],[1196257],[1202167],[1202400],[1204610],[1205107],[1211390],[1219541],[1221094],[1222201],[1224262],[1228089],[1233080],[1233252],[1235334],[1241505],[1255082],[1260561],[1262102],[1265552],[1265724],[1267806],[1268203],[1270483],[1273977],[1276605],[1278358],[1295351],[1298011],[1300594],[1305544],[1305716],[1306302],[1313021],[1322948],[1323794],[1324027],[1325182],[1331509],[1333858],[1333979],[1336637],[1346607],[1348148],[1351598],[1351770],[1357077],[1357474],[1358629],[1364772],[1373762],[1381913],[1384573],[1389935],[1390332],[1391487],[1391847],[1397397],[1397630],[1399840],[1400337],[1406620],[1423319],[1424860],[1428310],[1428482],[1430564],[1436735],[1454649],[1455964],[1464604],[1466838],[1476741],[1477138],[1478293],[1478653],[1487312],[1487545],[1488700],[1494769],[1500155],[1510125],[1511666],[1515116],[1515288],[1520170],[1520403],[1521558],[1527885],[1530234],[1530355],[1533013],[1548146],[1553453],[1553850],[1555005],[1555365],[1561148],[1570138],[1592648],[1597246],[1606732],[1606965],[1608120],[1617407],[1618722],[1624035],[1629596],[1639499],[1639896],[1641051],[1641411],[1649879],[1651194],[1659834],[1662068],[1673523],[1682542],[1682775],[1683930],[1695385],[1710518],[1721249],[1721646],[1731917],[1735200],[1736515],[1743535],[1752003],[1757361],[1766847],[1767080],[1768235],[1789073],[1799947],[1809234],[1810549],[1821423],[1832878],[1840930],[1846891],[1847124],[1856928],[1868481],[1890870],[1892185],[1918188],[1922786],[1943632],[1954506],[1961277],[1962738],[1968326],[1971550],[1977744],[1988152],[2035658],[2070915],[2077593],[2078284],[2086982],[2140979],[2147173],[2186790],[2195022],[2245622],[2341693] ] cell #2147 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2148 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [521902],[533325],[548755],[590728],[614123],[625316],[627678],[643031],[644403],[653524],[654454],[679996],[689722],[711001],[713956],[729940],[734250],[747837],[753187],[756486],[757858],[758848],[781902],[783956],[786318],[795379],[796857],[809544],[812164],[813094],[819195],[822820],[833784],[841836],[844530],[855760],[861827],[864521],[869156],[870196],[874506],[885678],[894250],[899369],[903679],[909340],[922616],[923861],[924129],[925915],[927287],[928277],[934884],[937338],[938816],[944210],[958554],[961067],[972369],[979400],[981913],[989965],[992659],[1002644],[1003889],[1004157],[1005387],[1012514],[1013380],[1014904],[1020566],[1023260],[1028935],[1033245],[1036403],[1040557],[1043251],[1043807],[1044885],[1047886],[1048926],[1053236],[1058897],[1066113],[1077293],[1080106],[1087023],[1094150],[1095016],[1096540],[1098769],[1101582],[1113113],[1119524],[1123678],[1126372],[1126928],[1128006],[1129248],[1130481],[1131986],[1139030],[1144825],[1147338],[1155390],[1158084],[1161057],[1161425],[1165671],[1168184],[1169050],[1176236],[1178930],[1184605],[1188915],[1197109],[1198644],[1203606],[1212795],[1213553],[1214786],[1216291],[1223335],[1225468],[1239461],[1246378],[1246746],[1250992],[1253505],[1254371],[1256299],[1257940],[1259173],[1259541],[1266421],[1269120],[1271933],[1283464],[1285645],[1285977],[1288367],[1288810],[1289363],[1290596],[1293409],[1304940],[1315505],[1318199],[1326369],[1327572],[1327940],[1337519],[1339024],[1342117],[1342345],[1343986],[1345219],[1345587],[1352467],[1359481],[1361016],[1375167],[1375372],[1375925],[1377158],[1379971],[1387113],[1388357],[1388910],[1398836],[1408025],[1410016],[1411521],[1412829],[1415720],[1418565],[1419057],[1420698],[1434691],[1446222],[1448403],[1456608],[1457726],[1458279],[1460618],[1467995],[1469228],[1469596],[1472071],[1473919],[1475163],[1475716],[1489887],[1491090],[1491458],[1501037],[1502542],[1505635],[1505863],[1507504],[1517032],[1518889],[1533895],[1535400],[1538493],[1540362],[1541595],[1541963],[1545558],[1571543],[1576347],[1579238],[1582817],[1582906],[1588301],[1588427],[1591147],[1593629],[1598495],[1599008],[1599561],[1603594],[1605451],[1619366],[1620484],[1621037],[1623376],[1630753],[1631986],[1632354],[1634829],[1646877],[1663225],[1664458],[1664826],[1667301],[1669880],[1670393],[1670946],[1696267],[1697772],[1700865],[1707930],[1712344],[1715487],[1716762],[1722175],[1727696],[1732198],[1742932],[1743021],[1748416],[1748542],[1751262],[1753744],[1758610],[1759123],[1759676],[1785456],[1790322],[1790835],[1791388],[1797278],[1822580],[1823813],[1824181],[1826656],[1829235],[1840327],[1840416],[1841278],[1842627],[1842857],[1848023],[1868014],[1871157],[1872432],[1875934],[1877845],[1883366],[1906535],[1908446],[1913967],[1940015],[1944881],[1945394],[1945947],[1962271],[1963059],[1963923],[1970947],[1971036],[1973247],[1986563],[1990835],[1992184],[1992414],[1997580],[2005500],[2021357],[2026753],[2054664],[2056575],[2062096],[2079952],[2086515],[2088167],[2097491],[2105018],[2105882],[2115206],[2128522],[2133352],[2140376],[2140465],[2142676],[2155992],[2167009],[2174929],[2196690],[2204905],[2213050],[2221265],[2238592],[2245155],[2246807],[2256131],[2273846],[2287162],[2305008],[2319918],[2343361],[2351576],[2367936],[2438861],[2453771], [658228,1115626],[756092,1236648],[799153,1548843],[816868,1307453],[831271,1328722],[866977,1365978],[905906,1918469],[906584,1669149],[925521,1431878],[941112,1448735],[947023,1459355],[1010001,1525098],[1010402,2021587],[1011080,1780128],[1025716,1795421],[1045707,1562354],[1056141,1573534],[1091637,1611660],[1092038,2097721],[1092716,1863249],[1132454,2132488],[1133294,1654585],[1134400,1903033],[1136185,1655848],[1166072,2161843],[1166750,1934687],[1181386,1702734],[1216759,2204041],[1217599,1739906],[1218705,1983061],[1220490,1741169],[1251393,2230819],[1252071,2012806],[1260043,2020008],[1263136,1782974],[1292569,2263658],[1294515,2051162],[1296300,1815203],[1346089,2096142],[1349182,1866095],[1363431,2316244],[1364109,2111039],[1379131,2327269],[1381077,2125020],[1382862,1896839],[1387844,1901758],[1422801,2160264],[1423934,2359721],[1425894,1937533],[1461471,2387427],[1474650,1981786],[1484874,2401717],[1493933,2217198],[1509607,2229240],[1510740,2417630],[1512700,2015652],[1551362,2049887],[1554487,2264522],[1585240,2468230],[1592130,2294532],[1602753,2477110],[1614599,2483973],[1615105,2310433],[1637408,2123745],[1640533,2328133],[1681866,2161613],[1705970,2538156],[1714051,2543621],[1714557,2383599],[1720264,2193716],[1724509,2548186],[1731399,2393750],[1766171,2230589],[1794580,2584135],[1832360,2461986],[1849730,2613891],[1850236,2473282],[1855943,2302034],[1910780,2641853],[1917670,2514276],[1952442,2377260],[2028460,2694631],[2028966,2580307],[2034673,2435887] ] cell #2149 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [657522],[757039],[816162],[834337],[868165],[926468],[940406],[950396],[1013067],[1034663],[1046895],[1057088],[1094703],[1136667],[1138211],[1151141],[1182574],[1220972],[1222516],[1262853],[1265430],[1278403],[1298326],[1348899],[1351476],[1384888],[1390284],[1391892],[1408376],[1425611],[1428188],[1477090],[1478698],[1512417],[1514994],[1520448],[1522338],[1553802],[1555410],[1607010],[1608900],[1624786],[1639848],[1641456],[1650124],[1682820],[1684279],[1684710],[1721598],[1735445],[1752048],[1767125],[1768584],[1769015],[1809479],[1810594],[1847169],[1857277],[1868526],[1876593],[1891115],[1892230],[1933138],[1954855],[1962783],[1968571],[1977789],[1988791],[2011257],[2036007],[2070960],[2078923],[2087027],[2092815],[2102656],[2147218],[2180686],[2187798],[2195661],[2245667],[2251455],[2296116],[2342332],[2429969], [236111,717662],[243904,730178],[279544,1284240],[293007,1838055],[301203,837927],[302902,840259],[313083,857918],[320876,870434],[337571,899607],[343704,1155960],[356449,1952886],[358733,1446998],[370496,956826],[383112,747762],[383180,548873],[386945,982151],[389265,986056],[390964,988388],[405537,2035117],[408228,1016657],[409927,1018989],[416021,1029173],[416965,1284068],[425372,1560182],[427901,1049164],[431031,2068790],[434034,1316075],[442343,1072472],[457555,1856387],[461376,644527],[461897,864726],[465515,1105077],[469003,869081],[469071,653642],[469791,1111385],[472836,657590],[480420,1646228],[485740,2146088],[491022,1143097],[498086,1153813],[507100,1682310],[507471,1168422],[508436,1429417],[509791,1172327],[511490,1174659],[515090,2178596],[517584,1184843],[518528,1446826],[522455,1194887],[536393,960992],[536461,734368],[543649,1976659],[548990,982466],[552753,1231827],[556876,757982],[557397,759053],[561015,762286],[567965,1766615],[568336,1253743],[569301,1516223],[570203,2245540],[575248,2250355],[576196,1264299],[577898,1266659],[588734,1281736],[594021,1551806],[595750,1043456],[598362,1808424],[599368,1296904],[600473,1560010],[602856,1047811],[602924,812282],[603644,1303212],[606689,816230],[610708,1313928],[615676,1068514],[625869,1076161],[627883,631637],[631116,844654],[633814,2086900],[638859,2091715],[639807,1350345],[641509,1352705],[643584,1357259],[644017,1104955],[653759,870749],[660437,1637852],[662166,1126577],[664778,1890060],[665784,1383466],[666889,1646056],[667828,2342193],[669126,1390117],[670383,1388288],[676151,1396492],[683064,1147263],[683132,903797],[693431,1680611],[693814,1681201],[695661,1168737],[698476,1931048],[699424,1427057],[703547,927411],[704068,928482],[707686,931715],[711962,1444494],[715007,940474],[722298,1962656],[723713,1720708],[727909,953988],[730493,734485],[735399,1223540],[736804,2195522],[738102,1476923],[739359,1475094],[745127,1483298],[746846,1227869],[757472,988266],[764984,1764916],[765367,1765506],[767214,1254058],[770029,2009167],[770977,1513863],[772961,2429936],[774316,1260341],[775702,1518239],[776085,1518829],[782075,1526848],[784509,1267988],[786523,790277],[789756,1023384],[798447,1285902],[798515,1033363],[800149,1034731],[800475,1807073],[800926,1807339],[802224,1553635],[802657,1296782],[812399,1049479],[820806,1059102],[824424,1062335],[831999,2078784],[833139,1846039],[833522,1846629],[840137,844144],[842721,1609408],[843978,1348967],[845783,1353020],[846819,2296083],[848174,1346387],[849560,1604801],[849943,1605391],[855933,1613410],[862554,1868399],[863969,1624854],[875655,1385912],[876609,1888709],[877060,1888975],[878358,1639681],[878791,1383344],[886751,1647634],[888017,1647718],[888468,1647984],[897338,1140259],[899922,903914],[904828,1139235],[907531,1408884],[908788,1151209],[909545,913299],[912778,1158208],[914556,1159730],[914920,1929815],[916275,1423099],[926901,1174537],[936643,1185158],[947962,2187765],[949112,1967205],[949563,1967471],[951940,1721431],[959036,1479193],[960422,1478571],[960805,1479525],[962053,1483176],[964870,1732955],[966136,1733039],[966587,1733305],[980128,1988652],[981268,1751921],[981651,1752875],[990850,1769523],[992107,1512485],[993912,1516538],[994948,2007934],[996303,1509905],[1004940,1774494],[1006943,1775256],[1018867,1022874],[1021451,1522846],[1022708,1262921],[1024513,1266974],[1026904,1278898],[1028290,1278276],[1028673,1279230],[1029488,1033480],[1031502,1034394],[1054385,1299350],[1057521,1313806],[1064840,2288760],[1064952,2077339],[1071026,1843614],[1071142,2082989],[1073603,1592428],[1076328,1604375],[1079347,1609575],[1082195,1608760],[1082646,1608761],[1086576,1857615],[1088579,1858377],[1102521,2102623],[1103671,1876453],[1104122,1876454],[1106499,1877101],[1113595,1641951],[1114981,1641329],[1115364,1642283],[1116612,1645934],[1128841,1898405],[1145307,1392387],[1146693,1391765],[1147076,1392719],[1148324,1396370],[1152407,1408236],[1152858,1408237],[1153691,1157698],[1156275,1159337],[1177121,1685218],[1178378,1425679],[1180183,1429732],[1187172,1190064],[1191374,2186917],[1195054,1717543],[1196662,1964546],[1202445,1732398],[1208635,1737150],[1213146,1978433],[1224195,2210191],[1224307,1988596],[1230381,1993171],[1230497,1996237],[1232958,1752543],[1235683,1764490],[1238702,1769690],[1241550,1768875],[1242001,1768876],[1268155,1517813],[1271174,1523013],[1274022,1522198],[1274473,1522199],[1280406,1538712],[1283946,1286963],[1305422,1555905],[1306808,1555283],[1307191,1556237],[1308439,1559888],[1316390,1319452],[1322881,2289624],[1322993,2078728],[1324072,1843057],[1325531,1844623],[1325962,2080530],[1331754,1857756],[1353746,2102975],[1357426,1873213],[1359034,2106505],[1361565,1877268],[1364817,1888068],[1371007,1892820],[1397675,1647077],[1403865,1651829],[1409051,1412070],[1430913,1680185],[1433932,1685385],[1436780,1684570],[1437231,1684571],[1446704,1449721],[1453854,2188117],[1454894,1964687],[1456009,1965634],[1464537,2388842],[1464649,2195466],[1467187,1975243],[1487590,1992614],[1489049,1994180],[1489480,2213628],[1495272,2007313],[1503091,2006834],[1521907,1777148],[1528130,1774635],[1557941,1813132],[1561193,1806432],[1567383,1811184],[1572569,1575588],[1586752,2081506],[1595136,2296435],[1597291,2089878],[1608469,1860269],[1617652,2106646],[1618767,2107593],[1629945,2117202],[1643987,1894768],[1651239,1900328],[1653777,1656782],[1659767,2509368],[1659879,2342137],[1662417,2144672],[1690502,1929194],[1698321,2176263],[1726021,2198244],[1736560,1980356],[1739098,1742103],[1746867,2214604],[1757406,2222976],[1778579,2019048],[1786963,2430288],[1789118,2248518],[1800296,2038999],[1821772,2275842],[1835814,2073498],[1861700,2095182],[1881691,2321472],[1912292,2344915],[1922831,2149785],[1925369,1928374],[1943677,2369647],[2040430,2253822],[2060421,2455325] ] cell #2150 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355960],[405048],[457066],[482057],[506611],[539966],[567476],[570860],[590919],[594679],[629704],[634471],[658996],[661095],[686637],[694088],[695504],[714147],[725361],[731982],[756217],[760874],[765641],[767057],[788344],[793111],[802723],[817636],[819735],[831396],[834836],[845626],[865617],[866922],[872238],[878857],[894790],[901411],[925646],[930303],[935070],[936486],[944366],[946968],[958679],[962119],[972909],[979525],[982965],[984777],[993755],[1010126],[1013566],[1024356],[1044347],[1045652],[1050968],[1057587],[1065916],[1068967],[1077449],[1080051],[1091762],[1095202],[1098925],[1101527],[1113238],[1116678],[1127468],[1130637],[1133239],[1144950],[1148390],[1159180],[1165796],[1169236],[1171048],[1180026],[1192309],[1203409],[1206460],[1214942],[1217544],[1225271],[1228322],[1236804],[1239406],[1251117],[1254557],[1257743],[1260794],[1269276],[1271878],[1283589],[1287029],[1290752],[1293354],[1305065],[1308505],[1319295],[1328878],[1332689],[1337675],[1342242],[1343789],[1346840],[1354681],[1365781],[1368832],[1377314],[1379916],[1387539],[1398639],[1401690],[1410172],[1412774],[1420501],[1423552],[1432034],[1434636],[1446347],[1449787],[1459158],[1460774],[1467798],[1472016],[1474345],[1496207],[1501193],[1507307],[1510358],[1525254],[1529065],[1534051],[1538618],[1540165],[1543216],[1551057],[1562157],[1565208],[1573690],[1576292],[1589806],[1590950],[1593574],[1598190],[1602371],[1611816],[1623532],[1630556],[1637103],[1654388],[1656004],[1663028],[1667246],[1669575],[1691437],[1696423],[1702537],[1705588],[1715432],[1719959],[1722501],[1739709],[1741325],[1751065],[1758305],[1781633],[1782777],[1785401],[1790017],[1794198],[1815359],[1822383],[1828930],[1841604],[1847870],[1864754],[1865898],[1871102],[1875629],[1896995],[1901703],[1906230],[1908772],[1937336],[1944576],[1962906],[1981731],[1986258],[1991161],[2015455],[2020334],[2026600],[2049832],[2054359],[2096468],[2104865],[2123690],[2128217],[2132335],[2160590],[2193661],[2203888],[2229566],[2263505],[2294858],[2327116],[2387274],[2467518] ] cell #2151 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [934015],[1011471],[1093107],[1130404],[1167141],[1214709],[1252462],[1257657],[1284934],[1290519],[1337442],[1343703],[1374456],[1377081],[1409939],[1420415],[1421884],[1447692],[1460541],[1467712],[1495778],[1500960],[1507221],[1508690],[1533818],[1540079],[1552115],[1570832],[1573457],[1587258],[1590864],[1601823],[1623299],[1625015],[1630470],[1638161],[1655771],[1662942],[1691008],[1696190],[1702451],[1703920],[1713560],[1715717],[1726527],[1730133],[1741092],[1747373],[1750979],[1753000],[1761938],[1779085],[1782691],[1793650],[1815126],[1816842],[1822297],[1829988],[1839636],[1841883],[1849239],[1851396],[1862206],[1865812],[1869230],[1871387],[1882197],[1885803],[1896762],[1899831],[1901988],[1912798],[1916404],[1927363],[1933644],[1937250],[1939271],[1948209],[1961569],[1970256],[1972503],[1979859],[1982016],[1989193],[1991440],[1998796],[2000953],[2011763],[2015369],[2018366],[2020613],[2027969],[2030126],[2040936],[2044542],[2047960],[2050117],[2060927],[2064533],[2075492],[2082818],[2085813],[2089381],[2093321],[2094500],[2096747],[2103528],[2112215],[2114462],[2121818],[2123975],[2130998],[2139685],[2141932],[2149288],[2151445],[2158622],[2160869],[2168225],[2170382],[2181192],[2184798],[2191587],[2192719],[2197562],[2200783],[2202551],[2218911],[2222479],[2227598],[2229845],[2241458],[2244453],[2248021],[2251961],[2253140],[2255387],[2262168],[2270855],[2273102],[2280458],[2282615],[2292966],[2293752],[2295468],[2298331],[2301290],[2307874],[2315947],[2320790],[2325779],[2338258],[2339390],[2344233],[2347454],[2349222],[2365582],[2369150],[2374269],[2376516],[2384020],[2386725],[2388269],[2399123],[2400255],[2406374],[2410953],[2426819],[2427605],[2429321],[2432184],[2435143],[2449800],[2454643],[2459632],[2468589],[2472103],[2481867],[2482653],[2485583],[2488288],[2501818],[2504546],[2507251],[2508795],[2526900],[2531479],[2543966],[2553659],[2556364],[2558919],[2572983],[2575614],[2579128],[2592608],[2595313],[2618815],[2623155],[2632848],[2635553],[2637633],[2652586],[2670720],[2675075],[2687197],[2703895],[2719718],[2733195],[2760674],[2793618] ] cell #2152 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2153 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2154 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2155 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [25448,213204],[32701,247815],[40177,281586],[45822,304020],[51224,324787],[55473,341482],[56796,347085],[62049,366706],[63475,370724],[69935,392082],[71017,396198],[75418,411045],[78045,420939],[80820,431812],[82573,437632],[86409,302935],[87622,451091],[92736,466001],[94162,470019],[95961,475987],[99655,487232],[101081,491250],[103452,499204],[104833,347170],[107541,512608],[108623,516724],[110254,521920],[114551,531682],[116715,537224],[119600,545141],[120820,548042],[122793,552981],[124656,390997],[125869,561501],[126958,396283],[129373,571485],[133209,409960],[134422,584944],[135848,588962],[139536,599854],[140962,603872],[142761,609840],[143333,611826],[144711,615583],[149467,625334],[150768,627983],[152404,451176],[153764,635096],[157010,643049],[157835,644708],[159664,465548],[161307,652811],[163280,657750],[163471,658353],[166356,666270],[167383,668591],[171680,678353],[173844,683895],[175516,498119],[176136,343988],[176729,691812],[177949,694713],[179922,699652],[180297,700898],[181785,511523],[182998,708172],[184087,516809],[184424,712190],[190294,724570],[191927,727816],[193132,729958],[193469,533593],[194433,732607],[196683,737567],[200846,746753],[201498,747855],[201789,549023],[205602,756504],[206427,758163],[206903,759153],[208256,561048],[208539,561586],[209899,766266],[211872,771205],[212247,772451],[217075,782303],[217960,783974],[219261,786623],[220897,585029],[222257,793736],[223610,416998],[224421,799278],[225320,801402],[225503,801689],[226328,803348],[228157,599401],[229800,811451],[231773,816390],[231964,816993],[233636,610741],[234256,434318],[234849,824910],[240133,833802],[240958,835461],[243676,840044],[243811,627727],[244881,842186],[246182,844835],[251686,856161],[253418,858956],[253503,644452],[256556,864826],[258189,868072],[258841,869174],[259132,653792],[259394,870214],[259731,654722],[260695,872863],[262762,877536],[262945,877823],[263770,879482],[265599,665817],[268365,888944],[271034,893999],[271649,676184],[272667,897245],[273872,899387],[274209,680264],[275173,902036],[277423,906996],[278724,909645],[280360,691897],[280867,915032],[282238,917284],[282529,695694],[285457,508720],[286342,925933],[287167,927592],[287643,928582],[288996,707719],[289279,708257],[290639,935695],[291992,518561],[292612,940634],[292803,941237],[294688,944228],[298492,950039],[298655,950303],[299307,951405],[302800,730280],[305225,961085],[305516,734518],[306050,962744],[308605,967063],[311274,972118],[311889,745160],[313914,748177],[317105,981931],[317442,753455],[317930,983590],[320016,987094],[320101,757907],[320648,988173],[320783,758897],[321853,990315],[324068,995060],[325439,997312],[325730,767247],[328658,569585],[330369,776118],[330533,1007055],[333800,1012532],[334625,1014191],[337343,1018774],[337478,786367],[338548,1020916],[339849,1023565],[342687,1028953],[343024,795647],[345353,1034891],[345531,1035369],[347554,598995],[350223,1043556],[350838,600506],[351856,1046802],[352508,1047904],[352799,812432],[353061,1048944],[353398,813362],[354362,1051593],[356612,1056553],[357437,1058212],[357913,1059202],[359266,824457],[359549,824995],[359804,435683],[361586,1066244],[361721,1066411],[365276,1071254],[369346,1077311],[373150,1083122],[373313,1083386],[373398,844579],[373965,1084488],[374256,845816],[376452,849976],[376616,1088691],[379883,1094168],[380708,1095827],[382750,1098787],[386554,1104598],[386717,1104862],[386852,864570],[387369,1105964],[390096,869496],[390862,870536],[394112,1117303],[394644,1118490],[396667,665411],[399336,1126677],[399951,666922],[401322,888534],[401713,1130499],[401995,1130952],[405680,1136574],[406332,1137676],[407157,1139335],[409825,899709],[412250,1147356],[412541,903947],[413075,1149015],[415630,1153334],[415793,1153598],[415928,909389],[417335,690218],[418299,1158389],[418914,914589],[420699,693847],[420863,698542],[424130,1168202],[424467,922884],[424955,1169861],[427041,1173365],[427126,927336],[427673,1174444],[427808,928326],[428878,1176586],[431664,517193],[432464,1183583],[432755,936676],[433017,1184623],[433354,937606],[435619,520477],[437376,1192489],[441475,1197610],[445971,1203737],[446106,1203904],[449497,960838],[449661,1208747],[450448,961407],[451560,544282],[453340,966653],[453731,1214804],[454013,1215257],[457698,1220879],[458350,1221981],[459175,1223640],[460881,1225599],[461016,1225766],[464571,1230609],[465413,982253],[472445,1242477],[473260,1243843],[473551,993945],[475747,765400],[475911,770095],[479178,1253523],[479515,1002912],[480003,1255182],[481671,1007438],[482112,1258071],[482247,1258238],[486373,585413],[487884,1266439],[488221,1015172],[489872,1269138],[493676,1274949],[493839,1275213],[493924,1023309],[494491,1276315],[494782,1024546],[496978,1028706],[497142,1280518],[497984,1029275],[499339,796906],[500409,1285995],[500700,1033513],[501234,1287654],[502885,800992],[503276,1290614],[503558,806379],[507243,1296689],[507378,1043300],[507895,1297791],[510622,1048226],[511388,1049266],[514638,1309130],[515156,609764],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] cell #2156 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2157 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [27398],[39246],[42127],[53326],[55245],[57594],[58805],[65902],[71815],[73412],[73696],[76001],[77637],[78673],[80592],[89413],[89697],[95553],[96589],[97787],[98237],[98938],[99209],[104063],[105535],[105819],[112703],[117732],[118182],[118883],[119154],[123224],[126188],[127660],[127944],[129220],[129257],[129501],[136497],[137006],[137668],[138118],[138819],[139090],[147345],[151916],[153611],[153648],[153892],[157864],[159459],[160158],[163711],[163826],[164488],[164938],[165639],[165910],[167422],[167841],[175311],[176283],[177796],[177833],[178077],[178244],[185073],[186742],[189451],[190589],[194317],[194561],[195581],[196722],[197141],[200654],[201394],[203480],[204593],[206456],[208051],[208750],[209746],[209783],[210027],[210194],[213254],[220409],[222141],[222385],[225542],[225961],[226175],[226212],[232204],[233431],[234403],[236389],[237393],[240805],[240842],[242630],[244920],[245339],[246211],[246310],[246477],[247865],[252038],[252497],[253004],[253289],[255713],[257997],[258737],[260579],[260823],[261843],[262984],[263403],[263617],[263654],[275057],[275301],[276321],[277462],[277881],[281636],[287196],[288791],[289490],[290523],[290767],[290934],[295144],[295603],[297120],[299346],[300925],[301481],[302485],[304070],[305121],[305683],[305897],[305934],[312259],[312277],[313361],[317814],[318636],[319602],[319887],[321892],[322311],[323282],[324837],[334509],[336297],[338587],[339006],[339878],[339977],[340144],[341532],[345136],[351664],[352404],[354246],[354490],[355510],[356651],[357070],[357284],[357321],[362047],[362065],[363455],[363827],[366292],[366756],[368349],[368523],[369802],[370261],[371778],[373184],[380592],[381317],[385182],[387408],[388459],[388987],[389543],[392132],[393996],[404145],[406371],[407950],[408506],[409510],[411095],[412146],[412708],[412922],[412959],[418328],[418427],[424839],[425661],[426627],[426912],[428917],[429336],[430307],[431862],[435466],[437968],[439334],[439508],[439887],[440415],[442621],[444432],[444881],[446432],[446450],[448212],[456163],[458389],[462750],[463122],[466051],[471073],[479887],[483981],[484353],[486818],[487282],[488875],[489049],[490328],[490787],[492304],[493710],[496109],[500305],[501118],[505708],[507934],[508985],[509513],[510069],[512658],[514522],[519990],[523876],[524325],[529932],[532018],[533937],[541890],[542262],[544727],[545191],[549744],[549918],[550297],[558622],[566573],[568799],[573187],[573361],[573740],[574268],[575130],[576474],[578285],[578734],[580285],[580303],[582065],[586587],[590016],[591422],[596603],[596975],[599904],[604926],[608731],[613740],[617634],[633188],[636798],[636972],[637351],[637879],[638741],[640085],[645005],[645454],[655066],[663019],[663391],[666320],[670547],[670996],[672942],[674023],[676603],[678689],[680608],[685602],[688933],[696415],[696589],[696968],[698358],[705293],[713244],[726423],[735762],[739523],[739972],[741918],[742999],[748804],[767968],[768142],[768521],[769911],[776274],[778770],[791828],[795991],[803645],[804094],[806040],[807121],[813706],[822031],[836233],[836407],[837681],[846160],[850132],[852628],[866679],[879779],[880228],[882174],[883255],[905191],[918233],[920729],[937950],[946834],[952371],[952820],[954304],[984362],[998261],[1000757],[1016411],[1024890],[1065371],[1068830],[1074521],[1075503],[1101393],[1107379],[1140575],[1191810],[1194229],[1228185],[1267330],[1320707],[1356601] ] cell #2158 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [27400],[39248],[42129],[53328],[55272],[57596],[58807],[65904],[71817],[73439],[73698],[76035],[77639],[78675],[80619],[89440],[89699],[95555],[96591],[98239],[98492],[98972],[99236],[104069],[105562],[105821],[112705],[118184],[118437],[118917],[119181],[123226],[126194],[127687],[127946],[129313],[129507],[130068],[136499],[137007],[138120],[138373],[138853],[139117],[147351],[151918],[153704],[153898],[154459],[157866],[159461],[160185],[163713],[163827],[164940],[165193],[165673],[165937],[167428],[167842],[175313],[176310],[177889],[178083],[178644],[179017],[185075],[186748],[189452],[190959],[194373],[194567],[195583],[196728],[197142],[200681],[201397],[203486],[204627],[206458],[208053],[208777],[209839],[210033],[210594],[210967],[213255],[220411],[222197],[222391],[225548],[225962],[226268],[227096],[232206],[233433],[234430],[236390],[237420],[240898],[241250],[242636],[244926],[245340],[246213],[246316],[246847],[247866],[252041],[252531],[253010],[253290],[255714],[258024],[258740],[260635],[260829],[261845],[262990],[263404],[263710],[264538],[275113],[275307],[276323],[277468],[277882],[281637],[287198],[288793],[289517],[290579],[290773],[291707],[295147],[295637],[297147],[299352],[300931],[301482],[302512],[304071],[305124],[305684],[305990],[306342],[312264],[312278],[313362],[317870],[318639],[319608],[319888],[321898],[322312],[323288],[324838],[334565],[336303],[338593],[339007],[339880],[339983],[340514],[341533],[345138],[351691],[352407],[354302],[354496],[355512],[356657],[357071],[357377],[358205],[362052],[362066],[363461],[363830],[366298],[366757],[368352],[368524],[369805],[370295],[371805],[373185],[380648],[381318],[385209],[387414],[388460],[388993],[389544],[392133],[394052],[404172],[406377],[407956],[408507],[409537],[411096],[412149],[412709],[413015],[413367],[418330],[418433],[424895],[425664],[426633],[426913],[428923],[429337],[430313],[431863],[435468],[437969],[439337],[439509],[439888],[440421],[442622],[444433],[444882],[446437],[446451],[448215],[456190],[458395],[462756],[463125],[466052],[471100],[479943],[483987],[484356],[486824],[487283],[488878],[489050],[490331],[490821],[492331],[493711],[496115],[500308],[501174],[505735],[507940],[508986],[509519],[510070],[512659],[514578],[519996],[523877],[524326],[529933],[532019],[533938],[541896],[542265],[544733],[545192],[549747],[549919],[550298],[558625],[566600],[568805],[573190],[573362],[573741],[574274],[575136],[576475],[578286],[578735],[580290],[580304],[582068],[586590],[590043],[591423],[596609],[596978],[599905],[604953],[608737],[613796],[617635],[633215],[636801],[636973],[637352],[637885],[638747],[640086],[645006],[645455],[655067],[663025],[663394],[666321],[670548],[670997],[672945],[674029],[676604],[678690],[680609],[685603],[688936],[696418],[696590],[696969],[698364],[705296],[713271],[726429],[735765],[739524],[739973],[741921],[743005],[748805],[767971],[768143],[768522],[769917],[776275],[778771],[791855],[795992],[803646],[804095],[806043],[807127],[813707],[822034],[836236],[836408],[837684],[846161],[850133],[852629],[866685],[879780],[880229],[882177],[883261],[905194],[918234],[920730],[937951],[946837],[952372],[952821],[954305],[984365],[998262],[1000758],[1016414],[1024891],[1065372],[1068831],[1074522],[1075504],[1101396],[1107380],[1140576],[1191811],[1194230],[1228186],[1267331],[1320708],[1356602] ] cell #2159 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [39692],[55270],[55340],[59251],[73437],[73507],[76039],[79085],[80687],[89438],[89508],[97001],[98490],[98976],[99304],[104334],[105560],[105630],[108162],[118435],[118921],[119249],[126459],[127685],[127755],[129772],[130072],[130987],[137039],[138371],[138857],[139185],[147616],[154163],[154463],[155378],[160183],[160253],[163859],[165191],[165677],[166005],[167645],[167874],[176378],[177038],[178348],[178648],[179015],[179563],[189484],[190957],[194832],[196945],[197174],[200679],[201873],[203751],[204631],[208845],[208988],[210298],[210598],[210965],[211513],[213287],[213770],[222656],[223871],[225765],[225994],[227100],[234498],[236422],[237418],[239494],[241254],[245143],[245372],[246581],[246845],[247898],[248381],[251981],[252535],[253342],[255746],[259216],[261094],[261974],[263207],[263436],[264542],[267252],[275572],[277685],[277914],[281669],[282152],[282500],[289585],[291038],[291705],[292253],[294497],[295087],[295641],[299569],[301514],[302510],[304103],[304586],[305600],[305716],[306346],[307492],[312213],[312330],[313394],[313721],[316466],[319133],[319940],[322115],[322344],[323553],[324870],[325353],[325701],[338810],[339039],[340248],[340512],[341565],[342048],[346441],[352883],[354761],[355641],[356874],[357103],[358209],[362001],[362118],[364324],[366789],[368556],[369155],[369745],[370299],[372037],[373237],[373879],[374227],[381386],[382559],[387631],[388512],[389576],[389903],[392165],[392648],[393778],[395554],[406594],[408539],[409535],[411128],[411611],[412625],[412741],[413371],[414517],[418698],[426158],[426965],[429140],[429369],[430578],[431895],[432378],[432726],[438037],[439541],[439940],[442654],[443173],[444934],[445124],[446386],[446503],[448709],[450255],[458612],[463619],[466084],[467277],[467851],[468450],[471332],[473522],[484850],[487315],[489082],[489681],[490271],[490825],[492563],[493763],[494405],[494753],[500784],[500900],[508157],[509038],[510102],[510429],[512691],[513174],[514304],[516080],[520261],[524378],[524568],[524974],[525548],[527939],[530022],[530413],[532087],[533990],[542759],[545224],[549951],[550350],[553583],[559119],[569022],[573394],[573793],[576507],[577026],[578787],[578977],[580239],[580356],[582562],[584108],[586794],[591475],[592465],[597472],[599937],[601130],[601704],[602303],[605185],[607375],[613522],[617724],[618115],[624235],[628388],[637005],[637404],[640118],[640637],[645507],[645697],[646103],[655119],[663888],[666353],[671049],[671239],[671645],[672219],[673149],[674610],[676693],[677084],[678758],[680661],[685655],[689430],[690976],[696622],[697021],[700254],[705790],[710022],[715693],[719782],[736259],[740025],[740215],[740621],[741195],[742125],[743586],[748894],[749285],[759558],[768175],[768574],[771807],[776364],[776755],[778823],[779993],[782875],[787028],[792467],[796044],[804147],[804337],[804743],[806247],[813759],[822528],[836440],[846213],[850222],[850613],[852681],[853851],[860038],[880281],[880471],[880877],[882381],[889211],[891740],[905688],[910050],[918323],[918714],[920782],[921952],[928987],[938003],[952873],[953063],[954357],[963149],[967330],[969859],[984569],[998351],[998742],[1000810],[1001980],[1024943],[1038768],[1041297],[1059607],[1068883],[1074611],[1075002],[1076508],[1107432],[1121889],[1124418],[1140628],[1149420],[1191900],[1195234],[1201050],[1201999],[1228238],[1234357],[1268335],[1321347],[1323626],[1357606],[1397229],[1451731],[1487144] ] cell #2160 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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[34128,68261],[35877,125973],[48383,92268],[50207,94859],[50841,163405],[56205,176833],[58649,183102],[64172,64342],[66539,120200],[67119,122348],[68933,205290],[69297,125401],[76604,136715],[77238,224355],[79803,141659],[80437,231898],[81552,234953],[82783,145568],[83699,238636],[87154,87372],[90299,156596],[93137,160687],[93717,162835],[101778,101948],[102450,277111],[102814,176479],[106539,286030],[106903,182530],[109361,292737],[110805,187394],[111765,188645],[113931,113965],[114761,192784],[115677,303728],[116079,116352],[119912,200092],[121946,315608],[123432,205188],[130499,332303],[130834,332935],[133954,134172],[134823,221671],[135403,224058],[139937,229180],[140517,231328],[142331,356300],[145280,236831],[146121,146155],[146467,238534],[149053,149092],[150018,243282],[150978,244533],[154890,378386],[155225,379018],[158521,254907],[162433,391790],[168894,269385],[169297,269972],[169810,405388],[171060,171094],[171890,273524],[172806,410753],[173208,173481],[174292,277048],[179075,422633],[179410,423265],[180561,285928],[188026,188065],[191173,191176],[192496,301923],[193683,303626],[198194,309625],[198597,310212],[199110,457406],[202256,202290],[202602,315506],[207113,321505],[208364,472948],[211025,477681],[211360,478313],[214614,214648],[214960,332201],[215436,332872],[217546,217585],[218511,336949],[219471,338200],[223383,498912],[227014,348574],[227417,349161],[227930,506951],[230926,512316],[237542,237545],[246905,538207],[249225,249259],[249571,378284],[250047,378955],[254288,254327],[257279,554567],[259945,391688],[264456,397687],[264859,398274],[265372,567816],[268766,268805],[271913,271916],[273236,408948],[274423,410651],[278934,416650],[279850,591259],[282996,283030],[283342,422531],[283818,423202],[287853,428530],[289104,606801],[291765,611534],[303879,629085],[306260,451948],[309006,309045],[314514,314517],[315759,646800],[318140,466892],[323877,659336],[326197,326231],[326543,477579],[327019,478250],[331209,331212],[340572,684878],[343238,498810],[347955,347994],[353612,512214],[358123,518213],[359039,714487],[359374,715119],[367563,367597],[368679,532784],[371190,731232],[374516,538105],[377292,377295],[382083,550074],[384594,750169],[387920,554504],[391941,760255],[397068,397107],[410904,787725],[413285,585801],[419022,800261],[421539,421542],[430902,817976],[433568,611432],[438734,439664],[444055,444094],[444740,626608],[445268,627136],[447957,841317],[459650,645313],[460178,645841],[462867,861308],[470485,871488],[476587,476590],[489205,679455],[491716,900661],[495042,684776],[499063,910747],[512467,929684],[523194,524184],[523722,524712],[529212,529215],[529887,728782],[530194,729089],[546247,748759],[546554,749066],[558367,989446],[578593,785248],[579121,785776],[581810,1020047],[589428,1030227],[604338,1050218],[615258,615261],[616549,617589],[616856,617896],[624072,838805],[641787,859875],[676558,898211],[676865,898518],[688678,1154871],[705038,1175717],[716564,716636],[718540,719619],[782712,1017535],[826162,826232] ] cell #2161 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [77043],[95169],[102407],[109166],[123685],[130791],[134777],[141969],[142288],[146720],[155182],[160427],[169251],[169767],[174255],[179367],[180814],[183353],[188385],[193936],[198551],[199067],[202855],[204892],[211317],[214568],[215213],[215399],[215874],[227371],[227887],[228920],[236314],[238238],[244273],[249179],[249824],[250010],[250485],[254647],[257236],[260198],[264813],[265329],[267563],[268729],[269125],[274676],[279807],[282950],[283595],[283781],[284256],[285632],[294380],[301406],[303330],[307803],[308969],[309365],[313286],[314407],[315210],[318094],[321245],[323133],[323834],[326151],[326796],[326982],[327457],[329981],[331905],[337940],[343491],[344152],[346752],[347918],[348314],[348528],[353865],[358996],[367517],[369038],[372348],[374769],[376064],[377988],[382037],[382442],[383016],[387883],[389468],[390589],[391392],[393232],[394276],[395865],[397031],[397427],[397641],[401405],[408431],[410355],[414828],[416390],[420311],[421249],[422235],[422494],[428270],[430158],[430859],[433821],[434482],[438688],[442546],[443484],[444018],[449109],[450941],[451688],[451902],[453423],[459508],[460141],[461145],[467748],[467928],[468333],[468907],[471643],[475359],[476297],[477283],[477542],[489564],[492874],[495295],[496590],[498514],[502968],[509994],[511115],[511918],[513758],[514802],[516391],[517953],[518167],[519841],[523052],[523685],[525445],[525625],[527822],[528695],[530761],[532738],[534935],[536297],[537534],[537809],[538068],[546327],[546412],[553894],[555008],[556645],[559519],[563833],[576399],[577337],[582962],[584794],[585541],[585755],[587276],[593007],[601601],[601781],[602186],[602760],[605496],[609212],[610150],[611136],[611395],[612976],[616629],[616714],[618463],[618857],[622765],[624705],[624989],[626466],[627099],[629039],[630885],[640010],[640948],[641854],[646754],[649824],[651181],[656064],[658663],[672116],[672296],[674493],[675366],[677432],[679409],[681606],[682968],[684205],[684480],[684739],[691662],[692409],[700565],[701679],[703316],[706190],[709919],[710504],[718607],[720252],[720536],[720910],[726662],[727120],[728862],[728947],[731090],[741092],[741272],[743469],[744342],[749633],[750027],[753935],[760209],[772118],[777103],[777497],[779890],[781405],[783345],[783629],[785106],[785739],[787679],[789525],[792815],[798351],[799588],[805394],[808464],[809821],[814704],[817303],[829427],[829885],[836649],[838872],[841175],[850961],[851355],[853748],[855263],[860508],[860792],[861166],[871346],[881528],[884598],[889681],[889965],[890339],[892088],[896091],[896549],[898291],[898376],[900519],[906367],[910701],[912547],[919062],[919456],[921849],[923364],[929638],[941547],[945802],[963800],[967800],[968084],[968458],[970207],[977556],[978014],[989304],[999090],[999484],[1001877],[1003392],[1008157],[1008615],[1010863],[1015379],[1017602],[1019905],[1026115],[1030085],[1039238],[1039522],[1039896],[1041645],[1050076],[1060258],[1075350],[1085620],[1089793],[1090251],[1092499],[1100361],[1122359],[1122643],[1123017],[1124766],[1132073],[1134799],[1150071],[1154729],[1163827],[1164285],[1166533],[1175575],[1185755],[1201520],[1201804],[1203030],[1212134],[1216378],[1219104],[1234705],[1249148],[1249606],[1251854],[1277447],[1292188],[1294914],[1314844],[1324657],[1330356],[1330814],[1332310],[1363892],[1378750],[1381476],[1398260],[1407364],[1452288],[1455450],[1461090],[1462153],[1488175],[1494332],[1528686],[1583233],[1585371],[1618208],[1657383],[1712229],[1745486] ] cell #2162 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [163381],[205266],[224331],[231874],[238612],[257441],[276728],[277087],[286006],[292713],[296564],[303704],[315584],[318476],[332279],[332552],[332911],[340734],[351108],[356276],[361301],[363667],[371222],[378362],[378635],[378994],[384626],[391766],[401480],[403589],[404300],[405364],[410729],[422609],[422882],[423241],[425501],[431064],[437205],[445686],[448052],[453498],[455607],[456318],[457382],[460596],[462962],[470517],[472924],[477657],[477930],[478289],[481827],[481892],[484193],[485773],[491748],[498888],[503043],[505152],[505863],[506927],[512292],[531255],[538183],[539736],[539801],[542102],[543682],[547615],[554184],[554543],[556096],[558462],[560753],[563908],[566017],[566728],[567792],[571058],[571200],[579539],[581905],[589460],[591235],[594449],[594514],[595424],[596815],[598395],[604370],[606777],[611510],[621865],[622840],[629061],[629474],[632632],[634669],[634811],[642719],[646776],[650347],[651695],[652384],[659312],[660865],[660930],[661840],[663231],[664811],[677926],[684854],[686407],[688773],[690353],[694286],[694428],[695339],[702767],[705133],[707424],[712688],[714463],[715095],[719472],[721424],[724143],[725131],[725196],[727497],[730865],[732180],[732322],[735073],[735602],[745821],[746434],[749802],[760231],[760644],[763802],[765839],[765981],[766892],[780505],[787701],[788114],[791272],[793309],[793451],[800237],[803063],[810335],[811024],[817952],[819505],[820480],[821871],[823451],[824162],[828543],[829156],[830262],[835034],[835176],[836976],[837521],[839737],[840962],[845461],[854363],[856844],[856967],[860953],[865387],[867753],[871121],[872436],[872578],[879197],[890853],[893572],[894560],[896926],[900294],[901609],[901751],[904502],[905031],[910723],[914294],[929660],[930073],[933231],[934579],[935268],[935410],[936321],[944886],[945009],[946129],[946674],[947799],[953489],[953584],[955826],[956439],[962459],[968972],[971691],[972679],[974430],[978391],[983163],[983305],[985105],[989091],[1008992],[1012035],[1013764],[1013906],[1015706],[1016251],[1018467],[1019692],[1024191],[1026492],[1029860],[1044117],[1046483],[1049851],[1051166],[1051308],[1057927],[1066990],[1068015],[1068110],[1069295],[1075654],[1077969],[1078092],[1080882],[1090628],[1093671],[1095400],[1095542],[1100688],[1101233],[1102358],[1108143],[1117018],[1127238],[1132400],[1132945],[1134070],[1135176],[1139760],[1139855],[1142097],[1142710],[1148730],[1150530],[1154516],[1164662],[1167705],[1169434],[1169576],[1171376],[1175362],[1194380],[1195633],[1204483],[1206788],[1216705],[1217250],[1218375],[1219481],[1227370],[1227465],[1228650],[1240237],[1249983],[1253026],[1254755],[1254897],[1259842],[1259937],[1261122],[1262242],[1267481],[1269796],[1269919],[1272709],[1278494],[1287369],[1292515],[1293060],[1294185],[1295291],[1299970],[1308845],[1331191],[1336013],[1345888],[1345983],[1347168],[1348288],[1356752],[1358005],[1369160],[1379077],[1379622],[1380747],[1381853],[1389610],[1390863],[1391983],[1399713],[1402018],[1413605],[1422600],[1422695],[1423880],[1425000],[1435467],[1450127],[1461417],[1461962],[1472847],[1476416],[1477669],[1478789],[1494709],[1499531],[1509406],[1509501],[1510686],[1511806],[1532389],[1543544],[1553128],[1554381],[1555501],[1565536],[1577123],[1584344],[1591929],[1592024],[1602699],[1624175],[1639174],[1640427],[1641547],[1668077],[1672899],[1694761],[1705916],[1712852],[1713667],[1720924],[1723613],[1731293],[1744459],[1752139],[1794526],[1832254],[1839235],[1839307],[1849346],[1869337],[1909884],[1917564],[1960717],[1969927],[1988864],[2028076],[2139356] ] cell #2163 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [108158],[130983],[155374],[167641],[179559],[196941],[211509],[213234],[223867],[225761],[245139],[247845],[261970],[263203],[277681],[281616],[282496],[292249],[299565],[304050],[319129],[322111],[324817],[325697],[338806],[341512],[347115],[355637],[356870],[364320],[366736],[374223],[387627],[388446],[392112],[396228],[406590],[411075],[426154],[429136],[431842],[432722],[437662],[439874],[448705],[451121],[458608],[463615],[466031],[467209],[473518],[484846],[487262],[494749],[508153],[508972],[512638],[516754],[522361],[524906],[531712],[533924],[542755],[545171],[548072],[550284],[559115],[561531],[569018],[571515],[573727],[582558],[584974],[592461],[597468],[599884],[601062],[607371],[616004],[625775],[628320],[635126],[637338],[643490],[646035],[652841],[655053],[663884],[666300],[669032],[671577],[678383],[680595],[689426],[691842],[694743],[696955],[705786],[708202],[715689],[724600],[728237],[732637],[736255],[738008],[740553],[747174],[756945],[759490],[766296],[768508],[774644],[784415],[786960],[793766],[795978],[802130],[804675],[811481],[813693],[822524],[824940],[834243],[835491],[842627],[846147],[848502],[868493],[872893],[878264],[880809],[894029],[897666],[902066],[905684],[907437],[909982],[916603],[926374],[928919],[935725],[937937],[950724],[951846],[954291],[959364],[963081],[972148],[983620],[990756],[996631],[1012973],[1014221],[1021357],[1024877],[1027232],[1047223],[1051623],[1056994],[1059539],[1068817],[1073931],[1076440],[1094609],[1095857],[1106405],[1113923],[1136995],[1138117],[1140562],[1145635],[1149352],[1169891],[1177027],[1182902],[1195166],[1202051],[1221300],[1222422],[1228172],[1233286],[1255212],[1260644],[1265758],[1268267],[1298232],[1305750],[1323678],[1346690],[1351804],[1357538],[1384794],[1390396],[1397281],[1423402],[1428516],[1477202],[1487196],[1510208],[1515322],[1520054],[1553914],[1592731],[1606616],[1639960],[1682426],[1721710],[1766731],[1846775],[1961161] ] cell #2164 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2165 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2166 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [183341],[215862],[250473],[267551],[284244],[307791],[327445],[329794],[344140],[346740],[372336],[375877],[394264],[395853],[414816],[420124],[421237],[434470],[443472],[448922],[467916],[471631],[475172],[476285],[492862],[496403],[503654],[514790],[516379],[525613],[528508],[537522],[553882],[554860],[559332],[564519],[577325],[582775],[601769],[605484],[609025],[610138],[616301],[618709],[629027],[631922],[640936],[646742],[649637],[651040],[658651],[672284],[675179],[684193],[700553],[701531],[706003],[711190],[717845],[720769],[728534],[730942],[741260],[744155],[747471],[749879],[760197],[763092],[772106],[774941],[777349],[787667],[790562],[799576],[805382],[808277],[809680],[817291],[827435],[838110],[841034],[848799],[851207],[858101],[861025],[868790],[871198],[881516],[884411],[887274],[890198],[897963],[900371],[910689],[913584],[916900],[919308],[929626],[932521],[941535],[951021],[954718],[959661],[963788],[965393],[968317],[975564],[986239],[989163],[996928],[999336],[1006165],[1016840],[1019764],[1027529],[1029937],[1036831],[1039755],[1047520],[1049928],[1060246],[1063141],[1072655],[1074228],[1081452],[1085472],[1087801],[1109277],[1114220],[1119952],[1122876],[1137292],[1140989],[1145932],[1150059],[1151664],[1154588],[1161835],[1172510],[1175434],[1183199],[1185607],[1199007],[1200192],[1202882],[1207857],[1211993],[1221597],[1233583],[1240807],[1247156],[1264482],[1266055],[1273279],[1277299],[1279628],[1301104],[1306047],[1311779],[1314703],[1324509],[1329470],[1332169],[1350528],[1352101],[1362564],[1370229],[1394237],[1395422],[1398112],[1403087],[1407223],[1428813],[1436037],[1442386],[1455309],[1462197],[1481043],[1482228],[1488027],[1492988],[1515619],[1520885],[1525846],[1528545],[1558940],[1566605],[1585415],[1607447],[1612408],[1618067],[1644986],[1650539],[1657427],[1683257],[1688218],[1735860],[1745530],[1767562],[1772523],[1777242],[1809894],[1847606],[1860363],[1891530],[1931801],[1968986],[2009920],[2083985],[2187090] ] cell #2167 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2168 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2169 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2170 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289731],[333164],[379247],[401525],[423494],[453543],[478542],[481759],[499773],[503088],[535055],[539668],[562070],[563953],[587396],[594381],[595469],[612395],[622885],[629406],[651862],[656184],[660797],[661885],[681726],[686339],[695206],[708741],[710624],[721591],[725063],[735118],[754055],[755359],[760576],[766759],[781525],[788046],[810502],[814824],[819437],[820525],[828037],[830538],[841856],[845328],[855383],[861847],[865319],[866874],[875374],[891020],[894492],[904547],[923484],[924788],[930005],[936188],[943872],[946920],[955320],[957821],[969139],[972611],[976166],[978667],[989985],[993457],[1003512],[1006767],[1009268],[1020586],[1024058],[1034113],[1040577],[1044049],[1045604],[1054104],[1065868],[1076955],[1080003],[1088403],[1090904],[1098431],[1101479],[1109879],[1112380],[1123698],[1127170],[1130143],[1133191],[1141591],[1144092],[1155410],[1158882],[1162437],[1164938],[1176256],[1179728],[1189783],[1199609],[1203361],[1208459],[1212815],[1214448],[1217496],[1225223],[1236310],[1239358],[1247758],[1250259],[1257695],[1268782],[1271830],[1280230],[1282731],[1290258],[1293306],[1301706],[1304207],[1315525],[1318997],[1328384],[1330072],[1337181],[1341384],[1343741],[1365733],[1370831],[1376820],[1379868],[1394839],[1398591],[1403689],[1408045],[1409678],[1412726],[1420453],[1431540],[1434588],[1442988],[1445489],[1459110],[1460280],[1462957],[1467750],[1471968],[1481645],[1493590],[1500699],[1507259],[1524760],[1526448],[1533557],[1537760],[1540117],[1562109],[1567207],[1573196],[1576244],[1586175],[1590902],[1593526],[1611322],[1613010],[1623038],[1630508],[1654340],[1655510],[1658187],[1662980],[1667198],[1688820],[1695929],[1702489],[1715384],[1721921],[1739661],[1740831],[1746290],[1751017],[1773125],[1778002],[1782729],[1785353],[1814865],[1822335],[1841024],[1861123],[1865850],[1871054],[1896501],[1901655],[1908192],[1932561],[1937288],[1981683],[1990581],[2010680],[2015407],[2019754],[2049784],[2084745],[2095888],[2123642],[2160010],[2193613],[2228986],[2294278],[2382666] ] cell #2171 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [323209],[388409],[388819],[418354],[430234],[439837],[440247],[467162],[495469],[495941],[508935],[509345],[519917],[522324],[524859],[533887],[534297],[550247],[550657],[573690],[574100],[574490],[574962],[586105],[601015],[608563],[615815],[625738],[628273],[637301],[637711],[638101],[638573],[643453],[645988],[655016],[655426],[668865],[668995],[671530],[672460],[673855],[680558],[680968],[696918],[697328],[697718],[698190],[709333],[728048],[737841],[737971],[740506],[741436],[742831],[746985],[756908],[759443],[762630],[768471],[768881],[769271],[769743],[774455],[774527],[779304],[784378],[786913],[795941],[796351],[801963],[802093],[804628],[805558],[806953],[813656],[814066],[834206],[842590],[846110],[846520],[848313],[848385],[853162],[866039],[866511],[868304],[874083],[878097],[878227],[880762],[881692],[883087],[887397],[897477],[907400],[909935],[912260],[916414],[916486],[917558],[921263],[926337],[928872],[932059],[937900],[938310],[950535],[951679],[951809],[954254],[958730],[959175],[963034],[965516],[975038],[979576],[983880],[985451],[990719],[994649],[996442],[996514],[997586],[1001291],[1012936],[1021320],[1024840],[1025250],[1027043],[1031892],[1036954],[1037990],[1047034],[1052813],[1056957],[1059492],[1061817],[1062679],[1067598],[1068780],[1069641],[1073742],[1073814],[1075696],[1076393],[1079982],[1081575],[1084762],[1094572],[1097240],[1097869],[1101458],[1106368],[1113289],[1113734],[1117593],[1120075],[1121111],[1136806],[1138080],[1140525],[1145001],[1145446],[1149305],[1151787],[1160074],[1163143],[1171722],[1176990],[1180920],[1182713],[1183857],[1187562],[1188492],[1193384],[1194013],[1194422],[1195119],[1200315],[1202129],[1202308],[1205091],[1206389],[1211307],[1221111],[1222385],[1224056],[1224170],[1228135],[1228251],[1233097],[1235748],[1239337],[1240930],[1248464],[1260607],[1261468],[1265569],[1267523],[1268220],[1271809],[1273402],[1276589],[1283640],[1287944],[1298195],[1305116],[1305561],[1309420],[1310991],[1311902],[1312938],[1322742],[1322856],[1323756],[1323935],[1325596],[1331618],[1333764],[1334393],[1340695],[1346653],[1347514],[1351615],[1353610],[1356794],[1357491],[1362687],[1364680],[1368761],[1384757],[1389652],[1390349],[1393514],[1395545],[1397359],[1397538],[1400321],[1401619],[1406537],[1409116],[1412705],[1423365],[1428327],[1430978],[1434567],[1436160],[1443694],[1453718],[1454758],[1455872],[1464398],[1464512],[1467252],[1476458],[1477155],[1480320],[1482351],[1487274],[1487453],[1489114],[1495136],[1504213],[1510171],[1515133],[1520132],[1520311],[1521972],[1523078],[1527994],[1530140],[1530769],[1537071],[1539064],[1543145],[1553170],[1553867],[1557032],[1559063],[1561056],[1565137],[1586616],[1592694],[1595000],[1597154],[1606694],[1606873],[1608534],[1609640],[1617516],[1618630],[1630010],[1639216],[1639913],[1643078],[1645109],[1649988],[1651102],[1652181],[1659628],[1659742],[1662482],[1668504],[1677581],[1682504],[1682683],[1684344],[1685450],[1690366],[1699443],[1720966],[1721663],[1725885],[1735309],[1736423],[1737502],[1746731],[1757269],[1766809],[1766988],[1768649],[1769755],[1778443],[1779483],[1786827],[1788981],[1800361],[1809343],[1810457],[1811536],[1821837],[1836936],[1839277],[1846853],[1847032],[1857342],[1861564],[1862604],[1877333],[1881555],[1890979],[1892093],[1893172],[1912156],[1922694],[1933002],[1934042],[1943540],[1954920],[1961239],[1961996],[1968435],[1977652],[1996589],[2011121],[2012161],[2036072],[2040294],[2060285],[2070823],[2077104],[2078209],[2086240],[2092679],[2103955],[2110394],[2147081],[2180550],[2187235],[2194947],[2211307],[2244880],[2251319],[2295553],[2310463],[2341618],[2429406] ] cell #2172 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431111],[485820],[543729],[571312],[598442],[634923],[664858],[668728],[690400],[694540],[732434],[737704],[763849],[766093],[793563],[801826],[803175],[823498],[835288],[842323],[867800],[872690],[877960],[879309],[901863],[907133],[917421],[933278],[935522],[947846],[951542],[962571],[983417],[984820],[990452],[997449],[1014018],[1021053],[1046530],[1051420],[1056690],[1058039],[1066476],[1069010],[1080929],[1084625],[1095654],[1102405],[1106101],[1107869],[1117130],[1134117],[1137813],[1148842],[1169688],[1171091],[1176723],[1183720],[1192352],[1195359],[1203969],[1206503],[1218422],[1222118],[1225831],[1228365],[1240284],[1243980],[1255009],[1258303],[1260837],[1272756],[1276452],[1287481],[1294232],[1297928],[1299696],[1308957],[1321742],[1332732],[1335739],[1344349],[1346883],[1354724],[1357731],[1366341],[1368875],[1380794],[1384490],[1387582],[1390589],[1399199],[1401733],[1413652],[1417348],[1421061],[1423595],[1435514],[1439210],[1450239],[1459718],[1463398],[1468358],[1472894],[1474388],[1477395],[1485260],[1496250],[1499257],[1507867],[1510401],[1518118],[1529108],[1532115],[1540725],[1543259],[1551100],[1554107],[1562717],[1565251],[1577170],[1580866],[1589849],[1591510],[1598233],[1602414],[1604680],[1626156],[1631116],[1637146],[1640153],[1654948],[1658628],[1663588],[1668124],[1669618],[1672625],[1680490],[1691480],[1694487],[1703097],[1705631],[1718888],[1720002],[1722544],[1726925],[1731019],[1740269],[1751625],[1758348],[1764795],[1781676],[1783337],[1790060],[1794241],[1796507],[1817983],[1822943],[1828973],[1831980],[1841647],[1845918],[1848352],[1864797],[1866458],[1875672],[1882595],[1905159],[1906273],[1908815],[1913196],[1917290],[1937896],[1944619],[1951066],[1963388],[1969255],[1985187],[1986301],[1991204],[1995475],[2016015],[2020377],[2024648],[2027082],[2054402],[2061325],[2079035],[2096511],[2100782],[2105347],[2128260],[2132817],[2138684],[2160633],[2164904],[2204370],[2212133],[2229609],[2233880],[2237675],[2263987],[2294901],[2304091],[2327598],[2358804],[2387756],[2416713],[2471422],[2543282] ] cell #2173 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2174 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [361094],[370807],[383423],[417260],[445479],[447565],[460389],[461613],[469314],[470102],[491333],[499287],[518823],[532966],[536704],[548396],[553064],[555889],[557113],[557975],[579332],[581418],[589045],[590275],[600768],[603167],[603955],[611909],[621658],[628962],[631353],[646677],[649068],[653165],[654095],[657833],[667184],[679637],[683375],[688286],[697601],[699735],[700981],[702560],[703784],[704646],[712273],[713503],[718174],[731616],[733891],[750553],[752828],[760132],[762523],[769154],[771288],[772534],[780298],[782386],[787602],[789993],[795020],[798758],[801485],[804589],[805317],[807708],[809091],[811805],[812735],[816473],[821384],[825824],[827694],[838439],[841145],[846793],[854156],[856244],[858430],[861136],[871872],[877619],[880723],[881451],[883842],[885225],[887603],[889027],[895577],[901045],[903320],[910624],[913015],[915337],[915967],[919172],[919982],[922257],[929561],[931952],[936979],[938583],[940717],[950122],[954977],[962995],[963723],[965722],[967146],[973696],[975823],[989274],[995365],[995995],[999200],[1000010],[1002285],[1006424],[1007360],[1007990],[1014545],[1017169],[1019875],[1025523],[1030611],[1032581],[1032886],[1034974],[1035347],[1035638],[1037160],[1039866],[1050602],[1059453],[1060181],[1062572],[1071559],[1072189],[1076280],[1081781],[1083205],[1085336],[1086146],[1088060],[1088996],[1089626],[1096181],[1104681],[1118282],[1118468],[1118759],[1120281],[1122987],[1129645],[1130930],[1131221],[1141248],[1149266],[1149994],[1151993],[1153417],[1154699],[1157398],[1159967],[1160366],[1162094],[1175545],[1185471],[1186281],[1188251],[1195006],[1197588],[1197879],[1200521],[1202672],[1208116],[1209052],[1209682],[1212104],[1213950],[1215235],[1215526],[1230914],[1231544],[1241136],[1242560],[1245501],[1245687],[1247415],[1256512],[1258482],[1268107],[1273608],[1275032],[1277163],[1277973],[1279887],[1280823],[1281453],[1284954],[1310109],[1314814],[1317513],[1320895],[1324299],[1326766],[1326881],[1329729],[1331350],[1332280],[1337462],[1337968],[1338259],[1342558],[1344528],[1357378],[1359960],[1360251],[1362893],[1370488],[1371424],[1372054],[1374476],[1386347],[1397902],[1403346],[1404282],[1404912],[1407334],[1409959],[1410465],[1410756],[1436366],[1437790],[1440731],[1447712],[1451855],[1454490],[1455420],[1456821],[1462551],[1468537],[1473153],[1484413],[1487817],[1490284],[1490399],[1493247],[1495798],[1500980],[1501486],[1501777],[1527726],[1528656],[1533838],[1534344],[1534635],[1540904],[1566864],[1567800],[1568430],[1570852],[1573477],[1582723],[1584779],[1585769],[1587278],[1587535],[1593137],[1614613],[1617248],[1618178],[1619579],[1623319],[1625309],[1631295],[1655791],[1657781],[1663767],[1691028],[1696210],[1696716],[1697007],[1714065],[1714995],[1716011],[1724048],[1726547],[1741112],[1742838],[1745884],[1747393],[1747650],[1753252],[1761958],[1779105],[1784964],[1815146],[1817136],[1823122],[1840233],[1842135],[1849744],[1851690],[1862226],[1870665],[1871681],[1882217],[1896782],[1902282],[1910319],[1912818],[1927383],[1939523],[1948229],[1970853],[1972755],[1982310],[1991692],[2001247],[2020865],[2028474],[2030420],[2040956],[2060947],[2075512],[2096999],[2114714],[2140282],[2142184],[2151739],[2170676],[2255639],[2273354], 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] cell #2175 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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000,1491206],[1488110,1746235],[1489348,1489549],[1493767,1750753],[1505252,1762101],[1506232,1754158],[1519258,2023691],[1527739,1784643],[1541711,2044153],[1578855,2075655],[1582736,1838697],[1585042,1840720],[1588796,1844961],[1599400,1854681],[1605820,2099825],[1614871,1868282],[1615519,1619735],[1616590,1620876],[1617261,1870344],[1627896,1632102],[1664574,1916015],[1670785,2154730],[1700482,1948372],[1714323,1962539],[1724311,1971340],[1728065,1975581],[1742851,1988254],[1744784,1748911],[1755229,1759515],[1791227,2033411],[1797647,2258465],[1819723,1823929],[1840246,2078386],[1850002,2086783],[1879608,1883735],[1910582,2140769],[1914336,2145010],[1941500,1945786],[1970866,2195124],[2028732,2245423],[2058338,2062465],[2140295,2341795] ] cell #2176 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [657456],[755973],[816096],[831152],[867200],[925402],[940340],[947246],[1009882],[1034597],[1045930],[1056022],[1091518],[1133517],[1136066],[1151075],[1181609],[1217822],[1220371],[1262787],[1263359],[1278399],[1296181],[1348833],[1349405],[1382743],[1390209],[1391888],[1408377],[1425545],[1426117],[1477015],[1478694],[1512351],[1512923],[1520444],[1522339],[1553727],[1555406],[1607006],[1608901],[1624720],[1639773],[1641452],[1650125],[1682816],[1684204],[1684711],[1721523],[1735446],[1752044],[1767121],[1768509],[1769016],[1809480],[1810590],[1847165],[1857202],[1868522],[1876594],[1891116],[1892226],[1933139],[1954780],[1962779],[1968572],[1977785],[1988792],[2011258],[2035932],[2070956],[2078924],[2087023],[2092816],[2102676],[2147214],[2180687],[2187818],[2195662],[2245663],[2251456],[2296136],[2342333],[2429989], [243943,533173],[253685,548603],[279531,1031317],[302948,627556],[314117,644281],[320283,653372],[320915,654302],[337610,679844],[343743,911136],[358720,1186987],[361159,361227],[370430,533031],[373580,734098],[383046,548529],[386984,753035],[390299,757736],[391010,758726],[409973,786196],[416060,795227],[417011,1031175],[425359,1299165],[427308,812012],[427940,812942],[434073,1060693],[435720,1582103],[445544,445612],[448652,841689],[450651,844408],[460454,460522],[463562,861680],[465561,864399],[468937,653298],[469725,654160],[472875,874354],[480407,1385727],[490956,679702],[494106,903527],[498132,909218],[507510,922464],[507734,1422319],[508475,1170422],[510825,927165],[511536,928155],[517623,937186],[517847,1704355],[518574,1186845],[534439,958435],[536327,734024],[550799,979281],[552687,752893],[555954,556022],[559062,989818],[561061,992537],[568375,1002492],[568599,1509125],[569340,1255743],[577937,1014752],[578161,1794085],[579397,579465],[582505,1020419],[584504,1023138],[588668,795085],[591818,1033093],[594060,1290954],[597415,1040410],[599074,1552005],[599414,1043129],[600519,1299023],[602790,811938],[603578,812800],[606728,1053084],[610414,1829878],[610754,1058775],[621723,621791],[624803,839536],[628207,1080329],[641548,1096388],[641772,1602258],[642518,860606],[645922,1101805],[655568,1112994],[660476,1377516],[663831,1123531],[665490,1638051],[665830,1126250],[666935,1385585],[670422,1130839],[675857,1916294],[676197,1138908],[681110,1144706],[682998,903453],[689373,1155243],[691372,1157962],[693500,1420305],[693860,1421190],[697470,1165552],[699263,1681358],[699358,922322],[702625,702693],[705733,1176089],[707732,1178808],[711801,1951934],[711896,937044],[715046,1188763],[719271,720350],[723752,1460976],[726944,955886],[736202,1212648],[739398,1215144],[744833,1730023],[745173,1223213],[745881,977838],[759377,1239684],[765053,1507111],[765413,1507996],[769023,1250873],[770816,1765663],[770911,1002350],[773804,2027927],[775771,1257547],[776131,1258432],[780363,780431],[781914,2034165],[782009,1014610],[783443,1018266],[786847,1272156],[796493,1283345],[798193,1285498],[798381,1033019],[800188,1288215],[800471,1550851],[800995,1550854],[801158,1039336],[804562,1293632],[814208,1304821],[822471,1315358],[824470,1318077],[828603,829709],[833208,1590754],[833568,1591639],[844017,1337877],[846662,1341998],[847662,1849197],[849629,1343593],[849989,1344478],[854221,854289],[855772,1855435],[855867,1096246],[864008,1623734],[876458,1375020],[876605,1636897],[877129,1636900],[877292,1122457],[880696,1380194],[886520,2139863],[886685,1129710],[888013,1387333],[888537,1387336],[888700,889779],[896373,1142157],[905631,1407878],[906465,1153090],[908827,1410374],[909869,1413052],[912402,1415601],[914602,1418443],[914921,1680258],[915310,1164109],[928806,1434914],[938452,1446103],[940152,1448256],[948805,1713518],[949108,1719753],[949632,1719756],[949795,1201618],[960491,1467602],[960851,1468487],[962968,1472294],[964639,1970434],[964804,1214015],[966132,1474139],[966656,1474142],[966819,967898],[981337,1750869],[981697,1751754],[992146,1501395],[994791,1505516],[994949,1764563],[995338,1249430],[1004707,2244184],[1004936,1256393],[1006944,1517886],[1007333,1008439],[1010961,1274705],[1022747,1534253],[1025392,1538374],[1025939,1280796],[1028359,1539969],[1028719,1540854],[1031826,1545781],[1055188,1571396],[1059426,1576570],[1061959,1579119],[1064948,1839093],[1070795,1839814],[1070960,1326831],[1071143,1845686],[1071532,1330638],[1076253,1594694],[1082191,1597984],[1082715,1597987],[1082878,1092597],[1086343,2085544],[1086572,1342439],[1088580,1604448],[1088969,1090075],[1103364,1869188],[1103667,1875423],[1104191,1875426],[1104354,1363990],[1115050,1630360],[1115410,1631245],[1117527,1635052],[1128842,1386236],[1134623,1404255],[1146762,1662832],[1147122,1663717],[1149239,1667524],[1150664,1672245],[1152403,1669369],[1152927,1669372],[1166631,1437463],[1178417,1696625],[1181062,1700746],[1187496,1708153],[1191375,1961067],[1194979,1453412],[1196429,1961300],[1196658,1456702],[1202441,1723023],[1208636,1726693],[1209025,1218928],[1213147,1473042],[1224303,1988650],[1230150,1989371],[1230315,1490349],[1230498,1995243],[1230887,1494156],[1235608,1754809],[1241546,1758099],[1242070,1758102],[1242233,1251952],[1262376,1531735],[1268080,1786521],[1274018,1789811],[1274542,1789814],[1280407,1796275],[1294738,1567773],[1306877,1822187],[1307237,1823072],[1309354,1826879],[1310779,1831600],[1320796,2077112],[1322989,2078782],[1324068,1583754],[1325456,1845612],[1325963,1587424],[1331755,1848790],[1335359,1348422],[1353747,2103026],[1357351,1616170],[1358801,2103259],[1359030,1619460],[1364813,1878693],[1371008,1882363],[1371397,1381300],[1393302,1907794],[1397671,1909294],[1403866,1912964],[1425134,1694107],[1430838,1941080],[1436776,1944370],[1437300,1944373],[1453855,2188168],[1454895,1713111],[1456005,1966563],[1464645,2195520],[1467112,1976232],[1480108,1987822],[1484314,2210210],[1487586,1743869],[1488974,1745435],[1489481,1747539],[1495273,1998347],[1498877,1511940],[1521832,2024342],[1528131,2027520],[1556820,1814163],[1561189,2057423],[1567384,2061093],[1584680,2289643],[1586753,2082369],[1595137,2296486],[1597287,2090807],[1608394,2100476],[1617653,1868781],[1618763,1869726],[1622336,1624309],[1629870,1880259],[1642866,1895799],[1651235,2135992],[1659875,2342191],[1662342,2145661],[1675338,2157251],[1690503,2167776],[1723949,2388861],[1726022,2199107],[1736556,2207545],[1746868,1989876],[1757402,1999292],[1760975,1762948],[1778580,2241009],[1786964,2430339],[1789114,2249447],[1800221,2259116],[1821697,2058989],[1834693,2074529],[1861701,2307425],[1881692,2112898],[1910220,2509387],[1912293,2345778],[1922827,2354216],[1943673,2168721],[1947246,1949219],[2040431,2441278],[2060422,2271538] ] cell #2177 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [27434,499534],[39697,590306],[42163,612156],[55345,688317],[55941,689682],[57630,701228],[59256,713534],[71851,772781],[73512,581449],[76123,795339],[78164,805430],[79090,809122],[80692,821415],[81288,822780],[89513,447596],[96080,881564],[97006,885256],[99060,679956],[99309,895608],[102280,496442],[104339,915998],[104754,919244],[105635,704677],[106177,924089],[108246,937298],[109457,942210],[116834,963836],[119005,533285],[119254,973727],[126464,996026],[126879,999272],[127760,558006],[128302,1004117],[129777,1008021],[130664,582814],[131071,1014864],[137128,1035710],[137352,1036363],[137828,1039676],[138941,813054],[139190,807739],[142161,609064],[142880,1060294],[143806,1063986],[147621,1072220],[152325,1085408],[154168,1089657],[155055,448961],[155462,1096500],[160258,649099],[163948,1118831],[164172,1119484],[164648,1122797],[165761,654414],[166010,883873],[167963,1131293],[168187,1131946],[168536,329833],[169640,675218],[173963,1150107],[176383,1159998],[177069,1160476],[177137,1160694],[178353,920013],[179240,706042],[179647,922576],[183593,1182297],[184008,1185543],[189573,1197951],[189797,1198604],[191606,1202744],[194837,1209713],[195291,1211914],[197263,1215598],[197487,1216251],[197836,375916],[198940,744194],[201878,750584],[203756,1231575],[204715,753147],[208850,762554],[209019,1245797],[209087,1246015],[210303,1000041],[211190,559371],[211597,1002604],[213534,777015],[213801,1258592],[213869,1258810],[216114,1264047],[220818,1277235],[222661,1281484],[223955,1288327],[224793,1288824],[226083,420969],[226307,1040517],[226656,420163],[227760,808316],[232441,1310658],[233141,1314624],[234503,1062603],[237975,1324371],[239525,1326991],[239593,1327209],[241946,1332018],[245461,1338331],[245685,1338984],[246586,1086177],[248145,850873],[248412,1344638],[248480,1344856],[250725,1350093],[253509,461644],[253885,861787],[255835,1360323],[256059,1360976],[257109,649676],[259221,871903],[261099,1372085],[262058,874466],[262235,1375386],[263525,476017],[263749,1123638],[264098,475211],[265202,884450],[267283,889374],[267838,1388371],[270313,1393181],[272346,1397974],[275577,1404943],[276031,1407144],[278003,1410828],[278227,1411481],[279680,691754],[281916,918974],[282183,1165147],[282251,347415],[283468,347027],[284496,1426805],[289590,931983],[289827,1441245],[291043,1186312],[292337,1188875],[294528,1452871],[296214,1455158],[297965,1457740],[299984,528547],[300282,1462179],[303067,730399],[304350,970119],[304617,1468647],[304685,1468865],[305605,731647],[305805,537254],[306029,1212755],[307523,967493],[308078,1475177],[310553,1479987],[312877,749545],[313772,978876],[313905,548715],[314947,1487889],[316497,1490509],[316565,1490727],[320107,557144],[320483,989925],[322433,1501849],[322657,1502502],[323558,1245532],[323707,561443],[325117,999002],[325384,1250468],[325452,396528],[326669,396140],[327697,1513611],[331642,1520747],[333260,1523585],[335613,1528394],[339128,1534707],[339352,1535360],[340253,1278004],[341812,792727],[342079,1541014],[342147,1541232],[344392,1031632],[346472,1038931],[349502,1556699],[352888,1050633],[354766,1568461],[355725,1053196],[357192,609870],[357416,1315465],[358869,824852],[361413,1583763],[362665,618375],[362812,1585397],[367036,1075262],[369186,1594153],[370872,840465],[371030,628013],[372068,1092192],[372623,1599022],[373404,631384],[373780,841796],[373910,1341593],[373978,451421],[374642,451033],[377725,1607309],[379343,1610147],[381437,860201],[382590,1615629],[382964,644216],[384276,1617916],[386027,1620498],[389059,651802],[389954,1112589],[390087,653484],[391129,870655],[392412,1124678],[392679,1631405],[392747,1631623],[393867,658383],[394091,1375127],[394516,1386042],[395585,1122052],[398615,1642745],[403239,1650388],[407307,1657409],[410092,899828],[411375,892000],[411642,1663877],[411710,1664095],[412630,901076],[412830,683925],[413054,1407985],[414548,906060],[415103,1670407],[417578,1156181],[418703,1157429],[421972,1683119],[423590,1685957],[427132,703815],[427508,1176196],[429458,1697079],[429682,1697732],[430583,1440762],[430732,708114],[432142,934686],[432409,1445698],[432477,517054],[433694,516666],[434722,1187302],[437140,523000],[438088,719945],[440487,721531],[443204,1201213],[445155,1464060],[445798,1723032],[447050,530673],[447197,731038],[447814,534537],[450306,958030],[450439,734210],[455257,1735709],[459456,547550],[460708,1743878],[462107,1745512],[465680,982372],[466331,1234617],[467328,755568],[468481,1754268],[468855,757671],[470167,988594],[470325,759183],[471363,1251547],[471918,1759137],[473205,1505111],[473273,561831],[473840,1516444],[477020,1767424],[478638,1770262],[483338,1777224],[487562,1012142],[489712,1785980],[491398,1019195],[491556,786653],[492594,1010556],[493149,1790849],[493930,790024],[494306,1020526],[494436,1537969],[494504,585274],[495168,584886],[498251,1029394],[499869,1284274],[500789,1030642],[500989,799308],[501213,1285605],[504802,1809743],[509585,810442],[510480,1304416],[510613,812124],[511655,1049385],[512938,1041557],[513205,1823232],[513273,1823450],[514393,817023],[514617,1571503],[515042,1299480],[516111,1055617],[519141,1316296],[520266,1317544],[524599,1322404],[525025,830747],[527970,1845071],[529645,1847468],[530464,1078300],[531190,626414],[532138,624398],[532836,628439],[536245,844343],[541247,1860345],[545471,1093778],[550897,649317],[553129,1105283],[553287,864856],[553614,1363585],[554956,652319],[555565,1626818],[555707,1640079],[556208,1878702],[557607,871294],[558224,655666],[562166,1646262],[565667,1891379],[574340,890960],[577057,1135661],[579008,1659290],[579651,1909303],[580903,677344],[581050,900467],[581667,681208],[584159,1144301],[584292,903639],[589110,1154019],[589268,909675],[591642,913046],[592018,1155350],[592148,1415196],[592216,692142],[595960,1931783],[599533,1168643],[600184,1167812],[601181,924997],[602334,1940539],[602708,927100],[604020,1174865],[604178,928612],[605216,1166226],[605771,1945408],[607058,1700341],[607126,708502],[607693,1429638],[610873,1185064],[612491,1447032],[613611,941267],[613835,1448363],[618166,945217],[618805,724078],[619414,1719550],[619556,1721829],[621977,1966572],[623811,1968835],[624653,956232],[637951,969079],[640668,1219966],[645728,1485922],[646154,752698],[648700,749975],[651958,1767658],[653965,759609],[662376,2009902],[665949,1253964],[666600,1253133],[671270,1258163],[671696,1009477],[674641,2023801],[676316,1266880],[677135,1270127],[677861,785054],[678809,783038],[679507,787079],[682916,1023073],[685876,1540585],[687918,1030033],[688535,796591],[691027,1282940],[691160,1033205],[697568,807957],[699800,1297110],[699958,1043586],[700285,1295776],[701627,810959],[702236,1818645],[702378,1554033],[702879,2057432],[704278,1050024],[704895,814306],[708837,1560216],[712338,1314134],[712496,1059232],[715376,1578714],[715444,825240],[720200,828949],[721687,1847702],[725780,2083967],[740246,1344209],[740672,1091113],[743617,2099935],[745292,1352926],[746227,860456],[749336,857175],[755286,1890789],[769121,884091],[771353,1383672],[771511,1126707],[771838,1382338],[776806,1131488],[777445,893507],[778054,1905821],[778196,1390515],[779044,1663448],[780617,2136001],[782451,1396698],[782609,1139365],[783293,1142503],[792518,1411023],[794890,910101],[798299,1157897],[804368,1420921],[804794,922127],[807340,919404],[810598,1683353],[812605,929038],[818974,1702957],[821016,1185703],[821633,938550],[826906,2187072],[830465,1968245],[846760,973945],[850664,1215793],[851303,971626],[851912,1985849],[852054,1477321],[852902,1468218],[854475,2207554],[856309,1483504],[856467,1223670],[880502,1507727],[880928,1002155],[883474,999432],[889629,1007679],[891116,1520981],[891791,1534902],[893039,1783197],[895209,1277395],[895826,1025490],[906315,1281142],[915656,1039186],[918765,1035905],[921003,1822803],[924715,1809153],[936849,1059658],[942746,2077512],[953094,1591370],[963200,1096051],[967748,1089315],[969235,1607543],[969910,1338526],[971158,1866318],[973328,1085568],[995684,1122307],[998793,1119026],[1001031,1630976],[1005636,1398208],[1009195,1649798],[1010811,1404601],[1014415,1149471],[1041348,1697274],[1042596,1937756],[1071878,1201468],[1075053,1198146],[1076559,1213746],[1087272,1202978],[1090831,1735119],[1092447,1209371],[1107653,1751485],[1124469,1502044],[1125717,2015875],[1129017,1527804],[1129441,1268386],[1166481,1568119],[1195285,1326562],[1197358,1324605],[1213322,1331428],[1231233,1363840],[1234408,1360518],[1251802,1371743],[1326138,1454568],[1357657,1490080],[1359730,1488123],[1489656,1617326] ] cell #2178 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [39689],[55241],[55337],[59248],[73408],[73504],[76005],[79082],[80684],[89409],[89505],[96998],[97783],[98942],[99301],[104331],[105531],[105627],[108128],[117728],[118887],[119246],[126456],[127656],[127752],[129224],[129769],[130953],[137032],[137664],[138823],[139182],[147613],[153615],[154160],[155344],[160154],[160250],[163852],[164484],[165643],[166002],[167577],[167867],[176375],[177037],[177800],[178240],[178345],[179529],[189477],[190585],[194829],[196877],[197167],[200650],[201870],[203748],[204597],[208842],[208987],[209750],[210190],[210295],[211479],[213280],[213769],[222653],[223837],[225697],[225987],[226179],[234495],[236415],[237389],[239493],[240809],[245075],[245365],[246473],[246578],[247891],[248380],[251976],[252501],[253337],[255739],[259213],[261091],[261940],[263139],[263429],[263621],[267251],[275569],[277617],[277907],[281662],[282151],[282432],[289582],[290930],[291035],[292219],[294496],[295082],[295607],[299501],[301507],[302481],[304096],[304585],[305597],[305709],[305901],[307491],[312212],[312325],[313387],[313720],[316465],[319099],[319935],[322047],[322337],[323550],[324863],[325352],[325633],[338742],[339032],[340140],[340245],[341558],[342047],[346440],[352880],[354758],[355607],[356806],[357096],[357288],[362000],[362113],[364290],[366782],[368549],[369154],[369740],[370265],[372036],[373232],[373878],[374159],[381385],[382558],[387563],[388507],[389569],[389902],[392158],[392647],[393771],[395553],[406526],[408532],[409506],[411121],[411610],[412622],[412734],[412926],[414516],[418695],[426124],[426960],[429072],[429362],[430575],[431888],[432377],[432658],[438036],[439534],[439935],[442647],[443172],[444929],[445123],[446385],[446498],[448675],[450254],[458544],[463585],[466077],[467276],[467844],[468449],[471331],[473454],[484816],[487308],[489075],[489680],[490266],[490791],[492562],[493758],[494404],[494685],[500781],[500893],[508089],[509033],[510095],[510428],[512684],[513173],[514297],[516079],[520258],[524373],[524567],[524973],[525541],[527938],[530021],[530412],[532086],[533985],[542725],[545217],[549944],[550345],[553582],[559085],[568954],[573387],[573788],[576500],[577025],[578782],[578976],[580238],[580351],[582528],[584107],[586787],[591470],[592397],[597438],[599930],[601129],[601697],[602302],[605184],[607307],[613515],[617723],[618114],[624234],[628387],[636998],[637399],[640111],[640636],[645502],[645696],[646102],[655114],[663854],[666346],[671044],[671238],[671644],[672212],[673142],[674609],[676692],[677083],[678757],[680656],[685650],[689396],[690975],[696615],[697016],[700253],[705756],[710015],[715625],[719781],[736225],[740020],[740214],[740620],[741188],[742118],[743585],[748893],[749284],[759557],[768168],[768569],[771806],[776363],[776754],[778818],[779986],[782874],[787027],[792466],[796039],[804142],[804336],[804742],[806240],[813754],[822494],[836433],[846208],[850221],[850612],[852676],[853844],[860037],[880276],[880470],[880876],[882374],[889210],[891739],[905654],[910049],[918322],[918713],[920777],[921945],[928986],[937998],[952868],[953062],[954352],[963148],[967329],[969858],[984562],[998350],[998741],[1000805],[1001973],[1024938],[1038767],[1041296],[1059606],[1068878],[1074610],[1075001],[1076507],[1107427],[1121888],[1124417],[1140623],[1149419],[1191899],[1195233],[1201049],[1201998],[1228233],[1234356],[1268334],[1321346],[1323625],[1357605],[1397228],[1451730],[1487143] ] cell #2179 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [261612],[319061],[344905],[355279],[364252],[388503],[414206],[426086],[435235],[439931],[484778],[485566],[495625],[509029],[515769],[542687],[543475],[573784],[574646],[575927],[586222],[598188],[608247],[637395],[638257],[639538],[664604],[670975],[672577],[673539],[697874],[699155],[739951],[741553],[742515],[755124],[769427],[770708],[776689],[776863],[804073],[805675],[806637],[850547],[850721],[866195],[880207],[881809],[882771],[918648],[918822],[919718],[952799],[975194],[983997],[998676],[998850],[999746],[1040191],[1040365],[1067754],[1074936],[1075110],[1085882],[1097986],[1123312],[1123486],[1186017],[1194130],[1205247],[1212429],[1212603],[1223915],[1277709],[1315139],[1315313],[1322601],[1334510],[1400477],[1407659],[1407833],[1464257],[1530886],[1659487], [39744,1156238],[55966,1031402],[59303,1316353],[63941,627783],[76373,909445],[76935,1156132],[79137,1429695],[81313,1187072],[87024,730350],[94628,758953],[97053,1516501],[101547,786423],[102684,1029345],[104992,1555145],[106202,1299250],[108496,1059002],[109058,1316247],[110410,438039],[115803,628390],[123041,864626],[125271,870606],[127117,1641191],[128327,1385812],[131594,1139135],[133824,899779],[135127,910052],[137396,1423459],[137866,1683936],[139672,1429589],[141428,928382],[142565,1185015],[143853,1711731],[149623,532089],[152563,1732057],[155985,1223440],[157166,381388],[157858,753343],[160006,982323],[162559,759560],[163528,560881],[164216,1510265],[164686,1768241],[166492,1516395],[168231,1260701],[170379,1266831],[172932,787030],[177175,1553459],[177477,1553984],[177998,1810537],[180170,1043356],[182400,1049336],[183703,1059609],[184246,1833018],[189841,1592788],[195329,1856934],[197531,1346747],[199679,1352877],[201549,313937],[201654,313723],[201851,463547],[204269,646105],[205758,467279],[206450,654610],[208598,472860],[209125,1639505],[209427,1640030],[209948,1892173],[212120,1126477],[213907,1389941],[214209,1390466],[216627,1149422],[218116,678760],[221056,1918328],[224478,914422],[224766,1682428],[224896,1682763],[226351,922772],[228499,1168594],[231052,928989],[232021,707552],[233179,1954512],[239631,1721255],[239933,1721780],[240289,524976],[241984,1971556],[245729,1219609],[246205,533481],[246231,1977732],[248518,1476747],[248820,1477272],[251238,963151],[252463,749287],[253333,550341],[253463,253670],[256103,1494837],[258892,390119],[258997,389905],[259194,559047],[262208,1766733],[262338,1767068],[263793,1002800],[265941,1253915],[266941,1268337],[267811,1520056],[267941,1520391],[276069,2035664],[278271,1026620],[280419,800173],[280752,1809116],[282591,597400],[285009,804745],[286498,601132],[287190,813250],[289338,606713],[290688,2070903],[292860,824290],[295569,618117],[296252,1840936],[297938,1846777],[298068,1847112],[300751,2086970],[304723,1348154],[305025,844002],[305276,450471],[305381,450257],[305578,448637],[306073,1096696],[307181,1076510],[308051,1606618],[308181,1606953],[312321,645498],[316603,1624041],[316905,863993],[319931,655110],[320061,320268],[322701,1381981],[323953,1890752],[325792,663816],[328210,880879],[329016,1397283],[330418,1649761],[333956,671647],[335651,2140985],[339396,1135304],[339872,680152],[339898,2147161],[342185,1150396],[342487,908812],[346130,918716],[347000,697012],[352559,510645],[352664,510431],[352861,705718],[357460,937494],[359608,715031],[360475,1961163],[362109,524369],[363281,1962726],[365040,1195236],[365161,1968208],[367783,2195013],[370227,530415],[372596,959922],[372726,1478641],[373228,533981],[373358,373565],[374318,736187],[375099,1202053],[376501,1735082],[380039,740623],[384314,1743541],[386000,980768],[386130,1751991],[392785,1511672],[393087,992131],[394135,1256051],[395243,998744],[396113,768565],[400351,1527767],[402594,776757],[407776,2245610],[411748,1262108],[412050,1022732],[412301,584324],[412406,584110],[412603,582490],[413098,1015060],[415076,1027790],[415206,1278346],[418322,795535],[419346,804138],[426956,813750],[427086,427293],[429726,1295419],[432817,822456],[436297,2077475],[438768,2078275],[440793,1323680],[442074,1075004],[444860,1075985],[444925,446494],[449546,1082138],[451006,846204],[452369,1331391],[454612,850615],[459770,1097461],[462576,1868469],[464335,1357608],[464456,1103614],[471891,1114481],[472021,1641399],[473613,876443],[474394,880272],[482635,671040],[488309,2341684],[490753,677086],[493122,1146193],[493252,1391835],[493754,680652],[493884,494091],[494844,905616],[497027,1152350],[500460,691192],[500565,690978],[500762,689358],[501257,911444],[513311,1424866],[513613,1178402],[514661,1170730],[516639,937994],[520966,2186781],[523314,1193605],[524304,1194711],[525906,1454531],[526868,952864],[530347,1202388],[530521,954348],[536124,969861],[540544,740016],[546707,1224250],[549178,1988143],[551203,1487198],[552484,1234359],[555270,1235340],[559956,1241493],[561416,994333],[578713,1267812],[578778,580347],[583399,1273965],[584859,1024934],[588465,792469],[591466,796035],[591596,591803],[592556,798178],[605744,1306308],[605874,1555353],[607466,1055173],[613879,1061001],[617009,1322936],[618049,1324015],[618223,1068874],[619119,1325188],[626728,1333985],[630282,852672],[642095,1353383],[645433,1357083],[647035,1617289],[647997,1107423],[651476,1364760],[651650,1108907],[657253,1124420],[677018,1397618],[677192,1140619],[682795,891742],[685646,687215],[691727,911944],[701941,1430570],[706627,1436723],[708087,1180604],[715784,940137],[718848,1453491],[721205,1455952],[721379,1196397],[729242,1464592],[730456,969967],[731352,1466844],[749219,1487533],[749393,1228229],[750289,1488706],[761452,1000801],[777759,1521564],[778814,788922],[785368,1530361],[792575,1029451],[810116,1561136],[810290,1300734],[815893,1041299],[824825,1061501],[839113,1594773],[841470,1597234],[841644,1336777],[851617,1608126],[861461,1618710],[861635,1358769],[870712,1124526],[871608,1629602],[890634,1651182],[890808,1391627],[891848,899885],[898671,1659822],[900781,1662074],[920773,930881],[934534,1185121],[968753,1736503],[968927,1478433],[982429,1234465],[989599,1757349],[989773,1500295],[1011990,1266937],[1017843,1786600],[1020200,1789061],[1020374,1533153],[1030347,1799953],[1041405,1049442],[1050338,1821429],[1093626,1352983],[1116142,1374975],[1155024,1922774],[1155198,1673663],[1167660,1168700],[1175870,1943620],[1176044,1695525],[1252981,1254021],[1285453,1549359],[1307969,1571351],[1448211,1449251] ] cell #2180 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2181 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [371766],[385170],[393984],[448011],[462921],[471061],[473189],[492292],[501106],[514510],[530067],[530248],[533737],[546499],[546608],[550097],[555549],[558421],[581864],[590004],[592132],[604914],[607042],[613728],[616801],[616910],[617769],[617950],[619398],[624443],[642158],[651377],[654866],[676738],[676919],[680408],[685860],[688732],[702220],[705092],[715360],[718911],[719990],[721106],[729034],[729143],[731631],[748939],[749120],[750568],[755613],[762538],[776409],[776590],[778038],[779028],[783083],[792302],[795791],[810017],[813506],[818958],[830792],[839176],[841371],[850267],[850448],[851896],[852886],[860246],[861362],[871887],[889419],[890535],[891575],[893023],[898463],[898572],[901060],[906105],[918368],[918549],[919997],[920987],[925042],[931967],[958075],[967538],[968654],[969694],[971142],[978921],[989500],[998396],[998577],[1000025],[1001015],[1009522],[1010601],[1017906],[1020101],[1030626],[1038976],[1040092],[1041132],[1042580],[1050617],[1062587],[1074656],[1074837],[1086161],[1091158],[1092237],[1107637],[1112634],[1122097],[1123213],[1124253],[1125701],[1144346],[1154925],[1157413],[1159982],[1165192],[1166271],[1175771],[1186296],[1191945],[1193063],[1201258],[1209697],[1212330],[1231559],[1234192],[1245516],[1250513],[1251592],[1277988],[1281468],[1282985],[1304461],[1315040],[1317528],[1320553],[1321930],[1322449],[1333443],[1338042],[1341638],[1355435],[1360034],[1363630],[1372069],[1404927],[1407560],[1410539],[1440746],[1445743],[1451558],[1452529],[1452815],[1463586],[1464105],[1468591],[1485448],[1485967],[1490453],[1501560],[1529819],[1534418],[1538014],[1540958],[1568445],[1583466],[1593811],[1594097],[1615287],[1615573],[1631349],[1658816],[1659335],[1663821],[1696790],[1722735],[1743581],[1785638],[1785924],[1823176],[1909006], 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] cell #2182 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [136385],[163599],[174212],[174438],[184961],[205334],[215356],[215582],[221361],[232092],[232558],[238680],[249967],[250193],[257447],[267421],[269662],[270430],[283738],[283964],[286074],[289743],[296570],[303772],[307661],[309902],[310670],[315652],[318475],[326939],[327165],[330020],[332347],[333176],[346610],[348851],[349619],[351114],[361307],[363666],[371228],[376103],[378430],[379259],[384632],[387840],[388066],[391834],[395723],[397964],[398732],[401537],[403595],[410797],[417695],[420350],[421107],[422677],[423506],[425500],[437204],[443342],[445692],[448051],[453555],[455613],[460098],[460602],[461980],[462961],[466582],[470523],[472992],[473957],[475398],[476155],[477725],[478554],[481833],[484192],[491754],[498956],[499785],[503100],[503880],[505158],[512360],[519258],[523642],[528734],[531254],[535067],[537392],[538251],[539742],[542101],[546397],[547105],[547614],[548281],[556102],[557480],[558461],[560759],[562082],[563965],[564745],[566023],[571057],[579545],[581904],[587408],[589466],[594455],[595481],[596814],[604376],[606845],[607810],[610008],[611578],[612407],[616699],[617407],[621871],[622897],[627056],[629480],[631720],[632148],[632638],[634668],[641930],[642054],[643907],[651701],[651874],[652383],[653050],[656196],[660871],[661897],[663230],[677925],[681738],[684063],[684922],[686413],[688772],[694285],[702773],[704151],[705132],[707430],[708753],[710636],[711416],[712694],[715163],[718683],[718807],[721430],[721603],[724142],[725137],[727503],[728932],[729640],[732179],[733776],[735130],[735601],[745698],[754067],[755509],[757362],[760650],[765838],[780511],[781537],[785696],[788120],[790360],[790788],[791278],[793308],[800305],[810341],[810514],[811023],[811690],[814836],[819511],[820537],[821870],[824168],[828420],[830268],[830688],[835033],[837199],[837520],[838948],[839072],[841868],[844034],[854369],[855395],[861859],[865393],[867017],[872435],[875386],[890859],[891032],[893571],[894566],[896932],[898361],[899069],[901608],[903205],[904559],[905030],[913382],[914300],[923496],[924938],[926791],[930079],[934585],[935267],[946352],[946673],[947063],[953488],[953804],[955703],[957971],[968978],[969151],[971690],[972685],[978397],[978817],[983162],[989997],[1003524],[1008998],[1009418],[1012041],[1013763],[1015929],[1016250],[1017678],[1017802],[1020598],[1022764],[1026498],[1032771],[1034125],[1040589],[1044123],[1045747],[1051165],[1054116],[1068014],[1068330],[1075659],[1080146],[1090634],[1091054],[1093677],[1095399],[1100911],[1101232],[1101622],[1112530],[1123710],[1127244],[1132623],[1132944],[1133334],[1135182],[1139759],[1140075],[1141974],[1144242],[1150753],[1155422],[1157588],[1164668],[1165088],[1167711],[1169433],[1176268],[1189795],[1194385],[1212827],[1216928],[1217249],[1217639],[1219487],[1227369],[1227685],[1239501],[1249989],[1250409],[1253032],[1254754],[1259841],[1260157],[1262465],[1267486],[1271973],[1278714],[1282881],[1292738],[1293059],[1293449],[1295297],[1304357],[1315537],[1331197],[1341534],[1345887],[1346203],[1348511],[1356757],[1379300],[1379621],[1380011],[1381859],[1389615],[1392203],[1408057],[1412869],[1422599],[1422915],[1425223],[1434731],[1445639],[1461640],[1461961],[1463107],[1472111],[1476421],[1479009],[1494715],[1509405],[1509721],[1512029],[1537910],[1553133],[1555721],[1576387],[1586325],[1591928],[1592244],[1593669],[1624398],[1639179],[1641767],[1658337],[1667341],[1712851],[1715527],[1720929],[1721858],[1746440],[1752359],[1785496],[1839240],[1840961],[1871197],[1908129],[1960774],[1990518] ] cell #2183 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2184 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [244140],[261794],[302598],[321112],[323276],[337807],[345087],[355461],[367913],[368096],[370347],[387181],[388981],[390660],[409623],[416257],[418421],[428137],[430301],[435417],[438898],[439081],[440409],[444615],[465211],[467391],[469642],[488439],[488622],[490873],[496103],[497782],[509507],[511186],[519984],[524059],[525088],[534459],[546819],[549308],[549491],[550819],[552604],[555025],[561081],[572751],[572934],[574262],[575124],[578468],[586334],[588585],[601244],[603495],[608725],[617121],[618874],[628502],[636362],[636545],[637873],[638735],[642367],[645188],[646217],[655588],[670730],[671759],[672689],[674017],[681130],[685336],[695979],[696162],[697490],[698352],[701696],[707752],[719120],[729354],[731107],[739706],[740735],[741665],[742993],[745791],[750044],[759672],[767532],[767715],[769043],[769905],[777514],[778504],[787142],[796513],[803828],[804857],[805787],[807115],[814228],[824490],[828513],[835797],[835980],[839385],[846682],[851372],[852362],[866673],[871363],[879962],[880991],[881921],[883249],[898783],[900536],[910164],[912422],[914622],[919473],[920463],[929101],[938472],[943356],[944526],[952554],[955796],[960871],[963263],[981717],[984109],[994811],[999501],[1000491],[1018115],[1025412],[1028739],[1030102],[1050093],[1059721],[1061979],[1064557],[1066212],[1066522],[1077609],[1082349],[1085637],[1099085],[1103825],[1107113],[1115430],[1142067],[1147142],[1149534],[1152561],[1181082],[1185772],[1191013],[1192094],[1192572],[1203705],[1204015],[1208760],[1225567],[1225877],[1230622],[1241704],[1269436],[1274176],[1277464],[1280531],[1307257],[1321517],[1332474],[1332952],[1354466],[1354944],[1371132],[1398935],[1399245],[1403990],[1436934],[1463173],[1485035],[1528850],[1529328],[1567508],[1658403], [49604,995248],[61059,1071442],[79200,915220],[82386,1192745],[86632,1208935],[91269,1486767],[91746,1230797],[98665,1007243],[110287,1321841],[114364,1333125],[118610,1088879],[120633,1355117],[120942,1616575],[124402,1627663],[124879,1371307],[129186,888549],[133432,1404165],[138069,507707],[138546,699275],[149500,1463497],[150581,1208300],[152202,1729511],[153577,966668],[157043,1485359],[161120,1496643],[161429,1755214],[164889,568572],[165366,770828],[167416,775761],[171493,1529501],[175739,1280706],[177762,801007],[178071,599064],[181531,1819490],[182008,1567683],[190107,1590242],[193165,1336893],[194246,1082727],[194958,1854666],[195532,641745],[195674,855784],[196716,849619],[205635,1626255],[206716,1370672],[209712,877141],[210021,665480],[217993,1658727],[219074,1403530],[220695,1915782],[222070,1152939],[225536,693490],[229613,1691873],[229922,1941485],[233382,517820],[233859,711813],[240166,1718987],[240771,949644],[242011,1971325],[242123,964651],[244914,960481],[246304,744823],[256369,1493431],[259427,1500411],[260508,1242082],[262978,765043],[270847,1782069],[273905,1533269],[274986,1274554],[275698,2033396],[276272,578134],[276414,781926],[277456,1028349],[278537,1280071],[280158,2043920],[286375,1818082],[287456,1567048],[290452,818434],[290761,610404],[296279,1840705],[296391,1070807],[299340,833198],[300379,1086427],[300919,847652],[302968,1081878],[311087,1865190],[317138,1622750],[317743,1104203],[321886,1115040],[333833,1905258],[334438,892499],[335678,2140754],[335790,886532],[338581,1146752],[339971,675847],[342720,1409390],[343801,1156889],[344513,2154715],[350036,1688661],[353094,1695641],[354175,1437312],[356645,709562],[357726,1442829],[362909,1196513],[363449,948795],[379916,1985286],[380521,970618],[384341,1743310],[384453,1230162],[387402,981327],[391030,1241233],[399149,1772966],[403304,2019435],[403416,1006608],[406365,779533],[406970,1526289],[407404,1004791],[407944,773794],[409993,1273705],[414128,2254209],[417031,1032121],[424163,1814577],[424768,1042056],[428911,1306867],[433050,1572908],[434131,1317004],[455322,2095569],[455434,1088244],[458383,853391],[458988,1612851],[462204,1358885],[462744,1103354],[465581,1362990],[479211,1896213],[479816,1125177],[482353,1654994],[483435,1129855],[483975,887700],[485488,2345302],[487917,1655222],[498152,1152090],[504867,1929581],[504979,1162278],[507928,921492],[508533,1440222],[511556,1436463],[518594,1187791],[540262,1740315],[541344,1214160],[541884,965819],[543397,2198631],[545826,1740543],[565732,2007700],[565844,1247599],[568793,1001520],[569398,1244992],[570652,1775022],[570743,1781418],[594975,1562763],[596057,1289970],[596597,1037257],[598110,2455712],[599434,1559366],[600539,1309649],[610774,1312205],[623876,2081893],[623988,1329913],[634263,1858143],[634354,1864539],[661391,1366387],[662473,1376532],[663013,1120378],[664526,2321859],[665850,1645412],[666955,1117822],[667531,1898805],[668399,1904934],[676217,1395848],[693880,1432194],[693971,1691222],[722747,1965074],[725657,1459764],[725877,1459992],[726417,1200618],[736507,1978833],[737375,1984962],[745193,1482654],[755046,2214991],[765433,1236964],[765524,1495992],[773086,2017673],[776151,1525414],[800629,1562453],[801497,1817758],[827003,1583195],[831702,2080930],[833588,1329038],[834719,1589591],[846944,2093807],[850009,1611976],[863003,2107033],[876763,1366077],[877631,1625931],[888171,1654684],[915045,1691700],[943046,1712534],[948087,2190106],[949266,1459454],[951213,1718663],[966290,1740005],[979831,2214028],[995073,1496470],[1007068,1781896],[1065035,1838943],[1071267,1590069],[1088704,1865017],[1102646,2313334] ] cell #2185 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [323268],[388973],[418413],[430293],[440401],[467250],[496095],[509499],[519976],[524947],[534451],[550811],[554888],[561073],[574254],[575116],[586193],[601103],[608717],[616045],[618737],[628361],[637865],[638727],[646076],[655580],[657536],[671618],[672548],[674009],[681122],[685199],[697482],[698344],[701559],[707744],[709421],[718019],[728278],[730970],[740594],[741524],[742985],[747215],[749907],[757053],[759531],[769035],[769897],[774685],[776660],[777377],[778367],[779392],[787001],[796505],[804716],[805646],[807107],[814220],[816176],[824482],[834351],[838284],[846674],[848543],[850518],[851235],[852225],[853250],[858275],[866665],[868534],[871226],[880850],[881780],[883241],[887448],[887557],[889491],[897707],[900399],[910023],[912414],[914614],[916644],[918619],[919336],[920326],[921351],[926482],[928960],[938464],[940420],[950765],[959405],[960863],[963122],[965567],[965676],[967610],[981709],[983968],[986413],[994803],[996672],[998647],[999364],[1000354],[1001379],[1013081],[1017014],[1025404],[1027273],[1028731],[1029965],[1031980],[1034677],[1037005],[1037114],[1039048],[1040162],[1047264],[1049956],[1057102],[1059580],[1061971],[1072829],[1073972],[1074907],[1076481],[1081626],[1081735],[1082203],[1085500],[1094717],[1097957],[1103679],[1106976],[1113964],[1115422],[1117681],[1120126],[1120235],[1122169],[1123283],[1137036],[1138225],[1145676],[1147134],[1149393],[1151155],[1151838],[1151947],[1152415],[1163303],[1165264],[1172684],[1181074],[1182943],[1185635],[1187650],[1194101],[1195207],[1200366],[1200475],[1201330],[1202453],[1202910],[1208624],[1212400],[1221341],[1222530],[1224315],[1224772],[1230486],[1233327],[1235836],[1240981],[1241090],[1241558],[1248624],[1250585],[1262867],[1264656],[1265799],[1268308],[1273453],[1273562],[1274030],[1277327],[1278411],[1280395],[1298340],[1305791],[1307249],[1309508],[1311953],[1312062],[1315110],[1323001],[1323458],[1324080],[1324537],[1325684],[1331479],[1331743],[1334481],[1340855],[1341710],[1348913],[1350702],[1351845],[1353471],[1353735],[1357579],[1362738],[1362847],[1364825],[1370996],[1384902],[1390437],[1391900],[1395596],[1395705],[1397683],[1398140],[1403854],[1407630],[1408365],[1425625],[1428557],[1431066],[1436211],[1436320],[1436788],[1443854],[1445815],[1453579],[1453843],[1454619],[1454883],[1456017],[1462222],[1464657],[1465114],[1467340],[1477243],[1478706],[1482402],[1482511],[1484084],[1487598],[1488055],[1489202],[1495261],[1504373],[1512431],[1515363],[1520456],[1520913],[1522060],[1522327],[1527855],[1528119],[1530857],[1537231],[1538086],[1553955],[1555418],[1559114],[1559223],[1561201],[1567372],[1584450],[1585440],[1586741],[1594861],[1595125],[1597299],[1607018],[1607475],[1608622],[1608889],[1617377],[1617641],[1618775],[1624800],[1630098],[1640001],[1641464],[1645160],[1645269],[1649849],[1650113],[1651247],[1657452],[1659887],[1660344],[1662570],[1677741],[1682828],[1683285],[1684432],[1684699],[1690491],[1699603],[1721751],[1723719],[1726010],[1735170],[1735434],[1736568],[1745555],[1746856],[1752056],[1757414],[1767133],[1767590],[1768737],[1769004],[1777267],[1778568],[1786688],[1786952],[1789126],[1800449],[1809204],[1809468],[1810602],[1821925],[1837096],[1847177],[1847634],[1857430],[1860388],[1861689],[1868534],[1876582],[1881680],[1890840],[1891104],[1892238],[1909990],[1912281],[1922839],[1931826],[1933127],[1943685],[1955008],[1962791],[1968296],[1968560],[1977797],[1988780],[2009945],[2011246],[2036160],[2040419],[2060410],[2070968],[2077563],[2078912],[2084010],[2087035],[2092804],[2102632],[2147226],[2180675],[2187115],[2187774],[2195650],[2245675],[2251444],[2288769],[2296092],[2342321],[2429945] ] cell #2186 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [108124],[130949],[155340],[167573],[179525],[196873],[211475],[213227],[223833],[225693],[245071],[247838],[261936],[263135],[277613],[281609],[282428],[292215],[299497],[304043],[319095],[322043],[324810],[325629],[338738],[341505],[347108],[355603],[356802],[364286],[366729],[374155],[387559],[388441],[392105],[396221],[406522],[411068],[426120],[429068],[431835],[432654],[437655],[439869],[448671],[451114],[458540],[463581],[466024],[467208],[473450],[484812],[487255],[494681],[508085],[508967],[512631],[516747],[522356],[524905],[531705],[533919],[542721],[545164],[548065],[550279],[559081],[561524],[568950],[571508],[573722],[582524],[584967],[592393],[597434],[599877],[601061],[607303],[616003],[625770],[628319],[635119],[637333],[643485],[646034],[652834],[655048],[663850],[666293],[669027],[671576],[678376],[680590],[689392],[691835],[694736],[696950],[705752],[708195],[715621],[724593],[728236],[732630],[736221],[738003],[740552],[747173],[756940],[759489],[766289],[768503],[774643],[784410],[786959],[793759],[795973],[802125],[804674],[811474],[813688],[822490],[824933],[834238],[835484],[842622],[846142],[848501],[868492],[872886],[878259],[880808],[894022],[897665],[902059],[905650],[907432],[909981],[916602],[926369],[928918],[935718],[937932],[950723],[951841],[954286],[959363],[963080],[972141],[983613],[990751],[996630],[1012968],[1014214],[1021352],[1024872],[1027231],[1047222],[1051616],[1056989],[1059538],[1068812],[1073930],[1076439],[1094604],[1095850],[1106400],[1113922],[1136994],[1138112],[1140557],[1145634],[1149351],[1169884],[1177022],[1182901],[1195165],[1202050],[1221299],[1222417],[1228167],[1233285],[1255205],[1260639],[1265757],[1268266],[1298227],[1305749],[1323677],[1346685],[1351803],[1357537],[1384789],[1390395],[1397280],[1423397],[1428515],[1477201],[1487195],[1510203],[1515321],[1520053],[1553913],[1592726],[1606615],[1639959],[1682425],[1721709],[1766730],[1846774],[1961160] ] cell #2187 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2188 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2189 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [183302],[215823],[250434],[267467],[284205],[307707],[327406],[329791],[344101],[346656],[372252],[375874],[394225],[395769],[414732],[420121],[421153],[434431],[443388],[448919],[467877],[471547],[475169],[476201],[492778],[496400],[503651],[514751],[516295],[525574],[528505],[537438],[553798],[554929],[559329],[564516],[577241],[582772],[601730],[605400],[609022],[610054],[616298],[618778],[628988],[631919],[640852],[646703],[649634],[651115],[658567],[672245],[675176],[684109],[700469],[701600],[706000],[711187],[718060],[720844],[728531],[731011],[741221],[744152],[747468],[749948],[760158],[763089],[772022],[774938],[777418],[787628],[790559],[799492],[805343],[808274],[809755],[817207],[827658],[838325],[841109],[848796],[851276],[858316],[861100],[868787],[871267],[881477],[884408],[887489],[890273],[897960],[900440],[910650],[913581],[916897],[919377],[929587],[932518],[941451],[951018],[954941],[959658],[963749],[965608],[968392],[975787],[986454],[989238],[996925],[999405],[1006388],[1017055],[1019839],[1027526],[1030006],[1037046],[1039830],[1047517],[1049997],[1060207],[1063138],[1072870],[1074225],[1081667],[1085541],[1088024],[1109500],[1114217],[1120167],[1122951],[1137289],[1141212],[1145929],[1150020],[1151879],[1154663],[1162058],[1172725],[1175509],[1183196],[1185676],[1199230],[1200407],[1202951],[1208080],[1212068],[1221594],[1233580],[1241022],[1247379],[1264697],[1266052],[1273494],[1277368],[1279851],[1301327],[1306044],[1311994],[1314778],[1324578],[1329693],[1332244],[1350743],[1352098],[1362779],[1370452],[1394460],[1395637],[1398181],[1403310],[1407298],[1428810],[1436252],[1442609],[1455384],[1462203],[1481266],[1482443],[1488096],[1493211],[1515616],[1520954],[1526069],[1528620],[1559155],[1566828],[1585421],[1607516],[1612631],[1618142],[1645201],[1650614],[1657433],[1683326],[1688441],[1735935],[1745536],[1767631],[1772746],[1777248],[1809969],[1847675],[1860369],[1891605],[1931807],[1969061],[2009926],[2083991],[2187096] ] cell #2190 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2191 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289788],[333221],[379304],[401637],[423551],[453655],[478599],[481634],[499830],[503200],[535167],[539543],[562127],[564065],[587508],[594256],[595581],[612452],[622997],[629281],[651919],[656296],[660672],[661997],[681838],[686214],[695081],[708798],[710736],[721648],[724938],[735230],[754167],[755436],[760451],[766634],[781637],[787921],[810559],[814936],[819312],[820637],[827980],[830615],[841913],[845203],[855495],[861904],[865194],[866942],[875486],[891077],[894367],[904659],[923596],[924865],[929880],[936063],[944095],[946988],[955263],[957898],[969196],[972486],[976109],[978744],[990042],[993332],[1003624],[1006710],[1009345],[1020643],[1023933],[1034225],[1040634],[1043924],[1045672],[1054216],[1066078],[1077178],[1080071],[1088346],[1090981],[1098654],[1101547],[1109822],[1112457],[1123755],[1127045],[1130366],[1133259],[1141534],[1144169],[1155467],[1158757],[1162380],[1165015],[1176313],[1179603],[1189895],[1199552],[1203571],[1208402],[1212872],[1214671],[1217564],[1225433],[1236533],[1239426],[1247701],[1250336],[1257905],[1269005],[1271898],[1280173],[1282808],[1290481],[1293374],[1301649],[1304284],[1315582],[1318872],[1328607],[1330015],[1337404],[1341461],[1343951],[1365943],[1370774],[1377043],[1379936],[1394782],[1398801],[1403632],[1408102],[1409901],[1412794],[1420663],[1431763],[1434656],[1442931],[1445566],[1459320],[1460503],[1463034],[1467960],[1472036],[1481588],[1493533],[1500922],[1507469],[1524983],[1526391],[1533780],[1537837],[1540327],[1562319],[1567150],[1573419],[1576312],[1586252],[1591112],[1593594],[1611545],[1612953],[1623261],[1630718],[1654550],[1655733],[1658264],[1663190],[1667266],[1688763],[1696152],[1702699],[1715452],[1721888],[1739871],[1741054],[1746367],[1751227],[1773068],[1778079],[1782939],[1785421],[1815088],[1822545],[1840991],[1861200],[1866060],[1871122],[1896724],[1901723],[1908159],[1932638],[1937498],[1981751],[1990548],[2010757],[2015617],[2019721],[2049852],[2084822],[2095855],[2123710],[2159977],[2193681],[2228953],[2294245],[2382633] ] cell #2192 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2193 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289736],[333169],[379252],[401530],[423499],[453548],[478547],[481764],[499778],[503093],[535060],[539673],[562075],[563958],[587401],[594386],[595474],[612400],[622890],[629411],[651867],[656189],[660802],[661890],[681731],[686344],[695211],[708746],[710629],[721596],[725068],[735123],[754060],[755433],[760581],[766764],[781530],[788051],[810507],[814829],[819442],[820530],[828042],[830612],[841861],[845333],[855388],[861852],[865324],[866945],[875379],[891025],[894497],[904552],[923489],[924862],[930010],[936193],[944092],[946991],[955325],[957895],[969144],[972616],[976171],[978741],[989990],[993462],[1003517],[1006772],[1009342],[1020591],[1024063],[1034118],[1040582],[1044054],[1045675],[1054109],[1066081],[1077175],[1080074],[1088408],[1090978],[1098651],[1101550],[1109884],[1112454],[1123703],[1127175],[1130363],[1133262],[1141596],[1144166],[1155415],[1158887],[1162442],[1165012],[1176261],[1179733],[1189788],[1199614],[1203574],[1208464],[1212820],[1214668],[1217567],[1225436],[1236530],[1239429],[1247763],[1250333],[1257908],[1269002],[1271901],[1280235],[1282805],[1290478],[1293377],[1301711],[1304281],[1315530],[1319002],[1328604],[1330077],[1337401],[1341458],[1343954],[1365946],[1370836],[1377040],[1379939],[1394844],[1398804],[1403694],[1408050],[1409898],[1412797],[1420666],[1431760],[1434659],[1442993],[1445563],[1459323],[1460500],[1463031],[1467963],[1472039],[1481650],[1493595],[1500919],[1507472],[1524980],[1526453],[1533777],[1537834],[1540330],[1562322],[1567212],[1573416],[1576315],[1586249],[1591115],[1593597],[1611542],[1613015],[1623258],[1630721],[1654553],[1655730],[1658261],[1663193],[1667269],[1688825],[1696149],[1702702],[1715455],[1721925],[1739874],[1741051],[1746364],[1751230],[1773130],[1778076],[1782942],[1785424],[1815085],[1822548],[1841028],[1861197],[1866063],[1871125],[1896721],[1901726],[1908196],[1932635],[1937501],[1981754],[1990585],[2010754],[2015620],[2019758],[2049855],[2084819],[2095892],[2123713],[2160014],[2193684],[2228990],[2294282],[2382670] ] cell #2194 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [323208],[388408],[388818],[418353],[430233],[439836],[440246],[467161],[495940],[508934],[509344],[519916],[522323],[524858],[533886],[534296],[550246],[550656],[573689],[574099],[574961],[586104],[601014],[608562],[615814],[625737],[628272],[637300],[637710],[638572],[643452],[645987],[655015],[655425],[668994],[671529],[672459],[673854],[680557],[680967],[685138],[696917],[697327],[698189],[709332],[728047],[737970],[740505],[741435],[742830],[746984],[756907],[759442],[762629],[768470],[768880],[769742],[774454],[774526],[778306],[779303],[784377],[786912],[795940],[796350],[802092],[804627],[805557],[806952],[813655],[814065],[834205],[842589],[846109],[846519],[848312],[848384],[852164],[853161],[866510],[868303],[874082],[878226],[880761],[881691],[883086],[887315],[887396],[897476],[907399],[909934],[912259],[916413],[916485],[920265],[921262],[926336],[928871],[932058],[937899],[938309],[950534],[951808],[954253],[958729],[959174],[963033],[965434],[965515],[979575],[983879],[985450],[990718],[994648],[996441],[996513],[1000293],[1001290],[1012935],[1021319],[1024839],[1025249],[1027042],[1031891],[1036872],[1036953],[1037989],[1047033],[1052812],[1056956],[1059491],[1061816],[1062678],[1068779],[1069640],[1073741],[1073813],[1075695],[1076392],[1079981],[1081574],[1094571],[1097868],[1101457],[1106367],[1106915],[1113288],[1113733],[1117592],[1119993],[1120074],[1121110],[1136805],[1138079],[1140524],[1145000],[1145445],[1149304],[1151786],[1160073],[1163061],[1163142],[1171721],[1176989],[1180919],[1182712],[1187561],[1188491],[1194012],[1194421],[1195118],[1200233],[1200314],[1202125],[1202307],[1206385],[1211306],[1221110],[1222384],[1224169],[1224711],[1228134],[1228247],[1233096],[1235747],[1239336],[1240929],[1248382],[1248463],[1260606],[1261467],[1265568],[1267522],[1268219],[1271808],[1273401],[1283639],[1287943],[1298194],[1305115],[1305560],[1309419],[1310990],[1311901],[1312937],[1322855],[1323397],[1323752],[1323934],[1325595],[1331614],[1334392],[1340613],[1340694],[1346652],[1347513],[1351614],[1353590],[1353606],[1356793],[1357490],[1362686],[1364679],[1368757],[1384756],[1389651],[1390348],[1393513],[1395544],[1397355],[1397537],[1401615],[1406536],[1409115],[1412704],[1423364],[1428326],[1430977],[1434566],[1436159],[1443612],[1443693],[1453698],[1453714],[1454754],[1455871],[1464511],[1465053],[1467251],[1476457],[1477154],[1480319],[1482350],[1484190],[1487270],[1487452],[1489113],[1495132],[1504212],[1510170],[1515132],[1520128],[1520310],[1521971],[1523077],[1527990],[1530768],[1536989],[1537070],[1539063],[1543141],[1553169],[1553866],[1557031],[1559062],[1561055],[1565133],[1584556],[1586612],[1592693],[1594980],[1594996],[1597153],[1606690],[1606872],[1608533],[1609639],[1617512],[1618629],[1630009],[1639215],[1639912],[1643077],[1645108],[1649984],[1651101],[1652180],[1659741],[1660283],[1662481],[1668500],[1677580],[1682500],[1682682],[1684343],[1685449],[1690362],[1699442],[1720965],[1721662],[1723825],[1725881],[1735305],[1736422],[1737501],[1746727],[1757268],[1766805],[1766987],[1768648],[1769754],[1778439],[1779479],[1786807],[1786823],[1788980],[1800360],[1809339],[1810456],[1811535],[1821836],[1836935],[1839276],[1846849],[1847031],[1857341],[1861560],[1862600],[1877332],[1881551],[1890975],[1892092],[1893171],[1910096],[1912152],[1922693],[1932998],[1934038],[1943539],[1954919],[1961235],[1961995],[1968431],[1977651],[1996588],[2011117],[2012157],[2036071],[2040290],[2060281],[2070822],[2077102],[2078205],[2086239],[2092675],[2103954],[2110390],[2147080],[2180546],[2187233],[2194943],[2211303],[2244879],[2251315],[2295551],[2310461],[2341614],[2429404] ] cell #2195 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431110],[485819],[543728],[571311],[598441],[634922],[664857],[668727],[690399],[694539],[732433],[737703],[763848],[766092],[793562],[801825],[803174],[823497],[835287],[842322],[867799],[872689],[877959],[879308],[901862],[907132],[917420],[933277],[935521],[947845],[951541],[962570],[983416],[984819],[990451],[997448],[1014017],[1021052],[1046529],[1051419],[1056689],[1058038],[1066475],[1069009],[1080928],[1084624],[1095653],[1102404],[1106100],[1107865],[1117129],[1134116],[1137812],[1148841],[1169687],[1171090],[1176722],[1183719],[1192351],[1195355],[1203968],[1206502],[1218421],[1222117],[1225830],[1228364],[1240283],[1243979],[1255008],[1258302],[1260836],[1272755],[1276451],[1287480],[1294231],[1297927],[1299692],[1308956],[1321738],[1332731],[1335735],[1344348],[1346882],[1354723],[1357727],[1366340],[1368874],[1380793],[1384489],[1387581],[1390585],[1399198],[1401732],[1413651],[1417347],[1421060],[1423594],[1435513],[1439209],[1450238],[1459717],[1463394],[1468357],[1472893],[1474387],[1477391],[1485256],[1496249],[1499253],[1507866],[1510400],[1518114],[1529107],[1532111],[1540724],[1543258],[1551099],[1554103],[1562716],[1565250],[1577169],[1580865],[1589848],[1591509],[1598232],[1602413],[1604676],[1626152],[1631115],[1637145],[1640149],[1654947],[1658624],[1663587],[1668123],[1669617],[1672621],[1680486],[1691479],[1694483],[1703096],[1705630],[1718884],[1720001],[1722543],[1726921],[1731015],[1740268],[1751624],[1758347],[1764791],[1781675],[1783336],[1790059],[1794240],[1796503],[1817979],[1822942],[1828972],[1831976],[1841646],[1845914],[1848348],[1864796],[1866457],[1875671],[1882591],[1905155],[1906272],[1908814],[1913192],[1917286],[1937895],[1944618],[1951062],[1963384],[1969227],[1985183],[1986300],[1991203],[1995471],[2016014],[2020376],[2024644],[2027078],[2054401],[2061321],[2079007],[2096510],[2100778],[2105343],[2128259],[2132813],[2138656],[2160632],[2164900],[2204366],[2212105],[2229608],[2233876],[2237647],[2263983],[2294900],[2304063],[2327594],[2358776],[2387752],[2416685],[2471394],[2543254] ] cell #2196 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561375],[651133],[651609],[691686],[708046],[720862],[721338],[755410],[792061],[792534],[809773],[810249],[824784],[827676],[830589],[841127],[841603],[861118],[861594],[890291],[890767],[891334],[891807],[905902],[924839],[934493],[944069],[954959],[957872],[968410],[968886],[969453],[969926],[975805],[978718],[989256],[989732],[1006406],[1008498],[1009319],[1010398],[1011949],[1019857],[1020333],[1039848],[1040324],[1040891],[1041364],[1055459],[1077152],[1088042],[1090134],[1090955],[1092034],[1093585],[1098628],[1109518],[1112431],[1116101],[1122969],[1123445],[1124012],[1124485],[1130340],[1132450],[1135503],[1141230],[1144143],[1154681],[1155157],[1162076],[1164168],[1164989],[1166068],[1167619],[1175527],[1176003],[1199248],[1208098],[1212086],[1212562],[1214645],[1216755],[1219808],[1233951],[1234424],[1236507],[1242749],[1247397],[1249489],[1250310],[1251389],[1252940],[1258005],[1268979],[1279869],[1282782],[1285412],[1290455],[1292565],[1293691],[1295618],[1301345],[1304258],[1307928],[1314796],[1315272],[1328581],[1329711],[1330697],[1332262],[1336736],[1337378],[1341435],[1344051],[1354257],[1358728],[1363427],[1366117],[1370470],[1374934],[1377017],[1379127],[1380253],[1382180],[1394478],[1403328],[1407316],[1407792],[1409875],[1415038],[1420763],[1423930],[1431737],[1437979],[1442627],[1445540],[1448170],[1449210],[1454365],[1455402],[1459494],[1460477],[1461467],[1462311],[1463008],[1466365],[1468060],[1472353],[1481284],[1484228],[1484870],[1488227],[1493229],[1500254],[1500896],[1504953],[1507569],[1510736],[1524957],[1526087],[1528638],[1533112],[1533754],[1537811],[1540427],[1549318],[1552463],[1562493],[1566846],[1571310],[1573393],[1576629],[1578556],[1579635],[1584594],[1585236],[1585529],[1586226],[1591212],[1592926],[1593067],[1595647],[1596808],[1602749],[1611519],[1612649],[1614452],[1614543],[1618160],[1618284],[1623235],[1625766],[1629123],[1630818],[1638509],[1650632],[1654724],[1655707],[1657541],[1658238],[1661595],[1663290],[1667583],[1673622],[1678321],[1688459],[1695484],[1696126],[1700183],[1702799],[1702873],[1705966],[1713904],[1713995],[1714784],[1714925],[1716468],[1722033],[1723863],[1724505],[1730481],[1735953],[1740045],[1741028],[1742879],[1745644],[1746341],[1751327],[1753182],[1756923],[1772764],[1777356],[1778053],[1783039],[1783113],[1784753],[1784894],[1787474],[1788635],[1794576],[1796117],[1799474],[1809987],[1815062],[1817593],[1820950],[1822645],[1830336],[1840274],[1841136],[1842065],[1849583],[1849674],[1852147],[1860477],[1861174],[1866160],[1866234],[1870454],[1870595],[1872138],[1877703],[1886151],[1891623],[1896698],[1901055],[1901196],[1902739],[1903729],[1908304],[1910134],[1910776],[1916752],[1918607],[1922348],[1931915],[1932612],[1937598],[1937672],[1939453],[1943194],[1963781],[1969079],[1970894],[1972685],[1981083],[1981224],[1982767],[1983757],[1990693],[1991622],[2001704],[2010034],[2010731],[2015717],[2015791],[2019866],[2020795],[2021725],[2028313],[2028404],[2030877],[2036442],[2044890],[2049184],[2049325],[2050868],[2051858],[2056433],[2064881],[2084099],[2084796],[2088025],[2096000],[2096929],[2097859],[2105740],[2114644],[2123042],[2123183],[2124726],[2125716],[2133210],[2134072],[2140323],[2142114],[2152196],[2160122],[2161051],[2161981],[2171133],[2185146],[2187204],[2193013],[2193154],[2201534],[2204763],[2205625],[2217894],[2221123],[2229098],[2230027],[2230957],[2246665],[2255569],[2264380],[2265242],[2273284],[2283366],[2289092],[2289604],[2294390],[2301472],[2316382],[2327991],[2328853],[2348205],[2351434],[2367794],[2376698],[2382401],[2383086],[2388822],[2393608],[2402226],[2407012],[2435325],[2461844],[2467542],[2472769],[2484649],[2509348],[2514134],[2547498],[2557872],[2579794],[2641165] ] cell #2197 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [608141],[673433],[742409],[774714],[806531],[848572],[882665],[887173],[911838],[916673],[959434],[965292],[994227],[996701],[1027302],[1036730],[1038177],[1061395],[1074001],[1081351],[1108801],[1113993],[1119851],[1121298],[1145705],[1151563],[1162919],[1180498],[1182972],[1196291],[1200091],[1211494],[1233356],[1234918],[1240706],[1248240],[1265828],[1273178],[1300628],[1305820],[1311678],[1313125],[1322320],[1324766],[1336671],[1340471],[1351874],[1358663],[1362463],[1364385],[1373866],[1391521],[1395321],[1406724],[1428586],[1430148],[1435936],[1443470],[1452743],[1455577],[1463976],[1466422],[1478327],[1482127],[1485838],[1488284],[1500189],[1503989],[1515392],[1518696],[1521142],[1533047],[1536847],[1548250],[1555039],[1558839],[1560761],[1570242],[1583653],[1594025],[1596859],[1605258],[1607704],[1615501],[1618335],[1626734],[1629180],[1641085],[1644885],[1647973],[1650807],[1659206],[1661652],[1673557],[1677357],[1681068],[1683514],[1695419],[1699219],[1710622],[1719466],[1722922],[1727503],[1731951],[1733294],[1736128],[1743768],[1754140],[1756974],[1765373],[1767819],[1775480],[1785852],[1788686],[1797085],[1799531],[1807328],[1810162],[1818561],[1821007],[1832912],[1836712],[1844943],[1846496],[1852552],[1856512],[1858601],[1878592],[1883173],[1888964],[1891798],[1905737],[1909193],[1913774],[1918222],[1919565],[1922399],[1930039],[1940411],[1943245],[1951644],[1954090],[1966462],[1967460],[1969764],[1973575],[1977357],[1985765],[1996053],[2002109],[2008158],[2023673],[2025226],[2031282],[2035242],[2037331],[2057322],[2061903],[2067694],[2070528],[2079544],[2083213],[2085367],[2099807],[2101360],[2109419],[2115534],[2135891],[2136889],[2139193],[2143004],[2146786],[2165482],[2171538],[2177587],[2188856],[2193876],[2207444],[2208442],[2212642],[2216311],[2234458],[2238184],[2241853],[2244007],[2268059],[2274174],[2290222],[2304600],[2308269],[2312084],[2331670],[2335527],[2340547],[2359313],[2362982],[2396392],[2402844],[2417222],[2420891],[2424075],[2445937],[2471931],[2479123],[2497955],[2523370],[2547043],[2569453],[2612886],[2668068] ] cell #2198 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[77023,1414458],[103441,1284315],[109146,1577976],[115960,840506],[135284,1154060],[136201,1414349],[139760,1689686],[143322,1447073],[151454,957183],[162716,988635],[166580,1773991],[173089,1019236],[174849,1282093],[179136,1811168],[180286,1560257],[183860,1314175],[184777,1577867],[186684,616729],[194082,841190],[204426,1105324],[207589,1111742],[211086,1892804],[212236,1646303],[216784,1396739],[219947,1143454],[221906,1154744],[225309,1683394],[226900,1933190],[228639,1689577],[231209,1174906],[232969,1444851],[235073,1960262],[242572,728962],[246966,1978363],[251395,1483545],[252946,546427],[253876,982480],[256839,1232184],[260344,989319],[261769,762300],[262751,1767699],[264342,2011309],[266081,1773882],[268354,1521022],[271317,1527205],[274822,1019920],[281090,1809531],[281382,1810050],[283189,2050355],[285166,1297151],[288329,1303569],[290288,1314859],[291826,2071534],[298481,1847743],[306146,2092867],[308594,1607584],[311557,1613767],[314061,461390],[314085,461160],[314353,646660],[317579,861181],[319544,651196],[320474,870763],[323437,657816],[324291,1891167],[324583,1891686],[326390,2124213],[328367,1383713],[330756,1650176],[331048,1650695],[334274,1407379],[336239,898391],[340633,2147792],[345062,1159744],[345504,1931813],[345774,1932099],[347543,1168751],[350506,1427414],[354011,1175590],[355436,931729],[358009,2180738],[365499,1968623],[365791,1969142],[366234,720925],[368515,2195713],[373139,1479539],[373771,730507],[374363,2201021],[376839,1735497],[377131,1736016],[380357,1212149],[381943,978029],[383005,750016],[383275,383406],[386543,1752889],[390243,556890],[390267,556660],[390535,760115],[394617,2009932],[394887,2010218],[396656,1254072],[399619,1514220],[400906,1528701],[401968,1777254],[402238,1777540],[413171,2251507],[415619,1279244],[418582,1034957],[419102,2049098],[421378,805300],[424604,1039911],[426569,809836],[427499,1049493],[430462,816456],[433415,2282853],[435392,1062349],[438594,829900],[439500,2078975],[441448,2083997],[441718,2084283],[445060,2296651],[449884,1608952],[450176,1083188],[450595,631130],[450619,630900],[450887,628945],[451549,1353034],[452924,1332325],[453986,1860375],[454256,1860661],[459497,860497],[464794,1876645],[465086,1104664],[468896,871335],[469166,469297],[472434,1642297],[474150,2122956],[476426,881434],[479652,1123032],[480728,1657439],[482391,1900969],[486760,890354],[489041,2342384],[493665,1392733],[494297,899936],[494889,2347692],[497365,1408428],[497657,1153400],[502469,1164300],[503531,919445],[510769,703561],[510793,703331],[511061,929544],[517182,1185172],[520145,940700],[521210,2187102],[523041,720241],[524504,2188333],[526461,1455465],[526624,2192927],[529860,2388834],[532644,727135],[535498,1208687],[535768,1737316],[536286,731079],[536556,536687],[537663,963706],[538637,1462209],[540300,1980997],[544669,968473],[549910,1988843],[551858,1230549],[552128,1996403],[560294,1769067],[560586,1242543],[561959,1516552],[563334,1249621],[564396,999473],[569870,1784667],[572447,1008630],[578913,2430504],[583737,1522390],[584029,1275015],[584448,789770],[584472,789540],[584740,787585],[585402,1266988],[587839,1280458],[588109,1538878],[592009,1029502],[593350,1039227],[602749,1050065],[603019,603150],[606287,1556251],[610279,1060164],[614830,2289006],[617562,2289616],[619836,1585427],[621336,1330829],[624624,1331806],[624694,626455],[630038,1337912],[631799,1085609],[633481,1592840],[636058,1090266],[642339,1353798],[645633,2103191],[647590,1618223],[647753,1359904],[656627,1371059],[656897,1892986],[658792,1118265],[659766,1122348],[669712,889670],[676531,2509360],[679315,896564],[682169,1403917],[682439,1651995],[682957,900508],[683227,683358],[684334,1149977],[686971,1410409],[691316,912792],[691340,912562],[691608,910607],[692270,1156289],[706965,1684762],[707257,1437773],[708630,1429746],[711067,1185744],[716609,2382415],[719092,1453906],[720171,1454946],[721965,1714698],[723042,1201509],[727063,1462495],[727244,1203019],[733569,1219119],[738688,967789],[746000,1484357],[748732,2210183],[751006,1745542],[752506,1494347],[755794,1495324],[761208,1501430],[762969,1244964],[783264,1528182],[783334,785095],[788678,1534288],[790439,1277436],[794698,1026130],[798340,1030074],[798610,798741],[799717,1032564],[815267,1567435],[815537,1811350],[817432,1310092],[825368,1316404],[828722,1584723],[829828,1585713],[830009,1324646],[830973,1586804],[839357,1595188],[843307,1092488],[856865,1614316],[860427,1617704],[862221,1870368],[863298,1363881],[867319,1625253],[867500,1365391],[873825,1381491],[896492,1657725],[896673,1398249],[902998,1134814],[906356,908117],[913461,1156861],[925223,1690554],[930637,1696660],[932398,1440194],[941676,1188234],[944907,1713768],[947365,1715955],[947546,1456583],[956005,1723992],[957292,1219228],[958256,1726073],[977957,1745828],[978138,1488164],[979102,1746919],[991436,1251843],[1009703,1778631],[1010852,1022037],[1018087,1787015],[1026239,1282202],[1046049,1817080],[1046230,1561767],[1052555,1294929],[1063018,1316976],[1077990,1849447],[1080448,1851634],[1080629,1597865],[1091339,1861752],[1101924,1871625],[1102105,1619341],[1111851,1381600],[1112815,1881743],[1133636,1902226],[1133817,1651813],[1134923,1143563],[1142276,1910263],[1144527,1912344],[1166522,1177707],[1181909,1444960],[1217941,1982254],[1218122,1737134],[1232293,1494456],[1239803,2001191],[1239984,1757980],[1263659,1527314],[1269817,2028177],[1272275,2030364],[1272456,1789692],[1283166,2040482],[1295038,1303678],[1304642,2060473],[1349705,1613876],[1372803,1635352],[1413171,2151683],[1413352,1923405],[1426417,1427523],[1435033,2170620],[1435214,1944251],[1513223,1514329],[1546081,1805703],[1569179,1827179],[1708453,1709559] ] cell #2199 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [762930],[866964],[867461],[913422],[932359],[947010],[947507],[984867],[1025775],[1026200],[1045694],[1046191],[1062979],[1066100],[1069057],[1080093],[1080590],[1101569],[1102066],[1133281],[1133778],[1134459],[1134884],[1150292],[1171138],[1181870],[1192537],[1203593],[1206550],[1217586],[1218083],[1218764],[1219189],[1225455],[1228412],[1239448],[1239945],[1257927],[1260102],[1260884],[1262004],[1263620],[1271920],[1272417],[1293396],[1293893],[1294574],[1294999],[1310407],[1332917],[1343973],[1346148],[1346930],[1348050],[1349666],[1354909],[1365965],[1368922],[1372764],[1379958],[1380455],[1381136],[1381561],[1387767],[1389837],[1392930],[1398823],[1401780],[1412816],[1413313],[1420685],[1422860],[1423642],[1424762],[1426378],[1434678],[1435175],[1459342],[1467982],[1472058],[1472555],[1474573],[1476643],[1479736],[1493992],[1494417],[1496435],[1502718],[1507491],[1509666],[1510448],[1511568],[1513184],[1518412],[1529293],[1540349],[1543306],[1546042],[1551285],[1553355],[1554546],[1556448],[1562341],[1565298],[1569140],[1576334],[1576831],[1590034],[1591134],[1592189],[1593616],[1597826],[1598418],[1602461],[1604974],[1615164],[1619302],[1623937],[1626520],[1630740],[1635313],[1637331],[1639401],[1640592],[1642494],[1654572],[1663212],[1667288],[1667785],[1669803],[1674966],[1680784],[1683832],[1691665],[1697948],[1702721],[1705678],[1708414],[1709520],[1714616],[1715474],[1719252],[1720187],[1721151],[1721977],[1722591],[1725647],[1727219],[1731458],[1739893],[1742868],[1743437],[1746493],[1751249],[1757941],[1758533],[1762576],[1765089],[1768137],[1781861],[1782961],[1785443],[1789653],[1790245],[1794288],[1796801],[1805664],[1808597],[1818347],[1822567],[1827140],[1829158],[1832419],[1834321],[1835441],[1840263],[1840832],[1841080],[1841694],[1846212],[1847850],[1847964],[1850295],[1851273],[1856830],[1864982],[1866082],[1867880],[1867955],[1871144],[1871264],[1875857],[1878261],[1881317],[1882889],[1890233],[1901745],[1905523],[1906458],[1908248],[1908862],[1911918],[1913490],[1917729],[1923366],[1928001],[1937520],[1944212],[1944804],[1948847],[1951360],[1951430],[1954408],[1962137],[1962212],[1962886],[1963000],[1964339],[1969341],[1970883],[1971452],[1976832],[1981773],[1985551],[1986486],[1988278],[1990637],[1991251],[1995769],[1997521],[2000830],[2015639],[2019810],[2020424],[2024942],[2025012],[2026580],[2026694],[2029025],[2030003],[2035560],[2037000],[2040056],[2049874],[2054587],[2056991],[2060047],[2061619],[2068963],[2078410],[2079121],[2079893],[2086381],[2086456],[2088583],[2095944],[2096558],[2101076],[2101146],[2104845],[2104959],[2106298],[2111300],[2118791],[2123732],[2128445],[2132315],[2132429],[2133768],[2134630],[2138770],[2140312],[2140881],[2146261],[2148013],[2151322],[2160066],[2160680],[2165198],[2165268],[2166950],[2170259],[2189173],[2193703],[2195148],[2196631],[2203868],[2203982],[2205321],[2206183],[2212219],[2212991],[2221681],[2229042],[2229656],[2234174],[2234244],[2237761],[2238533],[2239321],[2245021],[2245096],[2247223],[2252225],[2259716],[2263485],[2263599],[2264938],[2265800],[2269940],[2277431],[2294334],[2294948],[2297491],[2304177],[2304949],[2305737],[2312401],[2319859],[2327096],[2327210],[2328549],[2329411],[2335844],[2336555],[2341819],[2343302],[2351992],[2358890],[2359662],[2360450],[2368352],[2380845],[2382722],[2387254],[2387368],[2394166],[2396709],[2397420],[2407570],[2410113],[2416799],[2417571],[2418359],[2431344],[2438802],[2446254],[2446965],[2453712],[2462402],[2467498],[2467863],[2471508],[2477051],[2488931],[2498272],[2498983],[2514692],[2517235],[2530639],[2538097],[2543116],[2543568],[2547819],[2551464],[2558193],[2561838],[2584076],[2605297],[2610117],[2613838],[2622757],[2641486],[2645131],[2670956],[2678499],[2694578],[2739449] ] cell #2200 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [361093],[370800],[383416],[417192],[445478],[447564],[460388],[461612],[469307],[470095],[491326],[499280],[518755],[532965],[536697],[548395],[553057],[555888],[557112],[557974],[579331],[581417],[589038],[590274],[600700],[603160],[603948],[611902],[621657],[628955],[631352],[646670],[649067],[653164],[654094],[657826],[667116],[679636],[683368],[688285],[695804],[699728],[700974],[702559],[703783],[704645],[712266],[713502],[718173],[731615],[733890],[750552],[752827],[760125],[762522],[767357],[771281],[772527],[780297],[782379],[787595],[789992],[795019],[798751],[801478],[802608],[805310],[807707],[809090],[811804],[812734],[816466],[821383],[825756],[827693],[838438],[841144],[845926],[854155],[856237],[858429],[861135],[871871],[877612],[878742],[881444],[883841],[885224],[887602],[889020],[895576],[901044],[903319],[910617],[913014],[915188],[915966],[917091],[919981],[922256],[929554],[931951],[936786],[936978],[940710],[950115],[954976],[962004],[963716],[965721],[967139],[973695],[975822],[989273],[995216],[995994],[997119],[1000009],[1002284],[1006423],[1007211],[1007989],[1014544],[1017168],[1019874],[1024656],[1030610],[1032574],[1032885],[1034967],[1035346],[1035493],[1037159],[1039865],[1050601],[1057472],[1060174],[1062571],[1071410],[1072188],[1076131],[1081780],[1083198],[1084295],[1086145],[1088059],[1088847],[1089625],[1096180],[1104674],[1118275],[1118467],[1118614],[1120280],[1122986],[1129644],[1130929],[1131076],[1141247],[1148275],[1149987],[1151992],[1153410],[1154698],[1157397],[1159966],[1160363],[1162093],[1175544],[1183390],[1186280],[1188244],[1194857],[1197587],[1197734],[1200520],[1202527],[1208115],[1208903],[1209681],[1212103],[1213949],[1215234],[1215381],[1230765],[1231543],[1241135],[1242553],[1245500],[1245684],[1247414],[1256511],[1258479],[1267958],[1273607],[1275025],[1276122],[1277972],[1279886],[1280674],[1281452],[1284953],[1310102],[1314813],[1317512],[1320894],[1324154],[1326765],[1326878],[1329728],[1331347],[1332279],[1337461],[1337967],[1338114],[1342557],[1344525],[1357229],[1359959],[1360106],[1362892],[1370487],[1371275],[1372053],[1374475],[1386344],[1397757],[1403345],[1404133],[1404911],[1407333],[1409958],[1410464],[1410611],[1436365],[1437783],[1440730],[1447711],[1451852],[1454487],[1455419],[1456820],[1462550],[1468534],[1473150],[1484412],[1487672],[1490283],[1490396],[1493246],[1495797],[1500979],[1501485],[1501632],[1527723],[1528655],[1533837],[1534343],[1534490],[1540901],[1566863],[1567651],[1568429],[1570851],[1573476],[1582720],[1584778],[1585768],[1587277],[1587532],[1593134],[1614610],[1617245],[1618177],[1619578],[1623318],[1625308],[1631292],[1655790],[1657780],[1663764],[1691027],[1696209],[1696715],[1696862],[1714062],[1714992],[1716010],[1724047],[1726546],[1741111],[1742835],[1745883],[1747392],[1747647],[1753249],[1761957],[1779104],[1784961],[1815145],[1817135],[1823119],[1840230],[1842132],[1849741],[1851689],[1862225],[1870662],[1871680],[1882216],[1896781],[1902281],[1910318],[1912817],[1927382],[1939520],[1948228],[1970850],[1972752],[1982309],[1991689],[2001246],[2020862],[2028471],[2030419],[2040955],[2060946],[2075511],[2096996],[2114711],[2140279],[2142181],[2151738],[2170675],[2255636],[2273351], [473173,874146],[555533,986567],[592116,1288007],[607026,1052876],[619382,1072983],[651150,1109535],[685844,1409179],[702204,1172838],[715344,1188555],[720879,1199265],[778022,1264810],[779012,1523141],[792075,1538933],[809790,1301362],[818942,1312107],[851880,1350856],[852870,1609703],[890308,1394495],[891348,1652050],[893007,1395750],[905896,1668380],[920971,1685513],[934034,1442644],[968427,1481301],[969467,1737371],[971126,1482556],[1000999,1769818],[1008512,1777595],[1010392,1779359],[1011490,1526104],[1040905,1811405],[1042564,1559268],[1090148,1860716],[1092028,1862480],[1093126,1612666],[1107621,1877396],[1124026,1893041],[1125685,1645314],[1130423,1650649],[1132444,1901263],[1164182,1932154],[1166062,1933918],[1167160,1688476],[1214728,1735970],[1216749,1981291],[1233965,1996458],[1249503,2010273],[1251383,2012037],[1252481,1772781],[1290538,1810004],[1292559,2049392],[1293705,2050410],[1330711,2084338],[1354271,2103246],[1363421,2110270],[1377100,1891640],[1379121,2123250],[1380267,2124268],[1421903,1933663],[1423924,2161118],[1454379,2188388],[1460560,1969096],[1461461,2193221],[1472367,2201076],[1484864,2210676],[1508709,2011782],[1510730,2230094],[1576643,2282908],[1585230,2290109],[1595661,2296706],[1601842,2093340],[1602743,2301539],[1614488,2309980],[1667597,2347747],[1703939,2181211],[1705960,2376765],[1713940,2383146],[1724499,2389327],[1787488,2430559],[1793669,2251980],[1794570,2435392],[1849619,2472829],[1910770,2509853],[2028349,2579854] ] cell #2201 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2202 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2203 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[243945,533179],[253687,548609],[279532,797121],[302947,627555],[314116,644280],[320285,653378],[320917,654308],[337612,679850],[343745,911142],[358721,939080],[361158,361226],[370429,533030],[373582,734104],[383045,548528],[386986,753041],[390298,757735],[391009,758725],[409972,786195],[416062,795233],[417010,1031174],[425360,1045149],[427310,812018],[427942,812948],[434075,1060699],[435721,1320097],[445543,445611],[448654,841695],[450650,844407],[460453,460521],[463564,861686],[465560,864398],[468936,653297],[469724,654159],[472877,874360],[480408,1128270],[490955,679701],[494108,903533],[498131,909217],[507512,922470],[507735,1163675],[508477,1170428],[510824,927164],[511535,928154],[517625,937192],[517848,1444226],[518573,1186844],[534438,958434],[536326,734023],[550798,979280],[552686,752892],[555953,556021],[559064,989824],[561060,992536],[568377,1002498],[568600,1248996],[569342,1255749],[577939,1014758],[578162,1537603],[579396,579464],[582507,1020425],[584503,1023137],[588667,795084],[591820,1033099],[594062,1290960],[597417,1040416],[599139,1291119],[599413,1043128],[600518,1299022],[602789,811937],[603577,812799],[606730,1053090],[610479,1574057],[610753,1058774],[621722,621790],[624802,839535],[628206,1080328],[641550,1096394],[641773,1341227],[642517,860605],[645921,1101804],[655567,1112993],[660478,1377522],[663833,1123537],[665555,1377681],[665829,1126249],[666934,1385584],[670424,1130845],[675922,1666131],[676196,1138907],[681109,1144705],[682997,903452],[689375,1155249],[691371,1157961],[693630,1420373],[693859,1421189],[697469,1165551],[699333,1421294],[699357,922321],[702624,702692],[705735,1176095],[707731,1178807],[711871,1703330],[711895,937043],[715048,1188769],[719270,720349],[723754,1460982],[726943,955885],[736204,1212654],[739400,1215150],[744898,1470901],[745172,1223212],[745880,977837],[759376,1239683],[765183,1507179],[765412,1507995],[769022,1250872],[770886,1508100],[770910,1002349],[773937,1785341],[775901,1257615],[776130,1258431],[780362,780430],[781984,1793060],[782008,1014609],[783442,1018265],[786846,1272155],[796492,1283344],[798195,1285504],[798380,1033018],[800190,1288221],[800470,1550850],[801133,1550914],[801157,1039335],[804561,1293631],[814207,1304820],[822473,1315364],[824469,1318076],[828602,829708],[833338,1590822],[833567,1591638],[844019,1337883],[846661,1341997],[847795,1593514],[849759,1343661],[849988,1344477],[854220,854288],[855842,1601233],[855866,1096245],[864010,1623740],[876460,1375026],[876604,1636896],[877267,1636960],[877291,1122456],[880695,1380193],[886660,1908694],[886684,1129709],[888012,1387332],[888675,1387396],[888699,889778],[896372,1142156],[905633,1407884],[906464,1153089],[908829,1410380],[909868,1413051],[912401,1415600],[914601,1418442],[914926,1680259],[915309,1164108],[928805,1434913],[938451,1446102],[940154,1448262],[948938,1715372],[949107,1719752],[949770,1719816],[949794,1201617],[960621,1467670],[960850,1468486],[962967,1472293],[964779,1722423],[964803,1214014],[966131,1474138],[966794,1474202],[966818,967897],[981467,1750937],[981696,1751753],[992148,1501401],[994790,1505515],[994954,1764564],[995337,1249429],[1004713,2026495],[1004935,1256392],[1006949,1517887],[1007332,1008438],[1010960,1274704],[1022749,1534259],[1025391,1538373],[1025938,1280795],[1028489,1540037],[1028718,1540853],[1031825,1545780],[1055190,1571402],[1059425,1576569],[1061958,1579118],[1064947,1839092],[1070935,1841526],[1070959,1326830],[1071148,1845687],[1071531,1330637],[1076252,1594693],[1082190,1597983],[1082853,1598047],[1082877,1092596],[1086349,1847765],[1086571,1342438],[1088585,1604449],[1088968,1090074],[1103497,1871042],[1103666,1875422],[1104329,1875486],[1104353,1363989],[1115180,1630428],[1115409,1631244],[1117526,1635051],[1128847,1386237],[1134622,1404254],[1146892,1662900],[1147121,1663716],[1149238,1667523],[1150663,1672244],[1152402,1669368],[1153065,1669432],[1166630,1437462],[1178419,1696631],[1181061,1700745],[1187495,1708152],[1191380,1961068],[1194978,1453411],[1196435,1962801],[1196657,1456701],[1202440,1723022],[1208641,1726694],[1209024,1218927],[1213152,1473043],[1224302,1988649],[1230290,1991083],[1230314,1490348],[1230503,1995244],[1230886,1494155],[1235607,1754808],[1241545,1758098],[1242208,1758162],[1242232,1251951],[1262375,1531734],[1268079,1786520],[1274017,1789810],[1274680,1789874],[1280412,1796276],[1294737,1567772],[1307007,1822255],[1307236,1823071],[1309353,1826878],[1310778,1831599],[1320802,2077157],[1322988,2078781],[1324067,1583753],[1325455,1845611],[1325968,1587425],[1331760,1848791],[1335358,1348421],[1353752,2103027],[1357350,1616169],[1358807,2104760],[1359029,1619459],[1364812,1878692],[1371013,1882364],[1371396,1381299],[1393301,1907793],[1397670,1909293],[1403871,1912965],[1425133,1694106],[1430837,1941079],[1436775,1944369],[1437438,1944433],[1453860,2188169],[1454900,1713112],[1456004,1966562],[1464644,2195519],[1467111,1976231],[1480107,1987821],[1484320,2210255],[1487585,1743868],[1488973,1745434],[1489486,1747540],[1495278,1998348],[1498876,1511939],[1521831,2024341],[1528136,2027521],[1556819,1814162],[1561188,2057422],[1567389,2061094],[1584686,2289688],[1586758,2082370],[1595142,2296487],[1597286,2090806],[1608393,2100475],[1617658,1868782],[1618762,1869725],[1622335,1624308],[1629869,1880258],[1642865,1895798],[1651234,2135991],[1659874,2342190],[1662341,2145660],[1675337,2157250],[1690508,2167777],[1723955,2388906],[1726027,2199108],[1736555,2207544],[1746873,1989877],[1757401,1999291],[1760974,1762947],[1778585,2241010],[1786969,2430340],[1789113,2249446],[1800220,2259115],[1821696,2058988],[1834692,2074528],[1861706,2307426],[1881697,2112899],[1910226,2509432],[1912298,2345779],[1922826,2354215],[1943672,2168720],[1947245,1949218],[2040436,2441279],[2060427,2271539] ] cell #2204 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [818305],[892370],[970489],[1006477],[1041927],[1088113],[1125048],[1130057],[1156760],[1162147],[1208169],[1214362],[1244863],[1247468],[1279940],[1290172],[1291656],[1316875],[1329782],[1337095],[1365290],[1370541],[1376734],[1378218],[1403399],[1409592],[1421537],[1440093],[1442698],[1456482],[1460194],[1471438],[1493300],[1494999],[1500613],[1508343],[1526158],[1533471],[1561666],[1566917],[1573110],[1574594],[1584183],[1586479],[1597764],[1601476],[1612720],[1619240],[1622952],[1624979],[1634196],[1651712],[1655424],[1666668],[1688530],[1690229],[1695843],[1703573],[1713261],[1715681],[1723452],[1725748],[1737033],[1740745],[1744298],[1746594],[1757879],[1761591],[1772835],[1776010],[1778306],[1789591],[1793303],[1804547],[1811067],[1814779],[1816806],[1826023],[1839600],[1848940],[1851360],[1859131],[1861427],[1868931],[1871351],[1879122],[1881418],[1892703],[1896415],[1899532],[1901952],[1909723],[1912019],[1923304],[1927016],[1930569],[1932865],[1944150],[1947862],[1959106],[1966992],[1970220],[1974105],[1978262],[1979560],[1981980],[1989157],[1998497],[2000917],[2008688],[2010984],[2018330],[2027670],[2030090],[2037861],[2040157],[2047661],[2050081],[2057852],[2060148],[2071433],[2075145],[2082519],[2083743],[2089082],[2092542],[2094464],[2112179],[2116064],[2121519],[2123939],[2136421],[2139649],[2143534],[2147691],[2148989],[2151409],[2158586],[2167926],[2170346],[2178117],[2180413],[2191551],[2192420],[2194303],[2197526],[2200747],[2207974],[2216841],[2222180],[2227562],[2241159],[2242383],[2247722],[2251182],[2253104],[2270819],[2274704],[2280159],[2282579],[2290649],[2293716],[2295432],[2307575],[2308799],[2315648],[2320754],[2338222],[2339091],[2340974],[2344197],[2347418],[2363512],[2368851],[2374233],[2383984],[2387973],[2399087],[2399956],[2403271],[2406338],[2421421],[2424502],[2427569],[2429285],[2449501],[2454607],[2468293],[2479550],[2482617],[2485547],[2501519],[2504510],[2508499],[2523797],[2526864],[2553623],[2558623],[2569880],[2572947],[2575318],[2592572],[2613313],[2618519],[2632812],[2652290],[2670684],[2686901],[2719422],[2759224] ] cell #2205 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [818306],[892371],[970490],[1006478],[1041928],[1088114],[1125049],[1130058],[1156761],[1162148],[1208170],[1214363],[1244864],[1247469],[1279941],[1290173],[1291657],[1316876],[1329783],[1337096],[1365291],[1370542],[1376735],[1378219],[1403400],[1409593],[1421538],[1440094],[1442699],[1456483],[1460195],[1471439],[1493301],[1495000],[1500614],[1508344],[1526159],[1533472],[1561667],[1566918],[1573111],[1574595],[1584184],[1586480],[1597765],[1601477],[1612721],[1619241],[1622953],[1624978],[1634197],[1651713],[1655425],[1666669],[1688531],[1690230],[1695844],[1703574],[1713262],[1715680],[1723453],[1725749],[1737034],[1740746],[1744299],[1746595],[1757880],[1761592],[1772836],[1776011],[1778307],[1789592],[1793304],[1804548],[1811068],[1814780],[1816805],[1826024],[1839599],[1848941],[1851359],[1859132],[1861428],[1868932],[1871350],[1879123],[1881419],[1892704],[1896416],[1899533],[1901951],[1909724],[1912020],[1923305],[1927017],[1930570],[1932866],[1944151],[1947863],[1959107],[1966993],[1970219],[1974106],[1978263],[1979561],[1981979],[1989156],[1998498],[2000916],[2008689],[2010985],[2018329],[2027671],[2030089],[2037862],[2040158],[2047662],[2050080],[2057853],[2060149],[2071434],[2075146],[2082520],[2083744],[2089083],[2092543],[2094463],[2112178],[2116065],[2121520],[2123938],[2136422],[2139648],[2143535],[2147692],[2148990],[2151408],[2158585],[2167927],[2170345],[2178118],[2180414],[2191550],[2192421],[2194304],[2197525],[2200746],[2207975],[2216842],[2222181],[2227561],[2241160],[2242384],[2247723],[2251183],[2253103],[2270818],[2274705],[2280160],[2282578],[2290650],[2293715],[2295431],[2307576],[2308800],[2315649],[2320753],[2338221],[2339092],[2340975],[2344196],[2347417],[2363513],[2368852],[2374232],[2383983],[2387986],[2399086],[2399957],[2403272],[2406337],[2421422],[2424503],[2427568],[2429284],[2449502],[2454606],[2468306],[2479551],[2482616],[2485546],[2501520],[2504509],[2508512],[2523798],[2526863],[2553622],[2558636],[2569881],[2572946],[2575331],[2592571],[2613314],[2618532],[2632811],[2652303],[2670683],[2686914],[2719435],[2759237] ] cell #2206 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [818297],[892362],[970481],[1006469],[1041919],[1088105],[1125040],[1130052],[1156752],[1162139],[1208161],[1214357],[1244855],[1247460],[1279932],[1290167],[1291648],[1316867],[1329774],[1337090],[1365282],[1370533],[1376729],[1378210],[1403391],[1409587],[1421532],[1440085],[1442690],[1456474],[1460189],[1471430],[1493292],[1494997],[1500608],[1508338],[1526150],[1533466],[1561658],[1566909],[1573105],[1574586],[1584178],[1586477],[1597756],[1601471],[1612712],[1619232],[1622947],[1624980],[1634188],[1651704],[1655419],[1666660],[1688522],[1690227],[1695838],[1703568],[1713259],[1715682],[1723447],[1725746],[1737025],[1740740],[1744293],[1746592],[1757871],[1761586],[1772827],[1776005],[1778304],[1789583],[1793298],[1804539],[1811059],[1814774],[1816807],[1826015],[1839601],[1848938],[1851361],[1859126],[1861425],[1868929],[1871352],[1879117],[1881416],[1892695],[1896410],[1899530],[1901953],[1909718],[1912017],[1923296],[1927011],[1930564],[1932863],[1944142],[1947857],[1959098],[1966987],[1970221],[1974100],[1978254],[1979558],[1981981],[1989158],[1998495],[2000918],[2008683],[2010982],[2018331],[2027668],[2030091],[2037856],[2040155],[2047659],[2050082],[2057847],[2060146],[2071425],[2075140],[2082517],[2083738],[2089080],[2092540],[2094465],[2112180],[2116059],[2121517],[2123940],[2136416],[2139650],[2143529],[2147683],[2148987],[2151410],[2158587],[2167924],[2170347],[2178112],[2180411],[2191552],[2192418],[2194301],[2197527],[2200748],[2207969],[2216836],[2222178],[2227563],[2241157],[2242378],[2247720],[2251180],[2253105],[2270820],[2274699],[2280157],[2282580],[2290647],[2293717],[2295433],[2307573],[2308794],[2315646],[2320755],[2338223],[2339089],[2340972],[2344198],[2347419],[2363507],[2368849],[2374234],[2383985],[2387987],[2399088],[2399954],[2403269],[2406339],[2421416],[2424500],[2427570],[2429286],[2449499],[2454608],[2468307],[2479548],[2482618],[2485548],[2501517],[2504511],[2508513],[2523795],[2526865],[2553624],[2558637],[2569878],[2572948],[2575332],[2592573],[2613311],[2618533],[2632813],[2652304],[2670685],[2686915],[2719436],[2759238] ] cell #2207 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [934014],[1011470],[1093106],[1130403],[1167140],[1214708],[1252461],[1257656],[1284933],[1290518],[1337441],[1343702],[1374455],[1377080],[1409938],[1420414],[1421883],[1447691],[1460540],[1467711],[1495777],[1500959],[1507220],[1508689],[1533817],[1540078],[1552114],[1570831],[1573456],[1587257],[1590863],[1601822],[1623298],[1625014],[1630469],[1638160],[1655770],[1662941],[1691007],[1696189],[1702450],[1703919],[1713559],[1715716],[1726526],[1730132],[1741091],[1747372],[1750978],[1752997],[1761937],[1779084],[1782690],[1793649],[1815125],[1816841],[1822296],[1829987],[1839635],[1841880],[1849238],[1851395],[1862205],[1865811],[1869229],[1871386],[1882196],[1885802],[1896761],[1899830],[1901987],[1912797],[1916403],[1927362],[1933643],[1937249],[1939268],[1948208],[1961566],[1970255],[1972500],[1979858],[1982015],[1989192],[1991437],[1998795],[2000952],[2011762],[2015368],[2018365],[2020610],[2027968],[2030125],[2040935],[2044541],[2047959],[2050116],[2060926],[2064532],[2075491],[2082817],[2085810],[2089380],[2093320],[2094499],[2096744],[2103525],[2112214],[2114459],[2121817],[2123974],[2130995],[2139684],[2141929],[2149287],[2151444],[2158621],[2160866],[2168224],[2170381],[2181191],[2184797],[2191586],[2192718],[2197561],[2200782],[2202548],[2218908],[2222478],[2227597],[2229842],[2241457],[2244450],[2248020],[2251960],[2253139],[2255384],[2262165],[2270854],[2273099],[2280457],[2282614],[2292963],[2293751],[2295467],[2298328],[2301287],[2307873],[2315946],[2320789],[2325776],[2338257],[2339389],[2344232],[2347453],[2349219],[2365579],[2369149],[2374268],[2376513],[2384019],[2386722],[2388266],[2399122],[2400254],[2406373],[2410950],[2426816],[2427604],[2429320],[2432181],[2435140],[2449799],[2454642],[2459629],[2468586],[2472101],[2481864],[2482652],[2485582],[2488285],[2501817],[2504545],[2507248],[2508792],[2526899],[2531476],[2543964],[2553658],[2556361],[2558916],[2572982],[2575611],[2579126],[2592607],[2595310],[2618812],[2623153],[2632847],[2635550],[2637631],[2652583],[2670719],[2675073],[2687194],[2703893],[2719715],[2733193],[2760672],[2793616] ] cell #2208 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [27437,499456],[39698,590299],[42166,612078],[55346,688310],[55938,689681],[57633,701150],[59257,713527],[71854,772703],[73513,581442],[76120,795338],[78167,803505],[79091,809115],[80693,821408],[81285,822779],[89514,447589],[96083,879639],[97007,885249],[99057,679955],[99310,895601],[102241,496441],[104340,915991],[104756,917161],[105636,704670],[106174,924088],[108243,937297],[109460,942132],[116837,962901],[119002,533284],[119255,973720],[126465,996019],[126881,997189],[127761,557999],[128299,1004116],[129778,1008014],[130625,582813],[131068,1014863],[137130,1035563],[137349,1036362],[137827,1037517],[138938,813053],[139191,807732],[142122,609063],[142883,1058369],[143807,1063979],[147622,1072213],[152327,1084365],[154169,1089650],[155016,448960],[155459,1096499],[160259,649092],[163950,1118684],[164169,1119483],[164647,1120638],[165758,654413],[166011,883866],[167539,329832],[167965,1131146],[168184,1131945],[169601,675217],[173966,1149172],[176384,1159991],[177062,1160475],[177136,1160553],[178354,920006],[179201,706041],[179644,922575],[183594,1182290],[184010,1183460],[189575,1197804],[189794,1198603],[191608,1202597],[194838,1209706],[195290,1210834],[196839,375915],[197265,1215451],[197484,1216250],[198901,744193],[201879,750577],[203757,1231568],[204712,753146],[208851,762547],[209012,1245796],[209086,1245874],[210304,1000034],[211151,559370],[211594,1002603],[213456,777014],[213794,1258591],[213868,1258669],[216115,1264040],[220820,1276192],[222662,1281477],[223952,1288326],[224792,1288821],[225659,420162],[226085,420962],[226304,1040516],[227721,808315],[232443,1310511],[233140,1312465],[234504,1062596],[237977,1324224],[239518,1326990],[239592,1327068],[241945,1331877],[245463,1338184],[245682,1338983],[246587,1086170],[248067,850872],[248405,1344637],[248479,1344715],[250726,1350086],[253510,461637],[253882,861786],[255837,1360176],[256056,1360975],[257070,649675],[259222,871896],[261100,1372078],[262055,874465],[262234,1375383],[263101,475210],[263527,476010],[263746,1123637],[265163,884449],[267276,889373],[267837,1388368],[270315,1393034],[272348,1397827],[275578,1404936],[276030,1406064],[278005,1410681],[278224,1411480],[279641,691753],[281838,918973],[282176,1165146],[282250,347337],[282394,347026],[284497,1426798],[289591,931976],[289826,1441104],[291044,1186305],[292334,1188874],[294521,1452870],[296213,1455017],[297964,1457737],[299463,528546],[300281,1462176],[303069,730394],[304272,970118],[304610,1468646],[304684,1468724],[305606,731640],[305807,537247],[306026,1212754],[307516,967492],[308077,1475174],[310555,1479840],[312838,749544],[313767,978875],[313904,548714],[314949,1487742],[316490,1490508],[316564,1490586],[320108,557137],[320480,989924],[322435,1501702],[322654,1502501],[323559,1245525],[323668,561442],[325039,999001],[325377,1250467],[325451,396450],[325595,396139],[327698,1513604],[331644,1520600],[333259,1523444],[335612,1528253],[339130,1534560],[339349,1535359],[340254,1277997],[341734,792726],[342072,1541013],[342146,1541091],[344393,1031625],[346465,1038930],[349504,1556552],[352889,1050626],[354767,1568454],[355722,1053195],[357194,609863],[357413,1315464],[358830,824851],[361412,1583760],[362626,618374],[362811,1585394],[366958,1075261],[369179,1594152],[370871,840464],[371032,628006],[372061,1092191],[372622,1599019],[373405,631377],[373777,841795],[373903,1341592],[373977,451343],[374121,451032],[377727,1607162],[379342,1610006],[381432,860200],[382583,1615628],[382963,644215],[384275,1617775],[386026,1620495],[389020,651801],[389949,1112588],[390086,653483],[391131,870650],[392334,1124677],[392672,1631404],[392746,1631482],[393869,658376],[394088,1375126],[394517,1386035],[395578,1122051],[398617,1642598],[403238,1650247],[407306,1657406],[410094,899823],[411297,891999],[411635,1663876],[411709,1663954],[412631,901069],[412832,683918],[413051,1407984],[414541,906059],[415102,1670404],[417580,1156176],[418704,1157422],[421974,1682972],[423589,1685816],[427133,703808],[427505,1176195],[429460,1696932],[429679,1697731],[430584,1440755],[430693,708113],[432064,934685],[432402,1445697],[432476,516976],[432620,516665],[434723,1187295],[437139,522999],[438083,719944],[440448,721530],[443197,1201212],[445148,1464059],[445797,1723029],[447011,530672],[447196,731037],[447813,534498],[450301,958029],[450438,734209],[455256,1735568],[459455,547549],[460707,1743875],[462106,1745509],[465682,982367],[466253,1234616],[467323,755567],[468474,1754267],[468854,757670],[470166,988593],[470327,759176],[471356,1251546],[471917,1759134],[473198,1505110],[473272,561753],[473842,1516439],[477022,1767277],[478637,1770121],[483337,1777221],[487484,1012141],[489705,1785979],[491397,1019194],[491558,786646],[492587,1010555],[493148,1790846],[493931,790017],[494303,1020525],[494429,1537968],[494503,585196],[494647,584885],[498253,1029389],[499868,1284273],[500790,1030635],[500991,799301],[501210,1285604],[504801,1809602],[509546,810441],[510475,1304415],[510612,812123],[511657,1049380],[512860,1041556],[513198,1823231],[513272,1823309],[514395,817016],[514614,1571502],[515043,1299473],[516104,1055616],[519143,1316291],[520267,1317537],[524592,1322403],[525020,830746],[527963,1845070],[529647,1847321],[530459,1078299],[531189,626413],[532133,624397],[532835,628434],[536244,844342],[541246,1860342],[545393,1093777],[550858,649316],[553128,1105282],[553289,864849],[553607,1363584],[554955,652318],[555558,1626817],[555709,1640074],[556207,1878699],[557606,871293],[558223,655627],[562165,1646261],[565666,1891238],[574301,890959],[577050,1135660],[579001,1659289],[579650,1909300],[580864,677343],[581049,900466],[581666,681169],[584154,1144300],[584291,903638],[589109,1154018],[589270,909668],[591643,913039],[592015,1155349],[592141,1415195],[592215,692064],[595959,1931780],[599535,1168638],[600106,1167811],[601176,924996],[602327,1940538],[602707,927099],[604019,1174864],[604180,928605],[605209,1166225],[605770,1945405],[607051,1700340],[607125,708424],[607695,1429633],[610875,1185059],[612490,1447031],[613613,941260],[613832,1448362],[618161,945216],[618804,724077],[619407,1719549],[619558,1721824],[621976,1966569],[623810,1968694],[624652,956231],[637912,969078],[640661,1219965],[645721,1485921],[646149,752697],[648699,749974],[651957,1767657],[653964,759604],[662375,2009899],[665951,1253959],[666522,1253132],[671263,1258162],[671691,1009476],[674634,2023800],[676318,1266875],[677130,1270126],[677860,785053],[678804,783037],[679506,787074],[682915,1023072],[685869,1540584],[687917,1030032],[688534,796552],[691022,1282939],[691159,1033204],[697529,807956],[699799,1297109],[699960,1043579],[700278,1295775],[701626,810958],[702229,1818644],[702380,1554028],[702878,2057429],[704277,1050023],[704894,814267],[708836,1560215],[712337,1314133],[712498,1059225],[715369,1578713],[715443,825162],[720199,828948],[721686,1847701],[725779,2083964],[740239,1344208],[740667,1091112],[743610,2099934],[745294,1352921],[746226,860455],[749331,857174],[755285,1890788],[769082,884090],[771352,1383671],[771513,1126700],[771831,1382337],[776801,1131487],[777444,893506],[778047,1905820],[778198,1390510],[779037,1663447],[780616,2135998],[782450,1396697],[782611,1139358],[783292,1142502],[792513,1411022],[794889,910096],[798298,1157896],[804361,1420920],[804789,922126],[807339,919403],[810597,1683352],[812604,929033],[818967,1702956],[821015,1185702],[821632,938511],[826905,2187069],[830464,1968244],[846721,973944],[850659,1215792],[851302,971625],[851905,1985848],[852056,1477316],[852895,1468217],[854474,2207551],[856308,1483503],[856469,1223663],[880495,1507726],[880923,1002154],[883473,999431],[889628,1007678],[891115,1520980],[891786,1534901],[893032,1783196],[895208,1277394],[895825,1025451],[906314,1281141],[915655,1039185],[918760,1035904],[920996,1822802],[924714,1809152],[936848,1059653],[942745,2077511],[953087,1591369],[963195,1096050],[967747,1089314],[969234,1607542],[969905,1338525],[971151,1866317],[973327,1085567],[995683,1122306],[998788,1119025],[1001024,1630975],[1005635,1398207],[1009194,1649797],[1010810,1404600],[1014414,1149466],[1041343,1697273],[1042589,1937755],[1071877,1201467],[1075048,1198145],[1076554,1213745],[1087271,1202977],[1090830,1735118],[1092446,1209370],[1107646,1751484],[1124464,1502043],[1125710,2015874],[1129016,1527803],[1129440,1268381],[1166480,1568118],[1195280,1326561],[1197357,1324604],[1213321,1331427],[1231232,1363839],[1234403,1360517],[1251801,1371742],[1326137,1454567],[1357652,1490079],[1359729,1488122],[1489655,1617325] ] cell #2209 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [208445],[257853],[280266],[289185],[296976],[318626],[341146],[351520],[359455],[363817],[404001],[404712],[413771],[425651],[431476],[456019],[456730],[484343],[485131],[486185],[495586],[506275],[515334],[542252],[543040],[544094],[567140],[573117],[574607],[575492],[597753],[598807],[636728],[638218],[639103],[650759],[664169],[665223],[670936],[671096],[696345],[697835],[698720],[739912],[740072],[754689],[767898],[769388],[770273],[804034],[804194],[805040],[836163],[857662],[866156],[880168],[880328],[881174],[919679],[919839],[945704],[952760],[952920],[963446],[975155],[999707],[999867],[1059904],[1067715],[1078787],[1085843],[1086003],[1097041],[1149717],[1185978],[1186138],[1193185],[1205208],[1270614],[1277670],[1277830],[1333565],[1400438],[1529941], [27438,1031458],[39712,911337],[42167,1187128],[45886,533374],[55537,795428],[55955,1031363],[57634,1299306],[59271,1060894],[63930,627744],[69999,654503],[71855,1385868],[75482,680045],[76362,909406],[78168,1424575],[79105,1170623],[80884,937387],[81302,1187033],[86871,533942],[92800,753236],[94617,758914],[96084,1511381],[97021,1255944],[99719,1014953],[101536,786384],[102531,795996],[104369,1293210],[104758,1554442],[106191,1299211],[107605,813143],[108485,1058963],[109461,1582244],[113882,446455],[116838,1603394],[119664,1096589],[121254,864742],[123030,864587],[125118,655071],[125933,657606],[126494,1379772],[126883,1640488],[128316,1385773],[129807,1133095],[131583,1139096],[133671,680613],[137132,1422756],[137385,1423420],[137824,1683727],[139600,922665],[141417,928343],[142412,937955],[142884,1706611],[146072,362070],[147651,1462112],[152329,1731354],[154198,1217400],[155974,1223401],[157594,383196],[157847,385038],[159853,550302],[160638,388464],[161741,759069],[163517,561165],[163952,1509562],[164205,1510226],[164644,1768032],[166420,1002693],[167967,1259998],[168220,1260662],[170226,1024895],[171011,580308],[173967,1795221],[176793,1034747],[177010,1553039],[177133,1553250],[178383,1043472],[180159,1043317],[182247,813711],[183062,816246],[184012,1832315],[188596,439892],[189577,1592085],[189830,1592749],[191610,1849407],[194867,1348983],[195270,627899],[195287,1856725],[197267,1346044],[197520,1346708],[199526,846165],[200510,645459],[201384,463112],[201507,314221],[202207,312282],[203786,1624870],[206186,469087],[206439,470929],[208960,1639085],[209083,1639296],[210333,1126593],[212109,1126438],[212868,1140580],[213742,1389521],[213865,1389732],[220822,1917625],[222691,1151225],[224467,914706],[224727,1682386],[226340,505564],[228346,696973],[229131,508990],[230234,928498],[232010,707836],[233137,1954303],[234913,940490],[237249,524330],[237979,1713728],[239466,1720835],[239589,1721046],[241942,1970627],[244484,373189],[245465,1478850],[245718,731774],[245941,536477],[246194,371634],[246616,1223556],[247479,954309],[248353,1476327],[248476,1476538],[252028,549734],[253294,254858],[255839,1752200],[256092,750711],[258727,558612],[258850,390403],[261129,1512501],[262169,1766691],[263782,566429],[265788,768526],[266506,1267392],[267772,1520014],[269336,573745],[272350,2028137],[275607,1262937],[276010,786539],[276027,2035455],[278007,1278555],[278260,1030769],[281250,804099],[282124,596965],[286926,602940],[287179,604782],[291073,1059118],[292849,824574],[293621,1839146],[295134,439324],[296210,1840007],[297687,1068835],[297899,1846735],[300208,2085549],[302341,444886],[304558,841023],[304681,1609023],[305111,448202],[305234,450755],[306062,633044],[306746,1075565],[308012,1606576],[309576,637356],[314951,1869398],[316438,861014],[316561,1876716],[319892,321456],[322437,1641608],[322690,872030],[323588,1385928],[324451,880233],[325325,663381],[328977,1397241],[330916,671001],[335609,2140056],[338151,493715],[339132,1392044],[339385,901203],[339608,683148],[339861,492160],[340283,1139251],[342020,1154577],[342143,1408499],[344825,909561],[345695,696405],[352394,705283],[352517,510929],[354796,1425695],[357449,713100],[360436,1961121],[362738,1961305],[364605,1194291],[365659,952825],[368279,953645],[368339,369792],[372557,957695],[373851,735752],[375060,1202011],[376999,739977],[381683,974491],[384272,1989564],[385749,1228190],[385961,978541],[392620,989152],[392743,1769138],[394124,764214],[394808,767958],[402159,573177],[407233,2244189],[409366,578739],[411583,1019753],[411706,1522461],[412136,582055],[412259,584608],[413087,791684],[415037,1282605],[416601,591427],[418058,798531],[418311,589872],[418733,1031518],[426917,428481],[429462,1555562],[429715,1050760],[430613,1299366],[432350,822021],[436100,2077117],[438334,1067051],[439264,1068171],[440754,1323638],[441639,836223],[444821,1075776],[444981,837671],[450044,852633],[454177,636788],[459731,1097252],[462033,2103264],[463900,1356663],[464954,1107384],[467574,1108204],[471852,1112254],[473146,876008],[488805,1139916],[488865,490318],[493083,1143966],[494377,905181],[497525,685607],[500295,688923],[500418,691476],[501246,690765],[513146,1175423],[513269,1684833],[514650,933643],[520296,1187188],[523275,1193396],[524265,1194502],[524425,946824],[525271,1195694],[532384,1204544],[535689,741908],[546510,1223873],[549674,1227526],[551164,1487156],[552049,984352],[555231,1235131],[555391,985800],[560454,1000762],[578674,1267603],[578834,1016401],[583897,778775],[586577,588030],[592089,797743],[601427,1300031],[605705,1304081],[606999,1054738],[613868,823863],[616812,1322559],[619080,1324979],[619240,1069990],[626689,1333776],[627839,852728],[628685,1336074],[645394,1356874],[645554,1101383],[646400,1358066],[656818,882164],[671942,1390924],[672932,682360],[679055,1399774],[685702,909501],[701902,1430361],[702062,1172071],[707125,920734],[715317,939702],[729045,1464215],[731313,1466635],[731473,1207483],[740918,1477730],[750250,1488497],[750410,1229345],[759009,1000857],[759855,1499592],[777720,1521355],[777880,1261817],[778870,786479],[785329,1530152],[787325,1532450],[806030,815458],[818800,1059058],[851578,1607917],[851738,1347863],[864682,1107479],[871569,1629393],[871729,1369855],[892865,1139191],[898474,1659445],[900742,1661865],[900902,1402713],[910347,1672960],[920829,928438],[929284,1694822],[970984,1223496],[992820,1245358],[1030308,1799744],[1030468,1544239],[1042422,1043412],[1050299,1821220],[1050459,1566231],[1125543,1126533],[1157255,1418726],[1179091,1440588],[1317370,1318360] ] cell #2210 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [178344],[210294],[225935],[246577],[263377],[280887],[280967],[282097],[291034],[305657],[324088],[324168],[325298],[330553],[330633],[340244],[345668],[357044],[365296],[365376],[368392],[373824],[376636],[376716],[394781],[402132],[412682],[431193],[432323],[437461],[439377],[441612],[444954],[449681],[449761],[454150],[464591],[464671],[485902],[488918],[494350],[497162],[497242],[515307],[521915],[524398],[530018],[531511],[533427],[535662],[543811],[547871],[549787],[552022],[560091],[560171],[573230],[575465],[578807],[583534],[583614],[588003],[598524],[617720],[625329],[627812],[636841],[639076],[643044],[644537],[645527],[652640],[654556],[656791],[664940],[671069],[676689],[678182],[680098],[682333],[690482],[696458],[698693],[706762],[706842],[724399],[729953],[740045],[747850],[748890],[753289],[756499],[757992],[758982],[763931],[768011],[770246],[776360],[783969],[786452],[795481],[797716],[804167],[811280],[813196],[815431],[823580],[833797],[836276],[844664],[850218],[864655],[867882],[869169],[870209],[875981],[880301],[893828],[899382],[909474],[918319],[922718],[925928],[927421],[928411],[933360],[937440],[939675],[944223],[947928],[952893],[961080],[971947],[981926],[984972],[985773],[998347],[1002746],[1012527],[1015006],[1023394],[1028948],[1043385],[1046612],[1047899],[1048939],[1054711],[1059031],[1069162],[1069963],[1074607],[1077306],[1094163],[1096642],[1098782],[1107855],[1107994],[1126506],[1130494],[1134199],[1139164],[1147351],[1158218],[1168197],[1171243],[1172044],[1184618],[1191896],[1195345],[1195484],[1214799],[1218504],[1223469],[1234817],[1253518],[1260989],[1261790],[1266434],[1269133],[1285990],[1290609],[1299682],[1299821],[1320772],[1324665],[1337532],[1347035],[1347836],[1352480],[1377171],[1387126],[1390575],[1390714],[1410029],[1430047],[1451741],[1460631],[1473932],[1477381],[1477520],[1501050],[1517148],[1521041],[1533908],[1588314],[1603710],[1607603],[1623389],[1646971],[1696280],[1716878],[1732292],[1748429],[1842951],[1872548],[1992508], [176374,418694],[194828,305596],[201869,203747],[208841,323549],[222652,500780],[223800,500841],[234494,520257],[245313,373227],[253332,255687],[259212,261090],[261903,393719],[275568,412621],[277024,586630],[277855,591465],[289581,430574],[292182,613463],[300675,444924],[304531,450253],[312211,459405],[312320,312555],[313719,316411],[319023,467687],[319930,322285],[332848,672985],[338980,493753],[340863,685645],[341993,690974],[352879,354757],[355570,514245],[356213,709858],[361999,522949],[362108,362343],[363205,524368],[364214,525384],[368252,530411],[378931,741961],[381384,381656],[388502,388737],[389901,392593],[404429,778813],[405301,779829],[407700,578777],[411556,584106],[413744,792465],[423178,806083],[426048,601540],[426955,429310],[438035,438307],[439237,618113],[439930,440165],[444495,624233],[446384,626363],[446493,446728],[448599,628798],[456447,852671],[457319,853687],[462500,645497],[463509,646513],[467275,467547],[478226,882217],[483731,671039],[484740,672055],[485104,891738],[488778,677082],[505992,920772],[506864,921788],[509028,509263],[510427,513119],[523939,719780],[524972,525244],[532085,532357],[533980,534215],[541640,740015],[542649,741031],[543013,969857],[549647,749283],[550340,550575],[554480,984405],[559009,759968],[566857,1000800],[567729,1001816],[573090,776753],[573783,574018],[578348,782873],[580237,785003],[580346,580581],[582452,787438],[591172,1032417],[596353,804137],[597362,805153],[597726,1041295],[601128,601400],[628386,628658],[636701,850611],[637394,637629],[644866,1102487],[645068,860036],[646101,646373],[650476,1107422],[655109,655344],[658003,874608],[659249,1118118],[662769,880271],[663778,881287],[664142,1124416],[670610,889209],[671643,671915],[678756,679028],[680651,680886],[689320,910460],[696318,918712],[697011,697246],[705680,929397],[714400,1188087],[726173,952863],[736149,963559],[739586,967328],[740619,740891],[746563,1228228],[747733,1228517],[754662,1234355],[758321,1240366],[759556,759828],[767871,998740],[768564,768799],[787026,787298],[796034,796269],[803708,1038766],[804741,805013],[813749,813984],[816643,1053338],[817889,1309945],[822418,1060017],[829285,1068873],[836136,1075000],[844993,1081011],[846203,846438],[856834,1357156],[857635,1357604],[858786,1357856],[869052,1369027],[879842,1121887],[880875,881147],[905578,1149830],[910048,910320],[927750,1435596],[928985,929257],[937993,938228],[940887,1189017],[944876,1194784],[945677,1195232],[952434,1201048],[954347,956568],[960963,1206655],[963147,963419],[974142,1487142],[974281,1487602],[986924,1499382],[1023723,1272838],[1024933,1025168],[1035144,1288469],[1047782,1565403],[1059605,1059877],[1065434,1321345],[1066702,1323624],[1066841,1324084],[1076058,1077959],[1076506,1078760],[1083216,1335864],[1096938,1617244],[1140618,1142839],[1147234,1401885],[1149418,1149690],[1158547,1413734],[1173195,1694612],[1191164,1451729],[1193082,1454486],[1201997,1204195],[1202457,1204334],[1267885,1269786],[1268333,1270587],[1275043,1532240],[1285873,1543411],[1320611,1582719],[1331346,1333462],[1397227,1399425],[1397687,1399564],[1415939,1672750],[1527722,1529838] ] cell #2211 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [279598],[323625],[341058],[358787],[388932],[404624],[413765],[430650],[431388],[440360],[456642],[467317],[485125],[486097],[495592],[506187],[509458],[515328],[525014],[543034],[544006],[567052],[573111],[574213],[574613],[575486],[597747],[598719],[601170],[636722],[637824],[638224],[639097],[650671],[664163],[665135],[670942],[671090],[671685],[696339],[697841],[698714],[739918],[740066],[740661],[754683],[767892],[769394],[770267],[804040],[804188],[805034],[836157],[857656],[866162],[880174],[880322],[881168],[919685],[919833],[945698],[952766],[952914],[963440],[975161],[999713],[999861],[1059898],[1067721],[1078781],[1085849],[1085997],[1097044],[1149711],[1185984],[1186132],[1193188],[1205214],[1270608],[1277676],[1277824],[1333568],[1400444],[1529944], [27441,1031452],[39700,1156170],[42170,1187122],[55348,1029383],[55936,1284272],[57637,1299300],[59259,1316285],[71858,1385862],[73515,899817],[76118,1154017],[78556,1424569],[79093,1429627],[80695,1185053],[81283,1447030],[89516,730388],[96472,1511375],[97009,1516433],[99055,1019193],[99312,1266869],[102198,1030031],[104342,1554022],[105299,1554300],[105638,1049374],[106172,1560214],[108241,1314132],[109464,1582238],[117008,1603388],[119000,840463],[119257,1352915],[126467,1640068],[127424,1640346],[127763,870644],[128297,1646260],[129780,1390504],[130582,900465],[131066,1396696],[137205,1682900],[137347,1683351],[138494,1683591],[138936,1174863],[139193,1168632],[142079,1185701],[143272,1706605],[147624,1721818],[152597,1731212],[154171,1477310],[154973,731036],[155457,1483502],[160261,982361],[164025,1767205],[164167,1767656],[165314,1767896],[165756,988592],[166013,1253953],[166940,785052],[168040,1520528],[168182,1520979],[169558,1277393],[174137,1795215],[176386,1288099],[177004,1809151],[177223,1809534],[178356,1297286],[179158,1050022],[179642,1297108],[184553,1832173],[189650,1847249],[189792,1847700],[191683,1848545],[194840,1609795],[195622,1856589],[196240,626412],[197340,1607090],[197482,1607541],[198858,1085566],[201881,1105459],[203759,1877488],[204710,1105281],[208853,874238],[208954,1890787],[209173,1891170],[210306,1383848],[211108,871292],[211592,1383670],[212780,1398206],[213736,1649796],[213955,1650179],[221090,1917483],[222664,1409271],[223950,1160187],[224733,1931779],[225060,701625],[226302,697441],[227678,919402],[233807,1954167],[234506,1188647],[238052,1963581],[239137,522998],[239460,1968243],[239679,1968626],[242032,1969841],[245538,1737719],[245680,961907],[246589,1483680],[247391,1202976],[248347,1735117],[248566,1735500],[253511,548487],[253880,550770],[255912,1996806],[256054,748677],[257027,749973],[259224,988770],[261102,1769910],[262053,762743],[262175,2009898],[262502,554954],[263744,768994],[265120,999430],[266500,1527802],[267778,1777220],[268105,777443],[272423,2027275],[275580,1523233],[276362,2035319],[278080,1539281],[278222,1286817],[281162,1039184],[282118,804783],[289593,1052968],[291046,1314310],[292332,1062792],[293615,2077510],[296300,2079621],[297599,1324603],[297905,2083963],[298232,618803],[300214,2084914],[304552,1083284],[304771,1862795],[305608,840641],[306024,846633],[306740,1331426],[308018,1860341],[308345,851301],[312750,860454],[313761,646143],[313903,461833],[315024,2105540],[316109,459454],[316432,858854],[316651,2110585],[320109,653256],[320478,655539],[322510,1893389],[322652,869996],[323561,1646438],[324363,1122305],[325319,880917],[328983,1657405],[330828,889627],[335699,2139270],[339205,1652398],[339347,1148178],[340256,1396874],[342014,1416007],[342233,1668695],[345689,918754],[352891,1175041],[354769,1685605],[355720,932172],[357411,938423],[360442,2187068],[362538,720198],[362744,2188403],[364599,1454566],[365571,1201466],[368273,1202525],[372563,1209728],[372890,536243],[373406,733982],[373775,534410],[373845,963189],[375066,1462175],[376911,967746],[381426,749325],[381677,974349],[382962,386294],[384362,2212719],[385661,1488121],[385967,976329],[389943,759598],[390085,557333],[392614,986992],[392833,2012352],[394086,764126],[394802,998782],[402153,776795],[407239,2243554],[411577,1275111],[411796,1779674],[412633,1019371],[413049,1025363],[415043,1546484],[415370,798297],[418706,1284450],[427134,811896],[427503,814179],[429535,1811753],[429677,1048726],[430586,1560392],[432344,1059647],[436106,2288781],[438077,618155],[438328,1066909],[439258,1324152],[440760,1585393],[441633,1075042],[444827,1331809],[444975,1076548],[446923,624651],[449956,1092445],[450295,628428],[450437,631573],[454171,850653],[459737,1097116],[462039,2311631],[463894,1617324],[464866,1363838],[467568,1108062],[468853,472185],[471858,1110042],[473140,876002],[488799,1397755],[493089,1404958],[493416,682914],[493932,903411],[494301,681081],[494371,1149460],[497437,906313],[500792,1154195],[501208,690677],[510469,929027],[510611,704004],[513140,1173263],[513359,1934233],[514612,933555],[520269,1447208],[523281,1193260],[524271,1454949],[524419,1195274],[525265,1195552],[530453,532127],[532378,1204402],[535683,969899],[546516,1223871],[549668,1487670],[551170,1745508],[552043,1234397],[555237,1234995],[555385,985794],[560366,1251800],[578680,1528185],[578828,1268375],[580776,783291],[583809,1010809],[584148,787068],[584290,790213],[588024,792507],[591644,1032977],[592013,796464],[592083,797737],[601421,1299889],[602706,606038],[605711,1301869],[606993,1054732],[613830,823775],[616818,1322557],[619086,1324843],[619234,1069984],[626695,1333640],[627833,852722],[628679,1335932],[645400,1617707],[645548,1357646],[646394,1357924],[656812,1124458],[671936,1390782],[677124,678798],[679049,1399632],[682354,891780],[685696,909495],[691016,910090],[691158,913235],[701908,1430225],[702056,1172065],[707037,1166479],[715311,939696],[729051,1464213],[731319,1466499],[731467,1207477],[740912,1477588],[750256,1488361],[750404,1229339],[759003,1000851],[759849,1499450],[777726,1521219],[777874,1261811],[778864,786473],[785335,1530016],[787319,1532308],[815452,1041337],[818794,1059052],[851584,1607781],[851732,1347857],[864676,1107473],[871575,1629257],[871723,1369849],[892859,1139185],[898480,1659443],[900748,1661729],[900896,1402707],[910341,1672818],[920823,928432],[929278,1694680],[970978,1223490],[992814,1245352],[1030314,1799608],[1030462,1544233],[1042416,1043406],[1050305,1821084],[1050453,1566225],[1125537,1126527],[1157249,1418720],[1179085,1440582],[1317364,1318354] ] cell #2212 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [27445],[35888],[39258],[42174],[49796],[53338],[55247],[58660],[58817],[61251],[65914],[68734],[73414],[73708],[75997],[78685],[79392],[80594],[83500],[86824],[89415],[89709],[91938],[93031],[96601],[97789],[98857],[98934],[99211],[105537],[105831],[106340],[110381],[111659],[115478],[117734],[118802],[118879],[119156],[121747],[123236],[125071],[127662],[127956],[129216],[129259],[130300],[133624],[136509],[137670],[138738],[138815],[139092],[139831],[144861],[149594],[150872],[153607],[153650],[154691],[157137],[157876],[158415],[160160],[162234],[163348],[163723],[164490],[165558],[165635],[165912],[167510],[168788],[172607],[175931],[176285],[177792],[177835],[178246],[178876],[182200],[185085],[190591],[192077],[194319],[195866],[196810],[198088],[200656],[200996],[201396],[204589],[205729],[206468],[207007],[208165],[208752],[209742],[209785],[210196],[210826],[213354],[218087],[219365],[222143],[223184],[225630],[226171],[226214],[226908],[230727],[231841],[232216],[234051],[234405],[237395],[240260],[240801],[240844],[245008],[246223],[246479],[246706],[247965],[252040],[252493],[253286],[257902],[257999],[258339],[258739],[260581],[263072],[263613],[263656],[264350],[272817],[275059],[276606],[277550],[278828],[281736],[286469],[287208],[287747],[288905],[289492],[290525],[290936],[291566],[292680],[295146],[295599],[297025],[297122],[298805],[299434],[300968],[302487],[304170],[305123],[305893],[305936],[306154],[312190],[312274],[317816],[318638],[319884],[321980],[324937],[333927],[334511],[338675],[339890],[340146],[340373],[341632],[345421],[351569],[351666],[352006],[352406],[354248],[356739],[357280],[357323],[358017],[359175],[361978],[362062],[363498],[363829],[366856],[368351],[368573],[369804],[370257],[371780],[373181],[380010],[380594],[381244],[385184],[387496],[388456],[392232],[393998],[404050],[404147],[405830],[406459],[407993],[409512],[411195],[412148],[412918],[412961],[413179],[418340],[418823],[424841],[425663],[426909],[429005],[431525],[431962],[437895],[439336],[439558],[439884],[444438],[444878],[446363],[446447],[448214],[456068],[456165],[457848],[458477],[462793],[463124],[466151],[471075],[479889],[484024],[484355],[486234],[487382],[488877],[489099],[490330],[490783],[492306],[493707],[496152],[500307],[501120],[505710],[508022],[508982],[512758],[514524],[523882],[524322],[529926],[531945],[533934],[541933],[542264],[544143],[545291],[549746],[549968],[550294],[558624],[566575],[568887],[573189],[573411],[573737],[575173],[578291],[578731],[580216],[580300],[582067],[586589],[590018],[591419],[596646],[596977],[598856],[600004],[604928],[613742],[617628],[633190],[636800],[637022],[637348],[638784],[645011],[645451],[655063],[663062],[663393],[665272],[666420],[670553],[670993],[672944],[676597],[678616],[680605],[685599],[688935],[696417],[696639],[696965],[698401],[705295],[713246],[726466],[735764],[739529],[739969],[741920],[748798],[767970],[768192],[768518],[769954],[776268],[778767],[791830],[795988],[803651],[804091],[806042],[813703],[822033],[836235],[836457],[837683],[846157],[850126],[852625],[866722],[879785],[880225],[882176],[905193],[918227],[920726],[937947],[946836],[952377],[952817],[954301],[984364],[998255],[1000754],[1016413],[1024887],[1065377],[1068827],[1074515],[1075497],[1101395],[1107376],[1140572],[1191804],[1194223],[1228182],[1267324],[1320701],[1356595] ] cell #2213 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [367833],[371047],[393923],[437170],[438818],[447227],[470342],[473338],[488359],[491573],[501045],[514449],[522023],[531220],[532868],[547580],[549056],[549228],[553304],[556549],[557637],[561714],[571023],[572671],[581080],[589285],[592281],[604195],[607191],[613667],[622318],[625437],[629927],[634634],[636282],[643152],[644246],[648730],[652349],[653825],[653997],[668694],[677891],[679539],[686860],[687948],[692025],[694251],[695727],[695899],[703220],[704308],[708385],[715509],[724108],[732145],[733621],[734551],[737670],[746257],[747958],[752558],[752730],[756607],[757701],[761097],[765804],[767280],[767452],[780958],[784077],[788567],[793274],[794750],[794922],[801792],[802886],[810989],[812465],[812637],[819958],[825123],[827926],[828979],[833905],[834999],[835717],[842289],[843383],[844373],[845849],[854816],[857279],[863374],[865840],[869277],[872401],[873877],[877926],[879020],[893537],[895013],[901574],[903050],[903980],[907099],[908193],[917387],[926036],[927130],[930526],[936709],[942455],[943276],[944259],[944459],[945321],[951508],[955209],[956262],[960148],[961188],[962282],[971656],[973132],[974174],[976055],[980994],[983128],[990418],[991512],[993978],[997415],[1012635],[1021019],[1022113],[1023103],[1024579],[1028016],[1033546],[1044570],[1048007],[1051131],[1052607],[1057750],[1064541],[1065621],[1066442],[1066734],[1077342],[1077542],[1078404],[1084591],[1094271],[1098818],[1099018],[1106067],[1114707],[1127691],[1141480],[1142533],[1146419],[1147459],[1148553],[1157927],[1159403],[1176689],[1177783],[1180249],[1183686],[1192078],[1203114],[1203935],[1204227],[1224976],[1225797],[1269169],[1269369],[1270231],[1276418],[1286098],[1306534],[1319518],[1332458],[1354450],[1398344],[1399165],[1399457],[1528834], 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] cell #2214 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [163154],[205307],[231647],[238653],[257628],[286047],[292486],[296751],[332320],[345227],[351295],[356317],[378403],[403776],[405405],[414238],[431251],[455794],[457423],[485598],[485960],[495496],[506968],[543507],[543869],[567833],[571457],[574517],[586071],[598220],[598582],[635068],[638128],[664636],[664998],[668892],[672426],[694685],[697745],[737868],[741402],[755156],[766238],[769298],[774493],[801990],[803320],[805524],[835433],[848351],[866066],[878124],[879454],[881658],[916452],[917585],[951706],[962716],[975065],[983846],[996480],[997613],[1037956],[1058184],[1067625],[1073780],[1084789],[1097835],[1121077],[1148987],[1183884],[1193979],[1205118],[1211273],[1223896],[1276616],[1312904],[1322582],[1334359],[1400348],[1406503],[1464238],[1530735],[1659468], 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] cell #2215 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[1188840,1710853],[1191199,1712182],[1193965,1454182],[1199082,1458068],[1210223,1469001],[1216216,1221601],[1224617,1484626],[1227152,1484007],[1237471,1759465],[1258946,1264557],[1275935,1535325],[1288292,1548481],[1289152,1301179],[1302364,1823586],[1323303,1584992],[1334345,1595464],[1339462,1599350],[1344992,1350603],[1353571,1614327],[1388699,1394312],[1405453,1664231],[1411446,1416831],[1432701,1945736],[1453679,1713779],[1464959,1724261],[1475505,1481118],[1530721,1787291],[1535838,1791177],[1541368,1546979],[1594961,1849458],[1660189,1910532],[1670735,1676348],[1786788,2028188] ] cell #2216 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2217 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2218 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2219 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [303212],[323489],[370393],[391274],[393765],[410237],[418634],[430514],[444472],[444661],[447106],[465825],[467838],[469688],[490919],[498396],[500887],[511800],[514291],[520197],[523916],[524105],[525535],[530133],[552650],[555071],[557516],[578325],[578514],[580959],[586781],[588631],[601691],[603541],[613509],[617835],[618920],[628949],[642413],[645045],[645234],[646664],[648609],[651262],[657820],[670587],[670776],[672206],[673136],[676804],[685382],[687827],[701742],[704187],[710009],[719166],[720991],[731153],[739563],[739752],[741182],[742112],[746066],[749005],[750090],[760119],[776475],[777560],[778550],[779980],[787589],[792187],[803685],[803874],[805304],[806234],[809902],[816460],[828788],[839431],[841256],[850333],[851418],[852408],[853838],[856862],[861247],[871409],[879819],[880008],[881438],[882368],[890420],[891460],[900582],[910611],[918434],[919519],[920509],[921939],[929548],[940704],[944904],[952411],[952600],[956071],[963710],[968539],[969579],[984556],[989385],[998462],[999547],[1000537],[1001967],[1018161],[1019986],[1030148],[1032568],[1034961],[1039977],[1041017],[1050139],[1060168],[1065411],[1066568],[1074722],[1077987],[1083192],[1085683],[1104668],[1107159],[1118269],[1123098],[1124138],[1142342],[1149981],[1153404],[1154810],[1175656],[1185818],[1188238],[1191044],[1192639],[1192948],[1204061],[1208827],[1212215],[1225923],[1230689],[1234077],[1242547],[1269814],[1275019],[1277510],[1280598],[1310096],[1314925],[1320524],[1321548],[1322002],[1333019],[1333328],[1338046],[1355011],[1355320],[1360038],[1371199],[1399291],[1404057],[1407445],[1410543],[1437777],[1452500],[1463204],[1463658],[1485066],[1485520],[1501564],[1529395],[1529704],[1534422],[1567575],[1593782],[1615258],[1658434],[1658888],[1696794],[1785609], [68720,1118713],[83486,1197833],[106326,1035592],[110367,1322167],[115464,1338213],[121155,1616901],[121733,1360205],[130286,1131175],[144781,1452791],[149580,1463823],[154677,1215480],[157123,1485685],[157488,1744814],[161642,1755540],[162220,1501731],[167496,1007518],[172593,1534589],[178284,599678],[178862,807249],[191997,1594073],[193245,1337575],[195171,1854992],[196796,1089154],[200916,1615549],[205715,1626581],[206080,1879638],[210234,666094],[210812,883383],[213274,888595],[218073,1659053],[223170,1410710],[225616,915495],[225981,699321],[230135,1941811],[230713,1696961],[240246,1719313],[243746,1467516],[244994,1209210],[245835,1975611],[246517,745437],[246692,973237],[247885,966714],[258259,1754188],[259507,1501093],[263058,995523],[263423,770874],[272737,1785900],[273985,1533951],[275911,2033722],[277536,1280981],[281656,801053],[286455,1818408],[286820,2058368],[290974,611018],[291552,820925],[298725,1844991],[299420,1071717],[300826,2086813],[300954,1087109],[304090,1082773],[305703,855830],[317218,1623432],[320718,1630274],[321966,1371582],[324857,877187],[333913,1905584],[337413,1662746],[338661,1404440],[339502,2145040],[340184,676461],[340359,895118],[341552,1152985],[342800,1410072],[344726,2155041],[351926,1940459],[353174,1696323],[356725,934146],[357090,711859],[363356,1962569],[363484,1197195],[366776,949690],[367959,1213044],[368543,964697],[370794,1208346],[379996,1985612],[386787,1750783],[387482,1231072],[392152,1242128],[405750,2023721],[406445,1011602],[407851,2245453],[407979,1005473],[411115,1274600],[412728,781972],[415863,1539883],[417111,1285065],[417952,2258495],[424243,1815259],[427743,1822101],[428991,1567958],[431882,818480],[433130,1573590],[438944,1325860],[439528,1070853],[457768,2099855],[458463,1093238],[462651,1868312],[462779,1359567],[466071,1104249],[470089,1370718],[479291,1896895],[483882,2131998],[484010,1130537],[487302,892545],[487997,1655904],[488485,1128739],[489069,886578],[491320,1403576],[496010,2350222],[499274,1156935],[507313,1937054],[508008,1167272],[512678,1437358],[517426,1702255],[518674,1447823],[541791,2203551],[541919,1214842],[545211,970664],[545906,1741225],[549354,1489378],[549938,1230208],[553051,1493477],[568178,2015173],[568873,1252593],[571638,1782272],[572797,1257461],[573381,1006654],[575031,2433184],[577740,1782495],[589032,1280117],[596504,2047042],[596632,1290652],[599924,1042102],[600619,1570963],[603942,1567094],[611896,1317050],[635249,1865393],[636408,1343507],[636992,1088290],[638642,2299331],[641351,1865616],[662920,2120900],[663048,1377214],[666340,1125223],[667035,1374587],[668374,1898913],[668466,1904965],[694866,1692076],[696025,1420219],[696609,1162324],[698259,2532479],[699722,1688707],[700968,1440268],[712260,1442875],[726324,2191013],[726452,1460674],[737350,1978941],[737442,1984993],[766419,1496846],[767578,1507025],[768162,1247645],[769812,2411953],[771275,1773012],[772521,1245038],[773153,2017704],[774055,2023430],[782373,1526335],[801472,1562809],[801564,1817789],[832545,2081038],[835614,1590445],[835843,1590668],[836427,1329959],[847011,2093838],[847913,2099564],[856231,1612897],[866580,2314241],[877606,1366433],[877698,1625962],[885868,2130411],[889014,1655040],[915112,1691767],[916014,1940168],[943402,1712642],[948154,2190137],[950109,1459810],[951280,1718694],[963987,2201964],[967133,1740361],[980674,2214136],[995140,1496537],[996042,1753897],[1007135,1781963],[1035425,1818243],[1065102,1838974],[1070143,2291668],[1071334,1590136],[1073342,1844700],[1088771,1865084],[1102713,2313365],[1118546,1626416],[1131008,1905419],[1191498,1960982],[1197666,1719148],[1215313,1985447],[1229498,2404290] ] cell #2220 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [35841],[49772],[56169],[58613],[61227],[68730],[76169],[79368],[81516],[83496],[86800],[91914],[93041],[98833],[99106],[102247],[106336],[108292],[110377],[111669],[115474],[118778],[119051],[121743],[125047],[130296],[130631],[131117],[133600],[134727],[138714],[138987],[139841],[142128],[144871],[149590],[150882],[154687],[155022],[155508],[157133],[158425],[162230],[163324],[165534],[165807],[167506],[167545],[168798],[169201],[169607],[172603],[175907],[178872],[179207],[179693],[182176],[192087],[195842],[196806],[196845],[198098],[198501],[198907],[201006],[204761],[205725],[207017],[208161],[210822],[211157],[211643],[213364],[213409],[213462],[218083],[219375],[223180],[224001],[225626],[225665],[226918],[227321],[227727],[230723],[231817],[234027],[240256],[244715],[245004],[246702],[247975],[248020],[248073],[255089],[257076],[257898],[258349],[262104],[263068],[263107],[264360],[264763],[265169],[272827],[276582],[277546],[278838],[279647],[281746],[281791],[281844],[282400],[286465],[287757],[288901],[291562],[292383],[292656],[297021],[298815],[299430],[299469],[300964],[303309],[304180],[304278],[306164],[312844],[315189],[318044],[321687],[321976],[323674],[324947],[324992],[325045],[325601],[333923],[338382],[338671],[340369],[341642],[341740],[345397],[347290],[347343],[351565],[352016],[355771],[356735],[358027],[358836],[359171],[362632],[363494],[366866],[366911],[366964],[368164],[368583],[371130],[374127],[380006],[381568],[381987],[384534],[387492],[389026],[391371],[392242],[392340],[396403],[396456],[404046],[405840],[406455],[407989],[410334],[411205],[411303],[413189],[416832],[418819],[428712],[429001],[430699],[431521],[431972],[432070],[432626],[438219],[438638],[439149],[439568],[440454],[444520],[444680],[447017],[451296],[451349],[456064],[457858],[458473],[459430],[459590],[462789],[466161],[466259],[467459],[470425],[484020],[486230],[487392],[487490],[488690],[489109],[491656],[494653],[496148],[498493],[508018],[509552],[511897],[512768],[512866],[516929],[516982],[522974],[523134],[523964],[524124],[525156],[529992],[532269],[532688],[534504],[541929],[544139],[545301],[545399],[546352],[549559],[549978],[550864],[555090],[561759],[568883],[573002],[573421],[574307],[575169],[578373],[578533],[580870],[585149],[585202],[586402],[589368],[596642],[598852],[600014],[600112],[601312],[604278],[616654],[617694],[618939],[626388],[626548],[628570],[636613],[637032],[637918],[638780],[645093],[645253],[646285],[655633],[663058],[665268],[666430],[666528],[670635],[670795],[671827],[672757],[676663],[678940],[679359],[681175],[685401],[692070],[696230],[696649],[697535],[698397],[701761],[708430],[726462],[728887],[731172],[739611],[739771],[740803],[741733],[748864],[750109],[759740],[767783],[768202],[769088],[769950],[776334],[777579],[778569],[785028],[785188],[787210],[796558],[803733],[803893],[804925],[805855],[814273],[825168],[836048],[836467],[846727],[850192],[851437],[852427],[866718],[871428],[879867],[880027],[881059],[881989],[898316],[900601],[910232],[918293],[919538],[920528],[929169],[938517],[944594],[952459],[952619],[963331],[984177],[998321],[999566],[1000556],[1025457],[1030167],[1050158],[1059789],[1065459],[1066587],[1074581],[1077677],[1085702],[1099153],[1107178],[1149602],[1185837],[1191870],[1192039],[1204080],[1225942],[1269504],[1277529],[1320597],[1332419],[1354411],[1399310],[1528795] ] cell #2221 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [58727],[73618],[89619],[97809],[105741],[117754],[127866],[129158],[136419],[137690],[151488],[153549],[163633],[164510],[174883],[177734],[178266],[184995],[190611],[194218],[205397],[207623],[209684],[210216],[219981],[222042],[226113],[232126],[233003],[238743],[240743],[246499],[256873],[257467],[260480],[263555],[271351],[274958],[286137],[288363],[290424],[290956],[294811],[296590],[303835],[305835],[311591],[315715],[317715],[318458],[323471],[332410],[334410],[340166],[350540],[351134],[354147],[357222],[361327],[363649],[369469],[371248],[378493],[380493],[382873],[384652],[391897],[393897],[399653],[401836],[403615],[410860],[412860],[418616],[422740],[424740],[425483],[430496],[437187],[445712],[448034],[453854],[455633],[460622],[462944],[468764],[470543],[477788],[479788],[481853],[484175],[489995],[491774],[499019],[501019],[503399],[505178],[512423],[514423],[520179],[528253],[531237],[535366],[538314],[539762],[542084],[547597],[556122],[558444],[564264],[566043],[571040],[579565],[581887],[587707],[589486],[594475],[596797],[602617],[604396],[611641],[613641],[621891],[623196],[629500],[632658],[634651],[652366],[656495],[660891],[663213],[674924],[677908],[682037],[684985],[686433],[688755],[694268],[702793],[705115],[710935],[712714],[724125],[725157],[727523],[732162],[735584],[743900],[754366],[760670],[765821],[780531],[781836],[788140],[791298],[793291],[811006],[815135],[819531],[821853],[830288],[835016],[837503],[854389],[855694],[865413],[872418],[893554],[894586],[896952],[901591],[905013],[923795],[930099],[935250],[946656],[953341],[971673],[972705],[978417],[983145],[1003823],[1009018],[1013746],[1016233],[1044143],[1051148],[1067867],[1090654],[1095382],[1101215],[1127264],[1132927],[1139612],[1164688],[1169416],[1217232],[1227222],[1250009],[1254737],[1259694],[1293042],[1331217],[1345740],[1379604],[1422452],[1461944],[1509258],[1591781],[1712704] ] cell #2222 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [449556],[459674],[461815],[464466],[495606],[497037],[523218],[530357],[546717],[548255],[557315],[559966],[574627],[583409],[586232],[617019],[618059],[624313],[626632],[631555],[638238],[642028],[651486],[653024],[670956],[672587],[677028],[697855],[703986],[706637],[718781],[719860],[721215],[729252],[733750],[739932],[741563],[749229],[755483],[769408],[776699],[782953],[785272],[790195],[804054],[805685],[810126],[811664],[830662],[837173],[839046],[841480],[850557],[860116],[861471],[866176],[880188],[881819],[889289],[890644],[898681],[903179],[913217],[918658],[919699],[924912],[946326],[952780],[957945],[967408],[968763],[975175],[978791],[984007],[989609],[998686],[999727],[1009392],[1015903],[1017776],[1020210],[1032745],[1038846],[1040201],[1067735],[1074946],[1079409],[1085863],[1091028],[1097114],[1097996],[1100885],[1112504],[1121967],[1123322],[1132597],[1144216],[1150727],[1155034],[1165062],[1175880],[1185998],[1193258],[1194140],[1201128],[1205228],[1212439],[1216902],[1223867],[1223923],[1238764],[1250383],[1262439],[1271236],[1277690],[1282855],[1292712],[1304331],[1315149],[1321425],[1322553],[1322609],[1333638],[1334520],[1341508],[1348485],[1353332],[1361627],[1379274],[1400458],[1407669],[1412132],[1425197],[1433994],[1445613],[1451687],[1453440],[1461614],[1463081],[1464209],[1464265],[1512003],[1530014],[1530896],[1537884],[1544861],[1558003],[1575650],[1582668],[1586299],[1592969],[1594722],[1624372],[1644049],[1656844],[1658311],[1659439],[1659495],[1707233],[1714827],[1721937],[1742165],[1746414],[1778126],[1784796],[1786549],[1816199],[1841040],[1861247],[1870497],[1897835],[1901098],[1908208],[1932685],[1981126],[1990597],[2010804],[2019770],[2049227],[2084869],[2095904],[2123085],[2160026],[2193056],[2229002],[2289135],[2294294],[2382682],[2467260] ] cell #2223 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2224 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [448694],[463604],[473507],[533771],[550131],[559104],[561397],[582547],[592450],[607360],[624477],[628180],[642086],[642192],[645895],[651631],[654900],[680442],[689415],[691708],[705775],[708068],[715678],[718839],[718945],[720024],[721360],[726917],[745854],[755647],[759350],[783117],[786820],[792556],[795825],[810271],[813540],[824806],[828576],[829682],[830826],[836796],[839104],[839210],[841625],[860280],[861616],[867173],[889453],[890789],[891829],[896346],[906139],[909842],[925076],[928779],[934515],[945949],[947219],[955859],[958109],[967572],[968908],[969948],[977811],[978955],[989754],[1008412],[1009556],[1010635],[1011971],[1015526],[1017834],[1017940],[1020355],[1025912],[1039010],[1040346],[1041386],[1045903],[1080302],[1090048],[1091192],[1092271],[1093607],[1100508],[1101778],[1112668],[1116123],[1122131],[1123467],[1124507],[1132220],[1133490],[1134596],[1142130],[1144380],[1155179],[1164082],[1165226],[1166305],[1167641],[1176025],[1201292],[1212584],[1216525],[1217795],[1218901],[1234446],[1239657],[1249403],[1250547],[1251626],[1252962],[1272129],[1283019],[1285434],[1292335],[1293605],[1294711],[1304495],[1307950],[1315294],[1322483],[1330611],[1336758],[1341672],[1358750],[1363664],[1374956],[1378897],[1380167],[1381273],[1407814],[1413025],[1434887],[1445777],[1448192],[1449232],[1452943],[1453385],[1461237],[1464139],[1466497],[1472267],[1486001],[1488359],[1494129],[1500276],[1533134],[1538048],[1549340],[1571332],[1576543],[1583380],[1583460],[1583816],[1594225],[1594667],[1596907],[1615701],[1616143],[1618383],[1629255],[1659369],[1661727],[1667497],[1673644],[1695506],[1712165],[1712869],[1722729],[1723085],[1743575],[1743931],[1757022],[1786052],[1786494],[1788734],[1799606],[1821082],[1838621],[1848548],[1868539],[1909000],[1909356],[1922447],[1943293],[2027278], 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] cell #2225 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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55],[1078387,1595324],[1080373,1597168],[1091272,1608052],[1093618,1352975],[1097216,1614362],[1101849,1618644],[1112748,1629528],[1116134,1374967],[1133561,1651116],[1144460,1662000],[1155190,1673655],[1167652,1168692],[1176036,1695517],[1193360,1713814],[1204782,1724124],[1217866,1736437],[1239728,1757283],[1252973,1254013],[1270214,1787151],[1272200,1788995],[1283099,1799879],[1285445,1549351],[1304575,1821355],[1307961,1571343],[1333740,1849493],[1400012,1910395],[1413096,1922708],[1434958,1943554],[1448203,1449243],[1530116,2028223] ] cell #2226 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393154],[467615],[513680],[525312],[554983],[601468],[612898],[618832],[671983],[692331],[701654],[709786],[740959],[777472],[779757],[792677],[818392],[851330],[853615],[891950],[892457],[905990],[921716],[970069],[970576],[1001744],[1008725],[1010486],[1025766],[1041507],[1042014],[1090361],[1092122],[1124628],[1125135],[1132538],[1134450],[1164395],[1166156],[1216843],[1218755],[1234567],[1249716],[1251477],[1260093],[1292653],[1293918],[1294565],[1330924],[1346139],[1363515],[1379215],[1380480],[1381127],[1422851],[1424018],[1461555],[1472580],[1484958],[1493983],[1509657],[1510824],[1554537],[1576856],[1585324],[1592180],[1602837],[1615155],[1640583],[1667810],[1706054],[1714607],[1724593],[1731449],[1742742],[1794664],[1832410],[1840137],[1850286],[1910864],[1917720],[1970757],[2029016],[2140186], [115259,840492],[136369,1414444],[143835,1960248],[150604,957190],[162015,988621],[172388,1019222],[176059,1284301],[183637,2071520],[184945,1577962],[192999,841197],[204060,1105310],[206739,1111749],[216158,2147778],[219097,1143461],[222965,1154046],[223532,1414356],[228807,1689672],[230508,1174892],[232311,2180541],[234179,1447059],[241695,728969],[250769,1978349],[253853,1232349],[256392,1232191],[259261,989326],[261403,992412],[266249,1773977],[270183,2251310],[273739,1019927],[278560,1282100],[284540,1811154],[284800,1297137],[285380,1560243],[287479,1303576],[289659,2282677],[291347,1314161],[291914,1577874],[295963,616736],[310423,2092670],[314156,644156],[314317,646441],[316972,861188],[318667,651203],[320451,1111907],[322990,874536],[327741,1892790],[328001,1383699],[328581,1646289],[329268,2341609],[333092,2347516],[334930,1396725],[335362,898398],[342554,1154751],[346211,1683380],[347520,1427579],[349372,1932993],[350059,1427421],[350760,1689584],[352928,1175597],[355070,1178683],[357749,1444858],[363858,720932],[373748,957348],[375351,2194938],[379175,2200845],[381013,1483531],[381724,978036],[382991,750002],[383386,548785],[384025,546434],[390338,757611],[390499,759896],[395324,1767685],[396633,1514385],[398485,2011112],[399172,1514227],[399873,1773889],[400605,2429821],[402675,1521008],[406993,1527212],[419598,1809334],[419886,1810057],[421342,805081],[423422,2050179],[423997,1039918],[425692,809843],[427476,1303734],[430015,1053266],[432884,1314866],[435026,1317952],[438375,829907],[441045,2078200],[442155,1847729],[448243,630907],[450690,844283],[450851,628726],[451526,1613932],[452623,2295968],[454693,1607570],[459011,1613774],[459483,860483],[461167,463153],[468882,871321],[469277,653554],[474646,1890970],[474934,1891693],[476390,881215],[478470,2124037],[479045,1123039],[480475,2508881],[482887,1649979],[483175,1650702],[484384,890361],[487751,1407386],[494274,1143619],[501539,1418318],[501735,1931817],[502168,1931923],[502250,1164307],[503517,919431],[510864,927040],[511025,929325],[517159,1445016],[519698,1188945],[523027,720227],[526160,2187650],[527120,1968426],[527408,1969149],[532425,727142],[536205,1738199],[536272,731065],[536667,734280],[537627,963487],[538384,2388355],[540796,1735300],[541084,1736023],[542293,968480],[545660,1212156],[551455,2211298],[552565,1997286],[556667,558653],[561936,1774047],[562600,2009936],[563033,2010042],[563115,1249628],[564382,999459],[570426,1528708],[571713,1777258],[572146,1777364],[572228,1008637],[582096,789547],[584543,1023013],[584704,787366],[585379,1527370],[588546,1539761],[591986,1282258],[592864,1288397],[593097,2049095],[593336,1039213],[602735,1050051],[603130,812194],[610243,1059945],[619583,2289137],[620602,2084001],[621035,2084107],[621117,1330836],[624680,626441],[630534,1862595],[630822,1079888],[631785,1085595],[634037,1332332],[635324,1860379],[635757,1860485],[635839,1090273],[647289,2310878],[648249,2110385],[648537,1362106],[657334,1893869],[658756,1118046],[659513,2122953],[659752,1122334],[667585,1657443],[669459,1900966],[669698,889656],[679096,896571],[682876,1652878],[682943,900494],[683338,903709],[684298,1149758],[687467,1668495],[687755,1412611],[688964,912569],[691411,1157837],[691572,910388],[692247,1414514],[703338,705324],[708607,1689742],[711053,1185730],[716746,2382403],[716849,2187106],[722521,1455472],[722789,2192924],[723028,1201495],[727230,1203005],[732835,1205320],[733268,1983068],[733350,1219126],[736561,1462213],[738435,1980994],[738674,967775],[750753,2401759],[751772,1491571],[752205,2217205],[752287,1494354],[761704,2012152],[761992,1239243],[762955,1244950],[773178,1784664],[783320,785081],[789174,1779474],[789462,1271715],[790425,1277422],[793964,1542076],[794397,1795428],[794479,1026137],[798326,1030060],[798721,1033275],[799681,1032345],[815974,1812233],[817396,1309873],[825345,1578032],[826457,2289003],[829995,1324632],[831756,1585431],[837114,1331609],[843054,1334565],[843293,1092474],[847036,1592837],[857002,1867775],[857105,1614725],[862777,1618230],[863045,1621542],[863284,1363867],[867486,1365377],[873091,1367692],[873524,2125027],[873606,1381498],[896659,1398235],[902264,1400550],[902697,1903040],[902779,1134821],[906342,908103],[907864,1671451],[913447,1156847],[931133,1934033],[931421,1434473],[932384,1440180],[941640,1188015],[945044,1962032],[945147,1714177],[946267,1454749],[947532,1456569],[948179,1714695],[953740,1462319],[957278,1219214],[974586,1743028],[978124,1488150],[979885,1745546],[985243,1495127],[991183,1498083],[991422,1251829],[1010838,1022023],[1015844,1527985],[1021784,1530941],[1026225,1282188],[1046216,1561753],[1051821,1564068],[1052254,2051169],[1052336,1294936],[1063004,1316962],[1067146,1840423],[1068266,1585537],[1069433,1586607],[1078127,2086276],[1078230,1849856],[1080615,1597851],[1100826,1617507],[1102091,1619327],[1102738,1870365],[1108299,1625077],[1111837,1381586],[1133803,1651799],[1134909,1143549],[1140011,1657549],[1166508,1177693],[1171514,1690357],[1177454,1693313],[1181895,1444946],[1195789,1715779],[1204639,1971043],[1206926,1725876],[1218108,1737120],[1227621,1745652],[1228788,1746722],[1232279,1494442],[1239970,1757966],[1261260,1778434],[1263645,1527300],[1269954,2244916],[1270057,2028586],[1272442,1789678],[1295024,1303664],[1300126,1816904],[1336169,1851458],[1347306,1861555],[1349691,1613862],[1358161,1871449],[1369298,1881546],[1372789,1635338],[1391019,1902050],[1399869,2140472],[1402156,1912147],[1413338,1923391],[1426403,1427509],[1435200,1944237],[1477825,1982078],[1499687,2001015],[1513209,1514315],[1532545,2030188],[1543682,2040285],[1546067,1805689],[1565674,2060276],[1569165,1827165],[1673055,2151507],[1694917,2170444],[1708439,1709545] ] cell #2227 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [560799],[652697],[707470],[724456],[756643],[811337],[824208],[833941],[893885],[914340],[926072],[935581],[972004],[1012671],[1014077],[1026538],[1056692],[1094307],[1095713],[1135222],[1137815],[1150244],[1169747],[1219527],[1222120],[1255068],[1258305],[1261956],[1278216],[1295337],[1297930],[1344351],[1348002],[1381899],[1384492],[1387649],[1391705],[1421063],[1424714],[1474455],[1478511],[1494755],[1507869],[1511520],[1518179],[1551167],[1552763],[1555223],[1591512],[1604741],[1623889],[1637213],[1638809],[1641269],[1680551],[1681671],[1720069],[1730781],[1743389],[1751861],[1764856],[1765976],[1808364],[1830636],[1840784],[1845979],[1855748],[1868339],[1890000],[1917052],[1952247],[1962596],[1971404],[1976599],[1988164],[2034478],[2068730],[2078296],[2086840],[2140833],[2146028],[2195034],[2245480],[2341705], 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465,2028995],[1548065,2045190],[1550047,1818044],[1570057,2065181],[1583157,1838992],[1585361,1840087],[1588837,1589916],[1599896,1601002],[1605861,1864864],[1614912,1614980],[1615134,1617987],[1616537,1873579],[1622712,1623772],[1626217,1636093],[1627337,1883776],[1649009,1905220],[1657373,2140136],[1671281,1926542],[1693143,1946282],[1710437,2185446],[1712219,1960733],[1714364,1714432],[1717909,1718949],[1728106,1729185],[1734330,1985248],[1742692,1745476],[1743207,1743272],[1755176,2003145],[1791723,1792829],[1797688,2043594],[1819164,2062506],[1840602,1840667],[1850043,1850111],[1853588,1854628],[1867785,1867889],[1914377,1915456],[1920601,2154677],[1941447,2172574],[1962042,1962146],[1971222,1971287],[2028773,2028841],[2032318,2033358],[2086286,2086390],[2140651,2140716],[2244926,2245030] ] cell #2228 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2229 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2230 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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24],[1488675,2212994],[1501671,1769388],[1521533,2238536],[1522711,1534529],[1530251,2430024],[1530330,2245099],[1539322,1798958],[1555743,1568040],[1561165,2269936],[1561314,2057064],[1580575,1834394],[1597263,2297487],[1597412,2088656],[1608095,2304952],[1618739,2312397],[1618888,2106371],[1628607,1893430],[1629571,2319862],[1651211,2335840],[1651360,2133841],[1652439,1661079],[1659851,2341815],[1662043,2343305],[1685083,1696901],[1701694,1953517],[1736532,2396705],[1736681,2205394],[1750222,1996847],[1757378,2410109],[1757527,2221754],[1780855,2026020],[1789090,2431340],[1789239,2247296],[1799922,2438805],[1811794,1820434],[1821398,2453715],[1863976,2102154],[1885046,2119869],[1922803,2517231],[1922952,2352065],[1935414,1936493],[1943649,2530635],[1943798,2368425],[2013533,2014612],[2042706,2260794],[2063776,2278509],[2182962,2184041] ] cell #2231 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [279589],[323616],[340797],[341049],[358778],[388923],[404363],[404615],[413696],[430641],[431379],[440351],[456381],[456633],[467175],[483665],[485056],[486088],[505926],[506178],[509449],[515259],[524872],[534401],[541574],[542965],[543997],[550761],[554816],[566791],[567043],[573042],[574204],[575417],[596287],[597678],[598710],[601028],[615828],[618665],[628286],[636653],[637815],[639028],[646001],[650410],[650662],[655530],[662703],[664094],[665126],[669070],[671543],[681072],[690668],[696270],[697180],[697432],[698645],[701487],[717801],[726107],[728061],[730898],[738046],[740519],[746497],[746998],[748668],[749835],[754614],[759456],[762734],[764117],[767823],[768733],[768985],[770198],[774468],[777305],[786926],[796455],[797668],[802168],[804641],[804965],[814170],[823766],[829219],[836088],[838066],[842665],[846372],[846624],[848326],[851163],[856757],[857587],[858057],[858850],[868317],[869987],[871154],[874096],[875933],[878302],[880775],[881099],[887230],[897490],[900327],[907475],[909948],[916427],[917763],[919264],[928885],[932163],[933546],[938162],[938414],[939627],[944799],[945629],[950548],[951884],[956502],[959188],[961898],[963047],[963371],[965349],[974225],[974345],[976340],[985464],[985725],[986195],[986988],[990794],[996455],[997791],[999292],[1016796],[1021395],[1025102],[1025354],[1027056],[1029893],[1036787],[1047047],[1048717],[1049884],[1052826],[1054663],[1057032],[1059505],[1059829],[1062783],[1066785],[1066905],[1069654],[1069915],[1072611],[1073755],[1076406],[1077882],[1078712],[1081408],[1083280],[1084967],[1085428],[1097127],[1106443],[1108058],[1110053],[1113747],[1119908],[1136819],[1138155],[1142773],[1145459],[1148169],[1149318],[1149642],[1151620],[1160178],[1171735],[1171996],[1172466],[1173259],[1177065],[1182726],[1184062],[1185563],[1188505],[1193271],[1195132],[1195548],[1200148],[1202521],[1202838],[1204278],[1204398],[1207408],[1209739],[1221124],[1222460],[1229270],[1233110],[1235006],[1240763],[1244322],[1261481],[1261742],[1264438],[1265582],[1268233],[1269709],[1270539],[1273235],[1275107],[1276794],[1277255],[1286808],[1287957],[1298270],[1299885],[1301880],[1305574],[1311004],[1311735],[1324148],[1324465],[1324854],[1331530],[1331820],[1333651],[1335928],[1347527],[1347788],[1350484],[1351628],[1357504],[1357920],[1362520],[1369780],[1384832],[1390362],[1390778],[1393527],[1395378],[1397751],[1398068],[1399508],[1399628],[1402638],[1404969],[1409129],[1416003],[1417690],[1424500],[1428340],[1430236],[1435993],[1439552],[1454670],[1454960],[1462282],[1466510],[1477168],[1477584],[1480333],[1482184],[1487666],[1487983],[1488372],[1499446],[1511306],[1515146],[1520524],[1520841],[1521230],[1523091],[1527906],[1528196],[1530027],[1532304],[1539277],[1544164],[1546495],[1553880],[1554296],[1557045],[1558896],[1566156],[1581208],[1585500],[1603319],[1607086],[1607403],[1607792],[1609653],[1617428],[1617718],[1629268],[1639926],[1640342],[1643091],[1644942],[1649900],[1650190],[1652394],[1657512],[1661740],[1668706],[1672814],[1682896],[1683213],[1683602],[1685463],[1694676],[1706536],[1721676],[1731208],[1735221],[1735511],[1737715],[1745615],[1767201],[1767518],[1767907],[1769768],[1777327],[1779685],[1795146],[1799619],[1809255],[1809545],[1811749],[1821095],[1832169],[1847245],[1847562],[1848541],[1856600],[1860448],[1862806],[1877346],[1890891],[1891181],[1893385],[1917479],[1931886],[1934244],[1954178],[1963577],[1968347],[1968637],[1969852],[1996802],[2010005],[2012363],[2027271],[2035330],[2077614],[2079632],[2084070],[2084922],[2105536],[2110596],[2139281],[2187175],[2188411],[2212730],[2243562],[2288789],[2311639] ] cell #2232 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [344053],[394177],[413758],[413976],[434383],[467779],[485118],[485336],[495544],[514703],[515539],[525476],[543027],[543245],[554922],[573104],[574565],[575697],[597740],[597958],[601632],[608166],[618771],[628890],[636715],[638176],[639308],[646605],[651124],[664156],[664374],[670894],[672147],[673458],[696332],[697793],[698925],[701593],[718053],[720853],[731004],[739870],[741123],[742434],[749941],[754676],[754894],[760060],[767885],[769346],[770478],[774739],[777411],[787530],[797948],[803992],[805027],[805245],[806556],[809764],[827667],[836150],[838318],[841118],[848597],[851269],[857649],[858309],[859832],[861109],[866114],[871260],[874700],[876213],[880126],[881161],[881379],[882690],[887482],[890282],[900433],[910552],[911863],[916698],[919370],[919637],[929489],[939907],[945691],[952718],[954950],[959459],[963433],[963651],[965601],[968401],[974277],[975113],[975796],[976392],[986447],[987970],[989247],[992351],[994252],[996726],[999398],[999665],[1006397],[1017048],[1019848],[1027327],[1029999],[1037039],[1038202],[1039839],[1049990],[1053430],[1054943],[1059891],[1060109],[1061420],[1066837],[1067673],[1072863],[1074026],[1078774],[1081660],[1084262],[1085534],[1085801],[1088033],[1097061],[1097179],[1099172],[1108826],[1109509],[1109687],[1110105],[1114018],[1120160],[1121323],[1122960],[1141221],[1145730],[1149704],[1149922],[1151872],[1154672],[1162067],[1172718],[1174241],[1175518],[1178622],[1180523],[1182997],[1185669],[1185936],[1189109],[1193205],[1193323],[1196316],[1199239],[1199417],[1200400],[1202944],[1204330],[1205166],[1208089],[1209791],[1211519],[1212077],[1223994],[1233381],[1235058],[1237051],[1241015],[1247388],[1264690],[1265853],[1270601],[1273487],[1276089],[1277361],[1277628],[1279860],[1288561],[1300653],[1301336],[1301514],[1301932],[1305845],[1311987],[1313150],[1314787],[1317891],[1322680],[1324571],[1324906],[1329702],[1331872],[1332253],[1333585],[1333703],[1336696],[1339042],[1350736],[1351899],[1358688],[1362772],[1364504],[1370461],[1373891],[1391546],[1394469],[1394647],[1395630],[1398174],[1399560],[1400396],[1403319],[1405021],[1406749],[1407307],[1416985],[1418257],[1428611],[1430288],[1432281],[1436245],[1442618],[1442796],[1455012],[1455393],[1455696],[1462305],[1462570],[1464336],[1466562],[1478352],[1481275],[1481453],[1482436],[1488089],[1488424],[1493220],[1500214],[1515417],[1520947],[1521282],[1526078],[1526256],[1528248],[1528629],[1529961],[1530079],[1533072],[1535418],[1539700],[1546547],[1548275],[1555064],[1559148],[1560880],[1566837],[1570267],[1585523],[1585788],[1592935],[1596978],[1607509],[1607844],[1612640],[1612818],[1617770],[1618151],[1618454],[1629320],[1641110],[1645194],[1650242],[1650623],[1650926],[1652817],[1657535],[1657800],[1659566],[1661792],[1668758],[1673582],[1675928],[1683319],[1683654],[1688450],[1688628],[1695444],[1710647],[1714793],[1731976],[1735563],[1735944],[1736247],[1738138],[1745638],[1745903],[1757093],[1767624],[1767959],[1772755],[1772933],[1777350],[1777615],[1779737],[1784762],[1788805],[1795679],[1799671],[1809597],[1809978],[1810281],[1812172],[1821147],[1832937],[1847668],[1856652],[1860471],[1860736],[1862858],[1870463],[1891233],[1891614],[1891917],[1893808],[1901064],[1903291],[1918247],[1922518],[1931909],[1932174],[1934296],[1943364],[1954230],[1968689],[1969070],[1969904],[1977476],[1981092],[1983319],[1997225],[2010028],[2010293],[2012415],[2035382],[2049193],[2051420],[2070647],[2079684],[2084093],[2084358],[2085486],[2110648],[2123051],[2125278],[2139333],[2146905],[2187198],[2188975],[2193022],[2193830],[2212782],[2217456],[2244126],[2289101],[2290176],[2312203],[2340501],[2382434],[2402798] ] cell #2233 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561382],[651616],[691693],[708053],[721345],[755417],[792137],[792541],[810256],[824791],[830596],[841610],[861601],[866958],[890774],[891410],[891814],[905909],[924846],[934500],[944076],[947004],[957879],[968893],[969529],[969933],[978725],[989739],[1008574],[1009326],[1010405],[1011956],[1020340],[1040331],[1040967],[1041371],[1045688],[1055466],[1066094],[1077159],[1080087],[1090210],[1090962],[1092041],[1093592],[1098635],[1101563],[1112438],[1116108],[1123452],[1124088],[1124492],[1130347],[1132457],[1133275],[1135510],[1144150],[1155164],[1164244],[1164996],[1166075],[1167626],[1176010],[1203587],[1212569],[1214652],[1216762],[1217580],[1219815],[1225449],[1234027],[1234431],[1236514],[1239442],[1242756],[1249565],[1250317],[1251396],[1252947],[1257921],[1258012],[1268986],[1271914],[1282789],[1285419],[1290462],[1292572],[1293390],[1293767],[1295625],[1304265],[1307935],[1315279],[1328588],[1330773],[1336743],[1337385],[1341442],[1343967],[1344058],[1354333],[1358735],[1363434],[1365959],[1366124],[1374941],[1377024],[1379134],[1379952],[1380329],[1382187],[1398817],[1407799],[1409882],[1412810],[1415045],[1420679],[1420770],[1423937],[1431744],[1434672],[1437986],[1445547],[1448177],[1449217],[1454441],[1459336],[1459501],[1460484],[1461474],[1463015],[1466369],[1467976],[1468067],[1472052],[1472429],[1484232],[1484877],[1488231],[1500261],[1500903],[1504960],[1507485],[1507576],[1510743],[1524964],[1533119],[1533761],[1537818],[1540343],[1540434],[1549325],[1552470],[1562335],[1562500],[1571317],[1573400],[1576328],[1576705],[1578563],[1579642],[1584598],[1585243],[1586233],[1591128],[1591219],[1593071],[1593610],[1595723],[1596807],[1602756],[1611526],[1614451],[1614547],[1618283],[1623242],[1625773],[1629127],[1630734],[1630825],[1638516],[1654566],[1654731],[1655714],[1658245],[1661599],[1663206],[1663297],[1667282],[1667659],[1673629],[1678328],[1695491],[1696133],[1700190],[1702715],[1702806],[1702880],[1705973],[1713903],[1713999],[1714929],[1715468],[1716475],[1721974],[1722032],[1723867],[1724512],[1730488],[1739887],[1740052],[1741035],[1742878],[1746348],[1751243],[1751334],[1753186],[1756922],[1778060],[1782955],[1783046],[1783120],[1784898],[1785437],[1787550],[1788634],[1794583],[1796124],[1799478],[1815069],[1817600],[1820954],[1822561],[1822652],[1830343],[1840273],[1841077],[1841135],[1842069],[1847852],[1849582],[1849678],[1852154],[1861181],[1866076],[1866167],[1866241],[1870599],[1871138],[1872145],[1877702],[1886158],[1896705],[1901200],[1901739],[1902746],[1903736],[1908245],[1908303],[1910138],[1910783],[1916759],[1918611],[1922347],[1932619],[1937514],[1937605],[1937679],[1939457],[1943193],[1962888],[1963780],[1970893],[1972689],[1981228],[1981767],[1982774],[1983764],[1990634],[1990692],[1991626],[2001711],[2010738],[2015633],[2015724],[2015798],[2019807],[2019865],[2020799],[2021729],[2026582],[2028312],[2028408],[2030884],[2036441],[2044897],[2049329],[2049868],[2050875],[2051865],[2056432],[2064888],[2084803],[2088024],[2095941],[2095999],[2096933],[2097863],[2104847],[2105739],[2114648],[2123187],[2123726],[2124733],[2125723],[2132317],[2133209],[2134071],[2140322],[2142118],[2152203],[2160063],[2160121],[2161055],[2161985],[2171140],[2185153],[2193158],[2193697],[2201541],[2203870],[2204762],[2205624],[2217901],[2221122],[2229039],[2229097],[2230031],[2230961],[2246664],[2255573],[2263487],[2264379],[2265241],[2273288],[2283373],[2289608],[2294331],[2294389],[2301476],[2316386],[2327098],[2327990],[2328852],[2348212],[2351433],[2367793],[2376702],[2382719],[2383085],[2387256],[2388826],[2393607],[2402230],[2407011],[2435329],[2461843],[2467500],[2467536],[2472768],[2484648],[2509352],[2514133],[2543120],[2547492],[2557866],[2579793],[2641159] ] cell #2234 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [413749],[485109],[499720],[543018],[562017],[573095],[586495],[597731],[612342],[636706],[651749],[664147],[670755],[672850],[685361],[696323],[708688],[709723],[721478],[739731],[741826],[754667],[755429],[767876],[778529],[779694],[803853],[805018],[805948],[810389],[818459],[830608],[836141],[841743],[852387],[853552],[857640],[861734],[866948],[879987],[881152],[882082],[890907],[892524],[919498],[920488],[921653],[924858],[944088],[945682],[946994],[952579],[957891],[963424],[969026],[970643],[974209],[978737],[984270],[989872],[999526],[1000516],[1001681],[1006633],[1009338],[1020473],[1032282],[1038131],[1040464],[1042081],[1045678],[1059882],[1066084],[1066547],[1066769],[1077171],[1078765],[1080077],[1085662],[1088269],[1090974],[1096998],[1098647],[1100241],[1101553],[1107138],[1112450],[1116241],[1117983],[1121252],[1123585],[1125202],[1130359],[1133265],[1144162],[1149695],[1155297],[1156914],[1162303],[1165008],[1176143],[1185797],[1187952],[1192226],[1193142],[1203577],[1204040],[1204262],[1208325],[1211448],[1212702],[1214664],[1217570],[1225439],[1225902],[1226124],[1236526],[1238120],[1239432],[1242768],[1245017],[1247624],[1250329],[1257911],[1268998],[1270592],[1271904],[1277489],[1280096],[1282801],[1290474],[1293380],[1304277],[1308068],[1309810],[1313079],[1315412],[1317029],[1321622],[1328600],[1329938],[1332606],[1333522],[1335570],[1337397],[1340111],[1341454],[1343957],[1354598],[1355514],[1365949],[1366136],[1366412],[1366634],[1370697],[1373820],[1377036],[1379942],[1398807],[1399270],[1399492],[1403555],[1406678],[1407932],[1409894],[1412800],[1420669],[1431756],[1433350],[1434662],[1437998],[1440247],[1442854],[1445559],[1449350],[1459326],[1459513],[1459789],[1460496],[1463027],[1463278],[1465465],[1467966],[1469771],[1472042],[1485140],[1493456],[1496124],[1497040],[1499088],[1500915],[1507475],[1524976],[1526314],[1528982],[1529898],[1531946],[1533773],[1536487],[1537830],[1540333],[1548204],[1549458],[1562325],[1562512],[1562788],[1563010],[1567073],[1570196],[1573412],[1576318],[1579654],[1586245],[1589723],[1591118],[1593376],[1593600],[1595920],[1600129],[1611538],[1612876],[1622547],[1623254],[1626036],[1628223],[1630724],[1654556],[1654743],[1655019],[1655726],[1658257],[1658508],[1660695],[1663196],[1665001],[1667272],[1672456],[1676997],[1678340],[1688686],[1691354],[1692270],[1694318],[1696145],[1702705],[1702892],[1710576],[1715234],[1715458],[1718768],[1721967],[1722305],[1739877],[1740064],[1740340],[1741047],[1746360],[1749838],[1751233],[1756035],[1772991],[1778072],[1781550],[1782945],[1783132],[1785203],[1785427],[1787747],[1791956],[1796136],[1798574],[1802880],[1814374],[1815081],[1817863],[1820050],[1822551],[1831811],[1841070],[1841408],[1847859],[1861193],[1864671],[1866066],[1866253],[1870904],[1871128],[1874438],[1896010],[1896717],[1901505],[1901729],[1903748],[1905039],[1908005],[1908238],[1908576],[1918916],[1921460],[1925669],[1932631],[1936109],[1937504],[1937691],[1942306],[1953133],[1962895],[1981533],[1981757],[1983776],[1985067],[1988033],[1990627],[1990965],[2010750],[2014228],[2015623],[2015810],[2019800],[2020138],[2022034],[2025636],[2026589],[2036714],[2049634],[2049858],[2051877],[2053168],[2069589],[2084815],[2095934],[2096272],[2098168],[2101770],[2104854],[2123492],[2123716],[2125735],[2127026],[2130721],[2132324],[2134344],[2137744],[2160056],[2160394],[2162290],[2193463],[2193687],[2202274],[2203877],[2205897],[2209297],[2217913],[2229032],[2229370],[2231266],[2236222],[2263494],[2265514],[2291978],[2294324],[2294662],[2302638],[2316691],[2327105],[2329125],[2333414],[2382712],[2385136],[2387263],[2394279],[2404600],[2407284],[2467507],[2469157],[2486699],[2543149],[2559487] ] cell #2235 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431127],[485836],[543745],[571328],[598458],[634939],[664874],[668741],[690416],[694556],[732450],[737717],[763865],[766109],[793579],[801839],[803191],[823514],[835304],[842336],[867816],[872706],[877973],[879325],[901879],[907146],[917434],[933294],[935538],[947862],[951555],[962587],[983433],[984895],[990465],[997462],[1014034],[1021066],[1046546],[1051436],[1056703],[1058055],[1066489],[1069085],[1080945],[1084638],[1095670],[1102421],[1106114],[1107938],[1117146],[1134133],[1137826],[1148858],[1169704],[1171166],[1176736],[1183733],[1192565],[1195428],[1203982],[1206578],[1218438],[1222131],[1225844],[1228440],[1240300],[1243993],[1255025],[1258316],[1260912],[1272772],[1276465],[1287497],[1294248],[1297941],[1299765],[1308973],[1321944],[1332945],[1335808],[1344362],[1346958],[1354937],[1357800],[1366354],[1368950],[1380810],[1384503],[1387795],[1390658],[1399212],[1401808],[1413668],[1417361],[1421074],[1423670],[1435530],[1439223],[1450255],[1459731],[1463600],[1468371],[1472910],[1474601],[1477464],[1485462],[1496463],[1499326],[1507880],[1510476],[1518320],[1529321],[1532184],[1540738],[1543334],[1551313],[1554176],[1562730],[1565326],[1577186],[1580879],[1590062],[1591523],[1598446],[1602489],[1604882],[1626358],[1631129],[1637359],[1640222],[1654961],[1658830],[1663601],[1668140],[1669831],[1672694],[1680692],[1691693],[1694556],[1703110],[1705706],[1719090],[1720215],[1722619],[1727127],[1731088],[1740282],[1751638],[1758561],[1764997],[1781889],[1783350],[1790273],[1794316],[1796709],[1818185],[1822956],[1829186],[1832049],[1841722],[1846120],[1848421],[1865010],[1866471],[1875885],[1882797],[1905361],[1906486],[1908890],[1913398],[1917359],[1937909],[1944832],[1951268],[1963457],[1969291],[1985389],[1986514],[1991279],[1995677],[2016028],[2020452],[2024850],[2027151],[2054615],[2061527],[2079071],[2096586],[2100984],[2105416],[2128473],[2132886],[2138720],[2160708],[2165106],[2204439],[2212169],[2229684],[2234082],[2237711],[2264056],[2294976],[2304127],[2327667],[2358840],[2387825],[2416749],[2471458],[2543318] ] cell #2236 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [608144],[673436],[742412],[774717],[806534],[848575],[882668],[887030],[911841],[916676],[959437],[965149],[994230],[996704],[1027305],[1036587],[1038180],[1061398],[1074004],[1081208],[1108804],[1113996],[1119708],[1121301],[1145708],[1151420],[1162776],[1180501],[1182975],[1196294],[1199948],[1211497],[1233359],[1234980],[1240563],[1248097],[1265831],[1273035],[1300631],[1305823],[1311535],[1313128],[1322251],[1324828],[1336674],[1340328],[1351877],[1358666],[1362320],[1364444],[1373869],[1391524],[1395178],[1406727],[1428589],[1430210],[1435793],[1443327],[1452930],[1455636],[1463907],[1466484],[1478330],[1481984],[1485769],[1488346],[1500192],[1503846],[1515395],[1518627],[1521204],[1533050],[1536704],[1548253],[1555042],[1558696],[1560820],[1570245],[1583827],[1594212],[1596918],[1605189],[1607766],[1615688],[1618394],[1626665],[1629242],[1641088],[1644742],[1648160],[1650866],[1659137],[1661714],[1673560],[1677214],[1680999],[1683576],[1695422],[1699076],[1710625],[1719397],[1723096],[1727434],[1731954],[1733481],[1736187],[1743942],[1754327],[1757033],[1765304],[1767881],[1775654],[1786039],[1788745],[1797016],[1799593],[1807515],[1810221],[1818492],[1821069],[1832915],[1836569],[1845130],[1846427],[1852739],[1856574],[1858775],[1878766],[1883104],[1889151],[1891857],[1905668],[1909367],[1913705],[1918225],[1919752],[1922458],[1930213],[1940598],[1943304],[1951575],[1954152],[1966636],[1967647],[1969826],[1973749],[1977416],[1985696],[1995984],[2002296],[2008332],[2023860],[2025157],[2031469],[2035304],[2037505],[2057496],[2061834],[2067881],[2070587],[2079606],[2083387],[2085426],[2099994],[2101291],[2109606],[2115708],[2136065],[2137076],[2139255],[2143178],[2146845],[2165413],[2171725],[2177761],[2188915],[2193881],[2207618],[2208629],[2212704],[2216485],[2234389],[2238246],[2242027],[2244066],[2268246],[2274348],[2290227],[2304662],[2308443],[2312143],[2331857],[2335586],[2340552],[2359375],[2363156],[2396451],[2402849],[2417284],[2421065],[2424080],[2445996],[2471993],[2479128],[2498014],[2523375],[2547102],[2569458],[2612891],[2668073] ] cell #2237 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [417412],[473674],[495603],[495841],[518975],[555486],[574624],[574862],[586176],[607527],[608463],[619335],[638235],[638473],[651155],[670953],[672531],[673755],[697852],[698090],[702157],[709404],[720884],[731568],[739929],[741507],[742731],[750505],[755395],[769405],[769643],[776643],[777975],[779375],[804051],[805629],[806853],[809795],[827698],[830574],[841149],[850501],[851833],[853233],[861140],[866173],[866411],[871824],[880185],[881763],[882987],[887540],[890313],[900997],[912160],[918602],[919696],[919934],[921334],[924824],[944054],[952777],[954981],[957857],[965659],[968432],[975172],[975827],[977396],[978703],[983951],[989278],[992915],[994549],[998630],[999724],[999962],[1001362],[1006428],[1009304],[1019879],[1030563],[1031963],[1037097],[1039870],[1040145],[1050554],[1061717],[1067732],[1074890],[1077137],[1081718],[1085860],[1086098],[1088064],[1090940],[1097111],[1097940],[1098613],[1099222],[1109540],[1111109],[1112416],[1115647],[1117664],[1120218],[1122991],[1123266],[1130325],[1141252],[1144128],[1151930],[1154703],[1162098],[1163286],[1164974],[1175549],[1179186],[1180820],[1185995],[1186233],[1187633],[1193255],[1194084],[1199270],[1200458],[1205225],[1208120],[1210795],[1212108],[1212383],[1214630],[1223931],[1224044],[1226011],[1235819],[1236492],[1236669],[1237101],[1241073],[1247419],[1248607],[1250295],[1268964],[1273545],[1277687],[1277925],[1279891],[1282767],[1290440],[1301367],[1302936],[1304243],[1307474],[1309491],[1312045],[1314818],[1315093],[1318455],[1322617],[1322730],[1325667],[1328566],[1328743],[1329733],[1332284],[1333635],[1334464],[1337363],[1339092],[1340838],[1341420],[1353490],[1362830],[1364554],[1366521],[1370492],[1377002],[1394500],[1395688],[1400455],[1403350],[1406025],[1407338],[1407613],[1409860],[1418821],[1431049],[1431722],[1431899],[1432331],[1436303],[1442649],[1443837],[1445525],[1448756],[1453598],[1455424],[1455746],[1460462],[1462620],[1462993],[1464273],[1464386],[1467323],[1469658],[1481306],[1482494],[1489185],[1493251],[1495016],[1500881],[1504356],[1522043],[1524942],[1525119],[1526109],[1528660],[1530011],[1530840],[1533739],[1535468],[1537214],[1537796],[1547551],[1548864],[1559206],[1560930],[1562897],[1566868],[1573378],[1573555],[1585838],[1586211],[1586496],[1592959],[1593198],[1594880],[1597028],[1608605],[1611504],[1611681],[1612671],[1618182],[1618504],[1623220],[1630081],[1645252],[1650654],[1650976],[1655692],[1655869],[1657850],[1658223],[1659503],[1659616],[1662553],[1664888],[1669170],[1675978],[1677724],[1684415],[1688481],[1690246],[1696111],[1699586],[1714817],[1715056],[1721948],[1725765],[1735975],[1736297],[1741013],[1741190],[1745953],[1746326],[1746611],[1757143],[1768720],[1772786],[1777665],[1778038],[1778323],[1780149],[1784786],[1785025],[1786707],[1788855],[1795729],[1800432],[1802767],[1810009],[1810331],[1815047],[1815224],[1821908],[1837079],[1841051],[1857413],[1860786],[1861159],[1861444],[1863270],[1870487],[1870726],[1881435],[1891645],[1891967],[1896683],[1896860],[1901088],[1901327],[1903341],[1908219],[1912036],[1918738],[1922568],[1932224],[1932597],[1932882],[1934708],[1943414],[1954991],[1969101],[1977526],[1981116],[1981355],[1983369],[1990608],[2010343],[2010716],[2011001],[2012827],[2019781],[2021856],[2036143],[2040174],[2049217],[2049456],[2051470],[2060165],[2070697],[2084408],[2084781],[2085536],[2092559],[2095915],[2097990],[2111060],[2123075],[2123314],[2125328],[2146955],[2160037],[2162112],[2180430],[2189025],[2193046],[2193285],[2194320],[2217506],[2229013],[2231088],[2244176],[2251199],[2289125],[2290666],[2294305],[2295061],[2312253],[2316513],[2340991],[2382693],[2383613],[2403288],[2428914],[2467289],[2485176] ] cell #2238 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [515244],[575402],[639013],[669055],[698630],[738031],[770183],[774238],[797653],[802153],[842650],[848096],[875918],[878287],[907460],[916197],[917748],[939612],[951869],[958958],[985710],[990779],[996225],[997776],[1021380],[1026826],[1037701],[1054648],[1057017],[1069900],[1073525],[1084952],[1106428],[1107981],[1113517],[1120822],[1138140],[1145229],[1171981],[1177050],[1182496],[1184047],[1192832],[1195471],[1207393],[1211018],[1222445],[1229255],[1232880],[1234942],[1244307],[1261727],[1265352],[1276779],[1298255],[1299808],[1305344],[1312649],[1321987],[1324790],[1333212],[1335851],[1347773],[1351398],[1355204],[1357843],[1369765],[1373390],[1384817],[1388062],[1390701],[1402623],[1406248],[1417675],[1424485],[1428110],[1430172],[1439537],[1452892],[1463643],[1466446],[1474868],[1477507],[1485505],[1488308],[1496730],[1499369],[1511291],[1514916],[1518363],[1521166],[1529588],[1532227],[1544149],[1547774],[1551580],[1554219],[1566141],[1569766],[1581193],[1590329],[1594174],[1598713],[1603304],[1604925],[1607728],[1615650],[1626401],[1629204],[1637626],[1640265],[1648122],[1658873],[1661676],[1670098],[1672737],[1680735],[1683538],[1691960],[1694599],[1706521],[1710146],[1719133],[1720482],[1727170],[1731131],[1733443],[1754289],[1758828],[1765040],[1767843],[1782156],[1786001],[1790540],[1795131],[1796752],[1799555],[1807477],[1818228],[1821031],[1829453],[1832092],[1845092],[1846163],[1848464],[1852701],[1856536],[1865277],[1876152],[1882840],[1889113],[1905404],[1906753],[1913441],[1917402],[1919714],[1940560],[1945099],[1951311],[1954114],[1963500],[1967609],[1969788],[1985432],[1986781],[1995720],[2002258],[2023822],[2024893],[2027194],[2031431],[2035266],[2054882],[2061570],[2067843],[2079568],[2084986],[2099956],[2101027],[2105459],[2109568],[2128740],[2132929],[2137038],[2139217],[2165149],[2171687],[2188475],[2204482],[2208591],[2212666],[2234125],[2238208],[2243626],[2264099],[2268208],[2304624],[2311703],[2327710],[2331819],[2335146],[2359337],[2387868],[2396011],[2417246],[2445556],[2471955],[2497574],[2546662],[2610104] ] cell #2239 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [709382],[779353],[853211],[887518],[921312],[965637],[1001340],[1005978],[1031941],[1037075],[1081696],[1087614],[1117642],[1120196],[1151908],[1161648],[1163264],[1187611],[1200436],[1207670],[1235797],[1241051],[1246969],[1248585],[1273523],[1279441],[1291157],[1309469],[1312023],[1325645],[1329283],[1340816],[1362808],[1364479],[1370042],[1377719],[1395666],[1402900],[1431027],[1436281],[1442199],[1443815],[1453186],[1455671],[1467301],[1470939],[1482472],[1489163],[1492801],[1494965],[1504334],[1522021],[1525659],[1537192],[1559184],[1560855],[1566418],[1574095],[1583862],[1586445],[1594468],[1596953],[1608583],[1612221],[1615944],[1618429],[1630059],[1633697],[1645230],[1648416],[1650901],[1662531],[1666169],[1677702],[1684393],[1688031],[1690195],[1699564],[1713227],[1723131],[1725714],[1733737],[1736222],[1743977],[1746560],[1754583],[1757068],[1768698],[1772336],[1775689],[1778272],[1786295],[1788780],[1800410],[1804048],[1807771],[1810256],[1821886],[1825524],[1837057],[1845386],[1848906],[1852995],[1857391],[1858810],[1861393],[1868897],[1878801],[1881384],[1889407],[1891892],[1899498],[1909402],[1911985],[1920008],[1922493],[1930248],[1932831],[1940854],[1943339],[1954969],[1958607],[1966671],[1967903],[1973784],[1977451],[1979526],[1998463],[2002552],[2008367],[2010950],[2024116],[2027636],[2031725],[2036121],[2037540],[2040123],[2047627],[2057531],[2060114],[2068137],[2070622],[2082485],[2083422],[2085461],[2089048],[2092508],[2100250],[2109862],[2115743],[2121485],[2136100],[2137332],[2143213],[2146880],[2148955],[2167892],[2171981],[2177796],[2180379],[2188950],[2192386],[2194269],[2207653],[2208885],[2216520],[2222146],[2241125],[2242062],[2244101],[2247688],[2251148],[2268502],[2274383],[2280125],[2290615],[2295104],[2307541],[2308478],[2312178],[2315614],[2332113],[2335621],[2339057],[2340940],[2363191],[2368817],[2383656],[2396486],[2399922],[2403237],[2421100],[2424468],[2428957],[2446031],[2449467],[2479516],[2485219],[2498049],[2501485],[2504182],[2523763],[2547137],[2553295],[2569846],[2592244],[2613279],[2632484],[2670356],[2717609] ] cell #2240 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [615576],[627724],[644449],[690186],[716075],[727809],[730276],[746746],[748173],[757904],[758894],[786364],[796903],[820037],[823284],[840037],[844576],[858949],[864567],[868065],[869492],[870532],[895092],[897238],[899705],[909386],[910976],[924593],[927333],[928323],[935029],[938862],[950296],[958600],[961403],[973211],[979446],[982249],[987087],[988166],[992705],[1004621],[1013525],[1018767],[1023306],[1029271],[1043297],[1044649],[1044931],[1046795],[1048222],[1049262],[1056432],[1058943],[1060533],[1066237],[1080790],[1083379],[1095161],[1102266],[1104855],[1113159],[1115962],[1126418],[1127770],[1128052],[1129541],[1136567],[1137555],[1139076],[1144871],[1147674],[1153591],[1158130],[1161471],[1165717],[1168520],[1169195],[1170262],[1173358],[1174437],[1178976],[1184941],[1192331],[1203730],[1206482],[1213846],[1220872],[1221860],[1223381],[1225592],[1228344],[1240145],[1246792],[1251038],[1253841],[1254516],[1255583],[1257079],[1258064],[1259587],[1266757],[1272617],[1275206],[1283510],[1286313],[1289656],[1289807],[1294093],[1296682],[1297670],[1304986],[1307789],[1313706],[1318245],[1326662],[1327986],[1332711],[1342163],[1343125],[1344110],[1345633],[1352803],[1354703],[1368854],[1376218],[1376369],[1380655],[1383244],[1384232],[1386201],[1387561],[1389203],[1389354],[1396270],[1398960],[1401712],[1413513],[1415766],[1416102],[1418611],[1419087],[1419837],[1420822],[1423574],[1435375],[1446268],[1449071],[1457388],[1458572],[1458723],[1468119],[1469642],[1472755],[1473007],[1474367],[1476009],[1476160],[1483076],[1490180],[1491504],[1505681],[1505893],[1506643],[1507628],[1510380],[1517713],[1518919],[1519669],[1529087],[1538539],[1540486],[1542009],[1543238],[1546242],[1549179],[1549719],[1551079],[1565230],[1577031],[1579284],[1587389],[1588457],[1589207],[1591271],[1598212],[1599854],[1600005],[1602393],[1604275],[1605481],[1606231],[1620146],[1621330],[1621481],[1630877],[1632400],[1635513],[1635765],[1637125],[1646907],[1648681],[1663349],[1664872],[1667985],[1669597],[1671239],[1671390],[1674898],[1700911],[1705610],[1708614],[1712301],[1712374],[1717443],[1717581],[1719981],[1722523],[1727083],[1727726],[1728476],[1732228],[1734002],[1747504],[1748572],[1749322],[1751386],[1758327],[1759969],[1760120],[1762508],[1774506],[1790039],[1791681],[1791832],[1794220],[1796665],[1797308],[1798058],[1822704],[1824227],[1827340],[1834253],[1838806],[1841626],[1842887],[1848053],[1853260],[1857627],[1867971],[1868044],[1873113],[1873251],[1875651],[1878193],[1882753],[1883396],[1884146],[1908794],[1913354],[1913997],[1914747],[1920273],[1944598],[1946240],[1946391],[1948779],[1951224],[1962228],[1962301],[1963089],[1964271],[1964558],[1969426],[1988363],[1991183],[1992444],[1995633],[1997610],[2002817],[2024806],[2026783],[2031990],[2056923],[2061483],[2062126],[2062876],[2078495],[2079206],[2079982],[2086472],[2086545],[2088515],[2100940],[2105048],[2106230],[2106517],[2111385],[2118655],[2133700],[2138855],[2165062],[2167039],[2172246],[2189258],[2195233],[2196720],[2205253],[2212304],[2213080],[2221613],[2234038],[2238622],[2245112],[2245185],[2247155],[2259580],[2270025],[2277295],[2297576],[2305038],[2312486],[2319948],[2335929],[2341904],[2343391],[2351924],[2368284],[2380709],[2396794],[2410198],[2431429],[2438891],[2453801],[2517320],[2530724], 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] cell #2241 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2242 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2243 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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51224],[1833264,1836499],[1840380,2468069],[1841242,2291500],[1842174,2292198],[1849694,2613883],[1849783,2473098],[1852008,2299526],[1870704,2313184],[1871999,2314436],[1872396,2313074],[1877809,2325024],[1884906,2324623],[1902600,2132193],[1908410,2130243],[1936353,2163385],[1939562,2157779],[1945358,2161716],[1950537,1953377],[1963887,2385338],[1971000,2548025],[1972794,2391416],[1982628,2203746],[1990799,2404122],[1991731,2404820],[2001565,2412148],[2014472,2232361],[2020904,2237122],[2023129,2025880],[2028424,2694623],[2028513,2580123],[2030738,2433379],[2056539,2261413],[2063636,2458476],[2088131,2475021],[2097038,2303538],[2099263,2102014],[2105846,2486901],[2114753,2492979],[2133316,2334586],[2140429,2641692],[2142223,2511942],[2152057,2350417],[2170994,2532674],[2183901,2379032],[2204869,2395451],[2221229,2565351],[2246771,2582046],[2255678,2437391],[2257903,2260654],[2273393,2600004],[2351540,2515977],[2367900,2659018] ] cell #2244 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [27885,504000],[36267,564865],[40347,595528],[46241,632268],[51394,661944],[52442,331381],[56774,505318],[59039,711536],[63555,730750],[64408,735177],[65018,377464],[70354,763438],[70995,566183],[75837,790908],[77789,421711],[80990,820584],[86418,840448],[86551,840865],[86964,456484],[87600,632798],[94242,871006],[95095,875433],[95705,476759],[101161,900179],[102014,904606],[102624,340900],[103871,913930],[107960,932867],[108601,712854],[113190,529384],[114062,728637],[115042,956787],[115172,957100],[115271,543190],[122873,982723],[124665,988577],[124798,988994],[125211,566894],[125847,763968],[133218,1019178],[133351,1019595],[133764,404466],[134400,791438],[135928,1029745],[136781,1034172],[141042,1049736],[141895,1054163],[142505,431230],[143752,1063487],[146252,616404],[148949,837888],[150357,1078954],[150553,456612],[159673,1105266],[159806,1105683],[159946,650513],[160818,868893],[161798,1111346],[161928,1111659],[162027,664319],[170319,485939],[171191,898066],[172171,1143058],[172301,1143371],[172400,485281],[175525,1154002],[175658,1154419],[176071,343577],[176216,911634],[176707,690519],[180002,1168994],[181794,1174848],[181927,1175265],[182340,506029],[182976,933397],[184504,1185415],[185357,1189842],[185477,716041],[187922,717623],[188776,951124],[191345,954511],[199619,543848],[202387,747574],[203843,1231788],[203973,1232101],[204072,754839],[205084,986017],[206492,1238309],[206688,567022],[211952,1254315],[214745,571436],[217155,1267231],[217442,1016618],[218850,1270781],[219046,404594],[221768,793687],[222748,1281697],[222878,1282010],[222977,413921],[223619,1031076],[223752,279444],[228166,1297093],[228299,1297510],[228439,598561],[229311,1047623],[230291,1303173],[230421,1303486],[230520,597903],[232730,820003],[233645,1314117],[233778,1314534],[234191,433907],[234336,1061191],[234827,823617],[235019,614173],[237714,827228],[238430,1072433],[244664,1084207],[249356,635047],[251766,1353277],[252306,1355076],[254184,857879],[255038,859777],[256145,1361172],[256341,650641],[257607,1109070],[261415,876158],[265608,1383655],[265741,1384072],[265881,664977],[268662,668594],[269516,1137395],[270069,901987],[270602,895058],[271658,1396681],[271791,1397098],[272085,1140782],[276905,906999],[278313,1411677],[278509,341028],[279215,343773],[279345,1155773],[283127,694664],[284583,1427018],[284713,1427331],[284812,698870],[285392,508309],[285537,1170920],[285824,1172288],[287232,1433539],[287428,506157],[289771,935169],[290150,935646],[290201,711786],[291130,1444455],[291260,1444768],[291359,515484],[292001,1186746],[292134,358633],[295412,1192704],[296730,1198800],[303522,1209926],[308902,737570],[309756,1221700],[310309,732558],[310842,973177],[311898,1483487],[312031,1483904],[312592,1485604],[314266,748647],[314686,975357],[315402,976527],[321636,987915],[322939,764096],[326328,766217],[327784,1513824],[327914,1514137],[328013,770423],[328593,569174],[328738,1256241],[330378,1519955],[332097,1264260],[332729,1020919],[333204,1013665],[333583,1014142],[333634,791158],[334713,1526809],[334843,1527122],[334942,575642],[338331,1276034],[345973,1551452],[346223,593839],[347851,801692],[348705,803299],[349258,1051544],[349791,1044615],[349812,1557548],[350008,598689],[350847,1298924],[350980,425272],[351274,1300897],[355082,1054888],[355881,820190],[355890,1056586],[356094,1056556],[357502,1575195],[357698,431358],[358404,434103],[358534,1315888],[362380,1322086],[367694,835412],[370070,1333084],[371388,1339180],[376461,1606517],[378180,1350306],[378812,842189],[379287,1095301],[379666,1095778],[379717,632518],[380796,1613371],[380926,1613684],[381025,639253],[383474,859360],[384792,1099310],[390448,869966],[391584,1110240],[395086,1637498],[395336,660255],[396964,877826],[397818,879433],[398371,872814],[398904,1127736],[398925,1643594],[399121,665105],[399960,1385486],[400093,480320],[400874,1647595],[401565,1132916],[401853,1649644],[402437,1387934],[402687,670201],[403755,1394030],[404969,904212],[404978,1137709],[405182,1137679],[406746,1656389],[406942,486067],[410547,1405156],[416781,1416930],[419223,693057],[419617,1680834],[420708,1420123],[421291,695643],[422427,917287],[423059,1176589],[423534,1169335],[423913,1169812],[423964,504250],[425043,508505],[425173,1429230],[428661,1174186],[429964,933525],[430972,935953],[435038,939852],[441917,1720354],[442167,723531],[443951,951408],[446765,1463742],[450800,961877],[452079,962695],[452892,1732916],[453583,1217221],[453871,1734965],[454455,1474740],[454705,739177],[455773,1480836],[456987,734783],[456996,1222014],[457200,1221984],[458764,1741710],[458960,543976],[461675,976840],[466989,983541],[469365,987498],[470683,1237189],[474271,764610],[474665,1765139],[475756,1506929],[476339,767196],[477475,997315],[478107,990318],[478582,1254656],[478961,1255133],[479012,565115],[480091,569370],[480221,1516036],[481007,1016222],[481217,1775129],[481494,1776214],[481927,1260446],[482196,1258241],[482325,572415],[482512,775328],[482906,1518462],[485681,1023823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] cell #2245 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2246 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2247 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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866385],[1614977,1868266],[1616542,2107544],[1618061,1869328],[1622717,1876404],[1626222,1888019],[1627334,2116594],[1647028,1658694],[1649603,1654875],[1657378,2139346],[1679577,1691544],[1684521,1695608],[1693068,2173168],[1709326,2185371],[1712224,1960707],[1714429,1962523],[1718954,1965585],[1729182,1974635],[1734924,1740196],[1743277,1988547],[1745481,1988854],[1755181,2222927],[1776540,1781740],[1792754,2032912],[1805470,2045115],[1806383,1818049],[1819161,2275234],[1840672,2078679],[1850108,2086767],[1854633,2089829],[1859661,1864861],[1867894,2102666],[1900279,1905225],[1915453,2144064],[1921195,1926467],[1941452,2369598],[1962151,2187808],[1971292,2195417],[1980307,1985253],[2028838,2245407],[2033363,2248469],[2038391,2043591],[2086395,2296126],[2140721,2342088],[2149736,2154682],[2245035,2429979] ] cell #2248 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [76032],[98969],[103402],[118914],[130065],[134902],[138850],[143283],[154456],[165670],[168465],[169376],[174347],[178641],[180247],[183478],[197765],[198676],[204624],[210591],[212197],[215491],[215999],[225241],[226585],[227093],[227496],[232467],[241247],[250102],[250610],[252528],[262683],[264027],[264535],[264938],[268286],[270339],[280860],[283397],[283873],[284381],[295634],[298413],[299913],[306339],[308526],[310579],[312196],[318219],[324061],[326598],[327074],[327582],[330260],[330526],[344277],[345526],[347378],[347475],[349528],[358202],[361795],[361984],[365269],[370292],[373071],[374571],[376343],[376609],[381238],[383696],[386475],[387975],[394401],[394639],[396491],[396588],[398641],[401315],[401990],[413364],[415551],[417604],[420590],[420856],[433623],[434607],[437104],[437369],[437889],[441470],[446180],[446369],[449388],[449654],[451384],[451481],[453333],[454008],[461090],[461279],[464564],[469587],[472366],[473866],[475638],[475904],[481666],[490818],[493597],[495097],[496869],[497135],[502878],[503553],[514927],[517017],[517114],[519167],[521952],[522237],[528974],[531154],[531419],[531939],[533667],[534845],[535520],[536977],[537141],[539575],[547514],[547779],[548299],[551880],[556590],[556779],[559798],[560064],[561794],[561891],[563743],[564418],[580033],[580222],[583241],[583507],[585237],[585334],[587186],[587861],[594288],[603440],[606219],[607719],[609491],[609757],[622359],[622675],[624964],[625366],[625651],[627455],[629313],[631019],[631821],[643081],[643366],[650103],[652283],[652548],[653068],[654796],[655974],[656649],[658270],[660704],[675645],[677825],[678090],[678610],[680338],[681516],[682191],[683648],[683812],[686246],[692105],[692202],[703261],[703450],[706469],[706735],[708465],[708562],[710414],[711089],[720511],[724042],[724307],[724970],[727324],[727404],[729990],[733794],[744621],[753529],[753845],[756134],[756536],[756821],[758625],[760483],[780999],[781315],[783604],[784006],[784291],[786095],[787953],[789659],[790461],[795721],[799031],[799195],[808743],[810923],[811188],[811708],[813436],[814614],[815289],[816910],[819344],[825203],[825300],[830089],[830169],[831313],[833834],[834119],[836669],[837289],[854857],[855173],[860767],[864298],[865226],[870246],[884877],[889940],[893471],[893736],[894399],[896753],[896833],[899419],[903223],[906626],[909117],[912681],[922958],[923274],[925563],[925965],[926250],[928054],[929912],[937680],[941154],[945822],[946442],[953329],[968059],[971590],[971855],[972518],[978218],[978298],[981963],[1002986],[1003302],[1008819],[1008899],[1010043],[1011122],[1012564],[1012849],[1015246],[1015399],[1016019],[1026319],[1028985],[1032789],[1039497],[1043028],[1043956],[1048976],[1056183],[1058674],[1067855],[1090455],[1090535],[1091679],[1092758],[1094200],[1094485],[1096882],[1100381],[1101001],[1122618],[1126149],[1127077],[1132093],[1132713],[1135003],[1136227],[1138807],[1139600],[1150843],[1164489],[1164569],[1166792],[1168234],[1184655],[1201779],[1216398],[1217018],[1219308],[1220532],[1223112],[1227210],[1249810],[1249890],[1252113],[1253555],[1257363],[1259682],[1262555],[1266471],[1292208],[1292828],[1295118],[1296342],[1331018],[1331098],[1343409],[1345728],[1348601],[1352517],[1364151],[1378770],[1379390],[1381680],[1382904],[1387163],[1422440],[1425313],[1457672],[1461110],[1461730],[1473969],[1494536],[1509246],[1512119],[1516878],[1583253],[1588351],[1591769],[1603440],[1620430],[1624488],[1712692],[1716608],[1748466],[1838784],[1872278] ] cell #2249 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [70307],[93287],[103824],[107913],[111915],[123367],[134973],[140087],[143705],[146402],[151128],[158671],[160402],[169044],[169447],[174227],[180496],[183549],[186646],[188360],[193618],[198344],[198747],[202537],[207263],[214895],[215371],[216070],[219621],[221352],[227164],[227567],[228895],[232347],[236289],[242534],[244248],[249506],[249982],[250681],[252908],[254622],[259880],[261458],[264606],[265009],[267386],[267436],[269100],[269653],[270219],[274358],[279084],[283277],[283753],[284452],[288003],[301381],[306410],[307626],[307676],[309340],[309893],[310459],[313261],[318290],[319506],[321220],[322815],[326478],[326954],[327653],[329956],[330011],[330084],[336201],[337915],[343173],[344348],[346575],[346625],[348289],[348842],[349408],[353547],[355125],[358273],[366196],[371819],[372171],[374451],[376039],[376094],[376167],[385223],[387855],[388896],[389443],[394472],[395688],[395738],[397402],[397955],[398521],[408406],[413435],[414651],[416365],[417484],[420286],[420341],[420414],[421122],[426531],[428245],[429840],[433503],[434678],[435081],[440324],[442521],[443307],[443357],[445203],[448021],[449084],[449212],[451663],[460113],[462931],[466573],[471114],[471466],[473746],[475334],[475389],[475462],[476170],[486722],[492345],[492697],[494977],[496565],[496693],[501594],[503871],[503944],[509422],[509969],[514998],[516214],[517928],[519047],[519523],[523657],[524647],[528670],[528725],[528798],[530258],[530736],[533725],[537407],[544631],[546618],[547096],[550085],[553717],[555613],[558431],[559494],[559622],[564736],[564809],[574177],[576374],[577160],[579056],[581874],[582937],[583065],[585516],[590057],[592689],[604967],[605319],[607599],[608640],[609187],[609315],[610023],[616920],[617398],[617960],[618438],[619462],[624261],[624431],[627071],[632139],[632212],[637788],[639985],[640771],[641976],[642146],[645776],[649799],[649927],[651387],[654854],[671318],[673932],[675341],[675469],[676929],[677407],[680396],[684078],[685924],[688742],[700388],[702284],[705102],[706165],[706293],[711407],[711480],[718729],[718899],[719808],[719978],[721116],[726690],[729153],[729631],[731695],[740294],[742908],[744317],[744445],[745627],[749130],[749608],[750632],[755601],[763382],[771941],[776600],[777078],[778102],[779092],[782901],[783071],[785711],[790779],[790852],[792312],[795779],[804416],[807030],[808439],[808567],[810027],[813494],[828349],[829455],[830780],[838994],[839164],[841381],[850458],[850936],[851960],[852950],[860064],[860234],[861372],[871951],[880550],[883164],[884573],[884701],[889237],[889407],[890545],[891585],[896119],[898582],[899060],[901124],[906093],[913874],[918559],[919037],[920061],[921051],[925030],[932811],[953142],[955632],[958063],[967356],[967526],[968664],[969704],[977584],[978909],[989510],[998587],[999065],[1000089],[1001079],[1008185],[1009510],[1010589],[1017724],[1017894],[1020111],[1030690],[1038794],[1038964],[1040102],[1041142],[1050681],[1063431],[1074847],[1075325],[1086225],[1089821],[1091146],[1092225],[1107701],[1112622],[1121915],[1122085],[1123223],[1124263],[1141903],[1144334],[1154935],[1163855],[1165180],[1166259],[1175781],[1186360],[1193073],[1201076],[1201246],[1212340],[1234202],[1249176],[1250501],[1251580],[1278052],[1282973],[1304449],[1315050],[1321373],[1322437],[1330384],[1333453],[1341626],[1355445],[1363618],[1407570],[1445731],[1452316],[1452478],[1464093],[1485955],[1529829],[1538002],[1582657],[1593760],[1615236],[1659323],[1785587] ] cell #2250 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [108155],[130980],[155371],[167638],[179556],[196938],[211506],[213332],[223864],[225758],[245136],[247943],[261967],[263200],[277678],[281714],[282493],[292246],[299562],[304148],[319126],[322108],[324915],[325694],[338803],[341610],[347213],[355634],[356867],[364317],[366834],[374220],[387624],[388378],[392210],[396326],[406587],[411173],[426151],[429133],[431940],[432719],[437710],[439806],[448702],[451219],[458605],[463612],[466129],[467129],[473515],[484843],[487360],[494746],[508150],[508904],[512736],[516852],[522155],[524826],[531760],[533856],[542752],[545269],[548120],[550216],[559112],[561629],[569015],[571563],[573659],[582555],[585072],[592458],[597465],[599982],[600982],[607368],[615782],[625569],[628240],[635174],[637270],[643284],[645955],[652889],[654985],[663881],[666398],[668826],[671497],[678431],[680527],[689423],[691940],[694791],[696887],[705783],[708300],[715686],[724648],[728015],[732685],[736252],[737802],[740473],[746952],[756739],[759410],[766344],[768440],[774422],[784209],[786880],[793814],[795910],[801924],[804595],[811529],[813625],[822521],[825038],[834037],[835539],[842421],[846079],[848280],[868271],[872941],[878058],[880729],[894077],[897444],[902114],[905681],[907231],[909902],[916381],[926168],[928839],[935773],[937869],[950502],[951640],[954223],[959142],[963001],[972196],[983668],[990550],[996409],[1012767],[1014269],[1021151],[1024809],[1027010],[1047001],[1051671],[1056788],[1059459],[1068749],[1073709],[1076360],[1094403],[1095905],[1106199],[1113701],[1136773],[1137911],[1140494],[1145413],[1149272],[1169939],[1176821],[1182680],[1195086],[1202035],[1221078],[1222216],[1228104],[1233064],[1255260],[1260576],[1265536],[1268187],[1298026],[1305528],[1323662],[1346622],[1351582],[1357458],[1384588],[1390316],[1397265],[1423334],[1428294],[1477122],[1487180],[1510140],[1515100],[1520038],[1553834],[1592663],[1606600],[1639880],[1682410],[1721630],[1766715],[1846759],[1961145] ] cell #2251 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [138712],[165532],[178829],[195840],[210779],[224960],[225021],[226867],[234025],[246659],[262402],[262463],[264309],[268005],[268066],[276580],[281057],[291519],[298132],[298193],[300876],[306113],[308245],[308306],[324258],[330723],[340326],[356130],[357976],[361645],[363406],[365466],[368482],[372790],[372851],[376806],[386194],[386255],[405218],[407901],[413138],[415270],[415331],[431283],[437017],[439467],[444510],[446030],[447791],[449851],[457236],[460940],[462701],[464761],[472085],[472146],[483932],[485992],[489008],[493316],[493377],[497332],[506781],[523954],[531067],[533517],[541841],[543901],[547427],[548947],[549877],[556440],[558201],[560261],[567646],[573320],[578363],[579883],[581644],[583704],[591089],[596554],[598614],[605938],[605999],[622209],[627368],[636931],[644093],[645083],[649294],[652196],[653716],[654646],[659166],[662970],[665030],[670625],[677738],[680188],[688512],[690572],[696548],[703111],[704872],[706932],[714317],[723955],[726374],[734442],[739601],[753379],[757332],[757548],[758538],[764021],[768101],[780849],[786008],[795571],[803723],[807934],[810836],[812356],[813286],[817806],[821610],[823670],[827843],[834630],[836366],[844220],[854707],[864211],[868116],[868946],[879857],[884068],[893384],[895803],[903871],[909030],[922808],[926761],[926977],[927967],[933450],[937530],[950347],[951177],[952449],[955126],[971503],[973922],[975972],[985880],[985956],[1002836],[1006573],[1013360],[1015096],[1022950],[1033437],[1042941],[1046846],[1047676],[1058587],[1065449],[1072296],[1072372],[1088209],[1094996],[1096732],[1108924],[1126062],[1136618],[1137448],[1138720],[1141397],[1157774],[1162243],[1172151],[1172227],[1191490],[1198654],[1208265],[1220923],[1221753],[1223025],[1247564],[1257276],[1264123],[1264199],[1280036],[1300751],[1320906],[1329878],[1343322],[1350169],[1350245],[1370637],[1386720],[1393884],[1403495],[1457585],[1473526],[1480690],[1493396],[1517282],[1567013],[1587908],[1603844],[1620343],[1717012],[1748023],[1872682], 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] cell #2252 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2253 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2254 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2255 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2256 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2257 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [95042],[123639],[136728],[141842],[146674],[160475],[174499],[180768],[185304],[188433],[193890],[202809],[204955],[215167],[215643],[221425],[228968],[232619],[236467],[238301],[244321],[249778],[250254],[254695],[260152],[269173],[269726],[270491],[274630],[276776],[283549],[284025],[285695],[289807],[294558],[301559],[303393],[309413],[309966],[310731],[313439],[315273],[321293],[323087],[326750],[327226],[330134],[331503],[331968],[332600],[333240],[337988],[343445],[348362],[348915],[349680],[353819],[369216],[374723],[376217],[377586],[378051],[378683],[379323],[382620],[388127],[389621],[391455],[393280],[397475],[398028],[398793],[401583],[401656],[403096],[408584],[410418],[416438],[417756],[420464],[421833],[422298],[422930],[423570],[428318],[430112],[433775],[442699],[448728],[449262],[451736],[453601],[453674],[455114],[463638],[466646],[468511],[468634],[474018],[475512],[476881],[477346],[477978],[478618],[489742],[495249],[496743],[498577],[499849],[503146],[503219],[504659],[505440],[510147],[511981],[513806],[518001],[519319],[519795],[528000],[528123],[528848],[529506],[530809],[533787],[535113],[535186],[537872],[547169],[550147],[554232],[559138],[559672],[562146],[564011],[564084],[565524],[566305],[576552],[582581],[583115],[585589],[587454],[587527],[592961],[595600],[597114],[602364],[602487],[607871],[609365],[611199],[612471],[613024],[617471],[618511],[622943],[623016],[623668],[624493],[625052],[628166],[632920],[640163],[642208],[642767],[645881],[649977],[651938],[654916],[656242],[656315],[662016],[663530],[674671],[674794],[675519],[677480],[680458],[681784],[681857],[684543],[689449],[692457],[705809],[706343],[708817],[710682],[710755],[710805],[712976],[718961],[719520],[720040],[720599],[721667],[726738],[726903],[729704],[735249],[735901],[743647],[743770],[744495],[745675],[745840],[749681],[754113],[754186],[755663],[759336],[777151],[781583],[781656],[781706],[783133],[783692],[786806],[791560],[792863],[795841],[808617],[810578],[813556],[814882],[814955],[820656],[822170],[828397],[828562],[829503],[829668],[830842],[836713],[839226],[839785],[841932],[851009],[855441],[855514],[855564],[856704],[860296],[860855],[861923],[867159],[875505],[884751],[889469],[890028],[891096],[892136],[896167],[896332],[899133],[904678],[905330],[906155],[909828],[919110],[923542],[923615],[923665],[925092],[928765],[944746],[945866],[947205],[955680],[955845],[958125],[967588],[968147],[969215],[970255],[977632],[977797],[978971],[990061],[999138],[1003570],[1003643],[1003693],[1008233],[1008398],[1009572],[1010651],[1015443],[1017956],[1018515],[1020662],[1025898],[1034244],[1039026],[1039585],[1040653],[1041693],[1045889],[1054235],[1075398],[1077829],[1080288],[1089869],[1090034],[1091208],[1092287],[1100425],[1101764],[1112684],[1122147],[1122706],[1123774],[1124814],[1132137],[1133476],[1134582],[1141951],[1142116],[1144396],[1155486],[1163903],[1164068],[1165242],[1166321],[1176332],[1189914],[1201308],[1201867],[1212891],[1216442],[1217781],[1218887],[1234753],[1239643],[1249224],[1249389],[1250563],[1251642],[1269656],[1272115],[1283035],[1292252],[1293591],[1294697],[1304511],[1315601],[1322499],[1330432],[1330597],[1341688],[1363680],[1378814],[1380153],[1381259],[1408121],[1413011],[1434873],[1445793],[1452364],[1453371],[1461154],[1464155],[1472253],[1486017],[1494115],[1538064],[1576529],[1583297],[1583452],[1594653],[1616129],[1659385],[1667483],[1712157],[1722721],[1743567],[1786480],[1908992] ] cell #2258 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [208101],[257502],[257799],[288841],[296625],[296922],[318552],[351169],[351466],[359111],[361487],[363743],[371283],[371580],[384687],[384984],[403650],[403947],[418759],[425577],[431422],[437414],[445872],[448128],[455668],[455965],[460782],[463038],[470578],[470875],[482013],[484269],[486131],[491809],[492106],[496043],[505213],[505510],[515260],[531464],[539922],[542178],[544040],[547824],[556282],[558538],[561111],[566078],[566375],[571267],[575064],[575418],[579725],[581981],[586116],[589521],[589818],[594635],[596891],[598753],[604431],[604728],[622051],[629660],[632693],[632990],[634878],[638675],[639029],[652593],[657532],[661051],[663307],[665169],[669071],[672471],[678135],[685123],[686593],[688849],[690711],[694495],[698292],[698646],[702953],[705209],[707782],[712749],[713046],[724352],[725317],[727558],[730769],[732389],[735678],[738047],[741447],[757049],[760830],[764160],[766048],[769845],[770199],[774538],[778291],[780691],[788300],[791333],[791630],[793518],[797669],[802169],[805569],[811233],[816172],[819691],[821947],[823809],[824520],[830323],[834347],[835243],[836764],[837597],[839936],[842666],[848396],[852149],[854549],[865573],[866613],[871025],[872645],[875934],[878303],[881703],[887300],[893781],[894746],[896987],[900198],[901818],[905107],[907476],[914652],[916497],[917764],[920250],[926478],[930259],[933589],[935477],[939628],[940416],[945917],[946750],[951885],[953371],[953567],[956592],[965419],[971900],[972865],[978452],[982742],[983372],[983891],[985726],[988065],[990795],[996525],[997792],[1000278],[1009053],[1013077],[1013973],[1015494],[1016327],[1018666],[1021396],[1029764],[1034673],[1036857],[1038001],[1044303],[1049755],[1051375],[1054664],[1057033],[1057098],[1067897],[1068093],[1069916],[1073825],[1075711],[1084968],[1090689],[1094713],[1095609],[1097880],[1100476],[1101309],[1104754],[1106444],[1106900],[1108126],[1111151],[1119978],[1121122],[1127424],[1132188],[1133021],[1138156],[1138221],[1139642],[1139838],[1142863],[1151151],[1153490],[1163046],[1164723],[1169643],[1171997],[1174336],[1177066],[1184063],[1194024],[1194437],[1195616],[1200218],[1207409],[1211318],[1216493],[1217326],[1222461],[1222526],[1224381],[1224696],[1227252],[1227448],[1229271],[1231593],[1235066],[1244323],[1248367],[1250044],[1254964],[1259724],[1259920],[1261743],[1262863],[1267538],[1276795],[1278477],[1281502],[1292303],[1293136],[1298271],[1298336],[1299953],[1302978],[1312949],[1323067],[1323382],[1324914],[1331252],[1334404],[1335996],[1340598],[1345770],[1345966],[1347789],[1348909],[1353464],[1353804],[1356809],[1357988],[1369781],[1378865],[1379698],[1384833],[1384898],[1389667],[1390846],[1391966],[1402639],[1406548],[1408434],[1417691],[1422482],[1422678],[1424501],[1425621],[1430296],[1439553],[1443597],[1453572],[1453912],[1461205],[1462038],[1464723],[1465038],[1466570],[1476473],[1477652],[1478772],[1484087],[1488432],[1499514],[1509288],[1509484],[1511307],[1512427],[1521290],[1522396],[1530780],[1532372],[1536974],[1544165],[1553185],[1554364],[1555484],[1566157],[1581209],[1583348],[1584453],[1591811],[1592007],[1594854],[1595194],[1603320],[1607852],[1608958],[1624796],[1629328],[1639231],[1640410],[1641530],[1659953],[1660268],[1661800],[1672882],[1683662],[1684768],[1694744],[1706537],[1712734],[1713650],[1720981],[1723722],[1731276],[1752122],[1767967],[1769073],[1786681],[1787021],[1795147],[1799679],[1821155],[1832237],[1838610],[1839942],[1849329],[1856660],[1869320],[1876651],[1909993],[1917547],[1954238],[1961329],[1970562],[1989499],[2028059],[2035390],[2085573],[2103288],[2139991],[2244213] ] cell #2259 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2260 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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2,1757968],[1261193,1778560],[1263647,1527302],[1272444,1789680],[1295026,1303666],[1300045,1817024],[1323087,1840483],[1334116,1849917],[1336088,1851578],[1347239,1861681],[1349693,1613864],[1353567,1867812],[1358080,1871569],[1369231,1881672],[1372791,1635340],[1390938,1902170],[1402089,1912273],[1413340,1923393],[1426405,1427511],[1435202,1944239],[1453675,1962069],[1464743,1971103],[1477744,1982198],[1499606,2001135],[1513211,1514317],[1530492,2028647],[1532464,2030308],[1543615,2040411],[1546069,1805691],[1565607,2060402],[1569167,1827167],[1594957,2086313],[1659973,2140532],[1672974,2151627],[1694836,2170564],[1708441,1709547],[1786784,2244953] ] cell #2261 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2262 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2263 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [183345],[215866],[250477],[267555],[284248],[307795],[327449],[329919],[344144],[346744],[372340],[376002],[394268],[395857],[414820],[420249],[421241],[434474],[443476],[449047],[467920],[471635],[475297],[476289],[492866],[496528],[503779],[514794],[516383],[525617],[528633],[537526],[553886],[554864],[559457],[564644],[577329],[582900],[601773],[605488],[609150],[610142],[616366],[618713],[629031],[632047],[640940],[646746],[649762],[651038],[658655],[672288],[675304],[684197],[700557],[701535],[706128],[711315],[717849],[720767],[728599],[730946],[741264],[744280],[747536],[749883],[760201],[763217],[772110],[775006],[777353],[787671],[790687],[799580],[805386],[808402],[809678],[817295],[827433],[838114],[841032],[848864],[851211],[858105],[861023],[868855],[871202],[881520],[884536],[887278],[890196],[898028],[900375],[910693],[913709],[916965],[919312],[929630],[932646],[941539],[951086],[954716],[959726],[963792],[965397],[968315],[975562],[986243],[989161],[996993],[999340],[1006163],[1016844],[1019762],[1027594],[1029941],[1036835],[1039753],[1047585],[1049932],[1060250],[1063266],[1072659],[1074293],[1081456],[1085476],[1087799],[1109275],[1114285],[1119956],[1122874],[1137357],[1140987],[1145997],[1150063],[1151668],[1154586],[1161833],[1172514],[1175432],[1183264],[1185611],[1199005],[1200196],[1202886],[1207855],[1211991],[1221662],[1233648],[1240811],[1247154],[1264486],[1266120],[1273283],[1277303],[1279626],[1301102],[1306112],[1311783],[1314701],[1324513],[1329468],[1332167],[1350532],[1352166],[1362568],[1370227],[1394235],[1395426],[1398116],[1403085],[1407221],[1428878],[1436041],[1442384],[1455307],[1462195],[1481041],[1482232],[1488031],[1492986],[1515684],[1520889],[1525844],[1528543],[1558944],[1566603],[1585413],[1607451],[1612406],[1618065],[1644990],[1650537],[1657425],[1683261],[1688216],[1735858],[1745528],[1767566],[1772521],[1777240],[1809892],[1847610],[1860361],[1891528],[1931799],[1968984],[2009918],[2083983],[2187088] ] cell #2264 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2265 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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3],[1392302,1401152],[1397646,1908254],[1425198,1436974],[1430544,1939403],[1436751,1942149],[1441571,1705050],[1455980,1963731],[1464620,2195268],[1466818,1972635],[1477988,1982841],[1487561,1990643],[1488680,1991572],[1492173,1752458],[1499850,2001778],[1521538,2020745],[1523911,1784170],[1530250,2430026],[1530335,2245243],[1532708,2030951],[1555820,1564670],[1561164,2056383],[1597262,2087975],[1608100,2096879],[1610473,1867291],[1618738,2105690],[1629576,2114594],[1633069,1887282],[1651210,2133160],[1659850,2341939],[1662048,2142064],[1673218,2152270],[1686283,1687403],[1695080,2171207],[1736531,2204713],[1757377,2221073],[1770588,1771708],[1789089,2246615],[1799927,2255519],[1802300,2046021],[1821403,2273234],[1824896,2066012],[1922802,2351384],[1943648,2367744],[1956859,1957979] ] cell #2266 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2267 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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177453,1693314],[1181894,1444945],[1195788,1715780],[1204638,1971044],[1206925,1725875],[1218107,1737119],[1227620,1745653],[1228787,1746721],[1232278,1494441],[1239969,1757965],[1261259,1778433],[1263644,1527299],[1269953,2244918],[1270056,2028585],[1272441,1789677],[1295023,1303663],[1300125,1816905],[1336168,1851459],[1347305,1861554],[1349690,1613861],[1358160,1871450],[1369297,1881545],[1372788,1635337],[1391018,1902051],[1399868,2140473],[1402155,1912146],[1413337,1923390],[1426402,1427508],[1435199,1944236],[1477824,1982079],[1499686,2001016],[1513208,1514314],[1532544,2030189],[1543681,2040284],[1546066,1805688],[1565673,2060275],[1569164,1827164],[1673054,2151508],[1694916,2170445],[1708438,1709544] ] cell #2268 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [276835],[332659],[344056],[378742],[394180],[403155],[413979],[422989],[434386],[455173],[467782],[478037],[483549],[485339],[495677],[504718],[514706],[515542],[525479],[541458],[543248],[554291],[554928],[565583],[574698],[575700],[596171],[597173],[597961],[601635],[608299],[618777],[623727],[628893],[638309],[639311],[642826],[646608],[651123],[662587],[663589],[664377],[672150],[673591],[697064],[697926],[698928],[701599],[718059],[719579],[720852],[725991],[731010],[735960],[741126],[742567],[745612],[749947],[754897],[760063],[768617],[769479],[770481],[774875],[777417],[787533],[797951],[803135],[805248],[806689],[809763],[822229],[827666],[828112],[828334],[838324],[839844],[841117],[846256],[848733],[851275],[856633],[858315],[859835],[861108],[866247],[871266],[874703],[876216],[879269],[881382],[882823],[887488],[890281],[900439],[905389],[910555],[911996],[916834],[919376],[929492],[938046],[939910],[943742],[944675],[954949],[955395],[955617],[959595],[962531],[963654],[965607],[968400],[975795],[976241],[976463],[986453],[987973],[989246],[992357],[994385],[996862],[999404],[1006396],[1017054],[1018574],[1019847],[1024986],[1027463],[1030005],[1037045],[1039838],[1049996],[1053433],[1054946],[1057999],[1060112],[1061553],[1065730],[1072869],[1074162],[1076825],[1077758],[1079838],[1081666],[1084265],[1085540],[1088032],[1098301],[1099234],[1109508],[1109693],[1109954],[1110176],[1114154],[1117090],[1120166],[1122959],[1141220],[1141666],[1141888],[1145866],[1148802],[1149925],[1151878],[1154671],[1162066],[1172724],[1174244],[1175517],[1178628],[1180656],[1183133],[1185675],[1189112],[1199238],[1199423],[1199684],[1200406],[1202950],[1203223],[1205521],[1208088],[1209862],[1212076],[1225085],[1233517],[1236180],[1237113],[1239193],[1241021],[1247387],[1264696],[1265989],[1268652],[1269585],[1271665],[1273493],[1276092],[1277367],[1279859],[1287441],[1288564],[1301335],[1301520],[1301781],[1302003],[1305981],[1308917],[1311993],[1314786],[1317897],[1324577],[1328254],[1329701],[1332013],[1332252],[1334753],[1339104],[1350742],[1352035],[1362056],[1362778],[1365595],[1367893],[1370460],[1394468],[1394653],[1394914],[1395636],[1398180],[1398453],[1400751],[1403318],[1405092],[1407306],[1412561],[1416988],[1418263],[1428747],[1431410],[1432343],[1434423],[1436251],[1442617],[1442802],[1450199],[1455153],[1455392],[1458972],[1462304],[1462700],[1481274],[1481459],[1481720],[1482442],[1488095],[1491772],[1493219],[1498271],[1515553],[1520953],[1524630],[1526077],[1526262],[1528389],[1528628],[1531129],[1535480],[1539706],[1542277],[1546618],[1558432],[1559154],[1561971],[1564269],[1566836],[1576079],[1585522],[1585918],[1592937],[1607515],[1611192],[1612639],[1612824],[1617911],[1618150],[1621730],[1644478],[1645200],[1650383],[1650622],[1652823],[1654202],[1657273],[1657534],[1657930],[1668899],[1671639],[1675990],[1683325],[1687002],[1688449],[1688634],[1693501],[1704649],[1714795],[1735704],[1735943],[1738144],[1739523],[1742594],[1745637],[1746033],[1767630],[1771307],[1772754],[1772939],[1777349],[1777745],[1779878],[1783769],[1784764],[1795809],[1809738],[1809977],[1812178],[1813557],[1830994],[1847674],[1860470],[1860866],[1862999],[1866890],[1870465],[1891374],[1891613],[1893814],[1895193],[1899136],[1901066],[1903421],[1907188],[1931908],[1932304],[1934437],[1968830],[1969069],[1979164],[1981094],[1983449],[1987216],[1997231],[2010027],[2010423],[2012556],[2017958],[2049195],[2051550],[2081261],[2084092],[2084488],[2094092],[2110789],[2123053],[2125408],[2130105],[2187197],[2190391],[2193024],[2201658],[2214359],[2217586],[2289103],[2291362],[2313619],[2382462],[2403984] ] cell #2269 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2270 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [992310],[1109646],[1178581],[1199376],[1236215],[1301473],[1317850],[1328289],[1394606],[1418216],[1431445],[1442755],[1481412],[1524665],[1526215],[1539659],[1573101],[1611227],[1612777],[1652776],[1655415],[1668309],[1688587],[1738097],[1740736],[1772892],[1776001],[1779288],[1795286],[1812131],[1814770],[1859122],[1862409],[1893767],[1896406],[1899419],[1902898],[1930560],[1933847],[1979447],[1982926],[1997184],[2008679],[2011966],[2018236],[2047548],[2048876],[2051027],[2083734],[2094370],[2110199],[2121406],[2122734],[2124885],[2158492],[2159342],[2192307],[2200472],[2210605],[2217063],[2227468],[2228318],[2262824],[2281374],[2290038],[2293622],[2300625],[2310298],[2326435],[2347143],[2374989],[2383464],[2389256],[2392840],[2401405],[2434478],[2460288],[2467918],[2473147],[2509782],[2513366],[2547874],[2580172],[2641541], 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] cell #2271 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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[560731,992325],[651673,1109661],[707402,1178596],[721402,1199391],[755412,1236509],[810313,1301488],[824140,1317865],[830591,1328583],[890831,1394621],[914272,1418231],[924841,1431739],[934557,1442770],[968950,1481427],[1009321,1524959],[1012013,1526230],[1026470,1539674],[1055461,1573395],[1090957,1611521],[1093649,1612792],[1135154,1652791],[1135505,1655709],[1150235,1668367],[1167683,1688602],[1219459,1738112],[1219810,1741030],[1253004,1772907],[1258007,1778055],[1261947,1779346],[1278231,1795330],[1295269,1812146],[1295620,1815064],[1344053,1861176],[1347993,1862467],[1381831,1893782],[1382182,1896700],[1387640,1901250],[1391720,1902942],[1420765,1932614],[1424705,1933905],[1474446,1981278],[1478526,1982970],[1494687,1997199],[1507571,2010733],[1511511,2012024],[1518194,2019917],[1551158,2049379],[1552465,2050870],[1555238,2051071],[1591214,2084798],[1604756,2096051],[1623880,2110257],[1637204,2123237],[1638511,2124728],[1641284,2124929],[1680566,2160173],[1681662,2161105],[1720060,2193208],[1730483,2201536],[1743380,2210663],[1751876,2217107],[1764871,2229149],[1765967,2230081],[1808379,2264431],[1830338,2283368],[1840775,2290096],[1845994,2294441],[1855739,2301526],[1868354,2310342],[1890015,2328042],[1916754,2348207],[1952238,2376752],[1962611,2383508],[1971395,2389314],[1976614,2393659],[1988264,2401377],[2034469,2435379],[2068745,2461895],[2078396,2467890],[2086855,2473191],[2140824,2509840],[2146043,2514185],[2195134,2547846],[2245495,2580216],[2341805,2641513] ] cell #2272 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [560738],[651680],[707409],[721409],[755488],[810320],[824147],[830667],[890838],[914279],[924917],[934564],[968957],[1009397],[1012020],[1026477],[1055537],[1091033],[1093656],[1135161],[1135581],[1150307],[1167690],[1219466],[1219886],[1253011],[1260260],[1262019],[1278293],[1295276],[1295696],[1346306],[1348065],[1381838],[1382258],[1389852],[1391782],[1423018],[1424777],[1476658],[1478588],[1494694],[1509824],[1511583],[1520338],[1553370],[1554704],[1555300],[1592347],[1606900],[1623952],[1639416],[1640750],[1641346],[1682710],[1683847],[1721166],[1731616],[1743452],[1751938],[1767015],[1768152],[1810484],[1832577],[1840847],[1847059],[1856845],[1868416],[1892120],[1917887],[1954423],[1962673],[1971467],[1977679],[1988199],[2035575],[2070850],[2078331],[2086917],[2140896],[2147108],[2195069],[2245557],[2341740], [193224,447474],[243774,533158],[259486,557884],[273964,581327],[294318,437067],[302625,627418],[314196,461522],[317197,648977],[320746,654287],[337441,679829],[342779,688195],[343930,911274],[353153,704555],[368976,531117],[382380,547477],[383438,548588],[383567,750467],[386815,753020],[390378,557022],[390687,758588],[393379,762432],[409650,786058],[415891,795212],[417090,797015],[424222,807617],[427771,812927],[433109,821293],[434260,1060831],[450730,631262],[461242,461434],[461767,861665],[465238,864261],[468271,652246],[469329,653357],[469458,871786],[472706,874339],[479270,883751],[487976,895486],[489502,677788],[497809,909080],[499302,911121],[504093,919896],[507341,922449],[508662,1170560],[510904,703693],[511213,928017],[513905,931861],[517454,937171],[518653,938974],[527760,724005],[536719,734083],[536848,731530],[545885,973605],[546911,978181],[548260,978796],[556742,556934],[557267,989803],[564958,999924],[568206,1002477],[569527,1255881],[571617,1006908],[577768,1014737],[584583,789902],[595620,1040395],[597500,1292087],[599091,1042991],[600598,1045043],[602124,810886],[603182,811997],[603311,1050516],[606559,1053069],[610431,1058637],[611924,1060678],[613123,1062481],[617213,830052],[630982,631174],[631507,841674],[632361,1086060],[635228,1088544],[641379,1096373],[642033,1100890],[653029,1112509],[662036,1123516],[663916,1378649],[665507,1126112],[667014,1128164],[669036,1130085],[669347,1130824],[674431,893434],[675874,1138770],[683390,903512],[683519,900959],[691451,912924],[692556,1159876],[693582,1164452],[694845,1162578],[694931,1165067],[696959,1421565],[700996,1170407],[703413,703605],[703938,1176074],[711629,1186195],[714877,1188748],[716198,1451111],[718786,946331],[727287,729446],[732739,1208600],[733755,957950],[735269,1212633],[736287,1471869],[738012,1214390],[738323,1215129],[743407,971553],[744850,1223075],[763531,1245415],[765135,1249773],[766398,1247899],[766484,1250388],[768512,1508371],[772549,1255728],[773889,1257326],[774104,1257419],[774632,1257617],[775853,1008782],[789622,789814],[790147,1020404],[791001,1277887],[793868,1280371],[798773,1033078],[798902,1030525],[800019,1288200],[800673,1292717],[802134,1290200],[802445,1290939],[804663,1552075],[811669,1304336],[820676,1315343],[822556,1575025],[833290,1330981],[835593,1330213],[837178,839051],[842631,1337123],[842942,1337862],[845053,1341513],[846151,1601504],[847747,1343372],[847962,1343465],[848490,1343663],[849711,1090418],[872995,1370972],[875525,1375005],[876807,1379279],[878268,1376762],[878579,1377501],[880797,1638121],[885917,1386335],[886869,1387233],[888215,1132602],[896716,898875],[902168,1403830],[903184,1144221],[904698,1407863],[905716,1667099],[907441,1409620],[907752,1410359],[912644,912836],[913169,1155228],[914023,1157312],[916063,1420177],[916591,1420375],[932960,1440645],[935913,1445618],[937941,1703601],[948890,1457635],[949310,1461619],[951850,1460222],[952161,1460961],[953907,1463086],[954295,1723480],[958824,1467474],[959352,1467672],[960573,1219271],[963069,1730093],[964036,1473141],[964988,1474039],[966334,1216907],[981419,1494499],[983722,1493731],[990760,1500641],[991071,1501380],[993182,1505031],[996091,1506983],[996619,1507181],[1004830,1516937],[1015908,1017781],[1021361,1533499],[1021672,1534238],[1023783,1537889],[1024881,1793331],[1026282,1028441],[1026692,1539841],[1027220,1540039],[1032750,1282860],[1034264,1285483],[1036426,1550751],[1051725,1567348],[1054255,1571381],[1059527,1829948],[1063580,1317427],[1068433,1586304],[1068821,1584211],[1070192,1587523],[1073391,1590626],[1073919,1590824],[1075896,1593125],[1076428,1849199],[1081047,1597884],[1082393,1348490],[1086466,1603499],[1103449,1620393],[1103869,1624377],[1106409,1622980],[1106720,1623719],[1108466,1625844],[1113383,1630232],[1113911,1630430],[1115132,1381643],[1119547,1636797],[1134966,1146844],[1140178,1658316],[1140566,1909751],[1145095,1662704],[1145623,1662902],[1149340,1916364],[1150732,1152605],[1151259,1669269],[1158607,1415116],[1177031,1695871],[1177342,1696610],[1179453,1700261],[1189934,1448241],[1191547,1712485],[1194622,1714983],[1195154,1713520],[1195956,1716546],[1196552,1716667],[1199787,1719653],[1201979,1969913],[1202335,1722080],[1205926,1479112],[1227788,1746419],[1228176,1744326],[1229547,1747638],[1232746,1750741],[1233274,1750939],[1235251,1753240],[1240402,1757999],[1241748,1512008],[1262444,1274220],[1267723,1784952],[1268255,2027929],[1272874,1789711],[1278817,1542682],[1295081,1306959],[1300293,1817671],[1305210,1822059],[1305738,1822257],[1318722,1578634],[1320984,1838888],[1323606,1839293],[1323962,1841183],[1325099,1842123],[1336336,1852225],[1353919,1868155],[1356994,1870653],[1357526,1869190],[1358328,1872216],[1358924,1872337],[1362159,1875323],[1364707,1877750],[1368298,1641870],[1391186,1902817],[1392306,1401156],[1397209,2139342],[1397565,1908351],[1425202,1436978],[1430481,1939511],[1435632,1944270],[1441575,1705054],[1451711,1960703],[1454027,1962412],[1455899,1963828],[1466755,1972743],[1477992,1982845],[1484502,1988445],[1487124,1988850],[1487480,1990740],[1488617,1991680],[1492177,1752462],[1499854,2001782],[1521475,2020853],[1523915,1784174],[1532712,2030955],[1555824,1564674],[1561083,2056480],[1584868,2078577],[1595309,2086656],[1597181,2088072],[1608037,2096987],[1610477,1867295],[1614469,2102662],[1618657,2105787],[1629513,2114702],[1633073,1887286],[1651129,2133257],[1661985,2142172],[1673222,2152274],[1686287,1687407],[1695084,2171211],[1713921,2187804],[1724137,2195315],[1736450,2204810],[1757296,2221170],[1770592,1771712],[1787136,2245296],[1789008,2246712],[1799864,2255627],[1802304,2046025],[1821340,2273342],[1824900,2066016],[1849600,2296122],[1910408,2341986],[1922721,2351481],[1943567,2367841],[1956863,1957983],[2028330,2429975] ] cell #2273 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289783],[333216],[379299],[401632],[423546],[453650],[478594],[481629],[499825],[503195],[535162],[539538],[562122],[564060],[587503],[594251],[595576],[612447],[622992],[629276],[651914],[656291],[660667],[661992],[681833],[686209],[695076],[708793],[710731],[721643],[724933],[735225],[754162],[755362],[760446],[766629],[781632],[787916],[810554],[814931],[819307],[820632],[827975],[830541],[841908],[845198],[855490],[861899],[865189],[866875],[875481],[891072],[894362],[904654],[923591],[924791],[929875],[936058],[943875],[946921],[955258],[957824],[969191],[972481],[976104],[978670],[990037],[993327],[1003619],[1006705],[1009271],[1020638],[1023928],[1034220],[1040629],[1043919],[1045605],[1054211],[1065869],[1076958],[1080004],[1088341],[1090907],[1098434],[1101480],[1109817],[1112383],[1123750],[1127040],[1130146],[1133192],[1141529],[1144095],[1155462],[1158752],[1162375],[1164941],[1176308],[1179598],[1189890],[1199547],[1203362],[1208397],[1212867],[1214451],[1217497],[1225224],[1236313],[1239359],[1247696],[1250262],[1257696],[1268785],[1271831],[1280168],[1282734],[1290261],[1293307],[1301644],[1304210],[1315577],[1318867],[1328387],[1330010],[1337184],[1341387],[1343742],[1365734],[1370769],[1376823],[1379869],[1394777],[1398592],[1403627],[1408097],[1409681],[1412727],[1420454],[1431543],[1434589],[1442926],[1445492],[1459111],[1460283],[1462960],[1467751],[1471969],[1481583],[1493528],[1500702],[1507260],[1524763],[1526386],[1533560],[1537763],[1540118],[1562110],[1567145],[1573199],[1576245],[1586178],[1590903],[1593527],[1611325],[1612948],[1623041],[1630509],[1654341],[1655513],[1658190],[1662981],[1667199],[1688758],[1695932],[1702490],[1715385],[1721922],[1739662],[1740834],[1746293],[1751018],[1773063],[1778005],[1782730],[1785354],[1814868],[1822336],[1841025],[1861126],[1865851],[1871055],[1896504],[1901656],[1908193],[1932564],[1937289],[1981684],[1990582],[2010683],[2015408],[2019755],[2049785],[2084748],[2095889],[2123643],[2160011],[2193614],[2228987],[2294279],[2382667] ] cell #2274 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2275 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289793],[333226],[379309],[401642],[423556],[453660],[478604],[481775],[499835],[503205],[535172],[539684],[562132],[564070],[587513],[594397],[595586],[612457],[623002],[629422],[651924],[656301],[660813],[662002],[681843],[686355],[695222],[708803],[710741],[721653],[725079],[735235],[754172],[755441],[760592],[766775],[781642],[788062],[810564],[814941],[819453],[820642],[828053],[830620],[841918],[845344],[855500],[861909],[865335],[866944],[875491],[891082],[894508],[904664],[923601],[924870],[930021],[936204],[944100],[946990],[955336],[957903],[969201],[972627],[976182],[978749],[990047],[993473],[1003629],[1006783],[1009350],[1020648],[1024074],[1034230],[1040639],[1044065],[1045674],[1054221],[1066080],[1077183],[1080073],[1088419],[1090986],[1098659],[1101549],[1109895],[1112462],[1123760],[1127186],[1130371],[1133261],[1141607],[1144174],[1155472],[1158898],[1162453],[1165020],[1176318],[1179744],[1189900],[1199625],[1203573],[1208475],[1212877],[1214676],[1217566],[1225435],[1236538],[1239428],[1247774],[1250341],[1257907],[1269010],[1271900],[1280246],[1282813],[1290486],[1293376],[1301722],[1304289],[1315587],[1319013],[1328612],[1330088],[1337409],[1341466],[1343953],[1365945],[1370847],[1377048],[1379938],[1394855],[1398803],[1403705],[1408107],[1409906],[1412796],[1420665],[1431768],[1434658],[1443004],[1445571],[1459322],[1460508],[1463039],[1467962],[1472038],[1481661],[1493606],[1500927],[1507471],[1524988],[1526464],[1533785],[1537842],[1540329],[1562321],[1567223],[1573424],[1576314],[1586257],[1591114],[1593596],[1611550],[1613026],[1623266],[1630720],[1654552],[1655738],[1658269],[1663192],[1667268],[1688836],[1696157],[1702701],[1715454],[1721924],[1739873],[1741059],[1746372],[1751229],[1773141],[1778084],[1782941],[1785423],[1815093],[1822547],[1841027],[1861205],[1866062],[1871124],[1896729],[1901725],[1908195],[1932643],[1937500],[1981753],[1990584],[2010762],[2015619],[2019757],[2049854],[2084827],[2095891],[2123712],[2160013],[2193683],[2228989],[2294281],[2382669] ] cell #2276 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762145],[867536],[931574],[947582],[984942],[1046266],[1062194],[1069132],[1133853],[1159589],[1171213],[1181945],[1218158],[1260959],[1263695],[1279089],[1310482],[1347005],[1349741],[1392578],[1393005],[1408409],[1426453],[1479384],[1479811],[1513259],[1520571],[1522371],[1538896],[1556096],[1556523],[1607133],[1608933],[1642142],[1642569],[1650157],[1652013],[1682943],[1684743],[1735478],[1737334],[1752734],[1767248],[1769048],[1777558],[1809512],[1810717],[1811368],[1847292],[1860679],[1876626],[1891148],[1892353],[1893004],[1932117],[1933171],[1968604],[1977912],[1988824],[1996421],[2010236],[2011290],[2050373],[2071083],[2078956],[2084301],[2092848],[2103209],[2124231],[2147341],[2180719],[2188351],[2195694],[2201039],[2210269],[2251488],[2282871],[2289702],[2296669],[2342365],[2347710],[2388920],[2430522],[2509446], [302938,627578],[343972,911381],[370716,730149],[391000,758748],[409963,786218],[417001,1031197],[434302,1060938],[437130,615656],[447187,840117],[461757,644303],[465551,864421],[470011,870405],[491242,899578],[498122,909240],[499196,1155931],[508704,1170667],[511526,928177],[518564,1186867],[520566,1451218],[531180,727889],[547540,746826],[548825,748046],[549026,979303],[552973,982122],[557257,757758],[557597,988246],[561051,992559],[569569,1255988],[581040,1018847],[588954,1029144],[599404,1043151],[599709,1294305],[600509,1299045],[603864,1049135],[610744,1058797],[611049,1577243],[611818,1316046],[631497,844430],[643997,644206],[644700,1102141],[648690,1104935],[652309,868145],[653594,869365],[653795,1113016],[657742,1115835],[665820,1126272],[666125,1380867],[666925,1385607],[676187,1138930],[676492,1668197],[677851,897318],[687908,1153671],[693850,1421212],[695697,1165574],[699399,1423605],[699644,1168393],[700890,1429388],[703928,927187],[704268,1174517],[707722,1178830],[711937,1705641],[712182,1184814],[724068,950376],[734320,961276],[734521,958457],[745163,1223235],[745468,1472967],[746217,1227849],[747703,1228487],[757452,757661],[758155,1240020],[765403,1508018],[767250,1250895],[770952,1510411],[771197,1253714],[772443,1516194],[776121,1258454],[782050,1794251],[782295,1266630],[790137,1023160],[801199,1551110],[801394,1551777],[803340,1293968],[807311,1554099],[807330,1296762],[810949,1046875],[812234,1048095],[812435,1304843],[816382,1307662],[820987,1831972],[821006,1313786],[824460,1318099],[828939,1068494],[833558,1591661],[844124,844333],[844827,1080665],[845819,1342020],[849979,1344500],[855908,1602424],[856153,1352676],[856804,1357126],[869022,1368997],[877333,1637156],[877528,1637823],[879474,1380530],[883445,1640145],[883464,1383324],[886726,1908825],[888741,1387592],[888936,1388259],[893497,1136647],[895180,1917282],[895199,1396350],[903749,1147547],[903950,1144728],[913159,1157984],[914592,1418465],[914953,1680254],[915627,1680482],[915646,1423079],[917132,1423717],[926881,927090],[927584,1435250],[936679,1446125],[940626,1448944],[944846,1194754],[949836,1720012],[950031,1720679],[953968,956222],[960841,1468509],[960933,1206625],[962736,1472630],[964845,1722554],[966860,1474398],[967055,1475065],[971616,1220952],[973299,1731011],[973318,1483156],[981687,1751776],[993948,1505538],[994981,1764559],[995655,1764787],[995674,1509885],[997160,1510523],[1005607,2027074],[1005626,1517793],[1006976,1517882],[1007650,1518110],[1007669,1260321],[1022854,1023063],[1023557,1272492],[1024549,1538396],[1028709,1540876],[1033315,1286186],[1033516,1283367],[1034883,1549052],[1035309,1807037],[1035534,1553502],[1047752,1565373],[1058204,1576906],[1071001,1841657],[1071175,1845682],[1071849,1845910],[1071868,1592408],[1076028,1077929],[1082919,1598243],[1083114,1598910],[1084336,1602536],[1087243,1848344],[1087262,1604355],[1088612,1604444],[1089286,1604672],[1089305,1346367],[1104395,1875682],[1104590,1876349],[1115400,1631267],[1117295,1635388],[1118430,1888673],[1118655,1639548],[1128669,2138629],[1128874,1646865],[1130892,1647682],[1131117,1389984],[1140239,1142493],[1147112,1663739],[1147204,1401855],[1149007,1667860],[1153131,1669628],[1153326,1670295],[1157678,1157887],[1158381,1413388],[1159373,1415623],[1180219,1700768],[1183431,1705753],[1191407,1960968],[1197329,1963380],[1197348,1717523],[1197550,1967169],[1197775,1721298],[1202568,1722666],[1208668,1726689],[1209342,1726917],[1209361,1479173],[1212974,1969200],[1213179,1732186],[1215197,1733003],[1215422,1476790],[1230356,1991214],[1230530,1995239],[1231204,1995467],[1231223,1752523],[1242274,1758358],[1242469,1759025],[1243691,1762651],[1256474,1774458],[1267855,1269756],[1274746,1790070],[1274941,1790737],[1276163,1794363],[1278878,1281132],[1280439,1796271],[1281113,1796499],[1285843,1543381],[1287646,1546117],[1307227,1823094],[1309122,1827215],[1319488,1579141],[1320857,2077303],[1324195,1841769],[1325790,2078980],[1325995,1842845],[1331787,1848011],[1337930,1852261],[1338155,1609275],[1342520,1857579],[1353779,2102927],[1359701,2105339],[1359720,1873193],[1359922,2109128],[1360147,1876968],[1364940,1878336],[1371040,1882359],[1371714,1882587],[1371733,1641931],[1392367,1404591],[1397798,1908937],[1403898,1912960],[1404572,1913188],[1408751,1410652],[1410427,1919274],[1417059,1675041],[1437504,1944629],[1437699,1945296],[1438921,1948922],[1450404,1708489],[1451815,2186794],[1453887,2188069],[1454927,1963047],[1456132,1964414],[1456783,1964510],[1462513,1969378],[1465851,1737762],[1484375,2210401],[1487713,1991326],[1489308,2212078],[1489513,1992402],[1495305,1997568],[1501448,2001818],[1501673,1769390],[1522713,1534531],[1528163,2026741],[1534306,2030991],[1539324,1798960],[1555885,1568109],[1561316,2057066],[1567416,2061089],[1568090,2061317],[1580577,1834396],[1584741,2289834],[1585731,2079158],[1586785,2079940],[1595169,2296387],[1597414,2088658],[1614573,2310022],[1617685,2105006],[1618890,2106373],[1619541,2106469],[1625271,2111337],[1628609,1893432],[1651362,2133843],[1652441,1661081],[1657743,2138807],[1685085,1696903],[1690535,2166997],[1696678,2171247],[1701696,1953519],[1714025,2383188],[1715973,2189210],[1724010,2389052],[1726054,2196678],[1736683,2205396],[1745846,2212256],[1746900,2213038],[1750224,1996849],[1757529,2221756],[1778612,2238580],[1780857,2026022],[1786996,2430240],[1789241,2247298],[1811796,1820436],[1817098,2269977],[1849704,2472871],[1851652,2297528],[1861733,2304996],[1863978,2102156],[1871643,2312438],[1881724,2319906],[1885048,2119871],[1902244,2335881],[1910281,2509578],[1912325,2343349],[1922954,2352067],[1935416,1936495],[1943800,2368427],[1982272,2396746],[2001209,2410150],[2013535,2014614],[2028434,2579896],[2030382,2431381],[2040463,2438849],[2042708,2260796],[2060454,2453759],[2063778,2278511],[2151701,2517272],[2170638,2530676],[2182964,2184043] ] cell #2277 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2278 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [615575],[627720],[644445],[690109],[727808],[730275],[746745],[748172],[757900],[758890],[786360],[796899],[823207],[840036],[844572],[858948],[864563],[868064],[869491],[870531],[897237],[899704],[909382],[910975],[924516],[927329],[928319],[938858],[942173],[950295],[958596],[961402],[979442],[982248],[987086],[988165],[992701],[1004544],[1018766],[1023302],[1029270],[1043293],[1043715],[1044927],[1046794],[1048221],[1049261],[1058939],[1059361],[1060532],[1066236],[1080789],[1083378],[1102265],[1104854],[1113155],[1115961],[1126414],[1126836],[1128048],[1136566],[1139072],[1139494],[1144867],[1147673],[1153590],[1158126],[1161467],[1165713],[1168153],[1168519],[1170261],[1173357],[1174436],[1178972],[1184574],[1184940],[1192330],[1203729],[1206481],[1220871],[1223377],[1223799],[1225591],[1228343],[1240144],[1246788],[1251034],[1253474],[1253840],[1255582],[1258063],[1259583],[1266390],[1266756],[1272616],[1275205],[1283506],[1286312],[1289508],[1289806],[1294092],[1296589],[1296681],[1304982],[1307788],[1313613],[1313705],[1318241],[1327982],[1332710],[1342159],[1344109],[1345629],[1352436],[1352802],[1354702],[1368853],[1376070],[1376368],[1380654],[1383151],[1383243],[1387082],[1387560],[1389055],[1389353],[1396177],[1396269],[1398959],[1401711],[1413512],[1415762],[1416101],[1418607],[1419086],[1419691],[1420821],[1423573],[1435374],[1446264],[1449070],[1458424],[1458722],[1468118],[1469638],[1472754],[1473888],[1474366],[1475861],[1476159],[1482983],[1483075],[1491500],[1505677],[1505892],[1506497],[1507627],[1510379],[1517620],[1517712],[1518918],[1519523],[1529086],[1538535],[1540485],[1542005],[1543237],[1546241],[1549178],[1549716],[1551078],[1565229],[1577030],[1579280],[1588270],[1588456],[1589061],[1591270],[1598211],[1599706],[1600004],[1602392],[1604182],[1604274],[1605480],[1606085],[1621182],[1621480],[1630876],[1632396],[1635512],[1635762],[1637124],[1646759],[1646906],[1648678],[1663348],[1664868],[1667984],[1669596],[1671091],[1671389],[1674897],[1700907],[1705609],[1708613],[1712373],[1717350],[1717442],[1717578],[1719980],[1722522],[1727082],[1727725],[1728330],[1732080],[1732227],[1733999],[1748385],[1748571],[1749176],[1751385],[1758326],[1759821],[1760119],[1762507],[1774503],[1790038],[1791533],[1791831],[1794219],[1796664],[1797307],[1797912],[1822703],[1824223],[1827339],[1834252],[1838803],[1841625],[1842739],[1842886],[1848052],[1853257],[1857624],[1868043],[1873020],[1873112],[1873248],[1875650],[1878192],[1882752],[1883395],[1884000],[1908793],[1913353],[1913996],[1914601],[1920270],[1944597],[1946092],[1946390],[1948778],[1951223],[1960823],[1962300],[1963088],[1964270],[1964555],[1969423],[1988360],[1991182],[1992296],[1992443],[1995632],[1997609],[2002814],[2024805],[2026782],[2031987],[2056922],[2061482],[2062125],[2062730],[2078492],[2079203],[2079981],[2086544],[2088514],[2100939],[2102782],[2105047],[2106229],[2106514],[2111382],[2118654],[2133699],[2138852],[2165061],[2167038],[2172243],[2187924],[2189255],[2195230],[2196719],[2205252],[2212301],[2213079],[2221612],[2234037],[2238621],[2245184],[2247154],[2259579],[2270022],[2277294],[2296242],[2297573],[2305037],[2312483],[2319947],[2335926],[2341901],[2343390],[2351923],[2368283],[2380708],[2396791],[2410195],[2430095],[2431426],[2438890],[2453800],[2517317],[2530721], [762991,1242733],[867660,1366101],[913483,1678305],[932420,1437963],[947706,1459478],[984798,1496228],[1026399,1796101],[1046390,1562477],[1063040,1579619],[1068988,1589827],[1133977,1654708],[1135083,1903713],[1150223,1918498],[1171069,1691458],[1182069,1702857],[1218282,1740029],[1219388,1983741],[1260815,1781654],[1261935,2021616],[1263819,1783097],[1278239,2036354],[1295198,2051842],[1310338,1828951],[1346861,1864775],[1347981,2097750],[1349865,1866218],[1381760,2125700],[1387628,2132517],[1391728,2133984],[1392861,1906251],[1424693,2161872],[1426577,1937656],[1474434,2204070],[1478534,2205537],[1479667,1986279],[1494616,2217878],[1511499,2230848],[1513383,2015775],[1518202,2237843],[1518275,2020355],[1551146,2263687],[1555246,2265154],[1556379,2054380],[1604764,2304259],[1604837,2096489],[1623868,2316273],[1637192,2327298],[1641292,2328765],[1642425,2128238],[1680574,2358972],[1680647,2160611],[1681650,2359750],[1720048,2387456],[1743368,2401746],[1751884,2406924],[1764879,2416881],[1764952,2229587],[1765955,2417659],[1808387,2446336],[1808460,2264869],[1840763,2468259],[1846002,2471590],[1846075,2294879],[1855727,2477139],[1868362,2484253],[1890023,2498354],[1890096,2328480],[1952226,2538185],[1962619,2543901],[1971383,2548215],[1976622,2551546],[1976695,2394097],[1988341,2557618],[2034457,2584164],[2068753,2605379],[2068826,2462333],[2078473,2610359],[2086863,2614171],[2140812,2641882],[2146051,2645213],[2146124,2514623],[2195211,2671198],[2245503,2694911],[2341882,2739691] ] cell #2279 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431125],[485834],[543743],[571326],[598456],[634937],[664872],[668739],[690414],[694554],[732448],[737715],[763863],[766107],[793577],[801837],[803189],[823512],[835302],[842334],[867814],[872704],[877971],[879323],[901877],[907144],[917432],[933292],[935536],[947860],[951553],[962585],[983431],[984893],[990463],[997460],[1014032],[1021064],[1046544],[1051434],[1056701],[1058053],[1066487],[1069083],[1080943],[1084636],[1095668],[1102419],[1106112],[1107930],[1117144],[1134131],[1137824],[1148856],[1169702],[1171164],[1176734],[1183731],[1192563],[1195420],[1203980],[1206576],[1218436],[1222129],[1225842],[1228438],[1240298],[1243991],[1255023],[1258314],[1260910],[1272770],[1276463],[1287495],[1294246],[1297939],[1299757],[1308971],[1321936],[1332943],[1335800],[1344360],[1346956],[1354935],[1357792],[1366352],[1368948],[1380808],[1384501],[1387793],[1390650],[1399210],[1401806],[1413666],[1417359],[1421072],[1423668],[1435528],[1439221],[1450253],[1459729],[1463592],[1468369],[1472908],[1474599],[1477456],[1485454],[1496461],[1499318],[1507878],[1510474],[1518312],[1529319],[1532176],[1540736],[1543332],[1551311],[1554168],[1562728],[1565324],[1577184],[1580877],[1590060],[1591521],[1598444],[1602487],[1604874],[1626350],[1631127],[1637357],[1640214],[1654959],[1658822],[1663599],[1668138],[1669829],[1672686],[1680684],[1691691],[1694548],[1703108],[1705704],[1719082],[1720213],[1722617],[1727119],[1731080],[1740280],[1751636],[1758559],[1764989],[1781887],[1783348],[1790271],[1794314],[1796701],[1818177],[1822954],[1829184],[1832041],[1841720],[1846112],[1848413],[1865008],[1866469],[1875883],[1882789],[1905353],[1906484],[1908888],[1913390],[1917351],[1937907],[1944830],[1951260],[1963449],[1969230],[1985381],[1986512],[1991277],[1995669],[2016026],[2020450],[2024842],[2027143],[2054613],[2061519],[2079010],[2096584],[2100976],[2105408],[2128471],[2132878],[2138659],[2160706],[2165098],[2204431],[2212108],[2229682],[2234074],[2237650],[2264048],[2294974],[2304066],[2327659],[2358779],[2387817],[2416688],[2471397],[2543257] ] cell #2280 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431107],[485816],[543725],[571308],[598438],[634919],[664854],[668580],[690396],[694536],[732430],[737556],[763845],[766089],[793559],[801678],[803171],[823494],[835284],[842175],[867796],[872686],[877812],[879305],[901859],[906985],[917273],[933274],[935518],[947842],[951394],[962567],[983413],[984816],[990304],[997301],[1014014],[1020905],[1046526],[1051416],[1056542],[1058035],[1066400],[1069006],[1080925],[1084477],[1095650],[1102401],[1105953],[1107870],[1117126],[1134113],[1137665],[1148838],[1169684],[1171087],[1176575],[1183572],[1192348],[1195360],[1203893],[1206499],[1218418],[1221970],[1225755],[1228361],[1240280],[1243832],[1255005],[1258227],[1260833],[1272752],[1276304],[1287477],[1294228],[1297780],[1299697],[1308953],[1321743],[1332728],[1335740],[1344273],[1346879],[1354720],[1357732],[1366265],[1368871],[1380790],[1384342],[1387578],[1390590],[1399123],[1401729],[1413648],[1417200],[1420985],[1423591],[1435510],[1439062],[1450235],[1459642],[1463399],[1468282],[1472890],[1474384],[1477396],[1485261],[1496246],[1499258],[1507791],[1510397],[1518119],[1529104],[1532116],[1540649],[1543255],[1551096],[1554108],[1562641],[1565247],[1577166],[1580718],[1589845],[1591434],[1598229],[1602410],[1604681],[1626157],[1631040],[1637142],[1640154],[1654872],[1658629],[1663512],[1668120],[1669614],[1672626],[1680491],[1691476],[1694488],[1703021],[1705627],[1718889],[1719998],[1722540],[1726926],[1731020],[1740193],[1751549],[1758344],[1764796],[1781672],[1783261],[1790056],[1794237],[1796508],[1817984],[1822867],[1828969],[1831981],[1841643],[1845919],[1848353],[1864793],[1866382],[1875668],[1882596],[1905160],[1906269],[1908811],[1913197],[1917291],[1937820],[1944615],[1951067],[1963389],[1969256],[1985188],[1986297],[1991200],[1995476],[2015939],[2020373],[2024649],[2027083],[2054398],[2061326],[2079036],[2096507],[2100783],[2105348],[2128256],[2132818],[2138685],[2160629],[2164905],[2204371],[2212134],[2229605],[2233881],[2237676],[2263988],[2294897],[2304092],[2327599],[2358805],[2387757],[2416714],[2471423],[2543283] ] cell #2281 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1055448],[1135492],[1219797],[1257994],[1295607],[1344040],[1382169],[1387497],[1415027],[1420752],[1468049],[1474303],[1504942],[1507558],[1540416],[1551015],[1552452],[1578545],[1591201],[1598148],[1625755],[1630807],[1637061],[1638498],[1663279],[1669533],[1681519],[1700172],[1702788],[1716457],[1719917],[1730470],[1751316],[1753028],[1758263],[1765824],[1783028],[1789975],[1817582],[1822634],[1828888],[1830325],[1839910],[1841911],[1852136],[1855596],[1866149],[1872127],[1875587],[1877576],[1886140],[1902728],[1906188],[1916741],[1937587],[1939299],[1944534],[1952095],[1961597],[1963654],[1970530],[1972531],[1982756],[1986216],[1989467],[1991468],[2001693],[2005153],[2015706],[2018640],[2020641],[2030866],[2034326],[2044879],[2050857],[2054317],[2056306],[2064870],[2077865],[2085841],[2087898],[2094774],[2096775],[2103556],[2105613],[2112489],[2114490],[2124715],[2128175],[2131026],[2133083],[2139959],[2141960],[2152185],[2155645],[2158896],[2160897],[2171122],[2174582],[2185135],[2191861],[2194603],[2197836],[2201523],[2202579],[2204636],[2210963],[2218939],[2220996],[2227872],[2229873],[2236505],[2244481],[2246538],[2253414],[2255415],[2262196],[2264253],[2271129],[2273130],[2283355],[2286815],[2292994],[2294026],[2298359],[2301318],[2302921],[2317831],[2321064],[2325807],[2327864],[2338532],[2341274],[2344507],[2348194],[2349250],[2351307],[2357634],[2365610],[2367667],[2374543],[2376544],[2386051],[2386753],[2388297],[2390799],[2393481],[2399397],[2406648],[2410981],[2415543],[2426847],[2427879],[2432212],[2435171],[2436774],[2451684],[2454917],[2459660],[2461717],[2468617],[2470963],[2472334],[2481895],[2482927],[2488316],[2492362],[2506577],[2507279],[2508823],[2511325],[2514007],[2527174],[2531507],[2536069],[2544197],[2547235],[2555690],[2556392],[2558947],[2561293],[2573257],[2575642],[2577988],[2579359],[2595341],[2599387],[2610623],[2618843],[2621189],[2623386],[2635581],[2637864],[2640902],[2652614],[2654960],[2675306],[2679005],[2687225],[2689571],[2691363],[2704126],[2719746],[2723313],[2733426],[2747498],[2760905],[2771889],[2794714],[2821476] ] cell #2282 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355965],[405053],[457071],[482062],[506616],[539971],[567481],[570865],[590924],[594684],[629709],[634476],[659001],[661100],[686642],[694093],[695509],[714152],[725366],[731987],[756222],[760879],[765646],[767062],[788349],[793116],[802728],[817641],[819740],[831401],[834841],[845631],[865622],[866994],[872243],[878862],[894795],[901416],[925651],[930308],[935075],[936491],[944371],[947040],[958684],[962124],[972914],[979530],[982970],[984842],[993760],[1010131],[1013571],[1024361],[1044352],[1045724],[1050973],[1057592],[1066130],[1069032],[1077454],[1080123],[1091767],[1095207],[1098930],[1101599],[1113243],[1116683],[1127473],[1130642],[1133311],[1144955],[1148395],[1159185],[1165801],[1169241],[1171113],[1180031],[1192512],[1203623],[1206525],[1214947],[1217616],[1225485],[1228387],[1236809],[1239478],[1251122],[1254562],[1257957],[1260859],[1269281],[1271950],[1283594],[1287034],[1290757],[1293426],[1305070],[1308510],[1319300],[1328883],[1332892],[1337680],[1342247],[1344003],[1346905],[1354884],[1365995],[1368897],[1377319],[1379988],[1387742],[1398853],[1401755],[1410177],[1412846],[1420715],[1423617],[1432039],[1434708],[1446352],[1449792],[1459372],[1460779],[1468012],[1472088],[1474548],[1496410],[1501198],[1507521],[1510423],[1525259],[1529268],[1534056],[1538623],[1540379],[1543281],[1551260],[1562371],[1565273],[1573695],[1576364],[1590009],[1591164],[1593646],[1598393],[1602436],[1611821],[1623537],[1630770],[1637306],[1654602],[1656009],[1663242],[1667318],[1669778],[1691640],[1696428],[1702751],[1705653],[1715504],[1720162],[1722566],[1739923],[1741330],[1751279],[1758508],[1781836],[1782991],[1785473],[1790220],[1794263],[1815364],[1822597],[1829133],[1841669],[1847836],[1864957],[1866112],[1871174],[1875832],[1897000],[1901775],[1906433],[1908837],[1937550],[1944779],[1962872],[1981803],[1986461],[1991226],[2015669],[2020399],[2026566],[2049904],[2054562],[2096533],[2104831],[2123762],[2128420],[2132301],[2160655],[2193733],[2203854],[2229631],[2263471],[2294923],[2327082],[2387240],[2467484] ] cell #2283 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [590799],[658876],[685281],[685546],[714027],[756032],[778449],[778714],[792064],[817516],[818644],[831211],[852307],[852572],[866979],[889573],[891337],[892709],[920408],[920673],[925461],[934023],[947025],[958494],[967692],[969456],[970828],[979340],[984857],[1000436],[1000701],[1008501],[1009941],[1011479],[1039130],[1040894],[1042266],[1045709],[1066115],[1069047],[1080108],[1090137],[1091577],[1093115],[1101584],[1107058],[1107323],[1113053],[1122251],[1124015],[1125387],[1130412],[1133296],[1144765],[1157099],[1164171],[1165346],[1165611],[1167149],[1171128],[1192527],[1201412],[1203608],[1206540],[1214717],[1217601],[1224854],[1225470],[1227074],[1228402],[1233954],[1239463],[1243371],[1245202],[1249492],[1250667],[1250932],[1252470],[1257942],[1260874],[1271935],[1283404],[1284942],[1290527],[1293411],[1293694],[1304880],[1317214],[1323540],[1330700],[1332907],[1337450],[1341792],[1342057],[1343988],[1346920],[1353477],[1354260],[1354899],[1355501],[1365980],[1367584],[1368912],[1372282],[1374464],[1377089],[1379973],[1380256],[1387757],[1398838],[1401770],[1409947],[1412831],[1420700],[1421892],[1423632],[1434693],[1438601],[1440432],[1445897],[1446162],[1447700],[1453585],[1454368],[1459357],[1460549],[1465196],[1467997],[1470721],[1472073],[1472356],[1474563],[1484079],[1484176],[1486025],[1495786],[1496425],[1496586],[1497027],[1500968],[1507506],[1508698],[1510438],[1529283],[1533826],[1538168],[1538433],[1540364],[1543296],[1551275],[1562356],[1563960],[1565288],[1568658],[1570840],[1573465],[1576349],[1576632],[1580257],[1584445],[1584542],[1587266],[1590024],[1590185],[1591149],[1593631],[1594867],[1595650],[1598408],[1600116],[1601831],[1602451],[1614399],[1623307],[1625072],[1626921],[1630755],[1637321],[1654587],[1655779],[1660426],[1663227],[1665951],[1667303],[1667586],[1669793],[1678943],[1691016],[1691655],[1691816],[1692257],[1696198],[1702736],[1703928],[1705668],[1709038],[1713851],[1715489],[1715774],[1720177],[1722232],[1722581],[1723714],[1723811],[1726535],[1728769],[1739908],[1741100],[1747381],[1751264],[1753038],[1758523],[1761946],[1779093],[1781851],[1782012],[1782976],[1785458],[1786694],[1787477],[1790235],[1791943],[1793658],[1794278],[1803830],[1805182],[1815134],[1816899],[1818748],[1822582],[1829148],[1829309],[1841335],[1841684],[1841921],[1847879],[1848067],[1849530],[1851453],[1862214],[1864972],[1865133],[1866097],[1871159],[1871444],[1875847],[1882205],[1896770],[1901760],[1902045],[1906448],[1906609],[1908503],[1908852],[1909985],[1910082],[1912806],[1915040],[1919171],[1925656],[1927371],[1933652],[1937535],[1939309],[1944794],[1948217],[1962915],[1963103],[1969274],[1972541],[1981788],[1982073],[1986476],[1986637],[1990892],[1991241],[1991478],[2001010],[2011771],[2015654],[2020065],[2020414],[2020651],[2022289],[2026609],[2026797],[2028260],[2030183],[2036641],[2040944],[2043178],[2049889],[2050174],[2054577],[2054738],[2060935],[2075500],[2079054],[2093329],[2096199],[2096548],[2096785],[2098423],[2104874],[2105062],[2114500],[2123747],[2124032],[2128435],[2128596],[2132344],[2132532],[2134271],[2138703],[2141970],[2148116],[2151502],[2160321],[2160670],[2160907],[2162545],[2170439],[2181200],[2193718],[2200840],[2203897],[2204085],[2205824],[2212152],[2229297],[2229646],[2229883],[2231521],[2237694],[2239424],[2251969],[2255425],[2263514],[2263702],[2265441],[2273140],[2282672],[2294589],[2294938],[2295525],[2301328],[2304110],[2305840],[2316946],[2327125],[2327313],[2329052],[2347511],[2358823],[2360553],[2376554],[2384077],[2387283],[2387471],[2388307],[2407211],[2416732],[2418462],[2429378],[2435181],[2467527],[2468627],[2471441],[2472077],[2485640],[2489034],[2508833],[2543301],[2543940],[2558957],[2579102],[2609955],[2623129] ] cell #2284 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [515255],[575413],[639024],[669066],[698641],[738042],[770194],[774392],[797664],[802164],[842661],[848250],[875929],[878298],[907471],[916351],[917759],[939623],[951880],[959112],[985721],[990790],[996379],[997787],[1021391],[1026980],[1037855],[1054659],[1057028],[1069911],[1073679],[1084963],[1106439],[1107986],[1113671],[1120976],[1138151],[1145383],[1171992],[1177061],[1182650],[1184058],[1192912],[1195476],[1207404],[1211172],[1222456],[1229266],[1233034],[1234936],[1244318],[1261738],[1265506],[1276790],[1298266],[1299813],[1305498],[1312803],[1321992],[1324784],[1333292],[1335856],[1347784],[1351552],[1355284],[1357848],[1369776],[1373544],[1384828],[1388142],[1390706],[1402634],[1406402],[1417686],[1424496],[1428264],[1430166],[1439548],[1452886],[1463648],[1466440],[1474948],[1477512],[1485510],[1488302],[1496810],[1499374],[1511302],[1515070],[1518368],[1521160],[1529668],[1532232],[1544160],[1547928],[1551660],[1554224],[1566152],[1569920],[1581204],[1590409],[1594168],[1598793],[1603315],[1604930],[1607722],[1615644],[1626406],[1629198],[1637706],[1640270],[1648116],[1658878],[1661670],[1670178],[1672742],[1680740],[1683532],[1692040],[1694604],[1706532],[1710300],[1719138],[1720562],[1727175],[1731136],[1733437],[1754283],[1758908],[1765045],[1767837],[1782236],[1785995],[1790620],[1795142],[1796757],[1799549],[1807471],[1818233],[1821025],[1829533],[1832097],[1845086],[1846168],[1848469],[1852695],[1856530],[1865357],[1876232],[1882845],[1889107],[1905409],[1906833],[1913446],[1917407],[1919708],[1940554],[1945179],[1951316],[1954108],[1963505],[1967603],[1969782],[1985437],[1986861],[1995725],[2002252],[2023816],[2024898],[2027199],[2031425],[2035260],[2054962],[2061575],[2067837],[2079562],[2084956],[2099950],[2101032],[2105464],[2109562],[2128820],[2132934],[2137032],[2139211],[2165154],[2171681],[2188445],[2204487],[2208585],[2212660],[2234130],[2238202],[2243596],[2264104],[2268202],[2304618],[2311673],[2327715],[2331813],[2335116],[2359331],[2387873],[2395981],[2417240],[2445526],[2471949],[2497544],[2546632],[2610074] ] cell #2285 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [709393],[779364],[853222],[887529],[921323],[965648],[1001351],[1006128],[1031952],[1037086],[1081707],[1087764],[1117653],[1120207],[1151919],[1161798],[1163275],[1187622],[1200447],[1207820],[1235808],[1241062],[1247119],[1248596],[1273534],[1279591],[1291307],[1309480],[1312034],[1325656],[1329433],[1340827],[1362819],[1364484],[1370192],[1377869],[1395677],[1403050],[1431038],[1436292],[1442349],[1443826],[1453264],[1455676],[1467312],[1471089],[1482483],[1489174],[1492951],[1494958],[1504345],[1522032],[1525809],[1537203],[1559195],[1560860],[1566568],[1574245],[1583867],[1586438],[1594546],[1596958],[1608594],[1612371],[1616022],[1618434],[1630070],[1633847],[1645241],[1648494],[1650906],[1662542],[1666319],[1677713],[1684404],[1688181],[1690188],[1699575],[1713220],[1723136],[1725707],[1733815],[1736227],[1743982],[1746553],[1754661],[1757073],[1768709],[1772486],[1775694],[1778265],[1786373],[1788785],[1800421],[1804198],[1807849],[1810261],[1821897],[1825674],[1837068],[1845464],[1848899],[1853073],[1857402],[1858815],[1861386],[1868890],[1878806],[1881377],[1889485],[1891897],[1899491],[1909407],[1911978],[1920086],[1922498],[1930253],[1932824],[1940932],[1943344],[1954980],[1958757],[1966676],[1967981],[1973789],[1977456],[1979519],[1998456],[2002630],[2008372],[2010943],[2024194],[2027629],[2031803],[2036132],[2037545],[2040116],[2047620],[2057536],[2060107],[2068215],[2070627],[2082478],[2083427],[2085466],[2089041],[2092501],[2100328],[2109940],[2115748],[2121478],[2136105],[2137410],[2143218],[2146885],[2148948],[2167885],[2172059],[2177801],[2180372],[2188955],[2192379],[2194262],[2207658],[2208963],[2216525],[2222139],[2241118],[2242067],[2244106],[2247681],[2251141],[2268580],[2274388],[2280118],[2290608],[2295083],[2307534],[2308483],[2312183],[2315607],[2332191],[2335626],[2339050],[2340933],[2363196],[2368810],[2383635],[2396491],[2399915],[2403230],[2421105],[2424461],[2428936],[2446036],[2449460],[2479509],[2485198],[2498054],[2501478],[2504161],[2523756],[2547142],[2553274],[2569839],[2592223],[2613272],[2632463],[2670335],[2717588] ] cell #2286 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [827238],[840439],[859351],[911490],[954521],[957107],[975367],[976847],[987489],[988568],[1019169],[1031067],[1061047],[1078964],[1083781],[1099320],[1105257],[1109080],[1110560],[1111666],[1140792],[1143378],[1153993],[1155780],[1170776],[1173760],[1174839],[1186737],[1190680],[1198810],[1207295],[1210246],[1229157],[1232108],[1237199],[1238319],[1243136],[1256097],[1270791],[1275608],[1282017],[1297084],[1297573],[1298915],[1300907],[1302387],[1303493],[1314108],[1314597],[1315895],[1322096],[1336529],[1339190],[1358521],[1361182],[1369667],[1372618],[1383646],[1384135],[1385477],[1394040],[1396672],[1397161],[1402525],[1405476],[1411687],[1416504],[1420114],[1424387],[1426956],[1427338],[1429237],[1432429],[1433549],[1438366],[1444393],[1444775],[1452917],[1463752],[1466471],[1480846],[1483478],[1483967],[1485614],[1488333],[1500047],[1506920],[1511193],[1513762],[1514144],[1516043],[1518472],[1519946],[1526747],[1527129],[1532905],[1535566],[1544051],[1547002],[1550383],[1550689],[1554897],[1557464],[1557558],[1566043],[1568994],[1575111],[1575205],[1580022],[1589484],[1594199],[1603206],[1605034],[1606508],[1613309],[1613691],[1615675],[1629229],[1636429],[1636735],[1640943],[1643510],[1643604],[1647533],[1648147],[1649345],[1649651],[1656305],[1656399],[1658982],[1661701],[1673415],[1675711],[1676076],[1678708],[1679255],[1679784],[1680844],[1683563],[1695277],[1706423],[1709374],[1718245],[1718551],[1727279],[1728753],[1731809],[1732854],[1733468],[1734666],[1734972],[1741626],[1741720],[1749599],[1763321],[1763560],[1764089],[1765149],[1767868],[1775045],[1775139],[1776218],[1776747],[1786026],[1795033],[1796861],[1798335],[1799580],[1802497],[1805518],[1806110],[1807502],[1821056],[1832770],[1835066],[1843513],[1843693],[1844222],[1846272],[1852726],[1853924],[1854230],[1856561],[1858166],[1858260],[1859339],[1859868],[1873915],[1874221],[1882949],[1884423],[1887479],[1887746],[1889138],[1898356],[1898471],[1900006],[1913550],[1915024],[1918080],[1919739],[1920937],[1921243],[1924653],[1949592],[1954139],[1957056],[1960881],[1965097],[1965191],[1965312],[1967634],[1969813],[1973836],[1974313],[1974842],[1978384],[1978499],[1980034],[1993070],[1993250],[1993779],[1995829],[2002283],[2003481],[2003787],[2006118],[2017384],[2031456],[2032654],[2032960],[2035291],[2037592],[2038069],[2038598],[2061679],[2063153],[2066209],[2072782],[2077238],[2079593],[2080481],[2080596],[2085125],[2089556],[2093518],[2102840],[2107056],[2107150],[2107271],[2109593],[2111772],[2115795],[2116272],[2116801],[2139242],[2143265],[2143742],[2144271],[2149463],[2171712],[2172910],[2173216],[2175547],[2177848],[2186839],[2187982],[2188614],[2189645],[2189817],[2193976],[2210336],[2212691],[2213579],[2213694],[2216572],[2218223],[2222654],[2242114],[2243765],[2248196],[2270412],[2274435],[2274912],[2275441],[2289769],[2290322],[2290935],[2296300],[2297963],[2308530],[2310067],[2311842],[2312873],[2313045],[2317204],[2323440],[2336316],[2340647],[2363243],[2364894],[2369325],[2383233],[2384239],[2388987],[2390153],[2397181],[2402944],[2403557],[2410585],[2421152],[2424788],[2430153],[2431816],[2442383],[2451057],[2457293],[2472916],[2473922],[2479836],[2485802],[2491716],[2504765],[2509513],[2510679],[2517707],[2531111],[2541678],[2553878],[2564252],[2579941],[2580947],[2586861],[2598741],[2647545],[2657919], [993229,1502708],[1108659,1626510],[1158654,1927991],[1179500,1697938],[1196149,1719242],[1234967,1754314],[1279010,2036990],[1300486,1818337],[1318769,1835431],[1324815,1845117],[1391379,1905513],[1392499,2134620],[1408335,2147928],[1430197,1940585],[1441768,1951420],[1478185,1985541],[1479305,2206173],[1521191,2023847],[1522297,2239236],[1524108,2025002],[1538840,2252158],[1556017,2265790],[1571853,2067868],[1607753,2099981],[1608859,2305652],[1610670,2101136],[1642063,2329401],[1650083,2335285],[1651957,2336488],[1653061,2137063],[1684669,2360365],[1686480,2165258],[1735404,2396150],[1737278,2397353],[1738382,2208616],[1752655,2407560],[1768974,2418274],[1770785,2234234],[1775741,2238233],[1777502,2424175],[1809438,2445695],[1811312,2446898],[1812416,2268233],[1858862,2304649],[1860623,2479223],[1876552,2488846],[1891074,2497713],[1892948,2498916],[1894052,2331844],[1930300,2359362],[1932061,2523470],[1933097,2524083],[1968530,2546801],[1988750,2557857],[1996365,2561771],[2008419,2417271],[2010180,2569553],[2011216,2570166],[2048616,2446726],[2050317,2592827],[2078882,2610598],[2083474,2471980],[2084245,2612986],[2092774,2617071],[2103153,2622490],[2122474,2498744],[2124175,2633067],[2180645,2663833],[2188295,2668440],[2195620,2671437],[2200212,2551936],[2200983,2673825],[2210324,2678337],[2251414,2697811],[2281114,2605769],[2282815,2713807],[2289757,2717755],[2296613,2720291],[2342291,2739930],[2346883,2645603],[2347654,2742318],[2388975,2761217],[2430466,2777420],[2509501,2808017] ] cell #2287 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [27887,503994],[36269,564859],[40345,595527],[46243,632262],[51392,661943],[56746,505317],[59041,711530],[63557,730744],[64406,735176],[70356,763432],[70967,566182],[75839,790902],[77471,421710],[80988,820583],[86420,840305],[86549,840864],[87572,632797],[94244,871000],[95093,875432],[95387,476758],[98071,331380],[101163,900173],[102012,904605],[103873,913924],[107962,932861],[108573,712853],[112537,529383],[113981,728636],[115036,956786],[115171,956951],[118016,377463],[122875,982717],[124667,988434],[124796,988993],[125819,763967],[133220,1019035],[133349,1019594],[134372,791437],[135930,1029739],[136779,1034171],[141044,1049730],[141893,1054162],[142187,431229],[143754,1063481],[146171,616403],[148943,837887],[150356,1078949],[151750,456483],[159293,650512],[159675,1105123],[159804,1105682],[160737,868892],[161792,1111345],[161927,1111510],[169666,485938],[171110,898065],[172165,1143057],[172300,1143222],[175145,340899],[175527,1153859],[175656,1154418],[176218,1156526],[176679,690518],[180004,1168988],[181796,1174705],[181925,1175264],[182948,933396],[184506,1185409],[185355,1189841],[185479,942008],[187916,717622],[188695,951123],[191344,954506],[193387,543189],[198966,543847],[202306,747573],[203837,1231787],[203972,1231952],[205078,986016],[206491,1238304],[207885,566893],[211954,1254309],[214664,571435],[217157,1267225],[217436,1016617],[218849,1270776],[220243,404465],[221687,793686],[222742,1281696],[222877,1281861],[223621,1284114],[223750,417253],[227786,598560],[228168,1296950],[228297,1297509],[229230,1047622],[230285,1303172],[230420,1303337],[232732,1057339],[233647,1313974],[233776,1314533],[234338,1316641],[234799,823616],[235017,825817],[237713,827223],[238424,1072432],[243804,456606],[244583,1084206],[249275,635046],[251768,1353271],[252300,1355075],[254178,857878],[254957,859776],[256144,1361167],[257606,1109065],[259649,664318],[265228,664976],[265610,1383512],[265739,1384071],[268656,668593],[269435,1137394],[269988,901986],[270604,1138462],[271660,1396538],[271789,1397097],[272084,1140777],[274127,485280],[276899,906998],[278312,1411672],[279209,499332],[279344,1414117],[279706,343576],[283046,694663],[284577,1427017],[284712,1427182],[285539,1429983],[285818,1172287],[287231,1433534],[288625,506028],[289772,1182742],[290069,935645],[290199,938576],[291124,1444454],[291259,1444619],[292003,1446872],[292132,518816],[295406,1192703],[296729,1198795],[303516,1209925],[308896,737569],[309675,1221699],[310228,732557],[310844,1222767],[311900,1483344],[312029,1483903],[312591,1485599],[314685,975352],[315396,976526],[317360,754838],[320776,567016],[321555,987914],[323733,569173],[326247,766216],[327778,1513823],[327913,1513988],[328740,1516789],[330380,1518875],[332091,1264259],[332723,1020918],[333205,1265598],[333502,1014141],[333632,1025516],[334707,1526808],[334842,1526973],[337471,404588],[338250,1276033],[341022,415921],[342942,413920],[345967,1551451],[347845,801691],[348624,803298],[349177,1051543],[349793,1298577],[349811,1557543],[350849,1560056],[350978,600761],[351273,1300892],[353316,597902],[355877,1059521],[355889,1311721],[356088,1056555],[357501,1575190],[358398,611954],[358533,1577635],[358895,433906],[362379,1322081],[367613,835411],[370064,1333083],[371387,1339175],[376463,1605437],[378174,1350305],[378806,842188],[379288,1351644],[379585,1095777],[379715,846786],[380790,1613370],[380925,1613535],[383468,859217],[384791,1099305],[386845,650635],[389085,660254],[391578,1110239],[393542,876157],[395080,1637497],[396958,877825],[397737,879432],[398290,872813],[398906,1385139],[398924,1643589],[399962,1646102],[400091,667177],[400868,1647594],[401566,1390378],[401852,1648601],[402431,1387933],[403754,1394025],[404965,1149334],[404977,1395364],[405176,1137678],[406745,1656384],[410541,1405155],[416700,1416929],[419616,1680829],[420710,1681247],[422421,917286],[423053,1176588],[423535,1428356],[423832,1169811],[423962,697594],[424385,698869],[425037,701026],[425172,1689345],[427801,506151],[428580,1174185],[430758,508308],[430971,1185549],[431352,517484],[433272,515483],[440513,723530],[441911,1720353],[443945,951407],[446764,1463737],[451998,962694],[452886,1732915],[453584,1477184],[453870,1733922],[454449,1474739],[455772,1480831],[456983,963063],[456995,1482170],[457194,1221983],[458763,1741705],[461674,976691],[461797,748641],[466908,983540],[467191,764609],[469359,987355],[470682,1237184],[472736,764090],[474664,1765134],[475758,1765552],[477469,997314],[478101,990317],[478583,1515162],[478880,1255132],[479010,769147],[479433,770422],[480085,772579],[480220,1773650],[481003,1268249],[481216,1775124],[481493,1775279],[481926,1520827],[482190,1258240],[482905,1518457],[485680,1277241],[486061,577798],[488139,575641],[490590,1529459],[491913,1535551],[498700,1546681],[500111,1287604],[502431,802475],[503129,1553896],[503415,1807956],[506528,804657],[506540,1558882],[506739,1297793],[507371,598683],[509611,593838],[512104,1302066],[514068,1054887],[518263,1058162],[522706,1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] cell #2288 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [39165],[53245],[65821],[72469],[78592],[88470],[96508],[97654],[103427],[104592],[115946],[117599],[123143],[126717],[135270],[137535],[138030],[143308],[148277],[151333],[156802],[162702],[164355],[164850],[173075],[174728],[178111],[180272],[183846],[187600],[190456],[195493],[200119],[204412],[207468],[210061],[212222],[216770],[219826],[225295],[226069],[231195],[232848],[233343],[236631],[236858],[243488],[246344],[251381],[251869],[253862],[256718],[261755],[262737],[263511],[268340],[271196],[276233],[280859],[285152],[288208],[290801],[294289],[294975],[298467],[301723],[301950],[305791],[308580],[311436],[313603],[313830],[320460],[323316],[324060],[328353],[330298],[330525],[337155],[340011],[345048],[345536],[347529],[350385],[355422],[357178],[361150],[365268],[368947],[369633],[371016],[373125],[373757],[376381],[376608],[382351],[383037],[386529],[389785],[390012],[393853],[394649],[396642],[399498],[401314],[402000],[408748],[408975],[412816],[415605],[418461],[420628],[420855],[427485],[430341],[435378],[437368],[441480],[442863],[445535],[447357],[449426],[449653],[450364],[451535],[453332],[454018],[460445],[464563],[468242],[468928],[470311],[472420],[475676],[475903],[481676],[489473],[490159],[491542],[493651],[494283],[496907],[497134],[500975],[502877],[503563],[510311],[510538],[514379],[517168],[520024],[522247],[527731],[529012],[530587],[531418],[533022],[534844],[535530],[536318],[537140],[539585],[547778],[551890],[553273],[555945],[557767],[559836],[560063],[561945],[563742],[564428],[576716],[579388],[581210],[583279],[583506],[584217],[585388],[587185],[587871],[589254],[591995],[594298],[602095],[602781],[604164],[606273],[609529],[609756],[613597],[618289],[621714],[622674],[624794],[624963],[625661],[629323],[631831],[640327],[643376],[648860],[650141],[652547],[654151],[655973],[656659],[658269],[660714],[674402],[675683],[677258],[678089],[679693],[681515],[682201],[682989],[683811],[686256],[688078],[691085],[692256],[699944],[702616],[704438],[706507],[706734],[708616],[710413],[711099],[712482],[720341],[720510],[724306],[724980],[726789],[727414],[743378],[744659],[749459],[752884],[753844],[756133],[756831],[760493],[771497],[776929],[780354],[781314],[782595],[783434],[783603],[784301],[787963],[790471],[792641],[795076],[798372],[799194],[807500],[808781],[811187],[812791],[814613],[815299],[816909],[819354],[821176],[825354],[829554],[830179],[831312],[834129],[836747],[850787],[854212],[855172],[856453],[860597],[860766],[865236],[883634],[884915],[889770],[889939],[891914],[893735],[894409],[895369],[896218],[896843],[906456],[906625],[918888],[922313],[923273],[925562],[926260],[929922],[937035],[941153],[945900],[967889],[968058],[970033],[971854],[972528],[973488],[977683],[978308],[998916],[1002341],[1003301],[1005796],[1008284],[1008909],[1010042],[1010952],[1011121],[1012859],[1014601],[1015477],[1039327],[1039496],[1041471],[1043966],[1056182],[1075176],[1087432],[1089920],[1090545],[1091678],[1092588],[1092757],[1094495],[1096237],[1100459],[1122448],[1122617],[1124592],[1127087],[1129701],[1132171],[1136226],[1163954],[1164579],[1166622],[1166791],[1197518],[1201609],[1201778],[1214006],[1216476],[1220531],[1234531],[1249275],[1249900],[1251943],[1252112],[1256335],[1292286],[1296341],[1326822],[1330483],[1331108],[1342381],[1359890],[1363981],[1364150],[1378848],[1382903],[1452415],[1456644],[1461188],[1490340],[1582853],[1583331],[1619402] ] cell #2289 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2290 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2291 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [28873],[37798],[47465],[52523],[57357],[65099],[71578],[72366],[77061],[77870],[87045],[88367],[95187],[95786],[102705],[104489],[104913],[109184],[113271],[115843],[123722],[125292],[126614],[127038],[133845],[135167],[137927],[141987],[142586],[146757],[148174],[152484],[160027],[160432],[162599],[164747],[170400],[172972],[180851],[182421],[183743],[184167],[186933],[188390],[193973],[195390],[199700],[202892],[204309],[204886],[208619],[215250],[216667],[220977],[228520],[228925],[231092],[233240],[236319],[238232],[242821],[244278],[249861],[251278],[253195],[254652],[260235],[261652],[265962],[267673],[269130],[274713],[276130],[280440],[283632],[285049],[285626],[289359],[294374],[301411],[303324],[307913],[309370],[313291],[315204],[319793],[321250],[326833],[328250],[329986],[331899],[336488],[337945],[343528],[344945],[346862],[348319],[353902],[355319],[359629],[366483],[369032],[372458],[374806],[376069],[377982],[382436],[389473],[391386],[395975],[397432],[401399],[408436],[410349],[414938],[416395],[420316],[422229],[426818],[428275],[433858],[435275],[442551],[443594],[449114],[451693],[453417],[468327],[471753],[475364],[477277],[487009],[489558],[492984],[495332],[496595],[498508],[502962],[509999],[511912],[516501],[517958],[527816],[528700],[530766],[534929],[537803],[544918],[554004],[559524],[563827],[576404],[577447],[582967],[585546],[587270],[602180],[605606],[609217],[611130],[618468],[622759],[624983],[640015],[641058],[649829],[656058],[674487],[675371],[677437],[681600],[684474],[700675],[706195],[710498],[720530],[726653],[743463],[744347],[749638],[753929],[772228],[777108],[781399],[783623],[808469],[814698],[829418],[850966],[855257],[860786],[884603],[889959],[896082],[919067],[923358],[968078],[977547],[999095],[1003386],[1008148],[1039516],[1075355],[1089784],[1122637],[1163818],[1201798],[1249139],[1330347],[1452279] ] cell #2292 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2293 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2294 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2295 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [56037],[70404],[76143],[81384],[93327],[99080],[102285],[108010],[108266],[111955],[119025],[123375],[130669],[131091],[134766],[138961],[140127],[142166],[146410],[151168],[155060],[155482],[158711],[160393],[165781],[168541],[169084],[169240],[169645],[179245],[179667],[180504],[186654],[188351],[193626],[197841],[198384],[198540],[198945],[202545],[204735],[207303],[211195],[211617],[213539],[214557],[214903],[219661],[223975],[226661],[227204],[227360],[227765],[228886],[236280],[242542],[244239],[248150],[249168],[249514],[252916],[253905],[254613],[257114],[259888],[261498],[262078],[264103],[264646],[264802],[265207],[267394],[269091],[274366],[279124],[279685],[281921],[282939],[283285],[283473],[288043],[292357],[299989],[301372],[304355],[306450],[307634],[309331],[312882],[313252],[313775],[318083],[319514],[320503],[321211],[322823],[323712],[325122],[326140],[326486],[326674],[329947],[336209],[337906],[341817],[343181],[346583],[347420],[348280],[348517],[353555],[355165],[355745],[358313],[358874],[362670],[366204],[367041],[367506],[372179],[373800],[374459],[374647],[376030],[381440],[382026],[382955],[388904],[389064],[389434],[389957],[392417],[395696],[396533],[397393],[397630],[408397],[411380],[413475],[414659],[416356],[420277],[426539],[427528],[428236],[429848],[430737],[432147],[433511],[433699],[435121],[438091],[438677],[440332],[440492],[442512],[443315],[445211],[447055],[449075],[450309],[451426],[451654],[451891],[459361],[459447],[466336],[467331],[468846],[471474],[475325],[486730],[487567],[492705],[494326],[494985],[495173],[496556],[501634],[509430],[509590],[509960],[510483],[512943],[516222],[517059],[517919],[518156],[519531],[522905],[522991],[524655],[525028],[528661],[530467],[530727],[532141],[532727],[534542],[536236],[544639],[545476],[546272],[550902],[553725],[554947],[559485],[561836],[574185],[574345],[576365],[577168],[579064],[580908],[582928],[584162],[585279],[585507],[585744],[592038],[592697],[600189],[601184],[602699],[605327],[608648],[609178],[616574],[618169],[618429],[618796],[624180],[624644],[626319],[626405],[628442],[637796],[637956],[639976],[640779],[645784],[646157],[649790],[655671],[666605],[671326],[671699],[673940],[675332],[677138],[677398],[678812],[679398],[681213],[682907],[685932],[691030],[692147],[697573],[700396],[701618],[706156],[708507],[719727],[720191],[726627],[728807],[731029],[740302],[740675],[742916],[744308],[749339],[749599],[749966],[759612],[769126],[771949],[776809],[777069],[777436],[779100],[782820],[783284],[784959],[785045],[787082],[792521],[796596],[798290],[804424],[804797],[807038],[808430],[814311],[825245],[829392],[846765],[850667],[850927],[851294],[852958],[859983],[860447],[871285],[880558],[880931],[883172],[884564],[889156],[889620],[891794],[896056],[898236],[900458],[906306],[910104],[918768],[919028],[919395],[921059],[929041],[938555],[953150],[963203],[967275],[967739],[969913],[977521],[998796],[999056],[999423],[1001087],[1008122],[1010802],[1025495],[1030024],[1038713],[1039177],[1041351],[1050015],[1059661],[1075056],[1075316],[1076562],[1085559],[1089758],[1092438],[1107709],[1121834],[1122298],[1124472],[1149474],[1163792],[1166472],[1185694],[1195288],[1200995],[1201459],[1202969],[1234411],[1249113],[1251793],[1268389],[1277386],[1321292],[1324596],[1330321],[1331369],[1357660],[1363831],[1398199],[1452253],[1454509],[1488114],[1527745],[1582742],[1617267] ] cell #2296 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [28875],[37800],[47467],[52525],[57359],[65101],[71580],[72370],[77063],[77872],[87047],[88371],[95189],[95788],[102707],[104493],[104915],[109186],[113273],[115847],[123724],[125294],[126618],[127040],[133847],[135171],[137931],[141989],[142588],[146759],[148178],[152486],[160029],[160435],[162603],[164751],[170402],[172976],[180853],[182423],[183747],[184169],[186937],[188393],[193975],[195394],[199702],[202894],[204313],[204887],[208621],[215252],[216671],[220979],[228522],[228928],[231096],[233244],[236322],[238233],[242825],[244281],[249863],[251282],[253199],[254655],[260237],[261656],[265964],[267677],[269133],[274715],[276134],[280442],[283634],[285053],[285627],[289361],[294375],[301414],[303325],[307917],[309373],[313294],[315205],[319797],[321253],[326835],[328254],[329989],[331900],[336492],[337948],[343530],[344949],[346866],[348322],[353904],[355323],[359631],[366487],[369033],[372462],[374808],[376072],[377983],[382437],[389476],[391387],[395979],[397435],[401400],[408439],[410350],[414942],[416398],[420319],[422230],[426822],[428278],[433860],[435279],[442554],[443598],[449117],[451696],[453418],[468328],[471757],[475367],[477278],[487013],[489559],[492988],[495334],[496598],[498509],[502963],[510002],[511913],[516505],[517961],[527817],[528703],[530769],[534930],[537804],[544922],[554008],[559527],[563828],[576407],[577451],[582970],[585549],[587271],[602181],[605610],[609220],[611131],[618471],[622760],[624984],[640018],[641062],[649832],[656059],[674488],[675374],[677440],[681601],[684475],[700679],[706198],[710499],[720531],[726654],[743464],[744350],[749641],[753930],[772232],[777111],[781400],[783624],[808472],[814699],[829419],[850969],[855258],[860787],[884606],[889960],[896083],[919070],[923359],[968079],[977548],[999098],[1003387],[1008149],[1039517],[1075358],[1089785],[1122638],[1163819],[1201799],[1249140],[1330348],[1452280] ] cell #2297 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [244680],[255054],[261774],[303298],[315178],[321652],[323227],[338347],[345067],[355441],[368153],[371138],[381458],[381557],[384542],[388837],[391360],[410323],[416797],[418372],[428677],[430252],[435397],[438109],[438208],[439138],[440265],[444688],[459598],[467448],[470433],[488679],[491664],[495959],[498482],[509363],[511886],[519935],[523142],[524132],[525145],[530075],[532159],[532258],[534315],[549548],[550675],[555098],[572991],[574118],[574980],[578541],[586391],[589376],[601301],[604286],[608581],[617777],[618947],[626556],[628559],[636602],[637729],[638591],[645261],[646274],[655444],[670803],[671816],[672746],[673873],[676746],[678830],[678929],[680986],[685409],[696219],[697346],[698208],[701769],[731180],[739779],[740792],[741722],[742849],[748947],[750117],[759729],[762648],[767772],[768899],[769761],[776417],[777587],[778577],[785196],[787199],[796369],[803901],[804914],[805844],[806971],[814084],[836037],[846538],[850275],[851445],[852435],[866529],[871436],[880035],[881048],[881978],[883105],[900609],[910221],[912278],[918376],[919546],[920536],[929158],[932077],[938328],[944583],[952627],[958748],[963320],[979594],[984166],[994667],[998404],[999574],[1000564],[1025268],[1030175],[1050166],[1059778],[1061835],[1062697],[1065927],[1066595],[1074664],[1077666],[1080062],[1085710],[1099142],[1101538],[1107186],[1113307],[1145019],[1149591],[1160092],[1180938],[1185845],[1191953],[1192044],[1192295],[1203420],[1204088],[1206446],[1225282],[1225950],[1228308],[1239417],[1269493],[1271889],[1277537],[1283658],[1305134],[1320602],[1321467],[1332424],[1332675],[1354416],[1354667],[1368818],[1398650],[1399318],[1401676],[1412785],[1434647],[1451596],[1463123],[1484985],[1528800],[1529051],[1543202],[1565194],[1658353], 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] cell #2298 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2299 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2300 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [208433],[257499],[257841],[280254],[289173],[296622],[296964],[318490],[341134],[351166],[351508],[359443],[361484],[363681],[371280],[371622],[384684],[385026],[403647],[403989],[404700],[413635],[425515],[431464],[437219],[445869],[448066],[455665],[456007],[456718],[460779],[462976],[470575],[470917],[482010],[484207],[484995],[486173],[491806],[492148],[495463],[505210],[505552],[506263],[515198],[531269],[539919],[542116],[542904],[544082],[547629],[556279],[558476],[561153],[566075],[566417],[567128],[571072],[571140],[574484],[575356],[579722],[581919],[589518],[589860],[594632],[596829],[597617],[598795],[604428],[604770],[622048],[629657],[632690],[633032],[634683],[634751],[638095],[638967],[650747],[652398],[657470],[661048],[663245],[664033],[665211],[668859],[668941],[677940],[686590],[688787],[690753],[694300],[694368],[697712],[698584],[702950],[705147],[707824],[712746],[713088],[724157],[725314],[727555],[731762],[732194],[735616],[737835],[737917],[750699],[754553],[755987],[760827],[764202],[765853],[765921],[769265],[770137],[780688],[788297],[791330],[791672],[793323],[797607],[801957],[802039],[803003],[811038],[816110],[819688],[821885],[823851],[824562],[830320],[831166],[835048],[835116],[836834],[837535],[841015],[842536],[854546],[857526],[861006],[865570],[866033],[872018],[872450],[875872],[878091],[878173],[879137],[893586],[894743],[896984],[901191],[901623],[905045],[907346],[914694],[917552],[917634],[925416],[930256],[933631],[935282],[939566],[940354],[945568],[945987],[946688],[951673],[951755],[953441],[953637],[957700],[962399],[971705],[972862],[974483],[975032],[978449],[978546],[983177],[985664],[989144],[990665],[997580],[997662],[1009050],[1009896],[1013778],[1015564],[1016265],[1019745],[1021266],[1030757],[1034611],[1044300],[1050748],[1051180],[1054602],[1056036],[1056903],[1057867],[1067043],[1067592],[1067967],[1068163],[1069854],[1075781],[1078651],[1084756],[1084838],[1090686],[1091532],[1095414],[1097234],[1097257],[1100546],[1101247],[1106314],[1108196],[1112259],[1127421],[1132258],[1132959],[1136080],[1138026],[1139712],[1139908],[1143971],[1148670],[1151089],[1154569],[1164720],[1169448],[1171935],[1175415],[1176936],[1183851],[1183933],[1193378],[1193401],[1194507],[1195686],[1204536],[1205085],[1207347],[1216563],[1217264],[1220385],[1222331],[1224062],[1227322],[1227518],[1229209],[1235136],[1244193],[1250041],[1254769],[1259794],[1259990],[1261681],[1262801],[1267608],[1270478],[1276583],[1276665],[1278547],[1282610],[1292373],[1293074],[1296195],[1298141],[1300023],[1304086],[1322748],[1324984],[1331249],[1333758],[1333781],[1336066],[1345840],[1346036],[1347727],[1348847],[1356879],[1358058],[1369719],[1378935],[1379636],[1382757],[1384703],[1389737],[1390916],[1392036],[1399766],[1400315],[1402577],[1408504],[1417561],[1422552],[1422748],[1424439],[1425559],[1430366],[1439423],[1461275],[1461976],[1464404],[1466640],[1476543],[1477722],[1478842],[1488502],[1499584],[1509358],[1509554],[1511245],[1512365],[1521360],[1522466],[1530134],[1530157],[1532442],[1544103],[1553255],[1554434],[1555554],[1566095],[1581079],[1583418],[1591881],[1592077],[1603258],[1607922],[1609028],[1624734],[1629398],[1639301],[1640480],[1641600],[1659634],[1661870],[1672952],[1683732],[1684838],[1694814],[1706475],[1712804],[1713720],[1721051],[1731346],[1752192],[1768037],[1769143],[1795085],[1799749],[1821225],[1832307],[1838613],[1840012],[1849399],[1856730],[1869390],[1876721],[1917617],[1954308],[1961332],[1970632],[1989569],[2028129],[2035460],[2085576],[2103291],[2140061],[2244216] ] cell #2301 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [163110],[204957],[205229],[231603],[238303],[238575],[257443],[285697],[285969],[292442],[294560],[296566],[303395],[303667],[315275],[315547],[331970],[332242],[345183],[351110],[356239],[361303],[369218],[371224],[378053],[378325],[382622],[384628],[391457],[391729],[401585],[403591],[405327],[410420],[410692],[414155],[422300],[422572],[431066],[445688],[453603],[455609],[457345],[460598],[468513],[470519],[472887],[477348],[477620],[481829],[485515],[485775],[489744],[491750],[495480],[498579],[498851],[503148],[505154],[506890],[511983],[512255],[528002],[535115],[537874],[538146],[539738],[543424],[543684],[556098],[560755],[564013],[566019],[567755],[571202],[574501],[579541],[586092],[587456],[589462],[591198],[594451],[598137],[598397],[602366],[604372],[606740],[611201],[611473],[621867],[622945],[625054],[628128],[629476],[632634],[634813],[638112],[651697],[656244],[659275],[660867],[664553],[664813],[668876],[672447],[674673],[681786],[684545],[684817],[686409],[690355],[694430],[697729],[702769],[707426],[710684],[712690],[714426],[715058],[720601],[721426],[725133],[726740],[727499],[729827],[732324],[737852],[741423],[743649],[754115],[755073],[759298],[760646],[763804],[765983],[769282],[774514],[780507],[781585],[783694],[786768],[788116],[791274],[793453],[800200],[801974],[803065],[805545],[810337],[814884],[817915],[819507],[823453],[824164],[829505],[830264],[835178],[836708],[836906],[839880],[848372],[854365],[855443],[860857],[864971],[865389],[866050],[867755],[870083],[872580],[878108],[879199],[881679],[890030],[890855],[894562],[896169],[896928],[899256],[901753],[909790],[914296],[916473],[917569],[923544],[928727],[930075],[933233],[934581],[935412],[945861],[946059],[947801],[951690],[953511],[962461],[968149],[968974],[972681],[975049],[977634],[978393],[981800],[983307],[983867],[985035],[988009],[996501],[997597],[1003572],[1008235],[1008994],[1012037],[1013908],[1015438],[1015636],[1018610],[1026494],[1028822],[1037977],[1039587],[1044119],[1046485],[1048813],[1051310],[1057929],[1067609],[1068037],[1069225],[1073801],[1080884],[1084773],[1089871],[1090630],[1093673],[1095544],[1097525],[1097856],[1100420],[1100618],[1102360],[1104698],[1108070],[1117020],[1121098],[1122708],[1127240],[1132132],[1132330],[1134072],[1135178],[1139782],[1148732],[1150460],[1153434],[1163905],[1164664],[1167707],[1169578],[1171306],[1174280],[1183868],[1193669],[1194000],[1195560],[1201869],[1205102],[1206718],[1211294],[1216437],[1216635],[1218377],[1219483],[1224095],[1224325],[1227392],[1228580],[1240239],[1249226],[1249985],[1253028],[1254899],[1259864],[1261052],[1262172],[1272711],[1276600],[1278421],[1287371],[1292247],[1292445],[1294187],[1295293],[1299897],[1308847],[1312925],[1322781],[1323011],[1330434],[1331193],[1334049],[1334380],[1335940],[1345910],[1347098],[1348218],[1353558],[1357932],[1369090],[1378809],[1379007],[1380749],[1381855],[1390790],[1391910],[1400332],[1401948],[1406524],[1413607],[1422622],[1423810],[1424930],[1435469],[1450129],[1452366],[1453666],[1461149],[1461347],[1464437],[1464667],[1472849],[1477596],[1478716],[1494711],[1499458],[1509428],[1510616],[1511736],[1530425],[1530756],[1532316],[1543474],[1554308],[1555428],[1565466],[1577125],[1583292],[1584274],[1591951],[1594948],[1602629],[1624105],[1640354],[1641474],[1659667],[1659897],[1668079],[1672826],[1694688],[1705846],[1712123],[1713594],[1723543],[1731220],[1744389],[1752066],[1786775],[1794456],[1832181],[1839331],[1849273],[1869264],[1909814],[1917491],[1969951],[1988888],[2028003],[2139380] ] cell #2302 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2303 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2304 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2305 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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1641720],[1651503,2136560],[1657680,2139550],[1686137,1936636],[1690470,2167819],[1695555,2171287],[1712309,2186797],[1714225,2188211],[1715910,2191452],[1725989,2199150],[1736824,2208113],[1743099,2210525],[1745783,1989058],[1746835,1989919],[1747512,2212081],[1750365,1752312],[1757670,1999860],[1770442,2014755],[1778547,2241052],[1789382,2250015],[1802154,2260937],[1817035,2270720],[1840494,2289958],[1849904,2296529],[1851589,2299770],[1861668,2307468],[1867979,2310025],[1871580,2104179],[1881659,2112941],[1885189,1887136],[1902181,2338123],[1912260,2345821],[1923095,2354784],[1943941,2169289],[1956713,2184184],[1962236,2383191],[1971114,2389176],[1982209,2398988],[2001146,2219562],[2028634,2430382],[2030319,2433623],[2040398,2441321],[2060389,2271581],[2063919,2065866],[2086480,2472874],[2140543,2509702],[2151638,2519514],[2170575,2366233],[2245120,2579899] ] cell #2306 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2307 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [29220,1711448],[41840,1829674],[42253,1582226],[53502,1906974],[58740,1951120],[58845,1706593],[66078,1987002],[73631,2024702],[73736,1795203],[78849,2055103],[80567,1832034],[80576,2067647],[89632,2100836],[89737,1603376],[96765,2128961],[97822,2132871],[99184,1917344],[99193,2136842],[103684,1674638],[105754,2164958],[105859,1424557],[108078,1954043],[117767,2204424],[119129,1731073],[119138,2208395],[126101,2017148],[127879,2233934],[127984,1511363],[128750,2027136],[129241,2238137],[130903,2035195],[136432,1801123],[136537,1031440],[137703,2264041],[139065,1554161],[139074,2268012],[143565,1833993],[151501,1335155],[153141,1848406],[153632,2304553],[155294,1856465],[163646,2129577],[163751,1385850],[164523,2327652],[165885,1640207],[165894,2331623],[166971,2139146],[167251,2335089],[174896,1672041],[176258,1155955],[176267,1923928],[177326,1680544],[177817,2359266],[178279,917499],[179479,1683467],[183230,1939029],[185008,1955682],[185113,1187110],[189195,1963442],[190624,2387810],[194301,1465746],[196271,1969717],[196551,2395954],[205410,2229752],[207636,1498673],[208725,1516218],[208734,2235149],[209276,1764849],[209767,2417175],[210229,997527],[211429,1767772],[212514,2243569],[214058,1518172],[219994,1531531],[221634,1029168],[222125,1798855],[223787,797725],[225091,1807281],[225371,2445499],[226196,803186],[232139,2055719],[232244,1299288],[233016,1831396],[234378,1316070],[234387,2072057],[238756,2295044],[239168,2079497],[239782,1845972],[240826,2471884],[244749,1335870],[246512,1084703],[247125,2084929],[248669,1604734],[255457,2105401],[256886,1622132],[257938,1637847],[257981,2327729],[260563,1628504],[261890,875990],[262533,1888917],[262813,2497517],[263638,879320],[268136,1647926],[269935,899602],[271364,1907590],[275041,1660976],[277011,909483],[277291,1672756],[280896,1430101],[282106,697175],[286150,2160776],[288376,1693903],[289465,1429412],[289474,2166173],[290016,1184838],[290507,1953414],[290969,1183798],[292169,939684],[297061,1720703],[297104,2387887],[297333,2188418],[298263,1967413],[299175,2546605],[300604,1204340],[303848,1206222],[304874,1726979],[305918,962582],[308376,1733247],[310175,730173],[311604,1987618],[315728,1492473],[316140,2212595],[316754,1995529],[317798,1750119],[318425,2416691],[319010,985782],[321721,1499388],[323484,1244058],[324097,1234871],[325307,768728],[330562,1521095],[332423,2020520],[332835,786461],[333449,1266654],[334493,2025917],[338416,1532246],[340179,1276530],[340792,588012],[342336,1796561],[345677,596282],[349124,1049159],[350553,1813959],[351605,1551801],[351648,2264118],[354230,1820331],[355557,1054720],[356200,1059040],[356480,1832111],[357305,1058050],[360578,2610047],[363134,1066847],[363616,2471400],[364201,1069972],[365305,1324719],[371719,1598934],[371762,1080940],[372921,1852505],[373833,846367],[376645,1607657],[378506,2096654],[378918,627821],[379532,1352700],[380576,2102051],[385123,1876373],[385166,1102416],[385395,2311646],[386325,2109372],[387237,1357862],[388358,1107923],[388666,1108000],[391910,1368594],[392936,1882649],[393980,1117141],[394790,662698],[398237,870429],[399666,1895595],[402141,483660],[404086,1388283],[404129,2132948],[404358,682342],[405288,1139173],[406200,1917421],[407629,1399570],[410873,1401452],[411899,1913250],[412943,1148853],[415401,1919518],[418629,1417426],[422753,1687703],[423165,928420],[423779,1168417],[424823,1936390],[425450,2358782],[426035,1172053],[428746,1694618],[430509,1439288],[431122,515316],[432332,938157],[436188,2543260],[437470,1452696],[439786,1195413],[440094,1195490],[441621,726102],[444963,956497],[448001,1206646],[448586,1207465],[449690,1466375],[454159,541569],[456104,1475089],[456147,2204501],[456376,535671],[457306,1223478],[458218,1731150],[459873,1487608],[462429,974287],[462911,1228508],[463496,1229327],[464600,1488237],[466855,982146],[471014,1759049],[471057,1240295],[472216,2002062],[473128,763860],[477801,1772008],[478213,758991],[478827,1253738],[479871,2014509],[481104,2027213],[484142,2237653],[484727,1261799],[485831,575474],[492245,1790761],[492288,1272767],[493447,2031235],[494359,1025097],[497171,1799484],[499032,1542978],[500058,1549076],[501102,1287492],[505649,1293992],[505692,1294243],[505921,815440],[506851,1043394],[507763,1554238],[508884,1299750],[509192,1299827],[512436,1564970],[513462,2061379],[514506,1308968],[520192,1580944],[522135,1321796],[523417,1324090],[524407,829214],[530238,1077950],[531520,1593978],[533836,1335793],[534144,1083222],[538327,1867591],[539013,1848483],[542051,2304069],[542636,1347845],[543740,639085],[546598,1357147],[547880,1615454],[549141,1102165],[550196,1357785],[550504,858792],[552031,650405],[554467,864664],[555373,867811],[558411,1369018],[558996,1369837],[560100,1629133],[561250,1635412],[562355,1115859],[566514,1380554],[566557,1380805],[566786,656800],[567716,1126515],[568628,1640284],[570041,2138662],[571323,671078],[573639,1390643],[573947,1390720],[578816,1142768],[581854,1401876],[582439,1402695],[583543,16616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] cell #2308 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [303830],[315710],[323466],[371177],[384581],[391892],[393764],[410855],[418611],[430491],[444727],[447972],[459528],[459637],[462882],[467837],[470472],[491703],[499014],[500886],[512418],[514290],[520174],[523072],[523181],[524171],[525534],[530209],[546569],[555137],[558382],[578580],[581825],[586780],[589415],[601690],[604325],[613508],[616871],[617911],[618986],[624303],[626486],[626595],[628948],[645300],[646663],[651338],[657819],[670842],[672205],[673135],[676880],[685448],[688693],[701808],[705053],[710008],[719850],[721067],[729104],[731219],[739818],[741181],[742111],[749081],[750156],[760118],[776551],[777626],[778616],[779979],[782943],[785126],[785235],[787588],[792263],[803940],[805303],[806233],[809978],[816459],[841332],[850409],[851484],[852474],[853837],[860106],[861323],[871475],[880074],[881437],[882367],[889279],[890496],[891536],[898533],[900648],[910610],[918510],[919585],[920575],[921938],[929547],[940703],[952666],[963709],[967398],[968615],[969655],[984555],[989461],[998538],[999613],[1000603],[1001966],[1020062],[1030214],[1032567],[1034960],[1038836],[1040053],[1041093],[1050205],[1060167],[1066634],[1074798],[1083191],[1085749],[1104667],[1107225],[1118268],[1121957],[1123174],[1124214],[1149980],[1153403],[1154886],[1175732],[1185884],[1188237],[1192500],[1193024],[1201118],[1204127],[1208758],[1212291],[1225989],[1230620],[1234153],[1242546],[1275018],[1277576],[1280529],[1310095],[1315001],[1321415],[1321504],[1321864],[1332880],[1333404],[1337976],[1354872],[1355396],[1359968],[1371130],[1399357],[1403988],[1407521],[1410473],[1437776],[1451633],[1452454],[1463160],[1463520],[1485022],[1485382],[1501494],[1529256],[1529780],[1534352],[1567506],[1582633],[1593736],[1615212],[1658390],[1658750],[1696724],[1785563], 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] cell #2309 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2310 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473185],[555545],[592128],[607038],[619394],[651231],[685856],[702216],[715356],[720960],[778034],[779024],[792156],[809871],[818954],[851892],[852882],[890389],[891429],[893019],[905965],[920983],[934115],[968508],[969548],[971138],[1001011],[1008593],[1010461],[1011571],[1040986],[1042576],[1090229],[1092097],[1093207],[1107633],[1124107],[1125697],[1132513],[1132688],[1164263],[1166131],[1167241],[1216818],[1216993],[1234046],[1249584],[1251452],[1252562],[1292628],[1292803],[1293786],[1330792],[1354352],[1363490],[1379190],[1379365],[1380348],[1423993],[1424168],[1454460],[1461530],[1461705],[1472448],[1484933],[1510799],[1510974],[1576724],[1585299],[1595742],[1602812],[1602987],[1614391],[1667678],[1706029],[1706204],[1713843],[1724568],[1787569],[1794639],[1794814],[1849522],[1910839],[2028252], [103550,1544952],[136222,1414384],[143431,1707324],[151475,957218],[174870,1282128],[176002,1544851],[180395,1816290],[184798,1577902],[185508,2076656],[194270,1079399],[207610,1111777],[212345,1897926],[219968,1143489],[222094,1412122],[228326,1933744],[228660,1689612],[232990,1444886],[233805,2181292],[234122,1707223],[236349,718771],[244806,957935],[256860,1232219],[260532,1238754],[265768,2011863],[266102,1773917],[271338,1527240],[271818,2252061],[275010,1271226],[277348,1282845],[281403,1810085],[284591,2050416],[285323,1816189],[288350,1303604],[290476,1575640],[291138,2282914],[301441,839036],[311578,1613802],[312058,2093421],[313321,642018],[314374,1105444],[317767,1361617],[321778,1112494],[323458,874223],[324604,1891721],[327792,2124274],[328524,1897825],[331069,1650730],[334462,1656834],[334721,2347753],[338473,1144206],[345981,1932160],[346154,1932675],[349796,2161116],[350527,1427449],[354199,1433984],[356537,1445603],[357486,2376763],[365812,1969177],[377152,1736051],[380545,1742155],[380804,2201082],[383350,548245],[383482,548472],[383655,750564],[387294,978781],[389503,755473],[390556,988755],[393949,762534],[395094,2010279],[395267,2010794],[398909,2230092],[399640,1514255],[400882,2430565],[402445,1777601],[402618,1778116],[406257,1537874],[406730,2435390],[408466,1017766],[418603,1288084],[419137,2049173],[419601,2049390],[421399,1297271],[424792,1557993],[428803,1304321],[430483,1052953],[441925,2084344],[442098,2084859],[442581,830652],[450197,1609780],[450908,840626],[452900,2296712],[454463,1860722],[454636,1861237],[458275,1341498],[458748,2301537],[460045,1100875],[461195,861216],[461624,461659],[465107,1877473],[469241,653014],[469373,653241],[469546,871883],[474185,2123031],[474649,2123248],[476447,1383833],[479840,1644039],[481201,2509851],[481276,1658301],[482426,1901044],[482890,1901261],[497678,1409256],[501071,1159978],[501710,2159991],[504181,919993],[507820,1165052],[510029,924902],[511082,1175026],[514475,931963],[520166,1188632],[523589,946316],[526437,2188394],[526659,2193002],[527123,2193219],[535975,1737377],[536148,1209693],[536631,733740],[536763,733967],[536936,731627],[537684,1483665],[539110,2389325],[539185,1463071],[540335,1981072],[540799,1981289],[546462,978064],[552335,1996464],[552508,1231555],[556695,989354],[557124,557159],[560607,1769895],[562575,2228967],[565046,1000021],[568685,1250373],[569663,2579842],[569905,1784742],[571688,2019735],[576434,1009382],[584050,1523218],[584761,1019356],[588316,1538939],[588489,1281464],[593898,1292702],[595048,1039946],[603094,811654],[603226,811881],[603399,1050613],[610300,1314295],[613693,1062583],[614865,2289081],[616764,829935],[620309,2290107],[620384,1586289],[620577,2294259],[627003,837163],[630073,1337973],[630537,1862478],[630935,841225],[631364,631399],[632449,1086157],[633274,2472817],[633516,1592915],[635299,2095869],[640045,1091018],[647566,2103252],[647788,1359965],[648252,2110268],[657104,1893047],[657277,1372065],[658813,1646423],[660314,1379264],[661464,1123067],[667560,1908173],[670260,1132587],[682646,1652056],[682819,1404923],[683302,903169],[683434,903396],[683607,901056],[684355,1396859],[687006,1410470],[687470,1668378],[691629,1154180],[693133,1164335],[703366,1175625],[703795,703830],[707278,1685590],[711717,1186292],[716824,2382647],[721758,2383134],[722000,1714773],[723590,1461604],[727098,1462556],[727170,728997],[732810,1468532],[734697,1212184],[736536,1721902],[739236,1216892],[746035,1484418],[751479,2210674],[751554,1746404],[751747,1490394],[761243,1501491],[761707,2012035],[763619,1245512],[764686,1249656],[775404,1008665],[785643,1015893],[788713,1534349],[789177,1779357],[789575,1019955],[790004,790039],[791089,1277984],[793939,1540899],[798685,1032735],[798817,1032962],[798990,1030622],[799738,1284435],[815744,1811411],[815917,1568441],[817453,1560377],[820104,1314894],[826394,2467277],[828757,1584784],[829863,1585774],[831731,1841005],[832841,1330864],[837089,1593132],[837264,1332360],[843855,1348475],[849262,1090301],[857080,1614608],[862014,2309968],[862256,1870443],[863846,1624362],[867354,1625314],[873066,1631290],[874953,1374556],[896527,1657786],[896599,898426],[902239,1663762],[904126,1407414],[908665,1150717],[912597,1154779],[913026,913061],[914111,1157409],[930672,1696721],[931136,1933916],[933048,1440742],[941697,1447193],[945122,1714060],[946242,1714990],[946417,1455500],[947400,1716016],[956040,1724053],[960124,1219154],[974523,1742748],[977992,1745889],[979860,1990562],[980970,1494382],[985218,1753247],[985393,1495878],[991984,1511993],[1015819,1784959],[1015994,1528736],[1022585,1262429],[1026165,1027992],[1033692,1285034],[1046084,1817141],[1051796,1823117],[1053683,1570932],[1063668,1317524],[1067083,1840143],[1069408,1842130],[1069583,1587358],[1078205,1849739],[1079500,1348576],[1080483,1851695],[1100801,1870660],[1100976,1618258],[1101959,1871686],[1114683,1381526],[1133671,1902287],[1134849,1146395],[1142311,1910324],[1150818,1412223],[1171489,1939518],[1171664,1691108],[1178255,1425187],[1189362,1447792],[1204576,1970763],[1206901,1972750],[1207076,1726627],[1217976,1982315],[1228763,1991687],[1228938,1747473],[1238855,1512094],[1239838,2001252],[1261235,2020860],[1261410,1779185],[1262530,1271327],[1270032,2028469],[1272310,2030425],[1294964,1306510],[1310933,1575741],[1347281,2096994],[1347456,1862306],[1361718,1624463],[1369273,2114709],[1369448,1882297],[1393456,1656935],[1399806,2140192],[1402131,2142179],[1402306,1912898],[1413206,2151744],[1425288,1434085],[1435068,2170681],[1480262,1742256],[1503244,1763102],[1543657,2255634],[1543832,2041036],[1556974,1558094],[1565649,2273349],[1565824,2061027],[1643020,1644140],[1675492,1928527],[1698474,1949373],[1834847,1835967] ] cell #2311 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [472561],[555433],[606414],[619282],[651370],[702104],[714732],[721099],[777922],[799874],[810010],[818842],[851780],[890528],[892907],[906662],[934254],[968647],[971026],[1011158],[1011710],[1025804],[1042464],[1092794],[1093346],[1125585],[1132827],[1134488],[1150337],[1166828],[1167380],[1217132],[1218793],[1252149],[1252701],[1260131],[1262049],[1292942],[1294603],[1346177],[1348095],[1364187],[1379504],[1381165],[1389882],[1422889],[1424307],[1424807],[1461844],[1476688],[1494021],[1509695],[1511113],[1511613],[1553400],[1554575],[1592218],[1603126],[1615193],[1623982],[1639446],[1640621],[1683877],[1706343],[1714645],[1721196],[1731487],[1743482],[1768182],[1794953],[1832448],[1840877],[1850324],[1856875],[1867797],[1917758],[1954453],[1962054],[1971497],[2029054],[2035605],[2086298],[2140926],[2244938], [150661,533172],[157728,548602],[176187,1031316],[193312,447459],[201678,461507],[206320,653371],[206796,654301],[219154,679843],[223589,911135],[234307,1186986],[236177,236237],[243629,370562],[246075,734097],[253371,383238],[256449,753034],[259021,557007],[259574,557869],[274052,581312],[278617,795226],[279312,797000],[285508,1299164],[287060,812011],[287536,812941],[291971,1060692],[301269,301329],[303822,841688],[305405,631247],[313149,313209],[315702,861679],[317285,648962],[319969,469129],[320601,469857],[323047,874353],[328709,1385726],[337296,491088],[339742,903526],[342867,688180],[348763,1422318],[350116,922463],[350817,1170421],[352688,703678],[353241,704540],[357806,937185],[358501,938959],[371731,731515],[373266,536519],[385135,750452],[386670,552819],[389331,389391],[391884,989817],[393467,762417],[397876,1509124],[399229,1002491],[399930,1255742],[407050,1014751],[408294,408354],[410847,1020418],[412430,789887],[415746,588800],[418192,1033092],[419943,1290953],[422221,1552004],[422727,1040409],[424310,807602],[425140,1045028],[426994,602982],[427626,603710],[430072,1053083],[433197,821278],[435734,1582102],[442409,442469],[445023,626891],[448004,841364],[452137,1602257],[459068,1096387],[459933,645596],[462914,861355],[471026,871771],[474991,1377515],[477269,1638050],[477775,1123530],[479358,883736],[480188,1128149],[483232,1130838],[488064,895471],[492257,900944],[493792,683190],[499006,1155242],[500589,912909],[502101,1420304],[502584,1162563],[505053,1681359],[505661,919881],[507196,699490],[509857,509917],[512410,1176088],[513993,931846],[517309,712028],[518402,1704354],[519755,1188762],[523477,524467],[527465,1460975],[530241,729136],[537795,1730022],[538301,1212647],[541141,1215143],[545973,973590],[546601,749113],[558414,989493],[562966,1507110],[563449,1247884],[565918,1765664],[566526,999909],[568061,771043],[572079,1257546],[572562,1006893],[576262,576322],[577623,782141],[578876,785531],[581857,1020094],[585990,1794084],[589969,1030510],[591353,1285497],[591504,798573],[592921,1288214],[593135,1289990],[593436,1550855],[593786,804236],[596767,1040085],[604879,1050501],[611122,1829877],[611628,1315357],[613211,1062466],[616903,617943],[620968,1590753],[621451,1330198],[624910,1849196],[630879,1337876],[632533,1855436],[633141,1086045],[635690,1343592],[636173,1088529],[639873,639933],[641234,855999],[648594,1623733],[659430,1375019],[659551,1376552],[659852,1636901],[660202,880370],[663183,1123206],[668257,886817],[669497,1129875],[669798,1387337],[670148,671138],[676912,898565],[684466,1916293],[684972,1407877],[685744,908553],[687812,1410373],[688725,1154918],[690862,1157297],[692644,1159861],[692872,1420184],[693272,918542],[705085,1175764],[712589,1951935],[713197,1186180],[714581,1448255],[720457,1713517],[722827,1460012],[723128,1719757],[723478,952962],[727330,1970435],[733201,1467601],[733684,1208585],[735554,1212323],[737233,964936],[738473,1214180],[738774,1474143],[739124,740114],[752138,1750868],[752621,1493716],[762049,1501394],[764311,1245400],[764425,1506990],[764825,998570],[773216,1004811],[775143,1257426],[775543,776583],[778912,1022473],[783550,2027926],[789519,1534252],[791173,2034166],[791781,1277872],[792295,1028131],[794330,1539968],[794813,1280356],[797545,1285173],[818070,1571395],[821823,1315033],[823960,1317412],[826495,1583215],[830095,1839815],[832428,1071092],[832580,1590633],[832980,1074830],[836589,2085565],[837403,1333436],[843092,1336913],[843393,1597988],[843743,852770],[847074,1086447],[849001,1343472],[849401,850441],[860713,1869187],[863083,1622770],[863384,1875427],[863734,1107521],[873457,1630359],[873940,1370957],[875810,1374695],[885947,1128704],[891568,1146534],[896759,2139864],[902630,1662831],[903113,1403815],[904983,1407553],[906279,1412362],[907902,1409410],[908203,1669373],[920871,1178143],[931478,1696624],[933740,1440630],[939504,1447931],[942843,1712607],[945742,1961321],[946556,1193056],[948217,1196533],[953778,1463517],[959863,1467481],[960263,969687],[964066,1213009],[974624,1743330],[978224,1989372],[980557,1230447],[980709,1750748],[981109,1234185],[985532,1496954],[991221,1500431],[991522,1758103],[991872,1000899],[1010775,1271466],[1015319,2244205],[1016133,1529812],[1021822,1533289],[1022123,1789815],[1027731,1539848],[1041125,1306649],[1052187,1822186],[1052670,1567333],[1054540,1571071],[1055836,1575880],[1064713,1838602],[1067184,1840725],[1068304,1321861],[1069722,1590553],[1070222,1325825],[1075926,1594038],[1079639,1092411],[1097402,1868277],[1100301,2103280],[1101115,1355428],[1102776,1358905],[1108337,1626275],[1114422,1630239],[1114822,1124246],[1135880,1657074],[1140049,1658747],[1146134,1662711],[1166445,1434224],[1171803,1692184],[1177492,1695661],[1177793,1944374],[1193546,1962534],[1194652,1452756],[1195827,1719007],[1204677,1971345],[1207215,1729822],[1220185,1742395],[1224068,1988159],[1227659,1485379],[1229077,1487078],[1229577,1489343],[1235281,1754153],[1238994,1251766],[1261549,1782380],[1267753,1785865],[1295995,1558233],[1300164,1818102],[1306249,1822066],[1322754,2078291],[1325129,1844956],[1333926,2086778],[1336207,1854686],[1347595,1865501],[1357024,1615514],[1358199,1616595],[1361857,1363804],[1369587,1627974],[1382557,1644279],[1391057,1905278],[1399907,2140774],[1402445,1916093],[1415415,1928666],[1430511,1940424],[1464410,2195029],[1466785,1975576],[1477863,1985306],[1488647,1744779],[1499725,1755234],[1503383,1505330],[1521505,2023686],[1530302,2245418],[1532583,2033416],[1543971,2044231],[1565963,1819801],[1578933,1836106],[1608067,2099820],[1629543,1879603],[1659640,2341700],[1662015,2145005],[1673093,2154735],[1694955,1941505],[1698613,1700560],[1799894,2258460],[1821370,2058333] ] cell #2312 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [29221,1451096],[41844,1575010],[42255,1581972],[53506,1667084],[58714,1703391],[58847,1703237],[66082,1471854],[73605,1793121],[73738,1783477],[78853,1292072],[80545,1829757],[80601,1828848],[89606,1601294],[89739,1866598],[96769,1378634],[97385,1908755],[99162,1916173],[99218,1906148],[103688,911259],[105728,1421355],[105861,1938036],[108114,1950940],[117330,1722484],[119107,1729902],[119163,1986176],[126105,1255866],[127853,1508161],[127986,2016155],[128728,2027016],[129266,2020317],[130939,2024522],[136406,1031186],[136539,1545220],[137266,1550975],[139043,1551884],[139099,2054277],[143569,1060816],[147110,1841587],[153119,1848286],[153657,2096451],[155330,2100656],[163620,1385596],[163753,1898194],[164086,1637021],[165863,1637930],[165919,2128135],[166684,2138651],[167563,2132751],[168101,1387457],[174459,909229],[176236,689693],[176292,1674287],[177304,1680364],[177842,2160573],[179515,2164778],[183234,1170545],[184982,1186856],[185115,1707592],[189173,1963322],[189711,1719877],[194326,1205871],[195984,1969222],[196863,2204304],[197401,1474263],[203245,1991144],[205355,1508007],[208703,1004128],[208759,2016797],[209254,1764669],[209792,2229549],[211465,2233754],[213157,2237642],[214036,1517992],[215603,786207],[221612,795350],[222150,1542627],[223823,1801072],[224804,1288819],[225683,2263921],[226221,802932],[232113,1299034],[232246,1816558],[232579,1058786],[234356,822791],[234412,1833642],[238701,1591650],[238881,2079002],[239760,1845792],[240851,2294841],[245061,1335104],[245599,1598108],[247768,2304058],[248647,1604554],[250214,627567],[255435,2105281],[255973,1875547],[257916,1119495],[258006,2123833],[260588,1368243],[261926,2129526],[262246,1375381],[263125,2327532],[263663,879066],[267849,1388366],[269913,679967],[270451,1138919],[275066,1401101],[276724,496453],[277603,1671990],[278141,1669493],[281539,2358771],[282418,695397],[283985,928166],[286095,1421201],[289443,924100],[289499,1938678],[289994,937309],[290532,1704999],[292205,1955631],[294451,944816],[297039,1198615],[297129,2193804],[297976,1457735],[299487,2387690],[303793,1468498],[303973,1206595],[304852,1726799],[305943,962328],[308089,1475172],[310153,533296],[310691,1223224],[315673,1751765],[315853,2212100],[316732,1995349],[317823,1492122],[318487,1245802],[319085,2229701],[322033,1498622],[322571,1758223],[324740,2416680],[325619,766950],[327186,758737],[329844,401476],[332368,1258443],[332548,582825],[333427,1014875],[334518,1784119],[338728,1531480],[339266,1789935],[341435,1543351],[342314,1796381],[347038,595420],[349102,813065],[349640,1043140],[351583,1036374],[351673,2049975],[354255,1564619],[355593,2055668],[355913,609075],[356792,1831345],[357330,1057796],[361424,1583758],[363678,1326996],[364276,2294993],[366659,2471389],[369109,1077899],[371697,1338995],[371787,1079768],[372634,1599017],[374145,845519],[375927,453494],[378451,1344489],[378631,448972],[379510,1096511],[380601,1867240],[382513,856774],[385101,1360987],[385191,1361986],[386038,1620493],[387549,1622081],[388087,864410],[388294,2327052],[391855,1631256],[392035,1368967],[392914,1882469],[394005,1116887],[396151,661836],[398215,654425],[398753,1126261],[404064,1131957],[404154,1901846],[405001,675229],[406512,1907539],[410818,1663728],[410998,1401825],[411877,1913070],[412968,1148599],[415114,1670402],[417716,1418454],[420174,503039],[422698,1165563],[422878,706053],[423757,922587],[424848,1687352],[425512,1160481],[426110,2160725],[429058,1693852],[429596,1944494],[431765,1705723],[432644,936379],[436634,2543249],[437216,1452876],[439722,2387210],[445809,1723027],[448063,1468652],[448661,958632],[451044,735069],[456082,1216262],[456172,1981874],[457019,744205],[458530,1987567],[460719,1743873],[461567,747673],[462001,979292],[462973,1490514],[463571,979478],[465954,1228457],[466833,753158],[468404,984912],[470992,1502513],[471082,1239123],[471929,1759132],[473013,1505527],[473440,993648],[473978,992548],[475222,563904],[477746,1250884],[477926,559382],[478805,1002615],[479896,1771657],[481950,777026],[484204,1258597],[484802,2020469],[487185,1794333],[489635,1269726],[492223,1535371],[492313,1271595],[493160,1790844],[494671,1024249],[498977,1540865],[500036,1288338],[501127,1287238],[505627,1040528],[505717,1558362],[506564,808327],[508075,1813908],[508820,2263441],[512381,1823083],[512561,1565343],[513440,2061199],[514531,1308714],[516677,820476],[519279,1318088],[521064,2467454],[527893,1069102],[528558,622836],[530684,839733],[531266,1594158],[533772,1080194],[538272,1342009],[539859,850884],[542113,1344643],[542711,2096603],[545094,1602506],[547044,1357096],[547626,1615634],[548636,644292],[548726,644256],[549119,861798],[550132,1101670],[554180,649687],[556219,1878697],[557067,868992],[557501,1113005],[558473,1631410],[559071,1113191],[561228,1375138],[561454,658949],[562333,874477],[566492,1123649],[566582,1644408],[567429,884461],[568940,1895544],[570487,1908907],[571069,889454],[573575,2132271],[579662,1909298],[581916,1663882],[582514,1144903],[584897,904498],[589935,1411492],[590025,1412491],[590872,691765],[592383,1159073],[594572,918985],[596826,1165227],[597424,1165749],[599807,1423687],[602257,1171183],[604845,1697743],[604935,1434353],[605782,1945403],[606866,1700757],[607293,1179919],[607831,1178819],[611599,1446114],[612658,1188886],[613749,1449996],[617346,1194724],[618386,719468],[621988,1966567],[624478,955751],[629597,970130],[631307,960903],[631741,958446],[633107,1212766],[633197,1742524],[634098,1722636],[634680,967573],[637186,2203824],[642193,1227733],[642715,749556],[643955,978956],[651813,756170],[652395,1754273],[653405,757747],[653495,757711],[653888,989936],[654901,1239549],[657467,1505191],[660988,999013],[663242,1250548],[663840,1251070],[666223,1510493],[667735,2026536],[674564,1260929],[677355,1018463],[677937,1785985],[680443,1272021],[684943,1538385],[686530,792738],[688784,1541019],[689382,1283542],[693715,1553472],[694297,1039011],[696803,1293497],[702890,2057427],[703738,1047722],[704172,1304832],[705144,1823237],[705742,1305018],[707899,1571514],[708125,817589],[709004,1053207],[713163,1315476],[713253,1576009],[714100,824863],[715184,1579130],[715611,1319188],[718946,1068378],[720025,828468],[721542,831349],[722582,1841739],[724154,1845076],[725254,1075273],[729579,1075998],[732191,1092272],[734131,844419],[734221,844383],[734614,841807],[735613,1341673],[736211,1342195],[736711,1847806],[743540,1346975],[745746,860281],[755648,867065],[755984,1626898],[757410,1112669],[760767,1124689],[765268,1639518],[765850,1122132],[768356,1380059],[775986,1389954],[780628,2135996],[783118,1142022],[788237,892011],[789947,1147174],[790381,1144717],[791747,1407996],[791837,1657203],[793320,906140],[795826,1412917],[800326,1415612],[800833,1422963],[810453,925599],[811035,1940544],[812045,927176],[812135,927140],[812528,1176207],[813541,1434779],[816107,1700421],[819628,934697],[821882,1445778],[822480,1446300],[824637,1448374],[830827,947111],[831163,1719630],[831906,1962842],[833423,1721268],[835045,1201293],[837532,1464140],[839211,953852],[844082,958110],[845995,1472159],[849844,1476760],[854486,2207549],[862838,1991296],[865510,1234628],[872447,1251627],[876967,1509769],[888375,1260205],[890971,1010079],[893583,2023806],[894683,1012153],[899008,1267825],[901620,1010636],[903560,1023149],[903650,1023113],[904043,1020537],[905042,1538049],[905640,1538571],[912969,1285813],[913403,1283356],[914769,1285616],[925077,1045795],[925413,1818725],[926839,1304496],[930196,1041568],[935279,1055697],[937785,1576435],[940351,1578794],[946685,1322484],[949470,1592292],[954067,1593717],[960706,1609245],[966494,1346251],[969090,1091715],[971702,2099940],[972802,1093789],[980035,2104801],[981552,1876938],[983174,1363665],[1009557,1133382],[1009893,1905901],[1013775,1135741],[1016262,1659370],[1017941,1140123],[1022812,1144381],[1024725,1667389],[1028574,1408721],[1033126,1157973],[1033216,1157937],[1033609,1155361],[1034608,1415276],[1044240,1167823],[1051177,1166306],[1056033,1705214],[1068593,1715575],[1082553,1479057],[1091193,1217687],[1091529,1985929],[1095411,1220046],[1101244,1486002],[1104029,1752407],[1115265,1769360],[1127361,1253144],[1132956,1260420],[1136077,1784334],[1140338,1785544],[1146977,1522683],[1151086,1542842],[1152765,1278762],[1157636,1283020],[1169445,1295856],[1206086,1348844],[1217261,1346466],[1220382,1867455],[1227948,1871245],[1241908,1641815],[1254766,1382418],[1262798,1401316],[1274380,1392251],[1293071,1423178],[1296192,1687567],[1307092,1685055],[1368458,1512362],[1379633,1509984],[1382754,1771872],[1425556,1564834],[1437138,1555769],[1461973,1592507],[1492337,1624731] ] cell #2313 : |C| = 189 W-rep = phi[189,7] special rep = phi[189,7] , dim = 189 orbit = D5 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [304537],[312481],[314281],[316417],[340859],[341999],[362269],[368258],[381662],[382986],[390463],[392599],[404425],[411562],[413750],[438313],[439243],[444568],[446654],[450815],[456443],[459478],[467553],[468877],[483727],[485110],[488784],[505988],[510989],[513125],[523022],[524012],[525250],[532363],[536267],[541636],[543019],[549653],[554978],[566853],[573096],[578421],[580507],[584668],[596349],[597732],[601406],[602730],[618827],[624675],[626436],[628664],[636707],[645141],[646379],[650472],[662765],[664148],[670683],[671921],[679034],[682938],[691536],[696324],[697242],[701649],[720222],[726169],[731060],[739659],[740897],[746559],[749997],[754668],[759834],[767877],[768795],[777467],[783315],[785076],[787304],[798321],[803781],[805019],[829281],[836142],[840487],[846434],[851325],[856762],[857641],[860478],[871316],[879915],[881153],[889651],[900489],[906337],[910326],[919426],[929263],[938224],[944804],[945683],[952507],[956564],[963425],[967770],[974145],[974213],[988616],[999454],[1010833],[1019217],[1025164],[1030055],[1039208],[1050046],[1059883],[1065507],[1066705],[1066773],[1077887],[1078766],[1085590],[1092469],[1096937],[1105305],[1122329],[1142835],[1149696],[1154041],[1166503],[1174887],[1185725],[1191167],[1193081],[1201490],[1203000],[1204198],[1204266],[1251824],[1269714],[1270593],[1277417],[1284296],[1297132],[1314156],[1320610],[1324627],[1331547],[1333461],[1363862],[1383694],[1396720],[1398230],[1399428],[1399496],[1447054],[1454687],[1462266],[1483526],[1488145],[1521003],[1527923],[1529837],[1560238],[1585484],[1607565],[1617445],[1646284],[1649917],[1657496],[1683375],[1735238],[1745599],[1767680],[1777311],[1809272],[1847724],[1860432],[1890908],[1931870],[1968364],[2009989],[2077631],[2084054],[2187159],[2288736] ] cell #2314 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [495598],[574619],[590807],[638230],[658884],[670948],[685554],[697847],[714035],[739924],[756040],[769400],[776571],[778722],[792283],[804046],[817524],[818652],[831219],[850429],[852580],[866168],[867059],[880180],[891556],[892717],[918530],[919691],[920681],[925469],[934242],[947105],[952772],[969675],[970836],[975167],[998558],[999719],[1000709],[1009949],[1011698],[1040073],[1041113],[1042274],[1045789],[1067727],[1074818],[1085855],[1091585],[1093334],[1097047],[1107331],[1123194],[1124234],[1125395],[1132815],[1133376],[1165424],[1167368],[1185990],[1193044],[1193191],[1205220],[1212311],[1217120],[1217681],[1234173],[1250745],[1252689],[1277682],[1292930],[1315021],[1333424],[1333571],[1341870],[1355416],[1379492],[1400450],[1407541],[1445975],[1461832],[1529800],[1529947],[1538246], 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82,1787796],[1022283,1522692],[1022806,1272015],[1023314,1275851],[1028119,1278756],[1030320,2039162],[1033311,1546746],[1033606,1283412],[1034537,1285161],[1047731,1052212],[1050311,2059153],[1055894,1575868],[1079627,1348703],[1091390,1865489],[1101103,1871239],[1112866,1629041],[1114810,1641809],[1135938,1657062],[1140117,1142016],[1144578,1661513],[1146522,1392245],[1150945,1412350],[1154906,1921509],[1157630,1412911],[1158138,1416747],[1175752,1942355],[1177953,1685064],[1220243,1742383],[1238982,1512221],[1243184,1505388],[1262657,1271454],[1283217,1799392],[1296053,1558221],[1304693,1820868],[1306637,1555763],[1361845,1624590],[1382615,1644267],[1415473,1678756],[1425415,1434212],[1438414,1700618],[1578991,1580070] ] cell #2315 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [35790],[49786],[58562],[61241],[68736],[79382],[81465],[83502],[86814],[91928],[93036],[94971],[98847],[103934],[106342],[108306],[110383],[111664],[115480],[118792],[121749],[125061],[125667],[130302],[131131],[133614],[135041],[138728],[139836],[141771],[142134],[144866],[149596],[150877],[154693],[155522],[157139],[158420],[161270],[162236],[165548],[167512],[168793],[169515],[169613],[172609],[174236],[175921],[178878],[179707],[182190],[182796],[185233],[190257],[192082],[195856],[196812],[198093],[198815],[198913],[201001],[205731],[207012],[210828],[211657],[213359],[213468],[215380],[218089],[219370],[221344],[223186],[224015],[224651],[225632],[226913],[227635],[227733],[229763],[230729],[234041],[234647],[240262],[245010],[245270],[246708],[247970],[248079],[249991],[258344],[262118],[263074],[264355],[265077],[265175],[267445],[269645],[270997],[272822],[276596],[277552],[277812],[278833],[279653],[280597],[281741],[281850],[283762],[286471],[287752],[290602],[291568],[292397],[298810],[299436],[300970],[303945],[304175],[304284],[306159],[307685],[309885],[311237],[318358],[321982],[322242],[323680],[324942],[325051],[326963],[330003],[333929],[334588],[338677],[338937],[340375],[341316],[341407],[341637],[341746],[346634],[347349],[348834],[352011],[355785],[356741],[358022],[358842],[363500],[366861],[366970],[368233],[368578],[371839],[376086],[380012],[380671],[387498],[387758],[387864],[389032],[392007],[392237],[392346],[395747],[396462],[397947],[404882],[405835],[406461],[407995],[410970],[411200],[411309],[413184],[413725],[414319],[420333],[421131],[424918],[429007],[429267],[430705],[431967],[432076],[439218],[439563],[440460],[443366],[444446],[444746],[451355],[456900],[457853],[458479],[460122],[462795],[465926],[466156],[466265],[466565],[467528],[471134],[475381],[476179],[479966],[484026],[485085],[487387],[487496],[488759],[489104],[492365],[495511],[503863],[506445],[508024],[509558],[512533],[512763],[512872],[516988],[523666],[523890],[524190],[525225],[528717],[529921],[534510],[537416],[541935],[542994],[545296],[545405],[546891],[547088],[549628],[549973],[550870],[553385],[555156],[561765],[564728],[567310],[568889],[573071],[573416],[574313],[574532],[578299],[578599],[585208],[596648],[597707],[600009],[600118],[601381],[604987],[610032],[617193],[617390],[617623],[619005],[627080],[628639],[632131],[636682],[637027],[637924],[638143],[641896],[642430],[645019],[645319],[646354],[650929],[655639],[663064],[664123],[666425],[666534],[670561],[670861],[671896],[676592],[681181],[684087],[692076],[696299],[696644],[697541],[697760],[701827],[708436],[711399],[718649],[719183],[726468],[729426],[729623],[731238],[739537],[739837],[740872],[745567],[748793],[750175],[754643],[759809],[767852],[768197],[769094],[769313],[776263],[777645],[785720],[787279],[790771],[796564],[803659],[803959],[804994],[814279],[825174],[828289],[836117],[836462],[838914],[839448],[846733],[850121],[851503],[857616],[866081],[871494],[879793],[880093],[881128],[898855],[899052],[900667],[910301],[918222],[919604],[929238],[938523],[945658],[952385],[952685],[955572],[963400],[975080],[998250],[999632],[1017644],[1018178],[1025463],[1030233],[1050224],[1059858],[1065385],[1067640],[1074510],[1078741],[1085768],[1096971],[1141843],[1149671],[1185903],[1191799],[1193115],[1205133],[1270568],[1277595],[1320644],[1333495],[1400363],[1529871] ] cell #2316 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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01855],[1007430,1012836],[1017282,1530732],[1023593,1274977],[1034919,1287682],[1035716,1047077],[1048208,1567870],[1067502,1323224],[1078605,1334276],[1083661,1338337],[1089066,1094472],[1097084,1353396],[1131299,1136849],[1140667,1659409],[1147660,1404352],[1153362,1158417],[1173640,1697085],[1193228,1453504],[1204995,1464880],[1215604,1221154],[1270432,1530652],[1275488,1534713],[1280893,1286299],[1333608,1594786],[1400225,1660110],[1410834,1416384],[1529984,1786613] ] cell #2317 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [70202],[93306],[107808],[111934],[123369],[140106],[143600],[146404],[151147],[158690],[160406],[163258],[169063],[176867],[180498],[183568],[186648],[188364],[193620],[198363],[202539],[207282],[208191],[214897],[216089],[219640],[221787],[227183],[228899],[231751],[232349],[236293],[242536],[244252],[249508],[250700],[252910],[254626],[258550],[259882],[264625],[267388],[269104],[270088],[270221],[274360],[276748],[279103],[283279],[284471],[288022],[288931],[292590],[299016],[301385],[306429],[307628],[309344],[310328],[310461],[313265],[319508],[321224],[326480],[327672],[329960],[330086],[332572],[336203],[337919],[340713],[343175],[344367],[345331],[346577],[348293],[349277],[349410],[352217],[353549],[358292],[359201],[366198],[372173],[372530],[374453],[376043],[376169],[378655],[389447],[394491],[395690],[397406],[398390],[398523],[401500],[404279],[406041],[408410],[413454],[414653],[415010],[416369],[417486],[418849],[420290],[420416],[422902],[426533],[428249],[432173],[433505],[434697],[442525],[443309],[445205],[448809],[449088],[449214],[451667],[453518],[456297],[458059],[467008],[471468],[471825],[473748],[475338],[475464],[477950],[481871],[486724],[487593],[492699],[493056],[494979],[496178],[496290],[496569],[496695],[503063],[503946],[505842],[509973],[515017],[516216],[517932],[519049],[524649],[528674],[528800],[530328],[530740],[534587],[539780],[544633],[545502],[553719],[554076],[554204],[555615],[559219],[559498],[559624],[563928],[564811],[566707],[575199],[576378],[577162],[579058],[582662],[582941],[583067],[585520],[586203],[586928],[594493],[595444],[600215],[605321],[605678],[607601],[609191],[609317],[618030],[618442],[619464],[622860],[624265],[624503],[632214],[638810],[639989],[640773],[642739],[645778],[649524],[649803],[649929],[650326],[651457],[655716],[660909],[661860],[666631],[671320],[672558],[675345],[675471],[676999],[677411],[681258],[685187],[695318],[698427],[700390],[702286],[705890],[706169],[706295],[711482],[719492],[719812],[720050],[721186],[725175],[726693],[731697],[735093],[740296],[741534],[744321],[744447],[746191],[746413],[749200],[749612],[750634],[753587],[755673],[763384],[766871],[769980],[771943],[776670],[777082],[778104],[778355],[782905],[783143],[790854],[804418],[805656],[808443],[808569],[810097],[814356],[820500],[828913],[829135],[829458],[830852],[839757],[841451],[845440],[850528],[850940],[851962],[852213],[856673],[857208],[860068],[860306],[861442],[866748],[871953],[880552],[881790],[884577],[884703],[889241],[889479],[890615],[896122],[901126],[904522],[913876],[918629],[919041],[920063],[920314],[925102],[932813],[936300],[944715],[945250],[953144],[956196],[956418],[958135],[967360],[967598],[968734],[974172],[977587],[978981],[983978],[989580],[998657],[999069],[1000091],[1000342],[1008188],[1009582],[1018487],[1020181],[1024170],[1030692],[1038798],[1039036],[1040172],[1050683],[1063433],[1066732],[1074917],[1075329],[1077798],[1078333],[1086227],[1089824],[1091218],[1097967],[1106964],[1112694],[1121919],[1122157],[1123293],[1142467],[1142689],[1144406],[1155005],[1163858],[1165252],[1175851],[1186362],[1194111],[1201080],[1201318],[1204225],[1212410],[1224760],[1249179],[1250573],[1269625],[1270160],[1278054],[1283045],[1304521],[1315120],[1321377],[1323446],[1330387],[1334491],[1341698],[1353363],[1399455],[1407640],[1445803],[1452319],[1453471],[1465102],[1530867],[1538074],[1582699],[1594753],[1660332],[1786580] ] cell #2318 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [163187],[205886],[231680],[240417],[258319],[286626],[292519],[298785],[334084],[345260],[351986],[356896],[380167],[405810],[406616],[414271],[431942],[457828],[458634],[485631],[487362],[495500],[508179],[543540],[545271],[569044],[571565],[574521],[586072],[598253],[599984],[635176],[638132],[664669],[666400],[668896],[672427],[694793],[697749],[737872],[741403],[755189],[766346],[769302],[774494],[801994],[803428],[805525],[835541],[848352],[866070],[878128],[879562],[881659],[916453],[917589],[951710],[962824],[975069],[983847],[996481],[997617],[1037957],[1058292],[1067629],[1073781],[1084793],[1097836],[1121078],[1149095],[1183888],[1193980],[1205122],[1211274],[1223897],[1276620],[1312905],[1322583],[1334360],[1400352],[1406504],[1464239],[1530736],[1659469], [29642,186577],[34045,314049],[44966,242465],[48165,252839],[48446,383294],[50124,390231],[63382,193056],[64259,450583],[67198,313978],[69079,319437],[69360,469185],[74562,336132],[79720,510757],[84453,366127],[86402,150573],[86531,373674],[87435,536575],[93796,390160],[94069,259318],[94946,261329],[100988,273796],[101865,584436],[106685,426462],[106966,603038],[110538,438487],[115185,115228],[115333,305509],[116431,450512],[122700,317029],[124649,206708],[124778,320377],[125682,208249],[131253,486653],[133202,219066],[133331,494200],[134235,683246],[135755,342611],[136632,691304],[140596,510686],[140869,352985],[141746,354996],[144841,362504],[149751,532537],[150431,373443],[155644,544562],[157294,381836],[159657,256361],[159786,253779],[161941,161984],[162089,259125],[167667,572340],[172314,172357],[172462,412534],[173560,584365],[175509,278529],[175638,591912],[176542,798629],[179829,424054],[181778,287448],[181907,427402],[182811,288989],[184331,432941],[185208,434952],[192057,446889],[196967,635951],[200976,312716],[201782,204134],[203986,204029],[206566,320146],[211779,479102],[213334,483030],[216982,487808],[218244,679208],[218924,493969],[222891,222934],[223039,500693],[223603,343793],[223732,692173],[224137,691233],[224626,501465],[225787,502362],[228150,350028],[228279,347446],[230434,230477],[230582,352792],[233629,357718],[233758,517085],[234662,359259],[245165,733462],[247945,540939],[251593,545717],[253548,256219],[263229,563227],[265592,399141],[265721,396559],[267006,570543],[271642,406962],[271771,585305],[272797,580742],[277261,587737],[277707,794591],[278387,591681],[279358,279401],[279506,592487],[280612,418907],[281716,419741],[282522,284874],[284726,284769],[287306,427171],[291273,291316],[291421,432748],[291985,434123],[292114,825271],[299591,621229],[304150,630677],[307246,634154],[311882,458980],[312011,451452],[322137,873718],[324917,474789],[325723,328075],[327927,327970],[328891,667522],[330362,482345],[333085,682067],[334856,334899],[335004,494775],[338832,902891],[340766,686234],[341331,496971],[341612,687610],[343651,691942],[343837,343880],[347215,349886],[350831,508525],[350960,708533],[357576,516854],[358547,358590],[358695,715715],[365105,722638],[366836,527263],[372223,732687],[374249,381087],[374974,736498],[376445,540254],[379168,535396],[380939,380982],[387653,752399],[392212,761847],[396328,398999],[399944,569390],[400073,561862],[400201,773100],[401188,570734],[401866,401909],[404332,787941],[404897,583343],[406820,585074],[411175,789317],[413590,587059],[413597,793077],[414703,793816],[420692,594967],[423415,815165],[425186,425229],[425334,607397],[429162,1052448],[433981,825040],[434167,434210],[437712,620454],[440668,831693],[449490,456915],[451221,458838],[452219,846958],[453206,634345],[453884,453927],[456350,629301],[464400,862894],[466131,648392],[471518,872943],[473544,480382],[475740,661383],[478463,656525],[480234,480277],[481346,678433],[481523,668413],[481654,481924],[484950,681389],[484957,901377],[492749,902116],[495369,686103],[502751,693962],[503429,503472],[505895,929900],[506460,706571],[508383,708302],[508569,508612],[512738,931276],[516266,935775],[522225,722226],[525756,948101],[529076,725649],[531762,539255],[534718,542859],[539432,737389],[539563,539833],[542866,731948],[548122,751624],[551078,979822],[553769,983670],[554717,754396],[559900,567325],[561631,569248],[563616,765515],[564294,564337],[566760,760471],[569434,569477],[570131,784279],[570826,571102],[574390,787810],[577212,1014271],[593968,811531],[594145,801511],[594276,594546],[595810,595853],[597572,814487],[597579,1050934],[605371,1051673],[615854,831931],[622548,834710],[623226,623269],[625639,633742],[629170,638001],[634437,634713],[640823,1095907],[643354,862482],[644788,863916],[646885,1102660],[650205,650944],[650379,865214],[652891,660384],[655847,663988],[658538,1117383],[660561,877645],[660692,660962],[662226,662269],[663995,872204],[667760,897516],[670330,894079],[693359,926238],[694054,694330],[695101,695371],[697618,929769],[700440,1169941],[716105,716148],[717225,943037],[723660,724650],[724827,951227],[724958,725228],[728087,736736],[735459,735502],[739306,972198],[746466,976129],[747024,980060],[748160,981196],[753718,754508],[754515,982931],[756809,764912],[758243,992054],[760340,769171],[765607,765883],[766654,766924],[771993,1255262],[775630,1012837],[799463,1287734],[800858,1047073],[802689,802965],[817178,1309210],[820866,820909],[826809,1065049],[828000,829188],[833067,834107],[834802,835078],[843925,844915],[845223,845493],[849488,1094473],[857411,857481],[857488,1098891],[859227,1104054],[865083,865939],[868343,876992],[869479,1114909],[878823,879099],[888400,1136845],[904888,904931],[908735,1158469],[927672,1178325],[936083,936353],[941422,1450492],[942459,1191135],[944332,945530],[945453,945523],[949495,950574],[955283,956471],[960350,961390],[962085,962361],[966519,1221150],[974113,1224980],[974866,974938],[987365,1241933],[1022655,1023645],[1023953,1024223],[1028218,1286300],[1048209,1306736],[1057553,1057829],[1065625,1066673],[1067426,1067498],[1077415,1078613],[1078536,1078606],[1082578,1083657],[1097015,1097018],[1141554,1142742],[1146621,1147661],[1148356,1148632],[1152790,1416380],[1173636,1437163],[1193159,1193162],[1203118,1204166],[1204919,1204991],[1269242,1270440],[1270363,1270433],[1274405,1275484],[1333539,1333542],[1398348,1399396],[1400149,1400221],[1529915,1529918] ] cell #2319 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [163189],[205888],[231682],[240419],[258269],[286628],[292521],[298735],[334086],[345262],[351936],[356898],[380169],[405760],[406618],[414273],[431892],[457778],[458636],[485633],[487312],[495567],[508181],[543542],[545221],[569046],[573391],[574588],[586149],[598255],[599934],[637002],[638199],[664671],[666350],[670917],[672504],[696619],[697816],[739893],[741480],[755191],[768172],[769369],[776616],[804015],[805314],[805602],[836437],[850474],[866137],[880149],[881448],[881736],[918575],[919660],[952741],[963720],[975136],[983924],[998603],[999688],[1040118],[1060178],[1067696],[1074863],[1085824],[1097913],[1123239],[1149991],[1185959],[1194057],[1205189],[1212356],[1223910],[1277651],[1315066],[1322596],[1334437],[1400419],[1407586],[1464252],[1530813],[1659482], [29644,186522],[31786,302880],[44968,242410],[45484,370678],[48167,252784],[50309,390942],[54558,409905],[63384,302754],[67200,201422],[68363,465493],[69081,319382],[69597,469973],[74564,336077],[75080,491204],[76706,498064],[79905,511468],[84455,366072],[91154,157640],[91310,387078],[92568,552935],[93798,258765],[94071,390816],[94961,261295],[100990,409779],[103114,588916],[103488,590411],[105969,599346],[106687,426407],[107203,603826],[108829,610686],[110540,439417],[116433,305149],[121017,121094],[121199,317391],[122702,465367],[124287,206232],[124443,321009],[125701,208222],[128094,665762],[131255,486598],[131757,676129],[135757,497938],[136273,689809],[136312,689935],[138110,507604],[139368,699606],[140598,352432],[140871,511342],[141761,354962],[142995,712144],[143369,713639],[144791,363366],[149753,368432],[152087,245987],[152243,244037],[155646,544507],[156148,745105],[157296,549827],[157498,386797],[161504,161581],[161686,259680],[164930,568469],[166188,771159],[167669,573270],[167762,775118],[170591,782257],[173562,412174],[178328,424416],[179831,599220],[180333,809227],[181416,286972],[181572,428034],[182830,288962],[184333,610560],[184849,822907],[184888,823033],[185223,434918],[192007,300836],[193418,195215],[195033,195110],[195573,641642],[196969,636881],[197062,848976],[199891,856115],[200926,462661],[206090,320728],[210278,479464],[211781,665636],[212283,885361],[213245,887355],[213284,483892],[213670,887924],[216984,676003],[218246,488958],[220580,339654],[220736,337704],[224139,500333],[224641,501431],[225789,696498],[225882,917077],[225991,507323],[228711,924216],[228750,924342],[229997,230074],[230179,353347],[233423,517717],[234681,359232],[243756,245845],[245167,742001],[245260,742235],[246561,546079],[247856,965474],[247895,541801],[248281,966043],[251595,744979],[261835,772812],[263231,768051],[263324,997105],[263433,568188],[266153,1004244],[266192,1004370],[267008,774018],[267110,1005938],[267184,1006233],[272747,407861],[274158,275955],[275773,275850],[276313,578031],[277709,586670],[277802,586904],[280043,418104],[280199,416154],[280631,418880],[281627,1036912],[281666,596514],[282052,1037481],[282617,1038581],[286830,427753],[291018,433303],[299593,836316],[299686,1074405],[304061,852204],[304100,638652],[304486,638841],[305713,641361],[307248,847876],[307350,1087574],[307424,1087869],[322139,882257],[322232,882491],[323533,667208],[324828,1120033],[324867,662930],[325253,1120602],[325818,1121702],[328958,885862],[329627,1129824],[337423,339512],[338834,673025],[338927,673259],[340228,488170],[341523,685178],[341562,496020],[341948,496209],[342973,344770],[344588,344665],[345128,499565],[346299,1161608],[346373,1161903],[347126,1163101],[355502,701259],[357100,517436],[359859,1190641],[365107,949019],[366747,1200273],[366786,726334],[367172,1200842],[368553,737360],[370804,742122],[371895,741394],[371969,969351],[374344,1211898],[375041,963981],[375710,1214129],[387655,984445],[387748,984679],[392123,1000333],[392162,769822],[392548,770011],[393775,772531],[395412,1246929],[395486,1247224],[396239,1248422],[400278,1004760],[411086,778346],[411125,575041],[411511,575230],[412738,577750],[414375,586063],[414449,791959],[415873,417962],[417284,418678],[419957,1289939],[420870,1291412],[429164,806123],[429257,806357],[430558,600792],[432843,1313529],[435458,612187],[437673,1323437],[439538,832555],[440735,1070137],[443031,1329243],[443105,1329538],[444802,847307],[448755,852063],[451132,1340653],[452296,1086396],[464402,1103578],[466042,1106955],[466081,866590],[466467,866779],[467848,877616],[470099,882378],[471190,881650],[471264,1123910],[475005,1376501],[475918,1377974],[489079,668384],[491330,673146],[492421,672418],[492495,891232],[494870,1407128],[496236,685037],[499284,500897],[512649,920305],[512688,698269],[513074,698458],[514301,700978],[516765,1443652],[518847,520241],[521357,1452230],[522559,1454263],[524246,948450],[525545,950119],[525833,1196482],[528341,1459961],[530274,964276],[531723,1465093],[537155,1471194],[548083,1224751],[549948,980684],[551145,1229492],[553061,984566],[553441,983838],[553515,1233849],[555212,995436],[559165,1000192],[578655,773449],[582608,778205],[584985,1537029],[586791,589042],[601701,801482],[603952,806244],[605043,805516],[605117,1040789],[609771,1574350],[611906,613519],[614967,1583164],[615444,1584376],[617976,1070432],[619061,1071630],[625973,1595545],[628959,1083202],[642486,1097753],[643688,1354155],[645375,1103009],[646674,1104678],[646962,1358854],[649470,1106814],[651403,1118835],[657830,1118279],[672216,889024],[676945,886157],[678394,1660323],[683826,1666424],[699732,921949],[701883,915408],[705836,920164],[710019,712270],[716468,1712185],[719239,1193897],[721132,1197955],[727677,1723645],[731294,1209123],[741192,967143],[746137,1224536],[746614,1484010],[749146,1229787],[750231,1230985],[760129,1242557],[771285,1001977],[777701,1007431],[779990,782383],[784613,1787372],[787599,1275029],[810043,1035714],[816470,1310106],[828859,1323222],[839504,1334277],[841397,1338335],[851559,1089067],[853848,856241],[856724,1353390],[861388,1360327],[871550,1371495],[890561,1131297],[897106,1909916],[900723,1404353],[910621,1153414],[929558,1437787],[940714,1188248],[944766,1453498],[956142,1464878],[968680,1215602],[989526,1501853],[1018234,1530653],[1020127,1534711],[1030289,1280894],[1032578,1034971],[1050280,1567871],[1077849,1594780],[1142413,1660108],[1154951,1410832],[1175797,1697083],[1269676,1786607] ] cell #2320 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [56897],[71118],[77980],[87723],[95896],[104146],[104726],[108724],[116650],[126271],[126851],[129584],[134523],[137100],[142696],[147428],[149156],[152297],[153975],[163920],[167935],[173779],[177042],[183400],[183980],[188129],[189545],[191578],[194644],[197235],[203563],[208992],[213774],[215921],[217649],[220790],[222468],[232413],[237947],[239498],[241511],[244017],[245433],[248385],[250532],[254391],[255807],[260906],[268869],[270285],[272318],[275384],[277975],[284303],[294501],[295779],[303039],[304590],[309109],[310525],[314919],[316470],[320989],[322405],[327504],[331614],[335178],[337684],[339100],[342052],[344199],[348058],[349474],[354573],[361234],[369159],[370437],[377697],[382563],[383841],[387058],[391101],[392652],[394323],[397171],[398587],[402804],[410064],[411615],[416134],[417550],[421944],[428014],[429430],[434529],[444158],[445619],[454822],[460529],[461617],[465652],[467975],[468454],[469732],[473812],[476992],[489685],[490963],[498223],[504367],[507584],[511627],[513178],[514849],[517697],[519113],[525672],[527943],[529617],[548536],[552694],[555218],[555679],[556029],[557117],[565232],[568449],[578011],[579472],[588675],[599505],[601828],[602307],[603585],[607665],[610845],[619067],[619528],[621798],[623376],[631357],[641622],[642525],[651017],[651393],[653305],[665921],[672343],[674614],[676288],[699365],[701889],[702350],[702700],[703788],[711903],[717263],[719278],[720746],[721122],[734031],[741319],[743590],[745264],[755244],[770918],[777707],[778168],[780438],[782016],[789997],[801165],[809657],[810033],[811945],[826350],[830423],[839543],[851565],[852026],[854296],[855874],[877299],[886692],[888707],[890175],[890551],[903460],[913019],[924673],[942704],[949802],[964811],[966826],[968294],[968670],[1005080],[1009153],[1018273],[1033026],[1070967],[1082885],[1086716],[1090789],[1104361],[1128975],[1153097],[1196802],[1213280],[1230322],[1242240],[1274712],[1326096],[1359174],[1437470],[1489614], [34125,122611],[35824,125970],[48384,159206],[50204,163098],[50765,163406],[58596,183099],[64339,116342],[66540,200443],[67120,203405],[68948,205291],[69298,207798],[79800,231591],[80361,231899],[81499,234950],[82784,237182],[83714,238637],[87373,151663],[90300,252221],[93138,257786],[93718,260748],[101945,173471],[103968,176830],[106554,286031],[106904,288538],[109285,292738],[110806,295327],[111766,296909],[113966,191524],[114762,302274],[115692,303729],[116353,194486],[119913,312157],[121961,315609],[123433,318819],[125726,472949],[130514,332304],[134173,220156],[135666,136712],[136879,224356],[139938,351453],[140518,354415],[142346,356301],[145281,361945],[146156,237893],[146468,364010],[149093,241847],[150019,369985],[150979,371567],[154905,378387],[158522,384971],[162448,391791],[168895,403934],[169825,405389],[171095,272264],[171891,409299],[172821,410754],[173482,275226],[174588,277112],[175058,176480],[179090,422634],[180562,425844],[182855,606802],[188066,296115],[191177,300277],[192497,446330],[193684,448395],[198195,455952],[199125,457407],[202291,314865],[202603,463305],[207114,470862],[211040,477682],[214649,331560],[214961,484536],[215732,332936],[217586,335514],[218512,490511],[219472,492093],[221482,221672],[222310,224059],[223398,498913],[227015,505497],[227945,506952],[230941,512317],[234706,715120],[237546,362807],[246920,538208],[249260,377643],[249572,542445],[250343,379019],[254328,384177],[259946,558805],[264457,566362],[265387,567817],[268806,403140],[269783,269973],[271917,407302],[273237,580183],[274424,582248],[276820,277049],[278935,589805],[279865,591260],[280656,800262],[283031,421890],[283343,597158],[284114,423266],[287854,604715],[291780,611535],[304511,629086],[306261,632977],[309046,455158],[310023,310213],[314518,462102],[323892,659337],[326232,476938],[326544,663574],[327315,478314],[331213,483333],[332644,332873],[340587,684879],[341973,910748],[343239,689116],[347995,504703],[348972,349162],[353613,705476],[358124,713033],[359054,714488],[367598,529563],[368680,729761],[371901,731300],[374517,735945],[377296,541242],[378727,378956],[388216,554568],[392573,760256],[397108,565568],[398085,398275],[411536,787726],[413286,791617],[414381,1030295],[421543,595955],[422974,423203],[430917,817977],[433569,822214],[439665,617528],[444095,623712],[444808,839510],[445269,839829],[448745,841387],[466492,646801],[466703,466893],[471196,871556],[476591,662371],[478022,478251],[489206,899190],[492427,900729],[495043,905374],[496226,1154941],[513099,929685],[524252,719245],[524713,719564],[529216,725775],[529888,955534],[530264,956132],[547226,550075],[553447,750237],[554276,554505],[559155,989516],[578661,1018240],[579122,1018559],[582598,1020117],[605049,1050286],[615262,826901],[617590,828251],[617966,828849],[624074,1077701],[642492,645381],[642811,645842],[649460,861378],[676559,1141805],[676935,1142403],[705826,1175787],[716637,942608],[719621,944618],[745529,748760],[746127,749136],[782714,1269528],[826234,1064644],[856576,859877] ] cell #2321 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [70203],[93307],[107809],[111935],[123370],[140107],[143601],[146405],[151148],[158691],[160400],[163259],[169064],[176868],[180499],[183569],[186649],[188358],[193621],[198364],[202540],[207283],[208192],[214898],[216090],[219641],[221788],[227184],[228893],[231752],[232350],[236287],[242537],[244246],[249509],[250701],[252911],[254620],[258551],[259883],[264626],[267389],[269098],[270089],[270222],[274361],[276749],[279104],[283280],[284472],[288023],[288932],[292591],[299017],[301379],[306430],[307629],[309338],[310329],[310462],[313259],[319509],[321218],[326481],[327673],[329954],[330087],[332573],[336204],[337913],[340717],[343176],[344368],[345332],[346578],[348287],[349278],[349411],[352218],[353550],[358293],[359202],[366199],[372174],[372531],[374454],[376037],[376170],[378656],[389441],[394492],[395691],[397400],[398391],[398524],[401501],[404283],[406042],[408404],[413455],[414654],[415011],[416363],[417487],[418850],[420284],[420417],[422903],[426534],[428243],[432174],[433506],[434698],[442519],[443310],[445206],[448810],[449082],[449215],[451661],[453519],[456301],[458060],[467009],[471469],[471826],[473749],[475332],[475465],[477951],[481875],[486725],[487594],[492700],[493057],[494980],[496179],[496291],[496563],[496696],[503064],[503947],[505846],[509967],[515018],[516217],[517926],[519050],[524650],[528668],[528801],[530329],[530734],[534584],[539784],[544634],[545503],[553720],[554077],[554205],[555616],[559220],[559492],[559625],[563929],[564812],[566711],[575200],[576372],[577163],[579059],[582663],[582935],[583068],[585514],[586204],[586925],[594497],[595445],[600216],[605322],[605679],[607602],[609185],[609318],[618031],[618436],[619465],[622861],[624190],[624500],[632215],[638811],[639983],[640774],[642740],[645779],[649525],[649797],[649930],[650330],[651458],[655713],[660913],[661861],[666632],[671321],[672559],[675339],[675472],[677000],[677405],[681255],[685184],[695322],[698428],[700391],[702287],[705891],[706163],[706296],[711483],[719493],[719737],[720047],[721187],[725179],[726620],[731698],[735094],[740297],[741535],[744315],[744448],[746192],[746417],[749201],[749606],[750635],[753584],[755670],[763385],[766875],[769981],[771944],[776671],[777076],[778105],[778352],[782830],[783140],[790855],[804419],[805657],[808437],[808570],[810098],[814353],[820501],[828914],[829139],[829385],[830849],[839758],[841452],[845444],[850529],[850934],[851963],[852210],[856677],[857205],[859993],[860303],[861443],[866749],[871954],[880553],[881791],[884571],[884704],[889166],[889476],[890616],[896049],[901127],[904523],[913877],[918630],[919035],[920064],[920311],[925099],[932814],[936304],[944719],[945247],[953145],[956197],[956422],[958132],[967285],[967595],[968735],[974164],[977514],[978978],[983979],[989581],[998658],[999063],[1000092],[1000339],[1008115],[1009579],[1018488],[1020182],[1024174],[1030693],[1038723],[1039033],[1040173],[1050684],[1063434],[1066724],[1074918],[1075323],[1077802],[1078330],[1086228],[1089751],[1091215],[1097968],[1106961],[1112691],[1121844],[1122154],[1123294],[1142468],[1142693],[1144403],[1155006],[1163785],[1165249],[1175852],[1186363],[1194112],[1201005],[1201315],[1204217],[1212411],[1224757],[1249106],[1250570],[1269629],[1270157],[1278055],[1283042],[1304518],[1315121],[1321302],[1323443],[1330314],[1334492],[1341695],[1353357],[1399447],[1407641],[1445800],[1452246],[1453465],[1465099],[1530868],[1538071],[1582693],[1594747],[1660329],[1786574] ] cell #2322 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [163190],[205889],[231683],[240420],[258270],[286629],[292522],[298736],[334087],[345263],[351937],[356899],[380170],[405761],[406619],[414274],[431893],[457779],[458637],[485634],[487313],[495568],[508182],[543543],[545222],[569047],[573392],[574589],[586152],[598256],[599935],[637003],[638200],[664672],[666351],[670918],[672507],[696620],[697817],[739894],[741483],[755192],[768173],[769370],[776619],[804016],[805315],[805605],[836438],[850477],[866138],[880150],[881449],[881739],[918578],[919661],[952742],[963721],[975137],[983927],[998606],[999689],[1040121],[1060179],[1067697],[1074866],[1085825],[1097916],[1123242],[1149992],[1185960],[1194060],[1205190],[1212359],[1223913],[1277652],[1315069],[1322599],[1334440],[1400420],[1407589],[1464255],[1530816],[1659485], [29645,186516],[31787,302881],[44969,242404],[45485,370672],[48168,252778],[50310,390943],[54559,409906],[63385,302748],[67201,201416],[68364,465494],[69082,319376],[69598,469967],[74565,336071],[75081,491198],[76707,498065],[77004,689936],[79906,511469],[84456,366066],[91155,157562],[91311,387079],[92569,552929],[93799,258759],[94072,390810],[94962,261296],[100991,409773],[103115,588910],[103489,590412],[105970,599347],[106688,426401],[107204,603820],[108830,610687],[109127,823034],[110541,439411],[116434,305143],[121018,121031],[121200,317392],[122703,465361],[124288,206154],[124444,321010],[125702,208223],[128095,665763],[131256,486592],[131758,676130],[135758,497932],[136274,689803],[138111,507605],[139369,699600],[139741,924343],[140599,352426],[140872,511336],[141762,354963],[142996,712138],[143370,713640],[144792,363367],[149754,368426],[152088,245909],[152244,244038],[155647,544501],[156149,745106],[157297,549821],[157499,386798],[161505,161518],[161687,259681],[164931,568470],[166189,771153],[166561,1004371],[167670,573264],[167763,775119],[170592,782251],[173563,412168],[178329,424417],[178389,1038582],[179832,599214],[180334,809228],[181417,286894],[181573,428035],[182831,288963],[184334,610554],[184850,822901],[185224,434919],[192008,300837],[193419,195216],[195034,195047],[195574,641643],[196970,636875],[197063,848977],[199892,856109],[200927,462662],[206091,320729],[210279,479465],[210339,1121703],[211782,665630],[212284,885362],[213285,483893],[213295,887356],[213671,887918],[216985,675997],[218247,488952],[220581,339576],[220737,337705],[224140,500327],[224642,501432],[225790,696492],[225883,917078],[225992,507324],[226002,1163102],[228712,924210],[229998,230011],[230180,353348],[233424,517718],[234682,359233],[235054,1190642],[243757,245846],[245168,741995],[245261,742236],[246562,546080],[246622,1211899],[247896,541802],[247906,965475],[248282,966037],[251596,744973],[261836,772813],[263232,768045],[263325,997106],[263434,568189],[263444,1248423],[266154,1004238],[267009,774012],[267111,1005935],[267244,1006232],[272748,407862],[274159,275956],[275774,275787],[276314,578032],[277710,586664],[277803,586905],[280044,418026],[280200,416155],[280632,418881],[281667,596515],[281677,1036913],[282053,1037475],[282144,1291411],[286831,427754],[291019,433304],[291079,1313530],[299594,836310],[299687,1074406],[304101,638653],[304111,852205],[304487,638842],[305714,641362],[305724,1340654],[307249,847870],[307351,1087571],[307484,1087868],[322140,882251],[322233,882492],[323534,667209],[324868,662931],[324878,1120034],[325254,1120596],[325345,1377973],[328959,885859],[329630,1129823],[337424,339513],[338835,673019],[338928,673260],[340229,488171],[340289,1407129],[341563,496021],[341573,685179],[341949,496210],[342974,344771],[344589,344602],[345129,499566],[346300,1161605],[346433,1161902],[355503,701260],[357101,517437],[357111,1443653],[365108,949013],[366787,726335],[366797,1200274],[367173,1200836],[368554,737361],[368564,1465094],[370805,742123],[371896,741395],[372029,969350],[373871,1471193],[375042,963978],[375713,1214128],[387656,984439],[387749,984680],[392163,769823],[392173,1000334],[392549,770012],[393776,772532],[395413,1246926],[395546,1247223],[400281,1004759],[411126,575042],[411136,778347],[411512,575231],[412739,577751],[412749,1537030],[414376,586064],[414509,791958],[415874,417963],[417285,418679],[419960,1289938],[429165,806117],[429258,806358],[430559,600793],[432370,1574349],[435459,612188],[439539,832556],[439549,1323438],[440736,1070134],[443032,1329240],[443165,1329537],[444803,847308],[445116,1595544],[448758,852062],[452299,1086395],[464403,1103572],[466082,866591],[466092,1106956],[466468,866780],[467849,877617],[470100,882379],[471191,881651],[471324,1123909],[475008,1376500],[489080,668385],[489090,1660324],[491331,673147],[492422,672419],[492555,891231],[494397,1666423],[496239,685036],[499285,500898],[512689,698270],[512699,920306],[513075,698459],[514302,700979],[518848,520242],[521358,1452227],[524247,948451],[524560,1454262],[525546,950120],[525836,1196481],[528344,1459960],[529864,1723644],[530277,964275],[549949,980685],[549959,1224752],[551146,1229489],[553062,984567],[553442,983839],[553575,1233848],[555213,995437],[559168,1000191],[578656,773450],[578969,1787371],[582611,778204],[586792,589043],[601702,801483],[603953,806245],[605044,805517],[605177,1040788],[611907,613520],[614970,1583163],[617566,1584375],[617979,1070431],[619062,1071631],[628960,1083203],[642487,1097754],[645376,1103010],[645689,1354154],[646675,1104679],[646965,1358853],[649473,1106813],[651406,1118834],[657831,1118280],[672217,889025],[676535,1909915],[676948,886156],[699733,921950],[701884,915409],[705839,920163],[710020,712271],[716613,1712184],[719240,1193898],[721135,1197954],[731295,1209124],[741193,967144],[746140,1224535],[748736,1484009],[749149,1229786],[750232,1230986],[760130,1242558],[771286,1001978],[777702,1007432],[779991,782384],[787600,1275030],[810046,1035713],[816471,1310107],[828862,1323221],[839505,1334278],[841400,1338334],[851560,1089068],[853849,856242],[856869,1353389],[861391,1360326],[871551,1371496],[890564,1131296],[900724,1404354],[910622,1153415],[929559,1437788],[940715,1188249],[944911,1453497],[956145,1464877],[968683,1215601],[989529,1501852],[1018235,1530654],[1020130,1534710],[1030290,1280895],[1032579,1034972],[1050281,1567872],[1077994,1594779],[1142416,1660107],[1154954,1410831],[1175800,1697082],[1269821,1786606] ] cell #2323 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2324 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [163157],[205310],[231650],[238656],[257574],[286050],[292489],[296697],[332323],[345230],[351241],[356320],[378406],[403722],[405408],[414241],[431197],[455740],[457426],[485601],[485906],[495564],[506971],[543510],[543815],[567836],[573234],[574585],[586148],[598223],[598528],[636845],[638196],[664639],[664944],[670914],[672503],[696462],[697813],[739890],[741479],[755159],[768015],[769366],[776615],[804012],[805157],[805601],[836280],[850473],[866134],[880146],[881291],[881735],[918574],[919657],[952738],[963563],[975133],[983923],[998602],[999685],[1040117],[1060021],[1067693],[1074862],[1085821],[1097912],[1123238],[1149834],[1185956],[1194056],[1205186],[1212355],[1223909],[1277648],[1315065],[1322595],[1334436],[1400416],[1407585],[1464251],[1530812],[1659481], 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] cell #2325 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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828860,1323007],[839494,1334055],[841398,1335936],[851549,1347104],[853684,1096639],[856867,1353387],[861389,1357928],[871540,1369096],[874605,1118115],[890562,1390786],[900713,1401954],[910457,1413731],[921785,922715],[929394,1435593],[944909,1453495],[956143,1464663],[968681,1477592],[989527,1499454],[1001813,1002743],[1018224,1530431],[1020128,1532312],[1030279,1543480],[1032414,1288466],[1050270,1565472],[1053335,1309942],[1077992,1594777],[1142414,1659893],[1154952,1672822],[1175798,1694684],[1188084,1189014],[1269819,1786604] ] cell #2326 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [125601],[160468],[160703],[182730],[188426],[188661],[204972],[228961],[229196],[234581],[236460],[238318],[244314],[244549],[254688],[254923],[269166],[269401],[280531],[285712],[290035],[294575],[301552],[303410],[309406],[309641],[313432],[315290],[321286],[321521],[330127],[331985],[333468],[337981],[338216],[341216],[348355],[348590],[355982],[369233],[376210],[378068],[379551],[382637],[389614],[391472],[393508],[397468],[397703],[401600],[404782],[405070],[408577],[410435],[413648],[416431],[416666],[420457],[422315],[423798],[428311],[428546],[442692],[449255],[451729],[451964],[453618],[456800],[457088],[468528],[472630],[475505],[477363],[478846],[482079],[485008],[489759],[495450],[496736],[498594],[500077],[503163],[506345],[506633],[510140],[511998],[514034],[517994],[518229],[528017],[528841],[530802],[533696],[535130],[537889],[539988],[542917],[556403],[559665],[562374],[564028],[567210],[567498],[571153],[574471],[576545],[583108],[585582],[585817],[587471],[590941],[594701],[597630],[602381],[606483],[609358],[611216],[612699],[613252],[618504],[622172],[622960],[624273],[625069],[627240],[629726],[634764],[638082],[640156],[649970],[650829],[654825],[656259],[659018],[661117],[664046],[668846],[674688],[675512],[677473],[680367],[681801],[684560],[686659],[692685],[694381],[695526],[697699],[703074],[706336],[709045],[710699],[714169],[714801],[719820],[720616],[725383],[726684],[726893],[729771],[737822],[743664],[744488],[749674],[753558],[754130],[754566],[756239],[758410],[760896],[765934],[767079],[769252],[777144],[780812],[781600],[782913],[783709],[785880],[788366],[795750],[799943],[801944],[803016],[808610],[813465],[814899],[817658],[819757],[819812],[829449],[829658],[831418],[835129],[836850],[845648],[851002],[854670],[855458],[857539],[860076],[860872],[864083],[865639],[866020],[867149],[870027],[878078],[879150],[884744],[889249],[890045],[894812],[894867],[896113],[896322],[899200],[906731],[908902],[917539],[919103],[923559],[925668],[927839],[930325],[936508],[945581],[946003],[947195],[951660],[958701],[962412],[967368],[968164],[972931],[972986],[974708],[975019],[977578],[977787],[979547],[981744],[984979],[993777],[997567],[999131],[1003587],[1008179],[1008388],[1010148],[1011227],[1015580],[1024378],[1025888],[1028766],[1038806],[1039602],[1044369],[1044424],[1045879],[1048757],[1057880],[1067268],[1067579],[1069169],[1075391],[1078664],[1080278],[1084743],[1089815],[1090024],[1091784],[1092863],[1097094],[1097469],[1100562],[1101754],[1113260],[1121927],[1122723],[1127490],[1127545],[1132274],[1133466],[1134572],[1144972],[1148683],[1150404],[1159202],[1163849],[1164058],[1165818],[1166897],[1171250],[1180048],[1183838],[1193238],[1193613],[1201088],[1201884],[1204761],[1205072],[1206662],[1216579],[1217771],[1218877],[1223940],[1228524],[1239633],[1249170],[1249379],[1251139],[1252218],[1260996],[1262116],[1270491],[1272105],[1276570],[1283611],[1292389],[1293581],[1294687],[1305087],[1319317],[1321385],[1322626],[1330378],[1330587],[1333618],[1333993],[1342264],[1347042],[1348162],[1364256],[1369034],[1378951],[1380143],[1381249],[1399991],[1400302],[1401892],[1413001],[1423754],[1424874],[1434863],[1446369],[1452310],[1453361],[1461291],[1464282],[1472243],[1494105],[1510560],[1511680],[1529994],[1530369],[1538640],[1543418],[1565410],[1576519],[1582617],[1584218],[1594643],[1602573],[1616119],[1624049],[1659512],[1667473],[1705790],[1712919],[1723487],[1744333],[1786470],[1794400],[1848598],[1868589],[1909758],[2027328] ] cell #2327 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[841401,1335939],[851550,1347105],[853685,1096640],[856728,1353441],[861392,1357931],[871541,1369097],[874606,1118116],[890565,1390789],[897110,2139379],[900714,1401955],[910458,1413732],[921786,922716],[929395,1435594],[944770,1453549],[956146,1464666],[968684,1477595],[989530,1499457],[1001814,1002744],[1018225,1530432],[1020131,1532315],[1030280,1543481],[1032415,1288467],[1050271,1565473],[1053336,1309943],[1077853,1594831],[1142417,1659896],[1154955,1672825],[1175801,1694687],[1188085,1189015],[1269680,1786658] ] cell #2328 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [70180],[93087],[93265],[107786],[111715],[111893],[123364],[139887],[140065],[143578],[145001],[146399],[150928],[151106],[158471],[158649],[168844],[169022],[176845],[180493],[183527],[186643],[192217],[193615],[198144],[198322],[201136],[202534],[207063],[207241],[213494],[214892],[216048],[219421],[219599],[221741],[226964],[227142],[232344],[242531],[248105],[249503],[250659],[252905],[258479],[259877],[261436],[264406],[264584],[267383],[270042],[270216],[272957],[274355],[276743],[278884],[279062],[281876],[283274],[284430],[287803],[287981],[298945],[304310],[306210],[306388],[307623],[310282],[310456],[319503],[322812],[325077],[326475],[327631],[330081],[332567],[336198],[340718],[341772],[343170],[344326],[346572],[349231],[349405],[352146],[353544],[355103],[358073],[358251],[366193],[366996],[368629],[371105],[372168],[374448],[376164],[378650],[388893],[392372],[394450],[395685],[398344],[398518],[401495],[404284],[405970],[411335],[413235],[413413],[414648],[417481],[420411],[422897],[426528],[429837],[432102],[433500],[434656],[435059],[439614],[440321],[443304],[444527],[445200],[447161],[449209],[453513],[456302],[457988],[466291],[466962],[470400],[471463],[473743],[475459],[477945],[481876],[486719],[487522],[489155],[491631],[492694],[494974],[496690],[501572],[503058],[503941],[505847],[509419],[512898],[514976],[516211],[519044],[519520],[523971],[524644],[528795],[529983],[530188],[532797],[539785],[544628],[545431],[550024],[553362],[553714],[554199],[555610],[557571],[559619],[563923],[564806],[566712],[573467],[574174],[577157],[578380],[579053],[581014],[583062],[589343],[592686],[594498],[595439],[600144],[604253],[605316],[607596],[608637],[609312],[617685],[617890],[619459],[622855],[624359],[632209],[637078],[637785],[640768],[642734],[645100],[645773],[648664],[649924],[650331],[651317],[653926],[660914],[661855],[666560],[670642],[671315],[673929],[675466],[676654],[676859],[679468],[685921],[687882],[695323],[696695],[700385],[702281],[704242],[706290],[711477],[719487],[719906],[721046],[725180],[731692],[735088],[739618],[740291],[742905],[744442],[746121],[746418],[748855],[749060],[750629],[752659],[755529],[763379],[766876],[768248],[771938],[776325],[776530],[778099],[779089],[782999],[790849],[792242],[794851],[803740],[804413],[807027],[808564],[809957],[812566],[820495],[828843],[829140],[830708],[836513],[839752],[841311],[845445],[850183],[850388],[851957],[852947],[856743],[857136],[860162],[861302],[871948],[879874],[880547],[883161],[884698],[889335],[890475],[891515],[901121],[904517],[906021],[913871],[918284],[918489],[920058],[921048],[924958],[932808],[936305],[944785],[945178],[952466],[953139],[956126],[956423],[957991],[967454],[968594],[969634],[974234],[978837],[989440],[998312],[998517],[1000086],[1001076],[1009438],[1010517],[1018482],[1020041],[1024175],[1030687],[1038892],[1040032],[1041072],[1050678],[1063428],[1065466],[1066794],[1074572],[1074777],[1077868],[1078261],[1086222],[1091074],[1092153],[1107698],[1112550],[1122013],[1123153],[1124193],[1142397],[1142694],[1144262],[1154865],[1165108],[1166187],[1175711],[1186357],[1191861],[1193003],[1201174],[1204287],[1212270],[1234132],[1250429],[1251508],[1269695],[1270088],[1278049],[1282901],[1304377],[1314980],[1320544],[1322365],[1333383],[1341554],[1355375],[1363546],[1399517],[1407500],[1445659],[1452520],[1464021],[1485883],[1529759],[1537930],[1593802],[1615278],[1659251],[1785629] ] cell #2329 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [137151],[138511],[138698],[163971],[165331],[165518],[167986],[177240],[178828],[189596],[195639],[195826],[197286],[209190],[210778],[213972],[225020],[233824],[234011],[236590],[239696],[242049],[245484],[246658],[248583],[255858],[262462],[268065],[276379],[276566],[278026],[289930],[291518],[294225],[296317],[298192],[300378],[300875],[301682],[304788],[308305],[313562],[316668],[322456],[333363],[335716],[339151],[340325],[342250],[356129],[362908],[363405],[368883],[370975],[372850],[379446],[382287],[383591],[384379],[386254],[389744],[392850],[403342],[405217],[407403],[407900],[408707],[411813],[415330],[423693],[429481],[442822],[447293],[447790],[455360],[457235],[461341],[462203],[462700],[468178],[469482],[470270],[472145],[478741],[483434],[483931],[489409],[491501],[493376],[499972],[504905],[506780],[510270],[513376],[527667],[536872],[541343],[541840],[553232],[556841],[557703],[558200],[562269],[565770],[567645],[576675],[581146],[581643],[589213],[591088],[596056],[596553],[602031],[603335],[604123],[605998],[612594],[616185],[623914],[631081],[640286],[648796],[649293],[652967],[659165],[662472],[662969],[674338],[683543],[688014],[688511],[699903],[703512],[704374],[704871],[708940],[712441],[714316],[724726],[725876],[726373],[728418],[743314],[747355],[756454],[757331],[771456],[774825],[782554],[789721],[798926],[807436],[807933],[811607],[817805],[821112],[821609],[827002],[833752],[834629],[848683],[856412],[867976],[868115],[883570],[884067],[894155],[895305],[895802],[897847],[912743],[916784],[925883],[926760],[943121],[950207],[950346],[959545],[972274],[973424],[973921],[985960],[996812],[1005732],[1012482],[1013359],[1027413],[1046706],[1046845],[1065110],[1072376],[1074112],[1087368],[1094118],[1094995],[1114104],[1129392],[1136478],[1136617],[1145816],[1172231],[1197454],[1213697],[1220783],[1220922],[1233467],[1256937],[1264203],[1305931],[1326513],[1342983],[1350249],[1359826],[1457246],[1490031],[1620004], [85198,367909],[86597,370343],[86784,244158],[90351,745641],[91711,552600],[91898,387199],[110857,828363],[111294,438894],[113842,444611],[115430,302597],[120111,642363],[121699,465210],[124844,469638],[125031,321130],[131998,488435],[133397,490869],[133584,337825],[145479,719116],[146032,524055],[148984,368095],[150070,955646],[156527,546818],[158050,549304],[160598,555021],[162186,390659],[163308,262088],[168423,572747],[170971,578464],[172559,409622],[175704,588581],[175891,416275],[181973,603491],[182160,428155],[187325,617120],[187957,439080],[188556,618870],[192695,839381],[197723,636358],[202167,645184],[205119,467390],[208117,323630],[214525,670726],[217477,488621],[218563,1141917],[221548,685332],[223136,497781],[223985,345381],[226543,695975],[229091,701692],[230679,511185],[231801,355755],[238465,525087],[243213,729353],[244444,731103],[249136,739702],[254219,549490],[254818,750040],[257815,388937],[263985,767528],[268697,572933],[269296,777510],[269849,778500],[273435,1018111],[276940,586333],[279603,418775],[282907,803824],[285859,601243],[288857,430655],[292367,292640],[296938,440365],[299871,835793],[303557,628501],[308937,636544],[309536,851368],[310089,852358],[315437,646216],[321416,871359],[326108,879958],[332132,671758],[332764,672688],[336880,898782],[338111,900532],[341063,496059],[347886,696161],[348485,919469],[349038,920459],[351482,509463],[358792,359127],[360896,943352],[367474,952550],[371596,534415],[378215,740734],[378847,741664],[385000,550775],[391619,759671],[396999,767714],[397598,999497],[398151,1000487],[403963,574218],[404629,575080],[410582,787141],[416561,1030098],[422462,804856],[423094,805786],[428441,1050089],[431393,431438],[435923,1064553],[437788,1066518],[443986,835979],[451859,1085633],[455981,637829],[456647,638691],[466769,1107109],[470891,655544],[477510,880990],[478142,881920],[486102,486147],[492122,681086],[498741,910163],[505526,697446],[506192,698308],[512145,929100],[518124,1185768],[520722,1191022],[521870,1192090],[522747,944525],[531838,1204011],[538036,963262],[544011,544056],[548198,1225873],[554396,984108],[561127,762748],[566391,768999],[567057,769861],[585712,1277460],[589834,796469],[598724,598769],[604744,814184],[611363,1059720],[615487,1321526],[615626,1066287],[625284,1332470],[626161,1077608],[633006,846638],[642999,1354462],[643876,1099084],[650676,866629],[665140,665185],[678509,1399241],[684707,1149533],[690682,690727],[707798,932177],[713062,938428],[717566,1192647],[727720,1463182],[727859,1203780],[730785,961912],[746657,1485044],[746796,1225642],[748682,982758],[764131,764176],[783924,1528846],[784801,1269435],[791646,1025368],[823780,823825],[824536,1062797],[837831,1333027],[840087,1083429],[857822,1355019],[858999,1104905],[870001,871041],[897149,1658412],[897288,1399010],[900214,1148183],[914668,1160192],[933560,933605],[956730,1209869],[976470,1231731],[987137,988216],[1016561,1529403],[1018817,1275256],[1029780,1286822],[1048731,1049771],[1110183,1111289],[1143001,1405099],[1153641,1416152],[1173408,1174487],[1281640,1546625],[1302010,1303116] ] cell #2330 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [163121],[205240],[231614],[238586],[257676],[285980],[292453],[296799],[332253],[345194],[351343],[356250],[378336],[403824],[405338],[414166],[431299],[455842],[457356],[485526],[486008],[495562],[506901],[543435],[543917],[567766],[573336],[574583],[586147],[598148],[598630],[636947],[638194],[664564],[665046],[670912],[672502],[696564],[697811],[739888],[741478],[755084],[768117],[769364],[776614],[804010],[805259],[805600],[836382],[850472],[866132],[880144],[881393],[881734],[918573],[919655],[952736],[963665],[975131],[983922],[998601],[999683],[1040116],[1060123],[1067691],[1074861],[1085819],[1097911],[1123237],[1149936],[1185954],[1194055],[1205184],[1212354],[1223908],[1277646],[1315064],[1322594],[1334435],[1400414],[1407584],[1464250],[1530811],[1659480], [31803,302875],[34077,314044],[45500,243966],[48481,253708],[50156,390226],[50326,390937],[54575,409900],[63316,193696],[64291,450578],[67132,202654],[68380,465488],[69395,320306],[69613,320938],[75096,337633],[76723,498059],[79752,510752],[79922,511463],[85237,150031],[86821,534371],[87470,373603],[90312,158089],[91935,550731],[92584,387007],[93730,259997],[94003,259958],[94978,560988],[100922,274436],[101897,584431],[103130,416083],[103505,590406],[105986,599341],[107001,427331],[107219,427963],[108846,610681],[110818,111333],[115683,303678],[116365,193735],[121952,315558],[122634,202615],[123445,123484],[125068,655500],[125717,472898],[128111,665757],[131774,676124],[132037,218524],[133621,681042],[134270,494129],[135689,343251],[136289,499494],[136329,689930],[136664,691299],[138735,697402],[139384,507533],[140530,353664],[140803,353625],[141778,707659],[143011,517646],[143386,713634],[146480,146519],[149105,243334],[150847,371457],[156165,745100],[156648,254340],[158390,384861],[162439,391740],[165555,768955],[166204,568398],[167779,775113],[170607,577960],[172812,410703],[173494,274475],[175928,796425],[176577,591841],[179081,422583],[179763,283355],[180350,809222],[180574,180613],[182197,814140],[182846,606751],[184265,433581],[184865,612116],[184905,823028],[185240,824397],[187446,188078],[191414,302164],[195863,846594],[197079,848971],[199907,641571],[200333,314755],[206982,470752],[211031,477631],[211713,326556],[212300,885356],[213247,887208],[213686,671396],[214973,215012],[216916,495055],[217598,337001],[219340,491983],[223389,498862],[224022,912334],[224071,343290],[224658,914529],[225141,348007],[225899,917072],[226883,505387],[228727,701188],[228767,924337],[230932,512266],[234048,938384],[234697,715069],[237072,237783],[245277,959833],[246911,538157],[247858,965327],[248297,740372],[249584,249623],[251527,374529],[262125,994723],[262583,397120],[263341,997100],[264325,566252],[266169,772741],[266209,1004365],[266901,579134],[267105,776315],[267182,1006088],[268186,268818],[272154,409189],[276603,1025324],[277061,415451],[277819,1027701],[278803,589695],[279856,591209],[280647,800211],[281073,421780],[281629,1036765],[282068,804494],[282634,1038576],[287722,604605],[291771,611484],[292404,1061891],[298313,444107],[299703,1074400],[304063,1081386],[304502,628139],[306129,632867],[307141,445281],[307345,850173],[307422,1087724],[308426,309058],[322249,1114392],[323883,659286],[324274,476828],[324830,1119886],[325269,880628],[325835,1121697],[328953,676644],[329625,889112],[330739,331450],[332885,493497],[338944,1146104],[340578,684828],[340969,497348],[341525,1151598],[341964,909801],[344067,690588],[346294,918274],[346371,1161758],[347128,1162954],[355792,1180994],[357992,712923],[359045,714437],[359876,1190636],[365000,524725],[365482,529453],[366749,1200126],[367188,953220],[368498,728706],[371890,729908],[371967,1207780],[372971,378968],[374361,1211893],[375036,529973],[375708,967231],[376822,377533],[386375,554517],[387765,1233755],[392125,1240741],[392564,759309],[394191,764037],[395407,998302],[395484,1247079],[396241,1248275],[400276,782776],[404535,583720],[411088,1273213],[411527,786779],[413154,791507],[413990,795587],[414370,1028903],[414447,1279551],[419955,1038669],[420868,1291267],[423215,606119],[429274,1306219],[430908,817926],[432860,1313524],[434397,823686],[437675,1322355],[439483,616473],[440730,617675],[443026,1074562],[443103,1329393],[444797,838044],[448753,839948],[449867,456553],[451134,1340506],[452294,624136],[464295,645854],[464777,650582],[466044,1362498],[466483,864982],[467793,868962],[471185,870164],[471262,1370152],[472266,478263],[475003,1121790],[475916,1377829],[485350,680204],[489024,898135],[492416,899337],[492493,1403010],[494887,1407123],[496234,1153502],[506098,706948],[512651,1435971],[513090,928738],[514717,933466],[515553,937546],[516767,1443505],[521352,1191851],[522557,1453224],[524241,717779],[525490,951193],[525831,719683],[528339,1200951],[530272,954641],[531725,1464011],[533533,543259],[537153,1471049],[548085,1485873],[549893,747643],[551140,748845],[553436,981881],[553513,1492911],[555207,986173],[559163,988077],[560277,566963],[575711,1015112],[578650,1016774],[582606,1018678],[584987,1536882],[597972,813302],[601646,1047692],[605038,1048894],[605115,1566528],[609769,1574205],[614965,1321248],[615442,1583480],[617974,827358],[619056,1072589],[625971,1594506],[628904,1084276],[639322,1096748],[642481,1097680],[643686,1615982],[645370,858035],[646619,859846],[646960,859939],[649468,1104766],[651401,1109200],[654662,664388],[672161,1137464],[676943,1140912],[678396,1659241],[683824,1666279],[698939,922824],[701878,1172444],[705834,1174348],[716466,1451572],[719234,1193824],[721130,1198930],[727675,1722749],[731289,1210082],[741137,1221769],[746135,1224465],[746612,1743595],[749144,975487],[750226,976683],[753395,754908],[760074,987984],[770492,1002852],[777696,1264416],[784611,1786333],[787544,1276103],[797962,1288575],[810041,1301027],[828857,1323151],[839499,1334204],[841395,1339310],[851554,1350462],[856722,1353394],[861386,1099440],[871545,1110396],[874714,876227],[890559,1394160],[897104,1909020],[900718,1405312],[910566,1416999],[929503,1174255],[939921,1189123],[944764,1453502],[956140,1464807],[968678,1480966],[989524,1237319],[1018229,1530580],[1020125,1535686],[1030284,1546838],[1050275,1302223],[1053444,1054957],[1077847,1594784],[1142411,1660037],[1154949,1676196],[1175795,1432549],[1269674,1786611] ] cell #2331 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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79837,1015014],[785373,1530508],[787446,1272846],[806091,813204],[810117,1300035],[839114,1594776],[841471,1336078],[851622,1347255],[853695,1096650],[861462,1358070],[871613,1369247],[874616,1118126],[890635,1390928],[898672,1659963],[900786,1402105],[910468,1413742],[921796,922726],[929405,1435604],[968754,1477734],[989600,1499596],[1001824,1002754],[1017844,1786603],[1020201,1532454],[1030352,1543631],[1032425,1288477],[1050343,1565623],[1053346,1309953],[1155025,1672964],[1175871,1694826],[1188095,1189025] ] cell #2332 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [125817],[160735],[176677],[182946],[188693],[204975],[221685],[229228],[234797],[238321],[244581],[254955],[257494],[269433],[269986],[276796],[285715],[290067],[294578],[296617],[303413],[309673],[310226],[315293],[321553],[331988],[332620],[333500],[338248],[340787],[348622],[349175],[351161],[355985],[361479],[369236],[371275],[378071],[378703],[379583],[382640],[384679],[391475],[393540],[397735],[398288],[401603],[403116],[403642],[404353],[405073],[410438],[416698],[422318],[422950],[423830],[428578],[445864],[451996],[453621],[455134],[455660],[456371],[457091],[460774],[466906],[468531],[470570],[472633],[477366],[477998],[478878],[482005],[482082],[483655],[489762],[491801],[498597],[500109],[503166],[504679],[505205],[505916],[506636],[512001],[514066],[518261],[528020],[534561],[535133],[537892],[539914],[539991],[541564],[550921],[554252],[556274],[556406],[562406],[564031],[565544],[566070],[566781],[567501],[579717],[585849],[587474],[589513],[590944],[594627],[594704],[596277],[597134],[602384],[604423],[606486],[611219],[612731],[613284],[622043],[622175],[622963],[623688],[625072],[628229],[629652],[629729],[632685],[642787],[645944],[650400],[655690],[656262],[659021],[661043],[661120],[662693],[663550],[674691],[681232],[681804],[684563],[686585],[686662],[692717],[695529],[697170],[702945],[703077],[709077],[710702],[712741],[714172],[714804],[719540],[720619],[725309],[725386],[726097],[726966],[727550],[730809],[735921],[743667],[745903],[746487],[749746],[754133],[756242],[759399],[760822],[760899],[767082],[768723],[780683],[780815],[781603],[783712],[786869],[788292],[788369],[791325],[796615],[799946],[814330],[814902],[817661],[819683],[819760],[819815],[822190],[828625],[829209],[829731],[830315],[831421],[836762],[836920],[839805],[845651],[846362],[854541],[854673],[855461],[856753],[856911],[860875],[865565],[865642],[867222],[871065],[890048],[894738],[894815],[894870],[896395],[896979],[900238],[905350],[906734],[909891],[923562],[925671],[928828],[930251],[930328],[936511],[938152],[944795],[944953],[945915],[946073],[947268],[953376],[955908],[956492],[958704],[968167],[972857],[972934],[972989],[974222],[977860],[978444],[979550],[985049],[993780],[1003590],[1008461],[1009045],[1010151],[1011230],[1015492],[1015650],[1018535],[1024381],[1025092],[1025961],[1029804],[1039605],[1044295],[1044372],[1044427],[1045952],[1049795],[1066782],[1067902],[1069239],[1077878],[1078036],[1080351],[1090097],[1090681],[1091787],[1092866],[1100474],[1100632],[1101827],[1113263],[1122726],[1127416],[1127493],[1127548],[1132186],[1132344],[1133539],[1134645],[1139647],[1142179],[1142763],[1144975],[1150474],[1159205],[1164131],[1164715],[1165821],[1166900],[1171320],[1180051],[1201887],[1204275],[1206732],[1216491],[1216649],[1217844],[1218950],[1227257],[1228594],[1239706],[1249452],[1250036],[1251142],[1252221],[1259729],[1261066],[1262186],[1269705],[1269863],[1272178],[1283614],[1292301],[1292459],[1293654],[1294760],[1305090],[1319320],[1330660],[1331244],[1342267],[1345775],[1347112],[1348232],[1364259],[1369104],[1378863],[1379021],[1380216],[1381322],[1399505],[1401962],[1413074],[1422487],[1423824],[1424944],[1434936],[1446372],[1453434],[1461203],[1461361],[1472316],[1494178],[1509293],[1510630],[1511750],[1538643],[1543488],[1565480],[1576592],[1583346],[1584288],[1591816],[1594716],[1602643],[1616192],[1624119],[1667546],[1705860],[1712739],[1712887],[1723557],[1744403],[1786543],[1794470],[1838639],[1848566],[1868557],[1909828],[2027296] ] cell #2333 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [163122],[205241],[231615],[238587],[257571],[285981],[292454],[296694],[332254],[345195],[351238],[356251],[378337],[403719],[405339],[414167],[431194],[455737],[457357],[485527],[485903],[495623],[506902],[543436],[543812],[567767],[573231],[574644],[586221],[598149],[598525],[636842],[638255],[664565],[664941],[670973],[672576],[696459],[697872],[739949],[741552],[755085],[768012],[769425],[776688],[804071],[805154],[805674],[836277],[850546],[866193],[880205],[881288],[881808],[918647],[919716],[952797],[963560],[975192],[983996],[998675],[999744],[1040190],[1060018],[1067752],[1074935],[1085880],[1097985],[1123311],[1149831],[1186015],[1194129],[1205245],[1212428],[1223914],[1277707],[1315138],[1322600],[1334509],[1400475],[1407658],[1464256],[1530885],[1659486], 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7,1261060],[779830,1015007],[785366,1530433],[787439,1272839],[806084,813197],[810115,1299892],[839112,1594774],[841469,1335935],[851615,1347106],[853688,1096643],[861460,1357927],[871606,1369098],[874609,1118119],[890633,1390785],[898670,1659892],[900779,1401956],[910461,1413735],[921789,922719],[929398,1435597],[968752,1477591],[989598,1499453],[1001817,1002747],[1017842,1786601],[1020199,1532311],[1030345,1543482],[1032418,1288470],[1050336,1565474],[1053339,1309946],[1155023,1672821],[1175869,1694683],[1188088,1189018] ] cell #2334 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [57199],[71420],[78410],[87855],[96326],[104208],[105271],[109026],[116862],[126333],[127396],[129646],[134655],[137177],[143126],[147490],[149218],[152569],[154037],[163997],[168012],[173991],[177047],[183462],[184525],[188191],[189622],[191655],[194706],[197312],[203625],[208997],[213779],[215983],[217711],[221062],[222530],[232490],[238024],[239503],[241516],[244079],[245510],[248390],[250594],[254453],[255884],[260968],[268931],[270362],[272395],[275446],[278052],[284365],[294506],[295784],[303116],[304595],[309171],[310602],[314996],[316475],[321051],[322482],[327566],[331691],[335183],[337746],[339177],[342057],[344261],[348120],[349551],[354635],[361239],[369164],[370442],[377774],[382568],[383846],[387120],[391178],[392657],[394385],[397233],[398664],[402809],[410141],[411620],[416196],[417627],[422021],[428076],[429507],[434591],[444220],[445624],[454827],[460534],[461622],[465729],[468459],[468836],[469737],[473889],[477069],[489690],[490968],[498300],[504372],[507646],[511704],[513183],[514911],[517759],[519190],[527948],[528325],[529694],[548541],[552699],[556034],[556064],[556613],[557122],[565237],[568511],[578073],[579477],[588680],[599582],[602312],[602689],[603590],[607742],[610922],[621803],[621833],[622382],[623381],[631362],[641684],[642530],[652059],[652289],[653310],[665998],[674619],[674996],[676365],[699370],[702705],[702735],[703284],[703793],[711908],[717268],[719283],[723818],[724048],[734036],[743595],[743972],[745341],[756320],[770923],[780443],[780473],[781022],[782021],[790002],[801170],[810699],[810929],[811950],[826570],[833618],[839548],[854301],[854331],[854880],[855879],[877304],[886697],[888712],[893247],[893477],[903465],[913024],[925749],[942913],[949807],[964816],[966831],[971366],[971596],[1005300],[1012348],[1018278],[1033031],[1070972],[1082890],[1086936],[1093984],[1104366],[1129184],[1153102],[1197022],[1213489],[1230327],[1242245],[1274717],[1326305],[1359394],[1437475],[1489823], [31983,116345],[34427,122614],[35827,126102],[45615,151662],[48814,159205],[50506,163101],[50748,163618],[54755,173474],[58599,183231],[62513,191523],[63576,194484],[66602,200442],[67665,203403],[68916,205353],[69728,207797],[75211,220155],[76903,135669],[80102,231594],[80344,232111],[81502,143566],[82846,237181],[83249,237892],[83682,238699],[85263,241845],[90377,252219],[93200,257785],[94263,260746],[100119,272263],[101182,275224],[103245,175057],[103685,103971],[106522,286093],[107334,288537],[109268,184980],[110883,295325],[111359,296113],[111828,296908],[113649,300275],[114824,302273],[115660,303791],[119918,312155],[121496,314864],[121929,315671],[123510,318817],[130049,331559],[130482,332366],[132063,335512],[134886,221481],[135949,222308],[136404,136862],[140000,351452],[141063,354413],[142314,232577],[145286,361943],[145839,362805],[146545,364008],[150096,369983],[151041,371566],[154440,377642],[154873,378449],[158115,384175],[158584,384970],[162416,391853],[168488,403138],[168957,403933],[169360,269782],[169793,270449],[170778,407300],[171953,409298],[172789,410816],[174370,276818],[174457,174552],[178625,421889],[179058,422696],[180639,425842],[192502,446328],[193761,448393],[197788,455156],[198257,455951],[198660,310022],[199093,310689],[201974,462100],[202680,463303],[207176,470861],[208347,473011],[210575,476937],[211008,477744],[214332,483331],[215038,484534],[215514,332642],[215601,215696],[218589,490509],[219534,492092],[223366,498975],[226608,504701],[227077,505496],[227480,348971],[227913,349638],[230909,512379],[241231,529562],[246888,538270],[248943,541240],[249649,542443],[250125,378725],[250212,250307],[260023,558803],[264050,565566],[264519,566361],[264922,398084],[265355,398751],[273242,580181],[274501,582246],[278997,589804],[279833,417714],[282714,595953],[283420,597156],[283896,422972],[283983,284078],[287916,604714],[289087,606864],[291748,611597],[294883,617527],[299936,623710],[303245,631739],[306323,632976],[318203,466702],[323860,473976],[325915,662369],[326621,663572],[327097,478020],[327184,327279],[340555,684941],[343316,689114],[353690,705474],[358186,713032],[359022,519277],[359357,715182],[361269,719313],[361818,719562],[367281,725773],[369541,729760],[370472,734066],[374594,735943],[382945,547225],[387998,554274],[388085,388180],[391307,557499],[410270,790379],[413348,791616],[419005,800324],[430885,607829],[433646,822212],[436689,826899],[436880,828249],[437110,828919],[445654,839578],[446203,839827],[447167,844313],[460564,642560],[461113,642809],[461999,465858],[469767,653340],[490067,899189],[490998,903495],[495120,905372],[498429,913401],[511833,704170],[520850,942606],[521736,944620],[530930,955532],[531160,956202],[547290,745527],[547520,746197],[548571,552729],[557577,757641],[579507,1018308],[580056,1018557],[581020,1023043],[588710,1033061],[603620,811980],[614454,1064646],[625150,1077703],[642865,856578],[644186,648670],[677601,1141803],[677831,1142473],[687888,1157867],[704248,927070],[783790,1269530] ] cell #2335 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [163155],[205308],[231648],[238654],[257629],[286048],[292487],[296752],[332321],[345228],[351296],[356318],[378404],[403777],[405406],[414239],[431252],[455795],[457424],[485599],[485961],[495497],[506969],[543508],[543870],[567834],[571458],[574518],[586075],[598221],[598583],[635069],[638129],[664637],[664999],[668893],[672430],[694686],[697746],[737869],[741406],[755157],[766239],[769299],[774497],[801991],[803321],[805528],[835434],[848355],[866067],[878125],[879455],[881662],[916456],[917586],[951707],[962717],[975066],[983850],[996484],[997614],[1037960],[1058185],[1067626],[1073784],[1084790],[1097839],[1121081],[1148988],[1183885],[1193983],[1205119],[1211277],[1223903],[1276617],[1312908],[1322589],[1334363],[1400349],[1406507],[1464245],[1530739],[1659475], [34048,461697],[48445,548791],[50127,557197],[60080,295969],[64262,631437],[67166,463159],[69359,653560],[79723,703868],[85653,241701],[86534,536835],[87434,734286],[90767,384031],[93764,558659],[94949,393366],[101868,790077],[106965,812200],[115148,193005],[115307,193211],[115332,303746],[116399,448249],[123900,318673],[124781,469445],[125681,322966],[132453,335368],[133334,683506],[134234,903715],[136635,913099],[140564,705330],[141749,513892],[147814,363864],[149173,532431],[150379,371410],[150580,150667],[159789,383554],[161904,259267],[162063,259473],[162088,391808],[172277,273745],[172436,273951],[172461,410771],[173528,582102],[175641,798889],[176541,1033281],[181029,425698],[181910,603298],[182810,429991],[185211,613110],[188146,438381],[191367,446787],[203949,316978],[204108,317184],[204133,315626],[206514,470705],[206715,206802],[216307,484390],[217666,679102],[218872,491936],[219073,219160],[222854,342560],[223013,342766],[223038,498930],[223735,914010],[224105,688970],[224629,692543],[228282,504080],[230397,352934],[230556,353140],[230581,512334],[233761,711616],[234661,519674],[237736,362402],[250918,542299],[254408,381730],[256167,384814],[256368,256455],[265724,564945],[268886,572234],[271774,790988],[272107,580640],[277129,794485],[277264,793855],[278335,589648],[278536,278623],[279480,417077],[279505,591277],[280611,592840],[284689,424003],[284848,424209],[284873,422651],[287254,604558],[287455,287542],[291236,432890],[291395,433096],[291420,611552],[292117,1063567],[309126,635845],[312014,632348],[312614,314708],[327890,479051],[328049,479257],[328074,477699],[331403,482928],[332953,902785],[333088,902155],[334819,487757],[334978,487963],[335003,684896],[340826,907018],[340922,687508],[341330,686932],[343599,690541],[343800,343887],[343935,499418],[348075,502256],[349834,505340],[350035,350122],[350963,932947],[357524,712876],[357725,357812],[358669,518640],[358694,714505],[377486,540837],[379036,733356],[379171,732726],[380902,545666],[381061,545872],[381086,538225],[397188,563121],[398947,566205],[399148,399235],[400076,763518],[401030,570432],[403487,571604],[404392,1020938],[404488,789215],[404896,788639],[406768,791460],[406969,407056],[413587,793067],[413665,1026788],[413943,793709],[419639,421733],[423283,1052342],[423418,1051712],[425308,600585],[425333,817994],[433929,823639],[434130,434217],[434265,612040],[444175,621123],[453048,634043],[455505,635215],[456410,842208],[456506,630575],[456914,629999],[458786,632820],[458987,459074],[474687,476781],[478331,873612],[478466,872982],[480356,667001],[480381,659354],[480597,667665],[481239,898088],[482352,484071],[483694,668613],[484947,901367],[485025,1145191],[485303,902009],[495372,906880],[505050,694832],[505955,1176608],[506051,931174],[506459,930598],[508331,933419],[508532,508619],[508667,701112],[515506,935668],[526585,722527],[527161,529406],[538506,736641],[539148,728659],[540261,541980],[541603,737589],[542856,731938],[542934,958920],[543212,732580],[554585,752293],[554720,983709],[565915,766385],[566820,990337],[566916,761745],[567324,761169],[569196,763990],[569397,569484],[569532,772665],[569710,773249],[570128,1016920],[570816,572649],[573011,774200],[574393,1020800],[575664,1014164],[593861,1047645],[594974,596693],[596316,801711],[597505,803467],[597569,1050924],[597647,1305306],[597925,1051566],[616426,620347],[619705,831836],[624059,835580],[633321,847107],[633739,838190],[634427,636260],[636622,848058],[638004,842070],[639275,1095800],[647714,862783],[648290,650535],[650439,1105986],[650943,865912],[660277,868915],[661390,663109],[662732,877845],[663921,879601],[663985,872194],[664063,1113479],[664341,872836],[667763,1141059],[668475,670446],[670223,1137417],[693356,1172590],[694044,695877],[696239,916159],[697209,917306],[697621,1176470],[698892,1169834],[716203,942094],[717925,722223],[721805,948250],[723553,951146],[725656,726513],[726136,951427],[736292,962863],[736739,954788],[737451,739422],[739199,1221722],[746526,1225788],[747596,751517],[750875,979965],[754505,982921],[754583,1232842],[754861,983563],[764909,986319],[765597,767430],[767792,996187],[768762,997334],[769174,990199],[770445,1255155],[775627,1264562],[797915,1287627],[800861,1301174],[801573,803544],[804934,1037663],[822561,1058331],[827505,831934],[829248,1066433],[833064,1072735],[834792,835695],[836057,1073487],[843818,1084229],[846401,1084510],[849485,1350608],[857408,1097826],[857556,1355166],[858181,862479],[859799,863809],[862061,1102809],[865942,1105848],[876180,1117276],[876995,1109347],[877707,879678],[881068,1120784],[888403,1394307],[905721,1149134],[908628,1416952],[938191,1183605],[939874,1450385],[943180,943267],[945450,1193970],[945598,1192794],[949498,1199077],[951289,952270],[956531,1203926],[960347,1210228],[963340,1210980],[966522,1481113],[974119,1485048],[974869,1224612],[975634,980063],[976829,981193],[987937,991947],[1022548,1276056],[1025131,1276337],[1028215,1546984],[1054910,1309103],[1059798,1312611],[1065196,1065257],[1066679,1321530],[1067429,1323298],[1078533,1334350],[1078681,1333174],[1082581,1339457],[1097021,1353398],[1099587,1104057],[1110542,1114906],[1142802,1399156],[1146618,1405458],[1149611,1406210],[1152793,1676343],[1174208,1178218],[1191026,1191141],[1193165,1453506],[1204172,1463186],[1204922,1464954],[1237466,1241936],[1270360,1530726],[1270508,1529550],[1274408,1535833],[1302369,1306733],[1333545,1594788],[1399402,1658416],[1400152,1660184],[1432696,1437166],[1529921,1786615] ] cell #2336 : |C| = 875 W-rep = phi[280,8]+phi[280,9]+phi[315,7] special rep = phi[315,7] , dim = 315 orbit = E7(a5) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [138506,922162],[165326,1002190],[177235,1036012],[195634,1096086],[209185,1119133],[213967,1131595],[224971,1160513],[233819,936884],[239691,1198253],[242044,1213855],[248578,1215900],[262413,1245834],[268016,1258629],[276374,1014450],[289925,1056659],[296312,1326671],[298143,1327028],[300308,1342420],[304783,1338633],[308256,1344675],[316663,1360625],[333358,1137782],[335711,1129550],[342245,1411130],[356080,935229],[361656,1452973],[362838,1456683],[372801,1468684],[379441,1222087],[384374,1490189],[386205,1490546],[392845,1502151],[403337,1258272],[405168,1013725],[407333,1256374],[411808,1535009],[415281,1541051],[423688,1297897],[446041,1594255],[455355,1344318],[457186,1095361],[460951,1615731],[462133,1619441],[472096,1631442],[478736,1384459],[482182,1130726],[483364,1387314],[493327,1663914],[504900,1421030],[506731,1169395],[513371,1697381],[540091,1215031],[541273,1474120],[556451,1754370],[565765,1507836],[567596,1254716],[579894,1786082],[594804,1290841],[595986,1550832],[605949,1823269],[622220,1845173],[623909,1591479],[661220,1377403],[662402,1636878],[703122,1940641],[725486,1460863],[725806,1719734],[780860,2023903],[826932,1839074],[854718,2100037], [85193,367836,1473057],[86488,370970,1468327],[86592,532871,1726708],[91706,752733,1995258],[111289,438821,1587439],[113837,625440,1848805],[115028,447223,1597965],[120106,857282,2103041],[124735,470265,1631085],[124839,654000,1882378],[131993,488362,1386251],[133288,491496,1663557],[133392,679542,1912979],[145474,945324,2188183],[146027,522026,1713126],[148935,531216,1723004],[156478,974242,2210319],[158045,549231,1747554],[159743,553227,1751594],[160593,756610,1998362],[161784,557633,1758080],[168418,572674,1517901],[170966,784080,2027535],[172157,581076,1789792],[175595,589208,1540694],[175699,794925,1796290],[181864,604118,1822912],[181968,812640,2061108],[187276,1066802,2289752],[187908,437166,1583735],[188551,833908,2082384],[192690,1078407,2296501],[197718,636285,1604463],[202162,643155,1868796],[203829,648726,1875404],[205070,652345,1878674],[214520,668697,1387876],[217428,677887,1909275],[221543,907102,1669912],[222734,687944,1669350],[223689,499967,1417317],[226538,695902,1680273],[228236,699898,1937865],[229086,926039,2167791],[230277,704304,1944351],[233715,712436,1703066],[238416,724104,1966544],[243164,1204295,2388970],[244439,961191,2199122],[249131,737673,1474682],[252292,746253,1988631],[254170,547576,1743850],[254813,747961,1989891],[263980,767455,1764578],[265678,771451,2015984],[268648,571019,1258111],[269291,1012638,2241024],[269844,1021022,1790354],[271728,782549,1783306],[273430,1270234,2430354],[276891,793270,1540533],[279201,591039,1287188],[282902,801795,1551394],[284569,807366,2054134],[285810,810985,2057404],[291116,821042,1828705],[292071,612589,1580835],[295398,828975,2078763],[299866,835720,1845701],[303508,844369,2090788],[308888,634630,1344157],[309531,1094274,2307440],[310084,842292,1598527],[311968,856407,1866427],[315388,644242,1869707],[321411,869280,2112913],[326103,877929,1637440],[327770,883500,2127992],[331808,894150,1654917],[332083,893533,2135973],[332715,901570,1663396],[334699,895235,1906005],[336831,1399525,2509496],[338106,1147462,2345793],[341014,686762,1410261],[345959,915682,2158060],[347837,694247,1420869],[348480,917390,1426960],[349033,1176692,1944913],[350917,708935,1439179],[358390,714267,1449946],[360891,943279,1961082],[367469,951511,1720296],[370056,956258,2195501],[377891,972269,1740238],[378166,971652,2207526],[378798,732141,1468166],[380782,973354,1986033],[383460,548958,1744996],[391570,757697,1999273],[395072,995710,2227036],[396950,765800,1507675],[397593,997418,1513766],[398146,990421,1758642],[400030,562264,1243949],[400860,1005662,2017804],[402423,1007705,2237403],[402758,1012479,1781408],[404580,788469,1534140],[410533,1023099,2249428],[416556,1286101,2441293],[422138,811602,1562686],[422413,802882,1296729],[423045,1051127,1822751],[425029,817756,1308664],[428436,1048010,2271553],[431344,819860,1573779],[435920,1064547,2077221],[437783,1066445,1843517],[441903,1071904,2292479],[443937,834995,1591318],[451854,1084594,1613313],[452878,1087298,2093938],[454441,1089341,2303819],[454776,1094115,1864529],[456598,629829,1337764],[466764,1106070,1875966],[469351,653727,1879820],[477186,652962,1366310],[477461,879016,1383291],[478093,872397,1630924],[480077,659116,1116837],[480800,1129389,1898795],[483243,1136477,1654099],[486053,894915,1656093],[490582,1142529,2342172],[498692,1157923,2354197],[502423,926711,1432123],[503986,695629,1168980],[504321,925880,1691212],[506143,930428,1696512],[512096,927126,2168702],[518119,1183689,1444397],[520721,942461,1191021],[521867,1192084,1964462],[522698,944455,1717490],[526415,1197384,2190237],[529811,724721,1459687],[531833,1203938,1732858],[535953,1209397,2391697],[536741,734453,1975793],[537987,962278,1483123],[538709,1213694,1978823],[541152,1220782,1739420],[543962,973034,1741414],[548193,1225800,1993074],[552313,1231259,2405101],[554347,983124,1751433],[563288,757282,1236893],[564851,767182,1254301],[565186,756451,1495982],[567008,760999,1501282],[569932,1256936,1774885],[572401,1013310,1525343],[585707,1276421,1526751],[588294,1281168,2437672],[593422,1046842,1301591],[595865,1046705,1561868],[598675,1044472,1815448],[603204,812367,2058550],[611314,1057746,1313753],[615486,1065627,1321525],[615623,827922,1066284],[619908,1326510,2080920],[621290,834580,1328967],[623330,833749,1589581],[625281,1332464,1857531],[626112,1077538,1604322],[632254,845751,1353263],[633543,1342982,1858006],[636012,1094946,1611905],[642996,1354456,2106421],[643827,1099014,1873160],[647544,1359756,2313465],[650627,865742,1623621],[657082,1371769,2493260],[659838,868112,1109764],[662281,867975,1365492],[665091,1127593,1897084],[669784,1136614,1394724],[678504,1399168,1647537],[682624,1404627,2512223],[683412,903882,2145222],[684658,1148549,1396317],[690633,913916,1159305],[693160,1172230,1431930],[711522,936611,1185401],[717147,943118,1712524],[717565,944262,1192646],[722027,1457245,1964937],[723114,950343,1199494],[725685,950206,1458869],[727719,1203120,1463181],[727856,955205,1203777],[730736,733523,961863],[738760,1220919,1481530],[746656,1224982,1485043],[746793,976051,1225639],[748633,752460,982709],[751078,1490028,2214018],[763424,764082,993880],[764713,985959,1236700],[775431,1264202,1525150],[783921,1528840,1774410],[784752,1269365,1517760],[790894,1024481,1267217],[794652,1029731,1286773],[798795,1033448,2258677],[815722,1568145,2600285],[823731,1063473,1319420],[826739,1065109,1583058],[832868,1072375,1328774],[837830,1077345,1333026],[840084,843379,1083426],[849289,1350248,1611712],[857821,1098821,1355018],[858996,863370,1104902],[862283,1620003,2106896],[869952,870992,873779],[897148,1398350,1658411],[897285,1141476,1399007],[900165,902952,1148134],[908189,1153638,1416149],[932853,933511,1180151],[956729,960151,1209868],[976469,980997,1231730],[987134,988213,991508],[1016560,1269172,1529402],[1018814,1022109,1275253],[1028019,1281639,1546624],[1048682,1049722,1052509],[1110182,1111288,1114710],[1143000,1146422,1405098],[1173405,1174484,1177779],[1302009,1303115,1306537] ] cell #2337 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [163116],[205235],[231609],[238581],[257622],[285975],[292448],[296745],[332248],[345189],[351289],[356245],[378331],[403770],[405333],[414161],[431245],[455788],[457351],[485521],[485954],[495492],[506896],[543430],[543863],[567761],[571451],[574513],[586074],[598143],[598576],[635062],[638124],[664559],[664992],[668888],[672429],[694679],[697741],[737864],[741405],[755079],[766232],[769294],[774496],[801986],[803314],[805527],[835427],[848354],[866062],[878120],[879448],[881661],[916455],[917581],[951702],[962710],[975061],[983849],[996483],[997609],[1037959],[1058178],[1067621],[1073783],[1084785],[1097838],[1121080],[1148981],[1183880],[1193982],[1205114],[1211276],[1223902],[1276612],[1312907],[1322588],[1334362],[1400344],[1406506],[1464244],[1530738],[1659474], [34049,461690],[48442,548790],[50128,557190],[64263,631430],[67127,463158],[69356,653559],[79724,703861],[86535,734404],[87431,734285],[90307,384030],[93725,558658],[94950,560934],[101869,790070],[106962,812199],[110813,295968],[115309,302821],[115329,303673],[116360,448248],[123440,318672],[124782,653678],[125678,472893],[133335,903833],[134231,903714],[136636,913092],[140525,705329],[141750,707605],[146475,363863],[149100,532430],[150026,241700],[150372,371403],[150666,243961],[159790,548909],[162065,390883],[162085,391735],[172438,409846],[172458,410698],[173489,582101],[175642,1033399],[176538,1033280],[180569,425697],[181911,812318],[182807,606746],[185212,824343],[188073,438380],[191360,446780],[193004,193691],[202610,316977],[204110,465434],[204130,315553],[206507,470698],[206801,320933],[214968,484389],[217593,679101],[218519,335367],[218865,491929],[219159,337628],[223015,498005],[223035,498857],[223736,1159256],[224066,688969],[224630,914475],[228283,695580],[230558,511409],[230578,512261],[233762,936562],[234658,715064],[237729,362395],[249579,542298],[254335,381729],[256160,384807],[256454,387002],[259266,259953],[265725,767133],[268813,572233],[271775,1024432],[272100,580633],[273744,274431],[277056,794484],[277265,1027647],[278328,589641],[278622,416078],[279482,590352],[279502,591204],[280608,800206],[283350,424002],[284850,599287],[284870,422578],[287247,604551],[287541,427958],[291397,610627],[291417,611479],[292118,1319371],[309053,635844],[312015,845702],[312607,314701],[326551,479050],[328051,665703],[328071,477626],[331396,482921],[332880,902784],[333089,1146050],[334980,676070],[335000,684823],[340827,1151595],[340915,687501],[341327,909796],[342559,343246],[343592,690534],[343886,499489],[343937,689876],[348002,502255],[349827,505333],[350121,507528],[350964,1180102],[352933,353620],[357517,712869],[357811,517641],[358671,713580],[358691,714432],[374524,545665],[377479,540830],[378963,733355],[379172,959779],[381063,745046],[381083,538152],[397115,563120],[398940,566198],[399234,568393],[400077,993831],[403489,775059],[404393,1273210],[404481,789208],[404893,786774],[406761,791453],[407055,577955],[413582,1028900],[413664,1279550],[413936,793702],[419632,421726],[423210,1052341],[423419,1306165],[425310,809168],[425330,817921],[432889,433576],[433922,823632],[434216,612111],[434267,822974],[444102,621122],[445276,634042],[455507,848917],[456411,1081383],[456499,630568],[456911,628134],[458779,632813],[459073,641566],[474680,476774],[478258,873611],[478467,1114338],[480358,885302],[480378,659281],[481232,898081],[483695,887205],[484070,671391],[484942,899334],[485024,1403009],[485296,902002],[487756,495050],[495371,1153501],[505052,917018],[505956,1435968],[506044,931167],[506456,928733],[508324,933412],[508618,701183],[508669,924283],[515499,935661],[524720,722526],[527154,529399],[529970,736640],[539141,728652],[541604,965324],[541979,740367],[542851,729905],[542933,1207779],[543205,732573],[554512,752292],[554721,1233701],[565917,997046],[566821,1240738],[566909,761738],[567321,759304],[569189,763983],[569483,772736],[569534,1004311],[570123,1016771],[570431,579129],[572648,776312],[573010,1006087],[574392,1018677],[575657,1014157],[593854,1047638],[596317,1036762],[596692,804489],[597507,1038522],[597564,1048891],[597646,1566527],[597918,1051559],[616419,620340],[617672,831835],[624061,1074346],[624135,847106],[633734,838041],[636259,850170],[636621,1087723],[638003,839947],[639268,1095793],[645849,862782],[648283,650528],[650440,1362495],[650940,864977],[660270,868908],[662733,1119883],[663108,880623],[663923,1121643],[663980,870161],[664062,1370151],[664334,872829],[667664,676641],[667762,1140911],[670216,1137410],[670445,889111],[693351,1172441],[695876,918271],[696238,1161757],[697210,1162951],[697620,1174347],[698885,1169827],[716205,1190582],[717776,722218],[719682,948249],[723546,951139],[726137,1200123],[726512,953215],[736294,1211839],[736738,954640],[739192,1221715],[739421,967230],[746527,1485870],[747589,751510],[748842,979964],[754500,981878],[754582,1492910],[754854,983556],[764904,986170],[767429,998299],[767791,1247078],[768763,1248272],[769173,988076],[770438,1255148],[773248,782775],[775622,1264413],[797908,1287620],[800860,1301026],[803543,1038668],[804933,1291266],[822563,1313470],[827357,831933],[829249,1322352],[833059,1072586],[835694,1074559],[836056,1329392],[843811,1084222],[846402,1340503],[849480,1350459],[857403,1097677],[857555,1615981],[858032,862474],[859792,863802],[859938,1102808],[865941,1104765],[876173,1117269],[876994,1109199],[879677,1121789],[881067,1377828],[888402,1394159],[905723,1407069],[908621,1416945],[938192,1443502],[939867,1450378],[943179,1191848],[945445,1193821],[945597,1453223],[949497,1198929],[952269,1200950],[956532,1464008],[960342,1210079],[963339,1471048],[966521,1480965],[974118,1743594],[974868,1224464],[975486,980062],[976680,981188],[987930,991940],[1022541,1276049],[1025132,1536879],[1028210,1546835],[1054903,1309096],[1059797,1574204],[1065195,1321247],[1066678,1583479],[1067428,1323150],[1078528,1334201],[1078680,1594505],[1082580,1339309],[1097020,1353393],[1099439,1104056],[1110393,1114901],[1142803,1659238],[1146613,1405309],[1149610,1666278],[1152792,1676195],[1174201,1178211],[1191140,1451571],[1193164,1453501],[1204171,1722748],[1204921,1464806],[1237318,1241935],[1270355,1530577],[1270507,1786332],[1274407,1535685],[1302220,1306728],[1333544,1594783],[1399401,1909019],[1400151,1660036],[1432548,1437165],[1529920,1786610] ] cell #2338 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [163117],[205236],[231610],[238582],[257623],[285976],[292449],[296746],[332249],[345190],[351290],[356246],[378332],[403771],[405334],[414162],[431246],[455789],[457352],[485522],[485955],[495493],[506897],[543431],[543864],[567762],[571452],[574514],[586080],[598144],[598577],[635063],[638125],[664560],[664993],[668889],[672435],[694680],[697742],[737865],[741411],[755080],[766233],[769295],[774502],[801987],[803315],[805533],[835428],[848360],[866063],[878121],[879449],[881667],[916461],[917582],[951703],[962711],[975062],[983855],[996489],[997610],[1037965],[1058179],[1067622],[1073789],[1084786],[1097844],[1121086],[1148982],[1183881],[1193988],[1205115],[1211282],[1223962],[1276613],[1312913],[1322648],[1334368],[1400345],[1406512],[1464304],[1530744],[1659534], 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4,1224467],[975243,1743599],[975489,980068],[976681,981189],[987931,991941],[1017410,1786335],[1022542,1276050],[1028211,1546836],[1054904,1309097],[1067434,1323153],[1078529,1334202],[1082586,1339312],[1097085,1353447],[1099442,1104062],[1110394,1114902],[1140668,1909024],[1146614,1405310],[1152798,1676198],[1174202,1178212],[1193229,1453555],[1204927,1464809],[1237321,1241941],[1270356,1530578],[1274413,1535688],[1302221,1306729],[1333609,1594837],[1400157,1660039],[1432551,1437171],[1529985,1786664] ] cell #2339 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [105434],[127559],[138516],[152732],[165336],[177197],[177245],[178822],[184688],[195644],[209147],[209195],[210772],[213929],[213977],[221225],[225014],[233829],[239653],[239701],[242054],[246652],[248540],[248588],[262456],[268059],[276384],[289935],[291512],[294716],[296322],[298186],[300869],[304745],[304793],[308299],[316625],[316673],[333368],[335721],[340319],[342207],[342255],[356123],[361121],[363399],[367958],[369374],[370980],[372844],[379451],[382778],[384384],[386248],[392807],[392855],[403347],[405211],[407894],[411770],[411818],[415324],[423698],[438943],[445506],[447784],[455365],[457229],[460416],[461832],[462694],[468669],[470275],[472139],[478746],[483925],[488484],[489900],[491506],[493370],[499977],[504910],[506774],[513333],[513381],[528158],[532993],[541834],[548423],[549353],[553237],[555916],[557332],[558194],[562274],[565775],[567639],[572796],[579359],[581637],[589218],[591082],[596547],[602522],[604128],[605992],[612599],[621685],[623919],[631572],[636407],[649287],[652972],[653192],[654122],[659159],[662963],[674829],[679664],[688505],[696024],[699908],[702587],[704003],[704865],[708945],[712446],[714310],[718201],[724731],[726367],[733918],[743805],[752855],[756527],[757325],[767577],[771461],[780325],[782559],[790212],[795047],[807927],[811612],[811832],[812762],[817799],[821603],[833825],[834623],[835842],[838466],[854183],[856417],[858457],[868041],[868047],[884061],[887630],[894160],[895796],[903347],[913234],[922284],[925956],[926754],[937006],[943401],[950272],[950278],[965749],[972279],[973915],[985891],[1002312],[1012555],[1013353],[1014572],[1017196],[1032913],[1037187],[1046771],[1046777],[1065175],[1072307],[1081808],[1094191],[1094989],[1096208],[1120308],[1129672],[1136543],[1136549],[1152020],[1172162],[1191571],[1200548],[1213977],[1220848],[1220854],[1241163],[1257002],[1264134],[1273635],[1326793],[1343048],[1350180],[1362920],[1386801],[1436393],[1457311],[1473607],[1490311],[1587989],[1620069],[1748104], [63739,193517],[67828,317490],[86602,243593],[91716,386634],[94426,259779],[101345,274257],[113754,444474],[113847,300508],[115424,302547],[120068,641873],[120116,459837],[121693,465160],[124849,320565],[125758,208867],[133402,337260],[136112,343072],[141226,353446],[145436,718626],[145484,523381],[145944,523918],[146037,363038],[148978,368045],[156521,546768],[160603,388570],[162180,390609],[163126,261906],[170883,578327],[170976,407533],[172553,409572],[175709,415710],[176400,280688],[181978,427590],[182887,289607],[187319,617070],[187951,439030],[188561,439998],[192652,838891],[192700,626795],[202079,645047],[202172,462333],[205113,467340],[205245,319026],[214437,670589],[214530,483564],[217471,488571],[221553,495692],[223130,497731],[223803,345199],[229096,509096],[230673,511135],[231619,355573],[234520,234738],[238459,525037],[238591,364217],[243207,729303],[244449,534048],[249048,739565],[249141,541473],[254213,549440],[254823,550408],[268691,572883],[269301,573851],[269854,574713],[273392,1017621],[273440,785435],[276934,586283],[277027,414171],[282819,803687],[282912,596186],[285853,601193],[285985,426051],[292185,292458],[303551,628451],[303683,448602],[308931,636494],[309541,637462],[310094,638324],[315431,646166],[315563,463512],[321421,655177],[326020,879821],[326113,662602],[332126,671708],[332258,484743],[332758,672638],[332851,485531],[336874,898732],[338116,680719],[347880,696111],[348490,697079],[349043,697941],[356216,356255],[367386,952413],[367479,726006],[378209,740684],[378341,542652],[378841,741614],[378934,543440],[391613,759621],[391745,559012],[396993,767664],[397603,768632],[398156,769494],[405304,405343],[410576,787091],[410708,582455],[416566,796102],[422456,804806],[422588,597365],[423088,805736],[423181,598153],[428446,813817],[436794,1065413],[437793,828127],[443980,835929],[451864,846271],[457322,457361],[466774,866262],[472903,658006],[477504,880940],[477636,663781],[478136,881870],[478229,664569],[498735,910113],[498867,689323],[506867,506906],[512139,929050],[512271,705683],[518129,938061],[520787,1191095],[521943,944251],[522741,944475],[531843,955410],[538030,963212],[538162,736152],[548203,976256],[554390,984058],[554483,755089],[567732,567771],[585717,1025001],[591175,591214],[606756,816646],[611357,1059670],[611489,822421],[614380,1320575],[615552,1065582],[615558,1066219],[625357,1077334],[626155,1077558],[628144,844996],[643072,1098810],[643870,1099034],[644869,864987],[659252,659291],[678514,1141681],[684701,1149483],[684833,905581],[714403,714442],[715074,940890],[717497,1192017],[727785,1203075],[727791,1203712],[729981,961108],[746722,1224937],[746728,1225574],[747878,981954],[758324,759314],[783997,1269161],[784795,1269385],[786784,1023726],[800216,1035147],[817892,817931],[837762,1332397],[840019,1083361],[857753,1354389],[858931,1104837],[869197,870237],[897214,1398305],[897220,1398942],[899410,1147379],[909806,1158550],[927753,928743],[987069,988148],[1016492,1528773],[1018749,1275188],[1028976,1286018],[1047927,1048967],[1153573,1416084],[1173340,1174419] ] cell #2340 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [35773],[49757],[58545],[61212],[68728],[79353],[81448],[83494],[86785],[91899],[93044],[98818],[103917],[106334],[108277],[110375],[111672],[115472],[118763],[121741],[125032],[130294],[131102],[133585],[135009],[138699],[139844],[142126],[144874],[149588],[150885],[154685],[155493],[157131],[158428],[162228],[163309],[165519],[167504],[168801],[169483],[169605],[172601],[174225],[175892],[178870],[179678],[182161],[192090],[195827],[196804],[198101],[198783],[198905],[201009],[205723],[207020],[208159],[210820],[211628],[213367],[213460],[215369],[218081],[219378],[221345],[223178],[223986],[225624],[226921],[227603],[227725],[230721],[231802],[234012],[240254],[244159],[245002],[246700],[247978],[248071],[249980],[257896],[258352],[262089],[263066],[264363],[265045],[265167],[267434],[269646],[272830],[276567],[277544],[278841],[279645],[281749],[281842],[283751],[286463],[287760],[288899],[291560],[292368],[292641],[297019],[298818],[299428],[300962],[302600],[304183],[304276],[306167],[307674],[309886],[318326],[321131],[321974],[323672],[324950],[325043],[326952],[330004],[333921],[337826],[338669],[340367],[341645],[341738],[345382],[346623],[347341],[348835],[351563],[352019],[355756],[356733],[358030],[358834],[359169],[363492],[366869],[366962],[368098],[368586],[370341],[376087],[380004],[387200],[387490],[387853],[389024],[390662],[392245],[392338],[395736],[396454],[397948],[404044],[405843],[406453],[407987],[409625],[411208],[411301],[413192],[416276],[418817],[420334],[421120],[428156],[428999],[430697],[431519],[431975],[432068],[439083],[439571],[440452],[443355],[444523],[444609],[451347],[456062],[457861],[458471],[460111],[462787],[465213],[466164],[466257],[466566],[467393],[469636],[475382],[476168],[484018],[486228],[487395],[487488],[488624],[489112],[490867],[496146],[497784],[503864],[508016],[509550],[511188],[512771],[512864],[516980],[523655],[523967],[524053],[525090],[528718],[529989],[534502],[537405],[541927],[544137],[545304],[545397],[546821],[547089],[549493],[549981],[550862],[552598],[555019],[561757],[564729],[568881],[572936],[573424],[574305],[575167],[578376],[578462],[585200],[586336],[588579],[596640],[598850],[600017],[600110],[601246],[603489],[610021],[617123],[617391],[617691],[618868],[627069],[628504],[632132],[636547],[637035],[637916],[638778],[641900],[642361],[645096],[645182],[646219],[655631],[663056],[665266],[666433],[666526],[670638],[670724],[671761],[672691],[676660],[681173],[684076],[685330],[692068],[696164],[696652],[697533],[698395],[701690],[708428],[711400],[718653],[719114],[726460],[729356],[729624],[731101],[739614],[739700],[740737],[741667],[745569],[748861],[750038],[759674],[767717],[768205],[769086],[769948],[776331],[777508],[778498],[785709],[787144],[790772],[796556],[803736],[803822],[804859],[805789],[814271],[825166],[828291],[835982],[836470],[838918],[839379],[846725],[850189],[851366],[852356],[866716],[871357],[879870],[879956],[880993],[881923],[898785],[899053],[900530],[910166],[918290],[919467],[920457],[929103],[938515],[944528],[952462],[952548],[955574],[963265],[984111],[998318],[999495],[1000485],[1017648],[1018109],[1025455],[1030096],[1050087],[1059723],[1065462],[1066516],[1074578],[1077611],[1085631],[1099087],[1107107],[1141845],[1149536],[1185766],[1191867],[1192036],[1204009],[1225871],[1269438],[1277458],[1320594],[1332416],[1354408],[1399239],[1528792] ] cell #2341 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2342 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2343 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2344 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2345 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2346 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [35777],[49761],[58549],[61216],[68769],[79357],[81452],[83535],[86789],[91903],[93081],[98822],[103921],[106375],[108281],[110489],[111709],[115513],[118767],[121782],[125036],[130335],[131106],[133589],[135013],[138703],[139881],[142167],[144995],[149702],[150922],[154726],[155497],[157245],[158465],[162269],[163313],[165523],[167618],[168838],[169487],[169646],[172642],[174235],[175896],[178911],[179682],[182165],[192211],[195831],[196918],[198138],[198787],[198946],[201130],[205837],[207057],[208200],[210861],[211632],[213488],[213540],[215379],[218195],[219415],[221343],[223219],[223990],[225738],[226958],[227607],[227766],[230762],[231806],[234016],[240368],[244163],[245116],[246741],[248099],[248151],[249990],[258473],[258559],[262093],[263180],[264400],[265049],[265208],[267444],[269644],[272951],[276571],[277658],[278878],[279686],[281870],[281922],[283761],[286577],[287797],[288940],[291601],[292372],[292645],[298939],[299025],[299542],[301003],[302606],[304304],[304356],[306204],[307684],[309884],[318330],[321135],[322088],[323713],[325071],[325123],[326962],[330002],[334035],[337830],[338783],[340408],[341766],[341818],[345386],[346633],[347421],[348833],[352140],[352226],[355760],[356847],[358067],[358875],[359210],[363533],[366990],[367042],[368104],[368623],[370339],[376085],[380118],[387204],[387604],[387863],[389065],[390668],[392366],[392418],[395746],[396534],[397946],[405964],[406050],[406567],[408028],[409631],[411329],[411381],[413229],[416280],[418858],[420332],[421130],[428160],[429113],[430738],[432096],[432148],[432182],[439089],[439608],[440493],[443365],[444452],[444607],[451427],[457982],[458068],[458585],[460121],[462828],[465219],[466285],[466337],[466564],[467399],[469634],[475380],[476178],[484059],[487516],[487568],[487602],[488630],[489149],[490865],[496187],[497790],[503862],[508130],[509591],[511194],[512892],[512944],[517060],[523665],[523896],[524051],[525096],[528716],[529915],[534543],[537415],[541968],[545425],[545477],[545511],[546827],[547087],[549499],[550018],[550903],[552596],[555017],[561837],[564727],[568995],[572942],[573461],[574346],[575208],[578305],[578460],[585280],[586342],[588577],[596681],[600138],[600190],[600224],[601252],[603487],[610031],[617129],[617389],[617617],[618866],[627079],[628510],[632130],[636553],[637072],[637957],[638819],[641895],[642359],[645025],[645180],[646225],[655672],[663097],[666554],[666606],[666640],[670567],[670722],[671767],[672697],[676586],[681214],[684086],[685328],[692148],[696170],[696689],[697574],[698436],[701688],[708508],[711398],[718648],[719112],[726501],[729362],[729622],[731099],[739543],[739698],[740743],[741673],[745564],[748787],[750036],[759680],[767723],[768242],[769127],[769989],[776257],[777506],[778496],[785719],[787150],[790770],[796597],[803665],[803820],[804865],[805795],[814312],[825246],[828286],[835988],[836507],[838913],[839377],[846766],[850115],[851364],[852354],[866757],[871355],[879799],[879954],[880999],[881929],[898791],[899051],[900528],[910172],[918216],[919465],[920455],[929109],[938556],[944534],[952391],[952546],[955569],[963271],[984117],[998244],[999493],[1000483],[1017643],[1018107],[1025496],[1030094],[1050085],[1059729],[1065391],[1066514],[1074504],[1077617],[1085629],[1099093],[1107105],[1141840],[1149542],[1185764],[1191793],[1192031],[1204007],[1225869],[1269444],[1277456],[1320589],[1332411],[1354403],[1399237],[1528787] ] cell #2347 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [50739],[68723],[68907],[80335],[83489],[83673],[93050],[106329],[106513],[109259],[110370],[111678],[115467],[115651],[121736],[121920],[130289],[130473],[136853],[139850],[142305],[144880],[149583],[150891],[154680],[154864],[157126],[158434],[162223],[162407],[167499],[168807],[169784],[172596],[172780],[174543],[178865],[179049],[183312],[192096],[196799],[198107],[199084],[201015],[205718],[207026],[208338],[210815],[210999],[213373],[215687],[215833],[218076],[219384],[221371],[223173],[223357],[225619],[226927],[227904],[230716],[230900],[240249],[244997],[246695],[246879],[247984],[250298],[250444],[258358],[261221],[263061],[264369],[265346],[267477],[269672],[272836],[276715],[277539],[278847],[279824],[281755],[284069],[284215],[286458],[287766],[289078],[291555],[291739],[298824],[299423],[300957],[303236],[304189],[306173],[307717],[309912],[318984],[321969],[323851],[324956],[327270],[327416],[330030],[332539],[333916],[338664],[340362],[340546],[341651],[344111],[346666],[348861],[352025],[354888],[356728],[358036],[359013],[359348],[363487],[364175],[366875],[367962],[368592],[370396],[372262],[376113],[378622],[379999],[387485],[388171],[391298],[392251],[394235],[395779],[397974],[401467],[405849],[406448],[407982],[410261],[411214],[413198],[414742],[418996],[420360],[421163],[422869],[426009],[428994],[430876],[431981],[434441],[434844],[438947],[439577],[443398],[444469],[444664],[447103],[453485],[457867],[458466],[462782],[465849],[466170],[466592],[467887],[469691],[471557],[475408],[476211],[477917],[484013],[484701],[487401],[488488],[489118],[490922],[492788],[498420],[501357],[503030],[503890],[508011],[511824],[512777],[514761],[515692],[516305],[523913],[524108],[525584],[528744],[530130],[537448],[541922],[542610],[545310],[547115],[549357],[549987],[552653],[553808],[554171],[555074],[557513],[563895],[564755],[568876],[572800],[573430],[575850],[577251],[578322],[578517],[580956],[586830],[588634],[595411],[596635],[600023],[601740],[603544],[605410],[610064],[617417],[617832],[618923],[622827],[628998],[632158],[636411],[637041],[639461],[640862],[642416],[642706],[645042],[645237],[646713],[648606],[651259],[658577],[661827],[663051],[666439],[670584],[670779],[672255],[673185],[676801],[684119],[685385],[687824],[696028],[696658],[699078],[700479],[701745],[704184],[711426],[719169],[719459],[720988],[726455],[729650],[731156],[735060],[739560],[739755],[741231],[742161],[745668],[746063],[749002],[750093],[760168],[767581],[768211],[770631],[772032],[776472],[777563],[778553],[787638],[790798],[792184],[799502],[803682],[803877],[805353],[806283],[809899],[817217],[820467],[828390],[828785],[835846],[836476],[839434],[839724],[841253],[850330],[851421],[852411],[856717],[861244],[871412],[879816],[880011],[881487],[882417],[890417],[891457],[899079],[900585],[904489],[910660],[918431],[919522],[920512],[929597],[941461],[943405],[944759],[952408],[952603],[955673],[956068],[963759],[968536],[969576],[984605],[989382],[998459],[999550],[1000540],[1018164],[1018454],[1019983],[1030151],[1039974],[1041014],[1050142],[1060217],[1065408],[1066571],[1074719],[1077842],[1085686],[1107162],[1123095],[1124135],[1141944],[1142339],[1150030],[1154807],[1175653],[1185821],[1191041],[1192945],[1204064],[1212212],[1225926],[1234074],[1269669],[1277513],[1314922],[1321545],[1333325],[1355317],[1399294],[1407442],[1463201],[1485063],[1529701],[1658431] ] cell #2348 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [50824],[70195],[80420],[93280],[94867],[107801],[109344],[111908],[123605],[136938],[140080],[141667],[143593],[146640],[160355],[169037],[176860],[180734],[183542],[185129],[188313],[198337],[215133],[216063],[221756],[224547],[228848],[232585],[235457],[249744],[250674],[269053],[270057],[270457],[277153],[284445],[289687],[309293],[310297],[310697],[327646],[329124],[332977],[333120],[340673],[349246],[349646],[375207],[379060],[379203],[398359],[398759],[400633],[404239],[423307],[423450],[440901],[452651],[456257],[466977],[478355],[478498],[480920],[502196],[505802],[526188],[538829],[551311],[554609],[563061],[566667],[572174],[593542],[620028],[621063],[635785],[647317],[650286],[659958],[669904],[723234],[733296],[738880],[746305],[751198],[752233],[794425],[829027],[843499],[863490],[873552],[902725],[908309],[956310],[977156],[991628],[1022229],[1052282],[1110869],[1142581],[1177899],[1210555],[1302696],[1405785],[1547311] ] cell #2349 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2350 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2351 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2352 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2353 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [94872],[123402],[123610],[141672],[146437],[146645],[160419],[180531],[180739],[185134],[186776],[188377],[193653],[193861],[202572],[202780],[214930],[215138],[224552],[228912],[232590],[236306],[242664],[244265],[249541],[249749],[253038],[254639],[259915],[260123],[267516],[269117],[270462],[274393],[274601],[277158],[283312],[283520],[289751],[301398],[307756],[309357],[310702],[313278],[319636],[321237],[323058],[326513],[326721],[329973],[332982],[333184],[336331],[337932],[340749],[343208],[343416],[346705],[348306],[349651],[353582],[353790],[366326],[372301],[374486],[374694],[376056],[379065],[379267],[389460],[393224],[395818],[397419],[398764],[401545],[404315],[408423],[413611],[414781],[416382],[417727],[420303],[423312],[423514],[426661],[428262],[430083],[433538],[433746],[442538],[443437],[445238],[447935],[449101],[451680],[453563],[456333],[467740],[471596],[473989],[475351],[478360],[478562],[481907],[484971],[486852],[492827],[495012],[495220],[496582],[499793],[503108],[505878],[509986],[513750],[516344],[517945],[519290],[519766],[524682],[525437],[528687],[530043],[530753],[532857],[535075],[539816],[542880],[544761],[553847],[554614],[558345],[559511],[562090],[563973],[566743],[571116],[576391],[577290],[579091],[581788],[582954],[585533],[587416],[592932],[594529],[595489],[597593],[601593],[605449],[607842],[609204],[612415],[612968],[617745],[618455],[622905],[624211],[624419],[627178],[634727],[640002],[640901],[645811],[649438],[649816],[650362],[651882],[653986],[656204],[660945],[661905],[664009],[671353],[672108],[675358],[676714],[677424],[679528],[681746],[688656],[692401],[694344],[695354],[700518],[705016],[706182],[708761],[709911],[710644],[719758],[719966],[721611],[725211],[726831],[735138],[740329],[741084],[744334],[746449],[748915],[749625],[752719],[754075],[754529],[755589],[758348],[765897],[766907],[772071],[776385],[777095],[779882],[781545],[782851],[783059],[785818],[792807],[794911],[802979],[804451],[808456],[810522],[812626],[814844],[820545],[829171],[829596],[830768],[835092],[841876],[845476],[850243],[850953],[853740],[855403],[857196],[857502],[860014],[860222],[861867],[864021],[867087],[875394],[879113],[880585],[884590],[889187],[889395],[891040],[892080],[896260],[904567],[906081],[908840],[918344],[919054],[921841],[923504],[925018],[927777],[936336],[945238],[945544],[947133],[953177],[956454],[958051],[962375],[967306],[967514],[969159],[970199],[974260],[974646],[977725],[978897],[990005],[998372],[999082],[1001869],[1003532],[1008326],[1009498],[1010577],[1020606],[1024206],[1025826],[1034133],[1038744],[1038952],[1040597],[1041637],[1045817],[1054124],[1057843],[1066820],[1067206],[1074632],[1075342],[1078321],[1078627],[1080216],[1089962],[1091134],[1092213],[1097069],[1101692],[1112610],[1121865],[1122073],[1123718],[1124758],[1133404],[1134510],[1142725],[1144322],[1148646],[1155430],[1163996],[1165168],[1166247],[1176276],[1189803],[1191921],[1193213],[1201026],[1201234],[1204313],[1204699],[1212835],[1217709],[1218815],[1234697],[1239571],[1249317],[1250489],[1251568],[1270148],[1270454],[1272043],[1282961],[1293519],[1294625],[1304437],[1315545],[1321323],[1322425],[1330525],[1333593],[1341614],[1363606],[1380081],[1381187],[1399543],[1399929],[1408065],[1412939],[1434801],[1445719],[1451580],[1453299],[1464081],[1472181],[1485943],[1494043],[1529969],[1537990],[1576457],[1583488],[1594581],[1616057],[1659311],[1667411],[1722757],[1743603],[1786408],[1909028] ] cell #2354 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2355 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2356 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2357 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2358 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2359 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [110240],[115223],[121089],[149453],[150578],[156996],[157645],[161576],[161979],[172352],[193118],[195105],[201484],[204024],[205588],[206237],[206713],[217946],[219071],[222929],[230069],[230472],[240119],[244621],[245992],[254995],[256366],[258827],[259380],[261367],[273858],[275845],[278534],[279396],[284764],[286328],[286977],[287453],[291311],[294674],[303744],[305211],[315624],[317091],[321593],[322964],[327965],[333786],[334894],[338288],[339659],[342673],[343798],[343875],[344660],[348662],[350033],[352494],[353047],[355034],[357723],[358585],[361501],[369332],[371297],[379869],[380977],[382736],[384701],[391806],[397775],[399146],[401699],[401904],[406967],[410769],[412236],[416738],[418109],[422649],[424116],[425224],[428618],[429989],[433003],[434128],[434205],[434990],[445886],[452036],[453717],[453922],[458985],[460796],[470592],[477697],[479164],[480272],[481658],[482027],[482350],[487870],[489858],[491823],[498928],[500149],[500395],[501503],[503262],[503467],[505227],[508530],[508607],[512332],[518301],[519672],[535229],[535434],[538223],[539567],[539936],[540259],[545779],[562446],[564127],[564332],[566092],[569395],[569472],[570605],[570742],[570822],[579739],[585889],[587570],[587775],[589535],[591275],[592838],[594280],[594649],[594972],[595848],[604445],[611550],[612771],[623059],[623264],[629305],[629674],[629997],[632707],[634216],[634353],[634433],[656358],[656563],[659352],[660696],[661065],[661388],[662264],[667530],[668404],[681900],[682105],[684894],[686238],[686607],[686930],[690428],[693970],[694050],[695105],[709117],[712763],[714503],[716143],[722700],[724962],[725331],[725654],[727572],[731864],[731944],[732462],[735497],[736506],[737380],[754229],[754434],[760475],[760844],[761167],[763877],[765523],[765603],[766658],[773091],[787945],[788314],[788637],[791347],[792993],[793073],[793591],[801502],[802685],[814998],[815203],[817992],[820904],[823526],[828004],[830337],[831701],[834718],[834798],[837059],[841999],[845227],[846949],[862956],[865218],[865587],[865910],[867828],[872120],[872200],[872718],[877636],[878819],[897001],[901293],[901373],[901891],[904926],[906809],[929904],[930273],[930596],[933306],[935550],[936087],[943045],[944328],[946212],[947874],[948092],[951218],[953653],[955287],[962081],[976133],[978466],[979830],[982847],[982927],[983445],[985188],[990128],[1014046],[1015789],[1020729],[1023957],[1046558],[1050850],[1050930],[1051448],[1057549],[1065040],[1065560],[1068179],[1069378],[1077411],[1080957],[1095682],[1097604],[1098887],[1100771],[1102433],[1102651],[1105777],[1108212],[1117158],[1134145],[1139924],[1141558],[1148352],[1169716],[1171459],[1176399],[1191073],[1193748],[1195702],[1203053],[1206871],[1218450],[1224395],[1224915],[1227534],[1228733],[1240312],[1255037],[1261205],[1269238],[1272784],[1287509],[1300039],[1308985],[1323081],[1334128],[1336082],[1347251],[1353445],[1358074],[1369243],[1390932],[1398283],[1402101],[1413680],[1435542],[1450267],[1453553],[1464737],[1477738],[1499600],[1530504],[1532458],[1543627],[1565619],[1594835],[1659967],[1672968],[1694830],[1786662], 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] cell #2360 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2361 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2362 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [422675],[477723],[505091],[538249],[565956],[593387],[593474],[596741],[611576],[632571],[659803],[659890],[663157],[669749],[669836],[684920],[693246],[712627],[723079],[723166],[727368],[735528],[738725],[738812],[764799],[775517],[791211],[818530],[821797],[827887],[830133],[832954],[837377],[843344],[843431],[849375],[859580],[863335],[863422],[892595],[896797],[904957],[908154],[908241],[934228],[943717],[946530],[953477],[955170],[957416],[960237],[970714],[976016],[976438],[978262],[981083],[987718],[991473],[991560],[1008863],[1011684],[1016107],[1022074],[1022161],[1028105],[1042152],[1068003],[1076800],[1079613],[1084010],[1090499],[1093320],[1098276],[1101089],[1109729],[1110151],[1111975],[1114796],[1125273],[1132801],[1139748],[1141441],[1143687],[1146508],[1156985],[1164533],[1167354],[1173989],[1177744],[1177831],[1199459],[1205496],[1209837],[1217106],[1227358],[1232417],[1236155],[1238968],[1245088],[1249854],[1252675],[1259830],[1268627],[1271440],[1275837],[1282326],[1285147],[1292916],[1301556],[1301978],[1303802],[1306623],[1317100],[1328229],[1331062],[1331988],[1345876],[1361831],[1366483],[1367868],[1374669],[1379478],[1394689],[1400726],[1405067],[1412336],[1416733],[1422588],[1427647],[1431385],[1434198],[1440318],[1445084],[1447905],[1455128],[1459860],[1461818],[1481495],[1491747],[1496127],[1496928],[1509394],[1514453],[1524605],[1527438],[1528364],[1542252],[1546593],[1558207],[1562859],[1564244],[1571045],[1575854],[1589726],[1590527],[1591917],[1611167],[1614000],[1617886],[1625921],[1626028],[1644253],[1650358],[1655090],[1657048],[1668874],[1686977],[1691357],[1692158],[1704624],[1712840],[1718653],[1718760],[1735679],[1740411],[1742369],[1753847],[1771282],[1779853],[1781553],[1782354],[1783744],[1809713],[1817748],[1817855],[1838883],[1844650],[1862974],[1864674],[1865475],[1866865],[1891349],[1899111],[1904924],[1905031],[1934412],[1940118],[1960887],[1968805],[1979139],[1984952],[1985059],[2012531],[2017613],[2023380],[2081236],[2093747],[2099514],[2110764],[2130316],[2190046],[2201869],[2214334],[2291573],[2313274],[2404195], [303770,631718],[315650,461978],[371161,733771],[384565,548276],[391832,557478],[410795,790358],[417693,800303],[444711,837194],[447978,844041],[459534,641937],[459621,642049],[462888,643914],[470456,653045],[472990,473955],[491687,903200],[498954,913380],[499726,914233],[512358,704149],[519256,715161],[523078,718690],[523165,718802],[524155,946347],[530215,953811],[546575,745705],[555121,755504],[558388,757369],[560692,562023],[578564,1015924],[581831,1022771],[586501,1026363],[589399,1032766],[604309,811685],[606843,607808],[612348,824101],[616877,828427],[617917,1068337],[618970,830683],[624306,1075666],[626492,838955],[626579,839067],[645284,1100906],[651344,867024],[651569,651755],[670826,1132618],[672856,1135047],[676886,1140082],[685432,1150748],[688699,1157595],[701792,924933],[705059,926798],[707363,708694],[709729,934453],[719853,1194392],[721073,947070],[721298,721484],[729110,955710],[731203,957966],[739802,1216923],[741832,1219352],[749087,1227692],[750140,978812],[776557,1260164],[777610,1009413],[778600,1262460],[779700,1011909],[782946,1267493],[785132,1017685],[785219,1017797],[792269,1278721],[803924,1292733],[805954,1295162],[809984,1045754],[810209,810395],[841338,1080153],[841563,841749],[850415,1346210],[851468,1091049],[852458,1348506],[853558,1093545],[860109,1356764],[861329,1101629],[861554,861740],[871459,1112525],[880058,1379295],[882088,1381724],[889282,1389622],[890502,1133341],[890727,890913],[891542,1392210],[898539,1141981],[900632,1144237],[918516,1422922],[919569,1165083],[920559,1425218],[921659,1167579],[952650,1461635],[967401,1476428],[968621,1217646],[968846,969032],[969661,1479016],[984276,1494580],[989467,1239508],[989692,989878],[998544,1509728],[999597,1250404],[1000587,1512024],[1001687,1252900],[1020068,1271980],[1020293,1020479],[1030198,1282876],[1032288,1285372],[1038839,1553140],[1040059,1293456],[1040284,1040470],[1041099,1555728],[1050189,1304352],[1066618,1586320],[1074804,1592251],[1085733,1341529],[1100247,1622618],[1107209,1624393],[1116061,1116247],[1117989,1374894],[1121960,1639186],[1123180,1380018],[1123405,1123591],[1124220,1641774],[1154892,1412876],[1155117,1155303],[1175738,1434738],[1175963,1176149],[1185868,1445634],[1187958,1448130],[1192229,1715237],[1193030,1715534],[1201121,1720936],[1204111,1463102],[1212297,1472118],[1212522,1212708],[1225973,1746435],[1226127,1749841],[1234159,1752366],[1238126,1499159],[1277560,1537905],[1307888,1308074],[1309816,1571270],[1315007,1576394],[1315232,1315418],[1321418,1839247],[1321507,1840965],[1321614,1841400],[1332609,1593379],[1333410,1593676],[1335641,1340117],[1354601,1870907],[1355402,1871204],[1355506,1874430],[1366637,1628226],[1399341,1658332],[1407527,1667348],[1407752,1407938],[1433356,1694389],[1449170,1449356],[1451636,1960778],[1452450,1962796],[1463163,1721862],[1463270,1722297],[1465468,1469774],[1485025,1990522],[1485132,1990957],[1497032,1756027],[1528985,1785206],[1529786,1785503],[1532017,1536493],[1549278,1549464],[1563013,1820053],[1582629,2077152],[1593732,1847760],[1595912,1600121],[1615208,2104755],[1658393,1908133],[1658500,1908568],[1660698,1665004],[1672527,1677003],[1692262,1942298],[1785559,2026490],[1787739,1791948],[1798577,1802883],[1921452,1925661] ] cell #2363 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [103566],[125983],[134730],[134925],[143447],[160789],[169204],[169399],[174218],[183112],[183501],[188747],[198504],[198699],[204916],[213412],[215362],[216022],[227324],[227519],[229282],[232338],[238262],[244635],[248023],[249973],[250633],[255009],[257431],[264766],[264961],[267427],[269487],[270210],[281794],[283744],[284404],[285656],[294404],[296554],[303354],[307667],[309727],[310450],[315234],[318047],[318242],[321607],[324995],[326945],[327605],[330075],[331929],[338302],[344300],[346616],[347293],[348676],[349399],[351098],[361291],[366914],[369062],[371212],[376158],[378012],[381990],[382466],[383719],[384616],[387846],[391416],[393594],[394424],[395729],[396406],[397789],[398512],[401429],[403579],[410379],[416752],[417475],[420405],[421113],[422259],[428632],[434630],[438641],[443348],[445676],[449203],[451299],[452050],[453447],[455597],[459433],[460104],[460586],[461205],[468357],[469610],[470507],[472574],[473737],[475453],[476161],[477307],[481817],[489588],[491738],[496684],[498538],[502992],[503935],[505142],[511942],[514120],[514950],[516932],[518315],[519038],[522977],[523648],[527846],[528789],[532691],[534959],[537000],[537398],[537833],[539726],[546349],[546472],[548233],[555446],[555604],[556086],[556705],[559613],[563857],[564800],[566007],[579529],[583056],[585152],[585903],[587300],[589450],[594439],[602210],[603463],[604360],[606427],[607590],[609306],[610014],[611160],[613338],[616651],[616774],[619295],[619453],[621855],[622789],[625013],[626391],[627062],[629464],[630945],[632203],[632622],[642006],[649918],[651241],[653002],[656088],[660855],[674517],[675460],[679362],[681630],[683671],[684069],[684504],[686397],[692771],[702117],[702275],[702757],[703376],[706284],[710528],[711471],[712678],[714745],[718759],[720560],[720970],[725121],[727180],[727487],[728884],[729007],[731686],[733728],[743493],[744436],[750623],[753959],[755461],[760634],[763373],[777935],[778093],[780495],[781429],[783653],[785031],[785702],[788104],[789585],[790843],[791262],[799054],[799887],[808558],[809881],[811642],[814728],[818855],[819495],[829945],[830252],[830640],[836825],[837151],[839024],[841235],[851793],[851951],[854353],[855287],[860816],[861226],[865377],[871942],[884692],[889989],[890399],[892920],[894550],[896609],[896916],[898313],[898436],[901115],[903157],[906675],[912607],[913865],[920052],[923388],[924890],[930063],[932802],[945978],[946304],[953459],[957923],[968108],[968518],[971039],[972669],[978074],[978381],[978769],[989364],[1000080],[1003416],[1008675],[1008982],[1009370],[1011171],[1015555],[1015881],[1017754],[1019965],[1026175],[1030681],[1032723],[1039546],[1039956],[1042477],[1044107],[1050672],[1063422],[1067985],[1086216],[1090311],[1090618],[1091006],[1092807],[1100537],[1100863],[1112482],[1122667],[1123077],[1125598],[1127228],[1132249],[1132575],[1134859],[1139730],[1144194],[1150705],[1154789],[1164345],[1164652],[1165040],[1166841],[1175635],[1186351],[1201828],[1212194],[1216554],[1216880],[1219164],[1227340],[1249666],[1249973],[1250361],[1252162],[1259812],[1262417],[1278043],[1282833],[1292364],[1292690],[1294974],[1304309],[1314904],[1330874],[1331181],[1332370],[1341486],[1345858],[1348463],[1364200],[1378926],[1379252],[1381536],[1407424],[1422570],[1425175],[1445591],[1455510],[1461266],[1461592],[1463059],[1494392],[1509376],[1511981],[1528746],[1537862],[1583409],[1586277],[1591899],[1592831],[1618268],[1624350],[1658289],[1712822],[1714689],[1746392],[1784658],[1838712],[1870359] ] cell #2364 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[1098072,1354393],[1098452,1102952],[1099651,1104111],[1111073,1115222],[1141629,1399090],[1146934,1405989],[1152847,1676407],[1180784,1439691],[1193840,1454194],[1204976,1465018],[1209066,1470061],[1223954,1484097],[1226414,1230928],[1237530,1241990],[1268423,1528777],[1274462,1535897],[1280837,1803170],[1302900,1307049],[1322640,1584463],[1334220,1595476],[1366924,1371438],[1400206,1660248],[1404296,1665291],[1432760,1437220],[1464296,1723732],[1530596,1787303],[1563300,1567814],[1659526,1910003] ] cell #2365 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [35842],[49773],[56170],[58614],[61228],[68731],[76170],[79369],[81517],[83497],[86801],[91915],[93034],[98834],[99107],[102248],[106337],[108293],[110378],[111662],[115475],[118779],[119052],[121744],[125048],[130297],[130632],[131118],[133601],[134720],[138715],[138988],[139834],[142129],[144864],[149591],[150875],[154688],[155023],[155509],[157134],[158418],[162231],[163325],[165535],[165808],[167507],[167546],[168791],[169194],[169608],[172604],[175908],[178873],[179208],[179694],[182177],[192080],[195843],[196807],[196846],[198091],[198494],[198908],[200999],[204762],[205726],[207010],[208162],[210823],[211158],[211644],[213357],[213402],[213463],[218084],[219368],[223181],[224002],[225627],[225666],[226911],[227314],[227728],[230724],[231818],[234028],[240257],[244716],[245005],[246703],[247968],[248013],[248074],[255090],[257077],[257899],[258342],[262105],[263069],[263108],[264353],[264756],[265170],[272820],[276583],[277547],[278831],[279648],[281739],[281784],[281845],[282401],[286466],[287750],[288902],[291563],[292384],[292657],[297022],[298808],[299431],[299470],[300965],[303310],[304173],[304279],[306157],[312845],[315190],[318037],[321688],[321977],[323675],[324940],[324985],[325046],[325602],[333924],[338383],[338672],[340370],[341635],[341741],[345398],[347283],[347344],[351566],[352009],[355772],[356736],[358020],[358837],[359172],[362633],[363495],[366859],[366904],[366965],[368165],[368576],[371127],[374128],[380007],[381569],[381980],[384531],[387493],[389027],[391372],[392235],[392341],[396396],[396457],[404047],[405833],[406456],[407990],[410335],[411198],[411304],[413182],[416833],[418820],[428713],[429002],[430700],[431522],[431965],[432071],[432627],[438220],[438631],[439150],[439561],[440455],[444444],[444677],[447018],[451289],[451350],[456065],[457851],[458474],[459354],[459587],[462790],[466154],[466260],[467460],[470422],[484021],[486231],[487385],[487491],[488691],[489102],[491653],[494654],[496149],[498494],[508019],[509553],[511898],[512761],[512867],[516922],[516983],[522898],[523131],[523888],[524121],[525157],[529917],[532270],[532681],[534505],[541930],[544140],[545294],[545400],[546277],[549560],[549971],[550865],[555087],[561760],[568884],[573003],[573414],[574308],[575170],[578297],[578530],[580871],[585142],[585203],[586403],[589365],[596643],[598853],[600007],[600113],[601313],[604275],[616579],[617619],[618936],[626312],[626545],[628571],[636614],[637025],[637919],[638781],[645017],[645250],[646286],[655634],[663059],[665269],[666423],[666529],[670559],[670792],[671828],[672758],[676588],[678941],[679352],[681176],[685398],[692071],[696231],[696642],[697536],[698398],[701758],[708431],[726463],[728812],[731169],[739535],[739768],[740804],[741734],[748789],[750106],[759741],[767784],[768195],[769089],[769951],[776259],[777576],[778566],[784952],[785185],[787211],[796559],[803657],[803890],[804926],[805856],[814274],[825169],[836049],[836460],[846728],[850117],[851434],[852424],[866719],[871425],[879791],[880024],[881060],[881990],[898241],[900598],[910233],[918218],[919535],[920525],[929170],[938518],[944595],[952383],[952616],[963332],[984178],[998246],[999563],[1000553],[1025458],[1030164],[1050155],[1059790],[1065383],[1066584],[1074506],[1077678],[1085699],[1099154],[1107175],[1149603],[1185834],[1191795],[1192033],[1204077],[1225939],[1269505],[1277526],[1320591],[1332413],[1354405],[1399307],[1528789] ] cell #2366 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [208152],[257889],[288892],[297012],[318625],[351556],[359162],[363816],[404037],[418810],[425650],[431512],[456055],[484342],[486221],[496139],[515333],[542251],[544130],[575160],[575491],[586198],[598843],[638771],[639102],[665259],[671095],[672553],[685196],[698388],[698719],[740071],[741529],[769941],[770272],[776665],[778364],[804193],[805651],[850523],[852222],[866709],[880327],[881785],[889488],[918624],[919838],[920323],[952919],[967607],[983973],[998652],[999866],[1000351],[1039045],[1040167],[1074912],[1086002],[1097962],[1106973],[1122166],[1123288],[1165261],[1186137],[1194106],[1201327],[1212405],[1224769],[1250582],[1277829],[1315115],[1323455],[1334486],[1341707],[1353468],[1407635],[1445812],[1453576],[1465111],[1530862],[1538083],[1594858],[1660341],[1786685], 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,1223495],[974246,1484091],[978990,1488571],[989575,1499663],[992819,1245357],[1009591,1521429],[1016452,1528771],[1020176,1532521],[1030467,1544238],[1042421,1043411],[1050458,1566230],[1066806,1584457],[1078342,1595263],[1091227,1607991],[1112703,1629467],[1125542,1126532],[1142462,1660030],[1144415,1661939],[1155000,1673031],[1157254,1418725],[1175846,1694893],[1179090,1440587],[1204299,1723726],[1270169,1787090],[1283054,1799818],[1304530,1821294],[1317369,1318359],[1399529,1909997] ] cell #2367 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [186469],[193256],[201622],[242357],[243829],[252731],[253571],[258965],[259518],[273996],[302701],[305349],[313870],[317229],[319329],[320169],[320801],[336024],[337496],[342811],[352632],[353185],[366019],[371680],[373466],[385084],[386870],[390052],[390763],[393411],[409726],[412374],[415946],[417122],[424254],[426354],[427194],[427826],[433141],[437533],[448544],[450404],[463454],[465314],[470975],[472761],[479302],[486545],[488008],[492206],[493992],[497885],[499357],[499463],[500533],[505610],[507396],[510578],[511289],[513937],[517509],[518685],[522341],[531583],[533904],[544454],[545917],[547943],[550264],[558954],[566475],[568261],[571386],[571649],[577823],[582397],[584257],[589918],[591704],[597307],[599167],[600630],[604828],[606614],[610507],[611979],[612085],[613155],[625755],[633090],[634997],[635260],[641434],[643470],[655033],[663723],[665583],[667046],[668617],[669012],[669402],[675950],[678254],[680575],[689265],[690811],[691125],[692588],[694614],[694877],[696935],[701051],[701157],[705625],[713146],[714932],[732508],[732771],[736094],[737593],[737988],[738378],[744926],[764260],[766167],[766430],[768488],[772604],[772710],[773965],[774115],[774196],[784395],[791730],[793637],[793900],[795958],[798085],[800074],[801715],[802110],[802500],[803512],[813673],[822363],[823909],[835362],[835625],[842212],[842607],[842997],[846127],[847823],[847973],[848054],[872764],[873027],[876350],[877849],[878244],[878634],[879646],[885928],[886857],[901937],[902200],[905523],[907022],[907417],[907807],[911867],[916074],[916155],[917310],[933689],[937917],[940044],[942139],[948966],[951431],[951826],[952216],[954271],[958835],[958916],[959463],[962908],[964047],[964976],[983491],[983754],[990341],[990736],[991126],[994256],[996102],[996183],[997338],[1004818],[1020942],[1021337],[1021727],[1024857],[1026703],[1026784],[1027331],[1036414],[1037659],[1051494],[1051757],[1055080],[1058376],[1061424],[1066437],[1068797],[1070203],[1073402],[1073483],[1075907],[1081035],[1084514],[1086454],[1103525],[1105990],[1106385],[1106775],[1108830],[1113394],[1113475],[1114022],[1119535],[1120780],[1140542],[1145106],[1145187],[1145734],[1149179],[1151247],[1176612],[1177007],[1177397],[1180527],[1183001],[1183609],[1191558],[1192790],[1194633],[1196320],[1196540],[1199775],[1202323],[1203930],[1210976],[1225792],[1228152],[1229558],[1232757],[1232838],[1233385],[1235262],[1240390],[1265857],[1267734],[1272862],[1276341],[1300657],[1305221],[1305302],[1305849],[1312607],[1320972],[1321476],[1323950],[1325110],[1333170],[1336700],[1351903],[1353930],[1355162],[1357005],[1358692],[1358912],[1362147],[1364695],[1373895],[1391550],[1397553],[1399160],[1406206],[1428615],[1430492],[1435620],[1451605],[1454038],[1455887],[1463132],[1466766],[1478356],[1484490],[1484994],[1487468],[1488628],[1500218],[1515421],[1521486],[1529546],[1533076],[1548279],[1561071],[1570271],[1584856],[1595320],[1597169],[1608048],[1614363],[1618645],[1629524],[1651117],[1658362],[1661996],[1673586],[1695448],[1710651],[1713815],[1724125],[1736438],[1757284],[1787147],[1788996],[1799875],[1821351],[1849494],[1910396],[1922709],[1943555],[2028224], 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] cell #2368 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2369 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2370 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2371 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2372 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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62628],[1166580,1174964],[1171405,1690426],[1193694,1714181],[1204823,1724183],[1206817,1725945],[1217907,1736496],[1220320,1483603],[1224078,1742753],[1228679,1746791],[1239769,1757342],[1243261,1505465],[1261151,1778503],[1272241,1789054],[1283294,1800507],[1296130,1297209],[1304770,1821983],[1322764,1840148],[1334074,1849860],[1347197,1861624],[1369189,1881615],[1382692,1383771],[1400053,1910454],[1402047,1912216],[1413137,1922767],[1415550,1678833],[1434999,1943613],[1438491,1700695],[1464420,1970768],[1530450,2028590],[1543573,2040354],[1565565,2060345],[1579068,1580147],[1659650,2140197] ] cell #2373 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [294196],[302876],[314045],[368854],[370667],[382258],[383283],[390227],[390938],[409901],[447264],[450579],[461312],[465489],[468149],[469174],[469962],[489380],[491193],[498060],[499458],[510753],[511464],[527638],[534372],[536564],[550732],[552924],[556812],[557674],[560989],[581117],[584432],[588905],[590407],[599342],[602002],[603027],[603815],[610682],[612080],[616156],[628827],[631052],[646542],[648767],[655501],[657693],[665758],[674309],[676125],[681043],[683235],[687985],[689798],[691300],[697403],[699595],[701152],[703483],[704345],[707660],[712133],[713635],[718042],[728389],[730993],[743285],[745101],[747326],[749930],[759997],[768956],[771148],[772705],[774796],[775114],[782246],[787467],[789692],[796426],[798618],[803507],[805182],[807407],[809223],[814141],[816333],[821083],[822896],[824398],[838307],[846595],[848654],[848972],[856104],[858298],[871249],[879641],[881316],[883541],[885357],[887135],[887471],[887913],[895276],[897818],[900422],[910489],[912335],[912714],[914530],[916755],[917073],[917235],[919359],[924205],[929426],[938385],[940577],[942134],[959516],[959834],[962903],[963588],[965254],[965590],[966032],[973395],[994724],[996783],[997101],[997263],[999387],[1004233],[1005703],[1005865],[1006012],[1017037],[1025325],[1027384],[1027702],[1029988],[1032446],[1034834],[1036692],[1037028],[1037470],[1037586],[1049979],[1058371],[1060046],[1061892],[1074083],[1074401],[1081313],[1081649],[1082091],[1084439],[1085523],[1087339],[1087501],[1087648],[1114075],[1114393],[1118147],[1119813],[1120149],[1120591],[1120707],[1128818],[1129757],[1145787],[1146105],[1149174],[1149859],[1151525],[1151861],[1152303],[1156775],[1161535],[1161682],[1180995],[1183534],[1185658],[1188116],[1197425],[1200053],[1200389],[1200831],[1202817],[1202933],[1207557],[1207704],[1208184],[1210903],[1213123],[1214062],[1233438],[1233756],[1240668],[1241004],[1241446],[1244878],[1246856],[1247003],[1256399],[1273140],[1273476],[1273918],[1276266],[1277350],[1279328],[1279475],[1279955],[1289872],[1305902],[1306220],[1309974],[1312534],[1316890],[1324444],[1324560],[1325939],[1329170],[1329317],[1331731],[1332088],[1336795],[1342445],[1359797],[1362425],[1362761],[1363203],[1365305],[1369929],[1370076],[1370556],[1376434],[1398047],[1398163],[1402787],[1402934],[1403414],[1406133],[1409292],[1435898],[1436234],[1436676],[1440108],[1442713],[1452024],[1454871],[1455228],[1456497],[1456708],[1459894],[1462139],[1462438],[1487962],[1488078],[1489457],[1492688],[1492835],[1493315],[1495249],[1500313],[1526173],[1528107],[1528464],[1533171],[1561681],[1566305],[1566452],[1566932],[1582972],[1585357],[1585656],[1586729],[1597779],[1612735],[1614782],[1617629],[1617986],[1619255],[1619466],[1622652],[1625196],[1634211],[1651727],[1657369],[1657668],[1688545],[1690479],[1695543],[1712215],[1714234],[1715898],[1725998],[1737048],[1743087],[1745472],[1745771],[1746844],[1757894],[1772850],[1778556],[1789606],[1804562],[1817023],[1826038],[1840482],[1849913],[1851577],[1861677],[1867885],[1871568],[1881668],[1902169],[1912269],[1923319],[1944165],[1959121],[1962142],[1971102],[1982197],[2001134],[2028643],[2030307],[2040407],[2060398],[2086386],[2140531],[2151626],[2170563],[2245026], 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] cell #2374 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2375 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [221460],[269761],[279597],[310001],[323624],[331538],[341057],[348950],[358786],[377621],[388931],[398063],[403002],[404623],[413826],[421868],[430649],[431387],[440359],[455020],[456641],[466681],[467253],[476916],[485186],[486096],[504565],[505475],[506186],[509457],[515389],[524950],[529541],[534409],[543095],[544005],[547204],[550769],[554884],[565430],[566340],[567051],[574212],[575547],[597020],[597808],[598718],[601106],[616048],[617506],[618733],[623574],[628364],[632955],[637823],[639158],[641916],[646079],[650670],[655538],[663436],[664224],[665134],[669205],[671621],[681080],[690676],[695470],[697440],[698775],[701555],[713011],[718015],[718452],[718669],[728281],[729739],[730966],[735807],[738181],[740597],[745550],[747218],[748676],[749903],[754744],[759534],[762742],[764125],[767023],[768993],[770328],[774688],[777373],[787004],[791595],[796463],[797798],[802303],[804719],[814178],[822076],[823774],[827351],[828272],[838280],[838717],[838934],[842800],[845592],[846632],[848546],[851231],[858271],[858708],[858925],[868537],[869995],[871222],[874174],[876063],[878437],[880853],[887444],[897710],[899168],[900395],[905236],[907610],[910026],[916647],[919332],[928963],[932171],[933554],[936452],[938422],[939757],[943680],[950768],[952019],[954634],[955555],[957616],[959408],[961906],[963125],[965563],[975480],[976401],[986409],[986595],[986846],[987063],[990929],[993721],[996675],[999360],[1017010],[1017447],[1017664],[1021530],[1024322],[1025362],[1027276],[1029961],[1037001],[1047267],[1048725],[1049952],[1052904],[1054793],[1057167],[1059583],[1062791],[1072825],[1073011],[1073262],[1073975],[1076484],[1076763],[1079077],[1081622],[1083355],[1085496],[1098239],[1106578],[1109193],[1110114],[1112175],[1113967],[1120122],[1137039],[1138290],[1140905],[1141826],[1143887],[1145679],[1148177],[1149396],[1151834],[1159146],[1160186],[1172680],[1172866],[1173117],[1173334],[1177200],[1179992],[1182946],[1185631],[1188583],[1195210],[1198923],[1200362],[1202668],[1202906],[1205459],[1209800],[1221344],[1222595],[1232617],[1233330],[1236118],[1238432],[1240977],[1264652],[1264838],[1265089],[1265802],[1268311],[1268590],[1270904],[1273449],[1275182],[1277323],[1282526],[1286816],[1288035],[1298405],[1301020],[1301941],[1304002],[1305794],[1311949],[1312135],[1319261],[1324295],[1324533],[1328192],[1331475],[1331951],[1350698],[1350884],[1351135],[1351848],[1357582],[1361295],[1362734],[1367831],[1384967],[1390440],[1394153],[1395592],[1395778],[1397898],[1398136],[1400689],[1405030],[1409207],[1411800],[1416078],[1427847],[1428560],[1431348],[1433662],[1436207],[1445284],[1454615],[1455091],[1462231],[1477246],[1480959],[1482398],[1482584],[1487813],[1488051],[1491710],[1514653],[1515366],[1520671],[1520909],[1523169],[1524568],[1527638],[1527851],[1528327],[1539424],[1542215],[1546556],[1553958],[1557671],[1559110],[1559296],[1564207],[1575318],[1585449],[1607233],[1607471],[1609731],[1611130],[1614200],[1617373],[1617849],[1640004],[1643717],[1645156],[1645342],[1649845],[1650321],[1652541],[1656512],[1657461],[1668837],[1683043],[1683281],[1685541],[1686940],[1704587],[1721754],[1735166],[1735642],[1737862],[1741833],[1745564],[1767348],[1767586],[1769846],[1771245],[1775252],[1777276],[1779816],[1783707],[1809200],[1809676],[1811896],[1847392],[1847630],[1858373],[1860397],[1862937],[1866828],[1877424],[1890836],[1891312],[1893532],[1899074],[1931835],[1934375],[1965304],[1968292],[1968768],[1979102],[1996949],[2009954],[2012494],[2017321],[2077559],[2081199],[2084019],[2093455],[2107263],[2110727],[2187124],[2189754],[2214297],[2288823],[2312982] ] cell #2376 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2377 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2378 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393206],[467722],[513732],[525419],[554984],[601575],[612950],[618833],[672090],[692383],[701655],[709893],[741066],[777473],[779864],[792789],[818393],[851331],[853722],[892062],[892458],[905922],[921823],[970181],[970577],[1001851],[1008726],[1010418],[1025694],[1041619],[1042015],[1090362],[1092054],[1124740],[1125136],[1132470],[1134378],[1164396],[1166088],[1216775],[1218683],[1234679],[1249717],[1251409],[1260021],[1292585],[1293919],[1294493],[1330925],[1346067],[1363447],[1379147],[1380481],[1381055],[1422779],[1423950],[1461487],[1472581],[1484890],[1493911],[1509585],[1510756],[1554465],[1576857],[1585256],[1592108],[1602769],[1615083],[1640511],[1667811],[1705986],[1714535],[1724525],[1731377],[1742775],[1794596],[1832338],[1840170],[1850214],[1910796],[1917648],[1970790],[2028944],[2140219], 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1,1757967],[1261192,1778559],[1263646,1527301],[1272443,1789679],[1295025,1303665],[1300054,1817022],[1323096,1840481],[1334115,1849916],[1336097,1851576],[1347238,1861680],[1349692,1613863],[1353573,1867810],[1358089,1871567],[1369230,1881671],[1372790,1635339],[1390947,1902168],[1402088,1912272],[1413339,1923392],[1426404,1427510],[1435201,1944238],[1453681,1962067],[1464752,1971101],[1477753,1982196],[1499615,2001133],[1513210,1514316],[1530491,2028646],[1532473,2030306],[1543614,2040410],[1546068,1805690],[1565606,2060401],[1569166,1827166],[1594963,2086311],[1659982,2140530],[1672983,2151625],[1694845,2170562],[1708440,1709546],[1786790,2244951] ] cell #2379 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [76913],[102238],[102382],[109036],[130622],[130766],[134732],[139650],[142263],[155013],[155157],[166470],[167536],[169206],[169742],[177431],[179198],[179342],[183308],[196836],[198506],[199042],[209381],[211148],[211292],[213414],[214163],[215829],[224817],[225656],[227326],[227862],[239887],[248025],[248774],[250440],[257067],[257211],[262259],[263098],[264768],[265304],[267473],[267862],[279782],[280828],[281796],[282391],[282545],[284211],[297989],[299460],[304979],[307713],[308102],[312835],[314382],[316859],[318049],[323809],[324029],[324997],[325592],[325746],[327412],[329857],[330494],[342441],[344107],[346662],[347051],[347295],[358971],[361437],[362623],[365237],[366916],[372258],[372647],[374118],[374272],[375940],[376577],[381364],[381992],[383010],[386051],[390564],[393041],[394231],[395775],[396164],[396408],[401283],[412004],[414738],[415127],[420187],[420824],[421159],[430834],[432617],[432771],[434437],[437337],[438015],[438643],[443394],[445822],[447008],[448985],[449622],[450916],[451057],[451301],[453301],[459385],[459502],[460732],[461157],[464532],[467883],[468901],[471553],[471942],[473567],[475235],[475872],[476207],[492784],[493173],[494644],[494798],[496466],[497103],[502846],[511090],[513567],[514757],[516301],[516690],[516934],[522929],[523046],[525580],[528571],[530697],[531387],[532065],[532693],[534813],[536291],[537109],[537444],[546424],[547747],[553804],[555002],[556232],[556657],[559395],[560032],[561467],[563711],[577247],[579675],[580861],[582838],[583475],[584769],[584910],[585154],[587154],[592510],[601736],[602754],[605406],[605795],[607420],[609088],[609725],[610060],[616726],[618399],[618851],[622001],[622643],[624699],[624932],[626343],[626460],[628994],[630897],[640858],[646709],[649700],[651193],[651826],[652516],[655942],[658573],[672251],[675242],[677368],[678058],[678736],[679364],[681484],[682962],[683780],[684115],[691637],[691778],[700475],[701673],[702903],[703328],[706066],[706703],[708138],[710382],[715738],[720246],[720479],[720922],[721555],[724275],[726800],[727132],[728959],[731084],[741227],[744218],[749569],[750021],[753813],[760164],[772028],[777039],[777491],[780641],[781283],[783339],[783572],[784983],[785100],[787634],[789537],[792751],[798345],[799498],[805349],[808340],[809833],[810466],[811156],[814582],[817213],[824876],[829565],[829897],[836799],[841187],[850897],[851349],[854499],[855141],[860502],[860735],[861178],[871340],[881483],[884474],[889675],[889908],[890351],[890984],[892024],[893704],[896229],[896561],[898388],[900513],[906361],[910656],[912559],[918998],[919450],[923242],[929593],[934710],[941457],[945952],[963755],[967794],[968027],[968470],[969103],[970143],[971823],[977694],[978026],[989316],[999026],[999478],[1003270],[1008295],[1008627],[1010857],[1012166],[1015529],[1019917],[1026127],[1030079],[1039232],[1039465],[1039908],[1041581],[1050070],[1060213],[1075286],[1085614],[1089931],[1090263],[1092493],[1093802],[1100511],[1122353],[1122586],[1123029],[1124702],[1132223],[1134811],[1150026],[1154741],[1163965],[1164297],[1166527],[1167836],[1175587],[1185749],[1201514],[1201747],[1203024],[1212146],[1216528],[1219116],[1234641],[1249286],[1249618],[1251848],[1253157],[1277441],[1292338],[1294926],[1314856],[1324651],[1330494],[1330826],[1332322],[1363886],[1378900],[1381488],[1398254],[1407376],[1452426],[1455462],[1461240],[1462164],[1488169],[1494344],[1528698],[1583383],[1585382],[1618220],[1657394],[1712240],[1745497] ] cell #2380 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [142119],[169598],[198898],[213453],[227718],[248064],[265160],[267219],[279638],[281835],[304269],[307459],[323665],[325036],[341731],[346408],[347334],[358827],[366955],[372004],[389017],[392331],[395521],[396447],[411294],[414484],[420905],[430690],[432061],[440445],[443140],[451340],[466250],[467255],[471299],[475953],[487481],[492530],[509543],[512857],[516047],[516973],[522594],[524952],[534495],[537190],[545390],[550855],[553550],[554885],[561750],[574298],[576993],[585193],[600103],[601108],[605152],[609806],[616050],[618734],[626008],[628366],[637909],[640604],[643723],[646081],[655624],[658319],[666519],[669265],[671623],[681166],[683861],[692061],[697526],[700221],[701556],[708421],[718016],[728283],[730967],[738241],[740599],[747220],[749904],[757178],[759536],[769079],[771774],[774690],[777374],[784648],[787006],[796549],[799244],[802363],[804721],[814264],[816959],[825159],[834476],[838281],[842860],[846718],[848548],[851232],[858272],[868539],[871223],[878497],[880855],[887445],[897712],[900396],[907670],[910028],[916649],[919333],[926607],[928965],[938508],[941203],[950770],[952079],[959410],[963127],[965564],[986410],[990989],[996677],[999361],[1013206],[1017011],[1021590],[1025448],[1027278],[1029962],[1037002],[1047269],[1049953],[1057227],[1059585],[1072826],[1073977],[1076486],[1081623],[1085497],[1094842],[1106638],[1113969],[1120123],[1137041],[1138350],[1145681],[1149398],[1151835],[1172681],[1177260],[1182948],[1185632],[1195212],[1200363],[1202907],[1221346],[1222655],[1233332],[1240978],[1264653],[1265804],[1268313],[1273450],[1277324],[1298465],[1305796],[1311950],[1324534],[1331476],[1350699],[1351850],[1357584],[1362735],[1385027],[1390442],[1395593],[1398137],[1428562],[1436208],[1454616],[1477248],[1482399],[1488052],[1515368],[1520910],[1527852],[1553960],[1559111],[1607472],[1617374],[1640006],[1645157],[1649846],[1683282],[1721756],[1735167],[1767587],[1809201],[1847631],[1890837],[1968293],[2077560] ] cell #2381 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658238],[756102],[799163],[816878],[831281],[867056],[906594],[925531],[941122],[947102],[1010011],[1011090],[1025795],[1045786],[1056151],[1091647],[1092726],[1133373],[1134479],[1136195],[1150353],[1166760],[1181465],[1217678],[1218784],[1220500],[1252081],[1260122],[1262065],[1263215],[1294594],[1296310],[1346168],[1348111],[1349261],[1364119],[1381156],[1382872],[1389898],[1390065],[1422880],[1424823],[1425973],[1476704],[1476871],[1494012],[1509686],[1511629],[1512779],[1553416],[1553583],[1554566],[1592209],[1615184],[1623998],[1639462],[1639629],[1640612],[1683893],[1684060],[1714636],[1721212],[1721379],[1731478],[1743498],[1768198],[1768365],[1832439],[1840893],[1850315],[1856891],[1857058],[1867910],[1917749],[1954469],[1954636],[1962167],[1971513],[2029045],[2035621],[2035788],[2086411],[2140942],[2245051], [176207,590496],[223526,689706],[234327,713724],[245054,533309],[277596,795363],[279228,796867],[285528,809312],[291908,822804],[293067,1064176],[304212,627688],[322026,654438],[328729,885446],[338721,679980],[341674,909350],[350267,918107],[350754,924113],[356785,937322],[357957,1184406],[358417,938826],[361356,521981],[371923,730019],[383609,548739],[387542,753171],[392274,758858],[399380,998135],[399867,1004141],[406505,1014888],[407201,1277138],[411237,786328],[414403,1029014],[419880,1036387],[424087,1037585],[425056,1044895],[429051,813078],[432004,1058907],[432974,1312533],[445741,625395],[458523,1096524],[459219,1085311],[460651,643110],[461816,644413],[461938,861811],[466193,864531],[469500,653508],[471218,870275],[473433,874490],[474928,1119508],[479135,1120706],[480104,1128016],[483169,1131970],[487424,1139040],[487841,1406132],[492449,899448],[502395,1160621],[502500,1161435],[507173,1162599],[508068,922600],[512800,928287],[515966,1184684],[517286,1443150],[527402,1198628],[536890,734234],[541078,1216275],[545333,1223345],[545750,1210902],[548328,548658],[549035,979410],[553469,981992],[556151,756565],[557316,757868],[557438,989949],[561693,992669],[563260,1245942],[563365,1246756],[568038,1247920],[568933,1002628],[570576,1528321],[572373,1258737],[572478,1259551],[576912,1266500],[577600,1536527],[579594,784035],[592376,1288351],[593126,1288814],[593763,1288942],[595791,1040541],[600046,1043261],[603353,812148],[605071,1049005],[607286,1053220],[621262,1327136],[621367,1327950],[621920,833863],[630816,1339008],[631556,844540],[631678,841820],[634187,1331945],[635984,1344783],[636089,1345597],[640523,1352546],[641211,1340151],[642647,1101030],[643946,1101661],[648531,1361000],[653097,653427],[653804,1113123],[659542,1375376],[660179,1375504],[662207,1123662],[666462,1126382],[668189,1387192],[668234,1657854],[669488,1388361],[670125,1388489],[683561,903663],[687749,1411505],[692004,1418575],[692888,1419050],[695706,1165681],[700140,1168263],[702822,925994],[703987,927297],[704109,1176220],[708364,1178940],[715604,1188899],[719400,946471],[722671,1455085],[722818,1457730],[723455,1457858],[733495,1468792],[733600,1469606],[733823,734153],[734530,958564],[735440,1212779],[737165,1473998],[737210,1462624],[738464,1475167],[739101,1475295],[745737,1227724],[752432,1490654],[752537,1491468],[757401,1239540],[761986,1502526],[764441,1505856],[767259,1251002],[771693,1253584],[772980,1784633],[773207,1517036],[775159,1518882],[780560,1012593],[789456,1535384],[790196,1023270],[790318,1020550],[794624,1541159],[794729,1541973],[798944,1033229],[801287,1292857],[802586,1293488],[811737,812067],[812444,1304950],[820847,1315489],[825102,1318209],[826486,1582910],[828459,1068369],[832360,1588380],[832405,1585842],[832596,1588420],[837318,839665],[843083,1599012],[843720,1599140],[844073,1080185],[845828,1342127],[846838,1592806],[847065,1603598],[849017,1605444],[854418,1094229],[862927,1617843],[863074,1620488],[863711,1620616],[873751,1631550],[873856,1632364],[875696,1375151],[877421,1379419],[878720,1380050],[885963,1646870],[888829,1132742],[902924,1664022],[903029,1664836],[903252,903582],[903959,1144835],[904869,1408009],[907893,1670397],[908530,1670525],[913218,1158094],[913340,1155374],[915166,1422954],[926830,1434770],[931415,1697756],[936688,1446232],[942859,1712337],[947981,1714664],[948208,1716766],[949924,1461759],[953769,1722179],[953843,955742],[959879,1727689],[961982,1472150],[964082,1732191],[966948,1217047],[974615,1743025],[980489,1748495],[980534,1745957],[980725,1748535],[991212,1759127],[991849,1759255],[993957,1505645],[995194,1509760],[1007189,1260196],[1016048,1018395],[1021813,1790839],[1022450,1790967],[1022803,1272012],[1024558,1538503],[1027747,1797271],[1032818,1033148],[1033525,1283474],[1034435,1285629],[1052481,1823377],[1052586,1824191],[1054426,1571527],[1057450,1576426],[1064859,1838687],[1067175,1840420],[1068295,1841282],[1070238,1842850],[1071388,1592283],[1075942,1848016],[1076109,1593708],[1083007,1348630],[1088825,1346242],[1097418,1868007],[1102540,1870334],[1102767,1872436],[1104483,1624517],[1108328,1877849],[1114438,1883359],[1116541,1634908],[1140040,1908450],[1140114,1142013],[1146150,1913960],[1148253,1667380],[1150872,1153219],[1157627,1412908],[1159382,1415730],[1177483,1945398],[1178120,1945526],[1180228,1700875],[1190105,1448387],[1193562,1962264],[1194668,1963052],[1194835,1715566],[1195818,1963927],[1204668,1971040],[1208881,1479048],[1224214,1988244],[1227650,1990839],[1229593,1992407],[1230743,1752398],[1235297,1997573],[1235464,1753823],[1242362,1512148],[1262584,1274834],[1267769,2026746],[1267936,1785535],[1278753,1280652],[1286892,1545637],[1300155,2056579],[1306265,2062089],[1308368,1826735],[1319497,1579248],[1322900,2078376],[1325145,2079945],[1325312,1842706],[1333942,2086508],[1335215,1609356],[1336198,2088171],[1357040,2105011],[1357207,1871236],[1358190,2105886],[1371253,1641806],[1391048,2133356],[1392242,1404111],[1399898,2140469],[1408832,1672101],[1425342,1437592],[1430527,2167002],[1430694,1940094],[1449650,1708009],[1464556,2195114],[1466801,2196683],[1466968,1973326],[1477854,2204909],[1488663,2213043],[1488830,1992263],[1498733,1769471],[1499716,2221269],[1521521,2238585],[1521688,2021436],[1522794,1531591],[1530318,2245148],[1532574,2246811],[1555760,1567629],[1572350,1831456],[1608083,2305001],[1608250,2097570],[1622192,1877049],[1629559,2319911],[1629726,2115285],[1653558,1907650],[1659786,2341785],[1662031,2343354],[1662198,2142755],[1673084,2351580],[1685166,1693963],[1694946,2367940],[1738879,1987678],[1760831,2006615],[1799910,2438854],[1800077,2256210],[1812913,1814019],[1821386,2453764],[1821553,2273925],[1894549,1895655],[1925150,2157107],[1947102,2176044],[2073279,2074385] ] cell #2382 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [138082,1038153],[164902,1121274],[178285,1163191],[195545,1211470],[210235,1248512],[213275,776478],[225982,1039980],[233395,1313101],[244153,1335592],[246518,1340743],[247886,850336],[261807,1373842],[263424,1123101],[276285,1406700],[281657,918437],[290975,1443742],[302842,1465879],[303213,1466190],[304091,969582],[305704,1212218],[321125,1499110],[323490,1504261],[324858,998465],[337820,1531968],[340185,1537119],[341553,792190],[345100,1548226],[355474,1570218],[357091,1314928],[359831,1063922],[366777,1074725],[368544,1333331],[370394,1595898],[370599,1596303],[370795,1092306],[387194,1622569],[390904,1628637],[391275,1628948],[392153,1124141],[393766,1374590],[409867,1661109],[410238,1661420],[411116,891463],[412729,1407448],[416270,1672478],[418635,1677629],[428150,1694340],[430515,1699491],[431883,934149],[432289,1182233],[435430,1710598],[435637,942129],[439529,1192951],[444662,1463256],[447109,1724716],[447532,969769],[465455,1750252],[465826,1750563],[466072,1234080],[467839,1496849],[469689,1756013],[469894,1756418],[470090,1251661],[487303,1011605],[487709,1263983],[489070,1529707],[490920,1787725],[491125,1788130],[491321,1010670],[498026,1798988],[498397,1799299],[499275,796650],[499453,590744],[499681,1546405],[500888,1285068],[507720,1814396],[511430,1820464],[511801,1820775],[512679,1041020],[514292,1570966],[516178,1310510],[516549,1058366],[517833,1831833],[520198,1836984],[524106,1321600],[525536,1590448],[530136,1593831],[545212,1093241],[545618,1350029],[549939,1355323],[552651,1874416],[552856,1874821],[553052,1363699],[555072,1626014],[557519,1880386],[557942,1124328],[568585,1896032],[573382,1130540],[577124,1393033],[577495,1149169],[578147,1908027],[578515,1658486],[580962,1910987],[581385,891650],[586782,1410075],[588632,1921438],[588837,1921843],[589033,906174],[590242,689525],[590373,1675069],[599308,1936523],[599679,1936834],[599925,1167275],[600331,1426741],[601692,1692079],[603542,1942284],[603747,1942689],[603943,1166340],[608907,1183459],[609112,1441108],[610648,1953547],[611019,1953858],[611897,938609],[612075,713972],[612303,1708777],[613510,1447826],[617838,1452549],[618921,1718746],[628950,1729717],[636993,1214845],[640735,1479839],[641106,962898],[641758,1988055],[642414,1989296],[645235,1485118],[646665,1486973],[648612,1994306],[649035,1234267],[651265,1753946],[657821,1505225],[665724,2014642],[666095,2014953],[666341,1252596],[666747,1513547],[669341,1520599],[670777,1257520],[672207,1782275],[673137,1533954],[675061,1276191],[675266,1523448],[676091,2026050],[676462,2026361],[676807,1785658],[685383,1539942],[687830,2039125],[688253,792377],[689730,1801837],[696610,1290655],[699322,2053146],[699527,2053551],[699723,1295890],[700352,1556551],[700723,803502],[700969,1044678],[701147,809560],[701375,1827503],[701743,1817841],[704190,2059116],[704613,1041207],[710010,1573593],[710165,1312469],[711860,2069567],[712065,2069972],[712261,1055731],[713470,822623],[713601,1834424],[719167,1839739],[720994,1844749],[731154,1854425],[738317,1607161],[739753,1343566],[741183,1865396],[742113,1337578],[744037,1084364],[744242,1610010],[745067,2102184],[745438,2102495],[746069,2103628],[748529,1356478],[749008,1615307],[750091,1616334],[760120,1627869],[762490,1374777],[768163,1377217],[770875,2127004],[771080,2127409],[771276,1382452],[771905,1642597],[772276,879636],[772522,1127799],[772700,885694],[772928,1635676],[773656,1397826],[774968,1650251],[775080,2133871],[777561,1905017],[778551,1662805],[779981,1655907],[781066,1406068],[781973,2137722],[782178,2138127],[782374,1135775],[787590,1915988],[801054,2158725],[801473,1161146],[802439,1682971],[803875,1420278],[805305,1422020],[806235,1696326],[807252,2163735],[807675,1167462],[808159,917160],[808364,1685820],[809058,923932],[809189,1948950],[809905,1940217],[816461,1700455],[818481,1702314],[820928,2179381],[821351,934336],[822828,1956396],[828791,1961669],[836428,1460677],[839432,1970359],[841259,1975369],[847514,1202596],[848826,1735572],[848938,2205424],[851419,1985045],[852409,1467575],[853839,1741228],[854924,1210838],[855831,2209275],[856036,2209680],[856232,1220080],[859423,1486662],[861250,1744572],[869848,1498004],[871410,1754973],[877188,2227701],[877607,1246467],[878573,1767276],[880009,1507084],[881439,1508826],[882369,1501096],[883386,2232711],[883809,1252783],[884293,997188],[884498,1770125],[885192,1003960],[885323,1762679],[886390,1528257],[886579,2236200],[886886,1777274],[887845,2239051],[888596,2018469],[889015,1259262],[890423,2023479],[892546,1782554],[895121,2242657],[895544,1011792],[900583,2033155],[910612,2044126],[915113,1288913],[915498,2262268],[915615,1035562],[915934,1036136],[916927,1809606],[917039,2057094],[917958,1291834],[919520,1551978],[920510,1822160],[921940,1815262],[923025,1037521],[924137,2065549],[929549,1819696],[931919,1571153],[940705,1578828],[948657,1324223],[949691,2293855],[950110,1327661],[952155,1847320],[952601,1590727],[956074,2085913],[961759,1601093],[963711,16019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] cell #2383 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2384 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2385 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473119],[554905],[555364],[592062],[606972],[618754],[619213],[651147],[685675],[701576],[702035],[715290],[718036],[720876],[730987],[731446],[749924],[750383],[777394],[777853],[778843],[792072],[809787],[818773],[827690],[838301],[841141],[851252],[851711],[852701],[858292],[861132],[871243],[871702],[887465],[890305],[891345],[892838],[900416],[900875],[905895],[919353],[919812],[920802],[934031],[954973],[965584],[968424],[969464],[970957],[975819],[986430],[989270],[992793],[999381],[999840],[1000830],[1006420],[1008509],[1010391],[1011487],[1017031],[1019871],[1029982],[1030441],[1037022],[1039862],[1040902],[1042395],[1049973],[1050432],[1072846],[1081643],[1085517],[1085976],[1088056],[1090145],[1092027],[1093123],[1107452],[1109532],[1115639],[1120143],[1122983],[1124023],[1125516],[1130420],[1132443],[1141244],[1151855],[1154695],[1157228],[1162090],[1164179],[1166061],[1167157],[1172701],[1175541],[1179064],[1185652],[1186111],[1199262],[1200383],[1202927],[1207456],[1208112],[1212100],[1214725],[1216748],[1229318],[1233962],[1236661],[1240998],[1245331],[1247411],[1249500],[1251382],[1252478],[1264673],[1273470],[1277344],[1277803],[1279883],[1284950],[1290535],[1292558],[1293702],[1301359],[1307466],[1311970],[1314810],[1317343],[1318333],[1324554],[1328735],[1329725],[1330708],[1331544],[1332276],[1335725],[1337458],[1350719],[1354268],[1357717],[1362755],[1363420],[1369828],[1370484],[1374472],[1377097],[1379120],[1380264],[1394492],[1395613],[1398157],[1402686],[1403342],[1407330],[1409955],[1418699],[1421900],[1423923],[1431891],[1436228],[1440561],[1442641],[1447708],[1448748],[1454376],[1454684],[1455416],[1460557],[1461460],[1462267],[1462428],[1466321],[1472364],[1481298],[1482419],[1484290],[1484863],[1488072],[1488183],[1493243],[1495794],[1499243],[1500976],[1508706],[1510729],[1520930],[1525111],[1526101],[1527920],[1528652],[1532101],[1533834],[1544212],[1548856],[1559131],[1566204],[1566860],[1570848],[1573473],[1573547],[1576640],[1584656],[1585229],[1585485],[1585646],[1587274],[1593023],[1595658],[1601839],[1602742],[1607492],[1611673],[1612663],[1614487],[1614499],[1617442],[1618174],[1623315],[1625186],[1629079],[1645177],[1649914],[1650646],[1655787],[1655861],[1657497],[1657658],[1661551],[1667594],[1669162],[1672611],[1683302],[1688473],[1691024],[1694473],[1696206],[1703936],[1705959],[1713939],[1713951],[1714881],[1715888],[1723925],[1724498],[1726543],[1735235],[1735967],[1741108],[1741182],[1742834],[1745600],[1745761],[1747389],[1753138],[1761954],[1767607],[1772778],[1777312],[1777473],[1779101],[1780141],[1784850],[1787485],[1793666],[1794569],[1795537],[1799430],[1809269],[1810001],[1815142],[1815216],[1817013],[1820906],[1840229],[1842021],[1847651],[1849618],[1849630],[1851567],[1860433],[1860594],[1862222],[1863262],[1870551],[1871558],[1882213],[1890905],[1891637],[1896778],[1896852],[1901152],[1902159],[1903149],[1910196],[1910769],[1912814],[1918563],[1927379],[1931871],[1932032],[1933660],[1934700],[1939409],[1948225],[1968361],[1969093],[1970849],[1972641],[1981180],[1982187],[1983177],[1991578],[2001124],[2009990],[2010151],[2011779],[2012819],[2020751],[2021681],[2028348],[2028360],[2030297],[2040952],[2049281],[2050288],[2051278],[2060943],[2075508],[2077628],[2084055],[2084216],[2093337],[2096885],[2097815],[2111052],[2114600],[2123139],[2124146],[2125136],[2140278],[2142070],[2151616],[2161007],[2161937],[2170553],[2181208],[2187160],[2187759],[2193110],[2200954],[2217314],[2229983],[2230913],[2251977],[2255525],[2273240],[2282786],[2288744],[2289560],[2296077],[2301428],[2310987],[2316338],[2347625],[2376654],[2382738],[2388778],[2402182],[2429930],[2435281],[2472421],[2484301],[2509304],[2579446] ] cell #2386 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [437002],[447590],[461638],[499457],[531052],[533287],[547412],[548717],[557138],[558000],[581443],[590300],[612079],[627353],[631378],[644078],[649093],[652181],[653486],[654416],[677723],[679958],[688311],[689684],[701151],[703809],[704671],[713528],[723940],[731641],[734212],[750578],[753149],[757533],[758523],[762548],[772704],[785993],[790018],[795341],[803506],[807733],[809116],[810821],[812126],[813056],[821409],[822782],[827828],[841798],[844205],[861789],[864196],[871897],[874468],[879640],[883867],[885250],[893369],[895602],[901070],[903641],[909015],[913040],[915992],[917162],[920007],[922578],[924091],[926962],[927952],[931977],[937300],[942133],[944083],[955111],[957886],[962902],[971488],[973721],[975957],[978732],[989927],[996020],[997190],[1000035],[1002606],[1004119],[1006558],[1008015],[1014866],[1020528],[1022935],[1030636],[1033207],[1035564],[1036365],[1037516],[1040519],[1042926],[1050627],[1053198],[1058370],[1058572],[1062597],[1072214],[1077166],[1084366],[1086171],[1088194],[1089651],[1096502],[1098642],[1112445],[1118685],[1119486],[1120637],[1123640],[1126047],[1130354],[1131147],[1131948],[1138705],[1141382],[1144157],[1149173],[1155352],[1157423],[1157759],[1159992],[1160413],[1160552],[1162228],[1165003],[1176198],[1183461],[1186306],[1188877],[1197805],[1198606],[1202598],[1208250],[1209707],[1210833],[1212757],[1214659],[1215452],[1216253],[1223010],[1231569],[1245526],[1245734],[1245873],[1247549],[1250324],[1257261],[1258529],[1258668],[1268993],[1276193],[1277998],[1280021],[1281478],[1282796],[1285607],[1288329],[1288765],[1290469],[1304272],[1312464],[1315467],[1317538],[1324225],[1326928],[1327067],[1329863],[1331876],[1337392],[1338185],[1338986],[1341449],[1343307],[1344575],[1344714],[1360177],[1360978],[1370622],[1372079],[1375129],[1375327],[1377031],[1386394],[1388312],[1397828],[1403480],[1404937],[1406063],[1407987],[1409889],[1410682],[1411483],[1415052],[1440756],[1445554],[1448365],[1451902],[1455016],[1457570],[1457681],[1460491],[1462136],[1463022],[1468074],[1468584],[1468723],[1473200],[1475118],[1487743],[1490446],[1490585],[1493381],[1500910],[1501703],[1502504],[1504967],[1516987],[1528252],[1533768],[1534561],[1535362],[1537825],[1540441],[1540951],[1541090],[1566998],[1568455],[1571505],[1578570],[1582861],[1585354],[1586240],[1587582],[1593184],[1598963],[1603549],[1614660],[1617774],[1620328],[1620439],[1623249],[1625780],[1630832],[1631342],[1631481],[1657366],[1658252],[1663304],[1663814],[1663953],[1670348],[1696140],[1696933],[1697734],[1700197],[1702813],[1712212],[1714112],[1715042],[1716482],[1716717],[1722130],[1742976],[1745469],[1746355],[1747697],[1751341],[1753299],[1759078],[1783053],[1785011],[1790790],[1817607],[1822659],[1823169],[1823308],[1840371],[1841233],[1842182],[1849791],[1852161],[1866174],[1867882],[1870712],[1872152],[1872387],[1877800],[1886165],[1902753],[1908401],[1937612],[1939570],[1945349],[1962139],[1963878],[1970991],[1972802],[1982781],[1990790],[1991739],[2001718],[2015731],[2020912],[2028521],[2030891],[2044904],[2056530],[2064895],[2086383],[2088122],[2097046],[2105837],[2114761],[2133307],[2140420],[2142231],[2152210],[2171147],[2185160],[2204860],[2221220],[2245023],[2246762],[2255686],[2273401],[2351531],[2367891], 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] cell #2387 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [417410],[473672],[495601],[495839],[518973],[555484],[574622],[574860],[586174],[607525],[608461],[619333],[638233],[638471],[651153],[670951],[672529],[673753],[697850],[698088],[702155],[709402],[720882],[731566],[739927],[741505],[742729],[750503],[755397],[769403],[769641],[776641],[777973],[779373],[804049],[805627],[806851],[809793],[827696],[830576],[841147],[850499],[851831],[853231],[861138],[866171],[866409],[871822],[880183],[881761],[882985],[887538],[890311],[900995],[912158],[918600],[919694],[919932],[921332],[924826],[944056],[952775],[954979],[957859],[965657],[968430],[975170],[975825],[977394],[978705],[983949],[989276],[992913],[994547],[998628],[999722],[999960],[1001360],[1006426],[1009306],[1019877],[1030561],[1031961],[1037095],[1039868],[1040143],[1050552],[1061715],[1067730],[1074888],[1077139],[1081716],[1085858],[1086096],[1088062],[1090942],[1097109],[1097938],[1098615],[1099220],[1109538],[1111107],[1112418],[1115645],[1117662],[1120216],[1122989],[1123264],[1130327],[1141250],[1144130],[1151928],[1154701],[1162096],[1163284],[1164976],[1175547],[1179184],[1180818],[1185993],[1186231],[1187631],[1193253],[1194082],[1199268],[1200456],[1205223],[1208118],[1210793],[1212106],[1212381],[1214632],[1223926],[1224042],[1226006],[1235817],[1236494],[1236667],[1237099],[1241071],[1247417],[1248605],[1250297],[1268966],[1273543],[1277685],[1277923],[1279889],[1282769],[1290442],[1301365],[1302934],[1304245],[1307472],[1309489],[1312043],[1314816],[1315091],[1318453],[1322612],[1322728],[1325665],[1328568],[1328741],[1329731],[1332282],[1333633],[1334462],[1337365],[1339090],[1340836],[1341422],[1353485],[1362828],[1364552],[1366516],[1370490],[1377004],[1394498],[1395686],[1400453],[1403348],[1406023],[1407336],[1407611],[1409862],[1418819],[1431047],[1431724],[1431897],[1432329],[1436301],[1442647],[1443835],[1445527],[1448754],[1453593],[1455422],[1455744],[1460464],[1462618],[1462995],[1464268],[1464384],[1467321],[1469653],[1481304],[1482492],[1489183],[1493249],[1495011],[1500883],[1504354],[1522041],[1524944],[1525117],[1526107],[1528658],[1530009],[1530838],[1533741],[1535466],[1537212],[1537798],[1547549],[1548862],[1559204],[1560928],[1562892],[1566866],[1573380],[1573553],[1585836],[1586213],[1586491],[1592911],[1593193],[1594875],[1597026],[1608603],[1611506],[1611679],[1612669],[1618180],[1618502],[1623222],[1630079],[1645250],[1650652],[1650974],[1655694],[1655867],[1657848],[1658225],[1659498],[1659614],[1662551],[1664883],[1669168],[1675976],[1677722],[1684413],[1688479],[1690241],[1696113],[1699584],[1714769],[1715051],[1721905],[1725760],[1735973],[1736295],[1741015],[1741188],[1745951],[1746328],[1746606],[1757141],[1768718],[1772784],[1777663],[1778040],[1778318],[1780147],[1784738],[1785020],[1786702],[1788853],[1795727],[1800430],[1802762],[1810007],[1810329],[1815049],[1815222],[1821906],[1837077],[1841008],[1857411],[1860784],[1861161],[1861439],[1863268],[1870439],[1870721],[1881430],[1891643],[1891965],[1896685],[1896858],[1901040],[1901322],[1903339],[1908176],[1912031],[1918733],[1922566],[1932222],[1932599],[1932877],[1934706],[1943412],[1954989],[1969099],[1977524],[1981068],[1981350],[1983367],[1990565],[2010341],[2010718],[2010996],[2012825],[2019738],[2021851],[2036141],[2040169],[2049169],[2049451],[2051468],[2060160],[2070695],[2084406],[2084783],[2085534],[2092554],[2095872],[2097985],[2111058],[2123027],[2123309],[2125326],[2146953],[2159994],[2162107],[2180425],[2189023],[2192998],[2193280],[2194315],[2217504],[2228970],[2231083],[2244174],[2251194],[2289077],[2290661],[2294262],[2295059],[2312251],[2316508],[2340986],[2382650],[2383611],[2403283],[2428912],[2467287],[2485174] ] cell #2388 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289733],[333166],[379249],[401527],[423496],[453545],[478544],[481625],[499775],[503090],[535057],[539534],[562072],[563955],[587398],[594247],[595471],[612397],[622887],[629272],[651864],[656186],[660663],[661887],[681728],[686205],[695072],[708743],[710626],[721593],[724929],[735120],[754057],[755430],[760442],[766625],[781527],[787912],[810504],[814826],[819303],[820527],[827971],[830609],[841858],[845194],[855385],[861849],[865185],[866955],[875376],[891022],[894358],[904549],[923486],[924859],[929871],[936054],[944089],[947001],[955254],[957892],[969141],[972477],[976100],[978738],[989987],[993323],[1003514],[1006701],[1009339],[1020588],[1023924],[1034115],[1040579],[1043915],[1045685],[1054106],[1066091],[1077172],[1080084],[1088337],[1090975],[1098648],[1101560],[1109813],[1112451],[1123700],[1127036],[1130360],[1133272],[1141525],[1144163],[1155412],[1158748],[1162371],[1165009],[1176258],[1179594],[1189785],[1199543],[1203584],[1208393],[1212817],[1214665],[1217577],[1225446],[1236527],[1239439],[1247692],[1250330],[1257918],[1268999],[1271911],[1280164],[1282802],[1290475],[1293387],[1301640],[1304278],[1315527],[1318863],[1328601],[1330006],[1337398],[1341455],[1343964],[1365956],[1370765],[1377037],[1379949],[1394773],[1398814],[1403623],[1408047],[1409895],[1412807],[1420676],[1431757],[1434669],[1442922],[1445560],[1459333],[1460497],[1463028],[1467973],[1472049],[1481579],[1493524],[1500916],[1507482],[1524977],[1526382],[1533774],[1537831],[1540340],[1562332],[1567141],[1573413],[1576325],[1586246],[1591125],[1593607],[1611539],[1612944],[1623255],[1630731],[1654563],[1655727],[1658258],[1663203],[1667279],[1688754],[1696146],[1702712],[1715465],[1721929],[1739884],[1741048],[1746361],[1751240],[1773059],[1778073],[1782952],[1785434],[1815082],[1822558],[1841032],[1861194],[1866073],[1871135],[1896718],[1901736],[1908200],[1932632],[1937511],[1981764],[1990589],[2010751],[2015630],[2019762],[2049865],[2084816],[2095896],[2123723],[2160018],[2193694],[2228994],[2294286],[2382674] ] cell #2389 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [303851],[315731],[323511],[371175],[384579],[391913],[393715],[410876],[418656],[430536],[444725],[447971],[459527],[459635],[462881],[467683],[470470],[491701],[499035],[500837],[512439],[514241],[520219],[523071],[523179],[524169],[525380],[530208],[546568],[555135],[558381],[578578],[581824],[586626],[589413],[601536],[604323],[613459],[616870],[617910],[618984],[624302],[626485],[626593],[628794],[645298],[646509],[651337],[670840],[672051],[672981],[676879],[685446],[688692],[701806],[705052],[709854],[719849],[721066],[729103],[731217],[739816],[741027],[741957],[749080],[750154],[759964],[776550],[777624],[778614],[779825],[782942],[785125],[785233],[787434],[792262],[803938],[805149],[806079],[809977],[841331],[850408],[851482],[852472],[853683],[860105],[861322],[871473],[874604],[880072],[881283],[882213],[889278],[890495],[891535],[898532],[900646],[910456],[918509],[919583],[920573],[921784],[929393],[952664],[963555],[967397],[968614],[969654],[984401],[989460],[998537],[999611],[1000601],[1001812],[1020061],[1030212],[1032413],[1038835],[1040052],[1041092],[1050203],[1053334],[1060013],[1066632],[1074797],[1081007],[1085747],[1102483],[1107223],[1118114],[1121956],[1123173],[1124213],[1149826],[1154885],[1175731],[1185882],[1188083],[1189013],[1192570],[1193023],[1201117],[1204125],[1206583],[1212290],[1225987],[1228445],[1234152],[1240362],[1272834],[1277574],[1288465],[1309941],[1315000],[1321414],[1321503],[1321932],[1332950],[1333403],[1335796],[1354942],[1355395],[1357788],[1368955],[1399355],[1401813],[1407520],[1413730],[1435592],[1451632],[1452455],[1463159],[1463588],[1485021],[1485450],[1499314],[1529326],[1529779],[1532172],[1543339],[1565331],[1582634],[1593737],[1615213],[1658389],[1658818],[1672682],[1694544],[1785564], 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] cell #2390 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [176243],[208710],[221418],[221619],[234363],[257923],[269719],[269920],[276791],[289450],[290001],[297046],[309959],[310160],[318503],[331496],[332615],[333434],[348908],[349109],[351590],[355980],[363694],[371704],[377579],[378698],[379517],[385108],[388328],[398021],[398222],[403111],[404071],[405068],[421826],[422945],[423764],[425528],[437232],[439756],[448079],[455129],[456089],[457086],[462989],[466639],[466840],[470999],[476874],[477993],[478812],[482077],[484220],[492230],[500043],[504674],[505433],[505634],[506631],[508854],[522105],[529499],[531282],[533806],[539986],[542129],[547162],[547642],[549126],[550166],[554247],[558489],[561235],[562340],[565539],[566298],[566499],[567496],[571085],[573609],[581932],[589942],[590939],[594699],[596842],[597129],[604852],[612665],[617464],[623683],[625519],[629724],[632913],[633114],[634696],[637220],[641988],[642782],[643234],[643965],[652411],[653895],[654935],[657483],[659016],[661115],[663258],[663545],[668776],[677953],[680477],[686657],[688800],[694313],[695524],[696837],[705160],[707906],[709011],[712969],[713170],[714167],[718741],[719535],[724170],[725381],[729697],[732207],[734621],[735629],[735916],[737752],[745621],[745756],[747668],[756000],[756237],[756689],[757420],[760894],[765866],[767077],[768390],[784159],[788364],[791553],[791754],[793336],[795860],[801874],[811051],[812535],[813575],[816123],[817656],[819755],[821898],[822185],[824644],[828343],[828478],[831179],[831416],[833987],[835061],[837548],[839006],[839800],[842371],[844092],[845646],[846029],[856769],[865637],[867075],[868987],[872463],[878008],[893599],[894810],[899126],[901636],[904050],[905058],[905345],[907181],[914776],[925429],[925666],[926118],[926849],[930323],[935295],[936506],[937819],[940367],[944811],[946701],[947121],[951590],[953862],[954173],[955626],[955761],[958699],[960898],[971718],[972929],[979545],[983190],[984907],[990500],[993775],[1009909],[1010146],[1012717],[1013791],[1016278],[1017736],[1018530],[1021101],[1022822],[1024376],[1024759],[1033616],[1034624],[1044367],[1045805],[1047717],[1051193],[1056049],[1056738],[1068388],[1068699],[1069097],[1075618],[1075993],[1077894],[1080204],[1091545],[1091782],[1094353],[1095427],[1101260],[1101680],[1106149],[1113258],[1127488],[1132972],[1133392],[1136093],[1137861],[1140133],[1140444],[1141897],[1142032],[1144970],[1147169],[1151102],[1157646],[1159200],[1165816],[1169461],[1171178],[1176771],[1180046],[1194344],[1194719],[1202078],[1206590],[1217277],[1217697],[1220398],[1222166],[1227743],[1228054],[1228452],[1239559],[1251137],[1254782],[1260215],[1260526],[1260924],[1262814],[1267445],[1267820],[1269721],[1272031],[1278772],[1283609],[1285808],[1293087],[1293507],[1296208],[1297976],[1305085],[1319315],[1323705],[1342262],[1346261],[1346572],[1346970],[1348860],[1356716],[1357091],[1368962],[1379649],[1380069],[1382770],[1384538],[1389574],[1389949],[1392261],[1397308],[1401820],[1408716],[1412927],[1422973],[1423284],[1423682],[1425572],[1434789],[1446367],[1461989],[1472169],[1476380],[1476755],[1479067],[1487223],[1509779],[1510090],[1510488],[1512378],[1520081],[1522678],[1538638],[1543346],[1553092],[1553467],[1555779],[1565338],[1576445],[1592302],[1592613],[1593727],[1602501],[1606643],[1609240],[1624747],[1639138],[1639513],[1641825],[1667399],[1682453],[1685050],[1705718],[1715585],[1720888],[1721263],[1722631],[1752417],[1766758],[1769355],[1785554],[1794328],[1839199],[1841734],[1846802],[1847777],[1871255],[1876933],[1908902],[1961188],[1962813],[1991291],[2026507],[2077169],[2104772] ] cell #2391 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289800],[333233],[379316],[401649],[423563],[453667],[478611],[481780],[499842],[503212],[535179],[539689],[562139],[564077],[587520],[594402],[595593],[612464],[623009],[629427],[651931],[656308],[660818],[662009],[681850],[686360],[695227],[708810],[710748],[721660],[725084],[735242],[754179],[755443],[760597],[766780],[781649],[788067],[810571],[814948],[819458],[820649],[828058],[830622],[841925],[845349],[855507],[861916],[865340],[866940],[875498],[891089],[894513],[904671],[923608],[924872],[930026],[936209],[944102],[946986],[955341],[957905],[969208],[972632],[976187],[978751],[990054],[993478],[1003636],[1006788],[1009352],[1020655],[1024079],[1034237],[1040646],[1044070],[1045670],[1054228],[1066076],[1077185],[1080069],[1088424],[1090988],[1098661],[1101545],[1109900],[1112464],[1123767],[1127191],[1130373],[1133257],[1141612],[1144176],[1155479],[1158903],[1162458],[1165022],[1176325],[1179749],[1189907],[1199630],[1203569],[1208480],[1212884],[1214678],[1217562],[1225431],[1236540],[1239424],[1247779],[1250343],[1257903],[1269012],[1271896],[1280251],[1282815],[1290488],[1293372],[1301727],[1304291],[1315594],[1319018],[1328614],[1330093],[1337411],[1341468],[1343949],[1365941],[1370852],[1377050],[1379934],[1394860],[1398799],[1403710],[1408114],[1409908],[1412792],[1420661],[1431770],[1434654],[1443009],[1445573],[1459318],[1460510],[1463041],[1467958],[1472034],[1481666],[1493611],[1500929],[1507467],[1524990],[1526469],[1533787],[1537844],[1540325],[1562317],[1567228],[1573426],[1576310],[1586259],[1591110],[1593592],[1611552],[1613031],[1623268],[1630716],[1654548],[1655740],[1658271],[1663188],[1667264],[1688841],[1696159],[1702697],[1715450],[1721886],[1739869],[1741061],[1746374],[1751225],[1773146],[1778086],[1782937],[1785419],[1815095],[1822543],[1840989],[1861207],[1866058],[1871120],[1896731],[1901721],[1908157],[1932645],[1937496],[1981749],[1990546],[2010764],[2015615],[2019719],[2049850],[2084829],[2095853],[2123708],[2159975],[2193679],[2228951],[2294243],[2382631] ] cell #2392 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [560743],[651685],[707414],[721414],[755493],[810325],[824152],[830672],[890843],[914284],[924922],[934569],[968962],[1009402],[1012025],[1026482],[1055542],[1091038],[1093661],[1135166],[1135586],[1150379],[1167695],[1219471],[1219891],[1253016],[1260265],[1262091],[1278369],[1295281],[1295701],[1346311],[1348137],[1381843],[1382263],[1389924],[1391858],[1423023],[1424849],[1476730],[1478664],[1494699],[1509829],[1511655],[1520414],[1553442],[1554709],[1555376],[1592352],[1606976],[1624024],[1639488],[1640755],[1641422],[1682786],[1683919],[1721238],[1731621],[1743524],[1752014],[1767091],[1768224],[1810560],[1832582],[1840919],[1847135],[1856917],[1868492],[1892196],[1917892],[1954495],[1962749],[1971539],[1977755],[1988269],[2035647],[2070926],[2078401],[2086993],[2140968],[2147184],[2195139],[2245633],[2341810], [193305,447472],[223746,689924],[243868,533163],[259567,557882],[274045,581325],[279305,797013],[292128,823022],[294323,437069],[302630,627420],[314238,461520],[317278,648975],[320840,654292],[337535,679834],[342860,688193],[343668,911126],[350974,924331],[353234,704553],[358494,938972],[359885,1190630],[368981,531119],[382385,547479],[383487,548593],[383648,750465],[386909,753025],[390420,557020],[390692,758590],[393460,762430],[400087,1004359],[409655,786060],[415985,795217],[424303,807615],[424523,1038570],[425133,1045041],[427865,812932],[433190,821291],[433410,1313518],[433998,1060683],[450772,631260],[461244,461439],[461861,861670],[465243,864263],[468276,652248],[469378,653362],[469539,871784],[472800,874344],[479351,883749],[479571,1121691],[480181,1128162],[488057,895484],[488277,1407117],[489507,677790],[497814,909082],[502577,1162576],[504174,919894],[507230,1162736],[507435,922454],[508400,1170412],[510946,703691],[511218,928019],[513986,931859],[517343,1443287],[517548,937176],[527765,724007],[536768,734088],[536929,731528],[545966,973603],[546186,1211887],[546916,978183],[548265,978801],[556744,556939],[557361,989808],[563442,1247897],[565039,999922],[568095,1248057],[568300,1002482],[569265,1255733],[572555,1006906],[577657,1536664],[577862,1014742],[584625,789900],[593820,1290130],[593985,1290944],[595714,1040400],[599076,1291053],[599096,1042993],[602129,810888],[603231,812002],[603392,1050514],[606653,1053074],[610416,1573991],[610436,1058639],[613204,1062479],[617218,830054],[621444,1330211],[630984,631179],[631601,841679],[632442,1086058],[636166,1088542],[641268,1340288],[641473,1096378],[642038,1100895],[653034,1112514],[660236,1376692],[660401,1377506],[662130,1123521],[665492,1377615],[665512,1126114],[668291,1658129],[670182,1130015],[670347,1130829],[674436,893436],[675859,1666065],[675879,1138772],[683439,903517],[683600,900957],[691493,912922],[692637,1159874],[692914,1420179],[693567,1420307],[693587,1164454],[694936,1165072],[703415,703610],[704032,1176079],[711710,1186193],[714971,1188753],[718791,946336],[723512,1460152],[723677,1460966],[727289,729451],[733677,1208598],[733760,957955],[735363,1212638],[737267,1462899],[739158,1214320],[739323,1215134],[743412,971555],[744835,1470835],[744855,1223077],[752614,1493729],[763612,1245413],[764467,1506985],[765120,1507113],[765140,1249775],[766489,1250393],[773874,1785275],[773894,1257328],[775185,1257421],[775838,1257549],[775858,1008784],[789624,789819],[790241,1020409],[791082,1277885],[794806,1280369],[798822,1033083],[798983,1030523],[800113,1288205],[800441,1550750],[800678,1292722],[811674,1304341],[820770,1315348],[832462,1586117],[832622,1590628],[833275,1590756],[833295,1330983],[837183,839056],[843777,1337053],[843942,1337867],[845058,1341518],[847732,1593448],[847752,1343374],[849043,1343467],[849696,1343595],[849716,1090420],[863768,1622910],[863933,1623724],[873933,1370970],[875619,1375010],[876575,1636796],[876812,1379284],[885763,1908111],[885989,1386337],[887983,1387232],[888220,1132607],[896718,898880],[903106,1403828],[903189,1144226],[904792,1407868],[908587,1409550],[908752,1410364],[912646,912841],[913263,1155233],[914104,1157310],[933041,1440643],[935918,1445623],[942885,1712487],[948875,1715306],[948895,1457637],[949078,1719652],[949315,1461624],[953912,1463091],[959905,1467476],[960558,1467604],[960578,1219273],[963882,1721840],[964108,1473143],[966102,1474038],[966339,1216912],[980591,1746232],[980751,1750743],[981404,1750871],[981424,1494501],[991906,1500571],[992071,1501385],[993187,1505036],[1004906,1516936],[1015913,1017786],[1022507,1533429],[1022672,1534243],[1023788,1537894],[1026284,1028446],[1027773,1539843],[1028426,1539971],[1032755,1282865],[1034358,1285488],[1052663,1567346],[1054349,1571386],[1063661,1317425],[1064918,1838887],[1068438,1586309],[1070038,1840943],[1070264,1587525],[1075968,1593127],[1082161,1597883],[1082398,1348495],[1086542,1603498],[1097444,1868157],[1103434,1870976],[1103454,1620395],[1103637,1875322],[1103874,1624382],[1108471,1625849],[1114464,1630234],[1115117,1630362],[1115137,1381645],[1134968,1146849],[1140183,1658321],[1146176,1662706],[1146829,1662834],[1150737,1152610],[1152373,1669268],[1158612,1415121],[1178177,1695801],[1178342,1696615],[1179458,1700266],[1190028,1448246],[1191325,1960756],[1193588,1962414],[1194694,1714985],[1195961,1716551],[1196628,1716666],[1202411,1722079],[1205931,1479117],[1224273,1988444],[1227793,1746424],[1229393,1990500],[1229619,1747640],[1235323,1753242],[1241516,1757998],[1241753,1512013],[1262449,1274225],[1267795,1784954],[1273988,1789710],[1278822,1542687],[1295083,1306964],[1300298,1817676],[1306291,1822061],[1306944,1822189],[1318727,1578639],[1322959,2078576],[1324038,1841182],[1325171,1842125],[1333968,2086658],[1336341,1852230],[1353697,2102715],[1357066,1870655],[1358333,1872221],[1359000,1872336],[1364783,1877749],[1368303,1641875],[1391191,1902822],[1392311,1401161],[1397641,1908350],[1425207,1436983],[1430553,1939513],[1436746,1944269],[1441580,1705059],[1453805,2187857],[1455975,1963827],[1464615,2195314],[1466827,1972745],[1477997,1982850],[1487556,1990739],[1488689,1991682],[1492182,1752467],[1499859,2001787],[1521547,2020855],[1523920,1784179],[1530344,2245298],[1532717,2030960],[1555829,1564679],[1561159,2056479],[1595087,2296175],[1597257,2088071],[1608109,2096989],[1610482,1867300],[1618733,2105786],[1629585,2114704],[1633078,1887291],[1651205,2133256],[1659845,2341985],[1662057,2142174],[1673227,2152279],[1686292,1687412],[1695089,2171216],[1736526,2204809],[1757372,2221169],[1770597,1771717],[1786914,2430028],[1789084,2246711],[1799936,2255629],[1802309,2046030],[1821412,2273344],[1824905,2066021],[1922797,2351480],[1943643,2367840],[1956868,1957988] ] cell #2393 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2394 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [226250,1291614],[263692,1378176],[282452,1421799],[305972,1471396],[325653,1508605],[329847,1008334],[347041,1293527],[357359,1574552],[371095,1596713],[374179,1601738],[375930,1089970],[394034,1634154],[396154,1380089],[412997,1666626],[420177,1164004],[432678,1703835],[447493,1725173],[447897,1725474],[448975,1218823],[451047,1472189],[470390,1756828],[473474,1761853],[475225,1249325],[491621,1788540],[494705,1793565],[496456,1025834],[501156,1804505],[514560,1825981],[516680,1576465],[520485,1319790],[528561,1330533],[530687,1594589],[532847,1850446],[533143,1850790],[533299,1348317],[553352,1875231],[557903,1880843],[558307,1881144],[559385,1381195],[561457,1634947],[581346,1911444],[581750,1911745],[582828,1134518],[584900,1667419],[589333,1922253],[592417,1927278],[604243,1943099],[607327,1948124],[609078,1181504],[609608,1441933],[613778,1959064],[614075,1190620],[618389,1453307],[624409,1722804],[627186,1971630],[627635,1219013],[648996,1994763],[649400,1995064],[649690,1494051],[651816,1754704],[653976,2000003],[654272,2000347],[654428,1511835],[675232,1263254],[675762,1524273],[677358,1786416],[679518,2029176],[679814,2029520],[679970,1262271],[688214,2039582],[688618,2039883],[689696,1030805],[689914,797438],[690226,1802662],[691768,1545676],[700023,2053961],[704574,2059573],[704978,2059874],[706056,1294633],[708128,1826774],[710549,1571942],[710953,1313508],[712561,2070382],[715645,2075407],[719956,1583535],[721545,1845507],[726839,1848619],[744208,1349300],[744738,1610835],[749559,1616065],[752709,2108303],[753005,2108647],[753161,1624204],[755579,1878474],[758356,2113589],[758805,1381385],[771576,2127819],[777029,1387960],[781450,1653150],[781854,1407107],[782674,2138537],[783049,1909075],[785826,2141059],[786275,1134708],[792741,1669996],[794901,2150495],[795197,2150839],[795353,1150559],[796814,910810],[797034,1924742],[807636,2164192],[808040,2164493],[808330,1426012],[808860,1686645],[810456,1940975],[812616,2169432],[812912,2169776],[813068,1425029],[819179,1443212],[819475,1701252],[821312,2179838],[821716,2180139],[822794,1186475],[823012,939397],[823324,1957221],[824866,1708048],[829604,1712940],[830758,1966344],[841810,1976127],[850887,1474766],[855308,1738471],[855712,1211877],[856532,2210090],[857186,2211073],[860212,1743650],[861801,1745330],[864029,2215296],[864478,1494241],[867095,1998176],[874480,1762843],[883770,2233168],[884174,2233469],[884464,1512818],[884994,1770950],[889385,1517967],[890010,1777731],[890974,2024237],[892014,1790438],[894234,1536589],[894530,1780413],[895505,2243114],[895909,2243415],[896268,2027349],[906071,1796356],[908848,2254514],[909297,1026024],[911106,2042264],[918988,1551478],[922138,2266943],[922434,2267287],[922590,1556715],[923409,1812505],[923813,1038560],[924103,1298653],[924321,1045466],[924633,2066374],[925008,2057204],[927785,2272229],[928234,1294823],[934700,1829351],[934898,1573929],[936860,2281665],[937156,2282009],[937312,1310674],[938773,1060367],[938993,2072871],[945228,2077975],[947141,2082198],[958041,2090588],[967504,1604529],[968129,1860852],[969093,2100371],[970133,1598611],[972353,1340213],[972649,1863534],[973624,2309530],[974028,2309831],[974654,2310708],[977222,1617149],[977733,1868610],[978887,1869507],[989939,1880154],[992616,1635137],[999016,1637524],[1002166,2330554],[1002462,2330898],[1002618,1642761],[1003437,1894141],[1003841,1121681],[1004131,1385215],[1004349,1128587],[1004661,1887644],[1005371,1657916],[1006927,2336405],[1008962,1901382],[1009488,2135773],[1010567,1913045],[1012156,1906651],[1013394,1666003],[1014426,2339667],[1014722,2340011],[1014878,1393197],[1020540,2145556],[1035916,2357744],[1036377,1419778],[1038942,1680339],[1039567,1932290],[1040531,1681982],[1041571,1944997],[1042759,2361967],[1043208,1426202],[1043791,1162661],[1044087,1934972],[1044842,1170096],[1045062,2175636],[1045825,2167605],[1053210,1949114],[1055628,1950915],[1058405,2375643],[1058854,1181694],[1060663,2182520],[1067214,2187480],[1075276,1720380],[1078311,2194713],[1080224,2198936],[1087007,1462686],[1088563,2397270],[1090598,1981410],[1091124,2207326],[1092203,1726774],[1093792,1986679],[1095030,1470773],[1096062,2400532],[1096358,2400876],[1096514,1480003],[1099787,1745029],[1101700,1989705],[1110935,1755788],[1112600,1999073],[1119037,2415653],[1119498,1506584],[1122063,1764644],[1122688,2010409],[1123652,1766287],[1124692,1758726],[1125880,2419876],[1126329,1513008],[1126912,1247982],[1127208,2013091],[1127963,1255417],[1128183,2006207],[1129262,1785080],[1129452,2422928],[1130809,2425141],[1131499,2236615],[1131960,1519610],[1132023,2019740],[1133412,2240838],[1135672,2024497],[1138538,2428117],[1138987,1263444],[1144312,2249228],[1155364,2259011],[1160546,1549835],[1160925,2444561],[1161041,1289004],[1161382,1289567],[1162597,2270501],[1163493,1552632],[1164632,2049511],[1165158,1808152],[1166237,2061174],[1167826,2054780],[1169064,1290991],[1170392,2278067],[1176210,2058884],[1178887,1826964],[1188889,1834588],[1197093,1585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] cell #2395 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [102236],[130620],[155011],[167534],[179196],[196834],[211146],[213323],[223504],[225654],[245032],[247934],[257065],[263096],[277574],[281705],[282389],[291886],[299458],[304139],[312833],[322004],[324906],[325590],[338699],[341601],[347204],[350732],[356763],[362621],[366825],[374116],[381295],[387520],[392201],[396317],[399845],[406483],[411164],[419858],[421063],[429029],[431931],[432615],[437701],[437946],[447006],[451210],[458501],[459310],[461916],[466120],[473411],[474906],[476111],[483147],[487351],[494642],[501821],[508046],[512727],[516843],[522009],[522854],[527380],[531751],[531996],[537348],[541056],[545260],[548111],[548356],[557416],[561620],[562686],[568911],[571554],[571799],[580859],[585063],[592354],[593163],[595769],[599973],[607264],[609964],[615642],[620688],[625423],[626268],[628052],[630794],[631656],[635165],[635410],[643138],[643983],[648509],[652880],[653125],[658477],[659579],[662185],[666389],[668680],[669525],[678422],[678667],[684019],[687727],[691931],[694782],[695027],[704087],[708291],[715582],[717992],[722855],[724639],[727875],[730047],[732676],[732921],[733851],[735418],[737656],[738501],[746812],[751858],[756593],[757438],[759222],[761964],[766335],[766580],[774282],[784063],[784908],[786692],[789434],[790296],[793805],[794050],[799402],[801778],[802623],[811520],[811765],[817117],[820825],[825029],[827587],[833891],[835530],[837346],[838257],[840103],[842275],[843120],[844110],[845149],[848140],[858248],[863111],[864895],[868131],[870303],[872932],[873177],[875674],[877912],[878757],[894068],[897304],[899476],[902105],[902350],[903280],[904847],[907085],[907930],[909714],[913318],[916241],[926022],[926867],[928651],[931393],[935764],[936009],[941361],[946499],[950362],[951494],[953954],[954149],[954870],[959002],[962019],[972187],[975716],[982020],[983659],[986386],[988232],[990404],[991249],[993278],[996269],[1012621],[1014260],[1016076],[1016987],[1018833],[1021005],[1021850],[1022840],[1023879],[1026870],[1029042],[1032846],[1034413],[1043625],[1046861],[1049033],[1051662],[1051907],[1054404],[1056642],[1057487],[1059271],[1068480],[1068675],[1072802],[1073569],[1075669],[1076294],[1094257],[1095896],[1101058],[1104921],[1106053],[1108708],[1109429],[1113561],[1126746],[1132770],[1136633],[1137765],[1139404],[1140225],[1140420],[1141141],[1145273],[1148290],[1150900],[1153657],[1157664],[1158703],[1168291],[1169930],[1172657],[1174503],[1176675],[1177520],[1179549],[1182540],[1184712],[1190083],[1194395],[1195020],[1196198],[1199159],[1202095],[1217075],[1220938],[1222070],[1223709],[1227835],[1228030],[1232924],[1253612],[1255251],[1260307],[1260502],[1262612],[1264629],[1265396],[1266528],[1267496],[1268121],[1278864],[1279059],[1292885],[1296748],[1297880],[1300535],[1301256],[1305388],[1313772],[1318818],[1323722],[1346353],[1346548],[1348658],[1350675],[1351442],[1352574],[1356767],[1357392],[1379447],[1383310],[1384442],[1387220],[1389625],[1390250],[1391428],[1392353],[1392548],[1394389],[1396336],[1397325],[1423065],[1423260],[1425370],[1428154],[1441817],[1461787],[1474026],[1476431],[1477056],[1478234],[1479159],[1479354],[1481195],[1483142],[1487240],[1509871],[1510066],[1512176],[1514960],[1517779],[1520098],[1524157],[1553143],[1553768],[1555871],[1556066],[1588408],[1592394],[1592589],[1604341],[1606660],[1610719],[1624545],[1639189],[1639814],[1641917],[1642112],[1646779],[1682470],[1686529],[1717509],[1720939],[1721564],[1732100],[1748523],[1752509],[1752704],[1766775],[1770834],[1839250],[1842759],[1846819],[1873179],[1960843],[1961205],[1992316] ] cell #2396 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2397 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [276829],[332653],[344050],[378736],[394174],[403149],[413973],[422983],[434380],[455167],[467776],[478031],[483543],[485333],[495671],[504712],[514700],[515536],[525473],[541452],[543242],[554285],[554853],[565577],[574692],[575694],[596165],[597167],[597955],[601629],[608293],[618702],[623721],[628887],[638303],[639305],[642820],[646602],[651049],[662581],[663583],[664371],[672144],[673585],[697058],[697920],[698922],[701524],[717838],[719573],[720778],[725985],[730935],[735954],[741120],[742561],[745609],[749872],[754891],[760057],[768611],[769473],[770475],[774869],[777342],[787527],[797945],[803129],[805242],[806683],[809689],[822223],[827444],[828106],[828331],[838103],[839838],[841043],[846250],[848727],[851200],[856637],[858094],[859829],[861034],[866241],[871191],[874697],[876210],[879263],[881376],[882817],[887267],[890207],[900364],[905383],[910549],[911990],[916828],[919301],[929486],[938040],[939904],[943739],[944679],[954727],[955389],[955614],[959589],[962525],[963648],[965386],[968326],[975573],[976235],[976460],[986232],[987967],[989172],[992282],[994379],[996856],[999329],[1006174],[1016833],[1018568],[1019773],[1024980],[1027457],[1029930],[1036824],[1039764],[1049921],[1053427],[1054940],[1057993],[1060106],[1061547],[1065734],[1072648],[1074156],[1076822],[1077762],[1079832],[1081445],[1084259],[1085465],[1087810],[1098298],[1099238],[1108556],[1109286],[1109948],[1110173],[1114148],[1117084],[1119945],[1122885],[1140998],[1141660],[1141885],[1145860],[1148796],[1149919],[1151657],[1154597],[1161844],[1172503],[1174238],[1175443],[1178553],[1180650],[1183127],[1185600],[1189106],[1196046],[1199016],[1199678],[1200185],[1202875],[1203227],[1205518],[1207866],[1209859],[1212002],[1225089],[1233511],[1236177],[1237117],[1239187],[1240800],[1247165],[1264475],[1265983],[1268649],[1269589],[1271659],[1273272],[1276086],[1277292],[1279637],[1287435],[1288558],[1300383],[1301113],[1301775],[1302000],[1305975],[1308911],[1311772],[1314712],[1317822],[1324502],[1328251],[1329479],[1332010],[1332178],[1334757],[1339108],[1350521],[1352029],[1362050],[1362557],[1365599],[1367890],[1370238],[1391276],[1394246],[1394908],[1395415],[1398105],[1398457],[1400748],[1403096],[1405089],[1407232],[1412555],[1416982],[1418188],[1428741],[1431407],[1432347],[1434417],[1436030],[1441665],[1442395],[1450193],[1455150],[1455318],[1458976],[1462299],[1462704],[1478082],[1481052],[1481714],[1482221],[1488020],[1491769],[1492997],[1498275],[1515547],[1520878],[1524005],[1524627],[1525855],[1528386],[1528554],[1531133],[1535484],[1539631],[1542274],[1546615],[1558426],[1558933],[1561975],[1564266],[1566614],[1576073],[1585517],[1585922],[1592941],[1607440],[1610567],[1611189],[1612417],[1617908],[1618076],[1621734],[1644472],[1644979],[1650380],[1650548],[1652748],[1654206],[1657267],[1657529],[1657934],[1668896],[1671643],[1675994],[1683250],[1686377],[1686999],[1688227],[1693505],[1704646],[1714799],[1735701],[1735869],[1738069],[1739527],[1742588],[1745632],[1746037],[1767555],[1770682],[1771304],[1772532],[1777344],[1777749],[1779875],[1783766],[1784768],[1795813],[1809735],[1809903],[1812103],[1813561],[1830998],[1847599],[1860465],[1860870],[1862996],[1866887],[1870469],[1891371],[1891539],[1893739],[1895197],[1899133],[1901070],[1903425],[1907192],[1931903],[1932308],[1934434],[1968827],[1968995],[1979161],[1981098],[1983453],[1987220],[1997156],[2010022],[2010427],[2012553],[2017962],[2049199],[2051554],[2081258],[2084087],[2084492],[2094096],[2110786],[2123057],[2125412],[2130107],[2187192],[2190395],[2193028],[2201660],[2214356],[2217590],[2289107],[2291364],[2313623],[2382464],[2403986] ] cell #2398 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [142117],[169596],[198896],[213451],[227716],[248062],[265158],[267328],[279636],[281833],[304267],[307568],[323663],[325034],[341729],[346517],[347332],[358825],[366953],[372113],[389015],[392329],[395630],[396445],[411292],[414593],[421014],[430688],[432059],[440443],[443249],[451338],[466248],[467186],[471408],[476062],[487479],[492639],[509541],[512855],[516156],[516971],[522648],[524883],[534493],[537299],[545388],[550853],[553659],[554810],[561748],[574296],[577102],[585191],[600101],[601039],[605261],[609915],[615839],[618659],[626062],[628297],[637907],[640713],[643777],[646012],[655622],[658428],[666517],[669319],[671554],[681164],[683970],[692059],[697524],[700330],[701481],[708419],[717795],[728072],[730892],[738295],[740530],[747009],[749829],[757232],[759467],[769077],[771883],[774479],[777299],[784702],[786937],[796547],[799353],[802417],[804652],[814262],[817068],[825157],[834530],[838060],[842914],[846716],[848337],[851157],[858051],[868328],[871148],[878551],[880786],[887224],[897501],[900321],[907724],[909959],[916438],[919258],[926661],[928896],[938506],[941312],[950559],[952133],[959199],[963058],[965343],[986189],[991043],[996466],[999286],[1013260],[1016790],[1021644],[1025446],[1027067],[1029887],[1036781],[1047058],[1049878],[1057281],[1059516],[1072605],[1073766],[1076417],[1081402],[1085422],[1094896],[1106692],[1113758],[1119902],[1136830],[1138404],[1145470],[1149329],[1151614],[1172460],[1177314],[1182737],[1185557],[1195143],[1200142],[1202832],[1221135],[1222709],[1233121],[1240757],[1264432],[1265593],[1268244],[1273229],[1277249],[1298519],[1305585],[1311729],[1324459],[1331470],[1350478],[1351639],[1357515],[1362514],[1385081],[1390373],[1395372],[1398062],[1428351],[1435987],[1454610],[1477179],[1482178],[1487977],[1515157],[1520835],[1527846],[1553891],[1558890],[1607397],[1617368],[1639937],[1644936],[1649840],[1683207],[1721687],[1735161],[1767512],[1809195],[1847556],[1890831],[1968287],[2077554] ] cell #2399 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [943631],[957156],[976896],[1031671],[1064080],[1076714],[1079313],[1098190],[1099669],[1110609],[1111715],[1143427],[1155829],[1183365],[1187341],[1205410],[1210295],[1226152],[1232157],[1236069],[1237548],[1238668],[1266221],[1268541],[1271140],[1282066],[1283912],[1299519],[1302436],[1303542],[1311495],[1315944],[1328143],[1336578],[1339539],[1352267],[1358570],[1361531],[1366662],[1367782],[1372667],[1386081],[1395138],[1400640],[1405525],[1412036],[1427387],[1428979],[1429286],[1431299],[1432778],[1433898],[1442095],[1444824],[1446670],[1453036],[1467153],[1469799],[1481944],[1489015],[1491661],[1500096],[1503057],[1514193],[1515785],[1516092],[1517619],[1524519],[1525555],[1527178],[1532954],[1535915],[1542166],[1547051],[1550738],[1554946],[1557907],[1558656],[1559854],[1563038],[1564158],[1569043],[1575554],[1583850],[1594318],[1596941],[1604181],[1611081],[1612117],[1613740],[1615794],[1618417],[1629911],[1636784],[1640992],[1643953],[1644702],[1645900],[1647396],[1648266],[1649700],[1656748],[1662383],[1665029],[1673464],[1676425],[1679991],[1680151],[1684245],[1686891],[1687927],[1695326],[1698287],[1704538],[1709423],[1717349],[1718600],[1723119],[1731858],[1732717],[1733587],[1735021],[1742069],[1743965],[1757056],[1764296],[1764456],[1768550],[1771196],[1772232],[1774398],[1775677],[1776954],[1777114],[1783658],[1786145],[1788768],[1800262],[1802546],[1802908],[1805567],[1806134],[1806751],[1807621],[1810244],[1821738],[1832819],[1835780],[1843376],[1844429],[1844589],[1852845],[1854279],[1857243],[1857519],[1858798],[1860075],[1860235],[1866779],[1873019],[1874270],[1887528],[1887770],[1888387],[1889257],[1891880],[1899025],[1900030],[1900647],[1909390],[1918129],[1919858],[1921292],[1922481],[1925335],[1928340],[1928957],[1930236],[1943327],[1954821],[1957105],[1964450],[1965336],[1965953],[1967753],[1973772],[1975049],[1975209],[1977439],[1979053],[1980058],[1980675],[1992933],[1993986],[1994146],[2002402],[2003836],[2006800],[2007076],[2008355],[2017408],[2018811],[2031575],[2033009],[2035973],[2037528],[2038805],[2038965],[2042235],[2066258],[2070610],[2073464],[2077209],[2077262],[2081150],[2081269],[2083410],[2085449],[2089125],[2089580],[2090197],[2093542],[2094945],[2106409],[2107295],[2107912],[2109712],[2115731],[2117008],[2117168],[2119398],[2130156],[2143201],[2144478],[2144638],[2146868],[2149032],[2149487],[2150104],[2171831],[2173265],[2176229],[2182491],[2186863],[2188938],[2189841],[2194000],[2198007],[2201709],[2210307],[2210360],[2214248],[2214367],[2216508],[2218547],[2222223],[2222678],[2223295],[2244089],[2247765],[2248220],[2248837],[2253585],[2274371],[2275648],[2275808],[2278038],[2280202],[2289740],[2289793],[2290346],[2291259],[2291413],[2295181],[2310091],[2312166],[2313069],[2315691],[2317228],[2321235],[2339134],[2340671],[2344678],[2365218],[2368894],[2369349],[2369966],[2383257],[2383733],[2384263],[2388958],[2389011],[2390477],[2399999],[2402968],[2403881],[2404035],[2407803],[2413403],[2425112],[2429034],[2449544],[2451081],[2455088],[2468801],[2472940],[2473946],[2480160],[2485296],[2485826],[2492040],[2501562],[2504789],[2509484],[2509537],[2511003],[2520525],[2528329],[2533929],[2548757],[2553902],[2559131],[2564276],[2575826],[2579965],[2580971],[2587185],[2599065],[2608587],[2619027],[2627946],[2642424],[2647569],[2657943],[2699767],[2708686], 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] cell #2400 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2401 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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5],[1963071,2383705],[1963910,2384232],[1970959,2671213],[1971023,2547994],[1972901,2390536],[1990822,2402937],[1991838,2403940],[1992426,2404007],[1997592,2407775],[2000377,2231173],[2021011,2425171],[2021941,2029550],[2026765,2429006],[2051442,2062285],[2056562,2451050],[2062108,2454296],[2066952,2282039],[2079964,2468773],[2086527,2613985],[2088154,2473915],[2097145,2480219],[2105030,2485268],[2105869,2485795],[2108677,2316598],[2114860,2492099],[2133339,2504758],[2135217,2340041],[2140388,2739706],[2140452,2641661],[2142330,2511062],[2162197,2169806],[2167021,2528301],[2196702,2548729],[2204892,2553871],[2206770,2400906],[2213062,2559103],[2221252,2564245],[2224060,2414310],[2238604,2575798],[2245167,2694725],[2246794,2580940],[2255785,2587244],[2266387,2267317],[2273500,2599124],[2305020,2618999],[2319930,2627918],[2329998,2330928],[2343373,2642396],[2351563,2647538],[2353441,2521432],[2367923,2657912],[2370731,2534836],[2438873,2699739],[2453783,2708658],[2463851,2464781] ] cell #2402 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [213325,774356],[226150,1037942],[247936,848214],[263592,1121063],[281707,916315],[282350,1162970],[304141,959076],[305872,1211259],[324908,996343],[325551,1248291],[341603,1026944],[343642,1030877],[343918,797409],[347206,1037819],[357259,1312890],[366827,1073643],[371058,1335523],[372214,1081476],[374077,1340522],[392203,1113635],[393934,1373631],[396319,1120940],[411166,1145347],[412897,1406489],[414694,1151688],[416933,910889],[431933,1182614],[432576,1443521],[433972,1186547],[434248,939368],[437703,1192876],[447428,1206096],[447868,1466115],[449154,959271],[451212,1211136],[466122,1232998],[470353,1499041],[471509,1240831],[473372,1504040],[487353,1265470],[491584,1531899],[492740,1273303],[494603,1536898],[496635,1027139],[501056,1548015],[508374,1298725],[508650,1045437],[512729,1305462],[514460,1570007],[516257,1311803],[516845,1312767],[518496,1060446],[522081,1321594],[531753,1333256],[532926,1595892],[533078,1335326],[545262,1351516],[548113,1355248],[553315,1622500],[553760,1362588],[557838,1368468],[558278,1628873],[559564,1113830],[561622,1373508],[569239,1385287],[569515,1128558],[571556,1388106],[577203,1395446],[581281,1401326],[581721,1661345],[583007,1145542],[585065,1406366],[589296,1672409],[592315,1677408],[593959,1419924],[597488,1170013],[599975,1428228],[600441,1170175],[604206,1694271],[605362,1436061],[607225,1699270],[609257,1182809],[613678,1710387],[615716,1192136],[625495,1463250],[627258,1465375],[635167,1474912],[640814,1482252],[643210,1485112],[644779,1486898],[648931,1492347],[649371,1750488],[649869,1233193],[652882,1496774],[654055,1756007],[654207,1498844],[658529,1504114],[660375,1506730],[663904,1255334],[666391,1515034],[666857,1255496],[668752,1517970],[670321,1519756],[675411,1265665],[678424,1529632],[679597,1787719],[679749,1531702],[688149,1542852],[688589,1799224],[690189,1285683],[691933,1547892],[693215,1549838],[693782,1289720],[694784,1551624],[696813,1297739],[699986,1814327],[700431,1558964],[704509,1564844],[704949,1820700],[706235,1305657],[708293,1569884],[712524,1831764],[715543,1836763],[716078,825497],[716186,825674],[723651,1589294],[724641,1590373],[727949,1332516],[732678,1598757],[736275,1095979],[737728,1604532],[739297,1606318],[744387,1351711],[746886,1354508],[748016,1616328],[748583,1356409],[752788,1874410],[752940,1622303],[756665,1626008],[758234,1627794],[758428,1628133],[763324,1373703],[764768,1635884],[765335,1376282],[766337,1637670],[768366,1384301],[771539,1895963],[771984,1645010],[775486,1648800],[776053,1389267],[782637,1907958],[784135,1658480],[785898,1660605],[793807,1670142],[794980,1921432],[795132,1672212],[796969,1415286],[799454,1677482],[800720,1679327],[800843,1419906],[801850,1680342],[803419,1682128],[804529,1428001],[807571,1687577],[808011,1936759],[808509,1428423],[811522,1692004],[812695,1942278],[812847,1694074],[817169,1699344],[820040,934764],[821247,1705224],[821687,1953783],[822544,935847],[823287,1448441],[825031,1710264],[832923,1717700],[833490,1458636],[833963,1718740],[835532,1720526],[842347,1726777],[843916,1728563],[844906,1729642],[846005,1221929],[849344,1734121],[849911,1476073],[856495,1987986],[857337,1989290],[859089,1486158],[859212,1226838],[863907,1749409],[864101,1749748],[868205,1496034],[869335,1754967],[869902,1497935],[872934,1758872],[876854,1763632],[876977,1506712],[877984,1764647],[879553,1766433],[880663,1514807],[883705,1771882],[884145,2014878],[884643,1515229],[888262,1776290],[888385,1519738],[894070,1782200],[895095,1012220],[895440,1784344],[895880,2026286],[897378,1528892],[902107,1790584],[905704,1014343],[907157,1796359],[908726,1798145],[908920,1798484],[911041,1545748],[913816,1548087],[915277,1550462],[917445,1808155],[918012,1552785],[922217,2053140],[922369,1814130],[924596,1571581],[926094,1817835],[927663,1819621],[927857,1819960],[932753,1570079],[935101,1055707],[935766,1829497],[936939,2069561],[937091,1831567],[937795,1056501],[938928,1578804],[941413,1836837],[944317,1839678],[945379,1839733],[949357,1843765],[949480,1589276],[950436,1589633],[951566,1845770],[954077,1343194],[960206,1853379],[960773,1599918],[961246,1854419],[961813,1601024],[962815,1856205],[962935,1351289],[966381,1859411],[966504,1606300],[972189,1865321],[973214,1093856],[973559,1867465],[973999,2102420],[974800,1869031],[976699,1356212],[981052,1873370],[981619,1621394],[983661,1876196],[987227,1627054],[987350,1367348],[990476,1882447],[992045,1884233],[995305,1636508],[997473,1889791],[998040,1638831],[1002245,2126998],[1002397,1895766],[1004624,1375205],[1006862,1905911],[1007300,1649424],[1012693,1905011],[1013597,1135751],[1014262,1906797],[1014505,2137716],[1014657,1907761],[1021077,1913048],[1022646,1914834],[1023636,1915913],[1024735,1137624],[1028074,1920392],[1028641,1671303],[1036067,2158719],[1042831,1936019],[1044652,1167890],[1044997,1700431],[1046935,1691264],[1048065,1941238],[1048632,1693165],[1051664,1945143],[1056509,1181576],[1056714,1950918],[1058283,1952704],[1058477,1953043],[1059393,1182387],[1060598,1708120],[1063373,1710459],[1066303,1961625],[1066500,1961794],[1067360,1713361],[1068603,1457457],[1071499,1718324],[1076220,1473750],[1077400,1970298],[1078462,1970353],[1082440,1974385],[1082563,1728545],[1083519,1728902],[1083642,1470485],[1084649,1976390],[1085216,1730803],[1088498,1985939],[1088936,1734745],[1094329,1985039],[1095233,1220056],[1095898,1986825],[1096141,2209269],[1096293,1987789],[1098876,1989235],[1103916,1993322],[1104039,1749391],[1106125,1995327],[1110412,1497738],[1114765,2002936],[1115332,1760033],[1117374,2005762],[1119188,2227695],[1125952,2014138],[1127773,1253211],[1128118,1505201],[1129605,2236194],[1130668,1260430],[1130744,2024309],[1131650,2018463],[1136707,1781460],[1137632,1263326],[1137837,2024500],[1138610,2025546],[1140348,1257148],[1146477,2032109],[1147044,1791745],[1147517,2033149],[1148084,1792851],[1149086,2034935],[1149206,1265243],[1152652,2038141],[1152775,1798127],[1158460,2044051],[1161071,2047761],[1162532,1818735],[1169267,1295866],[1169932,2054926],[1170327,1826846],[1173498,1818881],[1173621,1563724],[1176747,2061177],[1178316,2062963],[1183744,2068521],[1184311,1830658],[1194946,1588132],[1198308,2293849],[1202092,1603517],[1203796,2085869],[1203993,2086038],[1204853,1849040],[1208992,1854003],[1210098,1600827],[1213910,2302610],[1214973,1346476],[1215049,2100443],[1215955,2094597],[1221012,1864581],[1221937,1349372],[1222142,2100634],[1222915,2101680],[1225658,2103584],[1225855,2103753],[1227958,1620215],[1230854,1873994],[1236755,2112257],[1241795,2116344],[1241918,1884215],[1244004,2118349],[1244571,1886473],[1246392,2121619],[1247853,1626908],[1254588,1382428],[1255253,2128784],[1255648,1635019],[1257166,2130631],[1257404,2135695],[1258194,1390176],[1258327,2131223],[1259187,1899632],[1268047,1386944],[1269227,2139727],[1270289,2139782],[1274267,2143814],[1274390,1914816],[1275346,1915173],[1275469,1665715],[1276476,2145819],[1277043,1917074],[1280763,1921016],[1286156,2154468],[1286723,1926564],[1287725,2156254],[1290783,1423188],[1290859,1941047],[1297747,1426084],[1297952,2164756],[1302239,1692968],[1306592,2172365],[1307159,1946304],[1309201,2175191],[1323719,1716685],[1326726,2385108],[1327586,2192520],[1328829,2191629],[1330167,1719640],[1338688,2197659],[1343212,2202184],[1343450,2207248],[1344240,1476982],[1344373,2202776],[1345233,1979660],[1357318,1748247],[1360680,2406471],[1366168,2218967],[1366365,2219136],[1371364,2003560],[1377345,1509994],[1377421,1754776],[1384309,1512890],[1384514,2233732],[1386320,2235936],[1387251,1520095],[1397322,1516955],[1399026,2244509],[1399223,2244678],[1400083,2027770],[1404222,2032733],[1405328,1792654],[1411185,2253237],[1416242,2043311],[1416365,1803594],[1417372,2259274],[1417939,2045212],[1420162,2057126],[1420952,1553694],[1421085,2262393],[1431985,2270897],[1437025,2274984],[1437148,2062945],[1439234,2276989],[1439801,2065203],[1450483,2287424],[1457475,2291888],[1459545,2293022],[1459742,2293191],[1460805,1592517],[1460881,1845579],[1468382,2298556],[1469242,2089182],[1473126,2302352],[1474057,1606657],[1487237,1872355],[1490244,2486671],[1491104,2315748],[1502206,2320887],[1506968,1878396],[1507758,1639740],[1507891,2326004],[1525205,2338300],[1535064,2344330],[1540749,2349447],[1541609,2149089],[1546854,1926367],[1550769,1682467],[1562544,2365638],[1562741,2365807],[1567740,2172989],[1580890,2380403],[1581457,2185468],[1587508,2384850],[1590611,1966266],[1591401,1721490],[1591534,2386950],[1611767,2399165],[1620233,2404510],[1631140,2411178],[1632000,2222280],[1636815,1766772],[1654775,2426875],[1654972,2427044],[1663612,2432409],[1664472,2247822],[1697436,2454740],[1703121,2459857],[1712470,2077296],[1719671,1846816],[1740096,2481923],[1740293,2482092],[1747623,2486413],[1751649,2488513],[1783361,2507476],[1822967,2531704],[1823827,2368951],[1838906,1961202],[1866482,2556589],[1937920,2595538],[2016039,2635778] ] cell #2403 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [136393],[163607],[174446],[184969],[205342],[215590],[221423],[232100],[232566],[238688],[250201],[257521],[269724],[270438],[276769],[283972],[286082],[289805],[296644],[303780],[309964],[310678],[315660],[318528],[327173],[331501],[332355],[332593],[333238],[348913],[349627],[351188],[361506],[363719],[371302],[377584],[378438],[378676],[379321],[384706],[388074],[391842],[398026],[398740],[401654],[403089],[403669],[410805],[417703],[421831],[422685],[422923],[423568],[425553],[437390],[445891],[448104],[453672],[455107],[455687],[460801],[461988],[463014],[466644],[470597],[473000],[473965],[476879],[477733],[477971],[478616],[482032],[484245],[491828],[498964],[499847],[503217],[504652],[505232],[505438],[512368],[519266],[529504],[531440],[535184],[538259],[539941],[542154],[547167],[547800],[548290],[554225],[556301],[557488],[558514],[560833],[562144],[564082],[565517],[566097],[566303],[571243],[579744],[581957],[587525],[589540],[594654],[595598],[596867],[597107],[604450],[606853],[607818],[611586],[612469],[617469],[622070],[623014],[623661],[629679],[631728],[632712],[632918],[634854],[642063],[642760],[643899],[651936],[652569],[652731],[653059],[656313],[661070],[662014],[663283],[663523],[678111],[681855],[684930],[686612],[688825],[694471],[702972],[704159],[705185],[707504],[708815],[710753],[712768],[712974],[715171],[718816],[719513],[721665],[724328],[724490],[725336],[727577],[729702],[732365],[733785],[735247],[735654],[735894],[745601],[745690],[754184],[755518],[757354],[760849],[766024],[780710],[781654],[788319],[790368],[791352],[791558],[793494],[800313],[810576],[811209],[811371],[811699],[814953],[819710],[820654],[821923],[822163],[824242],[828323],[828412],[830342],[830697],[835219],[837208],[837573],[839081],[839778],[841930],[844026],[854568],[855512],[856631],[861921],[865592],[867009],[872621],[875503],[891094],[893757],[893919],[894765],[897006],[899131],[901794],[903214],[904676],[905083],[905323],[913390],[914374],[923613],[924947],[926783],[930278],[935453],[935615],[944673],[946361],[946726],[947055],[953352],[953796],[955606],[955695],[957980],[969213],[971876],[972038],[972884],[978471],[978826],[983348],[990059],[1003641],[1009072],[1009427],[1013949],[1014111],[1015938],[1016303],[1017811],[1018508],[1020660],[1022756],[1026572],[1032780],[1034242],[1040651],[1044322],[1045739],[1051351],[1054233],[1067878],[1068322],[1075527],[1077756],[1080138],[1090708],[1091063],[1095585],[1095747],[1100920],[1101285],[1101614],[1112539],[1123772],[1127443],[1132632],[1132997],[1133326],[1135256],[1139623],[1140067],[1141877],[1141966],[1144251],[1150762],[1155484],[1157580],[1164742],[1165097],[1169619],[1169781],[1176330],[1189912],[1194253],[1212889],[1216937],[1217302],[1217631],[1219561],[1227233],[1227677],[1239493],[1250063],[1250418],[1254940],[1255102],[1259705],[1260149],[1262474],[1267354],[1269583],[1271965],[1278706],[1282890],[1292747],[1293112],[1293441],[1295371],[1304366],[1315599],[1331271],[1341543],[1345751],[1346195],[1348520],[1356625],[1379309],[1379674],[1380003],[1381933],[1389483],[1392195],[1408119],[1412861],[1422463],[1422907],[1425232],[1434723],[1445648],[1461649],[1462014],[1463116],[1472103],[1476289],[1479001],[1494789],[1509269],[1509713],[1512038],[1537919],[1553001],[1555713],[1576379],[1586334],[1591792],[1592236],[1593661],[1624407],[1639047],[1641759],[1658346],[1667333],[1712715],[1715519],[1720797],[1721851],[1746449],[1752351],[1785488],[1839108],[1840954],[1871189],[1908122],[1960767],[1990511] ] cell #2404 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2405 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2406 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2407 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2408 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2409 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431049],[485758],[543667],[571185],[598380],[634796],[664796],[668578],[690338],[694413],[732307],[737554],[763787],[765966],[793436],[801676],[803048],[823436],[835161],[842173],[867738],[872563],[877810],[879182],[901736],[906983],[917271],[933216],[935395],[947784],[951392],[962444],[983290],[984882],[990302],[997299],[1013891],[1020903],[1046468],[1051293],[1056540],[1057912],[1066398],[1069072],[1080867],[1084475],[1095527],[1102343],[1105951],[1107942],[1117003],[1134055],[1137663],[1148715],[1169561],[1171153],[1176573],[1183570],[1192552],[1195432],[1203891],[1206565],[1218360],[1221968],[1225753],[1228427],[1240222],[1243830],[1254882],[1258225],[1260899],[1272694],[1276302],[1287354],[1294170],[1297778],[1299769],[1308830],[1321948],[1332932],[1335812],[1344271],[1346945],[1354924],[1357804],[1366263],[1368937],[1380732],[1384340],[1387782],[1390662],[1399121],[1401795],[1413590],[1417198],[1420983],[1423657],[1435452],[1439060],[1450112],[1459640],[1463604],[1468280],[1472832],[1474588],[1477468],[1485466],[1496450],[1499330],[1507789],[1510463],[1518324],[1529308],[1532188],[1540647],[1543321],[1551300],[1554180],[1562639],[1565313],[1577108],[1580716],[1590049],[1591432],[1598433],[1602476],[1604886],[1626362],[1631038],[1637346],[1640226],[1654870],[1658834],[1663510],[1668062],[1669818],[1672698],[1680696],[1691680],[1694560],[1703019],[1705693],[1719094],[1720202],[1722606],[1727131],[1731092],[1740191],[1751547],[1758548],[1765001],[1781876],[1783259],[1790260],[1794303],[1796713],[1818189],[1822865],[1829173],[1832053],[1841709],[1846124],[1848425],[1864997],[1866380],[1875872],[1882801],[1905365],[1906473],[1908877],[1913402],[1917363],[1937818],[1944819],[1951272],[1963461],[1969262],[1985393],[1986501],[1991266],[1995681],[2015937],[2020439],[2024854],[2027155],[2054602],[2061531],[2079042],[2096573],[2100988],[2105420],[2128460],[2132890],[2138691],[2160695],[2165110],[2204443],[2212140],[2229671],[2234086],[2237682],[2264060],[2294963],[2304098],[2327671],[2358811],[2387829],[2416720],[2471429],[2543289] ] cell #2410 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [176247],[208714],[221623],[234367],[257927],[269924],[276795],[289454],[290005],[297050],[310164],[318569],[332619],[333438],[340783],[349113],[351594],[355984],[363760],[371708],[378702],[379521],[385112],[388393],[398226],[403115],[404075],[404349],[405072],[422949],[423768],[425594],[437431],[439821],[448145],[455133],[456093],[456367],[457090],[463055],[466844],[471003],[477997],[478816],[482081],[483651],[484286],[492234],[500047],[504678],[505638],[505912],[506635],[508919],[522308],[531481],[533871],[539990],[541560],[542195],[547841],[549130],[550231],[554251],[558555],[561239],[562344],[565543],[566503],[566777],[567500],[571284],[573674],[581998],[589946],[590943],[594703],[596273],[596908],[597133],[604856],[612669],[623687],[625722],[629728],[633118],[634895],[637285],[642786],[643437],[643967],[650396],[652610],[653899],[655000],[657549],[659020],[661119],[662689],[663324],[663549],[668979],[678152],[680542],[686661],[688866],[694512],[695528],[696902],[697166],[705226],[707910],[709015],[713174],[714171],[719539],[724369],[725385],[726093],[732406],[734625],[735695],[735920],[737955],[745758],[746483],[747666],[756241],[756892],[757066],[757422],[760898],[766065],[767081],[768455],[768719],[784362],[788368],[791758],[793535],[795925],[802077],[811250],[812539],[813640],[816189],[817660],[819759],[821964],[822189],[824648],[828480],[829205],[831420],[834190],[834364],[835260],[837614],[839804],[842574],[844094],[845650],[846094],[846358],[856749],[856767],[865641],[867077],[868985],[872662],[878211],[893798],[894814],[901835],[904054],[905124],[905349],[907384],[914780],[925670],[926321],[926495],[926851],[930327],[935494],[936510],[937884],[938148],[940433],[944791],[944809],[946767],[947123],[951793],[953864],[954238],[955763],[956488],[958703],[960896],[971917],[972933],[974219],[979549],[983389],[984905],[990703],[993779],[1010150],[1012920],[1013094],[1013990],[1016344],[1018534],[1021304],[1022824],[1024380],[1024824],[1025088],[1033620],[1034690],[1044371],[1045807],[1047715],[1051392],[1056941],[1057115],[1066779],[1068390],[1068764],[1069095],[1075559],[1075991],[1077874],[1077892],[1080206],[1091786],[1094556],[1094730],[1095626],[1101326],[1101682],[1106352],[1113262],[1127492],[1133038],[1133394],[1138064],[1138238],[1140135],[1140509],[1142034],[1142759],[1144974],[1147167],[1151168],[1157648],[1159204],[1165820],[1169660],[1171176],[1176974],[1180050],[1194285],[1194717],[1202020],[1204272],[1206588],[1217343],[1217699],[1222369],[1222543],[1227745],[1228119],[1228450],[1239561],[1251141],[1254981],[1260217],[1260591],[1260922],[1262880],[1267386],[1267818],[1269701],[1269719],[1272033],[1278774],[1283613],[1285806],[1293153],[1293509],[1298179],[1298353],[1305089],[1319319],[1323647],[1342266],[1346263],[1346637],[1346968],[1348926],[1356657],[1357089],[1368960],[1379715],[1380071],[1384741],[1384915],[1389515],[1389947],[1392263],[1397250],[1399502],[1401818],[1408714],[1412929],[1422975],[1423349],[1423680],[1425638],[1434791],[1446371],[1462055],[1472171],[1476321],[1476753],[1479069],[1487165],[1509781],[1510155],[1510486],[1512444],[1520023],[1522676],[1538642],[1543344],[1553033],[1553465],[1555781],[1565336],[1576447],[1592304],[1592678],[1593729],[1602499],[1606585],[1609238],[1624813],[1639079],[1639511],[1641827],[1667401],[1682395],[1685048],[1705716],[1715587],[1720829],[1721261],[1722629],[1752419],[1766700],[1769353],[1785556],[1794326],[1839140],[1841732],[1846744],[1847775],[1871257],[1876931],[1908900],[1961130],[1962811],[1991289],[2026505],[2077167],[2104770] ] cell #2411 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431113],[485822],[543731],[571314],[598444],[634925],[664860],[668586],[690402],[694542],[732436],[737562],[763851],[766095],[793565],[801684],[803177],[823500],[835290],[842181],[867802],[872692],[877818],[879311],[901865],[906991],[917279],[933280],[935524],[947848],[951400],[962573],[983419],[984887],[990310],[997307],[1014020],[1020911],[1046532],[1051422],[1056548],[1058041],[1066406],[1069077],[1080931],[1084483],[1095656],[1102407],[1105959],[1107932],[1117132],[1134119],[1137671],[1148844],[1169690],[1171158],[1176581],[1183578],[1192557],[1195422],[1203899],[1206570],[1218424],[1221976],[1225761],[1228432],[1240286],[1243838],[1255011],[1258233],[1260904],[1272758],[1276310],[1287483],[1294234],[1297786],[1299759],[1308959],[1321938],[1332937],[1335802],[1344279],[1346950],[1354929],[1357794],[1366271],[1368942],[1380796],[1384348],[1387787],[1390652],[1399129],[1401800],[1413654],[1417206],[1420991],[1423662],[1435516],[1439068],[1450241],[1459648],[1463594],[1468288],[1472896],[1474593],[1477458],[1485456],[1496455],[1499320],[1507797],[1510468],[1518314],[1529313],[1532178],[1540655],[1543326],[1551305],[1554170],[1562647],[1565318],[1577172],[1580724],[1590054],[1591440],[1598438],[1602481],[1604876],[1626352],[1631046],[1637351],[1640216],[1654878],[1658824],[1663518],[1668126],[1669823],[1672688],[1680686],[1691685],[1694550],[1703027],[1705698],[1719084],[1720207],[1722611],[1727121],[1731082],[1740199],[1751555],[1758553],[1764991],[1781881],[1783267],[1790265],[1794308],[1796703],[1818179],[1822873],[1829178],[1832043],[1841714],[1846114],[1848415],[1865002],[1866388],[1875877],[1882791],[1905355],[1906478],[1908882],[1913392],[1917353],[1937826],[1944824],[1951262],[1963451],[1969232],[1985383],[1986506],[1991271],[1995671],[2015945],[2020444],[2024844],[2027145],[2054607],[2061521],[2079012],[2096578],[2100978],[2105410],[2128465],[2132880],[2138661],[2160700],[2165100],[2204433],[2212110],[2229676],[2234076],[2237652],[2264050],[2294968],[2304068],[2327661],[2358781],[2387819],[2416690],[2471399],[2543259] ] cell #2412 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2413 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762204],[868627],[931633],[950858],[985991],[1047357],[1062253],[1072407],[1137129],[1159648],[1172262],[1183036],[1221434],[1264234],[1265892],[1279148],[1311531],[1350280],[1351938],[1392637],[1395174],[1408282],[1428650],[1479443],[1481980],[1515456],[1518623],[1522244],[1538776],[1556155],[1558692],[1605185],[1608806],[1642201],[1644738],[1648029],[1651893],[1680995],[1684616],[1733350],[1737214],[1752793],[1765300],[1768921],[1775542],[1807384],[1808808],[1811248],[1846423],[1858663],[1876499],[1889020],[1890444],[1892884],[1930101],[1931093],[1967516],[1977043],[1988697],[1996301],[2008220],[2009212],[2048417],[2069174],[2078829],[2083275],[2091760],[2103089],[2122275],[2146472],[2178641],[2188231],[2195567],[2200013],[2210265],[2250400],[2280915],[2289698],[2296549],[2342238],[2346684],[2388916],[2430402],[2509442], 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541],[1824675,2277642],[1839054,2077385],[1840956,2078984],[1844999,2081547],[1855072,2090370],[1867070,2101287],[1868320,2103016],[1869687,2313895],[1871118,2105472],[1875384,2110122],[1878654,2120554],[1879646,2321513],[1898567,1909255],[1900820,1905664],[1908124,2138633],[1929235,1940467],[1933770,1944331],[1941891,2370139],[1957758,2381056],[1960769,2186798],[1962577,2188158],[1966524,2190667],[1975619,2198285],[1980848,1985692],[1988611,2210483],[1990513,2212082],[1999253,2411607],[2019089,2023729],[2033802,2249010],[2045800,2259927],[2046696,2057384],[2058376,2455366],[2078743,2289916],[2086821,2296476],[2090768,2298985],[2095223,2099863],[2102728,2310026],[2131652,2135953],[2145048,2344956],[2150277,2155121],[2168682,2532133],[2187870,2383192],[2195481,2389134],[2203205,2207506],[2245461,2430329],[2249408,2432838],[2253863,2258503],[2296188,2472875],[2342152,2509660],[2349876,2354177],[2430041,2579900] ] cell #2414 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2415 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [142121],[169600],[198900],[213455],[227720],[248066],[265162],[267332],[279640],[281837],[304271],[307572],[323667],[325038],[341733],[346521],[347336],[358829],[366957],[372117],[389019],[392333],[395634],[396449],[411296],[414597],[421018],[430692],[432063],[440447],[443253],[451342],[466252],[467257],[471412],[476066],[487483],[492643],[509545],[512859],[516160],[516975],[522652],[524954],[534497],[537303],[545392],[550857],[553663],[554879],[561752],[574300],[577106],[585195],[600105],[601110],[605265],[609919],[616052],[618728],[626066],[628368],[637911],[640717],[643781],[646083],[655626],[658432],[666521],[669323],[671625],[681168],[683974],[692063],[697528],[700334],[701550],[708423],[718010],[728285],[730961],[738299],[740601],[747222],[749898],[757236],[759538],[769081],[771887],[774692],[777368],[784706],[787008],[796551],[799357],[802421],[804723],[814266],[817072],[825161],[834534],[838275],[842918],[846720],[848550],[851226],[858266],[868541],[871217],[878555],[880857],[887439],[897714],[900390],[907728],[910030],[916651],[919327],[926665],[928967],[938510],[941316],[950772],[952137],[959412],[963129],[965558],[986404],[991047],[996679],[999355],[1013264],[1017005],[1021648],[1025450],[1027280],[1029956],[1036996],[1047271],[1049947],[1057285],[1059587],[1072820],[1073979],[1076488],[1081617],[1085491],[1094900],[1106696],[1113971],[1120117],[1137043],[1138408],[1145683],[1149400],[1151829],[1172675],[1177318],[1182950],[1185626],[1195214],[1200357],[1202901],[1221348],[1222713],[1233334],[1240972],[1264647],[1265806],[1268315],[1273444],[1277318],[1298523],[1305798],[1311944],[1324528],[1331421],[1350693],[1351852],[1357586],[1362729],[1385085],[1390444],[1395587],[1398131],[1428564],[1436202],[1454561],[1477250],[1482393],[1488046],[1515370],[1520904],[1527797],[1553962],[1559105],[1607466],[1617319],[1640008],[1645151],[1649791],[1683276],[1721758],[1735112],[1767581],[1809146],[1847625],[1890782],[1968238],[2077505] ] cell #2416 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874125],[986546],[1052855],[1072962],[1109086],[1172817],[1188534],[1198816],[1264789],[1287986],[1300913],[1312086],[1350835],[1394046],[1395729],[1409158],[1442195],[1480852],[1482535],[1523120],[1525655],[1538802],[1559247],[1609682],[1612217],[1645293],[1648412],[1651919],[1668288],[1685492],[1688027],[1733733],[1737240],[1769797],[1772332],[1775568],[1779267],[1807767],[1811274],[1858689],[1862388],[1877375],[1889403],[1892910],[1899398],[1930127],[1931476],[1933826],[1967899],[1979426],[1996327],[2008246],[2009595],[2011945],[2047527],[2048443],[2083301],[2092143],[2103115],[2110178],[2121385],[2122301],[2159321],[2179024],[2188257],[2192286],[2200039],[2210584],[2228297],[2250783],[2280941],[2290017],[2296575],[2300604],[2310078],[2346710],[2374968],[2383244],[2389235],[2430428],[2434457],[2472927],[2509761],[2579952], [361072,717588],[445457,837853],[460367,857844],[532944,956752],[533130,730393],[548374,976492],[548492,748290],[555867,985982],[579310,1016583],[621636,1072398],[627469,840460],[644124,859372],[653143,1110205],[653261,869609],[654073,1111311],[654259,870649],[679615,1143023],[679801,899822],[702538,1172253],[718152,1192669],[733869,1209891],[733987,961520],[752806,1231753],[752992,982366],[757579,987510],[758639,988589],[780276,1264225],[786109,1019190],[794998,1281662],[795184,1029388],[797331,1031571],[811783,1302032],[811901,1048339],[812713,1303138],[812899,1049379],[827244,1322102],[838417,1333049],[840646,1083988],[844251,1083802],[854134,1350271],[858408,1355041],[859558,1105464],[864312,1105278],[874243,874311],[887581,1387899],[903298,1405121],[903416,1147791],[909131,1154014],[911093,1156175],[922235,1426983],[922421,1168637],[927008,1173781],[928068,1174860],[936957,1444420],[937143,1185058],[939290,1187241],[954527,1463758],[957316,1210455],[965700,1474705],[975373,1485620],[977056,1232317],[987696,988775],[992380,992450],[1002263,1513789],[1002449,1253958],[1005974,1518478],[1014523,1526774],[1014709,1266874],[1017147,1529425],[1019376,1275815],[1022981,1275629],[1031088,1284269],[1032864,1546647],[1032982,1286430],[1037138,1551417],[1038288,1297291],[1043042,1297105],[1045359,1299419],[1052973,1053041],[1058688,1314129],[1060650,1316290],[1064225,1320162],[1078970,1339196],[1081759,1598550],[1087610,1605040],[1096159,1613336],[1096345,1352920],[1099326,1361188],[1110769,1111875],[1120259,1637463],[1121409,1383853],[1126163,1383667],[1128480,1385981],[1129623,1647560],[1130796,1390509],[1138821,1396693],[1140798,1658988],[1143587,1405685],[1151971,1669935],[1154200,1416711],[1157805,1416525],[1161644,1680850],[1163327,1427547],[1169029,1427905],[1170379,1429632],[1173967,1175046],[1178651,1178721],[1185450,1445342],[1186758,1447027],[1188652,1188720],[1200499,1720319],[1207666,1727285],[1211605,1483685],[1213928,1732881],[1215101,1477315],[1223126,1483499],[1237205,1238325],[1241114,1758665],[1246965,1765155],[1248648,1514353],[1254350,1514711],[1255700,1516438],[1256380,1774576],[1258114,1520673],[1258345,1520976],[1267266,1527696],[1270797,1535572],[1273586,1790377],[1279437,1796867],[1282226,1547211],[1284455,1548361],[1288104,1288172],[1290911,1554027],[1291153,1557564],[1296732,1557673],[1298936,1560211],[1302596,1303702],[1313236,1314315],[1313756,1575320],[1317920,1317990],[1326744,1843540],[1329279,1846278],[1334983,1852991],[1337834,1609800],[1340879,1613900],[1342426,1857697],[1344160,1607235],[1344391,1607538],[1353312,1614258],[1362871,1875989],[1370038,1882955],[1373977,1646443],[1377473,1640073],[1377715,1643610],[1383294,1643719],[1385498,1646257],[1386252,1898484],[1387320,1649746],[1387877,1650316],[1396320,1656514],[1396879,1406835],[1402896,1913556],[1409276,1410331],[1411693,1676082],[1414482,1677765],[1418286,1418356],[1420872,1683045],[1421103,1683348],[1426961,1686935],[1432435,1433555],[1436344,1944936],[1443878,1444984],[1444398,1704582],[1447213,1710733],[1453182,1965197],[1456689,1964628],[1460933,1721823],[1468169,1737864],[1468400,1738167],[1470935,1741726],[1473058,1978512],[1474126,1735067],[1474683,1735637],[1483126,1741835],[1490262,1993097],[1492797,1995835],[1498501,2002548],[1501352,1769915],[1504397,1774015],[1507678,1767350],[1507909,1767653],[1513767,1771240],[1517763,1775254],[1517902,1777182],[1523238,1534210],[1526752,1783702],[1527338,1537255],[1531359,2031721],[1539426,1540536],[1539729,1540767],[1544422,1804044],[1550838,1809101],[1551395,1809671],[1560397,1570353],[1566414,2061685],[1574091,1575211],[1578000,1837120],[1583741,2080722],[1587440,2080609],[1591321,1847394],[1591552,1847697],[1594464,1858266],[1597971,1862362],[1598528,1862932],[1604325,1858375],[1604464,1860303],[1613314,1866823],[1615940,2107156],[1619447,2106587],[1621960,2109858],[1623691,1877493],[1630927,1893534],[1631158,1893837],[1633693,1897396],[1636884,1890737],[1637441,1891307],[1647538,1899069],[1652543,1663399],[1652846,1663630],[1656405,1666165],[1668262,1669356],[1668832,1669913],[1671869,1920004],[1680274,1931741],[1685610,1696582],[1689710,1699627],[1693731,2171977],[1706794,1958603],[1713127,2189926],[1717493,1965306],[1719740,1968193],[1720297,1968763],[1723010,1978625],[1726709,1982886],[1732859,1979097],[1743856,2213820],[1745205,2215114],[1747555,2213707],[1751436,1996951],[1751667,1997254],[1754579,2007823],[1758086,2011919],[1758643,2012489],[1760599,2225241],[1764579,2009860],[1774411,2017314],[1775145,1786291],[1779241,1789798],[1779811,1790355],[1795246,1796291],[1811898,1822754],[1812201,1822985],[1813787,2268498],[1815760,1825520],[1831224,2068133],[1839080,2077415],[1843518,2081194],[1845382,2082016],[1845702,2083925],[1848806,2093627],[1857532,2093448],[1868797,2313154],[1869713,2313925],[1873163,2107265],[1875410,2110152],[1875967,2110722],[1878680,2120584],[1880029,2321982],[1882379,2124845],[1895423,2332109],[1898597,1909281],[1902858,1912980],[190741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] cell #2417 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [329895,1005966],[343965,1284612],[375978,1087602],[416937,1413945],[420225,1161636],[434295,1447370],[449023,1207658],[449158,1205719],[475273,1246957],[496504,1279429],[496639,1542475],[499148,1544414],[503755,1291145],[503835,1038155],[508697,1560554],[518500,1577463],[520559,1319967],[528609,1329271],[534997,1334975],[559433,1370030],[559568,1368091],[564620,1377707],[564700,1121276],[569562,1646600],[582876,1402888],[583011,1400949],[587338,1671861],[595351,1163185],[599702,1688937],[600445,1689173],[609126,1442187],[609261,1704847],[611042,1443105],[611770,1706786],[613979,1190530],[616342,1453174],[632023,1470927],[632103,1211472],[649738,1492789],[649873,1491970],[656126,1498493],[661767,1248506],[666118,1773242],[666861,1773478],[675280,1525647],[675415,1783967],[676485,1526565],[681668,1531351],[693786,1806942],[699324,1814529],[700842,1815752],[706104,1566406],[706239,1564467],[710058,1312444],[710566,1831216],[711291,1574083],[711371,1313103],[711862,1572860],[717615,1583632],[728575,1594456],[730690,1335594],[735000,1340737],[744256,1612209],[744391,1867088],[745461,1613127],[747512,1615932],[748587,1616999],[753997,1621952],[763193,1633685],[763273,1373844],[763328,1632866],[765339,1888578],[770877,1896165],[772395,1897388],[774982,1648404],[776057,1900838],[780029,1396087],[781467,1907410],[781975,1655174],[790663,1666157],[790743,1406702],[801056,1929408],[801346,1929696],[807246,1936965],[808378,1688019],[808513,1687200],[814766,1693723],[818483,1442304],[820407,1443736],[820922,1702166],[827236,1452785],[833494,1966144],[837880,1722901],[840513,1208349],[840803,1466184],[848840,1733725],[849915,1980866],[853887,1482893],[855325,1987438],[855833,1740495],[857871,1743747],[859425,1486646],[859715,1745197],[868831,1754571],[869906,1755638],[870946,1499112],[875256,1504255],[875316,1760591],[877190,2007527],[877480,2007815],[883380,2015084],[884512,1772324],[884647,1771505],[886581,1774849],[887044,1775459],[888598,2019262],[888888,2019550],[892548,1525764],[895115,1782406],[898004,1786283],[900119,1531970],[904429,1537113],[913685,1804036],[913765,1548228],[913820,2045818],[915097,2046637],[915492,2046838],[916941,1807759],[918016,1808826],[921988,1559605],[923426,1813779],[932622,1825512],[932702,1570220],[932757,1824693],[934143,1572999],[949693,2081720],[949983,2082008],[951062,1845374],[954519,1594067],[956779,1595843],[957174,1337572],[959702,1852983],[960777,2090388],[961817,1855090],[964700,1857970],[965163,1858580],[966717,2095396],[967007,2095684],[970667,1612326],[973234,1865527],[975365,1615543],[976519,1869604],[976914,1616758],[981623,2108103],[982663,1622571],[986009,1878571],[987563,1627542],[987853,1880021],[988642,1370721],[988932,1628942],[995125,2120495],[995520,2120696],[996969,1889395],[998044,1890462],[1002016,1645651],[1003454,1895415],[1005470,1898709],[1006657,1650529],[1007120,2131593],[1007515,2131794],[1011599,1655313],[1016610,1909172],[1019243,1403579],[1019533,1661414],[1027570,1919996],[1028645,2150295],[1029685,1672480],[1032617,1156472],[1033995,1677623],[1034055,2156867],[1035447,2157676],[1036601,1930018],[1038445,1931468],[1042105,1688136],[1047561,1940842],[1048636,1941909],[1049676,1694342],[1053986,1699485],[1054046,1946862],[1063242,1958595],[1063322,1710600],[1063377,1957776],[1070856,1964901],[1071319,2190608],[1071714,2190809],[1072425,1966441],[1074269,1967891],[1078962,1467510],[1081222,1973554],[1082776,2198458],[1083066,2198746],[1083855,1729390],[1084145,1975994],[1085220,1977061],[1087106,1978737],[1088293,1735850],[1088756,2203146],[1089151,2203347],[1093235,1740634],[1099318,1744808],[1104252,2214818],[1104542,2215106],[1105331,1493480],[1105621,1750557],[1109078,1754182],[1110232,1999170],[1110627,1755397],[1111338,1755958],[1111733,1501090],[1114261,2002540],[1115336,2223486],[1118318,1516735],[1118568,2226652],[1119722,2008137],[1121566,2009587],[1125226,1772441],[1128733,2017420],[1130534,1777875],[1131030,2237019],[1137333,2024104],[1140790,1785894],[1143050,1787670],[1143445,1533948],[1145973,2031713],[1147048,2249028],[1148088,2033820],[1151434,2037310],[1152988,2254036],[1153278,2254324],[1154067,1280120],[1154357,1799293],[1156938,1284322],[1162327,1809884],[1162790,2048334],[1167269,1814668],[1168934,1814398],[1172280,2057301],[1173834,1819369],[1174124,2058751],[1174913,1567097],[1175203,1820769],[1183240,2068125],[1184315,2069192],[1185355,1831835],[1188287,1316587],[1189665,1836978],[1189725,2074145],[1192624,2289415],[1192696,2078660],[1197192,2080834],[1197688,2292095],[1198808,1844985],[1199962,2083192],[1208812,2298926],[1209207,2299127],[1209918,2090685],[1210313,1854849],[1211762,2092135],[1213038,2093554],[1214839,1860996],[1215335,2303435],[1221638,2100238],[1230211,2106860],[1230674,2313836],[1231069,2314037],[1231780,1874361],[1232175,1623429],[1233624,2109850],[1237197,1879632],[1238317,1630268],[1240577,2115513],[1242131,2321686],[1242421,2321974],[1244575,2119020],[1245041,1646310],[1247648,1891520],[1248111,2122192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] cell #2418 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762210],[868633],[931639],[950864],[986066],[1047363],[1062259],[1072482],[1137135],[1159654],[1172337],[1183042],[1221440],[1264309],[1265898],[1279154],[1311606],[1350355],[1351944],[1392643],[1395249],[1408347],[1428656],[1479449],[1482055],[1515462],[1520786],[1522309],[1538830],[1556161],[1558767],[1607348],[1608871],[1642207],[1644813],[1650095],[1651947],[1683158],[1684681],[1735416],[1737268],[1752799],[1767463],[1768986],[1777492],[1809450],[1810932],[1811302],[1847507],[1860613],[1876564],[1891086],[1892568],[1892938],[1932051],[1933109],[1968542],[1978127],[1988762],[1996355],[2010170],[2011228],[2050307],[2071298],[2078894],[2084235],[2092786],[2103143],[2124165],[2147556],[2180657],[2188285],[2195632],[2200973],[2210220],[2251426],[2282805],[2289653],[2296603],[2342303],[2347644],[2388871],[2430456],[2509397], 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76,2341047],[1657677,1898564],[1687257,1935631],[1690473,1929238],[1695552,1933767],[1701911,1704904],[1712222,2186761],[1714228,2188161],[1715907,2190664],[1725992,2198288],[1736898,1980923],[1743096,2210480],[1745479,2210736],[1745780,2213787],[1746838,2214648],[1757744,2223543],[1771562,2013750],[1778550,2019092],[1781072,1784024],[1789456,2249085],[1817032,2046693],[1824750,2278726],[1840491,2289913],[1849907,2296479],[1851586,2298982],[1861671,2095226],[1864193,1867145],[1867892,2309989],[1871577,2313892],[1881662,2321516],[1902178,2131649],[1912263,2344959],[1923169,2150352],[1944015,2370214],[1957833,2183179],[1962149,2383155],[1971111,2389131],[1982206,2203202],[2001143,2411604],[2028637,2430332],[2030316,2432835],[2040401,2253866],[2042923,2045875],[2060392,2455369],[2086393,2472838],[2140540,2509657],[2151635,2349873],[2170572,2532130],[2245033,2579863] ] cell #2419 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [108123],[130948],[155339],[167572],[179524],[196872],[211474],[213327],[223832],[225692],[245070],[247938],[261935],[263134],[277612],[281709],[282427],[292214],[299496],[304143],[319094],[322042],[324910],[325628],[338737],[341605],[347208],[355602],[356801],[364285],[366829],[374154],[387558],[388375],[392205],[396321],[406521],[411168],[426119],[429067],[431935],[432653],[437705],[439803],[448670],[451214],[458539],[463580],[466124],[467132],[473449],[484811],[487355],[494680],[508084],[508901],[512731],[516847],[522152],[524829],[531755],[533853],[542720],[545264],[548115],[550213],[559080],[561624],[568949],[571558],[573656],[582523],[585067],[592392],[597433],[599977],[600985],[607302],[615785],[625566],[628243],[635169],[637267],[643281],[645958],[652884],[654982],[663849],[666393],[668823],[671500],[678426],[680524],[689391],[691935],[694786],[696884],[705751],[708295],[715620],[724643],[728018],[732680],[736220],[737799],[740476],[746955],[756736],[759413],[766339],[768437],[774425],[784206],[786883],[793809],[795907],[801921],[804598],[811524],[813622],[822489],[825033],[834034],[835534],[842418],[846076],[848283],[868274],[872936],[878055],[880732],[894072],[897447],[902109],[905649],[907228],[909905],[916384],[926165],[928842],[935768],[937866],[950505],[951637],[954220],[959145],[963004],[972191],[983663],[990547],[996412],[1012764],[1014264],[1021148],[1024806],[1027013],[1047004],[1051666],[1056785],[1059462],[1068746],[1073712],[1076363],[1094400],[1095900],[1106196],[1113704],[1136776],[1137908],[1140491],[1145416],[1149275],[1169934],[1176818],[1182683],[1195089],[1202041],[1221081],[1222213],[1228101],[1233067],[1255255],[1260573],[1265539],[1268190],[1298023],[1305531],[1323668],[1346619],[1351585],[1357461],[1384585],[1390319],[1397271],[1423331],[1428297],[1477125],[1487186],[1510137],[1515103],[1520044],[1553837],[1592660],[1606606],[1639883],[1682416],[1721633],[1766721],[1846765],[1961151] ] cell #2420 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [108125],[130950],[155341],[167574],[179526],[196874],[211476],[213228],[223834],[225694],[245072],[247839],[261937],[263136],[277614],[281610],[282429],[292216],[299498],[304044],[319096],[322044],[324811],[325630],[338739],[341506],[347109],[355604],[356803],[364287],[366730],[374156],[387560],[388442],[392106],[396222],[406523],[411069],[426121],[429069],[431836],[432655],[437656],[439870],[448672],[451115],[458541],[463582],[466025],[467205],[473451],[484813],[487256],[494682],[508086],[508968],[512632],[516748],[522357],[524902],[531706],[533920],[542722],[545165],[548066],[550280],[559082],[561525],[568951],[571509],[573723],[582525],[584968],[592394],[597435],[599878],[601058],[607304],[616000],[625771],[628316],[635120],[637334],[643486],[646031],[652835],[655049],[663851],[666294],[669028],[671573],[678377],[680591],[689393],[691836],[694737],[696951],[705753],[708196],[715622],[724594],[728233],[732631],[736222],[738004],[740549],[747170],[756941],[759486],[766290],[768504],[774640],[784411],[786956],[793760],[795974],[802126],[804671],[811475],[813689],[822491],[824934],[834239],[835485],[842623],[846143],[848498],[868489],[872887],[878260],[880805],[894023],[897662],[902060],[905651],[907433],[909978],[916599],[926370],[928915],[935719],[937933],[950720],[951842],[954287],[959360],[963077],[972142],[983614],[990752],[996627],[1012969],[1014215],[1021353],[1024873],[1027228],[1047219],[1051617],[1056990],[1059535],[1068813],[1073927],[1076436],[1094605],[1095851],[1106401],[1113919],[1136991],[1138113],[1140558],[1145631],[1149348],[1169885],[1177023],[1182898],[1195162],[1202047],[1221296],[1222418],[1228168],[1233282],[1255206],[1260640],[1265754],[1268263],[1298228],[1305746],[1323674],[1346686],[1351800],[1357534],[1384790],[1390392],[1397277],[1423398],[1428512],[1477198],[1487192],[1510204],[1515318],[1520050],[1553910],[1592727],[1606612],[1639956],[1682422],[1721706],[1766727],[1846771],[1961157] ] cell #2421 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [108121],[130946],[155337],[167570],[179522],[196870],[211472],[213224],[223830],[225690],[245068],[247835],[261933],[263132],[277610],[281606],[282425],[292212],[299494],[304040],[319092],[322040],[324807],[325626],[338735],[341502],[347105],[355600],[356799],[364283],[366726],[374152],[387556],[388373],[392102],[396218],[406519],[411065],[426117],[429065],[431832],[432651],[437652],[439801],[448668],[451111],[458537],[463578],[466021],[467138],[473447],[484809],[487252],[494678],[508082],[508899],[512628],[516744],[522150],[524835],[531702],[533851],[542718],[545161],[548062],[550211],[559078],[561521],[568947],[571505],[573654],[582521],[584964],[592390],[597431],[599874],[600991],[607300],[615791],[625564],[628249],[635116],[637265],[643279],[645964],[652831],[654980],[663847],[666290],[668821],[671506],[678373],[680522],[689389],[691832],[694733],[696882],[705749],[708192],[715618],[724590],[728024],[732627],[736218],[737797],[740482],[746961],[756734],[759419],[766286],[768435],[774431],[784204],[786889],[793756],[795905],[801919],[804604],[811471],[813620],[822487],[824930],[834032],[835481],[842416],[846074],[848289],[868280],[872883],[878053],[880738],[894019],[897453],[902056],[905647],[907226],[909911],[916390],[926163],[928848],[935715],[937864],[950511],[951635],[954218],[959151],[963010],[972138],[983610],[990545],[996418],[1012762],[1014211],[1021146],[1024804],[1027019],[1047010],[1051613],[1056783],[1059468],[1068744],[1073718],[1076369],[1094398],[1095847],[1106194],[1113710],[1136782],[1137906],[1140489],[1145422],[1149281],[1169881],[1176816],[1182689],[1195095],[1202101],[1221087],[1222211],[1228099],[1233073],[1255202],[1260571],[1265545],[1268196],[1298021],[1305537],[1323728],[1346617],[1351591],[1357467],[1384583],[1390325],[1397331],[1423329],[1428303],[1477131],[1487246],[1510135],[1515109],[1520104],[1553843],[1592658],[1606666],[1639889],[1682476],[1721639],[1766781],[1846825],[1961211] ] cell #2422 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [827233],[840443],[859355],[911588],[942047],[954516],[957102],[975362],[976842],[987493],[988572],[1019173],[1031071],[1057378],[1061145],[1078959],[1083785],[1099315],[1105261],[1109075],[1110555],[1111661],[1138501],[1140787],[1143373],[1153997],[1155775],[1170874],[1173764],[1174843],[1182452],[1186741],[1198805],[1207299],[1210241],[1222806],[1229161],[1232103],[1237194],[1238314],[1243140],[1256195],[1265308],[1270786],[1275612],[1282012],[1297088],[1298616],[1298919],[1300902],[1302382],[1303488],[1311426],[1314112],[1315890],[1322091],[1336524],[1339185],[1351354],[1358516],[1361177],[1369671],[1372613],[1383650],[1385178],[1385481],[1387009],[1394035],[1395069],[1396676],[1402529],[1405471],[1411682],[1416508],[1420118],[1424391],[1427333],[1428066],[1429232],[1432424],[1433544],[1438370],[1444770],[1452912],[1463747],[1466466],[1473815],[1480841],[1481875],[1483482],[1485609],[1488328],[1500042],[1506924],[1511197],[1514139],[1514872],[1516038],[1517550],[1518467],[1519950],[1527124],[1532900],[1535561],[1544055],[1546997],[1550527],[1550684],[1554892],[1557553],[1558587],[1566047],[1568989],[1575200],[1580026],[1588197],[1589488],[1594194],[1603210],[1604112],[1605029],[1606512],[1613686],[1615670],[1629224],[1636573],[1636730],[1640938],[1643599],[1644633],[1646757],[1648142],[1649489],[1649646],[1656394],[1658977],[1661696],[1673410],[1675715],[1676071],[1678712],[1679253],[1679922],[1680839],[1683558],[1695272],[1706427],[1709369],[1717280],[1718389],[1718546],[1727274],[1728757],[1731804],[1732078],[1733463],[1734810],[1734967],[1741715],[1748312],[1749603],[1763325],[1763558],[1764227],[1765144],[1767863],[1775134],[1776216],[1776885],[1786021],[1795037],[1796856],[1798339],[1799575],[1802492],[1805513],[1806112],[1807497],[1821051],[1832765],[1835070],[1842737],[1843691],[1844360],[1846267],[1852721],[1854068],[1854225],[1856556],[1858255],[1859337],[1860006],[1872950],[1874059],[1874216],[1882944],[1884427],[1887474],[1887748],[1889133],[1898469],[1900008],[1913545],[1915028],[1918075],[1919734],[1921081],[1921238],[1924648],[1949596],[1954134],[1957051],[1960821],[1960879],[1965186],[1965314],[1967629],[1969808],[1973831],[1974311],[1974980],[1978497],[1980036],[1992294],[1993248],[1993917],[1995824],[2002278],[2003625],[2003782],[2006113],[2017386],[2031451],[2032798],[2032955],[2035286],[2037587],[2038067],[2038736],[2061674],[2063157],[2066204],[2072777],[2077240],[2079588],[2080594],[2085123],[2089558],[2093520],[2102780],[2102838],[2107145],[2107273],[2109588],[2111767],[2115790],[2116270],[2116939],[2139237],[2143260],[2143740],[2144409],[2149465],[2171707],[2173054],[2173211],[2175542],[2177843],[2187922],[2187980],[2188612],[2189640],[2189819],[2193978],[2210338],[2212686],[2213692],[2216567],[2218221],[2222656],[2242109],[2243763],[2248198],[2270407],[2274430],[2274910],[2275579],[2289771],[2290324],[2290933],[2296240],[2296298],[2297958],[2308525],[2311840],[2312868],[2313047],[2317206],[2323435],[2336311],[2340649],[2363238],[2364892],[2369327],[2384241],[2388989],[2390151],[2397176],[2402946],[2403555],[2410580],[2421147],[2424786],[2430093],[2430151],[2431811],[2442378],[2451059],[2457288],[2473924],[2479834],[2485804],[2491714],[2504767],[2509515],[2510677],[2517702],[2531106],[2541673],[2553880],[2564254],[2580949],[2586859],[2598739],[2647547],[2657921], [993224,1502703],[1108654,1626505],[1158649,1927986],[1179495,1697933],[1196144,1719237],[1234962,1754309],[1278307,2252160],[1279005,2036985],[1300481,1818332],[1318764,1835426],[1324810,1845112],[1391374,1905508],[1391796,2336490],[1392494,2134615],[1408330,2147926],[1430192,1940580],[1441763,1951415],[1478180,1985536],[1478602,2397355],[1479300,2206168],[1520352,2424177],[1521186,2023842],[1522292,2239234],[1524103,2024997],[1555314,2446900],[1556012,2265785],[1571848,2067863],[1606914,2479225],[1607748,2099976],[1608854,2305650],[1610665,2101131],[1641360,2498918],[1642058,2329396],[1650078,2335283],[1653056,2137058],[1682724,2523472],[1684664,2360363],[1686475,2165253],[1735399,2396148],[1738377,2208611],[1751952,2561773],[1752650,2407555],[1767029,2569555],[1768969,2418272],[1770780,2234229],[1775736,2238228],[1809433,2445693],[1810498,2592829],[1812411,2268228],[1847073,2612988],[1858857,2304644],[1868430,2622492],[1876547,2488844],[1891069,2497711],[1892134,2633069],[1894047,2331839],[1930295,2359357],[1933092,2524081],[1962687,2668442],[1968525,2546799],[1977693,2673827],[1988344,2678338],[1988745,2557855],[2008414,2417266],[2011211,2570164],[2048611,2446721],[2070864,2713809],[2078476,2717756],[2078877,2610596],[2083469,2471975],[2086931,2720293],[2092769,2617069],[2122469,2498739],[2147122,2742320],[2180640,2663831],[2195214,2761218],[2195615,2671435],[2200207,2551931],[2245571,2777422],[2251409,2697809],[2281109,2605764],[2341885,2808018],[2342286,2739928],[2346878,2645598] ] cell #2423 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [608145],[673437],[742413],[774718],[806535],[848576],[882669],[887031],[911842],[916677],[959438],[965150],[994231],[996705],[1027306],[1036588],[1038181],[1061399],[1074005],[1081209],[1108805],[1113997],[1119709],[1121302],[1145709],[1151421],[1162777],[1180502],[1182976],[1196295],[1199949],[1211498],[1233360],[1234981],[1240564],[1248098],[1265832],[1273036],[1300632],[1305824],[1311536],[1313129],[1322252],[1324829],[1336675],[1340329],[1351878],[1358667],[1362321],[1364448],[1373870],[1391525],[1395179],[1406728],[1428590],[1430211],[1435794],[1443328],[1452931],[1455640],[1463908],[1466485],[1478331],[1481985],[1485770],[1488347],[1500193],[1503847],[1515396],[1518628],[1521205],[1533051],[1536705],[1548254],[1555043],[1558697],[1560824],[1570246],[1583831],[1594213],[1596922],[1605190],[1607767],[1615689],[1618398],[1626666],[1629243],[1641089],[1644743],[1648161],[1650870],[1659138],[1661715],[1673561],[1677215],[1681000],[1683577],[1695423],[1699077],[1710626],[1719398],[1723100],[1727435],[1731955],[1733482],[1736191],[1743946],[1754328],[1757037],[1765305],[1767882],[1775658],[1786040],[1788749],[1797017],[1799594],[1807516],[1810225],[1818493],[1821070],[1832916],[1836570],[1845131],[1846428],[1852740],[1856575],[1858779],[1878770],[1883105],[1889152],[1891861],[1905669],[1909371],[1913706],[1918226],[1919753],[1922462],[1930217],[1940599],[1943308],[1951576],[1954153],[1966640],[1967648],[1969827],[1973753],[1977420],[1985697],[1995985],[2002297],[2008336],[2023861],[2025158],[2031470],[2035305],[2037509],[2057500],[2061835],[2067882],[2070591],[2079607],[2083391],[2085430],[2099995],[2101292],[2109607],[2115712],[2136069],[2137077],[2139256],[2143182],[2146849],[2165414],[2171726],[2177765],[2188919],[2193883],[2207622],[2208630],[2212705],[2216489],[2234390],[2238247],[2242031],[2244070],[2268247],[2274352],[2290229],[2304663],[2308447],[2312147],[2331858],[2335590],[2340554],[2359376],[2363160],[2396455],[2402851],[2417285],[2421069],[2424082],[2446000],[2471994],[2479130],[2498018],[2523377],[2547106],[2569460],[2612893],[2668075] ] cell #2424 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [515243],[575401],[639012],[669054],[698629],[738030],[770182],[774237],[797652],[802152],[842649],[848095],[875917],[878286],[907459],[916196],[917747],[939611],[951868],[958957],[985709],[990778],[996224],[997775],[1021379],[1026825],[1037700],[1054647],[1057016],[1069899],[1073524],[1084951],[1106427],[1107980],[1113516],[1120821],[1138139],[1145228],[1171980],[1177049],[1182495],[1184046],[1192831],[1195470],[1207392],[1211017],[1222444],[1229254],[1232879],[1234944],[1244306],[1261726],[1265351],[1276778],[1298254],[1299807],[1305343],[1312648],[1321986],[1324792],[1333211],[1335850],[1347772],[1351397],[1355203],[1357842],[1369764],[1373389],[1384816],[1388061],[1390700],[1402622],[1406247],[1417674],[1424484],[1428109],[1430174],[1439536],[1452894],[1463642],[1466448],[1474867],[1477506],[1485504],[1488310],[1496729],[1499368],[1511290],[1514915],[1518362],[1521168],[1529587],[1532226],[1544148],[1547773],[1551579],[1554218],[1566140],[1569765],[1581192],[1590328],[1594176],[1598712],[1603303],[1604924],[1607730],[1615652],[1626400],[1629206],[1637625],[1640264],[1648124],[1658872],[1661678],[1670097],[1672736],[1680734],[1683540],[1691959],[1694598],[1706520],[1710145],[1719132],[1720481],[1727169],[1731130],[1733445],[1754291],[1758827],[1765039],[1767845],[1782155],[1786003],[1790539],[1795130],[1796751],[1799557],[1807479],[1818227],[1821033],[1829452],[1832091],[1845094],[1846162],[1848463],[1852703],[1856538],[1865276],[1876151],[1882839],[1889115],[1905403],[1906752],[1913440],[1917401],[1919716],[1940562],[1945098],[1951310],[1954116],[1963499],[1967611],[1969790],[1985431],[1986780],[1995719],[2002260],[2023824],[2024892],[2027193],[2031433],[2035268],[2054881],[2061569],[2067845],[2079570],[2084960],[2099958],[2101026],[2105458],[2109570],[2128739],[2132928],[2137040],[2139219],[2165148],[2171689],[2188449],[2204481],[2208593],[2212668],[2234124],[2238210],[2243600],[2264098],[2268210],[2304626],[2311677],[2327709],[2331821],[2335120],[2359339],[2387867],[2395985],[2417248],[2445530],[2471957],[2497548],[2546636],[2610078] ] cell #2425 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [504002,1808547],[564867,1890183],[595518,1931188],[632270,1976782],[661934,2009307],[668650,1520204],[694997,1810350],[711538,2068913],[730752,2087743],[735167,2091855],[737626,1606766],[763440,2118741],[766550,1891986],[790910,2146211],[801748,1682576],[820574,2178736],[840520,2196173],[840855,2196308],[842245,1737395],[845119,1977545],[871008,2220841],[875423,2224953],[877882,1766881],[900181,2246383],[904596,2250495],[907055,1538957],[913932,2259666],[932869,2277381],[935979,2070716],[942016,1837682],[951464,1846925],[954119,2086133],[956642,2296767],[957126,1862676],[957167,2297070],[982725,2315171],[988649,2319401],[988984,2319536],[990374,1893065],[993248,2119504],[1019250,2342844],[1019585,2342979],[1020975,1652074],[1023849,2146974],[1029747,2351152],[1034162,2355264],[1049738,2367512],[1054153,2371624],[1056612,1701329],[1057347,1950682],[1063489,2380795],[1064007,1711696],[1068645,1961889],[1075761,2194424],[1078820,2389415],[1079268,1737567],[1105338,2405773],[1105673,2405908],[1106023,1996482],[1108678,2219231],[1111201,2409389],[1111685,2012233],[1111726,2409692],[1137735,1780490],[1138470,2023274],[1140390,2244773],[1142913,2430620],[1143397,1779555],[1143438,2430923],[1154074,2438344],[1154409,2438479],[1155799,1544272],[1156203,1284664],[1156534,2258048],[1158673,2042341],[1168996,2449024],[1174920,2453254],[1175255,2453389],[1176645,1811429],[1179519,2278144],[1182957,2066739],[1183292,1832983],[1185417,2461562],[1189832,2465674],[1194487,2077686],[1196168,2293286],[1202201,2295562],[1222040,1863611],[1222775,2099408],[1228000,2103848],[1231643,2487435],[1232127,2110466],[1232168,2487738],[1235116,2317652],[1238175,2490978],[1238623,1893237],[1254317,2501042],[1260472,1899676],[1265813,2135004],[1266148,1918293],[1267233,2508393],[1267588,2341095],[1270647,2509941],[1271095,1652246],[1279029,2149133],[1281552,2516511],[1282036,1668576],[1282077,2516814],[1283867,1413808],[1284329,2353228],[1297165,2526299],[1297500,2526434],[1297850,1935049],[1298585,2163530],[1300505,2365902],[1303028,2529915],[1303512,1934114],[1303553,2530218],[1311412,1954036],[1311937,2176695],[1314189,2537639],[1314524,2537774],[1315914,1706644],[1316318,1447422],[1316649,2379177],[1318788,2182597],[1323828,2187244],[1324964,2385872],[1336548,2392504],[1346518,1979704],[1351859,2206557],[1352194,1732022],[1353279,2557506],[1353854,2558016],[1356859,2210784],[1358540,2211957],[1361038,2560541],[1361486,1996654],[1364573,2408184],[1372637,2225849],[1383727,2572382],[1384062,2572517],[1384412,2013168],[1385147,2232506],[1389717,2018164],[1390451,2238075],[1391398,2427139],[1392518,2247866],[1395055,2035188],[1395580,2240099],[1396753,2578847],[1397088,2578982],[1397431,2429415],[1408484,2252938],[1411543,2586123],[1411991,1539129],[1414333,2440368],[1423230,2047805],[1426873,2594460],[1427357,2052320],[1427398,2594763],[1428571,2266174],[1428906,1555110],[1429256,1815610],[1429660,1560606],[1429991,2458621],[1430346,2451505],[1433405,2598003],[1433853,1811601],[1441787,2280303],[1442045,2070474],[1444310,2604573],[1444794,1827931],[1444835,2604876],[1446625,1577326],[1447087,2463638],[1453962,2467686],[1455765,2470211],[1466620,2475555],[1476523,2094298],[1477257,2304491],[1478204,2482187],[1479324,2089226],[1481861,1856458],[1482386,2306515],[1483559,2622048],[1483894,2622183],[1484436,2622628],[1486853,2104670],[1487346,2310472],[1488482,2311045],[1500066,2318825],[1503012,2119676],[1510036,2121663],[1513679,2634700],[1514163,2126178],[1514204,2635003],[1515377,2329785],[1515712,1641156],[1516062,1897246],[1516466,1646652],[1516797,2324768],[1517398,2139084],[1520897,2335423],[1521036,2639693],[1521340,2506398],[1522446,2344031],[1524127,2339235],[1525505,2146732],[1526664,2640303],[1527148,1904191],[1527189,2640606],[1532924,2513030],[1550230,2651683],[1550708,1929489],[1553235,2158420],[1553969,2359204],[1554916,2159599],[1556036,2368995],[1557414,2654208],[1557862,1935221],[1558573,1683460],[1559098,2361228],[1559809,1689036],[1560271,2534623],[1560949,2528710],[1569013,2372520],[1572002,2374067],[1575061,2663095],[1575509,1701501],[1577851,2539663],[1584802,2543439],[1592559,2192564],[1595244,2547642],[1597047,2550167],[1603960,1969655],[1607459,2396288],[1607598,2677135],[1607902,2555511],[1609008,2197360],[1610689,2400100],[1612067,1977303],[1613226,2677745],[1613710,1984219],[1613751,2678048],[1616720,2211822],[1618523,2402266],[1627749,2220053],[1629378,2408757],[1636276,2686294],[1636754,2007608],[1639281,2227396],[1640015,2417113],[1640962,2228575],[1642082,2222324],[1643460,2688819],[1643908,2013340],[1644619,1767765],[1645144,2419137],[1645855,1773341],[1646317,2414097],[1647213,2243903],[1647382,2690818],[1649192,2574711],[1649670,2019343],[1649730,2424050],[1650679,2693046],[1650995,2577236],[1653210,2427403],[1656255,2693601],[1656703,1780662],[1661850,2582580],[1673434,2589212],[1679461,2046626],[1679666,2703368],[1679770,1806373],[1680106,1806737],[1682083,2048762],[1683269,2445833],[1683408,2597413],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] cell #2426 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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43967],[1336135,1853643],[1347659,1606492],[1353875,1868218],[1356575,1867757],[1356950,1872557],[1358127,1873634],[1369651,1884407],[1383630,1643223],[1390985,1649064],[1393659,1396656],[1402509,1915008],[1430437,1679529],[1438350,1949576],[1453983,1962475],[1464790,1971277],[1466711,1974587],[1477791,1734385],[1480465,1483462],[1484199,1988160],[1488573,1993524],[1499653,2003200],[1521431,1776492],[1532511,2032373],[1544035,1798319],[1566027,2063137],[1580006,1835050],[1584565,2078292],[1595265,2086719],[1607993,1859613],[1629469,2116546],[1660020,2140706],[1661941,2144016],[1673021,1920656],[1675695,1678692],[1694883,2172629],[1723834,2195030],[1787092,2245359],[1799820,2038343],[1821296,2275186],[1910105,2341701] ] cell #2427 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [504003,1808548],[564868,1890184],[595519,1931186],[632271,1976783],[661935,2009305],[668651,1520202],[694998,1810348],[711539,2068914],[716045,1837683],[730753,2087744],[735168,2091853],[737627,1606764],[763441,2118742],[766551,1891984],[790911,2146212],[801749,1682574],[820007,1950683],[820575,2178734],[825622,1711697],[840450,2196174],[840856,2196306],[842246,1737393],[845120,1977543],[871009,2220842],[875424,2224951],[877883,1766879],[895062,2023275],[900182,2246384],[904597,2250493],[907056,1538955],[911638,2258049],[913933,2259667],[932870,2277382],[935171,2066740],[935795,1832984],[935980,2070714],[951465,1846923],[954120,2086131],[956643,2296793],[957095,2297072],[957127,1609099],[973181,2099409],[982726,2315172],[988579,2319402],[988985,2319534],[990375,1893063],[993249,2119502],[1013667,2135005],[1014291,1918294],[1019180,2342845],[1019586,2342977],[1020976,1652072],[1023850,2146972],[1029748,2351153],[1031078,2353229],[1031702,1156204],[1034163,2355262],[1044619,2163531],[1049739,2367513],[1054154,2371622],[1056419,1954037],[1056581,2176697],[1056613,1701327],[1061195,2379178],[1063490,2380796],[1068646,1961887],[1075762,2194450],[1078818,2389436],[1079269,1478911],[1095303,2206558],[1095927,1732023],[1105268,2405774],[1105674,2405906],[1106024,1996480],[1108679,2219229],[1111202,2409415],[1111654,2409694],[1111686,1769214],[1127740,2232507],[1132918,2238076],[1137542,2035189],[1137704,2240101],[1137736,1780488],[1140391,2244771],[1142914,2430646],[1143366,2430925],[1143398,1522537],[1154004,2438345],[1154410,2438477],[1155606,1283868],[1155768,2440370],[1155800,1283690],[1158674,2042339],[1168997,2449025],[1169337,2266175],[1169961,1555111],[1170924,2458622],[1174850,2453255],[1175256,2453387],[1176646,1811427],[1179520,2278142],[1182318,2070476],[1185418,2461563],[1186748,2463639],[1187372,1316319],[1189833,2465672],[1194488,2077712],[1196169,2293284],[1202199,2295583],[1217223,2304492],[1221847,1856459],[1222009,2306517],[1222041,1863609],[1228001,2103846],[1231644,2487461],[1232096,2487740],[1232128,1876792],[1235117,2317678],[1238173,2490999],[1238624,1641669],[1254318,2501043],[1254658,2329786],[1255282,1641157],[1256245,2324769],[1256920,2139085],[1260441,2335425],[1260473,1899674],[1265174,2146734],[1267234,2508394],[1267589,2341121],[1270645,2509962],[1271096,1392105],[1278616,1411992],[1279030,2149131],[1281553,2516537],[1282005,2516816],[1282037,1408575],[1293033,2359205],[1297095,2526300],[1297501,2526432],[1297657,1683461],[1297819,2361230],[1297851,1935047],[1298926,2534624],[1299550,1429661],[1300506,2365900],[1303029,2529941],[1303481,2530220],[1303513,1684909],[1314119,2537640],[1314525,2537772],[1315721,1446626],[1315883,2539665],[1315915,1446448],[1318789,2182595],[1323826,2187265],[1324965,2385898],[1336549,2199591],[1342966,1969656],[1346487,2396290],[1346519,1979702],[1351220,1977305],[1353280,2557507],[1353855,2558793],[1356860,2210810],[1358541,1990360],[1361036,2560562],[1361487,1752261],[1364571,2408205],[1372638,2006358],[1379595,2417114],[1383657,2572383],[1384063,2572515],[1384219,1767766],[1384381,2419139],[1384413,2013166],[1385488,2414098],[1386112,1516467],[1386733,2243905],[1389433,2424071],[1389718,2018125],[1391399,2427137],[1392519,2247864],[1396683,2578848],[1397089,2578980],[1397429,2429436],[1408485,2252899],[1411541,2586144],[1419678,1806374],[1420125,2597414],[1423199,2445835],[1423231,2047803],[1426874,2594486],[1427326,2594765],[1427358,1812656],[1427932,1810110],[1429063,1559810],[1429225,2602195],[1429257,1559632],[1430347,2451531],[1433403,2598024],[1433854,1555623],[1441374,1575510],[1441788,2280301],[1444311,2604599],[1444763,2604878],[1444795,1572093],[1453963,2468463],[1455763,2470232],[1457229,2079436],[1461935,2471823],[1466621,2299601],[1473539,2085265],[1476239,2479119],[1476524,2094259],[1478205,2482185],[1479325,2089224],[1483489,2622049],[1483895,2622181],[1484434,2623269],[1486854,1870243],[1487344,2310493],[1488483,2104010],[1500067,2113382],[1503013,1887085],[1506484,1888010],[1506931,2490389],[1510005,2497853],[1510037,2121661],[1513680,2634726],[1514132,2635005],[1514164,1894292],[1514738,1891746],[1515869,1645856],[1516031,2495170],[1516063,1645678],[1517057,2340543],[1519510,1900270],[1519957,2639694],[1521341,2506424],[1522447,2343992],[1523714,1656704],[1524128,2339233],[1526665,2640329],[1527117,2640608],[1527149,1653301],[1532925,2346262],[1550231,2652460],[1550251,1929149],[1550443,1680107],[1550677,2656765],[1550709,1679859],[1552951,2523366],[1553236,2158381],[1554917,1931381],[1556037,2368993],[1557412,2654229],[1557863,1686086],[1560947,2528731],[1569014,2175787],[1572003,2374028],[1575059,2663116],[1584800,2544080],[1587921,2188754],[1589048,1965576],[1589495,2546027],[1592528,2546941],[1592560,2192562],[1595245,2388143],[1597045,2391937],[1603619,2193872],[1606072,1980298],[1606519,2677136],[1607903,2555537],[1609009,2197321],[1610276,1742025],[1610690,2400098],[1613227,2677771],[1613679,2678050],[1613711,1738622],[161672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] cell #2428 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232382],[270254],[310494],[330169],[349443],[376252],[398556],[401373],[417519],[420499],[449297],[453391],[473781],[475547],[496778],[502936],[504029],[519082],[528883],[534903],[555648],[559707],[563801],[564894],[583150],[587244],[595317],[607634],[609400],[619497],[622733],[632297],[650012],[651172],[656032],[661733],[675554],[681574],[702319],[706378],[710472],[711565],[718396],[720901],[731730],[734966],[744530],[750667],[753903],[755381],[763467],[778137],[781373],[790937],[808652],[809812],[814672],[820373],[827715],[830560],[838661],[841166],[851995],[855231],[858652],[861157],[871986],[875222],[884786],[887825],[890330],[901159],[904395],[913959],[920096],[923332],[924810],[932896],[944040],[954998],[957843],[965944],[968449],[975844],[978689],[986790],[989295],[1000124],[1003360],[1006445],[1009290],[1017391],[1019896],[1030725],[1033961],[1037382],[1039887],[1050716],[1053952],[1063516],[1073206],[1077123],[1082003],[1086260],[1088081],[1090926],[1098599],[1109557],[1112402],[1120503],[1123008],[1130311],[1141269],[1144114],[1152215],[1154720],[1162115],[1164960],[1173061],[1175566],[1186395],[1189631],[1199287],[1200743],[1208137],[1212125],[1214616],[1236478],[1241358],[1247436],[1250281],[1265033],[1268950],[1273830],[1278087],[1279908],[1282753],[1290426],[1301384],[1304229],[1312330],[1314835],[1328552],[1329750],[1332301],[1337349],[1341406],[1351079],[1363115],[1370509],[1376988],[1394517],[1395973],[1403367],[1407355],[1409846],[1431708],[1436588],[1442666],[1445511],[1455441],[1460448],[1462979],[1481323],[1482779],[1493268],[1500867],[1524928],[1526126],[1528677],[1533725],[1537782],[1559491],[1566885],[1573364],[1586197],[1592862],[1611490],[1612688],[1618199],[1623206],[1645537],[1650671],[1655678],[1658209],[1688498],[1696097],[1714720],[1735992],[1740999],[1746312],[1772803],[1778024],[1784689],[1810026],[1815033],[1861145],[1870390],[1891662],[1896669],[1900991],[1932583],[1969118],[1981019],[2010702],[2049120],[2084767],[2122978],[2192949],[2289028] ] cell #2429 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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,2077156],[1584899,2078618],[1586692,2079901],[1597212,2088113],[1608238,2097558],[1614745,2102888],[1617592,2104967],[1618688,2105828],[1619380,2104759],[1622180,1877037],[1629714,2115273],[1651160,2133298],[1653546,1907638],[1662186,2142743],[1685154,1693951],[1690442,2166958],[1714197,2188030],[1724168,2195356],[1725961,2196639],[1736481,2204851],[1738867,1987666],[1742946,2210254],[1746807,2212999],[1757327,2221211],[1760819,2006603],[1778519,2238541],[1789039,2246753],[1800065,2256198],[1812901,1814007],[1821541,2273913],[1840341,2289687],[1849876,2296348],[1861640,2304957],[1881631,2319867],[1894537,1895643],[1910439,2342027],[1912232,2343310],[1922752,2351522],[1925138,2157095],[1943598,2367882],[1947090,2176032],[1970961,2388905],[2028606,2430201],[2040370,2438810],[2060361,2453720],[2073267,2074373],[2140390,2509431] ] cell #2430 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [481743,1257503],[499591,1545199],[539652,1343549],[590186,1673849],[594365,1420261],[612213,1707571],[629390,1467558],[629554,1465649],[660781,1507067],[686323,1539925],[686487,1798758],[689551,1800667],[695190,1551961],[695289,1291624],[701285,1816537],[713414,1833204],[716160,1581951],[725047,1590710],[732238,1596116],[760560,1630316],[760724,1628407],[766743,1638007],[766842,1378186],[772838,1898173],[788030,1662788],[788194,1660879],[793367,1921656],[802911,1421791],[808078,1938015],[809002,1938240],[819421,1702297],[819585,1953317],[821754,1703216],[822649,1955226],[825499,1450988],[828021,1713474],[845312,1729979],[845411,1471406],[865303,1750825],[865467,1750022],[872494,1756231],[879045,1508597],[884212,2016134],[885136,2016359],[894476,1782537],[894640,2025820],[895947,1783456],[901667,1787943],[915878,2047177],[922148,2054094],[923958,2055263],[929989,1822143],[930153,1820234],[934766,1573907],[935326,2069785],[936172,1829834],[936271,1574562],[936870,1828665],[943654,1839440],[955304,1849153],[957560,1596723],[962307,1601730],[972595,1865658],[972759,2101954],[974066,1866577],[976150,1869144],[977300,1870093],[983221,1874634],[993441,1885649],[993540,1634164],[993605,1884846],[995906,2121035],[1002176,2127952],[1003986,2129121],[1006751,1899745],[1007901,2132133],[1012222,1656221],[1013822,2137940],[1014436,1905965],[1024042,1916250],[1024141,1666636],[1035926,2157915],[1036232,2158160],[1042751,2164629],[1044033,1937096],[1044197,1936293],[1051224,1942502],[1055638,1702548],[1057775,1703827],[1058397,1950791],[1065676,1713133],[1072100,2191148],[1076737,1970060],[1079441,1468239],[1079747,1725466],[1088387,1979773],[1089537,2203686],[1093858,1741542],[1095458,2209493],[1096072,1985993],[1098213,1988997],[1099797,1745014],[1100103,1990239],[1109863,1998710],[1111013,1999659],[1112119,1756838],[1116866,1761845],[1116934,2004200],[1119047,2226891],[1119353,2227136],[1125872,2233605],[1127154,2015215],[1127318,2014412],[1129462,2017659],[1129925,2018170],[1131509,2237258],[1131815,2237503],[1135682,1782788],[1138530,2024373],[1141575,2027883],[1143831,1788550],[1148578,1793557],[1158866,2044388],[1158965,1804515],[1159030,2260594],[1160531,2261372],[1160917,2261528],[1162421,2047874],[1163571,2048823],[1167892,1815576],[1169492,2053364],[1179712,2064379],[1179811,1825991],[1179876,2063576],[1181496,1828916],[1198167,2292334],[1198473,2292579],[1199593,2082732],[1203169,1848812],[1205433,1850399],[1205819,1598603],[1208443,2089295],[1209593,2299466],[1210699,2091174],[1213767,2093793],[1214230,2094304],[1215814,2303674],[1216120,2303919],[1219987,1865909],[1222835,2100507],[1225031,1868803],[1226175,2104118],[1226561,1869867],[1231455,2314376],[1232561,1875241],[1236092,2112019],[1237676,1879838],[1237982,2113261],[1238796,1630997],[1239102,1881136],[1245852,2324983],[1246238,2325139],[1247742,2121732],[1248892,2122681],[1253213,1897212],[1254813,2127222],[1257012,2130358],[1258184,1901714],[1258647,2334545],[1259033,2334701],[1263246,1906216],[1268564,2139489],[1271268,1663469],[1271574,1911737],[1280214,2149202],[1281364,2350357],[1282470,1922263],[1285685,1414726],[1287217,1927270],[1287285,2356164],[1288896,2356925],[1290040,2158426],[1291930,2159668],[1295797,1937347],[1301690,2168139],[1302840,2169088],[1303946,1943109],[1308693,1948116],[1308761,2173629],[1318981,2184644],[1319080,1959074],[1319145,2183841],[1326583,2190092],[1327046,2385297],[1327432,2385453],[1328166,2191391],[1330056,2192633],[1334699,1726715],[1336963,2197366],[1338547,2391552],[1338853,2391797],[1339667,1975811],[1339973,2199470],[1341123,2200419],[1343058,2201911],[1344230,1981742],[1344693,2395410],[1345079,2395566],[1349292,1986244],[1355585,1989898],[1360539,2404956],[1360845,2405201],[1361659,1751506],[1361965,1995056],[1365541,1998369],[1366685,2219501],[1367071,1999433],[1367805,1999956],[1368191,1758718],[1370815,2222393],[1371965,2412088],[1375207,1774259],[1375458,2414834],[1376602,2227402],[1378492,2228644],[1382359,2015466],[1386258,2235796],[1387952,2020320],[1388443,2423540],[1394823,2241372],[1398399,2027542],[1400663,2029129],[1401049,1790430],[1403673,2247935],[1404823,2433319],[1405929,2249814],[1409460,2252944],[1411044,2437527],[1411350,2437772],[1412164,1540606],[1412470,2039875],[1415217,1544893],[1420942,2049843],[1421405,2262758],[1426004,2054345],[1427791,2053971],[1431322,2270659],[1432906,2058568],[1433212,2271901],[1434026,1822824],[1434332,2059866],[1442972,2280372],[1444122,2281321],[1445228,2070392],[1448443,1578244],[1449975,2075399],[1450043,2285862],[1452991,2467714],[1453059,2289897],[1457321,2291615],[1457812,2469701],[1458918,2082391],[1460062,2293556],[1468702,2474980],[1469088,2475136],[1469822,2299709],[1470208,2090948],[1471712,2300951],[1473064,2302212],[1474758,2096454],[1475249,2478588],[1481629,2307788],[1490101,2313320],[1490564,2486860],[1490950,2487016],[1491684,2108256],[1492070,1876042],[1493574,2315861],[1497111,2112920],[1498217,1882385],[1500481,2320594],[1502065,24931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] cell #2431 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [992313],[1109649],[1178584],[1199379],[1236145],[1301476],[1317853],[1328219],[1394609],[1418219],[1431375],[1442758],[1481415],[1524595],[1526218],[1539662],[1573031],[1611157],[1612780],[1652779],[1655345],[1668361],[1688590],[1738100],[1740666],[1772895],[1777907],[1779340],[1795340],[1812134],[1814700],[1861028],[1862461],[1893770],[1896336],[1901244],[1902952],[1932466],[1933899],[1981272],[1982980],[1997187],[2010585],[2012018],[2019927],[2049373],[2050722],[2051081],[2084650],[2096061],[2110251],[2123231],[2124580],[2124939],[2160183],[2161099],[2193202],[2201388],[2210657],[2217117],[2229159],[2230075],[2264441],[2283220],[2290090],[2294451],[2301520],[2310352],[2328052],[2348059],[2376746],[2383518],[2389308],[2393669],[2401445],[2435373],[2461905],[2467958],[2473201],[2509834],[2514195],[2547914],[2580226],[2641581], 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] cell #2432 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [183347],[215868],[250479],[267557],[284250],[307797],[327451],[329801],[344146],[346746],[372342],[375884],[394270],[395859],[414822],[420131],[421243],[434476],[443478],[448929],[467922],[471637],[475179],[476291],[492868],[496410],[503661],[514796],[516385],[525619],[528515],[537528],[553888],[554935],[559339],[564526],[577331],[582782],[601775],[605490],[609032],[610144],[616308],[618784],[629033],[631929],[640942],[646748],[649644],[651113],[658657],[672290],[675186],[684199],[700559],[701606],[706010],[711197],[718066],[720842],[728541],[731017],[741266],[744162],[747478],[749954],[760203],[763099],[772112],[774948],[777424],[787673],[790569],[799582],[805388],[808284],[809753],[817297],[827656],[838331],[841107],[848806],[851282],[858322],[861098],[868797],[871273],[881522],[884418],[887495],[890271],[897970],[900446],[910695],[913591],[916907],[919383],[929632],[932528],[941541],[951028],[954939],[959668],[963794],[965614],[968390],[975785],[986460],[989236],[996935],[999411],[1006386],[1017061],[1019837],[1027536],[1030012],[1037052],[1039828],[1047527],[1050003],[1060252],[1063148],[1072876],[1074235],[1081673],[1085547],[1088022],[1109498],[1114227],[1120173],[1122949],[1137299],[1141210],[1145939],[1150065],[1151885],[1154661],[1162056],[1172731],[1175507],[1183206],[1185682],[1199228],[1200413],[1202957],[1208078],[1212066],[1221604],[1233590],[1241028],[1247377],[1264703],[1266062],[1273500],[1277374],[1279849],[1301325],[1306054],[1312000],[1314776],[1324584],[1329691],[1332242],[1350749],[1352108],[1362785],[1370450],[1394458],[1395643],[1398187],[1403308],[1407296],[1428820],[1436258],[1442607],[1455382],[1462201],[1481264],[1482449],[1488102],[1493209],[1515626],[1520960],[1526067],[1528618],[1559161],[1566826],[1585419],[1607522],[1612629],[1618140],[1645207],[1650612],[1657431],[1683332],[1688439],[1735933],[1745534],[1767637],[1772744],[1777246],[1809967],[1847681],[1860367],[1891603],[1931805],[1969059],[2009924],[2083989],[2187094] ] cell #2433 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [183296],[215817],[250428],[267461],[284199],[307701],[327400],[329785],[344095],[346650],[372246],[375868],[394219],[395763],[414726],[420115],[421147],[434425],[443382],[448913],[467871],[471541],[475163],[476195],[492772],[496394],[503645],[514745],[516289],[525568],[528499],[537432],[553792],[554854],[559323],[564510],[577235],[582766],[601724],[605394],[609016],[610048],[616292],[618703],[628982],[631913],[640846],[646697],[649628],[651046],[658561],[672239],[675170],[684103],[700463],[701525],[705994],[711181],[717839],[720775],[728525],[730936],[741215],[744146],[747462],[749873],[760152],[763083],[772016],[774932],[777343],[787622],[790553],[799486],[805337],[808268],[809686],[817201],[827441],[838104],[841040],[848790],[851201],[858095],[861031],[868781],[871192],[881471],[884402],[887268],[890204],[897954],[900365],[910644],[913575],[916891],[919302],[929581],[932512],[941445],[951012],[954724],[959652],[963743],[965387],[968323],[975570],[986233],[989169],[996919],[999330],[1006171],[1016834],[1019770],[1027520],[1029931],[1036825],[1039761],[1047511],[1049922],[1060201],[1063132],[1072649],[1074219],[1081446],[1085466],[1087807],[1109283],[1114211],[1119946],[1122882],[1137283],[1140995],[1145923],[1150014],[1151658],[1154594],[1161841],[1172504],[1175440],[1183190],[1185601],[1199013],[1200186],[1202876],[1207863],[1211999],[1221588],[1233574],[1240801],[1247162],[1264476],[1266046],[1273273],[1277293],[1279634],[1301110],[1306038],[1311773],[1314709],[1324503],[1329476],[1332175],[1350522],[1352092],[1362558],[1370235],[1394243],[1395416],[1398106],[1403093],[1407229],[1428804],[1436031],[1442392],[1455315],[1462247],[1481049],[1482222],[1488021],[1492994],[1515610],[1520879],[1525852],[1528551],[1558934],[1566611],[1585465],[1607441],[1612414],[1618073],[1644980],[1650545],[1657477],[1683251],[1688224],[1735866],[1745580],[1767556],[1772529],[1777292],[1809900],[1847600],[1860413],[1891536],[1931851],[1968992],[2009970],[2084035],[2187140] ] cell #2434 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [657520],[757037],[816160],[834335],[868163],[926466],[940404],[950394],[1013065],[1034661],[1046893],[1057086],[1094701],[1136665],[1138209],[1151139],[1182572],[1220970],[1222514],[1262851],[1265428],[1278401],[1298324],[1348897],[1351474],[1384886],[1390282],[1391890],[1408368],[1425609],[1428186],[1477088],[1478696],[1512415],[1514992],[1520446],[1522330],[1553800],[1555408],[1607008],[1608892],[1624784],[1639846],[1641454],[1650116],[1682818],[1684277],[1684702],[1721596],[1735437],[1752046],[1767123],[1768582],[1769007],[1809471],[1810592],[1847167],[1857275],[1868524],[1876585],[1891107],[1892228],[1933130],[1954853],[1962781],[1968563],[1977787],[1988783],[2011249],[2036005],[2070958],[2078915],[2087025],[2092807],[2102652],[2147216],[2180678],[2187794],[2195653],[2245665],[2251447],[2296112],[2342324],[2429965], 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47,1994178],[1489472,2213704],[1495264,2007315],[1503089,2006832],[1521905,1777146],[1528122,1774637],[1557939,1813130],[1561191,1806430],[1567375,1811186],[1572567,1575586],[1584559,2289628],[1586744,2081508],[1595128,2296437],[1597289,2089876],[1608467,1860267],[1617644,2106648],[1618765,2107591],[1629943,2117200],[1643985,1894766],[1651237,1900326],[1653775,1656780],[1659877,2342135],[1662415,2144670],[1690494,1929196],[1698319,2176261],[1723828,2388846],[1726013,2198246],[1736558,1980354],[1739096,1742101],[1746859,2214606],[1757404,2222974],[1778571,2019050],[1786955,2430290],[1789116,2248516],[1800294,2038997],[1821770,2275840],[1835812,2073496],[1861692,2095184],[1881683,2321474],[1910099,2509372],[1912284,2344917],[1922829,2149783],[1925367,1928372],[1943675,2369645],[2040422,2253824],[2060413,2455327] ] cell #2435 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [695485,2048564],[715963,2076130],[767038,2122422],[803104,2159421],[819068,2177256],[825527,1960223],[845607,2200160],[879238,2228397],[887093,1777376],[893133,2240660],[917193,2050191],[934132,2279183],[934794,2071495],[936467,2281062],[957631,2297268],[962500,2300704],[965212,1860497],[971252,2307076],[993736,2323388],[997221,2124049],[1011588,2337327],[1012250,2147753],[1024337,2346831],[1036650,1931935],[1042690,2361789],[1055337,2180312],[1055498,2373354],[1057968,2375068],[1079517,2389721],[1079807,2389833],[1081271,1983080],[1084397,2200857],[1093224,2398192],[1093886,1978324],[1112190,2409890],[1117059,2413326],[1119771,2010054],[1125811,2419698],[1132705,2424356],[1135381,2251081],[1135542,2425979],[1143902,2431121],[1148771,2434557],[1151483,1795440],[1157523,2440929],[1159161,2442331],[1167258,2447737],[1167920,1811129],[1180007,2457241],[1181211,2282492],[1183492,2282689],[1200011,2084119],[1202775,2295980],[1205307,2473339],[1205768,1862732],[1205887,2473541],[1217010,2479404],[1219686,2092441],[1219847,2481027],[1232632,2487936],[1238872,2491284],[1239162,2491396],[1240626,2125039],[1243752,2324085],[1245626,2495729],[1252579,2499755],[1253241,1892765],[1256777,2340828],[1260221,2504384],[1262961,2347331],[1271344,2510247],[1271634,2510359],[1273098,1903052],[1276224,2347528],[1282541,2517012],[1285051,2518718],[1285713,1414419],[1287410,2520448],[1292820,2523651],[1295496,1932764],[1295657,2525274],[1304017,2530416],[1308886,2533852],[1311598,1949999],[1317638,2540224],[1319276,2541626],[1324402,2187662],[1331596,2388404],[1334577,2548258],[1334987,1737637],[1342823,2194157],[1346267,2553497],[1349007,2200660],[1361735,2560847],[1362025,2560959],[1362383,2217217],[1365147,2408602],[1367679,2563669],[1368140,2012289],[1368259,2563871],[1374573,2567381],[1375235,1773952],[1379382,2569734],[1382058,2010883],[1382219,2571357],[1386596,2429159],[1389427,2575327],[1395241,2022591],[1398005,2429833],[1400537,2580364],[1400998,1779611],[1401117,2580566],[1412240,2586429],[1412530,2586541],[1413994,1545383],[1414916,1544426],[1415077,2588052],[1417120,2257365],[1419535,2046685],[1422979,2592446],[1425719,2049994],[1427862,2594961],[1434102,2598309],[1434392,2598421],[1435856,2051181],[1438982,2457938],[1440856,2602754],[1445299,2605074],[1447809,2606780],[1448471,1577937],[1450168,2608510],[1454736,2289186],[1456339,2470629],[1457086,2290503],[1461722,2613167],[1462331,2472441],[1473402,2295306],[1476233,2618528],[1482047,2098725],[1487920,2310890],[1491558,2624794],[1492019,2110522],[1492138,2624996],[1495114,2489967],[1495895,2627008],[1498095,2627447],[1498505,1893307],[1504831,1897400],[1504992,2630653],[1506341,2120543],[1509785,2632686],[1512525,2123852],[1514668,2635201],[1517051,2508508],[1519367,2131641],[1520778,2131145],[1527653,2640804],[1527972,2508930],[1530953,2641925],[1531363,1652316],[1539199,1671873],[1539531,2349369],[1542063,2646962],[1542524,1668632],[1542643,2647164],[1550114,2157707],[1552945,2652299],[1558111,2654514],[1558401,2654626],[1558759,2162847],[1561523,2529128],[1564055,2657336],[1564516,1934170],[1564635,2657538],[1570949,2661048],[1571611,1689647],[1575758,2663401],[1576048,2663513],[1577512,1707755],[1578434,1706798],[1578595,2665024],[1580638,2378494],[1585549,2382758],[1586594,2545605],[1587375,2669898],[1587784,2383858],[1588905,2190656],[1592308,2670558],[1597621,2392560],[1603613,2387982],[1605929,2203194],[1607340,2202698],[1614215,2678246],[1614712,2679104],[1617494,2401808],[1619097,2212013],[1619844,2403125],[1621554,2680363],[1621964,1996724],[1625089,2562771],[1625574,2007827],[1625805,2682220],[1632915,2225905],[1634654,1773527],[1636160,2226683],[1638991,2686910],[1644157,2689125],[1644447,2689237],[1644805,2231823],[1649076,2237050],[1649966,2236406],[1651569,2577654],[1652648,2432331],[1656952,2693907],[1657242,2694019],[1657561,2579466],[1668482,2436675],[1671463,2699268],[1679423,2046610],[1683150,2262315],[1686788,2705534],[1687249,2052376],[1687368,2705736],[1689222,1826481],[1690344,2596992],[1691125,2707748],[1693325,2708187],[1693735,1811671],[1700061,1815764],[1700222,2711393],[1701571,1831228],[1701903,2459779],[1704435,2713224],[1704896,1827987],[1705015,2713426],[1714164,2610722],[1715791,2611981],[1716276,2082020],[1716507,2719030],[1716781,2468302],[1717976,2292126],[1720741,2719431],[1725863,2475532],[1728174,2298974],[1734397,2303466],[1735287,2302822],[1736890,2620855],[1737969,2298478],[1742273,2725857],[1742563,2725969],[1743040,2726671],[1745209,2104740],[1745664,2484321],[1746709,2311022],[1747899,2485421],[1749020,2313884],[1752933,2729076],[1753501,1888627],[1757736,2318881],[1760603,2119746],[1763728,2120468],[1767455,2325926],[1771093,2734834],[1771554,2126234],[1771673,2735036],[1776386,2131566],[1778421,2639272],[1779202,2738391],[1779461,2511226],[1780732,1907422],[1781064,2507398],[1783555,2738849],[1784016,1904247],[1784135,2739051],[1789448,2513086],[1797756,2349865],[1806539,2747597],[1806991,1939772],[1809321,2357535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] cell #2436 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1242731],[1366099],[1437961],[1459476],[1496096],[1562475],[1579617],[1589695],[1654706],[1678303],[1691326],[1702855],[1740027],[1781522],[1783095],[1796099],[1828819],[1864643],[1866216],[1903711],[1906119],[1918496],[1937654],[1983739],[1986147],[2015773],[2020288],[2021614],[2036364],[2051840],[2054248],[2096422],[2097748],[2125698],[2128106],[2132515],[2133994],[2160544],[2161870],[2204068],[2205547],[2217876],[2229520],[2230846],[2237853],[2263685],[2264802],[2265164],[2294812],[2304269],[2316271],[2327296],[2328413],[2328775],[2358982],[2359748],[2387454],[2394030],[2401744],[2406934],[2416891],[2417657],[2446346],[2462266],[2468257],[2471600],[2477137],[2484263],[2498364],[2514556],[2538183],[2543911],[2548213],[2551556],[2557644],[2584162],[2605389],[2610385],[2614181],[2641880],[2645223],[2671224],[2694921],[2739717], [615573,1065749],[627658,1079430],[690182,1414582],[716071,1711650],[727806,1203242],[730205,1205830],[746743,1225104],[758828,1238785],[786298,1271257],[796837,1544882],[820033,1831882],[823280,1578100],[840034,1334772],[858946,1099253],[859058,859493],[864501,1361648],[868062,1365614],[870461,1368202],[895088,1908076],[897235,1398472],[899634,1401060],[909320,1412153],[910905,1674246],[924589,1689810],[928257,1434015],[935027,1953136],[938796,1707254],[950293,1458991],[973207,1988104],[976556,976984],[977245,1492267],[982178,1492081],[987084,1237132],[987196,987631],[988163,1498290],[992639,1242843],[1004617,1774115],[1013523,2025639],[1018764,1531148],[1029200,1542586],[1043231,1558024],[1044645,1814445],[1044865,1816220],[1046792,1561990],[1049191,1564578],[1056435,2069581],[1058877,1575671],[1060462,1833601],[1066234,1585937],[1083376,1339123],[1083488,1083923],[1095159,2101773],[1100024,1622234],[1104852,1621749],[1110269,1110697],[1110958,1368388],[1115891,1372327],[1126352,1644070],[1127766,1896081],[1127986,1897856],[1129539,2130724],[1136564,1654221],[1137558,2137736],[1139010,1656865],[1153588,1671658],[1161405,1932706],[1163516,1687497],[1168449,1687311],[1169193,1936112],[1170191,1938637],[1173355,1432362],[1173467,1173902],[1174434,1693520],[1178910,1438073],[1184870,1704958],[1192198,1715206],[1203727,1462719],[1206016,1210644],[1209955,1210383],[1213844,2202277],[1220869,1739542],[1221863,2209289],[1223315,1742186],[1225589,1746052],[1226096,1749810],[1237903,1498775],[1246726,2010825],[1248837,1771802],[1253770,1771616],[1254514,2014231],[1255512,2016756],[1257082,2236214],[1258061,1777764],[1259521,1778147],[1266686,1784078],[1275203,1535499],[1275315,1275750],[1289654,2049637],[1289736,2049934],[1291851,1814061],[1296679,1813576],[1297673,2053160],[1302096,1302524],[1302785,1564764],[1307718,1568703],[1313703,1831013],[1318179,1579729],[1326660,2291981],[1327920,2084890],[1332578,1593348],[1335257,1339894],[1341068,1867385],[1343128,2302630],[1344107,1860885],[1345567,1861268],[1352732,1867199],[1354570,1870876],[1366606,1628195],[1376216,2123495],[1376298,2123792],[1378413,1895697],[1383241,1895212],[1384235,2127018],[1386208,2333407],[1387428,1901477],[1389201,1901508],[1389283,1901805],[1396267,1907207],[1398957,1657949],[1401246,1405874],[1405185,1405613],[1416099,1676009],[1416211,1416646],[1418545,1678415],[1419084,2159951],[1419840,2160386],[1420819,1932323],[1421326,1936081],[1433133,1694005],[1444067,1705144],[1449000,1709083],[1457391,2385128],[1458570,2193466],[1458652,2193763],[1465437,1469743],[1468116,1983468],[1469576,1983851],[1471633,1987720],[1473014,2394272],[1474234,1981505],[1476007,1981536],[1476089,1981833],[1483073,1987235],[1490178,2404603],[1491438,2217988],[1504586,2016942],[1505890,2228927],[1506646,2229362],[1507625,2010442],[1508132,2014200],[1517710,2017977],[1518916,2019695],[1519672,2020130],[1528954,1785175],[1531633,1536270],[1537444,1784264],[1540483,1795828],[1541943,1796211],[1542772,1547400],[1546711,1547139],[1549108,1805227],[1549726,2263395],[1550946,2049606],[1562982,1820022],[1574789,1831498],[1587396,2469150],[1588454,2294219],[1589210,2294654],[1591268,2084507],[1598079,2098140],[1599852,2098171],[1599934,2098468],[1601265,2101742],[1604272,2094111],[1605478,2095829],[1606234,2096264],[1620149,2486691],[1621328,2316694],[1621410,2316991],[1630874,2125427],[1632334,2125810],[1634391,2129679],[1635772,2327006],[1636992,2123464],[1646904,2130207],[1648688,2132225],[1660667,1664973],[1663346,1903440],[1664806,1903823],[1666863,1907692],[1669464,1918888],[1671237,1918919],[1671319,1919216],[1672143,1676780],[1674432,1677954],[1699816,1938823],[1703362,1953105],[1712308,2543142],[1712371,2382578],[1717440,2190410],[1717588,2387164],[1719848,2193435],[1722455,2202246],[1725014,2206047],[1727723,2205454],[1728479,2205889],[1732225,2201760],[1734009,2203778],[1747511,2559480],[1748569,2406841],[1749325,2407276],[1751383,2217605],[1758194,2231238],[1759967,2231269],[1760049,2231566],[1761380,2234840],[1774513,2235792],[1789906,2022006],[1791679,2022037],[1791761,2022334],[1793092,2025608],[1797305,2036271],[1798061,2036706],[1798546,1802852],[1801225,1804742],[1822701,2051569],[1824161,2051952],[1826218,2055821],[1833787,1837309],[1838813,2467384],[1841558,2291950],[1842884,2291464],[1848050,2302287],[1853267,2305533],[1857634,2302208],[1867978,2622331],[1868041,2484141],[1873110,2313638],[1873258,2488727],[1875518,2316663],[1878125,2325474],[1880684,2329275],[1883393,2328682],[1884149,2329117],[1908726,2130693],[1911285,2134494],[1913994,2133901],[1914750,2134336],[1920280,2147809],[1923619,1926805],[1944465,2162262],[1946238,2162293],[1946320,2162590],[1947651,2165864],[1955784,1959301],[1962235,2668281],[1962298,2543789],[1963086,2384785],[1964203,2385788],[1964565,2384706],[1969433,2394371],[1988370,2557714],[1991115,2404572],[1992441,2404086],[1994604,2407434],[1997607,2414909],[2002824,2418155],[2026780,2235871],[2031997,2239117],[2036864,2039423],[2056855,2261863],[2059414,2265664],[2062123,2265071],[2062879,2265506],[2071748,2074934],[2078502,2610455],[2079213,2469249],[2079979,2469776],[2086479,2720132],[2086542,2614059],[2088447,2475471],[2105045,2486348],[2106162,2487351],[2106524,2486269],[2111392,2495934],[2117626,2495593],[2133632,2335036],[2138862,2333506],[2164033,2361653],[2167036,2357000],[2172253,2360246],[2177120,2179679],[2189265,2545178],[2195240,2671294],[2196717,2549732],[2205185,2395901],[2212311,2559579],[2213077,2560106],[2221545,2565801],[2233009,2419562],[2238619,2423615],[2240524,2242955],[2245119,2777261],[2245182,2694799],[2247087,2582496],[2270032,2443916],[2276266,2602618],[2297583,2615448],[2305035,2478663],[2306940,2309371],[2312493,2624367],[2319945,2628921],[2335936,2503755],[2341911,2739787],[2343388,2643399],[2351856,2516427],[2368216,2659468],[2379680,2540088],[2396801,2552868],[2410205,2683830],[2431436,2696188],[2438888,2585688],[2440793,2443224],[2453798,2709661],[2517327,2646535],[2530731,2752323] ] cell #2437 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [167456,668557],[196756,737533],[225576,801655],[244954,842152],[263018,877789],[277496,906962],[279244,1155706],[279439,911584],[282311,917250],[282359,917373],[299380,951371],[304228,957033],[321926,990281],[325512,997278],[325560,997401],[338621,1020882],[341690,1281943],[343640,1031000],[347248,1037745],[356685,1056519],[358433,1315821],[358628,1061141],[361749,1066377],[372212,840372],[374038,1084454],[374086,1084577],[387442,1105930],[392290,1111592],[396361,1120866],[406405,1137642],[411253,1143304],[414692,1153926],[425072,1429163],[425267,1170870],[428951,1176552],[432020,1444701],[432537,1183549],[432585,1183672],[433970,1186670],[437030,1192139],[446134,1203870],[447877,1206168],[451254,1211062],[458423,1221947],[461044,1225732],[466209,1232034],[471507,988501],[473333,1243809],[473381,1243932],[480120,1515969],[480315,1256191],[482275,1258204],[487440,1527055],[492738,1019102],[494564,1276281],[494612,1276404],[502516,1550615],[504245,1298612],[507968,1297757],[508372,1298848],[512816,1303419],[516255,1314041],[516887,1312693],[521886,1065687],[531080,1332519],[533133,1079510],[533621,1335400],[540184,1344250],[545349,1613617],[547440,1354511],[549051,1356286],[553758,1105190],[556544,1366242],[558287,1368540],[561664,1373434],[561709,1372544],[563381,1636661],[565110,1385174],[568833,1384319],[569237,1385410],[570883,1387369],[572494,1649577],[577201,1396605],[579987,1399100],[581730,1401398],[585107,1406292],[592276,1417177],[592324,1417300],[593286,1679342],[593957,1420047],[594897,1420962],[595058,1428064],[600062,1427264],[605360,1174772],[607186,1439039],[607234,1439162],[614168,942043],[621383,1718477],[622313,1459619],[625300,1203180],[627381,1465378],[627467,1205899],[629922,1468259],[632513,1222802],[634494,1474175],[636105,1734898],[640812,1483411],[643015,1225042],[644106,1486161],[644777,1226910],[649380,1492419],[652209,1496037],[653820,1497812],[654262,1238865],[654750,1498918],[658527,1243069],[659702,1763647],[660373,1506853],[661313,1507768],[661474,1514870],[666478,1514070],[669648,1776305],[670319,1519879],[677751,1528895],[679804,1271337],[680292,1531776],[686855,1540626],[688598,1542924],[691975,1547818],[692020,1805444],[693020,1806196],[693143,1550525],[694111,1550887],[694904,1558592],[695722,1552662],[700429,1297017],[703215,1562618],[704958,1564916],[708335,1569810],[708380,1568920],[711781,1057374],[715504,1580695],[715552,1580818],[715908,825683],[722978,1843780],[723649,1589417],[723968,1589636],[725579,1591411],[729924,1334710],[732005,1598020],[733616,1854156],[734546,1600901],[734707,1351352],[738624,1859426],[739295,1606441],[747821,1355596],[747944,1099866],[752553,1874147],[752995,1361728],[753483,1622377],[756470,1365552],[757561,1627057],[758232,1367420],[758551,1628136],[758637,1368271],[761092,1631017],[764573,1887832],[764696,1636571],[765664,1636933],[766457,1644638],[767275,1638708],[771982,1383579],[775291,1900092],[775414,1649487],[780953,1654849],[783940,1398410],[786021,1660608],[786107,1401129],[788562,1663489],[791153,1138497],[793134,1669405],[794745,1921169],[795187,1412233],[795675,1672286],[797418,1157468],[799452,1678641],[800646,1679927],[802746,1681391],[803417,1422140],[808020,1687649],[810849,1691267],[812460,1693042],[812902,1434095],[813390,1694148],[817167,1438299],[819013,935856],[819953,1702998],[820114,1182450],[821696,1705296],[825073,1710190],[825118,1709300],[827784,1961640],[827856,1713364],[832728,1965398],[832851,1718387],[833768,1458929],[834859,1719789],[837274,1473813],[843243,1974400],[843914,1728686],[844233,1728905],[844904,1470557],[845026,1481880],[845844,1730680],[849149,1980120],[849272,1734808],[854811,1740170],[859015,1226641],[863234,1993337],[863905,1749532],[864224,1749751],[864310,1492150],[865835,1751526],[869140,1497122],[869263,1237745],[870180,1498228],[872261,1758135],[873872,2003713],[876780,1764232],[878880,1765696],[879551,1508946],[884154,1771954],[888188,1776890],[893078,1014352],[893397,1781463],[895008,1783238],[895889,1784416],[899353,1531086],[901434,1789847],[903045,2032886],[903975,1792728],[904136,1265306],[908053,2038156],[908724,1798268],[909043,1798487],[909129,1542655],[911096,1285044],[922424,1558104],[922912,1814204],[925899,1561928],[926990,1818884],[927661,1563796],[927980,1819963],[928066,1564647],[930521,1822844],[934125,1056576],[935093,1828760],[935886,1311431],[936704,1830535],[937146,1575751],[937634,1831641],[939377,1317583],[941411,1579955],[944120,2077914],[944194,1583971],[944389,1839847],[946427,1588195],[949283,1844365],[953880,1604117],[955067,2085884],[955139,1849043],[960011,2089642],[960134,1854066],[961051,1600211],[961174,1339736],[962142,1855468],[962813,1602079],[966307,1860011],[971197,1095988],[971516,1864584],[973127,1866359],[974008,1867537],[975913,2103599],[975985,1869034],[980857,2107357],[980980,1874057],[981897,1621687],[982988,1875459],[987153,1367151],[991372,2116359],[992043,1884356],[993973,1886350],[1002452,1644150],[1002940,1895840],[1006586,1899635],[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] cell #2438 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [167369,668704],[178218,917514],[196669,737680],[210168,997542],[225489,801802],[226138,1037894],[244867,842299],[246451,1084718],[262931,877936],[263580,1121015],[277409,907109],[282224,917397],[290908,1183813],[299293,951518],[302921,959223],[303199,1206237],[305860,1211211],[321839,990428],[323423,1244073],[325425,997425],[338534,1021029],[340118,1276545],[356598,1056666],[357247,1312842],[361707,1066452],[370652,1335234],[370744,842486],[371046,1335475],[373951,1084601],[387355,1106077],[390983,1113782],[391261,1368609],[393922,1373583],[406318,1137789],[409946,1145494],[410224,1401467],[412885,1406441],[416984,910841],[417185,690177],[418568,1417441],[428864,1176699],[430448,1439303],[432450,1183696],[437169,1192145],[446092,1203945],[447226,1465384],[447374,1465816],[458336,1222094],[461002,1225807],[465534,1233145],[465812,1492488],[469947,1498752],[470039,990615],[470341,1498993],[473246,1243956],[482233,1258279],[491178,1531610],[491270,1021216],[491572,1531851],[494477,1276428],[498105,1027091],[498383,1542993],[499224,796767],[501044,1547967],[507881,1297904],[511509,1305609],[511787,1564985],[514448,1569959],[518547,1060398],[518748,823275],[520131,1580959],[522033,1321577],[531219,1332525],[532878,1595875],[540142,1344325],[547579,1354517],[549009,1356361],[552909,1622211],[553001,1106264],[553303,1622452],[556502,1366317],[557636,1628142],[557784,1628574],[561034,1373655],[568746,1384466],[571022,1387375],[579945,1399175],[581079,1660614],[581227,1661046],[588890,1672120],[588982,907296],[589284,1672361],[590730,1415865],[592189,1417324],[594855,1421037],[599387,1428375],[599665,1687718],[600492,1170127],[600693,924584],[603800,1693982],[603892,1176886],[604194,1694223],[607099,1439186],[610727,1182761],[611005,1705365],[611846,938726],[613666,1710339],[614125,941900],[622271,1459694],[625447,1463233],[629880,1468334],[634633,1474181],[643162,1485095],[644245,1486167],[644728,1226979],[648729,1749757],[648877,1750189],[652348,1496043],[653778,1497887],[654007,1755990],[657770,1244143],[661271,1507843],[665803,1515181],[666081,1772023],[666908,1255448],[667109,1004612],[676170,1265617],[676448,1784485],[677890,1528901],[679549,1787702],[686813,1540701],[687947,1798493],[688095,1798925],[689783,1545656],[693833,1289672],[694250,1550893],[695680,1552737],[695797,1044640],[699580,1814038],[699672,1298091],[699974,1814279],[700918,1044795],[703173,1562693],[704307,1819969],[704455,1820401],[707705,1570031],[711003,1056286],[712118,1831475],[712210,1056853],[712512,1831716],[713958,1579383],[715417,1580842],[716066,825749],[724107,1589642],[725537,1591486],[732144,1598026],[734504,1600976],[745146,1351663],[745424,1867606],[746256,1869040],[747968,1616311],[748085,1356120],[752740,1874393],[756617,1625991],[757700,1627063],[758183,1367489],[761050,1631092],[765386,1376234],[765803,1636939],[767233,1638783],[767350,1127761],[771133,1895674],[771225,1384653],[771527,1895915],[772471,1127916],[776104,1389219],[780911,1654924],[781904,1136330],[782231,1907669],[782323,1137976],[782625,1907910],[784087,1658463],[788520,1663564],[793273,1669411],[794932,1921415],[796915,1675006],[800628,1419193],[801422,1161335],[802605,1169118],[802885,1681397],[803368,1422209],[807369,1936028],[807517,1936460],[809546,1701010],[810988,1691273],[812418,1693117],[812647,1942261],[816410,1439373],[819336,1181484],[819911,1703073],[820028,936779],[821045,1953052],[821193,1953484],[822881,1708028],[824443,1710411],[828978,1713370],[833541,1458588],[833915,1718723],[834998,1719795],[844372,1728911],[844855,1470626],[845802,1730755],[845919,973202],[849962,1476025],[854769,1740245],[855762,1220635],[856089,1987697],[856181,1222281],[856483,1987938],[857289,1989273],[859164,1486599],[865793,1751601],[869287,1754950],[869404,1497646],[872400,1758141],[876762,1505999],[877556,1246656],[878739,1254439],[879019,1765702],[879502,1509015],[883503,2014147],[883651,2014579],[885680,1505780],[887898,2021455],[888170,1519025],[888964,1259451],[893536,1781469],[894391,1263234],[894966,1783313],[895083,1024649],[895238,2025555],[895386,2025987],[901573,1789853],[903933,1792803],[914575,1548039],[915050,1549821],[915185,1289431],[915685,2047770],[917097,1297604],[922169,2053123],[923863,1296445],[924190,1826754],[926046,1817818],[927129,1818890],[927612,1563865],[930479,1822919],[934952,1057469],[935032,1310447],[935232,1828766],[936662,1830610],[936891,2069544],[938874,1834361],[940654,1581029],[944458,1839853],[945331,1839716],[949265,1588563],[950059,1327850],[956261,1849049],[960824,1599870],[961198,1854402],[961315,1600735],[962001,1095084],[962281,1855474],[962764,1602148],[966017,2097589],[966289,1605587],[967083,1345497],[971655,1864590],[972510,1349280],[973085,1866434],[973357,2101689],[973505,2102121],[981670,1621346],[983127,1875465],[987302,1627495],[993931,1886425],[995078,1635867],[995213,1375993],[995713,2121628],[997125,1384166],[1002197,2126981],[1003891,1383007],[1004218,1634927],[1005665,2130640],[1006734,1390084],[10068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] cell #2439 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [104886,917717],[127011,997745],[138004,1038109],[152457,1084921],[164824,1121230],[167411,670733],[178066,919476],[184140,1184016],[193498,1206302],[195467,1211426],[196711,739709],[208592,1244276],[210016,999504],[220950,1276748],[225531,803831],[233317,1313057],[243818,1335090],[244118,1335548],[244909,852365],[246299,1085640],[259760,1368674],[261729,1373798],[262973,879965],[274238,1401532],[276207,1406656],[277451,685339],[280413,1417644],[289332,1439506],[290756,1185775],[299335,952557],[300914,1204018],[302595,1465390],[302790,1465675],[302963,969725],[317471,1492553],[320790,1498608],[321090,1499066],[321881,1000494],[323271,1244995],[337485,1531466],[337785,1531924],[338576,778507],[339966,1277467],[343053,1543058],[345022,1548182],[353427,1565050],[355396,1570174],[356640,818437],[359602,1581162],[363444,1066525],[368093,1332531],[370350,1595869],[370635,852542],[386859,1622067],[387159,1622525],[387397,1107116],[388976,1366390],[390657,1628148],[390852,1628433],[391025,1124284],[406360,892502],[407939,1399248],[409620,1660620],[409815,1660905],[409988,891606],[415935,1671976],[416235,1672434],[417026,689481],[417364,1414782],[418416,1156892],[424496,1687783],[427815,1693838],[428115,1694296],[428906,920466],[430296,1440225],[433383,1705430],[435352,1710554],[435672,1190472],[439078,1192151],[440404,1459767],[444618,1463227],[458378,970621],[462739,1225880],[465208,1749763],[465403,1750048],[465576,1234223],[467388,1496049],[469645,1755984],[469930,1000671],[479544,1772088],[483970,1006611],[488250,1784550],[488619,1528907],[490876,1787696],[491161,778684],[496098,1280074],[497779,1798499],[497974,1798784],[498147,792333],[499346,1544529],[499646,590494],[507385,1813894],[507685,1814352],[507923,1042059],[509502,1562766],[511183,1819975],[511378,1820260],[511551,1041163],[516584,1312386],[517498,1831331],[517798,1831789],[518589,822579],[518927,1578300],[519979,1317007],[520493,1064174],[524062,1321571],[525085,1589648],[534454,1601049],[541879,1088247],[546159,1867671],[546816,1869046],[549488,1354523],[550814,1356434],[552607,1874387],[552892,1107293],[555028,1625985],[561076,1374733],[568250,1895530],[568550,1895988],[568788,1125180],[572931,1129917],[574257,1654997],[575119,1403533],[577530,1396029],[577812,1907525],[578112,1907983],[578471,1658457],[586331,1409452],[588588,1921409],[588873,685516],[590126,689766],[590321,1673875],[596592,1162281],[599061,1936034],[599256,1936319],[599429,1167418],[600534,923888],[600872,1690010],[601241,1691279],[603498,1942255],[603783,920643],[608720,1442832],[609169,1442302],[609616,1184404],[610401,1953058],[610596,1953343],[610769,934292],[611968,1706901],[612268,713722],[617118,1713376],[618877,1718717],[628499,1728917],[636542,1214222],[637868,1740318],[638730,1208303],[641141,1482835],[641423,1987553],[641723,1988011],[642370,1989267],[644619,1227044],[645191,1485089],[646214,1486173],[655583,1497960],[657661,1245172],[663008,1247602],[665477,2014153],[665672,2014438],[665845,1252739],[666950,1003916],[667288,1774315],[669391,2019665],[671756,1781475],[672686,1533331],[674012,1526292],[675323,1525762],[675770,1277136],[675844,2025561],[676039,2025846],[676212,1011748],[681125,1792876],[693487,2047776],[693875,1036092],[696159,1290032],[697485,1291790],[698347,1567051],[699278,2053117],[699563,1042236],[700758,1559547],[701040,1815867],[701340,809310],[701699,1817812],[707747,1571109],[709559,1572970],[710213,1312603],[710427,1573004],[711816,2069538],[712101,818614],[713354,822864],[713549,1833230],[719123,1839710],[726412,1329916],[729351,1849055],[731110,1854396],[738367,2095799],[740732,1864596],[741662,1336955],[742988,1612854],[744299,1612324],[744746,1085309],[744820,2101695],[745015,2101980],[745188,1093384],[748288,1355976],[750047,1616305],[758074,1367554],[759669,1627069],[765040,2121634],[765428,1119213],[767712,1376594],[769038,1378352],[769900,1370675],[770831,2126975],[771116,1125357],[772311,1645593],[772593,1897503],[772893,885444],[773791,2130646],[775025,1650527],[775028,2132159],[775758,1899647],[776146,1131675],[777517,1904988],[779530,1655284],[781114,1406202],[781328,1655318],[781929,2137693],[782214,892679],[787139,1915188],[796508,1926589],[800556,1160523],[801010,2158696],[802489,1929811],[803259,1163443],[804854,1421397],[805784,1695703],[807110,1688664],[808421,1688134],[808868,918105],[808942,924173],[809137,1938266],[814223,1693190],[816301,1440402],[819135,1443223],[824485,1447969],[833195,2192535],[833583,1198333],[835977,1460054],[839388,1970330],[844746,1470691],[846677,1471572],[847649,2202199],[848883,1735848],[848886,2203712],[849616,1979675],[850004,1215980],[851375,1985016],[853388,1740605],[854972,1210972],[855186,1740639],[855787,2209246],[856072,970798],[859379,1486458],[866668,1493434],[869607,1497502],[871366,1754944],[876690,1245844],[877144,2227672],[878623,2007930],[879393,1248764],[880988,1508203],[881918,1500473],[883244,1772969],[884555,1772439],[885002,998133],[885076,1004201],[885271,2016385],[886438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] cell #2440 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [668568,1518067],[695293,1552414],[737544,1604629],[766846,1638460],[801666,1680439],[802905,1681760],[840353,1727026],[842163,1726874],[845415,1730432],[877800,1764744],[879039,1766065],[906973,1796456],[911370,1545193],[917261,1808252],[936275,1830287],[951382,1845867],[957044,1852580],[957564,1851182],[962301,1855837],[988482,1882696],[990292,1882544],[993544,1886102],[997289,1889888],[1019083,1913297],[1020893,1913145],[1024145,1916703],[1030981,1673781],[1056530,1951015],[1057769,1952336],[1060927,1707565],[1066388,1961831],[1079443,1972139],[1079741,1972285],[1084465,1976487],[1105171,1995576],[1105941,1995424],[1111603,2002137],[1112123,2000739],[1116860,2005394],[1137653,2024597],[1143315,2031310],[1143835,2029912],[1148572,2034567],[1153907,1796608],[1155717,1800605],[1158969,2044841],[1170656,1816531],[1174753,2061426],[1176563,2061274],[1179815,2064832],[1183560,2068618],[1186651,1833136],[1192274,2077741],[1203881,2086075],[1205365,2087083],[1205817,2087507],[1221958,2100731],[1225743,2103790],[1226891,2104595],[1232045,2109447],[1232565,2109039],[1238798,2114098],[1239096,2114244],[1243050,2118598],[1243820,2118446],[1255977,1898167],[1258215,2131260],[1271270,2141568],[1271568,2141714],[1276292,2145916],[1281954,1919593],[1282474,2151231],[1287211,2155886],[1294294,1938009],[1296998,2165005],[1297768,2164853],[1298829,1938172],[1303430,2171566],[1303950,2170168],[1308687,2174823],[1314022,1951167],[1315832,1955164],[1319084,2185097],[1321691,2187289],[1332654,2194479],[1334637,2195741],[1344261,2202813],[1354646,2210839],[1356038,2211713],[1356297,2211899],[1361661,2215805],[1361959,2215951],[1366253,2219173],[1367401,2219978],[1367737,2220181],[1368189,2220605],[1372555,2224830],[1380856,2016128],[1383560,2233981],[1384330,2233829],[1385391,2016291],[1387504,2236381],[1396586,2024749],[1399111,2244715],[1400595,2245723],[1401047,2246147],[1412166,2255023],[1412464,2255169],[1414730,2043076],[1417188,2259371],[1420028,2047109],[1420973,2262430],[1422121,2263235],[1423532,2054091],[1427275,2268087],[1427795,2267679],[1429174,2055201],[1434028,2272738],[1434326,2272884],[1438280,2277238],[1439050,2277086],[1444712,2067722],[1445232,2282401],[1449969,2287056],[1450992,1581767],[1451207,1581945],[1459630,2293228],[1463347,2295607],[1468270,2298593],[1470538,2300186],[1472956,1866571],[1474310,2302797],[1483392,2100883],[1485209,2310517],[1486296,2311100],[1486530,2311261],[1491616,2314511],[1492068,2314935],[1496172,2317707],[1497564,2318581],[1497823,2318767],[1498155,2318969],[1506834,2120967],[1507779,2326041],[1508927,2326846],[1510338,2127949],[1514081,2331698],[1514601,2331290],[1515980,2129059],[1519860,2132065],[1527066,2136917],[1527586,2340403],[1529030,2341150],[1531013,2342412],[1540637,2349484],[1542121,2350492],[1542573,2350916],[1544895,2153627],[1550037,2157912],[1550626,2158098],[1551022,2357510],[1552673,2358570],[1554042,2164632],[1558037,2362476],[1558335,2362622],[1562629,2365844],[1563777,2366649],[1564113,2366852],[1564565,2367276],[1568931,2371501],[1573911,1702064],[1575684,2376152],[1575982,2376298],[1577232,1703210],[1578248,2183332],[1579936,2380652],[1580706,2380500],[1589398,2191080],[1589771,2385927],[1591422,2386987],[1598155,2390675],[1600653,2392260],[1600912,2392446],[1602060,2393251],[1602351,1985990],[1606422,2203618],[1613628,2208470],[1614148,2401268],[1614835,2401547],[1616425,2402311],[1621614,2405341],[1626105,2408229],[1627192,2408812],[1627426,2408973],[1631028,2411215],[1636083,2226888],[1636672,2227074],[1637068,2415419],[1638719,2416479],[1640088,2233608],[1644083,2420385],[1644381,2420531],[1648999,2237255],[1649588,2237441],[1654860,2427081],[1656225,1781225],[1656878,2428626],[1657176,2428772],[1658577,2429460],[1663500,2432446],[1665768,2434039],[1668186,1783450],[1669540,2436650],[1671523,2437912],[1674233,2257411],[1678622,2259523],[1679347,2261370],[1679469,2261531],[1681526,2444953],[1686846,2448364],[1687298,2448788],[1689958,2278879],[1691402,2451560],[1692794,2452434],[1693053,2452620],[1693385,2452822],[1702762,1827910],[1703009,2459894],[1704157,2460699],[1704493,2460902],[1704945,2461326],[1705568,1828662],[1707267,2284797],[1709311,2465551],[1714287,2468060],[1717899,2292331],[1718488,2292517],[1718837,2470256],[1719924,2470839],[1722416,2093790],[1728667,2299398],[1729040,2475610],[1729274,2475771],[1730691,2476670],[1730954,2100510],[1734320,2303671],[1734909,2303857],[1740181,2482129],[1741546,1864346],[1742199,2483674],[1742497,2483820],[1743160,2484097],[1749513,2314308],[1751537,2488550],[1755064,2490470],[1758270,2492238],[1762175,2494814],[1763652,2324981],[1763774,2325142],[1765831,2496971],[1771151,2500382],[1771603,2500806],[1774263,2120239],[1776310,2334543],[1776432,2334704],[1778160,2506972],[1781598,2506453],[1783002,1904170],[1783249,2507513],[1783613,2507733],[1784065,2508157],[1789982,2511201],[1792480,2512786],[1792739,2512972],[1793887,2513777],[1794178,1905962],[1798249,2350289],[1803647,2519930],[1805455,2355141],[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] cell #2441 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355958],[405046],[457064],[482055],[506609],[539964],[567474],[570858],[590917],[594677],[629702],[634469],[658994],[661093],[686635],[694086],[695502],[714145],[725359],[731980],[756215],[760872],[765639],[767055],[788342],[793109],[802721],[817634],[819733],[831394],[834834],[845624],[865615],[866920],[872236],[878855],[894788],[901409],[925644],[930301],[935068],[936484],[944364],[946966],[958677],[962117],[972907],[979523],[982963],[984769],[993753],[1010124],[1013564],[1024354],[1044345],[1045650],[1050966],[1057585],[1065914],[1068959],[1077447],[1080049],[1091760],[1095200],[1098923],[1101525],[1113236],[1116676],[1127466],[1130635],[1133237],[1144948],[1148388],[1159178],[1165794],[1169234],[1171040],[1180024],[1192301],[1203407],[1206452],[1214940],[1217542],[1225269],[1228314],[1236802],[1239404],[1251115],[1254555],[1257741],[1260786],[1269274],[1271876],[1283587],[1287027],[1290750],[1293352],[1305063],[1308503],[1319293],[1328876],[1332681],[1337673],[1342240],[1343787],[1346832],[1354673],[1365779],[1368824],[1377312],[1379914],[1387531],[1398637],[1401682],[1410170],[1412772],[1420499],[1423544],[1432032],[1434634],[1446345],[1449785],[1459156],[1460772],[1467796],[1472014],[1474337],[1496199],[1501191],[1507305],[1510350],[1525252],[1529057],[1534049],[1538616],[1540163],[1543208],[1551049],[1562155],[1565200],[1573688],[1576290],[1589798],[1590948],[1593572],[1598182],[1602363],[1611814],[1623530],[1630554],[1637095],[1654386],[1656002],[1663026],[1667244],[1669567],[1691429],[1696421],[1702535],[1705580],[1715430],[1719951],[1722493],[1739707],[1741323],[1751063],[1758297],[1781625],[1782775],[1785399],[1790009],[1794190],[1815357],[1822381],[1828922],[1841596],[1847799],[1864746],[1865896],[1871100],[1875621],[1896993],[1901701],[1906222],[1908764],[1937334],[1944568],[1962835],[1981729],[1986250],[1991153],[2015453],[2020326],[2026529],[2049830],[2054351],[2096460],[2104794],[2123688],[2128209],[2132264],[2160582],[2193659],[2203817],[2229558],[2263434],[2294850],[2327045],[2387203],[2467447] ] cell #2442 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [657508],[757025],[816148],[834323],[868082],[926454],[940392],[950313],[1013053],[1034649],[1046812],[1057074],[1094689],[1136584],[1138197],[1151127],[1182491],[1220889],[1222502],[1262839],[1265347],[1278262],[1298312],[1348885],[1351393],[1384874],[1388057],[1391751],[1408250],[1425597],[1428105],[1474863],[1478557],[1512403],[1514911],[1518225],[1522212],[1551575],[1555269],[1604787],[1608774],[1624772],[1637621],[1641315],[1647997],[1680597],[1682079],[1684584],[1720477],[1733318],[1751907],[1764902],[1766384],[1768889],[1807352],[1808410],[1846025],[1856156],[1868385],[1876467],[1888988],[1890046],[1931061],[1952655],[1962642],[1967484],[1976645],[1988665],[2009180],[2034886],[2068776],[2078797],[2086886],[2091728],[2102726],[2146074],[2178609],[2187868],[2195535],[2245526],[2250368],[2296186],[2342206],[2430039], 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78,1962804],[1718995,1965626],[1729593,1975160],[1742020,1986776],[1743318,1988588],[1744790,2214611],[1746308,1991285],[1750759,1996244],[1754164,2007320],[1755222,2222968],[1774642,1785876],[1777065,1782151],[1784647,2026498],[1806424,1818090],[1811191,1822077],[1819572,2275759],[1835731,2287375],[1838701,2077160],[1840713,2078720],[1844967,2081513],[1854674,2089870],[1860186,1865272],[1868288,2102982],[1870348,2104763],[1879614,2321479],[1900320,1905266],[1915864,2144589],[1928291,2156205],[1929201,1940435],[1941493,2369639],[1962545,2188124],[1971333,2195458],[1975587,2198251],[1980348,1985294],[1988258,2210258],[2019055,2023697],[2033404,2248510],[2038916,2044002],[2058344,2455332],[2078390,2289691],[2086789,2296442],[2095189,2099831],[2140762,2342129],[2145016,2344922],[2149777,2154723],[2195128,2388909],[2245429,2430295],[2253829,2258471],[2341799,2509435] ] cell #2443 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [668574,1518063],[695479,1552199],[737550,1604625],[767032,1638245],[801672,1680435],[803106,1681553],[840347,1727032],[842169,1726870],[845601,1730217],[877806,1764740],[879240,1765858],[906979,1796452],[911364,1545261],[917267,1808248],[936461,1830072],[951388,1845863],[957050,1852576],[957625,1851109],[962502,1855630],[988476,1882702],[990298,1882540],[993730,1885887],[997295,1889884],[1019077,1913303],[1020899,1913141],[1024331,1916488],[1030975,1673787],[1056536,1951011],[1057970,1952129],[1060921,1707633],[1066394,1961827],[1079444,1972136],[1079809,1972216],[1084471,1976483],[1105165,1995582],[1105947,1995420],[1111609,2002133],[1112184,2000666],[1117061,2005187],[1137659,2024593],[1143321,2031306],[1143896,2029839],[1148773,2034360],[1153901,1796614],[1155723,1800601],[1159155,2044626],[1170650,1816599],[1174747,2061432],[1176569,2061270],[1180001,2064617],[1183566,2068614],[1186645,1833142],[1190481,1581761],[1192280,2077737],[1203887,2086071],[1205371,2087079],[1205815,2087508],[1221964,2100727],[1225749,2103786],[1226885,2104601],[1232051,2109443],[1232626,2108966],[1238799,2114095],[1239164,2114175],[1243044,2118604],[1243826,2118442],[1255971,1898235],[1258221,2131256],[1271271,2141565],[1271636,2141645],[1276298,2145912],[1281960,1919589],[1282535,2151158],[1287412,2155679],[1294288,1688866],[1296992,2165011],[1297774,2164849],[1298823,1938178],[1303436,2171562],[1304011,2170095],[1308888,2174616],[1312395,1702058],[1314016,1951173],[1315838,1955160],[1319270,2184882],[1319896,1451201],[1321687,2187291],[1332660,2194475],[1334633,2195743],[1344267,2202809],[1354652,2210835],[1355823,2211818],[1356303,2211895],[1361662,2215802],[1362027,2215882],[1366259,2219169],[1367395,2219984],[1367743,2220177],[1368187,2220606],[1372561,2224826],[1380850,1773171],[1383554,2233987],[1384336,2233825],[1385385,2016297],[1387510,2236377],[1396038,1781219],[1396580,2024755],[1399117,2244711],[1400601,2245719],[1401045,2246148],[1412167,2255020],[1412532,2255100],[1414791,2043070],[1417194,2259367],[1420022,2047115],[1420979,2262426],[1422115,2263241],[1423529,1814585],[1427281,2268083],[1427856,2267606],[1429180,2055197],[1434029,2272735],[1434394,2272815],[1438274,2277244],[1439056,2277082],[1442669,1827907],[1443034,1577226],[1444718,2067718],[1445293,2282328],[1450170,2286849],[1459636,2293224],[1463343,2295609],[1468276,2298589],[1470532,2300192],[1472950,1613056],[1474316,2302793],[1482844,1864340],[1483386,2100889],[1485205,2310519],[1486302,2311096],[1486323,2311352],[1491622,2314507],[1492066,2314936],[1496178,2317703],[1497349,2318686],[1497829,2318763],[1498151,2318971],[1506828,2120973],[1507785,2326037],[1508921,2326852],[1510335,1896221],[1514087,2331694],[1514662,2331217],[1515986,2129055],[1519854,2132071],[1526129,1904167],[1526494,1668180],[1527072,2136913],[1527647,2340330],[1529036,2341146],[1531009,2342414],[1540643,2349480],[1542127,2350488],[1542571,2350917],[1544896,2153624],[1550034,1929589],[1550632,2158094],[1551028,2357506],[1552679,2358566],[1554043,1937030],[1558038,2362473],[1558403,2362553],[1559556,1935778],[1562635,2365840],[1563771,2366655],[1564119,2366848],[1564563,2367277],[1568937,2371497],[1572916,1705565],[1573360,1950046],[1575685,2376149],[1576050,2376229],[1578309,2183326],[1579930,2380658],[1580712,2380496],[1589392,2191086],[1589777,2385923],[1591428,2386983],[1598161,2390671],[1600438,2392365],[1600918,2392442],[1602054,2393257],[1602348,1740551],[1606416,2203624],[1612691,1984195],[1613634,2208466],[1614209,2401195],[1614841,2401543],[1616421,2402313],[1621610,2405343],[1626101,2408231],[1627198,2408808],[1627219,2409064],[1631034,2411211],[1636080,2007708],[1636678,2227070],[1637074,2415415],[1638725,2416475],[1640089,2015149],[1644084,2420382],[1644449,2420462],[1645602,2013897],[1648996,2019443],[1649594,2237437],[1650674,2020246],[1654866,2427077],[1655230,1794175],[1655674,2022638],[1656879,2428623],[1657244,2428703],[1658573,2429462],[1663506,2432442],[1665762,2434045],[1669546,2436646],[1671519,2437914],[1674231,2257412],[1678616,2259529],[1679457,2261366],[1679470,2047018],[1681532,2444949],[1686852,2448360],[1687296,2448789],[1688501,2052296],[1690019,2278873],[1691408,2451556],[1692579,2452539],[1693059,2452616],[1693381,2452824],[1702231,1831916],[1703015,2459890],[1704151,2460705],[1704499,2460898],[1704943,2461327],[1707268,2284794],[1709317,2465547],[1714293,2468056],[1717896,2081901],[1718494,2292513],[1718833,2470258],[1719930,2470835],[1722413,1858151],[1728661,2299404],[1729046,2475606],[1729067,2475862],[1730697,2476666],[1730955,1865592],[1734317,2095577],[1734915,2303853],[1735995,2096380],[1740187,2482125],[1740995,2098772],[1742200,2483671],[1742565,2483751],[1743156,2484099],[1749507,2314314],[1751543,2488546],[1755060,2490472],[1758276,2492234],[1762169,2494820],[1763762,2324977],[1763775,2120876],[1765837,2496967],[1771157,2500378],[1771601,2500807],[1772806,2126154],[1774324,2120233],[1775030,1908684],[1776420,2334539],[1776433,2131974],[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] cell #2444 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [472606],[556379],[606459],[622148],[652187],[703050],[714777],[723946],[780788],[799919],[810827],[819788],[854646],[893375],[894843],[906707],[935071],[971494],[972962],[1011203],[1013567],[1025659],[1044400],[1092839],[1095203],[1127521],[1130638],[1134343],[1150194],[1166873],[1169237],[1214943],[1218648],[1252194],[1254558],[1257811],[1261906],[1290753],[1294458],[1343857],[1347952],[1364232],[1377315],[1381020],[1387599],[1420569],[1422118],[1424664],[1460775],[1474405],[1493876],[1507375],[1508924],[1511470],[1551117],[1552269],[1591018],[1602057],[1615048],[1623839],[1637163],[1638315],[1681621],[1704154],[1714500],[1720019],[1730287],[1743339],[1765926],[1793884],[1830142],[1840734],[1850179],[1855698],[1867790],[1916558],[1952197],[1962047],[1971354],[2028909],[2034428],[2086291],[2140783],[2244931], 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391,1993525],[1487893,1743471],[1492703,1751801],[1496267,1763835],[1497419,2003197],[1517158,1529125],[1519857,1525255],[1527734,2244900],[1550099,1562225],[1555163,1566320],[1563774,2063064],[1579933,2075726],[1582731,2077136],[1585114,1840654],[1589866,1843968],[1600508,1853640],[1606419,1611817],[1614930,1868219],[1617256,1867759],[1627287,2116547],[1649061,1654456],[1665765,1914935],[1678619,1927597],[1679530,1691497],[1692649,2172626],[1714382,1962476],[1724383,1971274],[1729135,1974588],[1734382,1739777],[1742846,1988162],[1776493,1781693],[1792335,2032370],[1798246,1803644],[1819114,2275187],[1840241,2078294],[1850061,2086720],[1859614,1864814],[1910654,2140703],[1915406,2144017],[1920653,1926048],[1970861,2195032],[2028791,2245360],[2038344,2043544],[2140290,2341703] ] cell #2445 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [515237],[575395],[639006],[669048],[698623],[738024],[770176],[774231],[797646],[802146],[842643],[848089],[875911],[878280],[907453],[916190],[917741],[939605],[951862],[958951],[985703],[990772],[996218],[997769],[1021373],[1026819],[1037694],[1054641],[1057010],[1069893],[1073518],[1084945],[1106421],[1107912],[1113510],[1120815],[1138133],[1145222],[1171974],[1177043],[1182489],[1184040],[1192825],[1195402],[1207386],[1211011],[1222438],[1229248],[1232873],[1234880],[1244300],[1261720],[1265345],[1276772],[1298248],[1299739],[1305337],[1312642],[1321785],[1324728],[1333205],[1335782],[1347766],[1351391],[1355197],[1357774],[1369758],[1373383],[1384810],[1388055],[1390632],[1402616],[1406241],[1417668],[1424478],[1428103],[1430110],[1439530],[1452705],[1463441],[1466384],[1474861],[1477438],[1485303],[1488246],[1496723],[1499300],[1511284],[1514909],[1518161],[1521104],[1529581],[1532158],[1544142],[1547767],[1551573],[1554150],[1566134],[1569759],[1581186],[1590322],[1593987],[1598706],[1603297],[1604723],[1607666],[1615463],[1626199],[1629142],[1637619],[1640196],[1647935],[1658671],[1661614],[1670091],[1672668],[1680533],[1683476],[1691953],[1694530],[1706514],[1710139],[1718931],[1720475],[1726968],[1731062],[1733256],[1754102],[1758821],[1764838],[1767781],[1782149],[1785814],[1790533],[1795124],[1796550],[1799493],[1807290],[1818026],[1820969],[1829446],[1832023],[1844905],[1845961],[1848395],[1852514],[1856474],[1865270],[1876145],[1882638],[1888926],[1905202],[1906746],[1913239],[1917333],[1919527],[1940373],[1945092],[1951109],[1954052],[1963431],[1967422],[1969726],[1985230],[1986774],[1995518],[2002071],[2023635],[2024691],[2027125],[2031244],[2035204],[2054875],[2061368],[2067656],[2079506],[2084982],[2099769],[2100825],[2105390],[2109381],[2128733],[2132860],[2136851],[2139155],[2164947],[2171500],[2188471],[2204413],[2208404],[2212604],[2233923],[2238146],[2243622],[2264030],[2268021],[2304562],[2311699],[2327641],[2331632],[2335142],[2359275],[2387799],[2396007],[2417184],[2445552],[2471893],[2497570],[2546658],[2610100] ] cell #2446 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [668575,1518061],[695481,1808346],[737551,1604623],[767034,1889982],[801673,1680433],[803107,1930999],[842170,1726868],[845603,1976581],[877807,1764738],[879241,2009118],[906980,1796450],[917268,1808246],[936463,2068712],[942006,1837676],[951389,1845861],[957051,1598250],[957627,2087675],[962503,2091666],[990299,1882538],[993732,2118540],[997296,1889882],[1020900,1913139],[1024333,2146010],[1056537,1951009],[1057337,1950676],[1057971,2178547],[1064009,1711690],[1066395,1961825],[1079262,1467866],[1079370,2196170],[1079810,2196244],[1084472,1976481],[1105948,1995418],[1111610,1758365],[1112186,2220773],[1117062,2224764],[1137660,2024591],[1138460,2023268],[1143322,1790077],[1143898,2246315],[1148774,2250306],[1155724,1544328],[1156197,1284666],[1156524,2258042],[1159157,2259465],[1176570,2061268],[1180003,2277180],[1182597,2066736],[1183294,1832977],[1183567,2068612],[1192281,2077708],[1203888,2086069],[1205372,2296789],[1205741,2297073],[1221965,2100725],[1222765,2099402],[1225750,2103784],[1232052,1875689],[1232628,2315103],[1238617,1630624],[1238725,2319398],[1239165,2319472],[1243827,2118440],[1258222,2131254],[1265453,2135001],[1266150,1918287],[1271089,1663096],[1271197,2342841],[1271637,2342915],[1276299,2145910],[1281961,1669635],[1282537,2351084],[1283861,1413878],[1283969,2353225],[1287413,2355075],[1297775,2164847],[1298575,2163524],[1303437,1944636],[1304013,2367444],[1308889,2371435],[1311482,1954033],[1311571,2176698],[1315839,1706700],[1316312,1447424],[1316639,2379171],[1319272,2380594],[1321685,2187267],[1332661,2194446],[1334631,2389438],[1344268,2202807],[1351499,2206554],[1352196,1732016],[1354653,2210806],[1356304,1990291],[1361480,1751133],[1361588,2405770],[1362028,2405844],[1366260,2219167],[1367744,2409411],[1368113,2409695],[1372562,2005255],[1384337,2233823],[1385137,2232500],[1387511,2236348],[1390307,2238072],[1395125,2035185],[1395214,2240102],[1399118,2244709],[1400602,2430642],[1400971,2430926],[1411985,1540233],[1412093,2438341],[1412533,2438415],[1413967,2440371],[1417195,2259365],[1420980,2262424],[1427282,2054419],[1427858,2448956],[1428211,2266171],[1428908,1555104],[1429181,1815666],[1429654,1560608],[1429981,2458615],[1433847,1822451],[1433955,2453251],[1434395,2453325],[1439057,2277080],[1442101,2070477],[1444719,1828990],[1445295,2461494],[1446619,1577396],[1446727,2463635],[1450171,2465485],[1459637,2293222],[1463341,2295585],[1468277,2298587],[1474317,2302764],[1477113,2304488],[1481931,1856455],[1482020,2306518],[1485203,2310495],[1486303,2104006],[1486847,1870170],[1491623,2487457],[1491992,2487741],[1496179,2317674],[1497830,2113313],[1498149,2491001],[1503006,1885957],[1507786,2326035],[1514088,2128277],[1514664,2500974],[1515017,2329782],[1515714,1641150],[1515987,1897302],[1516460,1646654],[1516787,2324762],[1517606,2139081],[1520751,2335426],[1525561,2146735],[1527073,1906290],[1527649,2508325],[1529037,2341117],[1531007,2509964],[1540644,2349478],[1542128,2516533],[1542497,2516817],[1550633,1929610],[1551029,2357477],[1552680,2159720],[1553825,2359201],[1557856,1937404],[1557964,2526296],[1558404,2526370],[1558643,1683457],[1558732,2361231],[1559803,1689106],[1559911,2534620],[1562636,2365838],[1564120,2529937],[1564489,2530221],[1568938,2174684],[1575503,1702605],[1575611,2537636],[1576051,2537710],[1577485,2539666],[1580713,2380494],[1589778,2385894],[1591429,2386981],[1598162,2390642],[1600919,2199522],[1604168,1969652],[1607313,2396291],[1612123,1977306],[1613635,1986318],[1614211,2557438],[1614842,2558789],[1616419,2211392],[1616519,1990211],[1621608,2560564],[1626099,2408207],[1627199,2219389],[1627743,1999736],[1631035,2411209],[1636679,2007729],[1637075,2415386],[1638726,2228696],[1639871,2417110],[1643902,2015523],[1644010,2572379],[1644450,2572453],[1644689,1767762],[1644778,2419140],[1645849,1773411],[1645957,2414094],[1647402,2243906],[1649595,2019464],[1649728,2424073],[1654867,2427075],[1656697,1782845],[1656805,2578844],[1657245,2578918],[1658571,2429438],[1663507,2432440],[1669547,2436617],[1671517,2586146],[1679458,2046520],[1679978,1806370],[1680100,1806875],[1680208,2597410],[1681533,2262646],[1682077,2048900],[1683123,2445836],[1686853,2594482],[1687222,2594766],[1687933,1810111],[1689195,2602196],[1691409,2451527],[1693060,2271953],[1693379,2598026],[1698236,2064687],[1703016,2459888],[1704500,2604595],[1704869,2604879],[1709318,2286917],[1714294,2468459],[1717336,2079432],[1718495,2081922],[1718831,2470234],[1719931,2470806],[1721621,2471819],[1729047,2299597],[1729591,2091251],[1730698,2301003],[1732723,2085266],[1734916,2095598],[1735049,2479121],[1740188,2482123],[1742018,1865966],[1742126,2622045],[1742566,2622119],[1743154,2623271],[1744728,2104435],[1751544,2488544],[1755058,2318260],[1755158,2113233],[1758277,2492205],[1763763,2120378],[1764283,1888006],[1764405,1888511],[1764513,2490385],[1765838,2326257],[1766382,2122758],[1767428,2497854],[1771158,2634722],[1771527,2635006],[1772238,1891747],[1773500,2495171],[1774558,2340545]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] cell #2447 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2448 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [267209,887152],[282362,1163014],[307449,965271],[325563,1248335],[346398,1036709],[347238,1291350],[371994,1081330],[374089,1340566],[395511,1119830],[396351,1377912],[414474,1151542],[420895,1162898],[432588,1443565],[443130,1200070],[447522,1207937],[447880,1466159],[451244,1471132],[471289,1240685],[473384,1504084],[475943,1248219],[492520,1273157],[494615,1536942],[516037,1311657],[516877,1574288],[522584,1322299],[533200,1596360],[533237,1081520],[533611,1596597],[537180,1340450],[553540,1362442],[557932,1370309],[558290,1628917],[561654,1633890],[576983,1395300],[581375,1403167],[581733,1661389],[585097,1666362],[590232,1155634],[590484,911574],[592327,1677452],[605142,1435915],[607237,1699314],[609796,1443449],[615760,1452567],[625998,1463955],[627302,1724734],[627535,1725115],[640594,1482106],[643713,1485817],[649025,1493068],[649383,1750532],[654329,1756475],[654366,1240875],[654740,1756712],[658309,1503968],[669255,1518675],[679871,1788187],[679908,1273347],[680282,1788424],[683851,1536826],[688243,1279708],[688601,1799268],[689634,1030921],[691965,1804241],[700211,1558818],[704603,1566685],[704961,1820744],[708325,1825717],[713460,1315749],[713712,1061131],[715555,1836807],[717723,1583513],[727993,1593849],[729852,1850424],[738231,1605237],[746930,1615325],[748519,1617033],[753062,1874878],[753099,1362632],[753473,1875115],[757168,1626713],[758472,1880404],[758705,1880785],[762480,1633964],[771764,1644864],[774400,1647797],[784638,1659185],[785942,1911005],[786175,1911386],[795254,1921900],[795291,1151732],[795665,1922137],[797421,1675822],[799234,1677336],[802353,1681047],[807665,1688298],[808023,1936803],[809048,1429091],[809300,1170860],[812969,1942746],[813006,1436105],[813380,1942983],[816949,1699198],[821341,1442466],[821699,1953827],[822732,1186591],[825063,1958800],[825686,1190340],[834466,1719445],[837988,1722782],[842850,1727482],[848258,1733118],[857979,1743628],[859133,1744590],[859665,1486942],[864145,1994324],[864378,1994705],[868249,1753964],[869838,1755672],[870108,1999981],[874418,1504158],[878487,1765352],[883799,1772603],[884157,2014922],[885182,1515897],[885434,1256181],[895534,1525926],[895892,2026330],[897422,1785676],[899281,2029154],[907660,1797064],[908964,2039143],[909197,2039524],[911163,1801894],[915924,1550543],[916359,1807152],[917948,1808860],[918095,1298602],[922491,2053608],[922528,1559008],[922902,2053845],[924041,1298769],[926597,1818540],[927901,2059134],[928134,2059515],[931909,1825791],[935859,1311263],[937213,2070029],[937250,1311847],[937624,2070266],[939380,1835177],[941193,1836691],[942033,1064164],[950480,1844767],[952069,1846475],[959120,1852376],[961749,1855124],[973653,1612488],[974011,2102464],[974844,2103646],[976627,1869485],[976743,1616796],[981825,2108281],[986117,1878452],[987271,1879414],[987803,1627838],[990979,1883152],[995952,1636589],[996387,1888788],[997976,1890496],[998123,1385164],[1002519,2127466],[1002556,1645054],[1002930,2127703],[1004069,1385331],[1007947,1649505],[1013196,1905716],[1014355,1393786],[1014779,2138184],[1014816,1395490],[1015190,2138421],[1016718,1909053],[1021580,1913753],[1026988,1919389],[1028847,2150473],[1031154,1924684],[1035485,1679339],[1036315,1419968],[1037578,1427987],[1037863,1930861],[1038395,1682172],[1042875,2163753],[1043108,2164134],[1045449,1949703],[1046979,1940235],[1048568,1941943],[1048838,2169410],[1053148,1699388],[1056579,1441165],[1057217,1951623],[1057364,1184394],[1058521,2179399],[1058754,2179780],[1060720,1956453],[1062529,1958874],[1067404,1961687],[1072146,1718405],[1072533,1966322],[1073687,1967284],[1083563,1975387],[1084095,1729686],[1085152,1977095],[1085299,1222792],[1089583,1734826],[1094832,1985744],[1095991,1480592],[1096415,2209737],[1096452,1482296],[1096826,2209974],[1097624,2211051],[1099523,1744971],[1106628,1996032],[1110340,1999051],[1110456,1755435],[1113679,2001933],[1118606,1763644],[1119436,1506774],[1120699,1514793],[1120984,2008980],[1121516,1766477],[1125996,2232729],[1126229,2233110],[1128570,1763432],[1130866,2239108],[1131068,1776302],[1131898,1519800],[1136751,2023497],[1137702,1523505],[1138340,2025205],[1138487,1277126],[1138654,2242675],[1138887,2243056],[1145391,2031106],[1148020,2033854],[1159924,1804315],[1160488,1806190],[1160614,1550306],[1161115,2262286],[1162603,1558523],[1168096,2266921],[1170025,1557304],[1170449,2065606],[1172388,2057182],[1173542,2058144],[1174074,1819665],[1177250,2061882],[1182373,1312526],[1182454,1571884],[1182658,2067518],[1184247,2069226],[1184517,2281643],[1186824,2072813],[1188827,1836881],[1192920,2078069],[1193768,2077953],[1197726,1843777],[1198556,1589338],[1204897,2085931],[1209639,1854084],[1210026,2090566],[1210142,1854887],[1210895,1351275],[1211180,2091528],[1211712,1856249],[1215171,2305524],[1215373,1859423],[1216203,1606362],[1221056,2099631],[1222007,1610067],[1222645,2101339],[1222959,2309091],[1223192,2309472],[1231501,1874075],[1233042,2109243],[1237402,1879795],[1244507,2119054],[1245809,1887826],[1245935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] cell #2449 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [267312,887012],[279486,1156452],[307552,965131],[343644,1283881],[346501,1036569],[358675,1316567],[372097,1081190],[372216,1079282],[395614,1119690],[414577,1151402],[414696,1412005],[416917,1413913],[420998,1162758],[421067,917516],[425314,1429909],[433974,1446639],[443233,1199930],[449138,1205687],[471392,1240545],[471511,1238637],[476046,1248079],[476115,997544],[480362,1516715],[492623,1273017],[492742,1271109],[496619,1542443],[503815,1037888],[505748,1559585],[508376,1559823],[516140,1311517],[516259,1575523],[518480,1577431],[522632,1322233],[537283,1340310],[537352,1084720],[553643,1362302],[553762,1361500],[559548,1368059],[564680,1121009],[566613,1645631],[569241,1645869],[577086,1395160],[577205,1656717],[582991,1400917],[593961,1680120],[596781,1687921],[600425,1689141],[605245,1435775],[605364,1433867],[609241,1704815],[609899,1443309],[609968,1183815],[614215,1190510],[615611,1452674],[626046,1463889],[628056,1206239],[632083,1211205],[633228,1482873],[640697,1481966],[640816,1742038],[643761,1485751],[644781,1486867],[649853,1491938],[658412,1503828],[658481,1244075],[658531,1503026],[660377,1764425],[663197,1772226],[666841,1773446],[669303,1518609],[670323,1777083],[675395,1783935],[683954,1536686],[684023,1276547],[693286,1806612],[693766,1806910],[696759,1814478],[700314,1558678],[700433,1557876],[706219,1564435],[711351,1312836],[713284,1312424],[715912,1064084],[717583,1321705],[723653,1844558],[727844,1593956],[730190,1079653],[730670,1335469],[735568,1612111],[738279,1605171],[739299,1860204],[744371,1867056],[746781,1615432],[748087,1356107],[748567,1616967],[757216,1626647],[758236,1627763],[759226,1368611],[763253,1373577],[763308,1632834],[764839,1888248],[765319,1888546],[768312,1896114],[771867,1644724],[771986,1643922],[774251,1647904],[775557,1900508],[776037,1900806],[784686,1659119],[786696,1401469],[790723,1406435],[791868,1396067],[799337,1677196],[799406,1417443],[799456,1928309],[800615,1929046],[800789,1929357],[802401,1680981],[803421,1682097],[808493,1687168],[817052,1699058],[817121,1439305],[817171,1698256],[819017,1183369],[821837,1442089],[832994,1965814],[833474,1966112],[834514,1719379],[837417,1732578],[837848,1463361],[840072,1465324],[840246,1206042],[842898,1727416],[843918,1975178],[844908,1729611],[845951,1740444],[848109,1733225],[849415,1980536],[849895,1980834],[857839,1485223],[858984,1744697],[859158,1486614],[863909,1994115],[864899,1492490],[868100,1754071],[869406,1497633],[869886,1755606],[870446,1239008],[870926,1498987],[876749,2007165],[876923,2007476],[878535,1765286],[879555,1766402],[884627,1771473],[888157,2018900],[888331,2019211],[893082,1266225],[897273,1785783],[899619,1271480],[900099,1531845],[904997,1525549],[907708,1796998],[908728,2038934],[909718,1542995],[913745,1547961],[913800,2045786],[915065,2046540],[916210,1807259],[917996,1808794],[926645,1818474],[927665,1819590],[928655,1564987],[932682,1569953],[932737,1824661],[934268,1311567],[937741,1572809],[941296,1836551],[941365,1580961],[941415,1835749],[946570,1843237],[949252,2081358],[949426,2081669],[950331,1844874],[952117,1846409],[954023,1857919],[956747,1334651],[958971,1852483],[960277,2090058],[960757,2090356],[961317,1600722],[961797,1855058],[962817,1856174],[966276,2095034],[966450,2095345],[971201,1352271],[976487,1616439],[981123,2107773],[981603,2108071],[982163,1361871],[982643,1622446],[985977,1626119],[987122,1879521],[987296,1627510],[988201,1628082],[988375,1368414],[991027,1883086],[992047,2117137],[995093,2120398],[996238,1888895],[998024,1890430],[1007088,2131496],[1011724,1395210],[1013244,1905650],[1016147,1647257],[1016578,1658591],[1018802,1660554],[1018976,1401272],[1021628,1913687],[1022648,2144607],[1023638,1915882],[1024681,1655123],[1026839,1919496],[1028145,2149965],[1028625,2150263],[1029185,1412376],[1029665,1672355],[1031675,1157472],[1037714,1930968],[1042639,1428983],[1043629,1687720],[1046830,1940342],[1048136,1692863],[1048616,1941877],[1049176,1434238],[1049656,1694217],[1055653,1442163],[1057265,1951557],[1058285,1952673],[1059275,1705367],[1063302,1710333],[1063357,1957744],[1066198,2187463],[1066272,1962452],[1068549,1964850],[1071287,2190511],[1072393,1718851],[1073538,1967391],[1075545,1978439],[1082335,2198096],[1082509,2198407],[1083414,1975494],[1083588,1729358],[1085200,1977029],[1088724,2203049],[1093360,1482016],[1094880,1985678],[1101129,1992794],[1103811,2214456],[1103985,2214767],[1104890,1749697],[1105064,1492293],[1106676,1995966],[1110200,1755078],[1111306,1498169],[1113530,2002040],[1114836,2223156],[1115316,2223454],[1117376,2005731],[1120835,2009087],[1125760,1515789],[1126750,1772025],[1132841,1518659],[1135697,1525623],[1136602,2023604],[1138388,2025139],[1139408,1784487],[1140294,1774798],[1143018,1531027],[1145242,2031213],[1146548,2248698],[1147028,2248996],[1147588,1792549],[1148068,2033788],[1149088,2034904],[1152547,2253674],[1152721,2253985],[1153626,1798433],[1153800,1542798],[1155972,1285187],[1158462,204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] cell #2450 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [887160,1775434],[911474,1801439],[917505,1808552],[965279,1858555],[997533,1890188],[1030912,1923508],[1036717,1929993],[1037890,1931178],[1061031,1955998],[1081338,1973529],[1081511,1973660],[1084709,1976787],[1119838,2008112],[1121011,2009297],[1151550,2037285],[1151723,2037416],[1155642,2041112],[1162906,2048309],[1170760,2056035],[1183804,2068918],[1186582,2071637],[1190664,1837872],[1200078,2083167],[1206228,2087748],[1207945,2088942],[1211207,2091845],[1240693,2115488],[1240866,2115619],[1244064,2118746],[1248227,2122167],[1256081,2129893],[1273165,2142958],[1273338,2143089],[1276536,2146216],[1279716,2148849],[1297557,2165604],[1298760,2165753],[1311665,2177541],[1311838,2177672],[1312838,2178726],[1314581,1951766],[1315757,2181368],[1319787,1711454],[1322307,2187611],[1335158,1973987],[1335471,2196298],[1340458,2199905],[1362450,2216265],[1362623,2216396],[1368600,2220846],[1370317,2222040],[1373579,2224943],[1384119,2234580],[1385322,2234729],[1395308,2241807],[1395481,2241938],[1397145,2025348],[1401458,2246388],[1403175,2247582],[1406437,2250485],[1417432,2259671],[1419959,2261752],[1426878,2267841],[1429099,2268812],[1435923,2274128],[1436096,2274259],[1439294,2277386],[1441930,1829680],[1442474,2280019],[1443457,2280807],[1444315,2067476],[1452676,2289203],[1463963,2295929],[1465326,2296742],[1465743,2089216],[1482114,2308223],[1482287,2308354],[1483951,2101482],[1485825,2310839],[1486933,2311482],[1492479,2315176],[1493076,2315508],[1498676,2115946],[1498989,2319526],[1503976,2323133],[1504149,2323264],[1506765,2325363],[1513684,2331452],[1515905,2332423],[1518683,2334282],[1519791,2334925],[1524270,1906980],[1525934,2338951],[1526669,2136671],[1531534,2143416],[1531847,2342969],[1536834,2346576],[1542984,2351157],[1547963,2355254],[1550235,2357229],[1550551,2357249],[1557404,2362798],[1558826,2362936],[1558999,2363067],[1564976,2367517],[1566693,2368711],[1569955,2371614],[1572007,1951321],[1575051,2177403],[1580950,2380800],[1583607,2187347],[1589329,2385677],[1593958,2388421],[1595818,2197250],[1605245,2395147],[1606353,2395790],[1610832,1987008],[1612496,2399816],[1613231,2208224],[1615434,2401825],[1616725,2211809],[1617041,2402633],[1622135,2216723],[1622448,2405898],[1626721,2408551],[1627829,2409194],[1628084,2409364],[1628501,2222314],[1633972,2413220],[1636281,2415138],[1636597,2415158],[1643450,2420707],[1644872,2420845],[1645045,2420976],[1647387,2236100],[1647906,2423056],[1649197,2423844],[1649513,2423864],[1653215,2024903],[1656245,2241669],[1659193,2429782],[1660556,2430595],[1660973,2247856],[1672044,2037743],[1672357,2438469],[1674644,1802659],[1677344,2442076],[1677517,2442207],[1679448,2443884],[1679656,2444111],[1681055,2444692],[1682163,2445335],[1686642,2055109],[1687709,2449029],[1688306,2449361],[1693906,2274586],[1694219,2453379],[1699206,2456986],[1699379,2457117],[1701319,2067832],[1705356,2461567],[1710335,2465664],[1718097,2470005],[1718413,2470025],[1719453,2470578],[1722876,2295665],[1727490,2474717],[1728598,2475360],[1729677,2475992],[1732708,2302516],[1733227,2478104],[1734518,2478892],[1734834,2478912],[1738536,2101037],[1741566,2308085],[1743722,2310575],[1744699,2484760],[1744907,2311356],[1749444,2487240],[1749699,2487410],[1750116,2315782],[1754073,2489984],[1755364,2318677],[1755680,2490792],[1755933,2320478],[1763753,2495902],[1763961,2496129],[1765360,2496710],[1766468,2497353],[1770947,2128967],[1772014,2501047],[1772611,2501379],[1774920,2333701],[1775892,2132939],[1776411,2503723],[1776619,2503950],[1780480,2137027],[1784476,2508398],[1785785,2508947],[1787645,2343921],[1797072,2515673],[1798180,2516316],[1798435,2516486],[1798852,2149123],[1801126,1924807],[1804323,2520342],[1806284,2521930],[1807261,2522351],[1808868,2523159],[1812570,2165159],[1813962,2363394],[1814275,2526424],[1818548,2529077],[1819656,2529720],[1819911,2529890],[1820328,2368985],[1825799,2533746],[1831399,2177999],[1831712,2537764],[1833999,1957218],[1836699,2541371],[1836872,2541502],[1843367,2385014],[1843886,2545146],[1844094,2545373],[1844876,2545622],[1846483,2546430],[1852485,2549173],[1853776,2549961],[1854092,2549981],[1854816,2392356],[1855132,2550534],[1856240,2551177],[1858041,2394566],[1859013,2204492],[1859532,2552836],[1859740,2553063],[1863601,2208580],[1867597,2557511],[1868197,2557706],[1869579,2402369],[1873767,2560335],[1874083,2560355],[1874336,2406062],[1878546,2408287],[1879523,2563210],[1879731,2409068],[1883160,2565047],[1884268,2565690],[1887641,2017154],[1887920,2568013],[1888897,2568434],[1890504,2569242],[1894206,2234135],[1895598,2421303],[1895911,2572507],[1898387,2422635],[1899666,2238197],[1900180,2574942],[1905724,2577603],[1907593,2242265],[1907906,2578972],[1909147,2429518],[1913761,2581742],[1914869,2582385],[1915948,2583017],[1919498,2585129],[1920789,2585917],[1921105,2585937],[1921358,2252828],[1923925,2042331],[1930451,2264109],[1930970,2591785],[1935039,2268197],[1935970,2594435],[1936387,2449635],[1939035,2066371],[1940344,2597009],[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] cell #2451 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2452 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2453 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2454 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2455 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [401221,1130040],[421070,1163235],[453239,1214345],[476118,1248556],[502784,1290155],[503809,1291567],[533243,1337249],[534751,1337078],[537355,1340787],[563649,1376717],[564674,1378129],[587092,1409575],[590490,1156446],[595165,1421520],[609971,1443786],[622581,1460177],[627626,1467834],[628059,1466234],[632077,1471349],[654372,1500767],[655880,1500596],[658484,1504305],[661581,1508326],[679914,1533625],[681422,1533454],[684026,1537163],[689640,1283806],[710320,1573093],[711345,1574505],[713718,1316561],[718309,1584166],[730396,1596363],[730664,1596666],[734814,1601459],[753105,1623106],[753751,1622935],[758796,1630592],[759229,1628992],[763247,1634107],[781221,1655407],[786266,1663064],[786699,1661464],[790717,1666579],[795297,1409746],[796805,1413846],[799409,1677673],[809306,1429903],[813012,1695997],[814520,1695826],[817124,1699535],[820221,1703556],[822738,1446564],[827407,1713049],[838574,1723435],[839997,1724690],[840458,1725113],[855079,1740728],[858565,1744281],[859671,1745296],[864469,1751101],[864902,1750607],[870652,1756478],[870920,1756781],[874424,1761745],[875070,1761574],[885440,1516709],[887738,1775993],[899825,1788190],[900093,1788493],[904243,1793286],[909288,1540201],[909721,1799343],[913739,1804458],[918101,1559579],[922534,1814933],[923180,1814762],[924047,1559748],[928225,1822419],[928658,1820819],[932676,1825934],[937256,1573264],[938764,1577364],[941368,1837028],[943769,1839423],[954690,1848728],[956680,1850382],[965857,1859114],[975536,1868719],[976964,1869904],[977213,1870138],[982369,1874881],[982637,1875184],[986703,1879105],[987809,1880120],[988126,1880360],[988587,1880783],[992607,1885925],[998129,1645625],[1002562,1896569],[1003208,1896398],[1004075,1645794],[1006137,1899320],[1014822,1655578],[1017304,1909706],[1018727,1910961],[1019188,1911384],[1029391,1921903],[1029659,1922206],[1031678,1675828],[1033809,1926999],[1036321,1680045],[1037295,1930552],[1037581,1687918],[1038401,1931567],[1043199,1937372],[1043632,1936878],[1044833,1689074],[1049382,1942749],[1049650,1943052],[1053154,1948016],[1053800,1947845],[1058845,1702573],[1059278,1953902],[1063296,1959017],[1064087,1190346],[1064170,1190504],[1073119,1966975],[1076852,1970043],[1081916,1974088],[1084101,1976093],[1085305,1482867],[1087773,1979348],[1096458,1740899],[1098328,1988980],[1099489,1989814],[1099740,1990039],[1104815,1994280],[1105276,1994703],[1109249,1998285],[1110677,1999470],[1110926,1999704],[1111239,1999939],[1119442,1764350],[1120416,2008671],[1120702,1772223],[1121522,2009686],[1126320,2015491],[1126753,2014997],[1127954,1773379],[1131904,1777008],[1138978,1782813],[1139411,2026405],[1140961,2027458],[1142951,2029112],[1152128,2037844],[1153551,2039099],[1154012,2039522],[1156178,1801897],[1160617,1806609],[1161373,1806843],[1161807,2047449],[1162601,1814479],[1163484,2048868],[1168640,2053611],[1168908,2053914],[1172974,2057835],[1174080,2058850],[1174397,2059090],[1174858,2059513],[1178878,2064655],[1183372,1311269],[1184400,1312418],[1185061,2070032],[1185329,2070335],[1187348,1835183],[1188833,2075299],[1189479,2075128],[1198562,1844483],[1198979,2082307],[1200656,2083726],[1207829,2088870],[1210363,2090985],[1210612,2091219],[1210898,1612108],[1211718,2092234],[1216209,1860129],[1223283,1865934],[1223716,2102539],[1224514,2102964],[1226290,2104101],[1231681,2108239],[1236207,2112002],[1237368,2112836],[1237619,2113061],[1241271,2116047],[1245938,1888245],[1246694,1888479],[1247128,2121307],[1247922,1896115],[1248805,2122726],[1253961,2127469],[1254229,2127772],[1258733,1900505],[1259489,1900739],[1264946,2136404],[1266228,1393792],[1266877,2138187],[1267145,2138490],[1268679,2139472],[1273743,2143517],[1275928,2145522],[1277132,1396061],[1279600,2148777],[1281590,2150431],[1284267,1924682],[1288285,1927170],[1288933,1929133],[1288944,1929358],[1291316,2159243],[1296642,2163709],[1297103,2164132],[1299526,1949709],[1301076,2167714],[1302504,2168899],[1302753,2169133],[1303066,2169368],[1311640,1441168],[1312243,2178100],[1312529,1442086],[1313349,2179115],[1313666,2179355],[1314127,2179778],[1316293,1956456],[1318147,2184920],[1323200,2188106],[1327132,1965811],[1327888,1966045],[1328281,2191374],[1329442,2192208],[1331941,1732575],[1338942,1975103],[1339359,2199045],[1339610,2199270],[1340153,1740445],[1341036,2200464],[1344779,1980533],[1345535,1980767],[1350992,2207957],[1352274,1480598],[1352923,2209740],[1353191,2210043],[1353962,2210447],[1360934,1994040],[1363028,2216824],[1366800,2219484],[1370201,2221968],[1374090,2225332],[1375495,2007252],[1375506,2007477],[1377878,2228219],[1383204,2232685],[1383665,2233108],[1386088,1763438],[1388480,2018987],[1388491,2019212],[1390512,2239111],[1394209,2240947],[1395283,1523508],[1395886,2242366],[1396230,2242631],[1396691,2243054],[1403059,2247510],[1405593,2249625],[1405842,2249859],[1406128,1525546],[1406948,2250874],[1411439,2038859],[1416824,2258977],[1418513,2044664],[1419157,2046615],[1419744,2261604],[1426911,2266879],[1428986,1557310],[142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] cell #2456 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [590720,1924303],[614115,1959935],[689594,2041246],[710993,2068336],[713948,2072432],[715958,1837913],[732281,1850707],[774362,1647832],[781894,2137531],[793410,2150756],[796717,2152460],[809536,2166548],[819063,1951807],[819191,2177394],[822692,2181502],[842436,1971868],[848220,1733153],[855752,2209084],[872537,2000264],[885670,2235524],[893128,2025389],[894246,2241660],[901710,2029437],[907246,2254752],[916321,1807187],[923853,2268701],[924001,2268946],[934058,2067894],[934888,2279767],[935369,2281926],[938676,2283630],[959082,1852411],[971247,2101523],[972365,2308076],[983264,2108564],[990565,2113827],[996349,1888823],[1003881,2332312],[1004029,2332557],[1005383,2333619],[1011514,2137089],[1013384,2338699],[1013865,2339928],[1021166,2141297],[1026950,1919424],[1036275,2357383],[1037825,1681320],[1037931,1421927],[1042685,2165645],[1043803,2362789],[1044745,2363839],[1051267,2169693],[1055428,2177750],[1056803,2375881],[1073649,1967319],[1087019,2394484],[1093150,2208642],[1095020,2399564],[1095501,2400793],[1100146,2213351],[1106214,2215534],[1113641,2001968],[1116977,2223947],[1119396,2415292],[1120946,1765625],[1121052,1508733],[1125806,2234621],[1126924,2420698],[1127866,2421748],[1129252,2422730],[1130447,2238259],[1131858,2423998],[1135472,2242016],[1137926,2428355],[1145353,2031141],[1157518,1801480],[1161053,2444029],[1161285,2444256],[1162976,1552432],[1167184,2268259],[1169054,2449109],[1169535,2267204],[1176836,2272467],[1182620,2067553],[1192882,2079458],[1197105,2469362],[1198516,2470159],[1211142,1855397],[1211248,1601866],[1213557,2477778],[1214752,2304675],[1216163,2479046],[1219777,2308432],[1222231,2483403],[1226697,1869768],[1226929,2312738],[1233004,2109278],[1238025,2320219],[1244093,2322402],[1245621,2129934],[1246374,2496047],[1246606,2496274],[1248297,1638478],[1252505,2331870],[1254375,2501127],[1254856,2330815],[1256358,2502949],[1257974,2335575],[1259169,2503868],[1259401,2504095],[1265476,2136748],[1284977,1923986],[1287328,2521319],[1288857,2521937],[1289367,2522025],[1290562,2359388],[1291973,2360022],[1295587,2363145],[1298041,2362205],[1305468,2171397],[1308804,2370618],[1312773,1951896],[1312879,1703963],[1317633,1956039],[1321654,2188535],[1326373,2544820],[1327568,2545291],[1327800,2545518],[1333262,1969678],[1335512,1726570],[1337485,1465804],[1338896,2550115],[1340016,2196991],[1340528,1730450],[1342404,2552062],[1344020,2396440],[1345215,2552981],[1345447,2553208],[1351522,2208301],[1355254,2212556],[1355546,2403478],[1356056,1989943],[1359477,2559692],[1360888,2560489],[1367207,1999334],[1367439,2410450],[1373514,2004954],[1373620,1761981],[1374499,2235207],[1375419,2568020],[1375929,2568108],[1377124,2417297],[1378535,2417931],[1382149,2421054],[1384603,2420114],[1387298,2424018],[1388112,2238098],[1388404,2574949],[1388914,2575037],[1406372,2034127],[1406478,1793693],[1409982,1798913],[1411393,2586071],[1415007,2041536],[1417461,2590428],[1419116,2591011],[1420732,2445985],[1422159,2446591],[1428234,2267918],[1433255,2454072],[1439323,2456255],[1440851,2056076],[1443527,1830305],[1447735,2072115],[1450086,2464668],[1452602,1583719],[1456667,2611243],[1457773,2611603],[1458283,2611691],[1460584,2472006],[1463310,2085046],[1466121,1852116],[1468029,1596242],[1469224,2615561],[1469456,2615788],[1470344,2090849],[1470576,2297828],[1471755,2477411],[1474104,2479066],[1474918,2304514],[1475210,2618150],[1475720,2618238],[1485172,2311763],[1486090,1869691],[1489891,2624009],[1491086,2624480],[1491318,2624707],[1495821,2327787],[1496780,2111637],[1497072,2491637],[1497582,2112965],[1499030,1882240],[1501003,1628562],[1502414,2629304],[1504046,1886120],[1504922,2332847],[1505922,2631251],[1507538,2498003],[1508965,2498609],[1515040,2331529],[1518030,2335206],[1518948,2637301],[1529638,2139107],[1531888,1912841],[1533861,1661034],[1535272,2643782],[1536392,2343662],[1536904,1916721],[1540396,1921782],[1541591,2646648],[1541823,2646875],[1547898,2155446],[1548004,1927406],[1550816,2523313],[1551630,2359227],[1551922,2524004],[1563583,2168763],[1563815,2530976],[1569890,2174383],[1569996,1948252],[1570875,2166231],[1573500,1953472],[1574911,2538457],[1578525,2181792],[1580979,2540640],[1583796,2668163],[1587301,2387945],[1588486,2669264],[1590379,2189510],[1591181,2547091],[1593884,1722988],[1595952,1972442],[1597949,1724769],[1598763,2397757],[1599055,2672442],[1599565,2672530],[1600161,2390074],[1600671,2199174],[1602098,2551801],[1604592,2396071],[1605510,2674743],[1615360,1743834],[1619425,2679625],[1620531,2679985],[1621041,2680073],[1622489,1747416],[1623342,1750177],[1625735,2417310],[1626068,2218144],[1626986,1999257],[1628879,2001673],[1630787,1756357],[1631982,2683943],[1632214,2684170],[1634513,2567741],[1636862,2569396],[1637676,2417136],[1637968,2570087],[1655814,2025975],[1658540,2243686],[1661351,2030846],[1663259,1788069],[1664454,2696301],[1664686,2696528],[1665574,2249489],[1665806,2431681],[1666985,2584436],[1669334,2039178],[1670148,2252562],[1670440,269889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] cell #2457 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [421221,1681804],[476269,1766109],[503964,1808509],[537506,1855881],[564829,1890145],[570920,1389679],[595095,1683674],[610122,1952380],[628115,1972329],[632232,1976744],[634531,1476485],[658635,2005438],[661511,1767979],[684177,2034611],[694148,1553197],[711500,2068875],[730403,2087444],[730714,2087705],[732042,1608970],[734744,1856672],[759285,2114288],[763402,2118703],[765701,1639243],[786755,2141758],[790872,2146173],[793171,1408446],[799560,2155930],[817275,2174867],[820151,1954250],[825654,1711220],[834896,1720993],[837453,1970574],[839925,2195780],[840409,1737529],[840453,2196026],[864958,2215995],[870659,2220542],[870970,2220803],[872298,1769085],[875000,2006229],[899832,2246084],[900143,2246345],[901471,1522408],[904173,2035402],[909777,2255213],[913894,2259628],[928714,2272928],[932831,2277343],[935130,1571964],[935827,1828509],[941519,2287100],[941978,1582088],[946606,1839954],[953556,2085605],[956604,2296754],[957054,1609143],[982376,2314872],[982687,2315133],[983025,1876663],[985582,2112533],[988054,2319008],[988538,1893199],[988582,2319254],[1013626,1653172],[1014323,1904769],[1016183,2140003],[1018655,2342451],[1019139,1652208],[1019183,2342697],[1029398,2350853],[1029709,2351114],[1031037,1413770],[1031302,1156496],[1031734,2154226],[1033739,1924764],[1043688,2362666],[1049389,2367213],[1049700,2367474],[1051028,1684780],[1053730,2175658],[1056998,1949982],[1057309,1704340],[1059334,2376342],[1063451,2380757],[1068082,1961361],[1069772,2191905],[1075723,2194411],[1095262,1738493],[1095959,1984797],[1101165,1989511],[1104743,2405380],[1105227,1996616],[1105271,2405626],[1108115,2218703],[1111163,2409376],[1111613,1769258],[1126809,2420575],[1132877,1775849],[1138121,2022574],[1138432,1794070],[1139467,2428816],[1139827,2244245],[1142875,2430607],[1143325,1522581],[1151007,2037700],[1153479,2437951],[1153963,1539091],[1154007,2438197],[1155727,1283734],[1156185,2257348],[1168647,2448725],[1168958,2448986],[1169296,1812527],[1169993,2052898],[1171853,2271173],[1174325,2452861],[1174809,1811563],[1174853,2453107],[1182362,1829750],[1182890,2066592],[1185068,2461263],[1185379,2461524],[1186707,1577288],[1186972,1316611],[1187404,2285396],[1189409,2072893],[1194449,2077673],[1195605,2292758],[1207265,2300223],[1217182,1858970],[1222426,2098708],[1222737,1602243],[1223772,2483864],[1224370,2484484],[1227437,2103320],[1229127,2104632],[1231605,2487422],[1232055,1876836],[1235078,2317639],[1243106,2119638],[1253968,2500743],[1254279,2501004],[1254617,1894163],[1255314,2126756],[1259909,1899310],[1260648,2132629],[1261599,2338576],[1262719,2143373],[1265218,1916166],[1265746,2134857],[1266884,2508094],[1267195,2508355],[1267550,2341082],[1278466,2148767],[1281514,2516498],[1281964,1408619],[1284262,2353081],[1292992,1930408],[1296570,2525906],[1297054,1935183],[1297098,2526152],[1298236,2162830],[1298547,1422304],[1298885,1688998],[1299150,1429953],[1299582,2373098],[1299942,2365374],[1302990,2529902],[1303440,1684953],[1311122,2177956],[1311374,1951831],[1313594,2537246],[1314078,1701463],[1314122,2537492],[1315842,1446492],[1316300,2378477],[1323056,2382921],[1324926,2385859],[1335985,2391976],[1345955,1979338],[1346694,2204182],[1347645,2399441],[1348765,1973944],[1351264,1729895],[1351792,2206410],[1352930,2557207],[1353241,2557468],[1353816,2558003],[1356307,1990404],[1356821,2210771],[1357977,2211429],[1369637,2220015],[1372565,2006402],[1379554,2008527],[1383132,2571989],[1383616,2013302],[1383660,2572235],[1384798,2231806],[1385109,1509110],[1385447,1773303],[1385712,1516759],[1386144,2226427],[1386777,2026894],[1390384,2237928],[1390519,2576170],[1390835,2426611],[1391955,2247500],[1393645,2242222],[1395017,2034062],[1396158,2578454],[1396642,1780624],[1396686,2578700],[1402495,2434076],[1419600,2591509],[1420084,1806699],[1422667,2047439],[1423406,2263799],[1424357,2048724],[1425477,2274543],[1426835,2594447],[1427285,1812700],[1427976,1551877],[1428504,2266027],[1429184,1559676],[1429642,2457921],[1430308,2451492],[1438336,2278278],[1441224,2279937],[1444272,2604560],[1444722,1572137],[1447020,2463491],[1453924,2467673],[1461894,2083582],[1464712,2472604],[1466582,2475542],[1473583,1848164],[1477190,2304344],[1477325,2619371],[1477641,2481659],[1478761,2088860],[1480451,2308638],[1481823,1855332],[1482964,2621655],[1483448,1863745],[1483492,2621901],[1486574,2104371],[1488444,2311032],[1497833,2113426],[1499503,2318297],[1506406,2631749],[1506890,1888335],[1509473,2121297],[1510212,2327410],[1511163,2122582],[1512283,2115903],[1513641,2634687],[1514091,1894336],[1514782,1637923],[1515310,2329638],[1515990,1645722],[1516448,2324068],[1517360,2138937],[1517531,2636956],[1519432,2503447],[1519916,1900595],[1519982,2335107],[1520969,2638296],[1521302,2506385],[1523564,2338869],[1526626,2640290],[1527076,1653345],[1532361,2512502],[1544021,2519967],[1549853,1929123],[1550192,2651670],[1550295,1679406],[1550636,1679903],[1552683,1931425],[1553902,2359057],[1554037,2528673],[1554353,2159233],[1555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] cell #2458 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [570977,1387352],[590653,1674608],[634588,1474158],[689588,1800692],[694205,1550870],[713881,1833963],[732099,1598003],[732275,1596141],[765758,1636916],[793228,1669388],[793404,1921681],[796722,1923543],[802840,1681374],[802948,1421853],[809469,1938999],[822686,1955251],[825783,1711418],[834953,1719772],[842441,1724938],[872355,1758118],[872531,1756256],[878974,1765679],[879082,1508659],[885603,2017118],[901528,1789830],[901704,1787968],[907251,2039347],[917469,1552361],[922987,2055073],[923995,2055288],[935187,1828743],[935363,2069810],[937709,1829644],[938681,2071672],[941902,1581988],[944413,1839830],[962236,1855451],[962344,1601792],[983082,1875442],[983258,1874659],[990570,1880608],[997497,1638407],[1003015,2128931],[1004023,2129146],[1013683,1906043],[1013859,2137965],[1015275,1906944],[1021171,1911209],[1036269,2158185],[1042813,2164665],[1044750,2165788],[1051085,1944389],[1051261,1942527],[1056288,1703253],[1056808,2179603],[1057704,1951950],[1057812,1703889],[1058459,1950827],[1065701,1961424],[1077496,1970450],[1079784,1725528],[1084673,1730379],[1095319,1986071],[1095495,2209518],[1096911,1986972],[1098972,1989387],[1100140,1990264],[1106219,1994528],[1116795,2005008],[1116903,1761907],[1116971,2004225],[1119390,2227161],[1125934,2233641],[1127871,2234764],[1130684,2018560],[1131852,2237528],[1136332,1783493],[1137931,2242879],[1138592,2024409],[1148507,2034181],[1148615,1793619],[1160979,2261564],[1161290,2261787],[1168015,2267771],[1169353,2054172],[1169529,2053389],[1176841,2059338],[1181558,1829191],[1183768,1830234],[1184436,2067406],[1192122,1839518],[1198510,2292604],[1203194,2085668],[1205881,1598665],[1206192,1851129],[1214989,2094694],[1216157,2303944],[1220637,1866614],[1222236,2309295],[1222897,2100543],[1225056,2103383],[1226623,1869892],[1226934,2104508],[1236851,2112409],[1238019,2113286],[1239139,1881198],[1244028,1886049],[1244098,2117550],[1246300,2325175],[1246611,2325398],[1253336,2331382],[1254674,2128030],[1254850,2127247],[1257074,2130394],[1257528,2130853],[1259095,2334737],[1259406,2334960],[1263308,1906491],[1266252,2136601],[1269323,2139879],[1271611,1911799],[1276500,1916650],[1287146,2155500],[1287254,1927332],[1287322,2356189],[1288921,2356938],[1289296,2357075],[1290799,2158816],[1291967,2159693],[1296447,1938052],[1298046,2163957],[1308622,2174437],[1308730,1948178],[1308798,2173654],[1310519,1951256],[1327494,2385489],[1327805,2385712],[1328925,2191781],[1332502,1970138],[1334724,1971609],[1335099,1727329],[1337722,2197756],[1338890,2391822],[1340010,2199495],[1343120,2201947],[1343574,2202406],[1345141,2395602],[1345452,2395825],[1349354,1986519],[1352298,2208154],[1354494,1989075],[1355610,2211492],[1355985,1990052],[1360882,2405226],[1362002,1995118],[1365566,2218766],[1367133,1999458],[1367444,2219891],[1368253,1758780],[1368564,2000686],[1375483,2414847],[1375858,2414984],[1377361,2227792],[1378529,2228669],[1383009,2016171],[1384608,2232933],[1386872,2235946],[1388014,2020457],[1388468,2423553],[1388843,2423690],[1393042,2024838],[1398424,2244308],[1401111,1790492],[1401422,2029859],[1410219,2253334],[1411387,2437797],[1412507,2039937],[1415867,1545236],[1417396,2044788],[1417466,2443148],[1419170,2443877],[1420286,2262023],[1422164,2263148],[1426066,2054620],[1432081,2271049],[1433249,2271926],[1434369,2059928],[1439258,2064779],[1439328,2276190],[1449904,2286670],[1450012,2075461],[1450080,2285887],[1457383,2291651],[1457837,2469714],[1458212,2469851],[1458943,2292821],[1460821,2293946],[1465361,1852318],[1467583,2298186],[1469150,2475172],[1469461,2475395],[1470270,2090973],[1470581,2300099],[1471749,2300976],[1473678,2302362],[1474820,2096591],[1475274,2478601],[1475649,2478738],[1479848,2100972],[1486144,2104196],[1491012,2487052],[1491323,2487275],[1492132,1876104],[1492443,2108986],[1496020,2112097],[1497136,2318360],[1497511,2113074],[1498242,2113568],[1498617,1882999],[1501240,2320984],[1502408,2493385],[1505782,1898210],[1505976,2495895],[1507092,2325634],[1508970,2326759],[1512872,2128478],[1516909,2333467],[1518522,2132874],[1519002,2503716],[1525301,2338452],[1528878,2139567],[1531100,2141038],[1531475,1913600],[1534098,2344427],[1535266,2512348],[1536386,2346166],[1539950,2349077],[1541517,2516128],[1541828,2516351],[1542637,1670050],[1542948,2151178],[1545730,1674297],[1551532,2160713],[1551986,2358163],[1556560,2165094],[1558378,2164547],[1561942,2365437],[1563509,2168887],[1563820,2366562],[1564629,1945051],[1564940,2170115],[1573737,2374463],[1574905,2375340],[1576025,2180193],[1579385,1707608],[1580914,2185044],[1580984,2379604],[1583920,2543471],[1583985,2383366],[1588060,2384860],[1588540,2545139],[1589619,2191469],[1590735,2386580],[1599119,2549670],[1599494,2549807],[1600225,2392039],[1600600,2199283],[1602103,2393164],[1603471,2394332],[1605084,2204427],[1605564,2552829],[1611863,2399317],[1620141,2404273],[1620595,2560044],[1620970,2560181],[1621701,2215275],[1622076,1995879],[1623579,2406568],[1627040,2219579],[1628119,2001875],[1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] cell #2459 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2460 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [797405,2153096],[825670,2185967],[910885,2256385],[935843,2280574],[939364,2284266],[941896,2076357],[959267,2087327],[1006102,1899253],[1014339,2339506],[1027135,2350736],[1030874,2352212],[1045433,2364475],[1056282,2178267],[1056425,2373972],[1060442,2377514],[1081473,2195945],[1087738,1979281],[1095975,2400371],[1113826,2220425],[1128554,2422384],[1136326,2242533],[1137548,2427308],[1145538,2245967],[1151685,2438116],[1161772,2047382],[1170009,2449916],[1170171,2450121],[1181408,2280167],[1182314,2459379],[1182805,2461146],[1186544,2462622],[1207794,2088803],[1220631,2308949],[1221853,2482356],[1233189,2314755],[1240828,2319173],[1247093,2121240],[1255330,2501934],[1255492,2502139],[1256926,2503133],[1263158,2339099],[1265170,2506998],[1265661,2507977],[1273300,2342616],[1279565,2148710],[1289716,2522267],[1291281,1930795],[1291384,1681888],[1296441,2363662],[1297663,2526603],[1298722,2527454],[1305653,2367096],[1310374,2374226],[1311800,2537411],[1329407,2192141],[1342972,2552246],[1349204,2399964],[1351216,2556111],[1351707,2557090],[1356405,2403775],[1362585,2405545],[1370166,2221901],[1373699,2412467],[1376278,2568350],[1377843,2008914],[1377946,1766193],[1383003,2421571],[1384225,2572686],[1385284,2573537],[1386729,2574433],[1387866,2424510],[1389263,2575279],[1392897,2427562],[1395443,2578619],[1403024,2247443],[1415861,2041925],[1419684,2591195],[1419921,2591282],[1421584,1808564],[1425916,2449509],[1427928,2595060],[1428419,2448608],[1436058,2453026],[1442323,2279880],[1453238,2290520],[1457235,2611427],[1458632,2611933],[1471063,2091462],[1471166,1855965],[1473535,2617634],[1474672,2479558],[1476069,2618480],[1479703,2482610],[1482249,2621820],[1486658,2104254],[1486895,2486000],[1492925,2315369],[1497931,2491934],[1504111,2493704],[1505776,2333236],[1506490,2631435],[1506727,2631522],[1508390,1890200],[1512722,2501527],[1514734,2635300],[1515225,2500626],[1516901,2636795],[1518379,2504503],[1519516,2637485],[1519753,2637572],[1525783,2338812],[1545580,2152795],[1548083,2650757],[1549786,2651287],[1550247,2651405],[1551384,2523805],[1552781,2524301],[1556415,2526857],[1558961,2526071],[1566542,2368572],[1570075,2532993],[1574219,2178343],[1574322,1952464],[1579379,2182181],[1583579,2383694],[1587917,2669108],[1589054,2669448],[1589291,2669535],[1594520,2194174],[1596631,1973269],[1598517,1725104],[1599914,2672772],[1601020,2390371],[1601523,1976799],[1603463,2674237],[1604941,2553616],[1606078,2674927],[1606315,2675014],[1612345,2399677],[1615996,2403142],[1616276,2559092],[1616737,2211594],[1619993,2679809],[1621390,2680315],[1627554,2219637],[1627791,2564450],[1633821,2224560],[1633924,2005522],[1634851,2422083],[1635832,2685898],[1636293,2686016],[1637430,2569888],[1638827,2570384],[1642461,2572940],[1645007,2572154],[1647731,2575297],[1648468,2424373],[1648748,2691101],[1649209,2691219],[1666293,2250102],[1666396,2034695],[1669902,2039513],[1671299,2699220],[1674933,2256631],[1677479,2702560],[1679273,2703057],[1680751,2592565],[1682125,2593025],[1688155,2449222],[1693161,2598959],[1699341,2600729],[1701006,2269625],[1703620,2068930],[1707952,2283965],[1710455,2607651],[1712982,1839510],[1716631,2718317],[1717648,2718549],[1718109,2718667],[1720286,2613321],[1722848,2295142],[1725405,2088550],[1727186,1850736],[1728323,2721299],[1728560,2721386],[1729402,2299845],[1729639,2474120],[1730799,2617289],[1733052,2618498],[1733789,2479421],[1734069,2723051],[1734530,2723169],[1743694,2485257],[1744524,2104188],[1748032,2727228],[1749169,2727568],[1749406,2727655],[1753766,2498121],[1754635,2317402],[1754915,2627907],[1755376,2318462],[1756746,2115228],[1758632,1880774],[1760029,2730892],[1761638,2118758],[1762543,2502385],[1763578,2732357],[1765056,2632805],[1766430,2633265],[1772460,2501240],[1775406,2504220],[1776236,2736760],[1786347,2340845],[1788458,2142698],[1790344,1911375],[1791741,2741265],[1792847,2510897],[1793350,2146228],[1796768,2150785],[1797905,2743420],[1798142,2743507],[1804172,2354871],[1804275,2156014],[1807086,2652269],[1807823,2523668],[1808103,2652759],[1819381,2366308],[1819618,2658117],[1825648,2371231],[1825751,2174951],[1826678,2364174],[1829257,2179769],[1830654,2664051],[1834288,2377760],[1836834,2665821],[1839576,2759283],[1842649,2547209],[1843711,2759953],[1845438,2384437],[1846179,2670677],[1848661,1970130],[1850490,2196440],[1852310,1971672],[1853047,2554629],[1853327,2762011],[1853788,2762129],[1854367,2548718],[1854828,2392141],[1856202,2674023],[1858527,2553333],[1859357,2763580],[1868652,1989067],[1872301,2766893],[1873318,2767125],[1873779,2767243],[1875149,1992206],[1875956,1994694],[1878228,2569898],[1878518,2407764],[1879348,2219571],[1881075,2221648],[1882856,2000293],[1883993,2769875],[1884230,2769962],[1886469,2685671],[1888722,2686880],[1889459,2569751],[1889739,2687370],[1906557,2243045],[1909119,2428995],[1911676,2247190],[1913457,2029466],[1914594,2778428],[1914831,2778515],[1915673,2433698],[1915910,2581145],[1917070,2698029],[1919323,2254556],[19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] cell #2461 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [595555,1931223],[661971,2009342],[695439,2048531],[735204,2091890],[766992,2122389],[774299,1649933],[802640,1932947],[820611,2178771],[840892,2196343],[845561,2200127],[848157,1735254],[875460,2224988],[878774,2011066],[904633,2250530],[916258,1809288],[936421,2281029],[957235,2297111],[957585,2297235],[959019,1862549],[962036,2092624],[989021,2319571],[993690,2323355],[996286,1890924],[1019622,2343014],[1024291,2346798],[1026887,1668449],[1034199,2355299],[1054190,2371659],[1057504,2180495],[1064044,1959734],[1073586,1968380],[1076311,2194892],[1078855,2389424],[1079330,1983196],[1079375,2389684],[1105710,2405943],[1111794,2409733],[1112144,2409857],[1113578,2012106],[1116595,2225722],[1143506,2430964],[1143856,2431088],[1145290,1779428],[1148307,2251264],[1154446,2438514],[1159115,2442298],[1175292,2453424],[1179961,2457208],[1182557,1827804],[1183329,2067293],[1189869,2465709],[1190441,1838161],[1195037,2078154],[1202236,2295571],[1205274,2473314],[1205704,1862711],[1232236,2487779],[1232586,2487903],[1232941,2110339],[1235666,2318120],[1238210,2490987],[1238685,2125155],[1238730,2491247],[1265413,1904064],[1266185,2135558],[1268138,2341563],[1270682,2509950],[1271157,1903168],[1271202,2510210],[1282145,2516855],[1282495,2516979],[1283929,1673690],[1284346,1414751],[1284701,2353782],[1286946,2153521],[1297537,2526469],[1303621,2530259],[1303971,2530383],[1305405,1933987],[1308422,2372393],[1312005,2176736],[1312355,1955039],[1314561,2537809],[1319230,2541593],[1323863,2187253],[1325514,2386340],[1331563,2388379],[1351459,1984092],[1352231,2207111],[1357409,2211252],[1361073,2560550],[1361548,2217333],[1361593,2560810],[1364608,2408193],[1367646,2563644],[1368076,2012268],[1384099,2572552],[1390267,2018496],[1395648,2240140],[1395998,2036191],[1397125,2579017],[1397466,2429424],[1400504,2580339],[1400934,1779590],[1409034,2253270],[1411578,2586132],[1412053,1795556],[1412098,2586392],[1413930,1544307],[1414401,2440409],[1427466,2594804],[1427816,2594928],[1428171,2052193],[1428943,2266728],[1430896,2451973],[1433440,2598012],[1433915,2051297],[1433960,2598272],[1442080,2070515],[1442600,2279146],[1444903,2604917],[1445253,2605041],[1446687,1833045],[1447104,1578269],[1447459,2464192],[1449704,2284691],[1454703,2289161],[1455800,2470220],[1467170,2476023],[1477073,2094630],[1482454,2306556],[1482804,1857461],[1483931,2622218],[1484471,2622637],[1487381,2310481],[1489032,2311513],[1491525,2624769],[1491955,2110501],[1495081,2489942],[1503074,2324201],[1514272,2635044],[1514622,2635168],[1514977,2126051],[1515749,2330339],[1520239,2130847],[1520965,2335464],[1521890,2506866],[1522996,2344363],[1525540,2146773],[1526060,2337290],[1527257,2640647],[1527607,2640771],[1527939,2508905],[1538992,2349071],[1542030,2646937],[1542460,1668611],[1544827,2518681],[1553785,2158752],[1557449,2654217],[1557924,2162963],[1557969,2654477],[1559166,2361269],[1559516,1684463],[1559871,1938081],[1560288,1689979],[1560643,2535177],[1560984,2528719],[1564022,2657311],[1564452,1934149],[1572552,2374399],[1572819,2180275],[1575096,2663104],[1575571,1950115],[1575616,2663364],[1577448,1706679],[1577919,2539704],[1584837,2543448],[1586561,2545580],[1597082,2550176],[1606801,2202400],[1607527,2396329],[1608452,2555979],[1609558,2197692],[1612102,1977344],[1612622,2398155],[1613819,2678089],[1614169,2678213],[1614679,2678577],[1616984,2211992],[1617461,2401783],[1618558,2402275],[1629928,2409225],[1632851,2225884],[1639831,2227728],[1643495,2688828],[1643970,2231939],[1644015,2689088],[1645212,2419178],[1645562,1768768],[1645917,2016200],[1646334,1774284],[1646689,2414651],[1647248,2243944],[1650605,2424319],[1650747,2693087],[1651030,2577245],[1652109,2432033],[1653760,2427735],[1655133,2251044],[1656290,2693610],[1656765,2022707],[1656810,2693870],[1662400,2583048],[1679701,2703377],[1680168,2046958],[1682611,2262017],[1683337,2445874],[1684262,2263084],[1685368,2454773],[1686755,2705509],[1687185,2052355],[1687912,1810149],[1688432,2447700],[1689158,1815645],[1689629,2602234],[1690311,2596967],[1698304,2458054],[1701364,2459481],[1704402,2713199],[1704832,1827966],[1707199,2606743],[1714131,2610195],[1721581,2293882],[1724106,2613718],[1725830,2615850],[1732569,2085304],[1735926,2479367],[1736068,2725037],[1736351,2620446],[1737430,2298180],[1739081,2482783],[1740454,2092404],[1741611,2725560],[1742086,2098841],[1742131,2725820],[1744952,2311389],[1746676,2484718],[1755623,2318860],[1757197,2490434],[1764006,2732677],[1764473,2120816],[1766916,2325628],[1767642,2497892],[1768567,2326695],[1769673,2320920],[1771060,2734809],[1771490,2126213],[1772217,1891785],[1772737,2499718],[1773463,1897281],[1773934,2495209],[1774808,2340791],[1774965,2736545],[1776664,2637115],[1777131,2131914],[1777191,2504157],[1778092,2738354],[1778388,2639247],[1780525,2507100],[1783522,2738824],[1783952,1904226],[1788909,2643843],[1800279,2649646],[1806317,2157685],[1806506,2747070],[1806603,1929188],[1806927,1929524],[1808811,2159634],[1809960,2523614],[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] cell #2462 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [595557,1931224],[661973,2009343],[695440,2048529],[735206,2091891],[766993,2122387],[774300,1649931],[802641,1932945],[820613,2178772],[825646,1959735],[840894,2196344],[845562,2200125],[848158,1735252],[875462,2224989],[878775,2011064],[904635,2250531],[916259,1809286],[935819,2067294],[936422,2281027],[941980,1838162],[957163,2297112],[957586,2297233],[959020,1862547],[962037,2092622],[989023,2319572],[993691,2323353],[996287,1890922],[1014315,2135559],[1019624,2343015],[1024292,2346796],[1026888,1668447],[1031726,2353783],[1034201,2355300],[1054192,2371660],[1056649,2176737],[1057311,1955040],[1057505,2180493],[1073587,1968378],[1076312,2194890],[1078856,2389445],[1079301,2389686],[1079331,1737519],[1095951,2207112],[1105712,2405944],[1111722,2409734],[1112145,2409855],[1113579,2012104],[1116596,2225720],[1137772,2240141],[1138434,2036192],[1143434,2430965],[1143857,2431086],[1145291,1779426],[1148308,2251262],[1154448,2438515],[1155836,2440410],[1156498,1284347],[1159116,2442296],[1169985,2266729],[1175294,2453425],[1179962,2457206],[1182367,2070516],[1182528,2279148],[1182558,1827802],[1187396,2464193],[1189871,2465710],[1195038,2078152],[1202237,2295592],[1205272,2473332],[1205705,1609148],[1222077,2306557],[1222739,1857462],[1232164,2487780],[1232587,2487901],[1232942,2110337],[1235667,2318118],[1238211,2491008],[1238656,2491249],[1238686,1893189],[1255306,2330340],[1260509,2335465],[1265223,2146774],[1265384,2337292],[1265414,1904062],[1268139,2341561],[1270683,2509971],[1271128,2510212],[1271158,1652198],[1282073,2516856],[1282496,2516977],[1283739,1413931],[1283900,2518683],[1283930,1413760],[1286947,2153519],[1297539,2526470],[1297887,2361270],[1298549,1684464],[1299574,2535178],[1303549,2530260],[1303972,2530381],[1305406,1933985],[1308423,2372391],[1311364,2180277],[1314563,2537810],[1315951,2539705],[1316613,1447105],[1319231,2541591],[1323864,2187274],[1325515,2386338],[1331561,2388397],[1346555,2396330],[1351269,1977345],[1351430,2398157],[1351460,1984090],[1357410,2211250],[1361074,2560571],[1361519,2560812],[1361549,1996606],[1364609,2408214],[1367644,2563662],[1368077,1769263],[1384101,2572553],[1384449,2419179],[1385111,1768769],[1386136,2414652],[1386782,2243945],[1390238,2424321],[1390268,2018494],[1395007,2251046],[1397127,2579018],[1397467,2429445],[1400502,2580357],[1400935,1522586],[1408624,1542461],[1409035,2253268],[1411579,2586153],[1412024,2586394],[1412054,1539081],[1423267,2445875],[1427394,2594805],[1427817,2594926],[1427981,1810150],[1428142,2447702],[1428172,2052191],[1429293,2602235],[1429955,1560289],[1430897,2451971],[1433441,2598033],[1433886,2598274],[1433916,1811553],[1444831,2604918],[1445254,2605039],[1446497,1577449],[1446658,2606745],[1446688,1577278],[1449705,2284689],[1454701,2289179],[1455801,2470241],[1467171,2300213],[1473588,2085305],[1477044,2479369],[1477074,2094628],[1481813,2092406],[1483933,2622219],[1484472,2623278],[1487382,2310502],[1489033,2104622],[1491523,2624787],[1491956,1876841],[1495079,2489960],[1503075,2119628],[1510073,2497893],[1514200,2635045],[1514623,2635166],[1514787,1891786],[1514948,2499720],[1514978,2126049],[1516099,2495210],[1516761,1646335],[1517350,2340793],[1519974,2504175],[1520240,2130813],[1521891,2506864],[1522997,2344361],[1527185,2640648],[1527608,2640769],[1527937,2508923],[1538993,2349037],[1542028,2646955],[1550300,1929189],[1550745,2656805],[1553756,2523616],[1553786,2158750],[1557450,2654238],[1557895,2654479],[1557925,1935173],[1558525,1932729],[1559681,1689159],[1559842,2661013],[1559872,1688988],[1560985,2528740],[1564020,2657329],[1564453,1684958],[1572142,1704833],[1572553,2374397],[1575097,2663125],[1575542,2663366],[1575572,1701453],[1584838,2544089],[1586559,2545598],[1587970,2188794],[1592596,2546981],[1597083,2391946],[1603912,2194122],[1606536,2553288],[1606802,2202366],[1608453,2555977],[1609559,2197690],[1613747,2678090],[1614170,2678211],[1614677,2679097],[1616985,1990409],[1617459,2401801],[1618559,2211399],[1629929,2220005],[1632852,2006407],[1636346,2007308],[1636791,2563138],[1639802,2569699],[1639832,2227726],[1643496,2688849],[1643941,2689090],[1643971,2013292],[1644571,2010848],[1645727,1773464],[1645888,2567346],[1645918,1773293],[1646933,2428950],[1649262,2019043],[1649707,2693088],[1651031,2577266],[1652110,2431999],[1653350,1783953],[1653761,2427733],[1656291,2693631],[1656736,2693872],[1656766,1780614],[1662401,2434066],[1679702,2704018],[1679722,2046650],[1679908,1806928],[1680139,2707713],[1680169,1806689],[1682346,2592237],[1682612,2261983],[1684263,2048714],[1685369,2454771],[1686753,2705527],[1687186,1812705],[1690309,2596985],[1698305,2278268],[1701365,2459447],[1704400,2713217],[1714129,2610715],[1717080,2290468],[1718162,2081501],[1718607,2612348],[1721552,2613132],[1721582,2293880],[1724107,2472226],[1725828,2475525],[1732254,2295097],[1734583,2095177],[1735028,2725038],[1736352,2620467],[1737431,2298146],[1738671,1867074],[1739082,2482781],[1741612,2725581],[1742057,2725822],[174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] cell #2463 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [774358,1647775],[797315,1924299],[848216,1733096],[910876,2041188],[916317,1807130],[939274,2072428],[959078,1852354],[959258,1850649],[996345,1888766],[1026946,1919367],[1027126,2150698],[1030879,2152403],[1037821,1930839],[1037929,1681815],[1045343,2166544],[1060433,2181444],[1064209,1959931],[1073645,1967262],[1081478,1971811],[1113637,2001911],[1113817,2000206],[1120942,2008958],[1121050,1766120],[1128464,2235520],[1145349,2031084],[1145529,2029379],[1151690,2254695],[1162972,1808497],[1169013,2268697],[1170162,2268888],[1182616,2067496],[1182796,2281868],[1185434,2068332],[1186549,2283573],[1190343,1837911],[1192878,2078047],[1211138,2091506],[1211246,1855892],[1233000,2109221],[1233180,2108506],[1240833,2113770],[1248293,1890133],[1254334,2332308],[1255483,2332499],[1265472,2136691],[1265652,2339870],[1267250,2137527],[1273305,2141240],[1289707,2357325],[1296581,2362824],[1298727,2363782],[1305464,2171340],[1305644,2169635],[1311266,1951805],[1311805,2375824],[1312769,2178387],[1312877,1952391],[1313605,2177429],[1321596,2187296],[1333258,2194785],[1335510,1972340],[1340524,1976732],[1351518,2208244],[1351698,2400735],[1353296,2209080],[1355250,2211145],[1356396,2211864],[1362590,2215477],[1373510,2224604],[1373618,2005449],[1373690,2223889],[1376269,2415234],[1383143,2420733],[1385289,2421691],[1388108,2236687],[1389254,2423940],[1393789,2025387],[1395448,2428298],[1396169,2241695],[1406368,2250146],[1406476,2034622],[1419611,2444137],[1419926,2444199],[1426823,2449142],[1428230,2267861],[1428410,2267146],[1436063,2272410],[1441235,2067892],[1443523,2068863],[1444260,2279800],[1452545,2077796],[1458623,2470101],[1463252,2295614],[1465802,1852951],[1466117,2087693],[1474914,2303103],[1476060,2478988],[1480595,2101521],[1482254,2483346],[1482975,2308111],[1485114,2310524],[1486585,2104358],[1486900,2311406],[1496776,2318013],[1497922,2318732],[1499028,2114299],[1504042,2118691],[1504116,2322345],[1506417,2496155],[1506732,2496217],[1513629,2501160],[1515036,2331472],[1515216,2330757],[1517542,2333727],[1517972,2333967],[1519443,2503976],[1519758,2504038],[1523575,2137087],[1526614,2338732],[1529634,2341456],[1531886,2141769],[1536900,2146161],[1547894,2354915],[1548002,2155941],[1548074,2521261],[1549840,2521933],[1550180,2522121],[1551626,2357816],[1552772,2358535],[1557307,2165643],[1558966,2362148],[1569886,2371275],[1569994,2174878],[1570066,2370560],[1571952,2177752],[1588981,2545399],[1589296,2545461],[1590375,2386233],[1593827,2194534],[1595894,2195748],[1596234,1973932],[1598759,2390981],[1599905,2550057],[1601011,2392411],[1604104,2394592],[1604534,2394832],[1606005,2553089],[1606320,2553151],[1610137,2208640],[1613176,2399597],[1615303,2210894],[1616330,2402318],[1616670,2211683],[1621381,2560431],[1622487,2216006],[1626010,2408236],[1627481,2219741],[1627796,2409118],[1628560,2002508],[1628875,2220791],[1635886,2568016],[1636226,2568204],[1637672,2415725],[1638818,2416444],[1643353,2234619],[1645012,2420057],[1647332,2422826],[1648372,2238257],[1648802,2574945],[1649142,2575133],[1653160,2242018],[1658482,2429467],[1661032,2031681],[1661347,2246333],[1670144,2436956],[1671290,2586013],[1672396,2255224],[1675825,1801478],[1677410,2259616],[1677484,2590371],[1679317,2591016],[1680344,2444377],[1682130,2445259],[1685947,2268257],[1692006,2451866],[1693152,2452585],[1694258,2272939],[1699272,2277331],[1699346,2456198],[1710266,2465325],[1710374,2287111],[1710446,2464610],[1717272,2469470],[1717702,2611599],[1718042,2611787],[1718742,2470263],[1720528,2471145],[1724712,2088730],[1726779,2474402],[1728250,2615669],[1728565,2615731],[1729329,2299949],[1729644,2475916],[1730790,2476635],[1732653,2477874],[1733693,2304673],[1734123,2618146],[1734463,2618334],[1738481,2308434],[1744568,2311155],[1749096,2624588],[1749411,2624650],[1750175,2109818],[1750490,2315121],[1753942,2317762],[1754969,2490477],[1755309,2318551],[1756009,2318976],[1756349,2115891],[1758874,2492544],[1760020,2629246],[1763435,2129932],[1763622,2631256],[1764649,2496395],[1766435,2497277],[1770252,2331868],[1774434,2502954],[1775837,2335577],[1776280,2637306],[1782202,2506759],[1785654,2341205],[1787721,2342419],[1788061,2143361],[1790586,2511507],[1791732,2643724],[1792838,2512937],[1796361,2515358],[1797832,2646756],[1798147,2646818],[1798911,1919964],[1799226,2351102],[1801964,1923984],[1807727,2359386],[1808157,2522844],[1812515,2363147],[1814314,2362677],[1817837,2528762],[1819308,2366412],[1819623,2529644],[1820387,2171937],[1820702,2367462],[1829499,2536251],[1830645,2536970],[1831751,2376353],[1835180,1956037],[1836765,2380745],[1836839,2540583],[1839680,2668159],[1839735,2543752],[1843312,2544916],[1843755,2669269],[1844745,2385982],[1845772,2546115],[1853381,2672438],[1853721,2672626],[1854421,2550219],[1854761,2392230],[1856207,2551101],[1857555,2552067],[1858958,2396442],[1859401,2674748],[1865323,2555872],[1872942,2559800],[1873372,2679981],[1873712,2680169],[1874412,2405348],[1874752,2216668],[1876198,2561475],[1879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] cell #2464 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [774224,1647883],[803147,1681809],[848082,1733204],[879281,1766114],[916183,1807238],[917672,1808499],[957062,1852608],[958944,1852462],[962543,1855886],[996211,1888874],[997700,1890135],[1026812,1919475],[1031431,1674673],[1037687,1930947],[1058011,1952385],[1073511,1967370],[1079255,1973637],[1079850,1972334],[1084876,1976734],[1111621,2002165],[1113503,2002019],[1117102,2005443],[1120808,2009066],[1143333,2031338],[1145215,2031192],[1148814,2034616],[1155735,1800633],[1182482,2067604],[1183971,2068865],[1187101,1834028],[1192818,2078100],[1205883,2087558],[1206257,2087695],[1211004,2091614],[1232063,2109475],[1232866,2109329],[1238610,2115596],[1239205,2114293],[1244231,2118693],[1265338,2136799],[1271082,2143066],[1271677,2141763],[1276703,2146163],[1281972,1919621],[1283854,1923485],[1287453,2155935],[1299279,1939064],[1303448,2171594],[1305330,2171448],[1308929,2174872],[1312635,2178495],[1315850,1955192],[1319937,1711228],[1321719,2187298],[1333198,2194838],[1334665,2195750],[1335097,2196126],[1351384,2208352],[1355190,2211198],[1356315,2211927],[1361473,2216373],[1362068,2216000],[1368255,2220656],[1368629,2220793],[1372573,2224858],[1373376,2224712],[1385841,2017183],[1388048,2236740],[1401113,2246198],[1401487,2246335],[1406234,2250254],[1411978,2037393],[1412573,2255218],[1417599,2259618],[1424548,1815471],[1427293,2268115],[1428096,2267969],[1429192,2055229],[1433840,2274236],[1434435,2272933],[1439461,2277333],[1443075,1828517],[1444730,2067750],[1446612,2071614],[1450211,2287105],[1450883,1582217],[1452653,2289198],[1463375,2295616],[1465303,2296737],[1474854,2303156],[1485237,2310526],[1486579,2311386],[1486840,2311459],[1492134,2314986],[1492508,2315123],[1496716,2318066],[1497841,2318795],[1498183,2318978],[1498615,2319354],[1502999,2323241],[1511354,1897107],[1514099,2331726],[1514902,2331580],[1515998,2129087],[1518095,2333969],[1526535,1904777],[1527084,2136945],[1529574,2341509],[1531041,2342421],[1531473,2342797],[1542639,2350967],[1543013,2351104],[1545302,2154234],[1547760,2355023],[1550644,2158126],[1551566,2357869],[1552691,2358598],[1554093,1937062],[1557849,2363044],[1558444,2362671],[1559796,2165730],[1564631,2367327],[1565005,2367464],[1568949,2371529],[1569752,2371383],[1573428,1950096],[1573802,1706584],[1575496,2177649],[1576091,2376347],[1581117,2380747],[1590315,2386286],[1593935,2388416],[1598699,2391034],[1600930,2392474],[1603367,1741437],[1604657,2394834],[1613097,1984805],[1613646,2208498],[1615411,2401820],[1616453,2402320],[1616672,2402538],[1621642,2405350],[1622074,2405726],[1626133,2408238],[1627475,2409098],[1627736,2409171],[1628061,2409359],[1636690,2227102],[1637612,2415778],[1638737,2416507],[1640139,2015181],[1643895,2420953],[1644490,2420580],[1645842,2234706],[1649606,2237469],[1655742,2022688],[1656116,1795194],[1656690,2241915],[1657285,2428821],[1658605,2429469],[1660533,2430590],[1670084,2437009],[1671551,2437921],[1671983,2438297],[1674299,2257462],[1679520,2047050],[1680093,2261729],[1680467,2444379],[1682070,2445312],[1683413,2054114],[1687364,2448839],[1687738,2448976],[1688907,2052906],[1691946,2451919],[1693071,2452648],[1693413,2452831],[1693845,2453207],[1698229,2457094],[1702263,1831966],[1702695,2066692],[1705011,2461377],[1705385,2461514],[1707674,2285404],[1709329,2465579],[1710132,2465433],[1718506,2292545],[1718865,2470265],[1720468,2471198],[1726902,2474404],[1729323,2475896],[1729584,2475969],[1730709,2476698],[1731005,1865624],[1734927,2303885],[1741063,2098822],[1742011,2308331],[1742606,2483869],[1743188,2484106],[1744676,2484755],[1749676,2487405],[1754050,2489979],[1755092,2490479],[1755311,2490697],[1758814,2492597],[1763825,2120908],[1764398,2325340],[1764772,2496397],[1766375,2497330],[1767718,2127972],[1771669,2500857],[1772043,2500994],[1773212,2126764],[1776483,2132006],[1777056,2334902],[1778088,2132743],[1782142,2506812],[1782503,1917276],[1782935,2134957],[1784131,2508208],[1784505,2508345],[1785762,2508942],[1790526,2511560],[1792757,2513000],[1796484,2515360],[1798412,2516481],[1801065,2353181],[1805473,2355169],[1806314,2356936],[1806326,2158040],[1808280,2522846],[1813469,2525876],[1813901,2526252],[1815097,2162944],[1816640,2373106],[1817960,2528764],[1819302,2529624],[1819563,2529697],[1819888,2529885],[1828685,1953989],[1829439,2536304],[1830564,2537033],[1830906,2537216],[1831338,2537592],[1833654,2378591],[1835722,2541479],[1840583,2543754],[1843958,2191021],[1844531,2385654],[1844853,2545617],[1845895,2546117],[1848278,1978949],[1854185,2391763],[1854544,2550221],[1854763,2550439],[1856147,2551154],[1856411,1986013],[1859604,2203559],[1860177,2395767],[1861209,2204296],[1865263,2555925],[1866056,2206510],[1867252,2557321],[1867626,2557458],[1868174,2557701],[1874176,2405167],[1876138,2561528],[1879500,2563205],[1882572,2564734],[1886379,2567028],[1887950,2414845],[1887962,2227016],[1889916,2568929],[1895105,2571959],[1895537,2572335],[1896733,2231920],[1898276,2226435],[1898921,2027008],[1900210,2423551],[190022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] cell #2465 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [1006110,1899294],[1031545,1924368],[1038144,1931229],[1087746,1979322],[1121265,2009348],[1155666,2041139],[1161780,2047423],[1163187,2048522],[1187215,2072497],[1207802,2088844],[1207969,2088969],[1211461,2091896],[1247101,2121281],[1248508,2122380],[1279573,2148751],[1279740,2148876],[1283779,2152355],[1291289,2159217],[1299393,2166613],[1313092,2178777],[1315781,2181395],[1320136,1711342],[1329415,2192182],[1335583,2196349],[1337222,2197432],[1340739,2200118],[1370174,2221942],[1370341,2222067],[1373833,2224994],[1377851,2228193],[1385955,2235589],[1403032,2247484],[1403199,2247609],[1406691,2250536],[1409719,2253010],[1427879,2054997],[1429123,2268839],[1442331,2279921],[1442498,2280046],[1443738,2281020],[1445316,1829568],[1446537,2283525],[1450768,1581916],[1453246,2289470],[1465805,2089267],[1466186,2297226],[1471071,2300500],[1492933,2315410],[1493100,2315535],[1499101,2319577],[1500740,2320660],[1504257,2323346],[1514685,2128855],[1515929,2332450],[1525791,2338853],[1525958,2338978],[1527670,1906868],[1531959,2343020],[1533598,2344103],[1537115,2346789],[1548217,2355305],[1550575,2357276],[1557455,2164709],[1559721,2363734],[1566550,2368613],[1566717,2368738],[1570209,2371665],[1572700,1703181],[1573237,2374139],[1574227,2374864],[1575102,1950871],[1583634,2382777],[1594528,2388688],[1595845,2389403],[1596232,2197683],[1612353,2399718],[1612520,2399843],[1614232,1986896],[1616004,2402092],[1617065,2402660],[1622560,2405949],[1623079,2406244],[1628563,2222365],[1628944,2409848],[1633829,2413122],[1633996,2413247],[1636621,2415185],[1643501,2233685],[1645767,2421643],[1648476,2423323],[1649537,2423891],[1653908,1783421],[1655551,2427475],[1656296,2024453],[1661035,2247907],[1661416,2431079],[1666301,2434353],[1672469,2438520],[1677625,2442289],[1679707,2261703],[1680018,2444151],[1686746,2267813],[1688163,2449263],[1688330,2449388],[1694331,2453430],[1695970,2454513],[1699487,2457199],[1701370,1829187],[1704393,2067448],[1710589,2465715],[1713023,2289243],[1718437,2470052],[1722903,2472460],[1724664,2298086],[1733797,2478371],[1734858,2478939],[1739229,1866542],[1740872,2482523],[1741617,2100587],[1743749,2484340],[1744958,2311383],[1745269,2485027],[1750178,2315833],[1750559,2487894],[1754643,2490251],[1755704,2490819],[1755960,2490966],[1756347,2320911],[1761718,2494403],[1764012,2325314],[1764323,2496169],[1771051,2331424],[1772468,2501281],[1772635,2501406],[1774971,2130533],[1775461,2503303],[1776670,2334876],[1776981,2503990],[1780531,1906487],[1783513,2136643],[1786355,2509214],[1787672,2509929],[1788059,2344354],[1798914,2149174],[1799295,2516970],[1801551,1925500],[1804180,2520244],[1804347,2520369],[1806311,2521931],[1806497,2357201],[1807831,2522618],[1808892,2523186],[1813263,1937980],[1814387,2526475],[1814906,2526770],[1820390,2369036],[1820771,2530374],[1825656,2533648],[1825823,2533773],[1827795,1951258],[1831824,2537815],[1836980,2541584],[1844145,2385628],[1844456,2545413],[1845446,2545889],[1848702,2388461],[1853055,2549440],[1854116,2550008],[1855156,2550561],[1858092,2202086],[1858582,2552416],[1859791,2395741],[1860102,2553103],[1863652,1986515],[1866634,2208196],[1868693,2401865],[1869606,2558248],[1869792,2402540],[1874107,2560382],[1874363,2560529],[1874750,2406495],[1878573,2562790],[1879782,2409095],[1880093,2563477],[1880334,2410708],[1887947,2568014],[1888133,2415110],[1889467,2568701],[1890528,2569269],[1894899,2016099],[1896023,2572558],[1896542,2572853],[1898820,2236072],[1899717,2020453],[1900207,2574943],[1900393,2423816],[1904055,2024840],[1908018,2579023],[1909174,2579485],[1910935,2431939],[1920068,2585396],[1921129,2585964],[1921385,2586111],[1921772,2253261],[1923987,2042382],[1927143,2589548],[1929107,2443882],[1930020,2591365],[1931540,2592052],[1935090,2054616],[1936449,2449686],[1936830,2594919],[1940914,2597276],[1941975,2597844],[1942231,2597991],[1942618,2454764],[1947989,2601428],[1953473,2280344],[1953854,2605032],[1956110,2073629],[1958739,2608306],[1958906,2608431],[1965023,2291790],[1965513,2611597],[1965699,2469977],[1966443,2612000],[1967963,2612687],[1973556,2614996],[1974765,2475311],[1975076,2615683],[1975755,2475893],[1976066,2616159],[1977127,2616727],[1978848,2302488],[1979745,2096587],[1980235,2618144],[1980421,2478864],[1984083,2100974],[1988046,2622224],[1988530,2622387],[1989788,2484800],[1993702,2487191],[1994013,2624602],[1994254,2488043],[1998259,2490024],[1999172,2627063],[1999358,2490699],[2002612,2628629],[2003673,2629197],[2006965,2130005],[2007226,2495900],[2008139,2631605],[2009659,2632292],[2013209,2128474],[2014568,2501704],[2014949,2635159],[2017335,2333472],[2018487,2132876],[2018961,2503721],[2024176,2639556],[2025976,2339276],[2026357,2640762],[2027432,2508987],[2031785,2643107],[2032846,2643675],[2033886,2644228],[2037312,2646083],[2038521,2516267],[2038832,2646770],[2039073,2348977],[2041526,2153512],[2047846,2160709],[2048336,2651915],[2052184,2165096],[2053093,2654196],[2053480,2527021],[2056147,2176394],[2057303,2656457],[2058512,2529621],[2058823,2657144],[2059064,2531234],[2068197,2662368],[2069258,2662936],[2069514,2663083],[2069901,2374390],[2072116,2182638],[2075272,2666520],[2078024,2668157],[2078662,2668337],[2080945,2384986],[2081419,2545144],[2082281,2545662],[2083194,2669953],[2089757,2672436],[2089943,2549933],[2090687,2672839],[2090873,2550441],[2092207,2673526],[2093469,2394337],[2094621,2204429],[2095095,2552834],[2100310,2676998],[2102110,2400141],[2102491,2678204],[2102938,2557746],[2106982,2404412],[2107472,2679979],[2107658,2560307],[2109922,2681069],[2112810,2563250],[2115515,2683378],[2116724,2565641],[2117035,2684065],[2119086,2685109],[2119545,2235208],[2121704,2229685],[2122194,2686526],[2126042,2234072],[2126951,2688807],[2127338,2573104],[2130753,2237627],[2133007,2427180],[2135872,2692740],[2137392,2693427],[2137669,2693589],[2138056,2427726],[2142985,2695736],[2144194,2582336],[2144505,2696423],[2145184,2582918],[2145495,2696899],[2146556,2697467],[2149664,2698884],[2149850,2585889],[2155205,2701571],[2157959,2703127],[2158743,2264046],[2163683,2595068],[2166232,2278185],[2167688,2597049],[2168601,2707803],[2168787,2597724],[2172041,2709369],[2173102,2709937],[2177568,2712345],[2179088,2713032],[2179329,2459387],[2181782,2284682],[2187518,2610216],[2187638,2717693],[2188080,2610487],[2189768,2469215],[2192605,2294977],[2194762,2720008],[2195400,2720188],[2198157,2615414],[2199019,2615932],[2199932,2721804],[2202306,2304043],[2204560,2482228],[2207425,2724690],[2208945,2725377],[2209222,2725539],[2209609,2482774],[2211122,2726277],[2214043,2486549],[2214517,2624333],[2216292,2728073],[2219272,2327788],[2222855,2730556],[2223041,2629122],[2225305,2731646],[2225713,2332837],[2226935,2732427],[2227719,2327657],[2232659,2635308],[2236147,2736524],[2237302,2736830],[2238262,2506857],[2240921,2639329],[2241834,2738446],[2242605,2507006],[2248397,2740929],[2248583,2643600],[2249327,2741332],[2249513,2644108],[2250847,2742019],[2253735,2646501],[2258639,2649516],[2258950,2745491],[2260011,2746059],[2261578,2651413],[2261923,2358756],[2264177,2365943],[2268562,2749562],[2269226,2372384],[2271450,2656917],[2274155,2751871],[2275364,2659308],[2275675,2752558],[2277726,2753602],[2280834,2755019],[2292378,2760023],[2293327,2387946],[2293873,2387815],[2295836,2671055],[2295956,2761155],[2296398,2671326],[2302563,2763344],[2303718,2763650],[2304678,2555970],[2307337,2676771],[2308250,2765266],[2309021,2556119],[2310746,2678598],[2310866,2766269],[2312996,2559545],[2317990,2768584],[2318111,2417300],[2321385,2683796],[2323160,2770380],[2325189,2686024],[2325534,2416665],[2332173,2773953],[2333741,2574441],[2334309,2774822],[2334751,2691227],[2335076,2577224],[2341433,2777137],[2342071,2777317],[2344828,2696154],[2345690,2696672],[2346603,2778933],[2354096,2781819],[2354282,2701451],[2355616,2782506],[2359391,2451964],[2362963,2785202],[2369526,2787685],[2369712,2709862],[2371976,2788775],[2381140,2792815],[2385061,2794087],[2385503,2718675],[2386210,2794383],[2386331,2472009],[2386480,2471374],[2391596,2795815],[2394606,2617642],[2395174,2796947],[2395616,2723177],[2395941,2620425],[2405000,2799904],[2408172,2497504],[2408458,2729175],[2408578,2801036],[2420872,2805147],[2422636,2636865],[2429689,2739548],[2429809,2807955],[2430251,2739819],[2437571,2810450],[2441190,2745264],[2442103,2812066],[2444719,2813069],[2445486,2528698],[2451843,2815384],[2455238,2752289],[2457013,2817180],[2466026,2820753],[2467416,2543215],[2469484,2669116],[2470199,2546592],[2470485,2760258],[2470605,2822060],[2474744,2823011],[2475186,2762137],[2477684,2674307],[2486624,2826210],[2487066,2767251],[2493159,2827938],[2496737,2829070],[2506736,2831989],[2512122,2833421],[2515700,2834553],[2516142,2780306],[2528984,2786304],[2529104,2838642],[2541398,2842753],[2543198,2610019],[2544726,2718387],[2546457,2844131],[2555849,2846210],[2559814,2727236],[2565074,2848358],[2565516,2802018],[2577510,2807058],[2577630,2851656],[2581769,2852607],[2582211,2808937],[2600184,2857534],[2603762,2858666],[2620711,2824974],[2620831,2862703],[2623915,2766963],[2625646,2863690],[2640124,2866903],[2658741,2871130],[2659183,2839624],[2677566,2875285],[2706386,2880784],[2735686,2886083] ] cell #2466 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [261540],[322874],[355207],[389725],[393248],[429899],[435163],[442803],[468602],[501676],[510251],[513774],[519582],[528091],[555745],[576656],[592748],[602455],[609469],[612992],[621514],[640267],[674762],[675623],[685983],[692425],[702416],[710773],[716905],[743738],[744599],[779151],[780154],[781674],[792831],[808721],[819154],[853009],[854012],[855532],[884855],[886334],[892104],[894209],[905767],[921110],[923633],[964453],[970223],[972328],[1001138],[1003661],[1005346],[1010263],[1041661],[1043766],[1070609],[1086982],[1091899],[1107760],[1124782],[1126887],[1129076],[1161016],[1165933],[1197068],[1213381],[1229964],[1234721],[1246337],[1251254],[1259132],[1289191],[1326197],[1327531],[1345178],[1359440],[1363292],[1375753],[1388738],[1458107],[1469187],[1475544],[1484665],[1489715],[1491049],[1541554],[1585031],[1599389],[1620865],[1631945],[1664417],[1670774],[1724300],[1745146],[1759504],[1791216],[1823772],[1879970],[1910571],[1945775],[1975943],[2058700],[2145372],[2258827] ] cell #2467 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [561307],[657556],[707978],[757073],[762202],[816196],[824716],[834371],[868625],[914848],[926502],[931631],[940440],[950856],[985919],[1013101],[1034697],[1047355],[1057122],[1062251],[1072335],[1094737],[1137127],[1138245],[1151175],[1159646],[1172190],[1183034],[1191599],[1221432],[1222550],[1262887],[1264162],[1265890],[1279146],[1298360],[1311459],[1348933],[1350208],[1351936],[1384922],[1386829],[1392635],[1395102],[1408223],[1425645],[1428648],[1473635],[1479441],[1481908],[1512451],[1515454],[1517583],[1522185],[1556153],[1558620],[1588017],[1604145],[1608747],[1624820],[1642199],[1644666],[1647064],[1679955],[1684557],[1717313],[1732385],[1748132],[1752791],[1764260],[1768862],[1776918],[1806419],[1843044],[1844393],[1860039],[1872983],[1876440],[1888055],[1900315],[1965621],[1975013],[1980343],[1988583],[1992601],[1993950],[2038769],[2078715],[2089865],[2107580],[2116972],[2144442],[2149772],[2195453],[2211813],[2222963],[2248505],[2275612],[2318681],[2342124],[2369634],[2392360],[2452534],[2512886],[2589068] ] cell #2468 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [762873],[874183],[932302],[986604],[992306],[1052913],[1062922],[1073020],[1109642],[1160317],[1172875],[1178577],[1188592],[1199372],[1236008],[1264847],[1288044],[1301469],[1312144],[1317846],[1328082],[1350893],[1394602],[1395787],[1409216],[1418212],[1431238],[1442751],[1452061],[1481408],[1482593],[1523178],[1524458],[1526211],[1539655],[1559305],[1572894],[1609740],[1611020],[1612773],[1645351],[1647291],[1652772],[1655208],[1668258],[1685550],[1688583],[1732612],[1738093],[1740529],[1769855],[1772888],[1775008],[1779237],[1812127],[1814563],[1843271],[1858129],[1862358],[1877433],[1893763],[1896199],[1898593],[1929567],[1933796],[1965060],[1978621],[1992828],[1997180],[2007686],[2011915],[2019421],[2046722],[2080718],[2081879],[2095555],[2107019],[2110148],[2120580],[2131678],[2190693],[2198617],[2203231],[2210509],[2213816],[2214977],[2254195],[2289942],[2299011],[2313921],[2321845],[2345288],[2349902],[2389160],[2402564],[2411633],[2432864],[2455698],[2490723],[2509686],[2532159],[2550465],[2597748],[2644132],[2701475] ] cell #2469 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [115663],[121932],[151104],[158647],[162419],[172792],[179061],[186639],[193611],[202530],[207239],[208350],[211011],[219597],[223369],[227140],[230912],[242527],[246891],[252901],[259873],[261434],[261488],[264582],[267379],[274351],[279060],[279836],[283270],[287979],[289090],[291751],[303248],[306386],[307619],[323863],[326471],[336194],[340558],[343166],[343977],[344324],[346568],[353540],[355101],[355155],[358249],[359025],[359360],[370656],[371103],[372164],[374444],[391310],[394448],[395681],[410273],[413411],[414644],[417305],[417477],[419008],[430888],[433496],[434307],[434654],[435057],[435111],[443300],[445196],[447157],[447371],[449205],[465861],[469951],[470398],[471459],[473739],[491182],[491629],[492690],[494970],[496686],[498432],[499170],[501570],[501624],[508709],[511836],[514974],[518868],[519040],[520571],[524640],[530184],[532803],[535019],[552913],[553360],[553710],[555606],[557567],[557781],[559615],[569574],[579049],[581010],[581224],[583058],[587360],[588894],[589341],[590779],[599714],[600813],[603804],[604251],[605312],[607592],[609308],[611054],[611792],[614192],[614246],[617886],[619455],[624365],[645769],[648660],[648874],[649920],[651313],[653932],[656148],[666130],[667229],[675462],[676497],[676855],[679474],[681690],[687878],[688092],[689787],[699584],[700031],[700864],[702277],[704238],[704452],[706286],[710588],[712122],[712569],[714007],[719912],[721042],[731688],[744438],[745473],[746117],[749056],[750625],[752665],[754019],[755535],[763375],[771137],[771584],[772417],[778095],[781489],[782235],[782682],[783005],[794857],[796912],[801368],[807300],[807514],[808560],[809595],[809953],[812572],[814788],[820976],[821190],[822885],[828839],[830714],[841307],[851953],[855347],[856093],[856540],[857142],[859737],[860168],[861298],[871944],[875338],[877502],[883434],[883648],[884694],[885729],[887902],[888910],[890471],[895169],[895383],[901117],[913867],[915546],[922094],[923448],[924194],[924964],[932804],[936816],[938871],[945184],[950005],[956122],[957997],[966021],[967029],[968590],[973288],[973502],[976968],[978843],[987875],[989436],[995574],[1002122],[1003476],[1004222],[1005524],[1006805],[1007569],[1009444],[1014382],[1020037],[1030683],[1034077],[1035872],[1037459],[1038467],[1044940],[1050674],[1054068],[1063424],[1071768],[1078267],[1083088],[1084167],[1087160],[1088441],[1089205],[1091080],[1096018],[1099743],[1104564],[1110681],[1112556],[1118993],[1120580],[1121588],[1128061],[1129408],[1129784],[1131455],[1142393],[1144268],[1153300],[1154861],[1162475],[1174146],[1175707],[1189747],[1197246],[1198113],[1200820],[1209261],[1210367],[1211784],[1213713],[1214089],[1215760],[1231123],[1237622],[1242443],[1247796],[1256426],[1270094],[1274915],[1275994],[1281032],[1282907],[1289899],[1302508],[1304383],[1313415],[1326529],[1330110],[1338493],[1339613],[1342472],[1359618],[1360485],[1371633],[1374156],[1376461],[1404491],[1405597],[1407014],[1410990],[1416890],[1432852],[1437673],[1456735],[1459921],[1490047],[1502011],[1534869],[1535989],[1547123],[1548540],[1568009],[1570532],[1582999],[1619493],[1676499],[1697241],[1710912], [35835,323108],[50751,393172],[58607,430133],[68919,467633],[70178,322808],[80347,513698],[81510,519816],[83685,525330],[93263,388889],[103979,592982],[106525,601486],[107784,429833],[109271,612916],[111891,440317],[123360,319499],[130485,672001],[136865,692349],[140063,509415],[142317,709804],[143576,519516],[146395,366189],[154876,740977],[169020,574170],[169796,779775],[174555,792695],[176843,592682],[180489,426524],[183525,608633],[198320,637781],[199096,853633],[214888,486715],[215699,891968],[216046,673925],[221739,685917],[227916,921734],[232340,516207],[249499,544624],[250310,970087],[250657,742901],[265358,1001762],[270040,779085],[270212,577153],[276737,792238],[284081,1041525],[284428,807023],[310280,852943],[310452,640764],[327282,1124646],[327629,883157],[330077,671311],[332561,891511],[349229,921044],[349401,700381],[376160,740287],[378644,969630],[388183,1234585],[398342,1001072],[398514,771934],[401489,776526],[420407,804409],[422891,1041068],[453507,850384],[466960,1107694],[475455,880543],[477939,1124189],[503052,918485],[503937,920054],[528791,953135],[554193,1234128],[563917,998513],[564802,1000082],[595433,1040028],[622849,1074773],[632205,1086218],[642728,1355371],[661849,1123149],[711473,1186353],[719481,1192999],[735082,1212266],[790845,1278045],[820489,1314976],[839746,1333379],[904511,1407496],[1018476,1529755] ] cell #2470 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [35836],[50754],[58608],[68922],[70176],[80350],[81511],[83688],[93261],[103980],[106528],[107782],[109274],[111889],[123307],[130488],[136868],[140061],[142320],[143574],[146342],[154879],[169018],[169799],[174558],[176841],[180436],[183523],[185873],[198318],[199099],[214835],[215702],[216044],[221737],[227919],[232287],[249446],[250313],[250655],[265361],[266613],[270038],[270159],[276673],[284084],[284426],[306853],[310278],[310399],[327285],[327627],[329244],[332497],[349227],[349348],[364712],[375327],[378580],[388186],[398340],[398461],[400577],[419574],[422827],[441021],[452595],[464007],[466958],[474622],[477875],[482863],[502140],[526132],[527096],[540772],[551431],[554129],[563005],[572118],[621007],[630510],[635729],[642599],[647261],[648225],[687443],[719352],[733240],[752177],[761680],[789150],[794369],[839617],[859608],[873496],[902669],[931109],[987746],[1018347],[1052226],[1084038],[1174017],[1275865],[1416761] ] cell #2471 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [35838],[50753],[58610],[68921],[70175],[80349],[81513],[83687],[93260],[103982],[106527],[107781],[109273],[111888],[123306],[130487],[136867],[140060],[142319],[143573],[146341],[154878],[169017],[169798],[174557],[176840],[180435],[183522],[185872],[198317],[199098],[214834],[215701],[216043],[221736],[227918],[232286],[249445],[250312],[250654],[265360],[266612],[270037],[270158],[276672],[284083],[284425],[306852],[310277],[310398],[327284],[327626],[329243],[332496],[349226],[349347],[364711],[375326],[378579],[388185],[398339],[398460],[400576],[419573],[422826],[441020],[452594],[464006],[466957],[474621],[477874],[482862],[502139],[526131],[527095],[540771],[551430],[554128],[563004],[572117],[621006],[630509],[635728],[642598],[647260],[648224],[687442],[719351],[733239],[752176],[761679],[789149],[794368],[839616],[859607],[873495],[902668],[931108],[987745],[1018346],[1052225],[1084037],[1174016],[1275864],[1416760] ] cell #2472 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [35843],[49774],[56171],[58615],[61229],[68735],[76171],[79370],[81518],[83501],[86802],[91916],[93035],[98835],[99108],[102252],[106341],[108294],[110382],[111663],[115479],[118780],[119053],[121748],[125049],[130301],[130636],[131119],[133602],[134721],[138716],[138989],[139835],[142133],[144865],[149595],[150876],[154692],[155027],[155510],[157138],[158419],[162235],[163326],[165536],[165809],[167511],[167550],[168792],[169195],[169612],[172608],[175909],[178877],[179212],[179695],[182178],[192081],[195844],[196811],[196850],[198092],[198495],[198912],[201000],[204763],[205730],[207011],[208166],[210827],[211162],[211645],[213358],[213403],[213467],[218088],[219369],[223185],[224003],[225631],[225670],[226912],[227315],[227732],[230728],[231819],[234029],[240261],[244717],[245009],[246707],[247969],[248014],[248078],[255091],[257081],[257903],[258343],[262106],[263073],[263112],[264354],[264757],[265174],[272821],[276584],[277551],[278832],[279652],[281740],[281785],[281849],[282405],[286470],[287751],[288906],[291567],[292385],[292658],[297026],[298809],[299435],[299474],[300969],[303313],[304174],[304283],[306158],[312849],[315193],[318038],[321689],[321981],[323679],[324941],[324986],[325050],[325606],[333928],[338384],[338676],[340374],[341636],[341745],[345399],[347284],[347348],[351570],[352010],[355773],[356740],[358021],[358841],[359176],[362637],[363499],[366860],[366905],[366969],[368168],[368577],[371128],[374132],[380011],[381572],[381981],[384532],[387497],[389031],[391375],[392236],[392345],[396397],[396461],[404051],[405834],[406460],[407994],[410338],[411199],[411308],[413183],[416834],[418824],[428714],[429006],[430704],[431526],[431966],[432075],[432631],[438223],[438632],[439153],[439562],[440459],[444445],[444678],[447022],[451290],[451354],[456069],[457852],[458478],[459355],[459588],[462794],[466155],[466264],[467463],[470423],[484025],[486235],[487386],[487495],[488694],[489103],[491654],[494658],[496153],[498497],[508023],[509557],[511901],[512762],[512871],[516923],[516987],[522899],[523132],[523889],[524122],[525160],[529918],[532273],[532682],[534509],[541934],[544144],[545295],[545404],[546278],[549563],[549972],[550869],[555088],[561764],[568888],[573006],[573415],[574312],[575174],[578298],[578531],[580875],[585143],[585207],[586406],[589366],[596647],[598857],[600008],[600117],[601316],[604276],[616580],[617620],[618937],[626313],[626546],[628574],[636617],[637026],[637923],[638785],[645018],[645251],[646289],[655638],[663063],[665273],[666424],[666533],[670560],[670793],[671831],[672761],[676589],[678944],[679353],[681180],[685399],[692075],[696234],[696643],[697540],[698402],[701759],[708435],[726467],[728813],[731170],[739536],[739769],[740807],[741737],[748790],[750107],[759744],[767787],[768196],[769093],[769955],[776260],[777577],[778567],[784953],[785186],[787214],[796563],[803658],[803891],[804929],[805859],[814278],[825173],[836052],[836461],[846732],[850118],[851435],[852425],[866723],[871426],[879792],[880025],[881063],[881993],[898242],[900599],[910236],[918219],[919536],[920526],[929173],[938522],[944598],[952384],[952617],[963335],[984181],[998247],[999564],[1000554],[1025462],[1030165],[1050156],[1059793],[1065384],[1066585],[1074507],[1077681],[1085700],[1099157],[1107176],[1149606],[1185835],[1191796],[1192034],[1204078],[1225940],[1269508],[1277527],[1320592],[1332414],[1354406],[1399308],[1528790] ] cell #2473 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [55265],[73432],[76916],[89433],[98485],[102385],[105555],[109039],[118430],[127680],[130009],[130769],[134846],[138366],[139653],[142266],[154400],[155160],[160178],[165186],[166473],[169320],[169745],[177434],[178585],[179010],[179345],[183422],[190952],[198620],[199045],[200674],[209384],[210535],[210960],[211295],[214166],[215943],[224826],[227037],[227440],[227865],[237413],[239890],[241191],[246840],[248777],[250554],[251914],[257214],[262268],[264479],[264882],[265307],[267637],[267871],[279785],[280816],[282466],[282548],[284325],[291700],[294843],[295020],[297998],[302505],[304982],[306283],[307877],[308111],[312142],[314385],[316862],[318163],[323812],[324017],[325667],[325749],[327526],[329866],[330482],[340507],[342444],[344221],[346826],[347060],[358146],[358974],[361195],[361446],[361930],[365225],[369501],[369678],[372422],[372656],[374193],[374275],[375949],[376565],[382905],[383082],[386060],[390567],[393044],[394345],[395939],[396173],[401271],[409530],[412007],[413308],[414902],[415136],[420196],[420812],[430837],[432692],[432774],[434551],[437050],[437325],[443558],[445580],[445831],[446315],[447911],[448994],[449610],[450919],[451066],[453289],[460490],[460741],[461225],[464520],[468796],[468973],[471717],[471951],[473488],[473570],[475244],[475860],[490027],[490204],[492948],[493182],[494719],[494801],[496475],[497091],[502834],[511093],[513570],[514871],[516465],[516699],[528285],[528580],[530706],[531100],[531375],[533067],[534801],[536363],[537097],[547460],[547735],[553968],[555990],[556241],[556725],[558321],[559404],[560020],[561476],[563699],[577411],[579433],[579684],[580168],[581764],[582847],[583463],[584772],[584919],[587142],[592431],[592513],[602649],[602826],[605570],[605804],[607341],[607423],[609097],[609713],[618408],[621759],[622010],[622631],[624839],[624920],[627401],[630965],[641022],[649414],[649709],[651835],[652229],[652504],[654196],[655930],[674956],[675251],[677377],[677771],[678046],[679738],[681472],[683034],[683768],[688632],[691640],[691787],[700639],[702661],[702912],[703396],[704992],[706075],[706691],[708147],[710370],[715659],[715741],[720386],[720467],[721564],[723988],[724263],[726719],[727270],[743932],[744227],[749578],[752929],[753801],[758571],[772192],[777048],[780399],[780650],[781271],[783479],[783560],[786041],[789605],[792760],[795121],[798417],[808054],[808349],[810475],[810869],[811144],[812836],[814570],[821730],[824885],[829484],[830035],[836736],[850906],[854257],[854508],[855129],[860642],[860723],[864244],[884188],[884483],[889815],[889896],[890993],[892033],[893417],[893692],[895923],[896148],[896699],[906501],[909063],[912627],[919007],[922358],[923230],[928000],[934719],[937080],[945889],[967934],[968015],[969112],[970152],[971536],[971811],[974042],[977613],[978164],[999035],[1002386],[1003258],[1008214],[1008765],[1010997],[1012175],[1014646],[1015466],[1026265],[1039372],[1039453],[1041590],[1042974],[1058620],[1075295],[1089850],[1090401],[1092633],[1093811],[1096282],[1100448],[1122493],[1122574],[1124711],[1126095],[1129746],[1132160],[1134949],[1138753],[1163884],[1164435],[1166667],[1167845],[1201654],[1201735],[1214051],[1216465],[1219254],[1223058],[1234650],[1249205],[1249756],[1251988],[1253166],[1257309],[1292275],[1295064],[1326867],[1330413],[1330964],[1343355],[1364026],[1378837],[1381626],[1386228],[1452345],[1457618],[1461177],[1473034],[1490385],[1494482],[1583320],[1587416],[1620376],[1712328],[1747531] ] cell #2474 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [371764],[385168],[393982],[448003],[462913],[471059],[473130],[492290],[501104],[514508],[530240],[533740],[546502],[546600],[550100],[555375],[558413],[581856],[590002],[592073],[604912],[606983],[613726],[616804],[616902],[617942],[619224],[624446],[642161],[651369],[654869],[676911],[680411],[685686],[688724],[702046],[705084],[715301],[718914],[719993],[721098],[726777],[729037],[729135],[731457],[749112],[750394],[755616],[776582],[777864],[778854],[783086],[792294],[795794],[810009],[813509],[818784],[829542],[830795],[839179],[841363],[850440],[851722],[852712],[860249],[861354],[871713],[889422],[890527],[891567],[892849],[896206],[898466],[898564],[900886],[906108],[918541],[919823],[920813],[925045],[958078],[967541],[968646],[969686],[970968],[977671],[978924],[989492],[992804],[998569],[999851],[1000841],[1008272],[1009525],[1010604],[1017909],[1020093],[1030452],[1038979],[1040084],[1041124],[1042406],[1050443],[1074829],[1085987],[1089908],[1091161],[1092240],[1107463],[1112637],[1122100],[1123205],[1124245],[1125527],[1144349],[1154917],[1157239],[1163942],[1165195],[1166274],[1175763],[1179075],[1186122],[1193055],[1201261],[1207467],[1212322],[1229329],[1234184],[1245342],[1249263],[1250516],[1251595],[1277814],[1282988],[1304464],[1315032],[1317354],[1318344],[1321798],[1322452],[1330471],[1333435],[1335795],[1341641],[1355427],[1357787],[1363633],[1369839],[1402697],[1407552],[1418710],[1440572],[1445746],[1452403],[1452487],[1452694],[1463454],[1464108],[1466373],[1485316],[1485970],[1488235],[1499313],[1529811],[1532171],[1538017],[1544223],[1566215],[1582666],[1583428],[1593769],[1593976],[1615245],[1615452],[1629131],[1658684],[1659338],[1661603],[1672681],[1694543],[1712133],[1722697],[1743543],[1785596],[1785803],[1799482],[1820958],[1908968], 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] cell #2475 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [223789],[261892],[276780],[277013],[292171],[319012],[332604],[332837],[340794],[355559],[356202],[364203],[378687],[378920],[388360],[403100],[404360],[405290],[422934],[423167],[426037],[431124],[439788],[448588],[455118],[456378],[457308],[463498],[467144],[477982],[478215],[483662],[484729],[485833],[504663],[505923],[506853],[508886],[522137],[524841],[533838],[541571],[542638],[543742],[550198],[554236],[554469],[558998],[565528],[566788],[567718],[571325],[573641],[582441],[591161],[596284],[597118],[597351],[598455],[600997],[615797],[623672],[625551],[628255],[634936],[637252],[642771],[643266],[644855],[645970],[650407],[654967],[657992],[659238],[662700],[663534],[663767],[664871],[668808],[671512],[680509],[689309],[690413],[694553],[696869],[697177],[705669],[714389],[719524],[726104],[728030],[732447],[735905],[736138],[737784],[740488],[745679],[746494],[746967],[747726],[756721],[758310],[759425],[762171],[763862],[766106],[768422],[768730],[774437],[784191],[786895],[793576],[795892],[801906],[803188],[804610],[813607],[816632],[817878],[822174],[822407],[823511],[828401],[829216],[834019],[835301],[839789],[842403],[844982],[846061],[846369],[848295],[856706],[856827],[858799],[867562],[867813],[868286],[869045],[872703],[878040],[879322],[880744],[897459],[901876],[905334],[905567],[907213],[909917],[916396],[926150],[927739],[928854],[931600],[933291],[935535],[937851],[938159],[940876],[944748],[944869],[947608],[947859],[950517],[951622],[954205],[955684],[956499],[959157],[960956],[962584],[963016],[974294],[983430],[984965],[986937],[990532],[996424],[1012749],[1014031],[1018519],[1021133],[1023712],[1024791],[1025099],[1027025],[1035133],[1046292],[1046543],[1047016],[1047775],[1051433],[1056770],[1058052],[1059474],[1062220],[1066854],[1068731],[1069155],[1073724],[1076051],[1076375],[1077831],[1077952],[1080942],[1083229],[1094385],[1095667],[1102418],[1106181],[1108007],[1113716],[1117143],[1133879],[1134130],[1136788],[1137893],[1140476],[1141955],[1142770],[1145428],[1147227],[1148855],[1149287],[1158536],[1159615],[1169701],[1171236],[1173208],[1176803],[1181971],[1182695],[1194777],[1195101],[1195497],[1202166],[1202470],[1204347],[1206648],[1218184],[1218435],[1221093],[1222198],[1228086],[1228510],[1233079],[1240297],[1255022],[1260558],[1260982],[1263721],[1265551],[1267878],[1268202],[1269658],[1269779],[1272769],[1275056],[1279115],[1285866],[1287494],[1294245],[1298008],[1299834],[1305543],[1308970],[1323793],[1324097],[1331511],[1335877],[1346604],[1347028],[1349767],[1351597],[1357149],[1357473],[1357869],[1369020],[1380807],[1384570],[1390007],[1390331],[1390727],[1392604],[1397396],[1397700],[1399577],[1401878],[1408774],[1413665],[1415952],[1423316],[1423740],[1426479],[1428309],[1435527],[1450252],[1454651],[1472907],[1476813],[1477137],[1477533],[1479410],[1487311],[1487615],[1499395],[1510122],[1510546],[1513285],[1515115],[1520169],[1520473],[1522736],[1527887],[1532253],[1539226],[1543404],[1553525],[1553849],[1554245],[1556122],[1565396],[1577183],[1592645],[1602559],[1606731],[1607035],[1609298],[1617409],[1639571],[1639895],[1640291],[1642168],[1649881],[1652343],[1668137],[1672763],[1682541],[1682845],[1685108],[1694625],[1705776],[1721321],[1721645],[1722689],[1731157],[1735202],[1737664],[1752760],[1766846],[1767150],[1769413],[1794386],[1809236],[1811698],[1832118],[1841792],[1846890],[1847194],[1848490],[1876991],[1890872],[1893334],[1908960],[1917428],[1961276],[1963526],[1968328],[1969215],[1991349],[1996751],[2027220],[2077595],[2078995],[2105485],[2138644],[2186809],[2212093] ] cell #2476 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561447],[651806],[691758],[708118],[721535],[755426],[792146],[792731],[810446],[824856],[830605],[841800],[861791],[866959],[874470],[890964],[891419],[892004],[905918],[924855],[934690],[944085],[947005],[957888],[969083],[969538],[970123],[978734],[989929],[992336],[1008583],[1009335],[1010414],[1012146],[1020530],[1040521],[1040976],[1041561],[1045689],[1053200],[1055475],[1066095],[1077168],[1080088],[1090219],[1090971],[1092050],[1093782],[1098644],[1101564],[1109672],[1112447],[1123642],[1124097],[1124682],[1130356],[1132466],[1133276],[1135519],[1144159],[1155354],[1164253],[1165005],[1166084],[1167816],[1176200],[1178607],[1188879],[1199402],[1203588],[1212759],[1214661],[1216771],[1217581],[1219824],[1225450],[1234036],[1234621],[1236523],[1239443],[1249574],[1250326],[1251405],[1253137],[1257922],[1258021],[1268995],[1271915],[1282798],[1285609],[1288331],[1290471],[1292581],[1293391],[1293776],[1295634],[1301499],[1304274],[1315469],[1317876],[1328597],[1330782],[1337394],[1338988],[1341451],[1343968],[1344067],[1354342],[1360980],[1363443],[1365960],[1375131],[1377033],[1379143],[1379953],[1380338],[1382196],[1394632],[1398818],[1407989],[1409891],[1411485],[1412811],[1415054],[1418242],[1420680],[1420779],[1423946],[1431753],[1434673],[1442781],[1445556],[1448367],[1454450],[1459337],[1460493],[1461483],[1463024],[1467977],[1468076],[1468586],[1472053],[1472438],[1481438],[1484352],[1484886],[1490448],[1500912],[1502506],[1504969],[1507486],[1507585],[1510752],[1524973],[1526241],[1533770],[1535364],[1537827],[1539685],[1540344],[1540443],[1540953],[1552479],[1562336],[1571507],[1573409],[1576329],[1576714],[1578572],[1584718],[1585252],[1586242],[1591129],[1591228],[1593186],[1593611],[1595732],[1598966],[1602765],[1611535],[1612803],[1614557],[1614662],[1620442],[1623251],[1625782],[1630735],[1630834],[1631344],[1638525],[1652802],[1654567],[1655723],[1658254],[1663207],[1663306],[1663816],[1667283],[1667668],[1668432],[1670351],[1688613],[1696142],[1697736],[1700199],[1702716],[1702815],[1705982],[1714009],[1714114],[1715044],[1715469],[1716484],[1721975],[1722133],[1723987],[1724521],[1730497],[1738123],[1739888],[1741044],[1742979],[1746357],[1751244],[1751343],[1753301],[1759081],[1772918],[1778069],[1779411],[1782956],[1783055],[1785013],[1785438],[1787559],[1790793],[1794592],[1795379],[1812157],[1815078],[1817609],[1822562],[1822661],[1823171],[1830352],[1840374],[1841078],[1841236],[1842184],[1847854],[1849688],[1849793],[1852163],[1861190],[1862532],[1866077],[1866176],[1870714],[1871139],[1872154],[1877803],[1886167],[1893793],[1896714],[1901315],[1901740],[1902755],[1902991],[1908246],[1908404],[1910258],[1910792],[1916768],[1932628],[1933970],[1937515],[1937614],[1939572],[1945352],[1962890],[1963881],[1970994],[1972804],[1981343],[1981768],[1982783],[1983019],[1990635],[1990793],[1991741],[1997210],[2001720],[2010747],[2012089],[2015634],[2015733],[2019808],[2019966],[2020914],[2026584],[2028418],[2028523],[2030893],[2044906],[2049444],[2049869],[2050884],[2051120],[2056533],[2064897],[2084812],[2088125],[2095942],[2096100],[2097048],[2104849],[2105840],[2110322],[2114763],[2123302],[2123727],[2124742],[2124978],[2132319],[2133310],[2140423],[2142233],[2152212],[2160064],[2160222],[2161170],[2171149],[2185162],[2193273],[2193698],[2201550],[2203872],[2204863],[2210728],[2217156],[2221223],[2229040],[2229198],[2230146],[2246765],[2255688],[2263489],[2264480],[2273403],[2283382],[2290161],[2294332],[2294490],[2301591],[2310391],[2327100],[2328091],[2348221],[2351534],[2367894],[2376817],[2382720],[2383557],[2387258],[2389379],[2393708],[2401360],[2435444],[2461944],[2467502],[2467873],[2473240],[2509905],[2514234],[2543126],[2547829],[2580265],[2641496] ] cell #2477 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [80612],[99229],[119174],[129306],[139110],[153697],[165930],[167376],[176303],[177882],[194366],[196676],[208770],[209832],[222190],[225496],[226261],[234423],[240891],[244874],[258017],[260628],[262938],[263703],[275106],[277416],[282231],[289510],[290572],[297140],[299300],[305983],[317863],[318512],[321846],[325432],[334558],[338541],[351684],[354295],[356605],[357370],[361714],[363703],[371798],[373958],[380641],[385202],[387362],[388324],[394045],[404165],[406325],[413008],[424888],[425537],[428871],[432457],[437241],[439752],[446099],[448088],[456183],[458343],[461009],[462998],[471093],[473253],[479936],[482240],[484229],[492324],[494484],[501167],[505728],[507888],[508850],[514571],[522101],[531291],[533802],[540149],[542138],[547651],[550162],[556509],[558498],[566593],[568753],[571094],[573605],[579952],[581941],[590036],[592196],[594862],[596851],[604946],[607106],[613789],[622278],[625515],[629887],[633208],[634705],[637216],[643230],[652420],[654931],[661278],[663267],[668772],[677962],[680473],[686820],[688809],[694322],[696833],[703180],[705169],[713264],[715424],[724179],[725544],[732216],[735638],[737748],[756685],[761057],[765875],[768386],[780918],[784155],[788527],[791848],[793345],[795856],[801870],[811060],[813571],[819918],[821907],[833983],[835070],[837557],[842367],[846025],[854776],[865800],[872472],[878004],[893608],[894973],[901645],[905067],[907177],[926114],[930486],[935304],[937815],[946710],[951586],[954169],[971727],[973092],[983199],[990496],[1012713],[1013800],[1016287],[1021097],[1024755],[1044530],[1051202],[1056734],[1068695],[1075555],[1094349],[1095436],[1101269],[1106145],[1127651],[1132981],[1137857],[1140440],[1169470],[1176767],[1194281],[1217286],[1222162],[1228050],[1254791],[1260522],[1267382],[1293096],[1297972],[1346568],[1356653],[1379658],[1384534],[1389511],[1423280],[1461998],[1476317],[1510086],[1553029],[1592609],[1639075],[1720825],[1839136] ] cell #2478 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [472613],[556386],[606466],[622155],[652261],[703057],[714784],[724020],[780795],[799926],[810901],[819795],[854653],[893449],[894850],[906714],[935145],[971568],[972969],[1011210],[1013641],[1025733],[1044407],[1092846],[1095277],[1127528],[1132892],[1134417],[1150267],[1166880],[1169311],[1217197],[1218722],[1252201],[1254632],[1260060],[1261979],[1293007],[1294532],[1346106],[1348025],[1364239],[1379569],[1381094],[1389812],[1422818],[1424372],[1424737],[1461909],[1476618],[1493950],[1509624],[1511178],[1511543],[1553330],[1554504],[1592147],[1603191],[1615122],[1623912],[1639376],[1640550],[1683807],[1706408],[1714574],[1721126],[1731416],[1743412],[1768112],[1795018],[1832377],[1840807],[1850253],[1856805],[1867827],[1917687],[1954383],[1962084],[1971427],[2028983],[2035535],[2086328],[2140856],[2244968], [144716,361168],[150560,370852],[191932,445553],[193193,447626],[200851,460463],[206695,470147],[219053,491378],[243681,533040],[253423,383055],[253496,253722],[256348,553109],[258194,555963],[259455,558036],[272672,579406],[273933,581479],[278516,589090],[279493,797240],[287435,604000],[298660,621732],[313919,314165],[314273,649252],[317166,649129],[320021,468946],[320094,320320],[320653,654169],[322946,472686],[337348,679711],[342748,688347],[343780,689983],[350015,699780],[351861,702634],[353122,704707],[357705,712318],[358682,939199],[361591,720359],[373318,536336],[373391,373617],[383536,753325],[386722,752902],[390101,390347],[390455,558159],[393348,560863],[399128,771333],[405685,780372],[406949,782431],[415798,795094],[417059,797167],[421298,807892],[424191,807769],[425321,1045268],[427046,602799],[427119,427345],[427678,812809],[429971,606539],[433078,821445],[434110,823081],[437082,830067],[445976,624812],[447749,450807],[450453,450699],[457703,854230],[458967,856289],[460886,860615],[461257,864276],[469427,654592],[476346,884026],[479239,883903],[480369,1128389],[482117,889788],[482332,890101],[487945,895638],[493844,683007],[493917,494143],[504062,922754],[505755,1165874],[507248,922331],[508512,924390],[510627,510873],[510981,704830],[513874,707534],[517361,937053],[518622,939126],[519654,714857],[531132,727302],[533463,536817],[537583,973880],[540026,967907],[540241,968220],[545854,973757],[547492,978196],[556757,758603],[564927,1002782],[566620,1251195],[568113,1002359],[569377,1004418],[570935,1008797],[571099,1008391],[571586,1009102],[577675,1014619],[579829,783452],[581602,584660],[584306,584552],[591556,798390],[591629,591855],[592820,799999],[594739,1039345],[594954,1039658],[595110,1043006],[596856,1293584],[600567,1045195],[603280,813232],[610199,821568],[613092,824272],[614222,1320216],[627433,630997],[629764,1092606],[629979,1092919],[632330,1096678],[633235,1342320],[634546,1090433],[634710,1090027],[635197,1090738],[641286,1096255],[658712,1128439],[661155,1122466],[661370,1122779],[661526,1126127],[663272,1380146],[666983,1128316],[668309,1129719],[668458,1132053],[668763,1132268],[677803,896731],[680134,683488],[684254,895761],[686697,906474],[686912,906787],[688470,691528],[691174,691420],[692525,914404],[694163,1164467],[694327,1164061],[694814,1164772],[696824,1423748],[703428,928032],[711598,937476],[713291,1446425],[725421,1201627],[725636,1201940],[732057,1219286],[732221,1218880],[732708,1219591],[734759,1223090],[735643,1472246],[737285,1214024],[737434,1216358],[737739,1216573],[760934,1251961],[761149,1252274],[763500,1256033],[765716,1249788],[765880,1249382],[766367,1250093],[768377,1510554],[773145,1256580],[774064,1259600],[786073,789637],[788404,1010970],[788619,1011283],[790970,1015042],[791875,1538696],[793186,1026297],[793350,1025891],[793837,1026602],[795517,798871],[797290,799637],[801556,1292168],[801861,1292383],[817352,1045318],[820166,1058652],[821912,1576522],[832480,1326840],[834911,1330996],[835075,1330590],[835562,1331301],[837468,1343387],[837562,1594646],[840424,1348780],[842053,1347941],[842358,1348156],[846016,1602567],[847003,1342626],[847922,1345646],[865677,1363999],[865892,1364312],[872313,1381658],[872477,1381252],[872964,1381963],[875015,1385462],[877690,1378730],[877995,1378945],[885877,1386405],[901486,1134981],[901650,1134575],[902137,1135286],[904188,1138785],[905072,1667476],[906863,1150183],[907168,1150398],[909095,912659],[911426,913992],[916023,1422358],[930363,1166640],[930578,1166953],[932929,1170712],[937806,1705784],[939249,941596],[946621,1457650],[946715,1453364],[948146,1456889],[951272,1461070],[951577,1461285],[953707,1473391],[954160,1723481],[958784,1478452],[963996,1473211],[980609,1490358],[983040,1494514],[983204,1494108],[983691,1494819],[985597,1506905],[988553,1512298],[990182,1511459],[990487,1511674],[996051,1509164],[1016198,1257341],[1016292,1786473],[1019154,1262734],[1020783,1261895],[1021088,1262110],[1024746,1794394],[1026652,1278157],[1031052,1033754],[1051043,1295096],[1051207,1294690],[1051694,1295401],[1053745,1298900],[1060983,1063549],[1065094,1583148],[1068233,1587773],[1068686,1584212],[1069787,1589469],[1070152,1587593],[1073351,1591687],[1075481,1848556],[1075856,1603721],[1101180,1620408],[1101274,1616122],[1102705,1619647],[1105242,1624667],[1105831,1623828],[1106136,1624043],[1108266,1636149],[1113343,1641210],[1139978,1386585],[1140431,1909752],[1145055,1391646],[1151022,1153978],[1171868,1420099],[1174824,1425492],[1176453,1424653],[1176758,1424868],[1186722,1189424],[1191507,1712550],[1194207,1712877],[1194582,1716889],[1195756,1717965],[1207280,1728738],[1224449,1743263],[1227588,1747888],[1228041,1744327],[1229142,1749584],[1229507,1747708],[1232706,1751802],[1235211,1763836],[1243121,1763306],[1261614,1519931],[1267308,2027286],[1267683,1517159],[1297069,1557178],[1300093,1550103],[1305170,1555164],[1311137,1314093],[1320685,1838629],[1323135,1840658],[1325059,1843969],[1336136,1853644],[1347660,1606493],[1353879,1868220],[1356579,1868547],[1356954,1872559],[1358128,1873635],[1369652,1884408],[1383631,1643224],[1390986,1649065],[1393660,1396657],[1402510,1915009],[1430441,1679531],[1438351,1949577],[1453987,1962477],[1464791,1971278],[1466715,1974589],[1477792,1734386],[1480466,1483463],[1484203,1988186],[1488577,1993526],[1499654,2003201],[1521435,1776494],[1532512,2032374],[1544036,1798320],[1566028,2063138],[1580007,1835051],[1584569,2078318],[1595269,2086721],[1607997,1859615],[1629473,2116548],[1660021,2140707],[1661945,2144018],[1673022,1920657],[1675696,1678693],[1694884,2172630],[1723838,2195056],[1787096,2245361],[1799824,2038345],[1821300,2275188],[1910109,2341727] ] cell #2479 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [448663],[463573],[473442],[533774],[550134],[559073],[561456],[582516],[592385],[607295],[624480],[628181],[642087],[642195],[645896],[651815],[654903],[680445],[689384],[691767],[705744],[708127],[715613],[718840],[718948],[720027],[721544],[726918],[745855],[755650],[759351],[783120],[786821],[792740],[795828],[810455],[813543],[824865],[828577],[829683],[830829],[836797],[839105],[839213],[841809],[860283],[861800],[867174],[874479],[889456],[890973],[892013],[896347],[906142],[909843],[925079],[928780],[934699],[945950],[947220],[955860],[958112],[967575],[969092],[970132],[977812],[978958],[989938],[1008413],[1009559],[1010638],[1012155],[1015527],[1017835],[1017943],[1020539],[1025913],[1039013],[1040530],[1041570],[1045904],[1053209],[1080303],[1090049],[1091195],[1092274],[1093791],[1100509],[1101779],[1112671],[1122134],[1123651],[1124691],[1132221],[1133491],[1134597],[1142131],[1144383],[1155363],[1164083],[1165229],[1166308],[1167825],[1176209],[1188888],[1201295],[1212768],[1216526],[1217796],[1218902],[1234630],[1239658],[1249404],[1250550],[1251629],[1253146],[1272130],[1283022],[1285618],[1288340],[1292336],[1293606],[1294712],[1304498],[1315478],[1322486],[1330612],[1338997],[1341675],[1360989],[1363667],[1375140],[1378898],[1380168],[1381274],[1407998],[1411494],[1413026],[1434888],[1445780],[1448376],[1452878],[1453386],[1461238],[1464142],[1468654],[1472268],[1486004],[1490516],[1494130],[1502515],[1535373],[1538051],[1541021],[1571516],[1576544],[1583381],[1583461],[1583756],[1594160],[1594668],[1599015],[1615636],[1616144],[1620491],[1631412],[1659372],[1663884],[1667498],[1670400],[1697745],[1712166],[1712868],[1722730],[1723025],[1743576],[1743871],[1759130],[1785987],[1786495],[1790842],[1823239],[1838620],[1848547],[1868538],[1909001],[1909296],[1945401],[2027277], [280830,800727],[282420,597426],[324031,876861],[325621,663842],[329846,888377],[330496,888269],[347040,696805],[365239,949364],[374147,736213],[375929,966496],[376579,966388],[396153,768358],[401285,1007307],[420176,800835],[420826,804536],[432646,822482],[437339,1066310],[448974,1082555],[449624,1082447],[451046,845997],[453303,1088943],[461818,1099958],[464534,1103923],[475224,876969],[475874,880670],[494673,905642],[496455,1152767],[497105,1152659],[502848,915284],[516679,937787],[521983,1192202],[528560,949472],[530686,954069],[531389,1203803],[533298,1206088],[534815,1208999],[537111,962942],[547749,1225665],[548330,1226100],[557318,1237837],[559384,1241910],[560034,1241802],[563713,995312],[582827,1274382],[583477,1274274],[584899,1024727],[587156,1280770],[609077,1055699],[609727,1059400],[618388,1068595],[622645,1071506],[624934,1076227],[625397,1332582],[627690,1335333],[631558,1339828],[643112,1354574],[649689,1104031],[652518,1366175],[653099,1366610],[654427,1368460],[655944,1371371],[675231,1135743],[677357,1140340],[678060,1399033],[679969,1401318],[681486,1404229],[683782,1149213],[689695,1415278],[703989,1433067],[706055,1437140],[706705,1437032],[710384,1181583],[720481,1194953],[724277,1459552],[726802,1202158],[730021,1465441],[733825,1469747],[744207,1220048],[749558,1227950],[753160,1492339],[753815,1230861],[756567,1496100],[758860,1498851],[777028,1260422],[781285,1263333],[783574,1268054],[784037,1528958],[786330,1531709],[790198,1536204],[795352,1542844],[796869,1545755],[808329,1295858],[811158,1562551],[811739,1562986],[813067,1564836],[814584,1567747],[822793,1578796],[829567,1323785],[833865,1589699],[837320,1593352],[850886,1346468],[855143,1349379],[860737,1357325],[864533,1622310],[870277,1628199],[884463,1382420],[889910,1390183],[893706,1654782],[896231,1397388],[899450,1660671],[903254,1664977],[909352,1672219],[913220,1676714],[918987,1423180],[922589,1687569],[923244,1426091],[924102,1700423],[925996,1691330],[928289,1694081],[937311,1705216],[938828,1708127],[946473,1715210],[968029,1476989],[971825,1740103],[977696,1487303],[981994,1749814],[999015,1509986],[1002617,1771874],[1003272,1512897],[1004130,1505193],[1008297,1520161],[1012595,1781526],[1014877,1784336],[1016050,1785179],[1029016,1798550],[1032820,1802856],[1036376,1818727],[1039467,1553701],[1043263,1814137],[1044897,1826853],[1049007,1820026],[1058909,1831574],[1075275,1592509],[1089933,1606723],[1094231,1864647],[1096513,1867457],[1101032,1870880],[1119497,1626900],[1122588,1639747],[1126384,1895773],[1128018,1635026],[1131959,1905903],[1132744,1901481],[1139042,1907768],[1150874,1918892],[1160483,1940546],[1161437,1941054],[1163967,1682533],[1168265,1936085],[1184686,1953109],[1198617,1719632],[1201749,1721497],[1216264,1985931],[1217049,1981509],[1223347,1987796],[1245804,1754275],[1246758,1754783],[1249288,1766838],[1253586,2014204],[1258599,2023808],[1259553,2024316],[1262586,2022010],[1266502,2025612],[1288816,2057130],[1288817,2057425],[1292859,2049610],[1326998,1845078],[1327952,1845586],[1330496,1846882],[1344645,2099942],[1345599,2100450],[1348632,2098144],[1352548,2101746],[1375378,1878400],[1375379,1878695],[1379421,2123468],[1387194,2130697],[1388363,2135699],[1388364,2135994],[1419048,2167533],[1425344,2162266],[1452428,1961268],[1457732,1966270],[1457733,1966565],[1461761,2193439],[1474000,2202250],[1475169,2207252],[1475170,2207547],[1505854,1998104],[1512150,2231242],[1517038,2235940],[1518880,2240766],[1582912,2077300],[1588382,2291954],[1588418,2082126],[1603600,2302356],[1605442,2307182],[1624519,2316667],[1646868,2333558],[1712335,2186887],[1716768,2384854],[1732189,2394423],[1748497,2404576],[1842848,2469301],[1872438,2486417],[1992405,2559631] ] cell #2480 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [142112],[169591],[198891],[213446],[227711],[248057],[265153],[267208],[279631],[281828],[304262],[307448],[323658],[325029],[341724],[346397],[347327],[358820],[366948],[371993],[389010],[392324],[395510],[396440],[411287],[414473],[420894],[430683],[432054],[440438],[443129],[451333],[466243],[467178],[471288],[475942],[487474],[492519],[509536],[512850],[516036],[516966],[522583],[524875],[534488],[537179],[545383],[550848],[553539],[554817],[561743],[574291],[576982],[585186],[600096],[601031],[605141],[609795],[615831],[618666],[625997],[628289],[637902],[640593],[643712],[646004],[655617],[658308],[666512],[669254],[671546],[681159],[683850],[692054],[697519],[700210],[701488],[708414],[717802],[728064],[730899],[738230],[740522],[747001],[749836],[757167],[759459],[769072],[771763],[774471],[777306],[784637],[786929],[796542],[799233],[802352],[804644],[814257],[816948],[825152],[834465],[838067],[842849],[846711],[848329],[851164],[858058],[868320],[871155],[878486],[880778],[887231],[897493],[900328],[907659],[909951],[916430],[919265],[926596],[928888],[938501],[941192],[950551],[952068],[959191],[963050],[965350],[986196],[990978],[996458],[999293],[1013195],[1016797],[1021579],[1025441],[1027059],[1029894],[1036788],[1047050],[1049885],[1057216],[1059508],[1072612],[1073758],[1076409],[1081409],[1085429],[1094831],[1106627],[1113750],[1119909],[1136822],[1138339],[1145462],[1149321],[1151621],[1172467],[1177249],[1182729],[1185564],[1195135],[1200149],[1202839],[1221127],[1222644],[1233113],[1240764],[1264439],[1265585],[1268236],[1273236],[1277256],[1298454],[1305577],[1311736],[1324466],[1331531],[1350485],[1351631],[1357507],[1362521],[1385016],[1390365],[1395379],[1398069],[1428343],[1435994],[1454671],[1477171],[1482185],[1487984],[1515149],[1520842],[1527907],[1553883],[1558897],[1607404],[1617429],[1639929],[1644943],[1649901],[1683214],[1721679],[1735222],[1767519],[1809256],[1847563],[1890892],[1968348],[2077615] ] cell #2481 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2482 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [615582],[627722],[644447],[690184],[716073],[727815],[730279],[746752],[748176],[757902],[758892],[786362],[796901],[820035],[823282],[840043],[844574],[858955],[864565],[868071],[869495],[870535],[895090],[897244],[899708],[909384],[910979],[924591],[927331],[928321],[934955],[938860],[950302],[958598],[961406],[973209],[979444],[982252],[987093],[988172],[992703],[1004619],[1013451],[1018773],[1023304],[1029274],[1043295],[1044647],[1044929],[1046801],[1048225],[1049265],[1056360],[1058941],[1060536],[1066243],[1080793],[1083385],[1095087],[1102269],[1104861],[1113157],[1115965],[1126416],[1127768],[1128050],[1129319],[1136573],[1137483],[1139074],[1144869],[1147677],[1153597],[1158128],[1161469],[1165715],[1168523],[1169121],[1170265],[1173364],[1174443],[1178974],[1184944],[1192540],[1203736],[1206553],[1213624],[1220878],[1221788],[1223379],[1225598],[1228415],[1240148],[1246790],[1251036],[1253844],[1254442],[1255586],[1256861],[1258070],[1259585],[1266760],[1272620],[1275212],[1283508],[1286316],[1289434],[1289810],[1294096],[1296688],[1297598],[1304984],[1307792],[1313712],[1318243],[1326440],[1327984],[1332920],[1342161],[1342907],[1344116],[1345631],[1352806],[1354912],[1368925],[1375996],[1376372],[1380658],[1383250],[1384160],[1386197],[1387770],[1388981],[1389357],[1396276],[1398966],[1401783],[1413516],[1415764],[1416108],[1418609],[1419090],[1419619],[1420828],[1423645],[1435378],[1446266],[1449074],[1457170],[1458350],[1458726],[1468125],[1469640],[1472758],[1473003],[1474576],[1475787],[1476163],[1483082],[1489958],[1491502],[1505679],[1505896],[1506425],[1507634],[1510451],[1517719],[1518922],[1519451],[1529296],[1538537],[1540492],[1542007],[1543309],[1546245],[1549182],[1549715],[1551288],[1565301],[1577034],[1579282],[1587385],[1588460],[1588989],[1591277],[1598421],[1599632],[1600008],[1602464],[1604281],[1605484],[1606013],[1619928],[1621108],[1621484],[1630883],[1632398],[1635516],[1635761],[1637334],[1646910],[1648677],[1663355],[1664870],[1667988],[1669806],[1671017],[1671393],[1674969],[1700909],[1705681],[1708617],[1712297],[1712377],[1717449],[1717577],[1720190],[1722594],[1727222],[1727729],[1728258],[1732231],[1733998],[1747500],[1748575],[1749104],[1751392],[1758536],[1759747],[1760123],[1762579],[1774502],[1790248],[1791459],[1791835],[1794291],[1796804],[1797311],[1797840],[1822710],[1824225],[1827343],[1834324],[1838802],[1841697],[1842890],[1848056],[1853256],[1857623],[1867967],[1868047],[1873119],[1873247],[1875860],[1878264],[1882892],[1883399],[1883928],[1908865],[1913493],[1914000],[1914529],[1920269],[1944807],[1946018],[1946394],[1948850],[1951363],[1962224],[1962304],[1963092],[1964342],[1964554],[1969422],[1988359],[1991254],[1992447],[1995772],[1997613],[2002813],[2024945],[2026786],[2031986],[2056994],[2061622],[2062129],[2062658],[2078491],[2079202],[2079985],[2086468],[2086548],[2088586],[2101079],[2105051],[2106301],[2106513],[2111381],[2118794],[2133771],[2138851],[2165201],[2167042],[2172242],[2189254],[2195229],[2196723],[2205324],[2212300],[2213083],[2221684],[2234177],[2238625],[2245108],[2245188],[2247226],[2259719],[2270021],[2277434],[2297572],[2305041],[2312482],[2319951],[2335925],[2341900],[2343394],[2351995],[2368355],[2380848],[2396790],[2410194],[2431425],[2438894],[2453804],[2517316],[2530720], 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] cell #2483 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355969],[405057],[457075],[482066],[506620],[539975],[567485],[571009],[590928],[594688],[629713],[634620],[659005],[661104],[686646],[694237],[695513],[714156],[725370],[732131],[756226],[760883],[765790],[767066],[788353],[793260],[802872],[817645],[819744],[831405],[834985],[845635],[865626],[866998],[872387],[879006],[894799],[901560],[925655],[930312],[935219],[936495],[944445],[947044],[958688],[962268],[972918],[979534],[983114],[984844],[993764],[1010135],[1013715],[1024365],[1044356],[1045728],[1051117],[1057736],[1066134],[1069034],[1077528],[1080127],[1091771],[1095351],[1099004],[1101603],[1113247],[1116827],[1127477],[1130716],[1133315],[1144959],[1148539],[1159189],[1165805],[1169385],[1171115],[1180035],[1192514],[1203627],[1206527],[1215021],[1217620],[1225489],[1228389],[1236883],[1239482],[1251126],[1254706],[1257961],[1260861],[1269355],[1271954],[1283598],[1287178],[1290831],[1293430],[1305074],[1308654],[1319304],[1328957],[1332894],[1337754],[1342251],[1344007],[1346907],[1354886],[1365999],[1368899],[1377393],[1379992],[1387744],[1398857],[1401757],[1410251],[1412850],[1420719],[1423619],[1432113],[1434712],[1446356],[1449936],[1459376],[1460853],[1468016],[1472092],[1474550],[1496412],[1501272],[1507525],[1510425],[1525333],[1529270],[1534130],[1538627],[1540383],[1543283],[1551262],[1562375],[1565275],[1573769],[1576368],[1590011],[1591168],[1593650],[1598395],[1602438],[1611895],[1623611],[1630774],[1637308],[1654606],[1656083],[1663246],[1667322],[1669780],[1691642],[1696502],[1702755],[1705655],[1715508],[1720164],[1722568],[1739927],[1741404],[1751283],[1758510],[1781838],[1782995],[1785477],[1790222],[1794265],[1815438],[1822601],[1829135],[1841671],[1847872],[1864959],[1866116],[1871178],[1875834],[1897074],[1901779],[1906435],[1908839],[1937554],[1944781],[1962908],[1981807],[1986463],[1991228],[2015673],[2020401],[2026602],[2049908],[2054564],[2096535],[2104867],[2123766],[2128422],[2132337],[2160657],[2193737],[2203890],[2229633],[2263507],[2294925],[2327118],[2387276],[2467520] ] cell #2484 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431115],[485824],[543733],[571316],[598446],[634927],[664862],[668588],[690404],[694544],[732438],[737564],[763853],[766097],[793567],[801686],[803179],[823502],[835292],[842183],[867804],[872694],[877820],[879313],[901867],[906993],[917281],[933282],[935526],[947850],[951402],[962575],[983421],[984889],[990312],[997309],[1014022],[1020913],[1046534],[1051424],[1056550],[1058043],[1066408],[1069079],[1080933],[1084485],[1095658],[1102409],[1105961],[1107940],[1117134],[1134121],[1137673],[1148846],[1169692],[1171160],[1176583],[1183580],[1192559],[1195430],[1203901],[1206572],[1218426],[1221978],[1225763],[1228434],[1240288],[1243840],[1255013],[1258235],[1260906],[1272760],[1276312],[1287485],[1294236],[1297788],[1299767],[1308961],[1321946],[1332939],[1335810],[1344281],[1346952],[1354931],[1357802],[1366273],[1368944],[1380798],[1384350],[1387789],[1390660],[1399131],[1401802],[1413656],[1417208],[1420993],[1423664],[1435518],[1439070],[1450243],[1459650],[1463602],[1468290],[1472898],[1474595],[1477466],[1485464],[1496457],[1499328],[1507799],[1510470],[1518322],[1529315],[1532186],[1540657],[1543328],[1551307],[1554178],[1562649],[1565320],[1577174],[1580726],[1590056],[1591442],[1598440],[1602483],[1604884],[1626360],[1631048],[1637353],[1640224],[1654880],[1658832],[1663520],[1668128],[1669825],[1672696],[1680694],[1691687],[1694558],[1703029],[1705700],[1719092],[1720209],[1722613],[1727129],[1731090],[1740201],[1751557],[1758555],[1764999],[1781883],[1783269],[1790267],[1794310],[1796711],[1818187],[1822875],[1829180],[1832051],[1841716],[1846122],[1848423],[1865004],[1866390],[1875879],[1882799],[1905363],[1906480],[1908884],[1913400],[1917361],[1937828],[1944826],[1951270],[1963459],[1969293],[1985391],[1986508],[1991273],[1995679],[2015947],[2020446],[2024852],[2027153],[2054609],[2061529],[2079073],[2096580],[2100986],[2105418],[2128467],[2132888],[2138722],[2160702],[2165108],[2204441],[2212171],[2229678],[2234084],[2237713],[2264058],[2294970],[2304129],[2327669],[2358842],[2387827],[2416751],[2471460],[2543320] ] cell #2485 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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1726182,2197183],[1745872,2212291],[1747028,2213543],[1747664,2213627],[1753266,2218156],[1756452,2012458],[1778740,2239085],[1779780,1788164],[1784978,2243698],[1811724,1823347],[1817124,2270012],[1823136,2273949],[1828156,2070006],[1842149,2290868],[1849758,2472993],[1851678,2297563],[1861861,2305501],[1870679,2311775],[1871669,2312473],[1874855,2110691],[1881852,2320411],[1902270,2335916],[1904416,2138161],[1910223,2641533],[1910307,2509613],[1912453,2343854],[1934339,1942723],[1939537,2364827],[1972769,2390086],[1982298,2396781],[1984444,2209714],[1991706,2403490],[2001235,2410185],[2004421,2226074],[2020879,2424721],[2028488,2580018],[2030408,2431416],[2040591,2439354],[2052545,2053585],[2060582,2454264],[2097013,2479769],[2114728,2491649],[2126403,2127443],[2142198,2510612],[2151727,2517307],[2153873,2356385],[2170664,2530711],[2173850,2372745],[2255653,2586794],[2273368,2598674],[2285043,2286083] ] cell #2486 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2487 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [95064],[123704],[136750],[141864],[146739],[160429],[174564],[180833],[185326],[188387],[193955],[202874],[204893],[208321],[215232],[215708],[221379],[228922],[232684],[236316],[238239],[244275],[249843],[250319],[254649],[260217],[261262],[269127],[269680],[270556],[274695],[276714],[283614],[284090],[285633],[289061],[289761],[294381],[301408],[303331],[309367],[309920],[310796],[313288],[315211],[319722],[321247],[326815],[327291],[329983],[330038],[331906],[332538],[333194],[337942],[343510],[348316],[348869],[349745],[353884],[354929],[359331],[366412],[369039],[374788],[376066],[376121],[377989],[378621],[379277],[382443],[388192],[389470],[391393],[397429],[397982],[398858],[401406],[401466],[401555],[408433],[410356],[416392],[417821],[418979],[420313],[420368],[422236],[422868],[423524],[426747],[428272],[433840],[434885],[442548],[449111],[450230],[451690],[453424],[453484],[453573],[465140],[466600],[468334],[474083],[475361],[475416],[477284],[477916],[478572],[486938],[489565],[495314],[496592],[497711],[498515],[499803],[501398],[502969],[503029],[503118],[503898],[509996],[511919],[516430],[517955],[519384],[527823],[528697],[528752],[530763],[534936],[535085],[535509],[537810],[544847],[547123],[551869],[554170],[559521],[560640],[562100],[563834],[563894],[563983],[564763],[576401],[577376],[582964],[584083],[585543],[586871],[587277],[587426],[587850],[595410],[595499],[602187],[607936],[609214],[611137],[612425],[617425],[618465],[622766],[622826],[622915],[624635],[624990],[630023],[632166],[640012],[640987],[642350],[642705],[647738],[649826],[651892],[656065],[656214],[656638],[661826],[661915],[673226],[674494],[675368],[677434],[681607],[681756],[682180],[684481],[685319],[686956],[700604],[706192],[707311],[708771],[710505],[710654],[711434],[719103],[719458],[720182],[720537],[721621],[726663],[727048],[729658],[735059],[735148],[742202],[743470],[744344],[745600],[745985],[749635],[753936],[754085],[755805],[761193],[772157],[777105],[778487],[781406],[781555],[783275],[783630],[788663],[790806],[792106],[806324],[808466],[810532],[814705],[814854],[815278],[820466],[820555],[828322],[828707],[829428],[829813],[830984],[836647],[839368],[839723],[841886],[850963],[852345],[855264],[855413],[856638],[860438],[860793],[861877],[867304],[875404],[882458],[884600],[889611],[889966],[891050],[891379],[896092],[896477],[899087],[904488],[904577],[919064],[920446],[923365],[923514],[925234],[930622],[944680],[945800],[947350],[955605],[955990],[958267],[967730],[968085],[969169],[969498],[977557],[977942],[979113],[984646],[990015],[999092],[1000474],[1003393],[1003542],[1008158],[1008543],[1009714],[1015377],[1018098],[1018453],[1020616],[1034143],[1039168],[1039523],[1040607],[1040936],[1046034],[1054134],[1075352],[1077763],[1080433],[1089794],[1090179],[1091350],[1100359],[1101909],[1107096],[1112826],[1122289],[1122644],[1123728],[1124057],[1132071],[1133621],[1141876],[1142261],[1144538],[1155440],[1163828],[1164213],[1165384],[1176286],[1189813],[1201450],[1201805],[1212845],[1216376],[1217926],[1224892],[1233996],[1239788],[1249149],[1249534],[1250705],[1269590],[1272260],[1283177],[1292186],[1293736],[1304653],[1315555],[1323578],[1330357],[1330742],[1341830],[1354302],[1378748],[1380298],[1408075],[1413156],[1435018],[1445935],[1452289],[1454410],[1461088],[1465234],[1472398],[1484015],[1538206],[1576674],[1583231],[1584381],[1595692],[1660464],[1667628],[1712190],[1723650],[1787519],[1909921] ] cell #2488 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [208194],[258553],[288934],[299019],[319405],[352220],[359204],[366095],[406044],[418852],[426430],[432176],[458062],[486621],[487596],[496181],[516113],[544530],[545505],[575202],[577059],[586271],[600218],[638813],[640670],[666634],[671272],[672626],[685267],[698430],[700287],[740248],[741602],[769983],[771840],[776738],[778435],[804370],[805724],[850596],[852293],[866751],[880504],[881858],[889559],[918697],[920015],[920394],[953096],[967678],[984046],[998725],[1000043],[1000422],[1039116],[1040240],[1074985],[1086179],[1098035],[1107044],[1122237],[1123361],[1165332],[1186314],[1194179],[1201398],[1212478],[1224840],[1250653],[1278006],[1315188],[1323526],[1334559],[1341778],[1353420],[1407708],[1445883],[1453528],[1465182],[1530935],[1538154],[1594810],[1660412],[1786637], [42769,236167],[45524,370701],[56008,797139],[62793,301259],[63473,447449],[66882,313139],[69637,469996],[75120,491227],[76962,689832],[81355,939098],[86347,370552],[91126,253361],[92608,552958],[93480,389321],[94160,557859],[100399,408284],[101079,581302],[103154,588939],[103450,796990],[106244,1045167],[107243,603849],[109085,822930],[112846,442399],[121020,201512],[121239,465707],[122791,648952],[124259,319959],[124594,469847],[125741,322897],[128369,1128288],[133147,491078],[135846,688170],[138151,1163693],[139408,699629],[139699,924239],[140280,509847],[140960,704530],[143035,712167],[143331,938949],[145075,524457],[152059,373256],[157578,157591],[157833,387081],[159602,552809],[161507,258855],[161726,391156],[163278,261298],[164971,1249014],[166228,771182],[166519,1004267],[169975,576252],[170631,782280],[175454,588790],[177504,1037504],[178044,1291482],[178368,599560],[179920,807592],[180295,1045018],[181388,426984],[181723,603700],[182870,429922],[184422,821268],[185498,1320115],[186545,439440],[192291,445013],[195036,305239],[195255,303094],[195614,1341245],[199275,639863],[199931,856138],[201210,645586],[201445,465390],[206170,206183],[206425,321012],[209454,1120625],[209994,1378044],[210318,665976],[211870,883726],[212245,1128139],[213568,671128],[214236,887947],[217073,895461],[220552,493782],[224942,1161973],[225318,1162553],[225902,1421640],[226326,507607],[228095,699480],[230000,352522],[230219,511682],[231771,354965],[233464,1444244],[233574,712018],[234721,519605],[239960,1200865],[242433,368455],[244040,246180],[245925,245938],[246277,1471264],[246601,745319],[248179,740104],[248847,966066],[251684,973580],[252807,549850],[258788,390839],[262384,1247294],[262760,1247874],[263344,1508446],[263768,568472],[265537,771033],[267285,573293],[267987,1006303],[268363,1006883],[271587,782131],[273031,578866],[275776,412264],[275995,410119],[276354,1537621],[280015,591494],[280671,592771],[280801,1289986],[280934,1290275],[281950,804226],[282185,599243],[286910,286923],[287165,428037],[290734,1574420],[291058,610900],[292610,434921],[298114,1329608],[298490,1330188],[300797,1595615],[302777,305172],[304384,852760],[305052,853032],[305624,1601579],[306048,641645],[307525,636904],[308227,1087939],[308603,1088519],[311827,855989],[316932,1107783],[323573,885575],[324002,1376548],[324135,1376837],[325151,880360],[325386,665659],[329572,886807],[330467,1129871],[330600,1130160],[336100,488981],[337707,339847],[339592,339605],[339944,1666494],[340268,676343],[341846,685734],[342514,686006],[344591,500423],[344810,498278],[345351,501434],[345463,1420191],[346474,696521],[352455,511365],[357011,1703676],[357435,517720],[363327,1454333],[365210,1460008],[365343,1460297],[367070,952952],[368359,1724399],[372070,742024],[372772,969421],[373148,742238],[373912,745002],[375655,964926],[376550,1214176],[376683,1214465],[386176,1233919],[386552,984682],[392446,1000889],[393114,1001161],[394110,772815],[394576,1506997],[395587,768074],[400400,1004807],[401927,1257433],[407822,1787442],[409802,412197],[411409,778902],[412077,779174],[412649,1793406],[413073,578034],[414550,586693],[415252,792029],[415628,586907],[416157,418297],[418042,418055],[418718,590625],[430598,809441],[432411,610583],[436346,1583211],[439344,1585130],[441349,1071082],[441407,1590640],[443206,836339],[444341,1849423],[445157,847899],[447598,852904],[449595,852133],[449728,1091928],[452418,1086443],[453945,1343479],[462622,1354225],[464505,1106884],[464638,1363321],[466365,1107511],[471365,882280],[472067,1123980],[472443,882494],[473207,885258],[480687,1128711],[488885,1910670],[492596,673048],[493298,891302],[493674,673262],[494438,676026],[497076,685107],[497209,905796],[497961,500356],[499568,501232],[512972,920861],[513640,921133],[514636,701262],[520281,713853],[521169,1712614],[523785,1713744],[524601,949042],[525955,1196529],[530396,964346],[535457,969278],[538596,1213016],[546756,1224606],[549754,1484764],[551759,1230437],[551817,1233776],[553616,984468],[555567,996028],[558008,1001033],[560005,1000262],[560138,1251283],[578194,2028153],[579010,774041],[581451,779046],[583448,778275],[583581,1010292],[587798,791886],[590308,592150],[605218,806146],[605920,1040859],[606296,806360],[607060,809124],[612190,613854],[614619,1838663],[617058,1323292],[618098,1070502],[619416,1072222],[619795,1325832],[624583,1086732],[642298,1354010],[644914,1614292],[645730,1103601],[647084,1358901],[649101,1107655],[651525,1118905],[656586,1123837],[677067,886227],[682128,891159],[685878,688319],[702238,916000],[704679,921005],[706676,920234],[706809,1165962],[713536,715378],[719051,1454118],[720130,1196818],[721254,1198025],[729291,1464948],[731649,1209715],[745789,1484041],[749268,1229857],[750586,1231577],[750965,1489350],[755753,1246087],[762556,1245534],[778056,1008023],[783223,1005096],[807741,1042598],[810165,1035784],[815226,1040716],[818976,821417],[828511,1584407],[830932,1327281],[839316,1595400],[841519,1338405],[851914,1089659],[860386,1359190],[861510,1360397],[871905,1372087],[883875,1125719],[890683,1131367],[893041,895610],[898720,1660178],[901078,1404945],[925182,1160766],[931985,1440764],[955794,1723676],[958215,1468937],[968802,1215672],[971160,973729],[979061,1490799],[989648,1501923],[1009662,1258882],[1018046,1787227],[1020249,1534781],[1030644,1281486],[1050635,1568463],[1062605,1317546],[1091298,1344928],[1112774,1631695],[1142065,1909947],[1144486,1664167],[1155073,1410902],[1157431,1160000],[1175919,1697153],[1283125,1541304],[1304601,1823522] ] cell #2489 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2490 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [323210],[388410],[388820],[418355],[430235],[439838],[440248],[467163],[495470],[495942],[508936],[509346],[519918],[522325],[524860],[533888],[534298],[550248],[550658],[573691],[574101],[574491],[574963],[586106],[601016],[608564],[615816],[625739],[628274],[637302],[637712],[638102],[638574],[643454],[645989],[655017],[655427],[668866],[668996],[671531],[672461],[673856],[680559],[680969],[696919],[697329],[697719],[698191],[709334],[728049],[737842],[737972],[740507],[741437],[742832],[746986],[756909],[759444],[762631],[768472],[768882],[769272],[769744],[774456],[774528],[779305],[784379],[786914],[795942],[796352],[801964],[802094],[804629],[805559],[806954],[813657],[814067],[834207],[842591],[846111],[846521],[848314],[848386],[853163],[866040],[866512],[868305],[874084],[878098],[878228],[880763],[881693],[883088],[887398],[897478],[907401],[909936],[912261],[916415],[916487],[917559],[921264],[926338],[928873],[932060],[937901],[938311],[950536],[951680],[951810],[954255],[958731],[959176],[963035],[965517],[975039],[979577],[983881],[985452],[990720],[994650],[996443],[996515],[997587],[1001292],[1012937],[1021321],[1024841],[1025251],[1027044],[1031893],[1036955],[1037991],[1047035],[1052814],[1056958],[1059493],[1061818],[1062680],[1067599],[1068781],[1069642],[1073743],[1073815],[1075697],[1076394],[1079983],[1081576],[1084763],[1094573],[1097241],[1097870],[1101459],[1106369],[1113290],[1113735],[1117594],[1120076],[1121112],[1136807],[1138081],[1140526],[1145002],[1145447],[1149306],[1151788],[1160075],[1163144],[1171723],[1176991],[1180921],[1182714],[1183858],[1187563],[1188493],[1193385],[1194014],[1194423],[1195120],[1200316],[1202133],[1202309],[1205092],[1206393],[1211308],[1221112],[1222386],[1224060],[1224171],[1228136],[1228255],[1233098],[1235749],[1239338],[1240931],[1248465],[1260608],[1261469],[1265570],[1267524],[1268221],[1271810],[1273403],[1276590],[1283641],[1287945],[1298196],[1305117],[1305562],[1309421],[1310992],[1311903],[1312939],[1322746],[1322857],[1323760],[1323936],[1325597],[1331622],[1333765],[1334394],[1340696],[1346654],[1347515],[1351616],[1353614],[1356795],[1357492],[1362688],[1364681],[1368765],[1384758],[1389653],[1390350],[1393515],[1395546],[1397363],[1397539],[1400322],[1401623],[1406538],[1409117],[1412706],[1423366],[1428328],[1430979],[1434568],[1436161],[1443695],[1453722],[1454762],[1455873],[1464402],[1464513],[1467253],[1476459],[1477156],[1480321],[1482352],[1487278],[1487454],[1489115],[1495140],[1504214],[1510172],[1515134],[1520136],[1520312],[1521973],[1523079],[1527998],[1530141],[1530770],[1537072],[1539065],[1543149],[1553171],[1553868],[1557033],[1559064],[1561057],[1565141],[1586620],[1592695],[1595004],[1597155],[1606698],[1606874],[1608535],[1609641],[1617520],[1618631],[1630011],[1639217],[1639914],[1643079],[1645110],[1649992],[1651103],[1652182],[1659632],[1659743],[1662483],[1668508],[1677582],[1682508],[1682684],[1684345],[1685451],[1690370],[1699444],[1720967],[1721664],[1725889],[1735313],[1736424],[1737503],[1746735],[1757270],[1766813],[1766989],[1768650],[1769756],[1778447],[1779487],[1786831],[1788982],[1800362],[1809347],[1810458],[1811537],[1821838],[1836937],[1839278],[1846857],[1847033],[1857343],[1861568],[1862608],[1877334],[1881559],[1890983],[1892094],[1893173],[1912160],[1922695],[1933006],[1934046],[1943541],[1954921],[1961243],[1961997],[1968439],[1977653],[1996590],[2011125],[2012165],[2036073],[2040298],[2060289],[2070824],[2077106],[2078213],[2086241],[2092683],[2103956],[2110398],[2147082],[2180554],[2187237],[2194951],[2211311],[2244881],[2251323],[2295555],[2310465],[2341622],[2429408] ] cell #2491 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [294195],[302983],[314152],[343992],[359808],[368853],[370776],[382257],[383392],[390334],[391045],[410008],[417046],[431668],[434322],[447263],[450686],[461311],[465596],[468148],[469283],[470071],[486377],[489379],[491302],[498167],[499256],[508724],[510860],[511571],[515158],[518609],[527637],[534474],[536673],[544286],[550834],[553033],[556811],[557673],[561096],[569589],[575316],[581116],[584539],[589014],[598999],[599449],[600554],[602001],[603136],[603924],[607986],[610789],[611878],[616155],[628931],[631051],[638927],[646646],[648766],[655603],[657802],[665415],[665865],[666970],[667896],[673278],[674308],[676232],[681145],[683344],[687984],[691407],[693895],[697505],[698544],[699704],[700950],[703482],[704344],[707767],[712242],[717829],[728388],[730926],[736872],[742254],[743284],[745208],[747325],[749863],[760101],[765448],[769058],[770097],[771257],[772503],[773453],[774795],[776166],[782355],[787571],[789691],[796528],[798727],[800994],[801454],[805286],[806376],[807406],[814243],[816442],[821082],[824505],[832067],[833603],[838094],[846697],[847311],[848653],[850024],[856213],[858085],[871182],[877128],[877588],[881420],[882510],[883540],[885745],[887258],[888536],[888996],[895275],[897817],[900355],[910593],[912437],[912713],[914637],[914964],[915412],[916754],[919292],[929530],[938487],[940686],[948454],[949631],[950091],[959515],[960886],[963692],[963864],[965377],[966655],[967115],[973394],[980196],[981732],[994826],[994992],[995440],[996782],[999320],[1005702],[1006987],[1007435],[1016824],[1025427],[1027383],[1028754],[1029921],[1032550],[1034943],[1035302],[1036815],[1049912],[1060150],[1061994],[1070020],[1071186],[1071634],[1074082],[1081436],[1082714],[1083174],[1085456],[1087338],[1088623],[1089071],[1103013],[1104190],[1104650],[1114074],[1115445],[1118251],[1118423],[1119936],[1128885],[1130885],[1145786],[1147157],[1149963],[1151648],[1152926],[1153386],[1156708],[1181097],[1185591],[1188220],[1191307],[1191418],[1197424],[1197543],[1200176],[1202866],[1208043],[1208679],[1209127],[1213190],[1215190],[1229375],[1230541],[1230989],[1233437],[1240791],[1242069],[1242529],[1244811],[1256467],[1273263],[1274541],[1275001],[1277283],[1279814],[1280450],[1280898],[1305901],[1307272],[1310078],[1316823],[1320850],[1324493],[1326006],[1331798],[1337923],[1342513],[1353679],[1353790],[1359796],[1359915],[1362548],[1365238],[1370415],[1371051],[1371499],[1398096],[1403273],[1403909],[1404357],[1410420],[1436021],[1437299],[1437759],[1440041],[1442572],[1453787],[1453898],[1454938],[1456430],[1456776],[1462506],[1484368],[1488011],[1489524],[1493174],[1495316],[1501441],[1526032],[1528174],[1534299],[1561614],[1566791],[1567427],[1567875],[1584734],[1585724],[1586796],[1595069],[1595180],[1597712],[1612594],[1617696],[1619188],[1619534],[1625264],[1634070],[1651660],[1657736],[1688404],[1690546],[1696671],[1715966],[1724003],[1726065],[1736981],[1745839],[1746911],[1757827],[1772709],[1778623],[1786896],[1787007],[1789539],[1804421],[1817091],[1825897],[1851645],[1861744],[1871636],[1881735],[1902237],[1910274],[1912336],[1923252],[1944098],[1958980],[1982265],[2001202],[2030375],[2040474],[2060465],[2151694],[2170631], 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] cell #2492 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [472610],[556383],[606463],[622152],[652331],[703054],[714781],[724090],[780792],[799923],[810971],[819792],[854650],[893519],[894847],[906711],[935215],[971638],[972966],[1011207],[1013711],[1025663],[1044404],[1092843],[1095347],[1127525],[1130712],[1134347],[1150197],[1166877],[1169381],[1215017],[1218652],[1252198],[1254702],[1257815],[1261909],[1290827],[1294462],[1343861],[1347955],[1364236],[1377389],[1381024],[1387602],[1420573],[1422192],[1424667],[1460849],[1474408],[1493880],[1507379],[1508998],[1511473],[1551120],[1552273],[1591022],[1602131],[1615052],[1623842],[1637166],[1638319],[1681624],[1704228],[1714504],[1720022],[1730291],[1743342],[1765929],[1793958],[1830146],[1840737],[1850183],[1855701],[1867822],[1916562],[1952200],[1962079],[1971357],[2028913],[2034431],[2086323],[2140786],[2244963], 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58124,1459230],[1469489,1470609],[1475561,1739781],[1484682,1484752],[1485950,1487966],[1486394,1748905],[1492706,1493761],[1496270,1506226],[1497423,1759521],[1519252,1781696],[1527737,1785578],[1541856,1803718],[1563848,1824074],[1581012,2075800],[1582648,1582734],[1585048,1585118],[1588790,1589869],[1599406,1600512],[1605814,1864817],[1614865,1614933],[1615227,1617259],[1627290,1883729],[1664719,1665839],[1670791,1926052],[1692653,1945792],[1714317,1714385],[1724317,1724387],[1728059,1729138],[1742763,1742849],[1791233,1792339],[1797641,2043547],[1819117,2062459],[1840158,1840244],[1849996,1850064],[1910588,1910658],[1914330,1915409],[1970778,1970864],[2028726,2028794],[2140207,2140293] ] cell #2493 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [80613],[99230],[119175],[129307],[139111],[153698],[165931],[167377],[176304],[177883],[194367],[196677],[208771],[209833],[222191],[225497],[226262],[234424],[240892],[244875],[258018],[260629],[262939],[263704],[275107],[277417],[282232],[289511],[290573],[297141],[299301],[305984],[317864],[318513],[321847],[325433],[334559],[338542],[351685],[354296],[356606],[357371],[361715],[363704],[371799],[373959],[380642],[385203],[387363],[388327],[394046],[404166],[406326],[413009],[424889],[425538],[428872],[432458],[437242],[439755],[446100],[448089],[456184],[458344],[461010],[462999],[471094],[473254],[479937],[482241],[484230],[492325],[494485],[501168],[505729],[507889],[508853],[514572],[522104],[531292],[533805],[540150],[542139],[547652],[550165],[556510],[558499],[566594],[568754],[571095],[573608],[579953],[581942],[590037],[592197],[594863],[596852],[604947],[607107],[613790],[622279],[625518],[629888],[633209],[634706],[637219],[643233],[652421],[654934],[661279],[663268],[668775],[677963],[680476],[686821],[688810],[694323],[696836],[703181],[705170],[713265],[715425],[724180],[725545],[732217],[735639],[737751],[756688],[761058],[765876],[768389],[780919],[784158],[788528],[791849],[793346],[795859],[801873],[811061],[813574],[819919],[821908],[833986],[835071],[837558],[842370],[846028],[854777],[865801],[872473],[878007],[893609],[894974],[901646],[905068],[907180],[926117],[930487],[935305],[937818],[946711],[951589],[954172],[971728],[973093],[983200],[990499],[1012716],[1013801],[1016288],[1021100],[1024758],[1044531],[1051203],[1056737],[1068698],[1075558],[1094352],[1095437],[1101270],[1106148],[1127652],[1132982],[1137860],[1140443],[1169471],[1176770],[1194284],[1217287],[1222165],[1228053],[1254792],[1260525],[1267385],[1293097],[1297975],[1346571],[1356656],[1379659],[1384537],[1389514],[1423283],[1461999],[1476320],[1510089],[1553032],[1592612],[1639078],[1720828],[1839139] ] cell #2494 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355903],[404991],[457009],[481940],[506554],[539849],[567419],[570994],[590862],[594562],[629587],[634605],[658939],[660978],[686520],[694222],[695387],[714090],[725244],[732116],[756160],[760757],[765775],[766940],[788227],[793245],[802857],[817579],[819618],[831339],[834970],[845509],[865500],[866919],[872372],[878991],[894673],[901545],[925589],[930186],[935204],[936369],[944430],[946965],[958622],[962253],[972792],[979468],[983099],[984776],[993638],[1010069],[1013700],[1024239],[1044230],[1045649],[1051102],[1057721],[1065913],[1068966],[1077513],[1080048],[1091705],[1095336],[1098989],[1101524],[1113181],[1116812],[1127351],[1130701],[1133236],[1144893],[1148524],[1159063],[1165739],[1169370],[1171047],[1179909],[1192308],[1203406],[1206459],[1215006],[1217541],[1225268],[1228321],[1236868],[1239403],[1251060],[1254691],[1257740],[1260793],[1269340],[1271875],[1283532],[1287163],[1290816],[1293351],[1305008],[1308639],[1319178],[1328942],[1332688],[1337739],[1342185],[1343786],[1346839],[1354680],[1365778],[1368831],[1377378],[1379913],[1387538],[1398636],[1401689],[1410236],[1412771],[1420498],[1423551],[1432098],[1434633],[1446290],[1449921],[1459155],[1460838],[1467795],[1472013],[1474344],[1496206],[1501257],[1507304],[1510357],[1525318],[1529064],[1534115],[1538561],[1540162],[1543215],[1551056],[1562154],[1565207],[1573754],[1576289],[1589805],[1590947],[1593571],[1598189],[1602370],[1611880],[1623596],[1630553],[1637102],[1654385],[1656068],[1663025],[1667243],[1669574],[1691436],[1696487],[1702534],[1705587],[1715429],[1719958],[1722500],[1739706],[1741389],[1751062],[1758304],[1781632],[1782774],[1785398],[1790016],[1794197],[1815423],[1822380],[1828929],[1841603],[1847869],[1864753],[1865895],[1871099],[1875628],[1897059],[1901700],[1906229],[1908771],[1937333],[1944575],[1962905],[1981728],[1986257],[1991160],[2015452],[2020333],[2026599],[2049829],[2054358],[2096467],[2104864],[2123687],[2128216],[2132334],[2160589],[2193658],[2203887],[2229565],[2263504],[2294857],[2327115],[2387273],[2467517] ] cell #2495 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1372181],[1495478],[1568557],[1586958],[1625159],[1690708],[1708937],[1715861],[1778785],[1805081],[1816986],[1828201],[1861906],[1902132],[1904461],[1919070],[1950069],[1982160],[1984489],[2022188],[2022661],[2036373],[2052590],[2098322],[2098795],[2126448],[2132716],[2134003],[2147909],[2162444],[2162917],[2204269],[2205556],[2231420],[2231893],[2237862],[2239217],[2263886],[2265173],[2304278],[2305633],[2316845],[2327497],[2328784],[2335266],[2358991],[2359949],[2360346],[2387655],[2396131],[2406943],[2416900],[2417858],[2418255],[2445676],[2446355],[2471609],[2477338],[2484272],[2488827],[2497694],[2498373],[2524064],[2538384],[2543920],[2546782],[2551565],[2557838],[2570147],[2584363],[2605398],[2610579],[2614190],[2617052],[2622339],[2645232],[2663814],[2668289],[2671418],[2694930],[2697792],[2720140],[2739911],[2777269], [730329,1205646],[748226,1226388],[797417,1545075],[825682,1838107],[840384,1334895],[859296,1355781],[869545,1366898],[870585,1368018],[899758,1400876],[911029,1674062],[935855,1953947],[939376,1707447],[943689,943759],[956670,1205468],[961456,1470035],[976410,1226280],[982302,1491897],[987434,1497307],[988513,1498413],[1014351,2026450],[1019114,1531271],[1029324,1542402],[1031012,1800863],[1045445,1816413],[1048275,1563274],[1049315,1564394],[1056505,2069580],[1060586,1833417],[1076772,1076842],[1080843,1597497],[1083726,1600396],[1095987,2102584],[1098248,1098318],[1102319,1618973],[1105202,1621872],[1110123,1366790],[1111229,1367840],[1116015,1632793],[1128566,1898049],[1137628,2137735],[1142941,1400698],[1147727,1665265],[1153938,1671781],[1168573,1687127],[1170021,1936923],[1170315,1938453],[1173705,1692537],[1174784,1693643],[1182383,2179366],[1184994,1704774],[1186682,1955422],[1207240,1726227],[1209809,1469927],[1221933,2209288],[1229102,1747073],[1231671,1491719],[1236127,1236197],[1240198,1757612],[1243081,1760511],[1253894,1771432],[1255342,2015042],[1255636,2016572],[1257152,2236213],[1265239,2242642],[1266810,1783894],[1268599,1268669],[1272670,1789324],[1275553,1792223],[1281580,1542224],[1286366,1803144],[1289860,2048110],[1294146,1810800],[1297029,1813699],[1297743,2053159],[1298860,2055459],[1301950,1563166],[1303056,1564216],[1307842,1824620],[1314053,1831136],[1328201,1328271],[1331960,1595342],[1335698,1851540],[1343198,2302629],[1351285,2309058],[1352856,1867015],[1353952,1617858],[1357690,1871531],[1369612,1881897],[1376422,2121968],[1380708,1892436],[1383591,1895335],[1384305,2127017],[1385422,2129317],[1386940,2333778],[1389407,1899981],[1396617,1907330],[1402470,1912498],[1405039,1665157],[1413566,1923037],[1416449,1925936],[1419910,2158738],[1420059,2159006],[1424332,1933344],[1426901,1686949],[1427997,2163720],[1431357,1431427],[1435428,1943883],[1438311,1946782],[1444338,1704596],[1449124,1957703],[1454060,1455100],[1457461,2385127],[1458776,2192869],[1462401,1723898],[1472808,1977995],[1473746,2394643],[1476213,1980009],[1483423,1987358],[1484263,1745734],[1499216,2001097],[1506716,2227714],[1506865,2227982],[1511138,2011463],[1513707,1771254],[1514803,2232696],[1516864,2422587],[1519742,2018482],[1519891,2018750],[1524577,1524647],[1526692,1783716],[1528336,1787169],[1532074,2030270],[1543996,2040636],[1546295,2042791],[1546565,1803036],[1549232,2045745],[1549735,2261935],[1550328,1809685],[1550458,2262253],[1554066,2050261],[1565988,2060627],[1577084,2071166],[1579967,2074065],[1584629,1585619],[1588128,2469521],[1589280,2293868],[1589429,2294136],[1600058,2089531],[1603151,2093021],[1603426,2477635],[1606304,2094616],[1606453,2094884],[1611139,1611209],[1613254,1866837],[1620219,2486690],[1621534,2316097],[1635566,2119954],[1635781,2325546],[1636374,1891321],[1636504,2325864],[1640112,2124119],[1647478,1899083],[1648697,2130765],[1649290,1650330],[1649420,2131083],[1657631,1910169],[1668038,2147424],[1668846,1920882],[1671443,2149438],[1672584,2151589],[1675656,2153918],[1678653,2156787],[1679236,2357420],[1679493,1932005],[1694446,2170526],[1706368,2180892],[1708667,2183047],[1716594,2544677],[1717597,2386492],[1718190,1968777],[1718320,2386810],[1728549,2197678],[1728698,2197946],[1730978,2200927],[1732799,1979111],[1734018,2202318],[1734611,1735651],[1734741,2202636],[1748243,2559851],[1749395,2406490],[1749544,2406758],[1760173,2222629],[1763266,2226119],[1763541,2415329],[1763798,2010124],[1774522,2017347],[1776199,2236291],[1776456,1777446],[1779825,2032599],[1791885,2248171],[1794978,2251661],[1795510,2038307],[1798131,2253256],[1798280,2253524],[1801666,2257435],[1827393,2278594],[1831939,2282759],[1835011,2285088],[1838770,2609964],[1838822,2467428],[1843458,2081208],[1843674,2470749],[1843931,2084189],[1848251,2296050],[1853276,2298098],[1853869,1862946],[1853999,2298416],[1857643,2093481],[1859320,2302707],[1859577,1860567],[1872264,2623866],[1873267,2488055],[1873860,2110736],[1873990,2488373],[1884219,2320906],[1884368,2321174],[1886648,2324155],[1898452,2130110],[1903122,2143980],[1914820,2344349],[1914969,2344617],[1917249,2347598],[1918697,2350940],[1920289,2348989],[1921012,2349307],[1934384,2172855],[1946444,2369300],[1949537,2372790],[1956225,2378564],[1960862,2543226],[1963287,2187732],[1964574,2189780],[1969442,2388473],[1974294,2390585],[1974551,1983150],[1978480,2201663],[1988327,2678346],[1988379,2557758],[1993015,2214306],[1993231,2561079],[1993488,2217287],[1997808,2408672],[2002833,2410720],[2003426,2012503],[2003556,2411038],[2021815,2246171],[2026981,2429903],[2032006,2431951],[2032729,2432269],[2038050,2436560],[2051251,2275150],[2062949,2454759],[2063098,2455027],[2065378,2458008],[2066826,2461350],[2078459,2717764],[2078511,2610499],[2079222,2289255],[2080180,2470699],[2080577,2291367],[2085106,2472488],[2087531,2097949],[2102821,2622415],[2105246,2310960],[2106533,2313008],[2111401,2490036],[2116253,2492148],[2116510,2125109],[2135091,2508181],[2138871,2508999],[2143723,2511111],[2162071,2367300],[2167237,2529198],[2172262,2531246],[2172985,2531564],[2187963,2668365],[2188595,2382805],[2189274,2545674],[2195197,2761226],[2195249,2671338],[2196918,2550655],[2206644,2557294],[2212320,2401877],[2213278,2402754],[2213675,2403989],[2218204,2562818],[2220629,2231047],[2238820,2577724],[2243746,2579513],[2266261,2448812],[2270041,2597061],[2274893,2599173],[2290916,2612028],[2296281,2720216],[2297592,2615944],[2305236,2620925],[2311823,2484368],[2312502,2484812],[2314959,2316472],[2320146,2490913],[2329872,2500830],[2335945,2639341],[2341868,2808026],[2341920,2739831],[2343589,2644322],[2353315,2650961],[2364875,2656485],[2390134,2672867],[2396810,2676783],[2403538,2558276],[2410214,2563262],[2412671,2414184],[2424769,2692768],[2430134,2777345],[2431445,2696684],[2439089,2701665],[2453999,2597938],[2463725,2607855],[2479817,2724718],[2491697,2627091],[2510660,2741360],[2517336,2745276],[2530740,2656929],[2533197,2534710],[2586842,2781847],[2598722,2707831] ] cell #2496 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431112],[485821],[543730],[571313],[598443],[634924],[664859],[668729],[690401],[694541],[732435],[737705],[763850],[766094],[793564],[801827],[803176],[823499],[835289],[842324],[867801],[872691],[877961],[879310],[901864],[907134],[917422],[933279],[935523],[947847],[951543],[962572],[983418],[984821],[990453],[997450],[1014019],[1021054],[1046531],[1051421],[1056691],[1058040],[1066477],[1069011],[1080930],[1084626],[1095655],[1102406],[1106102],[1107873],[1117131],[1134118],[1137814],[1148843],[1169689],[1171092],[1176724],[1183721],[1192353],[1195363],[1203970],[1206504],[1218423],[1222119],[1225832],[1228366],[1240285],[1243981],[1255010],[1258304],[1260838],[1272757],[1276453],[1287482],[1294233],[1297929],[1299700],[1308958],[1321746],[1332733],[1335743],[1344350],[1346884],[1354725],[1357735],[1366342],[1368876],[1380795],[1384491],[1387583],[1390593],[1399200],[1401734],[1413653],[1417349],[1421062],[1423596],[1435515],[1439211],[1450240],[1459719],[1463402],[1468359],[1472895],[1474389],[1477399],[1485264],[1496251],[1499261],[1507868],[1510402],[1518122],[1529109],[1532119],[1540726],[1543260],[1551101],[1554111],[1562718],[1565252],[1577171],[1580867],[1589850],[1591511],[1598234],[1602415],[1604684],[1626160],[1631117],[1637147],[1640157],[1654949],[1658632],[1663589],[1668125],[1669619],[1672629],[1680494],[1691481],[1694491],[1703098],[1705632],[1718892],[1720003],[1722545],[1726929],[1731023],[1740270],[1751626],[1758349],[1764799],[1781677],[1783338],[1790061],[1794242],[1796511],[1817987],[1822944],[1828974],[1831984],[1841648],[1845922],[1848356],[1864798],[1866459],[1875673],[1882599],[1905163],[1906274],[1908816],[1913200],[1917294],[1937897],[1944620],[1951070],[1963392],[1969288],[1985191],[1986302],[1991205],[1995479],[2016016],[2020378],[2024652],[2027086],[2054403],[2061329],[2079068],[2096512],[2100786],[2105351],[2128261],[2132821],[2138717],[2160634],[2164908],[2204374],[2212166],[2229610],[2233884],[2237708],[2263991],[2294902],[2304124],[2327602],[2358837],[2387760],[2416746],[2471455],[2543315] ] cell #2497 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2498 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [94899],[123661],[141699],[146696],[160424],[180790],[185161],[188382],[193912],[202831],[204899],[208273],[215189],[224579],[228917],[232641],[236311],[238245],[244270],[249800],[254644],[260174],[261257],[269122],[270513],[274652],[277214],[283571],[285639],[289013],[289756],[294387],[301403],[303337],[309362],[310753],[313283],[315217],[319717],[321242],[326772],[329978],[331912],[333038],[333189],[337937],[340754],[343467],[348311],[349702],[353841],[354924],[359283],[366407],[369045],[374745],[376061],[377995],[379121],[379272],[382449],[389465],[391399],[397424],[398815],[401412],[401550],[404320],[408428],[410362],[413609],[416387],[417778],[418931],[420308],[422242],[423368],[423519],[426742],[428267],[433797],[434880],[442543],[449106],[449514],[451685],[453430],[453568],[456338],[468340],[474040],[475356],[477290],[478416],[478567],[481912],[484969],[486933],[489571],[495271],[496587],[496995],[498521],[499798],[501393],[502975],[503113],[505883],[509991],[511925],[516425],[517950],[519341],[527829],[528692],[530758],[534647],[534942],[535080],[537816],[539821],[542878],[544842],[554670],[559516],[559924],[562095],[563840],[563978],[566748],[571114],[576396],[577371],[582959],[583367],[585538],[586866],[586988],[587283],[587421],[594534],[595494],[597591],[602193],[607893],[609209],[611143],[612420],[618460],[622772],[622910],[624563],[624996],[629095],[634725],[640007],[640982],[649821],[650229],[650367],[651887],[655776],[656071],[656209],[660950],[661910],[664007],[673221],[674500],[675363],[677429],[681318],[681613],[681751],[684487],[685247],[686028],[694342],[695359],[700599],[706187],[706595],[708766],[710511],[710649],[720110],[720543],[721616],[725216],[726736],[726976],[735143],[742197],[743476],[744339],[746454],[749630],[753647],[753942],[754080],[754527],[755733],[760265],[765895],[766912],[772152],[777100],[778415],[781412],[781550],[783203],[783636],[787735],[792034],[802977],[806319],[808461],[810527],[814416],[814711],[814849],[820550],[829176],[829501],[829741],[830912],[835090],[836714],[841881],[845481],[850958],[852273],[855270],[855408],[857268],[857500],[860366],[860799],[861872],[865008],[867232],[875399],[879111],[882453],[884595],[889539],[889972],[891045],[891307],[896165],[896405],[904572],[919059],[920374],[923371],[923509],[925162],[929694],[936341],[945310],[945542],[945867],[947278],[956459],[958195],[962373],[967658],[968091],[969164],[969426],[974196],[974717],[977630],[977870],[979041],[984641],[990010],[999087],[1000402],[1003399],[1003537],[1008231],[1008471],[1009642],[1015444],[1020611],[1024211],[1034138],[1039096],[1039529],[1040602],[1040864],[1045962],[1054129],[1057841],[1066756],[1067277],[1075347],[1078393],[1078625],[1080361],[1089867],[1090107],[1091278],[1097010],[1100426],[1101837],[1107024],[1112754],[1122217],[1122650],[1123723],[1123985],[1132138],[1133549],[1142730],[1144466],[1148644],[1155435],[1163901],[1164141],[1165312],[1176281],[1189808],[1193154],[1201378],[1201811],[1204249],[1204770],[1212840],[1216443],[1217854],[1224820],[1233924],[1239716],[1249222],[1249462],[1250633],[1270220],[1270452],[1272188],[1283105],[1292253],[1293664],[1304581],[1315550],[1323506],[1330430],[1330670],[1333534],[1341758],[1354230],[1378815],[1380226],[1399479],[1400000],[1408070],[1413084],[1434946],[1445863],[1452362],[1454338],[1461155],[1465162],[1472326],[1484017],[1529910],[1538134],[1576602],[1583298],[1584383],[1595620],[1660392],[1667556],[1712192],[1723652],[1787447],[1909923] ] cell #2499 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[42762,236233],[48454,383312],[62786,301325],[66875,313205],[67222,461503],[69368,469203],[86340,243625],[87443,536593],[91119,383234],[93473,389387],[93820,557003],[100392,408350],[106974,603056],[112839,442465],[115181,193236],[115341,450792],[116455,631243],[124252,469125],[124587,320597],[125690,322931],[133140,337292],[134243,683264],[140273,509913],[140620,703674],[145068,523473],[150545,150597],[150723,373670],[152052,536515],[159595,386666],[161937,259498],[162097,390440],[163211,261325],[169968,576318],[172310,273976],[172470,584645],[173584,789883],[175447,415742],[176550,798647],[181381,602978],[181716,427622],[182819,429956],[186595,438505],[192284,626887],[193074,450530],[199268,639929],[201203,459929],[203982,317209],[204142,314258],[206680,206732],[206858,320373],[213561,670144],[219038,219090],[219216,494196],[220545,683186],[222887,342791],[223047,691513],[224161,912905],[228088,507192],[230430,353165],[230590,510966],[231704,354992],[233567,517305],[234670,519639],[242483,532555],[248172,739120],[252857,381854],[253775,256511],[256333,256385],[259336,390178],[265530,568057],[267335,572358],[271580,577619],[273024,785527],[273814,584383],[278501,278553],[278679,591908],[279354,417102],[279514,799622],[280008,798569],[280620,592805],[281943,593782],[284722,424234],[284882,421283],[287420,287472],[287598,427398],[291269,433121],[291429,610184],[292543,434948],[304377,843739],[307575,635969],[311820,641230],[313996,317047],[325144,660198],[327923,479282],[328083,476331],[329565,668253],[334852,487988],[335012,684239],[336150,679226],[341339,686897],[341839,908549],[342629,691251],[343765,343817],[343943,692169],[345284,501461],[346524,502380],[347442,350178],[350000,350052],[353003,510704],[357690,357742],[357868,517081],[358543,518665],[358703,941581],[367063,723474],[372120,733480],[375648,737229],[380935,545897],[381095,537568],[392439,991868],[395637,563245],[396555,399291],[399113,399165],[400261,773143],[401862,571629],[404905,788604],[406934,406986],[407112,585301],[411402,1022469],[413663,793137],[414295,587733],[414600,794609],[416940,799360],[417152,417204],[421021,424072],[425182,600610],[425342,817337],[432959,609922],[434095,434147],[434273,825267],[441342,832424],[443256,621247],[449161,842921],[451448,459130],[452279,847001],[453880,635240],[456923,629964],[458952,459004],[466358,863730],[471415,873736],[476069,479120],[480230,667026],[480390,658697],[480532,885878],[481583,668456],[482317,482369],[485023,901437],[485655,682063],[487826,683977],[492646,902909],[495429,686163],[495436,906953],[496642,907731],[503425,694857],[506468,930563],[508497,508549],[508675,708529],[512965,1178139],[518503,941319],[518715,518767],[522655,722656],[525816,948144],[535392,543564],[537306,545735],[538441,963997],[539492,737432],[540226,540278],[542932,732008],[551752,980553],[553666,752417],[559571,991050],[561858,569540],[564290,766410],[567333,761134],[569362,569414],[570561,784709],[570751,774065],[570886,571168],[574450,787870],[574457,1020873],[583014,1021651],[585997,793002],[594205,801554],[594939,594991],[597645,1050994],[598277,815161],[600448,817075],[600660,600712],[605268,1052466],[609264,1057288],[615914,831991],[619640,1070153],[623222,835605],[626069,634172],[629230,638061],[634362,847923],[634497,634779],[638068,842143],[643784,862912],[646945,1102703],[649876,1106699],[650952,865877],[656521,664693],[658435,666864],[660621,877688],[661355,661407],[664061,872264],[667076,667128],[667820,897576],[668548,668832],[672352,901302],[675418,1138411],[693789,926668],[693979,916024],[694114,694396],[695764,695816],[697678,929829],[697685,1176543],[706242,1177321],[717860,948384],[724887,951270],[725621,725673],[728147,736796],[731873,741328],[737524,737808],[744394,1222716],[747084,980120],[748590,981626],[750810,1229508],[754392,755213],[754581,982991],[757239,765342],[760400,769231],[763331,1244578],[765532,996052],[765667,765949],[767317,767369],[769238,990272],[773383,1016855],[776060,1013267],[800918,1047133],[801646,801930],[802749,803031],[805450,1050859],[808516,1298526],[825716,825768],[826869,1065092],[833497,834537],[834727,1073352],[834862,835144],[838125,847241],[845886,845938],[849918,1094903],[857554,1098951],[858116,1102943],[859287,1104114],[865143,865999],[866006,1105921],[868403,877052],[869909,1115339],[872129,881584],[877780,878064],[878883,879165],[884650,1385088],[888460,1136905],[913823,1417946],[915342,1172525],[917241,917525],[932760,1439808],[936746,936798],[943202,1191508],[944392,945596],[949555,950634],[951362,951646],[960780,961820],[962145,962427],[966579,1221210],[974926,974998],[975005,1225723],[976764,1230919],[982856,983772],[986254,995370],[987425,1241993],[997269,997553],[1007365,1264497],[1024616,1024668],[1028648,1286730],[1048639,1307166],[1057613,1057895],[1063380,1581464],[1064536,1320629],[1066368,1067565],[1067486,1067558],[1071564,1072670],[1077475,1078679],[1082638,1083717],[1084445,1084729],[1089001,1350543],[1096956,1354445],[1097687,1097761],[1110477,1371429],[1147051,1148091],[1148416,1148698],[1152850,1416440],[1173696,1437223],[1183540,1183824],[1192073,1193100],[1193831,1193905],[1203861,1205058],[1204979,1205051],[1209057,1210163],[1223889,1223891],[1269302,1270506],[1274465,1275544],[1276272,1276556],[1280828,1546919],[1302304,1567805],[1322575,1322577],[1332453,1333480],[1334211,1334285],[1399091,1400288],[1400209,1400281],[1404287,1405393],[1464231,1464233],[1528829,1529856],[1530587,1530661],[1659461,1659463] ] cell #2500 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [534524],[550884],[561818],[628220],[645935],[655653],[658249],[681195],[692129],[708489],[726957],[730824],[745780],[745894],[749761],[756113],[759390],[786860],[796578],[799174],[814293],[816889],[825227],[828502],[828616],[829722],[831292],[836935],[856926],[867213],[871080],[896386],[900253],[906605],[909882],[925542],[928819],[941133],[944968],[946088],[947259],[953457],[955785],[955899],[958575],[977851],[979421],[985064],[992680],[1008452],[1010022],[1011101],[1015665],[1025952],[1029819],[1045943],[1049810],[1056162],[1067983],[1069254],[1078051],[1080342],[1090088],[1091658],[1092737],[1100647],[1101818],[1113134],[1132359],[1133530],[1134636],[1136206],[1139728],[1142056],[1142170],[1144846],[1150489],[1164122],[1165692],[1166771],[1171335],[1178951],[1206747],[1216664],[1217835],[1218941],[1220511],[1227338],[1228609],[1239697],[1249443],[1251013],[1252092],[1259810],[1261081],[1262201],[1269878],[1272169],[1283485],[1292474],[1293645],[1294751],[1296321],[1304961],[1318220],[1330651],[1342138],[1345856],[1347127],[1348247],[1364130],[1369119],[1379036],[1380207],[1381313],[1382883],[1401977],[1413065],[1415741],[1418586],[1422568],[1423839],[1424959],[1434927],[1446243],[1453425],[1461376],[1469617],[1472307],[1491479],[1494169],[1505656],[1509374],[1510645],[1511765],[1538514],[1541984],[1543503],[1565495],[1576583],[1579259],[1583940],[1584303],[1591897],[1594707],[1599139],[1602658],[1616183],[1620615],[1624134],[1632375],[1664847],[1667537],[1670524],[1700886],[1705875],[1712820],[1712896],[1713270],[1723209],[1723572],[1727792],[1744055],[1744418],[1748638],[1759254],[1786534],[1790966],[1794485],[1797374],[1824202],[1838648],[1839288],[1848575],[1848949],[1868566],[1868940],[1883462],[1909480],[1909843],[1914063],[1945525],[1960698],[1969908],[1988845],[2027305],[2027679],[2062192],[2139337], [345543,915209],[347402,697555],[394656,995237],[396515,769108],[401294,1007346],[402007,1007232],[420835,804575],[441487,1071431],[451408,846747],[453312,1088982],[454025,1088868],[475883,880709],[481683,1131239],[502857,915323],[503570,919190],[517041,938537],[522254,1192734],[534824,1209038],[535537,1208924],[537120,962981],[539592,1215544],[548937,1226785],[551897,1230786],[563722,995351],[564435,999218],[585261,1025477],[587165,1280809],[587878,1280695],[594305,1035656],[609736,1059439],[615664,1321646],[622654,1071545],[624943,1076266],[625668,1333114],[627699,1335372],[629330,1338277],[631838,1085354],[643383,1355106],[644005,1355538],[653706,1367295],[655953,1371410],[656666,1371296],[660721,1118777],[681495,1404268],[682208,1404154],[683791,1149252],[686263,1410774],[710393,1181622],[711106,1185489],[720490,1194992],[724987,1197897],[727421,1202690],[727897,1463302],[730292,1465973],[734432,1470432],[746834,1485164],[753824,1230900],[756838,1496632],[757460,1497064],[758869,1498890],[760500,1501795],[781294,1263372],[783583,1268093],[784308,1529490],[786339,1531748],[787970,1534653],[790478,1277181],[796878,1545794],[812346,1563671],[814593,1567786],[815306,1567672],[819361,1310604],[830186,1324317],[834136,1590231],[836821,1331522],[840125,1595944],[844132,1600153],[855152,1349418],[860746,1357364],[864542,1622349],[865243,1360269],[868153,1626060],[870548,1628731],[889919,1390222],[894416,1393127],[896850,1397920],[897326,1658532],[899721,1661203],[903861,1665662],[909361,1672258],[910992,1675163],[923253,1426130],[926267,1691862],[926889,1692294],[928298,1694120],[929929,1697025],[938837,1708166],[945974,1454662],[950384,1718792],[953976,1722329],[968038,1477028],[972535,1479933],[978315,1487835],[982265,1750346],[988254,1756059],[1003281,1512936],[1008916,1520693],[1012866,1782058],[1015551,1527898],[1018855,1787771],[1022862,1791980],[1029287,1799082],[1033427,1803541],[1039476,1553740],[1043272,1814176],[1043973,1556645],[1044906,1826892],[1046883,1817887],[1049278,1820558],[1058918,1831613],[1060549,1834518],[1068502,1841432],[1090552,1607255],[1094502,1865179],[1100533,1617420],[1104943,1874462],[1122597,1639786],[1126393,1895812],[1127094,1642691],[1128027,1635065],[1132245,1649892],[1136655,1905063],[1139051,1907807],[1140247,1908600],[1153679,1921484],[1157686,1925693],[1161446,1941093],[1164586,1683065],[1168536,1936617],[1170278,1949044],[1174525,1942330],[1184957,1953641],[1201758,1721536],[1216550,1735213],[1220960,1985091],[1223356,1987835],[1227857,1990989],[1246767,1754822],[1249907,1767370],[1253857,2014736],[1255599,1762773],[1259562,2024355],[1260329,2020162],[1266773,2026144],[1278886,2036738],[1288941,2057609],[1289823,2057972],[1292360,1809247],[1296770,2053192],[1313794,2069613],[1327961,1845625],[1331115,1847414],[1345608,2100489],[1346375,2096296],[1352819,2102278],[1375503,1878879],[1376385,1879242],[1378922,1890883],[1383332,2127050],[1388488,2136178],[1389370,2136541],[1392375,2134368],[1396358,2137768],[1419097,2167561],[1419153,2167935],[1423087,2160418],[1457857,1966749],[1458739,1967112],[1461262,1968339],[1475294,2207731],[1476176,2208094],[1479181,2205921],[1483164,2209321],[1505903,1998132],[1505959,1998506],[1509893,2229394],[1517801,2236246],[1518929,2240794],[1518985,2241168],[1549708,2270507],[1555893,2265538],[1583405,2077606],[1588467,2082154],[1588523,2082528],[1592416,2294686],[1604363,2302662],[1605491,2307210],[1605547,2307584],[1635754,2111867],[1641939,2329149],[1646917,2333586],[1648670,2337910],[1712384,2186915],[1717531,2385160],[1717570,2191239],[1732238,2394451],[1733991,2398775],[1752531,2407308],[1774495,2422705],[1838795,2288852],[1842897,2469329],[1857616,2477753],[1873201,2486723],[1964547,2544795],[1992454,2559659],[2106506,2623984] ] cell #2501 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [136168],[174210],[174405],[184744],[215354],[215549],[221359],[228606],[232525],[249965],[250160],[266048],[267419],[269660],[270397],[281315],[283736],[283931],[289741],[307659],[309900],[310637],[324516],[326937],[327132],[330018],[330981],[333174],[345558],[346608],[348849],[349586],[365724],[376101],[377064],[379257],[387838],[388033],[394671],[395721],[397962],[398699],[401535],[402022],[417662],[419178],[420348],[421105],[421311],[423504],[441502],[443340],[450109],[453553],[454040],[460096],[461947],[465019],[466580],[473924],[474226],[475396],[476153],[476359],[478552],[481698],[482467],[497590],[499783],[503098],[503585],[503878],[519225],[522269],[523640],[526700],[528732],[535065],[535552],[537390],[537596],[539607],[540376],[546395],[547103],[548279],[551912],[557447],[560519],[562080],[563963],[564450],[564743],[570914],[583962],[587406],[587893],[594320],[595089],[595479],[607777],[610006],[610212],[612405],[615942],[616697],[617405],[622895],[625683],[627054],[629345],[630114],[631687],[631853],[632146],[634525],[641938],[642052],[643398],[643915],[647829],[651872],[653048],[656194],[656681],[658725],[660736],[661505],[661895],[681736],[682223],[684061],[684267],[686278],[687047],[694142],[704118],[707190],[708751],[710634],[711121],[711414],[718691],[718805],[721601],[725002],[727436],[728175],[728930],[729638],[732036],[733774],[734738],[735128],[745706],[747112],[754065],[755507],[756853],[757370],[760515],[761284],[763023],[765695],[781535],[784323],[785694],[787985],[788754],[790327],[790493],[790786],[793165],[799650],[810512],[811688],[814834],[815321],[817365],[819376],[820145],[820535],[828428],[830201],[830686],[834151],[834890],[837197],[837447],[838956],[839070],[841866],[844042],[855393],[861857],[865258],[867025],[867692],[868431],[872292],[875384],[891030],[894431],[896865],[897604],[898359],[899067],[901465],[903203],[904167],[904557],[913349],[913515],[923494],[924936],[926282],[926799],[929944],[930713],[932452],[935124],[941609],[946350],[946600],[947071],[947738],[950662],[953480],[953812],[955711],[957969],[969149],[972550],[978330],[978815],[983019],[989995],[1003522],[1008931],[1009416],[1012881],[1013620],[1015927],[1016177],[1017686],[1017800],[1020596],[1022772],[1026431],[1032769],[1034123],[1040587],[1043988],[1045755],[1046422],[1047161],[1051022],[1054114],[1063072],[1068006],[1068338],[1075667],[1080154],[1090567],[1091052],[1094517],[1095256],[1100909],[1101159],[1101630],[1112528],[1123708],[1127109],[1132621],[1132871],[1133342],[1134009],[1135115],[1136933],[1139751],[1140083],[1141982],[1144240],[1150751],[1155420],[1157596],[1164601],[1165086],[1169290],[1176266],[1182101],[1189793],[1194393],[1212825],[1216926],[1217176],[1217647],[1218314],[1219420],[1221238],[1227361],[1227693],[1239509],[1249922],[1250407],[1254611],[1259833],[1260165],[1262463],[1263851],[1267494],[1271981],[1278722],[1282879],[1292736],[1292986],[1293457],[1295230],[1304355],[1315535],[1331130],[1341532],[1345879],[1346211],[1348509],[1349897],[1356765],[1379298],[1379548],[1380019],[1381792],[1389623],[1392211],[1408055],[1412877],[1422591],[1422923],[1425221],[1426609],[1434739],[1445637],[1461638],[1461888],[1463105],[1472119],[1476429],[1479017],[1494648],[1509397],[1509729],[1512027],[1513415],[1537908],[1553141],[1555729],[1576395],[1586323],[1591920],[1592252],[1593677],[1624396],[1639187],[1641775],[1658335],[1667349],[1712843],[1715535],[1720937],[1721863],[1746438],[1752367],[1785504],[1839248],[1840966],[1871205],[1908134],[1960779],[1990523] ] cell #2502 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232330],[270202],[310442],[330067],[349391],[376150],[398504],[401232],[417467],[420397],[449195],[453250],[473729],[475445],[496676],[502795],[503927],[519030],[528781],[534762],[555596],[559605],[563660],[564792],[583048],[587103],[595176],[607582],[609298],[619445],[622592],[632195],[649910],[651164],[655891],[661592],[675452],[681433],[702267],[706276],[710331],[711463],[718320],[720893],[731678],[734825],[744428],[750615],[753762],[755393],[763365],[778085],[781232],[790835],[808550],[809804],[814531],[820232],[827707],[830572],[838585],[841158],[851943],[855090],[858576],[861149],[871934],[875081],[884684],[887749],[890322],[901107],[904254],[913857],[920044],[923191],[924822],[932794],[944052],[954990],[957855],[965868],[968441],[975836],[978701],[986714],[989287],[1000072],[1003219],[1006437],[1009302],[1017315],[1019888],[1030673],[1033820],[1037306],[1039879],[1050664],[1053811],[1063414],[1073130],[1077135],[1081927],[1086208],[1088073],[1090938],[1098611],[1109549],[1112414],[1120427],[1123000],[1130323],[1141261],[1144126],[1152139],[1154712],[1162107],[1164972],[1172985],[1175558],[1186343],[1189490],[1199279],[1200667],[1208129],[1212117],[1214628],[1236490],[1241282],[1247428],[1250293],[1264957],[1268962],[1273754],[1278035],[1279900],[1282765],[1290438],[1301376],[1304241],[1312254],[1314827],[1328564],[1329742],[1332293],[1337361],[1341418],[1351003],[1363039],[1370501],[1377000],[1394509],[1395897],[1403359],[1407347],[1409858],[1431720],[1436512],[1442658],[1445523],[1455433],[1460460],[1462991],[1481315],[1482703],[1493260],[1500879],[1524940],[1526118],[1528669],[1533737],[1537794],[1559415],[1566877],[1573376],[1586209],[1592957],[1611502],[1612680],[1618191],[1623218],[1645461],[1650663],[1655690],[1658221],[1688490],[1696109],[1714815],[1735984],[1741011],[1746324],[1772795],[1778036],[1784784],[1810018],[1815045],[1861157],[1870485],[1891654],[1896681],[1901086],[1932595],[1969110],[1981114],[2010714],[2049215],[2084779],[2123073],[2193044],[2289123] ] cell #2503 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2504 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355909],[404997],[457015],[481946],[506560],[539855],[567425],[571000],[590868],[594568],[629593],[634611],[658945],[660984],[686526],[694228],[695393],[714096],[725250],[732122],[756166],[760763],[765781],[766946],[788233],[793251],[802863],[817585],[819624],[831345],[834976],[845515],[865506],[866992],[872378],[878997],[894679],[901551],[925595],[930192],[935210],[936375],[944436],[947038],[958628],[962259],[972798],[979474],[983105],[984843],[993644],[1010075],[1013706],[1024245],[1044236],[1045722],[1051108],[1057727],[1066128],[1069033],[1077519],[1080121],[1091711],[1095342],[1098995],[1101597],[1113187],[1116818],[1127357],[1130707],[1133309],[1144899],[1148530],[1159069],[1165745],[1169376],[1171114],[1179915],[1192513],[1203621],[1206526],[1215012],[1217614],[1225483],[1228388],[1236874],[1239476],[1251066],[1254697],[1257955],[1260860],[1269346],[1271948],[1283538],[1287169],[1290822],[1293424],[1305014],[1308645],[1319184],[1328948],[1332893],[1337745],[1342191],[1344001],[1346906],[1354885],[1365993],[1368898],[1377384],[1379986],[1387743],[1398851],[1401756],[1410242],[1412844],[1420713],[1423618],[1432104],[1434706],[1446296],[1449927],[1459370],[1460844],[1468010],[1472086],[1474549],[1496411],[1501263],[1507519],[1510424],[1525324],[1529269],[1534121],[1538567],[1540377],[1543282],[1551261],[1562369],[1565274],[1573760],[1576362],[1590010],[1591162],[1593644],[1598394],[1602437],[1611886],[1623602],[1630768],[1637307],[1654600],[1656074],[1663240],[1667316],[1669779],[1691641],[1696493],[1702749],[1705654],[1715502],[1720163],[1722567],[1739921],[1741395],[1751277],[1758509],[1781837],[1782989],[1785471],[1790221],[1794264],[1815429],[1822595],[1829134],[1841670],[1847871],[1864958],[1866110],[1871172],[1875833],[1897065],[1901773],[1906434],[1908838],[1937548],[1944780],[1962907],[1981801],[1986462],[1991227],[2015667],[2020400],[2026601],[2049902],[2054563],[2096534],[2104866],[2123760],[2128421],[2132336],[2160656],[2193731],[2203889],[2229632],[2263506],[2294924],[2327117],[2387275],[2467519] ] cell #2505 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658234],[756098],[799159],[816874],[831277],[866983],[905981],[906590],[925527],[941118],[947029],[958560],[979406],[984853],[992665],[1010007],[1010477],[1011086],[1025722],[1045713],[1056147],[1066119],[1069043],[1080112],[1091643],[1092113],[1092722],[1101588],[1113119],[1115632],[1132529],[1133300],[1134406],[1136191],[1144831],[1165677],[1166147],[1166756],[1171124],[1178936],[1181392],[1192523],[1203612],[1206536],[1216834],[1217605],[1218711],[1220496],[1225474],[1228398],[1236654],[1239467],[1250998],[1251468],[1252077],[1257946],[1260049],[1260870],[1263142],[1271939],[1283470],[1292644],[1293415],[1294521],[1296306],[1304946],[1307459],[1318205],[1328728],[1332903],[1342123],[1343992],[1346095],[1346916],[1349188],[1354895],[1363506],[1364115],[1365984],[1368908],[1379206],[1379977],[1381083],[1382868],[1387753],[1387850],[1398842],[1401766],[1412835],[1415726],[1418571],[1420704],[1422807],[1423628],[1424009],[1425900],[1431884],[1434697],[1446228],[1448741],[1459361],[1461546],[1468001],[1469602],[1472077],[1474559],[1474656],[1484949],[1491464],[1493939],[1496421],[1505641],[1507510],[1509613],[1510434],[1510815],[1512706],[1525104],[1529279],[1538499],[1540368],[1541969],[1543292],[1545564],[1548849],[1551271],[1551368],[1554493],[1562360],[1565284],[1573540],[1576353],[1579244],[1585315],[1590020],[1591153],[1592136],[1593635],[1598404],[1598501],[1599011],[1602447],[1602828],[1611666],[1614602],[1615111],[1620487],[1630759],[1632360],[1634835],[1637317],[1637414],[1640539],[1654591],[1655854],[1663231],[1664832],[1667307],[1669155],[1669789],[1669886],[1670396],[1681872],[1691651],[1700871],[1702740],[1705664],[1706045],[1707936],[1714054],[1714563],[1715493],[1720173],[1720270],[1722178],[1722577],[1724584],[1727692],[1731405],[1739912],[1741175],[1742928],[1743024],[1748538],[1751268],[1753750],[1758519],[1758616],[1759126],[1766177],[1780134],[1781847],[1782980],[1785462],[1790231],[1790328],[1790838],[1794274],[1794655],[1795424],[1797274],[1815209],[1822586],[1824187],[1826662],[1829144],[1829241],[1832366],[1840323],[1840419],[1841281],[1841680],[1842633],[1847878],[1848019],[1849733],[1850242],[1855949],[1863255],[1864968],[1866101],[1868010],[1871163],[1875843],[1875940],[1877848],[1883362],[1896845],[1901764],[1903036],[1906444],[1906541],[1908449],[1908848],[1910855],[1913963],[1917676],[1918465],[1934693],[1937539],[1940021],[1944790],[1944887],[1945397],[1952448],[1962267],[1962914],[1963055],[1963926],[1969275],[1970943],[1971039],[1973253],[1981792],[1983064],[1986472],[1986569],[1990838],[1991237],[1992190],[1997576],[2005506],[2012812],[2015658],[2020011],[2020410],[2021363],[2021583],[2026608],[2026749],[2028463],[2028972],[2034679],[2049893],[2051165],[2054573],[2054670],[2056578],[2062092],[2079055],[2079948],[2086511],[2088170],[2096145],[2096544],[2097497],[2097717],[2104873],[2105014],[2105885],[2111045],[2115212],[2123751],[2125023],[2128431],[2128528],[2132343],[2132484],[2133355],[2138704],[2140372],[2140468],[2142682],[2155998],[2160267],[2160666],[2161619],[2161839],[2167005],[2174935],[2193722],[2196686],[2203896],[2204037],[2204908],[2212153],[2213046],[2217201],[2221268],[2229243],[2229642],[2230595],[2230815],[2237695],[2238588],[2245151],[2246810],[2256137],[2263513],[2263654],[2264525],[2273852],[2287168],[2294535],[2294934],[2302040],[2304111],[2305004],[2310436],[2316240],[2319914],[2327124],[2327265],[2328136],[2343357],[2351579],[2358824],[2359717],[2367939],[2377266],[2383602],[2387282],[2387423],[2393753],[2401713],[2416733],[2417626],[2435893],[2438857],[2453767],[2461989],[2467526],[2468226],[2471442],[2473285],[2477106],[2483958],[2514279],[2538152],[2543302],[2543606],[2548182],[2580310],[2584131],[2609952],[2613876],[2641849],[2694616] ] cell #2506 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289735],[333168],[379251],[401529],[423498],[453547],[478546],[481627],[499777],[503092],[535059],[539536],[562074],[563957],[587400],[594249],[595473],[612399],[622889],[629274],[651866],[656188],[660665],[661889],[681730],[686207],[695074],[708745],[710628],[721595],[724931],[735122],[754059],[755432],[760444],[766627],[781529],[787914],[810506],[814828],[819305],[820529],[827973],[830611],[841860],[845196],[855387],[861851],[865187],[866953],[875378],[891024],[894360],[904551],[923488],[924861],[929873],[936056],[944091],[946999],[955256],[957894],[969143],[972479],[976102],[978740],[989989],[993325],[1003516],[1006703],[1009341],[1020590],[1023926],[1034117],[1040581],[1043917],[1045683],[1054108],[1066089],[1077174],[1080082],[1088339],[1090977],[1098650],[1101558],[1109815],[1112453],[1123702],[1127038],[1130362],[1133270],[1141527],[1144165],[1155414],[1158750],[1162373],[1165011],[1176260],[1179596],[1189787],[1199545],[1203582],[1208395],[1212819],[1214667],[1217575],[1225444],[1236529],[1239437],[1247694],[1250332],[1257916],[1269001],[1271909],[1280166],[1282804],[1290477],[1293385],[1301642],[1304280],[1315529],[1318865],[1328603],[1330008],[1337400],[1341457],[1343962],[1365954],[1370767],[1377039],[1379947],[1394775],[1398812],[1403625],[1408049],[1409897],[1412805],[1420674],[1431759],[1434667],[1442924],[1445562],[1459331],[1460499],[1463030],[1467971],[1472047],[1481581],[1493526],[1500918],[1507480],[1524979],[1526384],[1533776],[1537833],[1540338],[1562330],[1567143],[1573415],[1576323],[1586248],[1591123],[1593605],[1611541],[1612946],[1623257],[1630729],[1654561],[1655729],[1658260],[1663201],[1667277],[1688756],[1696148],[1702710],[1715463],[1721972],[1739882],[1741050],[1746363],[1751238],[1773061],[1778075],[1782950],[1785432],[1815084],[1822556],[1841075],[1861196],[1866071],[1871133],[1896720],[1901734],[1908243],[1932634],[1937509],[1981762],[1990632],[2010753],[2015628],[2019805],[2049863],[2084818],[2095939],[2123721],[2160061],[2193692],[2229037],[2294329],[2382717] ] cell #2507 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2508 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2509 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874068],[985436],[1052798],[1069626],[1108176],[1171707],[1188477],[1195666],[1261453],[1287929],[1300003],[1310976],[1347499],[1390896],[1393499],[1409101],[1441285],[1477702],[1480305],[1523063],[1523625],[1538925],[1557017],[1609625],[1610187],[1643063],[1650428],[1652042],[1668396],[1685435],[1685997],[1735749],[1737363],[1769740],[1770302],[1777587],[1779375],[1809783],[1811397],[1860708],[1862496],[1877318],[1891419],[1893033],[1901279],[1932146],[1933442],[1933934],[1968875],[1981307],[1996450],[2010265],[2011561],[2012053],[2049408],[2050402],[2084330],[2093119],[2103238],[2110286],[2123266],[2124260],[2161134],[2180990],[2188380],[2193237],[2201068],[2210692],[2230110],[2251759],[2282900],[2290125],[2296698],[2301555],[2310036],[2347739],[2376781],[2383202],[2389343],[2430551],[2435408],[2472885],[2509869],[2579910], [370814,730166],[383430,748063],[417361,1031312],[435669,1582098],[447559,840261],[461607,859173],[469321,869382],[470109,870422],[491340,899595],[499294,1155948],[516581,1704350],[518924,1186982],[521970,522042],[532887,730008],[536711,961293],[548317,747977],[553071,982139],[557107,987311],[557969,988390],[577527,1794080],[581412,1018991],[589052,1029161],[590269,1284070],[600869,1299160],[603174,1048112],[603962,1049152],[608985,1829814],[611916,1316063],[625384,625456],[628969,1080682],[631347,1083603],[641138,1602253],[643099,643171],[646684,1102158],[649062,1105079],[653086,869296],[654016,870264],[657840,1115852],[667285,1385722],[675139,1916230],[679558,899437],[683382,1147564],[688280,1153815],[699742,1168410],[700755,1422314],[700988,1429405],[703778,1173582],[704640,1174661],[710223,1951878],[712280,1184831],[713497,1446828],[731610,1207119],[733812,961207],[744115,1729959],[750547,1228981],[752749,981981],[756554,756626],[760139,1240037],[762517,1242958],[771295,1253731],[772308,1509120],[772541,1516211],[773872,2027073],[781124,2034109],[782393,1266647],[784024,784096],[787609,1272509],[789987,1275430],[794941,1029003],[798765,1286203],[801492,1551794],[805324,1293985],[807702,1296906],[808237,1551941],[809085,1560012],[811726,1048026],[812656,1048994],[816480,1307679],[821378,1313930],[833852,833924],[837307,1078423],[840995,1336046],[847730,1848343],[854982,1855379],[856251,1352693],[857298,1101019],[860986,1358038],[871866,1369491],[877626,1637840],[881458,1380547],[883836,1383468],[884371,1637987],[885219,1646058],[886590,2139089],[889034,1388276],[895571,1396494],[901039,1402349],[903241,1147478],[910631,1413405],[913009,1416326],[915831,1680421],[915961,1681203],[919976,1424211],[922178,1168252],[923083,1681302],[925983,926055],[929568,1435267],[931946,1438188],[936900,1184673],[940724,1448961],[945340,946460],[948873,1963379],[950129,1720696],[953617,1204516],[963730,1472647],[964709,1969660],[967153,1475082],[973690,1483300],[974463,1227498],[989124,1499564],[995859,1764726],[995989,1765508],[1000004,1511017],[1002206,1253573],[1003111,1765607],[1004709,2243549],[1007854,1518049],[1007984,1518831],[1012582,1012654],[1014466,1266489],[1016037,1270250],[1019725,1532422],[1030605,1543875],[1032588,1546134],[1032807,1286117],[1034981,1549069],[1035338,1807117],[1036028,1292846],[1036147,1807169],[1039716,1554414],[1050596,1565867],[1060188,1576923],[1062566,1579844],[1067023,1068143],[1070865,2079440],[1072053,1845849],[1072183,1846631],[1083212,1598927],[1086140,1603030],[1086345,2084909],[1089490,1604611],[1089620,1605393],[1094218,1094290],[1096102,1352535],[1103432,2105338],[1104688,1876366],[1118289,1635405],[1118459,1888753],[1119149,1379408],[1119268,1888805],[1122837,1640460],[1129566,1387181],[1130921,1647762],[1131611,1132731],[1131730,1647814],[1139888,1399746],[1150001,1667877],[1150861,1411146],[1153424,1670312],[1154549,1672932],[1157392,1675535],[1159961,1678530],[1160379,1929848],[1160734,1422728],[1175395,1694794],[1186275,1706247],[1188258,1708506],[1196431,2188398],[1197579,1967249],[1198269,1461748],[1198388,1967301],[1209546,1726856],[1209676,1727638],[1211954,1731326],[1213871,1473987],[1215226,1733083],[1215916,1217036],[1216035,1733135],[1230220,2212538],[1231408,1995406],[1231538,1996188],[1242567,1759042],[1245495,1763145],[1245700,2007967],[1246055,1509534],[1256503,1516932],[1258495,1775289],[1258850,1259970],[1262573,1535025],[1275039,1790754],[1277967,1794857],[1278527,1541272],[1281317,1796438],[1281447,1797220],[1284804,1802014],[1310116,1827232],[1314664,1832287],[1317507,1834890],[1320798,2288776],[1320886,2077467],[1326687,1588369],[1326894,2083022],[1327249,1592057],[1332058,1849379],[1337959,1852341],[1338649,1348619],[1338768,1852393],[1342549,1603494],[1344541,1858410],[1344896,1346016],[1358803,2311626],[1359951,2109208],[1360641,1624506],[1360760,2109260],[1371918,1882526],[1372048,1883308],[1374326,1886996],[1386360,1646784],[1392016,1664135],[1404776,1913127],[1404906,1913909],[1407184,1917597],[1408680,1922020],[1410456,1919354],[1411265,1919406],[1425331,1697397],[1437797,1945313],[1440725,1949416],[1447562,1956573],[1451868,2187023],[1455198,1713700],[1456812,1716662],[1462542,1970161],[1468550,1973384],[1468905,1478822],[1473166,1732105],[1484316,2401398],[1484404,2210565],[1490205,1748484],[1490412,2216120],[1490767,1752172],[1495576,1998936],[1501477,2001898],[1502167,1512137],[1502286,2001950],[1522642,1788307],[1528434,2028109],[1534335,2031071],[1535144,2031123],[1540917,2037140],[1555534,1823490],[1568294,2061256],[1568424,2062038],[1570702,2065726],[1572198,2070149],[1584682,2467911],[1584770,2289998],[1585760,1839541],[1587056,2082958],[1587548,1842764],[1593150,2085719],[1596480,1609204],[1614626,2310251],[1617956,1869370],[1619570,1872332],[1625300,2112120],[1631308,2115343],[1631663,1641580],[1653406,2138304],[1657772,2139590],[1663780,2142813],[1685014,1942866],[1690806,2168365],[1696707,2171327],[1697516,2171379],[1714078,2383417],[1715008,1961475],[1716002,2191492],[1723951,2547867],[1724039,2389216],[1726325,2199696],[1738727,2209857],[1745875,1989098],[1747171,1990465],[1747663,1992321],[1753265,2218817],[1756595,1769319],[1778883,2241598],[1784977,2244359],[1812761,2053728],[1817127,2270760],[1823135,2273983],[1842148,2292872],[1849757,2473100],[1851681,2299810],[1862004,2308014],[1870678,2103434],[1871672,2104219],[1874998,1876897],[1881995,2113487],[1894397,2127586],[1902273,2338163],[1910222,2641534],[1910310,2509742],[1912596,2346367],[1924998,2356528],[1939536,2365488],[1972768,2392090],[1982301,2399028],[1991705,2211543],[2001238,2219602],[2004564,2006463],[2020878,2426725],[2028487,2580125],[2030411,2433663],[2040734,2441867],[2060725,2272127],[2073127,2286226],[2097012,2481773],[2114727,2318411],[2142197,2512616],[2151730,2519554],[2170667,2366273],[2173993,2175892],[2255652,2588798],[2273367,2452264] ] cell #2510 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [37031,267314],[40351,421078],[46698,307554],[51398,476126],[56590,346503],[56812,503817],[63862,372099],[64412,537363],[70811,395616],[71033,564682],[76294,414579],[78023,421000],[80994,609979],[84715,443235],[86454,449140],[86555,628067],[87638,632085],[94549,471394],[95099,658492],[95939,476048],[101468,492625],[102018,684034],[108417,516142],[108639,711353],[110590,522634],[115189,372227],[115199,730332],[115367,730672],[116693,537285],[122962,553645],[124701,559550],[124802,759237],[125885,763255],[131515,577088],[133254,582993],[133355,786707],[134438,790725],[136235,416919],[136785,799417],[141349,605247],[141899,817132],[142739,609901],[144845,615613],[149803,626048],[150435,840074],[150534,840389],[155906,640699],[157346,643763],[159709,649855],[159810,864910],[161945,471522],[161955,870588],[162123,870928],[163449,658414],[167719,669305],[172318,492753],[172328,899761],[172496,900101],[173822,683956],[175561,496621],[175662,909729],[176745,913747],[180091,700316],[181830,706221],[181931,928666],[183014,932684],[184811,518482],[185361,941376],[186574,717581],[192061,727846],[193053,956745],[197019,738281],[200980,746783],[201834,748569],[203990,553773],[204000,982305],[204168,982645],[205938,757218],[206570,988203],[206669,988518],[208301,763310],[212041,771869],[213338,774253],[218296,784688],[218928,1018804],[219027,1019119],[222895,414707],[222905,1029327],[223073,1029667],[223655,279540],[223756,797454],[224399,799339],[225839,802403],[228202,808495],[228303,1043640],[228673,600427],[230438,605375],[230448,1049318],[230616,1049658],[231942,817054],[233681,609243],[233782,1059286],[234865,1063304],[235023,614091],[240469,834516],[242462,837846],[245217,842900],[247949,848111],[252836,857837],[253552,858986],[253783,644792],[256223,1104892],[256322,1105207],[258323,868102],[259177,869888],[259315,1111304],[261333,658542],[263281,878537],[265644,884629],[265745,1126761],[266115,666843],[271694,675397],[271795,1139419],[272801,897275],[273793,1143016],[277759,907710],[278391,1153628],[278490,1153943],[279362,343655],[279372,911032],[281416,693768],[281720,916212],[282574,917998],[284730,700444],[284740,1168576],[284908,1168916],[286678,926647],[287310,1174474],[287409,1174789],[289041,932739],[290205,710969],[291277,516270],[291287,1184997],[291455,1185337],[292037,358729],[292138,939413],[292781,941298],[293003,520522],[298789,950333],[299643,952119],[304154,958973],[305561,961799],[311934,744373],[312035,1223724],[312720,1225629],[313975,976485],[314053,748229],[317026,1231746],[319434,985975],[320150,987124],[320381,758247],[322189,991029],[324617,765321],[324921,996240],[325775,998026],[327931,771997],[327941,1253897],[328109,1254237],[331082,776039],[333638,781870],[334136,1013246],[334860,577216],[334870,1266813],[335038,1267153],[336129,1016576],[338884,1021630],[341616,1026841],[342608,1281655],[343754,1031017],[345583,800617],[347219,1037716],[347450,803432],[349890,1296719],[349989,1297034],[350883,425368],[350984,1045482],[351990,1046832],[352844,1048618],[352982,1303131],[355000,817182],[355946,819401],[356445,610313],[356948,1057267],[357580,1313743],[357679,1314058],[358551,433985],[358561,1060589],[359311,1063359],[362508,1066274],[365825,833476],[366124,1072391],[366840,1073540],[373447,1083416],[373678,844919],[374301,1085202],[377165,849897],[379721,855728],[380219,1094882],[380943,640827],[380953,1352859],[381121,1353199],[381833,1355034],[383291,859301],[387705,1106678],[390157,1110198],[390235,869548],[392216,1113532],[394696,876751],[396332,1120837],[396563,879566],[399003,1383281],[399102,1383596],[399996,480416],[400097,1128603],[401870,670334],[401880,1389410],[402047,888159],[405034,894456],[405533,684368],[405814,1136604],[406668,1138390],[406824,1396307],[406923,1396622],[411179,1145244],[412586,1148070],[418959,913802],[419164,915063],[419745,1420859],[421412,507096],[423968,923829],[424051,1426976],[425190,508387],[425200,1170318],[426459,1172246],[427175,1173395],[427406,927676],[429214,1177300],[431028,711146],[431035,935110],[431946,1182511],[432800,1184297],[432938,1444413],[434084,1186687],[434956,941426],[437716,1192847],[438484,1192662],[441527,949254],[446893,1203767],[450210,960759],[450509,1209884],[450587,961459],[451225,1211033],[451456,962828],[453888,739310],[453898,1476216],[454065,966278],[457052,972575],[457551,537697],[457832,1220909],[458686,1222695],[458842,1483113],[458941,1483428],[465120,981605],[466135,1232895],[469182,987439],[473596,1244557],[474212,995091],[474793,1507665],[476460,567961],[479016,1003857],[479099,1513782],[480238,569252],[480248,1255639],[481350,1517750],[481723,775699],[481983,1008956],[482306,1519896],[482453,1007086],[483034,1258101],[485737,790518],[485744,1013606],[486650,1264218],[487366,1265367],[487805,1526767],[493973,1275243],[494204,1023649],[494827,1277029],[497691,1028627],[500745,1286709],[501469,799467],[502359,1551410],[503433,593972],[503443,1289863],[503610,598359],[506597,1044013],[508231,1298505],[508486,1298865],[510683,1302025],[510761,1048278],[512742,1305359],[515096,820131],[516858,1312664],[517089,1058296],[522294,1066200],[526686,1071285],[527267,1591308],[531766,1333227],[532534,1333042],[535400,843929],[535577,1082337],[536572,1083731],[539259,1604312],[539632,849557],[539892,1090592],[540215,1606458],[540362,1088722],[540943,1344147],[543646,631878],[543653,1095242],[544559,1350264],[545275,1351413],[545714,1613329],[548126,1355219],[551937,1103813],[560620,1115318],[561635,1373405],[561866,1117387],[563224,1637456],[564298,660388],[564308,1376425],[564475,664775],[567462,1127134],[569096,1385067],[569351,1385427],[570200,896890],[570540,1647553],[570731,1648705],[570900,888474],[571171,1132857],[571569,1388077],[572337,1387892],[575254,904153],[580746,1398997],[584063,1147030],[584362,1405114],[584440,1147730],[585078,1406263],[585309,1149099],[587741,908739],[587918,1152549],[591685,1416139],[591916,1158473],[592539,1417925],[594345,693428],[594605,1164626],[594928,1420064],[595075,698482],[598366,1169276],[599988,1428125],[603035,1173710],[607449,1439787],[615928,1192590],[620458,1717480],[621226,1720312],[623230,723664],[623240,1458779],[625708,1203693],[629370,960419],[630100,1208778],[630681,1468156],[633811,727461],[634151,1732874],[634342,1734026],[634511,966593],[634782,1217162],[635180,1474883],[635948,1474698],[638865,734724],[643423,1225555],[647815,1230640],[648396,1751423],[652895,1496745],[656529,992058],[656706,1241692],[660761,764981],[661021,1249947],[661344,1506870],[661491,770035],[664782,1254597],[666404,1514931],[667519,1774530],[667834,1016163],[668417,1259689],[678437,1529603],[679205,1529418],[682071,1022659],[682248,1274164],[683243,1275558],[686303,1028287],[687033,1280549],[687614,1540523],[691230,1546640],[691308,1286369],[691946,1547789],[692177,1287738],[693959,1549743],[694128,800932],[694399,1292972],[694797,1551595],[707291,1307145],[708306,1569781],[708537,1309214],[715767,1581443],[722295,830226],[722635,1843533],[724654,1590344],[725027,833136],[725287,1331155],[725610,1589434],[728161,1332970],[732022,1082652],[732691,1598728],[733459,1598543],[736495,1857651],[736810,837433],[737393,1345735],[747098,1354962],[751628,1873150],[752396,1875982],[754400,863920],[756878,1366065],[760540,1114978],[761270,1371150],[761851,1630914],[765512,1635789],[765681,877066],[765952,1379534],[766350,1637641],[773104,1139607],[784348,1398923],[788010,1146690],[788740,1404008],[789321,1663386],[793151,1152864],[793820,1670113],[794588,1669928],[798626,1416454],[801515,1422447],[811535,1691975],[815169,1178329],[815346,1436922],[825044,1710161],[825275,1450496],[831690,1964582],[832005,946586],[834176,1459442],[834707,1717605],[834876,949569],[835147,1461874],[835545,1720497],[846962,953336],[862551,978355],[862891,1993090],[865283,981265],[868417,1496488],[872278,1242007],[872947,1758843],[873715,1758658],[877649,1509253],[894083,1782171],[897590,1529346],[901451,1274479],[902120,1790555],[902888,1790370],[926307,1562441],[929969,1306805],[930699,1567526],[931280,1822741],[935779,1829468],[943034,1838830],[948105,1067862],[950648,1590087],[951231,1591776],[972202,1865292],[979819,2106541],[980134,1101145],[983005,1104128],[983674,1876167],[1012906,1654672],[1014275,1906768],[1047147,1691718],[1051008,1437237],[1051677,1945114],[1052445,1944929],[1065053,1712699],[1094542,1739993],[1095911,1986796],[1102664,1227217],[1136919,1781914],[1169945,2054897],[1221224,1865035],[1255266,2128755] ] cell #2511 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [80617],[99234],[119179],[129311],[139115],[153702],[165935],[167381],[176308],[177887],[194371],[196681],[208775],[209837],[222195],[225501],[226266],[234428],[240896],[244879],[258022],[260633],[262943],[263708],[275111],[277421],[282236],[289515],[290577],[297145],[299305],[305988],[317868],[318579],[321851],[325437],[334563],[338546],[351689],[354300],[356610],[357375],[361719],[363770],[371803],[373963],[380646],[385207],[387367],[388395],[394050],[404170],[406330],[413013],[424893],[425604],[428876],[432462],[437441],[439823],[446104],[448155],[456188],[458348],[461014],[463065],[471098],[473258],[479941],[482245],[484296],[492329],[494489],[501172],[505733],[507893],[508921],[514576],[522310],[531491],[533873],[540154],[542205],[547851],[550233],[556514],[558565],[566598],[568758],[571294],[573676],[579957],[582008],[590041],[592201],[594867],[596918],[604951],[607111],[613794],[622283],[625724],[629892],[633213],[634905],[637287],[643439],[652620],[655002],[661283],[663334],[668981],[678162],[680544],[686825],[688876],[694522],[696904],[703185],[705236],[713269],[715429],[724379],[725549],[732416],[735705],[737957],[756894],[761062],[766075],[768457],[780923],[784364],[788532],[791853],[793545],[795927],[802079],[811260],[813642],[819923],[821974],[834192],[835270],[837624],[842576],[846096],[854781],[865805],[872672],[878213],[893808],[894978],[901845],[905134],[907386],[926323],[930491],[935504],[937886],[946777],[951795],[954240],[971927],[973097],[983399],[990705],[1012922],[1014000],[1016354],[1021306],[1024826],[1044535],[1051402],[1056943],[1068766],[1075561],[1094558],[1095636],[1101336],[1106354],[1127656],[1133048],[1138066],[1140511],[1169670],[1176976],[1194287],[1217353],[1222371],[1228121],[1254991],[1260593],[1267388],[1293163],[1298181],[1346639],[1356659],[1379725],[1384743],[1389517],[1423351],[1462065],[1476323],[1510157],[1553035],[1592680],[1639081],[1720831],[1839142] ] cell #2512 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [163382],[205267],[224332],[231875],[238613],[257442],[276729],[277088],[286007],[292714],[296565],[303705],[315585],[318474],[332280],[332553],[332912],[340735],[351109],[356277],[361302],[363665],[371223],[378363],[378636],[378995],[384627],[391767],[401481],[403590],[404301],[405365],[410730],[422610],[422883],[423242],[425499],[431065],[437203],[445687],[448050],[453499],[455608],[456319],[457383],[460597],[462960],[470518],[472925],[477658],[477931],[478290],[481828],[481893],[484191],[485774],[491749],[498889],[503044],[505153],[505864],[506928],[512293],[531253],[538184],[539737],[539802],[542100],[543683],[547613],[554185],[554544],[556097],[558460],[560754],[563909],[566018],[566729],[567793],[571056],[571201],[579540],[581903],[589461],[591236],[594450],[594515],[595425],[596813],[598396],[604371],[606778],[611511],[621866],[622841],[629062],[629475],[632633],[634667],[634812],[642720],[646777],[650348],[651696],[652382],[659313],[660866],[660931],[661841],[663229],[664812],[677924],[684855],[686408],[688771],[690354],[694284],[694429],[695340],[702768],[705131],[707425],[712689],[714464],[715096],[719473],[721425],[724141],[725132],[725197],[727498],[730866],[732178],[732323],[735074],[735600],[745822],[746435],[749803],[760232],[760645],[763803],[765837],[765982],[766893],[780506],[787702],[788115],[791273],[793307],[793452],[800238],[803064],[810336],[811022],[817953],[819506],[820481],[821869],[823452],[824163],[828544],[829157],[830263],[835032],[835177],[836977],[837519],[839738],[840968],[845462],[854364],[856850],[856968],[860959],[865388],[867754],[871122],[872434],[872579],[879198],[890854],[893570],[894561],[896927],[900295],[901607],[901752],[904503],[905029],[910724],[914295],[929661],[930074],[933232],[934580],[935266],[935411],[936322],[944892],[945010],[946130],[946672],[947800],[953487],[953590],[955827],[956440],[962460],[968973],[971689],[972680],[974436],[978392],[983161],[983306],[985106],[989097],[1008993],[1012036],[1013762],[1013907],[1015707],[1016249],[1018468],[1019698],[1024192],[1026493],[1029861],[1044118],[1046484],[1049852],[1051164],[1051309],[1057928],[1066996],[1068013],[1068116],[1069296],[1075657],[1077975],[1078093],[1080883],[1090629],[1093672],[1095398],[1095543],[1100689],[1101231],[1102359],[1108149],[1117019],[1127239],[1132401],[1132943],[1134071],[1135177],[1139758],[1139861],[1142098],[1142711],[1148731],[1150531],[1154522],[1164663],[1167706],[1169432],[1169577],[1171377],[1175368],[1194383],[1195639],[1204489],[1206789],[1216706],[1217248],[1218376],[1219482],[1227368],[1227471],[1228651],[1240238],[1249984],[1253027],[1254753],[1254898],[1259840],[1259943],[1261123],[1262243],[1267484],[1269802],[1269920],[1272710],[1278500],[1287370],[1292516],[1293058],[1294186],[1295292],[1299976],[1308846],[1331192],[1336019],[1345886],[1345989],[1347169],[1348289],[1356755],[1358011],[1369161],[1379078],[1379620],[1380748],[1381854],[1389613],[1390869],[1391989],[1399719],[1402019],[1413606],[1422598],[1422701],[1423881],[1425001],[1435468],[1450128],[1461418],[1461960],[1472848],[1476419],[1477675],[1478795],[1494710],[1499537],[1509404],[1509507],[1510687],[1511807],[1532395],[1543545],[1553131],[1554387],[1555507],[1565537],[1577124],[1584345],[1591927],[1592030],[1602700],[1624176],[1639177],[1640433],[1641553],[1668078],[1672905],[1694767],[1705917],[1712850],[1713673],[1720927],[1723614],[1731299],[1744460],[1752145],[1794527],[1832260],[1839238],[1839310],[1849352],[1869343],[1909885],[1917570],[1960720],[1969930],[1988867],[2028082],[2139359] ] cell #2513 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232327],[270199],[310439],[330064],[349388],[376147],[398501],[401359],[417464],[420394],[449192],[453377],[473726],[475442],[496673],[502922],[503924],[519027],[528778],[534889],[555593],[559602],[563787],[564789],[583045],[587230],[595303],[607579],[609295],[619442],[622719],[632192],[649907],[651092],[656018],[661719],[675449],[681560],[702264],[706273],[710458],[711460],[718382],[720821],[731675],[734952],[744425],[750612],[753889],[755317],[763362],[778082],[781359],[790832],[808547],[809732],[814658],[820359],[827487],[830496],[838647],[841086],[851940],[855217],[858638],[861077],[871931],[875208],[884681],[887811],[890250],[901104],[904381],[913854],[920041],[923318],[924746],[932791],[943830],[954770],[957779],[965930],[968369],[975616],[978625],[986776],[989215],[1000069],[1003346],[1006217],[1009226],[1017377],[1019816],[1030670],[1033947],[1037368],[1039807],[1050661],[1053938],[1063411],[1073192],[1076913],[1081989],[1086205],[1087853],[1090862],[1098389],[1109329],[1112338],[1120489],[1122928],[1130101],[1141041],[1144050],[1152201],[1154640],[1161887],[1164896],[1173047],[1175486],[1186340],[1189617],[1199059],[1200729],[1207909],[1212045],[1214406],[1236268],[1241344],[1247208],[1250217],[1265019],[1268740],[1273816],[1278032],[1279680],[1282689],[1290216],[1301156],[1304165],[1312316],[1314755],[1328342],[1329522],[1332221],[1337139],[1341342],[1351065],[1363101],[1370281],[1376778],[1394289],[1395959],[1403139],[1407275],[1409636],[1431498],[1436574],[1442438],[1445447],[1455361],[1460238],[1462915],[1481095],[1482765],[1493040],[1500657],[1524718],[1525898],[1528597],[1533515],[1537718],[1559477],[1566657],[1573154],[1586133],[1592950],[1611280],[1612460],[1618119],[1622996],[1645523],[1650591],[1655468],[1658145],[1688270],[1695887],[1714808],[1735912],[1740789],[1746248],[1772575],[1777960],[1784777],[1809946],[1814823],[1861081],[1870478],[1891582],[1896459],[1901079],[1932519],[1969038],[1981107],[2010638],[2049208],[2084703],[2123066],[2193037],[2289116] ] cell #2514 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [436998],[447602],[461650],[499630],[520448],[531048],[533283],[547408],[548713],[557150],[558012],[581455],[590312],[608836],[612252],[627349],[631390],[644074],[649105],[652177],[653482],[654412],[674128],[677719],[679954],[688323],[689680],[701324],[703821],[704683],[709294],[713540],[723936],[731653],[734208],[743104],[750590],[753145],[757529],[758519],[762560],[772877],[779265],[785989],[790030],[795337],[807226],[807745],[809128],[810817],[812122],[813052],[818133],[821421],[822778],[827824],[841794],[844201],[853123],[861785],[864192],[871909],[874464],[883360],[883879],[885262],[886301],[892198],[893365],[895614],[901082],[903637],[909011],[913052],[916004],[920019],[921224],[922574],[924087],[926958],[927948],[931989],[937296],[944079],[955107],[957882],[964420],[970317],[971484],[973733],[975953],[978728],[989923],[996032],[1000047],[1001252],[1002602],[1004115],[1005167],[1006554],[1008027],[1014862],[1020524],[1022931],[1030648],[1033203],[1035858],[1036361],[1040515],[1041755],[1042922],[1050639],[1053194],[1058568],[1062609],[1070576],[1072226],[1077162],[1086183],[1086803],[1088190],[1089663],[1096498],[1098638],[1112441],[1118979],[1119482],[1123636],[1124876],[1126043],[1128655],[1130350],[1131441],[1131944],[1138701],[1141378],[1144153],[1155348],[1157435],[1157755],[1160004],[1160412],[1160837],[1162224],[1164999],[1176194],[1186318],[1188873],[1196889],[1198099],[1198602],[1208246],[1209719],[1212753],[1212960],[1214655],[1215746],[1216249],[1223006],[1229931],[1231581],[1245538],[1245733],[1246158],[1247545],[1250320],[1257257],[1258528],[1258953],[1268989],[1278010],[1280017],[1281490],[1282792],[1285603],[1288325],[1288770],[1290465],[1304268],[1315463],[1317550],[1325776],[1326927],[1327352],[1329859],[1337388],[1338479],[1338982],[1341445],[1343303],[1344574],[1344999],[1359261],[1360471],[1360974],[1370618],[1372091],[1375125],[1375332],[1377027],[1386393],[1388317],[1403476],[1404949],[1407983],[1409885],[1410976],[1411479],[1415048],[1440768],[1445550],[1448361],[1451801],[1451901],[1457566],[1457686],[1460487],[1463018],[1468070],[1468583],[1469008],[1473199],[1475123],[1489294],[1490445],[1490870],[1493377],[1500906],[1501997],[1502500],[1504963],[1516992],[1533764],[1534855],[1535358],[1537821],[1540437],[1540950],[1541375],[1566994],[1568467],[1571501],[1578566],[1582866],[1586236],[1587581],[1593183],[1598968],[1603554],[1614559],[1614659],[1620324],[1620444],[1623245],[1625776],[1630828],[1631341],[1631766],[1658248],[1663300],[1663813],[1664238],[1670353],[1696136],[1697227],[1697730],[1700193],[1702809],[1714011],[1714111],[1715041],[1716478],[1716722],[1722135],[1742981],[1746351],[1747696],[1751337],[1753298],[1759083],[1783049],[1785010],[1790795],[1817603],[1822655],[1823168],[1823593],[1840376],[1841238],[1842181],[1849690],[1849790],[1852157],[1866170],[1870711],[1872148],[1872392],[1877805],[1886161],[1902749],[1908406],[1937608],[1939569],[1945354],[1963883],[1970996],[1972801],[1982777],[1990795],[1991738],[2001714],[2015727],[2020911],[2028420],[2028520],[2030887],[2044900],[2056535],[2064891],[2088127],[2097045],[2105842],[2114760],[2133312],[2140425],[2142230],[2152206],[2171143],[2185156],[2204865],[2221225],[2246767],[2255685],[2273400],[2351536],[2367896], 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] cell #2515 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[1492707,1751804],[1496271,1763838],[1497420,2003198],[1517161,1529129],[1519858,1525256],[1527738,2027289],[1550100,1562226],[1555166,1566324],[1563775,2063065],[1579934,2075727],[1582735,1838632],[1585115,1840655],[1589870,1843971],[1600509,1853641],[1606420,1611818],[1614934,1868222],[1617260,1868550],[1627291,2116550],[1649062,1654457],[1665766,1914936],[1678620,1927598],[1679533,1691501],[1692650,2172627],[1714386,1962479],[1724384,1971275],[1729139,1974591],[1734383,1739778],[1742850,1988189],[1776496,1781697],[1792336,2032371],[1798247,1803645],[1819118,2275190],[1840245,2078321],[1850065,2086723],[1859617,1864818],[1910655,2140704],[1915410,2144020],[1920654,1926049],[1970865,2195059],[2028795,2245363],[2038347,2043548],[2140294,2341730] ] cell #2516 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431109],[485818],[543727],[571310],[598440],[634921],[664856],[668582],[690398],[694538],[732432],[737558],[763847],[766091],[793561],[801680],[803173],[823496],[835286],[842177],[867798],[872688],[877814],[879307],[901861],[906987],[917275],[933276],[935520],[947844],[951396],[962569],[983415],[984818],[990306],[997303],[1014016],[1020907],[1046528],[1051418],[1056544],[1058037],[1066402],[1069008],[1080927],[1084479],[1095652],[1102403],[1105955],[1107874],[1117128],[1134115],[1137667],[1148840],[1169686],[1171089],[1176577],[1183574],[1192350],[1195364],[1203895],[1206501],[1218420],[1221972],[1225757],[1228363],[1240282],[1243834],[1255007],[1258229],[1260835],[1272754],[1276306],[1287479],[1294230],[1297782],[1299701],[1308955],[1321747],[1332730],[1335744],[1344275],[1346881],[1354722],[1357736],[1366267],[1368873],[1380792],[1384344],[1387580],[1390594],[1399125],[1401731],[1413650],[1417202],[1420987],[1423593],[1435512],[1439064],[1450237],[1459644],[1463403],[1468284],[1472892],[1474386],[1477400],[1485265],[1496248],[1499262],[1507793],[1510399],[1518123],[1529106],[1532120],[1540651],[1543257],[1551098],[1554112],[1562643],[1565249],[1577168],[1580720],[1589847],[1591436],[1598231],[1602412],[1604685],[1626161],[1631042],[1637144],[1640158],[1654874],[1658633],[1663514],[1668122],[1669616],[1672630],[1680495],[1691478],[1694492],[1703023],[1705629],[1718893],[1720000],[1722542],[1726930],[1731024],[1740195],[1751551],[1758346],[1764800],[1781674],[1783263],[1790058],[1794239],[1796512],[1817988],[1822869],[1828971],[1831985],[1841645],[1845923],[1848357],[1864795],[1866384],[1875670],[1882600],[1905164],[1906271],[1908813],[1913201],[1917295],[1937822],[1944617],[1951071],[1963393],[1969289],[1985192],[1986299],[1991202],[1995480],[2015941],[2020375],[2024653],[2027087],[2054400],[2061330],[2079069],[2096509],[2100787],[2105352],[2128258],[2132822],[2138718],[2160631],[2164909],[2204375],[2212167],[2229607],[2233885],[2237709],[2263992],[2294899],[2304125],[2327603],[2358838],[2387761],[2416747],[2471456],[2543316] ] cell #2517 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [37034,267193],[46701,307433],[56593,346382],[63865,371978],[70814,395495],[76297,414458],[78026,420879],[84718,443114],[86457,447506],[94552,471273],[95942,475927],[101471,492504],[104835,503691],[108420,516021],[110593,522568],[115250,370760],[116696,537164],[122965,553524],[124704,557916],[126960,564556],[131518,576967],[133257,581359],[136238,590216],[136308,417337],[137957,420975],[141352,605126],[142742,609780],[144747,615601],[149806,625982],[152406,631959],[155909,640578],[157349,643697],[159712,649009],[162006,470055],[163452,658293],[164777,476023],[167722,669239],[172379,491286],[173825,683835],[175564,688227],[176050,499240],[180094,700195],[181833,704587],[184089,711227],[184814,713444],[184884,518900],[186453,717596],[191963,727834],[193471,730606],[195420,537260],[197022,738215],[200882,746771],[201837,748503],[204051,553017],[205941,757152],[208304,762464],[208541,763129],[212044,771748],[213240,774241],[218299,784622],[220899,790599],[222956,588998],[224402,799218],[225842,802337],[228205,807649],[228676,809032],[228746,600845],[230499,603908],[231945,816933],[233270,609876],[233684,821325],[234170,611862],[240472,834450],[242341,837861],[243712,840062],[244100,628019],[245220,842834],[247851,848099],[252715,857852],[253454,858974],[253844,644744],[258225,868090],[259180,869822],[259733,870862],[261394,657786],[261682,658389],[263284,878471],[265647,883783],[266118,885166],[266188,667261],[271697,895518],[272703,897263],[274211,900035],[276160,683931],[277762,907644],[280362,913621],[281419,915908],[281622,916200],[282577,917932],[282613,699251],[284791,699688],[285371,700934],[286681,926581],[289044,931893],[289281,932558],[291338,712226],[292784,941177],[298691,950321],[299646,952053],[302685,956760],[302836,730465],[304056,958961],[305564,961733],[311937,973637],[313854,976500],[313950,748362],[317444,982579],[319313,985990],[320052,987112],[320442,758199],[320684,988191],[321072,759189],[322192,990963],[324620,995936],[324823,996228],[325778,997960],[325814,770804],[327992,771241],[328572,772487],[331085,1007931],[334139,1013180],[334921,782339],[336008,1016591],[337379,1018792],[337767,786659],[338887,1021564],[341518,1026829],[343026,1029601],[344975,799314],[345648,1035410],[346202,801438],[347009,806446],[347121,1037704],[347511,803384],[351892,1046820],[352847,1048552],[353400,1049592],[355061,816426],[355349,817029],[356951,1057201],[359314,1062513],[359551,1063178],[359855,435621],[361622,1066262],[365828,1072130],[366003,1072406],[366742,1073528],[370609,840533],[373349,1083404],[373739,844871],[374304,1085136],[374340,639634],[377168,1089567],[380222,1094816],[381004,856197],[383165,859445],[386753,1104880],[387141,864862],[387708,1106612],[390036,1110213],[390132,869681],[390747,1111319],[390898,870721],[392118,1113520],[394761,1118531],[395315,877572],[396122,882580],[396234,1120825],[396624,879518],[402112,1130993],[402666,888980],[405716,1136592],[406671,1138324],[409710,1143031],[409861,899894],[411081,1145232],[412589,1148004],[415829,1153616],[416217,909681],[418962,1159908],[419238,1160432],[419355,915482],[420746,921154],[424469,1168850],[426338,1172261],[427077,1173383],[427467,927628],[427709,1174462],[428097,928618],[429217,1177234],[431848,1182499],[432803,1184231],[432839,515865],[433356,1185271],[435017,940670],[435305,941273],[435597,520446],[437517,1192677],[437668,1192835],[441592,1197651],[442146,950075],[446007,1203755],[450213,1209623],[450388,1209899],[450484,961592],[451015,742324],[451127,1211021],[451517,962780],[454130,1215298],[454684,967099],[457734,1220897],[458689,1222629],[460917,1225617],[465123,1231485],[465298,1231761],[465449,982438],[466037,1232883],[469056,987583],[469904,988662],[473599,1244491],[474286,1245753],[474403,995510],[475794,1001182],[479517,1254171],[482148,1258089],[482527,1258548],[482644,1007505],[486529,1264233],[487268,1265355],[488223,1267087],[491135,1019263],[493875,1275231],[494265,1023601],[494830,1276963],[494866,576023],[497694,1281394],[497869,1281670],[498020,1029460],[499628,798250],[500748,1286643],[501530,1034927],[501912,1035788],[507279,1296707],[507667,1043592],[508234,1298439],[510562,1302040],[510658,1048411],[511273,1303146],[511424,1049451],[512644,1305347],[515841,608834],[516648,608056],[516760,1312652],[517150,1058248],[517392,1313731],[517780,1059238],[522427,1321919],[526760,1326947],[526877,1071704],[530530,847381],[531567,1333057],[531718,1333215],[535642,1338031],[536196,1083158],[536446,1083875],[537031,853053],[540057,1344135],[540436,1344594],[540553,1089141],[544438,1350279],[545177,1351401],[546132,1353133],[547927,1355049],[548078,1355207],[552002,1360023],[552556,1104634],[552866,1105351],[560623,1371995],[561537,1373393],[561927,1117339],[562777,1118909],[568144,1383269],[568532,1126713],[569099,1385001],[571370,1387907],[571521,1388065],[571890,1131371],[575999,674126],[577706,1396295],[578094,1139371],[579860,1398985],[584066,1404853],[584241,1405129],[584337,1147863],[584868,673348],[584980,1406251],[585370,1149051],[587983,1410528],[588537,1153370],[588847,1154087],[590367,911953],[591587,1416127],[591977,1158425],[592542,1417859],[594770,1420847],[599151,1426991],[599302,1168709],[599890,1428113],[602909,1173854],[603757,1174933],[607452,1439721],[608256,709365],[609647,709224],[610491,1444428],[610642,1185130],[612250,940209],[616072,1452827],[618232,948524],[620779,1198029],[624721,964350],[625841,1463575],[629795,1468144],[630174,1468603],[630291,1209197],[634981,1474713],[635132,1474871],[635501,1215676],[639610,743102],[641317,1483101],[641705,1223676],[643556,1485437],[647889,1490465],[648006,1231059],[652847,1496733],[656771,1501549],[657325,1242513],[661186,1507653],[665567,1513797],[665718,1254030],[666306,1514919],[668340,1517738],[673548,779336],[675934,1526782],[676085,1266946],[677201,773523],[678238,1529433],[678389,1529591],[682313,1534407],[682867,1274985],[683117,1275702],[683702,779195],[686728,1540511],[687107,1540970],[687224,1280968],[689740,1032007],[691109,1546655],[691205,1286502],[691848,1547777],[692238,1287690],[694598,1551425],[694749,1551583],[699227,807224],[699537,1297178],[701322,1055245],[707294,1568371],[708208,1569769],[708598,1309166],[709448,818209],[712075,1314202],[713595,1061510],[715770,1581377],[720268,1070506],[724606,1590332],[725452,1591296],[726712,1086398],[728305,1594109],[732492,1598558],[732643,1598716],[733012,1338409],[737316,1604300],[742524,853194],[744910,1613344],[745061,1352992],[747242,1615585],[749402,1103083],[751949,1360401],[757011,1626333],[760965,1630902],[761344,1631361],[761461,1371569],[766151,1637471],[766302,1637629],[770780,883358],[771090,1383740],[772875,876515],[773949,1647568],[775074,1391636],[776872,887429],[779419,892274],[782188,1396766],[783361,886231],[784481,1658805],[788435,1663374],[788814,1663833],[788931,1404427],[793621,1669943],[793772,1670101],[794141,1410906],[798500,1416598],[806646,921295],[809183,1180613],[811487,1691963],[815411,1696779],[815965,1437743],[822838,1187677],[824946,1710149],[825336,1450448],[829477,1196484],[832511,1717468],[834309,1719065],[835346,1720327],[835497,1720485],[847807,1732889],[848932,1478442],[850730,965548],[853277,970393],[856046,1483572],[860524,1229861],[865708,1751411],[868561,1754224],[872748,1758673],[872899,1758831],[873268,1501927],[882780,1001323],[885317,994342],[885853,1774628],[887855,1522087],[889697,1006307],[894035,1782159],[896141,1004762],[897734,1785936],[901921,1790385],[902072,1790543],[902441,1534785],[917033,1300743],[918831,1036986],[921378,1041831],[924147,1309535],[926440,1818160],[930394,1822729],[930773,1823188],[930890,1567945],[935731,1829456],[948950,1843548],[950792,1845027],[963972,1857749],[965974,1608649],[967816,1087943],[972154,1865280],[977606,1358856],[980640,1873138],[983475,1875997],[983626,1876155],[997061,1108916],[998859,1120107],[1001406,1124952],[1004175,1117708],[1005929,1650793],[1008207,1129826],[1013039,1905336],[1014227,1906756],[1037412,1431093],[1039254,1161977],[1047291,1940495],[1051478,1944944],[1051629,1945102],[1051998,1697157],[1070128,1964680],[1074361,1196406],[1075119,1200347],[1087565,1736114],[1089843,1214131],[1094675,1985364],[1095863,1986784],[1103509,1993105],[1120533,1235863],[1122375,1247298],[1137063,2023757],[1161599,1560747],[1163877,1289941],[1169897,2054885],[1200773,1325711],[1201536,1329612],[1221368,2099891],[1229483,2106639],[1246920,1364371],[1249198,1376503],[1255218,2128743],[1329234,1455563],[1330406,1459963],[1452221,1582801],[1452338,1583166] ] cell #2518 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [39691],[55339],[59250],[73506],[76038],[79084],[80686],[89507],[97000],[98975],[99303],[102275],[104333],[105629],[108161],[118920],[119248],[126458],[127754],[129771],[130071],[130659],[130986],[137038],[138856],[139184],[147615],[154162],[154462],[155050],[155377],[160252],[163858],[165676],[166004],[167644],[167873],[168531],[176377],[177034],[178347],[178647],[179235],[179562],[189483],[194831],[196944],[197173],[197831],[201872],[203750],[204630],[208844],[208984],[210297],[210597],[211185],[211512],[213286],[213766],[222655],[223870],[225764],[225993],[226651],[227099],[234497],[236421],[239490],[241253],[245142],[245371],[246580],[247897],[248377],[252534],[253341],[255745],[257104],[259215],[261093],[261973],[263206],[263435],[264093],[264541],[267248],[275571],[277684],[277913],[281668],[282148],[282499],[283463],[289584],[291037],[292252],[294493],[295640],[299568],[299979],[301513],[304102],[304582],[305599],[305715],[306345],[307488],[312329],[312872],[313393],[313718],[316462],[319132],[319939],[322114],[322343],[323552],[324869],[325349],[325700],[326664],[338809],[339038],[340247],[341564],[342044],[346437],[352882],[354760],[355640],[356873],[357102],[358208],[362117],[362660],[364323],[366788],[368555],[369151],[370298],[372033],[373236],[373875],[374226],[374637],[381367],[381383],[382555],[387630],[388511],[389575],[389900],[392164],[392644],[393777],[395550],[406593],[408538],[411127],[411607],[412624],[412740],[413370],[414513],[418697],[426157],[426964],[429139],[429368],[430577],[431894],[432374],[432725],[433689],[438018],[438034],[439540],[439939],[442653],[443169],[444933],[445120],[446502],[447045],[448708],[450252],[458611],[459383],[463618],[466083],[467274],[467850],[468446],[471328],[473521],[484849],[487314],[489081],[489677],[490824],[492559],[493762],[494401],[494752],[495163],[500783],[500899],[508156],[509037],[510101],[510426],[512690],[513170],[514303],[516076],[520260],[522927],[524377],[524564],[524971],[525547],[527935],[529946],[530410],[532068],[532084],[533989],[542758],[545223],[549950],[550349],[553579],[559118],[569021],[573393],[573792],[576506],[577022],[578786],[578973],[580355],[580898],[582561],[584105],[586793],[591474],[592464],[597471],[599936],[601127],[601703],[602299],[605181],[607374],[613521],[617648],[618112],[624160],[626341],[628385],[637004],[637403],[640117],[640633],[645506],[645693],[646100],[655118],[663887],[666352],[671048],[671235],[671642],[672218],[673148],[674606],[676617],[677081],[678739],[678755],[680660],[685654],[689429],[690973],[696621],[697020],[700250],[705789],[710021],[715692],[719707],[736258],[740024],[740211],[740618],[741194],[742124],[743582],[748818],[749282],[759555],[768174],[768573],[771803],[776288],[776752],[778822],[779992],[782800],[784981],[787025],[792464],[796043],[804146],[804333],[804740],[806246],[813758],[822527],[836439],[846212],[850146],[850610],[852680],[853850],[859963],[880280],[880467],[880874],[882380],[889136],[891737],[905687],[910047],[918247],[918711],[920781],[921951],[928984],[938002],[952872],[953059],[954356],[963146],[967255],[969856],[984568],[998275],[998739],[1000809],[1001979],[1024942],[1038693],[1041294],[1059604],[1068882],[1074535],[1074999],[1076505],[1107431],[1121814],[1124415],[1140627],[1149417],[1191824],[1195231],[1200975],[1201996],[1228237],[1234354],[1268332],[1321272],[1323623],[1357603],[1397226],[1451728],[1487141] ] cell #2519 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [208434],[257842],[280255],[289174],[296965],[318491],[340737],[341135],[351509],[359444],[363682],[371623],[385027],[388338],[403990],[404303],[404701],[413636],[425516],[431465],[437220],[439766],[448067],[456008],[456321],[456719],[462977],[470918],[481895],[484208],[484996],[486174],[492149],[505553],[505866],[506264],[508864],[515199],[522115],[531270],[533816],[539804],[542117],[542905],[544083],[547630],[550176],[558477],[561154],[566418],[566731],[567129],[571073],[571141],[573619],[575357],[581920],[589861],[594517],[596830],[597618],[598796],[604771],[625529],[633033],[634684],[634752],[637230],[638968],[643244],[650350],[650748],[652399],[654945],[657471],[660933],[663246],[664034],[665212],[668786],[668942],[677941],[680487],[688788],[690754],[694301],[694369],[695342],[696847],[698585],[705148],[707825],[713089],[724158],[725199],[731763],[732195],[735617],[737762],[737918],[746437],[750700],[754554],[755988],[756699],[764203],[765854],[765922],[766895],[768400],[770138],[784169],[791673],[793324],[795870],[797608],[801884],[802040],[803004],[811039],[813585],[816111],[821886],[823852],[824563],[829159],[831167],[833997],[835049],[835117],[837536],[841016],[842381],[842537],[845464],[846039],[856898],[857527],[861007],[872019],[872451],[875873],[878018],[878174],[879138],[893587],[901192],[901624],[905046],[907191],[907347],[914695],[917635],[925417],[926128],[933632],[935283],[936324],[937829],[939567],[940355],[944940],[945569],[946689],[951600],[951756],[953638],[954183],[956442],[957702],[962400],[971706],[974359],[974484],[978548],[983178],[985665],[989145],[990510],[990666],[997663],[1009897],[1012727],[1013779],[1016266],[1019746],[1021111],[1021267],[1024194],[1024769],[1030758],[1034612],[1050749],[1051181],[1054603],[1056037],[1056748],[1056904],[1057868],[1066919],[1067044],[1068164],[1068709],[1069855],[1075690],[1075783],[1078023],[1078652],[1084839],[1091533],[1094363],[1095415],[1097259],[1101248],[1106159],[1106315],[1108197],[1112261],[1132960],[1136081],[1137871],[1138027],[1139909],[1140454],[1142713],[1143973],[1148671],[1151090],[1154570],[1169449],[1171936],[1175416],[1176781],[1176937],[1183934],[1193403],[1194416],[1194509],[1195687],[1202135],[1204412],[1204537],[1207348],[1217265],[1220386],[1222176],[1222332],[1227519],[1228064],[1229210],[1235138],[1244194],[1254770],[1259991],[1260536],[1261682],[1262802],[1267517],[1267610],[1269850],[1270479],[1276666],[1278548],[1282612],[1293075],[1296196],[1297986],[1298142],[1300024],[1304088],[1323762],[1324986],[1333783],[1336067],[1346037],[1346582],[1347728],[1348848],[1356788],[1356881],[1358059],[1369720],[1379637],[1382758],[1384548],[1384704],[1389646],[1389739],[1390917],[1392037],[1397365],[1399642],[1399767],[1402578],[1408506],[1417562],[1422749],[1423294],[1424440],[1425560],[1430368],[1439424],[1461977],[1466642],[1476452],[1476545],[1477723],[1478843],[1487280],[1488504],[1499585],[1509555],[1510100],[1511246],[1512366],[1520138],[1521362],[1522468],[1530159],[1532443],[1544104],[1553164],[1553257],[1554435],[1555555],[1566096],[1581080],[1592078],[1592623],[1603259],[1606700],[1607924],[1609030],[1624735],[1629400],[1639210],[1639303],[1640481],[1641601],[1661872],[1672953],[1682510],[1683734],[1684840],[1694815],[1706476],[1713721],[1720960],[1721053],[1731347],[1752193],[1766815],[1768039],[1769145],[1795086],[1799751],[1821227],[1832308],[1839271],[1840014],[1846859],[1849400],[1856732],[1869391],[1876723],[1917618],[1954310],[1961245],[1961311],[1970634],[1989571],[2028130],[2035462],[2077123],[2085555],[2103270],[2140063],[2244195] ] cell #2520 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [261556],[318544],[318921],[344849],[355223],[363735],[364112],[388353],[413630],[414066],[425569],[425946],[435179],[437406],[439781],[448120],[448497],[463030],[463407],[484261],[484638],[484990],[485426],[495475],[508879],[515629],[522130],[531456],[533831],[542170],[542547],[542899],[543335],[547816],[550191],[558530],[558907],[571135],[571259],[573634],[574496],[575787],[581973],[582350],[596883],[597260],[597612],[598048],[608097],[625544],[634746],[634870],[637245],[638107],[639398],[643259],[652585],[654960],[657901],[663299],[663676],[664028],[664464],[668801],[668871],[673389],[678127],[680502],[688841],[689218],[694363],[694487],[696862],[697724],[699015],[705201],[705578],[724344],[732381],[735670],[736047],[737777],[737847],[742365],[754548],[754984],[756714],[762164],[765916],[766040],[768415],[769277],[770568],[774600],[784184],[793510],[795885],[798038],[801899],[801969],[802998],[806487],[811225],[813600],[816541],[821939],[822316],[834012],[835111],[835235],[837589],[841955],[842396],[846054],[848458],[857521],[861946],[866045],[867555],[872637],[876303],[878033],[878103],[879132],[882621],[893773],[901810],[905099],[905476],[907206],[911794],[916559],[917564],[926143],[931593],[935469],[937844],[939997],[940785],[945563],[946742],[947601],[951615],[951685],[953495],[954198],[957754],[959320],[962394],[971892],[974411],[975044],[978600],[983364],[990084],[990525],[994183],[996587],[997592],[1012742],[1013965],[1016319],[1020685],[1021126],[1024784],[1027188],[1035042],[1038063],[1046285],[1051367],[1055033],[1056763],[1057862],[1061351],[1062213],[1066971],[1067604],[1068021],[1068724],[1073887],[1075648],[1075835],[1078646],[1079934],[1084768],[1094378],[1095601],[1097192],[1097311],[1101301],[1101410],[1106174],[1108757],[1112313],[1113879],[1121184],[1133013],[1133872],[1137886],[1139766],[1140469],[1144025],[1145591],[1148665],[1155509],[1159608],[1169635],[1176355],[1176796],[1180454],[1181964],[1182858],[1183863],[1193336],[1193455],[1194374],[1194561],[1196247],[1202260],[1204464],[1205097],[1211380],[1217318],[1218177],[1222191],[1224122],[1227376],[1228079],[1233242],[1235190],[1239289],[1254956],[1259848],[1260551],[1263714],[1265714],[1267475],[1267662],[1270473],[1271761],[1276595],[1279108],[1282664],[1293128],[1298001],[1300584],[1304140],[1305706],[1313011],[1322808],[1323887],[1325038],[1333716],[1333835],[1336627],[1345894],[1346597],[1349760],[1351760],[1356746],[1356933],[1358619],[1364632],[1373752],[1379690],[1384563],[1389604],[1389791],[1391477],[1392597],[1397490],[1399694],[1400327],[1406610],[1408558],[1412657],[1422606],[1423309],[1426472],[1428472],[1430420],[1434519],[1455824],[1462030],[1464464],[1466694],[1476410],[1476597],[1478283],[1479403],[1487405],[1488556],[1500145],[1509412],[1510115],[1513278],[1515278],[1520263],[1521414],[1522520],[1530092],[1530211],[1533003],[1539016],[1548136],[1553122],[1553309],[1554995],[1556115],[1561008],[1570128],[1591935],[1592638],[1597106],[1606825],[1607976],[1609082],[1618582],[1629452],[1639168],[1639355],[1641041],[1642161],[1651054],[1652133],[1659694],[1661924],[1673513],[1682635],[1683786],[1684892],[1695375],[1710508],[1712858],[1720918],[1721105],[1731907],[1736375],[1737454],[1752753],[1757221],[1766940],[1768091],[1769197],[1788933],[1799803],[1810409],[1811488],[1821279],[1832868],[1839229],[1840066],[1846984],[1856784],[1876775],[1892045],[1893124],[1918178],[1922646],[1943492],[1954362],[1960694],[1961948],[1970686],[1977604],[1989623],[1996541],[2035514],[2070775],[2077664],[2086192],[2103907],[2140115],[2147033],[2194402],[2210762],[2244832],[2341073] ] cell #2521 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355962],[405050],[457068],[482059],[506613],[539968],[567478],[571002],[590921],[594681],[629706],[634613],[658998],[661097],[686639],[694230],[695506],[714149],[725363],[732124],[756219],[760876],[765783],[767059],[788346],[793253],[802865],[817638],[819737],[831398],[834978],[845628],[865619],[866924],[872380],[878999],[894792],[901553],[925648],[930305],[935212],[936488],[944438],[946970],[958681],[962261],[972911],[979527],[983107],[984772],[993757],[1010128],[1013708],[1024358],[1044349],[1045654],[1051110],[1057729],[1065918],[1068962],[1077521],[1080053],[1091764],[1095344],[1098997],[1101529],[1113240],[1116820],[1127470],[1130709],[1133241],[1144952],[1148532],[1159182],[1165798],[1169378],[1171043],[1180028],[1192304],[1203411],[1206455],[1215014],[1217546],[1225273],[1228317],[1236876],[1239408],[1251119],[1254699],[1257745],[1260789],[1269348],[1271880],[1283591],[1287171],[1290824],[1293356],[1305067],[1308647],[1319297],[1328950],[1332684],[1337747],[1342244],[1343791],[1346835],[1354676],[1365783],[1368827],[1377386],[1379918],[1387534],[1398641],[1401685],[1410244],[1412776],[1420503],[1423547],[1432106],[1434638],[1446349],[1449929],[1459160],[1460846],[1467800],[1472018],[1474340],[1496202],[1501265],[1507309],[1510353],[1525326],[1529060],[1534123],[1538620],[1540167],[1543211],[1551052],[1562159],[1565203],[1573762],[1576294],[1589801],[1590952],[1593576],[1598185],[1602366],[1611888],[1623604],[1630558],[1637098],[1654390],[1656076],[1663030],[1667248],[1669570],[1691432],[1696495],[1702539],[1705583],[1715434],[1719954],[1722496],[1739711],[1741397],[1751067],[1758300],[1781628],[1782779],[1785403],[1790012],[1794193],[1815431],[1822385],[1828925],[1841599],[1847831],[1864749],[1865900],[1871104],[1875624],[1897067],[1901705],[1906225],[1908767],[1937338],[1944571],[1962867],[1981733],[1986253],[1991156],[2015457],[2020329],[2026561],[2049834],[2054354],[2096463],[2104826],[2123692],[2128212],[2132296],[2160585],[2193663],[2203849],[2229561],[2263466],[2294853],[2327077],[2387235],[2467479] ] cell #2522 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2523 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2524 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2525 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1242658],[1364988],[1437888],[1456180],[1495160],[1561364],[1579544],[1586640],[1651410],[1678230],[1690390],[1701744],[1736731],[1778467],[1780905],[1796026],[1827883],[1861588],[1864026],[1903638],[1904143],[1918492],[1935464],[1983666],[1984171],[2013583],[2020222],[2021610],[2036360],[2051767],[2052272],[2096356],[2097744],[2125625],[2126130],[2132511],[2133990],[2160478],[2161866],[2204064],[2205543],[2217803],[2229454],[2230842],[2237849],[2263681],[2264736],[2265160],[2294746],[2304265],[2316267],[2327292],[2328347],[2328771],[2358978],[2359744],[2387450],[2393964],[2401740],[2406930],[2416887],[2417653],[2446342],[2462200],[2468253],[2471596],[2477133],[2484259],[2498360],[2514490],[2538179],[2543907],[2548209],[2551552],[2557642],[2584158],[2605385],[2610383],[2614177],[2641876],[2645219],[2671222],[2694917],[2739715], [627721,1079206],[644446,1099562],[690110,1414575],[730272,1205611],[748169,1226353],[757901,1237441],[758891,1238561],[786361,1271033],[796900,1544658],[823208,1578093],[827299,827371],[839961,1079025],[844573,1339432],[858873,1099453],[864564,1361424],[869488,1366863],[870528,1367983],[899701,1400841],[909383,1411929],[910972,1674027],[924517,1689803],[927330,1432671],[928320,1433791],[938859,1707030],[942174,1711643],[954582,954654],[958597,1467046],[961399,1470000],[975428,975500],[979443,1488908],[982245,1491862],[987011,1237332],[988090,1238380],[992702,1502950],[1004545,1774108],[1018691,1270852],[1023303,1535808],[1029267,1542367],[1043294,1557800],[1043716,1814438],[1044928,1815996],[1048218,1563239],[1049258,1564359],[1058940,1575447],[1059362,1831875],[1060529,1833382],[1080786,1597462],[1083303,1339323],[1102262,1618938],[1104779,1361243],[1109141,1109213],[1113156,1629804],[1115958,1632758],[1126415,1643846],[1126837,1896074],[1128049,1897632],[1139073,1656641],[1139495,1908069],[1140853,1140925],[1144868,1662276],[1147670,1665230],[1153515,1411748],[1158127,1676318],[1161468,1930724],[1165714,1684138],[1168154,1936046],[1168516,1687092],[1170258,1938418],[1173282,1432562],[1174361,1433610],[1178973,1698180],[1184575,1953070],[1184937,1704739],[1198871,1198943],[1202616,1464820],[1206413,1725909],[1223378,1741962],[1223800,1988097],[1224478,1487761],[1228275,1746755],[1240141,1757577],[1246789,2008843],[1251035,1768443],[1253475,2014165],[1253837,1771397],[1255579,2016537],[1259584,1776165],[1266391,2025573],[1266753,1783859],[1272613,1789289],[1275130,1535699],[1283507,1800155],[1286309,1803109],[1289509,2047788],[1289803,2048075],[1294089,1810765],[1296591,2053106],[1296606,1557619],[1300968,1301040],[1304983,1821631],[1307785,1824585],[1313615,2069527],[1313630,1575266],[1318242,1835673],[1323164,1324243],[1327983,2083898],[1331642,1595024],[1342160,1857136],[1345630,1859286],[1352437,2101707],[1352799,1866980],[1353634,1617540],[1368785,1881579],[1376071,2121646],[1376365,2121933],[1380651,1892401],[1383153,2126964],[1383168,1643665],[1387083,2130658],[1389056,1899659],[1389350,1899946],[1394101,1394173],[1396179,2137682],[1396194,1656460],[1397846,1660050],[1401643,1912180],[1413509,1923002],[1415763,1925228],[1416026,1676209],[1418608,1928233],[1419080,2158324],[1419693,2158685],[1419708,1682991],[1423505,1933026],[1435371,1943848],[1446265,1954714],[1449067,1957668],[1453742,1454782],[1458425,2192547],[1458719,2192834],[1469639,1974260],[1472751,1977960],[1473889,2202211],[1475862,1979687],[1476156,1979974],[1480907,1480979],[1482985,2209235],[1483000,1741781],[1491501,2216996],[1505678,2006693],[1505886,2227300],[1506499,2227661],[1506514,1767296],[1510311,2011145],[1517622,2236160],[1517637,1775200],[1518912,2018068],[1519525,2018429],[1519540,1520619],[1528018,1786851],[1538536,2035866],[1539372,1797929],[1542006,2038016],[1543169,2040318],[1546238,2042756],[1549175,2045710],[1549722,2261918],[1550010,1809367],[1565161,2060309],[1577027,2071131],[1579281,2073357],[1588271,2291915],[1588450,2293454],[1589063,2293815],[1589078,1847340],[1599707,2089209],[1600001,2089496],[1602324,2092703],[1604184,2302576],[1604199,1858321],[1605474,2094202],[1606087,2094563],[1606102,1607181],[1621183,2315775],[1621477,2316062],[1632397,2116219],[1635509,2119919],[1635768,2325529],[1636056,1891003],[1646764,2333410],[1646900,1898401],[1648684,2130748],[1648972,1650012],[1652489,1914618],[1664869,2143689],[1667981,2147389],[1668528,1920564],[1671092,2149116],[1671386,2149403],[1674829,2153600],[1700908,2176122],[1705541,2180574],[1708610,2183012],[1712367,2382606],[1717352,2385074],[1717367,1965252],[1717584,2386475],[1717872,1968459],[1722389,2194971],[1727719,2197264],[1728332,2197625],[1728347,1737810],[1732085,2394275],[1732221,1978429],[1734005,2202301],[1734293,1735333],[1748386,2404537],[1748565,2406076],[1749178,2406437],[1749193,1996897],[1759822,2222307],[1760116,2222594],[1762439,2225801],[1774509,2017330],[1779507,2032281],[1791534,2247849],[1791828,2248136],[1794151,2251343],[1795635,2254996],[1797301,2252842],[1797914,2253203],[1811844,2062747],[1824224,2274859],[1827336,2278559],[1834184,2284770],[1838809,2467411],[1841492,2078233],[1842744,2469153],[1842880,2080526],[1848046,2295679],[1853263,2298081],[1853551,1862628],[1857630,2093464],[1868037,2484169],[1873022,2486637],[1873037,2107211],[1873254,2488038],[1873542,2110418],[1878059,2318199],[1883389,2320492],[1884002,2320853],[1884017,1893480],[1903247,2141541],[1908660,2341642],[1913990,2343935],[1914603,2344296],[1920276,2348972],[1934066,2172537],[1946093,2368978],[1946387,2369265],[1948710,2372472],[1950194,2376125],[1960828,2543145],[1962294,2543817],[1963082,2187361],[1964137,2386419],[1964561,2189763],[1969429,2388456],[1972112,1983275],[1988366,2557741],[1991049,2211331],[1992301,2559483],[1992437,2213624],[1997603,2408301],[2002820,2410703],[2003108,2012185],[2022786,2428599],[2026776,2429532],[2031993,2431934],[2051376,227271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] cell #2526 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [39739,590661],[55947,689716],[59298,713889],[76129,795373],[76917,796859],[79132,809477],[81294,822814],[97048,885611],[99066,679990],[102386,909342],[104987,922995],[106183,924123],[108252,937332],[109040,938818],[119011,533319],[127112,1003023],[128308,1004151],[130010,401275],[130770,786320],[131077,1014898],[134847,587146],[137358,1036397],[137862,1042817],[138947,813088],[139654,1044887],[142267,1058899],[143848,825791],[152558,1096919],[154401,453293],[155161,627680],[155468,1096534],[164178,1119518],[164682,1125938],[165767,654448],[166474,1128008],[168193,1131980],[169321,681476],[169746,1139032],[177171,1160983],[177435,1161427],[178001,1168011],[178586,502838],[179346,928279],[179653,922610],[183423,710374],[184241,937717],[185437,941959],[189803,1198638],[195325,1222901],[197493,1216285],[198621,534805],[199046,1223337],[204721,753181],[209121,1246304],[209385,1246748],[209951,1253332],[210536,563703],[211296,758850],[211603,1002638],[213903,1259099],[214167,1259543],[215944,781275],[221051,1015283],[223961,1288361],[224827,1288869],[224899,1289292],[226313,1040551],[227038,420816],[227441,814574],[227866,1043253],[232671,1056345],[233175,1058463],[239627,1327498],[239891,1327942],[241192,622635],[241980,1343124],[245691,1339018],[246234,1352294],[248514,1345145],[248778,1345589],[250555,855133],[253891,861821],[256065,1361010],[257215,864523],[262064,874500],[262269,1375431],[262341,1375854],[263755,1123672],[264480,475864],[264883,655934],[265308,1126374],[267638,889900],[267872,1388416],[267944,1388839],[270543,1136389],[276065,1138596],[278233,1411515],[279786,1418567],[280820,1419108],[282285,347164],[282467,347133],[282549,1165673],[284326,923234],[289861,1181562],[290691,1184432],[292343,1188909],[294844,720471],[296248,1457387],[297999,1457785],[298071,1458208],[300754,1473674],[304719,1469154],[304983,1469598],[306035,1212789],[306284,537101],[307878,968019],[308112,1475222],[308184,1475645],[310783,1220694],[313954,548749],[314386,979402],[316599,1491016],[316863,1491460],[318164,753805],[320489,989959],[322663,1502536],[323813,992661],[324021,1505914],[325486,396277],[325668,396246],[325750,1250994],[327527,1003262],[329867,1008364],[330486,1518940],[333294,1263312],[335647,1257078],[339358,1535394],[339901,1266248],[342181,1541521],[342445,1541965],[344222,799155],[346827,1039457],[347061,1293557],[349732,1296504],[355731,1053230],[356008,1310515],[357422,1315499],[358147,609717],[358975,1318201],[361196,829634],[361447,1583808],[363284,1588056],[365229,1588478],[367858,1603461],[369502,624924],[370906,627593],[372423,1092718],[372657,1599067],[372729,1599490],[373786,841830],[374012,451170],[374194,451139],[374276,1342119],[375950,1090000],[376569,1605502],[379377,1349358],[382906,860727],[383083,1101730],[383159,644405],[384310,1620145],[386061,1620543],[386133,1620966],[390136,653518],[390568,1113115],[392781,1631912],[393045,1632356],[394097,1375161],[394346,658230],[395940,1122578],[396174,1380119],[398845,1383066],[403273,1388018],[405096,1393038],[407779,1386868],[411744,1664384],[412008,1664828],[413060,1408019],[413309,683772],[414903,906586],[415137,1670452],[415209,1670875],[417808,911550],[420197,1164034],[423624,1426070],[427514,1176230],[429688,1697766],[430838,1178932],[432511,516803],[432693,516772],[432775,1446224],[434552,941114],[437053,522048],[437329,1713170],[438843,1716629],[443559,1201739],[445581,726869],[445832,1723077],[447669,730142],[447848,533587],[447912,533556],[448995,1218853],[449614,1727747],[450488,734244],[450920,958556],[451067,1472219],[455291,1474824],[457114,1479844],[460491,977763],[460742,1743923],[461228,747983],[462579,1748171],[464524,1748593],[468797,756094],[468974,1239609],[469050,757860],[470201,758763],[471718,1252073],[471952,1759182],[472024,1759605],[473307,561580],[473489,561549],[473571,1505637],[474070,1256157],[475245,1249355],[478672,1512876],[483810,1518518],[488384,1516899],[490028,783564],[491432,786233],[492949,1011082],[493183,1790894],[493255,1791317],[494312,1020560],[494538,585023],[494720,584992],[494802,1538495],[496476,1025864],[497095,1797329],[499903,1031212],[501219,1285639],[504836,1551536],[506659,1556556],[510662,812158],[511094,1304942],[513307,1823739],[513571,1824183],[514623,1571537],[514872,816870],[516466,1056143],[516700,1576495],[519371,1061107],[528286,831273],[528581,1330563],[530707,1594619],[531103,625462],[531379,1848849],[532893,627404],[533068,627216],[536364,1080254],[536440,844532],[541719,1605080],[547463,643177],[547739,1868840],[549253,1872299],[553163,864436],[553969,1364111],[555991,867125],[556242,1878747],[556728,869302],[558079,870398],[558258,654716],[558322,654685],[559405,1381225],[560024,1883417],[561477,1634977],[562200,1385622],[565701,1637582],[567524,1642602],[572696,1647729],[577412,1136187],[579434,896298],[579685,1909348],[581522,899571],[581701,680258],[581765,680227],[582848,1134548],[583467,1914018],[584341,903673],[584773,1144827],[584920,1667449],[589144,909255],[59096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] cell #2527 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [322851],[389702],[429876],[442780],[468237],[510228],[519559],[527726],[576633],[592725],[602090],[609446],[640244],[674397],[675600],[685960],[710408],[743373],[744576],[779128],[781309],[792167],[808698],[852986],[855167],[884832],[889934],[891440],[905951],[921087],[923268],[968053],[969559],[1001115],[1003296],[1008604],[1010447],[1039491],[1040997],[1090240],[1092083],[1107737],[1122612],[1124118],[1132499],[1164274],[1165707],[1166117],[1201773],[1216804],[1234057],[1249595],[1251028],[1251438],[1292614],[1293797],[1330803],[1342153],[1354363],[1363476],[1379176],[1380359],[1423979],[1446258],[1454471],[1461516],[1472459],[1484919],[1510785],[1538529],[1576735],[1585285],[1595753],[1602798],[1614344],[1667689],[1706015],[1713796],[1724554],[1787580],[1794625],[1849475],[1910825],[2028205], [82270,361154],[86462,533189],[103522,1031333],[114248,445539],[115239,627551],[120517,460449],[124709,654318],[133262,679860],[136243,911152],[143403,1187003],[150465,533026],[157532,383041],[159717,753051],[161004,555949],[161995,758721],[171377,579392],[172368,786191],[175569,795243],[176039,1031170],[180367,1299181],[181838,812958],[184819,1060709],[189991,621718],[201527,314018],[201842,649242],[204040,864394],[206124,468932],[206600,654155],[208309,472676],[212317,1385743],[218958,679697],[222945,909213],[226371,1422335],[228210,922480],[228681,1170438],[229497,702620],[230488,928150],[233689,937202],[234159,1186840],[236548,720345],[245879,536322],[253486,253603],[253833,553190],[256253,752888],[258870,390200],[259185,558149],[261383,393316],[263813,1509141],[265652,1002508],[266123,1255759],[270731,780358],[271702,1014768],[278421,795080],[281424,1290970],[282139,1552281],[282582,807882],[284780,1043124],[285360,1299018],[286864,602785],[287340,812795],[289049,606529],[291327,1058770],[293057,1582119],[294284,618284],[301640,624798],[305254,450552],[305569,447739],[306093,1602274],[310971,854216],[311942,1096404],[313520,860601],[313825,648855],[320084,320201],[320431,470228],[324625,1377532],[325340,1638327],[325783,884016],[327981,1126245],[328561,1385580],[330215,889774],[331090,1130855],[334910,1138903],[339546,682993],[345710,1420581],[346191,1421185],[346951,1681616],[347500,699861],[349920,922317],[352537,510726],[352852,704820],[355050,513842],[357480,1704371],[357610,937039],[359319,714847],[365833,1460992],[368942,530582],[370933,373728],[373381,373498],[373866,1730299],[374309,973870],[376298,967893],[377173,1215160],[380993,1223208],[382346,749454],[390007,557762],[394823,1507387],[395304,1507991],[396064,1765921],[396613,771414],[399033,1002345],[401309,776924],[402174,1257823],[402655,1258427],[406854,1014605],[408665,783438],[412279,584405],[412594,581592],[413118,1794101],[417996,798376],[418967,799989],[419148,1550849],[419297,1551112],[420545,1039331],[420850,807495],[427109,427226],[427456,604081],[432365,1830154],[432808,821558],[435006,613060],[441654,1591030],[442135,1591634],[444996,1850191],[447352,450359],[449343,1092592],[450218,1092909],[450957,1855693],[451506,856370],[453327,850782],[454192,1343869],[454673,1344473],[458872,1096241],[465128,1364302],[473604,1128429],[474196,1636895],[474345,1637158],[475593,1122452],[475898,883629],[481380,1129705],[482437,1387331],[482586,1387594],[489468,677253],[491459,494254],[493907,494024],[494392,1916570],[494835,895751],[496824,906460],[497699,906777],[500438,691273],[500753,688460],[501519,692493],[501696,1680262],[502872,918883],[510533,704433],[516590,1952192],[517139,712399],[524440,1714512],[526670,1719751],[526819,1720014],[528929,1201613],[530472,1971349],[534839,970028],[535704,1218660],[536185,970291],[537135,973483],[539289,1214010],[540346,1474137],[540495,1474400],[552064,1493888],[552545,1234789],[559753,1251947],[560628,1252264],[561916,1004499],[562561,1764567],[563737,998911],[569916,1256391],[571674,1517890],[578849,2028921],[581205,584212],[583196,1010956],[584071,1011273],[584810,2034423],[585359,782512],[587180,792636],[588045,1025671],[588526,792899],[589171,591966],[591619,591736],[592547,797280],[607457,1045308],[609751,821171],[614876,1839091],[618174,1840729],[620488,1326826],[620563,1845690],[622669,1075171],[624084,2086259],[624958,1087427],[627714,1092752],[630084,1091924],[630233,1347947],[633527,1342437],[635285,1604452],[645569,1615060],[647799,1363317],[647948,1623834],[650058,1363985],[655968,1124587],[656833,1381032],[657314,1124850],[658264,1128042],[667546,1386240],[677143,2140778],[681510,891909],[682375,1134355],[682856,892172],[683806,895364],[687017,905792],[687166,1150189],[688073,691080],[690064,692227],[706424,1166626],[707299,1166943],[708587,924471],[715775,939239],[716810,1961071],[719631,1962015],[720505,1197513],[722011,1456700],[727109,1213406],[732796,1218525],[736522,1473046],[746046,1484690],[749344,1743334],[751658,1490344],[751733,1493753],[753839,1234526],[756128,1246782],[758884,1252107],[761254,1251279],[761403,1511465],[782724,2244899],[783598,1005791],[786354,1011116],[788724,1010288],[788873,1261901],[793925,1025536],[796893,799189],[814608,1041466],[815473,1294470],[815954,1041729],[816904,1044921],[823162,825325],[826244,2077135],[828768,1585056],[829874,1326222],[831307,1327976],[831717,1587428],[837075,1342700],[857066,1614857],[859887,1867758],[860761,1359885],[862267,1619458],[864557,1364145],[867365,1375778],[873052,1380897],[896538,1129101],[902225,1134220],[906620,909376],[925557,1161461],[928313,1166786],[930683,1165958],[930832,1424659],[938852,941148],[945108,1714309],[946228,1456963],[947411,1458132],[956051,1724325],[958590,1469632],[974373,1742716],[978003,1489740],[979436,1491494],[979846,1747543],[985204,1506218],[992695,1505671],[1010037,1259577],[1015805,1256654],[1043287,1296336],[1046095,1289216],[1051782,1294335],[1056177,1058933],[1066933,1840111],[1069394,1588782],[1078191,1849988],[1080494,1599414],[1091673,1345623],[1100787,1619721],[1101970,1620890],[1113149,1632390],[1126408,1382898],[1133682,1388763],[1136221,1139066],[1142322,1910596],[1144861,1664862],[1171475,1419412],[1178966,1700901],[1204426,1970731],[1206887,1728051],[1217987,1475569],[1220526,1223371],[1228749,1748897],[1239849,1759529],[1261221,1519244],[1270018,2028718],[1272321,1791241],[1283500,1541999],[1304976,1824217],[1318235,1579274],[1347267,1605806],[1369259,1883721],[1399656,2140160],[1402117,1914322],[1413217,1670799],[1415756,1418601],[1435079,1945800],[1543643,1797633],[1565635,2062451] ] cell #2528 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [41747],[53409],[65985],[72492],[78756],[88493],[96672],[97656],[103591],[104615],[115969],[117601],[126008],[126740],[135293],[137537],[138053],[143472],[148300],[151335],[160838],[162725],[164357],[164873],[173098],[174730],[178113],[183137],[183869],[188796],[190458],[195516],[204435],[204928],[207470],[210063],[216793],[219828],[229331],[231218],[232850],[233366],[236633],[238274],[244684],[246346],[251404],[255058],[256720],[257424],[261778],[269536],[271198],[276256],[285175],[285668],[288210],[290803],[294416],[296547],[301725],[303366],[309776],[311438],[313605],[315246],[321656],[323318],[328376],[330300],[331941],[338351],[340013],[345071],[348725],[350387],[351091],[355445],[361284],[369074],[371205],[376383],[378024],[382478],[384609],[389787],[391428],[397838],[399500],[401441],[403572],[408750],[410391],[416801],[418463],[420630],[422271],[428681],[430343],[435401],[442865],[445669],[449428],[452099],[453459],[455590],[460579],[468369],[470500],[475678],[477319],[481810],[489600],[491731],[496909],[498550],[503004],[505135],[510313],[511954],[518364],[520026],[527858],[529014],[534971],[537845],[539719],[556079],[559838],[563869],[566000],[576718],[579522],[583281],[585952],[587312],[589443],[594432],[602222],[604353],[609531],[611172],[621848],[622801],[625025],[629457],[632615],[640329],[650143],[656100],[660848],[674529],[675685],[681642],[684516],[686390],[702750],[706509],[710540],[712671],[720572],[725114],[727480],[743505],[744661],[753971],[760627],[780488],[781441],[783665],[788097],[791255],[808783],[814740],[819488],[830245],[836686],[854346],[855299],[860828],[865370],[884917],[890001],[894543],[896909],[923400],[930056],[945839],[968120],[972662],[978374],[1003428],[1008975],[1015416],[1039558],[1044100],[1090611],[1100398],[1122679],[1127221],[1132110],[1164645],[1201840],[1216415],[1249966],[1292225],[1331174],[1378787],[1461127],[1583270] ] cell #2529 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [208432],[257840],[280253],[289172],[296963],[318483],[340732],[341133],[351507],[359442],[363674],[371621],[385025],[388339],[403988],[404298],[404699],[413628],[425508],[431463],[437212],[439767],[448059],[456006],[456316],[456717],[462969],[470916],[481890],[484200],[484988],[486172],[492147],[505551],[505861],[506262],[508865],[515191],[522116],[531262],[533817],[539799],[542109],[542897],[544081],[547622],[550177],[558469],[561152],[566416],[566726],[567127],[571065],[571133],[573620],[575349],[581912],[589859],[594512],[596822],[597610],[598794],[604769],[625530],[633031],[634676],[634744],[637231],[638960],[643245],[650345],[650746],[652391],[654946],[657463],[660928],[663238],[664026],[665210],[668787],[668934],[677933],[680488],[688780],[690752],[694293],[694361],[695337],[696848],[698577],[705140],[707823],[713087],[724150],[725194],[731761],[732187],[735609],[737763],[737910],[746432],[750698],[754546],[755980],[756700],[764201],[765846],[765914],[766890],[768401],[770130],[784170],[791671],[793316],[795871],[797600],[801885],[802032],[802996],[811031],[813586],[816103],[821878],[823850],[824561],[829154],[831159],[833998],[835041],[835109],[837528],[841011],[842382],[842529],[845459],[846040],[856893],[857519],[861002],[872017],[872443],[875865],[878019],[878166],[879130],[893579],[901190],[901616],[905038],[907192],[907339],[914693],[917627],[925409],[926129],[933630],[935275],[936319],[937830],[939559],[940347],[944935],[945561],[946681],[951601],[951748],[953633],[954184],[956437],[957706],[962392],[971698],[974363],[974479],[978552],[983170],[985657],[989140],[990511],[990658],[997655],[1009889],[1012728],[1013771],[1016258],[1019741],[1021112],[1021259],[1024189],[1024770],[1030756],[1034604],[1050747],[1051173],[1054595],[1056029],[1056749],[1056896],[1057860],[1066923],[1067039],[1068159],[1068710],[1069847],[1075691],[1075787],[1078018],[1078644],[1084831],[1091525],[1094364],[1095407],[1097263],[1101240],[1106160],[1106307],[1108192],[1112265],[1132952],[1136073],[1137872],[1138019],[1139904],[1140455],[1142708],[1143977],[1148663],[1151082],[1154565],[1169441],[1171928],[1175411],[1176782],[1176929],[1183926],[1193407],[1194417],[1194513],[1195682],[1202137],[1204416],[1204532],[1207340],[1217257],[1220378],[1222177],[1222324],[1227514],[1228065],[1229202],[1235142],[1244186],[1254762],[1259986],[1260537],[1261674],[1262794],[1267518],[1267614],[1269845],[1270471],[1276658],[1278543],[1282616],[1293067],[1296188],[1297987],[1298134],[1300019],[1304092],[1323764],[1324990],[1333787],[1336062],[1346032],[1346583],[1347720],[1348840],[1356789],[1356885],[1358054],[1369712],[1379629],[1382750],[1384549],[1384696],[1389647],[1389743],[1390912],[1392032],[1397367],[1399646],[1399762],[1402570],[1408510],[1417554],[1422744],[1423295],[1424432],[1425552],[1430372],[1439416],[1461969],[1466646],[1476453],[1476549],[1477718],[1478838],[1487282],[1488508],[1499580],[1509550],[1510101],[1511238],[1512358],[1520140],[1521366],[1522472],[1530163],[1532438],[1544096],[1553165],[1553261],[1554430],[1555550],[1566088],[1581072],[1592073],[1592624],[1603251],[1606702],[1607928],[1609034],[1624727],[1629404],[1639211],[1639307],[1640476],[1641596],[1661876],[1672948],[1682512],[1683738],[1684844],[1694810],[1706468],[1713716],[1720961],[1721057],[1731342],[1752188],[1766817],[1768043],[1769149],[1795078],[1799755],[1821231],[1832303],[1839272],[1840018],[1846861],[1849395],[1856736],[1869386],[1876727],[1917613],[1954314],[1961247],[1961313],[1970638],[1989575],[2028125],[2035466],[2077125],[2085557],[2103272],[2140067],[2244197] ] cell #2530 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [943624],[957155],[976895],[1031670],[1064079],[1076707],[1079306],[1098183],[1099662],[1110608],[1111714],[1143426],[1155828],[1183364],[1187340],[1205403],[1210294],[1226145],[1232156],[1236062],[1237541],[1238661],[1266220],[1268534],[1271133],[1282065],[1283905],[1299518],[1302435],[1303541],[1311494],[1315943],[1328136],[1336577],[1339532],[1352266],[1358569],[1361524],[1366655],[1367775],[1372666],[1386080],[1395137],[1400633],[1405524],[1412029],[1427386],[1428978],[1429285],[1431292],[1432771],[1433891],[1442096],[1444823],[1446663],[1453029],[1467146],[1469792],[1481943],[1489008],[1491654],[1500095],[1503050],[1514192],[1515784],[1516091],[1517618],[1524512],[1525556],[1527177],[1532953],[1535908],[1542159],[1547050],[1550737],[1554945],[1557900],[1558655],[1559847],[1563031],[1564151],[1569042],[1575547],[1583843],[1594311],[1596934],[1604180],[1611074],[1612118],[1613739],[1615787],[1618410],[1629904],[1636783],[1640991],[1643946],[1644701],[1645893],[1647397],[1648259],[1649699],[1656741],[1662376],[1665022],[1673463],[1676418],[1679990],[1680144],[1684238],[1686884],[1687928],[1695325],[1698280],[1704531],[1709422],[1717348],[1718599],[1723112],[1731857],[1732718],[1733580],[1735020],[1742062],[1743958],[1757049],[1764295],[1764449],[1768543],[1771189],[1772233],[1774401],[1775670],[1776953],[1777107],[1783651],[1786138],[1788761],[1800255],[1802545],[1802901],[1805566],[1806130],[1806752],[1807614],[1810237],[1821731],[1832818],[1835773],[1843377],[1844428],[1844582],[1852838],[1854278],[1857236],[1857522],[1858791],[1860074],[1860228],[1866772],[1873018],[1874269],[1887527],[1887766],[1888388],[1889250],[1891873],[1899018],[1900026],[1900648],[1909383],[1918128],[1919851],[1921291],[1922474],[1925328],[1928333],[1928960],[1930229],[1943320],[1954814],[1957104],[1964453],[1965332],[1965954],[1967746],[1973765],[1975048],[1975202],[1977432],[1979046],[1980054],[1980676],[1992934],[1993985],[1994139],[2002395],[2003835],[2006793],[2007079],[2008348],[2017404],[2018814],[2031568],[2033008],[2035966],[2037521],[2038804],[2038958],[2042228],[2066257],[2070603],[2073457],[2077212],[2077258],[2081143],[2081272],[2083403],[2085442],[2089118],[2089576],[2090198],[2093538],[2094948],[2106412],[2107291],[2107913],[2109705],[2115724],[2117007],[2117161],[2119391],[2130159],[2143194],[2144477],[2144631],[2146861],[2149025],[2149483],[2150105],[2171824],[2173264],[2176222],[2182484],[2186866],[2188931],[2189837],[2193996],[2198010],[2201712],[2210310],[2210356],[2214241],[2214370],[2216501],[2218540],[2222216],[2222674],[2223296],[2244082],[2247758],[2248216],[2248838],[2253588],[2274364],[2275647],[2275801],[2278031],[2280195],[2289743],[2289789],[2290342],[2291252],[2291416],[2295184],[2310094],[2312159],[2313065],[2315684],[2317224],[2321238],[2339127],[2340667],[2344681],[2365211],[2368887],[2369345],[2369967],[2383260],[2383736],[2384259],[2388961],[2389007],[2390470],[2399992],[2402964],[2403874],[2404038],[2407806],[2413396],[2425105],[2429037],[2449537],[2451077],[2455091],[2468804],[2472943],[2473942],[2480153],[2485299],[2485822],[2492033],[2501555],[2504785],[2509487],[2509533],[2510996],[2520518],[2528332],[2533922],[2548760],[2553898],[2559134],[2564272],[2575829],[2579968],[2580967],[2587178],[2599058],[2608580],[2619030],[2627949],[2642427],[2647565],[2657939],[2699770],[2708689], [1116571,1632550],[1235642,1754426],[1286922,2045502],[1308398,1824377],[1325490,1845229],[1364460,1878782],[1408323,2348383],[1409010,2148475],[1430872,1940697],[1449680,1957460],[1455652,1966652],[1521866,2023959],[1522285,2425269],[1522972,2239783],[1538844,2252178],[1560836,2057512],[1572528,2067980],[1608428,2100093],[1608847,2480317],[1609534,2306199],[1650071,2504262],[1650882,2136081],[1651961,2336508],[1653736,2137175],[1684657,2524564],[1685344,2360912],[1701216,2177777],[1735392,2553375],[1736203,2207634],[1737282,2397373],[1739057,2208728],[1768962,2570647],[1769649,2418821],[1777506,2424195],[1780377,2242043],[1809426,2592324],[1811316,2446918],[1813091,2268345],[1860627,2479243],[1863498,2308459],[1876540,2625839],[1877227,2489393],[1891062,2632564],[1892952,2498936],[1894727,2331956],[1899568,2335602],[1932065,2523490],[1933085,2652801],[1934936,2363172],[1968518,2670436],[1979596,2396467],[1988738,2678474],[1996369,2561791],[2010184,2569573],[2011204,2687412],[2013055,2421081],[2047697,2446012],[2050321,2592847],[2078870,2717892],[2084249,2613006],[2092762,2722287],[2102798,2726088],[2103157,2622510],[2121555,2498030],[2124179,2633087],[2159491,2524400],[2180633,2755905],[2187940,2759355],[2188299,2668460],[2192456,2547118],[2195608,2761354],[2200987,2673845],[2228467,2570483],[2251402,2779416],[2282819,2713827],[2296258,2795147],[2296617,2720311],[2300774,2617388],[2342279,2808154],[2347658,2742338],[2375138,2664150],[2430111,2832753],[2430470,2777440],[2434627,2698128] ] cell #2531 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762150],[867541],[931579],[947587],[985091],[1046271],[1062199],[1069281],[1133858],[1159594],[1171362],[1181950],[1218163],[1261108],[1263700],[1279094],[1310631],[1347154],[1349746],[1392583],[1393154],[1408414],[1426458],[1479389],[1479960],[1513264],[1520720],[1522376],[1538893],[1556101],[1556672],[1607282],[1608938],[1642147],[1642718],[1650162],[1652010],[1683092],[1684748],[1735483],[1737331],[1752739],[1767397],[1769053],[1777555],[1809517],[1810866],[1811365],[1847441],[1860676],[1876631],[1891153],[1892502],[1893001],[1932114],[1933176],[1968609],[1978061],[1988829],[1996418],[2010233],[2011295],[2050370],[2071232],[2078961],[2084298],[2092853],[2103206],[2124228],[2147490],[2180724],[2188348],[2195699],[2201036],[2210223],[2251493],[2282868],[2289656],[2296666],[2342370],[2347707],[2388874],[2430519],[2509400], [302985,627563],[314154,644288],[344010,1156083],[359845,1711576],[370773,730154],[383389,748051],[390336,757743],[391047,758733],[410010,786203],[417048,1031182],[432303,1830770],[434340,1316198],[437065,437135],[447192,627416],[450688,844415],[461240,644211],[465598,864406],[469280,869370],[470068,870410],[487723,1917186],[491299,899583],[498169,909225],[499253,1155936],[508742,1429540],[510862,927172],[511573,928162],[515944,1951992],[518611,1186852],[531115,531185],[534476,958442],[536670,961281],[545632,1730915],[547475,547545],[550836,979288],[553030,982127],[556740,757666],[557602,758586],[561098,992544],[569607,1516346],[576890,2034223],[581045,786056],[584541,1023145],[589011,1029149],[599451,1043136],[600345,1552897],[600556,1299030],[603133,1048100],[603921,1049140],[608848,2068486],[610791,1058782],[611875,1316051],[628928,1080670],[630980,844338],[640501,1855493],[646643,1102146],[648695,864259],[652244,652314],[655605,1113001],[657799,1115840],[665867,1126257],[666761,1638943],[666972,1385592],[668034,2139921],[675002,2145784],[676234,1138915],[677786,677856],[681147,1144713],[683341,1147552],[687913,909078],[691409,1157969],[693897,1421197],[697507,1165559],[699701,1168398],[700118,1681416],[700947,1429393],[703411,927095],[704273,928015],[707769,1178815],[712239,1184819],[724003,724073],[727285,956227],[730851,1206774],[737010,1970492],[743978,1976355],[745210,1223220],[746222,978179],[749788,1228636],[760098,1240025],[765450,1508003],[769060,1250880],[771254,1253719],[771671,1765721],[772500,1516199],[773597,2244643],[776168,1258439],[782352,1266635],[787568,1272497],[789620,1023068],[796530,1283352],[798724,1286191],[801132,1550912],[801451,1551782],[805283,1293973],[807335,1042989],[808100,1808120],[810884,810954],[814245,1304828],[816439,1307667],[821011,1058635],[824507,1318084],[828944,830050],[832205,1839872],[833605,1591646],[836962,1078078],[846699,1342005],[847455,2086003],[850026,1344485],[856210,1352681],[856953,1100674],[871107,1369146],[877266,1636958],[877585,1637828],[881417,1380535],[883469,1126110],[884234,1889756],[885749,2341044],[888674,1387394],[888993,1388264],[893432,893502],[895204,1138768],[896714,1142498],[900280,1402004],[910590,1413393],[912439,1415608],[912642,1157892],[914639,1418450],[914958,1680306],[915556,1680307],[915651,1164450],[919217,1423866],[929527,1435255],[938489,1446110],[940683,1448949],[944995,946115],[948598,1961759],[949769,1719814],[950088,1720684],[960888,1468494],[963689,1472635],[963868,2194373],[966793,1474200],[967112,1475070],[971551,971621],[973323,1223073],[980334,1989429],[981734,1751761],[994828,1505523],[994986,1764611],[995584,1764612],[995679,1249771],[999245,1510672],[1005631,1257324],[1006981,1517934],[1007579,1517935],[1007674,1008780],[1015692,1269905],[1025429,1538381],[1026280,1281137],[1028756,1540861],[1029846,1543530],[1032547,1546122],[1034940,1549057],[1035306,1807074],[1035683,1292501],[1049837,1565522],[1060147,1576911],[1061996,1579126],[1070024,2077635],[1071180,1845734],[1071778,1845735],[1071873,1330979],[1082852,1598045],[1083171,1598915],[1085381,1602685],[1087267,1343370],[1088617,1604496],[1089215,1604497],[1089310,1090416],[1103157,2103718],[1104328,1875484],[1104647,1876354],[1115447,1631252],[1118248,1635393],[1118427,1888710],[1118804,1379063],[1128879,1386284],[1130889,1647719],[1131266,1132386],[1134964,1404596],[1147159,1663724],[1149960,1667865],[1150516,1410801],[1153064,1669430],[1153383,1670300],[1156633,1675190],[1181099,1700753],[1185516,1705902],[1188217,1708494],[1191311,2186758],[1191412,1961115],[1197353,1457633],[1197547,1967206],[1197924,1461403],[1202717,1723599],[1208673,1726741],[1209271,1726742],[1209366,1219269],[1213184,1473090],[1215194,1733040],[1215571,1216691],[1229379,2210733],[1230535,1995291],[1231133,1995292],[1231228,1494497],[1242207,1758160],[1242526,1759030],[1244736,1762800],[1256471,1516889],[1262228,1534680],[1274679,1789872],[1274998,1790742],[1277208,1794512],[1278675,1799109],[1280444,1796323],[1281042,1796324],[1295079,1568114],[1307274,1823079],[1310075,1827220],[1316748,1834545],[1320854,2077424],[1324344,1584330],[1326000,1587472],[1331792,1848838],[1337927,1852298],[1338304,1348274],[1342517,1603451],[1353683,2309986],[1353784,2103074],[1359725,1620391],[1359919,2109165],[1360296,1624161],[1365089,1879269],[1371045,1882411],[1371643,1882412],[1371738,1381641],[1392164,1661230],[1397947,1909870],[1403903,1913012],[1404501,1913013],[1410424,1919311],[1424986,1697052],[1437437,1944431],[1437756,1945301],[1439966,1949071],[1441433,1953668],[1453791,2383152],[1453892,2188216],[1454932,1713159],[1456281,1967139],[1456780,1716619],[1462510,1970118],[1466000,1478970],[1484372,2210522],[1487862,1744445],[1489518,1747587],[1495310,1998395],[1501445,2001855],[1501822,1511792],[1523773,2026171],[1528168,2027568],[1534303,2031028],[1555682,1820585],[1561465,2057999],[1567421,2061141],[1568019,2061142],[1584738,2289955],[1585728,1839498],[1586790,2082417],[1595073,2472835],[1595174,2296534],[1597563,2091383],[1610335,2102305],[1617690,1868829],[1619039,1870302],[1619538,1872289],[1625268,2112077],[1628758,1641728],[1651511,2136568],[1657740,2139547],[1686145,1936644],[1690540,2167824],[1696675,2171284],[1715970,2191449],[1724007,2389173],[1726059,2199155],[1736832,2208121],[1745843,1989055],[1746905,1989924],[1750373,1752320],[1757678,1999868],[1770450,2014763],[1778617,2241057],[1786900,2579860],[1787001,2430387],[1789390,2250023],[1802162,2260945],[1817095,2270717],[1851649,2299767],[1861738,2307473],[1871640,2104176],[1881729,2112946],[1885197,1887144],[1902241,2338120],[1910278,2509699],[1912330,2345826],[1923103,2354792],[1943949,2169297],[1956721,2184192],[1982269,2398985],[2001206,2219559],[2030379,2433620],[2040468,2441326],[2060459,2271586],[2063927,2065874],[2151698,2519511],[2170635,2366230] ] cell #2532 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [515179],[575337],[638948],[668922],[698565],[737898],[770118],[774378],[797588],[802020],[842517],[848236],[875853],[878154],[907327],[916337],[917615],[939547],[951736],[959098],[985645],[990646],[996365],[997643],[1021247],[1026966],[1037841],[1054583],[1056884],[1069835],[1073665],[1084819],[1106295],[1107978],[1113657],[1120962],[1138007],[1145369],[1171916],[1176917],[1182636],[1183914],[1192898],[1195468],[1207328],[1211158],[1222312],[1229190],[1233020],[1234945],[1244174],[1261662],[1265492],[1276646],[1298122],[1299805],[1305484],[1312789],[1321984],[1324793],[1333278],[1335848],[1347708],[1351538],[1355270],[1357840],[1369700],[1373530],[1384684],[1388128],[1390698],[1402558],[1406388],[1417542],[1424420],[1428250],[1430175],[1439404],[1452895],[1463640],[1466449],[1474934],[1477504],[1485502],[1488311],[1496796],[1499366],[1511226],[1515056],[1518360],[1521169],[1529654],[1532224],[1544084],[1547914],[1551646],[1554216],[1566076],[1569906],[1581060],[1590395],[1594177],[1598779],[1603239],[1604922],[1607731],[1615653],[1626398],[1629207],[1637692],[1640262],[1648125],[1658870],[1661679],[1670164],[1672734],[1680732],[1683541],[1692026],[1694596],[1706456],[1710286],[1719130],[1720548],[1727167],[1731128],[1733446],[1754292],[1758894],[1765037],[1767846],[1782222],[1786004],[1790606],[1795066],[1796749],[1799558],[1807480],[1818225],[1821034],[1829519],[1832089],[1845095],[1846160],[1848461],[1852704],[1856539],[1865343],[1876218],[1882837],[1889116],[1905401],[1906819],[1913438],[1917399],[1919717],[1940563],[1945165],[1951308],[1954117],[1963497],[1967612],[1969791],[1985429],[1986847],[1995717],[2002261],[2023825],[2024890],[2027191],[2031434],[2035269],[2054948],[2061567],[2067846],[2079571],[2084987],[2099959],[2101024],[2105456],[2109571],[2128806],[2132926],[2137041],[2139220],[2165146],[2171690],[2188476],[2204479],[2208594],[2212669],[2234122],[2238211],[2243627],[2264096],[2268211],[2304627],[2311704],[2327707],[2331822],[2335147],[2359340],[2387865],[2396012],[2417249],[2445557],[2471958],[2497575],[2546663],[2610105] ] cell #2533 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [39740,590695],[55965,689718],[59299,713923],[63940,533321],[72365,401276],[76372,795375],[76938,796860],[79133,809511],[81312,822816],[87027,627681],[88366,453294],[94627,654450],[97049,885645],[101546,679992],[102687,909343],[104488,502839],[104988,922065],[106201,924125],[108495,937334],[109061,938819],[115842,534806],[123040,753183],[125274,758851],[126613,563704],[127113,1002093],[128326,1004153],[131593,1014900],[133827,786321],[135166,587147],[137395,1036399],[137865,1041827],[137926,420817],[139675,1044888],[141427,813090],[142568,1058900],[143849,614056],[148173,622636],[152559,853964],[155984,1096536],[157857,861823],[160009,864524],[162598,655935],[163527,874502],[164215,1119520],[164685,1124948],[164746,475865],[166495,1128009],[168230,1131982],[170382,1139033],[172971,681477],[177174,1160909],[177480,1161428],[178002,1166971],[178149,347134],[180169,922612],[182403,928280],[183742,710375],[184242,710135],[185455,715999],[186932,720472],[189840,1198640],[195328,970389],[195389,537102],[197530,1216287],[199682,1223338],[201548,548751],[201854,979403],[204308,753806],[206449,989961],[208601,992662],[209124,1246230],[209430,1246749],[209952,1252292],[210099,396247],[212119,1002640],[213906,1259025],[214212,1259544],[216666,781276],[221052,780106],[224477,1288363],[224829,1288870],[224900,1289220],[226071,282288],[226350,1040553],[228502,1043254],[231091,814575],[232020,1053232],[232708,819104],[233178,818205],[233239,609718],[236202,829635],[239630,1327424],[239936,1327943],[241983,1086875],[242820,624925],[245728,1339020],[246204,841832],[246235,1092937],[246382,451140],[248517,1345071],[248823,1345590],[251277,855134],[253194,860728],[253396,1101731],[253467,644406],[256102,1361012],[258891,653520],[259197,1113116],[261651,658231],[262271,1375432],[262342,1375782],[263513,325489],[263792,1123674],[265944,1126375],[267672,889901],[267874,1388417],[267945,1388767],[270580,893169],[276068,892270],[276129,683773],[278270,1411517],[280422,1418568],[280821,1419106],[282594,1165674],[285048,923235],[287189,1176232],[289341,1178933],[289864,933988],[290692,933845],[290839,516773],[292859,1188911],[294251,522049],[296251,1196961],[298001,1457786],[298072,1458136],[300755,1213410],[301294,726870],[303164,533557],[304722,1469080],[305028,1469599],[305275,734246],[305581,958557],[305793,374015],[306072,1212791],[307912,968020],[308114,1475223],[308185,1475573],[310820,971288],[313174,977764],[313792,747984],[316602,1490942],[316908,1491461],[319792,756095],[319994,1239610],[320065,757861],[322700,1502538],[323354,561550],[324022,1505912],[325795,1250995],[328249,1003263],[329869,1008365],[330487,1518938],[333297,1011444],[335650,1005239],[336487,783565],[339395,1535396],[339871,1020562],[339902,1011301],[340049,584993],[342184,1541447],[342490,1541966],[344944,799156],[346861,1039458],[347063,1293558],[349769,1042726],[352558,812160],[352864,1304943],[355318,816871],[356009,1055353],[357180,432514],[357459,1315501],[359611,1318202],[361449,1583809],[363285,1326226],[365230,1588476],[366482,831274],[367859,1342394],[368909,625463],[370587,627217],[370909,447484],[371018,447851],[372457,1092719],[372659,1599068],[372730,1599418],[373291,1080255],[373362,844533],[374321,1342120],[375952,1090001],[376570,1605500],[379380,1093080],[382313,643178],[384313,1359333],[386063,1620544],[386134,1620894],[389356,867126],[389974,869303],[391226,654686],[392784,1631838],[393090,1632357],[393855,473310],[394134,1375163],[395974,1122579],[396176,1380120],[398882,1125847],[403276,1130303],[405097,1135397],[407780,1129105],[408319,896299],[410189,680228],[411747,1664310],[412053,1664829],[412300,903675],[412606,1144828],[412818,494541],[413097,1408021],[414937,906587],[415139,1670453],[415210,1670803],[417845,690149],[418321,1155386],[418499,691861],[420199,1164035],[423627,1167114],[426817,925524],[427019,1434840],[427090,927290],[429725,1697768],[430379,708221],[432820,1446225],[435274,941115],[437330,1713168],[438844,1456657],[442434,947172],[443593,1201740],[445048,1204738],[445834,1723078],[447319,532894],[447670,533156],[448997,1218854],[449615,1727745],[450326,961214],[451069,1472220],[455294,1214608],[457115,1219702],[460744,1743924],[462580,1489744],[464525,1748591],[465777,753419],[468204,756633],[469882,758387],[470204,557894],[470313,558261],[471752,1252074],[471954,1759183],[472025,1759533],[473616,1505638],[474107,1004584],[475247,1249356],[478675,1252435],[483811,1257827],[487008,1010004],[488385,1256348],[489435,784103],[491113,785857],[491435,581337],[491544,581704],[492983,1011083],[493185,1790895],[493256,1791245],[493817,1272082],[493888,1023263],[494847,1538496],[496478,1025865],[497096,1797327],[498348,795611],[499906,797025],[500459,1033241],[500765,1283467],[500977,592253],[501256,1285641],[504839,1290418],[506660,1295512],[509882,1045856],[510500,1048033],[511752,813326],[513310,1823665],[513616,1824184],[514381,607163],[514660,1571539],[516500,1056144],[516702,1576496],[519408,823247],[520062,824959],[524492,1067245],[527693,833931],[528583,1330564],[530549,1078430],[530709,1594620],[531380,1848847],[541720,1343873],[544917,1091640],[547740,1868838],[549254,1619415],[552844,864060],[553166,648987],[553275,649354],[554003,1364112],[556244,1878748],[557729,654023],[558080,654285],[559407,1381226],[560025,1883415],[561479,1634978],[562203,1128174],[565704,1376980],[567525,1382074],[572697,1387288],[576287,1133443],[577446,1136188],[578901,1399968],[579687,1909349],[581172,679565],[581523,679827],[582850,1134549],[583468,1914016],[584179,1147485],[584922,1667450],[588825,908879],[589147,688205],[589256,688572],[590968,911119],[591529,1412978],[591600,1158087],[592559,1415723],[596433,1420585],[599630,922848],[602057,926062],[603735,927816],[604057,704565],[604166,704932],[605605,1166753],[605807,1945454],[605878,1945804],[607469,1700868],[607960,924556],[609100,1181535],[610970,937570],[612528,938984],[613599,715481],[613878,1448399],[618251,945347],[618411,1453338],[622013,1966618],[623848,1460440],[636308,1474094],[639898,1217748],[641057,1220493],[645621,974685],[648822,752756],[649173,753018],[649712,1494082],[651838,1754735],[651995,1247909],[652509,1998404],[659045,1255726],[662849,1507391],[666046,1002876],[671163,1259072],[674364,1012661],[675254,1263285],[676413,1015136],[677220,1270257],[677380,1786447],[678051,2027577],[685769,1541494],[688040,794948],[688391,795210],[691047,1286124],[691790,1545707],[695925,1550806],[699515,1042790],[699837,807627],[699946,807994],[700674,1296303],[702915,2057478],[704400,812663],[704751,812925],[706078,1294664],[706696,2062145],[708150,1826805],[708874,1045053],[712053,1058436],[712375,821303],[712484,821670],[714196,1060676],[715787,1579241],[721567,1845538],[721724,1330223],[724268,2082426],[726253,1591034],[740139,1345118],[743340,1094297],[744230,1349331],[745389,1096772],[749421,857305],[749581,1616096],[756266,1377499],[767478,1636852],[771068,1125911],[771390,883761],[771499,884128],[772227,1382865],[776891,1131618],[777051,1387991],[778937,1664357],[780653,2136047],[782166,1138569],[782488,895496],[782597,895863],[792603,1411153],[792763,1670027],[804261,1160956],[807462,922185],[807813,922447],[808352,1426043],[810478,1941006],[810635,1162588],[811149,2167833],[817685,1170405],[821138,936907],[821489,937169],[824888,1708079],[831445,1460959],[835743,1719708],[850749,1215923],[850909,1474797],[852795,1469127],[854511,2207600],[856024,1222874],[856346,973615],[856455,973982],[866848,1507041],[880395,1246277],[883596,1002213],[883947,1002475],[884486,1512849],[886842,1257051],[890996,2024268],[891153,1006918],[891876,1535032],[892036,1790469],[893697,2241066],[895331,1014473],[895682,1014735],[918850,1036035],[919010,1551509],[920896,1823712],[925695,1290937],[934722,1829382],[943302,1839048],[946894,1590684],[952987,1327471],[964961,1343097],[969115,2100402],[969272,1088554],[969995,1338656],[970155,1598642],[971816,2307482],[973450,1096109],[973801,1096371],[998878,1119156],[999038,1637555],[1000924,1631885],[1005758,1129573],[1010175,1130822],[1012178,1906682],[1041433,1697404],[1041593,1945028],[1045578,1420235],[1064810,1712658],[1071117,1457360],[1075138,1198276],[1075298,1720411],[1087394,1213878],[1091811,1215127],[1093814,1986710],[1107546,1490989],[1124554,1502174],[1124714,1758757],[1128755,1256637],[1133165,1257477],[1167848,2054811],[1197480,1326694],[1213060,1342683],[1217470,1343523],[1230472,1620118],[1234493,1360648],[1234653,1876081],[1253169,2128669],[1325876,1456946],[1359852,1490212],[1489394,1619704] ] cell #2534 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [55940],[76034],[76122],[81287],[98971],[99059],[102279],[106176],[108245],[118916],[119004],[128301],[130067],[130663],[131070],[137351],[138852],[138940],[142160],[154458],[155054],[155461],[164171],[165672],[165760],[168186],[168535],[169639],[177068],[178643],[179239],[179646],[189796],[197486],[197835],[198939],[204626],[204714],[209018],[210593],[211189],[211596],[213533],[213800],[223954],[224789],[226306],[226655],[227095],[227759],[239524],[241249],[245684],[248144],[248411],[252530],[253884],[256058],[257108],[262057],[262231],[263748],[264097],[264537],[265201],[267282],[267834],[278226],[279679],[281915],[282182],[283467],[292336],[294527],[295636],[297961],[299983],[304349],[304616],[306028],[306341],[307522],[308074],[312263],[312876],[313771],[316496],[320482],[322656],[323706],[325116],[325383],[326668],[329829],[339351],[341811],[342078],[346471],[347023],[347414],[355724],[357415],[358204],[358868],[361409],[362051],[362664],[367035],[369185],[370294],[372067],[372619],[373779],[373909],[374641],[375912],[381315],[381436],[382589],[382961],[386023],[389058],[389953],[392411],[392678],[394090],[395584],[396136],[396527],[411374],[411641],[413053],[413366],[414547],[415099],[420159],[427507],[429681],[430731],[432141],[432408],[433693],[437966],[438087],[440486],[443203],[445154],[445794],[446436],[447049],[448957],[450305],[451029],[451420],[459453],[460704],[466330],[467327],[468480],[468852],[471362],[471914],[473204],[475207],[487561],[489711],[490820],[492593],[493145],[494305],[494435],[495167],[496438],[501212],[509584],[510479],[512937],[513204],[514616],[516110],[516662],[517053],[522997],[524598],[525024],[527969],[528543],[530463],[530669],[532016],[532137],[534536],[536242],[545470],[550896],[553613],[554953],[555564],[556204],[559367],[561830],[574339],[577056],[579007],[579647],[580289],[580902],[582810],[584158],[584882],[585273],[592017],[592147],[600183],[601180],[602333],[602705],[605215],[605767],[607057],[609060],[613834],[618165],[618371],[618802],[619413],[621973],[624248],[624650],[626411],[628438],[637950],[640667],[645727],[646153],[649672],[655665],[666599],[671269],[671695],[674640],[675214],[677134],[677340],[678687],[678808],[681207],[682913],[685875],[691026],[692141],[697567],[700284],[701624],[702235],[702875],[706038],[708501],[715375],[719795],[720197],[726706],[731035],[740245],[740671],[743616],[744190],[749335],[749541],[749972],[759608],[769120],[771837],[776805],[777011],[777442],[778053],[779043],[780613],[782888],[783290],[785051],[787078],[792517],[796590],[798296],[804367],[804793],[808312],[814305],[818973],[825239],[829471],[846759],[850663],[850869],[851300],[851911],[852901],[854471],[860051],[860453],[871291],[880501],[880927],[884446],[889224],[889626],[891790],[893038],[896135],[900464],[906312],[910100],[918764],[918970],[919401],[921002],[929037],[938549],[953093],[963199],[967343],[967745],[969909],[971157],[977600],[998792],[998998],[999429],[1001030],[1008201],[1010808],[1025489],[1030030],[1038781],[1039183],[1041347],[1042595],[1050021],[1059657],[1075052],[1075258],[1076558],[1085565],[1089837],[1092444],[1107652],[1121902],[1122304],[1124468],[1125716],[1149470],[1163871],[1166478],[1185700],[1195284],[1201063],[1201465],[1202975],[1234407],[1249192],[1251799],[1268385],[1277392],[1321360],[1324602],[1330400],[1331378],[1357656],[1363837],[1398205],[1452332],[1454518],[1488120],[1527754],[1582751],[1617276] ] cell #2535 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [448662],[463572],[473441],[533773],[550133],[559072],[561455],[582515],[592384],[607294],[624295],[624479],[628178],[642084],[642194],[645893],[651814],[654902],[680444],[689383],[691766],[705743],[708126],[715612],[718837],[718947],[719842],[720026],[721543],[726915],[745852],[755649],[759348],[782935],[783119],[786818],[792739],[795827],[810454],[813542],[824864],[828574],[829680],[830828],[839102],[839212],[841808],[860098],[860282],[861799],[867171],[874478],[889271],[889455],[890972],[892012],[896344],[906141],[909840],[925078],[928777],[934698],[947217],[955857],[958111],[967390],[967574],[969091],[970131],[977809],[978957],[989937],[1008410],[1009558],[1010637],[1012154],[1017832],[1017942],[1020538],[1025910],[1038828],[1039012],[1040529],[1041569],[1045901],[1053208],[1080300],[1090046],[1091194],[1092273],[1093790],[1101776],[1112670],[1121949],[1122133],[1123650],[1124690],[1133488],[1134594],[1142128],[1144382],[1155362],[1164080],[1165228],[1166307],[1167824],[1176208],[1188887],[1201110],[1201294],[1212767],[1217793],[1218899],[1234629],[1239655],[1249401],[1250549],[1251628],[1253145],[1272127],[1283021],[1285617],[1288339],[1293603],[1294709],[1304497],[1315477],[1321407],[1322485],[1330609],[1338996],[1341674],[1360988],[1363666],[1375139],[1380165],[1381271],[1407997],[1411493],[1413023],[1434885],[1445779],[1448375],[1451589],[1452877],[1453383],[1464141],[1468653],[1472265],[1486003],[1490515],[1494127],[1502514],[1535372],[1538050],[1541020],[1571515],[1576541],[1582597],[1583497],[1583757],[1594159],[1594665],[1599016],[1615635],[1616141],[1620492],[1631411],[1659371],[1663883],[1667495],[1670401],[1697744],[1712899],[1722766],[1723026],[1743612],[1743872],[1759131],[1785986],[1786492],[1790843],[1823238],[1848578],[1868569],[1909037],[1909297],[1945402],[2027308], 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] cell #2536 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [176237],[208704],[221355],[221613],[234357],[257917],[269656],[269914],[276725],[289444],[289995],[297040],[309896],[310154],[318488],[330014],[332549],[333428],[348845],[349103],[351584],[355914],[363679],[371698],[376097],[378632],[379511],[385102],[388337],[397958],[398216],[401477],[404065],[405002],[420344],[422879],[423758],[425513],[437217],[439765],[448064],[453495],[456083],[457020],[462974],[466576],[466834],[470993],[475392],[477927],[478806],[481951],[484205],[492224],[500037],[503040],[503874],[505628],[506565],[508863],[522114],[528728],[531267],[533815],[539860],[542114],[547099],[547627],[549120],[550175],[554181],[558474],[561229],[562334],[563905],[564739],[566493],[567430],[571070],[573618],[581917],[589936],[590873],[594573],[595421],[596827],[604846],[612659],[617401],[622837],[625528],[629598],[632142],[633108],[634681],[637229],[641979],[642716],[643243],[643956],[652396],[653889],[654944],[657468],[658950],[660989],[661837],[663243],[668785],[677938],[680486],[686531],[688785],[694298],[695398],[696846],[705145],[707900],[709005],[711410],[713164],[714101],[718732],[719469],[724155],[725255],[729634],[732192],[734615],[735070],[735614],[737761],[745624],[745747],[747671],[755985],[756171],[756698],[757411],[760768],[765851],[766951],[768399],[784168],[788238],[790782],[791748],[793321],[795869],[801883],[811036],[812529],[813584],[816108],[817590],[819629],[820477],[821883],[824638],[828346],[828469],[831164],[831350],[833996],[835046],[837533],[838997],[839734],[842380],[844083],[845520],[846038],[856772],[865511],[867066],[868990],[872448],[878017],[893584],[894684],[899063],[901621],[904044],[904499],[905043],[907190],[914770],[925414],[925600],[926127],[926840],[930197],[935280],[936380],[937828],[940352],[944814],[946686],[947112],[951599],[953853],[954182],[955629],[955752],[958633],[960901],[971703],[972803],[979479],[983175],[984910],[990509],[993649],[1009894],[1010080],[1012726],[1013776],[1016263],[1017727],[1018464],[1021110],[1022813],[1024250],[1024768],[1033610],[1034609],[1044241],[1045796],[1047720],[1051178],[1056034],[1056747],[1068379],[1068708],[1069100],[1075689],[1075996],[1077897],[1080195],[1091530],[1091716],[1094362],[1095412],[1101245],[1101671],[1106158],[1113192],[1127362],[1132957],[1133383],[1136078],[1137870],[1140124],[1140453],[1141900],[1142023],[1144904],[1147172],[1151087],[1157637],[1159074],[1165750],[1169446],[1171181],[1176780],[1179920],[1194415],[1194722],[1202139],[1206593],[1217262],[1217688],[1220383],[1222175],[1227734],[1228063],[1228455],[1239550],[1251071],[1254767],[1260206],[1260535],[1260927],[1262799],[1267516],[1267823],[1269724],[1272022],[1278763],[1283543],[1285811],[1293072],[1293498],[1296193],[1297985],[1305019],[1319189],[1323766],[1342196],[1346252],[1346581],[1346973],[1348845],[1356787],[1357094],[1368965],[1379634],[1380060],[1382755],[1384547],[1389645],[1389952],[1392252],[1397369],[1401823],[1408719],[1412918],[1422964],[1423293],[1423685],[1425557],[1434780],[1446301],[1461974],[1472160],[1476451],[1476758],[1479058],[1487284],[1509770],[1510099],[1510491],[1512363],[1520142],[1522681],[1538572],[1543349],[1553163],[1553470],[1555770],[1565341],[1576436],[1592293],[1592622],[1593718],[1602504],[1606704],[1609243],[1624732],[1639209],[1639516],[1641816],[1667390],[1682514],[1685053],[1705721],[1715576],[1720959],[1721266],[1722634],[1752408],[1766819],[1769358],[1785545],[1794331],[1839270],[1841737],[1846863],[1847778],[1871246],[1876936],[1908905],[1961249],[1962814],[1991294],[2026508],[2077170],[2104773] ] cell #2537 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [142156],[169635],[198935],[213529],[227755],[248140],[265197],[267224],[279675],[281911],[304345],[307464],[323702],[325112],[341807],[346413],[347410],[358864],[367031],[372009],[389054],[392407],[395526],[396523],[411370],[414489],[420910],[430727],[432137],[440482],[443145],[451416],[466326],[467258],[471304],[475958],[487557],[492535],[509580],[512933],[516052],[517049],[522599],[524955],[534532],[537195],[545466],[550892],[553555],[554883],[561826],[574335],[576998],[585269],[600179],[601111],[605157],[609811],[616053],[618732],[626013],[628369],[637946],[640609],[643728],[646084],[655661],[658324],[666595],[669270],[671626],[681203],[683866],[692137],[697563],[700226],[701554],[708497],[718014],[728286],[730965],[738246],[740602],[747223],[749902],[757183],[759539],[769116],[771779],[774693],[777372],[784653],[787009],[796586],[799249],[802368],[804724],[814301],[816964],[825235],[834481],[838279],[842865],[846755],[848551],[851230],[858270],[868542],[871221],[878502],[880858],[887443],[897715],[900394],[907675],[910031],[916652],[919331],[926612],[928968],[938545],[941208],[950773],[952084],[959413],[963130],[965562],[986408],[990994],[996680],[999359],[1013211],[1017009],[1021595],[1025485],[1027281],[1029960],[1037000],[1047272],[1049951],[1057232],[1059588],[1072824],[1073980],[1076489],[1081621],[1085495],[1094847],[1106643],[1113972],[1120121],[1137044],[1138355],[1145684],[1149401],[1151833],[1172679],[1177265],[1182951],[1185630],[1195215],[1200361],[1202905],[1221349],[1222660],[1233335],[1240976],[1264651],[1265807],[1268316],[1273448],[1277322],[1298470],[1305799],[1311948],[1324532],[1331425],[1350697],[1351853],[1357587],[1362733],[1385032],[1390445],[1395591],[1398135],[1428565],[1436206],[1454565],[1477251],[1482397],[1488050],[1515371],[1520908],[1527801],[1553963],[1559109],[1607470],[1617323],[1640009],[1645155],[1649795],[1683280],[1721759],[1735116],[1767585],[1809150],[1847629],[1890786],[1968242],[2077509] ] cell #2538 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [77042],[95168],[102406],[109165],[123684],[130790],[134776],[141968],[142287],[146719],[155181],[160426],[169250],[169766],[174258],[179366],[180813],[183352],[188384],[193935],[198550],[199066],[202854],[204888],[211316],[214567],[215212],[215402],[215873],[227370],[227886],[228919],[236313],[238234],[244272],[249178],[249823],[250013],[250484],[254646],[257235],[260197],[264812],[265328],[267562],[268732],[269124],[274675],[279806],[282949],[283594],[283784],[284255],[285628],[294376],[301405],[303326],[307802],[308972],[309364],[313285],[314406],[315206],[318093],[321244],[323132],[323833],[326150],[326795],[326985],[327456],[329980],[331901],[337939],[343490],[344151],[346751],[347921],[348313],[348527],[353864],[358995],[367516],[369034],[372347],[374768],[376063],[377984],[382036],[382438],[383015],[387886],[389467],[390588],[391388],[393231],[394275],[395864],[397034],[397426],[397640],[401401],[408430],[410351],[414827],[416389],[420310],[421248],[422231],[422497],[428269],[430157],[430858],[433820],[434481],[438687],[442545],[443483],[444021],[449108],[450940],[451687],[451901],[453419],[459507],[460144],[461148],[467747],[467927],[468329],[468906],[471642],[475358],[476296],[477279],[477545],[489560],[492873],[495294],[496589],[498510],[502964],[509993],[511114],[511914],[513757],[514801],[516390],[517952],[518166],[519840],[523051],[523688],[525444],[525624],[527818],[528694],[530760],[532737],[534931],[536296],[537533],[537805],[538071],[546399],[546415],[553893],[555007],[556648],[559518],[563829],[576398],[577336],[582961],[584793],[585540],[585754],[587272],[593006],[601600],[601780],[602182],[602759],[605495],[609211],[610149],[611132],[611398],[612975],[616701],[616717],[618462],[618856],[622761],[624704],[624985],[626465],[627102],[629038],[630888],[640009],[640947],[641928],[646753],[649823],[651184],[656060],[658662],[672115],[672295],[674489],[675365],[677431],[679408],[681602],[682967],[684204],[684476],[684742],[691661],[692408],[700564],[701678],[703319],[706189],[709918],[710500],[718681],[720251],[720532],[720913],[726658],[727123],[728934],[728950],[731089],[741091],[741271],[743465],[744341],[749632],[750026],[753931],[760208],[772117],[777102],[777496],[779889],[781401],[783344],[783625],[785105],[785742],[787678],[789528],[792814],[798350],[799587],[805393],[808463],[809824],[814700],[817302],[829423],[829888],[836655],[838946],[841178],[850960],[851354],[853747],[855259],[860507],[860788],[861169],[871345],[881527],[884597],[889680],[889961],[890342],[892087],[896087],[896552],[898363],[898379],[900518],[906366],[910700],[912550],[919061],[919455],[921848],[923360],[929637],[941546],[945808],[963799],[967799],[968080],[968461],[970206],[977552],[978017],[989307],[999089],[999483],[1001876],[1003388],[1008153],[1008618],[1010862],[1015385],[1017676],[1019908],[1026118],[1030084],[1039237],[1039518],[1039899],[1041644],[1050075],[1060257],[1075349],[1085619],[1089789],[1090254],[1092498],[1100367],[1122358],[1122639],[1123020],[1124765],[1132079],[1134802],[1150070],[1154732],[1163823],[1164288],[1166532],[1175578],[1185754],[1201519],[1201800],[1203029],[1212137],[1216384],[1219107],[1234704],[1249144],[1249609],[1251853],[1277446],[1292194],[1294917],[1314847],[1324656],[1330352],[1330817],[1332313],[1363891],[1378756],[1381479],[1398259],[1407367],[1452284],[1455453],[1461096],[1462158],[1488174],[1494335],[1528689],[1583239],[1585376],[1618211],[1657388],[1712234],[1745491] ] cell #2539 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232378],[270250],[310490],[330165],[349439],[376248],[398552],[401239],[417515],[420495],[449293],[453257],[473777],[475543],[496774],[502802],[504025],[519078],[528879],[534769],[555644],[559703],[563667],[564890],[583146],[587110],[595183],[607630],[609396],[619493],[622599],[632293],[650008],[651168],[655898],[661599],[675550],[681440],[702315],[706374],[710338],[711561],[718327],[720897],[731726],[734832],[744526],[750663],[753769],[755383],[763463],[778133],[781239],[790933],[808648],[809808],[814538],[820239],[827711],[830562],[838592],[841162],[851991],[855097],[858583],[861153],[871982],[875088],[884782],[887756],[890326],[901155],[904261],[913955],[920092],[923198],[924812],[932892],[944042],[954994],[957845],[965875],[968445],[975840],[978691],[986721],[989291],[1000120],[1003226],[1006441],[1009292],[1017322],[1019892],[1030721],[1033827],[1037313],[1039883],[1050712],[1053818],[1063512],[1073137],[1077125],[1081934],[1086256],[1088077],[1090928],[1098601],[1109553],[1112404],[1120434],[1123004],[1130313],[1141265],[1144116],[1152146],[1154716],[1162111],[1164962],[1172992],[1175562],[1186391],[1189497],[1199283],[1200674],[1208133],[1212121],[1214618],[1236480],[1241289],[1247432],[1250283],[1264964],[1268952],[1273761],[1278083],[1279904],[1282755],[1290428],[1301380],[1304231],[1312261],[1314831],[1328554],[1329746],[1332297],[1337351],[1341408],[1351010],[1363046],[1370505],[1376990],[1394513],[1395904],[1403363],[1407351],[1409848],[1431710],[1436519],[1442662],[1445513],[1455437],[1460450],[1462981],[1481319],[1482710],[1493264],[1500869],[1524930],[1526122],[1528673],[1533727],[1537784],[1559422],[1566881],[1573366],[1586199],[1592864],[1611492],[1612684],[1618195],[1623208],[1645468],[1650667],[1655680],[1658211],[1688494],[1696099],[1714722],[1735988],[1741001],[1746314],[1772799],[1778026],[1784691],[1810022],[1815035],[1861147],[1870392],[1891658],[1896671],[1900993],[1932585],[1969114],[1981021],[2010704],[2049122],[2084769],[2122980],[2192951],[2289030] ] cell #2540 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [95040],[123637],[136726],[141840],[146672],[160422],[174497],[180766],[185302],[188380],[193888],[202807],[204898],[215165],[215641],[221372],[228915],[232617],[236309],[238244],[244268],[249776],[250252],[254642],[260150],[269120],[269673],[270489],[274628],[276719],[283547],[284023],[285638],[289754],[294386],[301401],[303336],[309360],[309913],[310729],[313281],[315216],[321240],[323085],[326748],[327224],[329976],[330031],[331911],[332543],[333187],[337935],[343443],[348309],[348862],[349678],[353817],[369044],[374721],[376059],[376114],[377994],[378626],[379270],[382448],[388125],[389463],[391398],[393227],[397422],[397975],[398791],[401411],[401471],[401548],[408426],[410361],[416385],[417754],[420306],[420361],[422241],[422873],[423517],[428265],[430110],[433773],[442541],[448726],[449104],[451683],[453429],[453489],[453566],[463636],[466593],[467743],[468339],[474016],[475354],[475409],[477289],[477921],[478565],[489570],[495247],[496585],[498520],[499796],[502974],[503034],[503111],[503891],[509989],[511924],[513753],[517948],[519317],[519793],[525440],[527828],[528690],[528745],[530756],[533785],[534941],[535078],[537815],[547116],[550145],[554175],[559136],[559514],[562093],[563839],[563899],[563976],[564756],[576394],[582579],[582957],[585536],[587282],[587419],[592959],[595415],[595492],[601596],[602192],[607869],[609207],[611142],[612418],[612971],[617418],[618458],[622771],[622831],[622908],[624491],[624995],[628165],[632159],[640005],[642206],[642710],[645880],[649819],[651885],[654914],[656070],[656207],[661831],[661908],[672111],[674499],[675361],[677427],[680456],[681612],[681749],[684486],[689447],[692404],[705807],[706185],[708764],[709914],[710510],[710647],[711427],[718959],[719463],[720038],[720542],[721614],[726735],[726902],[729651],[735064],[735141],[741087],[743475],[744337],[745672],[745839],[749628],[753941],[754078],[755661],[759335],[777098],[779885],[781411],[781548],[783131],[783635],[786805],[790799],[792810],[795839],[808459],[810525],[813554],[814710],[814847],[820471],[820548],[828394],[828561],[829500],[829667],[830840],[836712],[839224],[839728],[841879],[850956],[853743],[855269],[855406],[856703],[860294],[860798],[861870],[867158],[875397],[884593],[889467],[889971],[891043],[892083],[896164],[896331],[899080],[904493],[904570],[906153],[909827],[919057],[921844],[923370],[923507],[925090],[928764],[944745],[945865],[947204],[955677],[955844],[958123],[967586],[968090],[969162],[970202],[977629],[977796],[978969],[990008],[999085],[1001872],[1003398],[1003535],[1008230],[1008397],[1009570],[1010649],[1015442],[1017954],[1018458],[1020609],[1025897],[1034136],[1039024],[1039528],[1040600],[1041640],[1045888],[1054127],[1075345],[1077828],[1080287],[1089866],[1090033],[1091206],[1092285],[1100424],[1101763],[1112682],[1122145],[1122649],[1123721],[1124761],[1132136],[1133475],[1134581],[1141948],[1142115],[1144394],[1155433],[1163900],[1164067],[1165240],[1166319],[1176279],[1189806],[1201306],[1201810],[1212838],[1216441],[1217780],[1218886],[1234700],[1239642],[1249221],[1249388],[1250561],[1251640],[1269655],[1272114],[1283033],[1292251],[1293590],[1294696],[1304509],[1315548],[1322497],[1330429],[1330596],[1341686],[1363678],[1378813],[1380152],[1381258],[1408068],[1413010],[1434872],[1445791],[1452361],[1453370],[1461153],[1464153],[1472252],[1486015],[1494114],[1538062],[1576528],[1583296],[1583451],[1594652],[1616128],[1659383],[1667482],[1712156],[1722720],[1743566],[1786479],[1908991] ] cell #2541 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355908],[404996],[457014],[481945],[506559],[539854],[567424],[570999],[590867],[594567],[629592],[634610],[658944],[660983],[686525],[694227],[695392],[714095],[725249],[732121],[756165],[760762],[765780],[766945],[788232],[793250],[802862],[817584],[819623],[831344],[834975],[845514],[865505],[866991],[872377],[878996],[894678],[901550],[925594],[930191],[935209],[936374],[944435],[947037],[958627],[962258],[972797],[979473],[983104],[984841],[993643],[1010074],[1013705],[1024244],[1044235],[1045721],[1051107],[1057726],[1066127],[1069031],[1077518],[1080120],[1091710],[1095341],[1098994],[1101596],[1113186],[1116817],[1127356],[1130706],[1133308],[1144898],[1148529],[1159068],[1165744],[1169375],[1171112],[1179914],[1192511],[1203620],[1206524],[1215011],[1217613],[1225482],[1228386],[1236873],[1239475],[1251065],[1254696],[1257954],[1260858],[1269345],[1271947],[1283537],[1287168],[1290821],[1293423],[1305013],[1308644],[1319183],[1328947],[1332891],[1337744],[1342190],[1344000],[1346904],[1354883],[1365992],[1368896],[1377383],[1379985],[1387741],[1398850],[1401754],[1410241],[1412843],[1420712],[1423616],[1432103],[1434705],[1446295],[1449926],[1459369],[1460843],[1468009],[1472085],[1474547],[1496409],[1501262],[1507518],[1510422],[1525323],[1529267],[1534120],[1538566],[1540376],[1543280],[1551259],[1562368],[1565272],[1573759],[1576361],[1590008],[1591161],[1593643],[1598392],[1602435],[1611885],[1623601],[1630767],[1637305],[1654599],[1656073],[1663239],[1667315],[1669777],[1691639],[1696492],[1702748],[1705652],[1715501],[1720161],[1722565],[1739920],[1741394],[1751276],[1758507],[1781835],[1782988],[1785470],[1790219],[1794262],[1815428],[1822594],[1829132],[1841668],[1847835],[1864956],[1866109],[1871171],[1875831],[1897064],[1901772],[1906432],[1908836],[1937547],[1944778],[1962871],[1981800],[1986460],[1991225],[2015666],[2020398],[2026565],[2049901],[2054561],[2096532],[2104830],[2123759],[2128419],[2132300],[2160654],[2193730],[2203853],[2229630],[2263470],[2294922],[2327081],[2387239],[2467483] ] cell #2542 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473186],[555546],[592129],[607039],[619395],[651232],[685857],[702217],[715357],[720961],[778035],[779025],[792157],[809872],[818955],[851893],[852883],[890390],[891430],[893020],[905957],[920984],[934116],[968509],[969549],[971139],[1001012],[1008594],[1010453],[1011572],[1040987],[1042577],[1090230],[1092089],[1093208],[1107634],[1124108],[1125698],[1132505],[1132689],[1164264],[1166123],[1167242],[1216810],[1216994],[1234047],[1249585],[1251444],[1252563],[1292620],[1292804],[1293787],[1330793],[1354353],[1363482],[1379182],[1379366],[1380349],[1423985],[1424169],[1454461],[1461522],[1461706],[1472449],[1484925],[1510791],[1510975],[1576725],[1585291],[1595743],[1602804],[1602988],[1614347],[1667679],[1706021],[1706205],[1713799],[1724560],[1787570],[1794631],[1794815],[1849478],[1910831],[2028208], 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665,1691109],[1178256,1425179],[1189363,1447793],[1204432,1970727],[1206893,1972749],[1207077,1726628],[1217977,1982316],[1228755,1991686],[1228939,1747474],[1238856,1512095],[1239839,2001253],[1261227,2020859],[1261411,1779186],[1262531,1271328],[1270024,2028468],[1272311,2030426],[1294965,1306511],[1310934,1575742],[1347273,2096993],[1347457,1862307],[1361719,1624464],[1369265,2114708],[1369449,1882298],[1393457,1656936],[1399662,2140156],[1402123,2142178],[1402307,1912899],[1413207,2151745],[1425289,1434086],[1435069,2170682],[1480263,1742257],[1503245,1763103],[1543649,2255633],[1543833,2041037],[1556975,1558095],[1565641,2273348],[1565825,2061028],[1643021,1644141],[1675493,1928528],[1698475,1949374],[1834848,1835968] ] cell #2543 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2544 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2545 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2546 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [39743,590583],[55948,689711],[59302,713811],[76130,795368],[76914,796858],[79136,809399],[81295,822809],[97052,885533],[99067,679985],[102383,909341],[104991,920140],[106184,924118],[108253,937327],[109037,938817],[119012,533314],[127116,1000168],[128309,1004146],[130767,786319],[131078,1014893],[134774,587145],[137359,1036392],[137864,1039744],[138948,813083],[139651,1044886],[142264,1058898],[143852,1064263],[152562,1086304],[155158,627679],[155469,1096529],[164179,1119513],[164684,1122865],[165768,654443],[166471,1128007],[168194,1131975],[169248,681475],[169743,1139031],[177173,1160762],[177432,1161426],[178000,1164812],[179343,928278],[179654,922605],[183350,710373],[184245,1186439],[185438,1190417],[189804,1198633],[195327,1211982],[197494,1216280],[198548,534804],[199043,1223336],[204722,753176],[209123,1246083],[209382,1246747],[209950,1250133],[211293,758849],[211604,1002633],[213905,1258878],[214164,1259542],[214565,401274],[215871,781274],[221055,1278131],[223962,1288356],[224822,1288868],[224898,1289079],[226314,1040546],[227368,814573],[227863,1043252],[232672,1311340],[233177,1314692],[239629,1327277],[239888,1327941],[241982,1332086],[245692,1339013],[246233,1341258],[248516,1344924],[248775,1345588],[249176,453292],[250482,855132],[253892,861816],[256066,1361005],[257212,864522],[262065,874495],[262264,1375430],[262340,1375641],[263756,1123667],[264810,655933],[265305,1126373],[267560,889899],[267867,1388415],[267943,1388626],[270544,1393863],[276067,1407212],[278234,1411510],[279783,1418566],[280819,1419103],[282287,503722],[282546,1165672],[282947,502837],[284253,923233],[289863,1441313],[290690,1445363],[292344,1188904],[296250,1455226],[297994,1457784],[298070,1457995],[300753,1462761],[304721,1468933],[304980,1469597],[306036,1212784],[307800,968018],[308107,1475221],[308183,1475432],[310784,1480669],[313955,548744],[314383,979401],[316601,1490795],[316860,1491459],[318091,753804],[320490,989954],[322664,1502531],[323810,992660],[324020,1505909],[325488,564587],[325747,1250993],[326148,563702],[327454,1003261],[329862,1008363],[330485,1518935],[333296,1523653],[335649,1528462],[339359,1535389],[339900,1537634],[342183,1541300],[342442,1541964],[344149,799154],[346749,1039456],[347056,1293556],[347132,421246],[348525,420815],[349733,1557381],[355732,1053225],[356007,1572017],[357423,1315494],[358972,1318200],[361442,1583807],[363283,1585979],[365228,1588473],[367514,622634],[367857,1592844],[370908,840514],[372345,1092717],[372652,1599066],[372728,1599277],[373787,841825],[374014,631990],[374273,1342118],[375945,1089999],[376568,1605497],[379379,1610215],[382034,860726],[383013,1101729],[383156,644404],[384312,1617984],[386056,1620542],[386132,1620753],[390137,653513],[390565,1113114],[392783,1631691],[393042,1632355],[394098,1375156],[394273,658229],[395862,1122577],[396169,1380118],[396245,476294],[397638,475863],[398846,1643427],[403275,1650456],[405095,1653225],[407778,1657991],[411746,1664163],[412005,1664827],[413061,1408014],[414825,906585],[415132,1670451],[415208,1670662],[417809,1156419],[420192,1164033],[423626,1686025],[427515,1176225],[429689,1697761],[430835,1178931],[432513,711258],[432772,1446223],[434479,941113],[437328,1713165],[438685,720470],[438842,1714702],[443481,1201738],[445827,1723076],[447668,957178],[447850,730637],[448990,1218852],[449613,1727742],[450489,734239],[450917,958555],[451062,1472218],[451138,537531],[451899,537100],[455293,1735777],[457113,1738546],[459505,977762],[460737,1743922],[461155,747982],[462578,1746094],[464523,1748588],[467925,756093],[468904,1239608],[469047,757859],[470203,988643],[471640,1252072],[471947,1759181],[472023,1759392],[473309,763160],[473568,1505636],[474071,1516682],[475240,1249354],[478674,1770330],[483809,1777806],[488383,1784671],[491434,1019244],[492871,1011081],[493178,1790893],[493254,1791104],[494313,1020555],[494540,790630],[494799,1538494],[496471,1025863],[497094,1797324],[499905,1284323],[501220,1285634],[504838,1809811],[506658,1812580],[510663,812153],[511091,1304941],[513309,1823518],[513568,1824182],[514624,1571532],[514799,816869],[516388,1056142],[516695,1576494],[516771,610147],[518164,609716],[519372,1316534],[522047,616724],[523049,829633],[525622,831272],[528576,1330562],[530702,1594618],[531378,1848844],[532735,624923],[532892,841185],[533555,629036],[536294,1080253],[536437,844531],[541718,1860927],[546422,643176],[547738,1868835],[549252,1870372],[553165,1105332],[553891,1364110],[555005,867124],[556237,1878746],[556655,869301],[558078,1111737],[558260,870893],[559400,1381224],[560023,1883412],[561472,1634976],[561548,658660],[562202,1646311],[565703,1891447],[567523,1894216],[572695,1900973],[577334,1136186],[579680,1909347],[581521,1143449],[581703,900066],[582843,1134547],[583466,1914013],[584342,903668],[584770,1144826],[584915,1667448],[584991,684202],[585752,683771],[589146,1154068],[590966,1414344],[592025,1155379],[592252,913652],[592511,1415721],[596431,1932365],[601778,925522],[602757,1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] cell #2547 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [39757],[50901],[55352],[59316],[68955],[73519],[76007],[80497],[80699],[83721],[89520],[93055],[98944],[99316],[102237],[105642],[106561],[108130],[111683],[115699],[118889],[119261],[121968],[123339],[127767],[129226],[130521],[130621],[130955],[138825],[139197],[139855],[144885],[146374],[150896],[153617],[154912],[155012],[155346],[158439],[160265],[162455],[165645],[166017],[167535],[167579],[168812],[172828],[176390],[177802],[179097],[179197],[179531],[180468],[186618],[192101],[193590],[196835],[196879],[198112],[201020],[201885],[202509],[204599],[207031],[208386],[208857],[209752],[211047],[211147],[211481],[213378],[214867],[219389],[223405],[223839],[225655],[225699],[226181],[226932],[230948],[234510],[240811],[242506],[245077],[246927],[247989],[249478],[252503],[252880],[253339],[257066],[258363],[259228],[259852],[261226],[261942],[263097],[263141],[263623],[264374],[267358],[272841],[274330],[277619],[278852],[281760],[282390],[282434],[283249],[287771],[289126],[289597],[291787],[292221],[295609],[298829],[299459],[299503],[304194],[305612],[305903],[306178],[307598],[312327],[312834],[313717],[318989],[319101],[319478],[319937],[322049],[324961],[325591],[325635],[326450],[336173],[338744],[340594],[341656],[343145],[346547],[352030],[352895],[353519],[354893],[355609],[356808],[357290],[358041],[359396],[362115],[362622],[364180],[364292],[366168],[366880],[368597],[370267],[372143],[373234],[374117],[374161],[374423],[381363],[381382],[387565],[388509],[389899],[392256],[395660],[405854],[406528],[411219],[412637],[412928],[413203],[414623],[419044],[426014],[426126],[426503],[426962],[429074],[431986],[432616],[432660],[433475],[434849],[438014],[438033],[439582],[439937],[443279],[444931],[445175],[446500],[447007],[448677],[450251],[457872],[458546],[459382],[463587],[466175],[467273],[471438],[473456],[484706],[484818],[486694],[487406],[489123],[490793],[492669],[493760],[494643],[494687],[494949],[500796],[501362],[508091],[509035],[510425],[512782],[515697],[516186],[522926],[524375],[524619],[524970],[529952],[530409],[532064],[532083],[533987],[542615],[542727],[544603],[545315],[549992],[550347],[553689],[559087],[568956],[573435],[573790],[575855],[577132],[578784],[579028],[580353],[580860],[582530],[584104],[586835],[591472],[592399],[597440],[600028],[601126],[605291],[607309],[617654],[618111],[624159],[626340],[628384],[637046],[637401],[639466],[640743],[645504],[645748],[646099],[655116],[663856],[666444],[671046],[671290],[671641],[673190],[676623],[677080],[678735],[678754],[680658],[685652],[689398],[690972],[696663],[697018],[699083],[700360],[705758],[715627],[719706],[736227],[740022],[740266],[740617],[742166],[748824],[749281],[759554],[768216],[768571],[770636],[771913],[776294],[776751],[778820],[782799],[784980],[787024],[792463],[796041],[804144],[804388],[804739],[806288],[813756],[822496],[836481],[846210],[850152],[850609],[852678],[859962],[880278],[880522],[880873],[882422],[889135],[891736],[905656],[910046],[918253],[918710],[920779],[928983],[938000],[952870],[953114],[954354],[963145],[967254],[969855],[984610],[998281],[998738],[1000807],[1024940],[1038692],[1041293],[1059603],[1068880],[1074541],[1074998],[1076504],[1107429],[1121813],[1124414],[1140625],[1149416],[1191830],[1195230],[1200974],[1201995],[1228235],[1234353],[1268331],[1321271],[1323622],[1357602],[1397225],[1451727],[1487140] ] cell #2548 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [323272],[388977],[418417],[430297],[440405],[467319],[496099],[509503],[519980],[525016],[574258],[575120],[586262],[601172],[608721],[637869],[638731],[671687],[672617],[674013],[685272],[698348],[709490],[740663],[741593],[742989],[769901],[776729],[778440],[779461],[805715],[807111],[850587],[852298],[853319],[866669],[881849],[883245],[889564],[889739],[918688],[920399],[921420],[967683],[967858],[984037],[998716],[1000427],[1001448],[1039121],[1039296],[1040231],[1074976],[1098026],[1107049],[1122242],[1122417],[1123352],[1165337],[1165512],[1194170],[1201403],[1201578],[1212469],[1224845],[1250658],[1250833],[1315179],[1323531],[1334550],[1341783],[1341958],[1353422],[1407699],[1445888],[1446063],[1453530],[1465187],[1530926],[1538159],[1538334],[1594812],[1660417],[1786639], [56021,1284384],[76947,1156172],[81368,1447142],[87036,730390],[102696,1029385],[103424,1284279],[106257,1560326],[109070,1316287],[115943,840470],[125283,870646],[128382,1646372],[133836,899819],[135267,1154024],[138765,1684501],[139684,1429629],[142577,1185055],[143305,1447037],[144920,523005],[151289,731043],[160018,982363],[162699,988599],[165585,1768806],[166504,1516435],[170391,1266871],[173072,1019200],[174684,1030038],[177489,1554024],[178845,1810604],[180269,1560221],[182412,1049376],[183843,1314139],[185511,1838199],[192136,626419],[195893,1857499],[199691,1352917],[201055,459461],[201863,864736],[204409,1105288],[207424,871299],[208610,657600],[209439,1640070],[210795,1892240],[212219,1646267],[214221,1390506],[216767,1396703],[219782,900472],[225037,1682830],[225292,1683358],[226853,1933125],[228511,1168634],[231192,1174870],[232804,1185708],[234078,1955077],[239945,1721820],[246675,1977799],[248832,1477312],[251378,1483509],[253604,383190],[253627,382969],[253859,550815],[256674,749980],[258398,554961],[259206,759063],[261752,561077],[262479,1767135],[262734,1767663],[264295,2011244],[265953,1253955],[268082,1520458],[268337,1520986],[271152,1277400],[272876,785059],[276633,2036229],[280431,1034741],[280792,1809155],[281043,1809466],[282603,1043466],[285149,1297115],[288164,1050029],[289350,816240],[291535,2070970],[298209,1847179],[298464,1847707],[298864,618810],[300892,2087037],[305037,1348977],[305590,627893],[306099,2092802],[308322,1607020],[308577,1607548],[311392,1085573],[312795,860461],[313763,646145],[314014,314133],[316917,1624864],[320202,469081],[320225,468860],[320457,655584],[323993,1890791],[324244,1891102],[325804,1126587],[328350,1383677],[329490,1398213],[330458,1649800],[330709,1650111],[340342,2147228],[342499,1151219],[345045,914618],[345468,1931778],[347526,697486],[350341,919409],[352065,701632],[352873,928492],[355419,707748],[357962,2180673],[359620,940484],[362583,720205],[363422,1962793],[365201,1968247],[365452,1968558],[368468,2195648],[372867,1478708],[373122,960867],[373499,536471],[373522,536250],[373754,534455],[374330,1223550],[375573,1202983],[376541,1735121],[376792,1735432],[381428,749327],[386271,1752058],[386526,981713],[389945,759600],[390196,390315],[393099,1512495],[394581,2009897],[396639,769039],[399454,999437],[400391,1527806],[401932,1777219],[405889,777450],[407917,2245677],[412062,1262931],[412615,786533],[413124,2251442],[415347,1278413],[415602,1028735],[419820,1039191],[420788,804785],[427227,602934],[427250,602713],[427482,814224],[432829,1059112],[435375,824486],[436337,2077514],[438079,618157],[439453,2078910],[441267,1324610],[441412,2083962],[444346,2296089],[446968,624658],[449586,1082205],[449837,1608887],[450297,628430],[450548,450667],[451532,846678],[452409,1331430],[453950,1860340],[457907,851308],[462717,1868536],[464496,1103681],[464747,1876580],[472162,1641466],[472417,1115426],[473625,1385922],[474868,1122312],[475836,880919],[480692,1657404],[483109,889634],[488994,2342319],[493393,1391902],[493648,1147138],[494025,683142],[494048,682921],[494280,681126],[494856,1139245],[497067,1152417],[497318,1408363],[500774,909555],[501954,918756],[510471,929029],[510722,510841],[513625,1425689],[517165,938468],[521174,2187067],[523790,2187771],[525946,1454570],[527342,1201473],[530387,1202455],[530455,532129],[535462,1208622],[537073,963191],[538601,1462174],[541018,967753],[546747,1224317],[549863,1988778],[551677,1488128],[551822,1230484],[559996,1241560],[560247,1769002],[561942,994807],[562819,998784],[571932,776797],[578199,2429942],[580821,783298],[583439,1274032],[583690,1522325],[584150,787070],[584401,584520],[585385,1025408],[587803,1280393],[591737,798525],[591760,798304],[591992,796509],[592568,1031512],[606015,1555420],[606270,1307253],[607478,1299360],[609689,1059649],[614624,2288766],[617049,1323003],[618089,1324082],[619800,1585392],[620821,1075044],[624588,1331741],[624763,1076550],[630756,1092452],[635543,850655],[642303,1353733],[644919,2102629],[647075,1617328],[648471,1363845],[651516,1364827],[656591,1370994],[658202,1117750],[677058,1397685],[677126,678800],[682133,1403852],[683744,1149462],[687689,906320],[691018,910092],[691269,691388],[692253,912418],[706667,1436790],[706918,1684697],[708613,1181078],[715796,1187182],[719056,1453841],[720135,1454881],[720310,1195276],[721245,1456019],[729282,1464659],[733054,969901],[745794,1484036],[749259,1487600],[750970,1745507],[751991,1234399],[755758,1495259],[755933,1235905],[761926,1251807],[783228,1528117],[783403,1268377],[789396,1010816],[792509,794183],[799127,1032049],[810156,1561203],[815231,1567370],[816842,1309577],[825351,1061975],[828516,1584402],[830937,1586739],[831112,1325753],[839321,1595123],[840575,1092557],[841510,1597301],[860391,1617639],[860566,1357648],[861501,1618777],[873310,1124460],[890674,1651249],[891782,902483],[898711,1659889],[906425,1154129],[925187,1690489],[925362,1431135],[931355,1166486],[941086,1187719],[955799,1723671],[958220,1726008],[958395,1467409],[968793,1736570],[979066,1746854],[979241,1489271],[988704,1251912],[989639,1757416],[1009667,1778566],[1009842,1522129],[1010921,1019305],[1018051,1786950],[1020240,1789128],[1041339,1052040],[1055982,1314244],[1091303,1861687],[1091478,1608691],[1105393,1363950],[1112779,1881678],[1112954,1630167],[1136026,1396808],[1142070,1909942],[1144491,1912279],[1144666,1662639],[1155064,1922841],[1166591,1174975],[1175910,1943687],[1220331,1483614],[1243272,1505476],[1283130,2040417],[1283305,1800518],[1296141,1297220],[1304606,2060408],[1304781,1821994],[1382703,1383782],[1415561,1678844],[1438502,1700706],[1579079,1580158] ] cell #2549 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [142118],[169597],[198897],[213452],[227717],[248063],[265159],[267218],[279637],[281834],[304268],[307458],[323664],[325035],[341730],[346407],[347333],[358826],[366954],[372003],[389016],[392330],[395520],[396446],[411293],[414483],[420904],[430689],[432060],[440444],[443139],[451339],[466249],[467254],[471298],[475952],[487480],[492529],[509542],[512856],[516046],[516972],[522593],[524951],[534494],[537189],[545389],[550854],[553549],[554882],[561749],[574297],[576992],[585192],[600102],[601107],[605151],[609805],[616049],[618731],[626007],[628365],[637908],[640603],[643722],[646080],[655623],[658318],[666518],[669264],[671622],[681165],[683860],[692060],[697525],[700220],[701553],[708420],[718013],[728282],[730964],[738240],[740598],[747219],[749901],[757177],[759535],[769078],[771773],[774689],[777371],[784647],[787005],[796548],[799243],[802362],[804720],[814263],[816958],[825158],[834475],[838278],[842859],[846717],[848547],[851229],[858269],[868538],[871220],[878496],[880854],[887442],[897711],[900393],[907669],[910027],[916648],[919330],[926606],[928964],[938507],[941202],[950769],[952078],[959409],[963126],[965561],[986407],[990988],[996676],[999358],[1013205],[1017008],[1021589],[1025447],[1027277],[1029959],[1036999],[1047268],[1049950],[1057226],[1059584],[1072823],[1073976],[1076485],[1081620],[1085494],[1094841],[1106637],[1113968],[1120120],[1137040],[1138349],[1145680],[1149397],[1151832],[1172678],[1177259],[1182947],[1185629],[1195211],[1200360],[1202904],[1221345],[1222654],[1233331],[1240975],[1264650],[1265803],[1268312],[1273447],[1277321],[1298464],[1305795],[1311947],[1324531],[1331424],[1350696],[1351849],[1357583],[1362732],[1385026],[1390441],[1395590],[1398134],[1428561],[1436205],[1454564],[1477247],[1482396],[1488049],[1515367],[1520907],[1527800],[1553959],[1559108],[1607469],[1617322],[1640005],[1645154],[1649794],[1683279],[1721755],[1735115],[1767584],[1809149],[1847628],[1890785],[1968241],[2077508] ] cell #2550 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [39749,590495],[55950,689705],[59308,713723],[76132,795362],[76912,796864],[79142,809311],[81297,822803],[97058,885445],[99069,679979],[102381,909347],[105483,918106],[106186,924112],[108255,937321],[109035,938823],[119014,533308],[127608,998134],[128311,1004140],[130765,786325],[131080,1014887],[134731,587151],[137361,1036386],[138529,1037584],[138950,813077],[139649,1044892],[142262,1058904],[143858,1064175],[152781,1085310],[155156,627685],[155471,1096523],[164181,1119507],[165349,1120705],[165770,654437],[166469,1128013],[168196,1131969],[169205,681481],[169741,1139037],[177258,1160620],[177430,1161432],[178806,1162600],[179341,928284],[179656,922599],[183307,710379],[184737,1184405],[185440,1190411],[189806,1198627],[195657,1210901],[197496,1216274],[198505,534810],[199041,1223342],[204724,753170],[209208,1245941],[209380,1246753],[210756,1247921],[211291,758855],[211606,1002627],[213413,401280],[213990,1258736],[214162,1259548],[215828,781280],[221274,1277137],[223964,1288350],[224816,1288871],[224998,1288943],[226316,1040540],[227325,814579],[227861,1043258],[232674,1311334],[233842,1312532],[239714,1327135],[239886,1327947],[242067,1331944],[245694,1339007],[246636,1340152],[248024,453298],[248601,1344782],[248773,1345594],[250439,855138],[253894,861810],[256068,1360999],[257210,864528],[262067,874489],[262258,1375433],[262440,1375505],[263758,1123661],[264767,655939],[265303,1126379],[267472,889905],[267861,1388418],[268043,1388490],[270546,1393857],[276397,1406131],[278236,1411504],[279781,1418572],[280825,1419101],[281795,502843],[282372,503716],[282544,1165678],[284210,923239],[289948,1441171],[291496,1443151],[292346,1188898],[296335,1455084],[297988,1457787],[298170,1457859],[300853,1462625],[304806,1468791],[304978,1469603],[306038,1212778],[307712,968024],[308101,1475224],[308283,1475296],[310786,1480663],[313956,548738],[314381,979407],[316686,1490653],[316858,1491465],[318048,753810],[320492,989948],[322666,1502525],[323808,992666],[324026,1505907],[324996,563708],[325573,564581],[325745,1250999],[327411,1003267],[329856,1008369],[330491,1518933],[333381,1523511],[335734,1528320],[339361,1535383],[340303,1536528],[342268,1541158],[342440,1541970],[344106,799160],[346661,1039462],[347050,1293562],[347232,421158],[347294,420821],[349735,1557375],[355734,1053219],[356107,1571881],[357425,1315488],[358970,1318206],[361436,1583810],[363383,1585843],[365234,1588471],[366915,622640],[367863,1592842],[370993,840510],[372257,1092723],[372646,1599069],[372828,1599141],[373789,841819],[374099,631984],[374271,1342124],[375939,1090005],[376574,1605495],[379464,1610073],[381991,860732],[383009,1101735],[383155,644410],[384397,1617842],[386050,1620545],[386232,1620617],[390138,653507],[390563,1113120],[392868,1631549],[393040,1632361],[394100,1375150],[394230,658235],[395774,1122583],[396163,1380124],[396345,476206],[396407,475869],[398848,1643421],[403360,1650314],[405195,1653089],[407878,1657855],[411831,1664021],[412003,1664833],[413063,1408008],[414737,906591],[415126,1670454],[415308,1670526],[417811,1156413],[420186,1164039],[423711,1685883],[427517,1176219],[429691,1697755],[430833,1178937],[432598,711252],[432770,1446229],[434436,941119],[437334,1713163],[438642,720476],[438848,1714700],[443393,1201744],[445821,1723079],[447768,957177],[447890,730631],[448984,1218858],[449619,1727740],[450490,734233],[450915,958561],[451056,1472224],[451238,537443],[451300,537106],[455378,1735635],[457213,1738410],[459501,977768],[460731,1743925],[461154,747988],[462678,1745958],[464529,1748586],[467882,756099],[468900,1239614],[469046,757865],[470288,988639],[471552,1252078],[471941,1759184],[472123,1759256],[473394,763154],[473566,1505642],[474073,1516676],[475234,1249360],[478759,1770188],[483909,1777670],[488389,1784669],[491519,1019240],[492783,1011087],[493172,1790896],[493354,1790968],[494315,1020549],[494625,790624],[494797,1538500],[496465,1025869],[497100,1797322],[499990,1284319],[501222,1285628],[504923,1809669],[506758,1812444],[510664,812147],[511089,1304947],[513394,1823376],[513566,1824188],[514626,1571526],[514756,816875],[516300,1056148],[516689,1576500],[516871,610059],[516933,609722],[519374,1316528],[522053,616723],[523045,829639],[525579,831278],[528570,1330568],[530696,1594624],[531384,1848842],[532692,624929],[532898,841184],[533605,628993],[536290,1080259],[536436,844537],[541818,1860791],[546421,643182],[547744,1868833],[549258,1870370],[553250,1105328],[553803,1364116],[555001,867130],[556231,1878749],[556654,869307],[558178,1111736],[558300,870887],[559394,1381230],[560029,1883410],[561466,1634982],[561648,658572],[562287,1646307],[565788,1891305],[567623,1894080],[572701,1900971],[577246,1136192],[579674,1909350],[581621,1143448],[581743,900060],[582837,1134553],[583472,1914011],[584343,903662],[584768,1144832],[584909,1667454],[585091,684114],[585153,683777],[589231,1154064],[591066,1414343],[592027,1155373],[592337,913646],[592509,1415727],[596531,1932229],[601735,925528],[602753,14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] cell #2551 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [261569],[318934],[344862],[355236],[364125],[388497],[414079],[425959],[435192],[439925],[484651],[485439],[495619],[509023],[515642],[542560],[543348],[573778],[574640],[575800],[586227],[598061],[608241],[637389],[638251],[639411],[664477],[670969],[672582],[673533],[697868],[699028],[739945],[741558],[742509],[754997],[769421],[770581],[776694],[776857],[804067],[805680],[806631],[850552],[850715],[866189],[880201],[881814],[882765],[918653],[918816],[919712],[952793],[975188],[984002],[998681],[998844],[999740],[1040196],[1040359],[1067748],[1074941],[1075104],[1085876],[1097991],[1123317],[1123480],[1186011],[1194135],[1205241],[1212434],[1212597],[1223917],[1277703],[1315144],[1315307],[1322603],[1334515],[1400471],[1407664],[1407827],[1464259],[1530891],[1659489], 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11,1607984],[861466,1618574],[861629,1358763],[870706,1124520],[871602,1629460],[890639,1651046],[890802,1391621],[891842,899879],[898676,1659686],[900775,1661932],[920767,930875],[934528,1185115],[968758,1736367],[968921,1478427],[982423,1234459],[989604,1757213],[989767,1500289],[1011984,1266931],[1017848,1786598],[1020205,1788925],[1020368,1533147],[1030341,1799811],[1041399,1049436],[1050332,1821287],[1093620,1352977],[1116136,1374969],[1155029,1922638],[1155192,1673657],[1167654,1168694],[1175875,1943484],[1176038,1695519],[1252975,1254015],[1285447,1549353],[1307963,1571345],[1448205,1449245] ] cell #2552 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2553 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2554 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2555 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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2028151],[1289210,1301231],[1294338,1305237],[1302768,1824144],[1318162,1837292],[1320687,1838661],[1323355,1585050],[1328407,1588785],[1339514,1599408],[1345550,1351007],[1354088,1614860],[1356581,1614290],[1366926,1883724],[1388757,1394364],[1405857,1664789],[1418528,1677937],[1419415,1431563],[1432753,1945794],[1454196,1714312],[1465011,1724319],[1470063,1728054],[1475563,1481170],[1484205,1742722],[1519247,1524783],[1535890,1791235],[1541926,1547383],[1563302,2062454],[1584571,1840117],[1595478,1849991],[1605809,1611345],[1660241,1910590],[1665293,1914325],[1670793,1676400],[1723840,1970737],[1787305,2028721],[1797636,1803172],[1910111,2140166] ] cell #2556 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [55239],[73406],[89407],[97781],[105529],[117726],[127654],[129154],[136207],[137662],[151460],[153545],[160152],[164482],[174855],[177730],[178238],[184783],[190583],[194214],[200648],[207595],[209680],[210188],[219953],[222038],[226109],[228645],[232975],[237387],[240739],[246471],[251912],[256845],[260476],[263551],[266087],[271323],[274954],[281388],[282357],[288335],[290420],[290928],[294807],[295018],[302479],[305831],[311563],[312138],[314359],[317711],[323443],[324589],[325558],[331054],[334406],[340138],[345579],[350512],[354143],[357218],[361193],[361926],[365797],[369465],[369676],[374084],[377137],[380489],[382869],[383080],[390541],[393893],[394692],[399625],[401832],[402043],[409504],[412856],[418588],[419163],[421384],[424736],[430468],[432583],[437046],[441523],[445578],[446311],[447875],[450182],[450893],[453850],[454061],[460488],[461221],[465092],[468760],[468971],[473379],[474211],[476432],[479784],[481719],[482452],[489991],[490202],[494610],[497663],[501015],[503395],[503606],[511067],[514419],[520151],[522290],[526685],[528249],[531096],[533065],[535362],[535573],[536361],[537669],[539628],[540361],[547456],[551933],[555988],[556721],[558285],[560592],[564260],[564471],[570899],[579431],[580164],[581728],[584035],[584746],[587703],[587914],[592322],[594341],[595074],[602613],[602824],[607232],[610285],[613637],[615927],[621757],[623192],[624837],[625704],[627397],[629366],[630099],[630961],[631874],[634510],[643419],[647814],[649378],[652225],[654194],[656491],[656702],[658798],[660757],[661490],[674920],[677767],[679736],[682033],[682244],[683032],[684340],[686299],[687032],[688596],[691614],[694127],[702659],[703392],[704956],[707263],[710931],[711142],[715550],[720384],[723984],[725023],[727266],[727457],[728160],[732021],[734723],[743896],[747097],[752927],[754362],[756874],[758567],[760536],[761269],[763044],[765680],[780397],[781832],[783477],[784344],[786037],[788006],[788739],[789601],[790514],[793150],[795119],[798415],[799723],[808018],[810865],[812834],[815131],[815342],[817438],[819397],[820130],[821694],[830031],[830222],[834172],[834875],[836664],[837432],[854255],[855690],[860640],[864240],[865279],[867713],[868416],[872277],[884152],[889813],[893413],[894452],[895887],[896695],[896886],[897589],[901450],[904152],[906499],[909059],[912623],[913536],[922356],[923791],[926303],[927996],[929965],[930698],[932473],[935109],[937078],[941682],[945817],[946585],[947759],[950647],[953335],[967932],[971532],[972571],[974006],[978160],[978351],[983004],[1002384],[1003819],[1008761],[1008952],[1010995],[1012902],[1013605],[1014644],[1015394],[1016162],[1026261],[1026452],[1039370],[1042970],[1044009],[1046443],[1047146],[1051007],[1058616],[1063093],[1067861],[1090397],[1090588],[1092631],[1094538],[1095241],[1096280],[1100376],[1101144],[1122491],[1126091],[1127130],[1129744],[1132088],[1132856],[1134030],[1134945],[1135136],[1136918],[1138749],[1139606],[1164431],[1164622],[1166665],[1169275],[1182122],[1201652],[1214049],[1216393],[1217161],[1218335],[1219250],[1219441],[1221223],[1223054],[1227216],[1249752],[1249943],[1251986],[1254596],[1257305],[1259688],[1263872],[1292203],[1292971],[1295060],[1295251],[1326865],[1330960],[1331151],[1343351],[1345734],[1349918],[1364024],[1378765],[1379533],[1381622],[1381813],[1386224],[1422446],[1426630],[1457614],[1461105],[1461873],[1473030],[1490383],[1494478],[1494669],[1509252],[1513436],[1583248],[1587412],[1591775],[1620372],[1712324],[1712698],[1747527] ] cell #2557 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [80586],[99203],[119148],[129251],[139084],[153642],[165904],[167463],[176277],[177827],[194311],[196763],[208744],[209777],[222135],[225583],[226206],[234397],[240836],[244961],[257991],[260573],[263025],[263648],[275051],[277503],[282318],[289484],[290517],[297114],[299387],[305928],[317808],[318510],[321933],[325519],[334503],[338628],[351658],[354240],[356692],[357315],[361756],[363701],[371772],[374045],[380586],[385176],[387449],[388320],[393990],[404139],[406412],[412953],[424833],[425535],[428958],[432544],[437239],[439748],[446141],[448086],[456157],[458430],[461051],[462996],[471067],[473340],[479881],[482282],[484227],[492298],[494571],[501112],[505702],[507975],[508846],[514516],[522097],[531289],[533798],[540191],[542136],[547649],[550158],[556551],[558496],[566567],[568840],[571092],[573601],[579994],[581939],[590010],[592283],[594904],[596849],[604920],[607193],[613734],[622320],[625511],[629929],[633182],[634703],[637212],[643226],[652418],[654927],[661320],[663265],[668768],[677960],[680469],[686862],[688807],[694320],[696829],[703222],[705167],[713238],[715511],[724177],[725586],[732214],[735636],[737744],[756681],[761099],[765873],[768382],[780960],[784151],[788569],[791822],[793343],[795852],[801866],[811058],[813567],[819960],[821905],[833979],[835068],[837555],[842363],[846021],[854818],[865842],[872470],[878000],[893606],[895015],[901643],[905065],[907173],[926110],[930528],[935302],[937811],[946708],[951582],[954165],[971725],[973134],[983197],[990492],[1012709],[1013798],[1016285],[1021093],[1024751],[1044572],[1051200],[1056730],[1068691],[1075548],[1094345],[1095434],[1101267],[1106141],[1127693],[1132979],[1137853],[1140436],[1169468],[1176763],[1194274],[1217284],[1222158],[1228046],[1254789],[1260518],[1267375],[1293094],[1297968],[1346564],[1356646],[1379656],[1384530],[1389504],[1423276],[1461996],[1476310],[1510082],[1553022],[1592605],[1639068],[1720818],[1839129] ] cell #2558 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2559 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [657382],[755831],[816022],[831010],[867042],[925260],[940266],[947088],[1009740],[1034523],[1045772],[1055880],[1091376],[1133359],[1135924],[1150931],[1181451],[1217664],[1220229],[1262643],[1263201],[1278387],[1296039],[1348689],[1349247],[1382601],[1390051],[1391876],[1408389],[1425401],[1425959],[1476857],[1478682],[1512207],[1512765],[1520432],[1522351],[1553569],[1555394],[1606994],[1608913],[1624576],[1639615],[1641440],[1650137],[1682804],[1684046],[1684723],[1721365],[1735458],[1752032],[1767109],[1768351],[1769028],[1809492],[1810578],[1847153],[1857044],[1868510],[1876606],[1891128],[1892214],[1933151],[1954622],[1962767],[1968584],[1977773],[1988804],[2011270],[2035774],[2070944],[2078936],[2087011],[2092828],[2102737],[2147202],[2180699],[2187879],[2195674],[2245651],[2251468],[2296197],[2342345],[2430050], 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95285,1997442],[1498719,1769457],[1521674,2021422],[1522780,1531577],[1528143,2026615],[1555746,1567615],[1561177,2056425],[1567396,2059017],[1572336,1831442],[1586765,2079814],[1595149,2296306],[1597275,2088017],[1608236,2097556],[1617665,2104880],[1618751,2105732],[1622178,1877035],[1629712,2115271],[1651223,2133202],[1653544,1907636],[1659780,2509427],[1659863,2341981],[1662184,2142741],[1685152,1693949],[1690515,2166871],[1726034,2196552],[1736544,2204755],[1738865,1987664],[1746880,2212912],[1757390,2221115],[1760817,2006601],[1778592,2238454],[1786976,2430159],[1789102,2246657],[1800063,2256196],[1812899,1814005],[1821539,2273911],[1861713,2304870],[1881704,2319780],[1894535,1895641],[1912305,2343223],[1922815,2351426],[1925136,2157093],[1943661,2367786],[1947088,2176030],[2040443,2438723],[2060434,2453633],[2073265,2074371] ] cell #2560 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [717580],[730328],[748225],[797416],[825681],[837845],[840388],[857836],[859300],[869544],[870584],[899757],[911028],[935854],[939375],[956744],[961455],[976484],[982301],[985974],[987438],[988517],[1014350],[1016575],[1019118],[1029323],[1031016],[1045444],[1048274],[1049314],[1056504],[1060585],[1072390],[1080842],[1083730],[1095986],[1102318],[1105206],[1110197],[1111303],[1116014],[1128565],[1137627],[1143015],[1147726],[1153942],[1168572],[1170020],[1170314],[1172245],[1173709],[1174788],[1182381],[1184993],[1186686],[1192661],[1207244],[1209883],[1221932],[1229106],[1231745],[1240197],[1243085],[1253893],[1255341],[1255635],[1257151],[1264217],[1265237],[1266809],[1272669],[1275557],[1281654],[1286365],[1289859],[1294145],[1297033],[1297742],[1298864],[1302024],[1303130],[1307841],[1314057],[1321767],[1333041],[1335764],[1343197],[1350263],[1351283],[1352855],[1355033],[1357756],[1369616],[1376421],[1380707],[1383595],[1384304],[1385426],[1386938],[1387891],[1389406],[1396621],[1402474],[1405113],[1413565],[1416453],[1419909],[1420063],[1424336],[1426975],[1427995],[1435427],[1438315],[1444412],[1449123],[1457460],[1458775],[1463423],[1472807],[1473744],[1474697],[1476212],[1483427],[1485285],[1499282],[1506715],[1506869],[1511142],[1513781],[1514801],[1516859],[1518143],[1519741],[1519895],[1526766],[1529417],[1532140],[1544000],[1546294],[1546639],[1549231],[1549742],[1550456],[1551409],[1554132],[1565992],[1577083],[1579971],[1588126],[1589279],[1589433],[1598542],[1600057],[1603155],[1603421],[1604705],[1606303],[1606457],[1613328],[1620218],[1621533],[1635565],[1635788],[1636502],[1637455],[1640178],[1647552],[1648704],[1649418],[1658653],[1668037],[1669927],[1671442],[1672650],[1675660],[1678657],[1679231],[1680515],[1694512],[1706372],[1708666],[1716589],[1717604],[1718318],[1720311],[1726950],[1728548],[1728702],[1731044],[1732873],[1734025],[1734739],[1748241],[1749394],[1749548],[1758657],[1760172],[1763270],[1763536],[1764820],[1774529],[1776194],[1790369],[1791884],[1794982],[1796532],[1798130],[1798284],[1801732],[1827392],[1832005],[1835015],[1838765],[1838829],[1843532],[1843669],[1845943],[1848377],[1852656],[1853283],[1853997],[1857650],[1859315],[1872259],[1873274],[1873988],[1875981],[1882620],[1884218],[1884372],[1886714],[1898447],[1913221],[1914819],[1914973],[1917315],[1919669],[1920296],[1921010],[1944928],[1946443],[1949541],[1956291],[1960857],[1963413],[1964581],[1969449],[1974289],[1978475],[1988322],[1988386],[1993089],[1993226],[1995500],[1997934],[2002213],[2002840],[2003554],[2027107],[2031386],[2032013],[2032727],[2038045],[2061350],[2062948],[2063102],[2065444],[2067798],[2078454],[2078518],[2079229],[2080306],[2080572],[2085101],[2102816],[2105372],[2106540],[2109523],[2111408],[2116248],[2136993],[2138878],[2143718],[2167363],[2171642],[2172269],[2172983],[2187958],[2188590],[2189281],[2195192],[2195256],[2197044],[2208546],[2212327],[2213404],[2213670],[2218199],[2224906],[2238946],[2243741],[2268163],[2270048],[2274888],[2290911],[2296276],[2297599],[2305362],[2311818],[2312509],[2320272],[2331774],[2335952],[2341863],[2341927],[2343715],[2355217],[2364870],[2371577],[2390129],[2396817],[2403533],[2410221],[2424764],[2430129],[2431452],[2439215],[2454125],[2465627],[2479812],[2491692],[2510655],[2517343],[2530747],[2586837],[2598717], [874979,1372255],[985561,1496559],[1033718,1805155],[1053709,1568631],[1069751,1590158],[1107894,1626181],[1150218,2147904],[1150986,1919144],[1171832,1691789],[1189388,1709011],[1195384,1718913],[1261578,1781985],[1261930,2239212],[1262698,2022262],[1278245,2036380],[1299721,1818008],[1311101,1829282],[1347624,1865106],[1347976,2305628],[1348744,2098396],[1387623,2335261],[1390614,1905184],[1391734,2134010],[1393624,1906582],[1424688,2360341],[1425456,2162518],[1441003,1951091],[1474429,2396126],[1477420,1985212],[1478540,2205563],[1480430,1986610],[1511494,2418250],[1512262,2231494],[1518208,2237869],[1523343,2024673],[1551141,2445671],[1555252,2265180],[1557142,2054711],[1604770,2304285],[1609905,2100807],[1623863,2488822],[1624631,2316919],[1637187,2497689],[1641298,2328791],[1643188,2128569],[1648077,2132842],[1680580,2358998],[1681645,2524059],[1685715,2164929],[1720043,2546777],[1733398,2204395],[1743363,2557833],[1751890,2406950],[1764885,2416907],[1765950,2570142],[1770020,2233905],[1807432,2264012],[1808393,2446362],[1840758,2610574],[1846008,2471616],[1855722,2617047],[1867994,2622321],[1868368,2484279],[1889068,2327623],[1890029,2498380],[1931141,2360075],[1952221,2663809],[1962251,2668271],[1962625,2543927],[1967564,2387781],[1971378,2671413],[1976628,2551572],[2009260,2417984],[2034452,2697787],[2068759,2605405],[2086495,2720122],[2086869,2614197],[2091808,2477464],[2140807,2739906],[2146057,2645239],[2178689,2538510],[2245135,2777251],[2245509,2694937],[2250448,2584489] ] cell #2561 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [40353,595553],[51400,661969],[56810,695450],[64414,735202],[71031,767003],[72391,402982],[77995,597000],[80996,820609],[86557,840890],[87636,845572],[88392,455000],[95101,875458],[95911,663416],[102020,904631],[104514,504545],[108637,936432],[115201,957161],[115365,957596],[115868,543075],[116665,735787],[124804,989019],[125883,993701],[126639,565410],[133357,1019620],[134436,1024302],[135192,413806],[136787,1034197],[141901,1054188],[142711,822056],[148199,623554],[149234,838697],[150382,1078996],[150531,1079305],[150646,638413],[159812,1105708],[161957,1111720],[162121,1112155],[162624,664204],[163421,876043],[172330,1143432],[172494,1143867],[172997,485166],[173794,905216],[175664,1154444],[176743,1159126],[181933,1175290],[183012,1179972],[183768,515369],[185363,1189867],[188207,718432],[191370,954553],[192993,1205400],[193212,543215],[204002,1232162],[204166,1232597],[204334,754724],[205369,986826],[206517,1238351],[206666,1238660],[206781,769583],[216692,575527],[217727,1017427],[218875,1270823],[219024,1271132],[219139,574802],[222907,1282071],[223071,1282506],[223574,416859],[223758,1031722],[224371,797778],[228305,1297535],[230450,1303547],[230614,1303982],[231117,597788],[231914,1054773],[233784,1314559],[234863,1319241],[235025,825642],[237739,827270],[238715,1073242],[241689,1076704],[251303,639138],[254469,858688],[256170,1361214],[256319,1361523],[256434,866351],[257632,1109112],[259255,1367772],[259474,664344],[265747,1384097],[268947,669185],[271797,1397123],[272110,1140824],[273733,1400630],[273952,485306],[277190,907590],[278338,1411719],[278487,1412028],[278602,495781],[279374,1155834],[279538,343866],[284742,1427392],[284906,1427827],[285074,698755],[286109,1173097],[287257,1433581],[287406,1433890],[287521,698030],[290207,935815],[291289,1444829],[291453,1445264],[291956,518422],[292140,1187392],[292753,939737],[293001,716134],[295957,943621],[296755,1198842],[303807,1210735],[309187,738161],[312037,1483929],[312617,1485646],[314711,975399],[315687,977336],[316966,1491651],[317185,754864],[318661,1236059],[323032,994489],[327943,1514198],[328107,1514633],[328275,770308],[331406,774244],[332382,1265069],[333014,1021510],[333640,1014311],[334872,1527183],[335036,1527618],[335356,1268531],[340925,1026832],[342548,1542156],[342767,413946],[343602,417078],[343751,1283904],[348136,802283],[349837,1557590],[349986,1557899],[350101,806793],[350802,600367],[350986,1299570],[351299,1300939],[352922,1564148],[353141,597928],[355947,1056647],[356379,1057147],[356443,820895],[357527,1575237],[357676,1575546],[357791,608403],[358563,1315949],[358727,434196],[362405,1322128],[363852,1328133],[371413,1339222],[377489,848102],[378465,1351115],[379097,842780],[379723,1095947],[380955,1613745],[381119,1614180],[381718,1615784],[383555,859802],[384019,1098180],[384817,1099352],[391869,1111049],[393367,876183],[397249,878417],[398950,1643636],[399099,1643945],[399214,882927],[399915,666783],[400099,1386132],[401882,1649705],[403780,1394072],[404491,1145235],[405035,1137770],[405467,1138270],[405531,904917],[406771,1656431],[406920,1656740],[407035,673695],[410832,1405965],[419642,1680876],[419928,693648],[421736,916203],[422712,917878],[423344,1177180],[423970,1169981],[423991,1686881],[424210,698895],[425202,1429291],[425366,508598],[425686,1431289],[430057,1180760],[431024,936014],[431034,1182532],[431255,1182502],[432878,1704528],[433097,515509],[433932,518641],[434081,1446662],[438369,1453026],[444236,951999],[446790,1463784],[448237,1469789],[453900,1735026],[455798,1480878],[456509,958964],[457053,1222075],[457485,1222575],[457549,735488],[458789,1741752],[458938,1742061],[459053,742671],[461700,976901],[463147,1226142],[469446,987940],[470708,1237231],[474690,1765181],[474976,765201],[476784,996231],[477760,997906],[478392,990909],[479018,1255302],[479039,1771186],[479258,770448],[480250,1516097],[480414,569463],[481242,1775171],[481984,1260507],[482303,1777106],[482931,1518504],[483217,775919],[484378,1524509],[485733,1023884],[485743,1265388],[485964,1265358],[487745,1783648],[487964,575667],[491939,1535598],[498991,1547491],[501826,800608],[502244,1807611],[503445,1550743],[504081,803324],[505343,1037707],[506054,1305350],[506598,1297885],[507030,1298385],[507094,595839],[508334,600586],[508483,1559846],[512395,1302876],[513893,1054913],[515095,1057479],[519740,1061657],[527164,1846304],[527450,833356],[529409,1073531],[532419,1594308],[536836,1084232],[538286,1085082],[539151,1858292],[539893,1346553],[540212,1860227],[540840,1605066],[541126,849777],[542287,1611071],[543642,845154],[543652,1351434],[543873,1351404],[545654,1866769],[545873,639278],[548779,1099661],[554646,1106558],[557200,1110614],[558647,1366652],[562691,876742],[563109,1889247],[564310,1636789],[564946,879458],[566208,1120828],[566919,1113523],[567463,1384447],[567895,1384947],[567959,662255],[569199,667002],[569348,1645892],[570196,1140425],[570420,1899015],[570722,1900025],[571170,1390242],[571461,1388068],[571605,670226],[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] cell #2562 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [208104],[257802],[288844],[296925],[318677],[351469],[359114],[363868],[403950],[418762],[425702],[431425],[455968],[484394],[486134],[496046],[515385],[542303],[544043],[575067],[575543],[586122],[598756],[638678],[639154],[665172],[669201],[672477],[685117],[698295],[698771],[738177],[741453],[769848],[770324],[774544],[778285],[802299],[805575],[848402],[852143],[866616],[878433],[881709],[887294],[916503],[917894],[920244],[952015],[965413],[983897],[996531],[997922],[1000272],[1036851],[1038007],[1073831],[1085098],[1097886],[1106894],[1119972],[1121128],[1163040],[1184193],[1194030],[1200212],[1211324],[1224690],[1248361],[1276925],[1312955],[1323376],[1334410],[1340592],[1353409],[1406554],[1443591],[1453517],[1465032],[1530786],[1536968],[1594799],[1660262],[1786626], [48458,548795],[67217,644485],[69372,653564],[87447,734290],[91036,550383],[93815,757940],[106978,812204],[115345,844742],[116450,844612],[120016,462308],[124169,655152],[125694,657657],[134247,903719],[140615,927369],[145384,363013],[150693,370631],[150718,371583],[151969,534023],[160503,388545],[162101,758070],[163206,561114],[172474,1023472],[173579,1023342],[176554,1033285],[181298,813792],[182823,816297],[188461,439973],[191540,626770],[192600,300483],[193009,448253],[193344,303001],[204146,644615],[206828,469926],[206853,470878],[219186,491157],[219211,492109],[220462,680694],[223051,1158296],[224156,1158166],[228996,509071],[230594,927499],[231699,707785],[234674,940541],[237909,523356],[241705,532435],[243568,244349],[254723,386609],[256481,552888],[256506,384987],[259271,558663],[259606,391063],[269201,573826],[272280,785410],[273340,407508],[273749,582106],[274084,410026],[278649,588869],[278674,589821],[279518,1287561],[279925,796077],[280624,1034798],[284886,803255],[287568,603779],[287593,604731],[291433,1058119],[292538,824523],[295973,438385],[309441,637437],[314881,459812],[316982,463163],[317317,465614],[320540,321321],[328087,879389],[331576,670027],[335016,1148922],[335372,679106],[337235,338016],[341095,908432],[341343,1152267],[342564,688974],[342899,498185],[343913,689762],[343938,690714],[345279,914655],[348390,507135],[350148,699559],[350173,505513],[352938,705334],[353273,511589],[357838,712097],[357863,713049],[358707,1450319],[377659,739003],[381099,962651],[381734,384035],[397503,568000],[399261,771112],[399286,566378],[402998,572238],[404661,1022352],[404909,1273882],[407082,782210],[407107,791633],[413788,1279612],[413822,794489],[414290,1029767],[415685,416466],[416875,797794],[417210,590532],[417271,797069],[421906,593665],[424007,597016],[424342,599467],[425346,1309037],[427565,428346],[432894,822072],[433229,610807],[434243,822860],[434268,823812],[451764,641173],[455016,635849],[456679,843622],[456927,1082055],[459100,856068],[459125,632993],[476954,660081],[479055,663432],[479390,665883],[480394,1117210],[484097,887877],[485148,1403071],[485182,902789],[485650,900201],[487761,905232],[488096,676250],[495419,1153563],[495574,1409554],[495797,907606],[502260,504561],[506224,1178022],[506472,1436640],[508645,924169],[508670,933592],[517248,518029],[518438,939753],[518773,713760],[518834,939028],[529579,723357],[530837,737107],[542006,965996],[543057,1207841],[543091,733360],[543559,730772],[545670,735803],[546005,745226],[563125,565426],[567089,991751],[567337,1241410],[569510,1004197],[569535,764163],[570436,1017443],[573134,1006149],[573490,777179],[574440,1018739],[574595,1533433],[574818,1021526],[577562,585617],[586002,1281569],[596719,1037434],[597770,1566589],[597804,1052346],[598272,1049758],[600383,1054789],[600718,809348],[600779,1045097],[608419,1057163],[618539,832302],[621127,623570],[624197,847143],[634047,838713],[636745,1087785],[637101,851037],[638051,840009],[638206,1337057],[638429,842796],[650708,863613],[650956,1363167],[663135,1120555],[664186,1370213],[664220,873616],[664688,871028],[666799,876059],[667134,885482],[667195,1128218],[667810,1140973],[668131,677508],[670482,889173],[670924,1130019],[672357,1142930],[673711,1138286],[693664,1173113],[696362,1161819],[696718,919138],[697612,1163623],[697668,1174409],[697823,1695805],[698046,1177196],[718448,722531],[719744,948286],[726539,1200795],[726611,964144],[736786,954702],[739458,967292],[739900,1214324],[741333,956659],[742687,1222591],[749709,980431],[752297,754740],[754706,1492972],[755208,982745],[765217,986842],[767915,1247140],[768271,999166],[769165,1248944],[769221,988138],[769376,1500575],[769599,990925],[773285,782837],[773388,1268658],[775935,1265085],[776189,1008106],[800908,1301088],[803580,1038730],[804022,1290134],[805057,1291328],[805455,1303045],[806809,1298401],[825835,1320045],[827419,831981],[829376,1070300],[833372,1073258],[836180,1329454],[836536,1075426],[846804,1341175],[847246,1076831],[849793,1351131],[850047,1089742],[857679,1616043],[858704,862787],[860000,1102845],[865989,1104827],[866144,1622914],[866367,1106574],[877042,1109261],[879714,1121851],[880156,1376696],[881191,1377890],[881589,1111218],[882943,1384963],[886025,896040],[888450,1394221],[912116,1417821],[915347,1431416],[918148,1163776],[919667,1421499],[938594,1444174],[943748,948389],[945721,1453285],[949545,1198991],[952306,1201012],[952748,1460156],[960655,1210751],[963463,1471110],[966569,1481027],[974916,1224526],[975143,1744260],[975548,980110],[977352,981501],[977505,1229655],[983777,1231660],[994505,1244453],[995375,1236186],[998176,1249097],[999695,1508305],[1007370,1524636],[1025534,1537551],[1028523,1547507],[1059921,1574266],[1061673,1581339],[1065232,1321309],[1067476,1323212],[1067703,1584145],[1071569,1328260],[1074436,1330305],[1078804,1594567],[1082628,1339371],[1085831,1601438],[1089006,1611198],[1096966,1868581],[1097692,1353941],[1098307,1102948],[1099501,1104104],[1111065,1115214],[1146926,1405981],[1149734,1666340],[1152840,1676257],[1180776,1439683],[1185966,1703535],[1191653,1452237],[1193110,1712911],[1193836,1454049],[1204969,1464868],[1205196,1723414],[1209062,1469916],[1223899,1484045],[1226269,1230924],[1237380,1241983],[1270631,1786394],[1274455,1535747],[1277658,1793265],[1280833,1803025],[1302892,1307041],[1320639,1582609],[1322585,1584411],[1333490,1848590],[1334216,1595331],[1366779,1371434],[1400199,1660098],[1400426,1909685],[1404292,1665146],[1432610,1437213],[1464241,1723680],[1529866,2027320],[1530592,1787158],[1563155,1567810],[1659471,1909951] ] cell #2563 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2564 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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05],[1101887,1355761],[1105509,1107340],[1113070,1367601],[1125404,1383898],[1133599,1654324],[1144782,1665968],[1157116,1678960],[1171404,1691361],[1193693,1714246],[1204820,1724251],[1206816,1728999],[1217904,1739645],[1224077,1742754],[1228678,1486255],[1239766,1497287],[1243388,1245219],[1261150,1781557],[1272238,1792203],[1283421,1803847],[1304897,1563977],[1317231,1580274],[1322763,1840149],[1334073,1849925],[1347196,1864678],[1369188,1627151],[1400050,1910522],[1402046,1915270],[1413134,1925916],[1434996,1692517],[1438618,1440449],[1464419,1970769],[1530449,2028655],[1543572,2043408],[1565564,1818978],[1659649,2140198] ] cell #2565 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2566 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [142154],[169633],[198933],[213527],[227753],[248138],[265195],[267333],[279673],[281909],[304343],[307573],[323700],[325110],[341805],[346522],[347408],[358862],[367029],[372118],[389052],[392405],[395635],[396521],[411368],[414598],[421019],[430725],[432135],[440480],[443254],[451414],[466324],[467189],[471413],[476067],[487555],[492644],[509578],[512931],[516161],[517047],[522653],[524886],[534530],[537304],[545464],[550890],[553664],[554801],[561824],[574333],[577107],[585267],[600177],[601042],[605266],[609920],[615842],[618650],[626067],[628300],[637944],[640718],[643782],[646015],[655659],[658433],[666593],[669324],[671557],[681201],[683975],[692135],[697561],[700335],[701472],[708495],[717786],[728075],[730883],[738300],[740533],[747012],[749820],[757237],[759470],[769114],[771888],[774482],[777290],[784707],[786940],[796584],[799358],[802422],[804655],[814299],[817073],[825233],[834535],[838051],[842919],[846753],[848340],[851148],[858042],[868331],[871139],[878556],[880789],[887215],[897504],[900312],[907729],[909962],[916441],[919249],[926666],[928899],[938543],[941317],[950562],[952138],[959202],[963061],[965334],[986180],[991048],[996469],[999277],[1013265],[1016781],[1021649],[1025483],[1027070],[1029878],[1036772],[1047061],[1049869],[1057286],[1059519],[1072596],[1073769],[1076420],[1081393],[1085413],[1094901],[1106697],[1113761],[1119893],[1136833],[1138409],[1145473],[1149332],[1151605],[1172451],[1177319],[1182740],[1185548],[1195146],[1200133],[1202823],[1221138],[1222714],[1233124],[1240748],[1264423],[1265596],[1268247],[1273220],[1277240],[1298524],[1305588],[1311720],[1324450],[1331409],[1350469],[1351642],[1357518],[1362505],[1385086],[1390376],[1395363],[1398053],[1428354],[1435978],[1454549],[1477182],[1482169],[1487968],[1515160],[1520826],[1527785],[1553894],[1558881],[1607388],[1617307],[1639940],[1644927],[1649779],[1683198],[1721690],[1735100],[1767503],[1809134],[1847547],[1890770],[1968226],[2077493] ] cell #2567 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [134806],[169280],[176244],[198580],[208711],[214597],[221620],[227400],[234364],[249208],[257924],[264842],[268650],[269921],[276893],[282979],[289451],[290002],[297047],[308890],[310161],[318123],[318506],[326180],[332717],[333435],[347839],[348557],[349110],[351591],[356082],[363697],[367546],[371705],[378800],[379518],[382066],[385109],[388319],[396952],[397670],[398223],[404072],[405170],[422415],[423047],[423765],[425531],[437235],[438717],[439747],[443939],[448082],[451931],[456090],[457188],[459365],[462992],[466841],[471000],[477463],[478095],[478813],[482184],[484223],[492231],[500044],[503988],[505635],[506733],[508845],[518196],[522096],[522700],[522909],[531285],[532767],[533797],[537989],[540093],[542132],[546266],[547645],[549127],[550157],[554349],[558492],[561236],[562341],[564853],[566500],[567598],[571088],[573600],[581935],[585784],[589943],[591041],[594806],[596845],[604853],[611316],[612666],[615697],[616568],[625510],[626114],[626323],[629831],[632256],[633115],[634699],[637211],[643225],[643829],[644038],[652414],[653896],[654926],[657486],[659118],[661222],[663261],[668767],[677956],[679438],[680468],[684660],[686764],[688803],[694316],[696828],[705163],[707907],[709012],[711524],[713171],[714269],[717638],[724173],[725488],[727930],[728801],[730738],[732210],[734622],[735632],[737743],[746867],[747738],[756003],[756680],[757284],[757493],[761001],[763426],[765869],[768381],[784150],[784754],[784963],[788471],[790896],[791755],[793339],[795851],[801865],[811054],[812536],[813566],[816126],[817758],[819862],[821901],[824645],[831182],[833978],[834582],[835064],[837551],[837903],[840158],[842362],[844165],[846020],[857894],[865744],[868186],[869057],[870994],[872466],[877999],[893602],[894917],[897359],[898230],[900167],[901639],[904051],[905061],[907172],[913918],[914777],[925432],[926109],[926713],[926922],[930430],[932855],[935298],[937810],[940370],[946704],[950417],[951581],[954009],[954164],[956802],[960968],[971721],[973036],[982711],[983193],[986032],[988287],[990491],[1009912],[1012708],[1013312],[1013794],[1016281],[1016633],[1018888],[1021092],[1022895],[1024750],[1029733],[1033617],[1034627],[1044474],[1046916],[1047787],[1049724],[1051196],[1056052],[1056729],[1063475],[1068535],[1068690],[1072448],[1075547],[1076137],[1091548],[1094344],[1094948],[1095430],[1101263],[1104976],[1106140],[1111361],[1127595],[1132975],[1136096],[1136688],[1137852],[1140280],[1140435],[1143073],[1147239],[1151105],[1153712],[1157719],[1168982],[1169464],[1172303],[1174558],[1176762],[1185403],[1194273],[1194863],[1202025],[1217280],[1220401],[1220993],[1222157],[1227890],[1228045],[1231803],[1254303],[1254785],[1260362],[1260517],[1262817],[1264275],[1267219],[1267374],[1267964],[1278919],[1281712],[1285878],[1293090],[1296211],[1296803],[1297967],[1303188],[1313827],[1323652],[1346408],[1346563],[1348863],[1350321],[1353265],[1356645],[1357235],[1379652],[1382773],[1383365],[1384529],[1389503],[1390093],[1392408],[1396391],[1397255],[1408860],[1423120],[1423275],[1425575],[1427033],[1444470],[1461992],[1476309],[1476899],[1479214],[1483197],[1487170],[1509926],[1510081],[1512381],[1513839],[1517834],[1520028],[1522822],[1526824],[1553021],[1553611],[1555926],[1592449],[1592604],[1604396],[1606590],[1609384],[1613386],[1624750],[1639067],[1639657],[1641972],[1647610],[1682400],[1685194],[1717564],[1720817],[1721407],[1732931],[1752564],[1766705],[1769499],[1774412],[1839128],[1843590],[1846749],[1857533],[1873234],[1877077],[1961135],[1964464],[1993147],[2077223],[2106423] ] cell #2568 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [472497],[555309],[606350],[619158],[651362],[701980],[714668],[721091],[777798],[799810],[810002],[818718],[851656],[890520],[892783],[906533],[934246],[968639],[970902],[1011029],[1011702],[1025799],[1042340],[1092665],[1093338],[1125461],[1132819],[1134483],[1150343],[1166699],[1167372],[1217124],[1218788],[1252020],[1252693],[1260126],[1262055],[1292934],[1294598],[1346172],[1348101],[1364058],[1379496],[1381160],[1389888],[1422884],[1424299],[1424813],[1461836],[1476694],[1494016],[1509690],[1511105],[1511619],[1553406],[1554570],[1592213],[1603118],[1615188],[1623988],[1639452],[1640616],[1683883],[1706335],[1714640],[1721202],[1731482],[1743488],[1768188],[1794945],[1832443],[1840883],[1850319],[1856881],[1867800],[1917753],[1954459],[1962057],[1971503],[2029049],[2035611],[2086301],[2140932],[2244941], [150664,730168],[157731,748065],[176219,1284230],[185480,1838045],[193310,627757],[201676,644482],[206323,869384],[206799,870424],[219157,899597],[223592,1155950],[232733,1952876],[234339,1446988],[243565,533955],[246078,961295],[253307,550380],[256452,982141],[259019,757937],[259572,758927],[270605,2035107],[274050,786397],[278620,1029163],[279310,1031376],[285540,1560172],[287063,1048114],[287539,1049154],[289717,2068659],[291974,1316065],[300480,446468],[303825,1080684],[305403,844609],[310845,1856377],[312295,462305],[315705,1102160],[317283,864600],[319905,655149],[320537,655084],[323050,1115854],[328741,1646218],[333150,2145957],[337232,680626],[339745,1147566],[342865,909419],[349794,1682300],[350119,1168412],[350820,1429407],[352686,927366],[353239,928356],[355824,2178482],[357809,1184833],[358499,1187046],[362083,363010],[371729,731391],[373202,534020],[379233,1976528],[385133,750328],[386606,550315],[388477,388542],[391887,1240039],[393465,992738],[398907,1766605],[399232,1253733],[399933,1516213],[400663,2244756],[404912,2250241],[407053,1266649],[407505,580321],[410850,1272511],[412428,1023339],[415682,796009],[418195,1286205],[419946,1551796],[422730,1293987],[423480,1808293],[424308,1043330],[425138,1299224],[426930,813789],[427562,813724],[430075,1307681],[433195,1058976],[439905,439970],[444899,626767],[447996,841356],[452681,2086116],[456930,2091601],[459071,1352695],[459809,645472],[462906,861347],[471024,871647],[474994,1637842],[477778,1380549],[478528,1889929],[479356,1126451],[480186,1385786],[480950,2341496],[483235,1388278],[488062,1139109],[492255,900820],[493728,680691],[499009,1413407],[500587,1158163],[502226,1680480],[502582,1423433],[505659,919757],[506475,1930934],[507132,696986],[509003,509068],[512413,1435269],[513991,1179009],[517245,937968],[519758,1448963],[523353,524343],[526218,1961872],[527468,1720698],[530233,729128],[538304,1472649],[538859,2194825],[541144,1475084],[545971,1223414],[546593,749105],[558406,989485],[563091,1764785],[563447,1510239],[566524,999785],[567340,2009053],[567997,768539],[569650,2429398],[572204,1518108],[572560,1260675],[573758,573823],[577559,1024908],[578752,785407],[581849,1020086],[589967,1030386],[591356,1546136],[591440,796074],[592924,1549071],[593130,1553046],[593572,1807225],[593662,804112],[596759,1040077],[604877,1050377],[611631,1576925],[613209,1318278],[616895,617935],[620058,2078087],[621093,1845908],[621449,1592762],[630882,1598929],[633139,1085921],[633261,2295545],[635815,1604670],[636171,1346721],[637369,637434],[641170,846178],[647347,2103831],[648597,1876368],[659433,1635407],[659546,1639092],[659988,1888861],[660078,880246],[663175,1123198],[668128,1140593],[669492,1389528],[669934,1647870],[670024,671014],[676904,898557],[684975,1667879],[685620,908429],[687815,1670314],[688717,1154910],[690860,1157173],[692642,1418644],[692878,1682382],[693264,918534],[705077,1175756],[713195,1186056],[714584,1708508],[721745,2187227],[722822,1720842],[723264,1967357],[723354,952838],[733326,1726915],[733682,1206341],[735546,1212315],[737104,954322],[738468,1476334],[738910,1733191],[739000,739990],[751228,2211185],[752263,1995465],[752619,1492592],[762052,1759044],[764309,1245276],[764431,1766687],[764817,998562],[773211,1267399],[775149,1520010],[775535,776575],[778788,1022349],[789522,1790756],[791779,1277748],[792287,1028123],[794455,1796497],[794811,1543097],[797537,1285165],[818073,1827234],[821815,1315025],[823958,1317288],[826381,2077096],[826490,1839153],[832299,1068848],[832586,1846731],[832972,1074822],[837395,1333428],[843087,1334678],[843529,1852449],[843619,852646],[847069,1075572],[849007,1606572],[849393,850433],[862001,2310455],[863078,1621655],[863520,2109316],[863610,1107397],[873582,1882585],[873938,1368713],[875802,1374687],[885953,1397237],[891560,1146526],[902755,1913186],[903111,1401571],[904975,1407545],[906271,1412354],[907897,1671564],[908339,1919462],[920747,1178019],[931481,1945315],[933738,1440506],[939496,1447923],[942849,1961117],[946548,1193048],[948212,1194298],[953773,1463388],[959869,1465290],[960255,969679],[964072,1202007],[974510,1988157],[974619,1743201],[980428,1228203],[980715,1749663],[981101,1234177],[985524,1496946],[991216,1498196],[991658,2002006],[991748,1000775],[1010767,1271458],[1016125,1529804],[1021817,1531054],[1022259,2031179],[1027737,1798399],[1041117,1306641],[1052312,2061315],[1052668,1565089],[1054532,1571063],[1055828,1575872],[1067070,2078289],[1067179,1840596],[1068299,1321732],[1069714,1590545],[1070228,1323634],[1075932,1593922],[1079631,1092403],[1097408,1868161],[1101107,1355420],[1102771,1356670],[1108332,1626146],[1114428,1628048],[1114814,1124238],[1135872,1657066],[1140044,1658618],[1146140,1660520],[1166437,1434216],[1171795,1692176],[1177487,1693426],[1177929,2171435],[1193552,1962418],[1194658,1452640],[1195822,1718878],[1204563,2195027],[1204672,1971216],[1207207,1729814],[1220177,1742387],[1227654,1485250],[1229069,1487070],[1229583,1487152],[1235287,1754037],[1238986,1251758],[1261541,1782372],[1267759,1785749],[1295987,1558225],[1300159,1817973],[1306255,1819875],[1325135,1844840],[1333932,2086662],[1336202,1854557],[1347587,1865493],[1357030,1615398],[1358194,1616466],[1361849,1363796],[1369579,1627966],[1382549,1644271],[1391052,1905149],[1399793,2341698],[1399902,2140645],[1402437,1916085],[1415407,1928658],[1430517,1940308],[1466791,1975460],[1477858,1985177],[1488653,1744663],[1499720,1755105],[1503375,1505322],[1521511,2023570],[1530308,2245302],[1532578,2033287],[1543963,2044223],[1565955,1819793],[1578925,1836098],[1608073,2099704],[1629549,1879487],[1662021,2144889],[1673088,2154606],[1694950,1941376],[1698605,1700552],[1799900,2258344],[1821376,2058217] ] cell #2569 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [717579],[730324],[748221],[797328],[837844],[840387],[857835],[859299],[869540],[870580],[899753],[911024],[939287],[956743],[961451],[976483],[982297],[985973],[987437],[988516],[1016574],[1019117],[1029319],[1031015],[1045356],[1048270],[1049310],[1060581],[1064222],[1072389],[1080838],[1083729],[1102314],[1105205],[1110196],[1111302],[1116010],[1128477],[1143014],[1147722],[1153941],[1168568],[1169026],[1170310],[1172244],[1173708],[1174787],[1184989],[1185447],[1186685],[1192660],[1207243],[1209882],[1229105],[1231744],[1240193],[1243084],[1253889],[1254347],[1255631],[1264216],[1266805],[1267263],[1272665],[1275556],[1281653],[1286361],[1289855],[1294141],[1296659],[1297032],[1298863],[1302023],[1303129],[1307837],[1313683],[1314056],[1321766],[1333040],[1335763],[1350262],[1352851],[1353309],[1355032],[1357755],[1369615],[1376417],[1380703],[1383221],[1383594],[1385425],[1387890],[1389402],[1396247],[1396620],[1402473],[1405112],[1413561],[1416452],[1419761],[1420062],[1424335],[1426888],[1426974],[1435423],[1438314],[1444325],[1444411],[1449119],[1458771],[1463422],[1472803],[1474696],[1476208],[1483053],[1483426],[1485284],[1499281],[1506567],[1506868],[1511141],[1513694],[1513780],[1517690],[1518142],[1519593],[1519894],[1526679],[1526765],[1529416],[1532139],[1543999],[1546290],[1546638],[1549227],[1549741],[1550315],[1551408],[1554131],[1565991],[1577079],[1579970],[1589131],[1589432],[1598541],[1600053],[1603154],[1604252],[1604704],[1606155],[1606456],[1613241],[1613327],[1621529],[1635561],[1635787],[1636361],[1637454],[1640177],[1647465],[1647551],[1648703],[1649277],[1658652],[1668033],[1669926],[1671438],[1672649],[1675659],[1678656],[1679232],[1680514],[1694511],[1706371],[1708662],[1717420],[1717603],[1718177],[1720310],[1726949],[1728400],[1728701],[1731043],[1732786],[1732872],[1734024],[1734598],[1749246],[1749547],[1758656],[1760168],[1763269],[1763537],[1764819],[1774403],[1774528],[1776195],[1790368],[1791880],[1794981],[1796531],[1797982],[1798283],[1801731],[1827388],[1832004],[1835014],[1838828],[1843445],[1843531],[1843670],[1845942],[1848376],[1852655],[1853282],[1853856],[1857524],[1857649],[1859316],[1873090],[1873273],[1873847],[1875980],[1882619],[1884070],[1884371],[1886713],[1898448],[1913220],[1914671],[1914972],[1917314],[1919668],[1920295],[1920869],[1944927],[1946439],[1949540],[1956290],[1960858],[1963412],[1964455],[1964580],[1969448],[1974290],[1978476],[1988385],[1993002],[1993088],[1993227],[1995499],[1997933],[2002212],[2002839],[2003413],[2027106],[2031385],[2032012],[2032586],[2038046],[2061349],[2062800],[2063101],[2065443],[2067797],[2077214],[2078517],[2079228],[2080305],[2080573],[2085102],[2102817],[2105371],[2106414],[2106539],[2109522],[2111407],[2116249],[2136992],[2138877],[2143719],[2167362],[2171641],[2172268],[2172842],[2187959],[2188591],[2189280],[2195255],[2197043],[2208545],[2210312],[2212326],[2213403],[2213671],[2218200],[2224905],[2238945],[2243742],[2268162],[2270047],[2274889],[2289745],[2290912],[2296277],[2297598],[2305361],[2311819],[2312508],[2320271],[2331773],[2335951],[2341926],[2343714],[2355216],[2364871],[2371576],[2388963],[2390130],[2396816],[2403534],[2410220],[2424765],[2430130],[2431451],[2439214],[2454124],[2465626],[2479813],[2491693],[2509489],[2510656],[2517342],[2530746],[2586838],[2598718], [874978,1372254],[985560,1496558],[1033717,1805154],[1053708,1568630],[1069750,1590157],[1107893,1626180],[1150985,1919143],[1171831,1691788],[1189387,1709010],[1195383,1718912],[1261577,1781984],[1262697,2022261],[1278244,2036379],[1299720,1818007],[1311100,1829281],[1347623,1865105],[1348743,2098395],[1390613,1905183],[1391733,2134009],[1393623,1906581],[1408259,2147905],[1425455,2162517],[1441002,1951090],[1477419,1985211],[1478539,2205562],[1480429,1986609],[1512261,2231493],[1518207,2237868],[1522221,2239213],[1523342,2024672],[1555251,2265179],[1557141,2054710],[1604769,2304284],[1608783,2305629],[1609904,2100806],[1624630,2316918],[1641297,2328790],[1643187,2128568],[1648006,2335262],[1648076,2132841],[1680579,2358997],[1684593,2360342],[1685714,2164928],[1733327,2396127],[1733397,2204394],[1751889,2406949],[1764884,2416906],[1768898,2418251],[1770019,2233904],[1807361,2445672],[1807431,2264011],[1808392,2446361],[1846007,2471615],[1868367,2484278],[1876476,2488823],[1888997,2497690],[1889067,2327622],[1890028,2498379],[1931070,2524060],[1931140,2360074],[1962624,2543926],[1967493,2546778],[1967563,2387780],[1976627,2551571],[1988674,2557834],[2009189,2570143],[2009259,2417983],[2068758,2605404],[2078806,2610575],[2086868,2614196],[2091737,2617048],[2091807,2477463],[2102796,2622337],[2146056,2645238],[2178618,2663810],[2178688,2538509],[2187938,2668287],[2195544,2671414],[2245508,2694936],[2250377,2697788],[2250447,2584488],[2296256,2720138],[2342215,2739907],[2430109,2777267] ] cell #2570 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431117],[485826],[543735],[571318],[598448],[634929],[664864],[668734],[690406],[694546],[732440],[737710],[763855],[766099],[793569],[801832],[803181],[823504],[835294],[842329],[867806],[872696],[877966],[879315],[901869],[907139],[917427],[933284],[935528],[947852],[951548],[962577],[983423],[984891],[990458],[997455],[1014024],[1021059],[1046536],[1051426],[1056696],[1058045],[1066482],[1069081],[1080935],[1084631],[1095660],[1102411],[1106107],[1107935],[1117136],[1134123],[1137819],[1148848],[1169694],[1171162],[1176729],[1183726],[1192561],[1195425],[1203975],[1206574],[1218428],[1222124],[1225837],[1228436],[1240290],[1243986],[1255015],[1258309],[1260908],[1272762],[1276458],[1287487],[1294238],[1297934],[1299762],[1308963],[1321941],[1332941],[1335805],[1344355],[1346954],[1354933],[1357797],[1366347],[1368946],[1380800],[1384496],[1387791],[1390655],[1399205],[1401804],[1413658],[1417354],[1421067],[1423666],[1435520],[1439216],[1450245],[1459724],[1463597],[1468364],[1472900],[1474597],[1477461],[1485459],[1496459],[1499323],[1507873],[1510472],[1518317],[1529317],[1532181],[1540731],[1543330],[1551309],[1554173],[1562723],[1565322],[1577176],[1580872],[1590058],[1591516],[1598442],[1602485],[1604879],[1626355],[1631122],[1637355],[1640219],[1654954],[1658827],[1663594],[1668130],[1669827],[1672691],[1680689],[1691689],[1694553],[1703103],[1705702],[1719087],[1720211],[1722615],[1727124],[1731085],[1740275],[1751631],[1758557],[1764994],[1781885],[1783343],[1790269],[1794312],[1796706],[1818182],[1822949],[1829182],[1832046],[1841718],[1846117],[1848418],[1865006],[1866464],[1875881],[1882794],[1905358],[1906482],[1908886],[1913395],[1917356],[1937902],[1944828],[1951265],[1963454],[1969259],[1985386],[1986510],[1991275],[1995674],[2016021],[2020448],[2024847],[2027148],[2054611],[2061524],[2079039],[2096582],[2100981],[2105413],[2128469],[2132883],[2138688],[2160704],[2165103],[2204436],[2212137],[2229680],[2234079],[2237679],[2264053],[2294972],[2304095],[2327664],[2358808],[2387822],[2416717],[2471426],[2543286] ] cell #2571 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [40355,595547],[51402,661963],[56808,695452],[64416,735196],[71029,767005],[77962,597002],[80998,820603],[86559,840884],[87634,845574],[95103,875452],[95878,663418],[102022,904625],[104128,504547],[108635,936434],[115232,957014],[115363,957598],[116632,735789],[124806,989013],[125881,993703],[126253,565412],[129566,402984],[133359,1019614],[134434,1024304],[136789,1034191],[141903,1054182],[142678,822058],[147410,623556],[149138,838699],[150376,1078998],[150569,1079156],[153957,455002],[159814,1105702],[161988,1111573],[162119,1112157],[163388,876045],[172361,1143285],[172492,1143869],[173761,905218],[175666,1154438],[176741,1159128],[181935,1175284],[183010,1179974],[183382,515371],[185365,1189861],[188111,718434],[191364,954555],[192995,1205395],[194626,543077],[203545,754726],[204033,1232015],[204164,1232599],[205273,986828],[206511,1238353],[206704,1238511],[215903,575529],[217631,1017429],[218869,1270825],[219062,1270983],[222450,413808],[222938,1281924],[223069,1282508],[223760,1284693],[224338,797780],[228307,1297529],[230481,1303400],[230612,1303984],[231881,1054775],[233786,1314553],[234861,1319243],[235027,1064036],[237733,827272],[238619,1073244],[241691,1076699],[243999,638415],[250514,639140],[254373,858690],[256164,1361216],[256357,1361374],[257626,1109114],[259257,1367767],[260888,664206],[265749,1384091],[268851,669187],[271799,1397117],[272104,1140826],[273735,1400625],[275366,485168],[277094,907592],[278332,1411721],[278525,1411879],[279405,1414180],[279536,499527],[284285,698757],[284773,1427245],[284904,1427829],[286013,1173099],[287251,1433583],[287444,1433741],[290209,1183321],[291320,1444682],[291451,1445266],[292142,1447451],[292720,939739],[292999,942203],[295959,943616],[296749,1198844],[302825,543209],[303711,1210737],[309091,738163],[312039,1483923],[312611,1485648],[314705,975401],[315591,977338],[316968,1491646],[318663,1236054],[320971,769585],[327486,770310],[327974,1514051],[328105,1514635],[331400,774249],[332286,1265071],[332918,1021512],[333642,1266177],[334903,1527036],[335034,1527620],[335358,1268526],[337666,574804],[340919,1026837],[342550,1542151],[343596,590356],[343789,1544608],[344181,416861],[348040,802285],[349831,1557592],[350024,1557750],[350988,1560635],[351293,1300941],[352924,1564143],[354555,597790],[355948,1311784],[356283,1057149],[356441,1060287],[357521,1575239],[357714,1575397],[358594,1577698],[358725,612149],[362399,1322130],[363854,1328128],[371407,1339224],[377483,848107],[378369,1351117],[379001,842782],[379725,1352223],[380986,1613598],[381117,1614182],[381720,1615779],[384021,1098175],[384811,1099354],[387040,866353],[390887,664338],[391773,1111051],[394305,666785],[397153,878419],[398944,1643638],[399137,1643796],[400101,1646681],[401913,1648664],[403774,1394074],[404485,1145240],[405036,1395427],[405371,1138272],[405529,1150100],[406765,1656433],[406958,1656591],[409850,485300],[410736,1405967],[413940,498009],[416116,495783],[419636,1680878],[421730,916208],[422616,917880],[423248,1177182],[423972,1428935],[423993,1686876],[425233,1689408],[425364,701221],[425688,1431284],[427996,698032],[431020,1185612],[431033,1442381],[431249,1182507],[432880,1704523],[433926,713584],[434119,1706980],[434511,518424],[438371,1453021],[444140,952001],[446784,1463786],[448239,1469784],[453931,1733985],[455792,1480880],[456503,958969],[457054,1482233],[457389,1222577],[457547,963829],[458783,1741754],[458976,1741912],[461694,976754],[463149,1226137],[465438,754858],[467957,765203],[470702,1237233],[472931,994491],[474684,1765183],[476778,996236],[477664,997908],[478296,990911],[479020,1515741],[479041,1771181],[480281,1773713],[480412,772774],[481236,1775173],[481985,1520890],[482341,1776115],[482925,1518506],[484380,1524504],[485729,1277304],[485742,1525841],[485958,1265363],[487747,1783643],[491933,1535600],[498895,1547493],[502246,1807606],[503476,1808019],[505337,1037712],[506048,1305355],[506599,1558945],[506934,1298387],[507092,805423],[507566,806795],[508328,809172],[508521,1815946],[511413,597922],[512299,1302878],[514831,600369],[515094,1314698],[515503,610631],[517679,608405],[525654,833358],[527158,1846306],[529403,1073536],[532421,1594303],[538190,1085084],[539145,1858294],[539894,1607452],[540250,1859236],[540834,1605068],[542289,1611066],[543638,1085477],[543651,1612403],[543867,1351409],[545656,1866764],[548781,1099512],[548913,859796],[554550,1106560],[554865,876747],[557194,1110467],[558649,1366647],[560938,876177],[563111,1889242],[564341,1889655],[566202,1120833],[566913,1113528],[567464,1644991],[567799,1384949],[567957,881557],[568431,882929],[569193,885306],[569386,1897582],[570192,1398117],[570422,1899010],[570727,1899158],[571169,1650534],[571455,1388073],[572224,1648251],[575252,1407218],[575661,676074],[577993,673697],[580637,1659016],[582092,1665014],[589645,1676110],[591242,1417807],[593858,917022],[594607,1683262],[594963,1930674],[598351,919313],[598364,1688213],[598580,1428121],[599291,698889],[601810,693650],[604555,1432463],[6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] cell #2572 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [102274],[130658],[136175],[155049],[168530],[174412],[179234],[184751],[197830],[211184],[214486],[215556],[221509],[226650],[228613],[232532],[249097],[250167],[257103],[264092],[266055],[269810],[270404],[281322],[282868],[283462],[283938],[289891],[299978],[310050],[310644],[312871],[324523],[326069],[326663],[327139],[330988],[333324],[345576],[348446],[348999],[349593],[362659],[365731],[367435],[374636],[377071],[379407],[381299],[388040],[394689],[397559],[398112],[398706],[401745],[402040],[417669],[419165],[421206],[421318],[423654],[433688],[437749],[437950],[441520],[447044],[450116],[451820],[453763],[454058],[459304],[461954],[465026],[466730],[473931],[474213],[476254],[476366],[478702],[481716],[482454],[495162],[497597],[499933],[503308],[503603],[518085],[519232],[522013],[522287],[522848],[526687],[531799],[532000],[535275],[535570],[537491],[537603],[539625],[540363],[548159],[548360],[551930],[557454],[560526],[562230],[564173],[564468],[570901],[580897],[583969],[585673],[587616],[587911],[594338],[595076],[607784],[610107],[610219],[612555],[615636],[615929],[623105],[625427],[625701],[626262],[628100],[629363],[630101],[631694],[631871],[634512],[643142],[643416],[643977],[647816],[652928],[653129],[656404],[656699],[658620],[658732],[660754],[661492],[678470],[678671],[681946],[682241],[684162],[684274],[686296],[687034],[694129],[704125],[707197],[708901],[710844],[711139],[724687],[725020],[727454],[727869],[728162],[730051],[732023],[733855],[734725],[746806],[747099],[754275],[756597],[756871],[757432],[759270],[760533],[761271],[763041],[765682],[781745],[784067],[784341],[784902],[786740],[788003],[788741],[790334],[790511],[793152],[799545],[799657],[811568],[811769],[815044],[815339],[817260],[817372],[819394],[820132],[830219],[833895],[834169],[834877],[837350],[837434],[840097],[844104],[855603],[864943],[865276],[867710],[868125],[868418],[870307],[872279],[894116],[894449],[896883],[897298],[897591],[899480],[901452],[903284],[904154],[909762],[913356],[913533],[923704],[926026],[926300],[926861],[928699],[929962],[930700],[932470],[935111],[941504],[941616],[946503],[946587],[947756],[950356],[950649],[953402],[953948],[972235],[972568],[978348],[982024],[983006],[988226],[1003732],[1008949],[1012625],[1012899],[1013607],[1016080],[1016164],[1018827],[1022834],[1026449],[1029046],[1032850],[1043673],[1044006],[1046440],[1046855],[1047148],[1049037],[1051009],[1059319],[1063090],[1067928],[1068474],[1075601],[1090585],[1094261],[1094535],[1095243],[1101062],[1101146],[1104915],[1126794],[1127127],[1132774],[1132858],[1134027],[1135133],[1136627],[1136920],[1139452],[1139673],[1140219],[1150904],[1153651],[1157658],[1164619],[1168295],[1169277],[1174497],[1182119],[1184716],[1194327],[1217079],[1217163],[1218332],[1219438],[1220932],[1221225],[1223757],[1227283],[1227829],[1249940],[1253616],[1254598],[1259755],[1260301],[1262616],[1263869],[1266532],[1267428],[1278858],[1292889],[1292973],[1295248],[1296742],[1313766],[1331148],[1345801],[1346347],[1348662],[1349915],[1352578],[1356699],[1379451],[1379535],[1381810],[1383304],[1387224],[1389557],[1392347],[1396330],[1422513],[1423059],[1425374],[1426627],[1461791],[1461875],[1474030],[1476363],[1479153],[1483136],[1494666],[1509319],[1509865],[1512180],[1513433],[1517773],[1553075],[1555865],[1588412],[1591842],[1592388],[1604335],[1624549],[1639121],[1641911],[1646776],[1712765],[1717503],[1720871],[1732097],[1748527],[1752503],[1839182],[1842756],[1873173],[1960840],[1992313] ] cell #2573 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [95041],[123638],[136727],[141841],[146673],[160423],[174498],[180767],[185303],[188381],[193889],[202808],[204895],[215166],[215642],[221373],[228916],[232618],[236310],[238241],[244269],[249777],[250253],[254643],[260151],[269121],[269674],[270490],[274629],[276716],[283548],[284024],[285635],[289755],[294383],[301402],[303333],[309361],[309914],[310730],[313282],[315213],[321241],[323086],[326749],[327225],[329977],[330032],[331908],[332540],[333188],[337936],[343444],[348310],[348863],[349679],[353818],[369041],[374722],[376060],[376115],[377991],[378623],[379271],[382445],[388126],[389464],[391395],[393228],[397423],[397976],[398792],[401408],[401468],[401549],[408427],[410358],[416386],[417755],[420307],[420362],[422238],[422870],[423518],[428266],[430111],[433774],[442542],[448727],[449105],[451684],[453426],[453486],[453567],[463637],[466594],[467744],[468336],[474017],[475355],[475410],[477286],[477918],[478566],[489567],[495248],[496586],[498517],[499797],[502971],[503031],[503112],[503892],[509990],[511921],[513754],[517949],[519318],[519794],[525441],[527825],[528691],[528746],[530757],[533786],[534938],[535079],[537812],[547117],[550146],[554172],[559137],[559515],[562094],[563836],[563896],[563977],[564757],[576395],[582580],[582958],[585537],[587279],[587420],[592960],[595412],[595493],[601597],[602189],[607870],[609208],[611139],[612419],[612972],[617419],[618459],[622768],[622828],[622909],[624492],[624992],[628168],[632160],[640006],[642207],[642707],[645883],[649820],[651886],[654915],[656067],[656208],[661828],[661909],[672112],[674496],[675362],[677428],[680457],[681609],[681750],[684483],[689448],[692405],[705808],[706186],[708765],[709915],[710507],[710648],[711428],[718960],[719460],[720039],[720539],[721615],[726732],[726905],[729652],[735061],[735142],[741088],[743472],[744338],[745669],[745842],[749629],[753938],[754079],[755662],[759338],[777099],[779886],[781408],[781549],[783132],[783632],[786808],[790800],[792811],[795840],[808460],[810526],[813555],[814707],[814848],[820468],[820549],[828391],[828564],[829497],[829670],[830841],[836720],[839225],[839725],[841880],[850957],[853744],[855266],[855407],[856711],[860295],[860795],[861871],[867161],[875398],[884594],[889468],[889968],[891044],[892084],[896161],[896334],[899081],[904490],[904571],[906154],[909830],[919058],[921845],[923367],[923508],[925091],[928767],[944753],[945873],[947207],[955674],[955847],[958124],[967587],[968087],[969163],[970203],[977626],[977799],[978970],[990009],[999086],[1001873],[1003395],[1003536],[1008227],[1008400],[1009571],[1010650],[1015450],[1017955],[1018455],[1020610],[1025900],[1034137],[1039025],[1039525],[1040601],[1041641],[1045891],[1054128],[1075346],[1077836],[1080290],[1089863],[1090036],[1091207],[1092286],[1100432],[1101766],[1112683],[1122146],[1122646],[1123722],[1124762],[1132144],[1133478],[1134584],[1141945],[1142118],[1144395],[1155434],[1163897],[1164070],[1165241],[1166320],[1176280],[1189807],[1201307],[1201807],[1212839],[1216449],[1217783],[1218889],[1234701],[1239645],[1249218],[1249391],[1250562],[1251641],[1269663],[1272117],[1283034],[1292259],[1293593],[1294699],[1304510],[1315549],[1322498],[1330426],[1330599],[1341687],[1363679],[1378821],[1380155],[1381261],[1408069],[1413013],[1434875],[1445792],[1452358],[1453373],[1461161],[1464154],[1472255],[1486016],[1494117],[1538063],[1576531],[1583304],[1583454],[1594655],[1616131],[1659384],[1667485],[1712159],[1722723],[1743569],[1786482],[1908994] ] cell #2574 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [142155],[169634],[198934],[213528],[227754],[248139],[265196],[267334],[279674],[281910],[304344],[307574],[323701],[325111],[341806],[346523],[347409],[358863],[367030],[372119],[389053],[392406],[395636],[396522],[411369],[414599],[421020],[430726],[432136],[440481],[443255],[451415],[466325],[467190],[471414],[476068],[487556],[492645],[509579],[512932],[516162],[517048],[522654],[524887],[534531],[537305],[545465],[550891],[553665],[554804],[561825],[574334],[577108],[585268],[600178],[601043],[605267],[609921],[615843],[618653],[626068],[628301],[637945],[640719],[643783],[646016],[655660],[658434],[666594],[669325],[671558],[681202],[683976],[692136],[697562],[700336],[701475],[708496],[717789],[728076],[730886],[738301],[740534],[747013],[749823],[757238],[759471],[769115],[771889],[774483],[777293],[784708],[786941],[796585],[799359],[802423],[804656],[814300],[817074],[825234],[834536],[838054],[842920],[846754],[848341],[851151],[858045],[868332],[871142],[878557],[880790],[887218],[897505],[900315],[907730],[909963],[916442],[919252],[926667],[928900],[938544],[941318],[950563],[952139],[959203],[963062],[965337],[986183],[991049],[996470],[999280],[1013266],[1016784],[1021650],[1025484],[1027071],[1029881],[1036775],[1047062],[1049872],[1057287],[1059520],[1072599],[1073770],[1076421],[1081396],[1085416],[1094902],[1106698],[1113762],[1119896],[1136834],[1138410],[1145474],[1149333],[1151608],[1172454],[1177320],[1182741],[1185551],[1195147],[1200136],[1202826],[1221139],[1222715],[1233125],[1240751],[1264426],[1265597],[1268248],[1273223],[1277243],[1298525],[1305589],[1311723],[1324453],[1331415],[1350472],[1351643],[1357519],[1362508],[1385087],[1390377],[1395366],[1398056],[1428355],[1435981],[1454555],[1477183],[1482172],[1487971],[1515161],[1520829],[1527791],[1553895],[1558884],[1607391],[1617313],[1639941],[1644930],[1649785],[1683201],[1721691],[1735106],[1767506],[1809140],[1847550],[1890776],[1968232],[2077499] ] cell #2575 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [283544],[326745],[348245],[374718],[397358],[419382],[419457],[422179],[433770],[451619],[474430],[474505],[477227],[482671],[482746],[495244],[502059],[517884],[526904],[526979],[530632],[537753],[540580],[540655],[562924],[572037],[585472],[608358],[611080],[616219],[618334],[620926],[624868],[630318],[630393],[635648],[644652],[648033],[648108],[673650],[677303],[684424],[687251],[687326],[709595],[717682],[720415],[726798],[728452],[730567],[733159],[742626],[747389],[747782],[749504],[752096],[758107],[761488],[761563],[776974],[779566],[783508],[788958],[789033],[794288],[806748],[829563],[837947],[840680],[844779],[850832],[853424],[857938],[860671],[868708],[869101],[870823],[873415],[882882],[889844],[896227],[897881],[899996],[902588],[912055],[918933],[921525],[927536],[930917],[930992],[950939],[956846],[961012],[967963],[977692],[982540],[986076],[988809],[994444],[998961],[1001553],[1008293],[1016677],[1019410],[1023509],[1029562],[1032154],[1039401],[1047438],[1047831],[1049553],[1052145],[1061612],[1072492],[1075221],[1076181],[1089929],[1105498],[1110013],[1111405],[1117855],[1122522],[1137210],[1143117],[1147283],[1154234],[1158333],[1163963],[1168811],[1172347],[1175080],[1180715],[1185232],[1187824],[1194907],[1199743],[1201683],[1221515],[1231847],[1236112],[1236997],[1249284],[1254132],[1264319],[1267048],[1268008],[1281756],[1285922],[1297325],[1301840],[1303232],[1309682],[1314349],[1328186],[1329071],[1330492],[1350365],[1353094],[1357279],[1365460],[1365522],[1383887],[1390137],[1394973],[1396913],[1408904],[1427077],[1431342],[1432227],[1444514],[1452424],[1458837],[1458899],[1476943],[1481779],[1483719],[1495899],[1513883],[1522866],[1524562],[1525447],[1526868],[1553655],[1561836],[1561898],[1582966],[1589498],[1609428],[1611124],[1612009],[1613430],[1639701],[1647654],[1654067],[1654129],[1685238],[1691129],[1712386],[1721451],[1732975],[1739388],[1739450],[1769543],[1774793],[1781325],[1843634],[1857914],[1864446],[1877121],[1898657],[1964845],[1978685],[1993191],[2080782],[2106804],[2213880], 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] cell #2576 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2577 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [322741],[388772],[429766],[440200],[467299],[509298],[519449],[524996],[574053],[592615],[601152],[608516],[637664],[671667],[673808],[685795],[709470],[740643],[742784],[778963],[779441],[792078],[806906],[852821],[853299],[883040],[889719],[891351],[905889],[920922],[921400],[967838],[969470],[1000950],[1001428],[1008515],[1010385],[1039276],[1040908],[1090151],[1092021],[1107572],[1122397],[1124029],[1132437],[1164185],[1165492],[1166055],[1201558],[1216742],[1233968],[1249506],[1250813],[1251376],[1292552],[1293708],[1330714],[1341938],[1354274],[1363414],[1379114],[1380270],[1423917],[1446043],[1454382],[1461454],[1472370],[1484857],[1510723],[1538314],[1576646],[1585223],[1595664],[1602736],[1614387],[1667600],[1705953],[1713839],[1724492],[1787491],[1794563],[1849518],[1910763],[2028248], [86419,730370],[115170,627759],[124666,870626],[133219,899799],[150355,533957],[157759,548469],[159674,982343],[161926,758929],[172299,786399],[175526,1029365],[176189,1284364],[181795,1049356],[191343,446470],[201709,461673],[201799,1105441],[203971,864602],[206351,653238],[206490,655086],[208266,874220],[218848,680628],[222876,909421],[223620,1156152],[228167,1168614],[230419,928358],[233646,1185035],[234309,1447122],[237712,362085],[246106,733964],[253309,384790],[253764,550610],[256143,550317],[257605,388479],[259052,557173],[259142,988752],[261314,762583],[265609,1253935],[271659,1266851],[272083,580323],[278311,796011],[279343,1031378],[282539,1297268],[284711,1043332],[285510,1560306],[287091,811878],[287230,813726],[289006,1052950],[291258,1058978],[292002,1316267],[296728,439907],[305436,631413],[305526,840623],[311899,1352897],[312297,314684],[312590,645474],[313743,646125],[319907,470681],[320362,655379],[325740,1383830],[327912,1126453],[328711,1646352],[330379,1390486],[334841,1139111],[339773,903393],[347431,697281],[348765,1684481],[349810,696988],[350848,1429609],[351272,509005],[352719,703844],[352809,1175023],[354981,932012],[357500,937970],[358532,1187048],[359276,1188629],[362378,524345],[371386,373204],[373659,534250],[374266,1483662],[376462,1477292],[380924,1223416],[381408,749307],[389925,759580],[396544,768834],[397878,1768786],[398923,768541],[399961,1516415],[401621,1520248],[401851,1260677],[403753,573760],[406744,1024910],[412461,790053],[412551,1019353],[418223,1032959],[418924,1288081],[419615,804114],[420709,1554004],[420768,804765],[422336,1810394],[425171,1299226],[426932,604534],[427387,814019],[432765,1314292],[434937,1062632],[435736,1838179],[438059,618137],[444901,446763],[449507,1609777],[450277,628410],[451437,846473],[452139,1857479],[453639,1606810],[453869,1346723],[455771,637371],[458762,846180],[473561,1646420],[474663,880248],[475757,1640050],[475816,880899],[477384,1892030],[480219,1385788],[481215,1140595],[481492,1389589],[481986,1649923],[482904,671016],[491912,493730],[494185,680921],[494792,1396856],[496988,1409253],[500620,913075],[500710,1154177],[501450,1160027],[501934,918736],[503184,1682620],[503414,1423435],[505186,1932937],[510451,929009],[517070,938263],[518404,1955057],[527137,952840],[529093,1721800],[530435,532109],[535151,1737439],[535381,957654],[537053,963171],[537910,1977589],[539124,954324],[539401,1476395],[539895,1735244],[540813,739992],[559917,1769892],[561847,994602],[562799,998764],[564049,1766925],[564279,1510241],[566051,2011056],[569827,1267460],[570696,1520067],[571912,776777],[578754,580616],[583360,1523215],[584130,787050],[585290,1025203],[585992,2036209],[587492,1539001],[587722,1282564],[589624,591442],[591897,796304],[592504,1284432],[594114,1553107],[594608,1809278],[607414,1560374],[609669,1059629],[611237,2070760],[620323,1068850],[620801,1075024],[622981,1846969],[623211,1592764],[624743,1076530],[625090,2086177],[629139,1078864],[629633,1862539],[630551,852648],[632666,2092614],[633438,1075633],[634307,1606629],[635523,850635],[648266,1107399],[650222,1877470],[656280,1893109],[656510,1112213],[658182,1117730],[660530,1639153],[661024,1890914],[667484,1397294],[677106,678780],[681822,1652118],[682052,1143925],[683724,1149442],[684581,2147018],[685622,687484],[686072,1411587],[686566,1668439],[690998,910072],[692158,912213],[693924,1682439],[706588,1685587],[708518,1180873],[712722,2180485],[715732,1447190],[720290,1195256],[720637,1961933],[721922,1194359],[724796,1720903],[725290,1968370],[727020,1202245],[727531,2194882],[731818,1205264],[733034,969881],[736460,1202064],[751493,1228205],[751971,1234379],[754151,1996526],[754381,1232655],[755913,1235885],[760309,1238219],[760803,2012096],[761721,1000777],[765477,1766744],[778790,789191],[783383,1268357],[783730,2244817],[787779,1270691],[788273,1779418],[791306,2251254],[792489,794163],[792947,1542020],[799107,1032029],[814920,1811473],[815150,1304040],[816822,1309557],[825256,1061770],[826632,1839214],[829785,1323872],[830296,2078144],[831092,1325733],[831655,1323691],[834672,1846788],[836604,2295549],[837013,1331553],[840555,1092537],[860546,1357628],[860893,2103892],[862178,1356731],[865052,1361082],[865546,2110329],[867276,1364617],[872074,1367636],[873290,1124440],[891762,902463],[896449,1397475],[896960,2341553],[901247,1400494],[906405,1154109],[920749,931150],[925342,1431115],[929738,1433449],[930232,1933977],[941066,1187699],[942999,1961174],[945757,2187231],[946166,1454693],[947322,1455809],[958375,1467389],[974761,1484480],[977914,1487390],[978425,2211242],[979221,1489251],[979784,1487209],[982801,1491515],[985142,1495071],[988684,1251892],[1009822,1522109],[1010901,1019285],[1015334,2429402],[1015743,1527929],[1041319,1052020],[1046006,1560993],[1050804,1564012],[1055962,1314224],[1064728,2077100],[1067321,1584846],[1069332,1586551],[1080405,1597091],[1091458,1608671],[1097558,1614669],[1100316,2310459],[1100725,1617451],[1101881,1618567],[1105373,1363930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] cell #2578 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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0,1306496],[1300153,1816957],[1306261,1819825],[1310919,1575727],[1325141,1841969],[1333938,2086557],[1336196,1851511],[1347442,1862292],[1357036,1870499],[1358188,1871502],[1361704,1624449],[1369434,1882283],[1391046,1902103],[1393442,1656921],[1399799,2341721],[1399896,2140525],[1402292,1912884],[1425274,1434071],[1430523,1939357],[1466797,1972589],[1477852,1982131],[1480248,1742242],[1488659,1991526],[1499714,2001068],[1503230,1763088],[1521517,2020699],[1530314,2245197],[1532572,2030241],[1543818,2041022],[1556960,1558080],[1565810,2061013],[1608079,2096833],[1629555,2114548],[1643006,1644126],[1662027,2142018],[1673082,2151560],[1675478,1928513],[1694944,2170497],[1698460,1949359],[1799906,2255473],[1821382,2273188],[1834833,1835953] ] cell #2579 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[1356961,1870607],[1358122,1871619],[1361707,1624452],[1369437,1882286],[1390980,1902220],[1393445,1656924],[1402295,1912887],[1425277,1434074],[1430448,1939465],[1453994,1962366],[1464785,1971153],[1466722,1972697],[1477786,1982248],[1480251,1742245],[1484207,1988184],[1488584,1991634],[1499648,2001185],[1503233,1763091],[1521442,2020807],[1532506,2030358],[1543821,2041025],[1556963,1558083],[1565813,2061016],[1584573,2078316],[1595276,2086610],[1608004,2096941],[1629480,2114656],[1643009,1644129],[1660015,2140582],[1661952,2142126],[1673016,2151677],[1675481,1928516],[1694878,2170614],[1698463,1949362],[1723842,2195054],[1787103,2245250],[1799831,2255581],[1821307,2273296],[1834836,1835956],[1910113,2341725] ] cell #2580 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355959],[405047],[457065],[482056],[506610],[539965],[567475],[570859],[590918],[594678],[629703],[634470],[658995],[661094],[686636],[694087],[695503],[714146],[725360],[731981],[756216],[760873],[765640],[767056],[788343],[793110],[802722],[817635],[819734],[831395],[834835],[845625],[865616],[866921],[872237],[878856],[894789],[901410],[925645],[930302],[935069],[936485],[944365],[946967],[958678],[962118],[972908],[979524],[982964],[984773],[993754],[1010125],[1013565],[1024355],[1044346],[1045651],[1050967],[1057586],[1065915],[1068963],[1077448],[1080050],[1091761],[1095201],[1098924],[1101526],[1113237],[1116677],[1127467],[1130636],[1133238],[1144949],[1148389],[1159179],[1165795],[1169235],[1171044],[1180025],[1192305],[1203408],[1206456],[1214941],[1217543],[1225270],[1228318],[1236803],[1239405],[1251116],[1254556],[1257742],[1260790],[1269275],[1271877],[1283588],[1287028],[1290751],[1293353],[1305064],[1308504],[1319294],[1328877],[1332685],[1337674],[1342241],[1343788],[1346836],[1354677],[1365780],[1368828],[1377313],[1379915],[1387535],[1398638],[1401686],[1410171],[1412773],[1420500],[1423548],[1432033],[1434635],[1446346],[1449786],[1459157],[1460773],[1467797],[1472015],[1474341],[1496203],[1501192],[1507306],[1510354],[1525253],[1529061],[1534050],[1538617],[1540164],[1543212],[1551053],[1562156],[1565204],[1573689],[1576291],[1589802],[1590949],[1593573],[1598186],[1602367],[1611815],[1623531],[1630555],[1637099],[1654387],[1656003],[1663027],[1667245],[1669571],[1691433],[1696422],[1702536],[1705584],[1715431],[1719955],[1722497],[1739708],[1741324],[1751064],[1758301],[1781629],[1782776],[1785400],[1790013],[1794194],[1815358],[1822382],[1828926],[1841600],[1847832],[1864750],[1865897],[1871101],[1875625],[1896994],[1901702],[1906226],[1908768],[1937335],[1944572],[1962868],[1981730],[1986254],[1991157],[2015454],[2020330],[2026562],[2049831],[2054355],[2096464],[2104827],[2123689],[2128213],[2132297],[2160586],[2193660],[2203850],[2229562],[2263467],[2294854],[2327078],[2387236],[2467480] ] cell #2581 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [717585],[730325],[748222],[797329],[837850],[840390],[857841],[859302],[869541],[870581],[899754],[911025],[939288],[956749],[961452],[976489],[982298],[985979],[987440],[988519],[1016580],[1019120],[1029320],[1031018],[1045357],[1048271],[1049311],[1060582],[1064223],[1072395],[1080839],[1083732],[1102315],[1105208],[1110202],[1111308],[1116011],[1128478],[1143020],[1147723],[1153944],[1168569],[1169027],[1170311],[1172250],[1173711],[1174790],[1184990],[1185448],[1186688],[1192666],[1207246],[1209888],[1229108],[1231750],[1240194],[1243087],[1253890],[1254348],[1255632],[1264222],[1266806],[1267264],[1272666],[1275559],[1281659],[1286362],[1289856],[1294142],[1296660],[1297035],[1298866],[1302029],[1303135],[1307838],[1313684],[1314059],[1321967],[1333046],[1335831],[1350268],[1352852],[1353310],[1355038],[1357823],[1369618],[1376418],[1380704],[1383222],[1383597],[1385428],[1387896],[1389403],[1396248],[1396623],[1402476],[1405118],[1413562],[1416455],[1419762],[1420065],[1424338],[1426887],[1426980],[1435424],[1438317],[1444324],[1444417],[1449120],[1458772],[1463623],[1472804],[1474702],[1476209],[1483054],[1483429],[1485485],[1499349],[1506568],[1506871],[1511144],[1513693],[1513786],[1517691],[1518343],[1519594],[1519897],[1526678],[1526771],[1529422],[1532207],[1544002],[1546291],[1546644],[1549228],[1549744],[1550314],[1551414],[1554199],[1565994],[1577080],[1579973],[1589132],[1589435],[1598547],[1600054],[1603157],[1604253],[1604905],[1606156],[1606459],[1613240],[1613333],[1621530],[1635562],[1635790],[1636360],[1637460],[1640245],[1647464],[1647557],[1648706],[1649276],[1658853],[1668034],[1669932],[1671439],[1672717],[1675662],[1678659],[1679229],[1680715],[1694579],[1706374],[1708663],[1717421],[1717606],[1718176],[1720316],[1727150],[1728401],[1728704],[1731111],[1732785],[1732878],[1734027],[1734597],[1749247],[1749550],[1758662],[1760169],[1763272],[1763534],[1765020],[1774400],[1774531],[1776192],[1790374],[1791881],[1794984],[1796732],[1797983],[1798286],[1801799],[1827389],[1832072],[1835017],[1838831],[1843444],[1843537],[1843667],[1846143],[1848444],[1852788],[1853285],[1853855],[1857521],[1857652],[1859313],[1873091],[1873276],[1873846],[1875986],[1882820],[1884071],[1884374],[1886781],[1898445],[1913421],[1914672],[1914975],[1917382],[1919801],[1920298],[1920868],[1944933],[1946440],[1949543],[1956358],[1960855],[1963480],[1964452],[1964583],[1969451],[1974287],[1978473],[1988388],[1993001],[1993094],[1993224],[1995700],[1998001],[2002345],[2002842],[2003412],[2027174],[2031518],[2032015],[2032585],[2038043],[2061550],[2062801],[2063104],[2065511],[2067930],[2077211],[2078520],[2079231],[2080373],[2080570],[2085099],[2102814],[2105439],[2106411],[2106542],[2109655],[2111410],[2116246],[2137125],[2138880],[2143716],[2167430],[2171774],[2172271],[2172841],[2187956],[2188588],[2189283],[2195258],[2197111],[2208678],[2210309],[2212329],[2213471],[2213668],[2218197],[2225038],[2239013],[2243739],[2268295],[2270050],[2274886],[2289742],[2290909],[2296274],[2297601],[2305429],[2311816],[2312511],[2320339],[2331906],[2335954],[2341929],[2343782],[2355349],[2364868],[2371709],[2388960],[2390127],[2396819],[2403531],[2410223],[2424762],[2430127],[2431454],[2439282],[2454192],[2465759],[2479810],[2491690],[2509486],[2510653],[2517345],[2530749],[2586835],[2598715], [874981,1372260],[985563,1496564],[1033720,1805160],[1053711,1568636],[1069753,1590163],[1107961,1626381],[1150988,1919149],[1171834,1691794],[1189390,1709016],[1195451,1719113],[1261580,1781990],[1262700,2022267],[1278312,2036382],[1299788,1818208],[1311103,1829287],[1347626,1865111],[1348746,2098401],[1390681,1905384],[1391801,2134012],[1393626,1906587],[1408324,2147902],[1425458,2162523],[1441070,1951291],[1477487,1985412],[1478607,2205565],[1480432,1986615],[1512264,2231499],[1520357,2237871],[1522286,2239210],[1523410,2024873],[1555319,2265182],[1557144,2054716],[1606919,2304287],[1608848,2305626],[1609972,2101007],[1624633,2316924],[1641365,2328793],[1643190,2128574],[1648209,2132909],[1650072,2335259],[1682729,2359000],[1684658,2360339],[1685782,2165129],[1733530,2204462],[1735393,2396124],[1751957,2406952],[1767034,2416909],[1768963,2418248],[1770087,2234105],[1807564,2264079],[1809427,2445669],[1810503,2446364],[1847078,2471618],[1868435,2484281],[1876541,2488820],[1889200,2327690],[1891063,2497687],[1892139,2498382],[1931273,2360142],[1933086,2524057],[1962692,2543929],[1967696,2387848],[1968519,2546775],[1977698,2551574],[1988739,2557831],[2009392,2418051],[2011205,2570140],[2070869,2605407],[2078871,2610572],[2086936,2614199],[2091940,2477531],[2092763,2617045],[2102799,2622320],[2147127,2645241],[2178821,2538577],[2180634,2663807],[2187941,2668270],[2195609,2671411],[2245576,2694939],[2250580,2584556],[2251403,2697785],[2296259,2720121],[2342280,2739904],[2430112,2777250] ] cell #2582 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [40356,595548],[51403,661964],[56809,695449],[64417,735197],[71030,767002],[77963,596999],[80999,820604],[86560,840885],[87635,845571],[95104,875453],[95879,663415],[102023,904626],[104129,504544],[108636,936431],[115203,957015],[115364,957595],[116633,735786],[124807,989014],[125882,993700],[126254,565409],[129567,402981],[133360,1019615],[134435,1024301],[136790,1034192],[141904,1054183],[142679,822055],[147411,623553],[149139,838696],[150377,1078995],[150530,1079157],[153958,454999],[159815,1105703],[161959,1111574],[162120,1112154],[163389,876042],[172332,1143286],[172493,1143866],[173762,905215],[175667,1154439],[176742,1159125],[181936,1175285],[183011,1179971],[183383,515368],[185366,1189862],[188112,718431],[191365,954552],[192992,1205396],[194627,543074],[203546,754723],[204004,1232016],[204165,1232596],[205274,986825],[206512,1238350],[206665,1238512],[215904,575526],[217632,1017426],[218870,1270822],[219023,1270984],[222451,413805],[222909,1281925],[223070,1282505],[223761,1284694],[224339,797777],[228308,1297530],[230452,1303401],[230613,1303981],[231882,1054772],[233787,1314554],[234862,1319240],[235028,1064037],[237734,827269],[238620,1073241],[241688,1076700],[244000,638412],[250515,639137],[254374,858687],[256165,1361213],[256318,1361375],[257627,1109111],[259254,1367768],[260889,664203],[265750,1384092],[268852,669184],[271800,1397118],[272105,1140823],[273732,1400626],[275367,485165],[277095,907589],[278333,1411718],[278486,1411880],[279376,1414181],[279537,499528],[284286,698754],[284744,1427246],[284905,1427826],[286014,1173096],[287252,1433580],[287405,1433742],[290210,1183322],[291291,1444683],[291452,1445263],[292143,1447452],[292721,939736],[293000,942204],[295956,943617],[296750,1198841],[302826,543210],[303712,1210734],[309092,738160],[312040,1483924],[312612,1485645],[314706,975398],[315592,977335],[316965,1491647],[318660,1236055],[320972,769582],[327487,770307],[327945,1514052],[328106,1514632],[331401,774243],[332287,1265068],[332919,1021509],[333643,1266178],[334874,1527037],[335035,1527617],[335355,1268527],[337667,574801],[340920,1026831],[342547,1542152],[343597,590357],[343750,1544609],[344182,416858],[348041,802282],[349832,1557589],[349985,1557751],[350989,1560636],[351294,1300938],[352921,1564144],[354556,597787],[356003,1311785],[356284,1057146],[356442,1060288],[357522,1575236],[357675,1575398],[358565,1577699],[358726,612150],[362400,1322127],[363851,1328129],[371408,1339221],[377484,848101],[378370,1351114],[379002,842779],[379726,1352224],[380957,1613599],[381118,1614179],[381717,1615780],[384018,1098176],[384812,1099351],[387041,866350],[390888,664339],[391774,1111048],[394306,666782],[397154,878416],[398945,1643635],[399098,1643797],[400102,1646682],[401884,1648665],[403775,1394071],[404486,1145234],[405091,1395428],[405372,1138269],[405530,1150101],[406766,1656430],[406919,1656592],[409851,485301],[410737,1405964],[413941,498010],[416117,495780],[419637,1680875],[421731,916202],[422617,917877],[423249,1177179],[423973,1428936],[423990,1686877],[425204,1689409],[425365,701222],[425685,1431285],[427997,698029],[431021,1185613],[431098,1442382],[431250,1182501],[432877,1704524],[433927,713585],[434080,1706981],[434512,518421],[438368,1453022],[444141,951998],[446785,1463783],[448236,1469785],[453902,1733986],[455793,1480877],[456504,958963],[457109,1482234],[457390,1222574],[457548,963830],[458784,1741751],[458937,1741913],[461695,976755],[463146,1226138],[465439,754859],[467958,765200],[470703,1237230],[472932,994488],[474685,1765180],[476779,996230],[477665,997905],[478297,990908],[479021,1515742],[479038,1771182],[480252,1773714],[480413,772775],[481237,1775170],[482100,1520891],[482302,1776116],[482926,1518503],[484377,1524505],[485730,1277305],[485807,1525842],[485959,1265357],[487744,1783644],[491934,1535597],[498896,1547490],[502243,1807607],[503447,1808020],[505338,1037706],[506049,1305349],[506654,1558946],[506935,1298384],[507093,805424],[507567,806792],[508329,809173],[508482,1815947],[511414,597923],[512300,1302875],[514832,600366],[515097,1314699],[515504,610632],[517680,608402],[525655,833355],[527159,1846303],[529404,1073530],[532418,1594304],[538191,1085081],[539146,1858291],[540009,1607453],[540211,1859237],[540835,1605065],[542286,1611067],[543639,1085478],[543716,1612404],[543868,1351403],[545653,1866765],[548778,1099513],[548914,859797],[554551,1106557],[554866,876741],[557195,1110468],[558646,1366648],[560939,876178],[563108,1889243],[564312,1889656],[566203,1120827],[566914,1113522],[567519,1644992],[567800,1384946],[567958,881558],[568432,882926],[569194,885307],[569347,1897583],[570193,1398118],[570419,1899011],[570721,1899159],[571299,1650535],[571456,1388067],[572221,1648252],[575255,1407219],[575662,676075],[577994,673694],[580638,1659013],[582089,1665015],[589646,1676107],[591243,1417804],[593859,917023],[594722,1683263],[594924,1930675],[598352,919314],[598429,1688214],[598581,1428115],[599292,698890],[601811,693647],[604556,1432460],[6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] cell #2583 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2584 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [41746],[53408],[65984],[72491],[78755],[88492],[96671],[97655],[103590],[104614],[115968],[117600],[126007],[126739],[135292],[137536],[138052],[143471],[148299],[151334],[160837],[162724],[164356],[164872],[173097],[174729],[178112],[183136],[183868],[188795],[190457],[195515],[204434],[204927],[207469],[210062],[216792],[219827],[229330],[231217],[232849],[233365],[236632],[238273],[244683],[246345],[251403],[255057],[256719],[257420],[261777],[269535],[271197],[276255],[285174],[285667],[288209],[290802],[294415],[296543],[301724],[303365],[309775],[311437],[313604],[315245],[321655],[323317],[328375],[330299],[331940],[338350],[340012],[345070],[348724],[350386],[351087],[355444],[361280],[369073],[371201],[376382],[378023],[382477],[384605],[389786],[391427],[397837],[399499],[401440],[403568],[408749],[410390],[416800],[418462],[420629],[422270],[428680],[430342],[435400],[442864],[445665],[449427],[452098],[453458],[455586],[460575],[468368],[470496],[475677],[477318],[481806],[489599],[491727],[496908],[498549],[503003],[505131],[510312],[511953],[518363],[520025],[527857],[529013],[534970],[537844],[539715],[556075],[559837],[563868],[565996],[576717],[579518],[583280],[585951],[587311],[589439],[594428],[602221],[604349],[609530],[611171],[621844],[622800],[625024],[629453],[632611],[640328],[650142],[656099],[660844],[674528],[675684],[681641],[684515],[686386],[702746],[706508],[710539],[712667],[720571],[725110],[727476],[743504],[744660],[753970],[760623],[780484],[781440],[783664],[788093],[791251],[808782],[814739],[819484],[830241],[836682],[854342],[855298],[860827],[865366],[884916],[890000],[894539],[896905],[923399],[930052],[945835],[968119],[972658],[978370],[1003427],[1008971],[1015412],[1039557],[1044096],[1090607],[1100394],[1122678],[1127217],[1132106],[1164641],[1201839],[1216411],[1249962],[1292221],[1331170],[1378783],[1461123],[1583266] ] cell #2585 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [55236],[73403],[89404],[97778],[105526],[117723],[127651],[129071],[136204],[137659],[151457],[153462],[160149],[164479],[174852],[177647],[178235],[184780],[190580],[194131],[200645],[207592],[209597],[210185],[219950],[221955],[226026],[228642],[232972],[237384],[240656],[246468],[251907],[256842],[260393],[263468],[266084],[271320],[274871],[281385],[282268],[288332],[290337],[290925],[294763],[295013],[302476],[305748],[311560],[312147],[314356],[317628],[323440],[324586],[325469],[331051],[334323],[340135],[345574],[350509],[354060],[357135],[361188],[361935],[365794],[369421],[369671],[373995],[377134],[380406],[382825],[383075],[390538],[393810],[394687],[399622],[401788],[402038],[409501],[412773],[418585],[419172],[421381],[424653],[430465],[432494],[437055],[441518],[445573],[446320],[447831],[450179],[450890],[453806],[454056],[460483],[461230],[465089],[468716],[468966],[473290],[474220],[476429],[479701],[481714],[482461],[489947],[490197],[494521],[497660],[500932],[503351],[503601],[511064],[514336],[520148],[522285],[526694],[528205],[531105],[533060],[535318],[535568],[536356],[537666],[539623],[540370],[547465],[551928],[555983],[556730],[558241],[560589],[564216],[564466],[570908],[579426],[580173],[581684],[584032],[584743],[587659],[587909],[592233],[594336],[595083],[602569],[602819],[607143],[610282],[613554],[615936],[621752],[623148],[624832],[625699],[627406],[629361],[630108],[630970],[631869],[634519],[643414],[647823],[649334],[652234],[654189],[656447],[656697],[658795],[660752],[661499],[674876],[677776],[679731],[681989],[682239],[683027],[684337],[686294],[687041],[688552],[691611],[694136],[702654],[703401],[704912],[707260],[710887],[711137],[715461],[720379],[723993],[725018],[727275],[727452],[728169],[732030],[734732],[743852],[747106],[752922],[754318],[756869],[758576],[760531],[761278],[763039],[765689],[780392],[781788],[783472],[784339],[786046],[788001],[788748],[789610],[790509],[793159],[795114],[798410],[799720],[807974],[810874],[812829],[815087],[815337],[817435],[819392],[820139],[821650],[830040],[830217],[834167],[834884],[836808],[837441],[854250],[855646],[860635],[864249],[865274],[867708],[868425],[872286],[884108],[889808],[893422],[894447],[895843],[896704],[896881],[897598],[901459],[904161],[906494],[909068],[912632],[913531],[922351],[923747],[926298],[928005],[929960],[930707],[932468],[935118],[937073],[941679],[945961],[946594],[947754],[950656],[953409],[967927],[971541],[972566],[973962],[978169],[978346],[983013],[1002379],[1003775],[1008770],[1008947],[1010990],[1012897],[1013614],[1014639],[1015538],[1016171],[1026270],[1026447],[1039365],[1042979],[1044004],[1046438],[1047155],[1051016],[1058625],[1063088],[1067935],[1090406],[1090583],[1092626],[1094533],[1095250],[1096275],[1100520],[1101153],[1122486],[1126100],[1127125],[1129739],[1132232],[1132865],[1134025],[1134954],[1135131],[1136927],[1138758],[1139680],[1164440],[1164617],[1166660],[1169284],[1182117],[1201647],[1214044],[1216537],[1217170],[1218330],[1219259],[1219436],[1221232],[1223063],[1227290],[1249761],[1249938],[1251981],[1254605],[1257314],[1259762],[1263867],[1292347],[1292980],[1295069],[1295246],[1326860],[1330969],[1331146],[1343360],[1345808],[1349913],[1364019],[1378909],[1379542],[1381631],[1381808],[1386230],[1422520],[1426625],[1457623],[1461249],[1461882],[1473036],[1490378],[1494487],[1494664],[1509326],[1513431],[1583392],[1587418],[1591849],[1620381],[1712330],[1712772],[1747533] ] cell #2586 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [41748],[53410],[65986],[72493],[78757],[88494],[96673],[97659],[103592],[104616],[115970],[117604],[126009],[126741],[135294],[137540],[138054],[143473],[148301],[151338],[160839],[162726],[164360],[164874],[173099],[174733],[178116],[183138],[183870],[188797],[190461],[195517],[204436],[204931],[207473],[210066],[216794],[219831],[229332],[231219],[232853],[233367],[236636],[238277],[244685],[246349],[251405],[255059],[256723],[257417],[261779],[269537],[271201],[276257],[285176],[285671],[288213],[290806],[294419],[296540],[301728],[303369],[309777],[311441],[313608],[315249],[321657],[323321],[328377],[330303],[331944],[338352],[340016],[345072],[348726],[350390],[351084],[355446],[361277],[369077],[371198],[376386],[378027],[382481],[384602],[389790],[391431],[397839],[399503],[401444],[403565],[408753],[410394],[416802],[418466],[420633],[422274],[428682],[430346],[435402],[442868],[445662],[449431],[452100],[453462],[455583],[460572],[468372],[470493],[475681],[477322],[481803],[489603],[491724],[496912],[498553],[503007],[505128],[510316],[511957],[518365],[520029],[527861],[529017],[534974],[537848],[539712],[556072],[559841],[563872],[565993],[576721],[579515],[583284],[585953],[587315],[589436],[594425],[602225],[604346],[609534],[611175],[621841],[622804],[625028],[629450],[632608],[640332],[650146],[656103],[660841],[674532],[675688],[681645],[684519],[686383],[702743],[706512],[710543],[712664],[720575],[725107],[727473],[743508],[744664],[753974],[760620],[780481],[781444],[783668],[788090],[791248],[808786],[814743],[819481],[830238],[836676],[854339],[855302],[860831],[865363],[884920],[890004],[894536],[896902],[923403],[930049],[945829],[968123],[972655],[978367],[1003431],[1008968],[1015406],[1039561],[1044093],[1090604],[1100388],[1122682],[1127214],[1132100],[1164638],[1201843],[1216405],[1249959],[1292215],[1331167],[1378777],[1461117],[1583260] ] cell #2587 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2588 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [41749],[53411],[65987],[72494],[78758],[88495],[96674],[97660],[103593],[104617],[115971],[117605],[126010],[126742],[135295],[137541],[138055],[143474],[148302],[151339],[160840],[162727],[164361],[164875],[173100],[174734],[178117],[183139],[183871],[188798],[190462],[195518],[204437],[204932],[207474],[210067],[216795],[219832],[229333],[231220],[232854],[233368],[236637],[238278],[244686],[246350],[251406],[255060],[256724],[257421],[261780],[269538],[271202],[276258],[285177],[285672],[288214],[290807],[294420],[296544],[301729],[303370],[309778],[311442],[313609],[315250],[321658],[323322],[328378],[330304],[331945],[338353],[340017],[345073],[348727],[350391],[351088],[355447],[361281],[369078],[371202],[376387],[378028],[382482],[384606],[389791],[391432],[397840],[399504],[401445],[403569],[408754],[410395],[416803],[418467],[420634],[422275],[428683],[430347],[435403],[442869],[445666],[449432],[452101],[453463],[455587],[460576],[468373],[470497],[475682],[477323],[481807],[489604],[491728],[496913],[498554],[503008],[505132],[510317],[511958],[518366],[520030],[527862],[529018],[534975],[537849],[539716],[556076],[559842],[563873],[565997],[576722],[579519],[583285],[585954],[587316],[589440],[594429],[602226],[604350],[609535],[611176],[621845],[622805],[625029],[629454],[632612],[640333],[650147],[656104],[660845],[674533],[675689],[681646],[684520],[686387],[702747],[706513],[710544],[712668],[720576],[725111],[727477],[743509],[744665],[753975],[760624],[780485],[781445],[783669],[788094],[791252],[808787],[814744],[819485],[830242],[836683],[854343],[855303],[860832],[865367],[884921],[890005],[894540],[896906],[923404],[930053],[945836],[968124],[972659],[978371],[1003432],[1008972],[1015413],[1039562],[1044097],[1090608],[1100395],[1122683],[1127218],[1132107],[1164642],[1201844],[1216412],[1249963],[1292222],[1331171],[1378784],[1461124],[1583267] ] cell #2589 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2590 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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08],[1391050,2133358],[1392244,1404113],[1399801,2341718],[1399900,2140471],[1408834,1672103],[1430525,2167000],[1430696,1940096],[1437594,1685069],[1449652,1708011],[1466799,2196681],[1466970,1973328],[1477856,2204911],[1488661,2213041],[1488832,1992265],[1498735,1769473],[1499718,2221271],[1521519,2238583],[1521690,2021438],[1522796,1531593],[1530316,2245146],[1532576,2246813],[1555762,1567631],[1572352,1831458],[1608081,2304999],[1608252,2097572],[1622194,1877051],[1629557,2319909],[1629728,2115287],[1653560,1907652],[1662029,2343352],[1662200,2142757],[1673086,2351582],[1685168,1693965],[1694948,2367942],[1738881,1987680],[1760833,2006617],[1799908,2438852],[1800079,2256212],[1812915,1814021],[1821384,2453762],[1821555,2273927],[1894551,1895657],[1925152,2157109],[1947104,2176046],[2073281,2074387] ] cell #2591 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [657457],[755974],[816097],[831153],[867201],[925403],[940341],[947247],[1009883],[1034598],[1045931],[1056023],[1091519],[1133518],[1136067],[1151076],[1181610],[1217823],[1220372],[1262788],[1263360],[1278400],[1296182],[1348834],[1349406],[1382744],[1390210],[1391889],[1408375],[1425546],[1426118],[1477016],[1478695],[1512352],[1512924],[1520445],[1522337],[1553728],[1555407],[1607007],[1608899],[1624721],[1639774],[1641453],[1650123],[1682817],[1684205],[1684709],[1721524],[1735444],[1752045],[1767122],[1768510],[1769014],[1809478],[1810591],[1847166],[1857203],[1868523],[1876592],[1891114],[1892227],[1933137],[1954781],[1962780],[1968570],[1977786],[1988790],[2011256],[2035933],[2070957],[2078922],[2087024],[2092814],[2102655],[2147215],[2180685],[2187797],[2195660],[2245664],[2251454],[2296115],[2342331],[2429968], [243944,730160],[253686,748057],[279546,1284222],[293009,1838037],[302949,627557],[314118,644282],[320284,869376],[320916,870416],[337611,899589],[343744,1155942],[356451,1952868],[358735,1446980],[361160,361228],[370431,533032],[373581,961287],[383047,548530],[386985,982133],[390300,757737],[391011,758727],[405539,2035099],[409974,786197],[416061,1029155],[417012,1031176],[425374,1560164],[427309,1048106],[427941,1049146],[431032,2068540],[434074,1316057],[445545,445613],[448653,1080676],[450652,844409],[457557,1856369],[460455,460523],[463563,1102152],[465562,864400],[468938,653299],[469726,654161],[472876,1115846],[480422,1646210],[485741,2145838],[490957,679703],[494107,1147558],[498133,909219],[507102,1682292],[507511,1168404],[508476,1429399],[510826,927166],[511537,928156],[515089,2178376],[517624,1184825],[518575,1186846],[534440,958436],[536328,734025],[543650,1976409],[550800,979282],[552688,752894],[555955,556023],[559063,1240031],[561062,992538],[567967,1766597],[568376,1253725],[569341,1516205],[570204,2244697],[575247,2250135],[577938,1266641],[579398,579466],[582506,1272503],[584505,1023139],[588669,795086],[591819,1286197],[594061,1551788],[597416,1293979],[598363,1808174],[599415,1043130],[600520,1299024],[602791,811939],[603579,812801],[606729,1307673],[610755,1058776],[621724,621792],[624804,839537],[628208,1080330],[633815,2086057],[638858,2091495],[641549,1352687],[642519,860607],[645923,1101806],[655569,1112995],[660477,1637834],[663832,1380541],[664779,1889810],[665831,1126251],[666936,1385586],[667827,2341445],[670423,1388270],[676198,1138909],[681111,1144707],[682999,903454],[689374,1413399],[691373,1157963],[693432,1680361],[693861,1421191],[697471,1165553],[698475,1930828],[699359,922323],[702626,702694],[705734,1435261],[707733,1178809],[711897,937045],[715047,1448955],[719272,720351],[722299,1961813],[723753,1720690],[726945,955887],[736203,1472641],[736803,2194774],[739399,1475076],[745174,1223214],[745882,977839],[759378,1239685],[764985,1764666],[765414,1507997],[769024,1250874],[770028,2008947],[770912,1002351],[772960,2429396],[775703,1517989],[776132,1258433],[780364,780432],[782010,1014611],[783444,1018267],[786848,1272157],[796494,1283346],[798194,1546128],[798382,1033020],[800189,1549063],[800472,1550852],[800925,1807119],[801159,1039337],[804563,1293633],[814209,1304822],[822472,1576917],[824471,1318078],[828604,829710],[831998,2078036],[833140,1845789],[833569,1591640],[844018,1598921],[846663,1341999],[846818,2295543],[849561,1604551],[849990,1344479],[854222,854290],[855868,1096247],[862555,2103772],[864009,1876360],[876459,1635399],[876606,1636898],[877059,1888755],[877293,1122458],[880697,1380195],[886686,1129711],[888014,1387334],[888467,1647764],[888701,889780],[896374,1142158],[905632,1667871],[906466,1153091],[908828,1670306],[909870,1413053],[912403,1415602],[914603,1418444],[914919,1680257],[915311,1164110],[928807,1434915],[938453,1446104],[940153,1708500],[947961,2187225],[949109,1719754],[949562,1967251],[949796,1201619],[960423,1726796],[960852,1468488],[962969,1472295],[964805,1214016],[966133,1474140],[966586,1733085],[966820,967899],[980127,2211134],[981269,1995346],[981698,1751755],[992147,1759036],[994792,1505517],[994947,1764562],[995339,1249431],[1004937,1256394],[1006942,1517885],[1007334,1008440],[1010962,1274706],[1022748,1790748],[1025393,1538375],[1025940,1280797],[1028291,1796378],[1028720,1540855],[1031827,1545782],[1055189,1827226],[1059427,1576571],[1061960,1579120],[1064839,2077094],[1064949,1839094],[1070961,1326832],[1071141,1845685],[1071533,1330639],[1076254,1594695],[1082192,1597985],[1082645,1852343],[1082879,1092598],[1086573,1342440],[1088578,1604447],[1088970,1090076],[1102520,2310453],[1103668,1875424],[1104121,2109210],[1104355,1363991],[1114982,1882466],[1115411,1631246],[1117528,1635053],[1128840,1386235],[1134624,1404256],[1146694,1913067],[1147123,1663718],[1149240,1667525],[1150665,1672246],[1152404,1669370],[1152857,1919356],[1166632,1437464],[1178418,1945307],[1181063,1700747],[1187497,1708154],[1191373,1961066],[1194980,1453413],[1196659,1456703],[1202442,1723024],[1208634,1726692],[1209026,1218929],[1213145,1473041],[1224194,2210192],[1224304,1988651],[1230316,1490350],[1230496,1995242],[1230888,1494157],[1235609,1754810],[1241547,1758100],[1242000,2001900],[1242234,1251953],[1262377,1531736],[1268081,1786522],[1274019,1789812],[1274472,2031073],[1280405,1796274],[1294739,1567774],[1306809,2061196],[1307238,1823073],[1309355,1826880],[1310780,1831601],[1322880,2289625],[1322990,2078783],[1324069,1583755],[1325457,1845613],[1325961,1587423],[1331753,1848789],[1335360,1348423],[1353745,2103025],[1357352,1616171],[1359031,1619461],[1364814,1878694],[1371006,1882362],[1371398,1381301],[1393303,1907795],[1397672,1909295],[1403864,1912963],[1425135,1694108],[1430839,1941081],[1436777,1944371],[1437230,2171329],[1453853,2188167],[1454893,1713110],[1456006,1966564],[1464536,2388843],[1464646,2195521],[1467113,1976233],[1480109,1987823],[1487587,1743870],[1488975,1745436],[1489479,1747538],[1495271,1998346],[1498878,1511941],[1521833,2024343],[1528129,2027519],[1556821,1814164],[1561190,2057424],[1567382,2061092],[1586751,2082368],[1595135,2296485],[1597288,2090808],[1608395,2100477],[1617651,1868780],[1618764,1869727],[1622337,1624310],[1629871,1880260],[1642867,1895800],[1651236,2135993],[1659766,2509369],[1659876,2342192],[1662343,2145662],[1675339,2157252],[1690501,2167775],[1726020,2199106],[1736557,2207546],[1746866,1989875],[1757403,1999293],[1760976,1762949],[1778578,2241008],[1786962,2430338],[1789115,2249448],[1800222,2259117],[1821698,2058990],[1834694,2074530],[1861699,2307424],[1881690,2112897],[1912291,2345777],[1922828,2354217],[1943674,2168722],[1947247,1949220],[2040429,2441277],[2060420,2271537] ] cell #2592 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431053],[485762],[543671],[571189],[598384],[634800],[664800],[668726],[690342],[694417],[732311],[737702],[763791],[765970],[793440],[801824],[803052],[823440],[835165],[842321],[867742],[872567],[877958],[879186],[901740],[907131],[917419],[933220],[935399],[947788],[951540],[962448],[983294],[984886],[990450],[997447],[1013895],[1021051],[1046472],[1051297],[1056688],[1057916],[1066474],[1069076],[1080871],[1084623],[1095531],[1102347],[1106099],[1107939],[1117007],[1134059],[1137811],[1148719],[1169565],[1171157],[1176721],[1183718],[1192556],[1195429],[1203967],[1206569],[1218364],[1222116],[1225829],[1228431],[1240226],[1243978],[1254886],[1258301],[1260903],[1272698],[1276450],[1287358],[1294174],[1297926],[1299766],[1308834],[1321945],[1332936],[1335809],[1344347],[1346949],[1354928],[1357801],[1366339],[1368941],[1380736],[1384488],[1387786],[1390659],[1399197],[1401799],[1413594],[1417346],[1421059],[1423661],[1435456],[1439208],[1450116],[1459716],[1463601],[1468356],[1472836],[1474592],[1477465],[1485463],[1496454],[1499327],[1507865],[1510467],[1518321],[1529312],[1532185],[1540723],[1543325],[1551304],[1554177],[1562715],[1565317],[1577112],[1580864],[1590053],[1591508],[1598437],[1602480],[1604883],[1626359],[1631114],[1637350],[1640223],[1654946],[1658831],[1663586],[1668066],[1669822],[1672695],[1680693],[1691684],[1694557],[1703095],[1705697],[1719091],[1720206],[1722610],[1727128],[1731089],[1740267],[1751623],[1758552],[1764998],[1781880],[1783335],[1790264],[1794307],[1796710],[1818186],[1822941],[1829177],[1832050],[1841713],[1846121],[1848422],[1865001],[1866456],[1875876],[1882798],[1905362],[1906477],[1908881],[1913399],[1917360],[1937894],[1944823],[1951269],[1963458],[1969292],[1985390],[1986505],[1991270],[1995678],[2016013],[2020443],[2024851],[2027152],[2054606],[2061528],[2079072],[2096577],[2100985],[2105417],[2128464],[2132887],[2138721],[2160699],[2165107],[2204440],[2212170],[2229675],[2234083],[2237712],[2264057],[2294967],[2304128],[2327668],[2358841],[2387826],[2416750],[2471459],[2543319] ] cell #2593 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [59446,1711570],[80752,1830764],[81572,1837898],[99369,1917180],[108106,1951932],[108334,1951792],[119314,1730909],[130931,2034163],[131159,2025374],[139250,1552891],[142064,2068436],[142138,2067589],[155322,1855433],[155550,2101508],[166070,1638937],[166999,2139143],[169543,2145734],[169617,2136784],[176443,1156077],[179507,1681356],[179735,2165630],[183292,2177480],[196299,1969714],[198843,1976305],[198917,2208337],[208910,1516340],[211457,1765661],[211685,2234606],[212765,2243950],[213472,2238134],[215813,2241746],[223815,1284083],[224043,1801465],[225119,1807223],[227663,1808070],[227737,2267954],[234563,1316192],[239196,2079494],[247376,2085310],[248083,2304550],[250424,2308162],[261918,1646071],[262146,2129919],[262561,1888859],[265105,1889706],[265179,2331565],[266357,2340503],[267457,2335470],[268164,1647868],[277039,1153828],[279583,910995],[279657,1923977],[281147,1929932],[281854,2359263],[284195,2362875],[289650,1429534],[292197,1446841],[292425,1956024],[297584,2188799],[298291,1967355],[304288,1465795],[306597,2193832],[307697,2396335],[308404,1733189],[316168,2212592],[319038,1765521],[323610,1255602],[323684,2235198],[324348,2008051],[325055,2417172],[327396,2420784],[329713,2424031],[330813,1775373],[332863,1019004],[341043,1029290],[341750,1798904],[344091,2041537],[345546,1549753],[346646,2445880],[347353,1037916],[355585,1560025],[355813,2056061],[356228,1313943],[358772,1060552],[358846,2072106],[364229,1846644],[364456,2290178],[365556,2083106],[366974,2471881],[372242,1596243],[372949,1852447],[375796,2479079],[376896,1858494],[378946,840274],[385646,2312027],[386353,2109314],[388917,1376388],[389036,2327778],[392350,1628553],[394215,2332848],[394659,1635799],[395759,2497898],[396466,1121037],[402010,1648715],[404609,899724],[405316,1396507],[411313,1661025],[413622,686266],[414722,1921783],[415429,1919460],[420043,2523326],[421143,917621],[423193,1174674],[426063,1681216],[430635,1170281],[430709,2166222],[431373,1184960],[432080,1953463],[434421,2181793],[437274,1193272],[440345,1458742],[440464,2387936],[441490,1717615],[443378,2546986],[448614,1727651],[448841,1466511],[449941,1973468],[451359,1211233],[454028,1734036],[456627,730295],[457334,1483313],[463524,1996201],[463751,2402800],[464851,2216204],[466269,1750168],[467160,1505958],[467867,2417311],[471537,1756358],[472244,2002004],[475091,2569409],[476191,997649],[478241,988403],[481686,571127],[484755,1518844],[484982,787973],[486082,1266776],[487500,2025966],[492768,1788070],[493475,2031177],[496322,1799620],[497422,2037224],[503573,802990],[506172,1049281],[506879,1296919],[509443,1289826],[509562,2264167],[512876,1820380],[514741,2269237],[515185,819364],[516285,2069912],[516992,1312864],[522257,1839543],[524857,1588522],[525564,2472020],[528427,2612842],[531324,1333652],[534395,1600024],[534514,1335497],[535540,1853294],[537428,1084825],[539595,634738],[542664,1605406],[542891,629333],[543991,1352822],[545409,2102100],[547684,1097128],[550755,1621500],[550874,1622474],[551900,1873285],[553788,1874761],[554495,1105092],[554775,2497528],[559024,1883321],[559251,1629269],[560351,2115427],[561769,1373605],[564438,879124],[567037,870551],[567744,1383481],[574198,1389373],[574317,2132997],[575343,894419],[577231,2138067],[582467,1913922],[582694,1661741],[583794,2142897],[585212,1406463],[587881,1920307],[591187,1678543],[594308,694355],[597377,1424224],[597604,929932],[598704,1168539],[600122,1936439],[601013,1419152],[601720,2359402],[605390,1942629],[606097,2171433],[608944,1954179],[610044,1183920],[615191,2668024],[615813,1713214],[618624,2546616],[625671,1970163],[628271,1727791],[628978,1207334],[631841,962386],[637809,1476179],[637928,2204550],[638954,972538],[640842,2209620],[643386,1989100],[644350,976341],[644881,1228994],[645986,1748637],[646693,1229196],[649556,1488373],[650656,982268],[652453,1235007],[655524,1760139],[655643,1499015],[656669,2002851],[658018,1763158],[658557,1244180],[659264,1242971],[660724,765908],[663793,1511030],[664020,760503],[665120,1253860],[666538,2014558],[668928,1008919],[671528,1518984],[672235,2238273],[675098,2035331],[677995,1530028],[681066,1791851],[681185,1531873],[682211,2032024],[684099,1276652],[689335,1797233],[690662,1549198],[692080,1547989],[697426,1294112],[697545,1814301],[698571,1043976],[700459,2053491],[701446,2445510],[705695,2062051],[705922,1821096],[707022,2274067],[708440,1569981],[711109,1057854],[714415,1579857],[716703,2610058],[724212,1324855],[724990,835103],[727424,1078638],[728046,1848893],[730857,1335919],[736164,1603043],[737904,1090555],[740504,1605546],[741211,2304689],[744074,1856601],[746361,1617719],[746983,1868884],[748192,859294],[748233,859186],[748662,1102285],[749794,1357911],[754540,865246],[756841,2112122],[757805,1110054],[758336,1369504],[759441,1883461],[760148,1369706],[762728,1635532],[763011,875859],[764111,1115981],[768979,1380674],[769098,1895937],[770124,1127097],[772012,2127349],[773831,2139282],[774453,1132392],[777264,2335100],[784311,2139592],[786911,1914062],[787618,1402564],[790481,1148657],[796449,1671409],[796568,1672383],[797594,913503],[799482,1417548],[802026,1164589],[804626,1423872],[805333,1424426],[808196,1683603],[811093,1430237],[814164,1946410],[814283,1694245],[815309,2172280],[816658,1949429],[817197,1439410],[817904,1438201],[822433,1706260],[823760,1449090],[825178,1710361],[829083,1454961],[830189,945555],[834139,2191494],[836968,1204389],[842523,1219408],[844477,1209740],[845008,1207132],[846618,1472774],[846737,1987960],[847689,1969853],[848311,1216697],[851122,2395965],[856959,1487657],[857513,978318],[858841,1228642],[867680,985651],[868302,1998450],[869511,987432],[869552,987324],[869981,1240164],[871113,1499437],[874081,1762806],[878160,1249910],[880760,1510678],[881467,1511232],[884330,1767908],[886132,2243580],[893641,1521231],[896853,1270465],[897475,2027623],[900286,1532295],[905593,1794870],[907333,1026419],[909933,1797373],[910640,1544090],[915790,1809546],[916412,1292507],[919223,1554287],[926270,2270762],[927234,1301881],[927765,1565880],[928870,2062191],[929577,1566082],[932157,1827359],[932440,1054589],[933540,1307808],[938408,1577050],[938527,1831738],[939553,1063060],[940902,1834903],[941441,1581066],[945001,1324139],[946121,1066896],[947726,1069841],[948832,2079633],[950533,2082472],[951742,1331118],[956366,1331821],[959173,1348280],[961422,1083724],[961463,1083616],[961892,1080809],[963032,1602691],[963739,1603245],[964251,2084940],[971760,1607793],[974336,1100680],[985097,1108049],[985449,1879275],[986979,1369152],[990652,1381780],[995818,1891182],[996440,1379069],[999251,1640333],[1007813,1650191],[1012869,2338165],[1015698,1399619],[1021253,1135103],[1023207,1404970],[1023738,1402362],[1025348,1668004],[1025467,1907932],[1027041,1150522],[1029852,1672805],[1035159,1675548],[1035689,1682887],[1046410,1171922],[1047032,2167879],[1048241,1173703],[1048282,1173595],[1048711,1435394],[1049843,1694667],[1052811,1949077],[1056890,1182089],[1059490,1705908],[1060197,1706462],[1062777,1708633],[1069287,1195539],[1069639,1967145],[1070407,2188429],[1072012,1968638],[1073740,1461409],[1076391,1723605],[1078084,1202512],[1083271,1206780],[1085387,1731199],[1089449,1735512],[1094505,2399030],[1103391,2212731],[1106301,1494636],[1113732,1511798],[1118810,1767192],[1131272,1520515],[1133997,1261668],[1136804,2241112],[1138013,1263839],[1142637,1528197],[1145444,1262234],[1147693,1275551],[1147734,1275443],[1148163,1272636],[1149303,1794518],[1150010,1795072],[1158031,1546496],[1158562,1543888],[1160172,1546261],[1171368,1299876],[1171720,2058005],[1173250,1565528],[1176923,1295218],[1182711,1310637],[1185522,1832160],[1188490,1834551],[1195117,1584336],[1197930,1847236],[1202723,1848532],[1209505,1862807],[1215577,1607077],[1218302,1347714],[1221109,2307528],[1222318,1349885],[1229762,2311657],[1231367,2110597],[1233095,1624167],[1261114,1390769],[1261466,2136574],[1265567,1393160],[1268218,1909876],[1269911,1397742],[1275098,1402010],[1277214,1917470],[1281276,1668707],[1286332,1416447],[1286373,1416339],[1286802,1413532],[1287942,1675196],[1298128,1426597],[1305559,1424992],[1310989,1953674],[1324350,1963568],[1338310,1737706],[1347160,1477575],[1347512,2208127],[1351613,1479966],[1357489,1744451],[1360302,1996793],[1371877,2012364],[1384690,1513403],[1390347,1520726],[1393512,2026177],[1397953,2027262],[1404735,1779686],[1409114,1799115],[1410807,1539268],[1415994,1543536],[1428325,1556678],[1466006,1609638],[1477153,1607288],[1480318,2102311],[1487868,2105527],[1501828,1893376],[1515131,1642724],[1523076,1661236],[1534686,1652385],[1553865,1683098],[1557030,1936650],[1568253,1934245],[1628764,1769753],[1639911,1767403],[1643076,2014769],[1685448,1820591],[1697058,1811740],[1721661,1847447],[1750379,1877331] ] cell #2594 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [371767],[385171],[393985],[448012],[462922],[471062],[473190],[492293],[501107],[514511],[530249],[533735],[546497],[546609],[550095],[555550],[558422],[581865],[590005],[592133],[604915],[607043],[613729],[616799],[616911],[617951],[619399],[624441],[642156],[651378],[654864],[676920],[680406],[685861],[688733],[702221],[705093],[715361],[718909],[719988],[721107],[726775],[729032],[729144],[731632],[749121],[750569],[755611],[762539],[776591],[778039],[779029],[783081],[792303],[795789],[810018],[813504],[818959],[829540],[830790],[839174],[841372],[850449],[851897],[852887],[860244],[861363],[871888],[889417],[890536],[891576],[893024],[896204],[898461],[898573],[901061],[906103],[918550],[919998],[920988],[925040],[931968],[958073],[967536],[968655],[969695],[971143],[977669],[978919],[989501],[998578],[1000026],[1001016],[1008270],[1009520],[1010599],[1017904],[1020102],[1030627],[1038974],[1040093],[1041133],[1042581],[1050618],[1062588],[1074838],[1086162],[1089906],[1091156],[1092235],[1107638],[1112632],[1122095],[1123214],[1124254],[1125702],[1144344],[1154926],[1157414],[1159983],[1163940],[1165190],[1166269],[1175772],[1186297],[1193064],[1201256],[1209698],[1212331],[1231560],[1234193],[1245517],[1249261],[1250511],[1251590],[1277989],[1281469],[1282983],[1304459],[1315041],[1317529],[1321931],[1322447],[1330469],[1333444],[1338043],[1341636],[1355436],[1360035],[1363628],[1372070],[1404928],[1407561],[1410540],[1440747],[1445741],[1452401],[1452485],[1452814],[1463587],[1464103],[1468590],[1485449],[1485965],[1490452],[1501561],[1529820],[1534419],[1538012],[1540957],[1568446],[1582664],[1583430],[1593767],[1594096],[1615243],[1615572],[1631348],[1658817],[1659333],[1663820],[1696791],[1712135],[1722699],[1743545],[1785594],[1785923],[1823175],[1908970], [224802,693168],[226201,505697],[262244,764721],[263643,566562],[267268,775551],[267847,775439],[282168,596775],[297974,832876],[305923,633177],[307508,849409],[308087,849297],[325369,663191],[329842,888338],[346457,693280],[347036,696766],[357310,713233],[361422,944270],[372053,960271],[372632,960159],[373895,735562],[375925,966457],[383578,1226791],[386036,981005],[395570,764833],[396149,768319],[412948,791817],[414533,1028139],[415112,1028027],[420172,800796],[432394,821831],[437076,1065694],[443189,832988],[445140,837411],[445807,1077353],[447581,1079647],[448970,1082516],[451042,845958],[460717,1098829],[461251,1355603],[469469,1367301],[471348,1114830],[471927,1114718],[475220,876930],[492579,1146542],[493158,1146430],[494421,904991],[496451,1152728],[516096,934262],[516675,937748],[524584,946564],[528556,949433],[530682,954030],[531126,1203187],[533294,1206049],[536859,1470438],[547486,1225049],[553599,981117],[556217,1236708],[556751,1497129],[557991,1239002],[559380,1241871],[577042,1011718],[578993,1016141],[579660,1269180],[581434,1271474],[582823,1274343],[584895,1024688],[590291,1285181],[603322,1563677],[605201,1306657],[605780,1306545],[609073,1055660],[618384,1068556],[621986,1328782],[624330,1075611],[627427,1334717],[630991,1600218],[640653,1093354],[645713,1101123],[649084,1361865],[649685,1103992],[652255,1365559],[654423,1368421],[671255,1132835],[675227,1135704],[677353,1140301],[677797,1398417],[679965,1401279],[683530,1665668],[688302,1412370],[689691,1415239],[700270,1167388],[702888,1431938],[703422,1692359],[704662,1434232],[706051,1437101],[713519,1447939],[719877,1194337],[724014,1458936],[727296,1723247],[740231,1217140],[744203,1220009],[749554,1227911],[753156,1492300],[758597,1498235],[771823,1252709],[777024,1260383],[780626,1525158],[782970,1267438],[786067,1531093],[789631,1792045],[795348,1542805],[798913,1803547],[804353,1292950],[807724,1558241],[808325,1295819],[809107,1571079],[810895,1561935],[813063,1564797],[821400,1575888],[822789,1578757],[830061,1583978],[850882,1346429],[854484,1611720],[860133,1356709],[864270,1621694],[880487,1379512],[883858,1644287],[884459,1382381],[885241,1374703],[889306,1389567],[893443,1654166],[895593,1657082],[896725,1909518],[909089,1671603],[912653,1925758],[915983,1692192],[918983,1423141],[922585,1687530],[924098,1700384],[928026,1693465],[937307,1705177],[953079,1461852],[967425,1476373],[971562,1739487],[973712,1742403],[978190,1744093],[996011,1496962],[999011,1509947],[1002613,1771835],[1004126,1505154],[1008006,1782388],[1008791,1775805],[1014873,1784297],[1026291,2037656],[1035422,1818172],[1036372,1818688],[1038863,1553085],[1043000,1813521],[1058646,1830958],[1072205,1590561],[1075271,1592470],[1089642,1865509],[1090427,1858926],[1096509,1867418],[1118543,1626345],[1119493,1626861],[1121984,1639131],[1126121,1895157],[1131005,1905348],[1131955,1905864],[1134975,2143329],[1138779,1907152],[1160417,1940153],[1160419,1940482],[1164461,1930364],[1197663,1719077],[1198613,1719593],[1201145,1720881],[1215310,1985376],[1216260,1985892],[1219280,1973900],[1223084,1987180],[1245738,1753882],[1245740,1754211],[1249782,2008483],[1257335,2017922],[1258533,2023415],[1258535,2023744],[1288763,2057099],[1295090,2274499],[1321442,1839192],[1326932,1844685],[1326934,1845014],[1330990,2083538],[1343381,2094056],[1344579,2099549],[1344581,2099878],[1375325,1878369],[1381652,2115859],[1386398,2130351],[1388310,2135668],[1451906,1960922],[1457644,2190355],[1457679,1966239],[1473204,2201904],[1475116,2207221],[1494508,2216636],[1516985,2235909],[1582859,2077269],[1587586,2291608],[1603547,2302325],[1620402,2313583],[1716715,2384823],[1747701,2404230],[1872385,2486386] ] cell #2595 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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1278829,1542694],[1300130,2056528],[1300305,1817683],[1307090,1555735],[1318734,1578646],[1333873,2086306],[1336173,2088120],[1336348,1852237],[1347308,2097050],[1358165,2105835],[1358340,1872228],[1368310,1641882],[1369300,2114765],[1391023,2133305],[1391198,1902829],[1392318,1401168],[1399873,2140418],[1402158,2142235],[1425214,1436990],[1441587,1705066],[1477829,2204858],[1478004,1982857],[1492189,1752474],[1499691,2221218],[1499866,2001794],[1523927,1784186],[1530249,2244946],[1532549,2246760],[1532724,2030967],[1543684,2255690],[1555836,1564686],[1565676,2273405],[1610489,1867307],[1633085,1887298],[1673059,2351529],[1673234,2152286],[1686299,1687419],[1694921,2367889],[1695096,2171223],[1770604,1771724],[1802316,2046037],[1824912,2066028],[1956875,1957995] ] cell #2596 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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368453,1381449],[1391341,1905896],[1397627,1909242],[1426266,1687562],[1430557,1940480],[1436732,1944318],[1453668,2187784],[1455961,1966511],[1464601,2195468],[1466831,1975632],[1478147,1985924],[1487542,1743817],[1488693,1744835],[1492332,1494305],[1500009,1755852],[1513072,1771867],[1521551,2023742],[1530348,2245474],[1532867,2034034],[1545930,2046180],[1561145,2057371],[1594950,2296102],[1597243,2090755],[1608113,2099876],[1618719,1869674],[1629589,1879659],[1633228,1635201],[1651191,2135940],[1659831,2342139],[1662061,2145061],[1673377,2155353],[1695239,1942123],[1708302,1958138],[1736512,2207493],[1757358,1999240],[1786777,2429955],[1789070,2249395],[1799940,2258516],[1821416,2058389],[1825055,1827028],[1922783,2354164],[1943629,2168669] ] cell #2597 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [42257,1582097],[58853,1704349],[59441,1711440],[73744,1794079],[80570,1829813],[80741,1829666],[89745,1602252],[99187,1916229],[99358,1906966],[105867,1422313],[108076,1951879],[108139,1950996],[119132,1729958],[119303,1986994],[127992,1509119],[128753,2027072],[130901,2034110],[130964,2024578],[136545,1031311],[139068,1551940],[139239,2055095],[142108,2067536],[153144,1848342],[155292,1855380],[155355,2100712],[163759,1385721],[165888,1637986],[166059,2128953],[166969,2139090],[167588,2132807],[169587,2136731],[176261,1155947],[176432,1674630],[177329,1680420],[179477,1681303],[179540,2164834],[185121,1186981],[189198,1963378],[196269,1969661],[196888,2204360],[198887,2208284],[208728,1516210],[208899,2017140],[209279,1764725],[211427,1765608],[211490,2233810],[212450,2243567],[213442,2238081],[214061,1518048],[221637,1029160],[223785,796871],[223848,1801118],[225089,1807170],[225708,2263977],[227707,2267901],[232252,1299159],[234381,1316062],[234552,1833985],[239166,2079441],[239785,1845848],[245086,1335150],[247061,2084927],[248053,2304497],[248672,1604610],[255460,2105337],[257941,1637839],[261888,1128020],[261951,2129572],[262531,1888806],[263150,2327588],[265149,2331512],[267142,2335087],[268134,1647815],[269938,899594],[277009,909354],[277628,1672036],[279627,1923932],[280832,1419099],[281824,2359210],[282443,917491],[289468,1429404],[289639,1939021],[290019,1184830],[292167,938830],[292230,1955677],[297064,1720695],[297269,2188416],[298261,1967302],[299512,2387746],[304258,1465750],[304877,1726855],[307382,2395952],[308374,1733136],[310178,730165],[316138,2212539],[316757,1995405],[319008,1246760],[319110,2229747],[322058,1498668],[323654,2235153],[324033,1505905],[325025,2417119],[325644,997519],[330498,1518931],[332833,786332],[333452,1266646],[338753,1531526],[340728,587158],[341720,1798859],[342339,1796437],[346331,2445497],[347323,803057],[349127,1049151],[351608,1551793],[355555,1044899],[355618,2055714],[356198,1058911],[356817,1831391],[358816,2072061],[361360,1066851],[364199,1327954],[364301,2295039],[365241,1588469],[366944,2471828],[371722,1598926],[371927,1335874],[372919,1852394],[374170,1084695],[376581,1605493],[378916,627692],[379535,1352692],[385126,1876365],[385331,2311644],[386323,2109261],[387574,1622127],[388350,1375437],[389006,2327733],[392320,1628508],[392939,1882525],[395444,2497515],[396436,879191],[398240,870421],[401287,481886],[404089,1388275],[404294,681488],[405286,1139044],[406537,1907585],[411283,1660980],[411902,1913126],[414407,1672760],[415399,1919407],[420828,695333],[423163,928291],[423782,1168409],[426033,1161439],[426135,2160771],[429083,1693898],[430679,2166177],[431058,710386],[432050,1953418],[432669,1183790],[437341,1713161],[439778,1457791],[440434,2387891],[443063,2546603],[445745,1204344],[448584,1469610],[448686,1206214],[449626,1727738],[451329,962453],[453305,539795],[456107,1475081],[456312,534817],[457304,1223349],[458555,1987613],[460655,974291],[463494,1491472],[463596,1492465],[464536,1748584],[466239,1750123],[466858,982138],[467102,2416693],[471017,1759041],[471222,1499392],[472214,2001951],[473465,1244050],[475876,766886],[478211,758862],[478830,1253730],[484725,1259555],[484827,2020515],[485767,781287],[487470,2025921],[492248,1790753],[492453,1532250],[493445,2031124],[494696,1276522],[497107,1797320],[500061,1549068],[502850,594508],[505652,1293984],[505857,814586],[506849,1043265],[508100,1813954],[508876,1288875],[509532,2264122],[512846,1820335],[513465,2061255],[515970,1832115],[516962,1057921],[521522,2610045],[522127,1583814],[524799,2471402],[531391,1848840],[533828,1599073],[534484,1080876],[537113,845455],[542634,1345601],[542736,2096649],[543676,855145],[545379,2102055],[547751,1868831],[548662,858796],[549144,1102157],[550188,1620549],[550844,1102352],[553473,1357866],[554465,864535],[556155,1108004],[558994,1632368],[559096,1368586],[560036,1883408],[561253,1635404],[561739,1117012],[562358,1115851],[563715,660924],[566517,1380546],[566722,655946],[567714,1126386],[568965,1895590],[571194,889912],[573631,1388422],[574287,2132952],[576916,1917425],[579598,1399574],[582437,1664840],[582539,1401444],[583479,1914009],[585182,1148724],[589960,1670311],[591157,1418579],[592408,1417418],[597347,1165685],[597449,1687695],[598389,923246],[600092,1936394],[600955,2358784],[604870,1945312],[605075,1694622],[606067,2171380],[607318,1439280],[609729,936315],[612683,1448960],[614717,2543262],[621924,1195494],[622647,725190],[624936,956433],[625541,1723083],[628213,1206641],[633132,1472646],[634805,968031],[637242,1475228],[637898,2204505],[640527,1731154],[642651,1487612],[643256,1743929],[644323,748062],[644417,748026],[644851,979414],[645928,1228503],[650341,753817],[652520,1998397],[653431,986934],[653913,1240036],[654957,1759188],[655613,1240231],[657988,1505649],[658242,763796],[659234,992673],[663763,1251006],[663865,1772000],[664805,1003274],[666508,2014513],[668193,2027217],[668798,1008445],[671470,2237655],[678062,2027570],[680499,1790900],[681155,1272703],[683784,1024185],[689305,1541977],[689407,1542970],[690347,799167],[692050,1287363],[694422,1039469],[696859,1293638],[697515,1294179],[700144,1554242],[702826,1299831],[705665,1824195],[705767,1564962],[706707,2062138],[707924,1827231],[708410,1308839],[709029,1307678],[713188,1576922],[714385,1318213],[715636,1580936],[719404,1324094],[720483,829150],[724279,2082419],[726950,1077945],[732316,1092730],[734157,1083226],[734639,1080681],[736134,1342131],[736236,1867583],[737169,1848487],[737774,1090081],[740446,2304071],[745887,1357142],[746428,860739],[747719,1101811],[756106,867747],[756711,1878753],[757778,869381],[757872,869345],[758306,1113127],[759383,1369013],[762161,1635058],[765975,1122590],[768412,1380200],[769068,1380741],[771697,1640288],[773357,2138664],[780564,1390724],[783576,1142704],[784181,1909354],[786853,1401871],[791772,1667876],[793445,906598],[795882,1670458],[796538,1413599],[801291,1682842],[801896,1164115],[804568,1423733],[811160,2167826],[812071,1173205],[812553,1435266],[813597,1945459],[814253,1435461],[816628,1700879],[816882,933225],[817874,1178944],[822403,1446236],[822505,1705342],[823445,941126],[824662,1708505],[825148,1450121],[828609,1194770],[829715,944862],[831285,947793],[832364,1963523],[834009,1966623],[835170,1201751],[839669,1202467],[842393,1218934],[844450,961292],[844544,961256],[844978,958568],[846051,1472300],[846707,1472841],[847215,1969235],[854422,1477530],[856820,977844],[867206,984958],[867552,1754815],[869038,1239690],[872572,1252085],[877425,1767147],[878030,1249436],[880702,1510539],[888833,1520470],[893708,2241059],[896379,1269772],[901745,1011094],[903586,1275053],[904068,1272508],[905563,1538507],[905665,1784462],[907203,1025945],[909875,1543397],[914794,1546133],[915316,1553518],[925535,1046477],[926140,2057483],[927207,1048111],[927301,1048075],[927735,1304954],[928812,1565389],[931590,1826885],[935404,1056155],[937841,1576576],[938497,1577117],[940872,1579252],[947252,1069148],[947598,1845618],[948358,2079015],[949928,1847191],[951612,1330644],[954195,1594700],[955892,1076044],[960949,1080335],[962974,1602552],[966952,1607032],[971827,2307475],[980493,2105482],[983299,1364123],[990522,1381306],[995344,1639564],[1007339,1390000],[1010015,1134064],[1012739,2136052],[1013900,1136199],[1018399,1397697],[1021123,1134629],[1023180,1147563],[1023274,1147527],[1023708,1144839],[1024781,1667530],[1025437,1668071],[1033152,1415949],[1033634,1413404],[1035129,1415734],[1045936,1171229],[1046282,1941086],[1047768,1434920],[1051302,1166764],[1056760,1181615],[1059432,1705769],[1062210,1708159],[1068721,1453418],[1071538,1721314],[1076259,1722682],[1083011,1737661],[1088975,1476806],[1091651,1218369],[1094375,2207605],[1095536,1220504],[1102917,2212113],[1104487,1996748],[1106171,1494162],[1133523,1260975],[1133869,2024348],[1137883,1263365],[1140466,1786527],[1142163,1267871],[1147220,1272162],[1149245,1794379],[1153223,1539223],[1158004,1286202],[1158098,1286166],[1158532,1283478],[1159605,1545787],[1169570,1296314],[1176793,1294744],[1181961,1831606],[1194985,1841785],[1209031,1609291],[1217828,1347021],[1218174,2100482],[1222188,1349411],[1228076,1616176],[1230893,1876984],[1242366,1893331],[1254891,1382876],[1260548,1390215],[1263711,1907800],[1268086,1908953],[1274838,1652340],[1279105,1672251],[1280802,1408767],[1285859,1413058],[1297998,1426123],[1335365,1479400],[1346594,1477021],[1349757,1987828],[1357357,1991342],[1371403,1769406],[1384560,1512929],[1392594,1531741],[1404261,1522729],[1423306,1553733],[1426469,1814169],[1437596,1811695],[1498883,1642158],[1510112,1639779],[1513275,1895805],[1556112,1694113],[1567779,1685101],[1592635,1721529],[1622342,1752750] ] cell #2598 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [144724],[150658],[157725],[176158],[191940],[193315],[200859],[201681],[206317],[206793],[219151],[223586],[234278],[243689],[246072],[253431],[256446],[258202],[259024],[259577],[272680],[274055],[278614],[279315],[285479],[287057],[287533],[291968],[298668],[303819],[305408],[315699],[317288],[320029],[320661],[323044],[328680],[337356],[339739],[342870],[347576],[350113],[350814],[351869],[352691],[353244],[357803],[358504],[361599],[371734],[373326],[385138],[386730],[391881],[393470],[396689],[399226],[399927],[405693],[407047],[410844],[412433],[415806],[418189],[419940],[420802],[422724],[424313],[425143],[427054],[427686],[430069],[433200],[435705],[437228],[445984],[448075],[451582],[457711],[459065],[460894],[462985],[471029],[474988],[475850],[477772],[479361],[480191],[482125],[483229],[488067],[492260],[493852],[499003],[500592],[501968],[502587],[503477],[505664],[507256],[512407],[513996],[517215],[517369],[519752],[527462],[531278],[537087],[538298],[540034],[541138],[545976],[547638],[558485],[562833],[563452],[564342],[566529],[568121],[571081],[571946],[572565],[577683],[579837],[581928],[585435],[589972],[591350],[591564],[592918],[593141],[593296],[594747],[596838],[604882],[609703],[611625],[613214],[620835],[621454],[624777],[629772],[630876],[631745],[633144],[634692],[635557],[636176],[641294],[648591],[659427],[659557],[659712],[661163],[663254],[668317],[669503],[669658],[677949],[683758],[684969],[686705],[687809],[688796],[690865],[692647],[692868],[694309],[705156],[711013],[713200],[714578],[720324],[722833],[722988],[725429],[727190],[732203],[733068],[733687],[735625],[737293],[738479],[738634],[752005],[752624],[760942],[762046],[764314],[764421],[765862],[773222],[775139],[783417],[788412],[789516],[790385],[791784],[793332],[794197],[794816],[797616],[818067],[821894],[823963],[826501],[829955],[832488],[832576],[835057],[836585],[837544],[842545],[843098],[843253],[847080],[848997],[860580],[863089],[863244],[865685],[872459],[873324],[873943],[875881],[885943],[896619],[901632],[902497],[903116],[905054],[907355],[907908],[908063],[930371],[931475],[933743],[939575],[942839],[945738],[946697],[948223],[953784],[959859],[964062],[974630],[978084],[980617],[980705],[983186],[985673],[990674],[991227],[991382],[1015315],[1016274],[1021275],[1021828],[1021983],[1027727],[1051189],[1052054],[1052673],[1054611],[1056912],[1064709],[1067190],[1068310],[1069863],[1070218],[1075922],[1097398],[1100297],[1101256],[1102782],[1106323],[1108343],[1114418],[1138035],[1140055],[1146130],[1171944],[1176945],[1177498],[1177653],[1193542],[1194648],[1195833],[1204683],[1207356],[1222340],[1224064],[1227665],[1229218],[1229573],[1235277],[1244202],[1261690],[1267749],[1298150],[1300170],[1306245],[1322750],[1325125],[1333922],[1336213],[1347736],[1357020],[1358205],[1369728],[1384712],[1391063],[1399913],[1402586],[1417570],[1430507],[1439432],[1464406],[1466781],[1477869],[1488643],[1499731],[1521501],[1530298],[1532589],[1544112],[1566104],[1581088],[1608063],[1629539],[1659636],[1662011],[1673099],[1694961],[1799890],[1821366], [208472,472621],[257953,556394],[280293,799934],[289212,606474],[297076,622163],[318499,652407],[341246,906722],[351620,703065],[359482,714792],[363690,724166],[404101,780803],[404812,1011218],[413644,1025810],[425524,811047],[431576,819803],[456119,854661],[456830,1092854],[484216,893595],[485004,1134494],[486285,894858],[495464,1150333],[506375,1166888],[515207,935291],[542125,971714],[542913,1218799],[544194,972977],[567240,1252209],[571149,1260137],[574485,1262045],[575365,1013787],[597626,1294609],[598907,1044415],[634760,1346183],[638096,1348091],[638976,1095423],[650859,1364247],[664042,1381171],[665323,1127536],[668860,1389878],[668950,1132968],[694377,1422895],[697713,1424803],[698593,1169457],[737836,1476684],[737926,1217273],[754562,1494027],[765930,1509701],[769266,1511609],[770146,1254778],[801958,1553396],[802048,1293083],[803012,1554581],[835125,1592224],[857535,1615199],[866034,1623978],[878092,1639442],[878182,1379645],[879146,1640627],[917553,1683873],[917643,1424448],[945577,1714651],[951674,1721192],[951764,1461985],[962408,1731493],[975033,1743478],[997581,1768178],[997671,1511254],[1057876,1832454],[1067593,1840873],[1078660,1850330],[1084757,1856871],[1084847,1603267],[1097235,1867795],[1148679,1917764],[1183852,1954449],[1183942,1706484],[1193379,1962052],[1205086,1971493],[1270487,2029060],[1276584,2035601],[1276674,1795094],[1333759,2086296],[1400316,2140922],[1530135,2244936] ] cell #2599 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [80582],[99199],[119144],[129247],[139080],[153638],[165900],[167366],[176273],[177823],[194307],[196666],[208740],[209773],[222131],[225486],[226202],[234393],[240832],[244864],[257987],[260569],[262928],[263644],[275047],[277406],[282221],[289480],[290513],[297110],[299290],[305924],[317804],[318504],[321836],[325422],[334499],[338531],[351654],[354236],[356595],[357311],[361704],[363695],[371768],[373948],[380582],[385172],[387352],[388332],[393986],[404135],[406315],[412949],[424829],[425529],[428861],[432447],[437233],[439760],[446089],[448080],[456153],[458333],[460999],[462990],[471063],[473243],[479877],[482230],[484221],[492294],[494474],[501108],[505698],[507878],[508858],[514512],[522109],[531283],[533810],[540139],[542130],[547643],[550170],[556499],[558490],[566563],[568743],[571086],[573613],[579942],[581933],[590006],[592186],[594852],[596843],[604916],[607096],[613730],[622268],[625523],[629877],[633178],[634697],[637224],[643238],[652412],[654939],[661268],[663259],[668780],[677954],[680481],[686810],[688801],[694314],[696841],[703170],[705161],[713234],[715414],[724171],[725534],[732208],[735630],[737756],[756693],[761047],[765867],[768394],[780908],[784163],[788517],[791818],[793337],[795864],[801878],[811052],[813579],[819908],[821899],[833991],[835062],[837549],[842375],[846033],[854766],[865790],[872464],[878012],[893600],[894963],[901637],[905059],[907185],[926122],[930476],[935296],[937823],[946702],[951594],[954177],[971719],[973082],[983191],[990504],[1012721],[1013792],[1016279],[1021105],[1024763],[1044520],[1051194],[1056742],[1068703],[1075622],[1094357],[1095428],[1101261],[1106153],[1127641],[1132973],[1137865],[1140448],[1169462],[1176775],[1194348],[1217278],[1222170],[1228058],[1254783],[1260530],[1267449],[1293088],[1297980],[1346576],[1356720],[1379650],[1384542],[1389578],[1423288],[1461990],[1476384],[1510094],[1553096],[1592617],[1639142],[1720892],[1839203] ] cell #2600 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2601 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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,1991334],[1488685,2213090],[1501681,1769398],[1521543,2238632],[1522721,1534539],[1530243,2429970],[1530340,2245195],[1539332,1798968],[1561157,2270014],[1561324,2057074],[1568250,1811707],[1580585,1834404],[1597255,2297565],[1597422,2088666],[1608105,2305048],[1618731,2312475],[1618898,2106381],[1628617,1893440],[1629581,2319958],[1651203,2335918],[1651370,2133851],[1652449,1661089],[1659843,2341893],[1662053,2343401],[1685093,1696911],[1701704,1953527],[1736524,2396783],[1736691,2205404],[1750232,1996857],[1757370,2410187],[1757537,2221764],[1780865,2026030],[1789082,2431418],[1789249,2247306],[1799932,2438901],[1811804,1820444],[1821408,2453811],[1863986,2102164],[1885056,2119879],[1922795,2517309],[1922962,2352075],[1935424,1936503],[1943641,2530713],[1943808,2368435],[2013543,2014622],[2042716,2260804],[2063786,2278519],[2182972,2184051] ] cell #2602 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [81577,1838031],[108339,1952862],[109435,1959951],[131164,2035093],[142100,2068485],[142379,2068352],[155555,1856363],[169579,2145783],[169858,2137547],[179740,1682286],[183242,2178331],[183328,2177529],[198879,1976354],[199158,2209100],[211690,1766591],[212801,2243999],[215763,2250090],[215849,2241795],[224048,1284216],[227699,1808119],[227978,2268717],[232318,2279868],[247412,2085359],[250374,2091450],[250460,2308211],[262151,1646204],[265141,1889755],[265420,2332328],[266699,2340833],[267493,2335519],[270190,2338800],[279619,1414147],[279898,1924319],[281183,1929981],[284145,1930783],[284231,2362924],[292430,1446974],[297620,2188848],[306939,2194162],[307733,2396384],[310430,2399665],[323646,1773680],[323925,2235540],[324384,2008100],[327346,2008902],[327432,2420833],[328852,2428929],[330055,2424361],[330849,1775422],[341079,1281891],[344041,1031035],[344127,2041576],[345888,2047370],[346682,2445929],[349379,2449210],[355818,1560158],[358808,1577665],[359087,2072448],[364798,2290508],[365592,2083155],[372278,1596282],[374935,2295076],[376138,2479409],[376932,1858543],[385682,2312076],[388953,1889622],[394165,1385445],[394251,2332887],[395001,2121228],[395795,2497947],[398492,2501228],[401149,2504154],[402352,1899241],[404645,1143252],[413964,1153961],[414758,1921822],[417455,2152753],[419182,1679261],[420385,2523656],[421179,1162992],[430671,1689375],[430950,2166564],[431409,1444649],[434371,1186705],[434457,2181832],[440381,1968118],[440629,2383628],[441832,2192129],[443414,2547035],[449183,1725062],[449977,1973517],[453167,2553267],[454370,1979269],[456663,956981],[464093,2403130],[464887,2216253],[467767,1506888],[467903,2417350],[471573,1756397],[473717,2422041],[474230,1763566],[475433,2569739],[476227,1248313],[482471,1776224],[485324,1019137],[486118,1527003],[492804,1788109],[495461,793169],[496664,2039471],[497458,2037273],[502712,2592216],[503915,1038049],[506208,1303367],[509479,1807986],[514691,1298883],[514777,2269276],[515527,1314076],[516321,2069951],[519018,2283923],[522186,1322685],[525464,1589452],[525600,2472059],[526704,1843699],[528769,2613172],[534431,1853210],[534679,1596983],[535882,2088791],[537464,1340544],[540380,1859345],[543233,840407],[544027,1613565],[550791,2110077],[551039,2485191],[552242,2315357],[553824,1874800],[554832,1635848],[555584,2498079],[559593,1880732],[560387,2115476],[563577,2632456],[564780,1121170],[567073,1111540],[570918,668857],[574234,1648631],[574482,901469],[575685,1396640],[577267,2138106],[583036,1911333],[583830,2142946],[587020,1922523],[588223,2148698],[595093,917550],[597946,1174807],[598740,1427212],[601620,1420082],[601756,2359441],[605426,1942668],[607570,2364132],[608083,935128],[609286,2179727],[610080,1443543],[615946,1961514],[618681,1717664],[619433,2547167],[622509,2670328],[625600,1464341],[628878,1728721],[629014,1466137],[630118,1974319],[632183,1211366],[634529,737833],[637845,1733952],[638093,732040],[639296,1483446],[640878,2209659],[643315,1223999],[646593,1749567],[646729,1750510],[647833,1993256],[649898,1994652],[650692,1231982],[651008,2569440],[655560,2002767],[655808,1757098],[657011,2221889],[658593,1504062],[661509,997578],[664362,988536],[665156,1514018],[672135,1519914],[672271,2238312],[673375,1013624],[675440,2243003],[681102,2031940],[681350,1788810],[682553,2247431],[684135,1536920],[687051,2038075],[690698,1805392],[694146,801955],[697462,1554773],[697710,1051026],[698913,1297052],[700495,2053530],[701503,1549802],[702255,2446061],[706264,2059462],[707058,2274116],[710248,2070652],[711451,1312997],[717186,2717581],[717817,1839592],[720737,2612873],[728179,2085758],[730914,1853343],[731666,1336613],[734742,1084754],[741111,1606476],[741247,2304728],[742351,1095260],[744416,2309419],[747116,2103473],[748121,1099177],[748698,1358397],[749851,1873334],[750603,1358605],[753679,1618459],[754882,1105225],[756770,1364509],[760048,1884391],[760184,1628895],[761288,2116278],[762764,1887355],[763353,1373738],[764147,1372492],[765699,878089],[769015,1640819],[769263,872296],[770466,1383614],[772048,2127388],[774586,1132875],[777321,1648764],[778073,2335651],[781149,2146910],[784240,1659571],[787518,1914992],[787654,1661367],[788758,2143748],[790823,1406596],[796485,1920223],[797936,1678676],[799518,1677430],[805233,1424355],[805369,1936781],[806473,1169294],[808538,2164081],[809648,2523357],[814200,2172196],[814448,1943369],[815651,2368560],[817233,1699292],[820149,1183849],[823796,1709248],[826341,2668055],[834068,1455701],[834894,951671],[837451,1205083],[838082,1970212],[841002,1466550],[846654,1731685],[848444,1217180],[851179,1734085],[851931,2396516],[855007,1977481],[857442,1745908],[858073,1989149],[859319,976978],[859501,976721],[859820,1229125],[860993,1488412],[866031,983023],[868435,2218856],[869440,1237056],[870017,1499923],[871170,2002900],[871922,1500131],[874688,1763289],[874998,994169],[876201,1243104],[881367,1511161],[881503,2014900],[882607,1254615],[884672,2233057],[886615,2244131],[887246,1259977],[8901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] cell #2603 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [50836],[68928],[77233],[80432],[83694],[93058],[102445],[106534],[109356],[111686],[115672],[121941],[123343],[130494],[130829],[134744],[139858],[142326],[144888],[146378],[150899],[154885],[155220],[158442],[162428],[168815],[169218],[169805],[172801],[174203],[179070],[179405],[180472],[183320],[186622],[192104],[193594],[198115],[198518],[199105],[201023],[202513],[207034],[208359],[211020],[211355],[213381],[213426],[214871],[215347],[215841],[219392],[223378],[226935],[227338],[227925],[230921],[242510],[246900],[247992],[248037],[249482],[249958],[250452],[252884],[257274],[258366],[259856],[261229],[264377],[264780],[265367],[267362],[267412],[267485],[272844],[274334],[278855],[279845],[281763],[281808],[283253],[283729],[284223],[287774],[289099],[291760],[298832],[303874],[304197],[306181],[307602],[307652],[307725],[315754],[318061],[318992],[319482],[323872],[324964],[325009],[326454],[326930],[327424],[336177],[340567],[341659],[343149],[344119],[346551],[346601],[346674],[347307],[352033],[353523],[354896],[358044],[359034],[359369],[364183],[366172],[366883],[366928],[368600],[371187],[372147],[372270],[374427],[382004],[384591],[387831],[391936],[392259],[394243],[395664],[395714],[395787],[396420],[405857],[410899],[411222],[413206],[414627],[414750],[419017],[421098],[421171],[426017],[426507],[430897],[431989],[433479],[434449],[434852],[438655],[439585],[443283],[443333],[443406],[444737],[445179],[447960],[451313],[457875],[459647],[460089],[462870],[466178],[467895],[470482],[471442],[471565],[476146],[476219],[484709],[486698],[487409],[489126],[491713],[492673],[492796],[494953],[499058],[501365],[512462],[512785],[514769],[515700],[516190],[516313],[516946],[523191],[523633],[524181],[524623],[525592],[529959],[530197],[532705],[537383],[537456],[542618],[544607],[545318],[546319],[546557],[549995],[553693],[553816],[555147],[558370],[573438],[575858],[577136],[577259],[578590],[579032],[581813],[585166],[586838],[589425],[600031],[601748],[604335],[605295],[605418],[609999],[610072],[616621],[616859],[617661],[617899],[618996],[624144],[626605],[627047],[629006],[637049],[639469],[640747],[640870],[641859],[645310],[645752],[646721],[651326],[658585],[666447],[670852],[671294],[672263],[673193],[676630],[676868],[679376],[684054],[684127],[685458],[688681],[696666],[699086],[700364],[700487],[701818],[705041],[718612],[719691],[721055],[728854],[729092],[731229],[739828],[740270],[741239],[742169],[748831],[749069],[750166],[760176],[768219],[770639],[771917],[772040],[776301],[776539],[777636],[778626],[782784],[785245],[785687],[787646],[792251],[799510],[803950],[804392],[805361],[806291],[809966],[817225],[836484],[838877],[841320],[850159],[850397],[851494],[852484],[859947],[861311],[871485],[880084],[880526],[881495],[882425],[889120],[890484],[891524],[898283],[898521],[900658],[910668],[918260],[918498],[919595],[920585],[929605],[941469],[952676],[953118],[963767],[967239],[968603],[969643],[984613],[989449],[998288],[998526],[999623],[1000613],[1017607],[1020050],[1030224],[1038677],[1040041],[1041081],[1050215],[1060225],[1066644],[1074548],[1074786],[1085759],[1107235],[1121798],[1123162],[1124202],[1150038],[1154874],[1175720],[1185894],[1191837],[1193012],[1200959],[1204137],[1212279],[1225999],[1234141],[1277586],[1314989],[1321256],[1321492],[1333392],[1355384],[1399367],[1407509],[1451621],[1463148],[1485010],[1529768],[1658378] ] cell #2604 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [58723],[73614],[89615],[97805],[105737],[117750],[127862],[129072],[136415],[137686],[151484],[153463],[163629],[164506],[174879],[177648],[178262],[184991],[190607],[194132],[205393],[207619],[209598],[210212],[219977],[221956],[226027],[232122],[232999],[238739],[240657],[246495],[256869],[257461],[260394],[263469],[271347],[274872],[286133],[288359],[290338],[290952],[294764],[296584],[303831],[305749],[311587],[315711],[317629],[318464],[323467],[332406],[334324],[340162],[350536],[351128],[354061],[357136],[361321],[363655],[369422],[371242],[378489],[380407],[382826],[384646],[391893],[393811],[399649],[401789],[403609],[410856],[412774],[418612],[422736],[424654],[425489],[430492],[437193],[445706],[448040],[453807],[455627],[460616],[462950],[468717],[470537],[477784],[479702],[481847],[484181],[489948],[491768],[499015],[500933],[503352],[505172],[512419],[514337],[520175],[528206],[531243],[535319],[538310],[539756],[542090],[547603],[556116],[558450],[564217],[566037],[571046],[579559],[581893],[587660],[589480],[594469],[596803],[602570],[604390],[611637],[613555],[621885],[623149],[629494],[632652],[634657],[652372],[656448],[660885],[663219],[674877],[677914],[681990],[684981],[686427],[688761],[694274],[702787],[705121],[710888],[712708],[724131],[725151],[727517],[732168],[735590],[743853],[754319],[760664],[765827],[780525],[781789],[788134],[791292],[793297],[811012],[815088],[819525],[821859],[830282],[835022],[837509],[854383],[855647],[865407],[872424],[893560],[894580],[896946],[901597],[905019],[923748],[930093],[935256],[946662],[953350],[971679],[972699],[978411],[983151],[1003776],[1009012],[1013752],[1016239],[1044137],[1051154],[1067876],[1090648],[1095388],[1101221],[1127258],[1132933],[1139621],[1164682],[1169422],[1217238],[1227231],[1250003],[1254743],[1259703],[1293048],[1331211],[1345749],[1379610],[1422461],[1461950],[1509267],[1591790],[1712713] ] cell #2605 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2606 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [176238],[208705],[221356],[221614],[234358],[257918],[269657],[269915],[276726],[289445],[289996],[297041],[309897],[310155],[318489],[330015],[332550],[333429],[348846],[349104],[351585],[355915],[363680],[371699],[376098],[378633],[379512],[385103],[388335],[397959],[398217],[401478],[404066],[405003],[420345],[422880],[423759],[425514],[437218],[439763],[448065],[453496],[456084],[457021],[462975],[466577],[466835],[470994],[475393],[477928],[478807],[481952],[484206],[492225],[500038],[503041],[503875],[505629],[506566],[508861],[522112],[528729],[531268],[533813],[539861],[542115],[547100],[547628],[549121],[550173],[554182],[558475],[561230],[562335],[563906],[564740],[566494],[567431],[571071],[573616],[581918],[589937],[590874],[594574],[595422],[596828],[604847],[612660],[617402],[622838],[625526],[629599],[632143],[633109],[634682],[637227],[641980],[642717],[643241],[643957],[652397],[653890],[654942],[657469],[658951],[660990],[661838],[663244],[668783],[677939],[680484],[686532],[688786],[694299],[695399],[696844],[705146],[707901],[709006],[711411],[713165],[714102],[718733],[719470],[724156],[725256],[729635],[732193],[734616],[735071],[735615],[737759],[745630],[745748],[747677],[755986],[756172],[756696],[757412],[760769],[765852],[766952],[768397],[784166],[788239],[790783],[791749],[793322],[795867],[801881],[811037],[812530],[813582],[816109],[817591],[819630],[820478],[821884],[824639],[828352],[828470],[831165],[831351],[833994],[835047],[837534],[838998],[839735],[842378],[844084],[845521],[846036],[856778],[865512],[867067],[868996],[872449],[878015],[893585],[894685],[899064],[901622],[904045],[904500],[905044],[907188],[914771],[925415],[925601],[926125],[926841],[930198],[935281],[936381],[937826],[940353],[944820],[946687],[947113],[951597],[953854],[954180],[955635],[955753],[958634],[960907],[971704],[972804],[979480],[983176],[984916],[990507],[993650],[1009895],[1010081],[1012724],[1013777],[1016264],[1017728],[1018465],[1021108],[1022814],[1024251],[1024766],[1033611],[1034610],[1044242],[1045797],[1047726],[1051179],[1056035],[1056745],[1068380],[1068706],[1069106],[1075687],[1076002],[1077903],[1080196],[1091531],[1091717],[1094360],[1095413],[1101246],[1101672],[1106156],[1113193],[1127363],[1132958],[1133384],[1136079],[1137868],[1140125],[1140451],[1141906],[1142024],[1144905],[1147178],[1151088],[1157638],[1159075],[1165751],[1169447],[1171187],[1176778],[1179921],[1194413],[1194728],[1202145],[1206599],[1217263],[1217689],[1220384],[1222173],[1227735],[1228061],[1228461],[1239551],[1251072],[1254768],[1260207],[1260533],[1260933],[1262800],[1267514],[1267829],[1269730],[1272023],[1278764],[1283544],[1285817],[1293073],[1293499],[1296194],[1297983],[1305020],[1319190],[1323772],[1342197],[1346253],[1346579],[1346979],[1348846],[1356785],[1357100],[1368971],[1379635],[1380061],[1382756],[1384545],[1389643],[1389958],[1392253],[1397375],[1401829],[1408725],[1412919],[1422965],[1423291],[1423691],[1425558],[1434781],[1446302],[1461975],[1472161],[1476449],[1476764],[1479059],[1487290],[1509771],[1510097],[1510497],[1512364],[1520148],[1522687],[1538573],[1543355],[1553161],[1553476],[1555771],[1565347],[1576437],[1592294],[1592620],[1593719],[1602510],[1606710],[1609249],[1624733],[1639207],[1639522],[1641817],[1667391],[1682520],[1685059],[1705727],[1715577],[1720957],[1721272],[1722640],[1752409],[1766825],[1769364],[1785546],[1794337],[1839268],[1841743],[1846869],[1847781],[1871247],[1876942],[1908911],[1961255],[1962817],[1991300],[2026511],[2077173],[2104776] ] cell #2607 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [58724],[73615],[89616],[97806],[105738],[117751],[127863],[129073],[136416],[137687],[151485],[153464],[163630],[164507],[174880],[177649],[178263],[184992],[190608],[194133],[205394],[207620],[209599],[210213],[219978],[221957],[226028],[232123],[233000],[238740],[240658],[246496],[256870],[257462],[260395],[263470],[271348],[274873],[286134],[288360],[290339],[290953],[294765],[296585],[303832],[305750],[311588],[315712],[317630],[318467],[323468],[332407],[334325],[340163],[350537],[351129],[354062],[357137],[361322],[363658],[369423],[371243],[378490],[380408],[382827],[384647],[391894],[393812],[399650],[401790],[403610],[410857],[412775],[418613],[422737],[424655],[425492],[430493],[437196],[445707],[448043],[453808],[455628],[460617],[462953],[468718],[470538],[477785],[479703],[481848],[484184],[489949],[491769],[499016],[500934],[503353],[505173],[512420],[514338],[520176],[528207],[531246],[535320],[538311],[539757],[542093],[547606],[556117],[558453],[564218],[566038],[571049],[579560],[581896],[587661],[589481],[594470],[596806],[602571],[604391],[611638],[613556],[621886],[623150],[629495],[632653],[634660],[652375],[656449],[660886],[663222],[674878],[677917],[681991],[684982],[686428],[688764],[694277],[702788],[705124],[710889],[712709],[724134],[725152],[727518],[732171],[735593],[743854],[754320],[760665],[765830],[780526],[781790],[788135],[791293],[793300],[811015],[815089],[819526],[821862],[830283],[835025],[837512],[854384],[855648],[865408],[872427],[893563],[894581],[896947],[901600],[905022],[923749],[930094],[935259],[946665],[953415],[971682],[972700],[978412],[983154],[1003777],[1009013],[1013755],[1016242],[1044138],[1051157],[1067941],[1090649],[1095391],[1101224],[1127259],[1132936],[1139686],[1164683],[1169425],[1217241],[1227296],[1250004],[1254746],[1259768],[1293051],[1331212],[1345814],[1379613],[1422526],[1461953],[1509332],[1591855],[1712778] ] cell #2608 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [76915],[102276],[102384],[109038],[130660],[130768],[134775],[139652],[142265],[155051],[155159],[166472],[168532],[169249],[169744],[177433],[179236],[179344],[183351],[197832],[198549],[199044],[209383],[211186],[211294],[214165],[214566],[215872],[224823],[226652],[227369],[227864],[239889],[248776],[249177],[250483],[257105],[257213],[262265],[264094],[264811],[265306],[267561],[267868],[279784],[280822],[282547],[282948],[283464],[284254],[297995],[299980],[304981],[307801],[308108],[312873],[314384],[316861],[318092],[323811],[324023],[325748],[326149],[326665],[327455],[329863],[330488],[342443],[344150],[346750],[347057],[348526],[358973],[361443],[362661],[365231],[367515],[372346],[372653],[374274],[374638],[375946],[376571],[381368],[382035],[383014],[386057],[390566],[393043],[394274],[395863],[396170],[397639],[401277],[412006],[414826],[415133],[420193],[420818],[421247],[430836],[432773],[433690],[434480],[437331],[438019],[438686],[443482],[445828],[447046],[448991],[449616],[450918],[451063],[451900],[453295],[459380],[459506],[460738],[461152],[464526],[467926],[468905],[471641],[471948],[473569],[475241],[475866],[476295],[492872],[493179],[494800],[495164],[496472],[497097],[502840],[511092],[513569],[514800],[516389],[516696],[518165],[522924],[523050],[525623],[528577],[530703],[531381],[532069],[532736],[534807],[536295],[537103],[537532],[546419],[547741],[553892],[555006],[556238],[556652],[559401],[560026],[561473],[563705],[577335],[579681],[580899],[582844],[583469],[584771],[584916],[585753],[587148],[592512],[601779],[602758],[605494],[605801],[607422],[609094],[609719],[610148],[616721],[618405],[618855],[622007],[622637],[624703],[624926],[626338],[626464],[629037],[630892],[640946],[646752],[649706],[651188],[651832],[652510],[655936],[658661],[672294],[675248],[677374],[678052],[678740],[679407],[681478],[682966],[683774],[684203],[691639],[691784],[700563],[701677],[702909],[703323],[706072],[706697],[708144],[710376],[715740],[720250],[720473],[720917],[721561],[724269],[726725],[727127],[728954],[731088],[741270],[744224],[749575],[750025],[753807],[760207],[772116],[777045],[777495],[780647],[781277],[783343],[783566],[784978],[785104],[787677],[789532],[792757],[798349],[799586],[805392],[808346],[809828],[810472],[811150],[814576],[817301],[824882],[829490],[829892],[836727],[841182],[850903],[851353],[854505],[855135],[860506],[860729],[861173],[871344],[881526],[884480],[889679],[889902],[890346],[890990],[892030],[893698],[896154],[896556],[898383],[900517],[906365],[910699],[912554],[919004],[919454],[923236],[929636],[934716],[941545],[945880],[963798],[967798],[968021],[968465],[969109],[970149],[971817],[977619],[978021],[989311],[999032],[999482],[1003264],[1008220],[1008622],[1010861],[1012172],[1015457],[1019912],[1026122],[1030083],[1039236],[1039459],[1039903],[1041587],[1050074],[1060256],[1075292],[1085618],[1089856],[1090258],[1092497],[1093808],[1100439],[1122357],[1122580],[1123024],[1124708],[1132151],[1134806],[1150069],[1154736],[1163890],[1164292],[1166531],[1167842],[1175582],[1185753],[1201518],[1201741],[1203028],[1212141],[1216456],[1219111],[1234647],[1249211],[1249613],[1251852],[1253163],[1277445],[1292266],[1294921],[1314851],[1324655],[1330419],[1330821],[1332317],[1363890],[1378828],[1381483],[1398258],[1407371],[1452351],[1455457],[1461168],[1462162],[1488173],[1494339],[1528693],[1583311],[1585380],[1618215],[1657392],[1712238],[1745495] ] cell #2609 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2610 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [110231],[115226],[121092],[149444],[150574],[156987],[157641],[161579],[161982],[172355],[193109],[195108],[201475],[204027],[205579],[206233],[206709],[217937],[219067],[222932],[223682],[230072],[230475],[240110],[244624],[245988],[254998],[256362],[258818],[259371],[261370],[273849],[275848],[278530],[279399],[284767],[286319],[286973],[287449],[291314],[292064],[294665],[303740],[305202],[315620],[317082],[321596],[322960],[327968],[333777],[334897],[338291],[339655],[342664],[343794],[344663],[348665],[350029],[350910],[352485],[353038],[355037],[357719],[358588],[361312],[369323],[371233],[379860],[380980],[382727],[384637],[391802],[397778],[399142],[400023],[401690],[401907],[406963],[410765],[412227],[416741],[418105],[421439],[422645],[424107],[425227],[428621],[429985],[432994],[434124],[434993],[445697],[452039],[453708],[453925],[458981],[460607],[470528],[476487],[477693],[479155],[480275],[481727],[481838],[482346],[487861],[489849],[491759],[498924],[500152],[500386],[501506],[503253],[503470],[503614],[505163],[508526],[512328],[518304],[519668],[520549],[535220],[535437],[537724],[538219],[539636],[539747],[540255],[545770],[562449],[564118],[564335],[564479],[566028],[569391],[570596],[570738],[570893],[579550],[585892],[587561],[587778],[589471],[591271],[592834],[594349],[594460],[594968],[595068],[604381],[610340],[611546],[612774],[623050],[623267],[629374],[629485],[629993],[631882],[632643],[634207],[634349],[634504],[656349],[656566],[659348],[660765],[660876],[661384],[661484],[667526],[668405],[681891],[682108],[684395],[684890],[686307],[686418],[686926],[690364],[693966],[694121],[709120],[711150],[712699],[714499],[722691],[725031],[725142],[725650],[727465],[727508],[731860],[732015],[732333],[734717],[736502],[737381],[754220],[754437],[760544],[760655],[761163],[763813],[765519],[765674],[773092],[788014],[788125],[788633],[790522],[791283],[792989],[793144],[793462],[801503],[814989],[815206],[817988],[820124],[823462],[830230],[830273],[831697],[834714],[834869],[837055],[837426],[842000],[846950],[862947],[865287],[865398],[865906],[867764],[872116],[872271],[872589],[877637],[896894],[896937],[901289],[901444],[901762],[904146],[906810],[929973],[930084],[930592],[933242],[935421],[943041],[946208],[946579],[947810],[948093],[951219],[953262],[953654],[978359],[978402],[979826],[982843],[982998],[983316],[985184],[990129],[1013917],[1015785],[1016156],[1020730],[1046494],[1050846],[1051001],[1051319],[1065041],[1067788],[1068180],[1069374],[1080893],[1095553],[1097600],[1100767],[1101138],[1102369],[1102652],[1105778],[1108213],[1117029],[1134081],[1139533],[1139925],[1169587],[1171455],[1176400],[1191190],[1193744],[1195703],[1206867],[1218386],[1224396],[1227143],[1227535],[1228729],[1240248],[1254908],[1261201],[1272720],[1287380],[1300040],[1308856],[1323082],[1334124],[1336083],[1347247],[1353562],[1358075],[1369239],[1390933],[1402097],[1413616],[1435478],[1450138],[1453670],[1464738],[1477739],[1499601],[1530500],[1532459],[1543623],[1565615],[1594952],[1659968],[1672969],[1694831],[1786779], [163149,393264],[205302,468618],[231642,513790],[238648,528107],[257452,556107],[286042,602471],[292481,613008],[296575,621876],[332315,674778],[345222,692441],[351119,702778],[356312,710789],[378398,743754],[403600,780516],[405400,781690],[414233,792847],[431075,819516],[455618,854374],[457418,855548],[485593,892120],[485784,894571],[495489,905931],[506963,923649],[543502,970239],[543693,972690],[567828,1003677],[571211,1009003],[574510,1010427],[586093,1025680],[598215,1041677],[598406,1044128],[634822,1090639],[638121,1092063],[664631,1124798],[664822,1127249],[668885,1132479],[672448,1134364],[694439,1164673],[697738,1166097],[737861,1216784],[741424,1218669],[755151,1234737],[765992,1249994],[769291,1251418],[774515,1260007],[801983,1292594],[803074,1294196],[805546,1294479],[835187,1331202],[848373,1346053],[866059,1363456],[878117,1379156],[879208,1380758],[881680,1381041],[916474,1422765],[917578,1423959],[951699,1461496],[962470,1472858],[975058,1484899],[983868,1493897],[996502,1509571],[997606,1510765],[1037978,1554451],[1057938,1577134],[1067618,1585265],[1073802,1592094],[1084782,1602778],[1097857,1615069],[1121099,1640497],[1148741,1668088],[1183877,1705995],[1194001,1714521],[1205111,1724534],[1211295,1731363],[1224096,1742733],[1276609,1794605],[1312926,1832324],[1322782,1840128],[1334381,1850200],[1400341,1910805],[1406525,1917634],[1464438,1970748],[1530757,2028930],[1659668,2140177] ] cell #2611 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [208475],[257956],[280296],[289215],[297079],[318566],[341249],[351623],[359485],[363757],[371737],[385141],[388404],[393473],[404104],[404815],[413711],[425591],[431579],[437428],[439832],[448142],[456122],[456833],[463052],[471032],[472627],[484283],[485071],[486288],[492263],[495526],[505667],[506378],[508930],[513999],[515274],[522319],[531478],[533882],[542192],[542980],[544197],[547838],[550242],[556400],[558552],[566532],[567243],[571281],[573057],[573685],[574547],[575432],[581995],[589975],[596905],[597693],[598910],[604885],[606480],[613217],[622169],[625733],[633147],[634892],[636668],[637296],[638158],[639043],[643448],[650862],[652607],[655011],[663321],[664109],[665326],[668990],[669085],[670876],[678149],[680553],[688863],[690868],[692650],[694509],[696285],[696913],[697775],[698660],[703071],[705223],[713203],[714798],[724366],[732403],[733690],[735692],[737966],[738061],[739852],[752627],[754629],[756903],[764317],[766062],[767838],[768466],[769328],[770213],[780809],[784373],[791787],[793532],[794819],[795936],[797683],[799940],[802088],[802183],[803974],[804980],[811247],[813651],[819809],[821961],[823966],[834201],[835257],[836103],[837611],[842585],[842680],[843101],[846105],[854667],[857602],[863092],[866096],[872659],[873946],[875948],[878222],[878317],[880108],[881114],[893795],[894864],[901832],[903119],[905121],[906728],[907395],[907490],[907911],[917778],[919619],[926332],[933746],[935491],[937895],[939642],[945644],[946764],[951804],[951899],[952700],[953787],[954249],[959855],[963386],[971914],[972983],[974633],[975095],[980701],[983386],[985740],[990714],[990809],[991230],[997806],[999647],[1011224],[1012931],[1013987],[1016341],[1021315],[1021410],[1021831],[1024835],[1025813],[1027723],[1044421],[1051389],[1052676],[1054678],[1056952],[1057047],[1059844],[1067193],[1067655],[1068313],[1068775],[1069930],[1075629],[1075918],[1078727],[1084982],[1085783],[1092860],[1094567],[1095623],[1097105],[1097394],[1101323],[1106363],[1106458],[1108346],[1114414],[1127542],[1133035],[1134497],[1138075],[1138170],[1140058],[1140520],[1146126],[1149657],[1150329],[1166894],[1169657],[1172011],[1176985],[1177080],[1177501],[1184077],[1185918],[1193249],[1193538],[1194355],[1194644],[1195836],[1202071],[1204686],[1205148],[1207423],[1217340],[1218802],[1222380],[1222475],[1223933],[1227668],[1228130],[1229285],[1235273],[1244337],[1252215],[1254978],[1260140],[1260602],[1261757],[1262041],[1267456],[1267745],[1270554],[1276809],[1277610],[1293150],[1294612],[1298190],[1298285],[1300173],[1306241],[1322619],[1323698],[1325121],[1333629],[1333918],[1336216],[1346186],[1346648],[1347803],[1348087],[1356727],[1357016],[1358208],[1364253],[1369795],[1379712],[1381174],[1384752],[1384847],[1389585],[1389874],[1391066],[1397301],[1399916],[1400378],[1402653],[1417705],[1422898],[1423360],[1424515],[1424799],[1430503],[1439567],[1462052],[1464275],[1466777],[1476391],[1476680],[1477872],[1487216],[1488639],[1494030],[1499734],[1509704],[1510166],[1511321],[1511605],[1520074],[1521497],[1530005],[1530294],[1532592],[1544179],[1553103],[1553392],[1554584],[1566171],[1581223],[1592227],[1592689],[1603334],[1606636],[1608059],[1615202],[1623974],[1629535],[1639149],[1639438],[1640630],[1659505],[1662007],[1673102],[1682446],[1683869],[1694964],[1706551],[1714654],[1720899],[1721188],[1731496],[1743474],[1766751],[1768174],[1795161],[1799886],[1821362],[1832457],[1839210],[1840869],[1846795],[1850333],[1856867],[1867765],[1917767],[1954445],[1961181],[1962022],[1971489],[2029063],[2035597],[2077142],[2086266],[2140918],[2244906] ] cell #2612 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [186460],[193259],[201625],[242348],[243826],[252722],[253568],[258968],[259521],[273999],[302692],[305352],[313861],[317232],[319320],[320166],[320798],[336015],[337493],[342814],[343874],[352635],[353188],[366010],[371683],[373463],[385087],[386867],[390043],[390754],[393414],[409717],[412377],[415943],[417125],[424257],[426345],[427191],[427823],[433144],[434204],[437524],[448541],[450395],[463451],[465305],[470978],[472758],[479305],[486536],[488011],[492209],[493989],[497876],[499354],[500536],[505613],[507393],[508606],[510569],[511280],[513940],[517506],[518688],[522132],[531574],[533833],[544445],[545920],[547934],[550193],[558951],[566478],[568258],[569471],[571377],[571652],[577820],[582394],[584248],[589921],[591701],[595847],[597304],[599158],[600633],[604831],[606611],[610498],[611976],[613158],[625546],[633093],[634988],[635263],[641431],[643261],[654962],[662263],[663720],[665574],[667049],[668689],[668803],[669399],[675941],[678245],[680504],[689262],[690814],[691116],[692591],[694605],[694880],[695036],[696864],[701048],[705622],[713149],[714929],[716142],[732499],[732774],[735496],[736091],[737665],[737779],[738375],[744917],[764263],[766158],[766433],[766589],[768417],[772601],[773956],[774112],[774269],[784186],[791733],[793628],[793903],[795887],[798082],[800071],[801787],[801901],[802497],[802610],[813602],[820903],[822360],[823912],[835353],[835628],[842284],[842398],[842994],[845158],[846056],[847814],[847970],[848127],[872755],[873030],[876347],[877921],[878035],[878631],[878744],[885925],[886858],[901928],[902203],[904925],[905520],[907094],[907208],[907804],[911796],[916071],[916228],[933692],[936018],[937846],[940041],[948957],[951503],[951617],[952213],[954158],[954200],[958832],[958989],[959322],[962006],[964044],[964977],[983482],[983757],[990413],[990527],[991123],[994185],[996099],[996256],[1004819],[1021014],[1021128],[1021724],[1023888],[1024786],[1026700],[1026857],[1027190],[1036415],[1051485],[1051760],[1055077],[1057474],[1061353],[1068684],[1068726],[1070200],[1073399],[1073556],[1075904],[1076281],[1081036],[1086455],[1103516],[1106062],[1106176],[1106772],[1108759],[1113391],[1113548],[1113881],[1119536],[1140429],[1140471],[1145103],[1145260],[1145593],[1148277],[1151248],[1176684],[1176798],[1177394],[1180456],[1182860],[1191555],[1194630],[1195007],[1196249],[1196541],[1199776],[1201970],[1202324],[1228039],[1228081],[1229555],[1232754],[1232911],[1233244],[1235259],[1240391],[1265716],[1267731],[1268108],[1272863],[1300586],[1305218],[1305375],[1305708],[1320973],[1323597],[1323951],[1325107],[1336629],[1351762],[1353927],[1357002],[1357379],[1358621],[1358913],[1362148],[1364696],[1373754],[1391479],[1397200],[1397554],[1428474],[1430489],[1435621],[1451702],[1454035],[1455888],[1466763],[1478285],[1484491],[1487115],[1487469],[1488625],[1500147],[1515280],[1521483],[1533005],[1548138],[1561072],[1570130],[1584857],[1595317],[1597170],[1608045],[1614460],[1618646],[1629521],[1651118],[1661993],[1673515],[1695377],[1710510],[1713912],[1724126],[1736439],[1757285],[1787144],[1788997],[1799872],[1821348],[1849591],[1910397],[1922710],[1943556],[2028321], [261202,560805],[318965,652703],[354869,707476],[364156,724462],[388355,756716],[425990,811343],[434825,824214],[439783,834014],[484682,893891],[501338,914346],[508881,926145],[515673,935587],[542591,972010],[573636,1012744],[575831,1014083],[586811,1026544],[608099,1056765],[637247,1094380],[639442,1095719],[673166,1135228],[673391,1137888],[685159,1150315],[699059,1169753],[742142,1219533],[742367,1222193],[770612,1255074],[774602,1260553],[778327,1262027],[791980,1278282],[806264,1295343],[806489,1298003],[848460,1346599],[852185,1348073],[882398,1381905],[882623,1384565],[887336,1389860],[891253,1391771],[916561,1423311],[920286,1424785],[965455,1476666],[969372,1478577],[984586,1494761],[996589,1510117],[1000314,1511591],[1006254,1520327],[1036893,1553378],[1038065,1554997],[1040810,1555289],[1073889,1592640],[1087890,1606889],[1106936,1623960],[1120014,1639424],[1121186,1641043],[1123931,1641335],[1161924,1682699],[1163082,1683855],[1200254,1721174],[1211382,1731909],[1224732,1743460],[1233870,1751927],[1247245,1767004],[1248403,1768160],[1291433,1810473],[1313013,1832870],[1323418,1840855],[1329559,1847048],[1340634,1856853],[1354176,1868405],[1377995,1892109],[1406612,1918180],[1443633,1954431],[1454284,1962662],[1465074,1971475],[1471215,1977668],[1484219,1988168],[1537010,2035583],[1574371,2070839],[1584585,2078300],[1595566,2086906],[1660304,2140904],[1666445,2147097],[1723854,2195038],[1787393,2245546],[1910125,2341709] ] cell #2613 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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1184982],[1193345,1962038],[1195777,1717907],[1204627,1971220],[1206939,1728115],[1218324,1476201],[1227609,1747830],[1228801,1748961],[1240186,1760161],[1253882,1513425],[1261273,1519308],[1263861,1266798],[1270070,2028782],[1272658,1791873],[1300114,1550045],[1307830,1827381],[1333725,2086282],[1336157,1853586],[1347319,1605870],[1349907,1352844],[1358149,1873577],[1369311,1883785],[1391007,1649007],[1399857,2140649],[1402169,1914386],[1413554,1671431],[1435416,1946432],[1449112,1708655],[1477813,1734328],[1499675,2003143],[1530101,2244922],[1532533,2032316],[1543695,1797697],[1546283,1549220],[1565687,2062515],[1673043,1920599],[1694905,2172572] ] cell #2614 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [294197],[302883],[314052],[368855],[370668],[382259],[383284],[390234],[390945],[409908],[447265],[450586],[461313],[465496],[468150],[469175],[469963],[489381],[491194],[498067],[499536],[510760],[511471],[527639],[534379],[536565],[550739],[552925],[556813],[557675],[560996],[581118],[584439],[588906],[590414],[599349],[602003],[603028],[603816],[610689],[612158],[616157],[628828],[631053],[646543],[648768],[655508],[657694],[665765],[674310],[676132],[681050],[683236],[687986],[689799],[691307],[697410],[699596],[701230],[703484],[704346],[707667],[712134],[713642],[718043],[728390],[730994],[743286],[745108],[747327],[749931],[759998],[768963],[771149],[772783],[774797],[775121],[782247],[787468],[789693],[796433],[798619],[805183],[805432],[807408],[809230],[814148],[816334],[821084],[822897],[824405],[838308],[846602],[848655],[848979],[856105],[858299],[871250],[881317],[881566],[883542],[885364],[887284],[887472],[887914],[895277],[897819],[900423],[910490],[912342],[912715],[914537],[916756],[917080],[919318],[919360],[924206],[929427],[938392],[940578],[942212],[959517],[959841],[963589],[963838],[965403],[965591],[966033],[973396],[994731],[996784],[997108],[999346],[999388],[1004234],[1005704],[1005866],[1006157],[1017038],[1025332],[1027385],[1027709],[1029989],[1032447],[1034835],[1036841],[1037029],[1037471],[1039747],[1049980],[1060047],[1060296],[1061899],[1074084],[1074408],[1081462],[1081650],[1082092],[1085482],[1085524],[1087340],[1087502],[1087793],[1114076],[1114400],[1118148],[1119962],[1120150],[1120592],[1122868],[1128819],[1129760],[1145788],[1146112],[1149860],[1150109],[1151674],[1151862],[1152304],[1156776],[1161536],[1161827],[1181002],[1185617],[1185659],[1188117],[1197426],[1200202],[1200390],[1200832],[1202892],[1202934],[1207558],[1207849],[1208185],[1211985],[1213124],[1214065],[1233439],[1233763],[1240817],[1241005],[1241447],[1244879],[1246857],[1247148],[1256402],[1273289],[1273477],[1273919],[1277309],[1277351],[1279329],[1279620],[1279956],[1289875],[1305903],[1306227],[1309975],[1314695],[1316891],[1324519],[1324561],[1325940],[1329171],[1329462],[1331732],[1332161],[1336798],[1342448],[1359798],[1362574],[1362762],[1363204],[1365306],[1369930],[1370221],[1370557],[1376437],[1398122],[1398164],[1402788],[1403079],[1403415],[1407215],[1409295],[1436047],[1436235],[1436677],[1440109],[1442714],[1452025],[1454872],[1455301],[1456498],[1456711],[1459897],[1462142],[1462441],[1488037],[1488079],[1489458],[1492689],[1492980],[1493316],[1495250],[1500316],[1526174],[1528108],[1528537],[1533174],[1561682],[1566306],[1566597],[1566933],[1582975],[1585360],[1585659],[1586730],[1597780],[1612736],[1614783],[1617630],[1618059],[1619256],[1619469],[1622655],[1625199],[1634212],[1651728],[1657372],[1657671],[1688546],[1690480],[1695546],[1712218],[1714235],[1715901],[1725999],[1737049],[1743090],[1745475],[1745774],[1746845],[1757895],[1772851],[1778557],[1789607],[1804563],[1817026],[1826039],[1840485],[1849914],[1851580],[1861678],[1867888],[1871571],[1881669],[1902172],[1912270],[1923320],[1944166],[1959122],[1962145],[1971105],[1982200],[2001137],[2028644],[2030310],[2040408],[2060399],[2086389],[2140534],[2151629],[2170566],[2245029], 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] cell #2615 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [294187],[302882],[314051],[368845],[370664],[382249],[383280],[390233],[390944],[409907],[447255],[450585],[461303],[465495],[468140],[469171],[469959],[489371],[491190],[498066],[499535],[510759],[511470],[527629],[534378],[536561],[550738],[552921],[556803],[557665],[560995],[581108],[584438],[588902],[590413],[599348],[601993],[603024],[603812],[610688],[612157],[616147],[628824],[631043],[646539],[648758],[655507],[657690],[665764],[674300],[676131],[681049],[683232],[687976],[689795],[691306],[697409],[699592],[701229],[703474],[704336],[707666],[712130],[713641],[717821],[728380],[730918],[743276],[745107],[747317],[749855],[759994],[768962],[771145],[772782],[774787],[775120],[782243],[787464],[789683],[796432],[798615],[805179],[805431],[807398],[809229],[814147],[816330],[821074],[822893],[824404],[838086],[846601],[848645],[848978],[856101],[858077],[871174],[881313],[881565],[883532],[885363],[887250],[887283],[887910],[895267],[897809],[900347],[910486],[912341],[912705],[914536],[916746],[917079],[919284],[919317],[924202],[929423],[938391],[940574],[942211],[959507],[959840],[963585],[963837],[965369],[965402],[966029],[973386],[994730],[996774],[997107],[999312],[999345],[1004230],[1005694],[1005862],[1006156],[1016816],[1025331],[1027375],[1027708],[1029913],[1032443],[1034831],[1036807],[1036840],[1037467],[1039746],[1049904],[1060043],[1060295],[1061898],[1074074],[1074407],[1081428],[1081461],[1082088],[1085448],[1085481],[1087330],[1087498],[1087792],[1114066],[1114399],[1118144],[1119928],[1119961],[1120588],[1122867],[1128815],[1129759],[1145778],[1146111],[1149856],[1150108],[1151640],[1151673],[1152300],[1156700],[1161532],[1161826],[1181001],[1185583],[1185616],[1188113],[1197416],[1200168],[1200201],[1200828],[1202858],[1202891],[1207554],[1207848],[1208035],[1211984],[1213120],[1214064],[1233429],[1233762],[1240783],[1240816],[1241443],[1244803],[1246853],[1247147],[1256401],[1273255],[1273288],[1273915],[1277275],[1277308],[1279325],[1279619],[1279806],[1289874],[1305893],[1306226],[1309971],[1314694],[1316815],[1324485],[1324518],[1325936],[1329167],[1329461],[1331728],[1332160],[1336797],[1342447],[1359788],[1362540],[1362573],[1363200],[1365230],[1369926],[1370220],[1370407],[1376436],[1398088],[1398121],[1402784],[1403078],[1403265],[1407214],[1409294],[1436013],[1436046],[1436673],[1440033],[1442564],[1452021],[1454868],[1455300],[1456422],[1456710],[1459896],[1462141],[1462440],[1488003],[1488036],[1489454],[1492685],[1492979],[1493166],[1495246],[1500315],[1526024],[1528104],[1528536],[1533173],[1561606],[1566302],[1566596],[1566783],[1582974],[1585359],[1585658],[1586726],[1597704],[1612586],[1614779],[1617626],[1618058],[1619180],[1619468],[1622654],[1625198],[1634062],[1651652],[1657371],[1657670],[1688396],[1690476],[1695545],[1712217],[1714231],[1715900],[1725995],[1736973],[1743089],[1745474],[1745773],[1746841],[1757819],[1772701],[1778553],[1789531],[1804413],[1817025],[1825889],[1840484],[1849910],[1851579],[1861674],[1867887],[1871570],[1881665],[1902171],[1912266],[1923244],[1944090],[1958972],[1962144],[1971104],[1982199],[2001136],[2028640],[2030309],[2040404],[2060395],[2086388],[2140533],[2151628],[2170565],[2245028], [393197,762213],[467713,868636],[513723,931642],[525410,950867],[554836,986215],[601566,1047366],[612941,1062262],[618685,1072631],[672081,1137138],[692374,1159657],[701507,1172486],[709884,1183045],[741057,1221443],[777325,1264458],[779855,1265901],[792780,1279157],[818245,1311755],[851183,1350504],[853713,1351947],[892053,1392646],[892310,1395398],[905841,1408350],[921814,1428659],[970172,1479452],[970429,1482204],[1001842,1515465],[1006343,1520861],[1010337,1522312],[1025628,1538823],[1041610,1556164],[1041867,1558916],[1087979,1607423],[1091973,1608874],[1124731,1642210],[1124988,1644962],[1130205,1650098],[1134312,1651940],[1162013,1683233],[1166007,1684684],[1214510,1735419],[1218617,1737261],[1234670,1752802],[1247334,1767538],[1251328,1768989],[1257780,1777485],[1290320,1809453],[1291522,1811007],[1294427,1811295],[1329648,1847582],[1343826,1860606],[1363366,1876567],[1376882,1891089],[1378084,1892643],[1380989,1892931],[1420538,1932044],[1421685,1933112],[1460342,1968545],[1471304,1978202],[1484809,1988765],[1493845,1996348],[1507344,2010163],[1508491,2011231],[1552238,2050300],[1574460,2071373],[1585175,2078897],[1590987,2084228],[1601624,2092789],[1615017,2103136],[1638284,2124158],[1666534,2147631],[1703721,2180660],[1714469,2188278],[1724444,2195635],[1730256,2200966],[1742863,2210217],[1793451,2251429],[1830111,2282798],[1840258,2289650],[1850148,2296596],[1910715,2342306],[1916527,2347637],[1970878,2388868],[2028878,2430449],[2140307,2509394] ] cell #2616 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [615588],[627719],[644444],[690147],[715997],[727821],[730285],[746758],[748182],[757899],[758889],[786359],[796898],[819102],[823245],[840049],[844571],[858961],[864562],[868077],[869501],[870541],[893167],[897250],[899714],[909381],[910985],[924554],[927328],[928318],[933914],[938857],[950308],[958595],[961412],[971286],[979441],[982258],[987099],[988178],[992700],[1004582],[1011370],[1018779],[1023301],[1029280],[1042724],[1043292],[1044926],[1046807],[1048231],[1049271],[1055281],[1058938],[1060542],[1066249],[1080799],[1083391],[1093006],[1102275],[1104867],[1113154],[1115971],[1125845],[1126413],[1128047],[1129174],[1135325],[1136579],[1139071],[1144866],[1147683],[1153603],[1158125],[1161466],[1165712],[1167040],[1168529],[1170271],[1173370],[1174449],[1178971],[1184950],[1192546],[1203742],[1206559],[1213479],[1219630],[1220884],[1223376],[1225604],[1228421],[1240154],[1246787],[1251033],[1252361],[1253850],[1255592],[1256721],[1258076],[1259582],[1266766],[1272626],[1275218],[1283505],[1286322],[1289289],[1289816],[1294102],[1295440],[1296694],[1304981],[1307798],[1313718],[1318240],[1326295],[1327981],[1332926],[1342158],[1342767],[1344122],[1345628],[1352812],[1354918],[1368931],[1375851],[1376378],[1380664],[1382002],[1383256],[1386195],[1387776],[1388836],[1389363],[1396282],[1398972],[1401789],[1413522],[1415761],[1416114],[1418606],[1419093],[1419479],[1420834],[1423651],[1435384],[1446263],[1449080],[1457030],[1458205],[1458732],[1468131],[1469637],[1472764],[1473001],[1474582],[1475642],[1476169],[1483088],[1489813],[1491499],[1505676],[1505899],[1506285],[1507640],[1510457],[1517725],[1518925],[1519311],[1529302],[1538534],[1540498],[1542004],[1543315],[1546251],[1549188],[1549713],[1551294],[1565307],[1577040],[1579279],[1587383],[1588463],[1588849],[1591283],[1598427],[1599487],[1600014],[1602470],[1604287],[1605487],[1605873],[1619788],[1620963],[1621490],[1630889],[1632395],[1635522],[1635759],[1637340],[1646913],[1648675],[1663361],[1664867],[1667994],[1669812],[1670872],[1671399],[1674975],[1700906],[1705687],[1708623],[1712295],[1712380],[1717455],[1717575],[1720196],[1722600],[1727228],[1727732],[1728118],[1732234],[1733996],[1747498],[1748578],[1748964],[1751398],[1758542],[1759602],[1760129],[1762585],[1774500],[1790254],[1791314],[1791841],[1794297],[1796810],[1797314],[1797700],[1822716],[1824222],[1827349],[1834330],[1838800],[1841703],[1842893],[1848059],[1853254],[1857621],[1867965],[1868050],[1873125],[1873245],[1875866],[1878270],[1882898],[1883402],[1883788],[1908871],[1913499],[1914003],[1914389],[1920267],[1944813],[1945873],[1946400],[1948856],[1951369],[1962222],[1962307],[1963095],[1964348],[1964552],[1969420],[1988357],[1991260],[1992450],[1995778],[1997616],[2002811],[2024951],[2026789],[2031984],[2057000],[2061628],[2062132],[2062518],[2078489],[2079200],[2079988],[2086466],[2086551],[2088592],[2101085],[2105054],[2106307],[2106511],[2111379],[2118800],[2133777],[2138849],[2165207],[2167045],[2172240],[2189252],[2195227],[2196726],[2205330],[2212298],[2213086],[2221690],[2234183],[2238628],[2245106],[2245191],[2247232],[2259725],[2270019],[2277440],[2297570],[2305044],[2312480],[2319954],[2335923],[2341898],[2343397],[2352001],[2368361],[2380854],[2396788],[2410192],[2431423],[2438897],[2453807],[2517314],[2530718], [763001,1242746],[867670,1366114],[913493,1678318],[932430,1437976],[947716,1459491],[984876,1496444],[1025784,2036351],[1026409,1796114],[1046400,1562490],[1063050,1579632],[1069066,1590043],[1133987,1654721],[1134468,2133981],[1135093,1903726],[1150301,1918505],[1171147,1691674],[1182079,1702870],[1218292,1740042],[1218773,2205534],[1219398,1983754],[1260111,2237840],[1260893,1781870],[1262013,2021623],[1263829,1783110],[1294583,2265151],[1295208,2051855],[1310416,1829167],[1346157,2304256],[1346939,1864991],[1348059,2097757],[1349875,1866231],[1381145,2328762],[1381770,2125713],[1389846,2132524],[1392939,1906467],[1422869,2358969],[1424771,2161879],[1426587,1937669],[1476652,2204077],[1479745,1986495],[1494001,2406921],[1494626,2217891],[1509675,2416878],[1511577,2230855],[1513393,2015788],[1518421,2020433],[1553364,2263694],[1554555,2446333],[1556457,2054596],[1592198,2471587],[1604983,2096567],[1615173,2484250],[1623946,2316280],[1639410,2327305],[1640601,2498351],[1642503,2128454],[1680793,2160689],[1683841,2359757],[1714625,2543898],[1721160,2387463],[1731467,2551543],[1742968,2557596],[1743446,2401753],[1765098,2229665],[1768146,2417666],[1808606,2264947],[1832428,2605376],[1840363,2610337],[1840841,2468266],[1846221,2294957],[1850304,2614168],[1856839,2477146],[1890242,2328558],[1917738,2645210],[1954417,2538192],[1970983,2671176],[1971461,2548222],[1976841,2394175],[2029034,2694908],[2035569,2584171],[2068972,2462411],[2140412,2739669],[2140890,2641889],[2146270,2514701] ] cell #2617 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [560741],[651683],[707412],[721412],[755637],[810323],[824150],[830816],[890841],[914282],[925066],[934567],[968960],[1009546],[1012023],[1026480],[1055686],[1091182],[1093659],[1135164],[1135730],[1150310],[1167693],[1219469],[1220035],[1253014],[1260409],[1262022],[1278292],[1295279],[1295845],[1346455],[1348068],[1381841],[1382407],[1389855],[1391781],[1423167],[1424780],[1476661],[1478587],[1494697],[1509973],[1511586],[1520337],[1553373],[1554853],[1555299],[1592496],[1606899],[1623955],[1639419],[1640899],[1641345],[1682709],[1683850],[1721169],[1731765],[1743455],[1751937],[1767014],[1768155],[1810483],[1832726],[1840850],[1847058],[1856848],[1868415],[1892119],[1918036],[1954426],[1962672],[1971470],[1977678],[1988198],[2035578],[2070849],[2078330],[2086916],[2140899],[2147107],[2195068],[2245556],[2341739], [193264,447473],[201630,461521],[243824,533161],[253566,548591],[258973,557021],[259526,557883],[274004,581326],[294256,294321],[302628,447324],[305357,631261],[313797,461437],[317237,648976],[320164,653360],[320796,654290],[337491,679832],[342819,688194],[343931,911273],[352640,703692],[353193,704554],[368914,368979],[371688,731529],[373461,734086],[382318,382383],[385092,750466],[386865,753023],[389979,556937],[390690,557734],[393419,762431],[409653,581177],[412382,789901],[415941,795215],[417130,797014],[424262,807616],[427189,812000],[427821,812930],[433149,821292],[434261,1060830],[448539,841677],[450331,631177],[463449,861668],[465241,648827],[468209,468274],[470983,871785],[472756,874342],[479310,883750],[488016,895485],[489440,489505],[492214,900958],[493987,903515],[497812,688045],[499352,911124],[500541,912923],[505618,919895],[507391,922452],[508663,1170559],[510505,703608],[511216,704405],[513945,931860],[517504,937174],[518693,938973],[527698,527763],[530554,729449],[533761,958099],[545925,973604],[546914,749426],[550121,978945],[558949,989806],[566483,999923],[568256,1002480],[569528,1255880],[571657,1006907],[577818,1014740],[582392,1020407],[584184,789817],[589926,1030524],[591699,1033081],[597302,1040398],[597501,1292086],[599094,807467],[600638,1045042],[602062,602127],[604836,1050515],[606609,1053072],[610434,821143],[611974,1060681],[613163,1062480],[617216,618256],[624467,839200],[633098,1086059],[635268,1088543],[641429,1096376],[642182,860270],[654890,1112658],[663718,1123519],[663917,1378648],[665510,883601],[667054,1128163],[669037,1130084],[669397,1130827],[674369,674434],[675877,895336],[677225,898878],[680432,1144370],[689260,1155231],[690819,1157311],[691052,912839],[692596,1159875],[693585,918855],[694885,1162577],[696792,1165216],[696960,1421564],[701046,1170410],[705620,1176077],[713154,1186194],[714927,1188751],[716199,1451110],[718935,720014],[732779,1208599],[736089,1212636],[736288,1471868],[738013,1214389],[738373,1215132],[743345,743410],[744853,973455],[764268,1245414],[765138,998883],[766438,1247898],[768345,1250537],[768513,1508370],[772599,1255731],[773892,1005763],[774107,1257479],[774631,1257618],[775856,776896],[783107,1017930],[791738,1277886],[792608,1028444],[793908,1280370],[795815,1283009],[798080,1285486],[800069,1288203],[800822,1039000],[802135,1290199],[802495,1290942],[804662,1552076],[813530,1304485],[822358,1315346],[822557,1575024],[823917,1317426],[833293,1075143],[835633,1330212],[842632,1337122],[842992,1337865],[845984,1341662],[846152,1601503],[847750,1087399],[847965,1343525],[848489,1343664],[849714,850754],[873035,1370971],[876345,1375008],[876956,1122121],[878269,1376761],[878629,1377504],[880796,1638122],[885920,1128757],[886868,1387284],[888364,889443],[891881,1146847],[902208,1403829],[905518,1407866],[905717,1667098],[906129,1152754],[907442,1409619],[907802,1410362],[911724,1415265],[916066,1420237],[916590,1420376],[933697,1440644],[937774,1445767],[937942,1703600],[940039,1448244],[948893,1197485],[949459,1201282],[951851,1460221],[952211,1460964],[954056,1464129],[954296,1723479],[958827,1467534],[959351,1467673],[960576,970000],[963068,1730094],[964039,1213062],[964987,1474090],[966483,967562],[981422,1234498],[983762,1493730],[990761,1500640],[991121,1501383],[994113,1505180],[996094,1507043],[996618,1507182],[1004829,1256344],[1010625,1274369],[1021362,1533498],[1021722,1534241],[1024714,1538038],[1024882,1793330],[1026082,1542831],[1026695,1539901],[1027219,1540040],[1036425,1550802],[1041438,1306962],[1051765,1567347],[1055075,1571384],[1059526,1829949],[1061281,1578783],[1068582,1322473],[1068822,1584210],[1070195,1325878],[1073394,1590686],[1073918,1590825],[1075899,1594091],[1076427,1849200],[1081046,1597935],[1082542,1092261],[1086465,1342390],[1103452,1359857],[1104018,1363654],[1106410,1622979],[1106770,1623722],[1108615,1626887],[1113386,1630292],[1113910,1630431],[1115135,1124559],[1119546,1636848],[1134766,1401305],[1140327,1659359],[1140567,1909750],[1145098,1662764],[1145622,1662903],[1149339,1916365],[1151258,1669320],[1166295,1437127],[1177032,1695870],[1177392,1696613],[1180384,1700410],[1181752,1705203],[1191550,1712660],[1194625,1452809],[1195153,1713521],[1196105,1719619],[1196551,1456653],[1199786,1719704],[1201978,1969916],[1202334,1722974],[1206075,1219071],[1227937,1485991],[1228177,1744325],[1229550,1489396],[1232749,1750801],[1233273,1750940],[1235254,1754206],[1240401,1758050],[1241897,1251616],[1263502,1784323],[1267726,1785918],[1268254,2027930],[1272873,1789762],[1294881,1564823],[1300442,1818714],[1305213,1822119],[1305737,1822258],[1320983,1839044],[1323605,1839296],[1323961,1583705],[1325102,1845009],[1336485,1855298],[1349548,1867444],[1353922,1868330],[1356997,1615567],[1357525,1869191],[1358477,1617207],[1358923,1619411],[1362158,1875374],[1364706,1878644],[1368447,1381443],[1391335,1905890],[1397208,2139345],[1397564,1909245],[1426260,1687556],[1430484,1940477],[1435631,1944321],[1451710,1960706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] cell #2618 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2619 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2620 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2621 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762146],[867537],[931575],[947583],[984943],[1046267],[1062195],[1069133],[1133854],[1159590],[1171214],[1181946],[1218159],[1260960],[1263696],[1279090],[1310483],[1347006],[1349742],[1392579],[1393006],[1408410],[1426454],[1479385],[1479812],[1513260],[1520572],[1522372],[1538901],[1556097],[1556524],[1607134],[1608934],[1642143],[1642570],[1650158],[1652018],[1682944],[1684744],[1735479],[1737339],[1752735],[1767249],[1769049],[1777563],[1809513],[1810718],[1811373],[1847293],[1860684],[1876627],[1891149],[1892354],[1893009],[1932122],[1933172],[1968605],[1977913],[1988825],[1996426],[2010241],[2011291],[2050378],[2071084],[2078957],[2084306],[2092849],[2103214],[2124236],[2147342],[2180720],[2188356],[2195695],[2201044],[2210271],[2251489],[2282876],[2289704],[2296674],[2342366],[2347715],[2388922],[2430527],[2509448], 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1619546,2106467],[1625276,2111335],[1628610,1893433],[1651363,2133844],[1652442,1661082],[1657748,2138805],[1685086,1696904],[1690536,2166998],[1696683,2171245],[1701697,1953520],[1715978,2189208],[1724015,2389050],[1726055,2196679],[1736684,2205397],[1745851,2212254],[1746901,2213039],[1750225,1996850],[1757530,2221757],[1778613,2238581],[1780858,2026023],[1786908,2579894],[1786997,2430241],[1789242,2247299],[1811797,1820437],[1817103,2269975],[1851657,2297526],[1861734,2304997],[1863979,2102157],[1871648,2312436],[1881725,2319907],[1885049,2119872],[1902249,2335879],[1910286,2509576],[1912326,2343350],[1922955,2352068],[1935417,1936496],[1943801,2368428],[1982277,2396744],[2001214,2410148],[2013536,2014615],[2030387,2431379],[2040464,2438850],[2042709,2260797],[2060455,2453760],[2063779,2278512],[2151706,2517270],[2170643,2530674],[2182965,2184044] ] cell #2622 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2623 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [827232],[840438],[859350],[911489],[954515],[957101],[975361],[976841],[987488],[988567],[1019168],[1031066],[1061046],[1078958],[1083780],[1099314],[1105256],[1109074],[1110554],[1111660],[1140786],[1143372],[1153992],[1155774],[1170775],[1173759],[1174838],[1186736],[1190679],[1198804],[1207294],[1210240],[1229156],[1232102],[1237193],[1238313],[1243135],[1256096],[1270785],[1275607],[1282011],[1297083],[1297572],[1298914],[1300901],[1302381],[1303487],[1314107],[1314596],[1315889],[1322090],[1336523],[1339184],[1358515],[1361176],[1369666],[1372612],[1383645],[1384134],[1385476],[1394034],[1396671],[1397160],[1402524],[1405470],[1411681],[1416503],[1420113],[1424386],[1426955],[1427332],[1429231],[1432423],[1433543],[1438365],[1444392],[1444769],[1452911],[1463746],[1466465],[1480840],[1483477],[1483966],[1485608],[1488327],[1500041],[1506919],[1511192],[1513761],[1514138],[1516037],[1518466],[1519945],[1526746],[1527123],[1532899],[1535560],[1544050],[1546996],[1550382],[1550683],[1554891],[1557465],[1557552],[1566042],[1568988],[1575112],[1575199],[1580021],[1589483],[1594193],[1603205],[1605028],[1606507],[1613308],[1613685],[1615669],[1629223],[1636428],[1636729],[1640937],[1643511],[1643598],[1647532],[1648141],[1649344],[1649645],[1656306],[1656393],[1658976],[1661695],[1673409],[1675710],[1676070],[1678707],[1679252],[1679785],[1680838],[1683557],[1695271],[1706422],[1709368],[1718244],[1718545],[1727273],[1728752],[1731803],[1732853],[1733462],[1734665],[1734966],[1741627],[1741714],[1749598],[1763320],[1763557],[1764090],[1765143],[1767862],[1775046],[1775133],[1776215],[1776748],[1786020],[1795032],[1796855],[1798334],[1799574],[1802491],[1805512],[1806113],[1807496],[1821050],[1832764],[1835065],[1843512],[1843690],[1844223],[1846266],[1852720],[1853923],[1854224],[1856555],[1858167],[1858254],[1859336],[1859869],[1873914],[1874215],[1882943],[1884422],[1887473],[1887749],[1889132],[1898359],[1898468],[1900009],[1913544],[1915023],[1918074],[1919733],[1920936],[1921237],[1924647],[1949591],[1954133],[1957050],[1960878],[1965098],[1965185],[1965315],[1967628],[1969807],[1973830],[1974310],[1974843],[1978387],[1978496],[1980037],[1993069],[1993247],[1993780],[1995823],[2002277],[2003480],[2003781],[2006112],[2017387],[2031450],[2032653],[2032954],[2035285],[2037586],[2038066],[2038599],[2061673],[2063152],[2066203],[2072776],[2077241],[2079587],[2080484],[2080593],[2085122],[2089559],[2093521],[2102837],[2107057],[2107144],[2107274],[2109587],[2111766],[2115789],[2116269],[2116802],[2139236],[2143259],[2143739],[2144272],[2149466],[2171706],[2172909],[2173210],[2175541],[2177842],[2186842],[2187979],[2188611],[2189639],[2189820],[2193979],[2210339],[2212685],[2213582],[2213691],[2216566],[2218220],[2222657],[2242108],[2243762],[2248199],[2270406],[2274429],[2274909],[2275442],[2289772],[2290325],[2290932],[2296297],[2297957],[2308524],[2310070],[2311839],[2312867],[2313048],[2317207],[2323434],[2336310],[2340650],[2363237],[2364891],[2369328],[2383236],[2384242],[2388990],[2390150],[2397175],[2402947],[2403554],[2410579],[2421146],[2424785],[2430150],[2431810],[2442377],[2451060],[2457287],[2472919],[2473925],[2479833],[2485805],[2491713],[2504768],[2509516],[2510676],[2517701],[2531105],[2541672],[2553881],[2564255],[2579944],[2580950],[2586858],[2598738],[2647548],[2657922], [993223,1502702],[1108653,1626504],[1158648,1927985],[1179494,1697932],[1196143,1719236],[1234961,1754308],[1279004,2036984],[1300480,1818331],[1318763,1835425],[1324809,1845111],[1391373,1905507],[1392493,2134614],[1408329,2147925],[1430191,1940579],[1441762,1951414],[1478179,1985535],[1479299,2206167],[1521185,2023841],[1522291,2239233],[1524102,2024996],[1538839,2252161],[1556011,2265784],[1571847,2067862],[1607747,2099975],[1608853,2305649],[1610664,2101130],[1642057,2329395],[1650077,2335282],[1651956,2336491],[1653055,2137057],[1684663,2360362],[1686474,2165252],[1735398,2396147],[1737277,2397356],[1738376,2208610],[1752649,2407554],[1768968,2418271],[1770779,2234228],[1775735,2238227],[1777501,2424178],[1809432,2445692],[1811311,2446901],[1812410,2268227],[1858856,2304643],[1860622,2479226],[1876546,2488843],[1891068,2497710],[1892947,2498919],[1894046,2331838],[1930294,2359356],[1932060,2523473],[1933091,2524080],[1968524,2546798],[1988744,2557854],[1996364,2561774],[2008413,2417265],[2010179,2569556],[2011210,2570163],[2048610,2446720],[2050316,2592830],[2078876,2610595],[2083468,2471974],[2084244,2612989],[2092768,2617068],[2103152,2622493],[2122468,2498738],[2124174,2633070],[2180639,2663830],[2188294,2668443],[2195614,2671434],[2200206,2551930],[2200982,2673828],[2210323,2678349],[2251408,2697808],[2281108,2605763],[2282814,2713810],[2289756,2717767],[2296612,2720294],[2342285,2739927],[2346877,2645597],[2347653,2742321],[2388974,2761229],[2430465,2777423],[2509500,2808029] ] cell #2624 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [177196],[178821],[179046],[209146],[210771],[210996],[213928],[225013],[226878],[239652],[246651],[246876],[248539],[262455],[264320],[268058],[281068],[291511],[291736],[294715],[298185],[300868],[304744],[306124],[308298],[316624],[324269],[330734],[340318],[340543],[342206],[356122],[357987],[361120],[363398],[365477],[367957],[368493],[369373],[372843],[376817],[382777],[386247],[392806],[405210],[407893],[411769],[413149],[415323],[431294],[438942],[439478],[445505],[447783],[449862],[457228],[460415],[461831],[462693],[464772],[468668],[472138],[483924],[486003],[488483],[489019],[489899],[493369],[497343],[506773],[513332],[528157],[532992],[533528],[541833],[543912],[548422],[549352],[549888],[555915],[557331],[558193],[560272],[567638],[572795],[573331],[579358],[581636],[583715],[591081],[596546],[598625],[602521],[605991],[621684],[631571],[636406],[636942],[649286],[653191],[654121],[654657],[659158],[662962],[665041],[674828],[679663],[680199],[688504],[690583],[696023],[696559],[702586],[704002],[704864],[706943],[714309],[718200],[726366],[733917],[743804],[752854],[753390],[757324],[764032],[767576],[768112],[780324],[790211],[795046],[795582],[807926],[811831],[812761],[813297],[817798],[821602],[823681],[834622],[835841],[836377],[838465],[854182],[858456],[868040],[868957],[884060],[887629],[895795],[903346],[913233],[922283],[922819],[926753],[933461],[937005],[937541],[943400],[950271],[951188],[965748],[973914],[985888],[986024],[1002311],[1002847],[1013352],[1014571],[1015107],[1017195],[1032912],[1037186],[1046770],[1047687],[1065174],[1072304],[1072440],[1081807],[1094988],[1096207],[1096743],[1109056],[1120307],[1129671],[1136542],[1137459],[1152019],[1172159],[1172295],[1191568],[1198786],[1200547],[1213976],[1220847],[1221764],[1241162],[1257001],[1264131],[1264267],[1273634],[1300883],[1326792],[1343047],[1350177],[1350313],[1362919],[1386798],[1394016],[1436392],[1457310],[1473604],[1480822],[1490310],[1587986],[1620068],[1748101], [113753,444468],[115423,447102],[115648,303233],[120067,856716],[121692,648605],[121917,465846],[145435,944758],[145943,523912],[148977,530129],[150842,370391],[156520,746062],[158385,552648],[162179,557512],[162404,391295],[170882,578321],[172552,580955],[172777,410258],[187318,828784],[187950,617831],[191409,444659],[192651,1077841],[200328,642411],[202078,645041],[205112,651258],[206977,469686],[208335,323848],[214436,670583],[217470,676800],[219335,490917],[223129,687823],[223354,498417],[230672,704183],[230897,511821],[237067,719164],[237778,524103],[238458,720987],[243206,956067],[249047,739559],[254212,749001],[257671,555069],[261172,394186],[268690,776471],[272149,578512],[273391,1269668],[276933,792183],[278798,588629],[279821,418993],[282818,803681],[285852,809898],[287717,603539],[289075,430873],[296794,618918],[302159,839429],[303550,841252],[308930,850329],[314750,645232],[315430,861243],[318890,467788],[326019,879815],[331445,670774],[332125,890416],[332757,891456],[336873,1142338],[340964,685380],[344062,501308],[347879,918430],[351338,701740],[354839,514712],[359010,359345],[364081,525485],[367385,952407],[371452,731151],[377528,739750],[378208,968535],[378840,969575],[384856,750088],[391612,989381],[396992,998458],[403819,777558],[404530,778548],[409184,1018159],[410575,1019982],[413985,586731],[421775,803872],[422455,1039973],[423087,1041013],[425915,601641],[434392,434795],[436793,1065407],[443979,1074718],[448466,628899],[455837,851416],[456548,852406],[463376,646614],[470747,871407],[476823,880006],[477503,1123094],[478135,1124134],[484607,672156],[485345,673086],[491978,900580],[498734,1154806],[505382,919517],[506093,920507],[512138,1175652],[515548,515598],[520786,1191040],[522740,1192944],[529448,952598],[538029,1212211],[542516,741132],[543254,742062],[554389,1234073],[558876,760069],[566247,999545],[566958,1000535],[575706,575756],[582319,787539],[589690,1030146],[597229,805254],[597967,806184],[604600,1050137],[611356,1314921],[614377,1320526],[615551,1321544],[616468,1066566],[626154,1333324],[632862,1085681],[639317,639367],[643869,1355316],[650577,1107157],[657870,874709],[663645,881388],[664383,882318],[684700,1407441],[689187,910561],[698934,698984],[705547,929498],[712918,1185816],[717494,1452502],[717630,1192711],[727784,1463200],[728701,1204059],[736016,963660],[746721,1485062],[747638,1225921],[754903,984506],[770487,770537],[784794,1529700],[791502,1277508],[797957,798007],[816510,1053439],[822285,1060118],[827214,1322072],[837759,1593784],[837895,1333091],[840929,1084271],[857750,1615260],[857886,1355083],[859841,1105747],[876222,876272],[897213,1658430],[898130,1399289],[905445,1149931],[939916,939966],[940754,1189118],[954497,1463728],[956794,1209933],[975343,1485590],[976534,1231795],[987979,989058],[1016489,1785611],[1016625,1529467],[1019659,1276098],[1035011,1288570],[1054952,1055002],[1078940,1339166],[1099296,1361158],[1110247,1111353],[1140768,1658958],[1143065,1405163],[1154483,1416994],[1174250,1175329],[1237175,1238295],[1270767,1535542],[1281704,1546689],[1302074,1303180],[1411663,1676052],[1432405,1433525] ] cell #2625 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [221459],[269760],[279596],[310000],[323623],[331537],[341056],[348949],[358785],[377620],[388930],[398062],[403001],[404622],[413825],[421867],[430648],[431386],[440358],[455019],[456640],[466680],[467252],[476915],[485185],[486095],[504564],[505474],[506185],[509456],[515388],[524949],[529540],[534408],[543094],[544004],[547203],[550768],[554878],[565429],[566339],[567050],[574211],[575546],[597019],[597807],[598717],[601105],[616047],[617505],[618727],[623573],[628363],[632954],[637822],[639157],[641915],[646078],[650669],[655537],[663435],[664223],[665133],[669204],[671620],[681079],[690675],[695469],[697439],[698774],[701549],[713010],[718009],[718451],[718668],[728280],[729738],[730960],[735806],[738180],[740596],[745547],[747217],[748675],[749897],[754743],[759533],[762741],[764124],[767022],[768992],[770327],[774687],[777367],[787003],[791594],[796462],[797797],[802302],[804718],[814177],[822075],[823773],[827350],[828269],[838274],[838716],[838933],[842799],[845591],[846631],[848545],[851225],[858265],[858707],[858924],[868536],[869994],[871216],[874173],[876062],[878436],[880852],[887438],[897709],[899167],[900389],[905235],[907609],[910025],[916646],[919326],[928962],[932170],[933553],[936451],[938421],[939756],[943677],[950767],[952018],[954633],[955552],[957615],[959407],[961905],[963124],[965557],[975479],[976398],[986403],[986594],[986845],[987062],[990928],[993720],[996674],[999354],[1017004],[1017446],[1017663],[1021529],[1024321],[1025361],[1027275],[1029955],[1036995],[1047266],[1048724],[1049946],[1052903],[1054792],[1057166],[1059582],[1062790],[1072819],[1073010],[1073261],[1073974],[1076483],[1076760],[1079076],[1081616],[1083354],[1085490],[1098236],[1106577],[1109192],[1110111],[1112174],[1113966],[1120116],[1137038],[1138289],[1140904],[1141823],[1143886],[1145678],[1148176],[1149395],[1151828],[1159145],[1160185],[1172674],[1172865],[1173116],[1173333],[1177199],[1179991],[1182945],[1185625],[1188582],[1195209],[1198922],[1200356],[1202667],[1202900],[1205456],[1209797],[1221343],[1222594],[1232616],[1233329],[1236115],[1238431],[1240971],[1264646],[1264837],[1265088],[1265801],[1268310],[1268587],[1270903],[1273443],[1275181],[1277317],[1282525],[1286815],[1288034],[1298404],[1301019],[1301938],[1304001],[1305793],[1311943],[1312134],[1319260],[1324294],[1324527],[1328189],[1331420],[1331948],[1350692],[1350883],[1351134],[1351847],[1357581],[1361294],[1362728],[1367828],[1384966],[1390439],[1394152],[1395586],[1395777],[1397897],[1398130],[1400686],[1405027],[1409206],[1411799],[1416077],[1427846],[1428559],[1431345],[1433661],[1436201],[1445283],[1454560],[1455088],[1462182],[1477245],[1480958],[1482392],[1482583],[1487812],[1488045],[1491707],[1514652],[1515365],[1520670],[1520903],[1523168],[1524565],[1527637],[1527796],[1528324],[1539423],[1542212],[1546553],[1553957],[1557670],[1559104],[1559295],[1564204],[1575317],[1585400],[1607232],[1607465],[1609730],[1611127],[1614199],[1617318],[1617846],[1640003],[1643716],[1645150],[1645341],[1649790],[1650318],[1652540],[1656511],[1657412],[1668834],[1683042],[1683275],[1685540],[1686937],[1704584],[1721753],[1735111],[1735639],[1737861],[1741832],[1745515],[1767347],[1767580],[1769845],[1771242],[1775251],[1777227],[1779813],[1783704],[1809145],[1809673],[1811895],[1847391],[1847624],[1858372],[1860348],[1862934],[1866825],[1877423],[1890781],[1891309],[1893531],[1899071],[1931786],[1934372],[1965303],[1968237],[1968765],[1979099],[1996948],[2009905],[2012491],[2017318],[2077504],[2081196],[2083970],[2093452],[2107262],[2110724],[2187075],[2189751],[2214294],[2288820],[2312979] ] cell #2626 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2627 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2628 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2629 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1503749],[1625600],[1677117],[1698979],[1716302],[1753059],[1795396],[1795951],[1817427],[1836472],[1841942],[1902573],[1903008],[1903563],[1918484],[1939330],[1950510],[1982601],[1983036],[1983591],[2019983],[2020672],[2021602],[2023102],[2051137],[2051692],[2066613],[2096117],[2096806],[2097736],[2099236],[2124995],[2125550],[2132503],[2134878],[2160239],[2161858],[2163358],[2204056],[2206431],[2217173],[2217728],[2229215],[2230834],[2232334],[2237949],[2263673],[2264497],[2266048],[2294507],[2304365],[2310408],[2316259],[2327284],[2328108],[2329659],[2359078],[2359736],[2383574],[2387442],[2393725],[2401448],[2401732],[2416987],[2417645],[2446442],[2461961],[2467961],[2468245],[2471696],[2473257],[2477125],[2498460],[2514251],[2538171],[2547917],[2548201],[2551652],[2580282],[2584150],[2605485],[2641584],[2641868],[2645319], 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] cell #2630 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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663],[2062122,2265070],[2062731,2265507],[2071747,2074933],[2078497,2610458],[2079208,2469252],[2079978,2469775],[2086541,2614058],[2088446,2475470],[2102786,2622333],[2105044,2486347],[2106161,2487350],[2106519,2486272],[2111387,2495937],[2117625,2495592],[2133631,2335035],[2138857,2333509],[2164032,2361652],[2167035,2356999],[2172248,2360249],[2177119,2179678],[2187928,2668283],[2189260,2545181],[2195235,2671297],[2196716,2549731],[2205184,2395900],[2212306,2559582],[2213076,2560105],[2221544,2565800],[2233008,2419561],[2238618,2423614],[2240523,2242954],[2245181,2694798],[2247086,2582495],[2270027,2443919],[2276265,2602617],[2296246,2720134],[2297578,2615451],[2305034,2478662],[2306939,2309370],[2312488,2624370],[2319944,2628920],[2335931,2503758],[2341906,2739790],[2343387,2643398],[2351855,2516426],[2368215,2659467],[2379679,2540087],[2396796,2552871],[2410200,2683833],[2430099,2777263],[2431431,2696191],[2438887,2585687],[2440792,2443223],[2453797,2709660],[2517322,2646538],[2530726,2752326] ] cell #2631 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2632 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2633 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [361087],[370806],[383422],[417259],[445472],[447561],[460382],[461609],[469313],[470101],[491332],[499286],[518822],[532959],[536703],[548389],[553063],[555882],[557109],[557971],[579325],[581414],[589044],[590271],[600767],[603166],[603954],[611908],[621651],[628961],[631349],[646676],[649064],[653158],[654088],[657832],[667183],[679630],[683374],[688282],[697600],[699734],[700980],[702553],[703780],[704642],[712272],[713499],[718167],[731612],[733884],[750549],[752821],[760131],[762519],[769153],[771287],[772533],[780291],[782385],[787601],[789989],[795013],[798757],[801484],[804588],[805316],[807704],[809087],[811798],[812728],[816472],[821380],[825823],[827470],[838432],[841069],[846792],[854149],[856243],[858423],[861060],[871868],[877618],[880722],[881450],[883838],[885221],[887596],[889026],[895573],[901041],[903313],[910623],[913011],[915336],[915963],[919171],[919978],[922250],[929560],[931948],[936972],[938582],[940716],[950121],[954753],[962994],[963722],[965715],[967145],[973692],[975599],[989198],[995364],[995991],[999199],[1000006],[1002278],[1006200],[1007359],[1007986],[1014538],[1017162],[1019799],[1025522],[1030607],[1032580],[1032879],[1034973],[1035343],[1035637],[1037153],[1039790],[1050598],[1059452],[1060180],[1062568],[1071558],[1072185],[1076279],[1081774],[1083204],[1085335],[1086142],[1087836],[1088995],[1089622],[1096174],[1104680],[1118281],[1118464],[1118758],[1120274],[1122911],[1129638],[1130926],[1131220],[1141024],[1149265],[1149993],[1151986],[1153416],[1154623],[1157394],[1159963],[1160365],[1161870],[1175469],[1185470],[1186277],[1188250],[1195005],[1197584],[1197878],[1200514],[1202671],[1207892],[1209051],[1209678],[1212028],[1213943],[1215231],[1215525],[1230913],[1231540],[1241129],[1242559],[1245497],[1245686],[1247191],[1256508],[1258481],[1268106],[1273601],[1275031],[1277162],[1277969],[1279663],[1280822],[1281449],[1284878],[1310108],[1314738],[1317509],[1320891],[1324298],[1326759],[1326880],[1329505],[1331349],[1332204],[1337312],[1337964],[1338258],[1342554],[1344527],[1357377],[1359956],[1360250],[1362886],[1370264],[1371423],[1372050],[1374400],[1386346],[1397901],[1403122],[1404281],[1404908],[1407258],[1409809],[1410461],[1410755],[1436359],[1437789],[1440727],[1447636],[1451854],[1454489],[1455344],[1456817],[1462547],[1468536],[1473152],[1484409],[1487816],[1490277],[1490398],[1493023],[1495722],[1500830],[1501482],[1501776],[1527725],[1528580],[1533688],[1534340],[1534634],[1540903],[1566640],[1567799],[1568426],[1570776],[1573327],[1582722],[1584775],[1585765],[1587202],[1587534],[1593136],[1614612],[1617247],[1618102],[1619575],[1623169],[1625305],[1631294],[1655641],[1657777],[1663766],[1690952],[1696060],[1696712],[1697006],[1714064],[1714994],[1716007],[1724044],[1726471],[1740962],[1742837],[1745880],[1747317],[1747649],[1753251],[1761808],[1779029],[1784963],[1814996],[1817132],[1823121],[1840232],[1842134],[1849743],[1851686],[1862150],[1870664],[1871677],[1882141],[1896632],[1902278],[1910315],[1912742],[1927233],[1939522],[1948079],[1970852],[1972754],[1982306],[1991691],[2001243],[2020864],[2028473],[2030416],[2040880],[2060871],[2075362],[2096998],[2114713],[2140281],[2142183],[2151735],[2170672],[2255638],[2273353], 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] cell #2634 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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[472546,874143],[555418,986564],[606399,1052873],[619267,1072980],[651144,1109529],[702089,1172835],[714717,1188552],[720873,1199259],[777907,1264807],[799859,1288004],[809784,1301356],[818827,1312104],[851765,1350853],[890302,1394489],[892892,1395747],[906647,1409176],[934028,1442638],[968421,1481295],[971011,1482553],[1011143,1523138],[1011484,1526098],[1025653,1538868],[1042449,1559265],[1092779,1609700],[1093120,1612660],[1125570,1645311],[1130417,1650643],[1134337,1651985],[1150209,1668326],[1166813,1685510],[1167154,1688470],[1214722,1735964],[1218642,1737306],[1252134,1769815],[1252475,1772775],[1257805,1777530],[1261921,1779305],[1290532,1809998],[1294452,1811340],[1343851,1860651],[1347967,1862426],[1364172,1877393],[1377094,1891634],[1381014,1892976],[1387614,1901209],[1420563,1932089],[1421897,1933657],[1424679,1933864],[1460554,1969090],[1474420,1981237],[1493870,1996393],[1507369,2010208],[1508703,2011776],[1511485,2011983],[1551132,2049338],[1552263,2050345],[1591012,2084273],[1601836,2093334],[1615042,2103181],[1623854,2110216],[1637178,2123196],[1638309,2124203],[1681636,2161064],[1703933,2181205],[1714494,2188323],[1720034,2193167],[1730281,2201011],[1743354,2210622],[1765941,2230040],[1793663,2251974],[1830136,2282843],[1840749,2290055],[1850173,2296641],[1855713,2301485],[1867904,2309993],[1916552,2347682],[1952212,2376711],[1962161,2383159],[1971369,2389273],[2028903,2430494],[2034443,2435338],[2086405,2472842],[2140798,2509799],[2245045,2579867] ] cell #2635 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1115606],[1236628],[1307433],[1328702],[1365684],[1431858],[1448715],[1459061],[1525078],[1548823],[1562060],[1573514],[1611640],[1654291],[1655828],[1669129],[1702440],[1739612],[1741149],[1780108],[1782680],[1795311],[1815183],[1863229],[1865801],[1896819],[1899820],[1902923],[1918386],[1934667],[1937239],[1979848],[1982951],[2012786],[2015358],[2018261],[2021504],[2047949],[2051052],[2094395],[2097638],[2111019],[2121807],[2124910],[2130914],[2158517],[2159743],[2161760],[2192708],[2202467],[2217088],[2227493],[2228719],[2230736],[2262084],[2262849],[2293647],[2301026],[2310323],[2316161],[2325695],[2326460],[2358224],[2375390],[2383489],[2386641],[2392865],[2401634],[2416133],[2434879],[2460313],[2468147],[2473172],[2476324],[2484021],[2513391],[2536659],[2543669],[2548103],[2580197],[2583349],[2613939],[2641770],[2694679], 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] cell #2636 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [521901],[533320],[548750],[590694],[614055],[625315],[627677],[643030],[644402],[653519],[654449],[679991],[689717],[710134],[713922],[729939],[734245],[747836],[753182],[756485],[757857],[758847],[780105],[783955],[786317],[795374],[796856],[809510],[812159],[813089],[818204],[822815],[833783],[841831],[844529],[853963],[861822],[864520],[869155],[870195],[874501],[885644],[892269],[899368],[903674],[909339],[922064],[922611],[924124],[925914],[927286],[928276],[933843],[937333],[938815],[944209],[958553],[961066],[970388],[979399],[981912],[989960],[992658],[1002092],[1002639],[1004152],[1005238],[1011299],[1012513],[1014899],[1020561],[1023259],[1028934],[1033240],[1036398],[1040552],[1041826],[1043250],[1044884],[1047885],[1048925],[1053231],[1058896],[1066112],[1077292],[1080105],[1086874],[1092935],[1094149],[1096535],[1098768],[1101581],[1113112],[1119519],[1123673],[1124947],[1126371],[1128005],[1129103],[1130480],[1131981],[1139029],[1144824],[1147337],[1155385],[1158083],[1160908],[1161424],[1165670],[1166969],[1168183],[1176231],[1178929],[1184604],[1188910],[1196960],[1198639],[1203605],[1212790],[1213408],[1214785],[1216286],[1223334],[1225467],[1239460],[1246229],[1246745],[1250991],[1252290],[1253504],[1256296],[1257939],[1259024],[1259540],[1266420],[1269119],[1271932],[1283463],[1285640],[1285976],[1288362],[1288809],[1289218],[1290595],[1293408],[1304939],[1315500],[1318198],[1326224],[1327423],[1327939],[1337518],[1339019],[1342116],[1342342],[1343985],[1345070],[1345586],[1352466],[1359332],[1361011],[1375162],[1375371],[1375780],[1377157],[1379970],[1387112],[1388356],[1388765],[1398835],[1408020],[1410015],[1411516],[1412828],[1415719],[1418564],[1419054],[1420697],[1434690],[1446221],[1448398],[1456605],[1457725],[1458134],[1460617],[1467994],[1469079],[1469595],[1472070],[1473918],[1475162],[1475571],[1489742],[1490941],[1491457],[1501036],[1502537],[1505634],[1505860],[1507503],[1517031],[1518886],[1533894],[1535395],[1538492],[1540361],[1541446],[1541962],[1545557],[1571538],[1576346],[1579237],[1582814],[1582905],[1588300],[1588424],[1591146],[1593628],[1598494],[1599007],[1599416],[1603593],[1605448],[1619363],[1620483],[1620892],[1623375],[1630752],[1631837],[1632353],[1634828],[1646874],[1663224],[1664309],[1664825],[1667300],[1669879],[1670392],[1670801],[1696266],[1697767],[1700864],[1707929],[1712341],[1715486],[1716761],[1722174],[1727693],[1732195],[1742929],[1743020],[1748415],[1748539],[1751261],[1753743],[1758609],[1759122],[1759531],[1785455],[1790321],[1790834],[1791243],[1797275],[1822579],[1823664],[1824180],[1826655],[1829234],[1840324],[1840415],[1841277],[1842626],[1842854],[1848020],[1868011],[1871156],[1872431],[1875933],[1877844],[1883363],[1906534],[1908445],[1913964],[1940014],[1944880],[1945393],[1945802],[1962268],[1963056],[1963922],[1970944],[1971035],[1973246],[1986562],[1990834],[1992183],[1992411],[1997577],[2005499],[2021356],[2026750],[2054663],[2056574],[2062093],[2079949],[2086512],[2088166],[2097490],[2105015],[2105881],[2115205],[2128521],[2133351],[2140373],[2140464],[2142675],[2155991],[2167006],[2174928],[2196687],[2204904],[2213047],[2221264],[2238589],[2245152],[2246806],[2256130],[2273845],[2287161],[2305005],[2319915],[2343358],[2351575],[2367935],[2438858],[2453768], 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] cell #2637 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2638 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1372251],[1496555],[1568627],[1590154],[1626055],[1691785],[1709007],[1718787],[1781981],[1805151],[1817882],[1829278],[1865102],[1905058],[1906578],[1919140],[1950965],[1985086],[1986606],[2022258],[2024547],[2036376],[2054707],[2098392],[2100681],[2128565],[2132776],[2134006],[2147908],[2162514],[2164803],[2204329],[2205559],[2231490],[2233779],[2237865],[2239216],[2263946],[2265176],[2304281],[2305632],[2316915],[2327557],[2328787],[2335265],[2358994],[2360009],[2360345],[2387715],[2396130],[2406946],[2416903],[2417918],[2418254],[2445675],[2446358],[2471612],[2477398],[2484275],[2488826],[2497693],[2498376],[2524063],[2538444],[2543923],[2546781],[2551568],[2557837],[2570146],[2584423],[2605401],[2610578],[2614193],[2617051],[2622338],[2645235],[2663813],[2668288],[2671417],[2694933],[2697791],[2720139],[2739910],[2777268], 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3],[2148360,2150743],[2167297,2357370],[2169680,2360797],[2172265,2360266],[2172984,2360655],[2181489,2184592],[2187962,2668346],[2188594,2544754],[2189277,2545198],[2195196,2761225],[2195252,2671314],[2196978,2550102],[2212323,2559599],[2213338,2560476],[2213674,2559537],[2218203,2568042],[2223934,2567728],[2238880,2423985],[2243745,2422664],[2267191,2448084],[2270044,2443936],[2274892,2446823],[2279530,2281913],[2290915,2611625],[2296280,2720197],[2297595,2615468],[2305296,2479033],[2311822,2623943],[2312505,2624387],[2320206,2629291],[2330802,2500102],[2335948,2503775],[2337674,2339915],[2341867,2808025],[2341923,2739807],[2343649,2643769],[2364874,2521959],[2370605,2661395],[2390133,2672464],[2396813,2552888],[2398539,2400780],[2403537,2680007],[2410217,2683850],[2424768,2574971],[2430133,2777326],[2431448,2696208],[2439149,2586058],[2454059,2710031],[2464655,2607127],[2479816,2618172],[2491696,2730584],[2510659,2740957],[2517339,2646555],[2519065,2521306],[2530743,2752343],[2586841,2698912],[2598721,2787713] ] cell #2639 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [174300],[215444],[223793],[250055],[261896],[268774],[277017],[283826],[292175],[309014],[319016],[327027],[331394],[332841],[340913],[347963],[355563],[356206],[364207],[377477],[378924],[387928],[388370],[397076],[404479],[405294],[421724],[422539],[423171],[426041],[431243],[439798],[444063],[448592],[456497],[457312],[460186],[463502],[467131],[476772],[477587],[478219],[484733],[485952],[505331],[506042],[506857],[508896],[522147],[523730],[524828],[529397],[533848],[538113],[542642],[543861],[546330],[550208],[554473],[559002],[566196],[566907],[567722],[571449],[573651],[582445],[591165],[595541],[597355],[598574],[600984],[611440],[615784],[616417],[616632],[625561],[627144],[628242],[632811],[635060],[637262],[641850],[643276],[644859],[645957],[650526],[654977],[657996],[659242],[661957],[663771],[664990],[668818],[671499],[680519],[684784],[689313],[690532],[694677],[696879],[705673],[712867],[714393],[717702],[718603],[728017],[728650],[728865],[732571],[735190],[736142],[737794],[740475],[746954],[747587],[747802],[756731],[758314],[759412],[762181],[763981],[766230],[768432],[774424],[784201],[785784],[786882],[791451],[793700],[795902],[801916],[804597],[813617],[816636],[817882],[820597],[822411],[823630],[827285],[834029],[835425],[837967],[838868],[840878],[842413],[844986],[846071],[848282],[857958],[858859],[867572],[868273],[868906],[869121],[872827],[875446],[878050],[880731],[897446],[898079],[898294],[902000],[904619],[905571],[907223],[909904],[916383],[926160],[927743],[928841],[931610],[933410],[935659],[937861],[940880],[947618],[950504],[951137],[951632],[954215],[954568],[956866],[959144],[961032],[963003],[975414],[983554],[986096],[986997],[989007],[990542],[996411],[1012759],[1014155],[1016697],[1017598],[1019608],[1021143],[1023716],[1024801],[1027012],[1034185],[1035137],[1046302],[1047003],[1047636],[1047851],[1051557],[1054176],[1056780],[1059461],[1062230],[1068741],[1072512],[1073711],[1076201],[1076362],[1079011],[1083289],[1094395],[1095791],[1105696],[1106191],[1109127],[1111425],[1113703],[1133889],[1136775],[1137408],[1137903],[1140486],[1140839],[1143137],[1145415],[1147303],[1149274],[1154432],[1158540],[1159625],[1169825],[1172367],[1173268],[1175278],[1176813],[1181981],[1182682],[1189855],[1194927],[1195088],[1198857],[1202040],[1202602],[1218194],[1221080],[1221713],[1222208],[1228096],[1231867],[1233066],[1238366],[1255146],[1260568],[1263731],[1264339],[1265538],[1268028],[1268189],[1270838],[1275116],[1279125],[1281776],[1285942],[1297523],[1298018],[1300954],[1303252],[1305530],[1314547],[1323667],[1324229],[1331401],[1346614],[1349777],[1350385],[1351584],[1357299],[1357460],[1361229],[1384085],[1384580],[1390157],[1390318],[1392614],[1394087],[1397111],[1397270],[1397832],[1408924],[1411734],[1416012],[1423326],[1426489],[1427097],[1428296],[1433596],[1444534],[1454541],[1476963],[1477124],[1479420],[1480893],[1483917],[1487185],[1487747],[1510132],[1513295],[1513903],[1515102],[1520043],[1520605],[1522886],[1526888],[1527777],[1539358],[1553675],[1553836],[1556132],[1557605],[1575252],[1592655],[1606605],[1607167],[1609448],[1613450],[1617299],[1639721],[1639882],[1642178],[1643651],[1647674],[1649771],[1652475],[1656446],[1682415],[1682977],[1685258],[1721471],[1721632],[1732995],[1735092],[1737796],[1741767],[1752770],[1766720],[1767282],[1769563],[1775186],[1809126],[1811830],[1843654],[1846764],[1847326],[1858307],[1877141],[1890762],[1893466],[1898366],[1961150],[1965238],[1968218],[1978394],[1993211],[1996883],[2077485],[2080491],[2107197],[2186849],[2213589] ] cell #2640 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [717582],[730185],[748082],[837847],[840245],[857838],[859157],[869401],[870441],[899614],[956746],[961312],[976486],[982158],[985976],[987295],[988374],[1016577],[1018975],[1029180],[1031566],[1048131],[1049171],[1072392],[1080701],[1083587],[1102177],[1105063],[1110199],[1111305],[1115871],[1143017],[1147583],[1153799],[1155967],[1168429],[1172247],[1173566],[1174645],[1184850],[1187236],[1192663],[1207103],[1209885],[1228965],[1231747],[1240056],[1242942],[1253750],[1264219],[1266666],[1272528],[1275414],[1281656],[1284054],[1286222],[1294004],[1296890],[1299414],[1302026],[1303132],[1307698],[1313914],[1316082],[1320157],[1321961],[1333043],[1335825],[1350265],[1352712],[1355035],[1357817],[1369475],[1380566],[1383452],[1385976],[1387893],[1388295],[1396478],[1402333],[1405115],[1413424],[1416310],[1424195],[1426977],[1427900],[1429424],[1435286],[1438172],[1444414],[1445337],[1446812],[1448980],[1463617],[1472666],[1474699],[1475101],[1483284],[1485479],[1499343],[1511001],[1513783],[1514706],[1516230],[1518337],[1518514],[1518815],[1526768],[1527691],[1529419],[1532201],[1543859],[1546153],[1546641],[1549088],[1551411],[1551813],[1554193],[1557600],[1559996],[1565851],[1575247],[1576942],[1579828],[1598544],[1598946],[1603014],[1604899],[1605076],[1605377],[1613330],[1614253],[1635424],[1637457],[1637859],[1640239],[1643646],[1646042],[1647554],[1647710],[1648243],[1656441],[1658847],[1667896],[1669929],[1670331],[1672711],[1675519],[1678514],[1680709],[1680886],[1681187],[1686868],[1694573],[1704515],[1706231],[1708525],[1720313],[1720715],[1727144],[1727321],[1727622],[1731105],[1732875],[1733031],[1733564],[1741762],[1758659],[1759061],[1763129],[1765014],[1765191],[1765492],[1771173],[1774486],[1775181],[1775263],[1783635],[1790371],[1790773],[1794841],[1796726],[1796903],[1797204],[1801793],[1807065],[1807598],[1827251],[1832066],[1834874],[1843534],[1846137],[1846314],[1846615],[1848438],[1852289],[1852782],[1852822],[1857607],[1858302],[1858384],[1866756],[1875983],[1876385],[1882814],[1882991],[1883292],[1886775],[1888701],[1889234],[1898412],[1899002],[1913415],[1913592],[1913893],[1917376],[1919302],[1919795],[1919835],[1929822],[1944930],[1945332],[1949400],[1956352],[1963474],[1964538],[1965233],[1967197],[1967730],[1969406],[1973358],[1978440],[1979030],[1993091],[1995694],[1995871],[1996172],[1997995],[2001846],[2002339],[2002379],[2007941],[2017315],[2027168],[2031019],[2031512],[2031552],[2037114],[2061544],[2061721],[2062022],[2065505],[2067924],[2077331],[2079186],[2080367],[2080537],[2081127],[2082996],[2085066],[2093449],[2105433],[2106497],[2107192],[2109156],[2109649],[2109689],[2111365],[2115317],[2137119],[2138835],[2142787],[2167424],[2171275],[2171768],[2171808],[2186924],[2188555],[2189238],[2189748],[2197105],[2208672],[2210429],[2212284],[2213465],[2213635],[2214225],[2216094],[2218164],[2225032],[2239007],[2243706],[2268289],[2270005],[2273957],[2288817],[2289862],[2290876],[2297556],[2305423],[2310152],[2311783],[2312466],[2312976],[2320333],[2331900],[2335909],[2343776],[2355343],[2364835],[2371703],[2383318],[2389080],[2390094],[2396774],[2401439],[2403498],[2410178],[2424729],[2431409],[2439276],[2454186],[2465753],[2467952],[2473001],[2479777],[2491657],[2509606],[2510620],[2517300],[2530704],[2547908],[2580026],[2586802],[2598682],[2641575], 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] cell #2641 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [717586],[730327],[748224],[797415],[825680],[837851],[840391],[857842],[859303],[869543],[870583],[899756],[911027],[935853],[939374],[956750],[961454],[976490],[982300],[985980],[987441],[988520],[1014349],[1016581],[1019121],[1029322],[1031019],[1045443],[1048273],[1049313],[1056431],[1060584],[1072396],[1080841],[1083733],[1095985],[1102317],[1105209],[1110203],[1111309],[1116013],[1128564],[1137554],[1143021],[1147725],[1153945],[1168571],[1170019],[1170313],[1172251],[1173712],[1174791],[1182311],[1184992],[1186689],[1192667],[1207247],[1209889],[1221859],[1229109],[1231751],[1240196],[1243088],[1253892],[1255340],[1255634],[1256932],[1264223],[1265167],[1266808],[1272668],[1275560],[1281660],[1286364],[1289858],[1294144],[1297036],[1297669],[1298867],[1302030],[1303136],[1307840],[1314060],[1321968],[1333047],[1335832],[1342978],[1350269],[1351213],[1352854],[1355039],[1357824],[1369619],[1376420],[1380706],[1383598],[1384231],[1385429],[1386726],[1387897],[1389405],[1396624],[1402477],[1405119],[1413564],[1416456],[1419690],[1420066],[1424339],[1426981],[1427925],[1435426],[1438318],[1444418],[1449122],[1457241],[1458774],[1463624],[1472806],[1473532],[1474703],[1476211],[1483430],[1485486],[1499350],[1506496],[1506872],[1511145],[1513787],[1514731],[1516856],[1518344],[1519522],[1519898],[1526772],[1529423],[1532208],[1544003],[1546293],[1546645],[1549230],[1549745],[1550244],[1551415],[1554200],[1565995],[1577082],[1579974],[1587914],[1589060],[1589436],[1598548],[1600056],[1603158],[1603418],[1604906],[1606084],[1606460],[1613334],[1619999],[1621532],[1635564],[1635791],[1636290],[1637461],[1640246],[1647558],[1648707],[1649206],[1658854],[1668036],[1669933],[1671441],[1672718],[1675663],[1678660],[1679228],[1680716],[1694580],[1706375],[1708665],[1716586],[1717607],[1718106],[1720317],[1727151],[1728329],[1728705],[1731112],[1732879],[1734028],[1734527],[1748029],[1749175],[1749551],[1758663],[1760171],[1763273],[1763533],[1765021],[1774532],[1776191],[1790375],[1791883],[1794985],[1796733],[1797911],[1798287],[1801800],[1827391],[1832073],[1835018],[1838762],[1838832],[1843538],[1843666],[1846144],[1848445],[1852789],[1853286],[1853785],[1857653],[1859312],[1872256],[1873277],[1873776],[1875987],[1882821],[1883999],[1884375],[1886782],[1898444],[1913422],[1914600],[1914976],[1917383],[1919802],[1920299],[1920798],[1944934],[1946442],[1949544],[1956359],[1960854],[1963481],[1964584],[1969452],[1974286],[1978472],[1988319],[1988389],[1993095],[1993223],[1995701],[1998002],[2002346],[2002843],[2003342],[2027175],[2031519],[2032016],[2032515],[2038042],[2061551],[2062729],[2063105],[2065512],[2067931],[2078451],[2078521],[2079232],[2080374],[2080569],[2085098],[2102813],[2105440],[2106543],[2109656],[2111411],[2116245],[2137126],[2138881],[2143715],[2167431],[2171775],[2172272],[2172771],[2187955],[2188587],[2189284],[2195189],[2195259],[2197112],[2208679],[2212330],[2213472],[2213667],[2218196],[2225039],[2239014],[2243738],[2268296],[2270051],[2274885],[2290908],[2296273],[2297602],[2305430],[2311815],[2312512],[2320340],[2331907],[2335955],[2341860],[2341930],[2343783],[2355350],[2364867],[2371710],[2390126],[2396820],[2403530],[2410224],[2424761],[2430126],[2431455],[2439283],[2454193],[2465760],[2479809],[2491689],[2510652],[2517346],[2530750],[2586834],[2598714], [874982,1372261],[985564,1496565],[1033721,1805161],[1053712,1568637],[1069754,1590164],[1107962,1626382],[1150289,2147901],[1150989,1919150],[1171835,1691795],[1189391,1709017],[1195452,1719114],[1261581,1781991],[1262001,2239209],[1262701,2022268],[1278313,2036383],[1299789,1818209],[1311104,1829288],[1347627,1865112],[1348047,2305625],[1348747,2098402],[1389834,2335258],[1390682,1905385],[1391802,2134013],[1393627,1906588],[1424759,2360338],[1425459,2162524],[1441071,1951292],[1476640,2396123],[1477488,1985413],[1478608,2205566],[1480433,1986616],[1511565,2418247],[1512265,2231500],[1520358,2237872],[1523411,2024874],[1553352,2445668],[1555320,2265183],[1557145,2054717],[1606920,2304288],[1609973,2101008],[1623934,2488819],[1624634,2316925],[1639398,2497686],[1641366,2328794],[1643191,2128575],[1648210,2132910],[1682730,2359001],[1683829,2524056],[1685783,2165130],[1721148,2546774],[1733531,2204463],[1743434,2557830],[1751958,2406953],[1767035,2416910],[1768134,2570139],[1770088,2234106],[1807565,2264080],[1810504,2446365],[1840829,2610571],[1847079,2471619],[1856827,2617044],[1867997,2622309],[1868436,2484282],[1889201,2327691],[1892140,2498383],[1931274,2360143],[1954405,2663806],[1962254,2668259],[1962693,2543930],[1967697,2387849],[1971449,2671410],[1977699,2551575],[2009393,2418052],[2035557,2697784],[2070870,2605408],[2086498,2720110],[2086937,2614200],[2091941,2477532],[2140878,2739903],[2147128,2645242],[2178822,2538578],[2245138,2777239],[2245577,2694940],[2250581,2584557] ] cell #2642 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [431050],[485759],[543668],[571186],[598381],[634797],[664797],[668579],[690339],[694414],[732308],[737555],[763788],[765967],[793437],[801677],[803049],[823437],[835162],[842174],[867739],[872564],[877811],[879183],[901737],[906984],[917272],[933217],[935396],[947785],[951393],[962445],[983291],[984883],[990303],[997300],[1013892],[1020904],[1046469],[1051294],[1056541],[1057913],[1066399],[1069073],[1080868],[1084476],[1095528],[1102344],[1105952],[1107944],[1117004],[1134056],[1137664],[1148716],[1169562],[1171154],[1176574],[1183571],[1192553],[1195434],[1203892],[1206566],[1218361],[1221969],[1225754],[1228428],[1240223],[1243831],[1254883],[1258226],[1260900],[1272695],[1276303],[1287355],[1294171],[1297779],[1299771],[1308831],[1321950],[1332933],[1335814],[1344272],[1346946],[1354925],[1357806],[1366264],[1368938],[1380733],[1384341],[1387783],[1390664],[1399122],[1401796],[1413591],[1417199],[1420984],[1423658],[1435453],[1439061],[1450113],[1459641],[1463606],[1468281],[1472833],[1474589],[1477470],[1485468],[1496451],[1499332],[1507790],[1510464],[1518326],[1529309],[1532190],[1540648],[1543322],[1551301],[1554182],[1562640],[1565314],[1577109],[1580717],[1590050],[1591433],[1598434],[1602477],[1604888],[1626364],[1631039],[1637347],[1640228],[1654871],[1658836],[1663511],[1668063],[1669819],[1672700],[1680698],[1691681],[1694562],[1703020],[1705694],[1719096],[1720203],[1722607],[1727133],[1731094],[1740192],[1751548],[1758549],[1765003],[1781877],[1783260],[1790261],[1794304],[1796715],[1818191],[1822866],[1829174],[1832055],[1841710],[1846126],[1848427],[1864998],[1866381],[1875873],[1882803],[1905367],[1906474],[1908878],[1913404],[1917365],[1937819],[1944820],[1951274],[1963463],[1969295],[1985395],[1986502],[1991267],[1995683],[2015938],[2020440],[2024856],[2027157],[2054603],[2061533],[2079075],[2096574],[2100990],[2105422],[2128461],[2132892],[2138724],[2160696],[2165112],[2204445],[2212173],[2229672],[2234088],[2237715],[2264062],[2294964],[2304131],[2327673],[2358844],[2387831],[2416753],[2471462],[2543322] ] cell #2643 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [103549,911536],[136219,1031063],[143430,1061093],[151472,840435],[167363,668644],[174867,1153989],[176005,1155793],[180394,1170822],[184795,1186733],[185507,941945],[194273,957120],[196663,737620],[207607,988564],[212344,1256143],[219965,1019165],[222097,1282030],[225483,801742],[228325,1296490],[228657,1298911],[232987,1314104],[233804,1056331],[234125,1315908],[234996,825594],[244861,842239],[256857,1105253],[260535,1111679],[262925,877876],[265767,1383052],[266099,1385473],[271335,1396668],[271817,1136375],[275013,1143391],[277403,907049],[281400,1420110],[282218,694991],[282270,504006],[284589,1425778],[285326,1429250],[288347,1174835],[290178,934861],[290479,1444788],[291136,1181270],[299287,951458],[311575,1483474],[312057,1220680],[314371,1229153],[317770,1232121],[321833,990368],[323455,1243132],[324601,1506916],[325419,766544],[325471,564871],[327790,1512584],[328527,1516056],[331066,1519942],[333611,1012317],[334465,1527142],[334719,1263020],[338528,1020969],[345979,1550173],[346157,1550702],[347150,595515],[349799,1556281],[350524,1297080],[354202,1303506],[356100,1055422],[356592,1056606],[357489,1310240],[361701,1068639],[365809,1589480],[373945,845113],[373997,632274],[377149,1606504],[379694,1093953],[380548,1613704],[380802,1349066],[383480,859347],[383658,1358534],[387349,1106017],[390553,1369663],[393952,1372631],[395092,1636219],[395270,1636748],[396263,661931],[398912,1642327],[399637,1383642],[400880,1386655],[402443,1649135],[402621,1649664],[405188,1135466],[406312,1137729],[406733,1392763],[418600,1678704],[419210,1679351],[419604,1679588],[421396,1424383],[423941,1167987],[424795,1427351],[428858,1176639],[430480,1438362],[431217,1181273],[432444,935973],[432496,711542],[437093,1194481],[441923,1718035],[442101,1718564],[446086,954113],[447833,730756],[450194,1728749],[450905,1207291],[451156,735164],[452898,1473461],[454461,1734456],[454639,1734985],[457206,1219771],[458330,1222034],[458751,1479569],[460996,1227994],[461268,1488476],[461662,976860],[465104,1749595],[469371,987485],[469549,1500060],[473240,993242],[473292,763444],[474258,1763656],[474652,1763893],[476444,1511189],[478989,1253308],[479843,1514157],[481204,1517216],[482202,1257896],[482227,1260466],[482499,1776314],[482893,1776551],[485926,1263023],[494471,1023843],[494523,790914],[497675,1798331],[500220,797374],[501074,1805531],[501785,1806183],[504184,1554910],[506751,1295581],[507875,1297844],[511079,1566039],[514478,1569007],[516789,820571],[520163,1580018],[521973,827533],[526435,1587843],[526732,1843789],[527126,1844026],[531143,1075755],[533194,629849],[533573,840852],[535973,1853714],[536151,1854243],[536761,1083777],[536939,1336542],[537681,1603202],[539113,1603778],[540111,1343942],[540136,1346512],[540408,1859435],[540802,1859672],[543835,1349069],[547503,1356853],[548320,1099615],[552333,1873705],[552511,1874234],[556496,1108672],[556768,1629372],[557162,1110573],[558243,871012],[560604,1884419],[561566,875420],[562517,1128523],[562650,1887819],[565049,1640956],[567616,1382143],[568740,1384406],[569738,1646828],[570946,1389711],[571423,1387661],[571763,1900079],[579939,1140384],[581686,900185],[584047,1915020],[584758,1402521],[585009,904593],[588314,1920727],[588492,1921256],[591059,911157],[592183,1158667],[592235,913936],[594824,1420654],[594849,1423224],[595121,1683706],[598548,1425781],[603224,1173756],[603402,1695290],[607093,1179513],[607145,932873],[610297,1706419],[612842,939333],[613696,1709387],[615974,1961649],[620312,1716946],[620652,1965385],[622265,1196162],[625387,954816],[627444,956636],[627547,732545],[629874,1479318],[630146,1974409],[630540,1974646],[631008,1466614],[631402,1210259],[632452,1731822],[633349,1732149],[634557,1476517],[635034,1474467],[635374,1980107],[643102,975662],[647564,1747958],[647861,1993346],[648255,1993583],[649336,982729],[652272,1235110],[653089,1237494],[654323,761019],[654702,988981],[657102,2003271],[657280,2003800],[658810,1763317],[659136,1255764],[661240,1507460],[661265,1510030],[661537,1768011],[664964,1512587],[668503,1517845],[677814,1267582],[679865,788489],[680244,1019582],[682644,2032444],[682822,2032973],[683432,1275604],[683610,1532918],[684352,1795029],[686782,795248],[686807,1279023],[687079,2038165],[687473,2038402],[688554,1029751],[690506,1031166],[691626,1544047],[691877,1034159],[694174,1553229],[694651,1551179],[703167,1300499],[703439,1821199],[703833,1302400],[704914,1049742],[707275,2063149],[708237,1054150],[709188,1045402],[711720,1832783],[714287,1060714],[715411,1318782],[715463,1063493],[717956,2077901],[721833,1842808],[724031,1324958],[725506,1591103],[725531,1592553],[727313,1595238],[728207,2085893],[730011,842098],[732068,1609002],[732885,2089629],[733815,1339485],[734770,1856704],[737479,1604407],[747144,2103608],[751482,1872616],[751822,2107344],[753056,865762],[753435,1105670],[756557,1109375],[757302,1377537],[758614,1111195],[758717,872801],[761044,1642076],[761316,2116368],[761710,2116605],[763622,1887492],[763955,13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] cell #2644 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [608148],[673440],[742416],[774721],[806538],[848579],[882672],[887180],[911845],[916680],[959441],[965299],[994234],[996708],[1027309],[1036737],[1038184],[1061402],[1074008],[1081358],[1108808],[1114000],[1119858],[1121305],[1145712],[1151570],[1162926],[1180505],[1182979],[1196298],[1200098],[1211501],[1233363],[1234984],[1240713],[1248247],[1265835],[1273185],[1300635],[1305827],[1311685],[1313132],[1322327],[1324832],[1336678],[1340478],[1351881],[1358670],[1362470],[1364443],[1373873],[1391528],[1395328],[1406731],[1428593],[1430214],[1435943],[1443477],[1452934],[1455635],[1463983],[1466488],[1478334],[1482134],[1485845],[1488350],[1500196],[1503996],[1515399],[1518703],[1521208],[1533054],[1536854],[1548257],[1555046],[1558846],[1560819],[1570249],[1583826],[1594216],[1596917],[1605265],[1607770],[1615692],[1618393],[1626741],[1629246],[1641092],[1644892],[1648164],[1650865],[1659213],[1661718],[1673564],[1677364],[1681075],[1683580],[1695426],[1699226],[1710629],[1719473],[1723095],[1727510],[1731958],[1733485],[1736186],[1743941],[1754331],[1757032],[1765380],[1767885],[1775653],[1786043],[1788744],[1797092],[1799597],[1807519],[1810220],[1818568],[1821073],[1832919],[1836719],[1845134],[1846503],[1852743],[1856578],[1858774],[1878765],[1883180],[1889155],[1891856],[1905744],[1909366],[1913781],[1918229],[1919756],[1922457],[1930212],[1940602],[1943303],[1951651],[1954156],[1966635],[1967651],[1969830],[1973748],[1977415],[1985772],[1996060],[2002300],[2008331],[2023864],[2025233],[2031473],[2035308],[2037504],[2057495],[2061910],[2067885],[2070586],[2079610],[2083386],[2085425],[2099998],[2101367],[2109610],[2115707],[2136064],[2137080],[2139259],[2143177],[2146844],[2165489],[2171729],[2177760],[2188914],[2193880],[2207617],[2208633],[2212708],[2216484],[2234465],[2238250],[2242026],[2244065],[2268250],[2274347],[2290226],[2304666],[2308442],[2312142],[2331861],[2335585],[2340551],[2359379],[2363155],[2396450],[2402848],[2417288],[2421064],[2424079],[2445995],[2471997],[2479127],[2498013],[2523374],[2547101],[2569457],[2612890],[2668072] ] cell #2645 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [657386],[755835],[816026],[831014],[867192],[925264],[940270],[947238],[1009744],[1034527],[1045922],[1055884],[1091380],[1133509],[1135928],[1150935],[1181601],[1217814],[1220233],[1262647],[1263351],[1278394],[1296043],[1348693],[1349397],[1382605],[1390201],[1391883],[1408379],[1425405],[1426109],[1477007],[1478689],[1512211],[1512915],[1520439],[1522341],[1553719],[1555401],[1607001],[1608903],[1624580],[1639765],[1641447],[1650127],[1682811],[1684196],[1684713],[1721515],[1735448],[1752039],[1767116],[1768501],[1769018],[1809482],[1810585],[1847160],[1857194],[1868517],[1876596],[1891118],[1892221],[1933141],[1954772],[1962774],[1968574],[1977780],[1988794],[2011260],[2035924],[2070951],[2078926],[2087018],[2092818],[2102678],[2147209],[2180689],[2187820],[2195664],[2245658],[2251458],[2296138],[2342335],[2429991], 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] cell #2646 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658172],[755903],[799097],[816812],[831082],[867049],[906395],[925332],[941056],[947095],[1009812],[1010891],[1025788],[1045779],[1055952],[1091448],[1092527],[1133366],[1134472],[1135996],[1150350],[1166561],[1181458],[1217671],[1218777],[1220301],[1251882],[1260115],[1262062],[1263208],[1294587],[1296111],[1346161],[1348108],[1349254],[1363920],[1381149],[1382673],[1389895],[1390058],[1422873],[1424820],[1425966],[1476701],[1476864],[1494005],[1509679],[1511626],[1512772],[1553413],[1553576],[1554559],[1592202],[1615177],[1623995],[1639459],[1639622],[1640605],[1683890],[1684053],[1714629],[1721209],[1721372],[1731471],[1743495],[1768195],[1768358],[1832432],[1840890],[1850308],[1856888],[1857051],[1867835],[1917742],[1954466],[1954629],[1962092],[1971510],[2029038],[2035618],[2035781],[2086336],[2140939],[2244976], [176223,1801176],[185493,2288270],[223527,1674271],[233134,2377332],[234343,1955735],[245055,1205855],[271482,2435959],[277597,1542611],[279227,1801085],[285544,2055772],[290264,2461887],[291909,1833626],[304211,1335117],[311722,2302106],[322027,1368227],[328745,2129630],[334250,2514177],[338722,1401085],[341673,1672003],[350671,2161685],[350755,1938662],[356457,2538057],[356786,1704983],[358416,1955644],[371857,1206608],[380333,2393651],[387543,1492106],[392273,1498635],[399784,2230661],[399868,2016781],[400777,2579837],[406177,2584036],[406506,1784103],[411236,1531493],[414337,1543364],[419881,2049959],[424580,2264423],[425055,2055681],[429052,1564603],[432003,1831358],[444764,1077912],[452795,2472812],[458195,2477011],[458524,1867224],[461939,1622259],[466192,1622094],[471152,1368980],[473434,1372352],[474929,2123817],[479628,2328034],[480103,2129539],[481081,2641446],[483170,1901830],[487423,1907552],[492383,1401838],[502340,2160165],[502499,2160738],[507740,2359622],[508069,1687336],[512799,1693865],[515900,1705736],[524208,944829],[526332,2383129],[527403,2193788],[538990,2547779],[541079,1981858],[545332,1987580],[548875,976581],[549034,979211],[553403,1228470],[555174,984925],[557439,1498800],[561692,1243242],[563205,2229141],[563364,2229714],[568605,2417531],[568934,1771641],[569657,2694340],[572318,2019909],[572477,2020482],[576846,1794346],[578617,1269739],[592377,1805252],[593119,2263479],[593703,2263559],[595792,1814086],[600045,1813921],[605005,1565356],[607287,1568728],[619023,1069115],[620189,2467823],[621207,2294433],[621366,2295006],[630817,2098493],[631679,1335282],[633268,2613600],[635929,2096043],[636088,2096616],[640457,1602519],[642448,1357109],[643939,1101654],[644523,859457],[645337,856787],[647461,2484692],[648532,2317016],[653644,1110294],[653803,1112924],[659535,2327090],[660119,2327170],[662208,1895722],[666461,1895557],[667990,1908920],[669481,2132309],[670065,2132389],[687750,1919241],[692003,1678814],[692885,2358790],[695705,1165482],[700074,1423700],[701845,1171196],[704110,1694030],[708363,1438472],[715605,1709108],[719201,1194737],[721752,2543330],[722811,2387248],[723395,2387328],[731256,960916],[733440,2205668],[733599,1467379],[734370,1209980],[734529,958365],[735441,1987745],[736966,1722649],[738457,2203862],[739041,2203942],[745730,1227717],[747686,750193],[751359,2558153],[752377,2407055],[752536,1489241],[757394,1239533],[757978,987595],[761987,2231591],[764438,2416699],[767258,1250803],[771627,1510506],[773200,2026574],[775156,2237661],[777663,1260942],[789457,2022359],[790319,1531658],[794569,2036485],[794728,1800488],[801088,1553485],[802579,1293481],[812284,1302121],[812443,1304751],[820848,1831523],[825101,1580128],[826388,2609946],[826479,2467492],[828452,1068362],[832161,1841752],[832593,2471408],[839466,1076011],[843076,1596851],[843660,2305697],[844066,1080178],[844650,1083887],[845827,1341928],[847058,1847844],[849014,2304077],[851521,1346988],[862008,2622519],[863067,1618327],[863651,2488891],[869005,871512],[873696,2328896],[873855,1630137],[875697,2129704],[877222,1639531],[878713,1380043],[885960,2138670],[888630,1389967],[900685,1147187],[902869,2134115],[903028,1662609],[903799,1405210],[903958,1144636],[904870,1907717],[907886,1922391],[908470,2147973],[913341,1672168],[915159,1422947],[926823,1434763],[927407,1173866],[931416,2162615],[936687,1446033],[942856,2543268],[948201,1962880],[949725,1721281],[953762,1722076],[953836,955735],[959876,1725607],[961975,1472143],[964079,1969241],[966749,1476773],[974517,1988178],[974608,1742922],[980290,1991309],[980722,1746453],[991205,1756966],[991789,2418319],[993956,1505446],[995187,1509753],[1007182,1260189],[1018196,1267838],[1021806,1788678],[1022390,2239281],[1022796,1272005],[1023380,1275714],[1024557,1538304],[1027744,2040016],[1030251,1285826],[1033365,1546736],[1033524,1283275],[1034436,1801250],[1047735,1050242],[1052426,2265285],[1052585,1821964],[1054427,2055846],[1057443,1576419],[1067077,2078310],[1067168,1840317],[1068288,1841179],[1070235,2079021],[1071381,1592276],[1075939,1847924],[1076102,1593701],[1082808,1609258],[1088818,1346235],[1097415,1867915],[1102760,2104839],[1104284,1876951],[1108321,1877746],[1114435,1881277],[1116534,1634901],[1140033,1908347],[1140107,1142006],[1146147,1911878],[1148246,1667373],[1153020,1408734],[1157620,1412901],[1158204,1416610],[1159381,1415531],[1177476,1943237],[1178060,2360410],[1180227,1700676],[1190106,1955809],[1193559,1962172],[1194665,1962960],[1194828,1715559],[1195811,1963824],[1204570,2195048],[1204661,1970937],[1208874,1479041],[1227643,1990736],[1229590,2212119],[1230736,1752391],[1235294,1997481],[1235457,1753816],[1242163,1769373],[1267766,2026654],[1267929,1785528],[1274635,1522696],[1278746,1280645],[1286885,1545630],[1300148,2056476],[1306262,2060007],[1308361,1826728],[1319496,1579049],[1325142,2079853],[1325305,1842699],[1333939,2086416],[1335208,1609349],[1336191,2088068],[1357037,2104919],[1357200,1871229],[1358183,2105783],[1371246,1641799],[1391041,2133253],[1392235,1404104],[1399800,2341719],[1399891,2140366],[1408825,1672094],[1430524,2166910],[1430687,1940087],[1437393,1685068],[1449643,1708002],[1466798,2196591],[1466961,1973319],[1477847,2204806],[1488660,2212951],[1488823,1992256],[1498726,1769464],[1499709,2221166],[1521518,2238493],[1521681,2021429],[1522787,1531584],[1530315,2245056],[1532567,2246708],[1555753,1567622],[1572343,1831449],[1608080,2304909],[1608243,2097563],[1622185,1877042],[1629556,2319819],[1629719,2115278],[1653551,1907643],[1662028,2343262],[1662191,2142748],[1673077,2351477],[1685159,1693956],[1694939,2367837],[1738872,1987671],[1760824,2006608],[1799907,2438762],[1800070,2256203],[1812906,1814012],[1821383,2453672],[1821546,2273918],[1894542,1895648],[1925143,2157100],[1947095,2176037],[2073272,2074378] ] cell #2647 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [81573,2076351],[108335,2178261],[109433,1960233],[131160,2242527],[142140,2280007],[142377,2071505],[155551,2308943],[169619,2338939],[169856,2147763],[179736,2363656],[183280,2180366],[183289,2374086],[198919,2399804],[199156,1978334],[211686,2421565],[213474,2424455],[215801,2251135],[215810,2427422],[224044,2041919],[227739,2449349],[227976,1811139],[232266,2282527],[248085,2479503],[250412,2092495],[250421,2482470],[262147,2333230],[265181,2501367],[265418,1892775],[266737,2340927],[267454,2504458],[270138,2347366],[279659,2152792],[279896,1414429],[281856,2523750],[284183,1932818],[284192,2526717],[292426,2182175],[304290,1725101],[306977,2194256],[307694,2553571],[310378,2200695],[323686,2422080],[323923,1773962],[325057,2569833],[327384,2010937],[327393,2572800],[329223,2429233],[329642,2575303],[341752,2039510],[344079,1544647],[344088,2256632],[345926,2047509],[346643,2592520],[347355,1291378],[349327,2050029],[355814,2269619],[358848,2283962],[359085,1577947],[364836,2290602],[366976,2613266],[372239,1850737],[375306,2295380],[375725,2618504],[389038,2498118],[392352,1880771],[394203,1897621],[394212,2502386],[395039,2121367],[395756,2632760],[396468,1377940],[398440,2123887],[400293,2508484],[402390,1899380],[411315,1911372],[414002,1411918],[414719,2150786],[417403,1156832],[419553,2158439],[419972,2652275],[421140,1163274],[430711,2364171],[430948,1689657],[432082,2179766],[434409,1707019],[434418,2377761],[440466,2547206],[441000,2383932],[441870,2192268],[443375,2670632],[448770,1725767],[451361,1471160],[452311,2387958],[454408,1979408],[464131,2403224],[466271,1994691],[467805,2008832],[467864,2569899],[471534,2000294],[473665,1244935],[474601,2227415],[475020,2686886],[476188,1248595],[482842,2018183],[485362,1271022],[487502,2243042],[492765,2029467],[495832,1282173],[496251,2040176],[501856,1816754],[503502,1040133],[509564,2446100],[512878,2059501],[514729,1815985],[514738,2450368],[515565,1575436],[516282,2281956],[516994,1574316],[518966,1316947],[525502,2083887],[525561,2613332],[525848,2468278],[527075,2293569],[528356,2719407],[530289,1594882],[534516,1596625],[535920,2088930],[537425,1340826],[540751,2094317],[543271,1079195],[545411,2309458],[550876,1875143],[551410,2485495],[552280,2315496],[553785,2108594],[554766,2632453],[555477,1365362],[559180,1881437],[561771,1633918],[562721,1624927],[564367,1123254],[571834,1901900],[574319,2335690],[574853,1143534],[575723,1656630],[577228,2339958],[582623,1912038],[585214,1666390],[586164,908088],[588261,2148837],[593321,918590],[597984,1433780],[600124,2164120],[601658,1930713],[601717,2523816],[605387,2169723],[607518,1440165],[608454,1444931],[608873,2180432],[610041,1443825],[614982,2759209],[617991,1453600],[618615,2670325],[619326,1456554],[620723,1715629],[628916,1974249],[628975,1467311],[630489,2197379],[631770,1212371],[635445,1981928],[637930,2396555],[638464,957263],[639334,1741951],[640839,2400823],[646631,2216985],[646690,1489173],[646977,2558608],[648204,2406191],[649485,1746613],[651074,1494952],[651418,1495018],[655645,1756740],[657049,2222028],[658554,1504344],[659737,998618],[664400,1238550],[666540,2233096],[669683,776631],[672173,1776154],[672232,2424521],[672519,1022008],[673746,1527285],[675027,2251201],[676960,1786709],[681187,1788452],[682591,2247570],[684096,1537202],[687422,2252957],[692082,1804269],[697547,2053873],[698081,1303649],[698951,1557789],[700456,2267234],[701437,2592213],[702148,1561738],[705851,2060167],[708442,1825745],[709392,818377],[711038,1315081],[716694,2717578],[718099,1839453],[720803,1586432],[721147,1586498],[723013,1074878],[727215,1334452],[730848,1597022],[731559,1597836],[732956,1851308],[738659,850489],[741149,1859275],[741208,2479569],[741495,843278],[742722,1613847],[744003,2092561],[746152,1870728],[749161,1353492],[749785,1618498],[750496,1619312],[751893,1871299],[754920,1361413],[760086,2116208],[760145,1630069],[761659,2320607],[762940,1117652],[769100,2127731],[769634,1111822],[770504,1643835],[772009,2330845],[773622,2340993],[777255,2504151],[777966,1651784],[779363,892442],[787556,2143678],[787615,1662541],[789129,2344050],[790410,1407601],[794085,2151357],[796570,1922165],[797974,1928222],[799479,1677712],[805271,1684127],[805330,1684403],[805617,1177678],[806844,1427494],[808125,1932884],[809714,1690182],[810058,1690248],[814285,1943011],[815689,2368699],[817194,1699574],[825180,1958828],[827469,1713109],[828874,1715058],[829980,1194072],[836959,1464380],[838364,1970073],[841068,1725701],[841412,1469660],[846739,2210002],[847480,2194322],[851113,2553264],[851824,1737105],[853221,970561],[856950,1745947],[858355,1989010],[859858,1488897],[861059,1746547],[861403,1226013],[863269,983939],[866402,1232264],[867471,1235807],[871104,1757137],[871815,1757951],[873212,2000865],[874726,2006682],[876239,1502939],[881405,1768432],[881464,1768708],[881751,991407],[882978,1514300],[884259,2011003],[886123,2428926],[887528,1008710],[890232,1778259],[890576,1778325],[896644,1530828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] cell #2648 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232375],[270247],[310487],[330162],[349436],[376245],[398549],[401366],[417512],[420492],[449290],[453384],[473774],[475540],[496771],[502929],[504022],[519075],[528876],[534896],[555641],[559700],[563794],[564887],[583143],[587237],[595310],[607627],[609393],[619490],[622726],[632290],[650005],[651096],[656025],[661726],[675547],[681567],[702312],[706371],[710465],[711558],[718389],[720825],[731723],[734959],[744523],[750660],[753896],[755309],[763460],[778130],[781366],[790930],[808645],[809736],[814665],[820366],[827491],[830488],[838654],[841090],[851988],[855224],[858645],[861081],[871979],[875215],[884779],[887818],[890254],[901152],[904388],[913952],[920089],[923325],[924738],[932889],[943822],[954774],[957771],[965937],[968373],[975620],[978617],[986783],[989219],[1000117],[1003353],[1006221],[1009218],[1017384],[1019820],[1030718],[1033954],[1037375],[1039811],[1050709],[1053945],[1063509],[1073199],[1076905],[1081996],[1086253],[1087857],[1090854],[1098381],[1109333],[1112330],[1120496],[1122932],[1130093],[1141045],[1144042],[1152208],[1154644],[1161891],[1164888],[1173054],[1175490],[1186388],[1189624],[1199063],[1200736],[1207913],[1212049],[1214398],[1236260],[1241351],[1247212],[1250209],[1265026],[1268732],[1273823],[1278080],[1279684],[1282681],[1290208],[1301160],[1304157],[1312323],[1314759],[1328334],[1329526],[1332225],[1337131],[1341334],[1351072],[1363108],[1370285],[1376770],[1394293],[1395966],[1403143],[1407279],[1409628],[1431490],[1436581],[1442442],[1445439],[1455365],[1460230],[1462907],[1481099],[1482772],[1493044],[1500649],[1524710],[1525902],[1528601],[1533507],[1537710],[1559484],[1566661],[1573146],[1586125],[1592859],[1611272],[1612464],[1618123],[1622988],[1645530],[1650595],[1655460],[1658137],[1688274],[1695879],[1714717],[1735916],[1740781],[1746240],[1772579],[1777952],[1784686],[1809950],[1814815],[1861073],[1870387],[1891586],[1896451],[1900988],[1932511],[1969042],[1981016],[2010630],[2049117],[2084695],[2122975],[2192946],[2289025] ] cell #2649 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232323],[270195],[310435],[330060],[349384],[376143],[398497],[401225],[417460],[420390],[449188],[453243],[473722],[475438],[496669],[502788],[503920],[519023],[528774],[534755],[555589],[559598],[563653],[564785],[583041],[587096],[595169],[607575],[609291],[619438],[622585],[632188],[649903],[651088],[655884],[661585],[675445],[681426],[702260],[706269],[710324],[711456],[718313],[720817],[731671],[734818],[744421],[750608],[753755],[755314],[763358],[778078],[781225],[790828],[808543],[809728],[814524],[820225],[827483],[830493],[838578],[841082],[851936],[855083],[858569],[861073],[871927],[875074],[884677],[887742],[890246],[901100],[904247],[913850],[920037],[923184],[924743],[932787],[943827],[954766],[957776],[965861],[968365],[975612],[978622],[986707],[989211],[1000065],[1003212],[1006213],[1009223],[1017308],[1019812],[1030666],[1033813],[1037299],[1039803],[1050657],[1053804],[1063407],[1073123],[1076910],[1081920],[1086201],[1087849],[1090859],[1098386],[1109325],[1112335],[1120420],[1122924],[1130098],[1141037],[1144047],[1152132],[1154636],[1161883],[1164893],[1172978],[1175482],[1186336],[1189483],[1199055],[1200660],[1207905],[1212041],[1214403],[1236265],[1241275],[1247204],[1250214],[1264950],[1268737],[1273747],[1278028],[1279676],[1282686],[1290213],[1301152],[1304162],[1312247],[1314751],[1328339],[1329518],[1332217],[1337136],[1341339],[1350996],[1363032],[1370277],[1376775],[1394285],[1395890],[1403135],[1407271],[1409633],[1431495],[1436505],[1442434],[1445444],[1455357],[1460235],[1462912],[1481091],[1482696],[1493036],[1500654],[1524715],[1525894],[1528593],[1533512],[1537715],[1559408],[1566653],[1573151],[1586130],[1592903],[1611277],[1612456],[1618115],[1622993],[1645454],[1650587],[1655465],[1658142],[1688266],[1695884],[1714761],[1735908],[1740786],[1746245],[1772571],[1777957],[1784730],[1809942],[1814820],[1861078],[1870431],[1891578],[1896456],[1901032],[1932516],[1969034],[1981060],[2010635],[2049161],[2084700],[2123019],[2192990],[2289069] ] cell #2650 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2651 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [176151,1156461],[223512,1283959],[234271,1316576],[245040,1079360],[267321,887071],[277582,1412083],[279237,1413972],[285472,1429918],[291894,1446717],[304221,1205746],[307561,965190],[322012,1238715],[328673,1516724],[338707,1271187],[341683,1542502],[346510,1036628],[347569,1559594],[350740,1559901],[356771,1575601],[358426,1577490],[372106,1081249],[387528,1361578],[392283,1368118],[395623,1119749],[396682,1645640],[399853,1645947],[406491,1656795],[411246,1400976],[414586,1151461],[419866,1680198],[420795,1687992],[421007,917171],[425065,1689200],[429037,1433945],[432013,1704874],[435698,1190519],[443242,1199989],[451575,1482882],[458509,1742116],[461924,1489062],[466202,1491997],[471401,1240604],[473419,1503104],[474914,1764503],[475843,1772297],[476055,997199],[480113,1773505],[483155,1777161],[487433,1783994],[492632,1273076],[501961,1806816],[502509,1806969],[503479,1814537],[503824,802758],[508054,1557954],[512809,1564494],[516149,1311576],[517208,1312433],[520379,1319982],[522641,1324380],[527388,1844636],[537080,1612182],[537292,1084375],[541064,1860282],[545342,1867115],[548496,1099716],[549044,1619075],[553652,1362361],[557424,1629958],[561702,1632893],[562826,1888452],[563374,1888605],[564344,1896173],[564689,878892],[568919,1644000],[571939,1900712],[572487,1900865],[577095,1395219],[585428,1396076],[592362,1928387],[593210,1929006],[593298,1929541],[595366,695167],[595777,1684292],[600055,1687227],[605254,1435834],[607272,1698334],[608767,1443120],[609696,1442160],[609908,1183470],[615689,1454717],[620828,1966018],[621376,1966171],[624770,1732782],[626055,1202753],[630802,1975256],[631664,1467200],[631747,1740503],[632092,962154],[635550,1980740],[636098,1980893],[640706,1482025],[643770,1487898],[644030,1746690],[644118,1226488],[648517,1994193],[653265,1237595],[653813,1757714],[658421,1243730],[659626,2007125],[659714,2007660],[661782,766720],[662193,1768597],[666471,1771532],[669312,1520756],[669572,2018860],[669660,2019395],[674059,1526580],[683751,1525620],[683963,1276202],[687735,2039012],[692013,2045845],[692941,2046512],[695715,1810902],[700323,1558737],[704095,1821785],[708373,1824720],[709497,1572996],[711015,1572868],[711360,1057622],[715590,1835827],[717642,1065807],[720317,1843441],[722902,2081318],[722990,2081853],[727192,1858103],[727922,1331577],[730679,1079664],[733061,2090262],[733609,2090415],[733991,1339586],[734539,1597599],[735015,845289],[735426,1857290],[738288,1607318],[738548,2094994],[738636,2095529],[743035,1613142],[746859,1617475],[747742,1355716],[751998,2107977],[752546,2108130],[757225,1365125],[757485,1881514],[757573,1366998],[761972,2117215],[763262,1116713],[764494,2120370],[767268,1892538],[771876,1644783],[774329,1649947],[775212,2131468],[779468,1655310],[783410,1647461],[784695,1397983],[789442,2144685],[790304,1662430],[790387,1655182],[790732,1148425],[794190,2150169],[794738,2150322],[799346,1417098],[802410,1683128],[802670,1932961],[807157,1688952],[811905,1432825],[812453,1943985],[817061,1438960],[818354,1702280],[820422,936149],[820833,1954868],[825111,1957803],[827634,2187389],[829957,1965034],[832649,2190483],[834523,1456317],[836651,1978411],[837907,1203300],[840150,1205288],[840582,957006],[840818,957506],[842907,1737947],[843167,2198056],[843255,2198591],[844157,1725844],[844245,1470135],[845837,1978097],[848187,1735268],[849070,2203021],[853326,1740631],[857898,1225162],[860573,1992998],[863158,2214416],[863246,2214951],[868178,1495095],[869061,1497242],[870935,1239019],[873317,2223360],[873865,2223513],[875271,993418],[875682,2006847],[878544,1767433],[878804,2011080],[883291,1773257],[889746,1775966],[892419,1782520],[896621,1774982],[897351,1527953],[900108,1271491],[902490,2248902],[903038,2249055],[903420,1535962],[903968,1789426],[904444,1024019],[904855,2036020],[907717,1539509],[907977,2253634],[908065,2254169],[912464,1284627],[913326,1800309],[913754,1287064],[916288,1809302],[921427,1814665],[926654,1561501],[926914,2060244],[927002,1563374],[931401,2275855],[932691,1308540],[936697,2071268],[941305,1580616],[943967,2289266],[945804,2080508],[950409,1586575],[952126,1847477],[954001,1849824],[954917,2295707],[956806,1078887],[957240,1079160],[959049,1862563],[959932,2298801],[960972,1600331],[962066,2092638],[967865,1859087],[970538,1865641],[975763,2310617],[978086,2106993],[980778,2313711],[982652,1361882],[986036,1365672],[988279,1367660],[988711,1111565],[988947,1112065],[991036,1893617],[991296,2321284],[991384,2321819],[993966,2120056],[994853,1646615],[996316,1890938],[1001455,1896301],[1008687,1899728],[1013253,1651547],[1015381,1898383],[1016637,1398530],[1018880,1400518],[1019312,1143277],[1019548,1143777],[1021637,1652626],[1021897,2344727],[1021985,2345262],[1022887,1912115],[1022975,1665365],[1024567,2147526],[1026917,1668463],[1027800,2349692],[1029674,1412387],[1032056,1414172],[1032986,1676472],[1033534,1923139],[1034010,1158843],[1034421,1925382],[1039303,1930525],[1041976,1937079],[1046908,1690325],[1047791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] cell #2652 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [590806],[658883],[685553],[714034],[756039],[778721],[792140],[817523],[818651],[831218],[852579],[867055],[891413],[892716],[905968],[920680],[925468],[934099],[947101],[969532],[970835],[1000708],[1008577],[1009948],[1010464],[1011555],[1040970],[1042273],[1045785],[1090213],[1091584],[1092100],[1093191],[1107330],[1124091],[1125394],[1132516],[1132672],[1133372],[1164247],[1166134],[1167225],[1216821],[1216977],[1217677],[1234030],[1249568],[1251455],[1252546],[1292631],[1292787],[1293770],[1330776],[1354336],[1363493],[1379193],[1379349],[1380332],[1423996],[1424152],[1454444],[1461533],[1461689],[1472432],[1484936],[1510802],[1510958],[1576708],[1585302],[1595726],[1602815],[1602971],[1614394],[1667662],[1706032],[1706188],[1713846],[1724571],[1787553],[1794642],[1794798],[1849525],[1910842],[2028255], 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150802,1412207],[1157626,1412907],[1158074,1416746],[1171492,1939306],[1171648,1691092],[1177952,1685062],[1189346,1447776],[1206904,1972538],[1207060,1726611],[1217960,1982077],[1228766,1991475],[1228922,1747457],[1238839,1512078],[1239822,2001014],[1261238,2020648],[1261394,1779169],[1262514,1271311],[1270035,2028257],[1272294,2030187],[1306494,1555759],[1310917,1575725],[1347284,2096782],[1347440,1862290],[1361702,1624447],[1369276,2114497],[1369432,1882281],[1393440,1656919],[1402134,2141967],[1402290,1912882],[1413190,2151506],[1425272,1434069],[1435052,2170443],[1480246,1742240],[1503228,1763086],[1543660,2255422],[1543816,2041020],[1556958,1558078],[1565652,2273137],[1565808,2061011],[1643004,1644124],[1675476,1928511],[1698458,1949357],[1834831,1835951] ] cell #2653 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [143819,2287985],[183621,2374681],[185447,2186269],[216142,2428017],[232405,2459665],[232700,2283432],[250753,2483065],[270277,2507284],[270572,2348271],[284524,2527312],[289706,2376549],[289774,2536061],[310517,2556397],[310812,2201600],[327725,2573395],[330192,2575647],[333139,2435176],[333207,2577980],[344420,2256990],[349466,2595346],[349761,2050934],[355834,2461709],[376275,2618848],[379222,2301323],[379290,2621181],[394544,2502744],[398579,2635586],[398874,2124792],[400652,2508828],[401623,2637856],[404922,2513999],[417542,2352492],[417837,1674330],[420522,2652619],[423469,2160902],[423537,2654952],[434750,2378119],[449320,1971952],[452670,2388302],[453641,2675298],[456940,2393473],[473804,2573817],[474099,2016840],[475570,2687230],[478517,2229878],[478585,2689563],[480960,2579351],[481472,2691347],[496801,2254836],[499748,1800891],[499816,2439696],[502215,2262201],[503186,2704118],[504052,1552185],[506485,2264245],[515070,2450726],[519105,2462902],[519400,1833685],[526207,2468622],[528906,2719751],[535153,2087350],[538869,2472326],[539381,2723297],[555671,2632902],[559730,2113911],[562045,2129345],[562113,2636302],[563080,2325812],[564051,2733418],[564917,1638231],[567350,2327856],[569807,2640886],[572193,2131031],[583173,2141381],[586523,1671809],[587494,2350759],[590793,1415104],[593582,2357626],[594094,2747482],[595567,1421886],[607657,2527734],[607952,1938721],[609423,2375965],[612370,1955450],[612438,2538991],[619520,2670774],[620068,2544189],[621082,2386758],[622983,2760897],[629119,1972544],[632320,1730203],[633418,2547219],[635804,2202584],[647336,2558952],[650035,2215618],[651777,2228010],[651905,2687238],[656282,2220448],[658870,1505019],[659998,2415535],[660510,2771873],[661983,1508692],[669944,2236497],[672878,1531299],[675577,2428439],[681824,2245990],[685540,1542670],[686052,2255428],[693035,2056298],[694919,1293688],[702342,2592662],[706401,2272551],[708716,2055487],[708784,2596062],[709751,1831164],[710722,2461169],[711588,1830058],[714021,1578622],[721506,2294164],[721634,2719759],[721902,2610607],[723274,2470955],[724776,2794698],[727000,1849533],[731753,1851095],[733315,2298364],[735216,1601825],[738920,2302913],[741854,1334923],[744553,2483487],[750690,2108952],[751238,2623378],[752252,2488321],[754153,2314778],[755274,2733176],[756026,1625832],[760289,2114503],[763490,1885873],[764588,1877568],[766472,1380250],[775306,2133075],[778160,2504600],[778708,1401144],[779722,1907358],[781623,2508000],[787759,2141973],[790960,1916474],[792058,1152593],[794444,2349255],[800661,1164165],[805976,1693671],[808675,2362289],[810417,2159034],[810545,2652627],[814922,2367119],[817510,1700249],[818638,1705042],[819150,2376557],[820623,1703922],[826612,2821460],[829765,1713854],[830453,2760655],[831205,1716534],[832743,1963646],[841771,2197974],[841899,1726529],[843539,2390791],[845041,1472350],[849164,2204628],[852018,2553713],[852566,1205914],[853580,1987386],[855481,2557113],[861762,2406786],[861890,1747375],[862158,2678989],[863530,2561285],[865032,1991481],[866906,1753033],[867256,1753041],[872009,2000652],[873571,2410986],[875472,1761940],[876795,1249486],[882110,1498441],[884809,2420198],[888203,1008495],[890935,2018778],[891063,2575655],[891331,1274208],[892703,1784162],[894205,2435184],[896429,2028263],[901182,2029825],[902744,2432217],[904645,1793652],[908349,2436766],[913982,2044612],[920119,2267592],[920667,1564662],[921681,1813727],[923582,2448631],[924703,2703876],[925455,1817659],[929718,2273143],[932919,2064603],[934017,1055525],[935901,1576626],[942734,2793599],[944135,2077857],[946952,1841916],[947302,1841924],[949298,1330694],[953895,1595644],[957736,1851450],[958488,1852213],[960026,2087890],[966322,1090131],[969054,2094912],[969182,2618856],[969450,1082381],[970822,1867283],[972324,2301331],[974741,2105065],[977894,1614402],[978582,1871441],[979334,1872204],[980872,2105605],[984298,1621900],[989900,2321202],[990028,1882199],[991668,2492354],[993170,1374458],[1000147,2331203],[1000695,1368286],[1001709,1895363],[1003610,2500649],[1005342,2508836],[1009183,2637614],[1009935,1902805],[1011473,1135569],[1020501,2344645],[1020629,1912800],[1022269,2511317],[1023771,1667580],[1027894,2351299],[1030748,2151144],[1032310,2156815],[1034211,1927365],[1040492,1933372],[1040620,1933646],[1040888,1436966],[1042260,1687395],[1043762,2160910],[1045636,1939304],[1045986,1939312],[1050739,2170081],[1052301,2531512],[1054202,1948211],[1063539,2184868],[1065900,1961602],[1067301,1963106],[1068421,1454362],[1075817,1723808],[1077218,2194595],[1080035,1972536],[1080385,1728772],[1086283,2401181],[1086978,2388310],[1090819,2675056],[1091571,1982833],[1093109,1219874],[1097293,1990889],[1098694,2210955],[1100269,1747101],[1101511,1991473],[1101861,1486028],[1103857,1233948],[1107317,1492165],[1108454,1495780],[1112295,2001007],[1113047,2001770],[1114585,2220988],[1116269,2226147],[1118011,1760539],[1123613,2011491],[1123741,2011765],[1124009,1241736],[1125381,1771700],[1126883,2229886],[1129005,2579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] cell #2654 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [279488,1414705],[343650,1544517],[358677,1578223],[372222,1335078],[401352,1129956],[414702,1671964],[416915,1673880],[425316,1689933],[433980,1706889],[449136,1465680],[453370,1214261],[471517,1498596],[480364,1774238],[492748,1531454],[496617,1798789],[502915,1290071],[505750,1815555],[508382,1815855],[516265,1831319],[518478,1833235],[534882,1336994],[553768,1622055],[559546,1628438],[563780,1376633],[566615,1897191],[569247,1897491],[577211,1907513],[582989,1660910],[587223,1409491],[593967,1929799],[595296,1162677],[596785,1937075],[600423,1938271],[605370,1693826],[609239,1953348],[614217,1450967],[622712,1460093],[633230,1741521],[640822,1987541],[644787,1747258],[649851,1750053],[656011,1500512],[658537,1760694],[660383,2007918],[661712,1247998],[663201,2015194],[666839,2016390],[670329,2019653],[675393,2025851],[681553,1533370],[693290,2047063],[693764,2047208],[695268,1037882],[696753,2054101],[700439,1813882],[706217,1820265],[710451,1573009],[713286,1573886],[715918,1581967],[718375,1586058],[723659,2082111],[734945,1340229],[735572,1865637],[739305,2095787],[744369,2101985],[748091,1355964],[748565,1871970],[753882,1622851],[758242,1882082],[763306,1884877],[764843,2120921],[765317,2121066],[766821,1121003],[768306,2127959],[771992,1895518],[775561,2132019],[776035,2132164],[781352,1655323],[791870,1656200],[799462,2156970],[800544,2157601],[800783,2158027],[802927,917520],[803427,1933529],[808491,1936324],[814651,1695742],[817177,1946965],[819023,1703232],[820352,1443228],[821841,1702276],[827339,1714852],[832998,2191034],[833472,2191179],[837421,1978962],[838640,1462840],[843924,2198849],[844914,1726412],[845390,1211199],[845945,1986000],[849419,2203572],[849893,2203717],[855210,1740644],[858631,1746173],[858913,1991549],[859152,1486463],[863915,2215209],[869410,1497490],[869884,2001536],[875201,1503747],[876678,2226577],[876917,2227003],[879061,997548],[879561,2011648],[884625,2014443],[887804,1777885],[888086,2236944],[888325,2237370],[893088,1783472],[904374,1536605],[905001,1782516],[908734,2254427],[913798,2260625],[914984,2261282],[917994,2050700],[923311,1814678],[927671,2060812],[932735,2063607],[934272,1828784],[936250,1312830],[937735,1828672],[941421,2074248],[943685,1321692],[946574,2081059],[949181,2292020],[949420,2292446],[954017,2093905],[954622,1592994],[957539,1335463],[960281,2299352],[960755,2299497],[961321,1600579],[961795,1851979],[962323,1084724],[962823,2093206],[965923,1861006],[966205,2303360],[966444,2303786],[971207,1866593],[975468,1870522],[976406,1616426],[981127,2314262],[981601,2314407],[986769,1625598],[987051,2114571],[987290,1627359],[992053,2322077],[993519,1373571],[995012,2324893],[998022,2124558],[1003339,1896314],[1006069,1901123],[1007007,2334455],[1011728,1906084],[1016151,1898934],[1017370,1658070],[1022654,2345520],[1023644,1912683],[1024120,1406429],[1024675,1905972],[1028149,2350243],[1028623,2350388],[1033940,1677115],[1037361,1932444],[1037643,2160978],[1042645,1938031],[1048140,1692720],[1048614,2170965],[1053931,1698977],[1055647,1950884],[1057791,1183819],[1058291,2181077],[1063355,2183872],[1066055,2382841],[1068543,2190204],[1071206,2385207],[1073185,1716300],[1075532,2201665],[1076768,1463348],[1079065,1465263],[1079657,1205651],[1079763,1206243],[1081982,1983589],[1082264,2391238],[1082503,2391664],[1083343,1972612],[1083582,1729207],[1085198,2201366],[1087705,1981151],[1088643,2395320],[1093364,1986112],[1098244,1485210],[1101133,2214157],[1103740,2404642],[1103979,2405068],[1109181,1753109],[1110119,1755065],[1112098,1498981],[1114840,2411974],[1115314,2412119],[1116882,1244079],[1117382,2226304],[1120482,2010563],[1120764,2229954],[1125766,2016150],[1132845,2018601],[1135691,2024466],[1140288,2017771],[1140893,1784821],[1143810,1531839],[1146552,2433205],[1147026,2433350],[1147592,1792406],[1148066,2030709],[1148594,1276551],[1149094,2251846],[1152194,1795949],[1152476,2437213],[1152715,2437639],[1157478,1545215],[1158468,2040821],[1158944,1547955],[1161739,2049252],[1167398,2054213],[1173040,1817425],[1173322,2273211],[1173561,1819186],[1178324,2455930],[1179790,1569947],[1184293,2283198],[1189610,1836470],[1192441,2467610],[1194258,2291369],[1198911,1841992],[1200722,2084628],[1202656,2086580],[1203548,2472524],[1205464,1334638],[1206036,1334891],[1207761,2097786],[1208699,2474890],[1209805,1854517],[1210960,2301399],[1217150,2094735],[1219996,2100600],[1225410,2484404],[1227898,2313432],[1230561,2486770],[1232540,1622440],[1236123,1626106],[1238420,1628021],[1239012,1368023],[1239118,1368615],[1241337,2125548],[1241619,2492801],[1241858,2493227],[1244553,2324594],[1245581,1898189],[1247060,2123110],[1252719,2128071],[1260370,2131189],[1265012,1902571],[1267359,2130112],[1268595,1658578],[1270892,1660493],[1271484,1400881],[1271590,1401473],[1273809,1903561],[1274091,2511764],[1274330,2512190],[1275170,2142041],[1275409,1915478],[1277025,2348037],[1279532,1918534],[1280470,2515846],[1282449,1672349],[1285191,1674067],[1286231,1926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] cell #2655 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [355906],[404994],[457012],[481943],[506557],[539852],[567422],[570857],[590865],[594565],[629590],[634468],[658942],[660981],[686523],[694085],[695390],[714093],[725247],[731979],[756163],[760760],[765638],[766943],[788230],[793108],[802720],[817582],[819621],[831342],[834833],[845512],[865503],[866989],[872235],[878854],[894676],[901408],[925592],[930189],[935067],[936372],[944363],[947035],[958625],[962116],[972795],[979471],[982962],[984846],[993641],[1010072],[1013563],[1024242],[1044233],[1045719],[1050965],[1057584],[1066125],[1069036],[1077446],[1080118],[1091708],[1095199],[1098922],[1101594],[1113184],[1116675],[1127354],[1130634],[1133306],[1144896],[1148387],[1159066],[1165742],[1169233],[1171117],[1179912],[1192516],[1203618],[1206529],[1214939],[1217611],[1225480],[1228391],[1236801],[1239473],[1251063],[1254554],[1257952],[1260863],[1269273],[1271945],[1283535],[1287026],[1290749],[1293421],[1305011],[1308502],[1319181],[1328875],[1332896],[1337672],[1342188],[1343998],[1346909],[1354888],[1365990],[1368901],[1377311],[1379983],[1387746],[1398848],[1401759],[1410169],[1412841],[1420710],[1423621],[1432031],[1434703],[1446293],[1449784],[1459367],[1460771],[1468007],[1472083],[1474552],[1496414],[1501190],[1507516],[1510427],[1525251],[1529272],[1534048],[1538564],[1540374],[1543285],[1551264],[1562366],[1565277],[1573687],[1576359],[1590013],[1591159],[1593641],[1598397],[1602440],[1611813],[1623529],[1630765],[1637310],[1654597],[1656001],[1663237],[1667313],[1669782],[1691644],[1696420],[1702746],[1705657],[1715499],[1720166],[1722570],[1739918],[1741322],[1751274],[1758512],[1781840],[1782986],[1785468],[1790224],[1794267],[1815356],[1822592],[1829137],[1841673],[1847874],[1864961],[1866107],[1871169],[1875836],[1896992],[1901770],[1906437],[1908841],[1937545],[1944783],[1962910],[1981798],[1986465],[1991230],[2015664],[2020403],[2026604],[2049899],[2054566],[2096537],[2104869],[2123757],[2128424],[2132339],[2160659],[2193728],[2203892],[2229635],[2263509],[2294927],[2327120],[2387278],[2467522] ] cell #2656 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2657 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [167360,668716],[178221,695294],[196660,737692],[210171,766847],[225480,801814],[226134,802909],[243887,842480],[244858,842311],[246454,845416],[262922,877948],[263576,879043],[277400,907121],[279440,690173],[282215,917409],[290911,936276],[299284,951530],[302912,959235],[303202,957565],[305856,962305],[320859,990609],[321830,990440],[323426,993545],[325416,997437],[337554,1021210],[338525,1021041],[340121,1024146],[343687,796761],[356589,1056678],[357243,1057773],[358629,823271],[361698,1066464],[370864,1079513],[371042,1079745],[373942,1084613],[386928,1106258],[387346,1106089],[390974,1113794],[391264,1112124],[393918,1116864],[406309,1137801],[409937,1145506],[410227,1143836],[412881,1148576],[416004,907290],[416975,910853],[418571,1158970],[425268,924580],[427884,1176880],[428855,1176711],[430451,1179816],[432441,1183708],[434017,938720],[437163,1192278],[446083,1203957],[447220,1205369],[447614,1205890],[458327,1222106],[460993,1225819],[461880,1226973],[465525,1233157],[465815,1232566],[470159,1238868],[470337,1239100],[472819,1244137],[473237,1243968],[480316,1004608],[482224,1258291],[491390,1271340],[491568,1271572],[494468,1276440],[498096,1027103],[498386,1282475],[501040,1287215],[504246,1044636],[507454,1298085],[507872,1297916],[508419,1044789],[511500,1305621],[511790,1303951],[514444,1308691],[517567,1056847],[518538,1060410],[520134,1319085],[522045,1321694],[531213,1332658],[532890,1334640],[540133,1344337],[547573,1354650],[548623,1356116],[549000,1356373],[553121,1361731],[553299,1361963],[556493,1366329],[557380,1367483],[557630,1367741],[558024,1368262],[561025,1373667],[565111,1127757],[568319,1384647],[568737,1384478],[569284,1127910],[571016,1387508],[577881,1137970],[579936,1399187],[581073,1400599],[581467,1401120],[589102,1412236],[589280,1412468],[590733,1157515],[592180,1417336],[594004,1161329],[594846,1421049],[595061,1169114],[595733,1422203],[599378,1428387],[599668,1427796],[600483,1170139],[604012,1434098],[604190,1434330],[606672,1439367],[607090,1439198],[610718,1182773],[611008,1445233],[613662,1449973],[614128,715955],[614169,716062],[622262,1459706],[625459,1463350],[629871,1468346],[631620,1470620],[632514,973198],[634627,1474314],[641492,1222275],[643174,1485212],[644239,1486300],[644269,1486600],[648723,1491620],[649117,1492141],[652342,1496176],[653392,1497642],[653769,1497899],[654019,1498158],[660420,1246650],[661262,1507855],[661477,1254435],[662149,1509009],[665794,1515193],[666084,1514602],[666899,1255460],[670366,1259445],[676161,1265629],[676451,1527587],[677884,1529034],[679561,1531016],[686804,1540713],[687941,1542125],[688335,1542646],[689995,1285047],[693146,1289427],[693824,1289684],[694244,1551026],[694895,1297605],[695671,1552749],[699792,1558107],[699970,1558339],[703164,1562705],[704051,1563859],[704301,1564117],[704695,1564638],[707696,1570043],[711006,819060],[711782,820024],[712330,1575754],[712508,1575986],[713961,1317630],[714990,1581023],[715408,1580854],[723696,1327844],[724101,1589775],[725528,1591498],[732138,1598159],[734118,1600731],[734495,1600988],[734710,1095080],[735382,1602142],[739342,1345491],[745137,1351675],[745427,1614149],[746250,1614839],[747980,1616428],[752752,1621617],[756629,1626108],[757694,1627196],[757724,1627496],[761041,1631104],[764699,1375989],[765377,1376246],[765797,1637072],[766448,1384167],[767224,1638795],[771345,1644153],[771523,1644385],[775417,1388974],[776095,1389231],[780902,1654936],[781907,893125],[782443,1656948],[782621,1657180],[784099,1658580],[788511,1663576],[790260,1665850],[791154,895079],[793267,1669544],[794944,1671526],[797155,1415080],[800132,1417505],[800624,1419326],[800637,1419626],[802879,1681530],[807363,1686850],[807757,1687371],[809549,1440848],[810982,1691406],[812032,1692872],[812409,1693129],[812659,1693388],[819405,934128],[819902,1703085],[820117,934948],[820789,1704239],[821039,1704497],[821433,1705018],[823093,1447805],[824434,1710423],[828972,1714291],[832854,1458343],[833532,1458600],[833927,1718840],[834992,1719928],[837277,1213617],[843961,1469500],[844366,1729044],[844396,1729344],[845017,1221795],[845793,1730767],[849275,1475780],[849953,1476037],[854760,1740257],[855765,971244],[856301,1742269],[856479,1742501],[857301,1743163],[863952,1491362],[865784,1751613],[869299,1755067],[872394,1758274],[875638,1762257],[876758,1506132],[876771,1506432],[879013,1765835],[883497,1771155],[883891,1771676],[885683,1245618],[888166,1519158],[888179,1519458],[890113,1779198],[893530,1781602],[894460,1011584],[894957,1783325],[895232,1783617],[895626,1784138],[901567,1789986],[903547,1792558],[903924,1792815],[904139,1013444],[904811,1793969],[908771,1541867],[913282,1803729],[914566,1548051],[915051,1549938],[915679,1806666],[922181,1813444],[923866,1042682],[924402,1570945],[926058,1817935],[927123,1819023],[927153,1819323],[930470,1822931],[935103,1055501],[935226,1828899],[935877,1056367],[936653,1830622],[936903,1830881],[939114,1578598],[944452,1839921],[945343,1840558],[946430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] cell #2658 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [234997,2076275],[290179,2178185],[292959,1960226],[333612,2242451],[347271,1552394],[356146,2280003],[356401,2071498],[379695,2308867],[396384,1638440],[405234,2338935],[405489,2147756],[421039,1421817],[423942,2363580],[431018,2180362],[431269,2374091],[447807,1971795],[451277,1730412],[457252,2399800],[457507,1978327],[476087,1508623],[478990,2421489],[483948,2424451],[485727,2251131],[485978,2427427],[500221,2257057],[503495,1293545],[506797,2449345],[507052,1811132],[515107,2282532],[516910,1830267],[533503,2087209],[533644,1851162],[537324,1601756],[541857,2479499],[543636,2092491],[543887,2482475],[558217,2113754],[561687,1886082],[562518,2502811],[564360,1380107],[567662,2501363],[567917,1892768],[570190,2340923],[573306,2504463],[575265,2347371],[581660,2141224],[585130,1916683],[591105,2352335],[591360,1414422],[593314,1164022],[596570,2523746],[598349,1932814],[598600,2526722],[609940,1703853],[612843,2378186],[627204,1971665],[628028,1725492],[631763,1472207],[633801,2194252],[636917,2553576],[638876,2200700],[649310,2215461],[654632,2220307],[654773,2000719],[658453,1761871],[659182,2573660],[659437,1773955],[659730,1249343],[662986,2569829],[664765,2010933],[665016,2572805],[667845,2429238],[669676,1008352],[670461,2575329],[680174,2245849],[680315,2029892],[683995,1793583],[688528,2254679],[690307,1544571],[690558,2439555],[691998,2044821],[693418,2047505],[696534,2592525],[698493,2050034],[704888,2272394],[708358,2064812],[709189,2450793],[711031,1576483],[714333,2462745],[714588,1577940],[722285,2290598],[723006,1330551],[726390,2613262],[726857,1848654],[727208,1594607],[729804,1850502],[736821,2295385],[738652,1089988],[739437,2618530],[753365,2314637],[753506,2109019],[757348,2631953],[758374,2113624],[759198,1881162],[762933,1634965],[763756,1897545],[764007,2636161],[764971,2121363],[768087,2632765],[770046,2123892],[773264,2508510],[775689,1899376],[785844,2141094],[786668,1911763],[790403,1667437],[792441,1411842],[795557,2350618],[795698,2151211],[797516,1156825],[799378,1927296],[800943,2158444],[803559,2652301],[807950,2362132],[813272,2366978],[813413,2170148],[817093,1948142],[817822,2527577],[818077,1689650],[818370,1181522],[821626,2375808],[823405,1706943],[823656,2538850],[825096,2185077],[829622,1712975],[829973,1453325],[832016,2383937],[833126,2192264],[834646,2670301],[836352,2670637],[836883,1722860],[843271,1218841],[847122,2387984],[849547,1979404],[862541,2403220],[863262,1494069],[864047,2215331],[864871,1995082],[867113,1998211],[867464,1754722],[867639,2008756],[868932,2686436],[870060,2000059],[875781,1244928],[877077,2227420],[879693,2686912],[884084,2420041],[888485,2018188],[891714,1270946],[892435,1263272],[895819,2428282],[896286,2027384],[896637,1786434],[899233,2029232],[906250,1282166],[908081,1025852],[908866,2254549],[909690,2039901],[913425,1545694],[915223,1816759],[922794,2448490],[922935,2267659],[926777,2591713],[927803,2272264],[928627,2059892],[932362,1826792],[933185,1815909],[933436,2595921],[934400,1575360],[937516,2461028],[937657,2282381],[939475,1316940],[941337,2075425],[946036,1583591],[947159,2082233],[947510,1845525],[947685,2083811],[948265,2468304],[949580,2293574],[951163,2719360],[952285,2719433],[957256,1092382],[960409,2088926],[966604,2094322],[969833,1079119],[970554,1349318],[973938,2483330],[974672,2311937],[977751,1868645],[978102,1616083],[980145,2485500],[981255,2315492],[981777,2108359],[985012,1878530],[985503,1365355],[985863,2732565],[991400,1381213],[995251,1624932],[1002822,2500508],[1002963,2331270],[1007246,1901905],[1008703,1387978],[1010746,1143527],[1011856,1656554],[1013376,2503651],[1015082,2507859],[1015223,2340383],[1015613,1909131],[1022001,1134536],[1026203,1670014],[1028277,2148833],[1028799,2150551],[1041271,1433704],[1041992,1426030],[1042777,2362002],[1043601,2164511],[1045843,2167640],[1046194,1940993],[1046369,1930637],[1047662,2651825],[1048790,2169488],[1054511,1440158],[1055807,1444924],[1058423,2375678],[1059247,2180157],[1062982,1708066],[1065211,2759235],[1067232,2188709],[1069202,1966400],[1069693,1456547],[1071445,1715634],[1072279,2760379],[1080242,1975314],[1080593,1729793],[1080768,1974173],[1082663,2197384],[1088882,1981933],[1090339,1474784],[1093492,1741875],[1095012,2552764],[1096718,2556972],[1096859,2401248],[1097502,2212478],[1100595,1743706],[1101718,1744517],[1102069,1487049],[1102244,2216909],[1102824,2558634],[1104139,2406196],[1107971,1494948],[1111815,1251737],[1114968,2222024],[1124392,1238474],[1125113,1512836],[1125898,2419911],[1126722,2233487],[1132307,1518353],[1133430,2240873],[1133781,2024255],[1133956,1776078],[1134887,1790456],[1135851,1527278],[1137434,2574853],[1138556,2428152],[1139380,2243433],[1146680,2247566],[1150437,1796742],[1152875,2252962],[1160943,2445790],[1164373,1551496],[1166416,1303642],[1167526,1557713],[1168048,2266999],[1171283,2057260],[1171774,1561731],[1172134,2703265],[1177671,1294651],[1181873,1829369],[1184469,2281721],[1191473,2793593],[1192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] cell #2659 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [80585],[99202],[119147],[129250],[139083],[153641],[165903],[167371],[176276],[177826],[194310],[196671],[208743],[209776],[222134],[225491],[226205],[234396],[240835],[244869],[257990],[260572],[262933],[263647],[275050],[277411],[282226],[289483],[290516],[297113],[299295],[305927],[317807],[318509],[321841],[325427],[334502],[338536],[351657],[354239],[356600],[357314],[361709],[363700],[371771],[373953],[380585],[385175],[387357],[388323],[393989],[404138],[406320],[412952],[424832],[425534],[428866],[432452],[437238],[439751],[446094],[448085],[456156],[458338],[461004],[462995],[471066],[473248],[479880],[482235],[484226],[492297],[494479],[501111],[505701],[507883],[508849],[514515],[522100],[531288],[533801],[540144],[542135],[547648],[550161],[556504],[558495],[566566],[568748],[571091],[573604],[579947],[581938],[590009],[592191],[594857],[596848],[604919],[607101],[613733],[622273],[625514],[629882],[633181],[634702],[637215],[643229],[652417],[654930],[661273],[663264],[668771],[677959],[680472],[686815],[688806],[694319],[696832],[703175],[705166],[713237],[715419],[724176],[725539],[732213],[735635],[737747],[756684],[761052],[765872],[768385],[780913],[784154],[788522],[791821],[793342],[795855],[801869],[811057],[813570],[819913],[821904],[833982],[835067],[837554],[842366],[846024],[854771],[865795],[872469],[878003],[893605],[894968],[901642],[905064],[907176],[926113],[930481],[935301],[937814],[946707],[951585],[954168],[971724],[973087],[983196],[990495],[1012712],[1013797],[1016284],[1021096],[1024754],[1044525],[1051199],[1056733],[1068694],[1075554],[1094348],[1095433],[1101266],[1106144],[1127646],[1132978],[1137856],[1140439],[1169467],[1176766],[1194280],[1217283],[1222161],[1228049],[1254788],[1260521],[1267381],[1293093],[1297971],[1346567],[1356652],[1379655],[1384533],[1389510],[1423279],[1461995],[1476316],[1510085],[1553028],[1592608],[1639074],[1720824],[1839135] ] cell #2660 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289732],[333165],[379248],[401526],[423495],[453544],[478543],[481760],[499774],[503089],[535056],[539669],[562071],[563954],[587397],[594382],[595470],[612396],[622886],[629407],[651863],[656185],[660798],[661886],[681727],[686340],[695207],[708742],[710625],[721592],[725064],[735119],[754056],[755360],[760577],[766760],[781526],[788047],[810503],[814825],[819438],[820526],[828038],[830539],[841857],[845329],[855384],[861848],[865320],[866876],[875375],[891021],[894493],[904548],[923485],[924789],[930006],[936189],[943873],[946922],[955321],[957822],[969140],[972612],[976167],[978668],[989986],[993458],[1003513],[1006768],[1009269],[1020587],[1024059],[1034114],[1040578],[1044050],[1045606],[1054105],[1065870],[1076956],[1080005],[1088404],[1090905],[1098432],[1101481],[1109880],[1112381],[1123699],[1127171],[1130144],[1133193],[1141592],[1144093],[1155411],[1158883],[1162438],[1164939],[1176257],[1179729],[1189784],[1199610],[1203363],[1208460],[1212816],[1214449],[1217498],[1225225],[1236311],[1239360],[1247759],[1250260],[1257697],[1268783],[1271832],[1280231],[1282732],[1290259],[1293308],[1301707],[1304208],[1315526],[1318998],[1328385],[1330073],[1337182],[1341385],[1343743],[1365735],[1370832],[1376821],[1379870],[1394840],[1398593],[1403690],[1408046],[1409679],[1412728],[1420455],[1431541],[1434590],[1442989],[1445490],[1459112],[1460281],[1462958],[1467752],[1471970],[1481646],[1493591],[1500700],[1507261],[1524761],[1526449],[1533558],[1537761],[1540119],[1562111],[1567208],[1573197],[1576246],[1586176],[1590904],[1593528],[1611323],[1613011],[1623039],[1630510],[1654342],[1655511],[1658188],[1662982],[1667200],[1688821],[1695930],[1702491],[1715386],[1721962],[1739663],[1740832],[1746291],[1751019],[1773126],[1778003],[1782731],[1785355],[1814866],[1822337],[1841065],[1861124],[1865852],[1871056],[1896502],[1901657],[1908233],[1932562],[1937290],[1981685],[1990622],[2010681],[2015409],[2019795],[2049786],[2084746],[2095929],[2123644],[2160051],[2193615],[2229027],[2294319],[2382707] ] cell #2661 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2662 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [70179],[93264],[107785],[111892],[123363],[140064],[143577],[146398],[151105],[158648],[160405],[169021],[176844],[180492],[183526],[186642],[188363],[193614],[198321],[202533],[207240],[214891],[216047],[219598],[221740],[227141],[228898],[232343],[236292],[242530],[244251],[249502],[250658],[252904],[254625],[259876],[261435],[264583],[267382],[269103],[270041],[270215],[274354],[276742],[279061],[283273],[284429],[287980],[301384],[306387],[307622],[309343],[310281],[310455],[313264],[319502],[321223],[322811],[326474],[327630],[329959],[330080],[332566],[336197],[337918],[340715],[343169],[344325],[346571],[348292],[349230],[349404],[353543],[355102],[358250],[366192],[371104],[372167],[374447],[376042],[376163],[378649],[388892],[389446],[394449],[395684],[397405],[398343],[398517],[401494],[404281],[408409],[413412],[414647],[416368],[417480],[420289],[420410],[422896],[426527],[428248],[429836],[433499],[434655],[435058],[440320],[442524],[443303],[445199],[447160],[449087],[449208],[451666],[453512],[456299],[466961],[470399],[471462],[473742],[475337],[475458],[477944],[481873],[486718],[491630],[492693],[494973],[496568],[496689],[501571],[503057],[503940],[505844],[509418],[509972],[514975],[516210],[517931],[519043],[519519],[524643],[528673],[528794],[530187],[530739],[532794],[539782],[544627],[553361],[553713],[554198],[555609],[557570],[559497],[559618],[563922],[564805],[566709],[574173],[576377],[577156],[579052],[581013],[582940],[583061],[585519],[589342],[592685],[594495],[595438],[604252],[605315],[607595],[608636],[609190],[609311],[617889],[618441],[619458],[622854],[624264],[624356],[632208],[637784],[639988],[640767],[642733],[645772],[648663],[649802],[649923],[650328],[651316],[653923],[660911],[661854],[671314],[673928],[675344],[675465],[676858],[677410],[679465],[685920],[687881],[695320],[700384],[702280],[704241],[706168],[706289],[711476],[719486],[719811],[719903],[721045],[725177],[726687],[731691],[735087],[740290],[742904],[744320],[744441],[746120],[746415],[749059],[749611],[750628],[752656],[755526],[763378],[766873],[771937],[776529],[777081],[778098],[779088],[782904],[782996],[790848],[792241],[794848],[804412],[807026],[808442],[808563],[809956],[812563],[820494],[828842],[829137],[829452],[830705],[839751],[841310],[845442],[850387],[850939],[851956],[852946],[856675],[857133],[860067],[860159],[861301],[871947],[880546],[883160],[884576],[884697],[889240],[889332],[890474],[891514],[896116],[901120],[904516],[906018],[913870],[918488],[919040],[920057],[921047],[924955],[932807],[936302],[944717],[945175],[953138],[956125],[956420],[957988],[967359],[967451],[968593],[969633],[974166],[977581],[978834],[989439],[998516],[999068],[1000085],[1001075],[1008182],[1009435],[1010514],[1018481],[1020040],[1024172],[1030686],[1038797],[1038889],[1040031],[1041071],[1050677],[1063427],[1066726],[1074776],[1075328],[1077800],[1078258],[1086221],[1089818],[1091071],[1092150],[1107697],[1112547],[1121918],[1122010],[1123152],[1124192],[1142396],[1142691],[1144259],[1154864],[1163852],[1165105],[1166184],[1175710],[1186356],[1193002],[1201079],[1201171],[1204219],[1212269],[1234131],[1249173],[1250426],[1251505],[1269627],[1270085],[1278048],[1282898],[1304374],[1314979],[1321376],[1322362],[1330381],[1333382],[1341551],[1355374],[1363543],[1399449],[1407499],[1445656],[1452313],[1452475],[1464018],[1485880],[1529758],[1537927],[1582654],[1593757],[1615233],[1659248],[1785584] ] cell #2663 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2664 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [417306,1674617],[499175,1800763],[518869,1833972],[535024,1596212],[570986,1387413],[587365,1921752],[590152,1923604],[600814,1939008],[611797,1955322],[614193,1711427],[629520,1724999],[634597,1474219],[656153,1756327],[667230,2017127],[681695,1788039],[686453,2039408],[694214,1550931],[700032,2055082],[700869,2055359],[710593,2069881],[712570,1829653],[713380,2071733],[715913,1581973],[732108,1598064],[754024,1874730],[760690,1880669],[765767,1636977],[771585,2128940],[772422,2129217],[781494,2138036],[782683,1906953],[788160,1911270],[793237,1669449],[801373,2158256],[802849,1421311],[802933,1163242],[807303,2164718],[808968,2165849],[814793,1942598],[819018,1703238],[819551,2179664],[820979,1950880],[834962,1719833],[855352,2209589],[856541,1986981],[859742,1992053],[865433,1994589],[872364,1758179],[875343,2004296],[877507,2227232],[878983,1508117],[879067,1248563],[883437,2233694],[885102,2234825],[888915,2237599],[893083,1783478],[894606,2242940],[895172,2024462],[901537,1789891],[915549,2261712],[915844,2261848],[917478,1291561],[922085,2267806],[923453,2053460],[930119,2059399],[934200,1828849],[935196,1828804],[936807,2067441],[944422,1841543],[950010,2292675],[962245,1601250],[962329,1340794],[967034,2304015],[971202,1866599],[972725,2309356],[973291,2100596],[976971,1616648],[977266,2106147],[983091,1875503],[987880,2115075],[993571,2117611],[995577,2325323],[995872,2325459],[997506,1378123],[1002113,2331417],[1003481,2127318],[1005527,2130542],[1007572,2334885],[1007867,2335021],[1011656,1906149],[1013692,1906104],[1014373,2136636],[1034082,2356260],[1035405,2356939],[1035863,2357194],[1038472,2161482],[1042640,1938037],[1044163,2164018],[1051094,1944450],[1054073,2173725],[1055575,1950939],[1057713,1703347],[1057797,1443793],[1065772,1962946],[1071771,2385637],[1072066,2385773],[1077505,1722440],[1079769,1466241],[1083093,2391893],[1084172,1973116],[1084682,1471343],[1087163,2202095],[1089208,2395750],[1089503,2395886],[1093292,1986177],[1095328,1986132],[1096009,2208189],[1098981,1991100],[1099276,2212937],[1099734,1744855],[1104569,2405297],[1110684,1755287],[1110979,2221530],[1116804,1761365],[1116888,1504312],[1118526,2414848],[1118984,2415103],[1121593,2230458],[1125761,2016156],[1127284,2232994],[1129399,2236065],[1130591,2020318],[1130693,2020273],[1130988,2423554],[1131446,2423809],[1135619,2024521],[1148516,1793077],[1148600,1537170],[1153305,2437868],[1157473,1545221],[1158996,2443209],[1160437,2443876],[1163537,2264787],[1167326,2054278],[1169362,2054233],[1174151,2273715],[1179842,2276251],[1183777,1574499],[1189752,2285958],[1192183,1583722],[1197249,2291799],[1197646,2469715],[1198104,2469970],[1203265,1847910],[1205872,1337629],[1206201,1596660],[1209264,2475320],[1209559,2475456],[1210370,1854739],[1210665,2088432],[1211789,2301903],[1213704,2302481],[1214896,2096452],[1214998,2096407],[1215293,2478602],[1215751,2478857],[1219924,2100655],[1225127,2104905],[1226081,1869694],[1231126,2487200],[1231421,2487336],[1236860,1878110],[1237155,2319805],[1237613,1879679],[1239124,1628999],[1242448,2493456],[1244037,1634101],[1245576,1898195],[1245758,2495894],[1248858,2328398],[1252647,2128136],[1254683,2128091],[1256361,2333466],[1257599,2132375],[1258121,2132750],[1258553,2503715],[1269332,1908711],[1271596,1661471],[1274920,2512419],[1275999,2142545],[1276509,1666573],[1281035,2516276],[1281330,2516412],[1285119,1674288],[1287155,1926790],[1287239,1677680],[1290706,2160574],[1290808,2160529],[1291103,2359608],[1295734,2164777],[1302511,1941558],[1302806,2368201],[1308631,1947636],[1308715,1699542],[1313420,2377129],[1317588,1707593],[1319111,2379665],[1321914,2543472],[1326520,2384979],[1326952,2545138],[1328934,1964188],[1332563,1722991],[1334795,1724642],[1335102,1468176],[1337731,2206032],[1338026,2549671],[1338484,2549926],[1339146,2196577],[1339604,1975652],[1341089,2394015],[1342407,2394331],[1343645,2203928],[1344167,2204303],[1344599,2552828],[1354555,1743837],[1359621,2404421],[1360018,2560045],[1360476,2560300],[1361987,1750614],[1365637,1997467],[1366591,1999260],[1368244,1501147],[1368573,1756775],[1371636,2565650],[1371931,2565786],[1374161,2414525],[1374641,2016798],[1377268,2229550],[1377370,2229505],[1377665,2417517],[1382296,2233753],[1387301,2237621],[1398495,2026640],[1401102,1534005],[1401431,1788487],[1404494,2582345],[1404789,2582481],[1405600,2033469],[1405895,2247072],[1407019,2435756],[1410126,1542628],[1410228,2036849],[1410523,2585627],[1410981,2585882],[1412492,1799350],[1415154,1801070],[1416895,2256000],[1417405,1804452],[1420357,2263545],[1420879,2263920],[1432090,2056840],[1432385,2453658],[1432843,2058409],[1434354,1820826],[1437678,2600481],[1439267,1825928],[1440806,1816559],[1444088,2462251],[1447877,1833643],[1449913,2074919],[1449997,1837035],[1452832,2610210],[1456670,2469209],[1459014,2079839],[1460728,2294842],[1460830,2294797],[1462742,2296331],[1463570,2613742],[1465422,1597952],[1467654,2305683],[1468608,2615408],[1469728,2090775],[1470885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] cell #2665 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [417351,1674473],[435659,1960159],[499119,1800758],[516571,2070422],[518914,1833828],[520374,2076344],[577517,2138577],[586461,1921747],[590085,1923609],[600859,1938864],[608762,2178254],[608908,2179364],[611741,1955317],[641128,2210130],[667275,2016983],[672816,1788034],[674054,2242520],[675062,2242640],[685475,2039413],[700745,2054001],[700813,2055354],[709427,2279956],[709689,2069876],[710155,2281592],[713313,2071738],[741792,1596207],[743030,2308936],[744038,2309056],[772298,2127859],[772366,2129212],[773657,2333776],[776487,1387418],[778643,1911275],[779398,2338888],[779660,2138031],[781056,2339594],[792199,1669454],[801252,2158251],[805914,1942593],[807152,2363649],[808160,2163718],[808901,2165854],[818284,2374047],[818573,2179669],[847515,2394641],[850345,1474224],[852501,1725004],[853256,2399753],[853518,2209584],[854914,2400459],[877386,2227227],[882048,1756322],[883286,2421558],[884294,2232694],[885035,2234830],[886380,2422855],[887563,2423358],[888794,2237594],[891472,1789896],[892349,2427383],[892638,2242945],[912459,2041912],[915616,2261613],[915709,2261853],[918446,1550936],[920602,2059404],[921357,2449298],[921619,2053455],[923015,2266870],[934158,1828809],[948658,2469519],[949889,2292670],[964499,2477903],[965682,2478406],[966913,2304010],[969591,1598069],[970468,2482431],[970757,2309361],[984236,1874725],[994848,2333223],[995644,2325224],[995737,2325464],[998474,1636982],[1000630,1880674],[1001385,2501316],[1001647,2127313],[1003043,2330481],[1004772,2502922],[1006456,2503522],[1007639,2334786],[1007732,2335026],[1011614,1906109],[1031986,2152601],[1032248,2356255],[1035400,2356941],[1035937,2357109],[1037120,2522653],[1038351,2161477],[1039989,1421316],[1041029,1944455],[1041906,2526678],[1042195,2164023],[1062016,2182168],[1070655,2544945],[1071838,2385538],[1071931,2385778],[1074734,1719838],[1081741,1724910],[1082972,2391888],[1086408,2552035],[1088092,2552635],[1089275,2395651],[1089368,2395891],[1093250,1986137],[1100207,1992048],[1103217,2559849],[1104448,2405292],[1107252,1994594],[1117687,2421889],[1117949,2004291],[1118521,2414850],[1119058,2415018],[1120241,2568736],[1121472,2230453],[1123110,1508122],[1124150,1758184],[1125027,2572761],[1125316,2232999],[1129836,2574562],[1130549,2020278],[1130983,2423556],[1131520,2423724],[1151953,2039319],[1153184,2437863],[1156739,2256459],[1157028,2443214],[1160442,2443874],[1162126,2591584],[1163200,1291635],[1163309,1291371],[1163402,2264792],[1167284,2054238],[1181119,2269612],[1187656,2283771],[1187918,2285953],[1192960,1841548],[1196494,2611216],[1197641,2469717],[1198178,2469885],[1200481,2612722],[1208148,1850564],[1209331,2475221],[1209424,2475461],[1211668,2301898],[1212227,1601255],[1214141,2617763],[1214854,2096412],[1215288,2478604],[1215825,2478772],[1226550,1616643],[1227003,2106152],[1230010,2624134],[1231193,2487101],[1231286,2487341],[1234089,1875508],[1235842,2496853],[1238086,2115070],[1241096,1880580],[1242327,2493451],[1244842,2502213],[1245131,2117616],[1245763,2495892],[1247447,2631824],[1248521,1378197],[1248630,1377933],[1248723,2328403],[1252605,2128096],[1257594,2132419],[1258558,2503713],[1273568,1911181],[1274799,2512414],[1279919,2150613],[1281102,2516177],[1281195,2516417],[1285077,1926795],[1289951,2651534],[1290664,2160534],[1291098,2359652],[1309514,2363980],[1309776,2173720],[1312068,2179575],[1313299,2377124],[1314937,1703352],[1316854,2377588],[1317143,2379670],[1321663,1962990],[1321822,1452591],[1321909,2543474],[1325690,2546573],[1326957,2545136],[1329761,2670172],[1333340,1722445],[1336874,1724758],[1337587,2206037],[1338021,2549673],[1338558,2549841],[1340077,1973111],[1340752,1471417],[1340861,1471153],[1340954,2394020],[1343640,2203972],[1344604,2552826],[1355332,1991105],[1355555,2212981],[1355908,1744860],[1358866,2679598],[1360013,2560047],[1360550,2560215],[1362853,1994500],[1365269,2568795],[1367060,1755282],[1367513,2221535],[1370520,2000121],[1371703,2565551],[1371796,2565791],[1374040,2414520],[1374599,1761370],[1376513,2686145],[1377226,2229510],[1377660,2417561],[1395711,2242851],[1403378,2029294],[1404561,2582246],[1404654,2582486],[1406898,2435751],[1407457,1793082],[1409371,2039167],[1410084,2036854],[1410518,2585629],[1411055,2585797],[1420352,2263589],[1431072,2444835],[1433316,2273710],[1436326,2059310],[1437557,2600476],[1440072,2450195],[1440361,2276256],[1442677,2281783],[1443751,1574573],[1443860,1574309],[1443953,2462256],[1447835,2074924],[1452837,2610208],[1456461,2612781],[1459973,2719069],[1460686,2294802],[1463319,1847954],[1463478,1593873],[1463565,2613744],[1466199,1597743],[1467346,1596618],[1467649,2305727],[1468613,2615406],[1470197,1854734],[1470650,2088437],[1470880,2477041],[1482517,2309267],[1485181,2104949],[1485340,1615349],[1485427,2622663],[1486079,1616556],[1489208,1875136],[1490475,2624325],[1493279,2108421],[1494888,2631568],[1496858,1878115],[1497081,2319849],[1497434,1879684],[1500392,1880428],[1501105,2329265],[1501539,2628862],[1502076,2629030],[150427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] cell #2666 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [108120],[130945],[155336],[167569],[179521],[196869],[211471],[213223],[223829],[225689],[245067],[247834],[261932],[263131],[277609],[281605],[282424],[292211],[299493],[304039],[319091],[322039],[324806],[325625],[338734],[341501],[347104],[355599],[356798],[364282],[366725],[374151],[387555],[388372],[392101],[396217],[406518],[411064],[426116],[429064],[431831],[432650],[437651],[439800],[448667],[451110],[458536],[463577],[466020],[467135],[473446],[484808],[487251],[494677],[508081],[508898],[512627],[516743],[522149],[524832],[531701],[533850],[542717],[545160],[548061],[550210],[559077],[561520],[568946],[571504],[573653],[582520],[584963],[592389],[597430],[599873],[600988],[607299],[615788],[625563],[628246],[635115],[637264],[643278],[645961],[652830],[654979],[663846],[666289],[668820],[671503],[678372],[680521],[689388],[691831],[694732],[696881],[705748],[708191],[715617],[724589],[728021],[732626],[736217],[737796],[740479],[746958],[756733],[759416],[766285],[768434],[774428],[784203],[786886],[793755],[795904],[801918],[804601],[811470],[813619],[822486],[824929],[834031],[835480],[842415],[846073],[848286],[868277],[872882],[878052],[880735],[894018],[897450],[902055],[905646],[907225],[909908],[916387],[926162],[928845],[935714],[937863],[950508],[951634],[954217],[959148],[963007],[972137],[983609],[990544],[996415],[1012761],[1014210],[1021145],[1024803],[1027016],[1047007],[1051612],[1056782],[1059465],[1068743],[1073715],[1076366],[1094397],[1095846],[1106193],[1113707],[1136779],[1137905],[1140488],[1145419],[1149278],[1169880],[1176815],[1182686],[1195092],[1202044],[1221084],[1222210],[1228098],[1233070],[1255201],[1260570],[1265542],[1268193],[1298020],[1305534],[1323671],[1346616],[1351588],[1357464],[1384582],[1390322],[1397274],[1423328],[1428300],[1477128],[1487189],[1510134],[1515106],[1520047],[1553840],[1592657],[1606609],[1639886],[1682419],[1721636],[1766724],[1846768],[1961154] ] cell #2667 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2668 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [183344],[215865],[250476],[267554],[284247],[307794],[327448],[329918],[344143],[346743],[372339],[376001],[394267],[395856],[414819],[420248],[421240],[434473],[443475],[449046],[467919],[471634],[475296],[476288],[492865],[496527],[503778],[514793],[516382],[525616],[528632],[537525],[553885],[554863],[559456],[564643],[577328],[582899],[601772],[605487],[609149],[610141],[616365],[618712],[629030],[632046],[640939],[646745],[649761],[651037],[658654],[672287],[675303],[684196],[700556],[701534],[706127],[711314],[717848],[720766],[728598],[730945],[741263],[744279],[747535],[749882],[760200],[763216],[772109],[775005],[777352],[787670],[790686],[799579],[805385],[808401],[809677],[817294],[827432],[838113],[841031],[848863],[851210],[858104],[861022],[868854],[871201],[881519],[884535],[887277],[890195],[898027],[900374],[910692],[913708],[916964],[919311],[929629],[932645],[941538],[951085],[954715],[959725],[963791],[965396],[968314],[975561],[986242],[989160],[996992],[999339],[1006162],[1016843],[1019761],[1027593],[1029940],[1036834],[1039752],[1047584],[1049931],[1060249],[1063265],[1072658],[1074292],[1081455],[1085475],[1087798],[1109274],[1114284],[1119955],[1122873],[1137356],[1140986],[1145996],[1150062],[1151667],[1154585],[1161832],[1172513],[1175431],[1183263],[1185610],[1199004],[1200195],[1202885],[1207854],[1211990],[1221661],[1233647],[1240810],[1247153],[1264485],[1266119],[1273282],[1277302],[1279625],[1301101],[1306111],[1311782],[1314700],[1324512],[1329467],[1332166],[1350531],[1352165],[1362567],[1370226],[1394234],[1395425],[1398115],[1403084],[1407220],[1428877],[1436040],[1442383],[1455306],[1462194],[1481040],[1482231],[1488030],[1492985],[1515683],[1520888],[1525843],[1528542],[1558943],[1566602],[1585412],[1607450],[1612405],[1618064],[1644989],[1650536],[1657424],[1683260],[1688215],[1735857],[1745527],[1767565],[1772520],[1777239],[1809891],[1847609],[1860360],[1891527],[1931798],[1968983],[2009917],[2083982],[2187087] ] cell #2669 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2670 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [70177],[93043],[93262],[107783],[111671],[111890],[123359],[139843],[140062],[143575],[144873],[146394],[150884],[151103],[158427],[158646],[168800],[169019],[176842],[180488],[183524],[186638],[192089],[193610],[198100],[198319],[201008],[202529],[207019],[207238],[213366],[214887],[216045],[219377],[219596],[221738],[226920],[227139],[232339],[242526],[247977],[249498],[250656],[252900],[258351],[259872],[261433],[264362],[264581],[267378],[270039],[270211],[272829],[274350],[276736],[278840],[279059],[281748],[283269],[284427],[287759],[287978],[298817],[304182],[306166],[306385],[307618],[310279],[310451],[319498],[322807],[324949],[326470],[327628],[330076],[332560],[336193],[340721],[341644],[343165],[344323],[346567],[349228],[349400],[352018],[353539],[355100],[358029],[358248],[366188],[366868],[368585],[371102],[372163],[374443],[376159],[378643],[388888],[392244],[394447],[395680],[398341],[398513],[401488],[404287],[405842],[411207],[413191],[413410],[414643],[417476],[420406],[422890],[426523],[429832],[431974],[433495],[434653],[435056],[439570],[440316],[443299],[444522],[445195],[447156],[449204],[453506],[456305],[457860],[466163],[466959],[470397],[471458],[473738],[475454],[477938],[481879],[486714],[487394],[489111],[491628],[492689],[494969],[496685],[501569],[503051],[503936],[505850],[509414],[512770],[514973],[516206],[519039],[519515],[523966],[524639],[528790],[529982],[530183],[532796],[539788],[544623],[545303],[549980],[553359],[553709],[554192],[555605],[557566],[559614],[563916],[564801],[566715],[573423],[574169],[577152],[578375],[579048],[581009],[583057],[589340],[592681],[594501],[595432],[600016],[604250],[605311],[607591],[608632],[609307],[617684],[617885],[619454],[622848],[624358],[632204],[637034],[637780],[640763],[642727],[645095],[645768],[648659],[649919],[650334],[651312],[653925],[660917],[661848],[666432],[670637],[671310],[673924],[675461],[676653],[676854],[679467],[685916],[687877],[695326],[696651],[700380],[702276],[704237],[706285],[711472],[719480],[719905],[721041],[725183],[731687],[735081],[739613],[740286],[742900],[744437],[746116],[746421],[748854],[749055],[750624],[752658],[755528],[763374],[766879],[768204],[771933],[776324],[776525],[778094],[779084],[782998],[790844],[792237],[794850],[803735],[804408],[807022],[808559],[809952],[812565],[820488],[828838],[829143],[830707],[836469],[839745],[841306],[845448],[850182],[850383],[851952],[852942],[856746],[857135],[860161],[861297],[871943],[879869],[880542],[883156],[884693],[889334],[890470],[891510],[901116],[904510],[906020],[913866],[918283],[918484],[920053],[921043],[924957],[932803],[936308],[944788],[945177],[952461],[953134],[956121],[956426],[957990],[967453],[968589],[969629],[974233],[978836],[989435],[998311],[998512],[1000081],[1001071],[1009437],[1010516],[1018475],[1020036],[1024178],[1030682],[1038891],[1040027],[1041067],[1050673],[1063423],[1065461],[1066793],[1074571],[1074772],[1077871],[1078260],[1086217],[1091073],[1092152],[1107693],[1112549],[1122012],[1123148],[1124188],[1142392],[1142697],[1144261],[1154860],[1165107],[1166186],[1175706],[1186352],[1191860],[1192998],[1201173],[1204286],[1212265],[1234127],[1250428],[1251507],[1269698],[1270087],[1278044],[1282900],[1304376],[1314975],[1320543],[1322364],[1333378],[1341553],[1355370],[1363545],[1399516],[1407495],[1445658],[1452519],[1464020],[1485882],[1529754],[1537929],[1593801],[1615277],[1659250],[1785628] ] cell #2671 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2672 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2673 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [322802],[388883],[429827],[440311],[467314],[509409],[519510],[525011],[574164],[592676],[601167],[608627],[637775],[671682],[673919],[685911],[709485],[740658],[742895],[779079],[779456],[792162],[807017],[852937],[853314],[883151],[889734],[891435],[905950],[921038],[921415],[967853],[969554],[1001066],[1001443],[1008599],[1010446],[1039291],[1040992],[1090235],[1092082],[1107688],[1122412],[1124113],[1132498],[1164269],[1165507],[1166116],[1201573],[1216803],[1234052],[1249590],[1250828],[1251437],[1292613],[1293792],[1330798],[1341953],[1354358],[1363475],[1379175],[1380354],[1423978],[1446058],[1454466],[1461515],[1472454],[1484918],[1510784],[1538329],[1576730],[1585284],[1595748],[1602797],[1614343],[1667684],[1706014],[1713795],[1724553],[1787575],[1794624],[1849474],[1910824],[2028204], 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[1080489,1597230],[1091473,1608686],[1100786,1617575],[1101965,1618706],[1105388,1363945],[1112949,1630162],[1133677,1651178],[1136021,1396803],[1142317,1910457],[1144661,1662634],[1166586,1174970],[1171474,1690425],[1204425,1970732],[1206886,1725944],[1217982,1736499],[1220326,1483609],[1228748,1746790],[1239844,1757345],[1243267,1505471],[1261220,1778502],[1270017,2028589],[1272316,1789057],[1283300,1800513],[1296136,1297215],[1304776,1821989],[1347266,1861623],[1369258,1881614],[1382698,1383777],[1399655,2140161],[1402116,1912215],[1413212,1922770],[1415556,1678839],[1435074,1943616],[1438497,1700701],[1543642,2040353],[1565634,2060344],[1579074,1580153] ] cell #2674 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [347394,1552401],[359792,2076282],[396507,1638447],[421185,1681774],[431652,2178192],[435583,1960236],[451400,1730419],[476233,1766079],[486361,2242458],[503505,1554323],[515350,2280164],[515827,2071508],[517033,1830274],[533683,1851169],[537470,1855851],[544270,2308874],[561810,1886089],[564370,1640369],[575508,2339096],[575985,2147766],[585253,1916690],[593324,1422637],[598983,2363587],[608044,2180418],[608197,2374231],[610086,1952350],[627855,1971956],[628079,1972299],[631773,1731235],[639119,2399961],[639596,1978337],[654812,2000726],[658599,2005408],[659740,1509443],[665399,2421496],[669686,1259879],[671112,2424507],[673336,2251187],[673489,2427567],[680354,2029899],[684141,2034581],[690941,2257064],[692121,2044828],[698736,2449506],[699213,1811142],[708481,2064819],[709231,2282577],[711041,1832196],[723016,1591966],[727218,1849288],[729811,2087157],[730406,2087349],[738662,1345925],[740088,2479555],[742312,2092547],[742465,2482615],[753545,2109026],[759025,2113915],[759249,2114258],[762943,1886905],[764390,2502818],[770289,2501524],[770766,1892778],[773511,2340979],[776813,2504508],[779202,2347416],[786495,2141385],[786719,2141728],[790413,1917506],[795737,2151218],[797759,2352496],[798236,1414432],[799524,2155900],[804210,2523802],[806434,1932870],[806587,2526862],[813452,2170155],[817239,2174837],[818380,1441194],[824039,2378193],[825219,2185084],[829983,1713609],[836890,1970026],[839895,2195794],[843281,1478731],[847369,2194308],[850671,2553621],[853060,2200745],[863272,1752081],[864698,2215622],[864922,2215965],[867474,1998845],[870067,2220255],[870662,2220447],[876024,2573821],[876501,1773965],[880344,2569885],[882568,2010989],[882721,2572945],[886238,2429283],[889059,2575330],[892445,1523534],[896647,2028018],[899240,2245797],[899835,2245989],[908091,1278436],[909517,2254840],[909741,2255183],[911741,1544578],[911894,2439695],[913435,1801923],[915470,2047666],[918772,2592570],[921161,2050079],[922974,2267666],[928454,2272555],[928678,2272898],[932372,2065635],[933819,2450800],[937696,2282388],[939718,2462906],[940195,1577950],[941483,2287070],[946043,1839406],[947520,2082867],[948512,2290654],[952936,2613318],[953526,2085619],[957266,1348386],[964357,2295430],[967178,2618531],[970564,1610096],[978112,1869279],[981784,2314585],[982379,2314777],[985019,2111985],[985816,2632906],[988024,2319022],[991410,1641489],[994130,1897552],[994283,2636301],[995498,2121524],[998800,2632810],[1001189,2123937],[1003002,2331277],[1004973,2508511],[1007493,1899537],[1008713,1648331],[1015262,2340390],[1015620,2139455],[1018625,2342465],[1022011,1391925],[1026099,1411849],[1026213,1919923],[1028806,2350566],[1029401,2350758],[1031790,1156835],[1035795,2158584],[1038616,2652302],[1042002,1685906],[1043428,2362293],[1043652,2362636],[1046204,2168274],[1048797,2366926],[1049392,2367118],[1054754,2527738],[1055231,1689660],[1059074,2375969],[1059298,2376312],[1061298,1706950],[1061451,2538990],[1062992,1956482],[1068052,1961375],[1069209,2191357],[1070006,2670778],[1070513,2383982],[1071692,2192425],[1075060,2670682],[1079126,1219088],[1080603,1976196],[1086609,2387985],[1089129,1979565],[1090349,1733652],[1096898,2401255],[1097509,2403077],[1100602,1988963],[1102079,1745399],[1103071,2403276],[1104713,2405394],[1108085,2218717],[1108632,2008763],[1108857,2687237],[1111825,1511904],[1117491,1244938],[1118916,2227560],[1121737,2686913],[1125123,1770211],[1126549,2420202],[1126773,2420545],[1131378,2018328],[1132314,1775505],[1133791,2241507],[1134783,1270953],[1134897,2031640],[1139207,2428443],[1139431,2428786],[1139797,2244259],[1143537,1262340],[1150444,2037356],[1150628,1282176],[1153449,2437965],[1160643,1816804],[1164383,1807686],[1168055,2448438],[1168650,2448630],[1171290,2270625],[1172087,2592666],[1174295,2452875],[1177681,1555443],[1180401,1815916],[1180554,2596061],[1181769,1575367],[1181883,2068052],[1184476,2460976],[1185071,2461168],[1187460,1316950],[1193653,2290455],[1195575,2292772],[1196122,2083818],[1196347,2719758],[1196695,2468305],[1198036,2293714],[1200898,2719434],[1206702,2090546],[1209185,2089087],[1215683,2094462],[1216619,1858626],[1218096,2307923],[1219202,1852910],[1223512,2483491],[1223736,2483834],[1224340,2485390],[1227407,2103334],[1228564,1869465],[1229868,2485545],[1231047,2315653],[1232267,1624273],[1234846,2733170],[1235572,1365365],[1238481,1381460],[1239958,1880223],[1245964,1624977],[1249704,1889322],[1253376,2500456],[1253971,2500648],[1258759,1901950],[1261036,2338028],[1261833,2504604],[1262156,2143029],[1263519,1656561],[1263633,2137247],[1266292,2507807],[1266887,2507999],[1272430,2145625],[1280956,2148994],[1289336,2523603],[1292429,1930064],[1293906,1684168],[1294898,1433711],[1295012,2171896],[1296540,2525920],[1299912,2365388],[1300459,1930644],[1300684,2652626],[1303652,1425098],[1309318,1440168],[1310559,2177612],[1310743,1444934],[1313564,2537260],[1321125,2759236],[1323026,2383827],[1324694,2760649],[1325420,1456557],[1327158,1715679],[1330912,1967818],[1334033,2194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] cell #2675 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [347270,1552404],[359790,1837823],[396383,1638450],[421043,1681775],[431650,1951717],[435586,1711564],[451276,1730422],[476091,1766080],[481680,1259880],[486359,2025299],[503567,1554324],[515349,2067586],[515830,1830758],[516909,1830277],[533643,1851172],[537328,1855852],[539589,1345926],[544268,2101433],[561686,1886092],[564432,1640370],[575507,2136781],[575988,1917174],[585129,1916693],[594302,1422638],[598981,2165555],[608049,1951929],[608198,2177485],[609944,1952351],[627854,1971901],[628032,1972300],[629327,1478732],[631835,1731236],[639118,2208334],[639599,1730903],[654772,2000729],[658457,2005409],[660718,1509444],[665397,2234531],[671111,2238131],[673341,2034160],[673490,2241751],[680314,2029902],[683999,2034582],[686260,1278437],[690939,2041985],[691997,2044831],[698735,2267951],[699216,1552885],[708357,2064822],[709232,2068441],[711103,1832197],[724984,1591967],[727418,1849289],[729814,2087158],[730289,1348387],[730407,2087299],[740087,2304547],[742317,1855430],[742466,2308167],[753505,2109029],[759024,2113860],[759202,2114259],[760497,1641490],[763005,1886906],[764388,2333296],[770288,2331562],[770769,1638931],[773516,2139140],[776814,2335475],[779203,2145739],[786494,2141330],[786672,2141729],[787967,1391926],[790475,1917507],[795697,2151221],[797758,2152493],[798239,1156071],[799382,2155901],[804209,2359260],[806439,1681353],[806588,2362880],[813412,2170158],[817097,2174838],[819358,1441195],[824037,2182241],[825095,2185087],[830183,1713610],[836893,1970027],[839896,2195793],[840199,1219093],[847374,1969711],[850672,2396340],[853061,1976310],[864697,2215567],[864875,2215966],[865240,1752082],[867674,1998846],[870070,2220256],[870545,1511905],[870663,2220397],[876023,2421781],[876504,1516334],[880343,2417169],[882573,1765658],[882722,2420789],[886239,2243955],[889060,2424072],[894413,1523535],[896847,2028019],[899243,2245798],[899718,1262341],[899836,2245939],[909516,2254785],[909694,2255184],[910989,1031791],[911746,1284008],[911895,2256357],[913497,1801924],[915475,1807220],[918773,2445885],[921162,1808075],[922934,2267669],[928453,2272500],[928631,2272899],[929926,1555444],[932434,2065636],[933817,2269685],[937656,2282391],[939717,2283663],[940198,1316186],[941341,2287071],[946046,1839407],[947720,2082868],[948517,2079491],[952935,2471878],[953527,2085618],[964358,2085315],[967179,2479120],[972532,1610097],[978312,1869280],[981787,2314586],[982262,1624274],[982380,2314727],[985022,2111986],[985815,2496307],[988025,2319021],[988328,1381465],[994135,1645996],[994284,2502111],[995503,1888856],[998801,2497903],[1001190,1889711],[1002962,2331280],[1004974,2340544],[1007498,1647865],[1008913,1648332],[1015222,2340393],[1015623,2139456],[1018626,2342464],[1018929,1134788],[1026104,1153753],[1026413,1919924],[1028809,2350567],[1029284,1150629],[1029402,2350708],[1035796,1929937],[1038617,2523367],[1043427,2362238],[1043605,2362637],[1043970,1685907],[1046404,2168275],[1048800,2366927],[1049275,1425099],[1049393,2367068],[1054753,2363872],[1055234,1429528],[1059073,2375914],[1059251,2376313],[1060546,1187461],[1061303,1446766],[1061452,2377486],[1063054,1956483],[1068053,1961374],[1069212,2191358],[1070005,2545551],[1070514,2188804],[1071697,1967352],[1075061,2546991],[1080803,1976197],[1086610,2193873],[1089134,1733186],[1090549,1733653],[1096858,2401258],[1097512,2403078],[1100605,1988964],[1102279,1745400],[1103076,2212589],[1104714,2405393],[1105017,1494321],[1108086,2218716],[1108637,1765446],[1108858,2568322],[1115975,1762913],[1117492,1255596],[1118917,2008056],[1121738,2569450],[1126548,2420147],[1126726,2420546],[1127091,1770212],[1131379,1775378],[1132317,1775506],[1133991,2241508],[1135097,2031641],[1139206,2428388],[1139384,2428787],[1139798,2244258],[1150447,2037357],[1153450,2437964],[1160644,1549758],[1164583,1807687],[1168058,2448439],[1168533,1556785],[1168651,2448580],[1170275,1309319],[1171293,2270626],[1172086,2444289],[1174296,2452874],[1174599,1294903],[1180406,1559950],[1180555,2450093],[1181774,1313868],[1182083,2068053],[1184479,2460977],[1184954,1310744],[1185072,2461118],[1193656,2290456],[1195576,2292771],[1196127,1846569],[1196348,2611905],[1196696,2290219],[1198037,2083111],[1200899,2612883],[1206705,2090547],[1209190,1852444],[1215684,1858499],[1216622,1858627],[1218296,2307924],[1219402,1852911],[1223511,2483436],[1223689,2483835],[1224341,2485389],[1226737,1617229],[1227408,2103333],[1228567,1869466],[1229869,2312032],[1231052,2109311],[1234847,2631223],[1235573,1376382],[1240158,1880224],[1242896,1635217],[1245965,1635804],[1249904,1889323],[1253379,2500457],[1253854,1642831],[1253972,2500598],[1258760,1648720],[1261039,2338029],[1261832,2504128],[1262159,2143030],[1263524,1396432],[1263833,2137248],[1266295,2507808],[1266770,1393267],[1266888,2507949],[1272630,2145626],[1280961,1919457],[1289339,2523604],[1289820,1430803],[1292432,1930065],[1294106,1684169],[1295212,2171897],[1296541,2525919],[1296844,1426282],[1299913,2365387],[1300464,1681141],[1300685,2522239],[13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] cell #2676 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [359767,2287909],[431627,2374605],[435550,2186258],[486336,2427941],[503852,1808527],[515464,2459534],[515794,2283421],[544245,2482989],[564717,1890163],[575622,2507153],[575952,2348260],[595338,1681781],[598958,2527236],[608039,2376502],[608328,2535956],[627969,2195890],[632120,1976762],[639233,2556266],[639563,2201589],[661754,1766086],[665374,2573319],[671226,2575600],[673331,2435129],[673620,2577875],[690916,2440069],[694908,1554330],[698850,2595215],[699180,2050923],[709238,2461677],[711388,2068893],[730537,2296833],[730707,2087723],[734987,1855858],[740202,2618801],[742307,2301276],[742596,2621076],[759139,2319118],[763290,2118721],[764365,2636675],[766461,1640376],[770403,2635455],[770733,2124781],[773506,2508781],[776944,2637824],[779209,2513967],[786609,2342561],[790760,2146191],[797873,2517977],[798203,1674319],[800650,1422644],[804324,2652572],[806429,2160855],[806718,2654847],[820394,1952357],[824014,2539364],[839902,2195789],[840790,1972306],[845030,1731242],[847364,2388255],[850802,2675266],[853067,2393441],[864812,2405490],[870793,2409455],[870963,2220821],[875243,2005415],[876138,2690147],[876468,2016829],[876784,1509450],[880458,2687183],[882563,2229831],[882852,2689458],[886245,2579319],[888192,1259886],[889066,2691359],[899966,2430686],[900136,2246363],[904416,2034588],[909631,2438061],[911736,1800815],[912025,2587394],[913782,2259646],[915465,2262070],[918903,2704086],[921168,2264213],[928568,2452971],[932719,2277361],[933794,2596435],[935890,1832203],[939832,2606039],[940162,1833674],[948507,2468575],[949287,1591973],[953050,2719704],[953533,2085614],[953884,1849295],[956622,2087161],[964364,2472294],[966311,1345932],[967185,2723309],[982510,2487501],[982680,2315151],[986921,2732828],[988031,2319017],[988919,2114265],[993159,1886912],[994125,2129269],[994414,2735931],[995493,2325681],[998931,2733386],[1001196,2327824],[1004980,2640898],[1007488,2130900],[1018632,2342460],[1019520,2141735],[1023760,1917513],[1026094,1671733],[1029532,2516577],[1029702,2351132],[1031797,1415093],[1033982,2155907],[1035802,2357521],[1038623,2747494],[1043542,2526016],[1049523,2529981],[1049693,2367492],[1053973,2174844],[1054868,2655536],[1055198,1938710],[1055514,1441201],[1059188,2537356],[1061293,1955374],[1061582,2664366],[1063339,2380775],[1068059,1961370],[1068410,1713616],[1070520,2544157],[1071687,2386627],[1073337,2760642],[1075191,2760865],[1075741,1970030],[1082370,1478738],[1086616,2547231],[1089124,2202453],[1103066,2558905],[1103846,1752088],[1104720,2405389],[1105608,2215972],[1108092,2218712],[1108443,1998852],[1108627,2227934],[1109983,2771565],[1111181,2220259],[1117498,1505008],[1118923,2415430],[1121744,2771885],[1126663,2572099],[1131385,2236392],[1134778,1531223],[1135558,1523541],[1139321,2578564],[1139804,2244254],[1140155,2028025],[1142893,2245801],[1150635,1542659],[1152582,1278443],[1153456,2437960],[1154344,2255190],[1158584,1801930],[1160650,2056266],[1168781,2594526],[1168951,2449004],[1173192,2703528],[1174302,2452870],[1175190,2272905],[1179430,2065642],[1180396,2055411],[1180685,2706631],[1181764,1831088],[1185202,2604639],[1185372,2461542],[1187467,1578611],[1189652,2287077],[1194467,1839410],[1195582,2292767],[1195933,2082874],[1196117,2294088],[1196702,2610619],[1198043,2470850],[1199713,2794663],[1200905,2794710],[1205903,1348393],[1209180,2298233],[1215690,2302808],[1219083,1334847],[1219863,1610103],[1223626,2621765],[1224347,2485385],[1227414,2103329],[1227765,1869286],[1229875,2623346],[1231042,2488190],[1231623,2314589],[1235096,2111989],[1235579,1625821],[1235958,2803277],[1241725,1641496],[1245971,1877536],[1254102,2634766],[1254272,2501022],[1258766,2133043],[1260237,1648338],[1262347,1401133],[1263514,1907282],[1265164,2637266],[1267018,2640369],[1267188,2508373],[1267568,2139459],[1274197,1391932],[1278794,1919930],[1280951,2349124],[1281532,2350570],[1294893,1693595],[1295673,1685913],[1296547,2525915],[1297435,2362643],[1299919,2365383],[1300270,2168281],[1300454,2158958],[1301810,2747174],[1303008,2366930],[1309325,1700238],[1310750,1705031],[1313571,2537255],[1314459,2376319],[1318699,1956489],[1321132,2821472],[1323033,2383822],[1324944,2191361],[1325427,1716523],[1327165,1963614],[1328032,2822112],[1335962,2198895],[1336313,1976203],[1336497,2197898],[1338423,2390686],[1344812,2204596],[1346283,1733659],[1349560,1987310],[1351210,2674708],[1353064,2677811],[1353234,2557486],[1353834,2403081],[1356839,1988967],[1357954,1989664],[1358305,1745406],[1358489,2406710],[1359074,2679001],[1360415,2561180],[1364471,1752986],[1368275,1511911],[1371552,2410855],[1381455,1498365],[1382235,1770218],[1383109,2571998],[1383997,2420552],[1389697,1775681],[1390812,2426620],[1391163,2241514],[1391347,2018702],[1392283,2031647],[1393273,1784151],[1394943,2691039],[1396135,2578463],[1397023,2428793],[1404410,2432086],[1408464,2037532],[1410920,2436661],[1419577,2592410],[1422995,1807693],[1425105,1564651],[1426272,1813651],[1426853,2448442],[1430326,2270629],[1430809,181764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] cell #2677 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [142116],[169595],[198895],[213450],[227715],[248061],[265157],[267327],[279635],[281832],[304266],[307567],[323662],[325033],[341728],[346516],[347331],[358824],[366952],[372112],[389014],[392328],[395629],[396444],[411291],[414592],[421013],[430687],[432058],[440442],[443248],[451337],[466247],[467185],[471407],[476061],[487478],[492638],[509540],[512854],[516155],[516970],[522647],[524882],[534492],[537298],[545387],[550852],[553658],[554803],[561747],[574295],[577101],[585190],[600100],[601038],[605260],[609914],[615838],[618652],[626061],[628296],[637906],[640712],[643776],[646011],[655621],[658427],[666516],[669318],[671553],[681163],[683969],[692058],[697523],[700329],[701474],[708418],[717788],[728071],[730885],[738294],[740529],[747008],[749822],[757231],[759466],[769076],[771882],[774478],[777292],[784701],[786936],[796546],[799352],[802416],[804651],[814261],[817067],[825156],[834529],[838053],[842913],[846715],[848336],[851150],[858044],[868327],[871141],[878550],[880785],[887217],[897500],[900314],[907723],[909958],[916437],[919251],[926660],[928895],[938505],[941311],[950558],[952132],[959198],[963057],[965336],[986182],[991042],[996465],[999279],[1013259],[1016783],[1021643],[1025445],[1027066],[1029880],[1036774],[1047057],[1049871],[1057280],[1059515],[1072598],[1073765],[1076416],[1081395],[1085415],[1094895],[1106691],[1113757],[1119895],[1136829],[1138403],[1145469],[1149328],[1151607],[1172453],[1177313],[1182736],[1185550],[1195142],[1200135],[1202825],[1221134],[1222708],[1233120],[1240750],[1264425],[1265592],[1268243],[1273222],[1277242],[1298518],[1305584],[1311722],[1324452],[1331414],[1350471],[1351638],[1357514],[1362507],[1385080],[1390372],[1395365],[1398055],[1428350],[1435980],[1454554],[1477178],[1482171],[1487970],[1515156],[1520828],[1527790],[1553890],[1558883],[1607390],[1617312],[1639936],[1644929],[1649784],[1683200],[1721686],[1735105],[1767505],[1809139],[1847549],[1890775],[1968231],[2077498] ] cell #2678 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [142157],[169636],[198936],[213530],[227756],[248141],[265198],[267225],[279676],[281912],[304346],[307465],[323703],[325113],[341808],[346414],[347411],[358865],[367032],[372010],[389055],[392408],[395527],[396524],[411371],[414490],[420911],[430728],[432138],[440483],[443146],[451417],[466327],[467259],[471305],[475959],[487558],[492536],[509581],[512934],[516053],[517050],[522600],[524956],[534533],[537196],[545467],[550893],[553556],[554880],[561827],[574336],[576999],[585270],[600180],[601112],[605158],[609812],[616054],[618729],[626014],[628370],[637947],[640610],[643729],[646085],[655662],[658325],[666596],[669271],[671627],[681204],[683867],[692138],[697564],[700227],[701551],[708498],[718011],[728287],[730962],[738247],[740603],[747224],[749899],[757184],[759540],[769117],[771780],[774694],[777369],[784654],[787010],[796587],[799250],[802369],[804725],[814302],[816965],[825236],[834482],[838276],[842866],[846756],[848552],[851227],[858267],[868543],[871218],[878503],[880859],[887440],[897716],[900391],[907676],[910032],[916653],[919328],[926613],[928969],[938546],[941209],[950774],[952085],[959414],[963131],[965559],[986405],[990995],[996681],[999356],[1013212],[1017006],[1021596],[1025486],[1027282],[1029957],[1036997],[1047273],[1049948],[1057233],[1059589],[1072821],[1073981],[1076490],[1081618],[1085492],[1094848],[1106644],[1113973],[1120118],[1137045],[1138356],[1145685],[1149402],[1151830],[1172676],[1177266],[1182952],[1185627],[1195216],[1200358],[1202902],[1221350],[1222661],[1233336],[1240973],[1264648],[1265808],[1268317],[1273445],[1277319],[1298471],[1305800],[1311945],[1324529],[1331422],[1350694],[1351854],[1357588],[1362730],[1385033],[1390446],[1395588],[1398132],[1428566],[1436203],[1454562],[1477252],[1482394],[1488047],[1515372],[1520905],[1527798],[1553964],[1559106],[1607467],[1617320],[1640010],[1645152],[1649792],[1683277],[1721760],[1735113],[1767582],[1809147],[1847626],[1890783],[1968239],[2077506] ] cell #2679 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2680 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2681 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2682 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [401222,1130034],[421077,1163020],[453240,1214339],[476125,1248341],[502785,1290149],[503810,1291344],[533246,1337250],[534752,1337072],[537362,1340572],[563650,1376711],[564675,1377906],[587093,1409569],[590574,1156447],[595166,1421514],[609978,1443571],[622582,1460171],[627627,1467828],[628066,1466165],[632078,1471126],[654375,1500768],[655881,1500590],[658491,1504090],[661582,1508320],[679917,1533626],[681423,1533448],[684033,1536948],[689643,1283807],[710321,1573087],[711346,1574282],[713802,1316562],[718310,1584160],[730401,1596503],[730665,1596591],[734815,1601453],[753108,1623107],[753752,1622929],[758797,1630586],[759236,1628923],[763248,1633884],[781222,1655401],[786267,1663058],[786706,1661395],[790718,1666356],[795300,1409747],[796806,1413840],[799416,1677458],[809390,1429904],[813015,1695998],[814521,1695820],[817131,1699320],[820222,1703550],[822741,1446565],[827408,1713043],[838575,1723429],[839998,1724684],[840455,1725250],[855080,1740722],[858566,1744275],[859674,1745297],[864470,1751095],[864909,1750538],[870657,1756618],[870921,1756706],[874427,1761746],[875071,1761568],[885524,1516710],[887739,1775987],[899830,1788330],[900094,1788418],[904244,1793280],[909289,1540195],[909728,1799274],[913740,1804235],[920131,1559580],[922537,1814934],[923181,1814756],[924050,1559749],[928226,1822413],[928665,1820750],[932677,1825711],[937259,1573265],[938765,1577358],[941375,1836813],[943763,1839426],[954691,1848722],[956674,1850385],[965858,1859108],[975537,1868713],[976749,1869905],[977214,1870132],[982374,1875021],[982638,1875109],[986704,1879099],[987812,1880121],[988127,1880354],[988584,1880920],[992608,1885919],[1000159,1645626],[1002565,1896570],[1003209,1896392],[1004078,1645795],[1006138,1899314],[1014825,1655579],[1017305,1909700],[1018728,1910955],[1019185,1911521],[1029396,1922043],[1029660,1922131],[1031685,1675831],[1033810,1926993],[1036324,1680046],[1037296,1930546],[1038404,1931568],[1039739,1687919],[1043200,1937366],[1043639,1936809],[1044834,1689068],[1049387,1942889],[1049651,1942977],[1053157,1948017],[1053801,1947839],[1058846,1702567],[1059285,1953833],[1063297,1958794],[1064094,1190349],[1064254,1190505],[1073120,1966969],[1076846,1970046],[1081917,1974082],[1084104,1976094],[1086295,1482868],[1087774,1979342],[1096461,1740900],[1098322,1988983],[1099490,1989808],[1099517,1990042],[1104816,1994274],[1105273,1994840],[1109250,1998279],[1110462,1999471],[1110927,1999698],[1111233,1999942],[1119445,1764351],[1120417,2008665],[1121525,2009687],[1122860,1772224],[1126321,2015485],[1126760,2014928],[1127955,1773373],[1131907,1777009],[1138979,1782807],[1139418,2026336],[1140962,2027452],[1142945,2029115],[1152129,2037838],[1153552,2039093],[1154009,2039659],[1156183,1802037],[1160757,1806610],[1161374,1806837],[1161808,2047443],[1163485,2048862],[1164814,1814482],[1168645,2053751],[1168909,2053839],[1172975,2057829],[1174083,2058851],[1174398,2059084],[1174855,2059650],[1178879,2064649],[1183379,1311272],[1185066,2070172],[1185330,2070260],[1186430,1312419],[1187355,1835186],[1188836,2075300],[1189480,2075122],[1198565,1844484],[1198980,2082301],[1200657,2083720],[1207830,2088864],[1210148,2090986],[1210613,2091213],[1211721,2092235],[1211977,1612109],[1216212,1860130],[1223284,1865928],[1223723,2102470],[1224515,2102958],[1226284,2104104],[1231675,2108242],[1236201,2112005],[1237369,2112830],[1237396,2113064],[1241272,2116041],[1246078,1888246],[1246695,1888473],[1247129,2121301],[1248806,2122720],[1250135,1896118],[1253966,2127609],[1254230,2127697],[1258873,1900506],[1259490,1900733],[1264947,2136398],[1266235,1393795],[1266882,2138327],[1267146,2138415],[1268673,2139475],[1273744,2143511],[1275931,2145523],[1278122,1396062],[1279601,2148771],[1281584,2150434],[1284264,1924819],[1288288,1927171],[1288934,1929127],[1289081,1929361],[1291317,2159237],[1296643,2163703],[1297100,2164269],[1299533,1949712],[1301077,2167708],[1302289,2168900],[1302754,2169127],[1303060,2169371],[1311789,1441308],[1312244,2178094],[1313352,2179116],[1313667,2179349],[1314124,2179915],[1314687,1442087],[1316298,1956596],[1318148,2184914],[1323201,2188100],[1327272,1965812],[1327889,1966039],[1328275,2191377],[1329443,2192202],[1332081,1732576],[1338945,1975104],[1339360,2199039],[1339387,2199273],[1341037,2200458],[1341260,1740448],[1344919,1980534],[1345536,1980761],[1350993,2207951],[1352281,1480601],[1352928,2209880],[1353192,2209968],[1353956,2210450],[1360937,1994041],[1363029,2216818],[1366794,2219487],[1370202,2221962],[1374093,2225333],[1375496,2007246],[1375643,2007480],[1377879,2228213],[1383205,2232679],[1383662,2233245],[1386095,1763441],[1388481,2018981],[1388628,2019215],[1390517,2241621],[1394210,2240941],[1395432,1523648],[1395887,2242360],[1396231,2242625],[1396688,2243191],[1403060,2247504],[1405378,2249626],[1405843,2249853],[1406951,2250875],[1407207,1525547],[1411442,2038860],[1416827,2258978],[1418514,2044658],[1419160,2046618],[1419745,2261598],[1426905,2266882],[1428993,1557313],[14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] cell #2683 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [94871],[123401],[123609],[141671],[146436],[146644],[160418],[180530],[180738],[185133],[186775],[188376],[193652],[193860],[202571],[202779],[214929],[215137],[224551],[228911],[232589],[236305],[242663],[244264],[249540],[249748],[253037],[254638],[259914],[260122],[267515],[269116],[270461],[274392],[274600],[277157],[283311],[283519],[289750],[301397],[307755],[309356],[310701],[313277],[319635],[321236],[323057],[326512],[326720],[329972],[332981],[333183],[336330],[337931],[340748],[343207],[343415],[346704],[348305],[349650],[353581],[353789],[366325],[372300],[374485],[374693],[376055],[379064],[379266],[389459],[393223],[395817],[397418],[398763],[401544],[404314],[408422],[413614],[414780],[416381],[417726],[420302],[423311],[423513],[426660],[428261],[430082],[433537],[433745],[442537],[443436],[445237],[447934],[449100],[451679],[453562],[456332],[467739],[471595],[473988],[475350],[478359],[478561],[481906],[484974],[486851],[492826],[495011],[495219],[496581],[499792],[503107],[505877],[509985],[513749],[516343],[517944],[519289],[519765],[524681],[525436],[528686],[530042],[530752],[532856],[535074],[539815],[542883],[544760],[553846],[554613],[558344],[559510],[562089],[563972],[566742],[571119],[576390],[577289],[579090],[581787],[582953],[585532],[587415],[592931],[594528],[595488],[597596],[601592],[605448],[607841],[609203],[612414],[612967],[617744],[618454],[622904],[624210],[624418],[627177],[634730],[640001],[640900],[645810],[649437],[649815],[650361],[651881],[653985],[656203],[660944],[661904],[664012],[671352],[672107],[675357],[676713],[677423],[679527],[681745],[688655],[692400],[694347],[695353],[700517],[705015],[706181],[708760],[709910],[710643],[719757],[719965],[721610],[725210],[726830],[735137],[740328],[741083],[744333],[746448],[748914],[749624],[752718],[754074],[754532],[755588],[758347],[765900],[766906],[772070],[776384],[777094],[779881],[781544],[782850],[783058],[785817],[792806],[794910],[802982],[804450],[808455],[810521],[812625],[814843],[820544],[829170],[829595],[830767],[835095],[841875],[845475],[850242],[850952],[853739],[855402],[857195],[857505],[860013],[860221],[861866],[864020],[867086],[875393],[879116],[880584],[884589],[889186],[889394],[891039],[892079],[896259],[904566],[906080],[908839],[918343],[919053],[921840],[923503],[925017],[927776],[936335],[945237],[945547],[947132],[953176],[956453],[958050],[962378],[967305],[967513],[969158],[970198],[974263],[974645],[977724],[978896],[990004],[998371],[999081],[1001868],[1003531],[1008325],[1009497],[1010576],[1020605],[1024205],[1025825],[1034132],[1038743],[1038951],[1040596],[1041636],[1045816],[1054123],[1057846],[1066823],[1067205],[1074631],[1075341],[1078320],[1078630],[1080215],[1089961],[1091133],[1092212],[1097068],[1101691],[1112609],[1121864],[1122072],[1123717],[1124757],[1133403],[1134509],[1142724],[1144321],[1148649],[1155429],[1163995],[1165167],[1166246],[1176275],[1189802],[1191920],[1193212],[1201025],[1201233],[1204316],[1204698],[1212834],[1217708],[1218814],[1234696],[1239570],[1249316],[1250488],[1251567],[1270147],[1270457],[1272042],[1282960],[1293518],[1294624],[1304436],[1315544],[1321322],[1322424],[1330524],[1333592],[1341613],[1363605],[1380080],[1381186],[1399546],[1399928],[1408064],[1412938],[1434800],[1445718],[1451579],[1453298],[1464080],[1472180],[1485942],[1494042],[1529968],[1537989],[1576456],[1583487],[1594580],[1616056],[1659310],[1667410],[1722756],[1743602],[1786407],[1909027] ] cell #2684 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [82268],[86438],[91217],[114246],[115210],[120515],[121076],[124350],[124685],[133238],[150463],[152150],[157530],[159693],[161002],[161563],[161966],[171375],[172339],[175545],[181479],[181814],[189989],[193924],[195092],[202843],[204011],[206122],[206598],[208285],[218956],[220643],[222916],[223639],[228186],[229495],[230056],[230459],[233665],[236546],[244608],[245877],[254982],[256251],[260186],[261354],[265628],[270729],[271678],[274664],[275832],[278419],[279383],[279452],[280106],[283583],[284751],[286862],[287338],[289025],[291298],[292021],[294407],[301638],[303357],[310969],[311918],[313518],[315237],[321580],[326784],[327952],[330213],[330398],[334881],[338275],[339544],[343479],[344647],[348649],[349918],[350867],[353853],[355021],[357608],[358572],[358641],[359295],[369065],[374757],[376296],[376481],[380964],[382469],[391419],[397762],[399031],[399980],[401261],[401432],[401891],[406852],[408663],[410382],[416725],[417790],[417994],[418943],[420543],[420728],[422262],[425211],[425280],[428605],[433809],[434977],[449341],[449526],[452023],[453279],[453450],[453909],[458870],[474052],[475591],[475776],[477310],[480259],[480328],[481378],[481510],[481590],[489591],[495283],[496822],[497007],[498541],[500136],[501490],[502824],[502995],[503454],[504258],[511945],[518288],[519353],[528927],[529112],[534791],[534962],[535421],[537836],[539287],[539419],[539499],[559751],[559936],[562433],[563689],[563860],[564319],[565123],[569845],[570679],[583194],[583379],[585876],[587132],[587303],[587762],[590888],[594132],[594212],[595205],[607905],[611163],[612758],[614181],[620486],[622621],[622792],[623251],[625016],[629157],[629237],[629613],[632526],[633456],[634290],[650056],[650241],[655920],[656091],[656550],[658965],[660548],[660628],[661621],[667467],[681462],[681633],[682092],[684507],[686090],[686170],[686546],[693907],[695037],[706422],[706607],[709104],[711794],[714116],[718349],[720563],[721940],[724814],[724894],[727038],[731801],[734854],[736443],[751656],[753791],[753962],[754421],[756186],[760327],[760407],[760783],[765460],[766590],[783656],[787797],[787877],[788253],[791166],[792930],[814560],[814731],[815190],[817605],[819644],[820261],[826650],[827936],[829803],[831365],[831638],[834655],[836996],[838614],[845159],[858605],[860819],[862196],[865070],[865150],[865526],[867294],[872057],[894699],[896467],[901230],[904283],[925615],[929756],[929836],[930212],[936019],[942982],[943502],[946149],[947340],[955219],[958648],[972818],[974779],[976065],[977932],[979494],[979767],[982784],[985125],[993664],[1010095],[1015726],[1017344],[1023889],[1044256],[1046024],[1050787],[1064588],[1067339],[1069315],[1076585],[1080423],[1091731],[1097541],[1098061],[1100708],[1101899],[1113207],[1127377],[1133611],[1141490],[1144919],[1159089],[1171396],[1179935],[1193685],[1204832],[1206808],[1217916],[1223943],[1228670],[1239778],[1261142],[1268412],[1272250],[1283558],[1305034],[1319204],[1322629],[1334065],[1347188],[1369180],[1400062],[1402038],[1413146],[1435008],[1464285],[1530441],[1543564],[1565556],[1659515], [125631,322849],[160762,389700],[182760,429874],[188720,442778],[204919,468360],[229255,510226],[234611,519557],[238265,527849],[269460,576631],[280561,592723],[285659,602213],[290094,609444],[309700,640242],[331932,674520],[333527,675598],[341280,685958],[355929,710531],[378015,743496],[379610,744574],[404846,779126],[405017,781432],[413649,792096],[423857,808696],[456864,852984],[457035,855290],[478905,884830],[481966,889992],[485009,891369],[495454,905872],[506409,921085],[506580,923391],[539875,968111],[542918,969488],[567274,1001113],[567445,1003419],[571154,1008533],[574475,1010368],[594588,1039549],[597631,1040926],[634765,1090169],[638086,1092004],[650893,1107735],[661004,1122670],[664047,1124047],[668850,1132420],[694382,1164203],[695413,1165765],[697703,1166038],[725270,1201831],[737826,1216725],[754567,1233986],[765935,1249524],[766966,1251086],[769256,1251359],[801948,1292535],[803017,1293726],[835130,1330732],[845535,1342211],[857540,1354292],[866024,1363397],[878082,1379097],[879151,1380288],[917543,1423900],[936395,1446316],[945582,1454400],[951664,1461437],[962413,1472388],[975023,1484840],[997571,1510706],[1024265,1538587],[1057881,1576664],[1067583,1585206],[1078665,1595682],[1084747,1602719],[1097098,1614337],[1148684,1667618],[1183842,1705936],[1193242,1713789],[1205076,1724475],[1270492,1787509],[1276574,1794546],[1333622,1849468],[1400306,1910746],[1529998,2028198] ] cell #2685 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232381],[270253],[310493],[330168],[349442],[376251],[398555],[401372],[417518],[420498],[449296],[453390],[473780],[475546],[496777],[502935],[504028],[519081],[528882],[534902],[555647],[559706],[563800],[564893],[583149],[587243],[595316],[607633],[609399],[619496],[622732],[632296],[650011],[651171],[656031],[661732],[675553],[681573],[702318],[706377],[710471],[711564],[718395],[720900],[731729],[734965],[744529],[750666],[753902],[755380],[763466],[778136],[781372],[790936],[808651],[809811],[814671],[820372],[827714],[830559],[838660],[841165],[851994],[855230],[858651],[861156],[871985],[875221],[884785],[887824],[890329],[901158],[904394],[913958],[920095],[923331],[924809],[932895],[944039],[954997],[957842],[965943],[968448],[975843],[978688],[986789],[989294],[1000123],[1003359],[1006444],[1009289],[1017390],[1019895],[1030724],[1033960],[1037381],[1039886],[1050715],[1053951],[1063515],[1073205],[1077122],[1082002],[1086259],[1088080],[1090925],[1098598],[1109556],[1112401],[1120502],[1123007],[1130310],[1141268],[1144113],[1152214],[1154719],[1162114],[1164959],[1173060],[1175565],[1186394],[1189630],[1199286],[1200742],[1208136],[1212124],[1214615],[1236477],[1241357],[1247435],[1250280],[1265032],[1268949],[1273829],[1278086],[1279907],[1282752],[1290425],[1301383],[1304228],[1312329],[1314834],[1328551],[1329749],[1332300],[1337348],[1341405],[1351078],[1363114],[1370508],[1376987],[1394516],[1395972],[1403366],[1407354],[1409845],[1431707],[1436587],[1442665],[1445510],[1455440],[1460447],[1462978],[1481322],[1482778],[1493267],[1500866],[1524927],[1526125],[1528676],[1533724],[1537781],[1559490],[1566884],[1573363],[1586196],[1592861],[1611489],[1612687],[1618198],[1623205],[1645536],[1650670],[1655677],[1658208],[1688497],[1696096],[1714719],[1735991],[1740998],[1746311],[1772802],[1778023],[1784688],[1810025],[1815032],[1861144],[1870389],[1891661],[1896668],[1900990],[1932582],[1969117],[1981018],[2010701],[2049119],[2084766],[2122977],[2192948],[2289027] ] cell #2686 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [129068,570981],[138017,802949],[153459,634592],[164837,879083],[177644,694209],[178205,917473],[194128,732103],[195480,962345],[209594,765762],[210155,997501],[221952,793232],[226023,802844],[233330,1057813],[240653,834957],[243883,842445],[244131,1079785],[246438,1084677],[260390,872359],[261742,1116904],[263465,878978],[274868,901532],[276220,1148616],[290334,935191],[290895,1183772],[294760,944417],[302890,1205952],[302918,732276],[303186,1206196],[305745,962240],[317625,983086],[320855,990574],[321103,1239140],[323410,1244032],[334320,1013687],[337550,1021175],[337798,1271612],[340105,1276504],[343683,796726],[343862,590717],[345035,1287255],[354057,1051089],[355409,1308731],[357132,1057708],[361255,1065705],[369418,1077500],[370458,1334728],[370662,1335171],[380403,1095323],[382822,1098976],[386924,1106223],[387172,1362003],[390952,1368324],[390980,872532],[391248,1368568],[393807,1116799],[401785,1130688],[409915,1401182],[409943,901705],[410211,1401426],[412770,1148511],[416000,907255],[416248,1412508],[416981,689589],[418555,1417400],[424650,1169357],[427880,1176845],[428128,1434370],[430435,1439262],[434013,938685],[434192,713945],[435365,1450013],[437128,1192125],[445640,1203198],[447185,1465364],[453803,1214993],[460550,1225060],[461876,1226938],[465503,1492203],[465531,983259],[465799,1492447],[468713,1236855],[469753,1498246],[469957,1498689],[472815,1244102],[479698,1254678],[481781,1257532],[489944,1269327],[490984,1531104],[491188,1531547],[498074,1542708],[498102,793405],[498370,1542952],[499659,1285731],[500929,1287150],[503348,1290803],[507450,1298050],[507698,1558379],[508415,1044754],[508594,809533],[511478,1564700],[511506,1051262],[511774,1564944],[514333,1308626],[517563,1056812],[517811,1576026],[518544,822687],[520118,1580918],[520506,825545],[528202,1328929],[531178,1332505],[535315,1337726],[539690,1343578],[547538,1354497],[548557,1355614],[549006,1100141],[552715,1621705],[552919,1622148],[556050,1365570],[557376,1367448],[557595,1628122],[561031,1116972],[564213,1377365],[568315,1384612],[568563,1644425],[569280,1127875],[569459,885667],[577877,1137935],[578125,1657220],[579493,1398428],[581038,1660594],[587656,1410223],[588696,1671614],[588900,1672057],[590421,1415142],[594000,1161294],[594403,1420290],[595729,1422168],[595835,923850],[599356,1687433],[599384,1169530],[599652,1687677],[600489,923996],[602566,1432085],[603606,1693476],[603810,1693919],[606668,1439332],[609629,934812],[610696,1705080],[610724,935364],[610992,1705324],[612281,1448489],[613551,1449908],[614112,716130],[621819,1458947],[623145,1460825],[629428,1467587],[631616,1470585],[641488,1222240],[641736,1742541],[642546,1744104],[644204,1486147],[644309,1226694],[648688,1749737],[652307,1496023],[653326,1497140],[653775,1238020],[656444,1501244],[660416,1246615],[660819,1507096],[662145,1508974],[662251,1003878],[665772,1771738],[665800,1254851],[666068,1771982],[666905,1004024],[670362,1259410],[674873,1525305],[675783,1012268],[676139,1784200],[676167,1013860],[676435,1784444],[677849,1528881],[681986,1534102],[686361,1539954],[687906,1798473],[689793,1545593],[693073,1288925],[693830,1036270],[694957,1043800],[695228,1551990],[695677,1291968],[699386,1813532],[699590,1813975],[701353,1571629],[702721,1561946],[704047,1563824],[704266,1819949],[707702,1308799],[710360,1055563],[710884,1573741],[710990,820891],[711924,1830969],[712128,1831412],[713649,1578660],[714986,1580988],[719299,1583989],[723692,1327809],[724066,1589622],[725085,1590739],[734052,1600229],[734501,1340011],[735378,1602107],[735484,855749],[739338,1345456],[743849,1611867],[744759,1093904],[745115,1867321],[745143,1095496],[745411,1867565],[746215,1869020],[748044,1356057],[754315,1623583],[757659,1627043],[757764,1367204],[760598,1630345],[764626,1375487],[765383,1119391],[766510,1126921],[766781,1638036],[767230,1378530],[770939,1895168],[771143,1895611],[772906,1375253],[775128,1902843],[775344,1388472],[776101,1131853],[780459,1654177],[781261,1135607],[781785,1656055],[781891,904913],[782037,1907163],[782241,1907606],[788068,1662817],[790256,1665815],[800128,1417470],[800565,1419173],[800699,1161050],[801186,1930375],[802542,1169055],[807328,1936008],[808881,1167938],[809237,1700287],[810947,1691253],[811966,1692370],[812415,1433250],[815084,1696474],[819188,935939],[819268,1181421],[819459,1702326],[820785,1704204],[821004,1953032],[822891,1707965],[824440,1450081],[828059,1713503],[828937,1713350],[832781,1457841],[833538,1198511],[839564,1723258],[843957,1469465],[844331,1728891],[844436,1470341],[845079,972362],[845350,1730008],[845799,1471750],[848986,1982871],[849202,1475278],[849959,1216158],[854317,1739498],[855119,1219912],[855643,1741376],[855895,1987191],[856099,1987634],[863948,1491327],[865341,1750854],[869363,1497583],[875634,1762222],[876699,1505979],[876833,1246371],[877320,2008494],[878676,1254376],[883462,2014127],[885015,1253259],[885371,1505057],[886713,2017933],[887778,1260286],[887908,2021392],[888107,1519005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] cell #2687 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2688 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2689 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2690 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2691 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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77],[1306250,1822010],[1310928,1575736],[1322755,2078288],[1325130,1842074],[1333927,2086607],[1336205,1851631],[1347451,1862301],[1357025,1870604],[1358197,1871622],[1361713,1624458],[1369443,1882292],[1391055,1902223],[1393451,1656930],[1399905,2140585],[1402301,1912893],[1425283,1434080],[1430512,1939462],[1464411,2195026],[1466786,1972694],[1477861,1982251],[1480257,1742251],[1488648,1991631],[1499723,2001188],[1503239,1763097],[1521506,2020804],[1530303,2245247],[1532581,2030361],[1543827,2041031],[1556969,1558089],[1565819,2061022],[1608068,2096938],[1629544,2114653],[1643015,1644135],[1659641,2341697],[1662016,2142123],[1673091,2151680],[1675487,1928522],[1694953,2170617],[1698469,1949368],[1799895,2255578],[1821371,2273293],[1834842,1835962] ] cell #2692 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [504007,1808533],[520425,2287915],[564872,1890169],[595513,1931194],[608813,2374611],[614003,2186267],[632275,1976768],[661929,2009313],[674105,2427947],[694917,1810356],[709636,2459663],[710082,2283430],[711543,2068899],[730757,2087729],[735162,2091861],[743081,2482995],[763445,2118727],[766470,1891992],[779607,2507282],[780053,2348269],[790915,2146197],[800659,1682582],[807203,2527242],[818189,2376547],[818493,2536064],[820569,2178742],[840721,2196019],[840850,2196314],[845039,1977551],[853465,2556395],[853911,2201598],[871013,2220827],[875418,2224959],[876793,1766887],[883337,2573325],[888201,1520210],[889885,2575645],[892254,2435174],[892558,2577983],[900186,2246369],[904591,2250501],[912510,2440075],[913937,2259652],[921566,2595344],[922012,2050932],[932874,2277367],[933855,2461712],[935899,2070722],[949296,1846931],[953893,2086139],[956628,2296797],[957379,2296941],[966320,1606772],[968004,2618846],[970373,2301321],[970677,2621184],[982730,2315157],[988850,2319247],[988979,2319542],[993168,2119510],[994899,2636681],[1001594,2635584],[1002040,2124790],[1005223,2508826],[1008826,2637859],[1011311,2514002],[1019451,2342690],[1019580,2342985],[1023769,2146980],[1029752,2351138],[1032195,2518106],[1032641,1674328],[1034157,2355270],[1039442,2652617],[1041811,2160900],[1042115,2654955],[1049743,2367498],[1054148,2371630],[1055523,1701335],[1062067,2539370],[1063494,2380781],[1068419,1961895],[1075747,2194454],[1078826,2389432],[1082379,1737401],[1086859,2388300],[1090462,2675301],[1092947,2393476],[1103855,1996488],[1105539,2405619],[1105668,2405914],[1108452,2219237],[1111187,2409419],[1111938,2409563],[1117896,2690276],[1118342,2016838],[1122563,2687228],[1124932,2229876],[1125236,2689566],[1129115,2579354],[1132014,2691360],[1135567,1780496],[1140164,2244779],[1142899,2430650],[1143650,2430794],[1152591,1538963],[1154275,2438190],[1154404,2438485],[1156644,1800821],[1156948,2587502],[1158593,2042347],[1160893,2262199],[1164496,2704121],[1166981,2264248],[1169001,2449010],[1175121,2453100],[1175250,2453395],[1179439,2278150],[1181170,2596441],[1185422,2461548],[1187865,2606168],[1188311,1833683],[1189827,2465680],[1194473,2077716],[1195942,2293292],[1196945,2468620],[1201724,2719749],[1202207,2295579],[1205912,1609174],[1213420,2472329],[1216319,2723310],[1219872,1863617],[1227774,2103854],[1231629,2487465],[1232380,2487609],[1235102,2317682],[1237038,2733498],[1238181,2490995],[1241734,1893071],[1244747,2129275],[1245051,2736039],[1246214,2325810],[1249817,2733421],[1252302,2327859],[1254322,2501028],[1256541,2640899],[1259009,2131029],[1260246,1899682],[1267238,2508379],[1267574,2341125],[1270653,2509958],[1274206,1652080],[1278686,1671739],[1278803,2149139],[1281538,2516541],[1282289,2516685],[1284774,1415102],[1289230,2357629],[1292129,2747495],[1295682,1935055],[1297366,2526145],[1297495,2526440],[1300279,2365908],[1303014,2529945],[1303765,2530089],[1309723,2655665],[1310169,1938719],[1314390,2537485],[1314519,2537780],[1316759,1955380],[1317063,2664474],[1318708,2182603],[1323834,2187261],[1324950,2385902],[1326236,2544192],[1327408,2386756],[1329112,2760977],[1331025,2760900],[1334853,1478981],[1336322,2199666],[1342587,2547232],[1345055,2202582],[1346292,1979710],[1353284,2557492],[1353840,2558797],[1356845,2210814],[1358314,1990435],[1359317,2558950],[1361044,2560558],[1364579,2408201],[1365100,2227940],[1366446,2772107],[1368284,1769289],[1374296,1505017],[1375792,2415538],[1378691,2771886],[1382244,2013174],[1383928,2572228],[1384057,2572523],[1388777,2236500],[1389703,2018350],[1391172,2427145],[1392175,1531229],[1392292,2247872],[1396954,2578693],[1397083,2578988],[1397437,2429432],[1401142,1522612],[1408470,2253124],[1408650,1542668],[1411549,2586140],[1419299,2056301],[1423004,2047811],[1426859,2594490],[1427610,2594634],[1430332,2451535],[1432268,2704198],[1433411,2598020],[1436964,1811435],[1439977,2055417],[1440281,2706739],[1441444,1831094],[1441561,2280309],[1444296,2604603],[1445047,2604747],[1447532,1578620],[1453948,2468467],[1455771,2470228],[1456292,2294094],[1456850,2610620],[1458146,2470958],[1459823,2794932],[1461031,2794711],[1466606,2299605],[1469064,2298362],[1475583,2302916],[1476509,2094484],[1477978,2482193],[1479098,2089232],[1483760,2621894],[1483889,2622189],[1484442,2623265],[1487352,2310489],[1488468,2104014],[1489754,2623381],[1490926,2488319],[1492163,1876867],[1495546,1625830],[1495925,2803664],[1498371,1641739],[1499840,2113457],[1506105,1877571],[1509810,2121669],[1513665,2634730],[1514416,2634874],[1519131,2133078],[1521326,2506428],[1522432,2344217],[1523784,1907288],[1523901,2339241],[1525488,2637936],[1526650,2640333],[1527401,2640477],[1532698,2346337],[1541431,2349253],[1550216,2652464],[1553221,2158606],[1554690,1933412],[1555693,1693601],[1555810,2369001],[1557420,2654225],[1560955,2528727],[1561476,2158964],[1562822,2747716],[1564660,1684984],[1570672,1700247],[1571988,2374253],[1572168,1705040],[1575067,2663112],[1583109,2821473],[1584808,2544076],[15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] cell #2693 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [322799],[388880],[429824],[440308],[467444],[509406],[519507],[525141],[574161],[592673],[601297],[608624],[637772],[671812],[673916],[685908],[709615],[740788],[742892],[779076],[779586],[792090],[807014],[852934],[853444],[883148],[889864],[891363],[905874],[921035],[921545],[967983],[969482],[1001063],[1001573],[1008527],[1010370],[1039421],[1040920],[1090163],[1092006],[1107685],[1122542],[1124041],[1132422],[1164197],[1165637],[1166040],[1201703],[1216727],[1233980],[1249518],[1250958],[1251361],[1292537],[1293720],[1330726],[1342083],[1354286],[1363399],[1379099],[1380282],[1423902],[1446188],[1454394],[1461439],[1472382],[1484842],[1510708],[1538459],[1576658],[1585208],[1595676],[1602721],[1614339],[1667612],[1705938],[1713791],[1724477],[1787503],[1794548],[1849470],[1910748],[2028200], [86440,370685],[91219,383301],[115207,302862],[121073,314031],[124352,469192],[124687,469980],[133240,491211],[144773,144823],[150413,243738],[152152,536582],[157480,253530],[159695,552942],[161560,390213],[161963,390924],[172336,409887],[175547,588923],[176159,797123],[181481,603045],[181816,603833],[191989,192039],[193926,628845],[195089,450565],[200908,200958],[202845,646560],[204008,465475],[206072,320128],[206548,320710],[208287,657711],[218906,337405],[220645,683253],[222913,498046],[223641,689816],[228188,699613],[230053,510739],[230456,511450],[233667,712151],[234279,939082],[244605,534358],[245827,373425],[254979,550718],[256201,386779],[258251,258301],[260188,760015],[261351,560975],[265630,771166],[271680,782264],[272729,272779],[274666,787485],[275829,584418],[278369,415855],[279380,590393],[280108,798636],[283585,805200],[284748,599328],[285480,1045151],[286812,427153],[287288,427735],[289027,816351],[291295,610668],[292023,822914],[298717,298767],[300818,446871],[303294,628555],[311920,856122],[312698,462643],[315174,646270],[321577,655487],[326786,881334],[327949,665744],[328681,1128272],[330400,887931],[334878,676111],[338272,681029],[339494,493951],[343481,910507],[344644,691286],[347577,1163677],[348646,697389],[349868,507305],[350869,924223],[351918,351968],[353855,929444],[355018,707646],[357558,517418],[358569,713621],[359297,940595],[362486,363348],[368149,532254],[374759,963606],[376483,966050],[380961,745087],[381553,549544],[391356,759725],[396690,1248998],[397759,768942],[398981,568170],[399982,1004251],[401326,1006007],[401888,775100],[405742,405792],[406802,577732],[407843,580724],[410319,787195],[416722,796412],[417792,1032464],[417944,591663],[418945,1034852],[419723,596496],[420730,1037488],[420867,1291186],[422199,804910],[425208,809209],[428602,814127],[433811,1060064],[434974,824384],[435706,1320099],[438204,439134],[449528,1082109],[451583,1341229],[452020,846581],[453344,1087643],[453906,848958],[457760,457810],[458820,641343],[474054,1118165],[474771,662912],[475778,1120609],[475915,1377748],[477247,881044],[480256,885343],[481328,668366],[481504,886986],[481660,1129880],[483012,483874],[488675,678925],[495285,1149877],[496002,687592],[497009,1152321],[498478,910217],[500133,912321],[501487,914516],[502079,696215],[502889,1161677],[503451,917059],[503547,1421360],[511882,929154],[517216,1444228],[518285,938371],[519355,1188134],[527245,726316],[529114,1200849],[534856,1207699],[535418,959820],[537152,1470968],[537773,963316],[539237,737342],[539413,965105],[539569,1214185],[540921,541783],[559938,1241464],[562430,994710],[562944,767768],[563754,1246998],[564316,997087],[564412,1508166],[569839,773080],[570681,1005876],[572057,572987],[575023,789299],[583381,1273936],[585436,1537605],[585873,1025311],[586387,794308],[587197,1279470],[587759,1027688],[590825,1032174],[594126,1036543],[594282,1289995],[607907,1309992],[609768,1574124],[611100,1059774],[612755,1061878],[620436,832537],[620946,836033],[622686,1329312],[623248,1074387],[624888,1077662],[624975,1594497],[629151,1081164],[629307,1336918],[630659,638634],[631815,1601299],[633450,846938],[634292,1087512],[635668,636598],[648374,866572],[650243,1363221],[655985,1370071],[656547,1114379],[658902,1117875],[660542,1119664],[660698,1376557],[667469,885800],[672742,902608],[681527,1402929],[682089,1146091],[683823,1666198],[684444,1149587],[685572,1154254],[686084,1151376],[686240,1409415],[693909,1161546],[698251,931258],[706609,1436694],[709101,1180981],[711083,1703396],[714053,1187844],[720435,944579],[720522,1453215],[721934,948081],[724808,1199904],[724964,1460017],[727032,1203486],[727398,1723345],[731803,1207568],[733179,741718],[736445,963919],[751606,980666],[752116,984162],[753856,1492830],[754418,1233742],[756058,1237017],[760321,1240519],[760477,1500436],[761829,769804],[765462,1246867],[778740,1019430],[783528,1269489],[783615,1786324],[787791,1272991],[787947,1533294],[790455,1793126],[792932,1279339],[805840,1052165],[814625,1566447],[815187,1306206],[817542,1309702],[818670,1314369],[826644,1321239],[829797,1065993],[830163,1584076],[831237,1329091],[831640,1070075],[834657,1329181],[836592,1848586],[836998,1332745],[840700,852598],[860691,1099138],[860778,1615973],[862190,1102640],[865064,1362276],[865220,1622775],[867288,1365858],[872059,1369940],[873435,881974],[892735,1396933],[896461,1398716],[896827,1909616],[901232,1402798],[920699,1175100],[925487,1432247],[929750,1435749],[929906,1695666],[942984,1452168],[945745,1712907],[946151,1192365],[947334,1459235],[958520,1470747],[970854,1483739],[974773,1484757],[977926,1225348],[978292,1744191],[979366,1227100],[979769,1229430],[982786,1492699],[985127,1496263],[988829,1000727],[1009967,1525467],[1015322,2027316],[1015728,1529121],[1042292,1297345],[1046018,1562234],[1050789,1566316],[1064716,1582605],[1067333,1585123],[1069317,1589862],[1080417,1600517],[1091603,1612029],[1097543,1614926],[1100304,1868577],[1100710,1354737],[1101893,1355902],[1105518,1107349],[1113079,1367610],[1125413,1383907],[1133605,1654465],[1144791,1665977],[1157125,1678969],[1171398,1691493],[1193687,1714378],[1204826,1724392],[1206810,1729131],[1217910,1739786],[1224071,1742720],[1228672,1486387],[1239772,1497428],[1243397,1245228],[1261144,1781689],[1272244,1792344],[1283430,1803856],[1304906,1563986],[1317240,1580283],[1322757,1840115],[1334067,1850057],[1347190,1864810],[1369182,1627283],[1400056,1910663],[1402040,1915402],[1413140,1926057],[1435002,1692658],[1438627,1440458],[1464413,1970735],[1530443,2028787],[1543566,2043540],[1565558,1819110],[1659643,2140164] ] cell #2694 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [138019,1038147],[164839,1121268],[178202,1163203],[195482,1211464],[210152,1248524],[213266,776490],[225973,1039992],[233332,1313095],[244133,1335586],[246435,1340755],[247877,850348],[261744,1373836],[263415,1123113],[276222,1406694],[281648,918449],[290892,1443754],[303031,1465735],[303183,1466202],[304082,969594],[305695,1212230],[321105,1499104],[323407,1504273],[324849,998477],[337800,1531962],[340102,1537131],[341544,792202],[345037,1548220],[355411,1570212],[357082,1314940],[366768,1074737],[368535,1333343],[370388,1595904],[370786,1092318],[370819,1596164],[387174,1622563],[391093,1628493],[391245,1628960],[392144,1124153],[393757,1374602],[410056,1660965],[410208,1661432],[411107,891475],[412720,1407460],[416250,1672472],[418552,1677641],[428130,1694334],[430432,1699503],[431874,934161],[435367,1710592],[439520,1192963],[444656,1463262],[447121,1724707],[447406,969763],[465644,1750108],[465796,1750575],[466063,1234092],[467830,1496861],[469683,1756019],[470081,1251673],[470114,1756279],[487294,1011617],[489061,1529719],[490914,1787731],[491312,1010682],[491345,1787991],[498215,1798844],[498367,1799311],[499266,796662],[499661,1545288],[500879,1285080],[507700,1814390],[511619,1820320],[511771,1820787],[512670,1041032],[514283,1570978],[517813,1831827],[520115,1836996],[520508,1319923],[524100,1321606],[525527,1590460],[530148,1593822],[545203,1093253],[549930,1355335],[552645,1874422],[553043,1363711],[553076,1874682],[555066,1626020],[557531,1880377],[557816,1124322],[568565,1896026],[573373,1130552],[578127,1908021],[578509,1658492],[580974,1910978],[581259,891644],[586773,1410087],[588626,1921444],[589024,906186],[589057,1921704],[590562,1673935],[590714,689917],[599497,1936379],[599649,1936846],[599916,1167287],[601683,1692091],[603536,1942290],[603934,1166352],[603967,1942550],[609631,1443061],[610837,1953403],[610989,1953870],[611888,938621],[612283,1707660],[613501,1447838],[614109,1190623],[617850,1452540],[618915,1718752],[628941,1729729],[636984,1214857],[641738,1988049],[642408,1989302],[645229,1485124],[646656,1486985],[648624,1994297],[648909,1234261],[651277,1753937],[657812,1505237],[665913,2014498],[666065,2014965],[666332,1252608],[670771,1257662],[672198,1782287],[673128,1533966],[675785,1526521],[676280,2025906],[676432,2026373],[676819,1785649],[685377,1540084],[687842,2039116],[688127,792371],[689519,796947],[689950,1800715],[696601,1290667],[699316,2053152],[699714,1295902],[699747,2053412],[700960,1044690],[701355,1816626],[701737,1817847],[704202,2059107],[704487,1041201],[710001,1573605],[710425,1573064],[710987,1313511],[711854,2069573],[712252,1055743],[712285,2069833],[713790,1833290],[713942,823015],[719161,1839745],[721006,1844740],[731148,1854431],[739747,1343708],[741174,1865408],[742104,1337590],[744761,1613083],[745256,2102040],[745408,2102507],[746081,2103619],[748403,1356472],[749020,1615298],[750085,1616340],[760111,1627881],[762364,1374771],[768154,1377229],[770869,2127010],[771267,1382464],[771300,2127270],[772513,1127811],[772908,1898262],[777209,2132219],[777555,1905023],[778545,1662947],[779972,1655919],[781326,1655378],[781888,1407110],[781967,2137728],[782365,1135787],[782398,2137988],[787581,1916000],[801048,2158731],[801464,1161158],[803869,1420420],[805296,1422032],[806226,1696338],[807264,2163726],[807549,1167456],[808883,1688893],[809378,1938326],[809530,924324],[809917,1940208],[816452,1700467],[818475,1702456],[819182,1443283],[819338,1702345],[820940,2179372],[821225,934330],[822617,938906],[823048,1955274],[828803,1961660],[836419,1460689],[839426,1970365],[841271,1975360],[851067,2203772],[851413,1985051],[852403,1467717],[853830,1741240],[855184,1740699],[855746,1211880],[855825,2209281],[856223,1220092],[856256,2209541],[859417,1486518],[861262,1744563],[869722,1497998],[871404,1754979],[877182,2227707],[877598,1246479],[880003,1507226],[881430,1508838],[882360,1501108],[883398,2232702],[883683,1252777],[885017,1773198],[885512,2016445],[885664,1004352],[886573,2236206],[888590,2018475],[889006,1259274],[889951,1777940],[890068,2237551],[890435,2023470],[892540,1782696],[894237,1536660],[894393,1782585],[895133,2242648],[895418,1011786],[900577,2033161],[910603,2044138],[915039,1289055],[915510,2262259],[917832,1291828],[919168,2047263],[919514,1552120],[920504,1822302],[921931,1815274],[923285,1814733],[923847,1038563],[923926,1044975],[924357,2055311],[929540,1819708],[931793,1571147],[934891,1573993],[940696,1578840],[949685,2293861],[950101,1327673],[952595,1590869],[956086,2085904],[961633,1601087],[963702,1601971],[964692,2302622],[966709,2094609],[967125,1345320],[968070,1861061],[968187,2303967],[968554,2099604],[970659,1865817],[972356,1340284],[972512,1865706],[973252,2309064],[973537,1093422],[976932,1616600],[984548,1623447],[987555,1627414],[989400,1879387],[995067,1375617],[995538,2325870],[997860,1378390],[999196,2121121],[999542,1638166],[1000532,1630475],[1001959,1896910],[1003313,1896369],[1003875,1121684],[1003954,1128096],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] cell #2695 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [322846],[389697],[429871],[442775],[468232],[510223],[519554],[527721],[576628],[592720],[602085],[609441],[640239],[674392],[675595],[685955],[710403],[743368],[744571],[779123],[781304],[792093],[808693],[852981],[855162],[884827],[889929],[891366],[905875],[921082],[923263],[968048],[969485],[1001110],[1003291],[1008530],[1010371],[1039486],[1040923],[1090166],[1092007],[1107732],[1122607],[1124044],[1132423],[1164200],[1165702],[1166041],[1201768],[1216728],[1233983],[1249521],[1251023],[1251362],[1292538],[1293723],[1330729],[1342148],[1354289],[1363400],[1379100],[1380285],[1423903],[1446253],[1454397],[1461440],[1472385],[1484843],[1510709],[1538524],[1576661],[1585209],[1595679],[1602722],[1614340],[1667615],[1705939],[1713792],[1724478],[1787506],[1794549],[1849471],[1910749],[2028201], 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,[1113144,1632385],[1126403,1382893],[1133608,1388760],[1136216,1139061],[1144856,1664857],[1171399,1419413],[1178961,1700896],[1193688,1714310],[1204829,1724322],[1206811,1728052],[1217913,1475566],[1220521,1223366],[1224072,1742719],[1228673,1748898],[1239775,1759526],[1261145,1519245],[1272247,1791238],[1283495,1541994],[1304971,1824212],[1318230,1579269],[1322758,1840114],[1334068,1849989],[1347191,1605807],[1369183,1883722],[1400059,1910593],[1402041,1914323],[1413143,1670796],[1415751,1418596],[1435005,1945797],[1464414,1970734],[1530444,2028719],[1543567,1797634],[1565559,2062452],[1659644,2140163] ] cell #2696 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [347392,1552410],[396505,1638456],[421188,1681768],[451398,1730428],[476236,1766073],[481689,1259873],[503576,1554317],[517031,1830283],[520482,1581760],[533681,1851178],[537473,1855845],[539598,1345919],[561808,1886098],[564441,1640363],[585251,1916699],[594311,1422631],[609605,1702057],[610089,1952344],[614078,1451089],[627730,1972016],[628082,1972293],[629336,1478725],[631844,1731229],[654810,2000735],[658602,2005402],[660727,1509437],[675759,1781218],[680352,2029908],[684144,2034575],[686269,1278430],[690223,2043069],[692119,2044837],[708479,2064828],[710424,1827787],[710956,1575003],[711112,1832190],[724993,1591960],[727427,1849282],[729820,2087154],[730270,2087400],[730298,1348311],[744735,1864339],[753543,2109035],[758900,2113975],[759252,2114252],[760506,1641483],[763014,1886899],[781325,1904047],[781857,1667077],[786370,2141445],[786722,2141722],[787976,1391919],[790484,1917500],[795735,2151227],[796909,2153504],[797441,911252],[799527,2155894],[808857,1935777],[813450,2170164],[817242,2174831],[819185,1703325],[819339,1949938],[819367,1441188],[823321,2183325],[825217,2185093],[830192,1713603],[836899,1970023],[839889,2195796],[840346,1219019],[855183,1984075],[855715,1471847],[864573,2215682],[864925,2215959],[865249,1752075],[867683,1998839],[870076,2220252],[870526,2220498],[870554,1511829],[884991,2013896],[889950,2020126],[894240,1793055],[894394,2022530],[894422,1523528],[896856,2028012],[899249,2245794],[899699,2246040],[899727,1262265],[909392,2254900],[909744,2255177],[910816,1030974],[910970,2257304],[910998,1030799],[913506,1801917],[922972,2267675],[923284,2052176],[923816,1292065],[924630,2278872],[928329,2272615],[928681,2272892],[929935,1555437],[932443,2065629],[934892,1829706],[937694,2282397],[938868,2284674],[939400,1060809],[941486,2287064],[946052,1839403],[947729,2082861],[953520,2085621],[968069,2096260],[972359,1601228],[972513,2098664],[972541,1610090],[978321,1869273],[981793,2314582],[982243,2314828],[982271,1624198],[985028,2111982],[988018,2319024],[988475,1381391],[1003000,2331286],[1003312,2126034],[1003844,1378627],[1004658,2120232],[1005377,1908564],[1008894,2132585],[1008922,1648325],[1013388,1916122],[1015260,2340399],[1015629,2139452],[1018619,2342467],[1019076,1134714],[1026030,1153900],[1026422,1919917],[1028815,2350563],[1029265,2350809],[1029293,1150553],[1039507,2160382],[1043303,2362353],[1043655,2362630],[1043797,1421289],[1043951,2162786],[1043979,1685900],[1044937,2372376],[1045469,1170538],[1046413,2168268],[1048806,2366923],[1049256,2367169],[1049284,1425023],[1058949,2376029],[1059301,2376306],[1060373,1186644],[1060527,2378433],[1060555,1186469],[1063063,1956476],[1068046,1961377],[1069218,2191354],[1080812,1976121],[1087013,1722293],[1090530,2204138],[1090558,1733646],[1095024,1729851],[1096896,2401264],[1097518,2403074],[1100611,1988960],[1102288,1745324],[1104707,2405396],[1105164,1494247],[1108079,2218719],[1115984,1762837],[1122628,2229358],[1126424,2420262],[1126776,2420539],[1126918,1508095],[1127072,2231762],[1127100,1770205],[1128058,2225705],[1128590,1255859],[1129256,2026850],[1132017,2237698],[1132323,1775400],[1134000,2241501],[1135106,2031634],[1139082,2428503],[1139434,2428780],[1139791,2244261],[1150453,2037251],[1153443,2437967],[1161047,1549914],[1161477,2451449],[1164564,2263755],[1164592,1807680],[1168064,2448435],[1168514,2448681],[1168542,1556709],[1169058,1551833],[1170102,1298822],[1170256,2457877],[1170284,1298647],[1171299,2270622],[1174289,2452877],[1174746,1294829],[1181700,1314015],[1182092,2068046],[1184485,2460973],[1184935,2461219],[1184963,1310668],[1193662,2290452],[1195569,2292774],[1197099,1841396],[1201789,2294650],[1206711,2090543],[1213561,1848120],[1216322,2304114],[1216628,1858521],[1218305,2307917],[1219411,1852904],[1223387,2483551],[1223739,2483828],[1224334,2485392],[1226884,1617155],[1227401,2103336],[1228573,1869462],[1240167,1880148],[1243043,1635143],[1246368,1635960],[1246798,2317596],[1249885,2327366],[1249913,1889316],[1253385,2500453],[1253835,2500699],[1253863,1642755],[1254379,1637879],[1255423,1385384],[1255577,2324024],[1255605,1385209],[1256544,2138707],[1259163,1648876],[1259593,2505157],[1261045,2338025],[1262165,2142924],[1263450,1396579],[1263842,2137241],[1266301,2507804],[1266751,2508050],[1266779,1393191],[1272639,2145550],[1289345,2523600],[1289371,1679362],[1289573,1420021],[1289801,2528629],[1289829,1419772],[1292132,2358827],[1292438,1929959],[1294115,1681976],[1295221,2171890],[1296534,2525922],[1296991,1426208],[1299906,2365390],[1307811,1949108],[1310568,2177507],[1313558,2537262],[1323020,2383829],[1326377,1963156],[1327562,1717776],[1327992,2384631],[1331093,2387524],[1331121,1967812],[1334042,2194106],[1335949,2198902],[1342590,1969278],[1345209,1734197],[1345639,2554270],[1347091,2398890],[1348211,1973495],[1349496,1483385],[1349888,2208794],[1352347,2556917],[1352797,2557163],[1352825,1479997],[1356034,1745168],[1357941,1989671],[1359471,1990953],[1367394,1755794],[1369083,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] cell #2697 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [77022,797371],[103438,911022],[109145,939330],[115957,730322],[129070,570911],[135281,1029317],[136203,1031028],[139759,1045399],[143319,1060579],[151456,840400],[153461,634522],[162713,870578],[166579,1128520],[173086,899751],[174851,1153954],[177646,694139],[179135,1167984],[180283,1170308],[183857,1184987],[184779,1186698],[194130,732033],[204423,982295],[207591,988529],[209596,765692],[211085,1253305],[212233,1255629],[216781,1266803],[219949,1019130],[221954,793162],[225306,1289853],[226025,595086],[226898,1295508],[228641,1298876],[231206,1049308],[232971,1314069],[235072,825591],[240655,834887],[246965,1093950],[251392,1352849],[253873,1102312],[256841,1105218],[260392,872289],[261766,1116008],[262748,1376415],[263467,661502],[264340,1382070],[266083,1385438],[268351,1389400],[271319,1396633],[274870,901462],[281088,1419547],[281384,1420075],[282267,503804],[283192,1425714],[285163,1168566],[288331,1174800],[290336,935121],[291825,934858],[292973,941948],[294762,946597],[298478,1458769],[305747,734735],[306144,1219698],[308591,1476206],[311559,1483439],[314059,748219],[314355,1229118],[317627,983016],[320471,1240191],[323439,1243097],[324289,1506353],[324585,1506881],[325468,564669],[326393,1512520],[328364,1253887],[330754,1519379],[331050,1519907],[334322,1013617],[340632,1012314],[345059,1549225],[345573,1549798],[345777,1550109],[347153,421084],[347540,1294139],[350508,1297045],[354059,1051019],[355433,1307835],[356415,1056334],[357134,820142],[358007,1055349],[361187,1068076],[365497,1588917],[365793,1589445],[368513,1342835],[369420,837444],[373136,1600051],[373768,1080836],[373994,632072],[374366,1349002],[376837,1605941],[377133,1606469],[380405,1095253],[382824,1101156],[383074,1357971],[383278,859312],[386540,1621527],[390241,869538],[390537,1369628],[393809,874991],[394686,1635844],[394890,1636155],[396266,476132],[396653,1380701],[399621,1383607],[401787,1132868],[402037,1648760],[402241,1649071],[405503,1136378],[412772,904164],[413169,1135393],[415616,1671436],[418584,1678669],[419175,1679266],[421380,1424348],[424652,1169287],[427496,1435421],[430464,1438327],[431314,1181341],[432493,711340],[433418,1181206],[435389,1449117],[437058,717741],[439498,1457098],[441517,1717660],[441721,1717971],[445063,1473397],[445572,953550],[447830,730659],[449882,1728186],[450178,1728714],[450593,961449],[450889,1207256],[451159,537369],[451546,1472801],[453805,1217173],[454055,1734081],[454259,1734392],[457521,1220683],[460482,1227431],[461233,976645],[464792,1749032],[465088,1749560],[468715,985573],[468965,1499497],[469169,987450],[472431,1760166],[473289,763242],[474223,1763571],[476428,1511154],[479700,1254608],[481713,1259903],[482464,1776229],[486023,1263091],[489039,1256789],[489946,1016174],[493662,1791878],[494294,1272663],[494520,790712],[494892,1262956],[497363,1797768],[497659,1798296],[500931,1033730],[503350,1292983],[503600,1554347],[507066,1296493],[510767,1048268],[511063,1566004],[514335,1053721],[515416,1310304],[516792,609985],[517179,1577077],[520147,1579983],[522284,1839588],[524507,1587779],[526697,1843704],[528204,1069763],[529935,1603456],[531108,838006],[533059,839919],[533548,627584],[533576,628073],[535317,1348756],[535567,1853339],[535771,1853650],[536355,1335979],[536559,1083742],[537665,1603167],[539622,1345949],[540373,1859350],[543932,1349137],[547468,857997],[549908,1619856],[551927,1873330],[552131,1873641],[555982,1108109],[556733,1110358],[558240,870915],[560292,1883856],[560588,1884384],[561569,658498],[561956,1635559],[564215,1379545],[564465,1640393],[567931,1383055],[573351,1387729],[575574,1392827],[578916,1386591],[579425,1139821],[581683,900088],[583735,1914457],[584031,1914985],[584446,1147720],[584742,1402486],[585012,684040],[585399,1668031],[587658,1150998],[587908,1920352],[588112,1920663],[591374,911539],[592006,1413559],[592232,913734],[594335,1422661],[598645,1425849],[602568,1171844],[602818,1694727],[603022,1173721],[606284,1946437],[607142,932671],[610281,1706384],[613553,1189400],[615939,1961519],[617637,1716624],[621751,1195599],[623147,1461885],[624831,1464706],[625698,1970208],[627409,729870],[627921,730147],[629360,1478755],[630111,1974324],[630973,1210044],[631868,1731259],[636962,1474535],[639185,1479633],[643413,1989145],[645636,1747894],[647826,1993261],[649333,982632],[652237,986135],[654188,988048],[654677,758754],[654705,759243],[656446,1512274],[656696,2002896],[656900,2003207],[658794,1763282],[659451,1256146],[660751,1509467],[665061,1512655],[671178,1518241],[674875,1261590],[676606,1516894],[677779,1016736],[679730,1018649],[680219,786224],[680247,786713],[681988,1262710],[682238,2032069],[682442,2032380],[683026,1532355],[683230,1275569],[684336,1794994],[686293,1278460],[687044,2038080],[688551,1029654],[690603,1031203],[691314,1286359],[691610,1544012],[691880,799423],[692267,1546288],[696579,1551247],[698802,1556345],[702653,1299936],[703404,1302185],[704911,1049645],[706963,2062586],[707259,2063114],[708240,817138],[708627,1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] cell #2698 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [77029,797227],[103414,911014],[109152,939186],[134914,1029309],[136169,1031036],[139766,1045255],[143295,1060571],[143855,1320203],[166586,1128376],[169388,899743],[174406,1153962],[180016,1165861],[180259,1170300],[183490,1184979],[184518,1446412],[184745,1186706],[185439,1450851],[198688,730314],[211966,1251182],[212209,1255621],[215550,1019138],[216011,1266795],[217169,1538683],[221412,793170],[225253,1289845],[227508,1049300],[228033,1293293],[228607,1298884],[232526,1314077],[232673,1572783],[233512,1576231],[250161,840408],[250622,1352841],[251780,1342307],[262695,1376407],[264950,870570],[265475,1379855],[266049,1385446],[268298,1389392],[269713,901470],[270398,1396641],[270545,1653991],[271525,1667185],[281227,1419408],[281316,1420083],[283932,1174808],[284393,1168558],[284546,1423475],[289794,935129],[289908,1701444],[291093,1705511],[298425,1458761],[308538,1476198],[309953,732041],[310638,1483447],[310785,1739312],[311765,1471955],[318231,982287],[324428,1506214],[324517,1506889],[327133,988537],[327594,1253879],[327747,1510281],[329465,1785272],[330893,1519240],[330982,1519915],[331490,570919],[333227,1013625],[333341,1780605],[334676,1794121],[344289,1549217],[345565,1549852],[345936,1549980],[347487,1294131],[348902,1051027],[349587,1297053],[349734,1813346],[356057,1827853],[365636,1588778],[365725,1589453],[373083,1600043],[375548,1593445],[376976,1605802],[377065,1606477],[377573,634530],[379310,1095261],[379424,1863726],[380759,1602294],[383708,1102304],[386487,1621519],[388034,1105226],[394413,1116000],[394678,1635898],[395049,1636026],[396600,1380693],[398015,872297],[398700,1383615],[398847,1894982],[400837,1908630],[401643,1132876],[401762,1901574],[402029,1648814],[402400,1648942],[405145,1904113],[415563,1671428],[417663,1678677],[417810,1414657],[419183,1679310],[421223,695152],[421312,1424356],[421820,694147],[423557,1169295],[423671,1935164],[434619,1449109],[441242,1715303],[441509,1717714],[441880,1717842],[450021,1728047],[450110,1728722],[451493,1472793],[452855,1722359],[453661,1217181],[453780,1981602],[454047,1734135],[454418,1734263],[457163,1984141],[461416,748211],[461948,1229126],[464931,1748893],[465020,1749568],[466633,983024],[469599,1240183],[472378,1760158],[473925,1243105],[474072,1774190],[474231,1763615],[476271,766705],[476360,1511162],[476868,765700],[478605,1254616],[478719,2013283],[480561,2026520],[481705,1259908],[482159,2020192],[482472,1776273],[493609,1791870],[497502,1797629],[497591,1798304],[499836,1033738],[499950,1544889],[503206,1292991],[503325,2049703],[503592,1554352],[503963,595587],[505427,595094],[506708,2052242],[514939,1307827],[517126,1577069],[519226,1579991],[519373,1578175],[522276,1839692],[526392,1841462],[526705,1843748],[529493,834895],[535173,1348764],[535292,1079437],[535559,1853393],[535930,1853521],[536989,1080828],[537508,845274],[537597,1603175],[538470,1847790],[539614,1345954],[540068,2096326],[540381,1859394],[547156,1101164],[548283,1357976],[548437,859320],[551652,1870973],[551919,1873384],[552290,1873512],[556916,869530],[557448,1369636],[560431,1883717],[560520,1884392],[561903,1635551],[562133,874999],[562247,1897863],[564071,1379553],[564190,2123561],[564457,1640398],[564828,662003],[566292,661510],[567573,2126100],[570780,2132255],[583874,1914318],[583963,1914993],[585346,1668023],[587514,1151006],[587633,1412160],[587900,1920406],[588271,1920534],[591016,1674237],[594327,1422666],[594781,2160448],[603452,1435413],[606231,1946429],[607778,1438335],[607925,1689885],[610124,936134],[610213,1706392],[612458,1189408],[612572,1707261],[615947,1961608],[617458,946605],[619669,1962826],[623003,1461893],[623122,2193532],[625690,1970312],[628117,957491],[629352,1478760],[629806,1205821],[630119,1974368],[631156,961441],[631688,1207264],[631860,1731264],[632231,735236],[632907,734743],[634391,2203808],[642056,1227436],[643405,1989249],[643905,976793],[647521,1991019],[647834,1993305],[651925,985581],[652945,2010832],[653052,1499502],[653206,987458],[656302,1512282],[656421,1238792],[656688,2002950],[657059,2003078],[658637,993403],[658726,1763290],[659093,2016747],[660743,1509472],[661197,2229424],[681844,1262718],[681963,1271264],[682230,2032123],[682601,2032251],[683660,1272655],[684179,1024004],[684268,1795002],[686285,1278465],[686739,1542577],[687052,2038124],[692214,1546280],[694008,2263425],[703587,1048260],[704119,1566012],[707102,2062447],[707191,2063122],[708574,1827378],[708804,1053729],[708918,1816227],[710742,1311121],[710861,1575678],[711128,1832225],[711499,820643],[712963,820150],[714244,1833592],[717889,828418],[718809,1068081],[721654,1069771],[724704,2084897],[725009,1591995],[725463,2294716],[727443,1849317],[728180,2085852],[729691,837452],[730713,841919],[731902,1080144],[733778,1335984],[733932,1083750],[745696,858145],[747117,2103567],[750839,2104785],[754173,1624651],[754292,1361655],[755511,1108114],[756860,2112271],[757259,2123783],[757360,1110506],[759287,1112050],[760522,1641518],[760976,1368193]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] cell #2699 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [421224,1681805],[435602,1711221],[476272,1766110],[503965,1808511],[515846,1828510],[520403,1582089],[537509,1855882],[564830,1890147],[570921,1389681],[576004,1904770],[595096,1683676],[608259,1949983],[608791,1704341],[610125,1952381],[628118,1972330],[632233,1976746],[634532,1476487],[639615,1984798],[658638,2005439],[661512,1767981],[673551,2022575],[674083,1794071],[684180,2034612],[694149,1553199],[699232,2052899],[709284,1829751],[709438,2066594],[711501,2068877],[730468,2087445],[730715,2087707],[732043,1608972],[734745,1856674],[742527,2098709],[743059,1602244],[759288,2114289],[763403,2118705],[765702,1639245],[770785,2126757],[776875,2132630],[779255,1916167],[779409,2134859],[786758,2141759],[790873,2146175],[793172,1408448],[798255,2154227],[799563,2155931],[806649,2162831],[807181,1422305],[817278,2174868],[818141,1951833],[820152,1954252],[834897,1720995],[837454,1970576],[839926,2195813],[840410,1478933],[840523,2196028],[850733,2204183],[853113,1729896],[853267,2206412],[864961,2215996],[870724,2220543],[870971,2220805],[872299,1769087],[875001,2006231],[876520,2226428],[882783,2231807],[883315,1509111],[886291,2026895],[889687,2237930],[892206,2034064],[899897,2246085],[900144,2246347],[901472,1522410],[904174,2035404],[909780,2255214],[911956,2257349],[912488,1031303],[913895,2259630],[918834,2263800],[921214,1551878],[921368,2266029],[928717,2272929],[932832,2277345],[935131,1571966],[940214,2285397],[941522,2287101],[946607,1839956],[953557,2085638],[956606,2296780],[957055,1348439],[964410,1848165],[967806,2304346],[970325,1855334],[982441,2314873],[982688,2315135],[983026,1876665],[985583,2112535],[988055,2319041],[988539,1641691],[988652,2319256],[994345,2324069],[994877,1385713],[998862,2327411],[1001242,1637924],[1001396,2329640],[1005175,2138939],[1008053,2335133],[1013627,1653174],[1016184,2140005],[1018656,2342484],[1019140,1392127],[1019253,2342699],[1029463,2350854],[1029710,2351116],[1031038,1156596],[1031843,1155728],[1031997,2353083],[1033740,1924766],[1035848,1679407],[1039244,2359059],[1041763,1681257],[1043691,2362667],[1049454,2367214],[1049701,2367476],[1051029,1684782],[1053731,2175660],[1055250,2373099],[1059337,2376343],[1061513,2378478],[1062045,1186973],[1063452,2380759],[1068083,1961394],[1069773,2191907],[1070566,1963201],[1075122,2387569],[1075725,2194437],[1086811,1969510],[1089689,2395998],[1095263,1738495],[1101166,1989513],[1104744,2405413],[1105228,1752283],[1105341,2405628],[1108116,2218736],[1108919,2408148],[1111165,2409402],[1111614,1511957],[1117544,1515991],[1117698,2413952],[1118969,1763712],[1122365,2416968],[1124884,1765562],[1126812,2420576],[1128913,2243613],[1131431,1776370],[1132878,1775851],[1139470,2428817],[1139828,2244278],[1142877,2430633],[1143326,1262393],[1150681,1281965],[1151008,2037702],[1153480,2437984],[1153964,1278638],[1154077,2438199],[1160845,1806228],[1163723,2445543],[1168712,2448726],[1168959,2448988],[1169297,1812529],[1171854,2271175],[1174326,2452894],[1174810,1555645],[1174923,2453109],[1180616,2457922],[1181148,1299151],[1185133,2461264],[1185380,2461526],[1186708,1316711],[1187513,1315843],[1187667,2463493],[1189410,2072895],[1194451,2077699],[1195606,2292791],[1196409,2469146],[1196897,2079290],[1198089,1843845],[1201526,2471677],[1207266,2091346],[1213218,2084973],[1215736,1859491],[1217183,1858972],[1223775,2483865],[1224371,2485409],[1227438,2103353],[1229128,1870265],[1229921,2105160],[1231607,2487448],[1232056,1624326],[1235080,2317665],[1235625,1636683],[1235853,2489872],[1243107,1887107],[1244699,1385448],[1246166,1887864],[1249044,2497561],[1254033,2500744],[1254280,2501006],[1254618,1894165],[1258961,1900124],[1259910,1899358],[1261600,2338578],[1262720,2143375],[1266949,2508095],[1267196,2508357],[1267552,2341108],[1278467,2148815],[1281516,2516524],[1289028,1679311],[1292993,1930410],[1296571,2525939],[1297055,1686108],[1297168,2526154],[1298886,1439929],[1299943,2365407],[1300746,2528674],[1302992,2529928],[1303441,1425151],[1309371,1429185],[1309525,2534478],[1310796,1444723],[1311123,2177958],[1313595,2537279],[1314079,1441396],[1314192,2537494],[1323057,2383846],[1324928,2385885],[1325473,1718499],[1325701,2544631],[1326034,2188462],[1327360,1965430],[1330252,2546649],[1335986,2198919],[1338469,1974465],[1345007,1980152],[1345956,1979386],[1347646,2399443],[1348766,1973946],[1352995,2557208],[1353242,2557470],[1353818,2558780],[1356308,1745452],[1356823,2210797],[1357978,1989688],[1359269,2212388],[1360461,1993402],[1364355,2562408],[1365052,1506891],[1369638,1999831],[1372566,1762965],[1375590,1763616],[1379555,2008529],[1383133,2572022],[1383617,1770413],[1383730,2572237],[1388575,1776274],[1390836,2426644],[1391639,2576171],[1391956,2247548],[1393319,1527077],[1393646,2242224],[1396159,2578487],[1396643,1523736],[1396756,2578702],[1402496,2249986],[1410966,2038221],[1419601,2592434],[1420085,1561428],[1422668,2047487],[1424358,1810829],[1425478,2274545],[1426837,2594473],[1427286,1556837],[1430310,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] cell #2700 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [129065,570847],[153456,634458],[177641,694075],[193290,730252],[194125,731969],[209591,765628],[221949,793098],[223674,797366],[226020,802710],[226070,595384],[240650,834823],[243880,840336],[259552,870508],[260387,872225],[263462,878844],[263512,661800],[274030,899681],[274865,901398],[279290,910952],[282262,695253],[290331,935057],[292056,939325],[294757,944353],[305742,962106],[305792,735033],[317263,982225],[317622,982952],[320852,988465],[325463,766806],[334317,1013553],[337547,1019066],[342845,1029247],[343680,1030964],[350902,1045394],[353219,1049238],[354054,1050955],[357129,1057574],[357179,820440],[358479,1060509],[361117,1065838],[369415,1077436],[371017,840836],[373989,845375],[380400,1095189],[382819,1098912],[383633,1100071],[386921,1105154],[393445,1115938],[393804,1116665],[393854,875289],[400015,1128515],[401782,1130624],[412767,1148377],[412817,904462],[415997,1153890],[421431,1167979],[424288,1168496],[424647,1169223],[425118,1170238],[427877,1174736],[432488,936235],[433175,1184917],[434010,1186634],[436994,1192254],[445502,1203331],[447483,957302],[447825,957524],[453800,1214929],[460412,1225193],[461531,1226691],[461873,1226874],[468710,1236791],[469524,1237950],[470312,988965],[472812,1243033],[473284,993504],[476479,1253300],[479336,1253817],[479695,1254544],[480166,1255559],[481643,1257665],[488042,1266733],[489941,1269263],[491543,1019566],[494515,1024105],[500926,1287016],[500976,1034028],[502562,1289783],[503345,1290739],[503541,1295505],[504159,1291898],[507447,1296981],[508412,1298812],[513971,1307765],[514330,1308492],[514380,1054019],[517560,1314005],[520541,825586],[528199,1328865],[531044,1332634],[532989,1078918],[533152,1079453],[535312,1337662],[536914,1339941],[537716,1093945],[539552,1343711],[545951,1352779],[547404,1354626],[548419,1355747],[548582,1356060],[553274,1105654],[555912,1365703],[557031,1367201],[557373,1367384],[557893,1111861],[558235,1112083],[563427,1376345],[564210,1377301],[564406,1382067],[565024,1378460],[568312,1383543],[569277,1385374],[572540,1389330],[577874,1396569],[579355,1398561],[581336,1143573],[581678,1143795],[587653,1410159],[589255,1154390],[592227,1158929],[593360,1419544],[593997,1420011],[594265,1420423],[595001,1425715],[595726,1422104],[602563,1432021],[603377,1433180],[604165,1175236],[606665,1438263],[607137,1179775],[610332,934853],[613189,1449047],[613548,1449774],[613598,1189698],[614019,715998],[621429,1458699],[621681,1459080],[623142,1460761],[627345,1205345],[629290,1467720],[631271,1470338],[631613,1470521],[631809,1219695],[632427,1471680],[636151,1476136],[641485,1483375],[644070,1486276],[648986,1232303],[649328,1232525],[652173,1496152],[653188,1497273],[653351,1497586],[654118,1238273],[654281,1238808],[656441,1501180],[659776,1506350],[660413,1506817],[660681,1507229],[661417,1512521],[662142,1508910],[669722,1519376],[670359,1519843],[674870,1525241],[677715,1529010],[679660,1270745],[679823,1271280],[681983,1534038],[683585,1536317],[684387,1012309],[686223,1540087],[688204,1282212],[688546,1282434],[690148,1032657],[692622,1549155],[693070,1549850],[693086,1550110],[695090,1552123],[699945,1297481],[702583,1562079],[703702,1563577],[704044,1563760],[704564,1303688],[704906,1303910],[710098,819103],[710881,1573677],[711077,1055346],[711695,1574836],[712483,1314505],[714983,1579919],[715455,1319044],[718197,1584968],[723052,1588914],[723689,1589381],[723932,1589751],[724947,1590872],[727254,1342832],[733662,1599981],[733914,1600362],[734077,1600675],[734650,1349003],[735375,1602043],[738698,1605938],[739335,1606405],[743846,1611803],[752599,1621457],[752851,1361136],[753014,1361671],[754312,1623519],[757525,1627172],[758515,1367717],[760460,1630478],[763597,1634438],[764623,1635896],[764639,1636156],[766643,1638169],[771498,1384043],[775341,1648812],[775357,1649072],[780069,893168],[780321,1654310],[781782,1655991],[782596,1397069],[785985,1400575],[787930,1662950],[789911,1665568],[790253,1665751],[790449,1135390],[791067,1666910],[794791,1671366],[795043,1411641],[795206,1412176],[797024,1156871],[798968,1676827],[800125,1678605],[800568,1679312],[807626,1427533],[807968,1427755],[810813,1691382],[811828,1692503],[811991,1692816],[812758,1433503],[812921,1434038],[815081,1696410],[818416,933987],[819321,1702459],[820057,1181207],[820782,1704140],[821302,1444970],[821644,1445192],[823246,1188327],[827820,1714267],[827989,1713568],[830019,1457095],[832778,1717712],[832794,1717972],[837217,1473398],[838462,1724237],[843317,1728183],[843954,1728650],[844197,1729020],[845212,1730141],[849199,1734133],[849215,1734393],[853927,971287],[854179,1739631],[855640,1741312],[856454,1483875],[858453,1484602],[863308,1749029],[863945,1749496],[864188,1491596],[865203,1750987],[873918,1760096],[875631,1762158],[876702,1763617],[883760,1514339],[884102,1514561],[887626,1776795],[888110,1776275],[892481,1011443],[893361,1781578],[894376,1782699],[895495,1527324],[895837,1527546],[896683,1256786],[903091,1791808],[903343,179218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] cell #2701 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2702 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2703 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2704 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2705 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [472555],[555427],[606408],[619276],[651364],[702098],[714726],[721093],[777916],[799868],[810004],[818836],[851774],[890522],[892901],[906656],[934248],[968641],[971020],[1011152],[1011704],[1025729],[1042458],[1092788],[1093340],[1125579],[1132821],[1134413],[1150273],[1166822],[1167374],[1217126],[1218718],[1252143],[1252695],[1260056],[1261985],[1292936],[1294528],[1346102],[1348031],[1364181],[1379498],[1381090],[1389818],[1422814],[1424301],[1424743],[1461838],[1476624],[1493946],[1509620],[1511107],[1511549],[1553336],[1554500],[1592143],[1603120],[1615118],[1623918],[1639382],[1640546],[1683813],[1706337],[1714570],[1721132],[1731412],[1743418],[1768118],[1794947],[1832373],[1840813],[1850249],[1856811],[1867828],[1917683],[1954389],[1962085],[1971433],[2028979],[2035541],[2086329],[2140862],[2244969], 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7589,1865495],[1353885,1868278],[1356582,1868546],[1356960,1615515],[1358124,1616592],[1361851,1363798],[1369581,1627968],[1382551,1644273],[1390982,1905275],[1402439,1916087],[1415409,1928660],[1430447,1940425],[1453993,1962535],[1464787,1971342],[1466721,1975577],[1477788,1985303],[1484206,1988185],[1488583,1744780],[1499650,1755231],[1503377,1505324],[1521441,2023687],[1532508,2033413],[1543965,2044225],[1565957,1819795],[1578927,1836100],[1584572,2078317],[1595275,2086779],[1608003,2099821],[1629479,1879604],[1660017,2140771],[1661951,2145006],[1673018,2154732],[1694880,1941502],[1698607,1700554],[1723841,2195055],[1787102,2245419],[1799830,2258461],[1821306,2058334],[1910112,2341726] ] cell #2706 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [226158,1291608],[263600,1378170],[282340,1421808],[305880,1471390],[325541,1508614],[329838,1008343],[347032,1293536],[357267,1574546],[371066,1596707],[374067,1601747],[375921,1089979],[393942,1634148],[396145,1380098],[412905,1666620],[420168,1164013],[432566,1703844],[447663,1725040],[447858,1725483],[448966,1218832],[451038,1472198],[470361,1756822],[473362,1761862],[475216,1249334],[491592,1788534],[494593,1793574],[496447,1025843],[501064,1804499],[514468,1825975],[516671,1576474],[528552,1330542],[530678,1594598],[532841,1850449],[533290,1348326],[533333,1850670],[553323,1875225],[558073,1880710],[558268,1881153],[559376,1381204],[561448,1634956],[581516,1911311],[581711,1911754],[582819,1134527],[584891,1667428],[589304,1922247],[592305,1927287],[604214,1943093],[607215,1948133],[609069,1181513],[613686,1959058],[618380,1453316],[624403,1722807],[627195,1971627],[627496,1219007],[649166,1994630],[649361,1995073],[649681,1494060],[651807,1754713],[653970,2000006],[654419,1511844],[654462,2000227],[675223,1263263],[677349,1786425],[679512,2029179],[679961,1262280],[680004,2029400],[688384,2039449],[688579,2039892],[689687,1030814],[690197,1801536],[691759,1545685],[699994,2053955],[704744,2059440],[704939,2059883],[706047,1294642],[708119,1826783],[712532,2070376],[715533,2075416],[716086,1581901],[719950,1583538],[721536,1845516],[726848,1848616],[744199,1349309],[749550,1616074],[752703,2108306],[753152,1624213],[753195,2108527],[755573,1878477],[758365,2113586],[758666,1381379],[771547,2127813],[777020,1387969],[782645,2138531],[783043,1909078],[785835,2141056],[786136,1134702],[792732,1670005],[794895,2150498],[795344,1150568],[795387,2150719],[797204,1923645],[797399,911253],[807806,2164059],[808001,2164502],[808321,1426021],[810447,1940984],[812610,2169435],[813059,1425038],[813102,2169656],[820048,1703166],[821482,2179705],[821677,2180148],[822785,1186484],[823295,1956095],[824857,1708057],[825664,1451090],[829613,1712937],[830752,1966347],[841801,1976136],[850878,1474775],[856503,2210084],[857180,2211076],[860206,1743653],[861792,1745339],[864038,2215293],[864339,1494235],[867104,1998173],[874471,1762852],[883940,2233035],[884135,2233478],[884455,1512827],[889379,1518087],[890965,2024246],[892005,1790447],[895103,1783406],[895675,2242981],[895870,2243424],[896277,2027346],[906065,1796476],[908857,2254511],[909158,1026018],[910804,1031115],[911296,2041209],[918979,1551487],[922132,2266946],[922581,1556724],[922624,2267167],[924094,1298662],[924604,2056132],[925002,2057207],[927794,2272226],[928095,1294817],[934691,1829360],[935508,1828845],[935837,1575004],[936854,2281668],[937303,1310683],[937346,2281889],[939163,2071774],[939358,1060810],[945222,2077978],[947150,2082195],[958035,2090591],[967498,1604649],[969084,2100380],[970124,1598620],[973222,1866527],[973794,2309397],[973989,2309840],[974663,2310705],[977083,1617143],[977742,1868607],[978881,1869510],[989930,1880163],[992477,1635131],[999007,1637533],[1002160,2330557],[1002609,1642770],[1002652,2330778],[1004122,1385224],[1004632,2129990],[1009139,2335062],[1009482,2135776],[1010561,1913165],[1012147,1906660],[1014004,1906145],[1014333,1667078],[1014420,2339670],[1014869,1393206],[1014912,2339891],[1020531,2145565],[1035910,2357747],[1036368,1419787],[1038936,1680459],[1040522,1681991],[1041562,1945006],[1042768,2361964],[1043069,1426196],[1044660,1937965],[1045232,2165890],[1045427,1170539],[1045834,2167602],[1053201,1949123],[1055622,1951035],[1056416,1703388],[1056932,1950941],[1058414,2375640],[1058715,1181688],[1060361,1186785],[1060853,2181465],[1067223,2187477],[1075267,1720389],[1078305,2194716],[1080233,2198933],[1090775,2395927],[1091118,2207329],[1092197,1726894],[1093783,1986688],[1095640,1986173],[1095969,1471848],[1096056,2400535],[1096505,1480012],[1096548,2400756],[1099781,1744896],[1101709,1989702],[1110796,1755782],[1112594,1999076],[1119031,2415656],[1119489,1506593],[1122057,1764764],[1123643,1766296],[1124683,1758735],[1125889,2419873],[1126190,1513002],[1127781,2016084],[1128353,2234866],[1128548,1255860],[1129446,2422931],[1131493,2236618],[1131951,1519619],[1133052,2020314],[1133054,2423961],[1133421,2240835],[1135666,2024617],[1137539,1793118],[1138055,2024523],[1138547,2428114],[1138848,1263438],[1144306,2249231],[1155355,2259020],[1160478,1549955],[1160934,2444558],[1163354,1552626],[1164809,2261889],[1165152,1808272],[1166231,2061294],[1167817,2054789],[1169674,2054274],[1170003,1292066],[1170090,1298963],[1170582,2268909],[1176201,2058893],[1178748,1826958],[1182328,1829758],[1188880,1834597],[1198151,2471076],[1198609,1589157],[1201218,1845887],[1204716,2295795],[1210482,1855234],[1212760,1856068],[1213751,2477979],[1215798,2303034],[1216256,1606181],[1217357,2096448],[1217359,2479009],[1217726,2307251],[1219971,2100751],[1221844,1601291],[1222360,2100657],[1222852,2483162],[1223153,1349484],[1226578,1869731],[1234622,1876059],[1237660,1879720],[1239588,2112724],[1245799,1636001],[1246255,2496576],[1248675,1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] cell #2707 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [347391,1552409],[396504,1638455],[421187,1681771],[451397,1730427],[476235,1766076],[481688,1259876],[503575,1554320],[517030,1830282],[533680,1851177],[537472,1855848],[539597,1345922],[561807,1886097],[564440,1640366],[585250,1916698],[594310,1422634],[610088,1952347],[627795,1972015],[628081,1972296],[629335,1478728],[631843,1731232],[654809,2000734],[658601,2005405],[660726,1509440],[680351,2029907],[684143,2034578],[686268,1278433],[692118,2044836],[708478,2064827],[711111,1832193],[716050,1581759],[724992,1591963],[727426,1849285],[729819,2087118],[730297,1609110],[730338,2087398],[753542,2109034],[758965,2113974],[759251,2114255],[760505,1641486],[763013,1886902],[786435,2141444],[786721,2141725],[787975,1391922],[790483,1917503],[795734,2151226],[799526,2155897],[813449,2170163],[817241,2174834],[819366,1441191],[820012,1702056],[825216,2185092],[825620,1451088],[830191,1713606],[836898,1969987],[839892,2195765],[840345,1478906],[864638,2215681],[864924,2215962],[865248,1752078],[867682,1998842],[870075,2220216],[870553,1769225],[870594,2220496],[894421,1523531],[895067,1781217],[896855,2028015],[899248,2245758],[899726,1522548],[899767,2246038],[909457,2254899],[909743,2255180],[910997,1283701],[911251,1031700],[911643,2043068],[913505,1801920],[922971,2267674],[928394,2272614],[928680,2272895],[929934,1555440],[932442,2065632],[935507,1827786],[935793,1575002],[937693,2282396],[941485,2287067],[946051,1839367],[947728,2082864],[953523,2085590],[972540,1610093],[973186,1864338],[978320,1869276],[981792,2314546],[982270,1876803],[982311,2314826],[985027,2111946],[988021,2318993],[988474,1641664],[1002999,2331285],[1008921,1648328],[1014003,1904046],[1014289,1667076],[1015259,2340398],[1015628,2139416],[1018622,2342436],[1019075,1392100],[1026421,1919920],[1028814,2350527],[1029292,1408586],[1029333,2350807],[1030973,1155601],[1031414,2153503],[1043368,2362352],[1043654,2362633],[1043978,1685903],[1044624,1935776],[1046412,2168271],[1048805,2366887],[1049283,1684920],[1049324,2367167],[1056414,1703324],[1056933,1949936],[1059014,2376028],[1059300,2376309],[1060554,1446459],[1060808,1187370],[1061200,2183324],[1063062,1956479],[1068049,1961346],[1069217,2191318],[1080811,2199602],[1090557,1733649],[1095639,1984074],[1095925,1471846],[1096895,2401263],[1097517,2401998],[1100610,1988924],[1102287,1990371],[1104710,2405365],[1105163,1752256],[1108082,2218688],[1115983,2006369],[1126489,2420261],[1126775,2420542],[1127099,1770208],[1127745,2013895],[1132322,1775450],[1133051,2020125],[1133999,2241504],[1135105,2031637],[1137537,1793054],[1138056,2022528],[1139147,2428502],[1139433,2428783],[1139794,2244230],[1150452,2037301],[1153446,2437936],[1153899,1278611],[1156120,2257302],[1164591,1807683],[1168063,2448399],[1168541,1812667],[1168582,2448679],[1169673,2052175],[1169959,1292064],[1170283,1559643],[1170537,1299548],[1170929,2278871],[1171298,2270586],[1174292,2452846],[1174745,1555618],[1182091,2068049],[1182329,1829704],[1184484,2460937],[1184962,1572104],[1185003,2461217],[1186643,1315716],[1187084,2284673],[1193661,2289376],[1195572,2292743],[1206710,2299636],[1216627,1858571],[1217356,2096259],[1218304,2307920],[1219410,1852907],[1221842,1601227],[1222361,2098662],[1223452,2483550],[1223738,2483831],[1224337,2484469],[1226883,1870238],[1227404,2103305],[1228572,2104045],[1240166,2113393],[1243042,1887080],[1249912,1889319],[1253384,2500417],[1253862,1894303],[1253903,2500697],[1254994,2126033],[1255280,1378626],[1255604,1645689],[1255858,1386110],[1256250,2120231],[1256915,1908563],[1260583,2132583],[1260713,2505156],[1261044,2337989],[1262164,2142974],[1263841,2137244],[1265185,1916120],[1266300,2507768],[1266778,1653312],[1266819,2508048],[1272638,2346273],[1289344,2522524],[1289828,1679870],[1292437,1930009],[1293166,2160381],[1294114,1931392],[1295220,2171893],[1296537,2525891],[1296990,1686081],[1297652,1421288],[1298171,2162784],[1298821,1429058],[1299262,2372375],[1299909,2365359],[1307810,2175798],[1310567,2177557],[1313561,2537231],[1314014,1441369],[1316235,2378431],[1323023,2382906],[1331120,1967815],[1334041,2388594],[1335952,2391961],[1342961,1722292],[1346629,2204136],[1346759,2554269],[1347090,2398854],[1348210,1973545],[1349887,2208797],[1351231,1729849],[1352346,2556881],[1352824,1738633],[1352865,2557161],[1356033,1990090],[1357944,2211414],[1367393,1999804],[1369082,2219428],[1375906,2568607],[1376390,1764175],[1378999,2008128],[1379728,2229357],[1380676,2009511],[1381782,2002464],[1383099,2571974],[1383552,1770386],[1384214,1508094],[1384733,2231760],[1385383,1515864],[1385824,2225704],[1386744,2026848],[1386920,2574511],[1388891,2423229],[1389375,1776833],[1389441,2237667],[1390454,2576124],[1390802,2426596],[1393090,2241823],[1396125,2578439],[1396578,1523709],[1401940,2433489],[1413534,2441773],[1419208,1806300],[1419567,2591494],[1419673,1549913],[1420020,1550438],[1422113,1808755],[1423341,2263753],[1423471,2451448],[1423802,2048325],[1424922,2274144],[1426599,2268414],[1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] cell #2708 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2709 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2710 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [213316,774203],[223672,1031664],[247927,848061],[279247,1155753],[281698,916162],[292054,1187334],[304132,958923],[304231,957080],[324899,996190],[341594,1026791],[341693,1281990],[343633,1283833],[347197,1037666],[350900,1299512],[358436,1315868],[366818,1073490],[372205,1079234],[392194,1113482],[392293,1111639],[396310,1120787],[400013,1386074],[411157,1145194],[411256,1143351],[414685,1411957],[421056,917315],[421429,1428972],[425075,1429210],[431924,1182461],[432023,1444748],[433963,1446591],[437694,1192797],[451203,1210983],[466113,1232845],[466212,1232081],[471500,1238589],[476104,997343],[476477,1515778],[480123,1516016],[487344,1265317],[487443,1527102],[492731,1271061],[502519,1550662],[503537,1558652],[503827,802816],[508365,1559775],[512720,1305309],[512819,1303466],[516248,1575475],[516836,1312614],[520539,1064073],[521933,1321701],[531744,1333177],[537341,1084519],[537714,1352260],[545253,1351363],[545352,1613664],[548104,1355169],[549054,1356333],[553751,1361452],[561613,1373355],[561712,1372591],[563384,1636708],[564402,1644698],[564692,878950],[569230,1645821],[571547,1388027],[572497,1649624],[577194,1656669],[585056,1406213],[593356,1679987],[593950,1680072],[595000,1687929],[599966,1428075],[600065,1427311],[605353,1433819],[609957,1183614],[610330,1183358],[613976,1190522],[615563,1192253],[621386,1718524],[625347,1463357],[628045,1206110],[631805,1481940],[632095,962212],[635158,1474833],[636108,1734945],[640805,1741990],[643062,1485219],[644176,1226688],[644770,1486819],[652873,1496695],[653823,1497859],[658470,1243874],[658520,1502978],[659772,1764292],[660366,1764377],[661416,1772234],[666382,1514881],[666481,1514117],[668604,1518077],[669718,1776950],[670312,1777035],[678415,1529553],[684012,1276346],[684385,1266214],[691924,1547739],[692023,1805491],[693067,1806166],[693085,1806753],[694775,1551545],[695725,1552709],[700422,1557828],[708284,1569731],[708383,1568967],[710055,1312436],[711073,1311491],[711363,1057680],[723048,1844425],[723642,1844510],[724632,1590294],[727250,1604177],[727796,1332633],[729971,1334647],[730682,1079722],[732669,1598678],[733619,1854203],[734549,1600948],[734649,1612119],[737580,1604639],[738694,1860071],[739288,1860156],[746733,1354625],[747868,1616435],[747886,1356059],[752556,1874194],[756517,1626115],[757631,1367198],[758225,1627715],[759215,1368482],[763265,1116771],[764620,1887802],[764638,1888389],[766328,1637591],[767278,1638755],[771975,1643874],[775338,1900062],[775356,1900649],[780026,1396079],[783987,1658587],[786685,1401340],[790445,1395134],[790735,1148483],[793798,1670063],[794748,1921216],[799395,1417242],[799445,1928261],[800567,1928991],[801702,1680449],[803410,1682049],[811513,1691925],[812463,1693089],[817110,1439104],[817160,1698208],[818412,1442228],[820056,1442097],[825022,1710111],[825121,1709347],[830015,1717345],[832775,1965368],[832793,1965955],[833815,1718847],[835523,1720447],[837216,1732719],[840024,1205344],[840224,957298],[842199,1726884],[843313,1975045],[843907,1975130],[844303,1470335],[844897,1729563],[845847,1730727],[849196,1980090],[849214,1980677],[853884,1482885],[858936,1486275],[863304,1993982],[863898,1994067],[864888,1492361],[868052,1496151],[869187,1755074],[869205,1497585],[870227,1498165],[870938,1239077],[872925,1758793],[873875,2003760],[876701,2007110],[877836,1764754],[879544,1766354],[888109,2018845],[892477,1525688],[894061,1782121],[896679,1517615],[897225,1529009],[899400,1531023],[900111,1271549],[902098,1790505],[903048,2032933],[903978,1792775],[904078,1525557],[907009,1796466],[908123,2038801],[908717,2038886],[909707,1542866],[913757,1287122],[917297,1808262],[921985,1559597],[925946,1817942],[927060,1563574],[927654,1819542],[928644,1564858],[932694,1308598],[934067,1572933],[935757,1829418],[936707,1830582],[941354,1580760],[941404,1835701],[944167,2077845],[944241,1840565],[946369,1843378],[949204,2081303],[950283,1589750],[951418,1845877],[953325,1857553],[956880,1079452],[960058,2089612],[960076,2090199],[961098,1854526],[961116,1600674],[962806,1856126],[966228,2094979],[970596,1612250],[972180,1865242],[978144,1873015],[980904,2107327],[980922,2107914],[981944,1621624],[982655,1361940],[983652,1876117],[987074,1627171],[988153,1367716],[988353,1111857],[990328,1882554],[991442,2117004],[992036,2117089],[993976,1886397],[997325,1889898],[1002013,1645643],[1008745,1648445],[1011523,1655247],[1012545,1905118],[1014253,1906718],[1015946,1647398],[1018754,1400574],[1018954,1143569],[1020929,1913155],[1022043,2144474],[1022637,2144559],[1023033,1665565],[1023627,1915834],[1024577,1916998],[1027926,2149519],[1027944,2150106],[1028966,1671533],[1029677,1412445],[1032614,1156464],[1033544,1926488],[1042034,1688060],[1043618,1687591],[1046782,1691381],[1047917,1941345],[1047935,1692815],[1048957,1693395],[1049668,1434307],[1051655,1945064],[1052605,2173189],[1056566,1951025],[1058274,1952625],[1059264,1705238],[1063314,1449880],[1066150,2187374],[1066224,1714266],[1066424,1961841],[1067851,196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] cell #2711 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [136373,1031309],[143845,1582095],[175994,1155803],[183972,1704347],[184949,1186979],[185454,1711296],[216896,1794077],[221604,1282040],[223451,1283927],[228811,1299157],[232707,1828585],[232780,1829754],[234114,1315918],[251507,1602250],[266253,1385719],[269905,1143401],[270579,1904845],[271128,1916170],[276965,1412051],[285278,1422311],[285315,1429260],[289819,1949986],[289986,1444798],[290215,1951828],[291833,1446685],[310145,957130],[310819,1984873],[311368,1729899],[328479,1509117],[328516,1516066],[329371,2026898],[332789,1271155],[333252,2022578],[333419,1527152],[334201,2034059],[340726,1026885],[346107,1550712],[349094,1303516],[349768,2052974],[350317,1551881],[350679,1559869],[355953,2066589],[356154,1575569],[375454,1848168],[378872,1079328],[379335,2098712],[379502,1613714],[380284,1855329],[395220,1636758],[398207,1111689],[398881,2126832],[399430,1637927],[399792,1645915],[400728,2138934],[401668,2132633],[402571,1649674],[404292,1145288],[405041,2134854],[405242,1656763],[417844,1674558],[419701,1679410],[419760,1680166],[423119,1433913],[423582,2162834],[423749,1427361],[424531,1681252],[431056,1182555],[441148,1963204],[442051,1718574],[452746,1969505],[453686,2204186],[454589,1734995],[456310,959017],[457059,2206407],[457260,1742084],[466825,1232131],[474106,2017068],[474749,1763715],[474808,1764471],[478167,1238683],[478630,2231810],[478797,1514167],[479579,1765557],[480556,2243564],[481884,774297],[482050,2237925],[482990,1776373],[483049,1777129],[485765,1265411],[499861,1801116],[500028,1805541],[501795,1806221],[502291,1806223],[503231,2263803],[504134,1554920],[505855,1305403],[506604,2266024],[506805,1557922],[519407,1833913],[526283,2079285],[527223,1843848],[527282,1844604],[535198,1335148],[536101,1854253],[538465,2084924],[539793,848155],[539959,2304341],[540899,1859494],[540958,1860250],[543674,1351457],[549111,1358544],[551558,2105163],[552461,1874244],[554421,1361546],[562158,2129570],[562325,1372641],[562660,1887857],[563156,1887859],[564096,2327414],[564999,1640966],[566720,1113576],[567469,2329635],[567670,1643968],[570775,2335084],[571192,1390265],[571773,1900117],[572269,1900119],[587539,1672034],[588442,1921266],[590912,1923937],[591113,1928355],[593178,1929015],[594506,916256],[594672,2359054],[595612,917347],[595671,1684260],[598387,1428169],[607959,1938949],[612483,1955675],[612650,1709397],[619664,2188413],[620662,1965423],[621158,1965425],[623028,2387572],[629697,1465755],[630637,1974468],[630696,1975224],[632402,1731832],[634386,2395949],[634803,1477071],[635384,1980145],[635880,1980147],[644455,976870],[644807,1489030],[647412,2212383],[648352,1993405],[648411,1994161],[650339,1232939],[651950,2229745],[653880,1500070],[656327,1498666],[657230,2003810],[658989,2235158],[659190,1503072],[659594,2007134],[660922,996284],[661088,2416963],[662028,997375],[662087,1768565],[664803,1514975],[668654,1520302],[669540,2018869],[681869,1531524],[682772,2032983],[686630,1798864],[687570,2038224],[687629,2038980],[690345,1286944],[694003,2445494],[694420,1553783],[695001,1810448],[695331,802638],[695497,803055],[708829,2055712],[708996,1569017],[710767,1831389],[711670,1832793],[714140,2072066],[714341,1835795],[717884,1066856],[717966,2077939],[721679,2295037],[722870,2081327],[725188,1073584],[725354,2471672],[731897,1335879],[732314,1609556],[732895,2089667],[733391,2089669],[734606,1336552],[735261,1084551],[735320,1857258],[737630,1606864],[738516,2095003],[746426,1357407],[747717,1618621],[748167,1099684],[750834,2311641],[751832,2107382],[752328,2107384],[754198,1622125],[756210,2327738],[757910,1110583],[758262,1629926],[760867,1628513],[761807,2116427],[761866,2117183],[763572,1887502],[763794,1116593],[765556,2497512],[765973,1639829],[766554,1892084],[766884,878772],[767050,879189],[781668,1907583],[788337,1660985],[789277,2143897],[789336,2144653],[791042,1918103],[793026,1672765],[793443,1409032],[794024,2149574],[794520,2149576],[801752,1682674],[810590,2160769],[812520,1695300],[814967,1693896],[815870,2173239],[817629,2166182],[817830,1698302],[819728,1953423],[820668,1183646],[820727,1954836],[823443,1449702],[827602,2187432],[829148,1195035],[831389,2387896],[834751,2546600],[835168,1721579],[838149,1204349],[838231,2194677],[841944,1206142],[842249,1737493],[843135,2198065],[844582,1210269],[844934,1467168],[845123,1977643],[845453,962034],[845619,962451],[855526,1987611],[856818,1487444],[858140,974296],[858222,2211037],[858801,976788],[861935,1492393],[863126,2214425],[865610,1750128],[866844,2416696],[867745,1235664],[869036,1757260],[869486,1237563],[872153,1499397],[872570,1769671],[873151,2222765],[873647,2222767],[875517,1243906],[875576,2006815],[877886,1766979],[891108,2020513],[894783,2025926],[901326,1532255],[901743,1522994],[902324,2248307],[902820,2248309],[904035,1532928],[904690,1276378],[904749,2035988],[907059,1539055],[907945,2253643],[914064,1802520],[923627,1813952],[925639,2264127],[927339,1302410],[927691,1821753],[930296,1820340],[9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] cell #2712 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2713 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2714 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [329783,1006096],[347262,1291392],[375866,1087732],[396375,1377954],[420113,1161766],[421048,1421578],[448911,1207788],[451268,1471174],[475161,1247087],[476096,1508384],[496392,1279559],[503643,1291275],[516901,1574330],[528497,1329401],[533235,1337208],[533635,1596639],[537333,1601517],[559321,1370160],[561678,1633932],[564508,1377837],[582764,1403018],[585121,1666404],[609014,1442317],[609949,1703614],[616290,1453232],[627595,1725171],[627630,1207979],[628037,1725399],[631911,1471057],[649626,1492919],[654364,1500726],[654764,1756754],[658462,1761632],[675168,1525777],[679906,1533584],[680306,1788466],[684004,1793344],[689632,1283765],[689909,1031656],[691989,1804283],[705992,1566536],[708349,1825759],[711179,1574213],[717765,1583529],[728523,1594514],[729894,1850440],[730132,1850794],[744144,1612339],[747460,1615990],[753097,1623065],[753497,1875157],[758765,1880841],[758800,1370351],[759207,1881069],[763081,1633815],[774930,1648462],[786235,1911442],[786270,1403209],[786677,1911670],[790551,1666287],[795289,1409705],[795689,1922179],[796809,1155676],[799387,1927057],[808266,1688149],[813004,1695956],[813404,1943025],[817102,1947903],[822730,1446523],[823007,1187326],[825087,1958842],[827366,1712943],[838030,1722798],[839956,1971633],[848788,1733783],[858021,1743644],[859663,1745255],[864438,1994761],[864473,1493110],[864880,1994989],[868779,1754629],[870150,1999997],[870388,2000351],[874416,1761704],[884400,1772454],[887194,1775356],[897952,1786341],[899323,2029170],[899561,2029524],[909257,2039580],[909292,1279750],[909699,2039808],[911598,1802657],[913573,1804166],[916889,1807817],[922526,1814892],[922926,2053887],[924039,1559707],[924316,1299504],[928194,2059571],[928229,1566727],[928636,2059799],[932510,1825642],[937248,1573223],[937648,2070308],[938768,1315791],[941346,2075186],[942057,1319785],[951010,1845432],[954649,1848622],[959650,1853041],[965313,1858477],[975495,1868613],[976669,1869501],[977217,1617075],[981867,2108297],[982105,2108651],[986159,1878468],[987801,1880079],[988085,2113592],[992611,1634006],[996917,1889453],[1002554,1896528],[1002954,2127745],[1004067,1645753],[1004344,1386066],[1014814,1655537],[1015214,2138463],[1016760,1909069],[1018686,2141062],[1027518,1920054],[1028889,2150489],[1029127,2150843],[1031214,1924740],[1036313,1680004],[1036751,1929915],[1038393,1931526],[1038555,1428964],[1043168,2164190],[1043203,1688340],[1043610,2164418],[1044837,1429133],[1047509,1940900],[1048880,2169426],[1049118,2169780],[1053146,1947975],[1057388,1441928],[1058814,2179836],[1058849,1442508],[1059256,2180064],[1061155,1957216],[1063130,1958725],[1064065,1190615],[1072575,1966338],[1074217,1967949],[1081372,1973451],[1084093,1976052],[1096450,1740858],[1096850,2210016],[1097666,2211067],[1099448,1989708],[1099565,1745027],[1104774,2215299],[1109208,1998179],[1110382,1999067],[1110930,1755714],[1114209,2002598],[1119434,1764309],[1119872,2008034],[1121514,2009645],[1121676,1515770],[1126289,2233166],[1126324,1772645],[1126731,2233394],[1127958,1515939],[1131896,1776967],[1137281,2024162],[1138511,1524268],[1138947,2243112],[1138982,1525968],[1139389,2243340],[1140920,2027352],[1145921,2031771],[1151584,2037207],[1153510,2254517],[1155914,2042268],[1160544,1806206],[1161377,1550585],[1162659,1558579],[1162940,2048231],[1163488,1808902],[1168138,2266937],[1168376,2267291],[1170884,2066369],[1172430,2057198],[1174072,2058809],[1174356,2272232],[1178882,1825833],[1182674,1571940],[1183188,2068183],[1183350,1313503],[1184559,2281659],[1184797,2282013],[1186884,2072869],[1188825,2075258],[1193810,2077969],[1198554,1844442],[1198938,2082201],[1200112,2083089],[1210068,2090582],[1210616,1855166],[1211710,2092193],[1211872,1352252],[1216201,1860088],[1221586,2100296],[1222816,1610830],[1223252,2309528],[1223287,1612530],[1223694,2309756],[1224473,2310711],[1226348,1869855],[1233572,2109908],[1237327,2112730],[1237444,1879851],[1240727,2115410],[1245865,1887842],[1246698,1636631],[1247980,1644625],[1248261,2122089],[1248809,1890538],[1253459,2330548],[1253697,2330902],[1256205,1887639],[1258471,2336403],[1258660,1900102],[1259493,1649547],[1264402,2135767],[1265530,1653148],[1266044,2137378],[1266206,1407102],[1266375,2339661],[1266613,2340015],[1273199,2142880],[1275920,2145481],[1288277,1927129],[1288884,1929027],[1289002,1679776],[1289493,2357738],[1290995,1687869],[1296601,2361970],[1298626,1686640],[1299062,2175634],[1301035,2167608],[1302209,2168496],[1302757,1941985],[1306036,2172027],[1311418,1443210],[1311643,1701256],[1311699,2177463],[1313341,2179074],[1313625,2375646],[1316029,2182524],[1318151,1958916],[1322341,2187583],[1323159,2187483],[1327059,1965408],[1327892,1718447],[1334190,2194707],[1338934,1975062],[1339318,2198939],[1339435,1975824],[1340211,1481867],[1340492,2199827],[1341040,1977137],[1344517,2397268],[1344706,1980130],[1345539,1734868],[1350448,2207320],[1351576,1738469],[1352090,2208931],[1352421,2400526],[1352659,2400880],[1360926,1993999],[1362484,2216187],[1366858,1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] cell #2715 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [329767,1006112],[347167,1038156],[375850,1087748],[396280,1121277],[420097,1161782],[420934,1163189],[447537,1207966],[448895,1207804],[451173,1211473],[475145,1247103],[475982,1248510],[496376,1279575],[499529,1031597],[503627,1291291],[516806,1313104],[528481,1329417],[533219,1337224],[533590,1335595],[537219,1340741],[557947,1370338],[559305,1370176],[561583,1373845],[564492,1377853],[581390,1403196],[582748,1403034],[585026,1406703],[590247,1155663],[608998,1442333],[609835,1443740],[612151,1187267],[616274,1453248],[627791,1466024],[627978,1466188],[631895,1471073],[649040,1493097],[649610,1492935],[654348,1500742],[654719,1499113],[658348,1504259],[675152,1525793],[679890,1533600],[680261,1531971],[683890,1537117],[688258,1279737],[689616,1283781],[691894,1548229],[701223,1299445],[704618,1566714],[705976,1566552],[708254,1570221],[711163,1574229],[713475,1315778],[717752,1583636],[728507,1594530],[729881,1595847],[730345,1596439],[744128,1612355],[747444,1616006],[748534,1617062],[753081,1623081],[753452,1622572],[758961,1628782],[759148,1628946],[762495,1633993],[763065,1633831],[772776,1386007],[774914,1648478],[786431,1661254],[786618,1661418],[790535,1666303],[795273,1409721],[795644,1672481],[799273,1677627],[805425,1426770],[807680,1688327],[808250,1688165],[809063,1429120],[812988,1695972],[813359,1694343],[816988,1699489],[821356,1442495],[822714,1446539],[824992,1710601],[827382,1713024],[838017,1722905],[839972,1724665],[848772,1733799],[858008,1743751],[859426,1744890],[859647,1745271],[864634,1750397],[864821,1750561],[868763,1754645],[869853,1755701],[870137,1755962],[870601,1756554],[874400,1761720],[881559,1513576],[883814,1772632],[884384,1772470],[885197,1515926],[887181,1775463],[895549,1525955],[897936,1786357],[899310,1787674],[899774,1788266],[909453,1799133],[909640,1799297],[911553,1546410],[913557,1804182],[915939,1550572],[916873,1807833],[917963,1808889],[919241,1556332],[922510,1814908],[922881,1814399],[924023,1559723],[928390,1820609],[928577,1820773],[931924,1825820],[932494,1825658],[937232,1573239],[937603,1831836],[941232,1836982],[941962,1063927],[942205,1063951],[950994,1845448],[954665,1848703],[959634,1853057],[961764,1855153],[963831,1350058],[965300,1858584],[973668,1612517],[975511,1868694],[976656,1869608],[976918,1869734],[981854,1874365],[982318,1874957],[986146,1878575],[987564,1879714],[987785,1880095],[988101,1880335],[995967,1636618],[996901,1889469],[997991,1890525],[999269,1642378],[1002538,1896544],[1002909,1896035],[1004051,1645769],[1007962,1649534],[1014798,1655553],[1015169,1908030],[1016747,1909176],[1018702,1910936],[1027502,1920070],[1028876,1921387],[1029340,1921979],[1031410,1675214],[1035707,1679639],[1036297,1680020],[1036738,1930022],[1038377,1931542],[1039675,1685628],[1043364,1936668],[1043551,1936832],[1047493,1940916],[1048583,1941972],[1048867,1942233],[1049331,1942825],[1053130,1947991],[1056348,1182238],[1059010,1953692],[1059197,1953856],[1060289,1182262],[1061110,1708782],[1062544,1958903],[1063114,1958741],[1072161,1718434],[1072562,1966445],[1074201,1967965],[1081359,1973558],[1083856,1975687],[1084077,1976068],[1085167,1977124],[1085405,1479620],[1089598,1734855],[1096434,1740874],[1096805,1988058],[1097653,1988532],[1099464,1989789],[1104790,1994255],[1109224,1998260],[1110369,1999174],[1110631,1999300],[1114193,2002614],[1118828,1763944],[1119418,1764325],[1119859,2008141],[1121498,2009661],[1122796,1769933],[1126485,2014787],[1126672,2014951],[1131290,1776602],[1131880,1776983],[1136392,1263988],[1137265,2024178],[1139143,2026195],[1139330,2026359],[1140936,2027433],[1145905,2031787],[1148035,2033883],[1150102,1264012],[1151571,2037314],[1153526,2039074],[1156127,1801973],[1159939,1804344],[1160472,1806313],[1160693,1806439],[1162927,2048338],[1168125,2053095],[1168589,2053687],[1170839,1827508],[1172417,2057305],[1173835,2058444],[1174056,2058825],[1174372,2059065],[1181635,1310655],[1183172,2068199],[1184262,2069255],[1184546,2069516],[1185010,2070108],[1185540,1310291],[1187080,1834569],[1188809,2075274],[1193797,2078664],[1197948,1844077],[1198538,1844458],[1198954,2082282],[1200099,2083196],[1202741,1603829],[1209654,1854113],[1210055,2090689],[1210317,2090815],[1211694,2092209],[1211913,1609818],[1215595,1859723],[1216185,1860104],[1220697,1350034],[1221570,2100312],[1223448,2102329],[1223635,2102493],[1224489,2102939],[1231516,1874104],[1233556,2109924],[1237343,2112811],[1240714,2115517],[1244522,2119083],[1245793,1887949],[1246014,1888075],[1248248,2122196],[1253446,2126953],[1253910,2127545],[1256160,1635681],[1258588,1900209],[1258809,1900335],[1260709,2136592],[1263385,1393178],[1264389,2135874],[1266028,2137394],[1266362,2137671],[1266826,2138263],[1273186,2142987],[1275683,2145116],[1275904,2145497],[1276994,2146553],[1277232,1392814],[1281425,1921126],[1286674,2155202],[1288261,1927145],[1288823,1929108],[1289480,2157961],[1296507,1426746],[1296617,2163684],[1299258,1949095],[1301051,2167689],[1302196,2168603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] cell #2716 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [329773,1006111],[347259,1038152],[375856,1087747],[396372,1121273],[420103,1161781],[421044,1163188],[447531,1207972],[448901,1207803],[451265,1211469],[475151,1247102],[476092,1248509],[496382,1279574],[499452,1031652],[503633,1291290],[516898,1313100],[528487,1329416],[533225,1337223],[533632,1335591],[537329,1340740],[557941,1370344],[559311,1370175],[561675,1373841],[564498,1377852],[581384,1403202],[582754,1403033],[585118,1406699],[590241,1155669],[609004,1442332],[609945,1443739],[612074,1187322],[616280,1453247],[627789,1465878],[628033,1466187],[631901,1471072],[649034,1493103],[649616,1492934],[654354,1500741],[654761,1499109],[658458,1504258],[675158,1525792],[679896,1533599],[680303,1531967],[684000,1537116],[688252,1279743],[689622,1283780],[691986,1548225],[701146,1299500],[704612,1566720],[705982,1566551],[708346,1570217],[711169,1574228],[713469,1315784],[717758,1583635],[728513,1594529],[729887,1595846],[730344,1596300],[744134,1612354],[747450,1616005],[748528,1617068],[753087,1623080],[753494,1622568],[758959,1628636],[759203,1628945],[762489,1633999],[763071,1633830],[772699,1386062],[774920,1648477],[786429,1661108],[786673,1661417],[790541,1666302],[795279,1409720],[795686,1672477],[799383,1677626],[803501,1428960],[807674,1688333],[808256,1688164],[809057,1429126],[812994,1695971],[813401,1694339],[817098,1699488],[821350,1442501],[822720,1446538],[825084,1710597],[827381,1713026],[838023,1722904],[839971,1724667],[848778,1733798],[858014,1743750],[859422,1745023],[859653,1745270],[864632,1750251],[864876,1750560],[868769,1754644],[869847,1755707],[870143,1755961],[870600,1756415],[874406,1761719],[879635,1515766],[883808,1772638],[884390,1772469],[885191,1515932],[887187,1775462],[895543,1525961],[897942,1786356],[899316,1787673],[899773,1788127],[909451,1798987],[909695,1799296],[911595,1546404],[913563,1804181],[915933,1550578],[916879,1807832],[917159,1558575],[917957,1808895],[922516,1814907],[922923,1814395],[924029,1559722],[928388,1820463],[928632,1820772],[931918,1825826],[932500,1825657],[937238,1573238],[937645,1831832],[941342,1836981],[942054,1063921],[942128,1064061],[951000,1845447],[954664,1848705],[959640,1853056],[961758,1855159],[962897,1352248],[965306,1858583],[973662,1612523],[975510,1868696],[976662,1869607],[976917,1869852],[981860,1874364],[982317,1874818],[986152,1878574],[987560,1879847],[987791,1880094],[988100,1880337],[995961,1636624],[996907,1889468],[997187,1644621],[997985,1890531],[1002544,1896543],[1002951,1896031],[1004057,1645768],[1007956,1649540],[1014804,1655552],[1015211,1908026],[1016753,1909175],[1018701,1910938],[1027508,1920069],[1028882,1921386],[1029339,1921840],[1031408,1675068],[1035561,1679772],[1036303,1680019],[1036744,1930021],[1037518,1687866],[1038383,1931541],[1043362,1936522],[1043606,1936831],[1047499,1940915],[1048577,1941978],[1048873,1942232],[1049330,1942686],[1053136,1947990],[1057385,1182232],[1058365,1183346],[1059008,1953546],[1059252,1953855],[1061152,1708776],[1062538,1958909],[1063120,1958740],[1072155,1718440],[1072568,1966444],[1074207,1967964],[1081365,1973557],[1083852,1975820],[1084083,1976067],[1084363,1481863],[1085161,1977130],[1089592,1734861],[1096440,1740873],[1096847,1988054],[1097659,1988531],[1099463,1989791],[1104789,1994257],[1109223,1998262],[1110375,1999173],[1110630,1999418],[1114199,2002613],[1118682,1764077],[1119424,1764324],[1119865,2008140],[1120639,1772171],[1121504,2009660],[1126483,2014641],[1126727,2014950],[1131144,1776735],[1131886,1776982],[1137271,2024177],[1138508,1263982],[1139141,2026049],[1139385,2026358],[1140935,2027435],[1145911,2031786],[1148029,2033889],[1149168,1266202],[1151577,2037313],[1153525,2039076],[1156126,1801834],[1159933,1804350],[1160540,1806312],[1160554,1806557],[1162933,2048337],[1168131,2053094],[1168588,2053548],[1170881,1827502],[1172423,2057304],[1173831,2058577],[1174062,2058824],[1174371,2059067],[1182599,1310509],[1183178,2068198],[1183458,1311414],[1184256,2069261],[1184552,2069515],[1185009,2069969],[1187078,1834423],[1188815,2075273],[1193803,2078663],[1197802,1844210],[1198544,1844457],[1198953,2082284],[1200105,2083195],[1202595,1603962],[1209648,1854119],[1210061,2090688],[1210316,2090933],[1210835,1612056],[1211700,2092208],[1215449,1859856],[1216191,1860103],[1221576,2100311],[1222813,1350028],[1223446,2102183],[1223690,2102492],[1224488,2102941],[1231510,1874110],[1233562,2109923],[1237342,2112813],[1240720,2115516],[1244516,2119089],[1245861,1887948],[1245875,1888193],[1248254,2122195],[1253452,2126952],[1253909,2127406],[1256202,1635675],[1258656,1900208],[1258670,1900453],[1260707,2133870],[1264395,2135873],[1265455,1393032],[1266034,2137393],[1266368,2137670],[1266825,2138124],[1273192,2142986],[1275679,2145249],[1275910,2145496],[1276190,1395057],[1276988,2146559],[1281419,1921132],[1286668,2155208],[1288267,1927144],[1288881,1929110],[1289486,2157960],[1296616,2163686],[1298623,1426740],[1299256,1948949],[1301050,2167691],[1302202,2168602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] cell #2717 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [236115],[243851],[253593],[301207],[302853],[313087],[314022],[320191],[320823],[337518],[370500],[373488],[383116],[386892],[389269],[390204],[390915],[408232],[409878],[415968],[417195],[427216],[427848],[442347],[448566],[450556],[463476],[465466],[469007],[469795],[472783],[491026],[494014],[498037],[499379],[507418],[509795],[510730],[511441],[517531],[518758],[522459],[534349],[536397],[550709],[552757],[558976],[560966],[568283],[576200],[577845],[582419],[584409],[588738],[590384],[591726],[597329],[599319],[600703],[602860],[603648],[606636],[610659],[612001],[616032],[625873],[628348],[639811],[641456],[643588],[646063],[655478],[663745],[665735],[667119],[669130],[669424],[676102],[681020],[683068],[689287],[691277],[695807],[697380],[699428],[701073],[705647],[707637],[711966],[713612],[714954],[728265],[736116],[738106],[738400],[745078],[747202],[759518],[767360],[768933],[770981],[772626],[774342],[774672],[775091],[782079],[784513],[786988],[796403],[798107],[798451],[800096],[802228],[802522],[802683],[804703],[809200],[814118],[822385],[824375],[825759],[842725],[843019],[845929],[846572],[848200],[848530],[848949],[855937],[876372],[878362],[878656],[878817],[880837],[885334],[886755],[886912],[887064],[897694],[905545],[907535],[907829],[910010],[912312],[914507],[916301],[916631],[917050],[917164],[928947],[936789],[938362],[940066],[951944],[952238],[959062],[959392],[959811],[962079],[963109],[964874],[965031],[965183],[990854],[991148],[994701],[996329],[996659],[997078],[997192],[1004873],[1005814],[1021455],[1021749],[1024659],[1025302],[1026930],[1027260],[1027679],[1031967],[1036469],[1036621],[1055102],[1057547],[1059567],[1061869],[1071030],[1073629],[1073959],[1074378],[1076354],[1076468],[1081090],[1081242],[1081722],[1084368],[1086509],[1087450],[1106503],[1106797],[1113621],[1113951],[1114370],[1117668],[1119590],[1119742],[1128767],[1145333],[1145663],[1146082],[1148350],[1149380],[1151302],[1151454],[1151934],[1161484],[1177125],[1177419],[1180972],[1183463],[1187637],[1195080],[1195194],[1196595],[1199830],[1199982],[1202378],[1202746],[1207506],[1213072],[1230385],[1232984],[1233314],[1233733],[1235823],[1240445],[1240597],[1241077],[1246805],[1268181],[1268295],[1272917],[1273069],[1273549],[1276195],[1279277],[1305448],[1305778],[1306197],[1309495],[1312049],[1321027],[1324005],[1324373],[1325671],[1325888],[1329119],[1331352],[1331680],[1357452],[1357566],[1358967],[1362202],[1362354],[1362834],[1364750],[1369878],[1395692],[1397608],[1397976],[1402736],[1431053],[1435675],[1435827],[1436307],[1451973],[1454492],[1454820],[1455942],[1467327],[1482498],[1484545],[1487523],[1487891],[1489189],[1489406],[1492637],[1495198],[1504360],[1522047],[1527728],[1528056],[1559210],[1561126],[1566254],[1582725],[1584911],[1586678],[1597224],[1608609],[1614731],[1617250],[1617578],[1618700],[1630085],[1645256],[1651172],[1662557],[1677728],[1690428],[1699590],[1714183],[1724180],[1725947],[1736493],[1742840],[1746793],[1757339],[1778505],[1789051],[1800436],[1821912],[1837083],[1840235],[1849862],[1861626],[1881617],[1910451],[1912218],[1922764],[1943610],[1970855],[2028592],[2040356],[2060347],[2140284], 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] cell #2718 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [329782,1006105],[347260,1037938],[375865,1087741],[396373,1121059],[420112,1161775],[421047,1162967],[447525,1207978],[448910,1207797],[451266,1211255],[475160,1247096],[476095,1248288],[496391,1279568],[499447,1031655],[503642,1291284],[516899,1312886],[528496,1329410],[533234,1337217],[533633,1335519],[537332,1340519],[557935,1370350],[559320,1370169],[561676,1373627],[564507,1377846],[581378,1403208],[582763,1403027],[585119,1406485],[590235,1155675],[609013,1442326],[609948,1443518],[612069,1187325],[616289,1453241],[627790,1465875],[628036,1466112],[631910,1471066],[649028,1493109],[649625,1492928],[654363,1500735],[654762,1499037],[658461,1504037],[675167,1525786],[679905,1533593],[680304,1531895],[684003,1536895],[688246,1279749],[689631,1283774],[691987,1548011],[701141,1299503],[704606,1566726],[705991,1566545],[708347,1570003],[711178,1574222],[713463,1315790],[717764,1583629],[728522,1594523],[729893,1595840],[730341,1596301],[744143,1612348],[747459,1615999],[748522,1617074],[753096,1623074],[753495,1622496],[758960,1628633],[759206,1628870],[762483,1634005],[763080,1633824],[772694,1386065],[774929,1648471],[786430,1661105],[786676,1661342],[790550,1666296],[795288,1409714],[795687,1672405],[799386,1677405],[803496,1428963],[807668,1688339],[808265,1688158],[809051,1429132],[813003,1695965],[813402,1694267],[817101,1699267],[821344,1442507],[822729,1446532],[825085,1710383],[827375,1713027],[838029,1722898],[839965,1724668],[848787,1733792],[858020,1743744],[859208,1745026],[859662,1745264],[864633,1750248],[864879,1750485],[868778,1754638],[869841,1755713],[870149,1755955],[870597,1756416],[874415,1761713],[879630,1515769],[883802,1772644],[884399,1772463],[885185,1515938],[887193,1775456],[895537,1525967],[897951,1786350],[899322,1787667],[899770,1788128],[909452,1798984],[909698,1799221],[911596,1546398],[913572,1804175],[915927,1550584],[916888,1807826],[917156,1558578],[917951,1808901],[922525,1814901],[922924,1814323],[924038,1559716],[928389,1820460],[928635,1820697],[931912,1825832],[932509,1825651],[937247,1573232],[937646,1831760],[941345,1836760],[942055,1063915],[942123,1064064],[951009,1845441],[954658,1848706],[959649,1853050],[961752,1855165],[962892,1352251],[965312,1858577],[973656,1612529],[975504,1868697],[976668,1869601],[976696,1869853],[981866,1874358],[982314,1874819],[986158,1878568],[987346,1879850],[987800,1880088],[988094,1880338],[995955,1636630],[996916,1889462],[997184,1644624],[997979,1890537],[1002553,1896537],[1002952,1895959],[1004066,1645762],[1007950,1649546],[1014813,1655546],[1015212,1907954],[1016759,1909169],[1018695,1910939],[1027517,1920063],[1028888,1921380],[1029336,1921841],[1031409,1675065],[1035558,1679775],[1036312,1680013],[1036750,1930015],[1037519,1687867],[1038392,1931535],[1043363,1936519],[1043609,1936756],[1047508,1940909],[1048571,1941984],[1048879,1942226],[1049327,1942687],[1053145,1947984],[1057386,1182226],[1058360,1183349],[1059009,1953543],[1059255,1953780],[1061153,1708770],[1062532,1958915],[1063129,1958734],[1072149,1718446],[1072574,1966438],[1074216,1967958],[1081371,1973551],[1083638,1975823],[1084092,1976061],[1084360,1481866],[1085155,1977136],[1089586,1734867],[1096449,1740867],[1096848,1987982],[1097665,1988525],[1099457,1989792],[1104783,1994258],[1109217,1998263],[1110381,1999167],[1110409,1999419],[1114208,2002607],[1118679,1764080],[1119433,1764318],[1119871,2008134],[1120640,1772172],[1121513,2009654],[1126484,2014638],[1126730,2014875],[1131141,1776738],[1131895,1776976],[1137280,2024171],[1138509,1263976],[1139142,2026046],[1139388,2026283],[1140929,2027436],[1145920,2031780],[1148023,2033895],[1149163,1266205],[1151583,2037307],[1153519,2039077],[1156123,1801835],[1159927,1804356],[1160543,1806306],[1160555,1806558],[1162939,2048331],[1168137,2053088],[1168585,2053549],[1170882,1827496],[1172429,2057298],[1173617,2058580],[1174071,2058818],[1174365,2059068],[1182600,1310506],[1183187,2068192],[1183455,1311417],[1184250,2069267],[1184558,2069509],[1185006,2069970],[1187079,1834420],[1188824,2075267],[1193809,2078657],[1197799,1844213],[1198553,1844451],[1198947,2082285],[1200111,2083189],[1202592,1603965],[1209642,1854125],[1210067,2090682],[1210095,2090934],[1210836,1612057],[1211709,2092202],[1215446,1859859],[1216200,1860097],[1221585,2100305],[1222814,1350022],[1223447,2102180],[1223693,2102417],[1224482,2102942],[1231504,1874116],[1233571,2109917],[1237336,2112814],[1240726,2115510],[1244510,2119095],[1245864,1887942],[1245876,1888194],[1248260,2122189],[1253458,2126946],[1253906,2127407],[1256203,1635669],[1258659,1900202],[1258671,1900454],[1260708,2133867],[1264401,2135867],[1265456,1393029],[1266043,2137387],[1266374,2137664],[1266822,2138125],[1273198,2142980],[1275465,2145252],[1275919,2145490],[1276187,1395060],[1276982,2146565],[1281413,1921138],[1286662,2155214],[1288276,1927138],[1288882,1929111],[1289492,2157954],[1296610,2163687],[1298624,1426734],[1299257,1948946],[1301044,2167692],[1302208,2168596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] cell #2719 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [503998,1808546],[564863,1890182],[595517,1931182],[632266,1976781],[661933,2009301],[668649,1520198],[694996,1810344],[711534,2068912],[730748,2087742],[735166,2091849],[737625,1606760],[763436,2118740],[766549,1891980],[790906,2146210],[801747,1682570],[820573,2178730],[840307,2196172],[840854,2196302],[842244,1737389],[845118,1977539],[871004,2220840],[875422,2224947],[877881,1766875],[900177,2246382],[904595,2250489],[907054,1538951],[913928,2259665],[932865,2277380],[935978,2070710],[942012,1837681],[951463,1846919],[954118,2086127],[956641,2296765],[956947,2297071],[957125,1862670],[982721,2315170],[988436,2319400],[988983,2319530],[990373,1893059],[993247,2119498],[1019037,2342843],[1019584,2342973],[1020974,1652068],[1023848,2146968],[1029743,2351151],[1034161,2355258],[1049734,2367511],[1054152,2371618],[1056611,1701323],[1057343,1950681],[1063485,2380794],[1064006,1711695],[1068644,1961883],[1075760,2194422],[1078814,2389417],[1079267,1737566],[1105125,2405772],[1105672,2405902],[1106022,1996476],[1108677,2219225],[1111200,2409387],[1111506,2409693],[1111684,2012227],[1137734,1780484],[1138466,2023273],[1140389,2244767],[1142912,2430618],[1143218,2430924],[1143396,1779549],[1153861,2438343],[1154408,2438473],[1155798,1544266],[1156202,1284663],[1156530,2258047],[1158672,2042335],[1168992,2449023],[1174707,2453253],[1175254,2453383],[1176644,1811423],[1179518,2278138],[1182744,2066738],[1183291,1832982],[1185413,2461561],[1189831,2465668],[1194486,2077684],[1196167,2293280],[1202195,2295564],[1222039,1863605],[1222771,2099407],[1227999,2103842],[1231642,2487433],[1231948,2487739],[1232126,2110460],[1235115,2317650],[1238169,2490980],[1238622,1893236],[1254313,2501041],[1260471,1899670],[1265600,2135003],[1266147,1918292],[1267229,2508392],[1267587,2341093],[1270641,2509943],[1271094,1652245],[1279028,2149127],[1281551,2516509],[1281857,2516815],[1282035,1668570],[1283866,1413807],[1284116,2353227],[1296952,2526298],[1297499,2526428],[1297849,1935043],[1298581,2163529],[1300504,2365896],[1303027,2529913],[1303333,2530219],[1303511,1934108],[1311411,1954035],[1311717,2176696],[1313976,2537638],[1314523,2537768],[1315913,1706638],[1316317,1447421],[1316645,2379176],[1318787,2182591],[1323822,2187246],[1324963,2385870],[1336547,2392498],[1346517,1979698],[1351646,2206556],[1352193,1732021],[1353275,2557505],[1353853,2558014],[1356858,2210782],[1358539,2211951],[1361032,2560543],[1361485,1996653],[1364567,2408186],[1372636,2225843],[1383514,2572381],[1384061,2572511],[1384411,2013162],[1385143,2232505],[1389716,2018087],[1390380,2238074],[1391397,2427133],[1392517,2247860],[1395054,2035187],[1395360,2240100],[1396540,2578846],[1397087,2578976],[1397425,2429417],[1408483,2252861],[1411537,2586125],[1411990,1539128],[1414113,2440369],[1423229,2047799],[1426872,2594458],[1427178,2594764],[1427356,2052314],[1428358,2266173],[1428905,1555109],[1429255,1815604],[1429659,1560605],[1429987,2458620],[1430345,2451503],[1433399,2598005],[1433852,1811600],[1441786,2280297],[1442039,2070475],[1444309,2604571],[1444615,2604877],[1444793,1827925],[1446624,1577325],[1446874,2463637],[1453961,2467684],[1455759,2470213],[1466619,2475553],[1476522,2094221],[1477186,2304490],[1478203,2482181],[1479323,2089220],[1481860,1856457],[1482166,2306516],[1483346,2622047],[1483893,2622177],[1484430,2622630],[1486852,2104669],[1487340,2310474],[1488481,2311043],[1500065,2318819],[1503011,2119675],[1510035,2121657],[1513678,2634698],[1513984,2635004],[1514162,2126172],[1515164,2329784],[1515711,1641155],[1516061,1897240],[1516465,1646651],[1516793,2324767],[1517397,2139083],[1518877,2639692],[1520823,2335424],[1521339,2506396],[1522445,2343954],[1524126,2339229],[1525499,2146733],[1526663,2640301],[1526969,2640607],[1527147,1904185],[1532923,2513024],[1550229,2651681],[1550707,1929483],[1553234,2158343],[1553898,2359203],[1554915,2159593],[1556035,2368989],[1557408,2654210],[1557861,1935220],[1558572,1683459],[1558878,2361229],[1559808,1689035],[1560058,2534622],[1560943,2528712],[1569012,2372514],[1572001,2373990],[1575055,2663097],[1575508,1701500],[1577631,2539664],[1584796,2543441],[1592558,2192558],[1595243,2547640],[1597041,2550169],[1603959,1969654],[1605439,2677134],[1607385,2396289],[1607901,2555509],[1609007,2197283],[1610688,2400094],[1612061,1977304],[1613225,2677743],[1613531,2678049],[1613709,1984213],[1616719,2211821],[1618517,2402268],[1627748,2220052],[1629377,2408755],[1636275,2686292],[1636753,2007602],[1639280,2227319],[1639944,2417112],[1640961,2228569],[1642081,2222318],[1643454,2688821],[1643907,2013339],[1644618,1767764],[1644924,2419138],[1645854,1773340],[1646104,2414096],[1647207,2243904],[1647381,2690816],[1648597,2693047],[1649191,2574709],[1649669,2019337],[1649726,2424052],[1650989,2577238],[1653209,2427326],[1656249,2693603],[1656702,1780661],[1661849,2582578],[1673433,2589206],[1679460,2046549],[1679660,2703370],[1679769,1806372],[1680105,1806736],[1681249,2597412],[1682082,2048761],[1683195,2445834],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] cell #2720 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [668723,1518060],[695482,1808350],[737699,1604622],[767035,1889986],[801821,1680432],[803111,1930998],[842318,1726867],[845604,1976585],[877955,1764737],[879245,2009117],[907128,1796449],[910860,1544327],[911363,1284669],[917416,1808245],[936464,2068716],[942007,1581688],[951537,1845860],[957628,2087679],[959242,1598249],[962507,2091665],[990447,1882537],[993733,2118544],[997444,1889881],[1021048,1913138],[1024334,2146014],[1027110,1669634],[1030902,1413881],[1056685,1951008],[1057338,1701985],[1057975,2178546],[1060417,1706699],[1060920,1447427],[1064012,1451200],[1066471,1961824],[1079371,1972135],[1079814,2196243],[1081501,1467869],[1084620,1976480],[1106096,1995417],[1112187,2220777],[1113801,1758364],[1117066,2224763],[1137808,2024590],[1138461,1781146],[1143899,2246319],[1145513,1790076],[1148778,2250305],[1151713,1540236],[1156525,2042997],[1159158,2259469],[1170146,1815665],[1170649,1560611],[1176718,2061267],[1180004,2277184],[1182598,1827906],[1182780,1828989],[1183297,1577225],[1183715,2068611],[1186572,1577399],[1192285,2077707],[1203964,2086068],[1205376,2296788],[1205740,2087514],[1222113,2100724],[1222766,1864267],[1225826,2103783],[1232629,2315107],[1233164,1875688],[1238726,2114094],[1239169,2319471],[1240856,1630627],[1243975,2118439],[1255467,1897301],[1255970,1646657],[1258298,2131253],[1265454,1904166],[1265636,1906289],[1266153,1668179],[1271198,2141564],[1271641,2342914],[1273328,1663099],[1276447,2145909],[1282538,2351088],[1283970,2153623],[1287417,2355074],[1289691,1929609],[1294287,1428911],[1297923,2164846],[1298576,1935705],[1298750,1689109],[1304014,2367448],[1305628,1944635],[1308893,2371434],[1311485,1705564],[1311570,1950052],[1311828,1702608],[1316640,2183253],[1319273,2380598],[1321684,1961383],[1332665,2194445],[1334630,2195802],[1344344,2202806],[1351500,1984194],[1351682,1986317],[1352199,1472949],[1354657,2210805],[1356380,1990290],[1361589,2215801],[1362032,2405843],[1362613,1751136],[1366336,2219166],[1367748,2409410],[1368112,2220612],[1373674,2005254],[1376253,2007728],[1380849,1515717],[1384485,2233822],[1385138,2013824],[1385312,1773414],[1387515,2236347],[1389238,2019463],[1390308,2020245],[1395128,1794174],[1395213,2022644],[1395471,1782848],[1399194,2244708],[1400606,2430641],[1400970,2246154],[1412094,2255019],[1412537,2438414],[1413966,2257418],[1417343,2259364],[1419333,2046519],[1419949,1806878],[1421056,2262423],[1423528,1558646],[1427859,2448960],[1428212,2052295],[1428394,2054418],[1429982,2278800],[1433956,2272734],[1434399,2453324],[1436086,1822454],[1439205,2277079],[1442100,1831922],[1445296,2461498],[1446728,2284793],[1450175,2465484],[1458607,2081921],[1459713,2293221],[1463340,2085627],[1468353,2298586],[1474321,2302763],[1476044,2095597],[1477114,2096379],[1481934,1602347],[1482019,2098778],[1482277,1865969],[1485202,2103342],[1486307,2104005],[1486923,1870173],[1491627,2487456],[1491991,2314942],[1496183,2317673],[1497906,2113312],[1498148,2319030],[1504139,1885960],[1506139,2120377],[1506755,1888514],[1507862,2326034],[1510334,1644692],[1514665,2500978],[1515018,2126153],[1515200,2128276],[1516788,2120160],[1517609,1908683],[1519165,2131475],[1519781,1900774],[1520750,2132699],[1525560,1917232],[1527650,2508329],[1529041,2341116],[1531006,2342473],[1540720,2349477],[1542132,2516532],[1542496,2350923],[1548058,2155746],[1549928,1929116],[1550033,1679981],[1551033,2357476],[1552756,2159719],[1553826,2160501],[1554049,1687932],[1557965,2362472],[1558408,2526369],[1558731,2162900],[1558989,1937407],[1559912,2372495],[1562712,2365837],[1564124,2529936],[1564488,2367283],[1570050,2174683],[1575612,2376148],[1576055,2537709],[1577484,2378547],[1580861,2380493],[1588703,2190490],[1589319,1966080],[1589782,2385893],[1591505,2386980],[1598166,2390641],[1599889,2198659],[1600995,2199521],[1604171,1722412],[1605727,2203028],[1606343,1980802],[1607312,2204252],[1612122,1730961],[1614212,2557442],[1614846,2558788],[1616418,1989677],[1616523,1745162],[1621365,2215019],[1621607,2405402],[1626098,2218725],[1627203,2219388],[1627819,1999739],[1631111,2411208],[1635974,2007235],[1636079,1764286],[1637079,2415385],[1638802,2228695],[1639872,2229477],[1640095,1772237],[1644011,2420381],[1644454,2572452],[1644777,2231876],[1645035,2015526],[1645958,2225824],[1647401,2026964],[1648890,2018970],[1648995,1776944],[1649727,2237704],[1654943,2427074],[1656806,2428622],[1657249,2578917],[1658570,2244267],[1663583,2432439],[1669551,2436616],[1671274,2254237],[1671516,2437973],[1677507,2044699],[1679476,1806756],[1680209,2452075],[1681537,2262645],[1682153,2048903],[1683122,2263869],[1686857,2594481],[1687221,2448795],[1689194,2457991],[1691413,2451526],[1693136,2271952],[1693378,2452883],[1699369,2064690],[1703092,2459887],[1704504,2604594],[1704868,2461333],[1710430,2286916],[1713445,2289273],[1714298,2468458],[1717339,1841515],[1717790,2081428],[1717895,1844419],[1718830,2292780],[1719935,2470805],[1721622,2294769],[1727972,2298808],[1728588,2090324],[1729051,2299596],[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] cell #2721 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [223713,1284619],[279258,1414021],[292095,1447377],[304242,1205795],[329902,1006024],[341704,1542551],[343625,1544472],[350941,1560561],[358447,1577539],[372197,1335033],[375985,1087660],[392304,1368167],[400054,1646607],[411267,1401025],[414677,1671919],[420232,1161694],[422779,1688944],[425086,1689249],[432034,1704923],[433955,1706844],[449030,1207716],[466223,1492046],[471492,1498551],[475280,1247015],[477827,1773249],[480134,1773554],[487454,1784043],[492723,1531409],[496511,1279487],[502530,1807018],[503762,1037598],[505117,1814533],[508357,1815810],[512830,1564543],[516240,1831274],[520580,1319974],[528616,1329329],[538353,1613134],[545363,1867164],[549065,1619124],[553743,1622010],[559440,1370088],[561723,1632942],[563395,1888654],[564627,1120719],[565982,1896169],[569222,1897446],[572508,1900914],[577186,1907468],[582883,1402946],[593500,1929412],[593942,1929754],[595358,917458],[596723,1936963],[600076,1687276],[605345,1693781],[609133,1442245],[611680,1443112],[613987,1450837],[616349,1455240],[621397,1966220],[632030,1210915],[632597,1740499],[636119,1980942],[640797,1987496],[644320,1226537],[644762,1747213],[649745,1492847],[653834,1757763],[658512,1760649],[659916,2007531],[660358,2007873],[661774,997486],[663139,2015082],[666492,1771581],[669862,2019266],[670304,2019608],[675287,1525705],[685024,1526572],[692034,2045894],[692990,2046528],[693228,2046836],[695138,802960],[695736,1810951],[700414,1813837],[706111,1566464],[708394,1824769],[710066,1572769],[711298,1312546],[712653,1572864],[717691,1585566],[723192,2081724],[723634,2082066],[727394,1857974],[728582,1332100],[733630,2090464],[734560,1597648],[735007,1084662],[735510,1865525],[738838,2095400],[739280,2095742],[744263,1612267],[747519,1617998],[747791,1871478],[748029,1355919],[752567,2108179],[757775,1367047],[758217,1882037],[763200,1373287],[764543,2120386],[764781,2120694],[766691,879094],[767289,1892587],[771967,1895473],[774989,1650470],[775261,2131484],[775499,2131792],[780037,1653977],[790670,1406145],[791237,1655178],[794759,2150371],[799437,2156925],[800499,2157585],[803402,1933484],[808385,1688077],[812474,1944034],[817152,1946920],[818556,1701247],[820414,1183757],[821779,1702164],[825132,1957852],[827294,1192251],[830159,1964905],[832698,2190499],[832936,2190807],[837359,1978735],[837956,1462348],[840810,1206181],[843457,2198462],[843899,2198804],[844447,1470184],[844889,1726367],[845260,962356],[845858,1978146],[848847,1735791],[849119,2203037],[849357,2203345],[853895,1739298],[857947,1745681],[858868,1486273],[863448,2214822],[863890,2215164],[868838,1495618],[869110,2001044],[869348,1497445],[873886,2223562],[875263,1244017],[876633,2226561],[879536,2011603],[884519,1772382],[887120,1777393],[888041,2236928],[892621,1780408],[896823,1774853],[898011,1528476],[903059,2249104],[903989,1789475],[904436,1276489],[904939,1782404],[908267,2254040],[908709,2254382],[913692,1547671],[916948,1809825],[917220,2050208],[921996,1813332],[927204,1563423],[927646,2060767],[932629,1569663],[934210,1827677],[936120,1057824],[936718,2071317],[941396,2074203],[944016,2289282],[946512,2080832],[949136,2292004],[951069,1587098],[953323,2093463],[954577,1332631],[956855,1334594],[957442,1079209],[957477,1079796],[959709,1863086],[959981,2298817],[960219,2299125],[961021,1851487],[961259,1600534],[962798,2093161],[965239,1860514],[966160,2303344],[970740,1863529],[975423,1354623],[978288,2106864],[980827,2313727],[981065,2314035],[986085,1625106],[987006,1627169],[988939,1368553],[991586,2321690],[992028,2322032],[993389,1116915],[993987,2120105],[996976,1891461],[997248,2124066],[1002024,1894968],[1008889,1899599],[1011666,1903937],[1016089,1898707],[1016686,1657578],[1019540,1401411],[1022187,2345133],[1022629,2345475],[1023177,1665414],[1023619,1912638],[1023990,1148627],[1024588,2147575],[1027577,1668986],[1027849,2349708],[1028087,2350016],[1032625,1414643],[1033555,1923188],[1034002,1417385],[1036677,1931952],[1042178,1934967],[1047568,1690848],[1047840,2170473],[1048078,1692675],[1052616,2370233],[1053993,1439247],[1058266,2181032],[1063249,1710043],[1066010,2382825],[1067849,2189762],[1072501,1715808],[1074276,1968917],[1076190,1971072],[1077099,2388500],[1079020,1205342],[1079595,1205606],[1081298,1983097],[1082219,2391222],[1083298,1729017],[1084424,2200874],[1090525,1979627],[1093302,1983965],[1098575,2401904],[1101071,2213930],[1103695,2404626],[1105628,1492432],[1109136,1496149],[1111414,1498112],[1112001,1238564],[1112036,1239151],[1114268,2012643],[1114540,2411439],[1114778,2411747],[1117357,2226259],[1118326,1774176],[1119798,2010071],[1125299,2013086],[1132783,2018374],[1137340,1778925],[1139594,2017329],[1140848,1529007],[1143126,1530970],[1143713,1271036],[1143748,1271623],[1145980,1779965],[1146252,2432670],[1146490,2432978],[1147292,2030217],[1147530,1792361],[1149069,2251801],[1151510,1795457],[1152431,2437197],[1154364,1542937],[1157011,1544661],[1158001,1803293],[1158443,2040776],[1158814,1287266],[1159412,2042942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] cell #2722 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2723 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [329896,1005960],[343920,1284613],[375979,1087596],[416939,1413946],[420226,1161630],[434250,1447371],[449024,1207652],[449160,1205720],[475274,1246951],[496505,1279423],[496641,1542476],[499149,1544408],[503756,1291139],[503837,1037946],[508652,1560555],[518502,1577464],[528610,1329265],[534998,1334969],[559434,1370024],[559570,1368092],[564621,1377701],[564702,1121067],[569517,1646601],[582877,1402882],[583013,1400950],[587339,1671855],[595352,1162964],[597490,1688938],[600447,1689174],[609127,1442181],[609263,1704848],[611771,1706780],[616343,1453168],[632024,1470921],[632105,1211263],[649739,1492783],[649875,1491971],[656127,1498487],[661768,1248285],[663906,1773243],[666863,1773479],[675281,1525641],[675417,1783968],[681669,1531345],[693788,1806943],[696817,1814530],[700843,1815746],[706105,1566400],[706241,1564468],[710567,1831210],[711292,1574077],[711373,1312894],[716188,1319968],[717616,1583626],[728576,1594450],[730692,1335527],[735001,1340516],[736277,1613128],[744257,1612203],[744393,1867089],[747513,1615926],[748589,1617000],[753998,1621946],[763194,1633679],[763275,1373635],[763330,1632867],[765341,1888579],[768370,1896166],[772396,1897382],[774983,1648398],[776059,1900839],[781468,1907404],[790664,1666151],[790745,1406493],[800847,1929409],[801347,1929690],[804523,1936966],[808379,1688013],[808515,1687201],[814767,1693717],[820408,1443515],[822546,1443106],[825503,1190532],[827230,1452665],[833496,1966145],[837881,1722895],[840304,1206100],[840804,1466109],[846009,1740496],[848841,1733719],[849917,1980867],[855326,1987432],[857872,1743741],[859216,1486647],[859716,1745191],[868832,1754565],[869908,1755639],[870948,1499045],[875257,1504034],[875317,1760585],[876981,2007528],[877481,2007809],[880657,2015085],[884513,1772318],[884649,1771506],[887045,1775453],[888389,2019263],[888889,2019544],[898005,1786277],[900121,1531903],[904430,1536892],[905706,1526566],[913686,1804030],[913767,1548019],[913822,2045819],[915098,2046559],[915271,2046839],[916942,1807753],[918018,1808827],[923427,1813773],[932623,1825506],[932704,1570011],[932759,1824694],[934770,1312446],[937799,1572861],[949484,2081721],[949984,2082002],[951063,1845368],[954081,1857971],[954513,1593947],[956780,1595837],[956953,1335320],[959703,1852977],[960779,2090389],[961819,1855091],[962929,1865528],[965164,1858574],[966508,2095397],[967008,2095678],[975359,1615423],[976520,1869598],[976693,1616752],[981625,2108104],[982665,1622504],[986010,1878565],[987354,1627543],[987854,1880015],[988433,1368472],[988933,1628867],[995126,2120417],[995299,2120697],[996970,1889389],[998046,1890463],[1003455,1895409],[1007121,2131515],[1007294,2131795],[1012226,1396089],[1016611,1909166],[1019034,1401330],[1019534,1661339],[1024739,1655175],[1027571,1919990],[1028647,2150296],[1029687,1672413],[1033996,1677402],[1034056,2156861],[1035441,2157613],[1036602,1930012],[1038446,1931462],[1047562,1940836],[1048638,1941910],[1049678,1694275],[1053987,1699264],[1054047,1946856],[1055711,1442376],[1059387,1702167],[1063243,1958589],[1063324,1710391],[1063379,1957777],[1068607,1964902],[1071320,2190530],[1071493,2190810],[1072426,1966435],[1074270,1967885],[1076214,1978738],[1078956,1465315],[1081223,1973548],[1082567,2198459],[1083067,2198740],[1083646,1729391],[1084146,1975988],[1085222,1977062],[1088757,2203068],[1088930,2203348],[1093862,1482895],[1099312,1744688],[1104043,2214819],[1104543,2215100],[1105122,1492351],[1105622,1750482],[1109072,1754062],[1110233,1999164],[1110406,1755391],[1111339,1755952],[1111512,1498838],[1114262,2002534],[1115338,2223487],[1118562,2226589],[1119723,2008131],[1121567,2009581],[1131024,2236956],[1135755,1525836],[1137334,2024098],[1140352,1774850],[1140784,1785774],[1143051,1787664],[1143224,1531696],[1145974,2031707],[1147050,2249029],[1148090,2033821],[1149200,1782407],[1151435,2037304],[1152779,2254037],[1153279,2254318],[1153858,1542856],[1154358,1799218],[1156474,1285689],[1162791,2048328],[1167896,1559607],[1168936,1814331],[1172281,2057295],[1173625,1819370],[1174125,2058745],[1174704,1564848],[1175204,1820694],[1181570,1573069],[1183241,2068119],[1184317,2069193],[1185357,1831768],[1189666,1836757],[1189726,2074139],[1192625,2289342],[1192697,2078654],[1194940,2080835],[1197682,2292032],[1198802,1844865],[1199963,2083186],[1202032,2093491],[1208813,2298848],[1208986,2299128],[1209919,2090679],[1210092,1854843],[1211763,2092129],[1215329,2303372],[1220060,1612398],[1221639,2100232],[1227962,2106861],[1230675,2313758],[1230848,2314038],[1231781,1874355],[1231954,1622297],[1233625,2109844],[1237191,1879512],[1238311,1628073],[1240578,2115507],[1241922,2321687],[1242422,2321968],[1244577,2119021],[1248112,2122186],[1253217,1645653],[1254257,1895967],[1260434,1648521],[1263320,1655383],[1264253,2135864],[1266097,2137314],[1267173,1907962],[1268041,1898710],[1270783,1660545],[1273050,2142977],[1274394,2345130],[1274894,2345411],[1275473,1915662],[1275973,2145417],[1277049,2146491],[1280584,2349739],[1280757,2350019],[1281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] cell #2724 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [329898,1005959],[343917,1284615],[375981,1087595],[416932,1413948],[420228,1161629],[434247,1447373],[449026,1207651],[449153,1205722],[475276,1246950],[496507,1279422],[496634,1542478],[499151,1544407],[503758,1291138],[503830,1037941],[508649,1560557],[518495,1577466],[528612,1329264],[535000,1334968],[559436,1370023],[559563,1368094],[564623,1377700],[564695,1121062],[569514,1646603],[582879,1402881],[583006,1400952],[587341,1671854],[595354,1162963],[597487,1688940],[600440,1689176],[609129,1442180],[609256,1704850],[611773,1706779],[616345,1453167],[632026,1470920],[632098,1211258],[649741,1492782],[649868,1491973],[656129,1498486],[661770,1248284],[663903,1773245],[666856,1773481],[675283,1525640],[675410,1783970],[681671,1531344],[693781,1806945],[696812,1814594],[700845,1815745],[706107,1566399],[706234,1564470],[710569,1831209],[711294,1574076],[711366,1312889],[716185,1319970],[717618,1583625],[728578,1594449],[730685,1335522],[735003,1340515],[736274,1613130],[744259,1612202],[744386,1867091],[747515,1615925],[748582,1617002],[754000,1621945],[763196,1633678],[763268,1373630],[763323,1632869],[765334,1888581],[768365,1896230],[772398,1897381],[774985,1648397],[776052,1900841],[781470,1907403],[790666,1666150],[790738,1406488],[800842,1929598],[801349,1929689],[804522,1937020],[808381,1688012],[808508,1687203],[814769,1693716],[820410,1443514],[822543,1443108],[825496,1190525],[827229,1452664],[833489,1966147],[837883,1722894],[840299,1206095],[840806,1466108],[846004,1740560],[848843,1733718],[849910,1980869],[855328,1987431],[857874,1743740],[859211,1486649],[859718,1745190],[868834,1754564],[869901,1755641],[870941,1499040],[875259,1504033],[875319,1760584],[876976,2007717],[877483,2007808],[880656,2015139],[884515,1772317],[884642,1771508],[887047,1775452],[888384,2019452],[888891,2019543],[898007,1786276],[900114,1531898],[904432,1536891],[905703,1526568],[913688,1804029],[913760,1548014],[913815,2045821],[915100,2046558],[915270,2047008],[916944,1807752],[918011,1808829],[923429,1813772],[932625,1825505],[932697,1570006],[932752,1824696],[934763,1312439],[937794,1572925],[949479,2081910],[949986,2082001],[951065,1845367],[954076,1858160],[954512,1593946],[956782,1595836],[956952,1335319],[959705,1852976],[960772,2090391],[961812,1855093],[962928,1865582],[965166,1858573],[966503,2095586],[967010,2095677],[975358,1615422],[976522,1869597],[976692,1616751],[981618,2108106],[982658,1622499],[986012,1878564],[987349,1627545],[987856,1880014],[988428,1368467],[988935,1628866],[995128,2120416],[995298,2120866],[996972,1889388],[998039,1890465],[1003457,1895408],[1007123,2131514],[1007293,2131964],[1012219,1396082],[1016613,1909165],[1019029,1401325],[1019536,1661338],[1024734,1655239],[1027573,1919989],[1028640,2150298],[1029680,1672408],[1033998,1677401],[1034058,2156860],[1035440,2157614],[1036604,1930011],[1038448,1931461],[1047564,1940835],[1048631,1941912],[1049671,1694270],[1053989,1699263],[1054049,1946855],[1055706,1442231],[1059386,1702221],[1063245,1958588],[1063317,1710386],[1063372,1957779],[1068602,1965091],[1071322,2190529],[1071492,2190979],[1072428,1966434],[1074272,1967884],[1076213,1978907],[1078955,1465314],[1081225,1973547],[1082562,2198648],[1083069,2198739],[1083641,1729393],[1084148,1975987],[1085215,1977064],[1088759,2203067],[1088929,2203517],[1093855,1482888],[1099311,1744687],[1104038,2215008],[1104545,2215099],[1105117,1492346],[1105624,1750481],[1109071,1754061],[1110235,1999163],[1110405,1755390],[1111341,1755951],[1111511,1498837],[1114264,2002533],[1115331,2223489],[1118561,2226590],[1119725,2008130],[1121569,2009580],[1131023,2236957],[1135750,1525691],[1137336,2024097],[1140347,1775039],[1140783,1785773],[1143053,1787663],[1143223,1531695],[1145976,2031706],[1147043,2249031],[1148083,2033823],[1149199,1782461],[1151437,2037303],[1152774,2254226],[1153281,2254317],[1153853,1542851],[1154360,1799217],[1156467,1285682],[1162793,2048327],[1167889,1559600],[1168929,1814326],[1172283,2057294],[1173620,1819372],[1174127,2058744],[1174699,1564843],[1175206,1820693],[1181569,1572932],[1183243,2068118],[1184310,2069195],[1185350,1831763],[1189668,1836756],[1189728,2074138],[1192627,2289341],[1192699,2078653],[1194939,2081004],[1197681,2292033],[1198801,1844864],[1199965,2083185],[1202031,2093492],[1208815,2298847],[1208985,2299297],[1209921,2090678],[1210091,1854842],[1211765,2092128],[1215328,2303373],[1220055,1612253],[1221641,2100231],[1227957,2107050],[1230677,2313757],[1230847,2314207],[1231783,1874354],[1231953,1622296],[1233627,2109843],[1237190,1879511],[1238310,1628072],[1240580,2115506],[1241917,2321876],[1242424,2321967],[1244570,2119023],[1248114,2122185],[1253210,1645646],[1254250,1895962],[1260429,1648448],[1263319,1655246],[1264255,2135863],[1266099,2137313],[1267166,1907957],[1268040,1898879],[1270782,1660544],[1273052,2142976],[1274389,2345319],[1274896,2345410],[1275468,1915664],[1275975,2145416],[1277042,2146493],[1280586,2349738],[1280756,2350188],[1281692,1921376],[1281862,1672205],[1284108,1415285],[1286722,2155142],[1295865,1688063],[1296944,1687576],[1297451,1936752],[1300898,1940332],[1302062,2168592],[1302232,1941661],[1303168,1942222],[1303338,1694067],[1306091,2171962],[1307158,2370160],[1311552,2177559],[1313396,2179009],[1313968,1705223],[1314475,1953776],[1316582,1448440],[1322017,2382878],[1322087,1962442],[1322268,2187629],[1323658,2189791],[1333007,2388559],[1333079,2195391],[1338061,2391251],[1339181,1975484],[1340345,2199923],[1346475,1733769],[1349365,1740567],[1350301,2207416],[1352145,2208866],[1353212,1987985],[1354999,2401963],[1355071,1988521],[1357311,2214102],[1360053,2404655],[1361173,1749687],[1362337,2216283],[1371187,2411469],[1371357,2411919],[1374137,2225226],[1375204,1516730],[1382427,1772368],[1383506,1771881],[1384013,2014871],[1387929,2237293],[1390169,1775902],[1394031,2023594],[1395195,2241825],[1396532,1784343],[1397039,2026279],[1397261,2017358],[1404045,2432700],[1404215,2433150],[1405151,2249318],[1405321,2033572],[1406995,2250768],[1410558,2437226],[1411678,1798423],[1414118,1545741],[1416364,2043802],[1416871,2258871],[1417938,2259948],[1423187,1807803],[1426077,1814601],[1427013,2053084],[1427183,1814123],[1428857,2268483],[1429924,1571580],[1432420,2058241],[1433540,1819899],[1435810,2274146],[1437147,2455729],[1437654,2455820],[1439800,2277663],[1443344,2280825],[1444450,2069505],[1444620,1831560],[1446866,1578803],[1463673,2472561],[1463743,2086686],[1463924,2295947],[1474735,2303709],[1476975,1859023],[1480837,2099728],[1482001,2308241],[1483338,1867464],[1483845,2102413],[1485535,2484441],[1485605,1868185],[1485786,2310857],[1487176,2313019],[1496525,2490122],[1501579,2492814],[1503863,2323151],[1505200,1646096],[1509993,1889439],[1512883,1896237],[1513819,2126942],[1513989,1895759],[1515663,2332094],[1518463,2131871],[1518644,2334300],[1518869,1905910],[1520034,1899147],[1526804,2137660],[1526974,1907754],[1529383,2509085],[1529455,2342062],[1534437,2511777],[1535557,2144913],[1536721,2346594],[1546677,2354087],[1546847,2154891],[1548521,2355537],[1551447,2157950],[1553687,1930461],[1557549,1935958],[1558713,2362954],[1560050,1700430],[1567563,2531995],[1567733,2532445],[1570513,2371897],[1575196,1952982],[1577636,1708113],[1581456,2381077],[1590124,2545760],[1592516,1967935],[1598580,2391587],[1605025,2203424],[1605206,2395165],[1605431,1985938],[1606596,1979175],[1613366,2209213],[1613536,1987782],[1626431,2562891],[1626682,2408569],[1626907,1765546],[1635012,1773651],[1637493,2226926],[1639733,2008580],[1643595,2014077],[1644759,2420863],[1647590,2236138],[1648602,2024302],[1656390,2025485],[1658903,2579586],[1658973,2245326],[1659154,2429800],[1669965,2437562],[1676067,2258368],[1677231,2442094],[1680835,2046915],[1681016,2444710],[1681241,1818734],[1682406,2047276],[1689346,1826839],[1691755,2597147],[1696809,2599839],[1699093,2457004],[1710893,2465947],[1719163,2612101],[1719414,2470596],[1719639,1846669],[1720349,2292369],[1721483,2083635],[1727270,2299204],[1727451,2474735],[1732911,2302554],[1733923,2100436],[1741711,2101619],[1754769,1889593],[1758695,2493150],[1765140,2120773],[1765321,2496728],[1766711,2121134],[1775130,2130570],[1775280,2135691],[1781951,2639427],[1790407,2512113],[1796852,2350095],[1797033,2515691],[1807957,1941040],[1818258,2656558],[1818509,2529095],[1836586,2541389],[1843570,2385052],[1845572,1968089],[1846263,2190886],[1846444,2546448],[1846755,2192035],[1858251,2202123],[1858401,2207244],[1865072,2676869],[1876019,2404991],[1878392,2007958],[1882940,2411826],[1883121,2565065],[1898429,2235932],[1905434,2692841],[1905685,2577621],[1913541,2433057],[1913722,2581760],[1929839,2057122],[1944966,2600175],[1951592,2603753],[1961141,2288884],[1965182,2291827],[1966262,2083013],[1978457,2302348],[1985462,2724791],[1985713,2620822],[1993127,2486615],[1995820,2314114],[1996001,2625637],[2025174,2640115],[2061670,2532352],[2061851,2658732],[2077292,2186941],[2080554,2384846],[2101308,2677557],[2107141,2404449],[2165430,2706377],[2213652,2486409],[2234406,2735677] ] cell #2725 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [329899,1005952],[343919,1284616],[375982,1087588],[416938,1413949],[420229,1161622],[434249,1447374],[449027,1207644],[449159,1205723],[475277,1246943],[496508,1279415],[496640,1542479],[499152,1544400],[503759,1291131],[503836,1037945],[508651,1560558],[518501,1577467],[528613,1329257],[535001,1334961],[559437,1370016],[559569,1368095],[564624,1377693],[564701,1121066],[569516,1646604],[582880,1402874],[583012,1400953],[587342,1671847],[595355,1162961],[597489,1688941],[600446,1689177],[609130,1442173],[609262,1704851],[611774,1706772],[616346,1453160],[632027,1470913],[632104,1211262],[649742,1492775],[649874,1491974],[656130,1498479],[661771,1248282],[663905,1773246],[666862,1773482],[675284,1525633],[675416,1783971],[681672,1531337],[693787,1806946],[696816,1814595],[700846,1815738],[706108,1566392],[706240,1564471],[710570,1831202],[711295,1574069],[711372,1312893],[716187,1319971],[717619,1583620],[728579,1594442],[730691,1335526],[735004,1340513],[736276,1613131],[744260,1612195],[744392,1867092],[747516,1615918],[748588,1617003],[754001,1621938],[763197,1633671],[763274,1373634],[763329,1632870],[765340,1888582],[768369,1896231],[772399,1897374],[774986,1648390],[776058,1900842],[781471,1907396],[790667,1666143],[790744,1406492],[800846,1929599],[801350,1929682],[804520,1937022],[808382,1688005],[808514,1687204],[814770,1693709],[820411,1443512],[822545,1443109],[825502,1190531],[827222,1452660],[833495,1966148],[837884,1722889],[840303,1206099],[840807,1466106],[846008,1740561],[848844,1733711],[849916,1980870],[855329,1987424],[857875,1743735],[859215,1486650],[859719,1745183],[868835,1754557],[869907,1755642],[870947,1499044],[875260,1504031],[875320,1760577],[876980,2007718],[877484,2007801],[880654,2015141],[884516,1772310],[884648,1771509],[887048,1775447],[888388,2019453],[888892,2019536],[898008,1786269],[900120,1531902],[904433,1536889],[905705,1526569],[913689,1804022],[913766,1548018],[913821,2045822],[915101,2046556],[915268,2047010],[916945,1807745],[918017,1808830],[923430,1813765],[932626,1825498],[932703,1570010],[932758,1824697],[934769,1312445],[937798,1572926],[949483,2081911],[949987,2081994],[951066,1845360],[954080,1858161],[954505,1593942],[956783,1595831],[956950,1335317],[959706,1852969],[960778,2090392],[961818,1855094],[962926,1865584],[965167,1858568],[966507,2095587],[967011,2095670],[975351,1615418],[976523,1869592],[976690,1616744],[981624,2108107],[982664,1622503],[986013,1878559],[987353,1627546],[987857,1880007],[988432,1368471],[988936,1628864],[995129,2120414],[995296,2120868],[996973,1889381],[998045,1890466],[1003458,1895401],[1007124,2131512],[1007291,2131966],[1012225,1396088],[1016614,1909160],[1019033,1401329],[1019537,1661336],[1024738,1655240],[1027574,1919982],[1028646,2150299],[1029686,1672412],[1033999,1677399],[1034059,2156853],[1035433,2157616],[1036605,1930006],[1038449,1931454],[1047565,1940828],[1048637,1941913],[1049677,1694274],[1053990,1699261],[1054050,1946848],[1055710,1442375],[1059384,1702223],[1063246,1958581],[1063323,1710390],[1063378,1957780],[1068606,1965092],[1071323,2190527],[1071490,2190981],[1072429,1966429],[1074273,1967877],[1076211,1978909],[1078948,1465310],[1081226,1973542],[1082566,2198649],[1083070,2198732],[1083645,1729394],[1084149,1975980],[1085221,1977065],[1088760,2203065],[1088927,2203519],[1093861,1482894],[1099304,1744683],[1104042,2215009],[1104546,2215092],[1105121,1492350],[1105625,1750479],[1109064,1754057],[1110236,1999158],[1110403,1755383],[1111342,1755946],[1111509,1498835],[1114265,2002526],[1115337,2223490],[1118554,2226592],[1119726,2008125],[1121570,2009573],[1131016,2236959],[1135754,1525835],[1137337,2024090],[1140351,1775040],[1140776,1785769],[1143054,1787658],[1143221,1531693],[1145977,2031699],[1147049,2249032],[1148089,2033824],[1149197,1782463],[1151438,2037298],[1152778,2254227],[1153282,2254310],[1153857,1542855],[1154361,1799215],[1156473,1285688],[1162794,2048322],[1167895,1559606],[1168935,1814330],[1172284,2057289],[1173624,1819373],[1174128,2058737],[1174703,1564847],[1175207,1820691],[1181567,1573070],[1183244,2068111],[1184316,2069196],[1185356,1831767],[1189669,1836754],[1189729,2074131],[1192628,2289339],[1192700,2078648],[1194937,2081006],[1197674,2292035],[1198794,1844860],[1199966,2083180],[1202027,2093494],[1208816,2298845],[1208983,2299299],[1209922,2090673],[1210089,1854835],[1211766,2092121],[1215321,2303375],[1220059,1612397],[1221642,2100224],[1227961,2107051],[1230678,2313755],[1230845,2314209],[1231784,1874349],[1231951,1622294],[1233628,2109836],[1237183,1879507],[1238303,1628068],[1240581,2115501],[1241921,2321877],[1242425,2321960],[1244576,2119024],[1248115,2122180],[1253216,1645652],[1254256,1895966],[1260433,1648520],[1263317,1655384],[1264256,2135858],[1266100,2137306],[1267172,1907961],[1268038,1898881],[1270775,1660540],[1273053,2142971],[1274393,2345320],[1274897,2345403],[1275472,1915665],[1275976,2145409],[1277048,2146494],[1280587,2349736],[1280754,2350190],[1281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] cell #2726 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [803156,2159451],[825559,2185775],[879290,2228427],[917671,2262924],[934826,2279662],[941875,2076619],[962552,2300734],[997699,2326535],[1006040,1901112],[1012282,2337806],[1037614,2160967],[1055714,2373385],[1056261,2181255],[1058020,2375098],[1079859,2389863],[1084875,2392940],[1087676,1981140],[1093918,2398671],[1117111,2413356],[1120735,2229943],[1135758,2426010],[1136305,2252024],[1148823,2434587],[1161710,2049241],[1167952,2448216],[1181258,2282523],[1181564,2458845],[1183970,2460388],[1206103,2473572],[1206256,2473673],[1207732,2097775],[1210931,2301388],[1220063,2481058],[1220610,2093384],[1239214,2491426],[1244230,2494503],[1247031,2123099],[1253273,2500234],[1260437,2504415],[1263008,2347362],[1263314,2505832],[1271686,2510389],[1276702,2513466],[1279503,1918523],[1285745,2519197],[1287462,2520478],[1295873,2525305],[1296420,1933707],[1308938,2533882],[1310247,2376435],[1312562,2376614],[1329345,2193070],[1332116,2388738],[1334607,2548266],[1335049,1983252],[1335314,2548430],[1346483,2553528],[1349054,2200691],[1349360,2554945],[1362077,2560989],[1368475,2563902],[1368628,2564003],[1370104,2230873],[1373303,2414010],[1375267,2567860],[1382435,2571388],[1382982,2011826],[1386643,2429190],[1390164,2575499],[1392770,2435062],[1401333,2580597],[1401486,2580698],[1402962,2021641],[1406161,2435241],[1412582,2586571],[1415293,2588083],[1415840,1544915],[1417598,2589648],[1423195,2592477],[1425766,2050025],[1426072,2593894],[1434444,2598451],[1439460,2601528],[1442261,2066652],[1448503,2607259],[1450220,2608540],[1455256,2289520],[1462361,2472449],[1465252,2614229],[1465636,1862779],[1473449,2295337],[1476970,2618700],[1479576,2301209],[1492354,2625027],[1492507,2625128],[1492863,2316298],[1495634,2490301],[1498125,2627455],[1498567,2125211],[1498832,2627619],[1505208,2630684],[1505755,1897889],[1510001,2632717],[1512572,2123883],[1512878,2634134],[1517223,2508680],[1519972,2637626],[1525721,2134917],[1528492,2509264],[1530983,2641933],[1531425,1903224],[1531690,2642097],[1542859,2647195],[1543012,2647296],[1544488,1674806],[1545430,1673836],[1545736,2648612],[1547687,2353141],[1550161,2157738],[1553682,2652471],[1556288,2160788],[1558453,2654656],[1564851,2657569],[1565004,2657670],[1566480,2161897],[1569679,2534536],[1571643,2661527],[1576100,2663543],[1578811,2665055],[1579358,1707287],[1581116,2666620],[1585579,2382766],[1587114,2545939],[1587831,2383889],[1592524,2670589],[1592983,2547510],[1603785,2388154],[1606534,2675068],[1612283,2206470],[1618014,2402142],[1621584,2680371],[1622026,2217389],[1622291,2680535],[1625119,2562779],[1626915,2682251],[1628010,2682611],[1628394,2012336],[1634701,2016346],[1635007,2685354],[1636207,2226714],[1639728,2687082],[1642334,2229764],[1644499,2689267],[1646931,2579121],[1649123,2237081],[1650486,2236639],[1657294,2694049],[1657591,2579474],[1660482,2694969],[1660866,1779658],[1668679,1798745],[1669002,2436908],[1671493,2699276],[1671935,1795612],[1672200,2699440],[1679595,2261381],[1682344,2703888],[1687584,2705767],[1687737,2705868],[1688093,2266087],[1690864,2597326],[1693355,2708195],[1693797,2051353],[1694062,2708359],[1700438,2711424],[1700985,1816253],[1705231,2713457],[1705384,2713558],[1706860,1834161],[1707802,1833191],[1708108,2714874],[1710059,2463551],[1714841,2467554],[1715821,2611989],[1716953,2468474],[1718023,2292157],[1719647,2719061],[1721478,2719603],[1726383,2476079],[1732252,2472096],[1734444,2303497],[1735807,2303055],[1742615,2725999],[1743070,2726679],[1745694,2484329],[1747229,2311569],[1747946,2485452],[1749625,2727709],[1750009,2110569],[1753098,2626699],[1753548,2121022],[1754764,2729258],[1760665,2324257],[1762416,1897462],[1763900,2324992],[1766649,2733188],[1771889,2735067],[1772042,2735168],[1772398,2329698],[1776558,2334554],[1777406,2334085],[1778941,2639606],[1779981,2511459],[1784351,2739082],[1784504,2739183],[1784810,2641177],[1795470,2515476],[1798361,2743561],[1806286,2157671],[1809841,2357768],[1813411,2748864],[1813853,2163019],[1814118,2749028],[1815826,1948687],[1816946,2656446],[1818742,2750744],[1819837,2751104],[1820221,1934217],[1826528,1938227],[1826834,2753847],[1828034,1953304],[1828357,2536203],[1830848,2755411],[1831290,1950171],[1831555,2755575],[1840465,2668559],[1841981,2669589],[1842431,2191135],[1842911,2543959],[1844033,2385306],[1845567,2760341],[1846693,2760667],[1851500,2550159],[1853702,2391375],[1859679,2395419],[1860527,2394950],[1862062,2677048],[1863102,2390933],[1867472,2765902],[1867625,2766003],[1868068,2766547],[1870080,2212060],[1870511,2557884],[1871491,2402258],[1872623,2558804],[1873693,2404779],[1878036,2007889],[1878383,2768510],[1882053,2409281],[1884833,2225952],[1887922,2226647],[1891477,2415677],[1895047,2773255],[1895489,2231995],[1895754,2773419],[1900182,2237014],[1902092,2692729],[1903082,2581545],[1904294,2025807],[1904617,2578122],[1905918,2776190],[1907042,2776568],[1907484,2022763],[1907749,2776732],[1912654,2583104],[1920715,2437350],[1929341,2783808],[1929770,2056766],[193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] cell #2727 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [329770,1005967],[375853,1087603],[420100,1161637],[447538,1205713],[448898,1207659],[475148,1246958],[496379,1279430],[499530,1284547],[503630,1291146],[503723,1038157],[528484,1329272],[533222,1334976],[557948,1368085],[559308,1370031],[564495,1377708],[564588,1121278],[581391,1400943],[582751,1402889],[590248,1413939],[595221,1163186],[609001,1442188],[612152,1447305],[616277,1453175],[631898,1470928],[631991,1211474],[649041,1491964],[649613,1492790],[654351,1498494],[661637,1248507],[675155,1525648],[679893,1531352],[688259,1542469],[689619,1544415],[701224,1560489],[704619,1564461],[705979,1566407],[711166,1574084],[711259,1313105],[713476,1577457],[717609,1583633],[728510,1594457],[730638,1335596],[734870,1340738],[744131,1612210],[747447,1615933],[748535,1616993],[753084,1621953],[762496,1632860],[763068,1633686],[763161,1373846],[772777,1646535],[774917,1648405],[790538,1666158],[790631,1406704],[795276,1671862],[805426,1686692],[807681,1687194],[808253,1688020],[809064,1689167],[812991,1693724],[820277,1443737],[821357,1704841],[822717,1706787],[827237,1713031],[837874,1722902],[840515,1466025],[840738,1466185],[848775,1733726],[857865,1743748],[859427,1745020],[859650,1745198],[868766,1754572],[869854,1755632],[870894,1499114],[874403,1760592],[875126,1504256],[881560,1770997],[883815,1771499],[884387,1772325],[885198,1773472],[887038,1775460],[895550,1783961],[897939,1786284],[900067,1531972],[904299,1537114],[913560,1804037],[913653,1548230],[915940,1806936],[916876,1807760],[917964,1808820],[919242,1812312],[922513,1813780],[924026,1815753],[931925,1824687],[932497,1825513],[932590,1570222],[937235,1831217],[942206,1319837],[950997,1845375],[954520,1848710],[956773,1595844],[957175,1596442],[959637,1852984],[961765,1855084],[963832,1610882],[965157,1858581],[973669,1867082],[975366,1868701],[976513,1869605],[976915,1869857],[982611,1622573],[986003,1878572],[987565,1879844],[987788,1880022],[988644,1628783],[988867,1628943],[995968,1888572],[996904,1889396],[997992,1890456],[999270,1893948],[1002541,1895416],[1004054,1897389],[1007963,1900832],[1014801,1907411],[1016604,1909173],[1019245,1661255],[1019468,1661415],[1027505,1919997],[1029633,1672482],[1033865,1677624],[1035708,1929293],[1036300,1929697],[1036595,1930019],[1038380,1931469],[1039678,1934808],[1047496,1940843],[1048584,1941903],[1049624,1694344],[1053133,1946863],[1053856,1699486],[1060290,1441980],[1062545,1957770],[1063117,1958596],[1063210,1710602],[1063928,1190418],[1072162,1966138],[1072419,1966442],[1074204,1967892],[1078963,1724672],[1081216,1973555],[1083857,1975817],[1084080,1975995],[1085168,1977055],[1085406,1738278],[1089599,1980860],[1096437,1987439],[1099319,1989796],[1105333,1750398],[1105556,1750558],[1109079,1998267],[1110226,1999171],[1110628,1999423],[1111332,1755959],[1111734,1756557],[1114196,2002541],[1118829,2007412],[1119421,2007816],[1119716,2008138],[1121501,2009588],[1122799,2012927],[1131291,2019147],[1131883,2019551],[1137268,2024105],[1140791,2027440],[1143044,1787671],[1143446,1788269],[1145908,2031714],[1148036,2033814],[1150103,1524320],[1151428,2037311],[1154069,1799134],[1154292,1799294],[1156420,1546411],[1159940,2045812],[1160537,2046638],[1160696,2046739],[1162784,2048335],[1168882,1814400],[1172274,2057302],[1173836,2058574],[1174059,2058752],[1174915,1820610],[1175138,1820770],[1182239,1311341],[1183175,2068126],[1184263,2069186],[1185303,1831837],[1185541,1571749],[1188812,2074146],[1189535,1836979],[1192690,2078661],[1197949,2081605],[1198541,2082009],[1198809,2082289],[1199956,2083193],[1202742,1857855],[1209655,2090382],[1209912,2090686],[1210314,2090938],[1211697,2092136],[1211916,1863370],[1215596,2095281],[1216188,2095685],[1221573,2100239],[1231517,2108097],[1231774,1874362],[1232176,1874960],[1233559,2109851],[1237198,2112818],[1238318,1880342],[1240571,2115514],[1244523,2119014],[1245858,2120496],[1246017,2120597],[1248105,2122193],[1254203,1896036],[1258653,2131594],[1258812,2131695],[1263989,1393864],[1264246,2135871],[1266031,2137321],[1267119,1908031],[1270790,1910943],[1273043,2142984],[1275684,2145246],[1275907,2145424],[1276995,2146484],[1277233,1652957],[1281426,2150289],[1281683,1921384],[1282085,1921982],[1284324,1675215],[1286675,2155133],[1288264,2156868],[1288886,2157675],[1297160,1936669],[1297383,1936829],[1300906,2167696],[1302053,2168600],[1302455,2168852],[1303159,1942230],[1303561,1942828],[1306023,2171970],[1310656,1441314],[1311543,2177567],[1313328,2179017],[1314184,1953693],[1314407,1953853],[1314626,1701088],[1316535,1708783],[1322095,2188088],[1322259,2187637],[1324369,1964786],[1327052,2190609],[1327211,2190710],[1332020,1978638],[1333070,2195399],[1338329,2198343],[1338921,2198747],[1339189,2199027],[1340336,2199931],[1344699,2203147],[1344858,2203248],[1350035,1480670],[1350292,2207424],[1352077,2208874],[1353165,1988059],[1355062,1988529],[1360321,2214703],[1360913,2215107],[1361181,1994262],[1362328,2216291],[1372027,2223480],[1374069,2225234],[1375448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] cell #2728 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2729 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2730 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2731 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2732 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2733 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2734 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [344003,1545069],[359838,1838101],[416891,1673919],[432296,1953941],[434333,1707441],[435562,1959954],[487716,2026444],[495813,1798828],[499082,1800730],[508735,1816407],[515806,2068355],[515937,2069525],[518454,1833274],[545625,2102578],[569600,1898043],[574834,1660949],[575964,2137550],[576883,2137680],[586424,1921719],[600338,1936917],[600399,1938310],[608188,2177579],[608435,1953387],[608850,2179321],[611704,1955289],[638445,1465719],[639575,2209103],[640494,2209233],[666754,2015036],[666815,2016429],[668027,2236158],[670743,1257566],[672779,1788006],[673480,2241845],[673727,2025890],[675004,2242597],[685349,1539988],[693680,2047247],[698062,1820304],[699192,2268720],[700111,2053104],[700776,2055326],[709369,2279913],[709652,2069848],[737003,2302574],[739719,1343612],[741755,1596179],[742456,2308261],[742703,2102024],[743980,2309013],[765233,2121105],[769615,1628477],[770745,2332331],[771664,2126962],[772329,2129184],[773599,2333733],[774761,2334320],[775951,2132203],[778517,1662851],[779340,2338845],[779623,2138003],[798215,1924322],[801125,2157970],[801215,2158223],[803841,1420324],[805877,1942565],[806578,2362974],[806825,1936363],[808102,2163675],[818447,1702360],[832198,2385072],[833388,2191218],[847457,2394598],[848619,2395185],[849809,2203756],[852375,1467621],[853198,2399710],[853481,2209556],[866383,1750092],[876480,2235543],[877259,2226946],[877349,2227199],[879975,1507130],[882011,1756294],[882712,2420883],[882959,2014482],[884236,2232651],[885815,2422593],[887505,2423315],[888667,2237313],[888757,2237566],[892512,1782600],[911885,2041381],[912132,2260664],[915023,2261318],[915558,2261570],[916720,2444730],[917910,2050739],[919486,1291070],[920476,1822206],[921299,2449255],[921582,2053427],[940174,2072451],[948600,2469476],[949762,2292389],[949852,2292642],[952567,1590773],[959481,1596087],[960671,2299536],[963934,2477641],[965624,2478363],[966786,2303729],[966876,2303982],[970631,1865721],[977368,1872009],[980327,2486635],[981517,2314446],[984199,1874697],[994274,2332692],[994521,1884916],[995051,2324929],[995586,2325181],[996748,2496748],[997938,2124597],[999514,1377632],[1000504,1630379],[1001327,2501273],[1001610,2127285],[1005891,2503260],[1006621,1901594],[1007046,2334491],[1007581,2334743],[1027349,1921627],[1028539,2350427],[1031928,2152562],[1032211,2356227],[1035372,2356879],[1037062,2522610],[1038119,1163251],[1038224,1162995],[1038314,2161449],[1042069,1937159],[1055210,2166567],[1061442,2181637],[1061689,2183911],[1066535,1715323],[1070090,2544683],[1071245,2385243],[1071780,2385495],[1074048,2546468],[1081683,1724871],[1082845,2391607],[1082935,2391860],[1085114,2201405],[1085650,1470852],[1087527,2552373],[1088257,1981622],[1088682,2395356],[1089217,2395608],[1099727,1486502],[1100170,1992020],[1103159,2559806],[1104321,2405011],[1104411,2405264],[1107126,1750888],[1108848,2415934],[1111081,2001575],[1114040,1756202],[1115230,2412158],[1117629,2421850],[1117912,2004263],[1118493,2414788],[1120183,2568693],[1121240,1248572],[1121345,1248316],[1121435,2230425],[1125190,2015278],[1129995,2019889],[1130955,2423494],[1145752,1787914],[1146942,2433389],[1151895,2039280],[1153057,2437582],[1153147,2437835],[1156902,1803961],[1161561,2591322],[1162291,2049723],[1162716,2264403],[1180545,2269081],[1180792,2063646],[1183019,2069756],[1184209,2283237],[1185785,1574008],[1187598,2283732],[1187881,2285925],[1192220,1841159],[1192380,1321624],[1192480,2467665],[1196338,2471354],[1197613,2469655],[1200423,2612679],[1204028,1593465],[1207583,1595922],[1208313,2098257],[1208738,2474926],[1209273,2475178],[1210767,1852018],[1211436,1340803],[1211541,1340547],[1211631,2301870],[1214300,2096023],[1215260,2478542],[1225890,1870993],[1226118,2105763],[1226482,1616615],[1229445,2623872],[1230600,2486806],[1231135,2487058],[1233403,1874605],[1235784,2496814],[1237606,1627398],[1238049,2115042],[1241038,1880541],[1242200,2493170],[1242290,2493423],[1244469,2324633],[1245005,1633610],[1246882,2631562],[1247612,2123581],[1248037,2328014],[1265875,2137911],[1273510,1911142],[1274672,2512133],[1274762,2512386],[1276941,2348076],[1277477,1666082],[1279354,1921462],[1280084,1919005],[1280509,2515882],[1281044,2516134],[1290110,2160145],[1300675,2358025],[1302908,2171004],[1305867,1942473],[1307057,2532684],[1309456,2363941],[1309739,2173692],[1312010,2179536],[1313067,1443802],[1313172,1443546],[1313262,2377096],[1317017,1958520],[1321881,2543417],[1325632,2546534],[1329196,2669910],[1329926,2193552],[1332600,1722056],[1332760,1463280],[1332860,2547621],[1335558,1467288],[1336718,1466140],[1337033,2205648],[1337993,2549611],[1339597,1729246],[1340040,1973083],[1340268,2393631],[1351921,2209464],[1354592,1990716],[1354752,1485142],[1354852,2557995],[1355516,1486402],[1358710,1750513],[1359985,2559985],[1362795,1994461],[1364357,2568386],[1366400,1753580],[1366628,2221146],[1366992,1755254],[1369955,1756037],[1370685,2231355],[1371110,2565256],[1371645,2565508],[1373808,1504321],[1373913,1504065],[1374003,2414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] cell #2735 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [344002,1545065],[359837,1838097],[416890,1673912],[432295,1953937],[434332,1707437],[435561,1959804],[487715,2026440],[495812,1798821],[499078,1800740],[508734,1816403],[515805,2067363],[515936,2069474],[518453,1833267],[545624,2102574],[569599,1898039],[574833,1660942],[575963,2135628],[576882,2137629],[586420,1921729],[600337,1936913],[600398,1938303],[608187,2176690],[608434,1953380],[608854,2179282],[611700,1955299],[638444,1465712],[639574,2207181],[640493,2209182],[666753,2015032],[666814,2016422],[668026,2236062],[670739,1257576],[672775,1788016],[673479,2240094],[673726,2025883],[675008,2242558],[685345,1539998],[693679,2047240],[698061,1820297],[699191,2266798],[700110,2053053],[700772,2055336],[709373,2279104],[709648,2069858],[737002,2302478],[739715,1343622],[741751,1596189],[742455,2306510],[742702,2102017],[743984,2308974],[765232,2121098],[769614,1628470],[770744,2330409],[771663,2126911],[772325,2129194],[773603,2333655],[774760,2334224],[775950,2132196],[778513,1662861],[779344,2337248],[779619,2138013],[798214,1924246],[801124,2157869],[801211,2158233],[803837,1420334],[805873,1942575],[806577,2361223],[806824,1936356],[808106,2163636],[818443,1702370],[832197,2384976],[833387,2191211],[847461,2394520],[848618,2395089],[849808,2203749],[852371,1467631],[853202,2398113],[853477,2209566],[866382,1750085],[876479,2235467],[877258,2226845],[877345,2227209],[879971,1507140],[882007,1756304],[882711,2419132],[882958,2014475],[884240,2232612],[885825,2422592],[887509,2423237],[888666,2237212],[888753,2237576],[892508,1782610],[911884,2041377],[912131,2260657],[915016,2261377],[915562,2261486],[916719,2444634],[917909,2050732],[919482,1291080],[920472,1822216],[921303,2447658],[921578,2053437],[940173,2072375],[948604,2469398],[949761,2292288],[949848,2292652],[952563,1590783],[959480,1596083],[960670,2299529],[963944,2477640],[965628,2478285],[966785,2303628],[966872,2303992],[970627,1865731],[977367,1872002],[980326,2486539],[981516,2314439],[984195,1874707],[994273,2332688],[994520,1884909],[995044,2324988],[995590,2325097],[996747,2496652],[997937,2124590],[999510,1377642],[1000500,1630389],[1001331,2499676],[1001606,2127295],[1005901,2503259],[1006617,1901604],[1007039,2334550],[1007585,2334659],[1027348,1921623],[1028538,2350420],[1031932,2152563],[1032207,2356237],[1035382,2356921],[1037066,2522532],[1038115,1163255],[1038223,1162845],[1038310,2161459],[1042065,1937169],[1055209,2166491],[1061441,2181633],[1061688,2183904],[1066531,1715333],[1070100,2544682],[1071238,2385302],[1071784,2385411],[1074047,2546372],[1081687,1724872],[1082844,2391506],[1082931,2391870],[1085113,2201398],[1085646,1470862],[1087537,2552372],[1088253,1981632],[1088675,2395415],[1089221,2395524],[1099726,1486495],[1100166,1992030],[1103163,2559728],[1104320,2404910],[1104407,2405274],[1107122,1750898],[1108847,2415930],[1111080,2001568],[1114039,1756198],[1115229,2412151],[1117633,2421851],[1117908,2004273],[1118503,2414830],[1120187,2568615],[1121236,1248576],[1121344,1248166],[1121431,2230435],[1125186,2015288],[1129988,2019896],[1130965,2423536],[1145751,1787910],[1146941,2433382],[1151899,2039281],[1153056,2437481],[1153143,2437845],[1156898,1803971],[1161571,2591321],[1162287,2049733],[1162709,2264410],[1180544,2269077],[1180791,2063639],[1183018,2069752],[1184208,2283230],[1185781,1574018],[1187602,2283733],[1187877,2285935],[1192216,1841166],[1192390,1321625],[1192473,2467719],[1196337,2471350],[1197623,2469697],[1200427,2612601],[1204024,1593475],[1207593,1595923],[1208309,2098267],[1208731,2474985],[1209277,2475094],[1210766,1852011],[1211432,1340807],[1211540,1340397],[1211627,2301880],[1214293,2096030],[1215270,2478584],[1225886,1871003],[1226114,2105770],[1226483,1616625],[1229455,2623871],[1230593,2486865],[1231139,2486974],[1233402,1874601],[1235788,2496815],[1237605,1627391],[1238045,2115052],[1241042,1880542],[1242199,2493069],[1242286,2493433],[1244468,2324626],[1245001,1633620],[1246892,2631561],[1247608,2123591],[1248030,2328021],[1265874,2137907],[1273514,1911143],[1274671,2512032],[1274758,2512396],[1276940,2348069],[1277473,1666092],[1279364,1921463],[1280080,1919015],[1280502,2515941],[1281048,2516050],[1290103,2160152],[1300674,2358021],[1302907,2170997],[1305866,1942469],[1307056,2532677],[1309460,2363942],[1309735,2173702],[1312014,2179537],[1313063,1443806],[1313171,1443396],[1313258,2377106],[1317013,1958530],[1321891,2543454],[1325636,2546535],[1329206,2669909],[1329922,2193562],[1332596,1722063],[1332770,1463281],[1332853,2547675],[1335554,1467292],[1336717,1466064],[1337026,2205655],[1338003,2549653],[1339596,1729239],[1340036,1973093],[1340261,2393638],[1351920,2209460],[1354588,1990723],[1354762,1485143],[1354845,2558049],[1355517,1486412],[1358709,1750437],[1359995,2560027],[1362799,1994462],[1364364,2568387],[1366396,1753590],[1366624,2221153],[1366993,1755264],[1369965,1756038],[1370681,2231365],[1371103,2565315],[1371649,2565424],[1373804,1504325],[1373912,1503915],[1373999,2414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] cell #2736 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2737 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2738 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2739 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2740 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2741 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2742 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [42254],[58846],[73737],[80598],[89738],[99215],[105860],[108117],[119160],[127985],[129263],[130942],[136538],[139096],[153654],[155333],[163752],[165916],[167566],[176289],[177839],[179518],[185114],[194323],[196866],[208756],[209789],[211468],[213217],[222147],[223826],[225686],[226218],[232245],[234409],[240848],[245064],[247828],[258003],[260585],[261929],[263128],[263660],[275063],[277606],[281599],[282421],[289496],[290529],[292208],[297126],[299490],[304033],[305940],[317820],[319088],[322036],[324800],[325622],[334515],[338731],[341495],[347098],[351670],[354252],[355596],[356795],[357327],[364279],[366719],[371784],[374148],[380598],[385188],[387552],[388367],[392095],[394002],[396211],[404151],[406515],[411058],[412965],[424845],[426113],[429061],[431825],[432647],[437645],[439795],[448664],[451104],[456169],[458533],[463574],[466014],[471079],[473443],[479893],[484805],[487245],[492310],[494674],[501124],[505714],[508078],[508893],[512621],[514528],[516737],[522144],[531695],[533845],[542714],[545154],[548055],[550205],[559074],[561514],[566579],[568943],[571498],[573648],[582517],[584957],[590022],[592386],[597427],[599867],[604932],[607296],[613746],[625558],[633194],[635109],[637259],[643273],[652824],[654974],[663843],[666283],[668815],[678366],[680516],[689385],[691825],[694726],[696876],[705745],[708185],[713250],[715614],[724583],[732620],[736214],[737791],[756728],[766279],[768429],[784198],[791834],[793749],[795899],[801913],[811464],[813614],[822483],[824923],[834026],[835474],[842410],[846068],[872876],[878047],[894012],[902049],[905643],[907220],[926157],[935708],[937858],[951629],[954212],[972131],[983603],[990539],[1012756],[1014204],[1021140],[1024798],[1051606],[1056777],[1068738],[1094392],[1095840],[1106188],[1137900],[1140483],[1169874],[1176810],[1222205],[1228093],[1255195],[1260565],[1298015],[1346611],[1384577],[1423323],[1510129],[1592652] ] cell #2743 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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1],[1267762,1785750],[1295986,1558224],[1300158,1817972],[1306258,1819876],[1322890,2078315],[1325138,1844841],[1333935,2086663],[1336201,1854556],[1347586,1865492],[1357033,1615399],[1358193,1616465],[1361848,1363795],[1369578,1627965],[1382548,1644270],[1391051,1905148],[1399901,2140644],[1402436,1916084],[1415406,1928657],[1430520,1940309],[1464546,2195053],[1466794,1975461],[1477857,1985176],[1488656,1744664],[1499719,1755104],[1503374,1505321],[1521514,2023571],[1530311,2245303],[1532577,2033286],[1543962,2044222],[1565954,1819792],[1578924,1836097],[1608076,2099705],[1629552,1879488],[1659776,2341724],[1662024,2144890],[1673087,2154605],[1694949,1941375],[1698604,1700551],[1799903,2258345],[1821379,2058218] ] cell #2744 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473125],[555370],[592068],[606978],[619219],[651222],[685681],[702041],[715296],[720951],[777859],[778849],[792147],[809862],[818779],[851717],[852707],[890380],[891420],[892844],[905964],[920808],[934106],[968499],[969539],[970963],[1000836],[1008584],[1010460],[1011562],[1040977],[1042401],[1090220],[1092096],[1093198],[1107458],[1124098],[1125522],[1132512],[1132679],[1164254],[1166130],[1167232],[1216817],[1216984],[1234037],[1249575],[1251451],[1252553],[1292627],[1292794],[1293777],[1330783],[1354343],[1363489],[1379189],[1379356],[1380339],[1423992],[1424159],[1454451],[1461529],[1461696],[1472439],[1484932],[1510798],[1510965],[1576715],[1585298],[1595733],[1602811],[1602978],[1614390],[1667669],[1706028],[1706195],[1713842],[1724567],[1787560],[1794638],[1794805],[1849521],[1910838],[2028251], [103551,1544943],[136224,1414375],[143432,1707315],[151477,957209],[174872,1282119],[175999,1544850],[180396,1816281],[184800,1577893],[185509,2076647],[194267,1079398],[207612,1111768],[212346,1897917],[219970,1143480],[222091,1412121],[228327,1933735],[228662,1689603],[232992,1444877],[233806,2181283],[234119,1707222],[244746,957934],[256862,1232210],[260529,1238753],[265769,2011854],[266104,1773908],[271340,1527231],[271819,2252052],[275007,1271225],[277288,1282844],[281405,1810076],[284592,2050291],[285320,1816188],[288352,1303595],[290473,1575639],[291139,2282789],[300601,839035],[311580,1613793],[312059,2093412],[314376,1361781],[317764,1361616],[321718,1112493],[323460,1115714],[324606,1891712],[327793,2124149],[328521,1897824],[331071,1650721],[334459,1656833],[334722,2347628],[338413,1144205],[345982,1932035],[346151,1932674],[349795,2161006],[350529,1427440],[354196,1433983],[356477,1445602],[357485,2376653],[363131,718770],[365814,1969168],[377154,1736042],[380542,1742154],[380805,2200957],[383483,747925],[383652,750389],[387234,978780],[388663,755472],[390558,1238918],[393946,992799],[395095,2010154],[395264,2010793],[398908,2229982],[399642,1514246],[400883,2429933],[402446,1777476],[402615,1778115],[406197,1537873],[406729,2435280],[407626,1017765],[418605,1548931],[419128,2049172],[419600,2049280],[421401,1558157],[424789,1557992],[428743,1304320],[430485,1307541],[440091,830651],[441926,2084219],[442095,2084858],[450199,1863337],[450910,1079563],[452901,2296080],[454464,1860597],[454633,1861236],[458215,1341497],[458747,2301427],[459870,1100874],[461186,861207],[461658,644543],[462426,642017],[465109,2111127],[469374,869244],[469543,871708],[474176,2123030],[474648,2123138],[476449,1644203],[479837,1644038],[481101,1658300],[481200,2509303],[482417,1901043],[482889,1901151],[497680,1669237],[501068,1418705],[501709,2159992],[504178,919818],[507760,1165051],[509189,924901],[511084,1434148],[514472,1179070],[520168,1448823],[523414,946315],[526438,2187762],[526650,2193001],[527122,2193109],[534141,733739],[535976,1983180],[536145,1207462],[536764,961155],[536933,731452],[537686,1742319],[539010,1463070],[539109,2388777],[540326,1981071],[540798,1981179],[546453,978055],[548244,550501],[552336,2217317],[552505,1229324],[556686,989345],[557158,757998],[560609,2012894],[562574,2228968],[565043,999846],[568625,1250372],[569662,2579438],[569896,1784741],[571687,2019736],[573944,1009381],[584052,1780216],[584763,1271390],[588317,1795540],[588486,1544218],[593723,1292701],[595039,1039937],[603227,1047974],[603396,1050438],[610302,1575804],[613690,1318339],[614856,2289080],[616755,829926],[620209,1586288],[620308,2289559],[620576,2294260],[626828,837162],[630064,1335728],[630536,2097814],[630926,841216],[631398,844670],[632446,1085982],[633273,2472413],[633507,1592914],[635298,2095870],[637555,1091017],[647567,2310990],[647779,1357720],[648251,2316337],[653013,655270],[657105,2125139],[657274,1369834],[658815,1897989],[660139,1379263],[661455,1123058],[667559,1908174],[670085,1132586],[680812,903168],[682647,1903152],[682816,1402692],[683435,1147426],[683604,900881],[684357,1656998],[686997,1672614],[687469,1918562],[691631,1412286],[693124,1164326],[703357,1175616],[703829,927427],[707280,1934775],[711714,1186117],[716823,2382648],[721757,2382730],[721991,1714772],[723415,1461603],[727089,1462431],[727161,728988],[732809,1466320],[734688,1212175],[736535,1721903],[739061,1216891],[746026,1484293],[751379,1746403],[751478,2402181],[751746,1488182],[761234,1499246],[761706,2230912],[763616,1245337],[764677,1249647],[775395,1008656],[785468,1015892],[788704,1532104],[789176,2021680],[789566,1019946],[790038,1023400],[791086,1277809],[793938,1799429],[796195,1032734],[798818,1286065],[798987,1030447],[799740,1545015],[811653,813910],[815745,2051281],[815914,1566210],[817455,1816353],[820095,1314885],[826393,2467270],[828748,1584659],[829854,1585649],[831730,1841006],[832832,1330855],[837088,1593022],[837255,1332351],[843680,1348474],[849253,1090292],[857079,1614498],[862013,2484293],[862247,1870442],[863671,1624361],[867345,1625189],[873065,1629078],[874944,1374547],[896518,1657661],[896590,898417],[902238,1661550],[904117,1407405],[908490,1150716],[912588,1154770],[913060,1158224],[914108,1157234],[930663,1694476],[931135,2161936],[933045,1440567],[941699,1707387],[945121,1713950],[946241,1714880],[946408,1455491],[947391,1715891],[956031,1723928],[960115,1219145],[974522,1742749],[977983,1745764],[979859,1990563],[980961,1494373],[985217,1753137],[985384,1495869],[991809,1511992],[1015818,1784849],[1015985,1528727],[1022410,1262428],[1026156,1027983],[1033683,1285025],[1046075,1817016],[1051795,1820905],[1053674,1570923],[1063665,1317349],[1067082,1840144],[1069407,1842020],[1069574,1587349],[1078204,1849629],[1079491,1348567],[1080474,1851570],[1100800,1870550],[1100967,1618249],[1101950,1871561],[1114674,1381517],[1133662,1902162],[1134840,1146386],[1142302,1910199],[1150809,1412214],[1171488,1939408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] cell #2745 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [42256,1837905],[58848,1951799],[59439,1711704],[73739,2025381],[80603,2067702],[80739,1832991],[89740,2101515],[99220,2136897],[99356,1918301],[105862,2165637],[108100,1954098],[108111,2177582],[119165,2208450],[119301,1732030],[127987,2234613],[129268,2238192],[130925,2035250],[130936,2241848],[136540,1801472],[139101,2268067],[139237,1555118],[142065,2070523],[153659,2304608],[155316,1856520],[155327,2308264],[163754,2129926],[165921,2331678],[166057,1641164],[166993,2139201],[167560,2335522],[169544,2146781],[176294,1923981],[176430,1156211],[177844,2359321],[179501,1683522],[179512,2362977],[185116,1956031],[194328,1465799],[196293,1969772],[196860,2396387],[198844,1977352],[208761,2235202],[208897,1516474],[209794,2417230],[211451,1767827],[211462,2420886],[212766,2244002],[213092,2424035],[222152,1798908],[223809,1284090],[223820,2041529],[225113,1807336],[225680,2445932],[226223,1037923],[227664,1810157],[232247,2056068],[234414,2072110],[234550,1316326],[239190,2079552],[240853,2471939],[245058,1596235],[247377,2085362],[247703,2479083],[258008,2327782],[260590,1628557],[261912,1646078],[261923,2332840],[262555,1888972],[263122,2497950],[263665,1121044],[265106,1891793],[266423,2340507],[268158,1647981],[275068,1661029],[277033,1153835],[277600,1921775],[279584,911917],[281148,1930034],[281474,2523330],[282415,917755],[289501,2166226],[289637,1429668],[290534,1953467],[292191,1446848],[292202,2181785],[297131,2387940],[297585,2188851],[298285,1967468],[299484,2547038],[303908,1466503],[305945,1211240],[306663,2193836],[308398,1733302],[316162,2212650],[317825,1750172],[319032,1765528],[319082,2417303],[322030,1756350],[323611,994306],[324349,2008153],[324675,2569413],[325616,997783],[330814,1775475],[332857,1019011],[334520,2025970],[338725,1788062],[341044,1029424],[341370,1799612],[345612,1560756],[346973,804957],[351675,2264171],[354257,1820384],[355579,1560032],[355590,2269229],[356222,1313950],[356789,2069904],[357332,1312871],[358773,1061474],[364223,1846651],[364273,2472012],[364522,2290182],[365557,2083208],[366594,2612846],[368196,1333644],[371789,1335504],[372943,1852560],[374142,1084959],[376897,1858596],[378940,840281],[380603,2102104],[385193,1622481],[385647,2312079],[386347,2109427],[387546,1874753],[388285,2497524],[388918,1108880],[391970,1629261],[394007,1373612],[394725,1364380],[396086,881091],[402076,1650802],[404156,2133001],[404610,899858],[405310,1396514],[406509,2138059],[410933,1661733],[412970,1406470],[413688,687188],[415423,1919573],[419319,696262],[423187,1174681],[424850,1936443],[426057,1681223],[426107,2359394],[429055,1942621],[430636,1180577],[431374,1185094],[431700,1954171],[432641,1184054],[436444,2668028],[439181,1193264],[439713,2546612],[440346,1196370],[441556,1455572],[448608,1727658],[448658,1207400],[449942,1973570],[450979,963363],[454094,1736123],[456174,2204554],[456628,730429],[457328,1483320],[458527,2209612],[463518,1996208],[463568,1229262],[463817,2402804],[464852,2216306],[465889,1488365],[467167,1234926],[467491,1234999],[471084,1499022],[472238,2002117],[473437,1244314],[474367,767815],[478235,988410],[479898,2014562],[482608,573034],[484749,1518851],[484799,2238265],[485048,788895],[486083,1266910],[487120,2035323],[488722,1530020],[492315,1531880],[493469,2031290],[494668,1276786],[497423,2037326],[501129,1547996],[505719,1814308],[506173,1049415],[506873,1296926],[508072,2053483],[508811,2445506],[509444,1300707],[512496,1821088],[514533,1569988],[515251,608220],[516612,1059821],[521055,2610054],[522391,1583648],[524864,1324774],[525188,1324847],[526841,836080],[530494,1078704],[533763,1335923],[534396,1336750],[535606,1596854],[540517,636645],[542658,1605413],[542708,2304681],[542957,630255],[543992,1352956],[545029,1856593],[546854,1617711],[549591,1097120],[550123,1357915],[550756,1358742],[551966,1618330],[554489,1105099],[559018,1883328],[559068,1369772],[560352,2115529],[561389,875925],[566584,1895944],[567038,870685],[567738,1383488],[568937,2127341],[570297,2139274],[573566,2335096],[574199,1391600],[575409,673512],[582461,1913929],[582511,1402630],[583795,2142999],[584832,1149634],[587947,1922394],[590027,1672390],[591181,1678550],[592380,1417682],[597371,1424231],[597421,1424492],[597670,930854],[598705,1168673],[599742,1683595],[601020,1430156],[601344,1430229],[604937,1694252],[606091,2171546],[607290,1439544],[613751,1710368],[615820,1452751],[617156,1454953],[618196,945621],[624469,1204393],[625805,1722917],[628278,1466430],[628602,1209732],[633199,1987967],[633908,1969845],[637177,2395961],[637810,1478406],[639020,742488],[642184,1487661],[643520,1743763],[644875,1229001],[645993,1488292],[646317,976333],[647970,754606],[650657,982402],[651623,985717],[654892,1499441],[655525,1500268],[656735,1756969],[658012,1763165],[659258,1242978],[663787,1511037],[663837,1511298],[664086,761425],[665121,1253994],[666158,1767900],[667726,2243576],[669062,776836],[671535,1521150],[671859,1521223],[677165,1270531],[680434,1532299],[681067,1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] cell #2746 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [685278],[778446],[797522],[852304],[875787],[889570],[906256],[920405],[939481],[967689],[985509],[1000433],[1008427],[1010752],[1025927],[1039127],[1054517],[1055813],[1069699],[1090063],[1092388],[1107055],[1108042],[1122248],[1134611],[1135857],[1164097],[1165343],[1166422],[1171780],[1181597],[1195532],[1201409],[1218916],[1220162],[1224851],[1249418],[1250664],[1251743],[1261526],[1263347],[1293620],[1294726],[1295972],[1299869],[1323537],[1330626],[1341789],[1347572],[1349393],[1353425],[1363781],[1380182],[1381288],[1382534],[1390197],[1390762],[1424076],[1426105],[1445894],[1453400],[1453533],[1465193],[1472282],[1477003],[1477568],[1494144],[1510882],[1512911],[1538165],[1553715],[1576558],[1594682],[1594815],[1602895],[1616158],[1639761],[1660423],[1667512],[1706112],[1721511],[1786509],[1786642],[1794722], 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] cell #2747 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[1150810,1412215],[1171491,1939407],[1171656,1691100],[1178081,1425189],[1189354,1447784],[1206903,1972639],[1207068,1726619],[1217968,1982191],[1228765,1991576],[1228930,1747465],[1238847,1512086],[1239830,2001128],[1261237,2020749],[1261402,1779177],[1262522,1271319],[1270034,2028358],[1272302,2030301],[1294956,1306502],[1310925,1575733],[1347283,2096883],[1347448,1862298],[1361710,1624455],[1369275,2114598],[1369440,1882289],[1393448,1656927],[1402133,2142068],[1402298,1912890],[1413198,2151620],[1425280,1434077],[1435060,2170557],[1480254,1742248],[1503236,1763094],[1543659,2255523],[1543824,2041028],[1556966,1558086],[1565651,2273238],[1565816,2061019],[1643012,1644132],[1675484,1928519],[1698466,1949365],[1834839,1835959] ] cell #2748 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [42259,1837906],[58855,1951800],[59445,1711705],[73746,2025382],[80604,2067703],[80751,1832992],[89747,2101516],[99221,2136898],[99368,1918302],[105869,2165638],[108103,1954099],[108112,2177581],[119166,2208451],[119313,1732031],[127994,2234614],[129269,2238193],[130928,2035251],[130937,2241847],[136547,1801473],[139102,2268068],[139249,1555119],[142066,2070522],[153660,2304609],[155319,1856521],[155328,2308263],[163761,2129927],[165922,2331679],[166069,1641165],[166996,2139202],[167561,2335521],[169545,2146780],[176295,1923982],[176442,1156212],[177845,2359322],[179504,1683523],[179513,2362976],[185123,1956032],[194329,1465800],[196296,1969773],[196861,2396386],[198845,1977351],[208762,2235203],[208909,1516475],[209795,2417231],[211454,1767828],[211463,2420885],[212767,2244001],[213093,2424033],[222153,1798909],[223812,1284091],[223821,2041533],[225116,1807337],[225681,2445931],[226224,1037924],[227665,1810156],[232254,2056069],[234415,2072111],[234562,1316327],[239193,2079553],[240854,2471940],[245059,1596239],[247378,2085361],[247704,2479081],[258009,2327783],[260591,1628558],[261915,1646079],[261924,2332844],[262558,1888973],[263123,2497949],[263666,1121045],[265107,1891792],[266424,2340505],[268161,1647982],[275069,1661030],[277036,1153836],[277601,1921779],[279585,911918],[281149,1930033],[281475,2523328],[282416,917756],[289502,2166227],[289649,1429669],[290535,1953468],[292194,1446849],[292203,2181789],[297132,2387941],[297586,2188850],[298288,1967469],[299485,2547037],[303909,1466507],[305946,1211241],[306664,2193834],[308401,1733303],[316165,2212651],[317826,1750173],[319035,1765529],[319083,2417307],[322031,1756354],[323612,994307],[324350,2008152],[324676,2569411],[325617,997784],[330815,1775474],[332860,1019012],[334521,2025971],[338726,1788066],[341045,1029425],[341371,1799616],[345613,1560755],[346974,804958],[351676,2264172],[354258,1820385],[355582,1560033],[355591,2269233],[356225,1313951],[356790,2069908],[357333,1312872],[358774,1061475],[364226,1846652],[364274,2472016],[364523,2290180],[365558,2083207],[366595,2612844],[368197,1333648],[371790,1335505],[372946,1852561],[374143,1084960],[376898,1858595],[378943,840282],[380604,2102105],[385194,1622482],[385648,2312078],[386350,2109428],[387547,1874757],[388286,2497526],[388919,1108881],[391971,1629265],[394008,1373613],[394726,1364379],[396087,881092],[402077,1650801],[404157,2133002],[404611,899859],[405313,1396515],[406510,2138063],[410934,1661737],[412971,1406471],[413689,687189],[415426,1919574],[419320,696263],[423190,1174682],[424851,1936444],[426060,1681224],[426108,2359398],[429056,1942625],[430637,1180578],[431375,1185095],[431701,1954175],[432642,1184055],[436445,2668026],[439182,1193268],[439714,2546614],[440347,1196371],[441557,1455571],[448611,1727659],[448659,1207401],[449943,1973569],[450980,963364],[454095,1736122],[456175,2204555],[456629,730430],[457331,1483321],[458528,2209616],[463521,1996209],[463569,1229263],[463818,2402802],[464853,2216305],[465890,1488369],[467168,1234927],[467492,1235003],[471085,1499023],[472241,2002118],[473438,1244315],[474368,767816],[478238,988411],[479899,2014563],[482609,573035],[484752,1518852],[484800,2238269],[485049,788896],[486084,1266911],[487121,2035327],[488723,1530024],[492316,1531881],[493472,2031291],[494669,1276787],[497424,2037325],[501130,1547997],[505720,1814309],[506174,1049416],[506876,1296927],[508073,2053487],[508812,2445508],[509445,1300708],[512497,1821092],[514534,1569989],[515252,608221],[516613,1059822],[521056,2610056],[522392,1583647],[524865,1324775],[525189,1324851],[526842,836081],[530495,1078705],[533764,1335924],[534397,1336751],[535607,1596853],[540518,636646],[542661,1605414],[542709,2304685],[542958,630256],[543993,1352957],[545030,1856597],[546855,1617715],[549592,1097124],[550124,1357916],[550757,1358743],[551967,1618329],[554492,1105100],[559021,1883329],[559069,1369773],[560353,2115528],[561390,875926],[566585,1895945],[567039,870686],[567741,1383489],[568938,2127345],[570298,2139278],[573567,2335098],[574200,1391601],[575410,673513],[582464,1913930],[582512,1402631],[583796,2142998],[584833,1149635],[587948,1922393],[590028,1672391],[591184,1678551],[592381,1417683],[597374,1424232],[597422,1424493],[597671,930855],[598706,1168674],[599743,1683599],[601021,1430157],[601345,1430233],[604938,1694253],[606094,2171547],[607291,1439545],[613752,1710369],[615821,1452752],[617157,1454957],[618197,945622],[624470,1204394],[625806,1722916],[628279,1466431],[628603,1209736],[633200,1987968],[633909,1969849],[637178,2395963],[637811,1478407],[639021,742489],[642185,1487662],[643521,1743762],[644878,1229002],[645994,1488293],[646318,976337],[647971,754607],[650658,982403],[651624,985718],[654893,1499442],[655526,1500269],[656736,1756968],[658015,1763166],[659261,1242979],[663790,1511038],[663838,1511299],[664087,761426],[665122,1253995],[666159,1767904],[667727,2243578],[669063,776837],[671536,1521151],[671860,1521227],[677166,1270532],[680435,1532300],[681068,1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] cell #2749 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561451],[651810],[691762],[708122],[721539],[755499],[792735],[810450],[824860],[830678],[890968],[892008],[905991],[924928],[934694],[969087],[970127],[1009408],[1010487],[1012150],[1025769],[1041565],[1055548],[1091044],[1092123],[1093786],[1124686],[1132539],[1134453],[1135592],[1166157],[1167820],[1216844],[1218758],[1219897],[1234625],[1251478],[1253141],[1260096],[1260271],[1292654],[1294568],[1295707],[1346142],[1346317],[1363516],[1379216],[1381130],[1382269],[1422854],[1423029],[1424019],[1461556],[1484959],[1493986],[1509660],[1509835],[1510825],[1554540],[1554715],[1585325],[1592183],[1592358],[1602838],[1615158],[1640586],[1640761],[1706055],[1714610],[1724594],[1731452],[1731627],[1742778],[1794665],[1832413],[1832588],[1840173],[1850289],[1910865],[1917723],[1917898],[1970793],[2029019],[2140222], [136363,1674353],[176029,1544877],[184939,1833708],[194297,1079425],[222121,1412148],[223494,1674252],[228801,1938744],[234149,1707249],[235068,2186292],[245022,1205836],[260559,1238780],[266243,2016863],[275037,1271252],[277564,1542592],[284943,2050957],[285350,1816215],[290503,1575666],[291490,2283455],[291876,1833607],[294448,828433],[303970,1080159],[317794,1361643],[321994,1368208],[328144,2124815],[328551,1897851],[334489,1656860],[335073,2348294],[338689,1401066],[341432,1412882],[346181,1932701],[349848,2161171],[350722,1938643],[354226,1434010],[356753,1704964],[357538,2376818],[369106,955716],[380572,1742181],[381156,2201623],[382510,745711],[383682,1232344],[387510,1492087],[392032,1239514],[393976,992407],[395294,2010820],[398961,2230147],[399835,2016762],[402645,1778142],[406473,1784084],[406782,2435445],[410995,1271986],[419653,2049445],[419848,2049940],[423975,2264476],[424819,1558019],[429019,1564584],[431762,1576400],[432862,2461940],[442125,2084885],[454663,1861263],[458491,1867205],[458800,2301592],[461564,643920],[461711,644151],[461906,861795],[465951,1101635],[468401,867030],[469573,1111902],[473401,874474],[474701,2123303],[474896,2123798],[479023,2328087],[479867,1644065],[481253,2509906],[482942,1901316],[483137,1901811],[487182,1667354],[487729,2514230],[489632,1141987],[501098,1418313],[501736,2160021],[502228,2160218],[504208,1427574],[508036,1687317],[512558,1434744],[514502,1178678],[527175,2193274],[527370,2193769],[527890,947076],[536175,1738194],[536963,957343],[539162,2389380],[540851,1981344],[541046,1981839],[545091,1472124],[545638,2393704],[547041,1227698],[548271,978807],[548723,548763],[552535,1997281],[557064,757375],[557211,757606],[557406,989933],[562601,2228997],[563093,2229194],[565073,1514380],[568901,1771622],[570404,2580261],[570484,1785509],[571714,2019765],[572206,2019962],[588516,1539756],[592344,1288335],[593100,2263451],[595759,1040525],[599804,1293462],[602254,1045760],[603426,1303729],[607254,1053204],[613720,1317947],[617343,1068343],[620361,2290162],[620603,2294289],[621095,2294486],[630589,1862533],[630784,1338992],[631304,844047],[631451,844278],[631646,841804],[632476,1613927],[634015,2473236],[634095,1593682],[635325,2095899],[635817,2096096],[642044,1100901],[648304,2110323],[648499,1360984],[653040,1112520],[653492,653532],[657304,1893864],[659516,2327062],[662175,1123646],[666220,1380024],[667346,2641494],[667586,1908203],[669462,2132281],[674561,1133347],[682846,1652873],[683634,1143614],[687522,1668433],[687717,1411489],[693712,1422928],[694942,1165078],[703735,926804],[703882,927035],[704077,1176204],[711744,1445011],[715572,1188883],[716850,2382677],[718797,946342],[722499,2383553],[722579,1715540],[722792,2387220],[729576,953817],[732836,1468587],[733328,1983015],[733766,957961],[734218,734258],[735408,1212763],[736322,2547827],[736562,1721932],[738438,2203834],[743537,1217652],[751531,2210729],[751773,1490449],[752265,2217152],[761759,2012090],[761954,1502510],[763646,1774042],[765265,1509734],[766495,1250399],[773181,2026546],[775983,1260170],[789229,1779412],[789424,1535368],[789944,1022777],[790091,1023008],[790286,1020534],[791116,1527365],[793965,1540954],[794457,1795375],[799017,1282253],[800684,1292728],[811680,1304347],[812132,812172],[815944,1812228],[820815,1315473],[826460,2467464],[831517,2467871],[831757,1841035],[833420,1592257],[837115,1593187],[837189,839062],[843057,1598962],[845064,1341524],[847039,1847816],[849841,1346216],[857106,1614663],[862755,2310387],[862835,1871210],[863048,1620438],[873092,1631345],[873584,2124974],[875664,1375135],[876818,1379290],[888226,1132613],[899005,1140088],[902265,1663817],[902757,1902987],[903195,1144232],[903647,903687],[904837,1407993],[907867,1670347],[912966,1157601],[913113,1157832],[913308,1155358],[914138,1414509],[931188,1933971],[931383,1697740],[933075,1689737],[935924,1445629],[942789,2543124],[945148,1714115],[946268,1715045],[948182,1962852],[949321,1461630],[953743,1722129],[953918,1463097],[960703,1479022],[966345,1216918],[974589,1742975],[979646,2401358],[979886,1990592],[981549,1752372],[985244,1753302],[991186,1759077],[993193,1505042],[1015845,1785014],[1015919,1017792],[1021787,1790789],[1023794,1537900],[1028571,1278727],[1032761,1282871],[1033213,1033253],[1034403,1285613],[1051822,1823172],[1052314,2051116],[1054394,1571511],[1063695,1578027],[1067149,1840370],[1068269,1841232],[1068444,1586315],[1069434,1842185],[1078231,1849794],[1082404,1348501],[1097348,1867807],[1100827,1870715],[1102741,2104811],[1103880,1624388],[1108302,1877799],[1108477,1625855],[1115262,1641780],[1140014,1908400],[1140189,1658327],[1146974,1392216],[1150743,1152616],[1158618,1415127],[1171515,1939573],[1177457,1945348],[1179464,1700272],[1190073,1448371],[1193492,1962064],[1195792,1963877],[1195967,1716557],[1204642,1970990],[1205937,1479123],[1206927,1972805],[1227624,1990789],[1227799,1746430],[1228789,1991742],[1241759,1512019],[1261261,2020915],[1262455,1274231],[1270058,2028524],[1278828,1542693],[1300129,2056529],[1300304,1817682],[1307089,1555734],[1318733,1578645],[1333872,2086308],[1336172,2088121],[1336347,1852236],[1347307,2097049],[1358164,2105836],[1358339,1872227],[1368309,1641881],[1369299,2114764],[1391022,2133306],[1391197,1902828],[1392317,1401167],[1399872,2140419],[1402157,2142234],[1425213,1436989],[1441586,1705065],[1477828,2204859],[1478003,1982856],[1492188,1752473],[1499690,2221219],[1499865,2001793],[1523926,1784185],[1530248,2244948],[1532548,2246761],[1532723,2030966],[1543683,2255689],[1555835,1564685],[1565675,2273404],[1610488,1867306],[1633084,1887297],[1673058,2351530],[1673233,2152285],[1686298,1687418],[1694920,2367890],[1695095,2171222],[1770603,1771723],[1802315,2046036],[1824911,2066027],[1956874,1957994] ] cell #2750 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [42260,1582096],[58856,1704348],[59442,1711439],[73747,1794078],[80572,1829812],[80742,1829665],[89748,1602251],[99189,1916228],[99359,1906965],[105870,1422312],[108075,1951880],[108141,1950995],[119134,1729957],[119304,1986993],[127995,1509118],[128755,2027071],[130900,2034111],[130966,2024577],[136548,1031310],[139070,1551939],[139240,2055094],[142107,2067537],[153146,1848341],[155291,1855381],[155357,2100711],[163762,1385720],[165890,1637985],[166060,2128952],[166968,2139091],[167590,2132806],[169586,2136732],[176263,1155946],[176433,1674629],[177331,1680419],[179476,1681304],[179542,2164833],[185124,1186980],[189200,1963377],[196268,1969662],[196890,2204359],[198886,2208285],[208730,1516209],[208900,2017139],[209281,1764724],[211426,1765609],[211492,2233809],[212449,2243588],[213441,2238082],[214063,1518047],[221639,1029159],[223784,796870],[223850,1801117],[225088,1807171],[225710,2263976],[227706,2267902],[232255,1299158],[234383,1316061],[234553,1833984],[239165,2079442],[239787,1845847],[245088,1335149],[247060,2084948],[248052,2304498],[248674,1604609],[255462,2105336],[257943,1637838],[261887,1128019],[261953,2129571],[262530,1888807],[263152,2327587],[265148,2331513],[267141,2335108],[268133,1647816],[269940,899593],[277008,909353],[277630,1672035],[279626,1923939],[280831,1419100],[281823,2359211],[282445,917490],[289470,1429403],[289640,1939020],[290021,1184829],[292166,938829],[292232,1955676],[297066,1720694],[297268,2188437],[298260,1967303],[299514,2387745],[304257,1465757],[304879,1726854],[307381,2395973],[308373,1733137],[310180,730164],[316137,2212540],[316759,1995404],[319007,1246759],[319112,2229746],[322060,1498667],[323653,2235160],[324032,1505906],[325024,2417120],[325646,997518],[330497,1518932],[332832,786331],[333454,1266645],[338755,1531525],[340727,587157],[341719,1798866],[342341,1796436],[346330,2445518],[347322,803056],[349129,1049150],[351610,1551792],[355554,1044898],[355620,2055713],[356197,1058910],[356819,1831390],[358815,2072068],[361359,1066858],[364198,1327953],[364303,2295038],[365240,1588470],[366943,2471829],[371724,1598925],[371926,1335881],[372918,1852395],[374172,1084694],[376580,1605494],[378915,627691],[379537,1352691],[385128,1876364],[385330,2311665],[386322,2109262],[387576,1622126],[388349,1375436],[389005,2327740],[392319,1628515],[392941,1882524],[395443,2497536],[396435,879190],[398242,870420],[401286,481885],[404091,1388274],[404293,681487],[405285,1139043],[406539,1907584],[411282,1660987],[411904,1913125],[414406,1672767],[415398,1919408],[420827,695332],[423162,928290],[423784,1168408],[426032,1161438],[426137,2160770],[429085,1693897],[430678,2166184],[431057,710385],[432049,1953425],[432671,1183789],[437340,1713162],[439777,1457790],[440433,2387898],[443062,2546624],[445744,1204351],[448583,1469609],[448688,1206213],[449625,1727739],[451328,962452],[453304,539794],[456109,1475080],[456311,534816],[457303,1223348],[458557,1987612],[460654,974298],[463493,1491471],[463598,1492464],[464535,1748585],[466238,1750130],[466860,982137],[467101,2416721],[471019,1759040],[471221,1499399],[472213,2001952],[473467,1244049],[475875,766885],[478210,758861],[478832,1253729],[484724,1259554],[484829,2020514],[485766,781286],[487469,2025928],[492250,1790752],[492452,1532257],[493444,2031125],[494698,1276521],[497106,1797321],[500063,1549067],[502849,594507],[505654,1293983],[505856,814585],[506848,1043264],[508102,1813953],[508875,1288874],[509531,2264129],[512845,1820342],[513467,2061254],[515969,1832122],[516961,1057920],[521521,2610066],[522126,1583813],[524798,2471430],[531390,1848841],[533827,1599072],[534483,1080875],[537112,845454],[542633,1345600],[542738,2096648],[543675,855144],[545378,2102062],[547750,1868832],[548661,858803],[549146,1102156],[550187,1620548],[550843,1102351],[553472,1357873],[554464,864534],[556154,1108011],[558993,1632367],[559098,1368585],[560035,1883409],[561255,1635403],[561738,1117011],[562360,1115850],[563714,660923],[566519,1380545],[566721,655945],[567713,1126385],[568967,1895589],[571193,889911],[573630,1388421],[574286,2132959],[576915,1917432],[579597,1399581],[582436,1664839],[582541,1401443],[583478,1914010],[585181,1148723],[589962,1670310],[591156,1418578],[592410,1417417],[597346,1165684],[597451,1687694],[598388,923245],[600091,1936401],[600954,2358812],[604872,1945311],[605074,1694629],[606066,2171381],[607320,1439279],[609728,936314],[612685,1448959],[614716,2543290],[621923,1195501],[622646,725189],[624935,956432],[625540,1723082],[628212,1206640],[633134,1472645],[634804,968030],[637241,1475227],[637897,2204512],[640526,1731161],[642650,1487619],[643255,1743928],[644416,748234],[644521,748061],[644850,979413],[645927,1228502],[650340,753816],[652519,1998398],[653430,986941],[653915,1240035],[654956,1759187],[655612,1240230],[657987,1505648],[658241,763795],[659233,992672],[663762,1251005],[663867,1771999],[664804,1003273],[666507,2014520],[668192,2027224],[668797,1008444],[671469,2237683],[678061,2027571],[680498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] cell #2751 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [586234],[672589],[690279],[741565],[763728],[776701],[792413],[805687],[823377],[850559],[867611],[881821],[889437],[891686],[906123],[918660],[933157],[934372],[947657],[967556],[969805],[984009],[984952],[998688],[1010619],[1011828],[1038994],[1040203],[1041243],[1046341],[1055680],[1069142],[1074948],[1092255],[1093464],[1097998],[1122115],[1123324],[1124364],[1133928],[1135724],[1165210],[1166289],[1167498],[1171223],[1194142],[1201276],[1212441],[1218233],[1220029],[1223921],[1234303],[1250531],[1251610],[1252819],[1260403],[1260969],[1293841],[1295839],[1315151],[1322467],[1322607],[1334522],[1341656],[1346449],[1347015],[1363648],[1380403],[1382401],[1407671],[1423161],[1445761],[1464123],[1464263],[1472503],[1485985],[1509967],[1530898],[1538032],[1576779],[1592490],[1659353],[1659493],[1667733], [42261,1960171],[58857,2070434],[73748,2138589],[80575,2179469],[89749,2210142],[99192,2242745],[105871,2054013],[108073,2281677],[119137,2309161],[127996,2127871],[128758,2333881],[130898,2339679],[136549,1674485],[139073,2163823],[153149,2394746],[155289,2400544],[163763,2016995],[165893,2232799],[166966,2422940],[176266,1801112],[177334,2263857],[179474,2266955],[185125,1833840],[189203,2469624],[196266,2477988],[208733,2129566],[209284,2327468],[211424,2330566],[212382,2502919],[214066,2132687],[221642,1672030],[223782,1923942],[225086,2359105],[232256,1938876],[234386,1955671],[239163,2545030],[239790,2387626],[246993,2552032],[248677,2204240],[255465,2559954],[257946,2229741],[261885,2235163],[262528,2417014],[268131,2237976],[269943,1531520],[277006,1798869],[280764,2445516],[289473,2055708],[290024,1831385],[292164,2072071],[297069,2295033],[297201,2611213],[298258,2471723],[304882,2305995],[308371,2304392],[310183,1335144],[316135,2624219],[316762,2489189],[319005,2327743],[323965,2497534],[330430,2335106],[332830,1660990],[333457,1907579],[340660,1672770],[342344,2148271],[349132,1693892],[351613,2160765],[355552,2166187],[356195,1953428],[360381,2667966],[364196,2387901],[365173,2546622],[371727,2206268],[372916,2397635],[376513,2395971],[378913,1465760],[379540,1987607],[385131,2407655],[385263,2679595],[386320,2562053],[388277,2416724],[392944,2418617],[398245,1498662],[400363,2243586],[404094,2020509],[404226,1532260],[405283,2025931],[411907,2239579],[415396,2252440],[423160,1820345],[423787,1813948],[426030,2264132],[430990,1832125],[436309,2610064],[439705,2471433],[448581,1601129],[449558,1854335],[452381,2084946],[456112,2096643],[456244,1335884],[457301,2102065],[459676,1353378],[463491,1356514],[464468,1616244],[466863,1622121],[471022,2329496],[472211,2499198],[478208,1628518],[478835,1895584],[480907,1399584],[484722,2132962],[485699,1917435],[492253,2134715],[493442,2336770],[497039,2154384],[500066,1928086],[505657,1936577],[505789,1694632],[506846,1936404],[508803,2358815],[513470,2360708],[521047,2543293],[523220,1453486],[525918,2188435],[530359,1969556],[533755,1728869],[538816,1204354],[542631,2204515],[543608,1731164],[546719,1743662],[549149,1750306],[550115,1486125],[554462,1750133],[558991,1498040],[559968,1754883],[561258,2235336],[562363,1502803],[566522,2014696],[566654,1499402],[567711,2014523],[570162,2027227],[573558,2237686],[582434,1792956],[583411,2033065],[589965,2037085],[591154,1805814],[593529,1299841],[597344,1294043],[598321,1554252],[604875,2265885],[606064,2447180],[612688,1835526],[617021,1583547],[618061,2079336],[620015,1066861],[624461,1848222],[626634,1594768],[633137,2102238],[633773,1848497],[637169,2304102],[642176,1615395],[644581,1099415],[644848,1102216],[647047,2311663],[650273,1357876],[651488,1878486],[653918,1628691],[654884,1627021],[657985,1374813],[659231,1372914],[659945,1108014],[663760,1380605],[664737,1640298],[667718,2138695],[669891,1390734],[677030,2138985],[680426,1915140],[689302,1926669],[693390,1682852],[696786,1423727],[705662,1693270],[706639,1941154],[707929,2166360],[709034,1698033],[713193,1953601],[714382,1709670],[718929,1452637],[720008,1963258],[721217,1966356],[722257,1963533],[723221,1195504],[729254,1722816],[734644,1465933],[736131,1472705],[736694,1969266],[738867,1477540],[746292,1487622],[747713,1228497],[748302,977143],[749231,2212434],[751185,974301],[755631,1754034],[758036,1237294],[758303,1240095],[762088,1505174],[764943,1767157],[768339,1510533],[775661,1520480],[783101,2026952],[785274,1786595],[791777,2026104],[795809,2043278],[800816,1553512],[810128,2057216],[812558,1820518],[813524,1818848],[816625,1571189],[817871,1569290],[822400,1576981],[824667,2072244],[829014,1324104],[830810,1844837],[831889,2079046],[833098,1847201],[839194,1593919],[841482,1850458],[843486,1083236],[844708,1339285],[844975,1080740],[845978,1602546],[849519,1607042],[856814,1357136],[858806,863477],[860264,2105217],[861473,2108315],[862513,2105492],[867409,1626881],[869032,1369007],[869621,1110856],[876950,1639558],[888358,1389994],[890646,2135785],[898683,1909087],[904073,1661163],[905560,1667935],[908296,1415959],[914799,1924115],[925060,1940305],[927465,1432524],[927732,1435325],[931517,1700404],[937768,1705763],[940869,1448049],[944856,1194764],[947455,1719613],[949453,1721308],[954050,1722676],[956297,1202477],[958093,1724804],[960381,1737671],[960943,1206635],[961532,1210542],[966477,1476800],[968765,2207338],[978939,1994394],[980018,2212144],[981227,1996758],[986944,991615],[989611,2000015],[1009540,2023567],[1017924,1785746],[1020212,2029188],[1022216,1275063],[1023438,1535661],[1023705,1272567],[1024708,1794373],[1028249,1539233],[1033639,1799042],[1035126,1285291],[1046139,1818708],[1047762,1565383],[1048351,1302683],[1062137,1578777],[1068576,1841779],[1076038,1077939],[1080538,1596765],[1082536,1609285],[1091176,2099701],[1102014,1875283],[1104012,1876978],[1112652,1880474],[1114940,1893341],[1133726,1905884],[1140321,1908947],[1142568,1397707],[1144364,1911075],[1146652,1652350],[1147214,1401865],[1147803,1405772],[1152748,1408761],[1155036,2150507],[1158262,1676171],[1158529,1413463],[1159532,1415259],[1173215,1177886],[1175882,2169444],[1181818,1705197],[1206069,1479255],[1218031,1985912],[1227931,1991336],[1239893,1756880],[1241891,1769400],[1263568,1784317],[1267865,1269766],[1272365,1788592],[1274363,1522723],[1278960,1542825],[1283003,2039213],[1285853,1543391],[1286442,1547298],[1304479,2059204],[1306767,1811705],[1349614,1867438],[1368441,1642013],[1372712,1635261],[1392449,1401299],[1413261,1922305],[1426326,1687550],[1435123,1943151],[1437121,1685095],[1492320,1752605],[1513132,1771855],[1545990,1805612],[1555967,1564817],[1569088,1827088],[1708362,1709468] ] cell #2752 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2753 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2754 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2755 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2756 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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40760],[945254,1454120],[956195,1464946],[958139,1468939],[968733,1215670],[971156,973725],[974241,1484047],[978985,1490801],[989579,1501921],[1009586,1258884],[1016447,1786565],[1020180,1534779],[1030640,1281482],[1050631,1568459],[1062601,1317542],[1066801,1584413],[1078337,1595402],[1091222,1344930],[1112698,1631697],[1142466,1660176],[1144410,1664169],[1155004,1410900],[1157427,1159996],[1175850,1697151],[1204294,1723682],[1270164,1787229],[1283049,1541306],[1304525,1823524],[1399524,1909953] ] cell #2757 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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27,928436],[925108,1430432],[945256,1453978],[956190,1464799],[958141,1466706],[968728,1477800],[970982,1223494],[974381,1484042],[978987,1488568],[989574,1499662],[992818,1245356],[1009588,1521426],[1020175,1532520],[1030466,1544237],[1042420,1043410],[1050457,1566229],[1066941,1584408],[1078339,1595260],[1091224,1607988],[1112700,1629464],[1125541,1126531],[1142461,1660029],[1144412,1661936],[1154999,1673030],[1157253,1418724],[1175845,1694892],[1179089,1440586],[1204434,1723677],[1270166,1787087],[1283051,1799815],[1304527,1821291],[1317368,1318358],[1399664,1909948] ] cell #2758 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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02704],[920820,928429],[925107,1430294],[945255,1453910],[956182,1464726],[958140,1466568],[968720,1477655],[970975,1223487],[974380,1484039],[978986,1488430],[989566,1499517],[992811,1245349],[1009587,1521288],[1020167,1532375],[1030459,1544230],[1042413,1043403],[1050450,1566222],[1066940,1584405],[1078338,1595192],[1091223,1607850],[1112699,1629326],[1125534,1126524],[1142453,1659956],[1144411,1661798],[1154991,1672885],[1157246,1418717],[1175837,1694747],[1179082,1440579],[1204433,1723674],[1270165,1787019],[1283050,1799677],[1304526,1821153],[1317361,1318351],[1399663,1909945] ] cell #2759 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [208154],[257891],[288894],[297014],[318743],[351558],[359164],[363934],[404039],[418812],[425768],[431514],[456057],[484460],[486223],[496141],[515451],[542369],[544132],[575162],[575609],[586200],[598845],[638773],[639220],[665261],[671213],[672555],[685190],[698390],[698837],[740189],[741531],[769943],[770390],[776667],[778358],[804311],[805653],[850525],[852216],[866711],[880445],[881787],[889482],[918626],[919956],[920317],[953037],[967601],[983975],[998654],[999984],[1000345],[1039039],[1040169],[1074914],[1086120],[1097964],[1106967],[1122160],[1123290],[1165255],[1186255],[1194108],[1201321],[1212407],[1224763],[1250576],[1277947],[1315117],[1323449],[1334488],[1341701],[1353413],[1407637],[1445806],[1453521],[1465105],[1530864],[1538077],[1594803],[1660335],[1786630], 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] cell #2760 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2761 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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1],[912176,1418837],[925110,1431418],[945258,1454051],[956189,1464872],[958143,1469918],[968727,1481031],[974245,1484093],[978989,1226271],[989573,1237384],[992931,994565],[1009590,1524638],[1016451,2027324],[1020174,1535751],[1030579,1547567],[1050570,1302952],[1061733,1318471],[1066805,1584459],[1078341,1595333],[1091226,1611200],[1112702,1366781],[1142460,1660102],[1144414,1665148],[1154998,1676261],[1175844,1432614],[1179202,1180836],[1204298,1723728],[1270168,1787160],[1283053,1803027],[1304529,1563157],[1399528,1909999] ] cell #2762 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [163419],[205367],[224369],[231912],[238713],[257519],[277188],[286107],[292751],[296642],[303805],[315685],[318539],[323030],[332380],[333012],[340812],[351186],[356377],[361504],[363730],[371300],[378463],[379095],[384704],[391867],[393274],[403667],[404378],[405465],[410830],[413684],[422710],[423342],[425564],[430055],[431142],[437401],[445889],[448115],[455685],[456396],[457483],[460799],[463025],[468628],[470595],[477758],[478390],[482030],[483680],[484256],[485044],[485851],[491826],[498989],[505230],[505941],[507028],[512393],[513800],[519738],[528117],[531451],[538284],[539939],[541589],[542165],[542953],[543760],[547811],[554644],[556299],[558525],[566095],[566806],[567893],[571254],[571343],[573030],[579742],[581968],[589538],[591336],[592904],[594652],[596302],[596878],[597666],[598473],[602481],[604448],[611611],[613018],[622068],[629677],[630862],[632710],[634865],[634954],[636641],[648577],[650425],[652580],[659413],[661068],[662718],[663294],[664082],[664889],[674788],[678122],[684955],[686610],[687795],[688836],[690431],[692451],[694482],[694571],[696258],[697195],[702970],[705196],[710799],[712766],[714564],[724339],[725334],[726122],[727575],[732376],[732465],[732853],[735665],[743764],[746512],[751790],[754602],[760847],[762032],[763880],[766035],[766124],[767811],[768748],[780708],[781700],[788317],[789502],[791350],[792857],[793505],[793594],[793982],[803206],[804953],[811220],[818053],[819708],[821934],[823529],[829234],[830340],[835230],[835319],[836076],[837132],[837584],[843037],[846387],[854566],[855558],[857123],[857575],[863028],[865590],[867831],[872632],[872721],[873109],[879340],[881087],[892130],[893768],[894763],[897004],[901805],[901894],[902282],[905094],[906008],[907847],[923659],[930276],[931461],[933309],[935464],[935553],[938177],[945165],[945617],[946285],[946737],[947877],[953425],[953723],[956517],[962602],[963359],[970249],[971887],[972882],[974271],[974569],[978469],[983359],[983448],[985261],[991166],[1003687],[1009070],[1010504],[1013960],[1014049],[1015862],[1016314],[1021767],[1025117],[1025749],[1041687],[1044320],[1046561],[1051362],[1051451],[1051839],[1058070],[1059817],[1066831],[1067129],[1067951],[1068249],[1069451],[1075586],[1078248],[1078700],[1080960],[1090706],[1092140],[1095596],[1095685],[1097062],[1100844],[1101296],[1102436],[1108282],[1117161],[1124808],[1127441],[1132556],[1133008],[1134148],[1134433],[1139696],[1139994],[1142788],[1148873],[1149630],[1164740],[1166174],[1169630],[1169719],[1171532],[1177437],[1193206],[1194312],[1195772],[1204324],[1204622],[1206944],[1216861],[1217313],[1218453],[1218738],[1227306],[1227604],[1228806],[1234747],[1240315],[1250061],[1251495],[1254951],[1255040],[1259778],[1260076],[1261278],[1267413],[1270075],[1270527],[1272787],[1287512],[1292671],[1293123],[1294263],[1294548],[1300109],[1308988],[1331269],[1333586],[1336152],[1345824],[1346122],[1347324],[1356684],[1358144],[1363533],[1369316],[1379233],[1379685],[1380825],[1381110],[1389542],[1391002],[1399554],[1399852],[1402174],[1413683],[1422536],[1422834],[1424036],[1435545],[1450270],[1461573],[1462025],[1472925],[1476348],[1477808],[1484976],[1493966],[1499670],[1509342],[1509640],[1510842],[1529962],[1532528],[1543700],[1553060],[1554520],[1565692],[1577201],[1585342],[1591865],[1592163],[1602855],[1615138],[1639106],[1640566],[1668155],[1673038],[1694900],[1706072],[1712788],[1714590],[1720856],[1724611],[1731432],[1742700],[1794682],[1832393],[1839167],[1840095],[1850269],[1910882],[1917703],[1960741],[1970715],[2028999],[2140144] ] cell #2763 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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1107481],[871731,1369857],[890678,1390996],[892867,1139193],[898715,1660031],[900904,1402715],[920831,928440],[925181,1430431],[955793,1723673],[958214,1466705],[968797,1477802],[970986,1223498],[979060,1488567],[989643,1499664],[992822,1245360],[1009661,1521425],[1018045,1787086],[1020244,1532522],[1030470,1544241],[1042424,1043414],[1050461,1566233],[1091297,1607987],[1112773,1629463],[1125545,1126535],[1142064,1909944],[1144485,1661935],[1155068,1673032],[1157257,1418728],[1175914,1694894],[1179093,1440590],[1283124,1799814],[1304600,1821290],[1317372,1318362] ] cell #2764 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [163386],[205271],[224336],[231879],[238617],[257513],[277092],[286011],[292718],[296636],[303709],[315589],[318538],[332284],[332916],[340806],[351180],[356281],[361498],[363729],[371294],[378367],[378999],[384698],[391771],[403661],[404372],[405369],[410734],[413683],[422614],[423246],[425563],[431136],[437400],[445883],[448114],[455679],[456390],[457387],[460793],[463024],[470589],[472929],[477662],[478294],[482024],[483674],[484255],[485043],[485845],[491820],[498893],[505224],[505935],[506932],[512297],[531450],[538188],[539933],[541583],[542164],[542952],[543754],[547810],[554548],[556293],[558524],[560825],[566089],[566800],[567797],[571253],[571337],[573029],[579736],[581967],[589532],[591240],[594646],[596296],[596877],[597665],[598467],[604442],[606782],[611515],[622062],[629066],[629671],[632704],[634864],[634948],[636640],[646781],[650419],[652579],[652723],[659317],[661062],[662712],[663293],[664081],[664883],[678121],[684859],[686604],[688835],[690425],[694481],[694565],[696257],[697189],[702964],[705195],[707496],[712760],[714468],[715100],[724338],[724482],[725328],[726116],[727569],[730873],[732375],[732459],[735664],[746506],[749810],[754601],[760236],[760841],[763874],[766034],[766118],[767810],[768742],[780702],[787706],[788311],[791344],[793504],[793588],[800242],[803200],[804952],[811219],[811363],[817957],[819702],[821933],[823523],[824234],[829228],[830334],[835229],[835313],[836075],[836984],[837583],[840956],[846381],[854560],[856975],[857574],[860947],[865584],[867825],[871129],[872631],[872715],[879334],[881086],[893767],[893911],[894757],[896998],[900302],[901804],[901888],[905093],[910728],[914366],[929665],[930270],[933303],[935463],[935547],[935607],[938171],[945017],[945616],[946137],[946736],[947871],[953424],[953578],[956511],[962596],[963358],[971886],[972030],[972876],[974270],[974424],[978463],[983358],[983442],[985113],[989085],[1009064],[1013959],[1014043],[1014103],[1015714],[1016313],[1019686],[1025111],[1026564],[1029868],[1044314],[1046555],[1049859],[1051361],[1051445],[1058064],[1059816],[1066830],[1066984],[1067950],[1068104],[1069303],[1075582],[1078100],[1078699],[1080954],[1090700],[1095595],[1095679],[1095739],[1097058],[1100696],[1101295],[1102430],[1108137],[1117155],[1127435],[1132408],[1133007],[1134142],[1135248],[1139695],[1139849],[1142782],[1148867],[1149629],[1150538],[1154510],[1164734],[1169629],[1169713],[1169773],[1171384],[1175356],[1193202],[1194308],[1195627],[1204323],[1204477],[1206796],[1216713],[1217312],[1218447],[1219553],[1227305],[1227459],[1228658],[1240309],[1250055],[1254950],[1255034],[1255094],[1259777],[1259931],[1261130],[1262250],[1267409],[1269927],[1270526],[1272781],[1278488],[1287506],[1292523],[1293122],[1294257],[1295363],[1299964],[1308982],[1331263],[1333582],[1336007],[1345823],[1345977],[1347176],[1348296],[1356680],[1357999],[1369168],[1379085],[1379684],[1380819],[1381925],[1389538],[1390857],[1391977],[1399553],[1399707],[1402026],[1413677],[1422535],[1422689],[1423888],[1425008],[1435539],[1450264],[1461425],[1462024],[1472919],[1476344],[1477663],[1478783],[1494781],[1499525],[1509341],[1509495],[1510694],[1511814],[1529958],[1532383],[1543552],[1553056],[1554375],[1555495],[1565544],[1577195],[1584352],[1591864],[1592018],[1602707],[1624183],[1639102],[1640421],[1641541],[1668149],[1672893],[1694755],[1705924],[1712787],[1713661],[1720852],[1723621],[1731287],[1744467],[1752133],[1794534],[1832248],[1839163],[1839303],[1849340],[1869331],[1909892],[1917558],[1960713],[1969923],[1988860],[2028070],[2139352] ] cell #2765 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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94],[864678,1107475],[871725,1369851],[890672,1390852],[892861,1139187],[898709,1659959],[900898,1402709],[920825,928434],[925180,1430293],[955792,1723672],[958213,1466567],[968791,1477658],[970980,1223492],[979059,1488429],[989637,1499520],[992816,1245354],[1009660,1521287],[1018044,1787018],[1020238,1532378],[1030464,1544235],[1042418,1043408],[1050455,1566227],[1091296,1607849],[1112772,1629325],[1125539,1126529],[1142063,1909943],[1144484,1661797],[1155062,1672888],[1157251,1418722],[1175908,1694750],[1179087,1440584],[1283123,1799676],[1304599,1821152],[1317366,1318356] ] cell #2766 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2767 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2768 : |C| = 594 W-rep = phi[189,10]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2769 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2770 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2771 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2772 : |C| = 621 W-rep = phi[216,9]+phi[405,8] special rep = phi[405,8] , dim = 405 orbit = E6(a3) depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2773 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [125814],[160732],[176674],[182943],[188690],[204911],[221365],[221682],[229225],[234794],[238257],[244578],[254952],[257432],[269430],[269666],[269983],[276732],[285651],[290064],[294399],[296555],[303349],[309670],[309906],[310223],[315229],[321550],[330024],[331924],[332556],[333497],[338245],[348619],[348855],[349172],[351099],[355921],[361292],[369057],[371213],[376107],[378007],[378639],[379580],[382461],[384617],[391411],[393537],[397732],[397968],[398285],[401424],[401484],[403580],[405009],[410374],[416695],[420354],[422254],[422886],[423827],[428575],[445677],[451993],[453442],[453502],[455598],[457027],[460587],[466586],[466903],[468352],[470508],[472569],[475402],[477302],[477934],[478875],[481818],[481958],[489583],[491739],[498533],[500106],[502987],[503047],[503884],[505143],[506572],[511937],[514063],[518258],[527841],[528738],[534558],[534954],[537828],[539727],[539867],[547109],[550918],[554188],[555441],[556087],[562403],[563852],[563912],[564749],[566008],[567437],[579530],[585846],[587295],[589451],[590880],[594440],[594580],[595428],[602205],[604361],[606422],[611155],[612728],[613281],[617411],[619290],[621856],[622784],[622844],[625008],[628223],[629465],[629605],[632152],[632623],[642129],[642723],[645938],[655687],[656083],[658957],[660856],[660996],[661844],[674512],[681229],[681625],[684499],[686398],[686538],[692714],[695405],[702112],[702758],[709074],[710523],[711420],[712679],[714108],[714740],[718882],[719476],[720555],[725122],[725262],[726960],[727488],[729644],[730817],[735077],[743488],[745773],[745897],[749754],[753954],[756178],[759393],[760635],[760775],[766958],[777930],[780496],[781424],[783648],[786863],[788105],[788245],[790792],[791263],[796612],[799882],[814327],[814723],[817597],[818850],[819496],[819636],[820484],[828495],[828619],[829725],[830253],[831357],[836826],[836928],[839147],[839741],[845527],[851788],[854354],[855282],[856919],[860811],[865378],[865518],[867216],[871073],[889984],[892915],[894551],[894691],[896389],[896917],[899073],[900246],[904506],[906670],[909885],[923383],[925607],[928822],[930064],[930204],[936387],[944961],[945979],[946081],[947262],[953453],[955778],[955902],[958640],[968103],[971034],[972670],[972810],[977854],[978382],[979486],[985057],[993656],[1003411],[1008455],[1008983],[1010087],[1011166],[1015556],[1015658],[1017877],[1018471],[1024257],[1025955],[1029812],[1039541],[1042472],[1044108],[1044248],[1045946],[1049803],[1067979],[1069247],[1078044],[1080345],[1090091],[1090619],[1091723],[1092802],[1100538],[1100640],[1101821],[1113199],[1122662],[1125593],[1127229],[1127369],[1132250],[1132352],[1133533],[1134639],[1139724],[1142049],[1142173],[1144911],[1150482],[1159081],[1164125],[1164653],[1165757],[1166836],[1171328],[1179927],[1201823],[1206740],[1216555],[1216657],[1217838],[1218944],[1227334],[1228602],[1239700],[1249446],[1249974],[1251078],[1252157],[1259806],[1261074],[1262194],[1269871],[1272172],[1283550],[1292365],[1292467],[1293648],[1294754],[1305026],[1319196],[1330654],[1331182],[1342203],[1345852],[1347120],[1348240],[1364195],[1369112],[1378927],[1379029],[1380210],[1381316],[1401970],[1413068],[1422564],[1423832],[1424952],[1434930],[1446308],[1453428],[1461267],[1461369],[1472310],[1494172],[1509370],[1510638],[1511758],[1538579],[1543496],[1565488],[1576586],[1583410],[1584296],[1591893],[1594710],[1602651],[1616186],[1624127],[1667540],[1705868],[1712816],[1712892],[1723565],[1744411],[1786537],[1794478],[1838644],[1848571],[1868562],[1909836],[2027301] ] cell #2774 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [144729],[150592],[157659],[191945],[193242],[200864],[201608],[206251],[206727],[219085],[243694],[246006],[253436],[256380],[258207],[258951],[259504],[272685],[273982],[278548],[286991],[287467],[298673],[303758],[305335],[315638],[317215],[320034],[320666],[322978],[337361],[339673],[342797],[343812],[350047],[351874],[352618],[353171],[357737],[361604],[371666],[373331],[385070],[386735],[391820],[393397],[399160],[405698],[406981],[410783],[412360],[415811],[417108],[417199],[418123],[422663],[424240],[427059],[427691],[430003],[433127],[434142],[437425],[445989],[448139],[457716],[458999],[460899],[463049],[470961],[477711],[479288],[482130],[482364],[487994],[492192],[493857],[498942],[500519],[505596],[507261],[508544],[512346],[513923],[517374],[518671],[518762],[519686],[531475],[538237],[540039],[540273],[545903],[547835],[558549],[566461],[568126],[569409],[571031],[571278],[571635],[577688],[579842],[581992],[589904],[591289],[591569],[592852],[594752],[594986],[596902],[600616],[600707],[604814],[611564],[613141],[629777],[630011],[633076],[634642],[634889],[635246],[641299],[659366],[661168],[661402],[663318],[667032],[667123],[668322],[668465],[668691],[678146],[684908],[686710],[686944],[688860],[690797],[692574],[694259],[694506],[694863],[695811],[705220],[713132],[714517],[725434],[725668],[732153],[732400],[732757],[735689],[737298],[737441],[737667],[760947],[761181],[764246],[765812],[766059],[766416],[767364],[773152],[774062],[788417],[788651],[791716],[793282],[793529],[793886],[797680],[801563],[801789],[802894],[818006],[821958],[823895],[825763],[832493],[835007],[835254],[835611],[837608],[842060],[842286],[842677],[845933],[847010],[847920],[865690],[865924],[872409],[872656],[873013],[875945],[877697],[877923],[879028],[885875],[901582],[901829],[902186],[905118],[906870],[907096],[907487],[916021],[917384],[930376],[930610],[933675],[936793],[939639],[944467],[946761],[948153],[951279],[951505],[953714],[958782],[962290],[963994],[980622],[983136],[983383],[983740],[985737],[990189],[990415],[990806],[996049],[997412],[1016338],[1020790],[1021016],[1021407],[1024663],[1026650],[1051139],[1051386],[1051743],[1054675],[1057044],[1057758],[1065101],[1066439],[1068240],[1069927],[1070150],[1073349],[1075854],[1077550],[1084588],[1099026],[1101320],[1102712],[1105838],[1106064],[1106455],[1108273],[1113341],[1138167],[1139985],[1145053],[1148561],[1172008],[1176460],[1176686],[1177077],[1183683],[1191505],[1192019],[1194580],[1195763],[1203932],[1207420],[1222472],[1224456],[1225794],[1227595],[1229282],[1229505],[1232704],[1235209],[1244334],[1261754],[1267681],[1269377],[1276415],[1298282],[1300100],[1305168],[1320577],[1323142],[1325057],[1332399],[1336143],[1347800],[1353877],[1354391],[1356952],[1358135],[1369792],[1384844],[1390993],[1399162],[1402650],[1417702],[1430439],[1439564],[1453985],[1464798],[1466713],[1477799],[1484095],[1488575],[1499661],[1521433],[1528775],[1532519],[1544176],[1566168],[1581220],[1584461],[1595267],[1607995],[1629471],[1660028],[1661943],[1673029],[1694891],[1723730],[1787094],[1799822],[1821298],[1910001], [208148,472626],[257885,556399],[288888,606479],[297008,622168],[318563,652604],[351552,703070],[359158,714797],[363754,724363],[404033,780808],[418806,799939],[425588,811244],[431508,819808],[456051,854666],[484280,893792],[486217,894863],[496135,906727],[515271,935488],[542189,971911],[544126,972982],[575156,1011223],[575429,1013984],[586127,1025740],[598839,1044420],[638767,1092859],[639040,1095620],[665255,1127541],[669082,1133032],[672482,1134424],[685122,1150265],[698384,1166893],[698657,1169654],[738058,1217337],[741458,1218729],[769937,1252214],[770210,1254975],[774549,1260067],[778290,1261977],[802180,1293147],[805580,1294539],[848407,1346113],[852148,1348023],[866705,1364252],[878314,1379709],[881714,1381101],[887299,1389810],[916508,1422825],[917775,1424512],[920249,1424735],[951896,1462049],[965418,1476616],[983902,1493957],[996536,1509631],[997803,1511318],[1000277,1511541],[1036856,1553328],[1038012,1554511],[1073836,1592154],[1084979,1603331],[1097891,1615129],[1106899,1623910],[1119977,1639374],[1121133,1640557],[1163045,1683805],[1184074,1706548],[1194035,1714581],[1200217,1721124],[1211329,1731423],[1224695,1743410],[1248366,1768110],[1276806,1795158],[1312960,1832384],[1323381,1840805],[1334415,1850260],[1340597,1856803],[1353463,1867825],[1406559,1917694],[1443596,1954381],[1453571,1962082],[1465037,1971425],[1530791,2028990],[1536973,2035533],[1594853,2086326],[1660267,2140854],[1786680,2244966] ] cell #2775 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [136386],[163600],[174213],[174439],[184962],[205335],[215357],[215583],[221362],[232093],[232559],[238681],[249968],[250194],[257448],[267422],[269663],[270431],[283739],[283965],[286075],[289744],[296571],[303773],[307662],[309903],[310671],[315653],[318472],[326940],[327166],[330021],[332348],[333177],[346611],[348852],[349620],[351115],[361308],[363663],[371229],[376104],[378431],[379260],[384633],[387841],[388067],[391835],[395724],[397965],[398733],[401538],[403596],[410798],[417696],[420351],[421108],[422678],[423507],[425497],[437201],[443343],[445693],[448048],[453556],[455614],[460099],[460603],[461981],[462958],[466583],[470524],[472993],[473958],[475399],[476156],[477726],[478555],[481834],[484189],[491755],[498957],[499786],[503101],[503881],[505159],[512361],[519259],[523643],[528735],[531251],[535068],[537393],[538252],[539743],[542098],[546398],[547106],[547611],[548282],[556103],[557481],[558458],[560760],[562083],[563966],[564746],[566024],[571054],[579546],[581901],[587409],[589467],[594456],[595482],[596811],[604377],[606846],[607811],[610009],[611579],[612408],[616700],[617408],[621872],[622898],[627057],[629481],[631721],[632149],[632639],[634665],[641931],[642055],[643908],[651702],[651875],[652380],[653051],[656197],[660872],[661898],[663227],[677922],[681739],[684064],[684923],[686414],[688769],[694282],[702774],[704152],[705129],[707431],[708754],[710637],[711417],[712695],[715164],[718684],[718808],[721431],[721604],[724139],[725138],[727504],[728933],[729641],[732176],[733777],[735131],[735598],[745699],[754068],[755510],[757363],[760651],[765835],[780512],[781538],[785697],[788121],[790361],[790789],[791279],[793305],[800306],[810342],[810515],[811020],[811691],[814837],[819512],[820538],[821867],[824169],[828421],[830269],[830689],[835030],[837200],[837517],[838949],[839073],[841869],[844035],[854370],[855396],[861860],[865394],[867018],[872432],[875387],[890860],[891033],[893568],[894567],[896933],[898362],[899070],[901605],[903206],[904560],[905027],[913383],[914301],[923497],[924939],[926792],[930080],[934586],[935264],[946353],[946670],[947064],[953485],[953805],[955704],[957972],[968979],[969152],[971687],[972686],[978398],[978818],[983159],[989998],[1003525],[1008999],[1009419],[1012042],[1013760],[1015930],[1016247],[1017679],[1017803],[1020599],[1022765],[1026499],[1032772],[1034126],[1040590],[1044124],[1045748],[1051162],[1054117],[1068011],[1068331],[1075660],[1080147],[1090635],[1091055],[1093678],[1095396],[1100912],[1101229],[1101623],[1112531],[1123711],[1127245],[1132624],[1132941],[1133335],[1135183],[1139756],[1140076],[1141975],[1144243],[1150754],[1155423],[1157589],[1164669],[1165089],[1167712],[1169430],[1176269],[1189796],[1194386],[1212828],[1216929],[1217246],[1217640],[1219488],[1227366],[1227686],[1239502],[1249990],[1250410],[1253033],[1254751],[1259838],[1260158],[1262466],[1267487],[1271974],[1278715],[1282882],[1292739],[1293056],[1293450],[1295298],[1304358],[1315538],[1331198],[1341535],[1345884],[1346204],[1348512],[1356758],[1379301],[1379618],[1380012],[1381860],[1389616],[1392204],[1408058],[1412870],[1422596],[1422916],[1425224],[1434732],[1445640],[1461641],[1461958],[1463108],[1472112],[1476422],[1479010],[1494716],[1509402],[1509722],[1512030],[1537911],[1553134],[1555722],[1576388],[1586326],[1591925],[1592245],[1593670],[1624399],[1639180],[1641768],[1658338],[1667342],[1712848],[1715528],[1720930],[1721859],[1746441],[1752360],[1785497],[1839241],[1840962],[1871198],[1908130],[1960775],[1990519] ] cell #2776 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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142],[1209115,1470122],[1215611,1739730],[1224545,1484701],[1224923,1485004],[1225292,1229796],[1226475,1230977],[1238079,1242320],[1269380,1529622],[1274792,1536446],[1280886,1803231],[1309769,1570409],[1323231,1585067],[1334269,1595537],[1338344,1600461],[1353453,1614373],[1355846,1360336],[1366985,1371487],[1398291,1658372],[1404345,1665352],[1410841,1926001],[1433309,1437550],[1453561,1713825],[1464887,1724336],[1497372,1501862],[1530645,1787364],[1534720,1792288],[1563361,1567863],[1594843,1849504],[1660117,1910607],[1692602,1697092],[1786670,2028234] ] cell #2777 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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5325],[1080371,1597173],[1091273,1608053],[1093619,1352976],[1097081,1614367],[1101847,1618649],[1112749,1629529],[1116135,1374968],[1133559,1651121],[1140664,1658366],[1144461,1662001],[1155191,1673656],[1167653,1168693],[1176037,1695518],[1193225,1713819],[1204780,1724129],[1217864,1736442],[1239726,1757288],[1252974,1254014],[1270215,1787152],[1272198,1789000],[1283100,1799880],[1285446,1549352],[1304576,1821356],[1307962,1571344],[1333605,1849498],[1400010,1910400],[1413094,1922713],[1434956,1943559],[1448204,1449244],[1529981,2028228] ] cell #2778 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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654467],[1141561,1659173],[1144793,1665979],[1157127,1678971],[1171402,1691499],[1193691,1714384],[1204828,1724394],[1206814,1729137],[1217912,1739788],[1223948,1742762],[1228676,1486393],[1239774,1497430],[1243399,1245230],[1261148,1781695],[1268417,1785577],[1272246,1792346],[1283432,1803858],[1304908,1563988],[1317242,1580285],[1322634,1840157],[1334071,1850063],[1347194,1864816],[1369186,1627289],[1400058,1910665],[1402044,1915408],[1413142,1926059],[1435004,1692660],[1438629,1440460],[1464290,1970777],[1530447,2028793],[1543570,2043546],[1565562,1819116],[1659520,2140206] ] cell #2779 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232333],[270205],[310445],[330070],[349394],[376153],[398507],[401365],[417470],[420400],[449198],[453383],[473732],[475448],[496679],[502928],[503930],[519033],[528784],[534895],[555599],[559608],[563793],[564795],[583051],[587236],[595309],[607585],[609301],[619448],[622725],[632198],[649913],[651167],[656024],[661725],[675455],[681566],[702270],[706279],[710464],[711466],[718388],[720896],[731681],[734958],[744431],[750618],[753895],[755386],[763368],[778088],[781365],[790838],[808553],[809807],[814664],[820365],[827710],[830565],[838653],[841161],[851946],[855223],[858644],[861152],[871937],[875214],[884687],[887817],[890325],[901110],[904387],[913860],[920047],[923324],[924815],[932797],[944045],[954993],[957848],[965936],[968444],[975839],[978694],[986782],[989290],[1000075],[1003352],[1006440],[1009295],[1017383],[1019891],[1030676],[1033953],[1037374],[1039882],[1050667],[1053944],[1063417],[1073198],[1077128],[1081995],[1086211],[1088076],[1090931],[1098604],[1109552],[1112407],[1120495],[1123003],[1130316],[1141264],[1144119],[1152207],[1154715],[1162110],[1164965],[1173053],[1175561],[1186346],[1189623],[1199282],[1200735],[1208132],[1212120],[1214621],[1236483],[1241350],[1247431],[1250286],[1265025],[1268955],[1273822],[1278038],[1279903],[1282758],[1290431],[1301379],[1304234],[1312322],[1314830],[1328557],[1329745],[1332296],[1337354],[1341411],[1351071],[1363107],[1370504],[1376993],[1394512],[1395965],[1403362],[1407350],[1409851],[1431713],[1436580],[1442661],[1445516],[1455436],[1460453],[1462984],[1481318],[1482771],[1493263],[1500872],[1524933],[1526121],[1528672],[1533730],[1537787],[1559483],[1566880],[1573369],[1586202],[1592906],[1611495],[1612683],[1618194],[1623211],[1645529],[1650666],[1655683],[1658214],[1688493],[1696102],[1714764],[1735987],[1741004],[1746317],[1772798],[1778029],[1784733],[1810021],[1815038],[1861150],[1870434],[1891657],[1896674],[1901035],[1932588],[1969113],[1981063],[2010707],[2049164],[2084772],[2123022],[2192993],[2289072] ] cell #2780 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [103397],[134728],[134897],[143278],[169202],[169371],[174216],[180242],[183473],[198502],[198671],[212192],[213410],[215360],[215994],[225236],[227322],[227491],[232336],[248021],[249971],[250605],[262678],[264764],[264933],[267425],[268281],[270208],[280845],[281792],[283742],[284376],[298408],[307665],[308521],[310448],[318045],[318214],[324046],[324993],[326943],[327577],[330073],[330511],[344272],[345541],[346614],[347291],[347470],[349397],[365254],[366912],[373066],[376156],[376594],[381988],[383691],[386470],[387844],[394396],[394654],[395727],[396404],[396583],[398510],[401300],[402005],[415546],[417473],[420403],[420841],[421111],[434602],[437354],[438639],[441485],[443346],[449201],[449639],[451297],[451476],[453318],[454023],[459431],[460102],[461203],[464549],[469582],[472361],[473735],[475451],[475889],[476159],[481681],[493592],[496682],[497120],[502863],[503568],[503933],[514922],[516930],[517109],[519036],[522252],[522975],[523646],[528787],[531404],[532689],[534830],[535535],[536972],[537126],[537396],[539590],[546350],[546470],[547764],[548234],[551895],[555602],[556703],[559611],[560049],[561886],[563728],[564433],[564798],[583054],[583492],[585150],[585329],[587171],[587876],[594303],[603435],[606214],[607588],[609304],[609742],[610012],[616652],[616772],[619451],[622660],[624949],[625666],[626389],[627060],[629328],[630943],[631836],[632201],[642007],[643381],[649916],[651239],[652533],[653003],[655959],[656664],[658255],[660719],[675458],[678075],[679360],[681501],[682206],[683643],[683797],[684067],[686261],[692197],[702273],[703374],[706282],[706720],[708557],[710399],[711104],[711469],[718760],[720496],[720968],[724292],[724985],[727178],[727419],[728885],[729005],[731684],[733729],[744434],[750621],[753830],[755462],[756119],[756836],[760498],[763371],[778091],[781300],[783589],[784306],[785029],[785700],[787968],[789583],[790476],[790841],[799026],[799180],[808556],[809879],[811173],[811643],[814599],[815304],[816895],[819359],[825295],[829943],[830184],[830641],[831298],[834134],[836819],[837152],[839025],[841233],[851949],[855158],[860752],[861224],[865241],[871940],[884690],[889925],[890397],[893721],[894414],[896607],[896848],[898314],[898434],[901113],[903158],[906611],[912605],[913863],[920050],[923259],[924891],[925548],[926265],[929927],[932800],[941139],[945972],[946305],[953460],[957924],[968044],[968516],[971840],[972533],[978072],[978313],[978770],[989362],[1000078],[1003287],[1008673],[1008914],[1009371],[1010028],[1011107],[1012864],[1015549],[1015882],[1017755],[1019963],[1026173],[1030679],[1032724],[1039482],[1039954],[1043971],[1050670],[1056168],[1063420],[1067986],[1086214],[1090309],[1090550],[1091007],[1091664],[1092743],[1094500],[1100531],[1100864],[1112483],[1122603],[1123075],[1127092],[1132243],[1132576],[1134857],[1136212],[1139731],[1144195],[1150706],[1154787],[1164343],[1164584],[1165041],[1166777],[1175633],[1186349],[1201764],[1212192],[1216548],[1216881],[1219162],[1220517],[1227341],[1249664],[1249905],[1250362],[1252098],[1259813],[1262418],[1278041],[1282834],[1292358],[1292691],[1294972],[1296327],[1304310],[1314902],[1330872],[1331113],[1332368],[1341487],[1345859],[1348464],[1364136],[1378920],[1379253],[1381534],[1382889],[1407422],[1422571],[1425176],[1445592],[1455508],[1461260],[1461593],[1463060],[1494390],[1509377],[1511982],[1528744],[1537863],[1583403],[1586278],[1591900],[1592832],[1618266],[1624351],[1658290],[1712823],[1714690],[1746393],[1784659],[1838713],[1870360] ] cell #2781 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [183304],[215825],[250436],[267469],[284207],[307709],[327408],[329793],[344103],[346658],[372254],[375876],[394227],[395771],[414734],[420123],[421155],[434433],[443390],[448921],[467879],[471549],[475171],[476203],[492780],[496402],[503653],[514753],[516297],[525576],[528507],[537440],[553800],[554931],[559331],[564518],[577243],[582774],[601732],[605402],[609024],[610056],[616300],[618780],[628990],[631921],[640854],[646705],[649636],[651119],[658569],[672247],[675178],[684111],[700471],[701602],[706002],[711189],[718062],[720848],[728533],[731013],[741223],[744154],[747470],[749950],[760160],[763091],[772024],[774940],[777420],[787630],[790561],[799494],[805345],[808276],[809759],[817209],[827662],[838327],[841113],[848798],[851278],[858318],[861104],[868789],[871269],[881479],[884410],[887491],[890277],[897962],[900442],[910652],[913583],[916899],[919379],[929589],[932520],[941453],[951020],[954945],[959660],[963751],[965610],[968396],[975791],[986456],[989242],[996927],[999407],[1006392],[1017057],[1019843],[1027528],[1030008],[1037048],[1039834],[1047519],[1049999],[1060209],[1063140],[1072872],[1074227],[1081669],[1085543],[1088028],[1109504],[1114219],[1120169],[1122955],[1137291],[1141216],[1145931],[1150022],[1151881],[1154667],[1162062],[1172727],[1175513],[1183198],[1185678],[1199234],[1200409],[1202953],[1208084],[1212072],[1221596],[1233582],[1241024],[1247383],[1264699],[1266054],[1273496],[1277370],[1279855],[1301331],[1306046],[1311996],[1314782],[1324580],[1329697],[1332248],[1350745],[1352100],[1362781],[1370456],[1394464],[1395639],[1398183],[1403314],[1407302],[1428812],[1436254],[1442613],[1455388],[1462251],[1481270],[1482445],[1488098],[1493215],[1515618],[1520956],[1526073],[1528624],[1559157],[1566832],[1585469],[1607518],[1612635],[1618146],[1645203],[1650618],[1657481],[1683328],[1688445],[1735939],[1745584],[1767633],[1772750],[1777296],[1809973],[1847677],[1860417],[1891609],[1931855],[1969065],[2009974],[2084039],[2187144] ] cell #2782 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [763006],[867675],[913498],[932435],[947721],[984948],[1026414],[1046405],[1063055],[1069138],[1133992],[1135098],[1150373],[1171219],[1182084],[1218297],[1219403],[1260965],[1262085],[1263834],[1278370],[1295213],[1310488],[1347011],[1348131],[1349880],[1381775],[1389918],[1391859],[1393011],[1424843],[1426592],[1476724],[1478665],[1479817],[1494631],[1511649],[1513398],[1520415],[1520577],[1553436],[1555377],[1556529],[1606977],[1607139],[1624018],[1639482],[1641423],[1642575],[1682787],[1682949],[1683913],[1721232],[1743518],[1752015],[1767092],[1767254],[1768218],[1810561],[1810723],[1840913],[1847136],[1847298],[1856911],[1868493],[1892197],[1892359],[1954489],[1962750],[1971533],[1977756],[1977918],[1988270],[2035641],[2070927],[2071089],[2078402],[2086994],[2140962],[2147185],[2147347],[2195140],[2245634],[2341811], [223744,689922],[279265,796884],[292126,823020],[304249,627705],[341711,909367],[343618,910990],[350972,924329],[358454,938843],[359883,1190628],[372190,730290],[392311,758875],[400085,1004357],[411274,786345],[414670,1029285],[424521,1038568],[425093,1044912],[432041,1058924],[433408,1313516],[433948,1060547],[437269,615662],[448836,840123],[461853,644430],[466230,864548],[471485,870546],[479569,1121689],[480141,1128033],[487461,1139057],[488275,1407115],[492716,899719],[496317,1153677],[502537,1161452],[507229,1162666],[508350,1170276],[512837,928304],[516233,1184955],[517342,1443217],[531319,727895],[545370,1223362],[546184,1211885],[547679,746832],[548935,748187],[549072,979427],[553736,982263],[557353,757885],[559246,988252],[561730,992686],[563402,1246773],[568094,1247987],[569215,1255597],[572515,1259568],[577179,1266771],[577656,1536594],[582689,1018853],[593819,1289009],[593935,1289821],[599077,1290988],[600083,1043278],[605338,1049276],[608939,1313792],[610417,1573926],[621404,1327967],[631593,844557],[636126,1345614],[640790,1352817],[641267,1340218],[644003,644345],[644755,1102280],[649551,1104941],[652448,868151],[653704,869506],[653841,1113140],[658505,1115976],[660235,1375571],[660351,1376383],[665493,1377550],[666499,1126399],[668290,1657921],[670181,1388556],[670297,1389368],[675093,1396356],[675860,1666000],[677990,897324],[692041,1418592],[692908,1419095],[693568,1419213],[695743,1165698],[700407,1168534],[704024,927314],[705917,1174523],[708401,1178957],[723511,1457925],[723627,1458737],[724207,950382],[733637,1469623],[734430,961417],[734567,958581],[737266,1462691],[739157,1475362],[739273,1476174],[744069,1483162],[744836,1470770],[746356,1227855],[747709,1228493],[752574,1491485],[757458,757800],[758210,1240159],[764461,1505901],[765121,1506019],[767296,1251019],[771960,1253855],[773826,1517799],[773875,1785077],[775179,1518927],[775839,1519045],[790233,1023287],[794766,1541990],[799430,1549193],[800442,1549709],[803395,1294107],[808191,1296768],[811088,1046881],[812344,1048236],[812481,1304967],[817145,1307803],[825139,1318226],[829078,1068500],[832461,1585909],[832616,1588465],[833276,1588583],[843776,1599207],[843892,1600019],[844130,844472],[844882,1080804],[845865,1342144],[847684,1604361],[847733,1593250],[849037,1605489],[849697,1605607],[856810,1357132],[863767,1620683],[863883,1621495],[869028,1369003],[873893,1632381],[876576,1635755],[879529,1380669],[884325,1383330],[885764,1908108],[885983,1646915],[887984,1648671],[893636,1136653],[903066,1664853],[903859,1147688],[903996,1144852],[908586,1670592],[908702,1671404],[913255,1158111],[915785,1423085],[917138,1423723],[926887,927229],[927639,1435389],[936725,1446249],[941389,1449085],[942879,1712382],[944852,1194760],[948827,1717529],[948876,1715108],[949079,1717571],[953974,956361],[959899,1727734],[960559,1727852],[960939,1206631],[962791,1472769],[963883,1721837],[964102,1732236],[966103,1733992],[971755,1220958],[980590,1746024],[980745,1748580],[981405,1748698],[991905,1759322],[992021,1760134],[993994,1505662],[995813,1509891],[997166,1510529],[1004907,1774496],[1007808,1260327],[1022506,1791034],[1022622,1791846],[1022860,1023202],[1023612,1272631],[1024595,1538520],[1027767,1797316],[1028427,1797434],[1033425,1286327],[1033562,1283491],[1035540,1553508],[1047758,1565379],[1052623,1824208],[1058259,1577045],[1064919,1838796],[1070039,1840940],[1070258,1842895],[1072007,1592414],[1075962,1848061],[1076034,1077935],[1082162,1853250],[1084342,1602542],[1086543,1857617],[1089444,1346373],[1097438,1868052],[1103386,1873199],[1103435,1870778],[1103638,1873241],[1114458,1883404],[1115118,1883522],[1117350,1635527],[1118661,1639554],[1131123,1389990],[1140245,1142632],[1146170,1914005],[1146830,1914123],[1147210,1401861],[1149062,1667999],[1152374,1920263],[1157684,1158026],[1158436,1413527],[1159419,1415747],[1178176,1945593],[1178292,1946405],[1180265,1700892],[1183437,1705759],[1191326,1960753],[1193582,1962309],[1194688,1963097],[1196629,1964548],[1197781,1721304],[1202412,1969416],[1202574,1722672],[1209500,1479179],[1215428,1476796],[1224274,1988353],[1229394,1990497],[1229613,1992452],[1231362,1752529],[1235317,1997618],[1241517,2002807],[1243697,1762657],[1267789,2026791],[1267861,1269762],[1273989,2031980],[1276169,1794369],[1278884,1281271],[1285849,1543387],[1287701,1546256],[1306285,2062134],[1306945,2062252],[1309177,1827354],[1319534,1579265],[1322960,2078485],[1324039,2079196],[1324201,1841775],[1325165,2079990],[1333962,2086553],[1338161,1609281],[1353698,2102712],[1357060,2105056],[1359001,2106507],[1360153,1876974],[1364784,2111375],[1364946,1878342],[1371872,1641937],[1392373,1404730],[1397642,2138845],[1397804,1908943],[1408757,1410658],[1417065,1675047],[1430547,2167047],[1436747,2172236],[1438927,1948928],[1450459,1708628],[1453806,2187854],[1455976,2189248],[1456138,1964420],[1464616,2195223],[1465857,1737768],[1466821,2196728],[1487557,2212294],[1487719,1991332],[1488683,2213088],[1501679,1769396],[1521541,2238630],[1522719,1534537],[1530338,2245193],[1539330,1798966],[1555891,1568248],[1561160,2270015],[1561322,2057072],[1580583,1834402],[1595088,2296172],[1597258,2297566],[1597420,2088664],[1608103,2305046],[1618734,2312476],[1618896,2106379],[1628615,1893438],[1629579,2319956],[1651206,2335919],[1651368,2133849],[1652447,1661087],[1659846,2341894],[1662051,2343399],[1685091,1696909],[1701702,1953525],[1736527,2396784],[1736689,2205402],[1750230,1996855],[1757373,2410188],[1757535,2221762],[1780863,2026028],[1786915,2430025],[1789085,2431419],[1789247,2247304],[1799930,2438899],[1811802,1820442],[1821406,2453809],[1863984,2102162],[1885054,2119877],[1922798,2517310],[1922960,2352073],[1935422,1936501],[1943644,2530714],[1943806,2368433],[2013541,2014620],[2042714,2260802],[2063784,2278517],[2182970,2184049] ] cell #2783 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [178299,1163237],[210249,1248558],[226230,1291571],[246532,1340789],[263672,1378133],[267271,889342],[282171,1165115],[290989,1443788],[303227,1466236],[305952,1471353],[307511,967461],[323504,1504307],[325372,1250436],[340199,1537165],[346460,1038899],[357339,1574509],[370655,1596365],[371075,1596670],[372056,1092160],[373898,1341561],[391289,1628994],[394014,1634111],[395573,1122020],[410252,1661466],[412977,1666583],[414536,906028],[418649,1677675],[430529,1699537],[432397,1445666],[435651,1190348],[443192,1201181],[445143,1464028],[447155,1724738],[447372,1725119],[447584,1218970],[465840,1750609],[469950,1756480],[470370,1756785],[471351,1251515],[473193,1505079],[491181,1788192],[491601,1788497],[492582,1010524],[494424,1537937],[498411,1799345],[501136,1804462],[511815,1820821],[514540,1825938],[516099,1055585],[516563,1311271],[520212,1837030],[520465,1064172],[524587,1322372],[530182,1593853],[532804,1850428],[533245,1092352],[552912,1874883],[553332,1875188],[553602,1363553],[555553,1626786],[557565,1880408],[557782,1880789],[557994,1381342],[577045,1135629],[577509,1393794],[578996,1659258],[581008,1911009],[581225,1911390],[581437,1134665],[588893,1921905],[589313,1922210],[590294,910767],[590492,690206],[590758,1675830],[592136,1415164],[599693,1936880],[603803,1942751],[604223,1943056],[605204,1166194],[607046,1700309],[609168,1441170],[609588,1184402],[611033,1953904],[613758,1959021],[617884,1452571],[619402,1719518],[624366,1722786],[640656,1219934],[641120,1480600],[645716,1485890],[648658,1994328],[648875,1994709],[649087,1494198],[651311,1753968],[653933,1999985],[654374,1251707],[666109,2014999],[671258,1258131],[675322,1523510],[675742,1277134],[676476,2026407],[676853,1785680],[679475,2029158],[679916,1010716],[685864,1540553],[687876,2039147],[688093,2039528],[688305,1025981],[689642,796696],[689786,1801899],[699583,2053613],[700003,2053918],[700273,1295744],[700737,1557312],[702224,1818613],[704236,2059138],[704453,2059519],[704665,1294780],[710211,1312531],[710428,1571888],[712121,2070034],[712541,2070339],[713522,1060324],[713720,823304],[713986,1835185],[715364,1578682],[719913,1583517],[721040,1844771],[731635,1855197],[740234,1344177],[744298,1610072],[744718,1085307],[745452,2102541],[746115,2103650],[749054,1615329],[750572,1617106],[752666,2108285],[753107,1363745],[755536,1878456],[762542,1635094],[771136,2127471],[771556,2127776],[771826,1382306],[772290,1643358],[775024,1650313],[776524,1387367],[778042,1905789],[779032,1663416],[781112,1406130],[781329,1653096],[782234,2138189],[782654,2138494],[783006,1909057],[792236,1669403],[794858,2150477],[795299,906220],[796913,1924688],[804356,1420889],[807298,2163757],[807515,2164138],[807727,1426159],[808420,1685882],[808840,918103],[809110,1170053],[809308,924613],[809574,1949711],[809951,1940239],[812573,2169414],[813014,1166386],[818962,1702925],[819136,1443158],[820974,2179403],[821191,2179784],[821403,1181651],[822740,938655],[822884,1956458],[828837,1961691],[830715,1966326],[841305,1975391],[848882,1735634],[850382,1474173],[851900,1985817],[852890,1468186],[854970,1210900],[855187,1738417],[856092,2209742],[856512,2210047],[857143,2211055],[859673,1487019],[860169,1743632],[861296,1744594],[871891,1755745],[874426,1505271],[880490,1507695],[883432,2232733],[883649,2233114],[883861,1512965],[884554,1770187],[884974,998131],[885244,1255374],[885442,1004641],[885708,1763440],[886436,1528319],[887781,1777677],[887901,2239113],[890469,2023501],[891509,1789845],[893027,1783165],[894191,1536535],[895167,2242679],[895384,2243060],[895596,1263401],[901064,2033927],[915544,2262290],[915986,1289524],[916983,1809668],[918483,1550885],[920001,1552589],[920991,1822771],[922095,2266925],[922536,1295936],[923071,1037583],[923288,1812451],[924049,1044724],[924193,2065611],[924965,2057186],[931971,1826921],[934195,1828758],[936817,2281647],[937258,1055777],[938872,2072817],[945185,2077957],[953082,1591338],[956120,2085935],[957998,2090570],[964555,1331943],[965900,1860798],[966020,2305529],[968588,2099635],[969628,1598018],[971146,1866286],[972310,1340159],[973286,2309095],[973503,2309476],[973715,1349447],[976966,1616801],[978844,1869489],[987811,1627915],[989434,1879418],[995572,2325901],[996014,1376086],[997011,1891304],[998511,1636931],[1000029,1638635],[1001019,1630944],[1002123,2330536],[1002564,1382498],[1003099,1120704],[1003316,1894087],[1004077,1127845],[1004221,1886881],[1005328,1657862],[1005522,2333815],[1005840,1901020],[1006806,2336351],[1007567,2131120],[1008009,1389071],[1009445,2135755],[1011651,1906058],[1014383,2339649],[1014824,1135821],[1020035,2144820],[1030630,2155246],[1035490,1419185],[1035873,2357726],[1035993,1160619],[1036323,1161192],[1037338,1932236],[1037458,2167530],[1038403,1422066],[1040026,1681389],[1041066,1944404],[1042584,1937724],[1043748,1162607],[1044941,2175582],[1050621,1942016],[1053156,1700501],[1062591,1708195],[1070711,1455083],[1071766,2386847],[1072208,1458440],[1074311,1968760],[1074771,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] cell #2784 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [657452],[755969],[816092],[831148],[867050],[925398],[940336],[947096],[1009878],[1034593],[1045780],[1056018],[1091514],[1133367],[1136062],[1151071],[1181459],[1217672],[1220367],[1262783],[1263209],[1278395],[1296177],[1348829],[1349255],[1382739],[1390059],[1391884],[1408383],[1425541],[1425967],[1476865],[1478690],[1512347],[1512773],[1520440],[1522345],[1553577],[1555402],[1607002],[1608907],[1624716],[1639623],[1641448],[1650131],[1682812],[1684054],[1684717],[1721373],[1735452],[1752040],[1767117],[1768359],[1769022],[1809486],[1810586],[1847161],[1857052],[1868518],[1876600],[1891122],[1892222],[1933145],[1954630],[1962775],[1968578],[1977781],[1988798],[2011264],[2035782],[2070952],[2078930],[2087019],[2092822],[2102734],[2147210],[2180693],[2187876],[2195668],[2245659],[2251462],[2296194],[2342339],[2430047], 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31585],[1528137,2026700],[1555754,1567623],[1561185,2056524],[1567390,2061048],[1572344,1831450],[1584687,2289685],[1586759,2079899],[1595143,2296346],[1597283,2088116],[1608244,2097564],[1617659,2104965],[1618759,2105831],[1622186,1877043],[1629720,2115279],[1651231,2133301],[1653552,1907644],[1659871,2342030],[1662192,2142749],[1685160,1693957],[1690509,2166956],[1723956,2388903],[1726028,2196637],[1736552,2204854],[1738873,1987672],[1746874,2212997],[1757398,2221214],[1760825,2006609],[1778586,2238539],[1786970,2430199],[1789110,2246756],[1800071,2256204],[1812907,1814013],[1821547,2273919],[1861707,2304955],[1881698,2319865],[1894543,1895649],[1910227,2509429],[1912299,2343308],[1922823,2351525],[1925144,2157101],[1943669,2367885],[1947096,2176038],[2040437,2438808],[2060428,2453718],[2073273,2074379] ] cell #2785 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289734],[333167],[379250],[401528],[423497],[453546],[478545],[481626],[499776],[503091],[535058],[539535],[562073],[563956],[587399],[594248],[595472],[612398],[622888],[629273],[651865],[656187],[660664],[661888],[681729],[686206],[695073],[708744],[710627],[721594],[724930],[735121],[754058],[755431],[760443],[766626],[781528],[787913],[810505],[814827],[819304],[820528],[827972],[830610],[841859],[845195],[855386],[861850],[865186],[866946],[875377],[891023],[894359],[904550],[923487],[924860],[929872],[936055],[944090],[946992],[955255],[957893],[969142],[972478],[976101],[978739],[989988],[993324],[1003515],[1006702],[1009340],[1020589],[1023925],[1034116],[1040580],[1043916],[1045676],[1054107],[1066082],[1077173],[1080075],[1088338],[1090976],[1098649],[1101551],[1109814],[1112452],[1123701],[1127037],[1130361],[1133263],[1141526],[1144164],[1155413],[1158749],[1162372],[1165010],[1176259],[1179595],[1189786],[1199544],[1203575],[1208394],[1212818],[1214666],[1217568],[1225437],[1236528],[1239430],[1247693],[1250331],[1257909],[1269000],[1271902],[1280165],[1282803],[1290476],[1293378],[1301641],[1304279],[1315528],[1318864],[1328602],[1330007],[1337399],[1341456],[1343955],[1365947],[1370766],[1377038],[1379940],[1394774],[1398805],[1403624],[1408048],[1409896],[1412798],[1420667],[1431758],[1434660],[1442923],[1445561],[1459324],[1460498],[1463029],[1467964],[1472040],[1481580],[1493525],[1500917],[1507473],[1524978],[1526383],[1533775],[1537832],[1540331],[1562323],[1567142],[1573414],[1576316],[1586247],[1591116],[1593598],[1611540],[1612945],[1623256],[1630722],[1654554],[1655728],[1658259],[1663194],[1667270],[1688755],[1696147],[1702703],[1715456],[1721926],[1739875],[1741049],[1746362],[1751231],[1773060],[1778074],[1782943],[1785425],[1815083],[1822549],[1841029],[1861195],[1866064],[1871126],[1896719],[1901727],[1908197],[1932633],[1937502],[1981755],[1990586],[2010752],[2015621],[2019759],[2049856],[2084817],[2095893],[2123714],[2160015],[2193685],[2228991],[2294283],[2382671] ] cell #2786 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [282477,1421841],[325678,1508647],[347362,1552367],[374204,1601780],[396475,1638413],[401290,1132280],[420831,1423760],[432703,1703877],[447922,1725516],[451368,1730385],[453308,1216585],[473499,1761895],[475879,1510566],[494730,1793607],[502853,1292395],[517001,1830240],[533205,1850847],[533651,1851135],[534820,1348168],[537116,1602579],[558332,1881186],[561778,1886055],[563718,1378957],[581775,1911787],[585221,1916656],[587161,1150410],[592442,1927320],[607352,1948166],[609732,1705796],[614100,1450772],[622650,1461297],[624939,1723493],[627228,1971649],[627532,1971965],[627695,1478864],[649425,1995106],[654334,2000404],[654780,2000692],[655949,1511686],[658245,1762694],[679876,2029577],[680322,2029865],[681491,1262122],[683787,1794406],[688643,2039925],[692089,2044794],[705003,2059916],[708449,2064785],[710389,1310525],[710978,1572704],[715670,2075449],[716021,1320088],[720486,1584224],[726881,1848638],[729777,2087101],[730235,1348359],[753067,2108704],[753513,2108992],[753820,1624055],[756109,1879163],[758398,2113608],[758702,2113924],[758865,1641622],[781290,1393048],[781879,1653912],[783579,1909764],[785868,2141078],[786172,2141394],[786335,1392058],[795259,2150896],[795705,2151184],[796874,1155559],[797112,911614],[797463,1925504],[799170,1675084],[808065,2164535],[812974,2169833],[813420,2170121],[814589,1424880],[816885,1948965],[819537,1701309],[819983,1444217],[821741,2180181],[825187,2185050],[829646,1712959],[831288,1967033],[836856,1969970],[855148,1479854],[855737,1739233],[860742,1744339],[864071,2215315],[864375,2215631],[864538,1752214],[867137,1998195],[870033,2220199],[870491,1511877],[884199,2233511],[889915,1518528],[894592,1780470],[895038,1537594],[895934,2243457],[896310,2027368],[899206,2245741],[899664,1262313],[906601,1796917],[908890,2254533],[909194,2254849],[909357,1278569],[910935,1030847],[911168,2042321],[922496,2267344],[922942,2267632],[923249,1556566],[923838,1813267],[925538,2057893],[927827,2272248],[928131,2272564],[928294,1555576],[934940,1573986],[935244,1827736],[937218,2282066],[937664,2282354],[938833,1315674],[939071,1061171],[939422,2073633],[941129,1834439],[946009,1839350],[947183,2082217],[958571,2091277],[968034,1605090],[972711,1863591],[973157,1341218],[974053,2309873],[974696,2310727],[977775,1868629],[979417,1870196],[981750,2314529],[982208,1624246],[984985,2111929],[992676,1887038],[1002524,2330955],[1002970,2331243],[1003277,1642612],[1003866,1894903],[1008376,1647791],[1009024,1901439],[1010018,2136462],[1011097,1913606],[1013436,1666060],[1013740,1903996],[1014784,2340068],[1015230,2340356],[1015586,2139399],[1025876,1919383],[1028772,2350510],[1029230,1150601],[1031151,2153453],[1039472,1680900],[1042801,2361986],[1043105,2362302],[1043268,1686039],[1044149,1935029],[1044595,1163666],[1044902,1429016],[1045140,1170900],[1045491,2176398],[1045867,2167624],[1048763,2366870],[1049221,1425071],[1056158,1951476],[1056372,1703274],[1058447,2375662],[1058751,2375978],[1058914,1441327],[1060492,1186517],[1060725,2182577],[1067256,2187499],[1069175,2191301],[1080266,2198955],[1090012,1733112],[1090660,1981467],[1091654,2208015],[1092733,1727335],[1095072,1470830],[1095376,1984024],[1096420,2400933],[1096866,2401221],[1097475,2401981],[1100054,1745372],[1100568,1988907],[1101742,1989724],[1113130,1999762],[1115921,1762885],[1122593,1765205],[1125922,2419895],[1126226,2420211],[1126389,1770344],[1127270,2013148],[1127716,1248987],[1128023,1515822],[1128261,1256221],[1128612,2006969],[1129304,1785137],[1130871,2425198],[1132921,2020075],[1133454,2240857],[1134560,2031100],[1136202,2025058],[1137495,1793004],[1138580,2428136],[1138884,2428452],[1139047,1523667],[1144842,2249917],[1160967,2444580],[1161442,1550396],[1164046,1807146],[1164694,2049568],[1165688,1808713],[1166767,2061735],[1168021,2448382],[1168479,1556757],[1169106,1291048],[1169410,2052125],[1170221,1298695],[1170454,2278124],[1171256,2270569],[1178947,2065768],[1181546,2067512],[1184442,2460920],[1184900,1310716],[1186821,2284623],[1193619,2289359],[1201754,1846328],[1204749,2295817],[1206668,2299619],[1213609,1593310],[1215176,2480246],[1217226,2096209],[1217759,2307273],[1218865,1852370],[1220507,2101192],[1221800,1601177],[1222885,2483184],[1223189,2483500],[1223352,1610229],[1226611,1869908],[1228530,2104028],[1237933,1880196],[1239621,2112746],[1246288,2496598],[1246763,1636442],[1249367,1888782],[1250015,2123426],[1251009,1890349],[1252088,1883005],[1253342,2500400],[1253800,1642803],[1254427,1377610],[1254731,2125983],[1255542,1385257],[1255775,2119484],[1256873,1908513],[1257062,2503197],[1258408,2505106],[1259083,2334170],[1259558,1649358],[1259620,2132286],[1261002,2337972],[1263296,2136707],[1266258,2507751],[1266716,1393239],[1272093,2345626],[1283481,2354686],[1288937,1679333],[1289302,2522507],[1289419,1419273],[1289766,1419820],[1290986,2365304],[1291881,1682024],[1293036,2160331],[1293569,1930855],[1294675,2171356],[1296317,2165314],[1297610,1421238],[1298999,2372325],[1304957,21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] cell #2787 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [183301],[215822],[250433],[267466],[284204],[307706],[327405],[329912],[344100],[346655],[372251],[375995],[394224],[395768],[414731],[420242],[421152],[434430],[443387],[449040],[467876],[471546],[475290],[476200],[492777],[496521],[503772],[514750],[516294],[525573],[528626],[537437],[553797],[554859],[559450],[564637],[577240],[582893],[601729],[605399],[609143],[610053],[616359],[618708],[628987],[632040],[640851],[646702],[649755],[651043],[658566],[672244],[675297],[684108],[700468],[701530],[706121],[711308],[717844],[720772],[728592],[730941],[741220],[744273],[747529],[749878],[760157],[763210],[772021],[774999],[777348],[787627],[790680],[799491],[805342],[808395],[809683],[817206],[827438],[838109],[841037],[848857],[851206],[858100],[861028],[868848],[871197],[881476],[884529],[887273],[890201],[898021],[900370],[910649],[913702],[916958],[919307],[929586],[932639],[941450],[951079],[954721],[959719],[963748],[965392],[968320],[975567],[986238],[989166],[996986],[999335],[1006168],[1016839],[1019767],[1027587],[1029936],[1036830],[1039758],[1047578],[1049927],[1060206],[1063259],[1072654],[1074286],[1081451],[1085471],[1087804],[1109280],[1114278],[1119951],[1122879],[1137350],[1140992],[1145990],[1150019],[1151663],[1154591],[1161838],[1172509],[1175437],[1183257],[1185606],[1199010],[1200191],[1202881],[1207860],[1211996],[1221655],[1233641],[1240806],[1247159],[1264481],[1266113],[1273278],[1277298],[1279631],[1301107],[1306105],[1311778],[1314706],[1324508],[1329473],[1332172],[1350527],[1352159],[1362563],[1370232],[1394240],[1395421],[1398111],[1403090],[1407226],[1428871],[1436036],[1442389],[1455312],[1462244],[1481046],[1482227],[1488026],[1492991],[1515677],[1520884],[1525849],[1528548],[1558939],[1566608],[1585462],[1607446],[1612411],[1618070],[1644985],[1650542],[1657474],[1683256],[1688221],[1735863],[1745577],[1767561],[1772526],[1777289],[1809897],[1847605],[1860410],[1891533],[1931848],[1968989],[2009967],[2084032],[2187137] ] cell #2788 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [992244],[1108518],[1178515],[1196008],[1235029],[1300345],[1317784],[1324877],[1391238],[1418150],[1430259],[1441627],[1478044],[1521253],[1523967],[1539593],[1571915],[1607815],[1610529],[1652710],[1653123],[1668415],[1686339],[1738031],[1738444],[1770644],[1777704],[1779394],[1795393],[1812065],[1812478],[1860825],[1862515],[1893701],[1894114],[1901298],[1903005],[1932263],[1933953],[1981326],[1983033],[1997118],[2010382],[2012072],[2019980],[2049427],[2050519],[2051134],[2084447],[2096114],[2110305],[2123285],[2124377],[2124992],[2160236],[2161153],[2193256],[2201185],[2210711],[2217170],[2229212],[2230129],[2264494],[2283017],[2290144],[2294504],[2301574],[2310405],[2328105],[2347856],[2376800],[2383571],[2389362],[2393722],[2401447],[2435427],[2461958],[2467960],[2473254],[2509888],[2514248],[2547916],[2580279],[2641583], 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,2298025],[1867982,2484015],[1870697,2311806],[1871789,2312935],[1872404,2313014],[1877817,2317173],[1880816,2125367],[1902390,2336378],[1903380,1911417],[1908418,2340616],[1934267,1945561],[1939555,2364858],[1945366,2368461],[1950327,2179811],[1962239,2543663],[1963895,2384208],[1971008,2547970],[1972787,2390117],[1982418,2397243],[1990807,2402913],[1991724,2403521],[1994736,2217545],[2001355,2410647],[2020897,2424752],[2022919,2243087],[2028506,2580049],[2030528,2431878],[2051509,2059546],[2056547,2451026],[2086483,2613933],[2088139,2473891],[2097031,2479800],[2099053,2309503],[2105854,2485771],[2114746,2491680],[2117758,2324413],[2133324,2504734],[2140437,2641637],[2142216,2510643],[2151847,2517769],[2163175,2164165],[2170784,2531173],[2204877,2553847],[2221237,2564221],[2232151,2233141],[2245123,2694673],[2246779,2580916],[2255671,2586825],[2257693,2443356],[2273386,2598705],[2276398,2458266],[2351548,2647514],[2367908,2657888],[2378822,2379812] ] cell #2789 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2790 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [560803],[652701],[707474],[724460],[756572],[811341],[824212],[833870],[893889],[914344],[926001],[935585],[972008],[1012600],[1014081],[1026542],[1056621],[1094236],[1095717],[1135226],[1137744],[1150313],[1169751],[1219531],[1222049],[1255072],[1260481],[1262025],[1278287],[1295341],[1297859],[1346527],[1348071],[1381903],[1384421],[1389858],[1391776],[1423239],[1424783],[1476664],[1478582],[1494759],[1510045],[1511589],[1520332],[1553376],[1554925],[1555294],[1592568],[1606894],[1623958],[1639422],[1640971],[1641340],[1682704],[1683853],[1721172],[1731837],[1743458],[1751932],[1767009],[1768158],[1810478],[1832798],[1840853],[1847053],[1856851],[1868410],[1892114],[1918108],[1954429],[1962667],[1971473],[1977673],[1988197],[2035581],[2070844],[2078329],[2086911],[2140902],[2147102],[2195067],[2245551],[2341738], 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5],[1454033,1962527],[1455893,1965584],[1466761,1974639],[1478213,1735000],[1484496,1988546],[1487120,1988852],[1487474,1992564],[1488623,1993576],[1500075,2003815],[1514172,1770813],[1521481,1776544],[1524136,1527157],[1532933,2032988],[1561077,1806382],[1569022,2066237],[1584862,2078678],[1595315,2086771],[1597175,2089828],[1608043,1859665],[1610698,1613719],[1614465,2102664],[1618651,2107543],[1629519,2116598],[1651123,1900278],[1661991,2144068],[1673443,1921271],[1695305,2173244],[1709402,1957084],[1713917,2187806],[1724131,2195416],[1736444,1980306],[1757290,2222926],[1787142,2245411],[1789002,2248468],[1799870,2038395],[1802525,1805546],[1821346,2275238],[1849596,2296124],[1910402,2342087],[1922715,2149735],[1943561,2369597],[2028326,2429977] ] cell #2791 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [421219,1681810],[476267,1766115],[503967,1808503],[537504,1855887],[564832,1890139],[570926,1389673],[595101,1683668],[610120,1952386],[628113,1972335],[632235,1976738],[634537,1476479],[658633,2005444],[661517,1767973],[684175,2034617],[694154,1553191],[711503,2068869],[730197,2087559],[730717,2087699],[732048,1608964],[734750,1856666],[759283,2114294],[763405,2118697],[765707,1639237],[786753,2141764],[790875,2146167],[793177,1408440],[799558,2155936],[817273,2174873],[820157,1954244],[825652,1711229],[834902,1720987],[837459,1970568],[839931,2195778],[840239,2196127],[840415,1737523],[864956,2216001],[870453,2220657],[870973,2220797],[872304,1769079],[875006,2006223],[899626,2246199],[900146,2246339],[901477,1522402],[904179,2035396],[909775,2255219],[913897,2259622],[928712,2272934],[932834,2277337],[935136,1571958],[935825,1828518],[941517,2287106],[941981,1582218],[946612,1839948],[953562,2085603],[956598,2296756],[957063,1609149],[982170,2314987],[982690,2315127],[983031,1876657],[985588,2112527],[988060,2319006],[988368,2319355],[988544,1893193],[1013632,1653166],[1014321,1904778],[1016189,2139997],[1018661,2342449],[1018969,2342798],[1019145,1652202],[1029192,2350968],[1029712,2351108],[1031043,1413764],[1031432,1156499],[1031732,2154235],[1033745,1924758],[1043686,2362672],[1049183,2367328],[1049703,2367468],[1051034,1684774],[1053736,2175652],[1056792,1950097],[1057312,1706585],[1059332,2376348],[1063454,2380751],[1068088,1961359],[1069778,2191899],[1075717,2194413],[1095268,1738487],[1095957,1984806],[1101171,1989505],[1104749,2405378],[1105057,2405727],[1105233,1996610],[1108121,2218701],[1111157,2409378],[1111622,1769264],[1126807,2420581],[1132883,1775843],[1137915,2022689],[1138435,1795195],[1139465,2428822],[1139833,2244243],[1142869,2430609],[1143334,1522587],[1151013,2037694],[1153485,2437949],[1153793,2438298],[1153969,1539085],[1155736,1283740],[1155979,2257463],[1168441,2448840],[1168961,2448980],[1169302,1812521],[1169991,2052907],[1171859,2271167],[1174331,2452859],[1174639,2453208],[1174815,1811557],[1182368,1831967],[1182676,2066693],[1184862,2461378],[1185382,2461518],[1186713,1577282],[1187102,1316614],[1187402,2285405],[1189415,2072887],[1194443,2077675],[1195611,2292756],[1207271,2300217],[1217188,1858964],[1222220,2098823],[1222740,1603368],[1223770,2483870],[1224376,2484482],[1227443,2103318],[1229133,2104626],[1231599,2487424],[1232064,1876842],[1235072,2317641],[1243112,2119632],[1253762,2500858],[1254282,2500998],[1254623,1894157],[1255312,2126765],[1259915,1899222],[1260580,2132744],[1261605,2338570],[1262725,2143367],[1265224,1917277],[1265532,2134958],[1266678,2508209],[1267198,2508349],[1267544,2341084],[1278472,2148679],[1281508,2516500],[1281973,1408625],[1284048,2353182],[1292998,1930402],[1296576,2525904],[1296884,2526253],[1297060,1935177],[1298030,2162945],[1298550,1424549],[1298891,1688992],[1299280,1429956],[1299580,2373107],[1299948,2365372],[1302984,2529904],[1303449,1684959],[1311128,2177950],[1311368,1953990],[1313600,2537244],[1313908,2537593],[1314084,1701457],[1315851,1446498],[1316094,2378592],[1323062,2382919],[1324920,2385861],[1335991,2391974],[1345961,1979250],[1346626,2204297],[1347651,2399435],[1348771,1973938],[1351270,1731006],[1351578,2206511],[1352724,2557322],[1353244,2557462],[1353810,2558005],[1356316,1990410],[1356815,2210773],[1357983,2211427],[1369643,2220009],[1372574,2006408],[1379560,2008521],[1383138,2571987],[1383446,2572336],[1383622,2013296],[1384592,2231921],[1385112,1511355],[1385453,1773297],[1385842,1516762],[1386142,2226436],[1386783,2027009],[1388307,2577752],[1390312,2238029],[1390841,2426609],[1391961,2247412],[1393651,2242216],[1395011,2035142],[1396164,2578452],[1396472,2578801],[1396648,1780618],[1402501,2434070],[1419606,2591507],[1420090,1806693],[1422673,2047351],[1423338,2263914],[1424363,2048718],[1425483,2274537],[1426829,2594449],[1427294,1812706],[1427982,1554094],[1428290,2266128],[1429193,1559682],[1429436,2458036],[1430302,2451494],[1438342,2278272],[1441230,2279849],[1444266,2604562],[1444731,1572143],[1446806,2463592],[1453918,2467675],[1461900,2083576],[1464718,2472602],[1466576,2475544],[1473589,1848279],[1475113,2620953],[1477118,2304445],[1477647,2481657],[1478767,2088772],[1480457,2308632],[1481817,1856412],[1482970,2621653],[1483278,2622002],[1483454,1863739],[1486580,2104486],[1488438,2311034],[1497842,2113432],[1499509,2318295],[1506412,2631747],[1506896,1888329],[1509479,2121209],[1510144,2327525],[1511169,2122576],[1512289,2115897],[1513635,2634689],[1514100,1894342],[1514788,1640140],[1515096,2329739],[1515999,1645728],[1516242,2324183],[1517354,2139038],[1517537,2636954],[1518809,2639647],[1519438,2503445],[1519922,1900589],[1519978,2335109],[1521296,2506387],[1523570,2338781],[1526620,2640292],[1527085,1653351],[1532367,2512500],[1544027,2519961],[1549973,1929035],[1550186,2651672],[1550301,1679521],[1550645,1679909],[1551825,2529226],[1552692,1931431],[1553830,2359158],[1554359,2159145],[1555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] cell #2792 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [183349],[215870],[250481],[267559],[284252],[307799],[327453],[329923],[344148],[346748],[372344],[376006],[394272],[395861],[414824],[420253],[421245],[434478],[443480],[449051],[467924],[471639],[475301],[476293],[492870],[496532],[503783],[514798],[516387],[525621],[528637],[537530],[553890],[554937],[559461],[564648],[577333],[582904],[601777],[605492],[609154],[610146],[616370],[618786],[629035],[632051],[640944],[646750],[649766],[651112],[658659],[672292],[675308],[684201],[700561],[701608],[706132],[711319],[718068],[720841],[728603],[731019],[741268],[744284],[747540],[749956],[760205],[763221],[772114],[775010],[777426],[787675],[790691],[799584],[805390],[808406],[809752],[817299],[827655],[838333],[841106],[848868],[851284],[858324],[861097],[868859],[871275],[881524],[884540],[887497],[890270],[898032],[900448],[910697],[913713],[916969],[919385],[929634],[932650],[941543],[951090],[954938],[959730],[963796],[965616],[968389],[975784],[986462],[989235],[996997],[999413],[1006385],[1017063],[1019836],[1027598],[1030014],[1037054],[1039827],[1047589],[1050005],[1060254],[1063270],[1072878],[1074297],[1081675],[1085549],[1088021],[1109497],[1114289],[1120175],[1122948],[1137361],[1141209],[1146001],[1150067],[1151887],[1154660],[1162055],[1172733],[1175506],[1183268],[1185684],[1199227],[1200415],[1202959],[1208077],[1212065],[1221666],[1233652],[1241030],[1247376],[1264705],[1266124],[1273502],[1277376],[1279848],[1301324],[1306116],[1312002],[1314775],[1324586],[1329690],[1332241],[1350751],[1352170],[1362787],[1370449],[1394457],[1395645],[1398189],[1403307],[1407295],[1428882],[1436260],[1442606],[1455381],[1462200],[1481263],[1482451],[1488104],[1493208],[1515688],[1520962],[1526066],[1528617],[1559163],[1566825],[1585418],[1607524],[1612628],[1618139],[1645209],[1650611],[1657430],[1683334],[1688438],[1735932],[1745533],[1767639],[1772743],[1777245],[1809966],[1847683],[1860366],[1891602],[1931804],[1969058],[2009923],[2083988],[2187093] ] cell #2793 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2794 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [142115],[169594],[198894],[213449],[227714],[248060],[265156],[267214],[279634],[281831],[304265],[307454],[323661],[325032],[341727],[346403],[347330],[358823],[366951],[371999],[389013],[392327],[395516],[396443],[411290],[414479],[420900],[430686],[432057],[440441],[443135],[451336],[466246],[467184],[471294],[475948],[487477],[492525],[509539],[512853],[516042],[516969],[522589],[524881],[534491],[537185],[545386],[550851],[553545],[554811],[561746],[574294],[576988],[585189],[600099],[601037],[605147],[609801],[615837],[618660],[626003],[628295],[637905],[640599],[643718],[646010],[655620],[658314],[666515],[669260],[671552],[681162],[683856],[692057],[697522],[700216],[701482],[708417],[717796],[728070],[730893],[738236],[740528],[747007],[749830],[757173],[759465],[769075],[771769],[774477],[777300],[784643],[786935],[796545],[799239],[802358],[804650],[814260],[816954],[825155],[834471],[838061],[842855],[846714],[848335],[851158],[858052],[868326],[871149],[878492],[880784],[887225],[897499],[900322],[907665],[909957],[916436],[919259],[926602],[928894],[938504],[941198],[950557],[952074],[959197],[963056],[965344],[986190],[990984],[996464],[999287],[1013201],[1016791],[1021585],[1025444],[1027065],[1029888],[1036782],[1047056],[1049879],[1057222],[1059514],[1072606],[1073764],[1076415],[1081403],[1085423],[1094837],[1106633],[1113756],[1119903],[1136828],[1138345],[1145468],[1149327],[1151615],[1172461],[1177255],[1182735],[1185558],[1195141],[1200143],[1202833],[1221133],[1222650],[1233119],[1240758],[1264433],[1265591],[1268242],[1273230],[1277250],[1298460],[1305583],[1311730],[1324460],[1331471],[1350479],[1351637],[1357513],[1362515],[1385022],[1390371],[1395373],[1398063],[1428349],[1435988],[1454611],[1477177],[1482179],[1487978],[1515155],[1520836],[1527847],[1553889],[1558891],[1607398],[1617369],[1639935],[1644937],[1649841],[1683208],[1721685],[1735162],[1767513],[1809196],[1847557],[1890832],[1968288],[2077555] ] cell #2795 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1115615],[1236637],[1307442],[1328711],[1365622],[1431867],[1448724],[1458999],[1525087],[1548832],[1561998],[1573523],[1611649],[1654229],[1655837],[1669138],[1702378],[1739550],[1741158],[1780117],[1782618],[1795413],[1815192],[1863238],[1865739],[1896828],[1901612],[1903025],[1918477],[1934676],[1937177],[1981640],[1983053],[2012795],[2015296],[2020000],[2021595],[2049741],[2051154],[2096134],[2097729],[2111028],[2123599],[2125012],[2132496],[2160256],[2161467],[2161851],[2193570],[2204049],[2217190],[2229232],[2230443],[2230827],[2263666],[2264514],[2294524],[2301888],[2310425],[2316252],[2327277],[2328125],[2359729],[2377114],[2383591],[2387435],[2393742],[2401725],[2417638],[2435741],[2461978],[2468238],[2473274],[2477118],[2484025],[2514268],[2538164],[2543673],[2548194],[2580299],[2584143],[2613943],[2641861],[2694683], 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1946023,2162229],[1955307,1958538],[1962279,2543765],[1963067,2384761],[1963915,2385369],[1971028,2548056],[1973101,2391878],[1988331,2557635],[1990827,2404153],[1992038,2405282],[1992422,2404062],[1997588,2414885],[2004281,2414510],[2021211,2237584],[2026761,2235847],[2053445,2266587],[2056567,2261444],[2062104,2265047],[2067152,2069866],[2078463,2610376],[2079960,2469752],[2086523,2614035],[2088159,2475052],[2097345,2304000],[2105026,2486324],[2105874,2486932],[2115060,2493441],[2127303,2330198],[2133344,2334617],[2135417,2138021],[2140457,2641723],[2142530,2512404],[2167017,2356976],[2173710,2535036],[2195201,2671215],[2196698,2549708],[2204897,2395482],[2206970,2209574],[2213058,2560082],[2221257,2565382],[2238600,2423591],[2245163,2694775],[2246799,2582077],[2255985,2437853],[2273700,2600466],[2285943,2464051],[2305016,2478639],[2319926,2628897],[2341872,2739708],[2343369,2643375],[2351568,2516008],[2353641,2356245],[2367928,2659049],[2438869,2585664],[2453779,2709637] ] cell #2796 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [570852,1387469],[595551,1681600],[634463,1474275],[661967,1765905],[694080,1550987],[695442,1808304],[731974,1598120],[735200,1855677],[765633,1637033],[766995,1889940],[793103,1669505],[802715,1681491],[820607,1952176],[834828,1719889],[840341,1726991],[840888,1972263],[845564,1976539],[872230,1758235],[875456,2005234],[878849,1765796],[901403,1789947],[904629,2034407],[935062,1828860],[936424,2068670],[944358,1839882],[957016,2087555],[957056,1598297],[957588,2087633],[962111,1855568],[982957,1875559],[988470,1882661],[989017,2114222],[993693,2118498],[1013558,1906160],[1019071,1913262],[1019618,2141692],[1024294,2145968],[1030969,1673746],[1031425,1414754],[1034195,2155726],[1050960,1944506],[1054186,2174663],[1057579,1952067],[1064040,1711222],[1065843,1961355],[1077441,1970502],[1078923,2195774],[1079155,2196128],[1095194,1986188],[1098917,1989439],[1105159,1995541],[1105706,2215929],[1111575,2220653],[1111615,1758412],[1112147,2220731],[1116670,2005125],[1130629,2018612],[1143287,2246195],[1143327,1790124],[1143859,2246273],[1148382,2034298],[1153895,1796573],[1154442,2255147],[1155729,1544375],[1159118,2259423],[1169228,2054289],[1174741,2061391],[1175288,2272862],[1179964,2277138],[1183325,1828511],[1186639,1833101],[1187095,1578272],[1189865,2286896],[1190444,1582211],[1192239,2077677],[1203336,2085599],[1205330,2296758],[1214934,2094746],[1225198,2103314],[1226879,2104560],[1232017,2314983],[1232057,1875736],[1232589,2315061],[1236796,2112461],[1238278,2319002],[1238510,2319356],[1243038,2118563],[1254549,2128147],[1257670,2130784],[1266181,1904771],[1269268,2139931],[1270750,2342445],[1270982,2342799],[1281926,2350964],[1281966,1669682],[1282498,2351042],[1284697,2154228],[1287021,2155617],[1290744,2158868],[1296986,2164970],[1297533,2362600],[1298817,1938137],[1299273,1689982],[1303402,2367324],[1303442,1944683],[1303974,2367402],[1308497,2174554],[1311786,1950093],[1312358,1706578],[1314010,1951132],[1314557,2376276],[1315844,1706747],[1319233,2380552],[1328870,2191833],[1332619,2194415],[1337667,2197808],[1343716,2202337],[1352227,1984799],[1354611,2210775],[1355752,2211423],[1356309,1990338],[1361141,2405374],[1361373,2405728],[1365708,2218697],[1367389,2219943],[1367702,2409380],[1372567,2005302],[1377306,2227844],[1383548,2233946],[1384095,2420509],[1385379,2016256],[1385835,1774287],[1395429,2022685],[1396001,1795188],[1396574,2024714],[1397121,2428750],[1398566,2244239],[1400560,2430611],[1410164,2253386],[1411646,2437945],[1411878,2438299],[1414182,2257459],[1420016,2047074],[1420428,2261954],[1422109,2263200],[1424542,1559519],[1427247,2448836],[1427287,2054466],[1427819,2448914],[1428939,2052900],[1429186,1815713],[1432026,2271101],[1433508,2452855],[1433740,2453209],[1438268,2277203],[1442148,1831963],[1442380,2066694],[1444684,2461374],[1444724,1829037],[1445256,2461452],[1447455,2285398],[1449779,2286787],[1459085,2292752],[1460766,2293998],[1467725,2298117],[1470526,2300151],[1482235,2098819],[1482807,1603361],[1483380,2100848],[1483927,2483798],[1484607,2484478],[1486261,2311036],[1486370,2104482],[1491581,2487426],[1496137,2317643],[1497278,2318291],[1497835,2113360],[1501185,2321036],[1506822,2120932],[1507234,2325565],[1508915,2326811],[1511348,1645565],[1514053,2500854],[1514093,2128324],[1514625,2500932],[1515745,2126758],[1515992,1897349],[1519848,2132030],[1520892,2132740],[1525246,2338504],[1525608,1917273],[1525840,2134959],[1527038,2508205],[1527078,1906337],[1527610,2508283],[1528995,2341086],[1534043,2344479],[1540092,2349008],[1542086,2516502],[1544607,2353183],[1549969,2157622],[1550638,1929657],[1552128,2358094],[1552685,2159767],[1554090,1687980],[1557517,2525900],[1557749,2526254],[1558947,2162941],[1560639,2373100],[1562084,2365368],[1563765,2366614],[1564078,2529906],[1568943,2174731],[1572875,1953991],[1573682,2374515],[1575164,2537240],[1575396,2537594],[1577700,2378588],[1579924,2380617],[1584973,2382915],[1589386,2191045],[1589736,2385863],[1590877,2386511],[1600367,2391970],[1600924,2199569],[1602048,2393216],[1606410,2203583],[1607454,2204293],[1611808,2399369],[1612170,1731002],[1612402,2206512],[1613600,2557318],[1613640,1986365],[1614172,2557396],[1614800,2558007],[1616477,2211777],[1623524,2406620],[1627157,2408748],[1627266,2219865],[1630483,2410739],[1636015,2226598],[1636684,2007776],[1638174,2416003],[1638731,2228743],[1640136,1772285],[1643563,2571983],[1643795,2572337],[1644993,2231917],[1646685,2226429],[1647449,2027005],[1648666,2577748],[1648931,2236965],[1649600,2019511],[1650533,2238030],[1654315,2426605],[1655189,2035143],[1655996,2427851],[1656358,2578448],[1656590,2578802],[1662955,2431970],[1665756,2434004],[1678610,2259488],[1679416,2046624],[1679517,1806804],[1679837,2591503],[1683264,2263910],[1683415,1814544],[1686811,2594451],[1688212,2266129],[1689410,2458032],[1691367,2451496],[1692508,2452144],[1693065,2272000],[1696415,2454889],[1702464,2459418],[1704145,2460664],[1704458,2604564],[1706979,2463593],[1709323,2286964],[1713573,24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] cell #2797 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [213318,774207],[247929,848065],[281700,916166],[304134,958927],[324901,996194],[341596,1026795],[343635,1283837],[343861,1031666],[347199,1037670],[347257,1037794],[366820,1073494],[372207,1079238],[392196,1113486],[396312,1120791],[396370,1120915],[411159,1145198],[414687,1411961],[416928,1155755],[421058,1162821],[431926,1182465],[433965,1446595],[434191,1187336],[437696,1192801],[449149,957082],[451205,1210987],[451263,1211111],[466115,1232849],[471502,1238593],[476106,1248142],[487346,1265321],[492733,1271065],[496630,1281992],[508367,1559779],[508593,1299514],[512722,1305313],[516250,1575479],[516838,1312618],[516896,1312742],[518491,1315870],[521935,1321588],[531746,1333181],[533630,1335449],[537343,1340373],[545255,1351367],[548106,1355173],[553753,1361456],[559559,1111641],[561615,1373359],[561673,1373483],[569232,1645825],[569458,1386076],[571549,1388031],[577196,1656673],[583002,1143353],[585058,1406217],[585116,1406341],[593952,1680076],[595834,1428974],[599968,1428079],[600436,1429212],[605355,1433823],[609252,1444750],[609959,1443372],[615567,1192130],[625349,1463244],[627525,1205948],[628047,1466040],[635160,1474837],[640807,1741994],[643064,1485106],[644772,1486823],[649864,1232083],[652875,1496699],[654759,1498967],[658472,1503891],[658522,1502982],[660368,1764381],[662250,1515780],[666384,1514885],[666852,1516018],[668606,1517964],[670314,1777039],[675406,1527104],[678417,1529557],[680301,1531825],[684014,1536749],[691926,1547743],[691984,1547867],[693069,1806209],[693777,1550664],[694777,1551549],[694953,1558654],[700424,1557832],[706230,1303468],[708286,1569735],[708344,1569859],[716129,1064075],[723644,1844514],[724634,1590298],[727800,1332510],[729973,1595886],[730062,1335177],[732671,1598682],[735483,1352262],[737582,1604526],[739290,1860160],[744382,1613666],[746737,1354502],[747870,1616322],[748578,1356335],[753492,1622426],[756519,1626002],[758227,1627719],[758695,1368320],[759217,1628798],[763319,1372593],[764622,1887845],[765330,1636710],[766330,1637595],[766506,1644700],[771977,1643878],[775340,1900105],[776048,1649626],[783989,1658474],[786165,1401178],[786687,1661270],[793800,1670067],[795684,1672335],[799397,1677259],[799447,1928265],[800571,1929033],[800695,1679989],[801704,1680336],[802548,1687935],[803412,1682053],[808504,1427313],[811515,1691929],[813399,1694197],[817112,1699121],[817162,1698212],[820890,1183360],[825024,1710115],[825082,1710239],[825492,942052],[832777,1965411],[833485,1718526],[833817,1718734],[835525,1720451],[840028,1465369],[842201,1726771],[843909,1975134],[844899,1729567],[845075,1481942],[849198,1980133],[849906,1734947],[858940,1486152],[859064,1226690],[863900,1994071],[864368,1492199],[864890,1750413],[868056,1496028],[869189,1754961],[869897,1497861],[870229,1756001],[870318,1498695],[872927,1758797],[876705,2007152],[876829,1764294],[877838,1764641],[878682,1772240],[879546,1766358],[884638,1514119],[888113,2018887],[888237,1776952],[894063,1782125],[897229,1528886],[899402,1787713],[899491,1531553],[902100,1790509],[904912,1266216],[907011,1796353],[908719,2038890],[909187,1542704],[909709,1799149],[911593,1285678],[913811,1805493],[915128,1806759],[917299,1808149],[918007,1552711],[922921,1814253],[925948,1817829],[927656,1819546],[928124,1564696],[928646,1820625],[932748,1568969],[934759,1057383],[935759,1829422],[935935,1311493],[937643,1831690],[941356,1836614],[941406,1835705],[944169,2077927],[944243,1839727],[949208,2081345],[949332,1844427],[950287,1589627],[951420,1845764],[953929,1604179],[960060,2089655],[960768,1854205],[961100,1854413],[961808,1600950],[961944,1612125],[962808,1856130],[966232,2095021],[966356,1860073],[972182,1865246],[976550,1356063],[980906,2107370],[981614,1874196],[981946,1874404],[982035,1622154],[983654,1876121],[987078,1627048],[987202,1367200],[988157,1628127],[990330,1882441],[992038,2117093],[995156,1888395],[997327,1889785],[998035,1638757],[1002949,1895889],[1007151,1900655],[1012215,1138506],[1012547,1905005],[1014255,1906722],[1015209,1907884],[1018758,1660599],[1020931,1913042],[1022639,2144563],[1023629,1915838],[1023805,1395136],[1027928,2149562],[1028636,1921218],[1028968,1921426],[1029057,1672063],[1031144,1415138],[1043098,1687429],[1043620,1936684],[1046786,1691258],[1047919,1941232],[1048627,1693091],[1048959,1942272],[1049048,1693925],[1051657,1945068],[1055559,1182671],[1056568,1950912],[1057412,1442103],[1058276,1952629],[1058744,1705076],[1059266,1953708],[1061150,1448436],[1063368,1709349],[1066154,2187450],[1066228,1713355],[1066426,1961788],[1068455,1717347],[1071350,1965961],[1076071,1732725],[1077252,2194665],[1077326,1970347],[1082291,2198083],[1082415,1975047],[1083370,1728896],[1083494,1470337],[1084503,1976384],[1085211,1730729],[1088787,1980683],[1093851,1222811],[1094183,1985033],[1095891,1986750],[1096845,1987912],[1098728,2211025],[1098802,1989284],[1103767,2214443],[1103891,1993984],[1104846,1749742],[1105979,1995321],[1110263,1497589],[1114619,2222753],[1115327,2003762],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] cell #2798 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2799 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2800 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [343966,1545205],[416942,1673920],[434296,1707577],[449163,1465720],[481749,1257570],[496644,1798829],[499142,1800734],[508698,1816543],[518505,1833275],[520560,1581957],[534991,1596183],[539658,1343616],[559573,1628478],[569563,1898179],[583016,1660950],[587332,1921723],[594371,1420328],[599703,1938021],[600450,1938311],[609266,1953388],[611043,1703222],[611764,1955293],[613982,1450980],[629396,1467625],[649878,1750093],[656120,1756298],[660787,1507134],[666119,2016140],[666866,2016430],[675420,2025891],[676486,1783462],[681662,1788010],[686329,1539992],[693791,2047248],[695196,1291074],[695281,1038158],[699327,2054097],[700836,2055330],[706244,1820305],[710061,1573899],[710560,2069852],[711865,1828668],[725053,1590777],[744396,2102025],[745462,1866583],[748592,1872010],[753991,1874701],[760566,1630383],[763333,1884917],[765344,2121106],[766749,1377636],[766834,1121279],[770880,2127955],[772389,2129188],[776062,2132204],[780032,1656213],[781461,2138007],[781978,1905968],[788036,1662855],[801059,2157918],[801340,2158227],[802917,1163182],[807243,2164627],[808518,1936364],[814760,1942569],[818486,1702410],[819427,1702364],[820919,1950789],[828027,1715327],[833499,2191219],[845318,1470856],[845403,1211475],[849920,2203757],[853890,1741534],[855319,2209560],[855836,1985996],[859428,1486503],[859709,1992024],[865309,1750892],[869911,2001576],[875310,2004267],[877193,2226894],[877474,2227203],[879051,1248503],[883377,2233603],[884652,2014483],[886584,2017662],[888601,2237261],[888882,2237570],[892551,1782650],[894482,1782604],[895112,2024371],[913825,2260665],[915024,2261374],[915489,2261526],[918021,2050740],[921991,1815568],[923420,2053431],[929995,1822210],[932762,2063647],[934140,1828786],[936178,1574012],[936263,1313106],[943725,1841116],[949696,2292337],[949977,2292646],[955310,1593469],[957552,1335597],[960782,2299537],[961822,1852019],[962313,1340734],[964703,2093796],[966720,2303677],[967001,2303986],[970670,1865771],[972601,1865725],[973231,2100505],[976156,1870997],[976446,2105720],[976911,1616619],[981628,2314447],[987566,1627399],[987847,2115046],[993447,1633614],[993532,1373847],[995052,2324985],[995517,2325137],[998049,2124598],[1002019,1897204],[1003448,2127289],[1005467,2130356],[1006660,1901644],[1006757,1901598],[1007047,2334547],[1007512,2334699],[1011596,1906086],[1024048,1666086],[1024133,1406705],[1028650,2350428],[1032620,1414718],[1034049,2356231],[1035376,2356923],[1038439,2161453],[1042108,1937209],[1044039,1937163],[1048641,2171005],[1054040,2173696],[1057781,1443733],[1063382,2183912],[1065743,1452779],[1070859,2190095],[1071246,2385299],[1071711,2385451],[1076808,1722013],[1079436,1208352],[1079753,1466181],[1082779,2391555],[1083060,2391864],[1083858,1729247],[1084139,1973087],[1085225,2201406],[1087103,2201909],[1088296,1981672],[1088393,1981626],[1088683,2395412],[1089148,2395564],[1093232,1986114],[1098284,1990673],[1099247,1744802],[1104255,2404959],[1104536,2405268],[1109869,1753584],[1110159,2221103],[1110624,1755258],[1112111,1499115],[1115341,2412159],[1116872,1504252],[1118321,1774251],[1118497,2414832],[1121560,2230429],[1125229,2015328],[1127160,2015282],[1128727,2235794],[1129996,2019846],[1130531,2020255],[1130959,2423538],[1141581,1785296],[1143823,1531973],[1147053,2433390],[1148093,2030749],[1148584,1537110],[1152991,2437530],[1153272,2437839],[1156941,1544888],[1158872,1803965],[1158957,1548231],[1162330,2049773],[1162427,2049727],[1162717,2264360],[1167266,2054215],[1173837,1819226],[1174118,2273686],[1179718,1825441],[1179803,1570223],[1184320,2283238],[1188290,1578236],[1189719,2285929],[1192481,2467716],[1197189,2291613],[1197617,2469699],[1199599,1842467],[1203236,1594061],[1205504,1595793],[1205824,1337569],[1208449,2098261],[1208739,2474982],[1209204,2475134],[1209845,2088005],[1210310,1854710],[1211756,2301874],[1213032,2302210],[1214301,2095980],[1214836,2096389],[1215264,2478586],[1225098,1615537],[1230214,2313323],[1230601,2486862],[1231066,2487014],[1232553,1622574],[1236163,1877683],[1237126,1879626],[1238791,1370724],[1239108,1628939],[1242134,2493118],[1242415,2493427],[1244580,2324634],[1245044,1897862],[1247651,2123631],[1247748,2123585],[1248038,2327971],[1252587,2128073],[1257449,2132227],[1268635,1908284],[1271263,1403582],[1271580,1661411],[1274606,2512081],[1274887,2512390],[1275685,1915518],[1275966,2142516],[1277052,2348077],[1280123,1412159],[1280220,1919009],[1280510,2515938],[1280975,2516090],[1282462,1672483],[1285059,1674240],[1286732,2152068],[1287223,1677620],[1290111,2160102],[1290646,2160511],[1301696,1939855],[1301986,2367774],[1302451,1941529],[1303938,1694345],[1307168,2532685],[1308699,1699482],[1310148,1689946],[1313387,2377100],[1317056,1707260],[1318987,1958524],[1319072,1710603],[1321885,2543456],[1325848,2384708],[1328237,1963761],[1329965,2193602],[1330062,2193556],[1331996,2195298],[1332861,2547672],[1334766,1467504],[1337034,2205605],[1337997,2549655],[1339117,1975599],[1340269,2393588],[1343495,2203780],[1354853,2558046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] cell #2801 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [499593,1801448],[590190,1923630],[612215,1956007],[629558,1725025],[668709,1518007],[686491,2039434],[689545,2041223],[701287,2056044],[713418,2071759],[716162,1837881],[732232,1850684],[737685,1604569],[760728,1880695],[772840,2129902],[788198,1911296],[793361,2150733],[801807,1680379],[808080,2165613],[809006,2165875],[819589,2179690],[821756,1951775],[822643,2181479],[825552,1711456],[842304,1726814],[865471,1994615],[872488,2000241],[877941,1764684],[884214,2234589],[885140,2234851],[894644,2242966],[895949,2025357],[901661,2029414],[907114,1796396],[915882,2261874],[917402,1551899],[917507,1291626],[922150,2267802],[923952,2268923],[930157,2059425],[934819,1829682],[935320,2281903],[936872,2067437],[951523,1845807],[972763,2309382],[974068,2101491],[977304,2106173],[983215,2108541],[990433,1882484],[993609,2117637],[995910,2325485],[997430,1637945],[997535,1378188],[1002178,2331413],[1003980,2332534],[1007905,2335047],[1012275,1906982],[1013816,2339905],[1014438,2136632],[1021034,1913085],[1035928,2357106],[1036226,2357360],[1037899,1421789],[1042749,2362760],[1044201,2164044],[1051218,2169670],[1055640,1951323],[1056671,1950955],[1058395,2177365],[1066457,1963337],[1072104,2385799],[1084606,1729917],[1084711,1471408],[1089541,2395912],[1093911,1987010],[1095452,2400770],[1096074,2208185],[1099799,1744881],[1100097,2213328],[1106082,1995364],[1111017,2221556],[1116928,2223924],[1119049,2415015],[1119347,2415269],[1121020,1508595],[1125870,2420669],[1127322,2233020],[1129464,2235977],[1131511,2423721],[1131809,2423975],[1135684,2024905],[1137794,2024537],[1138528,2241631],[1159034,2443235],[1160463,2443888],[1160915,2444000],[1163575,2264813],[1167945,2055111],[1169486,2267181],[1176704,2061214],[1179880,2276277],[1181494,2067830],[1183701,1829772],[1183806,1574564],[1192209,2079105],[1198169,2469882],[1198467,2470136],[1203950,1848301],[1206230,1596725],[1209597,2475482],[1210703,2088458],[1211216,1601728],[1213769,2302393],[1215816,2478769],[1216114,2479023],[1219989,2101039],[1222099,2100671],[1222833,2308047],[1225812,2105296],[1226107,2312385],[1226559,1869745],[1231459,2487362],[1237678,1879705],[1237976,2320196],[1243961,1885587],[1244066,1634166],[1245784,2495906],[1246236,2496018],[1248896,2328424],[1253266,2128969],[1254807,2330792],[1257010,2333590],[1258186,2132941],[1258284,2132766],[1258579,2503727],[1259031,2503839],[1263244,2137025],[1276433,1916188],[1276538,1666638],[1281368,2516438],[1285738,1674646],[1287279,2521296],[1288834,2521925],[1291924,2359999],[1295799,2165161],[1297909,2164793],[1302844,2368227],[1308755,2370595],[1312847,1703825],[1319149,2379691],[1321631,1713129],[1326585,2384891],[1326978,2545150],[1327430,2545262],[1332589,1969325],[1335160,1468241],[1335480,1725464],[1338549,2549838],[1338847,2550092],[1339669,1975678],[1339967,2196968],[1341127,2394041],[1343056,2394455],[1344232,2204494],[1344330,2204319],[1344625,2552840],[1345077,2552952],[1349290,2208578],[1354581,2212203],[1355523,1989894],[1360541,2560212],[1360839,2560466],[1366322,1997858],[1366617,2410097],[1367069,1999311],[1368602,1756840],[1371969,2565812],[1373588,1761843],[1375260,2017156],[1375396,2568008],[1378486,2417908],[1382361,2234137],[1384471,2233769],[1386254,2422630],[1387439,2237745],[1387950,2238195],[1388381,2574937],[1399180,2027031],[1401460,1788552],[1404827,2582507],[1405933,2247098],[1406446,1793555],[1411046,2585794],[1411344,2586048],[1415219,1801128],[1417329,2044326],[1417434,1804517],[1420944,2264111],[1421042,2263936],[1421337,2446238],[1426002,2268195],[1432908,2058435],[1433206,2454049],[1439191,2064317],[1439296,1825993],[1444126,2462277],[1448496,1834001],[1450037,2464645],[1452858,2610222],[1457319,2469333],[1457750,2611591],[1459699,2080230],[1463287,1848808],[1465448,1850361],[1465749,1598601],[1468339,2306074],[1468634,2615420],[1469086,2615532],[1469754,2297475],[1470206,2090826],[1471706,2477388],[1473060,2477678],[1474245,2304161],[1474756,2304611],[1475187,2618138],[1485149,1868799],[1490103,2486454],[1490496,2624339],[1490948,2624451],[1492481,1875243],[1496107,2111284],[1497049,2112916],[1498678,1630999],[1498998,1881134],[1502067,2629027],[1502365,2629281],[1504645,2495604],[1505134,2129582],[1507750,2327722],[1507848,2327547],[1508143,2498256],[1512808,2331806],[1517904,2335070],[1528965,2138754],[1531536,1663471],[1531856,1911735],[1534925,2643505],[1535223,2643759],[1536045,2145107],[1536343,2343639],[1537503,2514567],[1540608,1672046],[1540706,2148350],[1541001,2646507],[1541453,2646619],[1542986,1922265],[1545666,1923931],[1547459,2351867],[1547972,1927268],[1550957,2358874],[1551468,2359324],[1562698,2167287],[1562993,2530623],[1563445,2168740],[1564978,1943111],[1568345,2659479],[1569964,1948114],[1571636,1939037],[1574862,2538434],[1578737,1955687],[1580847,2184582],[1580952,1959076],[1583773,2668151],[1587442,2544720],[1589706,2189157],[1591393,2387880],[1591491,2387705],[1593359,2389038],[1594140,2671061],[1595929,1726711],[1598090,2397404],[1599032,2672430],[1600138,2199125],[1601276,2551448],[1604466,2395935],[1615616,2678604],[1620077,2559663],[1620508,2679973],[1622137,1751508],[1622457,1995054],[1626045,1998365],[1626841,2229757],[1628206,1999918],[1628507,1758716],[1631097,2418696],[1631392,2683802],[1631844,2683914],[1634464,2567718],[1634937,2235152],[1637003,2416783],[1637514,2417233],[1654929,2238870],[1658517,2027538],[1660678,2029091],[1660979,1790428],[1663569,2239658],[1663864,2696160],[1664316,2696272],[1664984,2431328],[1665436,2249466],[1666936,2584413],[1669475,2252209],[1669986,1798858],[1670417,2698878],[1672366,2039873],[1676555,2258562],[1676853,2439139],[1678013,2440804],[1680276,2445480],[1687711,2053973],[1691337,2269924],[1692279,2271556],[1693908,1822826],[1694228,2059864],[1697297,2709767],[1697595,2710021],[1699875,2602629],[1700364,2055724],[1702980,1831401],[1703078,2279520],[1703373,2605281],[1705358,2070394],[1708038,2072060],[1710344,2075397],[1715217,2289820],[1718777,2082387],[1719573,2295049],[1719859,2471492],[1720370,2471942],[1722314,2296504],[1722466,2613822],[1723042,2720002],[1740250,2305286],[1743888,2726271],[1747557,2623909],[1749821,2108218],[1750122,1876040],[1751606,2489268],[1754255,2729181],[1754694,2327732],[1756044,1882381],[1758205,2498967],[1759147,2730550],[1761391,2630637],[1764581,2497498],[1772016,2127831],[1781533,2335828],[1783220,1907595],[1783318,2337664],[1784478,2138549],[1785186,2509564],[1785967,2739554],[1787756,1912982],[1789917,2336539],[1790859,2740923],[1791965,2345796],[1793103,2645115],[1796293,1921469],[1798557,2150410],[1802863,2517219],[1803315,2354235],[1804815,2519055],[1813964,1937779],[1814284,2164483],[1817872,2167794],[1818668,2160781],[1820033,2169347],[1820334,1944987],[1822924,2360787],[1823219,2752295],[1823671,2752407],[1826291,2661385],[1826764,2166176],[1828830,2373338],[1829341,1953417],[1831721,2180129],[1837368,2540099],[1841417,2188186],[1841569,2543552],[1845058,2760264],[1845497,2387890],[1845704,2546586],[1864654,2396693],[1866341,1987623],[1866439,2398529],[1867599,2210102],[1870887,2210387],[1874447,1995261],[1875529,2561822],[1878136,2682204],[1878389,2416671],[1878712,2768578],[1895600,2015898],[1895920,2233459],[1901488,2423673],[1905048,2241027],[1905844,2020525],[1906130,2425963],[1906641,2025920],[1907915,2243405],[1908585,2430357],[1908737,2694562],[1909313,2777131],[1918899,2585746],[1925678,2441296],[1926816,2588036],[1936092,2266858],[1936393,2054770],[1937877,2448074],[1940526,2786310],[1940965,2264121],[1942315,2061111],[1944476,2446949],[1945418,2787679],[1947662,2711377],[1950852,2069598],[1953116,2281580],[1959374,2607117],[1961085,2610013],[1964214,2719014],[1966259,2471380],[1966582,2794377],[1981516,2478721],[1985076,2307443],[1985872,2096659],[1986158,2481011],[1986669,2102054],[1987943,2309821],[1990974,2103044],[1991126,2622741],[2014211,2330469],[2014512,2128628],[2015996,2500092],[2020147,2334857],[2020299,2503476],[2022017,2643457],[2023788,2807064],[2024227,2132951],[2024434,2137753],[2025619,2339582],[2036723,2516248],[2036875,2646256],[2049617,2357058],[2053177,2164690],[2054259,2525258],[2056866,2750697],[2057119,2358762],[2057442,2815378],[2074945,2665008],[2077289,2543221],[2096281,2395722],[2096433,2552589],[2098151,2549790],[2099922,2824980],[2100361,2204504],[2100568,2209306],[2101753,2400447],[2123475,2414967],[2127035,2233666],[2128117,2571341],[2130514,2236231],[2130704,2422809],[2133643,2776143],[2134353,2582317],[2134505,2695909],[2135688,2237633],[2136011,2831983],[2160403,2261684],[2160555,2591538],[2162273,2709719],[2177131,2712518],[2193446,2469834],[2202067,2302647],[2202257,2477857],[2205196,2798268],[2205906,2475292],[2206058,2615169],[2207241,2304049],[2207564,2846204],[2229379,2325295],[2229531,2631778],[2231249,2628979],[2235929,2333478],[2240535,2738619],[2265523,2659289],[2265675,2752044],[2291771,2385145],[2291961,2544899],[2294671,2385609],[2294823,2670126],[2302345,2394343],[2306951,2765439],[2316674,2560164],[2329134,2565622],[2329286,2683551],[2361664,2785375],[2384843,2469221],[2404393,2486708],[2404583,2624088],[2407293,2487172],[2407445,2728246],[2419573,2805320],[2486406,2559551] ] cell #2802 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [323188],[393293],[430213],[468647],[472599],[513819],[519896],[528136],[556372],[593062],[602500],[606452],[613037],[622141],[652030],[674807],[692470],[703043],[710818],[714770],[723789],[743783],[780781],[781719],[792876],[799912],[810670],[819781],[826541],[854639],[855577],[892149],[893218],[894836],[906700],[923678],[934914],[970268],[971337],[972955],[1003706],[1005271],[1011196],[1013410],[1025575],[1041706],[1044393],[1086907],[1092832],[1095046],[1124827],[1127514],[1129278],[1134259],[1166866],[1169080],[1196993],[1213583],[1218564],[1234766],[1252187],[1254401],[1256693],[1289393],[1294374],[1326399],[1342739],[1359365],[1364225],[1375955],[1380936],[1388940],[1419451],[1457002],[1458309],[1475746],[1489917],[1493792],[1506257],[1519283],[1588821],[1599591],[1605845],[1614896],[1619760],[1621067],[1670976],[1714348],[1728090],[1748936],[1759706],[1791418],[1797672],[1850027],[1870018],[1883760],[1914361],[1945977],[1999584],[2028757],[2062490],[2091099],[2169013],[2249739],[2354508] ] cell #2803 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [658110],[762258],[816750],[868681],[874124],[931687],[940994],[950912],[986545],[1035251],[1047411],[1052854],[1062307],[1072961],[1109017],[1137183],[1159702],[1172816],[1183090],[1188533],[1198747],[1221488],[1264788],[1265946],[1279202],[1287985],[1300844],[1312085],[1321067],[1350834],[1351992],[1392691],[1393977],[1395728],[1409157],[1428704],[1442126],[1479497],[1480783],[1482534],[1515510],[1517443],[1523119],[1525586],[1538749],[1556209],[1559246],[1604005],[1609681],[1612148],[1642255],[1645292],[1647427],[1651866],[1685491],[1687958],[1717173],[1732748],[1737187],[1752847],[1769796],[1772263],[1774672],[1806782],[1811221],[1843407],[1857793],[1872843],[1877374],[1888418],[1892857],[1900678],[1929231],[1964724],[1965984],[1980706],[1992964],[1996274],[2007350],[2019085],[2081543],[2090228],[2095219],[2103012],[2106683],[2107943],[2150135],[2188154],[2198281],[2214641],[2223326],[2248868],[2253859],[2296472],[2311382],[2321509],[2344952],[2369997],[2409094],[2430325],[2455362],[2475892],[2529620],[2582917],[2649515] ] cell #2804 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [151118],[158661],[193859],[202778],[207253],[219611],[227154],[236302],[244261],[254635],[260121],[261448],[264596],[274599],[279074],[283518],[287993],[301394],[306400],[313274],[321233],[323056],[323122],[326719],[329969],[337928],[343414],[344338],[348302],[353788],[355115],[358263],[371117],[374692],[376052],[394462],[397415],[408419],[413425],[416378],[417319],[417725],[420299],[428258],[430081],[430147],[433744],[434668],[435071],[447433],[447933],[449097],[451676],[470412],[473987],[475347],[491643],[495218],[496578],[499589],[499789],[501584],[514988],[517941],[518882],[519288],[519764],[519830],[528683],[530749],[532852],[533075],[535071],[553374],[557843],[558343],[559507],[562086],[581286],[581786],[582950],[585529],[587412],[589355],[590178],[592930],[592996],[600827],[604265],[607840],[612211],[612411],[614206],[618451],[624414],[627183],[629546],[648936],[649436],[649812],[651878],[653981],[654204],[656200],[667243],[677420],[679523],[679746],[681742],[686479],[688154],[688654],[690248],[700045],[701283],[704514],[705014],[706178],[708757],[710640],[712583],[713406],[716158],[716224],[719961],[721607],[726836],[749621],[752714],[752937],[754071],[755584],[758353],[760716],[771598],[772836],[781541],[782696],[783054],[785823],[788186],[794906],[795129],[796974],[807576],[808076],[808994],[810518],[812621],[812844],[814840],[819577],[821252],[821752],[823346],[829601],[830763],[841872],[855399],[856554],[857191],[860217],[861863],[864026],[865459],[867092],[875390],[883710],[884210],[885128],[891036],[894632],[895445],[895945],[896265],[908845],[911038],[915870],[922143],[922366],[923500],[924655],[925013],[927782],[930145],[936865],[937088],[938933],[945233],[947138],[958046],[969155],[972751],[973564],[974064],[974651],[977292],[977730],[978892],[990001],[993597],[995898],[1002171],[1002394],[1003528],[1004683],[1006867],[1007893],[1009493],[1014431],[1014654],[1020602],[1034129],[1035921],[1042756],[1044189],[1045002],[1045822],[1054120],[1058402],[1060595],[1067211],[1072092],[1078316],[1080221],[1088503],[1089529],[1091129],[1096067],[1096290],[1099792],[1101697],[1111005],[1112605],[1119042],[1125877],[1127310],[1128123],[1129457],[1130741],[1131504],[1133409],[1138535],[1144317],[1155426],[1159022],[1160922],[1162537],[1163563],[1170324],[1176272],[1179868],[1189799],[1198162],[1204704],[1209585],[1210691],[1213762],[1215046],[1215809],[1217714],[1222840],[1226566],[1231447],[1237671],[1239576],[1246243],[1247858],[1248884],[1255645],[1257017],[1257395],[1259038],[1270143],[1272048],[1281356],[1282956],[1290856],[1302832],[1304432],[1319137],[1326578],[1327437],[1330172],[1338542],[1339662],[1341115],[1343063],[1343441],[1345084],[1360534],[1367076],[1371957],[1377418],[1386311],[1399934],[1404815],[1405921],[1411039],[1412944],[1420153],[1432901],[1434806],[1444114],[1457326],[1460878],[1469093],[1470213],[1473117],[1490096],[1490955],[1502060],[1504633],[1506959],[1534918],[1536038],[1537491],[1541460],[1547447],[1563452],[1568333],[1587499],[1590602],[1620084],[1631851],[1664323],[1665443],[1676548],[1678001],[1697290],[1699863],[1712461],[1747614],[1803322],[1823678],[1837356], [50823,393566],[70192,472516],[80419,514092],[93277,555328],[94870,393220],[107798,606369],[109343,613310],[111905,619177],[123608,467736],[136937,692743],[140077,701999],[141670,513746],[143590,714687],[146643,525433],[160415,389456],[169034,777817],[176857,799829],[180737,601589],[183539,818737],[185132,612964],[188373,442534],[198334,851675],[215136,672104],[216060,892802],[221753,906552],[224550,692397],[228908,509982],[232588,709907],[249747,741080],[250671,970921],[269113,576387],[270054,1011048],[270460,779878],[277156,792803],[284442,1042359],[289747,609200],[309353,639998],[310294,1092684],[310700,853736],[327643,1125480],[332980,892076],[333180,675354],[340741,906076],[349243,1166718],[349649,921837],[379063,970195],[379263,744330],[398356,1252039],[398762,1001865],[401541,777091],[404307,1010572],[423310,1041633],[423510,808452],[453559,850949],[456325,1092208],[466974,1364077],[478358,1124754],[478558,884586],[481899,889390],[503104,919050],[505870,1166242],[539808,967509],[554612,1234693],[563969,999078],[566735,1251563],[594521,1038947],[595485,1040593],[622901,1075338],[650354,1363601],[660937,1122068],[661901,1123714],[695346,1165163],[725203,1201229],[735134,1212831],[746441,1485938],[766899,1250484],[820541,1315541],[829163,1322420],[845468,1341609],[904563,1408061],[936328,1445714],[956446,1464076],[1024198,1537985],[1142717,1659306] ] cell #2805 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [50825],[70216],[80421],[93320],[94896],[107822],[109345],[111948],[123658],[136939],[140120],[141696],[143614],[146693],[160361],[169077],[176881],[180787],[183582],[185158],[188319],[198377],[215186],[216103],[221801],[224576],[228854],[232638],[235463],[249797],[250714],[269059],[270102],[270510],[277211],[284485],[289693],[309299],[310342],[310750],[327686],[329130],[333035],[333126],[340682],[349291],[349699],[375213],[379118],[379209],[398404],[398812],[400639],[404248],[423365],[423456],[440907],[452657],[456266],[467022],[478413],[478504],[480929],[502202],[505811],[526194],[538838],[551317],[554667],[563067],[566676],[572180],[593551],[620037],[621069],[635791],[647323],[650295],[659967],[669913],[723243],[733302],[738889],[746314],[751207],[752239],[794431],[829036],[843508],[863499],[873558],[902731],[908318],[956319],[977165],[991637],[1022238],[1052288],[1110878],[1142590],[1177908],[1210564],[1302705],[1405794],[1547320] ] cell #2806 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [70298],[94891],[107904],[123629],[125593],[141691],[143696],[146664],[160695],[176963],[180758],[182722],[185153],[188653],[204843],[215157],[224571],[229188],[232609],[234573],[238189],[249768],[269393],[270481],[277177],[280523],[285583],[290027],[293478],[309633],[310721],[331856],[333001],[333460],[341208],[349670],[355853],[377939],[379084],[379543],[398783],[400503],[404774],[404941],[413563],[423331],[423790],[452521],[456792],[456959],[478379],[478838],[480979],[484923],[506337],[506504],[526058],[538888],[542832],[554633],[567202],[567369],[570104],[593601],[597545],[620087],[633715],[647187],[650821],[660017],[663961],[669963],[693332],[722199],[723293],[738939],[751257],[754481],[764885],[775603],[833040],[843558],[849461],[857384],[862455],[863549],[908368],[945426],[960323],[981169],[991687],[1022288],[1028191],[1078509],[1099985],[1114882],[1146594],[1177958],[1237864],[1270336],[1306709],[1339855],[1433094],[1536231],[1676741] ] cell #2807 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [125598],[160460],[160700],[182727],[188418],[188658],[204913],[228953],[229193],[234578],[236452],[238259],[244306],[244546],[254680],[254920],[269158],[269398],[280528],[285653],[290032],[294401],[301544],[303351],[309398],[309638],[313424],[315231],[321278],[321518],[330119],[331926],[333465],[337973],[338213],[341213],[348347],[348587],[355923],[369059],[376202],[378009],[379548],[382463],[389606],[391413],[393505],[397460],[397700],[401426],[404779],[405011],[408569],[410376],[413642],[416423],[416663],[420449],[422256],[423795],[428303],[428543],[442684],[449247],[451721],[451961],[453444],[456797],[457029],[468354],[472571],[475497],[477304],[478843],[481960],[485002],[489585],[495453],[496728],[498535],[500074],[502989],[506342],[506574],[510132],[511939],[514031],[517986],[518226],[527843],[528833],[530794],[533693],[534956],[537830],[539869],[542911],[555443],[559657],[562371],[563854],[567207],[567439],[571147],[574474],[576537],[583100],[585574],[585814],[587297],[590882],[594582],[597624],[602207],[606424],[609350],[611157],[612696],[613249],[618496],[619292],[622786],[624270],[625010],[627237],[629607],[634758],[638085],[640148],[649962],[650826],[654822],[656085],[658959],[660998],[664040],[668849],[674514],[675504],[677465],[680364],[681627],[684501],[686540],[692682],[694375],[695407],[697702],[702114],[706328],[709042],[710525],[714110],[714742],[719817],[720557],[725264],[726683],[726890],[729770],[737825],[743490],[744480],[749666],[753555],[753956],[754560],[756180],[758407],[760777],[765928],[766960],[769255],[777136],[777932],[781426],[782910],[783650],[785877],[788247],[795747],[799884],[801947],[803010],[808602],[813462],[814725],[817599],[818852],[819638],[829448],[829655],[831359],[835123],[836849],[845529],[850994],[851790],[855284],[857533],[860073],[860813],[864080],[865520],[866023],[867146],[870026],[878081],[879144],[884736],[889246],[889986],[892917],[894693],[896112],[896319],[899199],[906672],[908899],[917542],[919095],[923385],[925609],[927836],[930206],[936389],[945575],[946002],[947192],[951663],[958642],[962406],[967365],[968105],[971036],[972812],[974705],[975022],[977577],[977784],[979488],[981743],[984978],[993658],[997570],[999123],[1003413],[1008178],[1008385],[1010089],[1011168],[1015579],[1024259],[1025885],[1028765],[1038803],[1039543],[1042474],[1044250],[1045876],[1048756],[1057874],[1067265],[1067582],[1069168],[1075383],[1078658],[1080275],[1084746],[1089814],[1090021],[1091725],[1092804],[1097097],[1097468],[1100561],[1101751],[1113201],[1121924],[1122664],[1125595],[1127371],[1132273],[1133463],[1134569],[1144913],[1148677],[1150403],[1159083],[1163848],[1164055],[1165759],[1166838],[1171249],[1179929],[1183841],[1193241],[1193612],[1201085],[1201825],[1204758],[1205075],[1206661],[1216578],[1217768],[1218874],[1223939],[1228523],[1239630],[1249169],[1249376],[1251080],[1252159],[1260995],[1262115],[1270485],[1272102],[1276573],[1283552],[1292388],[1293578],[1294684],[1305028],[1319198],[1321382],[1322625],[1330377],[1330584],[1333621],[1333992],[1342205],[1347041],[1348161],[1364197],[1369033],[1378950],[1380140],[1381246],[1399988],[1400305],[1401891],[1412998],[1423753],[1424873],[1434860],[1446310],[1452309],[1453358],[1461290],[1464281],[1472240],[1494102],[1510559],[1511679],[1529997],[1530368],[1538581],[1543417],[1565409],[1576516],[1582616],[1584217],[1594640],[1602572],[1616116],[1624048],[1659511],[1667470],[1705789],[1712918],[1723486],[1744332],[1786467],[1794399],[1848597],[1868588],[1909757],[2027327] ] cell #2808 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [144728],[150591],[157658],[191944],[193241],[200863],[201607],[206250],[206726],[219084],[243693],[246005],[253435],[256379],[258206],[258950],[259503],[272684],[273981],[278547],[286990],[287466],[298672],[303757],[305334],[315637],[317214],[320033],[320665],[322977],[337360],[339672],[342796],[343811],[350046],[351873],[352617],[353170],[357736],[361603],[371665],[373330],[385069],[386734],[391819],[393396],[399159],[405697],[406980],[410782],[412359],[415810],[417107],[417198],[418122],[422662],[424239],[427058],[427690],[430002],[433126],[434141],[437424],[445988],[448138],[457715],[458998],[460898],[463048],[470960],[477710],[479287],[482129],[482363],[487993],[492191],[493856],[498941],[500518],[505595],[507260],[508543],[512345],[513922],[517373],[518670],[518761],[519685],[531474],[538236],[540038],[540272],[545902],[547834],[558548],[566460],[568125],[569408],[570892],[571277],[571634],[577687],[579841],[581991],[589903],[591288],[591568],[592851],[594751],[594985],[596901],[600615],[600706],[604813],[611563],[613140],[629776],[630010],[633075],[634503],[634888],[635245],[641298],[659365],[661167],[661401],[663317],[667031],[667122],[668321],[668464],[668544],[678145],[684907],[686709],[686943],[688859],[690796],[692573],[694120],[694505],[694862],[695810],[705219],[713131],[714516],[725433],[725667],[732014],[732399],[732756],[735688],[737297],[737440],[737520],[760946],[761180],[764245],[765673],[766058],[766415],[767363],[773151],[774057],[788416],[788650],[791715],[793143],[793528],[793885],[797679],[801562],[801642],[802755],[818005],[821957],[823894],[825762],[832492],[834868],[835253],[835610],[837607],[842059],[842139],[842676],[845932],[847009],[847915],[865689],[865923],[872270],[872655],[873012],[875944],[877696],[877776],[878889],[885870],[901443],[901828],[902185],[905117],[906869],[906949],[907486],[916016],[917237],[930375],[930609],[933674],[936792],[939638],[944398],[946760],[948152],[951278],[951358],[953713],[958777],[962151],[963989],[980621],[982997],[983382],[983739],[985736],[990188],[990268],[990805],[996044],[997265],[1016337],[1020789],[1020869],[1021406],[1024662],[1026645],[1051000],[1051385],[1051742],[1054674],[1057043],[1057619],[1065100],[1066364],[1068239],[1069926],[1070145],[1073344],[1075849],[1077481],[1084441],[1098957],[1101319],[1102711],[1105837],[1105917],[1106454],[1108272],[1113336],[1138166],[1139984],[1145048],[1148422],[1172007],[1176459],[1176539],[1177076],[1183536],[1191500],[1192014],[1194575],[1195762],[1203857],[1207419],[1222471],[1224455],[1225719],[1227594],[1229281],[1229500],[1232699],[1235204],[1244333],[1261753],[1267676],[1269308],[1276268],[1298281],[1300099],[1305163],[1320572],[1323141],[1325052],[1332394],[1336142],[1347799],[1353872],[1354386],[1356947],[1358134],[1369791],[1384843],[1390992],[1399087],[1402649],[1417701],[1430434],[1439563],[1453980],[1464797],[1466708],[1477798],[1484090],[1488570],[1499660],[1521428],[1528770],[1532518],[1544175],[1566167],[1581219],[1584456],[1595262],[1607990],[1629466],[1660027],[1661938],[1673028],[1694890],[1723725],[1787089],[1799817],[1821293],[1909996], [208147,472625],[257884,556398],[288887,606478],[297007,622167],[318562,652603],[351551,703069],[359157,714796],[363753,724362],[404032,780807],[418805,799938],[425587,811243],[431507,819807],[456050,854665],[484279,893791],[486216,894862],[496134,906726],[515270,935487],[542188,971910],[544125,972981],[575155,1011222],[575428,1013983],[586126,1025739],[598838,1044419],[638766,1092858],[639039,1095619],[665254,1127540],[669081,1133031],[672481,1134423],[685124,1150260],[698383,1166892],[698656,1169653],[738057,1217336],[741457,1218728],[769936,1252213],[770209,1254974],[774548,1260066],[778292,1261972],[802179,1293146],[805579,1294538],[848406,1346112],[852150,1348018],[866704,1364251],[878313,1379708],[881713,1381100],[887301,1389805],[916507,1422824],[917774,1424511],[920251,1424730],[951895,1462048],[965420,1476611],[983901,1493956],[996535,1509630],[997802,1511317],[1000279,1511536],[1036858,1553323],[1038011,1554510],[1073835,1592153],[1084978,1603330],[1097890,1615128],[1106901,1623905],[1119979,1639369],[1121132,1640556],[1163047,1683800],[1184073,1706547],[1194034,1714580],[1200219,1721119],[1211328,1731422],[1224697,1743405],[1248368,1768105],[1276805,1795157],[1312959,1832383],[1323383,1840800],[1334414,1850259],[1340599,1856798],[1353465,1867791],[1406558,1917693],[1443598,1954376],[1453573,1962048],[1465039,1971420],[1530790,2028989],[1536975,2035528],[1594855,2086292],[1660269,2140849],[1786682,2244932] ] cell #2809 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [261209],[318972],[354876],[364163],[388560],[425997],[434832],[439988],[484689],[501345],[509086],[515680],[542598],[573841],[575838],[586818],[608304],[637452],[639449],[673173],[673596],[685169],[699066],[742149],[742572],[770619],[774880],[778337],[791967],[806271],[806694],[848738],[852195],[882405],[882828],[887346],[891240],[916839],[920296],[965465],[969359],[984593],[996867],[1000324],[1006241],[1036903],[1038343],[1040797],[1074167],[1087877],[1106946],[1120024],[1121464],[1123918],[1161911],[1163092],[1200264],[1211660],[1224742],[1233857],[1247232],[1248413],[1291420],[1313291],[1323428],[1329546],[1340644],[1354163],[1377982],[1406890],[1443643],[1454271],[1465084],[1471202],[1484105],[1537020],[1574358],[1584471],[1595553],[1660314],[1666432],[1723740],[1787380],[1910011], [67237,201620],[91146,253575],[93835,258963],[110276,186585],[115306,193254],[116470,305347],[120931,313986],[124279,320173],[140635,352630],[149489,242473],[150669,243833],[150738,371678],[152079,373470],[157032,252847],[161418,390168],[162062,259516],[163226,393409],[172435,273994],[173599,412372],[181408,427198],[193064,193154],[193410,448548],[194947,450520],[204107,317227],[205624,319445],[206804,320805],[206873,470973],[208214,472765],[217982,336140],[219162,337500],[219231,492204],[220572,493996],[223012,342809],[224176,500531],[229911,510694],[230555,353183],[231719,513935],[240155,366135],[242000,532545],[243583,534038],[256457,386874],[256526,385082],[259326,259416],[259672,558958],[273804,273894],[274150,582401],[275687,584373],[278625,415950],[278694,589916],[279479,417120],[280035,591708],[284847,424252],[286364,426470],[287544,427830],[287613,604826],[288954,606618],[291394,433139],[292558,613153],[296268,438495],[300498,626785],[317037,317127],[317383,463458],[320555,655167],[328048,479300],[333822,486661],[334977,488006],[335667,679216],[337250,680709],[342619,342709],[342965,689269],[343889,499361],[343934,499461],[343958,690809],[344502,691241],[345299,692586],[350124,507400],[350193,505608],[352993,353083],[353339,705629],[357814,517513],[357883,713144],[358668,518683],[359224,714936],[363028,523371],[379905,544570],[381060,545915],[381844,384330],[386624,550398],[399237,568265],[399306,566473],[403293,572348],[403486,571647],[407058,577827],[407127,791728],[407523,785425],[414117,794599],[414310,793898],[415700,796092],[417276,798089],[418872,800078],[424062,424152],[424408,597311],[425307,600628],[427580,813807],[432949,433039],[433295,822367],[434219,611983],[434264,612083],[434288,823907],[455311,635959],[455504,635258],[459076,641438],[459145,633088],[459827,462323],[479110,479200],[479456,663727],[480355,667044],[483554,670042],[483575,668615],[484073,669406],[485477,902899],[485670,902198],[487816,487906],[488162,905527],[495682,908447],[495703,907020],[496201,907811],[499111,912001],[502370,504856],[505049,694875],[507150,697069],[508621,701055],[508666,701155],[508690,933687],[517263,938051],[518839,940048],[541463,739018],[541484,737591],[541982,738382],[543386,733470],[543579,732769],[545725,545815],[546071,736098],[563235,565721],[565914,766428],[568015,768622],[569486,772608],[569531,772708],[569555,764258],[570551,570641],[572654,774189],[572877,774197],[574703,1022367],[574724,1020940],[575222,1021731],[577577,1024991],[586054,1026777],[586277,1026785],[586453,1027468],[593680,596176],[596197,801713],[596695,802504],[597504,803510],[598099,1052456],[598292,1051755],[600784,1055084],[611733,1061558],[621237,623865],[624058,835623],[634162,634252],[636265,848047],[636488,848055],[638314,843637],[638335,842210],[638833,843001],[641188,846261],[660096,662592],[662613,877847],[663111,878638],[663920,879644],[664515,873726],[664708,873025],[667200,876354],[667455,667670],[668146,1141671],[670439,886925],[672409,1145180],[672632,1145188],[672808,1145871],[685045,1151315],[695882,916148],[696105,916156],[697090,917308],[697931,1178037],[697952,1176610],[698450,1177401],[700805,1180661],[709681,1183138],[716202,942137],[722646,722736],[723372,725996],[726017,951429],[726515,952220],[736291,962906],[736431,736646],[737122,955400],[739415,965044],[741385,958909],[741608,958917],[741784,959600],[752407,755035],[755228,983752],[767435,996176],[767658,996184],[768643,997336],[769484,991766],[769505,990339],[770003,991130],[772358,994390],[773019,773242],[773440,1268863],[778213,1272930],[779652,1265994],[801244,1301786],[803537,1036482],[804800,1037660],[805507,1305295],[805730,1305303],[805906,1305986],[822560,1058374],[828117,832317],[828138,1066435],[831626,831841],[835700,1073476],[835923,1073484],[846282,1084512],[846877,847100],[847298,1077036],[852071,1081103],[853510,1352040],[862902,862992],[863628,866252],[866273,1105988],[866771,1106779],[877378,1109959],[879671,1119603],[880934,1120781],[881641,1113468],[881864,1113476],[882040,1114159],[886165,1398655],[888786,1394919],[905720,1149177],[915399,1431621],[920172,1435688],[921611,1428752],[938072,1183607],[943185,1191774],[943953,948441],[944469,1192791],[948020,948243],[949881,1199689],[952263,1199843],[955421,1203928],[963206,1210977],[964284,1203425],[966905,1481725],[976246,980446],[976267,1225790],[979755,979970],[983829,1232831],[984052,1232839],[984228,1233522],[995427,1236391],[1000200,1240458],[1001639,1515558],[1007422,1524841],[1025012,1276339],[1032240,1548416],[1035722,1562173],[1059664,1312608],[1065189,1321178],[1065567,1321481],[1065932,1070440],[1071621,1328465],[1077552,1333171],[1082964,1340069],[1089058,1611403],[1097744,1354146],[1098512,1103000],[1099028,1355163],[1100199,1104440],[1102579,1102802],[1106822,1362215],[1117941,1374032],[1118843,1365797],[1131305,1654404],[1141692,1399158],[1149477,1406207],[1153176,1676955],[1187910,1710788],[1191080,1451610],[1193888,1454254],[1197963,1459174],[1203060,1463137],[1209114,1470121],[1215610,1739725],[1224544,1484696],[1224922,1484999],[1225287,1229795],[1226474,1230976],[1238078,1242319],[1269379,1529547],[1274791,1536445],[1280885,1803230],[1309768,1570408],[1323230,1585062],[1334268,1595536],[1338343,1600456],[1353452,1614368],[1355841,1360335],[1366984,1371486],[1398290,1658367],[1404344,1665351],[1410840,1925996],[1433308,1437549],[1453560,1713820],[1464886,1724331],[1497367,1501861],[1530644,1787363],[1534719,1792283],[1563360,1567862],[1594842,1849499],[1660116,1910602],[1692597,1697091],[1786669,2028229] ] cell #2810 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[86441,243844],[91220,253586],[115208,302863],[121074,314032],[124353,320184],[124688,320816],[133241,337511],[144774,144824],[150414,243739],[152153,373481],[157481,253531],[159696,386885],[161561,390214],[161964,390925],[172337,409888],[175548,415961],[181482,427209],[181817,427841],[191990,192040],[193927,448559],[195090,450566],[200909,200959],[202846,463469],[204009,465476],[206073,320129],[206549,320711],[208288,472776],[218907,337406],[220646,494007],[222914,498047],[223642,499372],[228189,507411],[230054,510740],[230457,511451],[233668,517524],[244606,534359],[245828,373426],[254980,550719],[256202,386780],[258252,258302],[260189,558969],[261352,560976],[265631,568276],[271681,577838],[272730,272780],[274667,582412],[275830,584419],[278370,415856],[279381,590394],[279455,590499],[280109,591719],[283586,597322],[284749,599329],[286813,427154],[287289,427736],[289028,606629],[291296,610669],[292024,611994],[298718,298768],[300819,446872],[303295,628556],[311921,641449],[312699,462644],[315175,646271],[321578,655488],[326787,663738],[327950,665745],[330401,669417],[334879,676112],[338273,681030],[339495,493952],[343482,689280],[344645,691287],[348647,697390],[349869,507306],[350870,701066],[351919,351969],[353856,705640],[355019,707647],[357559,517419],[358570,713622],[358644,713727],[359298,714947],[362487,363349],[368150,532255],[374760,736109],[376484,738393],[380962,745088],[381554,549545],[391357,759726],[397760,768943],[398982,568171],[399983,772619],[401391,774265],[401889,775101],[405743,405793],[406803,577733],[407844,580725],[410320,787196],[416723,796413],[417793,798100],[417945,591664],[418946,800089],[419724,596497],[420731,802515],[422200,804911],[425209,809210],[425283,809315],[428603,814128],[433812,822378],[434975,824385],[438205,439135],[449529,843012],[452021,846582],[453409,848123],[453907,848959],[457761,457811],[458821,641344],[474055,876365],[474772,662913],[475779,878649],[477248,881045],[480257,885344],[480331,885449],[481329,668367],[481505,886987],[481728,886992],[483013,483875],[488676,678926],[495286,905538],[496003,687593],[497010,907822],[498479,910218],[500134,912322],[501488,914517],[502080,696216],[502954,916224],[503452,917060],[504261,918110],[511883,929155],[518286,938372],[519356,940059],[527246,726317],[529115,952231],[534921,958985],[535419,959821],[537774,963317],[539238,737343],[539414,965106],[539637,965111],[540922,541784],[559939,991141],[562431,994711],[562945,767769],[563819,996252],[564317,997088],[565126,998138],[569840,773081],[570684,1005877],[572058,572988],[575024,789300],[583382,1021742],[585874,1025312],[586388,794309],[587262,1026853],[587760,1027689],[590826,1032175],[594127,1036544],[594350,1036549],[595335,1037728],[607908,1055095],[611101,1059775],[612756,1061879],[614184,1064179],[620437,832538],[620947,836034],[622751,1073552],[623249,1074388],[624889,1077663],[629152,1081165],[629375,1081170],[630660,638635],[632529,1085314],[633451,846939],[634295,1087513],[635669,636599],[648375,866573],[650244,1106790],[656050,1113544],[656548,1114380],[658903,1117876],[660543,1119665],[660766,1119670],[661751,1120849],[667472,885801],[672743,902609],[681592,1145256],[682090,1146092],[684445,1149588],[685573,1154255],[686085,1151377],[686308,1151382],[693912,1161547],[695175,1162738],[698252,931259],[706610,1177412],[709102,1180982],[711797,1184409],[714054,1187845],[718414,1192859],[720436,944580],[721935,948082],[724809,1199905],[725032,1199910],[727033,1203487],[731806,1207569],[733180,741719],[734984,1211045],[736448,963920],[751607,980667],[752117,984163],[753921,1232907],[754419,1233743],[756059,1237018],[760322,1240520],[760545,1240525],[761830,769805],[765465,1246868],[766728,1248059],[778741,1019431],[783529,1269490],[787792,1272992],[788015,1272997],[791169,1277141],[792935,1279340],[805841,1052166],[814690,1305371],[815188,1306207],[817543,1309703],[818671,1314370],[820391,1312676],[826645,1321240],[828006,1322213],[829798,1065994],[831238,1329092],[831643,1070076],[834660,1329182],[837001,1332746],[838679,1333239],[840701,852599],[845297,1340290],[858670,1355231],[860692,1099139],[862191,1102641],[865065,1362277],[865288,1362282],[867289,1365859],[872062,1369941],[873436,881975],[892736,1396934],[896462,1398717],[901235,1402799],[904413,1406275],[920700,1175101],[925488,1432248],[929751,1435750],[929974,1435755],[936157,1443289],[942987,1452169],[943506,1452463],[946154,1192366],[947335,1459236],[955289,1463869],[958521,1470748],[970855,1483740],[974774,1484758],[976135,1485731],[977927,1225349],[979367,1227101],[979772,1229431],[982789,1492700],[985130,1496264],[988830,1000728],[1009968,1525468],[1015731,1529122],[1017409,1529615],[1024027,1536666],[1042293,1297346],[1046019,1562235],[1050792,1566317],[1064592,1582642],[1067334,1585124],[1069320,1589863],[1076589,1593745],[1080418,1600518],[1091604,1612030],[1097546,1614927],[1098065,1615221],[1100713,1354738],[1101894,1355903],[1105519,1107350],[1113080,1367611],[1125414,1383908],[1133606,1654466],[1141560,1659099],[1144792,1665978],[1157126,1678970],[1171401,1691494],[1193690,1714379],[1204827,1724393],[1206813,1729132],[1217911,1739787],[1223947,1742757],[1228675,1486388],[1239773,1497429],[1243398,1245229],[1261147,1781690],[1268416,1785572],[1272245,1792345],[1283431,1803857],[1304907,1563987],[1317241,1580284],[1322633,1840152],[1334070,1850058],[1347193,1864811],[1369185,1627284],[1400057,1910664],[1402043,1915403],[1413141,1926058],[1435003,1692659],[1438628,1440459],[1464289,1970772],[1530446,2028788],[1543569,2043541],[1565561,1819111],[1659519,2140201] ] cell #2811 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [276834],[332658],[344055],[378741],[394179],[403154],[413978],[422988],[434385],[455172],[467781],[478036],[483548],[485338],[495676],[504717],[514705],[515541],[525478],[541457],[543247],[554290],[554927],[565582],[574697],[575699],[596170],[597172],[597960],[601634],[608298],[618776],[623726],[628892],[638308],[639310],[642825],[646607],[651117],[662586],[663588],[664376],[672149],[673590],[697063],[697925],[698927],[701598],[718058],[719578],[720846],[725990],[731009],[735959],[741125],[742566],[745611],[749946],[754896],[760062],[768616],[769478],[770480],[774874],[777416],[787532],[797950],[803134],[805247],[806688],[809757],[822228],[827660],[828111],[828333],[838323],[839843],[841111],[846255],[848732],[851274],[856628],[858314],[859834],[861102],[866246],[871265],[874702],[876215],[879268],[881381],[882822],[887487],[890275],[900438],[905388],[910554],[911995],[916833],[919375],[929491],[938045],[939909],[943741],[944670],[954943],[955394],[955616],[959594],[962530],[963653],[965606],[968394],[975789],[976240],[976462],[986452],[987972],[989240],[992356],[994384],[996861],[999403],[1006390],[1017053],[1018573],[1019841],[1024985],[1027462],[1030004],[1037044],[1039832],[1049995],[1053432],[1054945],[1057998],[1060111],[1061552],[1065725],[1072868],[1074161],[1076824],[1077753],[1079837],[1081665],[1084264],[1085539],[1088026],[1098300],[1099229],[1109502],[1109692],[1109953],[1110175],[1114153],[1117089],[1120165],[1122953],[1141214],[1141665],[1141887],[1145865],[1148801],[1149924],[1151877],[1154665],[1162060],[1172723],[1174243],[1175511],[1178627],[1180655],[1183132],[1185674],[1189111],[1199232],[1199422],[1199683],[1200405],[1202949],[1203218],[1205520],[1208082],[1209861],[1212070],[1225080],[1233516],[1236179],[1237108],[1239192],[1241020],[1247381],[1264695],[1265988],[1268651],[1269580],[1271664],[1273492],[1276091],[1277366],[1279853],[1287440],[1288563],[1301329],[1301519],[1301780],[1302002],[1305980],[1308916],[1311992],[1314780],[1317896],[1324576],[1328253],[1329695],[1332012],[1332246],[1334748],[1339099],[1350741],[1352034],[1362055],[1362777],[1365590],[1367892],[1370454],[1394462],[1394652],[1394913],[1395635],[1398179],[1398448],[1400750],[1403312],[1405091],[1407300],[1412560],[1416987],[1418262],[1428746],[1431409],[1432338],[1434422],[1436250],[1442611],[1442801],[1450198],[1455152],[1455386],[1458967],[1462249],[1462695],[1481268],[1481458],[1481719],[1482441],[1488094],[1491771],[1493213],[1498266],[1515552],[1520952],[1524629],[1526071],[1526261],[1528388],[1528622],[1531124],[1535475],[1539705],[1542276],[1546617],[1558431],[1559153],[1561966],[1564268],[1566830],[1576078],[1585467],[1585913],[1592888],[1607514],[1611191],[1612633],[1612823],[1617910],[1618144],[1621725],[1644477],[1645199],[1650382],[1650616],[1652822],[1654197],[1657272],[1657479],[1657925],[1668898],[1671634],[1675985],[1683324],[1687001],[1688443],[1688633],[1693496],[1704648],[1714746],[1735703],[1735937],[1738143],[1739518],[1742593],[1745582],[1746028],[1767629],[1771306],[1772748],[1772938],[1777294],[1777740],[1779877],[1783768],[1784715],[1795804],[1809737],[1809971],[1812177],[1813552],[1830989],[1847673],[1860415],[1860861],[1862998],[1866889],[1870416],[1891373],[1891607],[1893813],[1895188],[1899135],[1901017],[1903416],[1907183],[1931853],[1932299],[1934436],[1968829],[1969063],[1979163],[1981045],[1983444],[1987211],[1997230],[2009972],[2010418],[2012555],[2017953],[2049146],[2051545],[2081260],[2084037],[2084483],[2094087],[2110788],[2123004],[2125403],[2130102],[2187142],[2190386],[2192975],[2201655],[2214358],[2217581],[2289054],[2291359],[2313614],[2382459],[2403981] ] cell #2812 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [232332],[270204],[310444],[330069],[349393],[376152],[398506],[401364],[417469],[420399],[449197],[453382],[473731],[475447],[496678],[502927],[503929],[519032],[528783],[534894],[555598],[559607],[563792],[564794],[583050],[587235],[595308],[607584],[609300],[619447],[622724],[632197],[649912],[651166],[656023],[661724],[675454],[681565],[702269],[706278],[710463],[711465],[718387],[720895],[731680],[734957],[744430],[750617],[753894],[755385],[763367],[778087],[781364],[790837],[808552],[809806],[814663],[820364],[827709],[830564],[838652],[841160],[851945],[855222],[858643],[861151],[871936],[875213],[884686],[887816],[890324],[901109],[904386],[913859],[920046],[923323],[924814],[932796],[944044],[954992],[957847],[965935],[968443],[975838],[978693],[986781],[989289],[1000074],[1003351],[1006439],[1009294],[1017382],[1019890],[1030675],[1033952],[1037373],[1039881],[1050666],[1053943],[1063416],[1073197],[1077127],[1081994],[1086210],[1088075],[1090930],[1098603],[1109551],[1112406],[1120494],[1123002],[1130315],[1141263],[1144118],[1152206],[1154714],[1162109],[1164964],[1173052],[1175560],[1186345],[1189622],[1199281],[1200734],[1208131],[1212119],[1214620],[1236482],[1241349],[1247430],[1250285],[1265024],[1268954],[1273821],[1278037],[1279902],[1282757],[1290430],[1301378],[1304233],[1312321],[1314829],[1328556],[1329744],[1332295],[1337353],[1341410],[1351070],[1363106],[1370503],[1376992],[1394511],[1395964],[1403361],[1407349],[1409850],[1431712],[1436579],[1442660],[1445515],[1455435],[1460452],[1462983],[1481317],[1482770],[1493262],[1500871],[1524932],[1526120],[1528671],[1533729],[1537786],[1559482],[1566879],[1573368],[1586201],[1592905],[1611494],[1612682],[1618193],[1623210],[1645528],[1650665],[1655682],[1658213],[1688492],[1696101],[1714763],[1735986],[1741003],[1746316],[1772797],[1778028],[1784732],[1810020],[1815037],[1861149],[1870433],[1891656],[1896673],[1901034],[1932587],[1969112],[1981062],[2010706],[2049163],[2084771],[2123021],[2192992],[2289071] ] cell #2813 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [183303],[215824],[250435],[267468],[284206],[307708],[327407],[329792],[344102],[346657],[372253],[375875],[394226],[395770],[414733],[420122],[421154],[434432],[443389],[448920],[467878],[471548],[475170],[476202],[492779],[496401],[503652],[514752],[516296],[525575],[528506],[537439],[553799],[554930],[559330],[564517],[577242],[582773],[601731],[605401],[609023],[610055],[616299],[618779],[628989],[631920],[640853],[646704],[649635],[651121],[658568],[672246],[675177],[684110],[700470],[701601],[706001],[711188],[718061],[720850],[728532],[731012],[741222],[744153],[747469],[749949],[760159],[763090],[772023],[774939],[777419],[787629],[790560],[799493],[805344],[808275],[809761],[817208],[827664],[838326],[841115],[848797],[851277],[858317],[861106],[868788],[871268],[881478],[884409],[887490],[890279],[897961],[900441],[910651],[913582],[916898],[919378],[929588],[932519],[941452],[951019],[954947],[959659],[963750],[965609],[968398],[975793],[986455],[989244],[996926],[999406],[1006394],[1017056],[1019845],[1027527],[1030007],[1037047],[1039836],[1047518],[1049998],[1060208],[1063139],[1072871],[1074226],[1081668],[1085542],[1088030],[1109506],[1114218],[1120168],[1122957],[1137290],[1141218],[1145930],[1150021],[1151880],[1154669],[1162064],[1172726],[1175515],[1183197],[1185677],[1199236],[1200408],[1202952],[1208086],[1212074],[1221595],[1233581],[1241023],[1247385],[1264698],[1266053],[1273495],[1277369],[1279857],[1301333],[1306045],[1311995],[1314784],[1324579],[1329699],[1332250],[1350744],[1352099],[1362780],[1370458],[1394466],[1395638],[1398182],[1403316],[1407304],[1428811],[1436253],[1442615],[1455390],[1462253],[1481272],[1482444],[1488097],[1493217],[1515617],[1520955],[1526075],[1528626],[1559156],[1566834],[1585471],[1607517],[1612637],[1618148],[1645202],[1650620],[1657483],[1683327],[1688447],[1735941],[1745586],[1767632],[1772752],[1777298],[1809975],[1847676],[1860419],[1891611],[1931857],[1969067],[2009976],[2084041],[2187146] ] cell #2814 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [178301,1163236],[210251,1248557],[226229,1291573],[246534,1340788],[263671,1378135],[267270,889344],[282170,1165117],[290991,1443787],[303229,1466235],[305951,1471355],[307510,967463],[323506,1504306],[325371,1250438],[340201,1537164],[346459,1038901],[357338,1574511],[370711,1596364],[371074,1596672],[372055,1092162],[373897,1341563],[391291,1628993],[394013,1634113],[395572,1122022],[410254,1661465],[412976,1666585],[414535,906030],[418651,1677674],[430531,1699536],[432396,1445668],[435653,1190347],[443191,1201183],[445142,1464030],[447154,1724740],[447436,1725114],[447583,1218972],[465842,1750608],[470006,1756479],[470369,1756787],[471350,1251517],[473192,1505081],[491237,1788191],[491600,1788499],[492581,1010526],[494423,1537939],[498413,1799344],[501135,1804464],[511817,1820820],[514539,1825940],[516098,1055587],[516565,1311270],[520214,1837029],[520464,1064171],[524586,1322374],[530181,1593855],[532806,1850423],[533244,1092351],[552968,1874882],[553331,1875190],[553601,1363555],[555552,1626788],[557564,1880410],[557846,1880784],[557993,1381344],[577044,1135631],[577511,1393793],[578995,1659260],[581007,1911011],[581289,1911385],[581436,1134667],[588949,1921904],[589312,1922212],[590293,910769],[590491,690205],[590760,1675829],[592135,1415166],[599695,1936879],[603859,1942750],[604222,1943058],[605203,1166196],[607045,1700311],[609224,1441169],[609587,1184401],[611035,1953903],[613757,1959023],[617883,1452573],[619401,1719520],[624368,1722781],[640655,1219936],[641122,1480599],[645715,1485892],[648657,1994330],[648939,1994704],[649086,1494200],[651310,1753970],[653935,1999980],[654373,1251706],[666111,2014998],[671257,1258133],[675378,1523509],[675741,1277133],[676478,2026406],[676852,1785682],[679477,2029153],[679915,1010715],[685863,1540555],[687875,2039149],[688157,2039523],[688304,1025983],[689641,796695],[689842,1801898],[699639,2053612],[700002,2053920],[700272,1295746],[700739,1557311],[702223,1818615],[704235,2059140],[704517,2059514],[704664,1294782],[710210,1312530],[710492,1571883],[712177,2070033],[712540,2070341],[713521,1060326],[713719,823303],[713988,1835184],[715363,1578684],[719915,1583512],[721039,1844773],[731634,1855199],[740233,1344179],[744354,1610071],[744717,1085306],[745454,2102540],[746114,2103652],[749053,1615331],[750571,1617108],[752668,2108280],[753106,1363744],[755538,1878451],[762541,1635096],[771192,2127470],[771555,2127778],[771825,1382308],[772292,1643357],[776523,1387372],[777115,1650312],[778041,1905791],[779031,1663418],[781111,1406129],[781393,1653091],[782290,2138188],[782653,2138496],[783008,1909052],[792235,1669408],[794860,2150472],[795298,906219],[796977,1924683],[804355,1420891],[807297,2163759],[807579,2164133],[807726,1426161],[808476,1685881],[808839,918102],[809109,1170055],[809307,924612],[809576,1949710],[809950,1940241],[812575,2169409],[813013,1166385],[818961,1702927],[819138,1443153],[820973,2179405],[821255,2179779],[821402,1181653],[822739,938654],[822940,1956457],[828836,1961693],[830717,1966321],[841304,1975393],[850381,1474178],[850973,1735633],[851899,1985819],[852889,1468188],[854969,1210899],[855251,1738412],[856148,2209741],[856511,2210049],[857145,2211050],[859672,1487018],[860171,1743627],[861295,1744596],[871890,1755747],[874425,1505270],[880489,1507697],[883431,2232735],[883713,2233109],[883860,1512967],[884610,1770186],[884973,998130],[885243,1255376],[885441,1004640],[885710,1763439],[886435,1528318],[887957,2239112],[889953,1777672],[890468,2023503],[891508,1789850],[893026,1783167],[894193,1536530],[895166,2242681],[895448,2243055],[895595,1263403],[901063,2033929],[915543,2262292],[915985,1289526],[918482,1550890],[919074,1809667],[920000,1552591],[920990,1822773],[922097,2266920],[922535,1295935],[923070,1037582],[923352,1812446],[924048,1044723],[924249,2065610],[924967,2057181],[931970,1826923],[934194,1828763],[936819,2281642],[937257,1055776],[938936,2072812],[945187,2077952],[953081,1591340],[956119,2085937],[958000,2090565],[964554,1331942],[966076,2305528],[968072,1860793],[968587,2099637],[969627,1598023],[971145,1866288],[972312,1340154],[973285,2309097],[973567,2309471],[973714,1349449],[976965,1616800],[978846,1869484],[987810,1627914],[989433,1879420],[995571,2325903],[996013,1376088],[998510,1636936],[999102,1891303],[1000028,1638637],[1001018,1630946],[1002125,2330531],[1002563,1382497],[1003098,1120703],[1003380,1894082],[1004076,1127844],[1004277,1886880],[1005330,1657857],[1005521,2333817],[1006870,2336346],[1007566,2131122],[1008008,1389073],[1008068,1901015],[1009447,2135750],[1011650,1906063],[1014385,2339644],[1014823,1135820],[1020034,2144822],[1030629,2155248],[1035489,1419190],[1035875,2357721],[1035992,1160618],[1036322,1161191],[1037514,2167529],[1038402,1422065],[1039510,1932231],[1040025,1681394],[1041065,1944409],[1042583,1937726],[1043750,1162602],[1045005,2175577],[1050620,1942018],[1053155,1700500],[1062590,1708197],[1070710,1455082],[1071765,2386849],[1072207,1458442],[1074770,1719792],[1075362,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] cell #2815 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [221454],[269755],[279591],[309995],[323618],[331532],[341051],[348944],[358780],[377615],[388925],[398057],[402996],[404617],[413820],[421862],[430643],[431381],[440353],[455014],[456635],[466675],[467180],[476910],[485180],[486090],[504559],[505469],[506180],[509451],[515383],[524877],[529535],[534403],[543089],[543999],[547198],[550763],[554809],[565424],[566334],[567045],[574206],[575541],[597014],[597802],[598712],[601033],[615833],[617500],[618658],[623568],[628291],[632949],[637817],[639152],[641913],[646006],[650664],[655532],[663430],[664218],[665128],[669199],[671548],[681074],[690670],[695464],[697434],[698769],[701480],[713005],[717794],[718446],[718666],[728066],[729733],[730891],[735801],[738175],[740524],[745549],[747003],[748670],[749828],[754738],[759461],[762736],[764119],[767017],[768987],[770322],[774473],[777298],[786931],[791589],[796457],[797792],[802297],[804646],[814172],[822070],[823768],[827348],[828271],[838059],[838711],[838931],[842794],[845586],[846626],[848331],[851156],[858050],[858702],[858922],[868322],[869989],[871147],[874101],[876057],[878431],[880780],[887223],[897495],[899162],[900320],[905230],[907604],[909953],[916432],[919257],[928890],[932165],[933548],[936446],[938416],[939751],[943679],[950553],[952013],[954631],[955554],[957610],[959193],[961900],[963052],[965342],[975477],[976400],[985469],[986188],[986840],[987060],[990923],[993715],[996460],[999285],[1016789],[1017441],[1017661],[1021524],[1024316],[1025356],[1027061],[1029886],[1036780],[1047052],[1048719],[1049877],[1052831],[1054787],[1057161],[1059510],[1062785],[1069659],[1072604],[1073256],[1073760],[1076411],[1076762],[1079074],[1081401],[1083352],[1085421],[1098238],[1106572],[1109190],[1110113],[1112169],[1113752],[1119901],[1136824],[1138284],[1140902],[1141825],[1143881],[1145464],[1148171],[1149323],[1151613],[1159140],[1160180],[1171740],[1172459],[1173111],[1173331],[1177194],[1179986],[1182731],[1185556],[1188510],[1195137],[1198920],[1200141],[1202665],[1202831],[1205458],[1209799],[1221129],[1222589],[1232611],[1233115],[1236117],[1238429],[1240756],[1261486],[1264431],[1265083],[1265587],[1268238],[1268589],[1270901],[1273228],[1275179],[1277248],[1282520],[1286810],[1287962],[1298399],[1301017],[1301940],[1303996],[1305579],[1311009],[1311728],[1319255],[1324292],[1324458],[1328191],[1331469],[1331950],[1347532],[1350477],[1351129],[1351633],[1357509],[1361292],[1362513],[1367830],[1384961],[1390367],[1393532],[1394150],[1395371],[1397895],[1398061],[1400688],[1405029],[1409134],[1411797],[1416075],[1427841],[1428345],[1431347],[1433659],[1435986],[1445278],[1454609],[1455090],[1462230],[1477173],[1480338],[1480956],[1482177],[1487810],[1487976],[1491709],[1514647],[1515151],[1520668],[1520834],[1523096],[1524567],[1527632],[1527845],[1528326],[1539421],[1542214],[1546555],[1553885],[1557050],[1557668],[1558889],[1564206],[1575315],[1585448],[1607230],[1607396],[1609658],[1611129],[1614194],[1617367],[1617848],[1639931],[1643096],[1643714],[1644935],[1649839],[1650320],[1652538],[1656509],[1657460],[1668836],[1683040],[1683206],[1685468],[1686939],[1704586],[1721681],[1735160],[1735641],[1737859],[1741830],[1745563],[1767345],[1767511],[1769773],[1771244],[1775249],[1777275],[1779815],[1783706],[1809194],[1809675],[1811893],[1847389],[1847555],[1858370],[1860396],[1862936],[1866827],[1877351],[1890830],[1891311],[1893529],[1899073],[1931834],[1934374],[1965301],[1968286],[1968767],[1979101],[1996946],[2009953],[2012493],[2017320],[2077553],[2081198],[2084018],[2093454],[2107260],[2110726],[2187123],[2189753],[2214296],[2288822],[2312981] ] cell #2816 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [183300],[215821],[250432],[267465],[284203],[307705],[327404],[329911],[344099],[346654],[372250],[375994],[394223],[395767],[414730],[420241],[421151],[434429],[443386],[449039],[467875],[471545],[475289],[476199],[492776],[496520],[503771],[514749],[516293],[525572],[528625],[537436],[553796],[554858],[559449],[564636],[577239],[582892],[601728],[605398],[609142],[610052],[616358],[618707],[628986],[632039],[640850],[646701],[649754],[651042],[658565],[672243],[675296],[684107],[700467],[701529],[706120],[711307],[717843],[720771],[728591],[730940],[741219],[744272],[747528],[749877],[760156],[763209],[772020],[774998],[777347],[787626],[790679],[799490],[805341],[808394],[809682],[817205],[827437],[838108],[841036],[848856],[851205],[858099],[861027],[868847],[871196],[881475],[884528],[887272],[890200],[898020],[900369],[910648],[913701],[916957],[919306],[929585],[932638],[941449],[951078],[954720],[959718],[963747],[965391],[968319],[975566],[986237],[989165],[996985],[999334],[1006167],[1016838],[1019766],[1027586],[1029935],[1036829],[1039757],[1047577],[1049926],[1060205],[1063258],[1072653],[1074285],[1081450],[1085470],[1087803],[1109279],[1114277],[1119950],[1122878],[1137349],[1140991],[1145989],[1150018],[1151662],[1154590],[1161837],[1172508],[1175436],[1183256],[1185605],[1199009],[1200190],[1202880],[1207859],[1211995],[1221654],[1233640],[1240805],[1247158],[1264480],[1266112],[1273277],[1277297],[1279630],[1301106],[1306104],[1311777],[1314705],[1324507],[1329472],[1332171],[1350526],[1352158],[1362562],[1370231],[1394239],[1395420],[1398110],[1403089],[1407225],[1428870],[1436035],[1442388],[1455311],[1462243],[1481045],[1482226],[1488025],[1492990],[1515676],[1520883],[1525848],[1528547],[1558938],[1566607],[1585461],[1607445],[1612410],[1618069],[1644984],[1650541],[1657473],[1683255],[1688220],[1735862],[1745576],[1767560],[1772525],[1777288],[1809896],[1847604],[1860409],[1891532],[1931847],[1968988],[2009966],[2084031],[2187136] ] cell #2817 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [992238],[1108512],[1178509],[1196002],[1235023],[1300339],[1317778],[1324871],[1391232],[1418144],[1430253],[1441621],[1478038],[1521247],[1523961],[1539587],[1571909],[1607809],[1610523],[1652704],[1653117],[1668355],[1686333],[1738025],[1738438],[1770638],[1777698],[1779334],[1795339],[1812059],[1812472],[1860819],[1862455],[1893695],[1894108],[1901238],[1902951],[1932257],[1933893],[1981266],[1982979],[1997112],[2010376],[2012012],[2019926],[2049367],[2050513],[2051080],[2084441],[2096060],[2110245],[2123225],[2124371],[2124938],[2160182],[2161093],[2193196],[2201179],[2210651],[2217116],[2229158],[2230069],[2264440],[2283011],[2290084],[2294450],[2301514],[2310351],[2328051],[2347850],[2376740],[2383517],[2389302],[2393668],[2401444],[2435367],[2461904],[2467957],[2473200],[2509828],[2514194],[2547913],[2580225],[2641580], [447424,840294],[533077,956958],[557834,988423],[581277,1019024],[615715,827302],[627257,1079028],[644511,859206],[648927,1105112],[654206,1111517],[679748,1143229],[688145,1153848],[690112,1156348],[704505,1174694],[727948,954585],[746885,975431],[748237,976698],[748421,1229014],[752939,1231959],[757966,987344],[758427,1238383],[762382,1242991],[785897,1270855],[795131,1281868],[796965,1284103],[807567,1296939],[812846,1303344],[821243,1313963],[823210,1316463],[844638,1083636],[858876,859088],[859505,1358374],[864100,1361246],[868204,1109144],[869556,1110411],[869740,1369524],[874258,1372469],[883701,1383501],[895436,1396527],[897377,1140856],[908919,1411751],[911040,1414124],[917850,1424244],[922368,1427189],[924519,1429805],[927395,1173615],[927856,1433613],[931811,1438221],[937090,1444626],[938924,1446861],[942176,1451163],[950435,1198874],[961467,1210097],[961651,1207152],[973555,1483333],[974799,1487764],[976357,1488389],[987014,987226],[987643,1499900],[997878,1511050],[1002396,1513995],[1004547,1516611],[1006858,1518864],[1014656,1526980],[1023368,1275463],[1038235,1554750],[1042830,1557622],[1043718,1558490],[1044993,1560045],[1046934,1300971],[1048286,1302238],[1048470,1565900],[1052988,1568845],[1058476,1575269],[1059364,1576137],[1060597,1577642],[1062431,1579877],[1067359,1324246],[1083306,1083518],[1083935,1336382],[1085054,1603063],[1088494,1605426],[1096292,1613542],[1097144,1617735],[1110070,1629285],[1121356,1640796],[1125951,1643668],[1126839,1644536],[1128114,1646091],[1130523,1648308],[1130743,1648608],[1136706,1394104],[1138609,1656463],[1139497,1657331],[1147738,1405327],[1147922,1402382],[1158192,1416359],[1159826,1678563],[1161070,1682994],[1162528,1681236],[1162628,1683619],[1168226,1686933],[1170326,1689352],[1173285,1173497],[1173914,1695130],[1184149,1706280],[1184647,1704580],[1188667,1709225],[1193288,1454977],[1202619,1204852],[1208550,1727671],[1209756,1466527],[1211552,1731662],[1214828,1733629],[1215048,1733929],[1221011,1480910],[1222914,1741784],[1223802,1742652],[1244409,1763178],[1246391,1767299],[1247849,1765541],[1247949,1767924],[1253547,1771238],[1255647,1773657],[1257165,1775203],[1257403,1775283],[1258045,1775769],[1259186,1520622],[1266463,1783700],[1275133,1275345],[1275762,1532758],[1276881,1794890],[1280321,1797253],[1286377,1546853],[1286561,1543908],[1288119,1805369],[1288971,1809562],[1290638,1807663],[1290858,1807963],[1296663,1813485],[1301897,1821112],[1313183,1832623],[1313687,1830922],[1327585,1847343],[1330163,1846664],[1331837,1333668],[1337561,1852887],[1337781,1853187],[1340180,1856617],[1343211,1858324],[1343449,1858404],[1344091,1858890],[1345232,1607184],[1352509,1866821],[1370922,1883341],[1373924,1887332],[1375533,1891198],[1377200,1889299],[1377420,1889599],[1383225,1895121],[1386319,1898432],[1387155,1899067],[1387246,1899145],[1388518,1650207],[1396251,1907116],[1397849,1400082],[1403780,1913942],[1404986,1661757],[1406782,1917933],[1410058,1919900],[1410278,1920200],[1416029,1416241],[1416658,1673268],[1417777,1675568],[1420161,1929842],[1420803,1930328],[1439639,1949449],[1443179,1954195],[1457474,1965255],[1457887,1968654],[1460660,1967795],[1460880,1968095],[1462653,1969869],[1467458,1973378],[1468100,1973864],[1469241,1737813],[1473125,1978460],[1473961,1979095],[1474052,1979173],[1475324,1735528],[1483057,1987144],[1491103,1996900],[1493681,1996221],[1501079,2002444],[1501299,2002744],[1503698,2006174],[1506967,2007961],[1507609,2008447],[1516950,2017356],[1517694,2017886],[1528213,1530044],[1533937,2031617],[1534157,2031917],[1536556,2035347],[1539375,1541608],[1539825,2037134],[1540467,2037620],[1546512,1799636],[1548308,1802350],[1550764,2047274],[1567298,2062071],[1570300,2066062],[1581295,1834923],[1585871,2079649],[1587507,2080557],[1588343,2081192],[1590610,2083016],[1591252,2083502],[1593109,2085086],[1597897,2088695],[1599169,1862823],[1603512,2093490],[1604256,2094020],[1620232,2107214],[1620645,2110613],[1623418,2109754],[1623638,2110054],[1625411,2111828],[1630216,2115337],[1630858,2115823],[1631999,1893483],[1636810,2121132],[1646767,2130098],[1652492,1664471],[1657883,2139298],[1662688,2142807],[1663330,2143293],[1668723,1670554],[1669282,2148602],[1677066,1924709],[1696309,2171873],[1696529,2172173],[1698928,2175603],[1710680,1956909],[1712469,2186944],[1714967,2188575],[1716113,2189701],[1716680,2189789],[1717424,2190319],[1719666,2192033],[1722093,2193948],[1725140,1983402],[1732088,2201651],[1745986,2212747],[1747622,2213655],[1748458,2214290],[1750725,2216114],[1751367,2216600],[1753224,2218184],[1758012,2221793],[1759284,2012380],[1779702,1790996],[1784936,2243726],[1789724,2247335],[1795762,2039549],[1811847,1823826],[1817238,2270468],[1822043,2273977],[1822685,2274463],[1836421,2072838],[1838901,2288882],[1841196,2290294],[1842107,2290896],[1842747,2291355],[1851792,2298019],[1868139,2310172],[1870637,2311803],[1871783,2312929],[1872350,2313017],[1873094,2313547],[1875336,2315261],[1877763,2317176],[1880810,2125361],[1902384,2336372],[1903374,1911411],[1908364,2340619],[1934261,1945555],[1939495,2364855],[1944283,2368464],[1950321,2179805],[1960831,2382455],[1962396,2383338],[1963841,2384211],[1972727,2390114],[1982412,2397237],[1988458,2401504],[1990753,2402916],[1991664,2403518],[1992304,2403977],[1994730,2217539],[2001349,2410641],[2020837,2424749],[2022913,2243081],[2030522,2431872],[2051503,2059540],[2056493,2451029],[2078590,2468017],[2086640,2473021],[2088085,2473894],[2096971,2479797],[2099047,2309497],[2102790,2484018],[2105800,2485774],[2114686,2491677],[2117752,2324407],[2133270,2504737],[2142156,2510640],[2151841,2517763],[2163169,2164159],[2170778,2531167],[2187932,2543666],[2195328,2547973],[2204823,2553850],[2221183,2564224],[2232145,2233135],[2245280,2580046],[2246725,2580919],[2255611,2586822],[2257687,2443350],[2273326,2598702],[2276392,2458260],[2296250,2613936],[2341999,2641640],[2351494,2647517],[2367854,2657891],[2378816,2379806],[2430103,2694676] ] cell #2818 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [267325,887148],[282360,1163018],[307565,965267],[325561,1248339],[346514,1036705],[347242,1291346],[372110,1081326],[374087,1340570],[395627,1119826],[396355,1377908],[414590,1151538],[416930,1155630],[417247,911578],[421011,1162894],[432586,1443569],[443246,1200066],[447878,1466163],[449151,1207933],[451248,1471128],[471405,1240681],[473382,1504088],[476059,1248215],[492636,1273153],[494613,1536946],[496632,1279704],[499164,1030925],[516153,1311653],[516881,1574284],[518493,1315745],[518810,1061135],[522645,1322295],[533134,1335374],[533615,1596593],[535013,1081524],[537296,1340446],[553656,1362438],[558288,1628921],[559561,1370305],[561658,1633886],[577099,1395296],[581731,1661393],[583004,1403163],[585101,1666358],[587354,1151736],[592325,1677456],[600438,1429087],[600755,1170864],[605258,1435911],[607235,1699318],[609254,1442462],[609912,1443445],[611786,1186595],[615764,1452563],[626059,1463951],[627306,1724730],[627463,1465965],[640710,1482102],[643774,1485813],[649381,1750536],[649866,1493064],[654263,1498892],[654744,1756708],[656142,1240879],[658425,1503964],[666854,1515893],[667171,1256185],[669316,1518671],[675408,1525922],[679805,1531750],[680286,1788420],[681684,1273351],[683967,1536822],[688599,1799272],[691969,1804237],[693779,1550539],[697588,1298606],[700327,1558814],[700858,1298773],[704959,1820748],[706232,1566681],[708329,1825713],[710582,1311851],[715553,1836811],[717719,1321584],[727997,1593845],[729848,1595882],[738292,1605233],[744384,1612484],[746934,1615321],[748580,1617029],[752996,1622351],[753477,1875111],[754013,1362636],[757229,1626709],[758476,1880400],[758633,1628723],[763321,1633960],[765332,1636585],[769141,1385168],[771880,1644860],[772411,1385335],[774404,1647793],[776050,1649501],[781483,1395494],[784699,1659181],[785946,1911001],[786103,1661195],[795188,1672260],[795669,1922133],[797419,1415805],[799350,1677332],[800768,1679335],[801362,1419972],[802414,1681043],[804577,1428061],[808021,1936807],[808506,1688294],[812903,1694122],[813384,1942979],[814782,1436109],[817065,1699194],[821697,1953831],[825067,1958796],[825684,941840],[825811,942037],[833487,1718401],[834527,1719441],[837984,1463240],[842911,1727478],[846780,1222796],[848262,1733114],[849908,1734822],[855341,1482300],[857975,1485102],[859137,1744586],[859731,1486946],[864149,1994320],[864306,1750338],[868253,1753960],[869899,1755668],[870104,1755997],[875332,1504162],[876902,1763640],[877496,1506778],[878548,1765348],[880711,1514867],[884155,2014926],[884640,1772599],[888310,1776298],[888904,1519804],[895890,2026334],[897426,1785672],[899277,1787709],[907721,1797060],[908968,2039139],[909125,1799074],[911097,1545796],[913813,1804311],[915201,1806195],[915325,1550522],[916363,1807148],[918009,1808856],[919182,1558591],[922425,1814178],[922906,2053841],[923442,1559012],[926658,1818536],[927905,2059130],[928062,1820550],[932750,1825787],[935857,1056226],[937147,1831615],[937628,2070262],[938570,1057368],[939378,1579323],[941309,1836687],[949405,1843773],[949999,1589342],[950484,1844763],[952130,1846471],[959124,1852372],[960770,1854080],[961810,1855120],[962983,1351349],[966429,1859419],[967023,1606366],[974009,2102468],[974848,2103642],[976623,1616318],[976747,1356260],[981616,1874071],[981821,1874400],[986113,1625998],[987275,1879410],[987869,1627842],[991040,1883148],[995229,1887831],[995353,1636568],[996391,1888784],[998037,1890492],[999210,1644637],[1002453,1895814],[1002934,2127699],[1003470,1645058],[1007224,1900091],[1007348,1649484],[1013257,1905712],[1014353,1136270],[1014713,1907809],[1015194,2138417],[1016714,1658470],[1021641,1913749],[1025510,1138491],[1026992,1919385],[1028638,1921093],[1028843,1921422],[1031082,1675155],[1034071,1677530],[1035648,1679926],[1037867,1930857],[1038461,1682176],[1042879,2163749],[1043036,1936609],[1045447,1700950],[1046983,1940231],[1048629,1941939],[1048834,1942268],[1054062,1699392],[1056577,1181624],[1057278,1951619],[1058525,2179395],[1058682,1953633],[1059441,1182447],[1060654,1708168],[1063370,1958870],[1066351,1961633],[1067408,1961683],[1071423,1965397],[1071547,1718384],[1072529,1718730],[1073691,1967280],[1076268,1473810],[1082488,1974393],[1083082,1728611],[1083567,1975383],[1084161,1729690],[1085213,1977091],[1085346,1481879],[1088860,1980119],[1088984,1734805],[1094893,1985740],[1095989,1220575],[1096349,1987837],[1096830,2209970],[1097620,1989280],[1099519,1486748],[1103964,1993330],[1104558,1749457],[1106689,1996028],[1110336,1754957],[1110460,1497786],[1113683,2001929],[1115329,2003637],[1118769,1764231],[1120988,2008976],[1121582,1766481],[1126000,2232725],[1126157,2014728],[1128568,1505720],[1130800,2024357],[1131231,1776889],[1136755,2023493],[1137700,1263374],[1138401,2025201],[1138658,2242671],[1138815,2026136],[1145395,2031102],[1147041,2032810],[1148081,2033850],[1149254,1265303],[1152700,2038149],[1153294,1798193],[1161119,2262282],[1168092,2053130],[1170023,1296385],[1170383,1826894],[1172384,1817825],[1173546,2058140],[1174140,1819669],[1177311,2061878],[1182455,1310596],[1182662,2067514],[1184308,2069222],[1184513,2069551],[1185481,1311430],[1186752,1834510],[1189741,1836885],[1192726,2077913],[1192924,2078065],[1193764,1839723],[1194994,1588192],[1197889,1844364],[1202682,1604116],[1203844,2085877],[1204901,2085927],[1208916,2089641],[1209040,1854063],[1210022,1854409],[1210146,1600875],[1211184,2091524],[1211778,1856253],[1215105,2100491],[1215536,1860010],[1221060,2099627],[1222005,1349420],[1222706,2101335],[1222963,2309087],[1223120,2102270],[1225706,2103592],[1230778,2107356],[1230902,1874054],[1233046,2109239],[1237398,1627644],[1241843,2116352],[1242437,1884281],[1244568,2119050],[1246440,2325893],[1253413,2126988],[1255344,1382947],[1255704,1635067],[1257214,2333807],[1258262,1390224],[1258339,2136533],[1259235,2131112],[1264356,1905001],[1265311,1393119],[1265518,2136709],[1266329,2137706],[1268095,1387004],[1274315,2143822],[1274909,1914882],[1275394,2144812],[1275988,1915961],[1277040,2146520],[1277173,1395073],[1280687,2149548],[1280811,1921076],[1286720,2155169],[1289447,2158709],[1290915,1941095],[1297815,1426132],[1298516,2165457],[1298930,1949036],[1302163,1941228],[1302287,1693016],[1305510,2171358],[1307156,2173066],[1312815,2178405],[1313409,1952752],[1324309,1717284],[1327634,2386839],[1331460,1732161],[1333106,2194651],[1333304,2194803],[1334144,1970343],[1338269,1974984],[1339389,1729492],[1343260,2394672],[1344308,1477030],[1344385,2208086],[1345281,2202665],[1350402,1985029],[1351357,1479925],[1351564,2208262],[1352375,2209259],[1355098,2211011],[1355296,2211163],[1357366,1748307],[1360261,1993921],[1366216,2218975],[1371288,2222739],[1371412,2003620],[1373556,2224622],[1374150,2005810],[1376009,2227685],[1377477,1754824],[1384377,1512938],[1385078,2234433],[1385492,1762765],[1387021,2236184],[1387259,2240789],[1388021,1520685],[1388154,2236705],[1388994,2018453],[1397912,1517554],[1399074,2244517],[1400131,2244567],[1404146,2248281],[1404270,2032793],[1405252,2033139],[1405376,1792702],[1406414,2250164],[1407008,2034983],[1410766,2038740],[1416290,2258267],[1416884,2044099],[1417936,2259975],[1421020,1553742],[1421097,2057964],[1428069,1556637],[1428276,2267879],[1432628,1819471],[1437073,2274992],[1437667,2063011],[1439798,2277690],[1454600,1842820],[1457523,2469550],[1458363,2293839],[1459593,2293030],[1460937,1845627],[1469290,2298445],[1473827,2302600],[1474065,2307205],[1474827,1607247],[1474960,2303121],[1475800,2094587],[1487827,1872954],[1491152,2488402],[1496624,2317879],[1496822,2318031],[1501787,2116943],[1507826,1639788],[1507903,1879234],[1514875,1642683],[1515082,2331490],[1516963,2333581],[1517857,1649830],[1527836,1646840],[1529482,2341322],[1529680,2341474],[1530520,2139772],[1534645,2144413],[1535765,1915763],[1541657,2349336],[1546778,2154458],[1546902,1926415],[1547940,2354933],[1548534,2156302],[1550777,2167556],[1551539,1683057],[1551672,2357834],[1562592,2365646],[1567664,2369410],[1567788,2173049],[1569932,2371293],[1570526,2175239],[1581454,2381104],[1588209,2385098],[1590223,2386099],[1590421,2386251],[1591469,1721538],[1591546,1967104],[1598805,2390999],[1599645,2197649],[1603525,2394446],[1604419,1735151],[1617358,1992377],[1620281,2559880],[1621121,2406461],[1632048,2411067],[1636823,1998127],[1637585,1767362],[1637718,2415743],[1654823,2426883],[1664520,2432298],[1670190,2436974],[1671030,2253227],[1676275,2043901],[1680229,1809185],[1691854,2451732],[1692052,2451884],[1697017,2275583],[1710312,2465343],[1710906,2287472],[1716693,2469324],[1719679,2082149],[1720441,1847406],[1720574,2471163],[1740144,2481931],[1748324,2486661],[1758920,2492562],[1759760,2320877],[1764534,1890821],[1782050,2506625],[1782248,2506777],[1790632,2511525],[1791472,2344320],[1823875,2531593],[1829545,2536269],[1838914,2186910],[1845657,1968277],[1865171,2555738],[1865369,2555890],[1872363,2559654],[1876244,2561493],[1906845,2578188],[1945191,2599587],[1946031,2454730],[1960943,2077544],[1986873,2621389],[2054974,2655160],[2128832,2689771] ] cell #2819 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [142114],[169593],[198893],[213448],[227713],[248059],[265155],[267213],[279633],[281830],[304264],[307453],[323660],[325031],[341726],[346402],[347329],[358822],[366950],[371998],[389012],[392326],[395515],[396442],[411289],[414478],[420899],[430685],[432056],[440440],[443134],[451335],[466245],[467183],[471293],[475947],[487476],[492524],[509538],[512852],[516041],[516968],[522588],[524880],[534490],[537184],[545385],[550850],[553544],[554813],[561745],[574293],[576987],[585188],[600098],[601036],[605146],[609800],[615836],[618662],[626002],[628294],[637904],[640598],[643717],[646009],[655619],[658313],[666514],[669259],[671551],[681161],[683855],[692056],[697521],[700215],[701484],[708416],[717798],[728069],[730895],[738235],[740527],[747006],[749832],[757172],[759464],[769074],[771768],[774476],[777302],[784642],[786934],[796544],[799238],[802357],[804649],[814259],[816953],[825154],[834470],[838063],[842854],[846713],[848334],[851160],[858054],[868325],[871151],[878491],[880783],[887227],[897498],[900324],[907664],[909956],[916435],[919261],[926601],[928893],[938503],[941197],[950556],[952073],[959196],[963055],[965346],[986192],[990983],[996463],[999289],[1013200],[1016793],[1021584],[1025443],[1027064],[1029890],[1036784],[1047055],[1049881],[1057221],[1059513],[1072608],[1073763],[1076414],[1081405],[1085425],[1094836],[1106632],[1113755],[1119905],[1136827],[1138344],[1145467],[1149326],[1151617],[1172463],[1177254],[1182734],[1185560],[1195140],[1200145],[1202835],[1221132],[1222649],[1233118],[1240760],[1264435],[1265590],[1268241],[1273232],[1277252],[1298459],[1305582],[1311732],[1324462],[1331473],[1350481],[1351636],[1357512],[1362517],[1385021],[1390370],[1395375],[1398065],[1428348],[1435990],[1454613],[1477176],[1482181],[1487980],[1515154],[1520838],[1527849],[1553888],[1558893],[1607400],[1617371],[1639934],[1644939],[1649843],[1683210],[1721684],[1735164],[1767515],[1809198],[1847559],[1890834],[1968290],[2077557] ] cell #2820 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289792],[333225],[379308],[401641],[423555],[453659],[478603],[481774],[499834],[503204],[535171],[539683],[562131],[564069],[587512],[594396],[595585],[612456],[623001],[629421],[651923],[656300],[660812],[662001],[681842],[686354],[695221],[708802],[710740],[721652],[725078],[735234],[754171],[755440],[760591],[766774],[781641],[788061],[810563],[814940],[819452],[820641],[828052],[830619],[841917],[845343],[855499],[861908],[865334],[866939],[875490],[891081],[894507],[904663],[923600],[924869],[930020],[936203],[944099],[946985],[955335],[957902],[969200],[972626],[976181],[978748],[990046],[993472],[1003628],[1006782],[1009349],[1020647],[1024073],[1034229],[1040638],[1044064],[1045669],[1054220],[1066075],[1077182],[1080068],[1088418],[1090985],[1098658],[1101544],[1109894],[1112461],[1123759],[1127185],[1130370],[1133256],[1141606],[1144173],[1155471],[1158897],[1162452],[1165019],[1176317],[1179743],[1189899],[1199624],[1203568],[1208474],[1212876],[1214675],[1217561],[1225430],[1236537],[1239423],[1247773],[1250340],[1257902],[1269009],[1271895],[1280245],[1282812],[1290485],[1293371],[1301721],[1304288],[1315586],[1319012],[1328611],[1330087],[1337408],[1341465],[1343948],[1365940],[1370846],[1377047],[1379933],[1394854],[1398798],[1403704],[1408106],[1409905],[1412791],[1420660],[1431767],[1434653],[1443003],[1445570],[1459317],[1460507],[1463038],[1467957],[1472033],[1481660],[1493605],[1500926],[1507466],[1524987],[1526463],[1533784],[1537841],[1540324],[1562316],[1567222],[1573423],[1576309],[1586256],[1591109],[1593591],[1611549],[1613025],[1623265],[1630715],[1654547],[1655737],[1658268],[1663187],[1667263],[1688835],[1696156],[1702696],[1715449],[1721885],[1739868],[1741058],[1746371],[1751224],[1773140],[1778083],[1782936],[1785418],[1815092],[1822542],[1840988],[1861204],[1866057],[1871119],[1896728],[1901720],[1908156],[1932642],[1937495],[1981748],[1990545],[2010761],[2015614],[2019718],[2049849],[2084826],[2095852],[2123707],[2159974],[2193678],[2228950],[2294242],[2382630] ] cell #2821 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [570980,1387351],[590650,1674611],[634591,1474157],[689582,1800695],[694208,1550869],[713878,1833966],[732102,1598002],[732269,1596144],[765761,1636915],[793231,1669387],[793398,1921684],[796725,1923542],[802843,1681373],[802942,1421850],[809466,1939002],[822680,1955254],[825780,1711421],[834956,1719771],[842444,1724937],[872358,1758117],[872525,1756259],[878977,1765678],[879076,1508656],[885600,2017121],[901531,1789829],[901698,1787971],[907254,2039346],[917472,1552360],[922984,2055076],[923989,2055291],[935190,1828742],[935357,2069813],[937706,1829647],[938684,2071671],[941843,1581982],[944416,1839829],[962239,1855450],[962338,1601789],[983085,1875441],[983252,1874662],[990573,1880607],[997500,1638406],[1003012,2128934],[1004017,2129149],[1013686,1906042],[1013853,2137968],[1015272,1906947],[1021174,1911208],[1036263,2158188],[1042810,2164715],[1044753,2165787],[1051088,1944388],[1051255,1942530],[1056229,1703247],[1056811,2179602],[1057707,1951949],[1057806,1703886],[1058456,1950877],[1065704,1961423],[1077499,1970449],[1079778,1725525],[1084676,1730378],[1095322,1986070],[1095489,2209521],[1096908,1986975],[1098975,1989386],[1100134,1990267],[1106222,1994527],[1116798,2005007],[1116897,1761904],[1116965,2004228],[1119384,2227164],[1125931,2233691],[1127874,2234763],[1130687,2018559],[1131846,2237531],[1136273,1783487],[1137934,2242878],[1138589,2024459],[1148510,2034180],[1148609,1793616],[1160976,2261709],[1161293,2261786],[1168014,2267808],[1169356,2054171],[1169523,2053392],[1176844,2059337],[1181555,1828982],[1183771,1830233],[1184435,2067443],[1192121,1839517],[1198504,2292607],[1203197,2085667],[1205878,1598662],[1206195,1851128],[1214992,2094693],[1216151,2303947],[1220578,1866608],[1222239,2309294],[1222894,2100593],[1225059,2103382],[1226620,1869895],[1226937,2104507],[1236854,2112408],[1238013,2113289],[1239133,1881195],[1244031,1886048],[1244101,2117549],[1246297,2325320],[1246614,2325397],[1253335,2331419],[1254677,2128029],[1254844,2127250],[1257071,2130539],[1257531,2130852],[1259092,2334882],[1259409,2334959],[1263305,1906282],[1266251,2136638],[1269326,2139878],[1271605,1911796],[1276503,1916649],[1287149,2155499],[1287248,1927329],[1287316,2356192],[1288924,2356937],[1289295,2357196],[1290802,2158815],[1291961,2159696],[1296388,1938046],[1298049,2163956],[1308625,2174436],[1308724,1948175],[1308792,2173657],[1310518,1951059],[1327491,2385634],[1327808,2385711],[1328928,2191780],[1332501,1970137],[1334727,1971608],[1335098,1727328],[1337725,2197755],[1338884,2391825],[1340004,2199498],[1343117,2202092],[1343577,2202405],[1345138,2395747],[1345455,2395824],[1349351,1986310],[1352297,2208191],[1354493,1989074],[1355613,2211491],[1355984,1990051],[1360876,2405229],[1361996,1995115],[1365569,2218765],[1367130,1999461],[1367447,2219890],[1368250,1758777],[1368567,2000685],[1375486,2414846],[1375857,2415105],[1377364,2227791],[1378523,2228672],[1382950,2016165],[1384611,2232932],[1386871,2236067],[1388011,2020386],[1388471,2423552],[1388842,2423811],[1393041,2024641],[1398427,2244307],[1401108,1790489],[1401425,2029858],[1410222,2253333],[1411381,2437800],[1412501,2039934],[1415808,1545230],[1417399,2044787],[1417469,2443147],[1419169,2443878],[1420289,2262022],[1422167,2263147],[1426063,2054411],[1432084,2271048],[1433243,2271929],[1434363,2059925],[1439261,2064778],[1439331,2276189],[1449907,2286669],[1450006,2075458],[1450074,2285890],[1457380,2291796],[1457840,2469713],[1458211,2469972],[1458946,2292820],[1460824,2293945],[1465360,1852317],[1467586,2298185],[1469147,2475317],[1469464,2475394],[1470267,2090976],[1470584,2300098],[1471743,2300979],[1473677,2302483],[1474817,2096520],[1475277,2478600],[1475648,2478859],[1479847,2100775],[1486143,2104195],[1491009,2487197],[1491326,2487274],[1492129,1876101],[1492446,2108985],[1496019,2112096],[1497139,2318359],[1497510,2113073],[1498245,2113567],[1498616,1882998],[1501243,2320983],[1502402,2493388],[1505723,1898204],[1505975,2495896],[1507095,2325633],[1508973,2326758],[1512869,2128269],[1516908,2333468],[1518521,2132810],[1519001,2503717],[1525304,2338451],[1528877,2139566],[1531103,2141037],[1531474,1913599],[1534101,2344426],[1535260,2512351],[1536380,2346169],[1539953,2349076],[1541514,2516273],[1541831,2516350],[1542634,1670047],[1542951,2151177],[1545727,1674294],[1551529,2160642],[1551989,2358162],[1556559,2164897],[1558372,2164544],[1561945,2365436],[1563506,2168890],[1563823,2366561],[1564626,1945048],[1564943,2170114],[1573740,2374462],[1574899,2375343],[1576019,2180190],[1579326,1707602],[1580917,2185043],[1580987,2379603],[1583923,2543470],[1583988,2383365],[1588059,2384981],[1588539,2545140],[1589618,2191468],[1590738,2386579],[1599122,2549669],[1599493,2549928],[1600228,2392038],[1600599,2199282],[1602106,2393163],[1603470,2394333],[1605083,2204363],[1605563,2552830],[1611866,2399316],[1620138,2404418],[1620598,2560043],[1620969,2560302],[1621704,2215274],[1622075,1995878],[1623582,2406567],[1627039,2219578],[1628118,2001874],[1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] cell #2822 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1115609],[1236631],[1307436],[1328705],[1365616],[1431861],[1448718],[1458993],[1525081],[1548826],[1561992],[1573517],[1611643],[1654223],[1655831],[1669132],[1702372],[1739544],[1741152],[1780111],[1782612],[1795358],[1815186],[1863232],[1865733],[1896822],[1901606],[1902970],[1918428],[1934670],[1937171],[1981634],[1982998],[2012789],[2015290],[2019945],[2021546],[2049735],[2051099],[2096079],[2097680],[2111022],[2123593],[2124957],[2132447],[2160201],[2161461],[2161802],[2193564],[2204000],[2217135],[2229177],[2230437],[2230778],[2263617],[2264459],[2294469],[2301882],[2310370],[2316203],[2327228],[2328070],[2359680],[2377108],[2383536],[2387386],[2393687],[2401676],[2417589],[2435735],[2461923],[2468189],[2473219],[2477069],[2484022],[2514213],[2538115],[2543670],[2548145],[2580244],[2584094],[2613940],[2641812],[2694680], 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] cell #2823 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [213317,774206],[247928,848064],[281699,916165],[304133,958926],[324900,996193],[341595,1026794],[343634,1283836],[343860,1031665],[347198,1037669],[347253,1037793],[366819,1073493],[372206,1079237],[392195,1113485],[396311,1120790],[396366,1120914],[411158,1145197],[414686,1411960],[416927,1155754],[421057,1162820],[431925,1182464],[433964,1446594],[434190,1187335],[437695,1192800],[449148,957081],[451204,1210986],[451259,1211110],[466114,1232848],[471501,1238592],[476105,1248141],[487345,1265320],[492732,1271064],[496629,1281991],[508366,1559778],[508592,1299513],[512721,1305312],[516249,1575478],[516837,1312617],[516892,1312741],[518490,1315869],[521934,1321587],[531745,1333180],[533626,1335448],[537342,1340372],[545254,1351366],[548105,1355172],[553752,1361455],[559558,1111640],[561614,1373358],[561669,1373482],[569231,1645824],[569457,1386075],[571548,1388030],[577195,1656672],[583001,1143352],[585057,1406216],[585112,1406340],[593951,1680075],[595833,1428973],[599967,1428078],[600435,1429211],[605354,1433822],[609251,1444749],[609958,1443371],[615566,1192129],[625348,1463243],[627521,1205947],[628046,1466039],[635159,1474836],[640806,1741993],[643063,1485105],[644771,1486822],[649863,1232082],[652874,1496698],[654755,1498966],[658471,1503890],[658521,1502981],[660367,1764380],[662249,1515779],[666383,1514884],[666851,1516017],[668605,1517963],[670313,1777038],[675405,1527103],[678416,1529556],[680297,1531824],[684013,1536748],[691925,1547742],[691980,1547866],[693068,1806208],[693776,1550663],[694776,1551548],[694952,1558653],[700423,1557831],[706229,1303467],[708285,1569734],[708340,1569858],[716128,1064074],[723643,1844513],[724633,1590297],[727799,1332509],[729972,1595885],[730061,1335176],[732670,1598681],[735482,1352261],[737581,1604525],[739289,1860159],[744381,1613665],[746736,1354501],[747869,1616321],[748577,1356334],[753488,1622425],[756518,1626001],[758226,1627718],[758691,1368319],[759216,1628797],[763318,1372592],[764621,1887844],[765329,1636709],[766329,1637594],[766505,1644699],[771976,1643877],[775339,1900104],[776047,1649625],[783988,1658473],[786161,1401177],[786686,1661269],[793799,1670066],[795680,1672334],[799396,1677258],[799446,1928264],[800570,1929028],[800694,1679988],[801703,1680335],[802547,1687930],[803411,1682052],[808503,1427312],[811514,1691928],[813395,1694196],[817111,1699120],[817161,1698211],[820889,1183359],[825023,1710114],[825078,1710238],[825491,942048],[832776,1965410],[833484,1718525],[833816,1718733],[835524,1720450],[840027,1465368],[842200,1726770],[843908,1975133],[844898,1729566],[845074,1481941],[849197,1980132],[849905,1734946],[858939,1486151],[859063,1226689],[863899,1994070],[864364,1492198],[864889,1750412],[868055,1496027],[869188,1754960],[869896,1497860],[870228,1756000],[870317,1498694],[872926,1758796],[876704,2007147],[876828,1764293],[877837,1764640],[878681,1772235],[879545,1766357],[884637,1514118],[888112,2018882],[888236,1776951],[894062,1782124],[897228,1528885],[899401,1787712],[899490,1531552],[902099,1790508],[904911,1266215],[907010,1796352],[908718,2038889],[909183,1542703],[909708,1799148],[911589,1285677],[913810,1805492],[915127,1806754],[917298,1808148],[918006,1552710],[922917,1814252],[925947,1817828],[927655,1819545],[928120,1564695],[928645,1820624],[932747,1568968],[934758,1057379],[935758,1829421],[935934,1311492],[937639,1831689],[941355,1836613],[941405,1835704],[944168,2077926],[944242,1839726],[949207,2081340],[949331,1844426],[950286,1589626],[951419,1845763],[953928,1604178],[960059,2089654],[960767,1854204],[961099,1854412],[961807,1600949],[961943,1612120],[962807,1856129],[966231,2095016],[966355,1860072],[972181,1865245],[976549,1356062],[980905,2107369],[981613,1874195],[981945,1874403],[982034,1622153],[983653,1876120],[987077,1627047],[987201,1367199],[988156,1628126],[990329,1882440],[992037,2117092],[995155,1888390],[997326,1889784],[998034,1638756],[1002945,1895888],[1007150,1900650],[1012214,1138502],[1012546,1905004],[1014254,1906721],[1015205,1907883],[1018757,1660598],[1020930,1913041],[1022638,2144562],[1023628,1915837],[1023804,1395135],[1027927,2149561],[1028635,1921217],[1028967,1921425],[1029056,1672062],[1031140,1415137],[1043094,1687428],[1043619,1936683],[1046785,1691257],[1047918,1941231],[1048626,1693090],[1048958,1942271],[1049047,1693924],[1051656,1945067],[1055558,1182523],[1056567,1950911],[1057411,1442098],[1058275,1952628],[1058740,1705075],[1059265,1953707],[1061146,1448435],[1063367,1709348],[1066153,2187445],[1066227,1713354],[1066425,1961787],[1068454,1717346],[1071349,1965956],[1076070,1732720],[1077251,2194664],[1077325,1970346],[1082290,2198078],[1082414,1975046],[1083369,1728895],[1083493,1470336],[1084502,1976383],[1085210,1730728],[1088786,1980678],[1093850,1222807],[1094182,1985032],[1095890,1986749],[1096841,1987911],[1098727,2211024],[1098801,1989283],[1103766,2214438],[1103890,1993983],[1104845,1749741],[1105978,1995320],[1110262,1497588],[1114618,2222752],[1115326,2003761],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] cell #2824 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [213221,774359],[226151,1037939],[247832,848217],[263593,1121060],[281603,916318],[282347,1162973],[304037,959079],[305873,1211256],[324804,996346],[325548,1248294],[341499,1026947],[347102,1037822],[357260,1312887],[366723,1073646],[370741,1081479],[371059,1335520],[374074,1340525],[392099,1113638],[393935,1373628],[396215,1120943],[411062,1145350],[412898,1406486],[431829,1182617],[432573,1443524],[437649,1192879],[447489,1465876],[447526,959268],[447865,1466118],[451108,1211139],[466018,1233001],[470036,1240834],[470354,1499038],[473369,1504043],[487249,1265473],[491267,1273306],[491585,1531896],[494600,1536901],[499221,1030880],[499448,797406],[501057,1548012],[512625,1305465],[514461,1570004],[516741,1312770],[522078,1321597],[531699,1333259],[532923,1595895],[533146,1596302],[545158,1351519],[548059,1355251],[552998,1362591],[553316,1622497],[557899,1628634],[557936,1113827],[558275,1628876],[561518,1373511],[571502,1388109],[581342,1661106],[581379,1145539],[581718,1661348],[584961,1406369],[588979,1151691],[589297,1672406],[590236,910886],[592312,1677411],[599871,1428231],[603889,1436064],[604207,1694268],[607222,1699273],[611843,1186550],[612070,939365],[613679,1710384],[615719,1452548],[625492,1463253],[627261,1724715],[635113,1474915],[643207,1485115],[644725,1486901],[648992,1750249],[649029,1233190],[649368,1750491],[652828,1496777],[654052,1756010],[654275,1756417],[657767,1504117],[666287,1515037],[668749,1517973],[678370,1529635],[679594,1787722],[679817,1788129],[688210,1798985],[688247,1027136],[688586,1799227],[690190,1546399],[691829,1547895],[694730,1551627],[699669,1558967],[699987,1814324],[700915,1298728],[701142,1045434],[704570,1820461],[704607,1305654],[704946,1820703],[708189,1569887],[712207,1311806],[712525,1831761],[713464,1060443],[715540,1836766],[716079,1063916],[724587,1590376],[727952,1593830],[732624,1598760],[737725,1604535],[746889,1615306],[748013,1616331],[748523,1356406],[752785,1874413],[753008,1874820],[756662,1626011],[758180,1627797],[758431,1880385],[762484,1373700],[766283,1637673],[771222,1645013],[771540,1895960],[772468,1385290],[772695,1128555],[782320,1395449],[782638,1907955],[784132,1658483],[785901,1910986],[793753,1670145],[794977,1921435],[795200,1921842],[797030,1675066],[801419,1419927],[801847,1680345],[803365,1682131],[803497,1170010],[807632,1936520],[807669,1428420],[808008,1936762],[809052,1170172],[811468,1692007],[812692,1942281],[812915,1942688],[816407,1699347],[820041,1182227],[821308,1953544],[821345,1182806],[821684,1953786],[823288,1708771],[824927,1710267],[825671,942124],[833960,1718743],[835478,1720529],[842344,1726780],[844852,1729645],[856178,1482255],[856496,1987983],[857334,1989293],[859092,1744571],[859209,1486659],[864104,1994305],[868208,1753945],[869332,1754970],[869842,1497932],[872880,1758875],[877553,1506733],[877981,1764650],[879499,1766436],[879631,1255331],[883766,2014639],[883803,1515226],[884142,2014881],[885186,1255493],[888961,1519759],[894016,1782203],[895096,1263977],[895501,2026047],[895538,1265662],[895877,2026289],[897381,1785657],[902053,1790587],[907154,1796362],[908923,2039124],[911109,1801836],[915110,1549841],[915928,1289717],[917157,1297664],[917442,1808158],[917952,1552782],[922214,2053143],[922437,2053550],[924597,1827497],[926091,1817838],[927609,1819624],[927860,2059115],[931913,1570076],[935102,1310507],[935712,1829500],[935844,1058361],[936936,2069564],[937159,2069971],[938989,1834421],[940651,1836840],[945376,1839736],[950056,1589297],[950439,1844748],[951563,1845773],[961243,1854422],[961753,1601021],[962761,1856208],[962893,1095976],[967080,1606321],[972135,1865324],[973215,1350023],[973620,2102181],[973657,1351708],[973996,2102423],[974803,2103627],[976702,1616738],[983607,1876199],[987230,1879395],[987347,1627555],[990473,1882450],[995138,1635887],[995956,1376279],[997185,1384226],[997470,1889794],[997980,1638828],[1002242,2127001],[1002465,2127408],[1004625,1635670],[1006923,2133868],[1007133,1648803],[1007951,1389264],[1012690,1905014],[1013598,1393030],[1014208,1906800],[1014340,1149164],[1014502,2137719],[1014725,2138126],[1021074,1913051],[1023582,1915916],[1034908,1677485],[1035427,1679320],[1035559,1419685],[1036064,2158722],[1037520,1427929],[1042834,2163734],[1044653,1426735],[1045058,1948947],[1046938,1940216],[1048062,1941241],[1048572,1693162],[1051610,1945146],[1056426,1183456],[1056506,1441107],[1056711,1950921],[1058229,1952707],[1058480,2179380],[1060666,1956395],[1062533,1710456],[1066497,1961797],[1067363,1961668],[1071332,1717703],[1072150,1458633],[1078459,1970356],[1083139,1728566],[1083522,1975368],[1083639,1729403],[1084361,1221854],[1084646,1976393],[1085156,1730800],[1088559,2205421],[1088769,1734124],[1089587,1476070],[1094326,1985042],[1095234,1479836],[1095844,1986828],[1096138,2209272],[1096361,2209679],[1104615,1749412],[1106122,1995330],[1110415,1755377],[1117320,2005765],[1118548,1763625],[1118680,1506491],[1119185,2227698],[1120641,1514735],[1125955,2232710],[1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] cell #2825 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [138020,1038148],[164840,1121269],[178203,1163194],[195483,1211465],[210153,1248515],[213267,776481],[225974,1039983],[233333,1313096],[244134,1335587],[246436,1340746],[247878,850339],[261745,1373837],[263416,1123104],[276223,1406695],[281649,918440],[290893,1443745],[302892,1465736],[303184,1466193],[304083,969585],[305696,1212221],[321106,1499105],[323408,1504264],[324850,998468],[337801,1531963],[340103,1537122],[341545,792193],[345038,1548221],[355412,1570213],[357083,1314931],[366769,1074728],[368536,1333334],[370389,1595901],[370659,1596165],[370787,1092309],[387175,1622564],[390954,1628494],[391246,1628951],[392145,1124144],[393758,1374593],[409917,1660966],[410209,1661423],[411108,891466],[412721,1407451],[416251,1672473],[418553,1677632],[428131,1694335],[430433,1699494],[431875,934152],[435368,1710593],[439521,1192954],[444657,1463259],[447112,1724709],[447407,969764],[465505,1750109],[465797,1750566],[466064,1234083],[467831,1496852],[469684,1756016],[469954,1756280],[470082,1251664],[487295,1011608],[489062,1529710],[490915,1787728],[491185,1787992],[491313,1010673],[498076,1798845],[498368,1799302],[499267,796653],[499662,1545289],[500880,1285071],[507701,1814391],[511480,1820321],[511772,1820778],[512671,1041023],[514284,1570969],[517814,1831828],[520116,1836987],[520509,1319924],[524101,1321603],[525528,1590451],[530139,1593824],[545204,1093244],[549931,1355326],[552646,1874419],[552916,1874683],[553044,1363702],[555067,1626017],[557522,1880379],[557817,1124323],[568566,1896027],[573374,1130543],[578128,1908022],[578510,1658489],[580965,1910980],[581260,891645],[586774,1410078],[588627,1921441],[588897,1921705],[589025,906177],[590423,1673936],[590715,689918],[599358,1936380],[599650,1936837],[599917,1167278],[601684,1692082],[603537,1942287],[603807,1942551],[603935,1166343],[609632,1443062],[610698,1953404],[610990,1953861],[611889,938612],[612284,1707661],[613502,1447829],[614110,1190624],[617841,1452542],[618916,1718749],[628942,1729720],[636985,1214848],[641739,1988050],[642409,1989299],[645230,1485121],[646657,1486976],[648615,1994299],[648910,1234262],[651268,1753939],[657813,1505228],[665774,2014499],[666066,2014956],[666333,1252599],[670772,1257526],[672199,1782278],[673129,1533957],[675786,1526522],[676141,2025907],[676433,2026364],[676810,1785651],[685378,1539948],[687833,2039118],[688128,792372],[689520,796948],[689790,1800716],[696602,1290658],[699317,2053149],[699587,2053413],[699715,1295893],[700961,1044681],[701356,1816627],[701738,1817844],[704193,2059109],[704488,1041202],[710002,1573596],[710490,1573065],[710988,1313512],[711855,2069570],[712125,2069834],[712253,1055734],[713651,1833291],[713943,823016],[719162,1839742],[720997,1844742],[731149,1854428],[739748,1343572],[741175,1865399],[742105,1337581],[744762,1613084],[745117,2102041],[745409,2102498],[746072,2103621],[748404,1356473],[749011,1615300],[750086,1616337],[760112,1627872],[762365,1374772],[768155,1377220],[770870,2127007],[771140,2127271],[771268,1382455],[772514,1127802],[772909,1898263],[775130,2132220],[777556,1905020],[778546,1662811],[779973,1655910],[781391,1655379],[781889,1407111],[781968,2137725],[782238,2137989],[782366,1135778],[787582,1915991],[801049,2158728],[801465,1161149],[803870,1420284],[805297,1422023],[806227,1696329],[807255,2163728],[807550,1167457],[808884,1688894],[809239,1938327],[809531,924325],[809908,1940210],[816453,1700458],[818476,1702320],[819183,1443284],[819406,1702346],[820931,2179374],[821226,934331],[822618,938907],[822888,1955275],[828794,1961662],[836420,1460680],[839427,1970362],[841262,1975362],[848988,2203773],[851414,1985048],[852404,1467581],[853831,1741231],[855249,1740700],[855747,1211881],[855826,2209278],[856096,2209542],[856224,1220083],[859418,1486519],[861253,1744565],[869723,1497999],[871405,1754976],[877183,2227704],[877599,1246470],[880004,1507090],[881431,1508829],[882361,1501099],[883389,2232704],[883684,1252778],[885018,1773199],[885373,2016446],[885665,1004353],[886574,2236203],[887843,1777941],[887905,2237552],[888591,2018472],[889007,1259265],[890426,2023472],[892541,1782560],[894238,1536661],[894461,1782586],[895124,2242650],[895419,1011787],[900578,2033158],[910604,2044129],[915040,1288919],[915501,2262261],[917089,2047264],[917833,1291829],[919515,1551984],[920505,1822166],[921932,1815265],[923350,1814734],[923848,1038564],[923927,1044976],[924197,2055312],[929541,1819699],[931794,1571148],[934894,1573994],[940697,1578831],[949686,2293858],[950102,1327664],[952596,1590733],[956077,2085906],[961634,1601088],[963703,1601962],[964693,2302619],[965962,1861062],[966024,2303968],[966710,2094606],[967126,1345311],[968545,2099606],[970660,1865681],[972357,1340285],[972580,1865707],[973243,2309066],[973538,1093423],[976923,1616601],[984549,1623438],[987556,1627415],[989391,1879389],[995068,1375481],[995529,2325872],[997117,2121122],[997861,1378391],[999543,1638030],[1000533,1630339],[1001960,1896901],[1003378,1896370],[1003876,1121685],[1003955,1128097],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] cell #2826 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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879],[1755695,2003664],[1758055,1768830],[1772626,2234460],[1776537,2023732],[1785414,1785485],[1804338,2260002],[1806387,2057379],[1825814,2277717],[1838994,1839049],[1840949,1840951],[1844012,1845002],[1854107,1855147],[1859658,2099866],[1868263,1868323],[1869682,2107548],[1871115,1871186],[1875379,1876408],[1878649,1888023],[1879649,2116591],[1900283,2135948],[1908117,1908119],[1921120,2155196],[1941966,2173093],[1958897,2381131],[1960762,1960764],[1962520,1962580],[1965589,1966519],[1974632,1975622],[1980311,2207501],[1988551,1988606],[1990506,1990508],[1999248,2222931],[2032837,2033877],[2038388,2258506],[2058379,2275231],[2078683,2078738],[2086764,2086824],[2089833,2090763],[2102721,2102723],[2144061,2145051],[2149740,2354172],[2168677,2369602],[2187863,2187865],[2195421,2195476],[2245404,2245464],[2248473,2249403],[2296181,2296183],[2342092,2342147],[2430034,2430036] ] cell #2827 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [774373,1647878],[797212,1674676],[803146,1681603],[848231,1733199],[879280,1765908],[910864,1800636],[916332,1807233],[917675,1808299],[939171,1834031],[959093,1852457],[959246,1852611],[962542,1855680],[996360,1888869],[997703,1889935],[1026961,1919470],[1027114,1919624],[1030894,1923480],[1037836,1930942],[1045240,1939067],[1058010,1952179],[1060421,1955195],[1073660,1967365],[1079849,1972266],[1081493,1973632],[1084879,1976534],[1113652,2002014],[1113805,2002168],[1117101,2005237],[1120957,2009061],[1128361,2017186],[1145364,2031187],[1145517,2031341],[1148813,2034410],[1151705,2037388],[1165846,1815474],[1170150,2055232],[1182631,2067599],[1182784,2067753],[1183974,2068665],[1186564,2071609],[1192893,2078095],[1205882,1850973],[1206260,2087628],[1211153,2091609],[1233015,2109324],[1233168,2109478],[1239204,2114225],[1240848,2115591],[1244234,2118493],[1251167,1897110],[1255471,2129090],[1265487,2136794],[1265640,2136948],[1271676,2141695],[1273320,2143061],[1276706,2145963],[1287452,2155729],[1289695,2158129],[1293284,1937065],[1298742,2165725],[1305479,2171443],[1305632,2171597],[1308928,2174666],[1311820,2177644],[1312784,2178490],[1319936,1450701],[1320188,1450886],[1321722,2187293],[1333273,2194833],[1334668,2195745],[1335094,1972084],[1342292,1741440],[1351533,2208347],[1351686,2208501],[1355265,2211193],[1356384,2211930],[1362067,2215932],[1362605,2216368],[1368254,2000530],[1368632,2220726],[1373525,2224707],[1373678,2224861],[1376257,2227105],[1379846,2015184],[1385304,2234701],[1388123,2236735],[1389242,2237472],[1395463,2241910],[1401112,2029703],[1401490,2246268],[1406383,2250249],[1412572,2255150],[1417602,2259418],[1419399,2047053],[1419941,2261724],[1423477,2054109],[1428245,2267964],[1428398,2268118],[1434434,2272865],[1436078,2274231],[1439464,2277133],[1443074,1572633],[1446397,1573805],[1450210,2286899],[1452648,2077732],[1458611,2292548],[1463378,2295611],[1465298,2087074],[1471946,1865627],[1474929,2303151],[1476048,2303888],[1482269,2308326],[1485240,2310521],[1486373,2104479],[1486915,2311454],[1492133,2108830],[1492511,2315056],[1496791,2318061],[1497910,2318798],[1498186,2318973],[1498612,2114043],[1504131,2323236],[1506205,2120911],[1506747,2325335],[1510283,2127967],[1515051,2331575],[1515204,2331729],[1518098,2333964],[1519231,2132009],[1519773,2334897],[1526534,1653841],[1529649,2341504],[1531044,2342416],[1531470,2141513],[1538668,1656119],[1542638,2151022],[1543016,2351037],[1545301,1925433],[1547909,2355018],[1548062,2355172],[1549966,2356931],[1549982,2158035],[1551641,2357864],[1552760,2358601],[1558443,2362603],[1558981,2363039],[1564630,2169959],[1565008,2367397],[1569901,2371378],[1570054,2371532],[1573427,1701435],[1576090,2376279],[1576222,1702266],[1581120,2380547],[1588769,2191024],[1589311,2385649],[1590390,2386281],[1593436,1978952],[1593930,2194470],[1598774,2391029],[1599893,2391766],[1600999,2392477],[1602296,1986008],[1604660,2394829],[1605793,2203562],[1606335,2395762],[1613096,1739162],[1615406,2210830],[1616456,2402315],[1616472,2211781],[1621369,2405170],[1621645,2405345],[1622071,2215750],[1626136,2408233],[1627269,2219862],[1627811,2409166],[1628056,2220172],[1636012,2414840],[1636028,2227011],[1637687,2415773],[1638806,2416510],[1644489,2420512],[1645027,2420948],[1648928,2423546],[1648944,2237378],[1655741,1780596],[1657284,2428753],[1658608,2429464],[1660528,2245714],[1667176,1782506],[1670159,2437004],[1671278,2437741],[1671554,2437916],[1671980,2254968],[1674298,2042447],[1677499,2442179],[1679420,2261363],[1680470,2444374],[1682145,2445307],[1687363,2267470],[1687741,2448909],[1688906,1813196],[1692021,2451914],[1693140,2452651],[1693416,2452826],[1693842,2272683],[1699361,2457089],[1702692,1827855],[1705010,2282192],[1705388,2461447],[1705513,1828680],[1707673,2073562],[1710281,2465428],[1710434,2465582],[1715294,2081049],[1717828,2469707],[1717844,2292454],[1718868,2470260],[1720543,2471193],[1722361,2093913],[1726905,2474399],[1728038,2299342],[1728580,2475332],[1729117,2300070],[1729659,2475964],[1730778,2476701],[1734249,2478594],[1734265,2303794],[1741062,1863717],[1742605,2483801],[1743191,2484101],[1744671,2311091],[1748884,2314252],[1749426,2487212],[1749671,2314502],[1754045,2317698],[1755095,2490474],[1755111,2318649],[1758889,2492592],[1760008,2493329],[1763725,2324974],[1764775,2496392],[1766450,2497325],[1771668,2331081],[1772046,2500927],[1773211,1894832],[1776383,2334536],[1778087,1901565],[1782217,2506807],[1782932,1904115],[1784130,2340194],[1784508,2508278],[1785263,1898924],[1785757,2341141],[1790601,2511555],[1791720,2512292],[1792826,2513003],[1794123,1905980],[1796487,2515355],[1797620,2350233],[1798162,2516288],[1798407,2350483],[1801062,2153572],[1808283,2522841],[1813472,2525871],[1813898,2362421],[1815096,1935155],[1816639,2176327],[1817963,2528759],[1819096,2366533],[1819638,2529692],[1819883,2366843],[1829514,2536299],[1830633,2537036],[1830909,2537211],[1831335,2376097],[1833653,2182703],[1836854,2541474],[1839801,2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] cell #2828 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [343964,1545208],[416936,1673923],[434294,1707580],[449157,1465723],[481752,1257569],[496638,1798832],[499145,1800733],[508696,1816546],[518499,1833278],[520558,1581960],[534994,1596182],[539661,1343615],[559567,1628481],[569561,1898182],[583010,1660953],[587335,1921722],[594374,1420327],[599701,1938024],[600444,1938314],[609260,1953391],[611041,1703225],[611767,1955292],[613978,1450979],[629399,1467624],[649872,1750096],[656123,1756297],[660790,1507133],[666117,2016143],[666860,2016433],[675414,2025894],[676484,1783465],[681665,1788009],[686332,1539991],[693785,2047251],[695199,1291073],[695280,1038154],[699323,2054152],[700839,2055329],[706238,1820308],[710057,1573898],[710563,2069851],[711861,1828723],[725056,1590776],[744390,2102028],[745460,1866586],[748586,1872013],[753994,1874700],[760569,1630382],[763327,1884920],[765338,2121109],[766752,1377635],[766833,1121275],[770876,2128010],[772392,2129187],[776056,2132207],[780028,1656212],[781464,2138006],[781974,1906023],[788039,1662854],[801055,2158078],[801343,2158226],[802920,1163181],[807242,2164673],[808512,1936367],[814763,1942568],[818482,1702409],[819430,1702363],[820918,1950835],[828030,1715326],[833493,2191222],[845321,1470855],[845402,1211471],[849914,2203760],[853886,1741533],[855322,2209559],[855832,1986051],[859424,1486506],[859712,1992023],[865312,1750891],[869905,2001579],[875313,2004266],[877189,2227054],[877477,2227202],[879054,1248502],[883376,2233649],[884646,2014486],[886580,2017822],[888597,2237421],[888885,2237569],[892547,1782649],[894485,1782603],[895111,2024417],[913819,2260668],[915027,2261373],[915488,2261667],[918015,2050743],[921987,1815567],[923423,2053430],[929998,1822209],[932756,2063650],[934139,1828787],[936181,1574011],[936262,1313102],[943728,1841115],[949692,2292497],[949980,2292645],[955313,1593468],[957551,1335593],[960776,2299540],[961816,1852022],[962316,1340733],[964699,2093956],[966716,2303837],[967004,2303985],[970666,1865770],[972604,1865724],[973230,2100551],[976159,1870996],[976449,2105719],[976910,1616618],[981622,2314450],[987562,1627402],[987850,2115045],[993450,1633613],[993531,1373843],[995055,2324984],[995516,2325278],[998043,2124601],[1002015,1897203],[1003451,2127288],[1005466,2130497],[1006656,1901643],[1006760,1901597],[1007050,2334546],[1007511,2334840],[1011595,1906087],[1024051,1666085],[1024132,1406701],[1028644,2350431],[1032616,1414717],[1034052,2356230],[1035375,2356926],[1038442,2161452],[1042104,1937208],[1044042,1937162],[1048635,2171008],[1054043,2173695],[1057784,1443732],[1063376,2183915],[1065742,1452778],[1070855,2190255],[1071249,2385298],[1071710,2385592],[1076811,1722012],[1079435,1208348],[1079756,1466180],[1082775,2391715],[1083063,2391863],[1083854,1729250],[1084142,1973086],[1085219,2201409],[1087102,2202050],[1088292,1981671],[1088396,1981625],[1088686,2395411],[1089147,2395705],[1093231,1986115],[1098287,1990672],[1099246,1744801],[1104251,2405119],[1104539,2405267],[1109872,1753583],[1110162,2221102],[1110623,1755257],[1112110,1499111],[1115335,2412162],[1116875,1504251],[1118317,1774250],[1118496,2414835],[1121563,2230428],[1125225,2015327],[1127163,2015281],[1128726,2235797],[1129999,2019845],[1130530,2020256],[1130958,2423541],[1141584,1785295],[1143822,1531969],[1147047,2433393],[1148087,2030752],[1148587,1537109],[1152987,2437690],[1153275,2437838],[1156937,1544887],[1158875,1803964],[1158956,1548227],[1162326,2049772],[1162430,2049726],[1162720,2264359],[1167265,2054216],[1173833,1819229],[1174121,2273685],[1179721,1825440],[1179802,1570219],[1184314,2283241],[1188286,1578235],[1189722,2285928],[1192484,2467715],[1197188,2291754],[1197616,2469702],[1199602,1842466],[1203235,1594060],[1205507,1595792],[1205823,1337568],[1208452,2098260],[1208742,2474981],[1209203,2475275],[1209848,2088004],[1210309,1854709],[1211759,2301873],[1213031,2302213],[1214304,2095979],[1214835,2096390],[1215263,2478589],[1225097,1615536],[1230210,2313483],[1230604,2486861],[1231065,2487155],[1232552,1622570],[1236166,1877682],[1237125,1879625],[1238790,1370720],[1239111,1628938],[1242130,2493278],[1242418,2493426],[1244574,2324637],[1245040,1897861],[1247647,2123630],[1247751,2123584],[1248041,2327970],[1252586,2128074],[1257448,2132230],[1268638,1908283],[1271262,1403578],[1271583,1661410],[1274602,2512241],[1274890,2512389],[1275681,1915521],[1275969,2142515],[1277046,2348080],[1280119,1412158],[1280223,1919008],[1280513,2515937],[1280974,2516231],[1282461,1672479],[1285058,1674239],[1286726,2152071],[1287226,1677619],[1290114,2160101],[1290645,2160512],[1301699,1939854],[1301989,2367773],[1302450,1941528],[1303937,1694341],[1307162,2532688],[1308702,1699481],[1310144,1689945],[1313390,2377099],[1317052,1707259],[1318990,1958523],[1319071,1710599],[1321884,2543459],[1325847,2384711],[1328240,1963760],[1329961,2193601],[1330065,2193555],[1331999,2195297],[1332864,2547671],[1334765,1467503],[1337037,2205604],[1337996,2549658],[1339116,1975598],[1340272,2393587],[1343494,2203783],[1354856,2558045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] cell #2829 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [347267,1552403],[396380,1638449],[421042,1681772],[451273,1730421],[476090,1766077],[481679,1259877],[503566,1554321],[516906,1830276],[533640,1851171],[537327,1855849],[539588,1345923],[561683,1886091],[564431,1640367],[585126,1916692],[594301,1422635],[609943,1952348],[627794,1971900],[628031,1972297],[629326,1478729],[631834,1731233],[654769,2000728],[658456,2005406],[660717,1509441],[680311,2029901],[683998,2034579],[686259,1278434],[691994,2044830],[708354,2064821],[711102,1832194],[724983,1591964],[727417,1849286],[729813,2087119],[730288,1609111],[730339,2087297],[753502,2109028],[758964,2113859],[759201,2114256],[760496,1641487],[763004,1886903],[786434,2141329],[786671,2141726],[787966,1391923],[790474,1917504],[795694,2151220],[799381,2155898],[813409,2170157],[817096,2174835],[819357,1441192],[825092,2185086],[830182,1713607],[836892,1969988],[839893,2195762],[840198,1478900],[864637,2215566],[864874,2215963],[865239,1752079],[867673,1998843],[870069,2220217],[870544,1769226],[870595,2220395],[894412,1523532],[896846,2028016],[899242,2245759],[899717,1522549],[899768,2245937],[909456,2254784],[909693,2255181],[910988,1283702],[911603,2041984],[913496,1801921],[922931,2267668],[928393,2272499],[928630,2272896],[929925,1555441],[932433,2065633],[937653,2282390],[941340,2287068],[942062,1837822],[946045,1839368],[947719,2082865],[953524,2085587],[972531,1610094],[978311,1869277],[981786,2314547],[982261,1876804],[982312,2314725],[985021,2111947],[988022,2318990],[988327,1641658],[1002959,2331279],[1008912,1648329],[1015219,2340392],[1015622,2139417],[1018623,2342433],[1018928,1392094],[1026412,1919921],[1028808,2350528],[1029283,1408587],[1029334,2350706],[1031413,2152492],[1031650,1156070],[1043367,2362237],[1043604,2362634],[1043969,1685904],[1046403,2168272],[1048799,2366888],[1049274,1684921],[1049325,2367066],[1057393,1951716],[1059013,2375913],[1059250,2376310],[1060545,1446460],[1061160,2182240],[1063053,1956480],[1064059,1711563],[1068050,1961343],[1069211,2191319],[1080802,2199603],[1090548,1733650],[1096855,2401257],[1097511,2401999],[1100604,1988925],[1102278,1990372],[1104711,2405362],[1105016,1752250],[1108083,2218685],[1115974,2006370],[1126488,2420146],[1126725,2420543],[1127090,1770209],[1132316,1775451],[1133990,2241505],[1135096,2031638],[1138516,2025298],[1139146,2428387],[1139383,2428784],[1139795,2244227],[1150446,2037302],[1153447,2437933],[1153752,1278605],[1155595,1284007],[1156121,2256355],[1164582,1807684],[1168057,2448400],[1168532,1812668],[1168583,2448578],[1170274,1559644],[1170889,2269684],[1171292,2270587],[1174293,2452843],[1174598,1555612],[1182082,2068050],[1182958,2067585],[1183344,1830757],[1184478,2460938],[1184953,1572105],[1185004,2461116],[1187083,2283662],[1187320,1316185],[1193655,2289377],[1195573,2292740],[1206704,2299637],[1216621,1858572],[1218295,2307921],[1219401,1852908],[1222821,2101432],[1223451,2483435],[1223688,2483832],[1224338,2484466],[1226736,1870232],[1227405,2103302],[1228566,2104046],[1240157,2113394],[1242895,1887074],[1249903,1889320],[1253378,2500418],[1253853,1894304],[1253904,2500596],[1255595,1645690],[1256210,2333295],[1260712,2504127],[1261038,2337990],[1262158,2142975],[1263832,2137245],[1265814,2136780],[1266200,1917173],[1266294,2507769],[1266769,1653313],[1266820,2507947],[1272629,2346274],[1289338,2522525],[1289819,1679871],[1292431,1930010],[1294105,1931393],[1295211,2171894],[1296538,2525888],[1296843,1686075],[1298631,2165554],[1299261,2363871],[1299498,1429527],[1299910,2365356],[1307801,2175799],[1310561,2177558],[1311409,1951928],[1311936,2177483],[1313562,2537228],[1313867,1441363],[1315710,1446765],[1316236,2377484],[1323024,2382903],[1331111,1967816],[1334035,2388595],[1335953,2391958],[1346758,2553240],[1347084,2398855],[1348204,1973546],[1349878,2208798],[1351860,2208333],[1352246,1730902],[1352340,2556882],[1352815,1738634],[1352866,2557060],[1356027,1989975],[1357945,2211411],[1367246,1999798],[1369076,2219429],[1375900,2568608],[1376381,1764176],[1378993,2008129],[1380667,2009512],[1381773,2002465],[1383100,2571971],[1383405,1770380],[1385193,2234530],[1385823,2421780],[1386060,1516333],[1386914,2574512],[1388885,2423230],[1389366,1776834],[1390452,2238130],[1390455,2575249],[1390803,2426593],[1393084,2241824],[1395052,2034159],[1395579,2241749],[1396126,2578436],[1396431,1523703],[1401934,2433490],[1413525,2441774],[1419148,1806301],[1419568,2591491],[1421966,1808749],[1423470,2444288],[1423796,2048326],[1424916,2274145],[1426590,2268415],[1428572,2267950],[1428958,1552884],[1429052,1559949],[1429578,2450091],[1435387,2272034],[1438125,2065804],[1442044,2068439],[1449083,2073034],[1458254,2612594],[1458735,1844309],[1461333,2083184],[1464680,2472586],[1470383,2091313],[1472767,2092060],[1473720,2617713],[1475691,2478278],[1476172,1859955],[1477258,2304546],[1477261,2618450],[1477609,2481641],[1479890,2308240],[1481858,1855429],[1482385,2308165],[1482932,2621637],[1483237,1610265],[1486542,2104224],[1494629,2109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] cell #2830 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [481747,1257498],[499523,1545203],[539656,1343544],[590180,1673853],[594369,1420256],[612145,1707575],[629394,1467553],[629548,1465653],[660785,1507062],[686327,1539920],[686481,1798762],[689555,1800662],[695194,1551956],[695283,1291401],[701217,1816541],[713408,1833208],[725051,1590705],[732242,1596111],[760564,1630311],[760718,1628411],[766747,1638002],[766836,1377963],[772770,1898177],[788034,1662783],[788188,1660883],[793371,1921651],[802915,1421571],[805419,1938019],[808996,1938244],[819425,1702292],[819579,1953321],[822653,1955221],[828025,1713469],[845316,1729974],[845405,1471183],[865307,1750820],[865461,1750026],[872498,1756226],[879049,1508377],[881553,2016138],[885130,2016363],[894480,1782532],[894634,2025824],[901671,1787938],[915872,2047181],[919237,2054150],[923962,2055258],[929993,1822138],[930147,1820238],[935330,2069780],[936176,1829829],[936265,1574339],[942199,1581955],[943658,1839435],[955308,1849148],[957554,1596648],[962311,1601510],[963825,1866581],[972599,1865653],[972753,2101958],[976154,1869139],[977294,1870097],[983225,1874629],[993445,1885644],[993534,1633941],[993599,1884850],[995900,2121039],[999265,2128008],[1003990,2129116],[1006755,1899740],[1007895,2132137],[1013826,2137935],[1024046,1916245],[1024135,1666413],[1035703,2158076],[1036236,2158155],[1039679,2164674],[1044037,1937091],[1044191,1936297],[1051228,1942497],[1057779,1703607],[1060283,1703220],[1063860,1450982],[1065671,1713034],[1072094,2191152],[1076741,1970055],[1079218,1466020],[1079751,1725392],[1085401,1986049],[1088391,1979768],[1089531,2203690],[1095462,2209488],[1098217,1988992],[1099574,1745018],[1100107,1990234],[1109867,1998705],[1111007,1999663],[1112113,1756763],[1116870,1761625],[1116938,2004195],[1118824,2227052],[1119357,2227131],[1122800,2233650],[1127158,2015210],[1127312,2014416],[1129929,2018165],[1131286,2237419],[1131819,2237498],[1141579,2027878],[1143825,1788475],[1148582,1793337],[1150096,1783460],[1158870,2044383],[1158959,1804292],[1159024,2260598],[1160535,2261314],[1160697,2261668],[1162425,2047869],[1163565,2048827],[1169496,2053359],[1179716,2064374],[1179805,1825768],[1179870,2063580],[1182171,1573901],[1185536,1828721],[1197944,2292495],[1198477,2292574],[1199597,2082727],[1202737,2093954],[1203164,1848713],[1205437,1850394],[1205599,1596443],[1208447,2089290],[1209587,2299470],[1210693,2091178],[1211917,2100552],[1214234,2094299],[1215591,2303835],[1216124,2303914],[1225026,1868704],[1226179,2104113],[1226341,1869862],[1231449,2314380],[1232555,1875166],[1236096,2112014],[1237453,1879842],[1237986,2113256],[1238573,1628778],[1239106,1881062],[1245856,2324925],[1246018,2325279],[1247746,2121727],[1248886,2122685],[1254817,2127217],[1258651,2334487],[1258813,2334841],[1263921,1656215],[1268568,2139484],[1271045,1661250],[1271578,1911663],[1277228,1906021],[1280218,2149197],[1281358,2350361],[1282464,1922188],[1287221,1927050],[1287289,2356159],[1288891,2356883],[1290044,2158421],[1291934,2159663],[1301694,2168134],[1302834,2169092],[1303940,1943034],[1308697,1947896],[1308765,2173624],[1310651,1702477],[1314627,1950836],[1318985,2184639],[1319074,1958851],[1319139,2183845],[1324364,2190253],[1327050,2385239],[1327212,2385593],[1328170,2191386],[1330060,2192628],[1332021,2202051],[1334694,1724675],[1336967,2197361],[1338324,2391713],[1338857,2391792],[1339444,1975815],[1339977,2199465],[1341117,2200423],[1344697,2395352],[1344859,2395706],[1349967,1741536],[1355580,1989799],[1360316,2405117],[1360849,2405196],[1361436,1750393],[1361969,1994982],[1365536,1998270],[1366689,2219496],[1366851,1999428],[1367809,1999951],[1367971,1756558],[1370819,2222388],[1371959,2412092],[1375453,2414792],[1376606,2227397],[1378496,2228639],[1388438,2423498],[1393174,1782717],[1394827,2241367],[1397967,2017820],[1398394,2027443],[1400667,2029124],[1400829,1788270],[1403677,2247930],[1404817,2433323],[1405923,2249818],[1407147,2024418],[1409464,2252939],[1410821,2437688],[1411354,2437767],[1411941,1799129],[1412474,2039801],[1414720,1546343],[1421409,2262753],[1426679,1815570],[1427785,2053896],[1431326,2270654],[1432683,2058572],[1433216,2271896],[1433803,1820605],[1434336,2059792],[1441248,1828852],[1442976,2280367],[1444116,2281325],[1445222,2070317],[1449979,2075179],[1450047,2285857],[1452995,2467661],[1453063,2289892],[1455161,2291755],[1457807,2469659],[1458913,2082292],[1460066,2293551],[1462188,2302170],[1468706,2474922],[1468868,2475276],[1469826,2299704],[1469988,2090943],[1471716,2300946],[1475244,2478546],[1479980,1865838],[1481633,2307783],[1487882,2313481],[1490568,2486802],[1490730,2487156],[1491688,2108251],[1491850,1874961],[1493578,2315856],[1497106,2112821],[1498212,1880345],[1500485,2320589],[1501842,2493276],[1502375,2493355],[1504635,2323651],[1508215,2326364],[1513485,1897206],[1514591,2127754],[1520740,1899857],[1523588,1906152],[1524546,2338057],[1526436,2339299],[1527576,2138472],[1528397,2130498],[1531070,1910946],[1533343,2344032],[1534700,2512239],[1535233,2512318],[1535820,2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] cell #2831 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [481607,1257639],[503844,1291621],[539516,1343685],[564709,1378183],[594229,1420397],[595342,1421794],[627645,1467854],[629254,1467694],[632112,1471403],[660645,1507203],[661758,1508600],[686187,1540061],[690015,1284603],[695054,1552097],[711380,1574559],[724911,1590846],[730216,1598266],[730699,1596720],[734991,1601733],[758815,1630612],[760424,1630452],[763282,1634161],[766607,1638143],[786285,1663084],[787894,1662924],[790752,1666633],[796824,1413866],[819285,1702433],[820398,1703830],[823113,1447361],[827953,1713542],[840518,1725313],[840794,1725469],[845176,1730115],[864488,1751121],[865167,1750961],[870472,1758381],[870955,1756835],[875247,1761848],[894340,1782673],[899645,1790093],[900128,1788547],[904420,1793560],[909307,1540221],[910916,1544344],[913774,1804512],[924422,1560545],[928244,1822439],[929853,1822279],[932711,1825988],[936036,1829970],[938783,1577384],[943789,1839443],[955236,1849221],[956700,1850402],[957172,1850920],[972459,1865794],[976082,1869212],[977232,1870158],[982189,1875705],[982672,1875238],[988647,1880983],[988923,1881139],[992626,1885945],[993305,1885785],[1004450,1646591],[1006683,1899813],[1019248,1911584],[1019524,1911740],[1023906,1916386],[1029211,1669651],[1029694,1922260],[1033986,1927273],[1040685,1688928],[1043218,1937392],[1043897,1937232],[1044852,1689094],[1049202,1944652],[1049685,1943106],[1053977,1948119],[1058864,1702593],[1060473,1706716],[1063331,1959071],[1065812,1961413],[1076872,1970063],[1078892,1971598],[1088319,1979841],[1098348,1989000],[1099794,1990083],[1100035,1990307],[1105336,1994903],[1105612,1995059],[1109795,1998778],[1110945,1999724],[1111259,1999959],[1111731,2000477],[1115902,2005271],[1123806,1773233],[1126339,2015511],[1127018,2015351],[1127973,1773399],[1130060,2018173],[1138997,1782833],[1141507,2027951],[1142971,2029132],[1143443,2029650],[1154072,2039722],[1154348,2039878],[1156481,1802672],[1158730,2044524],[1161392,1806863],[1162353,2047942],[1163503,2048888],[1164877,1814523],[1168460,2054435],[1168943,2053968],[1170202,1815682],[1174918,2059713],[1175194,2059869],[1178897,2064675],[1179576,2064515],[1184881,1829006],[1185364,2070389],[1189656,2075402],[1190539,1319800],[1190721,1319958],[1199525,2082800],[1203305,2085657],[1208375,2089363],[1210631,2091239],[1212923,1613118],[1214365,2094307],[1223302,1865954],[1225167,2103372],[1226310,2104121],[1226564,2104330],[1231701,2108259],[1232173,2108777],[1236227,2112022],[1237673,2113105],[1237914,2113329],[1238247,2113557],[1246713,1888499],[1247674,2121800],[1248824,2122746],[1250198,1896159],[1253781,2128293],[1254264,2127826],[1255523,1897318],[1259508,1900759],[1266697,1906306],[1267180,2138544],[1268699,2139492],[1270719,2141027],[1280146,2149270],[1281610,2150451],[1282082,2150969],[1284327,1924882],[1289144,1929402],[1289747,1929626],[1290175,2158429],[1291862,2159736],[1293231,1936971],[1297163,2164332],[1297439,2164488],[1301622,2168207],[1302772,2169153],[1303086,2169388],[1303558,2169906],[1307729,2174700],[1312453,1441943],[1314187,2179978],[1314463,2180134],[1315633,1443096],[1316596,1957231],[1318166,2184940],[1318845,2184780],[1327907,1966065],[1328301,2191394],[1329988,2192701],[1337098,2197369],[1339664,2199314],[1339905,2199538],[1341055,2200484],[1341323,1740489],[1345554,1980787],[1352743,1986334],[1353226,2210097],[1353982,2210467],[1355721,2211481],[1361110,2215264],[1365677,2218755],[1366820,2219504],[1367074,2219713],[1370747,2222461],[1375706,2007521],[1376309,2007745],[1376737,2227405],[1378424,2228712],[1379793,2015090],[1383725,2233308],[1384001,2233464],[1388691,2019256],[1389294,2019480],[1394755,2241440],[1396096,1524283],[1396751,2243254],[1397027,2243410],[1398535,2244297],[1403605,2248003],[1405861,2249879],[1408153,1526556],[1409595,2252947],[1411615,2254482],[1414338,2042394],[1418532,2044684],[1419201,2046635],[1419346,2046844],[1421540,2262761],[1426931,2266899],[1427403,2267417],[1429938,2066384],[1431457,2270662],[1432903,2271745],[1433144,2271969],[1433477,2272197],[1442671,1572082],[1442904,2280440],[1444054,2281386],[1444368,2281621],[1444840,2282139],[1445428,1572854],[1447085,2073011],[1449011,2286933],[1454090,2289900],[1458060,2081714],[1458663,2081938],[1459054,2292810],[1460197,2293559],[1462826,1857964],[1469563,2090309],[1469957,2299712],[1470211,2299921],[1471644,2301019],[1471893,1865533],[1475497,2095390],[1476100,2095614],[1481561,2307856],[1482902,1610845],[1483557,2309670],[1483833,2309826],[1484576,2310189],[1491425,2108024],[1493506,2315929],[1497247,2318349],[1500616,2320597],[1504573,2323712],[1506007,2120493],[1506152,2120702],[1508346,2326372],[1513737,2330510],[1514209,2331028],[1516744,1887654],[1519033,2131591],[1519178,2131800],[1521034,2338694],[1524677,2338065],[1526131,1653290],[1526364,2339372],[1526722,2339623],[1527194,2340141],[1533474,2344040],[1536040,2345985],[1536281,2346209],[1537431,2347155],[1537699,1655168],[1541930,2150216],[1547387,2354648],[1549119,2155763],[1549812,2157680],[1550358,2357138],[155748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] cell #2832 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [668706,1517948],[690099,1801445],[737682,1604510],[796759,1923568],[801804,1680320],[823197,1956004],[842301,1726755],[842478,1724963],[877938,1764625],[907111,1796337],[907288,2039372],[910843,2041164],[917399,1808133],[917506,1552421],[924506,2056041],[938718,2071697],[942163,1837878],[951520,1845748],[959225,1850625],[990430,1882425],[990607,1880633],[997427,1889769],[997534,1638467],[1004534,2129899],[1021031,1913026],[1021208,1911234],[1027093,2150674],[1037896,1681757],[1043705,2165610],[1044787,2165813],[1056668,1950896],[1056845,2179628],[1059351,1951772],[1060400,2181420],[1063919,1711455],[1066454,1961772],[1084603,1976368],[1084710,1730439],[1106079,1995305],[1106256,1994553],[1113784,2000182],[1121017,1766062],[1126826,2234586],[1127908,2234789],[1137791,2024478],[1137968,2242904],[1139484,2025354],[1145496,2029355],[1161327,2261812],[1168075,2267844],[1170129,2268864],[1176701,2061155],[1176878,2059363],[1182230,1829681],[1182763,2281844],[1183698,2068499],[1183805,1830294],[1184496,2067479],[1192147,2077738],[1203947,2086016],[1206229,1851189],[1211213,1855834],[1222096,2100612],[1222273,2309320],[1223789,2101488],[1225809,2103731],[1226971,2104533],[1233147,2108482],[1243958,2118327],[1244065,1886109],[1244135,2117575],[1246648,2325423],[1253396,2331455],[1255450,2332475],[1258281,2131201],[1259443,2334985],[1263980,1906981],[1265619,2339846],[1266312,2136674],[1276430,2145797],[1276537,1916710],[1289356,2357232],[1289674,2357301],[1296523,2362796],[1297906,2164734],[1298083,2163982],[1305611,2169611],[1310579,1951322],[1312844,1952333],[1313547,2177401],[1321572,1961490],[1327842,2385737],[1332527,2194476],[1335159,1727389],[1335477,1972282],[1344327,2202754],[1345489,2395850],[1350026,1987009],[1351665,2400711],[1352358,2208227],[1354519,2210836],[1356045,1990077],[1356363,2211840],[1366319,2219114],[1367481,2219916],[1368601,2000746],[1373585,2005391],[1373657,2223865],[1375918,2415141],[1376236,2415210],[1383085,2420705],[1384468,2233710],[1384645,2232958],[1386932,2236103],[1387377,2236378],[1388903,2423847],[1389221,2423916],[1393102,2024904],[1396111,2241667],[1399177,2244656],[1401459,2029919],[1406443,2034564],[1417326,2259252],[1417433,2044848],[1417503,2443173],[1419195,2443885],[1419553,2444109],[1421039,2262371],[1422201,2263173],[1426738,2055110],[1428377,2267122],[1439188,2276967],[1439295,2064839],[1439365,2276215],[1441177,2067831],[1458272,2470008],[1458590,2470077],[1459696,2293169],[1463228,2085734],[1465386,2087080],[1465744,1852893],[1468336,2298534],[1469498,2475420],[1470618,2300124],[1473738,2302519],[1474183,2302794],[1475709,2478895],[1476027,2478964],[1479908,2101038],[1482917,2308083],[1485090,2103449],[1486169,2311097],[1486527,2104334],[1491360,2487300],[1492480,2109046],[1496045,2317704],[1497571,2113099],[1497889,2318708],[1498677,1883059],[1498995,2114241],[1506001,2495903],[1506359,2496127],[1507845,2325982],[1509007,2326784],[1513544,2128968],[1515183,2330733],[1517484,2333699],[1518582,2132940],[1519027,2503724],[1519385,2503948],[1523517,2137026],[1528903,2341147],[1531535,1913660],[1531853,2141711],[1540703,2349425],[1541865,2516376],[1542985,2151238],[1546402,1674645],[1547969,2155883],[1548041,2521237],[1549816,2521928],[1550895,2357507],[1552739,2358511],[1556620,2165160],[1562695,2365785],[1563857,2366587],[1564977,2170175],[1569961,2174820],[1570033,2370536],[1580844,2380381],[1580951,2185104],[1581021,2379629],[1588120,2385017],[1588565,2545147],[1588923,2545371],[1589644,2385924],[1591488,2386928],[1595870,1973399],[1598028,2390672],[1599554,2549964],[1599872,2550033],[1600660,2199308],[1600978,2392387],[1602140,2393189],[1604046,2394564],[1605144,2204493],[1605589,2552837],[1605947,2553061],[1610079,2208579],[1616306,2211558],[1621030,2560338],[1621348,2560407],[1622136,1995939],[1622454,2215948],[1625986,2218832],[1627065,2408809],[1627423,2219717],[1628144,2220178],[1628502,2002450],[1631094,2411156],[1632256,2565750],[1635673,2017155],[1635862,2568011],[1636941,2415416],[1638785,2416420],[1642666,2234136],[1646799,2422633],[1648314,2238196],[1648778,2574940],[1654926,2427022],[1658458,2244374],[1660616,2245720],[1660974,2031623],[1663566,2432387],[1664728,2582445],[1665848,2433977],[1669413,2436647],[1670939,2585920],[1671257,2585989],[1672045,1796971],[1672363,2255166],[1675138,1801127],[1680954,2264110],[1681399,2444950],[1685889,2268196],[1687710,2267686],[1691275,2451557],[1692801,2271739],[1693119,2452561],[1693907,2061789],[1694225,2272881],[1703075,2459835],[1704237,2460637],[1705357,2282408],[1708774,1834000],[1710341,2287053],[1710413,2464586],[1713312,2610219],[1713372,2468057],[1717214,2469442],[1717678,2611594],[1718718,2292887],[1719797,2470836],[1727834,2615417],[1728192,2615641],[1728913,2475607],[1729271,2299925],[1730757,2476611],[1732120,2477681],[1733635,2304612],[1734099,2618141],[1740247,2482070],[1748235,2486580],[1748680,2624336],[1749038,2624560],[1749759,2314508],[1750117,2109760],[1751603,2488491],[1754945,2318426],[1755985,2115358],[1758143,2492235],[1759669,2629153],[1759987,2629222],[1762255,2494752],[1762748,2129581],[1765259,2327721],[1765704,2496968],[1770194,2331807],[1772015,2331297],[1775304,2335073],[1781471,2506450],[1783315,2507454],[1784477,2340410],[1787697,2142828],[1789855,2511198],[1791381,2643631],[1791699,2643700],[1792487,2345979],[1792805,2512913],[1793967,2513715],[1797416,2646504],[1797774,2646728],[1798495,2350489],[1798853,1919906],[1801906,1923926],[1803727,2519868],[1807669,2359325],[1813963,2165368],[1814281,2362619],[1817813,2365503],[1818892,2529335],[1819250,2366388],[1819971,2366849],[1820329,2171879],[1822921,2531682],[1824083,2659417],[1827500,1939036],[1828768,2535942],[1830612,2536946],[1831400,1951530],[1831718,2376295],[1834493,1955686],[1839656,2668154],[1839711,2383432],[1839855,2543518],[1842779,2544723],[1846382,2387879],[1848991,2671058],[1849051,2548013],[1853357,2672433],[1854397,2392105],[1855476,2550792],[1858425,2395938],[1864592,2555563],[1866436,2556567],[1867598,2401275],[1868982,2678601],[1869042,2401544],[1872884,2559772],[1873348,2679976],[1874388,2216135],[1875467,2561166],[1879217,2229756],[1883504,2683799],[1883862,2684023],[1886427,2566941],[1886888,2235147],[1889305,2417234],[1895599,2234344],[1895917,2420528],[1899643,2575082],[1904989,2426740],[1906068,2577861],[1907594,2025112],[1907912,2428769],[1914105,2696157],[1914463,2696381],[1915184,2582632],[1915542,2433778],[1917028,2583636],[1920370,2698881],[1921410,2037155],[1926200,2441479],[1926518,2589095],[1927680,2589897],[1929863,2445483],[1936030,2448361],[1936388,2268400],[1937874,2595516],[1941216,2452279],[1942256,2273998],[1944414,2599260],[1945940,2709893],[1946258,2709962],[1948526,2601777],[1949019,2055723],[1951975,2603993],[1953054,2460899],[1953412,2068035],[1956465,2072055],[1967087,2295048],[1967801,2471943],[1970276,2720005],[1970331,2473115],[1970475,2613788],[1979671,2618283],[1985017,2481788],[1986096,2621062],[1987622,2101246],[1987940,2483817],[1989213,2726274],[1989268,2310266],[1989412,2622707],[1992336,2623912],[1998548,2729178],[1998828,2327727],[2002914,2730553],[2005033,2629981],[2007982,2497501],[2014149,2500379],[2014507,2332011],[2015993,2635756],[2018441,2503958],[2018585,2637185],[2020524,2136516],[2025557,2507730],[2025915,2137230],[2027721,2739551],[2027781,2641680],[2032087,2740926],[2033127,2512631],[2034206,2644459],[2043322,2649230],[2043680,2519669],[2045166,2650234],[2047772,2522070],[2053118,2362806],[2054197,2654833],[2057947,2160780],[2062234,2752292],[2062592,2752516],[2065157,2660608],[2065618,2166171],[2069539,2177411],[2075809,2666869],[2082570,2760261],[2082850,2387885],[2083037,2546589],[2089193,2672575],[2094575,2553071],[2094719,2674627],[2096658,2208069],[2101691,2556843],[2102049,2208783],[2111908,2416668],[2112235,2768581],[2112434,2682170],[2121630,2568153],[2126976,2420715],[2128055,2689444],[2130642,2574473],[2132946,2241490],[2137694,2241677],[2139705,2777134],[2139760,2580140],[2139904,2694528],[2149100,2699023],[2154446,2588813],[2155525,2701802],[2158697,2444119],[2158841,2703447],[2167977,2786307],[2168257,2264116],[2172343,2787682],[2174462,2710721],[2185422,2716496],[2187038,2610016],[2191280,2471377],[2191607,2794380],[2191806,2718980],[2192531,2611736],[2197637,2615651],[2197781,2720999],[2202195,2617674],[2204499,2307906],[2209247,2308093],[2222291,2730695],[2227673,2496137],[2227817,2732747],[2236172,2333709],[2237630,2337951],[2241210,2807061],[2247833,2741068],[2253215,2646738],[2253359,2743120],[2270548,2358759],[2270875,2815381],[2271074,2750663],[2286695,2757937],[2288922,2543218],[2291899,2669148],[2293827,2545381],[2293971,2760561],[2302588,2394574],[2304046,2398816],[2307626,2824977],[2315759,2680118],[2320865,2684033],[2321009,2769575],[2333475,2422775],[2338278,2831986],[2338477,2776109],[2344308,2696391],[2344452,2778128],[2368962,2787824],[2374488,2789876],[2385086,2469452],[2394340,2477823],[2399143,2846207],[2399342,2798234],[2404521,2727268],[2406449,2624570],[2406593,2800442],[2427824,2807361],[2454718,2752526],[2454862,2816375],[2469218,2544865],[2482872,2825277],[2486649,2559782],[2527119,2838048],[2559548,2624054],[2573202,2850624] ] cell #2833 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [208420],[261239],[289160],[319002],[322783],[354906],[359430],[364193],[388864],[419078],[426027],[429808],[434862],[440292],[467082],[484719],[501375],[509390],[515710],[519491],[524779],[542628],[574145],[575868],[586848],[592657],[600935],[608608],[614697],[637756],[639479],[671450],[673203],[673900],[685892],[699096],[709253],[740426],[742179],[742876],[770649],[773337],[779060],[779224],[791924],[806301],[806998],[847195],[852918],[853082],[882435],[883132],[886260],[891197],[921019],[921183],[948338],[964379],[969316],[984623],[1001047],[1001211],[1005134],[1035817],[1040754],[1070535],[1086770],[1102897],[1107669],[1118938],[1123875],[1131400],[1160804],[1196856],[1198058],[1215705],[1229890],[1233814],[1246125],[1258920],[1327319],[1338438],[1344966],[1354048],[1359228],[1360430],[1410935],[1454156],[1468975],[1490837],[1501956],[1534814],[1541342],[1595438],[1616914],[1631733],[1664205],[1697186],[1755553],[1787265],[1823560],[1855005],[1941824],[2033735],[2155054] ] cell #2834 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [151120],[158663],[193858],[202777],[207255],[219613],[227156],[236301],[244260],[254634],[260120],[261450],[264598],[274598],[279076],[283517],[287995],[301393],[306402],[313273],[321232],[323055],[323124],[326718],[329968],[337927],[343413],[344340],[348301],[353787],[355117],[358265],[371119],[374691],[376051],[394464],[397414],[408418],[413427],[416377],[417321],[417724],[420298],[428257],[430080],[430149],[433743],[434670],[435073],[447434],[447932],[449096],[451675],[470414],[473986],[475346],[491645],[495217],[496577],[499588],[499788],[501586],[514990],[517940],[518884],[519287],[519763],[519832],[528682],[530748],[532851],[533074],[535070],[553376],[557844],[558342],[559506],[562085],[581287],[581785],[582949],[585528],[587411],[589357],[590177],[592929],[592998],[600829],[604267],[607839],[612210],[612410],[614208],[618450],[624413],[627182],[629545],[648937],[649435],[649811],[651877],[653980],[654203],[656199],[667245],[677419],[679522],[679745],[681741],[686478],[688155],[688653],[690250],[700047],[701282],[704515],[705013],[706177],[708756],[710639],[712585],[713405],[716157],[716226],[719960],[721606],[726835],[749620],[752713],[752936],[754070],[755583],[758352],[760715],[771600],[772835],[781540],[782698],[783053],[785822],[788185],[794905],[795128],[796975],[807577],[808075],[808993],[810517],[812620],[812843],[814839],[819576],[821253],[821751],[823348],[829600],[830762],[841871],[855398],[856556],[857190],[860216],[861862],[864025],[865458],[867091],[875389],[883711],[884209],[885127],[891035],[894631],[895446],[895944],[896264],[908844],[911037],[915869],[922142],[922365],[923499],[924657],[925012],[927781],[930144],[936864],[937087],[938934],[945232],[947137],[958045],[969154],[972750],[973565],[974063],[974650],[977291],[977729],[978891],[990000],[993596],[995897],[1002170],[1002393],[1003527],[1004685],[1006868],[1007892],[1009492],[1014430],[1014653],[1020601],[1034128],[1035920],[1042755],[1044188],[1045003],[1045821],[1054119],[1058401],[1060594],[1067210],[1072091],[1078315],[1080220],[1088504],[1089528],[1091128],[1096066],[1096289],[1099791],[1101696],[1111004],[1112604],[1119041],[1125876],[1127309],[1128124],[1129456],[1130740],[1131503],[1133408],[1138534],[1144316],[1155425],[1159021],[1160921],[1162538],[1163562],[1170323],[1176271],[1179867],[1189798],[1198161],[1204703],[1209584],[1210690],[1213761],[1215045],[1215808],[1217713],[1222839],[1226565],[1231446],[1237670],[1239575],[1246242],[1247859],[1248883],[1255644],[1257016],[1257394],[1259037],[1270142],[1272047],[1281355],[1282955],[1290855],[1302831],[1304431],[1319136],[1326577],[1327436],[1330173],[1338541],[1339661],[1341114],[1343062],[1343440],[1345083],[1360533],[1367075],[1371956],[1377417],[1386310],[1399933],[1404814],[1405920],[1411038],[1412943],[1420152],[1432900],[1434805],[1444113],[1457325],[1460877],[1469092],[1470212],[1473116],[1490095],[1490954],[1502059],[1504632],[1506958],[1534917],[1536037],[1537490],[1541459],[1547446],[1563451],[1568332],[1587498],[1590601],[1620083],[1631850],[1664322],[1665442],[1676547],[1678000],[1697289],[1699862],[1712460],[1747613],[1803321],[1823677],[1837355], [50828,393565],[70194,472515],[80424,514091],[93279,555327],[94869,393219],[107800,606368],[109348,613309],[111907,619176],[123607,467735],[136942,692742],[140079,701998],[141669,513745],[143592,714686],[146642,525432],[160414,389455],[169036,777816],[176859,799828],[180736,601588],[183541,818736],[185131,612963],[188372,442533],[198336,851674],[215135,672103],[216062,892801],[221755,906551],[224549,692396],[228907,509981],[232587,709906],[249746,741079],[250673,970920],[269112,576386],[270056,1011047],[270459,779877],[277155,792802],[284444,1042358],[289746,609199],[309352,639997],[310296,1092683],[310699,853735],[327645,1125479],[332979,892075],[333179,675353],[340740,906075],[349245,1166717],[349648,921836],[379062,970194],[379262,744329],[398358,1252038],[398761,1001864],[401540,777090],[404306,1010571],[423309,1041632],[423509,808451],[453558,850948],[456324,1092207],[466976,1364076],[478357,1124753],[478557,884585],[481898,889389],[503103,919049],[505869,1166241],[539807,967508],[554611,1234692],[563968,999077],[566734,1251562],[594520,1038946],[595484,1040592],[622900,1075337],[650353,1363600],[660936,1122067],[661900,1123713],[695345,1165162],[725202,1201228],[735133,1212830],[746440,1485937],[766898,1250483],[820540,1315540],[829162,1322419],[845467,1341608],[904562,1408060],[936327,1445713],[956445,1464075],[1024197,1537984],[1142716,1659305] ] cell #2835 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [50829],[70197],[80425],[93282],[94866],[107803],[109349],[111910],[123604],[136943],[140082],[141666],[143595],[146639],[160354],[169039],[176862],[180733],[183544],[185128],[188312],[198339],[215132],[216065],[221758],[224546],[228847],[232584],[235456],[249743],[250676],[269052],[270059],[270456],[277152],[284447],[289686],[309292],[310299],[310696],[327648],[329123],[332976],[333119],[340672],[349248],[349645],[375206],[379059],[379202],[398361],[398758],[400632],[404238],[423306],[423449],[440900],[452650],[456256],[466979],[478354],[478497],[480919],[502195],[505801],[526187],[538828],[551310],[554608],[563060],[566666],[572173],[593541],[620027],[621062],[635784],[647316],[650285],[659957],[669903],[723233],[733295],[738879],[746304],[751197],[752232],[794424],[829026],[843498],[863489],[873551],[902724],[908308],[956309],[977155],[991627],[1022228],[1052281],[1110868],[1142580],[1177898],[1210554],[1302695],[1405784],[1547310] ] cell #2836 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [50830],[70196],[80426],[93281],[94865],[107802],[109350],[111909],[123603],[136944],[140081],[141665],[143594],[146638],[160353],[169038],[176861],[180732],[183543],[185127],[188311],[198338],[215131],[216064],[221757],[224545],[228846],[232583],[235455],[249742],[250675],[269051],[270058],[270455],[277151],[284446],[289685],[309291],[310298],[310695],[327647],[329122],[332975],[333118],[340671],[349247],[349644],[375205],[379058],[379201],[398360],[398757],[400631],[404237],[423305],[423448],[440899],[452649],[456255],[466978],[478353],[478496],[480918],[502194],[505800],[526186],[538827],[551309],[554607],[563059],[566665],[572172],[593540],[620026],[621061],[635783],[647315],[650284],[659956],[669902],[723232],[733294],[738878],[746303],[751196],[752231],[794423],[829025],[843497],[863488],[873550],[902723],[908307],[956308],[977154],[991626],[1022227],[1052280],[1110867],[1142579],[1177897],[1210553],[1302694],[1405783],[1547309] ] cell #2837 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [261259],[319719],[354926],[366409],[389351],[426744],[434882],[442429],[486935],[501395],[509877],[516427],[544844],[576282],[577373],[586868],[609095],[639893],[640984],[673223],[675249],[685316],[700601],[742199],[744225],[772154],[777046],[778484],[792116],[806321],[808347],[850904],[852342],[882455],[884481],[889608],[891389],[919005],[920443],[967727],[969508],[984643],[999033],[1000471],[1008553],[1039165],[1040548],[1040946],[1075293],[1090189],[1107093],[1122286],[1123669],[1124067],[1164223],[1165381],[1201447],[1212786],[1224889],[1234006],[1249544],[1250702],[1293746],[1315496],[1323575],[1330752],[1341827],[1354312],[1380308],[1408016],[1445932],[1454420],[1465231],[1472408],[1484069],[1538203],[1576684],[1584435],[1595702],[1660461],[1667638],[1723704],[1787529],[1909975], 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69005],[969110,1216282],[977952,1489673],[979110,1490867],[989956,1502533],[1002635,1253164],[1009711,1258950],[1012173,1014895],[1018095,1787295],[1020557,1535391],[1046044,1289149],[1053227,1571534],[1077985,1849451],[1080443,1599347],[1091347,1344996],[1093809,1096531],[1101919,1620823],[1112823,1631763],[1133631,1388696],[1142271,1910529],[1144535,1664235],[1155381,1411512],[1176227,1697763],[1188906,1448394],[1217936,1475502],[1239798,1759462],[1269812,2028181],[1272270,1791174],[1283174,1541372],[1285636,1288358],[1304650,1823590],[1413166,1670732],[1435028,1945733] ] cell #2838 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2839 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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443,1424594],[1182112,1184983],[1193346,1962035],[1195778,1717906],[1204628,1971219],[1206940,1728116],[1218325,1476202],[1227610,1747829],[1228802,1748962],[1240187,1760162],[1253883,1513426],[1261274,1519309],[1263862,1266799],[1270071,2028783],[1272659,1791874],[1300115,1550044],[1307831,1827382],[1333726,2086279],[1336158,1853585],[1347320,1605871],[1349908,1352845],[1358150,1873576],[1369312,1883786],[1391008,1649006],[1399858,2140648],[1402170,1914387],[1413555,1671432],[1435417,1946433],[1449113,1708656],[1477814,1734327],[1499676,2003142],[1530102,2244919],[1532534,2032315],[1543696,1797698],[1546284,1549221],[1565688,2062516],[1673044,1920598],[1694906,2172571] ] cell #2840 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [108153],[130978],[155369],[167636],[179554],[196936],[211504],[213229],[223862],[225756],[245134],[247840],[261965],[263198],[277676],[281611],[282491],[292244],[299560],[304045],[319124],[322106],[324812],[325692],[338801],[341507],[347110],[355632],[356865],[364315],[366731],[374218],[387622],[388376],[392107],[396223],[406585],[411070],[426149],[429131],[431837],[432717],[437657],[439804],[448700],[451116],[458603],[463610],[466026],[467136],[473513],[484841],[487257],[494744],[508148],[508902],[512633],[516749],[522153],[524833],[531707],[533854],[542750],[545166],[548067],[550214],[559110],[561526],[569013],[571510],[573657],[582553],[584969],[592456],[597463],[599879],[600989],[607366],[615789],[625567],[628247],[635121],[637268],[643282],[645962],[652836],[654983],[663879],[666295],[668824],[671504],[678378],[680525],[689421],[691837],[694738],[696885],[705781],[708197],[715684],[724595],[728022],[732632],[736250],[737800],[740480],[746959],[756737],[759417],[766291],[768438],[774429],[784207],[786887],[793761],[795908],[801922],[804602],[811476],[813623],[822519],[824935],[834035],[835486],[842419],[846077],[848287],[868278],[872888],[878056],[880736],[894024],[897451],[902061],[905679],[907229],[909909],[916388],[926166],[928846],[935720],[937867],[950509],[951638],[954221],[959149],[963008],[972143],[983615],[990548],[996416],[1012765],[1014216],[1021149],[1024807],[1027017],[1047008],[1051618],[1056786],[1059466],[1068747],[1073716],[1076367],[1094401],[1095852],[1106197],[1113708],[1136780],[1137909],[1140492],[1145420],[1149279],[1169886],[1176819],[1182687],[1195093],[1202045],[1221085],[1222214],[1228102],[1233071],[1255207],[1260574],[1265543],[1268194],[1298024],[1305535],[1323672],[1346620],[1351589],[1357465],[1384586],[1390323],[1397275],[1423332],[1428301],[1477129],[1487190],[1510138],[1515107],[1520048],[1553841],[1592661],[1606610],[1639887],[1682420],[1721637],[1766725],[1846769],[1961155] ] cell #2841 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [608077],[673369],[742345],[774580],[806467],[848438],[882601],[887171],[911774],[916539],[959300],[965290],[994163],[996567],[1027168],[1036728],[1038043],[1061331],[1073867],[1081349],[1108737],[1113859],[1119849],[1121164],[1145571],[1151561],[1162917],[1180434],[1182838],[1196227],[1200089],[1211360],[1233222],[1234978],[1240704],[1248238],[1265694],[1273176],[1300564],[1305686],[1311676],[1312991],[1322318],[1324826],[1336607],[1340469],[1351740],[1358599],[1362461],[1364447],[1373732],[1391457],[1395319],[1406590],[1428452],[1430208],[1435934],[1443468],[1452928],[1455639],[1463974],[1466482],[1478263],[1482125],[1485836],[1488344],[1500125],[1503987],[1515258],[1518694],[1521202],[1532983],[1536845],[1548116],[1554975],[1558837],[1560823],[1570108],[1583830],[1594210],[1596921],[1605256],[1607764],[1615686],[1618397],[1626732],[1629240],[1641021],[1644883],[1648158],[1650869],[1659204],[1661712],[1673493],[1677355],[1681066],[1683574],[1695355],[1699217],[1710488],[1719464],[1723099],[1727501],[1731887],[1733479],[1736190],[1743945],[1754325],[1757036],[1765371],[1767879],[1775657],[1786037],[1788748],[1797083],[1799591],[1807513],[1810224],[1818559],[1821067],[1832848],[1836710],[1845128],[1846494],[1852737],[1856572],[1858778],[1878769],[1883171],[1889149],[1891860],[1905735],[1909370],[1913772],[1918158],[1919750],[1922461],[1930216],[1940596],[1943307],[1951642],[1954150],[1966639],[1967645],[1969824],[1973752],[1977419],[1985763],[1996051],[2002294],[2008335],[2023858],[2025224],[2031467],[2035302],[2037508],[2057499],[2061901],[2067879],[2070590],[2079604],[2083390],[2085429],[2099992],[2101358],[2109604],[2115711],[2136068],[2137074],[2139253],[2143181],[2146848],[2165480],[2171723],[2177764],[2188918],[2193882],[2207621],[2208627],[2212702],[2216488],[2234456],[2238244],[2242030],[2244069],[2268244],[2274351],[2290228],[2304660],[2308446],[2312146],[2331855],[2335589],[2340553],[2359373],[2363159],[2396454],[2402850],[2417282],[2421068],[2424081],[2445999],[2471991],[2479129],[2498017],[2523376],[2547105],[2569459],[2612892],[2668074] ] cell #2842 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393261],[468615],[513787],[528104],[555971],[602468],[613005],[621740],[674775],[692438],[702642],[710786],[743751],[780380],[781687],[792844],[819380],[854238],[855545],[892117],[894435],[905928],[923646],[970236],[972554],[1003674],[1008935],[1010424],[1025681],[1041674],[1043992],[1090571],[1092060],[1124795],[1127113],[1132476],[1134365],[1164605],[1166094],[1216781],[1218670],[1234734],[1249926],[1251415],[1260008],[1292591],[1294128],[1294480],[1331134],[1346054],[1363453],[1379153],[1380690],[1381042],[1422766],[1423956],[1461493],[1472790],[1484896],[1493898],[1509572],[1510762],[1554452],[1577066],[1585262],[1592095],[1602775],[1615070],[1640498],[1668020],[1705992],[1714522],[1724531],[1731364],[1742734],[1794602],[1832325],[1840129],[1850201],[1910802],[1917635],[1970749],[2028931],[2140178], 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],[1227144,1742690],[1227536,1747831],[1228726,1748958],[1240180,1760155],[1253876,1513419],[1261198,1519305],[1263855,1266792],[1272652,1791867],[1300041,1550046],[1307824,1827375],[1323083,1840601],[1334121,1850049],[1336084,1853587],[1347244,1605867],[1349901,1352838],[1353563,1867783],[1358076,1873578],[1369236,1883782],[1390934,1649008],[1402094,1914383],[1413548,1671425],[1435410,1946426],[1449106,1708649],[1453671,1962040],[1464739,1971221],[1477740,1734329],[1499602,2003144],[1530497,2028779],[1532460,2032317],[1543620,1797694],[1546277,1549214],[1565612,2062512],[1594953,2086284],[1659969,2140650],[1672970,1920600],[1694832,2172573],[1786780,2244924] ] cell #2843 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [186461],[193262],[201628],[242349],[243827],[252723],[253569],[258971],[259524],[274002],[302693],[305355],[313862],[317235],[319321],[320167],[320799],[336016],[337494],[342817],[343929],[352638],[353191],[366011],[371686],[373464],[385090],[386868],[390044],[390755],[393417],[409718],[412380],[415944],[417128],[424260],[426346],[427192],[427824],[433147],[434259],[437525],[448542],[450396],[463452],[465306],[470981],[472759],[479308],[486537],[488014],[492212],[493990],[497877],[499355],[500539],[505616],[507394],[508661],[510570],[511281],[513943],[517507],[518691],[522133],[531575],[533834],[544446],[545923],[547935],[550194],[558952],[566481],[568259],[569526],[571378],[571655],[577821],[582395],[584249],[589924],[591702],[597305],[597499],[599159],[600636],[604834],[606612],[610499],[611977],[613161],[625547],[633096],[634989],[635266],[641432],[643262],[654963],[663721],[663915],[665575],[667052],[668804],[668831],[669400],[675942],[678246],[680505],[689263],[690817],[691117],[692594],[694606],[694883],[696865],[696892],[701049],[705623],[713152],[714930],[716197],[732500],[732777],[736092],[736286],[737780],[737807],[738376],[744918],[764266],[766159],[766436],[768418],[768445],[772602],[773957],[774113],[774417],[784187],[791736],[793629],[793906],[795888],[798083],[800072],[801902],[801929],[802498],[804590],[813603],[822361],[822555],[823915],[835354],[835631],[842399],[842426],[842995],[846057],[846084],[847815],[847971],[848275],[872756],[873033],[876348],[878036],[878063],[878632],[880724],[885926],[886862],[901929],[902206],[905521],[905715],[907209],[907236],[907805],[911797],[916072],[916376],[933695],[937847],[937874],[940042],[948958],[951618],[951645],[952214],[954201],[954228],[958833],[959137],[959323],[962996],[964045],[964981],[983483],[983760],[990528],[990555],[991124],[994186],[996100],[996404],[1004823],[1021129],[1021156],[1021725],[1024787],[1024814],[1026701],[1027005],[1027191],[1036419],[1051486],[1051763],[1055078],[1059454],[1061354],[1068727],[1068754],[1070201],[1073400],[1073704],[1075905],[1076355],[1081040],[1086459],[1103517],[1106177],[1106204],[1106773],[1108760],[1113392],[1113696],[1113882],[1119540],[1140472],[1140499],[1145104],[1145408],[1145594],[1149267],[1151252],[1176799],[1176826],[1177395],[1180457],[1182861],[1191556],[1194631],[1195081],[1196250],[1196545],[1199780],[1201974],[1202328],[1228082],[1228109],[1229556],[1232755],[1233059],[1233245],[1235260],[1240395],[1265717],[1267732],[1268182],[1272867],[1300587],[1305219],[1305523],[1305709],[1320977],[1323601],[1323955],[1325108],[1336630],[1351763],[1353928],[1357003],[1357453],[1358622],[1358917],[1362152],[1364700],[1373755],[1391480],[1397204],[1397558],[1428475],[1430490],[1435625],[1451706],[1454036],[1455892],[1466764],[1478286],[1484495],[1487119],[1487473],[1488626],[1500148],[1515281],[1521484],[1533006],[1548139],[1561076],[1570131],[1584861],[1595318],[1597174],[1608046],[1614464],[1618650],[1629522],[1651122],[1661994],[1673516],[1695378],[1710511],[1713916],[1724130],[1736443],[1757289],[1787145],[1789001],[1799873],[1821349],[1849595],[1910401],[1922714],[1943560],[2028325], 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] cell #2844 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2845 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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[561437,992323],[651796,1109659],[691748,1418229],[708108,1178594],[721525,1199389],[755344,1236295],[791995,1795380],[792721,1539672],[810436,1301486],[824846,1317863],[830523,1328369],[890954,1394619],[891268,1902992],[891994,1652789],[905836,1668425],[924773,1431525],[934680,1442768],[969073,1481425],[969387,1983020],[970113,1738110],[1006269,2019967],[1009253,1524745],[1010332,1779404],[1012136,1526228],[1040825,2051121],[1041551,1812144],[1055393,1573181],[1087905,2096101],[1090889,1611307],[1091968,1862525],[1093772,1612790],[1123946,2124979],[1124672,1893780],[1130200,1901308],[1135437,1655495],[1161939,2160223],[1166002,1933963],[1167806,1688600],[1214505,1981336],[1219742,1740816],[1233885,2217157],[1234611,1997197],[1247260,2229199],[1251323,2012082],[1253127,1772905],[1257867,1777987],[1290315,2049437],[1291448,2264481],[1295552,1814850],[1329574,2294491],[1343913,1861108],[1354191,2310392],[1363361,2110315],[1376877,2123295],[1378010,2328092],[1382114,1896486],[1420625,1932546],[1421680,2161163],[1454299,2383558],[1460337,2193266],[1471230,2393709],[1484345,2401368],[1484804,2210721],[1507431,2010665],[1508486,2230139],[1552325,2050802],[1574386,2461945],[1584711,2467881],[1585170,2290154],[1591074,2084730],[1595581,2473241],[1601619,2301584],[1638371,2124660],[1666460,2514235],[1703716,2376810],[1723980,2547837],[1724439,2389372],[1730343,2201468],[1787408,2580266],[1793446,2435437],[1830198,2283300],[1910251,2641504],[1910710,2509898],[1916614,2348139] ] cell #2846 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [515247],[575405],[639016],[669058],[698633],[738034],[770186],[774387],[797656],[802156],[842653],[848245],[875921],[878290],[907463],[916346],[917751],[939615],[951872],[959107],[985713],[990782],[996374],[997779],[1021383],[1026975],[1037850],[1054651],[1057020],[1069903],[1073674],[1084955],[1106431],[1107984],[1113666],[1120971],[1138143],[1145378],[1171984],[1177053],[1182645],[1184050],[1192907],[1195474],[1207396],[1211167],[1222448],[1229258],[1233029],[1234941],[1244310],[1261730],[1265501],[1276782],[1298258],[1299811],[1305493],[1312798],[1321990],[1324789],[1333287],[1335854],[1347776],[1351547],[1355279],[1357846],[1369768],[1373539],[1384820],[1388137],[1390704],[1402626],[1406397],[1417678],[1424488],[1428259],[1430171],[1439540],[1452891],[1463646],[1466445],[1474943],[1477510],[1485508],[1488307],[1496805],[1499372],[1511294],[1515065],[1518366],[1521165],[1529663],[1532230],[1544152],[1547923],[1551655],[1554222],[1566144],[1569915],[1581196],[1590404],[1594173],[1598788],[1603307],[1604928],[1607727],[1615649],[1626404],[1629203],[1637701],[1640268],[1648121],[1658876],[1661675],[1670173],[1672740],[1680738],[1683537],[1692035],[1694602],[1706524],[1710295],[1719136],[1720557],[1727173],[1731134],[1733442],[1754288],[1758903],[1765043],[1767842],[1782231],[1786000],[1790615],[1795134],[1796755],[1799554],[1807476],[1818231],[1821030],[1829528],[1832095],[1845091],[1846166],[1848467],[1852700],[1856535],[1865352],[1876227],[1882843],[1889112],[1905407],[1906828],[1913444],[1917405],[1919713],[1940559],[1945174],[1951314],[1954113],[1963503],[1967608],[1969787],[1985435],[1986856],[1995723],[2002257],[2023821],[2024896],[2027197],[2031430],[2035265],[2054957],[2061573],[2067842],[2079567],[2084985],[2099955],[2101030],[2105462],[2109567],[2128815],[2132932],[2137037],[2139216],[2165152],[2171686],[2188474],[2204485],[2208590],[2212665],[2234128],[2238207],[2243625],[2264102],[2268207],[2304623],[2311702],[2327713],[2331818],[2335145],[2359336],[2387871],[2396010],[2417245],[2445555],[2471954],[2497573],[2546661],[2610103] ] cell #2847 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [52412,329775],[64988,375858],[77759,420105],[86460,447539],[86934,448903],[95675,475153],[102594,496384],[103521,499621],[104802,503635],[104838,347268],[113160,528489],[115241,533227],[124707,557949],[125181,559313],[126927,564500],[126963,396381],[133260,581392],[133734,582756],[136241,590249],[137950,421046],[142475,609006],[143402,612243],[145128,616282],[152373,631903],[152409,451274],[159715,649042],[159916,649618],[161997,654356],[164770,476094],[170289,675160],[172370,679898],[175567,688260],[176041,689624],[180366,701315],[181836,704620],[182310,705984],[184056,711171],[184092,516907],[184817,713477],[186486,717760],[192344,728515],[193474,533641],[195413,537331],[199589,744136],[201263,747452],[201840,748536],[204042,753089],[208307,762497],[208508,763073],[208544,561684],[212316,772868],[213621,774922],[220866,790543],[220902,585127],[222947,795281],[226370,807217],[228208,807682],[228409,808258],[228679,809065],[230490,812996],[233263,609947],[233687,821358],[234161,822722],[236108,827379],[242374,838025],[243859,627853],[244093,628035],[248232,848780],[252748,858016],[253601,859356],[253835,859655],[258606,868771],[259183,869855],[259736,654770],[261385,874408],[261675,658460],[263812,883351],[265650,883816],[265851,884392],[266121,885199],[267226,887189],[271700,895551],[273084,897944],[274214,680312],[276153,684002],[280329,913565],[280365,691995],[281422,915941],[282003,916881],[282138,921219],[282580,917965],[284782,922518],[285362,924031],[289047,931926],[289248,932502],[289284,708355],[291329,937240],[293056,520439],[299072,951002],[301200,954662],[302718,729889],[302852,730410],[304437,959642],[305567,961766],[306092,743095],[307466,965308],[311940,973670],[313080,975508],[313887,976664],[314021,976846],[317447,753503],[319346,986154],[320199,987494],[320433,987793],[320831,759023],[321065,759205],[324623,995969],[325204,996909],[325339,1001247],[325781,997993],[327983,1002546],[328563,1004059],[331088,1007964],[334912,1014806],[336041,1016755],[337526,786493],[337760,786675],[341899,1027510],[343029,795695],[344968,799385],[345709,1035853],[346193,1036305],[346415,1036746],[346954,1041758],[347502,1038385],[352273,1047501],[352850,1048585],[353403,813410],[355052,1053138],[355342,817100],[357479,608827],[359317,1062546],[359518,1063122],[359554,825093],[359788,435624],[365831,1072163],[366036,1072570],[367123,1074209],[370493,839969],[372011,1081367],[373496,1083786],[373730,1084085],[373865,853118],[374307,1085169],[377171,1089600],[380995,1096442],[383109,1099461],[386900,864696],[387134,864878],[389262,1109221],[390069,1110377],[390203,1110559],[390780,870145],[390914,870666],[392499,1114201],[394822,1118974],[395306,1119426],[395528,1119867],[396067,1124879],[396615,1121506],[402173,1131436],[402657,1131888],[406097,1137273],[408225,1140933],[409743,899318],[409877,899839],[411462,1145913],[412592,1148037],[413117,674119],[414491,1151579],[415976,909515],[416210,909697],[417340,690937],[418965,1159941],[419219,1160542],[419300,1160840],[420912,1162935],[424472,922932],[426371,1172425],[427224,1173765],[427458,1174064],[427856,928452],[428090,928634],[431648,515868],[432229,1183180],[432364,709289],[432806,1184264],[433359,937654],[435008,1188817],[435298,941344],[437550,1193805],[441653,1198094],[442137,1198546],[442340,1198951],[443147,1200107],[444995,964415],[450216,1209656],[450421,1210063],[450555,1210245],[450960,970320],[451508,1211702],[454191,1215741],[454675,1216193],[458115,1221578],[465126,1231518],[465331,981862],[465465,982383],[466418,1233564],[469000,1237340],[469788,988098],[471306,1240722],[473602,1244524],[474267,1245863],[474348,1246161],[475960,1248256],[479520,1002960],[482508,1258658],[482589,1258956],[486357,576026],[486562,1264397],[487649,1266036],[488226,1015220],[491019,1018699],[492537,1273194],[494022,1275613],[494256,1275912],[494391,779260],[494833,1276996],[497697,1281427],[497902,1028884],[498036,1029405],[499387,797757],[500751,1286676],[501521,1288269],[501771,1288889],[507426,1043426],[507660,1043608],[509788,1301048],[510595,1302204],[510729,1302386],[511306,1048875],[511440,1049396],[513025,1306028],[515348,608127],[516054,1311694],[516593,818136],[517141,1313333],[517539,1059072],[517773,1059254],[518903,824035],[522452,1323172],[522601,1322336],[524439,1070571],[526741,1327057],[526822,1327355],[530475,1086806],[531600,1334185],[535703,1338474],[536187,1338926],[536390,1339331],[537197,1340487],[540417,1344704],[540498,1345002],[544266,639637],[544471,1350443],[545558,1352082],[546135,1096856],[547960,1097661],[552063,1360466],[552547,1360918],[552750,1104787],[553557,1362479],[560626,1372028],[561918,1374074],[562636,1375451],[568291,1126547],[568525,1126729],[571403,1389035],[571749,1388436],[575506,673419],[576193,1394181],[577000,1395337],[577853,1139205],[578087,1139387],[578848,886296],[584069,1404886],[584274,1405293],[584408,1405475],[584813,892201],[585361,1406932],[588044,1410971],[588528,1411423],[588731,1153523],[590383,911898],[591734,1416509],[591968,1416808],[592545,1417892],[598979,699254],[599184,1168133],[599318,1168654],[600271,1428794],[600848,933815],[602853,1432570],[603641,1174369],[605159,1435952],[607455,1439754],[608201,709295],[609813,1443486],[610524,1184554],[610658,1185075],[612009,939716],[615983,1453002],[618177,1196892],[620638,1457805],[624157,1213079],[625866,1464828],[626015,1463992],[630155,1468713],[630236,1469011],[635014,1475841],[635360,1475242],[639117,742395],[639804,1480987],[640611,1482143],[641464,1223510],[641698,1223692],[643581,1224486],[643730,1485854],[645568,1229926],[647870,1490575],[647951,1490873],[656832,1501992],[657316,1502444],[658326,1504005],[665395,770807],[665600,1253454],[665734,1253975],[666687,1515600],[667264,764386],[669123,1519548],[669272,1518712],[669432,1261831],[671110,774630],[673493,779266],[675967,1266370],[676101,1266891],[677146,1005170],[678271,1530561],[682374,1534850],[682858,1535302],[683061,1535707],[683868,1536863],[687088,1541080],[687169,1541378],[691142,1546819],[691276,1547001],[692229,1548458],[694631,1289488],[698734,806517],[699421,1296614],[700228,1558855],[701081,1054752],[707297,1568404],[708589,1570450],[711959,1313638],[713611,1061455],[715773,1581410],[717942,1583888],[719704,1325895],[728216,1594284],[732525,1599686],[732871,1599087],[738099,1606110],[738248,1605274],[738408,1347877],[740086,848488],[742469,853124],[744943,1352416],[745077,1352937],[747153,1615760],[749347,1359264],[751808,1620563],[757185,1626750],[761325,1631471],[761406,1631769],[766184,1376050],[770287,882651],[770974,1383176],[771781,1644901],[772634,876022],[773982,1387062],[775090,1391581],[776817,887359],[782072,1396202],[782797,1128774],[784506,1660058],[784655,1659222],[788795,1663943],[788876,1664241],[793654,1671071],[794000,1670472],[798444,1676217],[799251,1677373],[802221,1419716],[802370,1681084],[802530,1172085],[804208,916589],[806591,921225],[809199,1180558],[815472,1697222],[815956,1697674],[816966,1699235],[825327,1710830],[834483,1719482],[835379,1458404],[838207,1723157],[842718,1728355],[842867,1727519],[847840,1473868],[848948,1478387],[850675,965478],[855930,1483008],[858198,1744003],[859960,1489413],[868472,1754399],[872781,1759801],[873127,1759202],[878355,1506522],[878504,1765389],[878664,985814],[880342,996617],[882725,1001253],[885333,994287],[886748,1517645],[886911,1521077],[889133,1005821],[897645,1786111],[901954,1791513],[902300,1790914],[907528,1797937],[907677,1797101],[917049,1300688],[918776,1036916],[926614,1818577],[930754,1823298],[930835,1823596],[941210,1836728],[948983,1588250],[950703,1845202],[951937,1589086],[952086,1846512],[952246,1070004],[952934,1073917],[964867,1604207],[965030,1607639],[967252,1087457],[983508,1621162],[986336,1878827],[990847,1884025],[990996,1883189],[997077,1108861],[998804,1120037],[1004872,1647007],[1013213,1905753],[1016937,1909428],[1021448,1914626],[1021597,1913790],[1036468,1430083],[1038690,1161491],[1047202,1940670],[1051511,1946072],[1051857,1945473],[1057234,1951660],[1071023,1717375],[1072752,1966697],[1074377,1196351],[1075064,1200277],[1086508,1732328],[1094849,1985781],[1103542,1748365],[1106496,1749201],[1106645,1996069],[1119589,1234853],[1121811,1246812],[1136974,2023932],[1138357,2025242],[1172607,2057557],[1177118,2062755],[1177267,2061919],[1196594,1842987],[1199829,1324701],[1200972,1329126],[1221279,2100066],[1222662,2101376],[1230378,1873045],[1264579,2136126],[1298472,2165498],[1321026,1451777],[1321269,1451980],[1350625,2207679],[1358966,1992544],[1385034,2234474] ] cell #2848 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [76031],[98968],[103401],[118913],[130064],[134901],[138849],[143282],[154455],[165669],[168464],[169375],[174346],[178640],[180246],[183477],[197764],[198675],[204623],[210590],[212196],[215490],[215998],[225240],[226584],[227092],[227495],[232466],[241246],[250101],[250609],[252527],[262682],[264026],[264534],[264937],[268285],[270338],[280857],[283396],[283872],[284380],[295633],[298412],[299912],[306338],[308525],[310578],[312195],[318218],[324058],[326597],[327073],[327581],[330259],[330523],[344276],[345529],[347377],[347474],[349527],[358201],[361794],[361983],[365266],[370291],[373070],[374570],[376342],[376606],[381242],[383695],[386474],[387974],[394400],[394642],[396490],[396587],[398640],[401312],[401993],[413363],[415550],[417603],[420589],[420853],[433622],[434606],[437103],[437366],[437893],[441473],[446179],[446368],[449387],[449651],[451383],[451480],[453330],[454011],[461089],[461278],[464561],[469586],[472365],[473865],[475637],[475901],[481669],[490817],[493596],[495096],[496868],[497132],[502875],[503556],[514926],[517016],[517113],[519166],[521956],[522240],[528973],[531153],[531416],[531943],[533666],[534842],[535523],[536976],[537138],[539578],[547513],[547776],[548303],[551883],[556589],[556778],[559797],[560061],[561793],[561890],[563740],[564421],[580032],[580221],[583240],[583504],[585236],[585333],[587183],[587864],[594291],[603439],[606218],[607718],[609490],[609754],[622358],[622672],[624961],[625370],[625654],[627454],[629316],[631018],[631824],[643085],[643369],[650102],[652282],[652545],[653072],[654795],[655971],[656652],[658267],[660707],[675644],[677824],[678087],[678614],[680337],[681513],[682194],[683647],[683809],[686249],[692104],[692201],[703260],[703449],[706468],[706732],[708464],[708561],[710411],[711092],[720508],[724041],[724304],[724973],[727323],[727407],[729994],[733798],[744620],[753528],[753842],[756131],[756540],[756824],[758624],[760486],[780998],[781312],[783601],[784010],[784294],[786094],[787956],[789658],[790464],[795720],[799030],[799192],[808742],[810922],[811185],[811712],[813435],[814611],[815292],[816907],[819347],[825202],[825299],[830088],[830172],[831310],[833838],[834122],[836740],[837293],[854856],[855170],[860764],[864297],[865229],[870250],[884876],[889937],[893470],[893733],[894402],[896752],[896836],[899423],[903227],[906623],[909116],[912680],[922957],[923271],[925560],[925969],[926253],[928053],[929915],[937679],[941151],[945893],[946446],[953398],[968056],[971589],[971852],[972521],[978217],[978301],[981967],[1002985],[1003299],[1008818],[1008902],[1010040],[1011119],[1012568],[1012852],[1015245],[1015470],[1016023],[1026318],[1028989],[1032793],[1039494],[1043027],[1043959],[1048980],[1056180],[1058673],[1067924],[1090454],[1090538],[1091676],[1092755],[1094204],[1094488],[1096881],[1100452],[1101005],[1122615],[1126148],[1127080],[1132164],[1132717],[1135002],[1136224],[1138806],[1139669],[1150847],[1164488],[1164572],[1166789],[1168238],[1184659],[1201776],[1216469],[1217022],[1219307],[1220529],[1223111],[1227279],[1249809],[1249893],[1252110],[1253559],[1257362],[1259751],[1262559],[1266475],[1292279],[1292832],[1295117],[1296339],[1331017],[1331101],[1343408],[1345797],[1348605],[1352521],[1364148],[1378841],[1379394],[1381679],[1382901],[1387167],[1422509],[1425317],[1457671],[1461181],[1461734],[1473973],[1494535],[1509315],[1512123],[1516882],[1583324],[1588355],[1591838],[1603444],[1620429],[1624492],[1712761],[1716612],[1748470],[1838788],[1872282] ] cell #2849 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [108154],[130979],[155370],[167637],[179555],[196937],[211505],[213230],[223863],[225757],[245135],[247841],[261966],[263199],[277677],[281612],[282492],[292245],[299561],[304046],[319125],[322107],[324813],[325693],[338802],[341508],[347111],[355633],[356866],[364316],[366732],[374219],[387623],[388377],[392108],[396224],[406586],[411071],[426150],[429132],[431838],[432718],[437658],[439805],[448701],[451117],[458604],[463611],[466027],[467133],[473514],[484842],[487258],[494745],[508149],[508903],[512634],[516750],[522154],[524830],[531708],[533855],[542751],[545167],[548068],[550215],[559111],[561527],[569014],[571511],[573658],[582554],[584970],[592457],[597464],[599880],[600986],[607367],[615786],[625568],[628244],[635122],[637269],[643283],[645959],[652837],[654984],[663880],[666296],[668825],[671501],[678379],[680526],[689422],[691838],[694739],[696886],[705782],[708198],[715685],[724596],[728019],[732633],[736251],[737801],[740477],[746956],[756738],[759414],[766292],[768439],[774426],[784208],[786884],[793762],[795909],[801923],[804599],[811477],[813624],[822520],[824936],[834036],[835487],[842420],[846078],[848284],[868275],[872889],[878057],[880733],[894025],[897448],[902062],[905680],[907230],[909906],[916385],[926167],[928843],[935721],[937868],[950506],[951639],[954222],[959146],[963005],[972144],[983616],[990549],[996413],[1012766],[1014217],[1021150],[1024808],[1027014],[1047005],[1051619],[1056787],[1059463],[1068748],[1073713],[1076364],[1094402],[1095853],[1106198],[1113705],[1136777],[1137910],[1140493],[1145417],[1149276],[1169887],[1176820],[1182684],[1195090],[1202042],[1221082],[1222215],[1228103],[1233068],[1255208],[1260575],[1265540],[1268191],[1298025],[1305532],[1323669],[1346621],[1351586],[1357462],[1384587],[1390320],[1397272],[1423333],[1428298],[1477126],[1487187],[1510139],[1515104],[1520045],[1553838],[1592662],[1606607],[1639884],[1682417],[1721634],[1766722],[1846766],[1961152] ] cell #2850 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [183298],[215819],[250430],[267463],[284201],[307703],[327402],[329787],[344097],[346652],[372248],[375870],[394221],[395765],[414728],[420117],[421149],[434427],[443384],[448915],[467873],[471543],[475165],[476197],[492774],[496396],[503647],[514747],[516291],[525570],[528501],[537434],[553794],[554856],[559325],[564512],[577237],[582768],[601726],[605396],[609018],[610050],[616294],[618705],[628984],[631915],[640848],[646699],[649630],[651050],[658563],[672241],[675172],[684105],[700465],[701527],[705996],[711183],[717841],[720779],[728527],[730938],[741217],[744148],[747464],[749875],[760154],[763085],[772018],[774934],[777345],[787624],[790555],[799488],[805339],[808270],[809690],[817203],[827445],[838106],[841044],[848792],[851203],[858097],[861035],[868783],[871194],[881473],[884404],[887270],[890208],[897956],[900367],[910646],[913577],[916893],[919304],[929583],[932514],[941447],[951014],[954728],[959654],[963745],[965389],[968327],[975574],[986235],[989173],[996921],[999332],[1006175],[1016836],[1019774],[1027522],[1029933],[1036827],[1039765],[1047513],[1049924],[1060203],[1063134],[1072651],[1074221],[1081448],[1085468],[1087811],[1109287],[1114213],[1119948],[1122886],[1137285],[1140999],[1145925],[1150016],[1151660],[1154598],[1161845],[1172506],[1175444],[1183192],[1185603],[1199017],[1200188],[1202878],[1207867],[1212003],[1221590],[1233576],[1240803],[1247166],[1264478],[1266048],[1273275],[1277295],[1279638],[1301114],[1306040],[1311775],[1314713],[1324505],[1329480],[1332179],[1350524],[1352094],[1362560],[1370239],[1394247],[1395418],[1398108],[1403097],[1407233],[1428806],[1436033],[1442396],[1455319],[1462300],[1481053],[1482224],[1488023],[1492998],[1515612],[1520881],[1525856],[1528555],[1558936],[1566615],[1585518],[1607443],[1612418],[1618077],[1644982],[1650549],[1657530],[1683253],[1688228],[1735870],[1745633],[1767558],[1772533],[1777345],[1809904],[1847602],[1860466],[1891540],[1931904],[1968996],[2010023],[2084088],[2187193] ] cell #2851 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [52413,329772],[64989,375855],[77760,420102],[86935,448900],[95676,475150],[102595,496381],[104803,503632],[104836,503725],[113161,528486],[115242,533224],[125182,559310],[126928,564497],[126961,564590],[133735,582753],[137951,595223],[142476,609003],[145129,616279],[150548,447540],[152374,631900],[152407,631993],[159917,649615],[161998,654353],[164771,661639],[170290,675157],[172371,679895],[176042,689621],[182311,705981],[184057,711168],[184090,711261],[186487,717611],[192345,728512],[193472,730640],[195414,734872],[199590,744133],[201264,747449],[204043,753086],[206683,557950],[208509,763070],[208542,763163],[213622,774919],[219041,581393],[220867,790540],[220900,790633],[222948,795278],[228410,808255],[230491,812993],[233264,820279],[234162,822719],[236105,827234],[242375,837876],[243813,840445],[244094,840740],[248233,848777],[252749,857867],[253836,859652],[256336,649043],[258607,868768],[259734,870896],[261386,874405],[261676,875128],[265852,884389],[267227,887040],[273085,897941],[274212,900069],[276154,904301],[278504,688261],[279415,499622],[280330,913562],[280363,913655],[282004,916878],[284783,922515],[285363,924028],[287423,704621],[289249,932499],[289282,932592],[291330,937237],[299073,950999],[301197,954517],[302719,956775],[302797,957103],[304438,959639],[307467,965159],[313077,975363],[313888,976515],[314261,748537],[317445,982613],[319347,986005],[320434,987790],[320785,988574],[321066,988869],[322934,762498],[325205,996906],[327984,1002543],[328564,1004056],[334913,1014803],[336042,1016606],[337480,1019175],[337761,1019470],[341900,1027507],[343027,1029635],[343768,590250],[344969,1033867],[346194,1036302],[346416,1036597],[347503,1038382],[350003,807683],[352274,1047498],[353401,1049626],[355053,1053135],[355343,1053858],[357693,821359],[358604,612244],[359519,1063119],[359552,1063212],[366037,1072421],[367124,1074206],[370490,1078960],[372012,1081218],[373731,1084082],[380996,1096439],[383106,1099316],[383199,859357],[386854,1105263],[387135,1105558],[389259,1109076],[390070,1110228],[390443,869856],[390781,1111334],[390859,1111662],[392500,1114198],[395307,1119423],[395529,1119718],[396616,1121503],[399116,883817],[402658,1131885],[406098,1137270],[406937,895552],[408222,1140788],[409744,1143046],[409822,1143374],[411463,1145910],[414492,1151430],[415930,1153999],[416211,1154294],[417338,911629],[419220,1160539],[420913,1162786],[421286,917966],[424470,1168884],[425243,701316],[426372,1172276],[427459,1174061],[427810,1174845],[428091,1175140],[429959,931927],[432230,1183177],[433357,1185305],[434098,713478],[435009,1188814],[435299,1189537],[435622,716036],[437551,1192692],[442138,1198543],[442337,1198806],[443148,1199958],[450422,1209914],[450795,961767],[451509,1211699],[454676,1216190],[458116,1221575],[458955,973671],[461370,976843],[465332,1231776],[465410,1232104],[466419,1233561],[468997,1237195],[469090,987495],[469785,1238315],[471307,1240573],[474268,1245860],[475961,1248107],[476334,997994],[479518,1254205],[480291,772869],[482320,1007965],[482509,1258655],[486563,1264248],[487650,1266033],[488224,1267121],[491016,1270787],[492538,1273045],[494257,1275909],[497903,1281685],[497981,1282013],[499341,1031073],[501522,1288266],[501768,1288890],[504221,807218],[507380,1297090],[507661,1297385],[508500,809066],[509785,1300903],[510596,1302055],[510969,1048586],[511307,1303161],[511385,1303489],[513026,1306025],[515866,819998],[516055,1311545],[517142,1313330],[517493,1314114],[517774,1314409],[518901,1061186],[519642,1062547],[520440,614144],[522449,1322092],[522602,1322261],[526742,1327054],[531601,1333072],[536188,1338923],[536387,1339186],[536480,1083787],[537198,1340338],[537571,1085170],[540229,1089601],[540418,1344701],[544472,1350294],[545559,1352079],[546133,1353167],[547961,1355064],[552548,1360915],[552747,1361178],[553558,1362330],[556870,1110556],[561919,1374071],[562633,1375452],[565086,883352],[568245,1383652],[568526,1383947],[569365,885200],[570956,1131437],[571404,1387922],[571746,1388437],[576024,895053],[576190,1394036],[577001,1395188],[577807,1396678],[578088,1396973],[584275,1405144],[584648,1148038],[585362,1406929],[588529,1411420],[588728,1411683],[590328,1155776],[591969,1416805],[592808,1159942],[594942,915942],[595131,921220],[599185,1427006],[599263,1427334],[600272,1428791],[600846,1170915],[602850,1432425],[602943,1173766],[603638,1433545],[605160,1435803],[608126,935166],[608828,711757],[609814,1443337],[610187,1184265],[610525,1444443],[610603,1444771],[611963,1186743],[615984,1452999],[620635,1457806],[625863,1463748],[626016,1463917],[629967,1209657],[630156,1468710],[631110,1210242],[632489,743096],[634567,1215742],[635015,1474728],[635357,1475243],[639635,973172],[639801,1480842],[640612,1481994],[641418,1483484],[641699,1483779],[643578,1485610],[643731,1485779],[647871,1490572],[657317,1502441],[658327,1503856],[658700,1244525],[661358,995970],[661547,1001248],[665601,1513812],[665679,1514140],[666688,1515597],[667262,1256236],[668627,125895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] cell #2852 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289738],[333171],[379254],[401532],[423501],[453550],[478549],[481766],[499780],[503095],[535062],[539675],[562077],[563960],[587403],[594388],[595476],[612402],[622892],[629413],[651869],[656191],[660804],[661892],[681733],[686346],[695213],[708748],[710631],[721598],[725070],[735125],[754062],[755435],[760583],[766766],[781532],[788053],[810509],[814831],[819444],[820532],[828044],[830614],[841863],[845335],[855390],[861854],[865326],[866949],[875381],[891027],[894499],[904554],[923491],[924864],[930012],[936195],[944094],[946995],[955327],[957897],[969146],[972618],[976173],[978743],[989992],[993464],[1003519],[1006774],[1009344],[1020593],[1024065],[1034120],[1040584],[1044056],[1045679],[1054111],[1066085],[1077177],[1080078],[1088410],[1090980],[1098653],[1101554],[1109886],[1112456],[1123705],[1127177],[1130365],[1133266],[1141598],[1144168],[1155417],[1158889],[1162444],[1165014],[1176263],[1179735],[1189790],[1199616],[1203578],[1208466],[1212822],[1214670],[1217571],[1225440],[1236532],[1239433],[1247765],[1250335],[1257912],[1269004],[1271905],[1280237],[1282807],[1290480],[1293381],[1301713],[1304283],[1315532],[1319004],[1328606],[1330079],[1337403],[1341460],[1343958],[1365950],[1370838],[1377042],[1379943],[1394846],[1398808],[1403696],[1408052],[1409900],[1412801],[1420670],[1431762],[1434663],[1442995],[1445565],[1459327],[1460502],[1463033],[1467967],[1472043],[1481652],[1493597],[1500921],[1507476],[1524982],[1526455],[1533779],[1537836],[1540334],[1562326],[1567214],[1573418],[1576319],[1586251],[1591119],[1593601],[1611544],[1613017],[1623260],[1630725],[1654557],[1655732],[1658263],[1663197],[1667273],[1688827],[1696151],[1702706],[1715459],[1721968],[1739878],[1741053],[1746366],[1751234],[1773132],[1778078],[1782946],[1785428],[1815087],[1822552],[1841071],[1861199],[1866067],[1871129],[1896723],[1901730],[1908239],[1932637],[1937505],[1981758],[1990628],[2010756],[2015624],[2019801],[2049859],[2084821],[2095935],[2123717],[2160057],[2193688],[2229033],[2294325],[2382713] ] cell #2853 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [560745],[651687],[707416],[721416],[755495],[810327],[824154],[830674],[890845],[914286],[924924],[934571],[968964],[1009404],[1012027],[1026484],[1055544],[1091040],[1093663],[1135168],[1135588],[1150381],[1167697],[1219473],[1219893],[1253018],[1260267],[1262093],[1278360],[1295283],[1295703],[1346313],[1348139],[1381845],[1382265],[1389926],[1391849],[1423025],[1424851],[1476732],[1478655],[1494701],[1509831],[1511657],[1520405],[1553444],[1554711],[1555367],[1592354],[1606967],[1624026],[1639490],[1640757],[1641413],[1682777],[1683921],[1721240],[1731623],[1743526],[1752005],[1767082],[1768226],[1810551],[1832584],[1840921],[1847126],[1856919],[1868483],[1892187],[1917894],[1954497],[1962740],[1971541],[1977746],[1988175],[2035649],[2070917],[2078307],[2086984],[2140970],[2147175],[2195045],[2245624],[2341716], [193304,1079421],[223757,1674349],[235024,2186288],[243870,1205840],[259566,1238776],[274044,1271248],[279304,1544873],[290206,2283451],[292139,1833704],[294325,828437],[302632,1080163],[317277,1361639],[320842,1368212],[333639,2348290],[337537,1401070],[342859,1412144],[343670,1674256],[350985,1938740],[353233,1434006],[355887,2376760],[358493,1707245],[368983,955720],[379722,2201619],[382387,745715],[383647,1232340],[386911,1492091],[390694,1239518],[393459,992403],[400098,2016859],[404975,2435387],[409657,1271990],[415987,1542596],[423969,2050953],[424302,1558015],[425132,1816211],[427867,1564588],[430966,2461888],[433189,1575662],[434000,1833611],[456993,2301534],[461441,643924],[461760,644147],[461863,861672],[465245,1101639],[468278,867034],[469538,1111898],[472802,874346],[479017,2124811],[479350,1644061],[480180,1897847],[481013,2509848],[485675,2514178],[488056,1656856],[489509,1141991],[497816,1412886],[502576,1932697],[504173,1427570],[506538,2161113],[507437,1687321],[508402,1938647],[511220,1434748],[513985,1178674],[517550,1704968],[527767,947080],[536928,957339],[538922,2389322],[543584,2393652],[545965,1742177],[546918,1227702],[548267,978803],[548595,548824],[556941,757379],[557260,757602],[557363,989810],[563441,2010816],[565038,1514376],[567403,2230089],[568302,1771626],[569267,2016766],[570138,2580209],[572554,1778138],[577864,1784088],[593635,2049387],[593987,2049944],[595716,1040402],[598297,2264424],[599098,1293466],[602131,1045764],[603391,1303725],[606655,1053076],[610438,1576404],[613203,1317943],[617220,1068347],[620121,2290104],[621443,2084881],[631181,844051],[631500,844274],[631603,841681],[632441,1613923],[633749,2473184],[636165,1861259],[641475,1867209],[642040,1100897],[653036,1112516],[653364,653593],[660051,2123245],[660403,2123802],[662132,1123523],[664713,2328035],[665514,1380028],[667334,2641492],[669997,1901258],[670349,1901815],[674438,1133351],[675881,1667358],[683599,1143610],[692636,1418309],[692916,2160025],[693366,2160166],[693589,1422932],[694938,1165074],[703612,926808],[703931,927031],[704034,1176081],[711709,1445007],[714973,1188755],[718793,946338],[722233,2383501],[723327,2193216],[723679,2193773],[729453,953821],[733676,1738190],[733762,957957],[734090,734319],[735365,1212640],[736310,2547825],[738973,1981286],[739325,1981843],[743414,1217656],[744857,1472128],[751291,2210671],[752613,1997277],[763611,1774038],[764469,2229001],[764919,2229142],[765142,1509738],[766491,1250395],[773896,1785513],[775187,2019769],[775637,2019910],[775860,1260174],[789821,1022781],[790140,1023004],[790243,1020411],[791081,1527361],[794805,1539752],[798982,1282249],[800115,1288207],[800432,2263448],[800680,1292724],[811676,1304343],[812004,812233],[820772,1315350],[831505,2467869],[832624,2294293],[833074,2294434],[833297,1592261],[837185,839058],[843592,1862475],[843944,1337869],[845060,1341520],[847754,1593686],[849045,2095903],[849495,2096044],[849718,1346220],[862489,2310335],[863583,2110265],[863935,1623726],[873932,1893860],[875621,1375012],[876566,2327059],[876814,1379286],[885991,1908207],[887974,2132278],[888222,1132609],[898882,1140092],[903105,1652869],[903191,1144228],[903519,903748],[904794,1407870],[908402,1668375],[908754,1410366],[912843,1157605],[913162,1157828],[913265,1155235],[914103,1414505],[933040,1689733],[935920,1445625],[942777,2543122],[942887,2382681],[948897,1715544],[949069,2387217],[949317,1461626],[953914,1463093],[959907,1467478],[960357,1982963],[960580,1479026],[964110,1721936],[966093,2203831],[966341,1216914],[979634,2401356],[980753,1750745],[981203,2217100],[981426,1752376],[991721,2012032],[992073,1501387],[993189,1505038],[1004897,2026543],[1015915,1017788],[1022322,1779354],[1022674,1534245],[1023790,1537896],[1027775,1539845],[1028225,1795323],[1028448,1278731],[1032757,1282867],[1033085,1033314],[1034360,1285490],[1052662,1812224],[1054351,1571388],[1063660,1578023],[1064909,2467461],[1068440,1586311],[1070266,1841039],[1075970,1593129],[1082152,1597881],[1082400,1348497],[1086533,1847813],[1097336,2102639],[1097446,1868159],[1103456,1871214],[1103628,1875320],[1103876,1624384],[1108473,1625851],[1114466,1630236],[1114916,2124922],[1115139,1641784],[1140185,1658323],[1146178,1662708],[1146628,1902935],[1146851,1392220],[1150739,1152612],[1152364,1669266],[1158614,1415123],[1177992,1933913],[1178344,1696617],[1179460,1700268],[1190030,1448248],[1193480,2187781],[1193590,1962416],[1194696,1714987],[1195963,1716553],[1196619,1962849],[1202402,1722077],[1205933,1479119],[1224264,1988442],[1227795,1746426],[1229621,1990596],[1235325,1753244],[1241507,1757996],[1241755,1512015],[1262451,1274227],[1267797,1784956],[1273979,1789708],[1278824,1542689],[1300300,1817678],[1306293,1822063],[1306743,2051064],[1306966,1555738],[1318729,1578641],[1322950,2078574],[1324029,1841180],[1325173,1842127],[1333860,2296099],[1333970,2086660],[1336343,1852232],[1357068,1870657],[1358335,1872223],[1358991,2104808],[1364774,1877747],[1368305,1641877],[1391193,1902824],[1392313,1401163],[1397632,1908348],[1425209,1436985],[1430555,1939515],[1436737,1944267],[1441582,1705061],[1455966,1963825],[1464606,2195312],[1466829,1972747],[1477999,1982852],[1487547,1990737],[1488691,1991684],[1492184,1752469],[1499861,2001789],[1521549,2020857],[1523922,1784181],[1530236,2429952],[1530346,2245300],[1532719,2030962],[1555831,1564681],[1561150,2056477],[1597248,2088069],[1608111,2096991],[1610484,1867302],[1618724,2105784],[1629587,2114706],[1633080,1887293],[1651196,2133254],[1659836,2341983],[1662059,2142176],[1673229,2152281],[1686294,1687414],[1695091,2171218],[1736517,2204807],[1757363,2221167],[1770599,1771719],[1789075,2246709],[1799938,2255631],[1802311,2046032],[1821414,2273346],[1824907,2066023],[1922788,2351478],[1943634,2367838],[1956870,1957990] ] cell #2854 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [52414,329897],[56817,503842],[64990,375980],[71038,564707],[77761,420227],[78042,595353],[86936,449025],[87643,632110],[95677,475275],[95958,661769],[102596,496506],[104804,503757],[108644,711378],[113162,528611],[115243,534999],[115372,730697],[116712,735002],[125183,559435],[125890,763280],[126929,564622],[133736,582878],[134443,790750],[142477,609128],[142758,820409],[145130,616344],[150549,449165],[150563,840446],[150765,840805],[152375,632025],[159918,649740],[161999,656128],[162128,870953],[163468,875258],[170291,675282],[172372,681670],[172501,900126],[173841,904431],[176043,499150],[176750,913772],[182312,706106],[183019,932709],[184058,711293],[186599,717617],[192346,728577],[193078,956781],[193191,957099],[199591,744258],[201265,747514],[204044,753999],[204173,982670],[206684,559575],[206698,988575],[206900,988934],[208510,763195],[213623,774984],[219042,583018],[219056,1019176],[219258,1019535],[220868,790665],[222949,587340],[223078,1029692],[224418,1033997],[228411,808380],[230492,814768],[230621,1049683],[231961,1053988],[234163,611772],[234870,1063329],[236230,827227],[242487,837882],[243622,1078953],[248234,848842],[252861,857873],[253837,859717],[256337,649880],[256351,1105264],[256553,1105623],[258608,868833],[259340,1111340],[259453,1111658],[261387,875318],[265853,884514],[267339,887046],[273086,898006],[273818,1143052],[273931,1143370],[278505,496646],[278519,1154000],[278721,1154359],[279416,343985],[279545,911630],[280331,913687],[282005,916943],[284784,923428],[284913,1168941],[285364,700844],[287424,706246],[287438,1174846],[287640,1175205],[289250,932624],[291331,710568],[291460,1185362],[292800,1189667],[293008,716037],[299074,951064],[301322,954510],[304439,959704],[307579,965165],[313202,975356],[314000,976521],[314262,748594],[317051,1231782],[317164,1232100],[319459,986011],[320435,987855],[320594,1238308],[322935,763335],[325206,996971],[327985,1003456],[328114,1254262],[328565,772397],[334914,781469],[335043,1267178],[336154,1016612],[337289,1270780],[341901,1027572],[342633,1281691],[342746,1282009],[343769,416944],[343783,1031074],[346195,801348],[346528,1036603],[347504,1038447],[350004,808520],[350018,1297091],[350220,1297450],[352275,1047563],[353007,1303167],[353120,1303485],[355054,1054048],[356450,819999],[357694,609268],[357708,1314115],[357910,1314474],[358605,434315],[358734,1061187],[359520,1063244],[359801,614145],[366149,1072427],[367125,1074271],[372124,1081224],[373732,1084147],[380997,855327],[381126,1353224],[381858,1355070],[383231,1099309],[383316,859358],[386663,1361171],[389384,1109069],[390182,1110234],[390444,869913],[392501,1114263],[395308,877482],[395641,1119724],[396617,1121568],[399117,884654],[399131,1383653],[399333,1384012],[402659,888890],[405538,895054],[406099,1137335],[406938,675422],[406952,1396679],[407154,1397038],[408347,1140781],[411464,1145975],[414604,1151436],[415739,1411676],[417057,1155772],[419221,915099],[421025,1162792],[421287,918023],[424076,1427012],[424189,1427330],[425244,508717],[425373,1170916],[426484,1172282],[427460,1174126],[427619,1433538],[429960,932764],[431096,935167],[431661,711758],[432231,1183242],[432963,1444449],[433076,1444767],[434099,518507],[434113,1186744],[435010,1189727],[438509,1192698],[442139,949985],[442462,1198799],[443260,1199964],[450534,1209920],[450796,961824],[451510,1211764],[454677,967009],[457556,973173],[458117,1221640],[458956,744398],[458970,1483485],[459172,1483844],[459926,1485603],[461500,976839],[466420,1233626],[469122,1237188],[469207,987496],[471419,1240579],[474269,995127],[476073,1248113],[476335,998051],[479124,1513818],[479237,1514136],[480292,569582],[480421,1256237],[482321,776064],[482335,1519953],[482510,1007122],[485805,1013663],[486370,791130],[486675,1264254],[487651,1266098],[487830,1526803],[487943,1527121],[492650,1273051],[494258,1275974],[501523,1034057],[501764,1035438],[502384,1551446],[504222,598992],[507101,1044611],[507189,1557547],[508501,600452],[508515,1298922],[509910,1300896],[510708,1302061],[510970,1048643],[513027,1306090],[515153,820188],[515160,1056585],[516167,1311551],[517143,1313395],[517302,1575194],[518620,1315887],[519643,1063384],[522659,1322267],[523470,1322085],[526743,1071321],[532559,1333078],[536189,1083068],[536512,1339179],[536597,1083788],[537310,1340344],[537572,1085227],[540230,849922],[540244,1606515],[540419,1088758],[543714,1095299],[544279,632490],[544584,1350300],[545560,1352144],[545739,1613365],[545852,1613683],[552549,1104544],[553670,1362336],[557000,1110552],[561920,1374136],[562629,1118559],[563249,1637492],[565087,665408],[567966,1127732],[568054,1643593],[569366,666868],[569380,1385484],[570565,1647589],[570957,888531],[571232,1132914],[571584,1649643],[571742,1131021],[572362,1387928],[575311,904210],[575318,1137708],[576315,1394029],[577113,1395194],[577616,1656388],[584387,1405150],[584649,1148095],[585363,1406994],[588530,1153280],[591970,1416870],[592809,913827],[593779,1680833],[594943,693793],[594957,1420121],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] cell #2855 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2856 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2857 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2858 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2859 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2860 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [103574],[125991],[134933],[143455],[160797],[169407],[174274],[183120],[183509],[188755],[198707],[204984],[215418],[216030],[221400],[227527],[229290],[232394],[238330],[244643],[250029],[250641],[255017],[257485],[264969],[268748],[269495],[269701],[270266],[283800],[284412],[285724],[294587],[296608],[303422],[308988],[309735],[309941],[310506],[315302],[318250],[321615],[327001],[327613],[330181],[331478],[331997],[338310],[344308],[347937],[348684],[348890],[349455],[351152],[361470],[369245],[371266],[376264],[377561],[378080],[382649],[383727],[384670],[387902],[391484],[393602],[394432],[397050],[397797],[398003],[398568],[401612],[403633],[410447],[416760],[417531],[420511],[421808],[422327],[422513],[428640],[434638],[444037],[445855],[449309],[452058],[453630],[455651],[460160],[460765],[461213],[466621],[468540],[469618],[470561],[472642],[473793],[475559],[476856],[477375],[477561],[481996],[489771],[491792],[496790],[498606],[503175],[504041],[505196],[505415],[512010],[514128],[514958],[518323],[519094],[523704],[528029],[528895],[529481],[535142],[537008],[537901],[538087],[539905],[546480],[547144],[548223],[555660],[556265],[556415],[556713],[559719],[564040],[564906],[566061],[566280],[579708],[583162],[585911],[587483],[589504],[594618],[602393],[603471],[604414],[606495],[607646],[609412],[611228],[611414],[613346],[616782],[617446],[619509],[622034],[622184],[622972],[625081],[627118],[629643],[630953],[632309],[632676],[632895],[641906],[641996],[650024],[651249],[652992],[656271],[661034],[674700],[675566],[681813],[683679],[684572],[684758],[686576],[692779],[702331],[702936],[703086],[703384],[706390],[710711],[711577],[712732],[712951],[714813],[718659],[718749],[720628],[720978],[725300],[727188],[727541],[729015],[729679],[731742],[733718],[743676],[744542],[745552],[750679],[754142],[755451],[760813],[763479],[778149],[780674],[780824],[781612],[783721],[785758],[788283],[789593],[790949],[791316],[791535],[799062],[799955],[808664],[809889],[811632],[814911],[819674],[819824],[828274],[829953],[830306],[830630],[836688],[837141],[838924],[839014],[841243],[852007],[854532],[854682],[855470],[860884],[861234],[865556],[871998],[884798],[890057],[890407],[894729],[894879],[896617],[896970],[898444],[899108],[901171],[903147],[906743],[912615],[913971],[920108],[923571],[924880],[930242],[932908],[945841],[946294],[953317],[955557],[957913],[968176],[968526],[972848],[972998],[978082],[978435],[978759],[989372],[1000136],[1003599],[1008683],[1009036],[1009360],[1011239],[1015418],[1015871],[1017654],[1017744],[1019973],[1026183],[1030737],[1032713],[1039614],[1039964],[1044286],[1044436],[1050728],[1063528],[1067843],[1086272],[1090319],[1090672],[1090996],[1092875],[1100400],[1100853],[1112472],[1122735],[1123085],[1127407],[1127557],[1132112],[1132565],[1134867],[1139588],[1141828],[1144184],[1150695],[1154797],[1164353],[1164706],[1165030],[1166909],[1175643],[1186407],[1201896],[1212202],[1216417],[1216870],[1219172],[1227198],[1249674],[1250027],[1250351],[1252230],[1259670],[1262407],[1278099],[1282823],[1292227],[1292680],[1294982],[1304299],[1314912],[1330882],[1331235],[1332378],[1341476],[1345716],[1348453],[1364268],[1378789],[1379242],[1381544],[1407432],[1422428],[1425165],[1445581],[1455518],[1461129],[1461582],[1463049],[1494400],[1509234],[1511971],[1528754],[1537852],[1583272],[1586267],[1591757],[1592822],[1618276],[1624340],[1658279],[1712680],[1714680],[1746382],[1784649],[1838703],[1870350] ] cell #2861 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [58730],[73621],[89622],[97812],[105744],[117757],[127869],[129081],[136422],[137693],[151491],[153472],[163636],[164513],[174886],[177657],[178269],[184998],[190614],[194141],[205400],[207626],[209607],[210219],[219984],[221965],[226036],[232129],[233006],[238746],[240666],[246502],[256876],[257528],[260403],[263478],[271354],[274881],[286140],[288366],[290347],[290959],[294773],[296651],[303838],[305758],[311594],[315718],[317638],[318530],[323474],[332413],[334333],[340169],[350543],[351195],[354070],[357145],[361513],[363721],[369431],[371309],[378496],[380416],[382835],[384713],[391900],[393820],[399656],[401798],[403676],[410863],[412783],[418619],[422743],[424663],[425555],[430499],[437392],[445898],[448106],[453816],[455694],[460808],[463016],[468726],[470604],[477791],[479711],[482039],[484247],[489957],[491835],[499022],[500942],[503361],[505239],[512426],[514346],[520182],[528215],[531442],[535328],[538317],[539948],[542156],[547802],[556308],[558516],[564226],[566104],[571245],[579751],[581959],[587669],[589547],[594661],[596869],[602579],[604457],[611644],[613564],[622077],[623158],[629686],[632719],[634856],[652571],[656457],[661077],[663285],[674886],[678113],[681999],[684988],[686619],[688827],[694473],[702979],[705187],[710897],[712775],[724330],[725343],[727584],[732367],[735656],[743862],[754328],[760856],[766026],[780717],[781798],[788326],[791359],[793496],[811211],[815097],[819717],[821925],[830349],[835221],[837575],[854575],[855656],[865599],[872623],[893759],[894772],[897013],[901796],[905085],[923757],[930285],[935455],[946728],[953354],[971878],[972891],[978478],[983350],[1003785],[1009079],[1013951],[1016305],[1044329],[1051353],[1067880],[1090715],[1095587],[1101287],[1127450],[1132999],[1139625],[1164749],[1169621],[1217304],[1227235],[1250070],[1254942],[1259707],[1293114],[1331278],[1345753],[1379676],[1422465],[1462016],[1509271],[1591794],[1712717] ] cell #2862 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874139],[986560],[1052869],[1072976],[1109167],[1172831],[1188548],[1198897],[1264803],[1288000],[1300994],[1312100],[1350849],[1394127],[1395743],[1409172],[1442276],[1480933],[1482549],[1523134],[1525736],[1538929],[1559261],[1609696],[1612298],[1645307],[1650501],[1652046],[1668391],[1685506],[1688108],[1735822],[1737367],[1769811],[1772413],[1777591],[1779370],[1809856],[1811401],[1860712],[1862491],[1877389],[1891492],[1893037],[1901274],[1932150],[1933515],[1933929],[1968948],[1981302],[1996454],[2010269],[2011634],[2012048],[2049403],[2050406],[2084334],[2093192],[2103242],[2110281],[2123261],[2124264],[2161129],[2181063],[2188384],[2193232],[2201072],[2210687],[2230105],[2251832],[2282904],[2290120],[2296702],[2301550],[2309999],[2347743],[2376776],[2383165],[2389338],[2430555],[2435403],[2472848],[2509864],[2579873], 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] cell #2863 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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6386],[1614978,1868267],[1616548,2107549],[1618135,1871187],[1622723,1876409],[1626228,1888024],[1627335,2116595],[1647033,1658700],[1649604,1654876],[1657382,1908118],[1679578,1691545],[1684526,1695614],[1693069,2173169],[1709327,2185372],[1712228,1960763],[1714430,1962524],[1718960,1965590],[1729183,1974636],[1734925,1740197],[1743283,1988552],[1745485,1990507],[1755187,2222932],[1776541,1781741],[1792755,2032913],[1805471,2045116],[1806388,1818055],[1819162,2275235],[1840678,2078684],[1850109,2086768],[1854639,2089834],[1859662,1864862],[1867898,2102722],[1900284,1905231],[1915454,2144065],[1921196,1926468],[1941458,2369603],[1962155,2187864],[1971298,2195422],[1980312,1985259],[2028839,2245408],[2033369,2248474],[2038392,2043592],[2086399,2296182],[2140727,2342093],[2149741,2154688],[2245039,2430035] ] cell #2864 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [52469,329766],[65045,375849],[77816,420096],[86991,448894],[95732,475144],[102651,496375],[103433,689615],[103509,499654],[104859,503626],[113217,528480],[115952,533218],[125238,559304],[126984,564491],[133791,582747],[135276,795272],[136214,590258],[138012,595217],[142532,608997],[143314,822713],[143390,612276],[145161,616273],[151467,447548],[152430,631894],[159973,649609],[162708,654347],[164832,661633],[170346,675151],[173081,679889],[174862,688269],[178153,503733],[180278,924022],[180354,701348],[182367,705975],[183852,937231],[184113,711162],[184790,713486],[186495,717605],[192377,728506],[195475,734866],[199646,744127],[201296,747443],[204418,753080],[207602,557958],[208565,763064],[210103,564598],[212228,1004050],[212304,772901],[213654,774913],[216776,1014797],[219960,581401],[220923,790534],[225301,1036296],[226358,808876],[228466,808249],[228652,809074],[231201,812987],[232982,821367],[233325,820273],[236099,615592],[242383,837870],[244126,840734],[246386,632001],[248265,848771],[251387,1096433],[252757,857861],[253868,859646],[256852,649051],[258639,868762],[261737,875122],[261761,874399],[262743,1119417],[263800,885010],[265908,884383],[266094,885208],[267235,887034],[268346,1131879],[271330,895560],[273117,897935],[276215,904295],[280386,913556],[280925,1160471],[281395,915950],[282036,916872],[282135,923081],[285158,922509],[288342,704629],[289305,932493],[290843,711269],[293044,520501],[298473,1198537],[299105,950993],[301191,727825],[302727,956769],[303168,730648],[304470,959633],[306080,744754],[307475,965153],[308586,1216184],[311570,973679],[313071,746762],[313896,976509],[314366,748545],[319355,985999],[320466,987784],[321098,988863],[323358,763171],[323450,762506],[324126,1245792],[324596,995978],[325237,996900],[325336,1003109],[328359,1002537],[330591,1258587],[331061,1007973],[336050,1016600],[337793,1019464],[340053,790641],[341932,1027501],[345030,1033861],[345054,1288260],[345599,1288832],[345706,1036003],[346424,1036591],[346960,1043737],[347535,1038376],[350519,807691],[352306,1047492],[355404,1053852],[355428,1053129],[357467,609624],[359575,1063113],[359761,614060],[365334,1326986],[365804,1072172],[366045,1072415],[367156,1074200],[370484,840053],[370651,627850],[372020,1081212],[373131,1338917],[373763,1084076],[373862,854980],[376674,1344633],[377144,1089609],[383100,858965],[383207,644575],[386535,1360909],[387167,1105552],[389253,868081],[390078,1110222],[390548,869864],[390789,1111328],[391230,870904],[392532,1114192],[394712,1375394],[394819,1119124],[395537,1119712],[396073,1126858],[396648,1121497],[399632,883825],[402063,1388379],[402170,1131586],[406130,1137264],[408216,897254],[409752,1143040],[410193,900077],[411495,1145904],[413105,675778],[414500,1151424],[415611,1411414],[416243,1154288],[418503,913663],[418595,1159950],[419306,1160987],[420921,1162780],[421391,917974],[426380,1172270],[427491,1174055],[428123,1175134],[430383,932600],[430475,931935],[431621,710139],[432262,1183171],[432361,710221],[435360,1189531],[435384,1188808],[437499,1452866],[437559,1192686],[441543,1457748],[441650,1198244],[442331,950312],[443156,1199952],[444992,964565],[447381,730416],[449719,1468642],[450189,1209665],[450430,1209908],[450900,961775],[450966,972299],[451541,1211693],[454081,1475185],[454188,1215891],[458148,1221569],[461364,748313],[464629,1490504],[465099,1231527],[465340,1231770],[465781,982621],[466451,1233555],[468991,987103],[469098,758030],[469779,988182],[469946,759020],[471315,1240567],[472426,1502435],[474354,1246308],[475969,1248101],[476439,998002],[482595,1259103],[486330,780110],[486571,1264242],[487682,1266027],[491010,1018783],[491177,786490],[492546,1273039],[493657,1535293],[494289,1275903],[494388,781122],[497200,1541009],[497670,1281436],[497911,1281679],[498352,1029643],[507693,1297379],[509779,1046811],[510604,1302049],[511074,1048594],[511315,1303155],[511756,1049634],[513058,1306019],[515345,818350],[516063,1311539],[516599,819125],[517174,1313324],[517806,1314403],[520066,1063220],[520158,1062555],[522378,1583771],[522443,1066253],[522610,1322255],[524436,1070721],[526828,1327502],[530481,1086953],[531549,1594148],[531609,1333066],[535593,1599030],[535700,1338624],[536381,1083395],[536488,844702],[537206,1340332],[537676,1085178],[540504,1345149],[544239,853968],[544480,1350288],[545591,1352073],[547909,1615624],[547969,1355058],[551953,1620506],[552060,1360616],[552741,1104871],[552908,864693],[553566,1362324],[556864,869632],[557791,870672],[560129,1631400],[560599,1372037],[561951,1374065],[568558,1383941],[571412,1387916],[575503,892415],[576184,1136583],[577009,1395182],[578120,1396967],[578845,886446],[581234,899845],[583572,1663872],[584042,1404895],[584283,1405138],[584753,1148046],[584819,894180],[585394,1406923],[587934,1670415],[588041,1411121],[588722,1153607],[588889,909512],[590699,690910],[592001,1416799],[598952,922069],[599193,1427000],[599634,1168892],[600304,1428785],[602844,1173374],[602951,927459],[603632,1174453],[60379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] cell #2865 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [276828],[332652],[344049],[378735],[394173],[403148],[413972],[422982],[434379],[455166],[467775],[478030],[483542],[485332],[495670],[504711],[514699],[515535],[525472],[541451],[543241],[554284],[554852],[565576],[574691],[575693],[596164],[597166],[597954],[601628],[608292],[618701],[623720],[628886],[638302],[639304],[642819],[646601],[651048],[662580],[663582],[664370],[672143],[673584],[697057],[697919],[698921],[701523],[717837],[719572],[720777],[725984],[730934],[735953],[741119],[742560],[745608],[749871],[754890],[760056],[768610],[769472],[770474],[774868],[777341],[787526],[797944],[803128],[805241],[806682],[809688],[822222],[827443],[828105],[828330],[838102],[839837],[841042],[846249],[848726],[851199],[856632],[858093],[859828],[861033],[866240],[871190],[874696],[876209],[879262],[881375],[882816],[887266],[890206],[900363],[905382],[910548],[911989],[916827],[919300],[929485],[938039],[939903],[943738],[944674],[954726],[955388],[955613],[959588],[962524],[963647],[965385],[968325],[975572],[976234],[976459],[986231],[987966],[989171],[992281],[994378],[996855],[999328],[1006173],[1016832],[1018567],[1019772],[1024979],[1027456],[1029929],[1036823],[1039763],[1049920],[1053426],[1054939],[1057992],[1060105],[1061546],[1065729],[1072647],[1074155],[1076821],[1077757],[1079831],[1081444],[1084258],[1085464],[1087809],[1098297],[1099233],[1108555],[1109285],[1109947],[1110172],[1114147],[1117083],[1119944],[1122884],[1140997],[1141659],[1141884],[1145859],[1148795],[1149918],[1151656],[1154596],[1161843],[1172502],[1174237],[1175442],[1178552],[1180649],[1183126],[1185599],[1189105],[1196045],[1199015],[1199677],[1200184],[1202874],[1203222],[1205517],[1207865],[1209858],[1212001],[1225084],[1233510],[1236176],[1237112],[1239186],[1240799],[1247164],[1264474],[1265982],[1268648],[1269584],[1271658],[1273271],[1276085],[1277291],[1279636],[1287434],[1288557],[1300382],[1301112],[1301774],[1301999],[1305974],[1308910],[1311771],[1314711],[1317821],[1324501],[1328250],[1329478],[1332009],[1332177],[1334752],[1339103],[1350520],[1352028],[1362049],[1362556],[1365594],[1367889],[1370237],[1391275],[1394245],[1394907],[1395414],[1398104],[1398452],[1400747],[1403095],[1405088],[1407231],[1412554],[1416981],[1418187],[1428740],[1431406],[1432342],[1434416],[1436029],[1441664],[1442394],[1450192],[1455149],[1455317],[1458971],[1462298],[1462699],[1478081],[1481051],[1481713],[1482220],[1488019],[1491768],[1492996],[1498270],[1515546],[1520877],[1524004],[1524626],[1525854],[1528385],[1528553],[1531128],[1535479],[1539630],[1542273],[1546614],[1558425],[1558932],[1561970],[1564265],[1566613],[1576072],[1585516],[1585917],[1592936],[1607439],[1610566],[1611188],[1612416],[1617907],[1618075],[1621729],[1644471],[1644978],[1650379],[1650547],[1652747],[1654201],[1657266],[1657528],[1657929],[1668895],[1671638],[1675989],[1683249],[1686376],[1686998],[1688226],[1693500],[1704645],[1714794],[1735700],[1735868],[1738068],[1739522],[1742587],[1745631],[1746032],[1767554],[1770681],[1771303],[1772531],[1777343],[1777744],[1779874],[1783765],[1784763],[1795808],[1809734],[1809902],[1812102],[1813556],[1830993],[1847598],[1860464],[1860865],[1862995],[1866886],[1870464],[1891370],[1891538],[1893738],[1895192],[1899132],[1901065],[1903420],[1907187],[1931902],[1932303],[1934433],[1968826],[1968994],[1979160],[1981093],[1983448],[1987215],[1997155],[2010021],[2010422],[2012552],[2017957],[2049194],[2051549],[2081257],[2084086],[2084487],[2094091],[2110785],[2123052],[2125407],[2130104],[2187191],[2190390],[2193023],[2201657],[2214355],[2217585],[2289102],[2291361],[2313618],[2382461],[2403983] ] cell #2866 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [183342],[215863],[250474],[267552],[284245],[307792],[327446],[329795],[344141],[346741],[372337],[375878],[394265],[395854],[414817],[420125],[421238],[434471],[443473],[448923],[467917],[471632],[475173],[476286],[492863],[496404],[503655],[514791],[516380],[525614],[528509],[537523],[553883],[554861],[559333],[564520],[577326],[582776],[601770],[605485],[609026],[610139],[616302],[618710],[629028],[631923],[640937],[646743],[649638],[651041],[658652],[672285],[675180],[684194],[700554],[701532],[706004],[711191],[717846],[720770],[728535],[730943],[741261],[744156],[747472],[749880],[760198],[763093],[772107],[774942],[777350],[787668],[790563],[799577],[805383],[808278],[809681],[817292],[827436],[838111],[841035],[848800],[851208],[858102],[861026],[868791],[871199],[881517],[884412],[887275],[890199],[897964],[900372],[910690],[913585],[916901],[919309],[929627],[932522],[941536],[951022],[954719],[959662],[963789],[965394],[968318],[975565],[986240],[989164],[996929],[999337],[1006166],[1016841],[1019765],[1027530],[1029938],[1036832],[1039756],[1047521],[1049929],[1060247],[1063142],[1072656],[1074229],[1081453],[1085473],[1087802],[1109278],[1114221],[1119953],[1122877],[1137293],[1140990],[1145933],[1150060],[1151665],[1154589],[1161836],[1172511],[1175435],[1183200],[1185608],[1199008],[1200193],[1202883],[1207858],[1211994],[1221598],[1233584],[1240808],[1247157],[1264483],[1266056],[1273280],[1277300],[1279629],[1301105],[1306048],[1311780],[1314704],[1324510],[1329471],[1332170],[1350529],[1352102],[1362565],[1370230],[1394238],[1395423],[1398113],[1403088],[1407224],[1428814],[1436038],[1442387],[1455310],[1462198],[1481044],[1482229],[1488028],[1492989],[1515620],[1520886],[1525847],[1528546],[1558941],[1566606],[1585416],[1607448],[1612409],[1618068],[1644987],[1650540],[1657428],[1683258],[1688219],[1735861],[1745531],[1767563],[1772524],[1777243],[1809895],[1847607],[1860364],[1891531],[1931802],[1968987],[2009921],[2083986],[2187091] ] cell #2867 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289786],[333219],[379302],[401635],[423549],[453653],[478597],[481768],[499828],[503198],[535165],[539677],[562125],[564063],[587506],[594390],[595579],[612450],[622995],[629415],[651917],[656294],[660806],[661995],[681836],[686348],[695215],[708796],[710734],[721646],[725072],[735228],[754165],[755365],[760585],[766768],[781635],[788055],[810557],[814934],[819446],[820635],[828046],[830544],[841911],[845337],[855493],[861902],[865328],[866872],[875484],[891075],[894501],[904657],[923594],[924794],[930014],[936197],[943878],[946918],[955329],[957827],[969194],[972620],[976175],[978673],[990040],[993466],[1003622],[1006776],[1009274],[1020641],[1024067],[1034223],[1040632],[1044058],[1045602],[1054214],[1065866],[1076961],[1080001],[1088412],[1090910],[1098437],[1101477],[1109888],[1112386],[1123753],[1127179],[1130149],[1133189],[1141600],[1144098],[1155465],[1158891],[1162446],[1164944],[1176311],[1179737],[1189893],[1199618],[1203359],[1208468],[1212870],[1214454],[1217494],[1225221],[1236316],[1239356],[1247767],[1250265],[1257693],[1268788],[1271828],[1280239],[1282737],[1290264],[1293304],[1301715],[1304213],[1315580],[1319006],[1328390],[1330081],[1337187],[1341390],[1343739],[1365731],[1370840],[1376826],[1379866],[1394848],[1398589],[1403698],[1408100],[1409684],[1412724],[1420451],[1431546],[1434586],[1442997],[1445495],[1459108],[1460286],[1462963],[1467748],[1471966],[1481654],[1493599],[1500705],[1507257],[1524766],[1526457],[1533563],[1537766],[1540115],[1562107],[1567216],[1573202],[1576242],[1586181],[1590900],[1593524],[1611328],[1613019],[1623044],[1630506],[1654338],[1655516],[1658193],[1662978],[1667196],[1688829],[1695935],[1702487],[1715382],[1721919],[1739659],[1740837],[1746296],[1751015],[1773134],[1778008],[1782727],[1785351],[1814871],[1822333],[1841022],[1861129],[1865848],[1871052],[1896507],[1901653],[1908190],[1932567],[1937286],[1981681],[1990579],[2010686],[2015405],[2019752],[2049782],[2084751],[2095886],[2123640],[2160008],[2193611],[2228984],[2294276],[2382664] ] cell #2868 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [361088],[370810],[383426],[417315],[445473],[447562],[460383],[461610],[469317],[470105],[491336],[499290],[518878],[532960],[536707],[548390],[553067],[555883],[557110],[557972],[579326],[581415],[589048],[590272],[600823],[603170],[603958],[611912],[614202],[621652],[628965],[631350],[646680],[649065],[653159],[654089],[657836],[667239],[679631],[683378],[688283],[699738],[700041],[700984],[702554],[703781],[704643],[712276],[712579],[713500],[718168],[731613],[733885],[750550],[752822],[760135],[762520],[771291],[771594],[772537],[780292],[782389],[782692],[787605],[789990],[795014],[798761],[801488],[805320],[807309],[807705],[809088],[811799],[812729],[816476],[820985],[821381],[827471],[838433],[841070],[854150],[856247],[856550],[858424],[861061],[871869],[877622],[881454],[883443],[883839],[885222],[887597],[889030],[895178],[895574],[901042],[903314],[910627],[913012],[915555],[915964],[919979],[922081],[922251],[929564],[931949],[936803],[936973],[940720],[950125],[954754],[963726],[965716],[967149],[973297],[973693],[975600],[989199],[995583],[995992],[1000007],[1002109],[1002279],[1005533],[1006201],[1007578],[1007987],[1014369],[1014539],[1017163],[1019800],[1030608],[1032584],[1032880],[1034977],[1035344],[1035859],[1037154],[1039791],[1050599],[1060184],[1062569],[1071777],[1072186],[1081775],[1083208],[1086143],[1087169],[1087837],[1089214],[1089623],[1096005],[1096175],[1104684],[1118285],[1118465],[1118980],[1120275],[1122912],[1129395],[1129639],[1130927],[1131442],[1141025],[1149997],[1151987],[1153420],[1154624],[1157395],[1159964],[1160371],[1161871],[1175470],[1186278],[1188254],[1197255],[1197585],[1198100],[1200515],[1207893],[1209270],[1209679],[1212029],[1213700],[1213944],[1215232],[1215747],[1231132],[1231541],[1241130],[1242563],[1245498],[1245692],[1247192],[1256302],[1256509],[1258487],[1273602],[1275035],[1277970],[1279664],[1281041],[1281450],[1284879],[1310112],[1314739],[1317510],[1320892],[1326516],[1326760],[1326886],[1329506],[1332205],[1337313],[1337965],[1338480],[1342348],[1342555],[1344533],[1359627],[1359957],[1360472],[1362887],[1370265],[1371642],[1372051],[1374401],[1386352],[1403123],[1404500],[1404909],[1407259],[1409810],[1410462],[1410977],[1436360],[1437793],[1440728],[1447637],[1451860],[1455345],[1456611],[1456818],[1462548],[1468542],[1473158],[1484410],[1490034],[1490278],[1490404],[1493024],[1495723],[1500831],[1501483],[1501998],[1528581],[1533689],[1534341],[1534856],[1540909],[1566641],[1568018],[1568427],[1570777],[1573328],[1582820],[1584776],[1585766],[1587203],[1587540],[1593142],[1614618],[1618103],[1619369],[1619576],[1623170],[1625306],[1631300],[1655642],[1657778],[1663772],[1690953],[1696061],[1696713],[1697228],[1714070],[1715000],[1716008],[1724045],[1726472],[1740963],[1742935],[1745881],[1747318],[1747655],[1753257],[1761809],[1779030],[1784969],[1814997],[1817133],[1823127],[1840330],[1842140],[1849749],[1851687],[1862151],[1870670],[1871678],[1882142],[1896633],[1902279],[1910316],[1912743],[1927234],[1939528],[1948080],[1970950],[1972760],[1982307],[1991697],[2001244],[2020870],[2028479],[2030417],[2040881],[2060872],[2075363],[2097004],[2114719],[2140379],[2142189],[2151736],[2170673],[2255644],[2273359], [473171,874141],[555531,986562],[592114,1288002],[607024,1052871],[619380,1072978],[651076,1109313],[685842,1409174],[702202,1172833],[715342,1188550],[720805,1199043],[778020,1264805],[779010,1523136],[792001,1538931],[809716,1301140],[818940,1312102],[851878,1350851],[852868,1609698],[890234,1394273],[891274,1652048],[893005,1395745],[905831,1668388],[920969,1685508],[933960,1442422],[968353,1481079],[969393,1737369],[971124,1482551],[1000997,1769813],[1006275,1777593],[1010327,1779367],[1011416,1525882],[1040831,1811403],[1042562,1559263],[1087911,1860714],[1091963,1862488],[1093052,1612444],[1107619,1877391],[1123952,1893039],[1125683,1645309],[1130195,1901271],[1130275,1650575],[1161945,1932152],[1165997,1933926],[1167086,1688254],[1214500,1981299],[1214580,1735896],[1233891,1996456],[1247266,2010271],[1251318,2012045],[1252407,1772559],[1290310,2049400],[1290390,1809930],[1291454,2050408],[1329580,2084336],[1354197,2103244],[1363356,2110278],[1376872,2123258],[1376952,1891566],[1378016,2124266],[1421675,2161126],[1421755,1933589],[1454305,2188386],[1460332,2193229],[1460412,1969022],[1471236,2201074],[1484799,2210684],[1508481,2230102],[1508561,2011708],[1574392,2282906],[1585165,2290117],[1595587,2296704],[1601614,2301547],[1601694,2093266],[1614596,2309996],[1666466,2347745],[1703711,2376773],[1703791,2181137],[1714048,2383162],[1724434,2389335],[1787414,2430557],[1793441,2435400],[1793521,2251906],[1849727,2472845],[1910705,2509861],[2028457,2579870] ] cell #2869 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2870 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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2384231],[1971022,2547993],[1972900,2390535],[1988330,2557636],[1990821,2402936],[1991837,2403939],[1992421,2404010],[1997587,2407778],[2000376,2231172],[2021010,2425170],[2021940,2029549],[2026760,2429009],[2051441,2062284],[2056561,2451049],[2062103,2454299],[2066951,2282038],[2078462,2610377],[2079959,2468776],[2086522,2613988],[2088153,2473914],[2097144,2480218],[2105025,2485271],[2105868,2485794],[2108676,2316597],[2114859,2492098],[2133338,2504757],[2135216,2340040],[2140451,2641660],[2142329,2511061],[2162196,2169805],[2167016,2528304],[2195200,2671216],[2196697,2548732],[2204891,2553870],[2206769,2400905],[2213057,2559106],[2221251,2564244],[2224059,2414309],[2238599,2575801],[2245162,2694728],[2246793,2580939],[2255784,2587243],[2266386,2267316],[2273499,2599123],[2305015,2619002],[2319925,2627921],[2329997,2330927],[2341871,2739709],[2343368,2642399],[2351562,2647537],[2353440,2521431],[2367922,2657911],[2370730,2534835],[2438868,2699742],[2453778,2708661],[2463850,2464780] ] cell #2871 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [56006,499597],[76923,590252],[81353,612219],[98438,329768],[102338,496377],[102392,688263],[103405,689617],[106242,701291],[109046,713480],[118383,375851],[128367,772844],[130722,582749],[130776,581395],[134905,795274],[138149,808084],[138319,420098],[139660,809068],[142219,608999],[142273,821361],[143286,822715],[155113,448896],[155167,447542],[164969,884218],[165139,475146],[166480,885202],[169379,679891],[169698,675153],[169752,895554],[177441,915944],[178039,922152],[178963,503628],[179298,705977],[179352,704623],[180250,924024],[183481,937233],[185496,716166],[190905,528482],[195612,974072],[198679,533220],[198998,744129],[199052,973673],[209391,995972],[209989,1002180],[210913,564493],[211248,559306],[211302,557952],[212200,1004052],[213597,774915],[214173,1007967],[216002,1014799],[224937,1035930],[225244,1036298],[225907,1042746],[226238,420935],[227499,812989],[227818,808251],[227872,807685],[233462,821760],[234973,825600],[236698,616275],[239897,1072166],[246272,1096076],[246793,631896],[248208,848773],[248784,1089603],[250613,1096435],[257167,649611],[257221,649045],[262379,1119051],[262686,1119419],[263349,1125867],[263680,475983],[264941,654349],[265260,884385],[265314,883819],[267229,887182],[267982,1131513],[268289,1131881],[276352,895953],[279738,913558],[279792,1159944],[280919,1160473],[280939,1160912],[281979,916874],[282276,347171],[282555,917968],[284384,922511],[290131,934867],[290729,936874],[291653,711164],[294231,717753],[298109,1198171],[298416,1198539],[300792,1213771],[301790,728508],[304413,959635],[304989,1209659],[305629,1222830],[305960,537220],[307469,965301],[308222,1215818],[308529,1216186],[313670,747445],[314392,748539],[316869,1231521],[318222,753082],[323765,763066],[323819,762500],[324120,1245794],[324140,1246233],[325180,996902],[325477,396284],[325756,997996],[327585,1002539],[330585,1258589],[330605,1259028],[333564,1012323],[339939,1014440],[340460,790536],[341875,1027503],[342451,1281430],[344280,1288262],[345601,1288829],[346418,1036739],[347478,1038378],[356046,1055642],[357016,1058392],[357347,609836],[358927,1063115],[358981,1062549],[361077,615740],[363322,1326587],[365328,1326988],[365348,1327427],[367099,1074202],[368364,1343053],[368889,838018],[371083,627979],[372014,1081360],[372767,1338551],[373074,1338919],[374003,451177],[374282,1085172],[376668,1344635],[376688,1345074],[379647,1093959],[382293,858009],[383209,644569],[383699,859648],[386171,1360543],[386478,1360911],[389852,868764],[390574,869858],[392475,1114194],[393051,1372031],[394022,658349],[394404,874401],[394714,1375391],[395531,1119860],[396591,1121499],[402065,1388376],[405134,1135686],[407817,1129466],[408815,897937],[411438,1145906],[412014,1404889],[412654,1138525],[412985,683891],[414494,1151572],[415247,1411048],[415554,1411416],[420915,1162928],[423894,1167993],[430790,932495],[430844,931929],[431165,1181491],[432205,1183173],[432502,516810],[432781,1184267],[434610,1188810],[437493,1452868],[439349,1457316],[441545,1457745],[442930,950995],[443150,1200100],[444424,1473053],[445462,727973],[447299,729882],[447707,533136],[447839,533594],[449713,1468644],[449733,1469083],[450926,961769],[451484,1211695],[454083,1475182],[457152,1219991],[460372,746910],[461347,976657],[461361,748315],[462617,1490105],[464623,1490506],[464643,1490945],[466394,1233557],[468184,986147],[469100,758024],[469590,987786],[470378,759149],[471309,1240715],[472062,1502069],[472369,1502437],[473298,561587],[473577,1244527],[475963,1248249],[478942,1253314],[483848,1258188],[485874,1263241],[487625,1266029],[488890,1257007],[489415,1016748],[491609,786619],[492540,1273187],[493293,1534927],[493600,1535295],[494529,585030],[494808,1276999],[497194,1541011],[497214,1541450],[500173,797380],[501144,799274],[506697,1295801],[510378,1047494],[511100,1048588],[513001,1306021],[513577,1568407],[514548,816989],[514930,1053131],[516057,1311687],[517117,1313326],[522380,1583768],[522604,1322329],[523868,1587435],[527673,1072563],[531543,1594150],[532949,627282],[533399,627474],[535595,1599027],[536490,844696],[536980,1084078],[537200,1340480],[541757,1344234],[543783,1349287],[545534,1352075],[547903,1615626],[548379,859113],[549759,1620074],[551955,1620503],[553340,864822],[553560,1362472],[555872,868229],[556847,1110370],[556861,869634],[557709,870138],[558117,654265],[558249,654723],[560123,1631402],[560143,1631841],[561894,1374067],[562470,1128529],[567562,1382363],[573202,1387947],[576783,1137266],[577003,1395330],[578277,1386247],[579315,897402],[581152,899311],[581560,679807],[581692,680265],[583566,1663874],[583586,1664313],[584779,1148040],[585337,1406925],[587936,1670412],[589321,909641],[591005,911099],[592241,691898],[592520,1417895],[596470,1420946],[598496,1425999],[600247,1428787],[602037,1172418],[602953,927453],[603443,1174057],[604231,928578],[605162,1435945],[605915,1697299],[606222,1697667],[607151,708258],[607430,1439757],[609816,1443479],[612795,939339],[613766,941233],[616191,1193798],[621641,95046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] cell #2872 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [58726],[73617],[89618],[97808],[105740],[117753],[127865],[129077],[136418],[137689],[151487],[153468],[163632],[164509],[174882],[177653],[178265],[184994],[190610],[194137],[205396],[207622],[209603],[210215],[219980],[221961],[226032],[232125],[233002],[238742],[240662],[246498],[256872],[257466],[260399],[263474],[271350],[274877],[286136],[288362],[290343],[290955],[294769],[296589],[303834],[305754],[311590],[315714],[317634],[318465],[323470],[332409],[334329],[340165],[350539],[351133],[354066],[357141],[361326],[363656],[369427],[371247],[378492],[380412],[382831],[384651],[391896],[393816],[399652],[401794],[403614],[410859],[412779],[418615],[422739],[424659],[425490],[430495],[437194],[445711],[448041],[453812],[455632],[460621],[462951],[468722],[470542],[477787],[479707],[481852],[484182],[489953],[491773],[499018],[500938],[503357],[505177],[512422],[514342],[520178],[528211],[531244],[535324],[538313],[539761],[542091],[547604],[556121],[558451],[564222],[566042],[571047],[579564],[581894],[587665],[589485],[594474],[596804],[602575],[604395],[611640],[613560],[621890],[623154],[629499],[632657],[634658],[652373],[656453],[660890],[663220],[674882],[677915],[681995],[684984],[686432],[688762],[694275],[702792],[705122],[710893],[712713],[724132],[725156],[727522],[732169],[735591],[743858],[754324],[760669],[765828],[780530],[781794],[788139],[791297],[793298],[811013],[815093],[819530],[821860],[830287],[835023],[837510],[854388],[855652],[865412],[872425],[893561],[894585],[896951],[901598],[905020],[923753],[930098],[935257],[946663],[953351],[971680],[972704],[978416],[983152],[1003781],[1009017],[1013753],[1016240],[1044142],[1051155],[1067877],[1090653],[1095389],[1101222],[1127263],[1132934],[1139622],[1164687],[1169423],[1217239],[1227232],[1250008],[1254744],[1259704],[1293049],[1331216],[1345750],[1379611],[1422462],[1461951],[1509268],[1591791],[1712714] ] cell #2873 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[1715002,1961476],[1716003,2191493],[1723945,2547840],[1724040,2389217],[1726326,2199697],[1738728,2209858],[1745876,1989099],[1747172,1990466],[1747657,1992322],[1753259,2218818],[1756596,1769320],[1778884,2241599],[1784971,2244360],[1812762,2053729],[1817128,2270761],[1823129,2273984],[1842142,2292873],[1849751,2473101],[1851682,2299811],[1862005,2308015],[1870672,2103435],[1871673,2104220],[1874999,1876898],[1881996,2113488],[1894398,2127587],[1902274,2338164],[1910216,2641507],[1910311,2509743],[1912597,2346368],[1924999,2356529],[1939530,2365489],[1972762,2392091],[1982302,2399029],[1991699,2211544],[2001239,2219603],[2004565,2006464],[2020872,2426726],[2028481,2580126],[2030412,2433664],[2040735,2441868],[2060726,2272128],[2073128,2286227],[2097006,2481774],[2114721,2318412],[2142191,2512617],[2151731,2519555],[2170668,2366274],[2173994,2175893],[2255646,2588799],[2273361,2452265] ] cell #2874 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [56007,690185],[76944,796902],[81354,823283],[87033,627723],[97726,481674],[102693,909385],[103429,910983],[106243,924592],[109067,938861],[115948,730283],[117671,539583],[125280,758893],[128368,1004620],[133833,786363],[135272,1029278],[137607,594296],[138150,1044648],[139681,1044930],[142574,1058942],[143310,1060540],[151405,629321],[160015,864566],[162704,870539],[164427,660712],[164970,1127769],[166501,1128051],[170388,1139075],[173077,899712],[174800,686254],[177486,1161470],[178042,1169122],[178183,503561],[180274,1170269],[182409,928322],[183848,1184948],[185497,716074],[190528,724978],[195613,973210],[199688,1223380],[201860,979445],[204414,982256],[207540,760491],[208607,992704],[209436,1246791],[209992,1254443],[210133,564426],[212224,1255590],[214218,1259586],[216772,1266764],[219898,787961],[224940,1289435],[225297,1289814],[225905,1297600],[226146,420933],[228508,1043296],[231197,1049269],[232920,819352],[233463,820036],[234994,825598],[236669,830177],[239942,1327985],[246275,1095088],[246416,631829],[248829,1345632],[251383,1352810],[253507,644448],[253864,1102273],[256790,865234],[259203,1113158],[261757,1115969],[262382,1375997],[262739,1376376],[263347,1384162],[263588,475981],[265950,1126417],[267985,1388982],[268342,1389361],[271268,894407],[276353,895091],[280428,1418610],[280863,1419146],[280937,1419621],[282274,347174],[282600,1165716],[285154,1168527],[288280,929920],[289347,1178975],[290176,934865],[290732,934956],[290873,711097],[294293,946040],[298112,1458351],[298469,1458730],[300795,1213625],[301761,727412],[305034,1469641],[305587,958599],[305627,1221790],[305868,537218],[308225,1475788],[308582,1476167],[311508,972526],[313641,978306],[313834,1228561],[313908,748180],[316914,1491503],[320105,757903],[320462,1240152],[323388,762999],[324064,1505952],[324138,1506427],[325475,396287],[325801,1251037],[328355,1253848],[330336,1008907],[330529,1518978],[330603,1519453],[333609,1012321],[339942,1013452],[340083,790469],[342496,1542008],[345050,1549186],[345534,1549762],[347531,1294100],[350457,1043964],[352870,1304985],[355424,1307796],[356049,1055496],[357014,1056362],[357255,609834],[359617,1318244],[361148,615732],[363325,1326441],[365272,1588516],[365346,1588991],[368362,1342909],[368951,836887],[371054,627977],[372770,1599633],[373127,1600012],[373402,844575],[373759,1080797],[374001,451180],[374327,1342162],[376419,1090543],[376612,1605540],[376686,1606015],[379692,1093957],[382355,1100599],[383035,859105],[386174,1621109],[386531,1621488],[389823,867668],[390016,1369071],[390090,869499],[393096,1632399],[393930,658347],[394647,1635808],[396644,1380662],[399570,1127085],[401318,1132311],[401998,1648724],[405137,1135540],[407820,1129320],[408786,896841],[412059,1664871],[412612,1144870],[412652,1137485],[412893,683889],[415250,1671018],[415607,1671397],[418533,913491],[420666,1164577],[420859,1423791],[423939,1167991],[427130,927332],[427487,1435382],[430413,932428],[431163,1181345],[432500,516813],[432826,1446267],[435380,1449078],[437372,1713208],[439347,1457172],[441478,1717624],[442901,947714],[444416,1473050],[445533,727965],[447361,729808],[447710,533198],[447837,533597],[449464,1219396],[449657,1727785],[449731,1728260],[450368,1206699],[450442,961410],[451537,1472762],[453336,1216616],[454016,1734045],[457155,1219845],[460443,746902],[462620,1489959],[464567,1748631],[464641,1749106],[468246,985016],[468926,987243],[470349,759147],[472065,1759748],[472422,1760127],[473296,561590],[473622,1505680],[475714,1249898],[475907,1510597],[478987,1253312],[483851,1258042],[485872,1263095],[488888,1256863],[489477,1015617],[491580,786617],[493296,1791460],[493653,1791839],[493928,1023305],[494285,1272624],[494527,585033],[494853,1538538],[496945,1026407],[497138,1797367],[497212,1797842],[500218,797378],[500771,1283509],[501052,799272],[502881,1292426],[506700,1295655],[510349,1046398],[510542,1565447],[510616,1048229],[513622,1824226],[514456,816987],[517170,1577038],[520096,1063048],[522245,1839552],[523860,1587432],[527735,1069206],[529050,1331106],[530591,1334030],[531422,1848887],[533020,627274],[533397,627545],[534848,1348199],[535528,1853303],[536316,1083535],[537144,1602610],[541760,1344088],[543781,1349141],[547782,1868878],[549757,1619930],[551888,1873294],[553311,864820],[555943,868221],[557771,870064],[558120,654327],[558247,654726],[559874,1381768],[560067,1883455],[560141,1883930],[561947,1635520],[562515,1128527],[563746,1378988],[567565,1382217],[573200,1387803],[576754,1133985],[578269,1386244],[579386,897394],[581214,899237],[581563,679869],[581690,680268],[583317,1135091],[583510,1914056],[583584,1914531],[584221,1401929],[584295,1147681],[585390,1667992],[587189,1150441],[587869,1920316],[589292,909639],[591008,911161],[591640,1158129],[591997,1413520],[592239,691901],[592565,1415765],[596473,1420800],[598494,1425853],[602099,1171287],[602779,1173514],[604202,928576],[605918,1946019],[606275,1946398],[607149,708261],[607475,1700910],[609567,1182077],[609760,170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] cell #2875 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [521900],[533318],[548748],[590660],[625314],[627676],[643029],[644401],[653517],[654447],[679989],[689715],[713888],[729938],[734243],[747835],[753180],[756484],[757856],[758846],[783954],[786316],[795372],[796855],[809476],[812157],[813087],[822813],[825790],[833782],[841829],[844528],[861820],[864519],[869154],[870194],[874499],[885610],[899367],[903672],[909338],[922609],[922994],[924122],[925913],[927285],[928275],[937331],[937716],[938814],[944208],[958552],[961065],[979398],[981911],[989958],[992657],[1002637],[1003022],[1004150],[1012512],[1014897],[1015282],[1020559],[1023258],[1028933],[1033238],[1036396],[1040550],[1042816],[1043249],[1044883],[1047884],[1048924],[1053229],[1058462],[1058895],[1066111],[1077291],[1080104],[1094148],[1096533],[1096918],[1098767],[1101580],[1113111],[1119517],[1123671],[1125937],[1126370],[1128004],[1130479],[1131979],[1138595],[1139028],[1144823],[1147336],[1155383],[1158082],[1160982],[1161423],[1165669],[1168009],[1168182],[1176229],[1178928],[1184430],[1184603],[1188908],[1198637],[1203604],[1212788],[1214784],[1216284],[1222900],[1223333],[1225466],[1239459],[1246303],[1246744],[1250990],[1253330],[1253503],[1257077],[1257938],[1259098],[1259539],[1266246],[1266419],[1269118],[1271931],[1283462],[1285638],[1285975],[1288360],[1288808],[1289290],[1290594],[1293407],[1304938],[1315498],[1318197],[1327497],[1327938],[1337517],[1339017],[1342115],[1343123],[1343984],[1345144],[1345585],[1352292],[1352465],[1361009],[1375160],[1375370],[1375852],[1377156],[1379969],[1386866],[1387111],[1388355],[1388837],[1398834],[1408018],[1410014],[1411514],[1412827],[1415718],[1418563],[1419055],[1420696],[1434689],[1446220],[1448396],[1457386],[1457724],[1458206],[1460616],[1467993],[1469153],[1469594],[1472069],[1473672],[1473917],[1475161],[1475643],[1491015],[1491456],[1501035],[1502535],[1505633],[1505861],[1507502],[1516858],[1517030],[1518887],[1533893],[1535393],[1538491],[1540360],[1541520],[1541961],[1545556],[1571536],[1576345],[1579236],[1582904],[1588054],[1588299],[1588425],[1591145],[1593627],[1598493],[1599006],[1599488],[1603420],[1603592],[1605449],[1620144],[1620482],[1620964],[1623374],[1630751],[1631911],[1632352],[1634827],[1646875],[1663223],[1664383],[1664824],[1667299],[1669878],[1670391],[1670873],[1696265],[1697765],[1700863],[1707928],[1712342],[1715485],[1716588],[1716760],[1722173],[1727694],[1732196],[1743019],[1748169],[1748414],[1748540],[1751260],[1753742],[1758608],[1759121],[1759603],[1785454],[1790320],[1790833],[1791315],[1797276],[1822578],[1823738],[1824179],[1826654],[1829233],[1838764],[1840414],[1841276],[1842625],[1842855],[1848021],[1868012],[1871155],[1872258],[1872430],[1875932],[1877843],[1883364],[1906533],[1908444],[1913965],[1940013],[1944879],[1945392],[1945874],[1962269],[1963057],[1963921],[1971034],[1973245],[1986561],[1988321],[1990833],[1992182],[1992412],[1997578],[2005498],[2021355],[2026751],[2054662],[2056573],[2062094],[2078453],[2079950],[2086513],[2088165],[2097489],[2105016],[2105880],[2115204],[2128520],[2133350],[2140463],[2142674],[2155990],[2167007],[2174927],[2195191],[2196688],[2204903],[2213048],[2221263],[2238590],[2245153],[2246805],[2256129],[2273844],[2287160],[2305006],[2319916],[2341862],[2343359],[2351574],[2367934],[2438859],[2453769], [658226,1115624],[756090,1236646],[799151,1548841],[816866,1307451],[831269,1328720],[866975,1365976],[906582,1669147],[925519,1431876],[941110,1448733],[947021,1459353],[1009999,1525096],[1011078,1780126],[1025714,1795419],[1045705,1562352],[1056139,1573532],[1091635,1611658],[1092714,1863247],[1133292,1654583],[1134398,1903031],[1136183,1655846],[1150290,1918467],[1166748,1934685],[1181384,1702732],[1217597,1739904],[1218703,1983059],[1220488,1741167],[1252069,2012804],[1260041,2020006],[1262002,2021585],[1263134,1782972],[1294513,2051160],[1296298,1815201],[1346087,2096140],[1348048,2097719],[1349180,1866093],[1364107,2111037],[1381075,2125018],[1382860,1896837],[1387842,1901756],[1389835,2132486],[1422799,2160262],[1424760,2161841],[1425892,1937531],[1474648,1981784],[1476641,2204039],[1493931,2217196],[1509605,2229238],[1511566,2230817],[1512698,2015650],[1551360,2049885],[1553353,2263656],[1554485,2264520],[1592128,2294530],[1615103,2310431],[1623935,2316242],[1637406,2123743],[1639399,2327267],[1640531,2328131],[1681864,2161611],[1683830,2359719],[1714555,2383597],[1720262,2193714],[1721149,2387425],[1731397,2393748],[1743435,2401715],[1766169,2230587],[1768135,2417628],[1832358,2461984],[1840830,2468228],[1850234,2473280],[1855941,2302032],[1856828,2477108],[1867998,2483971],[1917668,2514274],[1952440,2377258],[1954406,2538154],[1962255,2543619],[1971450,2548184],[2028964,2580305],[2034671,2435885],[2035558,2584133],[2086499,2613889],[2140879,2641851],[2245139,2694629] ] cell #2876 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [56012,690107],[76924,796895],[81359,823205],[102393,909378],[103400,910981],[106248,924514],[109047,938854],[128373,1004542],[130777,786356],[134900,1029276],[138155,1043713],[139661,1044923],[142274,1058935],[143281,1060538],[155168,627716],[164975,1126834],[166481,1128044],[168463,481672],[169374,899710],[169753,1139068],[174345,686252],[177442,1161463],[178041,1168079],[179353,928315],[180245,1170267],[183476,1184946],[185502,942171],[195618,1223797],[197763,539581],[198674,730281],[199053,1223373],[209392,1246784],[209991,1253400],[211303,758886],[212195,1255588],[214174,1259579],[215489,787959],[215997,1266762],[224939,1289360],[225239,1289812],[225903,1296520],[226583,594294],[227494,1049267],[227873,1043289],[232465,819350],[233468,1059359],[234974,1063981],[239898,1327978],[246274,1352362],[248785,1345625],[250100,629319],[250608,1352808],[257222,864559],[262381,1375922],[262681,1376374],[263345,1383082],[264025,660710],[264936,870537],[265315,1126410],[267984,1388907],[268284,1389359],[270337,894405],[276358,1139492],[279793,1418603],[280856,1419144],[280935,1419550],[282556,1165709],[283395,503559],[283871,929918],[284379,1168525],[290132,1182292],[290731,1184500],[298111,1458276],[298411,1458728],[299911,724976],[300794,1473742],[304990,1469634],[305625,1482914],[308224,1475713],[308524,1476165],[310577,972524],[314393,979438],[316870,1491496],[318217,982254],[323820,992697],[324057,1505950],[324136,1506356],[325757,1251030],[326596,564424],[327072,760489],[327580,1253846],[330258,1008905],[330522,1518976],[330601,1519382],[333565,1264042],[339941,1266316],[342452,1542001],[344275,1549184],[345532,1549760],[347173,420964],[347376,420931],[347473,1294098],[349526,1043962],[356048,1310583],[357012,1313544],[358982,1318237],[361793,830175],[363324,1588124],[365265,1588514],[365344,1588920],[368360,1604043],[372769,1599558],[373069,1600010],[374283,1342155],[374569,631827],[376341,1090541],[376605,1605538],[376684,1605944],[379648,1350088],[383210,644441],[383694,1102271],[386173,1621034],[386473,1621486],[387973,865232],[390575,1113151],[393052,1632392],[394399,1115967],[394645,1635806],[396286,476012],[396489,475979],[396586,1380660],[398639,1127083],[401311,1132309],[401996,1648722],[405136,1393106],[407819,1386936],[412015,1664864],[412650,1396108],[415249,1670943],[415549,1671395],[417602,913489],[420588,1164575],[420852,1423789],[423895,1426800],[430845,1178968],[431161,1441174],[432782,1446260],[433621,711095],[434605,1449076],[437102,946038],[437365,1713206],[439345,1717211],[441476,1717622],[444414,1732113],[446178,727410],[447709,730191],[449386,1219394],[449650,1727783],[449729,1728189],[450927,958592],[451179,537249],[451382,537216],[451479,1472760],[453329,1216614],[454014,1734043],[457154,1479912],[461088,978304],[461277,1228559],[461358,748178],[462619,1748239],[464560,1748629],[464639,1749035],[469101,757896],[469585,1240150],[472064,1759673],[472364,1760125],[473578,1505673],[473864,762997],[475636,1249896],[475900,1510595],[478943,1513606],[483850,1518586],[485870,1523514],[488886,1517481],[493295,1791385],[493595,1791837],[494809,1538531],[495095,790467],[496867,1026405],[497131,1797365],[497210,1797771],[500174,1031627],[502874,1292424],[506699,1556624],[511101,1304978],[513578,1824219],[514925,1307794],[516812,609865],[517015,609832],[517112,1577036],[519165,1063046],[521959,615730],[522243,1839550],[523858,1842772],[528972,1331104],[531152,836885],[531415,1848885],[533395,840250],[533596,628008],[533665,627975],[534841,1348197],[535526,1853301],[536491,844568],[536975,1080795],[537137,1602608],[541759,1605148],[543779,1610076],[547512,1100597],[547775,1868876],[548306,859103],[549755,1872881],[551886,1873292],[556588,867666],[556777,1369069],[556858,869497],[558119,870447],[559796,1381766],[560060,1883453],[560139,1883859],[561589,658378],[561792,658345],[561889,1635518],[562471,1386037],[563739,1378986],[567564,1642670],[573198,1648311],[578267,1646792],[580031,896839],[581562,899620],[583239,1135089],[583503,1914054],[583582,1914460],[584780,1144863],[585032,683920],[585235,683887],[585332,1667990],[587182,1150439],[587867,1920314],[591007,1155973],[592521,1415758],[596472,1680958],[598492,1685886],[602954,927325],[603438,1435380],[605917,1945944],[606217,1946396],[607431,1700903],[607717,932426],[609489,1182075],[609753,1705825],[612796,1187297],[622357,947712],[622671,1461326],[624960,1723522],[625373,727963],[625657,1970170],[627272,729997],[627453,729806],[631017,1206697],[631098,961408],[636809,1733632],[643088,746900],[643372,1989107],[644987,1992329],[649212,982164],[650101,1494622],[652281,985014],[652544,1998442],[653075,987241],[654524,988379],[654725,759178],[654794,759145],[655970,1511715],[656655,2002858],[658266,1762723],[659084,1516236],[662888,1765263],[664908,1770191],[670529,1775297],[675643,1263825],[677823,1015615],[678086,2027615],[680066,1018980],[680267,786648],[680336,786615],[681512,1262151],[682197,2032031],[683162,1023298],[683646,1272622],[683808,1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] cell #2877 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [56013,690146],[76945,796897],[81360,823244],[87034,627718],[97653,481673],[102694,909380],[103426,910982],[106249,924553],[109068,938856],[115945,730282],[117598,539582],[125281,758888],[128374,1004581],[133834,786358],[135269,1029277],[137534,594295],[138156,1042723],[139682,1044925],[142575,1058937],[143307,1060539],[151332,629320],[160016,864561],[162701,870538],[164354,660711],[164976,1125844],[166502,1128046],[170389,1139070],[173074,899711],[174727,686253],[177487,1161465],[178043,1167039],[178110,503560],[180271,1170268],[182410,928317],[183845,1184947],[185503,715996],[190455,724977],[195619,971285],[199689,1223375],[201861,979440],[204411,982255],[207467,760490],[208608,992699],[209437,1246786],[209993,1252360],[210060,564425],[212221,1255589],[214219,1259581],[216769,1266763],[219825,787960],[224941,1289288],[225294,1289813],[225904,1295441],[226068,420932],[228509,1043291],[231194,1049268],[232847,819351],[233469,819101],[234995,825593],[236630,830176],[239943,1327980],[246276,1093005],[246343,631828],[248830,1345627],[251380,1352809],[253508,644443],[253861,1102272],[256717,865233],[259204,1113153],[261754,1115968],[262383,1375850],[262736,1376375],[263346,1382003],[263510,475980],[265951,1126412],[267986,1388835],[268339,1389360],[271195,894406],[276359,893166],[280429,1418605],[280858,1419145],[280936,1419480],[282269,347175],[282601,1165711],[285151,1168526],[288207,929919],[289348,1178970],[290177,934860],[290733,933913],[290800,711096],[294288,946039],[298113,1458204],[298466,1458729],[300796,1213478],[301722,727411],[305035,1469636],[305588,958594],[305626,1219631],[305790,537217],[308226,1475641],[308579,1476166],[311435,972525],[313602,978305],[313829,1228560],[313907,748179],[316915,1491498],[320106,757898],[320459,1240151],[323315,762998],[324059,1505951],[324137,1506286],[325470,396288],[325802,1251032],[328352,1253847],[330297,1008906],[330524,1518977],[330602,1519312],[333610,1012316],[339943,1011369],[340010,790468],[342497,1542003],[345047,1549185],[345533,1549759],[347528,1294099],[350384,1043963],[352871,1304980],[355421,1307795],[356050,1055421],[357013,1055282],[357177,609833],[359618,1318239],[361147,615731],[363326,1326294],[365267,1588515],[365345,1588850],[368361,1342768],[368946,836886],[371015,627976],[372771,1599486],[373124,1600011],[373403,844570],[373756,1080796],[373996,451181],[374328,1342157],[376380,1090542],[376607,1605539],[376685,1605874],[379693,1093952],[382350,1100598],[383034,859104],[386175,1620962],[386528,1621487],[389784,867667],[390011,1369070],[390089,869498],[393097,1632394],[393852,658346],[394646,1635805],[396641,1380661],[399497,1127084],[401313,1132310],[401997,1648721],[405138,1135465],[407821,1129173],[408747,896840],[412060,1664866],[412613,1144865],[412651,1135326],[412815,683888],[415251,1670871],[415604,1671396],[418460,913490],[420627,1164576],[420854,1423790],[423940,1167986],[427131,927327],[427484,1435381],[430340,932427],[431162,1181274],[432495,516814],[432827,1446262],[435377,1449077],[437367,1713207],[439346,1457031],[441477,1717621],[442862,947713],[444415,1473047],[445532,727964],[447356,729807],[447711,533193],[447832,533598],[449425,1219395],[449652,1727784],[449730,1728119],[450363,1206698],[450441,961409],[451534,1472761],[453331,1216615],[454015,1734042],[457156,1219770],[460442,746901],[462621,1489812],[464562,1748630],[464640,1748965],[468241,985015],[468925,987242],[470310,759146],[472066,1759601],[472419,1760126],[473291,561591],[473623,1505675],[475675,1249897],[475902,1510596],[478988,1253307],[483852,1257895],[485871,1263024],[488887,1256722],[489472,1015616],[491541,786616],[493297,1791313],[493650,1791838],[493929,1023300],[494282,1272623],[494522,585034],[494854,1538533],[496906,1026406],[497133,1797366],[497211,1797701],[500219,797373],[500772,1283504],[500974,799271],[502876,1292425],[506701,1295580],[510310,1046397],[510537,1565446],[510615,1048228],[513623,1824221],[514378,816986],[517167,1577037],[520023,1063047],[522244,1839549],[523859,1587429],[527730,1069205],[529011,1331105],[530586,1334029],[531417,1848886],[533019,627273],[533396,627544],[534843,1348198],[535527,1853300],[536315,1083534],[537139,1602609],[541761,1343941],[543780,1349070],[547777,1868877],[549756,1619789],[551887,1873291],[553272,864819],[555942,868220],[557766,870063],[558121,654322],[558242,654727],[559835,1381767],[560062,1883454],[560140,1883789],[561944,1635519],[562516,1128522],[563741,1378987],[567566,1382142],[573199,1387662],[576715,1133984],[578268,1386241],[579385,897393],[581209,899236],[581564,679864],[581685,680269],[583278,1135090],[583505,1914055],[583583,1914390],[584216,1401928],[584294,1147680],[585387,1667991],[587184,1150440],[587868,1920313],[589253,909638],[591009,911156],[591641,1158124],[591994,1413519],[592234,691902],[592566,1415760],[596474,1420653],[598493,1425782],[602094,1171286],[602778,1173513],[604163,928575],[605919,1945872],[606272,1946397],[607144,708262],[607476,1700905],[609528,1182076],[609755,170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] cell #2878 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [56020,690019],[76926,796891],[81367,823117],[102395,909374],[103398,910987],[106256,924426],[109049,938850],[128381,1004454],[130779,786352],[134898,1029282],[138764,1040689],[139663,1044919],[142276,1058931],[143279,1060544],[155170,627712],[165584,1123810],[166483,1128040],[169372,899716],[169755,1139064],[174263,686258],[177444,1161459],[178843,1164879],[179355,928311],[180243,1170273],[183474,1184952],[185510,1190725],[195892,1212927],[198672,730287],[199055,1223369],[209394,1246780],[210793,1250200],[211305,758882],[212193,1255594],[214176,1259575],[215407,787965],[215995,1266768],[225035,1289146],[225237,1289818],[226855,1293229],[227492,1049273],[227875,1043285],[232383,819356],[234077,1315637],[234976,1319867],[239900,1327974],[246673,1341325],[248787,1345621],[250018,629325],[250606,1352814],[257224,864555],[262477,1375708],[262679,1376380],[264297,1379791],[264934,870543],[265317,1126406],[268080,1388693],[268282,1389365],[268737,481678],[270255,894411],[276632,1408157],[279795,1418599],[280852,1419147],[281045,1419344],[282558,1165705],[283789,929924],[284377,1168531],[290134,1442010],[291533,1445430],[298207,1458062],[298409,1458734],[300890,1462828],[304992,1469630],[306101,1471891],[308320,1475499],[308522,1476171],[308977,539587],[310495,972530],[314395,979434],[316872,1491492],[318215,982260],[323822,992693],[324053,1505953],[324246,1506150],[325759,1251026],[326990,760495],[327578,1253852],[330170,1008911],[330518,1518979],[330711,1519176],[333567,1524350],[340340,1537701],[342454,1541997],[344273,1549190],[345538,1549757],[347269,595251],[347471,1294104],[347926,594300],[349444,1043968],[356144,1572084],[357964,1576167],[358984,1318233],[363420,1586046],[365261,1588517],[365454,1588714],[368470,1593381],[372865,1599344],[373067,1600016],[374285,1342151],[376253,1090547],[376601,1605541],[376794,1605738],[379650,1610912],[383211,644437],[383692,1102277],[386269,1620820],[386471,1621492],[387891,865238],[390577,1113147],[393054,1632388],[394397,1115973],[394651,1635803],[396382,661667],[396584,1380666],[397039,660716],[398557,1127089],[401307,1132315],[402002,1648719],[405232,1653292],[407915,1658058],[412017,1664860],[413126,1667121],[415345,1670729],[415547,1671401],[417520,913495],[420500,1164581],[420848,1423795],[421041,504030],[422502,503565],[423897,1686722],[430847,1178964],[431271,1701380],[432784,1446256],[434603,1449082],[437361,1713209],[439455,1715239],[441482,1717619],[444026,724982],[444420,1721870],[447805,957229],[449298,1219400],[449646,1727786],[449839,1727983],[450929,958588],[451275,734900],[451477,1472766],[453325,1216620],[454020,1734040],[457250,1738613],[460149,978310],[461206,1228565],[461355,748184],[462715,1746161],[464556,1748632],[464749,1748829],[469102,757892],[469583,1240156],[472160,1759459],[472362,1760131],[473580,1505669],[473782,763003],[475548,1249902],[475896,1510601],[476089,564895],[477550,564430],[478945,1771027],[483946,1777873],[485980,1780541],[488996,1785208],[493391,1791171],[493593,1791843],[494811,1538527],[496779,1026411],[497127,1797368],[497320,1797565],[500176,1284577],[502870,1292430],[506795,1812647],[511103,1304974],[513580,1824215],[514923,1307800],[516908,820307],[517110,1577042],[519083,1063052],[522249,1839547],[523693,830181],[523864,1840973],[528884,1331110],[531411,1848888],[533505,1079385],[533642,840768],[534837,1348203],[535532,1853298],[536492,844564],[536973,1080801],[537133,1602614],[537326,632298],[538076,631833],[541855,1860994],[543889,1863662],[546473,1100603],[547771,1868879],[548231,859109],[549865,1870909],[551892,1873289],[555649,867672],[556706,1369075],[556855,869503],[558215,1111788],[559708,1381772],[560056,1883456],[560249,1883653],[561685,875156],[561887,1635524],[562473,1646565],[563735,1378992],[567660,1894283],[573308,1901510],[578273,1908141],[581658,1143500],[583151,1135095],[583499,1914057],[583692,1914254],[584782,1144859],[585128,904329],[585330,1667996],[587178,1150445],[587873,1920311],[591103,1414395],[592523,1415754],[596568,1932432],[598602,1935100],[602955,927321],[603436,1435386],[606013,1945730],[606215,1946402],[607433,1700899],[607635,932432],[609401,1182081],[609749,1705831],[609942,711566],[611403,711101],[612798,1447335],[615736,718757],[616775,946044],[619498,947718],[622667,1461332],[624956,1723528],[625663,1970167],[627107,727416],[627278,957921],[628030,731731],[630946,1206703],[631095,961414],[636919,1981538],[642004,746906],[643378,1989104],[644993,1990530],[649308,1232230],[650013,1494628],[651242,985020],[652540,1998445],[653000,987247],[654634,1238740],[654771,988897],[655966,1511721],[656661,2002855],[658262,1762729],[658455,763468],[659180,1773928],[662984,2010551],[665018,2013219],[670535,2019703],[675555,1263831],[678082,2027618],[680176,1271212],[680313,1019498],[681508,1262157],[682203,2032028],[683163,1023294],[683644,1272628],[683804,1794441],[683997,790938],[684747,790473],[688526,1282139],[690560,1544837],[691650,1283498],[691996,1033895],[692198,1546253],[696536,20496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] cell #2879 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [323224],[388834],[418369],[430249],[440262],[467312],[495956],[509360],[519932],[525009],[574115],[574977],[586255],[601165],[608578],[637726],[638588],[671680],[672610],[673870],[685271],[698205],[709483],[740656],[741586],[742846],[769758],[776722],[778439],[779454],[805708],[806968],[850580],[852297],[853312],[866526],[881842],[883102],[889563],[889732],[918681],[920398],[921413],[967682],[967851],[984030],[998709],[1000426],[1001441],[1039120],[1039289],[1040224],[1074969],[1098019],[1107048],[1122241],[1122410],[1123345],[1165336],[1165505],[1194163],[1201402],[1201571],[1212462],[1224844],[1250657],[1250826],[1315172],[1323530],[1334543],[1341782],[1341951],[1353421],[1407692],[1445887],[1446056],[1453529],[1465186],[1530919],[1538158],[1538327],[1594811],[1660416],[1786638], 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19,1725878],[958388,1467402],[968786,1736432],[979065,1746724],[979234,1489264],[988697,1251905],[989632,1757278],[1009666,1778436],[1009835,1522122],[1010914,1019298],[1018050,1786820],[1020233,1788990],[1041332,1052033],[1055975,1314237],[1091302,1861557],[1091471,1608684],[1105386,1363943],[1112778,1881548],[1112947,1630160],[1136019,1396801],[1142069,1909940],[1144490,1912149],[1144659,1662632],[1155057,1922703],[1166584,1174968],[1175903,1943549],[1220324,1483607],[1243265,1505469],[1283129,2040287],[1283298,1800511],[1296134,1297213],[1304605,2060278],[1304774,1821987],[1382696,1383775],[1415554,1678837],[1438495,1700699],[1579072,1580151] ] cell #2880 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [56026,689920],[76928,796882],[81373,823018],[102397,909365],[103395,910996],[106262,924327],[109051,938841],[109462,1190626],[128387,1004355],[130781,786343],[134895,1029291],[139474,1038566],[139665,1044910],[142278,1058922],[143101,1313514],[143276,1060553],[143808,1319858],[155172,627703],[166294,1121687],[166485,1128031],[169369,899725],[169757,1139055],[170697,1407113],[174214,686267],[177446,1161450],[179357,928302],[179781,1162664],[180240,1170282],[183471,1184961],[183595,1442001],[184283,1443215],[198669,730296],[199057,1223360],[199997,1211883],[209396,1246771],[211307,758873],[211731,1247985],[212190,1255603],[214178,1259566],[215358,787974],[215992,1266777],[216116,1524341],[216934,1536592],[225159,1289007],[225234,1289827],[227489,1049282],[227877,1043276],[227996,1290990],[232334,819365],[232482,1571945],[233475,1573928],[239902,1327965],[248789,1345612],[249969,629334],[250603,1352823],[250727,1610903],[251545,1340216],[257226,864546],[262601,1375569],[262676,1376389],[264931,870552],[265319,1126397],[265438,1377552],[266919,1657919],[267423,481687],[268204,1388554],[268279,1389374],[270206,894420],[270354,1653153],[271488,1666002],[279797,1418590],[280843,1419207],[281190,1419215],[282560,1165696],[283740,929933],[284374,1168540],[284498,1686713],[289871,1701251],[298331,1457923],[298406,1458743],[304994,1469621],[307159,1462689],[307663,539596],[308444,1475360],[308519,1476180],[310446,972539],[310594,1738474],[311728,1470772],[314397,979425],[316874,1491483],[318212,982269],[323824,992684],[324044,1506013],[324391,1506021],[325761,1251017],[326941,760504],[327575,1253861],[327699,1771018],[329428,1785079],[330071,1008920],[330275,1777734],[330509,1519039],[330856,1519047],[333304,1780412],[342456,1541988],[344270,1549199],[344394,1284568],[345547,1549806],[346612,594309],[347393,595242],[347468,1294113],[349395,1043977],[349543,1812508],[358986,1318224],[365018,1585907],[365252,1588577],[365599,1588585],[372989,1599205],[373064,1600025],[374287,1342142],[375511,1593252],[376154,1090556],[376358,1860855],[376592,1605601],[376939,1605609],[379387,1863533],[383212,644428],[383689,1102286],[386393,1620681],[386468,1621501],[387842,865247],[390579,1113138],[393056,1632379],[394394,1115982],[394518,1646556],[394660,1635852],[395725,660725],[396506,661658],[396581,1380675],[398508,1127098],[398656,1894144],[400230,1908142],[401298,1132321],[401725,1901381],[402011,1648768],[412019,1664851],[415469,1670590],[415544,1671410],[417471,913504],[417619,1414390],[420401,1164590],[420605,1932293],[420839,1423801],[421109,503574],[421186,503931],[423634,1934971],[430849,1178955],[432786,1446247],[434600,1449091],[434724,1447326],[437352,1713324],[441205,1715110],[441491,1717668],[443344,724991],[449199,1219409],[449403,957224],[449637,1727846],[449984,1727854],[450931,958579],[451399,734891],[451474,1472775],[452248,1721871],[453316,1216626],[453743,1981409],[454029,1734089],[460100,978319],[461201,1228571],[461354,748193],[464313,1746022],[464547,1748692],[464894,1748700],[469103,757883],[469580,1240165],[472284,1759320],[472359,1760140],[473582,1505660],[473733,763012],[473881,1773923],[475449,1249911],[475653,2010412],[475887,1510607],[476157,564439],[476234,564796],[478682,2013090],[481552,2019704],[493515,1791032],[493590,1791852],[494813,1538518],[496680,1026420],[496884,1282134],[497118,1797428],[497465,1797436],[499913,1544836],[502861,1292436],[503288,2049510],[511105,1304965],[513582,1824206],[514920,1307809],[515044,1560510],[517032,820298],[517107,1577051],[519034,1063061],[519182,1577908],[522258,1839646],[523644,830190],[525785,1840974],[528785,1331119],[528989,2084477],[531402,1849003],[533682,840759],[534828,1348209],[535255,1079384],[535541,1853347],[536493,844555],[536970,1080810],[537124,1602620],[537394,631842],[537471,632199],[539461,2095838],[546468,1100609],[547762,1868994],[548230,859256],[551615,1870780],[551901,1873338],[555600,867681],[556605,1891727],[556701,1369081],[556854,869512],[559609,1381781],[559813,1111783],[560047,1883516],[560394,1883524],[561809,875147],[561884,1635533],[562210,1897810],[563726,1378998],[564153,2123368],[583052,1135104],[583256,1143495],[583490,1914117],[583837,1914125],[584784,1144850],[585252,904320],[585327,1668005],[587169,1150451],[587596,1412107],[587882,1920360],[592525,1415745],[594174,2159960],[602956,927312],[603433,1435395],[606137,1945591],[606212,1946411],[607435,1700890],[607586,932441],[607734,1689618],[609302,1182090],[609506,1444892],[609740,1705837],[610010,711110],[610087,711467],[612535,1707208],[615883,718756],[616770,946050],[619449,947727],[622374,1969183],[622658,1461338],[623085,2193339],[624947,1723534],[625672,1970266],[627058,727425],[628080,731682],[629199,957920],[630941,1206709],[631094,961423],[642003,747053],[643387,1989203],[646914,1990531],[649914,1494637],[650118,1232225],[651237,985026],[652531,1998560],[652908,2010779],[652999,987394],[654811,988888],[655957,1511727],[656384,1238739],[656670,2002904],[658253,17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] cell #2881 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [499723],[562020],[586498],[612345],[651752],[672853],[685291],[708691],[709726],[721481],[741829],[755498],[778459],[779697],[792127],[805951],[810392],[818389],[830677],[852317],[853555],[882085],[889583],[890910],[891400],[892454],[920418],[921656],[924927],[967702],[969029],[969519],[970573],[984273],[1000446],[1001684],[1008564],[1008722],[1009407],[1039140],[1040957],[1042011],[1090200],[1090358],[1091043],[1107068],[1122261],[1124078],[1125132],[1164234],[1164392],[1165356],[1201422],[1224864],[1234017],[1249555],[1249713],[1250677],[1293757],[1293915],[1323550],[1330763],[1330921],[1341802],[1354323],[1380319],[1380477],[1445907],[1454431],[1465206],[1472419],[1472577],[1484074],[1538178],[1576695],[1576853],[1584440],[1595713],[1660436],[1667649],[1667807],[1723709],[1787540],[1909980], [77033,1414441],[81581,1960245],[103418,1544876],[108343,2071517],[109156,1577959],[131168,2147775],[134918,1412147],[136165,1674249],[139770,1689669],[142101,2180481],[143299,1707248],[155559,1978346],[166590,1773974],[169392,1271251],[169580,2251250],[174402,1542589],[179744,1811151],[180263,1816214],[183238,2282622],[183494,1575665],[184741,1833604],[198692,1079424],[198880,2092610],[211694,1892787],[212213,1897850],[212802,2341042],[215546,1401063],[215759,2347461],[216015,1656859],[221299,1412879],[225257,1932700],[227512,1434009],[227700,1932933],[228603,1938640],[232522,1704961],[247413,2194371],[250157,1205833],[250370,2200790],[250626,1742180],[262699,2010819],[264954,1238779],[265142,2011052],[266045,2016759],[266695,2429328],[268302,1778141],[269600,1271983],[270394,1784081],[281184,2049507],[281312,2049937],[283928,1564581],[284141,2050124],[284397,1558018],[289681,1576397],[297621,2290717],[298429,2084884],[306935,2295475],[308542,1861262],[309840,1080156],[310634,1867202],[318235,1361642],[324385,2123365],[324513,2123795],[327129,1368205],[327342,2123982],[327598,1644064],[328778,2508477],[329178,1141984],[330850,1901378],[330978,1901808],[333114,1667351],[344293,1678409],[345487,2159985],[345884,2160271],[347491,1687491],[348789,1434741],[349583,1687314],[364794,2384027],[365593,2193336],[365721,2193766],[373087,1983845],[374861,2387951],[375261,955713],[376933,1981406],[377061,1981836],[379197,1472121],[383712,1492261],[385683,2403339],[386491,2217982],[388030,1492084],[394417,1242837],[394600,2228961],[394997,2229247],[396604,1771796],[397902,1239511],[398696,1771619],[400627,1785506],[401951,2019729],[402348,2020015],[415567,1796205],[417659,1549461],[419108,2263419],[419508,1045757],[421308,1040467],[423444,1293459],[434623,1579723],[440555,2468271],[440955,828430],[441431,2294253],[441828,2294539],[449978,2098041],[450106,1340114],[451497,1867379],[452645,1593679],[453969,2095863],[454366,2096149],[461656,859052],[461944,861737],[464089,2485590],[464888,2316564],[465016,1100244],[466520,1101632],[469603,1368382],[472382,2125804],[473921,1116244],[474156,2327030],[474556,867027],[476356,1123588],[478492,1380021],[480711,1908167],[482397,2132249],[482797,1133344],[493613,1903817],[497459,1918789],[497587,1677000],[502190,1422925],[503514,1165077],[514943,1438067],[517130,1705138],[519222,1449353],[521107,2543127],[521193,2382641],[526182,1715537],[526630,2387188],[527030,947073],[535481,1469709],[535878,2205774],[536993,1206010],[537593,1212705],[538620,1721896],[540306,2203802],[540706,1217649],[546983,1227695],[548270,978806],[548703,748455],[550965,2558601],[551365,745708],[551841,1226062],[552238,2407161],[557156,987190],[557444,989875],[560388,2231139],[560516,1238123],[561907,2016936],[563055,1509731],[564379,1250398],[569876,2026514],[572168,1260167],[583831,2021907],[583959,1536490],[585350,1784258],[587822,1802818],[588219,2036591],[593333,1292727],[603456,1564758],[606235,2051946],[607774,1308071],[610209,1315415],[614836,2467432],[617285,1068340],[619819,1840999],[621057,1592254],[624607,1593249],[630044,1600066],[630444,844044],[631396,1083482],[631684,841746],[631782,1341523],[633487,1847784],[635779,1346213],[642043,1100900],[642236,1614312],[642322,1353541],[643917,648159],[647311,1871207],[647759,1355451],[653039,1112519],[653472,869774],[656610,1366572],[657007,2329002],[658722,1117986],[659749,1379289],[669695,1132612],[682152,1664939],[682549,2134221],[683664,1401240],[684264,1407935],[686977,1925606],[687377,1157598],[692218,1674426],[703827,1173461],[704115,1176146],[707059,2162163],[707187,1433353],[708578,1938817],[711050,1445628],[718796,946341],[718989,1713764],[719075,1453649],[720154,1715107],[721971,1962820],[723025,1461629],[727069,1722182],[727227,1463096],[729518,953814],[733290,1479019],[733765,957960],[734198,961685],[738671,1216917],[746006,1484126],[750989,1990556],[752227,1752369],[755777,1495067],[757372,761614],[761214,1496977],[762952,1244947],[783247,1785076],[788684,1791893],[789084,1022774],[790036,1275309],[790324,1020476],[790422,1537899],[794419,1278724],[799047,1542766],[799647,1032285],[811679,1304346],[812112,1048504],[815250,1562948],[815647,2265391],[817362,1309813],[825316,1833781],[828728,1584492],[829834,1841285],[829992,1586314],[830956,1586547],[837188,839061],[839254,1849443],[839340,1594931],[843290,1348500],[860410,1870777],[862227,2104779],[863281,1624387],[867325,1625022],[867483,1365374],[873546,1641777],[896498,1908453],[896656,1658326],[898947,1140085],[902719,1392213],[903194,1144231],[903627,1147956],[908100,1150742],[913058,1416205],[913346,1155300],[913444,1156844],[925206,1690297],[926801,931043],[930643,1692207],[932381,1440177],[941606,1187955],[947371,1715724],[947529,1456566],[956011,1723761],[957275,1219211],[958239,1725816],[977963,1990842],[978121,1746429],[979085,1746662],[991419,1512018],[1009686,1778374],[1015918,1017791],[1017984,2028173],[1018070,1786758],[1022020,1262454],[1026222,1282185],[1032760,1282870],[1033193,1286595],[1046055,1816849],[1046213,1561750],[1052276,1555731],[1063001,1316959],[1080454,1851403],[1080612,1597848],[1091322,1861495],[1101930,1871394],[1102088,1619324],[1111834,1381583],[1112798,1881486],[1133642,1901995],[1133800,1651796],[1134906,1143546],[1142282,1910032],[1144510,1912087],[1177690,1425212],[1181892,1444943],[1217947,1982023],[1218105,1737117],[1232276,1494439],[1239809,2000960],[1239967,1757963],[1263642,1527297],[1272281,2030133],[1272439,1789675],[1283149,2040225],[1295021,1303661],[1304625,2060216],[1349688,1613859],[1372786,1635335],[1413177,2151452],[1413335,1923388],[1426400,1427506],[1435039,2170389],[1435197,1944234],[1513206,1514312],[1546064,1805686],[1569162,1827162],[1708436,1709542] ] cell #2882 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [56028,689921],[59452,1190627],[76929,796883],[80758,1313515],[81375,823019],[81566,1319859],[99375,1407114],[102398,909366],[103396,910993],[106264,924328],[108107,1443216],[108319,1442002],[109052,938842],[119320,1211884],[128389,1004356],[130782,786344],[130932,1536593],[131144,1524342],[134896,1029288],[139256,1038567],[139666,1044911],[142062,1573927],[142139,1571946],[142279,1058923],[143277,1060550],[155173,627704],[155323,1340217],[155535,1610904],[166076,1121688],[166486,1128032],[167000,1657920],[169370,899722],[169541,1666001],[169618,1653154],[169758,1139056],[174215,686264],[177447,1161451],[179358,928303],[179508,1162665],[179720,1686714],[180241,1170279],[183290,1701250],[183472,1184958],[196300,1462690],[198670,730293],[198841,1470771],[198918,1738475],[199058,1223361],[209397,1246772],[211308,758874],[211458,1247986],[211670,1771019],[212191,1255600],[212763,1785078],[213473,1777735],[214179,1259567],[215359,787971],[215811,1780411],[215993,1266774],[224028,1284569],[225120,1289008],[225235,1289824],[227490,1049279],[227661,1290989],[227738,1812509],[227878,1043277],[232335,819362],[239197,1585908],[239903,1327966],[247374,1593251],[248084,1860856],[248790,1345613],[249970,629331],[250422,1863532],[250604,1352820],[257227,864547],[262131,1646557],[262562,1375570],[262677,1376386],[264932,870549],[265103,1377551],[265180,1894145],[265320,1126398],[266355,1908139],[267424,481684],[267455,1901380],[268165,1388555],[268280,1389371],[270207,894417],[279658,1414391],[279798,1418591],[280844,1419150],[281145,1419214],[281855,1932294],[282561,1165697],[283741,929930],[284193,1934970],[284375,1168537],[292410,1447327],[297582,1715109],[298292,1457924],[298407,1458740],[304289,957225],[304995,1469622],[306595,1721868],[307664,539593],[307695,1981408],[308405,1475361],[308520,1476177],[310447,972536],[314398,979426],[316169,1746023],[316875,1491484],[318213,982266],[323685,1773924],[323825,992685],[324045,1505956],[324346,1506020],[325056,2010413],[325762,1251018],[326942,760501],[327394,2013089],[327576,1253858],[329711,2019701],[330072,1008917],[330510,1518982],[330811,1519046],[341751,1282135],[342457,1541989],[344089,1544842],[344271,1549196],[345544,1549755],[346613,594306],[346644,2049509],[347354,595243],[347469,1294110],[349396,1043974],[355798,1560511],[358847,1577909],[358987,1318225],[364454,1840971],[365253,1588520],[365554,1588584],[366975,2084478],[372240,1079390],[372950,1599206],[373065,1600022],[374288,1342143],[375794,2095835],[376155,1090553],[376593,1605544],[376894,1605608],[383327,644429],[383690,1102283],[385644,1870779],[386354,1620682],[386469,1621498],[387843,865244],[389037,1891728],[390580,1113139],[392351,1111784],[393057,1632380],[394213,1897816],[394395,1115979],[394657,1635801],[395726,660722],[395757,2123367],[396467,661659],[396582,1380672],[398509,1127095],[401299,1132390],[402008,1648717],[411314,1143496],[412020,1664852],[414720,1412113],[415430,1670591],[415545,1671407],[417472,913501],[420041,2159957],[420402,1164587],[420840,1423870],[421110,503571],[421141,503932],[430710,1689619],[430850,1178956],[432081,1444893],[432787,1446248],[434419,1707214],[434601,1449088],[437272,718762],[437353,1713212],[440465,1969184],[441488,1717617],[443345,724988],[443376,2193338],[448839,957926],[449200,1219406],[449638,1727789],[449939,1727853],[450932,958580],[451360,734892],[451475,1472772],[453317,1216695],[454026,1734038],[460101,978316],[461202,1228640],[461484,748190],[463749,1990528],[464548,1748635],[464849,1748699],[466270,1232226],[467865,2010785],[469218,757884],[469581,1240162],[471535,1238745],[472245,1759321],[472360,1760137],[473583,1505661],[473734,763009],[475089,2228933],[475450,1249908],[475888,1510676],[476158,564436],[476189,564797],[487501,1527247],[492766,1271217],[493476,1791033],[493591,1791849],[494814,1538519],[496320,1282836],[496681,1026417],[497119,1797371],[497420,1797435],[502862,1292505],[509563,1810092],[511106,1304966],[512877,1303611],[513583,1824207],[514739,1816180],[514921,1307806],[516283,1575631],[516993,820299],[517108,1577048],[519035,1063058],[522255,1839545],[523645,830187],[525562,2084850],[528425,2294225],[528786,1331116],[531322,839027],[531403,1848891],[534515,840760],[534829,1348278],[535538,1853296],[536608,844556],[536971,1080807],[537125,1602689],[537395,631839],[537426,632200],[545410,1613809],[546469,1100678],[547682,642009],[547763,1868882],[548236,644348],[550875,1105578],[551898,1873287],[553786,1361608],[554773,2122986],[555601,867678],[556702,1369150],[556984,869509],[559249,1112485],[559610,1381778],[560048,1883459],[560349,1883523],[561770,875148],[561885,1635530],[563727,1379067],[574318,1650737],[577229,1656825],[582692,1144197],[583053,1135101],[583491,1914060],[583792,1914124],[584785,1144851],[585213,904321],[585328,1668002],[587170,1150520],[587879,1920309],[592526,1415746],[600123,1427456],[601718,1932666],[603071,927313],[603434,1435392],[605388,1433975],[606098,1945592],[606213,1946408],[607436,1700891],[607587,932438],[608942,1445594],[609303,1182087],[609741,1705906],[610011,711107],[610042,711468],[615189,2382613],[616771,946119],[618622,2192957],[619450,947724],[622659,1461407],[624948,1723603],[625669,1970165],[627059,727422],[628976,731683],[630942,1206778],[631224,961420],[637929,1736058],[640840,1742146],[643384,1989102],[646691,750620],[649554,978772],[649915,1494634],[651238,985095],[652451,755464],[652532,1998448],[653005,757803],[655644,988889],[655958,1511796],[656667,2002853],[658254,1762804],[658555,763370],[666539,1514262],[672233,1778107],[675096,1537865],[675457,1263837],[677993,1017757],[678074,2027621],[681186,1019490],[681500,1262232],[682209,2032026],[683279,1023286],[683642,1272634],[683796,1794516],[684066,790479],[684097,790840],[691653,1283490],[692081,1033887],[692196,1546259],[697546,1297405],[700457,1557984],[701444,2049128],[702272,1046408],[703373,1565526],[703655,1048239],[705920,1304312],[706281,1295216],[706719,2062189],[707020,2062253],[708441,1053878],[708556,1827357],[710398,1310635],[715754,1579264],[716701,2289036],[720495,1584334],[720967,1069285],[724210,830643],[724291,2082470],[727177,1078082],[729004,836966],[730855,841232],[733731,844475],[741209,1861228],[744072,1341489],[744433,1349883],[746359,1100866],[749792,861223],[753829,1624165],[756118,1879273],[756839,2112124],[760146,871939],[769099,1383967],[772010,1644030],[773829,1658292],[777262,1900999],[778090,1133995],[781299,1393158],[783588,1909874],[784309,2139594],[785699,896851],[787616,901112],[789582,1402008],[789864,1147691],[796569,1154314],[798662,1158110],[799025,1413530],[799179,1675194],[799480,913862],[805331,920049],[808194,1165043],[808555,1426595],[809878,1171366],[811091,924893],[811172,2167877],[811645,927232],[814284,1175160],[814598,1424990],[815307,2172282],[816894,1949075],[817195,932799],[825179,1189557],[825294,1708631],[829081,946307],[829942,944999],[831297,1967143],[834137,2191496],[837154,956364],[846738,1483799],[847687,1463062],[851120,1981027],[851948,1218300],[855157,1479964],[856957,978071],[860751,1744449],[871111,989361],[881465,1000077],[884328,1250364],[884689,1513401],[886130,1784697],[889924,1520724],[890396,1261112],[893639,1009373],[893720,2241110],[896606,1269909],[898433,1015696],[900284,1019962],[903160,1023205],[906610,1799113],[910638,1030678],[912604,1543534],[912886,1286330],[915788,1292693],[919221,1039953],[923258,1556676],[925547,2058003],[926268,2270764],[929575,1050669],[938528,1314429],[941138,1834549],[941439,1063419],[948830,1586280],[963737,1086213],[964249,1592870],[968043,1607286],[968515,1347158],[971758,1091009],[971839,2307526],[995816,1379255],[999249,1123074],[1003286,1642722],[1007811,1132578],[1008672,1131270],[1010027,2136572],[1011106,1661234],[1012867,2338167],[1015884,1142635],[1025468,1396993],[1026172,1410805],[1029850,1154786],[1032726,1158029],[1035687,1164342],[1039481,1683096],[1049841,1175632],[1056167,1953672],[1060195,1186348],[1070405,1714728],[1072010,1461595],[1085385,1212191],[1089447,1216883],[1090308,1215575],[1091663,2208125],[1092742,1466004],[1094503,2399032],[1103389,1746395],[1118808,1249663],[1122602,1767401],[1134856,1534684],[1136211,2026175],[1150008,1278040],[1150708,1281274],[1166776,1820589],[1185520,1314901],[1197928,1330871],[1201763,1847445],[1202721,1332367],[1209503,1348466],[1219161,1338308],[1220516,2102309],[1229760,1870398],[1231365,1624353],[1252097,1628762],[1262420,1404733],[1277212,1407421],[1294971,1697056],[1296326,1936648],[1324348,1455507],[1360300,1494389],[1364135,1750377],[1371875,1511984],[1381533,1501826],[1382888,2014767],[1397951,1528743],[1425178,1568251],[1487866,1618265] ] cell #2883 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [417417],[473679],[495846],[518980],[555491],[574867],[586246],[607532],[608468],[619340],[638478],[651229],[672601],[673760],[685277],[698095],[702162],[709474],[720958],[741577],[742736],[769648],[776713],[777980],[778445],[779445],[805699],[806858],[809869],[850571],[851838],[852303],[853303],[866416],[881833],[882992],[889569],[889723],[890387],[918672],[920404],[921404],[967688],[967842],[968506],[984021],[998700],[1000432],[1001432],[1039126],[1039280],[1040215],[1074960],[1098010],[1107054],[1122247],[1122401],[1123336],[1165342],[1165496],[1194154],[1201408],[1201562],[1212453],[1224850],[1250663],[1250817],[1315163],[1323536],[1334534],[1341788],[1341942],[1353424],[1407683],[1445893],[1446047],[1453532],[1465192],[1530910],[1538164],[1538318],[1594814],[1660422],[1786641], 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9],[925346,1431119],[931102,1425183],[941070,1187703],[958225,1725758],[958379,1467393],[968777,1736299],[979071,1746604],[979225,1489255],[988688,1251896],[989623,1757145],[1009672,1778316],[1009826,1522113],[1010905,1019289],[1018056,1786700],[1020224,1788857],[1052024,1294962],[1055966,1314228],[1091308,1861437],[1091462,1608675],[1105377,1363934],[1112784,1881428],[1112938,1630151],[1136010,1396792],[1144496,1912029],[1144650,1662623],[1155048,1922570],[1166575,1174959],[1175894,1943416],[1220315,1483598],[1243256,1505460],[1283135,2040167],[1283289,1800502],[1296125,1297204],[1304611,2060158],[1304765,1821978],[1382687,1383766],[1415545,1678828],[1438486,1700690],[1579063,1580142] ] cell #2884 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2885 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2886 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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1485320],[1228723,1486447],[1232421,1234320],[1240112,1498057],[1252836,1514457],[1261195,1781749],[1272584,1792973],[1285308,1805831],[1300044,1818043],[1323086,1840666],[1334118,1850117],[1336087,1854627],[1347241,1864870],[1353566,1867813],[1358079,1616536],[1369233,1627343],[1372931,1374830],[1390937,1905219],[1402091,1915462],[1413480,1926686],[1435342,1693287],[1448066,1709687],[1453674,1962070],[1464742,1971286],[1477743,1985247],[1499605,1755175],[1530494,2028847],[1532463,2033357],[1543617,2043600],[1565609,1819170],[1569307,1571206],[1594956,2086314],[1659972,2140715],[1672973,2154676],[1694835,1941446],[1786783,2244954] ] cell #2887 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [108122],[130947],[155338],[167571],[179523],[196871],[211473],[213326],[223831],[225691],[245069],[247937],[261934],[263133],[277611],[281708],[282426],[292213],[299495],[304142],[319093],[322041],[324909],[325627],[338736],[341604],[347207],[355601],[356800],[364284],[366828],[374153],[387557],[388374],[392204],[396320],[406520],[411167],[426118],[429066],[431934],[432652],[437704],[439802],[448669],[451213],[458538],[463579],[466123],[467128],[473448],[484810],[487354],[494679],[508083],[508900],[512730],[516846],[522151],[524825],[531754],[533852],[542719],[545263],[548114],[550212],[559079],[561623],[568948],[571557],[573655],[582522],[585066],[592391],[597432],[599976],[600981],[607301],[615781],[625565],[628239],[635168],[637266],[643280],[645954],[652883],[654981],[663848],[666392],[668822],[671496],[678425],[680523],[689390],[691934],[694785],[696883],[705750],[708294],[715619],[724642],[728014],[732679],[736219],[737798],[740472],[746951],[756735],[759409],[766338],[768436],[774421],[784205],[786879],[793808],[795906],[801920],[804594],[811523],[813621],[822488],[825032],[834033],[835533],[842417],[846075],[848279],[868270],[872935],[878054],[880728],[894071],[897443],[902108],[905648],[907227],[909901],[916380],[926164],[928838],[935767],[937865],[950501],[951636],[954219],[959141],[963000],[972190],[983662],[990546],[996408],[1012763],[1014263],[1021147],[1024805],[1027009],[1047000],[1051665],[1056784],[1059458],[1068745],[1073708],[1076359],[1094399],[1095899],[1106195],[1113700],[1136772],[1137907],[1140490],[1145412],[1149271],[1169933],[1176817],[1182679],[1195085],[1202034],[1221077],[1222212],[1228100],[1233063],[1255254],[1260572],[1265535],[1268186],[1298022],[1305527],[1323661],[1346618],[1351581],[1357457],[1384584],[1390315],[1397264],[1423330],[1428293],[1477121],[1487179],[1510136],[1515099],[1520037],[1553833],[1592659],[1606599],[1639879],[1682409],[1721629],[1766714],[1846758],[1961144] ] cell #2888 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [560680],[651557],[707351],[721286],[755635],[810197],[824089],[830814],[890715],[914221],[925064],[934441],[968834],[1009544],[1011897],[1026351],[1055684],[1091180],[1093533],[1135035],[1135728],[1150378],[1167567],[1219340],[1220033],[1252888],[1260407],[1262090],[1278359],[1295150],[1295843],[1346453],[1348136],[1381712],[1382405],[1389923],[1391848],[1423165],[1424848],[1476729],[1478654],[1494568],[1509971],[1511654],[1520404],[1553441],[1554851],[1555366],[1592494],[1606966],[1624023],[1639487],[1640897],[1641412],[1682776],[1683918],[1721237],[1731763],[1743523],[1752004],[1767081],[1768223],[1810550],[1832724],[1840918],[1847125],[1856916],[1868482],[1892186],[1918034],[1954494],[1962739],[1971538],[1977745],[1988174],[2035646],[2070916],[2078306],[2086983],[2140967],[2147174],[2195044],[2245623],[2341715], 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5,1617205],[1358990,1617283],[1364773,1878535],[1368445,1381441],[1391333,1905888],[1397631,1909136],[1426258,1687554],[1430552,1940361],[1436736,1942193],[1455965,1966405],[1464605,2195362],[1466826,1975513],[1478139,1985916],[1487546,1743711],[1488688,1744716],[1492324,1494297],[1500001,1755844],[1513064,1771859],[1521546,2023623],[1530235,2429953],[1530343,2245355],[1532859,2034026],[1545922,2046172],[1561149,2057265],[1597247,2090649],[1608108,2099757],[1618723,1869568],[1629584,1879540],[1633220,1635193],[1651195,2135834],[1659835,2342033],[1662056,2144942],[1673369,2155345],[1695231,1942115],[1708294,1958130],[1736516,2207387],[1757362,1999134],[1789074,2249289],[1799935,2258397],[1821411,2058270],[1825047,1827020],[1922787,2354058],[1943633,2168563] ] cell #2889 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [56819,695477],[71040,767030],[78040,803117],[87645,845599],[95956,879251],[97685,483531],[104771,697046],[108646,936459],[115374,957623],[116710,962513],[117630,541440],[125892,993728],[126896,768599],[134445,1024329],[137566,596153],[142756,1057981],[150599,1079368],[150763,1079820],[151364,638291],[152342,846238],[162130,1112182],[163466,1117072],[164386,662569],[172503,1143894],[173839,1148784],[174759,495659],[176752,1159153],[183021,1179999],[184025,938028],[190487,725973],[191696,955377],[193020,1205444],[193233,1205742],[193320,741761],[204175,1232624],[206734,1238723],[206898,1239175],[207499,769461],[208477,994367],[219092,1271195],[219256,1271647],[219857,574680],[220835,1024968],[223080,1282533],[224416,1287423],[230623,1304009],[231959,1308899],[232879,608281],[234872,1319268],[238065,828094],[241716,1076748],[243560,1334692],[243798,638440],[256387,1361586],[256551,1362038],[256749,866229],[257958,1109936],[259282,1367816],[259495,1368114],[259582,882017],[271227,673573],[272436,1141648],[273760,1400674],[273973,1400972],[274060,672785],[278555,1412091],[278719,1412543],[279320,499088],[279547,1156520],[280298,911978],[284915,1427854],[287474,1433953],[287638,1434405],[288239,697908],[289217,1180638],[291462,1445291],[292798,1450181],[293010,942002],[295984,943665],[297081,1199666],[300475,1203162],[311467,742549],[315037,976223],[316993,1491695],[317206,1491993],[317293,984205],[318688,1236103],[320532,1498210],[320770,769610],[328116,1514660],[331732,774857],[335045,1527645],[335383,1268575],[337227,1531068],[337465,574829],[341251,1027445],[342575,1542200],[342788,1542498],[342875,586430],[343819,1283967],[343983,417186],[350054,1557962],[350218,1558414],[350416,806671],[351625,1301763],[352949,1564192],[353162,1564490],[353249,805883],[356452,1057333],[357744,1575609],[357908,1576061],[358509,611710],[358736,1316635],[359487,1061535],[359799,825750],[363005,1065669],[363879,1328177],[371739,1340046],[377815,848715],[381128,1614207],[381745,1615828],[384046,1098224],[385143,1100176],[386601,1621669],[386839,866378],[388537,1365534],[393475,1117918],[399167,1644008],[399331,1644460],[399529,882805],[403009,887043],[404106,1394896],[404817,1145848],[405540,1138456],[406988,1656803],[407152,1657255],[407500,1398392],[413833,1151433],[415677,1671578],[415915,495808],[416886,499326],[417099,1413968],[422062,916816],[424018,1686925],[424231,1687223],[424318,921588],[425148,700782],[425375,1429977],[425713,1431333],[427557,1693440],[427795,698057],[431097,1182595],[431581,1183115],[431659,936780],[432905,1704572],[433118,1704870],[433205,709658],[434149,1446725],[434313,518749],[438396,1453070],[439965,1458911],[448264,1469833],[455027,965162],[456124,1481702],[456835,959577],[457558,1222761],[459006,1742124],[459170,1742576],[459804,1744068],[461791,977363],[462300,1225024],[463174,1226186],[471034,1238055],[472730,994516],[477110,996844],[479066,1771230],[479279,1771528],[479366,1001616],[480196,772335],[480423,1516783],[482371,1777169],[484405,1524553],[485193,1273048],[485806,1265451],[486290,1265971],[486368,1024650],[487772,1783692],[487985,1783990],[488072,779629],[492265,1536422],[502271,1807655],[502592,801221],[504572,1036600],[505669,1038320],[506380,1305963],[507103,1298571],[507127,1813496],[507365,806820],[508551,1559909],[508715,600694],[509063,1561910],[514001,1309745],[515149,1057542],[515159,1311572],[515396,1311548],[517240,1830933],[517478,608430],[518449,611948],[518662,1577486],[523348,1583953],[529735,1074144],[532446,1594352],[534015,1600193],[540280,1860290],[542314,1611115],[543102,1081221],[543715,1351497],[544199,1352017],[544277,845920],[545681,1866813],[545894,1867111],[545981,853487],[548806,1099724],[550375,1355578],[557291,1111076],[558674,1366696],[563136,1889291],[563457,877355],[565437,1119721],[566534,1121441],[567245,1114136],[567968,1385133],[567992,1895132],[568230,882954],[569416,1645955],[569580,667110],[570447,1899059],[571233,1390305],[571626,1900861],[572249,1648300],[572570,888763],[573818,1654141],[575307,1148345],[575317,1395215],[575554,1395191],[577554,1907127],[577792,673722],[582117,1665063],[589977,1676932],[593218,915096],[593657,1930339],[594993,1680206],[595644,917905],[597027,1162789],[597815,1435806],[598428,1428209],[598912,1428729],[598990,695798],[600394,701020],[600607,1689196],[604887,1433285],[606583,1180787],[607990,1183466],[613219,1187887],[621138,1967787],[621459,949858],[623581,1199961],[626762,1723222],[631531,1210762],[633149,1211637],[634058,1979087],[634844,1477111],[635237,1980889],[635860,1733621],[636181,966882],[637429,1739462],[638918,962074],[638928,1482021],[639165,1481997],[641165,1987155],[641403,742698],[644477,1226484],[650864,1233499],[653575,1237603],[655144,1497104],[659634,995124],[660073,2008458],[661409,1764511],[662060,997933],[663443,1248110],[664231,1240576],[664844,1515015],[665328,1515535],[665406,767351],[666810,772573],[667023,1773501],[667887,1268176],[668123,2017897],[668450,2018825],[668902,1520752]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] cell #2890 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2891 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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5],[1392304,1401154],[1397638,1908253],[1425200,1436976],[1430546,1939405],[1436743,1942148],[1441573,1705052],[1455972,1963730],[1464612,2195267],[1466820,1972637],[1477990,1982843],[1487553,1990642],[1488682,1991574],[1492175,1752460],[1499852,2001780],[1521540,2020747],[1523913,1784172],[1530242,2429971],[1530337,2245245],[1532710,2030953],[1555822,1564672],[1561156,2056382],[1597254,2087974],[1608102,2096881],[1610475,1867293],[1618730,2105689],[1629578,2114596],[1633071,1887284],[1651202,2133159],[1659842,2341938],[1662050,2142066],[1673220,2152272],[1686285,1687405],[1695082,2171209],[1736523,2204712],[1757369,2221072],[1770590,1771710],[1789081,2246614],[1799929,2255521],[1802302,2046023],[1821405,2273236],[1824898,2066014],[1922794,2351383],[1943640,2367743],[1956861,1957981] ] cell #2892 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [56820,695478],[71041,767031],[78041,803114],[87646,845600],[95957,879248],[97686,483528],[104772,697043],[108647,936460],[115375,957624],[116711,962510],[117631,541437],[125893,993729],[126897,768596],[134446,1024330],[137567,596150],[142757,1057978],[150565,1079369],[150764,1079817],[151365,638288],[152343,846235],[162131,1112183],[163467,1117069],[164387,662566],[172504,1143895],[173840,1148781],[174760,495656],[176753,1159154],[183022,1180000],[184026,938025],[190488,725970],[191697,955374],[193021,1205441],[193188,1205743],[193321,741758],[204176,1232625],[206700,1238724],[206899,1239172],[207500,769458],[208478,994364],[219058,1271196],[219257,1271644],[219858,574677],[220836,1024965],[223081,1282534],[224417,1287420],[230624,1304010],[231960,1308896],[232880,608278],[234873,1319269],[238066,828091],[241717,1076745],[243557,1334693],[243799,638441],[256353,1361587],[256552,1362035],[256750,866226],[257959,1109933],[259283,1367813],[259450,1368115],[259583,882014],[271228,673570],[272437,1141645],[273761,1400671],[273928,1400973],[274061,672782],[278521,1412092],[278720,1412540],[279321,499085],[279548,1156521],[280299,911975],[284916,1427855],[287440,1433954],[287639,1434402],[288240,697905],[289218,1180635],[291463,1445292],[292799,1450178],[293011,942003],[295985,943662],[297082,1199663],[300472,1203163],[311468,742546],[315038,976220],[316994,1491692],[317161,1491994],[317294,984202],[318689,1236100],[320529,1498211],[320771,769611],[328117,1514661],[331733,774854],[335046,1527646],[335384,1268572],[337224,1531069],[337466,574830],[341252,1027442],[342576,1542197],[342743,1542499],[342876,586427],[343785,1283968],[343984,417187],[350020,1557963],[350219,1558411],[350417,806668],[351626,1301760],[352950,1564189],[353117,1564491],[353250,805880],[356453,1057334],[357710,1575610],[357909,1576058],[358510,611707],[358737,1316636],[359488,1061532],[359800,825751],[363002,1065670],[363880,1328174],[371740,1340043],[377816,848712],[381129,1614208],[381746,1615825],[384047,1098221],[385144,1100173],[386598,1621670],[386840,866379],[388534,1365535],[393476,1117915],[399133,1644009],[399332,1644457],[399530,882802],[403010,887037],[404107,1394893],[404818,1145845],[405541,1138457],[406954,1656804],[407153,1657252],[407497,1398393],[413834,1151427],[415674,1671579],[415916,495809],[416887,499327],[417054,1413969],[422063,916813],[424019,1686922],[424186,1687224],[424319,921585],[425149,700779],[425376,1429978],[425714,1431330],[427554,1693441],[427796,698058],[431156,1182596],[431582,1183112],[431660,936781],[432906,1704569],[433073,1704871],[433206,709655],[434115,1446726],[434314,518750],[438397,1453067],[439962,1458912],[448265,1469830],[455028,965156],[456125,1481699],[456836,959574],[457559,1222762],[458972,1742125],[459171,1742573],[459801,1744069],[461792,977364],[462297,1225025],[463175,1226183],[471035,1238052],[472731,994517],[477111,996841],[479067,1771227],[479234,1771529],[479367,1001613],[480197,772332],[480424,1516784],[482337,1777170],[484406,1524550],[485194,1273042],[485865,1265452],[486291,1265968],[486369,1024651],[487773,1783689],[487940,1783991],[488073,779626],[492266,1536419],[502272,1807652],[502593,801218],[504573,1036594],[505670,1038317],[506381,1305960],[507104,1298572],[507124,1813497],[507366,806821],[508517,1559910],[508716,600695],[509060,1561911],[514002,1309742],[515150,1057543],[515228,1311573],[515397,1311542],[517237,1830934],[517479,608431],[518450,611949],[518617,1577487],[523345,1583954],[529736,1074141],[532447,1594349],[534012,1600194],[540246,1860291],[542315,1611112],[543103,1081215],[543774,1351498],[544200,1352014],[544278,845921],[545682,1866810],[545849,1867112],[545982,853484],[548807,1099725],[550372,1355579],[557292,1111077],[558675,1366693],[563137,1889288],[563458,877352],[565438,1119715],[566535,1121438],[567246,1114133],[567969,1385134],[567989,1895133],[568231,882955],[569382,1645956],[569581,667111],[570448,1899056],[571357,1390306],[571581,1900862],[572250,1648297],[572571,888760],[573815,1654142],[575308,1148346],[575386,1395216],[575555,1395185],[577551,1907128],[577793,673723],[582118,1665060],[589978,1676929],[593219,915090],[593654,1930340],[594959,1680207],[595645,917906],[597028,1162783],[597816,1435800],[598487,1428210],[598913,1428726],[598991,695799],[600395,701021],[600562,1689197],[604888,1433282],[606584,1180788],[607994,1183467],[613220,1187884],[621139,1967784],[621460,949855],[623582,1199955],[626759,1723223],[631532,1210763],[633150,1211634],[634059,1979084],[634968,1477112],[635192,1980890],[635861,1733618],[636182,966879],[637426,1739463],[638919,962075],[638997,1482022],[639166,1481991],[641162,1987156],[641404,742699],[644474,1226485],[650865,1233496],[653576,1237604],[655141,1497105],[659635,995118],[660070,2008459],[661375,1764512],[662061,997934],[663444,1248104],[664232,1240570],[664903,1515016],[665329,1515532],[665407,767352],[666811,772574],[666978,1773502],[667888,1268177],[668120,2017898],[668444,2018826],[669039,1520753]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] cell #2893 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2894 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2895 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[447603,840288],[461651,859200],[499602,1156218],[533275,956967],[548705,976707],[557151,987338],[558013,988417],[581456,1019018],[590313,1284097],[612224,1316333],[615650,615724],[627266,840111],[631391,1083630],[643991,859097],[649106,1105106],[653474,1110420],[654404,1111526],[679946,1143238],[688324,1153842],[689672,1414133],[701296,1429675],[703822,1173609],[704684,1174688],[713541,1446855],[716171,1711711],[727883,727957],[731654,1207146],[734200,1210106],[746820,746894],[750591,1229008],[753137,1231968],[757446,987235],[758436,988240],[762561,1242985],[772849,1516481],[785906,1018841],[790031,1275457],[795329,1281877],[807746,1296933],[808089,1555125],[809129,1560039],[812114,1302247],[813044,1303353],[821422,1313957],[821765,1832998],[822770,1577651],[841786,1336391],[844118,1083527],[861777,1358383],[864109,1104929],[868139,868213],[871910,1369518],[874456,1372478],[883880,1383495],[884223,1641171],[885263,1646085],[895615,1396521],[895958,1918308],[897312,897386],[901083,1402376],[903629,1405336],[908928,1153665],[913053,1416353],[916005,1681230],[920020,1424238],[922226,1683588],[922566,1427198],[924079,1689361],[926875,1173506],[927865,1174511],[931990,1438215],[936948,1954164],[937288,1444635],[950370,950444],[953962,1204861],[957732,1466672],[973734,1483327],[974077,1732037],[974808,1227843],[978578,1488534],[989915,1499909],[996033,1765535],[1000048,1511044],[1002254,1767893],[1002594,1514004],[1004107,1773666],[1008028,1518858],[1014514,2035316],[1014854,1526989],[1020516,1532767],[1022848,1275354],[1030649,1543902],[1033195,1546862],[1036076,1807527],[1036353,1807972],[1040507,1554759],[1042818,1810211],[1042839,1296756],[1046869,1046943],[1050640,1565894],[1053186,1568854],[1058464,2070577],[1058485,1313780],[1062610,1579871],[1067368,1068488],[1072227,1846658],[1075813,1333813],[1086184,1603057],[1089664,1605420],[1096150,1856586],[1096490,1613551],[1097289,1356911],[1112291,1629430],[1119197,1889163],[1119474,1889608],[1123628,1640805],[1125939,1891847],[1125960,1383318],[1129614,2139267],[1131659,1648172],[1131936,1648617],[1136641,1136715],[1138597,2146835],[1138618,1396344],[1140233,1400091],[1144003,1661902],[1155340,1673277],[1157436,1675562],[1157672,1416250],[1160005,1678557],[1160401,1929884],[1161058,1930203],[1161079,1423073],[1164849,1683764],[1176186,1695139],[1186319,1706274],[1188865,1709234],[1193433,1194539],[1198317,1967659],[1198594,1968104],[1209720,1727665],[1212745,1731671],[1213919,1969838],[1215964,1733493],[1216241,1733938],[1220946,1221020],[1222902,1977406],[1222923,1483150],[1231582,1996215],[1245539,1763172],[1245722,2008003],[1246379,2008322],[1246400,1509879],[1250170,1768069],[1257153,2244056],[1257174,1517787],[1258517,1775325],[1259174,1775644],[1259195,1260315],[1267640,1530189],[1278011,1794884],[1278872,1541617],[1281491,1797247],[1282642,1799781],[1285595,1802359],[1288317,1805378],[1288775,2047300],[1289116,1553287],[1304118,1821257],[1315455,1832632],[1317551,1834917],[1326735,2079618],[1326916,2083058],[1327573,2083377],[1327594,1592402],[1338697,1852751],[1338974,1853196],[1341295,1856762],[1343199,2085416],[1343220,1604349],[1344563,1858446],[1345220,1858765],[1345241,1346361],[1360689,2109618],[1360966,2110063],[1372092,1883335],[1375117,1887341],[1375337,2121158],[1375678,1639333],[1386205,2340493],[1386382,1646820],[1388322,1899171],[1388663,1389769],[1392361,1664480],[1404950,1913936],[1407975,1917942],[1408536,1670699],[1411194,1919764],[1411471,1920209],[1414898,1924854],[1440769,1949443],[1445400,1954340],[1448353,1956918],[1451890,2187059],[1457462,2188905],[1457483,1717517],[1457691,2192059],[1458032,1721083],[1462798,1970664],[1468572,1973420],[1469229,1973739],[1469250,1479167],[1473011,2193822],[1473188,1732141],[1475128,1979199],[1475469,1476575],[1490253,2212716],[1490434,2216156],[1491091,2216475],[1491112,1752517],[1502215,2002308],[1502492,2002753],[1504813,2006319],[1516997,1774425],[1522498,1791141],[1535073,2031481],[1535350,2031926],[1537671,2035492],[1539181,2039694],[1540939,2037176],[1541596,2037495],[1555879,1823835],[1568468,2062065],[1571493,2066071],[1578416,2072983],[1582871,2288971],[1586016,1840044],[1587393,2290168],[1587570,1842800],[1593172,2085755],[1598973,2088721],[1599314,1609060],[1603559,1857546],[1614648,2310287],[1620220,2312133],[1620241,1873187],[1620449,2315287],[1620790,1876753],[1625556,2112623],[1631330,2115379],[1631987,2115698],[1632008,1641925],[1652298,1911556],[1658028,2140093],[1663802,2142849],[1664459,2143168],[1670358,2148628],[1684870,1945700],[1697445,2171737],[1697722,2172182],[1700043,2175748],[1701553,2179950],[1712305,2382426],[1714100,2383453],[1715030,1961511],[1716258,2191995],[1716727,1964477],[1722140,2194525],[1725285,1737619],[1742986,2401593],[1746131,1989601],[1747508,2402790],[1747685,1992357],[1753287,2218853],[1759088,2221819],[1759429,1769175],[1780714,2243226],[1784999,2244395],[1790800,2247361],[1811653,2059685],[1817383,2271263],[1823157,2274019],[1823814,2274338],[1840381,2468106],[1841243,2077787],[1842170,2292908],[1849779,2473136],[1851937,2300313],[1863835,2309642],[1867975,2483989],[1870700,2103470],[1871928,2104722],[1872397,2106436],[1877810,2317753],[1880955,1893289],[1902529,2338666],[1908411,2341196],[1935273,2164304],[1939558,2365524],[1945359,2368490],[1962232,2543637],[1963888,2385973],[1971001,2548062],[1972790,2392126],[1982557,2399531],[1990800,2210885],[1991727,2211579],[1994875,1996706],[2001494,2220105],[2013392,2233280],[2020900,2426761],[2028509,2580161],[2030667,2434166],[2042565,2443495],[2056540,2451606],[2086476,2613907],[2088132,2475656],[2097034,2481809],[2105847,2311146],[2114749,2318447],[2117897,2119728],[2133317,2506499],[2140430,2641729],[2142219,2512652],[2151986,2520057],[2170923,2366776],[2182821,2379951],[2204870,2555612],[2221230,2408858],[2245116,2694647],[2246772,2582681],[2255674,2588834],[2273389,2452300],[2276537,2278368],[2351541,2649279],[2367901,2529384] ] cell #2896 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [515246],[575404],[639015],[669057],[698632],[738033],[770185],[774386],[797655],[802155],[842652],[848244],[875920],[878289],[907462],[916345],[917750],[939614],[951871],[959106],[985712],[990781],[996373],[997778],[1021382],[1026974],[1037849],[1054650],[1057019],[1069902],[1073673],[1084954],[1106430],[1107983],[1113665],[1120970],[1138142],[1145377],[1171983],[1177052],[1182644],[1184049],[1192906],[1195473],[1207395],[1211166],[1222447],[1229257],[1233028],[1234937],[1244309],[1261729],[1265500],[1276781],[1298257],[1299810],[1305492],[1312797],[1321989],[1324785],[1333286],[1335853],[1347775],[1351546],[1355278],[1357845],[1369767],[1373538],[1384819],[1388136],[1390703],[1402625],[1406396],[1417677],[1424487],[1428258],[1430167],[1439539],[1452887],[1463645],[1466441],[1474942],[1477509],[1485507],[1488303],[1496804],[1499371],[1511293],[1515064],[1518365],[1521161],[1529662],[1532229],[1544151],[1547922],[1551654],[1554221],[1566143],[1569914],[1581195],[1590403],[1594169],[1598787],[1603306],[1604927],[1607723],[1615645],[1626403],[1629199],[1637700],[1640267],[1648117],[1658875],[1661671],[1670172],[1672739],[1680737],[1683533],[1692034],[1694601],[1706523],[1710294],[1719135],[1720556],[1727172],[1731133],[1733438],[1754284],[1758902],[1765042],[1767838],[1782230],[1785996],[1790614],[1795133],[1796754],[1799550],[1807472],[1818230],[1821026],[1829527],[1832094],[1845087],[1846165],[1848466],[1852696],[1856531],[1865351],[1876226],[1882842],[1889108],[1905406],[1906827],[1913443],[1917404],[1919709],[1940555],[1945173],[1951313],[1954109],[1963502],[1967604],[1969783],[1985434],[1986855],[1995722],[2002253],[2023817],[2024895],[2027196],[2031426],[2035261],[2054956],[2061572],[2067838],[2079563],[2084957],[2099951],[2101029],[2105461],[2109563],[2128814],[2132931],[2137033],[2139212],[2165151],[2171682],[2188446],[2204484],[2208586],[2212661],[2234127],[2238203],[2243597],[2264101],[2268203],[2304619],[2311674],[2327712],[2331814],[2335117],[2359332],[2387870],[2395982],[2417241],[2445527],[2471950],[2497545],[2546633],[2610075] ] cell #2897 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [56821,695471],[71042,767024],[78038,803116],[87647,845593],[95954,879250],[104733,697045],[108648,936453],[115376,957617],[116708,962512],[125894,993722],[126858,768598],[134447,1024323],[137107,596152],[142754,1057980],[150601,1079220],[150761,1079819],[152304,846237],[162132,1112176],[163464,1117071],[163927,662568],[167942,483530],[172505,1143888],[173837,1148783],[176754,1159147],[183023,1179993],[183987,938027],[189552,725972],[191585,955376],[193014,1205443],[193232,1205597],[197242,541439],[204177,1232618],[206736,1238575],[206896,1239174],[208439,994366],[219094,1271047],[219254,1271646],[220797,1024967],[223082,1282527],[224414,1287422],[230625,1304003],[231957,1308898],[232420,608280],[234874,1319262],[237954,828093],[241710,1076747],[243559,1334688],[245440,638290],[255814,866228],[256389,1361438],[256549,1362037],[257847,1109935],[259276,1367815],[259494,1367969],[270292,673572],[272325,1141647],[273754,1400673],[273972,1400827],[277982,495658],[278557,1411943],[278717,1412542],[279549,1414783],[280260,911977],[284917,1427848],[287476,1433805],[287636,1434404],[289179,1180637],[291464,1445285],[292796,1450180],[293012,1190473],[295978,943664],[296970,1199665],[300474,1203158],[303046,741760],[310532,742548],[314926,976222],[316987,1491694],[317205,1491848],[318682,1236102],[320531,1498206],[322412,769460],[328118,1514654],[331621,774856],[335047,1527639],[335377,1268574],[337226,1531064],[339107,574679],[341140,1027444],[342569,1542199],[342787,1542353],[343821,1544672],[343981,590577],[349481,806670],[350056,1557814],[350216,1558413],[351514,1301762],[352943,1564191],[353161,1564345],[356454,1312387],[357746,1575461],[357906,1576060],[358738,1578301],[359449,1061534],[359797,1064257],[363004,1065665],[363873,1328176],[370636,638434],[371628,1340045],[377704,848714],[381130,1614201],[381739,1615827],[384040,1098223],[385032,1100175],[386600,1621665],[388536,1365530],[391108,882016],[398594,882804],[399169,1643860],[399329,1644459],[403003,887042],[403995,1394895],[404706,1145847],[405542,1396030],[406990,1656655],[407150,1657254],[407499,1398388],[410071,672784],[413827,1151432],[415676,1671574],[416880,689767],[417098,1674013],[417557,499087],[421951,916815],[424012,1686924],[424230,1687078],[425377,1690011],[425707,1431332],[427556,1693436],[429437,697907],[431157,1442445],[431470,1183114],[431657,1186433],[432899,1704571],[433117,1704725],[434151,1707044],[434311,713805],[438390,1453069],[439964,1458907],[448258,1469832],[455021,965161],[456013,1481701],[456724,959576],[457560,1482836],[459008,1741976],[459168,1742575],[459803,1744064],[462299,1225020],[463168,1226185],[465659,984204],[469931,769604],[470923,1238054],[473819,772334],[476999,996843],[479060,1771229],[479278,1771383],[480425,1774316],[482373,1776179],[484399,1524552],[485187,1273047],[485866,1525905],[486179,1265970],[486366,1278125],[487766,1783691],[487984,1783845],[491162,574823],[492154,1536421],[495802,588874],[498230,586429],[502265,1807654],[504566,1036599],[505558,1038319],[506269,1305962],[507105,1559548],[507126,1813492],[508553,1816010],[508713,809393],[509062,1561906],[511634,805882],[515145,1314762],[515227,1573142],[515390,1311547],[517239,1830929],[518443,822865],[518661,1833368],[519120,611709],[523347,1583949],[529624,1074143],[532440,1594351],[534014,1600189],[540282,1859300],[542308,1611114],[543096,1081220],[543775,1612467],[544088,1352016],[544275,1086298],[545675,1866812],[545893,1866966],[548800,1099576],[550374,1355574],[552893,866372],[555686,877354],[558668,1366695],[561159,1117917],[563130,1889290],[565431,1119720],[566423,1121440],[567134,1114135],[567970,1645594],[567991,1895128],[569418,1897646],[569578,885527],[570441,1899058],[571358,1650598],[571625,1899932],[572243,1648299],[573817,1654137],[575303,1407282],[575385,1655456],[575548,1395190],[577553,1907123],[582111,1665062],[589866,1676931],[593656,1930335],[594995,1930738],[597021,1162788],[597809,1435805],[598488,1688277],[598801,1428728],[598988,920134],[599512,921587],[600388,924174],[600606,1938404],[603784,698051],[604776,1433284],[607672,700781],[607993,1445435],[608424,712102],[610852,709657],[619535,949857],[621132,1967786],[623575,1199960],[626761,1723218],[633038,1211636],[634052,1979086],[634969,1735919],[635236,1979960],[635854,1733620],[637428,1739458],[638914,1212052],[638996,1740777],[639159,1481996],[641164,1987151],[644476,1226339],[644620,977357],[650753,1233498],[651099,995123],[653569,1237455],[655143,1497100],[657662,994510],[660072,2008454],[661411,2008857],[663437,1248109],[664225,1240575],[664904,1772582],[665217,1515534],[665404,1000162],[665928,1001615],[666804,1004202],[667022,2016523],[667883,1528604],[668122,2017893],[668449,2018033],[669038,1777948],[669206,1518639],[670018,1775776],[673285,1537706],[673716,782215],[676295,779628],[679111,1786178],[680685,1792016],[688979,1802941],[690759,1548392],[693669,1037439],[694586,1809953],[694853,2048061],[698531,1039814],[698613,1814811],[698776,1558708],[699564,806814]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] cell #2898 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393152],[467613],[513678],[525310],[554981],[601466],[612896],[618830],[671981],[692329],[701652],[709784],[740957],[777470],[779755],[792675],[818390],[851328],[853613],[891948],[892455],[905988],[921714],[970067],[970574],[1001742],[1008723],[1010484],[1025768],[1041505],[1042012],[1090359],[1092120],[1124626],[1125133],[1132536],[1134452],[1164393],[1166154],[1216841],[1218757],[1234565],[1249714],[1251475],[1260095],[1292651],[1293916],[1294567],[1330922],[1346141],[1363513],[1379213],[1380478],[1381129],[1422853],[1424016],[1461553],[1472578],[1484956],[1493985],[1509659],[1510822],[1554539],[1576854],[1585322],[1592182],[1602835],[1615157],[1640585],[1667808],[1706052],[1714609],[1724591],[1731451],[1742777],[1794662],[1832412],[1840172],[1850288],[1910862],[1917722],[1970792],[2029018],[2140221], [115260,840490],[136365,1414442],[150602,730367],[162016,988619],[172389,1019220],[176060,1284299],[184941,1577960],[192997,628407],[201770,644154],[204061,1105308],[206737,870623],[219095,899796],[222966,1154044],[223530,1156149],[228803,1689670],[230509,1174890],[234180,1447057],[235070,1960246],[241693,532106],[253730,548783],[253854,1232347],[256390,982340],[259113,757609],[259259,759577],[261404,992410],[266245,1773975],[273737,787047],[278558,1029362],[284801,1297135],[284945,1811152],[285381,1560241],[287477,1049353],[291348,1314159],[291492,2071518],[291912,1316264],[295961,438056],[305497,844281],[313740,463151],[314315,646439],[316970,646122],[318665,467296],[320328,653552],[320452,1111905],[322988,874534],[328002,1383697],[328146,1892788],[328582,1646287],[334931,1396723],[335075,2147776],[335360,678777],[342552,910069],[346212,1683378],[347521,1427577],[349849,1932991],[350057,1168611],[350758,1429606],[352780,927038],[352926,929006],[355071,1178681],[357539,2180539],[357747,1185032],[363856,524993],[373625,734278],[373749,957346],[381014,1483529],[381158,1978347],[381405,384023],[381722,749304],[382989,750000],[389922,558651],[390497,759894],[395325,1767683],[396634,1514383],[398962,2011110],[399170,1253932],[399871,1516412],[402676,1521006],[406783,2251308],[406991,1266848],[412522,1023011],[419654,1809332],[419884,1554001],[421340,805079],[423974,2050181],[423995,804762],[425690,601149],[427353,812192],[427477,1303732],[430013,1053264],[432861,2282679],[432882,1059626],[435027,1317950],[438373,618134],[442156,1847727],[448241,450274],[450849,628724],[451527,1613930],[454694,1607568],[458801,2092668],[459009,1352894],[459481,860481],[468880,871319],[474702,1890968],[474932,1640047],[476388,881213],[479022,2124039],[479043,880896],[481254,2341607],[482943,1649977],[483173,1390483],[484382,671664],[487728,2347518],[487749,1149439],[494151,903707],[494275,1143617],[500681,1157835],[501540,1418316],[501733,1682493],[502227,1931925],[502248,918733],[503515,919429],[510448,705322],[511023,929323],[517160,1445014],[519696,1188943],[523025,720225],[527176,1968424],[527406,1721797],[530432,532423],[536206,1738197],[536270,731063],[537625,963485],[539163,2194936],[540852,1735298],[541082,1477289],[542291,740640],[545637,2200847],[545658,963168],[552566,1997284],[561937,1774045],[562598,1766798],[563092,2010044],[563113,998761],[564380,999457],[570403,2429823],[570424,1268354],[571711,1520121],[572205,1777366],[572226,776774],[582094,584127],[584702,787364],[585380,1527368],[588547,1539759],[591863,1033273],[591987,1282256],[592862,1288395],[593099,1809162],[593334,1039211],[602733,1050049],[610241,1059943],[620362,2078198],[620600,1846842],[621094,2084109],[621115,1075021],[624678,626439],[630590,1862593],[630820,1079886],[631783,1085593],[634014,2295970],[634035,1076527],[635322,1606683],[635816,1860487],[635837,850632],[648305,2110383],[648535,1362104],[657335,1893867],[658754,1118044],[659515,1890798],[659750,1122332],[667345,2508894],[667583,1397348],[669461,1649807],[669696,889654],[677103,679094],[682877,1652876],[682941,900492],[684296,1149756],[687523,1668493],[687753,1412609],[688962,690995],[691570,910386],[692248,1414512],[708608,1689740],[711051,1185728],[716847,1961228],[722498,2187652],[722519,1195253],[722791,1968254],[723026,1201493],[727228,1203003],[732833,1205318],[733327,1983070],[733348,969878],[736321,2388368],[736559,1202118],[738437,1735128],[738672,967773],[751532,2211296],[751770,1491569],[752264,2217207],[752285,1234376],[761760,2012150],[761990,1239241],[762953,1244948],[773180,1527813],[783318,785079],[789230,1779472],[789460,1271713],[790423,1277420],[792486,794477],[793962,1542074],[794456,1795430],[798324,1030058],[799679,1032343],[815975,1812231],[817394,1309871],[825346,1578030],[826459,2077521],[829993,1324630],[831516,2289150],[831754,1323745],[837112,1331607],[843056,1334567],[843291,1092472],[847038,1331437],[857103,1614723],[862754,2310880],[862775,1357625],[863047,1621544],[863282,1363865],[867484,1365375],[873089,1367690],[873583,2125029],[873604,1124437],[891759,902777],[896657,1398233],[902262,1400548],[902756,1903042],[906340,908101],[907866,1671453],[913445,1156845],[931189,1934031],[931419,1434471],[932382,1440178],[941638,1188013],[942788,2186750],[945145,1714175],[946265,1454747],[947530,1456567],[948181,1454577],[953742,1462321],[957276,1219212],[974588,1743030],[978122,1488148],[979645,2401772],[979883,1487263],[985241,1495125],[991185,1498085],[991420,1251827],[1010836,1022021],[1015842,1527983],[1021786,1530943],[1026223,1282186],[1041316,1052334],[1046214,1561751],[1051819,1564066],[1052313,2051171],[1063002,1316960],[1067148,1840425],[1068268,1585539],[1069431,1586605],[1078228,1849854],[1080613,1597849],[1097347,1867808],[1100824,1617505],[1102089,1619325],[1102740,1617335],[1108301,1625079],[1111835,1381584],[1133801,1651797],[1134907,1143547],[1140013,1657551],[1166506,1177691],[1171512,1690355],[1177456,1693315],[1181893,1444944],[1193491,1962065],[1195791,1715781],[1204641,1971045],[1206924,1725874],[1218106,1737118],[1227623,1745654],[1228786,1746720],[1232277,1494440],[1239968,1757964],[1261258,1778432],[1263643,1527298],[1270055,2028584],[1272440,1789676],[1295022,1303662],[1300128,1816906],[1333871,2086309],[1336171,1851460],[1347304,1861553],[1349689,1613860],[1358163,1871451],[1369296,1881544],[1372787,1635336],[1391021,1902052],[1399871,2140474],[1402154,1912145],[1413336,1923389],[1426401,1427507],[1435198,1944235],[1477827,1982080],[1499689,2001017],[1513207,1514313],[1530247,2244949],[1532547,2030190],[1543680,2040283],[1546065,1805687],[1565672,2060274],[1569163,1827163],[1673057,2151509],[1694919,2170446],[1708437,1709543] ] cell #2899 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289782],[333215],[379298],[401631],[423545],[453649],[478593],[481628],[499824],[503194],[535161],[539537],[562121],[564059],[587502],[594250],[595575],[612446],[622991],[629275],[651913],[656290],[660666],[661991],[681832],[686208],[695075],[708792],[710730],[721642],[724932],[735224],[754161],[755361],[760445],[766628],[781631],[787915],[810553],[814930],[819306],[820631],[827974],[830540],[841907],[845197],[855489],[861898],[865188],[866871],[875480],[891071],[894361],[904653],[923590],[924790],[929874],[936057],[943874],[946917],[955257],[957823],[969190],[972480],[976103],[978669],[990036],[993326],[1003618],[1006704],[1009270],[1020637],[1023927],[1034219],[1040628],[1043918],[1045601],[1054210],[1065865],[1076957],[1080000],[1088340],[1090906],[1098433],[1101476],[1109816],[1112382],[1123749],[1127039],[1130145],[1133188],[1141528],[1144094],[1155461],[1158751],[1162374],[1164940],[1176307],[1179597],[1189889],[1199546],[1203358],[1208396],[1212866],[1214450],[1217493],[1225220],[1236312],[1239355],[1247695],[1250261],[1257692],[1268784],[1271827],[1280167],[1282733],[1290260],[1293303],[1301643],[1304209],[1315576],[1318866],[1328386],[1330009],[1337183],[1341386],[1343738],[1365730],[1370768],[1376822],[1379865],[1394776],[1398588],[1403626],[1408096],[1409680],[1412723],[1420450],[1431542],[1434585],[1442925],[1445491],[1459107],[1460282],[1462959],[1467747],[1471965],[1481582],[1493527],[1500701],[1507256],[1524762],[1526385],[1533559],[1537762],[1540114],[1562106],[1567144],[1573198],[1576241],[1586177],[1590899],[1593523],[1611324],[1612947],[1623040],[1630505],[1654337],[1655512],[1658189],[1662977],[1667195],[1688757],[1695931],[1702486],[1715381],[1721884],[1739658],[1740833],[1746292],[1751014],[1773062],[1778004],[1782726],[1785350],[1814867],[1822332],[1840987],[1861125],[1865847],[1871051],[1896503],[1901652],[1908155],[1932563],[1937285],[1981680],[1990544],[2010682],[2015404],[2019717],[2049781],[2084747],[2095851],[2123639],[2159973],[2193610],[2228949],[2294241],[2382629] ] cell #2900 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [56822,695472],[71043,767025],[78039,803113],[87648,845594],[95955,879247],[104734,697042],[108649,936454],[115377,957618],[116709,962509],[125895,993723],[126859,768595],[134448,1024324],[137108,596149],[142755,1057977],[150567,1079221],[150762,1079816],[152305,846234],[162133,1112177],[163465,1117068],[163928,662565],[167943,483527],[172506,1143889],[173838,1148780],[176755,1159148],[183024,1179994],[183988,938024],[189553,725969],[191586,955373],[193015,1205440],[193187,1205600],[197243,541436],[204178,1232619],[206702,1238576],[206897,1239171],[208440,994363],[219060,1271048],[219255,1271643],[220798,1024964],[223083,1282528],[224415,1287419],[230626,1304004],[231958,1308895],[232421,608277],[234875,1319263],[237955,828090],[241711,1076744],[243556,1334695],[245441,638287],[255815,866225],[256355,1361439],[256550,1362034],[257848,1109932],[259277,1367812],[259449,1367972],[270293,673569],[272326,1141644],[273755,1400670],[273927,1400830],[277983,495655],[278523,1411944],[278718,1412539],[279550,1414784],[280261,911974],[284918,1427849],[287442,1433806],[287637,1434401],[289180,1180634],[291465,1445286],[292797,1450177],[293013,1190474],[295979,943661],[296971,1199662],[300471,1203165],[303047,741757],[310533,742545],[314927,976219],[316988,1491691],[317160,1491851],[318683,1236099],[320528,1498213],[322413,769457],[328119,1514655],[331622,774853],[335048,1527640],[335378,1268571],[337223,1531071],[339108,574676],[341141,1027441],[342570,1542196],[342742,1542356],[343787,1544673],[343982,590578],[349482,806667],[350022,1557815],[350217,1558410],[351515,1301759],[352944,1564188],[353116,1564348],[356455,1312388],[357712,1575462],[357907,1576057],[358739,1578302],[359450,1061531],[359798,1064258],[363001,1065672],[363874,1328173],[370637,638435],[371629,1340042],[377705,848711],[381131,1614202],[381740,1615824],[384041,1098220],[385033,1100172],[386597,1621672],[388533,1365537],[391109,882013],[398595,882801],[399135,1643861],[399330,1644456],[403004,887036],[403996,1394892],[404707,1145844],[405543,1396031],[406956,1656656],[407151,1657251],[407496,1398395],[410072,672781],[413828,1151426],[415673,1671581],[416881,689768],[417053,1674016],[417558,499084],[421952,916812],[424013,1686921],[424185,1687081],[425378,1690012],[425708,1431329],[427553,1693443],[429438,697904],[431267,1442446],[431471,1183111],[431658,1186434],[432900,1704568],[433072,1704728],[434117,1707045],[434312,713806],[438391,1453066],[439961,1458914],[448259,1469829],[455022,965155],[456014,1481698],[456725,959573],[457561,1482837],[458974,1741977],[459169,1742572],[459800,1744071],[462296,1225027],[463169,1226182],[465660,984201],[469932,769605],[470924,1238051],[473820,772331],[477000,996840],[479061,1771226],[479233,1771386],[480426,1774317],[482339,1776180],[484400,1524549],[485188,1273041],[485976,1525906],[486180,1265967],[486367,1278126],[487767,1783688],[487939,1783848],[491163,574824],[492155,1536418],[495803,588875],[498231,586426],[502266,1807651],[504567,1036593],[505559,1038316],[506270,1305959],[507106,1559549],[507123,1813499],[508519,1816011],[508714,809394],[509059,1561913],[511635,805879],[515146,1314763],[515352,1573145],[515391,1311541],[517236,1830936],[518444,822866],[518616,1833371],[519121,611706],[523344,1583956],[529625,1074140],[532441,1594348],[534011,1600196],[540248,1859301],[542309,1611111],[543097,1081214],[543885,1612468],[544089,1352013],[544276,1086299],[545676,1866809],[545848,1866969],[548801,1099577],[550371,1355581],[552894,866373],[555687,877351],[558669,1366692],[561160,1117914],[563131,1889287],[565432,1119714],[566424,1121437],[567135,1114132],[567971,1645595],[567988,1895135],[569384,1897647],[569579,885528],[570442,1899055],[571473,1650599],[571580,1899935],[572244,1648296],[573814,1654144],[575304,1407283],[575510,1655459],[575549,1395184],[577550,1907130],[582112,1665059],[589867,1676928],[593653,1930342],[594961,1930739],[597022,1162782],[597810,1435799],[598598,1688278],[598802,1428725],[598989,920135],[599513,921584],[600389,924175],[600561,1938407],[603785,698052],[604777,1433281],[607673,700778],[607999,1445438],[608425,712103],[610853,709654],[619536,949854],[621133,1967783],[623576,1199954],[626758,1723225],[633039,1211633],[634053,1979083],[635084,1735920],[635191,1979963],[635855,1733617],[637425,1739465],[638915,1212053],[639121,1740780],[639160,1481990],[641161,1987158],[644473,1226342],[644621,977358],[650754,1233495],[651100,995117],[653570,1237456],[655140,1497107],[657663,994511],[660069,2008461],[661377,2008858],[663438,1248103],[664226,1240569],[665014,1772583],[665218,1515531],[665405,1000163],[665929,1001612],[666805,1004203],[666977,2016526],[667884,1528605],[668119,2017900],[668443,2018036],[669168,1777951],[669207,1518633],[670015,1775783],[673291,1537709],[673717,782216],[676296,779625],[679112,1786175],[680682,1792023],[688980,1802938],[690760,1548389],[693670,1037440],[694701,1809954],[694808,2048064],[698532,1039815],[698738,1814814],[698777,1558702],[699565,806815]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] cell #2901 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[115202,840484],[150529,730364],[161958,988613],[172331,1019214],[192991,628404],[201741,644148],[204003,1105302],[206664,870620],[219022,899793],[222908,1154038],[223749,1414436],[230451,1174884],[241687,532103],[253691,548777],[253796,1232341],[256317,982337],[259084,757603],[259253,759574],[261346,992404],[273731,787044],[278485,1029359],[279375,1284293],[284743,1297129],[287404,1049350],[291290,1314153],[292131,1577954],[295955,438053],[305468,844275],[313737,463145],[314242,646433],[316964,646119],[318659,467293],[320289,653546],[320394,1111899],[322915,874528],[327944,1383691],[334873,1396717],[335354,678774],[342546,910066],[343749,1156146],[347463,1427571],[349984,1168608],[350977,1689664],[352751,927032],[352920,929003],[355013,1178675],[357674,1185029],[358564,1447051],[359888,1960240],[363850,524990],[373586,734272],[373691,957340],[380956,1483523],[381402,384017],[381716,749301],[382983,749994],[389919,558645],[390424,759888],[396576,1514377],[399097,1253929],[400090,1773969],[401883,1521000],[406918,1266845],[412493,1023005],[421267,805073],[423989,804759],[424526,1811146],[425203,1560235],[425684,601146],[427314,812186],[427419,1303726],[429940,1053258],[432876,1059623],[433413,2071512],[434079,1316261],[434969,1317944],[438367,618131],[448235,450271],[450776,628718],[451469,1613924],[453901,1607562],[458936,1352891],[459475,860475],[468874,871313],[476315,881207],[479037,880893],[479574,1892782],[480251,1646281],[482155,1649974],[482301,1390480],[484376,671661],[487743,1149436],[488280,2147770],[494112,903701],[494217,1143611],[500652,1157829],[501482,1418310],[502242,918730],[503446,1683372],[503509,919423],[507286,1932988],[508481,1429603],[510445,705316],[510950,929317],[517102,1445008],[517399,2180536],[519623,1188937],[523019,720219],[530429,532417],[535413,1738191],[536264,731057],[537552,963479],[540064,1735295],[540210,1477286],[542285,740637],[545652,963165],[546189,1978341],[561879,1774039],[563107,998758],[564311,1767677],[564374,999451],[568151,2011107],[569346,1516409],[570418,1268351],[570720,1520118],[571359,1777367],[572220,776771],[577713,2251305],[582088,584124],[584629,787358],[585322,1527362],[587754,1539753],[591824,1033267],[591929,1282250],[592789,1288389],[593328,1039205],[594777,1809329],[594923,1553998],[599140,2050182],[602727,1050043],[610168,1059937],[610480,2282680],[621109,1075018],[623243,1847721],[624672,626433],[629802,1862590],[629948,1079880],[631777,1085587],[634029,1076524],[634331,1606680],[634970,1860488],[635831,850629],[641324,2092665],[656542,1893861],[658681,1118038],[659744,1122326],[661193,1890965],[661339,1640044],[665556,2124040],[667508,1397345],[668347,2341604],[668424,1649808],[669690,889648],[675923,2347519],[677100,679088],[682084,1652870],[682935,900486],[684223,1149750],[686735,1668490],[686881,1412603],[688956,690992],[691497,910380],[692190,1414506],[693948,1682490],[694587,1931926],[708550,1689734],[711045,1185722],[722513,1195250],[723020,1201487],[725459,1968421],[725605,1721794],[727222,1202997],[731842,1205315],[732481,1983071],[733342,969875],[736484,1202115],[737323,2194933],[737400,1735129],[738666,967767],[744899,2200848],[752279,1234373],[754413,1997278],[760972,2012147],[761118,1239235],[762947,1244942],[765501,1766795],[766140,2010045],[773111,1527814],[773938,2429824],[783312,785073],[788442,1779469],[788588,1271707],[790417,1277414],[792483,794471],[792971,1542071],[793610,1795431],[798318,1030052],[799606,1032337],[801522,1809163],[815182,1812225],[817321,1309865],[825288,1578024],[829987,1324624],[831679,1323742],[832518,2078195],[834696,1846839],[835335,2084110],[837037,1331604],[842019,1334568],[843285,1092466],[846969,1331438],[847796,2295971],[862769,1357622],[863276,1363859],[865715,2110380],[865861,1362098],[867478,1365369],[872098,1367687],[872737,2125030],[873598,1124434],[877656,1890799],[885768,2508895],[891756,902771],[896651,1398227],[901271,1400545],[901910,1903043],[906334,908095],[906829,1671454],[913439,1156839],[930401,1934028],[930547,1434465],[932376,1440172],[941565,1188007],[943023,1961225],[946190,1454744],[947524,1456561],[948112,1454578],[948939,2187653],[951238,1968255],[953673,1462322],[957270,1219206],[963887,2388369],[978116,1488142],[979808,1487260],[980647,2211293],[982825,1491566],[983464,2217208],[985166,1495122],[990148,1498086],[991414,1251821],[1010830,1022015],[1015767,1527980],[1020749,1530944],[1026217,1282180],[1041313,1052328],[1046208,1561745],[1050828,1564063],[1051467,2051172],[1062996,1316954],[1065060,2077522],[1068199,1585540],[1069356,1586602],[1070043,2289151],[1080607,1597843],[1097582,1614720],[1100749,1617502],[1102083,1619319],[1102671,1617336],[1103498,2310881],[1105797,1621545],[1108232,1625080],[1111829,1381578],[1133795,1651791],[1134901,1143541],[1139944,1657552],[1166500,1177685],[1171437,1690352],[1176419,1693316],[1181887,1444938],[1191330,2186751],[1193726,1714172],[1195722,1715782],[1206849,1725871],[1218100,1737112],[1224415,1743031],[1227554,1745655],[1228711,1746717],[1229398,2401773],[1232271,1494434],[1239962,1757958],[1261183,1778429],[1263637,1527292],[1272434,1789670],[1295016,1303656],[1300059,1816907],[1323101,1840426],[1334106,1849851],[1336102,1851461],[1347229,1861550],[1349683,1613854],[1353702,1867883],[1358094,1871452],[1369221,1881541],[1372781,1635330],[1390952,1902053],[1402079,1912142],[1413330,1923383],[1426395,1427501],[1435192,1944229],[1453810,1962140],[1464757,1971046],[1477758,1982081],[1499620,2001018],[1513201,1514307],[1530482,2028581],[1532478,2030191],[1543605,2040280],[1546059,1805681],[1565597,2060271],[1569157,1827157],[1595092,2086384],[1659987,2140475],[1672988,2151510],[1694850,2170447],[1708431,1709537],[1786919,2245024] ] cell #2902 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [56849,695476],[71070,767029],[78077,803112],[87675,845598],[95993,879246],[104738,697041],[108676,936458],[115389,957622],[116747,962508],[125922,993727],[126863,768594],[134475,1024328],[137112,596148],[142793,1057976],[150566,1079223],[150781,1079815],[152309,846233],[162145,1112181],[163503,1117067],[163932,662564],[167947,483526],[172518,1143893],[173876,1148779],[176782,1159152],[183051,1179998],[183992,938023],[189557,725968],[191590,955372],[193019,1205439],[193186,1205598],[197247,541435],[204190,1232623],[206701,1238578],[206916,1239170],[208444,994362],[219059,1271050],[219274,1271642],[220802,1024963],[223095,1282532],[224453,1287418],[230638,1304008],[231996,1308894],[232425,608276],[234902,1319267],[237959,828089],[241715,1076743],[243555,1334689],[245445,638286],[255819,866224],[256354,1361441],[256569,1362033],[257852,1109931],[259281,1367811],[259448,1367970],[270297,673568],[272330,1141643],[273759,1400669],[273926,1400828],[277987,495654],[278522,1411946],[278737,1412538],[279562,1414788],[280265,911973],[284930,1427853],[287441,1433808],[287656,1434400],[289184,1180633],[291477,1445290],[292835,1450176],[293040,1190478],[295983,943660],[296975,1199661],[300470,1203159],[303051,741756],[310537,742544],[314931,976218],[316992,1491690],[317159,1491849],[318687,1236098],[320527,1498207],[322417,769456],[328131,1514659],[331626,774852],[335060,1527644],[335382,1268570],[337222,1531065],[339112,574675],[341145,1027440],[342574,1542195],[342741,1542354],[343786,1544675],[344001,590582],[349486,806666],[350021,1557817],[350236,1558409],[351519,1301758],[352948,1564187],[353115,1564346],[357008,1312392],[357711,1575464],[357926,1576056],[358751,1578306],[359454,1061530],[359836,1064262],[363000,1065666],[363878,1328172],[370641,638439],[371633,1340041],[377709,848710],[381143,1614206],[381744,1615823],[384045,1098219],[385037,1100171],[386596,1621666],[388532,1365531],[391113,882012],[398599,882800],[399134,1643863],[399349,1644455],[403008,887035],[404000,1394891],[404711,1145843],[406728,1396035],[406955,1656658],[407170,1657250],[407495,1398389],[410076,672780],[413832,1151425],[415672,1671575],[416885,689772],[417052,1674014],[417562,499083],[421956,916811],[424017,1686920],[424184,1687079],[425390,1690016],[425712,1431328],[427552,1693437],[429442,697903],[431475,1183110],[431855,1442448],[432294,1186438],[432904,1704567],[433071,1704726],[434116,1707047],[434331,713810],[438395,1453065],[439960,1458908],[448263,1469828],[455026,965154],[456018,1481697],[456729,959572],[458746,1482841],[458973,1741979],[459188,1742571],[459799,1744065],[462295,1225021],[463173,1226181],[465664,984200],[469936,769609],[470928,1238050],[473824,772330],[477004,996839],[479065,1771225],[479232,1771384],[480438,1774321],[482338,1776182],[484404,1524548],[485192,1273040],[486184,1265966],[487275,1525908],[487714,1278130],[487771,1783687],[487938,1783846],[491167,574828],[492159,1536417],[495807,588879],[498235,586425],[502270,1807650],[504571,1036592],[505563,1038315],[506274,1305958],[507122,1813493],[508291,1559553],[508518,1816013],[508733,809398],[509058,1561907],[511639,805878],[515395,1311540],[515933,1314765],[516010,1573143],[517235,1830930],[518448,822870],[518615,1833369],[519125,611705],[523343,1583950],[529629,1074139],[532445,1594347],[534010,1600190],[540247,1859303],[542313,1611110],[543101,1081213],[544093,1352012],[545184,1612470],[545623,1086303],[545680,1866808],[545847,1866967],[548805,1099579],[550370,1355575],[552898,866377],[555691,877350],[558673,1366691],[561164,1117913],[563135,1889286],[565436,1119713],[566428,1121436],[567139,1114131],[567987,1895129],[569156,1645599],[569383,1897649],[569598,885532],[570446,1899054],[571528,1650601],[571579,1899933],[572248,1648295],[573813,1654138],[575553,1395183],[576879,1407285],[576956,1655457],[577549,1907124],[582116,1665058],[589871,1676927],[593652,1930336],[594960,1930741],[597026,1162781],[597814,1435798],[598806,1428724],[599517,921583],[599897,1688280],[600336,920139],[600393,924179],[600560,1938405],[603789,698056],[604781,1433280],[607677,700777],[608429,712107],[608856,1445436],[610857,709653],[619540,949853],[621137,1967782],[623580,1199953],[626757,1723219],[633043,1211632],[634057,1979082],[635139,1735922],[635190,1979961],[635859,1733616],[637424,1739459],[639164,1481989],[640490,1212055],[640567,1740778],[641160,1987152],[644472,1226340],[644625,977362],[650758,1233494],[651102,995116],[653574,1237458],[655139,1497101],[657667,994515],[660068,2008455],[661376,2008860],[663442,1248102],[664230,1240568],[665222,1515530],[665933,1001611],[666313,1772585],[666752,1000167],[666809,1004207],[666976,2016524],[668023,1528607],[668118,2017894],[668442,2018034],[669211,1518632],[669228,1777949],[670014,1775777],[673721,782220],[675010,1537707],[676300,779624],[679116,1786174],[680681,1792017],[688984,1802937],[690764,1548388],[693674,1037444],[694756,1809956],[694807,2048062],[698781,1558701],[699569,806819],[700107,1039817],[700184,1814812]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] cell #2903 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [58725],[73616],[89617],[97807],[105739],[117752],[127864],[129076],[136417],[137688],[151486],[153467],[163631],[164508],[174881],[177652],[178264],[184993],[190609],[194136],[205395],[207621],[209602],[210214],[219979],[221960],[226031],[232124],[233001],[238741],[240661],[246497],[256871],[257465],[260398],[263473],[271349],[274876],[286135],[288361],[290342],[290954],[294768],[296588],[303833],[305753],[311589],[315713],[317633],[318461],[323469],[332408],[334328],[340164],[350538],[351132],[354065],[357140],[361325],[363652],[369426],[371246],[378491],[380411],[382830],[384650],[391895],[393815],[399651],[401793],[403613],[410858],[412778],[418614],[422738],[424658],[425486],[430494],[437190],[445710],[448037],[453811],[455631],[460620],[462947],[468721],[470541],[477786],[479706],[481851],[484178],[489952],[491772],[499017],[500937],[503356],[505176],[512421],[514341],[520177],[528210],[531240],[535323],[538312],[539760],[542087],[547600],[556120],[558447],[564221],[566041],[571043],[579563],[581890],[587664],[589484],[594473],[596800],[602574],[604394],[611639],[613559],[621889],[623153],[629498],[632656],[634654],[652369],[656452],[660889],[663216],[674881],[677911],[681994],[684983],[686431],[688758],[694271],[702791],[705118],[710892],[712712],[724128],[725155],[727521],[732165],[735587],[743857],[754323],[760668],[765824],[780529],[781793],[788138],[791296],[793294],[811009],[815092],[819529],[821856],[830286],[835019],[837506],[854387],[855651],[865411],[872421],[893557],[894584],[896950],[901594],[905016],[923752],[930097],[935253],[946659],[953347],[971676],[972703],[978415],[983148],[1003780],[1009016],[1013749],[1016236],[1044141],[1051151],[1067873],[1090652],[1095385],[1101218],[1127262],[1132930],[1139618],[1164686],[1169419],[1217235],[1227228],[1250007],[1254740],[1259700],[1293045],[1331215],[1345746],[1379607],[1422458],[1461947],[1509264],[1591787],[1712710] ] cell #2904 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2905 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561388],[651622],[691699],[708059],[721351],[755492],[792547],[810262],[824797],[830671],[890780],[891820],[905984],[924921],[934506],[968899],[969939],[1009401],[1010480],[1011962],[1025772],[1041377],[1055541],[1091037],[1092116],[1093598],[1124498],[1132532],[1134456],[1135585],[1166150],[1167632],[1216837],[1218761],[1219890],[1234437],[1251471],[1252953],[1260099],[1260264],[1292647],[1294571],[1295700],[1346145],[1346310],[1363509],[1379209],[1381133],[1382262],[1422857],[1423022],[1424012],[1461549],[1484952],[1493989],[1509663],[1509828],[1510818],[1554543],[1554708],[1585318],[1592186],[1592351],[1602831],[1615161],[1640589],[1640754],[1706048],[1714613],[1724587],[1731455],[1731620],[1742781],[1794658],[1832416],[1832581],[1840176],[1850292],[1910858],[1917726],[1917891],[1970796],[2029022],[2140225], [136374,1674346],[143846,2186285],[176030,1544870],[183973,2283448],[184950,1833701],[194298,1079418],[216897,2348287],[222122,1412141],[223493,1674255],[228812,1938737],[232782,2376705],[234150,1707242],[245021,1205839],[251508,2201616],[260560,1238773],[266254,2016856],[271130,2435332],[275038,1271245],[277563,1542595],[285279,2050950],[285351,1816208],[290212,2461838],[290504,1575659],[291875,1833610],[303907,1080162],[311370,2301479],[317795,1361636],[321993,1368211],[328480,2124808],[328552,1897844],[329373,2509355],[334198,2514128],[334490,1656853],[338688,1401069],[341369,1412885],[346182,1932694],[350319,2161058],[350721,1938646],[354227,1434003],[356752,1704967],[368195,955719],[375456,2388829],[380281,2393602],[380573,1742174],[383683,1492255],[387509,1492090],[391969,1239517],[393977,1242831],[395295,2010813],[399432,2230034],[399834,2016765],[400725,2579788],[402646,1778135],[406472,1784087],[410932,1271989],[419703,2049332],[419847,2049943],[424528,2264374],[424820,1558012],[429018,1564587],[431699,1576403],[439180,828436],[441150,2289611],[442126,2084878],[452743,2472763],[454664,1861256],[458490,1867208],[461761,859046],[461905,861607],[465888,1101638],[467490,867033],[469574,1368376],[473400,1116114],[474751,2123190],[474895,2123801],[479576,2327985],[479868,1644058],[480481,2641156],[482992,1901203],[483136,1901814],[487119,1667357],[488721,1141990],[501099,1678403],[501729,2160024],[502288,2160116],[504209,1687485],[508035,1687320],[512495,1434747],[514503,1438061],[525187,947079],[526280,2383080],[527225,2193161],[527369,2193772],[536176,1983839],[536964,1206004],[538390,2547489],[540901,1981231],[541045,1981842],[545028,1472127],[546853,1227701],[548264,978800],[548823,748325],[549590,745714],[551560,2402233],[552536,2217976],[557261,987184],[557405,989745],[562594,2229000],[563153,2229092],[565074,1771790],[568900,1771625],[570296,1785512],[571707,2019768],[572266,2019860],[588517,1796199],[592343,1549331],[593103,2263447],[595758,1040337],[599741,1293465],[601343,1045763],[603427,1564752],[607253,1307941],[613721,1579717],[617155,1068346],[619589,2467533],[620596,2294292],[621155,2294384],[628601,844050],[630639,2097866],[630783,1336749],[631501,1083476],[631645,841616],[632477,1867373],[633907,1593685],[635318,2095902],[635877,2095994],[642037,1100894],[643923,646316],[647409,2484643],[648354,2316389],[648498,1358741],[653033,1112513],[653592,869644],[657305,2125798],[659519,2327058],[662174,1123458],[666157,1380027],[667579,1908206],[669465,2132277],[671858,1133350],[682847,1903811],[683635,1401234],[687572,1918614],[687716,1673635],[693524,1422931],[694935,1165071],[703932,1173455],[704076,1176016],[711745,1705132],[715571,1449223],[716752,2543117],[716843,2382680],[718790,946335],[722391,1715543],[722795,2387216],[729388,953820],[732829,1466372],[733388,2205619],[733759,957954],[734318,961555],[735407,1212575],[736555,1721935],[738441,2203830],[740834,1217655],[750759,2557863],[751766,1488234],[752325,2407006],[757378,759771],[761809,2230964],[761953,1500267],[763647,2016930],[765077,1509737],[766488,1250392],[773184,2026542],[775795,1260173],[787241,1022780],[789279,2021732],[789423,1533125],[790141,1275303],[790285,1020346],[791117,1784252],[793958,1799481],[794517,2036436],[799018,1542760],[800677,1292721],[811673,1304340],[812232,1048374],[815945,2051940],[820814,1315285],[826463,2467460],[831750,1841038],[833232,1592260],[837108,1593074],[837182,839055],[843060,1596802],[845057,1341517],[847042,1847812],[849653,1346219],[857008,1867803],[857099,1614550],[862647,1871213],[863051,1618278],[873085,1629130],[873644,2328847],[875663,1374947],[876811,1379283],[888219,1132606],[898817,1140091],[902258,1661602],[902817,2134066],[903188,1144225],[903747,1147826],[904836,1407805],[907870,1922342],[910263,1157604],[913163,1416199],[913307,1155170],[914139,1674420],[926807,929200],[931238,2161988],[931382,1695497],[933076,1938811],[935917,1445622],[945050,1962060],[945141,1714002],[946261,1714932],[948185,1962848],[949314,1461623],[953746,1722027],[953911,1463090],[960515,1479025],[966338,1216911],[974592,1742873],[979879,1990595],[981361,1752375],[985237,1753189],[991189,1756917],[993186,1505035],[1015838,1784901],[1015912,1017785],[1021790,1788629],[1023787,1537893],[1028383,1278730],[1032754,1282864],[1033313,1286465],[1034402,1285425],[1051815,1820957],[1052374,2265236],[1054393,1571323],[1063696,1833775],[1067152,1840268],[1068272,1841130],[1068437,1586308],[1069427,1842072],[1078133,2086304],[1078224,1849681],[1082397,1348494],[1100820,1870602],[1102744,2104807],[1103873,1624381],[1108305,1877697],[1108470,1625848],[1115074,1641783],[1140017,1908298],[1140182,1658320],[1146786,1392219],[1150736,1152609],[1158611,1415120],[1171508,1939460],[1177460,1943188],[1179457,1700265],[1190072,1448183],[1195795,1963775],[1195960,1716550],[1204645,1970888],[1205930,1479116],[1206920,1972692],[1227627,1990687],[1227792,1746423],[1228782,1991629],[1241752,1512012],[1261254,2020802],[1262448,1274224],[1269960,2244944],[1270051,2028411],[1278821,1542686],[1300132,2056427],[1300297,1817675],[1306901,1555737],[1318726,1578638],[1336175,2088019],[1336340,1852229],[1347300,2096936],[1358167,2105734],[1358332,1872220],[1368302,1641874],[1369292,2114651],[1391025,2133204],[1391190,1902821],[1392310,1401160],[1399875,2140317],[1402150,2142121],[1425206,1436982],[1441579,1705058],[1477831,2204757],[1477996,1982849],[1492181,1752466],[1499693,2221117],[1499858,2001786],[1523919,1784178],[1532551,2246659],[1532716,2030959],[1543676,2255576],[1555828,1564678],[1565668,2273291],[1610481,1867299],[1633077,1887290],[1673061,2351428],[1673226,2152278],[1686291,1687411],[1694923,2367788],[1695088,2171215],[1770596,1771716],[1802308,2046029],[1824904,2066020],[1956867,1957987] ] cell #2906 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [59447,1959960],[80753,2068361],[81571,1838172],[99370,2137556],[108142,2177634],[108333,1955050],[119315,2209109],[130967,2241900],[131158,2036202],[139251,2268726],[142098,2070575],[142106,2279958],[155358,2308316],[155549,1857472],[166071,2332337],[167591,2335574],[169577,2146833],[169585,2338890],[176444,1924328],[179543,2363029],[179734,1684474],[183245,2180317],[196891,2396439],[198877,1977404],[198885,2399755],[208911,2235549],[211493,2420938],[211684,1768779],[212799,2244054],[213440,2424406],[215766,2251086],[223851,2041582],[224042,1284357],[225711,2445984],[227697,1810209],[227705,2449300],[234564,2072457],[245089,1596288],[247410,2085414],[248051,2479454],[250377,2092446],[261954,2332893],[262145,1646345],[263153,2498002],[265139,1891845],[265147,2501318],[266702,2340878],[267075,2504142],[277631,1921828],[279617,1414156],[279625,2152749],[281181,1930086],[281822,2523701],[282446,1163001],[284148,1932769],[289651,2166573],[292233,2181838],[292424,1447115],[297618,2188903],[299515,2547090],[304256,1725058],[306942,2194207],[307315,2553255],[319113,2417356],[322061,1756403],[323644,1773689],[323652,2422037],[324382,2008205],[325023,2569784],[325647,1248322],[327349,2010888],[328923,2428917],[330847,1775527],[338756,1788115],[341077,1281900],[341718,2039467],[344044,1032022],[345891,2047460],[346264,2592204],[347321,1038190],[355621,2269282],[355812,1560299],[356820,2069957],[358806,1577674],[358814,2283919],[364304,2472065],[364801,2290553],[365590,2083260],[366942,2613217],[371860,1596979],[374173,1340553],[375006,2295064],[376930,1858648],[385680,2312131],[387577,1874806],[388951,1889631],[389004,2498075],[392318,1880728],[394168,1117723],[395004,2121318],[395377,2632444],[396434,1121311],[402355,1899331],[404643,1143261],[406540,2138112],[411281,1911329],[413967,1154102],[414340,1922519],[419253,1690133],[420761,919625],[426138,2359447],[429086,1942674],[430669,1689384],[430677,2364128],[431407,1444658],[432048,2179723],[432672,1443552],[434374,1187692],[440379,1968127],[440432,2547163],[440700,2383616],[441835,2192219],[442996,2670316],[444767,1464337],[448689,1466146],[449975,1973622],[451327,1211507],[454373,1979359],[456661,956990],[458558,2209665],[463599,1750519],[464096,2403175],[464885,2216358],[466237,1994648],[467094,2569421],[467770,1235878],[471155,1757094],[473468,1504071],[474301,1494903],[475809,999653],[482542,1778210],[484830,2238318],[485327,1019278],[486116,1527012],[487468,2242999],[492386,1788806],[494699,1536929],[495532,794156],[497456,2037378],[501927,803980],[506206,1303376],[508103,2053536],[509477,1807995],[509530,2446057],[512844,2059458],[514694,1309550],[515530,1314217],[515903,2070648],[516960,1313138],[521322,2717569],[524211,1322681],[524791,2612854],[525467,1325726],[526775,1586383],[534429,1853219],[534482,1336684],[535885,2088881],[537046,1085789],[540451,1861331],[542739,2304734],[543236,840548],[544025,1613574],[545377,2309415],[550789,2110086],[550842,1358676],[551110,2485179],[552245,2315447],[553406,1618455],[554841,1364432],[555177,1364505],[559099,1628904],[560385,2115581],[561737,1373879],[562792,880114],[567071,1111549],[568968,2127394],[571905,670882],[574232,1648640],[574285,2335647],[574553,902456],[575688,1396781],[576849,2146906],[578620,1659567],[582542,1661376],[583828,2143051],[585180,1406737],[588226,2148788],[592411,1677439],[597452,1936790],[597949,1174948],[598738,1427221],[600090,2164077],[600947,2523338],[601623,1431108],[605008,1943365],[607321,1699301],[608154,709463],[609662,1185924],[614709,2668036],[616087,1713060],[618690,1455624],[619026,1455697],[620794,952706],[624736,1205154],[628205,1466556],[628881,1467382],[630189,1725652],[635516,739858],[637843,1733961],[637896,2396512],[638164,733027],[639299,1483587],[640460,1977477],[642451,1745904],[645340,1223995],[645920,1488418],[646596,1489244],[647904,1746498],[650690,1231991],[655558,2002776],[655611,1500202],[657014,2221979],[658175,994240],[663868,2014909],[664365,988677],[665154,1514027],[666506,2233053],[667993,2244127],[671462,2424043],[672138,1522102],[673446,779434],[681100,2031949],[681153,1533060],[682556,2247521],[683717,1277616],[687122,2040061],[689410,1799255],[690696,1805401],[692048,1548263],[697460,1554782],[697513,1555052],[697781,1052013],[698916,1297193],[700077,1810282],[701512,1560808],[701848,1560881],[705770,1820731],[707056,2274221],[708408,1570255],[715639,1836794],[717826,1583700],[719204,1585789],[720283,1067661],[726942,1333697],[728320,1848739],[730923,1596906],[731259,1339043],[736239,2102451],[736969,2085487],[740438,2479091],[741114,1608664],[742422,853292],[745879,1617764],[747257,1868730],[748696,1358406],[749860,1618382],[750196,1099173],[751964,866102],[754885,1105366],[755906,1108814],[759375,1629314],[760051,1630140],[761359,1881322],[762762,1887364],[764145,1372501],[769013,1640828],[769066,1641098],[769334,873283],[770469,1383755],[771630,1891918],[773349,2340515],[774727,889712],[777330,1650854],[777666,1650927],[783376,1400384],[786845,1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] cell #2907 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [186466],[193334],[201700],[223681],[242354],[243916],[252728],[253658],[259043],[259596],[274074],[279334],[292063],[302698],[305427],[313867],[317307],[319326],[320256],[320888],[336021],[337583],[342889],[343716],[350909],[352710],[353263],[358523],[366016],[371753],[373553],[385157],[386957],[390049],[390760],[393489],[400022],[409723],[412452],[416033],[421438],[424332],[425162],[426351],[427281],[427913],[433219],[434046],[437530],[448625],[450401],[463535],[465311],[471048],[472848],[476486],[479380],[480210],[486542],[488086],[492279],[494079],[497882],[500611],[502606],[503546],[505683],[507483],[508448],[510575],[511286],[514015],[517596],[520548],[522138],[531580],[533839],[537723],[544451],[545995],[547940],[550199],[559035],[563471],[564411],[566548],[568348],[569313],[571383],[572584],[577910],[582478],[584254],[589991],[591791],[593365],[594033],[594996],[597388],[599164],[604901],[606701],[610339],[610504],[613233],[621473],[625552],[631814],[633163],[634994],[636195],[641521],[643267],[654968],[659781],[660449],[661412],[663804],[665580],[668809],[669727],[670395],[675947],[678251],[680510],[684394],[689346],[690884],[691122],[692666],[692923],[693081],[694611],[696870],[705706],[711082],[713219],[715019],[723057],[723725],[727259],[732505],[733706],[734645],[736175],[737785],[738703],[739371],[744923],[752643],[764333],[764476],[764634],[766164],[768423],[773962],[775194],[775352],[784192],[790454],[791803],[793634],[794835],[795893],[798166],[800161],[800423],[801907],[813608],[820052],[822444],[823982],[830024],[832631],[832789],[835359],[837212],[842404],[843322],[843990],[846062],[847820],[849052],[849210],[863313],[863981],[872761],[873962],[876431],[876557],[878041],[885998],[887965],[896688],[901934],[903135],[904074],[905604],[907214],[908132],[908800],[911802],[933762],[937852],[940125],[942894],[946365],[948963],[949060],[951623],[953256],[954206],[959328],[959914],[960072],[964117],[966084],[978153],[980760],[980918],[983488],[990533],[991451],[992119],[994191],[1004888],[1015942],[1021134],[1022052],[1022720],[1024792],[1027196],[1027782],[1027940],[1051491],[1052692],[1055161],[1061359],[1064900],[1067782],[1068732],[1070273],[1075977],[1082143],[1086524],[1097453],[1100924],[1103522],[1103619],[1106182],[1108765],[1113887],[1114473],[1114631],[1139527],[1140477],[1145599],[1146185],[1146343],[1152355],[1176804],[1177722],[1178390],[1180462],[1182866],[1191184],[1193597],[1194703],[1196255],[1196610],[1202393],[1224255],[1227137],[1228087],[1229628],[1233250],[1235332],[1241498],[1265722],[1267804],[1273970],[1300592],[1305714],[1306300],[1306458],[1322941],[1324020],[1325180],[1333977],[1336635],[1351768],[1353556],[1357075],[1358627],[1358982],[1364765],[1373760],[1391485],[1397623],[1428480],[1430562],[1436728],[1453664],[1455957],[1464597],[1466836],[1478291],[1487538],[1488698],[1500153],[1515286],[1521556],[1530353],[1533011],[1548144],[1561141],[1570136],[1594946],[1597239],[1608118],[1618715],[1629594],[1651187],[1659827],[1662066],[1673521],[1695383],[1710516],[1736508],[1757354],[1786773],[1789066],[1799945],[1821421],[1922779],[1943625], [261600,560811],[319049,652709],[344893,914352],[355267,707482],[364240,724468],[388361,756722],[414194,1026550],[426074,811349],[435223,824220],[439789,834020],[484766,893897],[485554,1135234],[495483,1150388],[508887,926151],[515757,935593],[542675,972016],[543463,1219539],[573642,1012750],[574504,1262100],[575915,1014089],[586094,1278351],[598176,1295349],[608105,1056771],[637253,1094386],[638115,1348146],[639526,1095725],[664592,1381911],[668879,1389933],[672449,1391840],[673397,1137894],[697732,1424858],[699143,1169759],[737855,1476739],[741425,1478646],[742373,1222199],[755112,1494767],[769285,1511664],[770696,1255080],[774516,1520396],[774608,1260559],[801977,1553451],[805547,1555358],[806495,1298009],[848374,1606958],[848466,1346605],[866053,1624033],[878111,1639497],[881681,1641404],[882629,1384571],[916475,1682768],[916567,1423317],[917572,1683928],[951693,1721247],[975052,1743533],[983869,1751996],[996503,1767073],[996595,1510123],[997600,1768233],[1037979,1810542],[1038071,1555003],[1067612,1840928],[1073803,1847117],[1073895,1592646],[1084776,1856926],[1097858,1868474],[1121100,1892178],[1121192,1641049],[1183871,1954504],[1194002,1962731],[1205105,1971548],[1211296,1977737],[1211388,1731915],[1224097,1988170],[1276603,2035656],[1312927,2070908],[1313019,1832876],[1322783,2078302],[1334382,2086975],[1400335,2140977],[1406526,2147166],[1406618,1918186],[1464439,2195040],[1530758,2245615],[1659669,2341711] ] cell #2908 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [108118],[130943],[155334],[167567],[179519],[196867],[211469],[213218],[223827],[225687],[245065],[247829],[261930],[263129],[277607],[281600],[282422],[292209],[299491],[304034],[319089],[322037],[324801],[325623],[338732],[341496],[347099],[355597],[356796],[364280],[366720],[374149],[387553],[388368],[392096],[396212],[406516],[411059],[426114],[429062],[431826],[432648],[437646],[439796],[448665],[451105],[458534],[463575],[466015],[467141],[473444],[484806],[487246],[494675],[508079],[508894],[512622],[516738],[522145],[524838],[531696],[533846],[542715],[545155],[548056],[550206],[559075],[561515],[568944],[571499],[573649],[582518],[584958],[592387],[597428],[599868],[600994],[607297],[615794],[625559],[628252],[635110],[637260],[643274],[645967],[652825],[654975],[663844],[666284],[668816],[671509],[678367],[680517],[689386],[691826],[694727],[696877],[705746],[708186],[715615],[724584],[728027],[732621],[736215],[737792],[740485],[746964],[756729],[759422],[766280],[768430],[774434],[784199],[786892],[793750],[795900],[801914],[804607],[811465],[813615],[822484],[824924],[834027],[835475],[842411],[846069],[848292],[868283],[872877],[878048],[880741],[894013],[897456],[902050],[905644],[907221],[909914],[916393],[926158],[928851],[935709],[937859],[950514],[951630],[954213],[959154],[963013],[972132],[983604],[990540],[996421],[1012757],[1014205],[1021141],[1024799],[1027022],[1047013],[1051607],[1056778],[1059471],[1068739],[1073721],[1076372],[1094393],[1095841],[1106189],[1113713],[1136785],[1137901],[1140484],[1145425],[1149284],[1169875],[1176811],[1182692],[1195098],[1202104],[1221090],[1222206],[1228094],[1233076],[1255196],[1260566],[1265548],[1268199],[1298016],[1305540],[1323731],[1346612],[1351594],[1357470],[1384578],[1390328],[1397334],[1423324],[1428306],[1477134],[1487249],[1510130],[1515112],[1520107],[1553846],[1592653],[1606669],[1639892],[1682479],[1721642],[1766784],[1846828],[1961214] ] cell #2909 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874995],[985577],[1033734],[1053725],[1069767],[1108040],[1151002],[1171848],[1189404],[1195530],[1261594],[1262714],[1278391],[1299867],[1311117],[1347640],[1348760],[1390760],[1391880],[1393640],[1408381],[1425472],[1441149],[1477566],[1478686],[1480446],[1512278],[1520436],[1522343],[1523489],[1555398],[1557158],[1606998],[1608905],[1610051],[1624647],[1641444],[1643204],[1650129],[1650292],[1682808],[1684715],[1685861],[1735450],[1735613],[1752036],[1767113],[1769020],[1770166],[1809484],[1809647],[1810582],[1847157],[1868514],[1876598],[1891120],[1891283],[1892218],[1933143],[1933306],[1962771],[1968576],[1968739],[1977777],[1988796],[2011262],[2011425],[2070948],[2078928],[2087015],[2092820],[2092983],[2102680],[2147206],[2180691],[2180854],[2187822],[2195666],[2245655],[2251460],[2251623],[2296140],[2342337],[2429993], [279556,2041638],[293034,2466802],[343660,1923968],[357002,2538656],[358745,2181894],[372232,1465786],[406722,2584635],[414712,1798895],[416907,2041543],[425384,2269338],[431738,2605415],[433990,2072097],[449128,1596249],[458740,2477610],[471527,1628544],[480432,2332949],[487158,2645249],[492758,1661016],[496609,1921789],[508285,2360221],[508392,2166213],[515879,2663801],[516275,1953454],[518470,2181799],[522183,1193278],[534676,1466517],[545067,2551582],[553778,1750159],[559538,1756364],[569150,2418130],[569257,2235189],[570335,2694947],[576825,2697779],[577221,2025957],[582981,1788076],[587017,1799626],[593977,2264158],[599780,2446372],[600415,2269243],[605380,1820371],[609231,2069918],[625597,1333658],[633946,2614207],[640436,2617039],[640832,2102091],[643312,1097134],[644797,1622250],[649843,1874767],[655805,1629275],[658547,1372343],[660393,2327769],[666196,2498390],[666831,2332854],[667969,2739898],[670339,2132988],[675385,2138073],[681347,1661747],[693563,2359008],[693756,2359408],[700053,2524051],[700449,1936430],[706209,1942635],[710245,1954185],[722430,2543937],[723669,2387927],[736945,2671405],[739315,2204541],[744361,2209626],[748118,976347],[748364,976572],[748557,1229122],[753676,1488379],[756767,1235013],[758252,1498791],[763298,1243101],[765116,2416917],[765309,2417317],[771606,2570134],[772002,2014549],[772966,2777231],[775834,2237879],[776027,2238279],[781146,2035337],[784237,1530034],[799472,1805243],[800463,2445535],[801067,2445663],[803437,1814077],[808483,2053497],[814445,1821102],[817187,1568719],[832140,2610566],[833271,2471626],[833464,2472026],[834065,1324861],[843934,2098484],[844924,1335273],[846824,2720102],[849692,2304295],[849885,2304695],[855004,1856607],[857439,1617725],[858832,1357902],[859316,859436],[862686,2484289],[863925,2317007],[869437,1110060],[869683,1110285],[869876,1369632],[876597,2497553],[877201,2497681],[879571,1895713],[884617,2127355],[886612,2139288],[888005,2335125],[888609,2335253],[908744,1919232],[913790,1678673],[914925,2523340],[917986,1424352],[923105,1683609],[926196,1430243],[927681,1694021],[932727,1438331],[941431,1709099],[945481,1454967],[947967,2668251],[949100,2546641],[949704,2546769],[960554,2205573],[960747,1728718],[961348,1209746],[961594,1209971],[961787,1207260],[962833,1987736],[964731,1969859],[966124,2395990],[966728,2396118],[974327,1487648],[980269,2557825],[981400,2406960],[981593,1749564],[986970,1499428],[987454,987574],[992063,2231582],[994953,2569423],[998014,1511158],[1003133,1767914],[1004928,2243605],[1006948,2424045],[1012795,1521237],[1022664,2022350],[1023654,1531649],[1028422,2036390],[1028615,1798300],[1036169,1809552],[1037562,1554278],[1048167,1301887],[1048413,1302112],[1048606,1566008],[1058301,1831514],[1063347,1579987],[1064845,2717520],[1064940,2610083],[1066887,1324130],[1070887,2079639],[1071147,2612856],[1078564,1331827],[1082183,1853293],[1082787,2305620],[1083262,1335910],[1083746,1083866],[1085190,1603171],[1086564,2084965],[1088584,2479093],[1094431,1607799],[1102526,2622301],[1103659,1873284],[1104263,2488814],[1115113,2328801],[1115306,1884388],[1117392,2129695],[1119290,1891188],[1120683,1640324],[1128846,2340517],[1131752,1650197],[1146825,2134020],[1147018,1914989],[1147619,1404976],[1147865,1405201],[1148058,1402490],[1149104,1907708],[1152395,1920306],[1152999,2147896],[1158478,1672159],[1160598,1682878],[1173241,1694658],[1173725,1173845],[1178334,2162606],[1184285,1706388],[1191379,2668038],[1196650,2188454],[1198410,1968644],[1202433,1969459],[1202503,1204380],[1208640,1974281],[1210879,1731190],[1213151,2193846],[1216057,1735518],[1224200,2210206],[1224295,1988396],[1230242,2212737],[1230502,1993218],[1241538,2002850],[1242142,2418242],[1244545,1763286],[1245919,1767183],[1258714,1520506],[1270391,1528203],[1274010,2032023],[1274614,2239204],[1275089,1532286],[1275573,1275693],[1277017,1794998],[1280411,2038037],[1286258,1546502],[1286504,1546727],[1286697,1544016],[1287743,1801241],[1306940,2265190],[1307133,2063118],[1309219,2055837],[1312510,1832151],[1322886,2289639],[1322981,2078528],[1324060,2079239],[1325967,2290192],[1327113,1847227],[1331759,2085093],[1331922,1848523],[1338790,1862813],[1344760,1607068],[1353751,2102808],[1359022,2311682],[1360782,2110603],[1364805,2111418],[1371012,2116240],[1373251,1886860],[1397663,2138888],[1397733,1399610],[1403870,2143710],[1406109,1917461],[1411287,1668713],[1415985,1672796],[1416469,1416589],[1417913,1675676],[1436768,2172279],[1437372,2360333],[1439775,1949557],[1450501,1955800],[1453859,2187950],[1454899,2188582],[1455062,1963559],[1455997,2189291],[1464542,2388857],[1464637,2195266],[1468769,1737697],[1487578,2212337],[1489485,2402814],[1490631,1996784],[1495277,2218191],[1495440,1998080],[1502308,2012370],[1528135,2243733],[1528298,2027253],[1535166,1779692],[1539259,1541136],[1547635,1801878],[1561181,2270058],[1567388,2274880],[1569627,2065590],[1581431,1835031],[1586757,2290903],[1586920,2080452],[1595141,2296268],[1596344,1862908],[1597279,2297609],[1617657,2311810],[1617820,2105518],[1618755,2312519],[1631527,1893367],[1651227,2335962],[1652376,1663999],[1659772,2509383],[1659867,2341937],[1668808,1921884],[1690507,2364862],[1690670,2167509],[1697538,1934251],[1710007,1956437],[1726026,2390121],[1726189,2197190],[1736548,2396827],[1746872,2403525],[1747035,2213550],[1756459,2012465],[1757394,2410231],[1778584,2424756],[1778747,2239092],[1779787,1788171],[1786968,2430121],[1789106,2431462],[1811731,1823354],[1828163,2070013],[1861705,2479804],[1861868,2305508],[1874862,2110698],[1881696,2491684],[1881859,2320418],[1904423,2138168],[1912297,2510647],[1912460,2343861],[1922819,2517353],[1934346,1942730],[1943665,2530757],[1984451,2209721],[2004428,2226081],[2040435,2586829],[2040598,2439361],[2052552,2053592],[2060426,2598709],[2060589,2454271],[2126410,2127450],[2153880,2356392],[2173857,2372752],[2285050,2286090] ] cell #2910 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [109441,1960088],[142385,2069383],[143816,2076342],[169864,2146681],[183282,2178375],[183618,2178252],[199164,1977252],[215803,2250134],[216139,2242518],[227984,1809017],[232263,2280663],[232358,2279912],[250414,2091494],[250750,2308934],[265426,1890653],[266739,2340877],[270135,2346432],[270230,2338844],[279904,1414284],[284185,1930827],[284521,2363647],[289723,2374009],[306979,2194206],[310375,2199761],[310470,2399709],[323931,1773817],[327386,2008946],[327722,2421556],[329220,2429195],[330095,2424405],[333156,2427345],[344081,1544638],[344417,2041910],[345928,2047414],[349324,2048165],[349419,2449254],[359093,1577802],[364838,2290552],[375303,2295342],[376178,2479453],[379239,2482393],[394205,1897612],[394541,2333221],[395041,2121272],[398437,2122023],[398532,2501272],[400220,2508493],[401517,2504420],[402392,1899285],[414004,1411909],[417400,1155791],[417495,2152786],[419550,2158362],[420425,2523700],[423486,2526640],[430956,1689512],[434411,1707010],[434747,2182166],[440997,2383894],[441872,2192173],[449223,1725095],[452238,2387967],[453535,2553533],[454410,1979313],[464133,2403174],[467807,2008823],[473662,1516054],[473757,2422074],[474598,2227338],[475473,2569783],[478534,2572723],[481542,2575312],[482839,2018106],[485364,1271013],[495829,1282028],[496704,2039504],[499765,2256636],[501783,1806140],[503080,2592482],[503955,1291369],[514731,1815976],[515067,2269610],[515567,1575427],[518963,1315906],[519058,2283956],[525504,2083878],[525775,2468287],[527072,2293492],[528809,2613216],[535047,1850741],[535922,2088835],[539451,2618513],[540748,2094240],[543273,1079186],[551407,2485457],[552282,2315401],[555474,1636746],[555624,2498112],[559633,1880765],[562062,2502390],[562648,1887776],[563945,2632722],[564820,1377931],[571761,1900036],[574850,1143389],[575725,1656621],[583076,1911366],[586091,907047],[587388,2150790],[588263,2148742],[594164,2652284],[595461,1163129],[597986,1433771],[601660,1930704],[607515,1429248],[607610,2364165],[608451,1444786],[609326,2179760],[612387,2377765],[615873,1453604],[619323,1718562],[619473,2547200],[620650,1965342],[622877,2670594],[628918,1974240],[629189,1725771],[630486,2197302],[632223,1471151],[635372,1980064],[638461,957118],[639336,1741942],[646633,2216976],[646904,2558617],[648201,2406114],[649938,1994685],[651065,1763610],[651854,2569903],[656176,2000298],[657051,2221933],[660580,2686895],[661877,1248450],[664402,1238541],[668642,774513],[672175,1776145],[672446,1020967],[673743,1527140],[675480,2243036],[681718,2029471],[682593,2247475],[686122,2040180],[687419,2252880],[694989,1037976],[698078,1303504],[698953,1557780],[702145,1550700],[702295,2446094],[706304,2059495],[708733,2450372],[709319,1056604],[710616,2281960],[711491,1574307],[717954,2077819],[720794,1843743],[721583,2613336],[724846,2719416],[728106,1594886],[731556,1854241],[731706,1596616],[732883,2089586],[735110,1340681],[737618,848371],[741151,1859266],[741422,842237],[742719,1613702],[744456,2309452],[747043,1353496],[750493,1874232],[750643,1875134],[751820,2107301],[754047,2108598],[754922,1361404],[755278,2632468],[760088,2116199],[760359,1881441],[761656,2320530],[763393,1633909],[766542,1121097],[769631,1111677],[770506,1643826],[777963,1649662],[778113,2335684],[779290,1137727],[781517,2339962],[787558,2143669],[787829,1912042],[789126,2343973],[790863,1666381],[794012,2149493],[797976,1928213],[801740,916472],[805273,1684118],[805544,1176637],[806841,1427349],[808578,2164114],[809705,1679305],[810494,2523820],[814816,2169727],[815691,2368604],[819220,2180436],[820517,1443680],[826828,2759218],[827460,1961558],[830457,2670340],[838219,2194557],[841059,1974363],[841848,1467238],[845111,1211293],[851821,1734983],[851971,2396549],[853148,1222032],[855375,2400827],[858210,2210917],[859246,1226017],[859860,1488888],[861050,1993300],[861839,1489100],[865102,1746617],[866399,1232119],[868362,1495022],[871812,2003798],[871962,1756731],[873139,2222684],[874728,2006673],[875366,1504199],[876241,1502930],[877874,996500],[881407,1768423],[881678,990366],[882975,1514155],[884712,2233090],[887383,1260464],[890223,1776268],[891012,2424525],[894275,2251205],[897535,1786713],[900985,2032971],[901135,1788443],[902312,2248226],[904539,1537057],[910580,2037996],[912148,1805529],[913885,1804260],[919922,1554908],[920072,2053864],[921249,1297842],[923476,2267238],[924707,2592228],[929517,2274839],[929788,2060171],[931085,2454383],[932822,1825736],[935971,1312924],[939935,1835653],[942738,2717593],[950593,1586502],[951456,1073800],[954111,1334379],[954743,2085802],[957740,1597016],[963679,1857116],[965502,1346510],[968342,1859389],[969131,2479573],[972394,2092565],[974957,1870732],[975589,2103517],[976858,1099804],[977047,1099542],[977384,1358532],[978586,1618492],[983866,1106015],[986348,2317785],[987384,1366527],[987998,1629784],[989188,2116322],[989977,1629996],[992903,1887490],[993240,1117579],[994537,1372629],[999950,1640954],[1000100,2127722],[1001277,1384404],[1003504,2330849],[1005558,2340997],[1006190,1389777],[1009187,2504166],[1016949,2341228],[1019789,2143792],[1020578,1662468],[1023841,1406523],[1030551,1921254],[1030701,1922156],[1031878,1158665],[1034105,1677567],[1036940,1423222],[1039780,1683772],[1040569,1684330],[1043832,1932888],[1047092,1690252],[1050542,2173227],[1050692,1943002],[1051869,2369355],[1053458,2176102],[1054096,1699429],[1054971,1698160],[1060137,1954694],[1061705,1709385],[1063442,1958819],[1067517,1715062],[1068637,1193999],[1072764,2386005],[1075821,1464374],[1081561,1479316],[1083676,1469664],[1084290,1467026],[1086086,1731820],[1086236,2209993],[1087194,2194326],[1087826,1476583],[1090823,2553279],[1097297,1745941],[1097855,1227992],[1099210,1488542],[1108670,1235734],[1109302,2218900],[1110571,1237683],[1110760,1237421],[1111097,1500058],[1112299,1757131],[1115557,2006327],[1120061,1510028],[1122901,1768077],[1123690,1768635],[1126953,2011007],[1129009,2428941],[1136864,1778329],[1140382,1530755],[1141014,2244442],[1144011,1788843],[1149950,2035846],[1151773,1279021],[1154613,2038119],[1155402,1800347],[1161228,2049462],[1161860,1553295],[1164857,1810319],[1172619,2451638],[1173655,1562903],[1174269,1821611],[1175459,2274962],[1176248,1821823],[1179174,2066220],[1179511,1309406],[1180808,1569005],[1186221,1832781],[1186371,2070285],[1187548,1318780],[1189137,2073337],[1189775,1836922],[1193441,1585826],[1194547,1322718],[1196160,1325582],[1197280,2290672],[1199032,2292955],[1200301,1592551],[1205010,1593204],[1207882,1609068],[1210257,1339674],[1210446,1339412],[1210783,1336540],[1212018,1856770],[1212807,1857328],[1213314,2295088],[1221169,1861450],[1224032,1356919],[1235176,1364542],[1235522,2112631],[1237089,1629438],[1240916,1642074],[1246549,2123320],[1247181,1639341],[1250178,1891955],[1259344,1901333],[1264591,2506531],[1267648,1659604],[1273388,1392510],[1275503,1664894],[1276117,1662256],[1277913,1918091],[1278063,2138440],[1279653,1408544],[1282650,1922556],[1288589,1925208],[1289124,1932212],[1300497,1430964],[1301129,2365571],[1302398,1432913],[1302587,1432651],[1302924,1695288],[1304126,1943402],[1307384,2175756],[1311888,1441779],[1314728,1954348],[1315517,1954906],[1318443,1957067],[1325024,1455734],[1325370,2192003],[1326130,2383640],[1327743,2193291],[1329495,1721091],[1332194,1970672],[1333821,1462608],[1339080,1466680],[1341303,1977514],[1345390,1981361],[1350637,2555644],[1359652,2403294],[1362673,1752666],[1370254,1769183],[1375686,2010331],[1388671,1777653],[1391390,1521958],[1394262,2426808],[1395531,1524119],[1400240,1785031],[1403112,1522506],[1405487,1536050],[1405676,1535788],[1406013,1532916],[1407248,2035500],[1408037,2036058],[1416399,1802773],[1417013,1800135],[1418809,1802508],[1430406,1560918],[1430752,2271271],[1432319,1821265],[1436146,1556028],[1442411,1572062],[1445408,2070685],[1448666,2072991],[1455334,1840052],[1458040,2084396],[1462806,2085524],[1469399,2097996],[1475477,1860774],[1478196,1608520],[1481068,2481856],[1482337,1610681],[1489648,2485203],[1491261,2316519],[1493013,1876761],[1521400,1650964],[1521746,2338674],[1525871,1653270],[1528570,2140101],[1530197,1657838],[1535456,1661910],[1537679,2146943],[1541766,1918744],[1547013,1676560],[1547202,1676298],[1547539,1673426],[1548774,1924862],[1559049,1686491],[1566630,1684878],[1572408,2179958],[1586024,2189013],[1599322,1983357],[1607962,1736285],[1608308,2399539],[1612433,1738591],[1618092,1989609],[1620798,2217494],[1632157,2231094],[1645095,1770796],[1650564,1777851],[1653616,2243234],[1658036,2244164],[1664629,2021862],[1669080,2039702],[1670707,1795717],[1675966,1799789],[1688243,1812625],[1725293,1863180],[1735885,1860972],[1738937,2309650],[1746139,2312241],[1759437,2125316],[1772548,1894261],[1780059,1911564],[1791149,1903329],[1809919,1932410],[1812971,2164312],[1823984,2162118],[1880963,2012737],[1891555,2010529],[1894607,2233288],[1934618,2059693],[1945708,2051458],[1969011,2084594],[1994883,2110970] ] cell #2911 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [80584],[99201],[119146],[129249],[139082],[153640],[165902],[167370],[176275],[177825],[194309],[196670],[208742],[209775],[222133],[225490],[226204],[234395],[240834],[244868],[257989],[260571],[262932],[263646],[275049],[277410],[282225],[289482],[290515],[297112],[299294],[305926],[317806],[318508],[321840],[325426],[334501],[338535],[351656],[354238],[356599],[357313],[361708],[363699],[371770],[373952],[380584],[385174],[387356],[388326],[393988],[404137],[406319],[412951],[424831],[425533],[428865],[432451],[437237],[439754],[446093],[448084],[456155],[458337],[461003],[462994],[471065],[473247],[479879],[482234],[484225],[492296],[494478],[501110],[505700],[507882],[508852],[514514],[522103],[531287],[533804],[540143],[542134],[547647],[550164],[556503],[558494],[566565],[568747],[571090],[573607],[579946],[581937],[590008],[592190],[594856],[596847],[604918],[607100],[613732],[622272],[625517],[629881],[633180],[634701],[637218],[643232],[652416],[654933],[661272],[663263],[668774],[677958],[680475],[686814],[688805],[694318],[696835],[703174],[705165],[713236],[715418],[724175],[725538],[732212],[735634],[737750],[756687],[761051],[765871],[768388],[780912],[784157],[788521],[791820],[793341],[795858],[801872],[811056],[813573],[819912],[821903],[833985],[835066],[837553],[842369],[846027],[854770],[865794],[872468],[878006],[893604],[894967],[901641],[905063],[907179],[926116],[930480],[935300],[937817],[946706],[951588],[954171],[971723],[973086],[983195],[990498],[1012715],[1013796],[1016283],[1021099],[1024757],[1044524],[1051198],[1056736],[1068697],[1075557],[1094351],[1095432],[1101265],[1106147],[1127645],[1132977],[1137859],[1140442],[1169466],[1176769],[1194283],[1217282],[1222164],[1228052],[1254787],[1260524],[1267384],[1293092],[1297974],[1346570],[1356655],[1379654],[1384536],[1389513],[1423282],[1461994],[1476319],[1510088],[1553031],[1592611],[1639077],[1720827],[1839138] ] cell #2912 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [80583],[99200],[119145],[129248],[139081],[153639],[165901],[167367],[176274],[177824],[194308],[196667],[208741],[209774],[222132],[225487],[226203],[234394],[240833],[244865],[257988],[260570],[262929],[263645],[275048],[277407],[282222],[289481],[290514],[297111],[299291],[305925],[317805],[318505],[321837],[325423],[334500],[338532],[351655],[354237],[356596],[357312],[361705],[363696],[371769],[373949],[380583],[385173],[387353],[388329],[393987],[404136],[406316],[412950],[424830],[425530],[428862],[432448],[437234],[439757],[446090],[448081],[456154],[458334],[461000],[462991],[471064],[473244],[479878],[482231],[484222],[492295],[494475],[501109],[505699],[507879],[508855],[514513],[522106],[531284],[533807],[540140],[542131],[547644],[550167],[556500],[558491],[566564],[568744],[571087],[573610],[579943],[581934],[590007],[592187],[594853],[596844],[604917],[607097],[613731],[622269],[625520],[629878],[633179],[634698],[637221],[643235],[652413],[654936],[661269],[663260],[668777],[677955],[680478],[686811],[688802],[694315],[696838],[703171],[705162],[713235],[715415],[724172],[725535],[732209],[735631],[737753],[756690],[761048],[765868],[768391],[780909],[784160],[788518],[791819],[793338],[795861],[801875],[811053],[813576],[819909],[821900],[833988],[835063],[837550],[842372],[846030],[854767],[865791],[872465],[878009],[893601],[894964],[901638],[905060],[907182],[926119],[930477],[935297],[937820],[946703],[951591],[954174],[971720],[973083],[983192],[990501],[1012718],[1013793],[1016280],[1021102],[1024760],[1044521],[1051195],[1056739],[1068700],[1075619],[1094354],[1095429],[1101262],[1106150],[1127642],[1132974],[1137862],[1140445],[1169463],[1176772],[1194345],[1217279],[1222167],[1228055],[1254784],[1260527],[1267446],[1293089],[1297977],[1346573],[1356717],[1379651],[1384539],[1389575],[1423285],[1461991],[1476381],[1510091],[1553093],[1592614],[1639139],[1720889],[1839200] ] cell #2913 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [294193],[302974],[314143],[343872],[368851],[370774],[382255],[383390],[390325],[391036],[409999],[417037],[434202],[447261],[450677],[461309],[465587],[468146],[469281],[470069],[489377],[491300],[498158],[499254],[508604],[510851],[511562],[518600],[527635],[534465],[536671],[550825],[553031],[556809],[557671],[561087],[569469],[581114],[584530],[589012],[595845],[599440],[600545],[601999],[603134],[603922],[610780],[611876],[616153],[628929],[631049],[646644],[648764],[655594],[657800],[662261],[665856],[666961],[674306],[676223],[681136],[683342],[687982],[691398],[693886],[694963],[697496],[699702],[700948],[703480],[704342],[707758],[712240],[716140],[717827],[728386],[730924],[735494],[743282],[745199],[747323],[749861],[760099],[765439],[766516],[769049],[771255],[772501],[774793],[776157],[782353],[787569],[789689],[796519],[798725],[800705],[801452],[802536],[805284],[807404],[814234],[816440],[820901],[821080],[824496],[833594],[838092],[845085],[846688],[848651],[850015],[856211],[858083],[871180],[876839],[877586],[878670],[881418],[883538],[887256],[888247],[888994],[895273],[897815],[900353],[904923],[910591],[912428],[912711],[914628],[914962],[915116],[916752],[919290],[929528],[935945],[938478],[940684],[949342],[950089],[953939],[959513],[960877],[961932],[963690],[965375],[966366],[967113],[973392],[981723],[994817],[994990],[995144],[996780],[999318],[1005700],[1006985],[1007139],[1016822],[1023815],[1025418],[1027381],[1028745],[1029919],[1032548],[1034941],[1035294],[1036813],[1049910],[1057400],[1060148],[1061985],[1068465],[1071184],[1071338],[1074080],[1076059],[1081434],[1082425],[1083172],[1085454],[1087336],[1088621],[1088775],[1103901],[1104648],[1114072],[1115436],[1118249],[1118415],[1119934],[1128883],[1130877],[1140210],[1145784],[1147148],[1148203],[1149961],[1151646],[1152637],[1153384],[1156706],[1181088],[1185589],[1188218],[1191416],[1194785],[1197422],[1197535],[1200174],[1201964],[1202864],[1208041],[1208677],[1208831],[1213188],[1215182],[1227820],[1230539],[1230693],[1233435],[1240789],[1241780],[1242527],[1244809],[1256459],[1267886],[1273261],[1274252],[1274999],[1277281],[1279812],[1280448],[1280602],[1305899],[1307263],[1310076],[1316821],[1320842],[1323591],[1324491],[1326004],[1331796],[1337915],[1342505],[1353788],[1357157],[1359794],[1359907],[1362546],[1365236],[1370413],[1371049],[1371203],[1397194],[1398094],[1403271],[1403907],[1404061],[1410412],[1436019],[1437010],[1437757],[1440039],[1442570],[1451696],[1453896],[1454936],[1456428],[1456768],[1462498],[1484360],[1487109],[1488009],[1489522],[1493172],[1495314],[1501433],[1526030],[1528172],[1534291],[1561612],[1566789],[1567425],[1567579],[1584726],[1585716],[1586794],[1595178],[1597710],[1612592],[1614454],[1617694],[1619186],[1619526],[1625256],[1634068],[1651658],[1657728],[1688402],[1690544],[1696663],[1713906],[1715958],[1723995],[1726063],[1736979],[1745831],[1746909],[1757825],[1772707],[1778621],[1787005],[1789537],[1804419],[1817083],[1825895],[1849585],[1851637],[1861742],[1871628],[1881733],[1902229],[1910266],[1912334],[1923250],[1944096],[1958978],[1982257],[2001194],[2028315],[2030367],[2040472],[2060463],[2151686],[2170623], [393745,762219],[467818,868642],[500867,1159663],[514271,931648],[525515,950873],[554842,986221],[586761,1279163],[601671,1047372],[613489,1062268],[618691,1072637],[672186,1137144],[673116,1392652],[685153,1408418],[701513,1172492],[709989,1183051],[741162,1221449],[742092,1479458],[777331,1264464],[778321,1522380],[779960,1265907],[791986,1538881],[806214,1556170],[818251,1311761],[851189,1350510],[852179,1608942],[853818,1351953],[882348,1642216],[887330,1650166],[891259,1651998],[892316,1395404],[920280,1684752],[921919,1428665],[965449,1735487],[969378,1737319],[970435,1482210],[984536,1752808],[1000308,1769057],[1001947,1515471],[1006260,1777543],[1006349,1520867],[1036887,1809521],[1040816,1811353],[1041873,1558922],[1087896,1860664],[1087985,1607429],[1106930,1876635],[1120008,1891157],[1123937,1892989],[1124994,1644968],[1161930,1932102],[1162019,1683239],[1163076,1933180],[1200248,1968613],[1224726,1988833],[1233876,1996406],[1247251,2010221],[1247340,1767544],[1248397,2011299],[1291439,2050358],[1291528,1811013],[1323412,2078965],[1329565,2084286],[1329654,1847588],[1340628,2092857],[1354182,2103194],[1378001,2124216],[1378090,1892649],[1443627,2180728],[1454290,2188336],[1465068,2195703],[1471221,2201024],[1471310,1978208],[1484225,2210200],[1537004,2251497],[1574377,2282856],[1574466,2071379],[1584591,2289633],[1595572,2296654],[1660298,2342374],[1666451,2347695],[1666540,2147637],[1723860,2388851],[1787399,2430507],[1910131,2509377] ] cell #2914 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [144718],[150593],[157660],[191934],[193237],[200853],[201603],[206252],[206728],[219086],[243683],[246007],[253425],[256381],[258196],[258946],[259499],[272674],[273977],[278549],[279450],[286992],[287468],[298662],[303759],[305330],[315639],[317210],[320023],[320655],[322979],[337350],[339674],[342792],[343813],[350048],[351863],[352613],[353166],[357738],[358639],[361593],[371661],[373320],[385065],[386724],[391821],[393392],[399161],[405687],[406982],[410784],[412355],[415800],[417103],[418124],[422664],[424235],[425278],[427048],[427680],[430004],[433122],[434143],[437222],[445978],[448069],[457705],[459000],[460888],[462979],[470956],[477712],[479283],[480326],[482119],[482365],[487989],[492187],[493846],[498943],[500514],[504256],[505591],[507250],[508545],[512347],[513918],[517363],[518666],[519687],[531272],[538238],[540028],[540274],[545898],[547632],[558479],[565121],[566456],[568115],[569410],[570962],[571075],[571630],[577677],[579831],[581922],[589899],[591290],[591558],[592853],[594741],[594987],[595137],[596832],[600611],[604809],[611565],[613136],[614179],[629766],[630012],[632524],[633071],[634573],[634686],[635241],[641288],[659367],[661157],[661403],[661553],[663248],[667027],[668311],[668460],[668618],[677943],[684909],[686699],[686945],[688790],[690792],[692569],[694190],[694303],[694858],[694965],[705150],[711792],[713127],[714518],[725423],[725669],[732084],[732197],[732752],[734786],[735619],[737287],[737436],[737594],[760936],[761182],[764241],[765743],[765856],[766411],[766518],[773147],[774059],[788406],[788652],[791164],[791711],[793213],[793326],[793881],[797610],[801558],[801716],[818007],[820193],[821888],[823890],[832482],[834938],[835051],[835606],[837495],[837538],[842055],[842213],[842539],[845087],[847005],[847917],[865679],[865925],[872340],[872453],[873008],[875875],[877692],[877850],[885872],[901513],[901626],[902181],[904215],[905048],[906865],[907023],[907349],[916018],[930365],[930611],[933670],[935947],[939569],[946648],[946691],[948148],[951274],[951432],[953709],[954087],[958779],[963991],[980611],[983067],[983180],[983735],[985667],[990184],[990342],[990668],[996046],[1016225],[1016268],[1020785],[1020943],[1021269],[1023817],[1026647],[1051070],[1051183],[1051738],[1054605],[1056906],[1065096],[1068235],[1068613],[1069857],[1070147],[1073346],[1075476],[1075851],[1101207],[1101250],[1102707],[1105833],[1105991],[1106317],[1108268],[1113338],[1138029],[1139980],[1140358],[1145050],[1171938],[1176455],[1176613],[1176939],[1191502],[1194202],[1194577],[1195758],[1207350],[1222334],[1224451],[1227590],[1227968],[1229212],[1229502],[1232701],[1235206],[1244196],[1261684],[1267303],[1267678],[1298144],[1300095],[1305165],[1320680],[1323137],[1325054],[1336138],[1347730],[1353874],[1356574],[1356949],[1358130],[1369722],[1384706],[1390988],[1402580],[1417564],[1430436],[1439426],[1453982],[1464793],[1466710],[1477794],[1484198],[1488572],[1499656],[1521430],[1532514],[1544106],[1566098],[1581082],[1584564],[1595264],[1607992],[1629468],[1660023],[1661940],[1673024],[1694886],[1723833],[1787091],[1799819],[1821295],[1910104], [208143,472615],[257880,556388],[288883,606468],[297003,622157],[318493,652401],[351547,703059],[359153,714786],[363684,724160],[404028,780797],[418801,799928],[425518,811041],[431503,819797],[456046,854655],[484210,893589],[486212,894852],[496130,906716],[515201,935285],[542119,971708],[544121,972971],[575151,1011212],[575359,1013781],[586119,1025735],[598834,1044409],[638762,1092848],[638970,1095417],[665250,1127530],[668944,1132962],[672474,1134419],[685133,1150262],[698379,1166882],[698587,1169451],[737920,1217267],[741450,1218724],[769932,1252203],[770140,1254772],[774541,1260062],[778301,1261974],[802042,1293077],[805572,1294534],[848399,1346108],[852159,1348020],[866700,1364241],[878176,1379639],[881706,1381096],[887310,1389807],[916500,1422820],[917637,1424442],[920260,1424732],[951758,1461979],[965429,1476613],[983894,1493952],[996528,1509626],[997665,1511248],[1000288,1511538],[1036867,1553325],[1038004,1554506],[1073828,1592149],[1084841,1603261],[1097883,1615124],[1106910,1623907],[1119988,1639371],[1121125,1640552],[1163056,1683802],[1183936,1706478],[1194027,1714576],[1200228,1721121],[1211321,1731418],[1224706,1743407],[1248377,1768107],[1276668,1795088],[1312952,1832379],[1323392,1840802],[1334407,1850255],[1340608,1856800],[1353585,1867793],[1406551,1917689],[1443607,1954378],[1453693,1962050],[1465048,1971422],[1530783,2028985],[1536984,2035530],[1594975,2086294],[1660278,2140851],[1786802,2244934] ] cell #2915 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2916 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [361091],[370703],[383319],[445476],[447445],[460386],[461493],[469210],[469998],[491229],[532963],[536600],[548393],[552960],[555886],[556993],[557855],[579329],[581298],[588941],[590590],[603063],[603851],[621655],[628863],[631233],[646578],[648948],[653162],[654092],[657729],[679634],[683271],[688166],[689834],[699631],[702557],[703664],[704526],[712169],[713818],[718171],[731501],[733888],[750438],[752825],[760033],[762403],[771184],[780295],[782282],[787503],[789873],[795017],[796986],[798654],[805218],[807588],[809406],[811802],[812732],[816369],[821264],[822932],[827688],[838436],[841139],[854153],[856140],[858427],[861130],[871757],[881352],[883722],[885540],[887600],[887949],[895457],[900930],[903317],[910525],[912895],[919867],[920147],[922254],[924241],[929462],[931832],[936976],[938945],[940613],[954971],[963624],[965719],[966068],[973576],[975817],[989268],[999895],[1000175],[1002282],[1004269],[1006418],[1006451],[1006879],[1014542],[1017166],[1019869],[1030496],[1032482],[1032883],[1034870],[1037157],[1037506],[1039860],[1039893],[1045014],[1050487],[1060082],[1062452],[1064270],[1081778],[1082127],[1086031],[1086311],[1088054],[1088087],[1088515],[1096178],[1118183],[1120278],[1120627],[1122981],[1123014],[1128135],[1129642],[1129805],[1130305],[1141242],[1149895],[1151990],[1152339],[1154693],[1157283],[1159847],[1162088],[1162121],[1162549],[1164954],[1175539],[1186166],[1186446],[1188152],[1200518],[1200867],[1208110],[1208143],[1208571],[1212098],[1212131],[1213947],[1214110],[1214610],[1241133],[1241482],[1245386],[1247409],[1247442],[1247870],[1250275],[1256447],[1257379],[1273605],[1273954],[1277858],[1278138],[1279881],[1279914],[1280342],[1284948],[1289920],[1290420],[1310010],[1314808],[1314841],[1317398],[1326763],[1329723],[1329756],[1330184],[1332274],[1332307],[1336843],[1337343],[1337456],[1341400],[1342493],[1343425],[1362890],[1363239],[1370482],[1370515],[1370943],[1374470],[1376482],[1376982],[1386295],[1403340],[1403373],[1403801],[1407328],[1407361],[1409340],[1409840],[1409953],[1420137],[1436363],[1436712],[1440616],[1445505],[1447706],[1455414],[1455447],[1456756],[1459942],[1460442],[1462486],[1462973],[1467434],[1473101],[1490281],[1493241],[1493274],[1493702],[1495792],[1500361],[1500861],[1500974],[1506943],[1528650],[1528683],[1533219],[1533719],[1533832],[1537776],[1539801],[1566858],[1566891],[1567319],[1570846],[1573471],[1583020],[1585704],[1586191],[1587272],[1587483],[1590586],[1592814],[1593085],[1618172],[1618205],[1619514],[1622700],[1623200],[1623313],[1625244],[1630192],[1655785],[1657716],[1658203],[1662664],[1691022],[1695591],[1696091],[1696204],[1712445],[1714672],[1714943],[1715946],[1726541],[1741106],[1743135],[1745819],[1746306],[1747387],[1747598],[1750701],[1753200],[1761952],[1779099],[1784641],[1784912],[1815140],[1817071],[1822019],[1838695],[1840530],[1842083],[1851625],[1862220],[1868115],[1870342],[1870613],[1871616],[1882211],[1896776],[1902217],[1912812],[1927377],[1939471],[1948223],[1962372],[1971150],[1972703],[1982245],[1988252],[1991640],[2001182],[2020813],[2030355],[2040950],[2060941],[2075506],[2078384],[2086616],[2096947],[2114662],[2140579],[2142132],[2151674],[2170611],[2195122],[2245256],[2255587],[2273302],[2341793], 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] cell #2917 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2918 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1115537],[1235502],[1307364],[1325350],[1364652],[1430732],[1448646],[1455844],[1521726],[1548754],[1561028],[1572388],[1608288],[1651074],[1653596],[1669060],[1701408],[1736395],[1738917],[1780039],[1780569],[1795355],[1812951],[1863160],[1863690],[1894587],[1901538],[1902967],[1918429],[1934598],[1935128],[1981566],[1982995],[2012717],[2013247],[2019942],[2021547],[2049667],[2051096],[2096076],[2097681],[2110950],[2123525],[2124954],[2132448],[2160198],[2161393],[2161803],[2193496],[2204001],[2217132],[2229174],[2230369],[2230779],[2263618],[2264456],[2294466],[2301814],[2310367],[2316204],[2327229],[2328067],[2359681],[2377040],[2383533],[2387387],[2393684],[2401677],[2417590],[2435667],[2461920],[2468190],[2473216],[2477070],[2484023],[2514210],[2538116],[2543671],[2548146],[2580241],[2584095],[2613941],[2641813],[2694681], [533196,957000],[548626,976740],[627534,1079166],[644259,1099522],[653395,1110453],[654325,1111559],[679867,1143271],[717648,717722],[729851,956812],[734121,1210139],[747748,976626],[753058,1232001],[757714,1237401],[758704,1238521],[786174,1270993],[795250,1281910],[797333,1284497],[812035,1302280],[812965,1303386],[837913,837987],[841712,1336424],[844386,1339392],[857904,857978],[861703,1358416],[864377,1361384],[869067,1110339],[870107,1111371],[874377,1372511],[899280,1143083],[903550,1405369],[909196,1411889],[911159,1414166],[922487,1427231],[927143,1432631],[928133,1433751],[937209,1444668],[939292,1447255],[958413,1467006],[960978,1210025],[979259,1488868],[981824,1231813],[986042,986116],[989841,1499942],[992515,1502910],[1002515,1514037],[1014775,1527022],[1016643,1016717],[1020442,1532800],[1023116,1535768],[1028846,1281722],[1031153,1544618],[1033116,1546895],[1040433,1554792],[1043107,1557760],[1045361,1560439],[1047797,1302166],[1048837,1303198],[1053107,1568887],[1058753,1575407],[1060716,1577684],[1064227,1582167],[1072458,1072532],[1076147,1334147],[1079954,1597126],[1096411,1613584],[1097623,1357245],[1101430,1618602],[1112972,1629764],[1123554,1640838],[1126228,1643806],[1128482,1646485],[1130862,1648650],[1138886,1656601],[1144684,1662236],[1147249,1405255],[1155266,1673310],[1157940,1676278],[1165530,1684098],[1168095,1427043],[1169031,1687827],[1170445,1689394],[1172313,1172387],[1176112,1695172],[1178786,1698140],[1184516,1444480],[1185452,1705474],[1186823,1706990],[1188786,1709267],[1193767,1194873],[1202280,1464484],[1212671,1731704],[1215167,1733971],[1223191,1741922],[1224142,1487425],[1239309,1757241],[1250851,1768403],[1253416,1513849],[1254352,1772132],[1255766,1773699],[1258116,1775830],[1258410,1776125],[1264285,1264359],[1266332,1526834],[1267268,1784594],[1267974,1530523],[1271781,1788953],[1283323,1800115],[1285521,1802392],[1285888,1546781],[1288238,1805411],[1289450,1553621],[1290977,1808005],[1293257,1810429],[1296734,1813546],[1299001,1815956],[1304799,1821591],[1313758,1830983],[1315381,1832665],[1318055,1835633],[1322828,1323907],[1337900,1853229],[1341976,1857096],[1344162,1858951],[1344456,1859246],[1350331,1350405],[1352378,1613396],[1353314,1867715],[1375043,1887374],[1376012,1639667],[1377539,1889641],[1379819,1892065],[1383296,1895182],[1385563,1897592],[1387024,1647620],[1387262,1899196],[1387875,1899603],[1388997,1390103],[1396322,1907177],[1397510,1659714],[1407901,1917975],[1408870,1671033],[1410397,1920242],[1412677,1922666],[1415579,1925188],[1418421,1928193],[1419372,1682655],[1420874,1930389],[1421168,1930684],[1426959,1935990],[1434539,1943512],[1444396,1953014],[1446081,1954674],[1448279,1956951],[1458366,1721417],[1460999,1968137],[1468171,1973925],[1468465,1974220],[1471919,1977624],[1473830,1732941],[1474068,1979224],[1474681,1979631],[1475803,1476909],[1483128,1987205],[1501418,2002786],[1505494,2006653],[1506178,1766960],[1507680,2008508],[1507974,2008803],[1513765,2014109],[1516966,1774450],[1517765,2017947],[1517854,2018048],[1519204,1520283],[1522832,1791475],[1526750,2025517],[1534276,2031959],[1538352,2035826],[1539036,1797593],[1540538,2037681],[1540832,2037976],[1545406,2042420],[1550780,2047325],[1551393,2047732],[1571419,2066104],[1576195,2070795],[1579097,2073317],[1588212,1843600],[1588742,1847004],[1591323,2083563],[1591617,2083858],[1593409,2086212],[1597913,2088746],[1598526,2089153],[1599648,1609394],[1603528,1857571],[1604327,2094081],[1604416,2094182],[1605766,1606845],[1613312,2101651],[1621124,1877087],[1623757,2110096],[1630929,2115884],[1631223,2116179],[1634677,2119583],[1636826,2121183],[1637439,2121590],[1646837,1898381],[1647536,2130602],[1652153,1914282],[1663401,2143354],[1663695,2143649],[1667149,2147053],[1668655,2150995],[1669298,2148653],[1669911,2149060],[1680226,2158304],[1685204,1946034],[1696648,2172215],[1700724,2176082],[1707778,2182676],[1715267,1961968],[1716696,1964502],[1717495,2190380],[1719682,2192084],[1720295,2192491],[1722109,2194550],[1726661,2197244],[1728011,1737474],[1732158,1978409],[1732857,2202155],[1748327,1993157],[1748857,1996561],[1751438,2216661],[1751732,2216956],[1753524,2219310],[1758028,2221844],[1758641,2222251],[1759763,1769509],[1764531,2227280],[1774407,2235726],[1779634,2029676],[1785236,2244852],[1789740,2247386],[1790353,2247793],[1796243,2252822],[1811508,2062411],[1822756,2274524],[1823050,2274819],[1826504,2278223],[1828010,2282165],[1838917,2288996],[1841212,2077812],[1842407,2293365],[1842817,2080506],[1843516,2291859],[1845654,2293434],[1847983,2295659],[1850946,1862755],[1857528,2302142],[1870937,2103927],[1872366,2106461],[1873165,2313608],[1875352,2315312],[1875965,2315719],[1877779,2317778],[1882331,2320472],[1883681,1893144],[1904270,2340167],[1908380,2341221],[1912932,2343915],[1934193,2169932],[1939795,2365981],[1944299,2368515],[1944912,2368922],[1960940,2382586],[1963019,2187341],[1963857,2385998],[1964459,2384640],[1973027,2392583],[1984298,2401032],[1988474,2401618],[1990769,2210910],[1991964,2212036],[1992374,2213604],[1993073,2404481],[1995211,2406056],[1997540,2408281],[2000503,2012312],[2021137,2427218],[2026713,2429512],[2052399,2267443],[2056509,2451631],[2061061,2454325],[2077218,2467308],[2078606,2468131],[2079912,2470308],[2088101,2475681],[2097271,2482266],[2102899,2484149],[2104978,2310569],[2105816,2311171],[2106418,2486203],[2108803,2110545],[2114986,2318904],[2126257,2331054],[2133286,2506524],[2142456,2513109],[2153727,2521558],[2166969,2528807],[2188041,2543797],[2195344,2548087],[2196650,2550264],[2204839,2555637],[2210316,2557638],[2213010,2402363],[2221199,2408883],[2224186,2225928],[2238552,2577333],[2246741,2582706],[2255911,2589291],[2273626,2452757],[2284897,2464907],[2289749,2610379],[2296359,2614067],[2304968,2620534],[2319878,2490522],[2342015,2641754],[2343321,2643931],[2351510,2649304],[2367870,2529409],[2370857,2372599],[2388967,2671218],[2430212,2694807],[2438821,2701274],[2453731,2597547],[2509493,2739711] ] cell #2919 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [615569],[627586],[644311],[727802],[730134],[746739],[748031],[757766],[758756],[786226],[840030],[844438],[858942],[864429],[868058],[869350],[870390],[897231],[899563],[909248],[911493],[927195],[928185],[950289],[958465],[961261],[979311],[982107],[987080],[988159],[992567],[1018760],[1023168],[1029129],[1031205],[1043159],[1046788],[1048080],[1049120],[1058805],[1061050],[1066230],[1080650],[1083372],[1102126],[1104848],[1113024],[1115820],[1126280],[1136560],[1138938],[1144736],[1147532],[1153584],[1155916],[1157992],[1165582],[1168378],[1170779],[1173351],[1174430],[1178838],[1184799],[1186875],[1190683],[1192324],[1203723],[1206475],[1220865],[1223243],[1225585],[1228337],[1240005],[1250903],[1253699],[1256100],[1258057],[1258462],[1266615],[1272477],[1275199],[1283375],[1286171],[1293953],[1296675],[1297576],[1299053],[1304851],[1307647],[1313699],[1314600],[1316031],[1318107],[1332704],[1342028],[1344103],[1344508],[1352661],[1354696],[1368847],[1380515],[1383237],[1384138],[1385615],[1387554],[1387943],[1388244],[1396263],[1397164],[1398953],[1401705],[1413373],[1415631],[1416095],[1418473],[1420815],[1421220],[1423567],[1427027],[1429373],[1435235],[1444464],[1446133],[1448929],[1468112],[1468517],[1472615],[1474360],[1474749],[1475050],[1483069],[1483970],[1505546],[1507621],[1508026],[1510373],[1513833],[1516179],[1517706],[1517873],[1518447],[1526818],[1529080],[1538404],[1540479],[1540884],[1543231],[1546102],[1549037],[1551072],[1551461],[1551762],[1557533],[1565223],[1575180],[1576891],[1579149],[1591264],[1591669],[1598205],[1598594],[1598895],[1602386],[1604268],[1604435],[1605009],[1613380],[1630870],[1631275],[1635373],[1637118],[1637507],[1637808],[1643579],[1646856],[1647604],[1647690],[1656374],[1663342],[1663747],[1667845],[1669590],[1669979],[1670280],[1674891],[1680245],[1680819],[1700776],[1705603],[1708474],[1717436],[1719974],[1720363],[1720664],[1722516],[1726680],[1727076],[1727254],[1732177],[1732925],[1733011],[1741695],[1751379],[1751784],[1758320],[1758709],[1759010],[1762501],[1764550],[1765124],[1774466],[1775114],[1790032],[1790421],[1790722],[1794213],[1796262],[1796658],[1796836],[1807045],[1822697],[1823102],[1827200],[1834246],[1841619],[1842836],[1843584],[1845673],[1846247],[1848002],[1852269],[1857587],[1858235],[1873106],[1875644],[1876033],[1876334],[1878186],[1882350],[1882746],[1882924],[1888681],[1898361],[1908787],[1912951],[1913347],[1913525],[1919282],[1944591],[1944980],[1945281],[1948772],[1951217],[1960959],[1963038],[1964264],[1964518],[1965166],[1967177],[1969386],[1978389],[1991176],[1992393],[1993141],[1995230],[1995626],[1995804],[1997559],[2001826],[2024799],[2026732],[2030999],[2056916],[2061080],[2061476],[2061654],[2077311],[2079166],[2079931],[2080486],[2088508],[2100933],[2102918],[2104997],[2106223],[2106477],[2107125],[2109136],[2111345],[2118648],[2133693],[2138815],[2165055],[2166988],[2171255],[2186844],[2188060],[2189218],[2196669],[2205246],[2210409],[2212264],[2213029],[2213584],[2221606],[2234031],[2238571],[2247148],[2259573],[2269985],[2277288],[2289842],[2296378],[2297536],[2304987],[2310072],[2312446],[2319897],[2335889],[2343340],[2351917],[2368277],[2380702],[2383238],[2389060],[2396754],[2410158],[2430231],[2431389],[2438840],[2453750],[2472921],[2509586],[2517280],[2530684],[2579946], [762130,1242727],[867521,1366095],[931559,1437957],[947567,1459472],[984792,1496222],[1046251,1562471],[1062179,1579613],[1068982,1589821],[1133838,1654702],[1159574,1678299],[1171063,1691452],[1181930,1702851],[1218143,1740023],[1260809,1781648],[1263680,1783091],[1279074,1796095],[1310332,1828945],[1346855,1864769],[1349726,1866212],[1392563,1903707],[1392855,1906245],[1408270,1918448],[1426438,1937650],[1479369,1983735],[1479661,1986273],[1513244,2015769],[1518269,2020349],[1522232,2021566],[1538781,2036317],[1556081,2051836],[1556373,2054374],[1604831,2096483],[1608794,2097700],[1642127,2125694],[1642419,2128232],[1648017,2132467],[1651898,2133947],[1680641,2160605],[1684604,2161822],[1733338,2204020],[1737219,2205500],[1752719,2217872],[1764946,2229581],[1768909,2230798],[1775547,2237806],[1807372,2263637],[1808454,2264863],[1811253,2265117],[1846069,2294873],[1858668,2304222],[1876487,2316223],[1889008,2327248],[1890090,2328474],[1892889,2328728],[1930106,2358935],[1931081,2359700],[1967504,2387406],[1976689,2394091],[1988685,2401696],[1996306,2406887],[2008225,2416844],[2009200,2417609],[2048422,2446299],[2068820,2462327],[2078817,2468209],[2083280,2471553],[2091748,2477089],[2103094,2484216],[2122280,2498317],[2146118,2514617],[2178629,2538135],[2188236,2543864],[2195555,2548165],[2200018,2551509],[2210321,2557640],[2250388,2584114],[2280920,2605342],[2289754,2610381],[2296554,2614134],[2342226,2641832],[2346689,2645176],[2388972,2671220],[2430407,2694874],[2509498,2739713] ] cell #2920 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [515176],[575334],[638945],[668919],[698562],[737895],[770115],[774229],[797585],[802017],[842514],[848087],[875850],[878151],[907324],[916188],[917612],[939544],[951733],[958949],[985642],[990643],[996216],[997640],[1021244],[1026817],[1037692],[1054580],[1056881],[1069832],[1073516],[1084816],[1106292],[1107975],[1113508],[1120813],[1138004],[1145220],[1171913],[1176914],[1182487],[1183911],[1192823],[1195465],[1207325],[1211009],[1222309],[1229187],[1232871],[1234946],[1244171],[1261659],[1265343],[1276643],[1298119],[1299802],[1305335],[1312640],[1321981],[1324794],[1333203],[1335845],[1347705],[1351389],[1355195],[1357837],[1369697],[1373381],[1384681],[1388053],[1390695],[1402555],[1406239],[1417539],[1424417],[1428101],[1430176],[1439401],[1452896],[1463637],[1466450],[1474859],[1477501],[1485499],[1488312],[1496721],[1499363],[1511223],[1514907],[1518357],[1521170],[1529579],[1532221],[1544081],[1547765],[1551571],[1554213],[1566073],[1569757],[1581057],[1590320],[1594178],[1598704],[1603236],[1604919],[1607732],[1615654],[1626395],[1629208],[1637617],[1640259],[1648126],[1658867],[1661680],[1670089],[1672731],[1680729],[1683542],[1691951],[1694593],[1706453],[1710137],[1719127],[1720473],[1727164],[1731125],[1733447],[1754293],[1758819],[1765034],[1767847],[1782147],[1786005],[1790531],[1795063],[1796746],[1799559],[1807481],[1818222],[1821035],[1829444],[1832086],[1845096],[1846157],[1848458],[1852705],[1856540],[1865268],[1876143],[1882834],[1889117],[1905398],[1906744],[1913435],[1917396],[1919718],[1940564],[1945090],[1951305],[1954118],[1963494],[1967613],[1969792],[1985426],[1986772],[1995714],[2002262],[2023826],[2024887],[2027188],[2031435],[2035270],[2054873],[2061564],[2067847],[2079572],[2084988],[2099960],[2101021],[2105453],[2109572],[2128731],[2132923],[2137042],[2139221],[2165143],[2171691],[2188477],[2204476],[2208595],[2212670],[2234119],[2238212],[2243628],[2264093],[2268212],[2304628],[2311705],[2327704],[2331823],[2335148],[2359341],[2387862],[2396013],[2417250],[2445558],[2471959],[2497576],[2546664],[2610106] ] cell #2921 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [136361,1031612],[176024,1155819],[184937,1187282],[194292,957146],[213214,774294],[222116,1282056],[223497,1283924],[228799,1299460],[234144,1315934],[235066,1063966],[245025,1079325],[247825,848152],[260554,1111705],[266241,1386022],[275032,1143417],[277567,1412048],[281596,916253],[284941,1426785],[285345,1429276],[290498,1444814],[291488,1182277],[291879,1446682],[292972,941949],[304030,959014],[317789,1232147],[321997,1238680],[324797,996281],[328142,1513591],[328546,1516082],[334484,1527168],[335071,1264027],[338692,1271152],[341492,1026882],[346176,1550728],[347095,802635],[347154,595561],[349845,1556341],[350725,1559866],[354221,1303532],[356414,1056335],[356756,1575566],[357535,1310300],[366716,1073581],[380567,1613730],[381154,1350073],[383677,1358560],[387513,1361543],[392092,1113573],[393971,1372657],[395289,1636774],[396208,878769],[396267,661977],[398958,1642387],[399838,1645912],[402640,1649690],[405502,1136379],[406476,1656760],[406779,1392823],[411055,1145285],[419650,1679648],[419851,1680163],[420949,695437],[423978,1685624],[424814,1427377],[429022,1433910],[431263,1181342],[431822,1182552],[432865,1440912],[437642,1195032],[442120,1718590],[451101,962031],[451160,735210],[454658,1735011],[457520,1220684],[458494,1742081],[458797,1479629],[461708,976886],[461909,1489027],[466011,1232936],[469568,1500086],[473404,1503069],[474698,1763953],[474899,1764468],[475997,766990],[479026,1769929],[479862,1514183],[481250,1517276],[482939,1776611],[483140,1777126],[485972,1263092],[487242,1265408],[487732,1523252],[501093,1805557],[501811,1806218],[502231,1806435],[504203,1554936],[507065,1296494],[508039,1557919],[512618,1305400],[514497,1569033],[515356,1310303],[516734,1057499],[516793,820617],[521999,1323858],[527172,1844086],[527373,1844601],[531692,1076306],[533577,840898],[536170,1854269],[536958,1336568],[537234,845559],[539159,1603838],[540848,1859732],[541049,1860247],[543881,1349138],[545151,1351454],[545641,1609814],[548052,1357404],[548346,1618553],[548766,1099681],[552530,1874260],[557208,1110599],[557409,1629923],[561511,1116590],[561570,875466],[562676,1887854],[563096,1888071],[565068,1640982],[567930,1383056],[568904,1643965],[570407,1647080],[571469,1387730],[571495,1390262],[571789,1900114],[572209,1900331],[575514,1392826],[584954,1148302],[585013,904639],[588511,1921282],[591373,911540],[592347,1928352],[593175,1929019],[595762,1684257],[598594,1425850],[599864,1428166],[603421,1695316],[607257,1698299],[609850,936419],[613715,1709413],[615654,943917],[620358,1717006],[620678,1965420],[621098,1965637],[625413,1202231],[627585,732591],[627993,957583],[630586,1974706],[630787,1975221],[631448,1210285],[631649,1467165],[632471,1731848],[634018,1732401],[635080,1474536],[635106,1477068],[635400,1980142],[635820,1980359],[639125,1479632],[643128,1487376],[643995,1226438],[648301,1993643],[648502,1994158],[652821,1235661],[653115,1757192],[653535,1237560],[654706,989027],[657299,2003826],[658363,993688],[659450,1256147],[659591,2007138],[662178,1768562],[665010,1512656],[666280,1514972],[667419,1774460],[668670,1520234],[669172,1518240],[669537,2018873],[678363,1268133],[680248,1019628],[682841,2032999],[683629,1532944],[683905,1024289],[687519,2038462],[687720,2038977],[690552,1031204],[691822,1286941],[691881,1034205],[694697,1551248],[694723,1553780],[695017,1810380],[698742,1556344],[703879,1302426],[704080,1821750],[708182,1308417],[708241,1054196],[711739,1832809],[714601,1061097],[715575,1835792],[717982,2077936],[722502,1843060],[722867,2081331],[724580,1325509],[727887,1077000],[730037,1078850],[730144,842767],[732617,1609553],[732911,2089664],[733331,2089881],[733841,1597077],[734261,1339551],[735411,1857255],[736395,1857581],[737646,1606796],[738148,1604802],[738513,2095007],[746824,1098476],[751528,1872676],[751848,2107379],[752268,2107596],[753439,1105716],[756583,1364603],[757450,1366948],[758755,872847],[759163,1112142],[761756,2116665],[761957,2117180],[763641,1887518],[764001,1385614],[766250,1637294],[766276,1639826],[766570,1892016],[770295,1642390],[774153,1647684],[784053,1397461],[786225,902020],[786633,1143854],[789226,2144135],[789427,2144650],[790088,1405515],[790289,1662395],[791111,1918119],[793720,909247],[793746,1409029],[794040,2149571],[794460,2149788],[795631,1154452],[797765,1155926],[799012,1673454],[799288,1159113],[801768,1682606],[802270,1680612],[811461,1430891],[811755,1943463],[812175,1432790],[813346,1175298],[815939,2173255],[817003,1179959],[818090,1170826],[820818,1954833],[823650,1186874],[824920,1449699],[824979,1189875],[827599,2187436],[831590,1964512],[833881,1455795],[835445,1720150],[835471,1721576],[837336,1724101],[838247,2194674],[840115,958873],[842265,1737425],[843132,2198069],[844122,1470085],[845139,1977575],[848011,1733005],[858238,2211034],[862758,1992617],[863123,2214429],[864428,983574],[864836,1232584],[868143,1236355],[868926,1508025],[870293,1238205],[870400,990896],[872873,1769668],[873167,2222762],[873587,2222979],[87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] cell #2922 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [289785],[333218],[379301],[401634],[423548],[453652],[478596],[481767],[499827],[503197],[535164],[539676],[562124],[564062],[587505],[594389],[595578],[612449],[622994],[629414],[651916],[656293],[660805],[661994],[681835],[686347],[695214],[708795],[710733],[721645],[725071],[735227],[754164],[755364],[760584],[766767],[781634],[788054],[810556],[814933],[819445],[820634],[828045],[830543],[841910],[845336],[855492],[861901],[865327],[866870],[875483],[891074],[894500],[904656],[923593],[924793],[930013],[936196],[943877],[946916],[955328],[957826],[969193],[972619],[976174],[978672],[990039],[993465],[1003621],[1006775],[1009273],[1020640],[1024066],[1034222],[1040631],[1044057],[1045600],[1054213],[1065864],[1076960],[1079999],[1088411],[1090909],[1098436],[1101475],[1109887],[1112385],[1123752],[1127178],[1130148],[1133187],[1141599],[1144097],[1155464],[1158890],[1162445],[1164943],[1176310],[1179736],[1189892],[1199617],[1203357],[1208467],[1212869],[1214453],[1217492],[1225219],[1236315],[1239354],[1247766],[1250264],[1257691],[1268787],[1271826],[1280238],[1282736],[1290263],[1293302],[1301714],[1304212],[1315579],[1319005],[1328389],[1330080],[1337186],[1341389],[1343737],[1365729],[1370839],[1376825],[1379864],[1394847],[1398587],[1403697],[1408099],[1409683],[1412722],[1420449],[1431545],[1434584],[1442996],[1445494],[1459106],[1460285],[1462962],[1467746],[1471964],[1481653],[1493598],[1500704],[1507255],[1524765],[1526456],[1533562],[1537765],[1540113],[1562105],[1567215],[1573201],[1576240],[1586180],[1590898],[1593522],[1611327],[1613018],[1623043],[1630504],[1654336],[1655515],[1658192],[1662976],[1667194],[1688828],[1695934],[1702485],[1715380],[1721883],[1739657],[1740836],[1746295],[1751013],[1773133],[1778007],[1782725],[1785349],[1814870],[1822331],[1840986],[1861128],[1865846],[1871050],[1896506],[1901651],[1908154],[1932566],[1937284],[1981679],[1990543],[2010685],[2015403],[2019716],[2049780],[2084750],[2095850],[2123638],[2159972],[2193609],[2228948],[2294240],[2382628] ] cell #2923 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2924 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2925 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2926 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [499650,1801453],[520497,1837886],[590196,1923635],[609620,1951780],[612272,1956012],[614022,1711444],[629564,1725030],[668714,1518004],[675774,2025362],[686497,2039439],[689550,2041220],[701344,2056049],[710101,1829670],[710219,2067484],[713424,2071764],[732237,1850681],[737690,1604566],[744750,2101496],[760734,1880700],[772897,2129907],[780072,1906970],[781120,2136679],[788204,1911301],[793366,2150730],[801812,1680376],[808872,2165618],[809012,2165880],[818348,1951057],[819124,2177397],[819595,2179695],[822648,2181476],[842309,1726811],[853930,1986998],[854978,2208232],[865477,1994620],[872493,2000238],[877946,1764681],[885006,2234594],[885146,2234856],[886444,2236108],[892413,2024639],[894179,2241663],[894650,2242971],[901666,2029411],[907119,1796393],[915888,2261879],[917407,1551896],[917495,1291699],[922031,2055099],[923079,2267849],[923957,2268920],[930163,2059430],[933991,2067590],[935325,2281900],[951528,1845804],[964563,2302524],[970532,2100773],[972298,2308079],[972769,2309387],[977310,2106178],[983220,2108538],[990438,1882481],[993615,2117642],[995916,2325490],[997435,1637942],[997523,1378261],[1002059,2128957],[1003107,2331460],[1003985,2332531],[1005316,2333695],[1006520,2131302],[1007911,2335052],[1011447,2136785],[1013821,2339902],[1021039,1913082],[1032660,1674634],[1036001,2357237],[1036231,2357357],[1037904,1421860],[1041970,2164895],[1043736,2362792],[1044207,2164049],[1051223,2169667],[1056676,1950952],[1066462,1963334],[1070719,2385022],[1072110,2385804],[1084611,1729914],[1084699,1471481],[1086952,2394560],[1088156,2202855],[1089547,2395917],[1093083,2208338],[1095457,2400767],[1099872,1744886],[1100102,2213325],[1106087,1995361],[1111023,2221561],[1116933,2223921],[1118361,2017144],[1119122,2415146],[1119352,2415266],[1121025,1508666],[1125091,2233871],[1126857,2420701],[1127328,2233025],[1128716,2422602],[1130380,2236726],[1131584,2423852],[1131814,2423972],[1137799,2024534],[1156803,1800910],[1159040,2443240],[1160468,2443851],[1160986,2444105],[1162190,2262472],[1163581,2264818],[1167117,2267955],[1169491,2267178],[1176709,2061211],[1179886,2276282],[1183706,1829769],[1183794,1574637],[1188330,1833989],[1192214,2079138],[1197038,2469438],[1198242,2470013],[1198472,2470133],[1203955,1848298],[1206218,1597807],[1208212,1334942],[1209603,2475487],[1210709,2088463],[1211221,1601799],[1213021,2477650],[1214685,2303142],[1215889,2478900],[1216119,2479020],[1222104,2100668],[1225817,2105293],[1226112,2312418],[1226630,1869742],[1230074,2486585],[1231465,2487367],[1237751,1879710],[1237981,2320193],[1243966,1885584],[1244054,1634239],[1244906,2129364],[1245789,2495869],[1246307,2496123],[1247511,2326083],[1248902,2328429],[1252438,2331566],[1254812,2330789],[1257438,2333884],[1258289,2132763],[1258584,2503690],[1259102,2503944],[1276438,1916185],[1276526,1666711],[1279983,1671828],[1281374,2516443],[1284910,1923727],[1287284,2521293],[1288831,2521897],[1290495,2357855],[1291929,2359996],[1297914,2164790],[1302850,2368232],[1308760,2370592],[1310188,1939025],[1312852,1703896],[1316918,1955469],[1319155,2379696],[1321628,1452768],[1325837,2544692],[1326983,2545113],[1327501,2545367],[1329825,2387029],[1332594,1969358],[1335485,1726503],[1337418,1465545],[1338622,2549969],[1338852,2550089],[1339742,1975683],[1339972,2196965],[1341133,2394046],[1343484,2394749],[1344335,2204316],[1344630,2552803],[1345148,2553057],[1354586,2212236],[1355520,1744791],[1359410,2559768],[1360614,2560343],[1360844,2560463],[1365333,2228029],[1366327,1997855],[1366622,2410130],[1367140,1999308],[1368590,1757922],[1370584,1498460],[1371975,2565817],[1373593,1761914],[1374432,2234948],[1375393,2567980],[1377057,2415764],[1378491,2417905],[1384476,2233766],[1387444,2237778],[1388378,2574909],[1399185,2027028],[1401448,1789634],[1403442,1531318],[1404833,2582512],[1405939,2247103],[1406451,1793626],[1409915,1798654],[1411119,2585925],[1411349,2586045],[1417334,2044323],[1417422,1804590],[1420196,2444294],[1421047,2263933],[1421342,2446271],[1432981,2058440],[1433211,2454046],[1439196,2064314],[1439284,1826066],[1440136,2055506],[1442741,1831183],[1444132,2462282],[1447668,2071856],[1450042,2464642],[1452863,2610189],[1456525,2294183],[1457747,2611563],[1459704,2080227],[1460517,2471184],[1463284,1594050],[1465453,1851290],[1467493,1595926],[1468344,2306071],[1468639,2615383],[1469157,2615637],[1469759,2297508],[1470277,2090823],[1471711,2477385],[1474250,2304194],[1475184,2618110],[1485146,1615526],[1489355,2623881],[1490501,2624302],[1491019,2624556],[1492469,1619283],[1493343,1621919],[1495754,2326160],[1496112,2111317],[1497046,1879615],[1499003,1882173],[1500936,1628303],[1502140,2629158],[1502370,2629278],[1504651,2495609],[1507002,2496312],[1507853,2327544],[1508148,2498289],[1526201,1907377],[1528970,2138787],[1531861,1912774],[1533794,1660775],[1534998,2643636],[1535228,2643756],[1536118,2145112],[1536348,2343636],[1537509,2514572],[1539860,1921466],[1540711,2148347],[1541006,2646470],[1541524,2646724],[1542974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] cell #2927 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [421083,1681799],[435600,1959876],[476131,1766104],[503805,1808512],[515844,2068277],[520404,1838025],[537368,1855876],[564670,1890148],[570912,1389682],[576002,2137472],[595087,1683677],[608258,2177526],[608792,1952856],[609984,1952375],[628072,1972324],[632073,1976747],[634523,1476488],[639613,2209025],[658497,2005433],[661503,1767982],[673550,2241792],[674084,2035087],[684039,2034606],[694140,1553200],[699230,2268642],[709285,2068482],[709439,2279872],[711341,2068878],[730467,2087340],[730660,2087708],[732034,1608973],[734736,1856675],[742526,2308208],[743060,1856357],[759242,2114283],[763243,2118706],[765693,1639246],[770783,2332253],[776874,2335516],[779256,2145780],[779410,2338804],[786712,2141753],[790713,2146176],[793163,1408449],[798253,2153184],[799422,2155925],[806648,2362921],[807182,1682280],[817137,2174862],[818142,2178335],[820143,1954253],[834888,1720996],[837445,1970577],[839920,2195814],[840401,1478934],[840524,2195937],[850732,2396381],[853114,1976351],[853268,2399669],[864915,2215990],[870723,2220438],[870916,2220806],[872290,1769088],[874992,2006232],[876518,2422472],[882782,2420830],[883316,1766585],[886292,2243996],[889688,2424365],[892207,2250094],[899896,2245980],[900089,2246348],[901463,1522411],[904165,2035405],[909734,2255208],[911955,2256398],[912489,1284210],[913735,2259631],[918833,2445926],[921215,1808116],[921369,2449214],[928671,2272923],[932672,2277346],[935122,1571967],[940212,2284354],[941381,2287095],[946598,1839957],[953551,2085639],[956607,2296777],[956906,1348440],[964411,2085356],[967807,2479413],[970326,2091454],[982440,2314768],[982633,2315136],[983017,1876666],[985574,2112536],[988049,2319042],[988530,1641692],[988653,2319165],[994344,2502152],[994878,1646198],[998861,2497944],[1001243,1889752],[1001397,2501232],[1005176,2340837],[1008054,2504174],[1013618,1653175],[1016175,2140006],[1018650,2342485],[1019131,1392128],[1019254,2342608],[1029462,2350749],[1029655,2351117],[1031029,1156597],[1031844,1414072],[1031998,2352204],[1033731,1924767],[1035849,1929978],[1039245,2523660],[1041764,1930787],[1043645,2362661],[1049453,2367109],[1049646,2367477],[1051020,1684783],[1053722,2175661],[1055248,2364563],[1059291,2376337],[1061512,2377527],[1062046,1446968],[1063292,2380760],[1068077,1961395],[1069764,2191908],[1070567,2188845],[1075121,2547032],[1075726,2194434],[1086812,2194166],[1089690,2553287],[1095254,1738496],[1101157,1989514],[1104738,2405414],[1105219,1752284],[1105342,2405537],[1108110,2218737],[1108918,2568363],[1111166,2409399],[1111465,1511958],[1117545,1773605],[1117699,2573529],[1118970,2008097],[1122366,2569743],[1124885,2008906],[1126766,2420570],[1128914,2428949],[1131432,1775419],[1132869,1775852],[1139424,2428811],[1139822,2244279],[1142878,2430630],[1143177,1262394],[1150682,1281816],[1150999,2037703],[1153474,2437985],[1153955,1278639],[1154078,2438108],[1160846,2047374],[1163724,2592236],[1168711,2448621],[1168904,2448989],[1169288,1812530],[1171845,2271176],[1174320,2452895],[1174801,1555646],[1174924,2453018],[1180615,2450134],[1181149,1560152],[1185132,2461159],[1185325,2461527],[1186699,1316712],[1187514,1577590],[1187668,2462614],[1189401,2072896],[1194452,2077696],[1195600,2292792],[1196408,2611946],[1196898,2290512],[1198090,2083152],[1201527,2613176],[1207257,2091347],[1213219,2295096],[1215737,1858540],[1217174,1858973],[1223729,2483859],[1224365,2485410],[1227432,2103354],[1229119,1870266],[1229922,2312073],[1231608,2487445],[1231907,1624327],[1235081,2317662],[1235626,1889547],[1235854,2631514],[1243098,1887108],[1244700,1385439],[1246167,2121232],[1249045,2632476],[1254032,2500639],[1254225,2501007],[1254609,1894166],[1258962,1899245],[1259904,1899359],[1261591,2338579],[1262711,2143376],[1266948,2507990],[1267141,2508358],[1267553,2341105],[1278461,2148816],[1281517,2516521],[1289029,1679265],[1292984,1930411],[1296565,2525940],[1297046,1686109],[1297169,2526063],[1298877,1439930],[1299937,2365408],[1300745,2522280],[1302993,2529925],[1303292,1425152],[1309372,1689300],[1309526,2527446],[1310797,1444574],[1311114,2177959],[1313589,2537280],[1314070,1441397],[1314193,2537403],[1323051,2383847],[1324929,2385882],[1325474,1968043],[1325702,2669527],[1326035,2383648],[1327361,2192133],[1330253,2670348],[1335980,2198920],[1338470,1973514],[1345008,1979273],[1345950,1979387],[1347637,2399444],[1348757,1973947],[1352994,2557103],[1353187,2557471],[1353819,2558777],[1356159,1745453],[1356824,2210794],[1357972,1989689],[1359270,2403134],[1360462,2216250],[1364356,2685870],[1365053,1506882],[1369629,1999832],[1372417,1762966],[1375591,1763570],[1379546,2008530],[1383127,2572023],[1383608,1770414],[1383731,2572146],[1388576,1776228],[1390830,2426645],[1391638,2575292],[1391950,2247549],[1393320,1526928],[1393637,2242225],[1396153,2578488],[1396634,1523737],[1396757,2578611],[1402487,2249987],[1410967,2037270],[1419595,2592435],[1420076,1561429],[1422662,2047488],[1424349,1810830],[1425469,2274546],[1426838,2594470],[1427137,1556838],[1430311,2451515],[1430856,1807911],[1431084,2591274],[1438328,2065838],[1441219,2279986],[1444275,2604583],[1452117,2717601],[1453927,2468447],[1455548,2718521],[1456245,1589446],[1457945,1843703],[1461886,2083585],[1464707,2295295],[1466585,2299585],[1467130,1853135],[1469017,2088795],[1475382,1859349],[1477636,2481693],[1478444,2618493],[1478756,2088909],[1480126,1613490],[1480443,2308641],[1482959,2621689],[1483440,1610299],[1483563,2621812],[1486569,1870044],[1488447,2103994],[1488992,2110002],[1489553,2485211],[1490879,2315361],[1494931,1635845],[1497685,1880277],[1499498,2112711],[1501988,2115473],[1506401,2632675],[1509468,2121346],[1511155,1892466],[1512275,2115906],[1513644,2634710],[1513943,1642884],[1517526,2636990],[1519427,2504373],[1519908,1651475],[1521305,2506408],[1521850,1648556],[1522078,2637564],[1523559,2338918],[1526629,2640313],[1532356,2345591],[1534846,2142943],[1541384,2148702],[1544013,2354756],[1549799,1690161],[1550195,2652444],[1552535,1684222],[1554348,1932797],[1555468,2368678],[1557155,2363354],[1560732,2651259],[1566005,2169261],[1568793,1949237],[1579984,1956685],[1582786,2759184],[1584025,1961518],[1586411,1717661],[1588965,2670547],[1591991,2192247],[1595209,2388127],[1597527,1728715],[1599227,1974323],[1600774,1976250],[1603168,1978025],[1604088,2674432],[1605989,2553486],[1606470,1736796],[1607867,2555521],[1608412,1733877],[1608640,2675006],[1610121,2399783],[1613191,2677755],[1616685,1990156],[1619003,1749561],[1620703,1993260],[1624644,2216683],[1627465,1999610],[1629343,2219377],[1629888,2002692],[1631775,2221893],[1636241,2687055],[1638581,1768527],[1640394,2010916],[1641514,2222007],[1643201,2421263],[1647347,2690828],[1648356,2424434],[1648761,1778238],[1649157,2575472],[1650778,2691073],[1659937,2429148],[1661815,2433438],[1662360,2031865],[1664247,2247435],[1670612,2038079],[1672866,2441091],[1675356,1805317],[1675673,2260909],[1678670,1802126],[1685931,2449328],[1692915,2059007],[1694728,2271351],[1697218,2274113],[1706385,2071196],[1709173,1834711],[1713088,1839589],[1713634,2290581],[1717256,2718512],[1718057,2719576],[1723294,2085762],[1725680,1853340],[1728234,2619617],[1729313,2091125],[1730553,1857220],[1731260,2092474],[1732668,2722778],[1733677,2479482],[1734082,1861359],[1734478,2618673],[1736099,2723023],[1744140,2103477],[1746526,1873331],[1749080,2728667],[1752106,2315475],[1755324,2113178],[1757642,1884385],[1759342,2116282],[1760993,1886223],[1763283,1885161],[1770236,2501346],[1774613,2736450],[1787036,2508653],[1789354,1914986],[1791054,2143752],[1792601,2145679],[1794995,2147454],[1797816,2515039],[1798297,1923067],[1799694,2519329],[1800239,1920148],[1801948,2355883],[1807711,2523729],[1819292,2169039],[1821170,2366048],[1821715,2172121],[1823602,2368564],[1830408,1954798],[1832221,2180345],[1835028,2184156],[1843327,2759912],[1848767,1970209],[1849313,2194235],[1852935,2554690],[1853736,2675961],[1854776,2199387],[1857734,2763270],[1868758,1989146],[1869304,2403203],[1872926,2767088],[1873727,2768152],[1878964,2218860],[1881350,2002897],[1883904,2687999],[1886930,2003919],[1889347,2569812],[1909565,2244402],[1911951,2032070],[1914505,2576416],[1915584,2249765],[1916824,2035950],[1917531,2251114],[1919948,2436406],[1920353,2040089],[1920749,2584835],[1926314,2259134],[1941595,2271818],[1943913,2063115],[1945613,2274922],[1947264,2064953],[1949554,2063891],[1956507,2285581],[1964665,2794013],[1966834,2292915],[1967843,2613245],[1992884,2799793],[1998324,2112168],[1998870,2111542],[2002492,2633879],[2003293,2734081],[2027497,2139638],[2028043,2340906],[2031665,2505577],[2032466,2638519],[2033506,2346058],[2043722,2354534],[2044962,2157269],[2057694,2365531],[2060080,2172326],[2062634,2653388],[2065660,2173348],[2068077,2373596],[2074547,2185218],[2082346,2191540],[2082892,2189415],[2106624,2826136],[2109802,2681627],[2136263,2426768],[2137272,2426221],[2154825,2441558],[2167753,2270808],[2168299,2270182],[2171921,2593639],[2172722,2704781],[2207816,2481816],[2208825,2481269],[2240986,2338211],[2241532,2336086],[2268442,2525516],[2307402,2399076],[2307948,2396951],[2332053,2571599] ] cell #2928 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393212],[467728],[513738],[525425],[554990],[601581],[612956],[618839],[672096],[692389],[701661],[709899],[741072],[777479],[779870],[792795],[818399],[851337],[853728],[892068],[892464],[905997],[921829],[970187],[970583],[1001857],[1008732],[1010493],[1025760],[1041625],[1042021],[1090368],[1092129],[1124746],[1125142],[1132545],[1134444],[1164402],[1166163],[1216850],[1218749],[1234685],[1249723],[1251484],[1260087],[1292660],[1293925],[1294559],[1330931],[1346133],[1363522],[1379222],[1380487],[1381121],[1422845],[1424025],[1461562],[1472587],[1484965],[1493977],[1509651],[1510831],[1554531],[1576863],[1585331],[1592174],[1602844],[1615149],[1640577],[1667817],[1706061],[1714601],[1724600],[1731443],[1742739],[1794671],[1832404],[1840134],[1850280],[1910871],[1917714],[1970754],[2029010],[2140183], 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1962036],[1195783,1715896],[1204633,1971100],[1206933,1726004],[1218115,1737127],[1227615,1745769],[1228795,1746850],[1232286,1494449],[1239977,1757973],[1261267,1778562],[1263652,1527307],[1270064,2028649],[1272449,1789685],[1295031,1303671],[1300120,1817021],[1333731,2086280],[1336163,1851575],[1347313,1861683],[1349698,1613869],[1358155,1871566],[1369305,1881674],[1372796,1635345],[1391013,1902167],[1399863,2140529],[1402163,1912275],[1413345,1923398],[1426410,1427516],[1435207,1944244],[1477819,1982195],[1499681,2001132],[1513216,1514322],[1530107,2244920],[1532539,2030305],[1543689,2040413],[1546074,1805696],[1565681,2060404],[1569172,1827172],[1673049,2151624],[1694911,2170561],[1708446,1709552] ] cell #2929 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [421226,1681796],[435605,2185922],[476274,1766101],[503962,1808517],[515849,2280529],[520400,2076631],[537511,1855873],[564827,1890153],[576007,2339461],[595023,1683682],[608384,2374272],[608788,2181267],[610127,1952372],[628120,1972321],[632230,1976752],[639618,2400326],[658640,2005430],[661439,1767987],[673676,2427608],[674080,2252036],[684182,2034603],[693108,1553205],[699235,2449871],[709278,2282618],[709574,2459626],[711498,2068883],[730593,2087390],[730712,2087713],[734672,1856680],[742652,2482656],[743056,2093396],[759290,2114280],[763400,2118711],[764661,1639251],[770788,2501889],[775379,1389687],[777000,2504549],[779249,2347457],[779545,2507245],[786760,2141750],[790870,2146181],[798258,2352861],[799565,2155922],[806774,2526903],[807178,1933719],[817280,2174859],[818147,2376510],[820079,1954258],[832816,1721001],[837239,1970582],[839917,2195816],[840659,2195982],[849237,1476493],[850858,2553662],[853107,2200786],[853403,2556358],[864963,2215987],[870849,2220488],[870968,2220811],[874928,2006237],[876523,2574186],[882908,2572986],[883312,2011838],[886285,2429324],[889823,2575608],[892212,2435137],[900022,2246030],[900141,2246353],[904101,2035410],[909782,2255205],[912081,2439736],[912485,1544927],[913892,2259636],[918959,2592611],[921208,2050120],[921504,2595307],[928719,2272920],[932829,2277351],[934090,1571972],[940217,2463271],[941524,2287092],[946392,1839962],[953548,2085641],[956612,2296778],[960099,1608978],[964404,2295471],[967942,2618809],[970331,2301284],[980945,1876671],[982566,2314818],[982685,2315141],[985368,2112541],[988046,2319044],[988788,2319210],[994470,2636342],[994874,1897901],[998987,2632851],[1001236,2123978],[1001532,2635547],[1005181,2508789],[1008059,2637629],[1011546,1653180],[1015969,2140011],[1018647,2342487],[1019389,2342653],[1027967,1408454],[1029588,2350799],[1029707,2351122],[1031837,1673983],[1032133,2518069],[1033667,1924772],[1035842,2158625],[1039380,2652580],[1041769,2160863],[1043693,2362658],[1049579,2367159],[1049698,2367482],[1053658,2175666],[1055253,2528103],[1059339,2376334],[1061638,2539031],[1062042,1707299],[1063449,2380765],[1068074,1961397],[1069558,2191913],[1070560,2384023],[1075247,2670723],[1075731,2194435],[1079475,1478939],[1086817,2388263],[1089695,2675071],[1093182,1738501],[1100951,1989519],[1104735,2405416],[1105477,2405582],[1108107,2218739],[1110039,2687278],[1111171,2409400],[1114658,1769093],[1117538,2016493],[1117834,2690239],[1118963,2227601],[1122501,2687191],[1124890,2229839],[1126814,2420567],[1128919,2579124],[1131425,2018369],[1132663,1775857],[1139472,2428808],[1139819,2244281],[1142883,2430631],[1146370,1522416],[1150675,1542323],[1150793,2037708],[1153471,2437987],[1154213,2438153],[1156602,1285009],[1160851,2262162],[1163729,2703891],[1167216,1812535],[1168837,2448671],[1168956,2448994],[1171639,2271181],[1174317,2452897],[1175059,2453063],[1180741,2596102],[1181145,1816265],[1185258,2461209],[1185377,2461532],[1187507,1833338],[1187803,2606131],[1189337,2072901],[1194457,2077697],[1195597,2292794],[1196903,2468583],[1198083,2293755],[1199769,2719799],[1201662,2719712],[1205567,1348433],[1207051,2091352],[1213224,2472099],[1215730,2094503],[1216968,1858978],[1223777,2483856],[1224362,2485412],[1227429,2103356],[1228913,1870271],[1229915,2485586],[1231613,2487446],[1235086,2317663],[1235619,2121889],[1236976,2733461],[1238830,1641697],[1244705,1374531],[1246172,2325773],[1249050,2733191],[1252537,1894171],[1254158,2500689],[1254277,2501012],[1258967,2130992],[1259901,1899518],[1261385,2338584],[1262387,1400797],[1262505,2143381],[1267074,2508040],[1267193,2508363],[1267558,2341106],[1271302,1392133],[1278458,2148975],[1278644,1412198],[1281522,2516522],[1289034,1939265],[1292778,1930416],[1296562,2525942],[1297304,2526108],[1299934,2365410],[1301866,2652667],[1302998,2529926],[1306485,1684788],[1309365,1938374],[1309661,2655628],[1310790,1704695],[1310908,2177964],[1313586,2537282],[1314328,2537448],[1316717,1447767],[1323048,2383849],[1324934,2385883],[1325467,2192790],[1326040,2543962],[1327366,2386719],[1329050,2760940],[1330258,2760670],[1335977,2198922],[1338463,2197565],[1345013,2202545],[1345947,1979546],[1347431,2399449],[1348551,1973952],[1353120,2557153],[1353239,2557476],[1353824,2558778],[1356829,2210795],[1357969,1989691],[1359275,2558913],[1360455,2406377],[1361693,1752289],[1365058,1495853],[1365439,2771872],[1367939,1511951],[1369423,1999837],[1375596,1752994],[1379340,2008535],[1383124,2572025],[1383866,2572191],[1388581,2020607],[1390827,2426647],[1391947,2247708],[1393313,1783815],[1393431,2242230],[1394999,2575695],[1396150,2578490],[1396892,2578656],[1402281,2249992],[1410960,2253143],[1419592,2592437],[1422659,2047647],[1424143,1810835],[1425145,1564315],[1425263,2274551],[1426843,2594471],[1430316,2451516],[1430849,2048031],[1432206,2704161],[1434060,1555651],[1439935,1570907],[1441216,2280145],[1441402,1575716],[1444280,2604584],[1452122,2793614],[1453932,2468448],[1456250,1587333],[1457950,1841877],[14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] cell #2930 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [481617,1257633],[503845,1291397],[539526,1343679],[564710,1377959],[594239,1420391],[595346,1421574],[627638,1467861],[629264,1467688],[632113,1471179],[660655,1507197],[661762,1508380],[686197,1540055],[690008,1284607],[695064,1552091],[711381,1574335],[724921,1590840],[730226,1598260],[730700,1596644],[734995,1601513],[758808,1630619],[760434,1630446],[763283,1633937],[766617,1638137],[786278,1663091],[787904,1662918],[790753,1666409],[796817,1413873],[819295,1702427],[820402,1703610],[823106,1447365],[827963,1713536],[840519,1725309],[840798,1725395],[845186,1730109],[864481,1751128],[865177,1750955],[870482,1758375],[870956,1756759],[875251,1761628],[894350,1782667],[899655,1790087],[900129,1788471],[904424,1793340],[909300,1540228],[910926,1544338],[913775,1804288],[924415,1560549],[928237,1822446],[929863,1822273],[932712,1825764],[936046,1829964],[938776,1577391],[943796,1839438],[955246,1849215],[956707,1850397],[957169,1850921],[972469,1865788],[976092,1869206],[977225,1870165],[982199,1875699],[982673,1875162],[988648,1880979],[988927,1881065],[992619,1885952],[993315,1885779],[1004443,1646595],[1006693,1899807],[1019249,1911580],[1019528,1911666],[1023916,1916380],[1029221,1669645],[1029695,1922184],[1033990,1927053],[1040678,1688932],[1043211,1937399],[1043907,1937226],[1044845,1689101],[1049212,1944646],[1049686,1943030],[1053981,1947899],[1058857,1702600],[1060483,1706710],[1063332,1958847],[1065806,1961414],[1076879,1970058],[1078886,1971599],[1088329,1979835],[1098355,1988995],[1099570,1990087],[1100045,1990301],[1105337,1994899],[1105616,1994985],[1109805,1998772],[1110938,1999731],[1111266,1999954],[1111728,2000478],[1115912,2005265],[1123799,1773237],[1126332,2015518],[1127028,2015345],[1127966,1773406],[1130067,2018168],[1138990,1782840],[1141517,2027945],[1142978,2029127],[1143440,2029651],[1154073,2039718],[1154352,2039804],[1156482,1802665],[1158740,2044518],[1161385,1806870],[1162363,2047936],[1163496,2048895],[1164873,1814527],[1168470,2054429],[1168944,2053892],[1170212,1815676],[1174919,2059709],[1175198,2059795],[1178890,2064682],[1179586,2064509],[1184891,1829000],[1185365,2070313],[1189660,2075182],[1190540,1319793],[1190714,1319962],[1199535,2082794],[1203299,2085658],[1208385,2089357],[1210624,2091246],[1212916,1613122],[1214372,2094302],[1223295,1865961],[1225161,2103373],[1226317,2104116],[1226344,2104331],[1231708,2108254],[1232170,2108778],[1236234,2112017],[1237449,2113109],[1237924,2113323],[1238241,2113558],[1246706,1888506],[1247684,2121794],[1248817,2122753],[1250194,1896163],[1253791,2128287],[1254265,2127750],[1255533,1897312],[1259501,1900766],[1266707,1906300],[1267181,2138468],[1268706,2139487],[1270713,2141028],[1280156,2149264],[1281617,2150446],[1282079,2150970],[1284328,1924878],[1289140,1929406],[1289757,1929620],[1290182,2158424],[1291872,2159730],[1293232,1936972],[1297164,2164328],[1297443,2164414],[1301632,2168201],[1302765,2169160],[1303093,2169383],[1303555,2169907],[1307739,2174694],[1312454,1441936],[1314188,2179974],[1314467,2180060],[1315626,1443100],[1316597,1957224],[1318159,2184947],[1318855,2184774],[1327900,1966072],[1328308,2191389],[1329998,2192695],[1337105,2197364],[1339440,2199318],[1339915,2199532],[1341048,2200491],[1341319,1740493],[1345547,1980794],[1352753,1986328],[1353227,2210021],[1353989,2210462],[1355715,2211482],[1361104,2215265],[1365671,2218756],[1366827,2219499],[1366854,2219714],[1370757,2222455],[1375702,2007525],[1376319,2007739],[1376744,2227400],[1378434,2228706],[1379794,2015091],[1383726,2233304],[1384005,2233390],[1388687,2019260],[1389304,2019474],[1394765,2241434],[1396097,1524276],[1396752,2243250],[1397031,2243336],[1398529,2244298],[1403615,2247997],[1405854,2249886],[1408146,1526560],[1409602,2252942],[1411609,2254483],[1414335,2042395],[1418525,2044691],[1419205,2046630],[1419347,2046845],[1421547,2262756],[1426938,2266894],[1427400,2267418],[1429939,2066377],[1431464,2270657],[1432679,2271749],[1433154,2271963],[1433471,2272198],[1442672,1572078],[1442914,2280434],[1444047,2281393],[1444375,2281616],[1444837,2282140],[1445424,1572858],[1447086,2073007],[1449021,2286927],[1454097,2289895],[1458056,2081718],[1458673,2081932],[1459048,2292811],[1460204,2293554],[1462822,1857968],[1469556,2090316],[1469964,2299707],[1469991,2299922],[1471654,2301013],[1471894,1865534],[1475493,2095394],[1476110,2095608],[1481571,2307850],[1482903,1610838],[1483558,2309666],[1483837,2309752],[1484570,2310190],[1491418,2108031],[1493516,2315923],[1497241,2318350],[1500623,2320592],[1504566,2323719],[1506011,2120488],[1506153,2120703],[1508353,2326367],[1513744,2330505],[1514206,2331029],[1516745,1887647],[1519037,2131586],[1519179,2131801],[1521035,2338690],[1524684,2338060],[1526132,1653286],[1526374,2339366],[1526729,2339618],[1527191,2340142],[1533481,2344035],[1535816,2345989],[1536291,2346203],[1537424,2347162],[1537695,1655172],[1541923,2150223],[1547380,2354655],[1549129,2155757],[1549813,2157681],[1550365,2357133],[155748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] cell #2931 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [110232],[115224],[121090],[149445],[150575],[156988],[157642],[161577],[161980],[172353],[193110],[195106],[201476],[204025],[205580],[206234],[206710],[217938],[219068],[222930],[230070],[230473],[240111],[244622],[245989],[254996],[256363],[258819],[259372],[261368],[273850],[275846],[278531],[279397],[284765],[286320],[286974],[287450],[291312],[294666],[303741],[305203],[315621],[317083],[321594],[322961],[327966],[333778],[334895],[338289],[339656],[342665],[343795],[343876],[344661],[348663],[350030],[352486],[353039],[355035],[357720],[358586],[361313],[369324],[371234],[379861],[380978],[382728],[384638],[391803],[397776],[399143],[401691],[401905],[406964],[410766],[412228],[416739],[418106],[422646],[424108],[425225],[428619],[429986],[432995],[434125],[434206],[434991],[445698],[452037],[453709],[453923],[458982],[460608],[470529],[477694],[479156],[480273],[481659],[481839],[482347],[487862],[489850],[491760],[498925],[500150],[500387],[501504],[503254],[503468],[505164],[508527],[508608],[512329],[518302],[519669],[535221],[535435],[538220],[539568],[539748],[540256],[545771],[562447],[564119],[564333],[566029],[569392],[569473],[570597],[570739],[570821],[579551],[585890],[587562],[587776],[589472],[591272],[592835],[594281],[594461],[594969],[595849],[604382],[611547],[612772],[623051],[623265],[629306],[629486],[629994],[632644],[634208],[634350],[634432],[656350],[656564],[659349],[660697],[660877],[661385],[662265],[667527],[668403],[681892],[682106],[684891],[686239],[686419],[686927],[690365],[693967],[694049],[695106],[709118],[712700],[714500],[716144],[722692],[724963],[725143],[725651],[727509],[731861],[731943],[732334],[735498],[736503],[737379],[754221],[754435],[760476],[760656],[761164],[763814],[765520],[765602],[766659],[773090],[787946],[788126],[788634],[791284],[792990],[793072],[793463],[801501],[802684],[814990],[815204],[817989],[820905],[823463],[828005],[830274],[831698],[834715],[834797],[837056],[841998],[845228],[846948],[862948],[865219],[865399],[865907],[867765],[872117],[872199],[872590],[877635],[878818],[896938],[901290],[901372],[901763],[904927],[906808],[929905],[930085],[930593],[933243],[935422],[936088],[943042],[944327],[946209],[947811],[948091],[951217],[953652],[955288],[962080],[976134],[978403],[979827],[982844],[982926],[983317],[985185],[990127],[1013918],[1015786],[1020728],[1023958],[1046495],[1050847],[1050929],[1051320],[1057548],[1065039],[1065559],[1068178],[1069375],[1077410],[1080894],[1095554],[1097601],[1098886],[1100768],[1102370],[1102650],[1105776],[1108211],[1117030],[1134082],[1139923],[1141559],[1148351],[1169588],[1171456],[1176398],[1191072],[1193745],[1195701],[1203052],[1206868],[1218387],[1224394],[1224914],[1227533],[1228730],[1240249],[1254909],[1261202],[1269237],[1272721],[1287381],[1300038],[1308857],[1323080],[1334125],[1336081],[1347248],[1353444],[1358073],[1369240],[1390931],[1398282],[1402098],[1413617],[1435479],[1450139],[1453552],[1464736],[1477737],[1499599],[1530501],[1532457],[1543624],[1565616],[1594834],[1659966],[1672967],[1694829],[1786661], 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] cell #2932 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [167361,668707],[178219,917509],[196661,737683],[210169,997537],[225481,801805],[226135,1037897],[244859,842302],[246452,1084713],[262923,877939],[263577,1121018],[277401,907112],[282216,917400],[290909,1183808],[299285,951521],[302913,959226],[303200,1206232],[305857,1211214],[321831,990431],[323424,1244068],[325417,997428],[338526,1021032],[340119,1276540],[356590,1056669],[357244,1312845],[361699,1066455],[370708,1335231],[370738,842481],[371043,1335478],[373943,1084604],[387347,1106080],[390975,1113785],[391262,1368604],[393919,1373586],[406310,1137792],[409938,1145497],[410225,1401462],[412882,1406444],[416976,910844],[417182,690174],[418569,1417436],[428856,1176702],[430449,1439298],[432442,1183699],[437164,1192148],[446084,1203948],[447221,1465387],[447439,1465815],[458328,1222097],[460994,1225810],[465526,1233148],[465813,1492483],[470003,1498749],[470033,990610],[470338,1498996],[473238,1243959],[482225,1258282],[491234,1531607],[491264,1021211],[491569,1531854],[494469,1276431],[498097,1027094],[498384,1542988],[499218,796762],[501041,1547970],[507873,1297907],[511501,1305612],[511788,1564980],[514445,1569962],[518539,1060401],[518745,823272],[520132,1580954],[522036,1321576],[531214,1332528],[532881,1595874],[540134,1344328],[547574,1354520],[549001,1356364],[552965,1622208],[552995,1106259],[553300,1622455],[556494,1366320],[557631,1628145],[557849,1628573],[561026,1373658],[568738,1384469],[571017,1387378],[579937,1399178],[581074,1660617],[581292,1661045],[588946,1672117],[588976,907291],[589281,1672364],[590731,1415859],[592181,1417327],[594847,1421040],[599379,1428378],[599666,1687713],[600484,1170130],[600690,924581],[603856,1693979],[603886,1176881],[604191,1694226],[607091,1439189],[610719,1182764],[611006,1705360],[611840,938721],[613663,1710342],[614126,941894],[622263,1459697],[625450,1463232],[629872,1468337],[634628,1474184],[643165,1485094],[644240,1486170],[644722,1226974],[648724,1749760],[648942,1750188],[652343,1496046],[653770,1497890],[654010,1755989],[657764,1244138],[661263,1507846],[665795,1515184],[666082,1772018],[666900,1255451],[667106,1004609],[676162,1265620],[676449,1784480],[677885,1528904],[679552,1787701],[686805,1540704],[687942,1798496],[688160,1798924],[689839,1545653],[693825,1289675],[694245,1550896],[695672,1552740],[695794,1044637],[699636,1814035],[699666,1298086],[699971,1814282],[700912,1044790],[703165,1562696],[704302,1819972],[704520,1820400],[707697,1570034],[711004,1056280],[712174,1831472],[712204,1056848],[712509,1831719],[713959,1579377],[715409,1580845],[716063,825746],[724102,1589645],[725529,1591489],[732139,1598029],[734496,1600979],[745138,1351666],[745425,1867601],[746251,1869043],[747971,1616310],[748080,1356117],[752743,1874392],[756620,1625990],[757695,1627066],[758177,1367484],[761042,1631095],[765378,1376237],[765798,1636942],[767225,1638786],[767347,1127758],[771189,1895671],[771219,1384648],[771524,1895918],[772465,1127911],[776096,1389222],[780903,1654927],[781905,1136324],[782287,1907666],[782317,1137971],[782622,1907913],[784090,1658462],[788512,1663567],[793268,1669414],[794935,1921414],[796980,1675005],[800625,1419196],[801416,1161330],[802602,1169115],[802880,1681400],[803362,1422204],[807364,1936031],[807582,1936459],[809547,1701004],[810983,1691276],[812410,1693120],[812650,1942260],[816404,1439368],[819337,1181481],[819903,1703076],[820025,936776],[821040,1953055],[821258,1953483],[822937,1708025],[824435,1710414],[828973,1713373],[833533,1458591],[833918,1718722],[834993,1719798],[844367,1728914],[844849,1470621],[845794,1730758],[845916,973199],[849954,1476028],[854761,1740248],[855763,1220629],[856145,1987694],[856175,1222276],[856480,1987941],[857292,1989272],[859167,1486598],[865785,1751604],[869290,1754949],[869399,1497643],[872395,1758144],[876759,1506002],[877550,1246651],[878736,1254436],[879014,1765705],[879496,1509010],[883498,2014150],[883716,2014578],[885681,1505774],[887954,2021452],[888167,1519028],[888958,1259446],[893531,1781472],[894392,1263231],[894958,1783316],[895080,1024646],[895233,2025558],[895451,2025986],[901568,1789856],[903925,1792806],[914567,1548042],[915049,1549820],[915182,1289428],[915680,2047773],[917096,1297603],[922172,2053122],[923864,1296439],[924246,1826751],[926049,1817817],[927124,1818893],[927606,1563860],[930471,1822922],[934949,1057466],[935031,1310446],[935227,1828769],[936654,1830613],[936894,2069543],[938939,1834360],[940648,1581024],[944453,1839856],[945334,1839715],[949262,1588566],[950053,1327845],[956256,1849052],[960816,1599873],[961201,1854401],[961310,1600732],[961998,1095081],[962276,1855477],[962758,1602143],[966073,2097586],[966286,1605590],[967077,1345492],[971650,1864593],[972511,1349277],[973077,1866437],[973352,2101692],[973570,2102120],[981662,1621349],[983122,1875468],[987305,1627494],[993923,1886428],[995077,1635866],[995210,1375990],[995708,2121631],[997124,1384165],[1002200,2126980],[1003892,1383001],[1004274,1634924],[1005660,2130643],[1006735,1390081],[10068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] cell #2933 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [167354,668717],[178156,695299],[196654,737693],[210106,766852],[225474,801815],[226056,802910],[243892,842474],[244852,842312],[246389,845421],[262916,877949],[263498,879044],[277394,907122],[279443,690134],[282209,917410],[290846,936281],[299278,951531],[302906,959236],[303171,957570],[305778,962306],[320864,990603],[321824,990441],[323361,993550],[325410,997438],[337559,1021204],[338519,1021042],[340056,1024151],[343692,796755],[356583,1056679],[357165,1057774],[358632,823232],[361692,1066465],[370863,1079516],[371003,1079746],[373936,1084614],[386933,1106252],[387340,1106090],[390968,1113795],[391233,1112129],[393840,1116865],[406303,1137802],[409931,1145507],[410196,1143841],[412803,1148577],[416009,907284],[416969,910854],[418506,1158975],[425271,924541],[427889,1176874],[428849,1176712],[430386,1179821],[432435,1183709],[434022,938714],[437157,1192279],[446077,1203958],[447214,1205370],[447615,1205888],[458321,1222107],[460987,1225820],[461885,1226967],[465519,1233158],[465784,1232571],[470158,1238871],[470298,1239101],[472824,1244131],[473231,1243969],[480319,1004569],[482218,1258292],[491389,1271343],[491529,1271573],[494462,1276441],[498090,1027104],[498355,1282480],[500962,1287216],[504249,1042711],[507459,1298079],[507866,1297917],[508424,1044783],[511494,1305622],[511759,1303956],[514366,1308692],[517572,1056841],[518532,1060411],[520069,1319090],[522046,1321688],[531207,1332659],[532891,1334634],[540127,1344338],[547567,1354651],[548628,1355969],[548994,1356374],[553120,1361734],[553260,1361964],[556487,1366330],[557385,1367477],[557624,1367742],[558025,1368260],[561019,1373668],[565114,1125832],[568324,1384641],[568731,1384479],[569289,1127904],[571010,1387509],[577886,1137964],[579930,1399188],[581067,1400600],[581468,1401118],[589101,1412239],[589241,1412469],[590702,1157520],[592174,1417337],[594009,1161323],[594840,1421050],[595064,1167031],[595738,1422197],[599372,1428388],[599637,1427801],[600477,1170140],[604011,1434101],[604151,1434331],[606677,1439361],[607084,1439199],[610712,1182774],[610977,1445238],[613584,1449974],[614063,715960],[614172,715984],[622256,1459707],[625460,1463344],[629865,1468347],[631625,1470614],[632517,971273],[634621,1474315],[641497,1222269],[643175,1485206],[644233,1486301],[644270,1486459],[648717,1491621],[649118,1492139],[652336,1496177],[653397,1497495],[653763,1497900],[654020,1498152],[660425,1246644],[661256,1507856],[661480,1252352],[662154,1509003],[665788,1515194],[666053,1514607],[666893,1255461],[670371,1259439],[676155,1265630],[676420,1527592],[677878,1529035],[679562,1531010],[686798,1540714],[687935,1542126],[688336,1542644],[689994,1285050],[693149,1289280],[693818,1289685],[694238,1551027],[694893,1295446],[695665,1552750],[699791,1558110],[699931,1558340],[703158,1562706],[704056,1563853],[704295,1564118],[704696,1564636],[707690,1570044],[710142,819065],[711785,819089],[712329,1575757],[712469,1575987],[713930,1317635],[714995,1581017],[715402,1580855],[723701,1327838],[724095,1589776],[725522,1591499],[732132,1598160],[734123,1600584],[734489,1600989],[734713,1092997],[735387,1602136],[739347,1345485],[745131,1351676],[745396,1614154],[746244,1614840],[747981,1616422],[752753,1621611],[756630,1626102],[757688,1627197],[757725,1627355],[761035,1631105],[764702,1375842],[765371,1376247],[765791,1637073],[766446,1382008],[767218,1638796],[771344,1644156],[771484,1644386],[775420,1388827],[776089,1389232],[780113,893130],[780896,1654937],[782442,1656951],[782582,1657181],[784100,1658574],[788505,1663577],[790265,1665844],[791157,893154],[793261,1669545],[794945,1671520],[797156,1415078],[800137,1417499],[800549,1419327],[800635,1419485],[802873,1681531],[807357,1686851],[807758,1687369],[809518,1440853],[810976,1691407],[812037,1692725],[812403,1693130],[812660,1693382],[818421,934131],[819896,1703086],[820120,933905],[820794,1704233],[821033,1704498],[821434,1705016],[823092,1447808],[824428,1710424],[828966,1714292],[832857,1458196],[833526,1458601],[833928,1718834],[834986,1719929],[837280,1213470],[843966,1469494],[844360,1729045],[844397,1729203],[845015,1219636],[845787,1730768],[849278,1475633],[849947,1476038],[853971,971249],[854754,1740258],[856300,1742272],[856440,1742502],[857302,1743157],[863957,1491356],[865778,1751614],[869300,1755061],[872388,1758275],[875643,1762251],[876683,1506133],[876769,1506291],[879007,1765836],[883491,1771156],[883892,1771674],[885652,1245623],[888091,1519159],[888177,1519317],[890112,1779201],[892486,1011587],[893524,1781603],[894951,1783326],[895226,1783618],[895627,1784136],[901561,1789987],[903552,1792411],[903918,1792816],[904142,1011361],[904816,1793963],[908776,1541861],[913287,1803723],[914560,1548052],[914980,1549932],[915673,1806667],[922072,1042687],[922182,1813438],[924401,1570948],[926059,1817929],[927117,1819024],[927154,1819182],[930464,1822932],[934063,1055499],[935220,1828900],[935875,1055287],[936647,1830623],[936904,1830875],[939115,1578596],[944446,1839922],[945344,1840552],[946433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] cell #2934 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2935 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2936 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2937 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [103537,911537],[136217,1031064],[143418,1061094],[151470,840436],[167364,668635],[174865,1153990],[176006,1155784],[180382,1170823],[184793,1186734],[194274,957111],[196664,737611],[207605,988565],[212332,1256144],[219963,1019166],[222098,1282021],[225484,801733],[227250,1296491],[228655,1298912],[232985,1314105],[234126,1315899],[244862,842230],[256855,1105254],[260536,1111670],[262926,877867],[264692,1383053],[266097,1385474],[271333,1396669],[275014,1143382],[277404,907040],[281398,1420111],[282219,694982],[283238,1425779],[285327,1429241],[288345,1174836],[290480,1444779],[293072,941946],[299288,951449],[306496,1220681],[311573,1483475],[314369,1229154],[317771,1232112],[321834,990359],[323453,1243133],[324599,1506917],[325420,766535],[326439,1512585],[328528,1516047],[331064,1519943],[334466,1527133],[338529,1020960],[345823,1550174],[346158,1550693],[347151,595340],[348217,1556280],[350522,1297081],[354203,1303497],[356593,1056597],[358359,1056332],[359764,1063970],[361702,1068630],[365807,1589481],[373946,845104],[374412,1349067],[377147,1606505],[380549,1613695],[383324,859348],[383659,1358525],[387350,1106008],[390551,1369664],[393953,1372622],[394936,1636220],[395271,1636739],[396264,661756],[397330,1642326],[399635,1383643],[402287,1649136],[402622,1649655],[406313,1137720],[413521,1136376],[418598,1678705],[419211,1679301],[419429,1679587],[420953,503850],[421394,1424384],[424796,1427342],[428859,1176630],[430478,1438363],[431624,1182281],[432445,935964],[433464,1181271],[437094,1194475],[441767,1718036],[442102,1718555],[445109,1473462],[446087,954104],[450192,1728750],[450903,1207292],[451157,734989],[451591,1479568],[454305,1734457],[454640,1734976],[458331,1222025],[460997,1227985],[461269,1488470],[461487,976851],[465102,1749596],[469215,987486],[469550,1500051],[473241,993233],[474259,1763606],[474477,1763892],[476001,564715],[476442,1511190],[479844,1514148],[482228,1260457],[482500,1776264],[482718,1776550],[486333,1264031],[494472,1023834],[494938,1263021],[497673,1798332],[501075,1805522],[501776,1806143],[504185,1554901],[507876,1297835],[511077,1566040],[514479,1568998],[515462,1310369],[516790,820396],[517856,1310239],[520161,1580019],[521964,827384],[524553,1587844],[526733,1843739],[526951,1844025],[530604,1603777],[531144,1075749],[533574,840792],[535817,1853715],[536152,1854234],[536605,1083778],[536940,1336533],[537238,632118],[537679,1603203],[540137,1346503],[540409,1859385],[540627,1859671],[544242,1350077],[547504,1356847],[548311,1099466],[552177,1873706],[552512,1874225],[556497,1108663],[556769,1629366],[556987,1110564],[560602,1884420],[561567,875245],[562641,1887779],[565050,1640947],[568741,1384397],[570947,1389705],[571754,1900039],[575620,1392892],[578962,1386656],[579940,1140375],[584045,1915021],[584756,1402522],[585010,904418],[585444,1392762],[588158,1920728],[588493,1921247],[592184,1158658],[594850,1423215],[595122,1683700],[598955,1426789],[603068,1173757],[603403,1695281],[607094,1179504],[608330,1440971],[609854,711386],[610295,1706420],[613697,1709378],[615975,1961554],[618306,1716945],[620643,1965345],[622266,1196153],[624162,1732109],[625378,954667],[627445,956630],[627967,730183],[627997,730705],[629875,1479309],[630147,1974359],[630365,1974645],[631009,1466608],[631227,1210250],[632453,1731813],[634558,1476511],[635365,1980067],[639231,1479698],[643093,975513],[645682,1747959],[647862,1993296],[648080,1993582],[652273,1235104],[653080,1237345],[654703,988921],[656946,2003272],[657281,2003791],[658367,763288],[658808,1763318],[661266,1510021],[661538,1768005],[665371,1513595],[671224,1518306],[673622,1523311],[677275,1517215],[677815,1267576],[680245,1019522],[682488,2032445],[682823,2032964],[683276,1275605],[683611,1532909],[683909,790758],[684350,1795030],[686808,1279014],[687080,2038115],[687298,2038401],[690913,1031616],[691624,1544048],[691878,1033984],[694175,1553223],[698848,1556410],[703168,1300490],[703440,1821193],[703658,1302391],[707273,2063150],[708238,1053975],[711721,1832774],[715412,1318773],[717947,2077822],[719709,1842768],[724032,1324952],[725532,1592544],[727314,1595232],[728208,2085798],[730002,839974],[730539,840255],[732069,1608996],[732876,2089589],[733806,1339336],[734771,1856698],[740200,1604868],[742598,1609873],[747145,2103513],[749476,1872615],[751813,2107304],[753436,1105610],[756548,1109226],[758615,1111189],[759137,870439],[759167,870961],[761045,1642067],[761317,2116318],[761535,2116604],[763623,1887483],[764362,1386026],[765728,1639269],[770401,1642456],[776946,1648045],[780906,1391383],[782802,1646788],[784018,1140938],[786085,1142901],[786607,899612],[786637,900134],[788515,1392503],[788787,2143788],[789005,2144074],[789649,1661838],[789867,1405480],[791093,1918084],[793198,1408472],[794005,2149496],[795628,1154346],[797871,1155965],[798659,1416501],[798994,1673419],[799292,913780],[799733,1675708],[804322,1680678],[806720,1685683],[810913,1430334],[811720,1432575],[813343,1175192],[815586,2172701],[815921,2173220],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] cell #2938 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2939 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2940 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2941 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [267194,887167],[282277,917720],[307434,965286],[325478,997748],[346383,1036724],[347135,1038106],[370747,1081508],[371979,1081345],[374004,1084924],[395496,1119845],[396248,1121227],[414459,1151557],[417188,911521],[420880,1162913],[432503,1184019],[443115,1200085],[447507,1207952],[447840,1206305],[451141,1211423],[470042,1240863],[471274,1240700],[473299,1244279],[475928,1248234],[491273,1273335],[492505,1273172],[494530,1276751],[499227,1030909],[516022,1311672],[516774,1313054],[518751,1061078],[522569,1322314],[533384,1335235],[533558,1335545],[537165,1340465],[553004,1362620],[553525,1362457],[557917,1370324],[558250,1368677],[561551,1373795],[576968,1395315],[581360,1403182],[581693,1401535],[584994,1406653],[588985,1151720],[590217,1155649],[592242,1417647],[600696,1170807],[603895,1436093],[605127,1435930],[607152,1439509],[609781,1443464],[611849,1186579],[615748,1452683],[625983,1463970],[627290,1465333],[627739,1465811],[640579,1482121],[643698,1485832],[644731,1486930],[649010,1493083],[649343,1492556],[654513,1498753],[654687,1499063],[657773,1504146],[658294,1503983],[667112,1256128],[669240,1518690],[680055,1531611],[680229,1531921],[683836,1536841],[688228,1279723],[688561,1543061],[691862,1548179],[695800,1296475],[699675,1558996],[700196,1558833],[700921,1298757],[704588,1566700],[704921,1565053],[708222,1570171],[712213,1311835],[713445,1315764],[715470,1581165],[717738,1583604],[727981,1593965],[729867,1595815],[738216,1605252],[746918,1615441],[748291,1616654],[748504,1617048],[753246,1622212],[753420,1622522],[757153,1626728],[758186,1627826],[758460,1628091],[758909,1628569],[762465,1633979],[767353,1383037],[771228,1645042],[771749,1644879],[772474,1385319],[774388,1647913],[782326,1395478],[784623,1659200],[785930,1660563],[786379,1661041],[795438,1672121],[795612,1672431],[797381,1415868],[799219,1677351],[801425,1419956],[802338,1681062],[802606,1425769],[803371,1682160],[807650,1688313],[807983,1687786],[809033,1429106],[813153,1693983],[813327,1694293],[816413,1699376],[816934,1699213],[821326,1442481],[821659,1705433],[824960,1710551],[825601,941903],[825752,941930],[834451,1719460],[838003,1722873],[842835,1727497],[844858,1729674],[845922,1220665],[848246,1733234],[856184,1482284],[857994,1743719],[859121,1744706],[859376,1744841],[864133,1749706],[864582,1750184],[868237,1754080],[869610,1755293],[869823,1755687],[870123,1755930],[877559,1506762],[878472,1765367],[878740,1512575],[879505,1766465],[883784,1772618],[884117,1772091],[885167,1515912],[888967,1519788],[895519,1525941],[895852,1784553],[897410,1785792],[899296,1787642],[907645,1797079],[908952,1798442],[909401,1798920],[911347,1545657],[915186,1550164],[915909,1550558],[916347,1807268],[917092,1556283],[917933,1808875],[922675,1814039],[922849,1814349],[926582,1818555],[927615,1819653],[927889,1819918],[928338,1820396],[931894,1825806],[934868,1056289],[936782,1056316],[937397,1831476],[937571,1831786],[939340,1579386],[940657,1836869],[941178,1836706],[950062,1589326],[950468,1844883],[952054,1846490],[959108,1852492],[961521,1854745],[961734,1855139],[962002,1349057],[962767,1856237],[967086,1606350],[973638,1612503],[973971,1867674],[974832,1868204],[976642,1869576],[981840,1874333],[986132,1878543],[987259,1879530],[987514,1879665],[990964,1883167],[995214,1636210],[995937,1636604],[996375,1888904],[997120,1642329],[997961,1890511],[1002703,1895675],[1002877,1895985],[1007209,1649126],[1007932,1649520],[1012324,1136333],[1013181,1905731],[1014963,1907670],[1015137,1907980],[1016733,1909144],[1021565,1913768],[1023588,1915945],[1024652,1136360],[1026976,1919505],[1028862,1921355],[1031358,1675001],[1034914,1677514],[1035411,1679455],[1035494,1679590],[1037851,1930977],[1042863,1935977],[1043312,1936455],[1045409,1701013],[1046967,1940351],[1048340,1941564],[1048553,1941958],[1048853,1942201],[1055569,1181485],[1057202,1951638],[1057470,1181261],[1058235,1952736],[1058509,1953001],[1058958,1953479],[1060904,1708029],[1062514,1958889],[1067392,1962461],[1071408,1718026],[1072131,1718420],[1072548,1966413],[1073675,1967400],[1076129,1473452],[1083145,1728595],[1083551,1975503],[1083806,1975638],[1084296,1479571],[1085137,1977110],[1088845,1734447],[1089568,1734841],[1093960,1220638],[1094817,1985759],[1096599,1987698],[1096773,1988008],[1097639,1988500],[1104621,1749441],[1106613,1996047],[1110355,1999142],[1113667,2002049],[1117326,2005794],[1118532,1763760],[1118615,1763895],[1120972,2009096],[1125984,2014096],[1126433,2014574],[1128530,1505783],[1130994,1776418],[1131077,1776553],[1133105,2021456],[1135613,1263235],[1136739,2023613],[1138325,2025220],[1138642,2025504],[1139091,2025982],[1145379,2031222],[1147792,2033475],[1148005,2033869],[1148273,1263011],[1149038,2034967],[1153357,1798177],[1158412,2044083],[1159909,1804330],[1160423,1806281],[1161103,2046934],[1167994,1296448],[1168111,2053063],[1170633,1826755],[1172403,2057273],[1173530,2058260],[1173785,2058395],[1177235,2061897],[1181415,1310442],[1182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] cell #2942 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [570997,1387472],[595554,1681605],[634608,1474278],[661970,1765910],[694225,1550990],[695447,1808307],[732119,1598123],[735203,1855682],[765778,1637036],[767000,1889943],[793248,1669508],[796742,1413828],[797214,1156504],[802860,1681494],[820610,1952181],[825643,1450703],[834973,1719892],[840891,1972268],[842461,1467816],[845569,1976542],[872375,1758238],[875459,2005239],[878994,1765799],[901548,1789950],[904632,2034412],[907271,1540183],[910866,1283815],[935207,1828863],[935816,1572635],[936429,2068673],[938701,1577346],[939173,1316619],[941986,1320190],[944433,1839885],[957162,1850975],[957593,2087636],[959248,1337258],[962256,1855571],[983102,1875562],[989020,2114227],[990590,1630574],[993698,2118501],[1013703,1906163],[1014312,1653843],[1019621,2141697],[1021191,1663046],[1024299,2145971],[1027116,1409755],[1031723,1925435],[1034198,2155731],[1044770,1689056],[1045242,1429961],[1051105,1944509],[1054189,2174668],[1056648,1701437],[1056828,1702555],[1057317,1446399],[1057724,1952070],[1060423,1446573],[1065848,1961387],[1077516,1970505],[1078928,2195806],[1079302,1972092],[1095339,1986191],[1095948,1739164],[1098992,1989442],[1105709,2215934],[1106239,1751083],[1111721,2000532],[1112152,2220734],[1113807,1500776],[1116815,2005128],[1127891,1773361],[1128363,1516767],[1130704,2018615],[1137771,1780598],[1137951,1782795],[1138440,1538670],[1143433,2029705],[1143864,2246276],[1145519,1533634],[1148527,2034301],[1154445,2255152],[1155835,2042449],[1159123,2259426],[1161310,1806825],[1165848,1298555],[1169373,2054292],[1169982,1813198],[1170152,1559757],[1175291,2272867],[1176861,1822401],[1179969,2277141],[1182443,1576224],[1182529,1827863],[1182786,1573273],[1187393,2073564],[1189868,2286901],[1192242,1839394],[1203341,2085631],[1205333,2087145],[1215009,2094749],[1222076,1863719],[1222256,1865916],[1222745,1342294],[1225203,2103346],[1226954,1870120],[1232163,2108832],[1232594,2315064],[1233170,1623115],[1236871,2112464],[1238283,2319034],[1238657,2114051],[1244118,1885907],[1246631,1888461],[1251169,1385117],[1254694,2128150],[1255303,1894834],[1255473,1645803],[1257675,2130816],[1259426,1900721],[1260508,1901567],[1265299,1667178],[1265385,1904123],[1265642,1655587],[1269343,2139934],[1270755,2342477],[1271129,2141521],[1282072,2151024],[1282503,2351045],[1283901,2153580],[1287166,2155620],[1289068,1929000],[1289697,1680054],[1290819,2158871],[1293286,1428057],[1297536,2362605],[1297886,1935157],[1298066,1937354],[1299571,2176329],[1303548,2169961],[1303979,2367405],[1305634,1696006],[1308642,2174557],[1311432,1705521],[1314560,2376281],[1315950,2182705],[1319238,2380555],[1327825,1966027],[1328945,2191836],[1332622,1970014],[1337742,2197811],[1343721,2202369],[1345472,1980749],[1346554,1981595],[1351345,1471948],[1351431,1984151],[1351688,1740908],[1354614,1988951],[1355757,1989681],[1356386,1745305],[1361146,2405406],[1361520,2215758],[1365713,2218729],[1367464,1999686],[1367705,2220243],[1373680,1761754],[1375630,2007119],[1376259,1764359],[1377381,2227847],[1379848,1514863],[1384098,2420514],[1384448,2013276],[1384628,2015473],[1386133,2006900],[1387000,1785265],[1388615,2018854],[1389244,1777017],[1390239,2020202],[1395075,1794131],[1397124,2428755],[1398571,2244271],[1400563,2245785],[1410239,2253389],[1411651,2437977],[1412025,2254976],[1417486,2044646],[1419290,1806293],[1419401,1550518],[1420433,2261986],[1422184,2048850],[1423266,2049696],[1423485,1558593],[1427393,2267472],[1427824,2448917],[1428143,2052252],[1428400,1814942],[1429292,2278252],[1432101,2271104],[1433513,2452887],[1433887,2272691],[1439348,2064637],[1444830,2282194],[1445261,2461455],[1446659,2284750],[1449924,2286790],[1457984,2081312],[1458613,1844492],[1459090,2292784],[1460841,2294001],[1467730,2298149],[1469481,2090271],[1470601,2091201],[1473806,1593438],[1475421,2094988],[1476050,1860138],[1477045,2096336],[1481881,1602304],[1483930,2483803],[1484612,2485402],[1486264,1869453],[1486375,1616936],[1491343,2107986],[1491584,2314573],[1496140,2111973],[1497283,2112703],[1497912,1880129],[1501260,2321039],[1506096,1887929],[1506207,1636564],[1507239,2325597],[1508990,2122708],[1510072,2123554],[1510291,1644639],[1514199,2331083],[1514630,2500935],[1514949,2126110],[1515206,1896578],[1516098,2119612],[1517556,1908640],[1519122,1900189],[1519233,1649480],[1519979,2132330],[1525321,2338507],[1527184,2340196],[1527615,2508286],[1528998,2139443],[1534118,2344482],[1540097,2349040],[1541848,2150178],[1542089,2350554],[1548064,1927179],[1549990,1679928],[1550744,2366010],[1552133,2159110],[1552762,1931576],[1553757,2160458],[1557522,2525932],[1557896,2362429],[1559843,2372452],[1562089,2365400],[1563840,2169115],[1564081,2366914],[1570056,1948025],[1573757,2374518],[1575169,2537272],[1575543,2376105],[1581004,2184902],[1584064,2187383],[1584978,2383839],[1588188,1715296],[1588660,1965495],[1588771,1718380],[1589739,2191345],[1590882,2386543],[1592595,2193525],[1599266,2198050],[1599895,1975112],[1600372,2198912],[1601001,1976102],[1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] cell #2943 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2944 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2945 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [176221,1156210],[185491,1711703],[223485,1283943],[233132,1832990],[234341,1316325],[234993,1837758],[271480,1918300],[276999,1412067],[279183,1413991],[285542,1429667],[290175,1950758],[290261,1954040],[291867,1446701],[311720,1732029],[328743,1516473],[332823,1271171],[333608,2023350],[334247,2035192],[340996,1542521],[350669,1555117],[350713,1559885],[355999,2066743],[356188,1575585],[356460,2070471],[358372,1577509],[378906,1079344],[379691,2099484],[380330,1856462],[399782,1641163],[399826,1645931],[400774,2139088],[404562,1400995],[405087,2135008],[405276,1656779],[406180,2146729],[413687,1151480],[419794,1680182],[423153,1433929],[423938,2163606],[424577,1683464],[425011,1689219],[431102,2176692],[431326,1704893],[452792,1969659],[456580,1205765],[457105,2206561],[457294,1742100],[458198,1977300],[474842,1764487],[478201,1238699],[478986,2232582],[479625,1767769],[480059,1773524],[481084,2243900],[482096,2238079],[483083,1777145],[485047,1273095],[485811,2240096],[486035,1784013],[500217,1801399],[502337,1806377],[502405,1806988],[506125,1564513],[506650,2266178],[506839,1557938],[507743,1810105],[515250,1311595],[526329,2079439],[527316,1844620],[538993,2085260],[540005,2304495],[540992,1860266],[542956,1081268],[543720,2306512],[543944,1867134],[554455,1361562],[562514,2129853],[563202,1888013],[563270,1888624],[566990,1368137],[567515,2329789],[567704,1643984],[568608,1891741],[569732,2340502],[571303,2335420],[572315,1900273],[572383,1900884],[573033,887090],[575408,1395238],[590958,1923980],[591147,1928371],[593194,1929052],[593706,1929144],[594718,2359208],[595705,1684276],[597669,1435853],[598433,2361225],[598657,1687246],[612839,1955958],[620192,2188749],[621204,1965579],[621272,1966190],[629743,1465798],[630730,1975240],[633343,2193831],[634914,2396285],[635926,1980301],[635994,1980912],[636644,965209],[639019,1482044],[644841,1489046],[647458,2212537],[648445,1994177],[650609,1492016],[659035,2235201],[659224,1503088],[659610,2007171],[660122,2007263],[661134,2417117],[662121,1768581],[664085,1240623],[664849,2419134],[665073,1771551],[668497,2424030],[669061,1520775],[669556,2018906],[670068,2018998],[686676,1798907],[687663,2038996],[690391,2041538],[690615,2045864],[692960,2046533],[694531,2445830],[695543,1037776],[695611,1810921],[696261,1036647],[698636,1558756],[709185,2055995],[714186,2072109],[714375,1835811],[721827,2290177],[722886,2081364],[723398,2081456],[725400,2471826],[732425,1596244],[733437,2089823],[733505,2090434],[735354,1857274],[737473,2479078],[738037,1607337],[738532,2095040],[739044,2095132],[748232,1099700],[748615,1619094],[751362,2311977],[752374,2107538],[752442,2108149],[754605,1362380],[756256,2327781],[758296,1629942],[760913,1628556],[761900,2117199],[763840,2332849],[764064,1632912],[764513,2120391],[766084,2497848],[767096,1120897],[767164,1892557],[767814,1119768],[770189,1644802],[774313,1650025],[775231,2131489],[788383,1661028],[789370,2144669],[793554,1921784],[794566,2149730],[794634,2150341],[797659,1417117],[801595,2523325],[802159,1683147],[802654,1933039],[803166,917754],[804956,917190],[817675,2166225],[817864,1698318],[819774,1953466],[820761,1954852],[823489,2181794],[823713,1957822],[827527,1193273],[827618,2187469],[831435,2387939],[832668,2190504],[835279,2546936],[836079,1200008],[842092,1466512],[842656,1737966],[843151,2198102],[843663,2198194],[844968,1467184],[845665,1211093],[845733,1978116],[848171,1735346],[849089,2203042],[857578,1487917],[858844,1746768],[859295,1226507],[862083,2402799],[863142,2214462],[863654,2214554],[865656,1750171],[867791,2417312],[869551,1237579],[869934,1757733],[872681,1756359],[873693,2222921],[873761,2223532],[875610,2006831],[875924,1243749],[877729,2569408],[878293,1767452],[878788,2011158],[879300,997782],[881090,997218],[894829,2025969],[901854,1788071],[902866,2248463],[902934,2249074],[904783,2036004],[906902,1799621],[907466,1539528],[907961,2253680],[908473,2253772],[916272,1809380],[925685,2264170],[927725,1821769],[930342,1820383],[931329,2275839],[933269,2269238],[933493,1824739],[935513,2069913],[936525,1312724],[936593,2071287],[939618,1580635],[943986,2289316],[945620,1324399],[947837,2472021],[951311,2612841],[951875,1847496],[954810,1333653],[954901,2295787],[958718,1335431],[959033,1862641],[959951,2298822],[961462,1339570],[961845,1597618],[962050,2092716],[962562,1084958],[963362,1084394],[972948,2102103],[974339,1617553],[975656,1097129],[975747,2310697],[976342,1099609],[979564,1622408],[980797,2313732],[983408,1874762],[984743,2497529],[985716,1365144],[986982,1881592],[987433,1367017],[990221,1629270],[990785,1893636],[991280,2321330],[991792,2321422],[993794,1373465],[993862,2120075],[996300,1891016],[1010165,2133000],[1014009,2138068],[1020822,1661742],[1021386,1652645],[1021881,2344773],[1022393,2344865],[1023698,1662414],[1024395,1406323],[1024463,2147545],[1026901,1668541],[1027819,2349713],[1034349,1925366],[1044386,1936442],[1046521,2359403],[1048281,1432809],[1048664,1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] cell #2946 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [267315,887002],[279485,1156455],[307555,965121],[343643,1283884],[346504,1036559],[358674,1316570],[372100,1081180],[372215,1079285],[395617,1119680],[414580,1151392],[414695,1412008],[416920,1413903],[421001,1162748],[421066,917515],[425313,1429912],[433973,1446642],[443236,1199920],[449141,1205677],[471395,1240535],[471510,1238640],[476049,1248069],[476114,997543],[480361,1516718],[492626,1273007],[492741,1271112],[496622,1542433],[503818,1037884],[505747,1559588],[508375,1559826],[516143,1311507],[516258,1575526],[518483,1577421],[522635,1322223],[537286,1340300],[537351,1084719],[553646,1362292],[553761,1361503],[559551,1368049],[564683,1121005],[566612,1645634],[569240,1645872],[577089,1395150],[577204,1656720],[582994,1400907],[593960,1680123],[596780,1687989],[600428,1689131],[605248,1435765],[605363,1433870],[609244,1704805],[609902,1443299],[609967,1183814],[614214,1190513],[615614,1452667],[626049,1463879],[628055,1206238],[632086,1211201],[633227,1482876],[640700,1481956],[640815,1742041],[643764,1485741],[644780,1486870],[649856,1491928],[658415,1503818],[658480,1244074],[658530,1503029],[660376,1764428],[663196,1772294],[666844,1773436],[669306,1518599],[670322,1777086],[675398,1783925],[683957,1536676],[684022,1276546],[693285,1806813],[693769,1806900],[696755,1814538],[700317,1558668],[700432,1557879],[706222,1564425],[711354,1312832],[713283,1312427],[715911,1064083],[717573,1321698],[723652,1844561],[727847,1593949],[730189,1079652],[730673,1335465],[735567,1612179],[738282,1605161],[739298,1860207],[744374,1867046],[746784,1615425],[748086,1356110],[748570,1616957],[757219,1626637],[758235,1627766],[759225,1368610],[763256,1373573],[763311,1632824],[764838,1888449],[765322,1888536],[768308,1896174],[771870,1644714],[771985,1643925],[774254,1647897],[775556,1900709],[776040,1900796],[784689,1659109],[786695,1401468],[790726,1406431],[791867,1396070],[799340,1677186],[799405,1417442],[799455,1928312],[800618,1929042],[800785,1929542],[802404,1680971],[803420,1682100],[808496,1687158],[817055,1699048],[817120,1439304],[817170,1698259],[819016,1183368],[821836,1442157],[832993,1966015],[833477,1966102],[834517,1719369],[837416,1732779],[837838,1463354],[840075,1465317],[840242,1206038],[842901,1727406],[843917,1975181],[844907,1729614],[845947,1740504],[848112,1733218],[849414,1980737],[849898,1980824],[857829,1485216],[858987,1744690],[859154,1486604],[863908,1994118],[864898,1492489],[868103,1754064],[869405,1497636],[869889,1755596],[870445,1239007],[870929,1498983],[876752,2007161],[876919,2007661],[878538,1765276],[879554,1766405],[884630,1771463],[888160,2018896],[888327,2019396],[893081,1266224],[897276,1785776],[899618,1271479],[900102,1531841],[904996,1525617],[907711,1796988],[908727,2038937],[909717,1542994],[913748,1547957],[913803,2045776],[915055,2046543],[916213,1807252],[917999,1808784],[926648,1818464],[927664,1819593],[928654,1564986],[932685,1569949],[932740,1824651],[934267,1311566],[937737,1572869],[941299,1836541],[941364,1580960],[941414,1835752],[946569,1843438],[949255,2081354],[949422,2081854],[950334,1844867],[952120,1846399],[954019,1858104],[956737,1334644],[958974,1852476],[960276,2090259],[960760,2090346],[961316,1600725],[961800,1855048],[962816,1856177],[966279,2095030],[966446,2095530],[971200,1352270],[976477,1616432],[981122,2107974],[981606,2108061],[982162,1361870],[982646,1622442],[985967,1626112],[987125,1879514],[987292,1627500],[988204,1628075],[988371,1368410],[991030,1883076],[992046,2117140],[995083,2120401],[996241,1888888],[998027,1890420],[1007078,2131499],[1011723,1395209],[1013247,1905640],[1016146,1647458],[1016568,1658584],[1018805,1660547],[1018972,1401268],[1021631,1913677],[1022647,2144610],[1023637,1915885],[1024677,1655183],[1026842,1919489],[1028144,2150166],[1028628,2150253],[1029184,1412375],[1029668,1672351],[1031674,1157471],[1037717,1930961],[1042638,1428982],[1043628,1687719],[1046833,1940335],[1048135,1692866],[1048619,1941867],[1049175,1434237],[1049659,1694213],[1055649,1442164],[1057268,1951547],[1058284,1952676],[1059274,1705366],[1063305,1710329],[1063360,1957734],[1066201,2187459],[1066275,1962445],[1068545,1965035],[1071277,2190514],[1072383,1718844],[1073541,1967384],[1075538,1978442],[1082338,2198092],[1082505,2198592],[1083417,1975487],[1083584,1729348],[1085203,1977019],[1088714,2203052],[1093359,1482015],[1094883,1985668],[1101128,1992995],[1103814,2214452],[1103981,2214952],[1104893,1749690],[1105060,1492289],[1106679,1995956],[1110190,1755071],[1111296,1498162],[1113533,2002033],[1114835,2223357],[1115319,2223444],[1117375,2005734],[1120838,2009080],[1125759,1515788],[1126749,1772024],[1132840,1518658],[1135693,1525624],[1136605,2023597],[1138391,2025129],[1139407,1784486],[1140290,1774983],[1143008,1531020],[1145245,2031206],[1146547,2248899],[1147031,2248986],[1147587,1792552],[1148071,2033778],[1149087,2034907],[1152550,2253670],[1152717,2254170],[1153629,1798426],[1153796,1542794],[1155971,1285186],[1158461,204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] cell #2947 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2948 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2949 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [570990,1387474],[590571,1414693],[595383,1421628],[634601,1474280],[661799,1508434],[689575,1544373],[694218,1550992],[695256,1552149],[713799,1578211],[732112,1598125],[732262,1598295],[735032,1601567],[765771,1637038],[766809,1638195],[793241,1669510],[793391,1669680],[796735,1673751],[802853,1681496],[809387,1689921],[820439,1703664],[822673,1706745],[834966,1719894],[840835,1725449],[842454,1726996],[845378,1730167],[872368,1758240],[872518,1758410],[875288,1761682],[878987,1765801],[885521,1774226],[901541,1789952],[901691,1790122],[904461,1793394],[907264,1796578],[920128,1815543],[923982,1815711],[935200,1828865],[935350,1829035],[936238,1830022],[938694,1833106],[944426,1839887],[957234,1596500],[957527,1851059],[962249,1855573],[983095,1875564],[983245,1875734],[988964,1881119],[990583,1882666],[993507,1885837],[1000156,1897179],[1004010,1897347],[1013696,1906165],[1013846,1906335],[1019565,1911720],[1021184,1913267],[1024108,1916438],[1034027,1927107],[1036256,1929655],[1039736,1937069],[1044763,1938142],[1051098,1944511],[1051248,1944681],[1054018,1947953],[1056821,1951137],[1057717,1952072],[1064251,1450955],[1065841,1961421],[1077509,1970507],[1078921,1971606],[1079376,1725253],[1086292,1741509],[1095332,1986193],[1095482,1986363],[1098985,1989444],[1100127,1990336],[1105653,1995039],[1106232,1995546],[1111793,1756615],[1112086,2000616],[1116808,2005130],[1116958,2005300],[1119377,2007774],[1122857,2015188],[1127884,2016261],[1130697,2018617],[1131839,2019509],[1137944,2024719],[1143505,1788327],[1143798,2029789],[1148520,2034303],[1154389,2039858],[1158932,2044576],[1160754,2047057],[1161303,2047079],[1164817,2054110],[1169366,2054294],[1169516,2054464],[1175235,2059849],[1176854,2061396],[1179778,2064567],[1186427,1573874],[1189697,2075236],[1190281,1319999],[1192244,1839433],[1198497,2081967],[1203334,2085665],[1205335,1850392],[1211974,1865631],[1215002,2094751],[1216144,2095643],[1222249,2100853],[1225196,2103380],[1226398,1870029],[1226947,2104565],[1232235,1875018],[1232528,2108916],[1236864,2112466],[1238006,2113358],[1238276,2113565],[1238731,1880923],[1244111,2118568],[1246075,2120915],[1246624,2120937],[1250138,2127968],[1254687,2128152],[1254837,2128322],[1257668,2130850],[1258870,2132013],[1259419,2132035],[1269336,2139936],[1270748,2141035],[1271203,1911524],[1278119,1656188],[1282144,1922040],[1282437,2151108],[1284644,1675763],[1287159,2155622],[1287309,2155792],[1289061,2157688],[1289084,2158036],[1290812,2158873],[1291954,2159765],[1297480,2164468],[1298059,2164975],[1303620,1942886],[1303913,2170045],[1308635,2174559],[1308785,2174729],[1311204,1443137],[1314504,2180114],[1314684,1702270],[1319047,2184832],[1327269,2191028],[1327818,2191050],[1328938,2191838],[1332078,1978956],[1332624,1970053],[1337735,2197813],[1338877,2198705],[1339997,2199567],[1341263,1986009],[1343714,2202403],[1344916,2203566],[1345465,2203588],[1354616,1988990],[1355750,2211489],[1355773,1990169],[1360869,2215065],[1361139,2215272],[1361594,1994843],[1365706,2218763],[1366908,1999595],[1367457,2219948],[1367707,1999949],[1375623,2226664],[1375646,2227012],[1377374,2227849],[1378516,2228741],[1384042,2233444],[1384621,2233951],[1388608,2237031],[1388631,2237379],[1393727,1526597],[1397068,2243390],[1398564,2244305],[1400565,2029122],[1407204,1782510],[1410232,2253391],[1411374,2254283],[1411644,2254490],[1412099,2039662],[1414400,1802034],[1417479,2259493],[1419292,2261364],[1420426,2262020],[1422177,2263205],[1427465,2053748],[1427758,2267556],[1432094,2271106],[1433236,2271998],[1433506,2272205],[1433961,2059653],[1439341,2277208],[1441305,1573430],[1444902,2070169],[1445195,2282278],[1445368,1828681],[1447402,1835118],[1449917,2286792],[1450067,2286962],[1455218,2081053],[1457977,2292107],[1458000,2292455],[1459083,2292818],[1460834,2294003],[1462766,2093914],[1467723,2298183],[1468925,2299346],[1469474,2299368],[1470045,2091110],[1470594,2300156],[1471736,2301048],[1475414,2303447],[1475437,2303795],[1480533,1613159],[1483874,2309806],[1484605,2310197],[1486266,2104111],[1490787,2314256],[1491336,2314278],[1491586,2108249],[1496142,2112012],[1497276,2318357],[1497299,2113191],[1501253,2321041],[1502395,2321933],[1506098,2324975],[1507232,2325631],[1508983,2326816],[1514271,2127606],[1514564,2331167],[1519124,2334537],[1523645,1655744],[1525314,2338509],[1527256,2138324],[1527549,2340280],[1528454,1898928],[1529000,2139482],[1534111,2344484],[1535253,2345376],[1536373,2346238],[1537639,1905981],[1540090,2349074],[1541292,2350237],[1541841,2350259],[1542091,2150441],[1544828,1924822],[1552126,2358160],[1557245,1688969],[1557515,2361943],[1557970,2164272],[1560586,1949644],[1562082,2365434],[1563284,2169024],[1563833,2366619],[1564083,2169378],[1572022,1702693],[1573750,2374520],[1574892,2375412],[1575162,2375619],[1575617,2179918],[1577918,1956593],[1580997,2380622],[1584057,2382947],[1584971,2383363],[1585984,2190213],[1588662,2385289],[1589741,2191384],[1590875,2386577],[1592855,2201747],[1599259,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] cell #2950 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [590719,1924306],[614114,1959938],[689593,2041249],[710992,2068339],[713947,2072435],[715957,1837907],[732280,1850710],[774365,1647831],[781893,2137534],[793409,2150759],[796720,2152459],[809535,2166551],[819062,1951801],[819190,2177433],[822691,2181505],[842439,1971867],[848223,1733152],[855751,2209087],[872536,2000267],[885669,2235527],[893127,2025383],[894245,2241699],[901709,2029440],[907249,2254751],[916324,1807186],[923852,2268704],[924000,2268949],[934057,2067704],[934887,2279795],[935368,2281929],[938679,2283629],[959085,1852410],[971246,2101517],[972364,2308115],[983263,2108567],[990568,2113826],[996352,1888822],[1003880,2332315],[1004028,2332560],[1005382,2333731],[1011513,2136899],[1013383,2338727],[1013864,2339931],[1021169,2141296],[1026953,1919423],[1036274,2357386],[1037828,1681319],[1037925,1421926],[1042684,2165639],[1043802,2362828],[1044748,2363838],[1051266,2169696],[1055427,2177580],[1056806,2375880],[1073652,1967318],[1087018,2394596],[1093149,2208452],[1095019,2399592],[1095500,2400796],[1100145,2213354],[1106217,2215533],[1113644,2001967],[1116976,2223950],[1119395,2415295],[1120949,1765624],[1121046,1508732],[1125805,2234615],[1126923,2420737],[1127869,2421747],[1129251,2422821],[1130446,2238194],[1131857,2424001],[1135471,2241846],[1137929,2428354],[1145356,2031140],[1157517,1801474],[1161052,2444141],[1161288,2444255],[1162979,1552431],[1167183,2268069],[1169053,2449137],[1169534,2267207],[1176839,2272466],[1182623,2067552],[1192885,2079457],[1197104,2469474],[1198515,2470162],[1211145,1855396],[1211242,1601865],[1213556,2477869],[1214751,2304610],[1216162,2479049],[1219776,2308262],[1222234,2483402],[1226696,1869771],[1226932,2312737],[1233007,2109277],[1238024,2320222],[1244096,2322401],[1245620,2129928],[1246373,2496159],[1246609,2496273],[1248300,1638477],[1252504,2331680],[1254374,2501155],[1254855,2330818],[1256357,2502950],[1257973,2335520],[1259168,2503980],[1259404,2504094],[1265479,2136747],[1284976,1923983],[1287327,2521322],[1288860,2521936],[1289366,2522116],[1290561,2359323],[1291972,2360025],[1295586,2362975],[1298044,2362204],[1305471,2171396],[1308803,2370621],[1312776,1951895],[1312873,1703962],[1317632,1956033],[1321657,2188534],[1326372,2544911],[1327567,2545403],[1327803,2545517],[1333265,1969677],[1335506,1726569],[1337484,1465801],[1338895,2550118],[1340015,2196994],[1340531,1730449],[1342403,2552063],[1344019,2396385],[1345214,2553093],[1345450,2553207],[1351525,2208300],[1355257,2212555],[1355549,2403477],[1356055,1989942],[1359476,2559804],[1360887,2560492],[1367206,1999337],[1367442,2410449],[1373517,2004953],[1373614,1761980],[1374498,2235204],[1375422,2568019],[1375928,2568199],[1377123,2417232],[1378534,2417934],[1382148,2420884],[1384606,2420113],[1387297,2424019],[1388115,2238097],[1388407,2574948],[1388913,2575128],[1406375,2034126],[1406472,1793692],[1409981,1798910],[1411392,2586074],[1415006,2041535],[1417464,2590427],[1419115,2591012],[1420731,2445930],[1422162,2446590],[1428237,2267917],[1433254,2454075],[1439326,2456254],[1440850,2056070],[1443530,1830304],[1447734,2072112],[1450085,2464671],[1452601,1583718],[1456666,2611244],[1457776,2611602],[1458282,2611782],[1460583,2471941],[1463313,2085045],[1466124,1852115],[1468028,1596241],[1469223,2615673],[1469459,2615787],[1470343,2090852],[1470579,2297827],[1471754,2477414],[1474103,2479067],[1474921,2304513],[1475213,2618149],[1475719,2618329],[1485175,2311762],[1486089,1869690],[1489890,2624100],[1491085,2624592],[1491321,2624706],[1495820,2327784],[1496783,2111636],[1497075,2491636],[1497581,2112964],[1499024,1882239],[1501002,1628559],[1502413,2629307],[1504049,1886119],[1504921,2332846],[1505921,2631252],[1507537,2497948],[1508968,2498608],[1515043,2331528],[1518033,2335205],[1518947,2637302],[1529641,2139106],[1531882,1912840],[1533860,1661031],[1535271,2643785],[1536391,2343665],[1536907,1916720],[1540395,1921781],[1541590,2646760],[1541826,2646874],[1547901,2155445],[1547998,1927405],[1550815,2523314],[1551633,2359226],[1551925,2524003],[1563582,2168766],[1563818,2530975],[1569893,2174382],[1569990,1948251],[1570874,2166228],[1573499,1953469],[1574910,2538460],[1578524,2181791],[1580982,2540639],[1583799,2668162],[1587300,2387942],[1588485,2669265],[1590382,2189509],[1591180,2547036],[1593883,1722987],[1595955,1972441],[1597948,1724768],[1598766,2397756],[1599058,2672441],[1599564,2672621],[1600164,2390073],[1600670,2199173],[1602101,2551800],[1604595,2396070],[1605509,2674744],[1615359,1743833],[1619424,2679626],[1620534,2679984],[1621040,2680164],[1622483,1747415],[1623341,1750174],[1625734,2417309],[1626071,2218143],[1626985,1999256],[1628882,2001672],[1630786,1756356],[1631981,2684055],[1632217,2684169],[1634512,2567744],[1636861,2569397],[1637679,2417135],[1637971,2570086],[1655813,2025972],[1658543,2243685],[1661354,2030845],[1663258,1788068],[1664453,2696413],[1664689,2696527],[1665573,2249492],[1665809,2431680],[1666984,2584439],[1669333,2039177],[1670151,2252561],[1670443,2698889],[1670949,2699069],[1672392,2040978],[1676901,2439165],[1677417,2044858],[1680405,2445615],[1691050,2264173],[1692013,2270276],[1692305,2598661],[1692811,2271604],[1694254,2060969],[1696232,1820386],[1697643,2710047],[1699279,2064849],[1700151,2269235],[1702767,2069910],[1704198,2605633],[1710273,2286615],[1710370,2075534],[1713177,2717662],[1716436,2472018],[1718803,2290855],[1719717,2612830],[1720535,2471844],[1722340,2296220],[1723068,2720013],[1726840,2480388],[1727754,2721116],[1728833,2090771],[1729943,2616991],[1741134,2102106],[1743914,2726282],[1748600,2727385],[1750497,1872106],[1751295,1874759],[1752938,2497509],[1753998,1878657],[1756070,2114400],[1758063,1880438],[1758881,2499319],[1759173,2730561],[1759679,2730741],[1762216,2630989],[1764710,2497633],[1779127,2133003],[1782209,2336180],[1783007,2138065],[1785710,1909258],[1787782,2141870],[1789775,1911039],[1790593,2336891],[1790885,2740934],[1791391,2741114],[1791991,2510599],[1792497,2345844],[1793928,2645467],[1796422,2348454],[1797336,2743237],[1799233,2152164],[1803452,2354261],[1803688,2517571],[1804863,2519081],[1814310,1933686],[1815168,1936445],[1817561,2359400],[1817898,2364814],[1818812,2168685],[1820709,2171101],[1822613,1942627],[1823808,2752548],[1824044,2752662],[1826339,2661411],[1828688,2179433],[1829506,2373690],[1829798,2663753],[1831747,2181234],[1836772,2185114],[1839057,2668000],[1841443,2187902],[1841821,2546597],[1844801,1966527],[1845833,2546721],[1848186,2195484],[1848327,2671157],[1848856,2761124],[1862248,2204556],[1865330,2397045],[1866128,2209618],[1868847,2766238],[1874473,1991378],[1875387,1994358],[1876205,2562174],[1878738,2768589],[1882510,2570718],[1883424,2769692],[1885613,2685373],[1895946,2011805],[1896804,2014564],[1902707,2238271],[1905074,2424708],[1905988,2242709],[1906806,2426315],[1907941,2252003],[1908611,2430073],[1909339,2777142],[1913111,2425340],[1914025,2778245],[1915104,2249411],[1916214,2697731],[1921495,2255325],[1925704,2586781],[1926210,2441344],[1927641,2588388],[1936768,2050836],[1937566,2053489],[1939209,2445491],[1940269,2057387],[1942341,2273040],[1944334,2059168],[1945152,2447301],[1945444,2787690],[1945950,2787870],[1948487,2711729],[1950981,2458864],[1953792,2283334],[1959422,2607143],[1960801,2610024],[1963222,2078746],[1963363,2610318],[1966608,2794388],[1982735,2304687],[1985102,2479756],[1986016,2309125],[1986834,2481363],[1987969,2093363],[1988614,2105181],[1991000,2102760],[1995390,2625910],[1997884,2729277],[1998413,2801005],[2014887,2124694],[2015685,2127347],[2017787,2333845],[2020173,2334573],[2020551,2335081],[2023531,2135956],[2024563,2505851],[2026295,2348173],[2026916,2342155],[2027057,2739650],[2027586,2807924],[2036749,2515964],[2043242,2354180],[2044352,2648631],[2053203,2160807],[2054117,2163787],[2054935,2525610],[2057468,2815389],[2061240,2524635],[2062154,2816492],[2064343,2753866],[2069624,2376454],[2075770,2665360],[2080256,2760360],[2082435,2822029],[2093921,2394710],[2096307,2395438],[2096685,2395946],[2099665,2207509],[2100697,2554964],[2102429,2201502],[2105322,2678700],[2127061,2229783],[2127975,2232763],[2128793,2571693],[2130230,2422641],[2132651,2237386],[2132792,2575518],[2134379,2582033],[2136037,2831994],[2137779,2435081],[2148235,2437655],[2148376,2699459],[2158043,2263821],[2160429,2261400],[2164819,2593913],[2167313,2786406],[2167842,2838611],[2184608,2714893],[2190220,2469588],[2201783,2477689],[2204204,2303802],[2204345,2618719],[2205932,2475008],[2207590,2846215],[2209332,2301228],[2227019,2327432],[2229405,2325011],[2233795,2634153],[2236257,2508699],[2238896,2807160],[2239543,2512206],[2239684,2642116],[2241075,2851625],[2263962,2652490],[2265549,2659005],[2279546,2755594],[2291487,2544731],[2292462,2387590],[2294697,2385325],[2302673,2388173],[2305312,2825076],[2305959,2391680],[2306100,2548449],[2307491,2862672],[2313448,2559918],[2327573,2687101],[2329160,2565338],[2337690,2776751],[2360672,2600268],[2360813,2708378],[2385171,2468493],[2387731,2719622],[2398555,2798876],[2404109,2623920],[2405084,2489153],[2407319,2486888],[2418581,2493243],[2418722,2627638],[2448100,2749047],[2486734,2558823],[2489294,2680554],[2500118,2773438] ] cell #2951 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [59440],[80740],[99357],[108136],[119302],[130961],[139238],[142110],[155352],[166058],[167585],[169589],[176431],[179537],[196885],[198889],[208898],[211487],[213444],[223845],[225705],[227709],[234551],[245083],[248055],[261948],[263147],[265151],[267206],[277625],[279629],[281826],[282440],[289638],[292227],[299509],[304260],[307446],[319107],[322055],[323656],[325027],[325641],[338750],[341722],[346395],[347325],[355615],[356814],[358818],[364298],[366946],[371991],[374167],[387571],[389008],[392322],[395508],[396438],[406534],[411285],[414471],[420892],[426132],[429080],[430681],[432052],[432666],[440436],[443127],[448683],[451331],[458552],[463593],[466241],[467176],[471286],[473462],[475940],[484824],[487472],[492517],[494693],[508097],[509534],[512848],[516034],[516964],[522581],[524873],[534486],[537177],[542733],[545381],[550846],[553537],[559093],[561741],[568962],[574289],[576980],[582536],[585184],[592405],[597446],[600094],[601029],[605139],[607315],[609793],[615829],[625995],[628287],[637900],[640591],[643710],[646002],[655615],[658306],[663862],[666510],[669252],[671544],[681157],[683848],[689404],[692052],[697517],[700208],[705764],[708412],[715633],[728062],[736233],[738228],[740520],[746999],[757165],[759457],[769070],[771761],[774469],[784635],[786927],[796540],[799231],[802350],[804642],[814255],[816946],[822502],[825150],[834463],[842847],[846709],[848327],[868318],[878484],[880776],[897491],[905662],[907657],[909949],[916428],[926594],[928886],[938499],[941190],[950549],[952066],[959189],[963048],[990976],[996456],[1013193],[1021577],[1025439],[1027057],[1047048],[1057214],[1059506],[1073756],[1076407],[1094829],[1106625],[1113748],[1136820],[1138337],[1145460],[1149319],[1177247],[1182727],[1195133],[1221125],[1222642],[1233111],[1265583],[1268234],[1298452],[1305575],[1351629],[1357505],[1385014],[1390363],[1428341],[1477169],[1515147],[1553881],[1639927],[1721677] ] cell #2952 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561386],[651620],[691697],[708057],[721349],[755490],[792545],[810260],[824795],[830669],[890778],[891818],[905982],[924919],[934504],[968897],[969937],[1009399],[1010478],[1011960],[1025774],[1041375],[1055539],[1091035],[1092114],[1093596],[1124496],[1132530],[1134458],[1135583],[1166148],[1167630],[1216835],[1218763],[1219888],[1234435],[1251469],[1252951],[1260101],[1260262],[1292645],[1294573],[1295698],[1346147],[1346308],[1363507],[1379207],[1381135],[1382260],[1422859],[1423020],[1424010],[1461547],[1484950],[1493991],[1509665],[1509826],[1510816],[1554545],[1554706],[1585316],[1592188],[1592349],[1602829],[1615163],[1640591],[1640752],[1706046],[1714615],[1724585],[1731457],[1731618],[1742867],[1794656],[1832418],[1832579],[1840262],[1850294],[1910856],[1917728],[1917889],[1970882],[2029024],[2140311], 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] cell #2953 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2954 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [59444,1959964],[80744,2068365],[81562,1838176],[99361,2137560],[108172,2177807],[108315,1955054],[119306,2209113],[130997,2242073],[131140,2036206],[139242,2268730],[142090,2070633],[142143,2280115],[155388,2308489],[155531,1857476],[166062,2332341],[167655,2335632],[169569,2146891],[169622,2339047],[176435,1924332],[179573,2363202],[179716,1684478],[183246,2180369],[196955,2396497],[198869,1977462],[198922,2399912],[208902,2235553],[211523,2421111],[211666,1768783],[212791,2244112],[213516,2424458],[215767,2251138],[223881,2041583],[224024,1284361],[225775,2446042],[227689,1810267],[227742,2449457],[234555,2072461],[245153,1596289],[247402,2085472],[248127,2479506],[250378,2092498],[261984,2332894],[262127,1646349],[263217,2498060],[265131,1891903],[265184,2501475],[266703,2340930],[267079,2504146],[277695,1921829],[279609,1414160],[279662,2152742],[281173,1930259],[281898,2523753],[282510,1163005],[284149,1932821],[289642,2166577],[292263,2181839],[292406,1447119],[297610,2188961],[299579,2547148],[304332,1725051],[306943,2194259],[307319,2553259],[319143,2417357],[322125,1756404],[323636,1773693],[323689,2422030],[324374,2008378],[325099,2569836],[325711,1248326],[327350,2010940],[328927,2428921],[330839,1775700],[338820,1788116],[341069,1281904],[341794,2039460],[344045,1032026],[345892,2047617],[346268,2592208],[347397,1038194],[355651,2269283],[355794,1560303],[356884,2069958],[358798,1577678],[358851,2283912],[364334,2472066],[364802,2290605],[365582,2083433],[367018,2613269],[371864,1596972],[374237,1340557],[375010,2295068],[376922,1858821],[385672,2312189],[387641,1874807],[388943,1889635],[389041,2498068],[392394,1880721],[394169,1117727],[395005,2121475],[395381,2632448],[396510,1121315],[402356,1899488],[404635,1143265],[406604,2138113],[411357,1911322],[413968,1154106],[414344,1922512],[419257,1690185],[420765,919629],[426168,2359448],[429150,1942675],[430661,1689388],[430714,2364121],[431399,1444662],[432124,2179716],[432736,1443556],[434375,1187696],[440371,1968131],[440469,2547156],[440704,2383620],[441836,2192376],[443000,2670320],[444771,1464330],[448719,1466150],[449967,1973795],[451403,1211511],[454374,1979516],[456653,956994],[458622,2209666],[463629,1750523],[464097,2403227],[464877,2216531],[466313,1994641],[467098,2569418],[467771,1235882],[471159,1757087],[473532,1504075],[474305,1494955],[475813,999657],[482546,1778262],[484860,2238319],[485328,1019282],[486108,1527016],[487544,2242992],[492390,1788799],[494763,1536933],[495536,794160],[497448,2037551],[501931,803984],[506198,1303380],[508167,2053537],[509469,1807999],[509567,2446050],[512920,2059451],[514695,1309554],[515531,1314221],[515907,2070641],[517036,1313142],[521326,2717573],[524215,1322674],[524795,2612851],[525468,1325730],[526779,1586435],[534421,1853223],[534519,1336688],[535886,2089038],[537050,1085793],[540455,1861383],[542769,2304735],[543237,840552],[544017,1613578],[545453,2309408],[550781,2110090],[550879,1358680],[551114,2485183],[552246,2315604],[553410,1618448],[554845,1364490],[555181,1364498],[559129,1628908],[560377,2115754],[561813,1373883],[562796,880118],[567063,1111553],[569032,2127395],[571909,670886],[574224,1648644],[574322,2335640],[574557,902460],[575689,1396785],[576853,2146899],[578624,1659560],[582572,1661380],[583820,2143224],[585256,1406741],[588227,2148945],[592475,1677443],[597482,1936794],[597950,1174952],[598730,1427225],[600166,2164070],[600951,2523335],[601624,1431112],[605012,1943358],[607385,1699305],[608158,709467],[609666,1185928],[614713,2668033],[616091,1713217],[618694,1455682],[619030,1455690],[620798,952710],[624740,1205158],[628209,1466557],[628882,1467386],[630193,1725704],[635520,739862],[637835,1733965],[637933,2396505],[638168,733031],[639300,1483591],[640464,1977470],[642455,1745897],[645344,1223988],[645924,1488419],[646597,1489248],[647908,1746550],[650682,1231995],[655550,2002780],[655648,1500206],[657015,2222136],[658179,994244],[663898,2014913],[664366,988681],[665146,1514031],[666582,2233046],[667997,2244120],[671466,2424040],[672139,1522106],[673450,779438],[681092,2031953],[681190,1533064],[682557,2247678],[683721,1277620],[687126,2040113],[689440,1799259],[690688,1805405],[692124,1548267],[697452,1554786],[697550,1555056],[697785,1052017],[698917,1297197],[700081,1810275],[701516,1560866],[701852,1560874],[705800,1820735],[707048,2274394],[708484,1570259],[715703,1836798],[717830,1583873],[719208,1585782],[720287,1067665],[726946,1333698],[728324,1848896],[730927,1596964],[731263,1339036],[736269,2102455],[736973,2085480],[740442,2479088],[741115,1608668],[742426,853296],[745883,1617765],[747261,1868887],[748688,1358410],[749864,1618440],[750200,1099166],[751968,866106],[754886,1105370],[755910,1108818],[759379,1629315],[760052,1630144],[761363,1881374],[762754,1887368],[764137,1372505],[769005,1640832],[769103,1641102],[769338,873287],[770470,1383759],[771634,1891911],[773353,2340512],[774731,889716],[777334,1650912],[777670,1650920],[783380,1400388],[786849,1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] cell #2955 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561387],[651621],[691698],[708058],[721350],[755491],[792546],[810261],[824796],[830670],[890779],[891819],[905983],[924920],[934505],[968898],[969938],[1009400],[1010479],[1011961],[1025771],[1041376],[1055540],[1091036],[1092115],[1093597],[1124497],[1132531],[1134455],[1135584],[1166149],[1167631],[1216836],[1218760],[1219889],[1234436],[1251470],[1252952],[1260098],[1260263],[1292646],[1294570],[1295699],[1346144],[1346309],[1363508],[1379208],[1381132],[1382261],[1422856],[1423021],[1424011],[1461548],[1484951],[1493988],[1509662],[1509827],[1510817],[1554542],[1554707],[1585317],[1592185],[1592350],[1602830],[1615160],[1640588],[1640753],[1706047],[1714612],[1724586],[1731454],[1731619],[1742780],[1794657],[1832415],[1832580],[1840175],[1850291],[1910857],[1917725],[1917890],[1970795],[2029021],[2140224], [136375,1674345],[143847,2186284],[176032,1544869],[183974,2283447],[184951,1833700],[194300,1079417],[216898,2348286],[222124,1412140],[223492,1674254],[228813,1938736],[232783,2376704],[234152,1707241],[245020,1205838],[251509,2201615],[260562,1238772],[266255,2016855],[271131,2435331],[275040,1271244],[277562,1542594],[285280,2050949],[285353,1816207],[290211,2461839],[290506,1575658],[291874,1833609],[303906,1080161],[311371,2301478],[317797,1361635],[321992,1368210],[328481,2124807],[328554,1897843],[329374,2509354],[334197,2514129],[334492,1656852],[338687,1401068],[341368,1412884],[346184,1932693],[350320,2161057],[350720,1938645],[354229,1434002],[356751,1704966],[368194,955718],[375457,2388828],[380280,2393603],[380575,1742173],[383685,1492254],[387508,1492089],[391968,1239516],[393979,1242830],[395297,2010812],[399433,2230033],[399833,2016764],[400724,2579789],[402648,1778134],[406471,1784086],[410931,1271988],[419704,2049331],[419846,2049942],[424527,2264375],[424822,1558011],[429017,1564586],[431698,1576402],[439179,828435],[441151,2289610],[442128,2084877],[452742,2472764],[454666,1861255],[458489,1867207],[461762,859045],[461904,861606],[465887,1101637],[467489,867032],[469576,1368375],[473399,1116113],[474752,2123189],[474894,2123800],[479575,2327986],[479870,1644057],[480480,2641157],[482993,1901202],[483135,1901813],[487118,1667356],[488720,1141989],[501101,1678402],[501728,2160023],[502287,2160117],[504211,1687484],[508034,1687319],[512494,1434746],[514505,1438060],[525186,947078],[526279,2383081],[527226,2193160],[527368,2193771],[536178,1983838],[536966,1206003],[538389,2547490],[540902,1981230],[541044,1981841],[545027,1472126],[546852,1227700],[548263,978799],[548822,748324],[549589,745713],[551561,2402232],[552538,2217975],[557262,987183],[557404,989744],[562593,2228999],[563152,2229093],[565076,1771789],[568899,1771624],[570295,1785511],[571706,2019767],[572265,2019861],[588519,1796198],[592342,1549330],[593102,2263450],[595757,1040336],[599740,1293464],[601342,1045762],[603429,1564751],[607252,1307940],[613723,1579716],[617154,1068345],[619588,2467534],[620595,2294291],[621154,2294385],[628600,844049],[630640,2097865],[630782,1336748],[631502,1083475],[631644,841615],[632479,1867372],[633906,1593684],[635317,2095901],[635876,2095995],[642036,1100893],[643922,646315],[647408,2484644],[648355,2316388],[648497,1358740],[653032,1112512],[653591,869643],[657307,2125797],[659518,2327061],[662173,1123457],[666156,1380026],[667578,1908205],[669464,2132280],[671857,1133349],[682849,1903810],[683637,1401233],[687573,1918613],[687715,1673634],[693523,1422930],[694934,1165070],[703933,1173454],[704075,1176015],[711747,1705131],[715570,1449222],[716751,2543118],[716842,2382679],[718789,946334],[722390,1715542],[722794,2387219],[729387,953819],[732828,1466371],[733387,2205620],[733758,957953],[734317,961554],[735406,1212574],[736554,1721934],[738440,2203833],[740833,1217654],[750758,2557864],[751765,1488233],[752324,2407007],[757377,759770],[761810,2230963],[761952,1500266],[763649,2016929],[765076,1509736],[766487,1250391],[773183,2026545],[775794,1260172],[787240,1022779],[789280,2021731],[789422,1533124],[790142,1275302],[790284,1020345],[791119,1784251],[793957,1799480],[794516,2036437],[799020,1542759],[800676,1292720],[811672,1304339],[812231,1048373],[815947,2051939],[820813,1315284],[826462,2467463],[831749,1841037],[833231,1592259],[837107,1593073],[837181,839054],[843059,1596803],[845056,1341516],[847041,1847815],[849652,1346218],[857007,1867806],[857098,1614549],[862646,1871212],[863050,1618279],[873084,1629129],[873643,2328848],[875662,1374946],[876810,1379282],[888218,1132605],[898816,1140090],[902257,1661601],[902816,2134067],[903187,1144224],[903746,1147825],[904835,1407804],[907869,1922343],[910262,1157603],[913164,1416198],[913306,1155169],[914141,1674419],[926806,929199],[931239,2161987],[931381,1695496],[933078,1938810],[935916,1445621],[945049,1962063],[945140,1714001],[946260,1714931],[948184,1962851],[949313,1461622],[953745,1722028],[953910,1463089],[960514,1479024],[966337,1216910],[974591,1742874],[979878,1990594],[981360,1752374],[985236,1753188],[991188,1756918],[993185,1505034],[1015837,1784900],[1015911,1017784],[1021789,1788630],[1023786,1537892],[1028382,1278729],[1032753,1282863],[1033312,1286464],[1034401,1285424],[1051814,1820956],[1052373,2265237],[1054392,1571322],[1063698,1833774],[1067151,1840269],[1068271,1841131],[1068436,1586307],[1069426,1842071],[1078132,2086307],[1078223,1849680],[1082396,1348493],[1100819,1870601],[1102743,2104810],[1103872,1624380],[1108304,1877698],[1108469,1625847],[1115073,1641782],[1140016,1908299],[1140181,1658319],[1146785,1392218],[1150735,1152608],[1158610,1415119],[1171507,1939459],[1177459,1943189],[1179456,1700264],[1190071,1448182],[1195794,1963776],[1195959,1716549],[1204644,1970889],[1205929,1479115],[1206919,1972691],[1227626,1990688],[1227791,1746422],[1228781,1991628],[1241751,1512011],[1261253,2020801],[1262447,12742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] cell #2956 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [59448,1959959],[80754,2068360],[81570,1838171],[99371,2137555],[108144,2177633],[108332,1955049],[119316,2209108],[130969,2241899],[131157,2036201],[139252,2268725],[142095,2070574],[142105,2279959],[155360,2308315],[155548,1857471],[166072,2332336],[167593,2335573],[169574,2146832],[169584,2338891],[176445,1924327],[179545,2363028],[179733,1684473],[183244,2180318],[196893,2396438],[198874,1977403],[198884,2399756],[208912,2235548],[211495,2420937],[211683,1768778],[212796,2244053],[213439,2424407],[215765,2251087],[223853,2041581],[224041,1284356],[225713,2445983],[227694,1810208],[227704,2449301],[234565,2072456],[245091,1596287],[247407,2085413],[248050,2479455],[250376,2092447],[261956,2332892],[262144,1646344],[263155,2498001],[265136,1891844],[265146,2501319],[266701,2340879],[267074,2504144],[277633,1921827],[279614,1414155],[279624,2152745],[281178,1930085],[281821,2523702],[282448,1163000],[284147,1932770],[289652,2166572],[292235,2181837],[292423,1447114],[297615,2188902],[299517,2547089],[304255,1725054],[306941,2194208],[307314,2553257],[319115,2417355],[322063,1756402],[323641,1773688],[323651,2422033],[324379,2008204],[325022,2569785],[325649,1248321],[327348,2010889],[328922,2428919],[330844,1775526],[338758,1788114],[341074,1281899],[341717,2039463],[344043,1032021],[345890,2047461],[346263,2592206],[347320,1038189],[355623,2269281],[355811,1560298],[356822,2069956],[358803,1577673],[358813,2283915],[364306,2472064],[364800,2290554],[365587,2083259],[366941,2613218],[371859,1596975],[374175,1340552],[375005,2295066],[376927,1858647],[385677,2312130],[387579,1874805],[388948,1889630],[389003,2498071],[392317,1880724],[394167,1117722],[395003,2121319],[395376,2632446],[396433,1121310],[402354,1899332],[404640,1143260],[406542,2138111],[411280,1911325],[413966,1154101],[414339,1922515],[419252,1690134],[420760,919624],[426140,2359446],[429088,1942673],[430666,1689383],[430676,2364124],[431404,1444657],[432047,2179719],[432674,1443551],[434373,1187691],[440376,1968126],[440431,2547159],[440699,2383618],[441834,2192220],[442995,2670318],[444766,1464333],[448691,1466145],[449972,1973621],[451326,1211506],[454372,1979360],[456658,956989],[458560,2209664],[463601,1750518],[464095,2403176],[464882,2216357],[466236,1994644],[467093,2569419],[467769,1235877],[471154,1757090],[473470,1504070],[474300,1494904],[475808,999652],[482541,1778211],[484832,2238317],[485326,1019277],[486113,1527011],[487467,2242995],[492385,1788802],[494701,1536928],[495531,794155],[497453,2037377],[501926,803979],[506203,1303375],[508105,2053535],[509474,1807994],[509529,2446053],[512843,2059454],[514693,1309549],[515529,1314216],[515902,2070644],[516959,1313137],[521321,2717571],[524210,1322677],[524790,2612852],[525466,1325725],[526774,1586384],[534426,1853218],[534481,1336683],[535884,2088882],[537045,1085788],[540450,1861332],[542741,2304733],[543235,840547],[544022,1613573],[545376,2309411],[550786,2110085],[550841,1358675],[551109,2485181],[552244,2315448],[553405,1618451],[554840,1364431],[555176,1364501],[559101,1628903],[560382,2115580],[561736,1373878],[562791,880113],[567068,1111548],[568970,2127393],[571904,670881],[574229,1648639],[574284,2335643],[574552,902455],[575687,1396780],[576848,2146902],[578619,1659563],[582544,1661375],[583825,2143050],[585179,1406736],[588225,2148789],[592413,1677438],[597454,1936789],[597948,1174947],[598735,1427220],[600089,2164073],[600946,2523336],[601622,1431107],[605007,1943361],[607323,1699300],[608153,709462],[609661,1185923],[614708,2668034],[616086,1713061],[618689,1455623],[619025,1455693],[620793,952705],[624735,1205153],[628204,1466555],[628880,1467381],[630188,1725653],[635515,739857],[637840,1733960],[637895,2396508],[638163,733026],[639298,1483586],[640459,1977473],[642450,1745900],[645339,1223991],[645919,1488417],[646595,1489243],[647903,1746499],[650687,1231990],[655555,2002775],[655610,1500201],[657013,2221980],[658174,994239],[663870,2014908],[664364,988676],[665151,1514026],[666505,2233049],[667992,2244123],[671461,2424041],[672137,1522101],[673445,779433],[681097,2031948],[681152,1533059],[682555,2247522],[683716,1277615],[687121,2040062],[689412,1799254],[690693,1805400],[692047,1548262],[697457,1554781],[697512,1555051],[697780,1052012],[698915,1297192],[700076,1810278],[701511,1560807],[701847,1560877],[705772,1820730],[707053,2274220],[708407,1570254],[715641,1836793],[717825,1583699],[719203,1585785],[720282,1067660],[726941,1333696],[728319,1848740],[730922,1596905],[731258,1339039],[736241,2102450],[736968,2085483],[740437,2479089],[741113,1608663],[742421,853291],[745878,1617763],[747256,1868731],[748693,1358405],[749859,1618381],[750195,1099169],[751963,866101],[754884,1105365],[755905,1108813],[759374,1629313],[760050,1630139],[761358,1881323],[762759,1887363],[764142,1372500],[769010,1640827],[769065,1641097],[769333,873282],[770468,1383754],[771629,1891914],[773348,2340513],[774726,889711],[777329,1650853],[777665,1650923],[783375,1400383],[786844,1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] cell #2957 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658239],[756103],[799164],[816879],[831282],[867057],[906595],[925532],[941123],[947103],[1010012],[1011091],[1025796],[1045787],[1056152],[1091648],[1092727],[1133374],[1134480],[1136196],[1150348],[1166761],[1181466],[1217679],[1218785],[1220501],[1252082],[1260123],[1262060],[1263216],[1294595],[1296311],[1346169],[1348106],[1349262],[1364120],[1381157],[1382873],[1389893],[1390066],[1422881],[1424818],[1425974],[1476699],[1476872],[1494013],[1509687],[1511624],[1512780],[1553411],[1553584],[1554567],[1592210],[1615185],[1623993],[1639457],[1639630],[1640613],[1683888],[1684061],[1714637],[1721207],[1721380],[1731479],[1743493],[1768193],[1768366],[1832440],[1840888],[1850316],[1856886],[1857059],[1867833],[1917750],[1954464],[1954637],[1962090],[1971508],[2029046],[2035616],[2035789],[2086334],[2140937],[2244974], [176206,1801184],[223524,1674279],[234326,1955743],[245052,1205863],[277594,1542619],[279229,1801083],[285527,2055780],[291906,1833634],[293066,2288278],[304213,1335115],[322024,1368235],[328728,2129638],[338719,1401093],[341675,1672001],[350266,2161693],[350752,1938670],[356783,1704991],[357956,2377340],[358418,1955642],[361357,944827],[371924,1206606],[387540,1492114],[392275,1498633],[399379,2230669],[399865,2016789],[406503,1784111],[407200,2435967],[411238,1531491],[414404,1543362],[419878,2049967],[424031,2264527],[425057,2055679],[429049,1564611],[432005,1831356],[432918,2461991],[445742,1077910],[458521,1867232],[459218,2302114],[460652,856785],[461936,1361773],[466194,1622092],[471219,1368978],[473431,1115706],[474926,2123825],[479079,2328138],[480105,2129537],[483167,1901838],[487425,1907550],[487785,2514281],[492450,1401836],[502284,2160269],[502501,2160736],[507109,2359713],[508066,1687344],[512801,1693863],[515967,1705734],[517222,2538148],[527400,2193796],[541076,1981866],[545334,1987578],[545694,2393755],[548659,747684],[548819,747917],[549036,979411],[553470,1228468],[556152,984923],[557436,1238910],[561694,992670],[563149,2229245],[563366,2229712],[567974,2417622],[568931,1771649],[570460,2580312],[572262,2020013],[572479,2020480],[576913,1794344],[577536,2584127],[579595,1269737],[592374,1548923],[593127,2263477],[593639,2263650],[595789,1558149],[600047,1813919],[605072,1565354],[607284,1307533],[621151,2294537],[621368,2295004],[621921,1069113],[630814,1863329],[631676,1079555],[634071,2473287],[635873,2096147],[636090,2096614],[640524,1602517],[641147,2477102],[642648,1357107],[643947,1101662],[644414,644459],[648529,2111119],[653428,869003],[653588,869236],[653805,1113124],[659543,2327088],[660055,2327261],[662205,1644195],[666463,1895555],[668105,2641845],[668190,1908918],[669489,2132307],[670001,2132480],[687747,1669229],[692005,1418576],[692883,2358791],[695707,1165682],[700141,1423698],[702823,1171194],[704107,1434140],[708365,1178941],[715602,1448815],[719401,1194735],[722555,2383604],[722819,2387246],[723331,2387419],[733384,1983066],[733601,1469607],[734154,960914],[734314,961147],[734531,958565],[735438,1742311],[737081,2548178],[737166,1722647],[738465,2203860],[738977,2204033],[745738,1227725],[752321,2217203],[752538,1491469],[757402,1239541],[757869,757914],[761984,2012886],[764436,2416700],[767260,1251003],[771694,1510504],[772972,2694614],[773208,2026572],[775154,2237662],[780561,1260940],[789454,1780208],[790316,1271382],[794513,1795426],[794730,1541974],[801288,1553483],[802587,1293489],[812068,1047733],[812228,1047966],[812445,1304951],[820845,1575796],[825103,1318210],[826487,2467490],[828460,1068370],[832276,2468222],[832361,1841750],[832591,2471409],[839666,1076009],[843084,1599013],[843596,2097713],[844074,1080186],[844541,844586],[845829,1342128],[846830,2613874],[847066,1847842],[849012,2304078],[854419,1346986],[862811,2310438],[863075,1620489],[863587,2316236],[873640,2125025],[873857,1632365],[875694,1897981],[877422,1639529],[878721,1380051],[885958,2138671],[888830,1389965],[902813,1903038],[903030,1664837],[903583,1147185],[903743,1147418],[903960,1144836],[904867,1656990],[907894,1670398],[908406,1918461],[913338,1412278],[915167,1422955],[926831,1434771],[927298,927343],[931413,1934767],[936689,1446233],[942854,2543269],[947973,2543604],[948209,1962878],[949925,1721279],[953770,1722180],[953844,955743],[959874,1727688],[961983,1472151],[964077,1969242],[966949,1476771],[974616,1743026],[980405,2401709],[980490,1991307],[980720,1748534],[991213,1759128],[991725,2230811],[993958,1505646],[995195,1509761],[1007190,1260197],[1018396,1267836],[1021814,1790840],[1022326,2021579],[1022804,1272013],[1023271,1023316],[1024559,1538504],[1027742,1797270],[1033149,1285824],[1033309,1286057],[1033526,1283475],[1034433,1545007],[1052370,2051167],[1052587,1824192],[1054424,1816345],[1057451,1576427],[1064851,2609950],[1067176,1840421],[1068296,1841283],[1070233,2079022],[1071389,1592284],[1075937,1848015],[1076110,1593709],[1083008,1609256],[1088826,1346243],[1097413,1868006],[1102532,2483956],[1102768,2104837],[1104484,1876949],[1108329,1877850],[1114433,1883358],[1116542,1634909],[1140041,1908451],[1140115,1142014],[1146145,1913959],[1148254,1667381],[1153220,1408732],[1157628,1412909],[1158095,1158140],[1159383,1415731],[1177484,1945399],[1177996,2161835],[1180229,1700876],[1190103,1707379],[1193557,1962263],[1194663,1963051],[1194836,1715567],[1195819,1963928],[1204669,1971041],[1208882,1479049],[1224206,1988179],[1227651,1990840],[1229588,2212120],[1230744,1752399],[1235292,1997572],[1235465,1753824],[1242363,1769371],[1267764,2026745],[1267937,1785536],[1274835,1522694],[1278754,1280653],[1286893,1545638],[1300156,2056580],[1306260,2062088],[1308369,1826736],[1319498,1579249],[1322892,2078311],[1325140,2079944],[1325313,1842707],[1333937,2086507],[1335216,1609357],[1336199,2088172],[1357035,2105010],[1357208,1871237],[1358191,2105887],[1371254,1641807],[1391049,2133357],[1392243,1404112],[1399899,2140470],[1408833,1672102],[1430522,2167001],[1430695,1940095],[1437593,1685066],[1449651,1708010],[1464548,2195049],[1466796,2196682],[1466969,1973327],[1477855,2204910],[1488658,2213042],[1488831,1992264],[1498734,1769472],[1499717,2221270],[1521516,2238584],[1521689,2021437],[1522795,1531592],[1530313,2245147],[1532575,2246812],[1555761,1567630],[1572351,1831457],[1608078,2305000],[1608251,2097571],[1622193,1877050],[1629554,2319910],[1629727,2115286],[1653559,1907651],[1659778,2341720],[1662026,2343353],[1662199,2142756],[1673085,2351581],[1685167,1693964],[1694947,2367941],[1738880,1987679],[1760832,2006616],[1799905,2438853],[1800078,2256211],[1812914,1814020],[1821381,2453763],[1821554,2273926],[1894550,1895656],[1925151,2157108],[1947103,2176045],[2073280,2074386] ] cell #2958 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [59449,1711569],[80755,1830763],[81565,1837897],[99372,1917179],[108105,1951931],[108318,1951791],[119317,1730908],[130930,2034162],[131143,2025373],[139253,1552890],[142063,2068437],[142137,2067588],[155321,1855432],[155534,2101507],[166073,1638936],[166998,2139142],[169542,2145735],[169616,2136783],[176446,1156076],[179506,1681355],[179719,2165629],[183291,2177481],[196298,1969713],[198842,1976306],[198916,2208336],[208913,1516339],[211456,1765660],[211669,2234605],[212764,2243951],[213471,2238133],[215812,2241747],[223814,1284082],[224027,1801464],[225118,1807222],[227662,1808071],[227736,2267953],[234566,1316191],[239195,2079493],[247375,2085311],[248082,2304549],[250423,2308163],[261917,1646070],[262130,2129918],[262560,1888858],[265104,1889707],[265178,2331564],[266356,2340521],[267456,2335471],[268163,1647867],[277038,1153827],[279582,910994],[279656,1923976],[281146,1929933],[281853,2359262],[284194,2362876],[289653,1429533],[292196,1446840],[292409,1956023],[297583,2188800],[298290,1967354],[304287,1465794],[306596,2193850],[307696,2396336],[308403,1733188],[316167,2212591],[319037,1765520],[323609,1255601],[323683,2235197],[324347,2008052],[325054,2417171],[327395,2420785],[329712,2424049],[330812,1775374],[332862,1019003],[341042,1029289],[341749,1798903],[344090,2041539],[345545,1549754],[346645,2445881],[347352,1037915],[355584,1560024],[355797,2056060],[356227,1313942],[358771,1060551],[358845,2072105],[364228,1846643],[364455,2290196],[365555,2083107],[366973,2471880],[372241,1596245],[372948,1852446],[375795,2479097],[376895,1858495],[378945,840273],[385645,2312028],[386352,2109313],[388916,1376387],[389035,2327777],[392349,1628552],[394214,2332850],[394658,1635800],[395758,2497899],[396465,1121036],[402009,1648716],[404608,899723],[405315,1396506],[411312,1661024],[413621,686265],[414721,1921785],[415428,1919459],[420042,2523344],[421142,917620],[423192,1174673],[426062,1681215],[430634,1170280],[430708,2166221],[431372,1184959],[432079,1953462],[434420,2181795],[437273,1193274],[440344,1458741],[440463,2387935],[441489,1717616],[443377,2546987],[448613,1727650],[448840,1466513],[449940,1973469],[451358,1211232],[454027,1734037],[456626,730294],[457333,1483312],[463523,1996200],[463750,2402818],[464850,2216205],[466268,1750167],[467159,1505957],[467866,2417313],[471536,1756360],[472243,2002003],[475090,2569427],[476190,997648],[478240,988402],[481685,571126],[484754,1518843],[484981,787972],[486081,1266775],[487499,2025965],[492767,1788072],[493474,2031176],[496321,1799622],[497421,2037225],[503572,802989],[506171,1049280],[506878,1296918],[509442,1289825],[509561,2264166],[512875,1820379],[514740,2269239],[515184,819363],[516284,2069914],[516991,1312863],[522256,1839544],[524856,1588521],[525563,2472022],[528426,2612860],[531323,1333654],[534394,1600023],[534513,1335496],[535539,1853295],[537427,1084824],[539594,634737],[542663,1605405],[542890,629332],[543990,1352821],[545408,2102099],[547683,1097130],[550754,1621499],[550873,1622473],[551899,1873286],[553787,1874763],[554494,1105091],[554774,2497549],[559023,1883320],[559250,1629271],[560350,2115428],[561768,1373604],[564437,879123],[567036,870550],[567743,1383480],[574197,1389372],[574316,2132996],[575342,894418],[577230,2138069],[582466,1913921],[582693,1661743],[583793,2142898],[585211,1406462],[587880,1920308],[591186,1678542],[594307,694354],[597376,1424223],[597603,929931],[598703,1168538],[600121,1936438],[601012,1419151],[601719,2359404],[605389,1942631],[606096,2171432],[608943,1954181],[610043,1183919],[615190,2668042],[615812,1713213],[618623,2546637],[625670,1970164],[628270,1727790],[628977,1207333],[631840,962385],[637808,1476178],[637927,2204549],[638953,972537],[640841,2209622],[643385,1989101],[644349,976343],[644880,1228993],[645985,1748636],[646692,1229195],[649555,1488375],[650655,982267],[652452,1235009],[655523,1760138],[655642,1499014],[656668,2002852],[658017,1763157],[658556,1244179],[659263,1242970],[660723,765907],[663792,1511029],[664019,760502],[665119,1253859],[666537,2014557],[668927,1008918],[671527,1518983],[672234,2238275],[675097,2035333],[677994,1530030],[681065,1791850],[681184,1531872],[682210,2032025],[684098,1276651],[689334,1797232],[690661,1549197],[692079,1547988],[697425,1294111],[697544,1814300],[698570,1043975],[700458,2053493],[701445,2445531],[705694,2062050],[705921,1821098],[707021,2274068],[708439,1569980],[711108,1057853],[714414,1579856],[716702,2610079],[724211,1324857],[724989,835102],[727423,1078637],[728045,1848892],[730856,1335918],[736163,1603042],[737903,1090554],[740503,1605545],[741210,2304691],[744073,1856603],[746360,1617721],[746982,1868883],[748191,859364],[748301,859185],[748661,1102284],[749793,1357910],[754539,865245],[756840,2112123],[757804,1110056],[758335,1369503],[759440,1883460],[760147,1369705],[762727,1635531],[763010,875858],[764110,1115980],[768978,1380673],[769097,1895936],[770123,1127096],[772011,2127351],[773830,2139284],[774452,1132391],[777263,2335121],[7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] cell #2959 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [690277],[763726],[792134],[792411],[823375],[867609],[891407],[891684],[905975],[933155],[934370],[947655],[969526],[969803],[984947],[1008571],[1010471],[1011826],[1040964],[1041241],[1046339],[1055532],[1069137],[1090207],[1092107],[1093462],[1124085],[1124362],[1132523],[1133926],[1135576],[1164241],[1166141],[1167496],[1171218],[1216828],[1218231],[1219881],[1234024],[1234301],[1249562],[1251462],[1252817],[1260255],[1260964],[1292638],[1293764],[1295691],[1330770],[1346301],[1347010],[1354330],[1363500],[1379200],[1380326],[1382253],[1423013],[1424003],[1454438],[1461540],[1472426],[1484125],[1484943],[1509819],[1510809],[1554699],[1576702],[1584491],[1585309],[1592342],[1595720],[1602822],[1640745],[1667656],[1706039],[1723760],[1724578],[1731611],[1787547],[1794649],[1832572],[1910031],[1910849],[1917882], 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] cell #2960 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2961 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [59454,1451093],[80927,1575007],[81567,1581831],[99762,1667081],[103559,911256],[108320,1702128],[108375,1703326],[119707,1471851],[131145,1781289],[131473,1793056],[136193,1031045],[139643,1292069],[142173,1827788],[142397,1829702],[143440,1060813],[155536,1864410],[155864,1601229],[166463,1378631],[167073,1908565],[169652,1904048],[170211,1916118],[174430,1153971],[175963,910999],[179721,1935848],[180049,1421290],[180404,1170542],[183335,1949934],[184769,1186715],[196373,1722294],[198952,1984076],[199511,1729847],[211671,2013967],[211999,1508096],[212354,1255863],[212853,2026846],[213546,2020127],[215574,1019147],[215856,2022526],[221573,1029294],[224029,1545149],[225193,1549915],[227772,2052177],[228331,1551829],[228631,1298893],[232550,1314086],[234083,1060556],[239270,1841397],[247464,1848116],[248157,2096261],[250185,840417],[250467,2098660],[262132,1898123],[262635,1635961],[265214,2126035],[265773,1637875],[266073,1385455],[266361,2138674],[267545,2132581],[268238,1648877],[269874,899728],[270422,1396650],[276721,686270],[279692,1674284],[281235,1679358],[281340,1420092],[281928,2160383],[283956,1174817],[284238,2162782],[285284,1170285],[289955,1184964],[292411,1707521],[297672,1963152],[298365,1717777],[304362,1205868],[306601,1969245],[307785,2204134],[308478,1734198],[310114,730299],[310662,1483456],[316242,1990954],[323719,2016794],[324436,1763663],[324541,1506898],[325129,2229359],[327157,988546],[327439,2231758],[328485,1255606],[329717,2237665],[330901,1776321],[331006,1519924],[332545,787977],[333388,1266780],[341824,1542624],[344134,1801082],[345550,1549805],[346076,1289830],[346734,2263751],[347427,802791],[349063,1049285],[349611,1297062],[355799,1816487],[355910,819368],[358881,1833639],[364460,2079025],[365644,1843796],[365749,1589462],[367048,2294651],[372330,1335114],[373023,1853456],[375800,2304081],[376984,1859442],[377089,1606486],[378628,629337],[379471,1352826],[385734,2105111],[386427,1873447],[388058,1105235],[389071,2123830],[392424,1368240],[394258,2129536],[394663,1635851],[395189,1376392],[395847,2327362],[396540,878925],[398176,870555],[398724,1383624],[401473,481690],[402014,1648767],[402540,1389377],[404998,894423],[411387,1401098],[414810,1672000],[415503,1920469],[417687,1678686],[419192,1419210],[420047,2358794],[421231,695394],[421336,1424365],[422875,929936],[423718,1168543],[430744,1938675],[432154,1704996],[434464,1955641],[437278,944826],[440499,2193801],[441494,1717667],[442020,1458746],[443466,2387520],[448845,1206605],[450029,1974416],[450134,1728731],[451433,962187],[453491,539599],[454032,1734088],[454558,1476183],[457016,972542],[461972,1229135],[463755,2212123],[464939,1993353],[465044,1749577],[466343,1492119],[466794,982272],[467910,2229711],[471625,1498632],[472318,2003013],[473949,1243114],[474240,1506016],[475095,2416703],[476279,766947],[476384,1511171],[477923,760507],[478766,1253864],[481947,1008923],[482481,1519042],[487574,1784116],[492856,1531490],[493549,2032186],[496326,1543361],[497510,2038172],[497615,1798313],[499997,1549202],[503036,594312],[503577,595417],[504103,1294116],[506561,1043980],[509597,2049972],[512950,1564616],[514784,2055678],[516373,1831355],[517066,1057655],[519250,1580000],[522261,1839645],[525607,2295003],[526714,1588580],[528431,2471412],[531328,1077909],[534549,1079697],[535544,1853346],[536070,1600028],[537516,845516],[537621,1603184],[539856,1090559],[540390,1605604],[545483,1867237],[547688,856784],[548820,859329],[549080,1102289],[550909,1361915],[551904,1873337],[552430,1621504],[553876,1622091],[554177,865250],[554779,2327087],[557472,1369645],[559255,1368977],[560439,2116375],[560544,1884401],[561843,1116746],[562294,1115985],[563901,660728],[564442,661833],[564968,1380678],[567426,1127101],[570928,1132396],[574352,1901843],[577319,1907549],[582698,1401835],[583882,2143845],[583987,1915002],[585286,1148458],[587885,1920359],[588411,1671413],[590869,913507],[594569,1164593],[595103,1423876],[600196,1687349],[601763,2160735],[605478,1693862],[606171,2172442],[607802,1438344],[608948,1705733],[610132,936376],[610237,1706401],[612619,1449094],[615195,2543272],[615956,1713327],[618628,2387245],[622833,724994],[625675,1970265],[629021,958629],[629594,1219412],[630128,1727849],[631712,1207273],[631845,735066],[632371,1472778],[634539,1216701],[637963,1981871],[640930,1987577],[642712,978322],[643390,1989202],[643952,1228646],[644354,747683],[644458,748196],[646736,979475],[647843,1748695],[649560,1228467],[652457,984922],[653589,987467],[653849,1240168],[655678,1239052],[656673,2002903],[657199,1760143],[658645,993645],[658750,1763299],[658946,763015],[660985,1249914],[661519,1510682],[666612,1771654],[672278,2020479],[675102,1794343],[677999,1269736],[681220,1271524],[682215,2032076],[682741,1791855],[684187,1024246],[684292,1795011],[686527,1026423],[687061,1797431],[692154,1287097],[694156,1292511],[697580,1558291],[700547,1813918],[701450,2263476],[704143,1566021],[705926,1565353],[707110,2275015],[707215,2063131],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] cell #2962 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2963 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2964 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2965 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2966 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2967 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2968 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [60046],[63462],[67278],[85619],[86427],[90733],[91206],[93876],[94149],[101068],[115114],[116511],[120980],[122780],[123866],[124339],[124674],[132419],[133227],[135835],[140676],[140949],[147780],[151156],[152139],[158699],[159682],[161467],[161870],[163267],[172243],[173640],[175534],[176123],[179909],[180995],[181468],[181803],[184411],[186858],[193913],[194996],[202832],[203915],[207291],[208274],[211859],[216273],[217062],[219649],[220632],[222820],[223628],[223683],[224217],[227192],[228175],[229960],[230363],[231760],[233654],[234243],[236312],[242746],[244271],[250884],[251673],[253120],[254645],[260175],[264634],[265617],[267598],[267754],[271667],[274653],[275736],[279112],[280095],[283572],[284655],[285444],[288031],[289014],[291202],[292010],[292065],[292599],[301404],[306438],[307838],[307994],[311907],[313284],[321243],[326773],[327856],[328645],[329818],[329979],[330387],[334785],[336413],[337938],[343468],[344376],[344551],[345340],[346787],[346943],[348312],[350856],[350911],[353842],[358301],[359284],[372383],[372539],[374746],[375901],[376062],[376470],[380868],[394500],[395900],[396056],[397425],[399969],[400024],[400996],[401118],[401195],[408429],[413463],[414863],[415019],[416388],[417779],[418932],[420148],[420309],[420717],[421440],[428268],[433798],[434706],[443519],[443675],[448946],[449107],[449515],[451686],[453014],[453136],[453213],[471678],[471834],[474041],[475196],[475357],[475765],[476488],[480668],[481451],[492909],[493065],[495272],[496427],[496588],[496996],[499799],[502681],[502758],[503678],[515026],[517951],[519342],[520550],[526551],[528532],[528693],[529101],[530759],[534648],[534725],[535081],[537725],[538577],[539360],[553929],[554085],[559356],[559517],[559925],[562096],[563546],[563623],[564543],[569786],[582799],[582960],[583368],[585539],[586989],[587066],[587422],[594073],[595139],[605531],[605687],[607894],[610341],[612421],[616325],[618461],[619776],[622478],[622555],[624564],[629098],[631946],[633397],[647680],[649661],[649822],[650230],[651888],[655777],[655854],[656210],[660489],[661555],[677430],[681319],[681396],[681752],[684396],[686031],[706027],[706188],[706596],[708767],[710650],[711214],[717013],[718283],[720111],[721617],[721881],[724755],[726979],[728558],[734788],[747495],[749631],[750946],[753648],[753725],[754081],[755734],[760268],[781551],[783204],[787738],[790586],[810528],[814417],[814494],[814850],[820195],[826591],[827103],[829744],[830913],[838548],[841882],[855409],[857269],[858539],[860367],[861873],[862137],[865011],[867235],[875400],[891046],[896408],[897987],[904217],[923510],[925163],[929697],[942515],[945311],[947281],[954386],[958196],[969165],[974720],[975232],[977873],[979042],[990011],[1003538],[1009643],[1017278],[1020612],[1034139],[1045965],[1054130],[1067280],[1078394],[1080364],[1091279],[1097074],[1101840],[1112755],[1133552],[1140657],[1144467],[1155436],[1176282],[1189809],[1193218],[1204773],[1217857],[1239719],[1270221],[1272191],[1283106],[1304582],[1333598],[1400003],[1413087],[1434949],[1529974], [94900,261258],[123662,319718],[141700,354925],[146697,366408],[160425,389466],[180791,426743],[185162,434881],[188383,442544],[215190,486934],[224580,501394],[228918,509992],[232642,516426],[249801,544843],[269123,576397],[270514,577372],[277215,586867],[289757,609210],[309363,640008],[310754,640983],[333039,673222],[333190,675364],[340755,685248],[349703,700600],[379122,742198],[379273,744340],[398816,772153],[401551,777101],[404321,778416],[413612,792037],[423369,806320],[423520,808462],[453569,850959],[456339,852274],[478417,882454],[478568,884596],[481913,889540],[484972,891310],[503114,919060],[505884,920375],[539822,967659],[542881,969429],[554671,984642],[563979,999088],[566749,1000403],[571117,1008474],[594535,1039097],[595495,1040603],[597594,1040867],[622911,1075348],[634728,1090110],[650368,1107025],[660951,1122218],[661911,1123724],[664010,1123988],[694345,1164144],[695360,1165313],[725217,1201379],[735144,1212841],[746455,1224821],[754530,1233927],[765898,1249465],[766913,1250634],[802980,1293667],[820551,1315551],[829177,1323507],[835093,1330673],[845482,1341759],[857503,1354233],[879114,1380229],[904573,1408071],[936342,1445864],[945545,1454341],[956460,1465163],[962376,1472329],[974261,1484062],[1024212,1538135],[1057844,1576605],[1066821,1584428],[1078628,1595623],[1142731,1660393],[1148647,1667559],[1204314,1723697],[1270455,1787450],[1399544,1909968] ] cell #2969 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2970 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2971 : |C| = 378 W-rep = phi[378,9] special rep = phi[378,9] , dim = 378 orbit = D5(a1)+A1 depth of tau_infinity partitioning = 6 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2972 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762217],[868640],[931646],[950871],[986073],[1047370],[1062266],[1072489],[1137142],[1159661],[1172344],[1183049],[1221447],[1264316],[1265905],[1279161],[1311613],[1350362],[1351951],[1392650],[1395256],[1408416],[1428663],[1479456],[1482062],[1515469],[1520793],[1522378],[1538892],[1556168],[1558774],[1607355],[1608940],[1642214],[1644820],[1650164],[1652009],[1683165],[1684750],[1735485],[1737330],[1752806],[1767470],[1769055],[1777554],[1809519],[1810939],[1811364],[1847514],[1860675],[1876633],[1891155],[1892575],[1893000],[1932113],[1933178],[1968611],[1978134],[1988831],[1996417],[2010232],[2011297],[2050369],[2071305],[2078963],[2084297],[2092855],[2103205],[2124227],[2147563],[2180726],[2188347],[2195701],[2201035],[2210222],[2251495],[2282867],[2289655],[2296665],[2342372],[2347706],[2388873],[2430518],[2509399], 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987],[1617692,2106694],[1619112,2108167],[1619537,2106553],[1625267,2120550],[1632930,2120093],[1651584,1900902],[1657739,1898563],[1687264,1935638],[1690542,1929242],[1696674,1933766],[1701918,1704911],[1714019,2383153],[1715969,2190663],[1724006,2389130],[1726061,2198292],[1736905,1980930],[1745842,2213786],[1746907,2214652],[1757751,2223550],[1771569,2013757],[1778619,2019096],[1781079,1784031],[1787003,2430336],[1789463,2249092],[1817094,2046692],[1824757,2278733],[1849698,2472836],[1851648,2298981],[1861740,2095230],[1864200,1867152],[1871639,2313891],[1881731,2321520],[1902240,2131648],[1910277,2509656],[1912332,2344963],[1923176,2150359],[1944022,2370221],[1957840,2183186],[1982268,2203201],[2001205,2411603],[2028428,2579861],[2030378,2432834],[2040470,2253870],[2042930,2045882],[2060461,2455373],[2151697,2349872],[2170634,2532129] ] cell #2973 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #2974 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [73009,267192],[76087,414457],[76921,590215],[77001,417313],[89010,307432],[99024,492503],[102390,688226],[103409,499238],[105132,346381],[108210,516020],[109044,713443],[109124,518876],[118969,371977],[127257,395494],[130774,581358],[131035,576966],[134909,588996],[138632,420878],[138905,605125],[139658,809031],[139738,600821],[142271,821324],[143290,611860],[148544,443113],[155165,447505],[155426,640577],[165452,475926],[165725,471272],[166478,885165],[166558,667237],[167698,669238],[169383,491284],[169750,895517],[177439,915907],[178293,503690],[178386,700039],[179350,704586],[179611,700194],[180254,700932],[183485,712224],[186989,522567],[195760,537163],[196998,738214],[198683,370758],[199050,973636],[204679,553523],[209389,995935],[210243,564555],[210336,771592],[211300,557915],[211561,771747],[212204,772485],[213238,774240],[214171,1007930],[216006,782337],[223919,799217],[224885,1035409],[225248,801436],[225818,802336],[225945,807308],[226077,420973],[227503,603906],[227870,807648],[233945,609779],[235051,614200],[236148,615600],[239895,1072129],[242877,625981],[245196,842833],[246526,631958],[246619,856548],[247849,848098],[248782,1089566],[250617,856195],[253251,643696],[257219,649008],[262022,658292],[262327,1118530],[262690,877570],[263260,878470],[263387,883442],[263519,476021],[264945,470053],[265312,883782],[267930,1130992],[268293,888978],[276500,683834],[277738,907643],[279790,1159907],[280882,1160434],[280977,915554],[281620,916199],[282092,922084],[282553,917931],[284388,699686],[290983,711226],[291076,712577],[292301,941176],[292944,716005],[294180,521910],[298057,1197650],[298420,950073],[299622,952052],[301240,727833],[303221,730605],[304054,958960],[304987,1209622],[305667,973296],[305799,537258],[308170,1215297],[308533,967097],[313120,746770],[314390,748502],[316867,1231484],[318226,553015],[319849,757151],[322168,990962],[323498,763128],[323817,762463],[324083,1245755],[324178,995582],[324821,996227],[325293,1002112],[325754,997959],[327589,771239],[330548,1258550],[330643,1007577],[336544,784621],[338863,1021563],[340193,790598],[340286,782690],[341516,1026828],[342449,1281393],[344284,1034925],[345663,1035862],[347119,1037703],[347482,803382],[355689,816932],[356357,819110],[356927,1057200],[357054,820984],[357186,609874],[358979,1062512],[361565,1321918],[365291,1326949],[365386,1071776],[366539,834449],[366740,1073527],[368402,1087168],[368838,625324],[370533,840061],[371024,628017],[372715,1338030],[373078,1083156],[373819,1096008],[374280,1085135],[376631,1344596],[376726,1089213],[382242,643039],[383149,858973],[383703,644742],[386119,1360022],[386482,1104632],[387684,1106611],[389302,868089],[390572,869821],[391283,870861],[392116,1113519],[393049,1371994],[393861,658387],[394408,657784],[394776,1118983],[396232,1120824],[396595,879516],[402127,1131445],[405445,893175],[406647,1138323],[408265,897262],[410246,900034],[411079,1145231],[412012,1404852],[412692,895177],[412824,683929],[415195,1410527],[415558,1153368],[418643,913620],[426874,926580],[429193,1177233],[430523,932557],[430842,931892],[431203,934205],[431846,1182498],[432318,936806],[432779,1184230],[434614,940668],[437456,1452829],[437666,1192834],[439387,1197254],[441607,1198103],[442380,950320],[444949,1213703],[445950,1463574],[447248,729948],[447430,533437],[449676,1468605],[449771,1209269],[450924,961732],[451125,1211020],[451488,962778],[454145,1215750],[457463,971294],[458665,1222628],[460860,1485436],[461296,747845],[461413,548867],[464586,1490467],[464681,1231131],[465834,982578],[466035,1232882],[468133,756494],[469040,987111],[469594,758197],[469828,988190],[470319,759187],[472010,1501548],[472373,1242511],[473575,1244490],[485912,1011661],[487065,1013179],[487266,1265354],[488928,1005532],[489364,783964],[491059,1018791],[491550,786657],[493241,1534406],[493604,1274983],[494345,1014372],[494806,1276962],[497157,1540972],[497252,1281040],[498405,1029600],[500983,799312],[507008,1042732],[508210,1298438],[509828,1046819],[511098,1048551],[511809,1049591],[512642,1305346],[513575,1568370],[514387,817027],[514934,816424],[515302,1055574],[516758,1312651],[517121,1058246],[520206,1063177],[522492,1066261],[524393,1326519],[527622,833792],[530013,1342402],[531506,1594111],[531716,1333214],[533085,627807],[535657,1338483],[536430,1083403],[536984,844869],[543821,1093297],[544974,1094815],[545175,1351400],[547866,1615587],[548076,1355206],[548447,644532],[549797,1359626],[552017,1360475],[552790,1104879],[553281,864860],[556360,1626332],[556796,869164],[556913,653636],[557658,870204],[557840,654566],[560086,1631363],[560181,1371641],[561535,1373392],[561898,1117337],[567873,1125853],[569075,1385000],[571519,1388064],[573240,1130596],[575460,1135618],[576233,1136591],[578802,1129398],[579803,1658804],[581101,899377],[581283,680108],[583529,1663835],[583624,1404499],[584777,1148003],[584978,1406250],[585341,1149049],[587998,1410980],[588771,1153615],[589262,909679],[591316,690155],[592518,1417858],[598534,116733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] cell #2975 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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1664626,1903302],[1668737,1670568],[1677080,1924723],[1690531,2364899],[1698942,2175617],[1710880,1957064],[1716127,2189715],[1725154,1983416],[1726050,2390158],[1736542,2553874],[1746000,2212761],[1746896,2403562],[1757388,2564248],[1759298,2012394],[1778608,2424793],[1779716,1791010],[1786992,2430158],[1789100,2580943],[1795776,2039563],[1817252,2270482],[1823981,2051431],[1836435,2072852],[1851806,2298033],[1861729,2479841],[1871797,2312943],[1880824,2125375],[1881720,2491721],[1902398,2336386],[1903388,1911425],[1912321,2510684],[1922813,2647541],[1934275,1945569],[1943659,2657915],[1950335,2179819],[1982426,2397251],[1994744,2217553],[2001363,2410655],[2022927,2243095],[2030536,2431886],[2040459,2586866],[2051517,2059554],[2060450,2598746],[2099061,2309511],[2117766,2324421],[2151855,2517777],[2163183,2164173],[2170792,2531181],[2232159,2233149],[2257701,2443364],[2276406,2458274],[2378830,2379820] ] cell #2976 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1243741],[1365136],[1417109],[1438971],[1456328],[1495043],[1538911],[1539520],[1561512],[1580627],[1586523],[1651558],[1652028],[1652637],[1668411],[1690273],[1701892],[1736879],[1737349],[1737958],[1777573],[1778350],[1779390],[1781053],[1811383],[1811992],[1827766],[1860694],[1861471],[1862511],[1864174],[1893019],[1893628],[1901294],[1904026],[1932132],[1933949],[1935612],[1981322],[1984054],[1996436],[1997045],[2010251],[2012068],[2013731],[2020105],[2049423],[2050388],[2052155],[2084316],[2096239],[2103224],[2110301],[2123281],[2124246],[2126013],[2160361],[2161149],[2188366],[2193252],[2201054],[2210330],[2210707],[2229337],[2230125],[2264619],[2282886],[2289763],[2290140],[2294629],[2296684],[2301570],[2328230],[2347725],[2376796],[2388981],[2389358],[2393847],[2430537],[2435423],[2462083],[2509507],[2509884],[2514373], [359824,1190518],[432282,1312432],[487702,1396075],[499674,1156460],[516006,1442094],[545611,1482881],[576952,1525554],[590201,1283958],[600324,1559593],[608923,1572806],[612296,1316575],[629569,1079359],[640563,1612116],[666740,1645639],[668229,1647262],[675077,1655120],[686502,1412082],[689541,1413983],[700180,1687926],[701368,1429917],[713429,1446716],[732228,1205757],[737205,1732583],[744053,1740441],[760739,1238714],[771733,1772231],[772921,1516723],[773810,1774795],[788209,1271186],[793357,1542513],[801327,1806617],[808175,1814475],[809017,1559900],[819600,1575600],[822639,1577501],[827519,1065747],[832400,1843242],[842084,1334770],[847668,1857916],[859631,1099715],[865482,1361577],[872484,1368129],[877461,1888253],[884309,1896111],[885151,1645946],[885767,1898351],[888869,1900513],[894655,1656794],[901657,1400987],[906894,1671656],[915769,1929354],[915893,1680197],[923948,1689211],[930168,1433944],[935316,1704885],[948811,1964847],[949964,1965819],[954802,1203240],[963886,1978379],[966988,1980541],[972774,1742115],[975648,1225102],[977123,1226499],[977315,1489061],[980529,1992799],[983211,1492008],[987769,1237594],[990213,1498288],[993620,1503103],[995797,2007473],[995921,1764502],[1003976,1773516],[1007792,2019208],[1007916,1777160],[1013812,1784005],[1020814,1531146],[1035324,2046480],[1036222,1806980],[1044212,1557953],[1051214,1564505],[1056451,1831011],[1070042,2080476],[1071991,2081666],[1072115,1844635],[1083047,2090063],[1084061,1339585],[1089428,2095342],[1089552,1860281],[1095448,1867126],[1099251,1099601],[1100093,1619086],[1103370,2106806],[1104523,2107778],[1105862,1621747],[1109361,1365612],[1110836,1367009],[1111028,1629957],[1116924,1632904],[1118445,2120338],[1119343,1888616],[1127333,1643999],[1130907,2131436],[1131805,1900876],[1137574,1907205],[1141073,1398470],[1153259,2149970],[1159045,1928386],[1160394,1928980],[1163586,1684291],[1169482,1687238],[1174040,1432824],[1176484,1693518],[1179891,1698333],[1191329,2186834],[1197565,2190451],[1198463,1966182],[1199091,1458989],[1209484,2198404],[1209608,1975255],[1210522,1470146],[1210714,1467199],[1215212,2202989],[1216110,1980904],[1221879,1987233],[1224626,1746050],[1226038,1746638],[1229397,2213574],[1231346,2214764],[1231470,1994192],[1237130,1237480],[1237972,1757725],[1242402,2223161],[1245715,2007099],[1248907,1768596],[1254803,1771543],[1256489,2235767],[1257098,2017975],[1258510,2018834],[1274874,2248703],[1275888,1535961],[1281255,2253982],[1281379,2039011],[1287275,2045856],[1291920,1810913],[1297689,1813574],[1301188,1561988],[1302663,1563385],[1302855,1821784],[1308751,1824731],[1319160,1835826],[1320872,2288828],[1323312,1585935],[1326909,2081292],[1337945,2298769],[1338843,2090426],[1339121,1339471],[1339963,1597610],[1341138,1857289],[1342535,2302183],[1343144,2094109],[1344556,2094968],[1353517,1870753],[1353701,2310062],[1359937,2313679],[1360835,2108141],[1366548,1881462],[1371856,2321632],[1371980,2117214],[1378482,1892549],[1384251,1895210],[1386375,2130179],[1394321,1654219],[1404714,2345075],[1404838,2144684],[1405752,1665376],[1405944,1662429],[1410442,2349660],[1411340,2150333],[1416784,1676471],[1419856,1932321],[1421268,1932909],[1432360,1432710],[1433202,1943996],[1437632,2369832],[1444137,1954867],[1450033,1957814],[1451883,2186886],[1453625,1715083],[1453809,2383228],[1456798,2384681],[1457407,2190408],[1462528,2388046],[1462717,1464968],[1468565,2198030],[1469685,1725792],[1471702,1978108],[1473181,2201732],[1481127,1739540],[1484390,2401450],[1490427,2214390],[1501463,2411391],[1502361,2223524],[1504656,2006846],[1506662,2010440],[1508074,2011028],[1519688,1777762],[1534321,2432622],[1535219,2249066],[1535497,1535847],[1536339,1789437],[1537514,2036019],[1540932,2253608],[1547278,1803255],[1547470,1800308],[1549893,2049483],[1562924,2060192],[1568232,2455485],[1568356,2275854],[1574858,2071279],[1584756,2467963],[1585746,2468366],[1587563,2291436],[1589226,2084505],[1593165,2295204],[1593225,1594907],[1595091,2472911],[1601207,2092586],[1606250,1860883],[1614641,2310114],[1619556,2486244],[1620165,2313636],[1625286,2489609],[1631323,2321258],[1634460,2120067],[1635939,2123341],[1648855,1901354],[1657758,2508572],[1657947,1660198],[1663795,2344701],[1664915,1912063],[1666932,2147537],[1676007,1676357],[1676849,1923150],[1678024,1925381],[1696693,2531917],[1697591,2370195],[1699886,2176275],[1703304,2180457],[1714093,2383280],[1715023,2383756],[1715988,2544368],[1717755,2193312],[1722272,2194347],[1724025,2547919],[1728495,1983466],[1734176,1981382],[1745861,2558696],[1747678,2404058],[1749341,2217603],[1753280,2407826],[1761322,2225684],[1784992,2429057],[1785052,1786734],[1786918,2579936],[1793034,2251226],[1795826,1798077],[1802794,2040201],[1804811,2042904],[1817113,2596634],[1823150,2455111],[1826287,2278707],[1837379,2073510],[1841375,2290693],[1842163,2468824],[1849772,2472963],[1851667,2614638],[1853434,2098017],[1870693,2485319],[1871658,2623557],[1873425,2316540],[1877942,2317575],[1884165,2125425],[1902259,2638035],[1903438,1914766],[1908543,2341018],[1910296,2641586],[1918765,1920447],[1926747,2153483],[1939551,2528352],[1947593,2372355],[1959370,2183160],[1964020,2384610],[1971995,2205864],[1972783,2548780],[1982287,2675477],[1990932,2403315],[1991720,2559154],[2001224,2683020],[2002991,2231115],[2020893,2575849],[2021883,2032164],[2028502,2579988],[2030397,2695378],[2036681,2254879],[2051567,2062895],[2056672,2451428],[2074876,2284653],[2088264,2474293],[2097027,2619050],[2105979,2486173],[2113954,2329092],[2114742,2627969],[2133449,2505136],[2134311,2141424],[2142212,2642447],[2151716,2743970],[2162139,2172420],[2170653,2751513],[2176937,2376008],[2205002,2554249],[2215661,2407251],[2221362,2564623],[2240341,2428482],[2246904,2581318],[2255667,2699790],[2265481,2272594],[2273382,2708709],[2306757,2483530],[2322529,2495410],[2351673,2647916],[2361470,2362332],[2368033,2658290],[2419379,2420241],[2440610,2590555],[2456382,2602435],[2539905,2540767] ] cell #2977 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [129061,570842],[153452,634453],[177637,694070],[194121,731964],[209587,765623],[221945,793093],[226016,802705],[226080,802805],[240646,834818],[243876,629516],[260383,872220],[263458,878839],[263522,878939],[274861,901393],[282258,917332],[290327,935052],[293020,942080],[294753,944348],[302812,535037],[305738,962101],[305802,962201],[317618,982947],[320848,760686],[325459,997360],[334313,1013548],[337543,788156],[343676,590148],[354050,1050950],[356988,1058317],[357125,1057569],[357189,1057669],[359825,1064023],[361113,1065765],[369411,1077431],[371027,1079711],[373985,1084536],[380396,1095184],[382815,1098907],[386917,865429],[390874,656166],[393800,1116660],[393864,1116760],[401778,1130619],[406708,1149120],[409837,681708],[412763,1148372],[412827,1148472],[415993,686449],[417374,499404],[424643,1169218],[427873,930115],[431796,1183526],[432283,1183308],[432484,1183631],[434006,713376],[436989,1192187],[445498,1203258],[447550,1205802],[447821,1206127],[453796,1214924],[458726,962849],[460408,1225120],[461869,977262],[465425,754037],[468706,1236786],[470322,1239066],[472808,993567],[473280,1243891],[479691,1254539],[481639,1257592],[487216,1276258],[487703,1266164],[489937,1269258],[491553,1271538],[494511,1276363],[497996,587378],[499188,590343],[499675,1284680],[500922,1287011],[500986,1287111],[503341,1290734],[507443,1044159],[508271,803453],[508408,808964],[511400,814806],[514326,1308487],[514390,1308587],[515953,1312550],[516065,1311632],[517556,819547],[518937,612026],[528195,1328860],[531039,1332567],[532985,1334788],[533215,1335037],[535308,1337657],[539548,1343638],[545125,1084431],[545612,1352210],[547399,1354559],[548415,1099269],[548900,859755],[553284,1361929],[555908,1365630],[557369,1110975],[557960,1368174],[558231,1368499],[560925,875356],[564206,1377296],[568308,1127280],[569136,879587],[569273,885098],[570518,1398039],[576899,1406149],[577011,1395275],[577870,894602],[579351,1398488],[581403,1401032],[581674,1401357],[587649,1410154],[589265,1412434],[590260,1414028],[592223,1417259],[593993,915840],[594261,1420350],[595722,1163533],[599278,923466],[599838,917227],[600325,1428922],[600882,701098],[602559,1432016],[604175,1434296],[606661,1179838],[607133,1439121],[608994,1442249],[610618,710606],[611810,713571],[612297,1447438],[613544,1449769],[613608,1449869],[621677,1459007],[623138,1460756],[627340,1465426],[629286,1467647],[631609,1210661],[634129,1202809],[640510,1210919],[640622,1482081],[641481,972721],[644065,1226085],[644165,977183],[649053,1492053],[649324,1492378],[652168,1496085],[653184,1237148],[653669,987893],[654114,1498306],[654344,1498555],[656437,1501175],[660409,995868],[660677,1507156],[662138,1248854],[665694,1003494],[666254,997255],[666741,1515728],[667298,772651],[668176,1528480],[669283,1520812],[670355,1007863],[674866,1525236],[675148,1525709],[676061,781507],[677710,1528943],[679656,1531164],[679886,1531413],[681979,1534033],[686219,1540014],[688271,1542558],[688542,1542883],[689612,1544476],[692997,1035398],[693746,1036684],[695086,1291096],[695571,1038485],[699955,1558305],[700127,1037602],[700239,1558793],[700882,809159],[701369,1560622],[702579,1562006],[704040,1302802],[704631,1564550],[704902,1564875],[707596,1054086],[710877,1573672],[712493,1575952],[713488,1577546],[714979,1319107],[715451,1580777],[718193,1585953],[722613,1324436],[723685,1072062],[723927,1589684],[724943,1590799],[733910,1339139],[734395,1084185],[735371,1341085],[737152,1332104],[738259,1607374],[739331,1089499],[743842,1611798],[744124,1612271],[745037,855365],[747903,1099952],[752847,1621765],[753077,1622014],[754308,1623514],[757520,1366595],[757620,1110896],[758510,1628184],[760456,1630405],[764550,1118519],[765299,1119805],[766639,1377658],[767124,1121606],[771508,1644351],[771680,1120723],[771792,1644839],[772435,885293],[772922,1646668],[773055,1657524],[774910,1650474],[775050,888928],[775268,1130981],[776017,887127],[780317,1654237],[781778,1655986],[782606,1657146],[785980,1660656],[787926,1662877],[790249,1405891],[795039,1671674],[795269,1671923],[800121,1158992],[800503,915014],[801274,1161698],[801386,917009],[802381,1683184],[807693,1687283],[807964,1687608],[808246,1688081],[809076,1689256],[810808,1691315],[811824,1432378],[812309,1174164],[812754,1693536],[812984,1693785],[815077,1696405],[819317,1702386],[820778,1444084],[821369,1704930],[821640,1705255],[822710,1706848],[824334,1189765],[827815,1715195],[827985,1715349],[832347,1455244],[832705,1197639],[833454,1200045],[838458,1462735],[843950,1209555],[844192,1469732],[844292,1210582],[845208,1470878],[845693,1211802],[846913,1462294],[848768,1735795],[848908,967047],[849126,1215286],[849875,965246],[854175,1739558],[855636,1741307],[856464,1742467],[858449,1746068],[862869,1487954],[863941,1231417],[864183,1749799],[865199,1750914],[869222,1237831],[875627,1504603],[876637,995042],[877408,1247019],[877520,997037],[878515,1767489],[883827,1771588],[884098,1771913],[884380,1772386],[885210,1773561],[886961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] cell #2978 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [183343],[215864],[250475],[267553],[284246],[307793],[327447],[329796],[344142],[346742],[372338],[375879],[394266],[395855],[414818],[420126],[421239],[434472],[443474],[448924],[467918],[471633],[475174],[476287],[492864],[496405],[503656],[514792],[516381],[525615],[528510],[537524],[553884],[554862],[559334],[564521],[577327],[582777],[601771],[605486],[609027],[610140],[616303],[618711],[629029],[631924],[640938],[646744],[649639],[651044],[658653],[672286],[675181],[684195],[700555],[701533],[706005],[711192],[717847],[720773],[728536],[730944],[741262],[744157],[747473],[749881],[760199],[763094],[772108],[774943],[777351],[787669],[790564],[799578],[805384],[808279],[809684],[817293],[827439],[838112],[841038],[848801],[851209],[858103],[861029],[868792],[871200],[881518],[884413],[887276],[890202],[897965],[900373],[910691],[913586],[916902],[919310],[929628],[932523],[941537],[951023],[954722],[959663],[963790],[965395],[968321],[975568],[986241],[989167],[996930],[999338],[1006169],[1016842],[1019768],[1027531],[1029939],[1036833],[1039759],[1047522],[1049930],[1060248],[1063143],[1072657],[1074230],[1081454],[1085474],[1087805],[1109281],[1114222],[1119954],[1122880],[1137294],[1140993],[1145934],[1150061],[1151666],[1154592],[1161839],[1172512],[1175438],[1183201],[1185609],[1199011],[1200194],[1202884],[1207861],[1211997],[1221599],[1233585],[1240809],[1247160],[1264484],[1266057],[1273281],[1277301],[1279632],[1301108],[1306049],[1311781],[1314707],[1324511],[1329474],[1332173],[1350530],[1352103],[1362566],[1370233],[1394241],[1395424],[1398114],[1403091],[1407227],[1428815],[1436039],[1442390],[1455313],[1462245],[1481047],[1482230],[1488029],[1492992],[1515621],[1520887],[1525850],[1528549],[1558942],[1566609],[1585463],[1607449],[1612412],[1618071],[1644988],[1650543],[1657475],[1683259],[1688222],[1735864],[1745578],[1767564],[1772527],[1777290],[1809898],[1847608],[1860411],[1891534],[1931849],[1968990],[2009968],[2084033],[2187138] ] cell #2979 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [97646,481606],[117591,539515],[137527,594228],[151325,629253],[164347,660644],[174720,686186],[178103,695053],[178155,695157],[190448,724910],[193281,730215],[207460,760423],[210053,766606],[210105,766710],[219818,787893],[226061,802772],[232840,819284],[236623,827952],[243793,627649],[246336,845175],[246388,845279],[256710,865166],[259543,870471],[263503,878906],[271188,894339],[274021,899644],[279281,910915],[288200,929852],[290793,936035],[290845,936139],[294219,943650],[301715,955235],[303170,957496],[305783,962168],[311428,972458],[313595,976081],[317254,982188],[320765,758819],[323308,993304],[323360,993408],[330290,1006682],[337460,786289],[340003,1023905],[340055,1024009],[342836,1029210],[350377,1043896],[353210,1049201],[357170,1057636],[358470,1060472],[361080,1065679],[368877,1076733],[370653,1079365],[371008,1079678],[376373,1088318],[382281,1098209],[383624,1100034],[386834,864492],[389777,1109794],[391232,1112055],[393436,1115901],[393845,1116727],[399490,1127017],[401244,1129921],[408740,1141506],[410195,1143767],[412808,1148439],[415910,909311],[417147,690139],[418453,1158729],[418505,1158833],[420620,1162352],[424279,1168459],[425109,1170201],[427790,928248],[430333,1179575],[430385,1179679],[433166,1184880],[442855,1199524],[445465,1203172],[447287,1205429],[447378,1205751],[449418,1208374],[453262,1214226],[460375,1225034],[461335,1226171],[461786,977236],[465783,1232497],[468172,1236088],[469515,1237913],[469948,1238720],[470303,1239033],[472725,992630],[475668,1247673],[479327,1253780],[480157,1255522],[488033,1266696],[489403,1268560],[491179,1271192],[491534,1271505],[496899,1280145],[498354,1282406],[499321,796828],[500967,1287078],[502553,1289746],[502807,1290036],[504150,1291861],[507360,1043222],[510303,1301621],[511758,1303882],[513962,1307728],[514371,1308554],[517473,1058868],[518710,823237],[520016,1318844],[520068,1318948],[527661,1328162],[529004,1329987],[532952,1334702],[534774,1336959],[536905,1339904],[545942,1352742],[548382,1355588],[548486,1099721],[552910,1361583],[553265,1361896],[555875,1365544],[556835,1366681],[557286,1110949],[557697,1367801],[557788,1368123],[559828,1370746],[563418,1376308],[563672,1376598],[565015,1378423],[568225,1126343],[572531,1389293],[576708,1394754],[577787,1139001],[579318,1398402],[581140,1400659],[581231,1400981],[583271,1403604],[587115,1409456],[588891,1412088],[589246,1412401],[590701,1156515],[593215,1419200],[595188,1421401],[595639,1163507],[599636,1427727],[600655,924546],[602025,1431318],[603368,1433143],[603801,1433950],[604156,1434263],[606578,1178901],[609521,1442903],[610976,1445164],[611943,938787],[613180,1449010],[613589,1449836],[614062,941997],[616179,1453055],[621420,1458662],[621644,1458921],[622604,1460058],[631075,1469818],[631526,1210635],[632418,1471643],[636142,1476099],[640319,1481560],[641398,1223306],[644132,1226493],[648790,1491680],[648881,1492002],[650133,1493505],[653151,1497114],[653255,1237600],[654081,1498220],[655903,1500477],[659631,1506006],[661604,1508207],[662055,1248828],[666052,1514533],[667071,1004574],[669366,1259512],[669577,1519032],[674332,1524538],[675675,1526363],[676419,1527518],[679623,1531078],[681445,1533335],[683576,1536280],[688008,1542185],[688099,1542507],[689784,1283964],[692613,1549118],[692946,1549819],[695759,1042716],[699581,1557959],[699936,1558272],[701015,1044856],[702546,1561920],[703506,1563057],[703957,1302776],[704368,1564177],[704459,1564499],[706499,1567122],[710141,1057328],[710343,1572974],[711686,1574799],[712119,1575606],[712474,1575919],[713929,1316630],[714896,1318170],[715989,825711],[718160,1583963],[718332,1584117],[722907,1588570],[728412,1594337],[733653,1599944],[733877,1600203],[733981,1339591],[734837,1601340],[735288,1341059],[738342,1345558],[738553,1605594],[743308,1611100],[744651,1612925],[745395,1614080],[747349,1615813],[752590,1621420],[752814,1621679],[753774,1622816],[757587,1367003],[763588,1634401],[764499,1635865],[767312,1125837],[771134,1644005],[771489,1644318],[772568,1127977],[774334,1388832],[774819,1648285],[775217,1648781],[780112,1138451],[780284,1654151],[781244,1655288],[782232,1656800],[782587,1657113],[789715,1665048],[790166,1405865],[791058,1666873],[794782,1671329],[795006,1671588],[796919,1413977],[798959,1676790],[800038,1418536],[802464,1161396],[802675,1167036],[807430,1686910],[807521,1687232],[808773,1688735],[809517,1429972],[811791,1692344],[811895,1432830],[812721,1693450],[814543,1695707],[818490,1182592],[819094,936741],[820244,1703437],[820695,1444058],[821106,1704557],[821197,1704879],[822882,1446722],[827639,1713317],[832654,1717681],[838425,1723232],[838597,1723386],[842961,1469567],[843172,1727839],[844259,1470140],[845881,971278],[848192,1475638],[848677,1733606],[849075,1734102],[853970,1222756],[854142,1739472],[855102,1740609],[856090,1742121],[856445,1742434],[858416,1744078],[858588,1744232],[863163,1748685],[873909,1760059],[875093,1761455],[875544,1504577],[878598,1246717],[878809,1252357],[88356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] cell #2980 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2981 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2982 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [129059,570848],[153450,634459],[177635,694076],[193295,730246],[194119,731970],[209585,765629],[221943,793099],[223677,797360],[226014,802711],[226075,595389],[240644,834824],[243874,840337],[259557,870502],[260381,872226],[263456,878845],[263517,661805],[274035,899675],[274859,901399],[279295,910946],[282256,695254],[290325,935058],[292059,939319],[294751,944354],[305736,962107],[305797,735038],[317268,982219],[317616,982953],[320846,988466],[325457,766807],[334311,1013554],[337541,1019067],[342850,1029241],[343674,1030965],[350905,1045388],[353224,1049232],[354048,1050956],[357123,1057575],[357184,820445],[358484,1060503],[361111,1065839],[369409,1077437],[371022,840841],[373983,845376],[380394,1095190],[382813,1098913],[383638,1100065],[386915,1105155],[393450,1115932],[393798,1116666],[393859,875294],[400018,1128509],[401776,1130625],[412761,1148378],[412822,904467],[415991,1153891],[421434,1167973],[424293,1168490],[424641,1169224],[425123,1170232],[427871,1174737],[432482,936236],[433180,1184911],[434004,1186635],[436995,1192247],[445496,1203332],[447488,957305],[447819,957525],[453794,1214930],[460406,1225194],[461536,1226542],[461867,1226875],[468704,1236792],[469529,1237944],[470317,988970],[472806,1243034],[473278,993505],[476482,1253294],[479341,1253811],[479689,1254545],[480171,1255553],[481637,1257666],[488047,1266727],[489935,1269264],[491548,1019571],[494509,1024106],[500920,1287017],[500981,1034033],[502567,1289777],[503339,1290740],[503544,1295502],[504164,1291892],[507441,1296982],[508406,1298813],[513976,1307759],[514324,1308493],[514385,1054024],[517554,1314006],[520544,825580],[528193,1328866],[531045,1332627],[532983,1078919],[533153,1079451],[535306,1337663],[536919,1339935],[537719,1093939],[539546,1343712],[545956,1352773],[547405,1354619],[548413,1355748],[548583,1355915],[553279,1105659],[555906,1365704],[557036,1367052],[557367,1367385],[557898,1111864],[558229,1112084],[563432,1376339],[564204,1377302],[564409,1382064],[565029,1378454],[568306,1383544],[569271,1385375],[572545,1389324],[577868,1396570],[579349,1398562],[581341,1143576],[581672,1143796],[587647,1410160],[589260,1154395],[592221,1158930],[593363,1419541],[593991,1420012],[594259,1420424],[594999,1425717],[595720,1422105],[602557,1432022],[603382,1433174],[604170,1175241],[606659,1438264],[607131,1179776],[610335,934847],[613194,1449041],[613542,1449775],[613603,1189703],[614024,716003],[621434,1458693],[621675,1459081],[623136,1460762],[627346,1205338],[629284,1467721],[631276,1470189],[631607,1470522],[631812,1219692],[632432,1471674],[636156,1476130],[641479,1483376],[644071,1486269],[648991,1232306],[649322,1232526],[652174,1496145],[653182,1497274],[653352,1497441],[654112,1238274],[654282,1238806],[656435,1501181],[659779,1506347],[660407,1506818],[660675,1507230],[661415,1512523],[662136,1508911],[669725,1519373],[670353,1519844],[674864,1525242],[677716,1529003],[679654,1270746],[679824,1271278],[681977,1534039],[683590,1536311],[684390,1012303],[686217,1540088],[688209,1282215],[688540,1282435],[690153,1032662],[692627,1549149],[692995,1549851],[693084,1550112],[695084,1552124],[699950,1297486],[702577,1562080],[703707,1563428],[704038,1563761],[704569,1303691],[704900,1303911],[710103,819108],[710875,1573678],[711080,1055343],[711700,1574830],[712488,1314510],[714977,1579920],[715449,1319045],[718191,1584969],[723055,1588911],[723683,1589382],[723933,1589744],[724941,1590873],[727257,1342829],[733667,1599975],[733908,1600363],[734078,1600530],[734648,1349005],[735369,1602044],[738701,1605935],[739329,1606406],[743840,1611804],[752604,1621451],[752845,1361137],[753015,1361669],[754306,1623520],[757526,1627165],[758516,1367710],[760454,1630479],[763602,1634432],[764548,1635897],[764637,1636158],[766637,1638170],[771503,1384048],[775266,1648813],[775355,1649074],[780074,893173],[780315,1654311],[781776,1655992],[782601,1397074],[785986,1400568],[787924,1662951],[789916,1665419],[790247,1665752],[790452,1135387],[791072,1666904],[794796,1671360],[795037,1411642],[795207,1412174],[797029,1156874],[798973,1676821],[800119,1678606],[800495,1679315],[807631,1427536],[807962,1427756],[810814,1691375],[811822,1692504],[811992,1692671],[812752,1433504],[812922,1434036],[815075,1696411],[818419,934062],[819315,1702460],[820055,1181209],[820776,1704141],[821307,1444973],[821638,1445193],[823251,1188332],[827821,1714260],[827983,1713569],[830022,1457092],[832703,1717713],[832792,1717974],[837215,1473400],[838456,1724238],[843320,1728180],[843948,1728651],[844198,1729013],[845206,1730142],[849124,1734134],[849213,1734395],[853932,971292],[854173,1739632],[855634,1741313],[856459,1483880],[858447,1484603],[863311,1749026],[863939,1749497],[864189,1491589],[865197,1750988],[873923,1760090],[875625,1762159],[876629,1763620],[883765,1514342],[884096,1514562],[887620,1776796],[888037,1776278],[892484,1011518],[893362,1781571],[894370,1782700],[895500,1527327],[895831,1527547],[896686,1256783],[903096,1791802],[903337,179219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] cell #2983 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [560808],[652706],[707479],[724465],[756577],[811346],[824217],[833875],[893894],[914349],[926006],[935590],[972013],[1012605],[1014086],[1026547],[1056626],[1094241],[1095722],[1135231],[1137749],[1150385],[1169756],[1219536],[1222054],[1255077],[1260486],[1262097],[1278352],[1295346],[1297864],[1346532],[1348143],[1381908],[1384426],[1389930],[1391841],[1423244],[1424855],[1476736],[1478647],[1494764],[1510050],[1511661],[1520397],[1553448],[1554930],[1555359],[1592573],[1606959],[1624030],[1639494],[1640976],[1641405],[1682769],[1683925],[1721244],[1731842],[1743530],[1751997],[1767074],[1768230],[1810543],[1832803],[1840925],[1847118],[1856923],[1868475],[1892179],[1918113],[1954501],[1962732],[1971545],[1977738],[1988171],[2035653],[2070909],[2078303],[2086976],[2140974],[2147167],[2195041],[2245616],[2341712], 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,1887512],[1391412,1649684],[1397624,1647025],[1427371,1686513],[1430559,1679583],[1436729,1684518],[1441801,1444808],[1453665,2187785],[1455958,1965582],[1464598,2195414],[1466833,1974641],[1478218,1735005],[1487539,1992562],[1488695,1993578],[1500080,2003820],[1514177,1770818],[1521553,1776546],[1524141,1527162],[1530350,2245413],[1532938,2032993],[1561142,1806380],[1569027,2066242],[1594947,2296103],[1597240,2089826],[1608115,1859667],[1610703,1613724],[1618716,2107541],[1629591,2116600],[1651188,1900276],[1659828,2342085],[1662063,2144070],[1673448,1921276],[1695310,2173249],[1709407,1957089],[1736509,1980304],[1757355,2222924],[1786774,2429956],[1789067,2248466],[1799942,2038397],[1802530,1805551],[1821418,2275240],[1922780,2149733],[1943626,2369595] ] cell #2984 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2985 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2986 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[243903,533183],[279529,1031327],[302898,627553],[320875,654312],[337570,679854],[343703,911146],[358718,1186997],[361224,521976],[370427,730014],[383522,548613],[386944,753045],[390960,758723],[409923,786193],[416020,795237],[416961,1031172],[425357,1299175],[427900,812952],[434033,1060703],[435718,1582113],[445609,625390],[460519,643105],[461717,644278],[461896,861690],[465511,864396],[469413,653382],[469722,870270],[472835,874364],[480405,1385737],[490953,899443],[498082,909215],[507470,922474],[507732,1422329],[508435,1170432],[511486,928152],[517583,937196],[517845,1704365],[518524,1186842],[536803,734108],[548323,548526],[548986,979278],[552684,981987],[556019,756560],[557217,757733],[557396,989828],[561011,992534],[568335,1002502],[568597,1509135],[569300,1255753],[577897,1014762],[578159,1794095],[579462,784030],[588665,1029009],[594020,1290964],[595749,1040420],[599073,1552142],[599364,1043126],[600469,1299020],[603266,812022],[603575,1049000],[606688,1053094],[610413,1830015],[610704,1058772],[621788,833858],[631457,844405],[631636,841699],[641508,1096398],[641770,1602268],[642515,1101025],[643941,1101656],[653092,653295],[653755,1112991],[660436,1377526],[662165,1123541],[665489,1638188],[665780,1126247],[666885,1385582],[670382,1130849],[675856,1916431],[676147,1138905],[683474,903537],[693499,1420442],[693810,1421187],[695657,1165549],[699264,1681482],[699355,1168258],[702690,925989],[703888,927162],[704067,1176099],[707682,1178805],[711802,1952058],[711893,1184679],[715006,1188773],[719268,946466],[723712,1460986],[733818,734021],[734481,958432],[735398,1212658],[739358,1215154],[744832,1730160],[745123,1223210],[745732,1227719],[757396,1239535],[765052,1507248],[765363,1507993],[767210,1250870],[770817,1765787],[770908,1253579],[773803,2027996],[775770,1257684],[776081,1258429],[780428,1012588],[781915,2034289],[782006,1266495],[790097,1023135],[790276,1020429],[798857,1033103],[800148,1288225],[800468,1550796],[800996,1550978],[801155,1292852],[802581,1293483],[811732,811935],[812395,1304818],[820805,1315368],[824420,1318074],[828454,1068364],[833207,1590891],[833518,1591636],[837313,839533],[843977,1337887],[844068,1080180],[845779,1341995],[847661,1849266],[849628,1343730],[849939,1344475],[854286,1094224],[855773,1855559],[855864,1352541],[863968,1623744],[875654,1375030],[876602,1636842],[877130,1637024],[877289,1379414],[878715,1380045],[886521,2139922],[886682,1387187],[888010,1387278],[888538,1387460],[888697,1132737],[903247,903450],[903910,1144703],[904827,1407888],[908787,1410384],[913119,1157959],[913298,1155253],[914552,1418440],[914922,1680214],[915161,1422949],[926825,1434765],[936639,1446100],[948804,1713587],[949105,1719698],[949633,1719880],[949792,1461754],[953838,955737],[960490,1467739],[960801,1468484],[961977,1472145],[964640,1970493],[964801,1473993],[966129,1474084],[966657,1474266],[966816,1217042],[981336,1751006],[981647,1751751],[992106,1501405],[993908,1505513],[994950,1764519],[995189,1509755],[1004708,2244183],[1004933,1516982],[1006945,1517842],[1007184,1260191],[1016043,1018263],[1022707,1534263],[1022798,1272007],[1024509,1538371],[1028358,1540106],[1028669,1540851],[1032813,1033016],[1033476,1283342],[1034393,1285508],[1054384,1571406],[1057445,1576421],[1064945,1838933],[1070796,1839873],[1070957,1588375],[1071144,1845642],[1071383,1592278],[1076104,1593703],[1082188,1597929],[1082716,1598111],[1082875,1348625],[1086344,2085543],[1086569,1603544],[1088581,1604404],[1088820,1346237],[1103363,1869257],[1103664,1875368],[1104192,1875550],[1104351,1624512],[1115049,1630497],[1115360,1631242],[1116536,1634903],[1128843,1646825],[1140109,1142008],[1146761,1662969],[1147072,1663714],[1148248,1667375],[1150867,1153087],[1152400,1669314],[1152928,1669496],[1157622,1412903],[1159333,1415598],[1178377,1696635],[1180179,1700743],[1190063,1448266],[1191376,1960928],[1194830,1715561],[1196430,1961299],[1196655,1716712],[1202438,1722125],[1208637,1726649],[1208876,1479043],[1213148,1732146],[1224300,1988490],[1230151,1989430],[1230312,1748490],[1230499,1995199],[1230738,1752393],[1235459,1753818],[1241543,1758044],[1242071,1758226],[1242230,1512143],[1262579,1274702],[1267931,1785530],[1274015,1789756],[1274543,1789938],[1278748,1280647],[1280408,1796231],[1286887,1545632],[1306876,1822324],[1307187,1823069],[1308363,1826730],[1319448,1579116],[1320797,2077111],[1322986,2078622],[1324065,1841228],[1325307,1842701],[1325964,1842805],[1331756,1847971],[1335210,1609351],[1353748,2102887],[1357202,1871231],[1358802,2103258],[1359027,1872382],[1364810,1877795],[1371009,1882319],[1371248,1641801],[1392237,1404106],[1397668,1908396],[1403867,1912920],[1408827,1672096],[1425337,1437460],[1430689,1940089],[1436773,1944315],[1437301,1944497],[1449645,1708004],[1453856,2188029],[1454896,1963007],[1456002,1963873],[1464642,2195360],[1466963,1973321],[1484315,2210209],[1487583,1990785],[1488825,1992258],[1489482,1992362],[1495274,1997528],[1498728,1769466],[1521683,2021431],[1522789,1531586],[1528132,2026701],[1555755,1567624],[1561186,2056525],[1567385,2061049],[1572345,1831451],[1584681,2289642],[1586754,2079900],[1595138,2296347],[1597284,2088117],[1608245,2097565],[1617654,2104966],[1618760,2105832],[1622187,1877044],[1629721,2115280],[1651232,2133302],[1653553,1907645],[1659872,2342031],[1662193,2142750],[1685161,1693958],[1690504,2166957],[1723950,2388860],[1726023,2196638],[1736553,2204855],[1738874,1987673],[1746869,2212998],[1757399,2221215],[1760826,2006610],[1778581,2238540],[1786965,2430200],[1789111,2246757],[1800072,2256205],[1812908,1814014],[1821548,2273920],[1861702,2304956],[1881693,2319866],[1894544,1895650],[1910221,2509386],[1912294,2343309],[1922824,2351526],[1925145,2157102],[1943670,2367886],[1947097,2176039],[2040432,2438809],[2060423,2453719],[2073274,2074380] ] cell #2987 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [129064,570979],[137963,802946],[153455,634590],[164783,879080],[177640,694207],[178139,917471],[194124,732101],[195426,962342],[209590,765760],[210089,997499],[221948,793230],[226019,802842],[233276,1057810],[240649,834955],[243879,842443],[244106,1079782],[246372,1084675],[260386,872357],[261688,1116901],[263461,878976],[274864,901530],[276166,1148613],[290330,935189],[290829,1183770],[294756,944415],[302815,732273],[302840,1205805],[303154,1206194],[305741,962238],[317621,983084],[320851,990572],[321078,1239137],[323344,1244030],[334316,1013685],[337546,1021173],[337773,1271609],[340039,1276502],[343679,796724],[344981,1287252],[354053,1051087],[355355,1308728],[357128,1057706],[361252,1065703],[369414,1077498],[370455,1334726],[370603,1335031],[380399,1095321],[382818,1098974],[386920,1106221],[387147,1362000],[390877,872529],[390902,1368177],[391216,1368566],[393803,1116797],[401781,1130686],[409840,901702],[409865,1401035],[410179,1401424],[412766,1148509],[415996,907253],[416223,1412505],[418489,1417398],[424646,1169355],[427876,1176843],[428103,1434367],[430369,1439260],[434009,938683],[435311,1450010],[437126,1192124],[445637,1203196],[447183,1465363],[453799,1214991],[460547,1225058],[461872,1226936],[465428,983256],[465453,1492056],[465767,1492445],[468709,1236853],[469750,1498244],[469898,1498549],[472811,1244100],[479694,1254676],[481778,1257530],[489940,1269325],[490981,1531102],[491129,1531407],[497999,793402],[498024,1542561],[498338,1542950],[499407,590685],[499634,1284683],[500925,1287148],[503344,1290801],[507446,1298048],[507673,1558376],[508411,1044752],[511403,1051259],[511428,1564553],[511742,1564942],[514329,1308624],[517559,1056810],[517786,1576023],[520052,1580916],[520452,1064026],[528198,1328927],[531176,1332504],[535311,1337724],[539687,1343576],[547536,1354496],[548554,1355612],[548903,1100138],[552712,1621703],[552860,1622008],[556047,1365568],[557372,1367446],[557593,1628121],[560928,1116969],[564209,1377363],[568311,1384610],[568538,1644422],[569276,1127873],[577873,1137933],[578100,1657217],[579490,1398426],[581036,1660593],[587652,1410221],[588693,1671612],[588841,1671917],[590346,689586],[590371,1414031],[593996,1161292],[594400,1420288],[595725,1422166],[599281,1169527],[599306,1687286],[599620,1687675],[602562,1432083],[603603,1693474],[603751,1693779],[606664,1439330],[608840,1183311],[610621,935361],[610646,1704933],[610960,1705322],[612029,713913],[612256,1447441],[613547,1449906],[614046,942083],[621816,1458945],[623141,1460823],[629425,1467585],[631612,1470583],[641484,1222238],[641711,1742538],[642543,1744102],[644202,1486146],[644306,1226547],[648686,1749736],[652305,1496022],[653323,1497138],[653672,1238017],[656440,1501242],[660412,1246613],[660816,1507094],[662141,1508972],[665697,1254848],[665722,1771591],[666036,1771980],[670358,1259408],[674132,1266167],[674869,1525303],[676064,1013857],[676089,1784053],[676403,1784442],[677847,1528880],[681982,1534100],[686358,1539952],[687904,1798472],[689734,1544470],[693000,1288923],[695225,1551988],[695574,1291965],[699383,1813530],[699531,1813835],[701101,809501],[701328,1560625],[702718,1561944],[704043,1563822],[704264,1819948],[707599,1308796],[709571,1311635],[710125,1058320],[710880,1573739],[711921,1830967],[712069,1831272],[713574,822684],[713599,1577549],[714982,1580986],[719296,1583987],[723688,1327807],[724064,1589621],[725082,1590737],[734049,1600227],[734398,1340008],[735374,1602105],[739334,1345454],[743108,1352213],[743845,1611865],[745040,1095493],[745065,1867174],[745379,1867563],[746213,1869019],[748042,1355917],[754311,1623581],[757657,1627042],[757761,1367057],[760595,1630343],[764553,1375485],[766778,1638034],[767127,1378527],[770936,1895166],[771084,1895471],[772654,885635],[772881,1646671],[775053,1131850],[775078,1900924],[775271,1388470],[779542,1395278],[780096,1149123],[780456,1654175],[781781,1656053],[782034,1907161],[782182,1907466],[788065,1662815],[790252,1665813],[800124,1417468],[800497,1419172],[801183,1930373],[803456,922055],[807230,1428925],[807326,1936007],[809162,923993],[809187,1689259],[810945,1691252],[811963,1692368],[812312,1433247],[815080,1696472],[818199,1183529],[818423,1442243],[819456,1702324],[820781,1704202],[821002,1953031],[822832,1706842],[824337,1450078],[828056,1713501],[828935,1713349],[832708,1457839],[839561,1723256],[843953,1469463],[844329,1728890],[844433,1470194],[845347,1730006],[845696,1471747],[848911,1216155],[848936,1980952],[849129,1475276],[853400,1482084],[853954,962852],[854314,1739496],[855639,1741374],[855892,1987189],[856040,1987494],[863944,1491325],[865338,1750852],[869361,1497443],[875630,1762220],[876631,1505978],[877317,2008492],[879590,1002083],[883364,1515731],[883460,2014126],[885296,1004021],[885321,1773564],[886710,2017931],[887130,1259019],[887709,1520815],[887849,2019606],[888039,1519004],[888725,1775814],[892264,1276261],[892488,1525703],[893493,1781448],[894511,1782564],[895195,2025534],[903478,1792054],[903827,1536384],[904803,1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] cell #2988 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [657521],[757038],[816161],[834336],[868164],[926467],[940405],[950395],[1013066],[1034662],[1046894],[1057087],[1094702],[1136666],[1138210],[1151140],[1182573],[1220971],[1222515],[1262852],[1265429],[1278402],[1298325],[1348898],[1351475],[1384887],[1390283],[1391891],[1408372],[1425610],[1428187],[1477089],[1478697],[1512416],[1514993],[1520447],[1522334],[1553801],[1555409],[1607009],[1608896],[1624785],[1639847],[1641455],[1650120],[1682819],[1684278],[1684706],[1721597],[1735441],[1752047],[1767124],[1768583],[1769011],[1809475],[1810593],[1847168],[1857276],[1868525],[1876589],[1891111],[1892229],[1933134],[1954854],[1962782],[1968567],[1977788],[1988787],[2011253],[2036006],[2070959],[2078919],[2087026],[2092811],[2102654],[2147217],[2180682],[2187796],[2195657],[2245666],[2251451],[2296114],[2342328],[2429967], 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48,1994179],[1489476,2213703],[1495268,2007314],[1503090,2006833],[1521906,1777147],[1528126,1774636],[1557940,1813131],[1561192,1806431],[1567379,1811185],[1572568,1575587],[1584563,2289626],[1586748,2081507],[1595132,2296436],[1597290,2089877],[1608468,1860268],[1617648,2106647],[1618766,2107592],[1629944,2117201],[1643986,1894767],[1651238,1900327],[1653776,1656781],[1659878,2342136],[1662416,2144671],[1690498,1929195],[1698320,2176262],[1723832,2388844],[1726017,2198245],[1736559,1980355],[1739097,1742102],[1746863,2214605],[1757405,2222975],[1778575,2019049],[1786959,2430289],[1789117,2248517],[1800295,2038998],[1821771,2275841],[1835813,2073497],[1861696,2095183],[1881687,2321473],[1910103,2509370],[1912288,2344916],[1922830,2149784],[1925368,1928373],[1943676,2369646],[2040426,2253823],[2060417,2455326] ] cell #2989 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [213203,774226],[247814,848084],[281585,916185],[302933,957066],[304019,958946],[324786,996213],[341481,1026814],[343926,1031601],[347084,1037689],[347168,803157],[366705,1073513],[370723,1079257],[390995,1111625],[392081,1113505],[396197,1120810],[396281,879291],[409958,1143337],[411044,1145217],[416996,1155739],[420938,917674],[431811,1182484],[434256,1187271],[437631,1192820],[451090,1211006],[451174,962553],[465546,1232067],[466000,1232868],[470018,1238612],[475986,997702],[487231,1265340],[491249,1271084],[498117,1281976],[499203,1283856],[508658,1299449],[511521,1303452],[512607,1305332],[516723,1312637],[516807,1058021],[518559,1315854],[521919,1321721],[531681,1333200],[533591,1079860],[537223,1084878],[545140,1351386],[548041,1355192],[549021,1356319],[552980,1361475],[561046,1372577],[561500,1373378],[561584,1117112],[569523,1386011],[571484,1388050],[584943,1406236],[585027,1148824],[588961,1411980],[597496,1426774],[599399,1427297],[599853,1428098],[600504,1429196],[603871,1433842],[609839,1183973],[610739,1444734],[611825,1446614],[615586,1452655],[625333,1463377],[627792,1206104],[627982,1206259],[635095,1474856],[643048,1485239],[644517,1486510],[644707,1486842],[652810,1496718],[653790,1497845],[654720,1239215],[657749,1503001],[658352,1244233],[663912,1513580],[665815,1514103],[666269,1514904],[666920,1516002],[668590,1518097],[676182,1527088],[678352,1529576],[680262,1271687],[683894,1276705],[691811,1547762],[691895,1287463],[693845,1550648],[694712,1551568],[695692,1552695],[696821,1556336],[699651,1557851],[700897,1559798],[707717,1568953],[708171,1569754],[708255,1308939],[712189,1575498],[716194,1063955],[724569,1590317],[727819,1593937],[729957,1334667],[730348,1335316],[732606,1598701],[734516,1600934],[736283,1350062],[737566,1604659],[745158,1613650],[746756,1615413],[747854,1616455],[748245,1616608],[753453,1362078],[756503,1626135],[757972,1627406],[758162,1627738],[758962,1368476],[759152,1368631],[765398,1636694],[766265,1637614],[767245,1638741],[768374,1642382],[771204,1643897],[772450,1645844],[776116,1649610],[782302,1656692],[783973,1658607],[786432,1401334],[786622,1401489],[793735,1670086],[795645,1412583],[799277,1417601],[800851,1679643],[801401,1680095],[801688,1680469],[803347,1682072],[804519,1685629],[811450,1691948],[812430,1693075],[813360,1434445],[816389,1698231],[816992,1439463],[822552,1182266],[824455,1709333],[824909,1710134],[824993,1450221],[825560,941963],[833553,1718510],[833801,1718867],[835460,1720470],[840047,1465305],[842185,1726904],[844644,1729254],[844834,1729586],[845814,1730713],[846013,1479624],[849974,1734931],[856160,1742013],[858959,1744678],[864635,1492355],[864825,1492510],[868075,1754052],[869173,1755094],[869564,1755247],[870213,1498185],[870604,1498834],[872862,1758816],[876985,1763948],[877535,1764400],[877822,1764774],[879481,1766377],[880653,1769934],[888393,1776606],[888943,1777058],[893998,1782144],[897248,1785764],[899386,1531043],[899777,1531692],[902035,1790528],[903945,1792761],[905712,1264016],[906995,1796486],[909454,1542860],[909644,1543015],[911554,1285746],[914587,1805477],[915031,1806316],[915267,1806440],[917283,1808282],[922882,1558454],[925932,1817962],[927401,1819233],[927591,1819565],[928391,1564852],[928581,1565007],[934827,1056349],[935694,1829441],[936674,1830568],[937604,1576101],[937803,1310295],[940633,1835724],[941236,1581119],[944227,1840585],[949488,1844081],[950038,1844533],[950306,1844855],[951404,1845897],[954085,1603833],[960836,1854189],[961084,1854546],[961475,1854699],[962743,1856149],[962925,1609819],[966512,1859727],[967062,1860179],[972117,1865265],[981682,1874180],[981930,1621644],[982321,1622293],[983589,1876140],[987097,1879502],[988176,1628063],[990314,1882574],[993943,1886383],[995059,1887952],[995295,1888076],[997311,1889918],[1002910,1644500],[1007054,1900212],[1007290,1900336],[1012283,1136393],[1012531,1905138],[1014190,1906741],[1015170,1657295],[1018777,1660535],[1020915,1913175],[1023374,1915525],[1023564,1915857],[1024544,1916984],[1024743,1392818],[1028704,1921202],[1028952,1671553],[1029343,1672202],[1031411,1415294],[1033511,1926474],[1034890,1928284],[1035365,1929109],[1043365,1687585],[1043555,1687740],[1046805,1940323],[1047903,1941365],[1048294,1941518],[1048943,1693415],[1049334,1694064],[1051592,1945087],[1055715,1181636],[1056552,1951045],[1058211,1952648],[1059011,1705232],[1059201,1705387],[1059383,1440917],[1061111,1448504],[1066247,1962433],[1066410,1961861],[1068611,1717001],[1071253,1965518],[1071489,1965642],[1076210,1732406],[1077310,1971205],[1082571,1974701],[1083121,1975153],[1083389,1975475],[1084487,1976517],[1088690,1980240],[1088926,1980364],[1093919,1220698],[1094167,1985166],[1095826,1986769],[1096806,1742616],[1098786,1743190],[1104047,1993638],[1104597,1994090],[1104865,1749678],[1105963,1995454],[1115395,2003746],[1117302,2005706],[1118486,2007228],[1126486,1771890],[1126676,1772045],[1130498,2019315],[1130948,2018963],[1135759,1263386],[1136577,2023585]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] cell #2990 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2991 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #2992 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[435643,1319978],[516555,1443116],[577501,1526576],[590750,1284623],[608982,1572930],[641112,1613138],[675136,1655244],[689600,1414025],[700729,1688948],[710226,1702218],[713978,1447381],[732287,1205799],[744112,1740565],[772282,1773253],[773869,1775044],[781127,1782458],[793416,1542555],[796711,1544475],[808234,1814599],[809566,1560565],[822698,1577543],[842430,1335036],[847727,1858165],[854985,1865579],[872543,1368171],[884368,1896235],[885700,1646611],[886593,1898876],[901716,1401029],[907240,1671922],[915828,1929603],[923086,1937017],[924007,1689253],[935375,1704927],[938670,1706847],[943902,1192186],[948870,1965096],[958858,1465425],[964712,1978904],[977182,1226541],[983270,1492050],[990559,1498554],[995856,2007722],[1003114,2015136],[1004035,1773558],[1004717,2017308],[1007851,2019457],[1013871,1784047],[1021160,1531412],[1026726,1798534],[1036150,2047005],[1036281,1807022],[1044739,1815813],[1051273,1564547],[1056797,1831277],[1070868,2081001],[1072050,2081915],[1076985,1332566],[1086353,2093442],[1089487,2095591],[1095507,1867168],[1098461,1354558],[1099951,1355922],[1100152,1619128],[1103429,2107055],[1106208,1622013],[1110895,1367051],[1113417,1628183],[1116983,1632946],[1119271,2120863],[1119402,1888658],[1127860,1897449],[1131733,2131961],[1131864,1900918],[1137920,1907471],[1145129,1660655],[1160387,2157564],[1161279,1929757],[1169541,1687280],[1176830,1693784],[1182396,1953093],[1196439,2189741],[1198391,2190976],[1198522,1966224],[1209543,2198653],[1210581,1470188],[1216038,2203514],[1216169,1980946],[1222225,1987499],[1226084,1226423],[1226923,1747216],[1230223,2214099],[1231405,2215013],[1232780,1749798],[1236340,1496084],[1237830,1497448],[1238031,1757767],[1244087,1760652],[1245708,2226540],[1246600,2007876],[1254862,1771585],[1258503,2236907],[1259395,2019611],[1265252,2025596],[1268812,1528942],[1281314,2254231],[1287334,2045898],[1288791,2046502],[1291979,1810955],[1298035,1813840],[1302722,1563427],[1305244,1820010],[1308810,1824773],[1320806,2288810],[1326902,2291983],[1327794,2082069],[1328414,1589683],[1338771,2299294],[1338902,2090468],[1339821,1600537],[1340022,1597652],[1344549,2303323],[1345441,2095745],[1351298,2101730],[1354095,1870864],[1355480,1871423],[1358811,2312969],[1360763,2314204],[1360894,2108183],[1366594,1366933],[1367433,1882040],[1371915,2321881],[1375353,2120360],[1378541,1892591],[1384597,1895476],[1386368,2333444],[1386953,2130681],[1388338,2131458],[1404773,2345324],[1405811,1665418],[1411268,2350185],[1411399,2150375],[1417455,2156928],[1422153,1933487],[1428010,1936069],[1431570,1691314],[1433060,1692678],[1433261,1944038],[1439317,1946923],[1450092,1957856],[1451876,2382466],[1454203,1715194],[1457707,2190473],[1468558,2391201],[1469450,2198807],[1469731,1470070],[1470570,1726370],[1471761,1978150],[1473174,2394309],[1473759,2202234],[1475144,2203011],[1484155,1990871],[1484324,2401432],[1490420,2404605],[1491312,2215167],[1497006,2000989],[1502289,2411916],[1502420,2223566],[1508959,2011606],[1514816,2014188],[1517013,2235789],[1524790,1781510],[1535147,2433147],[1535278,2249108],[1536197,1792364],[1536398,1789479],[1540925,2437176],[1541817,2254385],[1547337,1803297],[1550471,2049594],[1551856,2050153],[1562970,1563309],[1563809,2060770],[1568291,2455734],[1574917,2071321],[1580973,2074206],[1582887,2288850],[1584521,1841314],[1584690,2467945],[1587556,2469187],[1588141,2291938],[1593158,2472149],[1593336,1595485],[1598989,2298791],[1600095,1851432],[1602092,2093164],[1603575,2302205],[1611352,1864631],[1614634,2484029],[1620465,2313701],[1631316,2492764],[1632208,2322035],[1634519,2120109],[1636517,2123452],[1637902,2124011],[1649433,1901465],[1663788,2511727],[1664680,2345478],[1664961,1665300],[1665800,1912641],[1666991,2147579],[1670374,2349682],[1676707,1926077],[1676908,1923192],[1679385,2160300],[1692236,2170418],[1697519,2532442],[1697650,2370237],[1704189,2181035],[1714086,2543677],[1715016,2544012],[1716743,2384703],[1718333,2193423],[1722156,2388068],[1722211,1723790],[1723959,2547901],[1729874,2200819],[1734754,1981493],[1743002,2401472],[1747671,2559517],[1748256,2404560],[1753273,2562479],[1759104,2411413],[1762207,2226262],[1763690,2229276],[1776348,2020044],[1784985,2579174],[1785163,1787312],[1790816,2432644],[1791922,2030162],[1793919,2251804],[1802840,1803179],[1803679,2040779],[1804870,2042946],[1823143,2599789],[1824035,2455888],[1826346,2278749],[1829729,2282651],[1840397,2467985],[1841259,2468388],[1842156,2610951],[1843823,2294568],[1848143,2295504],[1849765,2613947],[1854012,2098128],[1859469,2096178],[1870686,2623201],[1872413,2486266],[1874003,2316651],[1877826,2489631],[1885544,2324047],[1908427,2508594],[1908482,1910061],[1910230,2641568],[1916145,2347490],[1918876,1921025],[1925635,2151481],[1927632,2154061],[1939544,2656146],[1945375,2531939],[1948478,2372933],[1959429,2183202],[1963179,2384056],[1963904,2544390],[1971017,2547941],[1972776,2671790],[1974443,2205803],[1990816,2558718],[1991713,2679333],[1993380,2407190],[1997700,2408126],[2003569,2231226],[2020886,2691691],[2021994,2032742],[2026873,2429357],[2028495,2694687],[2036620,2038199],[2044283,2257327],[2056556,2596656],[2064274,2457900],[2075761,2285231],[2080072,2469124],[2087423,2305916],[2088148,2614660],[2097020,2723641],[2105138,2485619],[2105863,2623579],[2114735,2729910],[2116402,2329031],[2133333,2638057],[2134250,2143872],[2140446,2641608],[2142205,2740283],[2148192,2350832],[2162250,2172998],[2167129,2528652],[2184539,2378456],[2196810,2549080],[2204886,2675499],[2213170,2559454],[2220521,2418538],[2221246,2683042],[2238712,2576149],[2239500,2246063],[2246788,2695400],[2255660,2780770],[2265420,2275042],[2273375,2787039],[2279362,2461242],[2305128,2619350],[2314851,2489110],[2320038,2628269],[2337506,2508073],[2343481,2642747],[2351557,2743992],[2360629,2367192],[2367917,2751535],[2398371,2557186],[2412563,2567560],[2438981,2700090],[2447916,2448704],[2453891,2709009],[2499934,2500722],[2518897,2650853],[2533089,2661227],[2606959,2607747] ] cell #2993 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [137966,1038143],[164786,1121264],[178136,1163198],[195429,1211460],[210086,1248519],[213262,776485],[225969,1039987],[233279,1313091],[235036,1319919],[244109,1335582],[246369,1340750],[247873,850343],[261691,1373832],[263411,1123108],[276169,1406690],[281644,918444],[290673,1443057],[290826,1443749],[293019,1190619],[302941,1465734],[303151,1466197],[304078,969589],[305691,1212225],[321081,1499100],[323341,1504268],[324845,998472],[334659,1526517],[337776,1531958],[340036,1537126],[341540,792197],[344022,1545284],[344984,1548216],[355358,1570208],[356618,1573063],[356987,1313507],[357078,1314935],[366764,1074732],[368531,1333338],[370384,1595959],[370715,1596174],[370782,852499],[380742,1613079],[387150,1622559],[391003,1628492],[391213,1628955],[392140,1124148],[393753,1374597],[406338,1655377],[406707,1407106],[409966,1660964],[410176,1661427],[411103,891470],[412716,1407455],[416226,1672468],[417004,1673934],[417373,689913],[418486,1677636],[424989,1688889],[428106,1694330],[430366,1699498],[431736,1443282],[431803,1702355],[431870,934156],[434352,1707656],[435314,1710588],[439516,1192958],[444652,1463317],[447116,1724767],[447402,741801],[458356,1740698],[458725,1211876],[465554,1750107],[465764,1750570],[466059,1234087],[467826,1496856],[469679,1756074],[470010,1756289],[470077,1000628],[480037,1773194],[482253,1777939],[487156,1536659],[487223,1782595],[487290,1011612],[489057,1529714],[490910,1787786],[491241,1788001],[491308,778641],[498125,1798843],[498335,1799306],[499128,796943],[499195,1800725],[499262,590083],[500875,1285075],[507676,1814386],[507901,1814732],[508270,1038559],[508754,1816622],[511529,1820319],[511739,1820782],[512666,1041027],[514279,1570973],[515888,1574003],[517789,1831823],[518567,1833289],[518936,823011],[520049,1836991],[524096,1321661],[525523,1590455],[530143,1593882],[540162,1861060],[545065,1340283],[545132,1865716],[545199,1093248],[549926,1355330],[552641,1874477],[552972,1874692],[553039,1107250],[555062,1626075],[557526,1880437],[557812,882057],[568541,1896022],[568766,1896368],[569135,1121680],[569619,1898258],[570333,1658124],[571476,1901589],[573369,1130547],[576834,1666077],[578103,1908017],[578505,1658547],[580969,1911038],[581255,672825],[586470,688123],[586769,1410082],[588622,1921499],[588953,1921714],[589020,685473],[594875,1932498],[599407,1936378],[599617,1936841],[599778,1162731],[599845,1937154],[599912,1167282],[600512,1938325],[600881,924320],[601679,1692086],[603532,1942345],[603863,1942560],[603930,920600],[610747,1953402],[610957,1953865],[611750,938902],[611817,1955284],[611884,713311],[613497,1447833],[617845,1452600],[618911,1718807],[628937,1470648],[633944,1462894],[635087,1981617],[636980,1214852],[640445,1470847],[641714,1988045],[642404,1991004],[645225,1485179],[646652,1227001],[648619,1994357],[648905,984245],[651272,1753997],[657808,1245129],[661291,2010617],[665823,2014497],[666033,2014960],[666194,1248052],[666261,2015273],[666328,1252603],[666928,2016444],[667297,1004348],[667978,1785287],[668432,2019792],[670767,1257589],[672194,1782282],[673124,1533961],[676190,2025905],[676400,2026368],[676814,1785709],[685373,1540011],[687837,2039176],[693561,1290125],[693853,2047262],[694704,2049718],[696597,1290662],[699312,2053207],[699643,2053422],[699710,1042193],[700062,1291065],[700822,1044971],[700889,2055321],[700956,808899],[701733,1817902],[704197,2059167],[704483,805923],[709698,821221],[709997,1573600],[711850,2069628],[712181,2069843],[712248,818571],[719157,1841447],[721001,1844800],[722428,1586112],[725557,2084682],[731144,1600168],[736954,1593460],[737408,2095926],[739743,1343635],[741170,1865403],[742100,1337585],[745166,2102039],[745376,2102502],[746076,2105180],[748399,1100216],[749015,1615358],[750081,1355553],[760107,1367511],[762360,1117958],[765114,1376687],[765406,2121120],[766257,2123576],[768150,1377224],[770865,2127065],[771196,2127280],[771263,1125314],[771615,1377627],[772375,1128092],[772442,2129179],[772509,885033],[773119,1908230],[775832,1130010],[776124,2132218],[777551,1905078],[778541,1662874],[779669,895414],[779968,1655914],[781963,2137783],[782294,2137998],[782361,892636],[787577,1665878],[801044,2160433],[801076,1420319],[801261,1162506],[801393,2158218],[801460,915707],[801530,2160048],[803865,1420347],[805292,1163400],[806222,1696333],[807259,2163786],[807545,921628],[809912,1940268],[816448,1440359],[818471,1702383],[820935,2179432],[828798,1963221],[832149,1715318],[833269,1460147],[833561,2191233],[835452,2193547],[836415,1460684],[839422,1722344],[841266,1728832],[846977,1721959],[849690,1214315],[849982,2203771],[851409,1985106],[852399,1467644],[853527,973533],[853826,1741235],[855821,2209336],[856152,2209551],[856219,970755],[859413,1226846],[861257,1486088],[862684,1746227],[869718,1238095],[871400,1497079],[877178,2229409],[877210,1507125],[877395,1247827],[877527,2227194],[877594,995735],[877664,2229024],[879999,1507153],[881426,1248721],[882356,1501103],[883393,2232762],[883679,1001656],[886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] cell #2994 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1116583],[1235654],[1286934],[1308410],[1325502],[1364531],[1409022],[1430884],[1449692],[1455723],[1521878],[1522984],[1538915],[1560907],[1572540],[1608440],[1609546],[1650953],[1652032],[1653748],[1668399],[1685356],[1701287],[1736274],[1737353],[1739069],[1769661],[1777577],[1779378],[1780448],[1811387],[1813103],[1860698],[1862499],[1863569],[1877239],[1893023],[1894739],[1901282],[1901417],[1932136],[1933937],[1935007],[1981310],[1981445],[1996440],[2010255],[2012056],[2013126],[2049411],[2049546],[2050392],[2084320],[2103228],[2110289],[2123269],[2123404],[2124250],[2161137],[2161272],[2188370],[2193240],[2193375],[2201058],[2210695],[2230113],[2230248],[2282890],[2290128],[2296688],[2301558],[2301693],[2310082],[2347729],[2376784],[2376919],[2383248],[2389346],[2430541],[2435411],[2435546],[2472931],[2509872],[2579956], 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] cell #2995 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [329915,1006094],[347385,1291402],[375998,1087730],[396498,1377964],[420245,1161764],[421197,1421576],[449043,1207786],[451391,1471184],[475293,1247085],[476245,1508382],[496524,1279557],[499168,1283763],[499524,1031710],[503775,1291273],[517024,1574340],[528629,1329399],[533674,1596649],[535017,1337206],[537482,1601515],[559453,1370158],[561801,1633942],[564640,1377835],[582896,1403016],[585244,1666414],[587358,1409703],[590181,1155686],[609146,1442315],[610098,1703612],[611790,1446521],[612146,1187380],[616362,1453230],[627528,1466021],[628091,1725397],[629549,1207989],[632043,1471055],[649758,1492917],[654803,1756764],[656146,1500724],[658611,1761630],[675300,1525775],[680345,1788476],[681688,1533582],[684153,1793342],[686482,1279760],[692112,1804293],[700862,1559705],[701218,1299558],[706124,1566534],[708472,1825769],[710586,1573221],[711311,1574211],[713409,1315801],[716044,1063861],[717775,1583527],[728595,1594512],[729904,1850438],[730060,1596448],[744276,1612337],[747532,1615988],[753536,1875167],[754017,1623063],[758698,1628779],[759261,1881067],[760719,1370361],[763213,1633813],[772415,1645751],[772771,1386120],[775002,1648460],[781487,1655535],[786168,1661251],[786731,1911668],[788189,1403219],[790683,1666285],[795728,1922189],[799536,1927055],[801366,1680002],[805420,1169969],[808398,1688147],[808997,1429143],[813443,1943035],[814786,1695954],[817251,1947901],[819580,1442518],[820006,1182172],[825210,1958852],[825630,942200],[827364,1452557],[838040,1722796],[839954,1724724],[848860,1733781],[855345,1740856],[858031,1743642],[859735,1745253],[864371,1750394],[864934,1994987],[865462,1493120],[868851,1754627],[870160,1999995],[870316,1756563],[875336,1761702],[877500,1764307],[881554,1255290],[884532,1772452],[885131,1515949],[887204,1775354],[888908,1776965],[894635,1525978],[895061,1263922],[898024,1786339],[899333,2029168],[899489,1788275],[909190,1799130],[909753,2039806],[911637,1546344],[913705,1804164],[915257,1806204],[915873,1550595],[916961,1807815],[919238,1297737],[922965,2053897],[923446,1814890],[928127,1820606],[928690,2059797],[930148,1566737],[932642,1825640],[935240,1310652],[935803,1060284],[937687,2070318],[941495,2075184],[950003,1844440],[951082,1845430],[954647,1593839],[959722,1853039],[963826,1095935],[965323,1858475],[967027,1860086],[972754,1612540],[973180,1349968],[975493,1615315],[976679,1869499],[977295,1617085],[981877,2108295],[982033,1874966],[986169,1878466],[987873,1880077],[988083,1880394],[993600,1634016],[995285,1887840],[995901,1636641],[996989,1889451],[999266,1384299],[1002993,2127755],[1003474,1896526],[1007280,1900100],[1007896,1649557],[1013736,1393175],[1014299,1150097],[1015253,2138473],[1016770,1909067],[1018684,1910995],[1027590,1920052],[1028899,2150487],[1029055,1921988],[1031147,1675211],[1034075,1927127],[1035575,1679331],[1035704,1419904],[1036761,1929913],[1038465,1931524],[1039684,1428005],[1043101,1936665],[1043664,2164416],[1044192,1688350],[1044618,1426680],[1047581,1940898],[1048890,2169424],[1049046,1942834],[1054066,1947973],[1056499,1185537],[1056655,1441253],[1058747,1953689],[1059310,2180062],[1061194,1708716],[1063262,1958723],[1071479,1965406],[1072095,1718457],[1072585,1966336],[1074289,1967947],[1081382,1973449],[1083086,1975060],[1084165,1976050],[1085402,1221927],[1088916,1980128],[1089532,1734878],[1095372,1479981],[1096889,2210026],[1097676,2211065],[1099446,1744580],[1099575,1486804],[1104562,1993997],[1104772,1994314],[1109206,1753954],[1110392,1999065],[1111008,1755724],[1114281,2002596],[1118696,1763636],[1118825,1506710],[1119882,2008032],[1121586,2009643],[1122805,1514811],[1126222,2014784],[1126785,2233392],[1127313,1772655],[1127739,1513486],[1130737,1520741],[1131158,1776294],[1131287,1519736],[1137353,2024160],[1137622,1277229],[1137778,1523593],[1138880,2026192],[1139443,2243338],[1140918,1785666],[1145993,2031769],[1151594,2037205],[1153298,2038816],[1153508,2039133],[1155842,1801982],[1159025,1804367],[1160702,1550466],[1162950,2048229],[1163566,1808912],[1168148,2266935],[1168304,2053696],[1169406,1556693],[1170923,1827442],[1172440,2057196],[1174144,2058807],[1174354,2059124],[1179871,1825843],[1182391,1314632],[1183260,2068181],[1184569,2281657],[1184725,2070117],[1186817,1834566],[1189745,2075256],[1192782,2077922],[1193820,2077967],[1197816,1843769],[1197945,1589274],[1198936,1844757],[1200122,2083087],[1202738,1343192],[1208972,2089650],[1209588,1854136],[1210078,2090580],[1210694,1855176],[1211782,2092191],[1211922,1351293],[1215042,1607303],[1215463,1859415],[1215592,1606298],[1221658,2100294],[1222083,1610155],[1223185,2102326],[1223748,2309754],[1224471,2103636],[1226346,1616884],[1230834,2107365],[1231450,1874127],[1233644,2109906],[1237325,1879404],[1237454,1627700],[1240737,2115408],[1242441,2117019],[1246023,1636512],[1248271,2122087],[1248887,1890548],[1253469,2330546],[1253625,2127554],[1254727,1642739],[1256244,1635615],[1257146,1397968],[1258268,1650396],[1258404,2136589],[1258818,1649428],[126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] cell #2996 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762147],[867538],[931576],[947584],[984944],[1046268],[1062196],[1069134],[1133855],[1159591],[1171215],[1181947],[1218160],[1260961],[1263697],[1279091],[1310484],[1347007],[1349743],[1392580],[1393007],[1408411],[1426455],[1479386],[1479813],[1513261],[1520573],[1522373],[1538894],[1556098],[1556525],[1607135],[1608935],[1642144],[1642571],[1650159],[1652011],[1682945],[1684745],[1735480],[1737332],[1752736],[1767250],[1769050],[1777556],[1809514],[1810719],[1811366],[1847294],[1860677],[1876628],[1891150],[1892355],[1893002],[1932115],[1933173],[1968606],[1977914],[1988826],[1996419],[2010234],[2011292],[2050371],[2071085],[2078958],[2084299],[2092850],[2103207],[2124229],[2147343],[2180721],[2188349],[2195696],[2201037],[2210224],[2251490],[2282869],[2289657],[2296667],[2342367],[2347708],[2388875],[2430520],[2509401], 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[1619539,2106468],[1625269,2111336],[1628611,1893434],[1651364,2133845],[1652443,1661083],[1657741,2138806],[1685087,1696905],[1690537,2166999],[1696676,2171246],[1701698,1953521],[1715971,2189209],[1724008,2389051],[1726056,2196680],[1736685,2205398],[1745844,2212255],[1746902,2213040],[1750226,1996851],[1757531,2221758],[1778614,2238582],[1780859,2026024],[1786901,2579859],[1786998,2430242],[1789243,2247300],[1811798,1820438],[1817096,2269976],[1851650,2297527],[1861735,2304998],[1863980,2102158],[1871641,2312437],[1881726,2319908],[1885050,2119873],[1902242,2335880],[1910279,2509577],[1912327,2343351],[1922956,2352069],[1935418,1936497],[1943802,2368429],[1982270,2396745],[2001207,2410149],[2013537,2014616],[2030380,2431380],[2040465,2438851],[2042710,2260798],[2060456,2453761],[2063780,2278513],[2151699,2517271],[2170636,2530675],[2182966,2184045] ] cell #2997 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [167356,668711],[178158,917504],[196656,737687],[210108,997532],[225476,801809],[226058,1037901],[244854,842306],[246391,1084708],[262918,877943],[263500,1121022],[277396,907116],[282211,917404],[290848,1183803],[293022,1190461],[299280,951525],[302908,732234],[303173,1206227],[305780,1211218],[321826,990435],[323363,1244063],[325412,997432],[338521,1021036],[340058,1276535],[356585,1056673],[356990,1312375],[357167,1312849],[359823,1064119],[361694,1066459],[370624,629568],[370764,1335085],[371005,1335482],[373938,1084608],[387342,1106084],[390970,872490],[391235,1368599],[393842,1373590],[406305,1137796],[406710,1396018],[409933,901663],[410198,1401457],[412805,1406448],[416971,689547],[417376,1414771],[418508,1417431],[428851,1176706],[430388,1439293],[431852,1442297],[432281,1184349],[432437,1183703],[437159,1192211],[446079,1203952],[447216,1465450],[447500,1465683],[458323,1222101],[458728,1482824],[460989,1225814],[465521,983217],[465786,1492478],[469919,760738],[470059,1498603],[470300,1499000],[473233,1243963],[482220,1258286],[487272,1525757],[487701,1277081],[491150,788208],[491290,1531461],[491531,1531858],[494464,1276435],[498092,793363],[498357,1542983],[499244,1544524],[499673,590439],[500964,1547974],[507868,1297911],[508273,1559536],[511496,1051220],[511761,1564975],[514368,1569966],[516005,1312598],[516015,1573012],[518534,822645],[518939,1578289],[520071,1580949],[522040,1321633],[531209,1332591],[532885,1595931],[540129,1344332],[545181,1612319],[545610,1085254],[547569,1354583],[548996,1100099],[552881,865481],[553021,1622062],[553262,1622459],[556489,1366324],[557626,1628208],[557910,1628441],[561021,1116930],[568733,1384473],[569138,1645582],[571012,1387441],[571525,1650522],[576951,1406197],[576961,1655326],[579932,1399182],[581069,1660680],[581353,1660913],[588862,686501],[589002,1671971],[589243,1672368],[590200,689755],[590210,1673883],[592176,1417331],[594842,1421044],[599374,1169488],[599639,1687708],[599894,1688129],[600323,918050],[600479,923954],[600884,1689999],[603772,930167],[603912,1693833],[604153,1694230],[607086,1439193],[608929,1443231],[610714,935322],[610979,1705355],[611866,1706896],[612295,713667],[613586,1710346],[622258,1459701],[625454,1463289],[629867,1468341],[634623,1474247],[635136,1735843],[640562,1210967],[640572,1740647],[643169,1485151],[644235,1226109],[644608,977314],[648719,1749823],[649003,1750056],[652338,1496109],[653765,1237978],[654014,1756046],[657650,993619],[661258,1507850],[665790,1254809],[666055,1772013],[666310,1772434],[666739,998078],[666895,1003982],[667300,1774304],[668228,1528528],[669233,1777888],[675083,1536608],[676157,1013818],[676422,1784475],[677880,1528967],[679556,1787758],[686800,1540708],[687937,1798559],[688221,1798792],[693820,1036228],[694240,1550959],[694753,1809877],[695667,1291926],[699552,1044211],[699692,1813889],[699933,1814286],[700179,1037650],[700189,1814681],[700938,1815862],[701367,809255],[703160,1562700],[704297,1820035],[704581,1820268],[707692,1308757],[712090,819599],[712230,1831326],[712471,1831723],[713428,822853],[713438,1833238],[715404,1580849],[724097,1589708],[725524,1591493],[732134,1598092],[734491,1339969],[737204,1332152],[738209,1861009],[744059,1340232],[745133,1095454],[745398,1867596],[746246,1870889],[747975,1355525],[748075,1100015],[752747,1874449],[756624,1626047],[757690,1366619],[758063,1111027],[761037,1631099],[765373,1119349],[765793,1637005],[766306,1891513],[767220,1378488],[771105,1127332],[771245,1895525],[771486,1895922],[771732,1120771],[771742,1896317],[772491,1897498],[772920,885389],[773816,1658073],[774093,1901074],[776091,1131811],[780898,1654931],[782203,894654],[782343,1907520],[782584,1907917],[784094,1658519],[788507,1663571],[793263,1669477],[794939,1921471],[800551,1160465],[801326,1161746],[801442,1929806],[802331,1932447],[802875,1421339],[803248,1163585],[807359,1936094],[807643,1936327],[808181,1162680],[809016,924162],[809026,1938274],[810978,1691339],[812405,1433208],[812654,1942317],[816290,1179890],[819898,1703080],[821035,1953118],[821319,1953351],[824430,1450039],[828968,1715219],[832399,1455292],[833528,1198469],[833922,1718779],[834988,1719861],[835501,1968969],[844362,1469756],[844735,1210713],[845789,1471708],[847674,1462843],[847951,1981102],[849949,1216116],[854756,1740252],[856061,972773],[856201,1987548],[856442,1987945],[857296,1990976],[859171,1226779],[865780,1751608],[869294,1497051],[869394,1237894],[872390,1758207],[876685,1245786],[877460,1247067],[877576,2007925],[878465,2010566],[879009,1508145],[879382,1248906],[883493,2014213],[883777,2014446],[884315,1248001],[885150,1004190],[885160,2016393],[885906,1784772],[887870,1007915],[888093,1258581],[888868,1006076],[888984,2019660],[893526,1781535],[894953,1783320],[895228,2025621],[895512,2025854],[901563,1789919],[903920,1536345],[914562,1287281],[914987,1035463],[915675,2049619],[915775,1290074],[915892,1037427],[915902,2047211],[916052,2049203],[922176,2053179],[926053,1817874],[927119,1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] cell #2998 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [329771,1005961],[375854,1087597],[420101,1161631],[447534,1205714],[448899,1207653],[475149,1246952],[496380,1279424],[499526,1284548],[503631,1291140],[503719,1037944],[528485,1329266],[533223,1334970],[557944,1368086],[559309,1370025],[564496,1377702],[564584,1121065],[581387,1400944],[582752,1402883],[590244,1413940],[595222,1162965],[609002,1442182],[612148,1447306],[616278,1453169],[631899,1470922],[631987,1211261],[649037,1491965],[649614,1492784],[654352,1498488],[661638,1248286],[675156,1525642],[679894,1531346],[688255,1542470],[689620,1544409],[701220,1560490],[704615,1564462],[705980,1566401],[711167,1574078],[711255,1312892],[713472,1577458],[717610,1583627],[728511,1594451],[730634,1335525],[734871,1340517],[744132,1612204],[747448,1615927],[748531,1616994],[753085,1621947],[762492,1632861],[763069,1633680],[763157,1373633],[772773,1646536],[774918,1648399],[790539,1666152],[790627,1406491],[795277,1671856],[805422,1686693],[807677,1687195],[808254,1688014],[809060,1689168],[812992,1693718],[820278,1443516],[821353,1704842],[822718,1706781],[827231,1713035],[837875,1722896],[840302,1466023],[840739,1466110],[848776,1733720],[857866,1743742],[859214,1745021],[859651,1745192],[868767,1754566],[869850,1755633],[870890,1499043],[874404,1760586],[875127,1504035],[881556,1770998],[883811,1771500],[884388,1772319],[885194,1773473],[887039,1775454],[895546,1783962],[897940,1786278],[900063,1531901],[904300,1536893],[913561,1804031],[913649,1548017],[915936,1806937],[916877,1807754],[917960,1808821],[919240,1812313],[922514,1813774],[924027,1815747],[931921,1824688],[932498,1825507],[932586,1570009],[937236,1831211],[942202,1319838],[950998,1845369],[954514,1848714],[956774,1595838],[956954,1596444],[959638,1852978],[961761,1855085],[963828,1610883],[965158,1858575],[973665,1867083],[975360,1868705],[976514,1869599],[976694,1869863],[982607,1622502],[986004,1878566],[987352,1879845],[987789,1880016],[988431,1628781],[988868,1628868],[995964,1888573],[996905,1889390],[997988,1890457],[999268,1893949],[1002542,1895410],[1004055,1897383],[1007959,1900833],[1014802,1907405],[1016605,1909167],[1019032,1661253],[1019469,1661340],[1027506,1919991],[1029629,1672411],[1033866,1677403],[1035706,1929294],[1036301,1929691],[1036596,1930013],[1038381,1931463],[1039680,1934807],[1047497,1940837],[1048580,1941904],[1049620,1694273],[1053134,1946857],[1053857,1699265],[1060286,1441981],[1062541,1957771],[1063118,1958590],[1063206,1710389],[1063924,1190414],[1072158,1966139],[1072420,1966436],[1074205,1967886],[1078957,1724676],[1081217,1973549],[1083644,1975818],[1084081,1975989],[1085164,1977056],[1085404,1738279],[1089595,1980861],[1096438,1987433],[1099313,1989800],[1105120,1750396],[1105557,1750483],[1109073,1998271],[1110227,1999165],[1110407,1999429],[1111333,1755953],[1111513,1756559],[1114197,2002535],[1118827,2007413],[1119422,2007810],[1119717,2008132],[1121502,2009582],[1122801,2012926],[1131289,2019148],[1131884,2019545],[1137269,2024099],[1140785,2027444],[1143045,1787665],[1143225,1788271],[1145909,2031708],[1148032,2033815],[1150099,1524321],[1151429,2037305],[1153856,1799132],[1154293,1799219],[1156416,1546407],[1159936,2045813],[1160538,2046560],[1160698,2046738],[1162785,2048329],[1168878,1814329],[1172275,2057296],[1173623,2058575],[1174060,2058746],[1174702,1820608],[1175139,1820695],[1182235,1311337],[1183176,2068120],[1184259,2069187],[1185299,1831766],[1185539,1571750],[1188813,2074140],[1189536,1836758],[1192691,2078655],[1197947,2081606],[1198542,2082003],[1198803,2082293],[1199957,2083187],[1202740,1857856],[1209651,2090383],[1209913,2090680],[1210093,2090944],[1211698,2092130],[1211918,1863369],[1215594,2095282],[1216189,2095679],[1221574,2100233],[1231513,2108098],[1231775,1874356],[1231955,1874962],[1233560,2109845],[1237192,2112822],[1238312,1880346],[1240572,2115508],[1244519,2119015],[1245859,2120418],[1246019,2120596],[1248106,2122187],[1254199,1895965],[1258654,2131516],[1258814,2131694],[1263985,1393860],[1264247,2135865],[1266032,2137315],[1267115,1907960],[1270784,1910947],[1273044,2142978],[1275471,2145247],[1275908,2145418],[1276991,2146485],[1277231,1652958],[1281422,2150290],[1281684,1921378],[1281864,1921984],[1284111,1675213],[1286671,2155134],[1288265,2156862],[1288892,2157610],[1296947,1936667],[1297384,1936754],[1300900,2167700],[1302054,2168594],[1302234,2168858],[1303160,1942224],[1303340,1942830],[1306024,2171964],[1310654,1441242],[1311544,2177561],[1313329,2179011],[1313971,1953691],[1314408,1953778],[1314628,1701087],[1316531,1708779],[1322089,2188092],[1322260,2187631],[1324367,1964787],[1327053,2190531],[1327213,2190709],[1332022,1978637],[1333071,2195393],[1338327,2198344],[1338922,2198741],[1339183,2199031],[1340337,2199925],[1344700,2203069],[1344860,2203247],[1350031,1480666],[1350293,2207418],[1352078,2208868],[1353161,1987988],[1355063,1988523],[1360319,2214704],[1360914,2215101],[1361175,1994266],[1362329,2216285],[1372023,2223481],[1374070,2225228],[1375454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] cell #2999 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [329790,1006100],[347388,1291399],[375873,1087736],[396501,1377961],[420120,1161770],[421194,1421582],[448918,1207792],[451394,1471181],[475168,1247091],[476242,1508388],[496399,1279563],[503650,1291279],[517027,1574337],[520479,1319795],[528504,1329405],[533242,1081471],[533677,1596646],[537479,1601521],[559328,1370164],[561804,1633939],[564515,1377841],[582771,1403022],[585247,1666411],[609021,1442321],[609602,1441938],[610095,1703618],[614082,1190716],[616297,1453236],[627640,959273],[627664,1725311],[628088,1725403],[631918,1471061],[649633,1492923],[654371,1240826],[654806,1756761],[658608,1761636],[675175,1525781],[675756,1524278],[679913,1273298],[680348,1788473],[684150,1793348],[689639,1030872],[690010,797445],[690220,1802667],[692115,1804290],[705999,1566540],[708475,1825766],[710358,1572080],[710960,1315628],[711186,1574217],[717772,1583577],[728530,1594518],[729901,1850488],[730203,1850929],[744151,1612343],[744732,1610840],[747467,1615994],[753104,1362583],[753539,1875164],[758810,1113832],[758834,1880981],[759258,1881073],[763088,1633819],[774937,1648466],[781259,1653288],[781861,1408148],[786280,1145544],[786304,1911582],[786728,1911674],[790558,1666291],[795296,1151683],[795731,1922186],[796819,910891],[796843,1924880],[799533,1927061],[808273,1688153],[808854,1686650],[813011,1436056],[813446,1943032],[817248,1947907],[819260,1445426],[819272,1701391],[822737,1186542],[823108,939404],[823318,1957226],[825213,1958849],[827370,1712990],[838037,1722846],[839960,1971680],[848795,1733787],[855117,1738609],[855719,1212918],[858028,1743692],[859670,1486893],[864483,1233195],[864507,1994901],[864931,1994993],[868786,1754633],[870157,2000045],[870459,2000486],[874423,1504109],[884407,1772458],[884988,1770955],[887201,1775404],[887776,1777869],[894315,1537697],[894327,1780552],[897959,1786345],[899330,2029218],[899632,2029659],[909302,1027141],[909326,2039720],[909750,2039812],[910903,2042403],[913580,1804170],[916896,1807821],[922533,1558959],[922968,2053894],[923218,1812643],[923820,1040680],[924046,1298720],[924417,1045473],[924627,2066379],[928239,1305659],[928263,2059711],[928687,2059803],[932517,1825646],[934965,1576178],[937255,1311798],[937690,2070315],[938778,1060448],[938802,2073009],[941492,2075190],[951017,1845436],[954653,1848669],[959657,1853045],[965320,1858525],[965895,1860990],[972434,1341321],[972446,1863673],[975499,1868660],[976676,1616274],[977227,1356411],[981874,2108345],[982176,2108786],[986166,1878516],[987808,1627789],[988089,2113639],[992621,1373705],[996924,1889457],[1002561,1645005],[1002996,2127752],[1003246,1894279],[1003848,1123801],[1004074,1385282],[1004445,1128594],[1004655,1887649],[1005598,1658054],[1006670,1901521],[1013461,1667132],[1014821,1395441],[1015256,2138470],[1016767,1909117],[1018690,2141109],[1027525,1920058],[1028896,2150537],[1029198,2150978],[1036320,1419919],[1036758,1929963],[1037333,1932428],[1038400,1682123],[1043213,1428425],[1043237,2164330],[1043661,2164422],[1043872,1164875],[1043884,1935111],[1044847,1170177],[1044871,2175774],[1047516,1940904],[1048887,2169474],[1049189,2169915],[1053153,1699339],[1058859,1182811],[1058883,2179976],[1059307,2180068],[1060460,2182659],[1063137,1958729],[1072582,1966386],[1074224,1967953],[1081379,1973499],[1084100,1729637],[1087234,1462824],[1088306,1981549],[1095097,1471902],[1096457,1482247],[1096892,2210023],[1097673,2212464],[1099452,1744532],[1099572,1486806],[1104778,2215346],[1109212,1998226],[1110389,1754913],[1110940,1497937],[1114216,2002602],[1119441,1506725],[1119879,2008082],[1120454,2010547],[1121521,1766428],[1126334,1515231],[1126358,2233306],[1126782,2233398],[1126993,1250196],[1127005,2013230],[1127968,1255498],[1127992,2006345],[1129477,1785219],[1129782,2019790],[1131903,1519751],[1137288,2024166],[1138992,1265667],[1139016,2243252],[1139440,2243344],[1140924,2027399],[1145928,2031775],[1151591,2037255],[1153514,2254564],[1160686,1549784],[1161268,1289142],[1161387,1289722],[1161411,2271289],[1162340,2049650],[1162947,1808101],[1163498,1552787],[1168145,2266985],[1168447,2267426],[1169131,1293240],[1170189,2278206],[1172437,2057246],[1174079,1819616],[1174360,2272279],[1178892,1570081],[1183195,2068187],[1184566,2281707],[1184868,2282148],[1188832,1836832],[1193817,2079366],[1197320,1586042],[1198561,1589289],[1198942,2082248],[1200119,2083137],[1200694,2084612],[1210075,1854365],[1210626,1601026],[1211717,1856200],[1213782,1593392],[1214087,2095924],[1216208,1606313],[1221593,2100300],[1223297,1351713],[1223321,2309668],[1223745,2309760],[1224477,2311952],[1226352,1616880],[1233579,2109912],[1237331,1879356],[1237451,1627702],[1240734,2115458],[1246007,1635830],[1246589,1375704],[1246708,1376284],[1246732,2112649],[1247661,2123508],[1248268,1889737],[1248819,1638833],[1253466,2330596],[1253768,2331037],[1254452,1379802],[1255510,2119566],[1256424,1908228],[1258802,1648746],[1259384,1388689],[1259503,1389269],[1259527,2338692],[1264409,2135815],[1266051,2137382],[1266382,2339709],[12666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] cell #3000 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3001 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3002 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [481623,1257627],[503999,1552200],[539532,1343673],[564864,1638246],[594245,1420385],[595521,1681557],[629270,1467682],[632267,1730218],[660661,1507191],[661937,1765862],[686203,1540049],[695070,1552085],[711535,1830073],[724927,1590834],[730232,1598254],[730749,1851110],[735170,1855634],[760440,1630440],[763437,1885888],[766623,1638131],[787910,1662912],[790907,1916489],[819301,1702421],[820577,1952133],[827969,1713530],[840308,1972137],[840348,1467867],[840858,1972220],[845192,1730103],[865183,1750949],[870488,1758369],[871005,2000667],[875426,2005191],[894356,1782661],[899661,1790081],[900178,2029840],[904599,2034364],[910932,1544332],[911365,1284667],[913929,2044627],[929869,1822267],[932866,2064618],[936052,1829958],[942013,1581762],[943802,1839361],[955252,1849209],[956713,2087112],[956949,2087511],[972475,1865782],[976098,1869200],[982205,1875693],[982722,2108967],[988437,2114096],[988477,1630625],[988987,2114179],[993321,1885773],[1006699,1899801],[1019038,2141566],[1019078,1663097],[1019588,2141649],[1023922,1916374],[1029227,1669639],[1029744,2151159],[1030976,1413879],[1034165,2155683],[1043913,1937220],[1049218,1944640],[1049735,2170096],[1054156,2174620],[1057344,1702059],[1060489,1706704],[1060922,1447425],[1063486,2184883],[1064010,1451202],[1065800,1961351],[1076885,1969981],[1078880,2195770],[1088335,1979829],[1098361,1988918],[1100051,1990295],[1105126,2215803],[1105166,1751134],[1105676,2215886],[1109811,1998766],[1111272,2220210],[1111508,2220609],[1115918,2005259],[1127034,2015339],[1130073,2018091],[1138467,1781220],[1141523,2027939],[1142984,2245752],[1143220,2246151],[1153862,2255021],[1153902,1540234],[1154412,2255104],[1156531,2043071],[1158746,2044512],[1162369,2047930],[1168476,2054423],[1168993,2267607],[1170218,1815670],[1170651,1560609],[1174708,2272736],[1174748,1822452],[1175258,2272819],[1179592,2064503],[1182745,1827908],[1183295,1577227],[1184897,1828994],[1185414,2282329],[1186646,1577397],[1189835,2286853],[1199541,2082788],[1203293,2085595],[1208391,2089351],[1214378,2094225],[1222772,1864341],[1225155,2103310],[1226323,2104039],[1226886,1870171],[1231714,2314540],[1231950,2314939],[1236240,2111940],[1237930,2113317],[1238235,2318998],[1243045,1885958],[1247690,2121788],[1253797,2128281],[1254314,2331218],[1255539,1897306],[1255972,1646655],[1265601,1904168],[1266151,1668181],[1266713,1906294],[1267230,2340331],[1268712,2139410],[1270707,2342441],[1280162,2149258],[1281623,2350521],[1281859,2350920],[1284117,2153625],[1289763,1929614],[1290188,2158347],[1291878,2159724],[1294289,1428909],[1296953,2362474],[1296993,1937405],[1297503,2362557],[1298582,1935779],[1298824,1689107],[1301638,2168195],[1303099,2366881],[1303335,2367280],[1307745,2174688],[1311483,1705566],[1311719,1950049],[1313977,2376150],[1314017,1702606],[1314527,2376233],[1316646,2183327],[1318861,2184768],[1328314,2191312],[1330004,2192689],[1337111,2197287],[1339921,2199526],[1351647,1984196],[1352197,1472951],[1352759,1986322],[1353276,2401196],[1353995,2401992],[1355709,2211419],[1355824,1990212],[1361098,2405370],[1365665,2218693],[1366833,2219422],[1367396,1999737],[1370763,2222449],[1376325,2007733],[1376750,2227323],[1378440,2228700],[1380851,1515715],[1383515,2420383],[1383555,2015524],[1384065,2420466],[1385144,2013898],[1385386,1773412],[1389310,2019468],[1390381,2020247],[1394771,2241428],[1395126,1794176],[1395362,2022641],[1396541,2428624],[1396581,1782846],[1397091,2428707],[1398523,2244235],[1403621,2247991],[1409608,2252865],[1411603,2437941],[1414115,2257415],[1419335,2046553],[1420023,1806876],[1421553,2262679],[1422116,2048901],[1423530,1558644],[1426944,2448393],[1427180,2448792],[1428359,2052297],[1429988,2278874],[1431470,2270580],[1433160,2271957],[1433465,2452851],[1438275,2064688],[1442105,1831919],[1442920,2280428],[1444381,2460931],[1444617,2461330],[1446875,2284795],[1449027,2286921],[1454103,2289370],[1458679,2081926],[1459042,2292748],[1460210,2293477],[1469970,2299630],[1470533,2091252],[1471660,2301007],[1476116,2095602],[1477187,2096381],[1481577,2307844],[1481932,1602349],[1482168,2098775],[1483347,2483672],[1483387,1865967],[1483897,2483755],[1484564,2484474],[1486327,2104438],[1493522,2315917],[1497235,2318287],[1497350,2113234],[1500629,2320515],[1506141,2120411],[1506829,1888512],[1508359,2326290],[1508922,2122759],[1510336,1644690],[1513750,2500411],[1513986,2500810],[1515165,2126155],[1516794,2120234],[1517607,1908685],[1518878,2506970],[1519167,2131509],[1519855,1900772],[1520825,2132696],[1524690,2337983],[1525565,1917229],[1526380,2339360],[1526735,2507762],[1526971,2508161],[1533487,2343958],[1536297,2346197],[1549135,2155751],[1549925,1929121],[1550035,1679979],[1550371,2522518],[1553899,2160503],[1554046,1687937],[1557474,2525896],[1558880,2162897],[1560059,2372497],[1562041,2365364],[1563209,2366093],[1563772,2169166],[1567139,2369120],[1573126,2373994],[1574816,2375371],[1575121,2537236],[1577633,2378544],[1579931,2184953],[1584199,2382982],[1584930,2382911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] cell #3003 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [481624,1257631],[504001,1552201],[539533,1343677],[564866,1638247],[594246,1420389],[595522,1681561],[629271,1467686],[632269,1730219],[660662,1507195],[661938,1765866],[686204,1540053],[695071,1552089],[711537,1830074],[716042,1581763],[724928,1590838],[730233,1337204],[730751,1851111],[735171,1855638],[760441,1630444],[763439,1885889],[766624,1638135],[787911,1662916],[790909,1916490],[819302,1702425],[820004,1702060],[820578,1952137],[825625,1451203],[827970,1713534],[840349,1207984],[840449,1972138],[840859,1972224],[845193,1730107],[865184,1750953],[870489,1500722],[871007,2000668],[875427,2005195],[894357,1782665],[895059,1781221],[899662,1533580],[900180,2029841],[904600,2034368],[910933,1283761],[911366,1031705],[911635,2043072],[913931,2044628],[929870,1822271],[932868,2064619],[935170,1827909],[935798,1577228],[936053,1829962],[943803,1839399],[955253,1849213],[956714,2087150],[957097,2087513],[972476,1865786],[973178,1864342],[976099,1869204],[982206,1623061],[982724,2108968],[988478,1370356],[988578,2114097],[988988,2114183],[993322,1885777],[1006700,1899805],[1013666,1904169],[1014294,1668182],[1019079,1403214],[1019179,2141567],[1019589,2141653],[1023923,1916378],[1029228,1409701],[1029746,2151160],[1030977,1155681],[1031077,2153626],[1034166,2155687],[1043914,1937224],[1044616,1935780],[1049219,1695952],[1049737,2170097],[1054157,2174624],[1056494,1705567],[1056583,1950051],[1060490,1446519],[1060923,1187375],[1061192,2183328],[1063488,2184884],[1065804,1961380],[1076886,1970019],[1078884,2195799],[1088336,1979833],[1095302,1984197],[1095930,1472952],[1098362,1988956],[1100052,1745251],[1105167,1493115],[1105267,2215804],[1105677,2215890],[1109812,1998770],[1111273,2220248],[1111656,2220611],[1115919,1761700],[1127035,2015343],[1127737,2013899],[1130074,2018129],[1132917,2020248],[1137617,1794177],[1137706,2022643],[1141524,2027943],[1142985,2245790],[1143368,2246153],[1153903,1279755],[1154003,2255022],[1154413,2255108],[1155770,2257417],[1158747,2044516],[1162370,2047934],[1168477,1814888],[1168995,2267608],[1169336,2052298],[1169964,1294290],[1170219,1559703],[1170652,1299553],[1170921,2278875],[1174749,1566732],[1174849,2272737],[1175259,2272823],[1179593,2064507],[1182389,1831921],[1184898,1573219],[1185416,2282330],[1186647,1315796],[1186747,2284796],[1189836,2286857],[1199542,2082792],[1203297,2085624],[1208392,2089355],[1214379,2094263],[1217222,2096382],[1221922,1602350],[1222011,2098777],[1225159,2103339],[1226324,1869458],[1226887,1617080],[1231715,2314578],[1232098,2314941],[1236241,2111978],[1237931,1880075],[1238239,2319027],[1243046,1634011],[1247691,2121792],[1253798,1896524],[1254316,2331219],[1254657,2126156],[1255285,1380852],[1255540,1645749],[1255973,1386115],[1256242,2120235],[1257141,1908686],[1260443,2132698],[1265245,1917231],[1266714,1655533],[1267232,2340332],[1268713,2139448],[1270711,2342470],[1280163,2149262],[1281624,2350559],[1282007,2350922],[1289764,1680000],[1290189,2158385],[1291879,1931522],[1293032,2160504],[1296994,1688345],[1297094,2362475],[1297504,2362561],[1297732,1423531],[1297821,2162899],[1298825,1429138],[1298925,2372498],[1301639,2168199],[1303100,2366919],[1303483,2367282],[1307746,1947971],[1314018,1442513],[1314118,2376151],[1314528,2376237],[1315885,2378546],[1318862,2184772],[1328315,2191350],[1330005,2192693],[1337112,2197325],[1339922,1976048],[1343187,1722415],[1346489,2204251],[1351291,1730960],[1352760,1740854],[1353278,2401197],[1353996,2403070],[1355713,1989674],[1355825,1745165],[1361102,2405399],[1365669,2218722],[1366834,1999024],[1367397,1755719],[1370764,2222453],[1376326,1764305],[1376751,2227361],[1378441,2009641],[1379594,2229480],[1383556,1772650],[1383656,2420384],[1384066,2420470],[1384294,1510337],[1384383,2231875],[1385387,1515944],[1385487,2225827],[1386946,2026963],[1389311,1776963],[1389439,2237701],[1394772,2241432],[1396582,1525973],[1396682,2428625],[1397092,2428711],[1398527,2244264],[1403622,2247995],[1409609,2252903],[1411607,2437970],[1419336,1806163],[1419899,1550036],[1420024,1550590],[1420124,2452078],[1421554,2048188],[1422117,1808907],[1423201,2263868],[1426945,2448431],[1427328,2448794],[1428003,1554048],[1429227,2457990],[1431471,2270618],[1433161,2058805],[1433469,2452880],[1438276,1825838],[1442921,2280432],[1444382,2460969],[1444765,2461332],[1449028,2075254],[1454104,2290448],[1457450,1841518],[1458680,1844438],[1459046,2292777],[1460211,2293515],[1461934,2294772],[1469971,2090539],[1470534,1855171],[1471661,2092189],[1473752,1848233],[1476117,1860084],[1476245,2304117],[1481578,2307848],[1483388,1612535],[1483488,2483673],[1483898,2483759],[1484568,2485395],[1486331,1869982],[1493523,2315921],[1497239,2112696],[1497351,1879989],[1500630,2320553],[1506142,1887799],[1506705,1636082],[1506830,1636636],[1506930,2318225],[1508360,2122046],[1508923,1890543],[1510007,2327479],[1513751,2500449],[1514134,2500812],[1514809,1640094],[1516033,2324137],[1517063,2138710],[1519168,1900059],[1519731,1648998],[1519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] cell #3004 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [235033,2076625],[290670,2181261],[292989,2185846],[334656,2252030],[344019,1544921],[356431,2279733],[356511,2282526],[380739,2093390],[405519,2337877],[406231,2347365],[416897,1673907],[424986,1933713],[431153,2373388],[431684,2376434],[434349,1707293],[457537,2398742],[458249,2200694],[480034,2011832],[481135,2429193],[485862,2426013],[487104,2435061],[495819,1798816],[499076,1544494],[507082,2448287],[507794,2050028],[508751,1816259],[515235,2458844],[518460,1833262],[539044,2295340],[543771,2481061],[545013,2301208],[567947,2500305],[568659,2123886],[569616,1897895],[570281,2508679],[571354,2504418],[574840,1660937],[575393,2505831],[586418,1671941],[591390,2153045],[593757,2157741],[598484,2525308],[599726,2160787],[600405,1938298],[608441,1953375],[611698,1706866],[620243,2383892],[633892,2388153],[634965,2553531],[638451,1465707],[639004,2554944],[659467,2422333],[660173,2226717],[664900,2571391],[666142,2229763],[666821,2016417],[667423,2579119],[669046,2575498],[670119,2237084],[672773,1531431],[673733,2025878],[685203,1279509],[690442,2256669],[693509,2261380],[693686,2047235],[694582,2592480],[698068,1820292],[698621,2593893],[700770,1815832],[709646,1831296],[714618,2284215],[722376,2468473],[723449,2292160],[732476,1850774],[736399,2472094],[738022,2618699],[739095,2303500],[741749,1335055],[742709,2102012],[751413,2485455],[763891,2502423],[765062,2324991],[765239,2121093],[766135,2632720],[769621,1628465],[770174,2634133],[772323,1897468],[774157,2637624],[775780,2334553],[775957,2132191],[778371,1402968],[779617,1907490],[793605,2150823],[797644,2352461],[800521,2157670],[801209,1929776],[802144,2652470],[803217,1421463],[805871,1693803],[806831,1936351],[818107,2364424],[818301,1442267],[823540,2377798],[831594,2543957],[833217,2385305],[833394,2191206],[835330,2670592],[842641,1971921],[843714,2391378],[848015,2675066],[849638,2395418],[849815,2203744],[852229,1207738],[853475,1987518],[862632,2558803],[863705,2404782],[866389,1750080],[867842,2569936],[872732,2000331],[875909,2573786],[876655,2226646],[877343,2007895],[878278,2687081],[879351,1508269],[882005,1498573],[882965,2014470],[888063,2237013],[888751,2019630],[889495,1006046],[892366,1525727],[901905,2029504],[907451,2254805],[908524,2437353],[912138,2260652],[915011,2046644],[916116,2703886],[917739,1291652],[917916,2050727],[920330,1566486],[921576,1813859],[933320,2450405],[935564,2281993],[939603,2462871],[943921,1584508],[947888,2613369],[949158,2292089],[949846,2082088],[951860,2719602],[958877,1851419],[960500,2474988],[960677,2299524],[962613,1601402],[966182,2303429],[966870,2095764],[967614,1087682],[970485,1612289],[977374,1871997],[979723,2623146],[981346,2486868],[981523,2314434],[983459,2108631],[984193,1622032],[985701,2632871],[990770,2113880],[991843,2492941],[994527,1884904],[995039,2120502],[996144,2733186],[997767,1378214],[997944,2124585],[1000358,1370110],[1001604,1895495],[1006473,1650492],[1007034,2131600],[1014060,2339995],[1021371,2141350],[1022444,2511904],[1026745,2151468],[1028368,2515944],[1028545,2350415],[1032205,2156947],[1037620,1165268],[1038308,1933506],[1039052,1161716],[1041923,1688099],[1046572,2523853],[1051462,2169760],[1054639,2527703],[1057008,2375934],[1058081,1703499],[1061695,2183899],[1066032,2382929],[1069891,2670743],[1071233,2190615],[1073444,2760665],[1077004,1723777],[1080971,1725354],[1082241,2391307],[1082929,2198826],[1084943,1471434],[1085120,2201393],[1088109,1735813],[1088670,2203153],[1095696,2400860],[1098480,1484142],[1100016,1486490],[1100164,1747235],[1102447,1994944],[1103717,2404711],[1104405,2215186],[1106419,2215587],[1106980,1492869],[1107848,2686920],[1111087,2001563],[1113436,2000976],[1115059,2565318],[1115236,2412146],[1117172,1761517],[1117906,1760671],[1120741,1250589],[1121429,2011625],[1122173,1247037],[1125044,1772404],[1129983,1777466],[1134159,2424558],[1138131,2428408],[1145148,2030149],[1146771,2582013],[1146948,2433377],[1148884,1793229],[1152453,2437282],[1153141,2254404],[1156756,1547693],[1162143,1809847],[1162704,2050281],[1169730,2267271],[1171972,2592631],[1177041,2272520],[1178114,2599966],[1180798,2063634],[1182415,2282638],[1184038,1574590],[1184215,2283225],[1187875,2074225],[1191742,2793609],[1192468,2289422],[1195338,2719441],[1201334,1329351],[1203525,2472612],[1207384,1597760],[1208165,1863108],[1208726,2298933],[1210773,1852006],[1210937,1341714],[1211625,2093183],[1214288,1860587],[1218464,2479606],[1222436,2483456],[1224776,1618020],[1225387,2484492],[1226050,1871551],[1226442,1355467],[1226777,1355941],[1229246,1619236],[1230588,2313843],[1232799,1871410],[1236359,1625038],[1237895,1627386],[1238043,1882059],[1240326,1881024],[1241596,2492870],[1242284,2322054],[1244298,1634192],[1244475,2324621],[1244859,1373309],[1247464,1891483],[1248025,2124139],[1255051,2330882],[1261718,2504569],[1265271,2347477],[1268831,1910048],[1272798,1911625],[1274068,2511833],[1274756,2345497],[1276770,1666664],[1276947,2348064],[1279936,1669008],[128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] cell #3005 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3006 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3007 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3008 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3009 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [401362,1130029],[421218,1421630],[453380,1214334],[476266,1508436],[502925,1290144],[503974,1552156],[534892,1337067],[537503,1601569],[563790,1376706],[564839,1638202],[587233,1409564],[590175,1155626],[590573,911623],[595306,1421509],[610119,1703666],[614094,1190283],[622722,1460166],[628112,1725451],[629543,1207929],[632242,1730174],[656021,1500585],[658632,1761684],[661722,1508315],[681563,1533443],[684174,1793396],[686476,1279700],[689577,1030931],[710461,1573082],[710972,1311206],[711510,1830029],[713403,1315741],[713801,1061180],[716030,1064253],[718385,1584155],[730266,1596502],[730724,1851066],[732264,1081530],[734955,1601448],[753892,1622924],[759282,1881121],[760713,1370301],[763412,1885844],[781362,1655396],[781873,1393729],[786752,1911722],[788183,1403159],[790882,1916445],[793393,1151742],[797457,1675765],[799557,1927109],[808991,1429083],[809389,1170909],[814661,1695815],[817272,1947955],[819335,1441307],[819574,1442458],[819992,1186429],[820362,1703545],[822675,1186601],[827418,1712996],[838650,1723424],[840008,1971686],[840313,1725260],[855220,1740717],[855731,1480535],[858641,1744270],[864955,1995041],[865456,1493060],[870522,1756617],[870980,2000623],[872520,1240885],[875211,1761563],[885125,1515889],[885523,1256230],[887814,1775982],[894390,1523647],[894629,1525918],[895047,1278121],[899695,1788329],[900153,2029796],[901693,1273357],[904384,1793275],[909774,2039860],[910966,1802036],[913904,2044583],[915867,1550535],[920130,1044604],[923321,1814751],[923832,1557247],[923984,1298779],[928711,2059851],[930142,1566677],[932841,2064574],[935024,1314686],[935034,1572029],[935352,1311857],[939416,1835120],[941516,2075238],[943758,1583569],[954701,1848675],[956669,1850480],[965933,1859103],[972509,1610209],[972748,1612480],[973166,1086294],[975547,1868666],[977289,1617025],[982239,1875020],[982697,2108923],[983247,1362642],[986779,1879094],[988137,2113645],[988442,1880930],[993594,1633956],[995895,1636581],[1000158,1127725],[1003349,1896387],[1003860,1643293],[1004012,1385341],[1006148,1899267],[1006733,1650450],[1007890,1649497],[1013520,1407206],[1013530,1653237],[1013848,1395500],[1017380,1909695],[1018738,2141115],[1019043,1911531],[1029261,1922042],[1029719,2151115],[1030941,1924829],[1033950,1926988],[1035629,1679287],[1036258,1419978],[1037371,1930541],[1039738,1169190],[1043685,2164470],[1043947,1686019],[1044186,1688290],[1045485,1949646],[1049252,1942888],[1049710,2170052],[1051250,1436115],[1053941,1947834],[1056439,1445375],[1059331,2180116],[1060523,1956595],[1063461,2184839],[1072089,1718397],[1073195,1966964],[1076841,1722838],[1081992,1974077],[1087784,1979295],[1088369,1735771],[1089526,1734818],[1095156,1211976],[1095166,1738558],[1095484,1482306],[1098317,1743684],[1099500,1744538],[1100129,1486952],[1104826,2215352],[1105131,1994850],[1109260,1998232],[1111002,1755664],[1111228,2000037],[1116960,1504168],[1118750,1763592],[1119379,1506784],[1120492,2008660],[1122859,1254511],[1126806,2233446],[1127068,1770324],[1127307,1772595],[1128606,1763375],[1129536,1528456],[1130601,1777818],[1131212,1776250],[1131841,1519810],[1137562,1537646],[1139464,2243392],[1140972,2027405],[1142940,2029210],[1152204,2037833],[1153562,2254570],[1153867,2039669],[1159019,1804307],[1160635,1549827],[1160756,1289651],[1161818,2047396],[1162403,1809805],[1163560,1808852],[1164824,1297677],[1168510,2053750],[1168968,2267563],[1169200,1812592],[1169518,1559018],[1170252,2065748],[1173050,2057824],[1174408,2272285],[1174713,2059660],[1179865,1825783],[1184931,2070171],[1185389,2282285],[1186611,2072958],[1189620,2075117],[1197870,1843725],[1198499,1589348],[1198990,2082254],[1200732,2083715],[1207840,2088817],[1209582,1854076],[1210688,1855116],[1213841,1332080],[1214906,1860939],[1215517,1859371],[1216146,1606372],[1221867,1341270],[1223769,2309808],[1224525,2311958],[1226279,1616266],[1226400,1356266],[1231444,1874067],[1231670,2108337],[1236196,1878508],[1237379,1879362],[1238008,1627848],[1241347,2116036],[1245956,1635873],[1246077,1376213],[1247139,2121254],[1247724,1891441],[1248881,1890488],[1250145,1384239],[1253831,2127608],[1254289,2331174],[1254521,1894228],[1254839,1645064],[1255573,1887018],[1257086,1658003],[1257393,1901072],[1258751,1648789],[1258872,1389198],[1265022,2136393],[1266747,2138326],[1267205,2340287],[1268668,1909109],[1273819,2143506],[1279611,2148724],[1281353,1921089],[1281579,2150529],[1287311,1677536],[1289091,1419844],[1289797,2168387],[1290716,1932377],[1291327,1930809],[1291956,1682182],[1296653,2362023],[1296958,2164279],[1298789,2175723],[1301087,2167661],[1302829,1941935],[1303055,2169466],[1308787,1699398],[1312319,2178089],[1313677,2375699],[1313982,2179925],[1319134,1958866],[1322204,1961540],[1323211,2188730],[1326657,1455220],[1327150,1717689],[1327271,1458567],[1328270,1966378],[1329453,2192155],[1330038,1968897],[1338250,1974345],[1338879,1728617],[1339370,1975335],[1339999,1729696],[1341112,1977087],[1343132,1462773],[1343439,1981100],[1344797,1734110],[134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] cell #3010 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [401223,1130031],[421079,1421621],[453241,1214336],[476127,1508427],[502786,1290146],[503811,1552158],[534753,1337069],[537364,1601560],[563651,1376708],[564676,1638204],[587094,1409566],[595167,1421511],[609980,1703657],[614092,1450767],[622583,1460168],[627628,1207931],[628068,1725442],[632079,1730176],[655882,1500587],[658493,1761675],[661583,1508317],[681424,1533445],[684035,1793387],[710322,1573084],[710970,1572699],[711347,1830031],[716026,1320083],[718311,1584157],[730230,1081526],[730333,1850845],[730666,1851068],[734816,1601450],[753753,1622926],[758798,1370303],[759238,1881112],[763249,1885846],[781223,1655398],[781871,1653907],[786268,1403161],[786708,1911713],[790719,1916447],[796807,1155628],[797107,911619],[797455,1925499],[799418,1927100],[814522,1695817],[817133,1947946],[819402,1701307],[819988,1444212],[820223,1703547],[827409,1712998],[838576,1723426],[839999,1971688],[840385,1971969],[855081,1740719],[855729,1739228],[858567,1744272],[864471,1493062],[864911,1995032],[870486,1240881],[870589,2000402],[870922,2000625],[875072,1761565],[887740,1775984],[894457,1780468],[895043,1537589],[899659,1273353],[899762,2029575],[900095,2029798],[904245,1793277],[909290,1279702],[909730,2039851],[910930,1030927],[911033,2042319],[913741,2044585],[923182,1814753],[923830,1813262],[928227,1566679],[928667,2059842],[932678,2064576],[935020,1573984],[935106,1827740],[938766,1315743],[939066,1061176],[939414,2073628],[941377,2075229],[943760,1839387],[954692,1848677],[956671,2087138],[965859,1859105],[972576,1863589],[973162,1341213],[975538,1868668],[977215,1617027],[982203,1362638],[982306,2108702],[982639,2108925],[986705,1879096],[988128,2113647],[988514,2113928],[992609,1633958],[1003210,1896389],[1003858,1894898],[1006139,1899269],[1008957,1901437],[1013516,1666058],[1013602,1904000],[1017306,1909697],[1018729,2141117],[1019115,2141398],[1029225,1151738],[1029328,2150894],[1029661,2151117],[1031013,2153457],[1033811,1926990],[1037297,1930543],[1043201,1688292],[1043641,2164461],[1044014,1935027],[1044600,1163661],[1044835,1429085],[1045135,1170905],[1045483,2176393],[1049216,1436111],[1049319,2169831],[1049652,2170054],[1053802,1947836],[1056441,1703278],[1058847,1442460],[1059287,2180107],[1060487,1186597],[1060590,2182575],[1063298,2184841],[1073121,1966966],[1076843,1970007],[1081918,1974079],[1087775,1979297],[1090593,1981465],[1095152,1470828],[1095238,1984028],[1098319,1988944],[1099491,1744540],[1100049,1486948],[1104817,2215354],[1105203,2215635],[1109251,1998234],[1110928,1755666],[1111230,2220236],[1115916,1504164],[1120418,2008662],[1126322,1772597],[1126762,2233437],[1127135,2013146],[1127721,1248982],[1127956,1515891],[1128256,1256226],[1128604,2006964],[1129532,1785135],[1132853,2020079],[1137564,1793008],[1138980,1525920],[1139420,2243383],[1140963,2027407],[1142942,2245778],[1152130,2037835],[1153553,2254572],[1153939,2254853],[1161375,1550537],[1161809,2047398],[1163486,1808854],[1164627,2049566],[1168474,1559014],[1168577,2267342],[1168910,2267565],[1169186,1291046],[1169272,2052129],[1170216,1298775],[1170319,2278122],[1172976,2057826],[1174399,2272287],[1174785,2272568],[1178880,1825785],[1184895,1311853],[1184998,2282064],[1185331,2282287],[1186683,2284627],[1189481,2075119],[1198981,2082256],[1200658,2083717],[1207831,2088819],[1210614,1855118],[1213837,1593308],[1217158,2096213],[1221869,1601181],[1223285,1612482],[1223725,2309799],[1224516,2311960],[1226281,1869446],[1226391,1616939],[1231672,2314566],[1236198,2111966],[1237370,1879364],[1237928,1627844],[1241273,2116038],[1246696,1636583],[1247130,2121256],[1248807,1890490],[1249948,2123424],[1253795,1645060],[1253898,2330953],[1254231,2331176],[1254507,1377608],[1254593,2125987],[1255537,1385337],[1255640,2119482],[1257088,1908517],[1259491,1649499],[1259623,2132323],[1264948,2136395],[1266711,1395496],[1266814,2340066],[1267147,2340289],[1268670,2139436],[1273745,2143508],[1279602,2148726],[1281581,2350547],[1288935,1679289],[1289647,1419271],[1289761,1419974],[1289864,2365302],[1291318,1930811],[1291876,1682178],[1292968,2160335],[1296644,2362025],[1297030,2362306],[1297679,1421242],[1298861,2372329],[1301078,2167663],[1302755,1941937],[1303057,2366907],[1307743,1699394],[1312245,2178091],[1313668,2375701],[1314054,2375982],[1318149,1958868],[1323202,2188732],[1326653,1715166],[1327890,1718399],[1328272,2191338],[1329444,2192157],[1331156,2193395],[1339361,1975337],[1339919,1729692],[1341038,1977089],[1343134,1722246],[1345537,1734820],[1345669,2203876],[1350994,2207948],[1352757,1482302],[1352860,2400931],[1353193,2401154],[1353953,2403058],[1355782,1745106],[1363030,2216815],[1366791,1999012],[1366901,1755578],[1370203,2221917],[1375497,1763594],[1376209,1506077],[1376323,1506780],[1376426,2218631],[1377880,2008930],[1378438,1766483],[1379530,2229311],[1383206,2419934],[1383592,2420215],[1384241,1508048],[1385423,2225658],[1386428,2026588],[1388482,1776252],[1389194,1519103],[1389308,1519806],[1389411,2425196],[1394211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] cell #3011 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [417356,1674616],[435664,1711426],[499186,1800762],[516576,1829652],[518919,1833971],[520419,1581977],[535035,1596211],[570985,1387412],[577522,1906952],[587376,1921751],[590151,1923603],[600864,1939007],[608807,1703242],[608915,1950832],[611808,1955321],[629519,1724998],[634596,1474218],[641133,1986980],[656164,1756326],[667280,2017126],[674099,1783482],[675069,2024414],[681706,1788038],[686452,2039407],[694213,1550930],[700750,2055081],[700880,2055358],[709434,1828915],[710154,2067402],[710604,2069880],[713379,2071732],[732107,1598063],[743075,1866603],[744045,2100548],[754035,1874729],[760689,1880668],[765766,1636976],[772303,2128939],[772433,2129216],[773664,2130399],[779405,1906215],[781055,2136597],[781505,2138035],[788159,1911269],[793236,1669448],[801384,2158255],[802848,1421310],[802937,1163316],[807197,1938041],[808167,2164670],[808967,2165848],[814804,1942597],[818283,1950998],[819550,2179663],[834961,1719832],[847522,2201952],[853263,1986243],[854913,2208150],[855363,2209588],[859753,1992052],[865432,1994588],[872363,1758178],[875354,2004295],[877518,2227231],[878982,1508116],[879071,1248637],[883331,2016160],[884301,2233646],[885101,2234824],[886379,2235942],[887570,2018667],[888926,2237598],[892348,2024580],[894605,2242939],[901536,1789890],[912504,1545225],[915623,2261569],[915843,2261847],[917477,1291634],[921364,2054344],[923014,2267767],[923464,2053459],[930118,2059398],[935195,1828803],[944421,1841542],[948665,2291656],[950021,2292674],[962244,1601249],[962333,1340868],[964498,2302358],[965689,2094801],[967045,2304014],[970467,2100714],[972724,2309355],[977045,1616647],[977265,2106146],[983090,1875502],[987891,2115074],[993570,2117610],[994893,1898199],[995651,2325180],[995871,2325458],[997505,1378196],[1001392,2128202],[1003042,2331378],[1003492,2127317],[1004766,2333428],[1006455,2131243],[1007646,2334742],[1007866,2335020],[1013691,1906103],[1031993,1674074],[1034093,2356259],[1035404,2356895],[1035936,2357071],[1037127,2158923],[1038483,2161481],[1041905,2164836],[1044162,2164017],[1051093,1944449],[1054084,2173724],[1057712,1703346],[1057801,1443867],[1062061,1707597],[1065771,1962986],[1070654,2384856],[1071845,2385494],[1072065,2385772],[1077504,1722439],[1079773,1467353],[1081748,1205658],[1083104,2391892],[1084183,1973115],[1084681,1471416],[1086402,2394293],[1088091,2202796],[1089282,2395607],[1089502,2395885],[1095327,1986131],[1098980,1991099],[1099275,2212977],[1099807,1744854],[1103224,2404278],[1104580,2405296],[1110758,1755286],[1110978,2221529],[1116803,1761364],[1116892,1504386],[1117694,2016584],[1118525,2414804],[1119057,2414980],[1120248,2227899],[1121604,2230457],[1125026,2233812],[1127283,2232993],[1129830,2236274],[1130692,2020272],[1130987,2423510],[1131519,2423686],[1148515,1793076],[1148604,1537244],[1151960,1542414],[1153316,2437867],[1156738,1800862],[1158995,2443208],[1160436,2443838],[1162125,2262413],[1163536,2264786],[1169361,2054232],[1174162,2273714],[1179841,2276250],[1181164,1816563],[1183776,1574572],[1187663,1833429],[1189763,2285957],[1192182,1321816],[1196488,2469171],[1197645,2469671],[1198177,2469847],[1200488,2294053],[1203264,1847950],[1206200,1597742],[1208147,1334894],[1209338,2475177],[1209558,2475455],[1210444,1854738],[1210664,2088431],[1211800,2301902],[1214135,2302690],[1214997,2096406],[1215292,2478558],[1215824,2478734],[1225126,2104945],[1226080,1616550],[1230009,2486419],[1231200,2487057],[1231420,2487335],[1235849,2121980],[1236859,1878109],[1237154,2319845],[1237686,1879678],[1239128,1630111],[1241103,1368030],[1242459,2493455],[1244036,1634174],[1244841,2129316],[1245757,2495856],[1247446,2326024],[1248857,2328397],[1254682,2128090],[1257598,2132415],[1258552,2503677],[1269331,1908710],[1271600,1662583],[1273575,1400888],[1274931,2512418],[1276010,2142544],[1276508,1666646],[1279918,1671780],[1281109,2516133],[1281329,2516411],[1287154,1926789],[1287243,1677754],[1289945,2357403],[1290807,2160528],[1291102,2359648],[1302585,1941557],[1302805,2368200],[1308630,1947635],[1308719,1699616],[1309521,1938465],[1312075,1704786],[1313431,2377128],[1316853,1955421],[1319110,2379664],[1321913,2543433],[1325697,2192881],[1326951,2545100],[1328933,1964187],[1329760,2386970],[1332562,1463472],[1334794,1725633],[1336868,1465421],[1337730,2206031],[1338025,2549627],[1338557,2549803],[1339145,2196617],[1339677,1975651],[1341088,2394014],[1343644,2203968],[1344598,2552790],[1354554,1485334],[1358860,2559501],[1360017,2560001],[1360549,2560177],[1361991,1489215],[1362860,1491909],[1365268,2227981],[1365636,1997507],[1366590,1755189],[1368572,1757857],[1370519,1498412],[1371710,2565507],[1371930,2565785],[1374172,2414524],[1376507,2415312],[1377369,2229504],[1377664,2417557],[1395718,1783906],[1398494,2026680],[1401430,1789569],[1403377,1531270],[1404568,2582202],[1404788,2582480],[1405674,2033468],[1405894,2247071],[1407030,2435755],[1409365,1798530],[1410227,2036848],[1410522,2585583],[1411054,2585759],[1412496,1800462],[1416906,2255999],[1417404,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] cell #3012 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [344006,1545136],[359841,1581818],[416951,1673916],[432299,1702115],[434336,1707508],[435599,1450847],[449172,1465716],[481612,1257568],[487719,1781276],[496653,1798825],[499141,1800732],[508738,1816474],[515843,1572779],[515942,1827625],[518514,1833271],[534990,1596181],[539521,1343614],[545628,1864397],[559582,1628474],[569603,1898110],[576001,1653987],[576888,1903885],[583025,1660946],[587331,1921721],[594234,1420326],[600341,1935835],[600459,1938307],[608193,1701378],[608852,1949799],[609275,1953384],[611763,1955291],[629259,1467623],[639612,1739308],[640499,1983913],[649887,1750089],[656119,1756296],[660650,1507132],[666757,2013954],[666875,2016426],[668032,2017569],[673485,1780539],[675006,2022391],[675429,2025887],[681661,1788008],[686192,1539990],[693800,2047244],[695059,1291072],[695148,1038229],[699229,1813342],[700116,2052014],[700835,2055328],[706253,1820301],[709371,1827791],[710559,2069850],[724916,1590775],[737008,2093703],[742461,1863660],[743982,2098525],[744405,2102021],[748601,1872006],[753990,1874699],[760429,1630381],[763342,1884913],[765353,2121102],[766612,1377634],[766701,1121350],[770782,1894978],[771669,2125872],[772388,2129186],[773601,2130278],[774766,1899725],[776071,2132200],[779342,1904051],[781460,2138005],[787899,1662853],[798252,1414653],[801130,2157825],[801339,2158225],[802778,1163253],[806583,1935098],[808104,2162647],[808527,1936360],[814759,1942567],[819290,1702362],[827958,1715325],[832203,2190002],[833508,2191215],[845181,1470854],[845270,1211546],[847459,2201831],[848624,1979753],[849929,2203753],[853200,1984079],[855318,2209558],[859499,1486499],[859708,1992022],[865172,1750890],[869920,2001572],[875309,2004265],[876517,1774186],[877264,2226801],[877473,2227201],[878912,1248574],[882717,2013217],[884238,2231623],[884661,2014479],[885817,2235748],[887507,2018483],[888672,2237168],[888881,2237568],[894345,1782602],[911890,1544668],[913834,2260661],[915020,2261320],[915560,2261448],[916725,2047854],[918030,2050736],[921301,2052180],[923419,2053429],[929858,1822208],[932771,2063643],[936041,1574010],[936130,1313177],[940211,1578171],[943721,1841161],[948602,2291535],[949767,2292244],[949976,2292644],[955241,1593467],[957487,1336723],[959486,1079216],[960791,2299533],[961831,1852015],[962174,1340805],[963936,2302164],[965626,2094617],[966791,2303584],[967000,2303984],[972464,1865723],[976087,1870995],[976442,2105765],[976982,1616617],[980332,2313230],[981637,2314443],[987637,1627395],[987846,2115044],[993310,1633612],[993399,1373918],[994279,1897642],[995048,2324931],[995588,2325059],[996753,2121712],[998058,2124594],[1001329,2126038],[1003447,2127287],[1005893,2130725],[1006688,1901596],[1007043,2334493],[1007583,2334621],[1023911,1666084],[1024000,1406776],[1027354,1411939],[1028659,2350424],[1031930,1674026],[1034048,2356229],[1035374,2356877],[1037064,2158739],[1038438,2161451],[1043902,1937161],[1048650,2171001],[1054039,2173694],[1055247,1689881],[1057642,1443804],[1061447,1707040],[1063391,2183908],[1065741,1192382],[1070092,2384662],[1071242,2385245],[1071782,2385373],[1074053,2192613],[1076804,1722058],[1079684,1467290],[1081685,1205610],[1082850,2391462],[1083059,2391862],[1083929,1729243],[1084138,1973085],[1085234,2201402],[1087529,2202278],[1088324,1981624],[1088679,2395358],[1089219,2395486],[1098280,1990718],[1099245,1486404],[1103161,2404157],[1104326,2404866],[1104535,2405266],[1108853,2008853],[1109800,1753582],[1110155,2221148],[1110695,1755256],[1112046,1500241],[1114045,1238571],[1115350,2412155],[1116733,1504323],[1117631,2016536],[1118495,2414786],[1120185,2227715],[1121559,2230427],[1127023,2015280],[1129992,2019891],[1130957,2423492],[1141512,1785294],[1143758,1533099],[1145757,1271043],[1147062,2433386],[1148102,2030745],[1148445,1537181],[1151897,1542366],[1153062,2437437],[1153271,2437837],[1158735,1803963],[1158824,1548302],[1161563,2261895],[1162358,2049725],[1162713,2264405],[1173908,1819222],[1174117,2273684],[1179581,1825439],[1179670,1570294],[1180550,1816006],[1183024,1575457],[1184329,2283234],[1187600,1833381],[1189718,2285927],[1192477,2467667],[1196343,2083908],[1197615,2469653],[1199530,1842465],[1200425,2293869],[1203234,1332762],[1205500,1596833],[1207585,1334764],[1208380,2098259],[1208735,2474928],[1209275,2475056],[1209841,2088050],[1210381,1854708],[1211755,2301872],[1214297,2096025],[1215262,2478540],[1225096,1354754],[1229447,2486225],[1230597,2486808],[1231137,2486936],[1232488,1358715],[1233408,1361434],[1235786,2121932],[1236159,1877728],[1237124,1627300],[1239039,1630048],[1241040,1367982],[1242205,2493025],[1242414,2493425],[1244589,2324630],[1246884,2325506],[1247679,2123583],[1248034,2328016],[1265880,1656651],[1268631,1908329],[1271511,1662520],[1273512,1400840],[1274677,2511988],[1274886,2512388],[1275756,1915514],[1275965,2142514],[1277061,2348073],[1279356,1671650],[1280151,1919007],[1280506,2515884],[1281046,2516012],[1282397,1673609],[1286741,2152064],[1287084,1677691],[1290107,2160147],[1300680,1930734],[1301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] cell #3013 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [359789,2609258],[431649,2662482],[435587,2542635],[486358,2693541],[515289,2712437],[515831,2605815],[544267,2725491],[575447,2738538],[575989,2645649],[598980,2749676],[608050,2663673],[608130,2754726],[639058,2765358],[639600,2551982],[665396,2774067],[669100,2775182],[673342,2697651],[673422,2776286],[690938,2587755],[698675,2785294],[699217,2446772],[709229,2713677],[738076,2797307],[742318,2616911],[742398,2798411],[764387,2736292],[770228,2805239],[770770,2498790],[773517,2739415],[774703,2806354],[779200,2742188],[797698,2648154],[798240,2152821],[802198,2813429],[806440,2523923],[806520,2814533],[824036,2664727],[842695,2389596],[847375,2670922],[848561,2824270],[853058,2673695],[875963,2774308],[876505,2422109],[878332,2829430],[882574,2570006],[882654,2830534],[886236,2777018],[886872,2831391],[907505,2586304],[911747,2256479],[911827,2700271],[915476,2591457],[916662,2837041],[917793,2048375],[921159,2592697],[933816,2706992],[939657,2714416],[940199,2283991],[948518,2718053],[951914,2844321],[959423,2473444],[964355,2719889],[964991,2845612],[985755,2803874],[990824,2491159],[994136,2502233],[994216,2805655],[995504,2631697],[996690,2849617],[997821,2122233],[1001187,2632937],[1004833,2807782],[1007499,2503395],[1021425,2510122],[1026105,2150633],[1027291,2647067],[1031788,1924699],[1035793,2651622],[1036429,2855504],[1038166,1931257],[1054693,2749917],[1055235,2364200],[1057062,2663276],[1061304,2377608],[1061384,2756406],[1069945,2822491],[1070511,2759554],[1071698,2670045],[1073990,2861279],[1081050,2389998],[1084997,2199971],[1086469,2760982],[1089135,2552508],[1103077,2766629],[1106473,2560722],[1108638,2568815],[1108790,2829435],[1113982,2563774],[1117489,2006164],[1118914,2686233],[1119550,2865171],[1121287,2009376],[1131376,2574650],[1134789,2029314],[1138185,2693782],[1145694,2580469],[1150626,2039539],[1151262,2586706],[1160503,2450927],[1162618,1810487],[1172026,2783929],[1177095,2598184],[1180407,2450215],[1180487,2785710],[1181775,2281803],[1182961,2713329],[1184092,2280873],[1187458,2072828],[1196128,2612801],[1196280,2844326],[1196555,2793785],[1198034,2719157],[1199790,2874096],[1202338,2296145],[1207438,2297194],[1209191,2615088],[1211483,2091924],[1215681,2617851],[1219094,1850584],[1222490,2725732],[1229300,2487862],[1229866,2799435],[1231053,2728165],[1233345,2624899],[1234841,2849536],[1235570,2111818],[1240405,2491561],[1244352,2323199],[1245824,2317074],[1247939,1892123],[1258619,2504635],[1261772,2737173],[1262338,1911401],[1263525,2339805],[1265817,2738954],[1272877,2510524],[1276824,2346642],[1278296,1670544],[1280962,2646175],[1288961,1682713],[1294904,2169570],[1298300,2654389],[1300465,2522732],[1300617,2813434],[1305809,2657441],[1309316,2175593],[1310741,2179795],[1311377,2663678],[1313114,2178805],[1320987,2883449],[1323965,2187827],[1324689,2861198],[1325418,2189691],[1327018,2384109],[1336508,2549554],[1336660,2197095],[1338414,2672143],[1340170,1977682],[1344665,2553748],[1347818,2763993],[1348384,1725130],[1349571,2400670],[1351863,2765774],[1358500,2681183],[1358652,2213455],[1358927,2825908],[1360406,2767733],[1362162,2403402],[1364405,2218063],[1364710,2218068],[1369810,2409816],[1371563,2683470],[1373855,2225022],[1375523,1767018],[1381466,2000141],[1384862,2689000],[1388508,1520341],[1391358,2423437],[1391510,2775187],[1391785,1790986],[1393264,2243071],[1395020,2697656],[1397568,2429998],[1402668,2431047],[1404421,2695828],[1406713,2250564],[1410911,2698591],[1417720,2442142],[1424530,2594887],[1425096,2059530],[1426283,2267081],[1428575,2705639],[1430071,2836960],[1430800,2270458],[1435635,2598586],[1439582,2457052],[1441054,1571899],[1443169,2070853],[1451765,2873821],[1452963,2467625],[1455597,2290775],[1455902,2290780],[1457877,1847062],[1462643,2086920],[1466345,2297446],[1467074,2298009],[1468674,2473792],[1475314,1606903],[1478164,2478485],[1478316,2797312],[1478591,1599159],[1480070,2309487],[1481826,2616916],[1484505,2485324],[1487483,2102685],[1488207,2312356],[1488936,2312919],[1490536,2485672],[1494322,2108441],[1500026,2628743],[1500178,2320323],[1501932,2730263],[1503688,1886765],[1511336,2635127],[1511902,1880800],[1513089,2330692],[1515381,2734939],[1517363,2739420],[1521065,2806273],[1521794,2336362],[1523394,1653107],[1532884,2643221],[1533036,2343766],[1534790,2740636],[1536546,2147111],[1541041,2647415],[1544194,2516938],[1545947,2521196],[1548239,2355333],[1554876,2359894],[1555028,2360126],[1555303,1945545],[1556782,2164149],[1558538,2523928],[1560781,2364734],[1561086,2364739],[1566186,2530342],[1567939,2751963],[1570231,2371693],[1581238,2541437],[1583673,2382869],[1584871,2383761],[1585861,1962676],[1593047,2195103],[1594245,2547581],[1596879,2389993],[1597184,2198868],[1603349,2678172],[1603925,2670927],[1607627,2824189],[1608356,2397227],[1609956,1738428],[1614523,2403000],[1615721,2557955],[1617230,2213223],[1618355,2403397],[1618660,1989637],[1620635,1751941],[1624271,1994720],[1625401,1997985],[1629103,2410068],[1629832,2410631],[1631432,2564122],[1633245,2567613],[1635218,2223824],[1640922,2417803],[1641074,2418035],[1641349,1759274],[1642828,2233125],[1644584,2570011],[1646995,2776937],[1648193,1777688],[1650827,2424628],[1651132,2424633],[1657873,2245560],[1661575,2431299],[1662304,2431862],[1663904,2580817],[1673394,2585510],[1673546,2439266],[1675300,2443340],[1677056,1801783],[1679735,2592349],[1683437,2446209],[1684166,2050503],[1685766,1812462],[1695256,2709483],[1695408,2454176],[1697162,2787392],[1698918,2065495],[1706566,2605000],[1708319,2464545],[1710611,2465743],[1713975,2290378],[1714905,2078365],[1716103,2080357],[1717093,2718058],[1722942,2472552],[1724140,2295209],[1731788,2477283],[1731940,2477515],[1732316,2719808],[1733514,1860809],[1736148,2479676],[1736453,2479681],[1743788,2484432],[1744986,1869978],[1745172,1869645],[1745397,1871773],[1745976,1868419],[1753162,2111255],[1754360,2626770],[1755869,2320091],[1756994,2491556],[1757299,2112659],[1760937,2324397],[1762910,2117742],[1764040,2632589],[1767742,2498227],[1768471,2124361],[1770071,1894098],[1775500,1901176],[1776698,2504287],[1784874,2341774],[1786072,2641248],[1788706,2510519],[1789011,2345539],[1795176,2640730],[1795752,1919785],[1799454,2517190],[1800183,2517753],[1806350,2523526],[1807548,1932247],[1810182,2161031],[1817228,2167414],[1820930,2530594],[1821659,2531157],[1823259,2657789],[1825072,2661280],[1827045,2370495],[1832749,2538329],[1832901,2538561],[1834655,2379796],[1836411,1956342],[1842045,2189128],[1842975,2759473],[1844173,2670461],[1845163,2669660],[1849654,2194032],[1851782,1976194],[1852772,1983392],[1855321,2196863],[1856435,2551419],[1857164,2201169],[1858621,1981204],[1859819,2553400],[1869427,1991602],[1870575,1988233],[1872763,2766634],[1878612,2562882],[1879810,1999544],[1879996,1999211],[1880221,2001339],[1884513,2414074],[1887986,2569609],[1889184,2010366],[1891818,2230007],[1900246,2424231],[1902374,2238997],[1903364,2031502],[1909213,2579577],[1910411,2429062],[1918059,2584308],[1918211,2584540],[1918587,2037351],[1922419,2586701],[1922724,2441039],[1930059,2049305],[1939433,2269895],[1940631,2707510],[1942140,2453944],[1943265,2598581],[1943570,2271299],[1947208,2458250],[1949181,2276382],[1950311,2067914],[1954013,2605252],[1954742,2283001],[1958155,2607012],[1965552,2613042],[1966482,2612092],[1967680,2084431],[1969632,2613593],[1972665,2090508],[1973595,2097839],[1974793,2619531],[1975783,2091059],[1975969,2090726],[1977377,2301452],[1980274,2479279],[1982402,2305413],[1992532,2799354],[1993730,2728581],[1997753,2490365],[1998993,2114624],[2002329,2125351],[2008178,2123163],[2020775,2335799],[2021705,2143024],[2022903,2137109],[2023893,2738153],[2028384,2340703],[2030512,2145623],[2034051,2343534],[2035165,2645086],[2035894,2347840],[2038549,2514953],[2046197,2518950],[2051493,2171758],[2057342,2656549],[2058540,2168973],[2058726,2168640],[2058951,2170768],[2063243,2534600],[2066716,2177607],[2070548,2376678],[2074491,2378806],[2079412,2668680],[2080125,2546003],[2083233,2193134],[2085387,2388802],[2089796,2554487],[2096909,2396664],[2099037,2208662],[2100027,2764973],[2107511,2681424],[2109639,2217529],[2115554,2230937],[2116752,2687913],[2134981,2241873],[2135911,2692832],[2139061,2694333],[2142094,2249148],[2144222,2576330],[2145212,2249699],[2145398,2249366],[2146806,2435305],[2149703,2436203],[2151831,2259078],[2155370,2439034],[2157213,2257677],[2161961,2274194],[2163159,2268279],[2167182,2597390],[2168422,2273264],[2183508,2463615],[2188876,2289584],[2196150,2480730],[2206534,2308289],[2207464,2724782],[2212510,2726800],[2216331,2316362],[2222894,2633676],[2232135,2331890],[2238052,2335547],[2238765,2639670],[2244027,2509328],[2248436,2505374],[2255549,2353917],[2258667,2354468],[2258853,2354135],[2260261,2353205],[2266151,2363002],[2275392,2653302],[2279415,2537616],[2304468,2396412],[2305181,2677112],[2312104,2402206],[2319378,2571060],[2329762,2420911],[2337559,2578824],[2342821,2425682],[2348796,2438321],[2359181,2445957],[2369565,2593436],[2398424,2622025],[2405750,2626252],[2417090,2497975],[2447969,2526276],[2453231,2524977],[2471799,2547063],[2499987,2572359] ] cell #3014 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520407],[608795],[674087],[709359],[743063],[779330],[807185],[818214],[853188],[883319],[887423],[892279],[912492],[921289],[965542],[970398],[994881],[1001317],[1006312],[1031918],[1036980],[1041836],[1062049],[1081601],[1087948],[1117619],[1120101],[1124957],[1129897],[1151813],[1156669],[1161982],[1163169],[1181152],[1187588],[1200341],[1208004],[1214202],[1235774],[1240956],[1244772],[1247303],[1248490],[1273428],[1279775],[1290012],[1291491],[1309446],[1311928],[1316784],[1325622],[1329617],[1336935],[1340721],[1362713],[1365199],[1370376],[1376574],[1378053],[1395571],[1403234],[1409432],[1421377],[1431004],[1436186],[1440002],[1442533],[1443720],[1456391],[1460034],[1467278],[1471273],[1482377],[1489140],[1493135],[1494934],[1500453],[1504239],[1508183],[1521998],[1525993],[1533311],[1537097],[1559089],[1561575],[1566752],[1572950],[1574429],[1584093],[1586414],[1597673],[1601316],[1608560],[1612555],[1619149],[1622792],[1630036],[1634031],[1645135],[1651621],[1655264],[1662508],[1666503],[1677607],[1684370],[1688365],[1690164],[1695683],[1699469],[1703413],[1713091],[1723362],[1725683],[1736942],[1740585],[1744208],[1746529],[1757788],[1761431],[1768675],[1772670],[1775920],[1778241],[1789500],[1793143],[1800387],[1804382],[1810976],[1814619],[1821863],[1825858],[1836962],[1848770],[1857368],[1859041],[1861362],[1868761],[1879032],[1881353],[1892612],[1896255],[1899362],[1909633],[1911954],[1923213],[1926856],[1930479],[1932800],[1944059],[1947702],[1954946],[1958941],[1966902],[1974015],[1978171],[1979390],[1998327],[2008598],[2010919],[2027500],[2036098],[2037771],[2040092],[2047491],[2057762],[2060083],[2071342],[2074985],[2082349],[2083653],[2088912],[2092477],[2115974],[2121349],[2136331],[2143444],[2147600],[2148819],[2167756],[2178027],[2180348],[2192250],[2194238],[2207884],[2216751],[2222010],[2240989],[2242293],[2247552],[2251117],[2274614],[2279989],[2290584],[2307405],[2308709],[2315478],[2338921],[2340909],[2363422],[2368681],[2399786],[2403206],[2421331],[2424437],[2449331],[2479485],[2501349],[2523732],[2569815],[2613248] ] cell #3015 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [560744],[651686],[707415],[721415],[755494],[810326],[824153],[830673],[890844],[914285],[924923],[934570],[968963],[1009403],[1012026],[1026483],[1055543],[1091039],[1093662],[1135167],[1135587],[1150380],[1167696],[1219472],[1219892],[1253017],[1260266],[1262092],[1278363],[1295282],[1295702],[1346312],[1348138],[1381844],[1382264],[1389925],[1391852],[1423024],[1424850],[1476731],[1478658],[1494700],[1509830],[1511656],[1520408],[1553443],[1554710],[1555370],[1592353],[1606970],[1624025],[1639489],[1640756],[1641416],[1682780],[1683920],[1721239],[1731622],[1743525],[1752008],[1767085],[1768225],[1810554],[1832583],[1840920],[1847129],[1856918],[1868486],[1892190],[1917893],[1954496],[1962743],[1971540],[1977749],[1988201],[2035648],[2070920],[2078333],[2086987],[2140969],[2147178],[2195071],[2245627],[2341742], [193303,447467],[223745,911267],[243869,533164],[259565,557877],[274043,581320],[279303,797008],[292127,1060824],[294324,437070],[302631,627421],[314236,461515],[317276,648970],[320841,654293],[337536,679835],[342858,688188],[343669,911127],[350973,1170553],[353232,704548],[358492,938967],[359884,1451104],[368982,531120],[382386,547480],[383488,548594],[383646,750460],[386910,753026],[390418,557015],[390693,758591],[393458,762425],[400086,1255874],[409656,786061],[415986,795218],[424301,807610],[424522,1292080],[425131,1045036],[427866,812933],[433188,821286],[433409,1575018],[433999,1060684],[450770,631255],[461245,461440],[461862,861671],[465244,864264],[468277,652249],[469379,653363],[469537,871779],[472801,874345],[479349,883744],[479570,1378642],[480179,1128157],[488055,895479],[488276,1667092],[489508,677791],[497815,909083],[502575,1162571],[504172,919889],[507170,1421425],[507436,922455],[508401,1170413],[510944,703686],[511219,928020],[513984,931854],[517283,1703461],[517549,937177],[527766,724008],[536769,734089],[536927,731523],[545964,973598],[546185,1471862],[546917,978184],[548266,978802],[556745,556940],[557362,989809],[563440,1247892],[565037,999917],[568035,1508231],[568301,1002483],[569266,1255734],[572553,1006901],[577597,1793191],[577863,1014743],[584623,789895],[593700,1290060],[593986,1290945],[595715,1040401],[599008,1551942],[599097,1042994],[602130,810889],[603232,812003],[603390,1050509],[606654,1053075],[610348,1829815],[610437,1058640],[613202,1062474],[617219,830055],[621442,1330206],[630985,631180],[631602,841680],[632440,1086053],[636164,1088537],[641208,1601364],[641474,1096379],[642039,1100896],[653035,1112515],[660116,1376622],[660402,1377507],[662131,1123522],[665424,1637988],[665513,1126115],[668166,1909681],[670062,1129945],[670348,1130830],[674437,893437],[675791,1916231],[675880,1138773],[683440,903518],[683598,900952],[691491,912917],[692635,1159869],[692915,1420180],[693434,1420242],[693588,1164455],[694937,1165073],[703416,703611],[704033,1176080],[711708,1186188],[714972,1188754],[718792,946337],[723392,1460082],[723678,1460967],[727290,729452],[733675,1208593],[733761,957956],[735364,1212639],[737142,1723410],[739038,1214250],[739324,1215135],[743413,971556],[744767,1729960],[744856,1223078],[752612,1493724],[763610,1245408],[764468,1506986],[764987,1507048],[765141,1249776],[766490,1250394],[773738,2027864],[773895,1257329],[775186,1257422],[775705,1257484],[775859,1008785],[789625,789820],[790242,1020410],[791080,1277880],[794804,1280364],[798823,1033084],[798981,1030518],[800114,1288206],[800435,1550749],[800679,1292723],[811675,1304342],[820771,1315349],[832337,1584141],[832623,1590629],[833142,1590691],[833296,1330984],[837184,839057],[843657,1336983],[843943,1337868],[845059,1341519],[847596,1849134],[847753,1343375],[849044,1343468],[849563,1343530],[849717,1090421],[863648,1622840],[863934,1623725],[873931,1370965],[875620,1375011],[876569,1636795],[876813,1379285],[885754,2139340],[885990,1386338],[887977,1387231],[888221,1132608],[896719,898881],[903104,1403823],[903190,1144227],[904793,1407869],[908467,1409480],[908753,1410365],[912647,912842],[913264,1155234],[914102,1157305],[933039,1440638],[935919,1445624],[942886,1712488],[948739,1713455],[948896,1457638],[949072,1719651],[949316,1461625],[953913,1463092],[959906,1467477],[960425,1467539],[960579,1219274],[963873,1969911],[964109,1473144],[966096,1474037],[966340,1216913],[980466,1744256],[980752,1750744],[981271,1750806],[981425,1494502],[991786,1500501],[992072,1501386],[993188,1505037],[1004900,1516935],[1015914,1017787],[1022387,1533359],[1022673,1534244],[1023789,1537895],[1026285,1028447],[1027774,1539844],[1028293,1539906],[1032756,1282866],[1034359,1285489],[1052661,1567341],[1054350,1571387],[1063659,1317420],[1064912,1838886],[1068439,1586310],[1070029,1839291],[1070265,1587526],[1075969,1593128],[1082155,1597882],[1082399,1348496],[1086536,1603497],[1097445,1868158],[1103298,1869125],[1103455,1620396],[1103631,1875321],[1103875,1624383],[1108472,1625850],[1114465,1630235],[1114984,1630297],[1115138,1381646],[1134969,1146850],[1140184,1658322],[1146177,1662707],[1146696,1662769],[1150738,1152611],[1152367,1669267],[1158613,1415122],[1178057,1695731],[1178343,1696616],[1179459,1700267],[1190029,1448247],[1191316,1960701],[1193589,1962415],[1194695,1714986],[1195962,1716552],[1196622,1716665],[1202405,1722078],[1205932,1479118],[1224267,1988443],[1227794,1746425],[1229384,1988848],[1229620,1747641],[1235324,1753243],[1241510,1757997],[1241754,1512014],[1262450,1274226],[1267796,1784955],[1273982,1789709],[1278823,1542688],[1295084,1306965],[1300299,1817677],[1306292,1822062],[1306811,1822124],[1318728,1578640],[1322953,2078575],[1324032,1841181],[1325172,1842126],[1333969,2086659],[1336342,1852231],[1353688,2102660],[1357067,1870656],[1358334,1872222],[1358994,1872335],[1364777,1877748],[1368304,1641876],[1391192,1902823],[1392312,1401162],[1397635,1908349],[1425208,1436984],[1430554,1939514],[1436740,1944268],[1441581,1705060],[1453796,2187802],[1455969,1963826],[1464609,2195313],[1466828,1972746],[1477998,1982851],[1487550,1990738],[1488690,1991683],[1492183,1752468],[1499860,2001788],[1521548,2020856],[1523921,1784180],[1530345,2245299],[1532718,2030961],[1555830,1564680],[1561153,2056478],[1595078,2296120],[1597251,2088070],[1608110,2096990],[1610483,1867301],[1618727,2105785],[1629586,2114705],[1633079,1887292],[1651199,2133255],[1659839,2341984],[1662058,2142175],[1673228,2152280],[1686293,1687413],[1695090,2171217],[1736520,2204808],[1757366,2221168],[1770598,1771718],[1786905,2429973],[1789078,2246710],[1799937,2255630],[1802310,2046031],[1821413,2273345],[1824906,2066022],[1922791,2351479],[1943637,2367839],[1956869,1957989] ] cell #3016 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [104841,917713],[126966,997741],[137947,1038110],[152412,1084917],[164767,1121231],[167406,670734],[178061,919477],[184095,1184012],[193477,1206298],[195410,1211427],[196706,739710],[208547,1244272],[210011,999505],[220905,1276744],[225526,803832],[233260,1313058],[243817,1335088],[244090,1335549],[244904,852366],[246294,1085641],[259739,1368670],[261672,1373799],[262968,879966],[274217,1401528],[276150,1406657],[277446,685340],[280368,1417640],[289287,1439502],[290751,1185776],[299330,952558],[300909,1204019],[302591,1465391],[302791,1465679],[302958,969726],[317450,1492549],[320789,1498606],[321062,1499067],[321876,1000495],[323266,1244996],[337484,1531464],[337757,1531925],[338571,778508],[339961,1277468],[343032,1543054],[344965,1548183],[353406,1565046],[355339,1570175],[356635,818438],[359557,1581158],[363439,1066526],[368089,1332532],[370351,1595873],[370630,852538],[386858,1622065],[387131,1622526],[387392,1107117],[388971,1366391],[390653,1628149],[390853,1628437],[391020,1124285],[406355,892503],[407934,1399249],[409616,1660621],[409816,1660909],[409983,891607],[415934,1671974],[416207,1672435],[417021,689482],[417343,1414777],[418411,1156893],[424475,1687779],[427814,1693836],[428087,1694297],[428901,920467],[430291,1440226],[433362,1705426],[435295,1710555],[435627,1190467],[439074,1192152],[440399,1459768],[444619,1463231],[458373,970622],[462734,1225881],[465204,1749764],[465404,1750052],[465571,1234224],[467384,1496050],[469646,1755988],[469925,1000667],[479523,1772084],[483965,1006612],[488229,1784546],[488615,1528908],[490877,1787700],[491156,778680],[496093,1280075],[497775,1798500],[497975,1798788],[498142,792334],[499345,1544527],[499618,590489],[507384,1813892],[507657,1814353],[507918,1042060],[509497,1562767],[511179,1819976],[511379,1820264],[511546,1041164],[515871,1312381],[517497,1831329],[517770,1831790],[518584,822580],[518906,1578295],[519974,1317008],[520436,1064169],[524063,1321575],[525081,1589649],[534449,1601050],[541874,1088248],[546138,1867667],[546812,1869047],[549484,1354524],[550809,1356435],[552608,1874391],[552887,1107289],[555029,1625989],[561071,1374734],[568249,1895528],[568522,1895989],[568783,1125181],[572927,1129918],[574252,1654998],[575114,1403534],[576029,1396024],[577811,1907523],[578084,1907984],[578472,1658461],[586327,1409453],[588589,1921413],[588868,685512],[590122,689761],[590322,1673879],[596587,1162282],[599057,1936035],[599257,1936323],[599424,1167419],[600529,923889],[600851,1690005],[601237,1691280],[603499,1942259],[603778,920639],[608324,1442300],[608715,1442833],[608824,1184399],[610397,1953059],[610597,1953347],[610764,934293],[611967,1706899],[612240,713717],[617114,1713377],[618878,1718721],[628495,1728918],[636538,1214223],[637863,1740319],[638725,1208304],[639640,1482830],[641422,1987551],[641695,1988012],[642371,1989271],[644614,1227040],[645192,1485093],[646210,1486174],[655578,1497961],[657656,1245168],[663003,1247603],[665473,2014154],[665673,2014442],[665840,1252740],[666945,1003917],[667267,1774310],[669390,2019663],[671752,1781476],[672682,1533332],[673616,1525760],[674007,1526293],[674116,1277131],[675840,2025562],[676040,2025850],[676207,1011749],[681120,1792877],[693483,2047777],[693870,1036093],[696155,1290033],[697480,1291791],[698342,1567052],[699257,1559542],[699279,2053121],[699558,1042232],[701039,1815865],[701312,809305],[701700,1817816],[707742,1571110],[709283,1312601],[709506,1573008],[709555,1572971],[711817,2069542],[712096,818610],[713350,822859],[713550,1833234],[719124,1839714],[726407,1329917],[729347,1849056],[731111,1854400],[738366,2095797],[740728,1864597],[741658,1336956],[742592,1612322],[742983,1612855],[743092,1085304],[744816,2101696],[745016,2101984],[745183,1093385],[748284,1355974],[750048,1616309],[758069,1367550],[759665,1627070],[765036,2121635],[765423,1119214],[767708,1376595],[769033,1378353],[769895,1370676],[770810,1645588],[770832,2126979],[771111,1125353],[772592,1897501],[772865,885439],[773787,2130647],[774900,1650525],[775029,2132163],[775754,1899648],[776141,1131676],[777518,1904992],[779254,1406200],[779477,1655322],[779526,1655285],[781930,2137697],[782209,892675],[787135,1915189],[796503,1926590],[800554,1160524],[801011,2158700],[802488,1929809],[803254,1163439],[804850,1421398],[805780,1695704],[806714,1688132],[807105,1688665],[807214,918100],[808938,924168],[809138,1938270],[814218,1693191],[816296,1440398],[818144,1443227],[824480,1447970],[833191,2192536],[833578,1198334],[835973,1460055],[839389,1970334],[844741,1470687],[846672,1471573],[847645,2202200],[848758,1735846],[848887,2203716],[849612,1979676],[849999,1215981],[851376,1985020],[853112,1210970],[853335,1740643],[853384,1740606],[855788,2209250],[856067,970794],[859380,1486462],[866663,1493435],[869603,1497500],[871367,1754948],[876688,1245845],[877145,2227676],[878622,2007928],[879388,1248760],[880984,1508204],[881914,1500474],[882848,1772437],[883239,1772970],[883348,998128],[885072,1004196],[885272,2016389],[886290,1528531],[886536,2236175],[886893,2236922],[887644,1777884],[887693,1775941],[887876,1007769],[888096,1258640],[888553,2018444],[892209,1536604],[898776,2027786],[900540,2033130],[910157,2043327],[912412,1804682],[914612,1285212],[914983,1288898],[915746,1037433],[916859,1809880],[916988,2047207],[921213,1037653],[921436,1814677],[921485,1814640],[927498,1563926],[929094,1818897],[938462,1574729],[940540,1317180],[944519,1584114],[948788,2291904],[949191,1327039],[949648,2293830],[952204,2082121],[960474,2089198],[960861,1338714],[961514,1600589],[962650,1340991],[963256,1601337],[964409,1332155],[964655,2302591],[965012,2303338],[965763,1861005],[965812,1859062],[965995,1089405],[966215,1344686],[966672,2094578],[970328,1340228],[981320,2315764],[981707,1360706],[984102,1622813],[987518,1627358],[994801,1634331],[995011,1375460],[995774,1120554],[996887,1891516],[997016,2121065],[1001241,1120774],[1001464,1896313],[1001513,1896276],[1004854,2333459],[1005178,1658069],[1005830,1901026],[1006079,1131430],[1007006,1388445],[1018119,2139763],[1023471,1665917],[1025402,1666803],[1028342,2149105],[1028729,1411211],[1030106,2154449],[1032114,1926877],[1034797,1157065],[1035847,1161749],[1036450,2157579],[1037201,1932443],[1037250,1930500],[1041766,1162676],[1048333,1692730],[1050097,1941219],[1058118,1443990],[1059714,1703434],[1061969,1959241],[1066065,1452984],[1070565,1455295],[1070811,2385089],[1071205,1457814],[1071968,1200794],[1074187,1968972],[1074316,2191178],[1077602,1723383],[1081871,1974036],[1082054,1209461],[1082274,1468695],[1082731,2197640],[1083810,1729206],[1086490,2394324],[1086814,1462839],[1087466,1981054],[1087715,1215735],[1088642,1475251],[1099078,1744229],[1103347,2404526],[1103750,1490557],[1104207,2406452],[1115033,2222296],[1115420,1502232],[1117209,1504509],[1117815,1761452],[1118968,1247070],[1119571,2226555],[1120322,2010562],[1120371,2008619],[1124887,1247997],[1128783,1784724],[1129955,1258964],[1146745,2247838],[1147132,1535090],[1147785,1792416],[1148921,1537367],[1149527,1793164],[1152083,2037792],[1152266,1281232],[1152486,1541062],[1152943,2253218],[1158295,1803796],[1160848,1290070],[1161500,2049155],[1173789,1819185],[1181072,1826158],[1187784,2075006],[1192440,1583897],[1196576,2469202],[1196900,1586057],[1198088,1329384],[1199811,2291998],[1200562,2084627],[1200611,2083674],[1203558,1594266],[1207771,1338468],[1208698,1599096],[1213088,1592897],[1214260,1345010],[1225420,1615742],[1229920,1618053],[1230166,2486652],[1230560,1620572],[1231323,1363166],[1236957,1879053],[1241226,2115995],[1241409,1371833],[1241629,1631453],[1242086,2320868],[1246169,1376632],[1246821,2123013],[1269429,1909654],[1273698,2143465],[1273881,1404691],[1274101,1663925],[1274558,2344311],[1275637,1915477],[1279542,1410965],[1280469,1670481],[1286424,1926129],[1287560,1677877],[1306860,2368967],[1307247,1697462],[1309036,1699739],[1309642,1947723],[1312198,2178048],[1321008,2382481],[1325904,1714755],[1327363,1460092],[1329031,1966923],[1329135,2192984],[1332820,1723166],[1336993,1469019],[1354812,1744012],[1358948,2559532],[1359272,1746172],[1360460,1492902],[1362983,2216772],[1365930,1754381],[1370143,1501986],[1371070,1759211],[1395841,2242314],[1398788,1786093],[1403001,1534844],[1403928,1790923],[1409490,1541386],[1416533,2043615],[1432187,2057783],[1436456,2274635],[1436639,1568209],[1436859,1823280],[1437316,2454721],[1450318,1837232],[1451989,2289063],[1459307,1845184],[1482647,2308730],[1489422,1870425],[1490881,1622850],[1496338,1878836],[1500511,1631777],[1525407,2136352],[1529196,1909437],[1533369,1664249],[1559359,2363443],[1562306,1940652],[1566519,1697216],[1567446,1945482],[1589937,1966706],[1611969,2207905],[1645405,2421352],[1654537,2023914],[1691568,2057566],[1695741,1823604],[1739858,2100048],[1781764,2136135],[1864885,2207688] ] cell #3017 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762937],[867468],[913429],[932366],[947514],[984941],[1025782],[1026207],[1046198],[1062986],[1069131],[1133785],[1134466],[1134891],[1150366],[1171212],[1181877],[1218090],[1218771],[1219196],[1260109],[1260958],[1262078],[1263627],[1294581],[1295006],[1310481],[1346155],[1347004],[1348124],[1349673],[1381143],[1381568],[1389911],[1393004],[1422867],[1424836],[1426385],[1476717],[1479810],[1493999],[1494424],[1509673],[1511642],[1513191],[1520570],[1553429],[1554553],[1556522],[1592196],[1607132],[1615171],[1624011],[1639475],[1640599],[1642568],[1682942],[1683906],[1714623],[1721225],[1731465],[1742872],[1743511],[1767247],[1768211],[1810716],[1832426],[1840267],[1840906],[1847291],[1850302],[1856904],[1892352],[1917736],[1954482],[1970887],[1971526],[1977911],[2029032],[2035634],[2071082],[2140316],[2140955],[2147340], [143841,2381924],[183968,2462476],[216892,2514766],[223774,1924032],[232827,2538101],[251503,2394240],[271175,2584080],[279268,1801101],[285274,2265012],[290268,2605294],[292156,2072161],[304252,1335133],[311415,2477055],[328475,2328623],[329513,2641490],[334254,2645128],[341714,1672019],[343617,1923949],[350364,2359666],[351002,2166277],[358457,1955660],[372189,1465767],[375596,2547823],[380337,2551461],[392314,1498651],[399477,2417575],[400115,2235253],[400886,2694575],[411277,1531509],[414669,1798876],[419843,2263603],[424584,2446251],[425096,2055697],[432044,1831374],[433947,2072078],[441290,2467867],[448767,1335891],[452904,2613835],[466233,1622110],[471484,1628525],[474891,2327214],[479632,2498269],[480144,2129555],[480491,2739445],[483132,2132433],[487464,1907568],[492715,1660997],[496248,1672777],[502449,2358887],[502540,2160754],[508349,2166194],[512840,1693881],[516232,1953435],[526441,2543565],[527365,2387372],[530286,1204361],[538400,2670952],[541041,2203986],[545373,1987596],[549075,1750295],[551700,2558197],[553735,1750140],[559177,1499409],[561733,1502792],[563314,2416796],[563405,2229730],[569214,2235170],[572427,2237758],[572518,2020498],[577178,2025938],[582620,1532267],[593113,2445537],[593934,2264139],[600086,1813937],[605337,1820352],[608870,1832132],[617988,1066868],[619599,2610113],[621316,2471505],[621407,2295022],[630779,2305741],[636038,2304174],[636129,2096632],[640789,2102072],[644695,1099404],[644754,1102073],[647570,2622754],[648494,2488935],[649482,1357883],[651415,1108021],[653844,1628680],[658504,1372771],[659529,2497555],[660350,2327750],[666502,1895573],[669475,2335127],[670296,2132969],[675024,1917442],[676957,1399591],[687712,2148017],[692044,1928075],[692901,2358850],[695746,1936566],[700406,1936411],[705848,1694639],[708404,1698022],[716762,2667953],[721144,1195511],[722805,2546643],[723626,2387908],[733549,2397417],[733640,2206257],[734570,1465922],[738451,2395992],[739272,2204522],[744000,1731171],[746149,1487629],[747702,1228486],[748433,977000],[749158,974308],[750769,2678495],[752486,2561835],[752577,2407644],[758150,1237283],[758209,1239952],[761949,2418363],[764454,2416759],[767299,2014685],[771959,2014530],[773194,2243607],[773619,2027234],[775172,2237721],[789419,2239325],[794678,2252222],[794769,2037074],[799429,1805671],[803394,1293900],[808122,1554259],[810055,1299848],[812484,1820507],[817144,1569147],[825142,1835515],[826473,2610085],[828871,1324111],[832609,2471468],[841409,1083243],[843070,1851270],[843891,1597833],[844822,1339274],[844881,1080597],[845868,2102227],[847052,2084967],[847477,1848504],[849030,2304137],[856803,1357125],[857018,1867877],[858813,861400],[863061,1871261],[863882,1619309],[869021,1368996],[869752,1110713],[873805,2498980],[873896,2329485],[879528,1380462],[884256,1640305],[885976,2138730],[890573,1390741],[902978,2336552],[903069,2134704],[903999,1661152],[907880,2151319],[908701,1923373],[915578,1682859],[917131,1423716],[927579,1432513],[927638,1435182],[931378,2360454],[936728,1953590],[941388,1709527],[942872,2543328],[944845,1194753],[945060,1962134],[948195,2188456],[948620,1963540],[953756,1969338],[956154,1202484],[959892,1725651],[960932,1206624],[961663,1210399],[962790,1472562],[964095,1969301],[968692,1477547],[974602,1988275],[980738,1746497],[986951,989538],[991199,2000827],[992020,1757948],[993997,2235325],[995606,1767164],[997159,1510522],[1007601,1520487],[1020139,1275070],[1021800,2030000],[1022621,1789660],[1023552,1535650],[1023611,1272424],[1024598,2026093],[1027760,2040060],[1033565,1799031],[1035533,1553501],[1047751,1565372],[1048482,1302540],[1052535,2446962],[1052626,2265874],[1058258,1576838],[1067162,2078407],[1068282,2079118],[1070251,2079081],[1071800,1847208],[1075955,1847968],[1076027,1077928],[1078143,2086378],[1084335,1602535],[1089237,1607049],[1097431,1867959],[1102754,2311684],[1103179,2105499],[1108315,2111297],[1114451,1881321],[1117349,1635320],[1118654,1639547],[1131116,1389983],[1140027,2138767],[1142425,1397714],[1146163,1911922],[1147203,1401854],[1147934,1405629],[1149061,1667792],[1154963,1415966],[1158376,1676160],[1158435,1413320],[1159422,1924104],[1173222,1175809],[1177470,2170256],[1178291,1944219],[1180268,2166349],[1183430,1705752],[1193575,1962216],[1194681,1963004],[1195805,2189170],[1197774,1721297],[1202567,1722665],[1204655,2195145],[1209293,1737678],[1215421,1476789],[1227637,2212216],[1229606,2212179],[1231155,1996765],[1235310,1997525],[1243690,1762650],[1267782,2026698],[1267854,1269755],[1269970,2245018],[1276162,1794362],[1281064,1539240],[1285842,1543380],[1286573,1547155],[1287700,1546049],[1300142,2269937],[1306278,2060051],[1309176,1827147],[1319537,2072233],[1324194,1841768],[1325158,2079897],[1333955,2086460],[1336185,2297488],[1338154,1609274],[1357053,2104963],[1358177,2312398],[1360146,1876967],[1364939,1878335],[1371665,1893348],[1391035,2335841],[1397797,1908936],[1399885,2341816],[1404523,1652357],[1408750,1410651],[1417058,1675040],[1430540,2166954],[1438920,1948921],[1450458,1708421],[1456131,1964413],[1465850,1737761],[1466814,2196635],[1477841,2396706],[1487712,1991325],[1488676,2212995],[1499703,2410110],[1501672,1769389],[1521534,2238537],[1522712,1534530],[1530331,2245100],[1532561,2431341],[1539323,1798959],[1561315,2057065],[1568041,1811712],[1580576,1834395],[1597413,2088657],[1608096,2304953],[1618889,2106372],[1628608,1893431],[1629572,2319863],[1651361,2133842],[1652440,1661080],[1662044,2343306],[1673071,2517232],[1685084,1696902],[1694933,2530636],[1701695,1953518],[1736682,2205395],[1750223,1996848],[1757528,2221755],[1780856,2026021],[1789240,2247297],[1799923,2438806],[1811795,1820435],[1821399,2453716],[1863977,2102155],[1885047,2119870],[1922953,2352066],[1935415,1936494],[1943799,2368426],[2013534,2014613],[2042707,2260795],[2063777,2278510],[2182963,2184042] ] cell #3018 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [104844,917704],[126969,997732],[137944,1038116],[152415,1084908],[164764,1121237],[178011,919483],[184098,1184003],[185487,1450915],[193480,1206289],[195407,1211433],[208550,1244263],[209961,999511],[220908,1276735],[224909,803838],[233128,1573834],[233257,1313064],[235032,1320196],[243908,1334945],[244087,1335555],[246244,1085647],[259742,1368661],[261669,1373805],[262351,879972],[267954,670740],[271476,1656148],[274220,1401519],[276147,1406663],[279569,1674705],[280371,1417631],[289290,1439493],[290359,1702543],[290669,1446405],[290701,1185782],[298081,952564],[300764,1204025],[302582,1465456],[302896,1465546],[308194,739716],[311716,1741469],[317453,1492540],[320880,1498463],[321059,1499073],[323216,1245002],[334345,1782783],[334655,1538676],[337575,1531321],[337754,1531931],[339911,1277474],[343035,1543045],[343708,1800913],[344018,797220],[344962,1548189],[350665,1815503],[353409,1565037],[355336,1570181],[356018,818444],[356509,1576298],[356573,1828928],[358758,1834060],[359560,1581149],[363294,1066532],[368080,1332597],[370357,1595927],[372739,852372],[380428,1865904],[380738,1342300],[386143,1107123],[386949,1621922],[387128,1622532],[388826,1366397],[390644,1628214],[390958,1628304],[399778,1897139],[401810,1901709],[405106,892509],[406229,1667252],[406293,1906228],[407789,1399255],[409607,1660686],[409921,1660776],[415219,685346],[416025,1671831],[416204,1672441],[416895,911078],[416959,1923728],[418361,1156899],[424478,1687770],[424675,1937342],[424985,1165854],[425397,1939096],[427905,1693693],[428084,1694303],[430241,1440232],[431687,1705586],[433365,1705417],[434038,1955472],[434348,939179],[435292,1710561],[439065,1192217],[440254,1459774],[444625,1463285],[447679,741752],[453828,1981737],[457124,970628],[458247,1472022],[458311,1986256],[462589,1225887],[465195,1749829],[465509,1749919],[467375,1496115],[469652,1756042],[472034,1000501],[479526,1772075],[479723,2015461],[480033,1251175],[480445,2017215],[481133,1785407],[482208,2020332],[483820,1006618],[487107,1794196],[488232,1784537],[488606,1528973],[490883,1787754],[493265,778514],[495817,795169],[495948,1280081],[497766,1798565],[498080,1798655],[499079,590977],[503373,2049838],[506669,1042066],[507475,1813749],[507654,1814359],[507792,1293360],[507856,2054357],[508440,2055509],[508750,1045248],[509352,1562773],[511170,1820041],[511484,1820131],[517588,1831186],[517767,1831796],[518458,1060635],[518522,2071857],[519924,1317014],[524069,1321629],[525072,1589714],[533115,638449],[534304,1340037],[539042,1593580],[540117,2096466],[541729,1088254],[545016,1602369],[546141,1867658],[546803,1870895],[549475,1354589],[550664,1100167],[552614,1874445],[555035,1626043],[558089,882008],[564238,2123696],[567534,1125187],[568340,1895385],[568519,1895995],[568657,1379922],[568721,2128215],[569305,2129367],[569615,1128369],[570284,1908770],[570710,2132333],[572918,1129989],[574107,1655004],[574838,679786],[574969,1403540],[577902,1907380],[578081,1907990],[578478,1658515],[581532,672776],[586318,1409524],[586421,688400],[588595,1921467],[593755,1420507],[594025,2159056],[594830,2160588],[596442,1162288],[599048,1936100],[599362,1936190],[599729,1423550],[600403,1170364],[600467,2165973],[601228,1691345],[603505,1942313],[605887,920473],[608439,937128],[608570,1442839],[610388,1953124],[610702,1953214],[611701,714205],[617105,1715225],[618884,1718775],[620241,1715438],[623170,2193667],[628486,1469762],[633895,1722499],[634321,2203886],[636529,1214294],[637718,1740325],[638580,1208310],[641513,1987408],[641692,1988018],[642377,1990972],[645198,1485147],[646201,1226115],[649182,984196],[654244,769619],[655433,1238046],[659054,772326],[660171,1507313],[660441,2228032],[661246,2229564],[662858,1247609],[665464,2014219],[665778,2014309],[666145,1510356],[666819,1255685],[666883,2234949],[667498,2026598],[670117,1257749],[670387,2018800],[671743,1781541],[672673,1533403],[673731,1014694],[673862,1526299],[675831,2025627],[676145,2025717],[680975,1536413],[693474,2049625],[693512,1551055],[693684,1290896],[693808,2262550],[693938,2263503],[696146,1290104],[697335,1038311],[698066,812884],[698197,1567058],[699285,2053175],[700773,817694],[701706,1817870],[704760,805874],[709546,1573042],[709649,821498],[711823,2069596],[719130,1841415],[722379,1841602],[723447,1590956],[723717,2294186],[725512,2294856],[726262,1329923],[729338,1593367],[731117,1600136],[736474,1847868],[739093,1343795],[739363,2094934],[740719,1864662],[741649,1337027],[742707,1096330],[742838,1612861],[744807,2101761],[745121,2101851],[748275,1099874],[750054,1355521],[751411,1871108],[752977,866387],[756275,877346],[759656,1366625],[762637,1117909],[765027,2123483],[765065,1637101],[765237,1377458],[765361,2326161],[765491,2327114],[767699,1376666],[768888,1121432],[769750,1370682],[770838,2127033],[773778,2130712],[775745,1901496],[775783,1387537],[775955,1130781],[776079,2131380],[777524,1905046],[779517,1655356],[779620,895691],[781936,2137751],[787126,1664992],[796358,1676923],[800460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] cell #3019 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [343969,1545206],[416947,1673921],[434299,1707578],[449168,1465721],[481750,1257565],[496649,1798830],[499143,1800729],[508701,1816544],[518510,1833276],[520563,1581958],[534992,1596178],[539659,1343611],[559578,1628479],[569566,1898180],[583021,1660951],[587333,1921718],[594372,1420323],[599706,1938022],[600455,1938312],[609271,1953389],[611046,1703223],[611765,1955288],[614026,1450983],[629397,1467620],[649883,1750094],[656121,1756293],[660788,1507129],[666122,2016141],[666871,2016431],[675425,2025892],[676489,1783463],[681663,1788005],[686330,1539987],[693796,2047249],[695197,1291069],[695284,1038161],[699330,2054098],[700837,2055325],[706249,1820306],[710105,1573902],[710561,2069847],[711868,1828669],[725054,1590772],[744401,2102026],[745465,1866584],[748597,1872011],[753992,1874696],[760567,1630378],[763338,1884918],[765349,2121107],[766750,1377631],[766837,1121282],[770883,2127956],[772390,2129183],[776067,2132205],[780076,1656216],[781462,2138002],[781981,1905969],[788037,1662850],[801062,2157919],[801341,2158222],[802918,1163180],[807241,2164628],[808523,1936365],[814761,1942564],[818489,1702478],[819428,1702359],[820917,1950790],[828028,1715322],[833504,2191220],[845319,1470851],[845406,1211478],[849925,2203758],[853934,1741537],[855320,2209555],[855839,1985997],[859431,1486504],[859710,1992019],[865310,1750887],[869916,2001577],[875311,2004262],[877196,2226895],[877475,2227198],[879052,1248501],[883375,2233604],[884657,2014484],[886587,2017663],[888604,2237262],[888883,2237565],[892554,1782718],[894483,1782599],[895110,2024372],[913830,2260666],[915025,2261317],[915487,2261527],[918026,2050741],[922035,1815571],[923421,2053426],[929996,1822205],[932767,2063648],[934138,1828851],[936179,1574007],[936266,1313109],[943726,1841111],[949699,2292338],[949978,2292641],[955311,1593464],[957555,1335600],[960787,2299538],[961827,1852020],[962314,1340732],[964706,2093797],[966723,2303678],[967002,2303981],[970673,1865839],[972602,1865720],[973229,2100506],[976157,1870992],[976447,2105715],[976909,1616614],[981633,2314448],[987569,1627400],[987848,2115041],[993448,1633609],[993535,1373850],[995053,2324928],[995515,2325138],[998054,2124599],[1002063,1897207],[1003449,2127284],[1005465,2130357],[1006663,1899858],[1006758,1901593],[1007048,2334490],[1007510,2334700],[1011594,1906151],[1024049,1666081],[1024136,1406708],[1028655,2350429],[1032664,1414721],[1034050,2356226],[1035371,2356880],[1038440,2161448],[1042111,1937277],[1044040,1937158],[1048646,2171006],[1054041,2173691],[1057782,1443731],[1063387,2183913],[1065738,1452773],[1070862,2190096],[1071247,2385242],[1071709,2385452],[1076809,1722008],[1079219,1208355],[1079754,1466179],[1082782,2391556],[1083061,2391859],[1083861,1729248],[1084140,1973082],[1085230,2201407],[1087101,2201910],[1088299,1979886],[1088394,1981621],[1088684,2395355],[1089146,2395565],[1093230,1986179],[1098285,1990668],[1099242,1744796],[1104258,2404960],[1104537,2405263],[1109870,1753579],[1110160,2221098],[1110622,1755253],[1112114,1499118],[1115346,2412160],[1116873,1504250],[1118365,1774254],[1118492,2414789],[1121561,2230424],[1125232,2015396],[1127161,2015277],[1128721,2235751],[1129997,2019841],[1130529,2018603],[1130954,2423495],[1141582,1785291],[1143826,1531976],[1147058,2433391],[1148098,2030750],[1148585,1537108],[1152994,2437531],[1153273,2437834],[1156944,1544671],[1158873,1803960],[1158960,1548234],[1162333,2047987],[1162428,2049722],[1162718,2264355],[1167264,2054280],[1173840,1819227],[1174119,2273681],[1179719,1825436],[1179806,1570226],[1184325,2283239],[1188334,1578239],[1189720,2285924],[1192482,2467664],[1197187,2291614],[1197612,2469656],[1199600,1842462],[1203231,1594055],[1205505,1595788],[1205604,1337567],[1208450,2098256],[1208740,2474925],[1209202,2475135],[1209846,2088000],[1210308,1854705],[1211757,2301869],[1213026,2302167],[1214302,2095975],[1214834,2094737],[1215259,2478543],[1225093,1615531],[1230217,2313324],[1230602,2486805],[1231064,2487015],[1232556,1622577],[1236164,1877678],[1237121,1879620],[1238574,1370727],[1239109,1628937],[1242137,2493119],[1242416,2493422],[1244585,2324635],[1245047,1897645],[1247654,2121845],[1247749,2123580],[1248039,2327966],[1252585,2128138],[1257443,2130728],[1268636,1908279],[1271046,1403585],[1271581,1661409],[1274609,2512082],[1274888,2512385],[1275688,1915519],[1275967,2142511],[1277057,2348078],[1280126,1411942],[1280221,1919004],[1280511,2515881],[1280973,2516091],[1282465,1672486],[1285057,1674020],[1286737,2152069],[1287224,1677618],[1290112,2160097],[1290644,2158859],[1301697,1939850],[1301987,2367769],[1302449,1941524],[1303941,1694348],[1307173,2532686],[1308700,1699480],[1310192,1689949],[1313388,2377095],[1317059,1707043],[1318988,1958519],[1319075,1710606],[1321880,2543418],[1325842,2384665],[1328238,1963756],[1329968,2192746],[1330063,2193551],[1331997,2195293],[1332862,2547620],[1334761,1467498],[1337035,2205600],[1337992,2549612],[1339112,1975593],[1340270,2393583],[1343489,2202281],[1354854,2557994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] cell #3020 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [570854,1387473],[595558,1681602],[634465,1474279],[661974,1765907],[694082,1550991],[695444,1808308],[731976,1598124],[735207,1855679],[765635,1637037],[766997,1889944],[793105,1669509],[802717,1681495],[820614,1952178],[825647,1711224],[834830,1719893],[840343,1467817],[840895,1972265],[845566,1976543],[872232,1758239],[875463,2005236],[878851,1765800],[901405,1789951],[904636,2034409],[935064,1828864],[935820,1828513],[936426,2068674],[941983,1582213],[944360,1839886],[957058,1337255],[957164,2087557],[957590,2087637],[962113,1855572],[982959,1875563],[988472,1630575],[989024,2114224],[993695,2118502],[1013560,1906164],[1014316,1904773],[1019073,1663047],[1019625,2141694],[1024296,2145972],[1030971,1413829],[1031427,1156501],[1031727,2154230],[1034202,2155728],[1050962,1944510],[1054193,2174665],[1056650,1950095],[1057314,1706580],[1057581,1952071],[1065845,1961388],[1077443,1970506],[1078925,2195807],[1079303,2196131],[1095196,1986192],[1095952,1984801],[1098919,1989443],[1105161,1751084],[1105713,2215931],[1111617,1500773],[1111723,2220655],[1112149,2220735],[1116672,2005129],[1130631,2018616],[1137773,2022687],[1138437,1795190],[1143329,1533631],[1143435,2246197],[1143861,2246277],[1148384,2034302],[1153897,1540184],[1154449,2255149],[1155731,1283812],[1155837,2257461],[1159120,2259427],[1169230,2054293],[1169986,2052902],[1174743,1822402],[1175295,2272864],[1179966,2277142],[1182440,1831965],[1182530,2066697],[1186641,1577347],[1187097,1316616],[1187397,2285400],[1189872,2286898],[1192243,2077704],[1203338,2085632],[1205334,2296785],[1214936,2094750],[1222078,2098821],[1222742,1603363],[1225200,2103347],[1226881,1870121],[1232059,1623112],[1232165,2314985],[1232591,2315065],[1236798,2112465],[1238280,2319035],[1238658,2319359],[1243040,1885908],[1254551,2128151],[1255307,2126760],[1257672,2130817],[1260510,2132742],[1265296,1917275],[1265386,2134962],[1269270,2139935],[1270752,2342478],[1271130,2342802],[1281968,1409752],[1282074,2350966],[1282500,2351046],[1283902,2353186],[1287023,2155621],[1290746,2158872],[1296988,1937355],[1297540,2362602],[1297888,2162943],[1298552,1424544],[1298819,1689057],[1299275,1429958],[1299575,2373102],[1303444,1696003],[1303550,2367326],[1303976,2367406],[1308499,2174558],[1311433,1953994],[1314012,1702556],[1314564,2376278],[1315846,1446570],[1315952,2378590],[1319235,2380556],[1328872,2191837],[1332623,2194442],[1337669,2197812],[1343718,2202370],[1346556,2204295],[1351342,1731004],[1351432,2206515],[1354615,2210802],[1355754,1989682],[1356311,1745302],[1361143,2405407],[1361521,2405731],[1365710,2218730],[1367391,1999687],[1367706,2409407],[1372569,1761751],[1377308,2227848],[1383550,2015474],[1384102,2420511],[1384450,2231919],[1385114,1511350],[1385381,1773362],[1385837,1516764],[1386137,2226431],[1386997,2027007],[1390240,2238033],[1395076,2035146],[1396576,1782796],[1397128,2428752],[1398568,2244272],[1400564,2430638],[1410166,2253390],[1411648,2437978],[1412026,2438302],[1420018,1806826],[1420430,2261987],[1422111,2048851],[1423268,2263912],[1427289,1814939],[1427395,2448838],[1427821,2448918],[1428054,1554092],[1428144,2266132],[1429188,1559754],[1429294,2458034],[1432028,2271105],[1433510,2452888],[1433888,2453212],[1438270,2064638],[1444726,1573270],[1444832,2461376],[1445258,2461456],[1446660,2463596],[1449781,2286791],[1459087,2292785],[1460768,2294002],[1467727,2298150],[1470528,2091202],[1473803,1848277],[1477046,2304449],[1481882,1856416],[1483382,1865917],[1483934,2483800],[1484609,2485403],[1486265,2104002],[1486372,1870037],[1491585,2487453],[1496141,2317670],[1497280,2112704],[1497837,1880126],[1501187,2321040],[1506824,1888462],[1507236,2325598],[1508917,2122709],[1510074,2327523],[1514095,1896575],[1514201,2500856],[1514627,2500936],[1514860,1640138],[1514950,2329743],[1515994,1645800],[1516100,2324181],[1517557,2139042],[1519850,1900722],[1519980,2335138],[1525248,2338508],[1527080,1655584],[1527186,2508207],[1527612,2508287],[1528999,2341113],[1534045,2344483],[1540094,2349041],[1542090,2516529],[1549971,1929001],[1550515,1679519],[1550640,1680051],[1550746,2529224],[1552130,2159111],[1552687,1931573],[1553758,2359162],[1557519,2525933],[1557897,2526257],[1558594,1683418],[1559844,2534581],[1562086,2365401],[1563767,2169116],[1564082,2529933],[1568945,1948022],[1573684,2374519],[1575166,2537273],[1575544,2537597],[1579926,2184903],[1584975,2383840],[1588185,1963313],[1589388,1966028],[1589740,2385890],[1590879,2386544],[1592597,2387681],[1600369,2198913],[1600926,1976099],[1602050,2200447],[1604119,1969613],[1606412,1980750],[1606542,2396003],[1611810,2399373],[1613642,1740905],[1613748,2557320],[1614174,2557400],[1614804,2558785],[1616481,1990160],[1623526,2406624],[1627161,2219385],[1627268,1999603],[1630485,2410772],[1636017,2007120],[1636561,1763824],[1636686,1764356],[1636792,2408698],[1638176,2228087],[1638733,2009692],[1639804,2417071],[1643565,2572016],[1643943,2572340],[1644640,1767723],[1645890,2414055],[1646939,2243618],[1648933,20188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] cell #3021 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [267198,887013],[307438,965132],[346387,1036570],[370750,1079277],[371983,1081191],[395500,1119691],[414463,1151403],[417252,1156393],[420884,1162759],[420965,917518],[443119,1199931],[447511,1205688],[470045,1238632],[471278,1240546],[475932,1248080],[476013,997546],[491276,1271104],[492509,1273018],[499230,1283876],[503696,1037889],[516026,1311518],[518815,1316508],[522573,1322234],[537169,1340311],[537250,1084722],[553007,1361495],[553529,1362303],[557921,1368060],[564561,1121010],[576972,1395161],[581364,1400918],[588988,1412000],[590221,1413914],[600760,1429850],[603898,1433862],[605131,1435776],[609785,1443310],[609866,1183817],[611852,1446634],[615606,1452675],[625987,1463890],[628009,1206241],[631964,1211206],[640583,1481967],[643702,1485752],[644734,1486862],[649014,1491939],[657776,1503021],[658298,1503829],[658379,1244077],[667176,1516656],[669244,1518610],[683840,1536687],[683921,1276549],[688232,1542444],[697593,1557355],[699678,1557871],[700200,1558679],[700924,1559818],[704592,1564436],[711232,1312837],[712216,1575518],[713449,1577432],[717584,1583615],[727839,1593957],[730192,1335382],[730611,1335470],[738220,1605172],[746776,1615433],[748089,1616791],[748508,1616968],[757157,1626648],[758189,1627758],[759179,1368613],[762469,1632835],[763134,1373578],[769146,1643401],[771231,1643917],[771753,1644725],[772477,1645864],[774246,1647905],[782329,1656712],[784627,1659120],[786649,1401471],[790604,1406436],[799223,1677197],[799304,1417445],[801428,1680115],[802342,1680982],[803374,1682092],[804585,1685677],[807654,1687169],[809037,1689142],[816416,1698251],[816938,1699059],[817019,1439307],[821330,1704816],[825816,1190391],[834455,1719380],[837849,1722884],[840067,1465325],[840247,1465959],[842839,1727417],[844861,1729606],[846785,1480643],[848104,1733226],[856187,1742033],[857840,1743730],[858979,1744698],[859159,1744977],[864852,1492492],[868095,1754072],[869408,1755430],[869827,1755607],[870448,1498900],[870867,1498988],[877562,1764420],[878476,1765287],[879508,1766397],[880719,1769982],[883788,1771474],[885171,1773447],[888970,1777078],[895523,1783936],[897268,1785784],[899621,1531758],[900040,1531846],[907649,1796999],[909671,1542997],[913626,1547962],[915333,1806488],[915913,1806911],[916205,1807260],[917937,1808795],[919176,1812267],[926586,1818475],[927618,1819585],[928608,1564989],[931898,1824662],[932563,1569954],[938575,1311314],[940660,1835744],[941182,1836552],[941263,1580963],[941906,1063982],[950065,1844553],[950326,1844875],[952058,1846410],[956748,1595826],[958966,1852484],[961319,1854882],[961738,1855059],[962770,1856169],[962991,1609867],[967089,1860199],[973642,1867057],[976488,1869587],[982165,1622359],[982584,1622447],[985978,1878554],[987117,1879522],[987297,1879801],[988196,1628083],[988376,1628717],[990968,1883087],[995361,1888124],[995941,1888547],[996233,1888896],[997965,1890431],[999204,1893903],[1007356,1900384],[1007936,1900807],[1013185,1905651],[1016579,1909155],[1018797,1660555],[1018977,1661189],[1021569,1913688],[1023591,1915877],[1025515,1393837],[1026834,1919497],[1029187,1672268],[1029606,1672356],[1031628,1415871],[1034917,1928304],[1035480,1929047],[1035642,1929248],[1037709,1930969],[1043582,1687722],[1046825,1940343],[1048138,1941701],[1048557,1941878],[1049178,1694130],[1049597,1694218],[1056292,1182293],[1057206,1951558],[1058238,1952668],[1059228,1705369],[1059449,1440965],[1062518,1957745],[1063183,1710334],[1066267,1962453],[1071555,1965690],[1072135,1966113],[1072394,1966424],[1073533,1967392],[1076276,1732454],[1083148,1975173],[1083409,1975495],[1083589,1975774],[1085141,1977030],[1085340,1738233],[1088992,1980412],[1089572,1980835],[1094821,1985679],[1104624,1994110],[1104885,1749698],[1105065,1750332],[1106617,1995967],[1110201,1999153],[1111307,1755941],[1113525,2002041],[1117329,2005726],[1118601,2007166],[1118763,2007367],[1120830,2009088],[1126703,1772027],[1131063,2018901],[1131225,2019102],[1136336,1264043],[1136597,2023605],[1138329,2025140],[1139361,1784489],[1143019,1787653],[1145237,2031214],[1147590,2033612],[1148009,2033789],[1149041,2034899],[1149262,1523305],[1153360,2038929],[1153621,1798434],[1153801,1799068],[1155974,1545804],[1158415,2044015],[1159913,2045787],[1160494,2046539],[1168436,1814186],[1168855,1814274],[1172249,2057284],[1173388,2058252],[1173568,2058531],[1174467,1819910],[1174647,1820544],[1177239,2061817],[1181632,1310584],[1182504,2067626],[1184236,2069161],[1184857,1831623],[1185276,1831711],[1185475,1571704],[1187298,1579389],[1192665,2078643],[1192840,2078122],[1195002,1843113],[1197721,2081359],[1197883,2081560],[1202676,1857810],[1203760,2086697],[1209048,2089934],[1209628,2090357],[1209887,2090668],[1211026,2091636],[1215368,2095035],[1215530,2095236],[1220641,1350089],[1220902,2099739],[1222634,2101274],[1223666,1867610],[1225622,1868196],[1230910,2107649],[1231490,2108072],[1231749,1874344],[1232888,2109351],[1242503,2117132],[1244496,2118989],[1245815,2120397],[1253757,1895822],[1254176,1895910],[1258094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] cell #3022 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [911704],[994093],[1025773],[1026062],[1061261],[1108595],[1134457],[1134746],[1150357],[1180364],[1181732],[1196085],[1218762],[1219051],[1235034],[1260100],[1262069],[1263482],[1294572],[1294861],[1300422],[1310472],[1324882],[1346146],[1348115],[1349528],[1381134],[1381423],[1389902],[1391315],[1392995],[1422858],[1424827],[1426240],[1430264],[1476708],[1478121],[1479801],[1493990],[1494279],[1509664],[1511633],[1513046],[1520561],[1521258],[1553420],[1554544],[1556513],[1592187],[1607123],[1607820],[1615162],[1624002],[1639466],[1640590],[1642559],[1682933],[1683897],[1714614],[1721216],[1731456],[1742782],[1743502],[1767238],[1768202],[1810707],[1832417],[1840177],[1840897],[1847282],[1850293],[1856895],[1892343],[1917727],[1954473],[1970797],[1971517],[1977902],[2029023],[2035625],[2071073],[2140226],[2140946],[2147331], 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],[1456122,1964404],[1465841,1737752],[1466805,2196551],[1477832,2396638],[1487703,2212758],[1488667,2212911],[1499694,2410042],[1501663,2012391],[1521525,2238453],[1528224,1530055],[1530322,2245016],[1532552,2431273],[1534521,1779713],[1539314,1798950],[1546523,1799647],[1547274,1803553],[1561306,2057056],[1567896,2051430],[1580567,1834386],[1597404,2088648],[1608087,2304869],[1618880,2106363],[1628599,1893422],[1629563,2319779],[1651352,2133833],[1652431,1661071],[1662035,2343222],[1673062,2517164],[1694924,2530568],[1696893,1934272],[1701686,1953509],[1736673,2205386],[1750214,1996839],[1757519,2221746],[1780847,2026012],[1789231,2247288],[1799914,2438722],[1811786,1820426],[1821390,2453632],[1863968,2102146],[1885038,2119861],[1922944,2352057],[1935406,1936485],[1943790,2368417],[2013525,2014604],[2042698,2260786],[2063768,2278501],[2182954,2184033] ] cell #3023 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [185484,1960085],[233125,2069380],[235010,2076195],[271473,2146678],[279566,1414281],[290192,2177321],[290262,2178330],[311713,1977249],[333625,2240725],[334248,2250089],[343611,1544491],[350662,1809014],[356000,2279103],[356461,2280629],[358755,1577799],[379708,2307141],[380331,2091449],[399775,1890650],[400775,2340748],[405088,2337247],[406181,2346398],[413955,1671938],[416847,1413992],[423955,2361854],[424578,1930782],[425394,1689509],[431103,2373283],[433941,1706863],[452793,2194077],[457106,2398112],[458199,2199727],[479003,2419763],[479626,2008901],[480442,1773814],[481085,2429088],[482097,2424276],[485315,1531428],[485812,2425908],[495769,1542522],[500234,2041835],[502338,2046605],[506651,2447657],[507744,2048131],[508343,1815829],[515518,1831293],[518410,1577510],[526330,2290423],[538994,2295235],[540006,2479324],[543224,1335052],[543721,2480956],[562531,2333146],[563203,2120463],[567516,2499675],[568609,2121989],[569208,1897465],[569733,2508504],[571304,2504313],[572316,2131561],[574790,1400996],[575676,1907487],[586088,1151481],[590959,2152783],[593707,2157636],[593873,1929773],[594719,2523571],[597937,1693800],[598434,2525203],[600355,1689220],[608391,1704894],[612856,2182091],[620193,2383787],[621205,2190576],[629744,1725092],[633344,2387978],[634915,2553426],[635927,2203114],[638401,1205766],[639287,1987515],[647459,2403045],[659036,2422071],[660123,2226612],[660289,2007892],[661135,2569654],[664353,1498570],[664850,2571286],[666771,1773525],[668498,2575323],[670069,2236979],[670235,2019627],[672443,1273096],[673683,1784014],[686677,2039501],[690392,2256641],[692961,2046534],[693636,1806989],[694532,2592375],[695544,1291222],[698018,1564514],[698904,1813856],[709202,2269535],[709316,1311596],[714187,2283953],[721828,2468298],[723399,2292055],[723565,2082085],[725401,2613087],[732426,1850746],[733438,2298894],[737474,2618524],[739045,2303395],[739211,2095761],[741419,1081269],[742659,1867135],[751363,2485350],[752375,2313804],[754873,1622029],[756257,2498109],[760914,1880762],[763841,2502395],[764514,2120392],[765189,1888625],[766085,2632615],[767097,1377784],[769571,1368138],[770457,1895492],[774510,887091],[775232,2131490],[775907,1900885],[779287,1395239],[788384,1911363],[793555,2150795],[794567,2349785],[797927,2156944],[800518,1929053],[801596,2652295],[803167,1163126],[803333,1933503],[805541,1435854],[806781,1687247],[817676,2364162],[819775,2179757],[823490,2377770],[827528,1453609],[831436,2547197],[832669,2190505],[833344,1966191],[835280,2670487],[842093,1725776],[843664,2391273],[843830,2198823],[845666,1471004],[848368,965210],[849090,2203043],[849765,1980913],[853145,1482045],[859811,1747232],[862084,2558628],[863655,2404677],[863821,2215183],[865657,1994682],[866339,1492017],[867792,2569908],[872682,2000303],[873694,2411516],[876192,1760668],[876652,2007172],[877730,2686906],[879301,1248447],[879467,2011622],[881675,1240624],[882915,1771552],[887380,1520776],[888060,2018907],[894830,2243033],[901855,2029476],[902867,2432747],[906903,2040185],[908474,2437248],[908640,2254401],[912088,2045865],[916469,1036648],[917191,1037973],[917866,1810922],[921246,1558757],[925686,2446091],[930343,2059492],[933270,2450377],[935514,2281965],[936526,1574160],[939886,2074222],[943987,2289317],[947838,2613341],[949155,2081365],[951312,2719427],[954811,1594891],[958719,1596541],[959952,2298823],[960627,2090435],[962563,1340678],[962729,2093180],[965499,1607338],[966179,2095041],[972949,2309449],[975657,1353501],[977184,1355938],[977324,1619095],[979565,1875059],[980798,2313733],[981473,2108150],[983409,2108603],[983863,1362381],[984744,2632488],[987949,1882056],[990222,1881446],[991793,2492836],[991959,2322051],[993795,1633762],[994477,1632913],[996497,1119769],[997219,1121094],[997894,1892558],[1001274,1644803],[1006043,1650026],[1010166,2335681],[1014010,2339967],[1020823,1912047],[1022394,2511799],[1022560,2345494],[1024396,1666234],[1027820,2349714],[1028495,2150342],[1031875,1417118],[1036937,1683148],[1037617,1933040],[1044387,2164111],[1046522,2523825],[1051412,2169732],[1052424,2532042],[1054922,1946939],[1056460,2180441],[1058031,1443677],[1058197,2181051],[1061645,1957823],[1065280,2759229],[1066029,2187470],[1068934,2670360],[1073797,1200009],[1077070,2388535],[1080921,1467235],[1081558,1737967],[1082238,2198103],[1084241,1726386],[1084395,1211290],[1085070,1978117],[1087679,1735347],[1091802,2396546],[1095646,2400832],[1097852,1487918],[1098546,2401939],[1099207,1746769],[1099610,1226022],[1099949,1226508],[1102397,1489097],[1103714,2214463],[1105871,1746622],[1109370,1495027],[1110897,1497464],[1111037,1757734],[1113278,1756656],[1114511,2411445],[1115186,2223533],[1117122,1504196],[1117288,2226278],[1117576,1243750],[1120058,1767453],[1120738,2011159],[1127508,2233087],[1134109,2424530],[1137583,2251210],[1141082,1786718],[1144990,1788368],[1146223,2432676],[1146898,2249075],[1148834,1537054],[1149000,2251820],[1151770,1539529],[1152450,2253681],[1159220,1804113],[1161713,1809381],[116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] cell #3024 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [185483,1960230],[233124,2071502],[234992,2076204],[271472,2147760],[279565,1414426],[290174,2177330],[290260,2180316],[311712,1978331],[333607,2240734],[334246,2251085],[343609,1544500],[350661,1811136],[355998,2279187],[356464,2282489],[358754,1577944],[379690,2307150],[380329,2092445],[399774,1892772],[400773,2340832],[405086,2337331],[406184,2347328],[413953,1671947],[416850,1414001],[423937,2361863],[424576,1932768],[425393,1689654],[431106,2373351],[433939,1706872],[452791,2194161],[457104,2398196],[458202,2200657],[478985,2419772],[479624,2010887],[480441,1773959],[481088,2429156],[482095,2424360],[485313,1531437],[485815,2425976],[495772,1542531],[500216,2041844],[502336,2046689],[506649,2447741],[507747,2049991],[508341,1815838],[515516,1831302],[518413,1577519],[526328,2290507],[538997,2295303],[540004,2479408],[543222,1335061],[543724,2481024],[562513,2333155],[563201,2120547],[567514,2499759],[568612,2123849],[569206,1897474],[569742,2508492],[571307,2504381],[572314,2131645],[574793,1401005],[575674,1907496],[586161,1151490],[590957,2152789],[593710,2157704],[593871,1929782],[594717,2523655],[597935,1693809],[598437,2525271],[600358,1689229],[608394,1704903],[612838,2182100],[620196,2383855],[621203,2190660],[629742,1725098],[633353,2387966],[634918,2553494],[635925,2203198],[638404,1205775],[639285,1987524],[647457,2403129],[659034,2422077],[660126,2226680],[660287,2007901],[661133,2569738],[664351,1498579],[664853,2571354],[666774,1773534],[668507,2575311],[670072,2237047],[670233,2019636],[672516,1273105],[673686,1784023],[686675,2039507],[690395,2256637],[692970,2046607],[693639,1806998],[694535,2592443],[695542,1291231],[698021,1564523],[698902,1813865],[709184,2269544],[709389,1311605],[714185,2283959],[721837,2468286],[723402,2292123],[723563,2082094],[725399,2613171],[732429,1850742],[733436,2298978],[737483,2618512],[739048,2303463],[739209,2095770],[741492,1081278],[742662,1867144],[751366,2485418],[752373,2313888],[754871,1622038],[756255,2498115],[760912,1880768],[763844,2502391],[764523,2120465],[765192,1888634],[766088,2632683],[767095,1377793],[769574,1368147],[770455,1895501],[775241,2131563],[775910,1900894],[776628,887100],[779360,1395248],[788382,1911369],[793558,2150791],[794565,2349869],[797925,2156953],[800527,1929143],[801605,2652283],[803170,1163271],[803331,1933512],[805614,1435863],[806784,1687256],[817674,2364168],[819773,2179763],[823493,2377766],[827537,1453605],[831434,2547203],[832678,2190578],[833347,1966200],[835283,2670555],[842102,1725772],[843667,2391341],[843828,2198832],[845664,1471013],[849099,2203116],[849768,1980922],[850486,965219],[853218,1482054],[859809,1747241],[862093,2558616],[863658,2404745],[863819,2215192],[865655,1994688],[866342,1492026],[867795,2569904],[872685,2000299],[873692,2411600],[876190,1760677],[876661,2007262],[877739,2686894],[879304,1248592],[879465,2011631],[881748,1240633],[882918,1771561],[887525,1520785],[888069,2018997],[894828,2243039],[901858,2029472],[902865,2432831],[906912,2040181],[908477,2437316],[908638,2254410],[912091,2045874],[917200,1040130],[917869,1810931],[918587,1036657],[921319,1558766],[925684,2446097],[930341,2059498],[933273,2450373],[935517,2281961],[936524,1574169],[939884,2074231],[943996,2289385],[947841,2613337],[949164,2081455],[951321,2719415],[954820,1594887],[958717,1596550],[959961,2298896],[960630,2090444],[962566,1340823],[962727,2093189],[965644,1607347],[966188,2095131],[972947,2309455],[975666,1353497],[977046,1355947],[977327,1619104],[979563,1875068],[980807,2313806],[981476,2108159],[983412,2108599],[983936,1362390],[984750,2632469],[987947,1882065],[990231,1881442],[991796,2492904],[991957,2322060],[993793,1633771],[994480,1632922],[997228,1123251],[997897,1892567],[998615,1119778],[1001347,1644812],[1006052,1650032],[1010164,2335687],[1014013,2339963],[1020832,1912043],[1022397,2511867],[1022558,2345503],[1024394,1666243],[1027829,2349787],[1028498,2150351],[1031948,1417127],[1037082,1683157],[1037626,1933046],[1044385,2164117],[1046525,2523821],[1051415,2169728],[1052422,2532126],[1054920,1946948],[1056469,2180437],[1058034,1443822],[1058195,2181060],[1061648,1957832],[1065289,2759217],[1066038,2187554],[1068940,2670341],[1074875,1200018],[1077079,2388603],[1080924,1467308],[1081703,1737976],[1082247,2198193],[1084239,1726395],[1084404,1212368],[1085073,1978126],[1087688,1735353],[1091800,2396552],[1095649,2400828],[1097925,1487927],[1098555,2402007],[1099213,1746775],[1099619,1226018],[1099805,1226517],[1102400,1489170],[1103723,2214553],[1105880,1746618],[1109379,1495023],[1110759,1497473],[1111040,1757743],[1113276,1756665],[1114520,2411518],[1115189,2223542],[1117125,1504341],[1117286,2226287],[1117649,1243759],[1120203,1767462],[1120747,2011165],[1127506,2233093],[1134112,2424526],[1137592,2251206],[1141091,1786714],[1144988,1788377],[1146232,2432749],[1146901,2249084],[1148837,1537199],[1148998,2251829],[1151915,1539538],[1152459,2253771],[1159218,1804122],[1161722,1809387],[116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] cell #3025 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [473079],[560842],[606932],[652740],[657507],[707513],[715250],[724499],[757024],[800392],[811380],[816147],[824251],[834322],[868009],[893928],[914383],[926453],[935624],[940391],[950240],[972047],[1013052],[1014120],[1026581],[1034648],[1046739],[1057073],[1065143],[1094688],[1095756],[1135265],[1136511],[1138196],[1151126],[1169790],[1182418],[1219570],[1220816],[1222501],[1255111],[1256970],[1262838],[1265274],[1278199],[1295380],[1298311],[1343016],[1348884],[1351320],[1381942],[1384873],[1386975],[1391688],[1425596],[1428032],[1457279],[1473781],[1478494],[1494798],[1512402],[1514838],[1517201],[1550493],[1555206],[1588163],[1603763],[1620037],[1624771],[1636539],[1641252],[1649455],[1679573],[1716931],[1718355],[1734776],[1748278],[1751844],[1763878],[1776536],[1844011],[1854034],[1859657],[1868262],[1872601],[1874025],[1921047],[1962519],[1974631],[1993568],[2003591],[2032764],[2038387],[2086763],[2104478],[2116590],[2144060],[2173020],[2219861],[2245403],[2275230],[2300069],[2366532],[2433922],[2519813] ] cell #3026 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [658111],[762259],[816751],[868682],[874120],[931688],[940995],[950913],[986541],[1035252],[1047412],[1052850],[1062308],[1072957],[1108948],[1137184],[1159703],[1172812],[1183091],[1188529],[1198678],[1221489],[1264784],[1265947],[1279203],[1287981],[1300775],[1312081],[1320930],[1350830],[1351993],[1392692],[1393908],[1395724],[1409153],[1428705],[1442057],[1479498],[1480714],[1482530],[1515511],[1517306],[1523115],[1525517],[1538742],[1556210],[1559242],[1603868],[1609677],[1612079],[1642256],[1645288],[1647225],[1651859],[1685487],[1687889],[1717036],[1732546],[1737180],[1752848],[1769792],[1772194],[1774665],[1806580],[1811214],[1843205],[1857786],[1872706],[1877370],[1888216],[1892850],[1900476],[1929224],[1964717],[1965782],[1980504],[1992762],[1996267],[2007343],[2019078],[2081536],[2090026],[2095212],[2103005],[2106676],[2107741],[2149933],[2188147],[2198274],[2214634],[2223124],[2248666],[2253852],[2296465],[2311375],[2321502],[2344945],[2369795],[2409087],[2430318],[2455355],[2475885],[2529613],[2582910],[2649508] ] cell #3027 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3028 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [595560,1931225],[614027,1959736],[661976,2009344],[695441,2048533],[710106,2067295],[715939,1838163],[735209,2091892],[766994,2122391],[774301,1649935],[780077,2135560],[802642,1932949],[818420,2176738],[819044,1955041],[820616,2178773],[840897,2196345],[845563,2200129],[848159,1735256],[853935,2207113],[875465,2224990],[878776,2011068],[892485,2240142],[893109,2036193],[904638,2250532],[916260,1809290],[922036,2266730],[933902,2070517],[934064,2279147],[936423,2281031],[957306,2297113],[957587,2297237],[959021,1862551],[962038,2092626],[970604,2306558],[971228,1857463],[989026,2319573],[993692,2323357],[996288,1890926],[1002064,2330341],[1008753,2335466],[1011358,2146775],[1011520,2337291],[1019627,2343016],[1024293,2346800],[1026889,1668451],[1032665,2353784],[1034204,2355301],[1042042,2361271],[1042666,1684465],[1054195,2371661],[1055288,2180276],[1057506,2180497],[1073588,1968382],[1076313,2194894],[1078857,2389447],[1079332,1737588],[1079449,2389685],[1090389,2396331],[1092994,1977346],[1093156,2398156],[1105715,2405945],[1111865,2409735],[1112146,2409859],[1113580,2012108],[1116597,2225724],[1118366,2414653],[1125163,2419180],[1125787,1768770],[1129162,2243946],[1132637,2424320],[1135332,2251045],[1143577,2430966],[1143858,2431090],[1145292,1779430],[1148309,2251266],[1154451,2438516],[1156875,2440411],[1157499,1284348],[1159117,2442300],[1164423,2445876],[1167028,1810151],[1167190,2447701],[1175297,2453426],[1179963,2457210],[1182559,1827806],[1188335,2464194],[1189874,2465711],[1195039,2078156],[1202238,2295594],[1205276,2473330],[1205706,1609221],[1213467,2085306],[1216942,2479368],[1219637,2092405],[1232307,2487781],[1232588,2487905],[1232943,2110341],[1235668,2318122],[1238212,2491010],[1238687,1893258],[1238804,2491248],[1244978,2495211],[1245602,1646336],[1249744,2497894],[1252349,1891787],[1252511,2499719],[1256728,2340792],[1259610,2504173],[1265415,1904066],[1268140,2341565],[1270684,2509973],[1271159,1652267],[1271276,2510211],[1282216,2516857],[1282497,2516981],[1283931,1414867],[1284821,1413932],[1284983,2518682],[1286948,2153523],[1289277,1929190],[1292752,2523615],[1295447,1932728],[1297542,2526471],[1303692,2530261],[1303973,2530385],[1305407,1933989],[1308424,2372395],[1310193,2535179],[1314566,2537811],[1316990,2539706],[1317614,1447106],[1319232,2541595],[1323865,2187276],[1325516,2386342],[1326283,2188795],[1330952,2546982],[1331565,2388395],[1342774,2194121],[1345656,2553286],[1351461,1984094],[1357411,2211254],[1361075,2560573],[1361550,1996675],[1361667,2560811],[1364610,2408216],[1365405,2563139],[1367648,2563660],[1368078,1769336],[1374343,1773465],[1374505,2567345],[1375839,2007309],[1379314,2569698],[1382009,2010847],[1384104,2572554],[1386415,2428948],[1388824,2019044],[1390269,2018498],[1397130,2579019],[1397468,2429447],[1400506,2580355],[1400936,1522659],[1408697,1542462],[1409036,2253272],[1411580,2586155],[1412055,1539150],[1412172,2586393],[1419486,2046649],[1422368,2592235],[1427537,2594806],[1427818,2594930],[1428173,2052195],[1430898,2451975],[1433442,2598035],[1433917,1811622],[1434034,2598273],[1440208,2602236],[1440832,1560290],[1444974,2604919],[1445255,2605043],[1446689,1578385],[1447579,1577450],[1447741,2606744],[1449706,2284693],[1454705,2289177],[1455802,2470243],[1456597,2612349],[1457037,2290467],[1458193,2081502],[1461654,2613131],[1467172,2300282],[1473221,2295095],[1475630,2095178],[1477075,2094632],[1483936,2622220],[1484473,2623280],[1487383,2310504],[1489034,2104691],[1489801,2312023],[1491527,2624785],[1491957,1876914],[1495083,2489958],[1495593,1888565],[1495827,2626972],[1503076,2119697],[1504782,1645919],[1506292,2120507],[1509174,2632475],[1514343,2635046],[1514624,2635170],[1514979,2126053],[1519318,2131605],[1520241,2130885],[1521892,2506868],[1522998,2344365],[1527328,2640649],[1527609,2640773],[1527941,2508921],[1538994,2349109],[1542032,2646953],[1549933,1929103],[1553787,2158754],[1557451,2654240],[1557926,1935242],[1558043,2654478],[1559873,1700012],[1560986,2528742],[1561781,2656806],[1564024,2657327],[1564454,1685031],[1570719,1689160],[1570881,2661012],[1572215,1704834],[1572554,2374401],[1575098,2663127],[1575573,1701522],[1575690,2663365],[1584839,2544091],[1586563,2545596],[1587073,1966131],[1587307,2669862],[1587603,2383647],[1588856,2190620],[1591697,2670347],[1597084,2391948],[1599475,2198240],[1605880,2203158],[1606803,2202438],[1608454,2555981],[1609560,2197694],[1613890,2678091],[1614171,2678215],[1614681,2679095],[1616986,1990482],[1617463,2401799],[1618560,2211401],[1619795,2403089],[1620951,2214600],[1624908,2681984],[1625525,1764475],[1629930,2220074],[1632853,2006480],[1635979,2007222],[1639833,2227730],[1643497,2688851],[1643972,2013361],[1644089,2689089],[1648895,2018957],[1651032,2577268],[1651827,2693089],[1652111,2432071],[1653423,1783954],[1653762,2427737],[1656292,2693633],[1656767,1780683],[1656884,2693871],[1662402,2434135],[1670860,2253818],[1679703,2704020],[1680170,1817352],[1682613,2262055],[1684264,205062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] cell #3029 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715942],[819047],[893112],[933977],[971231],[1011433],[1042669],[1055359],[1093069],[1125790],[1130292],[1135403],[1157502],[1167103],[1214597],[1219708],[1245605],[1252424],[1257833],[1284896],[1290407],[1295518],[1317617],[1337330],[1343879],[1374418],[1376969],[1382080],[1387477],[1409827],[1414938],[1420591],[1421772],[1440835],[1447654],[1460429],[1467888],[1474283],[1495740],[1500848],[1504853],[1507397],[1508578],[1533706],[1540255],[1550995],[1552291],[1570794],[1573345],[1578456],[1587220],[1591040],[1598128],[1601711],[1623187],[1625666],[1630646],[1637041],[1638337],[1655659],[1663118],[1669513],[1681499],[1690970],[1696078],[1700083],[1702627],[1703808],[1716368],[1719897],[1726489],[1730309],[1740980],[1747335],[1751155],[1752975],[1758243],[1761826],[1765804],[1779047],[1782867],[1789955],[1793538],[1815014],[1817493],[1822473],[1828868],[1830164],[1839890],[1841858],[1852047],[1855576],[1862168],[1865988],[1872038],[1875567],[1882159],[1885979],[1896650],[1902639],[1906168],[1912760],[1916580],[1927251],[1933606],[1937426],[1939246],[1944514],[1948097],[1952075],[1961460],[1970510],[1972478],[1982667],[1986196],[1989447],[1991415],[2001604],[2005133],[2011725],[2015545],[2018620],[2020588],[2030777],[2034306],[2040898],[2044718],[2050768],[2054297],[2060889],[2064709],[2075380],[2085704],[2093283],[2094754],[2096722],[2103419],[2112469],[2114437],[2124626],[2128155],[2130889],[2139939],[2141907],[2152096],[2155625],[2158876],[2160844],[2171033],[2174562],[2181154],[2184974],[2191841],[2197816],[2201434],[2202442],[2218802],[2227852],[2229820],[2244344],[2251923],[2253394],[2255362],[2262059],[2271109],[2273077],[2283266],[2286795],[2292857],[2294006],[2298222],[2301265],[2321044],[2325670],[2338512],[2344487],[2348105],[2349113],[2365473],[2374523],[2376491],[2386616],[2388244],[2399377],[2406628],[2410844],[2426710],[2427859],[2432075],[2435118],[2454897],[2459523],[2468564],[2481758],[2482907],[2488179],[2507142],[2508770],[2527154],[2531370],[2556255],[2558894],[2573237],[2575589],[2595204],[2618790],[2635444],[2652561],[2687172],[2719693] ] cell #3030 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715947],[819052],[893117],[933982],[971236],[1011438],[1042674],[1055361],[1093074],[1125795],[1130297],[1135405],[1157507],[1167108],[1214602],[1219710],[1245610],[1252429],[1257835],[1284901],[1290412],[1295520],[1317622],[1337335],[1343881],[1374423],[1376974],[1382082],[1387354],[1409832],[1414940],[1420593],[1421777],[1440840],[1447659],[1460434],[1467890],[1474160],[1495745],[1500853],[1504855],[1507399],[1508583],[1533711],[1540257],[1550872],[1552293],[1570799],[1573350],[1578458],[1587225],[1591042],[1598005],[1601716],[1623192],[1625668],[1630648],[1636918],[1638339],[1655664],[1663120],[1669390],[1681376],[1690975],[1696083],[1700085],[1702629],[1703813],[1716370],[1719774],[1726494],[1730311],[1740985],[1747340],[1751157],[1753016],[1758120],[1761831],[1765681],[1779052],[1782869],[1789832],[1793543],[1815019],[1817495],[1822475],[1828745],[1830166],[1839832],[1841899],[1852049],[1855453],[1862173],[1865990],[1872040],[1875444],[1882164],[1885981],[1896655],[1902641],[1906045],[1912765],[1916582],[1927256],[1933611],[1937428],[1939287],[1944391],[1948102],[1951952],[1961585],[1970452],[1972519],[1982669],[1986073],[1989389],[1991456],[2001606],[2005010],[2011730],[2015547],[2018562],[2020629],[2030779],[2034183],[2040903],[2044720],[2050770],[2054174],[2060894],[2064711],[2075385],[2085829],[2093288],[2094696],[2096763],[2103544],[2112411],[2114478],[2124628],[2128032],[2131014],[2139881],[2141948],[2152098],[2155502],[2158818],[2160885],[2171035],[2174439],[2181159],[2184976],[2191783],[2197758],[2201436],[2202567],[2218927],[2227794],[2229861],[2244469],[2251928],[2253336],[2255403],[2262184],[2271051],[2273118],[2283268],[2286672],[2292982],[2293948],[2298347],[2301306],[2320986],[2325795],[2338454],[2344429],[2348107],[2349238],[2365598],[2374465],[2376532],[2386741],[2388285],[2399319],[2406570],[2410969],[2426835],[2427801],[2432200],[2435159],[2454839],[2459648],[2468605],[2481883],[2482849],[2488304],[2507267],[2508811],[2527096],[2531495],[2556380],[2558935],[2573179],[2575630],[2595329],[2618831],[2635569],[2652602],[2687213],[2719734] ] cell #3031 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [185467,2381648],[232720,2460042],[235007,2288255],[270592,2507661],[289820,2536099],[290189,2377317],[310832,2556774],[333253,2578018],[333622,2435944],[349781,2595723],[355884,2461747],[355951,2603523],[379336,2621219],[379705,2302091],[398894,2635963],[401669,2637894],[404972,2514037],[405039,2639885],[417857,2352790],[423583,2654990],[423952,2161670],[430976,2537946],[453687,2675336],[456990,2393511],[457057,2677327],[474119,2574115],[478631,2689601],[479000,2230646],[481010,2579389],[482048,2691545],[485685,2583925],[499862,2439733],[500231,1801161],[503232,2704156],[506535,2264283],[506602,2706147],[519420,2463200],[535199,2087387],[538919,2472364],[539957,2723495],[543594,2476900],[562159,2636339],[562528,2129615],[564097,2733456],[567400,2327894],[567467,2735447],[570148,2641084],[570701,2736972],[587540,2350796],[590843,1923756],[590910,2518075],[593632,2357664],[594670,2747680],[595613,1681587],[598307,2359511],[607972,2528032],[612484,2539028],[612853,1955720],[620118,2544227],[623029,2760935],[629695,2195988],[633759,2547417],[634312,2763792],[651951,2687275],[656328,2220485],[658920,2234977],[658987,2690245],[660048,2415573],[661086,2772071],[662029,1765892],[664723,2417420],[667489,2694132],[669994,2236535],[681870,2246027],[685590,1798683],[686628,2438159],[690265,1545615],[693376,2444480],[693929,2783728],[695495,1552455],[708830,2596099],[709199,2055757],[710768,2461206],[714071,2071885],[714138,2606137],[721680,2719796],[722243,2610805],[723324,2470993],[725352,2794896],[731823,2087939],[735262,1855664],[736465,2613392],[738970,2302951],[751288,2623416],[754199,2314815],[756076,2326189],[756208,2733467],[760865,2319216],[763714,1634886],[764929,2496498],[765482,2803673],[767048,1638501],[775647,2334070],[778758,1660804],[781669,2508037],[788335,2342659],[792399,1672079],[792952,2351348],[800587,2166799],[802564,1423922],[810591,2652664],[814968,2367156],[817560,2166001],[817627,2655634],[818688,1953242],[819726,2537454],[820669,1952163],[823363,1707987],[831255,2387135],[831387,2760946],[831660,2668479],[833084,2546218],[834677,2822290],[837018,1970808],[841945,1972250],[843589,2390829],[845617,1730473],[849505,2394935],[852616,1465574],[855527,2557150],[861936,2215916],[862499,2679187],[863580,2561323],[865608,2405588],[866836,2771891],[867597,1753801],[872079,2221037],[875518,2005221],[876721,1997370],[878698,1510728],[888129,2238382],[891109,2575692],[891672,1531569],[892753,2025745],[894781,2578662],[901252,2246579],[904691,2034394],[905894,1280630],[908399,2436804],[915144,1292557],[920717,1820159],[923628,2448668],[925505,2262578],[925637,2704167],[930294,2453069],[933143,1826713],[934358,1831434],[934911,2461758],[936477,1830328],[943004,2843596],[946171,1840188],[946882,2794716],[947643,1842684],[949224,2079742],[958538,2298741],[958670,1852139],[960367,2474505],[961960,1602741],[966248,2304798],[969228,2618893],[969791,1335193],[970872,2101879],[972900,2621863],[979384,2488698],[979516,1872130],[979789,2726599],[981213,2625407],[982806,2105654],[984803,1877606],[985147,1877617],[990074,2114209],[991718,2492392],[993746,1886143],[995172,1379119],[1000745,1628332],[1003656,2500686],[1007167,1132442],[1009985,2131408],[1010117,2637905],[1010390,1404089],[1011814,1907628],[1013407,2514048],[1015748,2140237],[1020675,2141679],[1022319,2511355],[1024347,1916744],[1028235,2515461],[1034257,2155713],[1040666,2362587],[1041229,1693941],[1042310,1936218],[1044338,2526114],[1045566,2747500],[1046327,1940072],[1050809,2367708],[1054248,2174650],[1055451,1181443],[1057428,1705958],[1064798,2821478],[1066170,2187399],[1068993,1963684],[1069337,1963695],[1071366,1461459],[1076087,1724497],[1079965,1972581],[1080726,1973304],[1082307,2196480],[1088803,1216747],[1091621,2202961],[1091753,2675347],[1092026,1208859],[1093450,1987656],[1095043,2393522],[1097563,2212348],[1100730,1742793],[1101441,1991518],[1102202,1992241],[1103783,2212840],[1107367,1749947],[1113097,2411363],[1113229,2001696],[1114926,2564835],[1116519,1504945],[1123787,2420496],[1124350,1498711],[1125431,2014337],[1127459,2572197],[1129275,2579400],[1133153,2691365],[1133914,2021414],[1135495,1263193],[1144809,2432594],[1144941,2030869],[1146638,2581530],[1148231,1794568],[1152519,2438651],[1155499,2255134],[1157143,2260519],[1159171,2044882],[1165655,2050592],[1165787,2050860],[1166060,1567607],[1167484,1813997],[1169077,2264294],[1171074,2056336],[1171418,2056347],[1176345,2272849],[1177989,2599417],[1180017,2064873],[1189927,2286883],[1192335,2077895],[1193707,2079250],[1194813,1585228],[1202291,1849570],[1203663,2295717],[1206486,2087928],[1206830,1854299],[1212904,2483785],[1213580,2472375],[1217458,2723315],[1218219,2097548],[1219800,1349239],[1224153,2105102],[1225525,2310627],[1227118,1871862],[1228348,2105643],[1228692,1616208],[1230721,1363419],[1234289,1622170],[1235442,1625758],[1239320,2114540],[1240081,2115263],[1241662,2319708],[1243415,2324486],[1245246,1884771],[1250976,2124450],[1251108,2124718],[1251381,1371231],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] cell #3032 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993235],[1108665],[1158660],[1179506],[1196155],[1235035],[1279016],[1300492],[1318775],[1324883],[1391385],[1392505],[1408403],[1430265],[1441774],[1478191],[1479311],[1521259],[1522365],[1524114],[1538905],[1556023],[1571921],[1607821],[1608927],[1610676],[1642069],[1650151],[1652022],[1653129],[1684737],[1686486],[1735472],[1737343],[1738450],[1752661],[1769042],[1770791],[1777567],[1777710],[1809506],[1811377],[1812484],[1860688],[1860831],[1876620],[1891142],[1893013],[1894120],[1932126],[1932269],[1933165],[1968598],[1988818],[1996430],[2010245],[2010388],[2011284],[2050382],[2050525],[2078950],[2084310],[2084453],[2092842],[2103218],[2124240],[2124383],[2180713],[2188360],[2195688],[2201048],[2201191],[2210327],[2251482],[2282880],[2283023],[2289760],[2296678],[2342359],[2347719],[2347862],[2388978],[2430531],[2509504], 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1983414],[1726048,2390156],[1745855,2402942],[1745998,2212759],[1746894,2403560],[1759296,2012392],[1778606,2424791],[1779714,1791008],[1786990,2430156],[1795774,2039561],[1811856,1823979],[1817107,2451055],[1817250,2270480],[1836433,2072850],[1849712,2472913],[1851661,2473920],[1851804,2298031],[1861727,2479839],[1871652,2485800],[1871795,2312941],[1880822,2125373],[1881718,2491719],[1902253,2504763],[1902396,2336384],[1903386,1911423],[1910290,2509511],[1912319,2510682],[1934273,1945567],[1950333,2179817],[1982281,2553876],[1982424,2397249],[1994742,2217551],[2001218,2564250],[2001361,2410653],[2022925,2243093],[2028442,2579938],[2030391,2580945],[2030534,2431884],[2040457,2586864],[2051515,2059552],[2060448,2598744],[2099059,2309509],[2117764,2324419],[2151710,2647543],[2151853,2517775],[2163181,2164171],[2170647,2657917],[2170790,2531179],[2232157,2233147],[2257699,2443362],[2276404,2458272],[2378828,2379818] ] cell #3033 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3034 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [279541,1414703],[293004,1450965],[343656,1544515],[356446,1573884],[358730,1578221],[359783,1581827],[372228,1335076],[401350,1129961],[405534,1656198],[414708,1671962],[416913,1673885],[425369,1689931],[431029,1702217],[431643,1702124],[433986,1706887],[449134,1465685],[453368,1214266],[457552,1741519],[471523,1498594],[480417,1774236],[485738,1782457],[486352,1781285],[492754,1531452],[496615,1798794],[502913,1290076],[507097,1815553],[508388,1815853],[515092,1828621],[515223,1827730],[516271,1831317],[518476,1833240],[534880,1336999],[543647,1865578],[544261,1864406],[553774,1622053],[559544,1628443],[563778,1376638],[567962,1897189],[569253,1897489],[570201,1898760],[575250,1905921],[575381,1903990],[577217,1907511],[582987,1660915],[587221,1409496],[593973,1929797],[595294,1162682],[598360,1937016],[598974,1935844],[600421,1938276],[605376,1693824],[608061,1949882],[609237,1953353],[622710,1460098],[633812,1978788],[638861,1985949],[638992,1984018],[640828,1987539],[644793,1747256],[649849,1750058],[656009,1500517],[658543,1760692],[660389,2007916],[661710,1248003],[664776,2015135],[665390,2013963],[666837,2016395],[667830,2017615],[668966,2018427],[670335,2019651],[673353,2022474],[675391,2025856],[681551,1533375],[690932,1545145],[693429,2046889],[693762,2047213],[695266,1038027],[698478,2054050],[698609,2052119],[700445,1813880],[706215,1820270],[710449,1573014],[718373,1586063],[722296,2080885],[723665,2082109],[734943,1340234],[736806,2093749],[737942,2094561],[739311,2095785],[742329,2098608],[744367,2101990],[748230,1355962],[748563,1871975],[753880,1622856],[758248,1882080],[763304,1884882],[764381,1898119],[764982,2120747],[765315,2121071],[766819,1121148],[770031,2127908],[770162,2125977],[771998,1895516],[773030,2130109],[774564,2131033],[775700,2131845],[776033,2132169],[781350,1655328],[797632,1674065],[799468,2156968],[800542,2157604],[800928,2157871],[802064,2158683],[802787,917659],[803433,1933527],[806451,2162730],[808489,1936329],[814649,1695747],[817183,1946963],[820350,1443233],[824030,1707517],[827337,1714907],[832001,2190048],[833137,2190860],[833470,2191184],[838638,1462845],[842561,1205649],[843930,2198847],[844920,1726410],[845388,1211344],[846888,2201662],[848422,2202586],[849558,2203398],[849891,2203722],[855208,1740649],[858629,1746178],[858911,1991604],[859297,1486468],[862552,2213983],[863921,2215207],[869549,1497488],[869882,2001541],[875199,1503752],[875897,2016575],[876676,2226580],[877062,2226847],[878198,2227659],[878921,997687],[879567,2011646],[882585,2231706],[884623,2014448],[886936,2236290],[887802,1777890],[888084,2236947],[888470,2237214],[904372,1536610],[907371,1542405],[908740,2254425],[911758,1800864],[913796,2260630],[914989,2261279],[916523,2262203],[917992,2050705],[923309,1814683],[927677,2060810],[932733,2063612],[933810,1816483],[936248,1312975],[939591,1833420],[941427,2074246],[943690,1065943],[948031,2291366],[949179,2292023],[949565,2292290],[951780,2293813],[954620,1593049],[957537,1336591],[959284,1334896],[960420,2299178],[960753,2299502],[961460,1600577],[961793,1851984],[962183,1084863],[962829,2093204],[965055,2302706],[965921,1861011],[966203,2303363],[966589,2303630],[975466,1870577],[976411,1355852],[980130,2313276],[981266,2314088],[981599,2314412],[985689,2121971],[986767,1625603],[987049,2114626],[987435,1627364],[990690,1368021],[992059,2322075],[993517,1373716],[994147,2129318],[995017,2324890],[996551,2325814],[998020,2124563],[1003337,1896319],[1006067,1901178],[1007012,2334452],[1017368,1658075],[1021291,1400879],[1022660,2345518],[1023650,1912681],[1024118,1406574],[1027152,1671782],[1028288,2350069],[1028621,2350393],[1033938,1677120],[1036493,2357419],[1037359,1932449],[1037641,2161033],[1048279,1692718],[1048612,2170970],[1053929,1698982],[1054627,1938456],[1056928,1704777],[1057651,1183958],[1058297,2181075],[1061315,1955423],[1063353,2183877],[1066053,2382844],[1069879,2192872],[1071211,2385204],[1073183,1716305],[1073851,2386760],[1076773,1203436],[1079063,1466347],[1079693,1207372],[1081114,1205469],[1081980,1983594],[1082262,2391241],[1082648,2391508],[1083341,1972667],[1083727,1729212],[1085196,2201371],[1087703,1981206],[1088648,2395317],[1098249,1225298],[1102590,2403988],[1103738,2404645],[1104124,2404912],[1106339,1491900],[1108721,2227983],[1109179,1753164],[1110124,1497378],[1112096,1500109],[1113843,1498414],[1114979,2411800],[1115312,2412124],[1116742,1244218],[1117388,2226302],[1119614,2415328],[1120480,2010568],[1120762,2230009],[1138051,1783897],[1140891,1784876],[1143808,1532967],[1145555,1531272],[1146691,2433031],[1147024,2433355],[1147731,1792404],[1148064,2030714],[1148454,1276690],[1149100,2251844],[1151326,1542225],[1152192,1795954],[1152474,2437216],[1152860,2437483],[1158474,2040819],[1158942,1548100],[1161737,2049307],[1171960,2048113],[1173038,1817430],[1173320,2273266],[1173706,1819191],[1176961,1564397],[1178330,2455928],[1179788,1570092],[1180418,2055460],[1182822,1831137],[1184291,2283203],[118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] cell #3035 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [279526,1414702],[343654,1544514],[358715,1578220],[372226,1335075],[401349,1129964],[414706,1671961],[416912,1673888],[425354,1689930],[433984,1706886],[435715,1450964],[449133,1465688],[453367,1214269],[471521,1498593],[480402,1774235],[492752,1531451],[496614,1798797],[502912,1290079],[507729,1815552],[508386,1815852],[516269,1831316],[517842,1573883],[518475,1833243],[520385,1319984],[534879,1337002],[553772,1622052],[559543,1628446],[563777,1376641],[568594,1897188],[569251,1897488],[577215,1907510],[578156,1656197],[582986,1660918],[587220,1409499],[593971,1929796],[595293,1162685],[595368,917727],[599071,1937015],[600420,1938279],[605374,1693823],[608773,1443122],[609236,1953356],[610411,1702216],[622709,1460101],[640826,1987538],[641767,1741518],[644791,1747255],[649848,1750061],[656008,1500520],[658541,1760691],[660387,2007915],[661709,1248006],[661784,997755],[665487,2015134],[666836,2016398],[670333,2019650],[674065,1526582],[675390,2025859],[675854,1782456],[681550,1533378],[693497,2046888],[693761,2047216],[695265,1038097],[699266,2054051],[700443,1813879],[706214,1820273],[709569,1572998],[710448,1573017],[711804,1828622],[718372,1586066],[723663,2082108],[734942,1340237],[735017,1084931],[739309,2095784],[743041,1613144],[744366,2101993],[744830,1865577],[748298,1355961],[748562,1871978],[753879,1622859],[758246,1882079],[763303,1884885],[765050,2120746],[765314,2121074],[766818,1121218],[770819,2127909],[771996,1895515],[773801,1898759],[775768,2131844],[776032,2132172],[779540,1655312],[781349,1655331],[781917,1905922],[799466,2156967],[800541,2157630],[800998,2157872],[803431,1933526],[807163,1688954],[808488,1936332],[814648,1695750],[817181,1946962],[818425,1702278],[820349,1443236],[820424,1184026],[827336,1714858],[833205,2190859],[833469,2191187],[838637,1462848],[840820,1206312],[843928,2198846],[844918,1726409],[845387,1211414],[847659,1978787],[849626,2203397],[849890,2203725],[853398,1740633],[855207,1740652],[855775,1985950],[858628,1746181],[858910,1991555],[859367,1486471],[863919,2215206],[869617,1497487],[869881,2001544],[875198,1503755],[875273,1244286],[876675,2226606],[877132,2226848],[879565,2011645],[883297,1773259],[884622,2014451],[886523,2017616],[887707,1775968],[887801,1777893],[888083,2236973],[888540,2237215],[892490,1782518],[904371,1536613],[904446,1276758],[908738,2254424],[912470,1284629],[913795,2260633],[914992,2261300],[917991,2050708],[921499,1814667],[923308,1814686],[927675,2060809],[932732,2063615],[936247,1313045],[941425,2074245],[943693,1321820],[948802,2080884],[949178,2292049],[949635,2292291],[954619,1593000],[957008,1081885],[957536,1335536],[960488,2299177],[960752,2299505],[961528,1600576],[961792,1851987],[962827,2093203],[964642,2093750],[965826,1859089],[965920,1861014],[966202,2303389],[966659,2303631],[970609,1865639],[975465,1870528],[976414,1616554],[981334,2314087],[981598,2314415],[986766,1625606],[987048,2114577],[987505,1627367],[988949,1368684],[992057,2322074],[993516,1373786],[994859,1646617],[995020,2324911],[998019,2124566],[1001527,1896303],[1003336,1896322],[1004770,2130130],[1006066,1901129],[1006599,1899726],[1007015,2334473],[1017367,1658078],[1019550,1401542],[1022658,2345517],[1023648,1912680],[1024117,1406644],[1028356,2350068],[1028620,2350396],[1032128,1414174],[1033937,1677123],[1034012,1417654],[1037264,1930527],[1037358,1932452],[1037640,2160984],[1042047,1937077],[1048347,1692717],[1048611,2170973],[1053928,1698985],[1054003,1439516],[1058295,2181074],[1062027,1447387],[1063352,2183880],[1066052,2382894],[1070798,2190049],[1071214,2385225],[1073182,1716308],[1076776,1463476],[1079062,1465269],[1079164,1208291],[1081979,1983597],[1082261,2391267],[1082718,2391509],[1083340,1972618],[1083797,1729215],[1085195,2201374],[1086406,2201683],[1087702,1981157],[1088235,1979754],[1088651,2395338],[1098252,1485338],[1103361,2213982],[1103737,2404671],[1104194,2404913],[1105638,1492563],[1109178,1753115],[1110127,1755193],[1111567,1241240],[1112095,1499054],[1115047,2411799],[1115311,2412127],[1117386,2226301],[1117829,1773707],[1120385,2008646],[1120479,2010571],[1120761,2229960],[1125168,2015196],[1129834,2018021],[1140890,1784827],[1143279,1273712],[1143807,1531912],[1146759,2433030],[1147023,2433358],[1147799,1792403],[1148063,2030717],[1149098,2251843],[1152097,1281918],[1152191,1795957],[1152473,2437242],[1152930,2437484],[1154374,1543068],[1156880,1544616],[1158472,2040818],[1158941,1548170],[1161736,2049258],[1162269,2047855],[1173037,1817433],[1173319,2273217],[1173776,1819194],[1175220,1565060],[1178328,2455927],[1179787,1570162],[1181130,1560571],[1184290,2283206],[1187798,1577692],[1189607,1836478],[1189682,1581172],[1192449,2467647],[1196492,2291387],[1198908,1841998],[1200625,2083701],[1200719,2084636],[1202653,2086586],[1203545,2472577],[1205472,1336872],[1207758,2097792],[1208707,2474908],[1209813,1854645],[1210957,2301405],[1214139,2094155],[1225407,2484457],[1230153,2313277],[1230569,2486788],[1232009,1362997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] cell #3036 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [763007],[867676],[913499],[932436],[947722],[984949],[1026415],[1046406],[1063056],[1069139],[1133993],[1135099],[1150374],[1171220],[1182085],[1218298],[1219404],[1260966],[1262086],[1263835],[1278364],[1295214],[1310489],[1347012],[1348132],[1349881],[1381776],[1389919],[1391853],[1393012],[1424844],[1426593],[1476725],[1478659],[1479818],[1494632],[1511650],[1513399],[1520409],[1520578],[1553437],[1555371],[1556530],[1606971],[1607140],[1624019],[1639483],[1641417],[1642576],[1682781],[1682950],[1683914],[1721233],[1743519],[1752009],[1767086],[1767255],[1768219],[1810555],[1810724],[1840914],[1847130],[1847299],[1856912],[1868487],[1892191],[1892360],[1954490],[1962744],[1971534],[1977750],[1977919],[1988202],[2035642],[2070921],[2071090],[2078334],[2086988],[2140963],[2147179],[2147348],[2195072],[2245628],[2341743], 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8684,2213089],[1501680,1769397],[1521542,2238631],[1522720,1534538],[1530339,2245194],[1539331,1798967],[1561154,2270016],[1561323,2057073],[1568249,1811704],[1580584,1834403],[1595079,2296119],[1597252,2297567],[1597421,2088665],[1608104,2305047],[1618728,2312477],[1618897,2106380],[1628616,1893439],[1629580,2319957],[1651200,2335920],[1651369,2133850],[1652448,1661088],[1659840,2341895],[1662052,2343400],[1685092,1696910],[1701703,1953526],[1736521,2396785],[1736690,2205403],[1750231,1996856],[1757367,2410189],[1757536,2221763],[1780864,2026029],[1786906,2429972],[1789079,2431420],[1789248,2247305],[1799931,2438900],[1811803,1820443],[1821407,2453810],[1863985,2102163],[1885055,2119878],[1922792,2517311],[1922961,2352074],[1935423,1936502],[1943638,2530715],[1943807,2368434],[2013542,2014621],[2042715,2260803],[2063785,2278518],[2182971,2184050] ] cell #3037 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [279527,1414634],[343657,1544508],[358716,1578152],[372229,1335069],[401216,1129965],[414709,1671955],[416909,1673889],[425355,1689862],[433987,1706880],[435716,1450828],[449130,1465689],[453234,1214270],[471524,1498587],[480403,1774167],[492755,1531445],[496611,1798798],[502779,1290080],[507730,1813323],[508389,1815846],[516272,1831310],[517843,1572760],[518472,1833244],[520421,1319863],[534746,1337003],[553775,1622046],[559540,1628447],[563644,1376642],[568595,1894959],[569254,1897482],[577218,1907504],[578157,1653968],[582983,1660919],[587087,1409500],[593974,1929790],[595160,1162686],[595247,917728],[599072,1934852],[600417,1938280],[605377,1693817],[608809,1442006],[609233,1953357],[610412,1701132],[622576,1460102],[640829,1987532],[641768,1739289],[644794,1747249],[649845,1750062],[655875,1500521],[658544,1760685],[660390,2007909],[661576,1248007],[661663,997756],[665488,2012971],[666833,2016399],[670336,2019644],[674101,1524346],[675387,2025860],[675855,1780293],[681417,1533379],[693498,2046783],[693758,2047217],[695129,1038098],[699267,2051972],[700446,1813873],[706211,1820274],[709570,1572015],[710315,1573018],[711805,1827583],[718304,1586067],[723666,2082102],[734809,1340238],[734896,1084932],[739312,2095778],[743077,1610908],[744363,2101994],[744831,1863414],[748299,1355955],[748559,1871979],[753746,1622860],[758249,1882073],[763300,1884886],[765051,2120641],[765311,2121075],[766682,1121219],[770820,2125830],[771999,1895509],[773802,1898654],[775769,2131739],[776029,2132173],[779541,1653223],[781216,1655332],[781918,1903843],[799469,2156961],[800535,2157631],[800999,2157783],[803434,1933520],[807199,1686718],[808485,1936333],[814515,1695751],[817184,1946956],[818426,1701314],[820216,1443237],[820303,1184027],[827330,1714859],[833206,2190754],[833466,2191188],[838569,1462849],[840764,1206313],[843931,2198840],[844921,1726403],[845251,1211415],[847660,1978682],[849627,2203292],[849887,2203726],[853399,1738544],[855074,1740653],[855776,1983871],[858560,1746182],[858904,1991556],[859368,1486472],[863922,2215200],[869618,1497481],[869878,2001545],[875065,1503756],[875152,1244287],[876669,2226607],[877133,2226759],[879568,2011639],[883333,1771023],[884619,2014452],[886524,2017527],[887708,1775900],[887733,1777894],[888077,2236974],[888541,2237126],[892491,1780475],[904238,1536614],[904325,1276759],[908741,2254418],[912506,1284573],[913792,2260634],[914993,2261299],[917988,2050709],[921500,1812578],[923175,1814687],[927678,2060803],[932729,2063616],[936111,1313046],[941428,2074239],[943694,1321821],[948803,2080779],[949172,2292050],[949636,2292202],[954613,1593001],[957011,1081886],[957468,1335537],[960489,2299072],[960749,2299506],[961529,1600570],[961789,1851988],[962830,2093197],[964643,2093661],[965827,1859021],[965852,1861015],[966196,2303390],[966660,2303542],[970610,1863596],[975459,1870529],[976415,1616555],[981335,2313982],[981595,2314416],[986698,1625607],[987042,2114578],[987506,1627368],[988893,1368685],[992060,2322068],[993380,1373787],[994895,1646561],[995021,2324910],[998016,2124567],[1001528,1894214],[1003203,1896323],[1004771,2130129],[1006060,1901130],[1006600,1899661],[1007016,2334472],[1017299,1658079],[1019494,1401543],[1022661,2345511],[1023651,1912674],[1023981,1406645],[1028357,2349963],[1028617,2350397],[1032129,1414177],[1033804,1677124],[1033891,1417655],[1037265,1930459],[1037290,1932453],[1037634,2160985],[1042048,1935034],[1048348,1692711],[1048608,2170974],[1053795,1698986],[1053882,1439517],[1058298,2181068],[1062063,1447331],[1063349,2183881],[1066046,2382895],[1070799,2189960],[1071215,2385224],[1073114,1716309],[1076777,1463477],[1079056,1465270],[1079165,1208292],[1081911,1983598],[1082255,2391268],[1082719,2391420],[1083334,1972619],[1083798,1729216],[1085192,2201375],[1086407,2201682],[1087696,1981158],[1088236,1979689],[1088652,2395337],[1098253,1485339],[1103362,2213877],[1103731,2404672],[1104195,2404824],[1105582,1492564],[1109172,1753116],[1110128,1755194],[1111570,1241241],[1112027,1499055],[1115048,2411694],[1115308,2412128],[1117389,2226295],[1117830,1773710],[1120386,2008578],[1120411,2010572],[1120755,2229961],[1125169,2013153],[1129835,2018020],[1140884,1784828],[1143282,1273713],[1143739,1531913],[1146760,2432925],[1147020,2433359],[1147800,1792397],[1148060,2030718],[1149101,2251837],[1152098,1281921],[1152123,1795958],[1152467,2437243],[1152931,2437395],[1154318,1543069],[1156881,1544617],[1158475,2040812],[1158805,1548171],[1161730,2049259],[1162270,2047790],[1172969,1817434],[1173313,2273218],[1173777,1819195],[1175164,1565061],[1178331,2455921],[1179651,1570163],[1181166,1560515],[1184287,2283207],[1187799,1577695],[1189474,1836479],[1189561,1581173],[1192450,2467646],[1196493,2291386],[1198902,1841999],[1200626,2083633],[1200651,2084637],[1202647,2086587],[1203539,2472578],[1205473,1336873],[1207752,2097793],[1208708,2474907],[1209814,1854646],[1210951,2301406],[1214140,2094154],[1225401,2484458],[1230154,2313188],[1230570,2486787],[1232012,1362998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] cell #3038 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [279554,1414567],[293032,1711635],[343607,1544506],[357000,1831867],[358743,1578085],[359759,1837752],[406720,1908061],[413951,1671953],[416853,1673891],[425382,1689795],[431619,1950752],[431734,1952956],[433937,1706878],[458738,1988089],[480430,1774100],[485311,1531443],[486328,2023344],[487154,2025459],[495775,1798800],[508283,1814430],[508339,1815844],[515285,2066688],[515514,1831308],[515881,2069431],[518416,1833246],[543220,1335067],[544237,2099478],[545063,2101593],[569148,1896066],[569204,1897480],[570331,2130494],[572900,1129967],[574796,1660921],[575443,2134953],[575672,1907502],[576827,2137586],[586300,1409502],[593869,1929788],[597933,1693815],[598950,2163600],[599776,1935932],[600361,1938282],[608132,2176647],[608397,1953359],[633942,2202047],[636511,1214272],[638407,1465691],[639054,2206506],[639283,1987530],[640438,2209139],[660285,2007907],[664349,1498585],[665366,2232576],[666192,2014051],[666777,2016401],[667971,2236019],[669096,2236675],[670231,2019642],[672655,1533381],[673424,2240051],[673689,2025862],[690908,1801393],[693559,2046834],[693642,2047219],[696128,1290082],[698024,1820276],[698671,2266123],[698900,1813871],[700055,2053010],[709528,1573020],[722426,2291751],[723561,2082100],[736947,2302435],[738072,2303091],[739207,2095776],[741631,1337005],[742400,2306467],[742665,2101996],[754869,1622044],[764357,2129847],[765112,2120692],[765195,2121077],[767681,1376644],[769577,1628449],[770224,2329734],[770453,1895507],[771608,2126868],[773036,2333416],[774705,2334181],[775830,2131790],[775913,2132175],[779499,1655334],[797694,1923771],[797923,2156959],[800533,2157633],[801069,2157826],[802194,2357804],[803329,1933518],[804823,1162688],[805753,1695753],[806522,2361180],[806787,1936335],[824006,1955952],[832142,2384933],[833267,2190805],[833350,2191190],[835946,1460104],[842691,1465589],[843826,2198838],[846894,2394281],[848563,2395046],[849688,2203343],[849771,2203728],[853357,1740655],[859807,1747247],[862682,2404373],[863817,2215198],[866345,1750064],[875959,2234992],[876188,1760683],[876667,2226609],[877203,2226802],[878328,2415713],[879463,2011637],[880957,1248009],[881887,1500523],[882656,2419089],[882921,2014454],[886942,2422998],[887666,1777896],[888075,2236976],[888611,2237169],[907501,1798698],[908636,2254416],[911829,2041339],[912094,2260636],[914995,2261298],[916664,2444591],[917686,1038168],[917789,1037770],[917872,2050711],[921458,1814689],[933786,2055989],[939653,2071900],[939882,2074237],[944492,1586069],[948037,2469159],[949170,2292052],[949706,2292245],[951910,2471133],[959425,1596045],[960550,2299123],[960633,2299508],[962725,2093195],[963229,1340240],[965061,2478046],[965785,1861017],[966194,2303392],[966730,2303585],[976904,1355953],[977330,1871981],[980271,2486496],[981396,2314033],[981479,2314418],[984075,1622862],[985751,2326204],[987945,1882071],[990820,1628347],[991955,2322066],[994218,2332650],[994483,1884888],[995023,2324909],[996692,2496609],[997714,1121289],[997817,1120891],[997900,2124569],[1001486,1896325],[1006058,1901184],[1007018,2334471],[1021421,1660819],[1022556,2345509],[1027293,1921585],[1028418,2350014],[1028501,2350399],[1032087,1677126],[1036499,2522293],[1037223,1932455],[1037632,2161039],[1054689,2166016],[1054918,1946954],[1057058,1953257],[1058193,2181066],[1059687,1443239],[1061386,2181595],[1061651,2183883],[1065777,1714913],[1065949,1192178],[1066044,2382897],[1069941,2387150],[1071217,2385223],[1073992,2546329],[1077575,1462851],[1081120,1465417],[1081844,1983600],[1082253,2391270],[1082789,2391463],[1084237,1726401],[1084890,1211485],[1084993,1211087],[1085076,2201377],[1087694,1981212],[1088654,2395336],[1099051,1746184],[1099281,1991610],[1099659,1486474],[1102596,2559489],[1103729,2404674],[1104265,2404867],[1106469,1749962],[1108792,2415892],[1110617,1497479],[1111043,2001547],[1113984,1756160],[1115109,2411745],[1115192,2412130],[1117284,2226293],[1117788,1503758],[1119620,2568376],[1120344,2010574],[1120753,2230015],[1138181,2025760],[1145696,1787872],[1146821,2432976],[1146904,2433361],[1148996,2251835],[1149500,1536616],[1151332,1798526],[1152056,1795960],[1152465,2437245],[1153001,2437438],[1161728,2049313],[1172022,2262593],[1174216,2060801],[1177091,1820174],[1178226,2455919],[1180489,2269039],[1180754,2063618],[1182963,2069714],[1183985,1313116],[1184088,1312718],[1184171,2283209],[1187757,1836481],[1192452,2467645],[1196282,2471312],[1199860,2612362],[1200584,2084639],[1203270,1593055],[1203442,1332558],[1203537,2472580],[1206271,1336662],[1207434,1335425],[1207750,2097847],[1208710,2474906],[1210303,1600568],[1210729,1851990],[1210949,2301460],[1222486,2101894],[1225132,1870583],[1225304,1354550],[1225399,2484460],[1226076,1355858],[1229296,1622402],[1230572,2486786],[1233347,1874563],[1234849,2496337],[1236930,1625609],[1237160,2114632],[1237538,1627370],[1240475,1628175],[1241199,2125559],[1241608,2492833],[1242144,2493026],[1244245,1373857],[1244348,1373459],[1244431,2324605],[1247049,2123171],[1261768,2131423],[1265819,2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] cell #3039 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3040 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3041 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762779],[874166],[932208],[986587],[992321],[1052896],[1062828],[1073003],[1109657],[1160223],[1172858],[1178592],[1188575],[1199387],[1236153],[1264830],[1288027],[1301484],[1312127],[1317861],[1328227],[1350876],[1394617],[1395770],[1409199],[1418227],[1431383],[1442766],[1481423],[1482576],[1523161],[1524603],[1526226],[1539670],[1559288],[1573039],[1609723],[1611165],[1612788],[1645334],[1652787],[1655353],[1668423],[1685533],[1688598],[1738108],[1740674],[1769838],[1772903],[1777915],[1779402],[1812142],[1814708],[1861036],[1862523],[1877416],[1893778],[1896344],[1901306],[1932474],[1933961],[1981334],[1997195],[2010593],[2012080],[2049435],[2050730],[2084658],[2110313],[2123293],[2124588],[2161161],[2193264],[2201396],[2210719],[2230137],[2283228],[2290152],[2301582],[2348067],[2376808],[2389370],[2435435],[2509896], 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] cell #3042 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [941884],[1056270],[1136314],[1181402],[1220619],[1263152],[1296429],[1310378],[1349198],[1382991],[1387860],[1392901],[1415849],[1425910],[1474666],[1479707],[1505764],[1512716],[1518383],[1545574],[1551378],[1556419],[1579367],[1598511],[1604945],[1634845],[1637424],[1642465],[1647887],[1669896],[1674937],[1680755],[1681882],[1700994],[1707946],[1720280],[1727190],[1733208],[1753760],[1758626],[1762547],[1765060],[1766187],[1790338],[1796772],[1807242],[1808568],[1826672],[1829251],[1834292],[1842643],[1846183],[1852466],[1855959],[1875950],[1878232],[1882860],[1888878],[1890204],[1906551],[1913461],[1919479],[1930951],[1940031],[1944897],[1948818],[1951331],[1952458],[1964310],[1967374],[1973263],[1976803],[1986579],[1992200],[1995740],[1997360],[2002023],[2005516],[2009070],[2021373],[2024913],[2031196],[2034689],[2054680],[2056962],[2061590],[2067608],[2068934],[2078104],[2079732],[2088554],[2091618],[2097507],[2101047],[2106269],[2109333],[2115222],[2118762],[2128538],[2133739],[2136803],[2142692],[2146232],[2156008],[2161629],[2165169],[2166789],[2171452],[2174945],[2178499],[2187326],[2194842],[2196470],[2205292],[2208356],[2211202],[2212830],[2221652],[2224716],[2230605],[2234145],[2236744],[2238372],[2247194],[2250258],[2256147],[2259687],[2264909],[2267973],[2273862],[2277402],[2287178],[2295644],[2302050],[2303160],[2304788],[2310554],[2318070],[2319698],[2328520],[2331584],[2333997],[2341513],[2343141],[2351963],[2355027],[2357873],[2359501],[2368323],[2371387],[2377276],[2380816],[2386290],[2391038],[2394137],[2394862],[2408266],[2415782],[2417410],[2429497],[2435903],[2437013],[2438641],[2444407],[2451923],[2453551],[2462373],[2465437],[2470293],[2471202],[2474432],[2476890],[2492601],[2496425],[2506816],[2511564],[2514663],[2515388],[2528792],[2536308],[2537936],[2546145],[2547407],[2555929],[2561532],[2564762],[2577318],[2578227],[2581457],[2583915],[2599626],[2603450],[2610795],[2620519],[2621428],[2625334],[2639812],[2641074],[2655199],[2658429],[2677254],[2679177],[2689810],[2691535],[2706074],[2723485],[2735374],[2747670],[2772061],[2794886] ] cell #3043 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [941879],[1056265],[1136309],[1181330],[1220614],[1263080],[1296424],[1310313],[1349126],[1382986],[1387718],[1392836],[1415844],[1425838],[1474524],[1479642],[1505759],[1512644],[1518250],[1545502],[1551236],[1556354],[1579362],[1598369],[1604812],[1634773],[1637282],[1642400],[1647885],[1669754],[1674872],[1680622],[1681740],[1700989],[1707874],[1720138],[1727057],[1733206],[1753688],[1758484],[1762482],[1764927],[1766045],[1790196],[1796639],[1807240],[1808435],[1826600],[1829109],[1834227],[1842571],[1846050],[1852464],[1855817],[1875808],[1878167],[1882727],[1888876],[1890071],[1906409],[1913328],[1919477],[1930949],[1939959],[1944755],[1948753],[1951198],[1952316],[1964245],[1967372],[1973191],[1976670],[1986437],[1992128],[1995607],[1997389],[2002021],[2005374],[2009068],[2021301],[2024780],[2031194],[2034547],[2054538],[2056897],[2061457],[2067606],[2068801],[2078102],[2079761],[2088489],[2091616],[2097435],[2100914],[2106204],[2109331],[2115150],[2118629],[2128396],[2133674],[2136801],[2142620],[2146099],[2155866],[2161557],[2165036],[2166818],[2171450],[2174803],[2178497],[2187418],[2194840],[2196499],[2205227],[2208354],[2211200],[2212859],[2221587],[2224714],[2230533],[2234012],[2236742],[2238401],[2247129],[2250256],[2256075],[2259554],[2264844],[2267971],[2273790],[2277269],[2287036],[2295736],[2301978],[2303158],[2304817],[2310646],[2318068],[2319727],[2328455],[2331582],[2334089],[2341511],[2343170],[2351898],[2355025],[2357871],[2359530],[2368258],[2371385],[2377204],[2380683],[2386288],[2391036],[2394072],[2394954],[2408358],[2415780],[2417439],[2429589],[2435831],[2437011],[2438670],[2444499],[2451921],[2453580],[2462308],[2465435],[2470385],[2471200],[2474524],[2476919],[2492599],[2496517],[2506814],[2511562],[2514598],[2515480],[2528884],[2536306],[2537965],[2546237],[2547436],[2555927],[2561530],[2564854],[2577410],[2578225],[2581549],[2583944],[2599624],[2603542],[2610824],[2620611],[2621426],[2625426],[2639904],[2641103],[2655197],[2658521],[2677346],[2679206],[2689808],[2691564],[2706166],[2723514],[2735466],[2747699],[2772090],[2794915] ] cell #3044 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [941898],[1056284],[1136328],[1181410],[1220633],[1263160],[1296443],[1310380],[1349206],[1383005],[1387868],[1392903],[1415863],[1425918],[1474674],[1479709],[1505778],[1512724],[1518385],[1545582],[1551386],[1556421],[1579381],[1598519],[1604947],[1634853],[1637432],[1642467],[1647783],[1669904],[1674939],[1680757],[1681890],[1701008],[1707954],[1720288],[1727192],[1733104],[1753768],[1758634],[1762549],[1765062],[1766195],[1790346],[1796774],[1807138],[1808570],[1826680],[1829259],[1834294],[1842651],[1846185],[1852362],[1855967],[1875958],[1878234],[1882862],[1888774],[1890206],[1906559],[1913463],[1919375],[1930847],[1940039],[1944905],[1948820],[1951333],[1952466],[1964312],[1967270],[1973271],[1976805],[1986587],[1992208],[1995742],[1997391],[2001919],[2005524],[2008966],[2021381],[2024915],[2031092],[2034697],[2054688],[2056964],[2061592],[2067504],[2068936],[2078055],[2079763],[2088556],[2091514],[2097515],[2101049],[2106271],[2109229],[2115230],[2118764],[2128546],[2133741],[2136699],[2142700],[2146234],[2156016],[2161637],[2165171],[2166820],[2171348],[2174953],[2178395],[2187420],[2194793],[2196501],[2205294],[2208252],[2211153],[2212861],[2221654],[2224612],[2230613],[2234147],[2236695],[2238403],[2247196],[2250154],[2256155],[2259689],[2264911],[2267869],[2273870],[2277404],[2287186],[2295738],[2302058],[2303111],[2304819],[2310648],[2318021],[2319729],[2328522],[2331480],[2334091],[2341464],[2343172],[2351965],[2354923],[2357824],[2359532],[2368325],[2371283],[2377284],[2380818],[2386241],[2390989],[2394139],[2394956],[2408360],[2415733],[2417441],[2429591],[2435911],[2436964],[2438672],[2444501],[2451874],[2453582],[2462375],[2465333],[2470387],[2471153],[2474526],[2476921],[2492552],[2496519],[2506767],[2511515],[2514665],[2515482],[2528886],[2536259],[2537967],[2546239],[2547438],[2555880],[2561483],[2564856],[2577412],[2578178],[2581551],[2583946],[2599577],[2603544],[2610826],[2620613],[2621379],[2625428],[2639906],[2641105],[2655150],[2658523],[2677348],[2679208],[2689761],[2691566],[2706168],[2723516],[2735468],[2747701],[2772092],[2794917] ] cell #3045 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [292993,2542398],[356435,2603861],[359779,2466778],[405523,2640223],[431155,2662213],[431639,2538632],[457541,2677665],[485864,2693272],[486348,2584611],[507086,2706485],[515152,2605224],[515229,2712414],[543773,2725222],[544257,2477586],[567951,2735785],[571356,2737145],[575310,2645058],[575387,2738515],[591394,2518352],[598486,2749407],[598970,2360197],[607995,2663650],[634967,2763965],[638921,2551391],[638998,2765335],[659471,2690522],[664902,2773798],[665386,2418106],[667890,2694305],[669040,2775159],[673287,2697628],[690444,2587531],[690928,2041614],[694584,2783901],[698538,2446181],[698615,2785271],[714622,2606414],[732478,2296970],[736866,2613565],[738016,2797284],[742263,2616888],[763893,2736068],[764377,2332925],[766137,2803846],[770091,2498199],[770168,2805216],[773462,2739392],[774075,2806271],[793607,2516714],[797561,2152584],[797638,2648133],[800988,2522463],[802138,2813406],[803219,1931020],[806385,2523900],[818111,2655911],[823542,2664503],[824026,2181870],[832061,2668652],[835332,2822463],[842635,2389575],[847320,2670899],[847933,2824187],[867844,2772136],[872734,2409592],[875826,2421872],[875903,2774287],[877122,2568546],[878272,2829407],[879353,2009139],[882519,2569983],[885888,2776935],[888530,2423168],[901907,2430823],[906295,2039302],[907445,2586283],[911692,1801854],[915421,2591434],[916034,2836958],[917733,1808583],[933322,2706768],[933806,2269314],[935566,2604776],[939520,2283754],[939597,2714395],[947890,2794961],[948463,2718030],[949625,2612532],[951854,2844298],[958795,2297425],[962615,2091687],[964007,2719806],[966649,2478216],[980190,2726772],[983461,2487638],[985548,2496836],[985695,2803853],[990764,2491138],[994081,1886836],[995449,2631674],[996062,2849534],[997761,1890219],[1007444,2503372],[1010791,1911164],[1014062,2640506],[1021365,2510101],[1026050,1921860],[1026663,2517169],[1035445,2364711],[1037538,1683818],[1046574,2747745],[1051464,2530118],[1054556,2363963],[1054633,2749896],[1055852,2179558],[1057002,2663255],[1058083,2178568],[1061249,1956413],[1069738,2546556],[1069885,2822470],[1070163,2759471],[1071643,2670022],[1073362,2861196],[1075867,2195082],[1080973,2196265],[1082708,2549285],[1084937,1976818],[1089080,2552485],[1092427,1724893],[1095698,2677948],[1102449,2405865],[1103022,2766606],[1104184,2680914],[1106413,2560701],[1107833,2829299],[1108583,1998056],[1113354,2410047],[1117174,2224785],[1118566,2218040],[1120659,1768123],[1131028,2424605],[1134161,2691610],[1134734,1788147],[1135896,2242834],[1138125,2693761],[1145066,2431278],[1148886,2250327],[1150278,1541112],[1152920,2585241],[1160574,1553341],[1166461,2059293],[1169732,2594663],[1171819,2444818],[1171966,2783908],[1177035,2598163],[1180352,2065566],[1181720,2069989],[1182333,2605231],[1184032,2068949],[1191518,2873819],[1194593,2078344],[1195323,2844190],[1196073,2080428],[1197686,2290752],[1207231,2474843],[1207378,2088569],[1209136,2615065],[1210855,1856816],[1215333,2479653],[1218466,2723560],[1219039,1596320],[1220201,2309250],[1222430,2725711],[1229093,2625745],[1229240,2106284],[1229518,2799352],[1230998,2728142],[1232717,2312335],[1234901,2111227],[1235222,2111234],[1240328,2319493],[1242063,2628474],[1244292,2118777],[1245895,1639387],[1251782,1880563],[1255053,2634903],[1258690,1389823],[1261565,2334408],[1261712,2737152],[1261990,1663975],[1263470,2138144],[1265189,2645065],[1267694,2341753],[1272800,2342936],[1274535,2642952],[1276764,2146247],[1280907,2646152],[1287525,2355096],[1294276,2526391],[1294849,1942706],[1296011,2163912],[1298240,2654368],[1299660,2813298],[1300410,2167485],[1305181,2530573],[1309001,2371456],[1310393,1441125],[1312486,1954394],[1320750,2860786],[1322022,2382846],[1324749,2189100],[1325070,2189107],[1327089,1721137],[1331898,1971438],[1335703,2196545],[1336453,2197166],[1338066,2389970],[1344736,1476629],[1347611,2395273],[1347758,2763972],[1348036,1468745],[1349516,2209697],[1351235,2551398],[1353890,2402979],[1356965,1988212],[1357695,2212905],[1358445,2213526],[1360058,2403374],[1363820,1994483],[1369603,2565173],[1369750,2221667],[1371508,2683447],[1373227,1762562],[1380838,2572474],[1381411,1756435],[1382573,2232888],[1384802,2688979],[1386748,2694312],[1390553,2775051],[1391303,2239068],[1392916,1523465],[1402461,2581868],[1402608,2247209],[1404366,2695805],[1406085,2035546],[1410563,2586678],[1413696,2438436],[1415431,2443103],[1417660,2259702],[1424323,2264676],[1424470,2264924],[1424748,1823330],[1426228,2053568],[1427947,2446188],[1430131,2269867],[1430452,2269874],[1435558,2453346],[1437293,2709214],[1439522,2277417],[1450283,2465506],[1452726,2289315],[1453998,2290357],[1455038,1840818],[1462406,2086370],[1463678,2472529],[1466405,2297418],[1466726,2090487],[1472938,2622140],[1473554,2613572],[1477359,2797176],[1478109,2305484],[1479722,1610027],[1484268,2311880],[1485540,2484409],[1487094,2106036],[1488267,2312328],[1488588,1869406],[1490607,1623923],[1494267,1874838],[1495416,1878247],[1499221,2319773],[1499971,2320394],[1501584,2491533],[1503399,2495467],[1505346,2117505],[1511129,2328287],[1511276,2328535],[1511554,1631503],[1513034,2127426],[1514753,2498206],[1517126,2739284],[1518398,1650268],[1521125,2335771],[1521446,2335778],[1528274,2140867],[1532079,2343216],[1532829,2343837],[1534442,2510496],[1543987,2515799],[1544134,2351978],[1545892,2356368],[1547611,1674952],[1550266,2523505],[1554071,2359576],[1554821,1933282],[1556434,1685837],[1565979,2658840],[1566126,2368338],[1567884,2751940],[1569603,1948833],[1577214,2537731],[1578949,2379559],[1581178,2380831],[1584634,2188652],[1585624,1962126],[1586896,1964325],[1587936,2668659],[1594008,2388533],[1595280,2194011],[1603142,2393904],[1603289,2394152],[1603688,2670791],[1604960,1735589],[1607687,2396636],[1608008,2396643],[1615484,2401937],[1616756,1745103],[1616945,1744749],[1617175,1747011],[1617796,1743423],[1625164,1997435],[1626436,2562859],[1627990,2221419],[1629163,2410040],[1629484,1998972],[1633190,2226057],[1635163,2004404],[1636312,2569588],[1640117,2417485],[1640867,2011401],[1642480,1770142],[1647956,1777451],[1649228,2424210],[1657636,2245010],[1658908,2579554],[1661635,2431271],[1661956,2249127],[1668168,2578939],[1668784,1796787],[1672589,2438716],[1673339,2439337],[1679498,2445733],[1680770,1809623],[1683497,2050266],[1690646,2056977],[1694451,2453626],[1695201,2454247],[1696814,2598558],[1698629,2602492],[1700576,2276145],[1706359,2462140],[1706506,2462388],[1708264,2286066],[1709983,1834307],[1715866,2079807],[1716856,2717922],[1718128,2613021],[1719168,2612069],[1723903,2085163],[1726165,1855266],[1727205,1862884],[1729838,2088321],[1730983,2476965],[1731733,2092959],[1733277,1860572],[1734549,2479258],[1744505,1871536],[1745739,1867869],[1748051,2726779],[1754123,2490096],[1755395,1879927],[1755584,1879573],[1755814,1881835],[1760268,2324160],[1763803,2497751],[1765075,1891259],[1767802,2124124],[1776461,2335323],[1778723,2133754],[1779763,1913476],[1785835,2509059],[1787107,2340682],[1794969,2514430],[1795116,2514678],[1795515,1919548],[1799514,2517162],[1799835,2353896],[1807311,1932010],[1816991,2166864],[1818263,2656526],[1819817,2368090],[1820990,2530566],[1821311,2168401],[1825017,2372728],[1826990,2173833],[1828139,1951346],[1831944,2538011],[1832694,2180830],[1836122,2539962],[1843936,2546839],[1844926,2545734],[1846198,1968715],[1848256,2547482],[1851545,1975302],[1852535,1983155],[1853807,2554466],[1854847,1975900],[1855036,1975546],[1856495,2200932],[1859582,2396188],[1861844,2205307],[1872526,2766498],[1873798,2681403],[1877999,2408677],[1879329,2001102],[1882875,2012441],[1888947,2010129],[1902137,2238447],[1903127,2031265],[1904399,2024928],[1905439,2692809],[1910174,2243803],[1912436,2033996],[1916109,2246961],[1917254,2583990],[1918004,2251599],[1920820,2436182],[1928682,2440667],[1934322,2061605],[1940394,2597121],[1941666,2058657],[1941855,2058303],[1942085,2060565],[1946539,2458013],[1950074,2067677],[1954073,2282764],[1958100,2285026],[1963292,2610870],[1964077,2470704],[1967443,2084194],[1969747,2296055],[1974556,2480506],[1982165,2304863],[1984427,2101062],[1985467,2724759],[1993493,2626028],[1995755,2110674],[2002092,2125114],[2003364,2633655],[2022666,2136872],[2023656,2639401],[2026986,2641149],[2030275,2144731],[2032537,2505353],[2033577,2145329],[2033766,2144975],[2035225,2347603],[2038312,2348572],[2040574,2155315],[2044247,2351730],[2046142,2153856],[2051256,2171521],[2052528,2165184],[2056729,2529203],[2058059,2170531],[2073822,2378569],[2079527,2187737],[2087536,2397826],[2098800,2208425],[2099790,2676843],[2105251,2679252],[2109402,2217292],[2116515,2570836],[2126386,2234160],[2132721,2238167],[2133506,2577729],[2139176,2429908],[2143985,2425458],[2151594,2258186],[2154896,2258784],[2155085,2258430],[2156544,2257440],[2162922,2268042],[2172793,2593415],[2176994,2461355],[2204274,2304583],[2205059,2620930],[2212625,2310965],[2220634,2499389],[2231898,2331653],[2240398,2508186],[2246176,2336961],[2252631,2350945],[2263891,2359296],[2275155,2524753],[2306814,2557299],[2314964,2562244],[2327502,2417205],[2361527,2448817],[2367305,2447371],[2387660,2471914],[2419436,2500835] ] cell #3046 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [393665],[472648],[514191],[556421],[560792],[606501],[613409],[622190],[652690],[692842],[703092],[707463],[714819],[724449],[756348],[780830],[799961],[811330],[819830],[824201],[833646],[854688],[893878],[894885],[906749],[914333],[925777],[935574],[942941],[971997],[973004],[1011245],[1012376],[1014070],[1026531],[1044442],[1056397],[1092881],[1094012],[1095706],[1127563],[1129212],[1135215],[1137520],[1150169],[1166915],[1169740],[1213517],[1219520],[1221825],[1252236],[1255061],[1256898],[1261881],[1295330],[1297635],[1326333],[1342944],[1347927],[1364274],[1381892],[1384197],[1386571],[1419656],[1424639],[1457207],[1473377],[1489851],[1494748],[1506462],[1511445],[1519488],[1550089],[1587759],[1589026],[1606050],[1619965],[1623814],[1636135],[1649051],[1717951],[1728295],[1734372],[1743249],[1747874],[1749141],[1797877],[1840644],[1853630],[1873621],[1883965],[1914566],[1920643],[1971264],[1990201],[2003187],[2032360],[2062695],[2113223],[2140693],[2172616],[2199432],[2271863],[2346103],[2441603] ] cell #3047 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658031],[762174],[816671],[867565],[874066],[931603],[940915],[947611],[985434],[1035172],[1046295],[1052796],[1062223],[1069624],[1108034],[1133882],[1159618],[1171705],[1181974],[1188475],[1195524],[1218187],[1261451],[1263724],[1279118],[1287927],[1299861],[1310974],[1347497],[1349770],[1390754],[1392607],[1393497],[1409099],[1426482],[1441143],[1477560],[1479413],[1480303],[1513288],[1523061],[1523483],[1538923],[1556125],[1557015],[1609623],[1610045],[1642171],[1643061],[1650286],[1652040],[1685433],[1685855],[1735607],[1737361],[1752763],[1769738],[1770160],[1777585],[1809641],[1811395],[1860706],[1877316],[1891277],[1893031],[1932144],[1933300],[1968733],[1996448],[2010263],[2011419],[2050400],[2084328],[2092977],[2103236],[2124258],[2180848],[2188378],[2201066],[2251617],[2282898],[2296696],[2347737],[2430549], 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2004422,2226075],[2022800,2242968],[2030409,2431417],[2032555,2696270],[2033595,2696746],[2038446,2585796],[2040592,2439355],[2051390,2059427],[2052546,2053586],[2056803,2261876],[2058437,2597676],[2060583,2454265],[2088395,2475484],[2088460,2476116],[2098934,2309384],[2106110,2487364],[2106175,2311606],[2116649,2629029],[2117639,2324294],[2126404,2127444],[2133580,2335049],[2144119,2643507],[2145109,2644060],[2151728,2517308],[2153874,2356386],[2154914,2745338],[2163056,2164046],[2170665,2530712],[2172811,2752405],[2173851,2372746],[2205133,2395914],[2221493,2565814],[2221558,2409318],[2232032,2233022],[2247035,2582509],[2247100,2583141],[2257574,2443237],[2258564,2701403],[2264750,2264815],[2275289,2709769],[2276279,2458147],[2285044,2286084],[2322660,2495606],[2328361,2328426],[2351804,2516440],[2351869,2649739],[2368164,2659481],[2368229,2529844],[2378703,2379693],[2393978,2394043],[2440806,2590686],[2456513,2602631],[2462214,2462279],[2514504,2514569],[2540101,2540898] ] cell #3048 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [561332],[657495],[708003],[756012],[762128],[816135],[824741],[831191],[867519],[914873],[925441],[931557],[940379],[947565],[984725],[1009921],[1034636],[1046249],[1056061],[1062177],[1068915],[1091557],[1133836],[1136105],[1151114],[1159572],[1170996],[1181928],[1191257],[1218141],[1220410],[1260742],[1262826],[1263678],[1279072],[1296220],[1310265],[1346788],[1348872],[1349724],[1382782],[1386487],[1392561],[1392788],[1408211],[1425584],[1426436],[1473293],[1479367],[1479594],[1512390],[1513242],[1517241],[1522173],[1556079],[1556306],[1587675],[1603803],[1608735],[1624759],[1642125],[1642352],[1647052],[1679613],[1684545],[1716971],[1732373],[1747790],[1752717],[1763918],[1768850],[1776576],[1806407],[1843032],[1844051],[1859697],[1872641],[1876428],[1888043],[1900303],[1965609],[1974671],[1980331],[1988571],[1992589],[1993608],[2038427],[2078703],[2089853],[2107568],[2116630],[2144100],[2149760],[2195441],[2211801],[2222951],[2248493],[2275270],[2318669],[2342112],[2369622],[2392348],[2452522],[2512874],[2589056] ] cell #3049 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1116352],[1242696],[1308179],[1365026],[1372182],[1437926],[1449461],[1456218],[1495479],[1549569],[1561402],[1568558],[1579582],[1586959],[1625160],[1651448],[1678268],[1690709],[1701782],[1708938],[1715862],[1736769],[1778786],[1780943],[1796064],[1805082],[1816987],[1828202],[1861907],[1864064],[1902133],[1903676],[1904462],[1919071],[1935502],[1950070],[1982161],[1983704],[1984490],[2013621],[2022189],[2022662],[2036374],[2051805],[2052591],[2098323],[2098796],[2125663],[2126449],[2132717],[2134004],[2162445],[2162918],[2204270],[2205557],[2217841],[2231421],[2231894],[2237863],[2263887],[2265174],[2304279],[2316846],[2327498],[2328785],[2358992],[2359950],[2387656],[2406944],[2416901],[2417859],[2446356],[2471610],[2477339],[2484273],[2498374],[2538385],[2543921],[2551566],[2584364],[2605399],[2614191],[2645233],[2694931], 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,2316473],[2318478,2627130],[2319189,2328976],[2320147,2490914],[2321551,2802031],[2329873,2500831],[2335946,2639342],[2336137,2637588],[2341921,2739832],[2343590,2644323],[2344994,2808950],[2353316,2650962],[2361354,2526087],[2366513,2750822],[2369676,2857561],[2392157,2672906],[2396811,2676784],[2397002,2675030],[2405561,2407135],[2410215,2563263],[2410406,2769978],[2412672,2414185],[2419263,2572170],[2431446,2696685],[2431637,2778531],[2433903,2778622],[2439090,2701666],[2440494,2702576],[2446547,2593041],[2452331,2707870],[2454000,2597939],[2455404,2839637],[2463726,2607856],[2474136,2616275],[2485143,2486016],[2493720,2495294],[2493911,2732159],[2498565,2633281],[2512683,2741399],[2517337,2745277],[2517528,2743523],[2519794,2811755],[2530741,2656930],[2530932,2816778],[2533198,2534711],[2539789,2665837],[2551757,2674039],[2563593,2564466],[2581161,2697015],[2588865,2781886],[2600745,2602319],[2600936,2789288],[2605590,2714021],[2645424,2742532],[2647759,2745607],[2657260,2658133],[2666028,2757098],[2700963,2702767] ] cell #3050 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [595562,1931219],[614030,1959727],[661978,2009338],[695438,2048537],[710109,2067286],[715940,1838022],[735211,2091886],[766991,2122395],[774295,1649939],[780080,2135551],[802636,1932953],[818558,2176643],[819045,1952853],[820618,2178767],[840899,2196339],[845560,2200133],[848153,1735260],[853938,2207104],[875467,2224984],[878770,2011072],[892623,2240047],[893110,2035084],[904640,2250526],[916254,1809294],[922039,2266721],[933903,2068432],[934208,2279068],[936420,2281035],[957444,2297018],[957584,2297241],[959015,1862555],[962032,2092630],[970742,2306463],[971229,1856354],[989028,2319567],[993689,2323361],[996282,1890930],[1002067,2330332],[1008891,2335371],[1011359,2145730],[1011664,2337212],[1019629,2343010],[1024290,2346804],[1026883,1668455],[1032668,2353775],[1034206,2355295],[1042180,2361176],[1042667,1682277],[1054197,2371655],[1055292,2178295],[1057500,2180501],[1073582,1968386],[1076307,2194898],[1078851,2389449],[1079326,1737592],[1079593,2389606],[1090527,2396236],[1092995,1976301],[1093300,2398077],[1105717,2405939],[1112003,2409640],[1112143,2409863],[1113574,2012112],[1116591,2225728],[1118369,2414644],[1125301,2419085],[1125788,1766582],[1129163,2243851],[1132781,2424241],[1135336,2250054],[1143715,2430871],[1143855,2431094],[1145286,1779434],[1148303,2251270],[1154453,2438510],[1157013,2440316],[1157500,1284207],[1159114,2442304],[1164561,2445781],[1167029,1808066],[1167334,2447622],[1175299,2453420],[1179960,2457214],[1182553,1827810],[1188338,2464185],[1189876,2465705],[1195033,2078160],[1202232,2295596],[1205280,2473328],[1205697,1609222],[1213468,2085211],[1217086,2479289],[1219641,2091414],[1232445,2487686],[1232585,2487909],[1232937,2110345],[1235662,2318126],[1238206,2491012],[1238681,1893262],[1238948,2491169],[1245116,2495116],[1245603,1646195],[1249882,2497799],[1252350,1889702],[1252655,2499640],[1256732,2340713],[1259614,2504171],[1265409,1904070],[1268134,2341569],[1270678,2509975],[1271153,1652271],[1271420,2510132],[1282354,2516762],[1282494,2516985],[1283925,1414871],[1284822,1413923],[1285127,2518603],[1286942,2153527],[1289278,1929095],[1292896,2523536],[1295451,1930747],[1297544,2526465],[1303830,2530166],[1303970,2530389],[1305401,1933993],[1308418,2372399],[1310196,2535170],[1314568,2537805],[1317128,2539611],[1317615,1446965],[1319229,2541599],[1323859,2187278],[1325510,2386346],[1326284,2188700],[1331090,2546887],[1331569,2388393],[1342778,2194042],[1345660,2553284],[1351455,1984098],[1357405,2211258],[1361069,2560575],[1361544,1996679],[1361811,2560732],[1364604,2408218],[1366511,2562736],[1367652,2563658],[1368069,1769337],[1374344,1773456],[1374649,2567266],[1375840,2007214],[1379458,2569619],[1382013,2008866],[1384106,2572548],[1386419,2428946],[1388825,2018949],[1390263,2018502],[1397132,2579013],[1397462,2429449],[1400510,2580353],[1400927,1522660],[1408698,1542453],[1409030,2253276],[1411574,2586157],[1412049,1539154],[1412316,2586314],[1419490,2046570],[1422372,2592233],[1427675,2594711],[1427815,2594934],[1428167,2052199],[1430892,2451979],[1433436,2598037],[1433911,1811626],[1434178,2598194],[1440346,2602141],[1440833,1560149],[1445112,2604824],[1445252,2605047],[1446683,1578389],[1447580,1577441],[1447885,2606665],[1449700,2284697],[1454709,2289175],[1455796,2470245],[1457041,2290388],[1458194,2081407],[1459888,2611208],[1461798,2613052],[1467166,2300286],[1473225,2295093],[1475631,2095083],[1477069,2094636],[1483938,2622214],[1484467,2623282],[1487377,2310506],[1489028,2104695],[1489802,2311928],[1491531,2624783],[1491948,1876915],[1495087,2489956],[1495594,1888556],[1496908,2626642],[1503070,2119701],[1504786,1645913],[1506296,2120428],[1509178,2632473],[1514481,2634951],[1514621,2635174],[1514973,2126057],[1519322,2131526],[1520235,2131012],[1521886,2506872],[1522992,2344369],[1527466,2640554],[1527606,2640777],[1527945,2508919],[1538988,2349236],[1542036,2646951],[1549937,1929018],[1553781,2158758],[1557445,2654242],[1557920,1935246],[1558187,2654399],[1559867,1700016],[1560980,2528744],[1562887,2656403],[1564028,2657325],[1564445,1685032],[1570720,1689151],[1571025,2660933],[1572216,1704825],[1572548,2374405],[1575092,2663129],[1575567,1701526],[1575834,2663286],[1584833,2544093],[1586567,2545594],[1587074,1966122],[1587607,2383645],[1588860,2190541],[1590507,2668924],[1591701,2670345],[1597078,2391950],[1599476,2198145],[1605884,2203079],[1606797,2202565],[1608448,2555985],[1609554,2197698],[1614028,2677996],[1614168,2678219],[1614685,2679093],[1616977,1990483],[1617467,2401797],[1618554,2211403],[1619799,2403010],[1620952,2214505],[1625529,1764469],[1625902,2681765],[1629924,2220078],[1632844,2006481],[1635983,2007137],[1639827,2227734],[1643491,2688853],[1643966,2013365],[1644233,2689010],[1648899,2018872],[1651026,2577270],[1652105,2432198],[1653424,1783945],[1653756,2427741],[1655118,2691948],[1656286,2693635],[1656761,1780687],[1657028,2693792],[1662396,2434139],[1670861,2253723],[1679697,2704022],[1680164,1817356],[1682607,2262182],[1684258,205063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] cell #3051 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [292987],[356429],[405517],[431093],[457535],[485802],[507080],[515170],[543711],[567945],[571229],[575328],[591388],[598424],[634840],[638939],[659465],[664840],[668913],[690382],[694457],[698556],[714616],[732351],[737889],[763831],[766010],[770109],[774223],[793480],[797579],[802011],[803092],[818105],[823480],[835205],[842508],[848081],[867782],[872607],[875844],[878145],[879226],[901780],[907318],[916182],[917606],[933260],[935439],[939538],[947828],[951727],[958943],[962488],[983334],[985636],[990637],[996210],[997634],[1013935],[1021238],[1026811],[1037686],[1046512],[1051337],[1054574],[1056875],[1057956],[1069826],[1073510],[1080911],[1084810],[1095571],[1102387],[1106286],[1107907],[1113502],[1117047],[1120807],[1134099],[1137998],[1145214],[1148759],[1169605],[1171907],[1176908],[1182481],[1183905],[1192817],[1195397],[1207319],[1211003],[1218404],[1222303],[1229181],[1232865],[1240266],[1244165],[1254926],[1261653],[1265337],[1272738],[1276637],[1287398],[1294214],[1298113],[1299734],[1305329],[1308874],[1312634],[1321780],[1333197],[1335777],[1347699],[1351383],[1355189],[1357769],[1369691],[1373375],[1380776],[1384675],[1388047],[1390627],[1402549],[1406233],[1413634],[1417533],[1424411],[1428095],[1435496],[1439395],[1450156],[1463436],[1472876],[1474853],[1477433],[1485298],[1496715],[1499295],[1511217],[1514901],[1518156],[1529573],[1532153],[1544075],[1547759],[1551565],[1554145],[1566067],[1569751],[1577152],[1581051],[1590314],[1598698],[1603230],[1604718],[1626194],[1637611],[1640191],[1658666],[1668106],[1670083],[1672663],[1680528],[1691945],[1694525],[1706447],[1710131],[1718926],[1720467],[1726963],[1731057],[1758813],[1764833],[1782141],[1790525],[1795057],[1796545],[1818021],[1829438],[1832018],[1845956],[1848390],[1865262],[1876137],[1882633],[1905197],[1906738],[1913234],[1917328],[1945084],[1951104],[1963426],[1985225],[1986766],[1995513],[2024686],[2027120],[2054867],[2061363],[2100820],[2105385],[2128725],[2132855],[2164942],[2204408],[2233918],[2264025],[2327636],[2387794] ] cell #3052 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [762801],[841718],[861709],[874383],[932230],[958421],[979267],[989847],[992523],[1020448],[1040439],[1053113],[1062850],[1066107],[1080100],[1101576],[1112980],[1123560],[1144692],[1155272],[1160245],[1165538],[1176118],[1178794],[1188792],[1203600],[1212677],[1225462],[1239455],[1250859],[1257934],[1271927],[1283331],[1285527],[1285790],[1288244],[1293403],[1304807],[1315387],[1318063],[1320360],[1337906],[1341984],[1343980],[1375049],[1375312],[1379965],[1398830],[1407907],[1410403],[1412823],[1414740],[1415223],[1415587],[1418429],[1420692],[1434685],[1446089],[1448285],[1448548],[1451002],[1467989],[1468245],[1468473],[1472065],[1501424],[1505138],[1505502],[1507498],[1534282],[1538360],[1540356],[1540612],[1540840],[1545195],[1545552],[1545662],[1571425],[1571688],[1573921],[1576341],[1578258],[1578741],[1579105],[1581947],[1591141],[1593623],[1597924],[1598489],[1598597],[1623763],[1626845],[1630747],[1631003],[1631231],[1634823],[1634933],[1656235],[1663219],[1663475],[1663703],[1667295],[1669309],[1669874],[1669982],[1673783],[1689968],[1696654],[1700368],[1700732],[1702984],[1703212],[1707567],[1707924],[1708034],[1715481],[1719577],[1722120],[1726657],[1727028],[1741556],[1751256],[1751512],[1751740],[1753738],[1754690],[1758039],[1758604],[1758712],[1774273],[1783224],[1783452],[1785450],[1789751],[1790316],[1790424],[1796239],[1796610],[1815590],[1816533],[1818672],[1822574],[1822830],[1823058],[1826650],[1826760],[1828664],[1829229],[1829337],[1833138],[1841223],[1842621],[1845493],[1847979],[1866345],[1866573],[1871151],[1875363],[1875928],[1876036],[1877790],[1878379],[1882327],[1882698],[1897226],[1898169],[1905848],[1905964],[1906529],[1906637],[1908391],[1912928],[1913299],[1937783],[1938011],[1938174],[1940009],[1940961],[1944310],[1944875],[1944983],[1950798],[1951169],[1963015],[1963868],[1966249],[1973241],[1985876],[1985992],[1986557],[1986665],[1988485],[1990780],[1992178],[1995207],[1995578],[1997536],[2005494],[2015902],[2016130],[2016293],[2017658],[2021351],[2024223],[2024380],[2024751],[2026709],[2047111],[2054093],[2054658],[2054766],[2056520],[2057109],[2061057],[2061428],[2077279],[2078617],[2079908],[2088112],[2093792],[2097485],[2100357],[2100514],[2100885],[2102895],[2104597],[2104974],[2105827],[2115200],[2118600],[2120969],[2127951],[2128516],[2128624],[2130365],[2132067],[2133297],[2135678],[2142670],[2155986],[2157914],[2164636],[2165007],[2166965],[2174923],[2188037],[2190091],[2191082],[2195355],[2196646],[2201918],[2203620],[2204850],[2207231],[2211715],[2213006],[2219980],[2221210],[2226890],[2233612],[2233983],[2235919],[2237257],[2238548],[2246752],[2256125],[2259525],[2261535],[2263237],[2273840],[2277240],[2287156],[2291622],[2292333],[2296355],[2299400],[2300188],[2302335],[2303673],[2304964],[2311265],[2313319],[2314310],[2318583],[2319874],[2325146],[2326848],[2334708],[2342026],[2343317],[2350291],[2351521],[2366651],[2367881],[2380654],[2384833],[2385460],[2391551],[2392262],[2393253],[2395573],[2404244],[2404955],[2408977],[2412022],[2430208],[2433253],[2434041],[2437526],[2438817],[2452436],[2453727],[2460701],[2475143],[2475775],[2486396],[2487023],[2493114],[2494816],[2512077],[2512788],[2513779],[2516099],[2519932],[2529503],[2532548],[2565473],[2582168],[2582800],[2588970],[2589961],[2600139],[2601841],[2649398],[2659140],[2666933], [473077,874743],[560782,992347],[606930,1053473],[651724,1109683],[657442,1115623],[707453,1178618],[715248,1189152],[721453,1199413],[755959,1236645],[800390,1288604],[810364,1301510],[816082,1307450],[824191,1317887],[831138,1328719],[866971,1365972],[890882,1394643],[914323,1418253],[925388,1431875],[934608,1442792],[940326,1448732],[947017,1459349],[969001,1481449],[1009868,1525095],[1012064,1526252],[1026521,1539696],[1034583,1548840],[1045701,1562348],[1056008,1573531],[1091504,1611657],[1093700,1612814],[1133288,1654579],[1135205,1652813],[1136052,1655845],[1151061,1669146],[1167734,1688624],[1181380,1702728],[1217593,1739900],[1219510,1738134],[1220357,1741166],[1253055,1772929],[1262773,1780125],[1263130,1782968],[1278258,1795366],[1295320,1812168],[1296167,1815200],[1348819,1863246],[1349176,1866089],[1381882,1893804],[1382729,1896836],[1387838,1901752],[1391747,1902978],[1425531,1934684],[1425888,1937527],[1474644,1981780],[1478553,1983006],[1494738,1997221],[1512337,2012803],[1512694,2015646],[1518221,2019953],[1551356,2049881],[1555265,2051107],[1604783,2096087],[1624706,2111036],[1637402,2123739],[1641311,2124965],[1680593,2160209],[1681860,2161607],[1720258,2193710],[1751903,2217143],[1764898,2229185],[1766165,2230583],[1808406,2264467],[1846021,2294477],[1855937,2302028],[1868381,2310378],[1890042,2328078],[1952436,2377254],[1962638,2383544],[1976641,2393695],[2034667,2435881],[2068772,2461931],[2086882,2473227],[2146070,2514221],[2245522,2580252] ] cell #3053 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561970],[658277],[692281],[708641],[756141],[762996],[799202],[816917],[825379],[831320],[867665],[874774],[906633],[913488],[925570],[932425],[941161],[942349],[947711],[958603],[979449],[984871],[992708],[992964],[1010050],[1011129],[1026404],[1046395],[1053504],[1056190],[1063045],[1063880],[1069061],[1080794],[1091686],[1092765],[1102270],[1113162],[1115644],[1115966],[1133982],[1135088],[1136234],[1144874],[1150296],[1165720],[1166799],[1171142],[1178979],[1179235],[1182074],[1182191],[1189183],[1190253],[1192541],[1206554],[1218287],[1219393],[1220539],[1228416],[1236666],[1240149],[1242741],[1251041],[1252120],[1260888],[1262008],[1263824],[1263941],[1272621],[1283513],[1288635],[1294097],[1295203],[1296349],[1304989],[1307471],[1307793],[1310411],[1311176],[1318248],[1318504],[1328740],[1332921],[1342166],[1346934],[1348054],[1349870],[1349987],[1354913],[1364158],[1366109],[1368926],[1380659],[1381765],[1382911],[1387771],[1389841],[1392934],[1393699],[1401784],[1413517],[1415769],[1418614],[1418870],[1423646],[1424766],[1426582],[1426699],[1431896],[1435379],[1437971],[1441016],[1446271],[1448753],[1449075],[1459486],[1469645],[1472759],[1474577],[1476647],[1479740],[1480505],[1491507],[1494621],[1496439],[1505684],[1510452],[1511572],[1513388],[1513505],[1518416],[1523356],[1525116],[1529297],[1538542],[1542012],[1543310],[1546246],[1546363],[1548861],[1549183],[1551289],[1553359],[1556452],[1557217],[1562485],[1565302],[1573552],[1577035],[1579287],[1579627],[1590038],[1598422],[1600009],[1602465],[1604978],[1609918],[1611678],[1621485],[1623941],[1632403],[1635517],[1635634],[1637335],[1639405],[1642498],[1643263],[1648090],[1654716],[1655866],[1664875],[1667989],[1669167],[1669807],[1671394],[1674970],[1675735],[1678313],[1680788],[1683836],[1685728],[1691669],[1700914],[1702865],[1705682],[1708618],[1708735],[1720191],[1721155],[1722595],[1727223],[1727730],[1733411],[1740037],[1741187],[1743441],[1748576],[1758537],[1760124],[1762580],[1763345],[1765093],[1768141],[1770033],[1780146],[1781865],[1783105],[1790249],[1791836],[1794292],[1796109],[1796805],[1797312],[1801745],[1807445],[1808601],[1815221],[1824230],[1827344],[1827461],[1829162],[1834325],[1835090],[1840836],[1841698],[1846216],[1848057],[1852669],[1856834],[1863267],[1864986],[1866226],[1868048],[1875861],[1878265],[1882893],[1883400],[1886727],[1889081],[1890237],[1896857],[1903721],[1906462],[1908866],[1913494],[1914001],[1918503],[1919682],[1931154],[1934705],[1937664],[1944808],[1946395],[1948851],[1949616],[1951364],[1954412],[1956304],[1962305],[1963093],[1964343],[1967577],[1971456],[1976836],[1983749],[1986490],[1991255],[1995773],[1997614],[1997947],[2002226],[2009273],[2012824],[2015783],[2020428],[2021621],[2024946],[2026787],[2031399],[2035564],[2051850],[2054591],[2056995],[2061623],[2062130],[2065457],[2067811],[2068967],[2079986],[2080319],[2086549],[2088587],[2091821],[2096562],[2097755],[2101080],[2105052],[2106302],[2109536],[2111057],[2118795],[2125708],[2128449],[2132522],[2133772],[2137006],[2140885],[2146265],[2160684],[2161877],[2165202],[2167043],[2167376],[2171655],[2178702],[2196724],[2197057],[2204075],[2205325],[2208559],[2213084],[2213417],[2217886],[2221685],[2224919],[2229660],[2230853],[2234178],[2238626],[2238959],[2245189],[2247227],[2250461],[2259720],[2263692],[2264942],[2268176],[2277435],[2294952],[2305042],[2305375],[2316278],[2319952],[2320285],[2327303],[2328553],[2331787],[2343395],[2343728],[2351996],[2355230],[2359755],[2360088],[2368356],[2371590],[2380849],[2387461],[2394170],[2401751],[2417664],[2417997],[2438895],[2439228],[2453805],[2454138],[2462406],[2465640],[2468264],[2477144],[2477477],[2514696],[2538190],[2538523],[2548220],[2584169],[2584502],[2641887] ] cell #3054 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [401228,1130027],[421216,1421626],[453246,1214332],[476264,1508432],[502791,1290142],[503970,1552154],[534758,1337065],[537501,1601565],[563656,1376704],[564835,1638200],[587099,1409562],[595172,1421507],[610117,1703662],[622588,1460164],[627633,1467821],[628110,1725447],[632238,1730172],[655887,1500583],[658630,1761680],[661588,1508313],[681429,1533441],[684172,1793392],[710327,1573080],[711506,1830027],[718316,1584153],[730196,1850977],[730238,1337256],[730720,1851064],[734821,1601446],[753758,1622922],[758803,1630579],[759280,1881117],[763408,1885842],[781228,1655394],[786273,1663051],[786750,1911718],[790878,1916443],[796812,1413833],[797216,1156502],[799555,1927105],[814527,1695813],[817270,1947951],[820228,1703543],[825649,1450775],[827414,1712955],[838581,1723422],[840004,1971645],[840241,1972087],[855086,1740715],[858572,1744268],[864476,1751088],[864953,1995037],[870452,2000534],[870494,1500774],[870976,2000621],[875077,1761561],[887745,1775980],[899625,2029707],[899667,1533632],[900149,2029794],[904250,1793273],[909295,1540188],[909772,2039856],[910938,1283813],[913900,2044581],[923187,1814749],[928232,1822406],[928709,2059847],[932837,2064572],[935822,1572707],[938771,1577351],[939175,1316617],[941514,2075234],[941984,1320192],[943756,1839353],[954697,1848634],[956667,2087104],[965864,1859101],[975543,1868625],[977220,1870125],[982169,2108834],[982211,1623113],[982693,2108921],[986710,1879092],[988133,2113604],[988370,2114046],[992614,1885912],[1003215,1896385],[1006144,1899226],[1014318,1653915],[1017311,1909693],[1018734,2141074],[1018971,2141516],[1029191,2151026],[1029233,1409753],[1029715,2151113],[1031729,1925507],[1033816,1926986],[1037302,1930539],[1043206,1937359],[1043683,2164466],[1044840,1689061],[1045244,1429959],[1049182,2169963],[1049224,1696004],[1049706,2170050],[1053807,1947832],[1056791,1701439],[1057315,1446401],[1058852,1702560],[1059329,2180112],[1060495,1446571],[1063457,2184837],[1073126,1966962],[1076839,1969973],[1081923,1974075],[1087780,1979254],[1095954,1739236],[1098315,1988910],[1099496,1989720],[1100057,1745303],[1104822,2215311],[1105059,2215753],[1109256,1998191],[1110933,1999691],[1111226,2220202],[1115924,1761752],[1120423,2008658],[1126327,2015478],[1126804,2233442],[1127961,1773366],[1128365,1516765],[1137914,1780600],[1138438,1538672],[1138985,1782800],[1139462,2243388],[1140968,2027364],[1142938,2245744],[1152135,2037831],[1153558,2254529],[1153795,2254971],[1155978,2042451],[1161380,1806830],[1161814,2047355],[1163491,2048855],[1165850,1298553],[1168440,2267474],[1168482,1814940],[1168964,2267561],[1169988,1813270],[1170224,1559755],[1172981,2057822],[1174404,2272244],[1174641,2272686],[1178885,2064642],[1182441,1576226],[1182678,1827858],[1184861,2282196],[1184903,1573271],[1185385,2282283],[1187399,2073636],[1189486,2075115],[1198986,2082213],[1200663,2083713],[1207836,2088776],[1210619,2091206],[1222219,1863721],[1222743,1342296],[1223290,1865921],[1223767,2309804],[1224521,2310723],[1226277,2104031],[1226396,1870038],[1231668,2314532],[1236194,2111932],[1237375,2112742],[1237936,1880127],[1241278,2116034],[1246701,1888466],[1247135,2121213],[1248812,2122713],[1251171,1385115],[1253761,2331085],[1253803,1896576],[1254285,2331172],[1255309,1894906],[1255545,1645801],[1259496,1900726],[1260579,1901569],[1264953,2136391],[1265297,1667180],[1265534,1904118],[1266677,2340198],[1266719,1655585],[1267201,2340285],[1268666,2139402],[1273750,2143504],[1279607,2148683],[1281577,2350513],[1284050,2153575],[1289070,1929039],[1289769,1680052],[1291323,2159149],[1291884,1931574],[1293288,1428055],[1296649,2361982],[1296886,2362424],[1298029,1935159],[1299577,2176401],[1301083,2167620],[1302760,2169120],[1303053,2366873],[1307751,1948023],[1311437,1705516],[1312250,2178087],[1313673,2375658],[1313910,2376100],[1316093,2182707],[1318154,2184907],[1323207,2187495],[1327895,1966032],[1328268,2191304],[1329449,2192114],[1339366,2198951],[1339927,1976100],[1341043,2200451],[1345542,1980754],[1346625,1981597],[1350999,2207944],[1351343,1471950],[1351580,1984146],[1352723,2401063],[1352765,1740906],[1353247,2401150],[1353949,2401984],[1355778,1990162],[1363035,2216811],[1366787,2219414],[1366906,1999604],[1370208,2221874],[1375632,2007158],[1376331,1764357],[1377885,2228125],[1378446,2009693],[1379850,1514861],[1383211,2419891],[1383448,2420333],[1384591,2013278],[1386139,2006972],[1386998,1785267],[1388306,2427249],[1388617,2018893],[1389316,1777015],[1390314,2020197],[1394216,2240853],[1395080,1794126],[1395893,2242353],[1396237,2428132],[1396474,2428574],[1403066,2247416],[1405849,2249846],[1418520,2044651],[1419285,1806298],[1419403,1550516],[1419751,2444576],[1423337,2049698],[1423480,1558598],[1426898,2448385],[1428292,2052247],[1429435,2278254],[1431424,2270572],[1432605,2271382],[1433166,2058857],[1436508,2274674],[1442365,2279853],[1444042,2281353],[1444335,2460923],[1446808,2284745],[1449033,2075306],[1453280,2289447],[1454057,2289362],[1457986,2081351],[1458685,18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] cell #3055 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1190338],[1311261],[1393784],[1441095],[1480590],[1523435],[1557302],[1571822],[1609997],[1643348],[1648234],[1653030],[1675820],[1685807],[1733555],[1738351],[1763430],[1770112],[1775710],[1801824],[1807589],[1812385],[1835175],[1852813],[1858831],[1886806],[1889225],[1894021],[1899214],[1919826],[1924622],[1930269],[1931298],[1949701],[1956383],[1967721],[1973805],[1979242],[1998026],[2002370],[2006087],[2008388],[2009417],[2031543],[2037561],[2047343],[2048585],[2065536],[2067955],[2072751],[2080398],[2083443],[2088764],[2091965],[2109680],[2111741],[2115764],[2121201],[2122443],[2137150],[2143234],[2148671],[2159137],[2167455],[2171799],[2175516],[2177817],[2178846],[2189614],[2192102],[2197136],[2200181],[2208703],[2213496],[2216541],[2218054],[2221862],[2225063],[2228113],[2239038],[2242083],[2247404],[2250605],[2268320],[2270381],[2274404],[2279841],[2281083],[2289435],[2290766],[2297932],[2300420],[2305454],[2308499],[2312842],[2315330],[2320364],[2323409],[2331931],[2336285],[2338773],[2343807],[2346852],[2355374],[2360167],[2363212],[2364725],[2368533],[2371734],[2374784],[2382860],[2388653],[2389984],[2397150],[2399638],[2402057],[2403388],[2410554],[2413042],[2418076],[2421121],[2423288],[2424619],[2431785],[2434273],[2439307],[2442352],[2446695],[2449183],[2454217],[2457262],[2465784],[2472543],[2477556],[2478336],[2479667],[2484423],[2490216],[2491547],[2498713],[2501201],[2503386],[2509179],[2510510],[2517676],[2520164],[2522583],[2523914],[2531080],[2533568],[2538602],[2541647],[2545854],[2549405],[2551905],[2552499],[2562873],[2568666],[2569997],[2579568],[2584581],[2585361],[2586692],[2591448],[2597241],[2598572],[2605738],[2608226],[2612083],[2612652],[2615079],[2616902],[2628594],[2631688],[2639521],[2643072],[2645572],[2646166],[2656540],[2662333],[2663664],[2670036],[2670913],[2676963],[2681034],[2683461],[2692823],[2693392],[2695819],[2697642],[2709334],[2712428],[2718044],[2724773],[2725342],[2728156],[2738529],[2739406],[2749527],[2751954],[2765349],[2766620],[2773918],[2775173],[2785285],[2797298],[2805230],[2813420],[2829421],[2844312] ] cell #3056 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1190326],[1311249],[1393772],[1441089],[1480578],[1523429],[1557290],[1571830],[1609991],[1643336],[1648228],[1653038],[1675808],[1685801],[1733549],[1738359],[1763418],[1770106],[1775718],[1801818],[1807583],[1812393],[1835163],[1852807],[1858839],[1886800],[1889219],[1894029],[1899306],[1919820],[1924630],[1930277],[1931292],[1949689],[1956377],[1967715],[1973813],[1979334],[1998020],[2002364],[2006095],[2008396],[2009411],[2031537],[2037569],[2047435],[2048593],[2065530],[2067949],[2072759],[2080392],[2083451],[2088856],[2091959],[2109674],[2111749],[2115772],[2121293],[2122451],[2137144],[2143242],[2148763],[2159229],[2167449],[2171793],[2175524],[2177825],[2178840],[2189622],[2192194],[2197130],[2200189],[2208697],[2213490],[2216549],[2218058],[2221954],[2225057],[2228205],[2239032],[2242091],[2247496],[2250599],[2268314],[2270389],[2274412],[2279933],[2281091],[2289482],[2290770],[2297940],[2300512],[2305448],[2308507],[2312850],[2315422],[2320358],[2323417],[2331925],[2336293],[2338865],[2343801],[2346860],[2355368],[2360161],[2363220],[2364729],[2368625],[2371728],[2374876],[2382864],[2388700],[2389988],[2397158],[2399730],[2402104],[2403392],[2410562],[2413134],[2418070],[2421129],[2423335],[2424623],[2431793],[2434365],[2439301],[2442360],[2446703],[2449275],[2454211],[2457270],[2465778],[2472547],[2477550],[2478383],[2479671],[2484427],[2490263],[2491551],[2498721],[2501293],[2503390],[2509226],[2510514],[2517684],[2520256],[2522630],[2523918],[2531088],[2533660],[2538596],[2541655],[2545901],[2549452],[2551913],[2552503],[2562877],[2568713],[2570001],[2579572],[2584575],[2585408],[2586696],[2591452],[2597288],[2598576],[2605746],[2608318],[2612087],[2612699],[2615083],[2616906],[2628641],[2631692],[2639568],[2643119],[2645580],[2646170],[2656544],[2662380],[2663668],[2670040],[2670917],[2677010],[2681081],[2683465],[2692827],[2693439],[2695823],[2697646],[2709381],[2712432],[2718048],[2724777],[2725389],[2728160],[2738533],[2739410],[2749574],[2751958],[2765353],[2766624],[2773965],[2775177],[2785289],[2797302],[2805234],[2813424],[2829425],[2844316] ] cell #3057 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [435601,2542338],[515845,2603801],[520405,2466775],[576003,2640163],[608323,2662210],[608793,2538629],[639614,2677605],[673615,2693269],[674085,2584608],[699231,2706425],[709286,2605221],[709507,2712416],[742591,2725219],[743061,2477583],[770784,2735725],[774899,2737142],[779257,2645055],[779478,2738517],[798254,2648406],[803159,2159436],[806713,2749404],[807183,2360194],[818145,2663652],[848757,2763962],[853115,2551388],[853336,2765337],[876519,2774560],[879293,2228412],[882847,2773795],[883317,2418103],[886293,2694302],[887645,2775161],[892210,2697630],[912020,2700292],[912490,2041611],[916858,2783898],[917665,2048600],[921216,2446178],[921437,2785273],[940213,2714668],[959619,2473465],[962555,2300719],[964412,2613562],[965764,2797286],[970329,2616890],[994409,2805676],[994879,2332922],[996886,2803843],[997693,2122458],[1001244,2498196],[1001465,2805218],[1005179,2739394],[1005831,2806272],[1027487,2647088],[1031845,2152524],[1032066,2744399],[1035850,2522460],[1037202,2813408],[1037535,1933081],[1041767,2523902],[1055249,2750169],[1058023,2375083],[1061577,2756427],[1062047,2181867],[1070568,2668649],[1074186,2822460],[1079862,2389848],[1081823,2548348],[1084869,2200196],[1086815,2670901],[1087467,2824188],[1109978,2829456],[1114178,2563795],[1117114,2413341],[1117546,2421812],[1117767,2830898],[1118971,2568543],[1120323,2829409],[1120656,2011200],[1124888,2569985],[1128784,2776936],[1131433,2423165],[1145890,2580490],[1148826,2434572],[1150683,2039242],[1152035,2699358],[1156600,1801851],[1160571,1809422],[1160849,2591436],[1161501,2836959],[1180680,2785731],[1181150,2269311],[1183157,2713350],[1183964,2281098],[1187515,2283694],[1187736,2791155],[1196901,2718032],[1198091,2612529],[1199708,2844347],[1200563,2844300],[1206250,2297947],[1207523,2473813],[1210852,2092758],[1213089,2719807],[1215738,2478213],[1229923,2726769],[1233541,2624920],[1235627,2496776],[1236909,2849638],[1239217,2491411],[1241178,2627537],[1244224,2323424],[1244703,1886833],[1245892,1891058],[1246170,2631676],[1246822,2849535],[1258687,1650067],[1258965,2503374],[1262395,1911104],[1266013,2738975],[1271689,2510374],[1273650,2642015],[1276696,2346867],[1278642,1921857],[1279294,2647436],[1287465,2520463],[1288899,2364713],[1301805,2813455],[1306005,2657462],[1308941,2533867],[1309373,2363903],[1309594,2814897],[1310798,2179498],[1312150,2755493],[1312483,2180629],[1316715,1956410],[1325475,2546496],[1325905,2759472],[1327086,1968514],[1327364,2670024],[1328983,2861300],[1329136,2861197],[1331697,2388878],[1331895,2195604],[1334592,2390019],[1338471,2549282],[1344733,1735388],[1345011,2552487],[1348441,1724833],[1352059,2765795],[1359273,2766608],[1360463,2680911],[1362080,2560974],[1362935,2680453],[1365056,1998053],[1365434,2865172],[1368622,2410569],[1369895,2564143],[1373224,2006102],[1375461,2218042],[1388446,2424607],[1392131,1788144],[1393321,2242774],[1394938,2775208],[1395793,2776650],[1401480,2431800],[1402753,2580838],[1406082,2251398],[1408319,1541109],[1410968,2585238],[1412585,2586556],[1417592,2442367],[1425153,2059233],[1428771,2705660],[1430857,2444758],[1432139,2837062],[1434447,2598436],[1436408,2708277],[1439454,2457277],[1439933,2065563],[1441122,1571837],[1441400,2069986],[1442052,2713698],[1450223,2608525],[1451990,2873820],[1454837,2289660],[1455035,2078866],[1456248,2080425],[1457815,2290754],[1458811,2874097],[1462346,2296166],[1467131,2474783],[1468742,1608843],[1469020,2615067],[1475252,2479655],[1478937,1596317],[1480127,2309190],[1481744,2797333],[1482599,2798775],[1488993,2625685],[1489423,2799353],[1490604,1876536],[1490882,2728144],[1492501,2312857],[1492654,2485693],[1494980,2111224],[1495215,2317095],[1495413,2111756],[1498110,2491582],[1501989,2628471],[1511959,1880503],[1515577,2734960],[1521851,2334348],[1522281,1663972],[1523462,1653045],[1523740,2138141],[1525359,2806375],[1525512,2742209],[1528073,2509404],[1528271,2342275],[1530968,2510545],[1534847,2642949],[1541387,2646154],[1543006,2517691],[1547608,1924637],[1555649,1942703],[1556839,2163852],[1558456,2654641],[1559311,2748946],[1561432,2167482],[1561810,2855505],[1564998,2531095],[1566271,2657810],[1569600,2175531],[1576103,2663528],[1581110,2541662],[1582940,2883450],[1583898,2382848],[1585564,2187848],[1586460,2189097],[1586695,2384130],[1586893,2189629],[1597530,2197163],[1599097,2389972],[1608413,2395213],[1610024,1738366],[1610302,2209694],[1611921,2824291],[1612074,2673716],[1614748,2558722],[1617595,2210227],[1617793,1988734],[1619006,2213523],[1620573,2403376],[1621569,2403423],[1624328,1994423],[1625104,2218089],[1629889,2565113],[1631500,1768958],[1631778,2683449],[1641695,1756432],[1642885,2232828],[1644502,2689252],[1645357,2773337],[1647220,2777039],[1650265,1775725],[1651478,2239065],[1654041,2831392],[1657297,2694034],[1657576,2430019],[1662361,2581808],[1664250,2695807],[1668781,2037576],[1670482,2586680],[1671478,2586727],[1675357,2443043],[1684223,2263043],[1684653,1823327],[1685834,1812400],[1686112,2053565],[1687731,2446710],[1687884,2592718],[1690210,2269864],[1690445,2450948],[1690643,2270396],[1693340,2598607],[1697219,2709211],[1705378,2605753],[1709980,2072766],[1713242,2289312],[1714200,2468392],[1715806,2290801],[1723167,2472531],[1725729,2297415],[1725964,2299559],[1726162,2091350],[1732541,2719910],[1735586,1858846],[1736799,2305481],[1739362,2845613],[1742618,2725984],[1743055,2485345],[1744013,2484411],[1745454,2104403],[1745679,2102706],[1746575,2312325],[1746810,2103968],[1747008,1870269],[1752287,1874835],[1757645,2320391],[1759212,2491535],[1760994,2494622],[1762967,2117445],[1768528,2326654],[1770139,1894036],[1770417,2127423],[1772036,2498728],[1772189,2632958],[1774767,2807783],[1777391,1899513],[1778287,2335768],[1778522,2504656],[1778720,2336300],[1779760,2143249],[1784498,2645587],[1789357,2343834],[1790924,2510498],[1795455,2148970],[1800240,2515739],[1802129,2356365],[1806575,2652389],[1809620,1930284],[1810833,1933279],[1813396,2523949],[1816931,2364760],[1821716,2658780],[1823605,2751942],[1828136,2177832],[1830833,2663699],[1834712,2379499],[1840450,2383782],[1843200,2759575],[1848921,2388530],[1849879,2388072],[1851485,2198889],[1857221,2393059],[1857888,2760983],[1860512,1979541],[1861408,2396633],[1861643,2553769],[1861841,2397165],[1862881,1973820],[1867619,2551920],[1868912,2401934],[1869870,1990155],[1870045,1990007],[1871476,1989658],[1878837,2562861],[1880278,2219786],[1881399,2410037],[1881634,2219351],[1881832,1999835],[1885164,2226054],[1887111,2004401],[1888211,2687000],[1891256,2008403],[1892469,2011398],[1895032,2570032],[1900471,2575417],[1902077,2424654],[1903067,2247703],[1904396,2242098],[1907027,2697677],[1909438,2579556],[1912000,2431268],[1912235,2433412],[1912433,2249990],[1923070,2439334],[1929326,2592370],[1931950,2047642],[1932846,2050206],[1934319,2274419],[1943916,2454244],[1945483,2598560],[1947265,2601647],[1949238,2276085],[1950014,2280140],[1954799,2460507],[1956688,2286063],[1964819,2793786],[1965777,2719521],[1966707,2612071],[1968712,2083458],[1971070,2295230],[1976251,2299994],[1978028,2092956],[1980499,2618618],[1982105,2479702],[1983095,2089063],[1984424,2308514],[1987055,2616937],[1992757,2799456],[1998478,2490093],[1999436,2113177],[1999611,2113029],[2001042,2112680],[2003968,2324100],[2007445,2632610],[2010069,2121500],[2010965,2124064],[2012438,2115779],[2017742,2739441],[2019180,2504308],[2022606,2339072],[2027651,2509056],[2028609,2508598],[2030215,2345560],[2035951,2513585],[2040138,2517159],[2040373,2519303],[2040571,2354759],[2051196,2368832],[2052525,2363227],[2057567,2656528],[2059008,2366457],[2060129,2530563],[2060364,2366022],[2060562,2169264],[2063894,2372725],[2065841,2173830],[2071199,2180827],[2074548,2666739],[2081638,2670482],[2082500,2545731],[2084134,2192401],[2090021,2675906],[2090951,2199386],[2091126,2199238],[2092523,2200872],[2093876,2670948],[2095314,2553421],[2098740,2399937],[2106778,2825909],[2107736,2768097],[2110671,2216556],[2112304,2408617],[2125054,2222161],[2126383,2421136],[2131160,2424483],[2136136,2692811],[2140499,2429083],[2145680,2433847],[2147457,2251596],[2149928,2584780],[2151534,2441060],[2153853,2260912],[2157270,2589767],[2162862,2449482],[2167907,2597118],[2168865,2271817],[2169040,2271669],[2170471,2271320],[2173397,2457953],[2180394,2282704],[2184159,2285023],[2187677,2290630],[2190175,2718079],[2191676,2470644],[2194284,2295995],[2198376,2619552],[2202713,2479531],[2207689,2724761],[2214736,2728602],[2217232,2315629],[2223119,2734026],[2231838,2501500],[2241140,2639398],[2248661,2638464],[2249591,2346057],[2249766,2345909],[2251163,2347543],[2253954,2514974],[2257380,2355932],[2259135,2519738],[2262330,2523778],[2270944,2529143],[2285630,2378509],[2298493,2554739],[2307556,2676840],[2310905,2403252],[2313403,2766655],[2321604,2687934],[2325941,2569861],[2338347,2577669],[2340955,2429848],[2345047,2576351],[2349384,2436455],[2354360,2441557],[2354535,2441409],[2369790,2704726],[2374358,2459794],[2386887,2613294],[2399212,2620870],[2411115,2633928],[2427694,2507413],[2432346,2505626],[2455457,2653323],[2482742,2556526],[2488450,2681676],[2526989,2595475],[2531641,2593688],[2573072,2635715] ] cell #3058 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [292968],[356410],[405498],[431151],[457516],[485860],[507061],[515238],[543769],[567926],[571352],[575396],[591369],[598482],[634963],[639007],[659446],[664898],[669049],[690440],[694580],[698624],[714597],[732474],[738025],[763889],[766133],[770177],[774232],[793603],[797647],[802147],[803215],[818086],[823538],[835328],[842644],[848090],[867840],[872730],[875912],[878281],[879349],[901903],[907454],[916191],[917742],[933318],[935562],[939606],[947886],[951863],[958952],[962611],[983457],[985704],[990773],[996219],[997770],[1014058],[1021374],[1026820],[1037695],[1046570],[1051460],[1054642],[1057011],[1058079],[1069894],[1073519],[1080969],[1084946],[1095694],[1102445],[1106422],[1107913],[1113511],[1117170],[1120816],[1134157],[1138134],[1145223],[1148882],[1169728],[1171975],[1177044],[1182490],[1184041],[1192826],[1195403],[1207387],[1211012],[1218462],[1222439],[1229249],[1232874],[1240324],[1244301],[1255049],[1261721],[1265346],[1272796],[1276773],[1287521],[1294272],[1298249],[1299740],[1305338],[1308997],[1312643],[1321786],[1333206],[1335783],[1347767],[1351392],[1355198],[1357775],[1369759],[1373384],[1380834],[1384811],[1388056],[1390633],[1402617],[1406242],[1413692],[1417669],[1424479],[1428104],[1435554],[1439531],[1450279],[1463442],[1472934],[1474862],[1477439],[1485304],[1496724],[1499301],[1511285],[1514910],[1518162],[1529582],[1532159],[1544143],[1547768],[1551574],[1554151],[1566135],[1569760],[1577210],[1581187],[1590323],[1598707],[1603298],[1604724],[1626200],[1637620],[1640197],[1658672],[1668164],[1670092],[1672669],[1680534],[1691954],[1694531],[1706515],[1710140],[1718932],[1720476],[1726969],[1731063],[1758822],[1764839],[1782150],[1790534],[1795125],[1796551],[1818027],[1829447],[1832024],[1845962],[1848396],[1865271],[1876146],[1882639],[1905203],[1906747],[1913240],[1917334],[1945093],[1951110],[1963432],[1985231],[1986775],[1995519],[2024692],[2027126],[2054876],[2061369],[2100826],[2105391],[2128734],[2132861],[2164948],[2204414],[2233924],[2264031],[2327642],[2387800] ] cell #3059 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [393647],[472646],[514173],[556419],[560795],[606499],[613391],[622188],[652693],[692824],[703090],[707466],[714817],[724452],[756423],[780828],[799959],[811333],[819828],[824204],[833721],[854686],[893881],[894883],[906747],[914336],[925852],[935577],[943090],[972000],[973002],[1011243],[1012451],[1014073],[1026534],[1044440],[1056472],[1092879],[1094087],[1095709],[1127561],[1129361],[1135218],[1137595],[1150175],[1166913],[1169743],[1213666],[1219523],[1221900],[1252234],[1255064],[1257119],[1261887],[1295333],[1297710],[1326482],[1343165],[1347933],[1364272],[1381895],[1384272],[1386577],[1419877],[1424645],[1457428],[1473383],[1490000],[1494751],[1506683],[1511451],[1519709],[1550095],[1587765],[1589247],[1606271],[1620186],[1623820],[1636141],[1649057],[1717957],[1728516],[1734378],[1743255],[1747880],[1749362],[1798098],[1840650],[1853636],[1873627],[1884186],[1914787],[1920649],[1971270],[1990207],[2003193],[2032366],[2062916],[2113229],[2140699],[2172622],[2199438],[2271869],[2346109],[2441609] ] cell #3060 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [561308],[657557],[707979],[757074],[762199],[816197],[824717],[834372],[868622],[914849],[926503],[931628],[940441],[950853],[985848],[1013102],[1034698],[1047352],[1057123],[1062248],[1072264],[1094738],[1137124],[1138246],[1151176],[1159643],[1172119],[1183031],[1191458],[1221429],[1222551],[1262888],[1264091],[1265887],[1279143],[1298361],[1311388],[1348934],[1350137],[1351933],[1384923],[1386688],[1392632],[1395031],[1408217],[1425646],[1428645],[1473494],[1479438],[1481837],[1512452],[1515451],[1517374],[1522179],[1556150],[1558549],[1587876],[1603936],[1608741],[1624821],[1642196],[1644595],[1647058],[1679746],[1684551],[1717104],[1732379],[1747991],[1752788],[1764051],[1768856],[1776709],[1806413],[1843038],[1844184],[1859830],[1872774],[1876434],[1888049],[1900309],[1965615],[1974804],[1980337],[1988577],[1992595],[1993741],[2038560],[2078709],[2089859],[2107574],[2116763],[2144233],[2149766],[2195447],[2211807],[2222957],[2248499],[2275403],[2318675],[2342118],[2369628],[2392354],[2452528],[2512880],[2589062] ] cell #3061 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3062 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3063 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1373101],[1502669],[1569477],[1625505],[1632481],[1697899],[1709857],[1716207],[1753443],[1806001],[1817332],[1824308],[1835392],[1842326],[1877718],[1902478],[1927952],[1939714],[1950415],[1957391],[1963796],[1982506],[2021056],[2023007],[2036951],[2045433],[2056448],[2066997],[2097190],[2099141],[2133225],[2134581],[2135262],[2148406],[2163263],[2176713],[2204778],[2206134],[2206815],[2232239],[2239714],[2240117],[2252173],[2265751],[2266432],[2306130],[2306533],[2329362],[2330043],[2335441],[2336503],[2360843],[2361246],[2396306],[2397368],[2407521],[2418752],[2419155],[2424190],[2445851],[2446913],[2479238],[2489324],[2497869],[2498931],[2523485],[2524239],[2546957],[2561786],[2569568],[2570322],[2592842],[2613001],[2617227],[2622505],[2633082],[2663989],[2668455],[2673840],[2697967],[2713822],[2720306],[2742333],[2777435], 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] cell #3064 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [825530],[934797],[1012253],[1055410],[1093889],[1135454],[1167923],[1181280],[1219759],[1253244],[1257884],[1263030],[1285716],[1295569],[1343930],[1349076],[1375238],[1382131],[1387668],[1414989],[1420642],[1425788],[1448474],[1467939],[1474474],[1504904],[1507448],[1512594],[1518065],[1540306],[1545452],[1551186],[1552342],[1571614],[1578507],[1591091],[1598319],[1604627],[1625717],[1630697],[1634723],[1637232],[1638388],[1663169],[1669704],[1680437],[1681690],[1700134],[1702678],[1707824],[1716419],[1720088],[1726872],[1730360],[1751206],[1753638],[1758434],[1764742],[1765995],[1782918],[1790146],[1796454],[1808250],[1817544],[1822524],[1826550],[1829059],[1830215],[1842521],[1845865],[1852098],[1855767],[1866039],[1872089],[1875758],[1877554],[1882542],[1886030],[1889886],[1902690],[1906359],[1913143],[1916631],[1937477],[1939909],[1944705],[1951013],[1952266],[1961829],[1963632],[1973141],[1976485],[1982718],[1986387],[1992078],[1995422],[2001655],[2005324],[2015596],[2021251],[2024595],[2030828],[2034497],[2044769],[2050819],[2054488],[2056284],[2061272],[2064760],[2068616],[2077770],[2086073],[2087876],[2097385],[2100729],[2103788],[2105591],[2115100],[2118444],[2124677],[2128346],[2131258],[2133061],[2142570],[2145914],[2152147],[2155816],[2161507],[2164851],[2171084],[2174753],[2185025],[2194508],[2201485],[2202811],[2204614],[2210868],[2219171],[2220974],[2230483],[2233827],[2236410],[2244713],[2246516],[2256025],[2259369],[2262428],[2264231],[2273740],[2277084],[2283317],[2286986],[2293226],[2298591],[2301928],[2302826],[2317736],[2326039],[2327842],[2341179],[2348156],[2349482],[2351285],[2357539],[2365842],[2367645],[2377154],[2380498],[2385956],[2386985],[2390704],[2393459],[2411213],[2415448],[2427079],[2432444],[2435781],[2436679],[2451589],[2459892],[2461695],[2470868],[2472312],[2482127],[2488548],[2492267],[2506482],[2507511],[2511230],[2513985],[2531739],[2535974],[2544175],[2555595],[2556624],[2561198],[2577893],[2579337],[2595573],[2599292],[2621094],[2623364],[2635813],[2637842],[2654865],[2675284],[2689476],[2704104],[2733404],[2760883] ] cell #3065 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [763691],[874971],[914183],[933120],[942330],[985411],[993145],[1033710],[1053701],[1063740],[1063938],[1069601],[1108429],[1150836],[1158570],[1171682],[1179416],[1182249],[1189380],[1190321],[1195919],[1207094],[1228956],[1234884],[1261428],[1262548],[1263999],[1278780],[1300256],[1310951],[1311244],[1318685],[1324732],[1336299],[1347474],[1348594],[1350045],[1358291],[1369466],[1373143],[1391149],[1392269],[1393474],[1393767],[1402324],[1408252],[1424186],[1425306],[1426757],[1430114],[1441022],[1441538],[1452709],[1466388],[1477955],[1479075],[1480280],[1480573],[1488250],[1499817],[1503262],[1503555],[1510992],[1512112],[1513563],[1521108],[1522214],[1523362],[1523878],[1532675],[1543850],[1546421],[1554667],[1555787],[1556992],[1557285],[1565842],[1569519],[1571770],[1593991],[1603005],[1607670],[1608776],[1609924],[1610440],[1615467],[1624481],[1629146],[1632520],[1633036],[1635692],[1640713],[1641833],[1643038],[1643331],[1647939],[1647999],[1648096],[1652978],[1661618],[1673185],[1675510],[1675803],[1683480],[1684586],[1685734],[1686250],[1695047],[1698492],[1698785],[1706222],[1708793],[1709899],[1726645],[1731579],[1733260],[1733320],[1733417],[1738299],[1747491],[1752425],[1753482],[1754106],[1760251],[1763120],[1763413],[1767785],[1768891],[1770039],[1770555],[1775598],[1785818],[1794832],[1799497],[1801751],[1802267],[1806043],[1807294],[1807354],[1807451],[1812333],[1820973],[1824347],[1824863],[1827519],[1832540],[1834865],[1835158],[1835985],[1836278],[1842365],[1844909],[1852188],[1852518],[1852675],[1856478],[1858719],[1872179],[1876469],[1877982],[1882315],[1886733],[1887249],[1888930],[1888990],[1889087],[1893969],[1912916],[1917850],[1919531],[1919688],[1924570],[1928545],[1928838],[1930157],[1931063],[1931160],[1939753],[1940377],[1946522],[1949391],[1949684],[1954056],[1956310],[1956826],[1957430],[1957946],[1964060],[1967426],[1967486],[1967583],[1969730],[1972440],[1973693],[1988667],[1991377],[1997953],[2001745],[2002075],[2002232],[2006035],[2008276],[2009182],[2009279],[2021095],[2023639],[2030918],[2031248],[2031405],[2035208],[2037449],[2041054],[2045472],[2045988],[2048473],[2056712],[2061045],[2065463],[2065979],[2067036],[2067660],[2067817],[2072699],[2073805],[2078799],[2079510],[2080325],[2083331],[2085044],[2091730],[2091827],[2097229],[2099773],[2102759],[2109385],[2109542],[2111689],[2114399],[2115652],[2122331],[2133489],[2135301],[2136855],[2137012],[2139159],[2141869],[2143122],[2148445],[2152237],[2156527],[2167382],[2171174],[2171504],[2171661],[2175464],[2176977],[2177705],[2178611],[2178708],[2187901],[2188533],[2189562],[2195537],[2197063],[2200069],[2205042],[2206854],[2208408],[2208565],[2212608],[2213423],[2216429],[2218142],[2224925],[2238150],[2238965],[2239753],[2240381],[2241971],[2243684],[2250370],[2250467],[2252614],[2255324],[2266471],[2268025],[2268182],[2270329],[2273039],[2274292],[2280971],[2290854],[2296219],[2297880],[2304566],[2305381],[2306169],[2306797],[2308387],[2311761],[2312790],[2320291],[2323297],[2330082],[2331636],[2331793],[2335204],[2336233],[2336944],[2342208],[2343734],[2346740],[2348453],[2355236],[2359279],[2360094],[2360882],[2361510],[2363100],[2364813],[2371596],[2390072],[2396069],[2397098],[2397809],[2403476],[2410502],[2417188],[2418003],[2418791],[2419419],[2421009],[2424707],[2425339],[2430072],[2431733],[2439234],[2442240],[2445614],[2446643],[2447354],[2454144],[2457150],[2465646],[2471897],[2477483],[2479755],[2480387],[2489363],[2491635],[2497632],[2498661],[2499372],[2510598],[2517624],[2524002],[2524634],[2531028],[2538529],[2541535],[2546720],[2551853],[2562227],[2570085],[2570717],[2584508],[2586780],[2598660],[2605686],[2610317],[2616990],[2625909],[2645520],[2663752],[2671156],[2678699],[2697730],[2739649] ] cell #3066 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [561335],[657560],[708006],[757077],[762200],[816200],[824744],[834375],[868623],[914876],[926506],[931629],[940444],[950854],[985849],[1013105],[1034701],[1047353],[1057126],[1062249],[1072265],[1094741],[1137125],[1138249],[1151179],[1159644],[1172120],[1183032],[1191459],[1221430],[1222554],[1262891],[1264092],[1265888],[1279144],[1298364],[1311389],[1348937],[1350138],[1351934],[1384926],[1386689],[1392633],[1395032],[1408218],[1425649],[1428646],[1473495],[1479439],[1481838],[1512455],[1515452],[1517375],[1522180],[1556151],[1558550],[1587877],[1603937],[1608742],[1624824],[1642197],[1644596],[1647059],[1679747],[1684552],[1717105],[1732380],[1747992],[1752789],[1764052],[1768857],[1776710],[1806414],[1843039],[1844185],[1859831],[1872775],[1876435],[1888050],[1900310],[1965616],[1974805],[1980338],[1988578],[1992596],[1993742],[2038561],[2078710],[2089860],[2107575],[2116764],[2144234],[2149767],[2195448],[2211808],[2222958],[2248500],[2275404],[2318676],[2342119],[2369629],[2392355],[2452529],[2512881],[2589063] ] cell #3067 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874794],[992285],[1053524],[1108559],[1115542],[1178556],[1189203],[1196049],[1235507],[1288655],[1300386],[1307369],[1317825],[1325355],[1364527],[1391279],[1418191],[1430737],[1441668],[1448651],[1455719],[1478085],[1521731],[1524008],[1539634],[1548759],[1560903],[1572393],[1608293],[1610570],[1650949],[1652751],[1653601],[1669065],[1686380],[1701283],[1736270],[1738072],[1738922],[1770685],[1780044],[1780444],[1795409],[1812106],[1812956],[1863165],[1863565],[1893742],[1894592],[1901413],[1903021],[1934603],[1935003],[1981441],[1983049],[1997159],[2012722],[2013122],[2019996],[2049542],[2051150],[2096130],[2110955],[2123400],[2125008],[2160252],[2161268],[2193371],[2217186],[2229228],[2230244],[2264510],[2294520],[2301689],[2310421],[2328121],[2376915],[2383587],[2393738],[2435542],[2461974],[2473270],[2514264],[2580295], [658830,1887708],[762843,1243452],[763114,2006144],[799755,1802726],[817470,2066438],[859696,1358421],[868812,2111798],[874449,1372516],[875048,2119364],[913606,1924679],[932272,1438682],[932543,2175573],[941714,1957285],[951043,2189671],[959683,1973862],[977191,1488873],[986681,2218513],[987834,1499947],[992585,1502915],[1027551,2037618],[1033787,2042201],[1038426,1554797],[1047542,2270438],[1053179,1568892],[1053778,2278004],[1062892,1580338],[1063163,2072808],[1064433,1838379],[1073097,2291225],[1081894,2089091],[1084126,1336429],[1099195,1618477],[1108955,2317047],[1110904,1629769],[1114242,2115821],[1121547,1640843],[1137314,2336342],[1145954,2143291],[1152106,2148998],[1160287,1679024],[1163462,1684103],[1172952,2365184],[1174105,1695177],[1178856,1698145],[1183221,2177874],[1188858,1709272],[1189457,2182457],[1190371,1959975],[1198685,2384082],[1207535,2197214],[1210590,1467011],[1211743,1731709],[1221619,2397207],[1224017,1745926],[1233605,2216598],[1237074,1757116],[1241249,2222189],[1248783,1768408],[1264924,2425078],[1266077,2242140],[1273721,2247731],[1275953,1532805],[1279306,2252792],[1288310,1805416],[1291022,1810304],[1300782,2450900],[1302731,1821596],[1306069,2274461],[1311294,2068376],[1312221,2280168],[1313374,1832670],[1318125,1835638],[1319759,2076327],[1320937,2467291],[1322703,1585811],[1331709,2295152],[1338967,1853234],[1339065,1597001],[1341014,1857101],[1350970,2480126],[1352123,2308556],[1360959,2110101],[1363006,2315657],[1369907,2320442],[1374115,1887379],[1377584,1891940],[1393817,2137571],[1393915,2504608],[1395864,2339100],[1402765,2343885],[1405820,1662241],[1406973,1917980],[1411464,1920247],[1416849,1673315],[1418491,1928198],[1419247,1932197],[1428835,2363269],[1432304,1943387],[1436479,2368860],[1441902,2178237],[1442064,2373921],[1444013,1954679],[1454849,2383704],[1462593,1464359],[1469522,1974225],[1470804,1977499],[1480623,2209124],[1480721,2553721],[1482670,2399965],[1491384,2216961],[1492666,2406026],[1495227,2407774],[1502485,2002791],[1504532,2006658],[1506053,2010316],[1515641,2421178],[1517313,2574316],[1519079,1777638],[1524242,2242503],[1525524,2427257],[1528085,2429005],[1535343,2031964],[1535441,1788828],[1537390,2035831],[1541889,2037981],[1547346,1800120],[1548499,1802397],[1557335,2268741],[1559382,2449510],[1566283,2454295],[1570491,2066109],[1571736,2279794],[1573960,2070670],[1586707,2468772],[1588617,2084381],[1593284,2085509],[1598996,2088717],[1603875,2617517],[1605641,1860759],[1610804,2308919],[1612086,2482305],[1614760,2484066],[1617607,2485267],[1620472,2315283],[1632280,2116184],[1633562,2119458],[1643381,2332352],[1645428,2501528],[1647232,2503029],[1652944,2338726],[1657823,1659589],[1664752,2143654],[1666034,2146928],[1670381,2148624],[1675853,1924343],[1675951,1922541],[1677900,1925193],[1686614,2363632],[1687896,2526552],[1690457,2528300],[1697715,2172220],[1699762,2176087],[1710871,1956956],[1714212,2543714],[1715142,2188998],[1717043,2668991],[1722163,2193970],[1725976,2548728],[1727886,1983342],[1732553,2552142],[1738265,2399591],[1743009,2401526],[1746822,2559102],[1748732,2217479],[1753399,2218607],[1759111,2221815],[1763463,2235564],[1770919,2421541],[1772201,2572635],[1774721,2422757],[1778534,2575797],[1785111,2244149],[1790823,2247357],[1795702,1797468],[1802631,2041895],[1803913,2042295],[1806587,2591091],[1812299,2449136],[1824107,2274824],[1825389,2278098],[1835208,2072472],[1837255,2073322],[1840404,2468039],[1841266,2290316],[1842282,2291319],[1843212,2611323],[1849891,2613984],[1850821,2098076],[1857842,2477805],[1861655,2618998],[1869882,2622903],[1870812,2312226],[1872713,2727111],[1877833,2317198],[1881646,2627917],[1883556,2125301],[1887613,2333206],[1888223,2631331],[1893935,2501154],[1900483,2637381],[1903314,1914157],[1908434,2340641],[1912247,2642395],[1918824,2150870],[1924536,2152478],[1929280,2522052],[1939670,2365278],[1945382,2368486],[1949734,2166588],[1957190,2182151],[1958472,2182551],[1963911,2384233],[1964773,2544847],[1965789,2669344],[1971024,2547995],[1971886,2205755],[1972902,2390537],[1980511,2674823],[1989961,2558369],[1990823,2402938],[1991839,2403941],[1992769,2679705],[1999448,2682366],[2000378,2231174],[2006001,2421766],[2007399,2568135],[2019134,2575064],[2021012,2425172],[2021942,2029551],[2028621,2694724],[2036572,2254770],[2040385,2699738],[2051443,2062286],[2056563,2451051],[2060376,2708657],[2066343,2269595],[2066953,2282040],[2072665,2283648],[2081592,2611718],[2088155,2473916],[2090033,2721195],[2090963,2721530],[2095268,2618265],[2097146,2480220],[2105870,2485796],[2106732,2624036],[2107748,2727464],[2108678,2316599],[2111600,2496292],[2112983,2627184],[2113845,2328983],[2114861,2492100],[2133340,2504759],[2134202,2141315],[2135218,2340042],[2140453,2641662],[2142331,2511063],[2149940,2743316],[2162198,2169807],[2168877,2750859],[2175430,2363857],[2176828,2375899],[2189473,2545536],[2198330,2672557],[2199192,2672960],[2204893,2553872],[2206771,2400907],[2214690,2680100],[2215552,240714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] cell #3068 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [435589],[515833],[575991],[608121],[639602],[673413],[699219],[709304],[742389],[770772],[774624],[779275],[798242],[806511],[848482],[853133],[876507],[882645],[887368],[911818],[916583],[921234],[940201],[959344],[965487],[994207],[996611],[1001262],[1005964],[1027212],[1031863],[1036925],[1038087],[1055237],[1061375],[1073911],[1081546],[1087600],[1108781],[1113903],[1117564],[1120046],[1121208],[1145615],[1151758],[1161634],[1163114],[1180478],[1182882],[1187533],[1196271],[1200286],[1207656],[1211404],[1233266],[1235719],[1240901],[1246955],[1248435],[1265738],[1273373],[1279427],[1291143],[1300608],[1305730],[1309391],[1311873],[1313035],[1325567],[1329269],[1336651],[1340666],[1351784],[1358643],[1362658],[1364414],[1370028],[1373776],[1377705],[1391501],[1395516],[1402886],[1406634],[1428496],[1430949],[1436131],[1442185],[1443665],[1453172],[1455606],[1467223],[1470925],[1478307],[1482322],[1489085],[1492787],[1500169],[1504184],[1515302],[1521943],[1525645],[1533027],[1537042],[1548160],[1555019],[1559034],[1560790],[1566404],[1570152],[1574081],[1583682],[1594454],[1596888],[1608505],[1612207],[1615930],[1618364],[1629981],[1633683],[1641065],[1645080],[1648402],[1650836],[1662453],[1666155],[1673537],[1677552],[1684315],[1688017],[1695399],[1699414],[1710532],[1722951],[1731931],[1733723],[1736157],[1743797],[1754569],[1757003],[1768620],[1772322],[1775509],[1786281],[1788715],[1800332],[1804034],[1807757],[1810191],[1821808],[1825510],[1832892],[1836907],[1845372],[1852981],[1857313],[1858630],[1878621],[1889393],[1891827],[1909222],[1918202],[1919994],[1922428],[1930068],[1940840],[1943274],[1954891],[1958593],[1966491],[1967889],[1973604],[1977386],[2002538],[2008187],[2024102],[2031711],[2036043],[2037360],[2057351],[2068123],[2070557],[2083242],[2085396],[2100236],[2109848],[2115563],[2135920],[2137318],[2143033],[2146815],[2171967],[2177616],[2188885],[2207473],[2208871],[2216340],[2241882],[2244036],[2268488],[2274203],[2308298],[2312113],[2332099],[2335556],[2363011],[2396421],[2420920],[2445966],[2497984],[2547072] ] cell #3069 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [992990],[1080708],[1102184],[1115878],[1179261],[1207105],[1228967],[1240063],[1242944],[1272535],[1294011],[1307705],[1318530],[1321963],[1335827],[1357819],[1369477],[1380573],[1402335],[1413431],[1418896],[1424197],[1435293],[1438174],[1448987],[1463619],[1472673],[1485481],[1499345],[1511003],[1518339],[1532203],[1543861],[1546160],[1546465],[1549095],[1554195],[1565853],[1576949],[1579830],[1582414],[1598953],[1603016],[1604901],[1635431],[1635736],[1640241],[1658849],[1667903],[1670338],[1672713],[1674657],[1675143],[1675521],[1678516],[1680711],[1694575],[1706233],[1708532],[1708837],[1711467],[1727146],[1727394],[1727624],[1731107],[1759068],[1762753],[1763131],[1765016],[1790780],[1794843],[1796728],[1796976],[1797206],[1801438],[1801795],[1801902],[1827258],[1827563],[1829693],[1832068],[1834012],[1834498],[1834876],[1837871],[1846139],[1848440],[1852291],[1852784],[1852889],[1876392],[1879222],[1882816],[1883064],[1883294],[1886777],[1886884],[1906993],[1913417],[1913665],[1913895],[1917378],[1919304],[1919797],[1919902],[1923507],[1939048],[1945339],[1949024],[1949402],[1951535],[1951765],[1955997],[1956354],[1956461],[1963476],[1967092],[1969408],[1973356],[1973659],[1987021],[1995696],[1995944],[1996174],[1997997],[1998824],[2001848],[2002341],[2002446],[2017167],[2025117],[2025347],[2027170],[2031021],[2031514],[2031619],[2037112],[2037415],[2055122],[2056034],[2057952],[2061546],[2061794],[2062024],[2065507],[2065614],[2067433],[2067926],[2068031],[2071636],[2079188],[2080369],[2082846],[2085064],[2101251],[2101481],[2105435],[2109158],[2109651],[2109756],[2111367],[2111874],[2115315],[2115618],[2128980],[2129892],[2136521],[2136628],[2137121],[2137226],[2138837],[2142785],[2143088],[2165373],[2165603],[2165752],[2167426],[2168253],[2171277],[2171770],[2171875],[2177368],[2177671],[2188553],[2189240],[2191246],[2197107],[2208074],[2208181],[2208674],[2208779],[2210431],[2212286],[2213467],[2216092],[2216395],[2218162],[2225034],[2234349],[2234579],[2234728],[2235973],[2239009],[2241486],[2241634],[2241937],[2243704],[2261751],[2267798],[2268291],[2268396],[2270007],[2270514],[2273955],[2274258],[2288859],[2289864],[2290874],[2297558],[2302389],[2305425],[2307902],[2308050],[2308353],[2310150],[2311481],[2311781],[2312468],[2320335],[2323263],[2325362],[2331409],[2331902],[2332007],[2333593],[2334924],[2335911],[2337917],[2343778],[2355345],[2357102],[2362763],[2363066],[2364833],[2371705],[2383316],[2384887],[2385676],[2389082],[2390092],[2394458],[2395789],[2396776],[2398782],[2402486],[2403496],[2409193],[2410180],[2415011],[2420672],[2420975],[2422712],[2423717],[2424727],[2431411],[2439278],[2442206],[2444003],[2445334],[2454188],[2457116],[2465755],[2469336],[2469878],[2472999],[2475359],[2475991],[2477760],[2478765],[2479775],[2484879],[2486450],[2487239],[2490645],[2491655],[2496021],[2497352],[2503842],[2509608],[2510618],[2516315],[2517302],[2529719],[2530706],[2541501],[2544802],[2545265],[2549834],[2550387],[2551176],[2552955],[2559666],[2560208],[2563329],[2565689],[2580024],[2582384],[2583016],[2585790],[2586800],[2597670],[2598680],[2604377],[2615535],[2616011],[2623991],[2624454],[2629023],[2630365],[2643501],[2644054],[2644843],[2646622],[2649614],[2656996],[2659356],[2683917],[2696275],[2696751],[2701397],[2702186],[2709763],[2711105],[2745343],[2752410],[2758321], [658105,1116297],[762188,1242764],[816745,1308124],[867579,1366132],[874054,1372259],[931617,1437994],[940989,1449406],[947625,1459509],[985422,1496563],[1035246,1549514],[1046309,1562508],[1052784,1568635],[1062237,1579650],[1069612,1590162],[1107957,1626377],[1133896,1654739],[1159632,1678336],[1171693,1691793],[1181988,1702888],[1188463,1709015],[1195447,1719109],[1218201,1740060],[1261439,1781989],[1263738,1783128],[1279132,1796132],[1287915,1805159],[1299784,1818204],[1310962,1829286],[1347485,1865110],[1349784,1866249],[1390677,1905380],[1392621,1903744],[1393485,1906586],[1409087,1919148],[1426496,1937687],[1441066,1951287],[1477483,1985408],[1479427,1983772],[1480291,1986614],[1513302,2015806],[1523049,2022266],[1523406,2024869],[1538798,2036339],[1556139,2051873],[1557003,2054715],[1609611,2098400],[1609968,2101003],[1642185,2125731],[1643049,2128573],[1648205,2132905],[1651915,2133969],[1685421,2162522],[1685778,2165125],[1733526,2204458],[1737236,2205522],[1752777,2217909],[1769726,2231498],[1770083,2234101],[1775564,2237828],[1807560,2264075],[1811270,2265139],[1858685,2304244],[1877304,2316923],[1889196,2327686],[1892906,2328750],[1930123,2358957],[1931269,2360138],[1967692,2387844],[1996323,2406909],[2008242,2416866],[2009388,2418047],[2048439,2446321],[2083297,2471575],[2091936,2477527],[2103111,2484238],[2122297,2498339],[2178817,2538573],[2188253,2543886],[2200035,2551531],[2250576,2584552],[2280937,2605364],[2296571,2614156],[2346706,2645198],[2430424,2694896] ] cell #3070 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3071 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1450763],[1572695],[1653903],[1701241],[1739224],[1780402],[1813258],[1827686],[1863523],[1894894],[1899593],[1903946],[1925495],[1934961],[1979621],[1983974],[2006960],[2013080],[2018383],[2042253],[2047722],[2052075],[2073624],[2089143],[2094517],[2119416],[2121580],[2125933],[2130843],[2149050],[2153403],[2158639],[2159516],[2176389],[2182509],[2192481],[2197579],[2202396],[2218565],[2222241],[2225604],[2227615],[2228492],[2247783],[2253157],[2262013],[2262971],[2278056],[2280220],[2284573],[2291277],[2293769],[2298176],[2300799],[2315709],[2317495],[2320807],[2325624],[2326582],[2339152],[2344250],[2349067],[2358153],[2365236],[2368912],[2372275],[2374286],[2375163],[2384530],[2386570],[2390495],[2392987],[2400017],[2403899],[2406391],[2407707],[2410798],[2413421],[2416062],[2425130],[2427622],[2432029],[2434652],[2449562],[2451348],[2454660],[2459477],[2460435],[2467762],[2468705],[2474213],[2476253],[2480178],[2482670],[2486093],[2488133],[2492058],[2494550],[2501580],[2505056],[2507096],[2511021],[2513513],[2520543],[2524425],[2526917],[2528233],[2531324],[2533947],[2536588],[2543410],[2547718],[2548661],[2554169],[2556209],[2558092],[2559035],[2564543],[2566583],[2570508],[2573000],[2574787],[2575730],[2581238],[2583278],[2587203],[2589695],[2593118],[2595158],[2599083],[2601575],[2608605],[2613680],[2617413],[2617988],[2618931],[2622599],[2626907],[2627850],[2633358],[2635398],[2637077],[2641385],[2642328],[2647836],[2649876],[2651759],[2652702],[2658210],[2660250],[2664175],[2666667],[2669797],[2672280],[2674116],[2674519],[2682062],[2686370],[2687313],[2694420],[2698153],[2698728],[2699671],[2703339],[2707647],[2708590],[2714098],[2716138],[2718872],[2719294],[2720891],[2722188],[2730400],[2732639],[2738290],[2740773],[2742609],[2743012],[2750555],[2754863],[2755806],[2760453],[2761052],[2765110],[2767870],[2769467],[2776001],[2776423],[2778020],[2779317],[2787529],[2789768],[2793855],[2798126],[2798548],[2800334],[2807253],[2807852],[2814670],[2816267],[2825169],[2825978],[2830671],[2831461],[2837940],[2845682],[2850516],[2855574],[2865241],[2874166] ] cell #3072 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658034],[762245],[816674],[868668],[874133],[931674],[940918],[950899],[986554],[1035175],[1047398],[1052863],[1062294],[1072970],[1109161],[1137170],[1159689],[1172825],[1183077],[1188542],[1198891],[1221475],[1264797],[1265933],[1279189],[1287994],[1300988],[1312094],[1350843],[1351979],[1392678],[1394121],[1395737],[1409166],[1428691],[1442270],[1479484],[1480927],[1482543],[1515497],[1523128],[1525730],[1538864],[1556196],[1559255],[1609690],[1612292],[1642242],[1645301],[1650495],[1651981],[1685500],[1688102],[1735816],[1737302],[1752834],[1769805],[1772407],[1777526],[1809850],[1811336],[1860647],[1877383],[1891486],[1892972],[1932085],[1933509],[1968942],[1996389],[2010204],[2011628],[2050341],[2084269],[2093186],[2103177],[2124199],[2181057],[2188319],[2201007],[2251826],[2282839],[2296637],[2347678],[2430490], [561283,762696],[644637,1105458],[657679,874237],[707954,932125],[748375,1232325],[758092,988769],[762336,992388],[803277,1297285],[816319,1052967],[824692,1062745],[827319,1324263],[840640,844764],[858893,1361263],[869694,1111883],[879411,1383847],[914824,1160140],[917804,1427555],[927521,1175040],[931765,1178659],[940563,1188646],[954602,1202636],[957324,961605],[962673,1483679],[975448,1487781],[987031,1238400],[997832,1514361],[1006049,1520639],[1019370,1023494],[1032700,1284735],[1034820,1288098],[1037623,1557639],[1048424,1303710],[1058141,1314309],[1062385,1317928],[1064381,1320255],[1079045,1083323],[1082077,1609794],[1085008,1613908],[1087685,1607201],[1117232,1646437],[1118401,1646723],[1120744,1643685],[1140873,1397866],[1143595,1147876],[1148944,1396873],[1152289,1409270],[1154194,1158318],[1156945,1413821],[1159780,1418294],[1161719,1683011],[1173302,1433630],[1184103,1444992],[1188370,1447493],[1190490,1450856],[1207741,1737830],[1208356,1737580],[1208504,1738175],[1210940,1741801],[1241432,1769909],[1244363,1774023],[1245048,1773354],[1247040,1767316],[1270872,1275150],[1273904,1523232],[1276835,1527346],[1279512,1539392],[1280127,1539142],[1280275,1539737],[1282234,1286515],[1284449,1287583],[1285055,1544257],[1309059,1560391],[1310228,1560677],[1312404,1572788],[1312571,1575286],[1317060,1577339],[1319895,1581812],[1329354,1847360],[1332125,1858341],[1335058,1863111],[1336838,1862367],[1337565,1862661],[1363189,1877487],[1366443,1888386],[1370113,1893500],[1370728,1893250],[1370876,1893845],[1373312,1897471],[1374577,1897231],[1396047,1653996],[1402971,1652509],[1403586,1652259],[1403734,1652854],[1406170,1656480],[1409335,1668267],[1410062,1668561],[1411768,1416046],[1414490,1417731],[1414662,1414800],[1436662,1685604],[1439593,1689718],[1440278,1689049],[1442885,1701514],[1443033,1702109],[1447207,1450341],[1447813,1706629],[1455265,1965272],[1459820,1965952],[1462481,1978630],[1465645,1983230],[1467440,1982882],[1482853,1739317],[1492872,1996917],[1493487,1996667],[1493635,1997262],[1495643,2007898],[1496836,2007593],[1498576,2012668],[1500356,2011924],[1501083,2012218],[1526345,1780675],[1526493,1781270],[1528501,1775220],[1531434,1779990],[1533214,1779246],[1533941,1779540],[1539807,1795242],[1544497,1547696],[1545130,1545260],[1559565,1813351],[1562819,1806750],[1566489,1811864],[1567104,1811614],[1567252,1812209],[1569688,1815835],[1570953,1815595],[1572853,1827622],[1573580,1827916],[1578008,1581249],[1578180,1578318],[1585699,2080727],[1587123,2082091],[1590435,2081786],[1593091,2093623],[1612907,1863796],[1613055,1864391],[1618023,2107231],[1622035,2110901],[1622695,2110157],[1623422,2110451],[1625239,2120589],[1625898,2120340],[1628403,2125189],[1630198,2124841],[1645611,1894987],[1655050,1900646],[1655167,1903882],[1655894,1904176],[1657711,1898602],[1660875,1903202],[1662670,1902854],[1669011,1671944],[1673724,1673845],[1688717,1935234],[1688865,1935829],[1689890,1690028],[1690873,1929779],[1692066,1929474],[1693806,1934549],[1695586,1933805],[1696313,1934099],[1702179,1949801],[1706869,1710068],[1707502,1707632],[1714949,2189922],[1715941,2190702],[1718630,2190453],[1726392,2198829],[1740371,1980674],[1740488,1983910],[1741215,1984204],[1743130,2210518],[1745814,2213825],[1747238,2215189],[1750018,2217367],[1750707,2217019],[1753206,2226721],[1760674,2226284],[1773022,2013353],[1773170,2013948],[1774195,1774333],[1774842,2017566],[1778950,2019633],[1782262,2019328],[1782419,2022393],[1784918,2017489],[1795590,1798754],[1813862,2052755],[1814522,2052011],[1815249,2052305],[1816468,1816598],[1817066,2046731],[1817725,2046482],[1820230,2051331],[1822025,2050983],[1828366,1831299],[1833079,1833200],[1838860,2288830],[1840525,2289951],[1842089,2292164],[1851620,2299020],[1857963,2093700],[1862071,2095767],[1865383,2095462],[1865540,2098527],[1868121,2310215],[1870089,2311547],[1870619,2313150],[1871611,2313930],[1882062,2322057],[1884842,2324235],[1895498,2126613],[1896158,2125869],[1896885,2126163],[1898104,1898234],[1898722,2130280],[1902212,2131687],[1904626,1907493],[1904901,2131438],[1912663,2345500],[1929401,2157822],[1936289,2162997],[1936978,2162649],[1938115,1938236],[1939477,2157745],[1946945,2372955],[1950149,1953313],[1962378,2383381],[1964894,2189999],[1971145,2389169],[1972709,2391382],[1978750,2201833],[1982240,2203240],[1984654,1987521],[1984929,2202991],[1990082,2402573],[1991646,2404786],[1999655,2409259],[2001177,2411642],[2007520,2226798],[2014408,2231973],[2015097,2231625],[2016234,2016355],[2017590,2235769],[2019255,2237165],[2020819,2237088],[2022741,2025816],[2030350,2432873],[2040801,2254407],[2046851,2261450],[2046992,2047173],[2048819,2263118],[2060792,2455910],[2063572,2458088],[2074228,2285253],[2080847,2291537],[2081713,2292241],[2086622,2473064],[2091170,2476057],[2093724,2302185],[2095389,2303581],[2096953,2303504],[2098875,2101950],[2104337,2484944],[2106853,2313227],[2113104,2490732],[2114668,2492945],[2120709,2325061],[2120850,2121031],[2122677,2326729],[2131807,2334623],[2131948,2132129],[2140574,2509695],[2142138,2511908],[2151669,2349911],[2154083,2156950],[2169084,2529785],[2170606,2532168],[2183837,2378644],[2190023,2384683],[2190822,2385375],[2190963,2191144],[2198451,2391459],[2199313,2550474],[2200415,2393134],[2203360,2395488],[2203501,2203682],[2213945,2404159],[2214811,2404863],[2219720,2563394],[2245262,2580089],[2249810,2583082],[2254029,2437434],[2255593,2437357],[2257515,2260590],[2271744,2597757],[2273308,2599970],[2281317,2460582],[2299140,2475058],[2299281,2299462],[2299928,2616076],[2313251,2486246],[2314050,2486938],[2314191,2314372],[2321679,2493022],[2323643,2494697],[2345122,2511985],[2345984,2644141],[2347086,2513660],[2350031,2516014],[2350172,2350353],[2354579,2649680],[2366391,2657061],[2411762,2565388],[2411903,2412084],[2432993,2582083],[2433134,2433315],[2433781,2696816],[2441484,2701484],[2442586,2589842],[2455532,2600047],[2457496,2601722],[2519672,2745408],[2532288,2659055],[2532429,2532610],[2541881,2666814] ] cell #3073 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [614010],[710089],[780060],[818271],[853918],[892336],[922019],[933928],[970455],[1002047],[1006369],[1011384],[1032648],[1041893],[1088005],[1093020],[1118349],[1125014],[1130243],[1156726],[1162039],[1167054],[1188318],[1208061],[1214548],[1244829],[1247360],[1252375],[1257506],[1279832],[1284847],[1290358],[1291548],[1310176],[1316841],[1329674],[1337281],[1343552],[1365256],[1370433],[1374369],[1376920],[1378110],[1403291],[1409778],[1420264],[1421723],[1440059],[1442590],[1447605],[1456448],[1460380],[1467561],[1471330],[1493192],[1495691],[1500799],[1507070],[1508529],[1526050],[1533657],[1539928],[1551964],[1561632],[1566809],[1570745],[1573296],[1574486],[1587171],[1590713],[1597730],[1601662],[1612612],[1619206],[1623138],[1625003],[1630319],[1634088],[1638010],[1651678],[1655610],[1662791],[1666560],[1688422],[1690921],[1696029],[1702300],[1703759],[1713477],[1715705],[1726440],[1729982],[1736999],[1740931],[1747286],[1750828],[1757845],[1761777],[1772727],[1778998],[1782540],[1789557],[1793489],[1804439],[1811033],[1814965],[1816830],[1822146],[1825915],[1829837],[1839624],[1849156],[1851384],[1862119],[1865661],[1869147],[1871375],[1882110],[1885652],[1892669],[1896601],[1899748],[1901976],[1912711],[1916253],[1923270],[1927202],[1933557],[1937099],[1944116],[1948048],[1958998],[1970244],[1978228],[1979776],[1982004],[1989181],[1998713],[2000941],[2011676],[2015218],[2018354],[2027886],[2030114],[2040849],[2044391],[2047877],[2050105],[2060840],[2064382],[2071399],[2075331],[2082735],[2089298],[2093234],[2094488],[2112203],[2121735],[2123963],[2139673],[2147657],[2149205],[2151433],[2158610],[2168142],[2170370],[2181105],[2184647],[2191575],[2192636],[2197550],[2200771],[2222396],[2227586],[2241375],[2247938],[2251874],[2253128],[2270843],[2280375],[2282603],[2293740],[2295456],[2307791],[2315864],[2320778],[2338246],[2339307],[2344221],[2347442],[2369067],[2374257],[2384008],[2399111],[2400172],[2406362],[2427593],[2429309],[2449717],[2454631],[2482641],[2485571],[2501735],[2504534],[2526888],[2553647],[2572971],[2592596],[2632836],[2670708] ] cell #3074 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3075 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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752,2489011],[2319939,2627939],[2321660,2801948],[2322522,2495403],[2337407,2507974],[2343382,2642417],[2345103,2808867],[2345965,2809140],[2349945,2743338],[2351666,2647909],[2360530,2367093],[2361463,2362325],[2365059,2522264],[2366305,2750881],[2368026,2658283],[2390318,2672769],[2390368,2673172],[2398272,2557087],[2403722,2680312],[2403772,2558581],[2411676,2769793],[2412464,2567461],[2419372,2420234],[2424953,2575276],[2432907,2778346],[2433695,2778681],[2438882,2699760],[2440603,2590548],[2441465,2835738],[2447817,2448605],[2453792,2708679],[2455513,2839554],[2456375,2602428],[2480001,2618477],[2491881,2730889],[2491931,2627396],[2499835,2500623],[2510844,2741262],[2510894,2741665],[2518798,2650754],[2519586,2811814],[2524248,2524298],[2532202,2816593],[2532990,2661128],[2539898,2540760],[2566215,2685668],[2570331,2570381],[2587026,2699217],[2587076,2782152],[2598906,2788018],[2598956,2708136],[2606860,2607648],[2617236,2617286],[2648926,2746568],[2659882,2754161],[2663998,2664048],[2697976,2698026],[2715188,2715770] ] cell #3076 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [762874],[874184],[932303],[986605],[992303],[1052914],[1062923],[1073021],[1109639],[1160318],[1172876],[1178574],[1188593],[1199369],[1235943],[1264848],[1288045],[1301466],[1312145],[1317843],[1328017],[1350894],[1394599],[1395788],[1409217],[1418209],[1431173],[1442748],[1451931],[1481405],[1482594],[1523179],[1524393],[1526208],[1539652],[1559306],[1572829],[1609741],[1610955],[1612770],[1645352],[1647161],[1652769],[1655143],[1668252],[1685551],[1688580],[1732482],[1738090],[1740464],[1769856],[1772885],[1774818],[1779231],[1812124],[1814498],[1843141],[1857939],[1862352],[1877434],[1893760],[1896134],[1898587],[1929377],[1933790],[1964870],[1978615],[1992698],[1997177],[2007496],[2011909],[2019231],[2046716],[2080712],[2081689],[2095365],[2106829],[2110142],[2120574],[2131672],[2190687],[2198427],[2203225],[2210503],[2213810],[2214787],[2254005],[2289936],[2299005],[2313915],[2321655],[2345098],[2349896],[2389154],[2402558],[2411627],[2432858],[2455508],[2490717],[2509680],[2532153],[2550459],[2597742],[2644126],[2701469] ] cell #3077 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3078 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [614012],[710091],[780062],[818273],[853920],[892338],[922021],[933922],[970457],[1002049],[1006371],[1011378],[1032650],[1041895],[1088007],[1093014],[1118351],[1125016],[1130237],[1156728],[1162041],[1167048],[1188320],[1208063],[1214542],[1244831],[1247362],[1252369],[1257501],[1279834],[1284841],[1290352],[1291550],[1310178],[1316843],[1329676],[1337275],[1343547],[1365258],[1370435],[1374363],[1376914],[1378112],[1403293],[1409772],[1420259],[1421717],[1440061],[1442592],[1447599],[1456450],[1460374],[1467556],[1471332],[1493194],[1495685],[1500793],[1507065],[1508523],[1526052],[1533651],[1539923],[1551959],[1561634],[1566811],[1570739],[1573290],[1574488],[1587165],[1590708],[1597732],[1601656],[1612614],[1619208],[1623132],[1624953],[1630314],[1634090],[1638005],[1651680],[1655604],[1662786],[1666562],[1688424],[1690915],[1696023],[1702295],[1703753],[1713472],[1715655],[1726434],[1729977],[1737001],[1740925],[1747280],[1750823],[1757847],[1761771],[1772729],[1778992],[1782535],[1789559],[1793483],[1804441],[1811035],[1814959],[1816780],[1822141],[1825917],[1829832],[1839479],[1849151],[1851334],[1862113],[1865656],[1869142],[1871325],[1882104],[1885647],[1892671],[1896595],[1899743],[1901926],[1912705],[1916248],[1923272],[1927196],[1933551],[1937094],[1944118],[1948042],[1959000],[1970099],[1978230],[1979771],[1981954],[1989036],[1998708],[2000891],[2011670],[2015213],[2018209],[2027881],[2030064],[2040843],[2044386],[2047872],[2050055],[2060834],[2064377],[2071401],[2075325],[2082730],[2089293],[2093228],[2094343],[2112058],[2121730],[2123913],[2139528],[2147659],[2149200],[2151383],[2158465],[2168137],[2170320],[2181099],[2184642],[2191430],[2192631],[2197405],[2200721],[2222391],[2227441],[2241370],[2247933],[2251868],[2252983],[2270698],[2280370],[2282553],[2293595],[2295406],[2307786],[2315859],[2320633],[2338101],[2339302],[2344076],[2347392],[2369062],[2374112],[2383958],[2398966],[2400167],[2406217],[2427448],[2429259],[2449712],[2454486],[2482496],[2485521],[2501730],[2504484],[2526743],[2553597],[2572826],[2592546],[2632786],[2670658] ] cell #3079 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [1243524],[1336437],[1358429],[1372524],[1438754],[1466999],[1488861],[1499955],[1502903],[1532813],[1554805],[1568900],[1580410],[1583839],[1596930],[1618406],[1629757],[1634627],[1640851],[1662229],[1673323],[1679096],[1684091],[1695185],[1698133],[1709280],[1723108],[1731717],[1743954],[1757045],[1761619],[1768396],[1775666],[1788757],[1800108],[1802405],[1804978],[1805424],[1810233],[1821584],[1826454],[1832678],[1835626],[1838451],[1853242],[1857089],[1858787],[1879150],[1885763],[1887387],[1891869],[1909379],[1917988],[1920255],[1922470],[1924351],[1925181],[1927044],[1928186],[1930225],[1943316],[1947890],[1954667],[1956964],[1959537],[1959983],[1967020],[1973761],[1974133],[1974213],[1977428],[1998756],[2002799],[2006646],[2008344],[2031972],[2035819],[2037517],[2037889],[2037969],[2041883],[2042224],[2044502],[2057880],[2064493],[2066117],[2068384],[2070599],[2072480],[2073310],[2075173],[2076315],[2082778],[2083399],[2085438],[2088711],[2089114],[2089341],[2110109],[2111872],[2115720],[2116092],[2116172],[2119387],[2136449],[2137579],[2143190],[2143562],[2143642],[2146857],[2148618],[2149021],[2149248],[2152373],[2166596],[2168185],[2172228],[2176075],[2178145],[2178225],[2182139],[2182480],[2184758],[2188927],[2191244],[2193964],[2197219],[2197450],[2208002],[2209132],[2216497],[2216869],[2216949],[2218536],[2221809],[2222212],[2222439],[2235572],[2241418],[2242411],[2242491],[2244078],[2247351],[2247754],[2247981],[2252797],[2253028],[2268749],[2269583],[2270512],[2274360],[2274732],[2274812],[2278027],[2279788],[2280191],[2280418],[2283543],[2288857],[2290310],[2291248],[2295157],[2307834],[2308827],[2308907],[2312155],[2315277],[2315680],[2315907],[2317192],[2320447],[2320678],[2332360],[2333194],[2337915],[2338720],[2339123],[2339350],[2340635],[2343890],[2344121],[2363540],[2363620],[2363752],[2365207],[2368480],[2368883],[2369110],[2373926],[2374157],[2383709],[2384227],[2390466],[2398780],[2399585],[2399988],[2400215],[2401520],[2402932],[2403870],[2406031],[2406262],[2407779],[2413392],[2421449],[2421529],[2421661],[2422710],[2422751],[2425101],[2427262],[2427493],[2429010],[2444169],[2449130],[2449533],[2449760],[2451045],[2454300],[2454531],[2468033],[2468777],[2473910],[2477758],[2477799],[2480149],[2482310],[2482541],[2484071],[2485045],[2485272],[2485790],[2492029],[2494421],[2496187],[2501148],[2501551],[2501778],[2503034],[2504008],[2504753],[2510992],[2520514],[2522046],[2526557],[2526788],[2528305],[2533918],[2543719],[2544800],[2544841],[2545431],[2547989],[2548733],[2552147],[2553121],[2553866],[2558363],[2559107],[2563495],[2564240],[2568129],[2572640],[2572871],[2575058],[2575802],[2580935],[2587174],[2589566],[2591096],[2592070],[2599054],[2601446],[2608576],[2611328],[2611712],[2613989],[2615701],[2616177],[2618259],[2619003],[2622908],[2623989],[2624030],[2624620],[2627178],[2627922],[2631336],[2632310],[2637386],[2641656],[2642400],[2646788],[2647533],[2657162],[2657907],[2666538],[2669349],[2672551],[2672954],[2673544],[2674828],[2679710],[2680094],[2682371],[2684083],[2694729],[2696441],[2696917],[2698999],[2699743],[2707918],[2708662],[2713050],[2721200],[2721535],[2727469],[2730671],[2731664],[2741044],[2741447],[2742037],[2743321],[2745509],[2750864],[2752576],[2769776],[2778329],[2778664],[2781934],[2782524],[2787800],[2788793],[2811797],[2816576],[2820771], 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] cell #3080 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [994012],[1116632],[1159437],[1180283],[1235703],[1243729],[1286983],[1308459],[1319552],[1325551],[1365124],[1373073],[1409071],[1417097],[1430933],[1438959],[1449741],[1451460],[1456316],[1467207],[1489069],[1494977],[1503111],[1503493],[1521927],[1523033],[1539508],[1561500],[1569449],[1572589],[1580615],[1581717],[1586457],[1597598],[1608489],[1609595],[1619074],[1629965],[1632582],[1632892],[1651546],[1652625],[1653797],[1662437],[1668345],[1684299],[1685405],[1690207],[1698341],[1698723],[1701880],[1702014],[1709829],[1711119],[1713239],[1725726],[1736867],[1737946],[1739118],[1746572],[1754458],[1757713],[1760313],[1768604],[1769710],[1778284],[1779324],[1781041],[1781175],[1789425],[1800316],[1805973],[1810901],[1811980],[1813152],[1821792],[1824409],[1824719],[1827700],[1828408],[1835834],[1836216],[1845261],[1848918],[1857297],[1861405],[1862445],[1864162],[1864296],[1868909],[1877288],[1878897],[1881396],[1892537],[1893616],[1894788],[1899510],[1901228],[1903960],[1904668],[1911997],[1923138],[1925389],[1928394],[1928776],[1932843],[1933883],[1935600],[1935734],[1940729],[1943984],[1946584],[1949863],[1954875],[1957492],[1957802],[1966767],[1975263],[1978096],[1979538],[1981256],[1983988],[1984696],[1994200],[1997033],[1998475],[2006854],[2010962],[2012002],[2013719],[2013853],[2018397],[2022455],[2023991],[2027648],[2036027],[2039019],[2040135],[2042892],[2043026],[2045534],[2045844],[2047639],[2049357],[2052089],[2052797],[2057627],[2060126],[2068012],[2071267],[2073518],[2073867],[2082497],[2089060],[2090414],[2092520],[2094531],[2098589],[2100125],[2108129],[2110235],[2117222],[2120055],[2120189],[2121497],[2123215],[2125947],[2126655],[2130969],[2136196],[2137207],[2144692],[2147525],[2148507],[2148967],[2150321],[2153417],[2154125],[2156589],[2158653],[2161083],[2162711],[2167904],[2176283],[2177892],[2180391],[2183148],[2183282],[2192398],[2193186],[2194281],[2197593],[2198024],[2202522],[2207749],[2208760],[2210641],[2214384],[2222158],[2223512],[2225618],[2226326],[2227629],[2230059],[2231687],[2239815],[2241137],[2242158],[2247700],[2249054],[2251160],[2252676],[2253171],[2253602],[2257229],[2262139],[2262985],[2268377],[2275862],[2278695],[2278829],[2280137],[2284587],[2285295],[2290074],[2290627],[2293783],[2295198],[2298302],[2301504],[2306231],[2307553],[2308574],[2310108],[2315626],[2317509],[2320821],[2321252],[2323949],[2325750],[2326596],[2331988],[2337006],[2339069],[2340952],[2344264],[2344695],[2348397],[2349193],[2358279],[2360944],[2363287],[2368829],[2370183],[2372289],[2372997],[2374300],[2376730],[2378358],[2383274],[2383750],[2384544],[2386696],[2389292],[2393001],[2397871],[2399934],[2403249],[2406405],[2407820],[2408028],[2410924],[2416188],[2418853],[2421196],[2424480],[2425283],[2427636],[2429051],[2432155],[2435357],[2447416],[2449479],[2451362],[2454674],[2455105],[2457802],[2459603],[2460449],[2468818],[2469026],[2472957],[2474227],[2476379],[2479528],[2480331],[2482684],[2485313],[2486107],[2488259],[2489425],[2494564],[2499434],[2501497],[2504276],[2505070],[2507222],[2509818],[2513527],[2523775],[2524578],[2526931],[2528346],[2528554],[2531450],[2536714],[2548774],[2548982],[2553389],[2554183],[2556335],[2559148],[2559356],[2562289],[2564557],[2566709],[2569858],[2570661],[2573014],[2575843],[2576051],[2579982],[2581252],[2583404],[2589709],[2592338],[2593132],[2595284],[2601589],[2613291],[2619044],[2619252],[2625853],[2627963],[2628171],[2632578],[2633372],[2635524],[2642441],[2642649],[2647850],[2650002],[2652815],[2653023],[2658224],[2660376],[2666681],[2670450],[2674130],[2678488],[2687426],[2687634],[2699784],[2699992],[2708703],[2708911],[2714112],[2716264],[2717906],[2722301],[2722509],[2742623],[2755919],[2756127],[2761368],[2779430],[2779638],[2808168] ] cell #3081 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1711210],[1828499],[1904759],[1949923],[1984787],[2022515],[2052888],[2066550],[2098649],[2126746],[2131074],[2134815],[2154216],[2162771],[2202627],[2206368],[2226417],[2231747],[2236542],[2257289],[2262244],[2265985],[2285386],[2298407],[2302958],[2324009],[2325855],[2329596],[2333960],[2349298],[2353039],[2357671],[2358384],[2373088],[2378418],[2386801],[2390836],[2394825],[2408088],[2411029],[2413908],[2415580],[2416293],[2432260],[2436811],[2444370],[2445114],[2457862],[2459708],[2463449],[2469086],[2471000],[2474395],[2476484],[2488364],[2489828],[2492399],[2496388],[2497132],[2507327],[2511362],[2515351],[2522837],[2528614],[2531555],[2534434],[2536106],[2536819],[2544587],[2546108],[2549042],[2550956],[2556440],[2559416],[2561330],[2562420],[2564725],[2566814],[2568920],[2576111],[2578025],[2581420],[2583509],[2595389],[2596853],[2599424],[2603413],[2604157],[2610251],[2610892],[2614857],[2616378],[2619312],[2621226],[2623776],[2625297],[2628231],[2630145],[2635629],[2638254],[2639775],[2642709],[2644623],[2650107],[2653083],[2654997],[2656087],[2658392],[2660481],[2662587],[2668121],[2671090],[2671731],[2675696],[2677217],[2678633],[2679274],[2683239],[2684760],[2687694],[2689608],[2690991],[2691632],[2695597],[2697118],[2700052],[2701966],[2704516],[2706037],[2708971],[2710885],[2716369],[2719972],[2722569],[2722941],[2723582],[2726241],[2729210],[2729851],[2733816],[2735337],[2736614],[2739583],[2740224],[2744189],[2745710],[2747126],[2747767],[2751732],[2753253],[2756187],[2758101],[2760293],[2761901],[2763176],[2763434],[2768548],[2771517],[2772158],[2777101],[2779698],[2780070],[2780711],[2783370],[2786339],[2786980],[2790945],[2792466],[2794347],[2794615],[2795599],[2796453],[2801782],[2803315],[2807093],[2808701],[2809976],[2810234],[2815348],[2818317],[2818958],[2822150],[2822529],[2825009],[2826738],[2827722],[2831953],[2832221],[2833205],[2834059],[2839388],[2840921],[2843710],[2846174],[2846442],[2847497],[2851746],[2852125],[2856334],[2857318],[2862793],[2863269],[2866001],[2866482],[2870269],[2874864],[2877522],[2880363],[2885662],[2890495] ] cell #3082 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [825531],[934798],[1012254],[1055411],[1093890],[1135455],[1167924],[1181284],[1219760],[1253245],[1257885],[1263034],[1285717],[1295570],[1343931],[1349080],[1375239],[1382132],[1387672],[1414990],[1420643],[1425792],[1448475],[1467940],[1474478],[1504905],[1507449],[1512598],[1518069],[1540307],[1545456],[1551190],[1552343],[1571615],[1578508],[1591092],[1598323],[1604631],[1625718],[1630698],[1634727],[1637236],[1638389],[1663170],[1669708],[1680441],[1681694],[1700135],[1702679],[1707828],[1716420],[1720092],[1726876],[1730361],[1751207],[1753642],[1758438],[1764746],[1765999],[1782919],[1790150],[1796458],[1808254],[1817545],[1822525],[1826554],[1829063],[1830216],[1842525],[1845869],[1852099],[1855771],[1866040],[1872090],[1875762],[1877592],[1882546],[1886031],[1889890],[1902691],[1906363],[1913147],[1916632],[1937478],[1939913],[1944709],[1951017],[1952270],[1961833],[1963670],[1973145],[1976489],[1982719],[1986391],[1992082],[1995426],[2001656],[2005328],[2015597],[2021255],[2024599],[2030829],[2034501],[2044770],[2050820],[2054492],[2056322],[2061276],[2064761],[2068620],[2077881],[2086077],[2087914],[2097389],[2100733],[2103792],[2105629],[2115104],[2118448],[2124678],[2128350],[2131262],[2133099],[2142574],[2145918],[2152148],[2155820],[2161511],[2164855],[2171085],[2174757],[2185026],[2194619],[2201486],[2202815],[2204652],[2210979],[2219175],[2221012],[2230487],[2233831],[2236521],[2244717],[2246554],[2256029],[2259373],[2262432],[2264269],[2273744],[2277088],[2283318],[2286990],[2293230],[2298595],[2301932],[2302937],[2317847],[2326043],[2327880],[2341290],[2348157],[2349486],[2351323],[2357650],[2365846],[2367683],[2377158],[2380502],[2386067],[2386989],[2390815],[2393497],[2411217],[2415559],[2427083],[2432448],[2435785],[2436790],[2451700],[2459896],[2461733],[2470979],[2472350],[2482131],[2488552],[2492378],[2506593],[2507515],[2511341],[2514023],[2531743],[2536085],[2544213],[2555706],[2556628],[2561309],[2578004],[2579375],[2595577],[2599403],[2621205],[2623402],[2635817],[2637880],[2654976],[2675322],[2689587],[2704142],[2733442],[2760921] ] cell #3083 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1415899],[1451362],[1505814],[1545437],[1579417],[1581771],[1634708],[1668686],[1674804],[1701044],[1702068],[1707809],[1711212],[1753555],[1762414],[1779665],[1781229],[1795610],[1826535],[1828041],[1828501],[1834159],[1842438],[1862786],[1864350],[1878034],[1903222],[1904301],[1904761],[1918425],[1934224],[1935788],[1939826],[1948685],[1949925],[1950169],[1964112],[1973058],[1983250],[1984329],[1984789],[1991995],[1997381],[2012343],[2013907],[2021168],[2021543],[2022517],[2022761],[2043080],[2051351],[2052430],[2052890],[2056764],[2066554],[2079753],[2088356],[2097302],[2097677],[2098651],[2098895],[2106071],[2110576],[2115017],[2118059],[2120243],[2125209],[2126288],[2126748],[2131076],[2132444],[2133541],[2134819],[2142487],[2153758],[2154218],[2161424],[2161799],[2162773],[2163017],[2166810],[2183336],[2187410],[2196491],[2202629],[2203997],[2205094],[2206372],[2212067],[2212851],[2217387],[2221454],[2224217],[2224304],[2225959],[2226419],[2230400],[2230775],[2231749],[2231993],[2236546],[2238393],[2246996],[2255942],[2257291],[2257535],[2262246],[2263614],[2264711],[2265989],[2273657],[2276699],[2278883],[2284928],[2285388],[2295728],[2298409],[2301845],[2302962],[2304809],[2310638],[2311567],[2316200],[2318935],[2319719],[2322179],[2322621],[2324011],[2324255],[2325857],[2327225],[2328322],[2329600],[2334081],[2343162],[2349300],[2351765],[2353043],[2357675],[2358386],[2359522],[2359677],[2368125],[2370888],[2370975],[2372630],[2373090],[2377071],[2378420],[2378664],[2380113],[2386803],[2387383],[2390840],[2392614],[2393939],[2394946],[2401673],[2402243],[2408090],[2408350],[2408435],[2409279],[2411031],[2412244],[2413912],[2415584],[2416295],[2417431],[2417586],[2429581],[2432262],[2435698],[2436815],[2438662],[2443657],[2444491],[2445118],[2452788],[2453572],[2456032],[2456474],[2457864],[2458108],[2459710],[2462175],[2463453],[2464938],[2465025],[2468186],[2469088],[2470377],[2470462],[2471004],[2474516],[2476077],[2476486],[2476911],[2477066],[2483983],[2488366],[2489832],[2490143],[2490402],[2492403],[2496509],[2497136],[2507329],[2511366],[2513140],[2514465],[2515472],[2521589],[2521676],[2528616],[2528876],[2528961],[2529805],[2531557],[2532770],[2534438],[2536110],[2536821],[2537957],[2538112],[2540417],[2540859],[2543631],[2544591],[2545781],[2546229],[2547428],[2548142],[2549044],[2550144],[2550960],[2556442],[2559418],[2561334],[2562433],[2564846],[2566816],[2576113],[2577402],[2577487],[2578029],[2581541],[2583102],[2583511],[2583936],[2584091],[2589322],[2590205],[2590647],[2595391],[2596857],[2597168],[2597427],[2599428],[2603534],[2603619],[2604161],[2607428],[2610816],[2610905],[2613442],[2613901],[2614861],[2619314],[2620603],[2620688],[2621230],[2623780],[2625418],[2628233],[2630149],[2635631],[2638258],[2639448],[2639896],[2639981],[2641095],[2641809],[2642711],[2643811],[2644627],[2645973],[2649700],[2650109],[2650534],[2653085],[2655001],[2656100],[2658513],[2660483],[2662260],[2668529],[2671744],[2675700],[2676890],[2677338],[2677423],[2679198],[2679287],[2683243],[2687696],[2689612],[2691556],[2691645],[2692227],[2693319],[2694182],[2694641],[2695601],[2698438],[2700054],[2701154],[2701970],[2704520],[2706158],[2706243],[2708973],[2710889],[2716371],[2722571],[2723506],[2723595],[2724177],[2725269],[2726649],[2729864],[2733820],[2735458],[2735543],[2737022],[2737665],[2740237],[2742774],[2744193],[2747691],[2747780],[2748362],[2749454],[2751736],[2756189],[2758105],[2763180],[2763842],[2764485],[2772082],[2772171],[2772753],[2773845],[2775490],[2779700],[2780724],[2783778],[2784421],[2786993],[2790949],[2794907],[2796466],[2797615],[2800802],[2803723],[2804366],[2809980],[2813737],[2818971],[2822340],[2822542],[2827030],[2829738],[2834072],[2843723],[2847687],[2852138],[2863282] ] cell #3084 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [613968],[710047],[780018],[818268],[853876],[892333],[921977],[933927],[970452],[1002005],[1006366],[1011383],[1032606],[1041890],[1088002],[1093019],[1118307],[1125011],[1130242],[1156723],[1162036],[1167053],[1188276],[1208058],[1214547],[1244826],[1247357],[1252374],[1257505],[1279829],[1284846],[1290357],[1291545],[1310134],[1316838],[1329671],[1337280],[1343551],[1365253],[1370430],[1374368],[1376919],[1378107],[1403288],[1409777],[1420263],[1421722],[1440056],[1442587],[1447604],[1456445],[1460379],[1467560],[1471327],[1493189],[1495690],[1500798],[1507069],[1508528],[1526047],[1533656],[1539927],[1551963],[1561629],[1566806],[1570744],[1573295],[1574483],[1587170],[1590712],[1597727],[1601661],[1612609],[1619203],[1623137],[1625002],[1630318],[1634085],[1638009],[1651675],[1655609],[1662790],[1666557],[1688419],[1690920],[1696028],[1702299],[1703758],[1713476],[1715704],[1726439],[1729981],[1736996],[1740930],[1747285],[1750827],[1757842],[1761776],[1772724],[1778997],[1782539],[1789554],[1793488],[1804436],[1811030],[1814964],[1816829],[1822145],[1825912],[1829836],[1839623],[1849155],[1851383],[1862118],[1865660],[1869146],[1871374],[1882109],[1885651],[1892666],[1896600],[1899747],[1901975],[1912710],[1916252],[1923267],[1927201],[1933556],[1937098],[1944113],[1948047],[1958995],[1970243],[1978225],[1979775],[1982003],[1989180],[1998712],[2000940],[2011675],[2015217],[2018353],[2027885],[2030113],[2040848],[2044390],[2047876],[2050104],[2060839],[2064381],[2071396],[2075330],[2082734],[2089297],[2093233],[2094487],[2112202],[2121734],[2123962],[2139672],[2147654],[2149204],[2151432],[2158609],[2168141],[2170369],[2181104],[2184646],[2191574],[2192635],[2197549],[2200770],[2222395],[2227585],[2241374],[2247937],[2251873],[2253127],[2270842],[2280374],[2282602],[2293739],[2295455],[2307790],[2315863],[2320777],[2338245],[2339306],[2344220],[2347441],[2369066],[2374256],[2384007],[2399110],[2400171],[2406361],[2427592],[2429308],[2449716],[2454630],[2482640],[2485570],[2501734],[2504533],[2526887],[2553646],[2572970],[2592595],[2632835],[2670707] ] cell #3085 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874797],[992288],[1053527],[1108562],[1115535],[1178559],[1189206],[1196052],[1235500],[1288658],[1300389],[1307362],[1317828],[1325348],[1364520],[1391282],[1418194],[1430730],[1441671],[1448644],[1455712],[1478088],[1521724],[1524011],[1539637],[1548752],[1560896],[1572386],[1608286],[1610573],[1650942],[1652754],[1653594],[1669058],[1686383],[1701276],[1736263],[1738075],[1738915],[1770688],[1780037],[1780437],[1795353],[1812109],[1812949],[1863158],[1863558],[1893745],[1894585],[1901406],[1902965],[1934596],[1934996],[1981434],[1982993],[1997162],[2012715],[2013115],[2019940],[2049535],[2051094],[2096074],[2110948],[2123393],[2124952],[2160196],[2161261],[2193364],[2217130],[2229172],[2230237],[2264454],[2294464],[2301682],[2310365],[2328065],[2376908],[2383531],[2393682],[2435535],[2461918],[2473214],[2514208],[2580239], 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53435,2521426],[2361305,2362167],[2367868,2657909],[2370725,2534830],[2385472,2669347],[2385570,2545480],[2391538,2672553],[2392249,2672956],[2395585,2674826],[2395683,2553170],[2404256,2679708],[2404942,2680096],[2408989,2682369],[2409137,2563544],[2419214,2420076],[2430220,2694727],[2437513,2699001],[2438829,2699741],[2440445,2590390],[2445228,2445278],[2452423,2707920],[2453739,2708660],[2456217,2602270],[2463845,2464775],[2475155,2721198],[2475253,2615750],[2475787,2721533],[2475935,2616226],[2487035,2727467],[2487133,2624669],[2493101,2730673],[2497246,2497296],[2512064,2741046],[2512775,2741449],[2516111,2743319],[2516209,2646837],[2529515,2750862],[2529663,2657211],[2539740,2540602],[2551070,2551120],[2565485,2769774],[2565583,2684132],[2582180,2778327],[2582278,2696490],[2582812,2778662],[2582960,2696966],[2588957,2781936],[2600126,2787802],[2604271,2604321],[2630259,2630309],[2644737,2644787],[2649410,2811795],[2649558,2745558],[2659152,2816574],[2659250,2752625],[2702080,2702130],[2710999,2711049],[2758215,2758265] ] cell #3086 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1244659],[1373342],[1418027],[1439889],[1451416],[1495673],[1503746],[1547726],[1569718],[1581545],[1581712],[1587153],[1625597],[1633445],[1669041],[1677114],[1690903],[1698976],[1702009],[1710098],[1711124],[1716299],[1726422],[1747268],[1753012],[1760704],[1761165],[1778980],[1780020],[1781170],[1795948],[1817424],[1825272],[1828396],[1828413],[1836469],[1841895],[1851978],[1862101],[1863141],[1864291],[1871969],[1882092],[1884588],[1884876],[1902570],[1903560],[1904656],[1904673],[1912693],[1918437],[1933539],[1934579],[1935729],[1939283],[1946975],[1947436],[1949912],[1950507],[1958355],[1961581],[1972515],[1982598],[1983588],[1984684],[1984701],[1991452],[1998613],[2001535],[2003957],[2011658],[2012698],[2013848],[2020625],[2021555],[2022504],[2023099],[2030708],[2040831],[2043021],[2046397],[2050699],[2051689],[2052785],[2052802],[2060822],[2063318],[2063606],[2066566],[2074258],[2074719],[2082635],[2085825],[2093216],[2096759],[2097689],[2098638],[2099233],[2103540],[2110931],[2112293],[2114474],[2120184],[2124557],[2125547],[2126643],[2126660],[2131010],[2131063],[2132456],[2134831],[2141944],[2152027],[2154113],[2154130],[2156980],[2157441],[2160881],[2161811],[2162760],[2163355],[2168042],[2170964],[2173386],[2181087],[2183277],[2183583],[2183871],[2191665],[2198859],[2201365],[2202563],[2202616],[2204009],[2206384],[2215219],[2217725],[2218923],[2226314],[2226331],[2229857],[2230787],[2231736],[2232331],[2236558],[2241275],[2244465],[2251856],[2254437],[2255399],[2257278],[2257873],[2260336],[2260624],[2262180],[2262233],[2263626],[2266001],[2270933],[2273114],[2278824],[2280275],[2283197],[2285283],[2285300],[2285619],[2292978],[2298343],[2298396],[2299496],[2301302],[2302974],[2307691],[2314406],[2316212],[2322087],[2323998],[2324593],[2325791],[2325844],[2327237],[2329612],[2338336],[2339207],[2345530],[2348036],[2348871],[2349234],[2349287],[2350387],[2353055],[2355921],[2357687],[2358373],[2359689],[2365594],[2372985],[2373002],[2374347],[2376528],[2378407],[2379002],[2386737],[2386790],[2387395],[2388281],[2390852],[2391216],[2399201],[2400072],[2401685],[2404620],[2408077],[2410965],[2411018],[2412118],[2413924],[2415596],[2416282],[2417598],[2425757],[2426831],[2427683],[2432196],[2432249],[2433349],[2435155],[2436444],[2436827],[2437191],[2445130],[2449617],[2455940],[2457851],[2458446],[2459644],[2459697],[2463465],[2468198],[2468601],[2469075],[2471016],[2472164],[2476473],[2477078],[2480805],[2481879],[2482731],[2484044],[2488300],[2488353],[2489844],[2492415],[2492779],[2497148],[2501635],[2505615],[2507263],[2507316],[2508807],[2511378],[2511742],[2514850],[2525052],[2526978],[2528603],[2531491],[2531544],[2532644],[2534450],[2536122],[2536808],[2538124],[2543692],[2544027],[2544603],[2548154],[2549031],[2550972],[2554728],[2556376],[2556429],[2558931],[2559405],[2561346],[2562494],[2566803],[2571135],[2573061],[2575626],[2576100],[2576227],[2578041],[2579189],[2583498],[2584103],[2593677],[2595325],[2595378],[2596869],[2599440],[2599804],[2604173],[2610966],[2613962],[2614873],[2618827],[2619301],[2619428],[2621242],[2623216],[2623792],[2626327],[2628220],[2630161],[2633917],[2635565],[2635618],[2637694],[2638270],[2641821],[2642698],[2644639],[2650096],[2652598],[2653072],[2653199],[2655013],[2656161],[2660470],[2671805],[2675136],[2675712],[2679348],[2681665],[2683255],[2687209],[2687683],[2687810],[2689624],[2691706],[2694702],[2695613],[2700041],[2701982],[2703956],[2704532],[2708960],[2710901],[2716358],[2719730],[2722558],[2723656],[2728478],[2729925],[2733256],[2733832],[2740298],[2744205],[2747841],[2751748],[2756176],[2758117],[2760735],[2763192],[2766187],[2772232],[2779687],[2780785],[2787054],[2790961],[2793781],[2796527],[2809992],[2819032],[2822705],[2834133],[2852301] ] cell #3087 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1063901],[1182212],[1263962],[1310428],[1350008],[1392951],[1426720],[1441045],[1479757],[1513526],[1518433],[1523385],[1546384],[1556469],[1604995],[1609947],[1635655],[1642515],[1648184],[1674987],[1680805],[1685757],[1708756],[1727240],[1733505],[1762597],[1765110],[1770062],[1775442],[1796822],[1801774],[1807539],[1808618],[1827482],[1834342],[1846233],[1852763],[1858563],[1878282],[1882910],[1886756],[1889175],[1890254],[1913511],[1919776],[1930001],[1931248],[1948868],[1951381],[1956333],[1964360],[1967671],[1973537],[1976853],[1995790],[1997976],[2002320],[2008120],[2009367],[2024963],[2031493],[2037293],[2048317],[2057012],[2061640],[2065486],[2067905],[2068984],[2080348],[2083175],[2088604],[2091915],[2101097],[2106319],[2109630],[2111219],[2115496],[2118812],[2122175],[2133789],[2137100],[2142966],[2146282],[2165219],[2167405],[2171749],[2177549],[2178796],[2187619],[2189092],[2197086],[2199913],[2205342],[2208653],[2213446],[2216273],[2221702],[2225013],[2234195],[2238988],[2241815],[2247244],[2250555],[2259737],[2264959],[2268270],[2269859],[2274136],[2277452],[2280815],[2289307],[2295937],[2297410],[2305404],[2308231],[2310847],[2312320],[2320314],[2323141],[2328570],[2331881],[2334290],[2335763],[2343757],[2346584],[2352013],[2355324],[2360117],[2362944],[2368373],[2371684],[2380866],[2388525],[2394187],[2395155],[2396628],[2401929],[2408559],[2410032],[2418026],[2420853],[2423160],[2429790],[2431263],[2439257],[2442084],[2444700],[2446173],[2454167],[2456994],[2462423],[2465734],[2470586],[2474725],[2477506],[2478208],[2490088],[2496718],[2498191],[2509051],[2514713],[2515681],[2517154],[2522455],[2529085],[2530558],[2538552],[2541379],[2545726],[2546438],[2549277],[2551383],[2565055],[2568538],[2577611],[2581750],[2584531],[2585233],[2597113],[2603743],[2605216],[2612524],[2613557],[2620812],[2625627],[2628466],[2639393],[2640105],[2642944],[2645050],[2658722],[2662205],[2668644],[2676835],[2677547],[2680906],[2693264],[2694297],[2706367],[2709206],[2725214],[2726764],[2735667],[2737137],[2749399],[2763957],[2773790],[2783893],[2803838],[2822455] ] cell #3088 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1675873],[1711886],[1763483],[1801694],[1835228],[1837691],[1886676],[1918725],[1924504],[1949754],[1950691],[1956253],[1959718],[1997836],[2005969],[2021843],[2023283],[2036540],[2065406],[2066854],[2067277],[2072633],[2080208],[2097977],[2099417],[2111568],[2134170],[2135119],[2135542],[2147867],[2162099],[2163539],[2167265],[2175398],[2176595],[2176796],[2189441],[2196946],[2205723],[2206672],[2207095],[2213306],[2218047],[2231075],[2232515],[2238848],[2239175],[2239999],[2240200],[2258057],[2265340],[2266289],[2266712],[2270208],[2279037],[2290759],[2297759],[2305264],[2305591],[2306415],[2306616],[2312669],[2316500],[2320174],[2322869],[2324777],[2328951],[2329900],[2330323],[2334135],[2335224],[2336112],[2337181],[2343617],[2353343],[2353766],[2359977],[2360304],[2361128],[2361329],[2364718],[2379186],[2382853],[2389977],[2395000],[2396089],[2396977],[2398046],[2402782],[2403381],[2407110],[2410381],[2412699],[2412839],[2414212],[2414635],[2417886],[2418213],[2419037],[2419238],[2423175],[2424612],[2431612],[2439117],[2440268],[2440469],[2444545],[2445634],[2446522],[2447591],[2454027],[2456722],[2458630],[2463753],[2464176],[2472536],[2474570],[2477366],[2478223],[2479660],[2484416],[2485118],[2488785],[2490941],[2491540],[2493537],[2493886],[2495068],[2495269],[2496563],[2497652],[2498540],[2499609],[2503379],[2510503],[2515526],[2517503],[2518572],[2522470],[2523012],[2523907],[2524022],[2530907],[2533225],[2533365],[2534738],[2535161],[2538412],[2539563],[2539764],[2541107],[2546283],[2546740],[2549292],[2550683],[2551732],[2552492],[2557796],[2558202],[2562688],[2562866],[2562932],[2563568],[2564900],[2565874],[2567235],[2568553],[2569095],[2569990],[2570105],[2579561],[2581595],[2584391],[2585248],[2586685],[2590895],[2591441],[2591904],[2597966],[2598565],[2600562],[2600911],[2602093],[2602294],[2603588],[2605565],[2606634],[2607883],[2608023],[2610537],[2611160],[2612076],[2612142],[2612539],[2615072],[2616250],[2616553],[2616895],[2617010],[2622314],[2625472],[2626611],[2626820],[2627017],[2628481],[2631681],[2632144],[2639950],[2642959],[2644350],[2645399],[2646159],[2650989],[2651129],[2656355],[2656533],[2656599],[2657235],[2658567],[2659541],[2660902],[2662220],[2662762],[2663657],[2663772],[2665654],[2666003],[2668264],[2668893],[2669710],[2670029],[2670906],[2671376],[2671999],[2672793],[2673378],[2677392],[2679542],[2680921],[2681777],[2683454],[2684935],[2691900],[2692816],[2692882],[2693279],[2695812],[2696990],[2697293],[2697635],[2697750],[2701693],[2702393],[2702742],[2706212],[2707351],[2707560],[2707757],[2709221],[2712421],[2712487],[2712884],[2715429],[2718037],[2718096],[2719830],[2720115],[2720744],[2723850],[2724766],[2724832],[2725229],[2727013],[2728149],[2730119],[2731498],[2735512],[2737386],[2738203],[2738522],[2738588],[2739399],[2739869],[2740492],[2741286],[2741871],[2742889],[2745582],[2745885],[2746227],[2748035],[2749414],[2750270],[2751947],[2753428],[2754776],[2759495],[2761558],[2764206],[2765023],[2765342],[2765408],[2766613],[2766672],[2769320],[2772426],[2773805],[2775166],[2775225],[2775605],[2776336],[2776959],[2777244],[2777873],[2779886],[2780979],[2781773],[2782358],[2784142],[2785278],[2785344],[2787248],[2788627],[2792641],[2796721],[2797291],[2797350],[2797730],[2798461],[2799376],[2801439],[2804087],[2805223],[2805289],[2806295],[2806691],[2808358],[2810092],[2811006],[2813413],[2813472],[2813852],[2814583],[2816120],[2819226],[2820605],[2823825],[2824211],[2824607],[2829414],[2829473],[2829853],[2830584],[2831641],[2834327],[2834956],[2836982],[2837378],[2839045],[2841693],[2844305],[2845196],[2845862],[2847802],[2849558],[2849954],[2853421],[2855754],[2859069],[2861220],[2861339],[2863864],[2865421],[2867968],[2873869],[2875949],[2878433],[2884667] ] cell #3089 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1063836],[1182147],[1263897],[1310422],[1349943],[1392945],[1426655],[1441051],[1479751],[1513461],[1518427],[1523391],[1546319],[1556463],[1604989],[1609953],[1635590],[1642509],[1648190],[1674981],[1680799],[1685763],[1708691],[1727234],[1733511],[1762591],[1765104],[1770068],[1775446],[1796816],[1801780],[1807545],[1808612],[1827417],[1834336],[1846227],[1852769],[1858567],[1878276],[1882904],[1886762],[1889181],[1890248],[1913505],[1919782],[1930005],[1931254],[1948862],[1951375],[1956339],[1964354],[1967677],[1973541],[1976847],[1995784],[1997982],[2002326],[2008124],[2009373],[2024957],[2031499],[2037297],[2048321],[2057006],[2061634],[2065492],[2067911],[2068978],[2080354],[2083179],[2088598],[2091921],[2101091],[2106313],[2109636],[2111221],[2115500],[2118806],[2122179],[2133783],[2137106],[2142970],[2146276],[2165213],[2167411],[2171755],[2177553],[2178802],[2187623],[2189094],[2197092],[2199917],[2205336],[2208659],[2213452],[2216277],[2221696],[2225019],[2234189],[2238994],[2241819],[2247238],[2250561],[2259731],[2264953],[2268276],[2269861],[2274140],[2277446],[2280819],[2289309],[2295941],[2297412],[2305410],[2308235],[2310851],[2312322],[2320320],[2323145],[2328564],[2331887],[2334294],[2335765],[2343763],[2346588],[2352007],[2355330],[2360123],[2362948],[2368367],[2371690],[2380860],[2388527],[2394181],[2395159],[2396630],[2401931],[2408563],[2410034],[2418032],[2420857],[2423162],[2429794],[2431265],[2439263],[2442088],[2444704],[2446175],[2454173],[2456998],[2462417],[2465740],[2470590],[2474729],[2477512],[2478210],[2490090],[2496722],[2498193],[2509053],[2514707],[2515685],[2517156],[2522457],[2529089],[2530560],[2538558],[2541383],[2545728],[2546442],[2549279],[2551385],[2565059],[2568540],[2577615],[2581754],[2584537],[2585235],[2597115],[2603747],[2605218],[2612526],[2613559],[2620816],[2625631],[2628468],[2639395],[2640109],[2642946],[2645052],[2658726],[2662207],[2668646],[2676837],[2677551],[2680908],[2693266],[2694299],[2706371],[2709208],[2725216],[2726766],[2735671],[2737139],[2749401],[2763959],[2773792],[2783895],[2803840],[2822457] ] cell #3090 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1762358],[1885565],[1927783],[1948629],[1960500],[1997721],[2004889],[2044304],[2064295],[2075912],[2076145],[2080093],[2111467],[2148213],[2155381],[2167150],[2174318],[2177271],[2184560],[2185757],[2189340],[2196831],[2213191],[2218045],[2238733],[2239521],[2240675],[2252392],[2270107],[2279383],[2279644],[2286551],[2290757],[2297658],[2305149],[2305937],[2307091],[2312568],[2320059],[2322863],[2336011],[2336722],[2337527],[2337788],[2343502],[2348356],[2359862],[2360650],[2361804],[2364716],[2373275],[2373521],[2382851],[2389975],[2396876],[2397587],[2398392],[2398653],[2403379],[2410280],[2412584],[2412845],[2417771],[2418559],[2419713],[2424610],[2425242],[2425900],[2426146],[2431511],[2439002],[2440944],[2446421],[2447132],[2447937],[2448198],[2453912],[2456716],[2458766],[2472534],[2477251],[2479658],[2480290],[2480948],[2481194],[2484414],[2489131],[2491538],[2493539],[2493785],[2495744],[2498439],[2499150],[2499955],[2500216],[2503377],[2503418],[2504235],[2505753],[2510501],[2517402],[2518918],[2519179],[2523905],[2524537],[2525195],[2525441],[2530806],[2533110],[2533371],[2538297],[2540239],[2541101],[2549101],[2551631],[2552490],[2552531],[2553348],[2554866],[2559475],[2562005],[2562864],[2562934],[2565872],[2567581],[2567842],[2569988],[2570620],[2571278],[2571524],[2574674],[2579559],[2584276],[2586683],[2587973],[2588219],[2590889],[2591439],[2591480],[2592297],[2593815],[2598563],[2600564],[2600810],[2602769],[2605464],[2606980],[2607241],[2607768],[2608029],[2612074],[2612144],[2614899],[2615070],[2615111],[2616893],[2617875],[2623818],[2625812],[2626818],[2628290],[2630574],[2630820],[2631679],[2631720],[2632537],[2634055],[2642768],[2645298],[2646157],[2646198],[2648533],[2650874],[2651135],[2651646],[2652030],[2652774],[2656531],[2656601],[2659539],[2661248],[2661509],[2663655],[2664945],[2665191],[2665656],[2665902],[2669708],[2670027],[2670068],[2670409],[2670904],[2671718],[2672167],[2678447],[2679261],[2681941],[2683281],[2683452],[2683493],[2685275],[2686257],[2686641],[2687385],[2692814],[2692884],[2695639],[2695810],[2695851],[2697633],[2698615],[2700111],[2702395],[2702641],[2703648],[2707558],[2709030],[2711314],[2711560],[2712419],[2712460],[2712489],[2714795],[2715427],[2717865],[2718035],[2718260],[2719181],[2719814],[2721919],[2722260],[2724764],[2724834],[2726083],[2728147],[2728188],[2729024],[2729838],[2730287],[2732948],[2738201],[2738520],[2738561],[2738590],[2739397],[2740211],[2740660],[2742891],[2744231],[2746225],[2750434],[2751774],[2751945],[2751986],[2753768],[2754750],[2754774],[2755134],[2755878],[2759350],[2759479],[2759719],[2761327],[2761722],[2762643],[2765021],[2765340],[2765381],[2765410],[2766611],[2766836],[2767757],[2768390],[2770495],[2775164],[2775389],[2775607],[2776310],[2776334],[2776943],[2779048],[2779389],[2779884],[2780698],[2785276],[2785317],[2785346],[2786153],[2786967],[2787416],[2790077],[2793890],[2795142],[2795511],[2797289],[2797514],[2797732],[2798435],[2798459],[2799360],[2799600],[2801603],[2802524],[2805221],[2805262],[2805291],[2806279],[2806519],[2806689],[2808127],[2808522],[2809443],[2810076],[2812181],[2813411],[2813636],[2813854],[2814557],[2814581],[2815190],[2817295],[2822814],[2824195],[2824435],[2824605],[2826013],[2827634],[2829412],[2829637],[2829855],[2830558],[2830582],[2831496],[2831625],[2832748],[2833117],[2835120],[2836041],[2836966],[2837206],[2837376],[2839209],[2840130],[2842868],[2844303],[2845360],[2845717],[2845846],[2847804],[2848161],[2849542],[2849782],[2849952],[2852410],[2854031],[2855609],[2855738],[2857230],[2859233],[2860154],[2861204],[2862043],[2863862],[2865276],[2865405],[2868132],[2868489],[2870933],[2872554],[2873831],[2874618],[2875933],[2879137],[2882370],[2883709],[2884629],[2887105],[2892558] ] cell #3091 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3092 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3093 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3094 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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8133],[1001694,1254133],[1009632,1524698],[1020486,1536500],[1032295,1549471],[1045967,1562033],[1067282,1584922],[1078383,1595393],[1080366,1600316],[1091268,1611260],[1097209,1614322],[1101842,1355701],[1112744,1366841],[1116254,1117996],[1133554,1654264],[1144456,1665208],[1155310,1677010],[1176156,1433363],[1187965,1449363],[1193353,1713774],[1204775,1724191],[1217859,1739585],[1239721,1497227],[1270210,1787220],[1272193,1792143],[1283095,1803087],[1304571,1563217],[1308081,1309823],[1333733,1849453],[1400005,1910462],[1413089,1925856],[1434951,1692457],[1530109,2028183] ] cell #3095 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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524699],[1017345,2027932],[1020487,1536501],[1032296,1549472],[1045970,1562034],[1067285,1584923],[1078384,1595394],[1080369,1600317],[1091269,1611261],[1097079,1614364],[1101845,1355702],[1112745,1366842],[1116255,1117997],[1133557,1654265],[1140662,2139374],[1144457,1665209],[1155311,1677011],[1176157,1433364],[1187966,1449364],[1193223,1713816],[1204778,1724192],[1217862,1739586],[1239724,1497228],[1270211,1787221],[1272196,1792144],[1283096,1803088],[1304572,1563218],[1308082,1309824],[1333603,1849495],[1400008,1910463],[1413092,1925857],[1434954,1692458],[1529979,2028225] ] cell #3096 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3097 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3098 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3099 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[82267,236188],[86413,243975],[114245,301280],[115178,303006],[120514,313160],[124660,320947],[133213,337642],[150462,370573],[157529,253382],[157583,157753],[159668,387016],[161001,389342],[161934,391068],[171374,408305],[172307,410031],[175520,416092],[181789,427972],[189988,442420],[201524,201717],[201793,465712],[203979,465619],[206121,319980],[206175,206345],[206597,469868],[208260,322902],[218955,491099],[222884,498190],[223614,499503],[228161,507542],[229494,509868],[230427,511594],[233640,517655],[236545,524478],[245876,373277],[245930,246100],[253772,553187],[256250,552830],[258867,259060],[259136,391161],[261322,393313],[265603,568407],[270728,576273],[271653,577969],[278418,588811],[279351,590537],[279427,590591],[282533,599565],[284719,599472],[286861,427005],[286915,287085],[287337,603721],[289000,429927],[291266,610812],[291996,612125],[294281,618281],[301637,445034],[303099,305520],[305251,305444],[310968,639884],[311893,641580],[313517,645607],[313822,648852],[320370,470225],[325734,665981],[327920,665888],[330212,671149],[330373,671405],[334849,676255],[339543,493803],[339597,339767],[347439,699858],[349917,699501],[350842,701197],[352534,352727],[352803,511687],[354989,513839],[357607,712039],[358540,713765],[358616,713819],[359270,519610],[368939,530579],[370930,373667],[374260,745324],[376295,740125],[376456,740381],[380932,745231],[382343,749451],[390004,557759],[396552,771411],[399030,771054],[399955,772750],[401306,776921],[401389,776533],[401859,777184],[406851,782152],[408662,578887],[410124,412545],[412276,412469],[417993,591515],[418047,418217],[418918,592776],[420542,804247],[420703,804503],[420847,807492],[425179,809353],[425255,809407],[427395,604078],[432759,610905],[434945,613057],[447349,450356],[449340,852781],[449501,853037],[451445,856367],[453324,850779],[453407,850391],[453877,851042],[458869,856010],[473555,885580],[475590,880381],[475751,880637],[475895,883626],[480227,885487],[480303,885541],[481377,886828],[481509,889105],[481730,889329],[489465,677250],[491456,494193],[494786,676348],[496821,685755],[496982,686011],[498283,500704],[500435,500628],[501458,692490],[502869,918880],[502952,918492],[503422,919143],[504233,920148],[510530,704430],[517078,712396],[528926,952973],[529087,953229],[534836,970025],[534919,969637],[535389,970288],[537132,973480],[539286,964947],[539418,967224],[539639,967448],[559750,1000910],[559911,1001166],[561855,1004496],[563734,998908],[563817,998520],[564287,999171],[565098,1000176],[569844,1005019],[570686,1008043],[581202,584209],[583193,778923],[583354,779179],[585298,782509],[587177,792633],[587260,792245],[587730,792896],[589168,591905],[590630,592498],[594131,1038662],[594352,1038886],[595333,1040035],[607408,809446],[609748,821168],[614156,1064271],[620485,1071103],[622666,1075168],[622749,1074780],[623219,1075431],[624955,1087424],[627711,1092749],[629156,1091923],[629377,1092147],[632501,1086312],[633455,1086655],[634297,1089679],[650055,1107532],[650216,1107788],[655965,1124584],[656048,1124196],[656518,1124847],[658261,1128039],[660547,1121783],[660768,1122007],[661749,1123156],[667474,1128903],[681507,891906],[681590,891518],[682060,892169],[683803,895361],[686089,905791],[686310,906015],[688070,691077],[690061,692166],[693914,1163713],[695177,1165102],[706421,920882],[706582,921138],[708526,924468],[711769,1186447],[713858,715726],[718412,1193006],[720502,1197510],[721939,1196741],[724813,1200944],[725034,1201168],[727037,1213405],[731808,1218532],[734982,1212273],[736450,1213208],[751655,1230458],[753836,1234523],[753919,1234135],[754389,1234786],[756125,1246779],[758881,1252104],[760326,1251278],[760547,1251502],[765467,1249034],[766730,1250423],[783595,1005788],[786351,1011113],[787796,1010287],[788017,1010511],[791141,1278139],[792937,1025543],[796890,799186],[814605,1041463],[814688,1041075],[815158,1041726],[816901,1044918],[820389,1314983],[823159,825264],[826649,1321171],[828008,1322359],[829802,1326221],[831304,1327973],[831645,1326024],[834662,1330242],[837003,1342707],[838677,1333386],[845299,1341548],[858668,1355378],[860758,1359882],[862195,1359113],[864554,1364142],[865069,1363316],[865290,1363540],[867293,1375777],[872064,1380904],[896466,1129100],[901237,1134227],[904411,1407503],[906617,909373],[925554,1161458],[928310,1166783],[929755,1165957],[929976,1166181],[936159,1445653],[938849,941145],[942989,1452106],[943508,1452466],[946156,1456970],[947339,1458131],[955291,1464015],[958587,1469629],[974778,1484689],[976137,1485877],[977931,1489739],[979433,1491491],[979774,1489542],[982791,1493760],[985132,1506225],[992692,1505668],[1010034,1259574],[1015733,1256661],[1017407,1529762],[1024029,1537924],[1043284,1296333],[1046023,1289215],[1050794,1294342],[1056174,1058930],[1064594,1582645],[1067338,1585055],[1069322,1588789],[1076591,1593748],[1080422,1599413],[1091670,1345620],[1097548,1614864],[1098067,1615224],[1100715,1619728],[1101898,1620889],[1113146,1632387],[1126405,1382895],[1133610,1388762],[1136218,1139063],[1141562,1659245],[1144858,1664859],[1171403,1419419],[1178963,1700898],[1193692,1714316],[1204831,1724324],[1206815,1728058],[1217915,1475568],[1220523,1223368],[1223949,1742760],[1228677,1748904],[1239777,1759528],[1261149,1519251],[1268418,1785575],[1272249,1791240],[1283497,1541996],[1304973,1824214],[1318232,1579271],[1322635,1840155],[1334072,1849995],[1347195,1605813],[1369187,1883728],[1400061,1910595],[1402045,1914329],[1413145,1670798],[1415753,1418598],[1435007,1945799],[1464291,1970775],[1530448,2028725],[1543571,1797640],[1565563,2062458],[1659521,2140204] ] cell #3100 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [67226],[93824],[116459],[140624],[150727],[163215],[173588],[193220],[206862],[219220],[224165],[231708],[256515],[259482],[273960],[278683],[287602],[292547],[317193],[342775],[343947],[345288],[350182],[353149],[357872],[399295],[407116],[414299],[417086],[424218],[433105],[434277],[459134],[479266],[485659],[487972],[495502],[499427],[508679],[518649],[543568],[545881],[569544],[571613],[574523],[586073],[598281],[600594],[612049],[635224],[638134],[664697],[667010],[668898],[672428],[694841],[697751],[701121],[737874],[741404],[755217],[766394],[769304],[772674],[774495],[801996],[803476],[805526],[835589],[848353],[866072],[878130],[879610],[881660],[916454],[917591],[942103],[951712],[962872],[975071],[983848],[996482],[997619],[1037958],[1058340],[1067631],[1073782],[1084795],[1097837],[1121079],[1149143],[1183890],[1193981],[1205124],[1211275],[1223898],[1276622],[1312906],[1322584],[1334361],[1400354],[1406505],[1464240],[1530737],[1659470] ] cell #3101 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [261158],[318876],[354825],[364067],[388550],[425901],[434781],[439978],[484593],[501294],[509076],[515584],[542502],[573831],[575742],[586717],[608294],[637442],[639353],[673072],[673586],[685162],[698970],[742048],[742562],[770523],[774870],[778330],[791970],[806170],[806684],[848728],[852188],[882304],[882818],[887339],[891243],[916829],[920289],[965458],[969362],[984492],[996857],[1000317],[1006244],[1036896],[1038333],[1040800],[1074157],[1087880],[1106939],[1120017],[1121454],[1123921],[1161914],[1163085],[1200257],[1211650],[1224735],[1233860],[1247235],[1248406],[1291423],[1313281],[1323421],[1329549],[1340637],[1354166],[1377985],[1406880],[1443636],[1454274],[1465077],[1471205],[1484108],[1537013],[1574361],[1584474],[1595556],[1660307],[1666435],[1723743],[1787383],[1910014], 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086,1712118],[1193881,1454108],[1197966,1459036],[1203066,1969946],[1209107,1469975],[1215613,1739587],[1224547,1484558],[1224928,1988883],[1225149,1229798],[1226328,1230969],[1238068,1242309],[1269447,2027933],[1274781,1536435],[1280878,1803084],[1309758,1570398],[1323233,1584924],[1334261,1595390],[1338346,1600318],[1353458,1614365],[1355703,1360338],[1366838,1371479],[1398296,2139375],[1404337,1665205],[1410843,1925858],[1433298,1437539],[1453566,1713817],[1464889,1724193],[1497229,1501864],[1530637,1787217],[1534722,1792145],[1563214,1567855],[1594848,1849496],[1660119,1910464],[1692459,1697094],[1786675,2028226] ] cell #3102 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3103 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3104 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [347389,1552415],[396502,1638461],[421190,1681764],[451395,1730433],[476238,1766069],[481694,1259869],[503581,1554313],[517028,1830288],[533678,1851183],[537475,1855841],[539603,1345915],[561805,1886103],[564446,1640359],[585248,1916704],[594316,1422627],[610091,1952340],[627597,1972140],[628084,1972289],[629341,1478721],[631849,1731225],[654807,2000740],[658604,2005398],[660732,1509433],[680349,2029913],[684146,2034571],[686274,1278426],[692116,2044842],[708476,2064833],[711117,1832186],[716048,1581768],[724998,1591956],[727432,1849278],[729825,2087116],[730130,2087509],[730303,1609103],[753540,2109040],[758767,2114099],[759254,2114248],[760511,1641479],[763019,1886895],[786237,2141569],[786724,2141718],[787981,1391915],[790489,1917496],[795732,2151232],[799529,2155890],[813447,2170169],[817244,2174827],[819372,1441184],[820010,1702065],[825214,2185098],[825623,1451208],[830197,1713599],[836904,1969985],[839885,2195767],[840354,1478912],[864440,2215806],[864927,2215955],[865254,1752071],[867688,1998835],[870081,2220214],[870386,2220607],[870559,1769218],[894427,1523524],[895065,1781226],[896861,2028008],[899254,2245756],[899559,2246149],[899732,1522541],[909259,2255024],[909746,2255173],[911003,1283694],[911371,1031703],[911641,2043077],[913511,1801913],[922969,2267680],[928196,2272739],[928683,2272888],[929940,1555433],[932448,2065625],[935309,1827911],[935796,1577233],[937691,2282402],[941488,2287060],[946057,1839365],[947734,2082857],[953516,2085592],[972546,1610086],[973184,1864347],[978326,1869269],[981798,2314544],[982103,2314937],[982276,1876796],[985033,2111944],[988014,2318995],[988483,1641670],[1002997,2331291],[1008927,1648321],[1013805,1904171],[1014292,1668187],[1015257,2340404],[1015634,2139414],[1018615,2342438],[1019084,1392106],[1026427,1919913],[1028820,2350525],[1029125,2350918],[1029298,1408579],[1030982,1155607],[1031216,2153628],[1043170,2362477],[1043657,2362626],[1043984,1685896],[1044622,1935785],[1046418,2168264],[1048811,2366885],[1049116,2367278],[1049289,1684913],[1056420,1705569],[1056725,1950047],[1058816,2376153],[1059303,2376302],[1060560,1446452],[1060928,1187373],[1061198,2183333],[1063068,1956472],[1068042,1961348],[1069223,2191316],[1080817,2199595],[1090563,1733642],[1095441,1984199],[1095928,1472957],[1096893,2401269],[1097523,2401996],[1100616,1988922],[1102293,1990364],[1104703,2405367],[1105172,1752262],[1108075,2218690],[1115989,2006362],[1126291,2420386],[1126778,2420535],[1127105,1770201],[1127743,2013904],[1132328,1775352],[1132986,2020250],[1134005,2241497],[1135111,2031630],[1137543,1794179],[1137848,2022639],[1138949,2428627],[1139436,2428776],[1139787,2244232],[1150458,2037203],[1153439,2437938],[1153908,1278617],[1155912,2257413],[1164597,1807676],[1168069,2448397],[1168374,2448790],[1168547,1812660],[1169475,2052300],[1169962,1294295],[1170289,1559636],[1170657,1299551],[1170927,2278880],[1171304,2270584],[1174285,2452848],[1174754,1555624],[1182097,2068042],[1182322,1831917],[1184490,2460935],[1184795,2461328],[1184968,1572097],[1186652,1315722],[1186886,2284798],[1193667,2289374],[1195565,2292745],[1206716,2299634],[1216633,1858473],[1217291,2096384],[1218310,2307913],[1219416,1852900],[1221848,1602352],[1222153,2098773],[1223254,2483675],[1223741,2483824],[1224330,2484471],[1226892,1870244],[1227397,2103307],[1228578,2104043],[1240172,2113386],[1243051,1887086],[1249918,1889312],[1253390,2500415],[1253695,2500808],[1253868,1894296],[1254796,2126158],[1255283,1380857],[1255610,1645682],[1255978,1386113],[1256248,2120240],[1256921,1908688],[1258473,2506973],[1260513,2132694],[1261050,2337987],[1262170,2142876],[1263847,2137237],[1265178,1917227],[1266306,2507766],[1266611,2508159],[1266784,1653305],[1272644,2346266],[1289350,2522522],[1289834,1679863],[1292443,1929911],[1293101,2160506],[1294120,1931385],[1295226,2171886],[1296530,2525893],[1296999,1686087],[1297658,1423533],[1297963,2162895],[1298830,1429064],[1299064,2372500],[1299902,2365361],[1307816,2175791],[1310573,2177459],[1313554,2537233],[1314023,1441375],[1316027,2378542],[1323016,2382908],[1331126,1967808],[1334047,2388592],[1335945,2391963],[1342967,1722417],[1344519,2556086],[1346559,2204247],[1347096,2398852],[1348216,1973447],[1349893,2208790],[1351224,1730956],[1352352,2556879],[1352657,2557272],[1352830,1738626],[1356039,1990215],[1357937,2211416],[1367402,1999810],[1369088,2219426],[1375912,2568605],[1376396,1764168],[1379005,2008030],[1379663,2229482],[1380682,2009504],[1381788,2002457],[1383092,2571976],[1383561,1770392],[1384220,1510339],[1384525,2231871],[1385392,1515870],[1385626,2225829],[1386737,2026959],[1386926,2574509],[1388240,2577702],[1388897,2423227],[1389381,1776826],[1389437,2237669],[1390795,2426598],[1393096,2241725],[1396118,2578441],[1396587,1523715],[1401946,2433487],[1413540,2441766],[1419338,1806202],[1419560,2591496],[1419679,1550038],[1420029,1550444],[1421231,2452080],[1422122,1808761],[1423271,2263864],[1423808,2048227],[1424928,2274046],[1426605,2268407],[1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] cell #3105 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3106 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [167362,668705],[178220,917510],[196662,737681],[210170,997538],[225482,801803],[226136,1037895],[244860,842300],[246453,1084714],[262924,877937],[263578,1121016],[277402,907110],[282217,917398],[290910,1183809],[299286,951519],[302914,959224],[303201,1206233],[305858,1211212],[321832,990429],[323425,1244069],[325418,997426],[338527,1021030],[340120,1276541],[356591,1056667],[357245,1312843],[361700,1066453],[370654,1335232],[370739,842482],[371044,1335476],[373944,1084602],[387348,1106078],[390976,1113783],[391263,1368605],[393920,1373584],[406311,1137790],[409939,1145495],[410226,1401463],[412883,1406442],[416977,910842],[417183,690175],[418570,1417437],[428857,1176700],[430450,1439299],[432443,1183697],[437165,1192146],[446085,1203946],[447222,1465385],[447375,1465820],[458329,1222095],[460995,1225808],[465527,1233146],[465814,1492484],[469949,1498750],[470034,990611],[470339,1498994],[473239,1243957],[482226,1258280],[491180,1531608],[491265,1021212],[491570,1531852],[494470,1276429],[498098,1027092],[498385,1542989],[499219,796763],[501042,1547968],[507874,1297905],[511502,1305610],[511789,1564981],[514446,1569960],[518540,1060399],[518746,823273],[520133,1580955],[522034,1321581],[531215,1332526],[532879,1595879],[540135,1344326],[547575,1354518],[549002,1356362],[552911,1622209],[552996,1106260],[553301,1622453],[556495,1366318],[557632,1628143],[557785,1628578],[561027,1373656],[568739,1384467],[571018,1387376],[579938,1399176],[581075,1660615],[581228,1661050],[588892,1672118],[588977,907292],[589282,1672362],[590732,1415860],[592182,1417325],[594848,1421038],[599380,1428376],[599667,1687714],[600485,1170128],[600691,924582],[603802,1693980],[603887,1176882],[604192,1694224],[607092,1439187],[610720,1182762],[611007,1705361],[611841,938722],[613664,1710340],[614127,941895],[622264,1459695],[625448,1463237],[629873,1468335],[634629,1474182],[643163,1485099],[644241,1486168],[644723,1226975],[648725,1749758],[648878,1750193],[652344,1496044],[653771,1497888],[654008,1755994],[657765,1244139],[661264,1507844],[665796,1515182],[666083,1772019],[666901,1255449],[667107,1004610],[676163,1265618],[676450,1784481],[677886,1528902],[679550,1787706],[686806,1540702],[687943,1798494],[688096,1798929],[689785,1545654],[693826,1289673],[694246,1550894],[695673,1552738],[695795,1044638],[699582,1814036],[699667,1298087],[699972,1814280],[700913,1044791],[703166,1562694],[704303,1819970],[704456,1820405],[707698,1570032],[711005,1056281],[712120,1831473],[712205,1056849],[712510,1831717],[713960,1579378],[715410,1580843],[716064,825747],[724103,1589643],[725530,1591487],[732140,1598027],[734497,1600977],[745139,1351664],[745426,1867602],[746252,1869041],[747969,1616315],[748081,1356118],[752741,1874397],[756618,1625995],[757696,1627064],[758178,1367485],[761043,1631093],[765379,1376235],[765799,1636940],[767226,1638784],[767348,1127759],[771135,1895672],[771220,1384649],[771525,1895916],[772466,1127912],[776097,1389220],[780904,1654925],[781906,1136325],[782233,1907667],[782318,1137972],[782623,1907911],[784088,1658467],[788513,1663565],[793269,1669412],[794933,1921419],[796916,1675010],[800626,1419194],[801417,1161331],[802603,1169116],[802881,1681398],[803363,1422205],[807365,1936029],[807518,1936464],[809548,1701005],[810984,1691274],[812411,1693118],[812648,1942265],[816405,1439369],[819472,1181482],[819904,1703074],[820026,936777],[821041,1953053],[821194,1953488],[822883,1708026],[824436,1710412],[828974,1713371],[833534,1458589],[833916,1718727],[834994,1719796],[844368,1728912],[844850,1470622],[845795,1730756],[845917,973200],[849955,1476026],[854762,1740246],[855764,1220630],[856091,1987695],[856176,1222277],[856481,1987939],[857290,1989277],[859165,1486603],[865786,1751602],[869288,1754954],[869400,1497644],[872396,1758142],[876760,1506000],[877551,1246652],[878737,1254437],[879015,1765703],[879497,1509011],[883499,2014148],[883652,2014583],[885682,1505775],[887900,2021453],[888168,1519026],[888959,1259447],[893532,1781470],[894527,1263232],[894959,1783314],[895081,1024647],[895234,2025556],[895387,2025991],[901569,1789854],[903926,1792804],[914568,1548040],[915054,1549825],[915183,1289429],[915681,2047771],[917101,1297608],[922170,2053127],[923865,1296440],[924192,1826752],[926047,1817822],[927125,1818891],[927607,1563861],[930472,1822920],[934950,1057467],[935174,1310451],[935228,1828767],[936655,1830611],[936892,2069548],[938875,1834365],[940649,1581025],[944454,1839854],[945332,1839720],[949263,1588564],[950054,1327846],[956257,1849050],[960817,1599871],[961199,1854406],[961311,1600733],[961999,1095082],[962277,1855475],[962759,1602144],[966019,2097587],[966287,1605588],[967078,1345493],[971651,1864591],[972646,1349278],[973078,1866435],[973353,2101690],[973506,2102125],[981663,1621347],[983123,1875466],[987303,1627499],[993924,1886426],[995082,1635871],[995211,1375991],[995709,2121629],[997129,1384170],[1002198,2126985],[1003893,1383002],[1004220,1634925],[1005661,2130641],[1006802,1390082],[10068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] cell #3107 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [417308,1674614],[499179,1800760],[518871,1833969],[535028,1596209],[570983,1387414],[587369,1921749],[590149,1923605],[600816,1939005],[611801,1955319],[614195,1711424],[629517,1725000],[634594,1474220],[656157,1756324],[667232,2017124],[681699,1788036],[686450,2039409],[694211,1550932],[700034,2055079],[700873,2055356],[710597,2069878],[712572,1829650],[713377,2071734],[715961,1581983],[732105,1598065],[754028,1874727],[760687,1880670],[765764,1636978],[771587,2128937],[772426,2129214],[781498,2138033],[782685,1906950],[788157,1911271],[793234,1669450],[801377,2158253],[802846,1421312],[802943,1163244],[807305,2164668],[808965,2165850],[814797,1942595],[819066,1703248],[819548,2179665],[820981,1950830],[834959,1719834],[855356,2209586],[856543,1986978],[859746,1992050],[865430,1994590],[872361,1758180],[875347,2004293],[877511,2227229],[878980,1508118],[879077,1248565],[883439,2233644],[885099,2234826],[888919,2237596],[893131,1783488],[894603,2242941],[895174,2024412],[901534,1789892],[915551,2261567],[915841,2261849],[917475,1291562],[922086,2267768],[923457,2053457],[930116,2059400],[934202,1828983],[935193,1828805],[936808,2067403],[944419,1841544],[950014,2292672],[962242,1601251],[962339,1340796],[967038,2304012],[971250,1866609],[972722,2309357],[973293,2100546],[976973,1616645],[977263,2106148],[983088,1875504],[987884,2115072],[993568,2117612],[995579,2325178],[995869,2325460],[997503,1378124],[1002114,2331379],[1003485,2127315],[1005529,2130397],[1007574,2334740],[1007864,2335022],[1011658,1906283],[1013689,1906105],[1014374,2136598],[1034086,2356257],[1035402,2356940],[1035864,2357072],[1038476,2161479],[1042688,1938047],[1044160,2164019],[1051091,1944451],[1054077,2173722],[1055576,1951058],[1057710,1703348],[1057807,1443795],[1065769,1962947],[1071773,2385492],[1072063,2385774],[1077502,1722441],[1079779,1466243],[1083097,2391890],[1084176,1973113],[1084679,1471344],[1087165,2201950],[1089210,2395605],[1089500,2395887],[1093294,1986311],[1095325,1986133],[1096010,2208151],[1098978,1991101],[1099273,2212938],[1099735,1744856],[1104573,2405294],[1110686,1755284],[1110976,2221531],[1116801,1761366],[1116898,1504314],[1118523,2414849],[1118985,2414981],[1121597,2230455],[1125809,2016166],[1127281,2232995],[1129400,2235943],[1130593,2020387],[1130690,2020274],[1130985,2423555],[1131447,2423687],[1135620,2024640],[1148513,1793078],[1148610,1537172],[1153309,2437865],[1157521,1545231],[1158993,2443210],[1160438,2443875],[1163534,2264788],[1167328,2054412],[1169359,2054234],[1174155,2273712],[1179839,2276252],[1183774,1574500],[1189756,2285955],[1192184,1583723],[1197251,2291654],[1197643,2469716],[1198105,2469848],[1203262,1847911],[1205879,1337631],[1206198,1596661],[1209266,2475175],[1209556,2475457],[1210372,1854736],[1210662,2088433],[1211793,2301900],[1213705,2302359],[1214898,2096521],[1214995,2096408],[1215290,2478603],[1215752,2478735],[1219925,2100774],[1225124,2104906],[1226082,1869695],[1231128,2487055],[1231418,2487337],[1236857,1878111],[1237152,2319806],[1237614,1879680],[1239134,1629001],[1242452,2493453],[1244034,1634102],[1245624,1898205],[1245759,2495893],[1248855,2328399],[1252649,2128270],[1254680,2128092],[1256362,2333465],[1257596,2132376],[1258122,2132809],[1258554,2503714],[1269329,1908712],[1271606,1661473],[1274924,2512416],[1276003,2142542],[1276506,1666574],[1281037,2516131],[1281327,2516413],[1285121,1674295],[1287152,1926791],[1287249,1677682],[1290708,2160643],[1290805,2160530],[1291100,2359609],[1295735,2164896],[1302513,1941555],[1302803,2368202],[1308628,1947637],[1308725,1699544],[1313424,2377126],[1317636,1707603],[1319108,2379666],[1321911,2543473],[1326521,2384857],[1326953,2545137],[1328931,1964189],[1332564,1722992],[1334792,1724643],[1335103,1468177],[1337728,2206033],[1338023,2549672],[1338485,2549804],[1339143,2196578],[1339605,1975653],[1341086,2394016],[1342408,2394330],[1343642,2203929],[1344168,2204362],[1344600,2552827],[1354556,1743838],[1359623,2404276],[1360015,2560046],[1360477,2560178],[1361997,1750616],[1365634,1997468],[1366592,1999261],[1368251,1501149],[1368570,1756776],[1371638,2565505],[1371928,2565787],[1374165,2414522],[1374643,2016805],[1377270,2229619],[1377367,2229506],[1377662,2417518],[1382297,2233872],[1387302,2237620],[1398492,2026641],[1401109,1534007],[1401428,1788488],[1404496,2582200],[1404786,2582482],[1405602,2033466],[1405892,2247073],[1407023,2435753],[1410128,1542635],[1410225,2036850],[1410520,2585628],[1410982,2585760],[1412502,1799352],[1415155,1801071],[1416899,2255997],[1417402,1804453],[1420354,2263546],[1420880,2263979],[1432087,2056841],[1432382,2453659],[1432844,2058410],[1434364,1820828],[1437682,2600478],[1439264,1825929],[1440854,1816569],[1444085,2462252],[1447879,1833650],[1449910,2074920],[1450007,1837037],[1452833,2610209],[1456671,2469208],[1459011,2079840],[1460730,2294911],[1460827,2294798],[1462739,2296332],[1463567,2613743],[1465423,1597953],[1467651,2305684],[1468609,2615407],[1469729,2090776],[1470882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] cell #3108 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [561333],[657558],[708004],[757075],[762203],[816198],[824742],[834373],[868626],[914874],[926504],[931632],[940442],[950857],[985920],[1013103],[1034699],[1047356],[1057124],[1062252],[1072336],[1094739],[1137128],[1138247],[1151177],[1159647],[1172191],[1183035],[1191600],[1221433],[1222552],[1262889],[1264163],[1265891],[1279147],[1298362],[1311460],[1348935],[1350209],[1351937],[1384924],[1386830],[1392636],[1395103],[1408224],[1425647],[1428649],[1473636],[1479442],[1481909],[1512453],[1515455],[1517584],[1522186],[1556154],[1558621],[1588018],[1604146],[1608748],[1624822],[1642200],[1644667],[1647065],[1679956],[1684558],[1717314],[1732386],[1748133],[1752792],[1764261],[1768863],[1776919],[1806420],[1843045],[1844394],[1860040],[1872984],[1876441],[1888056],[1900316],[1965622],[1975014],[1980344],[1988584],[1992602],[1993951],[2038770],[2078716],[2089866],[2107581],[2116973],[2144443],[2149773],[2195454],[2211814],[2222964],[2248506],[2275613],[2318682],[2342125],[2369635],[2392361],[2452535],[2512887],[2589069] ] cell #3109 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [193875],[202794],[244547],[254921],[260137],[274615],[283534],[294402],[303352],[315232],[321519],[323072],[326735],[338214],[343430],[348588],[353804],[369060],[374708],[382464],[391414],[393506],[393582],[397701],[401427],[410377],[416664],[417741],[422257],[428544],[430097],[433760],[447949],[451962],[453445],[474003],[477305],[489586],[495234],[498536],[499605],[500075],[502990],[511940],[514032],[514108],[518227],[519304],[519780],[533140],[533694],[534957],[537831],[558359],[562372],[563855],[581802],[585815],[587298],[590651],[590883],[592946],[607856],[611158],[612227],[612697],[613250],[613326],[622787],[625011],[627238],[627462],[629608],[649452],[654269],[654823],[656086],[658960],[679811],[680365],[681628],[684502],[686541],[688670],[689583],[692683],[692759],[701299],[705030],[709043],[713879],[714111],[716174],[720558],[726891],[729775],[732270],[753002],[753556],[753957],[756181],[758408],[758632],[760778],[772852],[783651],[785878],[786102],[788248],[793399],[795194],[795748],[797490],[808092],[809467],[812909],[813463],[814726],[817600],[819639],[821768],[822681],[825781],[825857],[829656],[831360],[836854],[860814],[864081],[864305],[865521],[867147],[870031],[872526],[884226],[885601],[894694],[895961],[896320],[899204],[901699],[908900],[909124],[911103],[922431],[922985],[923990],[925610],[927837],[928061],[930207],[935358],[937153],[937707],[939449],[946007],[947193],[958643],[972813],[974080],[974706],[977785],[979489],[981748],[983253],[984983],[993659],[1002459],[1003013],[1004018],[1010090],[1013854],[1014719],[1015273],[1015584],[1028770],[1031081],[1036264],[1042811],[1043035],[1044251],[1045518],[1045877],[1048761],[1051256],[1058457],[1058681],[1060660],[1067266],[1069173],[1080276],[1091726],[1095490],[1096355],[1096909],[1097473],[1100135],[1100566],[1101752],[1113202],[1116966],[1119385],[1125932],[1126156],[1127372],[1128639],[1130806],[1131847],[1133464],[1138590],[1138814],[1144914],[1159084],[1160977],[1168019],[1169524],[1170389],[1171254],[1179930],[1184440],[1186751],[1193617],[1198505],[1204759],[1206666],[1215111],[1216152],[1217769],[1222895],[1223119],[1226621],[1228528],[1238014],[1239631],[1246298],[1253340],[1254845],[1255710],[1257072],[1258338],[1259093],[1261000],[1266256],[1272103],[1283553],[1287317],[1289300],[1290921],[1291962],[1298929],[1305029],[1308793],[1319199],[1327492],[1333997],[1338885],[1340005],[1343118],[1344384],[1345139],[1347046],[1352302],[1355989],[1360877],[1367131],[1369038],[1375862],[1377483],[1378524],[1385491],[1386876],[1387253],[1388847],[1399989],[1401896],[1411382],[1412999],[1421096],[1433244],[1434861],[1450075],[1457381],[1458216],[1460943],[1469148],[1470268],[1471744],[1473682],[1474059],[1475653],[1491010],[1497515],[1502403],[1507902],[1516957],[1530373],[1535261],[1536381],[1541515],[1543422],[1550771],[1563507],[1565414],[1574900],[1588064],[1591545],[1599498],[1600604],[1603519],[1620139],[1620974],[1631906],[1634502],[1636817],[1664378],[1665498],[1666974],[1670883],[1676891],[1692745],[1697633],[1716687],[1719673],[1748179],[1759613],[1791325],[1792431],[1803377],[1804853],[1823733],[1826329],[1838908],[1872357],[1926144],[1945884],[1959412], [70290,472962],[94886,560766],[107896,606815],[123624,651708],[125599,472572],[141686,707437],[143688,715133],[146659,721437],[160701,555444],[176955,800275],[180753,810348],[182728,606425],[185148,824175],[188659,619293],[204914,468355],[215152,890866],[224566,914307],[229194,702115],[232604,934592],[234579,714743],[238260,527844],[249763,968985],[269399,777933],[270476,1012048],[277172,1026505],[280529,799885],[285654,602208],[290033,818853],[309639,851791],[310716,1093684],[331927,674515],[332996,1135189],[333466,892918],[341214,906673],[349665,1167718],[355924,710526],[378010,743491],[379079,1219494],[379549,971037],[398778,1253039],[404780,1011169],[405012,781427],[413643,1025886],[423326,1295304],[423796,1042475],[456798,1092805],[457030,855285],[478374,1381866],[478844,1125596],[481961,889987],[485003,1134570],[506343,1166839],[506575,923386],[539870,968106],[542912,1218875],[554628,1494722],[567208,1252160],[567440,1003414],[571148,1008386],[594583,1039544],[597625,1294685],[634759,1090022],[650827,1364198],[660999,1122665],[664041,1381247],[694376,1164056],[695408,1165760],[725265,1201826],[754561,1494103],[765929,1249377],[766961,1251081],[803011,1293579],[835124,1330585],[845530,1342206],[857534,1616117],[879145,1380141],[936390,1446311],[945576,1453359],[962407,1472241],[1024260,1538582],[1057875,1576517],[1078659,1594641],[1148678,1667471],[1270486,1786468] ] cell #3110 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [95017],[125649],[141817],[160780],[163148],[182778],[185279],[188738],[205301],[224697],[229273],[231641],[234629],[238647],[257386],[269478],[280579],[286041],[290112],[292480],[296509],[309718],[332314],[333545],[341298],[345221],[351053],[356311],[360332],[378397],[379628],[403534],[404864],[405399],[414232],[423875],[431009],[455552],[456882],[457417],[478923],[480858],[485592],[485718],[495418],[506427],[506962],[538767],[543501],[543627],[567292],[567827],[570181],[574439],[598214],[598340],[619966],[633792],[638050],[650911],[664630],[664756],[667809],[693409],[697667],[722276],[736785],[751136],[755150],[764962],[769220],[775680],[800907],[831980],[833117],[849538],[862532],[865988],[877041],[888449],[949544],[960400],[966568],[974915],[980109],[981246],[1028268],[1067475],[1082627],[1104103],[1114959],[1146671],[1152839],[1204968],[1226830],[1241982],[1274454],[1306786],[1367340],[1400198],[1437212],[1470477],[1563716],[1665707],[1803586] ] cell #3111 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [97652,481744],[104884,695295],[117597,539653],[127009,766848],[137533,594366],[138006,802912],[151331,629391],[152455,845417],[164353,660782],[164826,879046],[174726,686324],[178109,695191],[184138,936277],[190454,725048],[193287,732239],[193496,957566],[195469,962308],[207466,760561],[208590,993546],[210059,766744],[219824,788031],[220948,1024147],[232846,819422],[233319,1057776],[236629,828022],[243816,1079514],[243888,629560],[244120,1079748],[246342,845313],[256716,865304],[259549,872495],[259758,1112125],[261731,1116867],[271194,894477],[274027,901668],[274236,1143837],[276209,1148579],[279287,689552],[279441,499648],[280411,1158971],[288206,929990],[289330,1179817],[290799,936173],[294354,943655],[301721,955305],[302661,1205434],[302793,1205893],[311434,972596],[313601,976151],[317260,983222],[317469,1232567],[320788,1238869],[320860,760730],[321092,1239103],[323314,993442],[330296,1006752],[337483,1271341],[337555,788200],[337787,1271575],[340009,1024043],[342842,793368],[343051,1282476],[343688,590192],[345024,1287218],[350383,1044034],[353216,1051225],[353425,1303952],[355398,1308694],[358476,822650],[358630,612270],[359600,1319086],[361218,1065681],[369012,1076738],[370421,1334704],[376379,1088388],[382416,1098214],[383630,1100104],[386857,1361732],[386929,865473],[387161,1361966],[389783,1109864],[390723,1367806],[390855,1368265],[393442,1116935],[399496,1127155],[401379,1129926],[408746,1141576],[409686,1400664],[409818,1401123],[415933,1412237],[416005,686493],[416237,1412471],[417362,1157516],[418459,1158867],[420626,1162422],[424285,1169493],[424494,1427797],[425115,923959],[425269,701342],[427813,1434099],[427885,930159],[428117,1434333],[430339,1179713],[433172,935327],[433381,1445234],[434018,713420],[435354,1449976],[435670,715956],[442861,1199594],[445603,1203174],[449424,1208444],[453397,1214231],[460513,1225036],[461470,1226176],[461881,977306],[465274,1491685],[465406,1492144],[468307,1236093],[469521,1237983],[469716,1498222],[472820,993611],[475674,1247743],[479333,1254814],[479542,1514603],[480163,1003987],[480317,772895],[488039,1013823],[488248,1527588],[489538,1268565],[490947,1531080],[496905,1280215],[497845,1542190],[497977,1542649],[499344,1285048],[502559,1036233],[502942,1290041],[504156,1291931],[504247,808870],[507383,1558108],[507455,1044203],[507687,1558342],[508420,809008],[510309,1301691],[511249,1564182],[511381,1564641],[513968,1308762],[516582,819061],[517496,1575755],[517568,819591],[517800,1575989],[518925,1317631],[520022,1318982],[520495,614170],[527796,1328167],[529010,1330057],[534909,1336964],[536911,1339974],[545948,1095459],[546157,1614150],[546947,1615818],[548520,1355590],[548624,1099870],[552678,1621681],[556013,1365546],[556970,1366686],[557381,1111019],[559834,1370816],[563424,1119354],[563807,1376603],[565021,1378493],[565112,885004],[568248,1644154],[568320,1127324],[568552,1644388],[569285,885142],[572537,1131816],[576714,1394824],[577528,893126],[577810,1656949],[577882,894646],[578114,1657183],[579456,1398404],[583277,1403674],[587250,1409461],[588659,1671590],[590324,1415083],[593290,1160532],[594005,915884],[595062,923077],[595323,1421406],[595734,1163577],[599127,1686915],[599259,1687374],[600870,1440849],[602160,1431323],[603374,1433213],[603569,1693452],[606673,1179882],[609049,934129],[609527,1442973],[609618,711783],[610467,1704562],[610599,1705021],[611966,1447806],[613186,1450044],[617249,1453060],[621426,1198474],[621782,1458923],[622739,1460063],[631210,1469823],[631621,1210705],[632424,1471713],[632515,744748],[636148,1216121],[640325,1481630],[641139,971245],[641421,1742270],[641493,972765],[641725,1742504],[642509,1744080],[644272,1226635],[650139,1493575],[653289,1497116],[653393,1237749],[656038,1500482],[659706,1245853],[660421,995912],[661478,1003105],[661739,1508212],[662150,1248898],[665543,1771220],[665675,1771679],[667286,1245619],[669389,1779199],[669652,1258648],[670367,1007907],[674467,1524543],[675203,1011585],[675681,1526433],[675772,791155],[675910,1783682],[676042,1784141],[681580,1533340],[683582,1536350],[692619,1287286],[693014,1288901],[693147,1035999],[693618,1807645],[694898,1043741],[699349,1813508],[700756,1042683],[701038,1570946],[702684,1561922],[703641,1563062],[704052,1302846],[706505,1567192],[710217,820118],[710294,1055504],[710478,1572979],[711692,1574869],[711887,1830945],[713552,1578601],[714991,1319151],[718402,1584122],[719262,1583965],[722982,1327047],[723697,1072106],[729482,1594342],[733659,1338854],[734015,1600205],[734119,1339740],[734711,854976],[734972,1601345],[735383,1341129],[738365,1862320],[738628,1344694],[739343,1089543],[743443,1611105],[744179,1093221],[744657,1612995],[744886,1866803],[745018,1867262],[752596,1360846],[753909,1622821],[757727,1367145],[763594,1634471],[764567,1375463],[764700,1119120],[765171,1889281],[766451,1126862],[770902,1895144],[772309,1125804],[772591,1374570],[773925,1899049],[774965,1132702],[775031,1902784],[775285,1388448],[775418,1131582],[775889,164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] cell #3112 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [226249,1291616],[263691,1378178],[282454,1421803],[305971,1471398],[325655,1508609],[329849,1008338],[347043,1293531],[357358,1574554],[359829,1319792],[371094,1596715],[374181,1601742],[375932,1089974],[394033,1634156],[396156,1380093],[412996,1666628],[420179,1164008],[432287,1441935],[432680,1703839],[435639,1190622],[447552,1725175],[447899,1725478],[448977,1218827],[451049,1472193],[470389,1756830],[473476,1761857],[475227,1249329],[487707,1524275],[491620,1788542],[494707,1793569],[496458,1025838],[499679,1802664],[501155,1804507],[514559,1825983],[516067,1571944],[516551,1313510],[516682,1576469],[528563,1330537],[530689,1594593],[532849,1850494],[533209,1850798],[533301,1092301],[545616,1610837],[553351,1875233],[557962,1880845],[558309,1881148],[559387,1381199],[561459,1634951],[577013,1653152],[577497,1407109],[581405,1911446],[581752,1911749],[582830,1134522],[584902,1667423],[589332,1922255],[590262,1924744],[590746,689916],[592419,1927282],[600329,1686647],[604242,1943101],[607329,1948128],[608911,1443214],[608988,1701260],[609080,1181508],[612301,1957223],[613777,1959066],[618391,1453311],[624411,1722852],[627190,1971676],[627637,969773],[640624,1738473],[641108,1211879],[649055,1994765],[649402,1995068],[649692,1494055],[651818,1754708],[653978,2000051],[654338,2000355],[654430,1251656],[666745,1770952],[669285,1777733],[675065,1536591],[675142,1780421],[675234,1263258],[677360,1786420],[679520,2029224],[679880,2029528],[679972,1010665],[688273,2039584],[688620,2039887],[689529,796816],[689606,2042272],[689698,796645],[691770,1545680],[700022,2053963],[700241,1812507],[700725,1038562],[701373,2066376],[704633,2059575],[704980,2059878],[706058,1294637],[708130,1826778],[710160,1573937],[712560,2070384],[713490,2072873],[713974,823014],[715647,2075411],[719958,1583583],[721547,1845511],[726843,1848665],[738261,1860854],[744041,1340215],[744118,1863542],[744210,1349304],[749561,1616069],[752711,2108351],[753071,2108655],[753163,1363694],[755581,1878522],[758360,2113635],[758807,1124332],[771575,2127821],[771794,1894143],[772278,1121683],[772926,1887646],[773660,1657918],[774904,1901390],[777031,1387964],[781061,1666011],[782673,2138539],[783051,1909123],[785830,2141105],[786277,891654],[792381,909299],[792743,1670000],[794903,2150543],[795263,2150847],[795355,906169],[802383,1932292],[807695,2164194],[808042,2164497],[808163,1162663],[808240,1934980],[808332,1426016],[809078,2175638],[809562,924323],[810458,1940979],[812618,2169480],[812978,2169784],[813070,1166335],[821371,2179840],[821718,2180143],[822627,938775],[822704,2182528],[822796,938604],[824868,1708052],[829608,1712986],[830760,1966392],[841812,1729712],[847518,1462688],[848762,1981418],[850889,1474770],[854919,1470781],[856531,2210092],[857188,2212470],[860214,1743698],[861803,1486968],[864033,2215342],[864480,1234271],[867099,1998222],[874482,1505220],[878517,2010411],[883829,2233170],[884176,2233473],[884297,1247984],[884374,2013099],[884466,1512822],[885212,2006209],[885696,1004351],[886385,1785088],[886881,2019786],[889387,1518022],[890976,2024241],[892016,1790442],[895564,2243116],[895911,2243419],[896272,2027395],[906073,1796411],[908852,2254560],[915619,1289006],[915954,2270503],[916863,2049519],[918990,1551482],[922140,2266991],[922500,2267295],[922592,1295885],[923020,1290999],[923936,1044844],[924013,2278075],[924105,1044673],[925010,2057252],[927789,2272275],[928236,1041211],[934340,1058856],[934702,1829355],[936862,2281713],[937222,2282017],[937314,1055726],[945230,2079372],[947145,2082244],[948661,1585906],[952099,2084476],[958043,1854371],[964504,1593261],[965000,2095920],[967506,1604584],[969095,2100375],[970135,1598615],[973683,2309532],[974030,2309835],[974658,2311948],[977224,1356482],[977737,1868656],[978889,1616280],[989941,1627864],[992618,1374781],[995647,1375568],[995982,2111863],[996891,2123377],[999018,1637528],[1002168,2330602],[1002528,2330906],[1002620,1382447],[1003048,1377561],[1003964,1127965],[1004041,2119435],[1004133,1127794],[1004842,1908224],[1007642,1388553],[1007977,2336407],[1009490,2135821],[1010569,1913100],[1011796,1138989],[1012158,1906655],[1014428,2339715],[1014788,2340019],[1014880,1135770],[1020542,1915983],[1035918,2359141],[1035942,1419224],[1036140,1161384],[1036287,2365255],[1036379,1161141],[1036438,2160042],[1038944,1680394],[1040533,1422015],[1041573,1945001],[1042763,2362013],[1043210,1167466],[1045829,2167651],[1053212,1700450],[1055630,1950970],[1058409,2375689],[1067218,2188720],[1070660,1715119],[1071841,1457922],[1072176,2189736],[1074191,2193348],[1075278,1720384],[1078313,1969592],[1080228,1975325],[1086478,1721953],[1089278,1475359],[1089613,2397272],[1091126,2207374],[1092205,1726829],[1093432,1223294],[1093794,1986683],[1096064,2400580],[1096424,2400884],[1096516,1220075],[1099789,1486808],[1101704,1744528],[1103220,1746021],[1110937,1498008],[1112602,1754919],[1119039,2417050],[1119063,1506030],[1119261,1246705],[1119408,2218584],[1119500,1246462],[1119559,2229018],[1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] cell #3113 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3114 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [261529],[322872],[355196],[389723],[393251],[429897],[435152],[442801],[468605],[501665],[510249],[513777],[519580],[528094],[555754],[576654],[592746],[602458],[609467],[612995],[621523],[640265],[674765],[675621],[685981],[692428],[702425],[710776],[716914],[743741],[744597],[779149],[780163],[781677],[792834],[808719],[819163],[853007],[854021],[855535],[884853],[886343],[892107],[894218],[905776],[921108],[923636],[964462],[970226],[972337],[1001136],[1003664],[1005355],[1010272],[1041664],[1043775],[1070618],[1086991],[1091908],[1107758],[1124785],[1126896],[1129085],[1161025],[1165942],[1197077],[1213390],[1229973],[1234724],[1246346],[1251263],[1259141],[1289200],[1326206],[1327540],[1345187],[1359449],[1363301],[1375762],[1388747],[1458116],[1469196],[1475553],[1484674],[1489724],[1491058],[1541563],[1585040],[1599398],[1620874],[1631954],[1664426],[1670783],[1724309],[1745155],[1759513],[1791225],[1823781],[1879979],[1910580],[1945784],[1975952],[2058709],[2145381],[2258836] ] cell #3115 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [393625],[472643],[514151],[556416],[560794],[606496],[613369],[622185],[652692],[692802],[703087],[707465],[714814],[724451],[756422],[780825],[799956],[811332],[819825],[824203],[833720],[854683],[893880],[894880],[906744],[914335],[925851],[935576],[943089],[971999],[972999],[1011240],[1012450],[1014072],[1026533],[1044437],[1056471],[1092876],[1094086],[1095708],[1127558],[1129360],[1135217],[1137594],[1150174],[1166910],[1169742],[1213665],[1219522],[1221899],[1252231],[1255063],[1257118],[1261886],[1295332],[1297709],[1326481],[1343164],[1347932],[1364269],[1381894],[1384271],[1386576],[1419876],[1424644],[1457427],[1473382],[1489999],[1494750],[1506682],[1511450],[1519708],[1550094],[1587764],[1589246],[1606270],[1620185],[1623819],[1636140],[1649056],[1717956],[1728515],[1734377],[1743254],[1747879],[1749361],[1798097],[1840649],[1853635],[1873626],[1884185],[1914786],[1920648],[1971269],[1990206],[2003192],[2032365],[2062915],[2113228],[2140698],[2172621],[2199437],[2271868],[2346108],[2441608] ] cell #3116 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [193878],[202797],[244544],[254918],[260140],[261486],[274618],[283537],[294396],[303346],[315226],[321516],[323075],[326738],[338211],[343433],[348585],[353807],[355153],[369054],[374711],[382458],[391408],[393503],[397698],[401421],[410371],[416661],[417744],[422251],[428541],[430100],[433763],[435109],[447952],[451959],[453439],[474006],[477299],[489580],[495237],[498530],[499608],[500072],[501622],[502984],[511934],[514029],[518224],[519307],[519783],[533270],[533691],[534951],[537825],[558362],[562369],[563849],[581805],[585812],[587292],[590648],[590777],[590877],[592949],[607859],[611152],[612230],[612694],[613247],[614244],[622781],[625005],[627232],[627600],[629602],[649455],[654399],[654820],[656080],[658954],[679941],[680362],[681622],[684496],[686535],[688673],[689574],[689667],[692680],[701302],[705033],[709040],[713876],[714005],[714105],[716177],[720552],[726885],[729780],[732261],[753132],[753553],[753951],[756175],[758402],[758770],[760772],[772855],[783645],[785872],[786240],[788242],[793390],[795324],[795745],[796779],[808095],[809464],[809593],[813039],[813460],[814720],[817594],[819633],[821771],[822672],[822765],[825778],[829650],[831354],[836859],[860808],[864075],[864443],[865515],[867141],[870036],[872517],[884229],[885598],[885727],[894688],[895964],[896314],[899209],[901690],[908894],[909262],[922561],[922982],[923981],[924074],[925604],[927831],[928199],[930201],[935349],[937283],[937704],[938738],[946012],[947187],[958637],[972807],[974083],[974700],[977779],[979483],[981753],[983244],[984988],[993653],[1002589],[1003010],[1004009],[1004102],[1010084],[1013845],[1014849],[1015270],[1015589],[1028775],[1036255],[1036348],[1042805],[1043173],[1044245],[1044807],[1045871],[1048766],[1051247],[1058451],[1058819],[1067260],[1069178],[1080270],[1091720],[1095481],[1096485],[1096906],[1097478],[1100126],[1100571],[1101746],[1113196],[1116957],[1119376],[1119469],[1125926],[1126294],[1127366],[1127928],[1131838],[1131931],[1133458],[1138584],[1138952],[1144908],[1159078],[1160971],[1161347],[1168024],[1169515],[1171259],[1179924],[1184445],[1193622],[1198496],[1198589],[1204753],[1206671],[1216143],[1216236],[1217763],[1222889],[1223257],[1226615],[1228533],[1238005],[1239625],[1246292],[1246668],[1253345],[1254836],[1257066],[1259087],[1259463],[1261005],[1266261],[1272097],[1283547],[1287308],[1288788],[1289305],[1291953],[1305023],[1308784],[1319193],[1327486],[1327862],[1334002],[1338876],[1339996],[1343112],[1345133],[1345509],[1347051],[1352307],[1355994],[1360868],[1367125],[1369043],[1375350],[1375867],[1378515],[1386881],[1388335],[1388852],[1399983],[1401901],[1411373],[1412993],[1433235],[1434855],[1450066],[1457375],[1457704],[1458221],[1469142],[1470262],[1471735],[1473687],[1475141],[1475658],[1491004],[1497520],[1502394],[1517010],[1530378],[1535252],[1536372],[1541509],[1543427],[1563501],[1565419],[1574891],[1582884],[1588069],[1599503],[1600609],[1603572],[1620133],[1620979],[1631900],[1634493],[1664372],[1665492],[1666965],[1670888],[1676882],[1692750],[1697624],[1716740],[1748184],[1759618],[1791330],[1792436],[1803371],[1804844],[1823727],[1826320],[1872410],[1926149],[1945889],[1959403], [70291,323110],[94889,393230],[107897,430135],[123627,467746],[125596,472566],[141689,513756],[143689,519818],[146662,525443],[160698,555438],[176956,592984],[180756,601599],[182725,606419],[185151,612974],[188656,619287],[204908,468349],[215155,672114],[224569,692407],[229191,702109],[232607,709917],[234576,714737],[238254,527838],[249766,741090],[269396,777927],[270479,779888],[277175,792813],[280526,799879],[285648,602202],[290030,818847],[309636,851785],[310719,853746],[331921,674509],[332999,892086],[333463,892912],[341211,906667],[349668,921847],[355918,710520],[378004,743485],[379082,970205],[379546,971031],[398781,1001875],[404777,1011163],[405006,781421],[413634,1025880],[423329,1041643],[423793,1042469],[456795,1092799],[457024,855279],[478377,1124764],[478841,1125590],[481955,889981],[484994,1134564],[506340,1166833],[506569,923380],[539864,968100],[542903,1218869],[554631,1234703],[567205,1252154],[567434,1003408],[571139,1008380],[594577,1039538],[597616,1294679],[634750,1090016],[650824,1364192],[660993,1122659],[664032,1381241],[694367,1164050],[695402,1165754],[725259,1201820],[754552,1494097],[765920,1249371],[766955,1251075],[803002,1293573],[835115,1330579],[845524,1342200],[857525,1616111],[879136,1380135],[936384,1446305],[945567,1453353],[962398,1472235],[1024254,1538576],[1057866,1576511],[1078650,1594635],[1148669,1667465],[1270477,1786462] ] cell #3117 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [70292],[94915],[107898],[123677],[125627],[141715],[143690],[146712],[160758],[176957],[180806],[182756],[185177],[188716],[204849],[215205],[224595],[229251],[232657],[234607],[238195],[249816],[269456],[270529],[277230],[280557],[285589],[290090],[293484],[309696],[310769],[331862],[333054],[333523],[341276],[349718],[355859],[377945],[379137],[379606],[398831],[400509],[404842],[404947],[413572],[423384],[423853],[452527],[456860],[456965],[478432],[478901],[480985],[484932],[506405],[506510],[526064],[538894],[542841],[554686],[567270],[567375],[570113],[593607],[597554],[620093],[633724],[647193],[650889],[660023],[663970],[669969],[693341],[722208],[723299],[738945],[751263],[754490],[764894],[775612],[833049],[843564],[849470],[857393],[862464],[863555],[908374],[945435],[960332],[981178],[991693],[1022294],[1028200],[1078518],[1099994],[1114891],[1146603],[1177964],[1237873],[1270345],[1306718],[1339864],[1433103],[1536240],[1676750] ] cell #3118 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [70293],[94936],[107899],[124099],[125656],[141736],[143691],[148013],[161259],[176958],[181228],[182785],[185198],[190246],[205481],[216506],[224616],[229752],[233079],[234636],[240012],[251117],[270986],[271427],[277251],[280586],[286221],[290591],[293674],[311226],[311667],[333075],[333679],[334577],[341305],[350616],[356491],[379158],[379762],[380660],[399729],[400699],[404871],[406211],[413578],[423405],[424907],[452717],[456889],[458229],[478453],[479955],[481115],[484938],[506434],[507774],[526254],[539024],[542847],[554707],[567299],[568639],[570119],[593737],[597560],[620223],[633730],[647383],[650918],[660153],[663976],[670099],[693347],[722214],[723429],[739075],[751393],[754496],[764900],[775618],[833055],[843694],[849476],[857399],[862470],[863685],[908504],[945441],[960338],[981184],[991823],[1022424],[1028206],[1078524],[1100000],[1114897],[1146609],[1178094],[1237879],[1270351],[1306724],[1339870],[1433109],[1536246],[1676756] ] cell #3119 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3120 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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20580,1582646],[1323279,1585121],[1327288,1589867],[1332402,1593749],[1338392,1600515],[1344935,1864815],[1354017,1614931],[1354394,1615225],[1354742,1359197],[1355900,1360384],[1367543,1371826],[1399233,1659172],[1404684,1665910],[1410889,1926055],[1440391,1699732],[1454125,1714383],[1464935,1724390],[1468944,1729136],[1484098,1742761],[1486392,1490806],[1497426,1501910],[1528778,1785576],[1534768,1792342],[1541311,2043545],[1563919,1568202],[1584464,1840156],[1595407,1850062],[1627288,1631702],[1660165,1910661],[1664174,1915407],[1692656,1697140],[1723733,1970776],[1787234,2028792],[1819115,1823529],[1910004,2140205] ] cell #3121 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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32422,1234321],[1240113,1498058],[1252837,1514458],[1261196,1781750],[1269309,1786330],[1272585,1792974],[1285309,1805832],[1300042,1818046],[1323084,1840669],[1334119,1850118],[1336085,1854630],[1347242,1864871],[1353448,1867816],[1358077,1616539],[1369234,1627344],[1372932,1374831],[1390935,1905222],[1398286,1908981],[1402092,1915463],[1413481,1926687],[1435343,1693288],[1448067,1709688],[1453556,1962073],[1464740,1971289],[1477741,1985250],[1499603,1755178],[1530495,2028848],[1532461,2033360],[1543618,2043601],[1565610,1819171],[1569308,1571207],[1594838,2086317],[1659970,2140718],[1672971,2154679],[1694833,1941449],[1786665,2244957] ] cell #3122 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3123 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [226248,1291615],[263690,1378177],[282453,1421800],[305970,1471397],[325654,1508606],[329848,1008335],[347042,1293528],[357357,1574553],[371093,1596714],[374180,1601739],[375931,1089971],[394032,1634155],[396155,1380090],[412995,1666627],[420178,1164005],[432679,1703836],[447492,1725174],[447898,1725475],[448976,1218824],[451048,1472190],[470388,1756829],[473475,1761854],[475226,1249326],[491619,1788541],[494706,1793566],[496457,1025835],[501154,1804506],[514558,1825982],[516681,1576466],[520483,1319791],[528562,1330534],[530688,1594590],[532848,1850447],[533144,1850793],[533300,1348318],[553350,1875232],[557902,1880844],[558308,1881145],[559386,1381196],[561458,1634948],[581345,1911445],[581751,1911746],[582829,1134519],[584901,1667420],[589331,1922254],[592418,1927279],[604241,1943100],[607328,1948125],[609079,1181505],[609606,1441934],[613776,1959065],[614076,1190621],[618390,1453308],[624410,1722805],[627187,1971632],[627636,1219014],[648995,1994764],[649401,1995065],[649691,1494052],[651817,1754705],[653977,2000004],[654273,2000350],[654429,1511836],[675233,1263255],[675760,1524274],[677359,1786417],[679519,2029177],[679815,2029523],[679971,1262272],[688213,2039583],[688619,2039884],[689697,1030806],[689915,797439],[690224,1802663],[691769,1545677],[700021,2053962],[704573,2059574],[704979,2059875],[706057,1294634],[708129,1826775],[710548,1571943],[710954,1313509],[712559,2070383],[715646,2075408],[719957,1583536],[721546,1845508],[726840,1848621],[744209,1349301],[744736,1610836],[749560,1616066],[752710,2108304],[753006,2108650],[753162,1624205],[755580,1878475],[758357,2113591],[758806,1381386],[771574,2127820],[777030,1387961],[781449,1653151],[781855,1407108],[782672,2138538],[783050,1909076],[785827,2141061],[786276,1134709],[792742,1669997],[794902,2150496],[795198,2150842],[795354,1150560],[796815,910811],[797033,1924743],[807635,2164193],[808041,2164494],[808331,1426013],[808858,1686646],[810457,1940976],[812617,2169433],[812913,2169779],[813069,1425030],[819180,1443213],[819476,1701255],[821311,2179839],[821717,2180140],[822795,1186476],[823013,939398],[823322,1957222],[824867,1708049],[829605,1712942],[830759,1966345],[841811,1976128],[850888,1474767],[855307,1738472],[855713,1211878],[856530,2210091],[857187,2211074],[860213,1743651],[861802,1745331],[864030,2215298],[864479,1494242],[867096,1998178],[874481,1762844],[883769,2233169],[884175,2233470],[884465,1512819],[884992,1770951],[889386,1517968],[890009,1777732],[890975,2024238],[892015,1790439],[894235,1536590],[894531,1780416],[895504,2243115],[895910,2243416],[896269,2027351],[906072,1796357],[908849,2254516],[909298,1026025],[911107,2042267],[918989,1551479],[922139,2266944],[922435,2267290],[922591,1556716],[923408,1812506],[923814,1038561],[924104,1298654],[924322,1045467],[924631,2066375],[925009,2057205],[927786,2272231],[928235,1294824],[934701,1829352],[934899,1573932],[936861,2281666],[937157,2282012],[937313,1310675],[938774,1060368],[938992,2072872],[945229,2077976],[947142,2082200],[958042,2090589],[967505,1604530],[968128,1860853],[969094,2100372],[970134,1598612],[972354,1340214],[972650,1863537],[973623,2309531],[974029,2309832],[974655,2310710],[977223,1617150],[977734,1868612],[978888,1869508],[989940,1880155],[992617,1635138],[999017,1637525],[1002167,2330555],[1002463,2330901],[1002619,1642762],[1003436,1894142],[1003842,1121682],[1004132,1385216],[1004350,1128588],[1004659,1887645],[1005372,1657917],[1006926,2336406],[1008963,1901385],[1009489,2135774],[1010568,1913046],[1012157,1906652],[1013395,1666006],[1014427,2339668],[1014723,2340014],[1014879,1393198],[1020541,2145557],[1035917,2357745],[1036378,1419779],[1038943,1680340],[1039566,1932291],[1040532,1681983],[1041572,1944998],[1042760,2361969],[1043209,1426203],[1043792,1162662],[1044088,1934975],[1044843,1170097],[1045061,2175637],[1045826,2167607],[1053211,1949115],[1055629,1950916],[1058406,2375645],[1058855,1181695],[1060664,2182523],[1067215,2187482],[1075277,1720381],[1078312,2194714],[1080225,2198938],[1087008,1462687],[1088562,2397271],[1090599,1981413],[1091125,2207327],[1092204,1726775],[1093793,1986680],[1095031,1470776],[1096063,2400533],[1096359,2400879],[1096515,1480004],[1099788,1745030],[1101701,1989707],[1110936,1755789],[1112601,1999074],[1119038,2415654],[1119499,1506585],[1122064,1764645],[1122687,2010410],[1123653,1766288],[1124693,1758727],[1125881,2419878],[1126330,1513009],[1126913,1247983],[1127209,2013094],[1127964,1255418],[1128182,2006208],[1129263,1785083],[1129453,2422929],[1130810,2425144],[1131500,2236616],[1131961,1519611],[1132024,2019742],[1133413,2240840],[1135673,2024498],[1138539,2428119],[1138988,1263445],[1144313,2249229],[1155365,2259012],[1160547,1549836],[1160926,2444563],[1161042,1289005],[1161383,1289568],[1162596,2270502],[1163494,1552633],[1164633,2049514],[1165159,1808153],[1166238,2061175],[1167827,2054781],[1169065,1290994],[1170393,2278070],[1176211,2058885],[1178888,1826965],[1188890,1834589],[1197094,1585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] cell #3124 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3125 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [329908,1006093],[347258,1291395],[375991,1087729],[396371,1377957],[420238,1161763],[421051,1421575],[449036,1207785],[451264,1471177],[475286,1247084],[476099,1508381],[496517,1279556],[499161,1283762],[499520,1031659],[503768,1291272],[516897,1574333],[528622,1329398],[533631,1596642],[535010,1337205],[537336,1601514],[559446,1370157],[561674,1633935],[564633,1377834],[582889,1403015],[585117,1666407],[587351,1409702],[590171,1155679],[609139,1442314],[609952,1703611],[611783,1446520],[612142,1187329],[616355,1453229],[627526,1466014],[628040,1725396],[629539,1207982],[632036,1471054],[649751,1492916],[654760,1756757],[656139,1500723],[658465,1761629],[675293,1525774],[680302,1788469],[681681,1533581],[684007,1793341],[686472,1279753],[691985,1804286],[700855,1559704],[701214,1299507],[706117,1566533],[708345,1825762],[710579,1573220],[711304,1574210],[713399,1315794],[717768,1583526],[728588,1594511],[729897,1850437],[730059,1596447],[744269,1612336],[747525,1615987],[753493,1875160],[754010,1623062],[758696,1628772],[759210,1881066],[760709,1370354],[763206,1633812],[772408,1645750],[772767,1386069],[774995,1648459],[781480,1655534],[786166,1661244],[786680,1911667],[788179,1403212],[790676,1666284],[795685,1922182],[799390,1927054],[801359,1680001],[805416,1428967],[808391,1688146],[808987,1429136],[813400,1943028],[814779,1695953],[817105,1947900],[819570,1442511],[825083,1958845],[827363,1452556],[838033,1722795],[839953,1724723],[848853,1733780],[855338,1740855],[858024,1743641],[859728,1745252],[864369,1750387],[864883,1994986],[865452,1493113],[868844,1754626],[870153,1999994],[870315,1756562],[875329,1761701],[877493,1764306],[881550,1515773],[884525,1772451],[885121,1515942],[887197,1775353],[888901,1776964],[894625,1525971],[898017,1786338],[899326,2029167],[899488,1788274],[909188,1799123],[909702,2039805],[911594,1546334],[913698,1804163],[915250,1806203],[915863,1550588],[916954,1807814],[919231,1558650],[922922,2053890],[923439,1814889],[928125,1820599],[928639,2059796],[930138,1566730],[932635,1825639],[937644,2070311],[941349,2075183],[942053,1063851],[942196,1064068],[949996,1844439],[951075,1845429],[954646,1593838],[959715,1853038],[963822,1352255],[965316,1858474],[967020,1860085],[972744,1612533],[975492,1615314],[976672,1869498],[977285,1617078],[981870,2108294],[982032,1874965],[986162,1878465],[987866,1880076],[988082,1880393],[993590,1634009],[995278,1887839],[995891,1636634],[996982,1889450],[999259,1644696],[1002950,2127748],[1003467,1896525],[1007273,1900099],[1007886,1649550],[1015210,2138466],[1016763,1909066],[1018683,1910994],[1027583,1920051],[1028892,2150486],[1029054,1921987],[1031145,1675204],[1034068,1927126],[1035574,1929032],[1035697,1679985],[1036754,1929912],[1038458,1931523],[1039683,1687934],[1043099,1936658],[1043613,2164415],[1044182,1688343],[1047574,1940897],[1048883,2169423],[1049045,1942833],[1054059,1947972],[1057384,1182162],[1058745,1953682],[1059259,2180061],[1060280,1183353],[1061151,1708706],[1063255,1958722],[1071472,1965405],[1072085,1718450],[1072578,1966335],[1074282,1967946],[1081375,1973448],[1083079,1975059],[1084158,1976049],[1085395,1481938],[1088909,1980127],[1089522,1734871],[1096846,2210019],[1097669,2211064],[1099445,1744579],[1099568,1486797],[1104555,1993996],[1104771,1994313],[1109205,1753953],[1110385,1999064],[1110998,1755717],[1114274,2002595],[1118695,2007151],[1118818,1764290],[1119875,2008031],[1121579,2009642],[1122804,1772239],[1126220,2014777],[1126734,2233391],[1127303,1772648],[1131157,2018886],[1131280,1776948],[1137346,2024159],[1138507,1263912],[1138878,2026185],[1139392,2243337],[1140917,1785665],[1145986,2031768],[1150093,1266209],[1151587,2037204],[1153291,2038815],[1153507,2039132],[1155841,1801981],[1159015,1804360],[1160701,1806758],[1162943,2048228],[1163556,1808905],[1168141,2266934],[1168303,2053695],[1170880,1827432],[1172433,2057195],[1174137,2058806],[1174353,2059123],[1179861,1825836],[1182672,1310645],[1183253,2068180],[1184562,2281656],[1184724,2070116],[1185530,1311489],[1186815,1834559],[1189738,2075255],[1192775,2077921],[1193813,2077966],[1197815,2081344],[1197938,1844423],[1198935,1844756],[1200115,2083086],[1202731,1604175],[1208965,2089649],[1209578,1854129],[1210071,2090579],[1210684,1855169],[1211775,2092190],[1211921,1612124],[1215462,2095020],[1215585,1860069],[1221651,2100293],[1222812,1349958],[1223183,2102319],[1223697,2309753],[1224470,2103635],[1226345,1616883],[1230827,2107364],[1231440,1874120],[1233637,2109905],[1237324,1879403],[1237447,1627693],[1240730,2115407],[1242434,2117018],[1246022,1888394],[1248264,2122086],[1248877,1890541],[1253462,2330545],[1253624,2127553],[1256201,1635605],[1258402,2136582],[1258817,1900654],[1264405,2135764],[1265528,1393168],[1266109,2137375],[1266378,2339658],[1266540,2138271],[1273202,2142877],[1274906,2144488],[1275985,2145478],[1277222,1395132],[1280736,2149556],[1281349,1921142],[1289496,2357735],[1296598,2163742],[1298622,1426670],[1298993,1949085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] cell #3126 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3127 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3128 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3129 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3130 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3131 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [261538],[322828],[355205],[388909],[393193],[429853],[435161],[440337],[467709],[501674],[509435],[513719],[519536],[525406],[554754],[574190],[592702],[601562],[608653],[612937],[618603],[637801],[672077],[673945],[685937],[692370],[701425],[709880],[716682],[741053],[742921],[777243],[779105],[779851],[792776],[807043],[818163],[851101],[852963],[853709],[883177],[886111],[892049],[892228],[905761],[921064],[921810],[964230],[970168],[970347],[1001092],[1001838],[1005197],[1010257],[1041606],[1041785],[1070386],[1086833],[1091893],[1107714],[1124727],[1124906],[1129070],[1160867],[1165927],[1196919],[1213375],[1229741],[1234666],[1246188],[1251248],[1258983],[1289185],[1326191],[1327382],[1345029],[1359291],[1363286],[1375747],[1388732],[1458101],[1469038],[1475538],[1484659],[1489709],[1490900],[1541405],[1585025],[1599383],[1620859],[1631796],[1664268],[1670768],[1724294],[1745140],[1759498],[1791210],[1823623],[1879964],[1910565],[1945769],[1975937],[2058694],[2145366],[2258821] ] cell #3132 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [193877],[202796],[244543],[254917],[260139],[274617],[283536],[294395],[303345],[315225],[321515],[323074],[326737],[338210],[343432],[348584],[353806],[369053],[374710],[382457],[391407],[393502],[393584],[397697],[401420],[410370],[416660],[417743],[422250],[428540],[430099],[433762],[447951],[451958],[453438],[474005],[477298],[489579],[495236],[498529],[499607],[500071],[502983],[511933],[514028],[514110],[518223],[519306],[519782],[533141],[533690],[534950],[537824],[558361],[562368],[563848],[581804],[585811],[587291],[590647],[590876],[592948],[607858],[611151],[612229],[612693],[613246],[613328],[622780],[625004],[627231],[627461],[629601],[649454],[654270],[654819],[656079],[658953],[679812],[680361],[681621],[684495],[686534],[688672],[689573],[692679],[692761],[701301],[705032],[709039],[713875],[714104],[716176],[720551],[726884],[729774],[732260],[753003],[753552],[753950],[756174],[758401],[758631],[760771],[772854],[783644],[785871],[786101],[788241],[793389],[795195],[795744],[797492],[808094],[809463],[812910],[813459],[814719],[817593],[819632],[821770],[822671],[825777],[825859],[829649],[831353],[836853],[860807],[864074],[864304],[865514],[867140],[870030],[872516],[884228],[885597],[894687],[895963],[896313],[899203],[901689],[908893],[909123],[911104],[922432],[922981],[923980],[925603],[927830],[928060],[930200],[935348],[937154],[937703],[939451],[946006],[947186],[958636],[972806],[974082],[974699],[977778],[979482],[981747],[983243],[984982],[993652],[1002460],[1003009],[1004008],[1010083],[1013844],[1014720],[1015269],[1015583],[1028769],[1031080],[1036254],[1042804],[1043034],[1044244],[1045520],[1045870],[1048760],[1051246],[1058450],[1058680],[1060661],[1067259],[1069172],[1080269],[1091719],[1095480],[1096356],[1096905],[1097472],[1100125],[1100565],[1101745],[1113195],[1116956],[1119375],[1125925],[1126155],[1127365],[1128641],[1130807],[1131837],[1133457],[1138583],[1138813],[1144907],[1159077],[1160970],[1168018],[1169514],[1170390],[1171253],[1179923],[1184439],[1186750],[1193616],[1198495],[1204752],[1206665],[1215112],[1216142],[1217762],[1222888],[1223118],[1226614],[1228527],[1238004],[1239624],[1246291],[1253339],[1254835],[1255711],[1257065],[1258337],[1259086],[1260999],[1266255],[1272096],[1283546],[1287307],[1289299],[1290922],[1291952],[1298928],[1305022],[1308783],[1319192],[1327485],[1333996],[1338875],[1339995],[1343111],[1344383],[1345132],[1347045],[1352301],[1355988],[1360867],[1367124],[1369037],[1375861],[1377484],[1378514],[1385490],[1386875],[1387252],[1388846],[1399982],[1401895],[1411372],[1412992],[1421095],[1433234],[1434854],[1450065],[1457374],[1458215],[1460944],[1469141],[1470261],[1471734],[1473681],[1474058],[1475652],[1491003],[1497514],[1502393],[1507901],[1516956],[1530372],[1535251],[1536371],[1541508],[1543421],[1550770],[1563500],[1565413],[1574890],[1588063],[1591544],[1599497],[1600603],[1603518],[1620132],[1620973],[1631899],[1634492],[1636816],[1664371],[1665491],[1666964],[1670882],[1676881],[1692744],[1697623],[1716686],[1719672],[1748178],[1759612],[1791324],[1792430],[1803370],[1804843],[1823726],[1826319],[1838907],[1872356],[1926143],[1945883],[1959402], [70297,472958],[94888,560697],[107903,606811],[123626,651574],[125595,472565],[141688,707368],[143695,715129],[146661,721303],[160697,555437],[176962,800271],[180755,810214],[182724,606418],[185150,824106],[188655,619286],[204907,468348],[215154,890732],[224568,914238],[229190,702108],[232606,934458],[234575,714736],[238253,527837],[249765,968851],[269395,777926],[270478,1011914],[277174,1026368],[280525,799878],[285647,602201],[290029,818846],[309635,851784],[310718,1093550],[331920,674508],[332998,1135052],[333462,892911],[341210,906666],[349667,1167584],[355917,710519],[378003,743484],[379081,1219357],[379545,971030],[398780,1252905],[404776,1011162],[405005,781420],[413633,1025879],[423328,1295167],[423792,1042468],[456794,1092798],[457023,855278],[478376,1381729],[478840,1125589],[481954,889980],[484993,1134563],[506339,1166832],[506568,923379],[539863,968099],[542902,1218868],[554630,1494585],[567204,1252153],[567433,1003407],[571138,1008379],[594576,1039537],[597615,1294678],[634749,1090015],[650823,1364191],[660992,1122658],[664031,1381240],[694366,1164049],[695401,1165753],[725258,1201819],[754551,1494096],[765919,1249370],[766954,1251074],[803001,1293572],[835114,1330578],[845523,1342199],[857524,1616110],[879135,1380134],[936383,1446304],[945566,1453352],[962397,1472234],[1024253,1538575],[1057865,1576510],[1078649,1594634],[1148668,1667464],[1270476,1786461] ] cell #3133 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [70299],[94917],[107905],[123679],[125626],[141717],[143697],[146714],[160757],[176964],[180808],[182755],[185179],[188715],[204848],[215207],[224597],[229250],[232659],[234606],[238194],[249818],[269455],[270531],[277232],[280556],[285588],[290089],[293483],[309695],[310771],[331861],[333056],[333522],[341275],[349720],[355858],[377944],[379139],[379605],[398833],[400508],[404841],[404946],[413571],[423386],[423852],[452526],[456859],[456964],[478434],[478900],[480984],[484931],[506404],[506509],[526063],[538893],[542840],[554688],[567269],[567374],[570112],[593606],[597553],[620092],[633723],[647192],[650888],[660022],[663969],[669968],[693340],[722207],[723298],[738944],[751262],[754489],[764893],[775611],[833048],[843563],[849469],[857392],[862463],[863554],[908373],[945434],[960331],[981177],[991692],[1022293],[1028199],[1078517],[1099993],[1114890],[1146602],[1177963],[1237872],[1270344],[1306717],[1339863],[1433102],[1536239],[1676749] ] cell #3134 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [95030],[125622],[141830],[160724],[163106],[182751],[185292],[188682],[205225],[224710],[229217],[231599],[234602],[238571],[257371],[269422],[280552],[285965],[290056],[292438],[296494],[309662],[332238],[333489],[341237],[345179],[351038],[356235],[360317],[378321],[379572],[403519],[404803],[405323],[414151],[423819],[430994],[455537],[456821],[457341],[478867],[480843],[485511],[485703],[495400],[506366],[506886],[538752],[543420],[543612],[567231],[567751],[570166],[574421],[598133],[598325],[619951],[633777],[638032],[650850],[664549],[664741],[667791],[693394],[697649],[722261],[736767],[751121],[755069],[764947],[769202],[775665],[800889],[831962],[833102],[849523],[862517],[865970],[877023],[888431],[949526],[960385],[966550],[974897],[980091],[981231],[1028253],[1067457],[1082609],[1104085],[1114944],[1146656],[1152821],[1204950],[1226812],[1241964],[1274436],[1306771],[1367322],[1400180],[1437194],[1470459],[1563698],[1665689],[1803568] ] cell #3135 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [322793],[388874],[429818],[440302],[467376],[509400],[519501],[525073],[574155],[592667],[601229],[608618],[637766],[671744],[673910],[685902],[709547],[740720],[742886],[779070],[779518],[792015],[807008],[852928],[853376],[883142],[887685],[891288],[905805],[921029],[921477],[965804],[969407],[1001057],[1001505],[1006289],[1010301],[1037242],[1040845],[1087925],[1091937],[1107679],[1120363],[1123966],[1130169],[1161959],[1163431],[1165971],[1200603],[1214474],[1233905],[1247280],[1248752],[1251292],[1290284],[1291468],[1329594],[1340983],[1354211],[1363330],[1376846],[1378030],[1421649],[1443982],[1454319],[1460306],[1471250],[1484773],[1508455],[1537359],[1574406],[1585139],[1595601],[1601588],[1614378],[1666480],[1703685],[1713830],[1724408],[1787428],[1793415],[1849509],[1910679],[2028239], 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20584,1582643],[1323278,1585120],[1327290,1589864],[1332406,1593746],[1338391,1600514],[1344937,1864812],[1354019,1614928],[1354398,1615222],[1354739,1359199],[1355899,1360383],[1367542,1371825],[1399303,1659100],[1404683,1665909],[1410888,1926054],[1440390,1699731],[1454127,1714380],[1464934,1724389],[1468946,1729133],[1484102,1742758],[1486389,1490808],[1497425,1501909],[1528782,1785573],[1534767,1792341],[1541313,2043542],[1563918,1568201],[1584468,1840153],[1595409,1850059],[1627285,1631704],[1660164,1910660],[1664176,1915404],[1692655,1697139],[1723737,1970773],[1787236,2028789],[1819112,1823531],[1910008,2140202] ] cell #3136 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [163372],[208135],[231865],[257833],[261148],[288875],[292704],[296956],[318866],[345445],[351500],[354815],[359145],[364057],[388269],[403981],[418793],[425891],[431456],[434771],[439697],[455999],[484583],[486165],[496077],[501284],[508795],[515574],[521039],[542492],[544074],[573550],[575098],[575732],[586707],[598787],[608013],[637161],[638709],[639343],[665203],[667710],[673062],[673305],[685068],[698326],[698960],[736686],[742038],[742281],[769879],[770513],[773480],[778236],[806160],[806403],[831881],[847338],[852094],[866647],[882294],[882537],[886188],[915439],[920195],[948481],[964307],[980010],[984482],[995467],[1000223],[1007462],[1035745],[1070463],[1071661],[1089098],[1103040],[1106845],[1118866],[1131328],[1197986],[1209154],[1215633],[1224567],[1229818],[1231016],[1280925],[1323253],[1338366],[1360358],[1371526],[1404384],[1410863],[1464909],[1486771],[1501884],[1534742],[1567902],[1627667],[1660139],[1697114],[1729515],[1819494],[1915786],[2043924] ] cell #3137 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [329907,1006095],[347256,1291394],[375990,1087731],[396369,1377956],[420237,1161765],[421050,1421577],[449035,1207787],[451262,1471176],[475285,1247086],[476098,1508383],[496516,1279558],[499160,1283764],[499519,1031658],[503767,1291274],[516895,1574332],[528621,1329400],[533629,1596641],[535009,1337207],[537335,1601516],[559445,1370159],[561672,1633934],[564632,1377836],[582888,1403017],[585115,1666406],[587350,1409704],[590170,1155678],[609138,1442316],[609951,1703613],[611782,1446522],[612141,1187328],[616354,1453231],[627591,1466013],[628039,1725398],[629538,1207981],[632035,1471056],[649750,1492918],[654758,1756756],[656138,1500725],[658464,1761631],[675292,1525776],[680300,1788468],[681680,1533583],[684006,1793343],[686471,1279752],[691983,1804285],[700854,1559706],[701213,1299506],[706116,1566535],[708343,1825761],[710578,1573222],[711303,1574212],[713398,1315793],[717767,1583528],[728587,1594513],[729896,1850439],[730131,1596449],[744268,1612338],[747524,1615989],[753491,1875159],[754009,1623064],[758761,1628771],[759209,1881068],[760708,1370353],[763205,1633814],[772407,1645752],[772766,1386068],[774994,1648461],[781479,1655536],[786231,1661243],[786679,1911669],[788178,1403211],[790675,1666286],[795683,1922181],[799389,1927056],[801358,1680003],[805415,1428966],[808390,1688148],[808986,1429135],[813398,1943027],[814778,1695955],[817104,1947902],[819569,1442510],[825081,1958844],[827365,1452560],[838032,1722797],[839955,1724727],[848852,1733782],[855337,1740857],[858023,1743643],[859727,1745254],[864434,1750386],[864882,1994988],[865451,1493112],[868843,1754628],[870152,1999996],[870387,1756564],[875328,1761703],[877492,1764308],[881549,1515772],[884524,1772453],[885120,1515941],[887196,1775355],[888900,1776966],[894624,1525970],[898016,1786340],[899325,2029169],[899560,1788276],[909253,1799122],[909701,2039807],[911592,1546333],[913697,1804165],[915249,1806205],[915862,1550587],[916953,1807816],[919230,1558649],[922920,2053889],[923438,1814891],[928190,1820598],[928638,2059798],[930137,1566729],[932634,1825641],[937642,2070310],[941348,2075185],[942051,1063850],[942195,1064067],[949995,1844441],[951074,1845431],[954648,1593842],[959714,1853040],[963821,1352254],[965315,1858476],[967019,1860087],[972743,1612532],[975494,1615318],[976671,1869500],[977284,1617077],[981869,2108296],[982104,1874967],[986161,1878467],[987865,1880078],[988084,1880397],[993589,1634008],[995277,1887841],[995890,1636633],[996981,1889452],[999258,1644695],[1002948,2127747],[1003466,1896527],[1007272,1900101],[1007885,1649549],[1015208,2138465],[1016762,1909068],[1018685,1910998],[1027582,1920053],[1028891,2150488],[1029126,1921989],[1031210,1675203],[1034067,1927128],[1035576,1929029],[1035696,1679984],[1036753,1929914],[1038457,1931525],[1039685,1687931],[1043164,1936657],[1043612,2164417],[1044181,1688342],[1047573,1940899],[1048882,2169425],[1049117,1942835],[1054058,1947974],[1057382,1182161],[1058810,1953681],[1059258,2180063],[1060279,1183352],[1061149,1708705],[1063254,1958724],[1071471,1965407],[1072084,1718449],[1072577,1966337],[1074281,1967948],[1081374,1973450],[1083078,1975061],[1084157,1976051],[1085394,1481937],[1088908,1980129],[1089521,1734870],[1096844,2210018],[1097668,2211066],[1099447,1744583],[1099567,1486796],[1104554,1993998],[1104773,1994317],[1109207,1753957],[1110384,1999066],[1110997,1755716],[1114273,2002597],[1118697,2007148],[1118817,1764289],[1119874,2008033],[1121578,2009644],[1122806,1772236],[1126285,2014776],[1126733,2233393],[1127302,1772647],[1131159,2018883],[1131279,1776947],[1137345,2024161],[1138505,1263911],[1138943,2026184],[1139391,2243339],[1140919,1785669],[1145985,2031770],[1150092,1266208],[1151586,2037206],[1153290,2038817],[1153509,2039136],[1155913,1801983],[1159014,1804359],[1160703,1806755],[1162942,2048230],[1163555,1808904],[1168140,2266936],[1168375,2053697],[1170878,1827431],[1172432,2057197],[1174136,2058808],[1174355,2059127],[1179860,1825835],[1182526,1310644],[1183252,2068182],[1184561,2281658],[1184796,2070118],[1185529,1311488],[1186880,1834558],[1189737,2075257],[1192774,2077923],[1193812,2077968],[1197817,2081341],[1197937,1844422],[1198937,1844760],[1200114,2083088],[1202730,1604174],[1208964,2089651],[1209577,1854128],[1210070,2090581],[1210683,1855168],[1211774,2092192],[1211923,1612121],[1215464,2095017],[1215584,1860068],[1221650,2100295],[1222810,1349957],[1223248,2102318],[1223696,2309755],[1224472,2103639],[1226347,1616885],[1230826,2107366],[1231439,1874119],[1233636,2109907],[1237326,1879407],[1237446,1627692],[1240729,2115409],[1242433,2117020],[1246024,1888391],[1248263,2122088],[1248876,1890540],[1253461,2330547],[1253696,2127555],[1256199,1635604],[1258467,2136581],[1258819,1900651],[1264404,2135766],[1265382,1393167],[1266108,2137377],[1266377,2339660],[1266612,2138273],[1273201,2142879],[1274905,2144490],[1275984,2145480],[1277221,1395131],[1280735,2149558],[1281348,1921141],[1289495,2357737],[1296600,2163746],[1298620,1426669],[1299058,1949084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] cell #3138 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [193879],[202798],[244542],[254916],[260141],[274619],[283538],[294394],[303344],[315224],[321514],[323076],[326739],[338209],[343434],[348583],[353808],[369052],[374712],[382456],[391406],[393501],[393586],[397696],[401419],[410369],[416659],[417745],[422249],[428539],[430101],[433764],[447953],[451957],[453437],[474007],[477297],[489578],[495238],[498528],[499609],[500070],[502982],[511932],[514027],[514112],[518222],[519308],[519784],[533206],[533689],[534949],[537823],[558363],[562367],[563847],[581806],[585810],[587290],[590646],[590875],[592950],[607860],[611150],[612231],[612692],[613245],[613330],[622779],[625003],[627230],[627531],[629600],[649456],[654335],[654818],[656078],[658952],[679877],[680360],[681620],[684494],[686533],[688674],[689572],[692678],[692763],[701303],[705034],[709038],[713874],[714103],[716178],[720550],[726883],[729776],[732259],[753068],[753551],[753949],[756173],[758400],[758701],[760770],[772856],[783643],[785870],[786171],[788240],[793388],[795260],[795743],[797494],[808096],[809462],[812975],[813458],[814718],[817592],[819631],[821772],[822670],[825776],[825861],[829648],[831352],[836855],[860806],[864073],[864374],[865513],[867139],[870032],[872515],[884230],[885596],[894686],[895965],[896312],[899205],[901688],[908892],[909193],[911169],[922497],[922980],[923979],[925602],[927829],[928130],[930199],[935347],[937219],[937702],[939453],[946008],[947185],[958635],[972805],[974084],[974698],[977777],[979481],[981749],[983242],[984984],[993651],[1002525],[1003008],[1004007],[1010082],[1013843],[1014785],[1015268],[1015585],[1028771],[1031150],[1036253],[1042803],[1043104],[1044243],[1045522],[1045869],[1048762],[1051245],[1058449],[1058750],[1060726],[1067258],[1069174],[1080268],[1091718],[1095479],[1096421],[1096904],[1097474],[1100124],[1100567],[1101744],[1113194],[1116955],[1119374],[1125924],[1126225],[1127364],[1128643],[1130872],[1131836],[1133456],[1138582],[1138883],[1144906],[1159076],[1160969],[1168020],[1169513],[1170455],[1171255],[1179922],[1184441],[1186820],[1193618],[1198494],[1204751],[1206667],[1215177],[1216141],[1217761],[1222887],[1223188],[1226613],[1228529],[1238003],[1239623],[1246290],[1253341],[1254834],[1255776],[1257064],[1258407],[1259085],[1261001],[1266257],[1272095],[1283545],[1287306],[1289301],[1290987],[1291951],[1298998],[1305021],[1308782],[1319191],[1327484],[1333998],[1338874],[1339994],[1343110],[1344453],[1345131],[1347047],[1352303],[1355990],[1360866],[1367123],[1369039],[1375863],[1377549],[1378513],[1385560],[1386877],[1387256],[1388848],[1399981],[1401897],[1411371],[1412991],[1421165],[1433233],[1434853],[1450064],[1457373],[1458217],[1461009],[1469140],[1470260],[1471733],[1473683],[1474062],[1475654],[1491002],[1497516],[1502392],[1507971],[1516960],[1530374],[1535250],[1536370],[1541507],[1543423],[1550774],[1563499],[1565415],[1574889],[1588065],[1591614],[1599499],[1600605],[1603522],[1620131],[1620975],[1631898],[1634491],[1636820],[1664370],[1665490],[1666963],[1670884],[1676880],[1692746],[1697622],[1716690],[1719676],[1748180],[1759614],[1791326],[1792432],[1803369],[1804842],[1823725],[1826318],[1838911],[1872360],[1926145],[1945885],[1959401], [70300,472957],[94890,560696],[107906,606810],[123628,651573],[125594,472564],[141690,707367],[143698,715128],[146663,721302],[160696,555436],[176965,800270],[180757,810213],[182723,606417],[185152,824105],[188654,619285],[204906,468347],[215156,890731],[224570,914237],[229189,702107],[232608,934457],[234574,714735],[238252,527836],[249767,968850],[269394,777925],[270480,1011913],[277176,1026367],[280524,799877],[285646,602200],[290028,818845],[309634,851783],[310720,1093549],[331919,674507],[333000,1135051],[333461,892910],[341209,906665],[349669,1167583],[355916,710518],[378002,743483],[379083,1219356],[379544,971029],[398782,1252904],[404775,1011161],[405004,781419],[413632,1025878],[423330,1295166],[423791,1042467],[456793,1092797],[457022,855277],[478378,1381728],[478839,1125588],[481953,889979],[484992,1134562],[506338,1166831],[506567,923378],[539862,968098],[542901,1218867],[554632,1494584],[567203,1252152],[567432,1003406],[571137,1008378],[594575,1039536],[597614,1294677],[634748,1090014],[650822,1364190],[660991,1122657],[664030,1381239],[694365,1164048],[695400,1165752],[725257,1201818],[754550,1494095],[765918,1249369],[766953,1251073],[803000,1293571],[835113,1330577],[845522,1342198],[857523,1616109],[879134,1380133],[936382,1446303],[945565,1453351],[962396,1472233],[1024252,1538574],[1057864,1576509],[1078648,1594633],[1148667,1667463],[1270475,1786460] ] cell #3139 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [70301],[94893],[107907],[123631],[125592],[141693],[143699],[146666],[160694],[176966],[180760],[182721],[185155],[188652],[204842],[215159],[224573],[229187],[232611],[234572],[238188],[249770],[269392],[270483],[277179],[280522],[285582],[290026],[293477],[309632],[310723],[331855],[333003],[333459],[341207],[349672],[355852],[377938],[379086],[379542],[398785],[400502],[404773],[404940],[413562],[423333],[423789],[452520],[456791],[456958],[478381],[478837],[480978],[484922],[506336],[506503],[526057],[538887],[542831],[554635],[567201],[567368],[570103],[593600],[597544],[620086],[633714],[647186],[650820],[660016],[663960],[669962],[693331],[722198],[723292],[738938],[751256],[754480],[764884],[775602],[833039],[843557],[849460],[857383],[862454],[863548],[908367],[945425],[960322],[981168],[991686],[1022287],[1028190],[1078508],[1099984],[1114881],[1146593],[1177957],[1237863],[1270335],[1306708],[1339854],[1433093],[1536230],[1676740] ] cell #3140 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [70302],[94892],[107908],[123630],[125591],[141692],[143700],[146665],[160693],[176967],[180759],[182720],[185154],[188651],[204841],[215158],[224572],[229186],[232610],[234571],[238187],[249769],[269391],[270482],[277178],[280521],[285581],[290025],[293476],[309631],[310722],[331854],[333002],[333458],[341206],[349671],[355851],[377937],[379085],[379541],[398784],[400501],[404772],[404939],[413561],[423332],[423788],[452519],[456790],[456957],[478380],[478836],[480977],[484921],[506335],[506502],[526056],[538886],[542830],[554634],[567200],[567367],[570102],[593599],[597543],[620085],[633713],[647185],[650819],[660015],[663959],[669961],[693330],[722197],[723291],[738937],[751255],[754479],[764883],[775601],[833038],[843556],[849459],[857382],[862453],[863547],[908366],[945424],[960321],[981167],[991685],[1022286],[1028189],[1078507],[1099983],[1114880],[1146592],[1177956],[1237862],[1270334],[1306707],[1339853],[1433092],[1536229],[1676739] ] cell #3141 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [142152],[169631],[198931],[213525],[227751],[248136],[265193],[267220],[279671],[281907],[304341],[307460],[323698],[325108],[341803],[346409],[347406],[358860],[367027],[372005],[389050],[392403],[395522],[396519],[411366],[414485],[420906],[430723],[432133],[440478],[443141],[451412],[466322],[467187],[471300],[475954],[487553],[492531],[509576],[512929],[516048],[517045],[522595],[524884],[534528],[537191],[545462],[550888],[553551],[554808],[561822],[574331],[576994],[585265],[600175],[601040],[605153],[609807],[615840],[618657],[626009],[628298],[637942],[640605],[643724],[646013],[655657],[658320],[666591],[669266],[671555],[681199],[683862],[692133],[697559],[700222],[701479],[708493],[717793],[728073],[730890],[738242],[740531],[747010],[749827],[757179],[759468],[769112],[771775],[774480],[777297],[784649],[786938],[796582],[799245],[802364],[804653],[814297],[816960],[825231],[834477],[838058],[842861],[846751],[848338],[851155],[858049],[868329],[871146],[878498],[880787],[887222],[897502],[900319],[907671],[909960],[916439],[919256],[926608],[928897],[938541],[941204],[950560],[952080],[959200],[963059],[965341],[986187],[990990],[996467],[999284],[1013207],[1016788],[1021591],[1025481],[1027068],[1029885],[1036779],[1047059],[1049876],[1057228],[1059517],[1072603],[1073767],[1076418],[1081400],[1085420],[1094843],[1106639],[1113759],[1119900],[1136831],[1138351],[1145471],[1149330],[1151612],[1172458],[1177261],[1182738],[1185555],[1195144],[1200140],[1202830],[1221136],[1222656],[1233122],[1240755],[1264430],[1265594],[1268245],[1273227],[1277247],[1298466],[1305586],[1311727],[1324457],[1331419],[1350476],[1351640],[1357516],[1362512],[1385028],[1390374],[1395370],[1398060],[1428352],[1435985],[1454559],[1477180],[1482176],[1487975],[1515158],[1520833],[1527795],[1553892],[1558888],[1607395],[1617317],[1639938],[1644934],[1649789],[1683205],[1721688],[1735110],[1767510],[1809144],[1847554],[1890780],[1968236],[2077503] ] cell #3142 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [236107],[243856],[253598],[301199],[302851],[313079],[314020],[320196],[320828],[337523],[370492],[373493],[383108],[386897],[389261],[390202],[390913],[408224],[409876],[415973],[417261],[427221],[427853],[442339],[448571],[450554],[463481],[465464],[468999],[469787],[472788],[491018],[494019],[498035],[499384],[507423],[509787],[510728],[511439],[517536],[518824],[522451],[534347],[536389],[550707],[552749],[558981],[560964],[568288],[576192],[577850],[582424],[584407],[588730],[590382],[591731],[597334],[599317],[600769],[602852],[603640],[606641],[610657],[612006],[615818],[625865],[628276],[639803],[641461],[643580],[645991],[655476],[663750],[665733],[667185],[669122],[669429],[676100],[681018],[683060],[689292],[691275],[697378],[697602],[699420],[701078],[705652],[707635],[711958],[713610],[714959],[728051],[736121],[738098],[738405],[745076],[746988],[759446],[768931],[769155],[770973],[772631],[774458],[774488],[775089],[782071],[784505],[786916],[796401],[798112],[798443],[800101],[802220],[802527],[804631],[804661],[809198],[814116],[822390],[824373],[825825],[842717],[843024],[846570],[846794],[848316],[848346],[848947],[855929],[876377],[878354],[878661],[880765],[880795],[885332],[886747],[886910],[887211],[897480],[905550],[907527],[907834],[909938],[912310],[914505],[916417],[916447],[917048],[919245],[928875],[938360],[938584],[940071],[951936],[952243],[959178],[959208],[959809],[963037],[963067],[964866],[965029],[965330],[990846],[991153],[994699],[996445],[996475],[997076],[999273],[1004871],[1005817],[1021447],[1021754],[1025300],[1025524],[1027046],[1027076],[1027677],[1031895],[1036467],[1036768],[1055107],[1059495],[1059525],[1061867],[1071022],[1073745],[1073775],[1074376],[1076396],[1076426],[1081088],[1081389],[1081578],[1085409],[1086507],[1087453],[1106495],[1106802],[1113737],[1113767],[1114368],[1117596],[1119588],[1119889],[1128770],[1145449],[1145479],[1146080],[1149308],[1149338],[1151300],[1151601],[1151790],[1161487],[1177117],[1177424],[1180970],[1185544],[1187565],[1195122],[1195152],[1196593],[1199828],[1200129],[1202376],[1202819],[1207509],[1213075],[1230377],[1233100],[1233130],[1233731],[1235751],[1240443],[1240744],[1240933],[1246808],[1268223],[1268253],[1272915],[1273216],[1273405],[1277236],[1279280],[1305564],[1305594],[1306195],[1309423],[1311905],[1321025],[1324003],[1324446],[1325599],[1325891],[1329122],[1331355],[1331683],[1357494],[1357524],[1358965],[1362200],[1362501],[1362690],[1364748],[1369881],[1395548],[1397606],[1398049],[1402739],[1430981],[1435673],[1435974],[1436163],[1451976],[1454495],[1454823],[1455940],[1467255],[1482354],[1484543],[1487521],[1487964],[1489117],[1489409],[1492640],[1495201],[1504216],[1521975],[1527731],[1528059],[1559066],[1561124],[1566257],[1582728],[1584909],[1586681],[1597222],[1608537],[1614734],[1617253],[1617581],[1618698],[1630013],[1645112],[1651170],[1662485],[1677584],[1690431],[1699446],[1714186],[1724178],[1725950],[1736491],[1742843],[1746796],[1757337],[1778508],[1789049],[1800364],[1821840],[1836939],[1840238],[1849865],[1861629],[1881620],[1910449],[1912221],[1922762],[1943608],[1970858],[2028595],[2040359],[2060350],[2140287], [322788,657518],[388869,757035],[429813,816158],[440297,834333],[467165,868307],[509395,926464],[519496,940402],[524862,950538],[574150,1013063],[592662,1034659],[601018,1047037],[608613,1057084],[637761,1094699],[671533,1136809],[673905,1138207],[685897,1151137],[709336,1182716],[740509,1221114],[742881,1222512],[779065,1262849],[779307,1265572],[792007,1278334],[807003,1298322],[852923,1348895],[853165,1351618],[883137,1384884],[887400,1390352],[891280,1391823],[905816,1408305],[921024,1425607],[921266,1428330],[965519,1477158],[969399,1478629],[1001052,1512413],[1001294,1515136],[1006281,1520379],[1010312,1522267],[1036957,1553870],[1040837,1555341],[1087917,1606941],[1091948,1608829],[1107674,1624782],[1120078,1639916],[1123958,1641387],[1130180,1650053],[1161951,1682751],[1163146,1684347],[1165982,1684639],[1200318,1721666],[1214485,1735374],[1233897,1751979],[1247272,1767056],[1248467,1768652],[1251303,1768944],[1290295,1809408],[1291460,1810525],[1329586,1847100],[1340698,1857345],[1354203,1868457],[1363341,1876522],[1376857,1891044],[1378022,1892161],[1421660,1933067],[1443697,1954923],[1454311,1962714],[1460317,1968500],[1471242,1977720],[1484784,1988720],[1508466,2011186],[1537074,2036075],[1574398,2070891],[1585150,2078852],[1595593,2086958],[1601599,2092744],[1614480,2102672],[1666472,2147149],[1703696,2180615],[1713932,2187814],[1724419,2195590],[1787420,2245598],[1793426,2251384],[1849611,2296132],[1910690,2342261],[2028341,2429985] ] cell #3143 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [72356,401214],[88357,453232],[104479,502777],[115251,533254],[115833,534744],[126604,563642],[135157,587085],[136322,590686],[137917,595158],[137960,421081],[148164,622574],[150611,627619],[162007,654383],[162589,655873],[164737,661574],[164780,476129],[172380,679925],[172962,681415],[176051,689651],[178140,503808],[183733,710313],[184898,713914],[186923,718302],[195380,734807],[195423,537366],[204052,753116],[204299,753744],[206746,758789],[210090,564673],[216657,781214],[219104,786259],[222957,795308],[223539,796798],[228760,809502],[230500,813023],[231082,814513],[233230,820214],[233273,609982],[234171,822749],[236135,827403],[242811,838567],[244103,628070],[246373,632076],[251268,855072],[253185,858558],[253845,859682],[256399,864462],[261395,874435],[261642,875063],[261685,658495],[266202,885636],[267663,887731],[276120,904236],[276163,684037],[278567,909281],[282627,922056],[284792,922545],[285039,923173],[285372,924058],[287486,928218],[290830,711344],[291339,937267],[291921,938757],[294189,943767],[301227,954686],[302887,730466],[303155,730663],[307903,965850],[313107,975532],[314056,976897],[314324,977206],[319783,986696],[320443,987820],[321075,759240],[322997,992600],[323345,763246],[325828,1002084],[327993,1002573],[328240,1003201],[328573,1004086],[329802,1006133],[334922,1014833],[336478,1017297],[337770,786710],[340040,790716],[344935,1033802],[344978,799420],[346203,1036332],[346852,1037288],[347010,1041822],[347512,1038412],[350066,1043192],[350767,1044826],[355062,1053165],[355309,1053793],[355352,817135],[357756,1058838],[359869,614047],[366473,1073112],[368847,1076850],[370520,839993],[370666,840527],[372448,1081909],[373740,1084112],[374354,853955],[375885,1087769],[381005,1096469],[382251,1098326],[383136,1099485],[383282,1099667],[387144,864913],[389289,1109245],[390238,1110610],[390506,1110919],[390949,870722],[391217,870919],[395316,1119453],[395965,1120409],[396123,1124943],[396625,1121533],[399179,1126313],[399880,1127947],[402667,1131915],[407000,1138971],[408252,1140957],[409912,899895],[410180,900092],[414928,1152121],[416220,909732],[418490,913738],[419356,1160904],[419893,1161366],[420132,1161803],[420740,1166972],[421349,1163477],[426808,1172967],[427468,1174091],[428100,928669],[430022,1178871],[430370,932675],[432853,710126],[435018,1188844],[435265,1189472],[435308,941379],[435598,520449],[442147,1198573],[442367,1198975],[443584,1200649],[447257,956678],[448930,1207825],[450590,1210296],[450858,1210605],[451016,970384],[451518,1211729],[454685,1216220],[459018,1223276],[461305,1226288],[465500,982439],[465768,982636],[468142,1236205],[469027,1237364],[469173,1237546],[469815,988122],[469961,988656],[471743,1241264],[474404,1246225],[474941,1246687],[475180,1247124],[475788,1252293],[476397,1248798],[482645,1259020],[483182,1259482],[486999,1264939],[489373,1268677],[491046,1018723],[491192,1019257],[492974,1273736],[494266,1275939],[494880,780097],[496411,1279596],[498071,1029461],[498339,1029658],[499631,798251],[501531,1288296],[501822,1288932],[501906,1289221],[503662,1291312],[507670,1043643],[509815,1301072],[510764,1302437],[511032,1302746],[511475,1049452],[511743,1049649],[515842,608837],[516491,1312236],[516649,818200],[517151,1313360],[517783,1059289],[519705,1318140],[520053,1063295],[522479,1323196],[526878,1327419],[527415,1327881],[527631,1328279],[528516,1329438],[530531,1086870],[536197,1338953],[536417,1339355],[536563,1339537],[537025,1092938],[537634,1341029],[540554,1345066],[541091,1345528],[544908,1350985],[552557,1360945],[552777,1104811],[552923,1105345],[553994,1363021],[556805,1366798],[557667,1111237],[559340,1370197],[561928,1374101],[562687,1375494],[562771,1375783],[564527,1377874],[568535,1126764],[571800,1388479],[571884,1388768],[576000,674129],[576220,1394205],[577437,1395879],[578097,1139422],[581110,1142949],[582783,1403055],[584443,1405526],[584711,1405835],[584869,892265],[585371,1406959],[588538,1411450],[588758,1153547],[588904,1154081],[590418,911954],[591978,1416835],[592871,1418506],[593161,1419163],[599353,1168710],[599621,1168907],[601995,1431435],[602880,1432594],[603026,1432776],[603668,1174393],[603814,1174927],[605596,1436494],[608257,709366],[609033,1442354],[609641,933846],[610250,1444028],[610693,1185131],[610961,1185328],[612253,940210],[616149,1454068],[616309,1453269],[618233,1196956],[620689,1457848],[620773,1458137],[624715,1213411],[625893,1464852],[630292,1469075],[630829,1469537],[631045,1469935],[631930,1471094],[635411,1475285],[635495,1475574],[639611,743105],[639831,1481011],[641048,1482685],[641708,1223727],[643608,1224510],[648007,1490937],[648544,1491399],[648760,1231679],[649645,1492956],[657326,1502471],[658763,1504547],[659577,1505969],[665769,1254031],[666037,1254228],[669150,1519572],[669523,1518995],[673549,779337],[674302,1524655],[675187,1525814],[676136,1266947],[676404,1267144],[677202,1005234],[682868,1535329],[683088,1535731],[683234,1535913],[683696,1011302],[684305,1537405],[687225,1541442]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] cell #3144 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3145 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3146 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [72360,401207],[88361,453225],[104483,502770],[115249,533258],[115837,534737],[126608,563635],[135161,587078],[136307,590690],[137921,595151],[148168,622567],[150615,627612],[162005,654387],[162593,655866],[164741,661567],[172378,679929],[172966,681408],[176049,689655],[178144,503687],[183737,710306],[184883,713918],[186927,718295],[195384,734800],[204050,753120],[204303,753737],[206750,758782],[210094,564552],[216661,781207],[219108,786252],[222955,795312],[223543,796791],[226066,420974],[228745,809506],[230498,813027],[231086,814506],[233234,820207],[234169,822753],[236139,827396],[242815,838560],[246377,631955],[251272,855065],[253189,858551],[253843,859686],[256403,864455],[261393,874439],[261646,875056],[263508,476022],[266187,885640],[267667,887724],[276124,904229],[278571,909274],[282612,922060],[284790,922549],[285043,923166],[285370,924062],[287490,928211],[290834,711223],[291337,937271],[291925,938750],[294182,943776],[301231,954679],[303159,730602],[305788,537259],[307907,965843],[313111,975525],[313949,977040],[314328,977199],[319787,986689],[320441,987824],[323001,992593],[323349,763125],[325813,1002088],[327991,1002577],[328244,1003194],[328571,1004090],[329806,1006126],[334920,1014837],[336482,1017290],[340044,790595],[344939,1033795],[346201,1036336],[346856,1037281],[347008,1041824],[347510,1038416],[350070,1043185],[350771,1044819],[355060,1053169],[355313,1053786],[357175,609875],[357760,1058831],[359854,614051],[366477,1073105],[368840,1076859],[370524,839986],[371013,628018],[372452,1081902],[373738,1084116],[374339,853959],[375889,1087762],[381003,1096473],[382244,1098335],[383140,1099478],[383161,1099816],[389293,1109238],[390131,1110753],[390510,1110912],[391221,870858],[393850,658388],[395314,1119457],[395969,1120402],[396121,1124945],[396623,1121537],[399183,1126306],[399884,1127940],[402665,1131919],[407004,1138964],[408256,1140950],[410184,900031],[412813,683930],[414932,1152114],[418494,913617],[419354,1160906],[419897,1161359],[420136,1161796],[420743,1166970],[421353,1163470],[426812,1172960],[427466,1174095],[430026,1178864],[430374,932554],[432838,710130],[435016,1188848],[435269,1189465],[435596,715994],[442145,1198577],[442371,1198968],[443588,1200642],[447250,956687],[447421,730464],[448934,1207818],[450483,1210439],[450862,1210598],[451014,970386],[451516,1211733],[454683,1216224],[459022,1223269],[461298,1226297],[465772,982575],[468135,1236214],[469031,1237357],[469052,1237695],[469819,988115],[470308,759188],[471747,1241257],[474402,1246227],[474945,1246680],[475184,1247117],[475791,1252291],[476401,1248791],[482643,1259022],[483186,1259475],[487003,1264932],[489366,1268686],[491050,1018716],[491539,786658],[492978,1273729],[494264,1275943],[494865,780101],[496415,1279589],[498343,1029597],[500972,799313],[501529,1288300],[501893,1288866],[501909,1289219],[503666,1291305],[509819,1301065],[510657,1302580],[511036,1302739],[511747,1049588],[514376,817028],[515840,819099],[516495,1312229],[516647,818202],[517149,1313364],[519709,1318133],[520057,1063174],[522483,1323189],[526876,1327421],[527419,1327874],[527624,1328288],[528520,1329431],[530529,1086872],[533087,840530],[536195,1338957],[536421,1339348],[536442,1339686],[537028,1092936],[537638,1341022],[540552,1345068],[541095,1345521],[544912,1350978],[552555,1360949],[552781,1104804],[553270,864861],[553998,1363014],[556798,1366807],[557660,1111246],[557831,870720],[559344,1370190],[561926,1374105],[562758,1375428],[562774,1375781],[564531,1377867],[571871,1388413],[571887,1388766],[575998,893164],[576224,1394198],[577441,1395872],[581103,1142958],[581274,899893],[582787,1403048],[584336,1405669],[584715,1405828],[584867,892267],[585369,1406963],[588536,1411454],[588762,1153540],[589251,909680],[591976,1416839],[592875,1418499],[593236,1419105],[599625,1168846],[601988,1431444],[602884,1432587],[602905,1432925],[603672,1174386],[604161,928617],[605600,1436487],[608255,933985],[609037,1442347],[609644,933844],[610254,1444021],[610965,1185267],[613594,941272],[616142,1454077],[616313,1453262],[618231,1196958],[620760,1457782],[620776,1458135],[624718,1213409],[625897,1464845],[630290,1469077],[630833,1469530],[631038,1469944],[631934,1471087],[635482,1475219],[635498,1475572],[639609,971283],[639835,1481004],[641052,1482678],[643612,1224503],[648005,1490939],[648548,1491392],[648753,1231688],[648924,982437],[649649,1492949],[654216,988659],[657324,1502475],[658767,1504540],[659652,1505911],[666041,1254167],[669154,1519565],[669598,1518937],[673547,1011441],[674295,1524664],[675191,1525807],[676408,1267083],[677200,1005236],[679758,1019260],[682866,1535333],[683092,1535724],[683113,1536062],[683699,1011300],[684309,1537398],[687223,1541444],[687766,1541897],[687971,1281597],[688142,1029459],[690144,798249],[691204,1547195],[691583,1547354],[692237,1548489],[699226,1042721],[699452,1296631],[699941,1043591],[700669,1559390],[703469,1563183],[704331,1303073],[704502,1049450],[706015,1566566],[708597,1570481],[709445,10553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] cell #3147 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1115616],[1236638],[1307443],[1328712],[1365623],[1431868],[1448725],[1459000],[1525088],[1548833],[1561999],[1573524],[1611650],[1654230],[1655838],[1669139],[1702379],[1739551],[1741159],[1780118],[1782619],[1795414],[1815193],[1863239],[1865740],[1896829],[1901613],[1903026],[1918475],[1934677],[1937178],[1981641],[1983054],[2012796],[2015297],[2020001],[2021593],[2049742],[2051155],[2096135],[2097727],[2111029],[2123600],[2125013],[2132494],[2160257],[2161468],[2161849],[2193571],[2204047],[2217191],[2229233],[2230444],[2230825],[2263664],[2264515],[2294525],[2301889],[2310426],[2316250],[2327275],[2328126],[2359727],[2377115],[2383592],[2387433],[2393743],[2401723],[2417636],[2435742],[2461979],[2468236],[2473275],[2477116],[2483997],[2514269],[2538162],[2543645],[2548192],[2580300],[2584141],[2613915],[2641859],[2694655], [521892,943705],[533264,957217],[590725,1284369],[614120,1838184],[625306,1076788],[627606,1079393],[643021,1098264],[654393,1111776],[679935,1143488],[689661,1414383],[710998,1955062],[713953,1447127],[729930,1205484],[747827,976426],[747933,748359],[753126,1232218],[756476,1236143],[758776,1238748],[781899,2036214],[783946,1268615],[786246,1271220],[795318,1282127],[796785,1544845],[809541,1560311],[813033,1303603],[819265,2070700],[822759,1577901],[833774,1328217],[855757,1857484],[859021,859441],[859692,1361789],[864449,1361611],[869146,1110139],[869252,869678],[870186,1367856],[874445,1115722],[885675,1646357],[894320,2146958],[899359,1400714],[909268,1412116],[922555,1427448],[923858,1684486],[924068,1689611],[925905,1431373],[928205,1433978],[934958,2180422],[937277,1444885],[938744,1707217],[944200,1455116],[961057,1209825],[961163,961589],[972439,1977529],[977193,1492230],[981903,1491735],[987159,987579],[987830,1238926],[992587,1242806],[1002583,1514254],[1003886,1768791],[1004096,1773916],[1005603,2244179],[1012504,1524593],[1013454,2251191],[1014843,1527239],[1028925,1542240],[1036342,1810084],[1038422,1558165],[1043179,1557987],[1043877,1810334],[1044813,1816183],[1047876,1301966],[1047982,1048408],[1048916,1564232],[1053175,1307549],[1058825,1575634],[1065758,1585946],[1077283,1331976],[1079571,1084122],[1083451,1083871],[1087239,2085539],[1094140,1611155],[1095090,2092551],[1096479,1613801],[1098759,1617874],[1099262,1621758],[1110906,1368351],[1119463,1891720],[1121543,1644211],[1126300,1644033],[1126998,1891970],[1127934,1897819],[1129470,2340983],[1130471,1650346],[1131925,1650729],[1138958,1656828],[1147328,1405055],[1147434,1147860],[1161273,1932227],[1161353,1932669],[1163464,1687460],[1168174,1686965],[1169124,1932874],[1173430,1173850],[1174101,1434156],[1178858,1438036],[1184595,1704612],[1188854,1448831],[1197325,2189028],[1198583,1969176],[1203251,1462728],[1205979,1210592],[1211739,1742327],[1213775,2194312],[1214776,1735667],[1216230,1736050],[1223263,1742149],[1225113,1746061],[1237141,1498299],[1246594,2010346],[1246674,2010788],[1248785,1771765],[1253495,1771270],[1254445,2010993],[1256305,2428907],[1257585,1777773],[1259389,1777668],[1259469,1778110],[1266411,1783732],[1269110,1528352],[1271398,1275949],[1275278,1275698],[1285967,1546581],[1286073,1286499],[1288306,1548939],[1288803,2049092],[1289585,2049448],[1290586,1809701],[1291089,1813585],[1302733,1564727],[1313370,1575812],[1318127,1579692],[1326591,2290658],[1327788,2084411],[1327868,2084853],[1334781,1339132],[1337509,1862962],[1338963,1863345],[1341016,1867348],[1342351,2295054],[1343631,1860894],[1345435,1860789],[1345515,1861231],[1352457,1866853],[1359697,2312256],[1360955,2111135],[1374111,1897997],[1375365,2122950],[1376147,2123306],[1377148,1891337],[1377651,1895221],[1387103,1899099],[1388350,1900963],[1389132,1901319],[1398481,1657958],[1401209,1405822],[1406969,1657006],[1410006,1668862],[1411460,1669245],[1412294,1416845],[1416174,1416594],[1418493,1678378],[1419063,2159925],[1420343,1932332],[1432371,1693529],[1444015,1705107],[1456614,2383606],[1457719,2192921],[1458501,2193277],[1460608,1968793],[1467640,1983477],[1469444,1983372],[1469524,1983814],[1470871,1987244],[1473909,1979127],[1475156,1980991],[1475938,1981347],[1490109,2403280],[1491306,2217509],[1491386,2217951],[1501027,2012519],[1502481,2012902],[1504534,2016905],[1505869,2228901],[1507149,2010451],[1517025,2017445],[1518895,2019669],[1531157,1535508],[1533885,1779841],[1535339,1780224],[1537392,1784227],[1540007,1795837],[1541811,1795732],[1541891,1796174],[1542735,1547348],[1545023,1548495],[1570487,1816361],[1574027,1831022],[1582823,2467282],[1582899,2288966],[1588291,2081224],[1588433,2294193],[1590792,2084516],[1593484,2094120],[1596198,2098276],[1599001,2097626],[1599783,2097982],[1603587,2093579],[1605457,2095803],[1619372,2485169],[1620477,2316149],[1621259,2316505],[1623366,2110752],[1630398,2125436],[1632202,2125331],[1632282,2125773],[1633629,2129203],[1646883,2130181],[1662870,1903449],[1664674,1903344],[1664754,1903786],[1666101,1907216],[1670386,1918374],[1671168,1918730],[1671667,1676018],[1674395,1677902],[1696257,1934400],[1697711,1934783],[1699764,1938786],[1707395,1710867],[1712350,2382552],[1715342,2190419],[1716755,2189878],[1722168,2201828],[1727702,2205428],[1732204,2201734],[1742938,2557612],[1743014,2401588],[1748406,2214322],[1748548,2406815],[1750907,2217614],[1753599,2227218],[1756313,2231374],[1759116,2230724],[1759898,2231080],[1785311,2017986],[1788025,2022142],[1790828,2021492],[1791610,2021848],[1797284,2036245],[1800749,1803980],[1822225,2051578],[1824029,2051473],[1824109,2051915],[1825456,2055345],[1833750,1837257],[1840333,2610353],[1840409,2468101],[1841271,2291532],[1842482,2292661],[1842863,2291438],[1848029,2302261],[1868020,2484115],[1871012,2313647],[1872425,2313106],[1874716,2316799],[1877838,2325056],[1883372,2328656],[1908439,2130275],[1913973,2133875],[1919024,1921738],[1939870,2158242],[1942584,2162398],[1945387,2161748],[1946169,2162104],[1955308,1958539],[1962277,2543763],[1963065,2384759],[1963916,2385370],[1970953,2671192],[1971029,2548057],[1973102,2391879],[1990828,2404154],[1992039,2405283],[1992420,2404060],[1997586,2414883],[2004282,2414511],[2021212,2237585],[2026759,2235845],[2053446,2266588],[2056568,2261445],[2062102,2265045],[2067153,2069867],[2079958,2469750],[2086521,2614033],[2088160,2475053],[2097346,2304001],[2105024,2486322],[2105875,2486933],[2115061,2493442],[2127304,2330199],[2133345,2334618],[2135418,2138022],[2140382,2739685],[2140458,2641724],[2142531,2512405],[2167015,2356974],[2173711,2535037],[2196696,2549706],[2204898,2395483],[2206971,2209575],[2213056,2560080],[2221258,2565383],[2238598,2423589],[2245161,2694773],[2246800,2582078],[2255986,2437854],[2273701,2600467],[2285944,2464052],[2305014,2478637],[2319924,2628895],[2343367,2643373],[2351569,2516009],[2353642,2356246],[2367929,2659050],[2438867,2585662],[2453777,2709635] ] cell #3148 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [72361,401210],[88362,453228],[104484,502773],[115838,534740],[126609,563638],[135162,587081],[137922,595154],[137956,595258],[148169,622570],[150616,627615],[162594,655869],[164742,661570],[164776,661674],[172967,681411],[178145,695123],[183738,710309],[186928,718298],[193289,533259],[195385,734803],[195419,734907],[204304,753740],[206751,758785],[210095,766676],[216662,781210],[219109,786255],[223544,796794],[223652,590691],[231087,814509],[233235,820210],[233269,820314],[236140,827257],[242816,838563],[244099,840775],[246378,845245],[251273,855068],[253190,858554],[256404,864458],[259551,654388],[261647,875059],[261681,875163],[267668,887727],[274029,679930],[276125,904232],[276159,904336],[278572,909277],[279289,689656],[285044,923169],[287491,928214],[290835,936105],[291926,938753],[292034,713919],[294185,943635],[301232,954540],[302835,957301],[303160,957462],[307908,965846],[313112,975386],[314329,977202],[317262,753121],[319788,986692],[321071,988904],[323002,992596],[323350,993374],[328245,1003197],[329807,1005987],[336483,1017293],[337766,1019505],[340045,1023975],[342844,795313],[344940,1033798],[344974,1033902],[346857,1037284],[350071,1043188],[350772,1044822],[350880,809507],[353218,813028],[355314,1053789],[355348,1053893],[357761,1058834],[358478,822754],[366478,1073108],[368843,1076718],[370525,1078983],[370605,1079457],[372453,1081905],[375890,1087623],[382247,1098194],[383141,1099339],[383632,859687],[387140,1105593],[389294,1109099],[390511,1110915],[390897,1111860],[391222,1112021],[393444,874440],[395970,1120405],[399184,1126309],[399885,1127943],[399993,885641],[407005,1138967],[408257,1140811],[409860,1143572],[410185,1143733],[414933,1152117],[416216,1154329],[418495,1158799],[419898,1161362],[420137,1161657],[421354,1163473],[421409,922061],[424287,922550],[425117,924063],[426813,1172963],[428096,1175175],[430027,1178867],[430375,1179645],[433174,937272],[435270,1189468],[435304,1189572],[442372,1198829],[443589,1200645],[447253,1205414],[448935,1207679],[450863,1210601],[459023,1223272],[461301,1226156],[461405,977041],[465448,1232302],[465773,1232463],[468138,1236073],[469032,1237218],[469523,987825],[469820,1238338],[469900,1238812],[471748,1241260],[474946,1246683],[475185,1246978],[476402,1248794],[476457,1002089],[479335,1002578],[480165,1004091],[483187,1259478],[487004,1264935],[488041,1014838],[489369,1268545],[491051,1270810],[491131,1271284],[492979,1273732],[496416,1279450],[498019,1282211],[498344,1282372],[499627,1032656],[501894,1288928],[502561,1036337],[503540,1041825],[503667,1291166],[504158,1038417],[507666,1297420],[509820,1300926],[511037,1302742],[511423,1303687],[511748,1303848],[513970,1053170],[516496,1312232],[517779,1314444],[519710,1318136],[520058,1318914],[520445,614018],[520519,614052],[522484,1322115],[527420,1327877],[527627,1328147],[528521,1329292],[536422,1339209],[536913,1084117],[537639,1341025],[537694,853960],[541096,1345524],[544913,1350981],[545950,1096474],[548452,1099813],[552782,1361201],[552862,1361675],[553999,1363017],[556801,1366666],[556905,1110754],[557663,1367786],[559345,1370051],[562759,1375490],[563426,1119458],[564405,1124946],[564532,1377728],[565023,1121538],[568531,1383982],[571872,1388475],[572539,1131920],[576225,1394059],[577442,1395875],[578093,1397008],[581106,1400644],[582788,1402909],[584716,1405831],[588763,1411706],[588843,1412180],[590366,1156870],[592876,1418502],[593233,1419164],[593359,1160907],[595005,1166973],[599301,1427532],[599626,1427693],[601991,1431303],[602885,1432448],[603376,1174096],[603673,1433568],[603753,1434042],[605601,1436490],[608833,710097],[609038,1442208],[610255,1444024],[610310,710131],[610641,1444969],[610966,1445130],[612249,1188326],[613188,1188849],[616145,1453040],[616314,1453195],[620761,1457844],[621428,1198578],[625898,1463771],[630834,1469533],[631041,1469803],[631145,1210440],[631808,970387],[631935,1470948],[632426,1211734],[635483,1475281],[636150,1216225],[639836,1480865],[641053,1482681],[641704,1483814],[643613,1485633],[648549,1491395],[648756,1491665],[649650,1492810],[653221,1237692],[658768,1504543],[659649,1505970],[659775,1246228],[661421,1252294],[665717,1514338],[666042,1514499],[669155,1518491],[669595,1518996],[669721,1259023],[674125,780068],[674298,1524523],[675192,1525668],[676084,1527323],[676409,1527484],[683093,1535585],[683584,1275944],[684310,1537401],[684365,780102],[687767,1541900],[687974,1542170],[689736,1284991],[691584,1547357],[692621,1288301],[693090,1289222],[699453,1557577],[699533,1558051],[700670,1559393],[701321,1310184],[703472,1563042],[703576,1302581],[704334,1564162],[706016,1566427],[709364,818415],[711076,818203],[711203,1574104],[711694,1313365],[711991,1575224],[712071,1575698],[713594,1316985],[718137,1583927],[722925,1588534],[723051,1327422],[727253,1086873],[728378,1594322],[728547,1594477],[732994,1599126],[733661,1338958],[733947,1339683],[734654,1092939],[738131,1605053],[738571,1605558],[738697,1345069],[743101,853926],[74327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] cell #3149 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3150 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [72422,401204],[88423,453222],[104545,502767],[115899,534734],[126670,563632],[135223,587075],[136209,796788],[136305,590723],[137983,595148],[148230,622564],[151462,627609],[162655,655863],[164803,661564],[173028,681405],[174857,909271],[176016,689659],[178211,695117],[183799,710303],[184785,938747],[184881,713951],[186960,718292],[194284,533262],[195446,734797],[204365,753734],[207597,758779],[210161,766670],[216723,781204],[219955,786249],[222108,795316],[226072,595261],[228647,1044816],[228743,809539],[231148,814503],[232977,1058828],[233296,820204],[234136,822757],[236143,827251],[242848,838557],[246444,845239],[251334,855062],[253222,858548],[256847,864452],[260546,654391],[261708,875053],[263514,661677],[266089,1127937],[266185,885673],[267700,887721],[271325,1138961],[275024,679933],[276186,904226],[281390,1161356],[282610,923856],[285105,923163],[285337,924066],[288337,928208],[290490,937275],[290901,936099],[294179,717595],[301235,954534],[303192,957456],[305794,734910],[307940,965840],[311565,1223266],[313115,975380],[314361,977196],[317781,753124],[319820,986686],[323416,993368],[323445,992590],[324591,1246677],[325811,1003884],[328306,1003191],[328538,1004094],[329810,1005981],[331056,1259472],[334476,1014841],[336515,1017287],[340111,1023969],[345001,1033792],[345643,1288863],[346168,1036340],[346889,1037278],[347004,1043804],[350514,1043182],[354213,813031],[355375,1053783],[357181,820317],[359852,614118],[365799,1327871],[366510,1073102],[368837,837860],[370528,1078977],[371019,840778],[372485,1081899],[374337,855755],[375893,1087617],[377139,1345518],[380559,1096477],[382241,857851],[383144,1099333],[383669,859690],[389297,1109093],[390543,1110909],[391254,1112015],[393856,875166],[393963,874443],[394756,1375425],[395281,1119461],[396002,1120399],[396117,1126925],[399627,1126303],[402107,1388410],[402632,1131923],[408260,1140805],[410217,1143727],[412819,904339],[414965,1152111],[418561,1158793],[418590,1418496],[419237,1419110],[419350,1161054],[420140,1161651],[420745,1169052],[421386,1163467],[424806,922553],[426845,1172957],[430441,1179639],[430470,1178861],[432836,710996],[435331,1189462],[435563,716000],[441587,1457779],[442112,1198581],[442375,1198823],[443621,1200639],[447247,956759],[447425,730460],[448938,1207673],[450184,1469527],[450895,1210595],[451010,972366],[454125,1475216],[454650,1216228],[461295,976499],[461408,748357],[465094,1491389],[465805,1232457],[468132,985989],[469035,1237212],[469560,987828],[469823,1238332],[470314,988907],[471780,1241254],[474285,1505916],[474398,1246375],[475188,1246972],[475793,1254373],[476434,1248788],[479854,1002581],[482526,1518942],[482639,1259170],[487036,1264929],[489363,1016590],[491054,1270804],[491545,1019508],[493011,1273726],[494863,781897],[496419,1279444],[497665,1541894],[498376,1282366],[500978,1033905],[501085,1288304],[501911,1289365],[503670,1291160],[504195,1038420],[509823,1300920],[511069,1302736],[511780,1303842],[514382,1053896],[514489,1053173],[515807,819105],[516528,1312226],[516643,819192],[520124,1318908],[520153,1318130],[522422,1583802],[522487,1322109],[526759,1588480],[526872,1327569],[527621,1072405],[528524,1329286],[530525,1087020],[533084,840532],[535637,1599061],[536162,1338961],[536425,1339203],[536950,1084120],[537030,1095018],[537671,1341019],[540435,1605504],[540548,1345216],[544945,1350975],[548446,859444],[551997,1620537],[552522,1360953],[552785,1361195],[553276,1105596],[554031,1363011],[556795,1110212],[556908,869676],[557657,1111318],[557835,870716],[559348,1370045],[560594,1632285],[562776,1375927],[564535,1377722],[565060,1121541],[571889,1388912],[575965,893170],[576228,1394053],[577474,1395869],[581100,1143030],[581278,899889],[582791,1402903],[584037,1664757],[584748,1405825],[584863,894247],[587978,1670446],[588503,1411458],[588766,1411700],[589257,1154332],[599658,1427687],[601985,1172260],[602888,1432442],[603413,1174099],[603676,1433562],[604167,1175178],[605633,1436484],[608251,934059],[609041,1442202],[609646,934886],[610287,1444018],[610998,1445124],[613600,1189575],[613707,1188852],[616071,1713172],[616139,1192676],[616317,1453189],[618227,1197106],[620778,1458281],[624720,1213555],[625836,1723071],[625901,1463765],[630173,1727749],[630286,1469225],[631035,1209898],[631148,961587],[631938,1470942],[632463,1211737],[635500,1475718],[639576,971289],[639839,1480859],[641085,1482675],[643551,1743917],[643616,1485627],[647888,1748595],[648001,1491087],[648750,1231760],[648928,982433],[649653,1492804],[653215,987582],[654213,988661],[656766,1759176],[657291,1502479],[658800,1504537],[666074,1514493],[669158,1518485],[673543,1011515],[674292,1264232],[675195,1525662],[676441,1527478],[677196,1005384],[679755,1019262],[682308,1790888],[682833,1535337],[683096,1535579],[683621,1275947],[683701,1013382],[684342,1537395],[687106,1797331],[687219,1541592],[687968,1281669],[688146,1029455],[690150,798216],[691616,1547351],[699193,1042727],[699456,1557571],[699947,1297423],[700702,1559387],[70346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] cell #3151 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [72423,401208],[77002,590724],[88424,453226],[103435,689660],[104546,502771],[109125,713952],[115900,534738],[115954,533263],[126671,563636],[135224,587079],[135278,795317],[136210,796792],[137984,595152],[139739,809540],[143316,822758],[148231,622568],[151463,627613],[162656,655867],[162710,654392],[164804,661568],[166559,885674],[173029,681409],[173083,679934],[174858,909275],[178212,503688],[178387,923857],[180280,924067],[183800,710307],[183854,937276],[184786,938751],[186961,718296],[195447,734801],[204366,753738],[204420,753125],[207598,758783],[210162,564553],[210337,1003885],[212230,1004095],[216724,781208],[216778,1014842],[219956,786253],[225303,1036341],[225949,1043805],[226073,420977],[228648,1044820],[231149,814507],[231203,813032],[232978,1058832],[233297,820208],[235052,614119],[236144,827397],[242849,838561],[246445,631956],[246620,855756],[251335,855066],[251389,1096478],[253223,858552],[253870,859691],[256848,864456],[261709,875057],[261763,874444],[262745,1119462],[263391,1126926],[263515,476025],[266090,1127941],[267701,887725],[268348,1131924],[271326,1138965],[276187,904230],[280981,1161055],[281391,1161360],[282090,1169051],[285106,923167],[285160,922554],[288338,928212],[290902,711224],[291077,710997],[292970,716001],[294183,717745],[298475,1198582],[301236,954680],[303193,730603],[305671,972367],[305795,537262],[307941,965844],[308588,1216229],[311566,1223270],[313116,975526],[313952,748358],[314362,977200],[319821,986690],[320468,987829],[323417,763126],[323446,992594],[324182,1246376],[324592,1246681],[325291,1254372],[328307,1003195],[328361,1002582],[329811,1006127],[330647,1259171],[331057,1259476],[336516,1017291],[340112,790596],[340287,781898],[345002,1033796],[345056,1288305],[345644,1288867],[345661,1289364],[346890,1037282],[347537,1038421],[350515,1043186],[355376,1053787],[355430,1053174],[356412,819106],[357058,819193],[357182,609878],[365390,1327570],[365800,1327875],[366511,1073106],[368406,1087021],[368841,838010],[370529,839987],[371020,628021],[372486,1081903],[373133,1338962],[373765,1084121],[373817,1095017],[375894,1087763],[376730,1345217],[377140,1345522],[382245,858001],[383145,1099479],[383162,859448],[386537,1360954],[389298,1109239],[390134,869677],[390544,1110913],[391255,870859],[393857,658391],[394757,1375429],[394774,1375926],[396003,1120403],[396650,1121542],[399628,1126307],[402108,1388414],[402125,1388911],[405500,893171],[408261,1140951],[410218,900032],[412696,894248],[412820,683933],[414966,1152115],[415613,1411459],[418562,913618],[418591,1418500],[419241,1419109],[420141,1161797],[421387,1163471],[426846,1172961],[427493,1174100],[430442,932555],[430471,1178865],[431207,934060],[432316,934885],[435332,1189466],[435386,1188853],[439391,1197107],[441588,1457783],[441605,1458280],[442376,1198969],[443622,1200643],[444947,1213554],[447251,729874],[447426,533441],[448939,1207819],[449775,1469226],[450185,1469531],[450486,961588],[450896,1210599],[451543,1211738],[454126,1475220],[454143,1475717],[457518,971290],[461299,976649],[464685,1491088],[465095,1491393],[465806,982576],[468136,986139],[469036,1237358],[469053,987586],[469824,988116],[470315,759191],[471781,1241258],[472428,1502480],[474289,1505915],[475189,1247118],[476435,1248792],[482530,1518941],[485916,1011516],[487037,1264933],[488932,1005385],[489367,1016740],[491055,1018717],[491546,786661],[493012,1273730],[493659,1535338],[494291,1275948],[494343,1013381],[496420,1279590],[497256,1541593],[497666,1541898],[498377,1029598],[500979,799316],[503671,1291306],[507063,1042728],[509824,1301066],[510660,1048407],[511070,1302740],[511781,1049589],[514383,817031],[515300,1055425],[516529,1312230],[517176,1313369],[520125,1063175],[520154,1318134],[522423,1583806],[522488,1323190],[524391,1326370],[526763,1588479],[527625,1072555],[528525,1329432],[529939,1342397],[533088,627805],[535638,1599065],[535655,1599562],[536426,1339349],[536443,1083878],[537672,1341023],[540439,1605503],[543825,1093152],[544946,1350979],[549801,1359479],[551998,1620541],[552015,1621038],[552786,1104805],[553277,864864],[554032,1363015],[556799,1110362],[557661,870130],[557836,654570],[559349,1370191],[560185,1631984],[560595,1632289],[561953,1374110],[564536,1377868],[567928,1125849],[573244,1130449],[575458,1135469],[576229,1394199],[577475,1395873],[578800,1129249],[581104,899303],[581279,680112],[582792,1403049],[583628,1664456],[584038,1664761],[584339,1147859],[584749,1405829],[585396,1406968],[587979,1670450],[587996,1670947],[588767,1153541],[589258,909683],[591371,690151],[592003,1416844],[598538,1167186],[599659,1168847],[601989,1172410],[602889,1432588],[602906,1173857],[603677,1174387],[604168,928620],[605634,1436488],[606281,1697710],[609042,1442348],[610288,1444022],[610999,1185268],[613601,941275],[616075,1713171],[616143,1193790],[616318,1453263],[617641,1456660],[625837,1723075],[625902,1464846],[630177,1727748],[631039,1210048],[631939,1471088],[636855,1214754],[639069,1219774],[639840,1481005],[6410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] cell #3152 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [436990],[447599],[461647],[499600],[531040],[533278],[547400],[548708],[557147],[558009],[581452],[590309],[612222],[627341],[631387],[644066],[649102],[652169],[653477],[654407],[677711],[679949],[688320],[689675],[701294],[703818],[704680],[713537],[716169],[723928],[731650],[734203],[750587],[753140],[757521],[758511],[762557],[772847],[785981],[790027],[795332],[807742],[808087],[809125],[810809],[812117],[813047],[821418],[821763],[822773],[827816],[841789],[844193],[861780],[864184],[871906],[874459],[883876],[884221],[885259],[893357],[895611],[895956],[901079],[903632],[909003],[913049],[916001],[920016],[922153],[922569],[924082],[926950],[927940],[931986],[936875],[937291],[943856],[955099],[957805],[971476],[973730],[974075],[975945],[978651],[989918],[996029],[1000044],[1002181],[1002597],[1004110],[1006546],[1008024],[1014441],[1014857],[1020519],[1022923],[1030645],[1033198],[1035931],[1036356],[1040510],[1042744],[1042914],[1050636],[1053189],[1058390],[1058560],[1062606],[1072223],[1076939],[1086180],[1088182],[1089660],[1096077],[1096493],[1098415],[1112364],[1119052],[1119477],[1123631],[1125865],[1126035],[1129467],[1130127],[1131514],[1131939],[1138523],[1138693],[1141370],[1144076],[1155343],[1157432],[1157747],[1160001],[1160407],[1160910],[1162216],[1164922],[1176189],[1186315],[1188868],[1198172],[1198597],[1208238],[1209716],[1212748],[1213772],[1214432],[1215819],[1216244],[1222828],[1222998],[1231578],[1245535],[1245728],[1246231],[1247537],[1250243],[1257005],[1257249],[1258523],[1259026],[1268766],[1278007],[1280009],[1281487],[1282715],[1285598],[1288320],[1288771],[1290242],[1304191],[1315458],[1317547],[1326588],[1326922],[1327425],[1329851],[1337165],[1338552],[1338977],[1341368],[1343051],[1343295],[1344569],[1345072],[1360544],[1360969],[1370610],[1372088],[1375120],[1375333],[1376804],[1386199],[1386388],[1388318],[1403468],[1404946],[1407978],[1409662],[1411049],[1411474],[1414971],[1440765],[1445473],[1448356],[1451896],[1457314],[1457558],[1457687],[1460264],[1462941],[1467921],[1468578],[1469081],[1473005],[1473194],[1475124],[1490106],[1490440],[1490943],[1493369],[1500683],[1502070],[1502495],[1504886],[1516993],[1533541],[1534928],[1535353],[1537744],[1540288],[1540945],[1541448],[1566986],[1568464],[1571496],[1578489],[1582867],[1586159],[1587387],[1587576],[1593178],[1598969],[1603555],[1614654],[1620072],[1620316],[1620445],[1623022],[1625699],[1630679],[1631336],[1631839],[1658171],[1663151],[1663808],[1664311],[1670354],[1695913],[1697300],[1697725],[1700116],[1702660],[1712299],[1714106],[1715036],[1716401],[1716723],[1722136],[1742982],[1746274],[1747502],[1747691],[1751188],[1753293],[1759084],[1782900],[1785005],[1790796],[1817526],[1822506],[1823163],[1823666],[1840377],[1841239],[1842176],[1849785],[1852080],[1866021],[1867969],[1870706],[1872071],[1872393],[1877806],[1886012],[1902672],[1908407],[1937459],[1939564],[1945355],[1962226],[1963884],[1970997],[1972796],[1982700],[1990796],[1991733],[2001637],[2015578],[2020906],[2028515],[2030810],[2044751],[2056536],[2064742],[2086470],[2088128],[2097040],[2105843],[2114755],[2133313],[2140426],[2142225],[2152129],[2171066],[2185007],[2204866],[2221226],[2245110],[2246768],[2255680],[2273395],[2351537],[2367897], 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] cell #3153 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [77000,590656],[103408,689653],[109123,713884],[130005,401206],[134842,587077],[134908,795310],[136176,796790],[139737,809472],[143289,822751],[154396,453224],[166557,885606],[169316,681407],[169382,679927],[174413,909273],[178385,922990],[178581,502769],[180253,924060],[183418,710305],[183484,937269],[184752,938749],[198616,534736],[198682,533256],[210335,1003018],[210531,563634],[212203,1004088],[215557,786251],[215939,781206],[216005,1014835],[225247,1036334],[225944,1042814],[227033,595150],[227436,814505],[227502,813025],[228614,1044818],[232533,1058830],[235050,825786],[241187,622566],[246618,1096914],[250168,627611],[250550,855064],[250616,1096471],[262689,1119455],[263386,1125935],[264475,661566],[264878,655865],[264944,654385],[266056,1127939],[267633,887723],[268292,1131917],[270405,1138963],[280976,1160980],[281323,1161358],[282088,1168010],[282462,503686],[283939,928210],[284321,923165],[284387,922547],[291075,937712],[292943,941954],[294839,718294],[298419,1198575],[305666,1222898],[306279,734799],[307873,965842],[308532,1216222],[310645,1223268],[318159,753736],[318225,753118],[324177,1246301],[324524,1246679],[325289,1253331],[325663,564551],[327140,758781],[327522,1003193],[327588,1002575],[329804,1006125],[330642,1259096],[330989,1259474],[340285,1015278],[344217,1033794],[344283,1288298],[345637,1288865],[345659,1289291],[346822,1037280],[347159,420972],[347481,1038414],[349594,1043184],[356356,1056340],[357053,1058460],[358142,820206],[361126,827395],[365385,1327495],[365732,1327873],[368401,1343121],[369497,838559],[372418,1081901],[373077,1338955],[373815,1352293],[374189,631954],[375887,1087761],[376725,1345142],[377072,1345520],[382901,858550],[383702,859684],[386481,1360947],[388041,864454],[394341,875055],[394407,874437],[394750,1375427],[394772,1375853],[395935,1120401],[396272,476020],[396594,1121535],[398707,1126305],[402101,1388412],[402123,1388838],[405444,1136384],[412691,1138593],[413304,904228],[414898,1152113],[415557,1411452],[417670,1418498],[419239,1419107],[420134,1161795],[421319,1163469],[431202,1181559],[432314,1184431],[432688,711222],[434547,1189464],[434613,1188846],[436980,717743],[439386,1457384],[441581,1457781],[441603,1458207],[443554,1200641],[444945,1473673],[445511,954678],[447907,730601],[448932,1207817],[449770,1469151],[450117,1469529],[451165,537257],[451487,1211731],[454119,1475218],[454141,1475644],[457462,1220689],[460421,975524],[461412,748351],[461955,977198],[464680,1491013],[465027,1491391],[468792,986688],[469593,987822],[471713,1241256],[472372,1502473],[473484,763124],[473932,992592],[474287,1505913],[475182,1247116],[476367,1248790],[482528,1518939],[485911,1263309],[488927,1257075],[490023,1017289],[492944,1273728],[493603,1535331],[494341,1266247],[494715,790594],[496413,1279588],[497251,1541518],[497598,1541896],[503664,1291304],[507007,1296499],[514867,1053785],[514933,1053167],[515298,1310514],[516461,1312228],[516798,609873],[517120,1313362],[519233,1318132],[522416,1583804],[524389,1588055],[526761,1588477],[528281,1073104],[528518,1329430],[529937,1603460],[531030,838008],[532998,839985],[533436,627523],[533582,628016],[535631,1599063],[535653,1599489],[536983,1084114],[537604,1341021],[540437,1605501],[543820,1349355],[547390,857999],[548428,1099477],[548444,859446],[549796,1620142],[551991,1620539],[552013,1620965],[553964,1363013],[555921,1109237],[556912,869670],[557455,1110911],[558317,870857],[559342,1370189],[560180,1631909],[560527,1632287],[561575,658386],[561897,1374103],[564529,1377866],[567872,1383061],[573239,1388015],[575456,1393037],[577407,1395871],[578798,1386867],[579364,1140949],[581760,900030],[582785,1403047],[583623,1664381],[583970,1664759],[585018,683928],[585340,1406961],[587972,1670448],[587994,1670874],[591315,911545],[592427,913616],[598533,1426067],[602645,1172959],[603446,1174093],[605566,1436486],[606225,1697703],[607337,932553],[607785,1178863],[609035,1442346],[610220,1444020],[616073,1713169],[616311,1453261],[617639,1716628],[621690,1198967],[625830,1723073],[627331,729872],[627803,730069],[630175,1727746],[631152,961581],[631695,1210597],[631932,1471086],[636850,1474821],[639067,1479843],[641018,1482677],[643545,1743919],[644056,976647],[645518,1748170],[647890,1748592],[649410,982574],[649647,1492948],[652159,986137],[653197,1237356],[653213,987584],[654127,988114],[654565,758693],[654711,759186],[656760,1759178],[656782,1759604],[658733,1504539],[659392,1256152],[664949,1512873],[671060,1518517],[674952,1264931],[675189,1525806],[676608,1516898],[677701,1016738],[679669,1018715],[680107,786163],[680253,786656],[682302,1790890],[682324,1791316],[683654,1275941],[684275,1537397],[687108,1797328],[688628,1029596],[690491,1031142],[691886,799311],[692208,1548487],[696467,1551533],[698684,1556555],[700635,1559389],[702592,1301064],[703583,1048400],[704126,1302738],[704988,1049587],[706013,1566565],[706851,1823736],[707198,1824114],[708246,817026],[708568,1570479],[711200,1574242],[714543,1061102],[715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] cell #3154 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [236113],[243941],[253683],[279494],[301205],[302951],[313085],[314120],[320281],[320913],[337608],[343741],[358683],[370498],[373578],[383114],[386982],[389267],[390302],[391013],[408230],[409976],[416058],[417014],[425322],[427306],[427938],[434071],[442345],[448650],[450654],[463560],[465564],[469005],[469793],[472873],[480370],[491024],[494104],[498135],[505756],[507508],[508473],[509793],[510828],[511539],[517621],[518577],[522457],[534442],[536395],[550802],[552755],[559060],[561064],[566621],[568373],[569338],[576198],[577935],[582503],[584507],[588736],[591816],[594058],[596789],[597413],[599417],[600522],[602858],[603646],[606726],[610757],[614223],[615824],[625871],[628282],[633236],[639809],[641546],[643586],[645997],[655571],[660474],[663205],[663829],[665833],[666938],[669128],[670420],[676200],[681113],[683066],[689371],[691375],[693294],[693863],[696751],[697473],[699426],[705731],[707735],[711964],[713292],[715044],[723750],[728057],[735576],[736200],[738104],[739396],[745176],[746994],[759452],[764847],[765416],[768304],[769026],[770979],[774464],[775565],[776134],[782077],[784511],[786922],[791876],[796496],[798191],[798449],[800186],[800477],[800781],[802226],[804637],[814211],[821845],[822469],[824473],[833002],[833571],[837425],[842723],[844015],[845943],[846665],[848322],[849423],[849992],[855935],[864006],[876456],[876611],[876915],[878360],[880771],[886753],[888019],[888323],[897486],[905005],[905629],[907533],[908825],[909944],[912405],[914605],[914915],[916423],[928881],[937733],[938455],[940150],[946578],[949114],[949418],[951942],[954015],[959184],[960285],[960854],[963043],[964872],[966138],[966442],[981131],[981700],[990852],[992144],[994794],[994943],[996451],[1004942],[1006938],[1016155],[1021453],[1022745],[1024673],[1025395],[1027052],[1028153],[1028722],[1031901],[1055186],[1059501],[1061962],[1064954],[1068541],[1071028],[1071137],[1073751],[1075474],[1076402],[1081584],[1082197],[1082501],[1086578],[1088574],[1101137],[1103673],[1103977],[1106501],[1113743],[1114844],[1115413],[1117602],[1128836],[1140286],[1145455],[1146556],[1147125],[1149314],[1151796],[1152409],[1152713],[1177123],[1178415],[1181065],[1187571],[1191369],[1194200],[1195128],[1196664],[1202447],[1208630],[1213141],[1224309],[1227896],[1230383],[1230492],[1233106],[1235757],[1240939],[1241552],[1241856],[1267301],[1268229],[1273411],[1274024],[1274328],[1280401],[1305570],[1306671],[1307240],[1309429],[1311911],[1320678],[1322995],[1324074],[1325605],[1325957],[1331749],[1353741],[1356572],[1357500],[1359036],[1362696],[1364819],[1371002],[1395554],[1397677],[1403860],[1430987],[1436169],[1436782],[1437086],[1453849],[1454889],[1456011],[1464651],[1467261],[1482360],[1484196],[1487592],[1489123],[1489475],[1495267],[1504222],[1521981],[1528125],[1559072],[1561195],[1567378],[1584562],[1586747],[1595131],[1597293],[1608543],[1617647],[1618769],[1630019],[1645118],[1651241],[1659881],[1662491],[1677590],[1690497],[1699452],[1723831],[1726016],[1736562],[1746862],[1757408],[1778574],[1786958],[1789120],[1800370],[1821846],[1836945],[1861695],[1881686],[1910102],[1912287],[1922833],[1943679],[2040425],[2060416], [323259,657524],[388964,757041],[418404,1034665],[430284,816164],[440392,834339],[467171,868313],[496086,1151143],[509490,926470],[519967,940408],[524868,950544],[574245,1013069],[575107,1262855],[586114,1278405],[601024,1047043],[608708,1057090],[637856,1094705],[638718,1348901],[671539,1136815],[672469,1391894],[674000,1138213],[685134,1408371],[698335,1425613],[709342,1182722],[740515,1221120],[741445,1478700],[742976,1222518],[769888,1512419],[774536,1520450],[778302,1522333],[779313,1265578],[805567,1555412],[807098,1298328],[848394,1607012],[852160,1608895],[853171,1351624],[866656,1624788],[881701,1641458],[883232,1384890],[887311,1650119],[887406,1390358],[916495,1682822],[920261,1684705],[921272,1428336],[965430,1735440],[965525,1477164],[983889,1752050],[996523,1767127],[1000289,1769010],[1001300,1515142],[1036868,1809474],[1036963,1553876],[1037999,1810596],[1073823,1847171],[1097878,1868528],[1106911,1876588],[1119989,1891110],[1120084,1639922],[1121120,1892232],[1163057,1933133],[1163152,1684353],[1194022,1962785],[1200229,1968566],[1200324,1721672],[1211316,1977791],[1224707,1988786],[1248378,2011252],[1248473,1768658],[1312947,2070962],[1323393,2078918],[1334402,2087029],[1340609,2092810],[1340704,1857351],[1353586,2102653],[1406546,2147220],[1443608,2180681],[1443703,1954929],[1453694,2187795],[1465049,2195656],[1530778,2245669],[1536985,2251450],[1537080,2036081],[1594976,2296113],[1660279,2342327],[1786803,2429966] ] cell #3155 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [213206,774369],[226081,802958],[247817,848227],[263523,879092],[281588,916328],[282254,917468],[302929,959256],[304022,959089],[305803,962354],[324789,996356],[325455,997496],[341484,1026957],[343922,797358],[347087,1037832],[357190,1057822],[366708,1073656],[370726,1081489],[371028,1079794],[373981,1084672],[390991,1113815],[392084,1113648],[393865,1116913],[396200,1120953],[409954,1145527],[411047,1145360],[412828,1148625],[416992,910874],[431814,1182627],[432480,1183767],[434252,939317],[437634,1192889],[447661,1206102],[447817,1206191],[451093,1211149],[465542,1233178],[466003,1233011],[470021,1240844],[470323,1239149],[473276,1244027],[487234,1265483],[491252,1273316],[491554,1271621],[494507,1276499],[498113,1027124],[499206,1030890],[500987,1287264],[508654,1045386],[511517,1305642],[512610,1305475],[514391,1308740],[516726,1312780],[518555,1060431],[522066,1321718],[531684,1333269],[532911,1334664],[533337,1335315],[545143,1351529],[548044,1355261],[549017,1356394],[552983,1362601],[553285,1362012],[558071,1368474],[558227,1368563],[561042,1373688],[561503,1373521],[569519,1128507],[571487,1388119],[581514,1401332],[581670,1401421],[584946,1406379],[588964,1151701],[589266,1412517],[592219,1417395],[597492,1167971],[599395,1428408],[599856,1428241],[600500,1170160],[603874,1436074],[604176,1434379],[607129,1439257],[610735,1182794],[611828,1186560],[613609,1450022],[615729,1452654],[625480,1463374],[627271,1465304],[635098,1474925],[643195,1485236],[644318,1486513],[644710,1486911],[649164,1492353],[649320,1492442],[652813,1496787],[653786,1497920],[654040,1498182],[654466,1498833],[657752,1504127],[663908,1253292],[665811,1515214],[666272,1515047],[666916,1255481],[668737,1518094],[676178,1265650],[678355,1529645],[679582,1531040],[680008,1531691],[688382,1542858],[688538,1542947],[690159,1285742],[691814,1547905],[693841,1289705],[694715,1551637],[695688,1552770],[696819,1295500],[699654,1558977],[699956,1558388],[700900,1298738],[704742,1564850],[704898,1564939],[707713,1570064],[708174,1569897],[712192,1311816],[712494,1576035],[715447,1580913],[716009,825556],[716190,825578],[724572,1590386],[727962,1593936],[732609,1598770],[734512,1601009],[736279,1093937],[737713,1604656],[745154,1351696],[746899,1615412],[748001,1616452],[748039,1616607],[752773,1621641],[753199,1622292],[756650,1626132],[757773,1627409],[758165,1627807],[758441,1628062],[765394,1376267],[766268,1637683],[767241,1638816],[768372,1382062],[771207,1645023],[771509,1644434],[772453,1385300],[776112,1389252],[782305,1395459],[782607,1657229],[784120,1658604],[785911,1660534],[793738,1670155],[794965,1671550],[795391,1672201],[797202,1415292],[800849,1419539],[801404,1419937],[801835,1680466],[803350,1682141],[804518,1425722],[807804,1687583],[807960,1687672],[811453,1692017],[812426,1693150],[812680,1693412],[813106,1694063],[816392,1699357],[819114,934823],[821480,1705230],[821636,1705319],[822548,934845],[823257,1448500],[824451,1710444],[824912,1710277],[833549,1458621],[833948,1718864],[835463,1720539],[842332,1726901],[844445,1729257],[844837,1729655],[845810,1730788],[846011,1219690],[849970,1476058],[856163,1482265],[856465,1742550],[857322,1743187],[859102,1744677],[864114,1749677],[868218,1754051],[869320,1755091],[869358,1755246],[872865,1758885],[876983,1506345],[877538,1506743],[877969,1764771],[879484,1766446],[880652,1512528],[883938,1771888],[884094,1771977],[888391,1519371],[888946,1519769],[893179,1012279],[894001,1782213],[895673,1784350],[895829,1784439],[897391,1785763],[902038,1790597],[903941,1792836],[905708,1012301],[907142,1796483],[908933,1798413],[911300,1545737],[914583,1548072],[915034,1549962],[915266,1550117],[917430,1808279],[922202,1813468],[922628,1814119],[924566,1571640],[926079,1817959],[927202,1819236],[927594,1819634],[927870,1819889],[934276,1055713],[935697,1829510],[936670,1830643],[936924,1830905],[937350,1831556],[937801,1055341],[939161,1578810],[940636,1836850],[945364,1840582],[949486,1588909],[950041,1589307],[950449,1844854],[951551,1845894],[954083,1342827],[960832,1599903],[961231,1854543],[961269,1854698],[962746,1856218],[962924,1349010],[966510,1605933],[967065,1606331],[971298,1093915],[972120,1865334],[973792,1867471],[973948,1867560],[974813,1868175],[981678,1621379],[983592,1876209],[987240,1879501],[990461,1882571],[993939,1886458],[995062,1636008],[995294,1636163],[997458,1889915],[1002230,1895104],[1002656,1895755],[1004594,1375264],[1007057,1648924],[1007289,1649079],[1009137,1905917],[1011732,1135757],[1012678,1905135],[1014193,1906810],[1014490,1907099],[1014916,1907750],[1021062,1913172],[1023175,1915528],[1023567,1915926],[1024540,1917059],[1024741,1135385],[1028700,1671288],[1033507,1926549],[1034893,1677495],[1035364,1679426],[1036052,1929458],[1042736,1167949],[1042844,1935948],[1045230,1700437],[1046948,1940322],[1048050,1941362],[1048088,1941517],[1051595,1945156],[1055645,1181565],[1056699,1951042],[1058214,1952717],[1058490,1952972],[1059382,1181214],[106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] cell #3156 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [103536,911487],[136186,1031061],[143417,1061044],[174423,1153987],[175970,1155783],[180381,1170773],[184762,1186731],[212331,1256094],[215567,1019163],[221580,1282020],[227249,1297570],[228624,1298909],[232543,1314102],[234090,1315898],[250178,840433],[264691,1384132],[266066,1385471],[268644,668634],[269881,1143381],[270415,1396666],[276887,907039],[281333,1420108],[283236,1426885],[283949,1174833],[285291,1429240],[289962,1444778],[293071,1190677],[306495,1483964],[308884,737610],[310121,957110],[310655,1483472],[324534,1506914],[326437,1513691],[327150,988562],[328492,1516046],[330999,1519940],[332711,1020959],[333395,1527132],[345821,1550242],[346083,1550692],[347833,801732],[348216,1557400],[349070,1303496],[349604,1297078],[356076,1056596],[358358,1314594],[359733,1319862],[365742,1589478],[374410,1613238],[377082,1606502],[378794,842229],[379478,1613694],[388051,1105251],[394934,1636288],[395196,1636738],[396946,877866],[397329,1643446],[398183,1111669],[398717,1383640],[402285,1649204],[402547,1649654],[405164,1137719],[413520,1397158],[417680,1678702],[419208,1679300],[419428,1679652],[421329,1424381],[422409,694981],[423041,1176629],[423725,1427341],[431559,1442005],[433462,1444322],[441765,1718104],[442027,1718554],[443933,951448],[445107,1732715],[450127,1728747],[451590,1741562],[454303,1734525],[454565,1734975],[457182,1222024],[461965,1229151],[465037,1749593],[466801,1232111],[473942,1243130],[474256,1763605],[474476,1763957],[476377,1511187],[477457,766534],[478089,990358],[478773,1514147],[482178,1260456],[482497,1776263],[482717,1776615],[486268,1524345],[494936,1526676],[497608,1798329],[500004,1805521],[501775,1806144],[503848,595246],[503982,595339],[504110,1554900],[506727,1297834],[515460,1572014],[517855,1575047],[519243,1580016],[522694,1068629],[524551,1843374],[526730,1843738],[526950,1844090],[530603,1858037],[535815,1853783],[536077,1854233],[537614,1603200],[537983,845103],[540087,1346502],[540406,1859384],[540626,1859736],[544177,1610907],[548501,859345],[549087,1358524],[552175,1873774],[552437,1874224],[554343,1106007],[557465,1369661],[560537,1884417],[562301,1372621],[562640,1887780],[564713,661662],[564847,661755],[564975,1640946],[567592,1384396],[570944,1389704],[571753,1900040],[575618,1653222],[578960,1647394],[583980,1915018],[585443,1656241],[588156,1920796],[588418,1921246],[591035,1158657],[594800,1423214],[595119,1683699],[598890,1686717],[607795,1438360],[608329,1701315],[610230,1706417],[611310,935963],[612626,1709377],[615693,1194474],[615972,1961553],[618305,1964968],[620642,1965346],[624161,1978407],[626108,954103],[627965,957010],[629825,1479308],[630144,1974358],[630364,1974710],[631705,1207289],[632116,734895],[632250,734988],[632378,1731812],[634555,1476510],[635364,1980068],[639229,1738543],[643823,1227984],[644034,1488469],[644120,976850],[645680,1992931],[647859,1993295],[648079,1993647],[653270,987483],[653856,1500050],[656944,2003340],[657206,2003790],[658743,1763315],[659112,993232],[661216,1510020],[661535,1768004],[665306,1771022],[671222,1775899],[673621,1780476],[677274,1774916],[682486,2032513],[682748,2032963],[684285,1795027],[684654,1023833],[686758,1279013],[687077,2038114],[687297,2038466],[690848,1284572],[694172,1553222],[698846,1812577],[704136,1566037],[707208,2063147],[708972,1568997],[711384,820302],[711518,820395],[711646,1832773],[714263,1318772],[717644,827383],[717946,2077823],[719708,2080504],[725482,1592543],[727926,1075748],[728205,2085797],[730538,1079162],[730703,840763],[730732,840791],[732066,1608995],[732875,2089590],[733996,1083775],[734582,1336532],[734768,1856697],[740198,1859020],[742597,1863597],[746863,1356846],[747142,2103512],[747744,1099465],[749475,2106927],[751812,2107305],[757278,1108662],[757489,1629365],[757575,1110563],[759135,1111569],[760995,1642066],[761314,2116317],[761534,2116669],[763286,875151],[763420,875244],[763548,1887482],[764297,1646560],[765725,1639268],[770399,1894213],[776945,1899662],[782801,1898379],[784748,1140374],[786605,1143281],[788465,1392502],[788784,2143787],[789004,2144139],[790345,1402519],[790756,904324],[790890,904417],[791018,1918083],[793195,1408471],[794004,2149497],[797869,1414176],[799668,1675705],[804320,1930458],[806719,1935035],[811910,1173754],[812496,1695280],[815584,2172769],[815846,2173219],[817383,1949586],[817752,1179503],[819856,1441771],[820175,1954275],[823946,1447330],[834576,1196152],[834920,1721018],[837477,1970599],[837909,954666],[838211,2194561],[839973,956808],[840154,956629],[844161,1466607],[844247,1210249],[850803,1979690],[857900,975512],[858202,2210921],[859964,2213602],[864808,1232011],[865738,1752658],[868182,1235103],[868461,2218895],[869063,1237344],[870794,1238517],[870959,988892],[870988,988920],[872322,1769110],[873131,2222688],[875024,2006254],[876134,1773709],[880454,2008577],[882853,2013154],[889137,2018046],[894911,1524111],[897355,1267575],[897634,2244437],[899967,1270989],[900132,1019493],[900161,1019521],[901495,1522433],[902304,224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] cell #3157 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [77009,797326],[103410,911020],[109132,939285],[134910,1029315],[136172,1031021],[139746,1045354],[143291,1060577],[166566,1128475],[169384,899749],[174409,1153947],[178394,1169024],[180255,1170306],[183486,1184985],[184748,1186691],[198684,730320],[210344,1254345],[212205,1255627],[214483,570904],[215553,1019123],[216007,1266801],[221506,793155],[225249,1289851],[225948,1296587],[227504,1049306],[228610,1298869],[232529,1314062],[235059,1064220],[246627,1353307],[249094,634515],[250164,840393],[250618,1352847],[262691,1376413],[263390,1383149],[264946,870576],[266052,1385431],[268294,1389398],[269807,901455],[270401,1396626],[280980,1419617],[281319,1420068],[282085,1426820],[282865,694132],[283935,1174793],[284389,1168564],[289888,935114],[291084,1185445],[292945,1190413],[298421,1458767],[305670,1482981],[308534,1476204],[310047,732026],[310641,1483432],[318227,982293],[324181,1506423],[324520,1506874],[325286,1513626],[326066,765685],[327136,988522],[327590,1253885],[330646,1519449],[330985,1519900],[333321,1013610],[340294,1267261],[344285,1549223],[345571,1549794],[345656,1550177],[347483,1294137],[348443,595079],[348996,1051012],[349590,1297038],[356358,1311336],[357057,1313611],[365389,1588987],[365728,1589438],[367432,834880],[368405,1604110],[373079,1600049],[373812,1613173],[376729,1606011],[377068,1606462],[379404,1095246],[383704,1102310],[386483,1621525],[388037,1105211],[394409,1116006],[394684,1635840],[394769,1636223],[396596,1380699],[397556,661495],[398109,872282],[398703,1383600],[401742,1132861],[402035,1648756],[402120,1649139],[405446,1393859],[412695,1396175],[415559,1671434],[417666,1678662],[419168,1679267],[420976,503718],[421203,503683],[421315,1424341],[423651,1169280],[431206,1441241],[432311,1444257],[434615,1449115],[437746,946590],[439390,1717278],[441515,1717656],[441600,1718039],[444942,1732650],[449774,1728256],[450113,1728707],[451489,1472799],[451817,734728],[453760,1217166],[454053,1734077],[454138,1734460],[457464,1480665],[461414,748217],[461951,1229111],[464684,1749102],[465023,1749553],[466727,983009],[469595,1240189],[472374,1760164],[473928,1243090],[474216,1763572],[476024,564583],[476251,564548],[476363,1511147],[478699,1254601],[481711,1259896],[482457,1776230],[485915,1523581],[488931,1517548],[493605,1791876],[494338,1526611],[497255,1797838],[497594,1798289],[499930,1033723],[503305,1292976],[503598,1554340],[507009,1557377],[514935,1307833],[515295,1571949],[517122,1577075],[518082,820135],[519229,1579976],[522010,1068069],[522282,1839584],[524386,1843309],[526690,1843705],[529928,1857549],[531796,837437],[533440,840301],[535272,1348749],[535565,1853335],[535650,1853718],[536985,1080834],[537261,631986],[537488,631951],[537600,1603160],[539620,1345942],[540366,1859351],[543824,1610143],[548156,1101149],[548357,1357964],[548441,859305],[549800,1872948],[551925,1873326],[552010,1873709],[556914,869536],[557451,1369621],[560184,1883926],[560523,1884377],[561899,1635557],[562227,874984],[564170,1379538],[564463,1640386],[567874,1643423],[573243,1648378],[575453,1653157],[578795,1647329],[583627,1914527],[583966,1914978],[585342,1668029],[585670,904157],[587613,1150991],[587906,1920348],[587991,1920731],[591317,1156415],[594333,1422654],[598537,1685953],[603448,1435419],[606227,1946435],[607781,1438320],[609877,711254],[610104,711219],[610216,1706377],[612552,1189393],[615640,717734],[615932,1961520],[617630,1964480],[623102,1461878],[625424,953543],[625696,1970204],[627800,956957],[628020,730633],[628097,730598],[629358,1478748],[630104,1974325],[631154,961447],[631691,1207249],[631866,1731252],[636854,1733699],[639064,1738478],[643139,1227424],[643411,1989141],[643981,976638],[645515,1992866],[647819,1993262],[652925,985566],[653126,1499490],[653210,987443],[654569,988430],[656401,1512267],[656694,2002892],[656779,2003275],[658390,763156],[658617,763121],[658729,1763275],[659394,1516678],[660749,1509460],[664953,1770258],[671057,1775834],[676599,1774428],[678467,1016167],[680111,1019031],[681943,1262703],[682236,2032065],[682321,2032448],[683656,1272661],[683932,790626],[684159,790591],[684271,1794987],[686291,1278453],[687037,2038081],[690495,1284110],[692210,1546286],[696471,1807733],[698681,1812512],[703585,1048266],[704122,1565997],[706855,2062656],[707194,2063107],[708570,1827384],[708898,1053714],[710841,1311106],[711134,1832213],[714545,1316530],[724684,1069756],[725015,1591983],[727449,1849305],[727873,837999],[728165,2085764],[729863,840101],[730048,839912],[733852,1335972],[733936,1083735],[740033,1858955],[746810,857990],[747102,2103479],[748800,2106439],[753302,1105119],[754272,1624636],[756594,1108102],[756866,2112163],[757436,1110351],[758970,1111516],[759190,870889],[759267,870854],[760528,1641506],[761274,2116284],[763036,1886922],[763944,1646098],[768024,1889369],[770234,1894148],[776270,1899174],[781742,1393629],[784064,1139814],[784336,2139633],[786440,1143228],[786660,900062],[786737,900027],[787998,1391942],[788744,2143754],[789794,114771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] cell #3158 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [103519,911486],[136183,1031060],[143400,1061043],[174420,1153986],[175969,1155777],[180364,1170772],[184759,1186730],[212314,1256093],[215564,1019162],[221579,1282014],[226368,1297569],[228621,1298908],[232540,1314101],[234089,1315892],[250175,840432],[263810,1384131],[266063,1385470],[268643,668628],[269880,1143375],[270412,1396665],[276886,907033],[281330,1420107],[282133,1426884],[283946,1174832],[285290,1429234],[289961,1444772],[293054,1190676],[306090,1483963],[308883,737604],[310120,957104],[310652,1483471],[324531,1506913],[325334,1513690],[327147,988561],[328491,1516040],[330996,1519939],[332710,1020953],[333394,1527126],[345704,1550241],[346082,1550686],[346952,1557401],[347832,801726],[349069,1303490],[349601,1297077],[356075,1056590],[357477,1314593],[359730,1319861],[365739,1589477],[373860,1613237],[377079,1606501],[378793,842223],[379477,1613688],[388048,1105250],[394817,1636287],[395195,1636732],[396065,1643447],[396945,877860],[398182,1111663],[398714,1383639],[402168,1649203],[402546,1649648],[405163,1137713],[413115,1397157],[417677,1678701],[419207,1679297],[419298,1679653],[421326,1424380],[422408,694975],[423040,1176623],[423724,1427335],[431556,1442004],[432359,1444321],[441648,1718103],[442026,1718548],[443932,951442],[444990,1732714],[450124,1728746],[450958,1741563],[454186,1734524],[454564,1734969],[457181,1222018],[461962,1229150],[465034,1749592],[466800,1232105],[473939,1243129],[474255,1763602],[474346,1763958],[476374,1511186],[477456,766528],[478088,990352],[478772,1514141],[482177,1260450],[482496,1776260],[482587,1776616],[486265,1524344],[494386,1526675],[497605,1798328],[500003,1805515],[501769,1806146],[503731,595245],[503981,595209],[504109,1554894],[506726,1297828],[515343,1572013],[516591,1575048],[519240,1580015],[522693,1068623],[524434,1843373],[526729,1843735],[526820,1844091],[530473,1858038],[535698,1853782],[536076,1854227],[537611,1603199],[537982,845097],[540086,1346496],[540405,1859381],[540496,1859737],[544174,1610906],[548500,859344],[549086,1358518],[552058,1873773],[552436,1874218],[554342,1106001],[557462,1369660],[560534,1884416],[562300,1372615],[562634,1887782],[564596,661661],[564846,661625],[564974,1640940],[567591,1384390],[570943,1389698],[571747,1900042],[575501,1653221],[578843,1647393],[583977,1915017],[584811,1656242],[588039,1920795],[588417,1921240],[591034,1158651],[594799,1423208],[595118,1683693],[598887,1686716],[607792,1438359],[608199,1701316],[610227,1706416],[611309,935957],[612625,1709371],[615692,1194468],[615971,1961550],[618175,1964969],[620636,1965348],[624155,1978410],[626107,954097],[627848,957009],[629824,1479302],[630143,1974355],[630234,1974711],[631702,1207288],[631999,734894],[632249,734858],[632377,1731806],[634554,1476504],[635358,1980070],[639112,1738542],[643822,1227978],[644033,1488463],[644119,976844],[645563,1992930],[647858,1993292],[647949,1993648],[653269,987482],[653855,1500044],[656827,2003339],[657205,2003784],[658740,1763314],[659111,993226],[661215,1510014],[661534,1767998],[665303,1771021],[671105,1775898],[673491,1780477],[677144,1774917],[682369,2032512],[682747,2032957],[684282,1795026],[684653,1023827],[686757,1279007],[687076,2038111],[687167,2038467],[690845,1284571],[694171,1553216],[698729,1812576],[704133,1566036],[707205,2063146],[708971,1568991],[711267,820301],[711517,820265],[711645,1832767],[714262,1318766],[717643,827377],[717940,2077825],[719702,2080507],[725481,1592537],[727925,1075742],[728204,2085794],[730408,1079161],[730646,840762],[730731,840726],[732065,1608989],[732869,2089592],[733995,1083774],[734581,1336526],[734767,1856691],[740081,1859019],[742467,1863598],[746862,1356840],[747141,2103509],[747743,1099459],[749345,2106928],[751806,2107307],[757277,1108656],[757488,1629359],[757574,1110557],[759018,1111568],[760994,1642060],[761313,2116314],[761404,2116670],[763169,875150],[763419,875114],[763547,1887476],[764294,1646559],[765724,1639262],[770282,1894212],[776815,1899663],[782795,1898382],[784747,1140368],[786488,1143280],[788464,1392496],[788783,2143784],[788874,2144140],[790342,1402518],[790639,904323],[790889,904287],[791017,1918077],[793194,1408465],[793998,2149499],[797752,1414175],[799665,1675704],[804203,1930457],[806589,1935036],[811909,1173753],[812495,1695274],[815467,2172768],[815845,2173213],[817380,1949585],[817751,1179497],[819855,1441765],[820174,1954269],[823943,1447329],[834575,1196146],[834919,1721012],[837476,1970593],[837908,954660],[838205,2194563],[839967,956807],[840153,956623],[844160,1466601],[844246,1210243],[850673,1979691],[857899,975506],[858196,2210923],[859958,2213605],[864691,1232010],[865737,1752652],[868181,1235097],[868460,2218892],[869062,1237338],[870664,1238516],[870902,988891],[870987,988855],[872321,1769104],[873125,2222690],[875023,2006248],[876017,1773708],[880337,2008576],[882723,2013155],[889131,2018049],[894910,1524105],[897354,1267569],[897633,2244434],[899837,1270988],[900075,1019492],[900160,1019456],[901494,1522427],[902298,2248232],[903424,1275601],[904010,1532902],[904196,2035421],[909510,1281919],[911896,1544613],[913364,1544044],[913661,1033889],[913911,1033853],[914039,1802494],[918774,2047792],[926706,1300483],[926917,1821186],[927003,1302384],[928447,1303395],[930423,1556014],[930742,2274954],[930833,2275310],[932598,1053880],[932848,1053844],[932976,2066206],[933723,1560513],[935153,1571983],[939711,1577693],[941624,1835059],[946629,1839973],[950412,1324945],[950691,2292947],[952929,2083631],[954004,1595225],[960973,1339329],[967250,2094183],[973029,1610667],[982381,1361379],[982619,1105580],[982704,1105544],[983048,1876682],[985605,2112552],[985809,1889650],[986037,1109219],[986334,2317791],[988096,1111366],[988282,1111182],[994285,1897587],[998802,2121650],[1013305,1391376],[1013649,1653191],[1016206,2140022],[1016638,1140931],[1016935,2341234],[1018697,1143078],[1018883,1142894],[1022890,1661831],[1022976,1405473],[1029403,1411884],[1029641,1154316],[1029726,1154280],[1032990,1416497],[1033576,1673412],[1033762,1924783],[1038688,2158305],[1043421,1427240],[1044467,1686477],[1046911,1430327],[1047190,2365563],[1047792,1432568],[1049394,1433746],[1049632,1175162],[1049717,1175126],[1051051,1684799],[1051855,2369361],[1053753,2175677],[1054747,1689403],[1059067,1444677],[1061453,1706985],[1063218,1189559],[1063468,1189523],[1063596,1957053],[1068530,1453943],[1069795,2191924],[1069999,1968146],[1072453,1198949],[1072750,2386011],[1075062,2192551],[1076142,1464826],[1094941,1478182],[1095285,1738512],[1101188,1989530],[1104785,1231808],[1104971,1231624],[1108859,2008798],[1121809,2227281],[1126542,1514046],[1127588,1770782],[1132900,1775868],[1136683,1521321],[1136962,2426800],[1139200,1527031],[1140275,1787052],[1147244,1535705],[1151030,2037719],[1153521,1281717],[1153707,1281533],[1157714,1799710],[1157800,1546999],[1168652,1557755],[1168890,1297407],[1168975,1297371],[1169319,1812546],[1171876,2271192],[1172080,1808014],[1172308,1301046],[1172605,2451644],[1174367,1303193],[1174553,1303009],[1180556,1815951],[1185073,1575402],[1185311,1314431],[1185396,1314395],[1189432,2072912],[1194868,1323170],[1196349,2083853],[1200970,2293435],[1217205,1858989],[1220988,1607883],[1221267,2481848],[1223505,1613593],[1224484,1357240],[1227885,1353835],[1234851,2121181],[1253973,1643801],[1254211,1383969],[1254296,1383933],[1254640,1894182],[1260357,1649173],[1261622,2338595],[1261826,1648659],[1262742,2143392],[1264280,1394179],[1264577,2506537],[1266889,1656596],[1267127,1396995],[1267212,1396959],[1267969,1660056],[1278914,1920765],[1285883,1676215],[1293015,1930427],[1296612,1427038],[1296798,1426854],[1300686,1930679],[1311145,2177975],[1313636,1444475],[1313822,1444291],[1321267,2382587],[1324699,2192082],[1346403,1734494],[1347668,2399460],[1347872,1733980],[1348788,1973963],[1350326,1480985],[1350623,2555650],[1352935,1741917],[1353173,1483801],[1353258,1483765],[1379577,2008546],[1383174,1513844],[1383360,1513660],[1390098,1519546],[1391579,1776120],[1392403,2032482],[1393668,2242241],[1396200,1526829],[1396386,1526645],[1408865,1797935],[1419714,1553616],[1423115,1550211],[1425500,2274562],[1430081,2047323],[1451775,2288994],[1461917,2083601],[1476904,1606108],[1478385,1859241],[1479209,1853752],[1480474,2308657],[1483006,1613391],[1483192,1613207],[1506520,1639662],[1509921,1636257],[1512306,2115922],[1517643,1647615],[1517829,1647363],[1521075,1899194],[1522827,1914624],[1555921,2172738],[1557186,2363370],[1589084,1721412],[1592444,1718073],[1604205,1732936],[1604391,1732684],[1607637,1979222],[1609389,1728353],[1624675,2216699],[1641967,2003309],[1643232,2421279],[1647005,1774448],[1685199,2062753],[1717373,1843595],[1717559,1843343],[1732326,1857569],[1749199,1877082],[1752559,1873743],[1769504,1884023],[1842985,1964500],[1873043,1993152],[1873229,1992900],[1992542,2106459] ] cell #3159 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [322747],[388778],[429772],[440206],[467305],[509304],[519455],[525002],[574059],[592621],[601158],[608522],[637670],[671673],[673814],[685801],[709476],[740649],[742790],[778969],[779447],[792153],[806912],[852827],[853305],[883046],[889725],[891426],[905955],[920928],[921406],[967844],[969545],[1000956],[1001434],[1008590],[1010451],[1039282],[1040983],[1090226],[1092087],[1107578],[1122403],[1124104],[1132503],[1164260],[1165498],[1166121],[1201564],[1216808],[1234043],[1249581],[1250819],[1251442],[1292618],[1293783],[1330789],[1341944],[1354349],[1363480],[1379180],[1380345],[1423983],[1446049],[1454457],[1461520],[1472445],[1484923],[1510789],[1538320],[1576721],[1585289],[1595739],[1602802],[1614345],[1667675],[1706019],[1713797],[1724558],[1787566],[1794629],[1849476],[1910829],[2028206], [86467,730376],[103541,1284370],[115233,840479],[124714,870632],[133267,899805],[136248,1156158],[143422,1447128],[150361,731052],[159722,982349],[161989,988608],[172362,1019209],[175574,1029371],[176033,1284288],[180386,1560312],[181843,1049362],[184824,1316273],[191349,626428],[201847,1105447],[204034,1105297],[206496,871308],[208314,874226],[212336,1646358],[218854,900481],[222939,1154033],[227254,1684487],[228215,1168620],[228686,1429615],[230482,1174879],[233694,1185041],[234153,1447046],[237718,523014],[253729,548475],[253827,550616],[256149,749989],[257611,554970],[259190,988758],[261377,762589],[264696,1768792],[265657,1253941],[266128,1516421],[271707,1266857],[272089,785068],[278317,1030047],[281429,1554010],[282587,1297274],[283242,1810397],[284774,1297124],[285354,1560230],[287236,1050038],[289054,1052956],[291321,1314148],[293076,1838185],[296734,618819],[305574,840629],[306500,1857485],[311947,1352903],[312596,860470],[313749,646131],[314159,461679],[314690,459470],[320327,653244],[320425,655385],[324630,1640056],[325788,1383836],[326443,1892033],[327975,1383686],[328555,1646276],[331095,1390492],[334904,1396712],[345827,1682623],[346185,1683367],[347494,697287],[348213,1932936],[349816,919418],[351278,701641],[352857,1175029],[355044,932018],[357506,1185717],[358363,1955063],[359324,1188635],[362384,720214],[365838,1721806],[371392,536259],[373624,733970],[373722,534256],[374314,1483668],[374416,1977592],[377178,1477298],[380987,1483518],[381414,749313],[382978,384796],[389931,759586],[390341,557179],[394940,1766928],[395298,1767672],[396607,768840],[397326,2011055],[398929,999446],[402291,1520251],[402649,1520995],[403759,777459],[406750,1277409],[412599,1019359],[413525,2036215],[418972,1288087],[419134,1809210],[419425,1809277],[419621,1039200],[420774,804771],[427352,811884],[427450,814025],[432813,1314298],[433468,2070763],[435000,1062638],[438065,618143],[441771,1846972],[442129,1847716],[445113,2086180],[446769,624667],[450223,1609783],[450283,628416],[450693,631419],[451500,846479],[451587,2092613],[454309,1606813],[454667,1607557],[455777,851317],[458768,1085582],[465133,1877476],[468869,470687],[473609,1646426],[474182,1890846],[474473,1890913],[474669,1122321],[475822,880905],[481221,1398222],[482423,1649855],[482714,1649922],[482910,889643],[491918,682930],[494150,903399],[494248,680927],[494840,1396862],[494942,2147021],[497704,1409259],[500758,1154183],[501513,1160033],[501700,1931821],[501940,918742],[510457,929015],[510867,703850],[517133,938269],[517852,2180484],[524557,1961936],[526656,1968302],[526947,1968369],[527143,1201482],[530441,532115],[530600,2194881],[535821,1737442],[536179,957660],[537059,963177],[539130,1202992],[540332,1735176],[540623,1735243],[540819,967762],[552181,1996529],[552539,1232661],[560633,1769898],[561910,994608],[562565,2009940],[562805,998770],[569902,1527861],[571678,1777262],[571918,776783],[578966,2244820],[580622,783307],[584076,1523221],[584136,787056],[584546,790059],[585353,1025209],[585440,2251253],[588162,1539004],[588520,1282570],[589630,798313],[591862,1032965],[591960,796310],[592552,1284438],[602722,604540],[607462,1560380],[609675,1059635],[614862,2077569],[618302,2078143],[620329,1324619],[620567,2084005],[620807,1075030],[624088,2295535],[624749,1076536],[630070,1078867],[630361,1862538],[630557,1092461],[633513,1331485],[635289,1860383],[635529,850641],[645686,2103895],[647785,1361085],[648076,2110328],[648272,1363854],[656950,1893112],[657308,1112219],[658188,1117736],[667550,1657447],[677112,678786],[677271,2341552],[682492,1652121],[682850,1143931],[683730,1149448],[687003,1411590],[687294,1668438],[687490,906329],[691004,910078],[691414,913081],[692221,912219],[707304,1685593],[708581,1180879],[715780,1447196],[716814,2187110],[719635,2187217],[720296,1195262],[721997,1454625],[727095,1202248],[732800,1205263],[733040,969887],[736526,1462217],[746032,1484483],[749472,2211241],[751499,1488137],[751737,1491514],[751977,1234385],[755919,1235891],[761240,1238222],[761531,2012095],[761727,1251816],[782728,2429388],[783389,1268363],[788710,1270694],[789001,1779417],[789197,1010825],[792495,794169],[793929,1542019],[799113,1032035],[815590,1811476],[815948,1304046],[816828,1309563],[825319,1061776],[826248,2288753],[828754,1584849],[829860,1323875],[831098,1325739],[831721,1585435],[837079,1331552],[840561,1092543],[857070,1614668],[859891,2310445],[860552,1357634],[862253,1617383],[867351,1364620],[873056,1367635],[873296,1124446],[891768,902469],[896524,1397478],[902229,1400493],[906411,1154115],[925348,1431121],[930669,1433452],[930960,1933976],[931156,1166495],[941072,1187705],[945112,1714120],[946232,1454692],[947397,1455812],[956037,1724118],[958381,1467395],[974377,1742715],[977989,1487393],[979227,1489257],[979850,1745550],[985208,1495070],[988690,1251898],[1009828,1522115],[1010907,1019291],[1015809,1527928],[1041325,1052026],[1046081,1560996],[1051786,1564011],[1055968,1314230],[1066937,1840110],[1069398,1586550],[1078195,1849799],[1080480,1597094],[1091464,1608677],[1100791,1617450],[1101956,1618570],[1105379,1363936],[1112940,1630153],[1133668,1651042],[1136012,1396794],[1142308,1910389],[1144652,1662625],[1166577,1174961],[1171479,1690300],[1204430,1970730],[1206891,1725819],[1217973,1736363],[1220317,1483600],[1228753,1746665],[1239835,1757209],[1243258,1505462],[1261225,1778377],[1270022,2028529],[1272307,1788921],[1283291,1800504],[1296127,1297206],[1304767,1821980],[1347271,1861498],[1369263,1881489],[1382689,1383768],[1399660,2140159],[1402121,1912090],[1413203,1922634],[1415547,1678830],[1435065,1943480],[1438488,1700692],[1543647,2040228],[1565639,2060219],[1579065,1580144] ] cell #3160 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [176212,1156339],[185473,1451154],[223479,1283948],[232726,1576128],[234332,1316454],[234969,1581835],[270598,1657322],[276993,1412072],[279185,1413984],[285533,1429796],[289709,1704447],[290127,1702132],[291861,1446706],[310838,1742643],[328734,1516602],[332817,1271176],[333142,1783567],[333560,1781293],[340998,1542514],[349787,1558481],[350707,1559890],[355827,1830807],[355940,1827849],[356182,1575590],[358374,1577502],[378900,1079349],[379225,1866688],[379643,1864414],[398900,1644527],[399820,1645936],[400655,1898874],[402987,887083],[404564,1400988],[404915,1907001],[405028,1904109],[405270,1656784],[413811,1151473],[419788,1680187],[423147,1433934],[423472,1686800],[423890,1935852],[425013,1689212],[431036,1949988],[431328,1704886],[452673,1978902],[455005,965202],[456582,1205758],[456933,1987029],[457046,1984137],[457288,1742105],[474836,1764492],[478195,1238704],[478520,1771105],[478938,2013971],[480061,1773517],[480953,2017716],[481977,2018541],[483077,1777150],[485171,1273088],[485745,2022580],[486037,1784006],[500169,1545153],[502218,1806551],[502407,1806981],[504550,1036640],[506127,1564506],[506478,1813370],[506591,2052238],[506833,1557943],[515374,1311588],[526210,2080999],[527310,1844625],[538862,2093850],[539886,2094675],[540986,1860271],[543080,1081261],[543654,2098714],[543946,1867127],[554449,1361567],[562466,1898127],[563083,1888187],[563272,1888617],[565415,1119761],[566992,1368130],[567343,1895006],[567456,2126096],[567698,1643989],[569725,2130111],[571172,2131134],[572196,1900447],[572385,1900877],[575532,1395231],[590899,1674070],[591141,1928376],[593199,1929012],[593575,1929300],[594599,2158797],[595699,1684281],[597005,917183],[597793,1435846],[598367,2162836],[598659,1687239],[612791,1707525],[620061,2190149],[621085,1965753],[621274,1966183],[623559,1200001],[629624,1205654],[630724,1975245],[633336,2201664],[634783,2202687],[635807,1980475],[635996,1980905],[639143,1482037],[644835,1489051],[647339,2214097],[648439,1994182],[650611,1492009],[658976,2016580],[659218,1503093],[659615,2007131],[659991,2007419],[661015,2227773],[662115,1768586],[663421,997211],[664209,1240616],[664783,2231812],[665075,1771544],[668490,2236292],[669190,1520768],[669561,2018866],[669937,2019154],[686557,1542410],[687657,2039001],[690325,1800860],[690617,2045857],[692953,2046507],[694400,2262304],[695424,802795],[695455,803035],[695613,1810914],[698760,1558749],[709137,1816491],[714127,1833425],[714369,1835816],[718437,1324392],[721820,2291368],[722891,2081324],[723267,2081612],[725281,2293927],[732294,1334892],[733318,2089997],[733507,2090427],[735348,1857279],[735792,1084387],[737466,2302708],[738166,1607330],[738537,2095000],[738913,2095288],[748093,1099705],[748617,1619087],[751231,2313377],[752255,2107712],[752444,2108142],[754729,1362373],[756197,2121976],[758290,1629947],[760794,1368026],[761894,2117204],[763774,2129314],[764066,1632905],[764506,2120365],[765953,2325915],[766977,878929],[767008,879169],[767166,1892550],[770313,1644795],[774318,1650018],[775224,2131463],[788264,1400884],[789364,2144674],[793423,1671778],[794447,2149904],[794636,2150334],[797783,1417110],[801588,2357421],[802288,1683140],[802659,1933032],[817616,1938461],[817858,1698323],[819655,1704782],[820755,1954857],[822061,1183482],[823423,1955419],[823715,1957815],[827342,1454788],[827520,943686],[827623,2187395],[831376,2192877],[832661,2190478],[835148,2386861],[838702,1202765],[842085,1205465],[842785,1737959],[843156,2198062],[843532,2198350],[844962,1467189],[845546,962191],[845577,962431],[845735,1978109],[848176,1735339],[849082,2203016],[858693,1487910],[858916,1746761],[859153,1226500],[862076,2403990],[863147,2214422],[863523,2214710],[865537,1491905],[867725,2227979],[869412,1237584],[869936,1757726],[872550,1498410],[873574,2223095],[873763,2223525],[875604,2006836],[876048,1243742],[877722,2415330],[878422,1767445],[878793,2011151],[894710,1783902],[901723,1531268],[902747,2248637],[902936,2249067],[904777,2036009],[905221,1276214],[906895,1542221],[907595,1539521],[907966,2253640],[908342,2253928],[916277,1809373],[925626,2048118],[927719,1821774],[930223,1564402],[931323,2275844],[933203,2055456],[933495,1824732],[935382,1831133],[936406,1057659],[936437,1057899],[936595,2071280],[939742,1580628],[943979,2289261],[947771,2294133],[951304,2470750],[952004,1847489],[954625,1331648],[954803,1076769],[954906,2295713],[957601,1080854],[958659,1079701],[959038,1862634],[959944,2298796],[961323,1339575],[961847,1597611],[962055,2092709],[972829,1867023],[975471,1617546],[975649,1098245],[975752,2310623],[976407,1099602],[979505,1361919],[980790,2313706],[983277,1621869],[984736,2325545],[986831,1365137],[987054,1881585],[987291,1367010],[990214,1367837],[990914,1893629],[991285,2321290],[991661,2321578],[993675,1116750],[993706,1116990],[993864,2120068],[996305,1891009],[1010106,1899989],[1013878,1907327],[1017432,1397995],[1020815,1400695],[1021515,1652638],[1021886,2344733],[1022262,2345021],[1023692,1662419],[1024276,1148462],[1024307,1148702],[1024465,2147538],[1026906,1668534],[1027812,2349687],[1034343,1925371],[1044267,1687135],[1046455,2159003],[1048142,1432814],[1048666,1943997],[1051280,1693640],[1052304,2369766],[1052493,2370196],[1054334,2176265],[1054778,1438972],[1056452,1704593],[1057152,1701893],[1057523,2180580],[1065272,2543227],[1068926,2386491],[1073247,1456329],[1073605,1968465],[1076330,2194977],[1077062,2388479],[1079068,1206419],[1083346,1725915],[1083583,1470147],[1091742,1980017],[1095514,1987355],[1098538,2401883],[1102330,1232602],[1105863,1491716],[1106563,1997046],[1109184,1495166],[1109362,1236124],[1109465,2408335],[1110120,1237481],[1112160,1240209],[1113218,1239056],[1113597,2012191],[1114503,2411418],[1116614,2225807],[1127388,1771440],[1134042,2018747],[1137575,1783713],[1138275,1781054],[1140896,1528024],[1141074,1268596],[1141177,2429566],[1143872,1272681],[1144930,1271528],[1145309,1779513],[1146215,2432649],[1147594,1535951],[1148118,1789438],[1148326,2251349],[1158516,1800298],[1159100,1287101],[1159131,1287341],[1159289,2042905],[1165776,1558295],[1169548,1813696],[1171007,2261934],[1173102,1561513],[1173325,2060315],[1173562,1563386],[1176485,1564213],[1177185,1811993],[1177556,2455143],[1177932,2455431],[1179946,1308577],[1179977,1308817],[1180135,2278708],[1182576,1827889],[1190013,2073500],[1191268,2467427],[1195056,2078239],[1198914,1586646],[1199092,1328198],[1199195,2470362],[1202659,1595030],[1209806,1339472],[1218347,2094881],[1221880,1866834],[1222580,1864175],[1224627,1617855],[1228281,1361286],[1232960,2110424],[1235685,2318205],[1236417,2490042],[1238423,1368791],[1251097,1644341],[1254869,1895332],[1257099,1899080],[1260753,2130764],[1265074,1651559],[1265432,1904149],[1268157,2341648],[1268889,2509005],[1270895,1401649],[1275173,1912186],[1275410,1665377],[1282511,1413577],[1283569,1412424],[1286233,1676461],[1286757,1923151],[1286965,2153606],[1294157,1427832],[1297690,1686946],[1298390,1935613],[1301011,1690396],[1301189,1431354],[1301292,2528861],[1301947,1432711],[1303987,1435439],[1305045,1434286],[1305424,1934072],[1306330,2531944],[1308441,2372478],[1319215,1449859],[1319246,1450099],[1319404,2183161],[1323313,1455097],[1324286,1453748],[1325533,2386425],[1328491,2545680],[1331957,1464969],[1342222,1742457],[1343145,1979108],[1346799,2202317],[1351120,1736880],[1351478,1984177],[1353640,1487804],[1357428,2211337],[1380719,1514638],[1384252,1771251],[1384952,2013732],[1386498,2017346],[1390286,2020228],[1394144,1778473],[1394322,1524574],[1394425,2577387],[1397889,1786857],[1405036,1535848],[1409053,2255002],[1411791,1543175],[1416069,2040324],[1416306,1803256],[1419857,1809682],[1423511,1557662],[1428190,2052278],[1430915,2452058],[1431647,2597067],[1433653,1565167],[1445269,1577095],[1446327,1575942],[1449723,2284776],[1457408,2081205],[1472819,1614185],[1473304,2093480],[1477092,2096362],[1480950,1861594],[1481128,1611136],[1481231,2620588],[1506663,1891318],[1510317,1643708],[1514996,2126136],[1519689,1650327],[1520662,1648978],[1521909,2506951],[1523015,2141547],[1524867,2639347],[1527623,1668049],[1528333,1660199],[1538598,1657136],[1539415,1920570],[1546562,1676358],[1550016,1683034],[1553804,2160484],[1572571,2376131],[1575309,1705547],[1587686,2189779],[1589227,1968774],[1602330,1741824],[1606251,1735648],[1607224,1734299],[1608471,2556064],[1609577,1972118],[1611429,2676789],[1620166,2214303],[1636062,1767339],[1639850,2229460],[1652532,2032287],[1653779,2428605],[1656503,1794157],[1668843,1798078],[1685387,2272717],[1717878,1847383],[1721600,2294752],[1722395,1858364],[1728496,1862943],[1737853,1853557],[1739100,2483653],[1747801,2313007],[1749342,2110733],[1769692,2114077],[1775243,1908666],[1779822,1914767],[1811887,2172543],[1813134,2362455],[1841498,1965295],[1873548,1996940],[1877270,2215784],[1884166,2012500],[1893523,2003114],[1894770,2420364],[1934381,2062896],[1991055,2107254] ] cell #3161 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [109439,1711370],[142383,1829596],[143812,1582215],[169862,1906896],[178164,1163215],[183404,1951115],[183614,1706582],[199162,1986924],[210114,1248536],[215925,2024697],[216135,1795192],[226051,1038124],[227982,2055025],[232299,1832029],[232409,2067652],[244021,1596089],[246397,1340767],[250536,2100831],[250746,1603365],[263493,1121245],[265424,2128883],[268873,2132866],[270171,1917339],[270281,2136847],[279902,1924396],[282095,919491],[284307,2164953],[284517,1424546],[289671,1954048],[290854,1443766],[303035,1724868],[303179,1466214],[305773,1211441],[309113,2204419],[310411,1731068],[310521,2208400],[320993,1756204],[323369,1504285],[323929,2235617],[325296,999519],[327508,2233929],[327718,1511352],[329256,2027131],[331610,2238142],[333104,2035200],[337688,1787916],[340064,1537143],[344203,2041383],[344413,1031429],[345666,803846],[348062,2264036],[349360,1554156],[349470,2268017],[357160,1313072],[359091,2072525],[370365,1595919],[370998,1335563],[373822,1085655],[375339,1848401],[377693,2304558],[379187,1856470],[387062,1874607],[391097,1880538],[391241,1628972],[393835,1373813],[394327,2332694],[394537,1385839],[394779,879980],[397175,2327647],[398473,1640202],[398583,2331628],[400617,2139151],[402130,670748],[402732,2335114],[410060,1911139],[410204,1661444],[412798,1406671],[416138,1921629],[417436,1155877],[417546,2152559],[418514,1677653],[419586,1680539],[421940,2359271],[423434,1683472],[428018,1942475],[430394,1699515],[430954,2166641],[432321,1185790],[434533,2181639],[434743,1187099],[441033,1963437],[441610,952572],[444162,2387805],[444633,1463277],[444952,1204033],[447133,1465461],[452635,1969722],[454148,739724],[454750,2395979],[465648,1994458],[465792,1750587],[467979,2415936],[469660,1756034],[470293,1499081],[473117,1245010],[473698,1516140],[473808,2421847],[474634,1764844],[476988,2417180],[478482,1767777],[480774,2243594],[482875,1518167],[490891,1787746],[491524,1531939],[494348,1277482],[495865,1029090],[498219,2039277],[498363,1799323],[499713,797714],[500957,1548197],[502180,1807286],[504295,2445524],[507588,2053337],[511623,2059268],[511767,1820799],[514361,1570189],[514853,2269083],[515063,1299277],[515305,818452],[517701,2069758],[518999,1315992],[519109,2283729],[520077,1837008],[524077,1321621],[524396,1066540],[525676,2471356],[526172,2079502],[527108,1845967],[529613,2471889],[530160,1332602],[535660,852380],[538683,2084954],[540784,1604729],[551443,2105396],[552020,1107131],[552622,1874437],[553255,1622540],[555043,1626035],[555362,1366405],[555510,1637769],[555675,2496811],[557543,1628219],[562010,875979],[563045,1888922],[565160,2497542],[568453,2127195],[572158,1647931],[574886,899524],[575463,892517],[578015,2137913],[578486,1658507],[578805,1399263],[580986,1660691],[586488,909472],[588001,685354],[588603,1921459],[589236,1672449],[592060,1156907],[593396,1430106],[599501,2163887],[599645,1936858],[601832,2358027],[603513,1942305],[604146,1694311],[606970,1440240],[607551,1429334],[607661,2363938],[608487,1184760],[610841,2179533],[610985,1953882],[612335,939673],[613579,1710569],[617862,1192222],[618892,1718767],[619211,1459782],[619359,1720625],[619524,2546531],[619882,2188443],[621047,1967418],[623304,2546630],[627810,741819],[630522,1726974],[635769,1733252],[638497,730095],[639074,970636],[641626,2209466],[642385,1990964],[645206,1485139],[645525,1225895],[647301,2212600],[648237,1995524],[648636,1749834],[651010,2568385],[651289,1496120],[651742,985771],[656789,1000509],[659812,1234876],[665917,2232863],[666061,2014977],[669758,1521100],[671067,1006626],[672347,2236898],[672843,786450],[673779,1266576],[676284,2242809],[676428,2026385],[676831,1528978],[682331,778522],[685673,1280089],[687455,1796556],[687854,1798570],[698114,1049081],[698691,1042074],[699293,2053167],[699926,1814367],[701714,1817862],[702033,1562781],[702181,1551723],[702346,2444793],[704214,1820046],[708681,1054709],[709716,1059029],[711831,2069588],[712464,1831804],[715288,1317022],[717121,2610072],[719138,1841407],[720739,2612371],[721018,1589719],[721471,1069961],[723088,1324724],[731125,1600128],[731444,1340104],[731592,1598856],[733280,1852510],[738734,1607662],[740043,1088262],[741323,2303314],[742755,1352622],[745260,2309225],[745404,2102519],[746093,1870900],[749032,1354594],[750062,1355513],[750381,1100234],[750529,1876295],[751052,2311671],[752217,2109377],[755353,1107918],[758980,882075],[761692,1882644],[769667,870351],[770244,1125195],[770846,2127025],[771479,1896003],[776502,1130137],[777532,1905038],[777851,1655012],[777999,1388205],[778164,2334383],[778841,1403548],[779687,1139162],[781944,2137743],[782577,1907998],[789162,1913245],[792214,1409672],[794409,1919523],[801025,2160393],[804165,1162296],[805941,928409],[806877,1168339],[807276,1936105],[809650,2522302],[809929,1691350],[810382,1172042],[815429,920481],[818771,1442847],[820952,1953129],[826343,2668020],[827896,1452701],[828815,1715230],[830532,1195408],[839403,1722304],[841283,1469767],[841736,1207454],[843353,1466380],[850360,1214442],[851390,1985066],[851709,1740333],[851857,1475011],[852022,2395248],[852699,1208318],[853545,1223467],[855802,2209296],[856435,1988026],[859394,1226338],[861274,1226120],[861727,1229316],[863344,1488242],[864653,984263],[866435,982068],[871381,1497039],[871700,1238113],[871848,1758971],[873536,2002067],[877159,2229369],[880299,1247617],[883011,1253660],[883410,2014224],[886550,2236221],[888567,2020137],[890168,2423007],[890447,1781546],[890900,1261788],[891487,1533551],[892836,1526307],[895145,2025632],[900554,1791955],[900873,1536480],[901021,1790683],[902709,2031240],[908163,1799489],[912184,1548998],[915522,2049630],[918461,1290252],[919810,1040457],[919958,1291741],[920800,1567066],[921646,1043383],[924782,1299745],[931121,2061374],[934173,1573190],[943866,1321791],[949662,2294661],[952891,1329931],[955179,1593983],[956098,1593372],[957815,1335788],[964669,2302637],[966686,2096271],[968287,2478055],[968566,1864667],[969019,1347834],[969606,1337175],[970955,1612869],[973264,2101766],[976025,1615459],[976944,1099581],[977420,1099914],[978661,1357780],[987532,1366848],[989412,1366630],[989865,1369826],[991482,1629138],[992791,1117976],[992939,1634281],[994573,1115781],[995550,2123488],[998489,1376814],[999838,1123578],[999986,1378303],[1000828,1370690],[1001674,1126504],[1005073,2333425],[1005500,2130717],[1007545,1901501],[1009262,1390638],[1011629,1655504],[1018133,1908575],[1020013,1664997],[1020466,1402684],[1022083,1661610],[1030120,1925668],[1030439,1676990],[1030587,1670241],[1032275,1418697],[1040004,1164932],[1041044,1695923],[1042393,1688679],[1050111,1692269],[1050430,1433343],[1050578,1945242],[1052266,2171496],[1061741,1448890],[1070825,2385135],[1071744,2193459],[1074749,1460274],[1076949,1463447],[1082745,2205896],[1083824,1469985],[1085974,1212695],[1086122,1471523],[1086709,2394290],[1087136,2202270],[1089181,1981529],[1090898,1477444],[1093265,1740825],[1098425,1485309],[1104221,2407283],[1107450,1493449],[1109738,1754098],[1110657,1237460],[1111133,1237793],[1112374,1499306],[1116234,1245329],[1123125,1250253],[1124165,1500693],[1125514,1772984],[1130564,1777996],[1141450,1785810],[1142369,1785199],[1144086,1532164],[1152957,2036713],[1154837,1802876],[1155290,1544210],[1157226,1549451],[1167299,1814859],[1173803,1563224],[1175683,1563006],[1176136,1566202],[1177753,1820965],[1179062,1309803],[1179210,1826108],[1180844,1307608],[1186109,1315405],[1186257,1574679],[1187945,1318331],[1192975,1586169],[1196795,2469168],[1197222,2291974],[1199468,1844901],[1209237,2098164],[1210343,1339451],[1210819,1339784],[1212242,1341378],[1214869,1861117],[1230180,2486698],[1231099,2316687],[1234104,1623032],[1236304,1626205],[1242100,2329124],[1242692,1374614],[1252620,1896495],[1268776,1658677],[1274572,2134343],[1275651,1665215],[1277801,1407925],[1277949,1666753],[1281008,1918912],[1282725,1672674],[1285092,1678264],[1290679,1932555],[1301565,1940369],[1302484,1432690],[1302960,1433023],[1304201,1694536],[1308061,1440559],[1314952,1445483],[1317341,1449343],[1318479,1959191],[1328378,1718937],[1333355,1462951],[1337602,1983700],[1355347,1746284],[1359167,2559498],[1359594,2404596],[1365022,1496873],[1371609,2231262],[1377241,2010674],[1394698,2023631],[1404467,2022030],[1405573,1535827],[1406049,1536160],[1407472,1537754],[1410099,1796060],[1416547,1803094],[1418845,1804632],[1431534,1818032],[1437330,2265513],[1437922,1570990],[1447850,1579578],[1456214,1590472],[1460701,2084739],[1481504,2099765],[1501120,2125659],[1524754,1905208],[1529731,1658181],[1533978,1903672],[1547099,1676337],[1547575,1676670],[1561398,1692103],[1567985,2162286],[1573617,1701778],[1611316,1985236],[1623459,2217837],[1651444,1782299],[1655931,1780939],[1696350,2051801],[1736765,1865420],[1741252,1864060],[1815286,1935498],[1896922,2013617] ] cell #3162 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658171],[755902],[799096],[816811],[831081],[867048],[905977],[906394],[925331],[941055],[947094],[1009811],[1010473],[1010890],[1025787],[1045778],[1055951],[1091447],[1092109],[1092526],[1132525],[1133365],[1134471],[1135995],[1166143],[1166560],[1181457],[1216830],[1217670],[1218776],[1220300],[1251464],[1251881],[1260114],[1263207],[1292640],[1294586],[1296110],[1346160],[1349253],[1363502],[1363919],[1379202],[1381148],[1382672],[1390057],[1422872],[1424005],[1425965],[1461542],[1476863],[1484945],[1494004],[1509678],[1510811],[1512771],[1553575],[1554558],[1585311],[1592201],[1602824],[1614494],[1615176],[1639621],[1640604],[1684052],[1706041],[1713946],[1714628],[1721371],[1724580],[1731470],[1768357],[1794651],[1832431],[1849625],[1850307],[1857050],[1910851],[1917741],[1954628],[2028355],[2029037],[2035780], [109453,2288269],[142663,2377331],[170477,2435958],[176229,1801175],[183723,2461886],[199777,2302105],[216647,2514176],[223529,1674270],[228597,2161684],[232785,2538059],[234349,1955734],[245057,1205854],[251258,2393650],[266039,2230660],[266961,2579836],[271133,2584038],[277599,1542610],[279226,1801090],[285029,2264422],[285550,2055771],[291911,1833625],[304210,1335122],[307201,2472811],[311373,2477013],[322029,1368226],[328230,2328033],[328751,2129629],[329471,2641448],[338724,1401084],[341672,1672008],[346150,2160164],[350322,2359624],[350757,1938661],[356788,1704982],[358415,1955649],[365060,2383128],[371856,1206613],[375554,2547781],[387545,1492105],[392272,1498640],[395263,2229140],[399435,2417533],[399870,2016780],[400159,2694341],[402614,2019908],[406508,1784102],[411235,1531498],[414336,1543369],[419801,2263561],[419883,2049958],[425054,2055686],[429054,1564602],[432002,1831363],[441248,2467825],[442094,2294432],[444763,1077917],[452177,2613601],[454632,2096042],[458526,1867223],[461941,1622258],[464355,2484691],[466191,1622099],[471151,1368985],[473436,1372351],[474849,2327172],[474931,2123816],[480102,2129544],[483090,2132391],[483172,1901829],[487422,1907557],[492382,1401843],[501722,2358821],[502498,2160743],[508071,1687335],[512798,1693870],[515899,1705741],[524207,944834],[525714,2543331],[527323,2387330],[527405,2193787],[536144,2205667],[540999,2203944],[541081,1981857],[545331,1987585],[548981,976580],[549033,979210],[551658,2558155],[552504,2407054],[553402,1228475],[555173,984930],[557441,1498799],[561691,1243241],[562587,2416730],[563363,2229719],[568936,1771640],[571700,2237692],[572476,2020487],[576845,1794351],[578616,1269744],[588485,2036484],[592379,1805251],[593118,2263517],[595794,1814085],[600044,1813926],[605004,1565361],[607289,1568727],[614776,2609947],[619022,1069120],[620589,2471439],[621365,2295011],[630737,2305699],[630819,2098492],[631681,1335281],[635311,2304108],[636087,2096621],[640456,1602524],[642447,1357114],[643938,1101653],[644642,859456],[645336,856792],[646843,2622520],[648452,2488893],[648534,2317015],[653750,1110293],[653802,1112923],[657273,2328895],[659534,2327128],[662210,1895721],[666460,1895562],[667572,2138701],[667989,1908925],[669480,2132347],[682815,2134114],[687670,2147975],[687752,1919240],[692002,1678813],[695704,1165481],[700073,1423705],[701844,1171201],[704112,1694029],[708362,1438471],[715607,1709107],[716836,2543299],[719200,1194742],[722810,2387286],[731255,960921],[732822,1725609],[733598,1467378],[734476,1209979],[734528,958364],[735443,1987744],[736548,1969272],[736965,1722654],[738456,2203900],[745729,1227716],[745946,1742830],[747691,750192],[751759,1746455],[752535,1489240],[757393,1239532],[758097,987594],[761907,2418321],[761989,2231590],[767257,1250802],[771626,1510511],[773199,2026612],[777662,1260947],[789377,2239283],[789459,2022358],[790321,1531657],[793951,2040018],[794727,1800487],[801087,1553490],[802578,1293480],[812390,1302120],[812442,1304750],[815913,2265284],[820850,1831522],[825100,1580127],[826478,2467530],[828451,1068361],[828668,1840225],[831743,2079052],[832160,1841757],[837101,1847926],[839465,1076016],[843075,1596850],[844065,1080177],[844769,1083886],[845826,1341927],[847057,1847882],[851520,1346993],[857092,1867917],[863066,1618326],[869010,871511],[873078,1881279],[873854,1630136],[875699,2129703],[877221,1639536],[878712,1380042],[888629,1389972],[900684,1147192],[902251,1911880],[903027,1662608],[903905,1405209],[903957,1144635],[904872,1907716],[907885,1922390],[913343,1672167],[915158,1422946],[926822,1434762],[927526,1173865],[931336,2360412],[931418,2162614],[936686,1446032],[945134,1962174],[946254,1962962],[948200,1962918],[949724,1721286],[953761,1722075],[953835,955734],[955951,1970845],[961974,1472142],[966748,1476778],[974607,1742921],[979872,2212150],[980289,1991314],[985230,1997483],[991204,1756965],[993955,1505445],[995186,1509752],[1007181,1260188],[1015831,2026656],[1018195,1267843],[1021805,1788677],[1022795,1272004],[1023499,1275713],[1024556,1538303],[1030250,1285831],[1033471,1546735],[1033523,1283274],[1034438,1801249],[1047740,1050241],[1051808,2060009],[1052584,1821963],[1054429,2055845],[1057442,1576418],[1067167,1840316],[1068287,1841178],[1069420,2079855],[1071380,1592275],[1076101,1593700],[1078217,2086418],[1082807,1609263],[1088817,1346234],[1100813,2104921],[1102759,2104877],[1104283,1876956],[1108320,1877745],[1116533,1634900],[1140032,1908346],[1140106,1142005],[1142222,2140274],[1148245,1667372],[1153019,1408739],[1157619,1412900],[1158323,1416609],[1159380,1415530],[1171501,2166912],[1177475,1943236],[1180226,1700675],[1190108,1955808],[1194827,1715558],[1195810,1963823],[1204660,1970936],[1206913,2196593],[1208873,1479040],[1227642,1990735],[1228775,2212953],[1230735,1752390],[1235456,1753815],[1242162,1769378],[1261247,2238495],[1267928,1785527],[1270044,2245058],[1274634,1522701],[1278745,1280644],[1286884,1545629],[1300147,2056475],[1308360,1826727],[1319495,1579048],[1325304,1842698],[1335207,1609348],[1336190,2088067],[1347293,2304911],[1357199,1871228],[1358182,2105782],[1369285,2319821],[1371245,1641798],[1391040,2133252],[1392234,1404103],[1399890,2140365],[1402143,2343264],[1408824,1672093],[1430686,1940086],[1437392,1685073],[1449642,1708001],[1466960,1973318],[1477846,2204805],[1488822,1992255],[1498725,1769463],[1499708,2221165],[1521680,2021428],[1522786,1531583],[1532566,2246707],[1543669,2438764],[1555752,1567621],[1565661,2453674],[1572342,1831448],[1608242,2097562],[1622184,1877041],[1629718,2115277],[1653550,1907642],[1662190,2142747],[1673076,2351476],[1685158,1693955],[1694938,2367836],[1738871,1987670],[1760823,2006607],[1800069,2256202],[1812905,1814011],[1821545,2273917],[1894541,1895647],[1925142,2157099],[1947094,2176036],[2073271,2074377] ] cell #3163 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [78056,803138],[95972,879272],[104825,917685],[116726,962534],[126950,997713],[137838,804822],[142772,1058002],[143843,1319928],[150779,1079841],[152396,1084889],[163482,1117093],[164658,880956],[173855,1148805],[177147,696127],[183970,1443066],[184079,1183984],[185482,1190719],[193308,1205661],[193461,1206270],[195301,963228],[206914,1239196],[208531,1244244],[209097,767680],[213879,572899],[216894,1526526],[219272,1271668],[220889,1276716],[223776,1545293],[224432,1287444],[231975,1308920],[232867,1573206],[233123,1315631],[233151,1059686],[239603,835945],[241956,1077574],[243581,1334799],[243866,1334890],[248490,636510],[251505,1613088],[256567,1362059],[259570,1368033],[259723,1368642],[261563,1117787],[271215,1655520],[271471,1408151],[274048,1400891],[274201,1401500],[276041,1149499],[278735,1412564],[279308,1674077],[279564,690013],[280352,1417612],[285276,1688898],[287654,1434426],[289271,1439474],[289837,709527],[290256,1445499],[290317,1702488],[292158,1707665],[292814,1450202],[296224,944491],[300496,1203269],[302563,1465419],[304695,741630],[311455,1740841],[311711,1212921],[316575,984074],[317281,1491912],[317434,1492521],[318928,1236929],[320553,1498317],[320838,1498408],[328477,1773203],[330317,1778012],[333270,779498],[334242,1537770],[334303,1782728],[335623,1269401],[337248,1531175],[337533,1531266],[342157,586299],[342863,1542417],[343016,1543026],[343605,796952],[343666,1800858],[344856,1032086],[350234,1558435],[350404,1814875],[350660,1040683],[351004,1816631],[353237,1564409],[353390,1565018],[355230,1309614],[356466,1576243],[357924,1576082],[358497,1833432],[358753,823111],[359541,1581130],[363026,1065776],[364119,1329003],[368061,1332560],[370882,638406],[376400,1861133],[379353,853356],[380325,1341394],[380386,1865849],[384286,1099050],[386622,1621776],[386907,1621867],[388558,1365641],[390625,1628177],[392757,881886],[399347,1644481],[399517,1896511],[399773,1123804],[400117,1898267],[400769,1658197],[401768,1901654],[403249,887665],[406186,1667197],[407168,1657276],[407521,1398499],[409588,1660649],[411720,672654],[413949,688132],[414073,1152055],[415698,1671685],[415983,1671776],[416852,499879],[420647,1932571],[423600,921457],[424306,1687142],[424459,1687751],[424572,1164948],[424633,1937287],[425136,1938468],[425392,924420],[425953,1432159],[427578,1693547],[427863,1693638],[433193,1704789],[433346,1705398],[433935,938911],[433996,1955417],[435186,1187756],[439046,1192180],[439986,1459018],[447411,543218],[448504,1210728],[452787,1462967],[453786,1981682],[455267,965784],[458204,1471967],[459186,1742597],[459825,1746079],[462321,1225131],[463414,977329],[465176,1749792],[467356,1496078],[470177,769576],[475695,2010690],[478648,1001485],[479354,1771447],[479507,1772056],[479620,1250269],[479681,2015406],[480184,2016587],[480440,1004448],[481090,1785352],[481481,2019753],[483552,1006057],[484645,1525379],[485309,581264],[485433,1273670],[488060,1783909],[488213,1784518],[488587,1528936],[491408,574795],[495680,1279520],[495774,589120],[497747,1798528],[502332,1290268],[502580,2048125],[503331,2049783],[504812,1037222],[507148,1813603],[507433,1813694],[507749,1293305],[508337,1044980],[508398,2055454],[509084,1562017],[511151,1820004],[513283,805752],[515512,821230],[515636,1312170],[517261,1831040],[517546,1831131],[518415,612501],[523369,1585964],[525053,1589677],[526324,1586185],[529031,2084755],[534036,1339150],[538999,1593525],[539390,2095887],[541461,1087693],[542554,1611941],[543342,1081843],[545969,1867030],[546122,1867639],[546784,1870858],[549456,1354552],[550396,1099280],[553139,866344],[557821,664347],[558914,1111042],[562176,666776],[563197,1376830],[563445,2121983],[564196,2123641],[565677,1120343],[568013,1895239],[568298,1895330],[568614,1379867],[569202,1128101],[569263,2129312],[569816,1908191],[572310,1130153],[572558,1899996],[573839,1654248],[574701,1402979],[575670,895423],[575794,1395813],[577575,1907234],[577860,1907325],[582357,1405958],[593678,1932350],[593712,1420452],[593867,1162515],[593983,2159001],[594103,2160009],[596174,1161727],[597267,917871],[597931,704492],[598055,1436428],[599029,1936063],[600360,708847],[601209,1691308],[604030,698023],[608302,1442278],[608396,712348],[610369,1953087],[617086,1715188],[620198,1715383],[621199,1460290],[621447,2192884],[623128,2193612],[623821,1200583],[626783,1462746],[628467,1469725],[633427,1721920],[635921,1214458],[636169,1980024],[637450,1739569],[638312,1207749],[639281,973542],[639405,1482619],[641186,1987262],[641471,1987353],[644498,976976],[646182,1226078],[647453,1746300],[648914,754867],[651968,765194],[655165,1237159],[657908,994482],[660094,2010469],[660128,1507258],[660283,1247836],[660399,2227977],[660519,2228985],[662590,1247048],[663683,997899],[664471,1241198],[665445,2014182],[668144,2018004],[670040,1777791],[670074,1257694],[670229,1006845],[670345,2018745],[671724,1781504],[673594,1525738],[673688,782461],[675812,2025590],[680707,1535526],[689225,1547484],[692906,2261911],[693044,104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] cell #3164 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [279552,1414569],[293030,1711637],[343601,1544511],[356998,1831869],[358741,1578087],[359726,1837900],[406718,1908063],[413945,1671958],[416855,1673890],[425380,1689797],[431552,1951794],[431730,1953010],[433931,1706883],[458736,1988091],[480428,1774102],[485305,1531448],[486261,2025376],[487150,2025513],[495777,1798799],[508281,1814432],[508333,1815849],[515281,2067643],[515508,1831313],[515880,2069477],[518418,1833245],[543214,1335072],[544170,2101510],[545059,2101647],[569146,1896068],[569198,1897485],[570327,2130598],[572902,1129966],[574798,1660920],[575439,2136838],[575666,1907507],[576826,2137632],[586302,1409501],[593863,1929793],[597927,1693820],[598883,2165632],[599772,1935986],[600363,1938281],[608131,2177531],[608399,1953358],[633938,2202151],[636513,1214271],[638409,1465690],[639050,2208391],[639277,1987535],[640437,2209185],[660279,2007912],[664343,1498590],[665299,2234608],[666188,2014105],[666779,2016400],[667970,2236110],[669092,2236779],[670225,2019647],[672657,1533380],[673423,2241797],[673691,2025861],[690841,1801467],[693555,2046943],[693644,2047218],[696130,1290081],[698026,1820275],[698667,2268008],[698894,1813876],[700054,2053056],[709530,1573019],[722422,2291855],[723555,2082105],[736946,2302526],[738068,2303195],[739201,2095781],[741633,1337004],[742399,2308213],[742667,2101995],[754863,1622049],[764290,2129921],[765108,2120801],[765197,2121076],[767683,1376643],[769579,1628448],[770220,2331619],[770447,1895512],[771607,2126914],[773035,2333419],[774704,2334272],[775826,2131899],[775915,2132174],[779501,1655333],[797690,1923773],[797917,2156964],[800538,2157632],[801068,2157922],[802190,2357908],[803323,1933523],[804825,1162687],[805755,1695752],[806521,2362926],[806789,1936334],[823939,1956026],[832141,2385024],[833263,2190914],[833352,2191189],[835948,1460103],[842687,1465591],[843820,2198843],[846893,2394284],[848562,2395137],[849684,2203452],[849773,2203727],[853359,1740654],[859801,1747252],[862678,2404477],[863811,2215203],[866347,1750063],[875955,2234994],[876182,1760688],[876672,2226608],[877202,2226898],[878324,2415817],[879457,2011642],[880959,1248008],[881889,1500522],[882655,2420835],[882923,2014453],[886941,2423001],[887668,1777895],[888080,2236975],[888610,2237265],[907497,1798700],[908630,2254421],[911828,2041334],[912096,2260635],[914994,2261301],[916663,2444682],[917688,1038167],[917785,1037918],[917874,2050710],[921460,1814688],[933719,2056063],[939649,2071902],[939876,2074242],[944494,1586068],[948036,2469162],[949175,2292051],[949705,2292341],[951906,2471237],[959424,1596040],[960546,2299232],[960635,2299507],[962719,2093200],[963231,1340239],[965060,2478049],[965787,1861016],[966199,2303391],[966729,2303681],[976757,1355958],[977332,1871980],[980270,2486587],[981392,2314142],[981481,2314417],[984077,1622861],[985747,2326206],[987939,1882076],[990816,1628349],[991949,2322071],[994217,2332645],[994485,1884887],[995022,2324912],[996691,2496700],[997716,1121288],[997813,1121039],[997902,2124568],[1001488,1896324],[1006063,1901183],[1007017,2334474],[1021417,1660821],[1022550,2345514],[1027292,1921580],[1028414,2350123],[1028503,2350398],[1032089,1677125],[1036498,2522296],[1037225,1932454],[1037637,2161038],[1054685,2166018],[1054912,1946959],[1057054,1953259],[1058187,2181071],[1059689,1443238],[1061385,2181590],[1061653,2183882],[1065779,1714912],[1065948,1192173],[1066049,2382896],[1069937,2387152],[1071216,2385226],[1073991,2546420],[1077577,1462850],[1081119,1465412],[1081846,1983599],[1082258,2391269],[1082788,2391559],[1084231,1726406],[1084892,1211484],[1084989,1211235],[1085078,2201376],[1087699,1981211],[1088653,2395339],[1099053,1746183],[1099283,1991609],[1099510,1486473],[1102595,2559492],[1103734,2404673],[1104264,2404963],[1106465,1749964],[1108791,2415887],[1110470,1497484],[1111045,2001546],[1113983,1756155],[1115105,2411854],[1115194,2412129],[1117278,2226298],[1117790,1503757],[1119619,2568379],[1120346,2010573],[1120758,2230014],[1138177,2025762],[1145695,1787867],[1146817,2433085],[1146906,2433360],[1148990,2251840],[1149502,1536615],[1151331,1798521],[1152058,1795959],[1152470,2437244],[1153000,2437534],[1161733,2049312],[1172018,2262595],[1174210,2060806],[1177087,1820176],[1178220,2455924],[1180488,2269034],[1180756,2063617],[1182962,2069709],[1183987,1313115],[1184084,1312866],[1184173,2283208],[1187759,1836480],[1192451,2467648],[1196281,2471307],[1199859,2612365],[1200586,2084638],[1203272,1593054],[1203441,1332553],[1203542,2472579],[1206273,1336661],[1207430,1335499],[1207755,2097846],[1208709,2474909],[1210156,1600573],[1210731,1851989],[1210954,2301459],[1222482,2101896],[1225134,1870582],[1225303,1354545],[1225404,2484459],[1226071,1355857],[1229292,1622476],[1230571,2486789],[1233346,1874558],[1234848,2496334],[1236932,1625608],[1237162,2114631],[1237389,1627369],[1240474,1628170],[1241201,2125558],[1241613,2492832],[1242143,2493122],[1244247,1373856],[1244344,1373607],[1244433,2324604],[1247054,2123170],[1261764,2131425],[1265818,2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] cell #3165 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [279483,1156335],[343590,1283878],[358672,1316450],[402983,887011],[413807,1151401],[413934,1412002],[416860,1413912],[425311,1429792],[433920,1446636],[455001,965130],[480359,1516598],[485167,1273016],[485294,1271106],[495782,1542442],[504546,1036568],[505745,1558477],[508322,1559820],[515370,1311516],[515497,1575520],[518423,1577430],[543076,1081189],[543203,1079279],[565411,1119689],[566610,1644523],[569187,1645866],[574803,1400916],[575528,1395159],[575655,1656714],[593852,1680117],[596776,1686861],[597001,1162757],[597789,1435774],[597916,1433864],[600368,1689140],[608404,1704814],[614212,1451150],[623555,1199929],[633225,1742639],[638414,1205686],[639139,1481965],[639266,1742035],[660268,1764422],[663192,1771166],[663417,1248078],[664205,1240544],[664332,1238634],[666784,1773445],[669186,1518608],[670214,1777080],[673696,1783934],[693281,1806677],[693649,1806909],[695451,1037887],[696758,1813427],[698031,1564434],[698756,1558677],[698883,1557873],[713281,1576124],[715858,1581969],[718433,1322232],[723544,1844555],[735563,1866749],[735788,1340309],[738162,1605170],[739190,1860201],[742672,1867055],[754725,1362301],[754852,1361497],[764834,1888313],[765202,1888545],[767004,1121008],[768311,1895063],[769584,1368058],[770309,1644723],[770436,1643919],[774248,1647903],[775552,1900573],[775920,1900805],[791865,1657318],[797779,1677195],[797906,1928306],[800612,1929045],[800788,1929417],[802284,1680980],[802929,917511],[803312,1682094],[806794,1687167],[818908,1703234],[821832,1704508],[822057,1443308],[827271,1452673],[832989,1965879],[833357,1966111],[837412,1979023],[838698,1463888],[842781,1727415],[843809,1975175],[845573,1211204],[845950,1987086],[848106,1733224],[849410,1980601],[849778,1980833],[858689,1485750],[859790,1486864],[863800,1994112],[866352,1491937],[876044,1503827],[876171,1503023],[876746,2007164],[876922,2007536],[878418,1765285],[879063,997539],[879446,1766399],[882928,1771472],[888154,2018899],[888330,2019271],[892973,1783474],[904992,1783628],[905217,1536685],[907591,1796997],[908619,2038931],[912101,2045785],[915064,2046541],[916207,1807258],[917879,1808793],[934263,1828910],[936433,1312835],[937740,1830864],[939738,1836550],[939865,1835746],[943612,1321704],[946565,2081120],[949249,2081357],[949425,2081729],[952000,1846408],[954022,2093962],[954554,1593955],[957597,1335468],[958968,1852482],[960272,2090123],[960640,2090355],[962325,1084715],[962708,1856171],[966273,2095033],[966449,2095405],[971092,1866595],[975400,1615431],[976606,1356104],[977337,1616966],[981118,2107838],[981486,2108070],[986827,1626646],[987928,1627760],[990910,1883085],[991938,2117134],[993702,1373576],[994490,1632833],[995092,2120399],[996235,1888894],[997907,1890429],[1007087,2131497],[1011719,1906210],[1016142,1898995],[1017428,1659118],[1021511,1913686],[1022539,2144604],[1024303,1406434],[1024680,1907058],[1026836,1919495],[1028140,2150030],[1028508,2150262],[1037711,1930967],[1042530,1938033],[1054774,1699057],[1054901,1698253],[1055652,1951001],[1057148,1951556],[1057793,1183810],[1058176,1952670],[1061658,1957743],[1066195,2187462],[1068548,2190261],[1071286,2190512],[1073243,1719378],[1073535,1967390],[1075544,2201669],[1076695,1463360],[1078997,1465323],[1079648,1205583],[1079765,1206234],[1082332,2198095],[1082508,2198467],[1084220,1729608],[1085083,1977028],[1088723,2203050],[1093355,1986238],[1098171,1485222],[1099353,1744696],[1099367,1486613],[1101124,2214218],[1103808,2214455],[1103984,2214827],[1106559,1995965],[1109113,1754070],[1110319,1497630],[1111050,1755605],[1112156,1498986],[1113527,2002039],[1114831,2223221],[1115199,2223453],[1116884,1244070],[1117267,2005728],[1120832,2009086],[1125651,2016152],[1132836,2018662],[1135696,2024583],[1138271,2025138],[1140293,2017828],[1140825,1785782],[1143868,1531844],[1145239,2031212],[1146543,2248763],[1146911,2248995],[1148596,1276542],[1148979,2034901],[1152544,2253673],[1152720,2254045],[1157363,1545217],[1159127,1547960],[1167389,2054339],[1173098,1818473],[1174199,1819587],[1177181,2061815],[1178209,2275774],[1179973,1569952],[1180761,1824660],[1182506,2067624],[1184178,2069159],[1192591,2289324],[1192842,2078120],[1194270,2291373],[1198843,1844873],[1203688,2295780],[1205391,1334650],[1206041,1334818],[1208779,2298830],[1210005,1600719],[1210736,1855057],[1211028,2091634],[1217141,2094796],[1220001,2100717],[1222576,2101272],[1225550,2310690],[1226133,1616438],[1227903,2313489],[1230641,2313740],[1232598,1622445],[1232890,2109349],[1236050,1626118],[1237232,1879520],[1237246,1627509],[1238352,1628081],[1239003,1367955],[1239120,1368606],[1241687,2321323],[1241863,2321695],[1244438,2118987],[1245466,1898191],[1252710,2128197],[1260375,2131246],[1265070,1905649],[1265362,2136819],[1267371,2130116],[1268522,1658590],[1270824,1660553],[1271475,1400813],[1271592,1401464],[1274159,2344766],[1274335,2345138],[1276047,1915879],[1276910,2146457],[1280550,2349721],[1282507,1672354],[1285182,1673999],[1287235,1417438],[1287618,2156220],[1292951,2158918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] cell #3166 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3167 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1243739],[1365134],[1417107],[1438969],[1456326],[1495041],[1539518],[1561510],[1580625],[1586521],[1651556],[1652635],[1668409],[1690271],[1701890],[1736877],[1737956],[1778348],[1779388],[1781051],[1795392],[1811990],[1827764],[1861469],[1862509],[1864172],[1893626],[1901292],[1903004],[1904024],[1933947],[1935610],[1981320],[1983032],[1984052],[1997043],[2012066],[2013729],[2019979],[2020103],[2049421],[2051133],[2052153],[2096113],[2096237],[2110299],[2123279],[2124991],[2126011],[2160235],[2160359],[2161147],[2193250],[2210705],[2217169],[2229211],[2229335],[2230123],[2264493],[2264617],[2290138],[2294503],[2294627],[2301568],[2310404],[2328104],[2328228],[2376794],[2383570],[2389356],[2393721],[2393845],[2401446],[2435421],[2461957],[2462081],[2467959],[2473253],[2509882],[2514247],[2514371],[2547915],[2580278],[2641582], 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8,2543664],[1963894,2544372],[1964018,2384608],[1971007,2547923],[1971993,2205862],[1972781,2548778],[1990806,2558700],[1990930,2403313],[1991718,2559152],[2002989,2231113],[2020891,2575847],[2021881,2032162],[2028500,2579986],[2036679,2254877],[2051565,2062893],[2056546,2596638],[2056670,2451426],[2074874,2284651],[2086482,2613934],[2088138,2614642],[2088262,2474291],[2097025,2619048],[2105853,2623561],[2105977,2486171],[2113952,2329090],[2114740,2627967],[2133323,2638039],[2133447,2505134],[2134309,2141422],[2140436,2641590],[2142210,2642445],[2162137,2172418],[2176935,2376006],[2204876,2675481],[2205000,2554247],[2215659,2407249],[2221236,2683024],[2221360,2564621],[2240339,2428480],[2245122,2694674],[2246778,2695382],[2246902,2581316],[2255665,2699788],[2265479,2272592],[2273380,2708707],[2306755,2483528],[2322527,2495408],[2351547,2743974],[2351671,2647914],[2361468,2362330],[2367907,2751517],[2368031,2658288],[2419377,2420239],[2440608,2590553],[2456380,2602433],[2539903,2540765] ] cell #3168 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [417309,1674618],[499180,1800764],[518872,1833973],[535029,1596213],[570987,1387409],[587370,1921753],[590153,1923600],[600817,1939009],[611802,1955323],[614196,1711428],[629521,1724995],[634598,1474215],[656158,1756328],[667233,2017128],[681700,1788040],[686454,2039404],[694215,1550927],[700035,2055083],[700874,2055360],[710598,2069882],[712573,1829654],[713381,2071729],[715962,1581976],[732109,1598060],[754029,1874731],[760691,1880665],[765768,1636973],[771588,2128941],[772427,2129218],[781499,2138037],[782686,1906954],[788161,1911266],[793238,1669445],[801378,2158257],[802850,1421307],[802936,1163245],[807306,2164719],[808969,2165845],[814798,1942599],[819067,1703241],[819552,2179660],[820982,1950881],[834963,1719829],[855357,2209590],[856544,1986982],[859747,1992054],[865434,1994585],[872365,1758175],[875348,2004297],[877512,2227233],[878984,1508113],[879070,1248566],[883440,2233695],[885103,2234821],[888920,2237600],[893132,1783481],[894607,2242936],[895175,2024463],[901538,1789887],[915552,2261713],[915845,2261844],[917479,1291559],[922083,2267807],[923458,2053461],[930120,2059395],[934203,1828914],[935197,1828800],[936805,2067442],[944423,1841539],[950015,2292676],[962246,1601246],[962332,1340797],[967039,2304016],[971251,1866602],[972726,2309352],[973294,2100597],[976974,1616649],[977267,2106143],[983092,1875499],[987885,2115076],[993572,2117607],[995580,2325324],[995873,2325455],[997507,1378121],[1002111,2331418],[1003486,2127319],[1005530,2130543],[1007575,2334886],[1007868,2335017],[1011659,1906214],[1013693,1906100],[1014371,2136637],[1034087,2356261],[1035406,2356892],[1035861,2357195],[1038477,2161483],[1042689,1938040],[1044164,2164014],[1051095,1944446],[1054078,2173726],[1055573,1950999],[1057714,1703343],[1057800,1443796],[1065773,1962942],[1071774,2385638],[1072067,2385769],[1077506,1722436],[1079772,1466244],[1083098,2391894],[1084177,1973117],[1084683,1471341],[1087166,2202096],[1089211,2395751],[1089504,2395882],[1093295,1986242],[1095329,1986128],[1096007,2208190],[1098982,1991096],[1099277,2212933],[1099732,1744851],[1104574,2405298],[1110687,1755288],[1110980,2221526],[1116805,1761361],[1116891,1504315],[1118527,2414801],[1118982,2415104],[1121598,2230459],[1125810,2016159],[1127285,2232990],[1129397,2236066],[1130594,2018666],[1130694,2020269],[1130989,2423507],[1131444,2423810],[1135617,2024581],[1148517,1793073],[1148603,1537173],[1153310,2437869],[1157522,1545224],[1158997,2443205],[1160433,2443841],[1163538,2264783],[1167329,2054343],[1169363,2054229],[1174156,2273716],[1179843,2276247],[1183778,1574497],[1189757,2285959],[1192179,1583716],[1197252,2291800],[1197647,2469668],[1198102,2469971],[1203266,1847906],[1205657,1337632],[1206202,1596658],[1209267,2475321],[1209560,2475452],[1210373,1854740],[1210666,2088428],[1211794,2301904],[1213702,2302482],[1214899,2094800],[1214999,2096403],[1215294,2478555],[1215749,2478858],[1219922,2100715],[1225128,2104901],[1226077,1869688],[1231129,2487201],[1231422,2487332],[1236861,1878106],[1237156,2319801],[1237611,1879675],[1239127,1629002],[1242453,2493457],[1244038,1634099],[1245625,1898198],[1245754,2495859],[1248859,2328394],[1252650,2128201],[1254684,2128087],[1256355,2333431],[1257600,2132371],[1258119,2131244],[1258549,2503680],[1269333,1908707],[1271599,1661474],[1274925,2512420],[1276004,2142546],[1276510,1666571],[1281038,2516277],[1281331,2516408],[1285122,1674073],[1287156,1926786],[1287242,1677683],[1290709,2158922],[1290809,2160525],[1291104,2359604],[1295732,2164837],[1302514,1941559],[1302807,2368197],[1308632,1947632],[1308718,1699545],[1313425,2377130],[1317637,1707596],[1319112,2379661],[1321915,2543430],[1326518,2384980],[1326948,2545103],[1328935,1964184],[1332559,1722985],[1334796,1724638],[1334889,1468174],[1337732,2206028],[1338027,2549624],[1338482,2549927],[1339147,2196573],[1339602,1975648],[1341090,2394011],[1342401,2394296],[1343646,2203924],[1344165,2202797],[1344595,2552793],[1354551,1743831],[1359624,2404422],[1360019,2559998],[1360474,2560301],[1361990,1750617],[1365638,1997463],[1366587,1999254],[1368029,1501150],[1368574,1756773],[1371639,2565651],[1371932,2565782],[1374166,2414526],[1374644,2016583],[1377271,2227898],[1377371,2229501],[1377666,2417513],[1382294,2233813],[1387295,2236277],[1398496,2026636],[1400887,1534008],[1401432,1788485],[1404497,2582346],[1404790,2582477],[1405603,2033470],[1405896,2247068],[1407024,2435757],[1410129,1542413],[1410229,2036845],[1410524,2585580],[1410979,2585883],[1412495,1799353],[1415152,1800857],[1416900,2256001],[1417406,1804450],[1420358,2263541],[1420877,2262414],[1432091,2056836],[1432386,2453654],[1432841,2058405],[1434357,1820829],[1437683,2600482],[1439268,1825926],[1440855,1816562],[1444089,2462247],[1447880,1833428],[1449914,2074915],[1450000,1837038],[1452828,2610179],[1456664,2469174],[1459015,2079835],[1460731,2294052],[1460831,2294793],[1462743,2296327],[1463571,2613700],[1465418,1597946],[1467655,2305679],[1468604,2615373],[1469724,2090769],[1470886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] cell #3169 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [322738],[388769],[429763],[440197],[467367],[509295],[519446],[525064],[574050],[592612],[601220],[608513],[637661],[671735],[673805],[685792],[709538],[740711],[742781],[778960],[779509],[792009],[806903],[852818],[853367],[883037],[887676],[891282],[905814],[920919],[921468],[965795],[969401],[1000947],[1001496],[1006283],[1010310],[1037233],[1040839],[1087919],[1091946],[1107569],[1120354],[1123960],[1130178],[1161953],[1163422],[1165980],[1200594],[1214483],[1233899],[1247274],[1248743],[1251301],[1290293],[1291462],[1329588],[1340974],[1354205],[1363339],[1376855],[1378024],[1421658],[1443973],[1454313],[1460315],[1471244],[1484782],[1508464],[1537350],[1574400],[1585148],[1595595],[1601597],[1614478],[1666474],[1703694],[1713930],[1724417],[1787422],[1793424],[1849609],[1910688],[2028339], [91169,748267],[121002,644484],[124302,869586],[150692,533107],[152102,961497],[157419,550382],[161489,757939],[181431,1048316],[193343,447622],[193433,1083965],[195018,844611],[200204,462307],[206011,655151],[206827,654236],[208237,874288],[219185,679778],[220595,1147768],[229982,927368],[236943,363012],[243567,371328],[244022,534247],[245766,534022],[256480,752969],[257547,388544],[259605,558032],[259695,987673],[261280,762580],[274083,581475],[274173,1275792],[275758,1023341],[278648,795161],[279499,1031251],[280058,1286407],[286751,813791],[287567,812876],[288977,1053018],[296670,439972],[300482,302035],[300707,626769],[302574,628478],[317316,649125],[317406,859535],[320539,470623],[320994,655376],[337234,491854],[337689,680918],[339433,680693],[342898,688343],[342988,1416688],[343912,911070],[344573,1158165],[350147,922398],[351214,509070],[353272,704703],[353362,1173944],[354947,932009],[357837,937120],[358688,1186921],[359247,1188697],[363237,523355],[368072,729330],[384732,386608],[387063,550607],[390636,759648],[399260,1002426],[403695,573825],[407081,1014686],[407507,409060],[407732,785409],[409599,787118],[415684,589566],[416139,796301],[417209,797163],[417299,1548338],[417883,796076],[418895,1288149],[424341,807765],[424431,1038265],[425327,1299099],[427564,604476],[428019,814016],[433228,821441],[433318,1313213],[434242,1060627],[434903,1062629],[439057,617097],[455713,637436],[459099,1096322],[459811,462532],[465187,646193],[479389,883899],[479479,1121386],[480375,1385661],[483763,670026],[484096,1130773],[488095,895634],[488185,1406812],[488598,898759],[495891,908431],[496224,1410308],[497758,910140],[499550,912210],[501416,1160024],[505258,507134],[505761,1422253],[507589,697278],[508644,1170356],[511162,929077],[517247,712794],[517702,938260],[518772,939122],[518862,1710710],[541672,739002],[542005,1215078],[546004,973753],[546094,1211582],[546795,549467],[566123,567999],[566626,1509059],[568454,768831],[569509,1255677],[572910,775737],[573194,1257676],[573489,1009098],[574912,1022351],[575245,1534187],[577561,791378],[578016,1025200],[586310,1028325],[586594,1540098],[586889,1282561],[590105,1032097],[593664,596385],[596718,1290888],[596982,1552134],[599040,804833],[600717,1045191],[600807,1570330],[610380,1059697],[612172,1061767],[614228,1582037],[632738,641172],[633241,1602192],[636521,849595],[636805,1343722],[637100,1090734],[638523,843621],[638856,1337811],[641627,846470],[660080,662801],[663134,1377450],[663398,1638180],[665456,880967],[667133,1128312],[667223,1373954],[668130,897032],[670481,1132117],[670989,1387465],[672665,1146728],[672949,1662961],[673244,1143922],[675823,1149510],[685087,1411652],[685495,1152066],[685595,1669501],[693466,696138],[696422,1420434],[696717,1164768],[696961,1681487],[698140,1178021],[698473,1696559],[701244,1180870],[713297,1704289],[713333,1187767],[723356,726205],[726538,1460910],[727603,737106],[735769,1730152],[739457,1216422],[739965,1474271],[741641,960457],[741925,1467731],[742220,957651],[744799,963239],[765019,767691],[767975,1507240],[768270,1250089],[768514,1765792],[769693,991750],[770026,1501329],[772797,994599],[773284,1015423],[773770,1269412],[776192,1259660],[778255,1270756],[778663,1273681],[778763,1789943],[791881,1794019],[791904,1542082],[803579,1292232],[804087,1550983],[805763,1306843],[806047,1822316],[806342,1304037],[808921,1309625],[818593,1312181],[822038,1830007],[830368,832301],[833174,835956],[836240,1590883],[836535,1331297],[836693,847142],[837688,1849258],[846153,1855564],[847628,1077585],[850050,1345706],[852113,1078929],[852521,1081854],[852621,1598116],[863612,866461],[866794,1623668],[879713,1378794],[880221,1637029],[881897,1115016],[882181,1630489],[882476,1112210],[885055,1117798],[886028,1139578],[886207,1398572],[891177,1400556],[892658,1395824],[905198,1916423],[915729,1432170],[918151,1422418],[920214,1433514],[920622,1436439],[920722,1944502],[937943,1952063],[944502,948771],[945846,948285],[946841,1713579],[952305,1461134],[952813,1719885],[953307,964147],[954297,1970498],[964326,1203342],[969296,1205326],[970777,1482630],[978497,980430],[981303,984085],[984369,1750998],[984664,1232652],[995757,1236940],[998179,1509224],[1000242,1238284],[1000650,1241209],[1000750,1758231],[1005114,1528991],[1007752,1525390],[1016418,2027988],[1024883,2034294],[1035764,1562090],[1040734,1564074],[1042215,1559342],[1065231,1583277],[1065849,1070482],[1067833,1070303],[1068823,1839878],[1071951,1329014],[1074439,1591747],[1075490,2085571],[1086750,1332615],[1089388,1611952],[1099061,1103330],[1100405,1102844],[1101400,1869249],[1106864,1361147],[1107272,1362966],[1107372,1875555],[1118885,1365714],[1123855,1367698],[1125336,1645388],[1131347,1654321],[1140568,2139927],[1157048,1677860],[1160784,1691363],[1191656,1712670],[1192235,1196836],[1194216,1961327],[1198005,1459091],[1209444,1470670],[1215652,1739642],[1224586,1484613],[1225204,1229837],[1227023,1231306],[1227188,1229658],[1228178,1989435],[1233794,1491577],[1245151,1504492],[1246105,1496133],[1258900,1781559],[1267317,2244211],[1281215,1803779],[1317163,1837215],[1320694,1838608],[1323272,1584979],[1327299,1589732],[1338385,1600373],[1344946,1864680],[1354028,1614796],[1354607,1359208],[1355758,1360377],[1356588,2103286],[1367533,1371816],[1404674,1665900],[1410882,1925913],[1440381,1699722],[1454136,1714248],[1464928,1724248],[1468955,1729001],[1484212,1742842],[1486257,1490817],[1497284,1501903],[1534761,1792200],[1541322,2043410],[1563909,1568192],[1584578,1840237],[1595418,1849927],[1627153,1631713],[1660158,1910519],[1664185,1915272],[1692514,1697133],[1723847,1970857],[1787245,2028657],[1818980,1823540],[1910118,2140286] ] cell #3170 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [81569,1581904],[108322,1703169],[109420,1451204],[131147,1783409],[137969,1038132],[142204,1828975],[142352,1577229],[155538,1866530],[164789,1121253],[169683,1906275],[169831,1668183],[178131,917693],[179723,1937968],[183270,1705633],[183371,1951063],[193404,1465593],[195432,1211449],[198983,1986303],[199131,1472953],[210081,997721],[211673,2016087],[214681,2020379],[215791,1794243],[215892,2024645],[224031,1801539],[225912,804830],[227803,2054404],[227951,1294291],[232270,1831977],[233282,1313080],[243988,1596037],[244112,1335571],[246364,1084897],[249292,2096513],[250402,1602416],[250503,2100779],[259666,1628351],[261694,1373821],[262134,2129993],[263354,880964],[265245,2128262],[265393,1380853],[266727,1908817],[268840,2132814],[270142,1917287],[274144,1660823],[276172,1406679],[279723,1923775],[279871,911367],[280944,696135],[283063,2160635],[284173,1423597],[284274,2164901],[290821,1183992],[292413,1956098],[302571,1465409],[303146,1206278],[305634,963236],[306967,1722546],[309080,2204367],[310382,1731016],[317377,1749966],[320960,1756152],[321084,1499089],[323336,1244252],[323750,2234996],[323898,1255974],[324145,767688],[326264,2229611],[327374,1510403],[327475,2233877],[329227,2027079],[330610,572907],[331146,2237648],[337655,1787864],[337779,1531947],[340031,1276724],[342959,1798702],[344069,1031118],[344170,2041331],[344987,1548205],[345916,1551102],[348029,2263984],[349331,1554104],[353333,1820178],[355361,1570197],[355801,2056135],[357021,1059694],[358912,2071904],[359060,1060924],[364826,1841649],[365353,835953],[367630,2294903],[368069,1332550],[368369,1077582],[370373,1334804],[375310,1848349],[376693,636518],[377229,2304064],[387029,1874555],[387153,1622548],[389102,2326208],[390633,1628167],[391208,1368650],[393696,1117795],[394193,1385528],[394294,2332642],[395029,1637148],[397142,2327595],[398444,1640150],[400436,2138657],[402380,1387584],[409596,1660639],[410171,1401508],[412659,1149507],[413992,909161],[416105,1921577],[416229,1672457],[417407,690459],[418481,1417620],[419557,1680487],[421476,2358777],[424402,1936237],[427985,1942423],[428109,1694319],[430361,1439482],[430775,2166020],[430923,1170653],[431170,709535],[433289,1953261],[434399,1186788],[434500,2181587],[435317,1710577],[439054,1192170],[439354,944499],[440530,2387154],[441004,1963385],[441860,1720004],[444129,2387753],[444641,1203274],[449738,741638],[452454,1969228],[454398,1474390],[464121,1991206],[464648,984082],[465184,1749782],[465759,1492529],[467364,1496068],[467664,1236937],[467795,1507939],[467946,2415884],[469668,1498322],[473669,763908],[474605,1764792],[476524,2416686],[479450,2014356],[482846,1518115],[485352,786139],[485879,779506],[488156,2025764],[488595,1528926],[488895,1269409],[490899,1531180],[495836,795458],[497219,586307],[497755,1798518],[498330,1543034],[500818,1032094],[501999,1299693],[507555,2053285],[507679,1814375],[509628,2262597],[511159,1819994],[511734,1565026],[514222,1309622],[514719,1298966],[514820,2269031],[515555,1058718],[517668,2069706],[517792,1831812],[518970,823557],[520044,1581138],[524085,1065781],[525061,1589667],[525361,1329011],[525492,1591582],[525643,2471304],[525991,2079008],[527079,1845915],[529149,2471395],[533404,638468],[535910,1598235],[540755,1604677],[543261,627499],[543788,853364],[546065,2101898],[546792,1870848],[549464,1354542],[549764,1099058],[551414,2105344],[552270,1875674],[552630,1621781],[554776,2496333],[555051,1365646],[555481,867859],[560148,881894],[562864,1107866],[568420,2127143],[568544,1896011],[571977,1390586],[573207,887673],[574383,2131427],[574857,680075],[575713,1138851],[577982,2137861],[578106,1908006],[578494,1398504],[583591,672662],[586607,1152063],[588251,1669620],[588611,1671690],[597974,928098],[598501,921465],[599037,1936053],[599612,1687759],[601217,1691298],[601517,1432167],[601648,1421133],[601799,2357975],[603521,1693552],[607522,933337],[608458,937417],[610377,1953077],[610952,1705406],[613440,1187764],[615127,2543255],[617094,1715178],[618625,2546053],[618900,1459023],[619330,947905],[620866,1195356],[628475,1469715],[628775,1210790],[628906,1468430],[630493,1726922],[635588,1477392],[636818,965792],[637994,2202980],[639324,1223156],[641593,2209414],[641717,1988034],[642393,1746084],[645214,1225136],[646190,1226068],[646490,977391],[646621,1751697],[647120,2212106],[648208,1995472],[651084,984822],[654533,769638],[657039,1758350],[664390,758669],[664917,1001493],[665453,2014172],[666028,1772064],[670756,1006209],[671732,1781494],[672032,1525387],[672163,1258375],[672314,2236846],[672962,1273678],[673750,1014983],[675820,2025580],[676395,1784526],[682581,1790062],[685362,1279672],[687426,1796504],[693463,2049578],[696435,1037230],[698085,813173],[698941,1043072],[699301,1813608],[701447,2444315],[701722,1562022],[702152,1046589],[706819,805760],[709835,1312178],[711839,1831045],[716704,2610036],[718244,1321739],[719146,1585969],[720813,1069012],[729327,1593320],[731133,1339155],[731563,1080988],[733099,1335736],[739732,1087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] cell #3171 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [137970,1038133],[143831,1581905],[164790,1121254],[178132,1163206],[183633,1703170],[185461,1451205],[195433,1211450],[210082,1248527],[216154,1783410],[225913,1039995],[232446,1828976],[232714,1577230],[233283,1313081],[244113,1335572],[246365,1340758],[250765,1866531],[261695,1373822],[263355,1123116],[270318,1906276],[270586,1668184],[276173,1406680],[280945,918452],[284536,1937969],[289705,1705634],[289824,1951065],[290822,1443757],[303072,1465594],[303147,1466205],[305635,1212233],[310558,1986304],[310826,1472954],[321085,1499090],[323337,1504276],[324146,998480],[327737,2016088],[330611,776493],[331647,2020380],[333138,1794244],[333257,2024647],[337780,1531948],[340032,1537134],[344432,1801540],[344988,1548206],[349507,2054405],[349775,1294292],[355362,1570198],[355837,1831979],[357022,1314943],[365354,1074740],[368370,1333346],[370374,1595964],[370869,1596039],[376694,850351],[377730,2096514],[379221,1602417],[379340,2100781],[387154,1622549],[391134,1628352],[391209,1628963],[393697,1374605],[394556,2129994],[398620,2128263],[398888,1380854],[400651,1908818],[403236,2132816],[404925,1917289],[410097,1660824],[410172,1661435],[412660,1407463],[416230,1672458],[417583,1923776],[417851,911368],[418482,1677644],[421977,2160636],[423468,1423598],[423587,2164903],[428110,1694320],[430362,1699506],[431171,934164],[434762,1956099],[435318,1710578],[439355,1192966],[444642,1463322],[447124,1724761],[449739,969597],[452669,1722547],[455254,2204369],[456943,1731018],[464649,1234095],[465685,1749967],[465760,1750578],[467665,1496864],[469669,1756079],[470164,1756154],[473845,2234997],[474113,1255975],[477025,2229612],[478516,1510404],[478635,2233879],[480963,2027081],[483265,2237674],[485880,1011620],[488896,1529722],[490900,1787791],[491395,1787866],[497220,792205],[498256,1798703],[498331,1799314],[499747,1031119],[499866,2041333],[500819,1285083],[502214,1551103],[504799,2263986],[506488,1554106],[507680,1814376],[511660,1820179],[511735,1820790],[514223,1570981],[515082,2056136],[517793,1831813],[519146,2071905],[519414,1060925],[520045,1836999],[524086,1321666],[525362,1590463],[526206,1841650],[529650,2294904],[530151,1593876],[533405,852569],[538872,1848351],[541174,2304090],[543789,1093256],[549765,1355338],[552631,1874482],[553126,1874557],[555052,1626080],[555712,2326209],[557534,1880431],[560149,1124156],[562044,1385529],[562163,2332644],[563079,1637149],[565664,2327597],[567353,1640152],[568545,1896012],[569954,2138683],[572192,1387585],[573208,1130555],[578107,1908007],[578495,1658552],[580977,1911032],[583592,891478],[586522,909162],[586608,1410090],[588612,1921504],[589107,1921579],[590796,690460],[593585,1680489],[595887,2358803],[598502,1167290],[599538,1936238],[599613,1936849],[601518,1692094],[603522,1942350],[604017,1942425],[607698,2166021],[607966,1170654],[610878,1953262],[610953,1953873],[612369,1186789],[612488,2181589],[613441,1447841],[617853,1452594],[618901,1718812],[619561,2387155],[620071,1963387],[621081,1720005],[623808,2387755],[627500,741853],[628776,1470718],[633565,1969254],[635803,1474391],[636819,1214860],[641718,1988035],[642394,1991009],[645215,1485184],[646491,1227071],[647335,1991207],[648627,1994351],[651280,1753991],[651776,1507940],[651955,2415886],[654534,1000698],[658873,763909],[660001,1764794],[662303,2416712],[664918,1252611],[665954,2014357],[666029,2014968],[669947,1518117],[670757,1257733],[672033,1782290],[672877,786140],[672963,1533969],[676321,2025765],[676396,2026376],[676822,1785703],[680076,778711],[685363,1540155],[685543,795459],[687845,2039170],[693182,1299695],[696436,1290670],[699302,2053212],[699797,2053287],[701723,1817907],[702383,2262598],[704205,2059161],[706820,1041035],[708715,1298967],[708834,2269033],[709750,1058719],[709836,1573608],[711840,2069633],[712335,2069708],[714024,823558],[719147,1841452],[721009,1844794],[721505,1591583],[721684,2471306],[722049,2079034],[723277,1845917],[725707,2471421],[731134,1600173],[733314,1598236],[738923,1604679],[739733,1343779],[741009,1865411],[741939,1337593],[745297,2101899],[745372,2102510],[746084,2105174],[749023,1615352],[750071,1355558],[751241,2105346],[752251,1875675],[753267,1107320],[755280,2496320],[756029,867860],[758670,882109],[759946,1367581],[764735,1107868],[767989,1377232],[770855,2127070],[771350,2127145],[775453,1390588],[777541,1905083],[778201,2131428],[778531,1663018],[779721,1138852],[779807,1655922],[781953,2137788],[782448,2137863],[787416,1665948],[794443,1669621],[801034,2160438],[803855,1420491],[805131,1165608],[805975,928099],[806061,1696341],[807267,2163780],[809920,1940262],[810416,1421134],[810595,2357977],[813174,920670],[817513,933338],[818461,1702527],[818641,937418],[820943,2179426],[826761,2543281],[828806,1963215],[830459,2546040],[831208,947906],[832890,1195358],[836254,1460692],[839412,1722349],[841274,1728826],[841770,1468431],[843542,1726924],[849311,1477394],[851399,1985111],[852059,2202981],[852389,1467788],[853579,1223157],[853665,1741243],[855811,22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] cell #3172 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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69],[1227782,1991330],[1228772,1991523],[1239815,2221029],[1241742,1769394],[1261244,2020696],[1267859,1269760],[1270041,2028305],[1272287,2246571],[1274214,1522717],[1278811,1542676],[1285847,1543385],[1286572,1547295],[1300287,1817665],[1306764,1811711],[1318716,1578628],[1336330,1852219],[1347290,2096830],[1358322,1872210],[1368292,1641864],[1369282,2114545],[1391180,1902811],[1392300,1401150],[1402140,2142015],[1413183,2351340],[1435045,2367700],[1436972,1685089],[1441569,1705048],[1477986,1982839],[1492171,1752456],[1499848,2001776],[1523909,1784168],[1532706,2030949],[1543666,2255470],[1555818,1564668],[1565658,2273185],[1610471,1867289],[1633067,1887280],[1673216,2152268],[1686281,1687401],[1695078,2171205],[1770586,1771706],[1802298,2046019],[1824894,2066010],[1956857,1957977] ] cell #3173 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [109450,1711566],[142660,1830760],[143804,1837748],[170474,1917176],[176226,1156073],[183591,1950748],[183678,1951876],[199774,1730905],[216112,2023340],[216602,2034107],[223484,1283933],[228594,1552887],[232401,2066637],[232738,2068393],[234346,1316188],[250723,2099474],[251213,1855377],[266036,1638933],[266832,2138982],[270273,2134902],[271086,2145691],[276998,1412057],[279179,1155796],[284494,2163596],[284984,1681300],[285547,1429530],[289777,2176604],[291866,1446691],[307072,1969553],[310513,2206455],[311326,1976262],[327695,2232572],[328185,1765605],[328748,1516336],[329329,2243812],[330188,2237973],[332822,1271161],[333210,2240008],[340992,1282033],[344390,1801389],[346021,1806271],[349462,2266072],[350275,1808027],[350712,1559875],[356187,1575575],[358368,1315911],[364931,2079333],[375412,2085172],[376271,2304389],[378905,1079334],[379293,2306424],[394514,2129843],[395134,1887907],[398575,2329683],[399388,1889663],[399825,1645921],[400225,2340520],[401626,2335332],[402485,1900167],[404558,1143394],[405275,1656769],[413618,907052],[417538,1923973],[419659,1929056],[419793,1680172],[420518,2359102],[423152,1433919],[423540,2361137],[425007,1429253],[431322,1444791],[434720,1955948],[441106,2188661],[441965,1965473],[449316,1465791],[452243,2193849],[453644,2396197],[454503,1980195],[456576,957123],[457293,1742090],[464226,2212431],[473800,2235194],[474707,2007175],[474841,1764477],[475566,2417011],[478200,1238689],[478588,2419046],[480055,1516059],[481547,2424048],[482948,2018910],[483082,1777135],[484978,1020972],[486031,1527145],[496797,1798900],[499819,2041540],[501788,1806180],[502401,1550705],[503189,2445742],[504048,1037766],[506121,1303509],[506838,1557928],[515040,2055985],[515181,1056609],[519101,2072102],[525780,2290195],[527181,2081368],[527315,1844610],[528902,2471720],[535156,1596246],[536015,2089717],[539456,2479096],[540857,2095044],[540991,1860256],[542887,842242],[543940,1613707],[551516,2311889],[552375,2107432],[554454,1361552],[555667,2327774],[559726,1628549],[562116,2332851],[562653,1887816],[563266,1636751],[564054,2497760],[564913,1120887],[566986,1111682],[567703,1643974],[571123,668647],[571766,1900076],[572379,1649667],[575339,1137732],[583169,1661021],[587497,1921786],[588356,2149624],[591146,1928361],[593184,1679354],[594169,2523343],[595570,917617],[595704,1684266],[597600,1176642],[598653,1427354],[607653,2166218],[609419,1953459],[612441,2181796],[615878,1193275],[619516,2387932],[620655,1965382],[621268,1718567],[622986,2546848],[629194,1466514],[630595,2198106],[630729,1975230],[632316,1211083],[634734,737623],[635377,1980104],[635990,1734988],[638950,1222037],[644840,1489036],[646909,2402817],[648310,2214466],[648444,1994167],[650031,1750164],[650605,1232124],[651908,2417314],[656285,1756361],[657144,2222815],[659223,1503078],[659600,1763659],[660585,2569426],[661986,997645],[662120,1768571],[664016,990371],[665069,1514160],[668924,1260469],[669546,1776317],[675573,2025962],[681827,1788073],[682686,2248357],[686127,1799623],[687528,2253684],[687662,2038986],[690611,1805534],[694351,801745],[694994,802986],[695607,1554913],[698567,1297847],[702338,2264163],[706397,1820376],[708787,2269240],[710725,2069915],[711584,1312714],[714374,1835801],[717959,2077898],[721637,2472023],[722876,1843792],[724851,2612859],[728111,1333655],[731749,1335421],[732888,2089626],[733501,1854246],[735219,1084821],[735353,1857264],[737900,1346515],[738522,1859438],[744549,2102096],[747048,1097131],[748300,1099690],[748611,1358537],[750686,1622398],[751825,2107341],[752438,1874237],[754156,1874764],[754536,1106020],[755283,2497550],[758295,1629932],[760364,1629272],[761765,2321334],[761899,2117189],[763486,1373455],[764060,1372634],[765904,877879],[766547,879120],[767160,1640959],[770120,1384409],[774303,1389782],[778156,2132993],[781626,2138070],[787834,1661744],[789235,2344777],[789369,2144659],[790956,1406313],[794017,2149533],[794630,1921259],[797590,1158670],[802022,1423227],[802644,1683777],[808671,1936435],[810548,2359405],[814925,1942632],[815784,2369486],[817863,1698308],[819225,1954182],[820626,1183916],[820760,1954842],[823709,1709390],[826833,2668041],[827608,1961652],[830462,2546638],[835099,951461],[838224,2194636],[841902,1207330],[842519,1479321],[843141,1974412],[844967,1467174],[845116,962382],[845729,1731825],[848161,1476588],[852014,2204546],[855484,2209623],[857509,1227997],[858215,2210996],[858837,1488547],[859251,976344],[859365,976863],[861893,1229192],[863132,1993349],[865107,1488376],[868367,1235010],[869619,1237569],[869930,1500063],[872005,1498939],[873144,2222724],[873757,2003803],[875475,1244176],[875609,2006821],[875855,993245],[878156,1510033],[878778,1768082],[884805,2014554],[891066,2238276],[894280,2035334],[897540,1530031],[901178,1531797],[902317,2248266],[902930,2032976],[904648,1276648],[904782,2035994],[907329,1279026],[907951,2038168],[913978,1547839],[916262,1553300],[920115,1814225],[923585,2053494],[924712,2445532],[927724,1821759],[929793,1821099],[9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] cell #3174 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [176220,1156209],[185490,1711702],[223482,1283942],[233131,1832989],[234340,1316324],[234972,1837757],[271479,1918299],[276996,1412066],[279182,1413990],[285541,1429666],[290130,1950757],[290259,1954039],[291864,1446700],[311719,1732028],[328742,1516472],[332820,1271170],[333563,2023349],[334245,2035191],[340995,1542520],[350668,1555116],[350710,1559884],[355997,2066742],[356185,1575584],[356459,2070472],[358371,1577508],[378903,1079343],[379646,2099483],[380328,1856461],[399781,1641162],[399823,1645930],[400772,2139087],[404561,1400994],[405085,2135007],[405273,1656778],[406179,2146730],[413686,1151479],[419791,1680181],[423150,1433928],[423893,2163605],[424575,1683463],[425010,1689218],[431101,2176693],[431325,1704892],[452790,1969658],[456579,1205764],[457103,2206560],[457291,1742099],[458197,1977301],[474839,1764486],[478198,1238698],[478941,2232581],[479623,1767768],[480058,1773523],[481083,2243901],[482094,2238078],[483080,1777144],[485046,1273094],[485810,2240097],[486034,1784012],[500172,1801398],[502335,1806376],[502404,1806987],[506124,1564512],[506648,2266177],[506836,1557937],[507742,1810106],[515249,1311594],[526327,2079438],[527313,1844619],[538992,2085261],[540003,2304494],[540989,1860265],[542955,1081267],[543719,2306513],[543943,1867133],[554452,1361561],[562469,2129852],[563200,1888012],[563269,1888623],[566989,1368136],[567513,2329788],[567701,1643983],[568607,1891742],[569731,2340504],[571302,2335421],[572313,1900272],[572382,1900883],[573032,887089],[575407,1395237],[590956,1923979],[591144,1928370],[593193,1929051],[593705,1929145],[594716,2359207],[595702,1684275],[597668,1435852],[598432,2361226],[598656,1687245],[612794,1955957],[620191,2188750],[621202,1965578],[621271,1966189],[629741,1465797],[630727,1975239],[633342,2193833],[634913,2396286],[635924,1980300],[635993,1980911],[636643,965208],[639018,1482043],[644838,1489045],[647456,2212536],[648442,1994176],[650608,1492015],[659033,2235200],[659221,1503087],[659609,2007170],[660121,2007264],[661132,2417116],[662118,1768580],[664084,1240622],[664848,2419135],[665072,1771550],[668496,2424032],[669060,1520774],[669555,2018905],[670067,2018999],[686674,1798906],[687660,2038995],[690390,2041534],[690614,2045863],[692959,2046536],[694530,2445831],[695541,1037775],[695610,1810920],[696260,1036646],[698635,1558755],[709140,2055994],[714184,2072108],[714372,1835810],[721826,2290179],[722885,2081363],[723397,2081457],[725398,2471825],[732424,1596240],[733435,2089822],[733504,2090433],[735351,1857273],[737472,2479080],[738036,1607336],[738531,2095039],[739043,2095133],[748094,1099699],[748614,1619093],[751361,2311978],[752372,2107537],[752441,2108148],[754604,1362379],[756254,2327780],[758293,1629941],[760911,1628555],[761897,2117198],[763839,2332845],[764063,1632911],[764512,2120394],[766083,2497849],[767094,1120896],[767163,1892556],[767813,1119767],[770188,1644801],[774312,1650024],[775230,2131492],[788381,1661027],[789367,2144668],[793553,1921780],[794564,2149729],[794633,2150340],[797658,1417116],[801594,2523327],[802158,1683146],[802653,1933038],[803165,917753],[804955,917189],[817673,2166224],[817861,1698317],[819772,1953465],[820758,1954851],[823488,2181790],[823712,1957821],[827526,1193269],[827617,2187468],[831433,2387938],[832667,2190507],[835278,2546937],[836078,1200007],[842091,1466508],[842655,1737965],[843150,2198101],[843662,2198195],[844965,1467183],[845663,1211092],[845732,1978115],[848170,1735345],[849088,2203045],[857577,1487916],[858843,1746767],[859151,1226506],[862082,2402801],[863141,2214461],[863653,2214555],[865654,1750170],[867790,2417308],[869413,1237578],[869933,1757732],[872680,1756355],[873691,2222920],[873760,2223531],[875607,2006830],[875923,1243748],[877728,2569410],[878292,1767451],[878787,2011157],[879299,997781],[881089,997217],[894827,2025968],[901853,1788067],[902864,2248462],[902933,2249073],[904780,2036003],[906901,1799617],[907465,1539527],[907960,2253679],[908472,2253773],[916271,1809379],[925683,2264169],[927722,1821768],[930340,1820382],[931326,2275838],[933268,2269234],[933492,1824738],[935512,2069909],[936523,1312723],[936592,2071286],[939617,1580634],[943985,2289319],[945619,1324398],[947836,2472017],[951310,2612843],[951874,1847495],[954809,1333649],[954900,2295786],[958716,1335430],[959032,1862640],[959950,2298825],[961324,1339569],[961844,1597617],[962049,2092715],[962561,1084957],[963361,1084393],[972946,2102102],[974338,1617552],[975655,1097125],[975746,2310696],[976338,1099608],[979562,1622407],[980796,2313735],[983407,1874758],[984742,2497527],[985715,1365143],[986981,1881591],[987289,1367016],[990220,1629266],[990784,1893635],[991279,2321329],[991791,2321423],[993792,1373464],[993861,2120074],[996299,1891015],[1010163,2132999],[1014008,2138064],[1020821,1661738],[1021385,1652644],[1021880,2344772],[1022392,2344866],[1023695,1662413],[1024393,1406322],[1024462,2147544],[1026900,1668540],[1027818,2349716],[1034346,1925365],[1044384,1936441],[1046520,2359399],[1048143,1432808],[1048663,1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] cell #3175 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3176 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [282375,1421826],[292997,1959884],[325576,1508632],[347230,1552384],[356439,2068285],[359774,1838165],[374102,1601765],[396343,1638430],[405527,2137480],[420754,1423777],[431317,2177630],[431634,1955043],[432601,1703862],[447893,1725501],[451236,1730402],[457545,2209033],[473397,1761880],[475802,1510583],[486026,2241896],[486343,2036195],[494628,1793592],[501920,1292412],[507090,2268650],[515140,2070571],[515412,2279961],[516869,1830257],[533551,1850607],[533603,1851152],[537039,1602596],[543935,2308312],[544252,1857465],[558303,1881171],[561646,1886072],[562785,1378974],[567955,2332261],[571898,1132297],[573354,2335570],[575298,2146829],[575570,2338893],[581746,1911772],[585089,1916673],[591398,2153192],[592340,1927305],[598648,2363025],[598965,1684467],[607250,1948151],[608002,2180320],[609655,1705813],[620787,1461314],[624729,1723510],[627213,1971699],[627917,1971753],[635509,1216602],[636965,2396435],[638909,1977400],[639181,2399758],[649396,1995091],[654680,2000164],[654732,2000709],[658168,1762711],[659475,2422480],[665064,2420934],[665381,1768772],[667878,2244050],[671174,2424409],[673294,2251089],[680222,2029337],[680274,2029882],[683710,1794423],[688614,2039910],[690606,2256502],[690923,1284350],[691957,2044811],[696582,2445980],[698526,1810205],[698798,2449303],[704974,2059901],[708317,2064802],[709456,1310542],[714626,2284362],[715568,2075434],[720276,1584241],[726866,1848688],[729794,2087131],[733020,1348185],[736854,2085410],[740150,2479457],[742270,2092449],[751957,1624072],[753413,2108464],[753465,2109009],[755899,1879180],[758383,2113658],[759087,2113712],[764055,2502256],[764372,1646338],[768135,2497998],[770079,1891841],[770351,2501321],[773469,2340881],[776201,2504158],[779427,1393065],[783369,1909781],[785853,2141128],[786557,2141182],[794149,1150427],[795605,2150656],[795657,2151201],[797549,1414080],[797821,2352293],[799093,1675101],[800976,1930082],[804272,2523704],[806392,1932772],[808036,2164520],[813320,2169593],[813372,2170138],[816808,1948982],[818115,2364571],[821712,2180166],[823704,2377631],[824021,1447108],[825055,2185067],[829631,1713009],[831078,1967050],[832049,2188899],[836400,2547086],[836873,1970000],[840541,1219046],[847327,2194210],[850059,2553271],[853285,1479871],[860532,1744356],[864056,2215365],[864760,2215419],[867122,1998245],[868980,2568838],[870050,2220229],[873276,1511703],[875814,1773613],[876086,2573618],[877110,2008201],[880406,2569787],[882526,2010891],[884170,2233496],[886037,2428933],[888518,1775523],[889705,1518545],[895905,2243442],[896295,2027418],[899223,2245771],[902449,1262139],[906283,1281824],[906391,1796934],[908875,2254583],[909579,2254637],[911699,1032015],[915428,2047463],[918160,2592220],[921386,1556583],[922842,2267104],[922894,2267649],[925328,2057910],[927812,2272298],[928516,2272352],[933484,2450238],[933801,1560292],[937564,2281826],[937616,2282371],[939508,1577598],[939780,2462703],[941052,1834456],[946026,1839380],[947168,2082267],[948470,2290556],[949613,2083256],[951211,2612824],[952998,2613220],[956914,1092415],[958361,1855273],[964156,2295080],[966637,1858644],[967824,1605107],[974024,2309858],[974681,2311971],[977760,1868679],[979207,1617182],[980178,2312127],[981767,2314559],[985002,2111959],[985536,1889555],[986869,2631911],[988670,1381418],[994088,1117716],[995456,2121321],[998188,2632460],[1001414,1642629],[1002870,2330715],[1002922,2331260],[1007451,1899334],[1008361,1648150],[1009808,2136479],[1010779,1143185],[1010887,1913623],[1015130,2339828],[1015182,2340373],[1015603,2139429],[1019271,1134741],[1025861,1919742],[1026057,1154095],[1028789,2350540],[1035594,1690136],[1039262,1680917],[1042786,2362036],[1043490,2362090],[1045852,2167674],[1047710,2522755],[1048780,2366900],[1052006,1424897],[1054544,1689308],[1054816,2527535],[1055840,1444582],[1055948,1951493],[1058432,2375712],[1059136,2375766],[1061256,1187685],[1067241,2188743],[1069192,2191331],[1069726,1968051],[1070312,2383632],[1071650,2192222],[1073285,2670259],[1074448,2670332],[1080251,1975348],[1082696,1973618],[1089087,1979362],[1089997,1733471],[1091444,2208032],[1092523,1727352],[1096766,2400693],[1096818,2401238],[1097492,2403051],[1100585,1988937],[1101727,1744551],[1103029,2403178],[1104172,2216354],[1105359,1494274],[1108590,1235871],[1108962,2686143],[1111473,1251770],[1112920,1755821],[1118715,1494906],[1122383,1765222],[1125907,2419945],[1126611,2419999],[1131177,1778213],[1133439,2240907],[1134545,2031459],[1135884,1526936],[1135992,2025075],[1137482,2423460],[1138565,2428186],[1139269,2428240],[1144632,2034003],[1152908,2037374],[1160952,2445824],[1164031,1807505],[1165478,1554828],[1166449,1303300],[1166557,2061752],[1168038,2448412],[1171273,2270599],[1171807,1807919],[1173140,2591671],[1174941,1294856],[1180359,1309543],[1181531,2067871],[1181727,1314210],[1184459,2460950],[1191665,2717585],[1193636,2290429],[1196080,1325719],[1197835,1586386],[1198692,2719067],[1201544,1846345],[1204734,2085254],[1206685,2090520],[1207219,1853143],[1209143,208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] cell #3177 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [294194],[302980],[314149],[343928],[368852],[370775],[382256],[383391],[390331],[391042],[410005],[417043],[434258],[447262],[450683],[461310],[465593],[468147],[469282],[470070],[489378],[491301],[498164],[499255],[508660],[510857],[511568],[518606],[527636],[534471],[536672],[550831],[553032],[556810],[557672],[561093],[569525],[581115],[584536],[589013],[597498],[599446],[600551],[602000],[603135],[603923],[610786],[611877],[616154],[628930],[631050],[646645],[648765],[655600],[657801],[663914],[665862],[666967],[674307],[676229],[681142],[683343],[687983],[691404],[693892],[696822],[697502],[699703],[700949],[703481],[704343],[707764],[712241],[716196],[717828],[728387],[730925],[736285],[743283],[745205],[747324],[749862],[760100],[765445],[768375],[769055],[771256],[772502],[774794],[776163],[782354],[787570],[789690],[796525],[798726],[800852],[801453],[804516],[805285],[807405],[814240],[816441],[821081],[822554],[824502],[833600],[838093],[846014],[846694],[848652],[850021],[856212],[858084],[871181],[876986],[877587],[880650],[881419],[883539],[887257],[888394],[888995],[895274],[897816],[900354],[905714],[910592],[912434],[912712],[914634],[914963],[915264],[916753],[919291],[929529],[937804],[938484],[940685],[949489],[950090],[954086],[959514],[960883],[962922],[963691],[965376],[966513],[967114],[973393],[981729],[994823],[994991],[995292],[996781],[999319],[1005701],[1006986],[1007287],[1016823],[1024744],[1025424],[1027382],[1028751],[1029920],[1032549],[1034942],[1035298],[1036814],[1049911],[1059380],[1060149],[1061991],[1068612],[1071185],[1071486],[1074081],[1076207],[1081435],[1082572],[1083173],[1085455],[1087337],[1088622],[1088923],[1104048],[1104649],[1114073],[1115442],[1118250],[1118419],[1119935],[1128884],[1130881],[1140357],[1145785],[1147154],[1149193],[1149962],[1151647],[1152784],[1153385],[1156707],[1181094],[1185590],[1188219],[1191417],[1194933],[1197423],[1197539],[1200175],[1201968],[1202865],[1208042],[1208678],[1208979],[1213189],[1215186],[1227967],[1230540],[1230841],[1233436],[1240790],[1241927],[1242528],[1244810],[1256463],[1268034],[1273262],[1274399],[1275000],[1277282],[1279813],[1280449],[1280750],[1305900],[1307269],[1310077],[1316822],[1320846],[1323595],[1324492],[1326005],[1331797],[1337919],[1342509],[1353789],[1357305],[1359795],[1359911],[1362547],[1365237],[1370414],[1371050],[1371351],[1397198],[1398095],[1403272],[1403908],[1404209],[1410416],[1436020],[1437157],[1437758],[1440040],[1442571],[1451700],[1453897],[1454937],[1456429],[1456772],[1462502],[1484364],[1487113],[1488010],[1489523],[1493173],[1495315],[1501437],[1526031],[1528173],[1534295],[1561613],[1566790],[1567426],[1567727],[1584730],[1585720],[1586795],[1595179],[1597711],[1612593],[1614458],[1617695],[1619187],[1619530],[1625260],[1634069],[1651659],[1657732],[1688403],[1690545],[1696667],[1713910],[1715962],[1723999],[1726064],[1736980],[1745835],[1746910],[1757826],[1772708],[1778622],[1787006],[1789538],[1804420],[1817087],[1825896],[1849589],[1851641],[1861743],[1871632],[1881734],[1902233],[1910270],[1912335],[1923251],[1944097],[1958979],[1982261],[2001198],[2028319],[2030371],[2040473],[2060464],[2151690],[2170627], [393746,762220],[467819,868643],[500868,1159664],[514272,931649],[525516,950874],[554843,986222],[586762,1279164],[601672,1047373],[613490,1062269],[618692,1072638],[672187,1137145],[673117,1392653],[685154,1408419],[701514,1172493],[709990,1183052],[741163,1221450],[742093,1479459],[777332,1264465],[778322,1522381],[779961,1265908],[791987,1538885],[806215,1556171],[818252,1311762],[851190,1350511],[852180,1608943],[853819,1351954],[882349,1642217],[887331,1650167],[891260,1652002],[892317,1395405],[920281,1684753],[921920,1428666],[965450,1735488],[969379,1737323],[970436,1482211],[984537,1752809],[1000309,1769058],[1001948,1515472],[1006261,1777547],[1006350,1520868],[1036888,1809522],[1040817,1811357],[1041874,1558923],[1087897,1860668],[1087986,1607430],[1106931,1876636],[1120009,1891158],[1123938,1892993],[1124995,1644969],[1161931,1932106],[1162020,1683240],[1163077,1933181],[1200249,1968614],[1224727,1988834],[1233877,1996410],[1247252,2010225],[1247341,1767545],[1248398,2011300],[1291440,2050362],[1291529,1811014],[1323413,2078966],[1329566,2084290],[1329655,1847589],[1340629,2092858],[1354183,2103198],[1378002,2124220],[1378091,1892650],[1443628,2180729],[1454291,2188340],[1465069,2195704],[1471222,2201028],[1471311,1978209],[1484226,2210202],[1537005,2251498],[1574378,2282860],[1574467,2071380],[1584592,2289635],[1595573,2296658],[1660299,2342375],[1666452,2347699],[1666541,2147638],[1723861,2388853],[1787400,2430511],[1910132,2509379] ] cell #3178 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [267195,887168],[282283,917725],[307435,965287],[325484,997753],[346384,1036725],[347136,1038107],[370754,1081509],[371980,1081346],[374010,1084929],[395497,1119846],[396249,1121228],[414460,1151558],[417256,911522],[420881,1162914],[432509,1184024],[443116,1200086],[447508,1207953],[447846,1206310],[451142,1211424],[470049,1240864],[471275,1240701],[473305,1244284],[475929,1248235],[491280,1273336],[492506,1273173],[494536,1276756],[499234,1030910],[516023,1311673],[516775,1313055],[518819,1061079],[522570,1322315],[533387,1335384],[533559,1335546],[537166,1340466],[553011,1362621],[553526,1362458],[557918,1370325],[558256,1368682],[561552,1373796],[576969,1395316],[581361,1403183],[581699,1401540],[584995,1406654],[588992,1151721],[590218,1155650],[592248,1417652],[600764,1170808],[603902,1436094],[605128,1435931],[607158,1439514],[609782,1443465],[611856,1186580],[615749,1452684],[625984,1463971],[627291,1465334],[627740,1465956],[640580,1482122],[643699,1485833],[644738,1486931],[649011,1493084],[649349,1492561],[654516,1498902],[654688,1499064],[657780,1504147],[658295,1503984],[667180,1256129],[669241,1518691],[680058,1531760],[680230,1531922],[683837,1536842],[688229,1279724],[688567,1543066],[691863,1548180],[697597,1296476],[699682,1558997],[700197,1558834],[700928,1298758],[704589,1566701],[704927,1565058],[708223,1570172],[712220,1311836],[713446,1315765],[715476,1581170],[717739,1583608],[727982,1593966],[729868,1595819],[738217,1605253],[746919,1615442],[748296,1616655],[748505,1617049],[753249,1622361],[753421,1622523],[757154,1626729],[758193,1627827],[758461,1628092],[758910,1628714],[762466,1633980],[769150,1383038],[771235,1645043],[771750,1644880],[772481,1385320],[774389,1647914],[782333,1395479],[784624,1659201],[785931,1660564],[786380,1661186],[795441,1672270],[795613,1672432],[797387,1415875],[799220,1677352],[801432,1419957],[802339,1681063],[803378,1682161],[804587,1425770],[807651,1688314],[807989,1687791],[809034,1429107],[813156,1694132],[813328,1694294],[816420,1699377],[816935,1699214],[821327,1442482],[821665,1705438],[824961,1710552],[825607,941910],[825820,941931],[834452,1719461],[838004,1722877],[842836,1727498],[844865,1729675],[846789,1220666],[848247,1733235],[856191,1482285],[857995,1743723],[859122,1744707],[859377,1744845],[864134,1749707],[864583,1750329],[868238,1754081],[869615,1755294],[869824,1755688],[870124,1755934],[877566,1506763],[878473,1765368],[879512,1766466],[880721,1512576],[883785,1772619],[884123,1772096],[885168,1515913],[888974,1519789],[895520,1525942],[895858,1784558],[897411,1785793],[899297,1787646],[907646,1797080],[908953,1798443],[909402,1799065],[911350,1545806],[915335,1550165],[915910,1550559],[916348,1807269],[917934,1808876],[919173,1556287],[922678,1814188],[922850,1814350],[926583,1818556],[927622,1819654],[927890,1819919],[928339,1820541],[931895,1825807],[934874,1056296],[937400,1831625],[937572,1831787],[938579,1056317],[939346,1579393],[940664,1836870],[941179,1836707],[950069,1589327],[950469,1844884],[952055,1846491],[959109,1852493],[961526,1854746],[961735,1855140],[962774,1856238],[962993,1349058],[967093,1606351],[973639,1612504],[973977,1867679],[974833,1868205],[976643,1869580],[981841,1874337],[986133,1878547],[987260,1879531],[987515,1879669],[990965,1883168],[995363,1636211],[995938,1636605],[996376,1888905],[997962,1890512],[999201,1642333],[1002706,1895824],[1002878,1895986],[1007358,1649127],[1007933,1649521],[1012330,1136340],[1013182,1905732],[1014966,1907819],[1015138,1907981],[1016734,1909148],[1021566,1913769],[1023595,1915946],[1025519,1136361],[1026977,1919506],[1028863,1921359],[1031359,1675146],[1034921,1677515],[1035412,1679456],[1035639,1679594],[1037852,1930978],[1042864,1935978],[1043313,1936600],[1045415,1701020],[1046968,1940352],[1048345,1941565],[1048554,1941959],[1048854,1942205],[1055716,1181634],[1057203,1951639],[1058242,1952737],[1058510,1953002],[1058959,1953624],[1059451,1181262],[1060907,1708178],[1062515,1958890],[1067393,1962462],[1071557,1718027],[1072132,1718421],[1072549,1966417],[1073676,1967401],[1076278,1473453],[1083152,1728596],[1083552,1975504],[1083807,1975642],[1085138,1977111],[1085337,1479575],[1088994,1734448],[1089569,1734842],[1093966,1220645],[1094818,1985760],[1096602,1987847],[1096774,1988009],[1097640,1988504],[1104628,1749442],[1106614,1996048],[1110356,1999146],[1113668,2002050],[1117333,2005795],[1118533,1763761],[1118760,1763899],[1120973,2009097],[1125985,2014097],[1126434,2014719],[1128536,1505790],[1130995,1776419],[1131222,1776557],[1133108,2024367],[1135760,1263384],[1136740,2023614],[1138326,2025221],[1138643,2025505],[1139092,2026127],[1145380,2031223],[1147797,2033476],[1148006,2033870],[1149045,2034968],[1149264,1263012],[1153364,1798178],[1158419,2044084],[1159910,1804331],[1160427,1806285],[1161104,2046935],[1168000,1296455],[1168112,2053067],[1170636,1826904],[1172404,2057277],[1173531,2058261],[1173786,2058399],[1177236,2061898],[1181563,1310587],[1182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] cell #3179 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [78055,803137],[95971,879271],[104824,917682],[116725,962533],[126949,997710],[137837,804819],[142771,1058001],[150778,1079840],[152395,1084886],[163481,1117092],[164657,880953],[173854,1148804],[177146,696124],[184078,1183981],[193269,1205660],[193460,1206267],[195300,963225],[206913,1239195],[208530,1244241],[209096,767677],[213878,572896],[219271,1271667],[220888,1276713],[224431,1287443],[231974,1308919],[233150,1059683],[239602,835942],[241955,1077571],[243580,1334734],[243821,1334885],[248489,636507],[256566,1362058],[259531,1368032],[259722,1368639],[261562,1117784],[274009,1400890],[274200,1401497],[276040,1149496],[278734,1412563],[280351,1417609],[287653,1434425],[289270,1439471],[289836,709524],[292813,1450201],[296223,944488],[300495,1203204],[302560,1465356],[304694,741627],[316574,984071],[317242,1491911],[317433,1492518],[318927,1236926],[320552,1498252],[320793,1498403],[333269,779495],[335622,1269398],[337247,1531110],[337488,1531261],[342156,586296],[342824,1542416],[343015,1543023],[343998,1545292],[344855,1032083],[350233,1558434],[353198,1564408],[353389,1565015],[355229,1309611],[357923,1576081],[359540,1581127],[359814,1319927],[363025,1065711],[364118,1329000],[368058,1332497],[370881,852507],[379352,853353],[384285,1099047],[386621,1621711],[386862,1621862],[388557,1365576],[390622,1628114],[392756,881883],[399346,1644480],[403248,887662],[407167,1657275],[407520,1398434],[409585,1660586],[411719,672651],[414072,1152052],[415697,1671620],[415938,1671771],[417135,1674076],[417326,690012],[423599,921454],[424267,1687141],[424458,1687748],[425952,1432156],[427577,1693482],[427818,1693633],[431674,1443065],[433154,1704788],[433345,1705395],[434328,1707664],[435185,1187753],[435610,1190718],[439043,1192117],[439985,1458953],[447410,741781],[448503,1470656],[455266,965781],[459185,1742596],[459824,1744110],[462320,1225066],[463413,1227009],[465173,1749729],[467353,1496015],[470176,1000636],[478647,1001482],[479315,1771446],[479506,1772053],[483551,1005990],[484644,1525376],[485432,1273667],[486383,1526525],[488021,1783908],[488212,1784515],[488584,1528873],[491407,778649],[495679,1279453],[497744,1798465],[499108,796951],[499349,1800853],[499878,590091],[504811,1037219],[507147,1813538],[507388,1813689],[508730,1816630],[509083,1561952],[511148,1819941],[513282,805749],[515411,1573205],[515635,1312167],[515854,1315630],[517260,1830975],[517501,1831126],[518698,1833431],[518889,823110],[523368,1583995],[525050,1589614],[534035,1600235],[541460,1087626],[542553,1611938],[543341,1081840],[544292,1613087],[545930,1867029],[546121,1867636],[546781,1869012],[549453,1354489],[550395,1355620],[553138,1107258],[557820,882037],[558913,1367519],[562175,885041],[565676,1120340],[568012,1895174],[568253,1895325],[569595,1898266],[571662,1899995],[573838,1654183],[574700,1402912],[575569,1655519],[575793,1395810],[576012,1408150],[577574,1907169],[577815,1907320],[581263,672805],[582356,1665886],[586450,688131],[589119,685481],[593677,1930381],[596173,1161660],[597266,1163408],[598054,1436425],[599005,1688897],[599026,1936000],[600643,1938467],[600834,924419],[601206,1691245],[604029,920608],[608042,1445498],[608261,1702483],[608301,1442211],[610366,1953024],[611730,938910],[611971,1955412],[612500,713319],[617083,1713342],[623820,1200580],[626782,1723264],[628464,1728883],[635273,1980023],[637449,1739504],[638311,1207682],[639180,1740840],[639404,1482616],[639623,1212920],[641185,1987197],[641426,1987348],[644497,1226402],[646179,1486139],[648913,984225],[651967,995743],[655164,1497146],[657907,1245137],[660093,2008500],[662589,1246981],[663682,1248729],[664470,1241195],[665421,1773202],[665442,2014119],[667059,2016586],[667250,1004447],[668143,2017939],[669227,1778011],[669394,2018740],[670039,1775822],[671721,1781441],[673334,1537769],[673553,1782723],[673593,1525671],[675809,2025527],[680706,1792062],[689224,1803765],[693452,2047742],[694890,2048124],[697066,1291169],[697928,1566430],[698797,1814874],[699021,1559328],[699240,1040682],[699809,1042201],[700802,1044979],[701043,2055449],[704491,805903],[705584,1563895],[708846,808907],[709233,1576238],[709678,821229],[712347,818579],[721696,1071937],[723369,2083555],[725993,1329295],[729316,1849021],[736053,1340960],[737119,2094073],[738203,1861132],[738370,2094874],[739015,1858943],[740697,1864562],[742310,1341393],[742529,1865844],[742569,1612233],[744785,2101661],[748253,1355771],[748407,1100196],[754990,1362952],[755368,1118592],[757952,1366912],[759634,1627035],[762368,1117938],[765005,2121600],[766443,2121982],[768619,1377731],[769481,1370054],[770350,1896510],[770574,1645374],[770793,1123803],[771362,1125322],[772355,1128100],[772596,2129307],[773509,1658196],[773756,2130612],[774101,2130738],[774837,1901649],[774877,1648428],[775723,1899613],[779204,1667192],[779649,895422],[782460,892644],[785422,1909535],[787104,1915154],[796089,1925775],[798044,1677846],[801241,1162514],[802325,1932570],[802492,2158996],[806432,1164947],[806651,1937282],[80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] cell #3180 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [78054,803136],[95970,879270],[104823,917691],[116724,962532],[126948,997719],[137836,804828],[142770,1058000],[150777,1079839],[152394,1084895],[163480,1117091],[164656,880962],[173853,1148803],[177145,696133],[184077,1183990],[193376,1205659],[193459,1206276],[195299,963234],[206912,1239194],[208529,1244250],[209095,767686],[213877,572905],[219270,1271666],[220887,1276722],[224430,1287442],[231973,1308918],[233149,1059692],[239601,835951],[241954,1077580],[243579,1334737],[243950,1334884],[248488,636516],[256565,1362057],[259638,1368031],[259721,1368648],[261561,1117793],[274116,1400889],[274199,1401506],[276039,1149505],[278733,1412562],[280350,1417618],[287652,1434424],[289269,1439480],[289835,709533],[292812,1450200],[296222,944497],[300494,1203207],[302569,1465351],[304693,741636],[316573,984080],[317349,1491910],[317432,1492527],[318926,1236935],[320551,1498255],[320922,1498402],[333268,779504],[335621,1269407],[337246,1531113],[337617,1531260],[342155,586305],[342931,1542415],[343014,1543032],[343997,1545291],[344854,1032092],[350232,1558433],[353305,1564407],[353388,1565024],[355228,1309620],[357922,1576080],[359539,1581136],[359813,1319926],[363024,1065714],[364117,1329009],[368067,1332492],[370880,852516],[379351,853362],[384284,1099056],[386620,1621714],[386991,1621861],[388556,1365579],[390631,1628109],[392755,881892],[399345,1644479],[403247,887671],[407166,1657274],[407519,1398437],[409594,1660581],[411718,672660],[414071,1152061],[415696,1671623],[416067,1671770],[417242,1674075],[417325,690011],[423598,921463],[424374,1687140],[424457,1687757],[425951,1432165],[427576,1693485],[427947,1693632],[431673,1443064],[433261,1704787],[433344,1705404],[434327,1707663],[435184,1187762],[435609,1190717],[439052,1192112],[439984,1458956],[447409,741780],[448502,1470665],[455265,965790],[459184,1742595],[459823,1744113],[462319,1225069],[463412,1227018],[465182,1749724],[467362,1496010],[470175,1000645],[478646,1001491],[479422,1771445],[479505,1772062],[483550,1006135],[484643,1525385],[485431,1273676],[486382,1526524],[488128,1783907],[488211,1784524],[488593,1528868],[491406,778658],[495678,1279598],[497753,1798460],[499107,796950],[499478,1800852],[499877,590100],[504810,1037228],[507146,1813541],[507517,1813688],[508729,1816629],[509082,1561955],[511157,1819936],[513281,805758],[515351,1573204],[515634,1312176],[515853,1315629],[517259,1830978],[517630,1831125],[518805,1833430],[518888,823109],[523367,1583998],[525059,1589609],[534034,1600238],[541459,1087771],[542552,1611947],[543340,1081849],[544291,1613086],[546037,1867028],[546120,1867645],[546790,1869007],[549462,1354484],[550394,1355623],[553137,1107267],[557819,882036],[558912,1367528],[562174,885050],[565675,1120349],[568011,1895177],[568382,1895324],[569594,1898265],[573522,1899994],[573837,1654186],[574699,1403057],[575509,1655518],[575792,1395819],[576011,1408149],[577573,1907172],[577944,1907319],[581262,672804],[582355,1665895],[586449,688130],[589118,685490],[593676,1930384],[596172,1161805],[597265,1163417],[598053,1436434],[599004,1688896],[599035,1935995],[600750,1938466],[600833,924418],[601215,1691240],[604028,920617],[608041,1445497],[608196,1702482],[608300,1442356],[610375,1953019],[611729,938909],[612100,1955411],[612499,713328],[617092,1713337],[623819,1200589],[626781,1723267],[628473,1728878],[637133,1980022],[637448,1739507],[638310,1207827],[639120,1740839],[639403,1482625],[639622,1212919],[641184,1987200],[641555,1987347],[644496,1226401],[646188,1486134],[648912,984224],[651966,995752],[655163,1497149],[657906,1245146],[660092,2008503],[662588,1247126],[663681,1248738],[664469,1241204],[665420,1773201],[665451,2014114],[667166,2016585],[667249,1004446],[668142,2017942],[670038,1775825],[671113,1778010],[671380,2018739],[671730,1781436],[673333,1537768],[673488,1782722],[673592,1525816],[675818,2025522],[680705,1792065],[689223,1803774],[693461,2047737],[696750,2048123],[697065,1291314],[697927,1566575],[698737,1814873],[699020,1559337],[699239,1040681],[699808,1042210],[700801,1044978],[701172,2055448],[704490,805902],[705583,1563904],[708845,808916],[709230,1576237],[709677,821228],[712346,818588],[721695,1071946],[723368,2083558],[725992,1329440],[729325,1849016],[736052,1340969],[737118,2094076],[739014,1858946],[740089,1861131],[740356,2094873],[740706,1864557],[742309,1341392],[742464,1865843],[742568,1612378],[744794,2101656],[748262,1355770],[748406,1100195],[754989,1362961],[755367,1118737],[757951,1366911],[759643,1627030],[762367,1117937],[765014,2121595],[768303,2121981],[768618,1377876],[769480,1370199],[770290,1896509],[770573,1645383],[770792,1123802],[771361,1125331],[772354,1128099],[772725,2129306],[773508,1658195],[773765,2130607],[774876,1648501],[775732,1899608],[776223,2130737],[776812,1901648],[779201,1667191],[779648,895421],[782459,892653],[785421,1909538],[787113,1915149],[796088,1925778],[798043,1677855],[801240,1162513],[804211,1932569],[804478,2158995],[806431,1164946],[806586,1937281],[80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] cell #3181 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393204],[467720],[513730],[525417],[555055],[601573],[612948],[618904],[672088],[692381],[701726],[709891],[741064],[777544],[779862],[792787],[818464],[851402],[853720],[892060],[892529],[905851],[921821],[970179],[970648],[1001849],[1006638],[1010347],[1025613],[1041617],[1042086],[1088274],[1091983],[1124738],[1125207],[1130215],[1134297],[1162308],[1166017],[1214520],[1218602],[1234677],[1247629],[1251338],[1257765],[1290330],[1291817],[1294412],[1329943],[1343811],[1363376],[1376892],[1378379],[1380974],[1420523],[1421695],[1460352],[1471599],[1484819],[1493830],[1507329],[1508501],[1552223],[1574755],[1585185],[1590972],[1601634],[1615002],[1638269],[1666829],[1703731],[1714454],[1724454],[1730241],[1742767],[1793461],[1830096],[1840162],[1850133],[1910725],[1916512],[1970782],[2028863],[2140211], 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70,1659243],[1407506,1666277],[1411237,1926616],[1447996,1959267],[1451616,1712147],[1454173,1714436],[1458074,1718952],[1463143,1722711],[1468992,1729189],[1475511,1985251],[1484632,1743275],[1485005,1743557],[1485324,1489682],[1486445,1490854],[1497987,1502258],[1529765,1786331],[1535116,1792903],[1541359,2043598],[1571136,1826184],[1584998,1840670],[1595455,1850115],[1599356,1854631],[1614374,1867817],[1616540,1620832],[1627341,1631750],[1658373,1908982],[1664222,1915460],[1670741,2154680],[1693217,1697488],[1713826,1962074],[1724267,1971290],[1755179,1759471],[1787282,2028845],[1791183,2033361],[1819168,1823577],[1849505,2086318],[1910538,2140719],[1941450,1945742],[2028235,2244958] ] cell #3182 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [401355,1130026],[421073,1421623],[453373,1214331],[476121,1508429],[502918,1290141],[503813,1552153],[534885,1337064],[537358,1601562],[563783,1376703],[564678,1638199],[587226,1409561],[590168,1413832],[590569,1156450],[595299,1421506],[609974,1703659],[622715,1460163],[628062,1725444],[629536,1467820],[632081,1730171],[656014,1500582],[658487,1761677],[661715,1508312],[681556,1533440],[684029,1793389],[686469,1540187],[689567,1283810],[710454,1573079],[711349,1830026],[713396,1577350],[713797,1316565],[718378,1584152],[730194,1596495],[730668,1851063],[732254,1337253],[734948,1601445],[753885,1622921],[759232,1881114],[760706,1630578],[763251,1885841],[781355,1655393],[786702,1911715],[788176,1663050],[790721,1916442],[793383,1409750],[799412,1927102],[808984,1689060],[809385,1429907],[814654,1695812],[817127,1947948],[819567,1702559],[820355,1703542],[822665,1446568],[827411,1712954],[838643,1723421],[840001,1971644],[840240,1725257],[855213,1740714],[858634,1744267],[864905,1995034],[865449,1751087],[870450,1756610],[870924,2000620],[872510,1500771],[875204,1761560],[885118,1773365],[885519,1516713],[887807,1775979],[894622,1782799],[899623,1788322],[900097,2029793],[901683,1533629],[904377,1793272],[909724,2039853],[913743,2044580],[915860,1806829],[920126,1559583],[923314,1814748],[923974,1559752],[928661,2059844],[930135,1822405],[932680,2064571],[935342,1573268],[941371,2075231],[943755,1583524],[954694,1848633],[956666,1850435],[965926,1859100],[972741,1865920],[975540,1868624],[977282,1870124],[982167,1875013],[982641,2108920],[983237,1623110],[986772,1879091],[988130,2113603],[988369,1880927],[993587,1885911],[995888,1888465],[1000154,1645629],[1003342,1896384],[1004002,1645798],[1006141,1899225],[1007883,1900725],[1013838,1655582],[1017373,1909692],[1018731,2141073],[1018970,1911528],[1029189,1922035],[1029663,2151112],[1031681,1675755],[1033943,1926985],[1035622,1929038],[1036248,1680049],[1037364,1930538],[1039731,1687987],[1043635,2164463],[1044179,1937358],[1049180,1942881],[1049654,2170049],[1051240,1696001],[1053934,1947831],[1059281,2180109],[1063300,2184836],[1064090,1190273],[1064249,1190508],[1072082,1966031],[1073188,1966961],[1076838,1722793],[1081985,1974074],[1086290,1482871],[1087777,1979253],[1089519,1980753],[1095474,1740903],[1098314,1743639],[1099493,1989719],[1100119,1745300],[1104819,2215310],[1105058,1994847],[1109253,1998190],[1110995,1999690],[1111225,1999992],[1116950,1761749],[1118743,2007157],[1119369,1764354],[1120485,2008657],[1122852,1772292],[1126756,2233439],[1127300,2015477],[1131205,2018892],[1131831,1777012],[1139414,2243385],[1140965,2027363],[1142937,2029165],[1152197,2037830],[1153555,2254528],[1153794,2039666],[1155976,1802029],[1159012,2044650],[1160632,2046547],[1160749,1806811],[1161811,2047354],[1163553,2048854],[1164821,1814542],[1168438,2053743],[1168912,2267560],[1169508,1814937],[1173043,2057821],[1174401,2272243],[1174640,2059657],[1179858,2064641],[1183375,1311196],[1184859,2070164],[1185333,2282282],[1186425,1312422],[1187351,1835110],[1189613,2075114],[1197863,2081350],[1198489,1844487],[1198983,2082212],[1200725,2083712],[1207833,2088775],[1209575,2090275],[1210681,2091205],[1211969,1612177],[1215510,2095026],[1216136,1860133],[1223719,2309801],[1224518,2310722],[1226276,1869496],[1226393,1616931],[1231437,2107990],[1231667,2108292],[1236193,1878463],[1237372,2112741],[1237998,1880124],[1241340,2116033],[1245953,2120405],[1246070,1888447],[1247132,2121212],[1248874,2122712],[1250142,1896178],[1253759,2127601],[1254233,2331171],[1254829,1896573],[1258748,2131503],[1258865,1900707],[1265015,2136390],[1266231,1393719],[1266675,2138319],[1267149,2340284],[1268665,1909064],[1273812,2143503],[1278117,1396065],[1279604,2148682],[1281346,2150182],[1281576,2150484],[1284049,1924826],[1287301,1927174],[1289088,1929546],[1291320,2159148],[1291946,1931571],[1296646,2361981],[1296885,2164276],[1299529,1949636],[1301080,2167619],[1302822,2169119],[1303052,2169421],[1308777,1948020],[1311715,1441300],[1312312,2178086],[1313670,2375657],[1313909,2179922],[1314679,1442155],[1316091,1956588],[1319127,2184906],[1322197,2187455],[1323204,2187494],[1327147,2190518],[1327264,1966013],[1328267,1966333],[1329446,2192113],[1332073,1732777],[1338243,2198088],[1338869,1975107],[1339363,2198950],[1339989,1976097],[1341105,2200450],[1341267,1740508],[1344794,2203056],[1344911,1980735],[1351061,2207943],[1352277,1480525],[1352721,2209872],[1353195,2401149],[1353948,2211062],[1355777,1745113],[1360235,2214448],[1360861,1994044],[1363097,2216810],[1366786,1999062],[1366903,1755570],[1370205,2221873],[1371947,2223373],[1375650,2007665],[1377882,2228124],[1378508,2009690],[1383208,2419890],[1383447,2233252],[1386091,1763365],[1388304,2241613],[1388635,2019400],[1394213,2240852],[1395358,1523640],[1395955,2242352],[1396234,2428131],[1396473,2243198],[1403063,2247415],[1404805,2248915],[1405911,2249845],[1407199,1525615],[1410740,2253666],[1411366,2038863],[1419748,2444575],[142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] cell #3183 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [331392,774355],[340911,1026943],[343588,1030876],[343915,797319],[377475,848213],[404477,1145346],[413932,1151687],[416873,910883],[421722,916314],[431241,1182613],[433918,1186546],[434245,939278],[456495,959075],[476770,996342],[485292,1273302],[485950,1265469],[495795,1027133],[505329,1037818],[506040,1305461],[508320,1298724],[508647,1045347],[515495,1311802],[518436,1060440],[529395,1073642],[543201,1081475],[543859,1351515],[566194,1120939],[566905,1113634],[569185,1385286],[569512,1128468],[571447,1388105],[574816,1145536],[575653,1395445],[593850,1419923],[595539,1162969],[597485,1169017],[597914,1436060],[598572,1428227],[600381,1170169],[608417,1182803],[616415,1192875],[632809,1211135],[635058,1474911],[638427,959265],[639264,1482251],[650524,1232997],[660266,1506729],[661955,1248290],[663901,1254338],[664330,1240830],[664988,1515033],[666797,1255490],[668746,1517969],[670212,1519755],[673709,1265659],[690530,1547891],[693209,1549837],[693662,1289714],[694675,1551623],[695467,1037936],[696807,1296655],[698044,1305651],[698881,1558963],[712865,1312766],[716183,1064213],[717628,1321593],[723542,1589293],[728648,1333255],[732569,1598756],[735188,1340521],[736272,1353300],[737722,1604531],[739188,1606317],[742685,1351705],[747585,1355247],[754850,1362587],[763979,1373507],[764762,1635883],[765215,1376276],[766228,1637669],[767020,1121057],[768360,1383217],[769597,1113824],[770434,1645009],[775480,1648799],[775933,1389261],[791449,1406365],[793698,1670141],[797904,1677481],[800719,1679322],[800837,1419757],[801844,1680341],[803310,1682127],[804528,1426891],[806807,1428417],[820595,1443520],[822541,1185438],[823628,1710263],[825437,1190469],[827216,1192135],[832917,1717699],[833370,1458630],[835423,1720525],[837893,1463249],[840876,1466114],[842341,1726776],[843807,1728562],[845589,1211253],[845999,1483049],[849338,1734120],[849791,1476067],[857884,1485111],[859788,1486897],[863798,1749408],[866365,1233187],[868904,1496773],[872825,1758871],[875444,1504039],[876169,1504113],[876853,1763627],[876971,1506563],[877978,1764646],[879444,1766432],[880662,1513697],[882941,1515223],[888261,1776285],[888379,1519589],[898077,1529631],[901998,1790583],[904617,1536897],[905701,1267254],[907151,1796358],[908617,1798144],[912114,1548081],[915276,1550318],[917439,1808154],[917892,1552779],[933408,1569883],[934644,1312383],[935657,1829496],[936449,1312884],[937789,1313679],[939863,1836836],[944311,1839677],[949356,1843760],[949474,1589127],[951135,1590372],[951560,1845769],[954071,1604248],[954499,1332515],[956792,1595891],[957613,1335517],[960200,1853378],[960653,1599912],[962706,1856204],[962934,1613244],[966380,1859406],[966498,1606151],[975345,1354507],[976532,1616327],[977350,1356403],[981046,1873369],[981499,1621388],[983552,1876195],[986022,1626007],[987926,1627793],[989005,1628872],[990470,1882446],[991936,1884232],[993718,1373625],[994503,1373697],[995304,1636364],[997467,1889790],[997920,1638825],[1007299,1649280],[1012100,1396026],[1014153,1906796],[1016623,1658479],[1019606,1661344],[1021071,1913047],[1022537,1914833],[1024319,1406483],[1024729,1396243],[1028068,1920391],[1028521,1671297],[1034183,1677407],[1047634,1692003],[1051555,1945142],[1054174,1699269],[1054899,1699343],[1055701,1442371],[1056708,1950917],[1058174,1952703],[1059392,1444328],[1061671,1710453],[1066302,1961620],[1066494,1961793],[1068597,1717416],[1071498,1718180],[1072438,1718739],[1076219,1732789],[1077394,1970297],[1078942,1465374],[1079146,1206090],[1082439,1974380],[1082557,1728396],[1084218,1729641],[1084643,1976389],[1085096,1730797],[1088935,1734601],[1093736,1482832],[1095789,1986824],[1098870,1989234],[1099298,1486157],[1099430,1226832],[1103915,1993317],[1104033,1749242],[1105694,1750487],[1106119,1995326],[1109058,1496033],[1110245,1754966],[1111063,1497929],[1111351,1756006],[1112172,1499035],[1114759,2002935],[1115212,1760027],[1117265,2005761],[1135745,1525831],[1137406,1782199],[1137831,2024499],[1140342,1517686],[1140770,1528891],[1143063,1787718],[1143884,1531893],[1146471,2032108],[1146924,1791739],[1148977,2034934],[1149205,1526682],[1152651,2038136],[1152769,1797978],[1154430,1799223],[1159143,1548009],[1167770,1559544],[1169823,2054925],[1172293,1817834],[1174197,1819620],[1175276,1820699],[1176741,2061176],[1178207,2062962],[1179989,1570001],[1180774,1570073],[1181575,1573073],[1183738,2068520],[1184191,1830652],[1189853,1836762],[1192709,1839732],[1194945,1843448],[1198788,1589632],[1202091,1857560],[1203795,2085864],[1203987,2086037],[1205528,1335325],[1208991,1853859],[1209931,1854418],[1210749,1601018],[1220050,1612393],[1221711,1865320],[1222136,2100633],[1225657,2103579],[1225849,2103752],[1226200,1356211],[1227952,1873086],[1230853,1873850],[1231793,1874409],[1232614,1622494],[1236749,2112256],[1237177,1627053],[1237309,1367342],[1238297,1628132],[1238501,1368462],[1241794,2116339],[1241912,1884066],[1243998,2118348],[1244451,1886467],[1253091,1645590],[1255144,2128783],[1258321,2131222],[1260424,1648516]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] cell #3184 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3185 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3186 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [668722,1518062],[690005,1545265],[695480,1552202],[737698,1604624],[767033,1638248],[796746,1673791],[801820,1680434],[803110,1681552],[823103,1707637],[842317,1726869],[842465,1727036],[845602,1730220],[877954,1764739],[879244,1765857],[907127,1796451],[907275,1796618],[910859,1800600],[917415,1808247],[924412,1816603],[936462,1830075],[938705,1833146],[951536,1845862],[957626,1851112],[959241,1852575],[962506,1855629],[990446,1882539],[990594,1882706],[993731,1885890],[997443,1889883],[1004440,1898239],[1021047,1913140],[1021195,1913307],[1024332,1916491],[1027109,1919588],[1040675,1688870],[1044774,1938182],[1056684,1951010],[1056832,1951177],[1057974,1952128],[1060416,1955159],[1066470,1961826],[1079445,1725306],[1079813,1972215],[1084619,1976482],[1106095,1995419],[1106243,1995586],[1112185,2000669],[1113800,2002132],[1117065,2005186],[1123796,1773175],[1127895,2016301],[1137807,2024592],[1137955,2024759],[1143897,2029842],[1145512,2031305],[1148777,2034359],[1159156,2044629],[1161314,2047119],[1164870,1814589],[1170145,2055196],[1176717,2061269],[1176865,2061436],[1180002,2064620],[1182779,2067717],[1183714,2068613],[1190482,1319722],[1190711,1319900],[1192284,2077736],[1203963,2086070],[1205375,2087078],[1205814,1850922],[1212913,1613060],[1222112,2100726],[1222260,2100893],[1225825,2103785],[1226958,2104605],[1232627,2108969],[1233163,2109442],[1238800,1880976],[1239168,2114174],[1243974,2118441],[1244122,2118608],[1246635,2120977],[1250191,1896225],[1255466,2129054],[1258297,2131255],[1259430,2132075],[1265635,2136912],[1271272,1911577],[1271640,2141644],[1276446,2145911],[1282536,2151161],[1287416,2155678],[1289137,1929593],[1289690,2158093],[1293233,1937029],[1297922,2164848],[1298070,2165015],[1304012,2170098],[1305627,2171561],[1308892,2174615],[1312396,1441865],[1315623,1443038],[1319271,2184885],[1321686,1961417],[1327829,2191090],[1332664,2194474],[1334632,1971602],[1341316,1740555],[1344343,2202808],[1345476,2203628],[1351681,2208465],[1354656,2210834],[1355826,1990209],[1356379,2211894],[1361663,1994896],[1362031,2215881],[1366335,2219168],[1367468,2219988],[1367747,2220176],[1368186,2000479],[1373673,2224825],[1375699,2007712],[1376252,2227069],[1379795,2015148],[1384484,2233824],[1384632,2233991],[1387514,2236376],[1388684,2019447],[1389237,2237436],[1396039,1524205],[1399193,2244710],[1400605,2245718],[1401044,2029652],[1408143,1526498],[1412168,2039715],[1412536,2255099],[1414792,1802594],[1417342,2259366],[1417490,2259533],[1419332,2261365],[1419348,2047017],[1421055,2262425],[1422188,2263245],[1427857,2267609],[1428393,2268082],[1434030,2059706],[1434398,2272814],[1439204,2277081],[1439352,2277248],[1442670,1572075],[1445294,2282331],[1445421,1572920],[1450174,2286848],[1458053,2081905],[1458606,2292512],[1459712,2293223],[1462819,1858155],[1463342,2085661],[1468352,2298588],[1469485,2299408],[1470605,2300196],[1471895,1865591],[1474320,2302792],[1475490,2095581],[1476043,2303852],[1482845,1610767],[1485204,2103376],[1486306,2311095],[1486322,2104443],[1491347,2314318],[1491626,2314506],[1492065,2108779],[1496182,2317702],[1497352,2113231],[1497905,2318762],[1498150,2113561],[1506138,2324976],[1506154,2120875],[1507861,2326036],[1508994,2326856],[1514663,2331220],[1515199,2331693],[1519164,2334538],[1519180,2131973],[1526130,1653283],[1527648,2340333],[1529040,2341145],[1531008,2141031],[1537692,1655234],[1540719,2349479],[1541852,2350299],[1542131,2350487],[1542570,2150971],[1544897,1924875],[1548057,2355136],[1549930,2157686],[1551032,2357505],[1552755,2358565],[1558039,2164325],[1558407,2362552],[1559557,1686577],[1562711,2365839],[1563844,2366659],[1564123,2366847],[1564562,2169908],[1570049,2371496],[1573359,1701384],[1575686,2179971],[1576054,2376228],[1576171,1702230],[1578310,1957153],[1580860,2380495],[1581008,2380662],[1586037,1965086],[1588702,2385290],[1588718,2190988],[1589781,2385922],[1591504,2386982],[1593385,1978916],[1598165,2390670],[1599335,2198643],[1599888,2391730],[1600441,2199440],[1600994,2392441],[1602127,2393261],[1605726,2395403],[1605742,2203526],[1612692,1738604],[1614210,2401198],[1614845,2401542],[1616420,2211485],[1620811,2215003],[1621364,2405134],[1621609,2215268],[1626100,2218759],[1627202,2408807],[1627218,2219826],[1631110,2411210],[1632243,2412030],[1635976,2226662],[1637078,2415414],[1638801,2416474],[1644085,2233301],[1644453,2420461],[1645603,1770882],[1648892,2237029],[1650675,1777864],[1654942,2427076],[1655673,1780545],[1656880,2243247],[1657248,2428702],[1658049,1775034],[1658572,2244301],[1663582,2432441],[1664715,2433261],[1665835,2434049],[1667125,1782470],[1669550,2436645],[1670720,2254221],[1671273,2437705],[1671518,2254486],[1674230,2042396],[1681536,2444948],[1686856,2448359],[1687295,2267419],[1688502,1812638],[1690020,2066306],[1691412,2451555],[1692582,2271871],[1693135,2452615],[1693380,2272201],[1703091,2459889],[1704224,2460709],[1704503,2460897],[1704942,2282141],[1707269,2073004],[1710429,2465546],[1713444,2467707],[171429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] cell #3187 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [294188],[302886],[314055],[368846],[370665],[382250],[383281],[390237],[390948],[409911],[447256],[450589],[461304],[465499],[468141],[469172],[469960],[489372],[491191],[498070],[499539],[510763],[511474],[527630],[534382],[536562],[550742],[552922],[556804],[557666],[560999],[581109],[584442],[588903],[590417],[599352],[601994],[603025],[603813],[610692],[612161],[616148],[628825],[631044],[646540],[648759],[655511],[657691],[665768],[674301],[676135],[681053],[683233],[687977],[689796],[691310],[697413],[699593],[701233],[703475],[704337],[707670],[712131],[713645],[717822],[728381],[730919],[743277],[745111],[747318],[749856],[759995],[768966],[771146],[772786],[774788],[775124],[782244],[787465],[789684],[796436],[798616],[805180],[805435],[807399],[809233],[814151],[816331],[821075],[822894],[824408],[838087],[846605],[848646],[848982],[856102],[858078],[871175],[881314],[881569],[883533],[885367],[887251],[887502],[887911],[895268],[897810],[900348],[910487],[912345],[912706],[914540],[916747],[917083],[919285],[919390],[924203],[929424],[938395],[940575],[942215],[959508],[959844],[963586],[963841],[965370],[965621],[966030],[973387],[994734],[996775],[997111],[999313],[999418],[1004231],[1005695],[1005863],[1006378],[1016817],[1025335],[1027376],[1027712],[1029914],[1032444],[1034832],[1036808],[1037059],[1037468],[1039820],[1049905],[1060044],[1060299],[1061902],[1074075],[1074411],[1081429],[1081680],[1082089],[1085449],[1085554],[1087331],[1087499],[1088014],[1114067],[1114403],[1118145],[1119929],[1120180],[1120589],[1122941],[1128816],[1129765],[1145779],[1146115],[1149857],[1150112],[1151641],[1151892],[1152301],[1156701],[1161533],[1162048],[1181005],[1185584],[1185689],[1188114],[1197417],[1200169],[1200420],[1200829],[1202859],[1202964],[1207555],[1208036],[1208070],[1212058],[1213121],[1214070],[1233430],[1233766],[1240784],[1241035],[1241444],[1244804],[1246854],[1247369],[1256407],[1273256],[1273507],[1273916],[1277276],[1277381],[1279326],[1279807],[1279841],[1289880],[1305894],[1306230],[1309972],[1314768],[1316816],[1324486],[1324591],[1325937],[1329168],[1329683],[1331729],[1332234],[1336803],[1342453],[1359789],[1362541],[1362792],[1363201],[1365231],[1369927],[1370408],[1370442],[1376442],[1398089],[1398194],[1402785],[1403266],[1403300],[1407288],[1409300],[1436014],[1436265],[1436674],[1440034],[1442565],[1452022],[1454869],[1455374],[1456423],[1456716],[1459902],[1462145],[1462446],[1488004],[1488109],[1489455],[1492686],[1493167],[1493201],[1495247],[1500321],[1526025],[1528105],[1528610],[1533179],[1561607],[1566303],[1566784],[1566818],[1582980],[1585363],[1585664],[1586727],[1597705],[1612587],[1614780],[1617627],[1618132],[1619181],[1619474],[1622660],[1625204],[1634063],[1651653],[1657375],[1657676],[1688397],[1690477],[1695551],[1712221],[1714232],[1715906],[1725996],[1736974],[1743095],[1745478],[1745779],[1746842],[1757820],[1772702],[1778554],[1789532],[1804414],[1817031],[1825890],[1840490],[1849911],[1851585],[1861675],[1867891],[1871576],[1881666],[1902177],[1912267],[1923245],[1944091],[1958973],[1962148],[1971110],[1982205],[2001142],[2028641],[2030315],[2040405],[2060396],[2086392],[2140539],[2151634],[2170571],[2245032], [393198,762214],[467714,868637],[513724,931643],[525411,950868],[554837,986216],[601567,1047367],[612942,1062263],[618686,1072632],[672082,1137139],[692375,1159658],[701508,1172487],[709885,1183046],[741058,1221444],[777326,1264459],[779856,1265902],[792781,1279158],[818246,1311756],[851184,1350505],[853714,1351948],[892054,1392647],[892311,1395399],[905842,1408351],[921815,1428660],[970173,1479453],[970430,1482205],[1001843,1515466],[1006344,1520862],[1010338,1522313],[1025622,1538829],[1041611,1556165],[1041868,1558917],[1087980,1607424],[1091974,1608875],[1124732,1642211],[1124989,1644963],[1130206,1650099],[1134306,1651946],[1162014,1683234],[1166008,1684685],[1214511,1735420],[1218611,1737267],[1234671,1752803],[1247335,1767539],[1251329,1768990],[1257774,1777491],[1290321,1809454],[1291523,1811008],[1294421,1811301],[1329649,1847583],[1343820,1860612],[1363367,1876568],[1376883,1891090],[1378085,1892644],[1380983,1892937],[1420532,1932050],[1421686,1933113],[1460343,1968546],[1471305,1978203],[1484810,1988766],[1493839,1996354],[1507338,2010169],[1508492,2011232],[1552232,2050306],[1574461,2071374],[1585176,2078898],[1590981,2084234],[1601625,2092790],[1615011,2103142],[1638278,2124164],[1666535,2147632],[1703722,2180661],[1714463,2188284],[1724445,2195636],[1730250,2200972],[1742857,2210219],[1793452,2251430],[1830105,2282804],[1840252,2289652],[1850142,2296602],[1910716,2342307],[1916521,2347643],[1970872,2388870],[2028872,2430455],[2140301,2509396] ] cell #3188 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [401213,1130035],[421080,1163021],[453231,1214340],[476128,1248342],[502776,1290150],[503807,1291345],[533247,1337244],[534743,1337073],[537365,1340573],[563641,1376712],[564672,1377907],[587084,1409570],[590575,1156444],[595157,1421515],[609981,1443572],[622573,1460172],[627618,1467829],[628069,1466166],[632075,1471127],[654376,1500762],[655872,1500591],[658494,1504091],[661573,1508321],[679918,1533620],[681414,1533449],[684036,1536949],[689644,1283801],[710312,1573088],[711343,1574283],[713803,1316559],[718301,1584161],[730402,1596504],[730662,1596592],[734806,1601454],[753109,1623101],[753743,1622930],[758788,1630587],[759239,1628924],[763245,1633885],[781213,1655402],[786258,1663059],[786709,1661396],[790715,1666357],[795301,1409741],[796797,1413841],[799419,1677459],[809391,1429901],[813016,1695992],[814512,1695821],[817134,1699321],[820213,1703551],[822742,1446559],[827402,1713044],[838566,1723430],[839992,1724685],[840456,1725251],[855071,1740723],[858557,1744276],[859675,1745291],[864461,1751096],[864912,1750539],[870658,1756619],[870918,1756707],[874428,1761740],[875062,1761569],[885525,1516707],[887730,1775988],[899831,1788331],[900091,1788419],[904235,1793281],[909280,1540196],[909731,1799275],[913737,1804236],[920132,1559577],[922538,1814928],[923172,1814757],[924051,1559743],[928217,1822414],[928668,1820751],[932674,1825712],[937260,1573259],[938756,1577359],[941378,1836814],[943764,1839429],[954685,1848723],[956675,1850388],[965849,1859109],[975531,1868714],[976750,1869902],[977205,1870133],[982375,1875022],[982635,1875110],[986695,1879100],[987813,1880115],[988121,1880355],[988585,1880921],[992599,1885920],[1000160,1645623],[1002566,1896564],[1003200,1896393],[1004079,1645789],[1006132,1899315],[1014826,1655573],[1017296,1909701],[1018722,1910956],[1019186,1911522],[1029397,1922044],[1029657,1922132],[1031688,1675832],[1033801,1926994],[1036325,1680040],[1037287,1930547],[1038405,1931562],[1039740,1687916],[1043191,1937367],[1043642,1936810],[1044825,1689069],[1049388,1942890],[1049648,1942978],[1053158,1948011],[1053792,1947840],[1058837,1702568],[1059288,1953834],[1063294,1958795],[1064097,1190350],[1064255,1190502],[1073111,1966970],[1076847,1970049],[1081908,1974083],[1084105,1976088],[1086296,1482865],[1087768,1979343],[1096462,1740894],[1098323,1988986],[1099484,1989809],[1099518,1990047],[1104810,1994275],[1105274,1994841],[1109244,1998280],[1110463,1999468],[1110918,1999699],[1111234,1999945],[1119446,1764345],[1120408,2008666],[1121526,2009681],[1122861,1772221],[1126312,2015486],[1126763,2014929],[1127946,1773374],[1131908,1777003],[1138970,1782808],[1139421,2026337],[1140956,2027453],[1142946,2029118],[1152120,2037839],[1153546,2039094],[1154010,2039660],[1156184,1802038],[1160758,1806607],[1161365,1806838],[1161802,2047444],[1163476,2048863],[1164815,1814487],[1168646,2053752],[1168906,2053840],[1172966,2057830],[1174084,2058845],[1174392,2059085],[1174856,2059651],[1178870,2064650],[1183382,1311273],[1185067,2070173],[1185327,2070261],[1186431,1312416],[1187358,1835187],[1188837,2075294],[1189471,2075123],[1198566,1844478],[1198974,2082302],[1200648,2083721],[1207824,2088865],[1210149,2090983],[1210604,2091214],[1211722,2092229],[1211978,1612106],[1216213,1860124],[1223275,1865929],[1223726,2102471],[1224509,2102959],[1226285,2104107],[1231676,2108245],[1236202,2112008],[1237363,2112831],[1237397,2113069],[1241263,2116042],[1246079,1888243],[1246686,1888474],[1247123,2121302],[1248797,2122721],[1250136,1896123],[1253967,2127610],[1254227,2127698],[1258874,1900503],[1259481,1900734],[1264938,2136399],[1266238,1393796],[1266883,2138328],[1267143,2138416],[1268674,2139478],[1273735,2143512],[1275932,2145517],[1278123,1396059],[1279595,2148772],[1281585,2150437],[1284265,1924820],[1288289,1927165],[1288931,1929128],[1289082,1929366],[1291311,2159238],[1296637,2163704],[1297101,2164270],[1299536,1949713],[1301071,2167709],[1302290,2168897],[1302745,2169128],[1303061,2169374],[1312007,1441309],[1312235,2178095],[1313353,2179110],[1313661,2179350],[1314125,2179916],[1314688,1442084],[1316299,1956597],[1318139,2184915],[1323195,2188101],[1327273,1965809],[1327880,1966040],[1328276,2191380],[1329437,2192203],[1332082,1732573],[1338946,1975098],[1339354,2199040],[1339388,2199278],[1341028,2200459],[1341261,1740453],[1344920,1980531],[1345527,1980762],[1350984,2207952],[1352284,1480602],[1352929,2209881],[1353189,2209969],[1353957,2210453],[1360938,1994035],[1363020,2216819],[1366795,2219490],[1370196,2221963],[1374094,2225327],[1375493,2007247],[1375644,2007485],[1377873,2228214],[1383199,2232680],[1383663,2233246],[1386098,1763442],[1388478,2018982],[1388629,2019220],[1390518,2241622],[1394204,2240942],[1395650,1523649],[1395878,2242361],[1396225,2242626],[1396689,2243192],[1403054,2247505],[1405379,2249623],[1405834,2249854],[1406952,2250869],[1407208,1525544],[1411443,2038854],[1416828,2258972],[1418505,2044659],[1419165,2046621],[1419739,2261599],[1426906,2266885],[1428996,1557314],[14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] cell #3189 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3190 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3191 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3192 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [81575,2076356],[108337,2178266],[109432,1960238],[131162,2242532],[142176,2280166],[142376,2071510],[155553,2308948],[169655,2339098],[169855,2147768],[179738,2363661],[183276,2180420],[183333,2374227],[198955,2399963],[199155,1978339],[211688,2421570],[213549,2424509],[215797,2251189],[215854,2427563],[224046,2041924],[227775,2449508],[227975,1811144],[232268,2282573],[248160,2479557],[250408,2092549],[250465,2482611],[262149,2333235],[265217,2501526],[265417,1892780],[266733,2340981],[267543,2504504],[270140,2347412],[279695,2152794],[279895,1414434],[281931,2523804],[284179,1932872],[284236,2526858],[292428,2182180],[304365,1725103],[306973,2194310],[307783,2553617],[310380,2200741],[323722,2422082],[323922,1773967],[325132,2569887],[327380,2010991],[327437,2572941],[329225,2429279],[329647,2575305],[341827,2039512],[344075,1544652],[344132,2256629],[345922,2047668],[346732,2592566],[347430,1291383],[349329,2050075],[355816,2269624],[358884,2283964],[359084,1577952],[364832,2290656],[367051,2613320],[372328,1850734],[375308,2295426],[375730,2618506],[389074,2498120],[392427,1880773],[394199,1897626],[394256,2502383],[395035,2121526],[395845,2632806],[396543,1377945],[398442,2123933],[400298,2508486],[402386,1899539],[411390,1911374],[413998,1411923],[414808,2150783],[417405,1156837],[419555,2158580],[419977,2652277],[421229,1163279],[430747,2364173],[430947,1689662],[432157,2179768],[434405,1707024],[434462,2377758],[440502,2547208],[441002,2383978],[441866,2192427],[443464,2670678],[448775,1725764],[451436,1471165],[452316,2387960],[454404,1979567],[464127,2403278],[466346,1994693],[467801,2008837],[467908,2569896],[471623,2000291],[473667,1244940],[474603,2227556],[475025,2686888],[476277,1248600],[482844,2018324],[485358,1271027],[487577,2243044],[492854,2029464],[495834,1282178],[496256,2040173],[501861,1816800],[503507,1040138],[509600,2446102],[512953,2059503],[514725,1815990],[514782,2450365],[515561,1575441],[516371,2281953],[517069,1574321],[518968,1316952],[525498,2083892],[525605,2613329],[525853,2468280],[527077,2293710],[528361,2719409],[530294,1594879],[534552,1596630],[535916,2089089],[537514,1340831],[540753,2094458],[543267,1079200],[545486,2309460],[550912,1875148],[551412,2485541],[552276,2315655],[553874,2108591],[554771,2632452],[555479,1365367],[559185,1881434],[561846,1633923],[562726,1624973],[564372,1123259],[571839,1901946],[574355,2335692],[574855,1143539],[575719,1656635],[577317,2339955],[582628,1912035],[585289,1666395],[586169,908093],[588257,2148996],[593326,918595],[597980,1433785],[600199,2164122],[601654,1930718],[601761,2523813],[605476,2169720],[607520,1440170],[608456,1444936],[608878,2180429],[610130,1443830],[614987,2759211],[617996,1453597],[618620,2670324],[619328,1456559],[620728,1715675],[628912,1974254],[629019,1467316],[630491,2197520],[631775,1212376],[635450,1981974],[637966,2396557],[638466,957268],[639330,1741956],[640928,2400820],[646627,2216990],[646734,1489178],[646982,2558610],[648206,2406332],[649490,1746610],[651079,1495006],[651423,1495015],[655681,1756745],[657045,2222187],[658643,1504349],[659742,998623],[664396,1238555],[666615,2233098],[669688,776636],[672169,1776159],[672276,2424518],[672524,1022013],[673748,1527290],[675032,2251198],[676965,1786706],[681223,1788457],[682587,2247729],[684185,1537207],[687424,2253098],[692157,1804274],[697583,2053878],[698083,1303654],[698947,1557794],[700545,2267231],[701442,2592212],[702150,1561743],[705856,2060164],[708517,1825750],[709397,818382],[711043,1315086],[716699,2717577],[718104,1839594],[720808,1586486],[721152,1586495],[723018,1074883],[727220,1334457],[730853,1597024],[731561,1597841],[732961,1851354],[738664,850494],[741145,1859280],[741252,2479566],[741500,843283],[742724,1613852],[744008,2092558],[746157,1870725],[749166,1353489],[749790,1618500],[750498,1619317],[751898,1871345],[754916,1361418],[760082,2116213],[760189,1630074],[761661,2320748],[762945,1117657],[769136,2127736],[769636,1111827],[770500,1643840],[772098,2330842],[773627,2340990],[777260,2504150],[777968,1651789],[779368,892447],[787552,2143683],[787659,1662546],[789131,2344191],[790415,1407606],[794090,2151403],[796606,1922170],[797970,1928227],[799568,1677717],[805267,1684132],[805374,1684408],[805622,1177683],[806846,1427499],[808130,1932881],[809719,1690236],[810063,1690245],[814321,1943016],[815685,2368858],[817283,1699579],[825255,1958833],[827474,1713268],[828879,1715055],[829985,1194077],[836964,1464382],[838369,1970214],[841073,1725755],[841417,1469657],[846775,2210007],[847485,2194319],[851118,2553263],[851826,1737110],[853226,970566],[856955,1745949],[858360,1989151],[859854,1488902],[861064,1746601],[861408,1226010],[863274,983944],[866404,1232269],[867476,1235812],[871109,1757139],[871817,1757956],[873217,2000911],[874722,2006687],[876235,1502944],[881401,1768437],[881508,1768713],[881756,991412],[882980,1514305],[884264,2011000],[886128,2428925],[887533,1008715],[890237,1778313],[890581,1778322],[896649,1530833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] cell #3193 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3194 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3195 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [163373],[208175],[231866],[257912],[261197],[288915],[292705],[297035],[318960],[345446],[351579],[354864],[359185],[364151],[388274],[404060],[418833],[425985],[431535],[434820],[439702],[456078],[484677],[486244],[496162],[501333],[508800],[515668],[521044],[542586],[544153],[573555],[575183],[575826],[586806],[598866],[608018],[637166],[638794],[639437],[665282],[667715],[673161],[673310],[685076],[698411],[699054],[736691],[742137],[742286],[769964],[770607],[773485],[778244],[806259],[806408],[831886],[847343],[852102],[866732],[882393],[882542],[886196],[915444],[920203],[948486],[964315],[980015],[984581],[995472],[1000231],[1007467],[1035753],[1070471],[1071666],[1089103],[1103045],[1106853],[1118874],[1131336],[1197994],[1209159],[1215641],[1224575],[1229826],[1231021],[1280930],[1323261],[1338374],[1360366],[1371531],[1404389],[1410871],[1464917],[1486779],[1501892],[1534750],[1567907],[1627675],[1660147],[1697122],[1729523],[1819502],[1915794],[2043932] ] cell #3196 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473018],[560694],[606871],[651571],[657385],[707365],[715189],[721300],[755834],[800331],[810211],[816025],[824103],[831013],[867191],[890729],[914235],[925263],[934455],[940269],[947237],[968848],[1009743],[1011911],[1026365],[1034526],[1045921],[1055883],[1091379],[1093547],[1133508],[1135049],[1135927],[1150934],[1167581],[1181600],[1217813],[1219354],[1220232],[1252902],[1262646],[1263350],[1278393],[1295164],[1296042],[1348692],[1349396],[1381726],[1382604],[1390200],[1391882],[1425404],[1426108],[1477006],[1478688],[1494582],[1512210],[1512914],[1520438],[1553718],[1555400],[1607000],[1624579],[1639764],[1641446],[1682810],[1684195],[1721514],[1752038],[1767115],[1768500],[1810584],[1847159],[1857193],[1868516],[1892220],[1954771],[1962773],[1977779],[2035923],[2070950],[2087017],[2147208],[2245657], 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69,2342081],[1662333,2145652],[1664279,2512132],[1675329,2157242],[1686141,1936362],[1692992,2366187],[1697191,2659177],[1729245,2199104],[1736550,2207435],[1736828,2203755],[1750091,1752316],[1757396,1999182],[1757674,2412157],[1760966,1762939],[1770446,2014481],[1789108,2249337],[1789386,2433388],[1792678,2433577],[1800212,2259107],[1802158,2260663],[1810862,2050738],[1819224,2271535],[1821688,2058980],[1823634,2600194],[1834684,2074520],[1852017,2091379],[1870298,1872008],[1884915,1887140],[1885193,2324632],[1892498,2124596],[1915516,2345775],[1922821,2354106],[1923099,2350426],[1926391,2519468],[1943667,2168611],[1943945,2532683],[1947237,1949210],[1956717,2183910],[1978057,2201404],[1999864,2001574],[2030747,2250019],[2043654,2441275],[2063645,2065870],[2063923,2458485],[2071228,2283236],[2147486,2348075],[2152066,2354788],[2169293,2171003],[2184188,2379041],[2257912,2260941] ] cell #3197 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [421085,1681790],[435603,2185916],[476133,1766095],[503802,1808518],[515847,2280523],[520401,2076622],[537370,1855867],[564667,1890154],[576005,2339455],[595014,1683683],[608383,2374127],[608789,2181258],[609986,1952366],[628074,1972315],[632070,1976753],[639616,2400320],[658499,2005424],[661430,1767988],[673675,2427463],[674081,2252027],[684041,2034597],[693099,1553206],[699233,2449865],[709279,2282568],[709575,2459502],[711338,2068884],[730592,2087245],[730657,2087714],[734663,1856681],[742651,2482511],[743057,2093387],[759244,2114274],[763240,2118712],[764652,1639252],[770786,2501883],[775370,1389688],[776999,2504499],[779250,2347407],[779546,2507121],[786714,2141744],[790710,2146182],[798256,2352855],[799424,2155916],[806773,2526758],[807179,1933710],[817139,2174853],[818148,2376470],[820070,1954259],[832807,1721002],[837230,1970583],[839911,2195817],[840660,2195858],[849228,1476494],[850857,2553612],[853108,2200736],[853404,2556234],[864917,2215981],[870848,2220343],[870913,2220812],[874919,2006238],[876521,2574180],[882907,2572841],[883313,2011829],[886286,2429274],[889824,2575568],[892213,2435097],[900021,2245885],[900086,2246354],[904092,2035411],[909736,2255199],[912080,2439591],[912486,1544918],[913732,2259637],[918958,2592561],[921209,2050070],[921505,2595183],[928673,2272914],[932669,2277352],[934081,1571973],[940215,2463265],[941383,2287086],[946383,1839963],[953542,2085642],[956613,2296775],[960090,1608979],[964405,2295421],[967943,2618769],[970332,2301244],[980936,1876672],[982565,2314673],[982630,2315142],[985359,2112542],[988040,2319045],[988789,2319086],[994469,2636197],[994875,1897892],[998986,2632801],[1001237,2123928],[1001533,2635423],[1005182,2508749],[1008060,2637627],[1011537,1653181],[1015960,2140012],[1018641,2342488],[1019390,2342529],[1027958,1408455],[1029587,2350654],[1029652,2351123],[1031838,1673977],[1032134,2517945],[1033658,1924773],[1035843,2158480],[1039381,2652540],[1041770,2160823],[1043647,2362652],[1049578,2367014],[1049643,2367483],[1053649,2175667],[1055251,2528097],[1059293,2376328],[1061637,2538886],[1062043,1707290],[1063289,2380766],[1068068,1961398],[1069549,2191914],[1070561,2383973],[1075246,2670673],[1075732,2194432],[1079466,1478940],[1086818,2388223],[1089696,2675069],[1093173,1738502],[1100942,1989520],[1104729,2405417],[1105478,2405458],[1108101,2218740],[1110038,2686472],[1111172,2409397],[1114649,1769094],[1117539,2016487],[1117835,2690115],[1118964,2227456],[1122502,2687151],[1124891,2229799],[1126768,2420561],[1128920,2579122],[1131426,2018224],[1132654,1775858],[1139426,2428802],[1139813,2244282],[1142884,2430628],[1146361,1522417],[1150676,1542317],[1150784,2037709],[1153465,2437988],[1154214,2438029],[1156603,1285000],[1160852,2262038],[1163730,2703889],[1167207,1812536],[1168836,2448526],[1168901,2448995],[1171630,2271182],[1174311,2452898],[1175060,2452939],[1180740,2595957],[1181146,1816256],[1185257,2461064],[1185322,2461533],[1187508,1833332],[1187804,2606007],[1189328,2072902],[1194458,2077694],[1195591,2292795],[1196904,2468543],[1198084,2293610],[1199768,2719396],[1201663,2719672],[1205561,1348434],[1207042,2091353],[1213225,2472097],[1215731,2094358],[1216959,1858979],[1223731,2483850],[1224356,2485413],[1227423,2103357],[1228904,1870272],[1229916,2485536],[1231614,2487443],[1235087,2317660],[1235620,2121883],[1236977,2732796],[1238821,1641698],[1244706,1374522],[1246173,2325649],[1249051,2733189],[1252528,1894172],[1254157,2500544],[1254222,2501013],[1258968,2130868],[1259895,1899519],[1261376,2338585],[1262388,1400791],[1262496,2143382],[1267073,2507895],[1267138,2508364],[1267559,2341103],[1271293,1392134],[1278452,2148976],[1278645,1412189],[1281523,2516519],[1289035,1939225],[1292769,1930417],[1296556,2525943],[1297305,2525984],[1299928,2365411],[1301865,2651861],[1302999,2529923],[1306476,1684789],[1309366,1938368],[1309662,2655504],[1310791,1704689],[1310899,2177965],[1313580,2537283],[1314329,2537324],[1316718,1447758],[1323042,2383850],[1324935,2385880],[1325468,2192784],[1326041,2543960],[1327367,2386595],[1329051,2760610],[1330259,2760668],[1335971,2198923],[1338464,2197420],[1345014,2202421],[1345941,1979547],[1347422,2399450],[1348542,1973953],[1353119,2557008],[1353184,2557477],[1353825,2558775],[1356830,2210792],[1357963,1989692],[1359276,2558873],[1360456,2406232],[1361684,1752290],[1365059,1495844],[1365440,2771380],[1367933,1511952],[1369414,1999838],[1375597,1752954],[1379331,2008536],[1383118,2572026],[1383867,2572067],[1388582,2020567],[1390821,2426648],[1391941,2247709],[1393314,1783809],[1393422,2242231],[1394998,2574889],[1396144,2578491],[1396893,2578532],[1402272,2249993],[1410961,2252998],[1419586,2592438],[1422653,2047648],[1424134,1810836],[1425146,1564309],[1425254,2274552],[1426844,2594468],[1430317,2451513],[1430850,2048025],[1432207,2703496],[1434051,1555652],[1439936,1570898],[1441210,2280146],[1441403,1575707],[1444281,2604581],[1452123,2793612],[1453933,2468445],[1456251,1587324],[1457951,1841837],[14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] cell #3198 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [137965,1038142],[164785,1121263],[178135,1163195],[195428,1211459],[210085,1248516],[213261,776482],[225968,1039984],[233278,1313090],[244108,1335581],[246368,1340747],[247872,850340],[261690,1373831],[263410,1123105],[276168,1406689],[281643,918441],[290825,1443746],[302891,1465733],[303150,1466194],[304077,969586],[305690,1212222],[321080,1499099],[323340,1504265],[324844,998469],[337775,1531957],[340035,1537123],[341539,792194],[344983,1548215],[355357,1570207],[357077,1314932],[366763,1074729],[368530,1333335],[370383,1595902],[370660,1596169],[370781,1092310],[387149,1622558],[390953,1628491],[391212,1628952],[392139,1124145],[393752,1374594],[409916,1660963],[410175,1661424],[411102,891467],[412715,1407452],[416225,1672467],[418485,1677633],[428105,1694329],[430365,1699495],[431869,934153],[435313,1710587],[439515,1192955],[444651,1463260],[447113,1724713],[447401,969758],[465504,1750106],[465763,1750567],[466058,1234084],[467825,1496853],[469678,1756017],[469955,1756284],[470076,1251665],[487289,1011609],[489056,1529711],[490909,1787729],[491186,1787996],[491307,1010674],[498075,1798842],[498334,1799303],[499261,796654],[499636,1545283],[500874,1285072],[507675,1814385],[511479,1820318],[511738,1820779],[512665,1041024],[514278,1570970],[517788,1831822],[520048,1836988],[520454,1319918],[524095,1321604],[525522,1590452],[530140,1593828],[545198,1093245],[549925,1355327],[552640,1874420],[552917,1874687],[553038,1363703],[555061,1626018],[557523,1880383],[557811,1124317],[568540,1896021],[573368,1130544],[578102,1908016],[578504,1658490],[580966,1910984],[581254,891639],[586768,1410079],[588621,1921442],[588898,1921709],[589019,906178],[590422,1673933],[590681,689912],[599357,1936377],[599616,1936838],[599911,1167279],[601678,1692083],[603531,1942288],[603808,1942555],[603929,1166344],[608842,1443056],[610697,1953401],[610956,1953862],[611883,938613],[612258,1707655],[613496,1447830],[614042,1190618],[617842,1452546],[618910,1718750],[628936,1729721],[636979,1214849],[641713,1988044],[642403,1989300],[645224,1485122],[646651,1486977],[648616,1994303],[648904,1234256],[651269,1753943],[657807,1505229],[665773,2014496],[666032,2014957],[666327,1252600],[670766,1257527],[672193,1782279],[673123,1533958],[674134,1526516],[676140,2025904],[676399,2026365],[676811,1785655],[685372,1539949],[687834,2039122],[688122,792366],[689514,796942],[689791,1800720],[696596,1290659],[699311,2053150],[699588,2053417],[699709,1295894],[700955,1044682],[701330,1816621],[701732,1817845],[704194,2059113],[704482,1041196],[709572,1573062],[709996,1573597],[710121,1313506],[711849,2069571],[712126,2069838],[712247,1055735],[713650,1833288],[713909,823010],[719156,1839743],[720998,1844746],[731143,1854429],[739742,1343573],[741169,1865400],[742099,1337582],[743110,1613078],[745116,2102038],[745375,2102499],[746073,2103625],[748398,1356467],[749012,1615304],[750080,1616338],[760106,1627873],[762359,1374766],[768149,1377221],[770864,2127008],[771141,2127275],[771262,1382456],[772508,1127803],[772883,1898257],[775129,2132217],[777550,1905021],[778540,1662812],[779543,1655376],[779967,1655911],[780092,1407105],[781962,2137726],[782239,2137993],[782360,1135779],[787576,1915992],[801043,2158729],[801459,1161150],[803864,1420285],[805291,1422024],[806221,1696330],[807232,1688888],[807256,2163732],[807544,1167451],[809238,1938324],[809497,924319],[809909,1940214],[816447,1700459],[818192,1443281],[818422,1702350],[818470,1702321],[820932,2179378],[821220,934325],[822612,938901],[822889,1955279],[828795,1961666],[836414,1460681],[839421,1970363],[841263,1975366],[848987,2203770],[851408,1985049],[852398,1467582],[853401,1740697],[853825,1741232],[853950,1211875],[855820,2209279],[856097,2209546],[856218,1220084],[859412,1486516],[861254,1744569],[869717,1497993],[871399,1754977],[877177,2227705],[877593,1246471],[879998,1507091],[881425,1508830],[882355,1501100],[883366,1773193],[883390,2232708],[883678,1252772],[885372,2016443],[885631,1004347],[886568,2236204],[887710,1777938],[887906,2237556],[888585,2018473],[889001,1259266],[890427,2023476],[892257,1536658],[892487,1782590],[892535,1782561],[895125,2242654],[895413,1011781],[900572,2033159],[910598,2044130],[915037,1288920],[915502,2262265],[917088,2047261],[917827,1291823],[919509,1551985],[920499,1822167],[921502,1814731],[921926,1815266],[922051,1038558],[923921,1044970],[924198,2055316],[929535,1819700],[931788,1571142],[933852,1573998],[940691,1578832],[949680,2293859],[950096,1327665],[952590,1590734],[956078,2085910],[961628,1601082],[963697,1601963],[964687,2302620],[965829,1861059],[966025,2303972],[966704,2094607],[967120,1345312],[968546,2099610],[970376,1340282],[970606,1865711],[970654,1865682],[973244,2309070],[973532,1093417],[976924,1616605],[984543,1623439],[987550,1627412],[989392,1879393],[995065,1375482],[995530,2325876],[997116,2121119],[997855,1378385],[999537,1638031],[1000527,1630340],[1001530,1896367],[1001954,1896902],[1002079,1121679],[1003949,1128091],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] cell #3199 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [208422],[261279],[289162],[319739],[322832],[354946],[359432],[366429],[389683],[419080],[426764],[429857],[434902],[442761],[468012],[486955],[501415],[510209],[516447],[519540],[527501],[544864],[576614],[577393],[586888],[592706],[601865],[609427],[614917],[640225],[641004],[673243],[674172],[675581],[685941],[700621],[710183],[742219],[743148],[744557],[772174],[773557],[779109],[781084],[791929],[806341],[808679],[847415],[852967],[854942],[882475],[884813],[886408],[891202],[921068],[923043],[948558],[964527],[969321],[984663],[1001096],[1003071],[1005139],[1035965],[1040759],[1070683],[1086775],[1103117],[1107718],[1119086],[1123880],[1131548],[1160809],[1196861],[1198206],[1215853],[1230038],[1233819],[1246130],[1258925],[1327324],[1338586],[1344971],[1354053],[1359233],[1360578],[1411083],[1454161],[1468980],[1490842],[1502104],[1534962],[1541347],[1595443],[1616919],[1631738],[1664210],[1697334],[1755558],[1787270],[1823565],[1855010],[1941829],[2033740],[2155059] ] cell #3200 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [104845,917702],[126970,997730],[137942,1038121],[152416,1084906],[164762,1121242],[178009,919488],[184099,1184001],[193481,1206287],[195405,1211438],[208551,1244261],[209959,999516],[220909,1276733],[224907,803843],[233255,1313069],[243987,1334943],[244085,1335560],[246242,1085652],[259743,1368659],[261667,1373810],[262349,879977],[267952,670745],[274221,1401517],[276145,1406668],[280372,1417629],[289291,1439491],[290699,1185787],[298079,952569],[300762,1204030],[302580,1465396],[302990,1465538],[308192,739721],[317454,1492538],[320959,1498461],[321057,1499078],[323214,1245007],[337654,1531319],[337752,1531936],[339909,1277479],[343036,1543043],[344960,1548194],[353410,1565035],[355334,1570186],[356016,818449],[359561,1581147],[363292,1066537],[368078,1332537],[370362,1595867],[372737,852377],[386141,1107128],[387028,1621920],[387126,1622537],[388824,1366402],[390642,1628154],[391052,1628296],[405104,892514],[407787,1399260],[409605,1660626],[410015,1660768],[415217,685351],[416104,1671829],[416202,1672446],[417347,1674703],[418359,1156904],[424479,1687768],[427984,1693691],[428082,1694308],[430239,1440237],[433366,1705415],[435290,1710566],[435631,1450913],[439063,1192157],[440252,1459779],[444630,1463225],[447677,969737],[457122,970633],[462587,1225892],[465193,1749769],[465603,1749911],[467373,1496055],[469657,1755982],[472032,1000506],[479527,1772073],[483818,1006623],[488233,1784535],[488604,1528913],[490888,1787694],[493263,778519],[495946,1280086],[497764,1798505],[498174,1798647],[499515,1800911],[499613,797218],[506667,1042071],[507554,1813747],[507652,1814364],[509350,1562778],[511168,1819981],[511578,1820123],[515875,1573832],[517667,1831184],[517765,1831801],[518910,1834058],[519922,1317019],[520431,1320194],[524074,1321569],[525070,1589654],[533113,852527],[534302,1601061],[541727,1088259],[546142,1867656],[546801,1869052],[549473,1354529],[550662,1356446],[552619,1874385],[555040,1625983],[558087,1124296],[567532,1125192],[568419,1895383],[568517,1896000],[572916,1130064],[574105,1655009],[574967,1403545],[576033,1656146],[577981,1907378],[578079,1907995],[578483,1658455],[581530,891618],[586316,1409599],[588600,1921407],[590111,911076],[590521,1923720],[590975,689493],[596440,1162293],[599046,1936040],[599456,1936182],[600855,1939094],[601226,1691285],[603510,1942253],[605885,920478],[608385,1702541],[608568,1442844],[608819,1446403],[610386,1953064],[610796,1953206],[612137,1955470],[612235,939177],[617103,1713382],[618889,1718715],[628484,1728923],[636527,1214369],[637716,1740330],[638578,1208315],[639644,1741467],[641592,1987406],[641690,1988023],[642382,1989265],[645203,1485087],[646199,1486179],[649180,1234235],[654242,1000656],[655431,1497972],[659052,1003928],[662856,1247614],[665462,2014159],[665872,2014301],[667271,2017213],[671417,2018798],[671741,1781481],[672671,1533478],[673677,1782781],[673860,1526304],[674111,1538674],[675829,2025567],[676239,2025709],[679784,778669],[680973,1792888],[685501,795167],[688398,792345],[693472,2047782],[696144,1290179],[697333,1291802],[698195,1567063],[699261,1815501],[699290,2053115],[701209,2055507],[701307,1045246],[701711,1817810],[704758,1041175],[709275,1576296],[709544,1573117],[709573,1828920],[711828,2069536],[713339,1060633],[713749,2071849],[714203,822591],[719135,1839708],[726260,1329928],[729336,1849061],[731122,1854394],[740393,2094932],[740717,1864602],[741647,1337102],[742653,1865902],[742836,1612866],[743087,1342298],[744805,2101701],[745215,2101843],[748273,1355829],[750059,1616303],[752975,1107278],[756273,1119225],[759654,1627075],[762635,1374745],[765025,2121640],[767697,1376741],[768886,1378364],[769748,1370687],[770814,1897137],[770843,2126973],[772762,2129365],[772860,1128367],[773776,2130652],[775743,1899653],[777001,1901707],[777168,2131372],[777529,1904986],[779246,1667250],[779515,1655431],[779544,1906220],[781941,2137691],[787124,1915194],[796356,1926601],[801022,2158694],[804515,2159054],[804839,1421544],[805769,1695850],[806775,1937340],[806958,1688676],[807209,1165852],[807820,1167430],[808927,1170362],[809337,2165965],[812882,920628],[814071,1693202],[817692,923900],[818146,1705578],[818599,937126],[821496,934304],[831452,1198345],[833180,2192541],[835962,1460201],[839400,1970328],[846525,1471584],[847634,2202205],[849601,1979681],[850859,1981735],[851026,2202925],[851387,1985014],[853104,1472020],[853373,1740752],[853402,1986248],[855799,2209244],[859391,1486321],[859541,1227029],[866516,1493446],[866926,1245991],[869592,1497355],[871378,1754942],[874294,1245157],[877156,2227670],[880649,2228030],[880973,1508350],[881903,1500620],[882909,2015459],[883092,1772981],[883343,1251173],[883954,1252751],[885061,1255683],[885471,2234941],[886282,1785405],[886547,2236169],[887682,1776017],[888564,2018438],[889086,2236284],[889822,2020324],[892211,1794188],[892664,1014692],[895689,1011760],[898765,2027791],[900551,2033124],[910146,2043332],[912265,1804693],[915735,1290894],[918960,2049836],[919127,2262542],[921205,1293358]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] cell #3201 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [178226,1163220],[210176,1248541],[226128,1291581],[246459,1340772],[263570,1378143],[282100,1165125],[290916,1443771],[303207,1466219],[305850,1471363],[323431,1504290],[325301,1250446],[340126,1537148],[345671,1038909],[357237,1574519],[370867,1596091],[371036,1596680],[373827,1341571],[391269,1628977],[393912,1634121],[394784,1122030],[402135,889352],[410232,1661449],[412875,1666593],[418576,1677658],[430456,1699520],[432326,1445676],[441615,1201191],[444957,1464038],[447138,1724742],[447610,1724864],[454153,967471],[465820,1750592],[470162,1756206],[470331,1756795],[473122,1505089],[491393,1787918],[491562,1788507],[494353,1537947],[498391,1799328],[501034,1804472],[511795,1820804],[514438,1825948],[515310,1055595],[520139,1837013],[524401,1322382],[530165,1593857],[532814,1850418],[535665,1092170],[552025,1363563],[553124,1874609],[553293,1875198],[555367,1626796],[557548,1880412],[558020,1880534],[575468,1135639],[578810,1659268],[580991,1911013],[581463,1911135],[588006,906038],[589105,1921631],[589274,1922220],[590738,1924401],[592065,1415174],[599673,1936863],[604015,1942477],[604184,1943066],[606975,1700319],[611013,1953887],[613656,1959031],[614133,1711375],[617867,1452575],[619216,1719528],[624376,1722776],[627815,1218980],[639079,1219944],[645530,1485900],[648641,1994332],[649113,1994454],[651294,1753972],[653943,1999975],[656794,1251525],[666089,2014982],[671072,1258141],[676456,2026390],[676836,1785684],[679485,2029148],[682336,1010534],[685678,1540563],[687859,2039151],[688331,2039273],[689998,2041385],[690167,1031434],[698696,1295754],[699795,2053339],[699964,2053928],[702038,1818623],[704219,2059142],[704691,2059264],[711011,1829601],[712333,2069760],[712502,2070349],[713966,2072530],[715293,1578692],[716056,1582220],[719923,1583507],[721023,1844775],[730100,1092335],[731449,1855207],[740048,1344187],[745432,2102524],[746098,2103654],[749037,1615333],[750386,1617116],[752676,2108275],[755546,1878446],[758985,1381352],[770249,1382316],[771348,2127197],[771517,2127786],[776507,1387501],[777856,1905799],[778846,1663426],[781912,1906901],[782446,2137915],[782615,2138504],[783016,1909047],[786455,1134675],[792219,1669537],[794868,2150467],[796679,1155882],[797151,2152555],[797719,910777],[804170,1420899],[807281,2163761],[807753,2163883],[809554,2166646],[809934,1940243],[812583,2169404],[815434,1166204],[818776,1702935],[819723,1951117],[820018,1706587],[820957,2179407],[821429,2179529],[823096,2181641],[823265,1187104],[828820,1961695],[830725,1966316],[841288,1975395],[850365,1474307],[851714,1985827],[852704,1468196],[855770,1986929],[856304,2209468],[856473,2210057],[857153,2211045],[860179,1743622],[861279,1744598],[864658,1494208],[870356,1251690],[871705,1755755],[875984,1255384],[880304,1507705],[883415,2232737],[883887,2232859],[885688,2235622],[890116,2236900],[890452,2023505],[891492,1789979],[892841,1783175],[894778,2024699],[895073,1795197],[895150,2242683],[895622,2242805],[899529,1010699],[900878,2033937],[906203,1029095],[909477,1025991],[915527,2262294],[918466,1551019],[919815,1552599],[920805,1822781],[922105,2266915],[923871,2055030],[924405,2269085],[924574,1299282],[924975,2057176],[928414,1294790],[934178,1828892],[934936,1832031],[935444,2067648],[936827,2281637],[938638,1315997],[939110,2283725],[939678,1060334],[945195,2077947],[952896,1591348],[956103,2085939],[958008,2090560],[968235,2303316],[968571,2099639],[969611,1598152],[970960,1866296],[972897,2100833],[973192,1603370],[973269,2309099],[973741,2309221],[976949,1616527],[978854,1869479],[982073,1363728],[985776,1376096],[989417,1879422],[992796,1635104],[995555,2325905],[998494,1637065],[999843,1638645],[1000833,1630954],[1002133,2330526],[1003899,2128888],[1004433,2332696],[1004602,1385844],[1005505,2333819],[1007550,2131124],[1009085,2132868],[1009086,2334379],[1009455,2135745],[1011634,1906192],[1013432,1917341],[1013940,2136843],[1014393,2339639],[1020018,2144824],[1030444,2155256],[1035883,2357716],[1039673,2358029],[1040009,1681523],[1041049,1944538],[1042398,1937734],[1043388,1426169],[1044335,2164955],[1044630,1424551],[1044707,1429339],[1045179,2363934],[1049086,1166369],[1050435,1942026],[1054714,1170063],[1055760,1184765],[1056380,1954044],[1059034,1181661],[1069966,1458450],[1071749,2386851],[1074754,1719921],[1078278,2194685],[1085979,1730617],[1087141,2394684],[1089186,2202677],[1090721,2204421],[1090722,2395244],[1091091,2207298],[1093270,1986220],[1095068,1731070],[1095576,2208396],[1096029,2400504],[1099754,1744720],[1099919,1487002],[1107455,1751463],[1107920,1506125],[1110662,1755166],[1112567,1999045],[1115786,1505254],[1119004,2415625],[1122794,2415938],[1123130,1765828],[1124170,1758267],[1125519,2015853],[1126509,1512975],[1127456,2233931],[1127751,1511357],[1127828,1516145],[1128300,2421843],[1129300,2027133],[1129419,2422900],[1130569,2018644],[1131466,2236587],[1132034,2422994],[1132988,2238138],[1135804,1266581],[1137503,2035196],[1139167,1263411],[1142374,2244579],[1144279,2249200],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] cell #3202 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [323182],[393178],[430207],[467639],[472485],[513704],[519890],[525336],[555297],[593056],[601492],[606338],[612922],[619146],[651283],[672007],[692355],[701968],[709810],[714656],[721012],[740983],[777786],[779781],[792701],[799798],[809923],[818706],[851644],[853639],[890441],[891974],[892771],[906521],[921740],[934167],[968560],[970093],[970890],[1001768],[1011017],[1011623],[1025651],[1041531],[1042328],[1092653],[1093259],[1124652],[1125449],[1130558],[1134335],[1166687],[1167293],[1214863],[1218640],[1234591],[1252008],[1252614],[1257803],[1290673],[1294450],[1343849],[1364046],[1377235],[1381012],[1420561],[1422038],[1460695],[1493868],[1507367],[1508844],[1552261],[1591010],[1601977],[1615040],[1638307],[1704074],[1714492],[1730279],[1793804],[1830134],[1850171],[1916550],[2028901], 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5407,1619743],[1616460,1620870],[1616473,1870001],[1620912,2314099],[1627272,1879975],[1627887,1632093],[1631818,2321744],[1634353,2323716],[1664290,2345187],[1664565,1916006],[1666825,2347159],[1670779,2154600],[1670821,2350080],[1693213,2169157],[1697484,2370082],[1700473,1948363],[1714331,1962427],[1724305,1971210],[1728073,1975469],[1729120,1975948],[1744672,1748919],[1755099,1759509],[1755112,1999567],[1759551,2411811],[1791221,2033281],[1791263,2433042],[1792899,2249883],[1797655,2258353],[1804704,2442659],[1819099,2058705],[1819714,1823920],[1823645,2455597],[1826180,2457569],[1850010,2086671],[1854564,2091082],[1879496,1883743],[1910576,2140639],[1914344,2144898],[1915391,2145377],[1926612,2354652],[1941370,1945780],[1941383,2168996],[1945822,2532337],[1959263,2541954],[2028740,2245311],[2033294,2249722],[2043529,2258832],[2058226,2062473],[2154613,2354491] ] cell #3203 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3204 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3205 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3206 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3207 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3208 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3209 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [163369],[208209],[231862],[258568],[261242],[288949],[292701],[299034],[319702],[345442],[352235],[354909],[359219],[366392],[389137],[406059],[418867],[426727],[432191],[434865],[442215],[458077],[486918],[487611],[496196],[501378],[509663],[516410],[521259],[544827],[545520],[575217],[576068],[577356],[586851],[600233],[608881],[638828],[639679],[640967],[666649],[667930],[673206],[675035],[685082],[698445],[700584],[736906],[742182],[744011],[769998],[772137],[773630],[778250],[806304],[808133],[832101],[847488],[852108],[866766],[882438],[884267],[886202],[915589],[920209],[948631],[964321],[980230],[984626],[995617],[1000237],[1007612],[1035759],[1070477],[1071811],[1089248],[1103190],[1106859],[1118880],[1131342],[1198000],[1209304],[1215647],[1224581],[1229832],[1231166],[1281075],[1323267],[1338380],[1360372],[1371676],[1404534],[1410877],[1464923],[1486785],[1501898],[1534756],[1568052],[1627681],[1660153],[1697128],[1729529],[1819508],[1915800],[2043938] ] cell #3210 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874829],[992200],[1053559],[1108157],[1108400],[1115474],[1178471],[1189238],[1195647],[1195890],[1235365],[1288690],[1299984],[1300227],[1307301],[1317740],[1325213],[1390877],[1391120],[1418106],[1430595],[1441266],[1441509],[1448583],[1477683],[1477926],[1521589],[1523606],[1523849],[1539475],[1548691],[1572251],[1608151],[1610168],[1610411],[1650409],[1652592],[1653459],[1668925],[1685978],[1686221],[1735730],[1737913],[1738780],[1770283],[1770526],[1777455],[1779904],[1795519],[1809764],[1811947],[1812814],[1860576],[1863025],[1891400],[1893583],[1894450],[1903131],[1932014],[1933423],[1934463],[1968856],[1983159],[1997000],[2010133],[2011542],[2012582],[2050270],[2051260],[2084198],[2093100],[2110815],[2124128],[2125118],[2180971],[2187741],[2200936],[2217296],[2251740],[2282768],[2296059],[2310969],[2347607],[2429912], 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80],[1812742,2053709],[1816995,2270591],[1823543,2452131],[1823640,2709280],[1851549,2299641],[1854988,2299863],[1861985,2307995],[1870304,2106040],[1871540,2104050],[1874979,1876878],[1879577,2113055],[1881976,2113468],[1885199,2495471],[1887146,2117509],[1892504,2328291],[1894378,2127567],[1902141,2337994],[1910178,2509125],[1912577,2346348],[1923105,2515803],[1924979,2356509],[1941807,2366326],[1943951,2658844],[1945825,2751996],[1956723,2379563],[1975550,2199264],[1978063,2393908],[1982169,2398859],[1999870,2221423],[2001106,2219433],[2004545,2006444],[2030279,2433494],[2033718,2433716],[2040715,2441848],[2058307,2271695],[2060706,2272108],[2063929,2602496],[2065876,2276149],[2071234,2462144],[2073108,2286207],[2088325,2091385],[2144979,2345935],[2147492,2514434],[2151598,2519385],[2155037,2519607],[2169299,2368094],[2170535,2366104],[2173974,2175873],[2184194,2539966],[2246965,2250025],[2258434,2441435],[2260947,2440671],[2351734,2354794] ] cell #3211 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [223763,1284489],[235042,1582159],[279214,1414012],[290679,1705466],[292145,1447247],[292942,1711298],[334665,1784586],[341027,1542542],[343570,1544483],[350991,1560431],[356355,1828587],[356507,1830859],[358403,1577530],[380748,1867707],[400104,1646477],[404593,1401016],[405443,1904847],[406227,1907053],[413914,1671930],[424995,1687819],[425042,1689240],[431149,1950040],[431357,1704914],[431679,1952908],[433900,1706855],[456611,1205786],[457461,1984875],[458245,1987081],[480043,1772124],[480090,1773545],[481131,2017768],[483533,1006035],[485274,1531420],[485858,2022632],[486066,1784034],[487099,2025411],[495661,1279498],[502436,1807009],[506156,1564534],[507006,2052976],[507790,1813422],[508302,1815821],[515230,2066640],[515477,1831285],[539040,2093902],[541442,1087671],[543183,1335044],[543767,2098766],[543975,1867155],[545008,2101545],[563301,1888645],[567021,1368158],[567871,2126834],[568655,1895058],[569167,1897457],[570276,2130446],[571350,2131186],[572414,1900905],[574682,1402957],[575388,2134905],[575635,1907479],[591314,1674560],[593753,1929352],[593832,1929765],[596155,1161705],[597896,1693792],[598480,2162888],[598688,1687267],[599721,1935884],[608283,1442256],[620239,2190201],[621303,1966211],[633887,2201999],[634961,2202739],[636025,1980933],[638293,1207727],[638999,2206458],[639246,1987507],[650640,1492037],[659391,2017070],[660169,2007471],[660248,2007884],[662571,1247026],[664312,1498562],[664896,2231864],[665104,1771572],[666137,2014003],[667412,2235735],[669041,2236627],[670115,2019206],[670194,2019619],[673575,1525716],[690438,1800906],[690646,2045885],[692981,2046564],[693504,2046786],[694578,2262356],[695642,1810942],[697048,1037609],[697910,1566475],[698616,2266075],[698863,1813848],[714542,1833915],[722371,2291703],[723445,2081664],[723524,2082077],[725975,1329340],[732472,1334938],[733536,2090455],[736388,2302151],[738017,2303043],[739091,2095340],[739170,2095753],[742551,1612278],[748646,1619115],[751409,2313429],[752473,2108170],[754832,1622021],[763887,2129360],[764095,1632933],[764534,2120422],[765057,2120644],[766131,2325967],[767195,1892578],[768601,1120730],[769463,1370099],[770169,2329686],[770416,1895484],[774146,2333897],[774859,1650481],[775252,2131520],[775775,2131742],[793601,1671824],[794665,2150362],[797639,1923726],[797886,2156936],[800510,2157609],[802139,2357756],[803119,917734],[803213,917349],[803292,1933495],[806673,1688088],[818031,1938951],[823536,1955465],[823744,1957843],[828096,1455251],[831583,2384649],[832689,2190535],[833212,2190757],[835326,2386913],[842636,1465544],[843710,2198402],[843789,2198815],[845764,1978137],[846240,1210926],[848004,2394762],[848717,1735802],[849110,2203073],[849633,2203295],[859220,1226528],[859770,1747224],[862627,2404325],[863701,2214762],[863780,2215175],[866231,1492858],[867838,2228025],[869965,1757754],[872728,1498456],[873792,2223553],[875904,2234947],[876151,1760660],[876644,2226585],[878273,2415665],[879253,997762],[879347,997377],[879426,2011614],[882807,1772393],[887111,1777458],[888052,2236952],[901901,1531314],[902965,2249095],[907446,1798653],[908520,2253980],[908599,2254393],[911980,1547682],[916105,2444307],[916818,1809836],[917211,2050273],[933316,2055502],[933524,1824760],[935560,1831179],[936624,2071308],[938030,1312557],[939598,2071855],[939845,2074214],[943732,1585631],[943910,1065732],[944007,2289347],[947884,2294179],[949147,2292028],[951855,2471085],[955379,1332111],[958866,1334755],[959579,1863097],[959972,2298853],[960495,2299075],[961876,1597639],[962515,1084938],[962609,1084553],[962688,2093172],[965230,1860579],[966171,2303368],[976225,1618009],[976453,1871543],[976689,1355930],[979712,2486212],[980818,2313763],[981341,2313985],[983455,1621915],[985696,2326159],[987358,1367038],[987908,1882048],[990765,1628302],[991839,2321630],[991918,2322043],[993893,2120096],[994369,1373298],[996133,2496325],[996846,1891472],[997239,2124131],[1014056,1907373],[1021366,1660774],[1022440,2345073],[1022519,2345486],[1024494,2147566],[1024970,1406156],[1026734,1671641],[1027447,1668997],[1027840,2349744],[1028363,2349966],[1036668,1932017],[1046568,2159049],[1048695,1944025],[1051458,1693686],[1052522,2370224],[1054634,2165971],[1054881,1946931],[1057003,1953212],[1057983,1184033],[1058077,1183648],[1058156,2181043],[1061537,1710054],[1066021,2382873],[1069886,2387105],[1073433,2546045],[1074146,1968928],[1076815,1462413],[1076993,1203225],[1077090,2388565],[1079822,1207379],[1080967,1206144],[1081289,1983162],[1082230,2391246],[1083650,1470175],[1084200,1726378],[1084415,2200939],[1095692,1987401],[1098291,1745746],[1098469,1225087],[1098566,2401969],[1099236,1226431],[1102443,1492395],[1103706,2404650],[1106414,1749917],[1107840,2415343],[1109938,1495629],[1110166,2001109],[1110402,1497456],[1113425,1498273],[1114138,2012654],[1114531,2411475],[1115054,2411697],[1117074,1244293],[1117168,1243908],[1117247,2226270],[1119789,2010136],[1134155,2018793],[1138126,2025715],[1141650,1528487],[1145137,1531131],[1145850,1779976],[1146243,2432706],[1146766,2432928],[1148147,1789466],[1148786,1276765],[1148880,1276380],[1148959,2251812],[1151501,1795522],[1152442,2437221],[1159318,2042933],[1169726,1813742],[1171967,2262548],[1173629,1563414],[1174179,2060778],[1177036,1820129],[1178110,2455483],[1178189,2455896],[1180164,2278736],[1180640,1569674],[1182404,1830996],[1183117,1828352],[1183510,2282771],[1191731,2610028],[1195330,2470763],[1199668,1587109],[1200029,2084201],[1202793,2296062],[1203514,2472556],[1205511,1335710],[1209852,1851552],[1210088,1600545],[1218460,2094927],[1222431,2101849],[1225376,2484436],[1229241,1362040],[1232788,1621732],[1233501,2110887],[1236170,1625171],[1236348,1365597],[1236445,2490128],[1237115,1366941],[1239177,1369751],[1240322,1368516],[1240644,2125121],[1241585,2492809],[1243770,2324167],[1255047,1895378],[1261713,2131378],[1265260,1907190],[1265973,1904612],[1268642,1657643],[1268820,1398455],[1268917,2509091],[1271649,1402609],[1272794,1401374],[1273116,1903134],[1274057,2511772],[1275477,1665405],[1276027,1912649],[1276242,2347610],[1286786,1923179],[1287425,1417661],[1287519,1417276],[1287598,2154069],[1294270,1687625],[1298241,1936188],[1299667,2357434],[1301765,1690859],[1301993,2170538],[1302229,1692686],[1305252,1693503],[1305965,1934535],[1306358,2532001],[1306881,2532223],[1308901,1439523],[1308995,1439138],[1309074,2372941],[1311616,1950081],[1319433,2183189],[1320757,2543240],[1324420,2187744],[1328244,1715873],[1328422,1458974],[1328519,2545766],[1332003,1723910],[1339106,1470078],[1347759,2202931],[1351306,1987218],[1352019,1984640],[1354103,1746035],[1357702,1491762],[1362401,2217299],[1365165,2408684],[1365886,2562886],[1367883,1499228],[1380832,1771930],[1384803,2014307],[1386961,2017960],[1390560,2236305],[1394898,1778936],[1395259,2022673],[1398023,2429915],[1398744,2579581],[1400741,1532086],[1405082,2030282],[1405318,1792372],[1412545,1544135],[1413690,1542900],[1416373,1803284],[1416923,2040787],[1417138,2257447],[1424471,1558416],[1428018,1813559],[1428731,2052741],[1431400,1816998],[1431578,1561973],[1431675,2597153],[1432345,1563317],[1434407,1566127],[1435552,1564892],[1435874,2051263],[1436815,2599834],[1439000,2458020],[1450183,1581179],[1450277,1580794],[1450356,2285239],[1454211,1585920],[1455143,1584641],[1456357,2470711],[1459263,2612096],[1462702,1595493],[1472932,1867513],[1473767,2094094],[1477366,2302721],[1481704,1862057],[1482065,2098807],[1484275,1617901],[1487938,2310972],[1511277,1644462],[1514824,1895195],[1515537,2126599],[1517133,2130124],[1520796,2132728],[1524620,1902144],[1524798,1654204],[1524895,2639433],[1528379,1910181],[1535482,1665308],[1539549,2350952],[1542267,1672596],[1546608,2151601],[1546844,1926085],[1550479,1932306],[1554078,1686992],[1558777,2162929],[1561541,2529210],[1562262,2656553],[1564259,1694458],[1576063,1706507],[1577208,1705272],[1580656,2378576],[1588149,2190393],[1603290,1742578],[1603695,2201677],[1607358,2204281],[1611182,1982172],[1611360,1739525],[1611457,2676875],[1636525,2010425],[1640124,1771297],[1644823,2231905],[1649441,1777747],[1650373,1776468],[1651587,2577736],[1652666,2246183],[1654493,2692836],[1657257,1795117],[1657932,1787320],[1668162,1784392],[1668889,2038319],[1675992,1803187],[1679505,1809728],[1683168,2263898],[1701921,2461362],[1704639,1831951],[1716863,2291381],[1718341,2084490],[1730990,1866880],[1734762,1860868],[1735694,1859589],[1736908,2620937],[1737987,2087543],[1739814,2724786],[1748264,2313621],[1763810,1891364],[1767473,2327509],[1779868,2143992],[1781082,2508193],[1783759,1917261],[1795811,1921033],[1812021,2367312],[1843943,1968820],[1847517,2387667],[1848263,1979154],[1854020,1983451],[1862989,1974563],[1864203,2557306],[1872533,2404003],[1874011,2217588],[1893657,2220641],[1899126,2026993],[1903423,2032750],[1934427,2275162],[1935641,2448824],[1963299,2081251],[1993500,2110779],[1997074,2314971],[2003577,2125410],[2012546,2116522],[2013760,2500842],[2051552,2173006],[2105258,2214349] ] cell #3212 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [658115],[762260],[816755],[868683],[874121],[931689],[940999],[950914],[986542],[1035256],[1047413],[1052851],[1062309],[1072958],[1108949],[1137185],[1159704],[1172813],[1183092],[1188530],[1198679],[1221490],[1264785],[1265948],[1279204],[1287982],[1300776],[1312082],[1320931],[1350831],[1351994],[1392693],[1393909],[1395725],[1409154],[1428706],[1442058],[1479499],[1480715],[1482531],[1515512],[1517307],[1523116],[1525518],[1538743],[1556211],[1559243],[1603869],[1609678],[1612080],[1642257],[1645289],[1647226],[1651860],[1685488],[1687890],[1717037],[1732547],[1737181],[1752849],[1769793],[1772195],[1774666],[1806581],[1811215],[1843206],[1857787],[1872707],[1877371],[1888217],[1892851],[1900477],[1929225],[1964718],[1965783],[1980505],[1992763],[1996268],[2007344],[2019079],[2081537],[2090027],[2095213],[2103006],[2106677],[2107742],[2149934],[2188148],[2198275],[2214635],[2223125],[2248667],[2253853],[2296466],[2311376],[2321503],[2344946],[2369796],[2409088],[2430319],[2455356],[2475886],[2529614],[2582911],[2649509] ] cell #3213 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393616],[472513],[514142],[555325],[560676],[606366],[613360],[619174],[651553],[692793],[701996],[707347],[714684],[721282],[755485],[777814],[799826],[810193],[818734],[824085],[830664],[851672],[890711],[892799],[906549],[914217],[924914],[934437],[968830],[970918],[1009394],[1011045],[1011893],[1026347],[1042356],[1055534],[1091030],[1092681],[1093529],[1125477],[1135031],[1135578],[1150371],[1166715],[1167563],[1219336],[1219883],[1252036],[1252884],[1260257],[1262083],[1295146],[1295693],[1346303],[1348129],[1364074],[1381708],[1382255],[1389916],[1423015],[1424841],[1476722],[1494564],[1509821],[1511647],[1553434],[1554701],[1592344],[1624016],[1639480],[1640747],[1683911],[1721230],[1731613],[1743516],[1768216],[1832574],[1840911],[1856909],[1917884],[1954487],[1971531],[2035639],[2140960], [261879,2017283],[323165,1116197],[323335,2129302],[345172,1674773],[355546,1939164],[383651,750344],[389804,2227967],[393463,992754],[393790,2234872],[418480,1800848],[430190,1308024],[430360,2055444],[435502,1834128],[442882,2294121],[449445,1334880],[461859,861538],[468696,2326084],[469542,871663],[472798,1116045],[496926,1671766],[500912,1923651],[504177,919773],[510330,2158991],[513989,1179025],[514316,2165896],[519873,1449306],[520043,1955407],[520643,1711786],[528185,2387030],[535298,1465469],[536932,731407],[548257,978793],[555750,2415314],[557359,989676],[559855,1498398],[565042,999801],[576735,2018735],[583298,1531256],[587639,1798578],[593039,1549414],[595712,1040268],[602549,2262473],[603395,1050393],[606651,1307872],[609548,1831121],[613207,1318294],[613534,2071780],[614037,1582178],[621519,2470734],[629128,1595764],[631599,841547],[632445,1085937],[640346,2094869],[642030,1100887],[650160,1621857],[653026,1112506],[656427,1628227],[662128,1123389],[674856,2131303],[675702,1907315],[681969,1660699],[683603,900836],[686061,1921304],[692640,1418660],[694928,1165064],[702421,2357405],[704030,1175947],[706526,1693628],[710116,1705485],[710867,1953137],[711713,1186072],[714969,1449154],[715934,1711634],[716910,2543177],[718783,946328],[727009,1721984],[733680,1206357],[733752,957947],[735361,1212506],[743832,2202856],[744678,1987343],[752617,1492608],[754298,1749842],[760298,1755879],[763615,1245292],[766481,1250385],[780087,1784605],[780159,2236276],[781768,2025640],[787768,1787591],[790239,1020277],[791085,1277764],[794809,1543113],[798986,1030402],[800111,1549262],[800670,1292714],[808800,1813684],[811666,1304333],[815067,1820054],[819039,1831866],[819159,2069433],[820768,1315216],[829774,1841087],[837175,839048],[843940,1335625],[845050,1341510],[853945,1867726],[854017,2302692],[855626,2101774],[863931,1622602],[865041,1874282],[867265,1877654],[873936,1368729],[875617,1374878],[876804,1379276],[884934,1895320],[886339,2333430],[888212,1132599],[893104,1908060],[894214,2137588],[896438,1908255],[903109,1401587],[903181,1144218],[904790,1407736],[908750,1672511],[913261,1155101],[914107,1157189],[922046,1687838],[923727,1936113],[929727,1942150],[933044,1440522],[933888,1952955],[935910,1445615],[947311,1963732],[949307,1461616],[953904,1463083],[959897,1465287],[964458,2394295],[966331,1216904],[971223,1988088],[972333,2209141],[974750,1988399],[977903,1990644],[980743,1749660],[992069,1499143],[993179,1505028],[1002074,1772143],[1003755,2014232],[1005351,2236021],[1011344,2025458],[1015905,1017778],[1022670,1532001],[1023780,1537886],[1027765,1798396],[1032675,1284508],[1032747,1282857],[1034356,1285356],[1042661,1814429],[1043771,2053012],[1045995,2056384],[1052666,1565105],[1054347,1571254],[1063664,1317304],[1067310,2078531],[1068430,1586301],[1070614,2469173],[1075960,1593018],[1080394,2087976],[1082390,1348487],[1086987,2302437],[1092980,2101592],[1097436,1868103],[1101870,2105691],[1103866,1624374],[1108463,1625841],[1114456,1628045],[1118376,1646496],[1125782,1896065],[1126892,2126870],[1129148,2130493],[1133582,2133161],[1140175,1658313],[1146168,1660517],[1150729,1152602],[1157494,1414566],[1158604,1415113],[1161021,2157828],[1167014,1935931],[1178340,1694373],[1179450,1700258],[1188345,1447266],[1190026,1448114],[1193580,1962360],[1194686,1714876],[1195953,1716543],[1197073,2384935],[1204803,2195269],[1205923,1479109],[1213453,2202046],[1217887,2204714],[1226665,2211629],[1227785,1746416],[1229969,2559503],[1235315,1753133],[1239749,2221074],[1241745,1512005],[1245597,1774099],[1246342,2226804],[1252335,2014050],[1259137,2237171],[1262441,1274217],[1267787,1784845],[1272221,2246616],[1278814,1542679],[1284807,1544505],[1289263,2046833],[1300290,1817668],[1306283,1819872],[1310203,1560450],[1317609,1578084],[1318719,1578631],[1325163,1842016],[1326269,2291750],[1327536,2292247],[1333960,2086604],[1335066,1609207],[1336333,1852222],[1345183,2303587],[1355952,2104319],[1357058,1870546],[1358325,1872213],[1359445,2486498],[1367175,2318497],[1368295,1641867],[1374329,1897479],[1375825,2120691],[1388810,2131789],[1391183,1902814],[1392303,1401153],[1400033,2341940],[1408683,1671952],[1413117,2351385],[1425199,1436975],[1430545,1939404],[1434979,2367745],[1440827,1689794],[1441572,1705051],[1447565,1706877],[1458179,2190804],[1466819,1972636],[1469192,2391465],[1470312,2392176],[1475616,2203342],[1477989,1982842],[1488681,1991573],[1489787,2404372],[1491054,2404869],[1492174,1752459],[1495579,2007906],[1497478,2219702],[1498584,1769322],[1499851,2001779],[1521539,2020746],[1522645,1531442],[1523912,1784171],[1530336,2245244],[1532709,2030952],[1541559,2437440],[1555821,1564671],[1563551,2452350],[1570705,1815843],[1572201,1831307],[1587059,2082099],[1599461,2299122],[1600567,2299910],[1608101,2096880],[1610474,1867292],[1620937,2314032],[1622043,1876900],[1629577,2114595],[1631950,2493028],[1633070,1887283],[1653409,1907501],[1662049,2142065],[1664422,2511991],[1665542,2512702],[1670846,2350013],[1673219,2152271],[1685017,1693814],[1686284,1687404],[1690809,1929787],[1692708,2366373],[1695081,2171208],[1726328,2198837],[1726400,2199699],[1738730,1987529],[1747174,2215197],[1747246,1990468],[1759576,2411744],[1760682,2006466],[1770589,1771709],[1778886,2019641],[1791288,2432975],[1792394,2433763],[1799928,2255520],[1802301,2046022],[1803421,2588884],[1812764,1813870],[1821404,2273235],[1823777,2600053],[1824897,2066013],[1862007,2095775],[1881998,2322065],[1882070,2113490],[1894400,1895506],[1912599,2345508],[1912671,2346370],[1925001,2156958],[1926107,2519654],[1933445,1933517],[1945847,2532270],[1946953,2175895],[1956860,1957980],[2004567,2226292],[2011564,2011636],[2040737,2254415],[2040809,2441870],[2060728,2455918],[2060800,2272130],[2073130,2074236],[2093122,2093194],[2154091,2356531],[2173996,2372963],[2180993,2181065],[2251762,2251834],[2285261,2286229] ] cell #3214 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [534280],[550640],[628713],[646428],[655409],[680951],[697311],[718034],[730985],[749922],[759883],[762613],[768864],[787353],[796334],[805068],[814049],[838299],[846503],[858290],[871241],[874523],[874673],[881202],[887463],[900414],[910375],[912243],[919351],[929312],[932042],[938293],[957684],[963474],[965582],[994632],[999379],[1017029],[1025233],[1029980],[1031581],[1032332],[1037020],[1049971],[1053253],[1053403],[1059932],[1061800],[1062662],[1079447],[1079875],[1081641],[1085515],[1112243],[1118033],[1120141],[1143955],[1149745],[1151853],[1156327],[1156767],[1160057],[1180903],[1185650],[1187251],[1188002],[1188932],[1189082],[1200381],[1202925],[1205313],[1205813],[1208176],[1232685],[1238802],[1239230],[1240996],[1244870],[1271274],[1271702],[1273468],[1277342],[1279947],[1282594],[1283798],[1288384],[1288534],[1299429],[1304070],[1309860],[1316442],[1316882],[1320172],[1324552],[1331602],[1334575],[1337241],[1361665],[1362093],[1362753],[1365297],[1367685],[1368185],[1370548],[1385991],[1398155],[1400543],[1401043],[1403406],[1409738],[1412170],[1412598],[1414850],[1427915],[1429784],[1434032],[1434460],[1436226],[1440100],[1442705],[1445352],[1446556],[1451142],[1451292],[1454742],[1456489],[1462329],[1488070],[1491564],[1492064],[1493307],[1495120],[1498093],[1500759],[1514721],[1516590],[1526165],[1527706],[1527978],[1530951],[1533617],[1542069],[1542569],[1544899],[1558041],[1558469],[1559740],[1561673],[1564061],[1564561],[1566924],[1573256],[1575688],[1576116],[1578368],[1585547],[1586600],[1597771],[1612727],[1614268],[1614718],[1617500],[1619247],[1621552],[1623098],[1625087],[1634203],[1644087],[1644515],[1645786],[1651719],[1655570],[1656882],[1657310],[1657559],[1671461],[1674229],[1680037],[1686794],[1687294],[1688537],[1690078],[1690350],[1693323],[1695989],[1704441],[1704941],[1707271],[1714170],[1715789],[1725869],[1737040],[1740891],[1742203],[1742631],[1743038],[1745288],[1745662],[1746715],[1757886],[1761737],[1764342],[1771099],[1771599],[1772842],[1774383],[1777000],[1778164],[1778427],[1783561],[1784061],[1789598],[1804554],[1806545],[1813379],[1814925],[1816237],[1816914],[1826030],[1830816],[1833584],[1840433],[1844475],[1849849],[1851468],[1860121],[1861285],[1861548],[1866682],[1867182],[1869840],[1871459],[1880112],[1881539],[1888181],[1895015],[1896561],[1897873],[1898868],[1900441],[1901788],[1902060],[1907010],[1912140],[1923311],[1927162],[1929309],[1931559],[1932723],[1938620],[1944157],[1948008],[1959113],[1965747],[1971053],[1975095],[1976085],[1978896],[1980469],[1981816],[1982088],[1987038],[1989990],[1994032],[1999406],[2001025],[2007428],[2009678],[2010842],[2016739],[2017725],[2019163],[2019680],[2028579],[2030198],[2038851],[2040278],[2049917],[2058842],[2060269],[2075291],[2080993],[2081621],[2084907],[2089991],[2090921],[2092226],[2093859],[2095297],[2095814],[2107706],[2113012],[2117054],[2123775],[2130192],[2140482],[2144524],[2145514],[2149898],[2151517],[2159936],[2168835],[2170454],[2179107],[2190158],[2193746],[2198359],[2199221],[2201745],[2214091],[2214719],[2223089],[2225324],[2228912],[2248631],[2249561],[2250866],[2253937],[2258969],[2271652],[2275694],[2291449],[2294204],[2313386],[2321587],[2345030],[2345892],[2354330],[2355635],[2369760],[2371995],[2382563],[2404071],[2441392],[2455440],[2466045], [261535,992848],[322771,1115637],[355202,1179119],[388802,1236659],[393141,992332],[429796,1307464],[435158,1318388],[440230,1328733],[467602,1109668],[501671,1418754],[509328,1431889],[513667,1178603],[519479,1448746],[525299,1199398],[554903,986428],[574083,1525109],[592645,1548854],[601455,1301495],[608546,1573545],[612885,1317872],[618752,1072844],[637694,1611671],[671970,1394628],[673838,1655859],[685825,1669160],[692318,1418238],[701574,1172699],[709773,1442777],[740946,1481434],[742814,1741180],[777392,1264671],[778993,1780139],[779744,1526237],[792664,1539681],[806936,1815214],[818312,1311968],[851250,1350717],[852851,1863260],[853602,1612799],[883070,1896850],[891937,1652798],[892377,1395611],[905839,1668488],[920952,1934698],[921703,1688609],[970056,1738119],[970496,1482417],[1000980,2012817],[1001731,1772914],[1006484,1520928],[1010335,1779467],[1041494,1812153],[1041934,1559129],[1088120,1607490],[1091971,1862588],[1107602,2111050],[1124615,1893789],[1125055,1645175],[1130203,1649972],[1162154,1683300],[1166005,1934026],[1214508,1735293],[1234554,1997206],[1247475,1767605],[1251326,2012145],[1290318,1809327],[1291663,1811074],[1329789,1847649],[1363364,2110378],[1376880,1890963],[1378225,1892710],[1421683,1932986],[1460340,1968419],[1471445,1978269],[1484807,2211291],[1508489,2011105],[1574601,2071440],[1585173,2078193],[1601622,2092663],[1666675,2147698],[1703719,2180534],[1724442,2194931],[1793449,2251303],[1910713,2341602] ] cell #3215 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [234971],[290129],[333562],[355994],[379645],[405082],[423892],[431108],[457100],[478940],[482091],[485817],[500171],[506645],[540000],[543726],[562468],[567510],[571309],[590953],[594713],[598439],[612793],[629738],[634920],[659030],[661129],[664855],[668581],[686671],[690397],[694537],[695538],[709139],[714181],[725395],[732431],[737557],[756251],[760908],[763846],[766090],[767091],[788378],[793560],[801679],[803172],[817670],[819769],[823495],[831430],[835285],[842176],[845660],[865651],[867797],[872687],[877813],[879306],[894824],[901860],[906986],[917274],[925680],[930337],[933275],[935519],[936520],[947843],[951395],[958713],[962568],[972943],[979559],[983414],[984817],[990305],[993789],[997302],[1010160],[1014015],[1020906],[1024390],[1044381],[1046527],[1051417],[1056543],[1058036],[1066401],[1069007],[1080926],[1084478],[1091796],[1095651],[1102402],[1105954],[1113272],[1117127],[1127502],[1134114],[1137666],[1144984],[1148839],[1159214],[1165830],[1169685],[1171088],[1176576],[1180060],[1183573],[1192349],[1203894],[1206500],[1218419],[1221971],[1225756],[1228362],[1240281],[1243833],[1251151],[1255006],[1258228],[1260834],[1272753],[1276305],[1283623],[1287478],[1294229],[1297781],[1305099],[1308954],[1319329],[1332729],[1342276],[1344274],[1346880],[1354721],[1366266],[1368872],[1380791],[1384343],[1387579],[1399124],[1401730],[1413649],[1417201],[1420986],[1423592],[1435511],[1439063],[1446381],[1450236],[1459643],[1468283],[1472891],[1474385],[1496247],[1507792],[1510398],[1529105],[1538652],[1540650],[1543256],[1551097],[1562642],[1565248],[1577167],[1580719],[1589846],[1591435],[1598230],[1602411],[1631041],[1637143],[1654873],[1663513],[1668121],[1669615],[1691477],[1703022],[1705628],[1719999],[1722541],[1740194],[1751550],[1758345],[1781673],[1783262],[1790057],[1794238],[1822868],[1828970],[1841644],[1864794],[1866383],[1875669],[1906270],[1908812],[1937821],[1944616],[1986298],[1991201],[2015940],[2020374],[2054399],[2096508],[2128257],[2160630],[2229606],[2294898] ] cell #3216 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [731426],[750363],[841536],[861527],[871682],[874772],[900855],[919792],[944064],[957867],[978713],[989665],[992773],[999820],[1020266],[1030421],[1040257],[1050412],[1053502],[1077147],[1085956],[1098623],[1112426],[1116034],[1123378],[1130335],[1144138],[1155090],[1157208],[1164984],[1175936],[1179044],[1186091],[1189181],[1206376],[1212495],[1214640],[1245311],[1250305],[1268974],[1277783],[1282777],[1284527],[1285345],[1288633],[1290450],[1304253],[1307861],[1315205],[1317323],[1318313],[1335386],[1335614],[1337373],[1341430],[1368748],[1374867],[1377012],[1401606],[1407725],[1409870],[1414555],[1415033],[1415928],[1418679],[1440541],[1445535],[1447285],[1448103],[1449143],[1451391],[1460472],[1463003],[1465282],[1465955],[1468055],[1492627],[1498904],[1499132],[1500891],[1504948],[1505843],[1531762],[1531990],[1533749],[1537806],[1540422],[1543132],[1544362],[1545808],[1549251],[1560469],[1565124],[1571243],[1578073],[1578551],[1579446],[1582197],[1586221],[1593013],[1595772],[1598284],[1622363],[1622591],[1623230],[1625761],[1628040],[1628713],[1630813],[1635079],[1646515],[1658233],[1660512],[1661185],[1663285],[1669669],[1672272],[1672500],[1675145],[1687857],[1689783],[1694134],[1694362],[1696121],[1700178],[1701073],[1702794],[1705504],[1706734],[1708180],[1711623],[1714871],[1716463],[1721992],[1746336],[1749655],[1750328],[1751322],[1753128],[1754836],[1755887],[1758399],[1762755],[1772162],[1774088],[1783034],[1784624],[1784840],[1787599],[1790111],[1798391],[1799064],[1814190],[1814418],[1815700],[1817588],[1819867],[1820540],[1822640],[1826906],[1829024],[1831627],[1831855],[1834500],[1841095],[1842011],[1845639],[1852142],[1866155],[1867745],[1868098],[1870541],[1872133],[1874290],[1875723],[1877662],[1879224],[1886146],[1895826],[1896054],[1897336],[1902734],[1906324],[1907821],[1908049],[1908263],[1921312],[1929644],[1935926],[1936599],[1937593],[1939399],[1941107],[1942158],[1944670],[1949026],[1952950],[1953623],[1962355],[1963740],[1967094],[1972631],[1982762],[1986352],[1987849],[1988077],[1988407],[1990325],[1990652],[1991568],[1998116],[2001699],[2005289],[2007763],[2014045],[2014718],[2015712],[2019498],[2020741],[2024369],[2025453],[2026126],[2030872],[2044885],[2046828],[2053020],[2054453],[2056392],[2057954],[2064876],[2069441],[2078539],[2081956],[2082138],[2086599],[2087984],[2095632],[2096875],[2100503],[2101587],[2102260],[2104314],[2105699],[2113347],[2114590],[2120686],[2126878],[2128311],[2130488],[2131784],[2133169],[2136523],[2137596],[2142060],[2152191],[2155781],[2157836],[2159754],[2167545],[2171128],[2174718],[2185141],[2186899],[2190799],[2195277],[2198694],[2199556],[2202041],[2203337],[2204722],[2208076],[2209149],[2211637],[2215054],[2219697],[2221082],[2226812],[2228730],[2236029],[2237179],[2240778],[2245239],[2246624],[2254272],[2255515],[2271987],[2273230],[2286951],[2291745],[2292255],[2299117],[2299905],[2301037],[2302445],[2303595],[2307194],[2314027],[2318505],[2321922],[2333570],[2341948],[2345365],[2346227],[2350008],[2351393],[2366368],[2367753],[2375401],[2384943],[2391473],[2392184],[2394435],[2404367],[2404877],[2411739],[2413659],[2432970],[2433758],[2434890],[2437448],[2441727],[2452358],[2455775],[2469313],[2486506],[2493036],[2511999],[2512710],[2519649],[2520781],[2532265],[2534185],[2559643],[2588892],[2600061],[2608843], [393662,992963],[472532,1115643],[514188,1179234],[555344,1236665],[560665,1242744],[606385,1307470],[613406,1318503],[619193,1328739],[651542,1366112],[692839,1418869],[702015,1431895],[707336,1437974],[714703,1448752],[721271,1459489],[755405,1236502],[777833,1525115],[799845,1548860],[810182,1562488],[818753,1573551],[824074,1579630],[830584,1328576],[851691,1611677],[890700,1654719],[892818,1655865],[906568,1669166],[914206,1678316],[924834,1431732],[934426,1702868],[968819,1740040],[970937,1741186],[1009314,1524952],[1011064,1780145],[1011882,1783108],[1026336,1796112],[1042375,1815220],[1055454,1573388],[1090950,1611514],[1092700,1863266],[1093518,1866229],[1125496,1896856],[1135020,1903724],[1135498,1655702],[1150228,1918553],[1166734,1934704],[1167552,1937667],[1219325,1983752],[1219803,1741023],[1252055,2012823],[1252873,2015786],[1258000,1778048],[1261940,2021671],[1295135,2051853],[1295613,1815057],[1344046,1861169],[1347986,2097805],[1364093,2111056],[1381697,2125711],[1382175,1896693],[1387633,1901142],[1420758,1932607],[1424698,2161927],[1474439,1981170],[1494553,2217889],[1507564,2010726],[1511504,2230903],[1551151,2049271],[1552458,2050863],[1591207,2084791],[1623873,2316328],[1637197,2123129],[1638504,2124721],[1681655,2160997],[1720053,2193100],[1730476,2201529],[1743373,2402172],[1765960,2229973],[1830331,2283361],[1840768,2289550],[1855732,2301418],[1916747,2348200],[1952231,2376644],[1971388,2388768],[2034462,2435271],[2140817,2509294] ] cell #3217 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [1116320],[1207160],[1229022],[1242999],[1308147],[1336378],[1358370],[1369532],[1372465],[1402390],[1424252],[1438229],[1449429],[1452907],[1466461],[1488323],[1499896],[1511058],[1532754],[1543916],[1549537],[1554746],[1565908],[1568841],[1579885],[1594189],[1603071],[1615665],[1629219],[1640792],[1648137],[1661691],[1673264],[1675576],[1675896],[1678571],[1683553],[1695126],[1706288],[1709221],[1711909],[1727679],[1731658],[1733458],[1763186],[1763506],[1767858],[1786016],[1794898],[1797261],[1799570],[1801493],[1801971],[1802346],[1805365],[1807492],[1821046],[1832619],[1834931],[1835251],[1837926],[1852716],[1852958],[1853183],[1856551],[1883349],[1886953],[1887328],[1889128],[1913950],[1917929],[1919729],[1919971],[1920196],[1924292],[1924643],[1924748],[1949457],[1949777],[1951820],[1954129],[1956052],[1956530],[1956905],[1959924],[1967624],[1969803],[1973377],[1973826],[1973928],[1996229],[1998893],[2002273],[2002515],[2002740],[2006108],[2006213],[2025402],[2031446],[2031688],[2031913],[2035281],[2037133],[2037582],[2037684],[2041132],[2056089],[2062079],[2065683],[2066058],[2068100],[2068325],[2072421],[2072772],[2072877],[2079583],[2082915],[2085085],[2088693],[2088962],[2101536],[2109583],[2109825],[2110050],[2111762],[2112517],[2115336],[2115785],[2115887],[2129947],[2137295],[2137520],[2139232],[2142806],[2143255],[2143357],[2148600],[2148869],[2165658],[2166537],[2168322],[2171702],[2171944],[2172169],[2175537],[2175642],[2177389],[2177838],[2177940],[2181388],[2188574],[2189635],[2191889],[2193946],[2208848],[2209073],[2212681],[2216113],[2216562],[2216664],[2218183],[2218643],[2221791],[2222060],[2234634],[2235513],[2241555],[2241655],[2242104],[2242206],[2243725],[2247333],[2247602],[2268465],[2268690],[2268832],[2270402],[2271157],[2273976],[2274425],[2274527],[2279770],[2280039],[2290292],[2290895],[2292698],[2297953],[2307971],[2308071],[2308520],[2308622],[2310171],[2311802],[2312863],[2315259],[2315528],[2317174],[2323430],[2332076],[2332301],[2332443],[2333614],[2336306],[2338560],[2338702],[2338971],[2340617],[2357269],[2362784],[2363233],[2363335],[2364854],[2365314],[2368462],[2368731],[2382489],[2383337],[2384209],[2390113],[2394479],[2397171],[2399425],[2399567],[2399836],[2401502],[2402653],[2402914],[2403517],[2410575],[2413240],[2415178],[2420693],[2421142],[2421244],[2422733],[2423884],[2424748],[2426551],[2431806],[2442373],[2444024],[2449112],[2449381],[2451027],[2457283],[2468015],[2469357],[2470045],[2473020],[2473892],[2477781],[2478932],[2479796],[2481599],[2484900],[2485772],[2490812],[2491676],[2496042],[2501130],[2501399],[2503015],[2503863],[2504735],[2510639],[2517697],[2520362],[2522028],[2523179],[2531101],[2533766],[2541668],[2544823],[2545286],[2547971],[2550001],[2550554],[2552128],[2552976],[2553848],[2558345],[2559687],[2560375],[2563350],[2564222],[2568111],[2569262],[2575040],[2580045],[2580917],[2585957],[2586821],[2597837],[2598701],[2608424],[2611309],[2611694],[2615556],[2616032],[2616720],[2618241],[2624012],[2624475],[2627160],[2629190],[2641638],[2643668],[2644221],[2646643],[2647515],[2657017],[2657889],[2662929],[2672533],[2672936],[2679691],[2680076],[2683938],[2685102],[2696296],[2696772],[2697460],[2698981],[2701564],[2707900],[2709930],[2730653],[2741026],[2741429],[2745364],[2746052],[2752431],[2753595],[2781916],[2787782],[2792808], [762862,1243436],[874109,1372285],[932291,1438666],[985477,1496589],[992234,1502701],[1052839,1568661],[1062911,1580322],[1069667,1590188],[1108508,1626503],[1160306,1679008],[1171748,1691819],[1178505,1697931],[1188518,1709041],[1195998,1719235],[1234957,1754304],[1261494,1782015],[1287970,1805185],[1300335,1818330],[1311017,1829312],[1317774,1835424],[1324805,1845107],[1347540,1865136],[1391228,1905506],[1393540,1906612],[1409142,1919174],[1418140,1927984],[1430187,1940575],[1441617,1951413],[1478034,1985534],[1480346,1986640],[1521181,2023837],[1523104,2022292],[1523957,2024995],[1539583,2036983],[1557058,2054741],[1571843,2067858],[1607743,2099971],[1609666,2098426],[1610519,2101129],[1643104,2128599],[1652700,2134613],[1653051,2137053],[1668302,2147888],[1685476,2162548],[1686329,2165251],[1738021,2206166],[1738372,2208606],[1769781,2231524],[1770634,2234227],[1775731,2238223],[1779281,2239196],[1812055,2265783],[1812406,2268223],[1858852,2304639],[1862402,2305612],[1877359,2316949],[1893691,2329394],[1894042,2331834],[1899412,2335245],[1930290,2359352],[1933840,2360325],[1979440,2396110],[1997108,2407553],[2008409,2417261],[2011959,2418234],[2047541,2445655],[2048606,2446716],[2083464,2471970],[2110192,2488806],[2121399,2497673],[2122464,2498734],[2159335,2524043],[2192300,2546761],[2200202,2551926],[2210598,2557817],[2228311,2570126],[2281104,2605759],[2290031,2610558],[2300618,2617031],[2346873,2645593],[2374982,2663793],[2389249,2671397],[2434471,2697771],[2509775,2739890] ] cell #3218 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [323591],[393729],[418736],[430616],[467697],[473114],[500851],[514255],[520299],[525394],[555359],[586640],[592057],[601550],[606967],[613473],[614293],[619208],[628808],[646523],[651142],[672065],[672995],[685670],[702030],[709868],[715285],[715873],[720871],[731441],[741041],[741971],[750378],[759978],[777848],[778838],[779839],[787448],[792067],[805163],[806093],[809782],[818768],[818923],[825416],[827685],[841136],[851706],[852696],[853697],[861127],[871697],[874618],[881297],[882227],[890300],[891340],[892833],[892988],[900870],[910470],[919807],[920797],[921798],[929407],[934026],[934623],[954968],[963569],[968419],[969459],[970952],[971107],[975814],[984415],[989265],[992788],[992998],[999835],[1000825],[1001826],[1006415],[1008504],[1011482],[1012079],[1019866],[1030436],[1032427],[1039857],[1040897],[1042390],[1042545],[1050427],[1053348],[1055396],[1060027],[1081021],[1085971],[1088051],[1090140],[1093118],[1093715],[1102497],[1107447],[1109527],[1115634],[1116291],[1118128],[1122978],[1124018],[1125511],[1125666],[1130415],[1135440],[1141239],[1149840],[1154690],[1157223],[1157378],[1162085],[1164174],[1167152],[1167749],[1175536],[1179059],[1179269],[1186106],[1188097],[1189027],[1199257],[1207451],[1208107],[1212095],[1214720],[1219745],[1229313],[1233957],[1236656],[1240376],[1242758],[1245326],[1245481],[1247406],[1249495],[1252473],[1253070],[1257870],[1272848],[1277798],[1279878],[1284945],[1285542],[1288479],[1290530],[1293697],[1295555],[1301354],[1307461],[1308118],[1309955],[1314805],[1317338],[1317493],[1318328],[1318538],[1328730],[1329720],[1330703],[1332271],[1335723],[1337453],[1343916],[1354263],[1357715],[1366126],[1369823],[1370479],[1374467],[1375064],[1377092],[1380259],[1382117],[1394487],[1402681],[1403337],[1407325],[1409950],[1413744],[1414975],[1418694],[1418904],[1420628],[1421895],[1431886],[1435606],[1437988],[1440556],[1440711],[1442636],[1447703],[1448300],[1448743],[1449400],[1454371],[1455411],[1459503],[1460552],[1462426],[1467925],[1472359],[1481293],[1484288],[1493238],[1495789],[1499241],[1500971],[1504890],[1507434],[1508701],[1525106],[1526096],[1528647],[1532099],[1533829],[1540292],[1544207],[1548851],[1549508],[1552328],[1562502],[1566199],[1566855],[1570843],[1571440],[1573468],[1573542],[1576635],[1578493],[1579644],[1584654],[1585644],[1587269],[1591077],[1595653],[1601834],[1611668],[1612658],[1618169],[1623310],[1625184],[1625703],[1630683],[1638374],[1650641],[1654733],[1655782],[1655856],[1657656],[1663155],[1667589],[1669157],[1672609],[1678330],[1688468],[1691019],[1694471],[1696201],[1700120],[1702664],[1702882],[1703931],[1715886],[1716405],[1723923],[1726538],[1730346],[1735962],[1740054],[1741103],[1741177],[1745759],[1747384],[1751192],[1761949],[1772773],[1777471],[1779096],[1780136],[1782904],[1783122],[1787480],[1793661],[1795535],[1796126],[1809996],[1815137],[1815211],[1817011],[1817530],[1822510],[1830201],[1851565],[1852084],[1860592],[1862217],[1863257],[1866025],[1866243],[1871556],[1872075],[1882208],[1886016],[1891632],[1896773],[1896847],[1902157],[1902676],[1903147],[1903738],[1910194],[1912809],[1916617],[1927374],[1932030],[1933655],[1934695],[1937463],[1937681],[1948220],[1969088],[1982185],[1982704],[1983175],[1983766],[2001122],[2001641],[2010149],[2011774],[2012814],[2015582],[2015800],[2030295],[2030814],[2040947],[2044755],[2050286],[2050805],[2051276],[2051867],[2060938],[2064746],[2075503],[2084214],[2093332],[2111047],[2124144],[2124663],[2125134],[2125725],[2151614],[2152133],[2170551],[2171070],[2181203],[2185011],[2187757],[2200952],[2201471],[2217312],[2217903],[2251972],[2282784],[2283303],[2296075],[2310985],[2347623],[2348142],[2429928] ] cell #3219 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [136343,1031557],[175985,1155816],[184919,1187227],[221595,1282053],[223455,1283914],[228781,1299405],[234105,1315931],[266223,1385967],[269896,1143414],[276969,1412038],[283656,1427891],[285306,1429273],[289977,1444811],[291837,1446672],[310136,957143],[326857,1514697],[328507,1516079],[331385,774284],[332793,1271142],[333410,1527165],[340904,1026872],[346098,1550725],[348264,1557461],[349085,1303529],[350683,1559856],[356158,1575556],[359890,1320148],[374830,1614244],[377468,848142],[378876,1079315],[379493,1613727],[395211,1636771],[397377,1643507],[398198,1111702],[399796,1645902],[402562,1649687],[404470,1145275],[405246,1656750],[419476,1679713],[419764,1680153],[421715,916243],[422160,1686744],[423123,1433900],[423740,1427374],[431234,1182542],[433882,1445328],[435532,1450845],[442042,1718587],[451638,1741623],[454580,1735008],[456488,959004],[457264,1742071],[466816,1232144],[474524,1764018],[474812,1764458],[476763,996271],[477208,1771049],[478171,1238670],[478788,1514180],[482765,1776676],[483053,1777116],[485943,1265398],[495356,1527682],[500019,1805554],[501808,1806172],[502040,1806495],[504125,1554933],[505322,802625],[506033,1305390],[506809,1557909],[515737,1572777],[517903,1575108],[526998,1844151],[527286,1844591],[529388,1073571],[530651,1858098],[536092,1854266],[537734,1866632],[540674,1859797],[540962,1860237],[543852,1351444],[549102,1358557],[552452,1874257],[554425,1361533],[562316,1372654],[562673,1887808],[562905,1888131],[564990,1640979],[566187,878759],[566898,1113563],[567674,1643955],[571440,1390252],[571786,1900068],[572018,1900391],[575895,1653985],[585491,1656302],[588433,1921279],[591117,1928342],[593165,1928986],[595387,695146],[595532,695246],[595675,1684247],[598565,1428156],[608377,1701376],[611061,1704391],[612641,1709410],[616408,1195022],[618353,1965029],[620675,1965374],[620907,1965697],[624849,1978846],[630412,1974771],[630700,1975211],[632393,1731845],[632802,962021],[635051,1477058],[635397,1980096],[635629,1980419],[639506,1739306],[644183,976883],[644811,1489017],[648127,1993708],[648415,1994148],[650517,1232926],[653871,1500083],[657221,2003823],[659194,1503059],[659581,2007105],[661803,766699],[661948,766799],[662091,1768552],[664981,1514962],[668667,1520227],[669527,2018840],[673669,1780537],[677322,1774977],[682763,2032996],[684405,1783511],[687345,2038527],[687633,2038967],[690523,1286931],[694668,1553770],[695014,1810373],[699123,1813340],[708987,1569030],[709576,1827793],[711661,1832806],[712858,1057489],[714345,1835782],[717696,1323851],[717979,2077851],[720396,2080943],[722857,2081298],[726634,2093465],[728641,1076296],[730586,1079214],[732562,1609543],[732908,2089618],[733140,2089941],[734597,1336565],[735036,845268],[735181,845368],[735324,1857245],[737643,1606789],[738503,2094974],[742645,1863658],[747578,1357394],[747796,1618546],[747885,1099671],[749523,2106988],[751845,2107333],[752077,2107656],[757638,1110596],[758266,1629913],[761582,2116730],[761870,2117170],[763563,1887515],[763972,1116580],[766221,1639816],[766567,1892009],[770676,1894976],[776993,1899723],[779547,1904053],[783489,1898818],[789052,2144200],[789340,2144640],[791033,1918116],[791442,1148292],[793691,1409019],[794037,2149525],[794269,2149848],[798146,1414651],[801765,1682599],[806767,1935096],[812511,1695313],[815861,2173252],[817834,1698289],[820443,936128],[820588,936228],[820731,1954823],[823621,1449689],[827290,943771],[827589,2187369],[829399,2189764],[835416,1721566],[837961,1202224],[838244,2194589],[840661,1205602],[840839,957485],[840869,957517],[842262,1737418],[843122,2198036],[844310,1210282],[844938,1467155],[845136,1977568],[850851,1979751],[853405,1984081],[857952,1487369],[858235,2210949],[858864,1226292],[860652,2214041],[863113,2214396],[868897,1235651],[869115,1757185],[869204,1237550],[870842,1238569],[872818,1769658],[873164,2222716],[873396,2223039],[875292,993397],[875437,993497],[875580,2006802],[876411,1774184],[877899,1766904],[882901,2013215],[889825,2018485],[896063,2017331],[898070,1268123],[900015,1271041],[901991,1522981],[902337,2248258],[902569,2248581],[904026,1532941],[904465,1023998],[904610,1024098],[904753,2035975],[907072,1538980],[907932,2253614],[912074,1544666],[914055,1802533],[918952,2047852],[921506,2052182],[927067,1302423],[927695,1821740],[931011,2275370],[931299,2275810],[932992,2066245],[933401,1308407],[935650,1572537],[935996,2070739],[940105,1578169],[951128,1325499],[951481,1846948],[954136,2086156],[954573,1076854],[954872,2295687],[956682,1079016],[956860,1078843],[961026,1597070],[961115,1339541],[967944,2094619],[975419,1098330],[975718,2310597],[977528,2312992],[982559,1361432],[983545,1877236],[986090,1364596],[986373,2317817],[987002,1366802],[988790,1367974],[988968,1112044],[988998,1112076],[990391,1893088],[991251,2321264],[993265,2119527],[994463,1897640],[998980,2121710],[1001534,2126040],[1008129,2130749],[1014146,1653745],[1016691,1397454],[1016974,2341260],[1019391,1400832],[1019569,1143756],[1019599,1143788],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] cell #3220 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [178159,1163224],[210109,1248545],[226054,1291583],[246392,1340776],[263496,1378145],[267255,889354],[282155,1165127],[290849,1443775],[303174,1466223],[305776,1471365],[307495,967473],[323364,1504294],[325356,1250448],[340059,1537152],[346444,1038911],[357163,1574521],[370865,1596222],[371001,1596682],[372040,1092172],[373882,1341573],[391236,1628981],[393838,1634123],[395557,1122032],[410199,1661453],[412801,1666595],[414520,906040],[418509,1677662],[430389,1699524],[432381,1445678],[443176,1201193],[445127,1464040],[447142,1724744],[447568,1218982],[447612,1724988],[465787,1750596],[470160,1756337],[470296,1756797],[471335,1251527],[473177,1505091],[491391,1788049],[491527,1788509],[492566,1010536],[494408,1537949],[498358,1799332],[500960,1804474],[511762,1820808],[514364,1825950],[516083,1055597],[520072,1837017],[524571,1322384],[530169,1593859],[532816,1850422],[533105,1092339],[553122,1874740],[553258,1875200],[553586,1363565],[555537,1626798],[557552,1880414],[557978,1381354],[558022,1880658],[577029,1135641],[578980,1659270],[580995,1911015],[581421,1134677],[581465,1911259],[589103,1921762],[589239,1922222],[590278,910779],[590705,1674695],[592120,1415176],[599640,1936867],[604013,1942608],[604149,1943068],[605188,1166206],[607030,1700321],[610980,1953891],[613582,1959033],[614066,1450905],[617871,1452577],[619386,1719530],[624378,1722780],[640640,1219946],[645700,1485902],[648645,1994334],[649071,1494210],[649115,1994578],[651298,1753974],[653945,1999979],[654234,1251694],[666056,2014986],[671242,1258143],[676423,2026394],[676840,1785686],[679487,2029152],[679776,1010703],[685848,1540565],[687863,2039153],[688289,1025993],[688333,2039397],[689996,1800773],[690132,797109],[699793,2053470],[699929,2053930],[700257,1295756],[702208,1818625],[704223,2059144],[704649,1294792],[704693,2059388],[710145,1573824],[712331,2069891],[712467,2070351],[713506,1060336],[713933,1834050],[715348,1578694],[715982,1320085],[719925,1583511],[721027,1844777],[731619,1855209],[740218,1344189],[745399,2102528],[746102,2103656],[749041,1615335],[750556,1617118],[752678,2108279],[752967,1363732],[755548,1878450],[762526,1635106],[771346,2127328],[771482,2127788],[771810,1382318],[776511,1387503],[778026,1905801],[779016,1663428],[780116,1656138],[782444,2138046],[782580,2138506],[783018,1909051],[792223,1669539],[794870,2150471],[795159,906207],[796683,911068],[797153,1923593],[804340,1420901],[807285,2163763],[807711,1426171],[807755,2164007],[809094,1170065],[809521,1939086],[809938,1940245],[812585,2169408],[812874,1166373],[818559,1702403],[818946,1702937],[819087,1444214],[820961,2179409],[821387,1181663],[821431,2179653],[823094,1955332],[823230,939068],[828824,1961697],[830727,1966320],[841292,1975397],[850369,1474309],[851884,1985829],[852874,1468198],[853974,1741459],[856302,2209599],[856438,2210059],[857155,2211049],[859533,1487006],[860181,1743626],[861283,1744600],[871875,1755757],[874286,1505258],[880474,1507707],[883419,2232739],[883845,1512977],[883889,2232983],[885228,1255386],[885655,2017205],[890114,2237609],[890456,2023507],[891496,1789981],[892624,1782643],[893011,1783177],[893152,1537591],[895154,2242685],[895580,1263413],[895624,2242929],[901048,2033939],[915531,2262296],[915970,1289536],[918470,1551021],[919985,1552601],[920975,1822783],[922075,1815493],[922107,2266919],[922396,1295923],[924403,2055369],[924539,1045137],[924977,2057180],[931955,1826933],[933900,1574051],[934182,1828894],[934207,1828793],[936829,2281641],[937118,1055764],[938642,1060625],[939112,2071722],[945197,2077951],[953066,1591350],[956107,2085941],[958010,2090564],[968233,2304025],[968575,2099641],[969615,1598154],[970743,1865764],[971130,1866298],[971271,1341215],[973273,2309101],[973699,1349459],[973743,2309345],[976953,1616658],[978856,1869483],[987671,1627902],[989421,1879424],[995559,2325907],[995998,1376098],[998498,1637067],[1000013,1638647],[1001003,1630956],[1002103,1897129],[1002135,2330530],[1002424,1382485],[1004431,2129227],[1004567,1128258],[1005509,2333821],[1007554,2131126],[1007993,1389083],[1008892,1901637],[1009088,2335010],[1009457,2135749],[1011356,1666125],[1011638,1906194],[1011663,1906093],[1014395,2339643],[1014684,1135808],[1020022,2144826],[1030614,2155258],[1035415,1419321],[1035885,2357720],[1038263,1422053],[1039671,2158266],[1040013,1681525],[1041053,1944540],[1042181,1937202],[1042568,1937736],[1042709,1163663],[1044711,1170354],[1045181,2165838],[1050605,1942028],[1053016,1700488],[1055291,1703336],[1062575,1708207],[1071753,2386853],[1072192,1458452],[1074758,1719923],[1078280,2194689],[1083963,1729750],[1086149,1730619],[1087145,2394686],[1089190,2202679],[1089629,1475889],[1090528,1981665],[1090724,2395875],[1091093,2207302],[1092992,1470895],[1093274,1986222],[1093299,1986121],[1096031,2400508],[1096320,1220113],[1099756,1744844],[1107625,1751465],[1110666,1755297],[1112569,1999049],[1118536,1506127],[1119006,2415629],[1121384,1508859],[1122792,2227242],[1123134,1765830],[1124174,1758269]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] cell #3221 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [658107],[762190],[816747],[867581],[874047],[931619],[940991],[947627],[985415],[1035248],[1046311],[1052777],[1062239],[1069605],[1107823],[1133898],[1159634],[1171686],[1181990],[1188456],[1195313],[1218203],[1261432],[1263740],[1279134],[1287908],[1299650],[1310955],[1320740],[1347478],[1349786],[1390543],[1392623],[1393478],[1409080],[1426498],[1440932],[1477349],[1479429],[1480284],[1513304],[1517116],[1523042],[1523272],[1538736],[1556141],[1556996],[1603678],[1609604],[1609834],[1642187],[1643042],[1647100],[1651853],[1685414],[1685644],[1716846],[1732421],[1737174],[1752779],[1769719],[1769949],[1774659],[1806455],[1811208],[1843080],[1857780],[1872516],[1877297],[1888091],[1892844],[1900351],[1929218],[1964711],[1965657],[1980379],[1992637],[1996261],[2007337],[2019072],[2081530],[2089901],[2095206],[2102999],[2106670],[2107616],[2149808],[2188141],[2198268],[2214628],[2222999],[2248541],[2253846],[2296459],[2311369],[2321496],[2344939],[2369670],[2409081],[2430312],[2455349],[2475879],[2529607],[2582904],[2649502] ] cell #3222 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473075],[560716],[606928],[651593],[657374],[707387],[715246],[721322],[755823],[800388],[810233],[816014],[824125],[831002],[867111],[890751],[914257],[925252],[934477],[940258],[947157],[968870],[1009732],[1011933],[1026387],[1034515],[1045841],[1055872],[1091368],[1093569],[1133428],[1135071],[1135916],[1150923],[1167603],[1181520],[1217733],[1219376],[1220221],[1252924],[1262635],[1263270],[1278255],[1295186],[1296031],[1348681],[1349316],[1381748],[1382593],[1387976],[1391744],[1425393],[1426028],[1474782],[1478550],[1494604],[1512199],[1512834],[1518218],[1551494],[1555262],[1604780],[1624568],[1637540],[1641308],[1680590],[1681998],[1720396],[1751900],[1764895],[1766303],[1808403],[1846018],[1856075],[1868378],[1890039],[1952574],[1962635],[1976638],[2034805],[2068769],[2086879],[2146067],[2245519], [393667,992994],[447762,841587],[472699,1116085],[473099,1635740],[514193,1179265],[533449,958285],[558172,989716],[560721,1762827],[560849,1243162],[581615,1020317],[606552,1307912],[606952,1827567],[613411,1318534],[614260,1582418],[627202,1080240],[649265,861578],[651598,1879296],[654578,1112844],[657361,1886956],[680120,1144556],[688483,1155141],[690161,1414606],[692844,1418900],[704843,1175987],[707392,1949098],[707520,1438392],[714870,1449194],[715270,1708841],[716011,1711674],[721327,1967166],[726855,1204723],[753311,979131],[755810,1998896],[758372,1239595],[785842,1272067],[795503,1283195],[797303,1285396],[797355,1545057],[800012,1549302],[800412,1546469],[807905,1040308],[810238,2058026],[813218,1304671],[816001,2065686],[819116,1831906],[821581,1315256],[823259,1578124],[824130,1834572],[824258,1580048],[825575,1838089],[829620,1067230],[830989,2082918],[864045,1101716],[866811,2111879],[884039,1123429],[890756,2136595],[893181,1908100],[895774,1407776],[896284,1399953],[906800,1672551],[908864,1412963],[910799,1673780],[911412,1415451],[914262,1675217],[914390,1678734],[922740,1165402],[924568,1689834],[925239,2168325],[927801,1434825],[934482,1953695],[934842,1953929],[937462,1445953],[939262,1448154],[939314,1707429],[940245,1956533],[946857,2191251],[968875,2208148],[971300,1988128],[973893,1212546],[974670,977749],[1002768,1250723],[1004596,1774139],[1008350,1259057],[1009719,2241558],[1011296,1532041],[1011938,2026198],[1012298,2026432],[1015028,1538224],[1025850,1541479],[1026013,1796607],[1026392,1799136],[1026588,1799370],[1030821,1545692],[1034502,1801974],[1042738,1814469],[1042775,1293543],[1045331,1571294],[1045383,1816395],[1045541,2270519],[1055335,2069519],[1055859,2070109],[1058421,1576481],[1060356,1833135],[1060969,1578969],[1064773,2288864],[1089986,1345103],[1091355,2307974],[1092932,1335665],[1093574,2102332],[1093934,2102566],[1096664,1341848],[1125859,1896105],[1125896,1380105],[1128452,1374918],[1128504,1898031],[1133128,2337922],[1134534,1664342],[1134697,1913296],[1135076,1661257],[1135272,1661491],[1135379,2137674],[1135903,2138264],[1138554,1667435],[1150166,1921390],[1150575,1670012],[1150910,1921980],[1160941,1164020],[1166966,1694413],[1167608,1936671],[1167968,1936905],[1170085,1938171],[1170698,1700596],[1181220,2179331],[1181683,1951166],[1186491,1708064],[1217433,2398787],[1218839,1469112],[1219002,1727025],[1219381,1466027],[1219577,1466261],[1219684,2209227],[1220208,2209817],[1222859,1472205],[1246262,1249341],[1252287,1499183],[1252929,2014790],[1253289,2015024],[1255406,2016290],[1256019,1505366],[1256600,2422717],[1256775,2236152],[1257036,1786432],[1261878,1787677],[1262287,1790454],[1262622,1788267],[1262970,2242607],[1263433,2024748],[1278170,2039075],[1289556,2047108],[1294649,1823697],[1294812,2061425],[1295191,1820612],[1295387,1820846],[1295494,2053098],[1296018,2053688],[1298669,1826790],[1310690,1829367],[1327456,1330549],[1342646,2477765],[1342821,2302568],[1343082,1594605],[1347924,1595850],[1348333,1598627],[1348668,1596440],[1349016,2309023],[1349479,2100882],[1364325,1622642],[1376118,2120966],[1381211,1631870],[1381374,1882695],[1381753,1628785],[1381949,1629019],[1382056,2126956],[1382580,2127546],[1385231,1634963],[1386568,1909179],[1386605,2333743],[1389103,2132064],[1391659,1910937],[1393213,1906667],[1419533,2157964],[1419794,1940991],[1424636,1942236],[1425045,1945013],[1425380,1942826],[1425728,2163685],[1426191,2165004],[1453323,1457345],[1456909,2544807],[1457084,2385066],[1458472,2191079],[1473374,1722908],[1473411,2394608],[1475909,2203617],[1478465,1724666],[1480019,1986695],[1490974,1494067],[1494230,1995575],[1494609,1750400],[1494805,1750634],[1506339,2226940],[1506600,1754720],[1511442,1755965],[1511851,1758742],[1512186,1756555],[1512534,2232661],[1512997,2233980],[1517172,2027434],[1519365,2237307],[1519626,2024253],[1545855,2259522],[1550086,2057308],[1550123,2261580],[1552621,2263234],[1555177,2059066],[1556731,2054796],[1583639,1587756],[1587793,2469486],[1588903,2292383],[1589164,1845523],[1599754,2299397],[1603734,1848704],[1605927,2303723],[1606188,2100387],[1616081,1620103],[1617138,2104594],[1619667,2623996],[1619842,2486629],[1621230,2314307],[1623811,1874368],[1624220,1876066],[1624555,1874958],[1635126,2118597],[1636132,1878578],[1636169,2325191],[1638667,2326845],[1641223,1880336],[1642777,2128654],[1649048,2135877],[1649085,2334753],[1671139,2350288],[1675249,2156124],[1679544,2167690],[1708227,2380651],[1713025,1716902],[1717948,1966448],[1717985,2385505],[1728172,2391601],[1728433,1976143],[1730639,2393250],[1734369,2207430],[1734406,2395618],[1743246,1988535],[1743754,1747871],[1744894,1990198],[1745346,1749279],[1747908,2559816],[1749018,2405005],[1751815,1994256],[1755777,2219977],[1759869,2412019],[1762859,2005632],[1763849,1998261],[1776507,2240923],[1791581,2433250],[1797754,2437576],[1798015,2259027],[1826953,2277237],[1830494,2460698],[1834604,2287294],[1840641,2078667],[1843982,2082283],[1853627,2090692],[1853664,2475188],[1855229,2300185],[1859628,2307339],[1868233,2102940],[1868695,1872572],[1869611,1873618],[1869735,2104449],[1873655,2487068],[1879718,2113220],[1880170,1884103],[1883842,2493164],[1886309,2494813],[1914443,2512127],[1914704,2145572],[1916910,2513776],[1920640,2354101],[1920677,2516144],[1942048,2366648],[1946140,2532545],[1949130,2175061],[1962490,2188082],[1971261,2195405],[1974602,2199021],[1975691,2199429],[1989790,1993539],[1999177,2003184],[1999301,2219832],[2003221,2565518],[2032357,2249332],[2032394,2582213],[2033959,2434038],[2038358,2441192],[2045048,2589958],[2058448,2271860],[2058900,2062833],[2062572,2600189],[2065039,2601838],[2086734,2296400],[2090816,2300040],[2112812,2116561],[2140690,2342076],[2144031,2345692],[2145120,2346100],[2155278,2519929],[2168606,2172613],[2168730,2366503],[2172650,2659185],[2185304,2666930],[2245374,2430253],[2249456,2433893],[2258575,2441600],[2271452,2275201],[2354225,2519784] ] cell #3223 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [481762,1257626],[503995,1552203],[539671,1343672],[564860,1638249],[594384,1420384],[595524,1681556],[629409,1467681],[632263,1730221],[660800,1507190],[661940,1765861],[686342,1540048],[689570,1544331],[690006,1284670],[695209,1552084],[711531,1830076],[725066,1590833],[730745,1851113],[732257,1598253],[735173,1855633],[760579,1630439],[763433,1885891],[766762,1638130],[788049,1662911],[790903,1916492],[793386,1669638],[796747,1413882],[819440,1702420],[820580,1952132],[822668,1706703],[823104,1447428],[828040,1713529],[840306,1725307],[840861,1972219],[842466,1467870],[845331,1730102],[865322,1750948],[871001,2000670],[872513,1758368],[875429,2005190],[894495,1782660],[900174,2029843],[901686,1790080],[904602,2034363],[907276,1540237],[913925,2044630],[923977,1815669],[924413,1560612],[930008,1822266],[932862,2064621],[935345,1828993],[936191,1829957],[938706,1577400],[942009,1319723],[943805,1839360],[955323,1849208],[956716,2087111],[956948,1850926],[972614,1865781],[976169,1869199],[982718,2108970],[983240,1875692],[988435,1880977],[988990,2114178],[990595,1630628],[993460,1885772],[1004005,1897305],[1004441,1646658],[1006770,1899800],[1013841,1906293],[1019036,1911578],[1019591,2141648],[1021196,1663100],[1024061,1916373],[1029740,2151162],[1034168,2155682],[1036251,1929613],[1040676,1428912],[1044052,1937219],[1044775,1689110],[1049731,2170099],[1051243,1944639],[1054159,2174619],[1056833,1702609],[1057340,1441866],[1063482,2184886],[1064013,1190712],[1065799,1712950],[1076888,1969980],[1078879,1971640],[1088406,1979828],[1095477,1986321],[1098364,1988917],[1100122,1990294],[1105124,1994897],[1105679,2215885],[1106244,1751137],[1109882,1998765],[1111275,2220209],[1111507,2000483],[1116953,2005258],[1119372,2007732],[1123797,1515718],[1127173,2015338],[1127896,1773415],[1130076,2018090],[1131834,2019467],[1137956,1782849],[1138463,1524206],[1141594,2027938],[1142987,2245751],[1143219,2029656],[1153860,2039716],[1154415,2255103],[1156527,1802595],[1158885,2044511],[1160682,2046552],[1161315,1806879],[1162440,2047929],[1164871,1558647],[1168989,2267610],[1169511,2054422],[1174706,2059707],[1175261,2272818],[1176866,1822455],[1179731,2064502],[1182743,1572076],[1183298,1315624],[1185410,2282332],[1189838,2286852],[1198492,2081925],[1199612,2082787],[1203292,1848629],[1208462,2089350],[1212914,1352200],[1214381,2094224],[1216139,2095601],[1222261,1865970],[1222768,1610768],[1225154,1868620],[1226326,2104038],[1226959,1870174],[1231717,2314539],[1231949,2108783],[1236243,2111939],[1238001,2113316],[1238234,2113599],[1244123,1885961],[1246003,2120410],[1246636,1888515],[1247761,2121787],[1250192,1644693],[1254310,2331221],[1254832,2128280],[1258798,2131508],[1259431,1900775],[1265599,1653284],[1266154,1408144],[1267226,2340334],[1268715,2139409],[1270706,2141069],[1280233,2149257],[1281626,2350520],[1281858,2150975],[1284115,1924876],[1287304,2155750],[1289019,1929120],[1289138,1679982],[1290191,2158346],[1291949,2159723],[1293237,1687936],[1296951,2164326],[1297506,2362556],[1298071,1937408],[1298578,1686578],[1301709,2168194],[1303102,2366880],[1303334,2169912],[1308780,2174687],[1311486,1445422],[1311718,1701388],[1313975,2179972],[1314530,2376232],[1316642,1957154],[1319000,2184767],[1327197,2190523],[1327830,1966081],[1328317,2191311],[1330075,2192688],[1337114,2197286],[1338872,2198663],[1339992,2199525],[1341317,1481935],[1344844,2203061],[1345477,1980803],[1351645,1738605],[1353272,2401199],[1353998,2401991],[1355708,1989715],[1355827,1745163],[1360864,2215023],[1361097,2215306],[1365664,1998186],[1366836,2219421],[1367469,1999740],[1370834,2222448],[1375581,2007239],[1375700,1764287],[1376753,2227322],[1378511,2228699],[1379799,1772241],[1383513,2233302],[1384068,2420465],[1384633,2015527],[1385140,1770883],[1388566,2018974],[1388685,1776945],[1390379,1777865],[1394842,2241427],[1395129,1537693],[1395361,1780549],[1396539,2243248],[1397094,2428706],[1398522,2027359],[1403692,2247990],[1409611,2252864],[1411369,2254241],[1411602,2254524],[1414114,2042400],[1417491,2044700],[1419352,1806760],[1421556,2262678],[1422189,2048904],[1426947,2448392],[1427179,2267423],[1428357,1812639],[1429984,2066307],[1431473,2270579],[1433231,2271956],[1433464,2272239],[1439353,2064691],[1442104,1576175],[1442991,2280427],[1444384,2460930],[1444616,2282145],[1446873,2073005],[1450062,2286920],[1453140,2289335],[1454106,2289369],[1457935,2081432],[1458054,1844420],[1459041,2082208],[1460213,2293476],[1462820,1604172],[1468853,2298841],[1469486,2090325],[1469973,2299629],[1470606,2091255],[1471731,2301006],[1471899,1612126],[1475372,2095108],[1475491,1860066],[1477185,1860986],[1481648,2307843],[1482167,1863670],[1483345,2309664],[1483900,2483754],[1484563,2310718],[1486326,1869987],[1490715,2313751],[1491348,2108040],[1493593,2315916],[1497234,2112737],[1497353,1879987],[1500632,2320514],[1502390,2321891],[1506158,1888396],[1508362,2326289],[1508995,2122762],[1513753,2500410],[1513985,2331034],[1515163,1894275],[151679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] cell #3224 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [503851,1808536],[520423,2076267],[564716,1890172],[595341,1931195],[608811,2178177],[614006,1960082],[632119,1976771],[661757,2009314],[668636,1520211],[674103,2242443],[694983,1810357],[709635,2279909],[710085,2069377],[711387,2068902],[730706,2087732],[734990,2091862],[737612,1606773],[743079,2308859],[763289,2118730],[766536,1891993],[779606,2338841],[780056,2146675],[790759,2146200],[801734,1682583],[807201,2363572],[818195,2178372],[818494,2374011],[820397,2178743],[840720,2195974],[840793,2196315],[842231,1737402],[845105,1977552],[853464,2399706],[853914,1977246],[870962,2220830],[875246,2224960],[877868,1766888],[883335,2421481],[889884,2424402],[892260,2250131],[892559,2427347],[900135,2246372],[904419,2250502],[907041,1538964],[912508,2257049],[913781,2259655],[921565,2449251],[922015,1809011],[932718,2277370],[933856,2280665],[935965,2070723],[951450,1846932],[954105,2086140],[956631,2296798],[957112,1609175],[957380,2296902],[968003,2479450],[970379,2091491],[970678,2482395],[982679,2315160],[988849,2319202],[988922,2319543],[990360,1893072],[993234,2119511],[994897,2502803],[1001593,2501269],[1002043,1890647],[1005229,2340874],[1008827,2504422],[1011312,2346434],[1019450,2342645],[1019523,2342986],[1020961,1652081],[1023835,2146981],[1029701,2351141],[1032194,2352241],[1032644,1414278],[1033985,2355271],[1039441,2523697],[1041817,1930824],[1042116,2526642],[1049692,2367501],[1053976,2371631],[1056598,1701336],[1062065,2378178],[1063338,2380784],[1068631,1961896],[1075750,2194455],[1078827,2389431],[1079111,1478987],[1086865,2194203],[1090463,2553535],[1092948,2199763],[1105538,2405574],[1105611,2405915],[1106009,1996489],[1108664,2219238],[1111190,2409420],[1111671,1769290],[1111939,2409524],[1117895,2573566],[1118345,1773811],[1122562,2569780],[1124938,2008943],[1125237,2572725],[1129116,2429197],[1132015,2575326],[1137721,1780497],[1140376,2244780],[1142902,2430651],[1143383,1522613],[1143651,2430755],[1154274,2438145],[1154347,2438486],[1155785,1284775],[1156650,1544563],[1156949,2439475],[1158659,2042348],[1160899,2047411],[1164497,2592484],[1166982,2048167],[1168950,2449013],[1175120,2453055],[1175193,2453396],[1176631,1811436],[1179505,2278151],[1181168,2450785],[1185371,2461551],[1187864,2462651],[1188314,1577796],[1189655,2465681],[1194476,2077717],[1196154,2293293],[1196951,2290549],[1201723,2613213],[1202208,2295578],[1213421,2295344],[1216320,2618527],[1222026,1863618],[1227986,2103855],[1231632,2487466],[1232113,1876868],[1232381,2487570],[1235105,2317683],[1237037,2631551],[1238182,2490994],[1238466,1641745],[1244753,1897537],[1245052,2636081],[1246220,2121269],[1249818,2632724],[1252303,2122025],[1254271,2501031],[1256542,2508507],[1259015,1899282],[1260458,1899683],[1267187,2508382],[1267577,2341126],[1270654,2509957],[1270938,1392181],[1278692,1411834],[1279015,2149140],[1281541,2516542],[1282022,1408651],[1282290,2516646],[1289231,2158364],[1292130,2652298],[1297365,2526100],[1297438,2526441],[1297836,1935056],[1300491,2365909],[1303017,2529946],[1303498,1684985],[1303766,2530050],[1309722,2527483],[1310172,1689506],[1314389,2537440],[1314462,2537781],[1315900,1447533],[1316765,1706935],[1317064,2538770],[1318774,2182604],[1323835,2187260],[1324953,2385903],[1326237,2383896],[1327414,2192170],[1329111,2669564],[1331026,2670596],[1336534,2199667],[1342588,2387981],[1345061,1979310],[1346504,1979711],[1353233,2557495],[1353843,2558798],[1356848,2210815],[1358526,1990436],[1359323,2403171],[1361045,2560557],[1361329,1752337],[1364580,2408200],[1365106,2008748],[1366447,2686105],[1372623,2006434],[1374297,1516048],[1375793,2227340],[1378692,2686909],[1383927,2572183],[1384000,2572524],[1384398,2013175],[1388778,2018108],[1389706,2018351],[1391384,2427146],[1392504,2247873],[1396953,2578648],[1397026,2578989],[1397438,2429431],[1408473,2253125],[1411550,2586139],[1419300,1806142],[1423216,2047812],[1426862,2594491],[1427343,1812732],[1427611,2594595],[1429242,1570673],[1430335,2451536],[1432267,2591311],[1433412,2598019],[1433696,1555699],[1439983,1815901],[1440282,2595841],[1441450,1575352],[1441773,2280310],[1444299,2604604],[1444780,1572169],[1445048,2604708],[1453951,2468468],[1455772,2470227],[1456298,2083803],[1456851,2468301],[1458147,2293494],[1459824,2718756],[1461032,2719430],[1466609,2299606],[1469070,2088832],[1475584,2094242],[1476512,2094485],[1478190,2482194],[1479310,2089233],[1483759,2621849],[1483832,2622190],[1484443,2623264],[1486696,1870319],[1487353,2310488],[1488471,2104015],[1489755,2485459],[1490932,2315398],[1495547,1636740],[1495926,2732342],[1500052,2113458],[1502855,1887161],[1506106,1887778],[1510022,2121670],[1513668,2634731],[1514149,1894368],[1514417,2634835],[1519132,1900038],[1521329,2506429],[1522435,2344218],[1523790,1656546],[1524113,2339242],[1525487,2637601],[1526653,2640334],[1527134,1653377],[1527402,2640438],[1532910,2346338],[1541437,2148739],[1550219,2652465],[1550694,1690777],[1553224,2158607],[1554902,1933413],[1556022,2369002],[1557421,2654224],[1557705,1686162],[1560956,2528726],[1561482,1930629],[1562823,2651494],[1568999,2175863],[1571991,2374254],[1575068,2663111],[1583110,2759232],[1584809,2544075],[1587027,1718556],[1588670,1965344],[1589525,2759938],[1592545,2192571],[1595233,2388148],[1597054,2391932],[1597580,1974165],[1599429,2197304],[1605694,1980066],[1607891,2555542],[1608997,2197547],[1610352,1741867],[1610675,2400107],[1612049,2675043],[1613215,2677776],[1613696,1738698],[1613964,2677880],[1616709,1990218],[1618530,2211385],[1619056,2216901],[1619609,2558631],[1620905,2406116],[1625000,1763607],[1627592,1999885],[1629367,2219398],[1631828,2221930],[1636265,2687076],[1639270,2227583],[1640948,2011532],[1642068,2222331],[1643467,2688835],[1643751,1770467],[1647371,2690849],[1649181,2575493],[1649656,1778854],[1651002,2577252],[1651528,1776070],[1653199,2427590],[1655054,2691308],[1656262,2693617],[1661839,2433459],[1664300,2247472],[1670814,2252882],[1673420,2441838],[1679302,1816827],[1679673,2704004],[1681926,1810883],[1683701,2050102],[1684807,2454628],[1686485,2449652],[1691156,2703042],[1695282,2272098],[1698085,2065891],[1709379,2073098],[1712413,2793577],[1713412,2077821],[1715702,1843740],[1718081,2719597],[1721020,2293737],[1724078,2472212],[1726296,1854235],[1727939,2089588],[1729440,2091400],[1731814,2093090],[1732692,2722799],[1734502,2618694],[1734977,1861975],[1736323,2620453],[1736849,1859191],[1738520,2482638],[1740375,2723258],[1741583,2725567],[1744924,2104432],[1747142,1874226],[1748785,2107303],[1752660,2315799],[1755348,2113240],[1757169,2318253],[1757695,2116124],[1759544,2320532],[1763978,2733304],[1766231,1892519],[1768006,2123960],[1769112,2320775],[1770790,2501670],[1774937,2736552],[1775876,2504531],[1776265,1901973],[1776636,2637742],[1781352,2736745],[1787060,2508674],[1788881,2512458],[1789407,2143594],[1791256,2343975],[1797521,2149495],[1799718,2519350],[1802179,1928138],[1802502,2356499],[1805523,1924969],[1812554,2526885],[1819419,2169314],[1821194,2366069],[1823655,2368601],[1832775,2180961],[1835578,1956738],[1839621,1961555],[1839981,2384005],[1843351,2759933],[1844111,2760783],[1849091,2194559],[1851381,1974360],[1853760,2675982],[1854800,2199449],[1856003,1978078],[1856699,2200768],[1858058,2763372],[1858997,2553644],[1859386,1982001],[1859757,2675184],[1864473,2763565],[1869082,2210919],[1871372,1993297],[1873751,2768173],[1876690,2406359],[1879748,2219815],[1881966,2003792],[1883609,2222686],[1885214,2005560],[1887484,2004535],[1894190,2572968],[1898684,2774650],[1910349,2579237],[1912567,2032965],[1914210,2248228],[1915711,2250040],[1918085,2251730],[1920773,2584856],[1921248,2040705],[1922594,2588640],[1923120,2037921],[1924791,2442939],[1930435,2592593],[1941619,2271880],[1943440,2452106],[1943966,2274764],[1945815,2454385],[1952502,2071249],[1954277,2282600],[1957061,2286197],[1964989,2794115],[1970241,2085799],[1970601,2295453],[1973971,2619775],[1974731,2724039],[1975721,2300023],[1978712,2796775],[1989178,2103514],[1989538,2485568],[1992908,2799814],[1993668,2800664],[1998648,2317787],[2000938,2116319],[2003317,2734102],[2006256,2117341],[2008554,2632833],[2027821,2341230],[2030111,2143789],[2032490,2638540],[2033530,2346120],[2034733,2147507],[2035429,2347439],[2037727,2515197],[2038116,2151430],[2038487,2645835],[2043849,2354809],[2058478,2366486],[2060696,2173221],[2062339,2369357],[2063944,2174989],[2066214,2173964],[2072920,2379395],[2080809,2821759],[2082670,2386007],[2083609,2670705],[2106948,2826238],[2112200,2218897],[2112560,2219024],[2115930,2688157],[2116690,2772615],[2139670,2244439],[2140030,2429306],[2143400,2576574],[2144160,2692089],[2145150,2433876],[2154849,2441620],[2156052,2260962],[2168077,2451640],[2170367,2274959],[2172746,2704802],[2175685,2275981],[2177983,2459745],[2184209,2287222],[2191572,2292952],[2191932,2293079],[2213907,2847106],[2216707,2728825],[2241310,2506533],[2242249,2507364],[2258605,2519767],[2270840,2365568],[2271200,2365695],[2274570,2653546],[2275330,2748224],[2307726,2555646],[2308665,2556477],[2338243,2426805],[2338603,2426932],[2363378,2595426],[2399108,2481853],[2399468,2481980],[2421287,2635666] ] cell #3225 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [613916],[709945],[779916],[818260],[853774],[892325],[921875],[933929],[970444],[1001903],[1006358],[1011385],[1032504],[1041882],[1087994],[1093021],[1118205],[1125003],[1130244],[1156715],[1162028],[1167055],[1188174],[1208050],[1214549],[1244818],[1247349],[1252376],[1257640],[1279821],[1284848],[1290359],[1291537],[1310032],[1316830],[1329663],[1337282],[1343686],[1365245],[1370422],[1374370],[1376921],[1378099],[1403280],[1409779],[1420398],[1421724],[1440048],[1442579],[1447606],[1456437],[1460381],[1467695],[1471319],[1493181],[1495692],[1500800],[1507204],[1508530],[1526039],[1533658],[1540062],[1552098],[1561621],[1566798],[1570746],[1573297],[1574475],[1587172],[1590847],[1597719],[1601663],[1612601],[1619195],[1623139],[1625004],[1630453],[1634077],[1638144],[1651667],[1655611],[1662925],[1666549],[1688411],[1690922],[1696030],[1702434],[1703760],[1713543],[1715706],[1726441],[1730116],[1736988],[1740932],[1747287],[1750962],[1757834],[1761778],[1772716],[1778999],[1782674],[1789546],[1793490],[1804428],[1811022],[1814966],[1816831],[1822280],[1825904],[1829971],[1839625],[1849222],[1851385],[1862120],[1865795],[1869213],[1871376],[1882111],[1885786],[1892658],[1896602],[1899814],[1901977],[1912712],[1916387],[1923259],[1927203],[1933558],[1937233],[1944105],[1948049],[1958987],[1970245],[1978217],[1979842],[1982005],[1989182],[1998779],[2000942],[2011677],[2015352],[2018355],[2027952],[2030115],[2040850],[2044525],[2047943],[2050106],[2060841],[2064516],[2071388],[2075332],[2082801],[2089364],[2093235],[2094489],[2112204],[2121801],[2123964],[2139674],[2147646],[2149271],[2151434],[2158611],[2168208],[2170371],[2181106],[2184781],[2191576],[2192702],[2197551],[2200772],[2222462],[2227587],[2241441],[2248004],[2251875],[2253129],[2270844],[2280441],[2282604],[2293741],[2295457],[2307857],[2315930],[2320779],[2338247],[2339373],[2344222],[2347443],[2369133],[2374258],[2384009],[2399112],[2400238],[2406363],[2427594],[2429310],[2449783],[2454632],[2482642],[2485572],[2501801],[2504535],[2526889],[2553648],[2572972],[2592597],[2632837],[2670709] ] cell #3226 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3227 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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20943,2107836],[1627205,1631744],[1627893,1880118],[1632099,2117060],[1664216,1915324],[1664571,2144530],[1670751,2154555],[1670852,2150028],[1693208,1697479],[1700479,1948014],[1704080,2179113],[1724277,1971165],[1728138,2198471],[1729741,1976091],[1744724,1745123],[1748984,2214831],[1755054,1759481],[1755164,1755564],[1759582,2223219],[1762098,2225330],[1787276,2028709],[1791193,2033236],[1791294,2248761],[1793810,2250872],[1797720,2254049],[1819032,1823571],[1819720,2058848],[1823926,2275700],[1854616,1855016],[1879548,1879947],[1883808,2321699],[1910548,2140594],[1914409,2345142],[1916012,2145520],[1927523,2355641],[1941325,1945752],[1941435,1941835],[1945853,2369890],[1948369,2372001],[1975521,1975920],[2033346,2033746],[2044150,2258975],[2058278,2058677],[2062538,2455552],[2075652,2466051],[2144950,2145349],[2154665,2155065],[2258405,2258804] ] cell #3228 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520325],[608668],[673960],[709350],[742936],[779321],[807058],[818215],[853179],[883192],[887414],[892280],[912365],[921280],[965533],[970399],[994754],[1001308],[1006313],[1031909],[1036971],[1041837],[1061922],[1081592],[1087949],[1117610],[1120092],[1124958],[1130036],[1151804],[1156670],[1161983],[1163160],[1181025],[1187579],[1200332],[1208005],[1214341],[1235765],[1240947],[1244773],[1247304],[1248481],[1273419],[1279776],[1290151],[1291492],[1309437],[1311919],[1316785],[1325613],[1329618],[1337074],[1340712],[1362704],[1365200],[1370377],[1376713],[1378054],[1395562],[1403235],[1409571],[1421516],[1430995],[1436177],[1440003],[1442534],[1443711],[1456392],[1460173],[1467269],[1471274],[1482368],[1489131],[1493136],[1494935],[1500592],[1504230],[1508322],[1521989],[1525994],[1533450],[1537088],[1559080],[1561576],[1566753],[1573089],[1574430],[1584162],[1586415],[1597674],[1601455],[1608551],[1612556],[1619150],[1622931],[1630027],[1634032],[1645126],[1651622],[1655403],[1662499],[1666504],[1677598],[1684361],[1688366],[1690165],[1695822],[1699460],[1703552],[1713092],[1723431],[1725684],[1736943],[1740724],[1744277],[1746530],[1757789],[1761570],[1768666],[1772671],[1775989],[1778242],[1789501],[1793282],[1800378],[1804383],[1810977],[1814758],[1821854],[1825859],[1836953],[1848771],[1857359],[1859110],[1861363],[1868762],[1879101],[1881354],[1892613],[1896394],[1899363],[1909702],[1911955],[1923214],[1926995],[1930548],[1932801],[1944060],[1947841],[1954937],[1958942],[1966971],[1974084],[1978172],[1979391],[1998328],[2008667],[2010920],[2027501],[2036089],[2037840],[2040093],[2047492],[2057831],[2060084],[2071343],[2075124],[2082350],[2083722],[2088913],[2092478],[2116043],[2121350],[2136400],[2143513],[2147601],[2148820],[2167757],[2178096],[2180349],[2192251],[2194239],[2207953],[2216820],[2222011],[2240990],[2242362],[2247553],[2251118],[2274683],[2279990],[2290585],[2307406],[2308778],[2315479],[2338922],[2340910],[2363491],[2368682],[2399787],[2403207],[2421400],[2424438],[2449332],[2479486],[2501350],[2523733],[2569816],[2613249] ] cell #3229 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473646],[561419],[592589],[607499],[614281],[651653],[658152],[691730],[708090],[715817],[715869],[721382],[755883],[792578],[799077],[810293],[816792],[818919],[824828],[825419],[831062],[841647],[861638],[866884],[890811],[891851],[892984],[906375],[925312],[934537],[934626],[941036],[946930],[958345],[968930],[969970],[971103],[979191],[989776],[1009792],[1010871],[1011993],[1012082],[1020377],[1025623],[1040368],[1041408],[1042541],[1045614],[1055402],[1055932],[1065878],[1080013],[1091428],[1092507],[1093629],[1093718],[1101489],[1112904],[1116145],[1123489],[1124529],[1125662],[1133201],[1134307],[1135446],[1135976],[1144616],[1155201],[1157374],[1165462],[1166541],[1167663],[1167752],[1176047],[1181293],[1203371],[1212606],[1217506],[1218612],[1219751],[1220281],[1225233],[1234468],[1239368],[1243222],[1243474],[1245477],[1250783],[1251862],[1252984],[1253073],[1257705],[1257775],[1257876],[1263043],[1271840],[1283255],[1285456],[1285545],[1293316],[1294422],[1295561],[1296091],[1304731],[1307972],[1315316],[1317489],[1336780],[1341908],[1343751],[1343821],[1343922],[1349089],[1358772],[1363900],[1365743],[1372187],[1372960],[1374978],[1375067],[1379878],[1380984],[1382123],[1382653],[1387681],[1398601],[1407836],[1412736],[1414981],[1415511],[1420463],[1420533],[1420634],[1425801],[1434598],[1438452],[1438704],[1440707],[1446013],[1448214],[1448303],[1449254],[1459120],[1467359],[1467760],[1467931],[1471978],[1474487],[1489221],[1493840],[1495484],[1500298],[1502581],[1504896],[1505426],[1507269],[1507339],[1507440],[1512607],[1533156],[1538284],[1540127],[1540298],[1545465],[1549362],[1551199],[1552233],[1552334],[1562119],[1568563],[1569336],[1571354],[1571443],[1576254],[1578499],[1579029],[1580108],[1580360],[1586964],[1590912],[1590982],[1591083],[1593536],[1596834],[1598332],[1615012],[1618310],[1625349],[1625709],[1630117],[1630518],[1630689],[1634736],[1637245],[1638279],[1638380],[1654350],[1662589],[1662990],[1663161],[1667208],[1669717],[1673666],[1678794],[1679046],[1681703],[1690714],[1695528],[1697811],[1700126],[1700656],[1702499],[1702670],[1707837],[1708943],[1709716],[1714464],[1715394],[1716051],[1716411],[1720101],[1722059],[1730251],[1730352],[1739671],[1742905],[1751027],[1751198],[1753651],[1756949],[1758447],[1766008],[1778791],[1782739],[1782910],[1785363],[1788661],[1790159],[1800468],[1805087],[1805860],[1817176],[1817536],[1821944],[1822345],[1822516],[1826563],[1828207],[1829072],[1830106],[1830207],[1835304],[1840300],[1841162],[1842534],[1850143],[1852090],[1855780],[1861912],[1865860],[1866031],[1871064],[1872081],[1875771],[1877729],[1886022],[1901665],[1902322],[1902682],[1904467],[1906372],[1908330],[1916522],[1916623],[1919076],[1922374],[1927864],[1937298],[1937469],[1939922],[1943220],[1944718],[1950259],[1952279],[1963807],[1970920],[1973154],[1981693],[1982350],[1982710],[1984495],[1986400],[1990719],[1992091],[2001647],[2005337],[2015417],[2015588],[2019892],[2021264],[2022194],[2022851],[2028873],[2030820],[2034510],[2036468],[2036798],[2044761],[2049794],[2050811],[2052596],[2054501],[2056459],[2064752],[2088051],[2096026],[2097398],[2098328],[2098985],[2105766],[2115113],[2123652],[2124669],[2126454],[2128359],[2133236],[2134098],[2134428],[2140349],[2142583],[2152139],[2155829],[2160148],[2161520],[2162450],[2163107],[2171076],[2174766],[2185017],[2193623],[2201477],[2204789],[2205651],[2205981],[2221149],[2229124],[2230496],[2231426],[2232083],[2246691],[2256038],[2264406],[2265268],[2265598],[2273753],[2283309],[2286999],[2294416],[2301941],[2316851],[2328017],[2328879],[2329209],[2348148],[2351460],[2367820],[2377167],[2383112],[2393634],[2407038],[2407368],[2435794],[2461870],[2472795],[2484675],[2514160],[2579820] ] cell #3230 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [223739,1284491],[279208,1414017],[292121,1447249],[341021,1542547],[343572,1544480],[350967,1560433],[358397,1577535],[359878,1582161],[400080,1646479],[404587,1401021],[413916,1671927],[424516,1687821],[425036,1689245],[431351,1704919],[433403,1705468],[433902,1706852],[435530,1711442],[456605,1205791],[479564,1772126],[480084,1773550],[483535,1006032],[485276,1531417],[486060,1784039],[488270,1784588],[495663,1279495],[502430,1807014],[506150,1564539],[507161,1813481],[508304,1815818],[515479,1831282],[515735,1829668],[517274,1830918],[541444,1087668],[543185,1335041],[543969,1867160],[546179,1867709],[563295,1888650],[567015,1368163],[568026,1895117],[569169,1897454],[572408,1900910],[574684,1402954],[575637,1907476],[575893,1906968],[577588,1907112],[593691,1929471],[593834,1929762],[596157,1161702],[597898,1693789],[598682,1687272],[599010,1935935],[608285,1442253],[608315,1951055],[610350,1952959],[621297,1966216],[636019,1980938],[638295,1207724],[639248,1987504],[639504,1986996],[641199,1987140],[650634,1492042],[660107,2007590],[660250,2007881],[662573,1247023],[664314,1498559],[665098,1771577],[665426,2014054],[668157,2017882],[670053,2019325],[670196,2019616],[673577,1525713],[673607,2024637],[675793,2025462],[690640,2045890],[692986,2046561],[693436,2046892],[695636,1810947],[697050,1037606],[697912,1566472],[698865,1813845],[699121,2055097],[709508,2067592],[723383,2081783],[723526,2082074],[725977,1329337],[733530,2090460],[737133,2094016],[739029,2095459],[739172,2095750],[742553,1612275],[742583,2100771],[744769,2101596],[748640,1619120],[752467,2108175],[754834,1622018],[764089,1632938],[764539,2120419],[764989,2120750],[767189,1892583],[768603,1120727],[769465,1370096],[770418,1895481],[770674,2128955],[773740,2130547],[774861,1650478],[774891,2131300],[775257,2131517],[775707,2131848],[779479,2136787],[794659,2150367],[797888,2156933],[798144,1674632],[800507,2157612],[803121,917666],[803151,917493],[803294,1933492],[806675,1688085],[806705,2164893],[823738,1957848],[828098,1455248],[832328,2190315],[832694,2190532],[833144,2190863],[843648,2198521],[843791,2198812],[845758,1978142],[846242,1210923],[847598,2202100],[848719,1735799],[848749,2202853],[849115,2203070],[849565,2203401],[853337,2208340],[859073,1226533],[859772,1747221],[863639,2214881],[863782,2215172],[866233,1492855],[869959,1757759],[873786,2223558],[876153,1760657],[876409,2017142],[876641,2226588],[879255,997694],[879285,997521],[879428,2011611],[882809,1772390],[882839,2233869],[885821,2235738],[887116,1777398],[887646,2236728],[888049,2236955],[902959,2249100],[908458,2254099],[908601,2254390],[911982,1547679],[912012,1800908],[916820,1809833],[916850,2262470],[917216,2050213],[921438,2267957],[933518,1824765],[936618,2071313],[938032,1312554],[939847,2074211],[940103,1833987],[943734,1585571],[944012,2289344],[948741,2291804],[949144,2292031],[955381,1332108],[959581,1863094],[959611,1334940],[959977,2298850],[960427,2299181],[961870,1597644],[962517,1084870],[962547,1084697],[962690,2093169],[963940,2302154],[965235,1860519],[965765,2303144],[966168,2303371],[976227,1618006],[976455,1871483],[976540,1355927],[980457,2313543],[980823,2313760],[981273,2314091],[987211,1367043],[987910,1882045],[991777,2321749],[991920,2322040],[993887,2120101],[994371,1373295],[994401,2129362],[996848,1891469],[996878,2326081],[997244,2124071],[1001466,2331568],[1005897,2333900],[1022378,2345192],[1022521,2345483],[1024488,2147571],[1024972,1406153],[1027449,1668994],[1027479,1671826],[1027845,2349741],[1028295,2350072],[1032067,1923721],[1036673,1931957],[1037203,2357857],[1048689,1944030],[1052516,2370229],[1054883,1946928],[1055139,1939023],[1057985,1183965],[1058015,1183792],[1058158,2181040],[1061539,1710051],[1061569,1955467],[1065727,1192386],[1066018,2382876],[1070096,2384652],[1074148,1968925],[1074178,2387027],[1076817,1462353],[1077095,2388562],[1079824,1206251],[1079854,1206216],[1081294,1983102],[1081824,1465539],[1082227,2391249],[1083503,1470180],[1084202,1726375],[1084420,2200879],[1087533,2394765],[1098293,1745686],[1098571,2401966],[1099231,1486408],[1103300,2404426],[1103703,2404653],[1109940,1495626],[1109970,2228027],[1110168,2001049],[1110253,1497453],[1114140,2012651],[1114170,1498458],[1114536,2411472],[1114986,2411803],[1117076,1244225],[1117106,1244052],[1117249,2226267],[1117768,2234942],[1119794,2010076],[1120324,2415766],[1141652,1528484],[1145852,1779973],[1145882,1531316],[1146248,2432703],[1146698,2433034],[1148141,1789471],[1148788,1276697],[1148818,1276524],[1148961,2251809],[1151506,1795462],[1152036,1798648],[1152439,2437224],[1159312,2042938],[1161567,2444310],[1173482,1563419],[1174181,2060775],[1178048,2455602],[1178191,2455893],[1180158,2278741],[1180642,1569671],[1180672,2055504],[1183119,1828349],[1183149,1831181],[1183515,2282711],[1187737,2071850],[1199670,1587106],[1199700,2294181],[1200034,2084141],[1200564,2471186],[1202798,2296002],[1203220,1332766],[1203511,2472559],[1205513,1334599],[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] cell #3231 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [825479],[934746],[1012202],[1055408],[1093838],[1135452],[1167872],[1181283],[1219757],[1253193],[1257882],[1263033],[1285665],[1295567],[1343928],[1349079],[1375187],[1382129],[1387671],[1414987],[1420640],[1425791],[1448423],[1467937],[1474477],[1504902],[1507446],[1512597],[1518068],[1540304],[1545455],[1551189],[1552340],[1571563],[1578505],[1591089],[1598322],[1604630],[1625715],[1630695],[1634726],[1637235],[1638386],[1663167],[1669707],[1680440],[1681693],[1700132],[1702676],[1707827],[1716417],[1720091],[1726875],[1730358],[1751204],[1753641],[1758437],[1764745],[1765998],[1782916],[1790149],[1796457],[1808253],[1817542],[1822522],[1826553],[1829062],[1830213],[1842524],[1845868],[1852096],[1855770],[1866037],[1872087],[1875761],[1877591],[1882545],[1886028],[1889889],[1902688],[1906362],[1913146],[1916629],[1937475],[1939912],[1944708],[1951016],[1952269],[1961832],[1963669],[1973144],[1976488],[1982716],[1986390],[1992081],[1995425],[2001653],[2005327],[2015594],[2021254],[2024598],[2030826],[2034500],[2044767],[2050817],[2054491],[2056321],[2061275],[2064758],[2068619],[2077880],[2086076],[2087913],[2097388],[2100732],[2103791],[2105628],[2115103],[2118447],[2124675],[2128349],[2131261],[2133098],[2142573],[2145917],[2152145],[2155819],[2161510],[2164854],[2171082],[2174756],[2185023],[2194618],[2201483],[2202814],[2204651],[2210978],[2219174],[2221011],[2230486],[2233830],[2236520],[2244716],[2246553],[2256028],[2259372],[2262431],[2264268],[2273743],[2277087],[2283315],[2286989],[2293229],[2298594],[2301931],[2302936],[2317846],[2326042],[2327879],[2341289],[2348154],[2349485],[2351322],[2357649],[2365845],[2367682],[2377157],[2380501],[2386066],[2386988],[2390814],[2393496],[2411216],[2415558],[2427082],[2432447],[2435784],[2436789],[2451699],[2459895],[2461732],[2470978],[2472349],[2482130],[2488551],[2492377],[2506592],[2507514],[2511340],[2514022],[2531742],[2536084],[2544212],[2555705],[2556627],[2561308],[2578003],[2579374],[2595576],[2599402],[2621204],[2623401],[2635816],[2637879],[2654975],[2675321],[2689586],[2704141],[2733441],[2760920] ] cell #3232 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [825424],[934631],[1012087],[1055476],[1093723],[1135520],[1167757],[1181363],[1219825],[1253078],[1258022],[1263113],[1285550],[1295635],[1344068],[1349159],[1375072],[1382197],[1387821],[1415055],[1420780],[1425871],[1448308],[1468077],[1474627],[1504970],[1507586],[1512677],[1518080],[1540444],[1545535],[1551339],[1552480],[1571448],[1578573],[1591229],[1598472],[1604642],[1625783],[1630835],[1634806],[1637385],[1638526],[1663307],[1669857],[1680452],[1681843],[1700200],[1702816],[1707907],[1716485],[1720241],[1726887],[1730498],[1751344],[1753721],[1758587],[1764757],[1766148],[1783056],[1790299],[1796469],[1808265],[1817610],[1822662],[1826633],[1829212],[1830353],[1842604],[1845880],[1852164],[1855920],[1866177],[1872155],[1875911],[1877598],[1882557],[1886168],[1889901],[1902756],[1906512],[1913158],[1916769],[1937615],[1939992],[1944858],[1951028],[1952419],[1961844],[1963676],[1973224],[1976500],[1982784],[1986540],[1992161],[1995437],[2001721],[2005477],[2015734],[2021334],[2024610],[2030894],[2034650],[2044907],[2050885],[2054641],[2056328],[2061287],[2064898],[2068631],[2077887],[2086088],[2087920],[2097468],[2100744],[2103803],[2105635],[2115183],[2118459],[2124743],[2128499],[2131273],[2133105],[2142653],[2145929],[2152213],[2155969],[2161590],[2164866],[2171150],[2174906],[2185163],[2194625],[2201551],[2202826],[2204658],[2210985],[2219186],[2221018],[2230566],[2233842],[2236527],[2244728],[2246560],[2256108],[2259384],[2262443],[2264275],[2273823],[2277099],[2283383],[2287139],[2293241],[2298606],[2302011],[2302943],[2317853],[2326054],[2327886],[2341296],[2348222],[2349497],[2351329],[2357656],[2365857],[2367689],[2377237],[2380513],[2386073],[2387000],[2390821],[2393503],[2411228],[2415565],[2427094],[2432459],[2435864],[2436796],[2451706],[2459907],[2461739],[2470985],[2472356],[2482142],[2488563],[2492384],[2506599],[2507526],[2511347],[2514029],[2531754],[2536091],[2544219],[2555712],[2556639],[2561315],[2578010],[2579381],[2595588],[2599409],[2621211],[2623408],[2635828],[2637886],[2654982],[2675328],[2689593],[2704148],[2733448],[2760927] ] cell #3233 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393615],[472512],[514141],[555324],[560673],[606365],[613359],[619173],[651550],[692792],[701995],[707344],[714683],[721279],[755628],[777813],[799825],[810190],[818733],[824082],[830807],[851671],[890708],[892798],[906548],[914214],[925057],[934434],[968827],[970917],[1009537],[1011044],[1011890],[1026344],[1042355],[1055677],[1091173],[1092680],[1093526],[1125476],[1135028],[1135721],[1150304],[1166714],[1167560],[1219333],[1220026],[1252035],[1252881],[1260400],[1262016],[1295143],[1295836],[1346446],[1348062],[1364073],[1381705],[1382398],[1389849],[1423158],[1424774],[1476655],[1494561],[1509964],[1511580],[1553367],[1554844],[1592487],[1623949],[1639413],[1640890],[1683844],[1721163],[1731756],[1743449],[1768149],[1832717],[1840844],[1856842],[1918027],[1954420],[1971464],[2035572],[2140893], [323164,1116196],[371693,731406],[385097,750343],[393424,992753],[430189,1308023],[448536,841544],[463446,861535],[470988,871662],[472753,1116042],[492219,900835],[505623,919772],[513950,1179024],[519872,1449305],[533752,958090],[550112,978936],[558946,989673],[566488,999800],[582389,1020274],[589931,1030401],[593038,1549413],[597299,1040265],[604841,1050392],[606606,1307869],[613168,1318293],[624458,839191],[633103,1085936],[642173,860261],[654881,1112649],[663715,1123386],[680423,1144361],[689257,1155098],[690824,1157188],[690963,1674772],[692601,1418659],[696783,1165207],[705617,1175944],[713159,1186071],[714924,1449151],[716266,1711785],[718926,720005],[732784,1206356],[736086,1212503],[764273,1245291],[764412,2017282],[768336,1250528],[783098,1017921],[791743,1277763],[793913,1543112],[795806,1283000],[797434,1284507],[797820,1800847],[798077,1285353],[800066,1549259],[800813,1038991],[813521,1304476],[822355,1315213],[823922,1317303],[824061,1834127],[825699,1582177],[842822,1334879],[842989,1335622],[845975,1341653],[873040,1368728],[876085,2129301],[876342,1374875],[876947,1122112],[888355,889434],[902213,1401586],[905515,1407733],[906120,1152745],[907632,1671765],[907799,1672508],[911566,1414563],[911715,1415256],[911958,1923652],[933702,1440521],[933841,1939163],[935872,1705484],[937765,1445758],[939393,1447265],[939779,1955406],[940036,1448111],[942025,1711631],[949450,1201273],[954047,1464120],[958821,1465339],[959557,1465470],[966474,967553],[983767,1492607],[986868,2227966],[990951,1498397],[991118,1499140],[994104,1505171],[994347,2234873],[1010616,1274360],[1014368,1784604],[1021552,1531255],[1021719,1531998],[1024705,1538029],[1026073,1542822],[1026689,1798448],[1027425,1798579],[1030832,1544438],[1045462,1560449],[1051770,1565104],[1054815,2055443],[1055072,1571251],[1057189,1831120],[1057356,1831863],[1061123,1578081],[1061272,1578774],[1061515,2071781],[1068573,1322464],[1073284,2294120],[1075893,1593971],[1081054,1595810],[1082533,1092252],[1096004,1867725],[1104009,1363645],[1106600,1621856],[1106767,1622599],[1108606,1626878],[1109916,2326085],[1113380,1628097],[1114116,1628228],[1128583,1646495],[1134757,1401296],[1138312,1907314],[1138479,1908057],[1140318,1659350],[1145092,1660569],[1145828,1660700],[1150586,1671885],[1151266,1921350],[1166286,1437118],[1170038,1687837],[1170852,1689791],[1173139,2158990],[1177222,1693627],[1177389,1694370],[1180375,1700401],[1180618,2165897],[1181743,1705194],[1182359,1953007],[1183095,1953138],[1186502,1706810],[1194619,1452689],[1196096,1719610],[1199646,2387031],[1202342,1722868],[1206066,1219062],[1222617,1987342],[1222784,1988085],[1227928,1485982],[1232743,1749712],[1233479,1749843],[1235248,1754086],[1235950,2415317],[1240409,1755925],[1241888,1251607],[1255359,1772142],[1256173,1774096],[1262298,1531375],[1263493,1784314],[1265111,2018734],[1265215,2025510],[1265951,2025641],[1267720,1785798],[1272881,1787637],[1294872,1564814],[1298427,1813683],[1298594,1814426],[1298680,1815776],[1300433,1818705],[1301743,2262474],[1305207,1819924],[1305943,1820055],[1310701,1831240],[1311381,2069479],[1323969,1583599],[1325096,1844889],[1328024,2470737],[1334999,1348344],[1336476,1855289],[1349539,1867435],[1351157,2094868],[1351261,2101644],[1351997,2101775],[1353916,1868210],[1356991,1615447],[1358468,1617198],[1362166,1874328],[1364714,1878538],[1368438,1381434],[1384989,1895319],[1385156,1896062],[1385242,1897412],[1386774,2130595],[1391326,1905881],[1393224,1907434],[1394876,2131304],[1395024,2137634],[1397572,1909139],[1419805,1929720],[1425056,1693747],[1426251,1687547],[1427973,1935983],[1428709,1936114],[1430478,1940357],[1431180,2357408],[1435639,1942196],[1451938,2543180],[1454024,1962467],[1455906,1966408],[1466752,1975509],[1473580,2202148],[1478132,1985909],[1480030,1987462],[1481682,2202857],[1481830,2209187],[1484509,1988495],[1487487,1743714],[1488614,1744712],[1492317,1494290],[1498517,1511862],[1499994,1755837],[1506611,2007839],[1513057,1771852],[1514779,2014102],[1515515,2014233],[1517367,2236112],[1519637,2019574],[1521472,2023619],[1524400,2236279],[1532852,2034019],[1545915,2046165],[1550292,2046940],[1556742,1813803],[1558542,2053058],[1561090,2057268],[1584875,2078627],[1587962,2291852],[1589175,2082032],[1595306,2086711],[1597188,2090652],[1603929,2302528],[1606199,2095708],[1608034,2099753],[1610962,2302695],[1616782,1869668],[1618664,1869571],[1621976,1624231],[1629510,1879536],[1633213,1635186],[1636338,2120798],[1642788,1895439],[1644588,2126916],[1647168,2333433],[1649254,2131896],[1651136,2135837],[1661982,2144938],[1673362,2155338],[1675260,2156891],[1679739,2157924],[1682009,1931492],[1695224,1942108],[1708287,1958123],[1717097,2385026],[1718154,2190911],[1724144,2195365],[1728444,2198770],[1732489,2394298],[1734575,2203449],[1736457,2207390],[1744990,1989828],[1745221,1745357],[1748077,2404474],[1749290,2215130],[1755421,1999234],[1757303,1999137],[1760615,1762870],[1764044,2226900],[1766314,2009611],[1776702,2237267]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] cell #3234 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520326],[608669],[673961],[709351],[742937],[779322],[807059],[818218],[853180],[883193],[887415],[892283],[912366],[921281],[965534],[970402],[994755],[1001309],[1006316],[1031910],[1036972],[1041840],[1061923],[1081593],[1087952],[1117611],[1120093],[1124961],[1129901],[1151805],[1156673],[1161986],[1163161],[1181026],[1187580],[1200333],[1208008],[1214206],[1235766],[1240948],[1244776],[1247307],[1248482],[1273420],[1279779],[1290016],[1291495],[1309438],[1311920],[1316788],[1325614],[1329621],[1336939],[1340713],[1362705],[1365203],[1370380],[1376578],[1378057],[1395563],[1403238],[1409436],[1421381],[1430996],[1436178],[1440006],[1442537],[1443712],[1456395],[1460038],[1467270],[1471277],[1482369],[1489132],[1493139],[1494987],[1500457],[1504231],[1508187],[1521990],[1525997],[1533315],[1537089],[1559081],[1561579],[1566756],[1572954],[1574433],[1584097],[1586467],[1597677],[1601320],[1608552],[1612559],[1619153],[1622796],[1630028],[1634035],[1645127],[1651625],[1655268],[1662500],[1666507],[1677599],[1684362],[1688369],[1690217],[1695687],[1699461],[1703417],[1713249],[1723366],[1725736],[1736946],[1740589],[1744212],[1746582],[1757792],[1761435],[1768667],[1772674],[1775924],[1778294],[1789504],[1793147],[1800379],[1804386],[1810980],[1814623],[1821855],[1825862],[1836954],[1848928],[1857360],[1859045],[1861415],[1868919],[1879036],[1881406],[1892616],[1896259],[1899520],[1909637],[1912007],[1923217],[1926860],[1930483],[1932853],[1944063],[1947706],[1954938],[1958945],[1966906],[1974019],[1978175],[1979548],[1998485],[2008602],[2010972],[2027658],[2036090],[2037775],[2040145],[2047649],[2057766],[2060136],[2071346],[2074989],[2082507],[2083657],[2089070],[2092530],[2115978],[2121507],[2136335],[2143448],[2147604],[2148977],[2167914],[2178031],[2180401],[2192408],[2194291],[2207888],[2216755],[2222168],[2241147],[2242297],[2247710],[2251170],[2274618],[2280147],[2290637],[2307563],[2308713],[2315636],[2339079],[2340962],[2363426],[2368839],[2399944],[2403259],[2421335],[2424490],[2449489],[2479538],[2501507],[2523785],[2569868],[2613301] ] cell #3235 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1190261],[1311184],[1393707],[1441086],[1480513],[1523426],[1557225],[1571829],[1609988],[1643271],[1648225],[1653037],[1675743],[1685798],[1733546],[1738358],[1763353],[1770103],[1775717],[1801815],[1807580],[1812392],[1835098],[1852804],[1858838],[1886797],[1889216],[1894028],[1899305],[1919817],[1924629],[1930276],[1931289],[1949624],[1956374],[1967712],[1973812],[1979333],[1998017],[2002361],[2006094],[2008395],[2009408],[2031534],[2037568],[2047434],[2048592],[2065527],[2067946],[2072758],[2080389],[2083450],[2088855],[2091956],[2109671],[2111748],[2115771],[2121292],[2122450],[2137141],[2143241],[2148762],[2159228],[2167446],[2171790],[2175523],[2177824],[2178837],[2189621],[2192193],[2197127],[2200188],[2208694],[2213487],[2216548],[2218057],[2221953],[2225054],[2228204],[2239029],[2242090],[2247495],[2250596],[2268311],[2270388],[2274411],[2279932],[2281090],[2289481],[2290769],[2297939],[2300511],[2305445],[2308506],[2312849],[2315421],[2320355],[2323416],[2331922],[2336292],[2338864],[2343798],[2346859],[2355365],[2360158],[2363219],[2364728],[2368624],[2371725],[2374875],[2382863],[2388699],[2389987],[2397157],[2399729],[2402103],[2403391],[2410561],[2413133],[2418067],[2421128],[2423334],[2424622],[2431792],[2434364],[2439298],[2442359],[2446702],[2449274],[2454208],[2457269],[2465775],[2472546],[2477547],[2478382],[2479670],[2484426],[2490262],[2491550],[2498720],[2501292],[2503389],[2509225],[2510513],[2517683],[2520255],[2522629],[2523917],[2531087],[2533659],[2538593],[2541654],[2545900],[2549451],[2551912],[2552502],[2562876],[2568712],[2570000],[2579571],[2584572],[2585407],[2586695],[2591451],[2597287],[2598575],[2605745],[2608317],[2612086],[2612698],[2615082],[2616905],[2628640],[2631691],[2639567],[2643118],[2645579],[2646169],[2656543],[2662379],[2663667],[2670039],[2670916],[2677009],[2681080],[2683464],[2692826],[2693438],[2695822],[2697645],[2709380],[2712431],[2718047],[2724776],[2725388],[2728159],[2738532],[2739409],[2749573],[2751957],[2765352],[2766623],[2773964],[2775176],[2785288],[2797301],[2805233],[2813423],[2829424],[2844315] ] cell #3236 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [798263],[825890],[876528],[911739],[940222],[941784],[994128],[1026097],[1031792],[1055258],[1056105],[1061296],[1063771],[1108630],[1117493],[1134781],[1136149],[1150630],[1180399],[1181767],[1182014],[1187462],[1196120],[1219086],[1220454],[1235574],[1262342],[1263517],[1263764],[1278300],[1294896],[1296264],[1300457],[1309320],[1310419],[1310745],[1325422],[1336500],[1348388],[1349563],[1349810],[1358492],[1364463],[1381458],[1382826],[1391350],[1391789],[1392942],[1393268],[1415684],[1425100],[1426275],[1426522],[1430804],[1441058],[1455655],[1467078],[1478156],[1478595],[1479748],[1480074],[1488940],[1494314],[1500018],[1505599],[1511906],[1513081],[1513328],[1518424],[1520345],[1521798],[1523398],[1532876],[1545939],[1546186],[1554868],[1555307],[1556460],[1556786],[1560839],[1579202],[1583846],[1596937],[1604986],[1606907],[1608360],[1609960],[1617222],[1618413],[1624275],[1629836],[1633237],[1635210],[1635457],[1640914],[1641353],[1642506],[1642832],[1648197],[1650885],[1662308],[1673386],[1674978],[1675304],[1680796],[1682717],[1684170],[1685770],[1695248],[1700829],[1708311],[1708558],[1723115],[1727231],[1731780],[1733518],[1736206],[1743961],[1745401],[1751945],[1755861],[1757052],[1760941],[1761133],[1762588],[1762914],[1765101],[1767022],[1768475],[1770075],[1775673],[1788764],[1796813],[1800187],[1801787],[1807552],[1808609],[1810240],[1810491],[1821663],[1825064],[1827037],[1827284],[1832741],[1834333],[1834659],[1846224],[1847066],[1852776],[1855313],[1857168],[1858794],[1868423],[1869428],[1878273],[1878785],[1880225],[1882901],[1884571],[1885311],[1886769],[1889188],[1890245],[1891876],[1892127],[1909386],[1913502],[1918051],[1919789],[1922477],[1930232],[1931261],[1942132],[1943323],[1947212],[1947404],[1948859],[1949185],[1951372],[1954746],[1956346],[1958147],[1962680],[1964351],[1966655],[1967684],[1973768],[1976198],[1976844],[1977435],[1977686],[1988234],[1995781],[1997989],[1998596],[1998994],[2002333],[2003975],[2008351],[2009380],[2024954],[2031506],[2034043],[2035898],[2037524],[2046189],[2057003],[2057515],[2058955],[2061631],[2063301],[2064041],[2065499],[2067918],[2068975],[2070606],[2070857],[2074495],[2074687],[2078366],[2080361],[2082618],[2083406],[2085445],[2086924],[2088595],[2090509],[2091928],[2101088],[2106310],[2109643],[2111256],[2112311],[2115727],[2118803],[2133780],[2136084],[2137113],[2143197],[2145627],[2146273],[2146864],[2147115],[2155362],[2157217],[2157409],[2165210],[2167418],[2168025],[2168423],[2171762],[2173404],[2177780],[2178809],[2183566],[2184306],[2188934],[2189129],[2191683],[2194033],[2195104],[2197099],[2205333],[2207637],[2208666],[2213459],[2216504],[2221693],[2225026],[2234186],[2239001],[2241258],[2242046],[2244085],[2245564],[2247235],[2249149],[2250568],[2259082],[2259728],[2260319],[2261059],[2264950],[2268283],[2269896],[2270951],[2274367],[2277443],[2280258],[2285637],[2290379],[2297447],[2305417],[2307674],[2308462],[2312162],[2312357],[2320327],[2328561],[2331894],[2335605],[2335800],[2338354],[2339190],[2340704],[2341775],[2343770],[2348854],[2352004],[2353918],[2355337],[2355939],[2360130],[2363175],[2368364],[2371697],[2374365],[2380857],[2394178],[2396470],[2396665],[2399219],[2400055],[2403001],[2410069],[2418039],[2421084],[2424232],[2425740],[2427701],[2431300],[2436204],[2436462],[2439270],[2446015],[2446210],[2449600],[2454180],[2462414],[2465747],[2477519],[2479280],[2480788],[2482749],[2498033],[2498228],[2501618],[2505375],[2505633],[2514704],[2517191],[2523527],[2525035],[2526996],[2530595],[2538565],[2547121],[2551420],[2554488],[2554746],[2569610],[2571118],[2573079],[2584544],[2593437],[2593695],[2605253],[2613043],[2613594],[2626310],[2633677],[2633935],[2645087],[2668681],[2681425],[2681683],[2694334],[2726801] ] cell #3237 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1116400],[1242622],[1308227],[1364639],[1364880],[1372115],[1437852],[1449509],[1455831],[1456072],[1495342],[1549617],[1561015],[1561256],[1568491],[1579508],[1586822],[1651061],[1651302],[1678194],[1690572],[1701395],[1701636],[1708871],[1736382],[1736623],[1778649],[1780556],[1780797],[1795920],[1805015],[1828065],[1861770],[1863677],[1863918],[1901525],[1903532],[1904325],[1918936],[1935115],[1935356],[1981553],[1983560],[1984353],[2013234],[2013475],[2019839],[2022054],[2036415],[2049654],[2051661],[2052454],[2095973],[2098188],[2123512],[2125519],[2126312],[2134045],[2160095],[2161380],[2162310],[2193483],[2205598],[2217697],[2229071],[2230356],[2231286],[2264353],[2265215],[2294363],[2301801],[2316711],[2327964],[2328826],[2377027],[2383059],[2393581],[2406985],[2435654],[2461817],[2472742],[2484622],[2514107],[2579767], [473097,2324834],[560720,2413995],[606950,2458687],[614258,2288483],[651597,2489915],[657362,2495077],[707391,2534521],[715268,2379243],[715971,2381865],[721326,2544674],[755811,2562697],[800410,2258114],[810237,2596940],[816002,2602102],[819076,2461627],[824129,2463536],[825525,2466704],[830990,2611169],[841591,1597354],[861582,1618830],[866812,2626406],[890755,2638341],[893141,2508458],[914261,2353126],[925240,2656364],[934481,2537537],[934792,2537840],[940246,2539572],[946858,2668688],[958273,1726091],[968874,2675783],[971260,2557571],[979119,1746937],[989720,1757469],[993096,1761037],[1009720,2691909],[1011937,2578745],[1012248,2579048],[1020321,1789181],[1026391,2438242],[1034503,2440277],[1040312,1810657],[1042698,2449089],[1045542,2707146],[1055332,2604575],[1055860,2604785],[1064774,2717525],[1079941,1597113],[1091356,2723859],[1093573,2621946],[1093884,2622249],[1101417,1618589],[1112832,1881761],[1116089,1884988],[1123433,1892293],[1125819,2501107],[1133129,2737181],[1135075,2342742],[1135376,2640305],[1135904,2640515],[1144544,1912362],[1150911,2516723],[1155145,1922894],[1157531,2152989],[1165390,1933208],[1167607,2526197],[1167918,2526500],[1175991,1943740],[1179367,1947308],[1181221,2663093],[1202267,1464471],[1212550,1977852],[1217434,2764001],[1219380,2196071],[1219681,2677747],[1220209,2677957],[1224129,1487412],[1239296,1757228],[1243150,2004330],[1245634,2422277],[1250711,2011327],[1252928,2572280],[1253239,2572583],[1256601,2774654],[1256772,2690820],[1262623,2430832],[1262971,2693599],[1271768,1788940],[1278171,2586121],[1283183,2040500],[1285400,2042648],[1285711,2256828],[1293244,1810416],[1295190,2453152],[1295491,2594462],[1296019,2594672],[1304659,2060491],[1307916,2063718],[1315260,2071023],[1317646,2284159],[1318636,2074591],[1322815,1323894],[1335669,2087808],[1341836,2092885],[1342647,2796779],[1342818,2722770],[1348669,2296979],[1349017,2725549],[1374922,2119811],[1375233,2502582],[1379806,1892052],[1381752,2319299],[1382053,2634702],[1382581,2634912],[1386606,2736534],[1391660,2509939],[1397497,1659701],[1407780,2147281],[1412664,1922653],[1414911,2352269],[1415439,2153782],[1419002,2157313],[1419359,1682642],[1419530,2651685],[1425381,2530127],[1425729,2654206],[1434526,1943499],[1438380,2173759],[1440864,2364368],[1445941,2180756],[1448158,2182904],[1448469,2377957],[1449198,2183983],[1456910,2821763],[1457081,2759904],[1466249,2196374],[1471906,1977611],[1473412,2763354],[1478466,2389413],[1494608,2405671],[1499187,2220906],[1504826,2573594],[1505354,2225983],[1506165,1766947],[1506336,2686296],[1512187,2409601],[1512535,2688817],[1517173,2429413],[1519191,1520270],[1519362,2574713],[1532045,2246448],[1538212,2251525],[1539023,1797580],[1539194,2254613],[1545393,2042407],[1549306,2260736],[1550124,2703366],[1555178,2598001],[1571298,2278451],[1571609,2450564],[1576182,2070782],[1578429,2462679],[1578957,2284952],[1580036,2285992],[1587794,2794097],[1588729,1846991],[1588900,2719220],[1593396,2086199],[1595786,2296769],[1603735,2295560],[1605753,1606832],[1605924,2617914],[1619668,2847110],[1619839,2799785],[1622646,2315236],[1624556,2487647],[1625569,2631887],[1629007,2319602],[1634664,2119570],[1636170,2732666],[1641224,2490976],[1649086,2637104],[1652140,1914269],[1652311,2141158],[1661479,2343045],[1667136,2147040],[1668642,2150982],[1672555,2351217],[1678722,2356294],[1679545,2528708],[1694417,2367577],[1700056,2527511],[1700584,2372654],[1701566,2375742],[1707765,2182663],[1715254,1961955],[1716271,2670235],[1716903,2187242],[1717986,2760480],[1722006,2194426],[1727998,1737461],[1728169,2672206],[1734407,2674546],[1737632,1971729],[1747909,2826220],[1748844,1996548],[1749015,2767796],[1750622,2405974],[1751816,2560539],[1753511,2219297],[1755901,2409391],[1763850,2408182],[1776508,2577234],[1779621,2029663],[1780727,2428216],[1785223,2244839],[1787613,2430622],[1797751,2698654],[1799358,2438545],[1811495,2062398],[1811666,2272328],[1817396,2591647],[1820834,2453455],[1826491,2278210],[1827997,2282152],[1841109,2077688],[1842394,2293352],[1843983,2470209],[1850933,1862742],[1851950,2615278],[1853665,2720918],[1859629,2620435],[1863848,2483264],[1868234,2622626],[1870924,2103914],[1871941,2728355],[1872573,2310470],[1873656,2800361],[1874304,2487437],[1877676,2317654],[1883668,1893131],[1883839,2730326],[1893302,2113688],[1902542,2503585],[1904257,2340154],[1908277,2341097],[1914440,2740699],[1920678,2743039],[1921326,2516513],[1934180,2169919],[1935286,2362066],[1939782,2365968],[1942172,2529917],[1962491,2543437],[1963754,2385874],[1973014,2392570],[1974603,2550165],[1982570,2552698],[1984285,2401019],[1988421,2558018],[1990666,2210786],[1991951,2212023],[1993540,2402264],[1996719,2215395],[2000490,2012299],[2001507,2683660],[2003222,2769494],[2013405,2419975],[2021124,2427205],[2030680,2696018],[2032395,2778047],[2038359,2701175],[2042578,2590289],[2050671,2445177],[2052386,2267430],[2056406,2451507],[2062569,2787455],[2078553,2467688],[2086735,2613707],[2087998,2475557],[2097258,2482253],[2104450,2311257],[2104735,2311324],[2105713,2311047],[2108790,2110532],[2114973,2318891],[2116562,2490423],[2117910,2630208],[2119741,2322263],[2124529,2497195],[2126244,2331041],[2133183,2506400],[2142443,2513096],[2144032,2643832],[2151999,2646365],[2153714,2521545],[2170936,2752153],[2172651,2816294],[2182834,2540501],[2195291,2547644],[2201337,2551019],[2204736,2555513],[2211651,2211720],[2219833,2408969],[2220118,2409036],[2221096,2408759],[2224173,2225915],[2245375,2694447],[2246638,2582582],[2255898,2589278],[2273613,2452744],[2275202,2597448],[2276550,2710948],[2278381,2456116],[2283169,2604220],[2284884,2464894],[2300041,2475767],[2300326,2475834],[2318519,2318588],[2341962,2641311],[2348008,2644686],[2351407,2649180],[2366504,2529495],[2366789,2529562],[2367767,2529285],[2370844,2372586],[2379964,2758164],[2392198,2392267],[2433894,2582792],[2434179,2582859],[2443508,2702029],[2452372,2452441],[2512724,2512793],[2519785,2649390],[2520070,2649457],[2588906,2588975] ] cell #3238 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [343967,1545209],[416943,1673924],[434297,1707581],[449164,1465724],[481753,1257564],[496645,1798833],[499146,1800728],[508699,1816547],[518506,1833279],[520561,1581961],[534995,1596177],[539662,1343610],[559574,1628482],[569564,1898183],[583017,1660954],[587336,1921717],[594375,1420322],[599704,1938025],[600451,1938315],[609267,1953392],[611044,1703226],[611768,1955287],[613983,1450973],[629400,1467619],[649879,1750097],[656124,1756292],[660791,1507128],[666120,2016144],[666867,2016434],[675421,2025895],[676487,1783466],[681666,1788004],[686333,1539986],[693792,2047252],[695200,1291068],[695274,1038159],[699328,2054153],[700840,2055324],[706245,1820309],[710062,1573892],[710564,2069846],[711866,1828724],[725057,1590771],[744397,2102029],[745463,1866587],[748593,1872014],[753995,1874695],[760570,1630377],[763334,1884921],[765345,2121110],[766753,1377630],[766827,1121280],[770881,2128011],[772393,2129182],[776063,2132208],[780033,1656206],[781465,2138001],[781979,1906024],[788040,1662849],[801060,2158079],[801344,2158221],[802921,1163179],[807240,2164672],[808519,1936368],[814764,1942563],[818487,1702341],[819431,1702358],[820916,1950834],[828031,1715321],[833500,2191223],[845322,1470850],[845396,1211476],[849921,2203761],[853891,1741527],[855323,2209554],[855837,1986052],[859429,1486507],[859713,1992018],[865313,1750886],[869912,2001580],[875314,2004261],[877194,2227055],[877478,2227197],[879055,1248500],[883374,2233648],[884653,2014487],[886585,2017823],[888602,2237422],[888886,2237564],[892552,1782581],[894486,1782598],[895109,2024416],[913826,2260669],[915028,2261316],[915486,2261666],[918022,2050744],[921992,1815561],[923424,2053425],[929999,1822204],[932763,2063651],[934137,1828727],[936182,1574006],[936256,1313107],[943729,1841110],[949697,2292498],[949981,2292640],[955314,1593463],[957545,1335598],[960783,2299541],[961823,1852023],[962317,1340731],[964704,2093957],[966721,2303838],[967005,2303980],[970671,1865702],[972605,1865719],[973228,2100550],[976160,1870991],[976450,2105714],[976908,1616613],[981629,2314451],[987567,1627403],[987851,2115040],[993451,1633608],[993525,1373848],[995056,2324927],[995514,2325277],[998050,2124602],[1002020,1897197],[1003452,2127283],[1005464,2130496],[1006661,1899789],[1006761,1901592],[1007051,2334489],[1007509,2334839],[1011593,1906027],[1024052,1666080],[1024126,1406706],[1028651,2350432],[1032621,1414711],[1034053,2356225],[1035370,2356881],[1038443,2161447],[1042109,1937140],[1044043,1937157],[1048642,2171009],[1054044,2173690],[1057785,1443730],[1063383,2183916],[1065737,1452772],[1070860,2190256],[1071250,2385241],[1071708,2385591],[1076812,1722007],[1079212,1208353],[1079757,1466178],[1082780,2391716],[1083064,2391858],[1083859,1729251],[1084143,1973081],[1085226,2201410],[1087100,2202049],[1088297,1979817],[1088397,1981620],[1088687,2395354],[1089145,2395704],[1093229,1986055],[1098288,1990667],[1099241,1744795],[1104256,2405120],[1104540,2405262],[1109873,1753578],[1110163,2221097],[1110621,1755252],[1112104,1499116],[1115342,2412163],[1116876,1504249],[1118322,1774244],[1118491,2414790],[1121564,2230423],[1125230,2015259],[1127164,2015276],[1128720,2235752],[1130000,2019840],[1130528,2018544],[1130953,2423496],[1141585,1785290],[1143816,1531974],[1147054,2433394],[1148094,2030753],[1148588,1537107],[1152992,2437691],[1153276,2437833],[1156942,1544664],[1158876,1803959],[1158950,1548232],[1162331,2047918],[1162431,2049721],[1162721,2264354],[1167263,2054156],[1173838,1819230],[1174122,2273680],[1179722,1825435],[1179796,1570224],[1184321,2283242],[1188291,1578229],[1189723,2285923],[1192485,2467663],[1197186,2291753],[1197611,2469657],[1199603,1842461],[1203230,1594054],[1205508,1595787],[1205603,1337566],[1208453,2098255],[1208743,2474924],[1209201,2475274],[1209849,2087999],[1210307,1854704],[1211760,2301868],[1213025,2302168],[1214305,2095974],[1214833,2094678],[1215258,2478544],[1225092,1615530],[1230215,2313484],[1230605,2486804],[1231063,2487154],[1232546,1622575],[1236167,1877677],[1237120,1879619],[1238567,1370725],[1239112,1628936],[1242135,2493279],[1242419,2493421],[1244581,2324638],[1245045,1897638],[1247652,2121776],[1247752,2123579],[1248042,2327965],[1252584,2128014],[1257442,2130729],[1268639,1908278],[1271039,1403583],[1271584,1661408],[1274607,2512242],[1274891,2512384],[1275686,1915522],[1275970,2142510],[1277053,2348081],[1280124,1411935],[1280224,1919003],[1280514,2515880],[1280972,2516230],[1282455,1672484],[1285056,1674019],[1286733,2152072],[1287227,1677617],[1290115,2160096],[1290643,2158800],[1301700,1939849],[1301990,2367768],[1302448,1941523],[1303931,1694346],[1307169,2532689],[1308703,1699479],[1310149,1689939],[1313391,2377094],[1317057,1707036],[1318991,1958518],[1319065,1710604],[1321879,2543419],[1325841,2384666],[1328241,1963755],[1329966,2192677],[1330066,2193550],[1332000,2195292],[1332865,2547619],[1334760,1467497],[1337038,2205599],[1337991,2549613],[1339111,1975592],[1340273,2393582],[1343488,2202282],[1354857,2557993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] cell #3239 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [874851],[992368],[1053581],[1109704],[1115599],[1178639],[1189260],[1199434],[1236621],[1288712],[1301531],[1307426],[1317908],[1328695],[1365426],[1394664],[1418274],[1431851],[1442813],[1448708],[1458803],[1481470],[1525071],[1526273],[1539717],[1548816],[1561802],[1573507],[1582932],[1611633],[1612835],[1652834],[1654033],[1655821],[1669122],[1688645],[1702182],[1738155],[1739354],[1741142],[1772950],[1774759],[1780101],[1782422],[1795260],[1812189],[1815176],[1857880],[1863222],[1865543],[1893825],[1896812],[1898725],[1902872],[1934660],[1936981],[1964811],[1978753],[1982900],[1997242],[2012779],[2015100],[2017507],[2046854],[2051001],[2080850],[2093641],[2106770],[2111012],[2120712],[2124859],[2131810],[2157763],[2189940],[2190825],[2203363],[2213948],[2217037],[2226739],[2237106],[2292182],[2299143],[2303522],[2310233],[2313168],[2314053],[2350034],[2383399],[2391400],[2404804],[2411765],[2432996],[2437375],[2473082],[2484962],[2492963],[2511926],[2532291],[2563412],[2580107],[2599988],[2616094],[2657079],[2696834],[2745426] ] cell #3240 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874838],[992290],[1053568],[1108564],[1115533],[1178561],[1189247],[1196054],[1235498],[1288699],[1300391],[1307360],[1317830],[1325346],[1364586],[1391284],[1418196],[1430728],[1441673],[1448642],[1455778],[1478090],[1521722],[1524013],[1539639],[1548750],[1560962],[1572384],[1608284],[1610575],[1651008],[1652756],[1653592],[1669056],[1686385],[1701342],[1736329],[1738077],[1738913],[1770690],[1780035],[1780503],[1795307],[1812111],[1812947],[1863156],[1863624],[1893747],[1894583],[1899689],[1902919],[1934594],[1935062],[1979717],[1982947],[1997164],[2012713],[2013181],[2018257],[2047818],[2051048],[2094391],[2110946],[2121676],[2124906],[2158513],[2159612],[2192577],[2217084],[2227489],[2228588],[2262845],[2293643],[2300895],[2310319],[2326456],[2375259],[2383485],[2392861],[2434748],[2460309],[2473168],[2513387],[2580193], 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247,2713053],[2284831,2608701],[2289939,2468130],[2292176,2470306],[2299008,2475680],[2299137,2721276],[2300248,2616180],[2303516,2620532],[2310227,2484147],[2310567,2313162],[2311170,2313918],[2311182,2484956],[2314047,2727545],[2318489,2490720],[2318838,2321780],[2321674,2730768],[2323573,2731667],[2345117,2741141],[2345223,2513043],[2347016,2742040],[2349899,2649303],[2350028,2743397],[2366711,2657165],[2369939,2752579],[2372533,2534043],[2383393,2543795],[2389157,2548086],[2391394,2550262],[2392168,2550462],[2402361,2404798],[2408882,2411630],[2408894,2563406],[2411759,2769852],[2432861,2582705],[2432990,2778405],[2434101,2696920],[2437369,2701272],[2442516,2782527],[2452342,2597745],[2452691,2455633],[2455527,2787897],[2457426,2788796],[2473076,2614065],[2475692,2616088],[2490520,2492957],[2509683,2641753],[2511920,2643929],[2512694,2644129],[2519992,2745512],[2529408,2532156],[2529420,2657073],[2532285,2816652],[2541811,2820774],[2580101,2694805],[2582717,2696828],[2588876,2701472],[2597545,2599982],[2649315,2745420] ] cell #3241 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1545327],[1581756],[1582272],[1673729],[1702053],[1707699],[1711226],[1777374],[1781214],[1795438],[1795595],[1800543],[1816665],[1827843],[1828515],[1833084],[1860495],[1864335],[1898301],[1903050],[1903207],[1904103],[1904775],[1918625],[1931933],[1935773],[1938120],[1949997],[1950154],[1955102],[1983078],[1983235],[1984131],[1984803],[2010052],[2013892],[2016239],[2018535],[2021743],[2022589],[2022746],[2043065],[2046997],[2048570],[2050189],[2051179],[2051336],[2052232],[2052904],[2055139],[2066754],[2084117],[2094669],[2097877],[2098723],[2098880],[2120228],[2120855],[2122428],[2124047],[2125037],[2125194],[2126090],[2126762],[2128997],[2131143],[2131953],[2135019],[2153560],[2154232],[2157981],[2158791],[2159419],[2161999],[2162845],[2163002],[2183321],[2187660],[2190968],[2197731],[2200166],[2200855],[2202696],[2203506],[2206572],[2217215],[2217372],[2225761],[2226433],[2226957],[2227767],[2228395],[2230975],[2231821],[2231978],[2236373],[2237324],[2253309],[2257363],[2257520],[2261362],[2262313],[2263123],[2266189],[2278868],[2281068],[2282687],[2284730],[2285402],[2289167],[2292400],[2293921],[2295978],[2297274],[2298476],[2299286],[2300702],[2302789],[2303740],[2310888],[2311552],[2314196],[2316400],[2318159],[2320959],[2323394],[2324083],[2324240],[2324973],[2325924],[2326734],[2329800],[2334535],[2344402],[2346837],[2347526],[2349367],[2350177],[2353243],[2357502],[2358453],[2372432],[2373104],[2374438],[2375066],[2378492],[2378649],[2385287],[2386379],[2386870],[2388385],[2389831],[2390667],[2391618],[2393139],[2395400],[2401789],[2402682],[2405022],[2406543],[2408600],[2409264],[2409896],[2411098],[2411908],[2413324],[2414112],[2415411],[2416362],[2427774],[2429831],[2431127],[2432329],[2433139],[2434555],[2436642],[2437593],[2442337],[2444945],[2452012],[2454812],[2457247],[2457936],[2458093],[2459777],[2460587],[2463653],[2467704],[2470627],[2470831],[2473320],[2474970],[2476062],[2476553],[2482822],[2484724],[2486850],[2487942],[2488433],[2489948],[2490841],[2491394],[2492230],[2493181],[2494702],[2496963],[2506905],[2507396],[2508911],[2510357],[2511193],[2512144],[2513665],[2515926],[2517018],[2520446],[2527069],[2529126],[2529790],[2530422],[2531624],[2532434],[2533850],[2534638],[2535937],[2536888],[2541632],[2543513],[2545586],[2547660],[2550583],[2550787],[2556018],[2556509],[2558034],[2560957],[2561161],[2563174],[2563650],[2565300],[2566392],[2566883],[2573152],[2577652],[2577856],[2580345],[2581995],[2583087],[2583578],[2586539],[2589847],[2594967],[2595458],[2596973],[2597866],[2598419],[2599255],[2600206],[2601727],[2603988],[2605080],[2608508],[2610201],[2613783],[2615856],[2620853],[2621057],[2622702],[2624775],[2626849],[2629772],[2629976],[2635207],[2635698],[2637180],[2639253],[2640810],[2641327],[2644250],[2644454],[2646943],[2649685],[2650176],[2654624],[2654828],[2656841],[2657317],[2658967],[2660059],[2660550],[2663511],[2666819],[2669739],[2671040],[2674622],[2676695],[2678252],[2678583],[2682165],[2684238],[2689235],[2689439],[2690941],[2694017],[2694523],[2696596],[2701593],[2701797],[2703442],[2705515],[2707589],[2710512],[2710716],[2713205],[2715947],[2716438],[2718975],[2720994],[2722891],[2725967],[2729160],[2732742],[2734815],[2738232],[2738830],[2739533],[2743115],[2745188],[2746745],[2747076],[2750658],[2752731],[2757728],[2757932],[2760243],[2760556],[2761851],[2765052],[2765650],[2769570],[2771467],[2774719],[2776104],[2778123],[2780020],[2783096],[2786289],[2789871],[2791944],[2794565],[2796844],[2798229],[2800437],[2801732],[2807043],[2807356],[2808651],[2812450],[2816370],[2818267],[2821828],[2824959],[2825272],[2826688],[2832171],[2834450],[2838043],[2839338],[2846392],[2847175],[2850619],[2851424],[2856284],[2862471],[2865951],[2869947],[2877200],[2884964] ] cell #3242 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1063898],[1182209],[1263959],[1310360],[1350005],[1392883],[1426717],[1440978],[1479689],[1513523],[1518297],[1523318],[1546381],[1556401],[1604859],[1609880],[1635652],[1642447],[1648052],[1674919],[1680669],[1685690],[1708753],[1727104],[1733373],[1762529],[1764974],[1769995],[1775435],[1796686],[1801707],[1807407],[1808482],[1827479],[1834274],[1846097],[1852631],[1858556],[1878214],[1882774],[1886689],[1889043],[1890118],[1913375],[1919644],[1929994],[1931116],[1948800],[1951245],[1956266],[1964292],[1967539],[1973530],[1976717],[1995654],[1997909],[2002188],[2008113],[2009235],[2024827],[2031361],[2037286],[2048310],[2056944],[2061504],[2065419],[2067773],[2068848],[2080281],[2083168],[2088536],[2091783],[2100961],[2106251],[2109498],[2111214],[2115489],[2118676],[2122168],[2133721],[2136968],[2142959],[2146146],[2165083],[2167338],[2171617],[2177542],[2178664],[2187612],[2189087],[2197019],[2199906],[2205274],[2208521],[2213379],[2216266],[2221634],[2224881],[2234059],[2238921],[2241808],[2247176],[2250423],[2259601],[2264891],[2268138],[2269854],[2274129],[2277316],[2280808],[2289302],[2295930],[2297405],[2305337],[2308224],[2310840],[2312315],[2320247],[2323134],[2328502],[2331749],[2334283],[2335758],[2343690],[2346577],[2351945],[2355192],[2360050],[2362937],[2368305],[2371552],[2380730],[2388520],[2394119],[2395148],[2396623],[2401924],[2408552],[2410027],[2417959],[2420846],[2423155],[2429783],[2431258],[2439190],[2442077],[2444693],[2446168],[2454100],[2456987],[2462355],[2465602],[2470579],[2474718],[2477439],[2478203],[2490083],[2496711],[2498186],[2509046],[2514645],[2515674],[2517149],[2522450],[2529078],[2530553],[2538485],[2541372],[2545721],[2546431],[2549272],[2551378],[2565048],[2568533],[2577604],[2581743],[2584464],[2585228],[2597108],[2603736],[2605211],[2612519],[2613552],[2620805],[2625620],[2628461],[2639388],[2640098],[2642939],[2645045],[2658715],[2662200],[2668639],[2676830],[2677540],[2680901],[2693259],[2694292],[2706360],[2709201],[2725209],[2726759],[2735660],[2737132],[2749394],[2763952],[2773785],[2783888],[2803833],[2822450] ] cell #3243 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1063839],[1182150],[1263900],[1310425],[1349946],[1392948],[1426658],[1441050],[1479754],[1513464],[1518430],[1523390],[1546322],[1556466],[1604992],[1609952],[1635593],[1642512],[1648189],[1674984],[1680802],[1685762],[1708694],[1727237],[1733510],[1762594],[1765107],[1770067],[1775445],[1796819],[1801779],[1807544],[1808615],[1827420],[1834339],[1846230],[1852768],[1858566],[1878279],[1882907],[1886761],[1889180],[1890251],[1913508],[1919781],[1930004],[1931253],[1948865],[1951378],[1956338],[1964357],[1967676],[1973540],[1976850],[1995787],[1997981],[2002325],[2008123],[2009372],[2024960],[2031498],[2037296],[2048320],[2057009],[2061637],[2065491],[2067910],[2068981],[2080353],[2083178],[2088601],[2091920],[2101094],[2106316],[2109635],[2111220],[2115499],[2118809],[2122178],[2133786],[2137105],[2142969],[2146279],[2165216],[2167410],[2171754],[2177552],[2178801],[2187622],[2189093],[2197091],[2199916],[2205339],[2208658],[2213451],[2216276],[2221699],[2225018],[2234192],[2238993],[2241818],[2247241],[2250560],[2259734],[2264956],[2268275],[2269860],[2274139],[2277449],[2280818],[2289308],[2295940],[2297411],[2305409],[2308234],[2310850],[2312321],[2320319],[2323144],[2328567],[2331886],[2334293],[2335764],[2343762],[2346587],[2352010],[2355329],[2360122],[2362947],[2368370],[2371689],[2380863],[2388526],[2394184],[2395158],[2396629],[2401930],[2408562],[2410033],[2418031],[2420856],[2423161],[2429793],[2431264],[2439262],[2442087],[2444703],[2446174],[2454172],[2456997],[2462420],[2465739],[2470589],[2474728],[2477511],[2478209],[2490089],[2496721],[2498192],[2509052],[2514710],[2515684],[2517155],[2522456],[2529088],[2530559],[2538557],[2541382],[2545727],[2546441],[2549278],[2551384],[2565058],[2568539],[2577614],[2581753],[2584536],[2585234],[2597114],[2603746],[2605217],[2612525],[2613558],[2620815],[2625630],[2628467],[2639394],[2640108],[2642945],[2645051],[2658725],[2662206],[2668645],[2676836],[2677550],[2680907],[2693265],[2694298],[2706370],[2709207],[2725215],[2726765],[2735670],[2737138],[2749400],[2763958],[2773791],[2783894],[2803839],[2822456] ] cell #3244 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561263],[657409],[707934],[755858],[762071],[816049],[824672],[831037],[867392],[914804],[925287],[931500],[940293],[947438],[985076],[1009767],[1034550],[1046122],[1055907],[1062120],[1069266],[1091403],[1133709],[1135951],[1150958],[1159515],[1171347],[1181801],[1218014],[1220256],[1261093],[1262670],[1263551],[1278943],[1296066],[1310616],[1347139],[1348716],[1349597],[1382628],[1392432],[1393139],[1408340],[1425428],[1426309],[1479238],[1479945],[1512234],[1513115],[1520705],[1522302],[1555950],[1556657],[1607267],[1608864],[1624603],[1641996],[1642703],[1650088],[1683077],[1684674],[1735409],[1752588],[1767382],[1768979],[1809443],[1810851],[1847426],[1876557],[1891079],[1892487],[1933102],[1968535],[1978046],[1988755],[2011221],[2071217],[2078887],[2092779],[2147475],[2180650],[2195625],[2251419],[2342296], [473040,1116187],[534387,958320],[550747,979166],[561004,1243197],[606893,1308014],[628820,1080521],[646535,1101997],[655516,1112879],[657686,1372695],[681058,1144591],[697418,1165437],[707675,1438427],[715211,1449296],[730836,1206759],[749773,1228621],[759990,1239876],[768971,1250758],[787460,1272348],[796441,1283230],[800353,1549404],[805175,1293824],[814156,1304706],[816326,1569071],[824413,1580083],[836947,1078063],[846610,1341883],[856938,1100659],[871092,1369131],[881309,1380386],[900265,1401989],[910482,1413244],[912350,1415486],[912539,1674763],[914545,1678769],[919202,1423851],[929419,1435106],[938400,1445988],[940570,1709451],[942312,1711776],[944980,946100],[959849,1466296],[963581,1472486],[994739,1505401],[994928,2017273],[999230,1510657],[1015677,1269890],[1025340,1538259],[1027717,1799405],[1029831,1543515],[1031693,1545092],[1032131,1800711],[1032439,1545973],[1034827,1805595],[1035668,1292486],[1049822,1565507],[1060039,1576762],[1061907,1579004],[1062096,1834118],[1064102,1838124],[1081888,1596160],[1082084,1596748],[1085366,1602670],[1114408,1629054],[1117832,2129165],[1118140,1635244],[1118789,1379048],[1131251,1132371],[1146120,1661526],[1149852,1667716],[1150501,1410786],[1152100,1921700],[1152296,1922288],[1156439,1674468],[1156618,1675175],[1156877,1923527],[1181010,1700631],[1181199,1939154],[1183387,1953964],[1185501,1705887],[1187363,1707464],[1187801,1955270],[1188109,1708345],[1190497,1960154],[1197909,1461388],[1202702,1723584],[1207544,1724697],[1208288,1724922],[1215556,1216676],[1233771,1750669],[1236974,2227180],[1241243,1756275],[1241439,1756863],[1244721,1762785],[1244980,2234748],[1262213,1534665],[1266243,2026467],[1273715,1787987],[1273911,1788575],[1277193,1794497],[1278660,1799094],[1279315,2039106],[1280059,2039331],[1283720,1800691],[1299541,1816430],[1306235,1820881],[1309659,2055307],[1309967,1827071],[1312215,2069829],[1312411,2070417],[1316554,1833823],[1316733,1834530],[1316992,2071656],[1324329,1584315],[1329048,2292623],[1331718,1848735],[1336809,1850376],[1338289,1348259],[1352289,2102601],[1360281,1624146],[1363000,1874678],[1363196,1875266],[1365074,1879254],[1366375,2325382],[1369916,1880367],[1370660,1880592],[1386103,1898066],[1392149,1661215],[1395858,2137984],[1396054,2138572],[1397932,1909855],[1402774,1910968],[1403518,1911193],[1408605,1921680],[1409306,2150425],[1424971,1697037],[1429001,1936940],[1429896,1938859],[1432204,2158204],[1436473,1942546],[1436669,1943134],[1439951,1949056],[1440210,2165772],[1441418,1953653],[1442073,2179362],[1442817,2179587],[1446478,1955250],[1454858,1713056],[1456266,1967124],[1459752,2385696],[1462452,1970037],[1465985,1478955],[1482664,2209537],[1482860,2210125],[1487847,1744430],[1492675,1994287],[1493419,1994512],[1495236,1998292],[1495920,2414762],[1500327,1999933],[1501807,1511777],[1515807,2015059],[1516702,2016978],[1522567,1787967],[1523758,2026156],[1525424,2237547],[1525533,2242638],[1526277,2242863],[1528094,2027465],[1533185,2029106],[1555667,1820570],[1559376,2053408],[1559572,2053996],[1559662,2055287],[1561450,2057984],[1562751,2261771],[1566292,2059097],[1567036,2059322],[1572123,2069809],[1572824,2281595],[1585670,1839417],[1586716,2082314],[1589519,2469629],[1596140,1609129],[1597548,2091368],[1610320,2102290],[1611986,2303963],[1612095,2309054],[1612839,2309279],[1614769,2102971],[1617616,1868726],[1619024,1870287],[1622666,2108233],[1625210,2111996],[1628743,1641713],[1645422,2127266],[1645618,2127854],[1645708,2129145],[1647241,2333774],[1651496,2136553],[1653331,2137964],[1654982,2334944],[1655138,2339597],[1657682,2139466],[1679889,2158184],[1684939,1942526],[1686130,1936629],[1687905,2163716],[1688649,2163941],[1690466,2167721],[1691150,2356853],[1695557,2169362],[1712407,2543154],[1714221,2188113],[1715912,2191368],[1725985,2199052],[1732562,2394639],[1736817,2208106],[1738652,2209517],[1740303,2395809],[1740459,2400462],[1743101,2210441],[1745785,1988974],[1746831,1989821],[1750358,1752305],[1756255,1769244],[1757663,1999853],[1764194,2227160],[1770435,2014748],[1772210,2232692],[1772954,2232917],[1774813,2422858],[1776852,2237527],[1778543,2240954],[1781346,2423468],[1789375,2250008],[1802147,2260930],[1806596,2261611],[1812686,2053388],[1814493,2266873],[1817037,2270636],[1840496,2289874],[1843221,2469517],[1844327,2292603],[1849900,2296431],[1851591,2299686],[1857934,2477906],[1859973,2303943],[1861664,2307370],[1864467,2478516],[1869891,2104172],[1871582,2104095],[1874658,1876822],[1881655,2112843],[1885182,1887129],[1888232,2325222],[1894322,2127246],[1896129,2330484],[1898678,2502940],[1900492,2334784],[1902183,2338039],[1912256,2345723],[1923088,2354777],[1924923,2356188],[1929372,2357112],[1931411,2159692],[1943934,2169282],[1956706,2184177],[1964865,2544948],[1965798,2385536],[1971116,2389092],[1974947,2391821],[1978706,2552053],[1980520,2395649],[1982211,2398904],[1990053,2211507],[1990263,1990390],[1992778,2559847],[1993884,2405225],[1999457,2219555],[2001148,2219478],[2004224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] cell #3245 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715896],[819001],[893066],[933975],[971185],[1011431],[1042623],[1055360],[1093067],[1125744],[1130290],[1135404],[1157456],[1167101],[1214595],[1219709],[1245559],[1252422],[1257834],[1284894],[1290405],[1295519],[1317571],[1337328],[1343880],[1374416],[1376967],[1382081],[1387353],[1409825],[1414939],[1420592],[1421770],[1440789],[1447652],[1460427],[1467889],[1474159],[1495738],[1500846],[1504854],[1507398],[1508576],[1533704],[1540256],[1550871],[1552292],[1570792],[1573343],[1578457],[1587218],[1591041],[1598004],[1601709],[1623185],[1625667],[1630647],[1636917],[1638338],[1655657],[1663119],[1669389],[1681375],[1690968],[1696076],[1700084],[1702628],[1703806],[1716369],[1719773],[1726487],[1730310],[1740978],[1747333],[1751156],[1753015],[1758119],[1761824],[1765680],[1779045],[1782868],[1789831],[1793536],[1815012],[1817494],[1822474],[1828744],[1830165],[1839831],[1841898],[1852048],[1855452],[1862166],[1865989],[1872039],[1875443],[1882157],[1885980],[1896648],[1902640],[1906044],[1912758],[1916581],[1927249],[1933604],[1937427],[1939286],[1944390],[1948095],[1951951],[1961584],[1970451],[1972518],[1982668],[1986072],[1989388],[1991455],[2001605],[2005009],[2011723],[2015546],[2018561],[2020628],[2030778],[2034182],[2040896],[2044719],[2050769],[2054173],[2060887],[2064710],[2075378],[2085828],[2093281],[2094695],[2096762],[2103543],[2112410],[2114477],[2124627],[2128031],[2131013],[2139880],[2141947],[2152097],[2155501],[2158817],[2160884],[2171034],[2174438],[2181152],[2184975],[2191782],[2197757],[2201435],[2202566],[2218926],[2227793],[2229860],[2244468],[2251921],[2253335],[2255402],[2262183],[2271050],[2273117],[2283267],[2286671],[2292981],[2293947],[2298346],[2301305],[2320985],[2325794],[2338453],[2344428],[2348106],[2349237],[2365597],[2374464],[2376531],[2386740],[2388284],[2399318],[2406569],[2410968],[2426834],[2427800],[2432199],[2435158],[2454838],[2459647],[2468604],[2481882],[2482848],[2488303],[2507266],[2508810],[2527095],[2531494],[2556379],[2558934],[2573178],[2575629],[2595328],[2618830],[2635568],[2652601],[2687212],[2719733] ] cell #3246 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1032680],[1064361],[1118381],[1156647],[1188350],[1190220],[1244750],[1278689],[1284771],[1310208],[1311073],[1316762],[1319630],[1365103],[1374293],[1392178],[1393596],[1408647],[1439980],[1441447],[1441701],[1447529],[1456295],[1478984],[1480402],[1495543],[1522609],[1523787],[1524041],[1538835],[1555696],[1557114],[1561479],[1570669],[1571858],[1572165],[1587023],[1597577],[1609171],[1610349],[1610603],[1619053],[1624994],[1641742],[1643160],[1651525],[1651952],[1653066],[1653373],[1675632],[1684981],[1686159],[1686413],[1690773],[1701207],[1715696],[1726292],[1736846],[1737273],[1738387],[1738694],[1747138],[1752334],[1757692],[1763242],[1769286],[1770464],[1770718],[1775746],[1777497],[1778850],[1780368],[1789404],[1802176],[1802430],[1810880],[1811307],[1812421],[1812728],[1816821],[1834987],[1839615],[1851375],[1858867],[1860618],[1861971],[1863489],[1870316],[1871366],[1876864],[1881962],[1885211],[1887158],[1887412],[1892516],[1892943],[1894057],[1894364],[1899559],[1901967],[1912563],[1923117],[1924658],[1924965],[1930305],[1932056],[1933409],[1934927],[1943963],[1949513],[1956735],[1956989],[1970235],[1973841],[1978075],[1979587],[1981995],[1989172],[1990432],[1996360],[1999882],[2000932],[2004531],[2004726],[2006123],[2006430],[2008424],[2010175],[2011528],[2013046],[2018345],[2030105],[2037597],[2040701],[2042219],[2047688],[2048621],[2050096],[2050312],[2060692],[2063941],[2065888],[2066142],[2071246],[2072787],[2073094],[2083479],[2084240],[2089109],[2091397],[2093086],[2094479],[2103148],[2103985],[2111777],[2112194],[2113454],[2115800],[2117335],[2118008],[2119382],[2121546],[2122479],[2123954],[2124170],[2139664],[2143270],[2147504],[2149016],[2151424],[2158601],[2159482],[2169311],[2170361],[2173960],[2174155],[2175552],[2175859],[2177853],[2180957],[2182475],[2184206],[2188290],[2189650],[2191566],[2192447],[2197541],[2199663],[2200217],[2200762],[2200978],[2210244],[2216577],[2218531],[2219018],[2219368],[2222207],[2223677],[2227577],[2228458],[2242119],[2247749],[2250037],[2251726],[2253119],[2260959],[2270417],[2270834],[2272094],[2274440],[2275975],[2276648],[2278022],[2280186],[2281119],[2282594],[2282810],[2286193],[2286388],[2289677],[2291243],[2293073],[2293731],[2295447],[2296608],[2297968],[2299576],[2300765],[2308535],[2312878],[2315675],[2317112],[2317932],[2320769],[2323445],[2336321],[2338237],[2339118],[2344212],[2346334],[2346888],[2347433],[2347649],[2354806],[2356495],[2356690],[2363248],[2365202],[2365689],[2366039],[2368878],[2370348],[2374248],[2375129],[2379389],[2380062],[2383999],[2384147],[2386152],[2388089],[2388895],[2390461],[2397186],[2399102],[2399983],[2403865],[2406353],[2410590],[2413387],[2421157],[2425096],[2426926],[2427584],[2429300],[2430461],[2431821],[2433429],[2434618],[2441834],[2442388],[2442933],[2443606],[2446731],[2449528],[2450965],[2451785],[2454622],[2457298],[2459739],[2464398],[2468409],[2473830],[2480144],[2481974],[2482632],[2485562],[2485710],[2492024],[2498749],[2501546],[2504525],[2504673],[2506678],[2507358],[2508615],[2509421],[2510987],[2515191],[2517712],[2519320],[2520509],[2521049],[2524391],[2526879],[2531116],[2533913],[2536170],[2541683],[2551941],[2553638],[2553786],[2555791],[2556471],[2558739],[2564160],[2570474],[2572962],[2575434],[2576568],[2578089],[2580855],[2584797],[2584992],[2587169],[2592587],[2592735],[2595420],[2599049],[2605774],[2608571],[2617379],[2618635],[2619769],[2621290],[2632827],[2632975],[2635660],[2638481],[2638676],[2645608],[2647453],[2652406],[2653540],[2655061],[2657827],[2664141],[2670699],[2673733],[2675923],[2676118],[2687017],[2688151],[2689672],[2698119],[2704743],[2704938],[2713715],[2719538],[2719927],[2728819],[2734043],[2734238],[2742226],[2759592],[2768114],[2768309],[2777056],[2799473] ] cell #3247 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561330],[657493],[708001],[756010],[762138],[816133],[824739],[831189],[867529],[914871],[925439],[931567],[940377],[947575],[985010],[1009919],[1034634],[1046259],[1056059],[1062187],[1069200],[1091555],[1133846],[1136103],[1151112],[1159582],[1171281],[1181938],[1218151],[1220408],[1261027],[1262824],[1263688],[1279082],[1296218],[1310550],[1347073],[1348870],[1349734],[1382780],[1392571],[1393073],[1408281],[1425582],[1426446],[1479377],[1479879],[1512388],[1513252],[1518553],[1522243],[1556089],[1556591],[1605115],[1608805],[1624757],[1642135],[1642637],[1648028],[1680925],[1684615],[1733349],[1752727],[1765230],[1768920],[1807383],[1808738],[1846353],[1876498],[1889019],[1890374],[1931092],[1967515],[1976973],[1988696],[2009211],[2069104],[2078828],[2091759],[2146402],[2178640],[2195566],[2250399],[2342237], [473081,874768],[533498,958472],[560898,992574],[561357,1505839],[606934,1053498],[627862,1080658],[654627,1113031],[657430,1635005],[657569,1115828],[680169,1144743],[707569,1178845],[708028,1701069],[715252,1189177],[716241,1451387],[729802,1206693],[753360,979318],[755879,1754762],[759032,1240013],[762053,1762684],[786502,1272485],[795552,1283382],[797389,1545246],[800394,1288629],[813267,1304858],[816070,1826832],[816209,1307655],[824307,1318114],[824766,1579442],[825609,1581998],[831058,1845565],[836881,1334024],[864705,1102134],[867374,1879153],[870058,1369065],[899231,1401923],[909524,1413381],[911461,1415638],[911519,1674607],[914439,1418480],[914898,1415924],[922789,1165589],[925308,1941033],[928461,1435243],[931482,1948955],[934876,1703263],[937511,1446140],[939348,1707618],[940314,1708106],[940453,1448937],[941928,1711417],[946034,1193644],[947420,1967023],[981775,1228555],[984712,1998118],[1002817,1250910],[1009788,2024295],[1012332,1783503],[1015077,1538411],[1015611,1530400],[1026637,1540891],[1028797,1543449],[1030835,1800632],[1031481,1546110],[1034571,1545734],[1034710,1549045],[1043435,1293961],[1045417,1816584],[1046104,2057883],[1048788,1565441],[1055928,1829409],[1056314,1829643],[1059081,1576899],[1061018,1579156],[1061076,1833962],[1062102,1834429],[1068902,2082140],[1091424,2100429],[1093968,1866624],[1096713,1342035],[1097500,1100593],[1126556,1380523],[1128538,1898220],[1132305,1388874],[1133691,2136452],[1135321,1663754],[1135972,1906709],[1136358,1906943],[1139214,1667853],[1150435,1670910],[1150589,1919620],[1150979,1670054],[1151188,1670288],[1155584,1675109],[1159497,1675074],[1168002,1938062],[1168046,1423785],[1170747,1700783],[1170805,1938998],[1170983,2167547],[1181256,1950876],[1181783,1951466],[1184467,1705821],[1186505,1955191],[1187151,1708482],[1191244,2186901],[1216610,1475680],[1217996,2208005],[1219626,1468524],[1220277,1986737],[1220663,1986971],[1223519,1472623],[1253323,2016181],[1253367,1510591],[1256068,1505553],[1256126,2017117],[1260729,2240780],[1262147,1791352],[1262301,2031337],[1262691,1790496],[1262900,1790730],[1263006,2024458],[1263533,2025048],[1266283,1794431],[1278196,1796317],[1278594,1796942],[1278925,1796907],[1289327,1292420],[1295436,1823109],[1296087,2054838],[1296473,2055072],[1298683,2055228],[1299329,1827208],[1310252,2067450],[1310704,2067749],[1315699,1834464],[1346775,2307196],[1348193,1599525],[1348347,1852607],[1348737,1598669],[1348946,1598903],[1349052,2100592],[1349579,2101182],[1352329,1602604],[1375889,1378982],[1381998,1631282],[1382649,2128696],[1383035,2128930],[1385245,2129086],[1385891,1635381],[1386474,2333572],[1386641,2130538],[1386903,1909789],[1391685,1913006],[1392083,1913631],[1392414,1913596],[1392775,2136645],[1393227,2136944],[1408197,1919321],[1419808,2158125],[1424905,1945911],[1425059,2171593],[1425449,1945055],[1425658,1945289],[1425764,2164714],[1426291,2165304],[1429041,1948990],[1441352,1951501],[1458243,1461322],[1473280,2394437],[1473447,2202091],[1473709,1723518],[1478491,1726735],[1478889,1727360],[1479220,1727325],[1479581,2208198],[1480033,2208497],[1494854,1751791],[1506614,2227101],[1511711,1759640],[1511865,2002164],[1512255,1758784],[1512464,1759018],[1512570,2233690],[1513097,2234280],[1515847,1762719],[1517198,2027562],[1517228,2236074],[1519640,2237468],[1522159,2031038],[1523692,2025083],[1550159,2261708],[1550421,2057918],[1555203,2061135],[1555601,2061760],[1555932,2061725],[1556293,2267815],[1556745,2268114],[1584249,1588091],[1587662,2469315],[1587829,2291795],[1589178,2292544],[1603760,1848832],[1603790,2302490],[1606202,2303884],[1608721,1852308],[1610254,2101217],[1621001,1624080],[1624234,2109474],[1624624,1876108],[1624833,1876342],[1636205,2325319],[1636467,1879188],[1641249,1882405],[1641647,1883030],[1641978,1882995],[1642339,2331426],[1642791,2331725],[1647038,2139557],[1649121,2334881],[1649383,2136487],[1675263,2355168],[1679570,2167818],[1679600,2357203],[1682012,2358597],[1684531,2171294],[1686064,2165339],[1713153,1716928],[1716958,2384988],[1718021,2385633],[1718283,1967058],[1728447,2391762],[1732359,1970128],[1734442,2395746],[1734704,2208040],[1744364,1748206],[1745360,2211926],[1747777,2559645],[1747944,2404417],[1749293,2405166],[1751841,1995285],[1752239,1995910],[1752570,1995875],[1762873,2224857],[1763875,1998389],[1763905,2415112],[1766317,2416506],[1768836,2001865],[1770369,2234315],[1776533,2241051],[1776563,2423818],[1798029,2437737],[1802081,2259857],[1806393,2270727],[1834618,2465578],[1839508,1843018],[1844008,2082411],[1844038,2469979],[1853700,2475316],[1853962,2091302],[1856089,2476697],[1859654,2307467],[1859684,2478866],[1868259,2103068],[1868823,1872598],[1869780,2104475],[1870221,1873953],[1872628,2486551],[1873691,2487196],[1876414,2109175],[1880184,2318794],[1884117,2493325],[1887063,2118932],[1888029,2112087],[1900289,2338130],[1914718,2512288],[1920713,2516272],[1920975,2354711],[1949144,2371528],[1952588,2537032],[1956640,2380986],[1962516,2188210],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] cell #3248 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [234967],[290125],[333558],[355936],[379641],[405024],[423888],[431046],[457042],[478936],[481973],[485755],[500167],[506587],[539882],[543664],[562464],[567452],[571182],[590895],[594595],[598377],[612789],[629620],[634793],[658972],[661011],[664793],[668719],[686553],[690335],[694410],[695420],[709135],[714123],[725277],[732304],[737695],[756193],[760790],[763784],[765963],[766973],[788260],[793433],[801817],[803045],[817612],[819651],[823433],[831372],[835158],[842314],[845542],[865533],[867735],[872560],[877951],[879179],[894706],[901733],[907124],[917412],[925622],[930219],[933213],[935392],[936402],[947781],[951533],[958655],[962441],[972825],[979501],[983287],[984814],[990443],[993671],[997440],[1010102],[1013888],[1021044],[1024272],[1044263],[1046465],[1051290],[1056681],[1057909],[1066467],[1069004],[1080864],[1084616],[1091738],[1095524],[1102340],[1106092],[1113214],[1117000],[1127384],[1134052],[1137804],[1144926],[1148712],[1159096],[1165772],[1169558],[1171085],[1176714],[1179942],[1183711],[1192346],[1203960],[1206497],[1218357],[1222109],[1225822],[1228359],[1240219],[1243971],[1251093],[1254879],[1258294],[1260831],[1272691],[1276443],[1283565],[1287351],[1294167],[1297919],[1305041],[1308827],[1319211],[1332726],[1342218],[1344340],[1346877],[1354718],[1366332],[1368869],[1380729],[1384481],[1387576],[1399190],[1401727],[1413587],[1417339],[1421052],[1423589],[1435449],[1439201],[1446323],[1450109],[1459709],[1468349],[1472829],[1474382],[1496244],[1507858],[1510395],[1529102],[1538594],[1540716],[1543253],[1551094],[1562708],[1565245],[1577105],[1580857],[1589843],[1591501],[1598227],[1602408],[1631107],[1637140],[1654939],[1663579],[1668059],[1669612],[1691474],[1703088],[1705625],[1719996],[1722538],[1740260],[1751616],[1758342],[1781670],[1783328],[1790054],[1794235],[1822934],[1828967],[1841641],[1864791],[1866449],[1875666],[1906267],[1908809],[1937887],[1944613],[1986295],[1991198],[2016006],[2020371],[2054396],[2096505],[2128254],[2160627],[2229603],[2294895] ] cell #3249 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1243558],[1372227],[1438788],[1495524],[1502623],[1568603],[1580444],[1587004],[1625459],[1679130],[1690754],[1697853],[1708983],[1716161],[1753154],[1778831],[1805127],[1817286],[1828247],[1835346],[1842037],[1861952],[1902432],[1904507],[1919116],[1927906],[1939425],[1950369],[1982460],[1984535],[2020767],[2022234],[2022961],[2036905],[2052636],[2066708],[2096901],[2098368],[2099095],[2126494],[2134535],[2134973],[2147880],[2162490],[2163217],[2206088],[2206526],[2231466],[2232193],[2238044],[2239188],[2265705],[2266143],[2304460],[2305604],[2316891],[2329316],[2329754],[2335237],[2359173],[2360317],[2396102],[2407475],[2417082],[2418226],[2445647],[2446537],[2471791],[2488798],[2497665],[2498555],[2524035],[2546753],[2551747],[2557809],[2570118],[2605580],[2610550],[2617023],[2645414],[2663785],[2671389],[2697763],[2739882], [762897,2005934],[874113,2118487],[932326,2175363],[942271,2186572],[985481,2219214],[992228,2224699],[1052843,2277127],[1062946,2287596],[1063874,2288003],[1069671,2293269],[1108502,2318053],[1116431,1633364],[1160341,2156426],[1171752,2365885],[1178499,2371370],[1182185,2374699],[1188522,2380541],[1190245,2381617],[1195992,2386273],[1207164,1726273],[1229026,1747119],[1234833,2408167],[1243003,1760557],[1261498,2427122],[1263935,2428035],[1287974,2259412],[1300329,2451906],[1308258,1825191],[1311021,2459935],[1311168,2460011],[1317768,2465420],[1324681,2470194],[1336372,1851840],[1347544,2482170],[1349981,2483083],[1358364,1871831],[1369536,1881943],[1372459,1884740],[1391222,2506799],[1393544,2507554],[1393691,2507630],[1402394,1912544],[1409146,2349525],[1418134,2355010],[1424256,1933390],[1426693,2527330],[1430063,2528693],[1438233,1946828],[1440943,2535868],[1441611,2536291],[1449540,1958274],[1451757,2543193],[1466337,1972657],[1478028,2555912],[1480350,2556667],[1480497,2556743],[1488199,1991594],[1499890,2001397],[1511062,2011509],[1513499,2573413],[1521057,2577219],[1523108,2432487],[1523283,2577787],[1523951,2578210],[1532748,2030570],[1539577,2436996],[1543920,2040682],[1546357,2257008],[1549648,2046316],[1554740,2050561],[1557062,2595616],[1557209,2595692],[1565912,2060673],[1568835,2063470],[1571719,2603351],[1579889,2074111],[1593039,1849646],[1603075,2093067],[1607619,2620420],[1609670,2298634],[1609845,2620988],[1610513,2621411],[1614515,1870567],[1629095,2114616],[1635628,2502762],[1640786,2124419],[1643108,2635856],[1643255,2635932],[1646987,2636860],[1647111,2636906],[1652694,2511547],[1652927,2639713],[1661567,2142086],[1668247,2515289],[1673258,2151889],[1675580,2153964],[1675727,2352759],[1678575,2156833],[1683429,2161023],[1685480,2531782],[1685655,2654759],[1686323,2655182],[1695120,2170826],[1706292,2180938],[1708729,2378137],[1709215,2183735],[1713967,1714897],[1727683,2197992],[1731652,2201227],[1732308,2674302],[1732432,2674348],[1738015,2391021],[1738248,2677155],[1763190,2226165],[1763337,2574084],[1767734,2229999],[1769785,2411256],[1769960,2689370],[1770628,2689793],[1774704,2690769],[1779226,2581358],[1784866,2028376],[1794902,2251707],[1797265,2253570],[1799446,2255541],[1801672,2439457],[1802340,2257735],[1805359,2260488],[1806342,2049297],[1806466,2703168],[1812049,2599609],[1812282,2705975],[1820922,2273256],[1827455,2450744],[1832613,2283059],[1834935,2285134],[1835082,2463169],[1842967,2718382],[1843091,2718428],[1853177,2298710],[1856427,2301444],[1857825,2722719],[1862347,2474333],[1877363,2488591],[1883353,2321220],[1886654,2636063],[1887322,2324455],[1887978,2123155],[1888102,2732468],[1893685,2492584],[1893918,2735275],[1898582,2641217],[1900238,1901168],[1900362,2736871],[1913954,2344663],[1917923,2347898],[1918579,2149695],[1918703,2516628],[1920190,2349601],[1924519,2353197],[1929263,2746904],[1933785,2658330],[1949461,2372836],[1949608,2528001],[1954005,2376670],[1956231,2538752],[1956899,2378864],[1964756,2759853],[1965544,2193126],[1965668,2760064],[1969624,2388794],[1973369,2390598],[1978610,2547550],[1980266,1981196],[1980390,2763691],[1992524,2766958],[1992648,2767004],[1996233,2406804],[1997102,2561515],[1997814,2686087],[2002734,2411332],[2005984,2414066],[2007382,2771295],[2011904,2564663],[2019117,2774958],[2021697,2248428],[2021821,2430737],[2031907,2432563],[2035157,2435297],[2036555,2438313],[2037125,2436573],[2046711,2707479],[2062083,2455073],[2065384,2595823],[2066052,2458308],[2066832,2604690],[2072648,2463607],[2079404,2289576],[2080186,2718738],[2080707,2467594],[2081575,2794223],[2085077,2472501],[2089788,2097831],[2089912,2795856],[2095251,2797083],[2097955,2296884],[2106715,2799734],[2107503,2316354],[2107627,2799945],[2110044,2488667],[2110137,2625235],[2111583,2490357],[2115328,2492161],[2120569,2626739],[2131667,2738122],[2134185,2342813],[2135097,2640420],[2139053,2509320],[2142798,2511124],[2149819,2810491],[2161953,2369557],[2162077,2530032],[2167243,2651476],[2172163,2531858],[2175413,2534592],[2176811,2537608],[2188566,2382818],[2189456,2545995],[2190682,2669629],[2196142,2205738],[2196924,2762200],[2198313,2823147],[2203220,2764942],[2206650,2677862],[2210498,2678411],[2212502,2402198],[2213284,2767314],[2213805,2557924],[2214673,2826346],[2216105,2561092],[2218175,2562831],[2222886,2230929],[2223010,2827979],[2231053,2409506],[2238826,2691290],[2240215,2578816],[2243717,2579526],[2248552,2833462],[2253891,2834689],[2265355,2453223],[2266267,2594577],[2270223,2597382],[2273968,2599186],[2289931,2717829],[2290887,2612041],[2297774,2616265],[2299000,2721480],[2305242,2723240],[2306631,2622017],[2310163,2622428],[2311794,2484381],[2312684,2485133],[2313910,2622853],[2316478,2487552],[2319370,2328966],[2320152,2802081],[2321541,2848494],[2329878,2634817],[2336127,2639662],[2343595,2809000],[2344984,2852743],[2349891,2811742],[2353321,2746355],[2359955,2652119],[2361344,2526268],[2364846,2656498],[2369681,2857575],[2383329,2668378],[2389149,2761291],[2390105,2672880],[2396992,2677104],[2402553,2558297],[2402760,2558452],[2403509,2558289],[2405742,2407125],[2410396,2563583],[2411622,2682316],[2412677,2770584],[2414190,2566002],[2417864,2686730],[2419253,2572351],[2424740,2692781],[2431627,2697005],[2432853,2778609],[2439095,2780369],[2440484,2702757],[2454005,2839687],[2455394,2871266],[2463731,2715557],[2473012,2720229],[2477344,2722008],[2479788,2724731],[2484841,2484892],[2490712,2627112],[2490919,2627267],[2491668,2627104],[2493901,2495284],[2509675,2808091],[2510631,2741373],[2517518,2745597],[2530922,2657250],[2532148,2750809],[2533203,2817384],[2534716,2659669],[2538390,2755223],[2539779,2666018],[2550454,2672888],[2550661,2673043],[2563291,2563342],[2580037,2777358],[2584369,2779137],[2586813,2781860],[2597737,2707852],[2597944,2708007],[2598693,2707844],[2600926,2602309],[2607861,2842957],[2615973,2616024],[2644121,2741381],[2644328,2741536],[2650967,2812270],[2656958,2657009],[2696713,2696764],[2701464,2781868],[2701671,2782023],[2745305,2745356] ] cell #3250 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [941882],[1056268],[1136312],[1181333],[1220617],[1263083],[1296427],[1310312],[1349129],[1382989],[1387721],[1392835],[1415847],[1425841],[1474527],[1479641],[1505762],[1512647],[1518249],[1545505],[1551239],[1556353],[1579365],[1598372],[1604811],[1634776],[1637285],[1642399],[1647884],[1669757],[1674871],[1680621],[1681743],[1700992],[1707877],[1720141],[1727056],[1733205],[1753691],[1758487],[1762481],[1764926],[1766048],[1790199],[1796638],[1807239],[1808434],[1826603],[1829112],[1834226],[1842574],[1846049],[1852463],[1855820],[1875811],[1878166],[1882726],[1888875],[1890070],[1906412],[1913327],[1919476],[1930948],[1939962],[1944758],[1948752],[1951197],[1952319],[1964244],[1967371],[1973194],[1976669],[1986440],[1992131],[1995606],[1997388],[2002020],[2005377],[2009067],[2021304],[2024779],[2031193],[2034550],[2054541],[2056896],[2061456],[2067605],[2068800],[2078101],[2079760],[2088488],[2091615],[2097438],[2100913],[2106203],[2109330],[2115153],[2118628],[2128399],[2133673],[2136800],[2142623],[2146098],[2155869],[2161560],[2165035],[2166817],[2171449],[2174806],[2178496],[2187417],[2194839],[2196498],[2205226],[2208353],[2211199],[2212858],[2221586],[2224713],[2230536],[2234011],[2236741],[2238400],[2247128],[2250255],[2256078],[2259553],[2264843],[2267970],[2273793],[2277268],[2287039],[2295735],[2301981],[2303157],[2304816],[2310645],[2318067],[2319726],[2328454],[2331581],[2334088],[2341510],[2343169],[2351897],[2355024],[2357870],[2359529],[2368257],[2371384],[2377207],[2380682],[2386287],[2391035],[2394071],[2394953],[2408357],[2415779],[2417438],[2429588],[2435834],[2437010],[2438669],[2444498],[2451920],[2453579],[2462307],[2465434],[2470384],[2471199],[2474523],[2476918],[2492598],[2496516],[2506813],[2511561],[2514597],[2515479],[2528883],[2536305],[2537964],[2546236],[2547435],[2555926],[2561529],[2564853],[2577409],[2578224],[2581548],[2583943],[2599623],[2603541],[2610823],[2620610],[2621425],[2625425],[2639903],[2641102],[2655196],[2658520],[2677345],[2679205],[2689807],[2691563],[2706165],[2723513],[2735465],[2747698],[2772089],[2794914] ] cell #3251 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [1373065],[1467058],[1488920],[1502962],[1569441],[1597450],[1618926],[1629816],[1632746],[1662288],[1684150],[1698192],[1709821],[1713234],[1725721],[1746567],[1757565],[1762382],[1768455],[1789277],[1800167],[1805965],[1810753],[1821643],[1824573],[1835685],[1848913],[1857148],[1868904],[1881391],[1885829],[1892389],[1899505],[1911992],[1922990],[1925240],[1927807],[1928245],[1932838],[1943836],[1948653],[1954726],[1957656],[1960524],[1974272],[1977948],[1979533],[1998822],[2005117],[2006705],[2010957],[2027643],[2035878],[2038028],[2040130],[2041942],[2042744],[2044568],[2045698],[2047634],[2060121],[2064559],[2071119],[2073369],[2075936],[2076374],[2082844],[2089055],[2089407],[2089484],[2092515],[2112453],[2116231],[2119907],[2121492],[2143701],[2147377],[2148962],[2149314],[2149391],[2153083],[2153412],[2155609],[2168251],[2174546],[2176134],[2178284],[2180386],[2182198],[2183000],[2184824],[2185954],[2191825],[2192393],[2194276],[2197231],[2197588],[2197800],[2217008],[2218644],[2222153],[2222505],[2222582],[2225613],[2241484],[2242550],[2247695],[2248047],[2248124],[2251155],[2252809],[2253166],[2253378],[2256289],[2269642],[2271093],[2274871],[2278547],[2280484],[2280561],[2284253],[2284582],[2286779],[2290622],[2292699],[2295169],[2298064],[2298258],[2307900],[2308966],[2315621],[2315973],[2316050],[2317504],[2320459],[2320816],[2321028],[2333253],[2338496],[2339416],[2339493],[2340947],[2343902],[2344259],[2344471],[2348955],[2349149],[2363679],[2364462],[2365315],[2368824],[2369176],[2369253],[2372284],[2373938],[2374295],[2374507],[2377418],[2382490],[2383721],[2384539],[2388033],[2399361],[2400281],[2400358],[2403244],[2406043],[2406400],[2406612],[2407791],[2410686],[2410880],[2421588],[2422371],[2426552],[2427274],[2427631],[2427843],[2429022],[2431917],[2432111],[2449826],[2449903],[2450025],[2451357],[2454312],[2454669],[2454881],[2459365],[2459559],[2468353],[2468789],[2474222],[2481600],[2482322],[2482679],[2482891],[2484083],[2485284],[2486102],[2488021],[2488215],[2489596],[2494559],[2501844],[2501921],[2502043],[2503016],[2503046],[2505065],[2506984],[2507178],[2508559],[2522171],[2526569],[2526926],[2527138],[2528317],[2531212],[2531406],[2543731],[2544355],[2548745],[2552129],[2552159],[2554178],[2556097],[2556291],[2557681],[2558488],[2558683],[2559119],[2564552],[2566665],[2568254],[2572652],[2573009],[2573221],[2574376],[2575183],[2575814],[2581247],[2589704],[2591108],[2595046],[2595240],[2596621],[2601584],[2610422],[2611310],[2611340],[2611837],[2614001],[2614625],[2617577],[2618384],[2619015],[2622920],[2623544],[2627303],[2627934],[2631348],[2635286],[2635480],[2637398],[2638022],[2642412],[2647845],[2649958],[2651348],[2652155],[2658219],[2660332],[2666676],[2669051],[2669361],[2671261],[2672676],[2673079],[2674840],[2675464],[2678804],[2679692],[2679722],[2680219],[2682383],[2683007],[2685959],[2686766],[2691162],[2694741],[2695365],[2699124],[2699755],[2708043],[2708674],[2716220],[2718610],[2721212],[2721547],[2722044],[2723112],[2727171],[2727481],[2729381],[2730796],[2739754],[2741169],[2741572],[2743333],[2743957],[2750876],[2751500],[2755259],[2762072],[2762345],[2767186],[2769788],[2770620],[2778341],[2778676],[2779173],[2780241],[2782059],[2786510],[2787925],[2801953],[2808872],[2809145],[2811809],[2812306],[2816588],[2817420],[2835743],[2839559],[2842993], [993071,1503495],[1115589,1632584],[1179342,1698725],[1235554,1754460],[1242646,1760310],[1307416,1824411],[1318611,1836218],[1325402,1845263],[1364976,1878894],[1418977,1928778],[1430784,1940731],[1437876,1946581],[1448698,1957494],[1456168,1966764],[1494972,1998470],[1521778,2023993],[1548806,2045536],[1561352,2057624],[1572440,2068014],[1579532,2073864],[1586452,2082492],[1608340,2100127],[1651398,2136193],[1653648,2137209],[1669112,2148509],[1678218,2156586],[1690202,2167899],[1701732,2177889],[1736719,2207746],[1738969,2208762],[1778279,2241132],[1780091,2239817],[1780893,2242155],[1796014,2252673],[1813003,2268379],[1827695,2280132],[1861400,2307548],[1863212,2306233],[1864014,2308571],[1894639,2331990],[1903626,2337003],[1903955,2339064],[1918397,2348368],[1934650,2360946],[1935452,2363284],[1983654,2397868],[1983983,2399929],[2012769,2418855],[2013571,2421193],[2018392,2424475],[2021515,2425254],[2051755,2447413],[2052084,2449474],[2094526,2479523],[2097649,2480302],[2111002,2489427],[2125613,2499431],[2125942,2501492],[2130925,2504247],[2158648,2523770],[2161771,2524549],[2202478,2553360],[2217791,2562286],[2227624,2569853],[2230747,2570632],[2262095,2592309],[2262980,2593127],[2293778,2613286],[2316172,2625824],[2325706,2632549],[2326591,2633367],[2358235,2652786],[2386652,2670421],[2392996,2674125],[2401645,2678459],[2416144,2687397],[2460444,2714107],[2468158,2717877],[2476335,2722272],[2513522,2742618],[2536670,2755890],[2548114,2761339],[2583360,2779401],[2641781,2808139] ] cell #3252 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658133],[762121],[816773],[825873],[867442],[873973],[931550],[941017],[941856],[947488],[985269],[1035274],[1046172],[1052703],[1056242],[1062170],[1063833],[1069459],[1080571],[1102047],[1107875],[1133759],[1136286],[1159565],[1171540],[1181851],[1182144],[1188382],[1195365],[1206952],[1218064],[1220591],[1228814],[1239926],[1243532],[1261286],[1263601],[1263894],[1272398],[1278993],[1287834],[1293874],[1296401],[1299702],[1310354],[1310809],[1321748],[1335745],[1347332],[1349647],[1349940],[1357737],[1369324],[1372745],[1373038],[1380436],[1382963],[1390595],[1392482],[1392877],[1393332],[1402182],[1408932],[1413294],[1415821],[1424044],[1426359],[1426652],[1435156],[1438762],[1440984],[1463404],[1472536],[1477401],[1479288],[1479683],[1480138],[1485266],[1499263],[1502665],[1503120],[1505736],[1510850],[1513165],[1513458],[1518124],[1518291],[1522894],[1523324],[1532121],[1538777],[1543708],[1546023],[1546316],[1554113],[1556000],[1556395],[1556850],[1565700],[1569121],[1569414],[1576812],[1579339],[1580418],[1596798],[1602863],[1604686],[1604853],[1609456],[1609886],[1625501],[1626162],[1632482],[1635294],[1635587],[1640159],[1642046],[1642441],[1642896],[1648058],[1651894],[1658634],[1667766],[1672631],[1674913],[1675368],[1679104],[1680496],[1680663],[1685266],[1685696],[1694493],[1697895],[1698350],[1700966],[1706080],[1708395],[1708688],[1709501],[1709794],[1716203],[1718894],[1725535],[1726931],[1727098],[1731025],[1733379],[1737215],[1752638],[1753444],[1756913],[1762523],[1762978],[1764801],[1764968],[1769571],[1770001],[1775543],[1788625],[1794690],[1796513],[1796680],[1801713],[1805645],[1805938],[1807413],[1808476],[1811249],[1817328],[1817989],[1824309],[1827121],[1827414],[1831986],[1834268],[1834723],[1835388],[1835843],[1842327],[1845924],[1846091],[1848358],[1850358],[1852637],[1858664],[1875316],[1877149],[1878208],[1881205],[1882601],[1882768],[1886695],[1889049],[1890112],[1892885],[1902474],[1905165],[1911806],[1913202],[1913369],[1917296],[1919650],[1922338],[1927948],[1928403],[1930102],[1931122],[1939715],[1943184],[1948794],[1949249],[1950411],[1951072],[1951239],[1956272],[1957392],[1963394],[1964286],[1967545],[1969322],[1976711],[1982502],[1985193],[1995125],[1995481],[1995648],[1996302],[1997915],[1999915],[2002194],[2008221],[2009241],[2021057],[2023003],[2024654],[2024821],[2027088],[2029088],[2031367],[2036947],[2039944],[2045434],[2048418],[2056938],[2059935],[2061331],[2061498],[2065425],[2066998],[2067779],[2068842],[2079102],[2080287],[2083276],[2088530],[2091789],[2097191],[2099137],[2100788],[2100955],[2103090],[2105353],[2106245],[2108215],[2109504],[2111281],[2118670],[2122276],[2132823],[2133715],[2134577],[2135263],[2136974],[2138751],[2146140],[2148407],[2150407],[2163259],[2164910],[2165077],[2167344],[2169344],[2171623],[2178670],[2188232],[2189154],[2197025],[2200014],[2204376],[2205268],[2206130],[2206816],[2208527],[2210384],[2212200],[2213385],[2221628],[2224887],[2232235],[2233886],[2234053],[2237742],[2238927],[2239715],[2247170],[2250429],[2252206],[2259595],[2263993],[2264885],[2265747],[2266433],[2268144],[2269921],[2277310],[2280916],[2289817],[2296550],[2297472],[2304158],[2305343],[2306131],[2312382],[2320253],[2327604],[2328496],[2329358],[2330044],[2331755],[2335825],[2336536],[2343696],[2346685],[2351939],[2355198],[2358871],[2360056],[2360844],[2368299],[2371558],[2380724],[2387762],[2389035],[2394113],[2396690],[2397401],[2407517],[2410094],[2416780],[2417965],[2418753],[2430403],[2431325],[2439196],[2446235],[2446946],[2454106],[2462349],[2465608],[2471489],[2477445],[2489325],[2498253],[2498964],[2509561],[2514639],[2517216],[2530620],[2538491],[2543549],[2551445],[2561819],[2584470],[2605278],[2613819],[2622738],[2645112],[2694559] ] cell #3253 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1116403],[1242628],[1308230],[1364886],[1372109],[1437858],[1449512],[1456078],[1495336],[1549620],[1561262],[1568485],[1579514],[1586816],[1625149],[1651308],[1678200],[1690566],[1701642],[1708865],[1715851],[1736629],[1778643],[1780803],[1795926],[1805009],[1816976],[1828059],[1861764],[1863924],[1902122],[1903538],[1904319],[1918930],[1935362],[1950059],[1982150],[1983566],[1984347],[2013481],[2022048],[2022651],[2036327],[2051667],[2052448],[2098182],[2098785],[2125525],[2126306],[2132706],[2133957],[2162304],[2162907],[2204259],[2205510],[2217703],[2231280],[2231883],[2237816],[2263876],[2265127],[2304232],[2316705],[2327487],[2328738],[2358945],[2359939],[2387645],[2406897],[2416854],[2417848],[2446309],[2471563],[2477328],[2484226],[2498327],[2538374],[2543874],[2551519],[2584353],[2605352],[2614144],[2645186],[2694884], [658138,2324843],[762193,2414100],[816778,2458696],[825878,2288492],[867584,2490391],[874046,2495166],[931622,2534626],[941022,2379252],[941917,2381871],[947630,2546029],[985414,2563094],[993094,1761046],[1035279,2258123],[1046314,2597416],[1052776,2602191],[1056303,2461633],[1062242,2463641],[1063888,2466698],[1069604,2612304],[1080713,1597360],[1102189,1618836],[1107818,2626679],[1115883,1884994],[1133901,2639696],[1136347,2508464],[1159637,2353231],[1171685,2656761],[1179365,1947317],[1181993,2537642],[1182199,2537834],[1188455,2539661],[1195308,2669569],[1207097,1726085],[1218206,2677138],[1220652,2557577],[1228959,1746931],[1240068,1757475],[1242936,2004324],[1261431,2693044],[1263743,2578850],[1263949,2579042],[1272540,1789187],[1279137,2438347],[1287907,2440366],[1294016,1810663],[1296462,2449095],[1299645,2707419],[1307710,2063724],[1310282,2604552],[1310954,2604874],[1318634,2074600],[1320735,2717535],[1335688,1851530],[1347477,2724994],[1349789,2622051],[1349995,2622243],[1357680,1871521],[1369469,1881755],[1380578,1892299],[1383024,2501113],[1390538,2738062],[1392626,2342847],[1392805,2640282],[1393477,2640604],[1402327,1912356],[1409079,2516812],[1413436,1922900],[1415882,2152995],[1419000,2157322],[1424189,1933202],[1426501,2526302],[1426707,2526494],[1435298,1943746],[1438166,2173753],[1440927,2663077],[1448992,2183989],[1462391,1723888],[1472678,1977858],[1477344,2764882],[1479432,2196176],[1479611,2677724],[1480283,2678046],[1484253,1745724],[1499206,2001087],[1505797,2422283],[1510995,2011321],[1513307,2572385],[1513513,2572577],[1517111,2774664],[1517258,2690797],[1523041,2430921],[1523267,2693583],[1532064,2030260],[1538731,2586105],[1543853,2040494],[1546165,2042654],[1546371,2256822],[1549100,2260742],[1554056,2050251],[1556144,2453257],[1556323,2594439],[1556995,2594761],[1565845,2060485],[1576954,2071029],[1579400,2284165],[1579822,2285986],[1584619,1585609],[1598958,2087814],[1603008,2092879],[1603673,2796789],[1603820,2722747],[1609603,2297068],[1609829,2725533],[1635436,2119817],[1635642,2502576],[1640102,2124109],[1642190,2319404],[1642369,2634679],[1643041,2635001],[1647095,2736518],[1651848,2509923],[1657621,1910159],[1667908,2147287],[1670343,2351223],[1672574,2151579],[1674841,2352181],[1675513,2153776],[1678508,2356288],[1679483,1931995],[1679630,2651377],[1685413,2530216],[1685639,2654190],[1694436,2170516],[1701027,2364374],[1706225,2180750],[1708537,2182910],[1708743,2377951],[1716841,2821773],[1716988,2759881],[1727616,2196368],[1730968,2200917],[1732416,2763338],[1737169,2389397],[1752782,2405776],[1759073,2220912],[1762451,2573506],[1763123,2225977],[1763788,2010114],[1763935,2685988],[1769718,2409690],[1769944,2688801],[1774654,2579479],[1776446,1777436],[1776593,2691191],[1790785,2246454],[1794835,2251519],[1795500,2038297],[1795647,2438085],[1797198,2438539],[1801656,2257425],[1806450,2703121],[1811203,2597985],[1827263,2278457],[1827469,2450558],[1831929,2282749],[1834196,2462591],[1834868,2284946],[1843075,2794081],[1843921,2084179],[1844068,2718639],[1848241,2296040],[1852279,2296746],[1857775,2472454],[1859567,1860557],[1859714,2723141],[1872511,2847120],[1872658,2799762],[1876397,2315242],[1877296,2487736],[1878071,2631491],[1883286,2319596],[1886638,2324145],[1888086,2732421],[1892839,2490960],[1900346,2736824],[1903112,2143970],[1903259,2342585],[1913887,2343039],[1917239,2347588],[1918687,2350930],[1919292,2516490],[1929213,2656451],[1945344,2367583],[1948722,2527423],[1949394,2372648],[1950206,2537380],[1956215,2378554],[1963277,2187722],[1964149,2669504],[1964706,2382771],[1965652,2760017],[1969396,2388425],[1974541,1983140],[1974688,2762101],[1980374,2763644],[1983287,2195914],[1992632,2826204],[1993478,2217277],[1993625,2767215],[1996166,2405968],[1996256,2560523],[1997798,2408662],[2001836,2409368],[2007332,2562784],[2019067,2692734],[2021805,2246161],[2022798,2578588],[2026971,2429893],[2031009,2430599],[2038444,2780270],[2051241,2275140],[2051388,2452995],[2056801,2591251],[2062016,2453449],[2065368,2457998],[2066816,2461340],[2079176,2289207],[2080170,2470689],[2081525,2611994],[2087521,2097939],[2088393,2721355],[2089896,2795809],[2095201,2724684],[2098932,2621789],[2102994,2622381],[2105236,2310950],[2106108,2727624],[2106665,2484334],[2107611,2799898],[2109146,2487414],[2111355,2489988],[2116500,2125099],[2116647,2801982],[2125246,2319142],[2133578,2637541],[2135081,2508171],[2138825,2508951],[2144117,2808901],[2149803,2810444],[2162061,2367290],[2163054,2526040],[2167227,2529188],[2171265,2529894],[2188136,2668331],[2189228,2545626],[2196908,2550645],[2198263,2672833],[2205131,2674983],[2206634,2557284],[2210419,2557710],[2212274,2401829],[2213268,2402744],[2214623,2558242],[2217424,2405514],[2220619,2231037],[2221491,2769931],[2222994,2827932],[2232030,2572123],[2238810,2577714],[2247033,2778484],[2248536,2833415],[2253841,2781813],[2257572,2702529],[2264748,2592025],[2266251,2448802],[2269995,2597013],[2275287,2839588],[2289852,2610451],[2296454,2720182],[2297546,2615896],[2305226,2620915],[2311364,2484876],[2311604,2485000],[2312456,2484764],[2314949,2316462],[2320136,2490903],[2321491,2627057],[2322658,2731619],[2324292,2493673],[2328359,2632265],[2329862,2500820],[2335899,2639293],[2343579,2644312],[2344934,2741326],[2351802,2743476],[2353305,2650951],[2368162,2816731],[2369665,2857528],[2378701,2665790],[2389070,2671290],[2393976,2673499],[2396764,2676735],[2402474,2402490],[2409076,2563326],[2409316,2563450],[2410168,2563214],[2412661,2414174],[2430307,2777311],[2431399,2696636],[2439079,2701655],[2453989,2597928],[2455344,2707797],[2456511,2788748],[2458145,2600698],[2462212,2713005],[2463715,2607845],[2475874,2616008],[2476114,2616132],[2490633,2490649],[2509596,2739783],[2514502,2741992],[2517290,2745228],[2529602,2656993],[2529842,2657117],[2530694,2656881],[2533187,2534700],[2540896,2820726],[2550375,2550391],[2582899,2696748],[2583139,2696872],[2590684,2782479],[2597658,2597674],[2644042,2644058],[2649497,2745340],[2649737,2745464],[2701385,2701401] ] cell #3254 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1116406],[1242701],[1308233],[1365031],[1372178],[1437931],[1449515],[1456223],[1495475],[1549623],[1561407],[1568554],[1579587],[1586955],[1625155],[1651453],[1678273],[1690705],[1701787],[1708934],[1715857],[1736774],[1778782],[1780948],[1796069],[1805078],[1816982],[1828198],[1861903],[1864069],[1902128],[1903681],[1904458],[1919067],[1935507],[1950065],[1982156],[1983709],[1984486],[2013626],[2022185],[2022657],[2036331],[2051810],[2052587],[2098319],[2098791],[2125668],[2126445],[2132712],[2133961],[2162441],[2162913],[2204265],[2205514],[2217846],[2231417],[2231889],[2237820],[2263882],[2265131],[2304236],[2316842],[2327493],[2328742],[2358949],[2359945],[2387651],[2406901],[2416858],[2417854],[2446313],[2471567],[2477334],[2484230],[2498331],[2538380],[2543878],[2551523],[2584359],[2605356],[2614148],[2645190],[2694888], [658135,2120307],[762192,2225767],[816775,2278947],[825875,2076857],[867583,2318165],[874048,2324074],[931621,2372438],[941019,2183400],[941860,2186009],[947629,2386385],[985416,2408591],[993091,1503445],[1035276,2043144],[1046313,2452018],[1052778,2457927],[1056246,2280616],[1062241,2284736],[1063823,2287954],[1069606,2470618],[1080712,1597505],[1102188,1618981],[1107824,2489920],[1115882,1632801],[1133900,2506911],[1136290,2339548],[1159636,2153566],[1171687,2529117],[1179362,1698675],[1181992,2374444],[1182134,2374650],[1188457,2378483],[1195314,2545558],[1207099,1726224],[1218205,2556024],[1220595,2400413],[1228961,1747070],[1240067,1757620],[1242938,1760508],[1261433,2577643],[1263742,2427780],[1263884,2427986],[1272539,1789332],[1279136,2253315],[1287909,2257354],[1294015,1810808],[1296405,2449958],[1299651,2596945],[1307709,1824628],[1310276,2459398],[1310956,2459768],[1318631,1836168],[1320741,2609981],[1335694,1851536],[1347479,2620844],[1349788,2482828],[1349930,2483034],[1357686,1871527],[1369471,1881894],[1380577,1892444],[1382967,2501976],[1390544,2639225],[1392625,2344408],[1392799,2507017],[1393479,2507387],[1402329,1912495],[1409081,2349358],[1413435,1923045],[1415825,2153138],[1418997,1928728],[1424191,1933341],[1426500,2527075],[1426642,2527281],[1435297,1943891],[1438168,1946779],[1440933,2535856],[1448991,1957711],[1462397,1723894],[1472677,1978003],[1477350,2676667],[1479431,2197737],[1479605,2556130],[1480285,2556500],[1484259,1745730],[1499212,2001093],[1505740,2422426],[1510997,2011460],[1513306,2573158],[1513448,2573364],[1517117,2690721],[1517252,2574452],[1523043,2432320],[1523273,2577775],[1532070,2030266],[1538737,2436561],[1543855,2040633],[1546164,2042799],[1546306,2256959],[1549099,2045753],[1554062,2050257],[1556143,2454818],[1556317,2595079],[1556997,2595449],[1565847,2060624],[1576953,2071174],[1579343,2284308],[1579824,2074062],[1584625,1585615],[1598957,2089539],[1603010,2093018],[1603679,2722671],[1603814,2617653],[1609605,2298467],[1609835,2620976],[1635435,2119962],[1635577,2502713],[1640108,2124115],[1642189,2320965],[1642363,2635319],[1643043,2635689],[1647101,2636894],[1651854,2511112],[1657627,1910165],[1667907,2147432],[1670342,2149446],[1672580,2151585],[1674835,2352185],[1675515,2153915],[1678510,2156784],[1679489,1932001],[1679624,2651424],[1685415,2531615],[1685645,2654747],[1694442,2170522],[1700970,2364517],[1706227,2180889],[1708536,2183055],[1708678,2378088],[1716847,2759805],[1716982,2669127],[1727618,2197943],[1730974,2200923],[1732422,2674336],[1737175,2390586],[1752781,2406549],[1759072,2222637],[1762445,2573510],[1763125,2226116],[1763794,2010120],[1763929,2686035],[1769720,2411089],[1769950,2689358],[1774660,2579514],[1776452,1777442],[1776587,2691238],[1790784,2248179],[1794837,2251658],[1795506,2038303],[1795641,2438089],[1797200,2253521],[1801662,2257431],[1806456,2703156],[1811209,2599174],[1827262,2278602],[1827404,2450695],[1831935,2282755],[1834190,2462595],[1834870,2285085],[1843081,2718416],[1843927,2084185],[1844062,2718686],[1848247,2296046],[1852283,2298097],[1857781,2472489],[1859573,1860563],[1859708,2723188],[1872517,2799686],[1872652,2727247],[1876396,2316105],[1877298,2488424],[1878065,2631495],[1883288,2321171],[1886644,2324151],[1888092,2732456],[1892845,2492149],[1900352,2736859],[1903118,2143976],[1903253,2342589],[1913889,2344614],[1917245,2347594],[1918693,2350936],[1919296,2348988],[1929219,2656486],[1945343,2369308],[1948716,2527427],[1949396,2372787],[1950200,2537384],[1956221,2378560],[1963283,2187728],[1964143,2669508],[1964712,2382806],[1965658,2760052],[1969400,2388472],[1974547,1983146],[1974682,2762148],[1980380,2763679],[1983281,2195918],[1992638,2766992],[1993484,2217283],[1993619,2767262],[1996168,2406755],[1996262,2561080],[1997804,2408668],[2001840,2410719],[2007338,2562819],[2019073,2692769],[2021811,2246167],[2022792,2578592],[2026977,2429899],[2031013,2431950],[2038438,2780317],[2051247,2275146],[2051382,2452999],[2056795,2591255],[2062018,2455024],[2065374,2458004],[2066822,2461346],[2079180,2289254],[2080176,2470695],[2081531,2612029],[2087527,2097945],[2088387,2721359],[2089902,2795844],[2095207,2724719],[2098926,2621793],[2103000,2622416],[2105242,2310956],[2106102,2727628],[2106671,2484369],[2107617,2799933],[2109150,2488054],[2111359,2490035],[2116506,2125105],[2116641,2802029],[2125240,2319146],[2133572,2637545],[2135087,2508177],[2138829,2508998],[2144111,2808948],[2149809,2810479],[2162067,2367296],[2163048,2526044],[2167233,2529194],[2171269,2531245],[2188142,2668366],[2189232,2545673],[2196914,2550651],[2198269,2672868],[2205125,2674987],[2206640,2557290],[2210423,2557757],[2212278,2401876],[2213274,2402750],[2214629,2558277],[2217418,2405518],[2220625,2231043],[2221485,2769935],[2223000,2827967],[2232024,2572127],[2238816,2577720],[2247027,2778488],[2248542,2833450],[2253847,2781848],[2257566,2702533],[2264742,2592029],[2266257,2448808],[2269999,2597060],[2275281,2839635],[2289856,2610498],[2296460,2720217],[2297550,2615943],[2305232,2620921],[2311370,2484818],[2311598,2485004],[2312460,2484811],[2314955,2316468],[2320142,2490909],[2321497,2627092],[2322652,2731623],[2324286,2493677],[2328353,2632269],[2329868,2500826],[2335903,2639340],[2343585,2644318],[2344940,2741361],[2351796,2743480],[2353311,2650957],[2368156,2816735],[2369671,2857563],[2378695,2665794],[2389074,2671337],[2393970,2673503],[2396768,2676782],[2402417,2402478],[2409082,2563268],[2409310,2563454],[2410172,2563261],[2412667,2414180],[2430313,2777346],[2431403,2696683],[2439085,2701661],[2453995,2597934],[2455350,2707832],[2456505,2788752],[2458139,2600702],[2462206,2713009],[2463721,2607851],[2475880,2615950],[2476108,2616136],[2490576,2490637],[2509600,2739830],[2514496,2741996],[2517294,2745275],[2529608,2656935],[2529836,2657121],[2530698,2656928],[2533193,2534706],[2540890,2820730],[2550318,2550379],[2582905,2696690],[2583133,2696876],[2590678,2782483],[2597601,2597662],[2643985,2644046],[2649503,2745282],[2649731,2745468],[2701328,2701389] ] cell #3255 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1546438],[1582387],[1635709],[1674854],[1708810],[1711232],[1762464],[1795660],[1801646],[1827536],[1828521],[1834209],[1837671],[1878084],[1886628],[1903272],[1904781],[1918677],[1948735],[1950219],[1950671],[1956205],[1964162],[1983300],[1984809],[1997788],[2019825],[2021795],[2022811],[2023263],[2036401],[2051401],[2052910],[2056814],[2065358],[2066682],[2066806],[2080160],[2088406],[2095959],[2097929],[2098945],[2099397],[2106121],[2111211],[2125259],[2126768],[2133591],[2134031],[2134947],[2135071],[2154238],[2160081],[2162051],[2163067],[2163519],[2167217],[2176657],[2189084],[2196898],[2205144],[2205584],[2206500],[2206624],[2213258],[2217437],[2221504],[2224350],[2226439],[2229057],[2231027],[2232043],[2232495],[2236669],[2238800],[2240061],[2247046],[2257585],[2258037],[2262954],[2264339],[2264761],[2265201],[2266117],[2266241],[2269851],[2285408],[2289299],[2294349],[2297402],[2303085],[2305216],[2306477],[2311617],[2312312],[2316452],[2320126],[2322671],[2322754],[2324305],[2324757],[2326565],[2327950],[2328372],[2328812],[2329728],[2329852],[2334191],[2335755],[2343569],[2351815],[2353171],[2353295],[2357798],[2358308],[2359929],[2361190],[2368175],[2371021],[2373110],[2378714],[2379166],[2383045],[2388517],[2390963],[2392970],[2393567],[2393989],[2395056],[2396620],[2401921],[2402734],[2406971],[2409329],[2410024],[2412252],[2412651],[2414040],[2414164],[2415707],[2416217],[2417838],[2419099],[2423152],[2431255],[2436938],[2439069],[2440330],[2444601],[2446165],[2453979],[2456524],[2456607],[2458158],[2458610],[2460418],[2461803],[2462225],[2463581],[2463705],[2465071],[2467561],[2471127],[2472728],[2473703],[2474626],[2476127],[2476408],[2477318],[2478200],[2484608],[2484711],[2490080],[2490151],[2490331],[2490893],[2492526],[2493529],[2494533],[2495130],[2496619],[2498183],[2509043],[2511489],[2513496],[2514093],[2514515],[2515582],[2517146],[2521722],[2522447],[2529855],[2530550],[2532778],[2533177],[2534566],[2534690],[2536233],[2536743],[2538364],[2539625],[2540909],[2540992],[2545718],[2545789],[2545969],[2546339],[2547517],[2548545],[2549269],[2550635],[2551375],[2557891],[2561457],[2562924],[2563058],[2563161],[2564033],[2564956],[2566738],[2568530],[2578152],[2579753],[2580728],[2581651],[2583152],[2583433],[2584343],[2585225],[2589678],[2590697],[2590780],[2597105],[2597176],[2597356],[2597918],[2599551],[2600554],[2601558],[2602155],[2603644],[2605208],[2607436],[2607835],[2612134],[2612268],[2612516],[2613549],[2614236],[2615843],[2621353],[2625158],[2625528],[2626706],[2627734],[2628458],[2639385],[2639456],[2639636],[2640006],[2641184],[2642212],[2642936],[2644302],[2645042],[2647326],[2649750],[2650031],[2650542],[2650941],[2655124],[2656591],[2656725],[2656828],[2657700],[2658623],[2660405],[2662197],[2662268],[2665646],[2666650],[2668636],[2669596],[2670847],[2676827],[2676898],[2677078],[2677448],[2680650],[2680898],[2682618],[2689735],[2692874],[2693008],[2693256],[2693327],[2694289],[2694976],[2696583],[2698446],[2699555],[2701645],[2702385],[2705898],[2706268],[2707446],[2708474],[2709198],[2712479],[2713588],[2716293],[2717978],[2724824],[2724958],[2725206],[2725277],[2726756],[2727716],[2735198],[2735568],[2737129],[2737673],[2738089],[2738580],[2739213],[2739340],[2742881],[2743568],[2745175],[2749143],[2749391],[2749462],[2751111],[2755690],[2763949],[2764493],[2764909],[2765400],[2766033],[2766554],[2773534],[2773782],[2773853],[2775107],[2775597],[2776847],[2779827],[2783885],[2784429],[2784845],[2785336],[2790324],[2797232],[2797722],[2798972],[2803830],[2804374],[2804790],[2805281],[2806632],[2807474],[2813354],[2813844],[2822447],[2824548],[2825390],[2827038],[2829355],[2829845],[2831224],[2837319],[2844246],[2845445],[2847794],[2849895],[2860959],[2863805],[2875688] ] cell #3256 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1319782],[1441925],[1524265],[1571872],[1610827],[1653080],[1686637],[1701196],[1738401],[1770942],[1775760],[1780357],[1802654],[1812435],[1858881],[1863478],[1887636],[1894071],[1899548],[1924672],[1930319],[1934916],[1957213],[1973855],[1979576],[2006137],[2008438],[2013035],[2018156],[2037611],[2042208],[2047677],[2048635],[2066366],[2072801],[2083493],[2089098],[2094290],[2111791],[2115814],[2119371],[2121535],[2122493],[2143284],[2149005],[2158412],[2159471],[2175566],[2177867],[2182464],[2189664],[2192436],[2197352],[2200231],[2216591],[2218520],[2222196],[2227388],[2228447],[2242133],[2247738],[2252930],[2262744],[2270431],[2274454],[2278011],[2280175],[2281133],[2291232],[2293542],[2297982],[2300754],[2308549],[2312892],[2315664],[2317086],[2320580],[2323459],[2326355],[2336335],[2339107],[2344023],[2346902],[2363262],[2365191],[2368867],[2374059],[2375118],[2383008],[2384121],[2390450],[2392760],[2397200],[2399972],[2403854],[2406164],[2410604],[2413376],[2421171],[2425085],[2427395],[2431835],[2434607],[2442402],[2446745],[2449517],[2450939],[2454433],[2457312],[2460208],[2467637],[2472691],[2473804],[2480133],[2482443],[2484571],[2485684],[2492013],[2494323],[2498763],[2501535],[2503534],[2504647],[2510976],[2513286],[2517726],[2520498],[2524380],[2526690],[2531130],[2533902],[2541697],[2547593],[2551955],[2552647],[2553760],[2557967],[2563021],[2564134],[2570463],[2572773],[2574662],[2579716],[2580829],[2587158],[2589468],[2591596],[2592709],[2599038],[2601348],[2605788],[2608560],[2612231],[2615227],[2617368],[2617863],[2626782],[2631836],[2632949],[2641260],[2645622],[2646314],[2647427],[2651634],[2656688],[2657801],[2664130],[2666440],[2669672],[2670184],[2672155],[2673707],[2683609],[2686245],[2692971],[2695967],[2698108],[2698603],[2707522],[2712576],[2713689],[2719169],[2719901],[2724921],[2728304],[2730275],[2738165],[2738677],[2740648],[2742200],[2752102],[2754738],[2759566],[2764985],[2765497],[2767745],[2776298],[2777030],[2785433],[2787404],[2798423],[2799447],[2805378],[2806366],[2814545],[2824282],[2830546],[2837053],[2849629],[2861291] ] cell #3257 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1319773],[1441916],[1524256],[1571869],[1610818],[1653077],[1686628],[1701201],[1738398],[1770933],[1775757],[1780362],[1802645],[1812432],[1858878],[1863483],[1887627],[1894068],[1899553],[1924669],[1930316],[1934921],[1957204],[1973852],[1979581],[2006134],[2008435],[2013040],[2018159],[2037608],[2042213],[2047682],[2048632],[2066357],[2072798],[2083490],[2089103],[2094293],[2111788],[2115811],[2119376],[2121540],[2122490],[2143281],[2149010],[2158415],[2159476],[2175563],[2177864],[2182469],[2189661],[2192441],[2197355],[2200228],[2216588],[2218525],[2222201],[2227391],[2228452],[2242130],[2247743],[2252933],[2262747],[2270428],[2274451],[2278016],[2280180],[2281130],[2291237],[2293545],[2297979],[2300759],[2308546],[2312889],[2315669],[2317087],[2320583],[2323456],[2326358],[2336332],[2339112],[2344026],[2346899],[2363259],[2365196],[2368872],[2374062],[2375123],[2383011],[2384122],[2390455],[2392763],[2397197],[2399977],[2403859],[2406167],[2410601],[2413381],[2421168],[2425090],[2427398],[2431832],[2434612],[2442399],[2446742],[2449522],[2450940],[2454436],[2457309],[2460211],[2467638],[2472694],[2473805],[2480138],[2482446],[2484574],[2485685],[2492018],[2494326],[2498760],[2501540],[2503537],[2504648],[2510981],[2513289],[2517723],[2520503],[2524385],[2526693],[2531127],[2533907],[2541694],[2547594],[2551952],[2552650],[2553761],[2557968],[2563024],[2564135],[2570468],[2572776],[2574663],[2579719],[2580830],[2587163],[2589471],[2591599],[2592710],[2599043],[2601351],[2605785],[2608565],[2612234],[2615230],[2617373],[2617864],[2626783],[2631839],[2632950],[2641261],[2645619],[2646317],[2647428],[2651635],[2656691],[2657802],[2664135],[2666443],[2669673],[2670187],[2672156],[2673708],[2683612],[2686246],[2692974],[2695970],[2698113],[2698604],[2707523],[2712579],[2713690],[2719170],[2719902],[2724924],[2728307],[2730276],[2738166],[2738680],[2740649],[2742201],[2752105],[2754739],[2759567],[2764986],[2765500],[2767746],[2776299],[2777031],[2785436],[2787405],[2798424],[2799448],[2805381],[2806367],[2814546],[2824283],[2830547],[2837054],[2849630],[2861292] ] cell #3258 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [762868],[874182],[932297],[986603],[992302],[1052912],[1062917],[1073019],[1109638],[1160312],[1172874],[1178573],[1188591],[1199368],[1235942],[1264846],[1288043],[1301465],[1312143],[1317842],[1328016],[1350892],[1394598],[1395786],[1409215],[1418208],[1431172],[1442747],[1451930],[1481404],[1482592],[1523177],[1524392],[1526207],[1539651],[1559304],[1572828],[1609739],[1610954],[1612769],[1645350],[1647160],[1652768],[1655142],[1668251],[1685549],[1688579],[1732481],[1738089],[1740463],[1769854],[1772884],[1774817],[1779230],[1812123],[1814497],[1843140],[1857938],[1862351],[1877432],[1893759],[1896133],[1898586],[1929376],[1933789],[1964869],[1978614],[1992697],[1997176],[2007495],[2011908],[2019230],[2046715],[2080711],[2081688],[2095364],[2106828],[2110141],[2120573],[2131671],[2190686],[2198426],[2203224],[2210502],[2213809],[2214786],[2254004],[2289935],[2299004],[2313914],[2321654],[2345097],[2349895],[2389153],[2402557],[2411626],[2432857],[2455507],[2490716],[2509679],[2532152],[2550458],[2597741],[2644125],[2701468] ] cell #3259 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762861],[874108],[932290],[985476],[992237],[1052838],[1062910],[1069666],[1108511],[1160305],[1171747],[1178508],[1188517],[1196001],[1235093],[1261493],[1287969],[1300338],[1311016],[1317777],[1324941],[1347539],[1391231],[1393539],[1409141],[1418143],[1430323],[1441620],[1478037],[1480345],[1521317],[1523103],[1523960],[1539586],[1557057],[1571979],[1607879],[1609665],[1610522],[1643103],[1652703],[1653187],[1668305],[1685475],[1686332],[1738024],[1738508],[1769780],[1770637],[1775864],[1779284],[1812058],[1812542],[1858985],[1862405],[1877358],[1893694],[1894178],[1899415],[1930423],[1933843],[1979443],[1997111],[2008542],[2011962],[2047544],[2048739],[2083597],[2110195],[2121402],[2122597],[2159338],[2192303],[2200335],[2210601],[2228314],[2281237],[2290034],[2300621],[2347006],[2374985],[2389252],[2434474],[2509778], [658114,1116319],[730531,1207159],[762324,1242998],[762904,1763505],[816754,1308146],[840595,1336381],[870787,1369531],[874116,1886952],[874192,1372468],[899960,1402389],[931753,1438228],[932333,1949776],[940998,1449428],[942278,1711908],[956619,1466597],[982504,1229021],[985484,1998892],[988724,1499899],[992226,2006214],[1019325,1532757],[1029526,1543915],[1031639,1801492],[1035255,1549536],[1049517,1565907],[1052846,2065682],[1052922,1568844],[1062373,1579884],[1062953,1835250],[1063993,1837925],[1069674,2082914],[1075738,1595221],[1105413,1358373],[1108500,2112518],[1111178,1629355],[1142890,1661827],[1154149,1673267],[1156313,1675575],[1156380,1924295],[1159768,1678570],[1160348,1675895],[1168775,1424251],[1171755,2168321],[1174995,1695129],[1178497,2175643],[1182304,1951819],[1185196,1706287],[1187309,1956051],[1188525,1956529],[1188601,1709224],[1190378,1959927],[1194464,1453939],[1195990,2191890],[1231620,1488459],[1234827,2218646],[1254096,1511057],[1261501,2241554],[1264054,2025401],[1267012,1794897],[1267565,1787048],[1279268,1797260],[1281529,1799706],[1283721,2041135],[1284404,1802349],[1287977,1801970],[1288053,1805368],[1297240,1554749],[1299487,2056088],[1300327,2271158],[1303005,1821182],[1311024,2068099],[1311301,2068328],[1314264,1832622],[1316428,1834930],[1316495,2072424],[1317766,2072878],[1324675,2292701],[1347547,2307970],[1350100,2101535],[1353058,1603070],[1353831,1356836],[1383802,1640795],[1386049,2129946],[1389694,1649169],[1391220,2338561],[1392757,1913949],[1393547,2137294],[1393824,2137523],[1396828,1917932],[1408461,1920761],[1408606,2148872],[1409149,1919970],[1409225,1920199],[1413785,1924779],[1418132,1924749],[1426812,2165657],[1426850,1683689],[1429770,1949456],[1429837,2166540],[1430057,2365317],[1440952,2177428],[1441609,2177941],[1444287,1954265],[1446479,2181391],[1447162,1956908],[1451751,2382492],[1476500,1734490],[1478026,2399426],[1479563,1727678],[1480353,2208847],[1480630,2209076],[1483634,1731661],[1513618,2234633],[1513656,1767994],[1516576,1763185],[1516643,2235516],[1521051,2426554],[1522423,2032478],[1522568,2247605],[1523111,2031687],[1523187,2031916],[1523292,2241694],[1523949,2242207],[1526641,2035417],[1538746,2037172],[1539106,2037715],[1539575,2037685],[1550207,1553212],[1556275,2062078],[1557065,2268464],[1557342,2268693],[1559663,2268835],[1560346,2066061],[1571713,2279801],[1572124,2280042],[1577303,2072908],[1607613,2481602],[1608985,1853748],[1609130,2088965],[1609673,1852957],[1609749,1853186],[1609854,2308110],[1610511,2308623],[1613203,1856687],[1636253,1639258],[1642321,1883348],[1643111,2332075],[1643388,2332304],[1645709,2332446],[1646392,1887331],[1646981,2503018],[1647120,2333726],[1647359,2140018],[1651863,2142845],[1652223,2143388],[1652692,2143358],[1652921,2338733],[1653332,2338974],[1668241,2148631],[1679890,2357272],[1684795,2172734],[1684940,2368734],[1685483,2171943],[1685559,2172172],[1685664,2362823],[1686321,2363336],[1689013,2175673],[1701478,2177971],[1718069,1721008],[1732302,2552131],[1732441,2394591],[1732680,1970589],[1737184,1973416],[1737544,1973959],[1738013,1973929],[1738242,2399598],[1738653,2399839],[1752913,1996228],[1764195,2415181],[1769100,2003305],[1769245,2222063],[1769788,2002514],[1769864,2002743],[1769969,2420732],[1770626,2421245],[1773318,2006244],[1774669,2244391],[1774698,2422827],[1776853,2423887],[1779220,2247364],[1780639,2242237],[1806475,2444136],[1806714,2271188],[1811218,2274015],[1811578,2274558],[1812047,2274528],[1812276,2449143],[1812687,2449384],[1839969,1843339],[1842961,2611312],[1843100,2469469],[1844328,2470048],[1857790,2085751],[1857819,2477875],[1859974,2478935],[1862341,2088724],[1863760,2308653],[1873739,1876678],[1876823,2315531],[1877366,2109824],[1877442,2110053],[1888111,2496154],[1888350,2112548],[1892854,2115375],[1893214,2115918],[1893683,2115888],[1893912,2501161],[1894323,2501402],[1898576,2341199],[1900371,2503975],[1900610,2338591],[1924924,2520365],[1929228,2365520],[1929257,2522122],[1931412,2523182],[1933779,2368493],[1935198,2363366],[1961507,1964721],[1964750,2544917],[1965677,2545398],[1965916,2191920],[1974948,2550004],[1978604,2194528],[1980399,2553088],[1980638,2399456],[1989526,1992896],[1990391,2402656],[1992518,2679694],[1992657,2559799],[1993885,2560378],[1996271,2216152],[1996631,2216695],[1997100,2216665],[2006389,2413243],[2007347,2218849],[2007376,2568205],[2009531,2569265],[2011898,2221822],[2013317,2421275],[2019082,2426757],[2019111,2575134],[2038704,2585960],[2042490,2442506],[2046705,2451609],[2073053,2608427],[2077790,2080701],[2081540,2292904],[2081569,2611788],[2089921,2615668],[2090160,2300238],[2092079,2616723],[2095216,2481805],[2095245,2618335],[2103009,2310283],[2103466,2106680],[2104262,2311379],[2104647,2107875],[2106709,2624106],[2107636,2624587],[2110131,2315290],[2113413,2490815],[2116907,2629193],[2119653,2323563],[2120563,2317756],[2131661,2506502],[2144377,2643671],[2149828,2646755],[2150067,2519982],[2175818,2533769],[2178960,2662932],[2182746,2541801],[2188151,2383449],[2190676,2385976],[2198278,2392122],[2198307,2672627],[2199622,2550557],[2203214,2555615],[2210492,2401596],[2210888,2213799],[2211575,2214638],[2211588,2402547],[2214667,2680170],[2219645,2409091],[2220030,2223258],[2223019,2684050],[2225177,2685105],[2248561,2696408],[2248800,2434091],[2250719,2697463],[2253856,2588830],[2253885,2699075],[2272053,2597840],[2275547,2709933],[2278293,2457416],[2289925,2468109],[2296469,2473132],[2298994,2475659],[2299853,2475889],[2311149,2313904],[2318443,2321506],[2318456,2490706],[2321535,2730747],[2344949,2512648],[2344978,2741120],[2346293,2644224],[2349885,2649282],[2355488,2746055],[2366316,2529617],[2366701,2369929],[2369690,2752543],[2371848,2753598],[2389143,2548065],[2392135,2550448],[2408861,2411616],[2430322,2580157],[2432847,2582684],[2433706,2582914],[2441793,2701567],[2452296,2455359],[2452309,2597731],[2455388,2787876],[2465898,2792811],[2509669,2641732],[2512661,2644115],[2519597,2649512],[2529387,2532142],[2588843,2701458] ] cell #3260 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3261 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1190329],[1311252],[1393775],[1441092],[1480581],[1523432],[1557293],[1571823],[1609994],[1643339],[1648231],[1653031],[1675811],[1685804],[1733552],[1738352],[1763421],[1770109],[1775711],[1801821],[1807586],[1812386],[1835166],[1852810],[1858832],[1886803],[1889222],[1894022],[1899301],[1919823],[1924623],[1930270],[1931295],[1949692],[1956380],[1967718],[1973806],[1979329],[1998023],[2002367],[2006088],[2008389],[2009414],[2031540],[2037562],[2047430],[2048586],[2065533],[2067952],[2072752],[2080395],[2083444],[2088851],[2091962],[2109677],[2111742],[2115765],[2121288],[2122444],[2137147],[2143235],[2148758],[2159224],[2167452],[2171796],[2175517],[2177818],[2178843],[2189615],[2192189],[2197133],[2200182],[2208700],[2213493],[2216542],[2218055],[2221949],[2225060],[2228200],[2239035],[2242084],[2247491],[2250602],[2268317],[2270382],[2274405],[2279928],[2281084],[2289477],[2290767],[2297933],[2300507],[2305451],[2308500],[2312843],[2315417],[2320361],[2323410],[2331928],[2336286],[2338860],[2343804],[2346853],[2355371],[2360164],[2363213],[2364726],[2368620],[2371731],[2374871],[2382861],[2388695],[2389985],[2397151],[2399725],[2402099],[2403389],[2410555],[2413129],[2418073],[2421122],[2423330],[2424620],[2431786],[2434360],[2439304],[2442353],[2446696],[2449270],[2454214],[2457263],[2465781],[2472544],[2477553],[2478378],[2479668],[2484424],[2490258],[2491548],[2498714],[2501288],[2503387],[2509221],[2510511],[2517677],[2520251],[2522625],[2523915],[2531081],[2533655],[2538599],[2541648],[2545896],[2549447],[2551906],[2552500],[2562874],[2568708],[2569998],[2579569],[2584578],[2585403],[2586693],[2591449],[2597283],[2598573],[2605739],[2608313],[2612084],[2612694],[2615080],[2616903],[2628636],[2631689],[2639563],[2643114],[2645573],[2646167],[2656541],[2662375],[2663665],[2670037],[2670914],[2677005],[2681076],[2683462],[2692824],[2693434],[2695820],[2697643],[2709376],[2712429],[2718045],[2724774],[2725384],[2728157],[2738530],[2739407],[2749569],[2751955],[2765350],[2766621],[2773960],[2775174],[2785286],[2797299],[2805231],[2813421],[2829422],[2844313] ] cell #3262 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [874876],[992220],[1053606],[1064332],[1108420],[1115454],[1178491],[1189285],[1190293],[1195910],[1235345],[1288737],[1300247],[1307281],[1311216],[1317760],[1319695],[1325193],[1336290],[1358282],[1364391],[1391140],[1393739],[1418126],[1430575],[1441529],[1441838],[1448563],[1455583],[1466849],[1477946],[1480545],[1488711],[1499808],[1503527],[1521569],[1523869],[1524178],[1532666],[1539495],[1548671],[1554658],[1557257],[1560767],[1571797],[1572231],[1583659],[1596865],[1608131],[1610431],[1610740],[1618341],[1629607],[1633027],[1633336],[1640704],[1643303],[1650813],[1652612],[1653005],[1653439],[1662079],[1668905],[1673176],[1675775],[1683941],[1686241],[1686550],[1695038],[1698757],[1701147],[1722928],[1731570],[1736134],[1737933],[1738326],[1738760],[1743774],[1756980],[1760278],[1760712],[1763385],[1768246],[1770546],[1770855],[1775486],[1775625],[1779884],[1780308],[1788692],[1795293],[1799958],[1802258],[1802567],[1810168],[1811967],[1812360],[1812794],[1821434],[1824854],[1825163],[1832531],[1835130],[1836250],[1851263],[1856939],[1858607],[1858746],[1863005],[1863429],[1878009],[1878598],[1884499],[1887240],[1887549],[1891804],[1893603],[1893996],[1894430],[1899444],[1902905],[1909199],[1917841],[1922405],[1924597],[1925031],[1928810],[1930045],[1930184],[1934443],[1934867],[1943251],[1946549],[1946983],[1949656],[1954517],[1956817],[1957126],[1957937],[1958246],[1964087],[1966468],[1972351],[1973581],[1973720],[1977363],[1979472],[1982933],[1997020],[1997739],[2000820],[2006062],[2006496],[2008164],[2008303],[2012562],[2012986],[2018243],[2029993],[2035669],[2037337],[2037476],[2042159],[2045979],[2046288],[2047573],[2048500],[2051034],[2056739],[2057328],[2063229],[2065970],[2066279],[2070534],[2072726],[2073160],[2073832],[2074266],[2080111],[2083219],[2083358],[2085373],[2087054],[2088994],[2094377],[2109120],[2110795],[2111716],[2114310],[2115540],[2115679],[2119322],[2121431],[2122358],[2124892],[2133516],[2135897],[2141780],[2143010],[2143149],[2146792],[2148901],[2151312],[2156554],[2156988],[2158499],[2159367],[2167168],[2170249],[2175491],[2175925],[2177004],[2177593],[2177732],[2182415],[2183494],[2188862],[2189589],[2192332],[2193904],[2200096],[2205069],[2207450],[2216017],[2216317],[2216456],[2217070],[2218471],[2220152],[2222092],[2227475],[2228343],[2238751],[2240408],[2241859],[2241998],[2244013],[2245694],[2247634],[2252641],[2255235],[2260247],[2262831],[2270356],[2272950],[2274180],[2274319],[2277962],[2279401],[2280071],[2280998],[2290250],[2291183],[2293629],[2297907],[2300650],[2305167],[2306824],[2308275],[2308414],[2310305],[2312090],[2312817],[2314482],[2315560],[2317132],[2323324],[2326442],[2335533],[2336260],[2336971],[2337545],[2339003],[2340575],[2346767],[2348782],[2350463],[2361537],[2362988],[2363127],[2365142],[2366823],[2368763],[2375014],[2383471],[2384167],[2390401],[2392847],[2396398],[2397125],[2397836],[2398410],[2399868],[2401489],[2402872],[2403805],[2410529],[2413272],[2419446],[2420897],[2421036],[2424103],[2425036],[2425668],[2431760],[2434503],[2436075],[2442267],[2445943],[2446670],[2447381],[2447955],[2449413],[2450985],[2457177],[2460295],[2468002],[2473154],[2473850],[2479151],[2480084],[2480716],[2485730],[2491964],[2497961],[2498688],[2499399],[2499973],[2501431],[2504693],[2505246],[2510927],[2513373],[2517651],[2520394],[2523398],[2524331],[2524963],[2531055],[2533798],[2541562],[2547049],[2547958],[2551880],[2553806],[2554359],[2562254],[2564180],[2569481],[2570414],[2571046],[2580179],[2580875],[2587109],[2592755],[2593308],[2598989],[2605713],[2608456],[2612914],[2617319],[2626238],[2632995],[2633548],[2641625],[2645547],[2647473],[2657847],[2664081],[2668213],[2673753],[2681296],[2698059],[2713735],[2720064],[2726333],[2742246],[2777193] ] cell #3263 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1373103],[1502671],[1569479],[1625507],[1632476],[1697901],[1709859],[1716209],[1753438],[1806003],[1817334],[1824303],[1835394],[1842321],[1877713],[1902480],[1927954],[1939709],[1950417],[1957386],[1963791],[1982508],[2021051],[2023009],[2036953],[2045428],[2056443],[2066992],[2097185],[2099143],[2133220],[2134583],[2135257],[2148401],[2163265],[2176708],[2204773],[2206136],[2206810],[2232241],[2239709],[2240112],[2252139],[2265753],[2266427],[2306125],[2306528],[2329364],[2330038],[2335436],[2336469],[2360838],[2361241],[2396301],[2397334],[2407523],[2418747],[2419150],[2424156],[2445846],[2446879],[2479204],[2489319],[2497864],[2498897],[2523451],[2524234],[2546952],[2561752],[2569534],[2570317],[2592808],[2612967],[2617222],[2622471],[2633048],[2663984],[2668421],[2673806],[2697962],[2713788],[2720272],[2742299],[2777401], 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] cell #3264 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3265 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715893],[818998],[893063],[933972],[971182],[1011428],[1042620],[1055363],[1093064],[1125741],[1130287],[1135407],[1157453],[1167098],[1214592],[1219712],[1245556],[1252419],[1257837],[1284891],[1290402],[1295522],[1317568],[1337325],[1343883],[1374413],[1376964],[1382084],[1387481],[1409822],[1414942],[1420595],[1421767],[1440786],[1447649],[1460424],[1467892],[1474287],[1495735],[1500843],[1504857],[1507401],[1508573],[1533701],[1540259],[1550999],[1552295],[1570789],[1573340],[1578460],[1587215],[1591044],[1598132],[1601706],[1623182],[1625670],[1630650],[1637045],[1638341],[1655654],[1663122],[1669517],[1681503],[1690965],[1696073],[1700087],[1702631],[1703803],[1716372],[1719901],[1726484],[1730313],[1740975],[1747330],[1751159],[1753018],[1758247],[1761821],[1765808],[1779042],[1782871],[1789959],[1793533],[1815009],[1817497],[1822477],[1828872],[1830168],[1839894],[1841901],[1852051],[1855580],[1862163],[1865992],[1872042],[1875571],[1882154],[1885983],[1896645],[1902643],[1906172],[1912755],[1916584],[1927246],[1933601],[1937430],[1939289],[1944518],[1948092],[1952079],[1961587],[1970514],[1972521],[1982671],[1986200],[1989451],[1991458],[2001608],[2005137],[2011720],[2015549],[2018624],[2020631],[2030781],[2034310],[2040893],[2044722],[2050772],[2054301],[2060884],[2064713],[2075375],[2085831],[2093278],[2094758],[2096765],[2103546],[2112473],[2114480],[2124630],[2128159],[2131016],[2139943],[2141950],[2152100],[2155629],[2158880],[2160887],[2171037],[2174566],[2181149],[2184978],[2191845],[2197820],[2201438],[2202569],[2218929],[2227856],[2229863],[2244471],[2251918],[2253398],[2255405],[2262186],[2271113],[2273120],[2283270],[2286799],[2292984],[2294010],[2298349],[2301308],[2321048],[2325797],[2338516],[2344491],[2348109],[2349240],[2365600],[2374527],[2376534],[2386743],[2388287],[2399381],[2406632],[2410971],[2426837],[2427863],[2432202],[2435161],[2454901],[2459650],[2468607],[2481885],[2482911],[2488306],[2507269],[2508813],[2527158],[2531497],[2556382],[2558937],[2573241],[2575632],[2595331],[2618833],[2635571],[2652604],[2687215],[2719736] ] cell #3266 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1374244],[1503729],[1548628],[1570620],[1582442],[1625442],[1633535],[1677097],[1698959],[1711000],[1711169],[1716144],[1753372],[1795793],[1803886],[1817269],[1825362],[1828458],[1836452],[1837580],[1842255],[1851823],[1871814],[1877580],[1902415],[1903405],[1904718],[1918797],[1939643],[1950352],[1950580],[1958445],[1963658],[1972875],[1982443],[1983433],[1984746],[1991812],[2001380],[2004723],[2020985],[2021915],[2022944],[2023172],[2030553],[2036319],[2050544],[2051534],[2052847],[2056310],[2066572],[2066926],[2077869],[2087902],[2097119],[2098049],[2099078],[2099306],[2105617],[2114834],[2117783],[2118011],[2124402],[2125392],[2126705],[2133087],[2133949],[2134837],[2135191],[2142304],[2151872],[2154175],[2161241],[2162171],[2163200],[2163428],[2170809],[2174152],[2176575],[2194607],[2201210],[2204640],[2205502],[2206390],[2206744],[2210967],[2217570],[2221000],[2223680],[2224034],[2226376],[2230217],[2231147],[2232176],[2232404],[2236509],[2236564],[2237808],[2239979],[2246542],[2255759],[2257718],[2257946],[2264257],[2265119],[2266007],[2266361],[2273474],[2276423],[2276651],[2283042],[2285345],[2286385],[2298050],[2301662],[2302925],[2302980],[2304224],[2306395],[2312960],[2316572],[2317835],[2317935],[2322167],[2324438],[2324666],[2327868],[2328730],[2329618],[2329972],[2334115],[2341278],[2347881],[2351311],[2353061],[2353415],[2356687],[2357638],[2357693],[2358937],[2361108],[2367671],[2370351],[2370705],[2373047],[2376888],[2378847],[2379075],[2379837],[2380065],[2386055],[2386155],[2390510],[2390803],[2390858],[2393485],[2394980],[2403914],[2406889],[2408423],[2410672],[2413930],[2414284],[2415547],[2415602],[2416846],[2419017],[2431903],[2435515],[2436778],[2436833],[2440248],[2443381],[2443609],[2444525],[2445136],[2446301],[2451688],[2451788],[2456020],[2458291],[2458519],[2461721],[2463471],[2463825],[2464401],[2464755],[2470450],[2470967],[2471022],[2471555],[2472338],[2473774],[2474550],[2484218],[2485654],[2489850],[2492073],[2492366],[2492421],[2495048],[2496543],[2497154],[2498319],[2506581],[2506681],[2511036],[2511329],[2511384],[2514011],[2515506],[2517794],[2521052],[2521406],[2522992],[2528949],[2531198],[2534456],[2534810],[2536073],[2536128],[2536173],[2539543],[2540405],[2543866],[2544201],[2544609],[2546263],[2547256],[2550978],[2551511],[2555694],[2555794],[2557630],[2561297],[2561352],[2562668],[2564104],[2564880],[2569075],[2577475],[2577992],[2578047],[2578092],[2579363],[2580799],[2581575],[2584995],[2587218],[2590193],[2596875],[2599098],[2599391],[2599446],[2602073],[2603568],[2603607],[2604179],[2605344],[2610371],[2610644],[2611140],[2614136],[2614879],[2616533],[2620676],[2621193],[2621248],[2621293],[2623390],[2623798],[2625452],[2626445],[2630167],[2637868],[2638276],[2638679],[2639930],[2639969],[2640923],[2644645],[2645178],[2645961],[2647397],[2654964],[2655019],[2655064],[2656335],[2657771],[2658547],[2662742],[2668727],[2671210],[2671979],[2675310],[2675718],[2676121],[2677372],[2677411],[2679026],[2679522],[2683261],[2684915],[2689575],[2689630],[2689675],[2691384],[2691880],[2692215],[2694876],[2695619],[2697273],[2698266],[2701988],[2704130],[2704538],[2704941],[2706192],[2706231],[2707185],[2710907],[2720578],[2723334],[2723830],[2724165],[2726847],[2730099],[2733430],[2733838],[2734241],[2735492],[2735531],[2737220],[2737493],[2739703],[2740472],[2744211],[2745865],[2747519],[2748015],[2748350],[2751754],[2753408],[2758123],[2760909],[2763198],[2764040],[2764313],[2768312],[2769154],[2771910],[2772406],[2772741],[2777707],[2780959],[2783976],[2784249],[2787228],[2790967],[2792621],[2794735],[2796701],[2800790],[2803921],[2804194],[2809998],[2810840],[2815954],[2819206],[2821523],[2823659],[2826858],[2834307],[2841527],[2844426],[2846870],[2853255],[2867198] ] cell #3267 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[2375269,2755262],[2378620,2666790],[2383402,2543813],[2385350,2545658],[2391403,2550280],[2391519,2762133],[2392527,2673082],[2395463,2676767],[2401568,2557742],[2401861,2404134],[2402379,2404807],[2402391,2558411],[2404923,2767247],[2408922,2563415],[2409235,2411879],[2411783,2769870],[2413527,2770623],[2433014,2778423],[2433110,2583058],[2434758,2779176],[2437378,2701290],[2437494,2780302],[2452701,2708046],[2455643,2787928],[2458064,2601698],[2468081,2610483],[2473085,2614083],[2475033,2615928],[2475720,2616097],[2484796,2486913],[2490538,2492966],[2490550,2627226],[2493082,2802014],[2511929,2643947],[2512045,2808933],[2513053,2741575],[2515989,2745260],[2520649,2812309],[2529448,2657082],[2529761,2532405],[2532309,2816670],[2534053,2817423],[2548037,2671322],[2550292,2673002],[2563246,2565363],[2580110,2694823],[2582058,2696668],[2582745,2696837],[2589235,2782062],[2597563,2599991],[2597575,2707966],[2600107,2839620],[2608711,2842996],[2641704,2739815],[2643959,2741495],[2649343,2745429],[2656913,2659030],[2701302,2781982] ] cell #3268 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520322],[608665],[673957],[709344],[742933],[779315],[807055],[818221],[853173],[883189],[887408],[892286],[912362],[921274],[965527],[970405],[994751],[1001302],[1006319],[1031903],[1036965],[1041843],[1061919],[1081586],[1087955],[1117604],[1120086],[1124964],[1130042],[1151798],[1156676],[1161989],[1163154],[1181022],[1187573],[1200326],[1208011],[1214347],[1235759],[1240941],[1244779],[1247310],[1248475],[1273413],[1279782],[1290157],[1291498],[1309431],[1311913],[1316791],[1325607],[1329624],[1337080],[1340706],[1362698],[1365206],[1370383],[1376719],[1378060],[1395556],[1403241],[1409577],[1421522],[1430989],[1436171],[1440009],[1442540],[1443705],[1456398],[1460179],[1467263],[1471280],[1482362],[1489125],[1493142],[1494990],[1500598],[1504224],[1508328],[1521983],[1526000],[1533456],[1537082],[1559074],[1561582],[1566759],[1573095],[1574436],[1584168],[1586470],[1597680],[1601461],[1608545],[1612562],[1619156],[1622937],[1630021],[1634038],[1645120],[1651628],[1655409],[1662493],[1666510],[1677592],[1684355],[1688372],[1690220],[1695828],[1699454],[1703558],[1713252],[1723437],[1725739],[1736949],[1740730],[1744283],[1746585],[1757795],[1761576],[1768660],[1772677],[1775995],[1778297],[1789507],[1793288],[1800372],[1804389],[1810983],[1814764],[1821848],[1825865],[1836947],[1848931],[1857353],[1859116],[1861418],[1868922],[1879107],[1881409],[1892619],[1896400],[1899523],[1909708],[1912010],[1923220],[1927001],[1930554],[1932856],[1944066],[1947847],[1954931],[1958948],[1966977],[1974090],[1978178],[1979551],[1998488],[2008673],[2010975],[2027661],[2036083],[2037846],[2040148],[2047652],[2057837],[2060139],[2071349],[2075130],[2082510],[2083728],[2089073],[2092533],[2116049],[2121510],[2136406],[2143519],[2147607],[2148980],[2167917],[2178102],[2180404],[2192411],[2194294],[2207959],[2216826],[2222171],[2241150],[2242368],[2247713],[2251173],[2274689],[2280150],[2290640],[2307566],[2308784],[2315639],[2339082],[2340965],[2363497],[2368842],[2399947],[2403262],[2421406],[2424493],[2449492],[2479541],[2501510],[2523788],[2569871],[2613304] ] cell #3269 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1116455],[1242633],[1308282],[1320291],[1364891],[1372103],[1437863],[1449564],[1450713],[1456083],[1495330],[1549672],[1561267],[1568479],[1572645],[1579519],[1581665],[1586810],[1597365],[1618841],[1624983],[1651313],[1653853],[1678205],[1690560],[1701647],[1701962],[1708859],[1715685],[1726079],[1736634],[1739174],[1746925],[1757480],[1761126],[1778637],[1780808],[1781123],[1789192],[1795931],[1805003],[1810668],[1813208],[1816810],[1827713],[1828053],[1839604],[1851364],[1861758],[1863929],[1864244],[1871355],[1881749],[1884999],[1885314],[1892304],[1894844],[1901956],[1903543],[1903973],[1904313],[1912350],[1918924],[1922905],[1925445],[1933196],[1935367],[1935682],[1943751],[1947397],[1949893],[1970224],[1977863],[1981984],[1983571],[1984001],[1984341],[1989161],[2000921],[2003978],[2004318],[2006910],[2011315],[2013486],[2013801],[2018334],[2018410],[2022042],[2022485],[2030094],[2036285],[2040488],[2042659],[2042974],[2050085],[2051672],[2052102],[2052442],[2060479],[2063729],[2064044],[2071034],[2073574],[2074680],[2087819],[2092873],[2094468],[2094544],[2098176],[2098619],[2112183],[2112314],[2117324],[2119822],[2120137],[2123943],[2125530],[2125960],[2126300],[2131044],[2133915],[2139653],[2147292],[2151413],[2153430],[2153770],[2157402],[2158590],[2158666],[2162298],[2162741],[2170350],[2173407],[2173747],[2176339],[2180744],[2182915],[2183230],[2183994],[2184309],[2191555],[2191686],[2196362],[2197530],[2197606],[2200751],[2202597],[2205468],[2217708],[2219007],[2220917],[2225631],[2225971],[2227566],[2227642],[2231274],[2231717],[2236436],[2246459],[2251513],[2253108],[2253184],[2257259],[2260747],[2261062],[2262214],[2262998],[2265085],[2270823],[2270954],[2275964],[2278462],[2278777],[2282583],[2284600],[2284940],[2285640],[2285980],[2293062],[2293720],[2293796],[2295436],[2296725],[2298377],[2302852],[2315247],[2316699],[2317522],[2319590],[2320758],[2320834],[2323979],[2325825],[2326609],[2328696],[2338226],[2338357],[2343033],[2344201],[2344277],[2347422],[2349268],[2351228],[2355942],[2356282],[2357565],[2358354],[2365678],[2367588],[2372302],[2372642],[2374237],[2374313],[2374368],[2378388],[2379378],[2383988],[2384557],[2386771],[2388003],[2393014],[2399091],[2399222],[2405962],[2406342],[2406418],[2406855],[2408058],[2409347],[2410999],[2415474],[2416263],[2426915],[2427573],[2427649],[2427704],[2429289],[2430578],[2432230],[2436465],[2438533],[2442922],[2445008],[2451375],[2453443],[2454611],[2454687],[2457832],[2459678],[2459728],[2460462],[2468323],[2469056],[2470894],[2474240],[2476454],[2481963],[2482621],[2482697],[2482752],[2484184],[2485551],[2486120],[2487393],[2488334],[2489566],[2494577],[2497026],[2504514],[2505083],[2505636],[2507297],[2507347],[2508529],[2513540],[2515180],[2516469],[2526868],[2526944],[2526999],[2528584],[2529873],[2531525],[2536789],[2543832],[2544325],[2549012],[2550850],[2553627],[2554196],[2554749],[2556410],[2556460],[2557670],[2558653],[2559386],[2564570],[2566784],[2572951],[2573027],[2573082],[2575348],[2576081],[2576557],[2581265],[2583479],[2584711],[2589722],[2592576],[2593145],[2593698],[2595359],[2595409],[2596591],[2601602],[2604051],[2610411],[2614102],[2614595],[2618549],[2619282],[2619758],[2623514],[2628201],[2632816],[2633385],[2633938],[2635599],[2635649],[2637992],[2638395],[2642679],[2644517],[2647863],[2650077],[2652320],[2653053],[2653529],[2658237],[2660451],[2666694],[2670688],[2671250],[2674143],[2675434],[2675837],[2681686],[2682977],[2686931],[2687664],[2688140],[2694842],[2695335],[2700022],[2704254],[2704657],[2708941],[2714125],[2716339],[2719452],[2722539],[2728808],[2733554],[2733957],[2739743],[2742636],[2743927],[2751470],[2756157],[2759315],[2762914],[2768028],[2779668],[2790683],[2795107],[2799196],[2809714],[2832713] ] cell #3270 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3271 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1886572],[2004986],[2045311],[2065302],[2076907],[2111669],[2118267],[2155478],[2174415],[2185567],[2185792],[2189542],[2218411],[2224411],[2252594],[2259192],[2270309],[2276907],[2279679],[2286648],[2287756],[2291123],[2297860],[2312770],[2317080],[2322434],[2322831],[2336213],[2336924],[2337823],[2348722],[2365082],[2371082],[2373723],[2373802],[2380321],[2384115],[2390341],[2397078],[2397789],[2398688],[2403745],[2410482],[2412259],[2412437],[2424976],[2425608],[2426348],[2426427],[2431713],[2436023],[2446623],[2447334],[2448233],[2450933],[2456287],[2456684],[2458778],[2459132],[2465132],[2467631],[2473798],[2480024],[2480656],[2481396],[2481475],[2485678],[2490158],[2491904],[2493521],[2498641],[2499352],[2500251],[2504641],[2505194],[2505765],[2506119],[2510867],[2517604],[2519214],[2521783],[2524271],[2524903],[2525643],[2525722],[2531008],[2532785],[2532963],[2535318],[2540672],[2541069],[2545796],[2547587],[2551833],[2553754],[2554307],[2554878],[2555232],[2557961],[2562207],[2562916],[2564128],[2567877],[2570354],[2570986],[2571726],[2571805],[2574656],[2574686],[2575378],[2576684],[2580823],[2587049],[2588421],[2588500],[2590460],[2590857],[2592703],[2593256],[2593827],[2594181],[2597183],[2598929],[2600546],[2605666],[2607276],[2607443],[2607621],[2612126],[2615820],[2617259],[2617857],[2617887],[2618579],[2619885],[2624739],[2626178],[2626776],[2631022],[2631101],[2632943],[2633496],[2634067],[2634421],[2637088],[2639463],[2641254],[2645500],[2646907],[2647421],[2648545],[2648899],[2650549],[2650727],[2651628],[2651658],[2652350],[2653656],[2656583],[2657795],[2661544],[2662275],[2664021],[2665393],[2665472],[2665638],[2669666],[2672149],[2672179],[2672742],[2673701],[2674530],[2676905],[2680285],[2681244],[2684202],[2685287],[2685641],[2686239],[2686269],[2686961],[2688267],[2692866],[2693334],[2696560],[2697999],[2698453],[2698597],[2698627],[2699190],[2700625],[2702377],[2703350],[2703660],[2704284],[2707516],[2711762],[2711841],[2712471],[2713683],[2714807],[2715161],[2719163],[2719193],[2719482],[2719895],[2720902],[2721086],[2724816],[2725284],[2726164],[2727355],[2729036],[2730269],[2730299],[2730862],[2731821],[2732650],[2732960],[2733584],[2737680],[2738159],[2738572],[2740642],[2740672],[2741235],[2742194],[2742873],[2743023],[2743207],[2747297],[2749469],[2752695],[2753780],[2754134],[2754732],[2754762],[2756760],[2759431],[2759560],[2759731],[2760464],[2760994],[2762655],[2762944],[2764500],[2764979],[2765392],[2766108],[2767739],[2767769],[2768471],[2769478],[2769662],[2771688],[2773860],[2775589],[2776292],[2776322],[2777024],[2778031],[2778215],[2779770],[2784436],[2785328],[2786165],[2787398],[2787428],[2787991],[2788950],[2789779],[2790089],[2790713],[2793702],[2793797],[2793971],[2795223],[2795523],[2796256],[2797714],[2798417],[2798447],[2799441],[2799612],[2800345],[2800875],[2802536],[2804381],[2805273],[2806360],[2806531],[2806575],[2807264],[2807794],[2809455],[2809744],[2813836],[2814539],[2814569],[2815271],[2816278],[2816462],[2818488],[2821675],[2822626],[2822895],[2824276],[2824447],[2824491],[2825180],[2825920],[2826094],[2827045],[2827646],[2828379],[2829837],[2830540],[2830570],[2831403],[2831577],[2832829],[2833129],[2833862],[2836053],[2837047],[2837218],[2837262],[2837951],[2838481],[2840142],[2844578],[2845624],[2845798],[2847022],[2847786],[2848242],[2849623],[2849794],[2849838],[2850527],[2851271],[2852222],[2852491],[2854043],[2854776],[2855516],[2855690],[2857242],[2857975],[2860166],[2861285],[2862055],[2862318],[2863748],[2864137],[2865183],[2865357],[2867350],[2868570],[2869794],[2871014],[2872566],[2873299],[2874108],[2874699],[2875514],[2877047],[2879149],[2879412],[2881231],[2882451],[2883466],[2883986],[2887186],[2889534],[2890529],[2892835],[2896589] ] cell #3272 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [323598],[371035],[393872],[394140],[418743],[430623],[447811],[470330],[473151],[473270],[491561],[500994],[501262],[514398],[514666],[520306],[532827],[553292],[555396],[558221],[561378],[581664],[589273],[592094],[592213],[604183],[607004],[607123],[613616],[613884],[614300],[619245],[624389],[649314],[651612],[653956],[679498],[685707],[688532],[691689],[702067],[704892],[708049],[715322],[715441],[716284],[719936],[721341],[731478],[750415],[752689],[755559],[777885],[778875],[783029],[792537],[794881],[810252],[812596],[818805],[824787],[825453],[830738],[841606],[851743],[852733],[857166],[860192],[861597],[871734],[889365],[890770],[891810],[892870],[900907],[906051],[919844],[920834],[924988],[934496],[934660],[945208],[958021],[967484],[968889],[969929],[970989],[978867],[989735],[992825],[999872],[1000862],[1009468],[1010547],[1011952],[1012116],[1020336],[1030473],[1038922],[1040327],[1041367],[1042427],[1050464],[1078291],[1086008],[1091104],[1092183],[1093588],[1093752],[1107484],[1112580],[1116104],[1116328],[1122043],[1123448],[1124488],[1125548],[1144292],[1155160],[1157260],[1165138],[1166217],[1167622],[1167786],[1176006],[1179096],[1186143],[1201204],[1207488],[1212565],[1229350],[1234427],[1245363],[1250459],[1251538],[1252943],[1253107],[1270118],[1277835],[1282931],[1285415],[1285579],[1304407],[1307931],[1308155],[1315275],[1317375],[1318365],[1322395],[1336739],[1341584],[1358731],[1363576],[1369860],[1374937],[1375101],[1402718],[1407795],[1418731],[1440593],[1445689],[1448173],[1448337],[1449213],[1449437],[1452746],[1464051],[1466425],[1485913],[1488287],[1500257],[1533115],[1537960],[1544244],[1549321],[1549545],[1566236],[1571313],[1571477],[1594028],[1615504],[1629183],[1659281],[1661655],[1673625],[1695487],[1785855],[1799534],[1821010], [77008,690166],[103507,797352],[109131,823264],[136181,910790],[139745,924573],[143388,939311],[166565,1004601],[174418,1026004],[178393,1042743],[180352,1045380],[184757,1060347],[210343,1125864],[212302,1128501],[215562,1134688],[226088,699963],[226356,1167965],[228619,1170076],[232538,1181674],[235058,716016],[246626,971305],[250173,1218993],[263530,771516],[263798,1253286],[266061,1255397],[270410,1263424],[281328,1289547],[282129,1295488],[282248,807954],[283944,1294803],[291083,819121],[293042,825572],[305810,856472],[306078,1093931],[310650,1349470],[324529,1376109],[325330,1382050],[325449,884088],[327145,1381365],[330994,1389094],[340293,893186],[345700,1419527],[346962,922118],[349599,1426182],[357197,712501],[357465,934839],[359728,941757],[365737,1458463],[373856,1219678],[373975,973942],[377077,1475900],[388046,1494221],[394813,1506333],[396075,1002146],[398712,1512988],[402164,1519359],[412835,782614],[413103,1012295],[417675,1545846],[419308,1035896],[421324,1552612],[431554,1056078],[432355,1055329],[432474,821630],[441644,1588897],[444986,1342815],[450122,1599745],[450968,1096042],[454182,1605921],[461960,1617129],[465032,1621221],[473937,1635117],[474356,1119017],[476372,1638658],[482597,1131479],[486263,1136122],[494382,1135373],[494501,895823],[497603,1671130],[503727,1681731],[515339,1181321],[516601,936840],[519238,1708218],[524430,1457078],[526830,1198137],[530483,1213737],[535694,1728166],[537609,1730630],[540506,1215784],[544172,1220427],[548498,1744769],[552054,1749012],[557460,1755768],[560532,1759860],[564592,1766036],[575497,1263071],[578839,1256769],[583975,1791572],[584821,1014406],[588035,1797748],[598885,1296237],[607790,1826944],[608209,1055608],[610225,1830485],[618185,1326553],[627844,1598360],[630244,1338517],[631700,1855220],[631995,1855808],[639108,1349117],[645559,1619836],[647959,1360509],[653267,1879593],[656823,1883836],[658738,1886300],[665301,1382799],[671101,1387709],[673501,1135652],[677154,1129432],[682365,1914437],[684280,1916901],[687177,1411014],[690843,1415657],[698725,1425829],[704131,1942039],[707203,1946131],[711263,1952307],[730418,1468209],[730642,1973182],[733993,1975566],[740077,1474515],[742477,1219957],[749355,1490071],[759014,1758475],[761414,1502035],[763165,2005365],[764292,1505572],[770278,1512635],[776825,1258154],[786484,1790187],[788884,1534893],[790340,2033950],[790635,2034538],[797748,1545493],[799663,2045039],[804199,1551227],[806599,1295767],[811907,2058323],[815463,2062566],[817378,2065030],[823941,1579175],[850683,1344200],[864687,1875799],[870674,1630967],[870898,2115141],[876013,1634764],[880333,1637273],[882733,1382329],[899847,1663439],[900071,2142611],[903422,2144995],[909506,1669745],[911906,1415187],[913362,2155269],[913657,2155857],[918784,1420912],[928443,1944746],[930843,1697265],[932594,2174794],[933721,1700802],[939707,1707865],[941622,2185295],[952925,1720129],[982391,1751476],[982615,1992119],[985805,1753679],[994295,1505102],[998812,1507718],[1029413,1540576],[1029637,2256066],[1032988,2258450],[1043417,2054529],[1049404,1822794],[1049628,2273781],[1054743,1826591],[1059063,1829100],[1061463,1578705],[1063214,2287027],[1069995,1842562],[1075072,1591361],[1108869,1626809],[1126538,2128387],[1139196,1906400],[1168662,1937747],[1168886,2161548],[1172076,1939950],[1180566,1700332],[1185083,1702948],[1185307,2377195],[1196359,1719541],[1223501,1986428],[1234921,1754143],[1253983,2015866],[1254207,2230524],[1261822,2021292],[1266899,1783188],[1267123,2435822],[1300696,1818636],[1324769,1844946],[1347868,2097426],[1352945,1866309],[1353169,2301969],[1391589,1905812],[1430151,1940414],[1478395,1985840],[1521145,2023676],[1607707,2099810] ] cell #3273 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [77010,797414],[103436,911026],[109133,939373],[115955,730326],[129152,570905],[135279,1029321],[136205,1031022],[139747,1045442],[143317,1060583],[151458,840394],[153543,634516],[162711,870582],[166567,1128563],[173084,899755],[174853,1153948],[177728,694133],[178395,1170018],[180281,1170312],[183855,1184991],[184781,1186692],[194212,732027],[204421,982299],[207593,988523],[209678,765686],[210345,1255339],[212231,1255633],[216779,1266807],[219951,1019124],[222036,793156],[225304,1289857],[225950,1297668],[226107,595080],[228643,1298870],[231204,1049312],[232973,1314063],[235060,825679],[240737,834881],[246628,1095984],[251390,1352853],[253871,1102316],[256843,1105212],[260474,872283],[261764,1116012],[262746,1376419],[263392,1384230],[263549,661496],[266085,1385432],[268349,1389404],[271321,1396627],[274952,901456],[280982,1419689],[281386,1420069],[282086,1427926],[282355,503684],[285161,1168570],[288333,1174794],[290418,935115],[291085,935852],[292971,941952],[294805,946591],[298476,1458773],[305672,1221858],[305829,734729],[308589,1476210],[311561,1483433],[313953,748223],[314357,1229112],[317709,983010],[320469,1240195],[323441,1243091],[324183,1506495],[324587,1506875],[325287,1514732],[325556,564549],[328362,1253891],[330648,1519521],[331052,1519901],[334404,1013611],[340295,1014348],[345057,1549229],[345577,1549795],[345657,1550245],[347157,420978],[347538,1294143],[350510,1297039],[354141,1051013],[355431,1307839],[356413,1056338],[357059,1056430],[357216,820136],[361191,1068070],[365391,1589059],[365795,1589439],[368407,1342977],[369463,837438],[373134,1600055],[373766,1080840],[373813,1351214],[374082,631952],[376731,1606083],[377135,1606463],[380487,1095247],[382867,1101150],[383078,1357965],[383158,859306],[386538,1621531],[390135,869542],[390539,1369622],[393891,874985],[394690,1635841],[394770,1636291],[396270,476026],[396651,1380705],[399623,1383601],[401830,1132862],[402041,1648757],[402121,1649207],[405501,1136382],[412697,1137553],[412854,904158],[415614,1671440],[418586,1678663],[419169,1679268],[421382,1424342],[424734,1169281],[427494,1435425],[430466,1438321],[431208,1181413],[432312,1182312],[432581,711220],[435387,1449121],[437052,717735],[439392,1457240],[441521,1717657],[441601,1718107],[444943,1473533],[445576,953544],[447873,730599],[449776,1728328],[450180,1728708],[450487,961453],[450891,1207250],[451163,537263],[451544,1472805],[453848,1217167],[454059,1734078],[454139,1734528],[457519,1220687],[460486,1227425],[461227,976639],[464686,1749174],[465090,1749554],[468758,985567],[468969,1499491],[469049,987444],[472429,1760170],[473377,763122],[474217,1763573],[476430,1511148],[479782,1254602],[481717,1259897],[482458,1776231],[485917,1263163],[488933,1256931],[489989,1016168],[493660,1791882],[494292,1272667],[494339,1265168],[494608,790592],[497257,1797910],[497661,1798290],[501013,1033724],[503393,1292977],[503604,1554341],[507064,1296497],[510661,1048272],[511065,1565998],[514417,1053715],[515296,1310372],[516796,609879],[517177,1577081],[520149,1579977],[522288,1839585],[524387,1587915],[526691,1843706],[528247,1069757],[529929,1603458],[531102,838000],[533063,839913],[533442,627588],[533580,628022],[535360,1348750],[535571,1853336],[535651,1853786],[536359,1335973],[536439,1083736],[537667,1603161],[539626,1345943],[540367,1859352],[543826,1349209],[547462,857991],[549802,1619998],[551931,1873327],[552011,1873777],[555986,1108103],[556727,1110352],[558283,870855],[560186,1883998],[560590,1884378],[561573,658392],[561954,1635563],[564258,1379539],[564469,1640387],[567929,1383059],[573245,1387871],[575454,1392895],[578796,1386727],[579429,1139815],[581726,900028],[583629,1914599],[584033,1914979],[584340,1147724],[584744,1402480],[585016,683934],[585397,1668035],[587701,1150992],[587912,1920349],[587992,1920799],[591372,911543],[592004,1413563],[592320,913614],[594339,1422655],[598539,1425921],[602611,1171838],[602822,1694721],[602902,1173715],[606282,1946441],[607230,932551],[610283,1706378],[613635,1189394],[615933,1961521],[617631,1716626],[621755,1195593],[623190,1461879],[624835,1464700],[625702,1970205],[627403,729864],[627801,730141],[629364,1478749],[630105,1974326],[630967,1210038],[631872,1731253],[636856,1474677],[639065,1479701],[643417,1989142],[645516,1748030],[647820,1993263],[649376,982572],[652231,986129],[654192,988042],[654571,758758],[654709,759192],[656489,1512268],[656700,2002893],[656780,2003343],[658796,1763276],[659449,1256150],[660755,1509461],[664955,1512727],[671058,1518377],[674918,1261584],[676600,1516896],[677773,1016730],[679734,1018643],[680113,786228],[680251,786662],[682031,1262704],[682242,2032066],[682322,2032516],[683030,1532349],[683110,1275563],[684338,1794988],[686297,1278454],[687038,2038082],[688594,1029594],[690497,1031207],[691208,1286363],[691612,1544006],[691884,799317],[692265,1546292],[696473,1551389],[698682,1556413],[702657,1299930],[703398,1302179],[704954,1049585],[706857,2062728],[707261,2063108],[708244,817032],[708625,1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] cell #3274 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [77021,797228],[103412,911015],[109144,939187],[134912,1029310],[136170,1031027],[139758,1045256],[143293,1060572],[166578,1128377],[169386,899744],[174407,1153953],[179134,1165862],[180257,1170301],[183488,1184980],[184746,1186697],[198686,730315],[211084,1251183],[212207,1255622],[215551,1019129],[216009,1266796],[221413,793161],[225251,1289846],[226896,1293294],[227506,1049301],[228608,1298875],[232527,1314068],[235071,1320204],[246964,1342308],[250162,840399],[250620,1352842],[262693,1376408],[264338,1379856],[264948,870571],[266050,1385437],[268296,1389393],[269714,901461],[270399,1396632],[281086,1419409],[281317,1420074],[283191,1423474],[283933,1174799],[284391,1168559],[289795,935120],[291824,1446413],[292947,1450852],[298423,1458762],[306142,1471956],[308536,1476199],[309954,732032],[310639,1483438],[318229,982288],[324287,1506215],[324518,1506880],[326392,1510280],[327134,988528],[327592,1253880],[330752,1519241],[330983,1519906],[331491,570910],[333228,1013616],[340631,1538684],[344287,1549218],[345566,1549797],[345776,1549979],[347485,1294132],[348903,1051018],[349588,1297044],[356360,1572784],[358005,1576232],[365495,1588779],[365726,1589444],[368511,1593446],[373081,1600044],[374365,1602293],[376835,1605803],[377066,1606468],[377574,634521],[379311,1095252],[383706,1102305],[386485,1621520],[388035,1105217],[394411,1116001],[394679,1635843],[394889,1636025],[396598,1380694],[398016,872288],[398701,1383606],[401644,1132867],[402030,1648759],[402240,1648941],[405448,1653992],[413167,1667186],[415561,1671429],[417664,1678668],[419174,1679264],[421082,695153],[421313,1424347],[421821,694138],[423558,1169286],[431312,1701445],[433417,1705510],[434617,1449110],[439496,1715304],[441510,1717659],[441720,1717841],[445062,1722358],[449880,1728048],[450111,1728713],[451491,1472794],[453662,1217172],[454048,1734080],[454258,1734262],[457466,1739313],[461415,748212],[461949,1229117],[464790,1748894],[465021,1749559],[466634,983015],[469597,1240184],[472376,1760159],[473926,1243096],[474222,1763569],[476130,766706],[476361,1511153],[476869,765691],[478606,1254607],[481706,1259902],[482463,1776227],[486021,1780606],[489037,1785273],[493607,1791871],[494891,1794120],[497361,1797630],[497592,1798295],[499837,1033729],[503207,1292982],[503593,1554346],[503803,595588],[505428,595085],[507011,1813347],[514937,1307828],[515415,1827852],[517124,1577070],[519227,1579982],[522277,1839587],[524506,1841461],[526696,1843702],[529494,834886],[529934,1847787],[533546,1079438],[535174,1348755],[535560,1853338],[535770,1853520],[536987,1080829],[537367,845275],[537598,1603166],[539615,1345948],[540372,1859348],[543930,1863727],[547157,1101155],[548284,1357970],[548438,859311],[549906,1870974],[551920,1873329],[552130,1873511],[556915,869531],[557449,1369627],[560290,1883718],[560521,1884383],[561901,1635552],[562134,874990],[564072,1379544],[564458,1640392],[564668,662004],[566293,661501],[567876,1894983],[573349,1901575],[575573,1904112],[578915,1908629],[583733,1914319],[583964,1914984],[585344,1668024],[587515,1150997],[587901,1920351],[588111,1920533],[591319,1414658],[594328,1422660],[598643,1935165],[603450,1435414],[606229,1946430],[607779,1438326],[609983,936135],[610214,1706383],[612459,1189399],[615938,1961517],[617459,946596],[617636,1962823],[623004,1461884],[625691,1970207],[627920,1205822],[628071,957492],[629353,1478754],[630110,1974322],[631155,961442],[631689,1207255],[631861,1731258],[632071,735237],[632908,734734],[636960,1981603],[639184,1984140],[642057,1227430],[643406,1989144],[643906,976644],[645635,1991018],[647825,1993259],[651926,985572],[653053,1499496],[653207,987449],[654675,1238793],[656303,1512273],[656689,2002895],[656899,2003077],[658496,993404],[658727,1763281],[659396,1774191],[660744,1509466],[665059,2013284],[671177,2020191],[676605,2026517],[680217,1271265],[681845,1262709],[682231,2032068],[682441,2032250],[683658,1272656],[684038,1024005],[684269,1794993],[686286,1278459],[687043,2038078],[690601,1544890],[692212,1546281],[696577,2049704],[698801,2052241],[703586,1048261],[704120,1566003],[706961,2062448],[707192,2063113],[708572,1827379],[708805,1053720],[710743,1311112],[711129,1832219],[711339,820644],[712964,820141],[714547,1578176],[717740,828419],[718810,1068075],[721655,1069762],[725010,1591989],[727444,1849311],[728171,2085761],[729692,837443],[729869,1080145],[730658,841920],[733779,1335978],[733933,1083741],[740153,2096325],[745697,857996],[747108,2103476],[748806,2104782],[753408,1361656],[754174,1624642],[755512,1108108],[756861,2112166],[757361,1110357],[759090,1368194],[759241,1112051],[760523,1641512],[761280,2116281],[763031,1886928],[763241,875493],[764050,1897864],[768130,2123562],[770354,2126099],[776276,2132252],[781644,1393635],[784331,2139636],[786560,1401052],[786711,1143763],[787993,1391948],[788750,2143751],[789795,1147713],[790329,1402485],[790501,1917529],[790711,904666],[791548,904163],[795600,1412161],[797824,1674238],[799041,1413552],[799421,1158829],[7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] cell #3275 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [77032,797118],[81580,1320094],[103415,911006],[108342,1444223],[109155,939077],[109425,1450843],[131167,1537600],[134915,1029301],[136167,1031033],[139769,1045146],[142099,1573989],[142357,1572775],[143296,1060563],[155558,1341224],[166589,1128267],[169389,899735],[169578,1666063],[169836,1653983],[174404,1153959],[179743,1163672],[180260,1170292],[183240,1703270],[183327,1701312],[183491,1184971],[184743,1186703],[198689,730306],[198878,1470833],[199136,1739304],[211693,1248993],[212210,1255613],[212800,1785140],[215548,1019135],[215761,1793000],[215848,1780473],[216012,1266787],[221358,793167],[225254,1289837],[227509,1049292],[227698,1291051],[227956,1813338],[228605,1298881],[232316,1827732],[232524,1314074],[247411,1593313],[250159,840405],[250372,1601173],[250459,1863594],[250623,1352833],[262696,1376399],[264951,870562],[265140,1377613],[265398,1894974],[266047,1385443],[266697,1908509],[267492,1901442],[268299,1389384],[269659,901467],[270188,1903992],[270396,1396638],[279876,1414649],[281182,1419276],[281314,1420080],[283930,1174805],[284143,1421234],[284230,1935032],[284394,1168550],[289740,935126],[297619,1715171],[298426,1458753],[306937,1722238],[307732,1981470],[308539,1476190],[309899,732038],[310428,1984020],[310636,1483444],[318232,982279],[323903,1774182],[324383,1506082],[324515,1506886],[327131,988534],[327344,1508040],[327431,2013151],[327595,1253871],[328850,2026515],[330017,570916],[330053,2020071],[330848,1519108],[330980,1519912],[333173,1013622],[344126,1544884],[344290,1549209],[345557,1549800],[345886,1549859],[346681,2049571],[347488,1294123],[348848,1051024],[349377,2052121],[349585,1297050],[359065,1578167],[364796,1841341],[365591,1588646],[365723,1589450],[372277,1079432],[373084,1600035],[374933,1847785],[376100,634527],[376136,2096205],[376931,1605670],[377063,1606474],[379256,1095258],[383709,1102296],[385681,1870841],[386488,1621511],[388032,1105223],[394250,1897858],[394414,1115992],[394670,1635846],[394999,1635905],[395794,2123429],[396601,1380685],[397961,872294],[398490,2125979],[398698,1383612],[401147,2132250],[401534,1132873],[402021,1648762],[402350,1648821],[414757,1412155],[415564,1671420],[417453,1674244],[417661,1678674],[419180,1679262],[420347,694144],[420383,2160327],[421178,695144],[421310,1424353],[423503,1169292],[430928,1689877],[434456,1707256],[434620,1449101],[440627,1962821],[441501,1717662],[441830,1717721],[443413,2193400],[449181,1205828],[449976,1727915],[450108,1728719],[451494,1472785],[453165,2203803],[453552,1217178],[454039,1734083],[454368,1734142],[461540,748203],[461946,1229123],[464091,1990898],[464886,1748761],[465018,1749565],[466579,983021],[467902,2010827],[469600,1240175],[471572,1238787],[472379,1760150],[473715,2016754],[473923,1243102],[474228,1763567],[475395,765697],[475431,2229303],[476226,766697],[476358,1511159],[478551,1254613],[481697,1259975],[482469,1776225],[492803,1271259],[493610,1791862],[496662,1542584],[497457,1797497],[497589,1798301],[499782,1033735],[502710,2263420],[503097,1292988],[503584,1554419],[503877,595091],[503913,595478],[514776,1816222],[514940,1307819],[516320,1575673],[517127,1577061],[519016,1833599],[519224,1579988],[522184,828425],[522268,1839590],[525599,2084892],[526702,1843700],[528731,834892],[528767,2294595],[534677,1080151],[535064,1348761],[535551,1853341],[535880,1853400],[536990,1080820],[537463,845266],[537595,1603172],[539606,1346021],[540378,1859346],[547102,1101161],[548278,1358043],[548574,859317],[551037,2104780],[551911,1873332],[552240,1873391],[553823,1361650],[555582,2123790],[557040,869522],[557446,1369633],[559591,1368200],[560386,1883585],[560518,1884389],[561904,1635543],[562079,874996],[563575,2327031],[563962,1379550],[564449,1640465],[564742,661507],[564778,661894],[577266,1656867],[583034,1401058],[583829,1914186],[583961,1914990],[585347,1668015],[587018,1412874],[587405,1151003],[587892,1920354],[588221,1920413],[594319,1422733],[601755,1932708],[603453,1435405],[605425,1434017],[606232,1946421],[607568,1938635],[607776,1438332],[609284,1704956],[610079,936126],[610211,1706389],[612404,1189405],[615944,1961515],[617404,946602],[619431,2193761],[622507,2387189],[622894,1461890],[625598,955708],[625682,1970210],[629013,957483],[629344,1478827],[630116,1974320],[631280,961433],[631686,1207261],[631852,1731331],[632145,734740],[632181,735127],[640877,1742188],[642051,1227503],[643313,745703],[643397,1989147],[643912,748119],[646728,1232484],[647831,1993257],[649896,1492079],[651006,2228959],[651871,985578],[653047,1499569],[653343,987455],[655806,1239506],[656193,1512279],[656680,2002898],[657009,2002957],[658592,993395],[658724,1763287],[660735,1509539],[672270,1778149],[675438,1784076],[681348,1271978],[681735,1262715],[682222,2032071],[682551,2032130],[683661,1272647],[684134,1023996],[684266,1794999],[686277,1278532],[687049,2038076],[692215,1546272],[700494,1558026],[702253,2049932],[703711,1048252],[704117,1566009],[706262,1564576],[707057,2062315],[707189,2063119],[708575,1827370],[708750,1053726],[710246,1576392],[710633,1311118],[711120,1832292],[711413,820147],[711449,820534],[717184,2467433],[718804,1068148],[720735,2294251],[721600,1069768],[725001,1592062],[727435,1849384],[728177,2085759],[729637,837449],[731664,841865],[733773,1336051],[734069,1083747],[741246,1861270],[744414,1867197],[747114,2103474],[750601,861856],[753677,1101627],[754064,1624648],[755506,1108181],[756768,867022],[756852,2112169],[757367,869438],[760183,1112042],[760514,1641585],[761286,2116279],[763022,1887001],[763351,875383],[772047,1644072],[778071,1901803],[781147,1667346],[781534,1393641],[784238,1141979],[784322,2139639],[787653,1143754],[787984,1392021],[788756,2143749],[789920,1147704],[790326,1402491],[790492,1917602],[790785,904169],[790821,904556],[799044,1413543],[799517,1158820],[799649,1675677],[805368,1427714],[808536,1687309],[809646,2159983],[810511,1171849],[811687,1694799],[811983,1173726],[814446,1434736],[814833,1425473],[815320,2172327],[815649,2172386],[817232,1179666],[817364,1949558],[819375,1441290],[825313,1708644],[826339,2382639],[830200,1713705],[830685,1195671],[834066,947068],[834150,2191541],[837196,1204521],[839069,953622],[841000,957968],[844039,961349],[851929,1981831],[855005,1472116],[855392,1480447],[857440,1227690],[860991,978814],[865257,1752177],[867691,1998941],[868433,2218857],[871920,989994],[881502,1514520],[884670,1771614],[886613,1785501],[890164,2019727],[891029,1261595],[894430,1523630],[896864,2028114],[897606,2244399],[899066,1016179],[901093,1020595],[903202,1532427],[903498,1275574],[910675,1282393],[912942,1286343],[913348,1544017],[913514,1802019],[913843,1034122],[920030,1040586],[923106,1293454],[923493,1557159],[924935,1300008],[926197,1045752],[926281,2270809],[926796,1048168],[929612,1303869],[929943,1555539],[930715,2274919],[932451,2065731],[932780,1054113],[941476,1318935],[941608,1835032],[945482,1068335],[946349,1067028],[947737,2082963],[950664,2292912],[953809,1078565],[963774,1614067],[964732,1593674],[968283,2095861],[969148,1347641],[972549,1610192],[974468,1100908],[978329,1869375],[989129,1112527],[1000058,1123707],[1003134,1380016],[1003521,1643205],[1005069,1908165],[1008930,1650433],[1009415,1390901],[1012796,1133339],[1012880,2338212],[1015926,1399751],[1017799,1139893],[1019730,1144239],[1022769,1147620],[1026430,1922025],[1030659,1155419],[1032768,1672937],[1033064,1416470],[1036170,1422920],[1039721,1165085],[1043987,1686002],[1046421,2168370],[1047163,2365528],[1050650,1176265],[1060232,1445151],[1063071,1956578],[1063400,1189792],[1070888,1715532],[1086194,1212824],[1086705,1721894],[1090566,1735754],[1091051,1477707],[1094432,1217644],[1094516,2399077],[1119291,1509726],[1122842,1250406],[1127108,1770307],[1131753,1260162],[1132620,1258855],[1134008,2241603],[1135114,1788312],[1136935,2426765],[1140080,1270392],[1150045,1527505],[1150750,1541277],[1154554,1282878],[1157593,1286259],[1160739,1292735],[1164600,1809788],[1175400,1304354],[1182100,2070154],[1186329,1315534],[1196791,1840997],[1198411,1592249],[1211959,1341531],[1216058,1346208],[1216925,1344901],[1218313,2308019],[1219419,1596485],[1221240,2481813],[1230243,1871202],[1246060,1379297],[1249921,1891424],[1262462,1664140],[1263850,2138309],[1278021,1408054],[1278719,1411288],[1295229,1942871],[1314669,1445636],[1327254,1461637],[1331129,1968880],[1332063,1463104],[1338791,1479014],[1348508,1468910],[1349896,2209862],[1359163,1990554],[1360783,1752364],[1381791,1756600],[1392208,1535167],[1407189,1537907],[1425220,1823495],[1426608,2053733],[1455203,1586322],[1490772,1624395],[1494647,1875003],[1502309,1641772],[1512026,1631668],[1513414,2127591],[1528439,1658334],[1555726,1697539],[1617961,1746437] ] cell #3276 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393706],[467674],[500828],[514232],[525371],[554988],[586617],[601527],[613450],[618837],[672042],[672972],[685299],[701659],[709845],[741018],[741948],[777477],[778467],[779816],[792126],[806070],[818397],[851335],[852325],[853674],[882204],[889591],[891399],[892462],[920426],[921775],[967710],[969518],[970581],[984392],[1000454],[1001803],[1008563],[1008730],[1039148],[1040956],[1042019],[1090199],[1090366],[1107076],[1122269],[1124077],[1125140],[1164233],[1164400],[1165364],[1201430],[1224872],[1234016],[1249554],[1249721],[1250685],[1293756],[1293923],[1323558],[1330762],[1330929],[1341810],[1354322],[1380318],[1380485],[1445915],[1454430],[1465214],[1472418],[1472585],[1484073],[1538186],[1576694],[1576861],[1584439],[1595712],[1660444],[1667648],[1667815],[1723708],[1787539],[1909979], 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21,1561758],[1052395,1294934],[1063009,1316967],[1080453,1851514],[1080620,1597856],[1091330,1861619],[1101929,1871505],[1102096,1619332],[1111842,1381591],[1112806,1881610],[1133641,1902106],[1133808,1651804],[1134914,1143554],[1142281,1910143],[1144518,1912211],[1166513,1177698],[1181900,1444951],[1217946,1982134],[1218113,1737125],[1232284,1494447],[1239808,2001071],[1239975,1757971],[1263650,1527305],[1272280,2030244],[1272447,1789683],[1283157,2040349],[1295029,1303669],[1304633,2060340],[1349696,1613867],[1372794,1635343],[1413176,2151563],[1413343,1923396],[1426408,1427514],[1435038,2170500],[1435205,1944242],[1513214,1514320],[1546072,1805694],[1569170,1827170],[1708444,1709550] ] cell #3277 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [77035,797117],[81586,1320093],[103417,911005],[108561,1444222],[109158,939076],[109427,1450842],[131659,1537599],[134917,1029300],[136166,1031039],[139772,1045145],[142359,1572774],[142429,1573988],[143298,1060562],[156050,1341223],[166592,1128266],[169391,899734],[169838,1653982],[170243,1666062],[174403,1153965],[180235,1163671],[180262,1170291],[183367,1701311],[183493,1184970],[183643,1703271],[184742,1186709],[198691,730305],[199138,1739303],[199543,1470832],[212185,1248992],[212212,1255612],[212885,1785139],[215547,1019141],[215888,1780472],[216014,1266786],[216567,1793001],[221357,793173],[225256,1289836],[227511,1049291],[227958,1813337],[228363,1291050],[228604,1298887],[232366,1827733],[232523,1314080],[247496,1593312],[250158,840411],[250499,1863593],[250625,1352832],[251178,1601174],[262698,1376398],[264953,870561],[265400,1894973],[265805,1377612],[266046,1385449],[266797,1908510],[267577,1901441],[268301,1389383],[269658,901473],[270238,1903993],[270395,1396644],[279878,1414648],[281267,1419275],[281313,1420086],[283929,1174811],[284270,1935031],[284396,1168549],[284949,1421235],[289739,935132],[297704,1715170],[298428,1458752],[307037,1722239],[307817,1981469],[308541,1476189],[309898,732044],[310478,1984021],[310635,1483450],[318234,982278],[323905,1774181],[324468,1506081],[324514,1506892],[327130,988540],[327471,2013150],[327597,1253870],[328150,1508041],[328856,2026518],[330016,570922],[330153,2020072],[330933,1519107],[330979,1519918],[333172,1013628],[344166,1544883],[344292,1549208],[345556,1549855],[345986,1549860],[346766,2049570],[347490,1294122],[348847,1051030],[349427,2052122],[349584,1297056],[359067,1578166],[364896,1841342],[365676,1588645],[365722,1589456],[372362,1079431],[373086,1600034],[374939,1847788],[376099,634533],[376236,2096206],[377016,1605669],[377062,1606480],[379255,1095264],[383711,1102295],[385766,1870840],[386490,1621510],[388031,1105229],[394290,1897857],[394416,1115991],[394669,1635901],[395099,1635906],[395879,2123428],[396603,1380684],[397960,872300],[398540,2125980],[398697,1383618],[401153,2132253],[401533,1132879],[402020,1648817],[402450,1648822],[414842,1412154],[415566,1671419],[417503,1674243],[417660,1678680],[419186,1679308],[420346,694150],[420483,2160328],[421263,695143],[421309,1424359],[423502,1169298],[430930,1689876],[434496,1707255],[434622,1449100],[440633,1962824],[441500,1717717],[441930,1717722],[443498,2193399],[449281,1205827],[450061,1727914],[450107,1728725],[451496,1472784],[453171,2203806],[453551,1217184],[454038,1734138],[454468,1734143],[461541,748202],[461945,1229129],[464191,1990899],[464971,1748760],[465017,1749571],[466578,983027],[467942,2010826],[469602,1240174],[471657,1238786],[472381,1760149],[473765,2016753],[473922,1243108],[474234,1763613],[475394,765703],[475531,2229304],[476311,766696],[476357,1511165],[478550,1254619],[481696,1259981],[482475,1776271],[492888,1271258],[493612,1791861],[496762,1542583],[497542,1797496],[497588,1798307],[499781,1033741],[502716,2263423],[503096,1292994],[503583,1554425],[503876,595097],[504013,595477],[514816,1816221],[514942,1307818],[516405,1575672],[517129,1577060],[519066,1833598],[519223,1579994],[522190,828424],[522267,1839695],[525639,2084891],[526708,1843746],[528730,834898],[528867,2294596],[534683,1080150],[535063,1348767],[535550,1853396],[535980,1853401],[536992,1080819],[537548,845265],[537594,1603178],[539605,1346027],[540384,1859392],[547101,1101167],[548277,1358049],[548573,859323],[551043,2104783],[551910,1873387],[552340,1873392],[553908,1361649],[555632,2123789],[557041,869521],[557445,1369639],[559691,1368199],[560471,1883584],[560517,1884395],[561906,1635542],[562078,875002],[563581,2327034],[563961,1379556],[564448,1640471],[564741,661513],[564878,661893],[577351,1656866],[583134,1401057],[583914,1914185],[583960,1914996],[585349,1668014],[587024,1412873],[587404,1151009],[587891,1920409],[588321,1920414],[594318,1422739],[601795,1932707],[603455,1435404],[605510,1434016],[606234,1946420],[607618,1938634],[607775,1438338],[609384,1704955],[610164,936125],[610210,1706395],[612403,1189411],[615950,1961606],[617403,946608],[619481,2193760],[622513,2387192],[622893,1461896],[625604,955707],[625681,1970315],[629053,957482],[629343,1478833],[630122,1974366],[631281,961432],[631685,1207267],[631851,1731337],[632144,734746],[632281,735126],[640962,1742187],[642050,1227509],[643319,745702],[643396,1989252],[643911,748125],[646768,1232483],[647837,1993303],[649996,1492078],[651012,2228958],[651870,985584],[653046,1499575],[653342,987461],[655812,1239505],[656192,1512285],[656679,2002953],[657109,2002958],[658677,993394],[658723,1763293],[660734,1509545],[672310,1778148],[675538,1784075],[681354,1271977],[681734,1262721],[682221,2032126],[682651,2032131],[683663,1272646],[684219,1023995],[684265,1795005],[686276,1278538],[687055,2038122],[692217,1546271],[700579,1558025],[702303,2049931],[703712,1048251],[704116,1566015],[706362,1564575],[707142,2062314],[707188,206312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] cell #3278 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [499722],[562019],[586497],[612344],[651751],[672852],[685290],[708690],[709725],[721480],[741828],[755497],[778458],[779696],[792132],[805950],[810391],[818388],[830676],[852316],[853554],[882084],[889582],[890909],[891405],[892453],[920417],[921655],[924926],[967701],[969028],[969524],[970572],[984272],[1000445],[1001683],[1008569],[1008721],[1009406],[1039139],[1040962],[1042010],[1090205],[1090357],[1091042],[1107067],[1122260],[1124083],[1125131],[1164239],[1164391],[1165355],[1201421],[1224863],[1234022],[1249560],[1249712],[1250676],[1293762],[1293914],[1323549],[1330768],[1330920],[1341801],[1354328],[1380324],[1380476],[1445906],[1454436],[1465205],[1472424],[1472576],[1484123],[1538177],[1576700],[1576852],[1584489],[1595718],[1660435],[1667654],[1667806],[1723758],[1787545],[1910029], 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] cell #3279 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [78052,803144],[95968,879278],[104826,917683],[116722,962540],[126951,997711],[129107,572897],[137881,804820],[142768,1058008],[150775,1079847],[152397,1084887],[153498,636508],[163478,1117099],[164701,880954],[173851,1148811],[177683,696125],[184080,1183982],[193267,1205806],[193462,1206268],[194167,741628],[195344,963226],[206910,1239202],[208532,1244242],[209633,767678],[219268,1271674],[220890,1276714],[221991,586297],[224428,1287450],[231971,1308926],[233194,1059684],[240692,835943],[242083,1077572],[243587,1334735],[243822,1335024],[243922,852508],[256563,1362065],[259529,1368178],[259724,1368640],[260429,881884],[261606,1117785],[274007,1401036],[274202,1401498],[274907,672652],[276084,1149497],[278731,1412570],[280353,1417610],[287650,1434432],[289272,1439472],[290373,709525],[292810,1450208],[296351,944489],[300502,1203205],[302561,1465354],[302819,741788],[317240,1492057],[317435,1492519],[317664,984072],[319055,1236927],[320559,1498253],[320794,1498542],[320894,1000637],[334359,779496],[335750,1269399],[337254,1531111],[337489,1531400],[337589,778650],[342822,1542562],[343017,1543024],[343722,590092],[343995,1284687],[344899,1032084],[350230,1558441],[353196,1564554],[353391,1565016],[354096,805750],[355273,1309612],[357920,1576088],[359542,1581128],[359811,1064030],[363032,1065712],[364246,1329001],[368059,1332495],[380442,853354],[384413,1099048],[386628,1621712],[386863,1622001],[386963,1107259],[388564,1365577],[390623,1628112],[390881,882044],[399343,1644487],[403376,887663],[407164,1657282],[407527,1398435],[409586,1660584],[409844,672812],[414200,1152053],[415704,1671621],[415939,1671910],[416039,685482],[417133,1414032],[417328,499450],[424265,1687287],[424460,1687749],[424689,921455],[426080,1432157],[427584,1693483],[427819,1693772],[427919,920609],[431671,1183315],[433152,1704934],[433347,1705396],[434052,713320],[434325,1447445],[435229,1187754],[435612,942126],[439044,1192115],[439992,1458954],[448631,1470657],[455394,965782],[459182,1742603],[459831,1744111],[462327,1225067],[463541,1227010],[465174,1749727],[465432,984232],[467354,1496013],[472854,1245138],[479313,1771592],[479508,1772054],[479737,1001483],[483558,1005991],[484772,1525377],[485560,1273668],[486380,1266171],[488019,1784054],[488214,1784516],[488585,1528871],[495686,1279454],[497745,1798463],[498003,586457],[499115,590350],[499350,1544463],[504939,1037220],[507154,1813539],[507389,1813828],[507489,1042202],[508454,808908],[508727,1560629],[509090,1561953],[511149,1819939],[511407,805910],[515291,1311636],[515763,1312168],[515856,1058363],[517267,1830976],[517502,1831265],[517602,818580],[518696,1577550],[518891,612072],[523375,1583996],[525051,1589612],[534042,1600236],[541467,1087627],[542681,1611939],[543469,1081841],[544289,1352217],[545928,1867175],[546123,1867637],[546782,1869010],[548907,1100203],[549454,1354487],[550402,1355621],[559041,1367520],[560932,1117945],[565804,1120341],[568019,1895175],[568254,1895464],[568354,1125323],[569319,885042],[569592,1646675],[571660,1900925],[573845,1654184],[574707,1402913],[575449,1395279],[575921,1395811],[576014,1149166],[577581,1907170],[577816,1907459],[577916,892645],[582484,1665887],[593684,1930382],[594039,915716],[596180,1161661],[597394,1163409],[598182,1436426],[599002,1428929],[599027,1935998],[599285,921615],[600641,1689260],[600836,701144],[601207,1691243],[606707,1440368],[608047,1183530],[608128,1442236],[608308,1442212],[610367,1953022],[610625,709685],[611737,713578],[611972,1706835],[617084,1713340],[623948,1200581],[626789,1723265],[628465,1728881],[635271,1980953],[637456,1739505],[638318,1207683],[639060,1482085],[639532,1482617],[639625,962895],[641192,1987198],[641427,1987487],[641527,970764],[644504,1226548],[646180,1486137],[653676,1238082],[655171,1497147],[660100,2008501],[660455,995744],[662596,1246982],[663810,1248730],[664598,1241196],[665418,1515735],[665443,2014117],[665701,1001643],[667057,1773565],[667252,772697],[668150,2017940],[669102,1520816],[669395,2019599],[670046,1775823],[670401,1007739],[671722,1781439],[673339,1276262],[673420,1525696],[673600,1525672],[675810,2025525],[676068,779656],[680713,1792063],[689352,1803766],[693001,1035472],[693453,2047740],[694888,1807029],[695578,1038347],[697073,1291170],[697935,1566431],[698677,1558797],[699149,1559329],[699242,803499],[700809,809166],[701044,1815801],[705712,1563896],[707603,1309772],[709227,1312537],[715025,1317150],[723376,2083556],[723731,1071938],[726000,1329296],[729317,1849019],[734402,1340073],[736181,1340961],[737126,2094074],[738078,1607378],[738371,2095733],[739022,1858944],[739377,1089375],[740698,1864560],[742315,1084435],[742396,1612258],[742576,1612234],[744786,2101659],[745044,853514],[748254,1355910],[755118,1362953],[757959,1367058],[759635,1627033],[764554,1118593],[765006,2121598],[766441,1888665],[767131,1121468],[768626,1377732],[769488,1370055],[770230,1644843],[770702,1645375],[770795,879633],[772362,885300],[772597,1897437],[773514,1398043],[773757,213061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] cell #3280 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [78053,803145],[95969,879279],[104827,917680],[116723,962541],[126952,997708],[129108,572894],[137882,804817],[142769,1058009],[150776,1079848],[152398,1084884],[153499,636505],[163479,1117100],[164702,880951],[173852,1148812],[177684,696122],[184081,1183979],[193229,1205807],[193463,1206265],[194168,741625],[195345,963223],[206911,1239203],[208533,1244239],[209634,767675],[219269,1271675],[220891,1276711],[221992,586294],[224429,1287451],[231972,1308927],[233195,1059681],[240693,835940],[242084,1077569],[243588,1334732],[243772,1335027],[243923,852505],[256564,1362066],[259491,1368179],[259725,1368637],[260430,881881],[261607,1117782],[273969,1401037],[274203,1401495],[274908,672649],[276085,1149494],[278732,1412571],[280354,1417607],[287651,1434433],[289273,1439469],[290374,709522],[292811,1450209],[296352,944486],[300503,1203202],[302558,1465359],[302820,741789],[317202,1492058],[317436,1492516],[317665,984069],[319056,1236924],[320560,1498250],[320744,1498545],[320895,1000634],[334360,779493],[335751,1269396],[337255,1531108],[337439,1531403],[337590,778647],[342784,1542563],[343018,1543021],[343723,590089],[343996,1284688],[344900,1032081],[350231,1558442],[353158,1564555],[353392,1565013],[354097,805747],[355274,1309609],[357921,1576089],[359543,1581125],[359812,1064031],[363033,1065709],[364247,1328998],[368056,1332500],[380443,853351],[384414,1099045],[386629,1621709],[386813,1622004],[386964,1107256],[388565,1365574],[390620,1628117],[390882,882045],[399344,1644488],[403377,887660],[407165,1657283],[407528,1398432],[409583,1660589],[409845,672813],[414201,1152050],[415705,1671618],[415889,1671913],[416040,685479],[417095,1414033],[417329,499451],[424227,1687288],[424461,1687746],[424690,921452],[426081,1432154],[427585,1693480],[427769,1693775],[427920,920606],[431672,1183316],[433114,1704935],[433348,1705393],[434053,713317],[434326,1447446],[435230,1187751],[435613,942127],[439041,1192120],[439993,1458951],[448632,1470654],[455395,965779],[459183,1742604],[459832,1744108],[462328,1225064],[463542,1227007],[465171,1749732],[465433,984233],[467351,1496018],[472855,1245135],[479275,1771593],[479509,1772051],[479738,1001480],[483559,1005985],[484773,1525374],[485561,1273665],[486381,1266172],[487981,1784055],[488215,1784513],[488582,1528876],[495687,1279448],[497742,1798468],[498004,586458],[499116,590351],[499300,1544466],[504940,1037217],[507155,1813536],[507339,1813831],[507490,1042199],[508455,808905],[508728,1560630],[509091,1561950],[511146,1819944],[511408,805911],[515410,1311637],[515764,1312165],[515857,1058364],[517268,1830973],[517452,1831268],[517603,818577],[518658,1577551],[518892,612073],[523376,1583993],[525048,1589617],[534043,1600233],[541468,1087621],[542682,1611936],[543470,1081838],[544290,1352218],[545890,1867176],[546124,1867634],[546779,1869015],[548908,1100204],[549451,1354492],[550403,1355618],[559042,1367517],[560933,1117946],[565805,1120338],[568020,1895172],[568204,1895467],[568355,1125320],[569320,885039],[569593,1646676],[571622,1900926],[573846,1654181],[574708,1402907],[575568,1395280],[575922,1395808],[576015,1149167],[577582,1907167],[577766,1907462],[577917,892642],[582485,1665884],[593685,1930379],[594040,915713],[596181,1161655],[597395,1163406],[598183,1436423],[599003,1428930],[599024,1936003],[599286,921616],[600603,1689261],[600837,701145],[601204,1691248],[606708,1440365],[608048,1183531],[608262,1442239],[608309,1442206],[610364,1953027],[610626,709686],[611738,713579],[611922,1706838],[617081,1713345],[623949,1200578],[626790,1723262],[628462,1728886],[635233,1980954],[637457,1739502],[638319,1207677],[639179,1482086],[639533,1482614],[639626,962896],[641193,1987195],[641377,1987490],[641528,970761],[644505,1226549],[646177,1486142],[653677,1238083],[655172,1497144],[660101,2008498],[660456,995741],[662597,1246976],[663811,1248727],[664599,1241193],[665419,1515736],[665440,2014122],[665702,1001644],[667019,1773566],[667253,772698],[668151,2017937],[669226,1520817],[669345,2019602],[670047,1775820],[670402,1007736],[671719,1781444],[673340,1276263],[673554,1525699],[673601,1525666],[675807,2025530],[676069,779657],[680714,1792060],[689353,1803763],[693002,1035466],[693450,2047745],[694850,1807030],[695579,1038348],[697074,1291164],[697936,1566425],[698796,1558798],[699150,1559326],[699243,803500],[700810,809167],[700994,1815804],[705713,1563893],[707604,1309773],[709234,1312540],[715026,1317147],[723377,2083553],[723732,1071935],[726001,1329290],[729314,1849024],[734403,1340074],[736182,1340958],[737127,2094071],[738202,1607379],[738321,2095736],[739023,1858941],[739378,1089372],[740695,1864565],[742316,1084436],[742530,1612261],[742577,1612228],[744783,2101664],[745045,853515],[748251,1355913],[755119,1362950],[757960,1367059],[759632,1627038],[764555,1118587],[765003,2121603],[766403,1888666],[767132,1121469],[768627,1377726],[769489,1370049],[770349,1644844],[770703,1645372],[770796,879634],[772363,885301],[772547,1897440],[773515,1398044],[773754,213061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] cell #3281 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [78088,803149],[96004,879283],[104874,917679],[116758,962545],[126999,997707],[129112,572893],[137886,804816],[142804,1058013],[150792,1079852],[152445,1084883],[153503,636504],[163514,1117104],[164706,880950],[173887,1148816],[177688,696121],[184128,1183978],[193228,1205809],[193486,1206264],[194172,741624],[195349,963222],[206927,1239207],[208580,1244238],[209638,767674],[219285,1271679],[220938,1276710],[221996,586293],[224464,1287455],[232007,1308931],[233199,1059680],[240697,835939],[242088,1077568],[243592,1334731],[243771,1335025],[243927,852504],[256580,1362070],[259490,1368181],[259748,1368636],[260434,881880],[261611,1117781],[273968,1401039],[274226,1401494],[274912,672648],[276089,1149493],[278748,1412575],[280401,1417606],[287667,1434437],[289320,1439468],[290378,709521],[292846,1450213],[296356,944485],[300507,1203201],[302557,1465355],[302824,741793],[317201,1492060],[317459,1492515],[317669,984068],[319060,1236923],[320564,1498249],[320743,1498543],[320899,1000633],[334364,779492],[335755,1269395],[337259,1531107],[337438,1531401],[337594,778646],[342783,1542565],[343041,1543020],[343727,590088],[344012,1284692],[344904,1032080],[350247,1558446],[353157,1564557],[353415,1565012],[354101,805746],[355278,1309608],[357937,1576093],[359590,1581124],[359847,1064035],[363037,1065708],[364251,1328997],[368055,1332496],[380447,853350],[384418,1099044],[386633,1621708],[386812,1622002],[386968,1107255],[388569,1365573],[390619,1628113],[390886,882049],[399360,1644492],[403381,887659],[407181,1657287],[407532,1398431],[409582,1660585],[409849,672817],[414205,1152049],[415709,1671617],[415888,1671911],[416044,685478],[417094,1414035],[417352,499455],[424226,1687290],[424484,1687745],[424694,921451],[426085,1432153],[427589,1693479],[427768,1693773],[427924,920605],[432305,1183320],[433113,1704937],[433371,1705392],[434057,713316],[434342,1447450],[435234,1187750],[435660,942131],[439040,1192116],[439997,1458950],[448636,1470653],[455399,965778],[459199,1742608],[459836,1744107],[462332,1225063],[463546,1227006],[465170,1749728],[465437,984237],[467350,1496014],[472859,1245134],[479274,1771595],[479532,1772050],[479742,1001479],[483563,1005984],[484777,1525373],[485565,1273664],[487725,1266176],[487980,1784057],[488238,1784512],[488581,1528872],[495691,1279447],[497741,1798464],[498008,586462],[499120,590355],[499299,1544464],[504944,1037216],[507159,1813535],[507338,1813829],[507494,1042198],[508459,808904],[508744,1560634],[509095,1561949],[511145,1819940],[511412,805915],[515768,1312164],[516068,1311639],[516572,1058368],[517272,1830972],[517451,1831266],[517607,818576],[518657,1577553],[518915,612077],[523380,1583992],[525047,1589613],[534047,1600232],[541472,1087620],[542686,1611935],[543474,1081837],[545634,1352222],[545889,1867178],[546147,1867633],[546778,1869011],[548912,1100208],[549450,1354488],[550407,1355617],[559046,1367516],[560937,1117950],[565809,1120337],[568024,1895171],[568203,1895465],[568359,1125319],[569324,885038],[569609,1646680],[571621,1900928],[573850,1654180],[574712,1402906],[575926,1395807],[577014,1395282],[577518,1149171],[577586,1907166],[577765,1907460],[577921,892641],[582489,1665883],[593689,1930378],[594044,915712],[596185,1161654],[597399,1163405],[598187,1436422],[599023,1935999],[599290,921620],[600347,1428934],[600602,1689263],[600860,701149],[601203,1691244],[606712,1440364],[608313,1442205],[608909,1183533],[608987,1442237],[610363,1953023],[610630,709690],[611742,713583],[611921,1706836],[617080,1713341],[623953,1200577],[626794,1723261],[628461,1728882],[635232,1980956],[637461,1739501],[638323,1207676],[639537,1482613],[640625,1482088],[641129,962900],[641197,1987194],[641376,1987488],[641532,970760],[644509,1226551],[646176,1486138],[653681,1238087],[655176,1497143],[660105,2008497],[660460,995740],[662601,1246975],[663815,1248726],[664603,1241192],[665439,2014118],[665706,1001648],[666763,1515740],[667018,1773568],[667276,772702],[668155,2017936],[669286,1520819],[669344,2019600],[670051,1775819],[670406,1007735],[671718,1781440],[673605,1525665],[675063,1276265],[675141,1525697],[675806,2025526],[676073,779661],[680718,1792059],[689357,1803762],[693004,1035465],[693449,2047741],[694849,1807032],[695583,1038352],[697078,1291163],[697940,1566424],[699154,1559325],[700242,1558800],[700746,803504],[700814,809171],[700993,1815802],[705717,1563892],[707608,1309777],[710159,1312538],[715030,1317146],[723381,2083552],[723736,1071934],[726005,1329289],[729313,1849020],[734407,1340078],[736186,1340957],[737131,2094070],[738262,1607381],[738320,2095734],[739027,1858940],[739382,1089371],[740694,1864561],[742581,1612227],[744039,1084438],[744117,1612259],[744782,2101660],[745049,853519],[748250,1355911],[755123,1362949],[757964,1367061],[759631,1627034],[764557,1118586],[765002,2121599],[766402,1888668],[767136,1121473],[768631,1377725],[769493,1370048],[770707,1645371],[771795,1644846],[772299,879638],[772367,885305],[772546,1897438],[773658,1398046],[773753,213061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] cell #3282 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [78089,803142],[96005,879276],[104871,917681],[116759,962538],[126996,997709],[137842,804818],[142805,1058006],[150793,1079845],[152442,1084885],[163515,1117097],[164662,880952],[173888,1148809],[177151,696123],[184125,1183980],[193268,1205662],[193483,1206266],[195305,963224],[206928,1239200],[208577,1244240],[209101,767676],[213883,572895],[219286,1271672],[220935,1276712],[224465,1287448],[232008,1308924],[233155,1059682],[239607,835941],[241960,1077570],[243585,1334733],[243820,1334883],[248494,636506],[256581,1362063],[259530,1368034],[259745,1368638],[261567,1117783],[274008,1400892],[274223,1401496],[276045,1149495],[278749,1412568],[280398,1417608],[287668,1434430],[289317,1439470],[289841,709523],[292847,1450206],[296228,944487],[300500,1203203],[302559,1465350],[304699,741626],[316579,984070],[317241,1491913],[317456,1492517],[318932,1236925],[320557,1498251],[320792,1498401],[333274,779494],[335627,1269397],[337252,1531109],[337487,1531259],[342161,586295],[342823,1542418],[343038,1543022],[344013,1545297],[344860,1032082],[350248,1558439],[353197,1564410],[353412,1565014],[355234,1309610],[357938,1576086],[359587,1581126],[359848,1319932],[363030,1065710],[364123,1328999],[368057,1332491],[370886,852506],[379357,853352],[384290,1099046],[386626,1621710],[386861,1621860],[388562,1365575],[390621,1628108],[392761,881882],[399361,1644485],[403253,887661],[407182,1657280],[407525,1398433],[409584,1660580],[411724,672650],[414077,1152051],[415702,1671619],[415937,1671769],[417134,1674078],[417349,690017],[423604,921453],[424266,1687143],[424481,1687747],[425957,1432155],[427582,1693481],[427817,1693631],[432306,1443070],[433153,1704790],[433368,1705394],[434343,1707669],[435190,1187752],[435657,1190723],[439042,1192111],[439990,1458952],[447415,741786],[448508,1470655],[455271,965780],[459200,1742601],[459829,1744109],[462325,1225065],[463418,1227008],[465172,1749723],[467352,1496009],[470181,1000635],[478652,1001481],[479314,1771448],[479529,1772052],[483556,1005989],[484649,1525375],[485437,1273666],[487726,1526530],[488020,1783910],[488235,1784514],[488583,1528867],[491412,778648],[495684,1279452],[497743,1798459],[499113,796956],[499348,1800851],[499883,590090],[504816,1037218],[507152,1813537],[507387,1813687],[508745,1816635],[509088,1561951],[511147,1819935],[513287,805748],[515640,1312166],[516069,1573207],[516569,1315635],[517265,1830974],[517500,1831124],[518697,1833433],[518912,823115],[523373,1583994],[525049,1589608],[534040,1600234],[541465,1087625],[542558,1611937],[543346,1081839],[545635,1613092],[545929,1867031],[546144,1867635],[546780,1869006],[549452,1354483],[550400,1355619],[553143,1107257],[557825,882042],[558918,1367518],[562180,885040],[565681,1120339],[568017,1895173],[568252,1895323],[569610,1898271],[571661,1899997],[573843,1654182],[574705,1402911],[575798,1395809],[577015,1655521],[577515,1408155],[577579,1907168],[577814,1907318],[581268,672810],[582361,1665885],[586455,688136],[589124,685480],[593682,1930380],[596178,1161659],[597271,1163407],[598059,1436424],[599025,1935994],[600348,1688902],[600642,1938469],[600857,924424],[601205,1691239],[604034,920607],[608306,1442210],[608904,1445500],[608986,1702481],[610365,1953018],[611735,938915],[611970,1955410],[612505,713318],[617082,1713336],[623825,1200579],[626787,1723263],[628463,1728877],[635272,1980025],[637454,1739503],[638316,1207681],[639409,1482615],[640626,1740842],[641126,1212925],[641190,1987196],[641425,1987346],[644502,1226404],[646178,1486133],[648918,984230],[651972,995742],[655169,1497145],[657912,1245136],[660098,2008499],[662594,1246980],[663687,1248728],[664475,1241194],[665441,2014113],[666764,1773207],[667058,2016588],[667273,1004452],[668148,2017938],[669287,1778013],[669393,2018738],[670044,1775821],[671720,1781435],[673598,1525670],[675058,1537771],[675140,1782721],[675808,2025521],[680711,1792061],[689229,1803764],[693451,2047736],[694889,2048126],[697071,1291168],[697933,1566429],[699026,1559327],[699814,1042200],[700243,1814876],[700743,1040687],[700807,1044984],[701042,2055447],[704496,805908],[705589,1563894],[708851,808906],[709683,821234],[710158,1576236],[712352,818578],[721701,1071936],[723374,2083554],[725998,1329294],[729315,1849015],[736058,1340959],[737124,2094072],[738263,1861134],[738369,2094872],[739020,1858942],[740696,1864556],[742574,1612232],[744034,1341395],[744116,1865842],[744784,2101655],[748252,1355769],[748412,1100201],[754995,1362951],[755370,1118591],[757957,1366914],[759633,1627029],[762373,1117943],[765004,2121594],[766442,2121984],[768624,1377730],[769486,1370053],[770579,1645373],[771367,1125321],[771796,1896512],[772296,1123808],[772360,1128105],[772595,2129305],[773653,1658198],[773755,2130606],[774100,2130736],[774882,1648427],[774902,1901647],[775722,1899607],[779654,895427],[781059,1667190],[782465,892643],[785427,1909534],[787103,1915148],[796094,1925774],[798049,1677845],[801246,1162519],[802385,1932572],[802491,2158994],[806696,1688042],[807558,921613],[808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] cell #3283 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [472493],[555305],[606346],[619154],[651216],[701976],[714664],[720945],[777794],[799806],[809856],[818714],[851652],[890374],[892779],[906529],[934100],[968493],[970898],[1011025],[1011556],[1025792],[1042336],[1092661],[1093192],[1125457],[1132673],[1134476],[1150352],[1166695],[1167226],[1216978],[1218781],[1252016],[1252547],[1260119],[1262064],[1292788],[1294591],[1346165],[1348110],[1364054],[1379350],[1381153],[1389897],[1422877],[1424153],[1424822],[1461690],[1476703],[1494009],[1509683],[1510959],[1511628],[1553415],[1554563],[1592206],[1602972],[1615181],[1623997],[1639461],[1640609],[1683892],[1706189],[1714633],[1721211],[1731475],[1743497],[1768197],[1794799],[1832436],[1840892],[1850312],[1856890],[1867909],[1917746],[1954468],[1962166],[1971512],[2029042],[2035620],[2086410],[2140941],[2245050], [150634,957203],[176209,1544937],[193270,840481],[206769,1111762],[219127,1143474],[223562,1414369],[234329,1707309],[243561,731054],[253762,747919],[256422,1232204],[259532,988610],[274010,1019211],[278590,1282113],[279270,1284290],[285530,1816275],[287509,1303589],[291944,1577887],[293069,2076641],[300476,626430],[314203,644478],[314347,1361775],[317243,1105299],[320360,869238],[320533,871310],[323020,1115708],[328731,1897911],[337228,900483],[342825,1154035],[350089,1427434],[350269,1933729],[350790,1689597],[353199,1174881],[357779,1444871],[357959,2181277],[358459,1447048],[363006,523016],[373657,961149],[382980,550376],[383613,750324],[386602,749991],[388538,554972],[390385,757933],[390529,1238912],[393425,992734],[399202,1514240],[399382,2011848],[399903,1773902],[407023,1527225],[407203,2252046],[407501,785070],[415678,1030049],[419916,1810070],[421372,1558151],[424088,2050231],[424268,1297126],[425098,1560232],[427385,1047968],[427558,1050040],[430045,1307535],[432975,2282729],[433155,1314150],[439966,618821],[450737,844605],[450881,1079557],[459041,1613787],[459221,2093406],[459472,462301],[459805,860472],[461180,861201],[468871,655145],[469504,871643],[474964,1891706],[476420,1644197],[479136,2124089],[479316,1383688],[480146,1646278],[483205,1650715],[487842,2347568],[488022,1396714],[494183,1147420],[502396,1931975],[502542,1683369],[504139,919753],[507128,919420],[507172,2160956],[509064,701643],[510911,927362],[511055,1434142],[513951,1179005],[517241,1185719],[517285,2376603],[519728,1448817],[523349,720216],[527438,1969162],[534016,536261],[536894,731387],[537657,1742313],[541114,1736036],[545751,2200897],[545931,1483520],[546447,978049],[556680,989339],[563261,2010094],[563407,1767674],[565004,999781],[567993,999448],[568037,2229932],[570577,2429873],[572374,1777416],[572520,1520997],[573819,777461],[577555,1277411],[577599,2435230],[584590,1023335],[584734,1271384],[591895,1286059],[592894,1548925],[593123,1809212],[593658,1039202],[593762,2049230],[595033,1039931],[602724,813785],[603357,1050373],[610273,1575798],[613169,1318274],[616749,829920],[621263,2084159],[621409,1847718],[624669,626763],[630852,1863331],[630920,841210],[632407,1085917],[634188,2296020],[635985,1860537],[636131,1607559],[637430,851319],[641166,1085584],[641210,2301377],[648567,2111121],[658786,1897983],[659539,1890848],[660074,1122323],[660178,2123088],[661449,1123052],[668124,1398224],[668233,2509253],[669485,1649857],[670020,889645],[670124,1901101],[680687,682932],[683565,900816],[684328,1656992],[687785,1669231],[691458,1158159],[691602,1412280],[692602,1418640],[692887,1931820],[693118,1164320],[703351,1175610],[711675,1186052],[722672,2187702],[722815,1968304],[723350,1201484],[723454,2193059],[727155,728982],[733496,1983120],[733642,1206337],[734682,1212169],[737100,1202994],[737209,2388727],[738461,1735178],[738996,967764],[739100,1981129],[752433,2217257],[752579,1492588],[762022,2012888],[763577,1245272],[764440,2009939],[764671,1249641],[772979,2579445],[773204,1527863],[775158,1777261],[775389,1008650],[783309,785403],[789492,1780210],[789560,1019940],[791047,1277744],[794625,1795480],[794771,1543093],[796070,798315],[798948,1030382],[799711,1545009],[817426,1816347],[820089,1314879],[826483,2077571],[832295,1324621],[832404,2289509],[832595,2084004],[832826,1330849],[837249,1332345],[843080,1334617],[843615,1092463],[843719,2097764],[846837,2472420],[847062,1331487],[849016,1860382],[849247,1090286],[862928,2310930],[863071,1621594],[863606,1363856],[863710,2316287],[873752,2125079],[873898,1368709],[874938,1374541],[885962,1657446],[896584,898411],[902925,1903092],[903071,1401567],[904111,1407399],[906331,908425],[907890,1671503],[908529,1918512],[912582,1154764],[914069,1157169],[931451,1934769],[933006,1440502],[941670,1707381],[942858,2187109],[946402,1455485],[947980,2382737],[948205,1454627],[953766,1462371],[959878,1465241],[960109,1219139],[964081,1462216],[974612,1743080],[980424,1488139],[980533,2402131],[980724,1749614],[980955,1494367],[985378,1495863],[991209,1498135],[991744,1251818],[991848,2230862],[1010827,1022345],[1015979,1528721],[1021810,1530993],[1022449,2021630],[1026150,1027977],[1027746,1798350],[1033677,1285019],[1052482,2051221],[1052628,1565085],[1053668,1570917],[1063626,1317284],[1064858,2288743],[1067172,1840475],[1068292,1585589],[1069568,1587343],[1070237,1585434],[1075941,1592972],[1079485,1348561],[1097417,1868057],[1100961,1618243],[1102539,2484300],[1102764,1617385],[1108325,1625129],[1114437,1627999],[1114668,1381511],[1134834,1146380],[1140037,1657601],[1146149,1660471],[1150803,1412208],[1166497,1178015],[1171649,1691093],[1177480,1693365],[1178119,2161886],[1189347,1447777],[1193561,1962314],[1194667,1714830],[1195815,1715831],[1204665,1971095],[1207061,1726612],[1224213,1988245],[1227647,1745704],[1228923,1747458],[1229592,1745549],[1235296,1753087],[1238840,1512079],[1261395,1779170],[1262515,1271312],[1267768,1784799],[1294949,1306495],[1300152,1816956],[1306264,1819826],[1310918,1575726],[1322899,2078377],[1325144,1841970],[1333941,2086558],[1336195,1851510],[1347441,1862291],[1357039,1870500],[1358187,1871501],[1361703,1624448],[1369433,1882282],[1391045,1902102],[1393441,1656920],[1399895,2140524],[1402291,1912883],[1425273,1434070],[1430526,1939358],[1464555,2195115],[1466800,1972590],[1477851,1982130],[1480247,1742241],[1488662,1991527],[1499713,2001067],[1503229,1763087],[1521520,2020700],[1530317,2245198],[1532571,2030240],[1543817,2041021],[1556959,1558079],[1565809,2061012],[1608082,2096834],[1629558,2114549],[1643005,1644125],[1659785,2341786],[1662030,2142019],[1673081,2151559],[1675477,1928512],[1694943,2170496],[1698459,1949358],[1799909,2255474],[1821385,2273189],[1834832,1835952] ] cell #3284 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [78090,803143],[96006,879277],[104872,917678],[116760,962539],[126997,997706],[137843,804815],[142806,1058007],[150794,1079846],[152443,1084882],[163516,1117098],[164663,880949],[173889,1148810],[177152,696120],[184126,1183977],[193230,1205663],[193484,1206263],[195306,963221],[206929,1239201],[208578,1244237],[209102,767673],[213884,572892],[219287,1271673],[220936,1276709],[224466,1287449],[232009,1308925],[233156,1059679],[239608,835938],[241961,1077567],[243586,1334730],[243770,1334886],[248495,636503],[256582,1362064],[259492,1368035],[259746,1368635],[261568,1117780],[273970,1400893],[274224,1401493],[276046,1149492],[278750,1412569],[280399,1417605],[287669,1434431],[289318,1439467],[289842,709520],[292848,1450207],[296229,944484],[300501,1203200],[302556,1465357],[304700,741623],[316580,984067],[317203,1491914],[317457,1492514],[318933,1236922],[320558,1498248],[320742,1498404],[333275,779491],[335628,1269394],[337253,1531106],[337437,1531262],[342162,586292],[342785,1542419],[343039,1543019],[344014,1545298],[344861,1032079],[350249,1558440],[353159,1564411],[353413,1565011],[355235,1309607],[357939,1576087],[359588,1581123],[359849,1319933],[363031,1065707],[364124,1328996],[368054,1332498],[370887,852503],[379358,853349],[384291,1099043],[386627,1621707],[386811,1621863],[388563,1365572],[390618,1628115],[392762,881879],[399362,1644486],[403254,887658],[407183,1657281],[407526,1398430],[409581,1660587],[411725,672647],[414078,1152048],[415703,1671616],[415887,1671772],[417096,1674079],[417350,690018],[423605,921450],[424228,1687144],[424482,1687744],[425958,1432152],[427583,1693478],[427767,1693634],[432307,1443071],[433115,1704791],[433369,1705391],[434344,1707670],[435191,1187749],[435658,1190724],[439039,1192118],[439991,1458949],[447416,741787],[448509,1470652],[455272,965777],[459201,1742602],[459830,1744106],[462326,1225062],[463419,1227005],[465169,1749730],[467349,1496016],[470182,1000632],[478653,1001478],[479276,1771449],[479530,1772049],[483557,1005983],[484650,1525372],[485438,1273663],[487727,1526531],[487982,1783911],[488236,1784511],[488580,1528874],[491413,778645],[495685,1279446],[497740,1798466],[499114,796957],[499298,1800854],[499884,590087],[504817,1037215],[507153,1813534],[507337,1813690],[508746,1816636],[509089,1561948],[511144,1819942],[513288,805745],[515641,1312163],[516179,1573208],[516570,1315636],[517266,1830971],[517450,1831127],[518659,1833434],[518913,823116],[523374,1583991],[525046,1589615],[534041,1600231],[541466,1087619],[542559,1611934],[543347,1081836],[545636,1613093],[545891,1867032],[546145,1867632],[546777,1869013],[549449,1354490],[550401,1355616],[553144,1107254],[557826,882043],[558919,1367515],[562181,885037],[565682,1120336],[568018,1895170],[568202,1895326],[569611,1898272],[571623,1899998],[573844,1654179],[574706,1402905],[575799,1395806],[577125,1655522],[577516,1408156],[577580,1907165],[577764,1907321],[581269,672811],[582362,1665882],[586456,688137],[589125,685477],[593683,1930377],[596179,1161653],[597272,1163404],[598060,1436421],[599022,1936001],[600349,1688903],[600604,1938470],[600858,924425],[601202,1691246],[604035,920604],[608307,1442204],[608905,1445501],[609111,1702484],[610362,1953025],[611736,938916],[611920,1955413],[612506,713315],[617079,1713343],[623826,1200576],[626788,1723260],[628460,1728884],[635234,1980026],[637455,1739500],[638317,1207675],[639410,1482612],[640736,1740843],[641127,1212926],[641191,1987193],[641375,1987349],[644503,1226405],[646175,1486140],[648919,984231],[651973,995739],[655170,1497142],[657913,1245133],[660099,2008496],[662595,1246974],[663688,1248725],[664476,1241191],[665438,2014120],[666765,1773208],[667020,2016589],[667274,1004453],[668149,2017935],[669342,1778014],[669343,2018741],[670045,1775818],[671717,1781442],[673599,1525664],[675059,1537772],[675265,1782724],[675805,2025528],[680712,1792058],[689230,1803761],[693448,2047743],[694851,2048127],[697072,1291162],[697934,1566423],[699027,1559324],[699815,1042197],[700353,1814877],[700744,1040688],[700808,1044985],[700992,2055450],[704497,805909],[705590,1563891],[708852,808903],[709684,821235],[710164,1576239],[712353,818575],[721702,1071933],[723375,2083551],[725999,1329288],[729312,1849022],[736059,1340956],[737125,2094069],[738318,1861135],[738319,2094875],[739021,1858939],[740693,1864563],[742575,1612226],[744035,1341396],[744241,1865845],[744781,2101662],[748249,1355772],[748413,1100202],[754996,1362948],[755371,1118585],[757958,1366915],[759630,1627036],[762374,1117944],[765001,2121601],[766404,2121985],[768625,1377724],[769487,1370047],[770580,1645370],[771368,1125318],[771906,1896513],[772297,1123809],[772361,1128106],[772545,2129308],[773654,1658199],[773752,2130613],[774094,2130739],[774883,1648421],[774967,1901650],[775719,1899614],[779655,895428],[781065,1667193],[782466,892640],[785428,1909531],[787100,1915155],[796095,1925771],[798050,1677842],[801247,1162520],[802440,1932573],[802441,2158997],[806697,1688036],[807559,921614],[808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] cell #3285 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [236112],[243938],[253680],[279449],[301204],[302950],[313084],[314119],[320278],[320910],[337605],[343738],[358638],[370497],[373575],[383113],[386979],[389266],[390301],[391012],[408229],[409975],[416055],[417013],[425277],[427303],[427935],[434068],[442344],[448647],[450653],[463557],[465563],[469004],[469792],[472870],[480325],[491023],[494101],[498134],[504255],[507505],[508470],[509792],[510827],[511538],[517618],[518576],[522456],[534441],[536394],[550801],[552754],[559057],[561063],[565120],[568370],[569335],[576197],[577932],[582500],[584506],[588735],[591813],[594055],[595067],[597410],[599416],[600521],[602857],[603645],[606723],[610756],[614178],[615823],[625870],[628281],[632523],[639808],[641543],[643585],[645996],[655570],[660471],[661483],[663826],[665832],[666937],[669127],[670417],[676199],[681112],[683065],[689368],[691374],[693152],[693862],[694891],[697472],[699425],[705728],[707734],[711791],[711963],[715041],[723747],[728056],[734716],[736197],[738103],[739393],[745175],[746993],[759451],[764705],[765415],[766444],[769025],[770978],[774463],[775423],[776133],[782076],[784510],[786921],[791163],[796495],[798188],[798448],[800183],[800476],[800633],[802225],[804636],[814210],[820123],[822466],[824472],[832860],[833570],[837283],[842722],[844012],[845013],[846664],[848321],[849281],[849991],[855934],[864003],[876453],[876610],[876767],[878359],[880770],[886752],[888018],[888175],[897485],[904145],[905626],[907532],[908822],[909943],[912404],[914604],[914911],[916422],[928880],[935873],[938454],[940147],[946436],[949113],[949270],[951941],[953867],[959183],[960143],[960853],[963042],[964871],[966137],[966294],[980989],[981699],[990851],[992141],[994793],[994939],[996450],[1004941],[1006934],[1016013],[1021452],[1022742],[1023743],[1025394],[1027051],[1028011],[1028721],[1031900],[1055183],[1059500],[1061961],[1064953],[1068393],[1071027],[1071133],[1073750],[1075470],[1076401],[1081583],[1082196],[1082353],[1086577],[1088570],[1100995],[1103672],[1103829],[1106500],[1113742],[1114702],[1115412],[1117601],[1128832],[1140138],[1145454],[1146414],[1147124],[1149313],[1151795],[1152408],[1152565],[1177122],[1178412],[1181064],[1187570],[1191365],[1194196],[1195127],[1196663],[1202446],[1208626],[1213137],[1224308],[1227748],[1230382],[1230488],[1233105],[1235756],[1240938],[1241551],[1241708],[1267297],[1268228],[1273410],[1274023],[1274180],[1280397],[1305569],[1306529],[1307239],[1309428],[1311910],[1320674],[1322994],[1324073],[1325604],[1325953],[1331745],[1353737],[1356568],[1357499],[1359035],[1362695],[1364818],[1370998],[1395553],[1397676],[1403856],[1430986],[1436168],[1436781],[1436938],[1453845],[1454885],[1456010],[1464650],[1467260],[1482359],[1484192],[1487591],[1489122],[1489471],[1495263],[1504221],[1521980],[1528121],[1559071],[1561194],[1567374],[1584558],[1586743],[1595127],[1597292],[1608542],[1617643],[1618768],[1630018],[1645117],[1651240],[1659880],[1662490],[1677589],[1690493],[1699451],[1723827],[1726012],[1736561],[1746858],[1757407],[1778570],[1786954],[1789119],[1800369],[1821845],[1836944],[1861691],[1881682],[1910098],[1912283],[1922832],[1943678],[2040421],[2060412], 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] cell #3286 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [176204,1156398],[223519,1283950],[234324,1316513],[245047,1079351],[267203,887087],[277589,1412074],[279231,1413988],[285525,1429855],[291901,1446708],[293064,1190396],[304215,1205762],[307443,965206],[322019,1238706],[328726,1516661],[338714,1271178],[341677,1542518],[346392,1036644],[350264,1557360],[350747,1559892],[356778,1575592],[357954,1311319],[358420,1577506],[359763,1063976],[371988,1081265],[387535,1361569],[392277,1368134],[395505,1119765],[399377,1643406],[399860,1645938],[406498,1656786],[407198,1393842],[411240,1400992],[414468,1151477],[419873,1680189],[420889,917187],[420959,695487],[424028,1685679],[425059,1689216],[429044,1433936],[431623,1182287],[432007,1704890],[432915,1440967],[443124,1200005],[458516,1742107],[459216,1480648],[461931,1489053],[466196,1492013],[471283,1240620],[473426,1503095],[474921,1764494],[475937,997215],[476007,767040],[479076,1769984],[480107,1773521],[483162,1777152],[486332,1264037],[487427,1784010],[487782,1523307],[492514,1273092],[502281,1806490],[502503,1806985],[503701,803101],[507111,1812265],[508061,1557945],[512803,1564510],[515406,1310440],[516031,1311592],[517224,1571702],[522578,1324396],[527395,1844627],[537174,1084391],[537244,845609],[541071,1860273],[544241,1350083],[545336,1867131],[545691,1609869],[548816,1099707],[549038,1619091],[553534,1362377],[557431,1629949],[561696,1632909],[563146,1888126],[563368,1888621],[564566,879235],[567976,1893901],[568926,1643991],[570457,1647135],[572259,1900386],[572481,1900881],[575564,1392963],[576977,1395235],[577538,1652910],[592369,1928378],[593201,1929049],[593641,1929246],[595784,1684283],[598954,1426795],[600049,1687243],[605136,1435850],[607279,1698325],[608265,1441035],[609790,1183486],[609860,936469],[615680,1454730],[621148,1965692],[621370,1966187],[625992,1202769],[628003,957633],[630809,1975247],[631671,1467191],[631969,962497],[634068,1732456],[635870,1980414],[636092,1980909],[639175,1479769],[640588,1482041],[641149,1738231],[643707,1487914],[644021,1746703],[644461,1226504],[648524,1994184],[653585,1237586],[653807,1757730],[658303,1243746],[658373,993738],[659617,2007168],[660057,2007365],[662200,1768588],[665370,1513601],[666465,1771548],[668107,1774687],[669222,1518445],[669249,1520772],[669563,2018903],[670003,2019100],[673557,1523375],[683845,1276218],[683915,1024339],[687742,2039003],[690912,1031622],[692007,2045861],[692957,2046537],[695709,1810918],[698792,1556481],[700205,1558753],[704102,1821776],[708367,1824736],[711237,1057965],[715597,1835818],[717658,1065955],[722552,1843115],[722893,2081361],[723333,2081558],[727913,1331590],[730188,842817],[730616,1079804],[733381,2089936],[733603,2090431],[734311,1339577],[734533,1597615],[735433,1857281],[737083,1857808],[738198,1605007],[738225,1607334],[738539,2095037],[738979,2095234],[742533,1609937],[746850,1617488],[747758,1355864],[752318,2107651],[752540,2108146],[757162,1365141],[757476,1881527],[757916,1367014],[759173,1112192],[761979,2117206],[763139,1117056],[764361,1386032],[764510,2120395],[767262,1892554],[770345,1642527],[771758,1644799],[773042,1898408],[774320,1649960],[774841,1648174],[775228,2131493],[784632,1397999],[786643,1143904],[789449,2144676],[790311,1662421],[790609,1148768],[794510,2149843],[794732,2150338],[797815,1155970],[799228,1417114],[799298,1159163],[802320,1680817],[802347,1683144],[802661,1932974],[806655,1685747],[812225,1432816],[812447,1944001],[816943,1438976],[817013,1180009],[820840,1954859],[824010,1187292],[825105,1957819],[827625,2187466],[832278,1964739],[832665,2190508],[834460,1456333],[837923,1203448],[840141,1205301],[840252,959561],[842844,1737963],[843158,2198099],[843598,2198296],[844148,1725857],[844588,1470151],[845831,1978113],[846900,1978436],[848178,1735281],[848699,1733495],[849086,2203046],[857914,1225310],[862808,1992672],[863149,2214459],[863589,2214656],[864846,1232634],[868169,1495108],[869077,1497390],[870444,990946],[870872,1239159],[873637,2223034],[873859,2223529],[875689,2006838],[876080,1516233],[878454,1765122],[878481,1767449],[878795,2011093],[882789,1770052],[886948,1775259],[897342,1527966],[899617,1021547],[900045,1271631],[902810,2248576],[903032,2249071],[903740,1535953],[903962,1789442],[904862,2036011],[907627,1029183],[907654,1539525],[907968,2253677],[908408,2253874],[909665,1282543],[911962,1284061],[913333,1800300],[913631,1287407],[916279,1809315],[916800,1807529],[926591,1561517],[926905,2060257],[927345,1563390],[928602,1304019],[931408,2275846],[932568,1308883],[933790,1299470],[936691,2071284],[939774,1316085],[941187,1580632],[941257,1319278],[943983,2289320],[948043,2080533],[950400,1586588],[952036,1846245],[952063,1847493],[953992,1849837],[954908,2295784],[956822,1081126],[959040,1862576],[959948,2298826],[960988,1600479],[962057,2092651],[965067,1858380],[975754,2310694],[980407,2106698],[980794,2313736],[982161,1106595],[982589,1362022],[986052,1365820],[986863,1637862],[988270,1367673],[988381,1114120],[990973,1893633],[991287,2321327],[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] cell #3287 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [279524,1414704],[343648,1544516],[358713,1578222],[372220,1335077],[401351,1129963],[414700,1671963],[416914,1673887],[425352,1689932],[433978,1706888],[435713,1450966],[449135,1465687],[453369,1214268],[471515,1498595],[480400,1774237],[492746,1531453],[496616,1798796],[502914,1290078],[507727,1815554],[508380,1815854],[516263,1831318],[517840,1573885],[518477,1833242],[520381,1319983],[534881,1337001],[553766,1622054],[559545,1628445],[563779,1376640],[568592,1897190],[569245,1897490],[577209,1907512],[578154,1656199],[582988,1660917],[587222,1409498],[593965,1929798],[595295,1162684],[595367,917723],[599067,1937074],[600422,1938278],[605368,1693825],[608769,1443121],[609238,1953355],[610407,1702275],[622711,1460100],[640820,1987540],[641765,1741520],[644785,1747257],[649850,1750060],[656010,1500519],[658535,1760693],[660381,2007917],[661711,1248005],[661783,997751],[665483,2015193],[666838,2016397],[670327,2019652],[674061,1526581],[675392,2025858],[675850,1782515],[681552,1533377],[693493,2047062],[693763,2047215],[695267,1038096],[699265,2054102],[700437,1813881],[706216,1820272],[709565,1572997],[710450,1573016],[711803,1828673],[718374,1586065],[723657,2082110],[734944,1340236],[735016,1084927],[739303,2095786],[743037,1613143],[744368,2101992],[744826,1865636],[748294,1355963],[748564,1871977],[753881,1622858],[758240,1882081],[763305,1884884],[765046,2120920],[765316,2121073],[766820,1121217],[770818,2127960],[771990,1895517],[773797,1898933],[775764,2132018],[776034,2132171],[779536,1655311],[781351,1655330],[781916,1905973],[799460,2156969],[800543,2157629],[800997,2158028],[803425,1933528],[807159,1688953],[808490,1936331],[814650,1695749],[817175,1946964],[818424,1702279],[820351,1443235],[820423,1184022],[827338,1714857],[833201,2191033],[833471,2191186],[838639,1462847],[840819,1206308],[843922,2198848],[844912,1726411],[845389,1211413],[847655,1978961],[849622,2203571],[849892,2203724],[853394,1740632],[855209,1740651],[855774,1986001],[858630,1746180],[858912,1991554],[859366,1486470],[863913,2215208],[869613,1497489],[869883,2001543],[875200,1503754],[875272,1244282],[876677,2226605],[877131,2227004],[879559,2011647],[883293,1773258],[884624,2014450],[886522,2017772],[887703,1775967],[887803,1777892],[888085,2236972],[888539,2237371],[892489,1782519],[904373,1536612],[904445,1276754],[908732,2254426],[912466,1284628],[913797,2260632],[914991,2261303],[917993,2050707],[921495,1814666],[923310,1814685],[927669,2060811],[932734,2063614],[936249,1313044],[941419,2074247],[943692,1321819],[948798,2081058],[949180,2292048],[949634,2292447],[954621,1592999],[957007,1081881],[957538,1335535],[960484,2299351],[960754,2299504],[961524,1600578],[961794,1851986],[962821,2093205],[964641,2093906],[965822,1859088],[965922,1861013],[966204,2303388],[966658,2303787],[970608,1865640],[975467,1870527],[976413,1616553],[981330,2314261],[981600,2314414],[986768,1625605],[987050,2114576],[987504,1627366],[988948,1368680],[992051,2322076],[993518,1373785],[994855,1646616],[995019,2324914],[998021,2124565],[1001523,1896302],[1003338,1896321],[1004769,2130133],[1006068,1901128],[1006598,1899727],[1007014,2334476],[1017369,1658077],[1019549,1401538],[1022652,2345519],[1023642,1912682],[1024119,1406643],[1028352,2350242],[1028622,2350395],[1032124,1414173],[1033939,1677122],[1034011,1417650],[1037260,1930526],[1037360,1932451],[1037642,2160983],[1042046,1937078],[1048343,1692719],[1048613,2170972],[1053930,1698984],[1054002,1439512],[1058289,2181076],[1062023,1447386],[1063354,2183879],[1066054,2382893],[1070797,2190205],[1071213,2385228],[1073184,1716307],[1076775,1463475],[1079064,1465268],[1079163,1208290],[1081981,1983596],[1082263,2391266],[1082717,2391665],[1083342,1972617],[1083796,1729214],[1085197,2201373],[1086405,2201686],[1087704,1981156],[1088234,1979755],[1088650,2395341],[1098251,1485337],[1103357,2214156],[1103739,2404670],[1104193,2405069],[1105637,1492559],[1109180,1753114],[1110126,1755192],[1111566,1241236],[1112097,1499053],[1115043,2411973],[1115313,2412126],[1117380,2226303],[1117825,1773706],[1120381,2008645],[1120481,2010570],[1120763,2229959],[1125167,2015197],[1129833,2018024],[1140892,1784826],[1143278,1273708],[1143809,1531911],[1146755,2433204],[1147025,2433357],[1147795,1792405],[1148065,2030716],[1149092,2251845],[1152093,1281917],[1152193,1795956],[1152475,2437241],[1152929,2437640],[1154373,1543064],[1156879,1544615],[1158466,2040820],[1158943,1548169],[1161738,2049257],[1162268,2047856],[1173039,1817432],[1173321,2273216],[1173775,1819193],[1175219,1565056],[1178322,2455929],[1179789,1570161],[1181126,1560570],[1184292,2283205],[1187794,1577691],[1189609,1836477],[1189681,1581168],[1192448,2467650],[1196491,2291390],[1198910,1841997],[1200621,2083700],[1200721,2084635],[1202655,2086585],[1203547,2472576],[1205471,1336871],[1207760,2097791],[1208706,2474911],[1209812,1854644],[1210959,2301404],[1214138,2094158],[1225409,2484456],[1230152,2313433],[1230568,2486791],[1232008,1362993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] cell #3288 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3289 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3290 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [136344,1031668],[176022,1155826],[184920,1187338],[194290,957153],[213320,774285],[222114,1282063],[223501,1283915],[228782,1299516],[234142,1315941],[245029,1079316],[247931,848143],[260552,1111712],[266224,1386078],[275030,1143424],[277571,1412039],[281702,916244],[283657,1428976],[285343,1429283],[290496,1444821],[291883,1446673],[304136,959005],[317787,1232154],[322001,1238671],[324903,996272],[326858,1515782],[328544,1516089],[334482,1527175],[338696,1271143],[341598,1026873],[346174,1550735],[347201,802626],[348267,1558585],[350729,1559857],[354219,1303539],[356760,1575557],[359891,1064077],[366822,1073572],[374831,1352264],[380565,1613737],[383675,1358567],[387517,1361534],[392198,1113564],[393969,1372664],[395287,1636781],[396314,878760],[397380,1644631],[399842,1645903],[402638,1649697],[406480,1656751],[411161,1145276],[419479,1679782],[419855,1680154],[421060,695247],[422161,1687863],[424812,1427384],[429026,1433901],[431928,1182543],[433883,1183362],[435569,1190406],[437698,1195023],[442118,1718597],[451207,962022],[451641,1481873],[454656,1735018],[458498,1742072],[461537,976893],[461913,1489018],[466117,1232927],[469566,1500093],[473408,1503060],[474527,1764087],[474903,1764459],[476108,766800],[477209,1772168],[479860,1514190],[482768,1776745],[483144,1777117],[487348,1265399],[495357,1266218],[501091,1805564],[501818,1806173],[502041,1806554],[503711,595390],[504201,1554943],[508043,1557910],[512724,1305391],[514495,1569040],[515813,1311329],[516840,1057490],[517906,1311424],[522006,1323852],[527001,1844220],[527377,1844592],[530654,1603972],[531748,1076297],[536168,1854276],[536956,1336575],[537345,845369],[537735,1612053],[540677,1859866],[541053,1860238],[545257,1351445],[548108,1357395],[548353,1618547],[548576,1099672],[552528,1874267],[557037,1110606],[557413,1629914],[561617,1116581],[562683,1887809],[562906,1888190],[564576,661806],[565066,1640989],[568908,1643956],[571551,1390253],[571796,1900069],[572019,1900450],[575971,1393852],[585060,1148293],[585494,1395067],[588509,1921289],[592351,1928343],[593166,1928985],[595766,1684248],[599970,1428157],[603419,1695323],[607261,1698290],[608380,1441101],[609961,936229],[611062,1442031],[613713,1709420],[615645,943772],[618356,1717140],[620685,1965375],[620908,1965756],[624850,1732520],[625420,1202225],[628049,957518],[630415,1974840],[630791,1975212],[631277,1210292],[631653,1467156],[631979,735039],[632469,1731855],[635162,1477059],[635407,1980097],[635630,1980478],[639582,1480658],[643135,1487370],[643986,1226293],[648130,1993777],[648506,1994149],[652877,1235652],[653122,1757186],[653345,1237551],[657297,2003833],[658474,993498],[659582,2007104],[662182,1768553],[666386,1514963],[668677,1520228],[669528,2018839],[673672,1523441],[677325,1517410],[678419,1268124],[682839,2033006],[683627,1532951],[684016,1024099],[684406,1525491],[687348,2038596],[687724,2038968],[691928,1286932],[694779,1553771],[695024,1810374],[699199,1557370],[703708,1302433],[704084,1821741],[708288,1308408],[709577,1571816],[711247,820446],[711737,1832816],[715579,1835783],[717989,2077852],[720397,1843179],[722858,2081297],[724636,1325500],[726635,1857547],[727878,1076855],[730044,1078844],[730589,840297],[730626,840842],[732673,1609544],[732918,2089619],[733141,2090000],[733848,1597071],[734071,1339542],[735415,1857246],[737653,1606790],[738504,2094973],[742648,1610003],[746815,1098331],[749526,1872810],[751855,2107334],[752078,2107715],[756590,1364597],[757441,1366803],[759219,1112077],[761585,2116799],[761961,2117171],[763149,875295],[763639,1887525],[766332,1639817],[766577,1892010],[770752,1643416],[776996,1648240],[779548,1653024],[783490,1647199],[784060,1397455],[786689,1143789],[789055,2144269],[789431,2144641],[789917,1405522],[790293,1662386],[790619,904468],[791109,1918126],[793802,1409020],[794047,2149526],[794270,2149907],[798222,1156408],[799010,1673461],[799399,1158923],[801775,1682600],[806770,1685813],[811517,1430882],[811762,1943457],[811985,1432781],[815937,2173262],[817114,1179769],[820822,1954824],[825026,1449690],[827590,2187368],[829400,1964478],[833888,1455789],[835527,1721567],[837343,1724095],[838254,2194590],[840106,956683],[840662,956962],[842272,1737419],[843123,2198035],[844113,1469940],[845146,1977569],[850854,1733561],[853406,1738345],[858245,2210950],[860653,1992736],[863114,2214395],[864892,1232519],[868134,1236210],[870300,1238199],[870845,988426],[870882,988971],[872929,1769659],[873174,2222717],[873397,2223098],[875671,2006803],[876487,1516671],[877909,1766905],[882904,1770118],[889826,1775704],[894065,1521876],[896064,1774426],[897307,1268682],[899473,1270671],[900018,1019027],[900055,1019572],[902102,1522982],[902347,2248259],[902570,2248640],[903277,1788898],[903500,1535918],[904844,2035976],[907082,1538981],[907933,2253613],[909711,1282428],[912077,1284106],[912939,1547048],[913315,1800265],[913641,1034034],[914131,1802543],[918955,1807595],[921507,1812379],[926019,1560973],[926870,1563179],[928648,1303904],[931014,227543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] cell #3291 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3292 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [81563],[108316],[131141],[142132],[155532],[169611],[179717],[183293],[198911],[211667],[213466],[215814],[224025],[227731],[248077],[250425],[262128],[265173],[267458],[279651],[281848],[284196],[292407],[304282],[307698],[323678],[325049],[327397],[329779],[341744],[344092],[346647],[347347],[355795],[358840],[366968],[372243],[375862],[389030],[392344],[394216],[395760],[396460],[411307],[414723],[420109],[421144],[430703],[432074],[434422],[440458],[443379],[448907],[451353],[466263],[467868],[471538],[475157],[476192],[487494],[492769],[496388],[503639],[509556],[512870],[514742],[516286],[516986],[525565],[528493],[534508],[537429],[545403],[550868],[553789],[554848],[559317],[561763],[564504],[574311],[577232],[582760],[585206],[600116],[601721],[605391],[609010],[610045],[616286],[618697],[628979],[631907],[637922],[640843],[646694],[649622],[655637],[658558],[666532],[672236],[675164],[681179],[684100],[692074],[697539],[700460],[701519],[705988],[708434],[711175],[717833],[728519],[730930],[741212],[744140],[747456],[749867],[760149],[763077],[769092],[772013],[774926],[777337],[787619],[790547],[796562],[799483],[805334],[808262],[814277],[817198],[825172],[838098],[846731],[848784],[851195],[858089],[868775],[871186],[881468],[884396],[887262],[897948],[900359],[910641],[913569],[916885],[919296],[929578],[932506],[938521],[941442],[951006],[959646],[963740],[965381],[986227],[996913],[999324],[1016828],[1025461],[1027514],[1029925],[1036819],[1047505],[1049916],[1060198],[1063126],[1072643],[1074213],[1081440],[1085460],[1114205],[1119940],[1137277],[1145917],[1150011],[1151652],[1172498],[1183184],[1185595],[1200180],[1202870],[1221582],[1233568],[1240795],[1264470],[1266040],[1273267],[1277287],[1306032],[1311767],[1324497],[1350516],[1352086],[1362552],[1395410],[1398100],[1428798],[1436025],[1482216],[1488015],[1515604],[1520873],[1558928],[1607435],[1644974],[1683245],[1767550],[1847594] ] cell #3293 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3294 : |C| = 210 W-rep = phi[210,10] special rep = phi[210,10] , dim = 210 orbit = A4+A2 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [142111],[169590],[198890],[213445],[227710],[248056],[265152],[267207],[279630],[281827],[304261],[307447],[323657],[325028],[341723],[346396],[347326],[358819],[366947],[371992],[389009],[392323],[395509],[396439],[411286],[414472],[420893],[430682],[432053],[440437],[443128],[451332],[466242],[467177],[471287],[475941],[487473],[492518],[509535],[512849],[516035],[516965],[522582],[524874],[534487],[537178],[545382],[550847],[553538],[554814],[561742],[574290],[576981],[585185],[600095],[601030],[605140],[609794],[615830],[618663],[625996],[628288],[637901],[640592],[643711],[646003],[655616],[658307],[666511],[669253],[671545],[681158],[683849],[692053],[697518],[700209],[701485],[708413],[717799],[728063],[730896],[738229],[740521],[747000],[749833],[757166],[759458],[769071],[771762],[774470],[777303],[784636],[786928],[796541],[799232],[802351],[804643],[814256],[816947],[825151],[834464],[838064],[842848],[846710],[848328],[851161],[858055],[868319],[871152],[878485],[880777],[887228],[897492],[900325],[907658],[909950],[916429],[919262],[926595],[928887],[938500],[941191],[950550],[952067],[959190],[963049],[965347],[986193],[990977],[996457],[999290],[1013194],[1016794],[1021578],[1025440],[1027058],[1029891],[1036785],[1047049],[1049882],[1057215],[1059507],[1072609],[1073757],[1076408],[1081406],[1085426],[1094830],[1106626],[1113749],[1119906],[1136821],[1138338],[1145461],[1149320],[1151618],[1172464],[1177248],[1182728],[1185561],[1195134],[1200146],[1202836],[1221126],[1222643],[1233112],[1240761],[1264436],[1265584],[1268235],[1273233],[1277253],[1298453],[1305576],[1311733],[1324463],[1331474],[1350482],[1351630],[1357506],[1362518],[1385015],[1390364],[1395376],[1398066],[1428342],[1435991],[1454614],[1477170],[1482182],[1487981],[1515148],[1520839],[1527850],[1553882],[1558894],[1607401],[1617372],[1639928],[1644940],[1649844],[1683211],[1721678],[1735165],[1767516],[1809199],[1847560],[1890835],[1968291],[2077558] ] cell #3295 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [136372,1031438],[143844,1582224],[175991,1155811],[183971,1706591],[184948,1187108],[185436,1711304],[216895,1795201],[221601,1282048],[223453,1283926],[228810,1299286],[232670,1828593],[232778,1831970],[234111,1315926],[251506,1603374],[266252,1385848],[269902,1143409],[270542,1904853],[271126,1917280],[276967,1412050],[285277,1424555],[285312,1429268],[289817,1950100],[289983,1444806],[290214,1953987],[291835,1446684],[310142,957138],[310782,1984881],[311366,1731009],[328478,1511361],[328513,1516074],[329369,2027012],[332791,1271154],[333250,2022692],[333416,1527160],[334200,2035139],[340790,1026884],[346104,1550720],[349091,1303524],[349731,2052982],[350315,1554097],[350681,1559868],[355952,2066690],[356156,1575568],[375452,1848282],[378874,1079327],[379333,2098826],[379499,1613722],[380283,1856409],[395217,1636766],[398204,1111697],[398844,2126840],[399428,1640143],[399794,1645914],[400727,2139035],[401666,2132747],[402568,1649682],[404356,1145287],[405040,2134955],[405244,1656762],[417807,1674566],[419699,1679524],[419762,1680165],[423121,1433912],[423580,2162948],[423746,1427369],[424530,1683411],[431120,1182554],[441146,1963318],[442048,1718582],[452745,1969606],[453684,2204300],[454586,1735003],[456374,959016],[457058,2206508],[457262,1742083],[466822,1232139],[474069,2017076],[474747,1763829],[474810,1764470],[478169,1238682],[478628,2231924],[478794,1514175],[479578,1767716],[480555,2243566],[482049,2238026],[482988,1776487],[483051,1777128],[483658,774296],[485829,1265410],[499859,1801121],[500025,1805549],[501803,1806220],[502290,1806324],[503229,2263917],[504131,1554928],[505919,1305402],[506603,2266125],[506807,1557921],[519370,1833921],[526282,2079386],[527221,1843962],[527284,1844603],[535196,1335153],[536098,1854261],[538464,2084926],[539958,2304442],[540897,1859608],[540960,1860249],[541567,848154],[543738,1351456],[549108,1358552],[551556,2105277],[552458,1874252],[554423,1361545],[562156,2129575],[562322,1372649],[562668,1887856],[563155,1887960],[564094,2327528],[564996,1640974],[566784,1113575],[567468,2329736],[567672,1643967],[570774,2335086],[571321,1390264],[571781,1900116],[572268,1900220],[587537,1672039],[588439,1921274],[590911,1923933],[591115,1928354],[593177,1929017],[594671,2359155],[595610,917355],[595673,1684259],[596280,916255],[598451,1428168],[607922,1938957],[612481,1955680],[612647,1709405],[619663,2188415],[620670,1965422],[621157,1965526],[623026,2387686],[629696,1465751],[630635,1974582],[630698,1975223],[632399,1731840],[634385,2395951],[634932,1477070],[635392,1980144],[635879,1980248],[644322,976878],[644809,1489029],[647411,2212484],[648350,1993519],[648413,1994160],[650403,1232938],[651948,2229750],[653877,1500078],[656325,1498671],[657227,2003818],[658988,2235154],[659192,1503071],[659593,2007136],[661087,2417064],[662026,997383],[662089,1768564],[662696,996283],[664867,1514974],[668662,1520301],[669539,2018871],[681867,1531529],[682769,2032991],[686629,1798860],[687568,2038338],[687631,2038979],[690409,1286943],[694002,2445496],[694549,1553782],[695009,1810447],[695496,803184],[697173,802637],[708827,2055717],[708993,1569025],[710765,1831394],[711667,1832801],[714139,2072062],[714343,1835794],[717883,1066852],[717974,2077938],[721677,2295042],[722869,2081329],[725353,2471773],[726100,1073583],[731896,1335875],[732443,1609555],[732903,2089666],[733390,2089770],[734603,1336560],[735259,1084559],[735322,1857257],[737638,1606863],[738515,2095005],[746490,1357406],[747722,1618620],[748027,1099683],[750833,2311643],[751840,2107381],[752327,2107485],[754196,1622130],[756209,2327734],[757777,1110591],[758264,1629925],[760866,1628509],[761805,2116541],[761868,2117182],[763569,1887510],[763858,1116592],[765555,2497514],[766102,1639828],[766562,1892083],[767049,879318],[768726,878771],[781666,1907588],[788336,1660981],[789275,2144011],[789338,2144652],[791039,1918111],[793025,1672761],[793572,1409031],[794032,2149573],[794519,2149677],[801760,1682673],[810588,2160774],[812517,1695308],[814965,1693901],[815867,2173247],[817628,2166178],[817832,1698301],[819727,1953419],[820666,1183654],[820729,1954835],[823507,1449701],[827601,2187434],[829212,1195034],[831388,2387892],[834750,2546602],[835297,1721578],[838148,1204345],[838239,2194676],[841942,1206150],[842257,1737492],[843134,2198067],[844449,1210277],[844936,1467167],[845131,1977642],[845618,962580],[846365,962033],[855524,1987616],[856823,1487443],[858139,974292],[858230,2211036],[858797,976787],[861933,1492401],[863125,2214427],[865609,1750124],[866843,2416694],[867809,1235663],[869041,1757259],[869346,1237562],[872152,1499393],[872699,1769670],[873159,2222764],[873646,2222868],[875515,1243914],[875578,2006814],[877894,1766978],[891106,2020518],[894782,2025922],[901325,1532251],[901872,1522993],[902332,2248306],[902819,2248410],[904032,1532936],[904688,1276386],[904751,2035987],[907067,1539054],[907944,2253645],[914061,1802528],[923625,1813957],[925638,2264123],[927206,1302418],[927693,1821752],[930295,1820336],[9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] cell #3296 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [176205,1156399],[223522,1283951],[234325,1316514],[245050,1079352],[267204,887088],[277592,1412075],[279232,1413989],[285526,1429856],[291904,1446709],[293065,1190397],[304216,1205763],[307444,965207],[322022,1238707],[328727,1516662],[338717,1271179],[341678,1542519],[346393,1036645],[350265,1557361],[350750,1559893],[356781,1575593],[357955,1311320],[358421,1577507],[359765,1063971],[371989,1081266],[387538,1361570],[392278,1368135],[395506,1119766],[399378,1643407],[399863,1645939],[406501,1656787],[407199,1393843],[411241,1400993],[414469,1151478],[419876,1680190],[420890,917188],[420954,695489],[424030,1685680],[425060,1689217],[429047,1433937],[431625,1182282],[432008,1704891],[432917,1440968],[443125,1200006],[458519,1742108],[459217,1480649],[461934,1489054],[466197,1492014],[471284,1240621],[473429,1503096],[474924,1764495],[475938,997216],[476002,767042],[479078,1769985],[480108,1773522],[483165,1777153],[486334,1264032],[487428,1784011],[487784,1523308],[492515,1273093],[502283,1806491],[502504,1806986],[503702,803102],[507112,1812264],[508064,1557946],[512804,1564511],[515408,1310370],[516032,1311593],[517225,1571701],[522579,1324397],[527398,1844628],[537175,1084392],[537239,845611],[541074,1860274],[544243,1350078],[545337,1867132],[545693,1609870],[548818,1099708],[549039,1619092],[553535,1362378],[557434,1629950],[561697,1632910],[563148,1888127],[563369,1888622],[564567,879236],[567977,1893900],[568929,1643992],[570459,1647136],[572261,1900387],[572482,1900882],[575566,1392893],[576978,1395236],[577539,1652909],[592372,1928379],[593202,1929050],[593642,1929245],[595787,1684284],[598956,1426790],[600050,1687244],[605137,1435851],[607282,1698326],[608266,1440970],[609791,1183487],[609855,936471],[615681,1454731],[621150,1965693],[621371,1966188],[625993,1202770],[627998,957635],[630812,1975248],[631674,1467192],[631970,962498],[634070,1732457],[635872,1980415],[636093,1980910],[639177,1479699],[640589,1482042],[641150,1738230],[643708,1487915],[644022,1746704],[644462,1226505],[648527,1994185],[653587,1237587],[653808,1757731],[658304,1243747],[658368,993740],[659618,2007169],[660058,2007364],[662203,1768589],[665372,1513596],[666466,1771549],[668108,1774686],[669224,1518307],[669250,1520773],[669564,2018904],[670004,2019099],[673558,1523310],[683846,1276219],[683910,1024341],[687745,2039004],[690914,1031617],[692008,2045862],[692958,2046535],[695710,1810919],[698794,1556411],[700206,1558754],[704105,1821777],[708368,1824737],[711238,1057966],[715600,1835819],[717659,1065956],[722554,1843116],[722894,2081362],[723334,2081557],[727914,1331591],[730184,842819],[730617,1079805],[733383,2089937],[733604,2090432],[734313,1339578],[734534,1597616],[735436,1857282],[737084,1857807],[738200,1604869],[738226,1607335],[738540,2095038],[738980,2095233],[742534,1609872],[746851,1617489],[747759,1355865],[752320,2107652],[752541,2108147],[757163,1365142],[757477,1881528],[757917,1367015],[759168,1112194],[761982,2117207],[763140,1117057],[764363,1386027],[764511,2120393],[767263,1892555],[770347,1642457],[771759,1644800],[773043,1898406],[774321,1649961],[774842,1648044],[775229,2131491],[784633,1398000],[786638,1143906],[789452,2144677],[790314,1662422],[790610,1148769],[794512,2149844],[794733,2150339],[797817,1155966],[799229,1417115],[799293,1159165],[802322,1680679],[802348,1683145],[802662,1932975],[806656,1685682],[812227,1432817],[812448,1944002],[816944,1438977],[817008,1180011],[820843,1954860],[824012,1187287],[825106,1957820],[827626,2187467],[832279,1964738],[832666,2190506],[834461,1456334],[837924,1203449],[840142,1205302],[840253,959562],[842845,1737964],[843159,2198100],[843599,2198295],[844149,1725858],[844589,1470152],[845832,1978114],[846901,1978434],[848179,1735282],[848700,1733365],[849087,2203044],[857915,1225311],[862810,1992673],[863150,2214460],[863590,2214655],[864841,1232636],[868170,1495109],[869078,1497391],[870440,990948],[870873,1239160],[873639,2223035],[873860,2223530],[875692,2006839],[876082,1516229],[878456,1764984],[878482,1767450],[878796,2011094],[882790,1769987],[886949,1775257],[897343,1527967],[899613,1021549],[900046,1271632],[902812,2248577],[903033,2249072],[903742,1535954],[903963,1789443],[904865,2036012],[907629,1029179],[907655,1539526],[907969,2253678],[908409,2253873],[909660,1282545],[911963,1284062],[913336,1800301],[913632,1287408],[916280,1809316],[916801,1807399],[926592,1561518],[926906,2060258],[927346,1563391],[928597,1304021],[931411,2275847],[932569,1308884],[933792,1299465],[936692,2071285],[939776,1316081],[941188,1580633],[941252,1319280],[943984,2289318],[948044,2080531],[950401,1586589],[952038,1846107],[952064,1847494],[953993,1849838],[954909,2295785],[956823,1081127],[959041,1862577],[959949,2298824],[960989,1600480],[962058,2092652],[965068,1858378],[975755,2310695],[980408,2106697],[980795,2313734],[982157,1106597],[982590,1362023],[986053,1365821],[986865,1637858],[988271,1367674],[988382,1114121],[990974,1893634],[991288,2321328],[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] cell #3297 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [267201,887162],[282368,917517],[307441,965281],[325569,997545],[346390,1036719],[347236,1037892],[370749,1081515],[371986,1081340],[374095,1084721],[395503,1119840],[396349,1121013],[414466,1151552],[417251,911572],[420887,1162908],[432594,1183816],[443122,1200080],[447514,1207947],[447886,1206240],[451242,1211209],[470044,1240870],[471281,1240695],[473390,1244076],[475935,1248229],[491275,1273342],[492512,1273167],[494621,1276548],[499229,1030916],[516029,1311667],[516875,1312840],[518814,1061129],[522576,1322309],[533388,1335381],[533609,1335473],[537172,1340460],[553006,1362627],[553532,1362452],[557924,1370319],[558296,1368612],[561652,1373581],[576975,1395310],[581367,1403177],[581739,1401470],[585095,1406439],[588987,1151727],[590224,1155644],[592333,1417444],[600759,1170858],[603897,1436100],[605134,1435925],[607243,1439306],[609788,1443459],[611851,1186586],[615755,1452678],[625990,1463965],[627297,1465328],[627737,1465958],[640586,1482116],[643705,1485827],[644733,1486937],[649017,1493078],[649389,1492491],[654517,1498899],[654738,1498991],[657775,1504153],[658301,1503978],[667175,1256179],[669247,1518685],[680059,1531757],[680280,1531849],[683843,1536836],[688235,1279718],[688607,1542996],[691963,1547965],[697592,1298600],[699677,1559003],[700203,1558828],[700923,1298764],[704595,1566695],[704967,1564988],[708323,1569957],[712215,1311842],[713452,1315759],[715561,1580962],[717733,1583614],[727988,1593960],[729862,1595825],[738223,1605247],[746925,1615436],[748088,1616794],[748511,1617043],[753250,1622358],[753471,1622450],[757160,1626723],[758188,1627833],[758467,1628086],[758907,1628716],[762472,1633974],[769145,1385162],[771230,1645049],[771756,1644874],[772476,1385326],[774395,1647908],[782328,1395485],[784630,1659195],[785937,1660558],[786377,1661188],[795442,1672267],[795663,1672359],[797427,1415870],[799226,1677346],[801427,1419963],[802345,1681057],[803373,1682167],[804584,1427985],[807657,1688308],[808029,1687721],[809040,1429101],[813157,1694129],[813378,1694221],[816415,1699383],[816941,1699208],[821333,1442476],[821705,1705368],[825061,1710337],[825692,941905],[825815,942031],[834458,1719455],[837998,1722883],[842842,1727492],[844860,1729681],[846784,1222790],[848253,1733229],[856186,1482291],[857989,1743729],[859128,1744701],[859162,1744976],[864140,1749701],[864580,1750331],[868244,1754075],[869407,1755433],[869830,1755682],[870118,1755940],[877561,1506769],[878479,1765362],[879507,1766472],[880718,1514791],[883791,1772613],[884163,1772026],[885174,1515907],[888969,1519795],[895526,1525936],[895898,1784488],[897417,1785787],[899291,1787652],[907652,1797074],[908959,1798437],[909399,1799067],[911351,1545803],[915332,1550304],[915916,1550553],[916354,1807263],[917940,1808870],[919175,1558528],[922679,1814185],[922900,1814277],[926589,1818550],[927617,1819660],[927896,1819913],[928336,1820543],[931901,1825801],[935865,1056291],[937401,1831622],[937622,1831714],[938574,1057362],[939386,1579388],[940659,1836876],[941185,1836701],[950064,1589333],[950475,1844878],[952061,1846485],[959115,1852487],[961318,1854885],[961741,1855134],[962769,1856244],[962990,1351273],[967088,1606357],[973645,1612498],[974017,1867609],[974839,1868199],[976637,1869586],[981835,1874343],[986127,1878553],[987266,1879525],[987300,1879800],[990971,1883162],[995360,1636350],[995944,1636599],[996382,1888899],[997968,1890506],[999203,1644574],[1002707,1895821],[1002928,1895913],[1007355,1649266],[1007939,1649515],[1013188,1905726],[1014361,1136335],[1014967,1907816],[1015188,1907908],[1016728,1909154],[1021572,1913763],[1023590,1915952],[1025514,1138485],[1026983,1919500],[1028857,1921365],[1031356,1675148],[1034916,1677521],[1035483,1679450],[1035641,1679725],[1037858,1930972],[1042870,1935972],[1043310,1936602],[1045455,1701015],[1046974,1940346],[1048137,1941704],[1048560,1941953],[1048848,1942211],[1056793,1181631],[1057209,1951633],[1058237,1952743],[1058516,1952996],[1058956,1953626],[1059448,1182371],[1060908,1708175],[1062521,1958884],[1067399,1962456],[1071554,1718166],[1072138,1718415],[1072543,1966423],[1073682,1967395],[1076275,1473592],[1083147,1728602],[1083558,1975498],[1083592,1975773],[1085144,1977105],[1085339,1481816],[1088991,1734587],[1089575,1734836],[1094824,1985754],[1095997,1220640],[1096603,1987844],[1096824,1987936],[1097634,1988510],[1104623,1749448],[1106620,1996042],[1110350,1999152],[1113674,2002044],[1117328,2005801],[1118604,1763755],[1118762,1764030],[1120979,2009091],[1125991,2014091],[1126431,2014721],[1128576,1505785],[1131066,1776413],[1131224,1776688],[1133109,2024364],[1136746,2023608],[1137916,1263381],[1138332,2025215],[1138649,2025499],[1139089,2026129],[1145386,2031217],[1147589,2033615],[1148012,2033864],[1149040,2034974],[1149261,1265227],[1153359,1798184],[1158414,2044090],[1159916,1804325],[1160493,1806291],[1161110,2046929],[1168106,2053073],[1170031,1296450],[1170637,1826901],[1172398,2057283],[1173537,2058255],[1173571,2058530],[1177242,2061892],[1182653,2067629],[1182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] cell #3298 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [144719],[150594],[157661],[191935],[193238],[200854],[201604],[206253],[206729],[219087],[243684],[246008],[253426],[256382],[258197],[258947],[259500],[272675],[273978],[278550],[286993],[287469],[298663],[303760],[305331],[315640],[317211],[320024],[320656],[322980],[337351],[339675],[342793],[343814],[350049],[351864],[352614],[353167],[357739],[361594],[371662],[373321],[385066],[386725],[391822],[393393],[399162],[405688],[406983],[410785],[412356],[415801],[417104],[417201],[418125],[422665],[424236],[427049],[427681],[430005],[433123],[434144],[437223],[445979],[448070],[457706],[459001],[460889],[462980],[470957],[477713],[479284],[482120],[482366],[487990],[492188],[493847],[498944],[500515],[505592],[507251],[508546],[512348],[513919],[517364],[518667],[518764],[519688],[531273],[538239],[540029],[540275],[545899],[547633],[558480],[566457],[568116],[569411],[571032],[571076],[571631],[577678],[579832],[581923],[589900],[591291],[591559],[592854],[594742],[594988],[596833],[600612],[600709],[604810],[611566],[613137],[629767],[630013],[633072],[634643],[634687],[635242],[641289],[659368],[661158],[661404],[663249],[667028],[667125],[668312],[668461],[668690],[677944],[684910],[686700],[686946],[688791],[690793],[692570],[694260],[694304],[694859],[695813],[705151],[713128],[714519],[725424],[725670],[732154],[732198],[732753],[735620],[737288],[737437],[737666],[760937],[761183],[764242],[765813],[765857],[766412],[767366],[773148],[774061],[788407],[788653],[791712],[793283],[793327],[793882],[797611],[801559],[801788],[802895],[818008],[821889],[823891],[825765],[832483],[835008],[835052],[835607],[837539],[842056],[842285],[842540],[845935],[847006],[847919],[865680],[865926],[872410],[872454],[873009],[875876],[877693],[877922],[879029],[885874],[901583],[901627],[902182],[905049],[906866],[907095],[907350],[916020],[917383],[930366],[930612],[933671],[936795],[939570],[944468],[946692],[948149],[951275],[951504],[953710],[958781],[962291],[963993],[980612],[983137],[983181],[983736],[985668],[990185],[990414],[990669],[996048],[997411],[1016269],[1020786],[1021015],[1021270],[1024665],[1026649],[1051140],[1051184],[1051739],[1054606],[1056907],[1057759],[1065097],[1066438],[1068236],[1069858],[1070149],[1073348],[1075853],[1077551],[1084587],[1099027],[1101251],[1102708],[1105834],[1106063],[1106318],[1108269],[1113340],[1138030],[1139981],[1145052],[1148562],[1171939],[1176456],[1176685],[1176940],[1183682],[1191504],[1192018],[1194579],[1195759],[1203931],[1207351],[1222335],[1224452],[1225793],[1227591],[1229213],[1229504],[1232703],[1235208],[1244197],[1261685],[1267680],[1269378],[1276414],[1298145],[1300096],[1305167],[1320576],[1323138],[1325056],[1332398],[1336139],[1347731],[1353876],[1354390],[1356951],[1358131],[1369723],[1384707],[1390989],[1399161],[1402581],[1417565],[1430438],[1439427],[1453984],[1464794],[1466712],[1477795],[1484094],[1488574],[1499657],[1521432],[1528774],[1532515],[1544107],[1566099],[1581083],[1584460],[1595266],[1607994],[1629470],[1660024],[1661942],[1673025],[1694887],[1723729],[1787093],[1799821],[1821297],[1910000], 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] cell #3299 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [213212,774360],[226154,1037933],[247823,848218],[263596,1121054],[281594,916319],[282344,1162974],[304028,959080],[305876,1211250],[324795,996347],[325545,1248295],[341490,1026948],[347093,1037823],[357263,1312881],[366714,1073647],[370732,1081480],[371062,1335514],[374071,1340526],[392090,1113639],[393938,1373622],[396206,1120944],[411053,1145351],[412901,1406480],[431820,1182618],[432570,1443525],[437640,1192880],[447491,1465873],[447520,959262],[447862,1466119],[451099,1211140],[466009,1233002],[470027,1240835],[470357,1499032],[473366,1504044],[487240,1265474],[491258,1273307],[491588,1531890],[494597,1536902],[499212,1030881],[499445,797403],[501060,1548006],[512616,1305466],[514464,1569998],[516732,1312771],[522072,1321598],[531690,1333260],[532917,1595896],[533147,1596306],[545149,1351520],[548050,1355252],[552989,1362592],[553319,1622491],[557901,1628631],[557930,1113821],[558272,1628877],[561509,1373512],[571493,1388110],[581344,1661103],[581373,1145533],[581715,1661349],[584952,1406370],[588970,1151692],[589300,1672400],[590230,910880],[592309,1677412],[599862,1428232],[603880,1436065],[604210,1694262],[607219,1699274],[611834,1186551],[612067,939362],[613682,1710378],[615720,1452552],[625486,1463254],[627262,1724719],[635104,1474916],[643201,1485116],[644716,1486902],[648994,1750246],[649023,1233184],[649365,1750492],[652819,1496778],[654046,1756011],[654276,1756421],[657758,1504118],[666278,1515038],[668743,1517974],[678361,1529636],[679588,1787723],[679818,1788133],[688212,1798982],[688241,1027130],[688583,1799228],[690193,1546393],[691820,1547896],[694721,1551628],[699660,1558968],[699990,1814318],[700906,1298729],[701139,1045431],[704572,1820458],[704601,1305648],[704943,1820704],[708180,1569888],[712198,1311807],[712528,1831755],[713458,1060437],[715537,1836767],[716082,1063910],[724578,1590377],[727953,1593834],[732615,1598761],[737719,1604536],[746890,1615310],[748007,1616332],[748517,1356400],[752779,1874414],[753009,1874824],[756656,1626012],[758171,1627798],[758432,1880389],[762478,1373694],[766274,1637674],[771213,1645014],[771543,1895954],[772459,1385291],[772692,1128552],[782311,1395450],[782641,1907949],[784126,1658484],[785902,1910990],[793744,1670146],[794971,1921436],[795201,1921846],[797032,1675063],[801410,1419928],[801841,1680346],[803356,1682132],[803494,1170007],[807634,1936517],[807663,1428414],[808005,1936763],[809046,1170166],[811459,1692008],[812686,1942282],[812916,1942692],[816398,1699348],[820044,1182221],[821310,1953541],[821339,1182800],[821681,1953787],[823291,1708765],[824918,1710268],[825668,942121],[833954,1718744],[835469,1720530],[842338,1726781],[844843,1729646],[856169,1482256],[856499,1987977],[857328,1989294],[859093,1744575],[859203,1486656],[864105,1994309],[868209,1753949],[869326,1754971],[869836,1497926],[872871,1758876],[877544,1506734],[877975,1764651],[879490,1766437],[879628,1255328],[883768,2014636],[883797,1515220],[884139,2014882],[885180,1255487],[888952,1519760],[894007,1782204],[895099,1263971],[895503,2026044],[895532,1265656],[895874,2026290],[897382,1785661],[902044,1790588],[907148,1796363],[908924,2039128],[911110,1801840],[915107,1549842],[915922,1289711],[917154,1297661],[917436,1808159],[917946,1552776],[922208,2053144],[922438,2053554],[924600,1827491],[926085,1817839],[927600,1819625],[927861,2059119],[931907,1570070],[935242,1310504],[935703,1829501],[935841,1058358],[936930,2069565],[937160,2069975],[938991,1834418],[940642,1836841],[945370,1839737],[950047,1589298],[950440,1844752],[951557,1845774],[961237,1854423],[961747,1601015],[962752,1856209],[962890,1095973],[967071,1606322],[972126,1865325],[973218,1350017],[973622,2102178],[973651,1351702],[973993,2102424],[974804,2103631],[976703,1616742],[983598,1876200],[987231,1879399],[987341,1627552],[990467,1882451],[995135,1635888],[995950,1376273],[997182,1384223],[997464,1889795],[997974,1638822],[1002236,2127002],[1002466,2127412],[1004628,1635664],[1006925,2133865],[1007130,1648804],[1007945,1389258],[1012684,1905015],[1013738,1393027],[1014199,1906801],[1014337,1149161],[1014496,2137720],[1014726,2138130],[1021068,1913052],[1023573,1915917],[1034899,1677486],[1035431,1679324],[1035556,1419682],[1036058,2158723],[1037524,1427933],[1042835,2163738],[1044656,1426729],[1045060,1948944],[1046939,1940220],[1048056,1941242],[1048566,1693156],[1051601,1945147],[1056423,1183453],[1056652,1441111],[1056705,1950922],[1058220,1952708],[1058481,2179384],[1060667,1956399],[1062527,1710450],[1066491,1961798],[1067364,1961672],[1071329,1717704],[1072144,1458627],[1078453,1970357],[1083130,1728567],[1083523,1975372],[1083633,1729400],[1084358,1221851],[1084640,1976394],[1085150,1730794],[1088561,2205418],[1088766,1734125],[1089581,1476064],[1094320,1985043],[1095374,1479833],[1095835,1986829],[1096132,2209273],[1096362,2209683],[1104606,1749413],[1106116,1995331],[1110416,1755381],[1117311,2005766],[1118552,1763629],[1118677,1506488],[1119179,2227699],[1120645,1514739],[1125956,2232714],[1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] cell #3300 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [136345,1031613],[176025,1155820],[184921,1187283],[194293,957147],[213215,774286],[222117,1282057],[223498,1283916],[228783,1299461],[234145,1315935],[245026,1079317],[247826,848144],[260555,1111706],[266225,1386023],[275033,1143418],[277568,1412040],[281597,916245],[283658,1426786],[285346,1429277],[290499,1444815],[291880,1446674],[304031,959006],[317790,1232148],[321998,1238672],[324798,996273],[326859,1513592],[328547,1516083],[334485,1527169],[338693,1271144],[341493,1026874],[346177,1550729],[347096,802627],[348269,1556342],[350726,1559858],[354222,1303533],[356757,1575558],[359892,1063967],[366717,1073573],[374832,1350074],[380568,1613731],[383678,1358561],[387514,1361535],[392093,1113565],[393972,1372658],[395290,1636775],[396209,878761],[397382,1642388],[399839,1645904],[402641,1649691],[406477,1656752],[411056,1145277],[419481,1679649],[419852,1680155],[420950,695248],[422162,1685623],[424815,1427378],[429023,1433902],[431823,1182544],[433884,1182278],[435572,1190400],[437643,1195024],[442121,1718591],[451102,962023],[451643,1479630],[454659,1735012],[458495,1742073],[461539,976887],[461910,1489019],[466012,1232928],[469569,1500087],[473405,1503061],[474529,1763954],[474900,1764460],[475998,766801],[477210,1769928],[479863,1514184],[482770,1776612],[483141,1777118],[487243,1265400],[495358,1264028],[501094,1805558],[501812,1806174],[502042,1806434],[503705,595392],[504204,1554937],[508040,1557911],[512619,1305392],[514498,1569034],[515816,1311323],[516735,1057491],[517908,1310301],[522000,1323853],[527003,1844087],[527374,1844593],[530656,1603839],[531693,1076298],[536171,1854270],[536959,1336569],[537235,845370],[537736,1609813],[540679,1859733],[541050,1860239],[545152,1351446],[548053,1357396],[548347,1618548],[548577,1099673],[552531,1874261],[557039,1110600],[557410,1629915],[561512,1116582],[562677,1887810],[562907,1888070],[564570,661808],[565069,1640983],[568905,1643957],[571496,1390254],[571790,1900070],[572020,1900330],[575974,1393846],[584955,1148294],[585496,1392824],[588512,1921283],[592348,1928344],[593167,1928983],[595763,1684249],[599865,1428158],[603422,1695317],[607258,1698291],[608382,1441033],[609851,936230],[611063,1440911],[613716,1709414],[615646,943773],[618358,1717007],[620679,1965376],[620909,1965636],[624851,1732400],[625414,1202226],[627994,957519],[630417,1974707],[630788,1975213],[631279,1210286],[631650,1467157],[631973,735041],[632472,1731849],[635107,1477060],[635401,1980098],[635631,1980358],[639585,1480652],[643129,1487371],[643987,1226294],[648132,1993644],[648503,1994150],[652822,1235653],[653116,1757187],[653346,1237552],[657300,2003827],[658364,993499],[659583,2007102],[662179,1768554],[666281,1514964],[668671,1520229],[669529,2018837],[673674,1523373],[677327,1517277],[678364,1268125],[682842,2033000],[683630,1532945],[683906,1024100],[684407,1523251],[687350,2038463],[687721,2038969],[691823,1286933],[694724,1553772],[695018,1810375],[699202,1557364],[703710,1302427],[704081,1821742],[708183,1308409],[709578,1571756],[711241,820448],[711740,1832810],[715576,1835784],[717983,2077853],[720398,1843059],[722859,2081295],[724581,1325501],[726636,1857545],[727879,1076856],[730038,1078845],[730591,840291],[730620,840844],[732618,1609545],[732912,2089620],[733142,2089880],[733842,1597072],[734072,1339543],[735412,1857247],[737647,1606791],[738505,2094971],[742650,1609935],[746816,1098332],[749528,1872677],[751849,2107335],[752079,2107595],[756584,1364598],[757442,1366804],[759164,1112078],[761587,2116666],[761958,2117172],[763143,875297],[763642,1887519],[766277,1639818],[766571,1892011],[770755,1643410],[776998,1648107],[779549,1652964],[783491,1647079],[784054,1397456],[786634,1143790],[789057,2144136],[789428,2144642],[789919,1405516],[790290,1662387],[790613,904470],[791112,1918120],[793747,1409021],[794041,2149527],[794271,2149787],[798225,1156402],[799013,1673455],[799289,1158924],[801769,1682601],[806772,1685745],[811462,1430883],[811756,1943458],[811986,1432782],[815940,2173256],[817004,1179770],[820819,1954825],[824921,1449691],[827591,2187366],[829401,1964476],[833882,1455790],[835472,1721568],[837337,1724096],[838248,2194591],[840107,956684],[840663,956963],[842266,1737420],[843124,2198033],[844114,1469941],[845140,1977570],[850856,1733428],[853407,1738285],[858239,2210951],[860654,1992616],[863115,2214393],[864837,1232520],[868135,1236211],[870294,1238200],[870847,988420],[870876,988973],[872874,1769660],[873168,2222718],[873398,2222978],[875668,2006804],[876490,1516665],[877903,1766906],[882906,1770050],[889827,1775584],[894010,1521877],[896065,1774424],[897308,1268683],[899467,1270672],[900020,1019021],[900049,1019574],[902047,1522983],[902341,2248260],[902571,2248520],[903271,1788899],[903501,1535919],[904841,2035977],[907076,1538982],[907934,2253611],[909656,1282429],[912079,1284100],[912941,1547042],[913312,1800266],[913635,1034036],[914134,1802537],[918957,1807462],[921508,1812319],[926013,1560974],[926871,1563180],[928593,1303905],[931016,227530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] cell #3301 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [213209,774220],[247820,848078],[281591,916179],[302928,957072],[304025,958940],[324792,996207],[341487,1026808],[343921,1031607],[347090,1037683],[347163,802957],[366711,1073507],[370729,1079251],[390990,1111631],[392087,1113499],[396203,1120804],[396276,879091],[409953,1143343],[411050,1145211],[416991,1155745],[420944,917465],[431817,1182478],[434251,1187277],[437637,1192814],[451096,1211000],[451169,962353],[465541,1232073],[466006,1232862],[470024,1238606],[475992,997493],[487237,1265334],[491255,1271078],[498112,1281982],[499209,1283850],[508653,1299455],[511516,1303458],[512613,1305326],[516729,1312631],[516802,1057821],[518554,1315860],[521925,1321715],[531687,1333194],[533586,1079793],[537229,1084669],[545146,1351380],[548047,1355186],[549016,1356325],[552986,1361469],[561041,1372583],[561506,1373372],[561579,1116912],[569518,1386017],[571490,1388044],[584949,1406230],[585022,1148624],[588967,1411974],[597491,1426780],[599394,1427303],[599859,1428092],[600499,1429202],[603877,1433836],[609845,1183764],[610734,1444740],[611831,1446608],[615580,1452661],[625339,1463371],[627592,1206101],[627988,1206188],[635101,1474850],[643054,1485233],[644317,1486653],[644713,1486836],[652816,1496712],[653785,1497851],[654715,1239148],[657755,1502995],[658358,1244024],[663907,1513586],[665810,1514109],[666275,1514898],[666915,1516008],[668596,1518091],[676177,1527094],[678358,1529570],[680257,1271620],[683900,1276496],[691817,1547756],[691890,1287263],[693840,1550654],[694718,1551562],[695687,1552701],[696818,1556339],[699657,1557845],[700903,1559792],[707712,1568959],[708177,1569748],[708250,1308739],[712195,1575492],[716189,1063961],[724575,1590311],[727813,1593943],[729963,1334661],[730139,1335318],[732612,1598695],[734511,1600940],[736278,1350068],[737572,1604653],[745153,1613656],[746750,1615419],[747860,1616449],[748036,1616745],[753448,1362011],[756509,1626129],[757772,1627549],[758168,1627732],[758762,1368473],[759158,1368560],[765393,1636700],[766271,1637608],[767240,1638747],[768371,1642385],[771210,1643891],[772456,1645838],[776111,1649616],[782308,1656686],[783979,1658601],[786232,1401331],[786628,1401418],[793741,1670080],[795640,1412516],[799283,1417392],[800848,1679646],[801407,1680089],[801694,1680463],[803353,1682066],[804521,1685627],[811456,1691942],[812425,1693081],[813355,1434378],[816395,1698225],[816998,1439254],[822547,1182272],[824450,1709339],[824915,1710128],[824988,1450021],[825555,941958],[833548,1718516],[833807,1718861],[835466,1720464],[840041,1465311],[842191,1726898],[844444,1729397],[844840,1729580],[845809,1730719],[846010,1479627],[849969,1734937],[856166,1742007],[858953,1744684],[864435,1492352],[864831,1492439],[868069,1754058],[869179,1755088],[869355,1755384],[870219,1498179],[870395,1498836],[872868,1758810],[876982,1763951],[877541,1764394],[877828,1764768],[879487,1766371],[880655,1769932],[888390,1776609],[888949,1777052],[894004,1782138],[897242,1785770],[899392,1531037],[899568,1531694],[902041,1790522],[903940,1792767],[905707,1264022],[907001,1796480],[909254,1542857],[909650,1542944],[911549,1285741],[914582,1805483],[915104,1806216],[915269,1806438],[917289,1808276],[922877,1558387],[925938,1817956],[927201,1819376],[927597,1819559],[928191,1564849],[928587,1564936],[934822,1056344],[935700,1829435],[936669,1830574],[937599,1576034],[937800,1310298],[940639,1835718],[941242,1580910],[944233,1840579],[949485,1844084],[950044,1844527],[950300,1844861],[951410,1845891],[954082,1603836],[960831,1854195],[961090,1854540],[961266,1854836],[962749,1856143],[962927,1609817],[966509,1859730],[967068,1860173],[972123,1865259],[981677,1874186],[981936,1621638],[982112,1622295],[983595,1876134],[987091,1879508],[988170,1628069],[990320,1882568],[993938,1886389],[995132,1887852],[995297,1888074],[997317,1889912],[1002905,1644433],[1007127,1900112],[1007292,1900334],[1012278,1136388],[1012537,1905132],[1014196,1906735],[1015165,1657228],[1018771,1660541],[1020921,1913169],[1023174,1915668],[1023570,1915851],[1024539,1916990],[1024740,1392821],[1028699,1921208],[1028958,1671547],[1029134,1672204],[1031211,1415291],[1033506,1926480],[1034896,1928278],[1035434,1929023],[1043165,1687582],[1043561,1687669],[1046799,1940329],[1047909,1941359],[1048085,1941655],[1048949,1693409],[1049125,1694066],[1051598,1945081],[1055712,1181561],[1056558,1951039],[1058217,1952642],[1058811,1705229],[1059207,1705316],[1059385,1440915],[1061106,1448499],[1066241,1962439],[1066416,1961855],[1068608,1717004],[1071326,1965418],[1071491,1965640],[1076212,1732404],[1077316,1971199],[1082568,1974704],[1083127,1975147],[1083383,1975481],[1084493,1976511],[1088763,1980140],[1088928,1980362],[1093914,1220693],[1094173,1985160],[1095832,1986763],[1096801,1742549],[1098792,1743184],[1104044,1993641],[1104603,1994084],[1104859,1749684],[1105969,1995448],[1115390,2003752],[1117308,2005700],[1118555,2007142],[1126286,1771887],[1126682,1771974],[1130504,2019309],[1131017,2018877],[1135756,1263311],[1136571,2023591]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] cell #3302 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [499592,1801451],[590189,1923633],[612214,1956010],[629557,1725028],[668712,1518006],[686490,2039437],[689548,2041222],[701286,2056047],[713417,2071762],[716161,1837884],[732235,1850683],[737688,1604568],[760727,1880698],[772839,2129905],[788197,1911299],[793364,2150732],[801810,1680378],[808079,2165616],[809005,2165878],[819588,2179693],[821755,1951778],[822646,2181478],[825551,1711449],[842307,1726813],[865470,1994618],[872491,2000240],[877944,1764683],[884213,2234592],[885139,2234854],[894643,2242969],[895948,2025360],[901664,2029413],[907117,1796395],[915881,2261877],[917405,1551898],[917500,1291625],[922149,2267847],[923955,2268922],[930156,2059428],[934818,1829675],[935323,2281902],[936871,2067482],[951526,1845806],[972762,2309385],[974067,2101494],[977303,2106176],[983218,2108540],[990436,1882483],[993608,2117640],[995909,2325488],[997433,1637944],[997528,1378187],[1002177,2331458],[1003983,2332533],[1007904,2335050],[1012274,1906975],[1013819,2339904],[1014437,2136677],[1021037,1913084],[1035927,2357235],[1036229,2357359],[1037902,1421788],[1042748,2362793],[1044200,2164047],[1051221,2169669],[1055639,1951121],[1056674,1950954],[1058394,2177398],[1066460,1963336],[1072103,2385802],[1084609,1729916],[1084704,1471407],[1089540,2395915],[1093910,1987003],[1095455,2400769],[1096073,2208230],[1099798,1744884],[1100100,2213327],[1106085,1995363],[1111016,2221559],[1116931,2223923],[1119048,2415144],[1119350,2415268],[1121023,1508594],[1125869,2420702],[1127321,2233023],[1129463,2236106],[1131510,2423850],[1131812,2423974],[1135683,2024703],[1137797,2024536],[1138527,2241664],[1159033,2443238],[1160466,2443887],[1160914,2444106],[1163574,2264816],[1167944,2055104],[1169489,2267180],[1176707,2061213],[1179879,2276280],[1181493,2067646],[1183704,1829771],[1183799,1574563],[1192212,2079104],[1198168,2470011],[1198470,2470135],[1203953,1848300],[1206223,1596724],[1209596,2475485],[1210702,2088461],[1211219,1601727],[1213768,2302522],[1215815,2478898],[1216117,2479022],[1219988,2100837],[1222102,2100670],[1222832,2308080],[1225815,2105295],[1226110,2312384],[1226558,1869744],[1231458,2487365],[1237677,1879708],[1237979,2320195],[1243964,1885586],[1244059,1634165],[1245787,2495905],[1246235,2496124],[1248895,2328427],[1253265,2128962],[1254810,2330791],[1257009,2333696],[1258185,2132872],[1258287,2132765],[1258582,2503726],[1259030,2503945],[1263243,2136841],[1276436,1916187],[1276531,1666637],[1281367,2516441],[1285737,1674639],[1287282,2521295],[1288833,2521926],[1291927,2359998],[1295798,2164959],[1297912,2164792],[1302843,2368230],[1308758,2370594],[1312850,1703824],[1319148,2379694],[1321630,1713128],[1326584,2385020],[1326981,2545149],[1327429,2545368],[1332592,1969324],[1335156,1468240],[1335483,1725463],[1338548,2549967],[1338850,2550091],[1339668,1975681],[1339970,2196967],[1341126,2394044],[1343055,2394561],[1344231,2204425],[1344333,2204318],[1344628,2552839],[1345076,2553058],[1349289,2208394],[1354584,2212202],[1355522,1989893],[1360540,2560341],[1360842,2560465],[1366325,1997857],[1366620,2410096],[1367068,1999310],[1368595,1756839],[1371968,2565815],[1373591,1761842],[1375259,2017149],[1375395,2568009],[1378489,2417907],[1382360,2233935],[1384474,2233768],[1386253,2422631],[1387442,2237744],[1387949,2238136],[1388380,2574938],[1399183,2027030],[1401453,1788551],[1404826,2582510],[1405932,2247101],[1406449,1793554],[1411045,2585923],[1411347,2586047],[1415218,1801124],[1417332,2044325],[1417427,1804516],[1420943,2264042],[1421045,2263935],[1421340,2446237],[1426001,2268011],[1432907,2058438],[1433209,2454048],[1439194,2064316],[1439289,1825992],[1444125,2462280],[1448495,1833994],[1450040,2464644],[1452861,2610221],[1457318,2469439],[1457749,2611592],[1459702,2080229],[1463286,1848807],[1465451,1850360],[1465748,1598600],[1468342,2306073],[1468637,2615419],[1469085,2615638],[1469757,2297474],[1470205,2090825],[1471709,2477387],[1473059,2477679],[1474248,2304160],[1474755,2304552],[1475186,2618139],[1485148,1868798],[1490102,2486583],[1490499,2624338],[1490947,2624557],[1492474,1875242],[1496110,2111283],[1497048,2112915],[1498674,1630998],[1499001,1881133],[1502066,2629156],[1502368,2629280],[1504644,2495607],[1505133,2129578],[1507749,2327653],[1507851,2327546],[1508146,2498255],[1512807,2331622],[1517903,2335071],[1528968,2138753],[1531532,1663470],[1531859,1911734],[1534924,2643634],[1535226,2643758],[1536044,2145110],[1536346,2343638],[1537502,2514570],[1540607,1672042],[1540709,2148349],[1541004,2646506],[1541452,2646725],[1542979,1922264],[1545665,1923930],[1547458,2351870],[1547975,1927267],[1550960,2358873],[1551467,2359265],[1562701,2167286],[1562996,2530622],[1563444,2168739],[1564971,1943110],[1568344,2659482],[1569967,1948113],[1571635,1939030],[1574865,2538433],[1578736,1955683],[1580850,2184581],[1580945,1959075],[1583772,2668152],[1587441,2544721],[1589709,2189156],[1591392,2387811],[1591494,2387704],[1593362,2389037],[1594143,2671060],[1595928,1726710],[1598093,2397403],[1599031,2672431],[1600137,2199124],[1601279,2551447],[1604465,2395936],[1615619,2678603],[1620076,2559769],[1620507,2679974],[1622133,1751507],[1622460,1995053],[1626044,1998364],[1626840,2229753],[1628209,1999917],[1628506,1758715],[1631100,2418695],[1631395,2683801],[1631843,2684020],[1634467,2567717],[1634936,2235151],[1637006,2416782],[1637513,2417174],[1654932,2238869],[1658516,2027537],[1660681,2029090],[1660978,1790427],[1663572,2239657],[1663867,2696159],[1664315,2696378],[1664987,2431327],[1665435,2249465],[1666939,2584412],[1669478,2252208],[1669985,1798857],[1670416,2698879],[1672369,2039872],[1676554,2258565],[1676856,2439138],[1678012,2440807],[1680275,2445481],[1687704,2053972],[1691340,2269923],[1692278,2271555],[1693904,1822825],[1694231,2059863],[1697296,2709896],[1697598,2710020],[1699874,2602632],[1700363,2055720],[1702979,1831397],[1703081,2279519],[1703376,2605280],[1705351,2070393],[1708037,2072059],[1710347,2075396],[1715220,2289819],[1718776,2082386],[1719572,2295045],[1719862,2471491],[1720369,2471883],[1722313,2296503],[1722469,2613821],[1723041,2720003],[1740253,2305285],[1743887,2726272],[1747556,2623910],[1749824,2108217],[1750121,1876039],[1751609,2489267],[1754258,2729180],[1754693,2327731],[1756043,1882380],[1758208,2498966],[1759146,2730551],[1761394,2630636],[1764580,2497499],[1772009,2127830],[1781536,2335827],[1783219,1907591],[1783321,2337663],[1784471,2138548],[1785189,2509563],[1785970,2739553],[1787755,1912981],[1789920,2336538],[1790858,2740924],[1791964,2345795],[1793106,2645114],[1796292,1921468],[1798560,2150409],[1802866,2517218],[1803314,2354234],[1804818,2519054],[1813960,1937778],[1814287,2164482],[1817871,2167793],[1818667,2160777],[1820036,2169346],[1820333,1944986],[1822927,2360786],[1823222,2752294],[1823670,2752513],[1826294,2661384],[1826763,2166175],[1828833,2373337],[1829340,1953416],[1831724,2180128],[1837367,2540102],[1841416,2188185],[1841572,2543551],[1845061,2760263],[1845496,2387889],[1845703,2546587],[1864657,2396692],[1866340,1987619],[1866442,2398528],[1867592,2210101],[1870890,2210386],[1874446,1995260],[1875532,2561821],[1878139,2682203],[1878388,2416670],[1878711,2768579],[1895596,2015897],[1895923,2233458],[1901491,2423672],[1905047,2241026],[1905843,2020521],[1906133,2425962],[1906640,2025919],[1907918,2243404],[1908584,2430356],[1908740,2694561],[1909312,2777132],[1918902,2585745],[1925677,2441295],[1926819,2588035],[1936095,2266857],[1936392,2054769],[1937880,2448073],[1940529,2786309],[1940964,2264120],[1942314,2061110],[1944479,2446948],[1945417,2787680],[1947665,2711376],[1950851,2069597],[1953119,2281579],[1959377,2607116],[1961084,2610014],[1964217,2719013],[1966258,2471379],[1966581,2794378],[1981519,2478720],[1985075,2307442],[1985871,2096655],[1986161,2481010],[1986668,2102053],[1987946,2309820],[1990973,2103043],[1991129,2622740],[2014214,2330468],[2014511,2128627],[2015999,2500091],[2020146,2334856],[2020302,2503475],[2022020,2643456],[2023791,2807063],[2024226,2132950],[2024433,2137752],[2025622,2339581],[2036722,2516247],[2036878,2646255],[2049620,2357057],[2053176,2164689],[2054262,2525257],[2056869,2750696],[2057118,2358761],[2057441,2815379],[2074948,2665007],[2077288,2543220],[2096280,2395721],[2096436,2552588],[2098154,2549789],[2099925,2824979],[2100360,2204503],[2100567,2209305],[2101756,2400446],[2123478,2414966],[2127034,2233665],[2128120,2571340],[2130513,2236230],[2130707,2422808],[2133646,2776142],[2134352,2582316],[2134508,2695908],[2135687,2237632],[2136010,2831984],[2160402,2261683],[2160558,2591537],[2162276,2709718],[2177134,2712517],[2193449,2469833],[2202066,2302646],[2202260,2477856],[2205199,2798267],[2205905,2475291],[2206061,2615168],[2207240,2304048],[2207563,2846205],[2229378,2325294],[2229534,2631777],[2231252,2628978],[2235928,2333477],[2240538,2738618],[2265522,2659288],[2265678,2752043],[2291770,2385144],[2291964,2544898],[2294670,2385608],[2294826,2670125],[2302344,2394342],[2306954,2765438],[2316677,2560163],[2329133,2565621],[2329289,2683550],[2361667,2785374],[2384842,2469220],[2404392,2486707],[2404586,2624087],[2407292,2487171],[2407448,2728245],[2419576,2805319],[2486405,2559550] ] cell #3303 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3304 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [81568,2076355],[108321,2178265],[109419,1960237],[131146,2242531],[142175,2280165],[142351,2071509],[155537,2308947],[169654,2339097],[169830,2147767],[179722,2363660],[183269,2180419],[183332,2374228],[198954,2399962],[199130,1978338],[211672,2421569],[213548,2424508],[215790,2251188],[215853,2427564],[224030,2041923],[227774,2449507],[227950,1811143],[232267,2282574],[248159,2479556],[250401,2092548],[250464,2482612],[262133,2333234],[265216,2501525],[265392,1892779],[266726,2340980],[267542,2504505],[270139,2347413],[279694,2152793],[279870,1414433],[281930,2523803],[284172,1932871],[284235,2526859],[292412,2182179],[304364,1725102],[306966,2194309],[307782,2553618],[310379,2200742],[323721,2422081],[323897,1773966],[325131,2569886],[327373,2010990],[327436,2572942],[329224,2429280],[329646,2575306],[341826,2039511],[344068,1544651],[344131,2256626],[345915,2047667],[346731,2592567],[347429,1291382],[349328,2050076],[355800,2269623],[358883,2283963],[359059,1577951],[364825,2290655],[367050,2613319],[372327,1850731],[375307,2295427],[375729,2618507],[389073,2498119],[392426,1880772],[394192,1897625],[394255,2502380],[395028,2121525],[395844,2632807],[396542,1377944],[398441,2123934],[400297,2508487],[402379,1899538],[411389,1911373],[413991,1411922],[414807,2150780],[417404,1156836],[419554,2158581],[419976,2652278],[421228,1163278],[430746,2364172],[430922,1689661],[432156,2179767],[434398,1707023],[434461,2377755],[440501,2547207],[441001,2383979],[441859,2192426],[443463,2670679],[448774,1725761],[451435,1471164],[452315,2387961],[454397,1979566],[464120,2403277],[466345,1994692],[467794,2008836],[467907,2569893],[471622,2000288],[473666,1244939],[474602,2227557],[475024,2686889],[476276,1248599],[482843,2018325],[485351,1271026],[487576,2243043],[492853,2029461],[495833,1282177],[496255,2040170],[501860,1816801],[503506,1040137],[509599,2446101],[512952,2059502],[514718,1815989],[514781,2450362],[515554,1575440],[516370,2281950],[517068,1574320],[518967,1316951],[525491,2083891],[525604,2613326],[525852,2468281],[527076,2293711],[528360,2719410],[530293,1594876],[534551,1596629],[535909,2089088],[537513,1340830],[540752,2094459],[543260,1079199],[545485,2309459],[550911,1875147],[551411,2485542],[552269,2315654],[553873,2108588],[554770,2632450],[555478,1365366],[559184,1881431],[561845,1633922],[562725,1624974],[564371,1123258],[571838,1901947],[574354,2335691],[574854,1143538],[575712,1656634],[577316,2339952],[582627,1912032],[585288,1666394],[586168,908092],[588250,2148995],[593325,918594],[597973,1433784],[600198,2164121],[601647,1930717],[601760,2523810],[605475,2169717],[607519,1440169],[608455,1444935],[608877,2180426],[610129,1443829],[614986,2759212],[617995,1453594],[618619,2670322],[619327,1456558],[620727,1715676],[628905,1974253],[629018,1467315],[630490,2197521],[631774,1212375],[635449,1981975],[637965,2396556],[638465,957267],[639323,1741955],[640927,2400817],[646620,2216989],[646733,1489177],[646981,2558611],[648205,2406333],[649489,1746607],[651078,1495005],[651422,1495012],[655680,1756744],[657038,2222186],[658642,1504348],[659741,998622],[664389,1238554],[666614,2233097],[669687,776635],[672162,1776158],[672275,2424515],[672523,1022012],[673747,1527289],[675031,2251195],[676964,1786703],[681222,1788456],[682580,2247728],[684184,1537206],[687423,2253099],[692156,1804273],[697582,2053877],[698082,1303653],[698940,1557793],[700544,2267228],[701441,2592210],[702149,1561742],[705855,2060161],[708516,1825749],[709396,818381],[711042,1315085],[716698,2717575],[718103,1839595],[720807,1586485],[721151,1586492],[723017,1074882],[727219,1334456],[730852,1597023],[731560,1597840],[732960,1851355],[738663,850493],[741138,1859279],[741251,2479563],[741499,843282],[742723,1613851],[744007,2092555],[746156,1870722],[749165,1353486],[749789,1618499],[750497,1619316],[751897,1871346],[754909,1361417],[760075,2116212],[760188,1630073],[761660,2320749],[762944,1117656],[769135,2127735],[769635,1111826],[770493,1643839],[772097,2330839],[773626,2340987],[777259,2504148],[777967,1651788],[779367,892446],[787545,2143682],[787658,1662545],[789130,2344192],[790414,1407605],[794089,2151404],[796605,1922169],[797963,1928226],[799567,1677716],[805260,1684131],[805373,1684407],[805621,1177682],[806845,1427498],[808129,1932878],[809718,1690235],[810062,1690242],[814320,1943015],[815678,2368857],[817282,1699578],[825254,1958832],[827473,1713267],[828878,1715052],[829984,1194076],[836963,1464381],[838368,1970215],[841072,1725754],[841416,1469654],[846774,2210006],[847484,2194316],[851117,2553261],[851825,1737109],[853225,970565],[856954,1745948],[858359,1989152],[859847,1488901],[861063,1746600],[861407,1226007],[863273,983943],[866403,1232268],[867475,1235811],[871108,1757138],[871816,1757955],[873216,2000912],[874715,2006686],[876228,1502943],[881394,1768436],[881507,1768712],[881755,991411],[882979,1514304],[884263,2010997],[886127,2428923],[887532,1008714],[890236,1778312],[890580,1778319],[896648,1530832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] cell #3305 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [81574,2076349],[108336,2178259],[109431,1960231],[131161,2242525],[142141,2280005],[142375,2071503],[155552,2308941],[169620,2338937],[169854,2147761],[179737,2363654],[183275,2180364],[183287,2374087],[198920,2399802],[199154,1978332],[211687,2421563],[213475,2424453],[215796,2251133],[215808,2427423],[224045,2041917],[227740,2449347],[227974,1811137],[232264,2282528],[248086,2479501],[250407,2092493],[250419,2482471],[262148,2333228],[265182,2501365],[265416,1892773],[266732,2340925],[267452,2504459],[270136,2347367],[279660,2152790],[279894,1414427],[281857,2523748],[284178,1932816],[284190,2526718],[292427,2182173],[304291,1725099],[306972,2194254],[307692,2553572],[310376,2200696],[323687,2422078],[323921,1773960],[325058,2569831],[327379,2010935],[327391,2572801],[329221,2429234],[329640,2575304],[341753,2039508],[344074,1544645],[344086,2256628],[345921,2047507],[346641,2592521],[347356,1291376],[349325,2050030],[355815,2269617],[358849,2283960],[359083,1577945],[364831,2290600],[366977,2613264],[372237,1850733],[375304,2295381],[375723,2618505],[389039,2498116],[392353,1880769],[394198,1897619],[394210,2502382],[395034,2121365],[395754,2632761],[396469,1377938],[398438,2123888],[400291,2508485],[402385,1899378],[411316,1911370],[413997,1411916],[414717,2150782],[417401,1156830],[419551,2158440],[419970,2652276],[421138,1163272],[430712,2364169],[430946,1689655],[432083,2179764],[434404,1707017],[434416,2377757],[440467,2547204],[440998,2383933],[441865,2192266],[443373,2670633],[448768,1725763],[451362,1471158],[452309,2387959],[454403,1979406],[464126,2403222],[466272,1994689],[467800,2008830],[467862,2569895],[471532,2000290],[473663,1244933],[474599,2227416],[475018,2686887],[476186,1248593],[482840,2018184],[485357,1271020],[487503,2243040],[492763,2029463],[495830,1282171],[496249,2040172],[501854,1816755],[503500,1040131],[509565,2446098],[512879,2059499],[514724,1815983],[514736,2450364],[515560,1575434],[516280,2281952],[516995,1574314],[518964,1316945],[525497,2083885],[525559,2613328],[525846,2468279],[527073,2293570],[528354,2719408],[530287,1594878],[534517,1596623],[535915,2088928],[537423,1340824],[540749,2094318],[543266,1079193],[545412,2309456],[550877,1875141],[551408,2485496],[552275,2315494],[553783,2108590],[554764,2632451],[555475,1365360],[559178,1881433],[561772,1633916],[562719,1624928],[564365,1123252],[571832,1901901],[574320,2335688],[574851,1143532],[575718,1656628],[577226,2339954],[582621,1912034],[585215,1666388],[586162,908086],[588256,2148835],[593319,918588],[597979,1433778],[600125,2164118],[601653,1930711],[601715,2523812],[605385,2169719],[607516,1440163],[608452,1444929],[608871,2180428],[610039,1443823],[614980,2759210],[617989,1453596],[618613,2670323],[619324,1456552],[620721,1715630],[628911,1974247],[628973,1467309],[630487,2197380],[631768,1212369],[635443,1981929],[637931,2396553],[638462,957261],[639329,1741949],[640837,2400819],[646626,2216983],[646688,1489171],[646975,2558609],[648202,2406192],[649483,1746609],[651072,1494950],[651416,1495014],[655646,1756738],[657044,2222026],[658552,1504342],[659735,998616],[664395,1238548],[666541,2233094],[669681,776629],[672168,1776152],[672230,2424517],[672517,1022006],[673744,1527283],[675025,2251197],[676958,1786705],[681188,1788450],[682586,2247568],[684094,1537200],[687420,2252958],[692083,1804267],[697548,2053871],[698079,1303647],[698946,1557787],[700454,2267230],[701435,2592211],[702146,1561736],[705849,2060163],[708443,1825743],[709390,818375],[711036,1315079],[716692,2717576],[718097,1839454],[720801,1586430],[721145,1586494],[723011,1074876],[727213,1334450],[730846,1597020],[731557,1597834],[732954,1851309],[738657,850487],[741144,1859273],[741206,2479565],[741493,843276],[742720,1613845],[744001,2092557],[746150,1870724],[749159,1353488],[749783,1618496],[750494,1619310],[751891,1871300],[754915,1361411],[760081,2116206],[760143,1630067],[761657,2320608],[762938,1117650],[769101,2127729],[769632,1111820],[770499,1643833],[772007,2330841],[773620,2340989],[777253,2504149],[777964,1651782],[779361,892440],[787551,2143676],[787613,1662539],[789127,2344051],[790408,1407599],[794083,2151358],[796571,1922163],[797969,1928220],[799477,1677710],[805266,1684125],[805328,1684401],[805615,1177676],[806842,1427492],[808123,1932880],[809712,1690180],[810056,1690244],[814286,1943009],[815684,2368697],[817192,1699572],[825181,1958826],[827467,1713107],[828872,1715054],[829978,1194070],[836957,1464378],[838362,1970074],[841066,1725699],[841410,1469656],[846740,2210000],[847478,2194318],[851111,2553262],[851822,1737103],[853219,970559],[856948,1745945],[858353,1989011],[859853,1488895],[861057,1746545],[861401,1226009],[863267,983937],[866400,1232262],[867469,1235805],[871102,1757135],[871813,1757949],[873210,2000866],[874721,2006680],[876234,1502937],[881400,1768430],[881462,1768706],[881749,991405],[882976,1514298],[884257,2010999],[886121,2428924],[887526,1008708],[890230,1778257],[890574,1778321],[896642,1530826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] cell #3306 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [81583,1582094],[108558,1704346],[109426,1711295],[131656,1794076],[136376,1031308],[142358,1828584],[142427,1829753],[156047,1602249],[169837,1904844],[170241,1916169],[175993,1155802],[180232,1422310],[183365,1949985],[183644,1951829],[184952,1186978],[199137,1984872],[199541,1729898],[212182,1509116],[212883,2026897],[215886,2022577],[216568,2034060],[221603,1282039],[223450,1031040],[227957,2052973],[228361,1551880],[228814,1299156],[232367,2066590],[234113,1315917],[247494,1848167],[250497,2098711],[251179,1855330],[265399,2126831],[265803,1637926],[266256,1385718],[266798,2138935],[267575,2132632],[269904,1143400],[270239,2134855],[276964,1153966],[279877,1674557],[281265,1679409],[284268,2162833],[284950,1681253],[285314,1429259],[289985,1444797],[291832,1186710],[297702,1963203],[307038,1969506],[307815,2204185],[310144,957129],[310479,2206408],[323904,2017067],[324466,1763714],[327469,2231809],[328151,1765558],[328515,1516065],[328857,2243585],[330154,2237926],[330931,1776372],[332788,1019142],[333418,1527151],[340725,793174],[344164,1801115],[345987,1806224],[346106,1550711],[346764,2263802],[349093,1303515],[349428,2266025],[350678,1298888],[356153,1314081],[359066,1833912],[364897,2079286],[365674,1843847],[372360,1335147],[374940,2084945],[376237,2304342],[377014,1859493],[378871,840412],[379501,1613713],[385764,2105162],[394288,2129569],[395100,1887860],[395219,1636757],[395877,2327413],[398206,1111688],[398541,2329636],[399791,1385450],[401154,2335105],[402451,1900120],[402570,1649673],[404291,901474],[405241,1396645],[414840,1672033],[417504,1923940],[419187,1679307],[419759,1420087],[420484,2359055],[421261,917346],[423118,1174812],[423748,1427360],[430929,1938948],[431055,935133],[434494,1955674],[440634,2188434],[441931,1965426],[442050,1718573],[443496,2387571],[449282,1465758],[450059,1974467],[453172,2395970],[454469,1980148],[454588,1734994],[456309,732045],[457259,1483451],[464192,2212384],[464969,1993404],[466824,1232130],[467940,2229744],[471655,1498665],[473766,2235161],[474235,1763612],[474807,1506893],[475532,2416964],[476309,997374],[478166,988541],[478796,1514166],[481883,570923],[482476,1776270],[483048,1519919],[485764,1013629],[492886,1531523],[496763,1798867],[497540,2038223],[500027,1805540],[501794,1549856],[502717,2445515],[504014,803054],[504133,1554919],[505854,1051031],[506804,1297057],[514814,2055711],[516403,1831388],[519067,2072069],[522191,1066859],[525637,2295036],[526709,1843745],[527281,1589457],[528868,2471673],[534684,1335882],[535981,2089670],[536100,1854252],[537546,1084550],[539792,634534],[540385,1859391],[540957,1606481],[543673,1095265],[549110,1358543],[551044,2311662],[552341,2107385],[552460,1874243],[553906,1622124],[554420,1105230],[555633,2327741],[559692,1628516],[560469,2116426],[562324,1372640],[562659,1635902],[563582,2497533],[564879,879188],[564998,1640965],[566719,872301],[567669,1383619],[571191,1132880],[571772,1648818],[577349,1907582],[583135,1660988],[583912,2143896],[587025,1672768],[588322,2149577],[588441,1921265],[591112,1678681],[594505,694151],[595098,695330],[595670,1424360],[598386,1169299],[601793,2160768],[605508,1693895],[607619,2166185],[609385,1953426],[610162,1183645],[612649,1709396],[615951,1961605],[619482,2387899],[620661,1717718],[622514,2546621],[625605,1204352],[629051,1206141],[630123,1974365],[630695,1728726],[632282,962450],[632401,1731831],[634802,1217185],[635383,1734139],[640960,1987610],[643320,974299],[644520,976869],[644806,1229130],[646766,1492392],[647838,1993302],[648410,1749572],[649997,1750131],[650338,983028],[651013,2416722],[653879,1500069],[655813,1499400],[657110,2222768],[657229,2003809],[658675,1243905],[659189,1243109],[660921,765704],[661514,766883],[662086,1511166],[664802,1254620],[668653,1259982],[672308,2020512],[675539,2025929],[681355,1532258],[682652,2248310],[682771,2032982],[684217,1276377],[687056,2038121],[687628,1798308],[690344,1033742],[694419,1292995],[695000,1554426],[700577,1813951],[702304,2264130],[706363,1820343],[707140,2275066],[708995,1569016],[710253,1832123],[711550,1057918],[711669,1832792],[714340,1579995],[717191,2610063],[717965,1839696],[720742,2471431],[725187,834899],[728184,2085849],[731715,1080873],[732313,1348768],[732894,1853397],[734605,1336551],[734747,845452],[735319,1603179],[737629,1346028],[741284,2096646],[744515,2102063],[746425,1101168],[747121,2103564],[747716,1358050],[748126,858804],[748235,859324],[750652,1102349],[751831,1873388],[753684,1357874],[756775,1108012],[757975,1110582],[758261,1369640],[760221,1368513],[761293,2116324],[761865,1884396],[763452,1117009],[763571,1887501],[763793,875003],[765972,1379557],[766553,1640472],[772130,1895587],[778122,2132960],[781154,1917433],[784245,1399582],[787691,1401371],[788763,2143794],[789335,1914997],[790922,1148721],[791041,1918102],[793442,1151010],[794023,1920410],[799600,1417273],[801751,1422740],[805406,1687622],[808637,1936402],[809653,2358813],[812519,1695299],[814453,1694630],[815750,23694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] cell #3307 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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524780],[1269305,1530872],[1276270,1538069],[1281361,1547452],[1302837,1568338],[1319142,1837361],[1320578,1582687],[1323285,1323359],[1327284,1328404],[1332400,1594741],[1338398,1339518],[1344931,1611342],[1353351,1354392],[1354013,1354085],[1366923,1631698],[1399089,1660327],[1404820,1405926],[1410895,1676404],[1432757,1697146],[1454121,1454193],[1464941,1465015],[1468940,1470060],[1484050,1484096],[1528776,1786568],[1534774,1535894],[1541307,1803169],[1563299,1823525],[1584416,1584462],[1595403,1595475],[1660171,1660245],[1664170,1665290],[1723685,1723731],[1787230,1787302],[1909956,1910002] ] cell #3308 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [322847],[389698],[429872],[442776],[468233],[510224],[519555],[527722],[576629],[592721],[602086],[609442],[640240],[674393],[675596],[685956],[710404],[743369],[744572],[779124],[781305],[792094],[808694],[852982],[855163],[884828],[889930],[891367],[905876],[921083],[923264],[968049],[969486],[1001111],[1003292],[1008531],[1010372],[1039487],[1040924],[1090167],[1092008],[1107733],[1122608],[1124045],[1132424],[1164201],[1165703],[1166042],[1201769],[1216729],[1233984],[1249522],[1251024],[1251363],[1292539],[1293724],[1330730],[1342149],[1354290],[1363401],[1379101],[1380286],[1423904],[1446254],[1454398],[1461441],[1472386],[1484844],[1510710],[1538525],[1576662],[1585210],[1595680],[1602723],[1614341],[1667616],[1705940],[1713793],[1724479],[1787507],[1794550],[1849472],[1910750],[2028202], 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,[1113145,1632386],[1126404,1382894],[1133609,1388761],[1136217,1139062],[1144857,1664858],[1171400,1419414],[1178962,1700897],[1193689,1714311],[1204830,1724323],[1206812,1728053],[1217914,1475567],[1220522,1223367],[1224073,1742721],[1228674,1748899],[1239776,1759527],[1261146,1519246],[1272248,1791239],[1283496,1541995],[1304972,1824213],[1318231,1579270],[1322759,1840116],[1334069,1849990],[1347192,1605808],[1369184,1883723],[1400060,1910594],[1402042,1914324],[1413144,1670797],[1415752,1418597],[1435006,1945798],[1464415,1970736],[1530445,2028720],[1543568,1797635],[1565560,2062453],[1659645,2140165] ] cell #3309 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [82269],[86437],[91216],[114247],[115211],[120516],[121077],[124349],[124684],[133237],[150464],[152149],[157531],[159692],[161003],[161564],[161967],[171376],[172340],[175544],[181478],[181813],[189990],[193923],[195093],[202842],[204012],[206123],[206599],[208284],[218957],[220642],[222917],[223638],[228185],[229496],[230057],[230460],[233664],[236547],[244609],[245878],[254983],[256252],[260185],[261355],[265627],[270730],[271677],[274663],[275833],[278420],[279384],[279451],[280105],[283582],[284752],[286863],[287339],[289024],[291299],[292020],[294408],[301639],[303358],[310970],[311917],[313519],[315238],[321581],[326783],[327953],[330214],[330397],[334882],[338276],[339545],[343478],[344648],[348650],[349919],[350866],[353852],[355022],[357609],[358573],[358640],[359294],[369066],[374756],[376297],[376480],[380965],[382470],[391420],[397763],[399032],[399979],[401260],[401433],[401892],[406853],[408664],[410383],[416726],[417789],[417995],[418942],[420544],[420727],[422263],[425212],[425279],[428606],[433808],[434978],[449342],[449525],[452024],[453278],[453451],[453910],[458871],[474051],[475592],[475775],[477311],[480260],[480327],[481379],[481511],[481591],[489592],[495282],[496823],[497006],[498542],[500137],[501491],[502823],[502996],[503455],[504257],[511946],[518289],[519352],[528928],[529111],[534790],[534963],[535422],[537837],[539288],[539420],[539500],[559752],[559935],[562434],[563688],[563861],[564320],[565122],[569846],[570680],[583195],[583378],[585877],[587131],[587304],[587763],[590889],[594133],[594213],[595204],[607904],[611164],[612759],[614180],[620487],[622620],[622793],[623252],[625017],[629158],[629238],[629614],[632525],[633457],[634291],[650057],[650240],[655919],[656092],[656551],[658966],[660549],[660629],[661620],[667468],[681461],[681634],[682093],[684508],[686091],[686171],[686547],[693908],[695038],[706423],[706606],[709105],[711793],[714117],[718348],[720564],[721941],[724815],[724895],[727039],[731802],[734853],[736444],[751657],[753790],[753963],[754422],[756187],[760328],[760408],[760784],[765461],[766591],[783657],[787798],[787878],[788254],[791165],[792931],[814559],[814732],[815191],[817606],[819645],[820260],[826651],[827937],[829804],[831366],[831639],[834656],[836997],[838613],[845160],[858604],[860820],[862197],[865071],[865151],[865527],[867295],[872058],[894700],[896468],[901231],[904282],[925616],[929757],[929837],[930213],[936020],[942983],[943503],[946150],[947341],[955220],[958649],[972819],[974780],[976066],[977933],[979495],[979768],[982785],[985126],[993665],[1010096],[1015727],[1017343],[1023890],[1044257],[1046025],[1050788],[1064589],[1067340],[1069316],[1076586],[1080424],[1091732],[1097542],[1098062],[1100709],[1101900],[1113208],[1127378],[1133612],[1141491],[1144920],[1159090],[1171397],[1179936],[1193686],[1204833],[1206809],[1217917],[1223944],[1228671],[1239779],[1261143],[1268413],[1272251],[1283559],[1305035],[1319205],[1322630],[1334066],[1347189],[1369181],[1400063],[1402039],[1413147],[1435009],[1464286],[1530442],[1543565],[1565557],[1659516], [125632,322850],[160763,389701],[182761,429875],[188721,442779],[204920,468361],[229256,510227],[234612,519558],[238266,527850],[269461,576632],[280562,592724],[285660,602214],[290095,609445],[309701,640243],[331933,674521],[333528,675599],[341281,685959],[355930,710532],[378016,743497],[379611,744575],[404847,779127],[405018,781433],[413650,792097],[423858,808697],[456865,852985],[457036,855291],[478906,884831],[481967,889993],[485010,891370],[495451,905873],[506410,921086],[506581,923392],[539876,968112],[542919,969489],[567275,1001114],[567446,1003420],[571155,1008534],[574472,1010369],[594589,1039550],[597632,1040927],[634766,1090170],[638083,1092005],[650894,1107736],[661005,1122671],[664048,1124048],[668847,1132421],[694383,1164204],[695414,1165766],[697700,1166039],[725271,1201832],[737823,1216726],[754568,1233987],[765936,1249525],[766967,1251087],[769253,1251360],[801945,1292536],[803018,1293727],[835131,1330733],[845536,1342212],[857541,1354293],[866021,1363398],[878079,1379098],[879152,1380289],[917540,1423901],[936396,1446317],[945583,1454401],[951661,1461438],[962414,1472389],[975020,1484841],[997568,1510707],[1024266,1538588],[1057882,1576665],[1067580,1585207],[1078666,1595683],[1084744,1602720],[1097095,1614338],[1148685,1667619],[1183839,1705937],[1193239,1713790],[1205073,1724476],[1270493,1787510],[1276571,1794547],[1333619,1849469],[1400303,1910747],[1529995,2028199] ] cell #3310 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [98437,329764],[102337,496373],[103404,689613],[103506,499596],[118382,375847],[130721,582745],[134904,795270],[136180,590251],[138318,420094],[142218,608995],[143285,822711],[143387,612218],[155112,448892],[165138,475142],[169378,679887],[169697,675149],[174417,688262],[178962,503624],[179297,705973],[180249,924020],[180351,701290],[183480,937229],[184756,713479],[190904,528478],[198678,533216],[198997,744125],[210912,564489],[211247,559302],[212199,1004048],[212301,772843],[213596,774911],[215561,581394],[216001,1014795],[225243,1036294],[226237,595215],[226355,808083],[227498,812985],[227817,808247],[228618,809067],[232537,821360],[236697,616271],[246792,631892],[248207,848769],[250172,447541],[250612,1096431],[257166,649607],[262685,1119415],[263679,661631],[263797,884217],[264940,654345],[265259,884381],[266060,885201],[267228,887032],[268288,1131877],[270409,895553],[279737,913554],[280918,1160469],[281327,915943],[281978,916870],[282128,922151],[282275,503726],[283943,704622],[284383,922507],[291652,711160],[293041,716165],[294230,717603],[298415,1198535],[301789,728504],[304412,959631],[305959,734864],[306077,974071],[307468,965151],[308528,1216182],[310649,973672],[313669,747441],[318221,753078],[323764,763062],[324119,1245790],[324528,995971],[325179,996898],[325329,1002179],[325476,564591],[327144,557951],[327584,1002535],[330584,1258585],[330993,1007966],[340459,790532],[341874,1027499],[344279,1288258],[345597,1288830],[345699,1035929],[346417,1036589],[346958,1042747],[347477,1038374],[349598,807684],[357346,820271],[357464,821759],[358926,1063111],[359727,825599],[361074,615590],[365327,1326984],[365736,1072165],[367098,1074198],[368888,837868],[371082,840732],[372013,1081210],[373073,1338915],[373855,1096075],[374002,631994],[376667,1344631],[377076,1089602],[382292,857859],[383698,859644],[386477,1360907],[388045,649044],[389851,868760],[392474,1114190],[394021,875120],[394403,874397],[394710,1375392],[394812,1119050],[395530,1119710],[396071,1125868],[396590,1121495],[398711,883818],[402061,1388377],[402163,1131512],[408814,897933],[411437,1145902],[412984,904293],[413102,895952],[414493,1151422],[415553,1411412],[417674,1159943],[419304,1160913],[420914,1162778],[421323,917967],[430789,932491],[431553,934866],[432204,1183169],[432354,936873],[432501,711262],[434609,1188806],[437492,1452864],[441541,1457746],[441643,1198170],[442929,950991],[443149,1199950],[444985,1213770],[445459,727823],[447298,956767],[447838,730641],[449712,1468640],[450121,1209658],[450964,1222831],[451483,1211691],[454079,1475183],[454181,1215817],[460369,746760],[461346,976507],[461959,748538],[464622,1490502],[465031,1231520],[466393,1233553],[468183,985997],[469589,987782],[470377,988861],[471308,1240565],[472368,1502433],[473297,763164],[473936,762499],[474352,1246234],[475962,1248099],[476371,997995],[482593,1259029],[486262,1012322],[487624,1266025],[489414,1016598],[491608,1019462],[492539,1273037],[493599,1535291],[494381,1014439],[494528,790634],[497193,1541007],[497602,1281429],[501143,1033859],[510377,1047490],[513000,1306017],[514547,1053850],[514929,1053127],[515338,1055641],[516056,1311537],[516597,1058393],[517116,1313322],[519237,1062548],[522376,1583769],[522603,1322253],[524429,1326586],[526826,1327428],[527672,1072413],[530479,1343054],[531542,1594146],[532946,840051],[533135,627843],[535591,1599028],[535693,1338550],[536979,1084074],[537199,1340330],[537608,1085171],[540502,1345075],[544171,1093958],[545533,1352071],[547902,1615622],[548376,858963],[548497,644568],[551951,1620504],[552053,1360542],[553339,1105550],[553559,1362322],[555869,868079],[556846,1110220],[557459,869857],[557708,1111326],[558248,870897],[560122,1631398],[560531,1372030],[561893,1374063],[575496,1135685],[576782,1137262],[577002,1395180],[578838,1129465],[579312,897252],[581151,1143038],[581691,900070],[583565,1663870],[583974,1404888],[584817,1138526],[585336,1406921],[587932,1670413],[588034,1411047],[589320,1154286],[592240,913656],[598884,1167992],[600246,1428783],[602036,1172268],[603442,1174053],[604230,1175132],[605161,1435795],[606221,1697663],[607150,932593],[607789,931928],[608205,1181492],[609815,1443329],[610224,1184266],[613765,1189529],[616190,1192684],[618181,1457317],[621638,950310],[624239,1473054],[625790,1723038],[626017,1463909],[627471,730414],[630240,1469084],[631086,1209906],[631699,961768],[639107,1219990],[640393,1221567],[640613,1481986],[643505,1743884],[643732,1485771],[644126,748311],[645558,1490104],[647955,1490946],[648801,1231768],[649341,982614],[652671,1754261],[653145,987101],[653266,758023],[654075,988180],[654264,759013],[656720,1759143],[656822,1502068],[658328,1503848],[658737,1244526],[665300,1253313],[666662,1515589],[669274,1518629],[671100,1258187],[673497,1263242],[674343,1264240],[677150,1257008],[678213,1785973],[679617,1018781],[679806,786483],[682262,1790855],[682364,1534926],[683650,1275901],[683870,1536706],[684279,1276998],[687173,1541451],[688019,1281677],[688559,1029636],[690842,797379],[692204,1548447],[698724,1295800],[700010,1297377],[700230,1558698],[702540,1046809],[703517,1302047],[704130,1048587],[704379,1303153],[704919,1049627],[706793,1823225],[707202,1568406],[708564,1570439],[712548,1314401],[715468,1063213],[718154,1066251],[719786,1587436],[724430,1845064],[728423,1333064],[733871,1083393],[733992,844695],[738250,1605191],[740076,1344233],[742473,1349288],[743319,1350286],[747360,1355056],[749351,1620075],[752808,1104869],[752997,864686],[756960,1878708],[757187,1626667],[757581,869630],[758641,870670],[761410,1631842],[764291,1128528],[770277,1382362],[771563,1383939],[771783,1644744],[774830,1387914],[776821,1387948],[780278,1136581],[782661,1396965],[782879,1386248],[784430,1909309],[784657,1659139],[786111,899843],[788880,1664314],[789726,1405136],[790339,1148039],[795000,1153605],[795189,909505],[797747,911098],[799033,1416797],[799253,1677216],[799662,1417894],[802372,1681001],[804198,1420945],[806595,1426000],[807441,1426998],[807981,1168885],[811311,1940532],[811785,1173372],[811906,927452],[812715,1174451],[812904,928442],[815360,1945414],[815462,1697298],[816968,1699078],[817377,1439756],[821117,1444435],[821657,1185306],[823940,939338],[825302,1710819],[834258,1966578],[834485,1719399],[838419,1203744],[842869,1727436],[844253,961541],[848688,1474720],[850679,1474754],[854136,1220886],[856519,1483771],[858410,1225606],[860042,1747551],[864314,982387],[876012,1255705],[878506,1765306],[880332,1507751],[882729,1512806],[883575,1513804],[884115,1254206],[887583,1258078],[889215,1517898],[893859,2023794],[895310,1526789],[895850,1267122],[897852,1529440],[903300,1275220],[903421,1023425],[907679,1797018],[909133,1029409],[911902,1031090],[912748,1546662],[913361,1286678],[916789,1551432],[918780,1551466],[922237,1296696],[922426,1043416],[926389,2057438],[926616,1818494],[927010,1048360],[928070,1049400],[930839,1823669],[933720,1045407],[936959,1313720],[937148,1059062],[939706,1060655],[941212,1836571],[941621,1581412],[952088,1846429],[952924,1591394],[959550,1598565],[965702,1344124],[967334,1604460],[971978,2099928],[973429,1613351],[973969,1353168],[985804,1377478],[990998,1883106],[994291,1385500],[996817,1637478],[998808,1637512],[1002265,1383258],[1002454,1126537],[1005737,1647575],[1012988,2136007],[1013215,1905670],[1014525,1396284],[1014714,1139195],[1017149,1398974],[1021599,1913707],[1022983,1147812],[1027418,1669950],[1032866,1416116],[1032987,1158249],[1037140,1420836],[1038772,1680270],[1043044,1168658],[1054742,1170384],[1057236,1951577],[1058690,1185079],[1061459,1186760],[1069994,1460938],[1074117,1720334],[1075068,1720368],[1081761,1468133],[1087373,1732896],[1094624,2207560],[1094851,1985698],[1096161,1483090],[1096350,1223500],[1106647,1995986],[1108865,1507911],[1114109,1758680],[1120261,1507642],[1121893,1764575],[1126165,1253979],[1129625,1517727],[1130801,1261821],[1138359,2025159],[1138823,1266895],[1145821,1790392],[1151973,1540500],[1157807,1286451],[1172075,1290916],[1177269,2061836],[1180562,1298938],[1196355,1591554],[1197459,1843555],[1200501,1591285],[1201054,1845698],[1213930,1604289],[1215106,1347867],[1222664,2101293],[1223128,1352941],[1233472,1876004],[1234860,1636886],[1241116,1630891],[1256382,1647014],[1258347,1391585],[1273588,1663363],[1298474,2165415],[1300692,1421105],[1305936,1944951],[1321351,1961079],[1324708,1719742],[1326746,1717457],[1342428,1732335],[1344393,1478391],[1359831,1993112],[1362873,1751400],[1385036,2234391],[1387322,1521084],[1430090,1550840],[1436346,1822718],[1451784,1839082],[1456691,1842994],[1474128,1607646],[1490264,1873127],[1619449,1992551] ] cell #3311 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1116585],[1235656],[1286936],[1308412],[1325504],[1364533],[1408399],[1409024],[1430886],[1449694],[1455725],[1521880],[1522361],[1522986],[1538917],[1560909],[1572542],[1608442],[1608923],[1609548],[1650147],[1650955],[1652034],[1653750],[1684733],[1685358],[1701289],[1735468],[1736276],[1737355],[1739071],[1769038],[1769663],[1777579],[1780450],[1809502],[1811389],[1813105],[1860700],[1863571],[1876616],[1877241],[1891138],[1893025],[1894741],[1901419],[1932138],[1933161],[1935009],[1968594],[1981447],[1988814],[1996442],[2010257],[2011280],[2013128],[2049548],[2050394],[2078946],[2084322],[2092838],[2102806],[2103230],[2123406],[2124252],[2161274],[2180709],[2187948],[2188372],[2193377],[2195684],[2201060],[2230250],[2251478],[2282892],[2296266],[2296690],[2301695],[2342355],[2347731],[2376921],[2430119],[2430543],[2435548], [293021,1063968],[356989,1182279],[406709,1264029],[417375,1031614],[431797,1310302],[458727,1350075],[487217,1392825],[499189,1155821],[508272,1426787],[515950,1440910],[518938,1187284],[535038,957148],[545126,1479631],[569137,1513593],[570519,1517278],[576896,1523250],[587379,1282058],[590145,1283919],[599839,1556343],[600883,1299462],[611811,1315936],[629513,1079320],[634130,1603840],[640507,1609812],[656167,1111707],[666255,1642389],[667299,1386024],[668173,1647078],[681709,1143419],[686446,1412043],[693747,1679650],[700124,1685622],[700883,1429278],[710607,1444816],[713373,1446677],[717876,943703],[722614,1717008],[731889,1205482],[737149,1732399],[748488,976888],[754038,1232149],[760683,1238675],[765300,1763955],[771677,1769927],[772436,1516084],[772984,1774393],[776018,1776613],[781508,1527170],[788153,1271147],[793018,1542238],[801271,1806433],[801387,1550730],[808961,1559861],[814807,1303534],[819544,1575561],[832344,1843058],[833455,1844088],[838141,1076786],[846842,1857514],[849876,1859734],[855366,1613732],[858132,1098262],[859575,1099676],[859756,1358562],[862870,1872678],[865426,1361538],[869807,1110601],[872145,1367854],[875357,1372659],[877405,1888069],[877521,1636776],[885095,1645907],[888813,1900329],[888929,1649692],[894599,1656755],[901318,1400712],[914943,1928952],[915837,1680158],[923467,1427379],[930112,1433905],[934977,1704610],[947985,1964445],[949908,1965635],[950024,1718592],[960738,1974708],[961718,1210287],[966932,1980357],[967048,1735013],[972718,1742076],[976424,976780],[977259,1489022],[980473,1992615],[981584,1993645],[982872,1491733],[986270,1236141],[987713,1237555],[987894,1500088],[993564,1503064],[994971,2007071],[995865,1764463],[1003495,1514185],[1006966,2018806],[1007860,1777121],[1013473,1783730],[1016871,1268613],[1028606,2038464],[1034096,1805559],[1035330,1806138],[1038486,1554938],[1044156,1557914],[1048537,1302428],[1050875,1564230],[1054087,1569035],[1064863,2077204],[1071165,2081264],[1072059,1844596],[1072686,1328215],[1082991,2089879],[1083107,1854271],[1084005,1339546],[1084186,1336570],[1088602,2094940],[1089496,1860242],[1095109,1866851],[1097777,1617872],[1099201,1618483],[1102544,2106404],[1104467,2107594],[1104583,1874262],[1110137,1110493],[1110972,1629918],[1115297,2116667],[1118451,1887774],[1121607,1640984],[1127277,1643960],[1128864,2130151],[1129489,1899097],[1130913,1900034],[1147009,2144137],[1147989,1405517],[1153203,2149786],[1153319,1921284],[1158989,1928347],[1163530,1684252],[1169143,1686963],[1172541,1431371],[1173984,1432785],[1174165,1695318],[1179835,1698294],[1189766,1709415],[1191397,2186858],[1193921,1455114],[1197571,1965340],[1208658,2198002],[1209552,1975216],[1209823,1210179],[1210658,1467160],[1211803,1731850],[1213169,2201704],[1213794,1979125],[1215218,1980062],[1224023,1745932],[1224218,2210302],[1230520,2214362],[1231414,1994153],[1237080,1757122],[1242346,2222977],[1242462,2003828],[1248851,1768557],[1254464,1771268],[1256495,2017412],[1264513,1524591],[1274818,2248519],[1274934,2033001],[1275832,1535922],[1276013,1532946],[1280429,2253580],[1281323,2038972],[1286628,1547043],[1289604,1809699],[1291028,1810310],[1301964,1302320],[1302799,1821745],[1307124,2275307],[1313434,1832811],[1319104,1835787],[1320878,2077266],[1322709,1585817],[1322904,2289735],[1325985,2291408],[1326610,2081222],[1331777,2295176],[1331974,1334301],[1337951,2089584],[1339071,1597007],[1341082,1857250],[1342541,2093546],[1350559,1611153],[1353769,2310086],[1359943,2107299],[1371030,2321230],[1371924,2117175],[1374175,1887520],[1376166,1891335],[1377590,1891946],[1389151,1650344],[1403888,2344673],[1404782,2144645],[1405053,1405409],[1405888,1662390],[1407033,1918121],[1410448,2149491],[1416728,1676432],[1416909,1673456],[1419253,1932203],[1432310,1943393],[1437576,2369648],[1437692,2173257],[1444081,1954828],[1453877,2383252],[1454917,2383728],[1456804,2189845],[1458520,1968791],[1462534,2194004],[1462599,1464365],[1464560,2388953],[1470810,1977505],[1475957,1735665],[1484396,2210364],[1489503,2404030],[1490128,2214320],[1495295,2407798],[1501469,2222682],[1504600,2006807],[1506059,2010322],[1519085,1777644],[1528153,2429029],[1528350,1530677],[1534327,2248224],[1535447,1788834],[1537458,2035980],[1546579,1546935],[1547414,1800269],[1548559,1802538],[1567406,2455083],[1568300,2275815],[1570551,2066250],[1573966,2070676],[1584762,2289797],[1585752,2290350],[1586775,2468796],[1588623,2084387],[1593290,2085515],[1595159,2472935],[1599802,1862960],[1605647,1860765],[1617675,2485291],[1619562,2313073],[1621278,2110750],[1625292,2317232],[1633568,2119464],[1657764,2340675],[1657829,1659595],[1659790,2509479],[1666040,2146934],[1668860,1671187],[1675957,1922547],[1677968,1925342],[1690525,2528324],[1696699,2369353],[1699830,2176236],[1710931,1957097],[1715148,2189004],[1715994,2384267],[1724031,2389015],[1726044,2548752],[1727892,1983348],[1745867,2402972],[1746890,2559126],[1748738,2217485],[1753405,2218613],[1759917,2012517],[1778602,2575821],[1779839,1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] cell #3312 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [167359,668564],[196659,737540],[225479,801662],[244857,842159],[262921,877796],[277399,906969],[282214,917257],[282281,917365],[299283,951378],[302911,732231],[321829,990288],[325415,997285],[325482,997393],[338524,1020889],[347146,1037752],[356588,1056526],[359822,825708],[361697,1066384],[370736,629567],[373941,1084461],[374008,1084569],[387345,1105937],[390973,872487],[396259,1120873],[406308,1137649],[409936,901660],[416974,689544],[417144,499672],[428854,1176559],[432280,936738],[432440,1183556],[432507,1183664],[435644,941892],[437022,1192205],[446082,1203877],[447844,1206160],[451152,1211069],[458326,1221954],[460992,1225739],[465524,983214],[470031,760737],[473236,1243816],[473303,1243924],[482223,1258211],[487700,1024608],[491262,788207],[494467,1276288],[494534,1276396],[498095,793360],[499216,590199],[507871,1297764],[511499,1051217],[516004,1057464],[516556,1056278],[516785,1312700],[518537,822642],[518707,612294],[521893,1321640],[531072,1332585],[533266,1335229],[533569,1335407],[540132,1344257],[545609,845878],[547432,1354577],[548999,1100096],[552993,865480],[556492,1366249],[558254,1368532],[561024,1116927],[561562,1373441],[568736,1384326],[570875,1387435],[576950,1148267],[577502,1136322],[579935,1399107],[581697,1401390],[585005,1406299],[588974,686500],[590751,1415857],[592179,1417184],[592246,1417292],[594845,1420969],[599377,1169485],[600322,695756],[600482,923951],[600652,701366],[603884,930166],[607089,1439046],[607156,1439154],[608926,1183406],[609045,1181479],[610717,935319],[611838,713427],[622261,1459626],[625307,1463296],[627373,1465444],[627607,1465826],[629870,1468266],[634486,1474241],[640561,961996],[641113,1220627],[643022,1485158],[644098,1226103],[644720,977313],[649347,1492411],[652201,1496103],[653768,1237975],[654395,1498747],[654698,1498925],[657762,993618],[661261,1507775],[665793,1254806],[666738,767309],[666898,1003979],[667068,772919],[668227,1267950],[675080,1276138],[675199,1263229],[676160,1013815],[677743,1528961],[679937,1531605],[680240,1531783],[686803,1540633],[688565,1542916],[689663,1545651],[691873,1547825],[693823,1036225],[694103,1550953],[695670,1291923],[699664,1044210],[700178,802600],[700730,1296437],[700910,809015],[703163,1562625],[704925,1564908],[707695,1308754],[708233,1569817],[710301,1310457],[712202,819598],[713979,1579375],[715407,1580702],[715474,1580810],[723960,1589702],[725527,1591418],[729931,1595938],[731997,1598086],[734494,1339966],[737203,1076123],[744056,1084311],[744175,1349275],[745136,1095451],[747828,1355532],[747936,1100014],[753128,1622206],[753431,1622384],[756477,1626054],[757553,1366613],[758175,1111026],[758543,1628202],[758777,1628584],[761040,1631024],[765376,1119346],[765656,1636999],[767223,1378485],[771217,1127331],[771731,878734],[772283,1382999],[772463,885149],[773813,1397773],[774961,1390079],[776094,1131808],[780901,1654856],[781202,1392980],[782315,894653],[783947,1658526],[786013,1660674],[786247,1661056],[788510,1663496],[793126,1669471],[795320,1672115],[795623,1672293],[796786,1675016],[800623,1160459],[801325,915180],[801414,915891],[802738,1421333],[803360,1163584],[807987,1687641],[808178,917107],[808297,1425987],[809567,1701002],[810841,1691333],[812408,1433205],[813035,1693977],[813338,1694155],[816402,1179889],[819901,1703005],[821663,1705288],[822761,1708023],[824433,1450036],[824971,1710197],[827848,1715213],[832398,1194849],[833531,1198466],[833775,1718786],[834851,1719855],[844225,1469750],[844847,1210712],[845792,1471705],[847671,1202543],[848819,1476885],[849952,1216113],[854759,1740177],[855060,1479786],[856173,972772],[859022,1226782],[864216,1749817],[864450,1750199],[865783,1751533],[869147,1497058],[869255,1237893],[870187,1756053],[872253,1758201],[876757,1245780],[877459,995208],[877548,995919],[878872,1508139],[879494,1248905],[884121,1771946],[884312,997135],[884431,1512793],[885701,1505772],[885835,1527892],[887719,1520546],[888165,1258575],[888867,1007203],[888956,1007914],[893389,1781529],[894956,1783245],[895856,1784408],[899360,1787765],[901426,1789913],[903923,1536342],[909035,1798553],[909269,1798935],[914565,1287278],[915060,1035392],[915772,1035509],[916920,1553597],[922557,1814033],[922860,1814211],[923161,1556498],[924070,1826749],[925906,1817881],[926982,1562989],[927604,1302853],[927972,1820029],[928206,1820411],[930469,1822851],[935085,1828826],[936652,1574861],[937279,1831470],[937582,1831648],[938745,1834371],[940646,1319158],[944201,1841426],[944381,1841565],[948814,1324170],[949260,1326974],[949962,1071402],[950051,1072113],[955131,1593355],[960814,1338846],[961058,1600147],[961166,1339884],[962134,1601272],[962756,1341136],[963954,1331516],[965838,1607108],[966284,1344621],[966986,1088839],[967075,1089550],[971508,1864650],[973075,1866366],[973975,1867529],[975977,1870883],[980527,1357221],[981660,1360838],[981904,1874456],[982980,1875525],[987160,1367292],[993921,1634463],[995088,1118513],[995800,1118630],[996948,1639643],[1002585,1895669],[1002888,1895847],[100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] cell #3313 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [129067,570836],[153458,634447],[177643,694064],[194127,731958],[209593,765617],[221951,793087],[226022,802699],[226076,802811],[240652,834812],[243882,840325],[260389,872214],[263464,878833],[263518,878945],[274867,901387],[282264,917326],[290333,935046],[294759,944342],[302917,730254],[305744,962095],[305798,962207],[317624,982941],[320854,988454],[325465,997354],[334319,1013542],[337549,1019055],[343682,1030953],[343830,797368],[354056,1050944],[357131,1057563],[357185,1057675],[361119,1065697],[369417,1077425],[371023,1079717],[373991,1084530],[380402,1095178],[382821,1098901],[386923,1105143],[390979,870510],[393806,1116654],[393860,1116766],[401784,1130613],[409942,899683],[412769,1148366],[412823,1148478],[415999,1153879],[416980,910954],[424649,1169212],[427879,1174725],[432490,1183625],[434012,1186623],[434160,939327],[436983,1192131],[445504,1203190],[447429,1205951],[447827,1206121],[453802,1214918],[460414,1225052],[461875,1226863],[465530,982227],[468712,1236780],[470318,1239072],[472814,1243022],[473286,1243885],[479697,1254533],[481645,1257524],[489943,1269252],[491549,1271544],[494517,1276357],[498101,1029249],[500928,1287005],[500982,1287117],[503347,1290728],[507449,1296970],[508414,1298801],[508562,1045396],[511505,1049240],[514332,1308481],[514386,1308593],[517562,1313994],[518543,1060511],[528201,1328854],[531033,1332511],[532991,1334720],[533082,1335178],[535314,1337651],[539554,1343570],[547393,1354503],[548421,1355606],[549005,1100073],[553280,1361935],[555914,1365562],[557375,1367373],[557839,1368323],[558237,1368493],[561030,1115940],[564212,1377290],[568314,1383532],[569279,1385363],[569427,1128517],[577876,1396558],[579357,1398420],[581282,1401181],[581680,1401351],[587655,1410148],[589261,1412440],[592229,1417253],[593999,1420000],[594267,1420282],[595728,1422093],[595803,1167981],[599383,1168498],[600488,1170240],[602565,1432010],[604171,1434302],[606667,1438252],[607139,1439115],[610723,1184919],[613550,1449763],[613604,1449875],[621683,1458939],[623144,1460750],[627334,1465370],[629292,1467579],[631615,1470510],[641487,1483364],[644059,1486153],[644171,1226693],[648932,1492202],[649330,1492372],[652162,1496029],[653190,1497132],[653774,1237952],[654120,1498238],[654211,1498696],[656443,1501169],[660415,1506806],[660683,1507088],[662144,1508899],[662219,1253302],[665799,1253819],[666904,1255561],[670361,1519832],[674872,1525230],[676166,1266735],[677704,1528887],[679662,1531096],[679753,1531554],[681985,1534027],[686225,1539946],[688150,1542707],[688548,1542877],[690154,1285730],[693072,1549845],[693829,1289785],[694956,1295507],[695092,1551982],[695676,1291900],[699951,1558311],[702585,1561938],[704046,1563749],[704510,1564699],[704908,1564869],[707701,1307767],[710883,1573666],[712489,1575958],[714985,1579908],[715457,1580771],[716004,825544],[716098,825588],[718199,1583981],[723691,1589370],[723921,1589628],[724949,1590731],[733916,1600221],[734500,1339943],[735377,1602032],[735452,1093947],[739337,1606394],[743848,1611792],[745142,1352781],[747897,1356064],[752853,1621697],[752944,1622155],[754314,1623508],[757514,1627049],[757626,1367203],[758504,1628128],[760462,1630337],[764625,1635891],[765382,1376347],[766509,1382069],[766645,1638028],[767229,1378462],[771504,1644357],[775343,1648807],[776100,1389332],[780323,1654169],[781784,1655980],[782602,1657152],[785974,1660600],[787932,1662809],[790255,1665740],[795045,1671606],[795136,1672064],[796970,1415141],[800127,1678594],[800572,1679319],[800698,1419546],[802549,1425721],[807572,1687432],[807970,1687602],[810802,1691259],[811830,1692362],[812414,1433182],[812760,1693468],[812851,1693926],[815083,1696399],[819109,934811],[819323,1702318],[820784,1704129],[820859,934855],[821248,1705079],[821646,1705249],[823252,1448488],[824439,1449049],[827809,1713356],[827991,1713495],[832780,1717707],[833537,1458701],[838464,1723250],[843956,1728639],[844186,1728897],[844298,1470340],[845078,1219697],[845214,1730000],[845798,1471682],[849201,1734128],[849958,1476138],[854181,1739490],[855642,1741301],[856460,1742473],[858455,1744096],[863947,1749485],[864177,1749743],[865205,1750846],[869216,1497590],[875633,1762147],[876706,1763624],[876832,1506352],[878683,1512527],[883706,1771737],[884104,1771907],[887628,1775808],[888114,1776282],[888240,1519378],[893174,1012267],[893350,1781455],[894378,1782558],[895441,1784199],[895839,1784369],[903345,1792048],[903929,1536319],[904806,1793859],[904881,1012311],[908766,1798221],[908996,1798479],[911045,1545600],[913277,1803619],[914571,1549157],[915129,1550116],[922282,1813524],[922373,1813982],[923743,1815335],[924561,1571628],[926943,1818876],[927055,1563579],[927933,1819955],[929891,1822164],[934204,1055562],[935938,1055348],[936074,1829855],[936658,1574838],[937004,1830961],[937095,1831419],[938929,1578659],[944172,1839685],[949209,1843757],[949335,1588916],[953932,1342834],[955092,1849035],[955274,1849174],[960063,1853386],[960820,1599983],[961127,1600679],[961945,1349009],[965747,1858929],[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] cell #3314 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [97650,481605],[117595,539514],[137531,594227],[151329,629252],[164351,660643],[174724,686185],[178107,695052],[178152,695161],[190452,724909],[193285,730214],[207464,760422],[210057,766605],[210102,766714],[219822,787892],[226065,802771],[232844,819283],[236627,827951],[243886,627653],[246340,845174],[246385,845283],[256714,865165],[259547,870470],[263507,878905],[271192,894338],[274025,899643],[279285,910914],[279413,690143],[288204,929851],[290797,936034],[290842,936143],[294223,943649],[301719,955234],[303167,957500],[305787,962167],[311432,972457],[313599,976080],[317258,982187],[320858,758823],[323312,993303],[323357,993412],[330294,1006681],[337553,786293],[340007,1023904],[340052,1024013],[342840,1029209],[343686,796832],[350381,1043895],[353214,1049200],[357174,1057635],[358474,1060471],[358602,823241],[361079,1065682],[368881,1076732],[370650,1079512],[371012,1079677],[376377,1088317],[382285,1098208],[383628,1100033],[386927,864496],[389781,1109793],[391229,1112059],[393440,1115900],[393849,1116726],[399494,1127016],[401248,1129920],[408744,1141505],[410192,1143771],[412812,1148438],[416003,909315],[418457,1158728],[418502,1158837],[420624,1162351],[424283,1168458],[425113,1170200],[425241,924550],[427883,928252],[430337,1179574],[430382,1179683],[433170,1184879],[434016,938791],[442859,1199523],[445464,1203175],[447291,1205428],[447377,1205894],[449422,1208373],[453266,1214225],[460374,1225037],[461339,1226170],[461879,977240],[465780,1232501],[468176,1236087],[469519,1237912],[469945,1238867],[470307,1239032],[472818,992634],[475672,1247672],[479331,1253779],[480161,1255521],[480289,1004578],[488037,1266695],[489407,1268559],[491176,1271339],[491538,1271504],[496903,1280144],[498351,1282410],[500971,1287077],[502557,1289745],[502811,1290035],[504154,1291860],[504219,1042720],[507453,1043226],[508418,1044860],[510307,1301620],[511755,1303886],[513966,1307727],[514375,1308553],[517566,1058872],[520020,1318843],[520065,1318952],[527665,1328161],[529008,1329986],[532951,1334705],[534778,1336958],[536909,1339903],[545946,1352741],[548381,1355591],[548490,1099868],[552907,1361730],[553269,1361895],[555874,1365547],[556839,1366680],[557379,1110953],[557701,1367800],[557787,1368266],[559832,1370745],[563422,1376307],[563676,1376597],[565019,1378422],[565084,1125841],[568318,1126347],[569283,1127981],[572535,1389292],[576712,1394753],[577880,1139005],[579317,1398405],[581144,1400658],[581230,1401124],[583275,1403603],[587119,1409455],[588888,1412235],[589250,1412400],[590698,1157514],[593288,1419199],[594003,1161400],[595060,1167038],[595192,1421400],[595732,1163511],[599633,1427731],[602029,1431317],[603372,1433142],[603798,1434097],[604160,1434262],[606671,1178905],[609525,1442902],[610973,1445168],[613184,1449009],[613593,1449835],[614059,715954],[614142,715993],[616183,1453054],[621424,1458661],[621643,1458924],[622608,1460057],[631079,1469817],[631619,1210639],[632422,1471642],[632487,971282],[636146,1476098],[640323,1481559],[641491,1223310],[644131,1226636],[648794,1491679],[648880,1492145],[650137,1493504],[653150,1497117],[653259,1237747],[654080,1498223],[655907,1500476],[659704,1506005],[660419,1246721],[661476,1252359],[661608,1508206],[662148,1248832],[666049,1514537],[669650,1519031],[670365,1259516],[674336,1524537],[675679,1526362],[676416,1527522],[679622,1531081],[681449,1533334],[683580,1536279],[688012,1542184],[688098,1542650],[689781,1285046],[692617,1549117],[693015,1549815],[693145,1289287],[694899,1295445],[699578,1558106],[699940,1558271],[702545,1561923],[703510,1563056],[704050,1302780],[704372,1564176],[704458,1564642],[706503,1567121],[710138,819059],[710347,1572973],[711690,1574798],[711755,819098],[712116,1575753],[712478,1575918],[713926,1317629],[714989,1318174],[718159,1583966],[718336,1584116],[722980,1588569],[723695,1327915],[728416,1594336],[733657,1599943],[733876,1600206],[733985,1339738],[734709,1093004],[734841,1601339],[735381,1341063],[738626,1605593],[739341,1345562],[743312,1611099],[744655,1612924],[745392,1614084],[747353,1615812],[752594,1621419],[752813,1621682],[753778,1622815],[757586,1367146],[763592,1634400],[764568,1635861],[764698,1375849],[766452,1382007],[771131,1644152],[771493,1644317],[774823,1648284],[775286,1648777],[775416,1388834],[780109,893124],[780283,1654154],[781248,1655287],[782229,1656947],[782591,1657112],[789719,1665047],[790259,1405869],[791062,1666872],[791127,893163],[794786,1671328],[795005,1671591],[796918,1415084],[798963,1676789],[800131,1418540],[800641,1419484],[807434,1686909],[807520,1687375],[808777,1688734],[809514,1440847],[811790,1692347],[811899,1432977],[812720,1693453],[814547,1695706],[818349,934127],[820116,933912],[820248,1703436],[820788,1444062],[821110,1704556],[821196,1705022],[822879,1447804],[827786,1713316],[832723,1717677],[832853,1458203],[837276,1213477],[838424,1723235],[838601,1723385],[843245,1727838],[843960,1469571],[844258,1470283],[845021,1219635],[848681,1733605],[849144,1734098],[849274,147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] cell #3315 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [213202,774225],[247813,848083],[281584,916184],[302926,957065],[304018,958945],[324785,996212],[341480,1026813],[343868,1031600],[347083,1037688],[347161,803152],[366704,1073512],[370722,1079256],[390988,1111624],[392080,1113504],[396196,1120809],[396274,879286],[409951,1143336],[411043,1145216],[416989,1155738],[420937,917673],[431810,1182483],[434198,1187270],[437630,1192819],[451089,1211005],[451167,962548],[465539,1232066],[465999,1232867],[470017,1238611],[475985,997701],[487230,1265339],[491248,1271083],[498110,1281975],[499202,1283855],[508600,1299448],[511514,1303451],[512606,1305331],[516722,1312636],[516800,1058016],[518552,1315853],[521918,1321720],[531680,1333199],[533584,1079855],[537222,1084877],[545139,1351385],[548040,1355191],[549014,1356318],[552979,1361474],[561039,1372576],[561499,1373377],[561577,1117107],[569465,1386010],[571483,1388049],[584942,1406235],[585020,1148819],[588960,1411979],[595841,1426773],[599392,1427296],[599852,1428097],[600497,1429195],[603870,1433841],[609838,1183972],[610732,1444733],[611824,1446613],[615585,1452651],[625332,1463376],[627787,1205956],[627981,1206258],[635094,1474855],[643047,1485238],[644512,1486509],[644706,1486841],[652809,1496717],[653783,1497844],[654713,1239210],[657748,1503000],[658351,1244232],[662257,1513579],[665808,1514102],[666268,1514903],[666913,1516001],[668589,1518096],[676175,1527087],[678351,1529575],[680255,1271682],[683893,1276704],[691810,1547761],[691888,1287458],[693838,1550647],[694711,1551567],[694961,1556335],[695685,1552694],[699650,1557850],[700896,1559797],[707710,1568952],[708170,1569753],[708248,1308934],[712188,1575497],[716136,1063954],[724568,1590316],[727818,1593933],[729956,1334666],[730347,1335168],[732605,1598700],[734509,1600933],[735490,1350061],[737565,1604658],[745151,1613649],[746755,1615409],[747853,1616454],[748244,1616604],[753446,1362073],[756502,1626134],[757967,1627405],[758161,1627737],[758957,1368328],[759151,1368630],[765391,1636693],[766264,1637613],[766514,1642381],[767238,1638740],[771203,1643896],[772449,1645843],[776109,1649609],[782301,1656691],[783972,1658606],[786427,1401186],[786621,1401488],[793734,1670085],[795638,1412578],[799276,1417600],[800703,1679642],[801400,1680094],[801687,1680468],[802539,1685626],[803346,1682071],[811449,1691947],[812423,1693074],[813353,1434440],[816388,1698230],[816991,1439462],[820897,1182265],[824448,1709332],[824908,1710133],[824986,1450216],[825553,941956],[833546,1718509],[833800,1718866],[835459,1720469],[840046,1465301],[842184,1726903],[844639,1729253],[844833,1729585],[845083,1479623],[845807,1730712],[849967,1734930],[856159,1742012],[858958,1744674],[864630,1492207],[864824,1492509],[868074,1754048],[869172,1755093],[869563,1755243],[870212,1498184],[870603,1498686],[872861,1758815],[876837,1763947],[877534,1764399],[877821,1764773],[878673,1769931],[879480,1766376],[888245,1776605],[888942,1777057],[893997,1782143],[897247,1785760],[899385,1531042],[899776,1531544],[902034,1790527],[903938,1792760],[904919,1264015],[906994,1796485],[909449,1542712],[909643,1543014],[911547,1285739],[914580,1805476],[915030,1806315],[915119,1806437],[917282,1808281],[922875,1558449],[925931,1817961],[927396,1819232],[927590,1819564],[928386,1564704],[928580,1565006],[934820,1056342],[935693,1829440],[935943,1310294],[936667,1830567],[937597,1576096],[940632,1835723],[941235,1581118],[944226,1840584],[949340,1844080],[950037,1844532],[950305,1844851],[951403,1845896],[953937,1603832],[960829,1854188],[961083,1854545],[961474,1854695],[961935,1609816],[962742,1856148],[966364,1859726],[967061,1860178],[972116,1865264],[981675,1874179],[981929,1621643],[982320,1622145],[983588,1876139],[987096,1879498],[988175,1628059],[990313,1882573],[993936,1886382],[995058,1887951],[995147,1888073],[997310,1889917],[1002903,1644495],[1007053,1900211],[1007142,1900333],[1012276,1136386],[1012530,1905137],[1014189,1906740],[1015163,1657290],[1018776,1660531],[1020914,1913174],[1023369,1915524],[1023563,1915856],[1023813,1392817],[1024537,1916983],[1028697,1921201],[1028951,1671552],[1029342,1672054],[1031406,1415146],[1033504,1926473],[1034889,1928283],[1035361,1929106],[1043360,1687437],[1043554,1687739],[1046804,1940319],[1047902,1941364],[1048293,1941514],[1048942,1693414],[1049333,1693916],[1051591,1945086],[1055567,1181487],[1056551,1951044],[1057403,1440914],[1058210,1952647],[1059006,1705084],[1059200,1705386],[1061104,1448497],[1066246,1962429],[1066409,1961860],[1068463,1717000],[1071252,1965517],[1071341,1965639],[1076062,1732403],[1077309,1971204],[1082423,1974700],[1083120,1975152],[1083388,1975471],[1084486,1976516],[1088689,1980239],[1088778,1980361],[1093912,1220691],[1094166,1985165],[1095825,1986768],[1096799,1742611],[1098785,1743189],[1103899,1993637],[1104596,1994089],[1104864,1749674],[1105962,1995453],[1115388,2003745],[1117301,2005705],[1118482,2007225],[1126481,1771742],[1126675,1772044],[1130497,2019314],[1130944,2018960],[1135611,1263237],[1136576,2023581]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] cell #3316 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [267191,887019],[307431,965138],[346380,1036576],[370753,1079270],[371976,1081197],[395493,1119697],[414456,1151409],[417255,1156386],[420877,1162765],[420968,917724],[443112,1199937],[447504,1205694],[470048,1238625],[471271,1240552],[475925,1248086],[476016,997752],[491279,1271097],[492502,1273024],[499233,1283869],[503689,1038104],[516019,1311524],[518818,1316501],[522566,1322240],[537162,1340317],[537253,1084928],[553010,1361488],[553522,1362309],[557914,1368066],[564554,1121225],[576965,1395167],[581357,1400924],[588991,1411993],[590214,1413920],[600763,1429843],[603901,1433855],[605124,1435782],[609778,1443316],[609869,1184023],[611855,1446627],[615599,1452681],[625980,1463896],[628012,1206309],[631957,1211421],[640576,1481973],[643695,1485758],[644737,1486855],[649007,1491945],[657779,1503014],[658291,1503835],[658382,1244283],[667179,1516649],[669237,1518616],[683833,1536693],[683924,1276755],[688225,1542450],[697596,1557348],[699681,1557864],[700193,1558685],[700927,1559811],[704585,1564442],[711225,1313052],[712219,1575511],[713442,1577438],[717590,1583609],[727832,1593963],[730398,1335383],[730604,1335543],[738213,1605178],[746769,1615439],[748295,1616651],[748501,1616974],[757150,1626654],[758192,1627751],[759182,1368681],[762462,1632841],[763127,1373793],[769149,1643394],[771234,1643910],[771746,1644731],[772480,1645857],[774239,1647911],[782332,1656705],[784620,1659126],[786652,1401539],[790597,1406651],[799216,1677203],[799307,1417651],[801431,1680108],[802335,1680988],[803377,1682085],[804586,1685673],[807647,1687175],[809030,1689148],[816419,1698244],[816931,1699065],[817022,1439513],[821323,1704822],[825819,1190384],[834448,1719386],[837855,1722878],[840060,1465331],[840462,1465957],[842832,1727423],[844864,1729599],[846788,1480636],[848097,1733232],[856190,1742026],[857846,1743724],[858972,1744704],[859374,1744846],[864855,1492560],[868088,1754078],[869614,1755290],[869820,1755613],[870654,1498901],[870860,1499061],[877565,1764413],[878469,1765293],[879511,1766390],[880720,1769978],[883781,1771480],[885164,1773453],[888973,1777071],[895516,1783942],[897261,1785790],[899827,1531759],[900033,1531919],[907642,1797005],[909674,1543065],[913619,1548177],[915334,1806484],[915906,1806917],[916198,1807266],[917930,1808801],[919174,1812268],[926579,1818481],[927621,1819578],[928611,1565057],[931891,1824668],[932556,1570169],[938578,1311307],[940663,1835737],[941175,1836558],[941266,1581169],[941909,1063985],[950068,1844546],[950319,1844881],[952051,1846416],[956754,1595820],[958959,1852490],[961525,1854742],[961731,1855065],[962773,1856162],[962992,1609863],[967092,1860192],[973635,1867063],[976494,1869581],[982371,1622360],[982577,1622520],[985984,1878548],[987110,1879528],[987512,1879670],[988189,1628089],[988591,1628715],[990961,1883093],[995362,1888120],[995934,1888553],[996226,1888902],[997958,1890437],[999202,1893904],[1007357,1900380],[1007929,1900813],[1013178,1905657],[1016585,1909149],[1018790,1660561],[1019192,1661187],[1021562,1913694],[1023594,1915870],[1025518,1393830],[1026827,1919503],[1029393,1672269],[1029599,1672429],[1031631,1415874],[1034920,1928297],[1035408,1929137],[1035640,1929249],[1037702,1930975],[1043585,1687790],[1046818,1940349],[1048344,1941561],[1048550,1941884],[1049384,1694131],[1049590,1694291],[1056295,1182296],[1057199,1951564],[1058241,1952661],[1059231,1705437],[1059450,1440961],[1062511,1957751],[1063176,1710549],[1066260,1962459],[1071556,1965686],[1072128,1966119],[1072400,1966418],[1073526,1967398],[1076277,1732450],[1083151,1975166],[1083402,1975501],[1083804,1975643],[1085134,1977036],[1085338,1738234],[1088993,1980408],[1089565,1980841],[1094814,1985685],[1104627,1994103],[1104878,1749704],[1105280,1750330],[1106610,1995973],[1110207,1999147],[1111313,1755935],[1113518,2002047],[1117332,2005719],[1118529,2007256],[1118761,2007368],[1120823,2009094],[1126706,1772095],[1130991,2018991],[1131223,2019103],[1136339,1264046],[1136590,2023611],[1138322,2025146],[1139364,1784557],[1143025,1787647],[1145230,2031220],[1147796,2033472],[1148002,2033795],[1149044,2034892],[1149263,1523301],[1153363,2038922],[1153614,1798440],[1154016,1799066],[1156180,1545805],[1158418,2044008],[1159906,2045793],[1160428,2046614],[1168642,1814187],[1168848,1814347],[1172255,2057278],[1173381,2058258],[1173783,2058400],[1174460,1819916],[1174862,1820542],[1177232,2061823],[1181633,1310657],[1182497,2067632],[1184229,2069167],[1185063,1831624],[1185269,1831784],[1185473,1571705],[1187301,1579392],[1192671,2078637],[1192833,2078128],[1195003,1843109],[1197649,2081449],[1197881,2081561],[1202674,1857811],[1203753,2086703],[1209049,2089930],[1209621,2090363],[1209893,2090662],[1211019,2091642],[1215296,2095125],[1215528,2095237],[1220644,1350092],[1220895,2099745],[1222627,2101280],[1223669,1867678],[1225615,1868202],[1230911,2107645],[1231483,2108078],[1231755,1874338],[1232881,2109357],[1242506,2117125],[1244489,2118995],[1245749,2120472],[1253963,1895823],[1254169,1895983],[1258087,2131888],[1258544,2131570],[1263383,1393180],[1264227,2135847],[1265353,2136827],[1266879,1907818],[1267085,1907978],[1268104,1647129],[1274978,2144595],[1275229,2144930],[1275631,2145072],[1276961,2146465],[1277165,1652913],[1280820,2149837],[1281392,2150270],[1281664,1921360],[1284271,1675147],[1286435,2154791],[1286641,2155114],[1287683,2156211],[1296454,1426804],[1296705,1935975],[1297107,1936601],[1298437,2165402],[1299479,1701019],[1302034,2168576],[1303140,1942206],[1305345,2171476],[1309159,2175148],[1310588,1441243],[1312650,2178523],[1313729,1952999],[1314131,1953625],[1316295,1708177],[1321917,2187548],[1324301,1964742],[1326943,2190585],[1331398,1978513],[1333051,2195375],[1333213,2194866],[1338029,2198187],[1338261,2198299],[1344133,2203441],[1344590,2203123],[1349429,1479986],[1350273,2207400],[1351399,2208380],[1352925,1987846],[1353131,1988006],[1355043,1988505],[1355205,2211226],[1357375,1992666],[1360021,2214547],[1360253,2214659],[1371421,2223028],[1371993,2223461],[1373391,2224740],[1383016,1513610],[1383267,2014094],[1383669,2014720],[1384999,2234378],[1386041,1505789],[1387901,2237277],[1388063,2236768],[1390233,1520746],[1390514,2024366],[1393111,1523583],[1396293,2025502],[1396695,2026128],[1397904,1774690],[1398983,2245343],[1404279,2248570],[1404851,2249003],[1405123,2249302],[1406249,2250282],[1410526,2253765],[1410758,2253877],[1416125,2258385],[1416527,2258527],[1417857,2259920],[1420845,2046932],[1426141,1556698],[1426985,2053068],[1428111,2267997],[1429637,1826903],[1437736,2275765],[1439719,2277635],[1444422,2069489],[1447029,1834502],[1450441,2287381],[1452823,2289392],[1454538,2080610],[1463573,2295866],[1468142,2299221],[1468599,2298903],[1474707,2303693],[1474869,2303184],[1477039,1607308],[1477320,2100500],[1479917,1610145],[1483099,2101636],[1483501,2102262],[1485435,2310776],[1487819,2106701],[1490461,2313813],[1496731,2318094],[1501547,2321415],[1501779,2321527],[1507651,2120790],[1512947,1642744],[1513791,2126926],[1514917,2331608],[1516443,1635076],[1517736,2130587],[1520677,1650386],[1520978,2136525],[1526776,2137644],[1527774,1898485],[1529427,2342046],[1529589,2341537],[1534405,2344858],[1534637,2344970],[1540509,2350112],[1540966,2349794],[1546649,2354071],[1547775,2355051],[1551419,2157934],[1551581,2357897],[1553751,1683118],[1554032,1941104],[1556629,1685955],[1560213,1949028],[1567797,2369699],[1568369,2370132],[1569767,2371411],[1581375,2381049],[1590330,2386314],[1591294,2190903],[1594105,2388610],[1598552,2391571],[1598714,2391062],[1604298,2202140],[1607239,1735707],[1607540,2208078],[1613338,2209197],[1615581,2402014],[1617296,2213708],[1626331,2408488],[1630900,2411843],[1631357,2411525],[1637465,2226910],[1637627,2415806],[1639797,1767423],[1640078,1754833],[1642675,1770260],[1646259,1762757],[1647562,2236122],[1649748,2240782],[1649768,1777183],[1658803,2429719],[1663372,2433074],[1663829,2432756],[1669937,2437546],[1670099,2437037],[1683049,1809741],[1683350,2057956],[1691961,2451947],[1696777,2455268],[1697009,2455380],[1710147,2465461],[1717466,2291844],[1719063,2470515],[1720321,2292353],[1720483,2471226],[1721547,1847467],[1721828,1845636],[1732883,2302538],[1735069,2307198],[1735089,1860304],[1751409,2314131],[1754220,2490173],[1758667,2493134],[1758829,2492625],[1767354,1891377],[1767655,1879226],[1774578,2333574],[1782157,2506840],[1785932,2509136],[1790379,2512097],[1790541,2511588],[1809103,2167549],[1809123,1931742],[1818158,2529014],[1822727,2532369],[1823184,2532051],[1829454,2536332],[1843542,2385036],[1845023,2545811],[1847398,1968833],[1847699,1967096],[1857699,2394439],[1865278,2555953],[1873136,2404466],[1875991,2404975],[1876153,2561556],[1890739,1998120],[1890759,2009861],[1905334,2577540],[1906754,2578251],[1940491,2597198],[1944938,2600159],[1945100,2599650],[1964630,2469317],[1968195,2082142],[1968215,2083926],[1985362,2620741],[1986782,2621452],[1993099,2486599],[2023753,2639478],[2054883,2655223],[2077417,2186903],[2077482,2186992],[2099887,2676920],[2106589,2559647],[2128741,2689834] ] cell #3317 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993162],[1108446],[1158587],[1179433],[1195936],[1235028],[1278376],[1278797],[1300273],[1318702],[1324876],[1391166],[1391865],[1392286],[1408396],[1430258],[1441555],[1477972],[1478671],[1479092],[1520421],[1521252],[1522358],[1523895],[1555383],[1555804],[1571914],[1606983],[1607814],[1608920],[1610457],[1641429],[1641850],[1650144],[1653122],[1682793],[1684730],[1686267],[1735465],[1738443],[1752021],[1752442],[1767098],[1769035],[1770572],[1777703],[1809499],[1810567],[1812477],[1847142],[1860824],[1868499],[1876613],[1891135],[1892203],[1894113],[1932262],[1933158],[1962756],[1968591],[1977762],[1988273],[1988811],[2010381],[2011277],[2050518],[2070933],[2078405],[2078943],[2084446],[2087000],[2092835],[2124376],[2147191],[2180706],[2195143],[2195681],[2201184],[2245640],[2251475],[2283016],[2341814],[2342352],[2347855], 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] cell #3318 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [178223,1163231],[210173,1248552],[226133,1291577],[246456,1340783],[263575,1378139],[267262,889348],[282162,1165121],[290913,1443782],[293023,1450912],[303204,1466230],[305855,1471359],[307502,967467],[323428,1504301],[325363,1250442],[340123,1537159],[346451,1038905],[356991,1573831],[357242,1574515],[359820,1320092],[370765,1596226],[371041,1596676],[372047,1092166],[373889,1341567],[391266,1628988],[393917,1634117],[395564,1122026],[406711,1656145],[410229,1661460],[412880,1666589],[414527,906034],[417377,1674702],[418573,1677669],[430453,1699531],[431853,1702407],[432278,1444221],[432388,1445672],[443183,1201187],[445134,1464034],[447149,1724793],[447497,1724992],[447575,969720],[458729,1741466],[465817,1750603],[470060,1756341],[470336,1756791],[471342,1251521],[473184,1505085],[487273,1782647],[487698,1537598],[491291,1788053],[491567,1788503],[492573,1010530],[494415,1537943],[498388,1799339],[499245,1800777],[499670,797116],[501039,1804468],[508274,1815500],[511792,1820815],[514443,1825944],[515938,1574055],[516012,1828797],[516090,1055591],[518940,1834057],[520136,1837024],[524578,1322378],[530176,1593908],[532810,1850470],[533112,852549],[545182,1865768],[545607,1341222],[553022,1874744],[553298,1875194],[553593,1363559],[555544,1626792],[557559,1880463],[557907,1880662],[557985,1124279],[569139,1897136],[571526,1901641],[576884,1666129],[576958,1906097],[577036,1135635],[578987,1659264],[581002,1911064],[581350,1911263],[581428,891601],[589003,1921766],[589279,1922216],[590133,911075],[590207,1923597],[590285,689476],[592127,1415170],[599670,1936874],[599895,1937206],[600320,1163670],[600885,1939093],[603913,1942612],[604189,1943062],[605195,1166200],[607037,1700315],[608858,1703340],[611010,1953898],[611867,1955336],[612292,939075],[613661,1959027],[617878,1452626],[619393,1719524],[624372,1722828],[635137,1981669],[640495,1470899],[640569,1986125],[640647,1219940],[645707,1485896],[648652,1994383],[649000,1994582],[649078,1234218],[651305,1754023],[653939,2000027],[654241,1000678],[666086,2014993],[666311,2015325],[666736,1248991],[667301,2017212],[668028,1785339],[669230,2020266],[671249,1258137],[675012,1793070],[676453,2026401],[676847,1785735],[679481,2029200],[679783,778691],[685523,795166],[685855,1540559],[687870,2039202],[688218,2039401],[688296,792328],[694754,2049770],[699693,2053474],[699969,2053924],[700112,1291117],[700186,2054226],[700264,1295750],[700939,2055373],[701364,1045144],[702215,1818619],[704230,2059193],[704578,2059392],[704656,1041158],[712231,2069895],[712507,2070345],[713361,1060632],[713435,2071726],[713513,822574],[715355,1578688],[719919,1583559],[721034,1844826],[731626,1601044],[737004,1593512],[738206,2096400],[740225,1344183],[743988,1601243],[745429,2102535],[746109,2105206],[749048,1615384],[750563,1356429],[752672,2108327],[752974,1107300],[755542,1878498],[762533,1374728],[766307,2123628],[771246,2127332],[771522,2127782],[771665,1377679],[771739,2128084],[771817,1382312],[772492,2129231],[772917,1128265],[773607,1908704],[774084,2132329],[776518,1387432],[778033,1905795],[779023,1663422],[782344,2138050],[782620,2138500],[783012,1909099],[792230,1669468],[794864,2150519],[801126,1420371],[801443,2158270],[802328,2160522],[804347,1420895],[807292,2163812],[807640,2164011],[807718,1167413],[808110,1421304],[808949,1170361],[809023,2165842],[809101,923883],[809945,1940294],[812579,2169456],[812881,920650],[818621,937125],[818953,1702931],[820968,2179458],[821316,2179657],[821394,934287],[828831,1963247],[830721,1966368],[832199,1715370],[835502,2193599],[841299,1728858],[847465,1722433],[847942,2203882],[850376,1474238],[851891,1985823],[852881,1468192],[856202,2209603],[856478,2210053],[857149,2212446],[859540,1227051],[860175,1743674],[861290,1486114],[871882,1497955],[874293,1245179],[877260,1507177],[877577,2227246],[878462,2229498],[880481,1507701],[883426,2232788],[883774,2232987],[883852,1252734],[884244,1508110],[885083,1255682],[885157,2234818],[885235,1003911],[885897,2026594],[888668,1257613],[888985,2237613],[890463,2023556],[891503,1789910],[892686,1014691],[893018,1783171],[895161,2242734],[895509,2242933],[895587,1011743],[901055,1792871],[915538,2263846],[915566,1550924],[915757,1290893],[915899,2261841],[915977,1036087],[916043,2263499],[918477,1550950],[919992,1291785],[920982,1822777],[922101,2266967],[922403,1042243],[924971,2057228],[931962,1571104],[934189,1828823],[936823,2281689],[945191,2079348],[948608,1841536],[949763,1590820],[950080,2292689],[952044,2294790],[953073,1591344],[956114,1848211],[958004,1854347],[964016,1847864],[966787,1343659],[967104,2304029],[968582,2099690],[969622,1598083],[970805,1096327],[971137,1866292],[973280,2309150],[973628,2309349],[973706,1093379],[976960,1356269],[978850,1616256],[980328,1871040],[987678,1367561],[989428,1627010],[995566,2327457],[995594,1636970],[995785,1377455],[995927,2325452],[996005,1119208],[996071,2327110],[998505,1636996],[1000020,1378347],[1001010,1630950],[1002129,2330578],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] cell #3319 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [267317,887006],[307557,965125],[346506,1036563],[372102,1081184],[395619,1119684],[414582,1151396],[416922,910832],[417180,690211],[421003,1162752],[421074,1162870],[443238,1199924],[449143,959214],[471397,1240539],[476051,1248073],[476122,1248191],[492628,1273011],[496624,1027082],[499159,796772],[503820,1291206],[516145,1311511],[518485,1060389],[518743,823309],[520470,825744],[522637,1322227],[535008,842491],[537288,1340304],[537359,1340422],[553648,1362296],[559553,1113773],[564685,1377768],[577091,1395154],[582996,1145485],[587349,907301],[600430,1170118],[600688,924618],[605250,1435769],[609246,1182752],[609593,936774],[609904,1443303],[609975,1443421],[611781,938731],[614087,941835],[615616,1452613],[626051,1463883],[628063,1466089],[632088,1470988],[640702,1481960],[643766,1485745],[649858,1233136],[656137,990620],[658417,1503822],[658488,1503940],[666846,1255439],[667104,1004646],[669308,1518603],[675400,1265608],[675747,1024644],[681679,1021221],[683959,1536680],[684030,1536798],[693771,1289663],[695792,808845],[700319,1558672],[700853,1044800],[706224,1305600],[710287,1057461],[710577,1056858],[710965,1056221],[711356,1574144],[717577,1321639],[727849,1593895],[730263,1335226],[730675,1596525],[738284,1605165],[744376,1351654],[744723,845914],[746786,1615371],[748572,1356352],[754008,1106269],[757221,1626641],[759233,1628847],[763258,1633746],[763313,1373646],[765324,1376225],[767345,884979],[771872,1644718],[772406,1127921],[774256,1647843],[776042,1389210],[781188,1148264],[781478,1137981],[781866,1136265],[784691,1659113],[786703,1661319],[790728,1666218],[797450,1415800],[799342,1677190],[799413,1677308],[800620,1419127],[801357,1161340],[802406,1680975],[802597,923147],[808498,1428366],[814777,1176891],[817057,1699052],[817128,1699170],[819201,1183405],[819332,1181476],[833479,1458579],[834519,1719373],[837842,1463295],[840077,1724780],[840315,1465825],[842903,1727410],[848114,1733164],[849900,1476016],[855046,961993],[855336,1222286],[855724,1220570],[857833,1485157],[858989,1486101],[859726,1226984],[864906,1750462],[868105,1754010],[869891,1497878],[870519,1498744],[870931,1756640],[875327,1244148],[876754,1505933],[877491,1246661],[878540,1765280],[878731,1003175],[884632,1515172],[886654,1267947],[888162,1518959],[888899,1259456],[894256,1276137],[894387,1263226],[897278,1785722],[899692,1531602],[900104,1788352],[907713,1796992],[909725,1799198],[910963,1545648],[913750,1804097],[913805,1548030],[915059,1288845],[915177,1036211],[916215,1807198],[917106,1043813],[918001,1552728],[923437,1298096],[923825,1296380],[926650,1818468],[928662,1820674],[932687,1825573],[932742,1570022],[935036,1310456],[939409,1579318],[941301,1836545],[941372,1836663],[949257,1588497],[949994,1327855],[950336,1844813],[952122,1846403],[956741,1595937],[958976,1852422],[960762,1599861],[961802,1600967],[964773,1076120],[966281,1605521],[967018,1345502],[972375,1084310],[972506,1349272],[976481,1355531],[976599,1100012],[981608,1621337],[982236,1622203],[982648,1875043],[985971,1626053],[987127,1626997],[987864,1367494],[988206,1880450],[988444,1628583],[991032,1883080],[995087,1375407],[995205,1119332],[996243,1888834],[997134,1126934],[998029,1638774],[1003465,1384658],[1003853,1382942],[1005539,1397772],[1006730,1390076],[1007082,1388392],[1007200,1131794],[1013249,1905644],[1013532,1392979],[1016572,1658525],[1018807,1911051],[1019045,1661055],[1021633,1913681],[1026844,1919435],[1028630,1671246],[1029258,1672112],[1029670,1922065],[1030943,1675015],[1034066,1417516],[1035508,1161209],[1037719,1681331],[1038456,1422214],[1043636,1936733],[1043944,1425984],[1045478,1700945],[1046835,1940281],[1048621,1693108],[1049249,1693974],[1049661,1942911],[1054057,1439378],[1057270,1951551],[1059282,1953757],[1060520,1708020],[1063307,1958656],[1063362,1710402],[1066203,1713189],[1066277,1963234],[1070929,1194846],[1071281,1457761],[1071399,1198452],[1072387,1718785],[1073543,1967330],[1082340,1727766],[1083077,1469511],[1083419,1728845],[1084156,1470631],[1085205,1730746],[1087175,1202542],[1088366,1476882],[1088718,1475198],[1088836,1216099],[1094885,1985672],[1095168,1479785],[1099379,1226781],[1103816,1748612],[1104553,1491373],[1104895,1994370],[1105133,1750198],[1106681,1995960],[1110194,1497057],[1110312,1237891],[1111300,1756052],[1113535,2001979],[1115321,1759976],[1118629,1246530],[1120840,1765636],[1121577,1509020],[1126757,2014852],[1127065,1512790],[1128599,1505715],[1128730,1527891],[1130603,1520545],[1131091,1259325],[1136607,2023543],[1138393,2025133],[1139415,2026260],[1143012,1787764],[1145247,2031152],[1147033,1791688],[1148073,1792794],[1152552,1797348],[1153289,1541878],[1153631,2039189],[1153869,1798934],[1162400,1553594],[1168507,1814030],[1168919,2053773],[1169202,1556497],[1170249,1826746],[1172242,1817880],[1173398,1818824],[1174135,1563870],[1174477,2059180],[1174715,1820410],[1177303,2061810],[1182514,2067564],[1184300,1830601],[1184928,1831467],[1185340,2070194],[1186613,1834370],[1189736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] cell #3320 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [213213,774363],[226155,1037934],[247824,848221],[263597,1121055],[281595,916322],[282345,1162977],[304029,959083],[305877,1211251],[324796,996350],[325546,1248298],[341491,1026951],[347094,1037826],[357264,1312882],[359826,1063911],[366715,1073650],[370733,842437],[371063,1335515],[374072,1340529],[392091,1113642],[393939,1373623],[396207,1120947],[411054,1145354],[412902,1406481],[431821,1182621],[432284,1182222],[432571,1443528],[435640,942122],[437641,1192883],[447521,732284],[447551,1465874],[447863,1466122],[451100,1211143],[466010,1233005],[470028,990566],[470358,1499033],[473367,1504047],[487241,1265477],[487704,1263972],[491259,1021167],[491589,1531891],[494598,1536905],[499213,796718],[499446,590747],[499676,1546394],[501061,1548007],[512617,1305469],[514465,1569999],[516066,1310505],[516552,1058359],[516733,1312774],[522073,1321655],[531691,1333263],[532918,1595953],[533212,1596311],[545150,1351523],[545613,1350018],[548051,1355255],[552990,1106215],[553320,1622492],[557931,872540],[557961,1628632],[558273,1628880],[561510,1373515],[571494,1388113],[577012,1393028],[577498,1149162],[581374,901713],[581404,1661104],[581716,1661352],[584953,1406373],[588971,907247],[589301,1672401],[590231,689597],[590261,1675064],[592310,1677415],[599863,1428235],[600326,1426730],[603881,1176837],[604211,1694263],[607220,1699277],[608979,1183454],[608991,1441116],[611835,938677],[612068,713975],[612298,1708766],[613683,1710379],[615723,1452606],[625487,1463311],[627265,1724773],[635105,1474919],[640623,1479834],[641109,962891],[643202,1485173],[644717,1226930],[649024,983267],[649054,1750247],[649366,1750495],[652820,1496781],[654047,1756068],[654341,1756426],[657759,1244094],[666279,1515041],[666742,1513536],[668744,1518031],[669284,1520594],[675133,1276186],[675145,1523456],[678362,1529639],[679589,1787780],[679883,1788138],[688242,793413],[688272,1798983],[688584,1799231],[689609,1801845],[691821,1547899],[694722,1551631],[699661,1298042],[699991,1814319],[700240,1556546],[700726,803495],[700907,1044746],[701140,809563],[701370,1827492],[704602,1051270],[704632,1820459],[704944,1820707],[708181,1569891],[710233,1312477],[712199,1056804],[712529,1831756],[713459,822695],[713489,1834419],[715538,1836770],[724579,1590380],[727956,1593888],[732616,1598764],[737720,1604593],[738260,1607156],[744109,1084359],[744121,1610018],[746893,1615364],[748008,1355547],[748518,1100149],[752780,1874471],[753074,1874829],[756657,1626069],[758172,1367440],[758435,1880443],[762479,1116980],[766275,1637677],[771214,1384604],[771544,1895955],[771793,1642592],[772279,879629],[772460,1127867],[772693,885697],[772923,1635665],[773866,1397821],[774907,1650259],[781134,1406076],[782312,1137927],[782642,1907950],[784127,1658541],[785905,1911044],[793745,1670149],[794972,1921493],[795266,1921851],[801411,1161286],[801842,1680403],[802382,1682966],[803357,1422160],[807664,1169538],[807694,1936518],[808006,1936766],[808231,917155],[808243,1685828],[809047,924004],[809077,1948945],[811460,1692011],[812687,1942339],[812981,1942697],[816399,1439324],[821340,935372],[821370,1953542],[821682,1953790],[822707,1956404],[824919,1710271],[833955,1718801],[835470,1720533],[842339,1726838],[844844,1470577],[847724,1202591],[848765,1735580],[854992,1210846],[856170,1222232],[856500,1987978],[857329,1990998],[859096,1486094],[859204,1226843],[864108,1994363],[868212,1754003],[869327,1497073],[869837,1238028],[872872,1758879],[877545,1246607],[877976,1764708],[878516,1767271],[879491,1508966],[883798,1254859],[883828,2014637],[884140,2014885],[884365,997183],[884377,1770133],[885181,1004032],[885211,1762674],[886600,1528265],[886890,1777331],[888953,1259402],[894008,1782207],[895533,1013868],[895563,2026045],[895875,2026293],[897385,1785715],[902045,1790591],[907149,1796420],[908927,2039182],[915108,1288858],[915825,1035557],[915923,1036278],[915953,2057089],[916866,1809614],[917437,1551923],[917947,1291976],[922209,2053201],[922503,2053559],[923093,1037529],[924016,2065557],[926086,1817896],[927601,1563816],[927864,2059173],[931908,1308807],[935704,1829504],[936931,2069622],[937225,2069980],[940643,1580980],[945371,1841441],[948867,1324218],[950048,1327801],[950443,1844806],[951558,1845831],[952098,1847315],[961238,1600162],[961748,1340019],[962753,1602099],[964719,1331889],[965009,1860452],[967072,1345448],[972127,1865328],[973652,1095504],[973682,2102179],[973994,2102427],[974807,2105186],[976706,1356204],[983599,1876203],[987234,1626990],[987342,1367353],[990468,1882508],[995136,1375420],[995853,1118678],[995951,1119399],[995981,1878359],[996894,1891250],[997465,1637969],[997975,1378538],[1002237,2127059],[1002531,2127417],[1003121,1120650],[1004044,1886827],[1004851,1657516],[1007131,1388405],[1007848,1131140],[1007946,1131861],[1007976,2133866],[1012685,1905072],[1014200,1906804],[1014497,2137777],[1014791,2138135],[1021069,1913109],[1023574,1665807],[1034900,1417462],[1035436,1160521],[1036059,2160427],[1036157,1160565],[1036290,2167476],[1036447,19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] cell #3321 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3322 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [293018,2186261],[356986,2283424],[359784,2287841],[406706,2348263],[417372,1674322],[431644,2373887],[431735,2376466],[458724,2201592],[486353,2426512],[487155,2435093],[499127,1800747],[508269,2050926],[515286,2458876],[515885,2461646],[518935,1833677],[544262,2481560],[545064,2301240],[569134,2124784],[570332,2508711],[575444,2505863],[576831,2513936],[586469,1921736],[590080,1673901],[598975,2525807],[599777,2160819],[600880,1938713],[608136,2535379],[611749,1955306],[633943,2388185],[639055,2554976],[640442,2393410],[665391,2571890],[666193,2229795],[667296,2016832],[667975,2579259],[669097,2575530],[672824,1788023],[673428,2576745],[685470,1798810],[690933,2256914],[693560,2261412],[698672,2593925],[700059,2264182],[700821,2055343],[709697,2069865],[713308,1833256],[722427,2468505],[736951,2472234],[738073,2618731],[741800,1596196],[742404,2619946],[764382,2502668],[765113,2325023],[770225,2634165],[771612,2327793],[772374,2129201],[773046,2640896],[774709,2637764],[775831,2334585],[778638,1660931],[779668,2138020],[792050,1409512],[797695,2352487],[801073,2356944],[801260,2158240],[802195,2652502],[805922,1942582],[806526,2653717],[808896,1938292],[818568,1953369],[824031,2378043],[832146,2544097],[833268,2385337],[842692,1971947],[846904,2547229],[848567,2675206],[849689,2395450],[852496,1465701],[853526,2209573],[862683,2558835],[875960,2573812],[877207,2414853],[877394,2227216],[878329,2687113],[882056,1756311],[882660,2688328],[885030,2016411],[886952,2691357],[888615,2423559],[888802,2237583],[891323,1533391],[892633,2025872],[907502,2254831],[911833,2439703],[915005,2261350],[915704,2047229],[916668,2704026],[917790,1552041],[920597,1820286],[921627,2053444],[933811,2450650],[934009,1573030],[939654,2462897],[948047,2610617],[949710,2469720],[949897,2292659],[951911,2719634],[959429,2087357],[960551,2475020],[965071,2723307],[966734,2478607],[966921,2303999],[969442,1337015],[970752,2102006],[980275,2623286],[981397,2486900],[984244,1874714],[985752,2632897],[990821,2113906],[994222,2636309],[995033,2324961],[995732,2121087],[996696,2733326],[997818,1638087],[1000625,1628459],[1001655,2127302],[1007028,2334523],[1007727,2132185],[1008487,1129977],[1011465,1655344],[1021422,2141376],[1027297,2350766],[1028419,2515976],[1032256,2356244],[1035389,2157702],[1036509,2747492],[1038172,1421878],[1038359,2161466],[1040880,1695763],[1042190,1936345],[1054690,2527729],[1057059,2375960],[1061390,2538998],[1065959,1713861],[1069942,2670769],[1071227,2385275],[1071926,2191200],[1073996,2760805],[1081130,1972551],[1082793,2549676],[1082980,2391877],[1084994,1730059],[1088664,2395388],[1089363,2203738],[1090123,1214282],[1093101,1740665],[1100215,1992037],[1102606,2678999],[1104269,2560050],[1104456,2405281],[1106470,2215613],[1107247,1750074],[1108796,2687245],[1113988,2220455],[1115110,2565350],[1117957,2004280],[1118510,2226678],[1119630,2771883],[1121293,1508684],[1121480,2230442],[1124001,1500533],[1125311,2014464],[1130398,1777906],[1130972,2237045],[1138182,2428434],[1145700,2245997],[1146822,2582045],[1151342,2255435],[1153005,2585632],[1153192,2437852],[1157023,2260646],[1162698,1293680],[1163397,2050721],[1164157,1290092],[1167135,1814699],[1172023,2592657],[1177092,2272546],[1180493,2596069],[1182967,2461176],[1184089,1829914],[1187926,2285942],[1192462,2467692],[1196286,2719766],[1197630,2292121],[1199870,2794708],[1203452,1849540],[1207435,1851019],[1208720,2474958],[1209419,2299518],[1211489,1601817],[1211676,2301887],[1214703,1861027],[1215277,2303461],[1222487,2483482],[1225314,1614409],[1226845,1616632],[1226998,1871991],[1229297,2108876],[1230582,2486838],[1231281,2314428],[1233351,2314785],[1233940,1622872],[1234856,2733197],[1238094,2115059],[1240485,2114510],[1242148,2628865],[1242335,2493440],[1244349,1885729],[1245126,1884898],[1248019,1380242],[1248718,2124579],[1249478,1376654],[1252456,1896335],[1257583,1901191],[1261769,2504595],[1265823,2508007],[1272957,2141980],[1274620,2643343],[1274807,2512403],[1276821,1916330],[1280491,2515914],[1281190,2350409],[1284928,1677136],[1290513,1932465],[1291087,2161046],[1298297,2362284],[1300623,2652634],[1305815,2367126],[1306937,2659017],[1309784,2173709],[1311457,2376564],[1313120,1703914],[1313307,2377113],[1317138,2183893],[1321205,2821470],[1321898,2382961],[1324704,2760676],[1330686,1460114],[1332842,2547648],[1336666,1726521],[1337436,1983610],[1338010,2391339],[1340085,1973100],[1340250,1472342],[1340949,2201387],[1343629,1981219],[1347815,2553708],[1351869,2557120],[1354246,1746194],[1354834,2558022],[1355493,1991617],[1355868,1486035],[1356200,1486484],[1358658,1747367],[1360002,2404743],[1362242,1991488],[1365824,1753048],[1367355,1755271],[1367508,2001557],[1369807,2000576],[1371092,2565288],[1371791,2412140],[1373861,1761932],[1374048,2414509],[1374450,1503768],[1377075,2010584],[1377649,2230022],[1384859,2420193],[1391516,2575662],[1395100,2435191],[1398682,2028270],[1402665,2029749],[1403950,2581983],[1404649,2433371],[1406719,179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] cell #3323 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [435592],[515836],[575994],[608189],[639605],[673481],[699222],[709377],[742457],[770775],[774762],[779348],[798245],[806579],[848620],[853206],[876510],[882713],[887513],[911886],[916721],[921307],[940204],[959482],[965632],[994275],[996749],[1001335],[1005973],[1027350],[1031936],[1037070],[1038225],[1055240],[1061443],[1074049],[1081691],[1087609],[1108849],[1114041],[1117637],[1120191],[1121346],[1145753],[1151903],[1161643],[1163259],[1180546],[1183020],[1187606],[1196339],[1200431],[1207665],[1211542],[1233404],[1235792],[1241046],[1246964],[1248580],[1265876],[1273518],[1279436],[1291152],[1300676],[1305868],[1309464],[1312018],[1313173],[1325640],[1329278],[1336719],[1340811],[1351922],[1358711],[1362803],[1364420],[1370037],[1373914],[1377714],[1391569],[1395661],[1402895],[1406772],[1428634],[1431022],[1436276],[1442194],[1443810],[1453181],[1455612],[1467296],[1470934],[1478375],[1482467],[1489158],[1492796],[1500237],[1504329],[1515440],[1522016],[1525654],[1533095],[1537187],[1548298],[1555087],[1559179],[1560796],[1566413],[1570290],[1574090],[1583688],[1594463],[1596894],[1608578],[1612216],[1615939],[1618370],[1630054],[1633692],[1641133],[1645225],[1648411],[1650842],[1662526],[1666164],[1673605],[1677697],[1684388],[1688026],[1695467],[1699559],[1710670],[1722957],[1731999],[1733732],[1736163],[1743803],[1754578],[1757009],[1768693],[1772331],[1775515],[1786290],[1788721],[1800405],[1804043],[1807766],[1810197],[1821881],[1825519],[1832960],[1837052],[1845381],[1852990],[1857386],[1858636],[1878627],[1889402],[1891833],[1909228],[1918270],[1920003],[1922434],[1930074],[1940849],[1943280],[1954964],[1958602],[1966497],[1967898],[1973610],[1977392],[2002547],[2008193],[2024111],[2031720],[2036116],[2037366],[2057357],[2068132],[2070563],[2083248],[2085402],[2100245],[2109857],[2115569],[2135926],[2137327],[2143039],[2146821],[2171976],[2177622],[2188891],[2207479],[2208880],[2216346],[2241888],[2244042],[2268497],[2274209],[2308304],[2312119],[2332108],[2335562],[2363017],[2396427],[2420926],[2445972],[2497990],[2547078] ] cell #3324 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [499649,1801449],[520496,1837882],[590195,1923631],[609619,1951776],[612271,1956008],[614021,1711450],[629563,1725026],[668710,1518011],[675773,2025358],[686496,2039435],[689546,2041227],[701343,2056045],[710100,1829676],[710218,2067438],[713423,2071760],[732233,1850688],[737686,1604573],[744749,2101492],[760733,1880696],[772896,2129903],[780071,1906976],[781119,2136633],[788203,1911297],[793362,2150737],[801808,1680383],[808871,2165614],[809011,2165876],[818347,1951122],[819127,2177362],[819594,2179691],[822644,2181483],[842305,1726818],[853929,1987004],[854977,2208186],[865476,1994616],[872489,2000245],[877942,1764688],[885005,2234590],[885145,2234852],[886443,2235978],[892412,2024704],[894182,2241628],[894649,2242967],[901662,2029418],[907115,1796400],[915887,2261875],[917403,1551903],[917501,1291698],[922030,2055105],[923078,2267803],[923953,2268927],[930162,2059426],[933994,2067645],[935321,2281907],[951524,1845811],[964562,2302394],[970531,2100838],[972301,2308044],[972768,2309383],[977309,2106174],[983216,2108545],[990434,1882488],[993614,2117638],[995915,2325486],[997431,1637949],[997529,1378260],[1002058,2128963],[1003106,2331414],[1003981,2332538],[1005319,2333587],[1006519,2132873],[1007910,2335048],[1011450,2136840],[1013817,2339909],[1021035,1913089],[1032659,1674640],[1036000,2357107],[1036227,2357364],[1037900,1421863],[1041969,2164960],[1043739,2362757],[1044206,2164045],[1051219,2169674],[1056672,1950959],[1066458,1963341],[1070718,2384892],[1072109,2385800],[1084607,1729921],[1084705,1471480],[1086955,2394452],[1088155,2204426],[1089546,2395913],[1093086,2208393],[1095453,2400774],[1099871,1744882],[1100098,2213332],[1106083,1995368],[1111022,2221557],[1116929,2223928],[1118360,2017150],[1119121,2415016],[1119348,2415273],[1121021,1508669],[1125090,2233936],[1126860,2420666],[1127327,2233021],[1128723,2422628],[1130383,2238135],[1131583,2423722],[1131810,2423979],[1137795,2024541],[1156802,1801125],[1159039,2443236],[1160464,2443890],[1160989,2443997],[1162189,2264043],[1163580,2264814],[1167120,2268010],[1169487,2267185],[1176705,2061218],[1179885,2276278],[1183702,1829776],[1183800,1574636],[1188329,1833995],[1192210,2079143],[1197041,2469330],[1198241,2469883],[1198468,2470140],[1203951,1848305],[1206224,1597806],[1208211,1335157],[1209602,2475483],[1210708,2088459],[1211217,1601802],[1213028,2477676],[1214688,2304551],[1215888,2478770],[1216115,2479027],[1222100,2100675],[1225813,2105300],[1226108,2312423],[1226633,1869749],[1230073,2486455],[1231464,2487363],[1237750,1879706],[1237977,2320200],[1243962,1885591],[1244060,1634238],[1244905,2129579],[1245785,2495908],[1246310,2496015],[1247510,2327654],[1248901,2328425],[1252441,2331621],[1254808,2330796],[1257445,2335068],[1258285,2132770],[1258580,2503729],[1259105,2503836],[1276434,1916192],[1276532,1666710],[1279982,1672043],[1281373,2516439],[1284913,1923935],[1287280,2521300],[1288838,2521923],[1290498,2359264],[1291925,2360003],[1297910,2164797],[1302849,2368228],[1308756,2370599],[1310187,1939031],[1312848,1703899],[1316917,1955684],[1319154,2379692],[1321635,1452775],[1325844,2544718],[1326979,2545152],[1327504,2545259],[1329824,2387812],[1332590,1969363],[1335481,1726506],[1337421,1465753],[1338621,2549839],[1338848,2550096],[1339741,1975679],[1339968,2196972],[1341132,2394042],[1343491,2395933],[1344331,2204323],[1344626,2552842],[1345151,2552949],[1354582,2212241],[1355527,1744798],[1359413,2559660],[1360613,2560213],[1360840,2560470],[1365332,2229754],[1366323,1997862],[1366618,2410135],[1367143,1999315],[1368596,1757921],[1370583,1498675],[1371974,2565813],[1373589,1761917],[1374435,2235156],[1375400,2568006],[1377060,2417173],[1378487,2417912],[1384472,2233773],[1387440,2237783],[1388385,2574935],[1399181,2027035],[1401454,1789633],[1403441,1531533],[1404832,2582508],[1405938,2247099],[1406447,1793629],[1409918,1798862],[1411118,2585795],[1411345,2586052],[1417330,2044330],[1417428,1804589],[1420203,2445478],[1421043,2263940],[1421338,2446276],[1432980,2058436],[1433207,2454053],[1439192,2064321],[1439290,1826065],[1440135,2055721],[1442740,1831398],[1444131,2462278],[1447671,2072064],[1450038,2464649],[1452859,2610224],[1456524,2295046],[1457754,2611589],[1459700,2080234],[1460520,2471882],[1463291,1594057],[1465449,1851295],[1467500,1595933],[1468340,2306078],[1468635,2615422],[1469160,2615529],[1469755,2297513],[1470280,2090830],[1471707,2477392],[1474246,2304199],[1475191,2618136],[1485153,1615533],[1489362,2623907],[1490497,2624341],[1491022,2624448],[1492475,1619282],[1493342,1622134],[1495757,2327736],[1496108,2111322],[1497053,1879622],[1498999,1882176],[1500939,1628511],[1502139,2629028],[1502366,2629285],[1504650,2495605],[1507009,2497496],[1507849,2327551],[1508144,2498294],[1526200,1907592],[1528966,2138792],[1531857,1912777],[1533797,1660983],[1534997,2643506],[1535224,2643763],[1536117,2145108],[1536344,2343643],[1537508,2514568],[1539867,1921473],[1540707,2148354],[1541002,2646509],[1541527,2646616],[1542980,1923346],[1547464,2351868],[1547973,1927342],[1550958,2358912],[1561708,2160778],[1562699,2167291],[1562994,2530661],[1563519,2168744],[1564972,1944192],[1566959,1693905],[1568350,2659480],[1569965,1948188],[1570811,2166180],[1573436,1953421],[1574863,2538438],[1580848,2184586],[1580946,1959148],[1583777,2668149],[1587237,2387894],[1589707,2189195],[1590652,2546584],[1591492,2387709],[1593360,2195170],[1594141,2671063],[1598091,2397442],[1599036,2672428],[1600142,1975595],[1601277,2551486],[1612762,1987620],[1615617,2678606],[1620512,2679971],[1622458,1747352],[1623278,1750126],[1624914,2416673],[1626049,1754172],[1628207,2000852],[1630258,1756048],[1631098,2418700],[1631393,2683804],[1631918,2683911],[1634465,2567722],[1637004,2416821],[1651754,2020522],[1654930,2238874],[1655750,2025924],[1658521,1785884],[1660679,2030025],[1662730,1787760],[1663570,2239662],[1663865,2696162],[1664390,2696269],[1664985,2431366],[1665510,2249470],[1666937,2584417],[1669476,2252247],[1670421,2698876],[1672367,2040915],[1676627,2258563],[1676854,2439143],[1678018,2440805],[1687705,1811109],[1688572,1813961],[1690987,2264125],[1691338,2269962],[1692283,2058352],[1694229,2060906],[1696169,1820338],[1697369,2709768],[1697596,2710025],[1699880,2602630],[1702239,2069602],[1703079,2279524],[1703374,2605319],[1705352,2071475],[1710345,2075471],[1712626,2610011],[1715218,2078432],[1715616,2471382],[1718781,1844975],[1719860,2471530],[1722318,2086797],[1722467,2613860],[1723046,2720000],[1737075,2096656],[1740251,2305290],[1741071,2102058],[1743892,2726269],[1749822,1871286],[1750767,1874451],[1751607,2489272],[1754256,2729183],[1758206,2499005],[1759151,2730548],[1761392,2630675],[1772010,1892745],[1772877,1895597],[1779064,2132955],[1781534,2335866],[1782479,2137757],[1783319,2337668],[1784472,2147733],[1785187,2341841],[1785968,2739556],[1789918,2336577],[1790863,2740921],[1791969,2145024],[1793104,2645153],[1798558,2151344],[1802864,2517257],[1803389,2354239],[1804816,2519059],[1814285,1933623],[1815105,1936397],[1816741,2358764],[1817876,1940443],[1820034,2170281],[1822085,1942319],[1822925,2360791],[1823220,2752297],[1823745,2752404],[1826292,2661389],[1828831,2373376],[1831722,2181171],[1837373,2540100],[1838743,2543223],[1841421,1962553],[1841570,2543590],[1845059,2760266],[1862185,2204508],[1864655,2396731],[1865600,2209310],[1866440,2398533],[1867593,1978304],[1868296,1990978],[1870888,1988300],[1875530,2561860],[1878137,2682242],[1878716,2768576],[1895921,2011742],[1896741,2014516],[1898897,2236235],[1901489,2237072],[1901887,2237635],[1905052,2023705],[1906131,2426001],[1907916,2251940],[1908589,2245437],[1908738,2694600],[1909317,2777129],[1918900,2437341],[1925682,2258479],[1926817,2588074],[1936093,2050016],[1937038,2053181],[1937878,2448078],[1940527,2786312],[1944477,2446987],[1945422,2787677],[1947663,2711415],[1953117,2282514],[1959375,2607121],[1964215,2719052],[1966586,2794375],[1978925,2302651],[1981517,2303488],[1981915,2304051],[1985080,2099839],[1986159,2481049],[1987944,2093300],[1991127,2622779],[2014212,2123874],[2015157,2127039],[2015997,2500096],[2017473,2333480],[2020151,2131982],[2020300,2504406],[2022018,2511892],[2023789,2807066],[2025620,2347353],[2036727,2350206],[2036876,2647186],[2047026,2160407],[2049618,2157729],[2054260,2525296],[2056867,2750735],[2057446,2815376],[2074946,2665046],[2081022,2385149],[2093607,2394345],[2096285,2203535],[2096434,2553519],[2098152,2391366],[2099923,2824982],[2101754,2200682],[2120884,2229383],[2123476,2226705],[2128118,2571379],[2130705,2429181],[2133644,2776181],[2134357,2433168],[2134506,2580588],[2136015,2831981],[2160556,2592468],[2162274,2599954],[2177132,2713448],[2189906,2469223],[2190997,2294675],[2193447,2292148],[2202258,2295328],[2205197,2798306],[2205910,2299315],[2206059,2473563],[2207568,2846202],[2214120,2486712],[2229532,2632708],[2231250,2492929],[2240536,2739073],[2265527,2532463],[2265676,2657560],[2291962,2383880],[2294824,2670580],[2306952,2765893],[2313134,2559553],[2314225,2407297],[2316675,2404770],[2329138,2411937],[2329287,2563893],[2361665,2705758],[2404584,2485443],[2407446,2625018],[2419574,2735058] ] cell #3325 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [417355,1674542],[435663,1711280],[499185,1800755],[516575,1828569],[518918,1833897],[520418,1581842],[535034,1596204],[570841,1387420],[577521,1904829],[587375,1921744],[590147,1923611],[600863,1938933],[608806,1702139],[608914,1949835],[611807,1955314],[629515,1725006],[634452,1474226],[641132,1984857],[656163,1756319],[667279,2017052],[674098,1781300],[675068,2022427],[681705,1788031],[686448,2039415],[694069,1550938],[700749,2052958],[700879,2055351],[709433,1827915],[710157,2066471],[710603,2069873],[713375,2071740],[731963,1598071],[743074,1864421],[744044,2098561],[754034,1874722],[760685,1880676],[765622,1636984],[772302,2126816],[772432,2129209],[773663,2130314],[779404,1904175],[781058,2134736],[781504,2138028],[788155,1911277],[793092,1669456],[801383,2158248],[802704,1421318],[802802,1163315],[807196,1935859],[808166,2162683],[808963,2165856],[814803,1942590],[818286,1950042],[819546,2179671],[834817,1719840],[847521,2201867],[853262,1984203],[854916,2206289],[855362,2209581],[859752,1992045],[865428,1994596],[872219,1758186],[875353,2004288],[877517,2227224],[878838,1508124],[878936,1248636],[883330,2013978],[884300,2231659],[885097,2234832],[886382,2235873],[887569,2020254],[888925,2237591],[892351,2022634],[894601,2242947],[901392,1789898],[912503,1545160],[915622,2261484],[915839,2261855],[917331,1291637],[921363,2052304],[923017,2265906],[923463,2053452],[930114,2059406],[935051,1828811],[944347,1841550],[948664,2291571],[950020,2292667],[962100,1601257],[962198,1340867],[964501,2302289],[965688,2096388],[967044,2304007],[970470,2098768],[972720,2309363],[977044,1616640],[977261,2106154],[982946,1875510],[987890,2115067],[993566,2117618],[994892,1898134],[995650,2325095],[995867,2325466],[997359,1378199],[1001391,2126162],[1003045,2329517],[1003491,2127310],[1004774,2333462],[1006458,2132689],[1007645,2334657],[1007862,2335028],[1013547,1906111],[1031992,1674292],[1034092,2356252],[1035397,2356943],[1035939,2357002],[1037126,2160510],[1038482,2161474],[1041908,2162890],[1044158,2164025],[1050949,1944457],[1054083,2173717],[1057568,1703354],[1057666,1443866],[1062060,1707532],[1065764,1962992],[1070657,2384787],[1071844,2385409],[1072061,2385780],[1077430,1722447],[1079708,1467352],[1081747,1205876],[1083103,2391885],[1084182,1973108],[1084535,1471419],[1086410,2394327],[1088094,2204242],[1089281,2395522],[1089498,2395893],[1095183,1986139],[1098906,1991107],[1099268,2212983],[1099810,1744862],[1103223,2404193],[1104579,2405289],[1110757,1755279],[1110974,2221537],[1116659,1761372],[1116757,1504385],[1117693,2016802],[1118518,2414852],[1119060,2414911],[1120247,2229486],[1121603,2230450],[1125029,2231866],[1127279,2233001],[1129838,2237617],[1130618,2020280],[1130980,2423558],[1131522,2423617],[1148371,1793084],[1148469,1537243],[1151959,1542632],[1153315,2437860],[1156741,1801077],[1158991,2443216],[1160444,2443872],[1162128,2263859],[1163532,2264794],[1169217,2054240],[1174161,2273707],[1179837,2276258],[1181163,1816498],[1183630,1574575],[1187662,1833647],[1189762,2285950],[1192190,1321824],[1196496,2469205],[1197638,2469719],[1198180,2469778],[1200487,2294778],[1203257,1847956],[1206126,1597745],[1208150,1335109],[1209337,2475092],[1209554,2475463],[1210443,1854731],[1210660,2088439],[1211799,2301895],[1214143,2304033],[1214923,2096414],[1215285,2478606],[1215827,2478665],[1225119,2104951],[1226088,1616558],[1230012,2486350],[1231199,2486972],[1231416,2487343],[1235848,2123838],[1236785,1878117],[1237147,2319851],[1237689,1879686],[1239063,1630110],[1241102,1368248],[1242458,2493448],[1243890,1634177],[1244844,2129531],[1245765,2495890],[1247449,2327470],[1248853,2328405],[1254538,2128098],[1257591,2132421],[1258560,2503711],[1269257,1908718],[1271535,1662582],[1273574,1401106],[1274930,2512411],[1276009,2142537],[1276362,1666649],[1279921,1671995],[1281108,2516048],[1281325,2516419],[1287010,1926797],[1287108,1677753],[1289953,2358746],[1290733,2160536],[1291095,2359654],[1302584,1941550],[1302801,2368208],[1308486,1947643],[1308584,1699615],[1309520,1938683],[1312074,1705004],[1313430,2377121],[1316856,1955636],[1319106,2379672],[1321906,2543476],[1325696,2193809],[1326959,2545134],[1328859,1964195],[1329763,2387628],[1332570,1463480],[1334787,1725639],[1336876,1465429],[1337656,2206039],[1338018,2549675],[1338560,2549734],[1339138,2196623],[1339680,1975659],[1341084,2394022],[1343637,2203974],[1344606,2552824],[1354562,1485342],[1358868,2559535],[1360010,2560049],[1360552,2560108],[1361926,1489214],[1362859,1492127],[1365271,2229706],[1365629,1997513],[1366598,1755197],[1368498,1757860],[1370522,1498627],[1371709,2565422],[1371926,2565793],[1374171,2414517],[1376515,2416655],[1377295,2229512],[1377657,2417563],[1395717,1784124],[1398487,2026686],[1401356,1789572],[1403380,1531485],[1404567,2582117],[1404784,2582488],[1405673,2033461],[1405890,2247079],[1407029,2435748],[1409373,1798538],[1410153,2036856],[1410515,2585631],[1411057,2585690],[1412431,1800461],[1416905,2255992],[1417258,1804528],[1420349,2263591],[1431078,2049980],[1432015,2056847],[1432377,2453704],[1432919,2058416],[1434293,1821937],[1436332,1564624],[1437688,2600473],[1439120,1826004],[1440074,2055673],[1442679,1831350],[1444083,2462258],[1449768,2074926],[1449866,1837108],[1452839,2610206],[1456463,2294998],[1459006,2079885],[1459975,2471364],[1460755,2294804],[1462734,2086448],[1463562,2613746],[1467646,2305729],[1468615,2615404],[1469735,1854649],[1470877,2477043],[1482523,1867245],[1485424,2622665],[1490477,2624323],[1492377,1619221],[1493281,1622086],[1494890,2327028],[1496088,1626238],[1498305,1881309],[1500394,1628187],[1501174,2329267],[1501536,2628864],[1502078,2628923],[1504602,2495585],[1507155,2327202],[1522072,1901851],[1525235,2133624],[1526139,1907544],[1528946,1658710],[1531163,1911910],[1533252,1660659],[1534032,2134486],[1534394,2643342],[1534936,2643401],[1535514,2343294],[1536056,2145088],[1537460,2514548],[1540013,2148005],[1540982,2646491],[1542882,1923285],[1547199,2154780],[1547416,2351848],[1548555,2353648],[1558302,1684444],[1559235,1687357],[1561647,2160730],[1562005,2166942],[1562974,1941468],[1564874,1944131],[1566898,1693857],[1568085,2659089],[1568302,2659460],[1570547,2535043],[1572891,1953097],[1573671,2177112],[1574033,2538089],[1575949,1955020],[1580776,1959087],[1583178,2543205],[1585952,1962204],[1586370,2387186],[1589687,1718970],[1590798,2387360],[1593340,1971308],[1593490,2547811],[1594121,2671045],[1608634,1981879],[1611797,2205177],[1612701,1987572],[1615597,2678588],[1621764,1746485],[1622733,1749802],[1623513,2407426],[1626320,2682128],[1630404,2418351],[1631373,2683786],[1633635,2567373],[1644348,1768749],[1645281,1771662],[1651693,2020474],[1654236,2238525],[1655205,2025600],[1655985,2240516],[1657143,2036172],[1657964,2245088],[1658792,2694486],[1662876,2239313],[1663845,2696144],[1664965,2033379],[1666107,2584068],[1671673,2040048],[1676024,2438794],[1676566,2258543],[1677970,2440785],[1687607,1811048],[1688511,1813913],[1690120,2263417],[1691318,1818065],[1693535,2060039],[1695624,1820014],[1696404,2265656],[1696766,2709604],[1697308,2709663],[1699832,2602610],[1702385,2279175],[1705254,2071414],[1710927,2464058],[1712277,2467406],[1715198,1840688],[1715348,2467855],[1719052,2718938],[1737014,2096608],[1739557,2304941],[1740526,2101734],[1741306,2306932],[1742464,1857442],[1743293,1870868],[1746067,1867947],[1750913,2488923],[1753605,2627000],[1754236,2729165],[1771912,1892684],[1772816,1895549],[1775005,2130685],[1777779,2131633],[1778197,2132247],[1781514,1905241],[1782625,2337319],[1784374,2147672],[1785167,2140737],[1785317,2641478],[1785948,2739538],[1795843,2349857],[1802844,2154698],[1803986,2518710],[1813591,1932756],[1814560,1936073],[1815340,2361645],[1818147,2750621],[1822231,2360442],[1823200,2752279],[1825462,2661040],[1831028,2180304],[1837325,2540080],[1842488,2669890],[1845039,2760248],[1858126,2202238],[1860900,2203186],[1861318,2203800],[1864635,1985269],[1865746,2398184],[1867495,1978243],[1871018,2558185],[1895227,2010875],[1896196,2014192],[1896976,2419554],[1898548,2235814],[1901469,2019418],[1901619,2424348],[1903455,2432819],[1905323,2776067],[1907222,2251073],[1918880,2254192],[1919030,2586421],[1929564,2049598],[1932338,2046677],[1937184,2447729],[1939876,2707740],[1940507,2786294],[1958545,2606772],[1965057,2291942],[1978576,2302230],[1981497,2095552],[1981647,2479396],[1983483,2298966],[1985351,2798192],[1987250,2092433],[2007683,2123456],[2010457,2120535],[2015303,2499747],[2017992,2340820],[2021218,2738383],[2021998,2345285],[2022148,2510239],[2023769,2807048],[2049748,2523643],[2051584,2532114],[2067159,2663393],[2080673,2384728],[2081876,2193427],[2084522,2190648],[2094126,2194149],[2097352,2765203],[2098132,2198614],[2098282,2389713],[2099903,2824964],[2107016,2404564],[2123606,2569726],[2125442,2411588],[2135424,2693899],[2162254,2455695],[2162404,2598301],[2190425,2290495],[2193577,2613159],[2206977,2725849],[2213771,2486291],[2214974,2316655],[2217620,2313876],[2231230,2321842],[2231380,2491276],[2266594,2654506],[2313653,2403117],[2316805,2560839],[2330205,2689117] ] cell #3326 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [614014],[710093],[780064],[818344],[853922],[892409],[922023],[933997],[970528],[1002051],[1006516],[1011453],[1032652],[1041966],[1088152],[1093089],[1118353],[1125087],[1130386],[1156799],[1162186],[1167123],[1188322],[1208208],[1214691],[1244902],[1247507],[1252444],[1257509],[1279979],[1284916],[1290501],[1291695],[1310180],[1316914],[1329821],[1337424],[1343555],[1365329],[1370580],[1374438],[1377063],[1378257],[1403438],[1409921],[1420267],[1421866],[1440132],[1442737],[1447674],[1456521],[1460523],[1467564],[1471477],[1493339],[1495760],[1500942],[1507073],[1508672],[1526197],[1533800],[1539931],[1551967],[1561705],[1566956],[1570814],[1573439],[1574633],[1587240],[1590716],[1597803],[1601805],[1612759],[1619279],[1623281],[1624959],[1630322],[1634235],[1638013],[1651751],[1655753],[1662794],[1666707],[1688569],[1690990],[1696172],[1702303],[1703902],[1713480],[1715661],[1726509],[1729985],[1737072],[1741074],[1747355],[1750831],[1757918],[1761920],[1772874],[1779067],[1782543],[1789630],[1793632],[1804586],[1811106],[1815108],[1816786],[1822149],[1826062],[1829840],[1839485],[1849159],[1851340],[1862188],[1865664],[1869150],[1871331],[1882179],[1885655],[1892742],[1896744],[1899751],[1901932],[1912780],[1916256],[1923343],[1927345],[1933626],[1937102],[1944189],[1948191],[1959145],[1970105],[1978301],[1979779],[1981960],[1989042],[1998716],[2000897],[2011745],[2015221],[2018215],[2027889],[2030070],[2040918],[2044394],[2047880],[2050061],[2060909],[2064385],[2071472],[2075474],[2082738],[2089301],[2093303],[2094349],[2112064],[2121738],[2123919],[2139534],[2147730],[2149208],[2151389],[2158471],[2168145],[2170326],[2181174],[2184650],[2191436],[2192639],[2197411],[2200727],[2222399],[2227447],[2241378],[2247941],[2251943],[2252989],[2270704],[2280378],[2282559],[2293601],[2295412],[2307794],[2315867],[2320639],[2338107],[2339310],[2344082],[2347398],[2369070],[2374118],[2383964],[2398972],[2400175],[2406223],[2427454],[2429265],[2449720],[2454492],[2482502],[2485527],[2501738],[2504490],[2526749],[2553603],[2572832],[2592552],[2632792],[2670664] ] cell #3327 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874921],[985361],[1033660],[1053651],[1069551],[1108030],[1150359],[1150786],[1171632],[1189330],[1195520],[1261378],[1262071],[1262498],[1278381],[1299857],[1310901],[1347424],[1348117],[1348544],[1389904],[1390750],[1391870],[1393424],[1424829],[1425256],[1441139],[1476710],[1477556],[1478676],[1480230],[1511635],[1512062],[1520426],[1523479],[1553422],[1555388],[1556942],[1606988],[1610041],[1624004],[1624431],[1639468],[1641434],[1642988],[1650282],[1682798],[1683899],[1685851],[1721218],[1735603],[1743504],[1752026],[1767103],[1768204],[1770156],[1809637],[1810572],[1840899],[1847147],[1856897],[1867913],[1868504],[1891273],[1892208],[1933296],[1954475],[1962170],[1962761],[1968729],[1971519],[1977767],[2011415],[2035627],[2070938],[2086414],[2087005],[2092973],[2140948],[2147196],[2180844],[2245054],[2245645],[2251613], 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] cell #3328 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [138021,1038140],[164841,1121261],[178201,1163197],[195484,1211457],[210151,1248518],[225920,1039986],[233334,1313088],[235037,1581912],[244135,1335579],[246434,1340749],[261746,1373829],[263362,1123107],[276224,1406687],[280952,918443],[290674,1703177],[290891,1443748],[293016,1451212],[302942,1465598],[303182,1466196],[305642,1212224],[321107,1499097],[323406,1504267],[324153,998471],[330618,776484],[334660,1783417],[337802,1531955],[340101,1537125],[344023,1801547],[345039,1548213],[355413,1570205],[356619,1828980],[356984,1577237],[357029,1314934],[365361,1074731],[368377,1333337],[370381,1595958],[370714,1596043],[376701,850342],[380743,1866538],[387176,1622556],[391004,1628356],[391244,1628954],[393704,1374596],[406339,1906280],[406704,1668191],[409967,1660828],[410207,1661426],[412667,1407454],[416252,1672465],[417005,1923780],[417370,911375],[418551,1677635],[424990,1937976],[428132,1694327],[430431,1699497],[431178,934155],[431731,1705638],[431802,1951069],[434353,1956106],[435369,1710585],[439362,1192957],[444649,1463316],[447115,1724763],[449746,969588],[458357,1986308],[458722,1472961],[464656,1234086],[465555,1749971],[465795,1750569],[467672,1496855],[469676,1756073],[470009,1756158],[480038,2016095],[482254,2020384],[485887,1011611],[487151,1794248],[487222,2024651],[488903,1529713],[490907,1787785],[491240,1787870],[497227,792196],[498126,1798707],[498366,1799305],[499123,1031126],[499194,2041337],[500826,1285074],[507702,1814383],[507902,2054409],[508267,1294299],[508755,2056143],[511530,1820183],[511770,1820781],[514230,1570972],[515887,1831983],[517815,1831820],[518568,2071909],[518933,1060932],[520114,1836990],[524093,1321660],[525369,1590454],[530142,1593878],[533412,852498],[540163,2096518],[543796,1093247],[545060,1602421],[545131,2100785],[549772,1355329],[552638,1874476],[552971,1874561],[555059,1626074],[557525,1880433],[560156,1124147],[568567,1896019],[568767,2128267],[569132,1380861],[569620,2130001],[570328,1908822],[571475,2132820],[573215,1130546],[576833,1917293],[578129,1908014],[578502,1658546],[580968,1911034],[583599,891469],[586465,909169],[586615,1410081],[588619,1921498],[588952,1921583],[590082,690467],[594876,2160640],[598509,1167281],[599408,1936242],[599648,1936840],[599773,1423602],[599844,2164907],[600513,2166025],[600878,1170661],[601525,1692085],[603529,1942344],[603862,1942429],[610748,1953266],[610988,1953864],[611745,1186796],[611816,2181593],[613448,1447832],[617844,1452596],[618908,1718806],[627507,741796],[628783,1470647],[633939,1722551],[635086,2204373],[636826,1214851],[640444,1731022],[641740,1988042],[642401,1991003],[645222,1485178],[646498,1227000],[648618,1994353],[651271,1753993],[654541,1000627],[661292,2229616],[664925,1252602],[665824,2014361],[666064,2014959],[666189,1510408],[666260,2233883],[666929,2235001],[667294,1255982],[667977,2027085],[668431,2237707],[670764,1257588],[672040,1782281],[672820,786147],[672970,1533960],[676191,2025769],[676431,2026367],[676813,1785705],[680083,778640],[685370,1540010],[685472,795466],[687836,2039172],[693556,1551107],[693854,2262602],[694703,2263990],[696443,1290661],[699309,2053206],[699642,2053291],[700061,1554110],[700817,1298974],[700888,2269037],[701730,1817901],[704196,2059163],[706827,1041026],[709693,1058726],[709843,1573599],[711847,2069627],[712180,2069712],[713310,823565],[719154,1841446],[721000,1844796],[722423,1841654],[725558,2294908],[731141,1600167],[736953,1848355],[737407,2304123],[739740,1343634],[741016,1865402],[741946,1337584],[745167,2101903],[745407,2102501],[746075,2105176],[749014,1615354],[750078,1355552],[753274,1107249],[758677,882052],[759953,1367510],[763916,885032],[765109,1637153],[765407,2326213],[766256,2327601],[767996,1377223],[770862,2127064],[771195,2127149],[771614,1640156],[772370,1385536],[772441,2332648],[773118,2138716],[775827,1387589],[776125,2131432],[777548,1905077],[778538,1662873],[779664,1138859],[779814,1655913],[781960,2137782],[782293,2137867],[787423,1665877],[801041,2160432],[801075,1680493],[801256,1421141],[801392,2357981],[801529,2358836],[803862,1420346],[805138,1163399],[805918,928106],[806068,1696332],[807258,2163782],[808898,933345],[809911,1940264],[813181,920599],[818468,1702382],[818570,937425],[820934,2179428],[828797,1963217],[832148,1963391],[833264,1720009],[833562,2387159],[835451,2387759],[836261,1460683],[839419,1722343],[841265,1728828],[846976,1969287],[849685,1474395],[849983,2202985],[851406,1985105],[852396,1467643],[853522,1223164],[853672,1741234],[855818,2209335],[856151,2209420],[859410,1226698],[861256,1486084],[862679,1991211],[864350,984240],[867867,995734],[871397,1497078],[874593,1245128],[877175,2229408],[877209,1764798],[877390,1507947],[877526,2415890],[877663,2416745],[879996,1507152],[881272,1248720],[882202,1501102],[883392,2232758],[886566,2236260],[888583,2020176],[888617,1518121],[888798,1258383],[888934,2236852],[890429,2023526],[892533,1782622],[892635,1014991],[895127,2242704],[900570,1791994],[910445,18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] cell #3329 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [223765,1284555],[235044,1319845],[279264,1414016],[290681,1441988],[292147,1447313],[292990,1190401],[304248,1205790],[329778,1006037],[334667,1524328],[341710,1542546],[343623,1544485],[350993,1560497],[356432,1311324],[356512,1571754],[358453,1577534],[372195,1335046],[375861,1087673],[380750,1610890],[392310,1368162],[400106,1646543],[405520,1393847],[406232,1652962],[411273,1401020],[414675,1671932],[420108,1161707],[424997,1686700],[425092,1689244],[431154,1441034],[431681,1701084],[432040,1704918],[433953,1706857],[448906,1207729],[457538,1480653],[458250,1738283],[466229,1492041],[471490,1498564],[475156,1247028],[480045,1771005],[480140,1773549],[481136,1774739],[485863,1523374],[487101,1780245],[487460,1784038],[492721,1531422],[496387,1279500],[502536,1807013],[503638,1037611],[503706,803218],[507083,1557365],[507795,1812317],[508355,1815823],[512836,1564538],[515232,1571755],[516238,1831287],[528492,1329342],[539045,1857860],[543772,1609936],[545010,1863366],[545369,1867159],[549071,1619119],[553741,1622023],[559316,1370101],[561729,1632937],[563401,1888649],[564503,1120732],[564571,879352],[567948,1643411],[568660,1893953],[569220,1897459],[570278,1898606],[571355,1648108],[572514,1900909],[575390,1652963],[577184,1907481],[582759,1402959],[591391,1156403],[593758,1929298],[593940,1929767],[595229,917736],[598485,1685746],[599723,1934804],[600082,1687271],[605343,1693794],[609009,1442258],[616285,1455253],[620244,1964791],[621403,1966215],[631906,1210928],[631974,962614],[633889,1978634],[634966,1733429],[636125,1980937],[639001,1738284],[640795,1987509],[644578,1226532],[644760,1747226],[649621,1492860],[653840,1757758],[658510,1760662],[659468,1516666],[660174,2007417],[660356,2007886],[661645,997764],[664901,1770051],[666139,2012923],[666498,1771576],[667414,2017350],[669043,1775583],[670120,2019152],[670302,2019621],[675163,1525718],[690443,1284101],[692040,2045889],[692985,2046566],[693506,2046735],[694583,1807463],[695742,1810946],[698618,1812318],[700412,1813850],[705987,1566477],[708400,1824764],[711174,1312559],[711242,1058082],[714619,1316518],[717686,1585633],[722373,2080731],[723450,2081610],[723632,2082079],[728518,1332113],[730621,1080972],[732477,840292],[733636,2090459],[734566,1597643],[734878,1084940],[736390,2093484],[738019,1858704],[739096,2095286],[739278,2095755],[744139,1612280],[747455,1618011],[747786,1871545],[748307,1355932],[751414,2106750],[752573,2108174],[758033,1367042],[758215,1882050],[763076,1373300],[763144,1117173],[763892,1646089],[764538,2120424],[765059,2120593],[766136,1889099],[767295,1892582],[770171,1893954],[771965,1895486],[774148,1899139],[774925,1650483],[775256,2131522],[775777,2131691],[790546,1406158],[790614,1148885],[793606,1153846],[794765,2150366],[797641,1414132],[799435,2156938],[800512,2157606],[802141,1930142],[803400,1933497],[808261,1688090],[812480,1944029],[817150,1946933],[818108,1429860],[820285,1184035],[823541,1446859],[825138,1957847],[827307,943912],[831585,2189783],[832693,2190537],[833214,2190706],[835331,1967595],[837951,1462415],[840746,1207381],[842638,956966],[843715,2198348],[843897,2198817],[844705,1470179],[844887,1726380],[845864,1978141],[848006,1979167],[848783,1735804],[849114,2203075],[849635,2203244],[857942,1745748],[858881,1226433],[862629,2213829],[863706,2214708],[863888,2215177],[867843,1765539],[868774,1495631],[869105,2001111],[869626,1497458],[870877,1240327],[872733,988421],[873892,2223557],[875134,1244295],[875906,1773665],[876646,2226582],[878275,2008261],[879534,2011616],[884395,1772395],[887115,1777460],[888054,2236949],[897947,1528489],[900050,1272799],[901906,1019022],[903065,2249099],[903995,1789470],[904307,1276767],[907448,1281876],[908525,2253926],[908707,2254395],[913568,1547684],[913636,1287524],[916107,2047268],[916884,1809838],[917215,2050275],[927462,1563418],[927644,2060780],[932505,1569676],[932573,1309000],[933321,1560043],[935565,1313961],[936724,2071312],[939600,1577650],[941394,2074216],[944011,2289349],[947889,1846662],[949149,2292025],[951005,1587111],[951857,2083316],[954590,1076995],[956850,1335712],[958868,1079033],[959645,1863099],[959976,2298855],[960497,2299024],[961016,1851554],[961537,1600547],[962796,2093174],[965234,1860581],[966173,2303365],[975436,1098471],[979714,2313011],[980822,2313765],[981343,2313934],[982594,1102448],[983460,1105110],[985698,1889607],[986080,1625173],[987019,1366943],[988875,1369753],[990767,1111525],[991844,2321576],[992026,2322045],[993993,2120100],[996135,2121126],[996912,1891474],[997243,2124133],[1014061,1396525],[1016681,1657645],[1019476,1402611],[1021368,1143237],[1022445,2345019],[1022627,2345488],[1023435,1665409],[1023617,1912651],[1024594,2147570],[1026736,1411756],[1027513,1668999],[1027844,2349746],[1028365,2349915],[1029616,1413695],[1033561,1923183],[1033873,1417663],[1036672,1932019],[1046573,1681234],[1047504,1690861],[1047835,2170540],[1048356,1692688],[1049607,1435557],[1051463,1174692],[1052622,2370228],[1053864,1439525],[10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] cell #3330 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [235031,2076624],[290668,2181260],[292967,2185845],[334654,2252029],[344017,1544920],[356409,2279732],[356508,2282525],[380737,2093389],[405497,2337876],[406228,2347364],[416894,1673906],[424984,1933712],[431150,2373387],[431683,2376433],[434347,1707292],[457515,2398741],[458246,2200693],[480032,2011831],[481132,2429192],[485859,2426012],[487103,2435060],[495816,1798815],[499075,1544493],[507060,2448286],[507791,2050027],[508749,1816258],[515234,2458843],[518457,1833261],[539041,2295339],[543768,2481060],[545012,2301207],[567925,2500304],[568656,2123885],[569614,1897894],[570280,2508678],[571351,2504417],[574837,1660936],[575392,2505830],[586417,1671940],[591368,2153044],[593754,2157740],[598481,2525307],[599725,2160786],[600402,1938297],[608438,1953374],[611697,1706865],[620240,2383891],[633891,2388152],[634962,2553530],[638448,1465706],[639003,2554943],[659445,2422332],[660170,2226716],[664897,2571390],[666141,2229762],[666818,2016416],[667422,2579110],[669045,2575497],[670116,2237083],[672772,1531430],[673730,2025877],[685202,1279508],[690439,2256668],[693508,2261379],[693683,2047234],[694579,2592479],[698065,1820291],[698620,2593892],[700769,1815831],[709645,1831295],[714596,2284214],[722375,2468472],[723446,2292159],[732473,1850773],[736398,2472085],[738021,2618698],[739092,2303499],[741748,1335054],[742706,2102011],[751410,2485454],[763888,2502422],[765061,2324990],[765236,2121092],[766132,2632719],[769618,1628464],[770173,2634132],[772322,1897467],[774156,2637615],[775779,2334552],[775954,2132190],[778370,1402967],[779616,1907489],[793602,2150822],[797643,2352457],[800520,2157669],[801208,1929775],[802143,2652469],[803214,1421462],[805870,1693802],[806828,1936350],[818085,2364423],[818300,1442266],[823537,2377797],[831593,2543948],[833216,2385304],[833391,2191205],[835327,2670591],[842640,1971917],[843711,2391377],[848014,2675057],[849637,2395417],[849812,2203743],[852228,1207737],[853474,1987517],[862631,2558802],[863702,2404781],[866386,1750079],[867839,2569935],[872729,2000330],[875908,2573782],[876654,2226645],[877342,2007894],[878277,2687080],[879348,1508268],[882004,1498572],[882962,2014469],[888062,2237012],[888750,2019629],[889494,1006045],[892365,1525726],[901902,2029503],[907450,2254801],[908521,2437352],[912135,2260651],[915010,2046643],[916115,2703877],[917738,1291651],[917913,2050726],[920329,1566485],[921575,1813858],[933317,2450404],[935561,2281992],[939602,2462867],[943920,1584504],[947885,2613368],[949157,2292088],[949845,2082087],[951859,2719601],[958876,1851415],[960499,2474987],[960674,2299523],[962610,1601401],[966181,2303428],[966869,2095763],[967613,1087681],[970484,1612288],[977371,1871996],[979722,2623137],[981345,2486867],[981520,2314433],[983456,2108630],[984192,1622031],[985700,2632867],[990769,2113876],[991840,2492940],[994524,1884903],[995038,2120501],[996143,2733177],[997766,1378213],[997941,2124584],[1000357,1370109],[1001603,1895494],[1006472,1650491],[1007033,2131599],[1014057,2339994],[1021370,2141346],[1022441,2511903],[1026744,2151464],[1028367,2515943],[1028542,2350414],[1032204,2156946],[1037619,1165267],[1038307,1933505],[1039051,1161715],[1041922,1688098],[1046569,2523852],[1051459,2169759],[1054638,2527699],[1057007,2375930],[1058078,1703498],[1061692,2183898],[1066031,2382928],[1069890,2670739],[1071232,2190614],[1073443,2760656],[1077003,1723773],[1080968,1725353],[1082240,2391306],[1082928,2198825],[1084942,1471433],[1085117,2201392],[1088108,1735812],[1088669,2203152],[1095693,2400859],[1098479,1484138],[1099873,1486489],[1100163,1747234],[1102444,1994943],[1103716,2404710],[1104404,2215185],[1106418,2215583],[1106979,1492868],[1107847,2686905],[1111084,2001562],[1113435,2000972],[1115058,2565317],[1115233,2412145],[1117169,1761516],[1117905,1760670],[1120740,1250588],[1121428,2011624],[1122172,1247036],[1125043,1772403],[1129982,1777465],[1134156,2424557],[1138130,2428404],[1145147,2030145],[1146770,2582012],[1146945,2433376],[1148881,1793228],[1152452,2437281],[1153140,2254403],[1156755,1547692],[1162142,1809846],[1162703,2050280],[1169727,2267270],[1171971,2592627],[1177040,2272516],[1178111,2599965],[1180795,2063633],[1182414,2282634],[1184037,1574589],[1184212,2283224],[1187874,2074224],[1191741,2793600],[1192467,2289421],[1195337,2719426],[1201333,1329350],[1203524,2472611],[1207383,1597759],[1208164,1863107],[1208725,2298932],[1210770,1852005],[1210936,1341713],[1211624,2093182],[1214287,1860586],[1218461,2479605],[1222435,2483452],[1224775,1618019],[1225386,2484491],[1226049,1871550],[1226441,1355463],[1226629,1355940],[1229245,1619235],[1230587,2313842],[1232798,1871406],[1236358,1625034],[1237752,1627385],[1238042,1882058],[1240323,1881023],[1241595,2492869],[1242283,2322053],[1244297,1634191],[1244472,2324620],[1244858,1373308],[1247463,1891482],[1248024,2124138],[1255048,2330881],[1261717,2504565],[1265270,2347473],[1268830,1910044],[1272795,1911624],[1274067,2511832],[1274755,2345496],[1276769,1666663],[1276944,2348063],[1279935,1669007],[128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] cell #3331 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [762867],[874181],[932296],[986602],[992305],[1052911],[1062916],[1073018],[1109641],[1160311],[1172873],[1178576],[1188590],[1199371],[1236007],[1264845],[1288042],[1301468],[1312142],[1317845],[1328081],[1350891],[1394601],[1395785],[1409214],[1418211],[1431237],[1442750],[1452060],[1481407],[1482591],[1523176],[1524457],[1526210],[1539654],[1559303],[1572893],[1609738],[1611019],[1612772],[1645349],[1647290],[1652771],[1655207],[1668257],[1685548],[1688582],[1732611],[1738092],[1740528],[1769853],[1772887],[1775007],[1779236],[1812126],[1814562],[1843270],[1858128],[1862357],[1877431],[1893762],[1896198],[1898592],[1929566],[1933795],[1965059],[1978620],[1992827],[1997179],[2007685],[2011914],[2019420],[2046721],[2080717],[2081878],[2095554],[2107018],[2110147],[2120579],[2131677],[2190692],[2198616],[2203230],[2210508],[2213815],[2214976],[2254194],[2289941],[2299010],[2313920],[2321844],[2345287],[2349901],[2389159],[2402563],[2411632],[2432863],[2455697],[2490722],[2509685],[2532158],[2550464],[2597747],[2644131],[2701474] ] cell #3332 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658108],[762256],[816748],[868679],[874127],[931685],[940992],[950910],[986548],[1035249],[1047409],[1052857],[1062305],[1072964],[1109088],[1137181],[1159700],[1172819],[1183088],[1188536],[1198818],[1221486],[1264791],[1265944],[1279200],[1287988],[1300915],[1312088],[1350837],[1351990],[1392689],[1394048],[1395731],[1409160],[1428702],[1442197],[1479495],[1480854],[1482537],[1515508],[1523122],[1525657],[1538804],[1556207],[1559249],[1609684],[1612219],[1642253],[1645295],[1648414],[1651921],[1685494],[1688029],[1733735],[1737242],[1752845],[1769799],[1772334],[1775570],[1807769],[1811276],[1858691],[1877377],[1889405],[1892912],[1930129],[1931478],[1967901],[1996329],[2008248],[2009597],[2048445],[2083303],[2092145],[2103117],[2122303],[2179026],[2188259],[2200041],[2250785],[2280943],[2296577],[2346712],[2430430], 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8],[2103038,2310220],[2106603,2486402],[2106742,2313473],[2108091,2487245],[2112910,2492950],[2119008,2630371],[2120600,2325289],[2131684,2135981],[2131698,2334851],[2145113,2644138],[2145433,2345427],[2146478,2644849],[2150283,2516321],[2155127,2649620],[2156877,2355554],[2157750,2167788],[2168710,2532165],[2168736,2657066],[2188180,2383386],[2190713,2385603],[2195509,2389166],[2198340,2391705],[2199119,2391387],[2203237,2207534],[2203251,2395716],[2213836,2404387],[2214700,2405109],[2223474,2565695],[2237093,2241021],[2249016,2582390],[2249436,2432870],[2249462,2696821],[2253918,2437680],[2254334,2258888],[2258568,2701481],[2259933,2702192],[2271550,2599975],[2277648,2711111],[2296498,2473069],[2299031,2475286],[2303509,2307437],[2313941,2487166],[2321568,2493268],[2342180,2509692],[2345011,2512231],[2345790,2511913],[2349908,2354205],[2349922,2516242],[2354231,2745413],[2370145,2659362],[2381062,2758327],[2411653,2565616],[2430351,2580094],[2432884,2582311],[2437362,2441290],[2455421,2600293],[2532179,2659283] ] cell #3333 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [825536],[934803],[1012259],[1055485],[1093895],[1135529],[1167929],[1181351],[1219834],[1253250],[1258031],[1263101],[1285722],[1295644],[1344077],[1349147],[1375244],[1382206],[1387809],[1415064],[1420789],[1425859],[1448480],[1468086],[1474615],[1504979],[1507595],[1512665],[1518071],[1540453],[1545523],[1551327],[1552489],[1571620],[1578582],[1591238],[1598460],[1604633],[1625792],[1630844],[1634794],[1637373],[1638535],[1663316],[1669845],[1680443],[1681831],[1700209],[1702825],[1707895],[1716494],[1720229],[1726878],[1730507],[1751353],[1753709],[1758575],[1764748],[1766136],[1783065],[1790287],[1796460],[1808256],[1817619],[1822671],[1826621],[1829200],[1830362],[1842592],[1845871],[1852173],[1855908],[1866186],[1872164],[1875899],[1877558],[1882548],[1886177],[1889892],[1902765],[1906500],[1913149],[1916778],[1937624],[1939980],[1944846],[1951019],[1952407],[1961835],[1963636],[1973212],[1976491],[1982793],[1986528],[1992149],[1995428],[2001730],[2005465],[2015743],[2021322],[2024601],[2030903],[2034638],[2044916],[2050894],[2054629],[2056288],[2061278],[2064907],[2068622],[2077774],[2086079],[2087880],[2097456],[2100735],[2103794],[2105595],[2115171],[2118450],[2124752],[2128487],[2131264],[2133065],[2142641],[2145920],[2152222],[2155957],[2161578],[2164857],[2171159],[2174894],[2185172],[2194512],[2201560],[2202817],[2204618],[2210872],[2219177],[2220978],[2230554],[2233833],[2236414],[2244719],[2246520],[2256096],[2259375],[2262434],[2264235],[2273811],[2277090],[2283392],[2287127],[2293232],[2298597],[2301999],[2302830],[2317740],[2326045],[2327846],[2341183],[2348231],[2349488],[2351289],[2357543],[2365848],[2367649],[2377225],[2380504],[2385960],[2386991],[2390708],[2393463],[2411219],[2415452],[2427085],[2432450],[2435852],[2436683],[2451593],[2459898],[2461699],[2470872],[2472316],[2482133],[2488554],[2492271],[2506486],[2507517],[2511234],[2513989],[2531745],[2535978],[2544179],[2555599],[2556630],[2561202],[2577897],[2579341],[2595579],[2599296],[2621098],[2623368],[2635819],[2637846],[2654869],[2675288],[2689480],[2704108],[2733408],[2760887] ] cell #3334 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [825541],[934808],[1012264],[1055490],[1093900],[1135534],[1167934],[1181353],[1219839],[1253255],[1258036],[1263103],[1285727],[1295649],[1344082],[1349149],[1375249],[1382211],[1387811],[1415069],[1420794],[1425861],[1448485],[1468091],[1474617],[1504984],[1507600],[1512667],[1517957],[1540458],[1545525],[1551329],[1552494],[1571625],[1578587],[1591243],[1598462],[1604519],[1625797],[1630849],[1634796],[1637375],[1638540],[1663321],[1669847],[1680329],[1681833],[1700214],[1702830],[1707897],[1716499],[1720231],[1726764],[1730512],[1751358],[1753711],[1758577],[1764634],[1766138],[1783070],[1790289],[1796346],[1808142],[1817624],[1822676],[1826623],[1829202],[1830367],[1842594],[1845757],[1852178],[1855910],[1866191],[1872169],[1875901],[1877594],[1882434],[1886182],[1889778],[1902770],[1906502],[1913035],[1916783],[1937629],[1939982],[1944848],[1950905],[1952409],[1961781],[1963672],[1973214],[1976377],[1982798],[1986530],[1992151],[1995314],[2001735],[2005467],[2015748],[2021324],[2024487],[2030908],[2034640],[2044921],[2050899],[2054631],[2056324],[2061164],[2064912],[2068508],[2077883],[2086025],[2087916],[2097458],[2100621],[2103740],[2105631],[2115173],[2118336],[2124757],[2128489],[2131210],[2133101],[2142643],[2145806],[2152227],[2155959],[2161580],[2164743],[2171164],[2174896],[2185177],[2194621],[2201565],[2202763],[2204654],[2210981],[2219123],[2221014],[2230556],[2233719],[2236523],[2244665],[2246556],[2256098],[2259261],[2262380],[2264271],[2273813],[2276976],[2283397],[2287129],[2293178],[2298543],[2302001],[2302939],[2317849],[2325991],[2327882],[2341292],[2348236],[2349434],[2351325],[2357652],[2365794],[2367685],[2377227],[2380390],[2386069],[2386937],[2390817],[2393499],[2411165],[2415561],[2427031],[2432396],[2435854],[2436792],[2451702],[2459844],[2461735],[2470981],[2472352],[2482079],[2488500],[2492380],[2506595],[2507463],[2511343],[2514025],[2531691],[2536087],[2544215],[2555708],[2556576],[2561311],[2578006],[2579377],[2595525],[2599405],[2621207],[2623404],[2635765],[2637882],[2654978],[2675324],[2689589],[2704144],[2733444],[2760923] ] cell #3335 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [235011,2466527],[290193,2536442],[292984,2381909],[333626,2578361],[356001,2603555],[356426,2462461],[379709,2621562],[405089,2639917],[405514,2514751],[423956,2655333],[431026,2537978],[431100,2662185],[457107,2677359],[457532,2394225],[479004,2689944],[482098,2691577],[485735,2583957],[485809,2693244],[500235,2440007],[506652,2706179],[507077,2264997],[515099,2605196],[540007,2723527],[543644,2476932],[543718,2725194],[562532,2636613],[567517,2735479],[567942,2328608],[570198,2641116],[571301,2737117],[575257,2645030],[590960,2518103],[591385,1924017],[594720,2747712],[598357,2359543],[598431,2749379],[612857,2539302],[629745,2196016],[633809,2547449],[634912,2763937],[638868,2551363],[659037,2690273],[659462,2235238],[661136,2772103],[664773,2417452],[664847,2773770],[667837,2694277],[668423,2775048],[686678,2438187],[690315,2041363],[690389,2587507],[693426,2444512],[694529,2783873],[695545,1808332],[698485,2446153],[709203,2596373],[714188,2606165],[714613,2072146],[722293,2610837],[725402,2794928],[732423,2296946],[736813,2613537],[737399,2797173],[756258,2733495],[760915,2319244],[763764,2332674],[763838,2736044],[764979,2496530],[766082,2803818],[767098,1889968],[770038,2498171],[773110,2739281],[775697,2334102],[788385,2342687],[792449,1921609],[793552,2516690],[797508,1675025],[800935,2522435],[801521,2813295],[803164,1681848],[817677,2655662],[818102,2166262],[819776,2537482],[823413,2181619],[823487,2664479],[831437,2760974],[832008,2668624],[833134,2546250],[835277,2822435],[842018,2196521],[845667,1976567],[846968,2670788],[849555,2394967],[862549,2679219],[865658,2405616],[867647,2415916],[867789,2772112],[872679,2409568],[875773,1762635],[877069,2568518],[877655,2829296],[879298,1766153],[888477,2423140],[891722,1787896],[894831,2578690],[901852,2430799],[906242,1798944],[906828,2438692],[915069,2269839],[917116,1554469],[925687,2704195],[930344,2453097],[933193,2269063],[933267,2706744],[934408,2069738],[935511,2604752],[936527,2068698],[939467,1834380],[947693,2471336],[947835,2794937],[948111,2717919],[949572,2612504],[951237,2844187],[953672,2086346],[958720,2087661],[960417,2474537],[962560,1855925],[966596,2478188],[969841,1596069],[972950,2621891],[979566,2315089],[980137,2726744],[981263,2625439],[983406,2487614],[984735,2803677],[985495,1878320],[990147,2319749],[993796,2118526],[995097,2111199],[997144,1640515],[1007092,2335743],[1010167,2637933],[1010738,1661065],[1011864,2137893],[1014007,2640482],[1020748,2343192],[1024397,2145996],[1025698,1410636],[1028285,2515493],[1035518,1422783],[1041279,1942455],[1044388,2526142],[1046377,2358007],[1046519,2747721],[1051409,2530094],[1054503,1948906],[1055799,1953503],[1056385,2537987],[1058028,1952424],[1065059,2860783],[1068198,1962102],[1068925,2822294],[1069685,1964398],[1071291,2189072],[1080776,2391172],[1080918,1973229],[1082655,2549257],[1084320,1731381],[1088728,2396608],[1091803,2675375],[1092374,1465835],[1093500,2209446],[1095643,2677924],[1102252,2561666],[1102394,1992166],[1102670,2766495],[1104131,2680886],[1105796,2212881],[1107898,1997402],[1108231,1997411],[1113279,2220759],[1114976,2564867],[1117119,2005482],[1118639,1509589],[1124400,1756184],[1127509,2572225],[1131101,1260025],[1133964,2236878],[1134106,2691586],[1134382,1534515],[1135843,2026006],[1137508,2583966],[1139943,2244986],[1144991,2246301],[1146688,2581562],[1148831,2034655],[1152867,2585213],[1159221,2259451],[1165837,2448942],[1166408,1820420],[1167534,2053317],[1169677,2594639],[1171006,2783732],[1171766,2057050],[1176418,2453602],[1180067,2277166],[1181368,1310466],[1183415,1832342],[1191267,2843600],[1192596,2289287],[1195388,2079774],[1195721,2079783],[1197759,1592112],[1202552,1850218],[1206418,2087967],[1207178,2088642],[1208784,2297390],[1215406,1346071],[1218269,2303294],[1218411,2723536],[1218687,1338139],[1220148,2102140],[1221813,2476941],[1224414,2311856],[1227553,1867845],[1228280,2105682],[1229040,2106357],[1230646,2312300],[1234339,1874587],[1240131,2492735],[1240273,2115188],[1242010,2628446],[1243675,1634811],[1251158,2500960],[1251729,1628593],[1252855,2127175],[1254998,2634879],[1256886,2641125],[1260752,2736976],[1261512,2133827],[1263118,1392989],[1272603,2511698],[1272745,2142658],[1274482,2642924],[1276147,1917652],[1280555,2517134],[1283630,2351070],[1285327,2356117],[1287470,2155974],[1294079,2161336],[1294221,2161595],[1294497,1696887],[1295958,1936479],[1297623,2359552],[1299725,2166831],[1300058,2166840],[1305106,2367430],[1306803,2658534],[1308946,2174911],[1319336,2380580],[1321771,2187431],[1323100,2188628],[1324179,1714539],[1331647,1970836],[1332976,2388505],[1335768,2196512],[1336101,1975278],[1342283,2557424],[1342932,2547458],[1346798,2763796],[1347558,2205380],[1349164,1479795],[1353639,2212376],[1354968,2401909],[1356550,1991907],[1357760,2212872],[1358093,1744481],[1360131,1493915],[1363767,1750208],[1364924,1753726],[1368790,2221065],[1369550,2221740],[1371156,2410012],[1372950,2414379],[1374849,2004153],[1380641,2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] cell #3336 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [343968,1545134],[416946,1673914],[434298,1707506],[449167,1465714],[481610,1257571],[496648,1798823],[499139,1800735],[508700,1816472],[518509,1833269],[520562,1581816],[534988,1596184],[539519,1343617],[559577,1628472],[569565,1898108],[583020,1660944],[587329,1921724],[594232,1420329],[599705,1935833],[600454,1938305],[609270,1953382],[611045,1702113],[611761,1955294],[614025,1450853],[629257,1467626],[649882,1750087],[656117,1756299],[660648,1507135],[666121,2013952],[666870,2016424],[675424,2025885],[676488,1781274],[681659,1788011],[686190,1539993],[693795,2047242],[695057,1291075],[695154,1038160],[699329,2052012],[700833,2055331],[706248,1820299],[710104,1572785],[710557,2069853],[711867,1827623],[724914,1590778],[744400,2102019],[745464,1864395],[748596,1872004],[753988,1874702],[760427,1630384],[763337,1884911],[765348,2121100],[766610,1377637],[766707,1121281],[770882,2125870],[772386,2129189],[776066,2132198],[780075,1653993],[781458,2138008],[781980,1903883],[787897,1662856],[801061,2157823],[801337,2158228],[802776,1163183],[807244,2162648],[808522,1936358],[814757,1942570],[818488,1701446],[819288,1702365],[820920,1949800],[827956,1715328],[833503,2191213],[845179,1470857],[845276,1211477],[849924,2203751],[853933,1739314],[855316,2209561],[855838,1983911],[859430,1486497],[859706,1992025],[865170,1750893],[869915,2001570],[875307,2004268],[877195,2226799],[877471,2227204],[878910,1248504],[883378,2231624],[884656,2014477],[886586,2017567],[888603,2237166],[888879,2237571],[892553,1780607],[894343,1782605],[895113,2022392],[913829,2260659],[915018,2261375],[915490,2261449],[918025,2050734],[922034,1813348],[923417,2053432],[929856,1822211],[932766,2063641],[934141,1827851],[936039,1574013],[936136,1313108],[943719,1841117],[949698,2292242],[949974,2292647],[955239,1593470],[957493,1335599],[960786,2299531],[961826,1852013],[962172,1340735],[964705,2093701],[966722,2303582],[966998,2303987],[970672,1863728],[972462,1865726],[973232,2098526],[976085,1870998],[976440,2105721],[976912,1616620],[981632,2314441],[987568,1627393],[987844,2115047],[993308,1633615],[993405,1373849],[995046,2324986],[995518,2325060],[998053,2124592],[1002062,1894984],[1003445,2127290],[1005468,2130279],[1006662,1901576],[1006686,1901599],[1007041,2334548],[1007513,2334622],[1011597,1904111],[1023909,1666087],[1024006,1406707],[1028654,2350422],[1032663,1414659],[1034046,2356232],[1035377,2356922],[1038436,2161454],[1042110,1935166],[1043900,1937164],[1048645,2170999],[1054037,2173697],[1057640,1443734],[1063386,2183906],[1065744,1452780],[1070861,2190000],[1071240,2385300],[1071712,2385374],[1076802,1722014],[1079439,1208354],[1079682,1466182],[1082781,2391460],[1083057,2391865],[1083860,1729241],[1084136,1973088],[1085229,2201400],[1087104,2201832],[1088298,1981604],[1088322,1981627],[1088677,2395413],[1089149,2395487],[1093233,1984139],[1098278,1990674],[1099248,1744803],[1104257,2404864],[1104533,2405269],[1109798,1753585],[1110153,2221104],[1110625,1755259],[1112052,1499117],[1115345,2412153],[1116731,1504253],[1118364,1774192],[1118498,2414831],[1121557,2230430],[1125231,2013285],[1127021,2015283],[1128728,2235793],[1129990,2019847],[1130532,2020190],[1130960,2423537],[1141510,1785297],[1143764,1531975],[1147057,2433384],[1148097,2030743],[1148443,1537111],[1152993,2437435],[1153269,2437840],[1156943,1544891],[1158733,1803966],[1158830,1548233],[1162332,2049705],[1162356,2049728],[1162711,2264361],[1167267,2052240],[1173839,1819220],[1174115,2273687],[1179579,1825442],[1179676,1570225],[1184324,2283232],[1188333,1578177],[1189716,2285930],[1192475,2467717],[1197190,2291536],[1197618,2469698],[1199528,1842468],[1203237,1594062],[1205498,1595794],[1205825,1337570],[1208378,2098262],[1208733,2474983],[1209205,2475057],[1209839,2088006],[1210311,1854711],[1211753,2301875],[1213033,2302209],[1214295,2095981],[1214837,2096324],[1215265,2478585],[1225099,1615538],[1230216,2313228],[1230595,2486863],[1231067,2486937],[1232494,1622576],[1236157,1877684],[1237127,1879627],[1238794,1370726],[1239037,1628940],[1242136,2493023],[1242412,2493428],[1244584,2324628],[1245046,1897865],[1247653,2123563],[1247677,2123586],[1248032,2327972],[1252588,2126098],[1257450,2132226],[1268629,1908285],[1271266,1403584],[1271509,1661412],[1274608,2511986],[1274884,2512391],[1275687,1915512],[1275963,2142517],[1277056,2348071],[1280125,1412162],[1280149,1919010],[1280504,2515939],[1280976,2516013],[1282403,1672485],[1285060,1674241],[1286736,2152062],[1287082,1677621],[1290105,2160103],[1290647,2160446],[1301625,1939856],[1301980,2367775],[1302452,1941530],[1303879,1694347],[1307172,2532679],[1308558,1699483],[1310191,1689887],[1313384,2377101],[1317058,1707263],[1318848,1958525],[1318945,1710605],[1321886,2543455],[1325849,2384707],[1328231,1963762],[1329967,2193534],[1329991,2193557],[1331990,2195299],[1332855,2547673],[1334767,1467505],[1337028,2205606],[1337998,2549654],[1339118,1975600],[1340263,2393589],[1343496,2203779],[1354847,2558047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] cell #3337 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874750],[992354],[1053480],[1109690],[1115617],[1178625],[1189159],[1199420],[1236639],[1288611],[1301517],[1307444],[1317894],[1328713],[1365624],[1394650],[1418260],[1431869],[1442799],[1448726],[1459001],[1481456],[1525089],[1526259],[1539703],[1548834],[1562000],[1573525],[1611651],[1612821],[1652820],[1654231],[1655839],[1669140],[1688631],[1702380],[1738141],[1739552],[1741160],[1772936],[1780119],[1782620],[1795415],[1812175],[1815194],[1863240],[1865741],[1893811],[1896830],[1901614],[1903027],[1934678],[1937179],[1981642],[1983055],[1997228],[2012797],[2015298],[2020002],[2049743],[2051156],[2096136],[2111030],[2123601],[2125014],[2160258],[2161469],[2193572],[2217192],[2229234],[2230445],[2264516],[2294526],[2301890],[2310427],[2328127],[2377116],[2383593],[2393744],[2435743],[2461980],[2473276],[2514270],[2580301], 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] cell #3338 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1063894],[1182205],[1263955],[1310356],[1350001],[1392879],[1426713],[1440979],[1479685],[1513519],[1518293],[1523319],[1546377],[1556397],[1604855],[1609881],[1635648],[1642443],[1648053],[1674915],[1680665],[1685691],[1708749],[1727100],[1733374],[1762525],[1764970],[1769996],[1775436],[1796682],[1801708],[1807408],[1808478],[1827475],[1834270],[1846093],[1852632],[1858557],[1878210],[1882770],[1886690],[1889044],[1890114],[1913371],[1919645],[1929995],[1931117],[1948796],[1951241],[1956267],[1964288],[1967540],[1973531],[1976713],[1995650],[1997910],[2002189],[2008114],[2009236],[2024823],[2031362],[2037287],[2048311],[2056940],[2061500],[2065420],[2067774],[2068844],[2080282],[2083169],[2088532],[2091784],[2100957],[2106247],[2109499],[2111215],[2115490],[2118672],[2122169],[2133717],[2136969],[2142960],[2146142],[2165079],[2167339],[2171618],[2177543],[2178665],[2187613],[2189088],[2197020],[2199907],[2205270],[2208522],[2213380],[2216267],[2221630],[2224882],[2234055],[2238922],[2241809],[2247172],[2250424],[2259597],[2264887],[2268139],[2269855],[2274130],[2277312],[2280809],[2289303],[2295931],[2297406],[2305338],[2308225],[2310841],[2312316],[2320248],[2323135],[2328498],[2331750],[2334284],[2335759],[2343691],[2346578],[2351941],[2355193],[2360051],[2362938],[2368301],[2371553],[2380726],[2388521],[2394115],[2395149],[2396624],[2401925],[2408553],[2410028],[2417960],[2420847],[2423156],[2429784],[2431259],[2439191],[2442078],[2444694],[2446169],[2454101],[2456988],[2462351],[2465603],[2470580],[2474719],[2477440],[2478204],[2490084],[2496712],[2498187],[2509047],[2514641],[2515675],[2517150],[2522451],[2529079],[2530554],[2538486],[2541373],[2545722],[2546432],[2549273],[2551379],[2565049],[2568534],[2577605],[2581744],[2584465],[2585229],[2597109],[2603737],[2605212],[2612520],[2613553],[2620806],[2625621],[2628462],[2639389],[2640099],[2642940],[2645046],[2658716],[2662201],[2668640],[2676831],[2677541],[2680902],[2693260],[2694293],[2706361],[2709202],[2725210],[2726760],[2735661],[2737133],[2749395],[2763953],[2773786],[2783889],[2803834],[2822451] ] cell #3339 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [473080],[560843],[606933],[652741],[657504],[707514],[715251],[724500],[757021],[800393],[811381],[816144],[824252],[834319],[867936],[893929],[914384],[926450],[935625],[940388],[950167],[972048],[1013049],[1014121],[1026582],[1034645],[1046666],[1057070],[1064998],[1094685],[1095757],[1135266],[1136438],[1138193],[1151123],[1169791],[1182345],[1219571],[1220743],[1222498],[1255112],[1256825],[1262835],[1265201],[1278193],[1295381],[1298308],[1342871],[1348881],[1351247],[1381943],[1384870],[1386760],[1391682],[1425593],[1427959],[1457134],[1473566],[1478488],[1494799],[1512399],[1514765],[1517195],[1550278],[1555200],[1587948],[1603757],[1619892],[1624768],[1636324],[1641246],[1649240],[1679567],[1716925],[1718140],[1734561],[1748063],[1751838],[1763872],[1776530],[1844005],[1853819],[1859651],[1868256],[1872595],[1873810],[1920832],[1962513],[1974625],[1993562],[2003376],[2032549],[2038381],[2086757],[2104472],[2116584],[2144054],[2172805],[2219855],[2245397],[2275224],[2300063],[2366526],[2433916],[2519807] ] cell #3340 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762821],[874099],[932250],[985467],[992246],[1052829],[1062870],[1069657],[1108520],[1160265],[1171738],[1178517],[1188508],[1196010],[1235031],[1261484],[1287960],[1300347],[1311007],[1317786],[1324879],[1347530],[1391240],[1393530],[1409132],[1418152],[1430261],[1441629],[1478046],[1480336],[1521255],[1523094],[1523969],[1539595],[1557048],[1571917],[1607817],[1609656],[1610531],[1643094],[1652712],[1653125],[1668417],[1685466],[1686341],[1738033],[1738446],[1769771],[1770646],[1777706],[1779396],[1812067],[1812480],[1860827],[1862517],[1877349],[1893703],[1894116],[1901300],[1932265],[1933955],[1981328],[1997120],[2010384],[2012074],[2049429],[2050521],[2084449],[2110307],[2123287],[2124379],[2161155],[2193258],[2201187],[2210713],[2230131],[2283019],[2290146],[2301576],[2347858],[2376802],[2389364],[2435429],[2509890], 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82],[2116770,2730649],[2117760,2324415],[2135105,2339929],[2142218,2510645],[2144240,2741022],[2145230,2741425],[2149827,2646649],[2151849,2517771],[2162085,2169694],[2163177,2164167],[2167251,2357384],[2168764,2657023],[2170786,2531175],[2196932,2550116],[2196992,2550669],[2206658,2400794],[2213292,2560490],[2213352,2402768],[2223018,2683944],[2223948,2414198],[2232153,2233143],[2238834,2423999],[2248560,2696302],[2249490,2696778],[2255673,2586827],[2257695,2443358],[2258685,2781912],[2266275,2267205],[2273388,2598707],[2275410,2787778],[2276400,2458268],[2305250,2479047],[2320160,2629305],[2320220,2490927],[2329886,2330816],[2343603,2643783],[2343663,2644336],[2353329,2521320],[2354259,2745370],[2359963,2360023],[2369689,2752437],[2370619,2534724],[2378824,2379814],[2412685,2567742],[2417872,2417932],[2439103,2586072],[2439163,2701679],[2454013,2710045],[2454073,2597952],[2463739,2464669],[2477352,2477412],[2519079,2650975],[2533211,2661409],[2538398,2538458],[2584377,2584437],[2607141,2607869] ] cell #3341 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [359780],[431640],[486349],[515220],[544258],[575378],[598971],[608068],[638989],[665387],[668963],[673360],[690929],[698606],[737939],[742336],[764378],[770159],[774571],[797629],[802061],[806458],[824027],[842558],[848429],[875894],[878195],[882592],[887016],[907368],[911765],[916530],[917656],[933807],[939588],[951777],[959291],[965135],[985686],[990687],[994154],[996558],[997684],[1021288],[1027159],[1036573],[1038034],[1054624],[1056925],[1061322],[1069876],[1073858],[1081194],[1084860],[1106336],[1108728],[1113850],[1119694],[1121155],[1138048],[1145562],[1151406],[1162762],[1171957],[1176958],[1180425],[1182829],[1183955],[1196218],[1199934],[1207369],[1211351],[1222353],[1229231],[1233213],[1234910],[1240549],[1244215],[1248083],[1261703],[1265685],[1273021],[1276687],[1298163],[1300555],[1305677],[1311521],[1312982],[1322237],[1324758],[1336598],[1340314],[1347749],[1351731],[1358590],[1362306],[1369741],[1373723],[1384725],[1391448],[1395164],[1402599],[1406581],[1417583],[1424461],[1428443],[1430140],[1435779],[1439445],[1443313],[1452735],[1463893],[1466414],[1478254],[1481970],[1485755],[1488276],[1500116],[1503832],[1511267],[1515249],[1518613],[1521134],[1532974],[1536690],[1544125],[1548107],[1554966],[1558682],[1566117],[1570099],[1581101],[1594017],[1603280],[1605175],[1607696],[1615493],[1626651],[1629172],[1641012],[1644728],[1647965],[1659123],[1661644],[1673484],[1677200],[1680985],[1683506],[1695346],[1699062],[1706497],[1710479],[1719383],[1727420],[1731878],[1733286],[1754132],[1765290],[1767811],[1785844],[1795107],[1797002],[1799523],[1807320],[1818478],[1820999],[1832839],[1836555],[1844935],[1846413],[1852544],[1856504],[1883090],[1888956],[1905654],[1913691],[1918149],[1919557],[1940403],[1951561],[1954082],[1967452],[1969756],[1985682],[1995970],[2002101],[2023665],[2025143],[2031274],[2035234],[2061820],[2067686],[2079536],[2099799],[2101277],[2109411],[2136881],[2139185],[2165399],[2171530],[2208434],[2212634],[2234375],[2238176],[2268051],[2304592],[2331662],[2359305],[2417214],[2471923] ] cell #3342 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [874767],[958471],[979317],[992573],[1053497],[1080655],[1102131],[1113030],[1115825],[1144742],[1165588],[1178844],[1189176],[1192535],[1206548],[1228410],[1240010],[1250909],[1272482],[1283381],[1288628],[1293958],[1304857],[1307652],[1318113],[1332915],[1342034],[1354907],[1368920],[1380520],[1387765],[1401778],[1413378],[1415637],[1415923],[1418479],[1423640],[1435240],[1446139],[1448934],[1451386],[1468523],[1472620],[1474571],[1505552],[1505838],[1510446],[1529291],[1538410],[1540890],[1543304],[1545245],[1545733],[1546107],[1549042],[1551283],[1565296],[1576896],[1579155],[1579441],[1581997],[1598416],[1598668],[1598900],[1602459],[1631281],[1635004],[1635378],[1637329],[1663753],[1667850],[1669801],[1670053],[1670285],[1674604],[1674964],[1675072],[1700782],[1701068],[1703262],[1705676],[1707617],[1708105],[1708479],[1711414],[1720185],[1722589],[1726685],[1727217],[1727323],[1751790],[1754761],[1758531],[1758783],[1759015],[1762574],[1762682],[1783502],[1790243],[1790495],[1790727],[1794286],[1796267],[1796799],[1796905],[1800629],[1816583],[1823108],[1826831],[1827205],[1829408],[1829640],[1833959],[1834319],[1834427],[1841692],[1845564],[1848007],[1852267],[1852604],[1866623],[1875855],[1876107],[1876339],[1878259],[1879151],[1882355],[1882887],[1882993],[1898219],[1906708],[1906940],[1908860],[1912956],[1913488],[1913594],[1919280],[1919617],[1938061],[1938995],[1941032],[1944802],[1945054],[1945286],[1948845],[1948953],[1950826],[1951358],[1951464],[1955188],[1963043],[1964337],[1967021],[1969384],[1986736],[1986968],[1991249],[1995235],[1995767],[1995873],[1997564],[1998113],[2001824],[2002161],[2016180],[2017114],[2024294],[2024408],[2024940],[2025046],[2026737],[2030997],[2031334],[2054837],[2055069],[2055225],[2056989],[2057881],[2061085],[2061617],[2061723],[2067409],[2067746],[2079164],[2079936],[2082135],[2088581],[2100428],[2100542],[2101074],[2101180],[2102923],[2105002],[2106296],[2109134],[2109471],[2111343],[2118789],[2128695],[2128927],[2129083],[2130393],[2133766],[2136450],[2136604],[2136941],[2138813],[2158122],[2164664],[2165196],[2165302],[2166993],[2167542],[2171253],[2171590],[2186896],[2188065],[2189216],[2196674],[2201946],[2205319],[2208003],[2208157],[2208494],[2210407],[2211923],[2212262],[2213034],[2221679],[2224854],[2227098],[2233640],[2234172],[2234278],[2235949],[2237465],[2238576],[2240775],[2247221],[2259714],[2261563],[2267774],[2268111],[2269983],[2277429],[2289840],[2291650],[2292541],[2296383],[2297534],[2302365],[2303881],[2304992],[2307191],[2311293],[2312444],[2318791],[2319902],[2325174],[2331385],[2331722],[2333567],[2334736],[2335887],[2343345],[2351990],[2355165],[2357078],[2358594],[2368350],[2371525],[2380843],[2384863],[2385488],[2389058],[2391759],[2392470],[2394432],[2395601],[2396752],[2402462],[2404272],[2405163],[2409005],[2410156],[2414987],[2416503],[2423693],[2430236],[2431387],[2437734],[2438845],[2452644],[2453755],[2465575],[2469310],[2469854],[2475171],[2475803],[2476694],[2478741],[2486426],[2487051],[2490621],[2493322],[2509584],[2512285],[2512996],[2516127],[2517278],[2529531],[2530682],[2537029],[2549810],[2550363],[2559640],[2560184],[2565501],[2567024],[2582196],[2582828],[2583719],[2585766],[2589178],[2597646],[2600347],[2628999],[2643477],[2644030],[2649426],[2650317],[2659168],[2660691],[2701373],[2709739],[2716579], [561329,992969],[657492,1115649],[708000,1179240],[756009,1236671],[762135,1242738],[816132,1307476],[824738,1318509],[831188,1328745],[867526,1366106],[914870,1418875],[925438,1431901],[931564,1437968],[940376,1448758],[947572,1459483],[984865,1496433],[1009918,1525121],[1034633,1548866],[1046256,1562482],[1056058,1573557],[1062184,1579624],[1069055,1590032],[1091554,1611683],[1133843,1654713],[1136102,1655871],[1151111,1669172],[1159579,1678310],[1171136,1691663],[1181935,1702862],[1218148,1740034],[1220407,1741192],[1260882,1781859],[1262823,1780151],[1263685,1783102],[1279079,1796106],[1296217,1815226],[1310405,1829156],[1346928,1864980],[1348869,1863272],[1349731,1866223],[1382779,1896862],[1392568,1903718],[1392928,1906456],[1408278,1918453],[1425581,1934710],[1426443,1937661],[1479374,1983746],[1479734,1986484],[1512387,2012829],[1513249,2015780],[1518410,2020422],[1522240,2021571],[1556086,2051847],[1556446,2054585],[1604972,2096556],[1608802,2097705],[1624756,2111062],[1642132,2125705],[1642492,2128443],[1648025,2132472],[1680782,2160678],[1684612,2161827],[1733346,2204025],[1752724,2217883],[1765087,2229654],[1768917,2230803],[1807380,2263642],[1808595,2264936],[1846210,2294946],[1876495,2316228],[1889016,2327253],[1890231,2328547],[1931089,2359705],[1967512,2387411],[1976830,2394164],[1988693,2401701],[2009208,2417614],[2068961,2462400],[2078825,2468214],[2091756,2477094],[2146259,2514690],[2178637,2538140],[2195563,2548170],[2250396,2584119],[2342234,2641837] ] cell #3343 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658824],[763046],[799749],[817464],[867715],[874983],[913538],[932475],[941708],[947761],[985565],[992995],[1026454],[1033722],[1046445],[1053713],[1063095],[1064427],[1069755],[1080844],[1102320],[1107963],[1116016],[1116298],[1134032],[1135138],[1150990],[1171836],[1179266],[1182124],[1189392],[1190303],[1195453],[1207248],[1218337],[1219443],[1229110],[1240199],[1242765],[1243089],[1261582],[1262702],[1263874],[1272671],[1278314],[1294147],[1295253],[1299790],[1307843],[1308125],[1311105],[1311226],[1318535],[1319694],[1321969],[1335833],[1347628],[1348748],[1349920],[1357825],[1366133],[1369620],[1372262],[1380709],[1381815],[1390683],[1391803],[1393628],[1393749],[1402478],[1413567],[1418901],[1424340],[1425460],[1426632],[1435429],[1437995],[1438319],[1441072],[1441837],[1449125],[1449407],[1459510],[1463625],[1472809],[1477489],[1478609],[1480434],[1480555],[1485487],[1494671],[1496566],[1499351],[1511146],[1512266],[1513438],[1518345],[1520359],[1523412],[1524177],[1532209],[1544004],[1546296],[1549233],[1549515],[1554201],[1555321],[1557146],[1557267],[1562509],[1565996],[1568638],[1571796],[1577085],[1579651],[1579975],[1590165],[1600059],[1603159],[1604907],[1606921],[1609974],[1610739],[1621535],[1624635],[1626383],[1635567],[1640247],[1641367],[1643192],[1643313],[1648211],[1653004],[1654740],[1658855],[1668039],[1671444],[1672719],[1675664],[1675785],[1678337],[1678661],[1680717],[1682731],[1685784],[1686549],[1691796],[1694581],[1702889],[1706376],[1708668],[1709018],[1719115],[1727152],[1728706],[1731113],[1733532],[1738325],[1740061],[1749552],[1751959],[1760174],[1763274],[1763395],[1765022],[1767036],[1770089],[1770854],[1775624],[1781992],[1783129],[1791886],[1794986],[1796133],[1796734],[1798288],[1801801],[1802566],[1805162],[1807566],[1810505],[1812359],[1818210],[1827394],[1829289],[1832074],[1835019],[1835140],[1846145],[1847080],[1848446],[1852790],[1853287],[1858745],[1865113],[1866250],[1868437],[1873278],[1882822],[1884376],[1886783],[1887548],[1889202],[1892141],[1893995],[1903745],[1905386],[1906589],[1913423],[1914977],[1917384],[1919151],[1919803],[1920300],[1924596],[1930183],[1931275],[1937688],[1946445],[1949545],[1949666],[1951293],[1956360],[1957125],[1962694],[1963482],[1967698],[1969453],[1973719],[1977700],[1983773],[1985414],[1986617],[1988390],[1995702],[1998003],[2002347],[2002844],[2006061],[2008302],[2009394],[2015807],[2022269],[2024875],[2027176],[2031520],[2032017],[2036384],[2037475],[2048499],[2051874],[2054718],[2061552],[2063106],[2065513],[2066278],[2067932],[2070871],[2072725],[2078522],[2079233],[2080375],[2083357],[2086938],[2091942],[2098403],[2101009],[2105441],[2109657],[2111412],[2111715],[2115678],[2122357],[2125732],[2128576],[2132911],[2134014],[2137127],[2138882],[2143148],[2147129],[2162525],[2165131],[2167432],[2171776],[2172273],[2175490],[2177731],[2178823],[2189285],[2189588],[2195260],[2197113],[2200095],[2204464],[2205567],[2208680],[2212331],[2213473],[2216455],[2217910],[2225040],[2231501],[2234107],[2237873],[2239015],[2241997],[2245578],[2250582],[2264081],[2265184],[2268297],[2270052],[2270355],[2274318],[2280997],[2297603],[2297906],[2304289],[2305431],[2308413],[2312513],[2312816],[2316926],[2320341],[2323323],[2327692],[2328795],[2331908],[2335956],[2336259],[2341931],[2343784],[2346766],[2355351],[2359002],[2360144],[2363126],[2371711],[2387850],[2396821],[2397124],[2406954],[2410225],[2410528],[2416911],[2418053],[2421035],[2431456],[2431759],[2439284],[2442266],[2446366],[2446669],[2454194],[2457176],[2465761],[2471620],[2477533],[2484283],[2498384],[2498687],[2517347],[2517650],[2530751],[2531054],[2538579],[2541561],[2543931],[2551576],[2551879],[2584558],[2605409],[2605712],[2614201],[2645243],[2645546],[2694941] ] cell #3344 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1116361],[1242774],[1308188],[1366142],[1372252],[1438004],[1449470],[1459519],[1496556],[1549578],[1562518],[1568628],[1579660],[1590155],[1626056],[1654749],[1678346],[1691786],[1702898],[1709008],[1718788],[1740070],[1781982],[1783138],[1796142],[1805152],[1817883],[1829279],[1865103],[1866259],[1903754],[1905059],[1906579],[1919141],[1937697],[1950966],[1983782],[1985087],[1986607],[2015816],[2022259],[2024548],[2036377],[2051883],[2054708],[2098393],[2100682],[2125741],[2128566],[2132777],[2134007],[2162515],[2164804],[2204330],[2205560],[2217919],[2231491],[2233780],[2237866],[2263947],[2265177],[2304282],[2316916],[2327558],[2328788],[2358995],[2360010],[2387716],[2406947],[2416904],[2417919],[2446359],[2471613],[2477399],[2484276],[2498377],[2538445],[2543924],[2551569],[2584424],[2605402],[2614194],[2645236],[2694934], 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,[2341924,2739808],[2343650,2643770],[2345856,2809199],[2350213,2743279],[2354246,2854561],[2362216,2525379],[2363850,2372201],[2370606,2661396],[2373459,2375892],[2384411,2545529],[2391449,2672503],[2396814,2552889],[2398540,2400781],[2404853,2680046],[2410218,2683851],[2410461,2682576],[2411944,2769734],[2420125,2571462],[2426084,2428366],[2431449,2696209],[2431692,2778869],[2433175,2778287],[2437424,2698951],[2439150,2586059],[2441356,2835797],[2444267,2451229],[2446602,2592999],[2454060,2710032],[2456266,2711498],[2464656,2607128],[2474094,2615799],[2481132,2483414],[2485974,2624718],[2493012,2730623],[2498620,2633239],[2504106,2504937],[2511975,2740996],[2517340,2646556],[2517583,2812002],[2519066,2521307],[2530744,2752344],[2530987,2751069],[2532470,2816534],[2540651,2665129],[2551812,2673997],[2553219,2554050],[2564424,2684181],[2581119,2696539],[2588157,2590439],[2588400,2782977],[2600037,2787752],[2605645,2713979],[2629653,2631001],[2645479,2742490],[2646886,2647717],[2658091,2752674],[2665372,2757609],[2710393,2711741] ] cell #3345 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1319769],[1441912],[1524252],[1571865],[1610814],[1653073],[1686624],[1701202],[1738394],[1770929],[1775753],[1780363],[1802641],[1812428],[1858874],[1863484],[1887623],[1894064],[1899554],[1924665],[1930312],[1934922],[1957200],[1973848],[1979582],[2006130],[2008431],[2013041],[2018160],[2037604],[2042214],[2047683],[2048628],[2066353],[2072794],[2083486],[2089104],[2094294],[2111784],[2115807],[2119377],[2121541],[2122486],[2143277],[2149011],[2158416],[2159477],[2175559],[2177860],[2182470],[2189657],[2192442],[2197356],[2200224],[2216584],[2218526],[2222202],[2227392],[2228453],[2242126],[2247744],[2252934],[2262748],[2270424],[2274447],[2278017],[2280181],[2281126],[2291238],[2293546],[2297975],[2300760],[2308542],[2312885],[2315670],[2317088],[2320584],[2323452],[2326359],[2336328],[2339113],[2344027],[2346895],[2363255],[2365197],[2368873],[2374063],[2375124],[2383012],[2384123],[2390456],[2392764],[2397193],[2399978],[2403860],[2406168],[2410597],[2413382],[2421164],[2425091],[2427399],[2431828],[2434613],[2442395],[2446738],[2449523],[2450941],[2454437],[2457305],[2460212],[2467639],[2472695],[2473806],[2480139],[2482447],[2484575],[2485686],[2492019],[2494327],[2498756],[2501541],[2503538],[2504649],[2510982],[2513290],[2517719],[2520504],[2524386],[2526694],[2531123],[2533908],[2541690],[2547595],[2551948],[2552651],[2553762],[2557969],[2563025],[2564136],[2570469],[2572777],[2574664],[2579720],[2580831],[2587164],[2589472],[2591600],[2592711],[2599044],[2601352],[2605781],[2608566],[2612235],[2615231],[2617374],[2617865],[2626784],[2631840],[2632951],[2641262],[2645615],[2646318],[2647429],[2651636],[2656692],[2657803],[2664136],[2666444],[2669674],[2670188],[2672157],[2673709],[2683613],[2686247],[2692975],[2695971],[2698114],[2698605],[2707524],[2712580],[2713691],[2719171],[2719903],[2724925],[2728308],[2730277],[2738167],[2738681],[2740650],[2742202],[2752106],[2754740],[2759568],[2764987],[2765501],[2767747],[2776300],[2777032],[2785437],[2787406],[2798425],[2799449],[2805382],[2806368],[2814547],[2824284],[2830548],[2837055],[2849631],[2861293] ] cell #3346 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [359756],[431616],[486325],[515282],[544234],[575440],[598947],[608138],[639051],[665363],[669093],[673430],[690905],[698668],[738069],[742406],[764354],[770221],[774711],[797691],[802191],[806528],[824003],[842688],[848569],[875956],[878325],[882662],[887024],[907498],[911835],[916670],[917786],[933783],[939650],[951907],[959431],[965143],[985748],[990817],[994224],[996698],[997814],[1021418],[1027299],[1036581],[1038174],[1054686],[1057055],[1061392],[1069938],[1073998],[1081202],[1084990],[1106466],[1108798],[1113990],[1119702],[1121295],[1138178],[1145702],[1151414],[1162770],[1172019],[1177088],[1180495],[1182969],[1184085],[1196288],[1199942],[1207431],[1211491],[1222483],[1229293],[1233353],[1234915],[1240557],[1244345],[1248091],[1261765],[1265825],[1273029],[1276817],[1298293],[1300625],[1305817],[1311529],[1313122],[1322245],[1324763],[1336668],[1340322],[1347811],[1351871],[1358660],[1362314],[1369803],[1373863],[1384855],[1391518],[1395172],[1402661],[1406721],[1417713],[1424523],[1428583],[1430145],[1435787],[1439575],[1443321],[1452740],[1463901],[1466419],[1478324],[1481978],[1485763],[1488281],[1500186],[1503840],[1511329],[1515389],[1518621],[1521139],[1533044],[1536698],[1544187],[1548247],[1555036],[1558690],[1566179],[1570239],[1581231],[1594022],[1603342],[1605183],[1607701],[1615498],[1626659],[1629177],[1641082],[1644736],[1647970],[1659131],[1661649],[1673554],[1677208],[1680993],[1683511],[1695416],[1699070],[1706559],[1710619],[1719391],[1727428],[1731948],[1733291],[1754137],[1765298],[1767816],[1785849],[1795169],[1797010],[1799528],[1807325],[1818486],[1821004],[1832909],[1836563],[1844940],[1846421],[1852549],[1856509],[1883098],[1888961],[1905662],[1913699],[1918219],[1919562],[1940408],[1951569],[1954087],[1967457],[1969761],[1985690],[1995978],[2002106],[2023670],[2025151],[2031279],[2035239],[2061828],[2067691],[2079541],[2099804],[2101285],[2109416],[2136886],[2139190],[2165407],[2171535],[2208439],[2212639],[2234383],[2238181],[2268056],[2304597],[2331667],[2359310],[2417219],[2471928] ] cell #3347 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [473057],[560839],[606910],[652737],[657506],[707510],[715228],[724496],[757023],[800370],[811377],[816146],[824248],[834321],[868008],[893925],[914380],[926452],[935621],[940390],[950239],[972044],[1013051],[1014117],[1026578],[1034647],[1046738],[1057072],[1065142],[1094687],[1095753],[1135262],[1136510],[1138195],[1151125],[1169787],[1182417],[1219567],[1220815],[1222500],[1255108],[1256969],[1262837],[1265273],[1278198],[1295377],[1298310],[1343015],[1348883],[1351319],[1381939],[1384872],[1386974],[1391687],[1425595],[1428031],[1457278],[1473780],[1478493],[1494795],[1512401],[1514837],[1517200],[1550492],[1555205],[1588162],[1603762],[1620036],[1624770],[1636538],[1641251],[1649454],[1679572],[1716930],[1718354],[1734775],[1748277],[1751843],[1763877],[1776535],[1844010],[1854033],[1859656],[1868261],[1872600],[1874024],[1921046],[1962518],[1974630],[1993567],[2003590],[2032763],[2038386],[2086762],[2104477],[2116589],[2144059],[2173019],[2219860],[2245402],[2275229],[2300068],[2366531],[2433921],[2519812] ] cell #3348 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [658077],[762254],[816717],[868677],[874123],[931683],[940961],[950908],[986544],[1035218],[1047407],[1052853],[1062303],[1072960],[1109016],[1137179],[1159698],[1172815],[1183086],[1188532],[1198746],[1221484],[1264787],[1265942],[1279198],[1287984],[1300843],[1312084],[1321066],[1350833],[1351988],[1392687],[1393976],[1395727],[1409156],[1428700],[1442125],[1479493],[1480782],[1482533],[1515506],[1517442],[1523118],[1525585],[1538748],[1556205],[1559245],[1604004],[1609680],[1612147],[1642251],[1645291],[1647426],[1651865],[1685490],[1687957],[1717172],[1732747],[1737186],[1752843],[1769795],[1772262],[1774671],[1806781],[1811220],[1843406],[1857792],[1872842],[1877373],[1888417],[1892856],[1900677],[1929230],[1964723],[1965983],[1980705],[1992963],[1996273],[2007349],[2019084],[2081542],[2090227],[2095218],[2103011],[2106682],[2107942],[2150134],[2188153],[2198280],[2214640],[2223325],[2248867],[2253858],[2296471],[2311381],[2321508],[2344951],[2369996],[2409093],[2430324],[2455361],[2475891],[2529619],[2582916],[2649514] ] cell #3349 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561305],[657554],[707976],[757071],[762205],[816194],[824714],[834369],[868628],[914846],[926500],[931634],[940438],[950859],[985992],[1013099],[1034695],[1047358],[1057120],[1062254],[1072408],[1094735],[1137130],[1138243],[1151173],[1159649],[1172263],[1183037],[1221435],[1222548],[1262885],[1264235],[1265893],[1279149],[1298358],[1311532],[1348931],[1350281],[1351939],[1384920],[1392638],[1395175],[1408283],[1425643],[1428651],[1479444],[1481981],[1512449],[1515457],[1518624],[1522245],[1556156],[1558693],[1605186],[1608807],[1624818],[1642202],[1644739],[1648030],[1680996],[1684617],[1733351],[1752794],[1765301],[1768922],[1807385],[1808809],[1846424],[1876500],[1889021],[1890445],[1931094],[1967517],[1977044],[1988698],[2009213],[2069175],[2078830],[2091761],[2146473],[2178642],[2195568],[2250401],[2342239], [658045,658079],[717598,1192679],[730525,961652],[748422,982498],[762318,762383],[816685,816719],[837863,1333059],[840600,1083942],[857854,1355051],[859512,1105418],[869741,870781],[874197,874265],[887027,1387909],[899954,1147923],[917851,1168769],[931747,931812],[940929,940963],[956762,1209901],[965146,1474715],[976502,1231763],[987650,988729],[994055,1245663],[997879,1254090],[1016593,1529435],[1019330,1275769],[1029520,1286562],[1035186,1035220],[1036584,1551427],[1038242,1297245],[1048471,1049511],[1052927,1052995],[1062367,1062432],[1081205,1598560],[1085055,1353052],[1110215,1111321],[1116563,1374500],[1119705,1637473],[1121363,1383807],[1143033,1405131],[1151417,1669945],[1154154,1416665],[1156307,1417778],[1157560,1159480],[1159762,1159827],[1162773,1426993],[1173921,1175000],[1180326,1440893],[1184150,1185190],[1188606,1188674],[1190856,1190890],[1199945,1720329],[1205702,1727431],[1208551,1479557],[1211559,1483639],[1235486,1495822],[1240560,1758675],[1243650,1504920],[1244410,1516570],[1248094,1513799],[1267006,1276882],[1273032,1790387],[1279262,1280322],[1281672,1546657],[1284409,1548315],[1284587,1545307],[1284978,1286914],[1288058,1288126],[1302042,1303148],[1308390,1570876],[1313190,1314269],[1316422,1581296],[1317675,1319595],[1319877,1319942],[1322248,1843550],[1325334,1587302],[1334990,1852609],[1337486,1609378],[1337788,1609754],[1340325,1613346],[1362317,1875999],[1364899,1625733],[1368074,1883101],[1370923,1642315],[1373931,1646397],[1392751,1403781],[1396833,1406789],[1400932,1913702],[1408854,1409983],[1409230,1410285],[1413928,1677211],[1414622,1674674],[1415005,1417018],[1429764,1439640],[1430716,1691052],[1435790,1944946],[1438880,1700150],[1442020,1443080],[1443324,1444430],[1447167,1710687],[1447345,1707679],[1447736,1449672],[1450816,1450884],[1452800,1964729],[1456091,1716435],[1463904,1732891],[1467525,1737192],[1468027,1737721],[1485766,1993107],[1491953,1995981],[1493682,1752907],[1494865,1752935],[1498508,2002166],[1501004,1769493],[1501306,1769869],[1503843,1773461],[1521710,1779129],[1522816,1533862],[1523192,1534164],[1524360,1526540],[1526784,1536701],[1531366,2031339],[1538754,1539892],[1539283,1540394],[1542458,1797013],[1544429,1800634],[1556269,1567299],[1560351,1570307],[1560529,1816645],[1561275,1817560],[1564450,2061831],[1572372,1573501],[1572748,1573803],[1577446,1836566],[1578140,1834029],[1578523,1580536],[1583713,2080693],[1586345,1841818],[1594082,1857798],[1597943,1862333],[1608272,1862250],[1610922,1613102],[1615558,2106688],[1616982,2108086],[1621967,2109476],[1623343,1877071],[1623645,1877447],[1626662,1888561],[1630283,1892862],[1630785,1893391],[1632849,2119003],[1646575,1898281],[1647570,1659134],[1651321,1902706],[1651871,1662755],[1652400,1663257],[1653580,1655815],[1653956,1656117],[1668233,1669328],[1671876,1919622],[1685188,1696234],[1685564,1696536],[1686732,1688912],[1687183,2165410],[1689156,1699073],[1689850,1939065],[1690095,1939206],[1693738,2171595],[1701126,1702264],[1701655,1702766],[1704830,1951572],[1706801,1955193],[1712252,1960798],[1719394,1966127],[1722982,1978596],[1736642,1982734],[1738901,1741136],[1739277,1741438],[1743828,2213791],[1744823,2214646],[1745212,2211928],[1750792,1996279],[1751294,1996808],[1754197,2007355],[1755621,2223469],[1758058,2011890],[1760606,2224859],[1771037,1773217],[1771488,2234386],[1774155,2017184],[1774677,1785909],[1778172,2020548],[1779212,1789770],[1780287,1782504],[1780816,1783006],[1783950,2025154],[1806925,1818489],[1811226,1822110],[1811755,1822612],[1812935,1815170],[1813311,1815472],[1813794,2268116],[1815767,2055230],[1824676,2277643],[1827588,1828683],[1831231,2067751],[1845000,2081548],[1855073,2090371],[1861293,2096682],[1863408,1865625],[1863937,1866127],[1867071,2101288],[1868321,2103017],[1869685,2313896],[1869774,2311387],[1875382,2110123],[1878652,2120555],[1879647,2321514],[1880036,2318796],[1894571,1896806],[1894947,1897108],[1895430,2331727],[1897403,2129088],[1898523,2130227],[1898568,1909253],[1898648,1898922],[1900821,1905665],[1903848,1905983],[1907425,2136946],[1929236,1940468],[1929711,2158127],[1931483,2358599],[1933771,1944329],[1934846,1937063],[1935375,1937565],[1941892,2370140],[1946877,2371530],[1957759,2381057],[1962578,2188159],[1966522,2190668],[1975620,2198286],[1976009,2392475],[1978551,2201780],[1978676,1978950],[1980849,1985693],[1983876,1986011],[1987453,2208499],[1988609,2210484],[1989937,2402539],[1999251,2411608],[1999340,2409099],[2007830,2227103],[2009602,2416508],[2012965,2015182],[2013494,2015684],[2017532,2017782],[2019090,2023730],[2019565,2237470],[2033803,2249011],[2045801,2259928],[2046697,2057382],[2046777,2047051],[2051977,2054112],[2058377,2455367],[2058766,2452649],[2074160,2465580],[2078741,2289917],[2080648,2291484],[2080773,2081047],[2082023,2292546],[2086822,2296477],[2090766,2298986],[2090855,2475897],[2092150,2476699],[2093666,2093916],[2095224,2099864],[2095699,2303886],[2112959,2490698],[2120635,2120909],[2125835,2127970],[2131653,2135951],[2131733,2132007],[2145049,2344957],[2145438,2513001],[2150278,2155122],[2156882,2355170],[2157788,2158038],[2168680,2532134],[2168769,2529625],[2179031,2537034],[2189965,2190215],[2190748,2191022],[2195479,2389135],[2198761,2391764],[2199168,2550440],[2203206,2207504],[2203286,2203560],[2213746,2404106],[2213871,2214145],[2215121,2405168],[2225248,2567029],[2226764,2227014],[2237131,2237381],[2245462,2430330],[2249406,2432839],[2249495,2582922],[2250790,2583724],[2253864,2258504],[2254339,2437739],[2258893,2589183],[2271599,2597723],[2292207,2292457],[2299066,2299340],[2303547,2303797],[2313193,2313443],[2313976,2314250],[2321989,2493327],[2342150,2509661],[2345432,2512290],[2345839,2644107],[2349877,2354175],[2349957,2350231],[2354264,2649520],[2355559,2650322],[2371919,2660696],[2391425,2391675],[2404829,2405079],[2411688,2411962],[2432919,2433193],[2437400,2437650],[2441339,2701450],[2455842,2600352],[2465969,2716584],[2492988,2493238],[2511951,2512201],[2532214,2532488],[2600013,2600263] ] cell #3350 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3351 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3352 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3353 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [875746],[993212],[1034485],[1054476],[1064403],[1108496],[1116494],[1158637],[1179483],[1190155],[1190365],[1195986],[1235417],[1278847],[1286845],[1300323],[1308321],[1311288],[1318752],[1319764],[1325265],[1336366],[1358358],[1364390],[1391216],[1392336],[1393811],[1408785],[1430647],[1441605],[1441907],[1449603],[1455582],[1466921],[1478022],[1479142],[1480617],[1488783],[1499884],[1503599],[1521641],[1522747],[1523945],[1524247],[1532742],[1538774],[1554734],[1555854],[1557329],[1560766],[1571801],[1572303],[1583658],[1596864],[1608203],[1609309],[1610507],[1610809],[1618340],[1629679],[1633103],[1633405],[1640780],[1641900],[1643375],[1650812],[1651891],[1653009],[1653511],[1662151],[1673252],[1675847],[1684013],[1685119],[1686317],[1686619],[1695114],[1698829],[1701146],[1722927],[1731646],[1736133],[1737212],[1738330],[1738832],[1743773],[1752492],[1756979],[1760282],[1760784],[1763457],[1768318],[1769424],[1770622],[1770924],[1775485],[1775540],[1775629],[1780307],[1788691],[1800030],[1802334],[1802636],[1810167],[1811246],[1812364],[1812866],[1821506],[1824930],[1825232],[1832607],[1835202],[1836322],[1852255],[1857011],[1858606],[1858661],[1858750],[1863428],[1872246],[1877002],[1878013],[1878597],[1884498],[1887316],[1887618],[1891803],[1892882],[1894000],[1894502],[1899443],[1909198],[1917917],[1922404],[1924601],[1925103],[1928882],[1930044],[1930099],[1930188],[1934866],[1943250],[1946553],[1947055],[1949728],[1954589],[1956893],[1957195],[1958013],[1958315],[1964091],[1966467],[1973279],[1973580],[1973724],[1977362],[1979471],[1992216],[1996299],[1997738],[2001812],[2006066],[2006568],[2008163],[2008218],[2008307],[2012985],[2030985],[2035741],[2037336],[2037480],[2042158],[2046055],[2046357],[2047572],[2048415],[2048504],[2056743],[2057327],[2063228],[2066046],[2066348],[2070533],[2072730],[2073232],[2073836],[2074338],[2080110],[2083218],[2083273],[2083362],[2085372],[2087843],[2088993],[2103087],[2105558],[2111720],[2115238],[2115539],[2115683],[2119321],[2121430],[2122273],[2122362],[2133520],[2135896],[2142708],[2143009],[2143153],[2146791],[2148900],[2152304],[2156558],[2157060],[2159366],[2167167],[2171241],[2175495],[2175997],[2177008],[2177592],[2177736],[2182414],[2183493],[2188229],[2188861],[2189593],[2192331],[2193929],[2200011],[2200100],[2205073],[2207449],[2210289],[2216316],[2216460],[2218470],[2220941],[2222091],[2228342],[2238750],[2240412],[2241858],[2242002],[2244012],[2246483],[2247633],[2252645],[2256163],[2260246],[2270360],[2273878],[2274179],[2274323],[2277961],[2279400],[2280070],[2280913],[2281002],[2289722],[2290275],[2291182],[2296547],[2297911],[2300649],[2305166],[2306828],[2308274],[2308418],[2312089],[2312821],[2315559],[2317157],[2323328],[2335532],[2336264],[2336975],[2337544],[2339002],[2340600],[2346682],[2346771],[2348781],[2351252],[2361541],[2362987],[2363131],[2365141],[2367612],[2368762],[2375013],[2384192],[2388940],[2390400],[2396397],[2397129],[2397840],[2398409],[2399867],[2402897],[2403804],[2410533],[2413271],[2419450],[2420896],[2421040],[2424128],[2425035],[2425667],[2430400],[2431764],[2434502],[2436100],[2442271],[2445942],[2446674],[2447385],[2447954],[2449412],[2451010],[2457181],[2473875],[2479176],[2480083],[2480715],[2485755],[2491963],[2497960],[2498692],[2499403],[2499972],[2501430],[2504718],[2505271],[2509466],[2510926],[2517655],[2520393],[2523423],[2524330],[2524962],[2531059],[2533797],[2541566],[2547048],[2551884],[2553831],[2554384],[2562258],[2564205],[2569506],[2570413],[2571045],[2580900],[2587108],[2592780],[2593333],[2598988],[2605717],[2608455],[2612939],[2617318],[2626237],[2633020],[2633573],[2645551],[2647498],[2657872],[2664080],[2668238],[2673778],[2681321],[2698058],[2713760],[2720089],[2726358],[2742271],[2777218] ] cell #3354 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1581749],[1702046],[1781207],[1827722],[1864328],[1903982],[1935766],[1949889],[1984010],[2013885],[2018419],[2022481],[2043058],[2052111],[2094553],[2098615],[2120221],[2125969],[2131040],[2153439],[2158675],[2162737],[2183314],[2197615],[2202593],[2225640],[2227651],[2231713],[2236370],[2253193],[2257255],[2262210],[2263007],[2278861],[2284609],[2293805],[2298373],[2302786],[2317531],[2320843],[2323975],[2325821],[2326618],[2344286],[2349264],[2357499],[2358350],[2372311],[2374322],[2378384],[2384566],[2386767],[2390664],[2393023],[2406427],[2408054],[2410995],[2415408],[2416259],[2427658],[2432226],[2436639],[2444942],[2451384],[2454696],[2457828],[2459674],[2460471],[2469052],[2470828],[2474249],[2476450],[2482706],[2486129],[2488330],[2489536],[2492227],[2494586],[2496960],[2505092],[2507293],[2511190],[2513549],[2526953],[2528580],[2531521],[2535934],[2536785],[2543510],[2544295],[2549008],[2550784],[2554205],[2556406],[2559382],[2561158],[2564579],[2566780],[2573036],[2576077],[2577853],[2581274],[2583475],[2589731],[2593154],[2595355],[2596561],[2599252],[2601611],[2603985],[2610171],[2613780],[2614565],[2619278],[2621054],[2622699],[2623484],[2628197],[2629973],[2633394],[2635595],[2637177],[2637962],[2642675],[2644451],[2647872],[2650073],[2653049],[2654825],[2658246],[2660447],[2666703],[2671010],[2674152],[2674619],[2675404],[2678553],[2682162],[2682947],[2687660],[2689436],[2690911],[2694520],[2695305],[2700018],[2701794],[2703439],[2704224],[2708937],[2710713],[2714134],[2716335],[2718972],[2720991],[2722535],[2722861],[2729130],[2732739],[2733524],[2739503],[2742645],[2743112],[2743897],[2747046],[2750655],[2751440],[2756153],[2757929],[2760213],[2760553],[2761821],[2762884],[2769567],[2771437],[2776101],[2778120],[2779664],[2779990],[2786259],[2789868],[2790653],[2794535],[2795016],[2798226],[2800434],[2801702],[2807013],[2807353],[2808621],[2809684],[2816367],[2818237],[2821642],[2824929],[2825269],[2826658],[2832141],[2832622],[2838040],[2839308],[2846362],[2846989],[2850616],[2851238],[2856254],[2862285],[2865921],[2869761],[2877014],[2883674] ] cell #3355 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762785],[874172],[932214],[986593],[992315],[1052902],[1062834],[1073009],[1109651],[1160229],[1172864],[1178586],[1188581],[1199381],[1236147],[1264836],[1288033],[1301478],[1312133],[1317855],[1328221],[1350882],[1394611],[1395776],[1409205],[1418221],[1431377],[1442760],[1481417],[1482582],[1523167],[1524597],[1526220],[1539664],[1559294],[1573033],[1609729],[1611159],[1612782],[1645340],[1652781],[1655347],[1668363],[1685539],[1688592],[1738102],[1740668],[1769844],[1772897],[1777909],[1779342],[1812136],[1814702],[1861030],[1862463],[1877422],[1893772],[1896338],[1901246],[1932468],[1933901],[1981274],[1997189],[2010587],[2012020],[2049375],[2050724],[2084652],[2110253],[2123233],[2124582],[2161101],[2193204],[2201390],[2210659],[2230077],[2283222],[2290092],[2301522],[2348061],[2376748],[2389310],[2435375],[2509836], 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] cell #3356 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3357 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1285774],[1320344],[1375296],[1414927],[1448532],[1450791],[1504842],[1539210],[1545385],[1571672],[1572723],[1578445],[1581739],[1625585],[1634656],[1652327],[1653931],[1668634],[1700072],[1701582],[1702036],[1707757],[1716287],[1737648],[1739252],[1753503],[1779613],[1780743],[1781197],[1795336],[1811682],[1813286],[1817412],[1826483],[1827718],[1827989],[1842386],[1851966],[1862734],[1863864],[1864318],[1871957],[1877584],[1893318],[1894922],[1902558],[1902948],[1903978],[1904249],[1925523],[1934172],[1935302],[1935756],[1939774],[1949895],[1963662],[1973006],[1982586],[1982976],[1984006],[1984277],[1991943],[1996735],[2001523],[2004805],[2006988],[2012291],[2013421],[2013875],[2018415],[2019923],[2021116],[2022487],[2030696],[2042594],[2043048],[2050687],[2051077],[2052107],[2052378],[2056314],[2073652],[2077873],[2087906],[2094549],[2096057],[2097250],[2098621],[2104751],[2105621],[2110524],[2114965],[2117926],[2118084],[2119757],[2120211],[2124545],[2124935],[2125965],[2126236],[2131046],[2133091],[2142435],[2152015],[2153435],[2153706],[2158671],[2160179],[2161372],[2162743],[2170952],[2174234],[2176417],[2182850],[2183304],[2194611],[2197611],[2201353],[2202599],[2204644],[2210971],[2212015],[2217113],[2220134],[2221004],[2223684],[2224165],[2225636],[2225907],[2227647],[2229155],[2230348],[2231719],[2236513],[2246546],[2253189],[2255890],[2257261],[2262216],[2263003],[2264261],[2264437],[2273605],[2276566],[2276724],[2278397],[2278851],[2283185],[2284605],[2284876],[2286467],[2293801],[2294447],[2298379],[2300342],[2301793],[2302929],[2310348],[2311005],[2317527],[2317839],[2317939],[2318883],[2320839],[2322171],[2323981],[2325827],[2326614],[2327872],[2328048],[2341282],[2344282],[2348024],[2349270],[2351315],[2356769],[2357642],[2358356],[2366805],[2367675],[2370355],[2370836],[2372307],[2372578],[2374318],[2377019],[2378390],[2379980],[2380138],[2383514],[2384562],[2386059],[2386159],[2386773],[2390807],[2392562],[2393019],[2393489],[2393665],[2401394],[2406423],[2408060],[2408427],[2408717],[2411001],[2415551],[2416265],[2427654],[2432232],[2434195],[2435646],[2436782],[2443524],[2443682],[2451380],[2451692],[2451792],[2452736],[2454692],[2456024],[2457834],[2459680],[2460467],[2461725],[2461901],[2464405],[2464886],[2467907],[2469058],[2470454],[2470971],[2472342],[2473197],[2474245],[2475515],[2476456],[2482702],[2486125],[2488336],[2489553],[2492370],[2494582],[2505088],[2506585],[2506685],[2507299],[2511333],[2513088],[2513545],[2514015],[2514191],[2520086],[2521056],[2521537],[2526949],[2528586],[2528953],[2529243],[2531527],[2536077],[2536177],[2536791],[2540409],[2544205],[2544312],[2547298],[2547863],[2549014],[2554201],[2555698],[2555798],[2556412],[2559388],[2561301],[2564575],[2566786],[2573032],[2576083],[2577479],[2577996],[2578096],[2579367],[2580222],[2581270],[2582540],[2583481],[2584999],[2589270],[2589727],[2590197],[2593150],[2595361],[2596578],[2599395],[2601607],[2603611],[2610686],[2614582],[2619284],[2620680],[2621197],[2621297],[2623394],[2623501],[2628203],[2633390],[2635601],[2637872],[2637979],[2638683],[2639973],[2640965],[2641530],[2642681],[2645965],[2647868],[2649138],[2650079],[2653055],[2654968],[2655068],[2658242],[2660453],[2666699],[2674148],[2675314],[2675421],[2676125],[2677415],[2679068],[2682964],[2687666],[2689579],[2689679],[2691426],[2692219],[2695322],[2698308],[2700024],[2704134],[2704241],[2704945],[2706235],[2708943],[2714130],[2716341],[2722541],[2723376],[2724169],[2733434],[2733541],[2734245],[2735535],[2737535],[2742641],[2743914],[2747561],[2748354],[2751457],[2756159],[2760913],[2762901],[2764355],[2768316],[2771952],[2772745],[2779670],[2784291],[2790670],[2794777],[2795033],[2800794],[2804236],[2809701],[2821659],[2826900],[2832639],[2847006] ] cell #3358 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [941885],[1056271],[1136315],[1181403],[1220620],[1263153],[1296430],[1310382],[1349199],[1382992],[1387861],[1392905],[1415850],[1425911],[1474667],[1479711],[1505765],[1512717],[1518387],[1545575],[1551379],[1556423],[1579368],[1598512],[1604949],[1634846],[1637425],[1642469],[1647891],[1669897],[1674941],[1680759],[1681883],[1700995],[1707947],[1720281],[1727194],[1733212],[1753761],[1758627],[1762551],[1765064],[1766188],[1790339],[1796776],[1807246],[1808572],[1826673],[1829252],[1834296],[1842644],[1846187],[1852470],[1855960],[1875951],[1878236],[1882864],[1888882],[1890208],[1906552],[1913465],[1919483],[1930955],[1940032],[1944898],[1948822],[1951335],[1952459],[1964314],[1967378],[1973264],[1976807],[1986580],[1992201],[1995744],[1997393],[2002027],[2005517],[2009074],[2021374],[2024917],[2031200],[2034690],[2054681],[2056966],[2061594],[2067612],[2068938],[2078108],[2079765],[2088558],[2091622],[2097508],[2101051],[2106273],[2109337],[2115223],[2118766],[2128539],[2133743],[2136807],[2142693],[2146236],[2156009],[2161630],[2165173],[2166822],[2171456],[2174946],[2178503],[2187422],[2194846],[2196503],[2205296],[2208360],[2211206],[2212863],[2221656],[2224720],[2230606],[2234149],[2236748],[2238405],[2247198],[2250262],[2256148],[2259691],[2264913],[2267977],[2273863],[2277406],[2287179],[2295740],[2302051],[2303164],[2304821],[2310650],[2318074],[2319731],[2328524],[2331588],[2334093],[2341517],[2343174],[2351967],[2355031],[2357877],[2359534],[2368327],[2371391],[2377277],[2380820],[2386294],[2391042],[2394141],[2394958],[2408362],[2415786],[2417443],[2429593],[2435904],[2437017],[2438674],[2444503],[2451927],[2453584],[2462377],[2465441],[2470389],[2471206],[2474528],[2476923],[2492605],[2496521],[2506820],[2511568],[2514667],[2515484],[2528888],[2536312],[2537969],[2546241],[2547440],[2555933],[2561536],[2564858],[2577414],[2578231],[2581553],[2583948],[2599630],[2603546],[2610828],[2620615],[2621432],[2625430],[2639908],[2641107],[2655203],[2658525],[2677350],[2679210],[2689814],[2691568],[2706170],[2723518],[2735470],[2747703],[2772094],[2794919] ] cell #3359 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1546444],[1582393],[1635715],[1674857],[1708816],[1711238],[1762467],[1795663],[1801644],[1827542],[1828527],[1834212],[1837665],[1878087],[1886626],[1903275],[1904787],[1918675],[1948738],[1950222],[1950665],[1956203],[1964165],[1983303],[1984815],[1997786],[2021793],[2022814],[2023257],[2036315],[2051404],[2052916],[2056817],[2065356],[2066582],[2066804],[2080158],[2088409],[2097927],[2098948],[2099391],[2106124],[2111208],[2125262],[2126774],[2133594],[2133945],[2134847],[2135069],[2154244],[2162049],[2163070],[2163513],[2167215],[2176571],[2189081],[2196896],[2205147],[2205498],[2206400],[2206622],[2213256],[2217440],[2221507],[2224423],[2226445],[2231025],[2232046],[2232489],[2236574],[2237804],[2238798],[2239975],[2247049],[2257588],[2258031],[2264764],[2265115],[2266017],[2266239],[2269848],[2285414],[2289296],[2297399],[2302990],[2304220],[2305214],[2306391],[2311620],[2312309],[2316450],[2320124],[2322674],[2322823],[2324308],[2324751],[2328375],[2328726],[2329628],[2329850],[2334111],[2335752],[2343567],[2351818],[2353071],[2353293],[2357703],[2358933],[2359927],[2361104],[2368178],[2371094],[2373116],[2378717],[2379160],[2388514],[2390868],[2393992],[2394976],[2396617],[2401918],[2402732],[2406885],[2409332],[2410021],[2412256],[2412649],[2413940],[2414162],[2415612],[2416842],[2417836],[2419013],[2423149],[2431252],[2436843],[2439067],[2440244],[2444521],[2445146],[2446162],[2446297],[2453977],[2456527],[2456676],[2458161],[2458604],[2462228],[2463481],[2463703],[2465144],[2471032],[2471551],[2474546],[2476130],[2477316],[2478197],[2484214],[2484699],[2489860],[2490077],[2490155],[2490891],[2492431],[2493526],[2495044],[2496539],[2497164],[2498180],[2498315],[2509040],[2511394],[2514518],[2515502],[2517143],[2521795],[2522444],[2522988],[2529858],[2530547],[2532782],[2533175],[2534466],[2534688],[2536138],[2538362],[2539539],[2540912],[2541061],[2543862],[2544619],[2545715],[2545793],[2546259],[2549266],[2550633],[2550988],[2551372],[2551507],[2557609],[2561362],[2562664],[2562921],[2563149],[2564876],[2568527],[2569071],[2578057],[2581571],[2583155],[2584341],[2585222],[2590700],[2590849],[2596885],[2597102],[2597180],[2597916],[2599456],[2600551],[2602069],[2603564],[2604189],[2605205],[2605340],[2607440],[2607833],[2610350],[2611136],[2612131],[2612513],[2613546],[2614132],[2614889],[2615831],[2616529],[2621258],[2623808],[2625448],[2626424],[2628455],[2630177],[2638286],[2639382],[2639460],[2639926],[2642933],[2644300],[2644655],[2645039],[2645174],[2649753],[2650546],[2650939],[2655029],[2656331],[2656588],[2656816],[2658543],[2662194],[2662272],[2662738],[2665643],[2668633],[2668706],[2670823],[2671189],[2671975],[2675728],[2676824],[2676902],[2677368],[2679518],[2680895],[2683271],[2684911],[2689640],[2691876],[2692871],[2693253],[2693331],[2694286],[2694872],[2695629],[2696571],[2697269],[2698450],[2701643],[2701998],[2702382],[2704548],[2706188],[2707164],[2709195],[2710917],[2712476],[2717954],[2720557],[2723826],[2724821],[2725203],[2725281],[2726753],[2726826],[2730095],[2733848],[2735488],[2737126],[2737199],[2737677],[2738577],[2739316],[2739682],[2740468],[2742878],[2744221],[2745163],[2745861],[2748011],[2749388],[2749466],[2751764],[2753404],[2758133],[2763208],[2763946],[2764019],[2764497],[2765397],[2766530],[2769133],[2772402],[2773779],[2773857],[2775083],[2775594],[2777686],[2779803],[2780955],[2783882],[2783955],[2784433],[2785333],[2787224],[2790977],[2792617],[2796697],[2797208],[2797719],[2803827],[2803900],[2804378],[2805278],[2806608],[2810008],[2810819],[2813330],[2813841],[2815933],[2819202],[2822444],[2823638],[2824524],[2827042],[2829331],[2829842],[2834303],[2837295],[2841506],[2844222],[2844379],[2847791],[2849871],[2853234],[2860865],[2863781],[2867151],[2875594] ] cell #3360 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715903],[819008],[893073],[934051],[971192],[1011507],[1042630],[1055435],[1093143],[1125751],[1130440],[1135479],[1157463],[1167177],[1214745],[1219784],[1245566],[1252498],[1257981],[1284970],[1290555],[1295594],[1317578],[1337478],[1344027],[1374492],[1377117],[1382156],[1387360],[1409975],[1415014],[1420739],[1421920],[1440796],[1447728],[1460577],[1468036],[1474166],[1495814],[1500996],[1504929],[1507545],[1508726],[1533854],[1540403],[1550878],[1552439],[1570868],[1573493],[1578532],[1587294],[1591188],[1598011],[1601859],[1623335],[1625742],[1630794],[1636924],[1638485],[1655807],[1663266],[1669396],[1681382],[1691044],[1696226],[1700159],[1702775],[1703956],[1716444],[1719780],[1726563],[1730457],[1741128],[1747409],[1751303],[1753021],[1758126],[1761974],[1765687],[1779121],[1783015],[1789838],[1793686],[1815162],[1817569],[1822621],[1828751],[1830312],[1839838],[1841904],[1852123],[1855459],[1862242],[1866136],[1872114],[1875450],[1882233],[1886127],[1896798],[1902715],[1906051],[1912834],[1916728],[1927399],[1933680],[1937574],[1939292],[1944397],[1948245],[1951958],[1961590],[1970458],[1972524],[1982743],[1986079],[1989395],[1991461],[2001680],[2005016],[2011799],[2015693],[2018568],[2020634],[2030853],[2034189],[2040972],[2044866],[2050844],[2054180],[2060963],[2064857],[2075528],[2085834],[2093357],[2094702],[2096768],[2103549],[2112417],[2114483],[2124702],[2128038],[2131019],[2139887],[2141953],[2152172],[2155508],[2158824],[2160890],[2171109],[2174445],[2181228],[2185122],[2191789],[2197764],[2201510],[2202572],[2218932],[2227800],[2229866],[2244474],[2251997],[2253342],[2255408],[2262189],[2271057],[2273123],[2283342],[2286678],[2292987],[2293954],[2298352],[2301311],[2320992],[2325800],[2338460],[2344435],[2348181],[2349243],[2365603],[2374471],[2376537],[2386746],[2388290],[2399325],[2406576],[2410974],[2426840],[2427807],[2432205],[2435164],[2454845],[2459653],[2468610],[2481888],[2482855],[2488309],[2507272],[2508816],[2527102],[2531500],[2556385],[2558940],[2573185],[2575635],[2595334],[2618836],[2635574],[2652607],[2687218],[2719739] ] cell #3361 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993028],[1115659],[1179299],[1236681],[1242725],[1307486],[1318568],[1328755],[1366093],[1418934],[1431911],[1437955],[1448768],[1459470],[1496090],[1525131],[1548876],[1562469],[1573567],[1579611],[1589689],[1611693],[1654700],[1655881],[1669182],[1678297],[1691320],[1702849],[1740021],[1741202],[1780161],[1781516],[1783089],[1796093],[1815236],[1828813],[1863282],[1864637],[1866210],[1896872],[1903705],[1906113],[1918446],[1934720],[1937648],[1983733],[1986141],[2012839],[2015767],[2020282],[2021564],[2051834],[2054242],[2096416],[2097698],[2111072],[2125692],[2128100],[2132465],[2160538],[2161820],[2204018],[2217870],[2229514],[2230796],[2263635],[2264796],[2294806],[2316221],[2327246],[2328407],[2359698],[2387404],[2394024],[2401694],[2417607],[2462260],[2468207],[2477087],[2514550],[2538133],[2548163],[2584112],[2641830], [874811,1116367],[977112,1492273],[992506,1242849],[1053541,1308194],[1099881,1622228],[1110825,1368394],[1115748,1372321],[1163383,1687503],[1178777,1438079],[1189220,1449476],[1192192,1715200],[1206022,1210511],[1226090,1749804],[1237760,1498769],[1244673,1504746],[1248704,1771808],[1288672,1549584],[1291708,1814055],[1302652,1564770],[1307575,1568697],[1318046,1579735],[1332572,1593342],[1335251,1339751],[1340935,1867391],[1354564,1870870],[1366600,1628189],[1373565,1633660],[1378270,1895691],[1387422,1901471],[1401252,1405741],[1418041,1678114],[1418412,1678421],[1421320,1936075],[1432990,1693999],[1439903,1699976],[1443934,1705150],[1448857,1709077],[1451430,1711956],[1465431,1469737],[1468456,1983857],[1471490,1987714],[1474228,1981499],[1496831,1753630],[1503956,1761347],[1504453,2016948],[1508126,2014194],[1528948,1785169],[1531627,1536127],[1537311,1784270],[1540823,1796217],[1542778,1547267],[1547949,1804011],[1548965,1805221],[1550940,2049600],[1562976,1820016],[1569941,1825487],[1574646,1831492],[1581559,1837469],[1581930,1837776],[1590430,1842513],[1598073,2098134],[1598814,2098307],[1598823,2098462],[1601259,2101736],[1626701,1878092],[1631214,2125816],[1634248,2129673],[1636986,2123458],[1660661,1664967],[1663686,1903829],[1666720,1907686],[1669458,1918882],[1670199,1919055],[1670208,1919210],[1672137,1676637],[1674438,1677821],[1677324,1926772],[1692061,1939901],[1699186,1947618],[1699683,1938829],[1703195,1950776],[1703356,1953099],[1710321,1958570],[1711337,1959780],[1719433,1964170],[1719842,2193429],[1722449,2202240],[1725008,2206041],[1726678,2205451],[1727470,2206014],[1751723,2217994],[1753865,1997319],[1758188,2231232],[1758929,2231405],[1758938,2231560],[1761374,2234834],[1782257,2021243],[1783435,2023368],[1789900,2022000],[1790641,2022173],[1790650,2022328],[1793086,2025602],[1796260,2036268],[1797052,2036831],[1798540,1802846],[1801219,1804599],[1801417,1801565],[1818528,2056822],[1823041,2051958],[1826075,2055815],[1829554,2067184],[1829563,2067339],[1833793,1837176],[1836679,2074901],[1841552,2291944],[1844668,2079691],[1848000,2302284],[1850641,2305773],[1852277,2305535],[1865378,2097377],[1866556,2099502],[1875512,2316657],[1876253,2316830],[1876262,2316985],[1878119,2325468],[1880678,2329269],[1882348,2328679],[1883140,2329242],[1905704,2133599],[1906854,2135449],[1906863,2135604],[1908720,2130687],[1911279,2134488],[1912949,2133898],[1913741,2134461],[1919290,2147811],[1923613,1926799],[1924222,1924363],[1937994,2163624],[1940136,2166748],[1944459,2162256],[1945200,2162429],[1945209,2162584],[1947645,2165858],[1950819,2176524],[1951611,2177087],[1955778,1959158],[1955976,1956124],[1960905,2186813],[1963036,2384782],[1964197,2385782],[1969394,2394373],[1985732,2205152],[1986882,2207002],[1986891,2207157],[1991109,2404566],[1994598,2407428],[1995228,2406838],[1996020,2407401],[1997557,2414906],[2000198,2418395],[2001834,2418157],[2016113,2232600],[2023398,2238331],[2024401,2239928],[2025193,2240491],[2026730,2235868],[2029371,2239357],[2031007,2239119],[2036858,2039417],[2041087,2041180],[2054983,2266619],[2054992,2266774],[2056013,2056161],[2056849,2261857],[2059408,2265658],[2061078,2265068],[2061870,2265631],[2067419,2278981],[2071742,2074928],[2072351,2072492],[2079174,2469251],[2079929,2469773],[2088441,2475465],[2099532,2304747],[2100535,2306344],[2101327,2306907],[2102916,2484138],[2104995,2486345],[2106156,2487345],[2108498,2488967],[2109144,2488729],[2111353,2495936],[2117620,2495587],[2128841,2330230],[2128850,2330385],[2129871,2130019],[2130334,2333484],[2130386,2333553],[2133626,2335030],[2136614,2337125],[2138823,2333508],[2148049,2150690],[2164027,2361647],[2164657,2361057],[2165449,2361620],[2166467,2166608],[2166986,2356997],[2169627,2360486],[2171263,2360248],[2177114,2179673],[2181343,2181436],[2188058,2543786],[2189226,2545180],[2196667,2549729],[2201887,2394349],[2201939,2394418],[2205179,2395895],[2208167,2397990],[2210417,2557716],[2211856,2558537],[2212272,2559581],[2213027,2560103],[2221539,2565795],[2223881,2567417],[2233003,2419556],[2233633,2418966],[2234425,2419529],[2235443,2235584],[2235959,2422684],[2238569,2423612],[2240518,2242949],[2247081,2582490],[2261556,2443963],[2267138,2447773],[2267784,2447535],[2268787,2268880],[2269993,2443918],[2276260,2602612],[2279219,2281860],[2289850,2610457],[2291591,2469227],[2291643,2469296],[2296376,2614056],[2297544,2615450],[2302375,2477732],[2304985,2478660],[2306934,2309365],[2311286,2622975],[2312454,2624369],[2318724,2627352],[2319895,2628918],[2325167,2495981],[2330749,2499791],[2331395,2499553],[2332398,2332491],[2334729,2503802],[2335897,2503757],[2337363,2339862],[2343338,2643396],[2351850,2516421],[2357088,2521979],[2357179,2357317],[2358527,2523089],[2368210,2659462],[2370552,2661084],[2379674,2540082],[2384873,2544774],[2385481,2545225],[2389068,2671296],[2392403,2673128],[2395594,2552915],[2396762,2552870],[2398228,2400727],[2402472,2678839],[2404213,2559557],[2404265,2559626],[2408998,2682438],[2410166,2683832],[2414997,2568062],[2415088,2415226],[2416436,2569172],[2423703,2574991],[2423794,2423932],[2430229,2694796],[2431397,2696190],[2438838,2585685],[2440787,2443218],[2452577,2708092],[2453748,2709658],[2464602,2606816],[2469864,2611645],[2469955,2470093],[2475164,2615495],[2475796,2721602],[2476627,2616630],[2478751,2618192],[2478842,2478980],[2486436,2623963],[2487044,2624414],[2490631,2729416],[2509594,2739789],[2512929,2741621],[2516120,2646582],[2517288,2646537],[2518754,2521253],[2529524,2750931],[2530692,2752325],[2536962,2662839],[2549820,2672484],[2549911,2550049],[2550373,2762380],[2560194,2680027],[2560285,2560423],[2565494,2683877],[2566957,2685012],[2582189,2696235],[2582821,2778731],[2583652,2697370],[2585776,2698932],[2585867,2586005],[2589111,2782108],[2597656,2786545],[2629009,2730604],[2629100,2629238],[2643487,2740977],[2643578,2643716],[2644040,2809180],[2649419,2811864],[2650250,2745962],[2659161,2752370],[2660624,2753505],[2701383,2835778],[2709749,2787733],[2709840,2709978],[2716512,2792718] ] cell #3362 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1374254],[1503804],[1548638],[1570630],[1582452],[1625655],[1633601],[1677172],[1699034],[1711010],[1711248],[1716357],[1753571],[1761204],[1796006],[1803952],[1817482],[1825428],[1828537],[1836527],[1837652],[1842454],[1852036],[1872027],[1877586],[1884934],[1885388],[1902628],[1903618],[1904797],[1918996],[1939842],[1947475],[1950565],[1950652],[1958511],[1963664],[1973074],[1982656],[1983646],[1984825],[1992011],[2001593],[2003983],[2004254],[2021184],[2022114],[2023157],[2023244],[2030766],[2036325],[2050757],[2051747],[2052926],[2056316],[2063664],[2064118],[2066575],[2067125],[2074758],[2077875],[2087908],[2097318],[2098248],[2099291],[2099378],[2105623],[2112319],[2115033],[2117326],[2124615],[2125605],[2126784],[2133093],[2133955],[2134840],[2135390],[2142503],[2152085],[2154254],[2157480],[2161440],[2162370],[2163413],[2163500],[2171022],[2173412],[2173683],[2176581],[2183929],[2184383],[2191691],[2194613],[2201423],[2204646],[2205508],[2206393],[2206943],[2210973],[2217783],[2219009],[2221006],[2226455],[2230416],[2231346],[2232389],[2232476],[2236515],[2236567],[2237814],[2239985],[2246548],[2255958],[2257931],[2258018],[2260682],[2261136],[2264263],[2265125],[2266010],[2266560],[2270959],[2273673],[2275966],[2283255],[2285424],[2285645],[2285916],[2293064],[2299554],[2301861],[2302931],[2302983],[2304230],[2306401],[2314464],[2316771],[2317841],[2324651],[2324738],[2327874],[2328736],[2329621],[2330171],[2334121],[2338362],[2341284],[2348094],[2350445],[2351317],[2353064],[2353614],[2355947],[2356218],[2357644],[2357696],[2358943],[2361114],[2365680],[2367677],[2373126],[2374373],[2377087],[2379060],[2379147],[2379380],[2386061],[2390809],[2390861],[2391851],[2393491],[2394986],[2399227],[2405255],[2406895],[2412176],[2413933],[2414483],[2415553],[2415605],[2416852],[2419023],[2426917],[2427709],[2433407],[2435714],[2436470],[2436784],[2436836],[2437826],[2440254],[2442924],[2444531],[2445139],[2446307],[2451694],[2458504],[2458591],[2459730],[2461727],[2463474],[2464024],[2470973],[2471025],[2471561],[2472344],[2474556],[2474883],[2481965],[2482757],[2484224],[2486763],[2489853],[2492372],[2492424],[2493414],[2495054],[2496549],[2497157],[2498325],[2505641],[2506587],[2507349],[2511335],[2511387],[2512377],[2514017],[2515182],[2515512],[2515839],[2522998],[2527004],[2532702],[2534459],[2535009],[2536079],[2536131],[2539549],[2543872],[2544207],[2544612],[2546269],[2547283],[2550981],[2551517],[2554754],[2555700],[2556462],[2557657],[2561303],[2561355],[2562674],[2564886],[2565213],[2569081],[2573087],[2576559],[2577998],[2578050],[2579369],[2581581],[2581908],[2584698],[2593703],[2595411],[2596878],[2599397],[2599449],[2600439],[2602079],[2603574],[2604182],[2605350],[2610398],[2610671],[2611146],[2614142],[2614882],[2616539],[2619760],[2621199],[2621251],[2623396],[2623801],[2625458],[2626472],[2630170],[2633943],[2635651],[2637874],[2638279],[2638382],[2639936],[2640950],[2644648],[2645184],[2653531],[2654970],[2655022],[2656341],[2658553],[2658880],[2662748],[2668754],[2671237],[2671985],[2675316],[2675721],[2675824],[2677378],[2679053],[2679528],[2681691],[2683264],[2684921],[2688142],[2689581],[2689633],[2691411],[2691886],[2694882],[2695622],[2697279],[2701991],[2704136],[2704541],[2704644],[2706198],[2707212],[2710910],[2720605],[2723361],[2723836],[2726874],[2728810],[2730105],[2733436],[2733841],[2733944],[2735498],[2737247],[2739730],[2740478],[2744214],[2745871],[2747546],[2748021],[2751757],[2753414],[2758126],[2760915],[2763201],[2764067],[2768015],[2769181],[2771937],[2772412],[2777734],[2780965],[2784003],[2787234],[2790970],[2792627],[2794762],[2796707],[2799122],[2803948],[2810001],[2810867],[2815981],[2819212],[2821591],[2823686],[2834313],[2841554],[2844494],[2853282],[2867266] ] cell #3363 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [763662],[874769],[875104],[875717],[914154],[933091],[943644],[957507],[977247],[986737],[992641],[993298],[993419],[1033843],[1034456],[1053499],[1053834],[1054447],[1063711],[1073153],[1076727],[1079672],[1081950],[1098203],[1100028],[1109788],[1110960],[1112066],[1115895],[1116721],[1129915],[1143778],[1152162],[1158723],[1158844],[1163518],[1173008],[1178912],[1179569],[1179690],[1189178],[1189513],[1190126],[1190919],[1199518],[1205423],[1208368],[1210646],[1214220],[1226165],[1232508],[1236082],[1237907],[1239027],[1241305],[1248839],[1264980],[1268554],[1271499],[1273777],[1280139],[1282417],[1287072],[1288630],[1290030],[1291855],[1301615],[1302787],[1303893],[1307722],[1308548],[1312277],[1318181],[1318838],[1318959],[1319815],[1320428],[1328156],[1336953],[1339898],[1341070],[1351026],[1361890],[1363062],[1366675],[1367795],[1370740],[1376592],[1378417],[1394748],[1395920],[1400653],[1403598],[1405876],[1409450],[1412395],[1418547],[1421395],[1431312],[1433137],[1434257],[1436535],[1441958],[1442897],[1444069],[1449004],[1449830],[1453049],[1460052],[1469578],[1469812],[1471637],[1481554],[1482726],[1491440],[1491674],[1493499],[1500471],[1504588],[1508201],[1524298],[1524532],[1526357],[1533329],[1536274],[1537446],[1541945],[1542179],[1547402],[1549112],[1559438],[1563051],[1564171],[1567116],[1574793],[1584111],[1594331],[1599938],[1601334],[1610860],[1611094],[1612919],[1615807],[1621414],[1622810],[1632336],[1634395],[1645484],[1664808],[1665042],[1666867],[1671323],[1676784],[1677956],[1686670],[1688729],[1695701],[1699818],[1703431],[1713202],[1723380],[1727779],[1744226],[1748625],[1760053],[1770975],[1773034],[1786158],[1791765],[1793161],[1797361],[1802687],[1802921],[1804746],[1824163],[1826222],[1837311],[1848881],[1868872],[1883449],[1887669],[1909651],[1914050],[1946324],[1957246],[1959305],[2027611],[2062179],[2066399], 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] cell #3364 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [129060,570839],[153451,634450],[177636,694067],[193299,730247],[194120,731961],[209586,765620],[221944,793090],[223714,797361],[226015,802702],[226079,595391],[240645,834815],[243875,840328],[259561,870503],[260382,872217],[263457,878836],[263521,661807],[274039,899676],[274860,901390],[279299,910947],[282257,695251],[290326,935049],[292096,939320],[294752,944345],[305737,962098],[305801,735040],[317272,982220],[317617,982944],[320847,988457],[325458,766804],[334312,1013545],[337542,1019058],[342854,1029242],[343675,1030956],[350942,1045389],[353228,1049233],[354049,1050947],[357124,1057566],[357188,820447],[358488,1060504],[361112,1065833],[369410,1077428],[371026,840843],[373984,845373],[380395,1095181],[382814,1098904],[383642,1100066],[386916,1105146],[393454,1115933],[393799,1116657],[393863,875296],[400055,1128510],[401777,1130616],[412762,1148369],[412826,904469],[415992,1153882],[422780,1167974],[424297,1168491],[424642,1169215],[425127,1170233],[427872,1174728],[432483,936233],[433184,1184912],[434005,1186626],[436986,1192252],[445497,1203326],[447490,957443],[447820,957522],[453795,1214921],[460407,1225188],[461538,1226543],[461868,1226866],[468705,1236783],[469533,1237945],[470321,988972],[472807,1243025],[473279,993502],[477828,1253295],[479345,1253812],[479690,1254536],[480175,1255554],[481638,1257660],[488051,1266728],[489936,1269255],[491552,1019573],[494510,1024103],[500921,1287008],[500985,1034035],[502571,1289778],[503340,1290731],[504168,1291893],[505118,1295503],[507442,1296973],[508407,1298804],[513980,1307760],[514325,1308484],[514389,1054026],[517555,1313997],[520581,825581],[528194,1328857],[531036,1332632],[532984,1078913],[533150,1079596],[535307,1337654],[536923,1339936],[538354,1093940],[539547,1343706],[545960,1352774],[547396,1354624],[548414,1355742],[548580,1355920],[553283,1105661],[555907,1365698],[557038,1367053],[557368,1367376],[557900,1112002],[558230,1112081],[563436,1376340],[564205,1377293],[565033,1378455],[565983,1382065],[568307,1383535],[569272,1385366],[572549,1389325],[577869,1396561],[579350,1398556],[581343,1143714],[581673,1143793],[587648,1410151],[589264,1154397],[592222,1158927],[593501,1419542],[593992,1420003],[594260,1420418],[595721,1422096],[596724,1425720],[602558,1432013],[603386,1433175],[604174,1175243],[606660,1438255],[607132,1179773],[611681,934848],[613198,1449042],[613543,1449766],[613607,1189705],[614028,716007],[621438,1458694],[621676,1459075],[623137,1460753],[627337,1205343],[629285,1467715],[631278,1470190],[631608,1470513],[632436,1471675],[632598,1219693],[636160,1476131],[641480,1483367],[644062,1486274],[648993,1232444],[649323,1232523],[652165,1496150],[653183,1497268],[653349,1497446],[654113,1238268],[654279,1238951],[656436,1501172],[659917,1506348],[660408,1506809],[660676,1507224],[662137,1508902],[663140,1512526],[669863,1519374],[670354,1519835],[674865,1525233],[677707,1529008],[679655,1270740],[679821,1271423],[681978,1534030],[683594,1536312],[685025,1012304],[686218,1540082],[688211,1282353],[688541,1282432],[690157,1032666],[692631,1549150],[692996,1549848],[693229,1550115],[695085,1552118],[699954,1297488],[702578,1562074],[703709,1563429],[704039,1563752],[704571,1303829],[704901,1303908],[710107,819112],[710876,1573669],[711704,1574831],[712492,1314512],[712654,1055344],[714978,1579911],[715450,1319042],[718192,1584963],[723193,1588912],[723684,1589373],[723924,1589749],[724942,1590867],[727395,1342830],[733671,1599976],[733909,1600357],[734075,1600535],[735370,1602035],[735511,1349008],[738839,1605936],[739330,1606397],[743841,1611795],[752608,1621452],[752846,1361131],[753012,1361814],[754307,1623511],[757517,1627170],[758507,1367715],[760455,1630473],[763606,1634433],[764549,1635894],[764782,1636161],[766638,1638164],[771507,1384050],[775267,1648810],[775500,1649077],[780078,893177],[780316,1654305],[781777,1655983],[782605,1397076],[785977,1400573],[787925,1662945],[789918,1665420],[790248,1665743],[791076,1666905],[791238,1135388],[794800,1671361],[795038,1411636],[795204,1412319],[797031,1157012],[798977,1676822],[800120,1678597],[800500,1679318],[807633,1427674],[807963,1427753],[810805,1691380],[811823,1692498],[811989,1692676],[812753,1433498],[812919,1434181],[815076,1696402],[818557,934206],[819316,1702454],[820777,1704132],[821309,1445111],[821639,1445190],[821780,1181212],[823255,1188336],[827812,1714265],[827984,1713563],[830160,1457093],[832704,1717710],[832937,1717977],[837360,1473403],[838457,1724232],[843458,1728181],[843949,1728642],[844189,1729018],[845207,1730136],[849125,1734131],[849358,1734398],[853936,971296],[854174,1739626],[855635,1741304],[856463,1483882],[858448,1484597],[863449,1749027],[863940,1749488],[864180,1491594],[865198,1750982],[873927,1760091],[875626,1762150],[876634,1763623],[883767,1514480],[884097,1514559],[887621,1776790],[888042,1776281],[892622,1011662],[893353,1781576],[894371,1782694],[895502,1527465],[895832,1527544],[896824,1256784],[903100,1791803],[903338,179218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] cell #3365 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [97645,481609],[117590,539518],[137526,594231],[150625,627648],[151324,629256],[164346,660647],[174719,686189],[176154,690138],[178102,695056],[178154,503849],[190447,724913],[193280,730218],[206760,758818],[207459,760426],[210052,766609],[210104,564714],[219118,786288],[219817,787896],[223553,796827],[226060,595344],[232839,819287],[234274,823236],[236622,827955],[246335,845178],[246387,632117],[256413,864491],[256709,865169],[259542,870474],[263502,661760],[271187,894342],[274020,899647],[278581,909310],[279280,910918],[285475,924545],[287500,928247],[288199,929855],[290792,936038],[290844,711385],[291935,938786],[294218,943791],[301714,955238],[303169,730704],[305782,734993],[311427,972461],[313594,976084],[314338,977235],[317253,982191],[323011,992629],[323307,993307],[323359,763287],[328676,1004573],[330289,1006685],[340002,1023908],[340054,790757],[342835,1029213],[347572,1042715],[350080,1043221],[350376,1043899],[350781,1044855],[353209,1049204],[357169,820400],[357770,1058867],[358469,1060475],[361083,1065809],[368876,1076874],[370707,840587],[371007,840796],[376372,1088321],[382280,1098350],[383323,1099720],[383623,1100037],[389776,1109797],[390520,1110948],[391231,870960],[393435,1115904],[393844,875249],[396685,1125836],[399193,1126342],[399489,1127020],[399894,1127976],[401243,1130062],[407014,1139000],[408739,1141509],[410194,900133],[412807,904422],[418452,1158732],[418504,913779],[419907,1161395],[420619,1162355],[420800,1167035],[421363,1163506],[424278,1168462],[425108,1170204],[430036,1178900],[430332,1179578],[430384,932716],[433165,1184883],[435701,715988],[442854,1199527],[445468,1203302],[447286,956702],[447443,957242],[449417,1208377],[450872,1210634],[451578,971277],[453261,1214367],[459032,1223305],[460378,1225164],[461334,1226312],[461491,1226490],[465782,982677],[468171,1236229],[469214,1237599],[469514,1237916],[470002,988716],[470302,988925],[474955,1246716],[475667,1247676],[475848,1252356],[476411,1248827],[479326,1253783],[480156,1255525],[483196,1259511],[488032,1266699],[489402,1268701],[491233,1019317],[491533,1019526],[496898,1280148],[498353,1029699],[500966,1033988],[501966,1289284],[502552,1289749],[502806,1290177],[503481,1295444],[504149,1291864],[510302,1301624],[511046,1302775],[511757,1049690],[513961,1307731],[514370,1053979],[517211,819093],[519719,1318169],[520015,1318847],[520067,1063336],[520420,614061],[527429,1327910],[527660,1328303],[529003,1329990],[532955,1078889],[534773,1337100],[536604,1339590],[536904,1339907],[537085,1093001],[537648,1341058],[541105,1345557],[545941,1352745],[548385,1355718],[552964,1105405],[553264,1105614],[555878,1365674],[556834,1366822],[556991,1367000],[557696,1111261],[557853,1111801],[559827,1370749],[562831,1375846],[563417,1376311],[563671,1376739],[564346,1382006],[565014,1378426],[571944,1388831],[572530,1389296],[576707,1394757],[579321,1398532],[581139,1142973],[581296,1143513],[583270,1403607],[584725,1405864],[585431,893158],[587114,1409597],[588945,1154141],[589245,1154350],[590700,912505],[592885,1418535],[593214,1419203],[593300,1419483],[595187,1421542],[599635,1168948],[602024,1431459],[603067,1432829],[603367,1433146],[603855,1174987],[604155,1175196],[608808,710140],[609520,1442906],[609701,933909],[610264,1444057],[610975,1185369],[613179,1449013],[613588,1189658],[616178,1454092],[620833,1458200],[621419,1458665],[621647,1459051],[622603,1460199],[624775,1213474],[630843,1469566],[631074,1469959],[631231,1470137],[631749,1219634],[632417,1471646],[635555,1475637],[636141,1476102],[640318,1481563],[648558,1491428],[648789,1231703],[648946,1232243],[650132,1493508],[653154,1497244],[654084,1238244],[655902,1500618],[658777,1504576],[659630,1506009],[659716,1506289],[661603,1508348],[666051,1254269],[669576,1519035],[669662,1519315],[674100,780111],[674331,1524679],[675674,1526366],[676418,1267185],[679626,1270716],[681444,1533476],[683275,1535966],[683575,1536283],[683756,1011365],[684319,1537434],[687776,1541933],[688007,1281612],[688164,1282152],[689838,1032061],[691593,1547390],[692612,1549121],[692943,1549814],[699635,1297232],[699935,1297441],[702549,1562050],[703505,1563198],[703662,1563376],[704367,1303088],[704524,1303628],[706498,1567125],[709502,818351],[710342,1573115],[711017,1055285],[711685,1574802],[712173,1314256],[712473,1314465],[713928,1062062],[718163,1584939],[718331,1584188],[720322,1326290],[722906,1588573],[722992,1588853],[727194,1342771],[728411,1595374],[733066,1599482],[733652,1599947],[733880,1600333],[734836,1601481],[738552,1605597],[738638,1605877],[743076,853969],[743307,1611241],[744650,1612928],[745394,1353231],[747348,1353984],[752003,1620958],[752589,1621423],[752817,1361107],[753773,1622957],[762013,1632324],[763587,1634404],[764496,1635860],[771188,1383794],[771488,1384003],[774818,1649322],[775214,1648776],[779473,892416],[780287,1654281],[781243,1655429],[782286,1396820],[782586,1397029],[783415,1129169],[789483,1664796],[789714,1665189],[789871,1665367],[790389,1135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] cell #3366 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393259],[468613],[513785],[528102],[556040],[602466],[613003],[621809],[674773],[692436],[702711],[710784],[743749],[780449],[781685],[792842],[819449],[854307],[855543],[892115],[894504],[905857],[923644],[970234],[972623],[1003672],[1006779],[1010353],[1025611],[1041672],[1044061],[1088415],[1091989],[1124793],[1127182],[1130221],[1134295],[1162449],[1166023],[1214526],[1218600],[1234732],[1247770],[1251344],[1257763],[1290336],[1291958],[1294410],[1330084],[1343809],[1363382],[1376898],[1378520],[1380972],[1420521],[1421701],[1460358],[1471740],[1484825],[1493828],[1507327],[1508507],[1552221],[1574896],[1585191],[1590970],[1601640],[1615000],[1638267],[1666970],[1703737],[1714452],[1724460],[1730239],[1742765],[1793467],[1830094],[1840160],[1850131],[1910731],[1916510],[1970780],[2028861],[2140209], [110226,294336],[121028,314187],[149439,368994],[156982,382398],[157564,383447],[161515,390369],[193104,302643],[193215,193369],[195044,450721],[201470,461452],[205574,468289],[206156,469338],[217932,489520],[230008,510895],[240105,527778],[243783,243956],[244048,536839],[245911,536728],[258813,556952],[259366,390705],[259477,259631],[261306,393370],[273844,409668],[273955,274109],[275784,584574],[286314,602142],[286896,603191],[294660,617231],[303080,631516],[305197,631192],[317077,465256],[317188,317342],[320755,320928],[321020,469449],[322883,472715],[333772,674449],[337450,337623],[337715,683510],[339578,683399],[342659,497827],[342770,342924],[344599,691442],[352480,703623],[353033,511231],[353144,353298],[354973,513896],[361245,719289],[369318,729464],[370448,734042],[379855,743425],[382722,546929],[383558,387089],[386824,386997],[391142,557276],[401685,775871],[410105,790156],[412222,789832],[415900,416073],[416165,798893],[417081,417235],[418028,798782],[424102,599109],[424213,424367],[427780,427953],[428045,603302],[429908,606568],[432989,610449],[433100,433254],[434929,613114],[445630,839554],[453703,849729],[460540,642536],[461776,465693],[469743,653316],[479150,665525],[479261,479415],[481771,888718],[487856,675892],[487967,488121],[489844,898893],[490974,903471],[498264,913178],[499311,499484],[499422,499542],[499576,914014],[500381,912854],[501442,692547],[503248,693600],[504084,507615],[507350,507523],[511668,703947],[517463,517636],[517728,711620],[518644,518798],[519591,714886],[535215,960591],[539680,966837],[545765,744868],[545876,546030],[548547,552705],[564113,765153],[564949,568480],[568215,568388],[570591,773907],[571608,573515],[577777,577950],[578042,790992],[579483,1018284],[586915,793859],[587556,1028459],[588686,1033037],[590611,1034273],[592757,800028],[594393,801176],[595629,599546],[600589,600743],[603596,811956],[610886,820685],[611933,612106],[612044,612164],[612198,1063571],[623045,833308],[629418,1082896],[632352,641653],[634202,847765],[635219,637126],[641388,641561],[656344,1115150],[660809,877310],[662045,665962],[667005,667159],[667452,886071],[668758,670787],[669356,671386],[673270,902159],[676329,904707],[681886,1146862],[685393,907163],[685992,907761],[686351,1153108],[689579,1158894],[694836,696743],[695218,699376],[701005,701178],[701116,701236],[701270,932951],[711914,936200],[713839,1189943],[722686,948908],[725075,949813],[732266,1208471],[732730,742246],[735278,745305],[736428,964190],[737734,739763],[738332,740362],[754215,981437],[760588,1242251],[763522,772823],[766389,768296],[766771,770929],[772558,772731],[772669,772789],[773023,1004960],[774186,776235],[774345,776464],[778561,1021083],[779160,1021681],[782027,1024070],[788058,1274723],[791947,1026774],[792176,1026933],[793395,1280242],[801856,803885],[802454,804484],[803471,805438],[806368,1051716],[809427,1054264],[814984,1306977],[822677,1319009],[828049,1070978],[831623,1070346],[835584,836561],[842353,852419],[842951,853018],[845340,855885],[846881,1086596],[848044,850093],[848203,850322],[862942,1103467],[865331,1104372],[872522,1370843],[872986,882502],[875534,885561],[877990,880019],[878588,880618],[879605,881572],[886703,1141603],[886929,889046],[891220,1145177],[891449,1145336],[901695,1403701],[905732,1151319],[916145,918194],[916304,918423],[917451,919530],[920520,1176753],[921119,1177351],[923986,1179740],[930017,1437481],[935354,1443000],[942098,942218],[943950,1196879],[948024,1196682],[951572,952611],[952170,953210],[955332,964822],[958906,969339],[959065,969568],[962867,963844],[965048,967165],[976178,1230333],[979752,1229701],[983249,1493602],[983713,984690],[990482,1000548],[991080,1001147],[993469,1004014],[996173,998222],[996332,998451],[997479,999558],[1005157,1268860],[1010228,1272934],[1013850,1526460],[1036260,1301718],[1036486,1038603],[1037808,1039966],[1040777,1305292],[1041006,1305451],[1051252,1567219],[1058335,1060302],[1065936,1326162],[1066506,1066579],[1073473,1074482],[1073632,1074711],[1077033,1086793],[1081107,1091864],[1084655,1085694],[1095486,1613022],[1098509,1359251],[1100131,1360873],[1102583,1359054],[1106131,1107170],[1106729,1107769],[1109891,1119381],[1113465,1123898],[1113624,1124127],[1116962,1634498],[1119607,1121724],[1120929,1123087],[1129041,1398659],[1131843,1394851],[1149138,1150115],[1160827,1431618],[1165898,1435692],[1169520,1688832],[1183750,1185829],[1191699,1191771],[1192865,1192937],[1198501,1199621],[1199847,1200885],[1203429,1213346],[1203999,1204072],[1211125,1212204],[1216148,1481657],[1225291,1489680],[1225861,1225934],[1226471,1490860],[1232828,1233837],[1232987,1234066],[1236388,1246148],[1238010,1502399],[1240462,1251219],[1254841,1773137],[1258943,1524838],[1276482,1277521],[1287313,1804849],[1289156,1562177],[1308789,1826325],[1312756,1314914],[1321112,1321182],[1321483,1321485],[1327342,1328462],[1333245,1333317],[1338881,1340001],[1344989,1611400],[1354071,1354143],[1355237,1355309],[1355845,1620830],[1362219,1363257],[1365801,1375718],[1366981,1631756],[1388703,1654408],[1399229,1399302],[1406355,1407434],[1411378,1676887],[1433240,1697629],[1450071,1959408],[1451612,1451614],[1454179,1454251],[1458072,1459178],[1463139,1463141],[1468998,1470118],[1475509,1739729],[1484630,1484700],[1485001,1485003],[1497371,1759469],[1529621,1529693],[1535257,1536377],[1541365,1803227],[1563357,1823583],[1584996,1585066],[1595461,1595533],[1599354,1600460],[1614370,1614372],[1658369,1658371],[1664228,1665348],[1670739,1926000],[1692601,1945740],[1713822,1713824],[1724265,1724335],[1787288,1787360],[1791181,1792287],[1849501,1849503],[1910536,1910606],[2028231,2028233] ] cell #3367 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [167355,668708],[178157,917503],[196655,737684],[210107,997531],[225475,801806],[226057,1037898],[244853,842303],[246390,1084707],[262917,877940],[263499,1121019],[277395,907113],[282210,917401],[290847,1183802],[299279,951522],[302907,959227],[303172,1206226],[305779,1211215],[321825,990432],[323362,1244062],[325411,997429],[338520,1021033],[340057,1276534],[356584,1056670],[357166,1312846],[361693,1066456],[370623,842475],[370709,1335084],[371004,1335479],[373937,1084605],[387341,1106081],[390969,1113786],[391234,1368598],[393841,1373587],[406304,1137793],[409932,1145498],[410197,1401456],[412804,1406445],[416970,910845],[418507,1417430],[428850,1176703],[430387,1439292],[432436,1183700],[437158,1192149],[446078,1203949],[447215,1465388],[447440,1465678],[458322,1222098],[460988,1225811],[465520,1233149],[465785,1492477],[469918,990604],[470004,1498602],[470299,1498997],[473232,1243960],[482219,1258283],[491149,1021205],[491235,1531460],[491530,1531855],[494463,1276432],[498091,1027095],[498356,1542982],[500963,1547971],[507867,1297908],[511495,1305613],[511760,1564974],[514367,1569963],[518533,1060402],[520070,1580948],[522037,1321574],[531208,1332529],[532882,1595872],[540128,1344329],[547568,1354521],[548995,1356365],[552880,1106253],[552966,1622061],[553261,1622456],[556488,1366321],[557625,1628146],[557850,1628436],[561020,1373659],[568732,1384470],[571011,1387379],[579931,1399179],[581068,1660618],[581293,1660908],[588861,907285],[588947,1671970],[589242,1672365],[590438,690135],[590703,1414770],[592175,1417328],[594841,1421041],[599373,1428379],[599638,1687707],[600478,1170131],[603771,1176875],[603857,1693832],[604152,1694227],[607085,1439190],[610713,1182765],[610978,1705354],[613585,1710343],[614064,1190460],[622257,1459698],[625451,1463230],[629866,1468338],[634622,1474185],[643166,1485092],[644234,1486171],[644607,1226968],[648718,1749761],[648943,1750051],[652337,1496047],[653764,1497891],[654011,1755987],[657649,1244132],[661257,1507847],[665789,1515185],[666054,1772012],[666894,1255452],[676156,1265621],[676421,1784474],[677879,1528905],[679553,1787699],[686799,1540705],[687936,1798497],[688161,1798787],[689754,796756],[689840,1544523],[693819,1289676],[694239,1550897],[695666,1552741],[699551,1298080],[699637,1813888],[699932,1814283],[703159,1562697],[704296,1819973],[704521,1820263],[707691,1570035],[710143,1312374],[712089,1056842],[712175,1831325],[712470,1831720],[713666,823233],[713931,1578288],[715403,1580846],[715985,1064118],[724096,1589646],[725523,1591490],[732133,1598030],[734490,1600980],[745132,1351667],[745397,1867595],[746245,1869044],[747972,1616308],[748074,1355970],[752744,1874390],[756621,1625988],[757689,1627067],[758062,1367478],[761036,1631096],[765372,1376238],[765792,1636943],[767219,1638787],[771104,1384642],[771190,1895524],[771485,1895919],[776090,1389223],[780114,1396017],[780897,1654928],[782202,1137965],[782288,1907519],[782583,1907914],[784091,1658460],[788506,1663568],[793262,1669415],[794936,1921412],[796981,1673878],[800550,1419197],[802874,1681401],[803247,1422198],[807358,1936032],[807583,1936322],[809254,924542],[809519,1689998],[810977,1691277],[812404,1693121],[812651,1942258],[816289,1439362],[818491,1442296],[819090,1184348],[819897,1703077],[821034,1953056],[821259,1953346],[822852,938715],[822938,1706895],[824429,1710415],[828967,1713374],[833527,1458592],[833919,1718720],[834987,1719799],[844361,1728915],[844734,1470615],[845788,1730759],[849948,1476029],[853972,1482823],[854755,1740249],[856060,1222270],[856146,1987547],[856441,1987942],[857293,1989270],[859168,1486461],[865779,1751605],[869291,1754947],[869393,1497496],[872389,1758145],[876684,1506003],[879008,1765706],[879381,1509004],[883492,2014151],[883717,2014441],[885388,1004570],[885653,1774303],[887869,1259440],[887955,2019659],[888092,1519029],[892556,1525756],[893155,1277080],[893525,1781473],[894952,1783317],[895227,2025559],[895452,2025849],[901562,1789857],[903919,1792807],[914561,1548043],[914982,1549818],[915674,2047774],[918049,1042712],[922073,1559535],[922173,2053120],[924161,1044784],[924247,1815861],[926050,1817815],[927118,1818894],[927491,1563854],[930465,1822923],[933906,1312597],[934135,1573007],[935221,1828770],[936648,1830614],[936895,2069541],[938940,1833233],[940533,1581018],[944447,1839857],[945335,1839713],[949187,1588567],[956250,1849053],[960810,1599874],[961202,1854399],[961304,1600585],[962270,1855478],[962643,1602137],[965988,1345486],[966074,2095793],[966211,1605591],[970675,1612318],[971274,1085253],[971644,1864594],[973071,1866438],[973346,2101693],[973571,2101983],[981656,1621350],[983116,1875469],[987306,1627357],[993917,1886429],[995010,1635864],[995702,2121632],[998077,1125833],[1002101,1645581],[1002201,2126978],[1004189,1127905],[1004275,1897497],[1005654,2130644],[1006075,1388828],[1006665,1650521],[1006874,2132162],[1007005,1648780],[1007697,1899645],[1011362,1406196],[1011591,1655321],[1012649,1904991],[1013717,1906070],[1014461,2137696],[1023091,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] cell #3368 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [178160,1163225],[210110,1248546],[226055,1291580],[246393,1340777],[263497,1378142],[267256,889351],[282156,1165124],[290850,1443776],[293024,1450906],[303175,1466224],[305777,1471362],[307496,967470],[323365,1504295],[325357,1250445],[340060,1537153],[346445,1038908],[356992,1573825],[357164,1574518],[359821,1320086],[370815,1596223],[371002,1596679],[372041,1092169],[373883,1341570],[391237,1628982],[393839,1634120],[395558,1122029],[406712,1656139],[410200,1661454],[412802,1666592],[414521,906037],[417378,1674696],[418510,1677663],[430390,1699525],[431903,1702404],[432279,1444215],[432382,1445675],[443177,1201190],[445128,1464037],[447143,1724796],[447557,1724991],[447569,969723],[458730,1741460],[465788,1750597],[470110,1756338],[470297,1756794],[471336,1251524],[473178,1505088],[487323,1782644],[487699,1537592],[491341,1788050],[491528,1788506],[492567,1010533],[494409,1537946],[498359,1799333],[499295,1800774],[499671,797110],[500961,1804471],[508275,1815494],[511763,1820809],[514365,1825947],[515939,1574052],[516072,1828796],[516084,1055594],[518941,1834051],[520073,1837018],[524572,1322381],[530170,1593911],[532813,1850469],[533106,852550],[545232,1865765],[545608,1341216],[553072,1874741],[553259,1875197],[553587,1363562],[555538,1626795],[557553,1880466],[557967,1880661],[557979,1124282],[569140,1897130],[573402,1901638],[576885,1666126],[577018,1906096],[577030,1135638],[578981,1659267],[580996,1911067],[581410,1911262],[581422,891604],[589053,1921763],[589240,1922219],[590134,911069],[590267,1923596],[590279,689479],[592121,1415173],[599641,1936868],[599945,1937203],[600321,1163664],[600886,1939087],[603963,1942609],[604150,1943065],[605189,1166203],[607031,1700318],[608861,1703339],[610981,1953892],[611917,1955333],[612293,939069],[613583,1959030],[617872,1452629],[619387,1719527],[624375,1722827],[637013,1981666],[640496,1470896],[640629,1986124],[640641,1219943],[645701,1485899],[648646,1994386],[649060,1994581],[649072,1234221],[651299,1754026],[653942,2000026],[654235,1000679],[666057,2014987],[666361,2015322],[666737,1248985],[667302,2017206],[668029,1785336],[671231,2020265],[671243,1258140],[675015,1793069],[676424,2026395],[676841,1785738],[679484,2029199],[679777,778692],[685524,795160],[685849,1540562],[687864,2039205],[688278,2039400],[688290,792331],[696630,2049767],[699743,2053471],[699930,2053927],[700113,1291114],[700246,2054225],[700258,1295753],[700989,2055370],[701365,1045138],[702209,1818622],[704224,2059196],[704638,2059391],[704650,1041161],[712281,2069892],[712468,2070348],[713362,1060626],[713495,2071725],[713507,822577],[715349,1578691],[719922,1583558],[721028,1844829],[731620,1601047],[737005,1593509],[740207,2096399],[740219,1344186],[743991,1601242],[745400,2102529],[746103,2105209],[749042,1615387],[750557,1356432],[752675,2108326],[752968,1107301],[755545,1878497],[762527,1374731],[768183,2123625],[771296,2127329],[771483,2127785],[771666,1377676],[771799,2128083],[771811,1382315],[772542,2129228],[772918,1128259],[773610,1908703],[776206,2132328],[776512,1387438],[778027,1905798],[779017,1663425],[782394,2138047],[782581,2138503],[783015,1909098],[792224,1669474],[794867,2150518],[801127,1420368],[801493,2158267],[804329,2160521],[804341,1420898],[807286,2163815],[807700,2164010],[807712,1167416],[808113,1421303],[808950,1170355],[809083,2165841],[809095,923886],[809939,1940297],[812582,2169455],[812875,920651],[818622,937119],[818947,1702934],[820962,2179461],[821376,2179656],[821388,934290],[828825,1963250],[830724,1966367],[832200,1715367],[836448,2193596],[841293,1728861],[847468,1722432],[850064,2203881],[850370,1474244],[851885,1985826],[852875,1468195],[856252,2209600],[856439,2210056],[857152,2212445],[859534,1227052],[860178,1743673],[861284,1486117],[871876,1497958],[874287,1245180],[877261,1507174],[877627,2227243],[880463,2229497],[880475,1507704],[883420,2232791],[883834,2232986],[883846,1252737],[884247,1508109],[885084,1255676],[885217,2234817],[885229,1003914],[886042,2026593],[888669,1257610],[889035,2237610],[890457,2023559],[891497,1789916],[892687,1014685],[893012,1783174],[895155,2242737],[895569,2242932],[895581,1011746],[901049,1792874],[915532,2263849],[915569,1550923],[915758,1290887],[915959,2261840],[915971,1036090],[918165,2263498],[918471,1550956],[919986,1291788],[920976,1822780],[922104,2266966],[922397,1042244],[924974,2057227],[931956,1571107],[934183,1828829],[936826,2281688],[945194,2079347],[948611,1841535],[949764,1590817],[950130,2292686],[953055,2294789],[953067,1591347],[956108,1848214],[958007,1854346],[964161,1847863],[966788,1343656],[967154,2304026],[968576,2099693],[969616,1598089],[970806,1096321],[971131,1866295],[973274,2309153],[973688,2309348],[973700,1093382],[976954,1356270],[978853,1616255],[980329,1871037],[987672,1367562],[989422,1627013],[995560,2327460],[995597,1636969],[995786,1377449],[995987,2325451],[995999,1119211],[998193,2327109],[998499,1637002],[1000014,1378350],[1001004,1630953],[1002132,2330577],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] cell #3369 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3370 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3371 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [401229,1130032],[421220,1421627],[453247,1214337],[476268,1508433],[502792,1290147],[503971,1552159],[534759,1337070],[537505,1601566],[563657,1376709],[564836,1638205],[587100,1409567],[595173,1421512],[610121,1703663],[614095,1450776],[622589,1460169],[627634,1207932],[628114,1725448],[632239,1730177],[655888,1500588],[658634,1761681],[661589,1508318],[681430,1533446],[684176,1793393],[710328,1573085],[710973,1572708],[711507,1830032],[716027,1320193],[718317,1584158],[730239,1081527],[730334,1850978],[730721,1851069],[734822,1601451],[753759,1622927],[758804,1370304],[759284,1881118],[763409,1885847],[781229,1655399],[781874,1653916],[786274,1403162],[786754,1911719],[790879,1916448],[796813,1155629],[797217,911620],[797458,1925508],[799559,1927106],[814528,1695818],[817274,1947952],[819403,1701440],[819989,1446402],[820229,1703548],[827415,1712999],[838582,1723427],[840005,1971689],[840386,1972090],[855087,1740720],[855732,1739237],[858573,1744273],[864477,1493063],[864957,1995038],[870495,1240882],[870590,2000535],[870977,2000626],[875078,1761566],[887746,1775985],[894458,1780601],[895044,1538673],[899668,1273354],[899763,2029708],[900150,2029799],[904251,1793278],[909296,1279703],[909776,2039857],[910939,1030928],[911034,2042452],[913901,2044586],[923188,1814754],[923833,1813271],[928233,1566680],[928713,2059848],[932838,2064577],[935021,1576227],[935107,1827861],[938772,1315744],[939176,1061177],[939417,2073637],[941518,2075235],[943761,1839390],[954698,1848678],[956672,2087141],[965865,1859106],[972577,1863722],[973163,1342297],[975544,1868669],[977221,1617028],[982212,1362639],[982307,2108835],[982694,2108926],[986711,1879097],[988134,2113648],[988515,2114049],[992615,1633959],[1003216,1896390],[1003861,1894907],[1006145,1899270],[1008958,1901570],[1013517,1667181],[1013603,1904121],[1017312,1909698],[1018735,2141118],[1019116,2141519],[1029234,1151739],[1029329,2151027],[1029716,2151118],[1031014,2153578],[1033817,1926991],[1037303,1930544],[1043207,1688293],[1043687,2164467],[1044015,1935160],[1044601,1165851],[1044841,1429086],[1045245,1170906],[1045486,2176402],[1049225,1436112],[1049320,2169964],[1049707,2170055],[1053808,1947837],[1056442,1705519],[1058853,1442461],[1059333,2180113],[1060496,1186598],[1060591,2182708],[1063458,2184842],[1073127,1966967],[1076844,1970010],[1081924,1974080],[1087781,1979298],[1090594,1981598],[1095153,1471951],[1095239,1984149],[1098320,1988947],[1099497,1744541],[1100058,1486949],[1104823,2215355],[1105204,2215756],[1109257,1998235],[1110934,1755667],[1111231,2220239],[1115925,1504165],[1120424,2008663],[1126328,1772598],[1126808,2233443],[1127136,2013279],[1127722,1251172],[1127962,1515892],[1128366,1256227],[1128607,2006973],[1129533,1785268],[1132854,2020200],[1137565,1794129],[1138986,1525921],[1139466,2243389],[1140969,2027408],[1142943,2245781],[1152136,2037836],[1153559,2254573],[1153940,2254974],[1161381,1550538],[1161815,2047399],[1163492,1808855],[1164628,2049699],[1168483,1559015],[1168578,2267475],[1168965,2267566],[1169187,1293289],[1169273,2052250],[1170225,1298776],[1170320,2278255],[1172982,2057827],[1174405,2272288],[1174786,2272689],[1178886,1825786],[1184904,1311854],[1184999,2282197],[1185386,2282288],[1186684,2284748],[1189487,2075120],[1198987,2082257],[1200664,2083718],[1207837,2088820],[1210620,1855119],[1213838,1593441],[1217159,2096334],[1221870,1602302],[1223291,1612483],[1223771,2309805],[1224522,2311961],[1226282,1869449],[1226397,1616940],[1231673,2314569],[1236199,2111969],[1237376,1879365],[1237937,1627845],[1241279,2116039],[1246702,1636584],[1247136,2121257],[1248813,1890491],[1249949,2123557],[1253804,1645061],[1253899,2331086],[1254286,2331177],[1254508,1379851],[1254594,2126108],[1255546,1385338],[1255641,2119615],[1257089,1908638],[1259497,1649500],[1259624,2132326],[1264954,2136396],[1266720,1395497],[1266815,2340199],[1267202,2340290],[1268671,2139439],[1273751,2143509],[1279608,2148727],[1281582,2350550],[1289071,1679290],[1289648,1419404],[1289770,1419975],[1289865,2366013],[1291324,1930812],[1291885,1682179],[1292969,2160456],[1296650,2362026],[1297031,2362427],[1297680,1423483],[1298862,2372450],[1301084,2167664],[1302761,1941938],[1303058,2366910],[1307752,1699395],[1312251,2178092],[1313674,2375702],[1314055,2376103],[1318155,1958869],[1323208,2188733],[1326654,1715299],[1327896,1718400],[1328273,2191341],[1329450,2192158],[1331157,2193528],[1339367,1975338],[1339928,1729693],[1341044,1977090],[1343135,1722367],[1345543,1734821],[1345670,2203879],[1351000,2207949],[1352766,1482303],[1352861,2401064],[1353248,2401155],[1353954,2403061],[1355783,1745107],[1363036,2216816],[1366792,1999015],[1366907,1755579],[1370209,2221918],[1375633,1763595],[1376210,1506210],[1376332,1506781],[1376427,2219342],[1377886,2008931],[1378447,1766484],[1379531,2229432],[1383212,2419935],[1383593,2420336],[1384242,1510289],[1385424,2225779],[1386429,2026591],[1388618,1776253],[1389195,1519236],[1389317,1519807],[1389412,2427250],[1394217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] cell #3372 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [401356,1130028],[421075,1421624],[453374,1214333],[476123,1508430],[502919,1290143],[503814,1552155],[534886,1337066],[537360,1601563],[563784,1376705],[564679,1638201],[587227,1409563],[590169,1155625],[590570,911622],[595300,1421508],[609976,1703660],[614088,1190274],[622716,1460165],[628064,1725445],[629537,1207928],[632082,1730173],[656015,1500584],[658489,1761678],[661716,1508314],[681557,1533442],[684031,1793390],[686470,1279699],[689568,1030930],[710455,1573081],[710966,1311197],[711350,1830028],[713397,1315740],[713798,1061179],[716029,1064250],[718379,1584154],[730264,1596496],[730669,1851065],[732255,1081529],[734949,1601447],[753886,1622923],[759234,1881115],[760707,1370300],[763252,1885843],[781356,1655395],[781867,1393720],[786704,1911716],[788177,1403158],[790722,1916444],[793384,1151741],[797451,1675756],[799414,1927103],[808985,1429082],[809386,1170908],[814655,1695814],[817129,1947949],[819333,1441301],[819568,1442457],[819991,1186426],[820356,1703544],[822666,1186600],[827412,1712995],[838644,1723423],[840002,1971685],[840312,1725259],[855214,1740716],[855725,1480526],[858635,1744269],[864907,1995035],[865450,1493059],[870520,1756611],[870925,2000622],[872511,1240884],[875205,1761562],[885119,1515888],[885520,1256229],[887808,1775981],[894388,1523641],[894623,1525917],[895046,1278118],[899693,1788323],[900098,2029795],[901684,1273356],[904378,1793274],[909726,2039854],[910964,1802030],[913744,2044582],[915861,1550534],[920127,1044603],[923315,1814750],[923826,1557238],[923975,1298778],[928663,2059845],[930136,1566676],[932681,2064573],[935023,1314680],[935033,1572028],[935343,1311856],[939410,1835111],[941373,2075232],[943757,1583568],[954695,1848674],[956668,1850479],[965927,1859102],[972507,1610203],[972742,1612479],[973165,1086291],[975541,1868665],[977283,1617024],[982237,1875014],[982642,2108922],[983238,1362641],[986773,1879093],[988131,2113644],[988441,1880929],[993588,1633955],[995889,1636580],[1000155,1127724],[1003343,1896386],[1003854,1643284],[1004003,1385340],[1006142,1899266],[1006731,1650444],[1007884,1649496],[1013519,1407200],[1013529,1653236],[1013839,1395499],[1017374,1909694],[1018732,2141114],[1019042,1911530],[1029259,1922036],[1029664,2151114],[1030940,1924828],[1033944,1926987],[1035623,1679286],[1036249,1419977],[1037365,1930540],[1039732,1169189],[1043637,2164464],[1043945,1686013],[1044180,1688289],[1045479,1949637],[1049250,1942882],[1049655,2170051],[1051241,1436114],[1053935,1947833],[1056438,1445374],[1059283,2180110],[1060521,1956589],[1063301,2184838],[1072083,1718396],[1073189,1966963],[1076840,1722837],[1081986,1974076],[1087778,1979294],[1088367,1735765],[1089520,1734817],[1095155,1211970],[1095165,1738557],[1095475,1482305],[1098316,1743683],[1099494,1744537],[1100120,1486951],[1104820,2215351],[1105130,1994849],[1109254,1998231],[1110996,1755663],[1111227,2000036],[1116951,1504167],[1118744,1763591],[1119370,1506783],[1120486,2008659],[1122853,1254510],[1126758,2233440],[1127066,1770318],[1127301,1772594],[1128600,1763366],[1129535,1528450],[1130600,1777817],[1131206,1776249],[1131832,1519809],[1137561,1537645],[1139416,2243386],[1140966,2027404],[1142939,2029209],[1152198,2037832],[1153556,2254569],[1153866,2039668],[1159013,1804306],[1160634,1549826],[1160750,1289650],[1161812,2047395],[1162401,1809799],[1163554,1808851],[1164823,1297676],[1168508,2053744],[1168913,2267562],[1169199,1812591],[1169509,1559017],[1170250,2065742],[1173044,2057823],[1174402,2272284],[1174712,2059659],[1179859,1825782],[1184929,2070165],[1185334,2282284],[1186610,2072957],[1189614,2075116],[1197864,1843724],[1198490,1589347],[1198984,2082253],[1200726,2083714],[1207834,2088816],[1209576,1854075],[1210682,1855115],[1213840,1332074],[1214905,1860938],[1215511,1859370],[1216137,1606371],[1221866,1341269],[1223721,2309802],[1224519,2311957],[1226278,1616265],[1226394,1356265],[1231438,1874066],[1231669,2108336],[1236195,1878507],[1237373,1879361],[1237999,1627847],[1241341,2116035],[1245955,1635872],[1246071,1376212],[1247133,2121253],[1247722,1891435],[1248875,1890487],[1250144,1384238],[1253829,2127602],[1254234,2331173],[1254520,1894227],[1254830,1645063],[1255571,1887012],[1257085,1658002],[1257392,1901071],[1258750,1648788],[1258866,1389197],[1265016,2136392],[1266745,2138320],[1267150,2340286],[1268667,1909108],[1273813,2143505],[1279605,2148723],[1281347,1921088],[1281578,2150528],[1287302,1677535],[1289090,1419843],[1289795,2168381],[1290715,1932376],[1291321,1930808],[1291947,1682181],[1296647,2362022],[1296957,2164278],[1298788,2175722],[1301081,2167660],[1302823,1941934],[1303054,2169465],[1308778,1699397],[1312313,2178088],[1313671,2375698],[1313981,2179924],[1319128,1958865],[1322198,1961539],[1323205,2188729],[1326656,1455214],[1327149,1717688],[1327265,1458566],[1328269,1966377],[1329447,2192154],[1330036,1968891],[1338244,1974344],[1338870,1728616],[1339364,1975334],[1339990,1729695],[1341106,1977086],[1343131,1462772],[1343438,1981099],[1344796,1734109],[134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] cell #3373 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3374 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [435593],[515837],[575995],[608190],[639606],[673482],[699223],[709380],[742458],[770776],[774763],[779351],[798246],[806580],[848621],[853209],[876511],[882714],[887516],[911887],[916722],[921310],[940205],[959483],[965635],[994276],[996750],[1001338],[1006118],[1027351],[1031939],[1037073],[1038226],[1055241],[1061444],[1074050],[1081694],[1087754],[1108850],[1114042],[1117640],[1120194],[1121347],[1145754],[1151906],[1161788],[1163262],[1180547],[1183021],[1187609],[1196340],[1200434],[1207810],[1211543],[1233405],[1235795],[1241049],[1247109],[1248583],[1265877],[1273521],[1279581],[1291297],[1300677],[1305869],[1309467],[1312021],[1313174],[1325643],[1329423],[1336720],[1340814],[1351923],[1358712],[1362806],[1364423],[1370182],[1373915],[1377859],[1391570],[1395664],[1403040],[1406773],[1428635],[1431025],[1436279],[1442339],[1443813],[1453254],[1455615],[1467299],[1471079],[1478376],[1482470],[1489161],[1492941],[1500238],[1504332],[1515441],[1522019],[1525799],[1533096],[1537190],[1548299],[1555088],[1559182],[1560799],[1566558],[1570291],[1574235],[1583691],[1594536],[1596897],[1608581],[1612361],[1616012],[1618373],[1630057],[1633837],[1641134],[1645228],[1648484],[1650845],[1662529],[1666309],[1673606],[1677700],[1684391],[1688171],[1695468],[1699562],[1710671],[1722960],[1732000],[1733805],[1736166],[1743806],[1754651],[1757012],[1768696],[1772476],[1775518],[1786363],[1788724],[1800408],[1804188],[1807839],[1810200],[1821884],[1825664],[1832961],[1837055],[1845454],[1853063],[1857389],[1858639],[1878630],[1889475],[1891836],[1909231],[1918271],[1920076],[1922437],[1930077],[1940922],[1943283],[1954967],[1958747],[1966500],[1967971],[1973613],[1977395],[2002620],[2008196],[2024184],[2031793],[2036119],[2037369],[2057360],[2068205],[2070566],[2083251],[2085405],[2100318],[2109930],[2115572],[2135929],[2137400],[2143042],[2146824],[2172049],[2177625],[2188894],[2207482],[2208953],[2216349],[2241891],[2244045],[2268570],[2274212],[2308307],[2312122],[2332181],[2335565],[2363020],[2396430],[2420929],[2445975],[2497993],[2547081] ] cell #3375 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3376 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3377 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [143826,2076479],[183628,2179231],[185465,2185980],[216149,2250990],[232309,2280700],[232718,2280587],[250760,2092350],[270181,2346469],[270590,2339519],[284531,1931683],[289663,2374739],[289769,2374046],[310421,2199798],[310830,2400384],[327732,2009802],[329266,2429232],[333096,2434228],[333202,2427382],[344427,1544775],[349370,2048202],[349779,2449929],[355894,2459432],[375349,2295379],[379179,2300375],[379285,2482430],[394551,1897749],[398483,2122060],[398892,2501947],[400609,2508713],[401563,2504457],[404982,2507051],[417446,1674041],[417855,2153109],[419596,2158399],[423426,2159092],[423532,2526677],[434757,1707147],[441043,2383931],[452627,2388187],[453581,2553570],[457000,2556164],[473708,2016551],[474117,2422397],[474644,2227375],[478474,2228068],[478580,2572760],[480551,2579120],[481931,2575532],[482885,2018143],[495875,1542381],[499705,1283922],[499811,2256666],[502172,2261968],[503126,2592519],[506545,2595113],[515077,1816113],[519009,1833396],[519418,2284279],[526164,2468507],[527118,2293529],[535093,1850771],[538460,2472095],[539840,2618733],[540794,2094277],[551453,2485494],[555520,2121947],[562002,1645910],[562108,2502420],[563037,2325579],[563991,2632759],[567410,2635353],[570770,2637625],[572150,2130798],[574896,1400855],[586480,1412046],[587434,2150820],[590853,2352460],[593173,1928982],[594553,2652504],[595507,1421597],[607561,1938432],[607970,2364488],[608497,1704753],[612327,1446680],[612433,2377795],[619369,2192848],[619659,2543958],[621039,2386525],[622923,2670631],[629578,1971920],[630532,2197339],[634381,2675067],[635761,2202351],[638507,1205625],[647293,2558837],[648247,2406151],[651734,1764466],[651900,2569933],[656222,2000328],[658930,2573785],[659589,2007101],[660969,2687115],[661923,1508403],[669535,2018836],[672835,1271150],[673789,1783873],[681764,2029501],[685131,1026880],[686511,2254804],[687465,2252917],[693998,2703887],[695378,1291506],[698124,1564373],[702191,2048089],[708673,1559864],[708779,2450402],[709708,1575564],[710662,2281990],[714081,2462870],[717879,1584507],[721463,1844599],[721629,2613366],[722865,2081294],[725235,2719636],[731602,2089510],[731892,1851418],[733272,2298131],[735156,1601536],[738511,2094970],[741811,1079323],[742765,1866994],[750539,2316076],[750829,2623147],[752209,2488088],[754093,2108628],[755333,1887813],[756151,2632870],[760748,2113879],[761702,2320567],[765551,2733187],[766931,1378068],[769677,1367997],[774292,887308],[778009,1899960],[778299,1145283],[779679,1656758],[781563,2339992],[788218,2141349],[789172,2344010],[793021,2151467],[794401,2349022],[802633,1163054],[805933,1433908],[806887,1687106],[810374,1680161],[810540,2523850],[814862,2169757],[817570,2527702],[818229,1182550],[819609,2375933],[820563,1703633],[827597,2187365],[830512,1965379],[831330,2670742],[834746,2760666],[838144,1723776],[841728,1975219],[841894,1725418],[843130,2198032],[845500,1471288],[848150,965427],[851867,1979988],[852157,959012],[853537,1742079],[855421,2400857],[858135,1484141],[861719,1994156],[861885,1995008],[863121,2214392],[865491,2215586],[866445,1491876],[866839,2686919],[871858,2222608],[872148,2000975],[873528,2410753],[875412,1761651],[878767,1248375],[882067,1238678],[883021,1771411],[890892,1777124],[891058,2424555],[892294,1265406],[894664,2428407],[901031,2248150],[901321,2030148],[902701,2431984],[904585,1793363],[907940,2253610],[912194,2045724],[916251,1036865],[919968,1810779],[920258,1305398],[921638,1557917],[923522,2267268],[924762,1806177],[925580,2592630],[930177,2272519],[931131,2454420],[934980,2282637],[936360,1574444],[943221,2793610],[943846,2077856],[946885,2719440],[954880,2295683],[957795,2089623],[958613,1597688],[962029,1340606],[969011,1860245],[969177,2479603],[970413,1351452],[972783,2483455],[975726,2310593],[976783,1355466],[977430,1618952],[978641,2107338],[979459,1619164],[982875,1871409],[984255,1361541],[986273,1625037],[989857,2117178],[990023,1881088],[991259,2321260],[992949,2119933],[993629,1634046],[994583,1632772],[996279,1119986],[999996,1892415],[1000286,1113571],[1001666,1643963],[1003550,2330879],[1006327,1390260],[1009242,1900073],[1010060,2504568],[1013476,2347476],[1016874,1910047],[1020458,2144648],[1020624,1911689],[1021860,2344703],[1024230,1666518],[1030597,2149417],[1032267,1928350],[1034151,1927076],[1040449,1684255],[1040615,2164437],[1041851,1428164],[1044221,2362257],[1045569,2652308],[1050588,2369279],[1050878,2170404],[1052258,2531279],[1054142,1947922],[1057497,1443605],[1061751,1957682],[1064801,2759242],[1072689,1715739],[1073579,1200226],[1076304,1465046],[1076929,2194594],[1079968,1725801],[1086132,1977974],[1087963,1477066],[1090878,1980101],[1091696,2553681],[1095112,2200805],[1097780,1990857],[1098405,2210954],[1099679,1226776],[1100017,1226367],[1100226,1489025],[1101444,1746647],[1106908,1232934],[1109439,2408305],[1110496,1496992],[1111143,1757591],[1112354,2222721],[1113172,1757803],[1116226,2006810],[1116588,1244787],[1117968,1503067],[1123570,1768560],[1123736,2233413],[1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] cell #3378 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658109],[762257],[816749],[868680],[874130],[931686],[940993],[950911],[986551],[1035250],[1047410],[1052860],[1062306],[1072967],[1109233],[1137182],[1159701],[1172822],[1183089],[1188539],[1198963],[1221487],[1264794],[1265945],[1279201],[1287991],[1301060],[1312091],[1350840],[1351991],[1392690],[1394193],[1395734],[1409163],[1428703],[1442342],[1479496],[1480999],[1482540],[1515509],[1523125],[1525802],[1538807],[1556208],[1559252],[1609687],[1612364],[1642254],[1645298],[1648487],[1651924],[1685497],[1688174],[1733808],[1737245],[1752846],[1769802],[1772479],[1775573],[1807842],[1811279],[1858694],[1877380],[1889478],[1892915],[1930132],[1931551],[1967974],[1996332],[2008251],[2009670],[2048448],[2083306],[2092218],[2103120],[2122306],[2179099],[2188262],[2200044],[2250858],[2280946],[2296580],[2346715],[2430433], [561336,762797],[627912,1083994],[657619,874317],[658139,1375308],[708007,932226],[730478,1210460],[759082,987702],[762124,1505136],[762271,992455],[786552,1275821],[816259,1053047],[816779,1571684],[824745,1062846],[825879,1320356],[827391,1323184],[839981,1339343],[859564,864755],[867445,1626843],[870734,1110774],[873971,1634934],[899907,1405690],[909574,1416717],[911557,1674726],[914877,1160241],[928511,1173973],[931553,1700366],[931700,1178726],[940503,1188726],[941023,1448544],[941966,1450936],[947491,1719575],[954674,1464840],[975520,1224498],[977061,982451],[985267,1754691],[988110,1237352],[1006121,1519560],[1018711,1535719],[1029473,1547216],[1031531,1548367],[1031598,1801514],[1034760,1288178],[1035280,1285786],[1038294,1043485],[1046175,1818670],[1049464,1302601],[1052701,1826761],[1056352,1573855],[1059131,1313242],[1061114,1834081],[1062173,1578739],[1062320,1317995],[1063952,1581879],[1069457,1845494],[1087757,1606122],[1099473,1104799],[1107813,1878384],[1121415,1126606],[1133762,1905846],[1136396,1656169],[1139264,1406841],[1140945,1660070],[1151238,1410337],[1153535,1676229],[1155664,1923516],[1156260,1677770],[1159568,1415221],[1159715,1418361],[1161791,1419728],[1163332,1168722],[1170843,1939117],[1171538,1940962],[1174381,1432582],[1181854,1702982],[1182263,1703144],[1185143,1443883],[1187201,1710739],[1187268,1956073],[1188380,1708035],[1195303,1966254],[1207813,1728367],[1207967,1973668],[1211611,1223569],[1218067,1985874],[1220701,1741490],[1247112,1506534],[1248653,1254043],[1256164,2017236],[1261284,2024224],[1262950,1534216],[1263604,1783222],[1264013,1783384],[1266959,1537260],[1278996,1540610],[1279215,1540772],[1279584,1797949],[1279738,2037424],[1283790,1804191],[1287832,1545663],[1291300,1296626],[1296511,1815524],[1299379,1570359],[1299446,2056110],[1299640,2057114],[1310292,1828716],[1310807,1829338],[1313650,1574238],[1315779,2071645],[1316375,1837125],[1320730,2077284],[1329426,1589098],[1337233,1853066],[1337840,1348996],[1340884,1353005],[1347330,2100358],[1349650,1866343],[1350059,1866505],[1370185,1884037],[1370339,2115627],[1373983,1385941],[1377862,1383188],[1383073,1897160],[1386008,2129968],[1390533,2135683],[1392485,1663473],[1392704,1663635],[1392815,1906016],[1393330,1906638],[1396214,1666312],[1403043,1914638],[1403197,2143097],[1408227,1669361],[1408930,1669983],[1409730,1920079],[1425708,1696588],[1426362,1937781],[1426771,1937943],[1429121,2165761],[1429717,1699632],[1440922,1950845],[1442496,2177680],[1446548,1958750],[1453257,1717387],[1468243,1479291],[1468405,1479510],[1471082,1483020],[1477339,2207236],[1479621,1986044],[1480136,1986666],[1492944,1749213],[1493098,2216404],[1500751,2002623],[1501358,1512514],[1504402,1516523],[1513168,2015900],[1513577,2016062],[1515927,2234737],[1517106,2235924],[1517268,2017815],[1517657,1786366],[1522189,1789803],[1522892,1790425],[1523262,2024427],[1525956,2241946],[1533609,2031796],[1538724,1796286],[1550573,2261760],[1556003,1822828],[1556222,1822990],[1556333,2054145],[1556848,2054767],[1559732,1825667],[1566561,2062767],[1566715,2274267],[1573248,2068208],[1583746,1843048],[1594539,1604219],[1597976,1608751],[1598598,1609454],[1603668,2302340],[1603830,2093949],[1609824,2100561],[1612518,2308362],[1616015,1873057],[1617063,2311490],[1623090,2109933],[1623697,1624883],[1631001,1642049],[1631163,1642268],[1633840,1645778],[1633994,2323272],[1636619,2325371],[1642379,2128003],[1642894,2128625],[1647068,1909286],[1647090,2130507],[1649535,2334933],[1651841,1912975],[1655562,2137403],[1679640,2158071],[1680029,1940925],[1684561,1944362],[1685264,1944984],[1685634,2164683],[1688328,2363075],[1695981,2172052],[1713122,1964699],[1716836,2384838],[1716998,2190248],[1718435,2385685],[1723015,1732389],[1726704,1737162],[1732411,2202060],[1734856,2395798],[1740883,2208956],[1743861,1992605],[1744891,2211817],[1745280,1994024],[1751510,1752641],[1751672,1752860],[1754654,1764334],[1755702,2409202],[1758091,1768866],[1758713,1769569],[1761729,2225316],[1763945,2227047],[1769939,2233659],[1772633,2420984],[1774647,2027531],[1776603,2237414],[1776992,2024187],[1804345,2442215],[1806423,2057415],[1806445,2261677],[1808890,2445343],[1811196,2061104],[1814917,2268573],[1825821,2457125],[1843070,2291764],[1844078,2292490],[1844467,1845457],[1848801,1857768],[1854114,2475368],[1855154,2476000],[1859724,2303830],[1860113,2100321],[1868792,2106658],[1869718,2107584],[1869740,2311357],[1872506,2486401],[1872668,2313476],[1874105,2487248],[1875415,1876444],[1876037,1877147],[1878685,1888059],[1879715,2318685],[1880104,2117046],[1882374,1892832],[1888081,2325288],[1890526,2497361],[1896553,2332184],[1900319,2135984],[1900341,2334850],[1921127,2516324],[1927154,2355627],[1929206,2167787],[1941973,2529728],[1948000,2371987],[1958904,2541510],[1965625,1966555],[1965647,2385602],[1974698,2391708],[1975087,1976077],[1975688,2392364],[1977125,2551185],[1980347,2207537],[1980369,2395715],[1988587,1988642],[1989887,2214616],[1992627,2404386],[1993635,2405112],[1995254,1996249],[1998358,2007325],[1999284,2222967],[1999306,2409069],[2003671,2565698],[2019060,2241020],[2032844,2582393],[2033884,2583025],[2038454,2437683],[2038843,2258961],[2058445,2452538],[2058834,2275686],[2069256,2604386],[2075283,2466037],[2078719,2078774],[2081518,2082380],[2089869,2090799],[2089891,2475285],[2090821,2475867],[2095194,2307436],[2102987,2103037],[2107606,2487165],[2112909,2321484],[2116657,2493271],[2119084,2630374],[2144127,2512234],[2144516,2145506],[2145117,2512890],[2146554,2644852],[2149776,2354208],[2149798,2516241],[2155203,2649623],[2168713,2369638],[2168735,2529595],[2173100,2659365],[2188129,2188179],[2195457,2195512],[2198256,2199118],[2222989,2565615],[2248509,2249439],[2248531,2582310],[2249461,2582892],[2253834,2441289],[2258572,2589072],[2260009,2702195],[2271549,2455337],[2275297,2600296],[2277724,2711114],[2296447,2296497],[2342128,2342183],[2344927,2345789],[2354230,2649490],[2369660,2659282],[2381138,2758330],[2430300,2430350] ] cell #3379 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [614009],[710088],[780059],[818270],[853917],[892335],[922018],[933925],[970454],[1002046],[1006368],[1011381],[1032647],[1041892],[1088004],[1093017],[1118348],[1125013],[1130240],[1156725],[1162038],[1167051],[1188317],[1208060],[1214545],[1244828],[1247359],[1252372],[1257636],[1279831],[1284844],[1290355],[1291547],[1310175],[1316840],[1329673],[1337278],[1343682],[1365255],[1370432],[1374366],[1376917],[1378109],[1403290],[1409775],[1420394],[1421720],[1440058],[1442589],[1447602],[1456447],[1460377],[1467691],[1471329],[1493191],[1495688],[1500796],[1507200],[1508526],[1526049],[1533654],[1540058],[1552094],[1561631],[1566808],[1570742],[1573293],[1574485],[1587168],[1590843],[1597729],[1601659],[1612611],[1619205],[1623135],[1624956],[1630449],[1634087],[1638140],[1651677],[1655607],[1662921],[1666559],[1688421],[1690918],[1696026],[1702430],[1703756],[1713539],[1715658],[1726437],[1730112],[1736998],[1740928],[1747283],[1750958],[1757844],[1761774],[1772726],[1778995],[1782670],[1789556],[1793486],[1804438],[1811032],[1814962],[1816783],[1822276],[1825914],[1829967],[1839482],[1849218],[1851337],[1862116],[1865791],[1869209],[1871328],[1882107],[1885782],[1892668],[1896598],[1899810],[1901929],[1912708],[1916383],[1923269],[1927199],[1933554],[1937229],[1944115],[1948045],[1958997],[1970102],[1978227],[1979838],[1981957],[1989039],[1998775],[2000894],[2011673],[2015348],[2018212],[2027948],[2030067],[2040846],[2044521],[2047939],[2050058],[2060837],[2064512],[2071398],[2075328],[2082797],[2089360],[2093231],[2094346],[2112061],[2121797],[2123916],[2139531],[2147656],[2149267],[2151386],[2158468],[2168204],[2170323],[2181102],[2184777],[2191433],[2192698],[2197408],[2200724],[2222458],[2227444],[2241437],[2248000],[2251871],[2252986],[2270701],[2280437],[2282556],[2293598],[2295409],[2307853],[2315926],[2320636],[2338104],[2339369],[2344079],[2347395],[2369129],[2374115],[2383961],[2398969],[2400234],[2406220],[2427451],[2429262],[2449779],[2454489],[2482499],[2485524],[2501797],[2504487],[2526746],[2553600],[2572829],[2592549],[2632789],[2670661] ] cell #3380 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [143827,2287980],[183629,2374676],[185464,2186264],[216150,2428012],[232360,2459537],[232717,2283427],[250761,2483060],[270232,2507156],[270589,2348266],[284532,2527307],[289713,2376505],[289720,2535955],[310472,2556269],[310829,2201595],[327733,2573390],[330097,2575603],[333146,2435132],[333153,2577874],[344428,2256985],[349421,2595218],[349778,2050929],[355832,2461676],[376180,2618804],[379229,2301279],[379236,2621075],[394552,2502739],[398534,2635458],[398891,2124787],[400659,2508784],[401514,2637823],[404920,2513966],[417497,2352490],[417854,1674325],[420427,2652575],[423476,2160858],[423483,2654846],[434758,2378114],[449225,1971950],[452677,2388258],[453532,2675265],[456938,2393440],[473759,2573815],[474116,2016835],[475475,2687186],[478524,2229834],[478531,2689457],[480958,2579318],[481467,2691358],[496706,2254834],[499755,1800886],[499762,2439702],[502222,2262073],[503077,2704085],[503957,1552180],[506483,2264212],[515078,2450721],[519060,2462900],[519417,1833680],[526214,2468578],[528811,2719707],[535044,2087356],[538867,2472293],[539376,2723308],[555626,2632900],[559635,2113909],[562052,2129340],[562059,2636308],[563087,2325684],[563942,2733385],[564822,1638226],[567348,2327823],[569802,2640897],[572200,2130903],[583078,2141379],[586530,1671804],[587385,2350765],[590791,1415099],[593580,2357520],[594089,2747493],[595458,1421881],[607612,2527732],[607969,1938716],[609328,2375963],[612377,1955445],[612384,2538997],[619475,2670772],[620066,2544156],[621089,2386630],[622874,2760864],[629114,1972550],[632225,1730198],[633413,2547230],[635811,2202456],[647343,2558908],[649940,2215616],[651784,2228005],[651851,2687244],[656173,2220454],[658868,1505014],[659996,2415429],[660505,2771884],[661874,1508687],[669942,2236391],[672885,1531294],[675482,2428437],[681715,2245996],[685538,1542665],[686047,2255434],[693030,2056265],[694914,1293683],[702297,2592660],[706306,2272549],[708723,2055482],[708730,2596068],[709758,1831159],[710613,2461175],[711493,1830053],[714019,1578617],[721513,2294159],[721580,2719765],[721897,2610618],[723272,2470849],[724771,2794709],[726995,1849539],[731708,1851090],[733322,2298236],[735107,1601820],[738918,2302807],[741861,1334918],[744458,2483485],[750645,2108947],[751236,2623345],[752259,2488193],[754044,2314784],[755269,2733196],[756024,1625827],[760284,2114509],[763395,1885868],[764583,1877535],[766467,1380245],[775301,2133042],[778115,2504598],[778706,1401139],[779729,1907353],[781514,2508006],[787754,2141979],[790865,1916469],[792053,1152588],[794451,2349127],[800656,1164160],[805983,1693666],[808580,2362287],[810424,2159029],[810491,2652633],[814813,2367125],[817508,1700244],[818636,1705037],[819145,2376563],[820514,1703917],[826607,2821471],[829760,1713860],[830448,2760675],[831203,1716529],[832738,1963613],[841778,2197969],[841845,1726524],[843537,2390685],[845036,1472345],[849159,2204595],[851973,2553711],[852564,1205909],[853587,1987381],[855372,2557119],[861769,2406781],[861836,1747370],[862153,2679000],[863528,2561179],[865027,1991487],[866901,1752989],[867251,1753047],[871964,2000647],[873578,2410858],[875363,1761935],[876790,1249481],[882117,1498436],[884714,2420196],[888198,1008490],[890942,2018773],[891009,2575661],[891326,1274203],[892701,1784157],[894200,2435190],[896424,2028269],[901137,2029820],[902751,2432089],[904536,1793647],[908347,2436660],[913887,2044607],[920074,2267587],[920665,1564657],[921688,1813722],[923473,2448637],[924698,2703896],[925453,1817654],[929713,2273149],[932824,2064598],[934012,1055520],[935896,1576621],[942729,2793619],[944130,2077751],[946947,1841872],[947297,1841930],[949293,1330689],[953890,1595639],[957731,1851448],[958486,1852208],[960021,2087857],[966317,1090126],[969061,2094907],[969128,2618862],[969445,1082376],[970820,1867278],[972319,2301337],[974736,2105071],[977889,1614408],[978577,1871439],[979332,1872199],[980867,2105572],[984305,1621895],[989907,2321197],[989974,1882194],[991666,2492248],[993165,1374453],[1000102,2331198],[1000693,1368281],[1001716,1895358],[1003501,2500655],[1005337,2508842],[1009178,2637634],[1009933,1902800],[1011468,1135564],[1020508,2344640],[1020575,1912795],[1022267,2511211],[1023766,1667575],[1027889,2351266],[1030703,2151139],[1032317,2156810],[1034102,1927360],[1040499,1933367],[1040566,1933641],[1040883,1436961],[1042258,1687390],[1043757,2160916],[1045631,1939260],[1045981,1939318],[1050694,2170076],[1052308,2531384],[1054093,1948206],[1063444,2184863],[1065895,1961474],[1067296,1963112],[1068416,1454357],[1075812,1723806],[1077213,2194489],[1080030,1972492],[1080380,1728778],[1086238,2401176],[1086973,2388316],[1090814,2675076],[1091569,1982828],[1093104,1219869],[1097288,1990887],[1098689,2210849],[1100276,1747096],[1101506,1991429],[1101856,1486034],[1103852,1233943],[1107315,1492160],[1108449,1495775],[1112290,2001005],[1113045,2001765],[1114580,2220955],[1116276,2226142],[1118018,1760534],[1123620,2011486],[1123687,2011760],[1124004,1241731],[1125379,1771695],[1126878,2229892],[1129000,2579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] cell #3381 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [137968,1038134],[164788,1121255],[178133,1163201],[195431,1211451],[210083,1248522],[225914,1039990],[233281,1313082],[235038,1581906],[244111,1335573],[246366,1340753],[261693,1373823],[263356,1123111],[276171,1406681],[280946,918447],[290675,1703171],[290823,1443752],[293017,1451206],[302987,1465595],[303148,1466200],[305636,1212228],[321083,1499091],[323338,1504271],[324147,998475],[330612,776488],[334661,1783411],[337778,1531949],[340033,1537129],[344024,1801541],[344986,1548207],[355360,1570199],[356664,1828977],[356985,1577231],[357023,1314938],[365355,1074735],[368371,1333341],[370375,1595962],[370770,1596042],[376695,850346],[380744,1866532],[387152,1622550],[391049,1628353],[391210,1628958],[393698,1374600],[406384,1906277],[406705,1668185],[410012,1660825],[410173,1661430],[412661,1407458],[416228,1672459],[417050,1923777],[417371,911369],[418483,1677639],[424991,1937970],[428108,1694321],[430363,1699501],[431172,934159],[431732,1705635],[431858,1951068],[434354,1956100],[435316,1710579],[439356,1192961],[444643,1463320],[447119,1724762],[449740,969592],[458402,1986305],[458723,1472955],[464650,1234090],[465600,1749968],[465761,1750573],[467666,1496859],[469670,1756077],[470065,1756157],[480039,2016089],[483994,2020381],[485881,1011615],[487152,1794245],[487278,2024650],[488897,1529717],[490901,1787789],[491296,1787869],[497221,792200],[498171,1798704],[498332,1799309],[499124,1031120],[499250,2041336],[500820,1285078],[507678,1814377],[507947,2054406],[508268,1294293],[508756,2056137],[511575,1820180],[511736,1820785],[514224,1570976],[515891,1831982],[517791,1831814],[518613,2071906],[518934,1060926],[520046,1836994],[524087,1321664],[525363,1590458],[530146,1593877],[533406,852502],[541903,2096515],[543790,1093251],[545061,1602418],[545187,2100784],[549766,1355333],[552632,1874480],[553027,1874560],[555053,1626078],[557529,1880432],[560150,1124151],[568543,1896013],[568812,2128264],[569133,1380855],[569621,2129995],[570329,1908819],[573209,1130550],[573357,2132819],[576837,1917292],[578105,1908008],[578496,1658550],[580972,1911033],[583593,891473],[586466,909163],[586609,1410085],[588613,1921502],[589008,1921582],[590086,690461],[596616,2160637],[598503,1167285],[599453,1936239],[599614,1936844],[599774,1423599],[599900,2164906],[600558,2166022],[600879,1170655],[601519,1692089],[603523,1942348],[603918,1942428],[610793,1953263],[610954,1953868],[611746,1186790],[611872,2181592],[613442,1447836],[617848,1452595],[618902,1718810],[627501,741797],[628777,1470651],[633940,1722548],[636820,1214855],[636968,2204372],[640448,1731021],[641716,1988036],[642395,1991007],[645216,1485182],[646492,1227004],[648622,1994352],[651275,1753992],[654535,1000631],[663032,2229613],[664919,1252606],[665869,2014358],[666030,2014963],[666190,1510405],[666316,2233882],[666974,2234998],[667295,1255976],[667981,2027084],[670465,2237706],[670758,1257595],[672034,1782285],[672821,786141],[672964,1533964],[676236,2025766],[676397,2026371],[676817,1785704],[680077,778644],[685364,1540017],[685476,795460],[687840,2039171],[693557,1551104],[693899,2262599],[696437,1290665],[696585,2263989],[699303,2053210],[699698,2053290],[700065,1554109],[700818,1298968],[700944,2269036],[701724,1817905],[704200,2059162],[706821,1041030],[709694,1058720],[709837,1573603],[711841,2069631],[712236,2069711],[713314,823559],[719148,1841450],[721004,1844795],[722424,1841651],[726436,2294905],[731135,1600171],[736957,1848354],[739441,2304122],[739734,1343641],[741010,1865406],[741940,1337588],[745212,2101900],[745373,2102505],[746079,2105175],[749018,1615353],[750072,1355556],[753268,1107253],[758671,882053],[759947,1367514],[763910,885036],[765110,1637150],[765452,2326210],[767990,1377227],[768138,2327600],[770856,2127068],[771251,2127148],[771618,1640155],[772371,1385530],[772497,2332647],[773268,2138715],[775828,1387586],[776170,2131429],[777542,1905081],[778532,1662880],[779665,1138853],[779808,1655917],[781954,2137786],[782349,2137866],[787417,1665881],[801035,2160436],[801079,1680492],[801257,1421135],[801448,2357980],[803563,2358835],[803856,1420353],[805132,1163403],[805919,928100],[806062,1696336],[807262,2163781],[808902,933339],[809915,1940263],[813175,920603],[818462,1702389],[818574,937419],[820938,2179427],[828801,1963216],[832152,1963390],[833265,1720006],[833607,2387156],[836255,1460687],[836403,2387758],[839413,1722347],[841269,1728827],[847126,1969286],[849686,1474392],[850028,2202982],[851400,1985109],[852390,1467650],[853523,1223158],[853666,1741238],[855812,2209339],[856207,2209419],[859404,1226699],[861260,1486083],[862680,1991208],[864344,984241],[867861,995738],[871391,1497082],[874587,1245132],[877169,2229412],[877213,1764797],[877391,1507941],[877582,2415889],[879697,2416744],[879990,1507159],[881266,1248724],[882196,1501106],[883396,2232757],[886560,2236264],[888577,2020180],[888621,1518120],[888799,1258377],[888990,2236851],[890433,2023525],[892527,1782629],[892639,1014985],[895131,2242703],[900564,1791998],[910439,18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] cell #3382 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [223754,1284620],[235021,1319975],[279262,1414022],[290203,1443113],[292136,1447378],[292988,1450838],[304246,1205796],[329903,1006031],[333636,1526573],[341708,1542552],[343626,1544479],[350982,1560562],[355885,1572865],[356430,1572770],[358451,1577540],[372198,1335040],[375986,1087667],[379719,1613135],[392308,1368168],[400095,1646608],[404973,1655179],[405518,1653978],[411271,1401026],[414678,1671926],[420233,1161701],[423966,1688945],[425090,1689250],[430970,1702163],[431094,1701248],[432038,1704924],[433956,1706851],[449031,1207723],[456991,1740500],[457536,1739299],[466227,1492047],[471493,1498558],[475281,1247022],[479014,1773250],[480138,1773555],[481011,1774854],[485679,1782403],[485803,1780409],[487458,1784044],[492724,1531416],[496512,1279494],[502534,1807019],[503763,1037605],[506536,1814534],[507081,1813333],[508358,1815817],[512834,1564544],[515164,1827676],[516241,1831281],[528617,1329336],[538920,1857975],[543588,1865524],[543712,1863530],[545367,1867165],[549069,1619125],[553744,1622017],[559441,1370095],[561727,1632943],[563399,1888655],[564628,1120726],[567401,1896170],[567946,1894969],[569223,1897453],[570142,1898706],[571230,1899600],[572512,1900915],[575322,1903936],[577187,1907475],[582884,1402953],[591389,1414644],[593633,1929413],[593943,1929761],[595359,917600],[598301,1936962],[598425,1934968],[600080,1687277],[605346,1693788],[609134,1442252],[616350,1455247],[620119,1964906],[621401,1966221],[632031,1210922],[633753,1978734],[634841,1979628],[636123,1980943],[638933,1983964],[640798,1987503],[644453,1226538],[644763,1747220],[649746,1492854],[653838,1757764],[658513,1760656],[659466,1774177],[660049,2007532],[660359,2007880],[661775,997628],[664717,2015081],[664841,2013087],[666496,1771582],[667408,2017326],[668907,2018373],[669995,2019267],[670305,2019615],[675288,1525712],[690383,1544662],[692038,2045895],[692991,2046532],[693370,2046835],[694458,2047729],[695139,803093],[695740,1810952],[698550,2052065],[700415,1813844],[706112,1566471],[708398,1824770],[711299,1312553],[714617,1578162],[717692,1585627],[722237,2080831],[723325,2081725],[723635,2082073],[728583,1332107],[732352,1079210],[733634,2090465],[734564,1597649],[735008,1084804],[736384,2093460],[737883,2094507],[738971,2095401],[739281,2095749],[744264,1612274],[747520,1618005],[747792,1871539],[748171,1355926],[751289,2106865],[752571,2108180],[757908,1367048],[758218,1882044],[763201,1373294],[763832,1897636],[764544,2120390],[764923,2120693],[766011,2121587],[766692,879227],[767293,1892588],[770103,2125923],[771968,1895480],[774142,2130744],[774990,1650477],[775262,2131488],[775641,2131791],[790671,1406152],[793481,1411933],[794763,2150372],[797573,1674029],[799438,2156932],[800506,2157582],[802005,2158629],[803403,1933491],[808386,1688084],[812478,1944035],[817153,1946927],[818106,1689872],[820415,1183899],[823481,1707034],[825136,1957853],[827301,943906],[831579,2189759],[832699,2190503],[833078,2190806],[835206,2192488],[837957,1462409],[840811,1207313],[842502,1205613],[843590,2198463],[843900,2198811],[844580,1470185],[844890,1726374],[845261,962489],[845862,1978147],[848000,2202297],[848848,1735798],[849120,2203041],[849499,2203344],[857948,1745742],[858875,1226427],[862493,2213929],[863581,2214823],[863891,2215171],[867783,2008847],[868839,1495625],[869111,2001105],[869490,1497452],[872608,1238565],[873890,2223563],[875264,1244159],[875838,2016539],[876640,2226558],[878139,2227605],[879537,2011610],[884520,1772389],[887121,1777454],[888048,2236925],[898012,1528483],[901781,1271037],[903063,2249105],[903993,1789476],[904437,1276631],[907312,1542369],[908400,2254041],[908710,2254389],[913693,1547678],[916101,2261914],[916949,1809832],[917221,2050269],[927337,1563424],[927647,2060774],[932630,1569670],[933261,1816000],[935440,1575451],[936121,1057957],[936722,2071318],[939532,1833384],[941397,2074210],[944017,2289286],[947829,2083902],[949143,2292001],[951070,1587105],[951721,2293759],[954584,1076989],[956856,1335706],[957478,1080912],[958862,1079027],[959710,1863093],[959982,2298821],[960361,2299124],[961022,1851548],[961401,1600541],[962799,2093168],[965240,1860575],[966167,2303341],[975430,1098465],[979708,2312987],[980828,2313731],[981207,2314034],[983335,1361428],[985630,2121935],[986086,1625167],[987013,1366937],[988940,1369685],[990631,1367985],[991719,2321691],[992029,2322039],[993390,1117048],[993991,2120106],[996129,2325525],[996977,1891468],[997249,2124127],[1013936,1656645],[1016687,1657639],[1019541,1402543],[1021232,1400843],[1022320,2345134],[1022630,2345482],[1023310,1665415],[1023620,1912645],[1023991,1148760],[1024592,2147576],[1026730,1411750],[1027578,1668993],[1027850,2349712],[1028229,2350015],[1033559,1923189],[1034003,1417527],[1036678,1932013],[1046513,1930728],[1047569,1690855],[1047841,2170534],[1048220,1692682],[1051338,1433795],[1052620,2370234],[1053994,1439389],[1054568,1938420],[1056869,1704741],[1058267,2181039],[1063250,1710050],[1066017,2382822],[1069820,2192836],[1072502,1715869],[1073429,2386471],[1074277,1968924],[1076191,1723906],[1077100,2388504],[1081299,1983158],[1082226,2391219],[1083305,1470074],[1084425,2200935],[1095572,1741966],[1098576,2401908],[1102388,1232479],[1103702,2404623],[1105629,1229175],[1106280,1491864],[1107836,2227302],[1109143,1236344],[1111415,1499224],[1112037,1240267],[1113421,1238382],[1114269,2012650],[1114541,2411443],[1114920,2411746],[1117358,2226266],[1119799,2010132],[1134100,1776169],[1137341,1778932],[1137992,1783861],[1140855,1268816],[1143127,1532082],[1143749,1272739],[1145133,1270854],[1145981,1779972],[1146253,2432674],[1146632,2432977],[1147293,2030278],[1147672,1792368],[1149070,2251808],[1151511,1795518],[1152438,2437194],[1154365,1544069],[1158134,1803294],[1158444,2040783],[1158815,1287399],[1159416,2042943],[1169606,1557804],[1171901,2048077],[1172357,1816994],[1173284,1563313],[1175211,1566061],[1176902,1564361],[1177990,2455544],[1178300,2455892],[1179661,1308875],[1180262,2278746],[1182400,1575268],[1183248,1828348],[1183520,2282767],[1189673,1581045],[1191727,2467407],[1194917,1584637],[1195326,2293456],[1198873,1328418],[1200039,2084197],[1202618,1595489],[1202803,2296058],[1203510,2472505],[1218405,1859290],[1221646,1862053],[1222297,1866982],[1225372,2484385],[1231857,1357698],[1232784,1361245],[1233632,2110883],[1236455,2490067],[1240654,2125117],[1241581,2492782],[1243780,2324163],[1254927,1643850],[1261647,1899948],[1264329,1902140],[1265256,1656462],[1266104,1904608],[1268018,1910177],[1268927,2509030],[1273126,1903130],[1274053,2511745],[1275132,1665304],[1276252,2347606],[1281766,1672592],[1282388,1413635],[1285932,2151597],[1286311,1926081],[1287709,2154065],[1294215,1427709],[1297456,1424405],[1298107,1687094],[1299663,2158326],[1300970,1431574],[1303242,1694454],[1303864,1435497],[1305248,1433612],[1306096,1934531],[1306368,2531969],[1306747,2532272],[1309185,2372937],[1311626,1950077],[1314480,1706441],[1318930,1450157],[1319531,2183199],[1320753,2382608],[1324245,1454207],[1324430,2187740],[1328529,2545705],[1347693,1979976],[1350375,1982168],[1351302,1741783],[1352150,1984636],[1354099,1487763],[1357289,1484271],[1362411,2217295],[1365175,2408680],[1365882,2562835],[1380777,1514515],[1384018,1511211],[1384669,1771399],[1386957,1775202],[1390147,1776464],[1390556,2018070],[1394103,1524794],[1395269,2022669],[1397044,1795051],[1397848,1787316],[1398033,2429911],[1398740,2579530],[1408914,2038315],[1416028,1803183],[1417148,2257443],[1427087,1554074],[1428014,1557621],[1428862,2052737],[1431685,2597092],[1435884,2051259],[1436811,2599807],[1439010,2458016],[1444524,1831947],[1445146,1577153],[1450467,2285235],[1456367,2470707],[1459259,2612045],[1472877,1614062],[1473763,1858323],[1476953,1859585],[1477362,2094204],[1480909,1611356],[1482075,2098803],[1483850,1603224],[1487948,2310968],[1513893,1640120],[1514820,1643667],[1515668,2126595],[1517129,1898403],[1520621,1649437],[1520806,2132724],[1522876,2143988],[1524905,2639372],[1526878,1917257],[1527500,1668107],[1539374,1921029],[1539559,2350948],[1550475,1682993],[1553665,1679501],[1558787,2162925],[1561551,2529206],[1562258,2656502],[1580666,2378572],[1588145,1965254],[1603691,1978431],[1607183,1734758],[1607368,2204277],[1609438,1974559],[1611467,2676814],[1613440,1730986],[1636521,1767298],[1639711,1763806],[1644833,2231901],[1647664,2026989],[1651597,2577732],[1652491,2032746],[1652676,2246179],[1654489,2692785],[1683178,2263894],[1685248,2275158],[1701931,2461358],[1716859,2080528],[1718337,1847342],[1721461,1843939],[1732985,1848259],[1736918,2620933],[1737812,1854016],[1737997,2087539],[1739810,2724735],[1748260,2107213],[1767483,2327505],[1769553,2116518],[1781092,2508189],[1811846,2173002],[1812031,2367308],[1843644,1963295],[1847527,2387663],[1864213,2557302],[1872529,2213626],[1874007,1996899],[1877131,1993496],[1893482,2003573],[1893667,2220637],[1935651,2448820],[1993201,2105254],[1997084,2314967],[2013770,2500838] ] cell #3383 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [825534],[934801],[1012257],[1055414],[1093893],[1135458],[1167927],[1181281],[1219763],[1253248],[1257888],[1263031],[1285720],[1295573],[1343934],[1349077],[1375242],[1382135],[1387669],[1414993],[1420646],[1425789],[1448478],[1467943],[1474475],[1504908],[1507452],[1512595],[1517950],[1540310],[1545453],[1551187],[1552346],[1571618],[1578511],[1591095],[1598320],[1604512],[1625721],[1630701],[1634724],[1637233],[1638392],[1663173],[1669705],[1680322],[1681691],[1700138],[1702682],[1707825],[1716423],[1720089],[1726757],[1730364],[1751210],[1753639],[1758435],[1764627],[1765996],[1782922],[1790147],[1796339],[1808135],[1817548],[1822528],[1826551],[1829060],[1830219],[1842522],[1845750],[1852102],[1855768],[1866043],[1872093],[1875759],[1877589],[1882427],[1886034],[1889771],[1902694],[1906360],[1913028],[1916635],[1937481],[1939910],[1944706],[1950898],[1952267],[1961774],[1963667],[1973142],[1976370],[1982722],[1986388],[1992079],[1995307],[2001659],[2005325],[2015600],[2021252],[2024480],[2030832],[2034498],[2044773],[2050823],[2054489],[2056319],[2061157],[2064764],[2068501],[2077878],[2086018],[2087911],[2097386],[2100614],[2103733],[2105626],[2115101],[2118329],[2124681],[2128347],[2131203],[2133096],[2142571],[2145799],[2152151],[2155817],[2161508],[2164736],[2171088],[2174754],[2185029],[2194616],[2201489],[2202756],[2204649],[2210976],[2219116],[2221009],[2230484],[2233712],[2236518],[2244658],[2246551],[2256026],[2259254],[2262373],[2264266],[2273741],[2276969],[2283321],[2286987],[2293171],[2298536],[2301929],[2302934],[2317844],[2325984],[2327877],[2341287],[2348160],[2349427],[2351320],[2357647],[2365787],[2367680],[2377155],[2380383],[2386064],[2386930],[2390812],[2393494],[2411158],[2415556],[2427024],[2432389],[2435782],[2436787],[2451697],[2459837],[2461730],[2470976],[2472347],[2482072],[2488493],[2492375],[2506590],[2507456],[2511338],[2514020],[2531684],[2536082],[2544210],[2555703],[2556569],[2561306],[2578001],[2579372],[2595518],[2599400],[2621202],[2623399],[2635758],[2637877],[2654973],[2675319],[2689584],[2704139],[2733439],[2760918] ] cell #3384 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [323186],[393242],[430211],[467758],[472542],[513768],[519894],[525455],[555414],[593060],[601611],[606395],[612986],[619263],[650996],[672126],[692419],[702085],[709929],[714713],[720725],[741102],[777903],[779900],[792825],[799855],[809636],[818823],[826329],[851761],[853758],[890154],[892098],[892888],[906643],[921859],[933880],[968273],[970217],[971007],[1001887],[1005059],[1011139],[1011336],[1025578],[1041655],[1042445],[1086695],[1092775],[1092972],[1124776],[1125566],[1129140],[1134262],[1166809],[1167006],[1196781],[1213445],[1218567],[1234715],[1252130],[1252327],[1256696],[1289255],[1294377],[1326261],[1342742],[1359153],[1364168],[1375817],[1380939],[1388802],[1419454],[1457005],[1458171],[1475608],[1489779],[1493795],[1506260],[1519286],[1588824],[1599453],[1605848],[1614899],[1619763],[1620929],[1670838],[1714351],[1728093],[1748939],[1759568],[1791280],[1797675],[1850030],[1870021],[1883763],[1914364],[1945839],[1999587],[2028760],[2062493],[2091102],[2169016],[2249742],[2354511] ] cell #3385 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762776],[874093],[932205],[985461],[992249],[1052823],[1062825],[1069651],[1108523],[1160220],[1171732],[1178520],[1188502],[1196013],[1235170],[1261478],[1287954],[1300350],[1311001],[1317789],[1325018],[1347524],[1391243],[1393524],[1409126],[1418155],[1430400],[1441632],[1478049],[1480330],[1521394],[1523088],[1523972],[1539598],[1557042],[1572056],[1607956],[1609650],[1610534],[1643088],[1652715],[1653264],[1668420],[1685460],[1686344],[1738036],[1738585],[1769765],[1770649],[1777845],[1779399],[1812070],[1812619],[1860966],[1862520],[1877343],[1893706],[1894255],[1901303],[1932404],[1933958],[1981331],[1997123],[2010523],[2012077],[2049432],[2050660],[2084588],[2110310],[2123290],[2124518],[2161158],[2193261],[2201326],[2210716],[2230134],[2283158],[2290149],[2301579],[2347997],[2376805],[2389367],[2435432],[2509893], 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[2001496,2220107],[2003249,2684056],[2013394,2233282],[2020902,2426763],[2021151,2424002],[2028511,2580163],[2030669,2434168],[2032422,2696414],[2042567,2443497],[2052413,2267208],[2058697,2597571],[2062558,2787871],[2090853,2475725],[2097036,2481811],[2097285,2479050],[2108568,2110559],[2114751,2318449],[2115000,2629308],[2117899,2119730],[2126271,2330819],[2142221,2512654],[2142470,2643786],[2145369,2643955],[2151988,2520059],[2153741,2521323],[2161407,2360026],[2168767,2529453],[2170925,2366778],[2172678,2752549],[2182823,2379953],[2196995,2392597],[2212050,2213355],[2223951,2225942],[2224200,2567745],[2230383,2417935],[2249493,2582750],[2255676,2588836],[2255925,2586075],[2258824,2701298],[2273391,2452302],[2273640,2710048],[2276539,2278370],[2284911,2464672],[2301828,2477415],[2318918,2320223],[2343666,2513123],[2354262,2649348],[2370622,2372613],[2370871,2661412],[2377054,2538461],[2435681,2584440],[2439166,2589305],[2452771,2454076],[2464921,2607144],[2519082,2521572] ] cell #3386 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [473078],[560783],[606931],[651725],[657436],[707454],[715249],[721454],[755953],[800391],[810365],[816076],[824192],[831132],[866827],[890883],[914324],[925382],[934609],[940320],[946873],[969002],[1009862],[1012065],[1026522],[1034577],[1045557],[1056002],[1064789],[1091498],[1093701],[1133144],[1135206],[1136046],[1151055],[1167735],[1181236],[1217449],[1219511],[1220351],[1253056],[1256616],[1262767],[1262986],[1278187],[1295321],[1296161],[1342662],[1348813],[1349032],[1381883],[1382723],[1386621],[1391676],[1425525],[1425744],[1456925],[1473427],[1478482],[1494739],[1512331],[1512550],[1517189],[1550139],[1555194],[1587809],[1603751],[1619683],[1624700],[1636185],[1641240],[1649101],[1679561],[1716919],[1718001],[1734422],[1747924],[1751832],[1763866],[1776524],[1843999],[1853680],[1859645],[1868250],[1872589],[1873671],[1920693],[1962507],[1974619],[1993556],[2003237],[2032410],[2038375],[2086751],[2104466],[2116578],[2144048],[2172666],[2219849],[2245391],[2275218],[2300057],[2366520],[2433910],[2519801] ] cell #3387 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993019],[1115581],[1179290],[1235546],[1242660],[1307408],[1318559],[1325394],[1364990],[1418925],[1430776],[1437890],[1448690],[1456182],[1495162],[1521770],[1548798],[1561366],[1572432],[1579546],[1586642],[1608332],[1651412],[1653640],[1669104],[1678232],[1690392],[1701746],[1736733],[1738961],[1778469],[1780083],[1780907],[1796028],[1812995],[1827885],[1861590],[1863204],[1864028],[1894631],[1903640],[1904145],[1918494],[1934642],[1935466],[1983668],[1984173],[2012761],[2013585],[2020224],[2021612],[2051769],[2052274],[2096358],[2097746],[2110994],[2125627],[2126132],[2132513],[2160480],[2161868],[2204066],[2217805],[2229456],[2230844],[2263683],[2264738],[2294748],[2316269],[2327294],[2328349],[2359746],[2387452],[2393966],[2401742],[2417655],[2462202],[2468255],[2477135],[2514492],[2538181],[2548211],[2584160],[2641878], [561971,2007035],[658278,2119423],[692282,1925570],[708642,2176464],[756142,2218572],[762990,2225594],[799203,2042260],[816918,2278063],[825380,2073699],[831321,2291284],[867659,2317485],[874820,1372989],[906634,2149057],[913482,2153393],[925571,2365243],[932419,2372265],[941162,2182516],[942350,1960448],[947705,2384520],[958604,1467050],[979450,1488912],[984732,2407677],[992709,1502954],[1010051,2425137],[1011130,2247790],[1026398,2253147],[1046389,2451338],[1053550,1569365],[1056191,2280227],[1063039,2284563],[1063881,2076366],[1068922,2468675],[1080788,1597464],[1091687,2480185],[1092766,2089150],[1102264,1618940],[1113163,1629808],[1115960,1632760],[1133976,2505046],[1135082,2344240],[1136235,2339159],[1144875,1662280],[1150157,2348968],[1165721,1684142],[1166800,2368919],[1171003,2528203],[1178980,1698184],[1182068,2374276],[1182192,2178276],[1189229,1709745],[1190247,2185968],[1191264,2543134],[1206415,1725911],[1218281,2554159],[1219387,2197569],[1220540,2400024],[1228277,1746757],[1240143,1757579],[1251042,1768447],[1252121,2222248],[1260749,2575700],[1261869,2431930],[1263818,2427612],[1263942,2242542],[1272615,1789291],[1283514,1800159],[1288681,1805889],[1294091,1810767],[1295197,2454650],[1296350,2449569],[1304990,1821635],[1307787,1824587],[1310272,2459378],[1311170,2280575],[1318249,1835677],[1331644,1595026],[1342167,1857140],[1346795,2618901],[1347915,2298077],[1349864,2482660],[1349988,2308958],[1353636,1617542],[1364159,2315716],[1368787,1881581],[1380653,1892403],[1381759,2320797],[1382912,2501587],[1386494,2636801],[1386559,2508978],[1392795,2506997],[1393693,2339507],[1401645,1912182],[1413511,1923004],[1415770,1925232],[1418615,1928237],[1423507,1933028],[1424627,2531225],[1426576,2526907],[1426700,2363671],[1435373,1943850],[1440945,2373973],[1446272,1954718],[1449069,1957670],[1453744,1454784],[1469646,1974264],[1472753,1977962],[1473300,2674243],[1473365,2388452],[1479601,2556110],[1480499,2400372],[1491508,2217000],[1494615,2406381],[1505685,2006697],[1510313,2011147],[1511433,2410699],[1513382,2572990],[1513506,2421580],[1517248,2574432],[1523285,2427309],[1528020,1786853],[1538543,2035870],[1542013,2038020],[1543171,2040320],[1546240,2042758],[1546364,2041934],[1549177,2045712],[1550012,1809369],[1550077,2597040],[1556313,2595059],[1557211,2449917],[1565163,2060311],[1577029,2071133],[1579288,2073361],[1587682,2718323],[1587747,2289234],[1600003,2089498],[1602326,2092705],[1603810,2617633],[1609847,2482357],[1621479,2316064],[1623802,2488034],[1632404,2116223],[1635511,2119921],[1635635,2333245],[1636058,1891005],[1636123,2490015],[1642359,2635299],[1643257,2501935],[1647113,2503134],[1648974,1650014],[1649039,2639320],[1664876,2143693],[1667983,2147391],[1668530,1920566],[1671388,2149405],[1674831,2153602],[1675729,2153097],[1679620,2651404],[1685657,2526604],[1700915,2176126],[1705543,2180576],[1708612,2183014],[1708736,2182190],[1716978,2669107],[1717874,1968461],[1717939,2545653],[1722391,2194973],[1727721,2197266],[1732434,2552247],[1734295,1735335],[1734360,2676762],[1743237,2557737],[1747797,2766899],[1747862,2401856],[1748567,2406078],[1760118,2222596],[1762441,2225803],[1763339,2422385],[1763925,2686015],[1769962,2572687],[1776583,2691218],[1779509,2032283],[1791830,2248138],[1794153,2251345],[1795637,2254998],[1797303,2252844],[1801674,2256386],[1806468,2591196],[1824231,2274863],[1827338,2278561],[1827462,2269634],[1834186,2284772],[1835084,2284267],[1840632,2610478],[1841494,2078235],[1843093,2611428],[1844058,2718666],[1848048,2295681],[1853553,1862630],[1853618,2615923],[1859704,2723168],[1868039,2484171],[1872648,2727227],[1873544,2110420],[1873609,2484791],[1878061,2318201],[1883391,2320494],[1886656,2502140],[1888104,2631436],[1900364,2637486],[1903249,2141543],[1908662,2341644],[1913992,2343937],[1918705,2350737],[1920631,2745255],[1934068,2172539],[1946389,2369267],[1948712,2372474],[1949610,2364476],[1950196,2376127],[1956233,2377515],[1962296,2543819],[1963084,2187363],[1964139,2386421],[1965670,2669449],[1971252,2671317],[1972114,1983277],[1974678,2762128],[1980392,2674928],[1990189,2558293],[1991051,2211333],[1992650,2679810],[1993615,2767242],[1997605,2408303],[1997816,2568351],[2003110,2012187],[2003175,2563241],[2021823,2245968],[2022788,2428601],[2026778,2429534],[2032348,2696663],[2038434,2780297],[2051378,2272713],[2056791,2452054],[2062121,2454347],[2065386,2450122],[2066834,2461147],[2079977,2470330],[2080188,2611934],[2086540,2614089],[2087328,2097957],[2088383,2476104],[2089914,2721300],[2098922,2483649],[2104255,2484843],[2105043,2310591],[2106098,2311594],[2107629,2727569],[2113211,2627108],[2114073,2125236],[2116637,2802009],[2133568,2506947],[2135099,2507978],[2140681,2739810],[2144107,2808928],[2149821,2743421],[2162079,2367097],[2163044,2362451],[2167034,2528829],[2167245,2522268],[2172604,2656908],[2196715,2550286],[2196926,2672773],[2199420,2672884],[2205121,2556060],[2206652,2557091],[2213075,2402385],[2213286,2680316],[2215780,2217414],[2219638,2563293],[2220426,2231055],[2221481,2409306],[2223012,2769876],[2232020,2420360],[2238617,2577355],[2238828,2575280],[2245180,2694829],[2247023,2583129],[2248554,2778429],[2257562,2590674],[2266269,2448609],[2271851,2707848],[2275277,2839615],[2299846,2615975],[2305033,2620556],[2305244,2618481],[2314756,2316480],[2319943,2490544],[2320154,2730893],[2322648,2324282],[2329880,2500627],[2343386,2643953],[2343597,2741266],[2346091,2741377],[2351792,2649727],[2353323,2650758],[2359957,2524302],[2366309,2656960],[2368152,2529832],[2369683,2816676],[2378691,2540886],[2390372,2550663],[2402762,2403776],[2412468,2414192],[2412679,2685672],[2417866,2570385],[2433699,2696715],[2438886,2701296],[2439097,2699221],[2441591,2781864],[2453796,2597569],[2454007,2788022],[2456501,2458135],[2463733,2607652],[2477346,2617290],[2490921,2491935],[2510898,2644330],[2519590,2745307],[2532994,2534718],[2533205,2754165],[2538392,2664052],[2584371,2698030],[2587080,2701673],[2597946,2598960],[2607863,2715192],[2648930,2650969] ] cell #3388 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [235008],[290190],[333623],[355944],[379706],[405032],[423953],[431041],[457050],[479001],[481981],[485750],[500232],[506595],[539890],[543659],[562529],[567460],[571177],[590903],[594603],[598372],[612854],[629628],[634788],[658980],[661019],[664788],[668567],[686561],[690330],[694405],[695428],[709200],[714131],[725285],[732299],[737543],[756201],[760798],[763779],[765958],[766981],[788268],[793428],[801665],[803040],[817620],[819659],[823428],[831380],[835153],[842162],[845550],[865541],[867730],[872555],[877799],[879174],[894714],[901728],[906972],[917260],[925630],[930227],[933208],[935387],[936410],[947776],[951381],[958663],[962436],[972833],[979509],[983282],[984806],[990291],[993679],[997288],[1010110],[1013883],[1020892],[1024280],[1044271],[1046460],[1051285],[1056529],[1057904],[1066387],[1068996],[1080859],[1084464],[1091746],[1095519],[1102335],[1105940],[1113222],[1116995],[1127392],[1134047],[1137652],[1144934],[1148707],[1159104],[1165780],[1169553],[1171077],[1176562],[1179950],[1183559],[1192338],[1203880],[1206489],[1218352],[1221957],[1225742],[1228351],[1240214],[1243819],[1251101],[1254874],[1258214],[1260823],[1272686],[1276291],[1283573],[1287346],[1294162],[1297767],[1305049],[1308822],[1319219],[1332718],[1342226],[1344260],[1346869],[1354710],[1366252],[1368861],[1380724],[1384329],[1387568],[1399110],[1401719],[1413582],[1417187],[1420972],[1423581],[1435444],[1439049],[1446331],[1450104],[1459629],[1468269],[1472824],[1474374],[1496236],[1507778],[1510387],[1529094],[1538602],[1540636],[1543245],[1551086],[1562628],[1565237],[1577100],[1580705],[1589835],[1591421],[1598219],[1602400],[1631027],[1637132],[1654859],[1663499],[1668054],[1669604],[1691466],[1703008],[1705617],[1719988],[1722530],[1740180],[1751536],[1758334],[1781662],[1783248],[1790046],[1794227],[1822854],[1828959],[1841633],[1864783],[1866369],[1875658],[1906259],[1908801],[1937807],[1944605],[1986287],[1991190],[2015926],[2020363],[2054388],[2096497],[2128246],[2160619],[2229595],[2294887] ] cell #3389 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [658052],[731546],[750483],[762448],[816692],[841666],[861657],[871802],[874331],[900975],[919912],[931877],[940936],[943852],[957801],[978647],[989795],[999940],[1020396],[1030541],[1035193],[1040387],[1050532],[1053061],[1062497],[1076935],[1086076],[1098411],[1112360],[1123508],[1130123],[1144072],[1155220],[1157328],[1157567],[1159892],[1164918],[1176066],[1186211],[1188740],[1190863],[1208616],[1212625],[1214428],[1245431],[1245670],[1250239],[1268762],[1277903],[1280387],[1282711],[1284652],[1285125],[1285475],[1288192],[1290238],[1304187],[1315335],[1317443],[1317682],[1320007],[1337161],[1337635],[1337854],[1341364],[1370988],[1374647],[1374997],[1376800],[1403846],[1407855],[1409658],[1410132],[1410351],[1414688],[1414967],[1415150],[1440661],[1440900],[1443145],[1445469],[1447410],[1447883],[1448233],[1450950],[1460260],[1462937],[1467469],[1467917],[1468172],[1493747],[1496906],[1500679],[1501153],[1501372],[1504882],[1505065],[1526605],[1533537],[1534011],[1534230],[1537740],[1539836],[1540284],[1540539],[1544365],[1560594],[1567364],[1571023],[1571373],[1573650],[1573869],[1578206],[1578485],[1578668],[1586155],[1590505],[1593120],[1597893],[1598287],[1613167],[1623018],[1623492],[1623711],[1625695],[1626772],[1630227],[1630675],[1630930],[1646640],[1655964],[1656183],[1658167],[1662699],[1663147],[1663402],[1669278],[1669672],[1688977],[1689916],[1692136],[1695909],[1696383],[1696602],[1700112],[1700295],[1702208],[1702656],[1702911],[1706737],[1714978],[1716397],[1719504],[1722089],[1741285],[1741504],[1746270],[1750736],[1751184],[1751439],[1753235],[1753862],[1758008],[1758402],[1773282],[1774221],[1782332],[1782448],[1782896],[1783151],[1784947],[1789720],[1790114],[1815319],[1815538],[1815703],[1817522],[1818599],[1822054],[1822502],[1822757],[1828633],[1829027],[1841192],[1842118],[1844665],[1852076],[1865453],[1865569],[1866017],[1866272],[1868150],[1870648],[1872067],[1875332],[1875726],[1877759],[1886008],[1896955],[1897174],[1897339],[1898751],[1902668],[1905775],[1905933],[1906327],[1908360],[1929647],[1937007],[1937455],[1937710],[1939506],[1940133],[1944279],[1944673],[1960902],[1962407],[1963837],[1972738],[1978779],[1982696],[1985803],[1985961],[1986355],[1988454],[1990328],[1990749],[1991675],[2001633],[2005292],[2007766],[2015126],[2015574],[2015829],[2017627],[2019501],[2020848],[2023395],[2030806],[2044747],[2046880],[2054062],[2054456],[2056489],[2064738],[2078586],[2080876],[2081959],[2086651],[2088081],[2093761],[2095635],[2096982],[2099529],[2104366],[2105796],[2113350],[2114697],[2120738],[2127920],[2128314],[2130331],[2131836],[2133266],[2142167],[2152125],[2155784],[2157883],[2159757],[2171062],[2174721],[2185003],[2190060],[2190851],[2195324],[2198697],[2199559],[2201884],[2203389],[2204819],[2211684],[2213974],[2215057],[2219749],[2221179],[2226859],[2228733],[2237226],[2245291],[2246721],[2254275],[2255622],[2271990],[2273337],[2286954],[2291588],[2292302],[2299169],[2299957],[2301040],[2303642],[2313288],[2314079],[2318552],[2321925],[2341995],[2345368],[2346230],[2350060],[2351490],[2366420],[2367850],[2375404],[2391520],[2392231],[2404210],[2404924],[2411791],[2413662],[2433022],[2433810],[2434893],[2437495],[2441730],[2452405],[2455778],[2493083],[2512046],[2512757],[2519701],[2520784],[2532317],[2534188],[2588939],[2600108],[2608846], [393663,762778],[472592,874165],[514189,932207],[555464,986586],[560730,992318],[606445,1052895],[613407,1062827],[619313,1073002],[651672,1109654],[692840,1160222],[702135,1172857],[707401,1178589],[714763,1188574],[721401,1199384],[755339,1236290],[777953,1264829],[799905,1288026],[810312,1301481],[818873,1312126],[824139,1317858],[830518,1328364],[851811,1350875],[890830,1394614],[892938,1395769],[906693,1409198],[914271,1418224],[924768,1431520],[934556,1442763],[968949,1481420],[971057,1482575],[1009248,1524740],[1011189,1523160],[1012012,1526223],[1026469,1539667],[1042495,1559287],[1055388,1573176],[1090884,1611302],[1092825,1609722],[1093648,1612785],[1125616,1645333],[1135153,1652784],[1135432,1655490],[1150231,1668366],[1166859,1685532],[1167682,1688595],[1219458,1738105],[1219737,1740811],[1252180,1769837],[1253003,1772900],[1257862,1777982],[1261943,1779345],[1295268,1812139],[1295547,1814845],[1343908,1861103],[1347989,1862466],[1364218,1877415],[1381830,1893775],[1382109,1896481],[1387636,1901249],[1420620,1932541],[1424701,1933904],[1474442,1981277],[1494686,1997192],[1507426,2010660],[1511507,2012023],[1551154,2049378],[1552320,2050797],[1591069,2084725],[1623876,2110256],[1637200,2123236],[1638366,2124655],[1681658,2161104],[1720056,2193207],[1730338,2201463],[1743376,2210662],[1765963,2230080],[1830193,2283295],[1840771,2290095],[1855735,2301525],[1916609,2348134],[1952234,2376751],[1971391,2389313],[2034465,2435378],[2140820,2509839] ] cell #3390 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3391 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [329789,1006097],[347387,1291398],[375872,1087733],[396500,1377960],[420119,1161767],[421193,1421579],[448917,1207789],[451393,1471180],[475167,1247088],[476241,1508385],[496398,1279560],[503649,1291276],[517026,1574336],[528503,1329402],[533241,1337209],[533676,1596645],[537478,1601518],[559327,1370161],[561803,1633938],[564514,1377838],[582770,1403019],[585246,1666410],[609020,1442318],[610094,1703615],[616296,1453233],[627596,1725310],[627639,1207985],[628087,1725400],[631917,1471058],[649632,1492920],[654370,1500727],[654805,1756760],[658607,1761633],[675174,1525778],[679912,1533585],[680347,1788472],[684149,1793345],[689638,1283766],[690009,1031706],[692114,1804289],[705998,1566537],[708474,1825765],[711185,1574214],[716046,1319794],[717771,1583530],[728529,1594515],[729900,1850441],[730133,1850924],[744150,1612340],[747466,1615991],[753103,1623066],[753538,1875163],[758766,1880980],[758809,1370357],[759257,1881070],[763087,1633816],[774936,1648463],[786236,1911581],[786279,1403215],[786727,1911671],[790557,1666288],[795295,1409706],[795730,1922185],[796818,1155682],[799532,1927058],[808272,1688150],[813010,1695957],[813445,1943031],[817247,1947904],[820008,1441937],[822736,1446524],[823107,1187376],[825212,1958848],[825626,1190715],[827367,1712946],[838036,1722799],[839957,1971636],[848794,1733784],[858027,1743645],[859669,1745256],[864439,1994900],[864482,1493116],[864930,1994990],[868785,1754630],[870156,1999998],[870389,2000481],[874422,1761705],[884406,1772455],[887200,1775357],[895063,1524277],[897958,1786342],[899329,2029171],[899562,2029654],[909258,2039719],[909301,1279756],[909749,2039809],[911639,1802666],[913579,1804167],[916895,1807818],[922532,1814893],[922967,2053893],[924045,1559708],[924416,1299554],[928195,2059710],[928238,1566733],[928686,2059800],[932516,1825643],[935308,1572079],[935799,1315627],[937254,1573224],[937689,2070314],[938777,1315797],[941491,2075187],[951016,1845433],[954650,1848625],[959656,1853042],[965319,1858478],[973182,1610839],[975496,1868616],[976675,1869502],[977226,1617081],[981873,2108298],[982106,2108781],[986165,1878469],[987807,1880080],[988086,2113595],[992620,1634012],[996923,1889454],[1002560,1896529],[1002995,2127751],[1004073,1645754],[1004444,1386116],[1013804,1653287],[1014295,1408147],[1014820,1655538],[1015255,2138469],[1016766,1909070],[1018687,2141065],[1027524,1920055],[1028895,2150490],[1029128,2150973],[1031215,1924879],[1036319,1680005],[1036757,1929916],[1038399,1931527],[1040679,1169965],[1043169,2164329],[1043212,1688346],[1043660,2164419],[1044620,1686649],[1044846,1429139],[1047515,1940901],[1048886,2169427],[1049119,2169910],[1053152,1947976],[1056495,1445425],[1056728,1701386],[1058815,2179975],[1058858,1442514],[1059306,2180065],[1061196,1957225],[1063136,1958726],[1072581,1966339],[1074223,1967950],[1081378,1973452],[1084099,1976053],[1095440,1738608],[1095931,1212917],[1096456,1740859],[1096891,2210022],[1097672,2211068],[1099449,1989711],[1099571,1745166],[1104775,2215302],[1109209,1998182],[1110388,1999068],[1110939,1755720],[1114215,2002599],[1119440,1764310],[1119878,2008035],[1121520,2009646],[1123800,1255286],[1126290,2233305],[1126333,1772651],[1126781,2233395],[1127741,1770954],[1127967,1515945],[1131902,1776968],[1132985,1777868],[1137287,2024163],[1137618,1537696],[1137851,1780547],[1138948,2243251],[1138991,1525974],[1139439,2243341],[1140921,2027355],[1145927,2031772],[1151590,2037208],[1153511,2254520],[1155915,2042398],[1160685,1806207],[1161386,1550591],[1162946,2048232],[1163497,1808908],[1164874,1297733],[1168144,2266938],[1168377,2267421],[1169474,1812642],[1170925,2066378],[1172436,2057199],[1174078,2058810],[1174357,2272235],[1178891,1825839],[1182394,1576173],[1183194,2068184],[1184565,2281660],[1184798,2282143],[1186885,2073008],[1188831,2075259],[1193816,2077970],[1198560,1844443],[1198939,2082204],[1200118,2083090],[1210074,2090583],[1210625,1855172],[1211716,2092194],[1216207,1860089],[1217290,1860989],[1221592,2100297],[1221923,1341320],[1222156,1863668],[1223253,2309667],[1223296,1612536],[1223744,2309757],[1224474,2310714],[1226349,1869985],[1233578,2109909],[1237328,2112733],[1237450,1879990],[1240733,2115411],[1246006,1887843],[1246707,1636637],[1248267,2122090],[1248818,1890544],[1250195,1384295],[1253465,2330549],[1253698,2331032],[1254795,1894278],[1256246,1887648],[1257142,1658053],[1258472,2338691],[1258801,1900103],[1259502,1649553],[1260516,1901516],[1264408,2135768],[1265250,1667127],[1266050,2137379],[1266381,2339662],[1266614,2340145],[1273205,2142881],[1275926,2145482],[1288283,1927130],[1289017,1679441],[1289141,1419900],[1289499,2357739],[1293100,1932427],[1293235,1428008],[1296602,2361973],[1297966,1935106],[1299063,2175773],[1301036,2167611],[1302215,2168497],[1302766,1941991],[1306042,2172028],[1311705,2177464],[1313347,2179075],[1313626,2375649],[1316030,2182654],[1318160,1958922],[1322347,2187584],[1323160,2187486],[1327200,1965409],[1327901,1718453],[1334196,2194708],[1338940,1975063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] cell #3392 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1063913],[1182224],[1263974],[1310434],[1350020],[1392957],[1426732],[1441042],[1479763],[1513538],[1518439],[1523382],[1546396],[1556475],[1605001],[1609944],[1635667],[1642521],[1648181],[1674993],[1680811],[1685754],[1708768],[1727246],[1733502],[1762603],[1765116],[1770059],[1775343],[1796828],[1801771],[1807536],[1808624],[1827494],[1834348],[1846239],[1852760],[1858464],[1878288],[1882916],[1886753],[1889172],[1890260],[1913517],[1919773],[1929902],[1931245],[1948874],[1951387],[1956330],[1964366],[1967668],[1973438],[1976859],[1995796],[1997973],[2002317],[2008021],[2009364],[2024969],[2031490],[2037194],[2048218],[2057018],[2061646],[2065483],[2067902],[2068990],[2080345],[2083076],[2088610],[2091912],[2101103],[2106325],[2109627],[2111216],[2115397],[2118818],[2122076],[2133795],[2137097],[2142867],[2146288],[2165225],[2167402],[2171746],[2177450],[2178793],[2187570],[2189089],[2197083],[2199814],[2205348],[2208650],[2213443],[2216174],[2221708],[2225010],[2234201],[2238985],[2241716],[2247250],[2250552],[2259743],[2264965],[2268267],[2269856],[2274037],[2277458],[2280716],[2289304],[2295888],[2297407],[2305401],[2308132],[2310798],[2312317],[2320311],[2323042],[2328576],[2331878],[2334241],[2335760],[2343754],[2346485],[2352019],[2355321],[2360114],[2362845],[2368379],[2371681],[2380872],[2388522],[2394193],[2395106],[2396625],[2401926],[2408510],[2410029],[2418023],[2420754],[2423157],[2429741],[2431260],[2439254],[2441985],[2444651],[2446170],[2454164],[2456895],[2462429],[2465731],[2470537],[2474676],[2477503],[2478205],[2490085],[2496669],[2498188],[2509048],[2514719],[2515632],[2517151],[2522452],[2529036],[2530555],[2538549],[2541280],[2545723],[2546389],[2549274],[2551380],[2565006],[2568535],[2577562],[2581701],[2584528],[2585230],[2597110],[2603694],[2605213],[2612521],[2613554],[2620763],[2625578],[2628463],[2639390],[2640056],[2642941],[2645047],[2658673],[2662202],[2668641],[2676832],[2677498],[2680903],[2693261],[2694294],[2706318],[2709203],[2725211],[2726761],[2735618],[2737134],[2749396],[2763954],[2773787],[2783890],[2803835],[2822452] ] cell #3393 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [359757],[431617],[486326],[515283],[544235],[575441],[598948],[608142],[639052],[665364],[669094],[673434],[690906],[698669],[738070],[742410],[764355],[770222],[774715],[797692],[802192],[806532],[824004],[842689],[848573],[875957],[878326],[882666],[887174],[907499],[911839],[916674],[917787],[933784],[939651],[951908],[959435],[965293],[985749],[990818],[994228],[996702],[997815],[1021419],[1027303],[1036731],[1038178],[1054687],[1057056],[1061396],[1069939],[1074002],[1081352],[1084991],[1106467],[1108802],[1113994],[1119852],[1121299],[1138179],[1145706],[1151564],[1162920],[1172020],[1177089],[1180499],[1182973],[1184086],[1196292],[1200092],[1207432],[1211495],[1222484],[1229294],[1233357],[1234919],[1240707],[1244346],[1248241],[1261766],[1265829],[1273179],[1276818],[1298294],[1300629],[1305821],[1311679],[1313126],[1322321],[1324767],[1336672],[1340472],[1347812],[1351875],[1358664],[1362464],[1369804],[1373867],[1384856],[1391522],[1395322],[1402662],[1406725],[1417714],[1424524],[1428587],[1430149],[1435937],[1439576],[1443471],[1452744],[1463977],[1466423],[1478328],[1482128],[1485839],[1488285],[1500190],[1503990],[1511330],[1515393],[1518697],[1521143],[1533048],[1536848],[1544188],[1548251],[1555040],[1558840],[1566180],[1570243],[1581232],[1594026],[1603343],[1605259],[1607705],[1615502],[1626735],[1629181],[1641086],[1644886],[1647974],[1659207],[1661653],[1673558],[1677358],[1681069],[1683515],[1695420],[1699220],[1706560],[1710623],[1719467],[1727504],[1731952],[1733295],[1754141],[1765374],[1767820],[1785853],[1795170],[1797086],[1799532],[1807329],[1818562],[1821008],[1832913],[1836713],[1844944],[1846497],[1852553],[1856513],[1883174],[1888965],[1905738],[1913775],[1918223],[1919566],[1940412],[1951645],[1954091],[1967461],[1969765],[1985766],[1996054],[2002110],[2023674],[2025227],[2031283],[2035243],[2061904],[2067695],[2079545],[2099808],[2101361],[2109420],[2136890],[2139194],[2165483],[2171539],[2208443],[2212643],[2234459],[2238185],[2268060],[2304601],[2331671],[2359314],[2417223],[2471932] ] cell #3394 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [658078],[762255],[816718],[868678],[874119],[931684],[940962],[950909],[986540],[1035219],[1047408],[1052849],[1062304],[1072956],[1108947],[1137180],[1159699],[1172811],[1183087],[1188528],[1198677],[1221485],[1264783],[1265943],[1279199],[1287980],[1300774],[1312080],[1320929],[1350829],[1351989],[1392688],[1393907],[1395723],[1409152],[1428701],[1442056],[1479494],[1480713],[1482529],[1515507],[1517305],[1523114],[1525516],[1538741],[1556206],[1559241],[1603867],[1609676],[1612078],[1642252],[1645287],[1647224],[1651858],[1685486],[1687888],[1717035],[1732545],[1737179],[1752844],[1769791],[1772193],[1774664],[1806579],[1811213],[1843204],[1857785],[1872705],[1877369],[1888215],[1892849],[1900475],[1929223],[1964716],[1965781],[1980503],[1992761],[1996266],[2007342],[2019077],[2081535],[2090025],[2095211],[2103004],[2106675],[2107740],[2149932],[2188146],[2198273],[2214633],[2223123],[2248665],[2253851],[2296464],[2311374],[2321501],[2344944],[2369794],[2409086],[2430317],[2455354],[2475884],[2529612],[2582909],[2649507] ] cell #3395 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3396 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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8],[2509671,2852250],[2510843,2852813],[2511961,2878737],[2518797,2812556],[2524247,2747955],[2525365,2654491],[2528339,2750528],[2532144,2815509],[2532201,2881477],[2548767,2762307],[2550450,2762341],[2554036,2765188],[2558580,2679462],[2559141,2678766],[2560824,2561929],[2563280,2682387],[2564410,2682562],[2566214,2828764],[2567460,2684344],[2570330,2772346],[2571448,2689102],[2575836,2775974],[2579975,2832806],[2581105,2778855],[2587025,2834759],[2588143,2782963],[2597733,2786506],[2598905,2871336],[2600023,2888859],[2606859,2792050],[2615962,2721551],[2617235,2796641],[2619037,2798099],[2627395,2730039],[2627956,2729343],[2629639,2630744],[2642434,2809107],[2644117,2809141],[2647703,2811988],[2656947,2750880],[2658077,2751055],[2659881,2858360],[2661127,2752837],[2663997,2819146],[2665115,2757595],[2671919,2673171],[2696702,2778680],[2697975,2834247],[2699777,2835705],[2701460,2835739],[2708135,2787168],[2708696,2786472],[2710379,2711484],[2715769,2842236],[2740412,2741664],[2745294,2811813],[2746567,2811549],[2780899,2782151] ] cell #3397 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [941881],[1056267],[1136311],[1181332],[1220616],[1263082],[1296426],[1310308],[1349128],[1382988],[1387720],[1392831],[1415846],[1425840],[1474526],[1479637],[1505761],[1512646],[1518245],[1545504],[1551238],[1556349],[1579364],[1598371],[1604807],[1634775],[1637284],[1642395],[1647880],[1669756],[1674867],[1680617],[1681742],[1700991],[1707876],[1720140],[1727052],[1733201],[1753690],[1758486],[1762477],[1764922],[1766047],[1790198],[1796634],[1807235],[1808430],[1826602],[1829111],[1834222],[1842573],[1846045],[1852459],[1855819],[1875810],[1878162],[1882722],[1888871],[1890066],[1906411],[1913323],[1919472],[1930944],[1939961],[1944757],[1948748],[1951193],[1952318],[1964240],[1967367],[1973193],[1976665],[1986439],[1992130],[1995602],[1997355],[2002016],[2005376],[2009063],[2021303],[2024775],[2031189],[2034549],[2054540],[2056892],[2061452],[2067601],[2068796],[2078097],[2079727],[2088484],[2091611],[2097437],[2100909],[2106199],[2109326],[2115152],[2118624],[2128398],[2133669],[2136796],[2142622],[2146094],[2155868],[2161559],[2165031],[2166784],[2171445],[2174805],[2178492],[2187321],[2194835],[2196465],[2205222],[2208349],[2211195],[2212825],[2221582],[2224709],[2230535],[2234007],[2236737],[2238367],[2247124],[2250251],[2256077],[2259549],[2264839],[2267966],[2273792],[2277264],[2287038],[2295639],[2301980],[2303153],[2304783],[2310549],[2318063],[2319693],[2328450],[2331577],[2333992],[2341506],[2343136],[2351893],[2355020],[2357866],[2359496],[2368253],[2371380],[2377206],[2380678],[2386283],[2391031],[2394067],[2394857],[2408261],[2415775],[2417405],[2429492],[2435833],[2437006],[2438636],[2444402],[2451916],[2453546],[2462303],[2465430],[2470288],[2471195],[2474427],[2476885],[2492594],[2496420],[2506809],[2511557],[2514593],[2515383],[2528787],[2536301],[2537931],[2546140],[2547402],[2555922],[2561525],[2564757],[2577313],[2578220],[2581452],[2583910],[2599619],[2603445],[2610790],[2620514],[2621421],[2625329],[2639807],[2641069],[2655192],[2658424],[2677249],[2679172],[2689803],[2691530],[2706069],[2723480],[2735369],[2747665],[2772056],[2794881] ] cell #3398 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [875747],[993213],[1034486],[1054477],[1064404],[1108497],[1116493],[1158638],[1179484],[1190156],[1190366],[1195987],[1235416],[1278848],[1286844],[1300324],[1308320],[1311289],[1318753],[1319768],[1325264],[1336367],[1358359],[1364389],[1391217],[1392337],[1393812],[1408784],[1430646],[1441606],[1441911],[1449602],[1455581],[1466920],[1478023],[1479143],[1480618],[1488782],[1499885],[1503600],[1521640],[1522746],[1523946],[1524251],[1532743],[1538773],[1554735],[1555855],[1557330],[1560765],[1571805],[1572302],[1583657],[1596863],[1608202],[1609308],[1610508],[1610813],[1618339],[1629678],[1633104],[1633409],[1640781],[1641901],[1643376],[1650811],[1651890],[1653013],[1653510],[1662150],[1673253],[1675848],[1684012],[1685118],[1686318],[1686623],[1695115],[1698830],[1701145],[1722926],[1731647],[1736132],[1737211],[1738334],[1738831],[1743772],[1752493],[1756978],[1760286],[1760783],[1763458],[1768317],[1769423],[1770623],[1770928],[1775484],[1775539],[1775633],[1780306],[1788690],[1800029],[1802335],[1802640],[1810166],[1811245],[1812368],[1812865],[1821505],[1824931],[1825236],[1832608],[1835203],[1836323],[1852256],[1857010],[1858605],[1858660],[1858754],[1863427],[1872247],[1877001],[1878017],[1878596],[1884497],[1887317],[1887622],[1891802],[1892881],[1894004],[1894501],[1899442],[1909197],[1917918],[1922403],[1924605],[1925102],[1928883],[1930043],[1930098],[1930192],[1934865],[1943249],[1946557],[1947054],[1949729],[1954588],[1956894],[1957199],[1958014],[1958319],[1964095],[1966466],[1973278],[1973579],[1973728],[1977361],[1979470],[1992215],[1996298],[1997737],[2001813],[2006070],[2006567],[2008162],[2008217],[2008311],[2012984],[2030986],[2035740],[2037335],[2037484],[2042157],[2046056],[2046361],[2047571],[2048414],[2048508],[2056747],[2057326],[2063227],[2066047],[2066352],[2070532],[2072734],[2073231],[2073840],[2074337],[2080109],[2083217],[2083272],[2083366],[2085371],[2087842],[2088992],[2103086],[2105557],[2111724],[2115237],[2115538],[2115687],[2119320],[2121429],[2122272],[2122366],[2133524],[2135895],[2142707],[2143008],[2143157],[2146790],[2148899],[2152305],[2156562],[2157059],[2159365],[2167166],[2171242],[2175499],[2175996],[2177012],[2177591],[2177740],[2182413],[2183492],[2188228],[2188860],[2189597],[2192330],[2193928],[2200010],[2200104],[2205077],[2207448],[2210288],[2216315],[2216464],[2218469],[2220940],[2222090],[2228341],[2238749],[2240416],[2241857],[2242006],[2244011],[2246482],[2247632],[2252649],[2256162],[2260245],[2270364],[2273877],[2274178],[2274327],[2277960],[2279399],[2280069],[2280912],[2281006],[2289721],[2290274],[2291181],[2296546],[2297915],[2300648],[2305165],[2306832],[2308273],[2308422],[2312088],[2312825],[2315558],[2317156],[2323332],[2335531],[2336268],[2336979],[2337543],[2339001],[2340599],[2346681],[2346775],[2348780],[2351251],[2361545],[2362986],[2363135],[2365140],[2367611],[2368761],[2375012],[2384191],[2388939],[2390399],[2396396],[2397133],[2397844],[2398408],[2399866],[2402896],[2403803],[2410537],[2413270],[2419454],[2420895],[2421044],[2424127],[2425034],[2425666],[2430399],[2431768],[2434501],[2436099],[2442275],[2445941],[2446678],[2447389],[2447953],[2449411],[2451009],[2457185],[2473874],[2479175],[2480082],[2480714],[2485754],[2491962],[2497959],[2498696],[2499407],[2499971],[2501429],[2504717],[2505270],[2509465],[2510925],[2517659],[2520392],[2523422],[2524329],[2524961],[2531063],[2533796],[2541570],[2547047],[2551888],[2553830],[2554383],[2562262],[2564204],[2569505],[2570412],[2571044],[2580899],[2587107],[2592779],[2593332],[2598987],[2605721],[2608454],[2612938],[2617317],[2626236],[2633019],[2633572],[2645555],[2647497],[2657871],[2664079],[2668237],[2673777],[2681320],[2698057],[2713759],[2720088],[2726357],[2742270],[2777217] ] cell #3399 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715943],[819048],[893113],[933978],[971232],[1011434],[1042670],[1055364],[1093070],[1125791],[1130293],[1135408],[1157503],[1167104],[1214598],[1219713],[1245606],[1252425],[1257838],[1284897],[1290408],[1295523],[1317618],[1337331],[1343884],[1374419],[1376970],[1382085],[1387482],[1409828],[1414943],[1420596],[1421773],[1440836],[1447655],[1460430],[1467893],[1474288],[1495741],[1500849],[1504858],[1507402],[1508579],[1533707],[1540260],[1551000],[1552296],[1570795],[1573346],[1578461],[1587221],[1591045],[1598133],[1601712],[1623188],[1625671],[1630651],[1637046],[1638342],[1655660],[1663123],[1669518],[1681504],[1690971],[1696079],[1700088],[1702632],[1703809],[1716373],[1719902],[1726490],[1730314],[1740981],[1747336],[1751160],[1753019],[1758248],[1761827],[1765809],[1779048],[1782872],[1789960],[1793539],[1815015],[1817498],[1822478],[1828873],[1830169],[1839895],[1841902],[1852052],[1855581],[1862169],[1865993],[1872043],[1875572],[1882160],[1885984],[1896651],[1902644],[1906173],[1912761],[1916585],[1927252],[1933607],[1937431],[1939290],[1944519],[1948098],[1952080],[1961588],[1970515],[1972522],[1982672],[1986201],[1989452],[1991459],[2001609],[2005138],[2011726],[2015550],[2018625],[2020632],[2030782],[2034311],[2040899],[2044723],[2050773],[2054302],[2060890],[2064714],[2075381],[2085832],[2093284],[2094759],[2096766],[2103547],[2112474],[2114481],[2124631],[2128160],[2131017],[2139944],[2141951],[2152101],[2155630],[2158881],[2160888],[2171038],[2174567],[2181155],[2184979],[2191846],[2197821],[2201439],[2202570],[2218930],[2227857],[2229864],[2244472],[2251924],[2253399],[2255406],[2262187],[2271114],[2273121],[2283271],[2286800],[2292985],[2294011],[2298350],[2301309],[2321049],[2325798],[2338517],[2344492],[2348110],[2349241],[2365601],[2374528],[2376535],[2386744],[2388288],[2399382],[2406633],[2410972],[2426838],[2427864],[2432203],[2435162],[2454902],[2459651],[2468608],[2481886],[2482912],[2488307],[2507270],[2508814],[2527159],[2531498],[2556383],[2558938],[2573242],[2575633],[2595332],[2618834],[2635572],[2652605],[2687216],[2719737] ] cell #3400 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1285767],[1320337],[1375289],[1414923],[1448525],[1450784],[1504838],[1539206],[1545384],[1571665],[1572716],[1578441],[1581742],[1625581],[1634655],[1652323],[1653924],[1668633],[1700068],[1701578],[1702039],[1707756],[1716283],[1737644],[1739245],[1753502],[1779612],[1780739],[1781200],[1795335],[1811678],[1813279],[1817408],[1826482],[1827721],[1827988],[1842385],[1851962],[1862733],[1863860],[1864321],[1871953],[1877583],[1893314],[1894915],[1902554],[1902947],[1903981],[1904248],[1925516],[1934171],[1935298],[1935759],[1939773],[1949894],[1963661],[1973005],[1982582],[1982975],[1984009],[1984276],[1991942],[1996731],[2001519],[2004729],[2006981],[2012290],[2013417],[2013878],[2018418],[2019922],[2021115],[2022486],[2030692],[2042590],[2043051],[2050683],[2051076],[2052110],[2052377],[2056313],[2073645],[2077872],[2087905],[2094552],[2096056],[2097249],[2098620],[2104747],[2105620],[2110523],[2114964],[2117922],[2118012],[2119753],[2120214],[2124541],[2124934],[2125968],[2126235],[2131045],[2133090],[2142434],[2152011],[2153438],[2153705],[2158674],[2160178],[2161371],[2162742],[2170948],[2174158],[2176410],[2182846],[2183307],[2194610],[2197614],[2201349],[2202598],[2204643],[2210970],[2212014],[2217112],[2220130],[2221003],[2223681],[2224164],[2225639],[2225906],[2227650],[2229154],[2230347],[2231718],[2236512],[2246545],[2253192],[2255889],[2257260],[2262215],[2263006],[2264260],[2264436],[2273604],[2276562],[2276652],[2278393],[2278854],[2283181],[2284608],[2284875],[2286391],[2293804],[2294446],[2298378],[2300338],[2301792],[2302928],[2310347],[2311004],[2317530],[2317838],[2317936],[2318882],[2320842],[2322170],[2323980],[2325826],[2326617],[2327871],[2328047],[2341281],[2344285],[2348020],[2349269],[2351314],[2356693],[2357641],[2358355],[2366801],[2367674],[2370352],[2370835],[2372310],[2372577],[2374321],[2377018],[2378389],[2379976],[2380066],[2383513],[2384565],[2386058],[2386156],[2386772],[2390806],[2392561],[2393022],[2393488],[2393664],[2401393],[2406426],[2408059],[2408426],[2408716],[2411000],[2415550],[2416264],[2427657],[2432231],[2434191],[2435645],[2436781],[2443520],[2443610],[2451383],[2451691],[2451789],[2452735],[2454695],[2456023],[2457833],[2459679],[2460470],[2461724],[2461900],[2464402],[2464885],[2467906],[2469057],[2470453],[2470970],[2472341],[2473196],[2474248],[2475514],[2476455],[2482705],[2486128],[2488335],[2489552],[2492369],[2494585],[2505091],[2506584],[2506682],[2507298],[2511332],[2513087],[2513548],[2514014],[2514190],[2520082],[2521053],[2521536],[2526952],[2528585],[2528952],[2529242],[2531526],[2536076],[2536174],[2536790],[2540408],[2544204],[2544311],[2547297],[2547862],[2549013],[2554204],[2555697],[2555795],[2556411],[2559387],[2561300],[2564578],[2566785],[2573035],[2576082],[2577478],[2577995],[2578093],[2579366],[2580221],[2581273],[2582539],[2583480],[2584996],[2589269],[2589730],[2590196],[2593153],[2595360],[2596577],[2599394],[2601610],[2603610],[2610685],[2614581],[2619283],[2620679],[2621196],[2621294],[2623393],[2623500],[2628202],[2633393],[2635600],[2637871],[2637978],[2638680],[2639972],[2640964],[2641529],[2642680],[2645964],[2647871],[2649137],[2650078],[2653054],[2654967],[2655065],[2658245],[2660452],[2666702],[2674151],[2675313],[2675420],[2676122],[2677414],[2679067],[2682963],[2687665],[2689578],[2689676],[2691425],[2692218],[2695321],[2698307],[2700023],[2704133],[2704240],[2704942],[2706234],[2708942],[2714133],[2716340],[2722540],[2723375],[2724168],[2733433],[2733540],[2734242],[2735534],[2737534],[2742644],[2743913],[2747560],[2748353],[2751456],[2756158],[2760912],[2762900],[2764354],[2768313],[2771951],[2772744],[2779669],[2784290],[2790669],[2794776],[2795032],[2800793],[2804235],[2809700],[2821658],[2826899],[2832638],[2847005] ] cell #3401 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1116355],[1242699],[1308182],[1365029],[1372179],[1437929],[1449464],[1456221],[1495476],[1549572],[1561405],[1568555],[1579585],[1586956],[1625045],[1651451],[1678271],[1690706],[1701785],[1708935],[1715747],[1736772],[1778783],[1780946],[1796067],[1805079],[1816872],[1828199],[1861904],[1864067],[1902018],[1903679],[1904459],[1919068],[1935505],[1949955],[1982046],[1983707],[1984487],[2013624],[2022186],[2022547],[2036371],[2051808],[2052588],[2098320],[2098681],[2125666],[2126446],[2132602],[2134001],[2162442],[2162803],[2204155],[2205554],[2217844],[2231418],[2231779],[2237860],[2263772],[2265171],[2304276],[2316843],[2327383],[2328782],[2358989],[2359835],[2387541],[2406941],[2416898],[2417744],[2446353],[2471607],[2477224],[2484270],[2498371],[2538270],[2543918],[2551563],[2584249],[2605396],[2614188],[2645230],[2694928], 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,[2405558,2561937],[2410212,2683018],[2411769,2827916],[2412557,2567554],[2426078,2578632],[2431443,2695376],[2433000,2833399],[2433788,2833617],[2437418,2780252],[2438975,2700084],[2447064,2453039],[2447910,2448698],[2451223,2591295],[2452328,2786521],[2453885,2709003],[2474088,2721399],[2474133,2721734],[2481126,2621833],[2485968,2727668],[2486013,2623107],[2493006,2801964],[2493717,2630752],[2499928,2500716],[2504931,2637585],[2511969,2808883],[2512680,2809156],[2517334,2743968],[2518891,2650847],[2519679,2854531],[2525373,2526084],[2530738,2751511],[2532295,2857512],[2533083,2661221],[2554044,2675027],[2564418,2769975],[2564463,2682570],[2571456,2572167],[2581113,2778528],[2581158,2778863],[2588151,2702573],[2588862,2835754],[2592993,2593038],[2600031,2839570],[2600742,2711492],[2606953,2607741],[2629647,2732156],[2633233,2633278],[2647711,2743520],[2647756,2811996],[2658085,2816775],[2658130,2751063],[2665123,2665834],[2673991,2674036],[2700960,2782971],[2710387,2789285],[2713973,2714018],[2742484,2742529],[2757095,2757603] ] cell #3402 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1243559],[1372228],[1438789],[1495525],[1502625],[1568604],[1580445],[1587005],[1625461],[1679131],[1690755],[1697855],[1708984],[1716163],[1753055],[1778832],[1805128],[1817288],[1828248],[1835348],[1841938],[1861953],[1902434],[1904508],[1919117],[1927908],[1939326],[1950371],[1982462],[1984536],[2020668],[2022235],[2022963],[2036907],[2052637],[2066609],[2096802],[2098369],[2099097],[2126495],[2134537],[2134874],[2147916],[2162491],[2163219],[2206090],[2206427],[2231467],[2232195],[2237945],[2239224],[2265707],[2266044],[2304361],[2305640],[2316892],[2329318],[2329655],[2335273],[2359074],[2360353],[2396138],[2407477],[2416983],[2418262],[2445683],[2446438],[2471692],[2488834],[2497701],[2498456],[2524071],[2546789],[2551648],[2557845],[2570154],[2605481],[2610586],[2617059],[2645315],[2663821],[2671425],[2697799],[2739918], [994022,2005935],[1116433,1633365],[1116707,2118488],[1159447,2156427],[1180293,2175364],[1226916,1747120],[1236833,2219215],[1243075,1760558],[1243798,2224698],[1287058,2259413],[1308260,1825192],[1308534,2277128],[1319562,2287597],[1328907,2293270],[1337704,2298635],[1356275,1871833],[1366231,2318052],[1367426,1881944],[1372533,1884742],[1410201,2349526],[1417166,2355009],[1422146,1933391],[1432063,2365886],[1438305,1946829],[1439028,2371369],[1449542,1958275],[1449816,2380542],[1451470,2186573],[1459608,2386272],[1468248,2391020],[1470563,1726274],[1486042,1991495],[1495918,2408153],[1497801,2001399],[1501222,2411257],[1508952,2011510],[1525283,2427123],[1534080,2432488],[1540615,2436995],[1549650,2046317],[1552651,2050563],[1562607,2451905],[1563802,2060674],[1568909,2063472],[1573719,2459936],[1579961,2074112],[1580684,2465419],[1581792,2288004],[1589517,2470180],[1597901,2474319],[1600890,1851842],[1602085,2093068],[1611845,2482171],[1614416,2105079],[1623561,2488592],[1626938,2114517],[1631006,2492583],[1638697,2124421],[1654838,2506798],[1656033,2507555],[1663478,2511546],[1665793,1912545],[1669286,2515275],[1678647,2156834],[1681272,2160924],[1691148,2528679],[1693031,2170828],[1696452,2531783],[1702089,2374700],[1702987,2536290],[1704182,2180939],[1709289,2183737],[1711188,2381619],[1712405,2543164],[1713868,1963120],[1722097,2547260],[1728692,2197993],[1728786,1972558],[1730669,2201229],[1740159,2555911],[1741354,2556668],[1749538,2406805],[1751515,2561514],[1758016,2564649],[1762200,2226166],[1765577,2229900],[1781250,2428036],[1781344,2577205],[1783227,2578209],[1789728,2581344],[1792717,2030572],[1793912,2251708],[1798274,2253571],[1803672,2040683],[1805433,2260490],[1806243,2263719],[1815388,2595617],[1818765,2273157],[1822833,2599608],[1828477,2460013],[1828641,2603337],[1830524,2283061],[1841200,2610648],[1848084,1849547],[1854145,2298712],[1855349,2301345],[1864371,2483084],[1864465,2620406],[1866348,2621410],[1874136,2488669],[1875340,2625221],[1877767,2626449],[1884362,2321221],[1886339,2324457],[1887879,2327330],[1897024,2635857],[1898676,2636831],[1900139,2132549],[1904737,2507632],[1905941,2639699],[1908368,2640927],[1914963,2344664],[1915057,2141987],[1916940,2347900],[1921158,2349603],[1926430,2151891],[1927625,2153965],[1935809,2527331],[1937786,2655181],[1944287,2658316],[1948471,2372837],[1949819,2535851],[1951848,2376571],[1963845,2668731],[1965445,2387488],[1969525,2388324],[1974301,2390581],[1978704,2674273],[1980167,2204102],[1984765,2556745],[1985969,2677141],[1988462,2678370],[1990757,2679030],[1993238,2561075],[2003702,2411334],[2004906,2413967],[2013928,2573414],[2015905,2689792],[2017635,2690728],[2022411,2577770],[2026814,2028277],[2032875,2432565],[2034079,2435198],[2038057,2436556],[2043101,2257009],[2043195,2255442],[2045078,2257737],[2052866,2595694],[2054070,2705961],[2056497,2707189],[2063092,2455074],[2065069,2458310],[2075754,2285135],[2078594,2717788],[2079305,2468644],[2080801,2718353],[2085113,2472146],[2088089,2720582],[2089689,2305857],[2093769,2722678],[2098545,2620971],[2102828,2622377],[2105804,2726851],[2107404,2489051],[2111484,2489887],[2116260,2492144],[2120264,2502763],[2126724,2635934],[2127928,2735261],[2130298,2636855],[2133274,2737224],[2138954,2508850],[2143730,2511107],[2148133,2149596],[2154194,2352761],[2155398,2353098],[2157891,2746863],[2162667,2654742],[2173131,2531860],[2174335,2534493],[2183357,2378138],[2185334,2378866],[2187970,2668327],[2188602,2544009],[2189357,2544646],[2190068,2759812],[2195332,2761250],[2196043,2397604],[2201851,2674297],[2204827,2764044],[2211692,2766364],[2212403,2558974],[2213899,2766929],[2218211,2562476],[2221187,2769158],[2222787,2418479],[2226395,2574086],[2226867,2771254],[2231643,2689353],[2237234,2774917],[2239441,2248329],[2243753,2579171],[2246729,2777711],[2252409,2438214],[2257185,2439493],[2261468,2703117],[2270124,2596912],[2274900,2599169],[2278904,2450745],[2285364,2463171],[2286568,2463508],[2290923,2610948],[2291555,2718377],[2292310,2794182],[2296288,2720178],[2296920,2480456],[2297675,2614916],[2303650,2797042],[2311198,2726447],[2311830,2623198],[2312585,2623835],[2313296,2799693],[2318560,2801131],[2319271,2499167],[2323905,2636099],[2325079,2732417],[2334641,2736820],[2336028,2638313],[2336739,2342714],[2342003,2808050],[2348522,2516664],[2351498,2810844],[2360570,2369458],[2364882,2656143],[2367858,2815958],[2373066,2528003],[2373538,2537509],[2378314,2538788],[2385393,2760013],[2390141,2671787],[2391528,2823106],[2392239,2823276],[2395506,2763640],[2396893,2675755],[2403545,2679330],[2404177,2766953],[2404932,2826305],[2405643,2562022],[2407945,2686123],[2408910,2768754],[2409542,2570786],[2410297,2683298],[2424776,2691688],[2425408,2430773],[2426163,2578717],[2430141,2777307],[2431528,2695656],[2437503,2834648],[2447149,2453124],[2452413,2838737],[2457758,2595859],[2458932,2604726],[2468943,2718774],[2475076,2795805],[2475708,2796023],[2479824,2723638],[2481211,2621918],[2486956,2799894],[2487588,2625978],[2491704,2729907],[2493091,2848453],[2493802,2630837],[2505919,2640456],[2510667,2740280],[2512054,2852702],[2512765,2852872],[2516032,2810440],[2517419,2744248],[2524703,2530068],[2525458,2526169],[2528471,2651512],[2529436,2815554],[2530823,2751791],[2548899,2762236],[2548938,2762509],[2555032,2677898],[2559273,2767350],[2559312,2678968],[2565406,2827928],[2566038,2685441],[2571541,2572252],[2575968,2691326],[2582101,2833411],[2582733,2833629],[2586849,2780767],[2588236,2702658],[2588947,2868951],[2593981,2594613],[2598729,2787036],[2600116,2871225],[2600827,2711577],[2619169,2723276],[2628088,2802117],[2628127,2729545],[2634221,2634853],[2642566,2809036],[2642605,2809309],[2648699,2746391],[2649331,2854543],[2652940,2652979],[2659073,2857524],[2659705,2753934],[2665208,2665919],[2684476,2771041],[2687551,2687590],[2699909,2780405],[2699948,2835907],[2708828,2839723],[2708867,2786674],[2714961,2715593],[2722426,2722465],[2744989,2812688],[2752969,2817841],[2756044,2756083],[2779555,2779594],[2791745,2792182] ] cell #3403 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715946],[819051],[893116],[933981],[971235],[1011437],[1042673],[1055356],[1093073],[1125794],[1130296],[1135400],[1157506],[1167107],[1214601],[1219705],[1245609],[1252428],[1257830],[1284900],[1290411],[1295515],[1317621],[1337334],[1343876],[1374422],[1376973],[1382077],[1387349],[1409831],[1414935],[1420588],[1421776],[1440839],[1447658],[1460433],[1467885],[1474155],[1495744],[1500852],[1504850],[1507394],[1508582],[1533710],[1540252],[1550867],[1552288],[1570798],[1573349],[1578453],[1587224],[1591037],[1598000],[1601715],[1623191],[1625663],[1630643],[1636913],[1638334],[1655663],[1663115],[1669385],[1681371],[1690974],[1696082],[1700080],[1702624],[1703812],[1716365],[1719769],[1726493],[1730306],[1740984],[1747339],[1751152],[1752972],[1758115],[1761830],[1765676],[1779051],[1782864],[1789827],[1793542],[1815018],[1817490],[1822470],[1828740],[1830161],[1839827],[1841855],[1852044],[1855448],[1862172],[1865985],[1872035],[1875439],[1882163],[1885976],[1896654],[1902636],[1906040],[1912764],[1916577],[1927255],[1933610],[1937423],[1939243],[1944386],[1948101],[1951947],[1961457],[1970447],[1972475],[1982664],[1986068],[1989384],[1991412],[2001601],[2005005],[2011729],[2015542],[2018557],[2020585],[2030774],[2034178],[2040902],[2044715],[2050765],[2054169],[2060893],[2064706],[2075384],[2085701],[2093287],[2094691],[2096719],[2103416],[2112406],[2114434],[2124623],[2128027],[2130886],[2139876],[2141904],[2152093],[2155497],[2158813],[2160841],[2171030],[2174434],[2181158],[2184971],[2191778],[2197753],[2201431],[2202439],[2218799],[2227789],[2229817],[2244341],[2251927],[2253331],[2255359],[2262056],[2271046],[2273074],[2283263],[2286667],[2292854],[2293943],[2298219],[2301262],[2320981],[2325667],[2338449],[2344424],[2348102],[2349110],[2365470],[2374460],[2376488],[2386613],[2388241],[2399314],[2406565],[2410841],[2426707],[2427796],[2432072],[2435115],[2454834],[2459520],[2468561],[2481755],[2482844],[2488176],[2507139],[2508767],[2527091],[2531367],[2556252],[2558891],[2573174],[2575586],[2595201],[2618787],[2635441],[2652558],[2687169],[2719690] ] cell #3404 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1117410],[1243788],[1287761],[1309237],[1365183],[1373280],[1417156],[1439018],[1450519],[1456375],[1495611],[1503525],[1539567],[1547664],[1561559],[1569656],[1580674],[1582495],[1587091],[1597657],[1619133],[1624992],[1632951],[1633344],[1651605],[1652684],[1668979],[1690841],[1698755],[1701939],[1710036],[1711178],[1715694],[1726360],[1736926],[1738005],[1747206],[1757772],[1760345],[1760642],[1778918],[1779958],[1781100],[1789484],[1795343],[1810960],[1812039],[1816819],[1824778],[1825171],[1828334],[1828467],[1836248],[1837573],[1839613],[1851373],[1862039],[1863079],[1864221],[1871364],[1878929],[1882030],[1884555],[1892596],[1893675],[1901965],[1902955],[1904594],[1904727],[1912631],[1923197],[1928808],[1933477],[1934517],[1935659],[1944043],[1946616],[1946913],[1949902],[1950573],[1957861],[1958254],[1966799],[1970233],[1978155],[1981993],[1982983],[1984622],[1984755],[1989170],[1997092],[1998580],[2000930],[2011596],[2012636],[2013778],[2018343],[2019930],[2022494],[2023165],[2030103],[2040769],[2042951],[2045903],[2046296],[2050094],[2051084],[2052723],[2052856],[2057659],[2060760],[2063285],[2066526],[2071326],[2073899],[2074196],[2082602],[2090473],[2093154],[2094477],[2096064],[2098628],[2099299],[2108188],[2110869],[2112192],[2120114],[2123952],[2124942],[2126581],[2126714],[2131053],[2134791],[2136228],[2139662],[2147584],[2150380],[2151422],[2154051],[2154184],[2156621],[2156918],[2158599],[2160186],[2162750],[2163421],[2168009],[2170359],[2177924],[2181025],[2183207],[2183550],[2191564],[2197539],[2198797],[2200760],[2202606],[2206344],[2207781],[2215157],[2217120],[2223571],[2226252],[2226385],[2227575],[2229162],[2231726],[2232397],[2236479],[2241242],[2242190],[2249113],[2251794],[2252708],[2253117],[2254375],[2257268],[2257939],[2260303],[2262223],[2264444],[2265961],[2270832],[2278754],[2280242],[2282592],[2285221],[2285354],[2293729],[2294454],[2295445],[2298386],[2298786],[2302895],[2307658],[2308606],[2310355],[2313696],[2320767],[2322025],[2323988],[2324659],[2325834],[2328055],[2329572],[2337038],[2338235],[2339174],[2344210],[2345468],[2347431],[2348838],[2349277],[2349677],[2353015],[2357608],[2358363],[2363319],[2370242],[2372923],[2373056],[2374246],[2378397],[2379068],[2383521],[2383997],[2386780],[2388063],[2390773],[2393672],[2397903],[2399100],[2400039],[2401467],[2406351],[2408067],[2411008],[2411408],[2413884],[2415517],[2416272],[2421228],[2425724],[2427582],[2429298],[2432239],[2432639],[2436053],[2436748],[2445051],[2447448],[2449584],[2454620],[2455878],[2457841],[2458512],[2459687],[2461908],[2463425],[2467980],[2468383],[2469065],[2470937],[2473204],[2476463],[2480772],[2482630],[2485560],[2488343],[2489626],[2489804],[2492336],[2497069],[2499466],[2501602],[2504523],[2505224],[2507306],[2508589],[2511299],[2514198],[2525019],[2526877],[2528593],[2531534],[2531934],[2534410],[2536043],[2536798],[2544385],[2544563],[2547936],[2549021],[2550893],[2553636],[2554337],[2556419],[2558713],[2559395],[2561267],[2562321],[2566793],[2571102],[2572960],[2575408],[2576090],[2577962],[2580229],[2583488],[2592585],[2593286],[2595368],[2596651],[2596829],[2599361],[2604094],[2614655],[2614833],[2618609],[2619291],[2621163],[2623574],[2623752],[2626294],[2628210],[2630082],[2632825],[2633526],[2635608],[2638052],[2638230],[2641603],[2642688],[2644560],[2650086],[2652380],[2653062],[2654934],[2660460],[2670697],[2675494],[2675672],[2681274],[2683037],[2683215],[2686991],[2687673],[2689545],[2695395],[2695573],[2700031],[2701903],[2704314],[2704492],[2708950],[2710822],[2716348],[2719512],[2722548],[2726194],[2733614],[2733792],[2743987],[2744165],[2751530],[2751708],[2756166],[2758038],[2759461],[2762974],[2763152],[2779677],[2790743],[2790921],[2795253],[2809774],[2809952],[2832859] ] cell #3405 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993021],[1115583],[1179292],[1235548],[1242650],[1307410],[1318561],[1325396],[1364980],[1418927],[1430778],[1437880],[1448692],[1456172],[1495030],[1521772],[1548800],[1561356],[1572434],[1579536],[1586510],[1608334],[1651402],[1653642],[1669106],[1678222],[1690260],[1701736],[1736723],[1738963],[1778337],[1780085],[1780897],[1796018],[1812997],[1827753],[1861458],[1863206],[1864018],[1894633],[1903630],[1904013],[1918440],[1934644],[1935456],[1983658],[1984041],[2012763],[2013575],[2020092],[2021558],[2051759],[2052142],[2096226],[2097692],[2110996],[2125617],[2126000],[2132459],[2160348],[2161814],[2204012],[2217795],[2229324],[2230790],[2263629],[2264606],[2294616],[2316215],[2327240],[2328217],[2359692],[2387398],[2393834],[2401688],[2417601],[2462070],[2468201],[2477081],[2514360],[2538127],[2548157],[2584106],[2641824], [874812,1373056],[977113,1488914],[992507,1502956],[1053542,1569432],[1099878,1618930],[1110826,1629810],[1115745,1632750],[1163384,1684144],[1178778,1698186],[1189221,1709812],[1210512,1467052],[1226025,1746625],[1237757,1757569],[1244674,1762373],[1248705,1768449],[1288673,1805956],[1291705,1810757],[1302653,1821637],[1307572,1824577],[1318047,1835679],[1339748,1597454],[1340936,1857142],[1353504,1870740],[1366535,1881449],[1373566,1885693],[1378267,1892393],[1405742,1662282],[1418042,1927798],[1418413,1928239],[1421255,1932896],[1432987,1943840],[1439904,1948644],[1443935,1954720],[1448854,1957660],[1451431,1960515],[1453612,1715070],[1468457,1974266],[1469672,1725779],[1471487,1977952],[1496832,1998754],[1503955,2004992],[1504454,2006699],[1508061,2011015],[1536124,1789281],[1537312,2035872],[1540824,2038022],[1547268,1800161],[1547950,2044432],[1548962,2045702],[1549880,2049470],[1562911,2060179],[1569942,2064423],[1574643,2071123],[1581560,2075927],[1581931,2076368],[1590431,2082776],[1593212,1594894],[1598815,2089339],[1598820,2089488],[1601194,2092573],[1626700,2112393],[1631215,2116225],[1634245,2119911],[1635926,2123328],[1648842,1901341],[1663687,2143695],[1664902,1912050],[1666717,2147381],[1670200,2149246],[1670205,2149395],[1676634,1922994],[1677323,2155484],[1677822,1925234],[1692062,2168183],[1699185,2174421],[1699684,2176128],[1703196,2178278],[1703291,2180444],[1710322,2184688],[1711334,2185958],[1717742,2193299],[1719432,2191765],[1722259,2194334],[1726672,2197233],[1727469,2197740],[1734163,1981369],[1751724,2217002],[1753864,2218642],[1758930,2222437],[1758935,2222586],[1761309,2225671],[1782258,2241416],[1783436,2242544],[1785039,1786721],[1790642,2247979],[1790647,2248128],[1793021,2251213],[1796254,2252811],[1797051,2253318],[1801566,2041936],[1802781,2040188],[1804596,2042748],[1818527,2271033],[1823042,2274865],[1826072,2278551],[1829555,2280416],[1829560,2280565],[1836678,2286654],[1837177,2073363],[1841362,2290680],[1844667,2292697],[1847994,2295171],[1852276,2298062],[1853421,2098004],[1865379,2307832],[1866557,2308960],[1873412,2316527],[1876254,2315905],[1876259,2316054],[1877929,2317562],[1882342,2320461],[1883139,2320968],[1905703,2338436],[1906855,2339348],[1906860,2339497],[1908530,2341005],[1912943,2343904],[1913740,2344411],[1918752,1920434],[1919289,2348953],[1924360,2153087],[1926734,2153470],[1937995,2363673],[1940135,2365313],[1945201,2369108],[1945206,2369257],[1947580,2372342],[1950813,2373940],[1951610,2374447],[1956125,2182192],[1959155,2183004],[1960904,2382488],[1963030,2383723],[1964007,2384597],[1969393,2388031],[1971982,2205851],[1985731,2399301],[1986883,2400213],[1986888,2400362],[1990919,2403302],[1995222,2406045],[1996019,2406552],[1997551,2407793],[2001833,2410684],[2002978,2231102],[2016114,2421582],[2021870,2032151],[2023397,2426550],[2024395,2427276],[2025192,2427783],[2026724,2429024],[2031006,2431915],[2036668,2254866],[2041081,2256332],[2054984,2449758],[2054989,2449907],[2056162,2269636],[2056659,2451415],[2061072,2454314],[2061869,2454821],[2067418,2459363],[2072489,2284257],[2074863,2284640],[2079173,2468351],[2079923,2468791],[2087274,2305767],[2088251,2474280],[2099531,2481598],[2100529,2482324],[2101326,2482831],[2102910,2484085],[2104989,2485286],[2105966,2486160],[2109143,2488019],[2111352,2489594],[2113941,2329079],[2128842,2501776],[2128847,2501925],[2130020,2333247],[2130333,2503014],[2130380,2503048],[2133436,2505123],[2134298,2141411],[2136613,2506982],[2138822,2508557],[2148043,2350683],[2162126,2172407],[2164651,2526571],[2165448,2527078],[2166605,2364466],[2166980,2528319],[2171262,2531210],[2176924,2375995],[2181337,2377461],[2188052,2543733],[2189225,2544353],[2196661,2548747],[2201886,2552127],[2201933,2552161],[2204989,2554236],[2208166,2556095],[2210416,2557679],[2212271,2558681],[2213021,2559121],[2215648,2407238],[2220372,2418389],[2221349,2564610],[2233627,2572654],[2234424,2573161],[2235581,2422375],[2235958,2574374],[2238563,2575816],[2239351,2245914],[2240328,2428469],[2246891,2581305],[2261550,2591110],[2265468,2272581],[2267783,2595044],[2268781,2450068],[2269992,2596619],[2279213,2461093],[2289849,2610420],[2291590,2611308],[2291637,2611342],[2296370,2614003],[2297543,2614623],[2302374,2617575],[2304979,2619017],[2306744,2483517],[2311280,2622922],[2312453,2623542],[2314702,2488961],[2319889,2627936],[2322516,2495397],[2325161,2631350],[2331394,2635284],[2332392,2502086],[2334723,2637400],[2335896,2638020],[2337357,2507924],[2343332,2642414],[2351660,2647903],[2357087,2651346],[2357173,2522214],[2360480,2367043],[2361457,2362319],[2368020,2658277],[2384872,2669049],[2385475,2669363],[2389067,2671259],[2395588,2674842],[2396761,2675462],[2398222,2557037],[2402471,2678802],[2402602,2558531],[2404212,2679690],[2404259,2679724],[2408992,2682385],[2410165,2683005],[2412414,2567411],[2414996,2685957],[2415082,2568297],[2419366,2420228],[2423702,2691160],[2423788,2575226],[2430223,2694743],[2431396,2695363],[2438832,2699757],[2440597,2590542],[2447767,2448555],[2453742,2708676],[2456369,2602422],[2469863,2718608],[2469949,2611880],[2475158,2721214],[2475790,2721549],[2478750,2723110],[2478836,2618427],[2486435,2727169],[2487038,2727483],[2490630,2729379],[2490761,2627346],[2499785,2500573],[2509593,2739752],[2516114,2743335],[2517287,2743955],[2518748,2650704],[2523083,2523128],[2529518,2750878],[2530691,2751498],[2532940,2661078],[2539892,2540754],[2549819,2762070],[2549905,2672719],[2550372,2762343],[2550503,2673122],[2560193,2767184],[2560279,2680262],[2565488,2769790],[2569166,2569211],[2582183,2778343],[2582815,2778678],[2585775,2780239],[2585861,2699167],[2597655,2786508],[2597786,2708086],[2606810,2607598],[2616624,2616669],[2629008,2801951],[2629094,2730839],[2643486,2808870],[2643572,2741212],[2644039,2809143],[2644170,2741615],[2649413,2811811],[2659155,2816590],[2662833,2662878],[2685006,2685051],[2697364,2697409],[2701382,2835741],[2701513,2782102],[2709748,2839557],[2709834,2787968],[2745956,2746001],[2753499,2753544],[2792712,2792757] ] cell #3406 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1374247],[1503800],[1548631],[1570623],[1582445],[1625651],[1633600],[1677168],[1699030],[1711003],[1711172],[1716353],[1753570],[1761197],[1796002],[1803951],[1817478],[1825427],[1828461],[1836523],[1837577],[1842453],[1852032],[1872023],[1877585],[1884930],[1885391],[1902624],[1903614],[1904721],[1918995],[1939841],[1947468],[1950561],[1950577],[1958510],[1963663],[1973073],[1982652],[1983642],[1984749],[1992010],[2001589],[2003986],[2004253],[2021183],[2022113],[2023153],[2023169],[2030762],[2036324],[2050753],[2051743],[2052850],[2056315],[2063660],[2064121],[2066569],[2067124],[2074751],[2077874],[2087907],[2097317],[2098247],[2099287],[2099303],[2105622],[2112322],[2115032],[2117325],[2124611],[2125601],[2126708],[2133092],[2133954],[2134834],[2135389],[2142502],[2152081],[2154178],[2157473],[2161439],[2162369],[2163409],[2163425],[2171018],[2173415],[2173682],[2176580],[2183925],[2184386],[2191694],[2194612],[2201419],[2204645],[2205507],[2206387],[2206942],[2210972],[2217779],[2219008],[2221005],[2226379],[2230415],[2231345],[2232385],[2232401],[2236514],[2236561],[2237813],[2239984],[2246547],[2255957],[2257927],[2257943],[2260678],[2261139],[2264262],[2265124],[2266004],[2266559],[2270962],[2273672],[2275965],[2283251],[2285348],[2285648],[2285915],[2293063],[2299550],[2301860],[2302930],[2302977],[2304229],[2306400],[2314460],[2316770],[2317840],[2324647],[2324663],[2327873],[2328735],[2329615],[2330170],[2334120],[2338365],[2341283],[2348090],[2350441],[2351316],[2353058],[2353613],[2355950],[2356217],[2357643],[2357690],[2358942],[2361113],[2365679],[2367676],[2373050],[2374376],[2377086],[2379056],[2379072],[2379379],[2386060],[2390808],[2390855],[2391850],[2393490],[2394985],[2399230],[2405254],[2406894],[2412172],[2413927],[2414482],[2415552],[2415599],[2416851],[2419022],[2426916],[2427712],[2433403],[2435713],[2436473],[2436783],[2436830],[2437825],[2440253],[2442923],[2444530],[2445133],[2446306],[2451693],[2458500],[2458516],[2459729],[2461726],[2463468],[2464023],[2470972],[2471019],[2471560],[2472343],[2474555],[2474882],[2481964],[2482760],[2484223],[2486762],[2489847],[2492371],[2492418],[2493413],[2495053],[2496548],[2497151],[2498324],[2505644],[2506586],[2507348],[2511334],[2511381],[2512376],[2514016],[2515181],[2515511],[2515838],[2522997],[2527007],[2532698],[2534453],[2535008],[2536078],[2536125],[2539548],[2543871],[2544206],[2544606],[2546268],[2547282],[2550975],[2551516],[2554757],[2555699],[2556461],[2557656],[2561302],[2561349],[2562673],[2564885],[2565212],[2569080],[2573090],[2576558],[2577997],[2578044],[2579368],[2581580],[2581907],[2584697],[2593706],[2595410],[2596872],[2599396],[2599443],[2600438],[2602078],[2603573],[2604176],[2605349],[2610397],[2610670],[2611145],[2614141],[2614876],[2616538],[2619759],[2621198],[2621245],[2623395],[2623795],[2625457],[2626471],[2630164],[2633946],[2635650],[2637873],[2638273],[2638381],[2639935],[2640949],[2644642],[2645183],[2653530],[2654969],[2655016],[2656340],[2658552],[2658879],[2662747],[2668753],[2671236],[2671984],[2675315],[2675715],[2675823],[2677377],[2679052],[2679527],[2681694],[2683258],[2684920],[2688141],[2689580],[2689627],[2691410],[2691885],[2694881],[2695616],[2697278],[2701985],[2704135],[2704535],[2704643],[2706197],[2707211],[2710904],[2720604],[2723360],[2723835],[2726873],[2728809],[2730104],[2733435],[2733835],[2733943],[2735497],[2737246],[2739729],[2740477],[2744208],[2745870],[2747545],[2748020],[2751751],[2753413],[2758120],[2760914],[2763195],[2764066],[2768014],[2769180],[2771936],[2772411],[2777733],[2780964],[2784002],[2787233],[2790964],[2792626],[2794761],[2796706],[2799121],[2803947],[2809995],[2810866],[2815980],[2819211],[2821590],[2823685],[2834312],[2841553],[2844493],[2853281],[2867265] ] cell #3407 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [658831],[730650],[763173],[763663],[799756],[817471],[840731],[870906],[874770],[875105],[875119],[900079],[913665],[914155],[932602],[933092],[941715],[943785],[956696],[977248],[982623],[986738],[988860],[992642],[993301],[1019461],[1029645],[1033844],[1033858],[1049636],[1053500],[1053835],[1053849],[1063222],[1063712],[1064434],[1073154],[1076868],[1081951],[1098344],[1100031],[1105549],[1109791],[1110961],[1111255],[1115898],[1130056],[1142967],[1152163],[1154285],[1158726],[1163519],[1173009],[1175131],[1178913],[1179572],[1189179],[1189514],[1189528],[1190920],[1199521],[1208371],[1210647],[1214361],[1226306],[1231697],[1236223],[1237910],[1241306],[1248840],[1264981],[1268695],[1273778],[1280142],[1281606],[1288631],[1290171],[1291858],[1301618],[1302788],[1303082],[1307725],[1312278],[1318182],[1318841],[1319816],[1328297],[1337094],[1339901],[1341071],[1351027],[1353978],[1363063],[1366816],[1370743],[1376733],[1378420],[1394751],[1395921],[1403601],[1405877],[1409591],[1418548],[1421536],[1431453],[1433140],[1436536],[1441959],[1442900],[1444070],[1449007],[1454086],[1460193],[1469579],[1469953],[1471640],[1481557],[1482727],[1491441],[1493502],[1500612],[1504589],[1508342],[1524299],[1524673],[1526360],[1533470],[1536277],[1537447],[1541946],[1547403],[1549115],[1559439],[1563192],[1567119],[1574796],[1584182],[1595368],[1599941],[1601475],[1610861],[1611235],[1612922],[1621417],[1622951],[1632337],[1634398],[1645485],[1664809],[1665183],[1666870],[1671326],[1676787],[1677957],[1686671],[1688732],[1695842],[1699819],[1703572],[1713205],[1723451],[1727782],[1744297],[1748628],[1760056],[1770976],[1773037],[1787195],[1791768],[1793302],[1797364],[1802688],[1803062],[1804749],[1824164],[1826225],[1837312],[1848884],[1868875],[1883452],[1887670],[1909722],[1914053],[1946327],[1957247],[1959308],[2027614],[2062182],[2066400], 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] cell #3408 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [104938,917715],[127063,997743],[138068,1038108],[152509,1084919],[164888,1121229],[178024,919475],[184192,1184014],[193516,1206300],[195531,1211425],[208644,1244274],[209974,999503],[221002,1276746],[224922,803830],[233381,1313056],[243819,1335162],[244139,1335547],[246257,1085639],[259778,1368672],[261793,1373797],[262364,879964],[267967,670732],[274256,1401530],[276271,1406655],[280465,1417642],[289384,1439504],[290714,1185774],[293028,1450926],[298094,952556],[300777,1204017],[302593,1465389],[302789,1465745],[308207,739708],[317489,1492551],[320791,1498680],[321111,1499065],[323229,1244994],[337486,1531538],[337806,1531923],[339924,1277466],[343071,1543056],[345086,1548181],[353445,1565048],[355460,1570173],[356031,818436],[356996,1573845],[359654,1581160],[359817,1320209],[363307,1066524],[368091,1332530],[370349,1595871],[372752,852364],[386156,1107115],[386860,1622139],[387180,1622524],[388839,1366389],[390655,1628147],[390851,1628503],[405119,892501],[406716,1656159],[407802,1399247],[409618,1660619],[409814,1660975],[415232,685338],[415936,1672048],[416256,1672433],[417382,1674716],[418374,1156891],[424514,1687781],[427816,1693910],[428136,1694295],[430254,1440224],[431955,1702760],[432275,1446418],[433401,1705428],[435416,1710553],[439076,1192150],[440267,1459766],[444617,1463229],[447692,969724],[457137,970620],[458734,1741480],[462602,1225879],[465206,1749762],[465402,1750118],[467386,1496048],[469644,1755986],[472047,1000493],[479562,1772086],[483833,1006610],[487375,1783000],[487695,1538689],[488268,1784548],[488617,1528906],[490875,1787698],[493278,778506],[495961,1280073],[497777,1798498],[497973,1798854],[499347,1801130],[499667,797233],[506682,1042058],[507386,1813966],[507706,1814351],[508279,1815514],[509365,1562765],[511181,1819974],[511377,1820330],[515929,1576373],[516125,1829127],[517499,1831403],[517819,1831788],[518945,1834071],[519937,1317006],[524061,1321573],[525083,1589647],[533126,852540],[534317,1601048],[541742,1088246],[545284,1866121],[545604,1342313],[546177,1867669],[546814,1869045],[549486,1354522],[550677,1356433],[552606,1874389],[555027,1625987],[558102,1124283],[567547,1125179],[568251,1895602],[568571,1895987],[569144,1897150],[571578,1901784],[572929,1129916],[574120,1654996],[574982,1403532],[576875,1667327],[577071,1906427],[577813,1907597],[578133,1907982],[578470,1658459],[581545,891605],[586329,1409451],[588587,1921411],[590124,911089],[590320,1923927],[590990,689480],[596455,1162280],[599059,1936033],[599255,1936389],[599997,1937559],[600317,1165867],[600890,1939107],[601239,1691278],[603497,1942257],[605900,920465],[608583,1442831],[608862,1705647],[610399,1953057],[610595,1953413],[611969,1955689],[612289,939192],[617116,1713375],[618876,1718719],[628497,1728916],[635189,1981812],[636540,1214221],[637731,1740317],[638593,1208302],[640486,1472097],[640682,1986455],[641424,1987625],[641744,1988010],[642369,1989269],[645190,1485091],[646212,1486172],[649195,1234222],[654255,1000669],[655446,1497959],[659067,1003915],[662871,1247601],[665475,2014152],[665671,2014508],[666413,2015678],[666733,1251188],[667306,2017226],[668019,1785482],[669288,2020393],[669392,2020527],[671754,1781474],[672684,1533330],[673875,1526291],[675016,1794257],[675842,2025560],[676038,2025916],[679797,778682],[680988,1792875],[685514,795180],[688413,792332],[693485,2047775],[694806,2049913],[696157,1290031],[697348,1291789],[698210,1567050],[699277,2053119],[700103,1293435],[700299,2054556],[701041,2055726],[701361,1045261],[701698,1817814],[704773,1041162],[709557,1572969],[711815,2069540],[713352,1060646],[713548,2072056],[714218,822578],[719122,1839712],[726275,1329915],[729349,1849054],[731109,1854398],[736995,1593655],[738264,2096527],[738368,2096661],[740730,1864595],[741660,1336954],[742851,1612853],[743992,1602430],[744818,2101694],[745014,2102050],[748286,1356048],[750046,1616307],[752988,1107291],[756288,1119212],[759667,1627068],[762650,1374732],[765038,2121633],[766359,2123771],[767710,1376593],[768901,1378351],[769763,1370674],[770830,2126977],[771656,1379997],[771852,2128414],[772594,2129584],[772914,1128382],[773611,1908831],[773789,2130645],[774088,2132266],[775027,2132947],[775756,1899646],[777516,1904990],[779528,1655283],[781928,2137695],[787137,1915187],[796371,1926588],[801009,2158698],[801117,1420724],[802386,2160649],[802490,2160783],[804852,1421396],[805782,1695702],[806973,1688663],[807835,1167417],[808114,1423611],[808940,1170375],[809136,2166172],[812895,920641],[814086,1693189],[817707,923887],[818612,937139],[821511,934291],[831467,1198332],[832190,1715513],[833193,2192534],[835554,2193742],[835975,1460053],[839387,1970332],[846540,1471571],[847469,1722560],[847647,2202198],[847946,2203819],[848885,2204500],[849614,1979674],[851374,1985018],[853386,1740604],[855786,2209248],[859378,1486528],[859554,1227042],[866531,1493433],[867003,1245843],[869605,1497574],[871365,1754946],[874307,1245170],[877143,2227674],[877251,1507530],[878520,2229625],[878624,2229759]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] cell #3409 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3410 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3411 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3412 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [223738,1284488],[279207,1414011],[292120,1447246],[341020,1542541],[343569,1544486],[350966,1560430],[358396,1577529],[359877,1582158],[400079,1646476],[404586,1401015],[413913,1671933],[424515,1687818],[425035,1689239],[431350,1704913],[433402,1705465],[433899,1706858],[435529,1711297],[456604,1205785],[479563,1772123],[480083,1773544],[483532,1006038],[485273,1531423],[486059,1784033],[488269,1784585],[495660,1279501],[502429,1807008],[506149,1564533],[507160,1813421],[508301,1815824],[515476,1831288],[515734,1828586],[517273,1830858],[541441,1087674],[543182,1335047],[543968,1867154],[546178,1867706],[563294,1888644],[567014,1368157],[568025,1895057],[569166,1897460],[572407,1900904],[574681,1402960],[575634,1907482],[575892,1904846],[577587,1907052],[593690,1929351],[593831,1929768],[596154,1161708],[597895,1693795],[598681,1687266],[599013,1935885],[608282,1442259],[608314,1950039],[610353,1952909],[621296,1966210],[636018,1980932],[638292,1207730],[639245,1987510],[639503,1984874],[641198,1987080],[650633,1492036],[660106,2007470],[660247,2007887],[662570,1247029],[664311,1498565],[665097,1771571],[665429,2014004],[668156,2017767],[670052,2019205],[670193,2019622],[673574,1525719],[673606,2022631],[675796,2025412],[690639,2045884],[692980,2046639],[693439,2046787],[695635,1810941],[697047,1037612],[697909,1566478],[698862,1813851],[699120,2052975],[709511,2066641],[723382,2081663],[723523,2082080],[725974,1329343],[733529,2090454],[737132,2093901],[739028,2095339],[739169,2095756],[742550,1612281],[742582,2098765],[744772,2101546],[748639,1619114],[752466,2108169],[754831,1622024],[764088,1632932],[764533,2120497],[764992,2120645],[767188,1892577],[768600,1120733],[769462,1370102],[770415,1895487],[770673,2126833],[773743,2130447],[774858,1650484],[774890,2131185],[775251,2131595],[775710,2131743],[779482,2134906],[794658,2150361],[797885,2156939],[798143,1674559],[800513,2157674],[803118,917669],[803150,917348],[803291,1933498],[806672,1688091],[806704,2162887],[823737,1957842],[828095,1455254],[832327,2190200],[832688,2190610],[833147,2190758],[843647,2198401],[843788,2198818],[845757,1978136],[846239,1210929],[847601,2202000],[848716,1735805],[848748,2202738],[849109,2203148],[849568,2203296],[853340,2206459],[859072,1226527],[859769,1747227],[863638,2214761],[863779,2215178],[866230,1492861],[869958,1757753],[873785,2223552],[876150,1760663],[876408,2017069],[876647,2226650],[879252,997697],[879284,997376],[879425,2011617],[882806,1772396],[882838,2231863],[885830,2235737],[887110,1777404],[887649,2236628],[888055,2237017],[902958,2249094],[908457,2253979],[908598,2254396],[911979,1547685],[912011,1800905],[916817,1809839],[916849,2262355],[917210,2050219],[921441,2266076],[933517,1824759],[936617,2071307],[938029,1312560],[939844,2074217],[940102,1833914],[943731,1585577],[944006,2289417],[948744,2291704],[949150,2292093],[955378,1332114],[959578,1863100],[959610,1334937],[959971,2298928],[960430,2299076],[961869,1597638],[962514,1084873],[962546,1084552],[962687,2093175],[963949,2302153],[965229,1860525],[965768,2303044],[966174,2303433],[976224,1618012],[976452,1871489],[976541,1355933],[980456,2313428],[980817,2313838],[981276,2313986],[987210,1367037],[987907,1882051],[991776,2321629],[991917,2322046],[993886,2120095],[994368,1373301],[994400,2129359],[996845,1891475],[996877,2325966],[997238,2124077],[1001469,2329687],[1005906,2333899],[1022377,2345072],[1022518,2345489],[1024487,2147565],[1024969,1406159],[1027446,1669000],[1027478,1671823],[1027839,2349819],[1028298,2349967],[1032070,1923722],[1036667,1931963],[1037206,2357757],[1048688,1944024],[1052515,2370223],[1054880,1946934],[1055138,1938950],[1057982,1183968],[1058014,1183647],[1058155,2181046],[1061536,1710057],[1061568,1955464],[1065728,1192395],[1066024,2382933],[1070105,2384651],[1074145,1968931],[1074177,2386912],[1076814,1462359],[1077089,2388635],[1079821,1206254],[1079853,1206143],[1081288,1983108],[1081827,1465540],[1082233,2391311],[1083502,1470174],[1084199,1726381],[1084414,2200885],[1087542,2394764],[1098290,1745692],[1098565,2402039],[1099232,1486417],[1103303,2404326],[1103709,2404715],[1109937,1495632],[1109969,2228024],[1110165,2001055],[1110254,1497459],[1114137,2012657],[1114169,1498455],[1114530,2411550],[1114989,2411698],[1117073,1244228],[1117105,1243907],[1117246,2226273],[1117771,2234943],[1119788,2010082],[1120327,2415666],[1141649,1528490],[1145849,1779979],[1145881,1531313],[1146242,2432781],[1146701,2432929],[1148140,1789465],[1148785,1276700],[1148817,1276379],[1148958,2251815],[1151500,1795468],[1152039,1798649],[1152445,2437286],[1159311,2042932],[1161576,2444309],[1173481,1563413],[1174178,2060781],[1178047,2455482],[1178188,2455899],[1180157,2278735],[1180639,1569677],[1180671,2055501],[1183116,1828355],[1183148,1831178],[1183509,2282717],[1187740,2071851],[1199667,1587112],[1199699,2294178],[1200028,2084147],[1200567,2471086],[1202792,2296008],[1203221,1332775],[1203517,2472616],[1205510,1334605],[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] cell #3413 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [268649,668703],[276892,907108],[279202,910840],[279484,690102],[308889,737679],[332716,1021028],[341015,1027090],[343591,796765],[347838,801801],[356081,1056665],[358391,1060397],[358673,823200],[378799,842298],[396951,877935],[404581,1145493],[405169,1137788],[413935,907294],[422414,917396],[423046,1176698],[425030,1170126],[425312,924509],[431345,1182760],[433921,938724],[443938,951517],[456599,959222],[457187,1222093],[477462,997424],[478094,990427],[480078,1255447],[480360,1004537],[482183,1258278],[485295,1021214],[486054,1265616],[502424,1289671],[503987,1037893],[505746,1043708],[506144,1305608],[506732,1297903],[508323,1044793],[515498,1056851],[522699,1066451],[537988,1084600],[540092,1344324],[543204,842484],[543963,1351662],[554348,1106076],[563289,1376233],[564852,1121014],[566611,1126829],[567009,1113781],[567597,1384465],[569188,1127914],[571020,1387374],[572402,1389218],[575656,1137974],[591040,1417323],[593423,1419192],[593853,1161333],[594805,1421036],[595544,917512],[596777,1168150],[597917,1176884],[598676,1428374],[611315,1183695],[614213,942166],[615624,1192144],[621291,1458587],[626113,1203944],[629830,1468333],[632255,1211210],[633226,1223792],[634631,1474180],[636013,1476024],[639267,1222279],[643828,1225806],[650628,1233144],[659117,1243955],[659839,1505998],[660269,1246654],[661221,1507842],[661960,997540],[663193,1253471],[664333,990613],[665092,1515180],[669785,1519024],[670215,1259449],[684659,1276427],[686763,1540700],[690634,1548038],[693166,1549823],[693282,1289505],[694248,1550892],[695630,1552736],[696764,1296595],[698884,1298089],[711523,1312841],[713282,1059354],[714268,1580841],[715859,1064033],[717568,1065692],[723115,1588562],[723545,1327848],[725487,1591485],[727857,1332524],[730737,1335474],[732142,1598025],[733524,1599869],[735193,1084716],[735564,1352433],[738761,1605586],[739191,1345495],[746794,1354516],[748634,1356360],[752461,1621345],[754853,1106262],[757283,1366316],[761000,1631091],[763425,1373582],[764083,1373654],[764719,1635869],[764835,1376067],[765801,1636938],[767183,1638782],[768317,1383157],[770437,1384651],[775437,1648785],[775553,1389052],[784753,1399174],[788470,1663563],[790895,1406440],[791866,1139487],[793271,1669410],[794653,1671254],[797907,1417509],[800794,1419697],[802883,1681396],[803313,1422207],[817757,1439185],[818909,1183318],[819861,1703072],[820600,1183811],[821833,1184571],[823732,1710410],[827923,1713309],[832874,1717685],[832990,1458421],[834581,1459693],[834996,1719794],[837413,1473885],[837833,1203185],[840085,1465383],[840881,1206235],[843380,1727831],[843810,1469504],[845752,1730754],[845956,1482989],[849295,1734106],[849411,1475858],[857824,1225047],[858997,1486166],[859791,1226977],[863371,1748677],[863801,1491366],[865743,1751600],[868113,1496042],[869953,1497886],[870993,1498992],[872398,1758140],[873780,1759984],[875449,1244071],[876172,1244141],[876928,1506503],[879017,1765701],[879447,1509013],[888336,1519529],[892974,1266174],[894916,1783312],[897286,1528900],[900166,1531850],[901571,1789852],[902953,1791696],[904622,1276543],[904993,1266387],[908190,1797413],[908620,1541871],[913917,1547966],[926712,1562692],[930429,1822918],[932854,1569958],[933512,1570030],[934264,1311711],[935230,1828765],[936612,1830609],[937746,1313619],[939866,1581027],[944268,1839663],[944456,1839852],[946566,1588267],[949431,1589067],[950344,1589641],[954028,1604188],[955206,1848988],[956732,1334715],[956941,1079649],[960157,1853364],[960273,1599703],[961864,1600975],[962279,1855473],[962709,1602146],[966455,1606091],[971093,1352220],[973035,1866433],[976052,1868979],[976472,1355601],[976607,1100005],[981003,1873355],[981119,1621179],[982710,1622451],[983125,1875464],[985962,1365557],[987135,1627062],[987929,1367487],[988214,1628141],[989010,1368607],[991509,1883501],[991939,1632262],[993881,1886424],[1011720,1395354],[1013311,1654923],[1013726,1906065],[1016143,1387079],[1016563,1398415],[1018815,1660613],[1019611,1401465],[1022110,1914102],[1022540,1664734],[1024482,1917025],[1024686,1396183],[1028025,1920377],[1028141,1671088],[1029732,1672360],[1034188,1417439],[1042531,1428932],[1044473,1937871],[1046843,1691272],[1048683,1693116],[1049723,1694222],[1051128,1944411],[1052510,1946255],[1054179,1439301],[1054902,1439371],[1055658,1442311],[1057747,1951972],[1058177,1704243],[1063474,1710338],[1066285,1713369],[1068554,1717356],[1072378,1458934],[1075609,1732127],[1077351,1970283],[1077539,1970472],[1079086,1206047],[1082514,1728336],[1083427,1728910],[1084221,1470624],[1093356,1482160],[1094947,1740244],[1095362,1986093],[1098827,1989220],[1099015,1989409],[1099370,1226789],[1101125,1748382],[1103990,1749182],[1104903,1749756],[1105699,1492486],[1109765,1998545],[1110185,1497127],[1110320,1237884],[1111291,1498233],[1111500,1239004],[1114716,2002921],[1114832,1759818],[1116838,2005030],[1117268,1762261],[1125652,1515738],[1127594,2015990],[1130727,2018582],[1132837,1518729],[1135702,1525771],[1136615,1781468],[1140299,1517626],[1141477,202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] cell #3414 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3415 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [223709,1031551],[279204,1155741],[292091,1187221],[331379,774218],[340898,1026806],[341017,1281978],[343575,1283848],[350937,1299399],[358393,1315856],[377462,848076],[400050,1385961],[404464,1145209],[404583,1143339],[413919,1411972],[421709,916177],[422775,1427885],[425032,1429198],[431228,1182476],[431347,1444736],[433905,1446606],[456482,958938],[456601,957068],[476757,996205],[477823,1514691],[480080,1516004],[485279,1271076],[485937,1265332],[486056,1527090],[502426,1550650],[505109,1557458],[505316,1037681],[506027,1305324],[506146,1303454],[508307,1559790],[515482,1575490],[520576,1320142],[529382,1073505],[538349,1614238],[543188,1079249],[543846,1351378],[543965,1613652],[563291,1636696],[565974,1643504],[566181,1120802],[566892,1113497],[567011,1111627],[569172,1645836],[571434,1388042],[572404,1649612],[575640,1656684],[593492,1679710],[593837,1680087],[595526,917463],[596728,1686745],[597901,1433834],[598559,1428090],[598678,1427299],[611676,1445322],[613933,1450839],[616402,1192812],[621293,1718512],[632589,1741620],[632796,1210998],[635045,1474848],[636015,1734933],[639251,1742005],[650511,1232860],[650630,1232069],[659908,1764015],[660253,1764392],[661942,997491],[663144,1771050],[664317,1238604],[664975,1514896],[665094,1514105],[668592,1518089],[669854,1776673],[670199,1777050],[685020,1527676],[690517,1547754],[690636,1805479],[693055,1806214],[693233,1806496],[694662,1551560],[695140,802952],[695632,1552697],[698868,1557843],[709962,1572771],[712645,1575105],[712852,1312629],[717621,1321713],[723184,1844148],[723529,1844525],[727386,1858095],[728635,1333192],[732556,1598693],[733526,1854191],[735175,1084667],[735515,1866633],[737568,1604651],[738830,1859794],[739175,1860171],[747572,1355184],[748636,1356321],[752463,1874182],[754837,1361467],[763966,1373370],[764085,1372579],[764608,1887850],[764786,1888132],[766215,1637606],[766693,879086],[767185,1638743],[770421,1643889],[775326,1900110],[775504,1900392],[779933,1653979],[791229,1656299],[791436,1406228],[793685,1670078],[794655,1921204],[797891,1928276],[800582,1929022],[801690,1680461],[803297,1682064],[818548,1701373],[820582,1183762],[821784,1704392],[823615,1710126],[823734,1709335],[827219,1192265],[830151,1965026],[832763,1965416],[832941,1965698],[835410,1720462],[837364,1978847],[837886,1463369],[840863,1206186],[842187,1726896],[843449,1974768],[843794,1975145],[845262,962348],[845754,1730715],[849184,1980138],[849362,1980420],[853791,1739300],[857877,1485231],[859071,1226676],[859775,1486834],[863440,1993705],[863785,1994082],[868891,1496710],[869955,1497847],[872812,1758808],[873782,2003748],[875431,1244022],[876156,1502993],[876716,2007141],[877824,1764766],[879431,1766369],[888124,2018876],[892613,1780534],[896815,1774974],[898064,1529568],[901985,1790520],[902955,2032921],[904604,1276494],[904944,1783512],[906997,1796478],[908259,2038524],[908604,2038901],[917285,1808274],[921892,1813334],[933395,1569746],[933514,1568955],[934215,1827794],[935644,1829433],[936122,1057816],[936614,1830570],[939850,1835716],[944155,2077932],[946517,2080944],[949219,2081334],[951122,1590309],[951406,1845889],[953337,2093467],[954502,1332645],[956785,1334659],[957434,1079139],[957479,1079788],[960046,2089660],[960224,2089942],[961866,1600936],[962693,1856141],[966243,2095010],[970732,1863655],[975348,1354637],[976525,1616447],[976543,1356074],[978280,2106985],[980892,2107375],[981070,2107657],[983539,1876132],[986015,1626127],[987209,1367186],[987913,1627730],[988992,1368558],[990316,1882566],[991578,2116727],[991923,2117104],[993391,1116907],[993883,1886385],[997313,1889910],[1001920,1894970],[1008881,1899720],[1011671,1904054],[1014140,1906733],[1016094,1898819],[1016616,1658599],[1019593,1401416],[1020917,1913167],[1022179,2144197],[1022524,2144574],[1023992,1148619],[1024484,1916986],[1027914,2149567],[1028092,2149849],[1032521,1414645],[1034170,1417390],[1042170,1935093],[1047621,1691940],[1048685,1693077],[1051542,1945079],[1052512,2173177],[1054161,1439252],[1054886,1698223],[1056554,1951037],[1058161,1952640],[1066165,2187439],[1066412,1961853],[1067863,2189766],[1072431,1718859],[1077238,2194670],[1078945,1205356],[1079600,1205531],[1082302,2198072],[1083501,1470323],[1084205,1729578],[1084489,1976509],[1090517,1979748],[1093307,1984082],[1095776,1986761],[1098714,2211030],[1099301,1486287],[1101076,2214042],[1103778,2214432],[1105681,1492437],[1105965,1995446],[1109061,1496163],[1110238,1755086],[1110256,1497600],[1111344,1498177],[1111993,1238494],[1112038,1239143],[1114605,2222758],[1114783,2223040],[1117252,2005698],[1118222,1774178],[1125291,2013212],[1132788,2018486],[1137393,1782136],[1137677,2024619],[1139608,2017333],[1140773,1529021],[1143056,1531035],[1143705,1270966],[1143750,1271615],[1146317,2248300],[1146495,2248582],[1148137,1792763],[1148964,2034871],[1152514,2253650],[1154417,1542942],[1157003,1544591],[1158816,1287258],[1159308,2045124],[1164551,2047849],[1167341,2052183],[1169810,2054862],[1172286,1817954],[1173480,1563562],[1174184,1819557],[1175263,1564934],[1176587,2061296],[1177849,2275367],[1178194,2275744],[1179662,1308734],[1180154,2065115],[1183584,2068640],[1188191,1578163],[1189840,1580908],[1192702,1840577],[1198791,1589762],[1203658,2295757],[1203905,2086097],[1209924,1854538],[1209942,1600689],[1217093,2094620],[1221698,1865257],[1221982,2100753],[1225520,2310667],[1225767,2103812],[1227218,2312994],[1231786,1621636],[1232435,1361357],[1232480,1362006],[1236593,2317898],[1237180,1627183],[1238300,1367728],[1238955,1367903],[1241657,2321300],[1243844,2118468],[1245106,1897565],[1249872,2121707],[1252662,2126041],[1255131,2128720],[1258239,2131282],[1259690,2130751],[1264258,1905130],[1269065,2341341],[1270772,1400586],[1271427,1400761],[1274129,2344743],[1275328,1665553],[1276032,1915849],[1276316,2145938],[1281695,1671545],[1282344,1411862],[1282389,1412511],[1285134,1673947],[1286776,1926476],[1287603,2156190],[1292903,2158742],[1297508,1687667],[1297792,2164875],[1300888,1691393],[1302065,1941357],[1302083,1692830],[1303171,1693407],[1303820,1433724],[1303865,1434373],[1306432,2369429],[1306610,2369711],[1309079,2175127],[1310049,1689873],[1314532,1705314],[1317118,1706963],[1318931,1450016],[1319423,2185380],[1322077,1714278],[1328667,2386118],[1331080,2192608],[1333082,1971197],[1339171,1729031],[1344285,2202835],[1345736,2202304],[1350304,1985158],[1355074,1743182],[1361163,1491607],[1361818,1491782],[1366030,2408379],[1366277,2219195],[1366501,2008776],[1374656,2016457],[1379465,2227718],[1384070,1771972],[1384354,2233851],[1387932,2019307],[1394021,1781589],[1397096,1784434],[1398888,2429610],[1399135,2244737],[1405154,2033268],[1405172,1792516],[1411668,1542112],[1412323,1542287],[1416224,1803432],[1416928,2043987],[1417212,2259393],[1420997,2262452],[1422448,2261921],[1427016,1813463],[1427665,1557733],[1427710,1558382],[1431823,2451751],[1432410,1819010],[1433530,1564104],[1434185,1564279],[1436887,2455153],[1439074,2277108],[1440336,1815929],[1444453,1830900],[1445102,1575380],[1445147,1576029],[1447892,1833302],[1450361,2287360],[1459407,2470406],[1459654,2293250],[1459878,2083831],[1461805,2293872],[1463733,1849957],[1468294,2298615],[1474738,2095441],[1480827,1864710],[1483902,1867555],[1485595,1614826],[1496915,2121853],[1507803,2326063],[1509254,2325532],[1513822,1895099],[1514471,1643779],[1514516,1644428],[1518453,1900549],[1525043,2506644],[1526807,1907094],[1527456,1656574],[1527501,1657223],[1529458,2140626],[1535547,1915302],[1540661,2349506],[1546680,2154587],[1546698,1926229],[1551450,1929453],[1557539,1686837],[1558194,1687012],[1562406,2528905],[1562653,2365866],[1562877,1930657],[1571032,1938338],[1575186,1704484],[1575841,1704659],[1580730,2380522],[1590514,2192754],[1591446,2387009],[1591777,2386478],[1598583,2198503],[1605015,1980577],[1611605,2555757],[1613369,1987122],[1614018,1741895],[1614063,1742544],[1625914,2227294],[1631052,2411237],[1637496,2007572],[1643585,1771142],[1644240,1771317],[1647593,2017864],[1654637,2577431],[1654884,2427103],[1655108,1776098],[1656380,1783604],[1657035,1783779],[1658963,2028687],[1663524,2432468],[1669968,2254081],[1676057,2043440],[1680825,1806653],[1692145,2047995],[1703033,2459916],[1712700,2467414],[1718646,2293448],[1720352,2081765],[1727260,2090099],[1732914,2093998],[1739958,2620632],[1740205,2482151],[1740429,1859219],[1741701,1866725],[1742356,1866900],[1751561,2488572],[1758698,2321731],[1765130,1888289],[1775120,1898971],[1782341,1899866],[1783273,2507535],[1790410,2345174],[1796842,2150006],[1817741,2158318],[1822879,2531763],[1838876,2382600],[1843573,2190297],[1846253,1965855],[1858241,1978999],[1865462,1979894],[1866394,2556648],[1876022,2214863],[1882930,2223197],[1898395,2017606],[1904917,2018062],[1913531,2248739],[1937832,2595597],[1944969,2455584],[1965172,2081096],[1978423,2093740],[1984945,2094196],[1993130,2313525],[1995810,2107814],[2015951,2635837],[2061660,2369868],[2080520,2190039],[2107131,2214194],[2213618,2313267] ] cell #3416 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [257672],[261173],[261474],[296795],[318891],[322759],[351339],[354840],[355141],[364082],[388790],[403820],[425916],[429784],[431295],[434796],[435097],[440218],[455838],[484608],[486004],[501309],[501610],[509316],[515599],[519467],[542517],[543913],[573332],[574071],[575757],[586732],[592633],[598626],[608534],[636943],[637682],[639368],[665042],[670775],[673087],[673826],[685381],[685813],[696560],[698985],[739751],[742063],[742802],[768113],[770538],[778549],[778981],[803873],[805255],[806185],[806924],[836378],[852407],[852839],[880007],[881389],[882319],[883058],[919518],[920508],[920940],[952599],[963661],[984507],[999546],[1000536],[1000968],[1060119],[1066567],[1085682],[1107158],[1107590],[1149932],[1185817],[1204060],[1225922],[1277509],[1399290], [86797,534268],[91911,550628],[115649,448467],[121918,463377],[125044,655397],[133597,680939],[138711,697299],[150843,371453],[158386,384857],[162405,558877],[163321,762601],[165531,768852],[172778,582320],[175904,796322],[179047,597230],[182173,814037],[191410,302160],[195839,846491],[200329,314751],[206978,470748],[208336,657871],[208383,874661],[210997,663646],[219336,491979],[223355,689188],[223998,912231],[226879,505383],[230898,705548],[231814,932030],[234024,938281],[237068,237779],[244171,957672],[246877,736017],[262101,994620],[264321,566248],[272150,409185],[276579,1025221],[278799,589691],[279535,1031569],[279822,798008],[281069,421776],[287718,604601],[289076,816511],[289123,1053391],[291737,822286],[292380,1061788],[292653,1062650],[302843,1079149],[303234,840930],[306125,632863],[321143,1112231],[323849,876273],[324270,476824],[330735,331446],[337838,1143943],[340544,905446],[340965,497344],[343963,911492],[344063,690584],[345394,1160045],[355768,1180891],[357988,712919],[358724,1187239],[359011,939967],[359346,940755],[359393,1189070],[365478,529449],[368494,728702],[370392,956795],[370598,1205529],[376818,377529],[387212,1232673],[390905,1238504],[391296,989059],[394187,764033],[404531,583716],[409868,1270976],[410259,1019660],[413150,791503],[413986,795583],[416288,1282582],[416879,1031137],[418994,1035012],[419041,1288522],[425363,1299417],[428168,1304058],[430874,1055003],[434293,1061049],[434393,823682],[435724,1320160],[439479,616469],[444660,837896],[447108,1078943],[449863,456549],[464773,650578],[465456,1361367],[465847,1105748],[467789,868958],[469687,1111354],[469893,1367901],[480411,1385979],[485346,680200],[489020,898131],[490918,1143066],[491124,1400759],[495801,909180],[498027,1411872],[498418,1154484],[499699,1414838],[506094,706944],[507738,1427903],[508695,1170778],[511431,1433734],[511822,1175330],[514713,933462],[515549,937542],[517851,1445340],[518442,1186807],[520557,1190682],[520604,1451280],[524104,717631],[525486,951189],[530135,954500],[533529,543255],[549889,747639],[552649,1231796],[552855,1491780],[555070,986025],[557518,1238298],[560273,566959],[568603,1514709],[569560,1256099],[574822,786158],[575707,1015108],[578165,1527694],[578513,1016626],[580961,1270770],[588630,1281705],[588836,1542285],[590374,1544601],[597968,813298],[599309,1557743],[599700,1297575],[600387,1298985],[601642,1047688],[603540,1303181],[603746,1564277],[608423,1058737],[610649,1575390],[611040,1314599],[612321,1578356],[617837,827217],[618919,1072441],[627518,638433],[628900,1084272],[639318,1096744],[641776,1614256],[642412,1355084],[645233,857887],[646615,859842],[648611,1361161],[651264,1109059],[654658,664384],[665725,1643789],[666116,1384137],[666803,1385547],[672157,1137460],[673715,1138870],[676092,1656584],[676483,1397163],[676806,1140771],[687829,1411666],[689729,1673945],[693668,1421152],[698050,928117],[698935,922820],[699320,1427026],[699526,1687010],[701393,1690066],[701741,1172296],[704189,1433528],[711858,1444463],[712064,1704657],[713602,1706973],[719165,1192712],[720993,1198789],[731152,1209934],[741133,1221765],[742691,1223175],[745068,1741905],[745459,1483969],[746068,1485593],[749007,975346],[750089,976535],[753391,754904],[758688,769603],[760070,987980],[765221,1507958],[770488,1002848],[770873,1513832],[771079,1771315],[772946,1774371],[775081,1776108],[775939,1258394],[777559,1264268],[781971,1526817],[782177,1783777],[787540,1276099],[797958,1288571],[801052,1551460],[806813,1043091],[807251,1557537],[809190,1815939],[809904,1300886],[820927,1575184],[822827,1833300],[828790,1322075],[833376,1591601],[839430,1333092],[841258,1339169],[848939,1859229],[849797,1344440],[851417,1350314],[855829,1613379],[856035,1866898],[859421,1099433],[861249,1099299],[864361,866371],[871408,1110248],[874710,876223],[877186,1637506],[882947,1126212],[883385,1643583],[885324,1897575],[886577,1647603],[887844,1899864],[888594,1387942],[890422,1394019],[895120,1656378],[900581,1405164],[910562,1416995],[912120,1418405],[915497,1680823],[917040,1930667],[917898,1163376],[924136,1938336],[929499,1174251],[939917,1189119],[949689,1720362],[956073,1463731],[960659,1468449],[964696,1732924],[965963,1979892],[966713,1474748],[968541,1480825],[973239,1741699],[976919,1226201],[977105,977356],[981505,1751716],[987559,1237312],[989387,1237178],[992499,994509],[995525,1765128],[997068,2008786],[997926,1248697],[1004164,2016455],[1005475,1775118],[1005844,2018060],[1007520,1518451],[1018160,1529468],[1019988,1535545],[1028527,1540816],[1030147,1546690],[1037401,2047993],[1050138,1302075],[1053440,1054953],[1061677,1318039],[1070852,1843583],[1071719,1846251],[1074368,2083841],[1082772,1598593],[1083851,1339303],[1085102,1340928],[1087111,1858239],[1087480,2094194],[1089156,1605013],[1104248,1876032],[1110632,1366711],[1110818,1111069],[1115218,1631207],[1120522,2121851],[1128797,1898393],[1142344,1658961],[1146930,1663679],[1152984,1669978],[1154812,1676055],[1161514,2158316],[1173830,1432542],[1175658,1432408],[1178770,1180780],[1184197,1443927],[1197197,1965170],[1200762,2192752],[1209212,1727258],[1210318,1469848],[1210504,1210755],[1213102,1978421],[1230207,1993140],[1231074,1995808],[1242127,1758708],[1244457,1504446],[1246835,2227292],[1274599,1790420],[1275678,1535679],[1276929,1537304],[1280983,1796840],[1302459,1563087],[1302645,1302896],[1307045,1823034],[1325918,2080518],[1329149,2293446],[1359569,2107129],[1371584,1882928],[1404442,1913529],[1405548,1665078],[1405734,1405985],[1416574,1676189],[1417825,1677814],[1437357,1944979],[1439687,1699676],[1452003,2382598],[1489436,2213616],[1547074,1802957],[1547260,1547511],[1567960,2061658],[1581343,1837169] ] cell #3417 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [91152],[124285],[152085],[181414],[193416],[208220],[220578],[243806],[259678],[274156],[280041],[288960],[317389],[320778],[337473],[342971],[353345],[359230],[386847],[415923],[417282],[418878],[424414],[427803],[433301],[479462],[488168],[496207],[499334],[507373],[517486],[518845],[546077],[568238],[575228],[577800],[586134],[590461],[600790],[611956],[638839],[641411],[667206],[669379],[672489],[685113],[698456],[701028],[713689],[738355],[741465],[770009],[772581],[774556],[778281],[802477],[805587],[809277],[848414],[852139],[866777],[878611],[881721],[885411],[887290],[916515],[918072],[920240],[952193],[965409],[983909],[996543],[998100],[1000268],[1036847],[1038019],[1064141],[1073843],[1085276],[1097898],[1106890],[1119968],[1121140],[1163036],[1184371],[1194042],[1200208],[1211336],[1224686],[1248357],[1277103],[1312967],[1323372],[1334422],[1340588],[1353402],[1406566],[1443587],[1453510],[1465028],[1530798],[1536964],[1594792],[1660258],[1786619] ] cell #3418 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [244563],[254937],[303672],[315552],[321535],[338230],[348604],[361495],[371291],[384695],[391734],[393522],[397717],[410697],[416680],[422577],[428560],[445880],[451978],[460790],[470586],[472892],[472978],[477625],[482021],[491817],[498856],[500091],[505221],[512260],[514048],[518243],[533710],[538151],[539930],[562388],[566086],[579733],[585831],[589529],[590667],[591203],[594643],[604439],[606745],[606831],[611478],[612713],[613266],[627529],[628133],[629668],[632701],[654839],[659280],[661059],[680381],[684822],[686601],[690100],[690422],[692699],[709059],[712757],[713895],[714431],[715063],[715149],[725325],[727566],[729832],[730058],[732456],[753572],[758699],[759303],[760838],[763871],[786169],[786773],[788308],[791341],[793585],[795764],[796760],[800205],[800291],[809483],[813479],[817920],[823198],[823520],[825797],[830331],[836911],[839883],[842479],[864372],[864976],[865581],[867822],[870088],[870314],[872712],[885617],[896995],[899261],[899487],[901885],[907289],[909191],[909795],[911673],[923001],[924507],[928128],[928732],[930267],[933300],[935544],[937723],[938719],[942164],[942250],[946064],[947868],[953514],[978460],[981805],[982031],[983439],[985040],[988012],[990608],[1003029],[1004535],[1014040],[1015289],[1015641],[1018613],[1021209],[1028827],[1029053],[1031148],[1043102],[1043706],[1044788],[1046552],[1048818],[1049044],[1051442],[1056846],[1058748],[1059352],[1061230],[1068040],[1069230],[1080951],[1095676],[1096925],[1097530],[1100623],[1102427],[1104701],[1106257],[1108073],[1117152],[1126223],[1126827],[1127909],[1134139],[1137969],[1138881],[1139485],[1139785],[1153437],[1155840],[1161328],[1168076],[1168302],[1169710],[1170959],[1171311],[1174283],[1176879],[1184497],[1184723],[1186818],[1193674],[1195563],[1206723],[1218444],[1222274],[1223186],[1223790],[1224328],[1226972],[1227395],[1228585],[1240306],[1244136],[1246649],[1253397],[1253623],[1255031],[1256280],[1258405],[1259444],[1261057],[1266313],[1266539],[1272778],[1287503],[1289357],[1296528],[1298084],[1298996],[1299900],[1308979],[1313552],[1315955],[1323014],[1327843],[1334054],[1335943],[1344451],[1345490],[1347103],[1352359],[1352585],[1356046],[1357935],[1367482],[1369095],[1375919],[1383090],[1384646],[1385558],[1386933],[1388168],[1388904],[1390793],[1396116],[1401953],[1413674],[1417504],[1419558],[1421163],[1422202],[1429297],[1435536],[1439366],[1450261],[1458273],[1464670],[1469499],[1470619],[1473739],[1474974],[1475710],[1477599],[1482922],[1486532],[1491361],[1497572],[1499461],[1506364],[1507969],[1509008],[1516103],[1517489],[1517860],[1519390],[1530430],[1532319],[1541866],[1543479],[1551686],[1563858],[1565471],[1581022],[1588121],[1588928],[1591612],[1599555],[1600661],[1602141],[1604051],[1604422],[1605952],[1621031],[1627428],[1632257],[1637732],[1646843],[1659900],[1664729],[1665849],[1670940],[1672829],[1680232],[1692802],[1694691],[1704238],[1717219],[1720588],[1728197],[1729276],[1732164],[1748236],[1749043],[1759670],[1762256],[1764537],[1791382],[1792488],[1793968],[1797779],[1803728],[1819255],[1824084],[1842823],[1845660],[1872889],[1883867],[1914468],[1915547],[1926201],[1927681],[1945941],[1948527],[1960946],[1992380],[2043685],[2062597],[2075810], [95015,561197],[125615,657543],[141815,707868],[160717,757060],[163115,560822],[182744,816183],[185277,824606],[188675,834358],[205234,652720],[224695,914738],[229210,926489],[231608,707493],[234595,940427],[238580,724479],[257510,556290],[269415,1013088],[280545,1034684],[285974,811360],[290049,1057109],[292447,824231],[296633,622059],[309655,1094724],[332247,893908],[333482,1138232],[341230,1151162],[345188,914363],[351177,702961],[356244,935604],[378330,972027],[379565,1222537],[403658,780699],[404796,1262874],[405332,1014100],[414160,1026561],[423812,1298347],[431133,819699],[455676,854557],[456814,1348920],[457350,1095736],[478860,1384909],[485520,1135245],[485842,894754],[495488,1150465],[506359,1425632],[506895,1169770],[543429,1219550],[543751,972873],[567224,1512438],[567760,1255091],[571334,1009061],[574509,1262177],[598142,1295360],[598464,1044311],[634945,1090697],[638120,1348223],[650843,1624807],[664558,1381922],[664880,1127432],[668884,1132335],[694562,1164731],[697737,1424935],[737860,1216640],[755078,1494778],[766115,1250052],[769290,1511741],[801982,1292450],[803197,1294254],[835310,1331260],[866058,1624110],[878116,1379012],[879331,1380816],[917577,1423815],[951698,1461352],[962593,1472916],[975057,1744394],[997605,1510621],[1058061,1577192],[1067617,1584279],[1084781,1602634],[1148864,1668146],[1183876,1705851],[1205110,1723548],[1276608,1794461],[1400340,1909819] ] cell #3419 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [129069,570978],[138016,802950],[153460,634589],[164836,879084],[177645,694206],[178206,917470],[194129,732100],[195479,962346],[209595,765759],[210156,997498],[221953,793229],[226024,802841],[233329,1057814],[240654,834954],[243884,842442],[244130,1079786],[246439,1084674],[260391,872356],[261741,1116905],[263466,878975],[274869,901529],[276219,1148617],[290335,935188],[290896,1183769],[294761,944414],[302839,1205953],[302919,732277],[303187,1206193],[305746,962237],[317626,983083],[320856,990571],[321102,1239141],[323411,1244029],[334321,1013684],[337551,1021172],[337797,1271613],[340106,1276501],[343684,796723],[343863,590718],[345034,1287256],[354058,1051086],[355408,1308732],[357133,1057705],[361256,1065702],[369419,1077497],[370459,1334725],[370602,1335172],[380404,1095320],[382823,1098973],[386925,1106220],[387171,1362004],[390901,1368325],[390981,872533],[391249,1368565],[393808,1116796],[401786,1130685],[409864,1401183],[409944,901706],[410212,1401423],[412771,1148508],[416001,907252],[416247,1412509],[416982,689590],[418556,1417397],[424651,1169354],[427881,1176842],[428127,1434371],[430436,1439259],[434014,938682],[434193,713946],[435364,1450014],[437125,1192126],[445641,1203195],[447182,1465365],[453804,1214990],[460551,1225057],[461877,1226935],[465452,1492204],[465532,983260],[465800,1492444],[468714,1236852],[469754,1498243],[469897,1498690],[472816,1244099],[479699,1254675],[481782,1257529],[489945,1269324],[490985,1531101],[491128,1531548],[498023,1542709],[498103,793406],[498371,1542949],[499658,1285732],[500930,1287147],[503349,1290800],[507451,1298047],[507697,1558380],[508416,1044751],[508595,809534],[511427,1564701],[511507,1051263],[511775,1564941],[514334,1308623],[517564,1056809],[517810,1576027],[518545,822688],[520119,1580915],[520505,825546],[528203,1328926],[531175,1332506],[535316,1337723],[539691,1343575],[547535,1354498],[548558,1355611],[549007,1100142],[552716,1621702],[552859,1622149],[556051,1365567],[557377,1367445],[557592,1628123],[561032,1116973],[564214,1377362],[568316,1384609],[568562,1644426],[569281,1127872],[569460,885668],[577878,1137932],[578124,1657221],[579494,1398425],[581035,1660595],[587657,1410220],[588697,1671611],[588840,1672058],[590370,1415143],[594001,1161291],[594404,1420287],[595730,1422165],[595836,923851],[599305,1687434],[599385,1169531],[599653,1687674],[600490,923997],[602567,1432082],[603607,1693473],[603750,1693920],[606669,1439329],[609628,934813],[610645,1705081],[610725,935365],[610993,1705321],[612280,1448490],[613552,1449905],[614113,716131],[621820,1458944],[623146,1460822],[629429,1467584],[631617,1470582],[641489,1222237],[641735,1742542],[642547,1744101],[644201,1486148],[644310,1226695],[648685,1749738],[652304,1496024],[653327,1497137],[653776,1238021],[656445,1501241],[660417,1246612],[660820,1507093],[662146,1508971],[662252,1003879],[665721,1771739],[665801,1254852],[666069,1771979],[666906,1004025],[670363,1259407],[674874,1525302],[675782,1012269],[676088,1784201],[676168,1013861],[676436,1784441],[677846,1528882],[681987,1534099],[686362,1539951],[687903,1798474],[689733,1545594],[693074,1288922],[693831,1036271],[694958,1043801],[695229,1551987],[695678,1291969],[699387,1813529],[699530,1813976],[701352,1571630],[702722,1561943],[704048,1563821],[704263,1819950],[707703,1308800],[710359,1055564],[710885,1573738],[710991,820892],[711925,1830966],[712068,1831413],[713598,1578661],[714987,1580985],[719300,1583986],[723693,1327806],[724063,1589623],[725086,1590736],[734053,1600226],[734502,1340012],[735379,1602104],[735485,855750],[739339,1345453],[743850,1611864],[744758,1093905],[745064,1867322],[745144,1095497],[745412,1867562],[746212,1869021],[748041,1356058],[754316,1623580],[757656,1627044],[757765,1367205],[760599,1630342],[764627,1375484],[765384,1119392],[766511,1126922],[766782,1638033],[767231,1378531],[770940,1895165],[771083,1895612],[772905,1375254],[775077,1902844],[775345,1388469],[776102,1131854],[780460,1654174],[781260,1135608],[781786,1656052],[781892,904914],[782038,1907160],[782181,1907607],[788069,1662814],[790257,1665812],[800129,1417467],[800566,1419174],[800700,1161051],[801187,1930372],[802543,1169056],[807325,1936009],[808880,1167939],[809186,1700288],[810944,1691254],[811967,1692367],[812416,1433251],[815085,1696471],[819189,935940],[819269,1181422],[819460,1702323],[820786,1704201],[821001,1953033],[822831,1707966],[824441,1450082],[828060,1713500],[828934,1713351],[832782,1457838],[833539,1198512],[839565,1723255],[843958,1469462],[844328,1728892],[844437,1470342],[845080,972363],[845351,1730005],[845800,1471751],[848935,1982872],[849203,1475275],[849960,1216159],[854318,1739495],[855118,1219913],[855644,1741373],[855896,1987188],[856039,1987635],[863949,1491324],[865342,1750851],[869360,1497584],[875635,1762219],[876700,1505980],[876834,1246372],[877321,2008491],[878677,1254377],[883459,2014128],[885014,1253260],[885320,1505058],[886714,2017930],[887777,1260287],[887848,2021393],[888108,1519006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] cell #3420 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [323174],[393291],[430199],[468645],[472602],[513817],[519882],[528134],[556375],[593048],[602498],[606455],[613035],[622144],[652039],[674805],[692468],[703046],[710816],[714773],[723798],[743781],[780784],[781717],[792874],[799915],[810679],[819784],[826550],[854642],[855575],[892147],[893227],[894839],[906703],[923676],[934923],[970266],[971346],[972958],[1003704],[1005280],[1011199],[1013419],[1025584],[1041704],[1044396],[1086916],[1092835],[1095055],[1124825],[1127517],[1129287],[1134268],[1166869],[1169089],[1197002],[1213592],[1218573],[1234764],[1252190],[1254410],[1256702],[1289402],[1294383],[1326408],[1342748],[1359374],[1364228],[1375964],[1380945],[1388949],[1419460],[1457011],[1458318],[1475755],[1489926],[1493801],[1506266],[1519292],[1588830],[1599600],[1605854],[1614905],[1619769],[1621076],[1670985],[1714357],[1728099],[1748945],[1759715],[1791427],[1797681],[1850036],[1870027],[1883769],[1914370],[1945986],[1999593],[2028766],[2062499],[2091108],[2169022],[2249748],[2354517] ] cell #3421 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [244566],[254940],[303669],[315549],[321538],[323120],[338233],[348607],[361305],[371226],[384630],[391731],[393525],[397720],[410694],[416683],[422574],[428563],[430145],[445690],[451981],[460600],[470521],[472889],[477622],[481831],[491752],[498853],[500094],[505156],[512257],[514051],[518246],[519828],[533713],[538148],[539740],[562391],[566021],[579543],[585834],[589464],[590670],[591200],[592994],[594453],[604374],[606742],[611475],[612716],[613269],[627665],[628130],[629478],[632636],[654842],[659277],[660869],[680384],[684819],[686411],[690097],[690246],[690357],[692702],[709062],[712692],[713898],[714428],[715060],[716222],[725135],[727501],[729829],[730200],[732326],[753575],[758835],[759300],[760648],[763806],[786305],[786770],[788118],[791276],[793455],[795767],[796754],[796844],[800202],[809486],[813482],[817917],[823195],[823344],[823455],[825800],[830266],[836908],[839887],[842473],[864508],[864973],[865391],[867757],[870085],[870456],[872582],[885620],[896930],[899258],[899629],[901755],[907283],[909327],[909792],[910900],[923004],[924504],[924653],[928264],[928729],[930077],[933235],[935414],[937726],[938713],[938803],[942161],[946061],[947803],[953518],[978395],[981802],[982173],[983309],[985037],[988016],[990602],[1003032],[1004532],[1004681],[1013910],[1015292],[1015638],[1018617],[1021203],[1028824],[1029195],[1043238],[1043703],[1044782],[1044872],[1046487],[1048815],[1049186],[1051312],[1056840],[1058884],[1059349],[1060457],[1068044],[1069227],[1080886],[1095546],[1096928],[1097527],[1100620],[1102362],[1104705],[1106251],[1108077],[1117022],[1126359],[1126824],[1127903],[1127993],[1134074],[1137963],[1139017],[1139482],[1139789],[1153441],[1161322],[1161412],[1168073],[1168444],[1169580],[1170186],[1171308],[1174287],[1176873],[1184494],[1184865],[1193671],[1195567],[1206720],[1218379],[1222268],[1223322],[1223787],[1224332],[1226966],[1227399],[1228582],[1240241],[1244130],[1246643],[1246733],[1253394],[1253765],[1254901],[1255507],[1259438],[1259528],[1261054],[1266310],[1266681],[1272713],[1287373],[1289354],[1289731],[1296532],[1298078],[1299904],[1308849],[1313556],[1323018],[1327837],[1327927],[1334051],[1335947],[1345484],[1345574],[1347100],[1352356],[1352727],[1356043],[1357939],[1367476],[1369092],[1375916],[1376293],[1383094],[1384640],[1386930],[1388901],[1389278],[1390797],[1396120],[1401950],[1413609],[1417498],[1419071],[1419562],[1422196],[1435471],[1439360],[1450131],[1458270],[1458647],[1464674],[1469493],[1470613],[1473736],[1475707],[1476084],[1477603],[1482926],[1486536],[1491355],[1497569],[1499465],[1505877],[1506368],[1509002],[1517493],[1518903],[1519394],[1530427],[1532323],[1541860],[1543476],[1563852],[1565468],[1581016],[1588118],[1588441],[1588932],[1599552],[1600658],[1602135],[1604055],[1605465],[1605956],[1621028],[1627432],[1632251],[1646891],[1659904],[1664723],[1665843],[1670937],[1672833],[1692799],[1694695],[1704232],[1712358],[1717223],[1728201],[1729280],[1732212],[1748233],[1749047],[1759667],[1762250],[1791379],[1792485],[1793962],[1797783],[1803722],[1819259],[1824078],[1842871],[1872893],[1883871],[1914472],[1915551],[1926198],[1927675],[1945938],[1948521],[1992428],[2043689],[2062601],[2075804], [95016,393568],[125618,472578],[141816,514094],[160720,555450],[163112,560757],[182747,606431],[185278,613312],[188678,619299],[205231,651699],[224696,692745],[229213,702121],[231605,707428],[234598,714749],[238577,721428],[257445,556100],[269418,777939],[280548,799891],[285971,810339],[290052,818859],[292444,824166],[296568,621869],[309658,851797],[332244,890857],[333485,892924],[341233,906679],[345185,914298],[351112,702771],[356241,934583],[378327,968976],[379568,971043],[403593,780509],[404799,1011175],[405329,1012039],[414157,1026496],[423815,1042481],[431068,819509],[455611,854367],[456817,1092811],[457347,1093675],[478863,1125602],[485517,1135180],[485777,894564],[495482,1150462],[506362,1166845],[506892,1167709],[543426,1219485],[543686,972683],[567227,1252166],[567757,1253030],[571204,1008996],[574503,1262174],[598139,1295295],[598399,1044121],[634815,1090632],[638114,1348220],[650846,1364204],[664555,1381857],[664815,1127242],[668878,1132332],[694432,1164666],[697731,1424932],[737854,1216637],[755075,1494713],[765985,1249987],[769284,1511738],[801976,1292447],[803067,1294189],[835180,1331195],[866052,1624107],[878110,1379009],[879201,1380751],[917571,1423812],[951692,1461349],[962463,1472851],[975051,1744391],[997599,1510618],[1057931,1577127],[1067611,1584276],[1084775,1602631],[1148734,1668081],[1183870,1705848],[1205104,1723545],[1276602,1794458],[1400334,1909816] ] cell #3422 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [95018],[125675],[141818],[161278],[163179],[182804],[185280],[190265],[205878],[224698],[229771],[231672],[234655],[240409],[258088],[271005],[280605],[286618],[290610],[292511],[298554],[311245],[334076],[334596],[341324],[345252],[351755],[356888],[360524],[380159],[380679],[404890],[405579],[406608],[414263],[424926],[431711],[456908],[457597],[458626],[479974],[481050],[485623],[487131],[495415],[506453],[508171],[538959],[543532],[545040],[567318],[569036],[570308],[574436],[598245],[599753],[620158],[633919],[638047],[650937],[664661],[666169],[667806],[693536],[697664],[722403],[736782],[751328],[755181],[765089],[769217],[775807],[800904],[831977],[833244],[849665],[862659],[865985],[877038],[888446],[949541],[960527],[966565],[974912],[980106],[981373],[1028395],[1067472],[1082624],[1104100],[1115086],[1146798],[1152836],[1204965],[1226827],[1241979],[1274451],[1306913],[1367337],[1400195],[1437209],[1470474],[1563713],[1665704],[1803583] ] cell #3423 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [138085,1038146],[164905,1121267],[178283,1163196],[195548,1211463],[210233,1248517],[225929,1039985],[233398,1313094],[235040,1581918],[244156,1335585],[246516,1340748],[261810,1373835],[263371,1123106],[276288,1406693],[280961,918442],[290677,1703183],[290973,1443747],[293015,1451221],[302943,1465807],[303211,1466195],[305651,1212223],[321128,1499103],[323488,1504266],[324162,998470],[330627,776483],[334663,1783423],[337823,1531961],[340183,1537124],[344026,1801553],[345103,1548219],[355477,1570211],[356620,1829189],[356983,1577246],[357038,1314933],[365370,1074730],[368386,1333336],[370387,1595957],[370713,1596238],[376710,850341],[380746,1866544],[387197,1622562],[391005,1628565],[391273,1628953],[393713,1374595],[406340,1906489],[406703,1668200],[409968,1661037],[410236,1661425],[412676,1407453],[416273,1672471],[417006,1923989],[417369,911384],[418633,1677634],[424993,1937982],[428153,1694333],[430513,1699496],[431187,934154],[431726,1705709],[431801,1951264],[434356,1956112],[435433,1710591],[439371,1192956],[444655,1463315],[447114,1724765],[449755,969587],[458358,1986517],[458721,1472970],[464665,1234085],[465556,1750180],[465824,1750568],[467681,1496854],[469682,1756072],[470008,1756353],[480041,2016101],[482255,2020455],[485896,1011610],[487146,1794319],[487221,2024846],[488912,1529712],[490913,1787784],[491239,1788065],[497236,792195],[498127,1798916],[498395,1799304],[499118,1031132],[499193,2041532],[500835,1285073],[507723,1814389],[507903,2054618],[508266,1294308],[508758,2056149],[511531,1820392],[511799,1820780],[514239,1570971],[515886,1832045],[517836,1831826],[518569,2072118],[518932,1060941],[520196,1836989],[524099,1321659],[525378,1590453],[530141,1593880],[533421,852497],[540164,2096589],[543805,1093246],[545055,1602492],[545130,2100980],[549781,1355328],[552644,1874475],[552970,1874756],[555065,1626073],[557524,1880435],[560165,1124146],[568588,1896025],[568768,2128476],[569131,1380870],[569623,2130007],[570323,1908893],[571474,2132882],[573224,1130545],[576832,1917355],[578150,1908020],[578508,1658545],[580967,1911036],[583608,891468],[586460,909175],[586624,1410080],[588625,1921497],[588951,1921778],[590081,690476],[594877,2160711],[598518,1167280],[599409,1936451],[599677,1936839],[599768,1423673],[599843,2165102],[600514,2166234],[600877,1170670],[601534,1692084],[603535,1942343],[603861,1942624],[610749,1953475],[611017,1953863],[611740,1186802],[611815,2181788],[613457,1447831],[617843,1452598],[618914,1718805],[627513,741791],[628792,1470646],[633934,1722622],[635085,2204435],[636835,1214850],[640443,1731084],[641761,1988048],[642407,1991002],[645228,1485177],[646507,1226999],[648617,1994355],[651270,1753995],[654550,1000626],[661293,2229687],[664934,1252601],[665825,2014570],[666093,2014958],[666184,1510479],[666259,2234078],[666930,2235210],[667293,1255991],[667976,2027147],[668430,2237678],[670770,1257587],[672049,1782280],[672815,786153],[672979,1533959],[676192,2025978],[676460,2026366],[676812,1785707],[680092,778639],[685376,1540009],[685471,795475],[687835,2039174],[693551,1551316],[693855,2264179],[694702,2264052],[696452,1290660],[699315,2053205],[699641,2053486],[700060,1554172],[700812,1298980],[700887,2269232],[701736,1817900],[704195,2059165],[706836,1041025],[709688,1058732],[709852,1573598],[711853,2069626],[712179,2069907],[713309,823574],[719160,1841445],[720999,1844798],[722418,1841725],[725559,2294979],[731147,1600166],[736952,1848417],[737406,2304094],[739746,1343633],[741025,1865401],[741955,1337583],[745168,2102112],[745436,2102500],[746074,2105178],[749013,1615356],[750084,1355551],[753283,1107248],[758683,882047],[759962,1367509],[763925,885031],[765104,1637362],[765408,2327790],[766255,2327663],[768005,1377222],[770868,2127063],[771194,2127344],[771613,1640218],[772365,1385542],[772440,2332843],[773117,2138687],[775822,1387798],[776126,2133009],[777554,1905076],[778544,1662872],[779659,1138865],[779823,1655912],[781966,2137781],[782292,2138062],[787432,1665876],[801047,2160431],[801074,1680688],[801251,1421147],[801391,2359397],[801528,2358807],[803868,1420345],[805147,1163398],[805913,928112],[806077,1696331],[807257,2163784],[808897,933354],[809910,1940266],[813190,920598],[818474,1702381],[818569,937434],[820933,2179430],[828796,1963219],[832147,1963453],[833259,1720218],[833563,2387948],[835450,2387821],[836270,1460682],[839425,1722342],[841264,1728830],[846975,1969258],[849680,1474604],[849984,2204562],[851412,1985104],[852402,1467642],[853517,1223170],[853681,1741233],[855824,2209334],[856150,2209615],[859416,1226625],[861255,1486086],[862674,1991282],[864356,984235],[867876,995733],[871403,1497077],[874602,1245127],[877181,2229407],[877208,1764993],[877385,1507953],[877525,2417306],[877662,2416716],[880002,1507151],[881281,1248719],[882211,1501101],[883391,2232760],[886572,2236259],[888589,2020175],[888616,1518316],[888793,1258389],[888933,2238268],[890428,2023528],[892539,1782621],[892634,1015000],[895126,2242706],[900576,1791993],[910454,1803755],[914944,2445490],[915076,1299761],[915503,2263818],[915705,1046606],[919513,1291091],[920503,1822227],[921618,1043086],[921782,1815267],[922712,1042191],[929391,1563885],[947922,1071927],[948118,2079038],[949684,2294699],[949711,1846116],[949888,1591596],[950028,2472015],[951244,2471425],[952594,1590794],[956079,1848183],[960542,1598449],[963553,1340950],[964691,2302675],[966708,2096309],[966735,1604878],[966912,1344435],[967052,2304684],[968547,2099662],[970658,1865742],[970753,1096636],[973245,2309122],[976925,1355983],[977100,1100206],[980276,2105412],[981388,1875888],[984399,1623440],[984898,1118514],[987554,1367135],[989393,1626982],[992494,1117948],[994972,2497508],[995104,1107934],[995531,2327429],[999541,1377653],[1000531,1630400],[1001646,1126207],[1001810,1896903],[1002740,1125312],[1005481,2333842],[1006648,1901615],[1006967,2335080],[1007099,1390654],[1007526,2132648],[1007728,1134193],[1018155,1908613],[1019994,1915101],[1028410,1669834],[1030142,1925706],[1032247,1418400],[1032411,1677836],[1035393,1171169],[1038350,1163371],[1042096,1937180],[1050133,1692307],[1053332,1440357],[1060011,1443949],[1065066,2543285],[1066562,1715344],[1069088,1197634],[1070847,2385173],[1071166,2546596],[1071298,1195424],[1071725,2387587],[1081005,1209420],[1082767,2205934],[1082794,1727123],[1082971,1468444],[1083846,1470272],[1085677,1470873],[1087117,2394707],[1088284,1981643],[1088603,2395945],[1088735,1477460],[1089162,2204201],[1089364,1218498],[1102481,1231282],[1102677,2212136],[1104243,2407321],[1104270,1995673],[1104447,1751711],[1107153,1750909],[1110638,1497509],[1110813,1238085],[1115101,1758564],[1118112,1504468],[1121471,1248692],[1125217,2015299],[1128865,2422640],[1130976,1260915],[1142350,2026913],[1146813,1790276],[1149824,1537326],[1152979,2036751],[1153006,1796705],[1153183,1540811],[1154818,2043239],[1156929,1803982],[1157024,1288463],[1162318,2049744],[1173825,1563511],[1175664,1818809],[1178765,1309775],[1185812,1574029],[1187917,1318034],[1188081,1837191],[1189011,1317139],[1191398,2610023],[1192568,1321902],[1192603,1321940],[1197203,2469585],[1204055,1593486],[1206581,1338014],[1208340,2098278],[1208791,1335804],[1209218,2305956],[1210324,1600598],[1210499,1340076],[1211667,1340923],[1213170,2477688],[1215281,1346961],[1225917,1871014],[1228443,1360006],[1230202,2486736],[1230653,1357796],[1231080,2489150],[1240360,1371792],[1242122,2329162],[1242149,1882793],[1242326,1631202],[1245032,1633631],[1247639,2123602],[1272832,1404650],[1274594,2134381],[1274621,1913394],[1274798,1663674],[1275673,1665502],[1277504,1666103],[1280111,1919026],[1280562,1672690],[1280989,2148232],[1281191,1413728],[1302465,1692739],[1302640,1433315],[1306928,1944835],[1309939,1699698],[1313298,1443922],[1317044,1958541],[1325986,2544730],[1329953,2193573],[1332948,1463558],[1332983,1463596],[1354940,1485420],[1354975,1485458],[1359575,2559915],[1366427,1753601],[1368953,1501532],[1370712,2231376],[1371163,1499322],[1371590,2418578],[1374039,1504441],[1399285,1785313],[1401811,1534390],[1403570,2022144],[1404021,1532180],[1404448,2239540],[1405554,1792425],[1405729,1536452],[1406897,1537299],[1410511,1543337],[1416569,1803381],[1435590,1568168],[1437352,2265551],[1437379,2061523],[1437556,1823029],[1440262,1825458],[1442869,2067155],[1459804,1842484],[1489504,2623919],[1493471,2316801],[1496466,1626316],[1496501,1626354],[1526329,2135420],[1529324,1658788],[1529359,1658826],[1547080,1926138],[1547255,1676962],[1548423,1677809],[1562803,1939872],[1565329,1696762],[1567088,2162400],[1567539,1694552],[1567966,2360669],[1570415,1699671],[1590065,1719048],[1590100,1719086],[1612891,2206973],[1655034,2021214],[1688701,2266590],[1691696,1818143],[1691731,1818181],[1710795,1837164],[1740355,2097348],[1773006,2330201],[1781892,1905319],[1781927,1905357],[1865013,1985347],[1865048,1985385] ] cell #3424 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [992319],[1109655],[1178590],[1199385],[1236151],[1301482],[1317859],[1328225],[1394615],[1418225],[1431381],[1442764],[1481421],[1524601],[1526224],[1539668],[1573037],[1611163],[1612786],[1652785],[1655351],[1668421],[1688596],[1738106],[1740672],[1772901],[1777913],[1779400],[1795387],[1812140],[1814706],[1861034],[1862521],[1893776],[1896342],[1901304],[1902999],[1932472],[1933959],[1981332],[1983027],[1997193],[2010591],[2012078],[2019974],[2049433],[2050728],[2051128],[2084656],[2096108],[2110311],[2123291],[2124586],[2124986],[2160230],[2161159],[2193262],[2201394],[2210717],[2217164],[2229206],[2230135],[2264488],[2283226],[2290150],[2294498],[2301580],[2310399],[2328099],[2348065],[2376806],[2383565],[2389368],[2393716],[2401409],[2435433],[2461952],[2467922],[2473248],[2509894],[2514242],[2547878],[2580273],[2641545], [436987,827314],[447545,840504],[499598,1156225],[531037,954597],[533213,957185],[547397,975443],[557955,988633],[581398,1019234],[590255,1284313],[612220,1316340],[627338,1079040],[644063,858888],[644168,644572],[649048,1105322],[652166,1109156],[654342,1111744],[677708,1140868],[679884,1143456],[688266,1154058],[689610,1414351],[701292,1429682],[704626,1174904],[713483,1447071],[716167,1711718],[723925,1198886],[747901,748308],[748542,1232361],[753075,1232186],[757518,987026],[757623,758027],[758508,1238395],[762503,992424],[772845,1516488],[785978,1270867],[795267,1282095],[807688,1297149],[808085,1555132],[809071,1560255],[810806,1300983],[812982,1303571],[821364,1314173],[821761,1833005],[822708,1577869],[827813,1324258],[844190,1083318],[844295,844699],[859641,1361757],[864181,1361258],[869220,869627],[869861,1111919],[874394,1115690],[883822,1383711],[884219,1641178],[885205,1646301],[893354,1394116],[895557,1396737],[895954,1918315],[909000,1411763],[915947,1683392],[917971,1427591],[922224,1683657],[922504,1427416],[924017,1689579],[926947,1173297],[927052,927456],[927937,1433625],[931932,1178695],[936946,1954233],[937226,1444853],[943713,1455124],[955096,1202631],[957360,961772],[961131,961538],[971473,1480922],[973676,1483543],[974073,1732044],[975942,1487776],[976434,1491743],[987779,1238894],[995975,1767697],[997999,1514397],[1002252,1767962],[1002532,1514222],[1004045,1773884],[1006543,1520634],[1007970,1521020],[1014512,2035385],[1014792,1527207],[1022920,1275145],[1023025,1023429],[1036074,1809600],[1036291,1810052],[1038371,1558133],[1042819,1810270],[1042911,1557634],[1047950,1048357],[1048591,1303746],[1053124,1307517],[1058465,2070636],[1058557,1575281],[1062552,1317964],[1072169,1847741],[1076796,1331984],[1079539,1084071],[1085175,1613944],[1088179,1607196],[1089606,1607582],[1096148,1856655],[1096428,1613769],[1098272,1617882],[1110147,1367864],[1119195,1891236],[1119412,1891688],[1121492,1644179],[1125940,1891906],[1126032,1643680],[1129612,2139336],[1129984,1650354],[1131657,1650245],[1131874,1650697],[1138598,2146894],[1138690,1656475],[1141367,1397861],[1143631,1148043],[1147402,1147809],[1157744,1416041],[1157849,1158253],[1159947,1418330],[1160404,1931770],[1161059,1932163],[1162213,1683006],[1162705,1686973],[1174050,1434124],[1184270,1445028],[1188803,1448799],[1198315,1968692],[1198532,1969144],[1205492,1209833],[1208235,1737825],[1209662,1738211],[1211688,1742295],[1213917,1969907],[1214289,1735675],[1215962,1735566],[1216179,1736018],[1222903,1977465],[1222995,1741796],[1231524,1997298],[1244530,1774059],[1245725,2009889],[1246380,2010282],[1247534,1767311],[1248026,1771278],[1257154,2244115],[1257246,1775215],[1258520,1777211],[1259175,1777604],[1268623,1528360],[1271366,1275898],[1277002,1527382],[1280006,1539387],[1281433,1539773],[1282270,1286682],[1286041,1286448],[1288255,1548907],[1288776,2049063],[1290099,1809709],[1301974,1564240],[1313319,1575780],[1326733,2079687],[1326919,2083954],[1327574,2084347],[1329848,1847355],[1337022,1862970],[1338695,1862861],[1338912,1863313],[1340257,1866861],[1343200,2085475],[1343292,1858336],[1344566,1860332],[1345221,1860725],[1360687,2110651],[1360904,2111103],[1370607,1893495],[1372034,1893881],[1374060,1897965],[1375338,2122921],[1376661,1891345],[1386206,2340492],[1386385,1898513],[1388323,1900934],[1400722,1405063],[1403465,1652504],[1404892,1652890],[1406918,1656974],[1409519,1668870],[1411192,1668761],[1411409,1669213],[1412262,1416794],[1414526,1417898],[1439760,1689754],[1443256,1704620],[1451893,2187020],[1457463,2188964],[1457555,1965267],[1457692,2192892],[1460121,1968801],[1462868,1979135],[1465708,1983617],[1468575,1982915],[1469230,1983308],[1473012,2193821],[1473191,1978541],[1475129,1980962],[1490251,2212785],[1490437,2217052],[1491092,2217445],[1493366,1996912],[1500540,2012527],[1502213,2012418],[1502430,2012870],[1503775,2016418],[1516998,2017416],[1533398,1779849],[1535071,1779740],[1535288,1780192],[1536633,1783740],[1540942,1795275],[1541597,1795668],[1542248,1546589],[1544991,1548444],[1566983,1811859],[1568410,1812245],[1570436,1816329],[1578044,1581416],[1582872,2288937],[1586086,2081232],[1587394,2290167],[1587573,2080638],[1593175,2093656],[1598974,2097597],[1603560,2093550],[1614651,2310248],[1620221,2312192],[1620313,2107226],[1620450,2316120],[1622879,2110760],[1625626,2121094],[1628466,2125576],[1631333,2124874],[1631988,2125267],[1658098,1899107],[1660938,1903589],[1663805,1902887],[1664460,1903280],[1670359,1918345],[1673908,1677143],[1695770,1934408],[1697443,1934299],[1697660,1934751],[1699005,1938299],[1707363,1710816],[1712306,2382425],[1714103,2383414],[1715033,2189955],[1716328,2191207],[1716728,2189849],[1722141,2201799],[1742987,2401559],[1746201,2214330],[1747509,2402789],[1747688,2213736],[1750081,2217754],[1753290,2226754],[1759089,2230695],[1785002,2017522],[1790801,2021463],[1795977,1798817],[1817453,2047236],[1820293,2051718],[1823160,2051016],[1823815,2051409],[1833263,1836498],[1840382,2468072],[1841244,2291503],[1842173,2292197],[1849782,2473097],[1852007,2299525],[1867976,2483988],[1870703,2313183],[1871998,2314435],[1872398,2313077],[1877811,2325027],[1884905,2324622],[1902599,2132192],[1908412,2130246],[1936352,2163384],[1939561,2157778],[1945360,2161719],[1950536,1953376],[1962233,2543636],[1963889,2385341],[1971002,2548028],[1972793,2391415],[1982627,2203745],[1990801,2404125],[1991730,2404819],[2001564,2412147],[2014471,2232360],[2020903,2237121],[2023128,2025879],[2028512,2580122],[2030737,2433378],[2056541,2261416],[2063635,2458475],[2086477,2613906],[2088133,2475024],[2097037,2303537],[2099262,2102013],[2105848,2486904],[2114752,2492978],[2133318,2334589],[2140431,2641695],[2142222,2511941],[2152056,2350416],[2170993,2532673],[2183900,2379031],[2204871,2395454],[2221231,2565354],[2245117,2694646],[2246773,2582049],[2255677,2437390],[2257902,2260653],[2273392,2600003],[2351542,2515980],[2367902,2659021] ] cell #3425 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [214480,570840],[221503,793091],[223463,590146],[223648,417310],[249091,634451],[269804,901391],[276977,686447],[279198,499183],[282862,694068],[289885,935050],[291845,713374],[292030,518873],[310044,731962],[326063,765621],[332801,788154],[333318,1013546],[341011,587373],[347384,802808],[348440,802703],[348993,1050948],[350691,808962],[350876,600818],[356166,819545],[358387,611805],[367429,834816],[378884,629514],[379401,1095182],[396497,878942],[397553,878837],[398106,872218],[399804,885096],[399989,667234],[401739,1130617],[404577,681703],[405254,894600],[419772,915838],[421200,917330],[421405,700036],[423131,930113],[423648,1169216],[425026,700877],[431341,710601],[437743,944346],[451390,962204],[451814,962099],[453757,1214922],[456595,535032],[457272,972719],[466724,982945],[474820,995866],[476248,997358],[476453,771589],[478179,760684],[478696,1254537],[480074,772430],[481642,1257590],[483061,1007861],[486050,781502],[499927,1287009],[501883,1035396],[502420,801381],[503302,1290732],[503529,807376],[506140,814801],[506817,1044157],[517023,1057672],[518079,1057567],[520515,614197],[521938,1065763],[527294,1072060],[531793,1077429],[533673,1079714],[535269,1337655],[537485,1084534],[537690,856545],[539551,1343636],[540970,1089497],[543959,855360],[548153,1098905],[554433,865427],[561800,1116763],[562224,1116658],[562748,1118517],[563285,877515],[564167,1377294],[564394,883510],[567005,656161],[567682,1127278],[571861,1130979],[572398,888923],[585243,1148475],[585667,1148370],[587610,1410152],[591125,1158990],[593243,1160447],[593348,915692],[594264,1420348],[595015,922161],[595683,1163531],[598672,923461],[610101,1183629],[610306,712574],[612549,1449767],[613927,716043],[615568,943710],[620750,1197637],[621287,950018],[623099,1460754],[625352,1203256],[627527,957290],[628094,1206125],[629289,1467645],[630708,1209553],[631797,973364],[635472,1215284],[636009,967042],[643067,1225118],[644819,977260],[648423,1231415],[650624,754032],[652922,1236784],[654802,1239069],[656398,1501173],[658614,1243889],[659202,993565],[659659,1245768],[659764,995720],[660680,1507154],[661431,1002189],[662099,1248852],[665088,1003489],[669605,1258563],[669710,1007715],[678464,1269256],[680344,1271541],[681940,1534031],[684156,1276361],[684361,782687],[686222,1540012],[687641,1281324],[690630,1034090],[692111,1287114],[693100,1036011],[695089,1291094],[695626,1038480],[708471,1308590],[708895,1308485],[709956,820005],[710838,1573670],[711065,821052],[714353,1319105],[718126,1321905],[722935,1326962],[723040,1071914],[724681,1328858],[724946,1590797],[727242,1087308],[727801,1076793],[729976,1334786],[730063,1079467],[732983,1338017],[733520,1083101],[734664,1096085],[735332,1341083],[738581,1344609],[738686,1089351],[746738,1098269],[747873,1099267],[748482,859067],[748630,859750],[751920,1360009],[752457,1104577],[753535,1361932],[754269,1623512],[756522,1365628],[758274,1110973],[758697,1111849],[759264,1368497],[760459,1630403],[761878,1371925],[764079,875351],[764653,1119132],[766642,1377656],[767179,1121601],[775371,1131594],[779927,895060],[781739,1655984],[783992,1398486],[786167,1143561],[786734,1401355],[787929,1662875],[789348,1404783],[790437,895245],[794112,1410514],[794649,1153313],[795727,1412437],[799539,1417257],[811562,1432014],[813442,1434299],[815038,1696403],[817254,1439119],[817842,1179836],[818404,935239],[819320,1702384],[820071,936883],[820739,1444082],[823728,1189760],[825209,1449872],[827741,1452842],[827988,1715347],[830007,1197394],[832808,1198252],[833820,1459005],[837231,1213854],[838391,1463561],[840029,1205489],[843200,1468618],[843305,1209407],[844946,1210659],[845211,1470876],[845748,1211797],[849229,1215899],[853785,973179],[855597,1741305],[858382,1485423],[858941,976431],[859576,976551],[863191,1490480],[863296,1231269],[864370,1232291],[864937,1492376],[865202,1750912],[868057,1236148],[869192,1237146],[869801,987205],[869949,987888],[870232,1498304],[870319,1238822],[873239,1501535],[873776,1242456],[875588,1504601],[892469,1013735],[894110,1525234],[894375,1782624],[896671,1005672],[897230,1268620],[899405,1531162],[899492,1271294],[902412,1534393],[902949,1274928],[904093,1014449],[904761,1537459],[908010,1540985],[908115,1281178],[909189,1282200],[909756,1542881],[911636,1032515],[921886,1044617],[922964,1558308],[923698,1815339],[925951,1562004],[927703,1302800],[928126,1303676],[928693,1564873],[929888,1822230],[931307,1568301],[933508,1054081],[934082,1056658],[936071,1574032],[936608,1313428],[937686,1575955],[941498,1580775],[944246,1585951],[946384,1326670],[950288,1328222],[953470,1342416],[955024,1594124],[955271,1593489],[960091,1338632],[961103,1339137],[961712,1083497],[961860,1084180],[970588,1095371],[972229,1611796],[972494,1865745],[975870,1615600],[976117,1871017],[978136,1359766],[980937,1360624],[981949,1621763],[982036,1361685],[986520,1626319],[987079,1110144],[987714,1110264],[988158,1367861],[991329,1631376],[991434,1371779],[993340,1633634],[993877,1374169],[10019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] cell #3426 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874131],[986552],[1052861],[1072968],[1109159],[1172823],[1188540],[1198889],[1264795],[1287992],[1300986],[1312092],[1350841],[1394119],[1395735],[1409164],[1442268],[1480925],[1482541],[1523126],[1525728],[1538862],[1559253],[1609688],[1612290],[1645299],[1650493],[1651979],[1668335],[1685498],[1688100],[1735814],[1737300],[1769803],[1772405],[1777524],[1779314],[1809848],[1811334],[1860645],[1862435],[1877381],[1891484],[1892970],[1901218],[1932083],[1933507],[1933873],[1968940],[1981246],[1996387],[2010202],[2011626],[2011992],[2049347],[2050339],[2084267],[2093184],[2103175],[2110225],[2123205],[2124197],[2161073],[2181055],[2188317],[2193176],[2201005],[2210631],[2230049],[2251824],[2282837],[2290064],[2296635],[2301494],[2310033],[2347676],[2376720],[2383199],[2389282],[2430488],[2435347],[2472882],[2509808],[2579907], [361078,717663],[370648,730389],[445463,837928],[447376,840466],[460373,857919],[469943,870645],[491174,899818],[532950,956827],[548380,747763],[548488,548812],[552905,982362],[555873,986057],[557786,988595],[579316,1016658],[581229,1019196],[588886,1029384],[590664,1031453],[603796,1049375],[621642,1072473],[644130,644463],[644632,1105460],[648879,1105284],[653149,869082],[653257,653581],[654079,1111386],[657674,874239],[679621,1143098],[688097,1154020],[689779,1156171],[699576,1168633],[702544,1172328],[704457,1174866],[712114,1185054],[713892,1187123],[718158,1194888],[733875,960993],[733983,734307],[748373,1232323],[752812,1231828],[757585,757918],[758087,988771],[762334,992386],[771129,1253954],[780282,1264300],[782227,1266870],[795004,1281737],[796917,1284275],[803272,1297287],[807519,1297111],[809480,1299301],[811789,1047812],[811897,812221],[812719,1303213],[816314,1052969],[821195,1314135],[822877,1316286],[825794,1582239],[827317,1324261],[838423,1076162],[840642,844759],[844257,844590],[854140,1350346],[856085,1352916],[858414,1357260],[858891,1361261],[869692,1111881],[879406,1383849],[883653,1383673],[885614,1385863],[887587,1390118],[887894,1390505],[895388,1396699],[903304,1147264],[903412,903736],[917802,1427553],[922241,1427058],[922998,1424570],[924186,1429628],[927014,927347],[927516,1175042],[931763,1178657],[936963,1444495],[937720,1706606],[938876,1447033],[940558,1188648],[954600,1202634],[957322,961603],[962668,1483681],[965706,1476924],[966013,1477311],[973507,1483505],[975446,1487779],[987029,1238398],[997830,1514359],[1002269,1513864],[1003026,1511376],[1004214,1516434],[1006047,1520637],[1006593,1520529],[1006810,1520982],[1014529,1526849],[1015286,1795216],[1017153,1267989],[1019372,1023489],[1022987,1023320],[1032870,1285903],[1032978,1033302],[1034815,1288100],[1037144,1553636],[1037451,1554023],[1037621,1557637],[1042961,1554301],[1044945,1560217],[1048422,1303708],[1058136,1314311],[1058607,1832174],[1062383,1317926],[1079043,1083321],[1081765,1609409],[1082072,1609796],[1085006,1613906],[1087683,1607199],[1088229,1607091],[1088446,1607544],[1096165,1613411],[1096922,1603389],[1117227,1646439],[1120265,1639682],[1120572,1640069],[1120742,1643683],[1126082,1640347],[1128066,1646263],[1129629,1647635],[1129798,1649749],[1130453,1650178],[1138740,1917484],[1140871,1397864],[1143593,1147874],[1148939,1396875],[1151977,1408885],[1152284,1409272],[1154196,1158313],[1157811,1158144],[1159778,1418292],[1161717,1683009],[1162263,1682901],[1162480,1683354],[1168156,1683590],[1173300,1433628],[1184101,1444990],[1184577,1954166],[1200505,1721432],[1200812,1721819],[1207739,1737828],[1208285,1737720],[1208502,1738173],[1210938,1741799],[1213934,1732956],[1214103,1735070],[1214758,1735499],[1223045,1731213],[1241120,1769524],[1241427,1769911],[1244361,1774021],[1247038,1767314],[1247584,1767206],[1247801,1767659],[1253477,1767895],[1256440,1774579],[1257296,2027276],[1257383,1777180],[1266393,2035318],[1270870,1275148],[1273592,1522847],[1273899,1523234],[1276833,1527344],[1279510,1539390],[1280056,1539282],[1280273,1539735],[1282232,1286513],[1284451,1287578],[1289913,1809104],[1290568,1809533],[1309054,1560393],[1312569,1575284],[1326750,1843615],[1329352,1847358],[1329898,1847250],[1330115,1847703],[1332123,1858339],[1335056,1863109],[1336836,1862365],[1337491,1862794],[1342486,1857700],[1343342,1848546],[1343429,1860301],[1352439,1856588],[1362877,1877102],[1363184,1877489],[1370111,1893498],[1370657,1893390],[1370874,1893843],[1373310,1897469],[1376475,1890740],[1377130,1891169],[1386299,1898482],[1387085,2139269],[1402969,1652507],[1403515,1652399],[1403732,1652852],[1406168,1656478],[1409333,1668265],[1409988,1668694],[1411766,1416044],[1414488,1417729],[1420141,1931739],[1436350,1685219],[1436657,1685606],[1439591,1689716],[1447209,1450336],[1455263,1965270],[1456749,1964631],[1457605,1963582],[1459935,1968196],[1460590,1968625],[1462479,1978628],[1467438,1982884],[1473105,1978510],[1473891,1969840],[1490268,1993172],[1492870,1996915],[1493416,1996807],[1493633,1997260],[1495641,2007896],[1498574,2012666],[1500354,2011922],[1501009,2012351],[1506947,2009858],[1516866,2243552],[1528499,1775218],[1531432,1779988],[1533212,1779244],[1533867,1779673],[1539805,1795244],[1544495,1547694],[1566487,1811862],[1567033,1811754],[1567250,1812207],[1569686,1815833],[1578006,1581247],[1583013,2077418],[1585697,2080725],[1587121,2082089],[1587487,2080607],[1588273,2079620],[1590590,2083923],[1593089,2093625],[1603428,2084912],[1618021,2107229],[1619507,2106590],[1620363,2105541],[1622033,2110899],[1622693,2110155],[1623348,2110584],[1625237,2120587],[1630196,2124843],[1657709,1898600],[1662668,1902856],[1669009,1671942],[1690871,1929777],[1693804,1934547],[1695584,1933803],[1696239,1934232],[1706867,1710066],[1712449,2186989],[1714947,2189924],[1715939,2190700],[1716596,2188401],[1726390,2198827],[1743128,2210516],[1745812,2213823],[1747236,2215187],[1747602,2213705],[1748388,2212718],[1750705,2217021],[1753204,2226723],[1760672,2226282],[1778948,2019631],[1784916,2017491],[1813860,2052753],[1817064,2046729],[1822023,2050985],[1828364,1831297],[1838772,2288779],[1840523,2289949],[1842087,2292166],[1851618,2299018],[1862069,2095765],[1868119,2310217],[1870617,2313152],[1871609,2313928],[1872266,2311629],[1882060,2322055],[1895496,2126611],[1902210,2131685],[1904624,1907491],[1912661,2345498],[1939475,2157747],[1946943,2372953],[1962376,2383383],[1971143,2389167],[1972707,2391384],[1982238,2203238],[1984652,1987519],[1988329,2401401],[1991644,2404788],[2001175,2411640],[2020817,2237090],[2030348,2432871],[2040799,2254405],[2060790,2455908],[2074226,2285251],[2078461,2467914],[2086620,2473066],[2096951,2303506],[2114666,2492947],[2140572,2509693],[2142136,2511910],[2151667,2349909],[2154081,2156948],[2170604,2532166],[2195199,2547870],[2245260,2580091],[2255591,2437359],[2273306,2599972],[2341870,2641537] ] cell #3427 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [168460,481604],[174342,686184],[175975,910913],[176130,690104],[197760,539513],[215486,787891],[221585,1029208],[223467,796830],[226580,594226],[232462,819282],[234095,1060470],[234250,823202],[250097,629251],[264022,660642],[269886,899642],[270334,894337],[276981,909313],[283392,695051],[283868,929850],[285296,1170199],[285451,924511],[289967,1184878],[291849,938789],[299908,724908],[310126,730213],[310574,972456],[326593,766604],[327069,760421],[328497,1255520],[328652,1004539],[330255,1006680],[332805,786291],[333400,1266694],[346088,1289744],[347373,802770],[347548,1043710],[349075,1049199],[349523,1043894],[350695,1044858],[356170,1058870],[361790,827950],[374566,845173],[376338,1088316],[378888,627651],[379483,1352740],[387970,865164],[395201,1376306],[396486,878904],[396661,1126831],[398188,870469],[398636,1127015],[399808,1127979],[401246,1129919],[402552,1389291],[405258,1139003],[417599,1158727],[419279,1419198],[419776,1161398],[420585,1162350],[420787,1168078],[420961,695159],[423135,928250],[423730,1168457],[433618,936033],[435677,942168],[437032,943648],[442032,1458660],[446175,955233],[449383,1208372],[451379,962166],[451554,1223794],[453264,1214224],[454570,1476097],[457276,1223308],[461085,976079],[466806,982186],[473861,993302],[474327,1506004],[474824,1246719],[475633,1247671],[475835,1253399],[476009,766712],[478183,758821],[478778,1253778],[482568,1519030],[483065,1259514],[495092,1023903],[496864,1280143],[500009,1549116],[501845,1549817],[501953,1289359],[502809,1290034],[503491,1296524],[504115,1291859],[506821,1043224],[517012,1057634],[517187,1059356],[519162,1318842],[520334,1063978],[521881,827247],[526801,1588568],[527298,1327913],[528969,1329985],[531082,1076731],[533662,1079676],[534776,1336957],[536082,1599942],[537072,1352361],[537246,845281],[540477,1605592],[540974,1345560],[547442,1098207],[549092,1100032],[552442,1621418],[554437,864494],[556585,1109792],[559793,1370744],[561789,1116725],[562306,1115899],[562710,1635863],[562818,1375921],[563674,1376596],[564356,1383086],[564980,1378421],[567686,1126345],[571823,1648779],[571931,1388906],[580028,1141504],[583236,1403602],[585232,1148437],[585407,1139489],[587117,1409454],[588423,1671327],[591129,1418538],[593310,1419554],[595190,1421399],[595687,1163509],[607714,1179573],[608677,1182289],[609486,1442901],[609688,1184499],[609862,936141],[612631,1449008],[616113,1713315],[620712,1717679],[620820,1458275],[622354,1199522],[622606,1460056],[624762,1473741],[625295,954530],[627383,1205427],[628005,957498],[630215,1727837],[630712,1469569],[631759,1482918],[632383,1471641],[635434,1734100],[635542,1475712],[643010,975376],[644108,1226169],[644823,977238],[647930,1748683],[648427,1491431],[650098,1493503],[652211,1236086],[653861,1237911],[654791,1239031],[655905,1500475],[657211,1760057],[658375,993410],[659206,992632],[659726,1506360],[661606,1508205],[662103,1248830],[669672,1519386],[673969,1264039],[675640,1526361],[677753,1268558],[680333,1271503],[681447,1533333],[682753,1791769],[683743,1266315],[683917,1024011],[687148,1797419],[687645,1541936],[692100,1287076],[703256,1301619],[706464,1567120],[708460,1308552],[708977,1307726],[709489,1310582],[710345,1572972],[711027,1313548],[711651,1574797],[714357,1318172],[718088,1839657],[718334,1584115],[720309,1588123],[723002,1588924],[723970,1328160],[727204,1604047],[728346,1848994],[729919,1078973],[730121,840574],[732945,1853358],[733053,1599557],[734587,1339902],[734839,1601338],[735336,1341061],[738648,1605948],[742945,1350085],[744616,1612923],[747283,1868985],[747816,1099329],[747946,859486],[751882,1873349],[751990,1621033],[753524,1361894],[753776,1622814],[756465,1109089],[757563,1366679],[758278,1110951],[758553,1367799],[759175,1112057],[761385,1883507],[761882,1632327],[763553,1634399],[779460,1393105],[780994,1394752],[781246,1655286],[783402,1386935],[783935,1140801],[786023,1400657],[786645,1143769],[788855,1914108],[789352,1664799],[790399,1396112],[791023,1666871],[794074,1920371],[794182,1670942],[795716,1412399],[799300,1158835],[807067,1426797],[808738,1688733],[810851,1431316],[812501,1433141],[813431,1434261],[814545,1695705],[815851,1946328],[817015,1179681],[817846,1178903],[818366,1441178],[820246,1703435],[820743,1444060],[825198,1449834],[827858,1453053],[829969,1717215],[833763,1198819],[836737,1732121],[838353,1970277],[838599,1723384],[840172,957252],[843267,1728193],[844235,1469816],[844950,1210637],[853318,1479911],[854852,1481558],[855104,1740607],[858344,1989214],[858590,1744230],[859010,976992],[860565,1748238],[863258,1749039],[864226,1491678],[864848,1232499],[868602,1998551],[869135,1237208],[869265,987624],[870175,1238328],[870377,988703],[873201,2002915],[873309,1759672],[875095,1761453],[875592,1504579],[883201,1513603],[884872,1773038],[887763,1775942],[889738,1518585],[892431,1523518],[893399,1524536],[896633,1517485],[897775,2027724],[899348,1270800],[899550,1019304],[902374,2032088],[902482,1791384],[904016,1536278],[904268,179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] cell #3428 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [167454,668558],[196754,737534],[225574,801656],[244952,842153],[263016,877790],[277494,906963],[279242,1155707],[279411,911582],[282309,917251],[282363,917371],[299378,951372],[304226,957034],[321924,990282],[325510,997279],[325564,997399],[338619,1020883],[341688,1281944],[343638,1030998],[347246,1037746],[356683,1056520],[358431,1315822],[358600,1061139],[361747,1066378],[372210,840370],[374036,1084455],[374090,1084575],[387440,1105931],[392288,1111593],[396359,1120867],[406403,1137643],[411251,1143305],[414690,1153924],[425070,1429164],[425239,1170868],[428949,1176553],[432018,1444702],[432535,1183550],[432589,1183670],[433968,1186668],[437028,1192140],[446132,1203871],[447881,1206166],[451252,1211063],[458421,1221948],[461042,1225733],[466207,1232035],[471505,988499],[473331,1243810],[473385,1243930],[480118,1515970],[480287,1256189],[482273,1258205],[487438,1527056],[492736,1019100],[494562,1276282],[494616,1276402],[502514,1550616],[504217,1298610],[507966,1297758],[508370,1298846],[512814,1303420],[516253,1314039],[516885,1312694],[521887,1065688],[531078,1332520],[533137,1079508],[533619,1335401],[540182,1344251],[545347,1613618],[547438,1354512],[549049,1356287],[553756,1105188],[556542,1366243],[558291,1368538],[561662,1373435],[561707,1372545],[563379,1636662],[565082,1385172],[568831,1384320],[569235,1385408],[570881,1387370],[572492,1649578],[577199,1396603],[579985,1399101],[581734,1401396],[585105,1406293],[592274,1417178],[592328,1417298],[593284,1679343],[593955,1420045],[594895,1420963],[595056,1427992],[600060,1427265],[605358,1174770],[607184,1439040],[607238,1439160],[614140,942041],[621381,1718478],[622311,1459620],[625301,1203181],[627379,1465379],[627468,1205900],[629920,1468260],[632485,1222800],[634492,1474176],[636103,1734899],[640810,1483409],[643016,1225043],[644104,1486162],[644775,1226908],[649384,1492417],[652207,1496038],[653818,1497813],[654266,1238863],[654748,1498919],[658525,1243067],[659700,1763648],[660371,1506851],[661311,1507769],[661472,1514798],[666476,1514071],[669646,1776306],[670317,1519877],[677749,1528896],[679808,1271335],[680290,1531777],[686853,1540627],[688602,1542922],[691973,1547819],[692018,1805445],[693021,1806194],[693141,1550311],[694109,1550888],[694905,1558527],[695720,1552663],[700427,1297015],[703213,1562619],[704962,1564914],[708333,1569811],[708378,1568921],[711753,1057372],[715502,1580696],[715556,1580816],[715906,825687],[722976,1843781],[723647,1589415],[723966,1589637],[725577,1591412],[729925,1334711],[732003,1598021],[733614,1854157],[734544,1600902],[734705,1351280],[738622,1859427],[739293,1606439],[747822,1355597],[747942,1099864],[752551,1874148],[752999,1361726],[753481,1622378],[756471,1365553],[757559,1627058],[758230,1367418],[758549,1628137],[758638,1368272],[761090,1631018],[764574,1887830],[764694,1636357],[765662,1636934],[766458,1644573],[767273,1638709],[771980,1383577],[775292,1900090],[775412,1649273],[780951,1654850],[783941,1398411],[786019,1660609],[786108,1401130],[788560,1663490],[791125,1138495],[793132,1669406],[794743,1921170],[795191,1412231],[795673,1672287],[797422,1157466],[799450,1678639],[800647,1679724],[802744,1681392],[803415,1422138],[808024,1687647],[810847,1691268],[812458,1693043],[812906,1434093],[813388,1694149],[817165,1438297],[819011,935860],[819951,1702999],[820112,1182378],[821700,1705294],[825071,1710191],[825116,1709301],[827782,1961641],[827854,1713365],[832729,1965396],[832849,1718173],[833769,1458930],[834857,1719790],[837272,1473599],[843241,1974401],[843912,1728684],[844231,1728906],[844902,1470555],[845027,1481815],[845842,1730681],[849150,1980118],[849270,1734594],[854809,1740171],[859016,1226642],[863232,1993338],[863903,1749530],[864222,1749752],[864311,1492151],[865833,1751527],[869141,1497123],[869261,1237743],[870181,1498229],[872259,1758136],[873870,2003714],[876781,1764029],[878878,1765697],[879549,1508944],[884158,1771952],[888189,1776687],[893076,1014356],[893395,1781464],[895006,1783239],[895893,1784414],[899354,1531087],[901432,1789848],[903043,2032887],[903973,1792729],[904134,1265234],[908051,2038157],[908722,1798266],[909041,1798488],[909130,1542656],[911100,1285042],[922428,1558102],[922910,1814205],[925900,1561929],[926988,1818885],[927659,1563794],[927978,1819964],[928067,1564648],[930519,1822845],[934123,1056721],[935091,1828761],[935887,1311366],[936702,1830536],[937150,1575749],[937632,1831642],[939381,1317581],[941409,1579953],[944121,2077912],[944195,1583972],[944387,1839848],[946425,1587981],[949284,1844162],[953881,1603914],[955065,2085885],[955137,1849044],[960012,2089640],[960132,1853852],[961052,1600212],[961172,1339734],[962140,1855469],[962811,1602077],[966308,1859808],[971195,1095992],[971514,1864585],[973125,1866360],[974012,1867535],[975911,2103600],[975983,1869035],[980858,2107355],[980978,1873843],[981898,1621688],[982986,1875460],[987154,1367152],[991370,2116360],[992041,1884354],[993971,1886351],[1002456,1644148],[1002938,1895841],[1006584,1899636],[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] cell #3429 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762935],[867466],[913427],[932364],[947512],[984939],[1025780],[1026205],[1046196],[1062984],[1069129],[1133783],[1134464],[1134889],[1150364],[1171210],[1181875],[1218088],[1218769],[1219194],[1260107],[1260956],[1262076],[1263625],[1294579],[1295004],[1310479],[1346153],[1347002],[1348122],[1349671],[1381141],[1381566],[1389909],[1393002],[1422865],[1424834],[1426383],[1476715],[1479808],[1493997],[1494422],[1509671],[1511640],[1513189],[1520568],[1553427],[1554551],[1556520],[1592194],[1607130],[1615169],[1624009],[1639473],[1640597],[1642566],[1682940],[1683904],[1714621],[1721223],[1731463],[1742870],[1743509],[1767245],[1768209],[1810714],[1832424],[1840265],[1840904],[1847289],[1850300],[1856902],[1892350],[1917734],[1954480],[1970885],[1971524],[1977909],[2029030],[2035632],[2071080],[2140314],[2140953],[2147338], 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] cell #3430 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [125779],[163130],[182908],[205249],[208109],[231623],[234759],[238595],[257807],[280709],[285989],[288849],[292462],[296930],[318619],[332262],[345203],[351474],[356259],[359119],[363810],[378345],[403955],[405347],[414175],[418767],[425644],[431430],[455973],[457365],[484336],[485535],[486139],[496051],[506910],[515327],[542245],[543444],[544048],[567775],[575072],[575485],[586191],[598157],[598761],[638683],[639096],[664573],[665177],[671089],[672546],[698300],[698713],[740065],[741522],[755093],[769853],[770266],[776658],[804187],[805644],[850516],[866621],[880321],[881778],[918617],[919832],[952913],[983966],[998645],[999860],[1040160],[1074905],[1085996],[1097955],[1123281],[1186131],[1194099],[1212398],[1277823],[1315108],[1334479],[1407628],[1530855], [95019,561212],[121213,315567],[125715,472907],[141819,707883],[157787,384992],[161700,391749],[163232,561119],[178342,422592],[182844,606760],[185281,824621],[195229,303687],[201377,463105],[206379,470883],[210292,477640],[224699,914753],[226280,505518],[230193,512275],[231725,707790],[234695,715078],[246134,371588],[246575,538166],[252021,549727],[258720,558605],[263722,566383],[275969,410712],[279576,1031767],[280645,800220],[282117,596958],[287119,604736],[291032,611493],[292564,824528],[293081,1064310],[295127,439317],[304500,628148],[305104,448195],[306002,632998],[323547,659295],[325318,663374],[339801,492114],[340242,684837],[341962,909810],[343664,1155908],[344784,498871],[345305,914660],[345688,696398],[352387,705276],[357389,713054],[358765,1187437],[359834,942179],[368332,369785],[372236,730126],[372504,730777],[373844,735745],[392562,759318],[394064,764168],[394801,767951],[402152,573170],[411525,786788],[412129,582048],[413027,791638],[414716,1029121],[414984,1029772],[416902,1283974],[418251,589826],[418692,591218],[425404,1299615],[430572,817935],[432292,1059367],[432343,822014],[433994,1316023],[435635,1064217],[441632,836216],[444974,837664],[448797,839941],[449123,840165],[454170,636781],[466481,864991],[471531,870382],[471799,871033],[473139,876001],[480452,1386177],[487712,1139500],[488858,490311],[492762,899555],[493030,900206],[494370,905174],[496278,1153495],[496604,1153719],[499684,690115],[500288,688916],[501186,690719],[508396,1429365],[513088,928747],[514590,933597],[516279,1184791],[516547,1185442],[518465,1446732],[520255,714446],[524418,946817],[530316,953572],[534601,956596],[535682,741901],[545621,1223805],[552042,984345],[553782,982099],[554050,982750],[555384,985793],[559207,988070],[559533,988294],[569261,1516171],[577225,1266607],[577493,1267258],[578827,1016394],[582650,1018671],[582976,1018895],[586570,588023],[586942,1281506],[590742,797323],[592082,797736],[593981,1551754],[600334,1043721],[600410,1559916],[605384,1049112],[605652,1049763],[606992,1054731],[608900,1313610],[609226,1313834],[612306,823213],[613808,823817],[618018,1068098],[619233,1069983],[624517,1075715],[627832,852721],[640836,1352653],[641104,1353304],[645547,1101376],[649512,1104759],[649838,1104983],[651445,1108131],[655730,1111155],[656811,882157],[660397,1637800],[666750,1126842],[666826,1645962],[670343,1388236],[672925,682353],[675054,1396174],[675380,1396398],[676987,1139843],[681272,1142867],[685695,909494],[689518,910951],[693751,1681107],[700453,1168370],[700721,1169021],[701378,924522],[702055,1172064],[705878,1174341],[706204,1174565],[710170,1444264],[713970,939282],[715310,939695],[720064,1194441],[721174,1195621],[723673,1720656],[730251,969762],[731466,1207476],[739319,1475042],[744030,1482980],[744356,1483204],[746179,1224386],[749188,1227453],[750403,1229338],[753601,1231597],[755687,1235070],[759002,1000850],[765304,1765412],[772006,1253691],[772274,1254342],[772931,1004550],[773649,1517547],[776022,1518735],[777873,1261810],[778863,786472],[781071,1526618],[783157,1267542],[792370,1029246],[800452,1807051],[806023,815451],[808152,1296586],[808478,1296810],[809558,1045351],[810085,1299958],[814370,1302982],[818793,1059051],[822616,1060508],[828901,1323072],[830866,1324918],[833459,1846535],[841439,1336001],[847507,1604109],[849880,1605297],[851731,1347856],[854929,1613180],[857222,1353808],[860320,1356813],[861430,1357993],[864675,1107472],[870507,1124321],[871722,1369848],[876586,1888687],[884286,1383148],[884612,1383372],[885692,1128472],[886395,1647336],[887994,1647696],[890603,1390851],[891643,899680],[892858,1139184],[900895,1402706],[915608,1419616],[920822,928431],[923030,1426827],[923925,1170237],[925116,1430300],[934329,1184916],[945264,1453916],[948650,1717277],[949089,1967183],[956184,1464728],[958149,1466574],[964514,1732657],[966113,1733017],[968722,1477657],[970977,1223489],[977030,1486590],[978995,1488436],[982224,1234260],[989568,1499519],[992813,1245351],[995636,1506422],[1003058,1513633],[1003953,1255558],[1004917,1774472],[1007631,1519448],[1009596,1521294],[1011785,1266732],[1020169,1532377],[1030461,1544232],[1035952,1550184],[1036129,1289782],[1041200,1049237],[1042415,1043405],[1050452,1566224],[1064929,2077317],[1070670,1843316],[1071830,1588986],[1078347,1595198],[1086553,1857593],[1089267,1606010],[1091232,1607856],[1093421,1352778],[1099823,1616674],[1100070,1356471],[1103209,1872947],[1110743,1627486],[1112708,1629332],[1115937,1374770],[1119073,1636230],[1119250,1376344],[1125536,1126526],[1131535,1649146],[1131712,1389329],[1142455,1659958],[1144420,1661804],[1154993,1672887],[1157248,1418719],[1167455,1168495],[1175839,1694749],[1179084,1440581],[1196639,1964524],[1198193,1718046],[1198370,1458698],[1209323,1728255],[1210429,1729334],[1215840,1734467],[1216017,1476135],[1230025,1992873],[1231185,1749101],[1237702,1755313],[1237949,1497997],[1252776,1253816],[1270174,1787025],[1281094,1797837],[1283059,1799683],[1285248,1549154],[1291827,1291897],[1302570,1819313],[1304535,1821159],[1307764,1571146],[1317363,1318353],[1338573,1853725],[1338750,1599980],[1339693,1854765],[1339940,1601086],[1359011,2106483],[1360565,1873716],[1360742,1621456],[1371695,1883925],[1378389,1378459],[1404553,1914526],[1405659,1915605],[1411070,1920738],[1411247,1671365],[1432932,1941584],[1433179,1693227],[1448006,1449046],[1471609,1471679],[1502091,2003282],[1502268,1760095],[1534949,2032455],[1535126,1791807],[1536069,2033495],[1536316,1792913],[1547185,2043743],[1568071,2062655],[1574765,1574835],[1634367,1634437],[1666839,1666909],[1676579,2154814],[1676826,1926626],[1697321,2172711],[1697498,1946366],[1804718,1804788],[1826194,1826264],[1959277,1959347] ] cell #3431 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [125799],[163205],[182928],[205904],[208177],[231698],[234779],[240435],[258536],[280729],[286644],[288917],[292537],[299002],[319203],[334102],[345278],[352203],[356914],[359187],[365893],[380185],[406027],[406634],[414289],[418835],[426228],[432159],[436386],[458045],[458652],[485649],[486419],[487579],[496164],[508197],[515911],[543558],[544328],[545488],[569062],[570239],[575185],[576857],[586042],[598271],[600201],[633850],[638796],[640468],[664687],[666617],[668001],[672397],[698413],[700085],[722334],[736977],[741373],[755207],[769966],[771638],[773428],[801099],[805495],[832172],[847286],[862590],[866734],[877233],[881629],[888641],[915387],[948429],[949736],[966760],[980301],[983817],[995415],[1007410],[1071609],[1082819],[1089046],[1097732],[1102988],[1104295],[1153031],[1193876],[1209102],[1230964],[1242174],[1274646],[1280873],[1334256],[1356248],[1371474],[1404332],[1437404],[1497774],[1530632],[1567850],[1600863],[1693004],[1792690],[1926403] ] cell #3432 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [331393,774361],[340912,1026949],[343589,796716],[343916,590655],[377476,848219],[404478,1145352],[413933,907245],[416874,689592],[421723,916320],[431242,1182619],[433919,938675],[434246,713883],[456496,959081],[476771,996348],[485293,1021165],[485951,1265475],[495796,793408],[503991,1037937],[505330,1037824],[506041,1305467],[508321,1044744],[508648,809471],[515496,1056802],[518437,822690],[529396,1073648],[543202,842435],[543860,1351521],[564856,1121058],[566195,1120945],[566906,1113640],[569186,1127865],[569513,885605],[571448,1388111],[574817,901708],[575654,1137925],[593851,1161284],[595540,1162975],[597486,922989],[597915,1176835],[598573,1428233],[600382,923999],[608418,935367],[616416,1192881],[632259,1211254],[632810,1211141],[635059,1474917],[638428,732279],[639265,1222230],[650525,1233003],[660267,1246605],[661956,1248296],[663902,1003017],[664331,990564],[664989,1515039],[666798,1004027],[668747,1518029],[670213,1259400],[673710,1013863],[690531,1547897],[693210,1288856],[693663,1036273],[694676,1551629],[696808,1042887],[698045,1051265],[698882,1298040],[711527,1312885],[712866,1312772],[716184,825785],[717629,1321653],[723543,1327799],[728649,1333261],[730741,1335518],[732570,1598762],[735189,1340527],[736273,1096913],[737723,1604591],[739189,1345446],[742686,1095499],[747586,1355253],[754851,1106213],[763429,1373626],[763980,1373513],[764763,1375418],[765216,1119394],[766229,1637675],[768361,1126008],[769598,872535],[770435,1384602],[775481,1388403],[775934,1131856],[790899,1406484],[791450,1406371],[793699,1670147],[797905,1417460],[800725,1419118],[800838,1161127],[801845,1680401],[803311,1422158],[804534,1168086],[806808,1169533],[820596,1443526],[822542,937711],[823629,1710269],[825438,942005],[827221,1192200],[832918,1457772],[833371,1198514],[835424,1720531],[837894,1463309],[840233,1206091],[840877,1466120],[842342,1726836],[843808,1469455],[846000,1222971],[849339,1475209],[849792,1216161],[857885,1485171],[859789,1226928],[863799,1491317],[866366,983262],[868905,1496779],[870997,1499036],[872826,1758877],[875445,1504045],[876170,1244092],[876859,1505924],[876972,1246448],[877979,1764706],[879445,1508964],[880668,1253407],[882942,1254854],[888267,1518950],[888380,1259243],[898078,1529637],[900170,1531894],[901999,1790589],[904618,1536903],[905702,1015277],[907152,1796418],[908618,1541822],[912115,1287326],[913921,1548010],[915282,1289441],[917440,1551921],[917893,1291971],[932858,1570002],[933409,1569889],[934645,1057336],[935658,1829502],[937790,1058533],[939864,1580978],[944312,1583795],[949362,1588488],[949475,1327642],[951136,1590378],[951561,1845829],[954072,1343268],[954504,1332580],[956793,1595951],[956877,1335331],[960201,1599054],[960654,1338894],[962707,1602097],[962940,1352369],[966386,1605512],[966499,1345289],[975350,1354572],[976533,1355545],[977174,1099431],[977351,1100144],[981047,1620530],[981500,1360886],[982714,1622495],[983553,1876201],[986023,1626067],[987927,1367438],[988362,1368463],[989006,1628878],[990471,1882506],[991937,1632213],[994504,1116975],[995310,1376003],[997468,1637967],[997921,1378533],[1007305,1388988],[1012101,1138459],[1014154,1906802],[1016624,1658539],[1018963,1401321],[1019607,1661350],[1021072,1913107],[1022538,1664685],[1024730,1138666],[1028069,1670439],[1028522,1411391],[1029736,1672404],[1034184,1677413],[1047635,1692009],[1049727,1694266],[1051556,1945148],[1054175,1699275],[1054900,1439322],[1055702,1182670],[1056709,1950977],[1058175,1704194],[1059398,1184507],[1061672,1450084],[1063478,1710382],[1066308,1713180],[1066495,1963359],[1068598,1457531],[1071504,1458357],[1072439,1718799],[1076225,1473821],[1077395,1723064],[1078947,1465439],[1082445,1727757],[1082558,1469298],[1084219,1470575],[1084644,1729939],[1085097,1471753],[1088941,1475794],[1093737,1222764],[1095790,1986830],[1098871,1743910],[1099303,1226098],[1099956,1226205],[1103921,1748603],[1104034,1491160],[1105051,1492342],[1105695,1750493],[1106120,1995386],[1109063,1496098],[1110246,1497071],[1110887,1237310],[1111064,1238023],[1111352,1756066],[1111436,1498849],[1114760,1759169],[1115213,1502412],[1117266,1762212],[1135746,1265526],[1137407,1782205],[1137832,2024559],[1140343,1257222],[1140775,1528956],[1143064,1787778],[1143148,1531707],[1146472,1790881],[1146925,1535270],[1148978,1793924],[1149211,1266323],[1152657,1797339],[1152770,1541665],[1153787,1542847],[1154431,1799229],[1156523,1285564],[1167771,1298574],[1168985,1814322],[1169824,2054931],[1172294,1817894],[1174198,1563814],[1174633,1564839],[1175277,1820705],[1176742,2061236],[1178208,1824040],[1180775,1308802],[1181581,1311647],[1183739,1829794],[1184192,1574909],[1185406,1831759],[1189854,1836768],[1192710,1841439],[1194951,1588203],[1198793,1589697],[1202156,1603473],[1203801,1848859],[1203988,1848323],[1208997,1599639],[1209932,1600160],[1210573,1339301],[1210750,1340014],[1220051,1351572],[1221712,1865326],[1222137,2100693],[1225663,1868850],[1225850,2105318],[1227953,1620289],[1230859,1621115],[1231794,1874469],[1231878,1622308],[1236750,1878734],[1237182,1366608],[1237835,1366715],[1238302,1628197],[1241800,1883427],[1241913,1632056],[1243999,1885609],[1244452,1634511],[1253092,1385136],[1254306,1895958],[1255145,2128789],[1258322,2132788],[1260425,1388162],[1263331,1395290],[1264266,1905070],[1267222,1907953],[1268052,1387015],[1269222,1909335],[1270774,1660669],[1274272,1914028],[1274385,1664528],[1276046,1665805],[1276471,1916210],[1276924,1666983],[1280768,1671024],[1281703,1921491],[1281787,1672217],[1284042,1415281],[1287617,1927637],[1295861,1428284],[1296878,1687572],[1297522,1936764],[1297947,2164815],[1300890,1691328],[1302073,1692301],[1302714,1432540],[1302891,1433253],[1303179,1942337],[1303263,1694079],[1306587,1945440],[1307040,1697642],[1309093,1948483],[1313902,1705219],[1314546,1953788],[1316638,1448322],[1322079,1715208],[1323783,1716641],[1328824,1966604],[1333090,1722336],[1339173,1469745],[1339826,1469852],[1344368,2204341],[1346471,1474968],[1349377,1482096],[1350312,1985098],[1353268,1987981],[1355082,1990996],[1357323,1748318],[1361165,1749812],[1366173,1998416],[1366360,1997880],[1371369,1759754],[1375086,1516786],[1382423,1515090],[1383440,1771877],[1384084,2014883],[1384509,2233791],[1387940,2020169],[1390181,1518665],[1394023,1781524],[1396466,1784339],[1397110,2026291],[1397386,1516911],[1399031,2027589],[1399218,2027053],[1404227,1791466],[1405162,1791987],[1405803,1535677],[1405980,1536390],[1411670,1798548],[1414043,1545753],[1416942,1803684],[1417367,2044348],[1417820,1804862],[1421080,2263958],[1423183,1551680],[1426089,1558808],[1427024,2053199],[1427108,1814135],[1429980,1571462],[1431980,2057464],[1432412,1562984],[1433065,1563091],[1433532,1820024],[1437030,2062157],[1437143,1823883],[1439229,2064339],[1439682,1826338],[1444461,2069620],[1444545,1831572],[1446800,1578799],[1450375,2075766],[1459550,2082438],[1459737,2080252],[1463735,1593350],[1468377,2306096],[1474746,2096303],[1476987,1605227],[1480829,1864645],[1483272,1867460],[1483916,2102425],[1485597,1870878],[1487301,1872311],[1505196,1646030],[1507886,2327569],[1509989,1637726],[1512895,1644854],[1513830,2127057],[1513914,1895771],[1518455,1901479],[1518803,1905906],[1520159,1647741],[1525200,2136033],[1526815,2137775],[1526899,1907766],[1529466,1908607],[1535549,1664975],[1536202,1665082],[1540744,2148372],[1546688,1925700],[1547329,1676187],[1547506,1676900],[1551458,2160425],[1553699,1681037],[1557541,1936083],[1559984,1700426],[1562549,2167845],[1562736,2167309],[1567745,1946025],[1575188,1953107],[1577561,1708125],[1580885,2184604],[1581338,1959421],[1591529,2387727],[1592512,1720582],[1598591,2205928],[1605017,1981507],[1605365,1985934],[1606721,1733062],[1611762,2207586],[1613377,2209328],[1613461,1987794],[1626903,1765480],[1631135,2418718],[1635024,1773576],[1637504,2229401],[1639745,1765342],[1643587,2014202],[1647601,2236253],[1648527,2024314],[1654780,2241078],[1654967,2238892],[1656382,2025610],[1658965,1785177],[1663607,2239680],[1669976,2036745],[1676059,1802854],[1676712,1802961],[1680827,2049608],[1681175,1818730],[1682531,1807096],[1689271,1826851],[1703116,2279542],[1719635,1846603],[1720360,2294693],[1721495,1846465],[1727262,2098142],[1732922,2302669],[1733848,2100448],[1740101,2307494],[1740288,2305308],[1741703,2101744],[1751644,2489290],[1754781,1889518],[1758706,2329156],[1765132,2123466],[1766836,1888732],[1775122,2130695],[1775277,2135697],[1783356,2337686],[1790418,2134375],[1796844,1918890],[1807882,1941052],[1822962,2360809],[1843581,2385167],[1845584,1968014],[1846255,2193437],[1846880,1967228],[1858243,2202248],[1858398,2207250],[1866477,2398551],[1876030,2407315],[1878398,2007955],[1882932,2231240],[1898426,2235938],[1913533,2022008],[1929836,2057128],[1937915,2448096],[1944977,2265545],[1961266,2077446],[1965174,2291952],[1966268,2083010],[1978454,2302354],[1993138,2486730],[1995812,2316665],[2016034,2500114],[2061662,2162264],[2077298,2186938],[2080551,2384852],[2107133,2404574],[2213649,2486415] ] cell #3433 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [125780],[163131],[182909],[205250],[208106],[231624],[234760],[238596],[257804],[280710],[285990],[288846],[292463],[296927],[318679],[332263],[345204],[351471],[356260],[359116],[363870],[378346],[403952],[405348],[414176],[418764],[425704],[431427],[455970],[457366],[484396],[485536],[486136],[496048],[506911],[515387],[542305],[543445],[544045],[567776],[575069],[575545],[586124],[598158],[598758],[638680],[639156],[664574],[665174],[669203],[672479],[698297],[698773],[738179],[741455],[755094],[769850],[770326],[774546],[802301],[805577],[848404],[866618],[878435],[881711],[916505],[917896],[952017],[983899],[996533],[997924],[1038009],[1073833],[1085100],[1097888],[1121130],[1184195],[1194032],[1211326],[1276927],[1312957],[1334412],[1406556],[1530788], 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] cell #3434 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [282475,1421847],[325676,1508653],[347365,1552368],[374202,1601786],[396478,1638414],[401296,1132281],[420837,1423761],[432701,1703883],[447920,1725522],[451371,1730386],[453314,1216586],[473497,1761901],[475885,1510567],[494728,1793613],[502859,1292396],[517004,1830241],[533204,1850980],[533654,1851136],[534826,1348169],[537122,1602580],[558330,1881192],[561781,1886056],[563724,1378958],[581773,1911793],[585224,1916657],[587167,1150411],[592440,1927326],[607350,1948172],[609738,1705797],[614098,1450781],[622656,1461298],[624945,1723494],[627234,1971650],[627533,1972086],[627701,1478865],[649423,1995112],[654333,2000537],[654783,2000693],[655955,1511687],[658251,1762695],[679875,2029710],[680325,2029866],[681497,1262123],[683793,1794407],[688641,2039931],[692092,2044795],[705001,2059922],[708452,2064786],[710395,1310526],[710976,1572713],[715668,2075455],[716024,1320198],[720492,1584225],[726887,1848639],[729778,2087103],[730244,1348365],[753066,2108837],[753516,2108993],[753826,1624056],[756115,1879164],[758404,2113609],[758703,2114045],[758871,1641623],[781296,1393049],[781877,1653921],[783585,1909765],[785874,2141079],[786173,2141515],[786341,1392059],[795258,2151029],[795708,2151185],[796880,1155560],[797222,911617],[797461,1925513],[799176,1675085],[808063,2164541],[812973,2169966],[813423,2170122],[814595,1424881],[816891,1948966],[819536,1701442],[819986,1446407],[821739,2180187],[825190,2185051],[829652,1712960],[831294,1967034],[836857,1969972],[855154,1479855],[855735,1739242],[860748,1744340],[864077,2215316],[864376,2215752],[864544,1752215],[867143,1998196],[870034,2220201],[870500,1511883],[884197,2233517],[889921,1518529],[894591,1780603],[895041,1538678],[895932,2243463],[896316,2027369],[899207,2245743],[899673,1262319],[906607,1796918],[908896,2254534],[909195,2254970],[909363,1278570],[910944,1030853],[911167,2042454],[922495,2267477],[922945,2267633],[923255,1556567],[923836,1813276],[925544,2057894],[927833,2272249],[928132,2272685],[928300,1555577],[934946,1576229],[935245,1827857],[937217,2282199],[937667,2282355],[938839,1315675],[939181,1061174],[939420,2073642],[941135,1834440],[946010,1839352],[947189,2082218],[958577,2091278],[968040,1605091],[972710,1863724],[973160,1342302],[974051,2309879],[974702,2310728],[977781,1868630],[979423,1870197],[981751,2314531],[982217,1624252],[984986,2111931],[992682,1887039],[1002523,2331088],[1002973,2331244],[1003283,1642613],[1003864,1894912],[1008382,1647792],[1009023,1901572],[1010024,2136463],[1011103,1913607],[1013442,1667183],[1013741,1904117],[1014783,2340201],[1015233,2340357],[1015587,2139401],[1025882,1919384],[1028773,2350512],[1029239,1150607],[1031152,2153574],[1039478,1680901],[1042807,2361987],[1043106,2362423],[1043274,1686040],[1044148,1935162],[1044598,1165856],[1044908,1429017],[1045250,1170903],[1045489,2176407],[1045873,2167625],[1048764,2366872],[1049230,1425077],[1056164,1951477],[1056373,1705515],[1058453,2375663],[1058752,2376099],[1058920,1441328],[1060501,1186523],[1060724,2182710],[1067262,2187500],[1069176,2191303],[1080272,2198956],[1090018,1733113],[1090659,1981600],[1091660,2208016],[1092739,1727336],[1095078,1471953],[1095377,1984145],[1096419,2401066],[1096869,2401222],[1097476,2401983],[1100063,1745378],[1100569,1988909],[1101748,1989725],[1113136,1999763],[1115930,1762891],[1122599,1765206],[1125928,2419896],[1126227,2420332],[1126395,1770345],[1127269,2013281],[1127719,1251177],[1128029,1515823],[1128371,1256224],[1128610,2006978],[1129310,1785270],[1130870,2427252],[1132922,2020196],[1133460,2240858],[1134566,2031101],[1136208,2025059],[1137496,1794125],[1138586,2428137],[1138885,2428573],[1139053,1523668],[1144848,2249918],[1160973,2444581],[1161448,1550397],[1164052,1807147],[1164693,2049701],[1165694,1808714],[1166773,2061736],[1168022,2448384],[1168488,1556763],[1169112,1293291],[1169411,2052246],[1170230,1298701],[1170453,2278257],[1171257,2270571],[1178953,2065769],[1181552,2067513],[1184443,2460922],[1184909,1310722],[1186822,2284744],[1193620,2289361],[1201760,1846329],[1204755,2295818],[1206669,2299621],[1213615,1593443],[1215175,2482300],[1217227,2096330],[1217765,2307274],[1218871,1852371],[1220513,2101193],[1221801,1602298],[1222891,2483185],[1223190,2483621],[1223358,1610230],[1226617,1870041],[1228531,2104030],[1237942,1880202],[1239627,2112747],[1246294,2496599],[1246769,1636443],[1249373,1888783],[1250014,2123559],[1251015,1890350],[1252094,1883006],[1253343,2500402],[1253809,1642809],[1254433,1379853],[1254732,2126104],[1255551,1385263],[1255774,2119617],[1256874,1908634],[1257068,2503198],[1258409,2506919],[1259089,2334171],[1259564,1649359],[1259621,2132288],[1261003,2337974],[1263302,2136708],[1266259,2507753],[1266725,1393245],[1272099,2345627],[1283487,2354687],[1289073,1679334],[1289303,2522509],[1289425,1419406],[1289775,1419826],[1290985,2366015],[1291890,1682030],[1293037,2160452],[1293575,1930856],[1294681,2171357],[1296323,2165315],[1297611,1423479],[1299000,2372446],[1304963,21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] cell #3435 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [244565],[254939],[303668],[315548],[321537],[338232],[348606],[361304],[371225],[384629],[391730],[393524],[397719],[410693],[416682],[422573],[428562],[445689],[451980],[460599],[470520],[472888],[472980],[477621],[481830],[491751],[498852],[500093],[505155],[512256],[514050],[518245],[533712],[538147],[539739],[562390],[566020],[579542],[585833],[589463],[590669],[591199],[594452],[604373],[606741],[606833],[611474],[612715],[613268],[627530],[628129],[629477],[632635],[654841],[659276],[660868],[680383],[684818],[686410],[690096],[690356],[692701],[709061],[712691],[713897],[714427],[715059],[715151],[725134],[727500],[729828],[730057],[732325],[753574],[758700],[759299],[760647],[763805],[786170],[786769],[788117],[791275],[793454],[795766],[796753],[800201],[800293],[809485],[813481],[817916],[823194],[823454],[825799],[830265],[836907],[839882],[842472],[864373],[864972],[865390],[867756],[870084],[870313],[872581],[885619],[896929],[899257],[899486],[901754],[907282],[909192],[909791],[911675],[923003],[924503],[928129],[928728],[930076],[933234],[935413],[937725],[938712],[942160],[942252],[946060],[947802],[953513],[978394],[981801],[982030],[983308],[985036],[988011],[990601],[1003031],[1004531],[1013909],[1015291],[1015637],[1018612],[1021202],[1028823],[1029052],[1031149],[1043103],[1043702],[1044781],[1046486],[1048814],[1049043],[1051311],[1056839],[1058749],[1059348],[1061232],[1068039],[1069226],[1080885],[1095545],[1096927],[1097526],[1100619],[1102361],[1104700],[1106250],[1108072],[1117021],[1126224],[1126823],[1127902],[1134073],[1137962],[1138882],[1139481],[1139784],[1153436],[1155839],[1161321],[1168072],[1168301],[1169579],[1170961],[1171307],[1174282],[1176872],[1184493],[1184722],[1186819],[1193670],[1195562],[1206719],[1218378],[1222267],[1223187],[1223786],[1224327],[1226965],[1227394],[1228581],[1240240],[1244129],[1246642],[1253393],[1253622],[1254900],[1256282],[1258406],[1259437],[1261053],[1266309],[1266538],[1272712],[1287372],[1289353],[1296527],[1298077],[1298997],[1299899],[1308848],[1313551],[1315954],[1323013],[1327836],[1334050],[1335942],[1344452],[1345483],[1347099],[1352355],[1352584],[1356042],[1357934],[1367475],[1369091],[1375915],[1383089],[1384639],[1385559],[1386929],[1388167],[1388900],[1390792],[1396115],[1401949],[1413608],[1417497],[1419557],[1421164],[1422195],[1429296],[1435470],[1439359],[1450130],[1458269],[1464669],[1469492],[1470612],[1473735],[1474973],[1475706],[1477598],[1482921],[1486531],[1491354],[1497568],[1499460],[1506363],[1507970],[1509001],[1516102],[1517488],[1517859],[1519389],[1530426],[1532318],[1541859],[1543475],[1551685],[1563851],[1565467],[1581015],[1588117],[1588927],[1591613],[1599551],[1600657],[1602134],[1604050],[1604421],[1605951],[1621027],[1627427],[1632250],[1637731],[1646842],[1659899],[1664722],[1665842],[1670936],[1672828],[1680231],[1692798],[1694690],[1704231],[1717218],[1720587],[1728196],[1729275],[1732163],[1748232],[1749042],[1759666],[1762249],[1764536],[1791378],[1792484],[1793961],[1797778],[1803721],[1819254],[1824077],[1842822],[1845659],[1872888],[1883866],[1914467],[1915546],[1926197],[1927674],[1945937],[1948520],[1960945],[1992379],[2043684],[2062596],[2075803], [95025,561193],[125617,657474],[141825,707864],[160719,755991],[163111,560756],[182746,816114],[185287,824602],[188677,831170],[205230,651698],[224705,914734],[229212,925420],[231604,707427],[234597,940358],[238576,721427],[257444,556099],[269417,1009900],[280547,1034615],[285970,810338],[290051,1056040],[292443,824165],[296567,621868],[309657,1091536],[332243,890856],[333484,1136084],[341232,1151093],[345184,914297],[351111,702770],[356240,934582],[378326,968975],[379567,1220389],[403592,780508],[404798,1262805],[405328,1012038],[414156,1026495],[423814,1296199],[431067,819508],[455610,854366],[456816,1348851],[457346,1093674],[478862,1382761],[485516,1135179],[485776,894563],[495481,1150461],[506361,1425563],[506891,1167708],[543425,1219484],[543685,972682],[567226,1512369],[567756,1253029],[571203,1008995],[574502,1262173],[598138,1295294],[598398,1044120],[634814,1090631],[638113,1348219],[650845,1624738],[664554,1381856],[664814,1127241],[668877,1132331],[694431,1164665],[697730,1424931],[737853,1216636],[755074,1494712],[765984,1249986],[769283,1511737],[801975,1292446],[803066,1294188],[835179,1331194],[866051,1624106],[878109,1379008],[879200,1380750],[917570,1423811],[951691,1461348],[962462,1472850],[975050,1744390],[997598,1510617],[1057930,1577126],[1067610,1584275],[1084774,1602630],[1148733,1668080],[1183869,1705847],[1205103,1723544],[1276601,1794457],[1400333,1909815] ] cell #3436 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [125796],[163172],[182925],[205325],[208142],[231665],[234776],[238671],[257879],[280726],[286065],[288882],[292504],[297002],[318424],[332338],[345245],[351546],[356335],[359152],[363615],[378421],[404027],[405423],[414256],[418800],[425449],[431502],[436187],[456045],[457441],[484141],[485616],[486211],[496129],[506986],[515132],[542050],[543525],[544120],[567851],[570040],[575150],[575290],[586046],[598238],[598833],[633651],[638761],[638901],[664654],[665249],[667870],[672401],[698378],[698518],[722135],[736846],[741377],[755174],[769931],[770071],[773432],[800968],[805499],[832041],[847290],[862391],[866699],[877102],[881633],[888510],[915391],[948433],[949605],[966629],[980170],[983821],[995419],[1007414],[1071613],[1082688],[1089050],[1097736],[1102992],[1104164],[1152900],[1193880],[1209106],[1230968],[1242043],[1274515],[1280877],[1334260],[1356252],[1371478],[1404336],[1437273],[1497778],[1530636],[1567854],[1600867],[1693008],[1792694],[1926407] ] cell #3437 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [208412],[261237],[289152],[319000],[322786],[354904],[359422],[364191],[388867],[419070],[426025],[429811],[434860],[440295],[467091],[484717],[501373],[509393],[515708],[519494],[524788],[542626],[574148],[575866],[586846],[592660],[600944],[608611],[614706],[637759],[639477],[671459],[673201],[673903],[685895],[699094],[709262],[740435],[742177],[742879],[770647],[773346],[779063],[779233],[791933],[806299],[807001],[847204],[852921],[853091],[882433],[883135],[886269],[891206],[921022],[921192],[948347],[964388],[969325],[984621],[1001050],[1001220],[1005143],[1035826],[1040763],[1070544],[1086779],[1102906],[1107672],[1118947],[1123884],[1131409],[1160813],[1196865],[1198067],[1215714],[1229899],[1233823],[1246134],[1258929],[1327328],[1338447],[1344975],[1354057],[1359237],[1360439],[1410944],[1454165],[1468984],[1490846],[1501965],[1534823],[1541351],[1595447],[1616923],[1631742],[1664214],[1697195],[1755562],[1787274],[1823569],[1855014],[1941833],[2033744],[2155063] ] cell #3438 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [282478,1421842],[325679,1508648],[347363,1552374],[374205,1601781],[396476,1638420],[401291,1132287],[420832,1423767],[432704,1703878],[435650,1450773],[447923,1725517],[451369,1730392],[453309,1216592],[473500,1761896],[475880,1510573],[494731,1793608],[502854,1292402],[516562,1572705],[517002,1830247],[520466,1320089],[533329,1850848],[533652,1851142],[534821,1348175],[537117,1602586],[558333,1881187],[561779,1886062],[563719,1378964],[577508,1653913],[581776,1911788],[585222,1916663],[587162,1150417],[590757,1925505],[592443,1927321],[607353,1948167],[609108,1701310],[609589,1444218],[609733,1705803],[622651,1461304],[624940,1723500],[627229,1971695],[627669,1971968],[627696,1218967],[641119,1739234],[649426,1995107],[654458,2000405],[654781,2000699],[655950,1511693],[658246,1762701],[675262,1780471],[675743,1537595],[680000,2029578],[680323,2029872],[681492,1262129],[683788,1794413],[688644,2039926],[689726,2042322],[690207,797113],[692090,2044801],[700736,1813268],[705004,2059917],[708450,2064792],[710214,1573987],[710363,1827739],[710390,1310532],[713985,2073634],[715671,2075450],[720487,1584231],[726882,1848684],[729784,2087137],[730236,1092355],[744238,1863592],[744719,1341219],[753191,2108705],[753514,2108999],[753821,1624062],[756110,1879170],[758399,2113654],[758839,2113927],[758866,1381339],[772289,1894904],[777059,1901440],[781115,1666061],[781264,1903999],[781291,1393055],[783580,1909771],[785869,2141124],[786309,2141397],[786336,1134662],[795383,2150897],[795706,2151191],[796699,910936],[796848,2153456],[796875,910764],[799171,1675091],[808066,2164536],[808360,1935030],[808841,1163667],[809573,2176399],[813098,2169834],[813421,2170128],[814590,1424887],[816886,1948972],[819133,1703277],[821742,2180182],[822824,2182578],[823305,939072],[825188,2185057],[829647,1713005],[831289,1967040],[836863,1970006],[850917,1981468],[854973,1470831],[855122,1984027],[855149,1479861],[860743,1744346],[864072,2215361],[864512,2215634],[864539,1494195],[867138,1998241],[870040,2220235],[870492,1251710],[884200,2233512],[884494,2013149],[884975,1248988],[885707,2006970],[886439,1785138],[889889,2020078],[889916,1518535],[894188,1793007],[895935,2243458],[896311,2027414],[899213,2245777],[899665,1010719],[906223,1029231],[906602,1796924],[908891,2254579],[909331,2254852],[909358,1025978],[919018,2049569],[922620,2267345],[922943,2267639],[923074,1291049],[923223,2052128],[923250,1556573],[924133,2278125],[924614,1045141],[925539,2057900],[927828,2272294],[928268,2272567],[928295,1294777],[937342,2282067],[937665,2282361],[938658,1060493],[938807,2284626],[938834,1060321],[941130,1834446],[946016,1839386],[947184,2082263],[958572,1855194],[964558,1593311],[968008,2096212],[968035,1605097],[972307,1601180],[974054,2309874],[974697,2311967],[977776,1868675],[979418,1617103],[981757,2314565],[982209,1363748],[984992,2111965],[992677,1635091],[999046,2123427],[1002648,2330956],[1002971,2331250],[1003102,1377611],[1003251,2125986],[1003278,1642619],[1004161,2119485],[1004642,1128262],[1005325,1908516],[1008063,2132322],[1008377,1647847],[1010019,2136469],[1011098,1913613],[1014908,2340069],[1015231,2340363],[1015593,2139435],[1025877,1919439],[1028779,2350546],[1035996,1419274],[1036407,2365305],[1039446,2160334],[1039473,1680907],[1042802,2362032],[1043242,2362305],[1043269,1426156],[1043745,1421241],[1044727,1170222],[1044876,2372328],[1044903,1170050],[1045868,2167670],[1048770,2366906],[1049222,1166389],[1055780,1184901],[1056159,1951483],[1058448,2375708],[1058888,2375981],[1058915,1181648],[1067257,2188739],[1069182,2191337],[1070714,1715169],[1075306,2193398],[1080267,1975344],[1086961,1722245],[1089699,2203875],[1090013,1733168],[1091655,2208022],[1092734,1727342],[1096544,2400934],[1096867,2401228],[1097482,2403057],[1100055,1487022],[1100575,1988943],[1101743,1744547],[1113131,1755742],[1115922,1505274],[1119117,1506080],[1119528,2218634],[1122567,2229310],[1122594,1765212],[1125923,2419941],[1126363,2420214],[1126390,1512962],[1126866,1508047],[1127848,1255543],[1127997,2225657],[1128024,1255371],[1128923,2026587],[1131579,1519106],[1131990,2425199],[1133455,2240903],[1134561,2031156],[1135824,1266717],[1136203,2025065],[1138581,2428182],[1139021,2428455],[1139048,1263398],[1144843,2033924],[1160968,2445820],[1160995,1549866],[1161195,1289767],[1161416,2451401],[1161443,1289521],[1163733,2263492],[1164047,1807202],[1165689,1552586],[1166768,2061742],[1168028,2448418],[1168480,1295939],[1171263,2270605],[1178948,1826918],[1181547,2067568],[1184449,2460956],[1193626,2290435],[1197047,1841348],[1198237,1588644],[1198648,2291346],[1201728,2294602],[1201755,1846335],[1204750,2085250],[1206675,2090526],[1213228,1847857],[1215884,1605668],[1216295,2480247],[1217760,2307319],[1218866,1852426],[1220129,1352763],[1220508,2101199],[1222886,2483230],[1223326,2483503],[1223353,1349444],[1226612,1616942],[1228537,1869445],[1230069,1870839],[1237934,1627918],[1239622,1879371],[1246289,2497838],[1246316,1635912],[1246516,1376329],[1246737,2317548],[1246764,1376083],[1249054,2327103],[1249368,1888838],[1251010,1638632],[1252089,1883012],[1253349,2500436],[1253801,1382501],[1257063,2503243],[1259084,2335410],[1259111,1648828],[1259311,1389314],[1259532,2505109],[1259559,1389068],[1261009,2338008],[1263297,2136763],[1266265,2507787],[1272094,2144773],[1283482,2155243],[1288795,2528209],[1288938,1419131],[1289038,1419161],[1289309,2523583],[1291882,1422069],[1293570,1681335],[1294676,2171412],[1296318,2165321],[1304958,1942013],[1307749,1700504],[1318217,1708192],[1326044,1962893],[1327483,2546926],[1327510,1717728],[1327710,1458683],[1327931,2384583],[1327958,1458437],[1330262,2387261],[1330576,1967334],[1334006,2194089],[1338617,1727913],[1339925,1729766],[1342135,1730604],[1343109,2552356],[1345130,2396275],[1345157,1734149],[1345357,1476120],[1345578,2554222],[1345605,1475874],[1347055,2398873],[1349343,2208316],[1352311,2556900],[1355998,1745105],[1359419,1990905],[1360609,1748759],[1364127,1995892],[1367122,1755581],[1369047,1999011],[1375357,2407683],[1375500,1505937],[1375600,1505967],[1375871,2569666],[1378444,1508875],[1380132,1765640],[1381238,2001983],[1382880,2234297],[1386885,2574530],[1388003,2238113],[1388342,2575706],[1388485,1518963],[1388585,1518993],[1388856,2424288],[1399980,2243890],[1401905,2249166],[1411114,1797495],[1412990,2258228],[1415359,1549139],[1415738,2045013],[1418583,1545820],[1426055,2267933],[1433164,1819745],[1434852,2058101],[1446240,1830459],[1449031,1578877],[1452126,2467505],[1453350,2079473],[1457372,2611537],[1457711,2468681],[1457854,1588501],[1457954,1588531],[1458225,2613099],[1469139,2480593],[1469166,1853407],[1469366,1599965],[1469614,1599719],[1470259,1855033],[1471664,1602008],[1472232,1855412],[1473691,2617731],[1474809,2304529],[1475148,2618907],[1475291,1605525],[1475391,1605555],[1475662,2479336],[1489562,2104852],[1491001,2626115],[1491028,1873398],[1491228,1621441],[1491476,1621195],[1494094,2109293],[1497524,1879929],[1502135,1883583],[1505653,1886274],[1512861,2331544],[1517017,2636807],[1530382,2340760],[1534993,1914184],[1536301,1916037],[1538511,1916875],[1541506,2348659],[1541533,1920420],[1541733,1671350],[1541981,1671104],[1543431,2353935],[1545719,2155461],[1551521,2359242],[1563498,1941852],[1565423,2168440],[1574820,1704105],[1576508,1951911],[1579256,2185269],[1582891,2543140],[1583937,1713193],[1584034,1713278],[1588073,2669205],[1594632,1969693],[1598654,2397772],[1599136,1727770],[1599236,1727800],[1599507,2554544],[1600613,1975902],[1603579,2674249],[1616108,2212571],[1620130,2679919],[1620612,1748616],[1620712,1748646],[1620983,2681481],[1631897,2570923],[1631924,2002964],[1632124,1760080],[1632372,1759834],[1634422,1762123],[1634990,2004969],[1637567,2417151],[1664369,2425545],[1664396,2032137],[1664596,1791792],[1664844,1791546],[1665489,2033763],[1666894,1793835],[1667462,2034142],[1670039,2252577],[1670521,1797352],[1670621,1797382],[1670892,2436260],[1676811,2044175],[1692754,2058659],[1697365,2062313],[1700883,2065004],[1708091,2286631],[1716747,2718329],[1720423,2471860],[1723206,1848872],[1723303,1848957],[1744052,1868863],[1744149,1868948],[1748188,2727325],[1754747,2111652],[1758769,2499335],[1759251,1883440],[1759351,1883470],[1759622,2633733],[1786459,2139122],[1790481,2336907],[1790963,1914041],[1791063,1914071],[1791334,2505431],[1792440,2145331],[1803368,2155082],[1804773,1927548],[1823724,2524840],[1823751,2172393],[1823951,1946351],[1824199,1946105],[1826249,1948394],[1826817,2174398],[1829394,2373706],[1845550,2189525],[1872417,2766905],[1876093,2562190],[1878876,1998429],[1878973,1998514],[1906694,2426331],[1909477,2027602],[1909574,2027687],[1926153,2258786],[1941018,2270292],[1945040,2447317],[1945522,2062170],[1945622,2062200],[1945893,2593493],[1959332,2075677],[1966746,2082451],[1966843,2082536],[1986722,2481379],[2024280,2336196],[2054823,2525626],[2057606,2167858],[2057703,2167943],[2100414,2397061],[2128681,2571709],[2136175,2241091],[2136272,2241176],[2207728,2307507],[2207825,2307592] ] cell #3439 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [244568],[254942],[303666],[315546],[321540],[323121],[338235],[348609],[361299],[371220],[384624],[391728],[393527],[397722],[410691],[416685],[422571],[428565],[430146],[445684],[451983],[460594],[470515],[472886],[477619],[481825],[491746],[498850],[500096],[505150],[512254],[514053],[518248],[519829],[533715],[538145],[539734],[562393],[566015],[579537],[585836],[589458],[590672],[591197],[592995],[594447],[604368],[606739],[611472],[612718],[613271],[627666],[628127],[629472],[632630],[654844],[659274],[660863],[680386],[684816],[686405],[690094],[690247],[690351],[692704],[709064],[712686],[713900],[714425],[715057],[716223],[725129],[727495],[729823],[730199],[732320],[753577],[758836],[759297],[760642],[763800],[786306],[786767],[788112],[791270],[793449],[795769],[796745],[796845],[800199],[809488],[813484],[817914],[823192],[823345],[823449],[825802],[830260],[836902],[839886],[842464],[864509],[864970],[865385],[867751],[870079],[870455],[872576],[885622],[896924],[899252],[899628],[901749],[907274],[909328],[909789],[910899],[923006],[924501],[924654],[928265],[928726],[930071],[933229],[935408],[937728],[938704],[938804],[942158],[946055],[947797],[953517],[978389],[981796],[982172],[983303],[985031],[988015],[990593],[1003034],[1004529],[1004682],[1013904],[1015294],[1015632],[1018616],[1021194],[1028818],[1029194],[1043239],[1043700],[1044773],[1044873],[1046481],[1048809],[1049185],[1051306],[1056831],[1058885],[1059346],[1060456],[1068043],[1069221],[1080880],[1095540],[1096930],[1097521],[1100614],[1102356],[1104704],[1106242],[1108076],[1117016],[1126360],[1126821],[1127894],[1127994],[1134068],[1137954],[1139018],[1139479],[1139788],[1153440],[1161313],[1161413],[1168067],[1168443],[1169574],[1170185],[1171302],[1174286],[1176864],[1184488],[1184864],[1193665],[1195566],[1206714],[1218373],[1222259],[1223323],[1223784],[1224331],[1226957],[1227398],[1228576],[1240235],[1244121],[1246634],[1246734],[1253388],[1253764],[1254895],[1255506],[1259429],[1259529],[1261048],[1266304],[1266680],[1272707],[1287367],[1289348],[1289730],[1296531],[1298069],[1299903],[1308843],[1313555],[1323017],[1327828],[1327928],[1334045],[1335946],[1345475],[1345575],[1347094],[1352350],[1352726],[1356037],[1357938],[1367467],[1369086],[1375910],[1376292],[1383093],[1384631],[1386924],[1388895],[1389277],[1390796],[1396119],[1401944],[1413603],[1417489],[1419070],[1419561],[1422187],[1435465],[1439351],[1450125],[1458264],[1458646],[1464673],[1469484],[1470604],[1473730],[1475701],[1476083],[1477602],[1482925],[1486535],[1491346],[1497563],[1499464],[1505876],[1506367],[1508993],[1517492],[1518902],[1519393],[1530421],[1532322],[1541851],[1543470],[1563843],[1565462],[1581007],[1588112],[1588440],[1588931],[1599546],[1600652],[1602126],[1604054],[1605464],[1605955],[1621022],[1627431],[1632242],[1646890],[1659903],[1664714],[1665834],[1670931],[1672832],[1692793],[1694694],[1704223],[1712357],[1717222],[1728200],[1729279],[1732211],[1748227],[1749046],[1759661],[1762241],[1791373],[1792479],[1793953],[1797782],[1803713],[1819258],[1824069],[1842870],[1872892],[1883870],[1914471],[1915550],[1926192],[1927666],[1945932],[1948512],[1992427],[2043688],[2062600],[2075795], [95026,393567],[125620,472577],[141826,514093],[160722,555449],[163109,560751],[182749,606430],[185288,613311],[188680,619298],[205228,651693],[224706,692744],[229215,702120],[231602,707422],[234600,714748],[238574,721422],[257439,556094],[269420,777938],[280550,799890],[285968,810333],[290054,818858],[292441,824160],[296562,621863],[309660,851796],[332241,890851],[333487,892923],[341235,906678],[345182,914292],[351106,702765],[356238,934577],[378324,968970],[379570,971042],[403587,780503],[404801,1011174],[405326,1012033],[414154,1026490],[423817,1042480],[431062,819503],[455605,854361],[456819,1092810],[457344,1093669],[478865,1125601],[485514,1135174],[485771,894558],[495473,1150456],[506364,1166844],[506889,1167703],[543423,1219479],[543680,972677],[567229,1252165],[567754,1253024],[571198,1008990],[574494,1262168],[598136,1295289],[598393,1044115],[634809,1090626],[638105,1348214],[650848,1364203],[664552,1381851],[664809,1127236],[668869,1132326],[694426,1164660],[697722,1424926],[737845,1216631],[755072,1494707],[765979,1249981],[769275,1511732],[801967,1292441],[803061,1294183],[835174,1331189],[866043,1624101],[878101,1379003],[879195,1380745],[917562,1423806],[951683,1461343],[962457,1472845],[975042,1744385],[997590,1510612],[1057925,1577121],[1067602,1584270],[1084766,1602625],[1148728,1668075],[1183861,1705842],[1205095,1723539],[1276593,1794452],[1400325,1909810] ] cell #3440 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [95027],[125651],[141827],[160782],[163145],[182780],[185289],[188740],[205298],[224707],[229275],[231638],[234631],[238644],[257377],[269480],[280581],[286038],[290114],[292477],[296500],[309720],[332311],[333547],[341300],[345218],[351044],[356308],[360323],[378394],[379630],[403525],[404866],[405396],[414229],[423877],[431000],[455543],[456884],[457414],[478925],[480849],[485589],[485709],[495409],[506429],[506959],[538758],[543498],[543618],[567294],[567824],[570172],[574430],[598211],[598331],[619957],[633783],[638041],[650913],[664627],[664747],[667800],[693400],[697658],[722267],[736776],[751127],[755147],[764953],[769211],[775671],[800898],[831971],[833108],[849529],[862523],[865979],[877032],[888440],[949535],[960391],[966559],[974906],[980100],[981237],[1028259],[1067466],[1082618],[1104094],[1114950],[1146662],[1152830],[1204959],[1226821],[1241973],[1274445],[1306777],[1367331],[1400189],[1437203],[1470468],[1563707],[1665698],[1803577] ] cell #3441 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [95028],[125677],[141828],[161280],[163178],[182806],[185290],[190267],[205877],[224708],[229773],[231671],[234657],[240408],[258087],[271007],[280607],[286617],[290612],[292510],[298553],[311247],[334075],[334598],[341326],[345251],[351754],[356887],[360523],[380158],[380681],[404892],[405578],[406607],[414262],[424928],[431710],[456910],[457596],[458625],[479976],[481049],[485622],[487130],[495414],[506455],[508170],[538958],[543531],[545039],[567320],[569035],[570307],[574435],[598244],[599752],[620157],[633918],[638046],[650939],[664660],[666168],[667805],[693535],[697663],[722402],[736781],[751327],[755180],[765088],[769216],[775806],[800903],[831976],[833243],[849664],[862658],[865984],[877037],[888445],[949540],[960526],[966564],[974911],[980105],[981372],[1028394],[1067471],[1082623],[1104099],[1115085],[1146797],[1152835],[1204964],[1226826],[1241978],[1274450],[1306912],[1367336],[1400194],[1437208],[1470473],[1563712],[1665703],[1803582] ] cell #3442 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [208419],[261193],[289159],[318911],[322728],[354860],[359429],[364102],[388759],[419077],[425936],[429753],[434816],[440187],[467076],[484628],[501329],[509285],[515619],[519436],[524773],[542537],[574040],[575777],[586752],[592602],[600929],[608503],[614691],[637651],[639388],[671444],[673107],[673795],[685782],[699005],[709247],[740420],[742083],[742771],[770558],[773331],[778950],[779218],[791915],[806205],[806893],[847189],[852808],[853076],[882339],[883027],[886254],[891188],[920909],[921177],[948332],[964373],[969307],[984527],[1000937],[1001205],[1005125],[1035811],[1040745],[1070529],[1086761],[1102891],[1107559],[1118932],[1123866],[1131394],[1160795],[1196847],[1198052],[1215699],[1229884],[1233805],[1246116],[1258911],[1327310],[1338432],[1344957],[1354039],[1359219],[1360424],[1410929],[1454147],[1468966],[1490828],[1501950],[1534808],[1541333],[1595429],[1616905],[1631724],[1664196],[1697180],[1755544],[1787256],[1823551],[1854996],[1941815],[2033726],[2155045] ] cell #3443 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [244567],[254941],[303665],[315545],[321539],[338234],[348608],[361298],[371219],[384623],[391727],[393526],[397721],[410690],[416684],[422570],[428564],[445683],[451982],[460593],[470514],[472885],[472982],[477618],[481824],[491745],[498849],[500095],[505149],[512253],[514052],[518247],[533714],[538144],[539733],[562392],[566014],[579536],[585835],[589457],[590671],[591196],[594446],[604367],[606738],[606835],[611471],[612717],[613270],[627598],[628126],[629471],[632629],[654843],[659273],[660862],[680385],[684815],[686404],[690093],[690350],[692703],[709063],[712685],[713899],[714424],[715056],[715153],[725128],[727494],[729822],[730129],[732319],[753576],[758768],[759296],[760641],[763799],[786238],[786766],[788111],[791269],[793448],[795768],[796744],[800198],[800295],[809487],[813483],[817913],[823191],[823448],[825801],[830259],[836901],[839884],[842463],[864441],[864969],[865384],[867750],[870078],[870385],[872575],[885621],[896923],[899251],[899558],[901748],[907273],[909260],[909788],[911677],[923005],[924500],[928197],[928725],[930070],[933228],[935407],[937727],[938703],[942157],[942254],[946054],[947796],[953515],[978388],[981795],[982102],[983302],[985030],[988013],[990592],[1003033],[1004528],[1013903],[1015293],[1015631],[1018614],[1021193],[1028817],[1029124],[1031217],[1043171],[1043699],[1044772],[1046480],[1048808],[1049115],[1051305],[1056830],[1058817],[1059345],[1061234],[1068041],[1069220],[1080879],[1095539],[1096929],[1097520],[1100613],[1102355],[1104702],[1106241],[1108074],[1117015],[1126292],[1126820],[1127893],[1134067],[1137953],[1138950],[1139478],[1139786],[1153438],[1155911],[1161312],[1168066],[1168373],[1169573],[1170963],[1171301],[1174284],[1176863],[1184487],[1184794],[1186887],[1193664],[1195564],[1206713],[1218372],[1222258],[1223255],[1223783],[1224329],[1226956],[1227396],[1228575],[1240234],[1244120],[1246633],[1253387],[1253694],[1254894],[1256284],[1258474],[1259428],[1261047],[1266303],[1266610],[1272706],[1287366],[1289347],[1296529],[1298068],[1299065],[1299901],[1308842],[1313553],[1316026],[1323015],[1327827],[1334044],[1335944],[1344520],[1345474],[1347093],[1352349],[1352656],[1356036],[1357936],[1367466],[1369085],[1375909],[1383091],[1384630],[1385627],[1386923],[1388239],[1388894],[1390794],[1396117],[1401943],[1413602],[1417488],[1419559],[1421232],[1422186],[1429368],[1435464],[1439350],[1450124],[1458263],[1464671],[1469483],[1470603],[1473729],[1475045],[1475700],[1477600],[1482923],[1486533],[1491345],[1497562],[1499462],[1506365],[1508038],[1508992],[1516174],[1517490],[1517863],[1519391],[1530420],[1532320],[1541850],[1543469],[1551757],[1563842],[1565461],[1581006],[1588111],[1588929],[1591681],[1599545],[1600651],[1602125],[1604052],[1604425],[1605953],[1621021],[1627429],[1632241],[1637803],[1646846],[1659901],[1664713],[1665833],[1670930],[1672830],[1680235],[1692792],[1694692],[1704222],[1717220],[1720659],[1728198],[1729277],[1732167],[1748226],[1749044],[1759660],[1762240],[1764540],[1791372],[1792478],[1793952],[1797780],[1803712],[1819256],[1824068],[1842826],[1845663],[1872890],[1883868],[1914469],[1915548],[1926191],[1927665],[1945931],[1948511],[1960949],[1992383],[2043686],[2062598],[2075794], [95029,561190],[125619,657403],[141829,707861],[160721,755852],[163108,560750],[182748,816043],[185291,824599],[188679,831031],[205227,651692],[224709,914731],[229214,925281],[231601,707421],[234599,940287],[238573,721421],[257438,556093],[269419,1009761],[280549,1034544],[285967,810332],[290053,1055901],[292440,824159],[296561,621862],[309659,1091397],[332240,890850],[333486,1135945],[341234,1150952],[345181,914291],[351105,702764],[356237,934576],[378323,968969],[379569,1220250],[403586,780502],[404800,1262664],[405325,1012032],[414153,1026489],[423816,1296060],[431061,819502],[455604,854360],[456818,1348710],[457343,1093668],[478864,1382622],[485513,1135173],[485770,894557],[495472,1150455],[506363,1425422],[506888,1167702],[543422,1219478],[543679,972676],[567228,1512228],[567753,1253023],[571197,1008989],[574493,1262167],[598135,1295288],[598392,1044114],[634808,1090625],[638104,1348213],[650847,1624597],[664551,1381850],[664808,1127235],[668868,1132325],[694425,1164659],[697721,1424925],[737844,1216630],[755071,1494706],[765978,1249980],[769274,1511731],[801966,1292440],[803060,1294182],[835173,1331188],[866042,1624100],[878100,1379002],[879194,1380744],[917561,1423805],[951682,1461342],[962456,1472844],[975041,1744384],[997589,1510611],[1057924,1577120],[1067601,1584269],[1084765,1602624],[1148727,1668074],[1183860,1705841],[1205094,1723538],[1276592,1794451],[1400324,1909809] ] cell #3444 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [95031],[125653],[141831],[160784],[163144],[182782],[185293],[188742],[205297],[224711],[229277],[231637],[234633],[238643],[257376],[269482],[280583],[286037],[290116],[292476],[296499],[309722],[332310],[333549],[341302],[345217],[351043],[356307],[360322],[378393],[379632],[403524],[404868],[405395],[414228],[423879],[430999],[455542],[456886],[457413],[478927],[480848],[485588],[485708],[495408],[506431],[506958],[538757],[543497],[543617],[567296],[567823],[570171],[574429],[598210],[598330],[619956],[633782],[638040],[650915],[664626],[664746],[667799],[693399],[697657],[722266],[736775],[751126],[755146],[764952],[769210],[775670],[800897],[831970],[833107],[849528],[862522],[865978],[877031],[888439],[949534],[960390],[966558],[974905],[980099],[981236],[1028258],[1067465],[1082617],[1104093],[1114949],[1146661],[1152829],[1204958],[1226820],[1241972],[1274444],[1306776],[1367330],[1400188],[1437202],[1470467],[1563706],[1665697],[1803576] ] cell #3445 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [125805],[163140],[182934],[205259],[208094],[231633],[234785],[238605],[257792],[280735],[285999],[288834],[292472],[296915],[318409],[332272],[345213],[351459],[356269],[359104],[363600],[378355],[403940],[405357],[414185],[418752],[425434],[431415],[436172],[455958],[457375],[484126],[485545],[486124],[496036],[506920],[515117],[542035],[543454],[544033],[567785],[570025],[575057],[575275],[586028],[598167],[598746],[633636],[638668],[638886],[664583],[665162],[667855],[672383],[698285],[698503],[722120],[736831],[741359],[755103],[769838],[770056],[773414],[800953],[805481],[832026],[847272],[862376],[866606],[877087],[881615],[888495],[915373],[948415],[949590],[966614],[980155],[983803],[995401],[1007396],[1071595],[1082673],[1089032],[1097718],[1102974],[1104149],[1152885],[1193862],[1209088],[1230950],[1242028],[1274500],[1280859],[1334242],[1356234],[1371460],[1404318],[1437258],[1497760],[1530618],[1567836],[1600849],[1692990],[1792676],[1926389] ] cell #3446 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [401354,1130033],[417246,1156449],[421071,1163017],[453372,1214338],[476119,1248338],[499163,1283809],[502917,1290148],[503812,1291343],[518809,1316564],[534884,1337071],[535012,1337252],[537356,1340569],[563782,1376710],[564677,1377905],[587225,1409568],[587353,1409749],[590167,1413839],[595298,1421513],[600754,1429906],[609972,1443568],[611785,1446567],[622714,1460170],[628060,1466162],[629535,1467827],[632080,1471125],[656013,1500589],[656141,1500770],[658485,1504087],[661714,1508319],[667170,1516712],[681555,1533447],[681683,1533628],[684027,1536945],[686468,1540194],[697587,1559582],[700857,1559751],[710453,1573086],[710581,1573267],[711348,1574281],[713395,1577357],[718377,1584159],[730397,1335373],[730667,1596590],[734947,1601452],[753884,1622928],[754012,1623109],[759230,1628920],[760705,1630585],[763250,1633883],[769140,1645628],[772410,1645797],[781354,1655400],[781482,1655581],[786700,1661392],[788175,1663057],[790720,1666355],[799410,1677455],[801361,1680048],[804576,1687986],[808983,1689067],[814653,1695819],[814781,1696000],[817125,1699317],[819566,1702566],[820354,1703549],[825810,1190507],[827410,1713042],[838642,1723428],[840000,1724683],[840454,1465962],[846779,1482870],[855212,1740721],[855340,1740902],[858633,1744274],[859730,1745299],[864903,1750535],[865448,1751094],[870653,1498891],[870923,1756705],[875203,1761567],[875331,1761748],[877495,1764353],[880710,1772291],[885117,1773372],[887806,1775986],[888903,1777011],[894621,1782806],[899826,1531749],[900096,1788417],[904376,1793279],[909722,1799271],[913742,1804234],[915324,1806810],[915859,1806836],[919179,1814540],[923313,1814755],[923441,1814936],[928659,1820747],[930134,1822412],[932679,1825710],[938569,1312421],[941369,1836810],[941839,1064088],[943762,1583622],[949998,1844486],[954693,1848721],[956673,1595833],[962982,1612176],[965925,1859107],[967022,1860132],[972740,1865927],[975539,1868712],[976746,1616930],[977281,1870131],[982370,1622350],[982640,1875108],[986771,1879098],[987868,1880123],[988129,1880353],[988583,1628720],[993586,1885918],[995352,1888446],[995887,1888472],[999207,1896176],[1003341,1896391],[1003469,1896572],[1006140,1899313],[1007347,1900706],[1007882,1900732],[1017372,1909699],[1018730,1910954],[1019184,1661192],[1025509,1396064],[1029392,1672259],[1029662,1922130],[1031679,1415804],[1033942,1926992],[1034070,1927173],[1035621,1929126],[1035645,1929544],[1037363,1930545],[1038460,1931570],[1043633,1936806],[1044178,1937365],[1049383,1694121],[1049653,1942976],[1053933,1947838],[1054061,1948019],[1056225,1183373],[1059279,1953830],[1059440,1442154],[1063299,1958793],[1071546,1966012],[1072081,1966038],[1073187,1966968],[1076267,1732776],[1076845,1722891],[1081984,1974081],[1083081,1975106],[1084160,1976096],[1085343,1740506],[1087776,1979341],[1088983,1980734],[1089518,1980760],[1098321,1743737],[1099492,1989807],[1099516,1745120],[1104557,1994043],[1104818,1994273],[1105272,1750335],[1109252,1998278],[1110459,1755569],[1110994,1999697],[1111232,1755948],[1118742,2007245],[1118766,2007663],[1120484,2008664],[1121581,2009689],[1126754,2014925],[1127299,2015484],[1131204,2018980],[1131228,2019398],[1136269,1266229],[1139412,2026333],[1140964,2027451],[1142944,1787660],[1149253,1525614],[1152196,2037837],[1153293,2038862],[1153554,2039092],[1154008,1799071],[1156179,1545795],[1159011,2044657],[1160639,2046620],[1161810,2047442],[1163552,2048861],[1168641,1814177],[1168911,2053838],[1173042,2057828],[1174139,2058853],[1174400,2059083],[1174854,1820547],[1179857,2064648],[1181623,1311641],[1185062,1831614],[1185332,2070259],[1185478,1572871],[1187349,1579322],[1189612,2075121],[1189740,2075302],[1194993,1843435],[1197862,2081438],[1197886,2081856],[1198982,2082300],[1200724,2083719],[1202679,1858106],[1207832,2088863],[1209039,2090256],[1209574,2090282],[1210145,1855021],[1210680,2091212],[1211777,2092237],[1215509,2095114],[1215533,2095532],[1220574,1352275],[1223717,2102467],[1224517,2102957],[1226283,1869594],[1230901,2107971],[1231436,2107997],[1231674,1874351],[1236200,1878561],[1237371,2112829],[1237395,1879944],[1241339,2116040],[1242436,2117065],[1245960,2120478],[1247131,2121300],[1248873,2122719],[1253962,1895813],[1254232,2127696],[1258755,2131576],[1263373,1395284],[1265014,2136397],[1266878,1907808],[1267148,2138414],[1268094,1647455],[1268672,1909162],[1273811,2143510],[1274908,2144535],[1275987,2145525],[1277170,1655185],[1279603,2148770],[1280810,2150163],[1281345,2150189],[1281583,1921373],[1284263,1675152],[1291319,2159236],[1296384,1428987],[1296645,2163702],[1297099,1936606],[1299527,1700949],[1301079,2167707],[1302286,1941840],[1302821,2169126],[1303059,1942219],[1310593,1442235],[1312311,2178093],[1313408,2179118],[1313669,2179348],[1314123,1953630],[1316294,1708167],[1319126,2184913],[1322196,2187537],[1323203,2188099],[1324306,1965037],[1327154,2190591],[1328274,1966431],[1329445,2192201],[1331411,1978519],[1338242,2198176],[1338266,2198594],[1339362,2199038],[1339386,1975917],[1341104,2200457],[1344801,2203129],[1349419,1482090],[1351060,2207950],[1352924,1987836],[1353194,2209967],[1353955,1988518],[1357365,1992992],[1360234,2214536],[1360258,2214954],[1363096,2216817],[1366793,1999160],[1370204,2221961],[1371411,2223354],[1371946,2223380],[1374149,2225335],[1377881,2228212],[1382946,1515793],[1383207,2232678],[1383661,2014725],[1386089,1505719],[1390223,1520821],[1390513,2024356],[1393116,1525695],[1394212,2240940],[1395954,2242359],[1396233,2242624],[1396687,2026133],[1397909,1774985],[1403062,2247503],[1404269,2248896],[1404804,2248922],[1405375,2033751],[1405910,2249852],[1407007,2250877],[1410739,2253754],[1410763,2254172],[1416883,2258980],[1419747,2261597],[1426131,1558802],[1426904,2053081],[1429636,1826893],[1431430,2057291],[1432601,2271469],[1432625,2058674],[1436569,2274680],[1437666,2275705],[1442361,2279940],[1444103,2281359],[1444341,2069502],[1447021,1834507],[1453097,2289398],[1453276,2289489],[1454063,2078650],[1454551,2080616],[1463852,2295855],[1464859,2296417],[1468810,2298909],[1469930,2090675],[1471101,2300519],[1477029,1607383],[1477319,2100490],[1479922,1612257],[1481018,2307356],[1482760,2308775],[1483039,2309040],[1483493,2102267],[1485714,2310765],[1487824,2106996],[1490672,2313819],[1492963,2315429],[1501760,2321404],[1501784,2321822],[1504622,2323685],[1506553,2325208],[1512937,1644848],[1513710,2126939],[1516442,1635066],[1517676,2333760],[1519579,2334770],[1520682,1650460],[1520970,2136530],[1524650,2135860],[1525821,2338872],[1526695,2137657],[1527787,1898491],[1534618,2344847],[1534642,2345265],[1535738,2345709],[1535762,2145346],[1537480,2347128],[1541177,2349800],[1546901,2155070],[1547436,2354621],[1548533,2355646],[1550331,2157947],[1553741,1683193],[1554031,1941094],[1556634,1688067],[1559472,2363488],[1560205,1949033],[1563169,2168589],[1566580,2368632],[1567787,2370025],[1568322,2370051],[1570525,2372006],[1574257,2374883],[1589117,2385522],[1594379,2388616],[1594558,2388707],[1595345,2195388],[1604238,2394625],[1606141,2395635],[1607244,1735781],[1607532,2208083],[1611212,2207413],[1612383,2399737],[1613257,2209210],[1615855,2402020],[1616034,2402111],[1617309,2213714],[1626610,2408477],[1631568,2411531],[1633859,2413141],[1636377,2226923],[1639787,1767498],[1640077,1754823],[1642680,1772372],[1645518,2421397],[1646251,1762762],[1647481,2236135],[1648506,2423342],[1649293,2237290],[1649737,2240820],[1649781,1777189],[1659082,2429708],[1660089,2430270],[1664040,2432762],[1665160,2249315],[1666331,2434372],[1676248,2441209],[1676272,2258801],[1677990,2442628],[1683054,1809815],[1683342,2057961],[1688193,2449282],[1696990,2455257],[1697014,2455675],[1699852,2457538],[1710905,2466056],[1717406,2469503],[1718193,2292366],[1719342,2470504],[1721537,1847542],[1721827,1845626],[1728386,2475205],[1732802,2302551],[1733827,2478390],[1734614,2303706],[1735058,2307236],[1735102,1860310],[1749232,2487085],[1754494,2490179],[1754673,2490270],[1767359,1891451],[1767647,1879231],[1772498,2501300],[1774567,2333646],[1786206,2509142],[1786385,2509233],[1787172,2342059],[1797968,2516161],[1803039,2354084],[1804210,2520263],[1807861,2522637],[1809092,2167587],[1809136,1931748],[1818437,2529003],[1823395,2532057],[1825686,2533667],[1837345,2541923],[1843461,2385049],[1845297,2545817],[1845476,2545908],[1847403,1968907],[1847691,1967101],[1853085,2549459],[1853872,2391584],[1857688,2394511],[1873076,2559833],[1873863,2404988],[1884056,2565535],[1889497,2568720],[1890728,1998158],[1890772,2009867],[1905613,2577529],[1914657,2582230],[1920098,2585415],[1920885,2437559],[1940765,2597204],[1940944,2597295],[1958769,2608325],[1964619,2469389],[1967993,2612706],[1968184,2082180],[1968228,2083932],[1985641,2620730],[1993018,2486612],[2002642,2628648],[2003429,2493147],[2024027,2639484],[2024206,2639575],[2031815,2643126],[2032602,2512110],[2062786,2659202],[2068227,2662387],[2077406,2186975],[2077495,2186998],[2100161,2676926],[2100340,2677017],[2106578,2559719],[2109952,2681088],[2137422,2693446],[2172071,2709388],[2172858,2600172],[2208975,2725396],[2268592,2749581],[2332203,2773972] ] cell #3447 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [244569],[254943],[303664],[315544],[321541],[338236],[348610],[361297],[371218],[384622],[391726],[393528],[397723],[410689],[416686],[422569],[428566],[445682],[451984],[460592],[470513],[472884],[472984],[477617],[481823],[491744],[498848],[500097],[505148],[512252],[514054],[518249],[533716],[538143],[539732],[562394],[566013],[579535],[585837],[589456],[590673],[591195],[594445],[604366],[606737],[606837],[611470],[612719],[613272],[627796],[628125],[629470],[632628],[654845],[659272],[660861],[680387],[684814],[686403],[690092],[690349],[692705],[709065],[712684],[713901],[714423],[715055],[715155],[725127],[727493],[729821],[730337],[732318],[753578],[758966],[759295],[760640],[763798],[786436],[786765],[788110],[791268],[793447],[795770],[796743],[800197],[800297],[809489],[813485],[817912],[823190],[823447],[825803],[830258],[836900],[839891],[842462],[864639],[864968],[865383],[867749],[870077],[870593],[872574],[885623],[896922],[899250],[899766],[901747],[907272],[909458],[909787],[911679],[923007],[924499],[928395],[928724],[930069],[933227],[935406],[937729],[938702],[942156],[942256],[946053],[947795],[953522],[978387],[981794],[982310],[983301],[985029],[988020],[990591],[1003035],[1004527],[1013902],[1015295],[1015630],[1018621],[1021192],[1028816],[1029332],[1031415],[1043369],[1043698],[1044771],[1046479],[1048807],[1049323],[1051304],[1056829],[1059015],[1059344],[1061236],[1068048],[1069219],[1080878],[1095538],[1096931],[1097519],[1100612],[1102354],[1104709],[1106240],[1108081],[1117014],[1126490],[1126819],[1127892],[1134066],[1137952],[1139148],[1139477],[1139793],[1153445],[1156119],[1161311],[1168065],[1168581],[1169572],[1170965],[1171300],[1174291],[1176862],[1184486],[1185002],[1187085],[1193663],[1195571],[1206712],[1218371],[1222257],[1223453],[1223782],[1224336],[1226955],[1227403],[1228574],[1240233],[1244119],[1246632],[1253386],[1253902],[1254893],[1256286],[1259427],[1260714],[1261046],[1266302],[1266818],[1272705],[1287365],[1289346],[1296536],[1298067],[1299263],[1299908],[1308841],[1313560],[1316234],[1323022],[1327826],[1334043],[1335951],[1345473],[1346760],[1347092],[1352348],[1352864],[1356035],[1357943],[1367465],[1369084],[1375908],[1383098],[1384629],[1385825],[1386922],[1388893],[1390453],[1390801],[1396124],[1401942],[1413601],[1417487],[1419566],[1422185],[1423472],[1429576],[1435463],[1439349],[1450123],[1458262],[1464678],[1469482],[1470602],[1473728],[1475699],[1477259],[1477607],[1482930],[1486540],[1491344],[1497561],[1499469],[1506372],[1508991],[1510278],[1516382],[1517497],[1519398],[1519985],[1530419],[1532327],[1541849],[1543468],[1553971],[1563841],[1565460],[1581005],[1588110],[1588936],[1592801],[1599544],[1600650],[1602124],[1604059],[1605960],[1606547],[1621020],[1627436],[1632240],[1640017],[1646944],[1659908],[1664712],[1665832],[1670929],[1672837],[1682357],[1692791],[1694699],[1704221],[1717227],[1721767],[1728205],[1729284],[1732265],[1748225],[1749051],[1759659],[1762239],[1766662],[1791371],[1792477],[1793951],[1797787],[1803711],[1819263],[1824067],[1842924],[1846706],[1872897],[1883875],[1914476],[1915555],[1926190],[1927664],[1945930],[1948510],[1961042],[1992481],[2043693],[2062605],[2075793], [95032,561189],[125621,657402],[141832,707860],[160723,755851],[163107,560749],[182750,816042],[185294,824598],[188681,831030],[205226,651691],[224712,914730],[229216,925280],[231600,707420],[234601,940286],[238572,721420],[257437,556092],[269421,1009760],[280551,1034543],[285966,810331],[290055,1055900],[292439,824158],[296560,621861],[309661,1091396],[332239,890849],[333488,1135944],[341236,1150951],[345180,914290],[351104,702763],[356236,934575],[378322,968968],[379571,1220249],[403585,780501],[404802,1262663],[405324,1012031],[414152,1026488],[423818,1296059],[431060,819501],[455603,854359],[456820,1348709],[457342,1093667],[478866,1382621],[485512,1135172],[485769,894556],[495471,1150454],[506365,1425421],[506887,1167701],[543421,1219477],[543678,972675],[567230,1512227],[567752,1253022],[571196,1008988],[574492,1262166],[598134,1295287],[598391,1044113],[634807,1090624],[638103,1348212],[650849,1624596],[664550,1381849],[664807,1127234],[668867,1132324],[694424,1164658],[697720,1424924],[737843,1216629],[755070,1494705],[765977,1249979],[769273,1511730],[801965,1292439],[803059,1294181],[835172,1331187],[866041,1624099],[878099,1379001],[879193,1380743],[917560,1423804],[951681,1461341],[962455,1472843],[975040,1744383],[997588,1510610],[1057923,1577119],[1067600,1584268],[1084764,1602623],[1148726,1668073],[1183859,1705840],[1205093,1723537],[1276591,1794450],[1400323,1909808] ] cell #3448 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [95033],[125624],[141833],[160726],[163105],[182753],[185295],[188684],[205224],[224713],[229219],[231598],[234604],[238570],[257370],[269424],[280554],[285964],[290058],[292437],[296493],[309664],[332237],[333491],[341239],[345178],[351037],[356234],[360316],[378320],[379574],[403518],[404805],[405322],[414150],[423821],[430993],[455536],[456823],[457340],[478869],[480842],[485510],[485702],[495399],[506368],[506885],[538751],[543419],[543611],[567233],[567750],[570165],[574420],[598132],[598324],[619950],[633776],[638031],[650852],[664548],[664740],[667790],[693393],[697648],[722260],[736766],[751120],[755068],[764946],[769201],[775664],[800888],[831961],[833101],[849522],[862516],[865969],[877022],[888430],[949525],[960384],[966549],[974896],[980090],[981230],[1028252],[1067456],[1082608],[1104084],[1114943],[1146655],[1152820],[1204949],[1226811],[1241963],[1274435],[1306770],[1367321],[1400179],[1437193],[1470458],[1563697],[1665688],[1803567] ] cell #3449 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [143809,1837830],[183596,1951724],[185426,1711698],[216117,2025306],[226160,1291599],[232518,2067699],[232660,1832985],[250728,2101440],[263602,1378161],[270390,2136894],[270532,1918295],[282337,1163211],[284499,2165562],[289694,1954095],[289913,2177583],[303144,1724915],[305882,1471381],[310630,2208447],[310772,1732024],[325538,1248532],[327700,2234538],[331719,2238189],[333127,2035247],[333346,2241849],[344395,2041992],[346967,1040000],[349579,2268064],[349721,1555112],[355842,2070524],[357269,1574537],[370958,1850560],[371068,1596698],[374064,1340763],[377802,2304605],[379210,1856517],[379429,2308265],[391206,1880585],[393944,1634139],[394519,2333303],[396080,1123121],[398692,2331675],[398834,1641158],[400640,2139198],[403325,2335523],[404930,2146782],[410169,1911186],[412907,1666611],[417655,2152606],[417797,1156205],[419313,918457],[422049,2359318],[423457,1683519],[423676,2362978],[432563,1443762],[434725,2182248],[447129,1724754],[447855,1466210],[450973,1212238],[452658,1969769],[455343,2396388],[456948,1977353],[465757,1994505],[470253,2000117],[470363,1756813],[473359,1504281],[473917,2421894],[474059,1516468],[474361,998485],[477097,2417227],[478505,1767824],[478724,2420887],[480968,2244003],[482602,776498],[483270,2424036],[491484,2029290],[491594,1788525],[494590,1537139],[498328,2039324],[499736,1284015],[499955,2256455],[501066,1804490],[502203,1807333],[504888,2445933],[506493,1810158],[511732,2059315],[514470,1825966],[515045,2269692],[516606,1314948],[519218,2283776],[519360,1316320],[526195,2079549],[526835,1074745],[529722,2471936],[530156,1593869],[530488,1333351],[532832,1595966],[538877,2085363],[540511,850356],[541179,2479084],[553215,2108417],[553325,1875216],[556641,2496858],[557539,1880424],[558265,1628968],[561383,1374610],[562033,1646003],[562252,2502209],[563068,1888969],[565753,2497951],[567358,1891794],[569959,2340508],[572181,1647978],[580982,1911025],[581708,1661440],[584826,1407468],[586511,1153760],[589196,2150609],[589306,1922238],[590801,911911],[592302,1677649],[593590,1930035],[595892,2523331],[599610,2163934],[604106,2169546],[604216,1943084],[607212,1699511],[607770,2363985],[607912,1429662],[608214,934169],[610950,2179580],[612358,1446773],[612577,2377584],[613688,1959049],[617858,1452587],[618190,1192971],[620076,2188852],[621070,1967465],[622410,2546578],[623897,2547039],[624394,1463324],[630249,969602],[633570,2193837],[635792,1733299],[647324,2212647],[647964,1234100],[648632,1994344],[649358,1750583],[651285,1753984],[651617,1496869],[651765,1765453],[652950,2568791],[653961,1756081],[658878,994300],[660006,2008154],[662308,2569414],[666026,2232910],[669952,1775476],[672866,1018936],[673506,1011625],[676393,2242856],[676827,1785696],[677159,1529727],[679503,1787793],[685548,1029418],[687182,792210],[687850,2039163],[688576,1799319],[691694,1285088],[693187,1560757],[699886,2267057],[699996,2053946],[703312,2444840],[704210,2059154],[704936,1820795],[708054,1570986],[708704,1559957],[708923,2450191],[709739,1313875],[712424,2281779],[712534,2070367],[714029,1061468],[715530,1837004],[719941,1321668],[721014,1844787],[721346,1590468],[721494,1846576],[722054,2290183],[723282,2083209],[724709,2612777],[725712,2612847],[730423,852574],[733303,1852557],[738928,1858597],[741842,840206],[742482,1093261],[745369,2309272],[746089,2105167],[749028,1615345],[749360,1355343],[751246,2312080],[752240,2109424],[752694,1874484],[755564,1626082],[756034,1108874],[756361,2631566],[761419,1124161],[764740,1364381],[771439,2330668],[771549,2127804],[775458,1650803],[776830,1130560],[778716,899852],[779710,1396439],[781050,2334430],[782537,2339781],[782647,2138522],[783034,1658554],[788889,891483],[792542,1410095],[794432,1919570],[794886,1921506],[805964,1174606],[806604,1167295],[807272,2163773],[807998,1936854],[809925,1940255],[810257,1692099],[810405,1681148],[811590,2522708],[812601,1942352],[817518,1180571],[818646,1185088],[820948,2179419],[821674,1953878],[824792,1447846],[826766,2668029],[828811,1963208],[830743,1718814],[831213,1196364],[832895,1455573],[833659,2669914],[841279,1728819],[841611,1470723],[841759,1727583],[843547,1973571],[849316,1736124],[850688,1214865],[853568,1483245],[854908,2395295],[856395,2400646],[856505,2210075],[857171,1991011],[860197,1485186],[861270,1486075],[861602,1227076],[861750,1996133],[862310,2402805],[863538,2216307],[866984,1234923],[870679,1000703],[873559,2002114],[882098,988335],[882738,1252616],[883406,2232749],[884132,2014973],[889370,1257947],[890443,2023517],[890775,1782295],[890923,1518776],[891815,1533974],[892711,1266904],[894138,2423413],[895141,2242695],[895867,2026381],[902732,2031287],[906056,1540369],[908357,2037327],[915518,2263807],[918789,1290675],[920675,1049409],[921669,1296851],[922123,2053214],[924993,1817909],[925463,1300701],[925790,2591326],[930848,1041040],[934501,1573613],[936845,2069635],[942954,2717564],[944289,1583649],[945213,1841454],[947030,1324771],[956094,1848172],[958026,1600175],[958496,1336744]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] cell #3450 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [109430,1959889],[142362,2068290],[143797,1838173],[169841,2137485],[183437,2177804],[183584,1955051],[199141,2209038],[215958,2242070],[216105,2036203],[227961,2268655],[232293,2070630],[232447,2280116],[250569,2308486],[250716,1857473],[265403,2332266],[267652,2335629],[270165,2146888],[270319,2339048],[279881,2153197],[282481,1421831],[284340,2363199],[284487,1684475],[289673,2180370],[307892,2396494],[310405,1977459],[310559,2399913],[323908,2422485],[325682,1508637],[327541,2421108],[327688,1768780],[329250,2244109],[330240,2424459],[333106,2251139],[344236,2256676],[344383,1284358],[346841,2446039],[347358,1291665],[349354,1810264],[349508,2449458],[359070,2284367],[372437,1850781],[374208,1601770],[375333,2085469],[376323,2479507],[379189,2092499],[394360,2502430],[394507,1646346],[395954,2498057],[396471,1378227],[398467,1891900],[398621,2501476],[400619,2340931],[401086,2504147],[414917,2150830],[417430,1414085],[417584,2352448],[419580,1930256],[420570,2523754],[420762,1165281],[423436,1932822],[430933,2364576],[432707,1703867],[434566,2377805],[434713,1447116],[441027,2188958],[443573,2547145],[447926,1725506],[449368,1971908],[451364,1471447],[452637,2194260],[453104,2553260],[468811,2569943],[471732,2000338],[473503,1761885],[473692,1773618],[473846,2573773],[474628,2008375],[475618,2569837],[475810,1250602],[478484,2010941],[480636,2428922],[482869,1775697],[492963,2029511],[494734,1793597],[495859,1281829],[496849,2254792],[499715,1032023],[501928,1039065],[502182,2047618],[502649,2592209],[514886,2450412],[515033,1560300],[516480,2282000],[516997,1574603],[518993,1577603],[519147,2462858],[526174,2290606],[527102,2083430],[528300,2613376],[528954,2613270],[533647,1597773],[534616,1851406],[537047,1341727],[538545,2295069],[540778,1858818],[551437,2312186],[553983,2108638],[555504,1889560],[556570,2632858],[558336,1881176],[559778,2113867],[561774,1634205],[562012,1117724],[562793,1122186],[563047,2121476],[563514,2632449],[571906,889508],[572160,1899489],[574880,1143190],[577426,2340002],[581779,1911777],[583221,2141337],[585217,1666677],[586490,1154103],[586957,2151455],[592446,1927310],[593258,1690186],[602664,2523860],[605585,2169767],[607356,1948156],[607545,1689313],[607699,2527690],[608481,1444587],[609471,2375921],[609663,1445832],[612337,1187693],[619353,1968056],[619744,2383621],[620795,1201347],[621049,2192377],[622339,2670730],[622446,2670321],[624532,1723764],[624737,1465131],[627218,1725811],[630516,1973792],[635517,967627],[635771,1979517],[638491,956919],[641037,2400867],[647303,2403228],[648231,2216528],[649429,1995096],[650083,2215574],[651744,1235879],[652046,2686890],[654776,1757888],[655745,2000963],[658176,1244872],[659674,1494956],[669620,1778263],[672845,1019279],[673773,1526941],[674971,2424565],[675625,2428395],[680318,1789600],[681287,2030136],[683718,1538103],[685216,794157],[687449,2037548],[688647,2039915],[692085,1804556],[698108,1303305],[700654,2267278],[702175,1807924],[703241,2592618],[705007,2059906],[706449,2272507],[708445,1826032],[708683,1309551],[709464,818314],[709718,1314218],[710185,2282625],[715674,2075439],[716981,2717574],[720079,1584495],[720284,1323475],[721473,1325727],[722950,1586436],[723805,2719411],[726871,1594926],[731586,1853148],[733028,852242],[733282,2089039],[738596,1861384],[741821,840549],[742749,1613503],[743947,2479613],[744601,2483443],[750523,2110015],[750914,2485184],[751965,1106993],[752219,2315605],[753509,1619249],[753616,1871397],[755421,1364487],[755702,1625025],[755907,1365299],[758388,1881481],[761686,2115751],[769661,1111478],[772207,2330889],[777993,1648569],[778384,902457],[779435,892379],[779689,1396782],[780979,2504556],[781086,2347464],[783172,1910035],[783377,1660361],[785858,1912082],[789156,2143221],[794411,2148946],[795701,1923313],[799101,1156769],[805943,1174949],[806871,1427150],[808069,2164525],[808723,2362245],[810384,1431109],[810686,2652279],[813416,1944159],[814385,2170392],[816816,1440102],[821745,2180171],[825183,1959115],[826557,2759213],[827756,1713218],[829636,1453644],[830600,1455679],[830881,1715727],[831086,1456491],[841738,1467383],[843215,1725705],[851851,1733890],[853293,970498],[853547,1483588],[854837,2553669],[854944,2200793],[857237,1990845],[860335,1484129],[860540,1224789],[861729,1489245],[863206,1746551],[864061,1746657],[866429,1231920],[867127,1495062],[871842,2002705],[873284,1000371],[873538,2222137],[882077,988678],[883005,1513956],[884203,2233501],[884857,2420154],[886410,2429331],[889713,1006486],[890902,1522103],[893234,2575307],[895938,2243447],[896300,1786753],[901015,2031878],[902711,2247679],[906399,1279949],[908025,2040114],[908880,2040220],[912178,1805330],[919952,1552548],[920343,1052014],[921394,1041936],[921648,1297194],[922938,1811076],[923045,2050127],[924850,1560863],[925131,1816852],[925336,1561675],[927817,2060211],[931115,2274391],[937660,2071442],[941060,1316884],[944080,1583870],[945279,1841288],[947173,1586542],[955039,1848897],[957883,1596961],[958164,16000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] cell #3451 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393143],[467604],[513669],[525301],[555045],[601457],[612887],[618894],[671972],[692320],[701716],[709775],[740948],[777534],[779746],[792666],[818454],[851392],[853604],[891939],[892519],[905844],[921705],[970058],[970638],[1001733],[1006628],[1010340],[1025626],[1041496],[1042076],[1088264],[1091976],[1124617],[1125197],[1130208],[1134310],[1162298],[1166010],[1214513],[1218615],[1234556],[1247619],[1251331],[1257778],[1290323],[1291807],[1294425],[1329933],[1343824],[1363369],[1376885],[1378369],[1380987],[1420536],[1421688],[1460345],[1471589],[1484812],[1493843],[1507342],[1508494],[1552236],[1574745],[1585178],[1590985],[1601627],[1615015],[1638282],[1666819],[1703724],[1714467],[1724447],[1730254],[1742861],[1793454],[1830109],[1840256],[1850146],[1910718],[1916525],[1970876],[2028876],[2140305], 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56451,1360722],[1356616,1359069],[1359838,2103777],[1363272,1621601],[1374750,1634347],[1375733,1626092],[1388718,1905095],[1411227,1926606],[1447986,1959257],[1451824,1960688],[1454166,1714299],[1458087,1718824],[1468985,1729052],[1475524,1985123],[1484645,1743147],[1485196,1489695],[1486308,1490847],[1489317,2210756],[1497977,1502248],[1535106,1792893],[1541352,2043461],[1571126,1826174],[1585011,1840542],[1595448,1849978],[1599369,1854503],[1614582,1867886],[1616412,1620845],[1627204,1631743],[1664215,1915323],[1670754,2154552],[1693207,1697478],[1714034,1962143],[1724280,1971162],[1755051,1759484],[1787275,2028708],[1791196,2033233],[1819031,1823570],[1849713,2086387],[1910551,2140591],[1941322,1945755],[2028443,2245027] ] cell #3452 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [417301,1156329],[499104,1283803],[518864,1316444],[572904,1130039],[586304,1409574],[586446,1409743],[590099,1413845],[600809,1429786],[611726,1446561],[614188,1451144],[636515,1214344],[667225,1516592],[672659,1533453],[672801,1533622],[685489,1540200],[696132,1290154],[700027,1558471],[700798,1559745],[709532,1573092],[709674,1573261],[712565,1576118],[713327,1577363],[715855,1581898],[741635,1337077],[741777,1337246],[767685,1376716],[771580,1644517],[772351,1645791],[778657,1663063],[779503,1655406],[779645,1655575],[782678,1657312],[801237,1680042],[804827,1421519],[805757,1695825],[805899,1695994],[807293,1686858],[808915,1689073],[818587,1702572],[818905,1703163],[820969,1704505],[835950,1460176],[852515,1467833],[853361,1740727],[853503,1740896],[856536,1742633],[877371,1764347],[880961,1508325],[881891,1500595],[882033,1500764],[883427,1771163],[885049,1773378],[887670,1775992],[888779,1777005],[892652,1782812],[892970,1783403],[895162,1783625],[915539,1806674],[915723,1806842],[917690,1291566],[920616,1822418],[921462,1814761],[921604,1814930],[922090,1813428],[934190,1828907],[936812,1830865],[944496,1584165],[949874,1844480],[963233,1601458],[965789,1859113],[966898,1860126],[970771,1865933],[971089,1866524],[973281,1866746],[984079,1622934],[984221,1623103],[995567,1888310],[995751,1888478],[997718,1378128],[1000644,1630591],[1001490,1896397],[1001632,1896566],[1002118,1895064],[1005517,1898992],[1006134,1899319],[1007562,1900570],[1007746,1900738],[1011646,1906207],[1014378,1907059],[1032091,1926998],[1032233,1927167],[1035615,1929132],[1035868,1929418],[1037227,1930551],[1038126,1163232],[1038336,1931564],[1042209,1937371],[1042527,1937962],[1055580,1951002],[1059691,1703555],[1065713,1713048],[1071761,1965876],[1071945,1966044],[1077579,1723434],[1081848,1974087],[1082957,1975100],[1084894,1471348],[1087153,1979020],[1087770,1979347],[1089198,1980598],[1089382,1980766],[1093282,1986235],[1096014,1987087],[1099055,1744280],[1100192,1745293],[1104433,1994037],[1107266,1751100],[1117792,1761573],[1117934,1761742],[1118736,2007251],[1118989,2007537],[1120348,2008670],[1121247,1248553],[1121457,2009683],[1125330,2015490],[1125648,2016081],[1129404,2017829],[1130581,2018659],[1131198,2018986],[1131451,2019272],[1135624,2024584],[1149504,1793285],[1152060,2037843],[1153169,2038856],[1157042,2044663],[1157360,1801533],[1160645,2046616],[1161804,2047448],[1163416,2048867],[1167316,2054336],[1183989,1574504],[1187761,2075127],[1187903,2075296],[1192109,1583732],[1197239,2081117],[1197856,2081444],[1198109,2081730],[1200588,2083725],[1203206,1848727],[1206275,1596665],[1207826,2088869],[1209254,2090120],[1209438,2090288],[1211443,1340784],[1211653,2092231],[1213709,2093963],[1214886,2094793],[1215503,2095120],[1215756,2095406],[1219929,2100718],[1225068,1868718],[1226261,1616924],[1227017,1870137],[1231116,2107835],[1231300,2108003],[1236934,1879104],[1238071,1880117],[1241203,2116046],[1242312,2117059],[1244249,1634106],[1245145,1885924],[1245463,2129987],[1245966,2120474],[1247125,2121306],[1248737,2122725],[1252637,2128194],[1256371,2130117],[1258126,2131247],[1258761,2131572],[1269406,1909705],[1273675,2143516],[1274784,2144529],[1276721,1666578],[1279597,2148776],[1281025,2150027],[1281209,2150195],[1285109,1923707],[1290696,2158915],[1291313,2159242],[1295739,2164840],[1309619,1947844],[1309761,1948013],[1312175,2178099],[1313074,1443783],[1313284,2179112],[1317157,2184919],[1317475,1956092],[1322190,2187543],[1326525,2190262],[1327160,2190587],[1329008,1966974],[1329439,2192207],[1332489,1723001],[1334736,1724689],[1335565,1466231],[1337619,1465525],[1338236,2198182],[1338489,2198468],[1340062,1976090],[1340968,2200463],[1342417,2201670],[1344172,2202800],[1344807,2203125],[1354481,1743847],[1355622,1989813],[1355633,1745126],[1359611,2214215],[1360228,2214542],[1360481,2214828],[1362960,2216823],[1365578,1998284],[1366771,1755563],[1367527,1999703],[1368647,1756780],[1370198,2221967],[1371626,2223218],[1371810,2223386],[1373815,1504302],[1374025,2225329],[1374631,2234928],[1377258,2227891],[1377875,2228218],[1382301,2233816],[1387311,2236298],[1395818,2242365],[1398436,2027457],[1401505,1788492],[1403056,2247509],[1404484,2248760],[1404668,2248928],[1406673,1537160],[1406883,2250871],[1410116,1798634],[1410733,2253760],[1410986,2254046],[1415159,2041270],[1417617,1804457],[1420884,2262417],[1432164,2057834],[1433301,2058847],[1436433,2274686],[1437542,2275699],[1439479,1825933],[1440375,2064654],[1440693,2056129],[1442355,2279946],[1443967,2281365],[1447867,2071836],[1453103,2289394],[1453270,2289495],[1456680,2291374],[1458955,2082306],[1460718,2294045],[1463846,2295861],[1465348,1597962],[1468181,1595976],[1468816,2298905],[1469908,1855015],[1470664,2091218],[1471095,2300525],[1474117,2302714],[1482624,2308781],[1485708,2310771],[1486131,1869704],[1490043,2313490],[1490678,2313815],[1492526,1875183],[1492957,2315435],[1496007,1878671],[1496890,2326140],[1497148,2112835],[1497159,1879950],[1498254,1880359],[1499083,1628989],[1501137,1628283],[1501754,2321410],[1502007,2321696],[1504486,2323691],[1505074,2332581],[1507690,2326028],[1525384,2136403],[1525815,2338878],[1528865,1909272],[1531112,1910960],[1531941,1661461],[1533995,1660755],[1534612,2344853],[1534865,2345139],[1536438,2145519],[1537344,2347134],[1540548,1921516],[1541183,2349796],[1543031,1922205],[1548199,1677670],[1548409,2355640],[1550829,2357427],[1559336,2363494],[1561954,2167713],[1563147,1941834],[1563903,2169132],[1565023,1943051],[1566574,2368638],[1568002,2369889],[1568186,2370057],[1570191,1699532],[1570401,2372000],[1571007,2165952],[1573634,1953193],[1574251,2374889],[1578677,2181526],[1581135,1959016],[1583997,2188105],[1589606,1966541],[1590489,2387086],[1591333,2386974],[1594385,2388612],[1594552,2388713],[1600237,2199044],[1600248,1975923],[1611946,2207956],[1612377,2399743],[1615861,2402016],[1616028,2402117],[1619438,2403996],[1621713,1994279],[1622542,1750604],[1623476,1749898],[1626604,2408483],[1626781,2415823],[1627027,1999270],[1628106,1758077],[1630939,1756091],[1631574,2411527],[1633853,2413147],[1636875,2415336],[1645382,2421403],[1648500,2423348],[1654185,2240946],[1655948,2025696],[1659076,2429714],[1660578,1789789],[1663411,1787803],[1664046,2432758],[1665138,2033745],[1665894,2249858],[1666325,2434378],[1669347,1798457],[1671622,2039098],[1672451,1799340],[1676948,2258974],[1677854,2442634],[1687756,2053913],[1688187,2449288],[1691237,2057401],[1692120,2262529],[1692378,2271475],[1692389,2058680],[1693484,2059089],[1694313,1820816],[1696367,1820110],[1696984,2455263],[1697237,2455549],[1699716,2457544],[1700304,2268970],[1702920,2069645],[1705403,2070334],[1710571,1837025],[1710781,2466050],[1713334,2078760],[1719336,2470510],[1719513,2471243],[1719731,2470756],[1723266,2296423],[1728875,2090785],[1733821,2478396],[1739506,2307362],[1741269,2101830],[1744112,2102963],[1749721,1875401],[1751448,1874494],[1753919,2496331],[1754500,2490175],[1754667,2490276],[1772061,2127771],[1772492,2501306],[1775824,2334776],[1781433,2135970],[1782316,2131359],[1783160,2137800],[1784523,2138489],[1786212,2509138],[1786379,2509239],[1792064,2345715],[1792075,2145352],[1803017,2155064],[1803773,2354627],[1804204,2520269],[1807855,2522643],[1813540,2163708],[1814369,1936875],[1815303,1936169],[1818431,2529009],[1818608,2357914],[1818854,2168699],[1819933,1944348],[1822766,1942362],[1823401,2532053],[1825680,2533673],[1828702,1953016],[1830977,2179354],[1831806,1953899],[1837209,2541929],[1839071,2543233],[1844722,2546051],[1845303,2545813],[1845470,2545914],[1849013,2195498],[1853079,2549465],[1858945,2395641],[1864554,2207523],[1865437,2202912],[1866281,2209353],[1867644,2210042],[1869004,1988628],[1889491,2568726],[1895176,2232684],[1896005,2014994],[1896939,2014288],[1899605,2237400],[1905607,2577535],[1905784,2236785],[1906002,2025519],[1907171,2242630],[1908000,2026402],[1909537,2430276],[1915146,2249425],[1920092,2585421],[1925777,2441215],[1925788,2258807],[1930383,2261603],[1935992,2054131],[1937719,2053224],[1940190,2444313],[1940771,2597200],[1940938,2597301],[1958763,2608331],[1961004,2610034],[1967987,2612712],[1973919,2475211],[1979633,2303816],[1985635,2620736],[1985812,2303201],[1986030,2101653],[1987199,2309046],[1988028,2102536],[2002636,2628654],[2008502,2325214],[2014111,2127989],[2015838,2127082],[2017801,2130604],[2017941,2333766],[2023452,2333903],[2024033,2639480],[2024200,2639581],[2027743,2342169],[2031809,2643132],[2037675,2516167],[2043284,2354194],[2047734,2158057],[2068221,2662393],[2083557,2385528],[2089155,2391694],[2093935,2202157],[2094075,2394631],[2099586,2394768],[2100167,2676922],[2100334,2677023],[2109946,2681094],[2115878,2565541],[2121592,2227033],[2130433,2235741],[2137416,2693452],[2143348,2582236],[2149062,2437669],[2172065,2709394],[2190234,2291861],[2190374,2469509],[2192493,2292476],[2201986,2302157],[2208969,2725402],[2216655,2487091],[2222253,2493257],[2247795,2512220],[2268586,2749587],[2274518,2659208],[2291690,2384655],[2313462,2404483],[2313602,2559839],[2315721,2405098],[2332197,2773978],[2368924,2600282],[2404312,2486218] ] cell #3453 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [555110],[560681],[561186],[618959],[651558],[657393],[701781],[707352],[707857],[721287],[755842],[777599],[810198],[816033],[818519],[824090],[824595],[831021],[851457],[890716],[892584],[914222],[914727],[925271],[934442],[940277],[968835],[970703],[1008852],[1009751],[1011898],[1026352],[1034534],[1042141],[1055891],[1090488],[1091387],[1093534],[1125262],[1132318],[1135036],[1135935],[1150448],[1150942],[1164522],[1167568],[1216623],[1219341],[1220240],[1249843],[1252889],[1262160],[1262654],[1292433],[1294045],[1295151],[1296050],[1331051],[1348206],[1348700],[1378995],[1380607],[1381713],[1382612],[1423798],[1424918],[1425412],[1461335],[1472707],[1494569],[1510604],[1511724],[1512218],[1576983],[1584262],[1602617],[1624093],[1624587],[1667937],[1705834],[1723531],[1744377],[1794444],[1909802], [95034,2235683],[125623,2332631],[141834,2166707],[143862,1960310],[160725,2415873],[163104,2421788],[182752,2269020],[185296,2072591],[185442,1838108],[188683,2471293],[205223,2496752],[224714,1924462],[229218,2357964],[231597,2363879],[232676,1953948],[234603,2181576],[234959,1711639],[238569,2546472],[244571,958304],[254945,979150],[257369,2568382],[269423,2236835],[270548,2026451],[280553,2041320],[285963,2444734],[290057,2069695],[290117,1831871],[292436,2283670],[296492,2612368],[303661,841552],[309663,2303251],[310788,2102585],[315541,861543],[321543,1112863],[332236,2334324],[333490,2137850],[333550,1908065],[338238,1144575],[341238,1921566],[345177,2152500],[348612,1165421],[349737,1936924],[351036,2522299],[355860,1953066],[356233,2179474],[360315,2668017],[371150,731192],[378319,2395189],[379573,2209403],[379633,1988093],[384554,750129],[391723,989681],[393530,1243181],[397725,1250742],[398850,2015043],[403517,2423004],[404804,1787853],[404948,2025569],[405321,2242750],[410686,1020282],[414149,2039218],[416688,1283214],[417813,1545076],[422566,1040273],[423820,2053274],[423880,1814434],[428568,1304690],[430992,2069529],[444700,626568],[451986,1341867],[455535,2478052],[456822,1596026],[456966,2101703],[457339,2309166],[459610,645273],[470445,871448],[472881,1116050],[472986,1372851],[474075,1898050],[477614,1123394],[478868,2127132],[478928,1896070],[480841,2333422],[480986,2130654],[485509,1911080],[485701,2137684],[491676,900621],[495398,1921400],[498845,1155106],[500099,1415470],[500159,1414571],[505080,919558],[506367,1942412],[506511,1936042],[506884,2163828],[512249,1175952],[514056,1438411],[518251,1445972],[519376,1707448],[523154,524144],[533718,1466280],[538140,1212511],[538750,2394287],[538895,2202207],[543418,1724809],[543610,2209237],[562396,1505385],[562456,1774104],[565945,999586],[567232,1756141],[567376,2014161],[567749,2232804],[570164,2236162],[574419,1787687],[578553,785208],[585839,1538243],[589388,1030187],[590819,1544582],[591192,1285361],[593463,803913],[593608,2047784],[598131,2059209],[598323,2053108],[604298,1050178],[606734,1307877],[606839,1569227],[607928,1816414],[611467,1315221],[612721,1578988],[612781,1578089],[613274,1580067],[619949,2469165],[620094,2291911],[628122,1335630],[632560,1085722],[633775,2302578],[638030,1595860],[650851,1874544],[654847,1629038],[658896,1897556],[659269,1374883],[659879,880047],[660024,2121642],[664547,1880479],[664739,2126966],[667789,1658448],[669825,670815],[669970,1899655],[680389,1661510],[684811,1407741],[685421,908230],[685566,1411853],[690281,1156974],[692707,1678753],[693392,2158687],[697647,1942246],[709067,1700615],[709127,1689799],[712616,1185857],[714047,1706954],[714420,1448119],[715052,1449159],[715157,1709607],[722259,2385076],[723155,952639],[723300,2192543],[727357,1204100],[729815,1465398],[736765,1463218],[738801,739791],[738946,1979683],[751119,2559495],[751264,2404533],[753580,1750653],[755067,1994399],[756052,2008767],[759292,1499148],[763730,1245077],[764945,2227663],[769200,1755975],[775663,2018431],[778589,1022150],[778734,1270957],[786762,1532006],[791200,1277549],[792415,1282315],[795772,1799389],[800194,1549267],[800299,1805751],[800887,1817803],[813487,1820865],[817536,1815920],[817909,1571259],[818664,1575371],[823379,1317089],[830122,1066607],[831231,2083822],[831960,1321562],[833100,2293817],[836894,1332539],[843420,852447],[843565,2089205],[849521,2094565],[852592,1079130],[862515,2486639],[863411,1107198],[863556,2315771],[864965,1622607],[865968,1874378],[867613,1366472],[870071,1628156],[877021,1625976],[888429,1904979],[891688,1143676],[892729,1656565],[896786,1399330],[899244,1660628],[908375,2149112],[909784,1672516],[920548,1177820],[920693,1433715],[925481,1930648],[928721,1694378],[933159,1440307],[934374,1445073],[946047,1192159],[947659,1459849],[949524,1718708],[957405,969807],[958514,1974184],[960383,2197627],[966548,1985007],[970848,1741886],[974895,1989258],[978251,1225962],[979360,2216920],[980089,1485080],[981229,2406439],[981788,1749771],[985023,1496057],[991549,1000576],[991694,2222303],[1000721,1238485],[1009961,1776089],[1011830,1527427],[1015624,1528915],[1022295,2247845],[1028251,2253205],[1028810,1798507],[1041245,1303791],[1042286,1557724],[1046343,1562848],[1048801,1819983],[1067455,1839701],[1069213,1589656],[1080742,1601131],[1082607,1854387],[1091597,1859210],[1093466,1613989],[1097513,1869054],[1100606,1354531],[1102218,1356516],[1104083,1616296],[1107343,1361348],[1111964,1124366],[1113073,2116143],[1114942,2320855],[1125407,1643770],[1133930,1655079],[1144785,2143613],[1146654,2344298],[1152819,2154436],[1157119,1928157],[1165631,1681945],[1167500,1427636],[1171294,1691287],[1177965,2368974],[1193657,1713384],[1204948,1970321],[1206706,1728925],[1218235,1740400],[1226810,1486189],[1227094,1486715],[1228568,1486181],[1232406,1234305],[1240097,1498042],[1241962,1754935],[1243391,2005579],[1245222,1502874],[1250952,1766250],[1252821,1514442],[1261040,1781483],[1272569,1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] cell #3454 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [125806],[163142],[182935],[205261],[208093],[231635],[234786],[238607],[257791],[280736],[286001],[288833],[292474],[296914],[318408],[332274],[345215],[351458],[356271],[359103],[363599],[378357],[403939],[405359],[414187],[418751],[425433],[431414],[436171],[455957],[457377],[484125],[485547],[486123],[496035],[506922],[515116],[542034],[543456],[544032],[567787],[570024],[575056],[575274],[586027],[598169],[598745],[633635],[638667],[638885],[664585],[665161],[667854],[672382],[698284],[698502],[722119],[736830],[741358],[755105],[769837],[770055],[773413],[800952],[805480],[832025],[847271],[862375],[866605],[877086],[881614],[888494],[915372],[948414],[949589],[966613],[980154],[983802],[995400],[1007395],[1071594],[1082672],[1089031],[1097717],[1102973],[1104148],[1152884],[1193861],[1209087],[1230949],[1242027],[1274499],[1280858],[1334241],[1356233],[1371459],[1404317],[1437257],[1497759],[1530617],[1567835],[1600848],[1692989],[1792675],[1926388] ] cell #3455 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [555113],[560684],[561259],[618962],[651561],[657399],[701784],[707355],[707930],[721290],[755848],[777602],[810201],[816039],[818522],[824093],[824668],[831027],[851460],[890719],[892587],[914225],[914800],[925277],[934445],[940283],[968838],[970706],[1008855],[1009757],[1011901],[1026355],[1034540],[1042144],[1055897],[1090491],[1091393],[1093537],[1125265],[1132393],[1135039],[1135941],[1150523],[1150948],[1164525],[1167571],[1216698],[1219344],[1220246],[1249846],[1252892],[1262235],[1262660],[1292508],[1294048],[1295154],[1296056],[1331054],[1348281],[1348706],[1379070],[1380610],[1381716],[1382618],[1423873],[1424993],[1425418],[1461410],[1472710],[1494572],[1510679],[1511799],[1512224],[1576986],[1584337],[1602692],[1624168],[1624593],[1667940],[1705909],[1723606],[1744452],[1794519],[1909877], [95163,2235689],[125836,2332634],[136849,1924468],[141963,2166713],[160754,2415876],[163377,2421787],[176696,2041323],[182965,2269023],[185425,2072597],[188712,2471296],[205262,2496751],[221704,1921569],[224327,2152499],[229247,2357967],[231870,2363878],[234816,2181579],[235087,1960316],[238608,2546471],[244600,958310],[254974,979156],[257372,2568381],[269452,2236838],[270005,1787856],[277083,2039217],[286002,2444733],[290086,2069698],[292709,2283669],[292954,1838114],[296495,2612367],[303700,841555],[309692,2303254],[310245,1596029],[315580,861546],[321572,1112869],[332275,2334323],[332907,1911079],[333519,2137853],[338267,1144581],[340665,1921399],[348641,1165427],[349194,1942415],[351039,2522298],[356272,2179473],[356367,1953954],[359710,1711642],[360318,2668016],[371153,731195],[378358,2395188],[378990,1724808],[379602,2209406],[384557,750132],[391762,989684],[393559,1243187],[397754,1250748],[398307,1756144],[403520,2423003],[404231,1787686],[405360,2242749],[405455,2026457],[410725,1020285],[416717,1283220],[422605,1040276],[423237,2059208],[423849,2053277],[428597,1304696],[430995,2069528],[431536,1831874],[444703,626571],[452015,1341873],[455538,2478051],[456249,1595859],[457378,2309165],[457473,2102591],[459613,645276],[466925,1874547],[470448,871451],[472920,1116053],[473044,1372857],[477653,1123397],[478285,1880478],[478897,2127135],[480844,2333421],[480912,1658447],[485704,2137683],[486245,1908068],[491679,900624],[498884,1155109],[500128,1415476],[505083,919561],[505794,1942245],[506923,2163827],[507018,1936930],[512288,1175955],[514085,1438417],[515124,1953069],[518280,1445978],[523157,524147],[534580,1466286],[538179,1212514],[538753,2394286],[538821,1463217],[543613,2209236],[544154,1988096],[550940,1750659],[554539,1994398],[562425,1505391],[565948,999589],[566659,1755974],[567788,2232803],[567883,2015049],[570167,2236161],[575282,2025572],[578556,785211],[585868,1538249],[589391,1030190],[591231,1285364],[591326,1545082],[593466,803916],[593534,1817802],[598326,2053107],[598867,1814437],[604301,1050181],[606773,1307880],[606897,1569233],[611506,1315224],[612750,1578994],[613303,1580073],[619952,2469164],[620020,1321561],[629057,1335633],[632563,1085725],[633778,2302577],[638893,2101706],[646772,1622610],[650278,1874377],[655709,1629044],[659308,1374886],[659403,1898056],[659882,880050],[659950,1625975],[664742,2126965],[665283,1896073],[667862,2130657],[669828,670818],[669896,1904978],[681251,1661516],[684850,1407744],[685424,908233],[690284,1156977],[690825,1414574],[692736,1678759],[693395,2158686],[698510,1936045],[709096,1700621],[712619,1185860],[714459,1448122],[714554,1707454],[715091,1449162],[715215,1709613],[722262,2385075],[723158,952642],[723226,1718707],[727360,1204103],[730858,1465401],[736838,2202210],[738804,739794],[738872,1985006],[746297,1989257],[749795,1749774],[751122,2559494],[751190,1485079],[760227,1499151],[763733,1245080],[764274,1774107],[764948,2227662],[770063,2014164],[775666,2018430],[778592,1022153],[787697,1532009],[791203,1277552],[792418,1282318],[796634,1799395],[797533,1544657],[800233,1549270],[800357,1805757],[800960,2047787],[814349,1820871],[817948,1571262],[818043,1816420],[823382,1317092],[823923,1578092],[829019,1839700],[830125,1066610],[832033,2291914],[833103,2293816],[836969,1332542],[843423,852450],[843491,1854386],[849524,2094564],[856960,1869057],[862518,2486638],[863414,1107201],[863482,1616295],[867616,1366475],[871114,1628159],[875798,1897631],[877094,2121645],[888502,1899658],[891691,1143679],[896789,1399333],[900287,1660631],[906267,1411928],[908301,2154435],[910719,1672519],[920551,1177823],[929656,1694381],[933162,1440310],[933703,1689802],[934377,1445076],[939492,1707029],[945002,1713387],[946122,1192162],[947662,1459852],[949597,2192546],[956302,1970320],[957408,969810],[960386,2197626],[966621,1979686],[977148,1744609],[978254,1225965],[980162,2404536],[981232,2406438],[985098,1496060],[985520,2008842],[991552,1000579],[991620,1754934],[1010763,1271032],[1011833,1527430],[1015699,1528918],[1022221,2033116],[1028254,2253204],[1029853,1798510],[1041248,1303794],[1046346,1562851],[1049844,1819986],[1054528,1815995],[1055824,1575446],[1069288,1589659],[1069710,2083897],[1078085,1849066],[1079205,1092399],[1080745,1601134],[1082680,2089208],[1093469,1613992],[1099561,1616405],[1100681,1354534],[1102221,1356519],[1104156,2315774],[1110861,1879433],[1111967,1124369],[1114945,2320854],[1133933,1655082],[1135868,1656640],[1142573,2139749],[1146657,2344297],[1152892,2149115],[1166433,1433790],[1167503,1427639],[1171369,1691290],[1171791,1930723],[1177891,1941205],[1206781,1728928],[1207203,1974259],[1210547,1975406],[1218238,1740403],[1220173,1741961],[1228643,1486184],[1229065,2216995],[1232409,1234308],[1237440,1755044],[1238560,1251754],[1240100,1498045],[1242035,2222306],[1252824,1514445],[1261115,1781486],[1261537,1776164],[1269912,2027796],[1272572,1792961],[1274507,2247848],[1285296,1805819],[1295983,1557799],[1302688,2058163],[1306772,2454707],[1339431,1854496],[1347161,1864607],[1347583,1859285],[1361423,1363792],[1369153,1627080],[1369575,2116218],[1372919,1374818],[1382545,1643845],[1402011,1915199],[1402433,2143688],[1405777,2144835],[1413468,1926674],[1415403,1928232],[1424295,1684137],[1432670,1941315],[1435330,1693275],[1437265,2368977],[1448054,1709675],[1467045,1729810],[1487066,1488907],[1502949,1505318],[1503371,2006692],[1511101,1768442],[1535807,2033226],[1543537,2043337],[1543959,2038015],[1547303,2258290],[1565529,1818907],[1565951,2274858],[1569295,1571194],[1578921,1835672],[1603114,1857135],[1627962,1629803],[1662275,1916081],[1676317,2154545],[1698179,1700548],[1698601,2176121],[1706331,1954713],[1794941,2035865],[1800154,2044219],[1819789,1821630],[1836094,2073356],[1925227,1928654] ] cell #3456 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [97644,481618],[117589,539527],[137525,594240],[150622,627647],[151323,629265],[164345,660656],[174718,686198],[176153,690137],[178101,695065],[178151,503847],[190446,724922],[193279,730227],[206757,758817],[207458,760435],[210051,766618],[210101,564712],[219115,786287],[219816,787905],[223550,796826],[226059,595347],[232838,819296],[234273,823235],[236621,827964],[246334,845187],[246384,632115],[256410,864490],[256708,865178],[259541,870483],[263501,661763],[271186,894351],[274019,899656],[278578,909309],[279279,910927],[285474,924544],[287497,928246],[288198,929864],[290791,936047],[290841,711383],[291932,938785],[294217,943797],[301713,955247],[303166,730702],[305781,734996],[311426,972470],[313593,976093],[314335,977234],[317252,982200],[323008,992628],[323306,993316],[323356,763285],[328675,1004572],[330288,1006694],[340001,1023917],[340051,790755],[342834,1029222],[347571,1042714],[350077,1043220],[350375,1043908],[350778,1044854],[353208,1049213],[357168,820403],[357767,1058866],[358468,1060484],[361092,1065808],[368875,1076880],[370705,840586],[371006,840799],[376371,1088330],[382279,1098356],[383321,1099719],[383622,1100046],[389775,1109806],[390517,1110947],[391228,870958],[393434,1115913],[393843,875252],[396684,1125835],[399190,1126341],[399488,1127029],[399891,1127975],[401242,1130068],[407011,1138999],[408738,1141518],[410191,900131],[412806,904425],[418451,1158741],[418501,913777],[419904,1161394],[420618,1162364],[420799,1167034],[421360,1163505],[424277,1168471],[425107,1170213],[430033,1178899],[430331,1179587],[430381,932714],[433164,1184892],[435700,715987],[442853,1199536],[445477,1203301],[447285,956708],[447446,957241],[449416,1208386],[450869,1210633],[451577,971276],[453260,1214373],[459029,1223304],[460387,1225163],[461333,1226318],[461494,1226489],[465779,982675],[468170,1236235],[469212,1237598],[469513,1237925],[470000,988715],[470301,988928],[474952,1246715],[475666,1247685],[475847,1252355],[476408,1248826],[479325,1253792],[480155,1255534],[483193,1259510],[488031,1266708],[489401,1268707],[491231,1019316],[491532,1019529],[496897,1280157],[498350,1029697],[500965,1033991],[501965,1289283],[502551,1289758],[502805,1290183],[503480,1295443],[504148,1291873],[510301,1301633],[511043,1302774],[511754,1049688],[513960,1307740],[514369,1053982],[517210,819092],[519716,1318168],[520014,1318856],[520064,1063334],[520417,614058],[527426,1327909],[527659,1328309],[529002,1329999],[532964,1078888],[534772,1337106],[536602,1339589],[536903,1339916],[537084,1093000],[537645,1341057],[541102,1345556],[545940,1352754],[548394,1355717],[552962,1105404],[553263,1105617],[555887,1365673],[556833,1366828],[556994,1366999],[557695,1111267],[557856,1111800],[559826,1370758],[562830,1375845],[563416,1376320],[563670,1376745],[564345,1382005],[565013,1378435],[571943,1388830],[572529,1389305],[576706,1394766],[579330,1398531],[581138,1142979],[581299,1143512],[583269,1403616],[584722,1405863],[585430,893157],[587113,1409603],[588943,1154140],[589244,1154353],[590697,912502],[592882,1418534],[593213,1419206],[593299,1419482],[595186,1421548],[599632,1168946],[602023,1431465],[603065,1432828],[603366,1433155],[603853,1174986],[604154,1175199],[608805,710137],[609519,1442915],[609700,933908],[610261,1444056],[610972,1185367],[613178,1449022],[613587,1189661],[616177,1454098],[620832,1458199],[621418,1458674],[621656,1459050],[622602,1460205],[624774,1213473],[630840,1469565],[631073,1469965],[631234,1470136],[631748,1219633],[632416,1471655],[635554,1475636],[636140,1476111],[640317,1481572],[648555,1491427],[648788,1231709],[648949,1232242],[650131,1493517],[653163,1497243],[654093,1238243],[655901,1500624],[658774,1504575],[659629,1506012],[659715,1506288],[661602,1508354],[666048,1254267],[669575,1519038],[669661,1519314],[674097,780108],[674330,1524685],[675673,1526375],[676415,1267183],[679635,1270715],[681443,1533482],[683273,1535965],[683574,1536292],[683755,1011364],[684316,1537433],[687773,1541932],[688006,1281618],[688167,1282151],[689836,1032060],[691590,1547389],[692611,1549130],[692942,1549811],[699633,1297231],[699934,1297444],[702558,1562049],[703504,1563204],[703665,1563375],[704366,1303094],[704527,1303627],[706497,1567134],[709501,818279],[710341,1573121],[711016,1055284],[711684,1574811],[712171,1314255],[712472,1314468],[713925,1062059],[718172,1584938],[718330,1584194],[720321,1326289],[722905,1588576],[722991,1588852],[727193,1342770],[728410,1595380],[733065,1599481],[733651,1599956],[733889,1600332],[734835,1601487],[738551,1605600],[738637,1605876],[743073,853966],[743306,1611247],[744649,1612937],[745391,1353229],[747347,1353990],[752002,1620957],[752588,1621432],[752826,1361106],[753772,1622963],[762010,1632323],[763586,1634413],[764495,1635857],[771186,1383793],[771487,1384006],[774817,1649328],[775213,1648773],[779472,892344],[780296,1654280],[781242,1655435],[782284,1396819],[782585,1397032],[783414,1129168],[789480,1664795],[789713,1665195],[789874,1665366],[790388,1135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] cell #3457 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [97647,481748],[104840,695290],[117592,539657],[126965,766843],[137528,594370],[137948,802916],[151326,629395],[152411,845412],[164348,660786],[164768,879050],[174721,686328],[178104,695195],[184094,936272],[190449,725052],[193282,732243],[193476,957561],[195411,962312],[207461,760565],[208546,993541],[210054,766748],[219819,788035],[220904,1024142],[232841,819426],[233261,1057780],[236624,828026],[243794,629555],[243861,1079366],[244091,1079752],[246337,845317],[256711,865308],[259544,872499],[259738,1112120],[261673,1116871],[271189,894481],[274022,901672],[274216,1143832],[276151,1148583],[279282,689556],[280367,1158966],[288201,929994],[289286,1179812],[290794,936177],[294349,943659],[301716,955309],[302656,1205438],[302849,1205744],[311429,972600],[313596,976155],[317255,983226],[317449,1232562],[320766,760725],[320833,1238721],[321063,1239107],[323309,993446],[330291,1006756],[337461,788195],[337528,1271193],[337758,1271579],[340004,1024047],[342837,793372],[343031,1282471],[344966,1287222],[350378,1044038],[353211,1051229],[353405,1303947],[355340,1308698],[358471,822654],[359556,1319081],[361222,1065673],[369007,1076742],[370425,1334696],[376374,1088392],[382411,1098218],[383625,1100108],[386835,865468],[386902,1361584],[387132,1361970],[389778,1109868],[390718,1367810],[390911,1368116],[393437,1116939],[399491,1127159],[401374,1129930],[408741,1141580],[409681,1400668],[409874,1400974],[415911,686488],[415978,1412089],[416208,1412475],[417148,499619],[417342,1156516],[418454,1158871],[420621,1162426],[424280,1169497],[424474,1427792],[425110,923963],[427791,930154],[427858,1433951],[428088,1434337],[430334,1179717],[433167,935331],[433361,1445229],[435296,1449980],[435626,941998],[442856,1199598],[445607,1203166],[449419,1208448],[453392,1214235],[460517,1225028],[461465,1226180],[461787,977301],[465269,1491689],[465462,1491995],[468302,1236097],[469516,1237987],[469720,1498214],[472726,993606],[475669,1247747],[479328,1254818],[479522,1514598],[480158,1003991],[488034,1013827],[488228,1527583],[489533,1268569],[490951,1531072],[496900,1280219],[497840,1542194],[498033,1542500],[499322,590187],[499389,1283965],[502554,1036237],[502937,1290045],[504151,1291935],[507361,1044198],[507428,1557960],[507658,1558346],[510304,1301695],[511244,1564186],[511437,1564492],[513963,1308766],[515870,1057329],[517474,819586],[517541,1575607],[517771,1575993],[518711,612241],[518905,1316631],[520017,1318986],[520437,825712],[527791,1328171],[529005,1330061],[534904,1336968],[536906,1339978],[545943,1095463],[546137,1614145],[546942,1615822],[548524,1355582],[548619,1099722],[552682,1621673],[556017,1365538],[556965,1366690],[557287,1111014],[559829,1370820],[563419,1119358],[563802,1376607],[565016,1378497],[568226,1127319],[568293,1644006],[568523,1644392],[572532,1131820],[576028,1138452],[576709,1394828],[577788,894641],[577855,1656801],[578085,1657187],[579460,1398396],[583272,1403678],[587245,1409465],[588663,1671582],[590380,1413970],[593216,1160536],[595318,1421410],[595640,1163572],[599122,1686919],[599315,1687225],[600656,701313],[600850,1429973],[602155,1431327],[603369,1433217],[603573,1693444],[606579,1179877],[608195,1182593],[608825,936742],[609522,1442977],[610462,1704566],[610655,1704872],[611944,713415],[612011,1446723],[613181,1450048],[617244,1453064],[621421,1198478],[621786,1458915],[622734,1460067],[631205,1469827],[631527,1210700],[632419,1471717],[636143,1216125],[639639,1222757],[640320,1481634],[641399,972760],[641466,1742122],[641696,1742508],[642513,1744072],[644276,1226486],[650134,1493579],[653293,1497108],[653388,1237601],[656033,1500486],[659632,1245857],[661734,1508216],[662056,1248893],[665538,1771224],[665731,1771530],[667072,772866],[667266,1516779],[669367,1007902],[669434,1777167],[669578,1258652],[673487,1265449],[674117,1024612],[674462,1524547],[675676,1526437],[675905,1783686],[676098,1783992],[681575,1533344],[683577,1536354],[692614,1287290],[692939,1288893],[693613,1807649],[695760,807215],[699256,1298567],[699353,1813500],[701016,809003],[701083,1559907],[702688,1561914],[703636,1563066],[703958,1302841],[706500,1567196],[709287,1057540],[709367,1311574],[710473,1572983],[711687,1574873],[711891,1830937],[713608,1577488],[714897,1319146],[718397,1584126],[719266,1583957],[722908,1327051],[729477,1594346],[733654,1338858],[734019,1600197],[734114,1339592],[734967,1601349],[735289,1341124],[738343,1089538],[738410,1860288],[738554,1344698],[742463,1351495],[743093,845882],[743438,1611109],[744652,1612999],[744881,1866807],[745074,1867113],[752591,1360850],[753904,1622825],[757731,1366996],[763589,1634475],[764492,1375455],[765166,1889285],[767313,883349],[770809,1385129],[770906,1895136],[772569,885137],[772636,1645953],[773920,1899053],[774335,1131434],[774768,1390303],[775087,1900863],[775210,1388440],[775884,1648294],[779258,1148343],[779338,1395217],[780426,1654145],[781374,1655297],[782004,1907131],[789845,1665057],[790167,1405930],[791059,1666947],[794783,1411355],[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] cell #3458 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [97649,481608],[117594,539517],[137530,594230],[150621,627652],[151328,629255],[164350,660646],[174723,686188],[176152,690142],[178106,695055],[178150,503846],[190451,724912],[193284,730217],[206756,758822],[207463,760425],[210056,766608],[210100,564711],[219114,786292],[219821,787895],[223549,796831],[226064,595343],[232843,819286],[234272,823240],[236626,827954],[246339,845177],[246383,632114],[256409,864495],[256713,865168],[259546,870473],[263506,661759],[271191,894341],[274024,899646],[278577,909314],[279284,910917],[285473,924549],[287496,928251],[288203,929854],[290796,936037],[290840,711382],[291931,938790],[294222,943790],[301718,955237],[303165,730701],[305786,734992],[311431,972460],[313598,976083],[314334,977239],[317257,982190],[323007,992633],[323311,993306],[323355,763284],[328674,1004577],[330293,1006684],[340006,1023907],[340050,790754],[342839,1029212],[347570,1042719],[350076,1043225],[350380,1043898],[350777,1044859],[353213,1049203],[357173,820399],[357766,1058871],[358473,1060474],[361082,1065818],[368880,1076873],[370704,840585],[371011,840795],[376376,1088320],[382284,1098349],[383320,1099867],[383627,1100036],[389780,1109796],[390516,1110952],[391227,870957],[393439,1115903],[393848,875248],[396683,1125840],[399189,1126346],[399493,1127019],[399890,1127980],[401247,1130061],[407010,1139004],[408743,1141508],[410190,900130],[412811,904421],[418456,1158731],[418500,913776],[419903,1161399],[420623,1162354],[420798,1167037],[421359,1163510],[424282,1168461],[425112,1170203],[430032,1178904],[430336,1179577],[430380,932713],[433169,1184882],[435699,715992],[442858,1199526],[445467,1203311],[447290,956701],[447442,957245],[449421,1208376],[450868,1210638],[451576,971281],[453265,1214366],[459028,1223309],[460377,1225173],[461338,1226311],[461490,1226639],[465778,982674],[468175,1236228],[469211,1237746],[469518,1237915],[469999,988714],[470306,988924],[474951,1246720],[475671,1247675],[475846,1252358],[476407,1248831],[479330,1253782],[480160,1255524],[483192,1259515],[488036,1266698],[489406,1268700],[491230,1019315],[491537,1019525],[496902,1280147],[498349,1029696],[500970,1033987],[501964,1289286],[502556,1289748],[502810,1290176],[503484,1295442],[504153,1291863],[510306,1301623],[511042,1302779],[511753,1049687],[513965,1307730],[514374,1053978],[517209,819097],[519715,1318173],[520019,1318846],[520063,1063333],[520416,614057],[527425,1327914],[527664,1328302],[529007,1329989],[532954,1078898],[534777,1337099],[536601,1339737],[536908,1339906],[537083,1093003],[537644,1341062],[541101,1345561],[545945,1352744],[548384,1355727],[552961,1105403],[553268,1105613],[555877,1365683],[556838,1366821],[556990,1367149],[557700,1111260],[557852,1111804],[559831,1370748],[562829,1375848],[563421,1376310],[563675,1376738],[564349,1382004],[565018,1378425],[571942,1388833],[572534,1389295],[576711,1394756],[579320,1398541],[581143,1142972],[581295,1143516],[583274,1403606],[584721,1405868],[585429,893162],[587118,1409596],[588942,1154139],[589249,1154349],[590696,912501],[592881,1418539],[593287,1419202],[593303,1419481],[595191,1421541],[599631,1168945],[602028,1431458],[603064,1432976],[603371,1433145],[603852,1174985],[604159,1175195],[608804,710136],[609524,1442905],[609699,933911],[610260,1444061],[610971,1185366],[613183,1449012],[613592,1189657],[616182,1454091],[620831,1458202],[621423,1458664],[621646,1459060],[622607,1460198],[624773,1213476],[630839,1469570],[631078,1469958],[631230,1470286],[631752,1219632],[632421,1471645],[635553,1475639],[636145,1476101],[640322,1481562],[648554,1491432],[648793,1231702],[648945,1232246],[650136,1493507],[653153,1497253],[654083,1238253],[655906,1500617],[658773,1504580],[659703,1506008],[659719,1506287],[661607,1508347],[666047,1254266],[669649,1519034],[669665,1519313],[674096,780107],[674335,1524678],[675678,1526365],[676414,1267182],[679625,1270725],[681448,1533475],[683272,1536113],[683579,1536282],[683754,1011367],[684315,1537438],[687772,1541937],[688011,1281611],[688163,1282155],[689835,1032059],[691589,1547394],[692616,1549120],[693018,1549810],[699632,1297230],[699939,1297440],[702548,1562059],[703509,1563197],[703661,1563525],[704371,1303087],[704523,1303631],[706502,1567124],[709500,818278],[710346,1573114],[711020,1055283],[711689,1574801],[712170,1314254],[712477,1314464],[713924,1062058],[718162,1584948],[718335,1584187],[720320,1326292],[722979,1588572],[722995,1588851],[727197,1342769],[728415,1595373],[733064,1599484],[733656,1599946],[733879,1600342],[734840,1601480],[738625,1605596],[738641,1605875],[743072,853965],[743311,1611240],[744654,1612927],[745390,1353228],[747352,1353983],[752001,1620960],[752593,1621422],[752816,1361116],[753777,1622956],[762009,1632328],[763591,1634403],[764571,1635856],[771185,1383792],[771492,1384002],[774822,1649321],[775289,1648772],[779471,892343],[780286,1654290],[781247,1655428],[782283,1396818],[782590,1397028],[783413,1129171],[789479,1664800],[789718,1665188],[789870,1665516],[790392,1135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] cell #3459 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3460 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [97722,481599],[117667,539508],[137603,594221],[151401,629246],[164423,660637],[174796,686179],[176013,910908],[176132,690181],[178179,695046],[190524,724903],[194281,730208],[207536,760416],[210129,766599],[219894,787886],[222105,1029203],[223510,796836],[226142,802765],[232916,819277],[234133,1060465],[234252,823279],[236665,827945],[245038,627657],[246412,845168],[256786,865159],[260543,870464],[263584,878899],[271264,894332],[275021,899637],[277580,909319],[282272,695165],[285334,1170194],[285453,924588],[288276,929845],[290487,1184873],[290869,936028],[291892,938795],[294227,943643],[301757,955228],[305864,962161],[311504,972451],[313637,976074],[317778,982181],[322010,758827],[323384,993297],[325473,766718],[328535,1255515],[328654,1004616],[330332,1006675],[334473,1266689],[338705,786297],[340079,1023898],[346165,1289739],[347550,1044644],[350453,1043889],[350738,1044864],[354210,1049194],[356769,1058876],[357251,1057629],[361073,827242],[368885,1076726],[371050,1079671],[373999,845287],[376415,1088311],[380556,1352735],[382289,1098202],[383666,1100027],[387526,864500],[389819,1109787],[393926,1116720],[393960,1115894],[395278,1376301],[396663,1127765],[399566,1127010],[399851,1127985],[401252,1129914],[402629,1389286],[406489,1139009],[408782,1141499],[412889,1148432],[418529,1158722],[419285,1419139],[419864,1161404],[420662,1162345],[420793,1169120],[424803,1168452],[429035,928256],[430409,1179568],[432498,936147],[435679,716070],[442109,1458655],[442897,1199517],[445458,954525],[447295,1205422],[447835,957504],[449460,1208367],[451556,973206],[453270,1214219],[454647,1476092],[458507,1223314],[460368,975371],[461343,1226164],[461922,977244],[468180,1236081],[469557,1237906],[470345,1239026],[473294,993416],[473417,992638],[474333,1505945],[474912,1246725],[475710,1247666],[475841,1254441],[479851,1253773],[482574,1518971],[483153,1259520],[489411,1268553],[491576,1271498],[494525,1024017],[496941,1280138],[501048,1287071],[501082,1549111],[501840,1549768],[501959,1289433],[502815,1290029],[503486,1297602],[504192,1291854],[508052,1043230],[510345,1301614],[514452,1308547],[514486,1307721],[517189,820032],[520092,1318837],[520377,825596],[526807,1588509],[527386,1327919],[527669,1328155],[529046,1329980],[532945,1078968],[533132,840580],[534782,1336952],[536159,1599937],[536947,1339897],[537078,1095086],[540483,1605533],[541062,1345566],[548375,1099324],[548494,859492],[552519,1621413],[553307,1361889],[555868,1109084],[556843,1366674],[557422,1110957],[557705,1367794],[558245,1112063],[559870,1370739],[562705,1635814],[562824,1375995],[563680,1376591],[564351,1384164],[565057,1378416],[568917,1126351],[571818,1648730],[571937,1388980],[576750,1394747],[579311,1140796],[581148,1400652],[581688,1143775],[583313,1403597],[585409,895087],[587123,1409449],[588500,1671322],[589288,1412394],[592237,1158841],[592360,1418544],[593305,1419623],[595196,1421394],[595775,1163515],[602033,1431311],[603410,1433136],[604198,1434256],[607147,1179687],[607270,1178909],[608765,934863],[609563,1442896],[609694,934954],[613670,1449829],[613704,1449003],[616119,1713201],[616187,1453048],[620707,1717630],[620826,1458349],[621637,1198814],[622612,1460051],[624768,1213623],[627470,957247],[630221,1727778],[630800,1469575],[631083,1469811],[631662,1210643],[631754,1221792],[632460,1471636],[635429,1734051],[635548,1475786],[640361,1481553],[644125,976987],[647936,1748624],[648515,1491437],[648798,1491673],[649338,1232505],[650175,1493498],[653144,1237203],[653263,987630],[654074,1238323],[654261,988709],[655911,1500470],[657288,1760052],[659721,1506429],[661612,1508200],[662191,1248836],[669667,1519455],[674057,1012319],[674340,1524531],[675717,1526356],[679616,1270795],[679803,1019310],[681453,1533328],[682830,1791764],[683618,1536273],[683749,1013450],[687154,1797360],[687733,1541942],[688016,1542178],[688556,1282414],[699978,1558265],[702539,1300911],[703514,1563050],[704093,1302784],[704376,1564170],[704916,1303890],[706541,1567115],[709495,1055494],[710351,1572967],[711022,1056364],[711728,1574792],[712516,1575912],[715465,1318956],[715588,1318178],[718083,1839558],[718153,1322100],[718340,1584110],[720315,1326439],[722997,1588993],[727199,1342911],[728352,1848880],[728420,1594330],[732940,1853309],[733059,1599631],[733870,1339194],[733989,1083922],[734845,1601333],[735424,1341067],[738643,1606017],[743033,1093955],[743316,1611093],[744693,1612918],[747289,1868871],[747357,1615806],[751877,1873300],[751996,1621107],[752807,1361186],[752994,1105398],[753782,1622809],[757580,1110700],[758640,1111806],[761391,1883448],[761970,1632333],[763630,1634394],[771531,1644311],[774827,1648278],[779466,1135538],[780277,1394044],[781252,1655281],[782629,1657106],[783408,1129318],[786110,1143518],[788861,1914049],[789440,1664805],[789723,1665041],[790302,1405873],[790394,1137487],[791100,1666866],[794069,1920322],[794188,1671016],[794999,1411691],[795186,1154134],[797376,912462],[799001,1676783],[807155,1167989],[807438,1686903],[8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] cell #3461 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3462 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3463 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3464 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [178162,1163216],[185469,1711371],[210112,1248537],[226052,1291586],[232722,1829597],[235005,1582216],[246395,1340768],[263494,1378148],[270594,1906897],[282096,1165130],[289866,1951116],[290187,1706583],[290852,1443767],[303177,1466215],[305774,1471368],[310834,1986925],[323367,1504286],[325297,1250451],[333299,2024698],[333620,1795193],[340062,1537144],[345667,1038914],[349783,2055026],[355880,1832030],[356006,2067654],[357161,1574524],[370911,1596090],[370999,1596685],[373823,1341576],[379382,2100832],[379703,1603366],[391239,1628973],[393836,1634126],[394780,1122035],[398896,2128884],[402131,889357],[403278,2132867],[404968,1917340],[405094,2136849],[410202,1661445],[412799,1666598],[417859,1924397],[418512,1677654],[423629,2164954],[423950,1424547],[430392,1699516],[430979,1954050],[432322,1445681],[441611,1201196],[444953,1464043],[447134,1724799],[447667,1724870],[454149,967476],[455296,2204420],[456986,1731069],[457112,2208402],[465790,1750588],[470206,1756205],[470294,1756800],[473118,1505094],[474121,2235618],[478677,2233930],[478998,1511353],[481006,2027132],[483808,2238144],[485688,2035202],[491437,1787917],[491525,1788512],[494349,1537952],[498361,1799324],[499908,2041384],[500229,1031430],[500958,1804477],[504841,2264037],[506531,1554157],[506657,2268019],[511765,1820800],[514362,1825953],[515306,1055600],[519422,2072526],[520075,1837009],[524397,1322387],[530161,1593914],[532819,1850466],[535661,1092175],[538915,1848402],[541717,2304560],[543597,1856472],[552021,1363568],[553168,1874608],[553256,1875203],[555363,1626801],[557544,1880469],[558077,1880540],[562205,2332695],[562526,1385840],[565706,2327648],[567396,1640203],[567522,2331630],[570151,2139153],[572622,2335140],[575464,1135644],[578806,1659273],[580987,1911070],[581520,1911141],[588002,906043],[589149,1921630],[589237,1922225],[590839,1155878],[590965,2152561],[592061,1415179],[593628,1680540],[596430,2359273],[598310,1683474],[599643,1936859],[604059,1942476],[604147,1943071],[606971,1700324],[607974,2166642],[610983,1953883],[612530,2181640],[612851,1187100],[613580,1959036],[617863,1452632],[619212,1719533],[620114,1963438],[623850,2387806],[624381,1722824],[627811,969794],[633762,1969724],[636233,2396005],[639075,1219949],[645526,1485905],[648637,1994389],[649170,1994460],[651290,1754029],[651997,2415937],[653948,2000023],[656790,1251530],[658916,1516141],[659042,2421849],[660044,1764845],[662846,2417182],[664726,1767779],[666059,2014978],[667638,2243620],[669990,1518168],[671068,1258146],[676426,2026386],[676832,1785741],[679490,2029196],[682332,1010539],[685586,1029091],[685674,1540568],[687855,2039208],[688388,2039279],[690268,797715],[693379,1807288],[695850,2445550],[698692,1295759],[699839,2053338],[699927,2053933],[702034,1818628],[704215,2059199],[704748,2059270],[708876,2269084],[709197,1299278],[712377,2069759],[712465,2070354],[714067,1315993],[714193,2283731],[715289,1578697],[719928,1583555],[721019,1844832],[721726,2471357],[722246,2079504],[723320,1845968],[726250,2471891],[730096,852612],[731445,1601118],[736614,2084980],[738966,1604730],[740044,1344192],[745402,2102520],[746094,2105212],[749033,1615390],[750382,1356503],[751284,2105397],[752681,2108323],[755551,1878494],[756072,1637770],[756263,2496813],[758981,1124353],[763717,875980],[764932,1888924],[767403,2497568],[770245,1382321],[771392,2127196],[771480,2127791],[775650,1647933],[776503,1387571],[777852,1905804],[778754,899525],[778842,1663431],[782490,2137914],[782578,2138509],[783021,1909095],[786451,891675],[792215,1669607],[792402,909473],[794873,2150515],[800736,1430108],[804166,1420904],[807277,2163818],[807810,2163889],[809930,1940300],[810637,2358028],[812588,2169452],[815430,1166209],[817556,1429335],[817682,2363940],[818684,1184761],[818772,1702940],[820953,2179464],[821486,2179535],[823366,939674],[828816,1963253],[830730,1966364],[831251,1720626],[831442,2546533],[831809,2188469],[833087,1967420],[835668,2546656],[841284,1728864],[843585,1726975],[849508,1733254],[850361,1474377],[851710,1985832],[852700,1468201],[856348,2209467],[856436,2210062],[857158,2212442],[860184,1743670],[861275,1486120],[862502,2212602],[863576,1995525],[864654,1234292],[866842,2568375],[867600,985772],[870352,1000741],[871701,1498029],[876870,1234878],[880300,1507710],[883411,2232794],[883944,2232865],[888278,1521102],[890448,2023562],[891155,2236899],[891488,1790049],[892749,1266577],[892837,1783180],[895146,2242740],[895679,2242811],[900874,1792945],[908395,1796557],[915523,2263852],[918462,1551089],[919811,1294032],[920713,1049082],[920801,1822786],[922110,2266963],[924980,2057224],[925501,1551724],[925692,2444795],[928410,1041232],[933146,1054710],[934174,1828962],[934361,1059030],[936832,2281685],[943153,2610098],[945200,2079344],[946888,2612361],[947646,1069962],[949373,1324726],[952892,1591353],[956099,1848217],[958013,1854343],[958534,1598857],[960370,1852512],[966397,1607664],[968567,2099696],[969274,2303315],[969607,1598222],[970868,1352623],[970956,186630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] cell #3465 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [797520],[875785],[905969],[906254],[939479],[985507],[1010465],[1010750],[1025779],[1054515],[1055811],[1069697],[1092101],[1092386],[1108037],[1132517],[1134463],[1135855],[1166135],[1166420],[1171778],[1181449],[1195527],[1216822],[1218768],[1220160],[1251456],[1251741],[1260106],[1261524],[1263199],[1292632],[1294578],[1295970],[1299864],[1346152],[1347570],[1349245],[1363494],[1363779],[1379194],[1381140],[1382532],[1390049],[1390757],[1422864],[1423997],[1425957],[1461534],[1476855],[1477563],[1484937],[1493996],[1509670],[1510803],[1512763],[1553567],[1554550],[1585303],[1592193],[1602816],[1614395],[1615168],[1639613],[1640596],[1684044],[1706033],[1713847],[1714620],[1721363],[1724572],[1731462],[1768349],[1794643],[1832423],[1849526],[1850299],[1857042],[1910843],[1917733],[1954620],[2028256],[2029029],[2035772], 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] cell #3466 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [143839,1838028],[183966,1952859],[185453,1959802],[216890,2035090],[223772,1284213],[232706,2067361],[232779,2068435],[251501,1856360],[270578,2135626],[271127,2145733],[279220,1413998],[285272,1682283],[289818,2176646],[290216,2178293],[292154,1446971],[310818,2207179],[311367,1976304],[328473,1766588],[329370,2243854],[333251,2240050],[334202,2250052],[341033,1542528],[343565,1283928],[349767,2266796],[350316,1808069],[351000,1560155],[355954,2279066],[358409,1577516],[375453,2085214],[379334,2306466],[380285,2091412],[398880,2330407],[399429,1889705],[400113,1646201],[400729,2340711],[401667,2335374],[404599,1401002],[405042,2337210],[413909,1412052],[417843,1924244],[419700,1929098],[423581,2361179],[424532,1930745],[425048,1689226],[431363,1704900],[433895,1446686],[441147,2188703],[452747,2194040],[453685,2396239],[456617,1205772],[457060,2398075],[474105,2235465],[474748,2007217],[478629,2419088],[479580,2008864],[480096,1773531],[480557,2428928],[482051,2424239],[482989,2018952],[485269,1271156],[486072,1784020],[495458,1026886],[499860,2041573],[502292,2046568],[502442,1806995],[503230,2445784],[506162,1564520],[506605,2447620],[508297,1559870],[515472,1575570],[519406,2072373],[526284,2290386],[527222,2081410],[535197,1596279],[538466,2295075],[539960,2479287],[540898,2095086],[543178,1079329],[543981,1867141],[551557,2311931],[562157,2332884],[563157,2120426],[563307,1888631],[564095,2497802],[567027,1368144],[567470,2499638],[569162,1645916],[570776,2504153],[572270,2131524],[572420,1900891],[574479,1145289],[575630,1656764],[587538,1921819],[590913,2152754],[593179,1929016],[593827,1680167],[594673,2523534],[595611,1162843],[597891,1433914],[598694,1687253],[607958,2166489],[608080,1182556],[612482,2181829],[619665,2383627],[621159,2190539],[621309,1966197],[623027,2546890],[629698,1725063],[630636,2198148],[634387,2553266],[635881,2203077],[636031,1980919],[638090,959018],[639241,1742085],[647413,2403008],[648351,2214508],[650646,1492023],[651949,2417347],[656326,1756394],[658990,2422042],[659595,2007135],[660243,1764472],[661089,2569617],[662027,1248164],[664307,1238684],[665110,1771558],[668854,774298],[669541,2018870],[670189,1777130],[673372,1265412],[681868,1788106],[686631,2039472],[687569,2253726],[690652,2045871],[692967,1806222],[694004,2592215],[695498,1038046],[695648,1810928],[697707,1305404],[698858,1557923],[708828,2269273],[710766,2069948],[714141,2283924],[717885,1322686],[721678,2472056],[722871,2081328],[723519,1844605],[725355,2613050],[731898,1596984],[733392,2298857],[733542,2090441],[735260,1340395],[737830,848156],[738517,2095004],[739165,1860251],[742348,1351458],[748652,1619101],[750835,2485190],[752329,2313767],[752479,2108156],[754197,1874797],[754827,1361547],[756211,2498080],[760868,1880733],[761806,2321376],[764101,1632919],[764520,1887858],[765557,2632455],[767051,1121167],[767201,1892564],[769260,1113577],[770411,1643969],[774583,1390266],[775238,1900118],[781667,2138103],[788338,1911334],[789276,2344819],[793027,1922524],[794521,2349748],[794671,2150348],[797881,1928356],[801952,916257],[802639,917547],[803287,1684261],[806470,1428170],[810589,2359438],[814966,1942665],[817630,2364133],[819729,2179728],[820667,1443394],[823750,1957829],[827603,2187433],[831390,2547168],[832675,1965424],[834752,2670327],[838150,1464342],[841943,1466062],[843136,2198066],[843784,1975225],[845620,1211363],[845770,1978123],[848441,1477072],[849096,1980146],[855525,2209656],[858141,1224000],[859500,1226514],[859765,1489031],[861934,1750435],[863127,2214426],[863775,1994162],[865611,1994653],[866028,1232940],[866845,2569441],[869971,1757740],[872154,1757099],[873648,2411479],[873798,2223539],[875516,1503913],[876146,1503073],[878086,996285],[878773,997575],[879421,1768566],[882604,1514976],[887097,1520303],[891107,2238309],[894784,2243004],[901327,1788811],[902821,2432710],[902971,2249081],[904689,1536771],[907946,2253644],[908594,2038981],[911777,1286945],[916542,1553784],[917197,1810449],[923626,2053527],[925640,2446062],[930297,2059463],[931235,2455229],[933530,1824746],[934986,2070653],[936480,1312994],[936630,2071294],[939840,1835796],[943227,2717580],[943993,2077940],[946891,2612874],[951668,1073585],[954886,2295751],[958673,1336610],[959303,1609557],[959958,2089668],[961882,1597625],[962035,1084751],[962683,1857259],[965216,1606865],[969226,2304725],[972903,2309420],[975027,1357408],[975732,2310661],[976377,1618622],[976789,1099178],[976979,1099685],[979519,1358602],[980804,2107383],[982881,1618460],[986279,1364510],[987638,1367024],[987903,1629927],[990072,1628820],[991265,2321294],[991913,2117184],[993749,1373735],[993899,2120082],[994166,1116594],[996570,1639830],[997225,1892085],[1003654,2127385],[1010120,2335652],[1013482,2146911],[1016880,1659572],[1020673,1661292],[1021866,2344737],[1022514,2144654],[1024350,1406593],[1024500,2147552],[1027171,1409033],[1027826,2149575],[1034255,1677281],[1036654,1682675],[1040664,1936706],[1044341,2164082],[1045575,2523358],[1048701,1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] cell #3467 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [143829,2287986],[183631,2374682],[185463,2186270],[216152,2428018],[232406,2459666],[232716,2283433],[250763,2483066],[270278,2507285],[270588,2348272],[284534,2527313],[289711,2376550],[289775,2536062],[310518,2556398],[310828,2201601],[327735,2573396],[330193,2575648],[333144,2435177],[333208,2577981],[344430,2256991],[349467,2595347],[349777,2050935],[355835,2461710],[376276,2618849],[379227,2301324],[379291,2621182],[394554,2502745],[398580,2635587],[398890,2124793],[400657,2508829],[401624,2637857],[404923,2514000],[417543,2352493],[417853,1674331],[420523,2652620],[423474,2160903],[423538,2654953],[434760,2378120],[449321,1971953],[452675,2388303],[453642,2675299],[456941,2393474],[473805,2573818],[474115,2016841],[475571,2687231],[478522,2229879],[478586,2689564],[480961,2579352],[481473,2691352],[496802,2254837],[499753,1800892],[499817,2439699],[502220,2262202],[503187,2704119],[504053,1552186],[506486,2264246],[515080,2450727],[519106,2462903],[519416,1833686],[526212,2468623],[528907,2719752],[535154,2087353],[538870,2472327],[539382,2723302],[555672,2632903],[559731,2113912],[562050,2129346],[562114,2636305],[563085,2325813],[564052,2733419],[564918,1638232],[567351,2327857],[569808,2640891],[572198,2131032],[583174,2141382],[586528,1671810],[587495,2350762],[590794,1415105],[593583,2357627],[594095,2747487],[595568,1421887],[607658,2527735],[607968,1938722],[609424,2375966],[612375,1955451],[612439,2538994],[619521,2670775],[620069,2544190],[621087,2386759],[622984,2760898],[629120,1972547],[632321,1730204],[633419,2547224],[635809,2202585],[647341,2558953],[650036,2215619],[651782,2228011],[651906,2687241],[656283,2220451],[658871,1505020],[659999,2415536],[660511,2771878],[661984,1508693],[669945,2236498],[672883,1531300],[675578,2428440],[681825,2245993],[685541,1542671],[686053,2255431],[693036,2056299],[694920,1293689],[702343,2592663],[706402,2272552],[708721,2055488],[708785,2596065],[709756,1831165],[710723,2461172],[711589,1830059],[714022,1578623],[721511,2294165],[721635,2719762],[721903,2610612],[723275,2470956],[724777,2794703],[727001,1849536],[731754,1851096],[733320,2298365],[735217,1601826],[738921,2302914],[741859,1334924],[744554,2483488],[750691,2108953],[751239,2623379],[752257,2488322],[754154,2314781],[755275,2733185],[756027,1625833],[760290,2114506],[763491,1885874],[764589,1877569],[766473,1380251],[775307,2133076],[778161,2504601],[778709,1401145],[779727,1907359],[781624,2508003],[787760,2141976],[790961,1916475],[792059,1152594],[794449,2349256],[800662,1164166],[805981,1693672],[808676,2362290],[810422,2159035],[810546,2652630],[814923,2367122],[817511,1700250],[818639,1705043],[819151,2376560],[820624,1703923],[826613,2821465],[829766,1713857],[830454,2760664],[831206,1716535],[832744,1963647],[841776,2197975],[841900,1726530],[843540,2390792],[845042,1472351],[849165,2204629],[852019,2553714],[852567,1205915],[853585,1987387],[855482,2557116],[861767,2406787],[861891,1747376],[862159,2678994],[863531,2561286],[865033,1991484],[866907,1753034],[867257,1753044],[872010,2000653],[873576,2410987],[875473,1761941],[876796,1249487],[882115,1498442],[884810,2420199],[888204,1008496],[890940,2018779],[891064,2575658],[891332,1274209],[892704,1784163],[894206,2435187],[896430,2028266],[901183,2029826],[902749,2432218],[904646,1793653],[908350,2436767],[913983,2044613],[920120,2267593],[920668,1564663],[921686,1813728],[923583,2448634],[924704,2703885],[925456,1817660],[929719,2273146],[932920,2064604],[934018,1055526],[935902,1576627],[942735,2793608],[944136,2077858],[946953,1841917],[947303,1841927],[949299,1330695],[953896,1595645],[957737,1851451],[958489,1852214],[960027,2087891],[966323,1090132],[969059,2094913],[969183,2618859],[969451,1082382],[970823,1867284],[972325,2301334],[974742,2105068],[977895,1614405],[978583,1871442],[979335,1872205],[980873,2105606],[984303,1621901],[989905,2321203],[990029,1882200],[991669,2492355],[993171,1374459],[1000148,2331204],[1000696,1368287],[1001714,1895364],[1003611,2500652],[1005343,2508839],[1009184,2637623],[1009936,1902806],[1011474,1135570],[1020506,2344646],[1020630,1912801],[1022270,2511318],[1023772,1667581],[1027895,2351300],[1030749,2151145],[1032315,2156816],[1034212,1927366],[1040497,1933373],[1040621,1933647],[1040889,1436967],[1042261,1687396],[1043763,2160913],[1045637,1939305],[1045987,1939315],[1050740,2170082],[1052306,2531513],[1054203,1948212],[1063540,2184869],[1065901,1961603],[1067302,1963109],[1068422,1454363],[1075818,1723809],[1077219,2194596],[1080036,1972537],[1080386,1728775],[1086284,2401182],[1086979,2388313],[1090820,2675065],[1091572,1982834],[1093110,1219875],[1097294,1990890],[1098695,2210956],[1100274,1747102],[1101512,1991474],[1101862,1486031],[1103858,1233949],[1107318,1492166],[1108455,1495781],[1112296,2001008],[1113048,2001771],[1114586,2220989],[1116274,2226148],[1118016,1760540],[1123618,2011492],[1123742,2011766],[1124010,1241737],[1125382,1771701],[1126884,2229889],[1129006,2579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] cell #3468 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [104843,917712],[126968,997740],[137946,1038113],[152414,1084916],[164766,1121234],[167405,670737],[178060,919480],[184097,1184011],[193479,1206297],[195409,1211430],[196705,739713],[208549,1244271],[210010,999508],[220907,1276743],[225525,803835],[233259,1313061],[243863,1335087],[244089,1335552],[244903,852369],[246293,1085644],[259741,1368669],[261671,1373802],[262967,879969],[274219,1401527],[276149,1406660],[277445,685343],[280370,1417639],[289289,1439501],[290750,1185779],[299329,952561],[300908,1204022],[302590,1465394],[302846,1465674],[302957,969729],[317452,1492548],[320835,1498605],[321061,1499070],[321875,1000498],[323265,1244999],[337530,1531463],[337756,1531928],[338570,778511],[339960,1277471],[343034,1543053],[344964,1548186],[353408,1565045],[355338,1570178],[356634,818441],[359559,1581157],[363438,1066529],[368088,1332535],[370354,1595868],[370629,852537],[386904,1622064],[387130,1622529],[387391,1107120],[388970,1366394],[390652,1628152],[390908,1628432],[391019,1124288],[406354,892506],[407933,1399252],[409615,1660624],[409871,1660904],[409982,891610],[415980,1671973],[416206,1672438],[417020,689485],[417345,1414776],[418410,1156896],[424477,1687778],[427860,1693835],[428086,1694300],[428900,920470],[430290,1440229],[433364,1705425],[435294,1710558],[435629,1190466],[439073,1192155],[440398,1459771],[444622,1463226],[458372,970625],[462733,1225884],[465203,1749767],[465459,1750047],[465570,1234227],[467383,1496053],[469649,1755983],[469924,1000666],[479525,1772083],[483964,1006615],[488231,1784545],[488614,1528911],[490880,1787695],[491155,778679],[496092,1280078],[497774,1798503],[498030,1798783],[498141,792337],[499391,1544526],[499617,590488],[507430,1813891],[507656,1814356],[507917,1042063],[509496,1562770],[511178,1819979],[511434,1820259],[511545,1041167],[515873,1312380],[517543,1831328],[517769,1831793],[518583,822583],[518908,1578294],[519973,1317011],[520435,1064168],[524066,1321570],[525080,1589652],[534448,1601053],[541873,1088251],[546140,1867666],[546811,1869050],[549483,1354527],[550808,1356438],[552611,1874386],[552886,1107288],[555032,1625984],[561070,1374737],[568295,1895527],[568521,1895992],[568782,1125184],[572926,1129924],[574251,1655001],[575113,1403537],[576031,1396023],[577857,1907522],[578083,1907987],[578475,1658456],[586326,1409459],[588592,1921408],[588867,685511],[590121,689760],[590377,1673874],[596586,1162285],[599056,1936038],[599312,1936318],[599423,1167422],[600528,923892],[600853,1690004],[601236,1691283],[603502,1942254],[603777,920638],[608325,1442299],[608714,1442836],[608823,1184398],[610396,1953062],[610652,1953342],[610763,934296],[612013,1706898],[612239,713716],[617113,1713380],[618881,1718716],[628494,1728921],[636537,1214229],[637862,1740322],[638724,1208307],[639642,1482829],[641468,1987550],[641694,1988015],[642374,1989266],[644613,1227039],[645195,1485088],[646209,1486177],[655577,1497964],[657655,1245167],[663002,1247606],[665472,2014157],[665728,2014437],[665839,1252743],[666944,1003920],[667269,1774309],[669436,2019662],[671751,1781479],[672681,1533338],[673617,1525759],[674006,1526296],[674115,1277130],[675839,2025565],[676095,2025845],[676206,1011752],[681119,1792880],[693482,2047780],[693869,1036096],[696154,1290039],[697479,1291794],[698341,1567055],[699259,1559541],[699282,2053116],[699557,1042231],[701085,1815864],[701311,809304],[701703,1817811],[707741,1571113],[709282,1312600],[709505,1573003],[709554,1572977],[711820,2069537],[712095,818609],[713349,822858],[713605,1833229],[719127,1839709],[726406,1329920],[729346,1849059],[731114,1854395],[738412,2095796],[740727,1864600],[741657,1336962],[742593,1612321],[742982,1612858],[743091,1085303],[744815,2101699],[745071,2101979],[745182,1093388],[748283,1355973],[750051,1616304],[758068,1367549],[759664,1627073],[765035,2121638],[765422,1119217],[767707,1376601],[769032,1378356],[769894,1370679],[770812,1645587],[770835,2126974],[771110,1125352],[772638,1897500],[772864,885438],[773786,2130650],[774901,1650524],[775084,2132158],[775753,1899651],[776140,1131679],[777521,1904987],[779253,1406199],[779476,1655317],[779525,1655291],[781933,2137692],[782208,892674],[787134,1915192],[796502,1926593],[800553,1160530],[801014,2158695],[802534,1929808],[803253,1163438],[804849,1421404],[805779,1695710],[806715,1688131],[807104,1688668],[807213,918099],[808937,924167],[809193,1938265],[814217,1693194],[816295,1440397],[818143,1443222],[824479,1447973],[833190,2192539],[833577,1198337],[835972,1460061],[839392,1970329],[844740,1470686],[846671,1471576],[847644,2202203],[848759,1735845],[848942,2203711],[849611,1979679],[849998,1215984],[851379,1985015],[853111,1210969],[853334,1740638],[853383,1740612],[855791,2209245],[856066,970793],[859383,1486457],[866662,1493438],[869602,1497499],[871370,1754943],[876687,1245851],[877148,2227671],[878668,2007927],[879387,1248759],[880983,1508210],[881913,1500480],[882849,1772436],[883238,1772973],[883347,998127],[885071,1004195],[885327,2016384],[886289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] cell #3469 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [104842,917711],[126967,997739],[137945,1038122],[152413,1084915],[164765,1121243],[167404,670746],[178059,919489],[184096,1184010],[193478,1206296],[195408,1211439],[196704,739722],[208548,1244270],[210009,999517],[220906,1276742],[225524,803844],[233258,1313070],[243985,1335086],[244088,1335561],[244902,852378],[246292,1085653],[259740,1368668],[261670,1373811],[262966,879978],[274218,1401526],[276148,1406669],[277444,685352],[280369,1417638],[289288,1439500],[290749,1185788],[299328,952570],[300907,1204031],[302589,1465397],[302956,969738],[302991,1465673],[317451,1492547],[320957,1498604],[321060,1499079],[321874,1000507],[323264,1245008],[337652,1531462],[337755,1531937],[338569,778520],[339959,1277480],[343033,1543052],[344963,1548195],[353407,1565044],[355337,1570187],[356633,818450],[359558,1581156],[363437,1066538],[368087,1332538],[370363,1595865],[370628,852536],[387026,1622063],[387129,1622538],[387390,1107129],[388969,1366403],[390651,1628155],[391018,1124297],[391053,1628431],[406353,892515],[407932,1399261],[409614,1660627],[409981,891619],[410016,1660903],[416102,1671972],[416205,1672447],[417019,689494],[417344,1414775],[418409,1156905],[424476,1687777],[427982,1693834],[428085,1694309],[428899,920479],[430289,1440238],[433363,1705424],[435293,1710567],[435628,1190465],[439072,1192158],[440397,1459780],[444631,1463223],[458371,970634],[462732,1225893],[465202,1749770],[465569,1234236],[465604,1750046],[467382,1496056],[469658,1755980],[469923,1000665],[479524,1772082],[483963,1006624],[488230,1784544],[488613,1528914],[490889,1787692],[491154,778678],[496091,1280087],[497773,1798506],[498140,792346],[498175,1798782],[499513,1544525],[499616,590487],[507552,1813890],[507655,1814365],[507916,1042072],[509495,1562779],[511177,1819982],[511544,1041176],[511579,1820258],[515872,1312379],[517665,1831327],[517768,1831802],[518582,822592],[518907,1578293],[519972,1317020],[520434,1064167],[524075,1321567],[525079,1589655],[534447,1601062],[541872,1088260],[546139,1867665],[546810,1869053],[549482,1354530],[550807,1356447],[552620,1874383],[552885,1107287],[555041,1625981],[561069,1374746],[568417,1895526],[568520,1896001],[568781,1125193],[572925,1130065],[574250,1655010],[575112,1403546],[576030,1396022],[577979,1907521],[578082,1907996],[578484,1658453],[586325,1409600],[588601,1921405],[588866,685510],[590120,689759],[590522,1673873],[596585,1162294],[599055,1936041],[599422,1167431],[599457,1936317],[600527,923901],[600852,1690003],[601235,1691286],[603511,1942251],[603776,920637],[608260,1442298],[608713,1442845],[608822,1184397],[610395,1953065],[610762,934305],[610797,1953341],[612135,1706897],[612238,713715],[617112,1713383],[618890,1718713],[628493,1728924],[636536,1214370],[637861,1740331],[638723,1208316],[639641,1482828],[641590,1987549],[641693,1988024],[642383,1989263],[644612,1227038],[645204,1485085],[646208,1486180],[655576,1497973],[657654,1245166],[663001,1247615],[665471,2014160],[665838,1252752],[665873,2014436],[666943,1003929],[667268,1774308],[671415,2019661],[671750,1781482],[672680,1533479],[673552,1525758],[674005,1526305],[674114,1277129],[675838,2025568],[676205,1011761],[676240,2025844],[681118,1792889],[693481,2047783],[693868,1036105],[696153,1290180],[697478,1291803],[698340,1567064],[699258,1559540],[699291,2053113],[699556,1042230],[701207,1815863],[701310,809303],[701712,1817808],[707740,1571122],[709281,1312599],[709437,1573002],[709553,1573118],[711829,2069534],[712094,818608],[713348,822857],[713750,1833228],[719136,1839706],[726405,1329929],[729345,1849062],[731123,1854392],[740391,2095795],[740726,1864603],[741656,1337103],[742528,1612320],[742981,1612867],[743090,1085302],[744814,2101702],[745181,1093397],[745216,2101978],[748282,1355972],[750060,1616301],[758067,1367548],[759663,1627076],[765034,2121641],[765421,1119226],[767706,1376742],[769031,1378365],[769893,1370688],[770811,1645586],[770844,2126971],[771109,1125351],[772760,1897499],[772863,885437],[773785,2130653],[775752,1899654],[776139,1131688],[776876,1650523],[777169,2132157],[777530,1904984],[779252,1406198],[779408,1655316],[779524,1655432],[781942,2137689],[782207,892673],[787133,1915195],[796501,1926602],[800552,1160671],[801023,2158692],[803252,1163437],[804513,1929807],[804848,1421545],[805778,1695851],[806650,1688130],[807103,1688677],[807212,918098],[808936,924166],[809338,1938264],[814216,1693203],[816294,1440396],[818140,1443221],[824478,1447982],[833189,2192542],[833576,1198346],[835971,1460202],[839401,1970326],[844739,1470685],[846670,1471585],[847643,2202206],[849610,1979682],[849997,1215993],[850734,1735844],[851027,2203710],[851388,1985012],[853110,1210968],[853266,1740637],[853382,1740753],[855800,2209242],[856065,970792],[859392,1486456],[866661,1493447],[869601,1497498],[871379,1754940],[876686,1245992],[877157,2227668],[879386,1248758],[880647,2007926],[880982,1508351],[881912,1500621],[882784,1772435],[883237,1772982],[883346,998126],[885070,1004194],[885472,2016383],[886288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] cell #3470 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [282373,1421827],[292994,1959885],[325574,1508633],[347231,1552379],[356436,2068286],[359776,1838166],[374100,1601766],[396344,1638425],[405524,2137481],[420755,1423772],[431211,2177631],[431636,1955044],[432599,1703863],[447891,1725502],[451237,1730397],[457542,2209034],[473395,1761881],[475803,1510578],[485920,2241897],[486345,2036196],[494626,1793593],[501921,1292407],[507087,2268651],[515147,2070572],[515293,2279963],[516870,1830252],[533445,1850608],[533604,1851147],[537040,1602591],[543829,2308313],[544254,1857466],[558301,1881172],[561647,1886067],[562786,1378969],[567952,2332262],[571899,1132292],[573248,2335571],[575305,2146830],[575451,2338895],[581744,1911773],[585090,1916668],[591395,2153193],[592338,1927306],[598542,2363026],[598967,1684468],[607248,1948152],[607997,2180322],[609656,1705808],[620788,1461309],[624730,1723505],[627214,1971697],[627798,1971755],[635510,1216597],[636859,2396436],[638916,1977401],[639062,2399760],[649394,1995092],[654574,2000165],[654733,2000704],[658169,1762706],[659472,2422481],[664958,2420935],[665383,1768773],[667885,2244051],[671055,2424411],[673289,2251091],[680116,2029338],[680275,2029877],[683711,1794418],[688612,2039911],[690500,2256503],[690925,1284351],[691958,2044806],[696476,2445981],[698533,1810206],[698679,2449305],[704972,2059902],[708318,2064797],[709457,1310537],[714623,2284363],[715566,2075435],[720277,1584236],[726867,1848686],[729789,2087132],[733021,1348180],[736861,2085411],[740031,2479459],[742265,2092451],[751958,1624067],[753307,2108465],[753466,2109004],[755900,1879175],[758384,2113656],[758968,2113714],[763949,2502257],[764374,1646339],[768029,2497999],[770086,1891842],[770232,2501323],[773464,2340883],[776196,2504176],[779428,1393060],[783370,1909776],[785854,2141126],[786438,2141184],[794150,1150422],[795499,2150657],[795658,2151196],[797556,1414081],[797702,2352295],[799094,1675096],[800983,1930083],[804153,2523706],[806387,1932774],[808034,2164521],[813214,2169594],[813373,2170133],[816809,1948977],[818112,2364572],[821710,2180167],[823598,2377632],[824023,1447109],[825056,2185062],[829632,1713007],[831079,1967045],[832056,2188900],[836294,2547087],[836868,1970001],[840542,1219041],[847322,2194212],[850054,2553289],[853286,1479866],[860533,1744351],[864057,2215363],[864641,2215421],[867123,1998243],[867900,2568839],[870045,2220230],[873277,1511698],[875821,1773614],[875967,2573620],[877117,2008202],[880287,2569789],[882521,2010893],[884168,2233497],[886032,2428951],[888525,1775524],[889706,1518540],[895903,2243443],[896296,2027416],[899218,2245772],[902450,1262134],[906290,1281825],[906392,1796929],[908876,2254581],[909460,2254639],[911694,1032016],[915423,2047465],[918155,2592238],[921387,1556578],[922736,2267105],[922895,2267644],[925329,2057905],[927813,2272296],[928397,2272354],[933378,2450239],[933803,1560293],[937458,2281827],[937617,2282366],[939515,1577599],[939661,2462705],[941053,1834451],[946021,1839381],[947169,2082265],[947946,2612825],[948465,2290558],[949620,2083257],[952879,2613222],[956915,1092422],[958362,1855268],[964151,2295098],[966644,1858645],[967825,1605102],[974022,2309859],[974682,2311969],[977761,1868677],[979208,1617177],[980185,2312128],[981762,2314560],[984997,2111960],[985543,1889556],[985759,2631913],[988671,1381413],[994083,1117717],[995451,2121323],[998183,2632478],[1001415,1642624],[1002764,2330716],[1002923,2331255],[1007446,1899336],[1008362,1647961],[1009809,2136474],[1010786,1143186],[1010888,1913618],[1015024,2339829],[1015183,2340368],[1015598,2139430],[1019272,1134736],[1025862,1919553],[1026052,1154096],[1028784,2350541],[1035589,1690138],[1039263,1680912],[1042787,2362034],[1043371,2362092],[1045853,2167672],[1046630,2522756],[1048775,2366901],[1052007,1424892],[1054551,1689309],[1054697,2527537],[1055847,1444583],[1055949,1951488],[1058433,2375710],[1059017,2375768],[1061251,1187686],[1067242,2188741],[1069187,2191332],[1069733,1968052],[1069949,2670261],[1070307,2383650],[1071645,2192224],[1074443,2670350],[1080252,1975346],[1082703,1973619],[1089082,1979364],[1089998,1733282],[1091445,2208027],[1092524,1727347],[1096660,2400694],[1096819,2401233],[1097487,2403052],[1100580,1988938],[1101728,1744549],[1103024,2403180],[1104179,2216355],[1105360,1494269],[1107838,2686144],[1108585,1235872],[1111474,1251777],[1112921,1755816],[1118710,1494908],[1122384,1765217],[1125908,2419943],[1126492,2420001],[1131172,1778215],[1133440,2240905],[1134217,2423461],[1134546,2031270],[1135891,1526937],[1135993,2025070],[1138566,2428184],[1139150,2428242],[1144633,2033998],[1152915,2037375],[1160953,2445822],[1164032,1807316],[1165479,1554823],[1166456,1303301],[1166558,2061747],[1168033,2448413],[1171268,2270600],[1171814,1807920],[1172030,2591673],[1174942,1294851],[1180354,1309544],[1181532,2067682],[1181722,1314211],[1184454,2460951],[1191660,2717603],[1193631,2290430],[1195328,2719068],[1196075,1325720],[1197830,1586388],[1201545,1846340],[1204735,2085252],[1206680,2090521],[1207226,1853144],[1209138,208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] cell #3471 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3472 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3473 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [235014,2466526],[290196,2536441],[292983,2381908],[333629,2578360],[356002,2603554],[356425,2462460],[379712,2621561],[405090,2639916],[405513,2514750],[423959,2655332],[431023,2537977],[431099,2662186],[457108,2677358],[457531,2394224],[479007,2689943],[482099,2691576],[485732,2583956],[485808,2693245],[500238,2440006],[506653,2706178],[507076,2264996],[515098,2605197],[540008,2723526],[543641,2476931],[543717,2725195],[562535,2636612],[567518,2735478],[567941,2328607],[570195,2641115],[571300,2737118],[575256,2645031],[590961,2518102],[591384,1924016],[594721,2747711],[598354,2359542],[598430,2749380],[612860,2539301],[629746,2196015],[633806,2547448],[634911,2763938],[638867,2551364],[659038,2690272],[659461,2235237],[661137,2772102],[664770,2417451],[664846,2773771],[667836,2694278],[668422,2775045],[686679,2438186],[690312,2041362],[690388,2587505],[693423,2444511],[694528,2783874],[695546,1808331],[698484,2446154],[709206,2596372],[714189,2606164],[714612,2072145],[722290,2610836],[725403,2794927],[732422,2296944],[736812,2613538],[737398,2797170],[756259,2733494],[760916,2319243],[763761,2332673],[763837,2736042],[764976,2496529],[766081,2803819],[767099,1889967],[770037,2498172],[773109,2739278],[775694,2334101],[788386,2342686],[792446,1921608],[793551,2516688],[797507,1675024],[800934,2522436],[801520,2813292],[803163,1681847],[817678,2655661],[818101,2166261],[819777,2537481],[823410,2181618],[823486,2664477],[831438,2760973],[832007,2668625],[833131,2546249],[835276,2822436],[842017,2196519],[845668,1976566],[846967,2670785],[849552,2394966],[862546,2679218],[865659,2405615],[867644,2415915],[867788,2772110],[872678,2409566],[875772,1762634],[877068,2568519],[877654,2829293],[879297,1766152],[888476,2423141],[891719,1787895],[894832,2578689],[901851,2430797],[906241,1798943],[906827,2438690],[915068,2269840],[917115,1554468],[925688,2704194],[930345,2453096],[933190,2269062],[933266,2706742],[934405,2069737],[935510,2604750],[936528,2068697],[939466,1834379],[947690,2471335],[947834,2794935],[948110,2717916],[949571,2612505],[951236,2844184],[953671,2086344],[958721,2087660],[960414,2474536],[962559,1855924],[966595,2478189],[969838,1596068],[972951,2621890],[979567,2315088],[980136,2726745],[981260,2625438],[983405,2487612],[984734,2803671],[985494,1878319],[990146,2319747],[993797,2118525],[995096,2111200],[997143,1640514],[1007091,2335744],[1010168,2637932],[1010737,1661064],[1011861,2137892],[1014006,2640480],[1020747,2343190],[1024398,2145995],[1025697,1410635],[1028282,2515492],[1035517,1422782],[1041276,1942454],[1044389,2526141],[1046374,2358006],[1046518,2747719],[1051408,2530092],[1054502,1948905],[1055798,1953502],[1056384,2537985],[1058027,1952423],[1065058,2860780],[1068197,1962100],[1068924,2822288],[1069684,1964397],[1071290,2189073],[1080773,2391171],[1080917,1973228],[1082654,2549258],[1084319,1731380],[1088727,2396609],[1091804,2675374],[1092373,1465834],[1093497,2209445],[1095642,2677922],[1102249,2561665],[1102393,1992165],[1102669,2766492],[1104130,2680887],[1105795,2212879],[1107897,1997401],[1108230,1997409],[1113280,2220758],[1114973,2564866],[1117118,2005481],[1118638,1509588],[1124397,1756183],[1127510,2572224],[1131100,1260024],[1133961,2236877],[1134105,2691584],[1134381,1534514],[1135842,2026005],[1137507,2583964],[1139942,2244984],[1144992,2246300],[1146685,2581561],[1148830,2034654],[1152866,2585214],[1159222,2259450],[1165838,2448941],[1166407,1820419],[1167531,2053316],[1169676,2594637],[1171005,2783726],[1171765,2057049],[1176417,2453600],[1180068,2277165],[1181367,1310465],[1183414,1832341],[1191266,2843594],[1192595,2289288],[1195387,2079773],[1195720,2079781],[1197758,1592111],[1202551,1850217],[1206417,2087966],[1207177,2088641],[1208783,2297391],[1215405,1346070],[1218266,2303293],[1218410,2723534],[1218686,1338138],[1220147,2102139],[1221812,2476939],[1224413,2311854],[1227552,1867843],[1228279,2105681],[1229039,2106356],[1230645,2312301],[1234336,1874586],[1240128,2492734],[1240272,2115187],[1242009,2628447],[1243674,1634810],[1251159,2500959],[1251728,1628592],[1252852,2127174],[1254997,2634877],[1256885,2641123],[1260751,2736970],[1261511,2133826],[1263117,1392988],[1272600,2511697],[1272744,2142657],[1274481,2642925],[1276146,1917651],[1280554,2517135],[1283631,2351069],[1285324,2356116],[1287469,2155973],[1294076,2161335],[1294220,2161594],[1294496,1696886],[1295957,1936478],[1297622,2359550],[1299724,2166830],[1300057,2166838],[1305107,2367429],[1306800,2658533],[1308945,2174910],[1319337,2380579],[1321770,2187430],[1323099,2188626],[1324178,1714538],[1331646,1970835],[1332975,2388506],[1335767,2196511],[1336100,1975276],[1342284,2557423],[1342931,2547456],[1346797,2763790],[1347557,2205379],[1349163,1479794],[1353638,2212375],[1354967,2401910],[1356547,1991906],[1357759,2212871],[1358092,1744479],[1360130,1493914],[1363766,1750207],[1364923,1753725],[1368789,2221064],[1369549,2221739],[1371155,2410013],[1372947,2414378],[1374846,2004152],[1380638,2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] cell #3474 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561261],[657401],[707932],[755850],[762077],[816041],[824670],[831029],[867398],[914802],[925279],[931506],[940285],[947444],[985082],[1009759],[1034542],[1046128],[1055899],[1062126],[1069272],[1091395],[1133715],[1135943],[1150950],[1159521],[1171353],[1181807],[1218020],[1220248],[1261099],[1262662],[1263557],[1278949],[1296058],[1310622],[1347145],[1348708],[1349603],[1382620],[1392438],[1393145],[1408408],[1425420],[1426315],[1479244],[1479951],[1512226],[1513121],[1520711],[1522370],[1555956],[1556663],[1607273],[1608932],[1624595],[1642002],[1642709],[1650156],[1683083],[1684742],[1735477],[1752594],[1767388],[1769047],[1809511],[1810857],[1847432],[1876625],[1891147],[1892493],[1933170],[1968603],[1978052],[1988823],[2011289],[2071223],[2078955],[2092847],[2147481],[2180718],[2195693],[2251487],[2342364], 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611,2240957],[1778881,2237595],[1786995,2430287],[1789381,2250014],[1791283,2582247],[1802153,2260936],[1812759,2053456],[1819497,2452226],[1823629,2709771],[1854735,2299766],[1861732,2307373],[1862002,2304011],[1874726,1876895],[1881723,2112846],[1881993,2493452],[1885188,1887135],[1894395,2127314],[1912324,2345726],[1912594,2512415],[1915789,2512578],[1923094,2354783],[1924996,2356256],[1933440,2161478],[1941554,2366229],[1943940,2169288],[1945842,2659219],[1956712,2184183],[1973112,2199694],[1990463,1992049],[2004292,2006461],[2004562,2414521],[2011559,2230454],[2033465,2433619],[2040462,2441226],[2040732,2437864],[2043927,2588760],[2060453,2271486],[2060723,2600477],[2063918,2065865],[2073125,2285954],[2093117,2301899],[2113485,2115071],[2142541,2346365],[2154784,2519510],[2173721,2175890],[2173991,2535047],[2180988,2377125],[2251757,2435752],[2255996,2441865],[2272125,2273711],[2286224,2464062],[2353652,2356526] ] cell #3475 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [137967,1038141],[164787,1121262],[178134,1163204],[195430,1211458],[210084,1248525],[213260,776491],[225967,1039993],[233280,1313089],[244110,1335580],[246367,1340756],[247871,850349],[261692,1373830],[263409,1123114],[276170,1406688],[281642,918450],[290824,1443755],[303032,1465732],[303149,1466203],[304076,969595],[305689,1212231],[321082,1499098],[323339,1504274],[324843,998478],[337777,1531956],[340034,1537132],[341538,792203],[344985,1548214],[355359,1570206],[357076,1314941],[366762,1074738],[368529,1333344],[370382,1595905],[370780,1092319],[370820,1596166],[387151,1622557],[391094,1628490],[391211,1628961],[392138,1124154],[393751,1374603],[410057,1660962],[410174,1661433],[411101,891476],[412714,1407461],[416227,1672466],[418484,1677642],[428107,1694328],[430364,1699504],[431868,934162],[435315,1710586],[439514,1192964],[444650,1463263],[447122,1724710],[447400,969757],[465645,1750105],[465762,1750576],[466057,1234093],[467824,1496862],[469677,1756020],[470075,1251674],[470115,1756281],[487288,1011618],[489055,1529720],[490908,1787732],[491306,1010683],[491346,1787993],[498216,1798841],[498333,1799312],[499260,796663],[499638,1545282],[500873,1285081],[507677,1814384],[511620,1820317],[511737,1820788],[512664,1041033],[514277,1570979],[517790,1831821],[520047,1836997],[520456,1319917],[524094,1321607],[525521,1590461],[530149,1593825],[545197,1093254],[549924,1355336],[552639,1874423],[553037,1363712],[553077,1874684],[555060,1626021],[557532,1880380],[557810,1124316],[568542,1896020],[573367,1130553],[578104,1908015],[578503,1658493],[580975,1910981],[581253,891638],[586767,1410088],[588620,1921445],[589018,906187],[589058,1921706],[590563,1673932],[590680,689911],[599498,1936376],[599615,1936847],[599910,1167288],[601677,1692092],[603530,1942291],[603928,1166353],[603968,1942552],[608844,1443055],[610838,1953400],[610955,1953871],[611882,938622],[612260,1707654],[613495,1447839],[614041,1190617],[617851,1452543],[618909,1718753],[628935,1729730],[636978,1214858],[641715,1988043],[642402,1989303],[645223,1485125],[646650,1486986],[648625,1994300],[648903,1234255],[651278,1753940],[657806,1505238],[665914,2014495],[666031,2014966],[666326,1252609],[670765,1257663],[672192,1782288],[673122,1533967],[674136,1526515],[676281,2025903],[676398,2026374],[676820,1785652],[685371,1540085],[687843,2039119],[688121,792365],[689513,796941],[689951,1800717],[696595,1290668],[699310,2053153],[699708,1295903],[699748,2053414],[700954,1044691],[701332,1816620],[701731,1817848],[704203,2059110],[704481,1041195],[709637,1573061],[709995,1573606],[710120,1313505],[711848,2069574],[712246,1055744],[712286,2069835],[713791,1833287],[713908,823009],[719155,1839746],[721007,1844743],[731142,1854432],[739741,1343709],[741168,1865409],[742098,1337591],[743112,1613077],[745257,2102037],[745374,2102508],[746082,2103622],[748397,1356466],[749021,1615301],[750079,1616341],[760105,1627882],[762358,1374765],[768148,1377230],[770863,2127011],[771261,1382465],[771301,2127272],[772507,1127812],[772885,1898256],[777210,2132216],[777549,1905024],[778539,1662948],[779608,1655375],[779966,1655920],[780091,1407104],[781961,2137729],[782359,1135788],[782399,2137990],[787575,1916001],[801042,2158732],[801458,1161159],[803863,1420421],[805290,1422033],[806220,1696339],[807234,1688887],[807265,2163729],[807543,1167450],[809379,1938323],[809496,924318],[809918,1940211],[816446,1700468],[818191,1443280],[818469,1702457],[818492,1702347],[820941,2179375],[821219,934324],[822611,938900],[823049,1955276],[828804,1961663],[836413,1460690],[839420,1970366],[841272,1975363],[851068,2203769],[851407,1985052],[852397,1467718],[853466,1740696],[853824,1741241],[853949,1211874],[855819,2209282],[856217,1220093],[856257,2209543],[859411,1486515],[861263,1744566],[869716,1497992],[871398,1754980],[877176,2227708],[877592,1246480],[879997,1507227],[881424,1508839],[882354,1501109],[883368,1773192],[883399,2232705],[883677,1252771],[885513,2016442],[885630,1004346],[886567,2236207],[888584,2018476],[889000,1259275],[889886,1777937],[890069,2237553],[890436,2023473],[892256,1536657],[892534,1782697],[892557,1782587],[895134,2242651],[895412,1011780],[900571,2033162],[910597,2044139],[915036,1289056],[915511,2262262],[917826,1291822],[919169,2047260],[919508,1552121],[920498,1822303],[921567,1814730],[921925,1815275],[922050,1038557],[923920,1044969],[924358,2055313],[929534,1819709],[931787,1571141],[933854,1573995],[940690,1578841],[949679,2293862],[950095,1327674],[952589,1590870],[956087,2085907],[961627,1601081],[963696,1601972],[964686,2302623],[966703,2094610],[967119,1345321],[968005,1861058],[968188,2303969],[968555,2099607],[970375,1340281],[970653,1865818],[970676,1865708],[973253,2309067],[973531,1093416],[976933,1616602],[984542,1623448],[987549,1627411],[989401,1879390],[995064,1375618],[995539,2325873],[997854,1378384],[999197,2121118],[999536,1638167],[1000526,1630476],[1001595,1896366],[1001953,1896911],[1002078,1121678],[1003948,1128090],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] cell #3476 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [561304],[657491],[707975],[756008],[762127],[816131],[824713],[831187],[867518],[914845],[925437],[931556],[940375],[947564],[984724],[1009917],[1034632],[1046248],[1056057],[1062176],[1068914],[1091553],[1133835],[1136101],[1151110],[1159571],[1170995],[1181927],[1191256],[1218140],[1220406],[1260741],[1262822],[1263677],[1279071],[1296216],[1310264],[1346787],[1348868],[1349723],[1382778],[1386486],[1392560],[1392787],[1408210],[1425580],[1426435],[1473292],[1479366],[1479593],[1512386],[1513241],[1517240],[1522172],[1556078],[1556305],[1587674],[1603802],[1608734],[1624755],[1642124],[1642351],[1647051],[1679612],[1684544],[1716970],[1732372],[1747789],[1752716],[1763917],[1768849],[1776575],[1806406],[1843031],[1844050],[1859696],[1872640],[1876427],[1888042],[1900302],[1965608],[1974670],[1980330],[1988570],[1992588],[1993607],[2038426],[2078702],[2089852],[2107567],[2116629],[2144099],[2149759],[2195440],[2211800],[2222950],[2248492],[2275269],[2318668],[2342111],[2369621],[2392347],[2452521],[2512873],[2589055] ] cell #3477 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[323190,874766],[370956,731422],[393339,992769],[393681,1505837],[430215,1053496],[447717,841539],[470251,871678],[472536,1634931],[472654,1116037],[491482,900851],[513865,1179040],[514207,1701067],[519898,1189175],[520614,1451385],[532822,958016],[553213,750359],[555348,1753846],[558127,989668],[560654,1762612],[581570,1020269],[589194,1030417],[590707,1284523],[593064,1288627],[604104,1050408],[606389,1826758],[606507,1307864],[613083,1318309],[613425,1579440],[614068,1582193],[619197,1842729],[624384,1078286],[649220,861530],[651531,1878297],[653951,1112575],[679493,1144287],[688438,1155093],[690087,1157204],[690131,1414558],[692516,1418675],[692858,1415922],[699884,919788],[702019,1940117],[704798,1175939],[707325,1948883],[710147,1705500],[712422,1186087],[713935,1447281],[714707,1708032],[714825,1449146],[715981,1711626],[719931,945203],[721260,1964375],[752684,978862],[755249,1997328],[771437,999816],[777837,2021459],[780118,1784620],[782535,1277779],[783024,1270113],[792922,1543128],[794876,1282926],[796682,1544368],[797258,1285348],[799849,1545660],[799967,1549254],[807860,1040260],[809523,1560465],[810171,2057027],[812591,1304402],[818757,1831479],[819086,1831858],[821536,1315208],[823185,1317319],[823229,1578076],[824063,1834357],[830428,2079700],[851695,2097593],[853976,1867741],[856393,1085952],[857161,860187],[883994,1123381],[885657,1646511],[889360,1131474],[890689,2133804],[892195,1401602],[892822,1907673],[893151,1908052],[895729,1407728],[906046,1411009],[906206,1669675],[906572,1672124],[906755,1672503],[910785,1415182],[914195,1675002],[922077,1687853],[922113,1165133],[924494,1440537],[924538,1689786],[924678,2166757],[933899,1953005],[934415,1953480],[936835,1445684],[938641,1706740],[939217,1448106],[942709,2186822],[967479,1215779],[968808,2205357],[970314,1206372],[970941,1987701],[971270,1988080],[973848,1212498],[1002105,1772158],[1002141,1250454],[1004522,1245307],[1004566,1774091],[1009158,2238340],[1010542,1534888],[1010702,1790117],[1011068,1531614],[1011251,1531993],[1011355,2025508],[1011871,2025983],[1014401,1537955],[1025581,1798446],[1025999,1540571],[1026325,1798921],[1035891,1038917],[1041752,1565120],[1042379,1814042],[1042708,1814421],[1044710,1815706],[1045286,1571246],[1055298,2069485],[1055763,1829030],[1060342,1578700],[1090794,2304756],[1092178,1338512],[1092338,1598290],[1092704,1335238],[1092887,1335617],[1092991,2101642],[1093507,2102117],[1096037,1341579],[1119012,1122038],[1124873,1368744],[1125500,1895678],[1125829,1896057],[1127831,1897342],[1128407,1374870],[1128980,2333493],[1129159,2130593],[1129427,1659276],[1134265,1660567],[1134683,1663434],[1135009,1661042],[1135342,2137640],[1135807,1906330],[1150143,1921356],[1161178,1929650],[1166212,1697260],[1166372,1944676],[1166738,1693986],[1166921,1694365],[1167025,1935981],[1167541,1936456],[1170071,1700327],[1181669,1702943],[1198132,1201199],[1213285,2394358],[1213464,2202146],[1213732,1464046],[1218570,1465337],[1218988,1468204],[1219314,1465812],[1219647,2209193],[1220112,1986358],[1234812,1492623],[1246499,2007769],[1251533,1502030],[1251693,1758405],[1252059,1498756],[1252242,1499135],[1252346,2014100],[1252862,2014575],[1255392,1505097],[1256699,1785796],[1256738,2236118],[1259294,2019504],[1261855,1787643],[1263419,1783183],[1289274,2046938],[1289542,1818631],[1294380,1819922],[1294798,1822789],[1295124,1820397],[1295457,2053064],[1295922,2054459],[1322390,1326548],[1326101,2469236],[1326280,2291850],[1327693,2081962],[1342745,1593969],[1342784,2302534],[1345340,2095638],[1347901,1595816],[1349465,1866304],[1360504,1363571],[1363731,1875729],[1364097,1622215],[1364280,1622594],[1375836,2120796],[1376104,1626804],[1380942,1628095],[1381360,1630962],[1381686,1628570],[1382019,2126922],[1382484,2128317],[1386545,1909145],[1388821,2131894],[1389089,1905807],[1415342,2155787],[1419457,1940355],[1419496,2157930],[1422052,2159760],[1424613,1942202],[1426177,1937742],[1452687,1457008],[1457047,2385032],[1458190,2190909],[1458458,1719536],[1469349,2198700],[1473351,1722874],[1475627,2203447],[1475895,1985835],[1485908,1490066],[1487005,1990331],[1489619,2559566],[1489798,2404472],[1491211,2215060],[1493798,1749710],[1494216,1751471],[1494542,1750185],[1505257,2005295],[1506263,1754084],[1506302,2226906],[1508858,2228736],[1511419,1755931],[1512983,2015861],[1519289,2023617],[1519328,2237273],[1541716,2254278],[1545841,2045034],[1550063,2057274],[1578860,2286957],[1583605,1587733],[1588827,1844887],[1588866,2292349],[1599472,2299227],[1599740,1855215],[1601991,2301043],[1605851,2099751],[1605890,2303689],[1614902,1868208],[1615445,1619766],[1616657,1870024],[1617124,1621216],[1619805,2486595],[1620948,2314137],[1623788,1874334],[1627901,2113353],[1632107,2321928],[1635112,1886295],[1636109,1878544],[1649025,2135843],[1664579,2345371],[1670857,2350118],[1671125,2155264],[1700487,2174724],[1704088,2375407],[1708213,2185290],[1714354,1962465],[1717925,1966414],[1728096,1975507],[1728135,2391567],[1729749,21995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] cell #3478 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [572906,1130030],[586306,1409565],[590101,1155627],[590567,911577],[636517,1214335],[672661,1533444],[685491,1279701],[689497,1030924],[696134,1290145],[709534,1573083],[713329,1315742],[713795,1061134],[741637,1337068],[767687,1376707],[778659,1403160],[779505,1655397],[792349,1151735],[803139,1421618],[804829,1421510],[805759,1695816],[808917,1429084],[809383,1170863],[818589,1442459],[822595,1186594],[835952,1460167],[852517,1207930],[853363,1740718],[879273,1508424],[880963,1508316],[881893,1500586],[885051,1515890],[885517,1256184],[887672,1775983],[891622,1273350],[892654,1525919],[915725,1550536],[917692,1552157],[920124,1298605],[920618,1566678],[921464,1814752],[923904,1298772],[934308,1311850],[942036,1064247],[944498,1584156],[962535,1601557],[963235,1601449],[965791,1859104],[969741,1081523],[970773,1612481],[984081,1622925],[995753,1636582],[997720,1638203],[1000152,1385167],[1000646,1370302],[1001492,1896388],[1003932,1385334],[1006136,1899268],[1007748,1649498],[1011764,1395493],[1032093,1926989],[1035617,1679288],[1036108,1419971],[1037229,1930542],[1039726,1428060],[1041179,1436108],[1042211,1688291],[1057367,1186423],[1058003,1703654],[1059693,1703546],[1064027,1190203],[1065715,1712997],[1071947,1718398],[1077581,1723425],[1079842,1725439],[1081850,1974078],[1084896,1730175],[1086288,1222795],[1087772,1979296],[1089384,1734819],[1093400,1482299],[1099057,1744271],[1107268,1493061],[1117094,1761672],[1117794,1761564],[1118738,1763593],[1119229,1506777],[1120350,2008661],[1122847,1514866],[1124300,1240878],[1125332,1772596],[1131200,1776251],[1131691,1519803],[1138490,1278115],[1148806,1793384],[1149506,1793276],[1152062,2037834],[1157044,1804308],[1160636,1806153],[1160744,1550521],[1161806,2047397],[1163418,1808853],[1164825,1558590],[1167434,1559011],[1182446,1314674],[1183312,1311056],[1183991,1830030],[1187763,2075118],[1192114,1583572],[1197858,1843726],[1198349,1589341],[1200590,2083716],[1203208,1848676],[1205731,1596490],[1206277,1851067],[1207828,2088818],[1209440,1854077],[1211964,1351348],[1215505,1859372],[1215996,1606365],[1225070,1868667],[1227019,1617026],[1231302,1874068],[1234239,1362635],[1236936,1879095],[1239197,1881109],[1241205,2116037],[1244251,1885845],[1245147,1633957],[1245957,1887789],[1246065,1636567],[1247127,2121255],[1248739,1890489],[1250146,1644636],[1252755,1645057],[1258752,1900049],[1258860,1649483],[1265302,1407194],[1266168,1393579],[1269408,1909696],[1271669,1911710],[1273677,2143507],[1276723,1916446],[1279599,2148725],[1281211,1921090],[1284684,1675615],[1285227,1677529],[1287445,1927097],[1289092,1679925],[1291315,1930810],[1291806,1682175],[1308921,1947943],[1309621,1947835],[1311429,1445376],[1311561,1441295],[1312177,2178090],[1317159,1958867],[1322192,1961541],[1327151,1965355],[1327259,1718383],[1329010,1966965],[1329441,2192156],[1332068,1473809],[1332494,1722841],[1334738,1971687],[1334954,1725261],[1338238,1974346],[1338729,1728610],[1340970,1977088],[1341271,1481878],[1344798,1980077],[1344906,1734804],[1352214,1480385],[1354486,1743687],[1355624,1744539],[1356259,1486245],[1356450,1486945],[1360230,1993283],[1360721,1749456],[1362060,1995029],[1362962,2216814],[1365580,1998233],[1367529,1755665],[1368103,1756605],[1368649,2000624],[1370200,2221916],[1371812,2003634],[1374749,1504161],[1375654,1764230],[1377877,2008929],[1378368,1766480],[1387003,1528444],[1388639,1776888],[1395072,1537647],[1395204,1523635],[1395820,2242356],[1398438,2027406],[1400961,1788317],[1401507,2029797],[1403058,2247458],[1404670,2032807],[1410735,2038102],[1411226,1798192],[1412565,2039848],[1413957,1802024],[1417619,2044584],[1428926,1557097],[1432166,2057825],[1434427,2059839],[1436435,2274677],[1439481,2064575],[1440377,1825784],[1442166,1572030],[1442357,2279895],[1443969,2069219],[1447442,1834970],[1447985,1836884],[1450203,2075226],[1453094,2077832],[1453272,2290535],[1455208,1588191],[1458008,1844363],[1458957,2082255],[1462774,1604115],[1463848,2085785],[1465353,1850483],[1468807,2089599],[1468915,1854062],[1470666,1855117],[1471097,2091477],[1471588,1856252],[1475445,1860009],[1482010,1610197],[1482626,2308772],[1485710,2103500],[1486136,1616269],[1486745,1616357],[1490669,2107314],[1490777,1874053],[1491982,1875008],[1492528,2108924],[1492959,2315384],[1496012,1878511],[1497150,1879363],[1497785,1627141],[1497976,1627841],[1498256,2113646],[1498472,1880931],[1501756,2116305],[1502247,1884280],[1504488,2119047],[1515732,1643143],[1517553,1658004],[1518653,1650438],[1525386,2136394],[1525626,1653238],[1525817,2338827],[1528870,1909112],[1531114,2141116],[1531330,1911532],[1534614,2143775],[1535105,1914881],[1537346,2146517],[1541174,2149506],[1541282,1921075],[1542487,1922030],[1543033,2151116],[1544393,1924830],[1558436,2164458],[1558722,1686007],[1559338,2363485],[1560626,1949496],[1561956,2167662],[1563905,1941936],[1564479,1942876],[1565025,2170053],[1566576,2368587],[1568188,2173063],[1571125,1699391],[1574253,2178358],[1574744,1952751],[1576083,2180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] cell #3479 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520367],[608755],[674047],[709353],[743023],[779324],[807145],[818216],[853182],[883279],[887417],[892281],[912452],[921283],[965536],[970400],[994841],[1001311],[1006314],[1031912],[1036974],[1041838],[1062009],[1081595],[1087950],[1117613],[1120095],[1124959],[1130037],[1151807],[1156671],[1161984],[1163163],[1181112],[1187582],[1200335],[1208006],[1214342],[1235768],[1240950],[1244774],[1247305],[1248484],[1273422],[1279777],[1290152],[1291493],[1309440],[1311922],[1316786],[1325616],[1329619],[1337075],[1340715],[1362707],[1365201],[1370378],[1376714],[1378055],[1395565],[1403236],[1409572],[1421517],[1430998],[1436180],[1440004],[1442535],[1443714],[1456393],[1460174],[1467272],[1471275],[1482371],[1489134],[1493137],[1494936],[1500593],[1504233],[1508323],[1521992],[1525995],[1533451],[1537091],[1559083],[1561577],[1566754],[1573090],[1574431],[1584163],[1586416],[1597675],[1601456],[1608554],[1612557],[1619151],[1622932],[1630030],[1634033],[1645129],[1651623],[1655404],[1662502],[1666505],[1677601],[1684364],[1688367],[1690166],[1695823],[1699463],[1703553],[1713093],[1723432],[1725685],[1736944],[1740725],[1744278],[1746531],[1757790],[1761571],[1768669],[1772672],[1775990],[1778243],[1789502],[1793283],[1800381],[1804384],[1810978],[1814759],[1821857],[1825860],[1836956],[1848772],[1857362],[1859111],[1861364],[1868763],[1879102],[1881355],[1892614],[1896395],[1899364],[1909703],[1911956],[1923215],[1926996],[1930549],[1932802],[1944061],[1947842],[1954940],[1958943],[1966972],[1974085],[1978173],[1979392],[1998329],[2008668],[2010921],[2027502],[2036092],[2037841],[2040094],[2047493],[2057832],[2060085],[2071344],[2075125],[2082351],[2083723],[2088914],[2092479],[2116044],[2121351],[2136401],[2143514],[2147602],[2148821],[2167758],[2178097],[2180350],[2192252],[2194240],[2207954],[2216821],[2222012],[2240991],[2242363],[2247554],[2251119],[2274684],[2279991],[2290586],[2307407],[2308779],[2315480],[2338923],[2340911],[2363492],[2368683],[2399788],[2403208],[2421401],[2424439],[2449333],[2479487],[2501351],[2523734],[2569817],[2613250] ] cell #3480 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [208414],[261277],[289154],[319737],[322833],[354944],[359424],[366427],[389684],[419072],[426762],[429858],[434900],[442762],[468013],[486953],[501413],[510210],[516445],[519541],[527502],[544862],[576615],[577391],[586886],[592707],[601866],[609428],[614918],[640226],[641002],[673241],[674173],[675582],[685942],[700619],[710184],[742217],[743149],[744558],[772172],[773558],[779110],[781085],[791930],[806339],[808680],[847416],[852968],[854943],[882473],[884814],[886409],[891203],[921069],[923044],[948559],[964528],[969322],[984661],[1001097],[1003072],[1005140],[1035966],[1040760],[1070684],[1086776],[1103118],[1107719],[1119087],[1123881],[1131549],[1160810],[1196862],[1198207],[1215854],[1230039],[1233820],[1246131],[1258926],[1327325],[1338587],[1344972],[1354054],[1359234],[1360579],[1411084],[1454162],[1468981],[1490843],[1502105],[1534963],[1541348],[1595444],[1616920],[1631739],[1664211],[1697335],[1755559],[1787271],[1823566],[1855011],[1941830],[2033741],[2155060] ] cell #3481 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993060],[1115497],[1179331],[1235151],[1235388],[1242592],[1307324],[1318600],[1324999],[1325236],[1364850],[1418966],[1430381],[1430618],[1437822],[1448606],[1456042],[1521375],[1521612],[1548714],[1561226],[1572037],[1572274],[1579478],[1607937],[1608174],[1651272],[1653245],[1653482],[1668948],[1678164],[1701606],[1736593],[1738566],[1738803],[1777826],[1779927],[1780767],[1795890],[1812600],[1812837],[1860947],[1863048],[1863888],[1894236],[1894473],[1901181],[1903502],[1918592],[1932385],[1934486],[1935326],[1981209],[1983530],[2010504],[2012605],[2013445],[2021710],[2049310],[2050641],[2051631],[2084569],[2097844],[2110838],[2123168],[2124499],[2125489],[2161036],[2161966],[2193139],[2201307],[2217667],[2230012],[2230942],[2283139],[2289589],[2301457],[2316367],[2347978],[2376683],[2388807],[2402211],[2435310],[2509333], 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] cell #3482 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473019],[560695],[606872],[651572],[657383],[707366],[715190],[721301],[755832],[800332],[810212],[816023],[824104],[831011],[867043],[890730],[914236],[925261],[934456],[940267],[947089],[968849],[1009741],[1011912],[1026366],[1034524],[1045773],[1055881],[1091377],[1093548],[1133360],[1135050],[1135925],[1150932],[1167582],[1181452],[1217665],[1219355],[1220230],[1252903],[1262644],[1263202],[1278388],[1295165],[1296040],[1348690],[1349248],[1381727],[1382602],[1390052],[1391877],[1425402],[1425960],[1476858],[1478683],[1494583],[1512208],[1512766],[1520433],[1553570],[1555395],[1606995],[1624577],[1639616],[1641441],[1682805],[1684047],[1721366],[1752033],[1767110],[1768352],[1810579],[1847154],[1857045],[1868511],[1892215],[1954623],[1962768],[1977774],[2035775],[2070945],[2087012],[2147203],[2245652], 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2582120],[1792530,2582752],[1797743,2437482],[1800064,2256197],[1811658,1820298],[1812900,1814006],[1817388,2047241],[1819219,2452392],[1821540,2273912],[1851942,2299530],[1852012,2300318],[1863840,2102018],[1871933,2314440],[1872003,2104727],[1883831,2493070],[1884910,2119733],[1894536,1895642],[1902534,2132197],[1914432,2512033],[1915511,2512744],[1922816,2351427],[1925137,2157094],[1926243,2649350],[1935278,1936357],[1943662,2367787],[1945983,2659092],[1947089,2176031],[1982562,2203750],[2001499,2412152],[2001569,2220110],[2013397,2014476],[2030672,2433383],[2030742,2434171],[2042570,2260658],[2043649,2588926],[2050663,2050733],[2062561,2600095],[2063640,2278373],[2073266,2074372],[2117902,2324627],[2124521,2124591],[2151991,2350421],[2152061,2520062],[2170928,2532678],[2170998,2366781],[2182826,2183905],[2201329,2201399],[2257907,2443500],[2276542,2458480],[2283161,2283231],[2348000,2348070],[2379036,2379956] ] cell #3483 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [628756],[646471],[731377],[750314],[759926],[762799],[787396],[805111],[827680],[841131],[861122],[871633],[874566],[881245],[900806],[910418],[919743],[929355],[932228],[954963],[963517],[975809],[989260],[992724],[999771],[1006410],[1019861],[1030372],[1032375],[1039852],[1050363],[1053296],[1059975],[1062848],[1079918],[1085907],[1088046],[1118076],[1122973],[1141234],[1149788],[1154685],[1156370],[1157159],[1160243],[1162080],[1175531],[1178995],[1186042],[1188045],[1188975],[1205959],[1206327],[1208102],[1212090],[1239273],[1245262],[1247401],[1271745],[1277734],[1279873],[1284478],[1284940],[1285788],[1288427],[1309903],[1314800],[1316485],[1317274],[1318264],[1320358],[1329715],[1332266],[1334613],[1335166],[1337448],[1362136],[1368331],[1368699],[1370474],[1374462],[1375310],[1401189],[1401557],[1403332],[1407320],[1409945],[1412641],[1413865],[1415149],[1418630],[1429827],[1434503],[1440492],[1447236],[1447698],[1448546],[1451185],[1455406],[1462367],[1465248],[1467853],[1492210],[1492578],[1493233],[1495784],[1498131],[1498684],[1500966],[1505064],[1516633],[1528642],[1530989],[1531542],[1533824],[1540220],[1542715],[1543083],[1545588],[1558512],[1560420],[1564707],[1565075],[1566850],[1570838],[1571686],[1573463],[1576159],[1577383],[1578667],[1582148],[1585585],[1587264],[1592979],[1618164],[1621590],[1622143],[1623305],[1625125],[1625877],[1628006],[1630611],[1634859],[1644558],[1646466],[1655777],[1657353],[1657597],[1660478],[1663083],[1671499],[1672052],[1687440],[1687808],[1689093],[1691014],[1693361],[1693914],[1696196],[1700294],[1702592],[1705087],[1705455],[1707960],[1714837],[1715827],[1716579],[1726533],[1741098],[1742674],[1743076],[1745700],[1747379],[1749621],[1751120],[1753094],[1753774],[1761944],[1771745],[1772113],[1773398],[1779091],[1782832],[1784207],[1784575],[1784806],[1798357],[1806862],[1813417],[1813970],[1815132],[1816952],[1817704],[1819833],[1822438],[1826686],[1830854],[1831407],[1840471],[1841977],[1842657],[1851506],[1862212],[1865953],[1867328],[1867696],[1868064],[1870157],[1870507],[1871497],[1877517],[1882203],[1885944],[1888498],[1895053],[1895606],[1896768],[1900758],[1902098],[1902850],[1907048],[1907601],[1912804],[1927369],[1929347],[1935892],[1937391],[1939365],[1940045],[1948215],[1952916],[1962321],[1963595],[1966064],[1971091],[1972597],[1980786],[1982126],[1982878],[1987076],[1987629],[1990028],[1991534],[1999723],[2001063],[2007466],[2014011],[2015510],[2017763],[2019201],[2020707],[2021387],[2025419],[2030236],[2040942],[2044683],[2046794],[2048887],[2056247],[2060933],[2064674],[2075498],[2077187],[2081659],[2086565],[2090308],[2091238],[2093897],[2095335],[2096841],[2097521],[2101553],[2104280],[2108023],[2113050],[2114556],[2120652],[2122745],[2130454],[2131750],[2133024],[2140520],[2142026],[2150215],[2151555],[2169152],[2170492],[2184939],[2190196],[2190765],[2198397],[2199259],[2200483],[2202007],[2203303],[2204577],[2214757],[2219663],[2223406],[2235827],[2245205],[2248948],[2249878],[2253975],[2255481],[2271690],[2273196],[2281385],[2291711],[2299083],[2299871],[2302243],[2313424],[2313993],[2321625],[2323711],[2345068],[2345930],[2347154],[2349974],[2354647],[2366334],[2370077],[2384741],[2404333],[2411705],[2432936],[2433724],[2441430],[2442654],[2455478],[2457564],[2486304],[2519615],[2532231],[2541949], [323184,874742],[393184,992346],[430209,1053472],[467645,1109682],[472483,1115629],[513710,1178617],[519892,1189151],[525342,1199412],[555295,1236651],[593058,1288603],[601498,1301509],[606336,1307456],[612928,1317886],[619144,1328725],[651137,1109522],[672013,1394642],[692361,1418252],[701966,1431881],[709816,1442791],[714654,1448738],[720866,1199252],[740989,1481448],[777784,1525101],[779787,1526251],[792707,1539695],[799796,1548846],[809777,1301349],[818704,1573537],[851642,1611663],[853645,1612813],[890295,1394482],[891980,1652812],[892769,1655851],[906519,1669152],[921746,1688623],[934021,1442631],[968414,1481288],[970099,1738133],[970888,1741172],[1001774,1772928],[1011015,1780131],[1011477,1526091],[1025646,1795476],[1041537,1812167],[1042326,1815206],[1092651,1863252],[1093113,1612653],[1124658,1893803],[1125447,1896842],[1130410,1650636],[1134330,1903088],[1166685,1934690],[1167147,1688463],[1214715,1735957],[1218635,1983116],[1234597,1997220],[1252006,2012809],[1252468,1772768],[1257798,1777412],[1290525,1809991],[1294445,2051217],[1343844,1860533],[1364044,2111042],[1377087,1891627],[1381007,2125075],[1420556,1931971],[1421890,1933650],[1460547,1969083],[1493863,2217253],[1507362,2010090],[1508696,2011769],[1552256,2050227],[1591005,2084155],[1601829,2093327],[1615035,2310926],[1638302,2124085],[1703926,2181198],[1714487,2187698],[1730274,2200893],[1793656,2251967],[1830129,2282725],[1850166,2296016],[1916545,2347564],[2028896,2429869] ] cell #3484 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [394142],[473157],[501264],[514668],[555402],[561376],[592100],[607010],[613886],[619251],[651610],[685713],[691687],[702073],[708047],[715328],[716286],[721339],[731484],[750421],[755411],[777891],[778881],[792535],[810250],[818811],[824785],[825459],[830590],[841604],[851749],[852739],[861595],[871740],[890768],[891808],[892876],[900913],[905903],[919850],[920840],[924840],[934494],[934666],[941755],[944070],[957873],[968887],[969927],[970995],[978719],[989733],[992831],[999878],[1000868],[1009320],[1010399],[1011950],[1012122],[1020334],[1030479],[1040325],[1041365],[1042433],[1050470],[1055460],[1056076],[1077153],[1086014],[1090956],[1092035],[1093586],[1093758],[1098629],[1107490],[1112432],[1116102],[1116334],[1123446],[1124486],[1125554],[1130341],[1132451],[1135504],[1136120],[1144144],[1155158],[1157266],[1164990],[1166069],[1167620],[1167792],[1176004],[1179102],[1181316],[1186149],[1207494],[1212563],[1214646],[1216756],[1219809],[1220425],[1229356],[1234425],[1236508],[1242750],[1243431],[1245369],[1250311],[1251390],[1252941],[1253113],[1258006],[1263066],[1268980],[1277841],[1282783],[1285413],[1285585],[1290456],[1292566],[1295619],[1296235],[1304259],[1307929],[1308161],[1315273],[1317381],[1318371],[1328582],[1336737],[1337379],[1341436],[1344052],[1349112],[1358729],[1363428],[1366118],[1369866],[1372280],[1374935],[1375107],[1377018],[1379128],[1382181],[1382797],[1387704],[1402724],[1407793],[1409876],[1415039],[1415655],[1418737],[1420764],[1423931],[1425824],[1431738],[1437980],[1438661],[1440599],[1445541],[1448171],[1448343],[1449211],[1449443],[1459495],[1460478],[1461468],[1463009],[1466366],[1468061],[1474510],[1484871],[1488228],[1496584],[1500255],[1500897],[1504954],[1505570],[1507570],[1510737],[1512630],[1524958],[1533113],[1533755],[1537812],[1540428],[1544250],[1545488],[1549319],[1549551],[1551222],[1552464],[1562494],[1566242],[1568656],[1571311],[1571483],[1573394],[1578557],[1579173],[1579636],[1580317],[1585237],[1586227],[1590183],[1591213],[1593068],[1598355],[1602750],[1611520],[1614544],[1623236],[1625767],[1629124],[1630819],[1634759],[1637268],[1638510],[1654725],[1655708],[1658239],[1661596],[1663291],[1669740],[1673623],[1678322],[1679003],[1681726],[1691814],[1695485],[1696127],[1700184],[1700800],[1702800],[1702874],[1705967],[1707860],[1709036],[1713996],[1714926],[1716469],[1720124],[1724506],[1730482],[1740046],[1741029],[1746342],[1751328],[1753183],[1753674],[1758470],[1766031],[1778054],[1782010],[1783040],[1783114],[1784895],[1790182],[1794577],[1796118],[1799475],[1805180],[1815063],[1817594],[1820951],[1822646],[1826586],[1829095],[1829307],[1830337],[1842066],[1842557],[1849675],[1852148],[1855803],[1861175],[1865131],[1866161],[1866235],[1870596],[1872139],[1875794],[1886152],[1896699],[1901197],[1902740],[1903730],[1906395],[1906607],[1910777],[1916753],[1918608],[1919169],[1932613],[1937599],[1937673],[1939454],[1939945],[1944741],[1952302],[1972686],[1973177],[1981225],[1982768],[1983758],[1986423],[1986635],[1991623],[1992114],[2001705],[2005360],[2010732],[2015718],[2015792],[2020796],[2021287],[2021726],[2022287],[2028405],[2030878],[2034533],[2044891],[2049326],[2050869],[2051859],[2054524],[2054736],[2064882],[2084797],[2096930],[2097421],[2097860],[2098421],[2114645],[2115136],[2123184],[2124727],[2125717],[2128382],[2128594],[2142115],[2142606],[2152197],[2155852],[2161052],[2161543],[2161982],[2162543],[2171134],[2174789],[2185147],[2193155],[2201535],[2217895],[2230028],[2230519],[2230958],[2231519],[2255570],[2256061],[2273285],[2273776],[2283367],[2287022],[2289605],[2301473],[2301964],[2316383],[2316944],[2348206],[2376699],[2377190],[2388823],[2402227],[2435326],[2435817],[2509349] ] cell #3485 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715895],[819000],[893065],[933974],[971184],[1011430],[1042622],[1055362],[1093066],[1125743],[1130289],[1135406],[1157455],[1167100],[1214594],[1219711],[1245558],[1252421],[1257836],[1284893],[1290404],[1295521],[1317570],[1337327],[1343882],[1374415],[1376966],[1382083],[1387480],[1409824],[1414941],[1420594],[1421769],[1440788],[1447651],[1460426],[1467891],[1474286],[1495737],[1500845],[1504856],[1507400],[1508575],[1533703],[1540258],[1550998],[1552294],[1570791],[1573342],[1578459],[1587217],[1591043],[1598131],[1601708],[1623184],[1625669],[1630649],[1637044],[1638340],[1655656],[1663121],[1669516],[1681502],[1690967],[1696075],[1700086],[1702630],[1703805],[1716371],[1719900],[1726486],[1730312],[1740977],[1747332],[1751158],[1753017],[1758246],[1761823],[1765807],[1779044],[1782870],[1789958],[1793535],[1815011],[1817496],[1822476],[1828871],[1830167],[1839893],[1841900],[1852050],[1855579],[1862165],[1865991],[1872041],[1875570],[1882156],[1885982],[1896647],[1902642],[1906171],[1912757],[1916583],[1927248],[1933603],[1937429],[1939288],[1944517],[1948094],[1952078],[1961586],[1970513],[1972520],[1982670],[1986199],[1989450],[1991457],[2001607],[2005136],[2011722],[2015548],[2018623],[2020630],[2030780],[2034309],[2040895],[2044721],[2050771],[2054300],[2060886],[2064712],[2075377],[2085830],[2093280],[2094757],[2096764],[2103545],[2112472],[2114479],[2124629],[2128158],[2131015],[2139942],[2141949],[2152099],[2155628],[2158879],[2160886],[2171036],[2174565],[2181151],[2184977],[2191844],[2197819],[2201437],[2202568],[2218928],[2227855],[2229862],[2244470],[2251920],[2253397],[2255404],[2262185],[2271112],[2273119],[2283269],[2286798],[2292983],[2294009],[2298348],[2301307],[2321047],[2325796],[2338515],[2344490],[2348108],[2349239],[2365599],[2374526],[2376533],[2386742],[2388286],[2399380],[2406631],[2410970],[2426836],[2427862],[2432201],[2435160],[2454900],[2459649],[2468606],[2481884],[2482910],[2488305],[2507268],[2508812],[2527157],[2531496],[2556381],[2558936],[2573240],[2575631],[2595330],[2618832],[2635570],[2652603],[2687214],[2719735] ] cell #3486 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1243550],[1372148],[1438780],[1495145],[1495375],[1502566],[1568524],[1580436],[1586625],[1586855],[1625334],[1679122],[1690375],[1690605],[1697796],[1708904],[1716036],[1778452],[1778682],[1805048],[1817161],[1827868],[1828098],[1835289],[1861573],[1861803],[1902307],[1904128],[1904358],[1918969],[1927849],[1950244],[1982335],[1984156],[1984386],[2020207],[2022087],[2022836],[2036783],[2052257],[2052487],[2096341],[2098221],[2098970],[2126115],[2126345],[2132413],[2134413],[2147997],[2160463],[2162343],[2163092],[2203966],[2205966],[2229439],[2231319],[2232068],[2239305],[2263583],[2264721],[2265583],[2294731],[2305721],[2316744],[2327194],[2328332],[2329194],[2359646],[2360434],[2387352],[2393949],[2407353],[2417555],[2418343],[2462185],[2467847],[2477035],[2488915],[2514475],[2538081],[2547803],[2558177],[2584060],[2641470], 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142476,2740858],[2144090,2808641],[2153747,2650658],[2161413,2524197],[2163027,2362434],[2166934,2528723],[2172587,2656831],[2172684,2816309],[2196615,2550180],[2199403,2550356],[2205104,2556043],[2212056,2403671],[2212975,2402279],[2215763,2217397],[2219538,2409011],[2221464,2409289],[2224206,2685567],[2225948,2412368],[2230389,2570280],[2232003,2420343],[2238517,2577249],[2245080,2694462],[2247006,2583112],[2255931,2698813],[2257545,2590657],[2271834,2597639],[2273646,2787614],[2275260,2839328],[2284917,2607552],[2299746,2475809],[2301834,2617185],[2304933,2620450],[2318924,2491830],[2319843,2490438],[2322631,2324265],[2343286,2643847],[2346074,2644023],[2351775,2649710],[2366209,2529537],[2368135,2529815],[2370877,2754060],[2372619,2532894],[2377060,2663947],[2378674,2540869],[2390267,2392603],[2433599,2582834],[2435687,2697925],[2438786,2701190],[2441574,2701366],[2452777,2598855],[2453696,2597463],[2456484,2458118],[2464927,2715087],[2510793,2513129],[2519490,2649432],[2521578,2648825],[2586975,2589311] ] cell #3487 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [323169],[393180],[430194],[467641],[472486],[513706],[519877],[525338],[555298],[593043],[601494],[606339],[612924],[619147],[651284],[672009],[692357],[701969],[709812],[714657],[721013],[740985],[777787],[779783],[792703],[799799],[809924],[818707],[851645],[853641],[890442],[891976],[892772],[906522],[921742],[934168],[968561],[970095],[970891],[1001770],[1011018],[1011624],[1025652],[1041533],[1042329],[1092654],[1093260],[1124654],[1125450],[1130559],[1134336],[1166688],[1167294],[1214864],[1218641],[1234593],[1252009],[1252615],[1257804],[1290674],[1294451],[1343850],[1364047],[1377236],[1381013],[1420562],[1422039],[1460696],[1493869],[1507368],[1508845],[1552262],[1591011],[1601978],[1615041],[1638308],[1704075],[1714493],[1730280],[1793805],[1830135],[1850172],[1916551],[2028902], [261531,762706],[303109,628752],[322912,874562],[355198,932135],[370915,731380],[391171,759922],[393298,992727],[410134,787392],[429937,1053292],[435154,1062755],[447128,841278],[465722,646467],[470210,871636],[473654,1646733],[491441,900809],[498293,910414],[501667,1160150],[511697,929351],[513824,1178998],[519620,1188971],[530155,956093],[553172,750317],[557538,989407],[561429,1773570],[580981,1020008],[589153,1030375],[590640,1032371],[592597,1284745],[592786,1288423],[599575,805107],[604063,1050366],[607507,1560687],[610915,1059971],[613042,1318267],[614289,1320265],[617857,828810],[648631,861269],[651663,1888670],[658149,1897436],[665991,881241],[676358,1149784],[676826,1142364],[686021,1412637],[687849,1154832],[690046,1157162],[690164,1156366],[691740,1414037],[692475,1418633],[699843,919746],[704209,1175678],[708100,1689265],[712381,1186045],[713868,1188041],[715825,1447503],[716014,1451181],[721392,1966236],[745334,963513],[746088,749027],[755880,2007863],[771396,999774],[776497,1007540],[779189,1271741],[782494,1277737],[792209,1281003],[792588,1542567],[792881,1543086],[796669,1285087],[797353,1284481],[799074,1544462],[807271,1039999],[809456,1309899],[810303,1807034],[816789,1815800],[819119,1576155],[820947,1314947],[823144,1317277],[823262,1316481],[824838,1577555],[825573,1582151],[831059,2082056],[850355,1089176],[853047,1079914],[856352,1085910],[866813,2120350],[883405,1123120],[885590,1118072],[890821,1900930],[891482,1404462],[891861,1401041],[892154,1401560],[893184,1657349],[895140,1407467],[905773,1671559],[906193,1410094],[906372,1671909],[910791,1413871],[915517,918456],[921148,1434499],[924453,1440495],[924571,1429823],[925309,1929744],[934547,1704939],[934840,1705458],[938628,1447845],[939312,1447239],[941033,1706834],[946859,2190463],[968940,1980958],[969601,1209232],[969980,1205811],[970273,1206330],[971303,1742670],[973259,1212237],[995545,998484],[1001176,1239269],[1004481,1245265],[1004599,1516629],[1005495,1529726],[1009789,2019598],[1010269,1531049],[1010689,1533973],[1010868,1531399],[1012003,1784059],[1012296,1784578],[1025552,1798406],[1026005,1540226],[1041039,1567980],[1041418,1564559],[1041711,1565078],[1042741,1558508],[1044697,1570985],[1045381,1560423],[1045543,2046492],[1055330,1830914],[1055750,1573612],[1055929,1831264],[1060348,1577389],[1064775,2288840],[1071739,1074744],[1087131,1333350],[1091425,2095732],[1091905,1334673],[1092325,1337597],[1092504,1335023],[1093639,1867180],[1093932,1867699],[1107798,1362132],[1124160,1371604],[1124539,1368183],[1124832,1368702],[1125862,1644554],[1127818,1374609],[1128502,1646469],[1129082,1658613],[1133130,2131448],[1134236,1660527],[1134689,1663089],[1135374,1907108],[1135794,1655926],[1135973,1907458],[1161165,1692098],[1165939,1693421],[1166359,1696345],[1166538,1693771],[1167673,1687292],[1167966,1687811],[1170077,1689099],[1181222,1952965],[1181675,1702598],[1192970,1197217],[1213387,1463383],[1217435,2203001],[1218541,1465297],[1218994,1467859],[1219679,1987136],[1220099,1741247],[1220278,1987486],[1231094,1234099],[1234478,1492062],[1234771,1492581],[1246486,1496868],[1251260,1498191],[1251680,1501115],[1251859,1498541],[1252994,1771597],[1253287,1772116],[1255398,1773404],[1256602,2235779],[1256670,1785756],[1256770,2017878],[1259281,1782294],[1262972,2025468],[1263425,1782838],[1289197,1817968],[1289548,1806868],[1294351,1819882],[1294804,1822444],[1295489,1813477],[1295909,1815281],[1296088,1813827],[1321727,1326203],[1327680,1590467],[1342648,2302195],[1342716,1593929],[1342816,2094012],[1345327,1865415],[1349018,2101602],[1349471,1865959],[1355342,1359589],[1363298,1621650],[1363718,1623454],[1363897,1622000],[1375759,1626141],[1376110,1888504],[1380913,1628055],[1381366,1630617],[1382051,1895113],[1382471,1896917],[1382650,1895463],[1386607,2130553],[1388744,1905144],[1389095,1900764],[1415329,1927518],[1419428,1940315],[1419528,1929467],[1425730,1935941],[1426183,1937397],[1452647,1456979],[1456911,2384693],[1457079,2190311],[1458113,1718873],[1458464,1966070],[1469336,1729736],[1473413,2202106],[1475550,1985172],[1475901,1980792],[1484671,1743196],[1485245,1489721],[1486992,1491198],[1493769,1749670],[1494222,1751126],[1505244,1762093],[1506234,1754044],[1506334,2007586],[1512536,2014060],[1512989,2015516],[1519260,2023577],[1519360,2019321],[1541703,2044145],[1545847,2044689],[1550125,2046898],[1552613,2048893],[1578847,2075647],[1585037,1840591],[1587795,2291810],[1588798,1844847],[1588898,2081779],[1599395,1854552],[1599746,2090314],[1605822,2099711],[1605922,2095455],[1614873,1868168],[1615405,1619737],[1616461,1620871],[1617130,1870163],[1619669,2486256],[1619837,2313539],[1621222,2108029],[1627888,1632094],[1635118,1885950],[1636171,2120756],[1638659,2122751],[1649087,2131854],[1664566,1916007],[1670780,2154601],[1671131,2150221],[1700474,1948364],[1708219,2184945],[1714325,1962425],[1717987,2190869],[1724306,1971211],[1728067,1975467],[1728167,2198517],[1730631,2200489],[1734408,2203407],[1744670,1748913],[1744770,1745152],[1747910,2404432],[1749013,2214877],[1755100,1759510],[1755769,1999729],[1759861,2223412],[1791222,2033282],[1791573,2248954],[1797649,2258351],[1797749,2254095],[1819715,1823921],[1826945,2064680],[1830486,2281391],[1850004,2086669],[1853666,2299187],[1855221,2091244],[1869626,1869995],[1873657,2314097],[1879494,1883737],[1879594,1879976],[1883837,2321745],[1886301,2323717],[1910577,2140640],[1914338,2144896],[1914438,2345188],[1916902,2347160],[1920679,2350078],[1941371,1945781],[1942040,2169158],[1946132,2370083],[1975567,1975949],[1999192,1999561],[2003223,2411809],[2028734,2245309],[2032396,2433040],[2033951,2249884],[2045040,2442660],[2058224,2062467],[2058324,2058706],[2062567,2455598],[2065031,2457570],[2090707,2091076],[2144996,2145378],[2155270,2354653],[2168621,2168990],[2172652,2532335],[2185296,2541955],[2249347,2249716],[2258451,2258833],[2354116,2354485] ] cell #3488 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [613966],[710045],[780016],[818266],[853874],[892331],[921975],[933923],[970450],[1002003],[1006364],[1011379],[1032604],[1041888],[1088000],[1093015],[1118305],[1125009],[1130238],[1156721],[1162034],[1167049],[1188274],[1208056],[1214543],[1244824],[1247355],[1252370],[1257634],[1279827],[1284842],[1290353],[1291543],[1310132],[1316836],[1329669],[1337276],[1343680],[1365251],[1370428],[1374364],[1376915],[1378105],[1403286],[1409773],[1420392],[1421718],[1440054],[1442585],[1447600],[1456443],[1460375],[1467689],[1471325],[1493187],[1495686],[1500794],[1507198],[1508524],[1526045],[1533652],[1540056],[1552092],[1561627],[1566804],[1570740],[1573291],[1574481],[1587166],[1590841],[1597725],[1601657],[1612607],[1619201],[1623133],[1624954],[1630447],[1634083],[1638138],[1651673],[1655605],[1662919],[1666555],[1688417],[1690916],[1696024],[1702428],[1703754],[1713537],[1715656],[1726435],[1730110],[1736994],[1740926],[1747281],[1750956],[1757840],[1761772],[1772722],[1778993],[1782668],[1789552],[1793484],[1804434],[1811028],[1814960],[1816781],[1822274],[1825910],[1829965],[1839480],[1849216],[1851335],[1862114],[1865789],[1869207],[1871326],[1882105],[1885780],[1892664],[1896596],[1899808],[1901927],[1912706],[1916381],[1923265],[1927197],[1933552],[1937227],[1944111],[1948043],[1958993],[1970100],[1978223],[1979836],[1981955],[1989037],[1998773],[2000892],[2011671],[2015346],[2018210],[2027946],[2030065],[2040844],[2044519],[2047937],[2050056],[2060835],[2064510],[2071394],[2075326],[2082795],[2089358],[2093229],[2094344],[2112059],[2121795],[2123914],[2139529],[2147652],[2149265],[2151384],[2158466],[2168202],[2170321],[2181100],[2184775],[2191431],[2192696],[2197406],[2200722],[2222456],[2227442],[2241435],[2247998],[2251869],[2252984],[2270699],[2280435],[2282554],[2293596],[2295407],[2307851],[2315924],[2320634],[2338102],[2339367],[2344077],[2347393],[2369127],[2374113],[2383959],[2398967],[2400232],[2406218],[2427449],[2429260],[2449777],[2454487],[2482497],[2485522],[2501795],[2504485],[2526744],[2553598],[2572827],[2592547],[2632787],[2670659] ] cell #3489 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561985],[658209],[692296],[708656],[716271],[755940],[762917],[799134],[816849],[825394],[825455],[831119],[867448],[906432],[913409],[925369],[932346],[934662],[941093],[941758],[947494],[958402],[979248],[984780],[1009849],[1010928],[1012118],[1026187],[1046178],[1055989],[1056079],[1062966],[1068970],[1080577],[1091485],[1092564],[1093754],[1102053],[1112961],[1133765],[1134871],[1136033],[1136123],[1144673],[1150205],[1165519],[1166598],[1167788],[1171051],[1181322],[1181857],[1192312],[1206463],[1218070],[1219176],[1220338],[1220428],[1228325],[1239932],[1243279],[1250840],[1251919],[1253109],[1260797],[1261917],[1263072],[1263607],[1272404],[1283312],[1285581],[1293880],[1294986],[1296148],[1296238],[1304788],[1310320],[1332692],[1341965],[1346843],[1347963],[1349118],[1349653],[1354684],[1363957],[1368835],[1372751],[1373017],[1375103],[1380442],[1381548],[1382710],[1382800],[1387542],[1387610],[1387710],[1392843],[1401693],[1413300],[1415568],[1415658],[1423555],[1424675],[1425830],[1426365],[1435162],[1438509],[1446070],[1448339],[1467416],[1472542],[1474348],[1474416],[1474516],[1479649],[1489278],[1494404],[1496210],[1502631],[1503408],[1505483],[1505573],[1510361],[1511481],[1512636],[1513171],[1518257],[1529068],[1538341],[1543219],[1545494],[1546029],[1551060],[1551128],[1551228],[1556361],[1565211],[1569127],[1569393],[1571479],[1576818],[1579086],[1579176],[1580165],[1589809],[1597813],[1598193],[1598361],[1602374],[1604819],[1619289],[1623850],[1625467],[1630174],[1632435],[1634765],[1635300],[1637106],[1637174],[1637274],[1642407],[1662646],[1667772],[1669578],[1669746],[1674879],[1678851],[1680629],[1681632],[1681732],[1691440],[1697861],[1698638],[1700713],[1700803],[1705591],[1707866],[1708401],[1709507],[1709773],[1716169],[1719962],[1720030],[1720130],[1722504],[1725634],[1727064],[1743350],[1746480],[1753332],[1753680],[1757928],[1758308],[1758476],[1762489],[1764934],[1765937],[1766037],[1781636],[1789640],[1790020],[1790188],[1794201],[1796646],[1800525],[1805651],[1805917],[1808442],[1817294],[1822001],[1824262],[1826592],[1827127],[1828933],[1829101],[1834234],[1835354],[1836131],[1840745],[1841607],[1842215],[1842563],[1846057],[1847951],[1855709],[1855809],[1864757],[1867942],[1875632],[1875800],[1878174],[1881304],[1882734],[1890078],[1902440],[1906233],[1906401],[1908775],[1911905],[1913335],[1923353],[1927914],[1928691],[1939603],[1939951],[1944199],[1944579],[1944747],[1948760],[1950377],[1951205],[1952208],[1952308],[1957345],[1962199],[1962987],[1964252],[1971365],[1973183],[1976677],[1982468],[1986261],[1986429],[1991164],[1992120],[1995614],[1997508],[2005366],[2020337],[2020945],[2021293],[2022969],[2024787],[2026681],[2034439],[2034539],[2036913],[2040043],[2045387],[2054362],[2054530],[2056904],[2060034],[2061464],[2066886],[2068808],[2079880],[2086443],[2088496],[2096471],[2097079],[2097427],[2099103],[2100921],[2104946],[2106211],[2115142],[2118636],[2128220],[2128388],[2132416],[2133681],[2134543],[2135151],[2140794],[2142612],[2146106],[2148000],[2148300],[2155858],[2160593],[2161549],[2163225],[2165043],[2166937],[2174795],[2196618],[2203969],[2205234],[2206096],[2206704],[2212978],[2221594],[2229569],[2230525],[2232201],[2234019],[2238520],[2239308],[2239608],[2245083],[2247136],[2256067],[2259561],[2263586],[2264851],[2265713],[2266321],[2273782],[2277276],[2287028],[2294861],[2301970],[2304936],[2305724],[2306024],[2319846],[2327197],[2328462],[2329324],[2329932],[2343289],[2351905],[2359649],[2360437],[2360737],[2368265],[2377196],[2380690],[2387355],[2394079],[2407483],[2417558],[2418346],[2418646],[2435823],[2438789],[2453699],[2462315],[2467850],[2477038],[2488918],[2489218],[2514605],[2538084],[2547806],[2558180],[2584063],[2641473] ] cell #3490 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [941827],[1056213],[1136257],[1181399],[1220562],[1263149],[1296372],[1310388],[1349195],[1382934],[1387857],[1392911],[1415792],[1425907],[1474663],[1479717],[1505707],[1512713],[1518393],[1545571],[1551375],[1556429],[1579310],[1598508],[1604955],[1634842],[1637421],[1642475],[1647894],[1669893],[1674947],[1680765],[1681879],[1700937],[1707943],[1720277],[1727200],[1733215],[1753757],[1758623],[1762557],[1765070],[1766184],[1790335],[1796782],[1807249],[1808578],[1826669],[1829248],[1834302],[1842640],[1846193],[1852473],[1855956],[1875947],[1878242],[1882870],[1888885],[1890214],[1906548],[1913471],[1919486],[1930958],[1940028],[1944894],[1948828],[1951341],[1952455],[1964320],[1967381],[1973260],[1976813],[1986576],[1992197],[1995750],[1997394],[2002030],[2005513],[2009077],[2021370],[2024923],[2031203],[2034686],[2054677],[2056972],[2061600],[2067615],[2068944],[2078111],[2079766],[2088564],[2091625],[2097504],[2101057],[2106279],[2109340],[2115219],[2118772],[2128535],[2133749],[2136810],[2142689],[2146242],[2156005],[2161626],[2165179],[2166823],[2171459],[2174942],[2178506],[2187423],[2194849],[2196504],[2205302],[2208363],[2211209],[2212864],[2221662],[2224723],[2230602],[2234155],[2236751],[2238406],[2247204],[2250265],[2256144],[2259697],[2264919],[2267980],[2273859],[2277412],[2287175],[2295741],[2302047],[2303167],[2304822],[2310651],[2318077],[2319732],[2328530],[2331591],[2334094],[2341520],[2343175],[2351973],[2355034],[2357880],[2359535],[2368333],[2371394],[2377273],[2380826],[2386297],[2391045],[2394147],[2394959],[2408363],[2415789],[2417444],[2429594],[2435900],[2437020],[2438675],[2444504],[2451930],[2453585],[2462383],[2465444],[2470390],[2471209],[2474529],[2476924],[2492608],[2496522],[2506823],[2511571],[2514673],[2515485],[2528889],[2536315],[2537970],[2546242],[2547441],[2555936],[2561539],[2564859],[2577415],[2578234],[2581554],[2583949],[2599633],[2603547],[2610829],[2620616],[2621435],[2625431],[2639909],[2641108],[2655206],[2658526],[2677351],[2679211],[2689817],[2691569],[2706171],[2723519],[2735471],[2747704],[2772095],[2794920] ] cell #3491 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3492 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [613967],[710046],[780017],[818267],[853875],[892332],[921976],[933926],[970451],[1002004],[1006365],[1011382],[1032605],[1041889],[1088001],[1093018],[1118306],[1125010],[1130241],[1156722],[1162035],[1167052],[1188275],[1208057],[1214546],[1244825],[1247356],[1252373],[1257504],[1279828],[1284845],[1290356],[1291544],[1310133],[1316837],[1329670],[1337279],[1343550],[1365252],[1370429],[1374367],[1376918],[1378106],[1403287],[1409776],[1420262],[1421721],[1440055],[1442586],[1447603],[1456444],[1460378],[1467559],[1471326],[1493188],[1495689],[1500797],[1507068],[1508527],[1526046],[1533655],[1539926],[1551962],[1561628],[1566805],[1570743],[1573294],[1574482],[1587169],[1590711],[1597726],[1601660],[1612608],[1619202],[1623136],[1625001],[1630317],[1634084],[1638008],[1651674],[1655608],[1662789],[1666556],[1688418],[1690919],[1696027],[1702298],[1703757],[1713475],[1715703],[1726438],[1729980],[1736995],[1740929],[1747284],[1750826],[1757841],[1761775],[1772723],[1778996],[1782538],[1789553],[1793487],[1804435],[1811029],[1814963],[1816828],[1822144],[1825911],[1829835],[1839622],[1849154],[1851382],[1862117],[1865659],[1869145],[1871373],[1882108],[1885650],[1892665],[1896599],[1899746],[1901974],[1912709],[1916251],[1923266],[1927200],[1933555],[1937097],[1944112],[1948046],[1958994],[1970242],[1978224],[1979774],[1982002],[1989179],[1998711],[2000939],[2011674],[2015216],[2018352],[2027884],[2030112],[2040847],[2044389],[2047875],[2050103],[2060838],[2064380],[2071395],[2075329],[2082733],[2089296],[2093232],[2094486],[2112201],[2121733],[2123961],[2139671],[2147653],[2149203],[2151431],[2158608],[2168140],[2170368],[2181103],[2184645],[2191573],[2192634],[2197548],[2200769],[2222394],[2227584],[2241373],[2247936],[2251872],[2253126],[2270841],[2280373],[2282601],[2293738],[2295454],[2307789],[2315862],[2320776],[2338244],[2339305],[2344219],[2347440],[2369065],[2374255],[2384006],[2399109],[2400170],[2406360],[2427591],[2429307],[2449715],[2454629],[2482639],[2485569],[2501733],[2504532],[2526886],[2553645],[2572969],[2592594],[2632834],[2670706] ] cell #3493 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [912520],[942293],[994909],[1031841],[1062077],[1063801],[1117542],[1150679],[1156598],[1181180],[1182044],[1187511],[1190191],[1235623],[1244701],[1262391],[1263794],[1278640],[1309369],[1310794],[1311044],[1316713],[1325471],[1348437],[1349840],[1365054],[1392129],[1393317],[1393567],[1408317],[1425149],[1426552],[1430853],[1439931],[1441081],[1441398],[1456246],[1467127],[1478935],[1480123],[1480373],[1488989],[1494978],[1511955],[1513358],[1521847],[1522279],[1523421],[1523738],[1546216],[1555647],[1556835],[1557085],[1561430],[1571835],[1586458],[1597528],[1608409],[1608841],[1609983],[1610300],[1619004],[1624324],[1629885],[1635487],[1641693],[1642881],[1643131],[1648220],[1650065],[1651476],[1653043],[1662357],[1675353],[1675603],[1684219],[1684651],[1685793],[1686110],[1690208],[1708588],[1713240],[1725727],[1733541],[1735386],[1736797],[1738364],[1745450],[1746573],[1752285],[1757643],[1760990],[1762963],[1763213],[1768524],[1768956],[1770098],[1770415],[1775723],[1778285],[1789355],[1800236],[1801810],[1802127],[1807575],[1809420],[1810831],[1812398],[1821712],[1827314],[1834708],[1834958],[1848919],[1852799],[1857217],[1858844],[1861406],[1868910],[1870267],[1876534],[1880274],[1881397],[1885162],[1885360],[1886792],[1887109],[1889211],[1891056],[1892467],[1894034],[1899511],[1911998],[1919812],[1923068],[1924635],[1930282],[1931284],[1932844],[1933079],[1943914],[1947261],[1949234],[1949484],[1954795],[1956369],[1956686],[1967707],[1968512],[1973818],[1976247],[1978026],[1979539],[1988732],[1989656],[1998012],[1998476],[1999833],[2002356],[2003966],[2004677],[2006100],[2008401],[2009403],[2010963],[2011198],[2027649],[2031529],[2035947],[2037574],[2040136],[2047640],[2048598],[2059004],[2060127],[2063892],[2064090],[2065522],[2065839],[2067941],[2071197],[2072764],[2074544],[2078864],[2080384],[2082498],[2083456],[2089061],[2091348],[2091951],[2092521],[2092756],[2102704],[2109666],[2111754],[2112302],[2112678],[2115777],[2117342],[2121498],[2122456],[2137136],[2143247],[2145676],[2147455],[2148968],[2157266],[2167441],[2167905],[2169262],[2171785],[2173395],[2174106],[2175529],[2177830],[2178832],[2180392],[2180627],[2184157],[2184355],[2187846],[2189627],[2191674],[2192399],[2194282],[2195602],[2197122],[2198887],[2200194],[2208689],[2213482],[2216554],[2218087],[2219025],[2222159],[2225049],[2239024],[2241138],[2242096],[2247701],[2249988],[2250591],[2251161],[2251396],[2259131],[2260910],[2261108],[2268306],[2270394],[2270942],[2271318],[2274417],[2275982],[2280138],[2281096],[2285628],[2286339],[2290628],[2290799],[2293080],[2295228],[2296164],[2297945],[2305440],[2307554],[2308512],[2312855],[2315627],[2320350],[2323422],[2331917],[2336298],[2338345],[2339070],[2340953],[2342273],[2343793],[2345558],[2346865],[2354757],[2355360],[2355930],[2356641],[2360153],[2363225],[2364758],[2365696],[2368830],[2371720],[2374356],[2379396],[2383780],[2390017],[2397163],[2399210],[2399935],[2403250],[2403421],[2410567],[2418062],[2421134],[2424481],[2424652],[2426933],[2427692],[2429081],[2430017],[2431798],[2436453],[2439293],[2441058],[2442365],[2442940],[2446708],[2449480],[2454203],[2457275],[2459746],[2465770],[2477542],[2479529],[2479700],[2481981],[2482740],[2485343],[2491580],[2498726],[2501498],[2504306],[2505624],[2507365],[2510543],[2514972],[2515198],[2517689],[2523776],[2523947],[2526987],[2531093],[2538588],[2541660],[2551918],[2553419],[2554737],[2556478],[2569859],[2570030],[2573070],[2576349],[2576575],[2584567],[2586725],[2592368],[2593686],[2595427],[2598605],[2605751],[2613292],[2616935],[2619550],[2619776],[2632608],[2633926],[2635667],[2645585],[2653321],[2653547],[2663697],[2670480],[2670946],[2681674],[2687932],[2688158],[2697675],[2718077],[2728600],[2728826],[2739439],[2766653] ] cell #3494 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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99115],[1974693,2391711],[1976979,2393256],[1980371,2395712],[1989884,1993535],[1989973,1990204],[1992629,2404383],[1993630,2405115],[1999287,2003190],[1999793,2219983],[2003525,2412025],[2032363,2249442],[2032698,2433256],[2038354,2441286],[2038449,2437686],[2058909,2062842],[2065799,2277243],[2069110,2460704],[2086730,2296494],[2089893,2475282],[2091308,2300191],[2104230,2104445],[2107608,2487162],[2112906,2116557],[2112995,2113226],[2116652,2493274],[2118938,2494819],[2140696,2342186],[2144027,2345786],[2144122,2512237],[2146408,2513782],[2149800,2516238],[2168716,2172619],[2169222,2366654],[2172954,2532551],[2199204,2199435],[2219613,2219828],[2222991,2565612],[2245370,2430347],[2248533,2582307],[2249948,2434044],[2259863,2589964],[2271546,2275197],[2271635,2271866],[2275292,2600299],[2277578,2601844],[2299821,2300036],[2345875,2346106],[2354717,2519935],[2366284,2366499],[2369662,2659279],[2380992,2666936],[2433674,2433889],[2441375,2441606],[2519565,2519780] ] cell #3495 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1373104],[1502672],[1569480],[1625508],[1632480],[1697902],[1709860],[1716210],[1753442],[1806004],[1817335],[1824307],[1835395],[1842325],[1877717],[1902481],[1927955],[1939713],[1950418],[1957390],[1963795],[1982509],[2021055],[2023010],[2036954],[2045432],[2056447],[2066996],[2097189],[2099144],[2133224],[2134584],[2135261],[2148405],[2163266],[2176712],[2204777],[2206137],[2206814],[2232242],[2239713],[2240116],[2252172],[2265754],[2266431],[2306129],[2306532],[2329365],[2330042],[2335440],[2336502],[2360842],[2361245],[2396305],[2397367],[2407524],[2418751],[2419154],[2424189],[2445850],[2446912],[2479237],[2489323],[2497868],[2498930],[2523484],[2524238],[2546956],[2561785],[2569567],[2570321],[2592841],[2613000],[2617226],[2622504],[2633081],[2663988],[2668454],[2673839],[2697966],[2713821],[2720305],[2742332],[2777434], [875745,2119226],[993284,2224752],[1034484,2260151],[1054475,2277866],[1064402,2288562],[1108714,2318106],[1116567,2323122],[1158709,2355063],[1179555,2371423],[1190154,2381280],[1190302,2381666],[1196204,2386326],[1235638,2408540],[1243588,1761116],[1279065,2437049],[1286918,2442065],[1300541,2451959],[1308394,2456975],[1311225,2460060],[1318824,2465473],[1319686,2466502],[1325486,2470567],[1336584,1851889],[1358576,1871880],[1364348,2489927],[1372673,1884789],[1391434,2506852],[1392554,2511600],[1393748,2507679],[1409006,2515662],[1430868,2529066],[1438818,1947387],[1441823,2536344],[1441829,2536417],[1449676,2541360],[1455540,2545565],[1467142,1972945],[1478240,2555965],[1479360,2391074],[1480554,2556792],[1489004,1991882],[1500102,2001446],[1503046,2004128],[1521862,2577592],[1522968,2581731],[1524163,2578263],[1524169,2578336],[1532960,2030619],[1538732,2585072],[1554952,2050610],[1556072,2599662],[1557266,2595741],[1560724,2596952],[1569049,2063519],[1571728,2603361],[1572524,2603724],[1580474,2074670],[1582778,2610000],[1596822,2088039],[1608424,2620793],[1609530,2474706],[1610725,2621464],[1610731,2621537],[1618298,2105754],[1629900,2114904],[1640998,2124468],[1642118,2492637],[1643312,2635981],[1650770,2639232],[1651849,2642783],[1652936,2639723],[1653732,2640086],[1662372,2142374],[1673470,2151938],[1675784,2352808],[1679160,2157392],[1684234,2161311],[1685340,2658703],[1686535,2655235],[1686541,2655308],[1695332,2170875],[1698276,2173557],[1701104,2662044],[1709429,2183784],[1722047,1970908],[1731864,2201276],[1736091,2676674],[1737170,2549116],[1738257,2677165],[1739053,2677528],[1742893,1990707],[1752710,2561568],[1756937,2221137],[1763394,2574133],[1768539,2230287],[1769645,2565036],[1770840,2689846],[1770846,2689919],[1774605,2690740],[1774655,2694384],[1774713,2690779],[1780265,2693103],[1788649,2246679],[1800251,2255829],[1802552,2257784],[1802558,2439982],[1805573,2260537],[1810125,2264394],[1811204,2709045],[1812291,2705985],[1813087,2706348],[1821727,2273544],[1832825,2283108],[1835139,2463218],[1835769,2285790],[1840288,1841150],[1854285,2298759],[1857232,2301732],[1857726,2722690],[1857776,2613644],[1857834,2722729],[1863386,2725053],[1874276,2488716],[1877223,2625608],[1887534,2324504],[1887540,2636588],[1891761,2328005],[1892840,2628305],[1893927,2735285],[1894723,2735648],[1898626,2736505],[1908318,2140337],[1918135,2347947],[1921298,2349650],[1922362,2351448],[1924528,2517893],[1925324,2353485],[1928329,2356092],[1929164,2160136],[1929214,2750519],[1929272,2746914],[1934824,2749238],[1943208,2367808],[1949665,2528050],[1954810,2376958],[1957111,2378913],[1957117,2539277],[1964657,2759824],[1964707,2543374],[1964765,2759863],[1975198,2391147],[1977320,2393622],[1978654,2763325],[1994135,2561641],[1996257,2680745],[2003842,2411381],[2005993,2690063],[2006789,2414354],[2007283,2229112],[2007333,2682026],[2007391,2771305],[2012943,2773629],[2019018,2019880],[2019068,2775965],[2019126,2774968],[2033015,2432612],[2035962,2435585],[2036456,2253792],[2036564,2586262],[2038954,2437122],[2042116,2440385],[2046755,2783261],[2066264,2458357],[2066270,2596348],[2070491,2461858],[2072657,2605955],[2073453,2463895],[2080751,2794068],[2081476,2294404],[2081526,2718836],[2081584,2794233],[2085280,2472783],[2089570,2474343],[2095152,2096014],[2095202,2798090],[2095260,2797093],[2102995,2726132],[2106616,2799705],[2106666,2622563],[2106724,2799744],[2107285,2625245],[2111592,2732544],[2117157,2492710],[2119279,2495185],[2120613,2803206],[2131711,2806199],[2134086,2344885],[2134194,2510080],[2144627,2511673],[2146749,2514148],[2148083,2516831],[2149477,2515299],[2173271,2531907],[2175422,2655452],[2176218,2534880],[2176820,2663234],[2182372,2539680],[2188137,2759399],[2188769,2383100],[2189465,2760140],[2190726,2821912],[2193990,2547560],[2198214,2205639],[2198264,2762298],[2198322,2823157],[2203264,2824115],[2205747,2389554],[2210350,2678421],[2213849,2826191],[2214574,2407026],[2214624,2678757],[2214682,2826356],[2218378,2563113],[2222668,2564673],[2239391,2430940],[2240224,2693740],[2243920,2579808],[2248210,2581368],[2253842,2835696],[2253900,2834699],[2265256,2455295],[2265364,2598142],[2270232,2703244],[2275797,2599735],[2277919,2602210],[2279253,2604893],[2289783,2717839],[2290336,2467604],[2291090,2612323],[2296455,2795191],[2297087,2305807],[2297783,2795932],[2299044,2844815],[2306640,2725690],[2311365,2622867],[2311997,2484663],[2312693,2800021],[2313954,2847259],[2317218,2626749],[2321442,2328867],[2321492,2729334],[2321550,2848504],[2328975,2491117],[2336136,2736947],[2337397,2640623],[2340661,2641227],[2344935,2809098],[2344993,2852753],[2349935,2853711],[2360520,2530235],[2361353,2654347],[2365049,2656780],[2369339,2658340],[2384253,2669639],[2389001,2761301],[2390308,2673162],[2397001,2763767],[2398262,2678065],[2402405,2558314],[2402958,2557934],[2403712,2558571],[2407134,2560680],[2409077,2682330],[2409709,2418429],[2410405,2828055],[2411666,2864374],[2419262,2688958],[2424943,2693063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] cell #3496 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [292964],[356406],[405494],[431089],[457512],[485798],[507057],[515173],[543707],[567922],[571225],[575331],[591365],[598420],[634836],[638942],[659442],[664836],[668916],[690378],[694453],[698559],[714593],[732347],[737892],[763827],[766006],[770112],[774372],[793476],[797582],[802014],[803088],[818082],[823476],[835201],[842511],[848230],[867778],[872603],[875847],[878148],[879222],[901776],[907321],[916331],[917609],[933256],[935435],[939541],[947824],[951730],[959092],[962484],[983330],[985639],[990640],[996359],[997637],[1013931],[1021241],[1026960],[1037835],[1046508],[1051333],[1054577],[1056878],[1057952],[1069829],[1073659],[1080907],[1084813],[1095567],[1102383],[1106289],[1107910],[1113651],[1117043],[1120956],[1134095],[1138001],[1145363],[1148755],[1169601],[1171910],[1176911],[1182630],[1183908],[1192892],[1195400],[1207322],[1211152],[1218400],[1222306],[1229184],[1233014],[1240262],[1244168],[1254922],[1261656],[1265486],[1272734],[1276640],[1287394],[1294210],[1298116],[1299737],[1305478],[1308870],[1312783],[1321783],[1333272],[1335780],[1347702],[1351532],[1355264],[1357772],[1369694],[1373524],[1380772],[1384678],[1388122],[1390630],[1402552],[1406382],[1413630],[1417536],[1424414],[1428244],[1435492],[1439398],[1450152],[1463439],[1472872],[1474928],[1477436],[1485301],[1496790],[1499298],[1511220],[1515050],[1518159],[1529648],[1532156],[1544078],[1547908],[1551640],[1554148],[1566070],[1569900],[1577148],[1581054],[1590389],[1598773],[1603233],[1604721],[1626197],[1637686],[1640194],[1658669],[1668102],[1670158],[1672666],[1680531],[1692020],[1694528],[1706450],[1710280],[1718929],[1720542],[1726966],[1731060],[1758888],[1764836],[1782216],[1790600],[1795060],[1796548],[1818024],[1829513],[1832021],[1845959],[1848393],[1865337],[1876212],[1882636],[1905200],[1906813],[1913237],[1917331],[1945159],[1951107],[1963429],[1985228],[1986841],[1995516],[2024689],[2027123],[2054942],[2061366],[2100823],[2105388],[2128800],[2132858],[2164945],[2204411],[2233921],[2264028],[2327639],[2387797] ] cell #3497 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [825533],[934800],[1012256],[1055413],[1093892],[1135457],[1167926],[1181279],[1219762],[1253247],[1257887],[1263029],[1285719],[1295572],[1343933],[1349075],[1375241],[1382134],[1387667],[1414992],[1420645],[1425787],[1448477],[1467942],[1474473],[1504907],[1507451],[1512593],[1518064],[1540309],[1545451],[1551185],[1552345],[1571617],[1578510],[1591094],[1598318],[1604626],[1625720],[1630700],[1634722],[1637231],[1638391],[1663172],[1669703],[1680436],[1681689],[1700137],[1702681],[1707823],[1716422],[1720087],[1726871],[1730363],[1751209],[1753637],[1758433],[1764741],[1765994],[1782921],[1790145],[1796453],[1808249],[1817547],[1822527],[1826549],[1829058],[1830218],[1842520],[1845864],[1852101],[1855766],[1866042],[1872092],[1875757],[1877553],[1882541],[1886033],[1889885],[1902693],[1906358],[1913142],[1916634],[1937480],[1939908],[1944704],[1951012],[1952265],[1961828],[1963631],[1973140],[1976484],[1982721],[1986386],[1992077],[1995421],[2001658],[2005323],[2015599],[2021250],[2024594],[2030831],[2034496],[2044772],[2050822],[2054487],[2056283],[2061271],[2064763],[2068615],[2077769],[2086072],[2087875],[2097384],[2100728],[2103787],[2105590],[2115099],[2118443],[2124680],[2128345],[2131257],[2133060],[2142569],[2145913],[2152150],[2155815],[2161506],[2164850],[2171087],[2174752],[2185028],[2194507],[2201488],[2202810],[2204613],[2210867],[2219170],[2220973],[2230482],[2233826],[2236409],[2244712],[2246515],[2256024],[2259368],[2262427],[2264230],[2273739],[2277083],[2283320],[2286985],[2293225],[2298590],[2301927],[2302825],[2317735],[2326038],[2327841],[2341178],[2348159],[2349481],[2351284],[2357538],[2365841],[2367644],[2377153],[2380497],[2385955],[2386984],[2390703],[2393458],[2411212],[2415447],[2427078],[2432443],[2435780],[2436678],[2451588],[2459891],[2461694],[2470867],[2472311],[2482126],[2488547],[2492266],[2506481],[2507510],[2511229],[2513984],[2531738],[2535973],[2544174],[2555594],[2556623],[2561197],[2577892],[2579336],[2595572],[2599291],[2621093],[2623363],[2635812],[2637841],[2654864],[2675283],[2689475],[2704103],[2733403],[2760882] ] cell #3498 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [763687],[874969],[914179],[933116],[942326],[985409],[993144],[1033708],[1053699],[1063736],[1063876],[1069599],[1108428],[1150834],[1158569],[1171680],[1179415],[1182187],[1189378],[1190256],[1195918],[1207092],[1228954],[1234883],[1261426],[1262546],[1263937],[1278779],[1300255],[1310949],[1311179],[1318684],[1324731],[1336298],[1347472],[1348592],[1349983],[1358290],[1369464],[1373081],[1391148],[1392268],[1393472],[1393702],[1402322],[1408251],[1424184],[1425304],[1426695],[1430113],[1441019],[1441537],[1452708],[1466387],[1477954],[1479074],[1480278],[1480508],[1488249],[1499816],[1503260],[1503490],[1510990],[1512110],[1513501],[1521107],[1522213],[1523359],[1523877],[1532674],[1543848],[1546359],[1554666],[1555786],[1556990],[1557220],[1565840],[1569457],[1571769],[1593990],[1603003],[1607669],[1608775],[1609921],[1610439],[1615466],[1624479],[1629145],[1632517],[1633035],[1635630],[1640712],[1641832],[1643036],[1643266],[1647938],[1647998],[1648093],[1652977],[1661617],[1673184],[1675508],[1675738],[1683479],[1684585],[1685731],[1686249],[1695046],[1698490],[1698720],[1706220],[1708731],[1709837],[1726643],[1731578],[1733259],[1733319],[1733414],[1738298],[1747489],[1752424],[1753479],[1754105],[1760250],[1763118],[1763348],[1767784],[1768890],[1770036],[1770554],[1775597],[1785817],[1794830],[1799496],[1801748],[1802266],[1805981],[1807293],[1807353],[1807448],[1812332],[1820972],[1824344],[1824862],[1827457],[1832539],[1834863],[1835093],[1835983],[1836213],[1842362],[1844908],[1852187],[1852517],[1852672],[1856477],[1858718],[1872178],[1876468],[1877981],[1882313],[1886730],[1887248],[1888929],[1888989],[1889084],[1893968],[1912914],[1917849],[1919530],[1919685],[1924569],[1928543],[1928773],[1930156],[1931062],[1931157],[1939750],[1940376],[1946521],[1949389],[1949619],[1954055],[1956307],[1956825],[1957427],[1957945],[1964059],[1967425],[1967485],[1967580],[1969729],[1972439],[1973692],[1988666],[1991376],[1997950],[2001744],[2002074],[2002229],[2006034],[2008275],[2009181],[2009276],[2021092],[2023638],[2030917],[2031247],[2031402],[2035207],[2037448],[2041052],[2045469],[2045987],[2048472],[2056711],[2061043],[2065460],[2065978],[2067033],[2067659],[2067814],[2072698],[2073804],[2078798],[2079509],[2080322],[2083330],[2085043],[2091729],[2091824],[2097226],[2099772],[2102758],[2109384],[2109539],[2111688],[2114398],[2115651],[2122330],[2133488],[2135298],[2136854],[2137009],[2139158],[2141868],[2143121],[2148442],[2152236],[2156526],[2167379],[2171173],[2171503],[2171658],[2175463],[2176976],[2177704],[2178610],[2178705],[2187900],[2188532],[2189561],[2195536],[2197060],[2200068],[2205041],[2206851],[2208407],[2208562],[2212607],[2213420],[2216428],[2218141],[2224922],[2238149],[2238962],[2239750],[2240380],[2241970],[2243683],[2250369],[2250464],[2252613],[2255323],[2266468],[2268024],[2268179],[2270328],[2273038],[2274291],[2280970],[2290853],[2296218],[2297879],[2304565],[2305378],[2306166],[2306796],[2308386],[2311760],[2312789],[2320288],[2323296],[2330079],[2331635],[2331790],[2335203],[2336232],[2336943],[2342207],[2343731],[2346739],[2348452],[2355233],[2359278],[2360091],[2360879],[2361509],[2363099],[2364812],[2371593],[2390071],[2396068],[2397097],[2397808],[2403475],[2410501],[2417187],[2418000],[2418788],[2419418],[2421008],[2424706],[2425338],[2430071],[2431732],[2439231],[2442239],[2445613],[2446642],[2447353],[2454141],[2457149],[2465643],[2471896],[2477480],[2479754],[2480386],[2489360],[2491634],[2497631],[2498660],[2499371],[2510597],[2517623],[2524001],[2524633],[2531027],[2538526],[2541534],[2546719],[2551852],[2562226],[2570084],[2570716],[2584505],[2586779],[2598659],[2605685],[2610316],[2616989],[2625908],[2645519],[2663751],[2671155],[2678698],[2697729],[2739648] ] cell #3499 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [473059],[560841],[606912],[652739],[657503],[707512],[715230],[724498],[757020],[800372],[811379],[816143],[824250],[834318],[867935],[893927],[914382],[926449],[935623],[940387],[950166],[972046],[1013048],[1014119],[1026580],[1034644],[1046665],[1057069],[1064997],[1094684],[1095755],[1135264],[1136437],[1138192],[1151122],[1169789],[1182344],[1219569],[1220742],[1222497],[1255110],[1256824],[1262834],[1265200],[1278192],[1295379],[1298307],[1342870],[1348880],[1351246],[1381941],[1384869],[1386759],[1391681],[1425592],[1427958],[1457133],[1473565],[1478487],[1494797],[1512398],[1514764],[1517194],[1550277],[1555199],[1587947],[1603756],[1619891],[1624767],[1636323],[1641245],[1649239],[1679566],[1716924],[1718139],[1734560],[1748062],[1751837],[1763871],[1776529],[1844004],[1853818],[1859650],[1868255],[1872594],[1873809],[1920831],[1962512],[1974624],[1993561],[2003375],[2032548],[2038380],[2086756],[2104471],[2116583],[2144053],[2172804],[2219854],[2245396],[2275223],[2300062],[2366525],[2433915],[2519806] ] cell #3500 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1243553],[1372154],[1438783],[1495381],[1502562],[1568530],[1580439],[1586861],[1625330],[1679125],[1690611],[1697792],[1708910],[1716032],[1753153],[1778688],[1805054],[1817157],[1828104],[1835285],[1842036],[1861809],[1902303],[1904364],[1918975],[1927845],[1939424],[1950240],[1982331],[1984392],[2020766],[2022093],[2022832],[2036779],[2052493],[2066707],[2096900],[2098227],[2098966],[2126351],[2134409],[2134972],[2147915],[2162349],[2163088],[2205962],[2206525],[2231325],[2232064],[2238043],[2239223],[2265579],[2266142],[2304459],[2305639],[2316750],[2329190],[2329753],[2335272],[2359172],[2360352],[2396137],[2407349],[2417081],[2418261],[2445682],[2446536],[2471790],[2488833],[2497700],[2498554],[2524070],[2546788],[2551746],[2557844],[2570153],[2605579],[2610585],[2617058],[2645413],[2663820],[2671424],[2697798],[2739917], [763692,2414728],[875041,2495214],[914184,2353859],[933121,2535254],[942331,2382145],[985623,2563142],[993217,2567341],[1033780,2440414],[1053771,2602239],[1063741,2464269],[1063939,2466743],[1069813,2612352],[1108647,2626968],[1116439,1885268],[1151048,2516860],[1158642,2518678],[1171894,2656809],[1179488,2661008],[1182250,2537879],[1189450,2539709],[1190314,2542564],[1196137,2669858],[1207306,1726130],[1229168,1746976],[1234832,2681982],[1243147,2004369],[1261640,2693092],[1262760,2430969],[1264000,2579087],[1278998,2586389],[1300474,2707708],[1308266,2063998],[1311163,2604922],[1311237,2605101],[1318757,2606740],[1324680,2718792],[1336517,1851711],[1347686,2725042],[1348806,2297116],[1350046,2622288],[1358509,1871702],[1369678,1881800],[1372606,2117671],[1391367,2738351],[1392487,2510207],[1393686,2640652],[1393760,2640831],[1402536,1912401],[1408200,2646921],[1424398,1933247],[1425518,2530264],[1426758,2526539],[1430062,2750475],[1438377,2173798],[1440950,2663089],[1441756,2663361],[1449548,2184263],[1451756,2759185],[1466336,1972656],[1478173,2765171],[1479293,2389681],[1480492,2678094],[1480566,2678273],[1488198,1991593],[1500035,2001268],[1511204,2011366],[1512324,2409738],[1513564,2572622],[1521056,2775921],[1522162,2580323],[1523290,2693595],[1524096,2693867],[1532893,2030441],[1544062,2040539],[1546422,2256867],[1549656,2261016],[1554885,2050432],[1556005,2598269],[1557204,2594809],[1557278,2594988],[1566054,2060530],[1568982,2276311],[1571718,2713183],[1580033,2286031],[1593038,1849645],[1603217,2092924],[1607618,2798046],[1608724,2473298],[1609852,2725545],[1610658,2725817],[1614514,1870566],[1624693,2487784],[1629094,2114615],[1635693,2502621],[1640931,2124290],[1642051,2491244],[1643250,2635049],[1643324,2635228],[1646986,2805985],[1647041,2641187],[1647118,2736530],[1652926,2738808],[1661566,2142085],[1673403,2151760],[1675722,2153821],[1675796,2352633],[1678719,2356333],[1683428,2161022],[1684534,2657295],[1685662,2654202],[1686468,2654474],[1695265,2170697],[1706434,2180795],[1708794,2377996],[1709362,2379725],[1713966,1714896],[1728764,2196413],[1731797,2201098],[1732307,2823901],[1732362,2547520],[1732439,2763350],[1738247,2765628],[1749610,2406013],[1752643,2560807],[1763332,2226022],[1763406,2573958],[1767733,2229998],[1768839,2563628],[1769967,2688813],[1770773,2689085],[1774703,2774697],[1784865,2028375],[1795044,2251564],[1798346,2438584],[1799445,2255540],[1801679,2439492],[1802485,2257606],[1805506,2443269],[1806341,2049296],[1806396,2707449],[1806473,2703133],[1812281,2705493],[1820921,2273255],[1827520,2450603],[1832758,2282930],[1835077,2284991],[1835151,2463043],[1842966,2843803],[1843021,2467564],[1843098,2794093],[1854218,2297295],[1856426,2301443],[1857824,2796822],[1874209,2487963],[1876417,2624753],[1884434,2319641],[1886661,2636098],[1887467,2324326],[1887977,2123154],[1888032,2626709],[1888109,2732433],[1893917,2734793],[1900237,1901167],[1900292,2738092],[1900369,2736836],[1915035,2343084],[1918068,2347769],[1918578,2149694],[1918710,2516663],[1921231,2517039],[1924518,2353196],[1929262,2746874],[1949603,2372693],[1949677,2527875],[1954004,2376669],[1956238,2538787],[1957044,2378735],[1964755,2821806],[1965543,2193125],[1965598,2669599],[1965675,2760029],[1969623,2388793],[1974300,2389409],[1980265,1981195],[1980320,2764912],[1980397,2763656],[1988560,2678381],[1992523,2863362],[1992578,2557894],[1992655,2826216],[1993237,2560535],[1997821,2686122],[2003775,2409917],[2005983,2414065],[2007381,2771265],[2019116,2774928],[2021696,2248427],[2021828,2430772],[2032948,2431148],[2035156,2435296],[2036554,2438312],[2038056,2586117],[2063164,2453494],[2065391,2595858],[2066197,2458179],[2066839,2604725],[2072647,2463606],[2078692,2717799],[2079403,2289575],[2080193,2718773],[2081574,2794193],[2085112,2472466],[2089787,2097830],[2089842,2721450],[2089919,2795821],[2095250,2797053],[2097962,2296919],[2102827,2622393],[2106714,2847153],[2107502,2316353],[2107557,2622823],[2107634,2799910],[2111582,2490356],[2116259,2490972],[2134184,2342812],[2135104,2640455],[2139052,2509319],[2143729,2509935],[2149749,2811712],[2149826,2810456],[2161952,2369556],[2162084,2530067],[2167250,2651511],[2173204,2530443],[2175412,2534591],[2176810,2537607],[2187969,2668343],[2188601,2382783],[2189455,2545994],[2195430,2761261],[2196141,2205737],[2196931,2762235],[2198312,2823117],[2206657,2677897],[2211790,2558342],[2212501,2402197],[2213291,2767349],[2214672,2826316],[2218210,2562796],[2222885,2230928],[2222940,2682286],[2223017,2827944],[2231060,2409541],[2238833,2691325],[2240214,2578815],[2243752,2579491],[2248482,2778579],[2248559,2833427],[2253890,2834659],[2265354,2453222],[2266274,2594612],[2270222,2597381],[2274899,2597997],[2290922,2612006],[2296287,2720194],[2297773,2616264],[2305249,2723275],[2306630,2622016],[2311197,2484905],[2311829,2484346],[2312683,2485132],[2316485,2487587],[2318658,2627157],[2319369,2328965],[2320159,2802116],[2321540,2848464],[2329885,2634852],[2336126,2639661],[2342101,2808061],[2343602,2809035],[2344983,2852713],[2353328,2746390],[2359962,2652978],[2361343,2526267],[2364881,2656463],[2369611,2750779],[2369688,2857540],[2390140,2672845],[2392337,2672933],[2396991,2677103],[2402767,2559311],[2403544,2558254],[2405741,2407124],[2408909,2563355],[2410395,2563582],[2412684,2771040],[2414197,2566037],[2417871,2687589],[2419252,2572350],[2424775,2692746],[2430140,2777323],[2431626,2697004],[2439102,2780404],[2440483,2702756],[2452511,2707897],[2454012,2839722],[2455393,2871236],[2463738,2715592],[2475707,2616037],[2477351,2722464],[2479823,2724696],[2490926,2628126],[2491703,2627069],[2493900,2495283],[2510666,2741338],[2512863,2741426],[2517517,2745596],[2529435,2657022],[2530921,2657249],[2533210,2817840],[2534723,2659704],[2538397,2756082],[2539778,2666017],[2548937,2550668],[2582732,2696777],[2584376,2779593],[2586848,2781825],[2589045,2781913],[2597951,2708866],[2598728,2707809],[2600925,2602308],[2607868,2791744],[2642604,2644335],[2649330,2745369],[2650974,2744988],[2699947,2701678] ] cell #3501 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [473056],[560780],[606909],[651722],[657435],[707451],[715227],[721451],[755952],[800369],[810362],[816075],[824189],[831131],[866826],[890880],[914321],[925381],[934606],[940319],[946872],[968999],[1009861],[1012062],[1026519],[1034576],[1045556],[1056001],[1064788],[1091497],[1093698],[1133143],[1135203],[1136045],[1151054],[1167732],[1181235],[1217448],[1219508],[1220350],[1253053],[1256615],[1262766],[1262985],[1278186],[1295318],[1296160],[1342661],[1348812],[1349031],[1381880],[1382722],[1386620],[1391675],[1425524],[1425743],[1456924],[1473426],[1478481],[1494736],[1512330],[1512549],[1517188],[1550138],[1555193],[1587808],[1603750],[1619682],[1624699],[1636184],[1641239],[1649100],[1679560],[1716918],[1718000],[1734421],[1747923],[1751831],[1763865],[1776523],[1843998],[1853679],[1859644],[1868249],[1872588],[1873670],[1920692],[1962506],[1974618],[1993555],[2003236],[2032409],[2038374],[2086750],[2104465],[2116577],[2144047],[2172665],[2219848],[2245390],[2275217],[2300056],[2366519],[2433909],[2519800] ] cell #3502 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1243556],[1372225],[1438786],[1495522],[1502628],[1568601],[1580442],[1587002],[1625464],[1679128],[1690752],[1697858],[1708981],[1716166],[1753159],[1778829],[1805125],[1817291],[1828245],[1835351],[1842042],[1861950],[1902437],[1904505],[1919114],[1927911],[1939430],[1950374],[1982465],[1984533],[2020772],[2022232],[2022966],[2036910],[2052634],[2066713],[2096906],[2098366],[2099100],[2126492],[2134540],[2134978],[2147919],[2162488],[2163222],[2206093],[2206531],[2231464],[2232198],[2238049],[2239227],[2265710],[2266148],[2304465],[2305643],[2316889],[2329321],[2329759],[2335276],[2359178],[2360356],[2396141],[2407480],[2417087],[2418265],[2445686],[2446542],[2471796],[2488837],[2497704],[2498560],[2524074],[2546792],[2551752],[2557848],[2570157],[2605585],[2610589],[2617062],[2645419],[2663824],[2671428],[2697802],[2739921], 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42107,2808088],[2343596,2809039],[2344989,2852740],[2353322,2746394],[2359956,2652982],[2361349,2526273],[2364885,2656501],[2369617,2750806],[2369682,2857578],[2390144,2672883],[2392343,2672885],[2396997,2677109],[2402761,2559315],[2403548,2558292],[2405747,2407130],[2408913,2563292],[2410401,2563588],[2412678,2771044],[2414191,2566041],[2417865,2687593],[2419258,2572356],[2424779,2692784],[2430144,2777361],[2431632,2697010],[2439096,2780408],[2440489,2702762],[2452517,2707849],[2454006,2839726],[2455399,2871263],[2463732,2715596],[2475711,2615974],[2477345,2722468],[2479827,2724734],[2490920,2628130],[2491707,2627107],[2493906,2495289],[2510670,2741376],[2512869,2741378],[2517523,2745602],[2529439,2656959],[2530927,2657255],[2533204,2817844],[2534717,2659708],[2538391,2756086],[2539784,2666023],[2548941,2550662],[2582736,2696714],[2584370,2779597],[2586852,2781863],[2589051,2781865],[2597945,2708870],[2598732,2707847],[2600931,2602314],[2607862,2791748],[2642608,2644329],[2649334,2745306],[2650968,2744992],[2699951,2701672] ] cell #3503 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1415898],[1451361],[1505813],[1545436],[1579416],[1581770],[1634707],[1668685],[1674802],[1701043],[1702067],[1707808],[1711218],[1753554],[1762412],[1779664],[1781228],[1795608],[1826534],[1828040],[1828507],[1834157],[1842437],[1862785],[1864349],[1878032],[1901108],[1903220],[1904300],[1904767],[1918519],[1934223],[1935787],[1939825],[1948683],[1950035],[1950167],[1964110],[1973057],[1981136],[1983248],[1984328],[1984795],[1991994],[1997352],[2012342],[2013906],[2021167],[2021637],[2022627],[2022759],[2043079],[2049237],[2051349],[2052429],[2052896],[2056762],[2066648],[2079724],[2088354],[2097301],[2097771],[2098761],[2098893],[2106069],[2110575],[2115016],[2118058],[2120242],[2123095],[2125207],[2126287],[2126754],[2131181],[2133539],[2134913],[2142486],[2153757],[2154224],[2159457],[2160963],[2161423],[2161893],[2162883],[2163015],[2166781],[2183335],[2187318],[2193066],[2196462],[2202734],[2205092],[2206466],[2212066],[2212822],[2217385],[2221452],[2224216],[2224300],[2225958],[2226425],[2228433],[2229939],[2230399],[2230869],[2231859],[2231991],[2236635],[2238364],[2246994],[2255941],[2257401],[2257533],[2262351],[2262920],[2264709],[2266083],[2273656],[2276698],[2278882],[2284927],[2285394],[2289516],[2295636],[2298514],[2300740],[2301384],[2301844],[2303051],[2304780],[2310546],[2311565],[2316294],[2318934],[2319690],[2322141],[2322619],[2324121],[2324253],[2325962],[2326531],[2328320],[2329694],[2333989],[2343133],[2349405],[2351763],[2353137],[2357764],[2359493],[2368123],[2370887],[2370971],[2372629],[2373096],[2375104],[2376610],[2377070],[2378530],[2378662],[2380112],[2382764],[2386908],[2388734],[2389869],[2390929],[2392613],[2392936],[2393937],[2394854],[2402138],[2402256],[2407910],[2408258],[2408638],[2409277],[2411136],[2412215],[2413362],[2414006],[2415673],[2417402],[2429489],[2432367],[2434593],[2435237],[2435697],[2436904],[2438633],[2443656],[2444399],[2452787],[2453543],[2455994],[2456472],[2457974],[2458106],[2459815],[2460384],[2462173],[2463547],[2464937],[2465021],[2468908],[2470285],[2470665],[2471093],[2472447],[2473669],[2474424],[2476075],[2476882],[2484327],[2488471],[2489698],[2490297],[2490415],[2491432],[2492492],[2494499],[2496417],[2507434],[2509260],[2510395],[2511455],[2513139],[2513462],[2514463],[2515380],[2520484],[2521588],[2521672],[2528436],[2528784],[2529164],[2529803],[2531662],[2532741],[2533888],[2534532],[2536199],[2537928],[2540379],[2540857],[2544457],[2545935],[2546137],[2547399],[2548264],[2550157],[2556547],[2560995],[2561423],[2562777],[2563999],[2564754],[2575933],[2577310],[2577690],[2578118],[2579472],[2580694],[2581449],[2583100],[2583907],[2586577],[2589321],[2589644],[2590167],[2590645],[2595496],[2596723],[2597322],[2597440],[2598457],[2599517],[2601524],[2603094],[2603442],[2607399],[2608546],[2610787],[2611987],[2613470],[2619134],[2620511],[2620891],[2621319],[2625124],[2625326],[2627453],[2635736],[2638124],[2638980],[2639602],[2639804],[2641066],[2641931],[2643824],[2645935],[2647292],[2649698],[2650505],[2654662],[2655090],[2656444],[2657666],[2658421],[2661815],[2663549],[2666616],[2668557],[2675566],[2676422],[2677044],[2677246],[2679169],[2680369],[2689273],[2689701],[2691527],[2692189],[2692471],[2692727],[2694055],[2694210],[2698409],[2699274],[2701167],[2705242],[2705864],[2706066],[2708193],[2713554],[2723477],[2724139],[2724421],[2724677],[2726005],[2726677],[2734542],[2735164],[2735366],[2737050],[2737636],[2739179],[2742802],[2747662],[2748324],[2748606],[2748862],[2755409],[2763870],[2764456],[2765999],[2772053],[2772715],[2772997],[2773253],[2775518],[2776566],[2783806],[2784392],[2794878],[2797643],[2798691],[2800764],[2803751],[2804337],[2806039],[2813765],[2822368],[2823955],[2827001],[2829766],[2843857],[2847715],[2863416] ] cell #3504 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1190337],[1311260],[1393783],[1441094],[1480589],[1523434],[1557301],[1571820],[1609996],[1643347],[1648233],[1653028],[1675819],[1685806],[1733554],[1738349],[1763429],[1770111],[1775708],[1801823],[1807588],[1812383],[1835174],[1852812],[1858829],[1886805],[1889224],[1894019],[1899298],[1919825],[1924620],[1930267],[1931297],[1949700],[1956382],[1967720],[1973803],[1979326],[1998025],[2002369],[2006085],[2008386],[2009416],[2031542],[2037559],[2047427],[2048583],[2065535],[2067954],[2072749],[2080397],[2083441],[2088848],[2091964],[2109679],[2111739],[2115762],[2121285],[2122441],[2137149],[2143232],[2148755],[2159221],[2167454],[2171798],[2175514],[2177815],[2178845],[2189612],[2192186],[2197135],[2200179],[2208702],[2213495],[2216539],[2218033],[2221946],[2225062],[2228197],[2239037],[2242081],[2247488],[2250604],[2268319],[2270379],[2274402],[2279925],[2281081],[2289474],[2290745],[2297930],[2300504],[2305453],[2308497],[2312840],[2315414],[2320363],[2323407],[2331930],[2336283],[2338857],[2343806],[2346850],[2355373],[2360166],[2363210],[2364704],[2368617],[2371733],[2374868],[2382796],[2388692],[2389963],[2397148],[2399722],[2402096],[2403367],[2410552],[2413126],[2418075],[2421119],[2423327],[2424598],[2431783],[2434357],[2439306],[2442350],[2446693],[2449267],[2454216],[2457260],[2465783],[2472479],[2477555],[2478375],[2479646],[2484359],[2490255],[2491526],[2498711],[2501285],[2503322],[2509218],[2510489],[2517674],[2520248],[2522622],[2523893],[2531078],[2533652],[2538601],[2541645],[2545893],[2549444],[2551903],[2552435],[2562809],[2568705],[2569976],[2579504],[2584580],[2585400],[2586671],[2591384],[2597280],[2598551],[2605736],[2608310],[2612019],[2612691],[2615015],[2616881],[2628633],[2631624],[2639560],[2643111],[2645570],[2646102],[2656476],[2662372],[2663643],[2669972],[2670892],[2677002],[2681073],[2683397],[2692759],[2693431],[2695755],[2697621],[2709373],[2712364],[2718023],[2724709],[2725381],[2728092],[2738465],[2739385],[2749566],[2751890],[2765285],[2766599],[2773957],[2775152],[2785221],[2797277],[2805166],[2813399],[2829400],[2844291] ] cell #3505 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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90720,2545372],[2195450,2389210],[2198258,2392096],[2198332,2549962],[2200340,2551178],[2203258,2553062],[2211549,2214618],[2211619,2211810],[2213843,2559773],[2214692,2560336],[2219596,2222960],[2220035,2409195],[2223263,2565691],[2248502,2433657],[2248805,2582386],[2253836,2588804],[2253910,2585918],[2272048,2275542],[2278298,2457118],[2281242,2604379],[2296449,2473106],[2299038,2615642],[2300243,2475993],[2311183,2311359],[2313948,2624561],[2318417,2321486],[2318487,2318678],[2321560,2629151],[2323568,2630367],[2342121,2509736],[2344929,2512622],[2345003,2643629],[2347011,2644845],[2349929,2646729],[2366267,2369631],[2366706,2529721],[2369934,2659358],[2392166,2392357],[2408895,2409071],[2411660,2684024],[2430302,2580131],[2432891,2696382],[2434096,2583018],[2442511,2702188],[2452270,2455339],[2452340,2452531],[2455413,2709891],[2457421,2711107],[2475693,2475869],[2512692,2512883],[2519987,2649616],[2529421,2529597],[2532186,2752517],[2541806,2758323],[2582718,2582894],[2588874,2589065],[2649316,2649492] ] cell #3506 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [435555],[515799],[575957],[608116],[639568],[673408],[699185],[709306],[742384],[770738],[774619],[779277],[798208],[806506],[848477],[853135],[876473],[882640],[887370],[911813],[916578],[921236],[940167],[959339],[965489],[994202],[996606],[1001264],[1006108],[1027207],[1031865],[1036927],[1038082],[1055203],[1061370],[1073906],[1081548],[1087744],[1108776],[1113898],[1117566],[1120048],[1121203],[1145610],[1151760],[1161778],[1163116],[1180473],[1182877],[1187535],[1196266],[1200288],[1207800],[1211399],[1233261],[1235721],[1240903],[1247099],[1248437],[1265733],[1273375],[1279571],[1291287],[1300603],[1305725],[1309393],[1311875],[1313030],[1325569],[1329413],[1336646],[1340668],[1351779],[1358638],[1362660],[1364416],[1370172],[1373771],[1377849],[1391496],[1395518],[1403030],[1406629],[1428491],[1430951],[1436133],[1442329],[1443667],[1453244],[1455608],[1467225],[1471069],[1478302],[1482324],[1489087],[1492931],[1500164],[1504186],[1515297],[1521945],[1525789],[1533022],[1537044],[1548155],[1555014],[1559036],[1560792],[1566548],[1570147],[1574225],[1583684],[1594526],[1596890],[1608507],[1612351],[1616002],[1618366],[1629983],[1633827],[1641060],[1645082],[1648474],[1650838],[1662455],[1666299],[1673532],[1677554],[1684317],[1688161],[1695394],[1699416],[1710527],[1722953],[1731926],[1733795],[1736159],[1743799],[1754641],[1757005],[1768622],[1772466],[1775511],[1786353],[1788717],[1800334],[1804178],[1807829],[1810193],[1821810],[1825654],[1832887],[1836909],[1845444],[1853053],[1857315],[1858632],[1878623],[1889465],[1891829],[1909224],[1918197],[1920066],[1922430],[1930070],[1940912],[1943276],[1954893],[1958737],[1966493],[1967961],[1973606],[1977388],[2002610],[2008189],[2024174],[2031783],[2036045],[2037362],[2057353],[2068195],[2070559],[2083244],[2085398],[2100308],[2109920],[2115565],[2135922],[2137390],[2143035],[2146817],[2172039],[2177618],[2188887],[2207475],[2208943],[2216342],[2241884],[2244038],[2268560],[2274205],[2308300],[2312115],[2332171],[2335558],[2363013],[2396423],[2420922],[2445968],[2497986],[2547074] ] cell #3507 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1063903],[1182214],[1263964],[1310430],[1350010],[1392953],[1426722],[1441040],[1479759],[1513528],[1518435],[1523380],[1546386],[1556471],[1604997],[1609942],[1635657],[1642517],[1648179],[1674989],[1680807],[1685752],[1708758],[1727242],[1733500],[1762599],[1765112],[1770057],[1775437],[1796824],[1801769],[1807534],[1808620],[1827484],[1834344],[1846235],[1852758],[1858558],[1878284],[1882912],[1886751],[1889170],[1890256],[1913513],[1919771],[1929996],[1931243],[1948870],[1951383],[1956328],[1964362],[1967666],[1973532],[1976855],[1995792],[1997971],[2002315],[2008115],[2009362],[2024965],[2031488],[2037288],[2048312],[2057014],[2061642],[2065481],[2067900],[2068986],[2080343],[2083170],[2088606],[2091910],[2101099],[2106321],[2109625],[2111190],[2115491],[2118814],[2122170],[2133791],[2137095],[2142961],[2146284],[2165221],[2167400],[2171744],[2177544],[2178791],[2187614],[2189063],[2197081],[2199908],[2205344],[2208648],[2213441],[2216268],[2221704],[2225008],[2234197],[2238983],[2241810],[2247246],[2250550],[2259739],[2264961],[2268265],[2269830],[2274131],[2277454],[2280810],[2289225],[2295932],[2297381],[2305399],[2308226],[2310842],[2312291],[2320309],[2323136],[2328572],[2331876],[2334285],[2335734],[2343752],[2346579],[2352015],[2355319],[2360112],[2362939],[2368375],[2371679],[2380868],[2388443],[2394189],[2395150],[2396599],[2401847],[2408554],[2410003],[2418021],[2420848],[2423078],[2429785],[2431234],[2439252],[2442079],[2444695],[2446144],[2454162],[2456989],[2462425],[2465729],[2470581],[2474720],[2477501],[2478126],[2490006],[2496713],[2498162],[2508969],[2514715],[2515676],[2517125],[2522373],[2529080],[2530529],[2538547],[2541374],[2545644],[2546433],[2549195],[2551354],[2565050],[2568456],[2577606],[2581745],[2584526],[2585151],[2597031],[2603738],[2605187],[2612442],[2613528],[2620807],[2625622],[2628384],[2639311],[2640100],[2642862],[2645021],[2658717],[2662123],[2668615],[2676753],[2677542],[2680824],[2693182],[2694268],[2706362],[2709124],[2725132],[2726735],[2735662],[2737108],[2749317],[2763928],[2773708],[2783864],[2803809],[2822426] ] cell #3508 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [994047],[1116559],[1159472],[1180318],[1190882],[1235482],[1243653],[1286910],[1308386],[1319587],[1319742],[1325330],[1364902],[1408850],[1417021],[1430712],[1438883],[1441885],[1449668],[1450675],[1456094],[1466986],[1488848],[1494917],[1521706],[1522812],[1524225],[1539286],[1561278],[1572368],[1572607],[1580539],[1586397],[1597376],[1608268],[1609374],[1610787],[1618852],[1629744],[1633383],[1651324],[1652403],[1653576],[1653815],[1662216],[1668285],[1684078],[1685184],[1686597],[1690147],[1701172],[1701658],[1713074],[1725666],[1736645],[1737724],[1738897],[1739136],[1746512],[1757491],[1760849],[1761088],[1768383],[1769489],[1770902],[1778224],[1779264],[1780333],[1780819],[1789203],[1800095],[1802614],[1810679],[1811758],[1812931],[1813170],[1821571],[1825210],[1827640],[1848753],[1857076],[1861345],[1862385],[1863454],[1863940],[1868744],[1877067],[1881336],[1884524],[1885010],[1887596],[1892315],[1893394],[1894567],[1894806],[1899345],[1899395],[1899469],[1903900],[1911937],[1922916],[1925168],[1925407],[1932783],[1933823],[1934892],[1935378],[1943762],[1947120],[1947359],[1954654],[1957173],[1958293],[1973344],[1977874],[1979373],[1979423],[1979497],[1983928],[1992281],[1996811],[1997764],[1998310],[2003905],[2006633],[2006872],[2010902],[2011942],[2013011],[2013497],[2018287],[2027483],[2035806],[2040075],[2042184],[2042670],[2046335],[2047474],[2047524],[2047598],[2052029],[2060066],[2063254],[2063740],[2066326],[2071045],[2073297],[2073536],[2074403],[2074642],[2080136],[2082332],[2088620],[2088895],[2089019],[2092460],[2094421],[2106335],[2110175],[2111528],[2115303],[2119347],[2119833],[2121332],[2121382],[2121456],[2125887],[2142773],[2147303],[2148802],[2148926],[2153357],[2157125],[2157364],[2158543],[2159318],[2159392],[2167193],[2167739],[2173334],[2176062],[2176301],[2180331],[2182440],[2182926],[2183519],[2184005],[2189401],[2192233],[2192283],[2192357],[2194221],[2196441],[2197483],[2210581],[2212801],[2218496],[2221718],[2221993],[2222117],[2225558],[2227519],[2228294],[2228368],[2238776],[2240972],[2247260],[2247535],[2247659],[2251100],[2253061],[2256228],[2260272],[2260758],[2262875],[2270168],[2273943],[2277987],[2278473],[2279426],[2279972],[2280096],[2284527],[2285567],[2290014],[2290567],[2291208],[2293673],[2295143],[2300601],[2300675],[2305192],[2307388],[2310053],[2315461],[2315585],[2317449],[2319669],[2320711],[2326486],[2336072],[2337570],[2338904],[2339028],[2340892],[2343112],[2344154],[2348807],[2352029],[2355869],[2365167],[2368389],[2368664],[2368788],[2372229],[2373582],[2374190],[2374965],[2375039],[2383219],[2383695],[2384484],[2389232],[2390426],[2392891],[2396937],[2398435],[2399769],[2399893],[2403189],[2403830],[2406295],[2407765],[2413297],[2424420],[2425061],[2425693],[2426207],[2427526],[2428996],[2434454],[2434528],[2436392],[2438612],[2447980],[2449314],[2449438],[2451302],[2453522],[2454564],[2460339],[2468763],[2472902],[2474167],[2479468],[2480109],[2480741],[2481255],[2482574],[2485258],[2486047],[2491989],[2494454],[2499998],[2501332],[2501456],[2504221],[2505010],[2505563],[2509758],[2510952],[2513417],[2514887],[2520419],[2523715],[2524356],[2524988],[2525502],[2526821],[2528291],[2533823],[2548719],[2553334],[2554123],[2554676],[2559093],[2564497],[2569798],[2570439],[2571071],[2571585],[2572904],[2575788],[2576264],[2579927],[2581192],[2587134],[2589599],[2592283],[2593072],[2593625],[2599014],[2601479],[2608481],[2613231],[2617344],[2618989],[2619465],[2626263],[2627908],[2632523],[2633312],[2633865],[2642386],[2647790],[2652760],[2653236],[2658164],[2664106],[2666571],[2670395],[2674070],[2681613],[2687371],[2687847],[2698084],[2699729],[2708648],[2714052],[2717734],[2722246],[2728515],[2742563],[2755864],[2761196],[2766310],[2779375],[2807996] ] cell #3509 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[762838,1243450],[841716,1336427],[861707,1358419],[874381,1372514],[932267,1438680],[958414,1467007],[979260,1488869],[989845,1499945],[992516,1502911],[1020446,1532803],[1040437,1554795],[1053111,1568890],[1062887,1580336],[1079955,1597127],[1101431,1618603],[1112973,1629765],[1117467,1887706],[1123558,1640841],[1144685,1662237],[1155270,1673313],[1160282,1679022],[1165531,1684099],[1176116,1695175],[1178787,1698141],[1188790,1709270],[1202281,1464485],[1212675,1731707],[1224143,1487426],[1239310,1757242],[1243869,2006142],[1250852,1768404],[1271782,1788954],[1283324,1800116],[1285525,1802395],[1287818,1802724],[1288242,1805414],[1293258,1810430],[1304800,1821592],[1309294,2066436],[1315385,1832668],[1318056,1835634],[1320397,1838377],[1322829,1323908],[1337904,1853232],[1341977,1857097],[1366302,2111796],[1373348,2119366],[1375047,1887377],[1379820,1892066],[1397511,1659715],[1407905,1917978],[1410401,1920245],[1412678,1922667],[1414738,1924341],[1415580,1925189],[1417237,1924677],[1418422,1928194],[1419373,1682656],[1434540,1943513],[1439099,2175571],[1446082,1954675],[1448283,1956954],[1450576,1957283],[1451000,1959973],[1459679,2189669],[1468319,1973860],[1468466,1974221],[1471920,1977625],[1496688,2218515],[1501422,2002789],[1505495,2006654],[1506179,1766961],[1519205,1520284],[1534280,2031962],[1538353,2035827],[1539037,1797594],[1540686,2037616],[1540833,2037977],[1545188,2041891],[1545407,2042421],[1547732,2042203],[1562678,2270436],[1569724,2278006],[1571423,2066107],[1573919,2068374],[1576196,2070796],[1578256,2072470],[1579098,2073318],[1580755,2072806],[1581940,2076323],[1588743,1847005],[1590287,2291227],[1593410,2086213],[1597914,2088747],[1598671,2089093],[1605767,1606846],[1623761,2110099],[1625890,2317052],[1631077,2115819],[1631224,2116180],[1634678,2119584],[1652154,1914283],[1654909,2336340],[1656233,2137569],[1663549,2143289],[1663696,2143650],[1667150,2147054],[1668656,2150996],[1669299,2148654],[1670056,2149000],[1673711,2152425],[1689966,2166586],[1691918,2365186],[1696652,2172218],[1700725,2176083],[1703058,2177872],[1703205,2178233],[1707560,2182147],[1707779,2182677],[1710104,2182459],[1715268,1961969],[1718622,2384087],[1722110,2194551],[1726659,2197243],[1728012,1737475],[1740230,2397205],[1741554,2209122],[1748858,1996562],[1751586,2216596],[1751733,2216957],[1753525,2219311],[1758029,2221845],[1758786,2222191],[1774271,2235562],[1779635,2029677],[1782114,2425080],[1783298,2242138],[1783445,2242499],[1785237,2244853],[1789741,2247387],[1790498,2247733],[1795577,2254717],[1796241,2252821],[1811509,2062412],[1815588,2268739],[1816526,2269591],[1817717,2450905],[1822904,2274459],[1823051,2274820],[1826505,2278224],[1828011,2282166],[1828654,2279824],[1829411,2280170],[1833066,2283595],[1838852,2467296],[1841213,2077813],[1842408,2293366],[1847981,2295658],[1850947,1862756],[1865235,2480128],[1866419,2308554],[1866566,2308915],[1870938,2103928],[1875353,2315313],[1876110,2315659],[1877780,2317779],[1882329,2320471],[1883682,1893145],[1897224,2332350],[1898162,2333202],[1903189,2141262],[1904271,2340168],[1904893,2504613],[1905954,2338756],[1906711,2339102],[1908381,2341222],[1912930,2343914],[1934194,2169933],[1937857,2363267],[1938004,2363628],[1938102,2363804],[1939796,2365982],[1944300,2368516],[1945057,2368862],[1950136,2375846],[1950800,2373950],[1963017,2187340],[1963858,2385999],[1971833,1983217],[1973028,2392584],[1984299,2401033],[1984921,2553726],[1985982,2399621],[1986739,2399967],[1988475,2401619],[1990770,2210911],[1991965,2212037],[1995209,2406055],[1997538,2408280],[2000504,2012313],[2015976,2421176],[2016123,2421537],[2016221,2421713],[2017582,2574321],[2017648,2422850],[2021138,2427219],[2022728,2428320],[2024382,2427286],[2026711,2429511],[2046979,2444221],[2051318,2272432],[2052400,2267444],[2054083,2449166],[2054840,2449512],[2056510,2451632],[2061059,2454324],[2078607,2468132],[2079910,2470307],[2088102,2475682],[2093716,2617522],[2093782,2477898],[2097272,2482267],[2098862,2483368],[2100516,2482334],[2102897,2484148],[2104976,2310568],[2105817,2311172],[2108804,2110546],[2113792,2125176],[2114987,2318905],[2120837,2496239],[2126258,2331055],[2127941,2501184],[2128698,2501530],[2130367,2503111],[2131935,2504060],[2133287,2506525],[2142457,2513110],[2153728,2521559],[2157904,2522145],[2162984,2362170],[2164638,2526581],[2166967,2528806],[2188039,2543796],[2190015,2668996],[2190081,2544940],[2190950,2545483],[2195345,2548088],[2196648,2550263],[2201920,2552224],[2203488,2553173],[2204840,2555638],[2211705,2402415],[2213008,2402362],[2215499,2217354],[2221200,2408884],[2224187,2225929],[2226880,2568228],[2231960,2420079],[2233614,2572664],[2237247,2575157],[2238550,2577332],[2246742,2582707],[2255912,2589292],[2257502,2590393],[2261537,2591173],[2263105,2445281],[2273627,2452758],[2284898,2464908],[2291624,2611405],[2292323,2611811],[2296357,2614066],[2299268,2615753],[2303663,2618358],[2304966,2620533],[2311267,2484820],[2311428,2311534],[2313243,2727116],[2313309,2624129],[2314178,2624672],[2318573,2490574],[2319876,2490521],[2322367,2324222],[2325148,2631413],[2326716,2497299],[2334710,2637463],[2342016,2641755],[2343319,2643930],[2350159,2646840],[2351511,2649305],[2367871,2529410],[2370858,2372600],[2378631,2540605],[2385462,2669426],[2391541,2672650],[2392252,2550316],[2393121,2551123],[2395575,2674905],[2404246,2679787],[2404945,2680193],[2408979,2563270],[2409140,2409246],[2411890,2684135],[2430210,2694806],[2433121,2696493],[2437516,2699098],[2438819,2701273],[2452426,2597599],[2453729,2597546],[2456220,2458075],[2460569,2604324],[2475145,2721277],[2475777,2615952],[2475938,2476044],[2487025,2727546],[2493104,2730770],[2494684,2630312],[2512067,2741143],[2512778,2643983],[2513647,2644790],[2516101,2743398],[2529505,2656937],[2529666,2529772],[2532416,2752628],[2565475,2769853],[2582170,2778406],[2582802,2696692],[2582963,2583069],[2588960,2701326],[2589829,2702133],[2600129,2787899],[2601709,2711052],[2649400,2745284],[2649561,2649667],[2659142,2816653],[2666801,2758268] ] cell #3510 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [613963],[710042],[780013],[818263],[853871],[892328],[921972],[933930],[970447],[1002000],[1006361],[1011386],[1032601],[1041885],[1087997],[1093022],[1118302],[1125006],[1130245],[1156718],[1162031],[1167056],[1188271],[1208053],[1214550],[1244821],[1247352],[1252377],[1257641],[1279824],[1284849],[1290360],[1291540],[1310129],[1316833],[1329666],[1337283],[1343687],[1365248],[1370425],[1374371],[1376922],[1378102],[1403283],[1409780],[1420399],[1421725],[1440051],[1442582],[1447607],[1456440],[1460382],[1467696],[1471322],[1493184],[1495693],[1500801],[1507205],[1508531],[1526042],[1533659],[1540063],[1552099],[1561624],[1566801],[1570747],[1573298],[1574478],[1587173],[1590848],[1597722],[1601664],[1612604],[1619198],[1623140],[1625005],[1630454],[1634080],[1638145],[1651670],[1655612],[1662926],[1666552],[1688414],[1690923],[1696031],[1702435],[1703761],[1713544],[1715707],[1726442],[1730117],[1736991],[1740933],[1747288],[1750963],[1757837],[1761779],[1772719],[1779000],[1782675],[1789549],[1793491],[1804431],[1811025],[1814967],[1816832],[1822281],[1825907],[1829972],[1839626],[1849223],[1851386],[1862121],[1865796],[1869214],[1871377],[1882112],[1885787],[1892661],[1896603],[1899815],[1901978],[1912713],[1916388],[1923262],[1927204],[1933559],[1937234],[1944108],[1948050],[1958990],[1970246],[1978220],[1979843],[1982006],[1989183],[1998780],[2000943],[2011678],[2015353],[2018356],[2027953],[2030116],[2040851],[2044526],[2047944],[2050107],[2060842],[2064517],[2071391],[2075333],[2082802],[2089365],[2093236],[2094490],[2112205],[2121802],[2123965],[2139675],[2147649],[2149272],[2151435],[2158612],[2168209],[2170372],[2181107],[2184782],[2191577],[2192703],[2197552],[2200773],[2222463],[2227588],[2241442],[2248005],[2251876],[2253130],[2270845],[2280442],[2282605],[2293742],[2295458],[2307858],[2315931],[2320780],[2338248],[2339374],[2344223],[2347444],[2369134],[2374259],[2384010],[2399113],[2400239],[2406364],[2427595],[2429311],[2449784],[2454633],[2482643],[2485573],[2501802],[2504536],[2526890],[2553649],[2572973],[2592598],[2632838],[2670710] ] cell #3511 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1063912],[1182223],[1263973],[1310433],[1350019],[1392956],[1426731],[1441039],[1479762],[1513537],[1518438],[1523379],[1546395],[1556474],[1605000],[1609941],[1635666],[1642520],[1648178],[1674992],[1680810],[1685751],[1708767],[1727245],[1733499],[1762602],[1765115],[1770056],[1775340],[1796827],[1801768],[1807533],[1808623],[1827493],[1834347],[1846238],[1852757],[1858461],[1878287],[1882915],[1886750],[1889169],[1890259],[1913516],[1919770],[1929899],[1931242],[1948873],[1951386],[1956327],[1964365],[1967665],[1973435],[1976858],[1995795],[1997970],[2002314],[2008018],[2009361],[2024968],[2031487],[2037191],[2048215],[2057017],[2061645],[2065480],[2067899],[2068989],[2080342],[2083073],[2088609],[2091909],[2101102],[2106324],[2109624],[2111189],[2115394],[2118817],[2122073],[2133794],[2137094],[2142864],[2146287],[2165224],[2167399],[2171743],[2177447],[2178790],[2187567],[2189062],[2197080],[2199811],[2205347],[2208647],[2213440],[2216171],[2221707],[2225007],[2234200],[2238982],[2241713],[2247249],[2250549],[2259742],[2264964],[2268264],[2269829],[2274034],[2277457],[2280713],[2289224],[2295885],[2297380],[2305398],[2308129],[2310795],[2312290],[2320308],[2323039],[2328575],[2331875],[2334238],[2335733],[2343751],[2346482],[2352018],[2355318],[2360111],[2362842],[2368378],[2371678],[2380871],[2388442],[2394192],[2395103],[2396598],[2401846],[2408507],[2410002],[2418020],[2420751],[2423077],[2429738],[2431233],[2439251],[2441982],[2444648],[2446143],[2454161],[2456892],[2462428],[2465728],[2470534],[2474673],[2477500],[2478125],[2490005],[2496666],[2498161],[2508968],[2514718],[2515629],[2517124],[2522372],[2529033],[2530528],[2538546],[2541277],[2545643],[2546386],[2549194],[2551353],[2565003],[2568455],[2577559],[2581698],[2584525],[2585150],[2597030],[2603691],[2605186],[2612441],[2613527],[2620760],[2625575],[2628383],[2639310],[2640053],[2642861],[2645020],[2658670],[2662122],[2668614],[2676752],[2677495],[2680823],[2693181],[2694267],[2706315],[2709123],[2725131],[2726734],[2735615],[2737107],[2749316],[2763927],[2773707],[2783863],[2803808],[2822425] ] cell #3512 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1244654],[1373267],[1418022],[1439884],[1451411],[1495456],[1503673],[1547651],[1569643],[1581540],[1581707],[1586936],[1625386],[1668824],[1677041],[1690686],[1698903],[1702004],[1710023],[1711127],[1716088],[1726205],[1747051],[1753002],[1778763],[1779803],[1781165],[1795737],[1817213],[1828179],[1828416],[1836396],[1841885],[1851767],[1861884],[1862924],[1864286],[1871758],[1881875],[1885356],[1902359],[1903349],[1904439],[1904676],[1912476],[1918427],[1933322],[1934362],[1935724],[1939273],[1949915],[1950296],[1961571],[1972505],[1982387],[1983377],[1984467],[1984704],[1991442],[2001324],[2004444],[2004681],[2011441],[2012481],[2013843],[2020615],[2021545],[2022507],[2022888],[2030497],[2040614],[2043016],[2050488],[2051478],[2052568],[2052805],[2060605],[2064086],[2066556],[2085815],[2092999],[2096749],[2097679],[2098641],[2099022],[2103530],[2110714],[2114464],[2117346],[2117727],[2120179],[2124346],[2125336],[2126426],[2126663],[2131000],[2131066],[2132446],[2134821],[2141934],[2151816],[2153896],[2154133],[2160871],[2161801],[2162763],[2163144],[2170753],[2173873],[2174110],[2180870],[2183272],[2184351],[2197206],[2201154],[2202553],[2202619],[2203999],[2206374],[2213566],[2217514],[2218913],[2219029],[2223664],[2226097],[2226334],[2229847],[2230777],[2231739],[2232120],[2236548],[2244455],[2251639],[2255389],[2257281],[2257662],[2261104],[2262170],[2262236],[2263616],[2265991],[2273104],[2275986],[2276367],[2278819],[2282986],[2285066],[2285303],[2286106],[2286343],[2292968],[2293084],[2297994],[2298333],[2298399],[2301292],[2302964],[2312904],[2316202],[2317919],[2320434],[2324001],[2324382],[2325781],[2325847],[2327227],[2329602],[2343877],[2347825],[2349224],[2349290],[2353045],[2356408],[2356645],[2357677],[2358376],[2359679],[2365584],[2365700],[2370335],[2372768],[2373005],[2376518],[2378410],[2378791],[2379400],[2379781],[2386139],[2386727],[2386793],[2387385],[2388271],[2389946],[2390842],[2401675],[2403350],[2408080],[2410616],[2410955],[2411021],[2413914],[2415586],[2416285],[2417588],[2426821],[2426937],[2431847],[2432186],[2432252],[2435145],[2436817],[2439377],[2442944],[2443325],[2445120],[2451772],[2454287],[2457854],[2458235],[2459634],[2459700],[2459750],[2463455],[2464385],[2468188],[2468591],[2469078],[2471006],[2472128],[2476476],[2477068],[2481869],[2481985],[2484008],[2488290],[2488356],[2489834],[2491509],[2492405],[2497138],[2506665],[2507253],[2507319],[2507369],[2508797],[2510472],[2511368],[2515202],[2517738],[2521036],[2528606],[2531142],[2531481],[2531547],[2534440],[2536112],[2536157],[2536811],[2538114],[2543656],[2543991],[2544593],[2548144],[2549034],[2550962],[2555778],[2556366],[2556432],[2556482],[2558921],[2559408],[2561336],[2562458],[2566806],[2575616],[2576103],[2576579],[2578031],[2578076],[2579153],[2583501],[2584093],[2584979],[2586654],[2595315],[2595381],[2595431],[2596859],[2598534],[2599430],[2604163],[2610930],[2613926],[2614863],[2618817],[2619304],[2619780],[2621232],[2621277],[2623180],[2623782],[2628223],[2630151],[2635555],[2635621],[2635671],[2637658],[2638260],[2638663],[2641811],[2642701],[2644629],[2645751],[2650099],[2652588],[2653075],[2653551],[2655003],[2655048],[2656125],[2660473],[2671769],[2675100],[2675702],[2676105],[2679312],[2683245],[2687199],[2687686],[2688162],[2689614],[2689659],[2691670],[2692005],[2694666],[2695603],[2700044],[2701972],[2703920],[2704522],[2704925],[2708963],[2710891],[2716361],[2719720],[2722561],[2723620],[2723955],[2728830],[2729889],[2733220],[2733822],[2734225],[2740262],[2744195],[2747805],[2748140],[2751738],[2756179],[2758107],[2760699],[2763182],[2768296],[2772196],[2772531],[2779690],[2780749],[2787018],[2790951],[2793684],[2796491],[2800580],[2809982],[2818996],[2822608],[2825807],[2834097],[2852204] ] cell #3513 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [394148],[447853],[473312],[473633],[501270],[514674],[533554],[558263],[561421],[561547],[581706],[592255],[592576],[607165],[607486],[613892],[627208],[649356],[651655],[654683],[658163],[680225],[688574],[691732],[691858],[704934],[708092],[708218],[715483],[715804],[716292],[721384],[726861],[753416],[755894],[758378],[785848],[792580],[795608],[799088],[810295],[813323],[816803],[824830],[824956],[825935],[829626],[831073],[841649],[861640],[864051],[867117],[890813],[891853],[896290],[906386],[908870],[925323],[927807],[934539],[941047],[941800],[947163],[958356],[968932],[969972],[974676],[977755],[979202],[989778],[1008356],[1009803],[1010882],[1011995],[1020379],[1025856],[1040370],[1041410],[1045847],[1055943],[1056121],[1067236],[1080246],[1089992],[1091439],[1092518],[1093631],[1101722],[1112915],[1116147],[1123491],[1124531],[1133434],[1134540],[1135987],[1136165],[1144627],[1155203],[1164026],[1165473],[1166552],[1167665],[1176049],[1204729],[1212608],[1217739],[1218845],[1220292],[1220470],[1234470],[1239601],[1243233],[1243476],[1249347],[1250794],[1251873],[1252986],[1272073],[1283266],[1285458],[1293549],[1294655],[1296102],[1296280],[1304742],[1307974],[1315318],[1330555],[1336782],[1341919],[1358774],[1363911],[1374980],[1380111],[1381217],[1382664],[1382842],[1399959],[1407838],[1412969],[1415522],[1415700],[1434831],[1438463],[1438706],[1446024],[1448216],[1449256],[1453329],[1467370],[1472211],[1489232],[1494073],[1500300],[1505437],[1505615],[1533158],[1538295],[1549364],[1571356],[1576487],[1579040],[1579218],[1580119],[1580362],[1583694],[1594611],[1596900],[1616087],[1618376],[1630128],[1662600],[1667441],[1673668],[1678805],[1679048],[1695530],[1700667],[1700845],[1722963],[1743809],[1757015],[1786438],[1788727],[1800479],[1821955],[1909234],[1922440],[1943286], [103515,797394],[136306,911517],[143396,939353],[176017,1030827],[180360,1045422],[184882,1061074],[194285,1348339],[212310,1128543],[222109,1150581],[226364,1168007],[228744,1170803],[234137,1186497],[260547,1511857],[263806,1253328],[266186,1256124],[275025,1262293],[282290,807996],[282611,1296471],[285338,1298675],[290491,1310696],[293050,825614],[306086,1093973],[317782,1624226],[325491,884130],[325812,1383033],[328539,1385237],[334477,1393219],[346169,1419800],[347005,1425759],[347131,922845],[354214,1425051],[357473,934881],[359853,941926],[374017,973984],[374338,1220661],[380560,1480025],[383670,1745352],[393964,1762865],[395282,1506606],[396118,1512565],[396244,1002873],[402633,1519632],[413111,1012337],[419351,1550154],[420749,1042781],[424807,1556737],[432516,821672],[432837,1056312],[435564,1063766],[442113,1589170],[451011,1349047],[451137,1096769],[454651,1606194],[461409,1869666],[469561,1880176],[474399,1636200],[475797,1125902],[479855,1642783],[482640,1649116],[494543,895865],[494864,1136356],[501086,1675255],[501915,1160947],[504196,1682004],[514490,1949136],[515808,1182009],[516644,1181251],[516770,937567],[526873,1718016],[530526,1473442],[536163,1728439],[536951,1976149],[537034,1222865],[540549,1734437],[552523,1749285],[556909,1999232],[562780,1246268],[565061,1766309],[571893,1259063],[575966,1263759],[584864,1263001],[584990,1015133],[588504,1798021],[595262,1808471],[603414,2058906],[608252,1310349],[609650,1058427],[613708,1834610],[618228,1587824],[620782,1327462],[624724,1343088],[630287,1853695],[631149,2090747],[632464,1856081],[635504,1345109],[639577,1349805],[648002,1873686],[657292,1884109],[661678,1890107],[673544,1392872],[677197,1386636],[682834,1914710],[683622,2145578],[683705,1138560],[687220,1920708],[699194,1426517],[703580,2168661],[709451,1181526],[711732,1952580],[720271,1457351],[730461,1727093],[733015,1469118],[734911,1976706],[742520,1479678],[749398,1747939],[751952,1490980],[761457,2003252],[763634,2005638],[770747,1513323],[776868,1518286],[779422,1263276],[783364,1257042],[788927,2032425],[789789,2249387],[791104,2034811],[794144,1541485],[798217,1546181],[799005,2259033],[806642,1556390],[815932,2062839],[820318,2068837],[840536,1598633],[840779,2088525],[850726,1604848],[853280,1349322],[860527,1620109],[870717,1882763],[873271,1631876],[875167,2118665],[876482,1635452],[882776,1642436],[889700,1387982],[899890,1913364],[902444,1664348],[904340,2146135],[911949,1674908],[912811,2354156],[914126,2156130],[918827,1680658],[921381,1426034],[930886,2172681],[933063,2175067],[940176,1708553],[967819,1474788],[982434,1995643],[988665,1758748],[988908,2221623],[994338,1762518],[998855,1764963],[1001409,1512840],[1019266,1790460],[1019509,2247165],[1029456,1796675],[1032010,1545698],[1033906,2259590],[1039257,1551500],[1049447,2061493],[1052001,1823703],[1053897,2277305],[1055212,1827279],[1061506,1834263],[1063683,2287300],[1075115,1846086],[1105354,1876072],[1105597,2106240],[1108912,1878203],[1117711,1634969],[1122378,1637546],[1154090,1670018],[1154333,2351934],[1168705,2165072],[1174936,1945019],[1175179,2368294],[1180609,1948789],[1185126,1951234],[1187680,1708070],[1189576,2380719],[1196402,1964281],[1201539,1720402],[1235866,1754726],[1254026,2234048],[1266942,2024816],[1297181,2054802],[1297424,2264880],[1300739,2056933],[1309538,1826796],[1314205,1829373],[1314448,2462344],[1325714,1845529],[1352988,2100950],[1364426,1878633],[1383743,2128660],[1383986,2328491],[1391632,2133710],[1396769,1906673],[1397012,2514634],[1431096,1940997],[1455618,1966503],[1478438,2205263],[1483575,1986701],[1483818,2394108],[1522090,2024259],[1560802,2057363],[1608652,2100393],[1650848,2135932],[1736169,2207485] ] cell #3514 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [136318,797321],[175980,910949],[184894,939280],[214478,570831],[221501,793082],[221590,1029244],[223461,1030948],[228756,1045349],[234100,1060506],[249089,634442],[266198,1128470],[269802,901382],[269891,899678],[276975,1153874],[282623,1169019],[282860,694059],[285301,1170235],[289883,935041],[289972,1184914],[291843,1186618],[310042,731953],[310131,730249],[325824,1254340],[326061,765612],[328502,1255556],[332799,1019050],[333316,1013537],[333405,1266730],[346093,1289780],[347002,1296584],[348438,802694],[348991,1050939],[349080,1049235],[350689,1298796],[356164,1313989],[359865,1064215],[367427,834807],[374350,1353302],[378882,840320],[379399,1095173],[379488,1352776],[395206,1376342],[396115,1383146],[397551,878828],[398104,872209],[398193,870505],[399802,1385358],[401737,1130608],[402557,1389327],[405252,1396553],[419348,1419614],[419770,1419995],[420741,1426821],[421198,695113],[423129,1174720],[423646,1169207],[423735,1168493],[432849,1185440],[435527,1190408],[437741,944337],[442037,1458696],[451008,1482978],[451812,962090],[453755,1214913],[454575,1476133],[457270,1483359],[466722,982936],[466811,982222],[474396,1506420],[474818,1506801],[475789,1513627],[476246,766666],[478177,988449],[478694,1254528],[478783,1253814],[481640,1257652],[482637,1519446],[483059,1519827],[494876,1267256],[499925,1287000],[500014,1549152],[501881,1549791],[501907,1550178],[503300,1290723],[503713,595259],[504120,1291895],[506815,1296965],[515732,1311331],[516641,1313608],[518077,1057558],[521936,1065825],[526870,1588984],[527292,1589365],[530523,1604107],[531791,1077420],[535267,1337646],[536087,1599978],[537026,1613174],[537483,845235],[539549,1343698],[540546,1606008],[540968,1606389],[548151,1098896],[549097,1100068],[552447,1621454],[554431,1105138],[562222,1116649],[562311,1115935],[562746,1635837],[562772,1636224],[564165,1377285],[564578,661675],[564985,1378457],[567680,1383527],[571859,1648753],[571885,1649140],[575890,1393854],[584861,1396172],[585665,1148361],[587608,1410143],[588428,1671363],[591123,1678589],[593234,1679269],[594262,1420410],[595681,1422088],[608249,1441238],[609642,1444258],[610099,936095],[612547,1449758],[612636,1449044],[615564,943774],[618225,1717275],[620748,1717653],[620774,1718040],[623097,1460745],[624716,1732651],[625350,1203318],[628092,957452],[629287,1467707],[630284,1728253],[630706,1728634],[631981,734908],[632388,1471677],[635470,1734074],[635496,1734461],[639501,1480660],[643065,1225180],[644180,977028],[644817,1226858],[647999,1749099],[648421,1749480],[652920,1236775],[653866,1237947],[656396,1501164],[657216,1760093],[658612,993364],[659200,1243017],[659650,1763574],[660678,1507216],[662097,1508894],[669596,1776232],[673541,1523578],[677194,1517545],[678462,1269247],[681938,1534022],[682758,1791805],[683697,1526612],[684154,1023965],[686220,1540074],[687217,1797835],[687639,1798216],[695087,1552110],[699118,1557372],[708893,1308476],[708982,1307762],[709443,1571950],[710836,1573661],[711249,820315],[711656,1574833],[714351,1579903],[718124,1839581],[720263,1843310],[722926,1843707],[724679,1328849],[724944,1590859],[726637,1857552],[727797,1076857],[729974,1078905],[730458,840227],[730628,840776],[732981,1853332],[733007,1853719],[734592,1339938],[735330,1602027],[738572,1859353],[742517,1610140],[746734,1098333],[747871,1355734],[747887,1099814],[749395,1872945],[751918,1873323],[751944,1873710],[754267,1623503],[756520,1365690],[757635,1110741],[758272,1367368],[759262,1112011],[760457,1630465],[761454,1883923],[761876,1884304],[763151,875164],[763558,1634435],[766640,1638156],[770671,1643418],[776865,1648375],[779414,1653158],[781737,1655975],[783356,1647330],[783990,1398548],[786732,1143723],[787927,1662937],[788924,1914524],[789346,1914905],[790621,904337],[791028,1666907],[794110,1920345],[794136,1920732],[798141,1156410],[799537,1158789],[806639,1685950],[811560,1432005],[812506,1433177],[815036,1696394],[815856,1946364],[817252,1179635],[817840,1438247],[819318,1702446],[820737,1704124],[827732,1961522],[827986,1713555],[829402,1964483],[833818,1459067],[838389,1970201],[840025,956685],[840528,956881],[843191,1974327],[844307,1210427],[844944,1470505],[845209,1730128],[850723,1733696],[853272,1738479],[855595,1741296],[858380,1989138],[858937,1226295],[860519,1992867],[863182,1993264],[864935,1232453],[865200,1750974],[868053,1236212],[869190,1497260],[869206,1237693],[870230,1238260],[870714,988356],[870884,988905],[873237,2002889],[873263,2003276],[875586,1762142],[876406,1516673],[882773,1770255],[889692,1775835],[894108,1525225],[894373,1782686],[896066,1774431],[897226,1268684],[899403,1270732],[899887,1018957],[900057,1019506],[902410,2032062],[902436,2032449],[904021,1536314],[904759,1793854],[908001,2038083],[909754,1282362],[911946,1284036],[913643,1033903],[914050,1804786],[918824,1807730],[921373,1812513],[923696,1815330],[925949,1562066],[927064,1302568],[927701,1563744],[928691,1303838],[929886,1822292],[930883,2062653],[931305,2063034],[932580,1053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] cell #3515 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3516 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3517 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3518 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3519 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [268641,668556],[276884,906961],[279194,1155705],[279436,911484],[308881,737532],[332708,1020881],[341007,1281942],[343585,1030994],[347830,801654],[356073,1056518],[358383,1315820],[358625,1061041],[378791,842151],[396943,877788],[404573,1143303],[405161,1137641],[413929,1153920],[422406,917249],[423038,1176551],[425022,1429162],[425264,1170770],[431337,1444700],[433915,1186664],[443930,951370],[456591,957032],[457179,1221946],[477454,997277],[478086,990280],[480070,1515968],[480312,1256091],[482175,1258203],[485289,1019096],[486046,1527054],[502416,1550614],[503979,1037744],[504242,1297567],[506136,1303418],[506724,1297756],[508317,1298842],[515492,1314035],[522691,1066376],[537980,1084453],[540084,1344249],[543198,840366],[543955,1613616],[554340,1105929],[563281,1636660],[564844,1120865],[565107,1384129],[567001,1111591],[567589,1384318],[569182,1385404],[570877,1387368],[572394,1649576],[575650,1396599],[591032,1417176],[593280,1679341],[593847,1420041],[594797,1420961],[595052,1426953],[595370,917367],[597911,1174766],[598668,1427263],[611307,1183548],[614165,1190674],[615621,1192138],[621283,1718476],[626105,1203869],[629822,1468258],[632247,1211061],[632510,1483961],[634488,1474174],[636005,1734897],[639261,1483405],[643820,1225731],[650620,1232033],[659109,1243808],[659696,1763646],[660263,1506847],[661213,1507767],[661468,1513759],[661786,997395],[664327,988495],[665084,1514069],[669642,1776304],[670209,1519873],[684651,1276280],[686755,1540625],[690626,1805443],[693019,1806191],[693137,1550380],[694105,1550886],[694903,1557467],[695622,1552661],[698878,1297011],[711515,1312692],[711778,1314591],[714260,1580694],[715853,1319986],[717567,1065686],[722972,1843779],[723539,1589411],[725479,1591410],[727854,1332518],[730729,1335399],[731999,1598019],[733516,1854155],[734701,1613306],[735019,1084571],[738618,1859425],[739185,1606435],[746791,1354510],[748626,1356285],[752453,1874146],[754847,1105184],[757275,1366241],[760992,1631016],[763417,1373433],[764075,1372543],[764572,1887827],[764690,1636426],[765658,1636932],[766456,1643513],[767175,1638707],[770431,1383573],[775290,1900087],[775408,1649342],[784745,1399099],[788462,1663488],[790887,1406291],[791150,1397155],[793128,1669404],[794645,1921168],[797901,1678635],[800645,1679787],[802740,1681390],[803307,1422134],[817749,1439038],[818903,1443124],[819853,1702997],[820108,1444390],[820426,1183666],[823724,1709299],[827778,1961639],[832727,1965393],[832845,1718242],[834573,1459618],[834853,1719788],[837268,1732851],[837832,1203179],[840082,1465377],[840822,1206162],[843237,1974399],[843804,1728680],[845025,1741629],[845744,1730679],[849148,1980115],[849266,1734663],[857823,1225041],[858994,1486160],[859785,1226904],[863228,1993336],[863795,1749526],[865735,1751525],[868110,1496036],[869945,1497811],[870985,1498917],[872255,1758134],[873772,2003712],[875275,1243926],[876166,1243063],[876779,1764092],[878874,1765695],[879441,1508940],[888187,1776750],[892968,1526584],[894908,1783237],[897283,1528894],[900158,1531775],[901428,1789846],[902945,2032885],[904130,1526744],[904448,1276398],[908047,2038155],[908614,1798262],[913909,1547817],[926704,1562617],[930421,1822843],[932846,1569809],[933504,1568919],[934119,1573135],[935087,1828759],[935885,1575114],[936604,1830534],[939860,1579949],[944119,2077909],[944383,1839846],[946421,1843510],[949282,1844225],[950341,1589635],[953879,1858169],[955061,2085883],[956731,1334709],[956938,1079504],[960010,2089637],[960128,1853921],[961856,1600900],[962136,1855467],[962703,1602073],[966306,1859871],[971087,1613146],[973027,1866358],[975907,2103598],[976471,1355595],[976604,1099860],[980856,2107352],[980974,1873912],[982702,1622376],[982982,1875458],[985961,1365551],[987132,1627056],[987923,1367414],[988211,1628135],[988951,1368534],[991366,2116358],[991933,1884350],[993873,1886349],[1011575,1655449],[1013303,1654848],[1013583,1906059],[1015998,1647530],[1016562,1398409],[1018812,1660607],[1019552,1401392],[1021967,2143828],[1022534,1914951],[1023755,1656308],[1024474,1916950],[1027878,2149544],[1027996,1920934],[1029724,1672285],[1034014,1417294],[1042525,1688956],[1044465,1937796],[1046840,1691266],[1048675,1693041],[1049715,1694147],[1050985,1944405],[1052502,2173141],[1054005,1439156],[1054896,1438293],[1055509,1702414],[1057604,1951966],[1058171,1704170],[1063466,1710189],[1066282,1713363],[1068405,1965100],[1072377,1458928],[1075603,1978416],[1077202,2194647],[1077466,1970466],[1079085,1205898],[1082365,1974845],[1083424,1728904],[1084215,1470551],[1093211,1740770],[1094939,1740169],[1095219,1986087],[1098678,2211007],[1098942,1989403],[1099369,1226640],[1100980,1993067],[1103841,1993782],[1104900,1749750],[1105640,1492413],[1109620,2218981],[1110184,1497121],[1110317,1237739],[1111290,1498227],[1111497,1238859],[1114569,2222735],[1114687,2003478],[1116695,2005024],[1117262,1762188],[1125646,1773261],[1127586,2015915],[1130654,2018576],[1132692,1776035],[1135553,1782654],[1136612,1781462],[1140150,1775048],[1141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] cell #3520 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [109429,1711369],[142361,1829595],[143796,1582214],[169840,1906895],[178163,1163214],[183403,1951114],[183583,1706581],[199140,1986923],[210113,1248535],[215924,2024696],[216104,1795191],[226050,1038123],[227960,2055024],[232292,1832028],[232408,2067649],[244020,1596088],[246396,1340766],[250535,2100830],[250715,1603364],[263492,1121244],[265402,2128882],[268872,2132865],[270164,1917338],[270280,2136844],[279880,1924395],[282094,919490],[284306,2164952],[284486,1424545],[289670,1954045],[290853,1443765],[303034,1724865],[303178,1466213],[305772,1211440],[309112,2204418],[310404,1731067],[310520,2208397],[320992,1756203],[323368,1504284],[323907,2235616],[325295,999518],[327507,2233928],[327687,1511351],[329249,2027130],[331609,2238139],[333103,2035197],[337687,1787915],[340063,1537142],[344202,2041382],[344382,1031428],[345665,803845],[348061,2264035],[349353,1554155],[349469,2268014],[357159,1313071],[359069,2072524],[370364,1595916],[370997,1335562],[373821,1085654],[375332,1848400],[377692,2304555],[379186,1856467],[387061,1874606],[391096,1880535],[391240,1628971],[393834,1373812],[394326,2332693],[394506,1385838],[394778,879979],[397174,2327646],[398466,1640201],[398582,2331625],[400616,2139148],[402129,670747],[402731,2335092],[410059,1911136],[410203,1661443],[412797,1406670],[416137,1921628],[417429,1155876],[417545,2152556],[418513,1677652],[419579,1680538],[421939,2359268],[423433,1683469],[428017,1942474],[430393,1699514],[430932,2166640],[432320,1185789],[434532,2181638],[434712,1187098],[441026,1963436],[441609,952571],[444161,2387804],[444632,1463274],[444951,1204032],[447132,1465460],[452634,1969719],[454147,739723],[454749,2395957],[465647,1994455],[465791,1750586],[467978,2415935],[469659,1756031],[470292,1499080],[473116,1245009],[473691,1516139],[473807,2421844],[474627,1764843],[476987,2417177],[478481,1767774],[480773,2243572],[482868,1518166],[490890,1787743],[491523,1531938],[494347,1277481],[495858,1029089],[498218,2039274],[498362,1799322],[499712,797713],[500956,1548196],[502179,1807283],[504294,2445502],[507587,2053336],[511622,2059265],[511766,1820798],[514360,1570188],[514852,2269082],[515032,1299276],[515304,818451],[517700,2069757],[518992,1315991],[519108,2283726],[520076,1837007],[524076,1321618],[524395,1066539],[525675,2471355],[526171,2079499],[527101,1845966],[529612,2471886],[530159,1332601],[535659,852379],[538682,2084932],[540777,1604728],[551436,2105395],[552019,1107130],[552621,1874434],[553254,1622539],[555042,1626032],[555361,1366404],[555503,1637768],[555674,2496808],[557542,1628218],[562009,875978],[563044,1888919],[565159,2497520],[568452,2127194],[572157,1647928],[574879,899523],[575462,892516],[578014,2137912],[578485,1658504],[578804,1399262],[580985,1660690],[586487,909471],[588000,685353],[588602,1921456],[589235,1672448],[592059,1156906],[593395,1430103],[599500,2163884],[599644,1936857],[601831,2358026],[603512,1942302],[604145,1694310],[606969,1440239],[607544,1429333],[607660,2363935],[608480,1184759],[610840,2179530],[610984,1953881],[612334,939672],[613578,1710568],[617861,1192221],[618891,1718764],[619210,1459781],[619352,1720624],[619523,2546528],[619881,2188421],[621046,1967415],[623303,2546608],[627809,741818],[630515,1726973],[635768,1733249],[638490,730094],[639073,970635],[641625,2209465],[642384,1990961],[645205,1485136],[645524,1225894],[647300,2212597],[648230,1995523],[648635,1749833],[651009,2568383],[651288,1496119],[651741,985770],[656788,1000508],[659811,1234873],[665916,2232860],[666060,2014976],[669757,1521097],[671066,1006625],[672346,2236897],[672842,786449],[673772,1266575],[676283,2242806],[676427,2026384],[676830,1528977],[682330,778521],[685672,1280088],[687448,1796555],[687853,1798569],[698107,1049080],[698690,1042073],[699292,2053164],[699925,1814366],[701713,1817859],[702032,1562780],[702174,1551722],[702345,2444790],[704213,1820045],[708680,1054708],[709715,1059028],[711830,2069585],[712463,1831803],[715287,1317021],[717120,2610050],[719137,1841404],[720738,2612369],[721017,1589718],[721470,1069960],[723087,1324721],[731124,1600125],[731443,1340103],[731585,1598855],[733279,1852507],[738733,1607659],[740042,1088261],[741322,2303313],[742748,1352621],[745259,2309222],[745403,2102518],[746092,1870899],[749031,1354593],[750061,1355510],[750380,1100233],[750522,1876294],[751051,2311649],[752216,2109374],[755352,1107917],[758979,882074],[761685,1882643],[769660,870350],[770243,1125194],[770845,2127022],[771478,1896002],[776501,1130136],[777531,1905035],[777850,1655011],[777992,1388204],[778163,2334380],[778840,1403547],[779686,1139161],[781943,2137740],[782576,1907997],[789155,1913244],[792213,1409671],[794408,1919520],[801024,2160390],[804164,1162295],[805940,928408],[806870,1168338],[807275,1936104],[809649,2522300],[809928,1691349],[810381,1172041],[815428,920480],[818770,1442846],[820951,1953128],[826342,2668018],[827895,1452698],[828814,1715229],[830531,1195407],[839402,1722301],[841282,1469766],[841735,1207453],[843352,146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] cell #3521 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [178227,1163221],[185470,1711376],[210177,1248542],[226129,1291584],[232723,1829602],[235002,1582221],[246460,1340773],[263571,1378146],[270595,1906902],[282101,1165128],[289867,1951118],[290184,1706588],[290917,1443772],[303208,1466220],[305851,1471366],[310835,1986930],[323432,1504291],[325302,1250449],[333300,2024700],[333617,1795198],[340127,1537149],[345672,1038912],[349784,2055031],[355873,1832032],[356004,2067650],[357238,1574522],[370912,1596092],[371037,1596683],[373828,1341574],[379383,2100834],[379700,1603371],[391270,1628978],[393913,1634124],[394785,1122033],[398897,2128889],[402136,889355],[403279,2132869],[404961,1917342],[405092,2136845],[410233,1661450],[412876,1666596],[417860,1924402],[418577,1677659],[423630,2164956],[423947,1424552],[430457,1699521],[430977,1954046],[432327,1445679],[441616,1201194],[444958,1464041],[447139,1724797],[447665,1724866],[454154,967474],[455297,2204422],[456979,1731071],[457110,2208398],[465821,1750593],[470207,1756207],[470332,1756798],[473123,1505092],[474122,2235623],[478678,2233932],[478995,1511358],[480999,2027134],[483806,2238140],[485686,2035198],[491438,1787919],[491563,1788510],[494354,1537950],[498392,1799329],[499909,2041386],[500226,1031435],[501035,1804475],[504842,2264039],[506524,1554159],[506655,2268015],[511796,1820805],[514439,1825951],[515311,1055598],[519423,2072531],[520140,1837014],[524402,1322385],[530166,1593912],[532817,1850464],[535666,1092173],[538908,1848404],[541715,2304556],[543595,1856468],[552026,1363566],[553169,1874610],[553294,1875201],[555368,1626799],[557549,1880467],[558075,1880536],[562206,2332697],[562523,1385845],[565707,2327650],[567389,1640205],[567520,2331626],[570149,2139149],[572620,2335112],[575469,1135642],[578811,1659271],[580992,1911068],[581518,1911137],[588007,906041],[589150,1921632],[589275,1922223],[590832,1155883],[590963,2152557],[592066,1415177],[593621,1680542],[596428,2359269],[598308,1683470],[599674,1936864],[604060,1942478],[604185,1943069],[606976,1700322],[607975,2166647],[611014,1953888],[612531,2181642],[612848,1187105],[613657,1959034],[617868,1452630],[619217,1719531],[620107,1963440],[623851,2387808],[624379,1722822],[627816,969792],[633760,1969720],[636231,2395977],[639080,1219947],[645531,1485903],[648642,1994387],[649168,1994456],[651295,1754027],[651998,2415939],[653946,2000021],[656795,1251528],[658909,1516146],[659040,2421845],[660037,1764847],[662844,2417178],[664724,1767775],[666090,2014983],[667636,2243592],[669983,1518170],[671073,1258144],[676457,2026391],[676837,1785739],[679488,2029194],[682337,1010537],[685579,1029096],[685679,1540566],[687860,2039206],[688386,2039275],[690266,797720],[693377,1807284],[695848,2445522],[698697,1295757],[699840,2053340],[699965,2053931],[702039,1818626],[704220,2059197],[704746,2059266],[708877,2269086],[709194,1299283],[712378,2069761],[712503,2070352],[714060,1315998],[714191,2283727],[715294,1578695],[719926,1583553],[721024,1844830],[721727,2471359],[722244,2079500],[723313,1845970],[726248,2471887],[730101,852605],[731450,1601116],[736612,2084952],[738959,1604732],[740049,1344190],[745433,2102525],[746099,2105210],[749038,1615388],[750387,1356501],[751277,2105399],[752679,2108321],[755549,1878492],[756065,1637775],[756261,2496809],[758986,1124351],[763715,875985],[764930,1888920],[767401,2497540],[770250,1382319],[771393,2127198],[771518,2127789],[775648,1647929],[776508,1387569],[777857,1905802],[778747,899530],[778847,1663429],[782491,2137916],[782616,2138507],[783019,1909093],[786456,891673],[792220,1669605],[792400,909478],[794871,2150513],[800734,1430104],[804171,1420902],[807282,2163816],[807808,2163885],[809935,1940298],[810638,2358030],[812586,2169450],[815435,1166207],[817549,1429340],[817680,2363936],[818677,1184766],[818777,1702938],[820958,2179462],[821484,2179531],[823364,939679],[828821,1963251],[830728,1966362],[831244,1720631],[831440,2546529],[831807,2188441],[833085,1967416],[835666,2546628],[841289,1728862],[843578,1726977],[849506,1733250],[850366,1474375],[851715,1985830],[852705,1468199],[856349,2209469],[856474,2210060],[857156,2212440],[860182,1743668],[861280,1486118],[862500,2212598],[863569,1995527],[864659,1234290],[866840,2568373],[867598,985777],[870357,1000734],[871706,1498027],[876868,1234874],[880305,1507708],[883416,2232792],[883942,2232861],[888276,1521098],[890453,2023560],[891156,2236901],[891493,1790047],[892742,1266582],[892842,1783178],[895151,2242738],[895677,2242807],[900879,1792943],[908388,1796559],[915528,2263850],[918467,1551087],[919816,1294030],[920706,1049087],[920806,1822784],[922108,2266961],[924978,2057222],[925494,1551729],[925690,2444791],[928415,1041230],[933144,1054715],[934179,1828960],[934359,1059035],[936830,2281683],[943151,2610070],[945198,2079342],[946886,2612359],[947644,1069967],[949371,1324722],[952897,1591351],[956104,1848215],[958011,1854341],[958527,1598862],[960368,1852508],[966395,1607660],[968572,2099694],[969275,2303317],[969612,1598220],[970861,1352628],[970961,186629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] cell #3522 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [143830,2287984],[183632,2374680],[185460,2186268],[216153,2428016],[232407,2459664],[232713,2283431],[250764,2483064],[270279,2507283],[270585,2348270],[284535,2527311],[289704,2376548],[289773,2536063],[310519,2556396],[310825,2201599],[327736,2573394],[330194,2575646],[333137,2435175],[333206,2577982],[344431,2256989],[349468,2595345],[349774,2050933],[355833,2461711],[376277,2618847],[379220,2301322],[379289,2621183],[394555,2502743],[398581,2635585],[398887,2124791],[400650,2508827],[401622,2637858],[404921,2514001],[417544,2352491],[417850,1674329],[420524,2652618],[423467,2160901],[423536,2654954],[434761,2378118],[449322,1971951],[452668,2388301],[453640,2675300],[456939,2393475],[473806,2573816],[474112,2016839],[475572,2687229],[478515,2229877],[478584,2689565],[480959,2579353],[481471,2691353],[496803,2254835],[499746,1800890],[499815,2439697],[502213,2262200],[503185,2704120],[504054,1552184],[506484,2264247],[515081,2450725],[519107,2462901],[519413,1833684],[526205,2468621],[528908,2719750],[535152,2087351],[538868,2472328],[539380,2723303],[555673,2632901],[559732,2113910],[562043,2129344],[562112,2636303],[563078,2325811],[564050,2733420],[564919,1638230],[567349,2327858],[569806,2640892],[572191,2131030],[583175,2141380],[586521,1671808],[587493,2350760],[590792,1415103],[593581,2357628],[594093,2747488],[595566,1421885],[607659,2527733],[607965,1938720],[609425,2375964],[612368,1955449],[612437,2538992],[619522,2670773],[620067,2544191],[621080,2386757],[622982,2760899],[629118,1972545],[632322,1730202],[633417,2547225],[635802,2202583],[647334,2558951],[650037,2215617],[651775,2228009],[651904,2687239],[656281,2220449],[658869,1505018],[659997,2415537],[660509,2771879],[661982,1508691],[669943,2236499],[672876,1531298],[675579,2428438],[681823,2245991],[685539,1542669],[686051,2255429],[693034,2056300],[694918,1293687],[702344,2592661],[706403,2272550],[708714,2055486],[708783,2596063],[709749,1831163],[710721,2461170],[711590,1830057],[714020,1578621],[721504,2294163],[721633,2719760],[721901,2610613],[723273,2470957],[724775,2794704],[726999,1849534],[731755,1851094],[733313,2298363],[735215,1601824],[738919,2302915],[741852,1334922],[744555,2483486],[750692,2108951],[751237,2623380],[752250,2488320],[754152,2314779],[755273,2733183],[756025,1625831],[760288,2114504],[763492,1885872],[764587,1877570],[766471,1380249],[775305,2133077],[778162,2504599],[778707,1401143],[779720,1907357],[781622,2508001],[787758,2141974],[790962,1916473],[792057,1152592],[794442,2349254],[800660,1164164],[805974,1693670],[808677,2362288],[810415,2159033],[810544,2652628],[814921,2367120],[817509,1700248],[818637,1705041],[819149,2376558],[820622,1703921],[826611,2821466],[829764,1713855],[830452,2760662],[831204,1716533],[832742,1963648],[841769,2197973],[841898,1726528],[843538,2390793],[845040,1472349],[849163,2204630],[852020,2553712],[852565,1205913],[853578,1987385],[855480,2557114],[861760,2406785],[861889,1747374],[862157,2678995],[863529,2561287],[865031,1991482],[866905,1753032],[867255,1753042],[872011,2000651],[873569,2410985],[875471,1761939],[876794,1249485],[882108,1498440],[884811,2420197],[888202,1008494],[890933,2018777],[891062,2575656],[891330,1274207],[892702,1784161],[894204,2435185],[896428,2028264],[901184,2029824],[902742,2432216],[904644,1793651],[908348,2436768],[913984,2044611],[920121,2267591],[920666,1564661],[921679,1813726],[923581,2448632],[924702,2703883],[925454,1817658],[929717,2273144],[932921,2064602],[934016,1055524],[935900,1576625],[942733,2793606],[944134,2077859],[946951,1841915],[947301,1841925],[949297,1330693],[953894,1595643],[957735,1851449],[958487,1852212],[960025,2087892],[966321,1090130],[969052,2094911],[969181,2618857],[969449,1082380],[970821,1867282],[972323,2301332],[974740,2105066],[977893,1614403],[978581,1871440],[979333,1872203],[980871,2105607],[984296,1621899],[989898,2321201],[990027,1882198],[991667,2492356],[993169,1374457],[1000149,2331202],[1000694,1368285],[1001707,1895362],[1003609,2500650],[1005341,2508837],[1009182,2637621],[1009934,1902804],[1011472,1135568],[1020499,2344644],[1020628,1912799],[1022268,2511319],[1023770,1667579],[1027893,2351301],[1030750,2151143],[1032308,2156814],[1034210,1927364],[1040490,1933371],[1040619,1933645],[1040887,1436965],[1042259,1687394],[1043761,2160911],[1045635,1939303],[1045985,1939313],[1050741,2170080],[1052299,2531511],[1054201,1948210],[1063541,2184867],[1065899,1961601],[1067300,1963107],[1068420,1454361],[1075816,1723807],[1077217,2194597],[1080034,1972535],[1080384,1728773],[1086285,2401180],[1086977,2388311],[1090818,2675063],[1091570,1982832],[1093108,1219873],[1097292,1990888],[1098693,2210957],[1100267,1747100],[1101510,1991472],[1101860,1486029],[1103856,1233947],[1107316,1492164],[1108453,1495779],[1112294,2001006],[1113046,2001769],[1114584,2220990],[1116267,2226146],[1118009,1760538],[1123611,2011490],[1123740,2011764],[1124008,1241735],[1125380,1771699],[1126882,2229887],[1129004,2579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] cell #3523 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [235000,2076274],[290182,2178184],[292957,1960225],[333615,2242450],[347273,1552393],[356148,2280002],[356399,2071497],[379698,2308866],[396386,1638439],[405236,2338934],[405487,2147755],[421038,1421816],[423945,2363579],[431011,2180361],[431268,2374089],[447809,1971794],[451279,1730411],[457254,2399799],[457505,1978326],[476086,1508622],[478993,2421488],[483950,2424450],[485720,2251130],[485977,2427425],[500224,2257056],[503494,1293544],[506799,2449344],[507050,1811131],[515106,2282530],[516912,1830266],[533502,2087207],[533646,1851161],[537323,1601755],[541859,2479498],[543629,2092490],[543886,2482473],[558219,2113753],[561689,1886081],[562521,2502810],[564359,1380106],[567664,2501362],[567915,1892767],[570183,2340922],[573305,2504461],[575264,2347369],[581662,2141223],[585132,1916682],[591107,2352334],[591358,1414421],[593313,1164021],[596572,2523745],[598342,1932813],[598599,2526720],[609939,1703852],[612846,2378185],[627203,1971663],[628027,1725491],[631762,1472206],[633794,2194251],[636916,2553574],[638875,2200698],[649312,2215460],[654631,2220305],[654775,2000718],[658452,1761870],[659184,2573659],[659435,1773954],[659729,1249342],[662988,2569828],[664758,2010932],[665015,2572803],[667844,2429236],[669675,1008351],[670460,2575315],[680173,2245847],[680317,2029891],[683994,1793582],[688530,2254678],[690300,1544570],[690557,2439553],[692000,2044820],[693411,2047504],[696533,2592523],[698492,2050032],[704890,2272393],[708360,2064811],[709192,2450792],[711030,1576482],[714335,2462744],[714586,1577939],[722278,2290597],[723005,1330550],[726392,2613261],[726856,1848652],[727207,1594606],[729803,1850501],[736820,2295383],[738651,1089987],[739436,2618516],[753364,2314635],[753508,2109018],[757350,2631952],[758373,2113622],[759197,1881161],[762932,1634964],[763749,1897544],[764006,2636159],[764964,2121362],[768086,2632763],[770045,2123890],[773263,2508496],[775682,1899375],[785843,2141092],[786667,1911762],[790402,1667436],[792434,1411841],[795556,2350616],[795700,2151210],[797515,1156824],[799377,1927295],[800942,2158442],[803558,2652287],[807952,2362131],[813271,2366976],[813415,2170147],[817092,1948141],[817824,2527576],[818075,1689649],[818369,1181521],[821628,2375807],[823398,1706942],[823655,2538848],[825098,2185076],[829621,1712973],[829972,1453324],[832015,2383935],[833119,2192263],[834648,2670300],[836351,2670635],[836882,1722859],[843270,1218840],[847121,2387970],[849540,1979403],[862534,2403219],[863261,1494068],[864046,2215329],[864870,1995081],[867112,1998209],[867463,1754721],[867632,2008755],[868931,2686434],[870059,2000058],[875780,1244927],[877076,2227418],[879692,2686898],[884086,2420040],[888484,2018186],[891707,1270945],[892434,1263271],[895821,2428281],[896285,2027382],[896636,1786433],[899232,2029231],[906249,1282165],[908080,1025851],[908865,2254547],[909689,2039900],[913424,1545693],[915222,1816757],[922793,2448488],[922937,2267658],[926779,2591712],[927802,2272262],[928626,2059891],[932361,1826791],[933178,1815908],[933435,2595919],[934393,1575359],[937515,2461026],[937659,2282380],[939474,1316939],[941336,2075424],[946035,1583590],[947158,2082231],[947509,1845524],[947678,2083810],[948264,2468290],[949579,2293572],[951162,2719358],[952284,2719419],[957255,1092381],[960402,2088925],[966603,2094320],[969826,1079118],[970553,1349317],[973940,2483329],[974671,2311935],[977750,1868643],[978101,1616082],[980144,2485498],[981248,2315491],[981776,2108358],[985011,1878529],[985502,1365354],[985862,2732564],[991399,1381212],[995250,1624930],[1002821,2500506],[1002965,2331269],[1007245,1901903],[1008702,1387977],[1010745,1143526],[1011849,1656553],[1013378,2503650],[1015081,2507857],[1015225,2340382],[1015612,1909130],[1022000,1134535],[1026202,1670013],[1028270,2148832],[1028798,2150550],[1041264,1433703],[1041991,1426029],[1042776,2362000],[1043600,2164510],[1045842,2167638],[1046193,1940992],[1046362,1930636],[1047661,2651823],[1048789,2169487],[1054510,1440157],[1055806,1444923],[1058422,2375676],[1059246,2180156],[1062981,1708065],[1065210,2759221],[1067231,2188707],[1069201,1966399],[1069692,1456546],[1071444,1715632],[1072278,2760378],[1080241,1975312],[1080592,1729792],[1080761,1974172],[1082662,2197382],[1088881,1981931],[1090338,1474783],[1093485,1741874],[1095014,2552763],[1096717,2556970],[1096861,2401247],[1097501,2212477],[1100594,1743705],[1101717,1744515],[1102068,1487048],[1102237,2216908],[1102823,2558620],[1104138,2406194],[1107970,1494947],[1111814,1251736],[1114961,2222023],[1124385,1238473],[1125112,1512835],[1125897,2419909],[1126721,2233486],[1132306,1518352],[1133429,2240871],[1133780,2024254],[1133949,1776077],[1134886,1790455],[1135850,1527277],[1137433,2574851],[1138555,2428150],[1139379,2243432],[1146673,2247565],[1150436,1796741],[1152874,2252960],[1160942,2445788],[1164372,1551495],[1166415,1303641],[1167519,1557712],[1168047,2266998],[1171282,2057259],[1171773,1561730],[1172133,2703264],[1177670,1294650],[1181872,1829368],[1184468,2281720],[1191472,2793592],[1192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] cell #3524 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [104888,917709],[127013,997737],[138001,1038111],[152459,1084913],[164821,1121232],[178016,919478],[184142,1184008],[193500,1206294],[195464,1211428],[208594,1244268],[209966,999506],[220952,1276740],[224914,803833],[233314,1313059],[243864,1334947],[244115,1335550],[246249,1085642],[259762,1368666],[261726,1373800],[262356,879967],[267959,670735],[274240,1401524],[276204,1406658],[280415,1417636],[289334,1439498],[290706,1185777],[298086,952559],[300769,1204020],[302587,1465392],[302844,1465537],[308199,739711],[317473,1492545],[320836,1498465],[321087,1499068],[323221,1244997],[337531,1531323],[337782,1531926],[339916,1277469],[343055,1543050],[345019,1548184],[353429,1565042],[355393,1570176],[356023,818439],[359604,1581154],[363299,1066527],[368085,1332533],[370352,1595866],[372744,852367],[386148,1107118],[386905,1621924],[387156,1622527],[388831,1366392],[390649,1628150],[390906,1628295],[405111,892504],[407794,1399250],[409612,1660622],[409869,1660767],[415224,685341],[415981,1671833],[416232,1672436],[417366,1674710],[418366,1156894],[424498,1687775],[427861,1693695],[428112,1694298],[430246,1440227],[433385,1705422],[435349,1710556],[435674,1450920],[439070,1192153],[440259,1459769],[444620,1463224],[447684,969727],[457129,970623],[462594,1225882],[465200,1749765],[465457,1749910],[467380,1496051],[469647,1755981],[472039,1000496],[479546,1772080],[483825,1006613],[488252,1784542],[488611,1528909],[490878,1787693],[493270,778509],[495953,1280076],[497771,1798501],[498028,1798646],[499392,1800915],[499643,797225],[506674,1042061],[507431,1813751],[507682,1814354],[509357,1562768],[511175,1819977],[511432,1820122],[516586,1573839],[517544,1831188],[517795,1831791],[518929,1834065],[519929,1317009],[520490,1320201],[524064,1321568],[525077,1589650],[533120,852534],[534309,1601051],[541734,1088249],[546161,1867663],[546808,1869048],[549480,1354525],[550669,1356436],[552609,1874384],[555030,1625982],[558094,1124286],[567539,1125182],[568296,1895387],[568547,1895990],[572923,1129922],[574112,1654999],[574974,1403535],[577532,1656153],[577858,1907382],[578109,1907985],[578473,1658454],[581537,891608],[586323,1409457],[588590,1921406],[590118,911083],[590375,1923719],[590982,689483],[596447,1162283],[599053,1936036],[599310,1936181],[600874,1939101],[601233,1691281],[603500,1942252],[605892,920468],[608575,1442834],[609170,1702545],[609613,1446410],[610393,1953060],[610650,1953205],[612014,1955474],[612265,939184],[617110,1713378],[618879,1718714],[628491,1728919],[636534,1214227],[637723,1740320],[638585,1208305],[641143,1741474],[641469,1987410],[641720,1988013],[642372,1989264],[645193,1485086],[646206,1486175],[649187,1234225],[654249,1000663],[655438,1497962],[659059,1003918],[662863,1247604],[665469,2014155],[665726,2014300],[667290,2017220],[669437,2018802],[671748,1781477],[672678,1533336],[673867,1526294],[675324,1782785],[675767,1538681],[675836,2025563],[676093,2025708],[679791,778676],[680980,1792878],[685508,795174],[688405,792335],[693479,2047778],[696151,1290037],[697340,1291792],[698202,1567053],[699280,2053114],[700760,1815508],[701086,2055511],[701337,1045253],[701701,1817809],[704765,1041165],[709551,1572975],[710207,1576300],[710426,1828919],[711818,2069535],[713346,1060640],[713603,2071848],[714210,822581],[719125,1839707],[726267,1329918],[729343,1849057],[731112,1854393],[738413,2094936],[740724,1864598],[741654,1336960],[742843,1612856],[744300,1865906],[744743,1342305],[744812,2101697],[745069,2101842],[748280,1355833],[750049,1616302],[752982,1107285],[756280,1119215],[759661,1627071],[762642,1374735],[765032,2121636],[767704,1376599],[768893,1378354],[769755,1370677],[770833,2126972],[772313,1897144],[772639,2129369],[772890,1128374],[773783,2130648],[775026,1901711],[775082,2131371],[775750,1899649],[777519,1904985],[779522,1655289],[781108,1667254],[781327,1906219],[781931,2137690],[787131,1915190],[796363,1926591],[801012,2158693],[802535,2159058],[804846,1421402],[805776,1695708],[806965,1688666],[807827,1167420],[808422,1937344],[808865,1165859],[808934,1170369],[809191,2165964],[812889,920635],[814078,1693192],[817699,923890],[818606,937133],[819134,1705577],[821503,934294],[831459,1198335],[833187,2192537],[835969,1460059],[839390,1970327],[846532,1471574],[847641,2202201],[848884,1981739],[848940,2202924],[849608,1979677],[851377,1985013],[853380,1740610],[854966,1472024],[855185,1986247],[855789,2209243],[859381,1486320],[859548,1227036],[866523,1493436],[866930,1245849],[869599,1497359],[871368,1754941],[874301,1245164],[877146,2227669],[878669,2228034],[880980,1508208],[881910,1500478],[883099,1772971],[883961,1252741],[884556,2015463],[884999,1251180],[885068,1255690],[885325,2234940],[886432,1785409],[886537,2236168],[886897,2236283],[887689,1775945],[887779,2020323],[888554,2018437],[892671,1014699],[894189,1794187],[895696,1011750],[898772,2027787],[900541,2033123],[910153,2043328],[912272,1804683],[915742,1290901],[916985,2049840],[917041,2262541],[921481,1814644]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] cell #3525 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [104887,917708],[127012,997736],[138000,1038120],[152458,1084912],[164820,1121241],[178015,919487],[184141,1184007],[193499,1206293],[195463,1211437],[208593,1244267],[209965,999515],[220951,1276739],[224913,803842],[233313,1313068],[243986,1334946],[244114,1335559],[246248,1085651],[259761,1368665],[261725,1373809],[262355,879976],[267958,670744],[274239,1401523],[276203,1406667],[280414,1417635],[289333,1439497],[290705,1185786],[298085,952568],[300768,1204029],[302586,1465395],[302989,1465536],[308198,739720],[317472,1492544],[320958,1498464],[321086,1499077],[323220,1245006],[337653,1531322],[337781,1531935],[339915,1277478],[343054,1543049],[345018,1548193],[353428,1565041],[355392,1570185],[356022,818448],[359603,1581153],[363298,1066536],[368084,1332536],[370361,1595862],[372743,852376],[386147,1107127],[387027,1621923],[387155,1622536],[388830,1366401],[390648,1628153],[391051,1628294],[405110,892513],[407793,1399259],[409611,1660625],[410014,1660766],[415223,685350],[416103,1671832],[416231,1672445],[417365,1674709],[418365,1156903],[424497,1687774],[427983,1693694],[428111,1694307],[430245,1440236],[433384,1705421],[435348,1710565],[435673,1450919],[439069,1192156],[440258,1459778],[444629,1463220],[447683,969736],[457128,970632],[462593,1225891],[465199,1749768],[465602,1749909],[467379,1496054],[469656,1755977],[472038,1000505],[479545,1772079],[483824,1006622],[488251,1784541],[488610,1528912],[490887,1787689],[493269,778518],[495952,1280085],[497770,1798504],[498173,1798645],[499514,1800914],[499642,797224],[506673,1042070],[507553,1813750],[507681,1814363],[509356,1562777],[511174,1819980],[511577,1820121],[516585,1573838],[517666,1831187],[517794,1831800],[518928,1834064],[519928,1317018],[520489,1320200],[524073,1321564],[525076,1589653],[533119,852533],[534308,1601060],[541733,1088258],[546160,1867662],[546807,1869051],[549479,1354528],[550668,1356445],[552618,1874380],[555039,1625978],[558093,1124295],[567538,1125191],[568418,1895386],[568546,1895999],[572922,1130063],[574111,1655008],[574973,1403544],[577531,1656152],[577980,1907381],[578108,1907994],[578482,1658450],[581536,891617],[586322,1409598],[588599,1921402],[590117,911082],[590520,1923718],[590981,689492],[596446,1162292],[599052,1936039],[599455,1936180],[600873,1939100],[601232,1691284],[603509,1942248],[605891,920477],[608574,1442843],[609110,1702544],[609612,1446409],[610392,1953063],[610795,1953204],[612136,1955473],[612264,939183],[617109,1713381],[618888,1718710],[628490,1728922],[636533,1214368],[637722,1740329],[638584,1208314],[641142,1741473],[641591,1987409],[641719,1988022],[642381,1989260],[645202,1485082],[646205,1486178],[649186,1234234],[654248,1000662],[655437,1497971],[659058,1003927],[662862,1247613],[665468,2014158],[665871,2014299],[667289,2017219],[671416,2018801],[671747,1781480],[672677,1533477],[673866,1526303],[675264,1782784],[675766,1538680],[675835,2025566],[676238,2025707],[679790,778675],[680979,1792887],[685507,795173],[688404,792344],[693478,2047781],[696150,1290178],[697339,1291801],[698201,1567062],[699289,2053110],[700759,1815507],[701208,2055510],[701336,1045252],[701710,1817805],[704764,1041174],[709550,1573116],[710206,1576299],[710361,1828918],[711827,2069531],[713345,1060639],[713748,2071847],[714209,822590],[719134,1839703],[726266,1329927],[729342,1849060],[731121,1854389],[740392,2094935],[740723,1864601],[741653,1337101],[742842,1612865],[744240,1865905],[744742,1342304],[744811,2101700],[745214,2101841],[748279,1355832],[750058,1616298],[752981,1107284],[756279,1119224],[759660,1627074],[762641,1374744],[765031,2121639],[767703,1376740],[768892,1378363],[769754,1370686],[770842,2126968],[772312,1897143],[772761,2129368],[772889,1128373],[773782,2130651],[775749,1899652],[777061,1901710],[777167,2131370],[777528,1904981],[779521,1655430],[781107,1667253],[781262,1906218],[781940,2137686],[787130,1915193],[796362,1926600],[801021,2158689],[804514,2159057],[804845,1421543],[805775,1695849],[806964,1688675],[807826,1167429],[808362,1937343],[808864,1165858],[808933,1170368],[809336,2165963],[812888,920634],[814077,1693201],[817698,923899],[818605,937132],[819131,1705576],[821502,934303],[831458,1198344],[833186,2192540],[835968,1460200],[839399,1970323],[846531,1471583],[847640,2202204],[849607,1979680],[850919,1981738],[851025,2202923],[851386,1985009],[853379,1740751],[854965,1472023],[855120,1986246],[855798,2209239],[859390,1486319],[859547,1227035],[866522,1493445],[866929,1245990],[869598,1497358],[871377,1754937],[874300,1245163],[877155,2227665],[880648,2228033],[880979,1508349],[881909,1500619],[883098,1772980],[883960,1252750],[884496,2015462],[884998,1251179],[885067,1255689],[885470,2234939],[886431,1785408],[886546,2236164],[887688,1776016],[888563,2018433],[889085,2236282],[889887,2020322],[892670,1014698],[894186,1794186],[895695,1011759],[898771,2027790],[900550,2033119],[910152,2043331],[912271,1804692],[915741,1290900],[919020,2049839],[919126,2262540],[921480,1814785]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] cell #3526 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3527 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [359723],[431549],[486258],[515276],[544167],[575434],[598880],[608140],[639045],[665296],[669087],[673432],[690838],[698662],[738063],[742408],[764287],[770215],[774713],[797685],[802185],[806530],[823936],[842682],[848571],[875950],[878319],[882664],[887172],[907492],[911837],[916672],[917780],[933716],[939644],[951901],[959433],[965291],[985742],[990811],[994226],[996700],[997808],[1021412],[1027301],[1036729],[1038176],[1054680],[1057049],[1061394],[1069932],[1074000],[1081350],[1084984],[1106460],[1108800],[1113992],[1119850],[1121297],[1138172],[1145704],[1151562],[1162918],[1172013],[1177082],[1180497],[1182971],[1184079],[1196290],[1200090],[1207425],[1211493],[1222477],[1229287],[1233355],[1234917],[1240705],[1244339],[1248239],[1261759],[1265827],[1273177],[1276811],[1298287],[1300627],[1305819],[1311677],[1313124],[1322319],[1324765],[1336670],[1340470],[1347805],[1351873],[1358662],[1362462],[1369797],[1373865],[1384849],[1391520],[1395320],[1402655],[1406723],[1417707],[1424517],[1428585],[1430147],[1435935],[1439569],[1443469],[1452742],[1463975],[1466421],[1478326],[1482126],[1485837],[1488283],[1500188],[1503988],[1511323],[1515391],[1518695],[1521141],[1533046],[1536846],[1544181],[1548249],[1555038],[1558838],[1566173],[1570241],[1581225],[1594024],[1603336],[1605257],[1607703],[1615500],[1626733],[1629179],[1641084],[1644884],[1647972],[1659205],[1661651],[1673556],[1677356],[1681067],[1683513],[1695418],[1699218],[1706553],[1710621],[1719465],[1727502],[1731950],[1733293],[1754139],[1765372],[1767818],[1785851],[1795163],[1797084],[1799530],[1807327],[1818560],[1821006],[1832911],[1836711],[1844942],[1846495],[1852551],[1856511],[1883172],[1888963],[1905736],[1913773],[1918221],[1919564],[1940410],[1951643],[1954089],[1967459],[1969763],[1985764],[1996052],[2002108],[2023672],[2025225],[2031281],[2035241],[2061902],[2067693],[2079543],[2099806],[2101359],[2109418],[2136888],[2139192],[2165481],[2171537],[2208441],[2212641],[2234457],[2238183],[2268058],[2304599],[2331669],[2359312],[2417221],[2471930] ] cell #3528 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [109444,2185987],[142388,2280594],[143823,2076626],[169867,2339526],[183331,2374128],[183625,2181262],[199167,2400391],[215852,2427464],[216146,2252031],[227987,2449936],[232302,2282569],[232313,2459501],[250463,2482512],[250757,2093391],[265429,2501954],[267496,2504500],[270174,2347408],[270185,2507120],[279907,2153116],[284234,2526759],[284528,1933714],[289664,2376469],[307736,2553613],[310414,2200737],[310425,2556233],[323934,2422404],[327435,2572842],[327729,2011833],[329259,2429275],[330050,2575567],[333097,2435096],[344130,2256670],[344424,1544922],[346685,2592562],[349363,2050071],[349374,2595182],[359096,2284286],[372281,1850775],[375342,2295422],[376133,2618768],[379180,2301243],[394254,2502424],[394548,1897896],[395798,2632802],[398476,2123929],[398487,2635422],[400610,2508748],[401074,2637617],[414761,2150824],[417439,1674048],[417450,2352454],[419589,2158481],[420380,2652539],[421182,1421604],[423427,2160822],[430959,2364495],[434460,2377799],[434754,1707294],[441036,2383974],[443417,2670674],[449178,1971914],[452628,2388222],[453092,2675059],[467906,2569937],[471576,2000332],[473701,2016558],[473712,2573779],[474637,2227457],[475428,2687150],[476230,1508410],[478475,2229798],[480624,2579112],[482878,2018225],[492807,2029505],[495868,1542388],[496659,2254798],[499706,1285004],[502173,2262037],[502637,2703879],[503910,1291653],[514780,2450406],[515074,1816260],[516324,2281994],[519002,1833403],[519013,2462864],[525603,2613370],[526165,2468542],[527111,2293611],[528764,2719671],[534604,1851412],[537467,1601543],[538533,2472087],[540787,2094359],[551446,2485537],[553827,2108632],[555513,2121954],[555579,2632864],[559588,2113873],[562003,1374526],[563038,2325648],[563502,2733179],[564775,1378215],[572151,2130867],[574889,1400862],[577270,2339996],[583031,2141343],[586481,1412193],[586945,2151461],[593246,1939224],[595018,1165269],[601759,2523854],[605429,2169761],[607554,1938439],[607565,2527696],[608490,1704760],[609281,2375927],[610083,1703640],[612328,1447762],[619362,2192855],[619428,2670736],[619732,2543950],[621040,2386594],[622434,2760658],[624520,1723770],[629017,1725425],[630525,2197421],[632178,1471435],[635762,2202420],[638500,1205632],[640881,2400861],[646732,1995015],[647294,2558872],[648240,2406233],[649893,2215580],[650997,2686902],[651735,1495848],[655733,2000969],[658596,1761658],[659662,1752953],[661434,1250590],[669608,2020566],[672274,2424559],[672836,1271297],[673782,1783880],[675435,2428401],[681275,2030142],[684138,1793370],[685204,1027962],[687458,2252999],[693103,1039053],[698117,1564380],[700498,2267272],[702184,2048096],[702250,2592624],[706259,2272513],[708674,1570902],[709709,1575711],[710173,2282631],[711446,1574591],[716969,2793602],[720067,1584501],[720726,2719423],[721464,1587328],[722938,1841836],[731595,2089517],[731661,1597761],[733273,2298200],[734667,1341715],[738584,2096700],[741250,2479607],[741812,1079470],[742758,1867001],[744411,2483449],[750532,2316083],[750598,1619237],[750902,2623139],[752210,2488157],[753604,1871403],[755340,1624969],[755690,1625031],[760187,1881095],[761695,2320649],[763348,1634193],[764656,1122174],[769670,1368004],[772051,2330883],[775374,889496],[778002,1899967],[778068,2504562],[778372,1146365],[779680,1656905],[781074,2347470],[783160,1910041],[787657,1911696],[789165,2344092],[790818,1666665],[794402,2349091],[799521,1927083],[805372,2164444],[805934,1434055],[806880,1687113],[808533,2362251],[809637,2652291],[810375,1691078],[814373,2170398],[817236,1947929],[818302,934085],[820074,1445820],[826330,2759225],[827744,1961438],[830519,1715671],[830869,1715733],[832811,1201335],[837234,1465119],[840991,1725805],[841729,1726597],[843203,1972456],[849232,967615],[851860,1979995],[851926,2553675],[852230,960094],[853538,1742226],[854932,2200799],[857225,1990851],[860323,1484135],[860982,1746651],[861720,1747443],[863194,1991393],[866438,1491883],[871851,2222615],[871917,1757876],[873529,2410822],[874923,1244860],[881506,2233420],[882068,1238825],[883014,1771418],[884667,2420160],[886398,2429337],[890155,2575319],[890893,1779155],[892367,1011541],[901024,2248157],[901090,1789588],[902702,2432053],[904096,1538091],[908013,2255340],[910679,2039834],[912187,2045731],[913840,1804544],[919961,1810786],[920027,1811064],[920331,1306480],[921639,1558064],[923033,2050133],[924769,1816796],[925119,1816858],[929616,2059825],[931124,2454502],[932777,1826020],[941480,2075212],[943853,1839495],[945267,1841294],[946387,1323463],[953613,1594920],[955027,2085682],[957802,1851350],[958152,1600075],[963778,2309782],[964517,2295484],[968274,2618520],[969012,1862276],[970486,1093177],[974459,1870766],[975873,2103397],[977423,1618959],[978648,1871341],[978998,1355460],[980940,1106981],[984256,1361688],[985363,1365287],[989120,1881475],[989858,1882267],[991332,2114415],[992942,2119940],[994576,1632779],[999989,1892422],[1000055,1892700],[1000359,1114653],[1001667,1644110],[1003061,2123991],[1005060,2508500],[1006474,1132658],[1009249,1901942],[1009599,1902004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] cell #3529 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [109438,2185993],[142382,2280600],[143811,2076632],[169861,2339532],[183369,2374273],[183613,2181268],[199161,2400397],[215890,2427609],[216134,2252037],[227981,2449942],[232298,2282619],[232363,2459623],[250501,2482657],[250745,2093397],[265423,2501960],[267579,2504550],[270170,2347458],[270235,2507242],[279901,2153122],[284272,2526904],[284516,1933720],[289667,2376507],[307819,2553663],[310410,2200787],[310475,2556355],[323928,2422410],[327473,2572987],[327717,2011839],[329255,2429325],[330150,2575605],[333100,2435134],[344168,2256673],[344412,1544928],[346768,2592612],[349359,2050121],[349424,2595304],[359090,2284292],[372364,1850778],[375338,2295472],[376233,2618806],[379183,2301281],[394292,2502427],[394536,1897902],[395881,2632852],[398472,2123979],[398537,2635544],[400613,2508786],[401080,2637611],[414844,2150827],[417435,1674054],[417500,2352450],[419585,2158626],[420480,2652577],[421265,1421610],[423430,2160860],[430953,2364501],[434498,2377802],[434742,1707300],[441032,2384024],[443500,2670724],[449278,1971910],[452631,2388260],[453098,2675053],[467944,2569940],[471659,2000335],[473697,2016564],[473762,2573775],[474633,2227602],[475528,2687188],[476313,1508416],[478478,2229836],[480630,2579106],[482874,2018370],[492890,2029508],[495864,1542394],[496759,2254794],[499709,1285010],[502176,2262159],[502643,2703873],[504010,1291659],[514818,2450409],[515062,1816266],[516407,2281997],[518998,1833409],[519063,2462860],[525641,2613373],[526168,2468580],[527107,2293756],[528864,2719709],[534610,1851408],[537550,1601549],[538539,2472081],[540783,2094504],[551442,2485587],[553910,2108635],[555509,2121960],[555629,2632860],[559688,2113869],[562006,1374532],[563041,2325770],[563508,2733173],[564875,1378221],[572154,2130989],[574885,1400868],[577353,2339999],[583131,2141339],[586484,1412199],[586951,2151457],[593252,1939262],[595024,1165275],[601797,2523857],[605512,2169764],[607550,1938445],[607615,2527692],[608486,1704766],[609381,2375923],[610166,1703646],[612331,1447768],[619358,2192861],[619478,2670732],[619738,2543944],[621043,2386716],[622440,2760652],[624526,1723766],[629055,1725431],[630521,2197566],[632278,1471441],[635765,2202542],[638496,1205638],[640964,2400864],[646770,1995021],[647297,2558910],[648236,2406378],[649993,2215576],[651003,2686891],[651738,1495854],[655739,2000965],[658679,1761664],[659668,1752991],[661440,1250596],[669614,2020604],[672312,2424562],[672839,1271303],[673778,1783886],[675535,2428397],[681281,2030138],[684221,1793376],[685210,1027968],[687454,2253144],[693109,1039059],[698113,1564386],[700581,2267275],[702180,2048102],[702300,2592620],[706359,2272509],[708677,1570908],[709712,1575717],[710179,2282627],[711546,1574597],[716975,2793596],[720073,1584497],[720732,2719412],[721467,1587334],[722944,1841874],[731591,2089523],[731711,1597767],[733276,2298322],[734673,1341721],[738590,2096738],[741288,2479610],[741815,1079476],[742754,1867007],[744511,2483445],[750528,2316089],[750648,1619243],[750908,2623133],[752213,2488279],[753610,1871399],[755346,1625019],[755696,1625027],[760225,1881101],[761691,2320794],[763448,1634199],[764662,1122180],[769666,1368010],[772134,2330886],[775380,889502],[777998,1899973],[778118,2504558],[778378,1146371],[779683,1656911],[781080,2347466],[783166,1910037],[787695,1911702],[789161,2344237],[790918,1666671],[794405,2349213],[799604,1927089],[805410,2164450],[805937,1434061],[806876,1687119],[808633,2362247],[809643,2652280],[810378,1691084],[814379,2170394],[817319,1947935],[818308,934091],[820080,1445826],[826336,2759214],[827750,1961560],[830525,1715721],[830875,1715729],[832817,1201341],[837240,1465125],[840997,1725808],[841732,1726603],[843209,1972494],[849238,967621],[851856,1980001],[851976,2553671],[852236,960100],[853541,1742232],[854938,2200795],[857231,1990847],[860329,1484131],[860988,1746654],[861723,1747449],[863200,1991431],[866434,1491889],[871847,2222621],[871967,1757882],[873532,2410944],[874929,1244866],[881544,2233426],[882071,1238831],[883010,1771424],[884767,2420156],[886404,2429333],[890161,2575308],[890896,1779161],[892373,1011547],[901020,2248163],[901140,1789594],[902705,2432175],[904102,1538097],[908019,2255378],[910717,2039840],[912183,2045737],[913940,1804550],[919957,1810792],[920077,1811070],[920337,1306486],[921642,1558070],[923039,2050129],[924775,1816846],[925125,1816854],[929654,2059831],[931120,2454647],[932877,1826026],[941563,2075218],[943859,1839640],[945273,1841290],[946393,1323469],[953619,1594923],[955033,2085804],[957808,1851400],[958158,1600071],[963816,2309788],[964523,2295480],[968280,2618509],[969015,1862282],[970492,1093183],[974465,1870769],[975879,2103519],[977419,1618965],[978654,1871391],[979004,1355456],[980946,1106987],[984259,1361694],[985369,1365293],[989126,1881478],[989861,1882273],[991338,2114453],[992938,2119946],[994572,1632785],[999985,1892428],[1000105,1892706],[1000365,1114659],[1001670,1644116],[1003067,2123987],[1005066,2508489],[1006480,1132664],[1009255,1901992],[1009605,1902000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] cell #3530 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [185481,1960228],[233122,2071500],[234970,2076202],[271470,2147758],[279563,1414424],[290128,2177328],[290255,2180314],[311710,1978329],[333561,2240732],[334241,2251083],[343604,1544498],[350659,1811134],[355993,2279185],[356462,2282490],[358752,1577942],[379644,2307148],[380324,2092443],[399772,1892770],[400768,2340830],[405081,2337329],[406182,2347329],[413948,1671945],[416848,1413999],[423891,2361861],[424571,1932766],[425391,1689652],[431104,2373352],[433934,1706870],[452786,2194159],[457099,2398194],[458200,2200658],[478939,2419770],[479619,2010885],[480439,1773957],[481086,2429157],[482090,2424358],[485308,1531435],[485813,2425977],[495770,1542529],[500170,2041842],[502331,2046687],[506644,2447739],[507745,2049992],[508336,1815836],[515511,1831300],[518411,1577517],[526323,2290505],[538995,2295304],[539999,2479406],[543217,1335059],[543722,2481025],[562467,2333153],[563196,2120545],[567509,2499757],[568610,2123850],[569201,1897472],[569740,2508494],[571305,2504382],[572309,2131643],[574791,1401003],[575669,1907494],[586159,1151488],[590952,2152787],[593708,2157705],[593866,1929780],[594712,2523653],[597930,1693807],[598435,2525272],[600356,1689227],[608392,1704901],[612792,2182098],[620194,2383856],[621198,2190658],[629737,1725096],[633351,2387968],[634916,2553495],[635920,2203196],[638402,1205773],[639280,1987522],[647452,2403127],[659029,2422075],[660124,2226681],[660282,2007899],[661128,2569736],[664346,1498577],[664851,2571355],[666772,1773532],[668505,2575313],[670070,2237048],[670228,2019634],[672514,1273103],[673684,1784021],[686670,2039505],[690393,2256635],[692968,2046608],[693637,1806996],[694533,2592444],[695537,1291229],[698019,1564521],[698897,1813863],[709138,2269542],[709387,1311603],[714180,2283957],[721835,2468288],[723400,2292124],[723558,2082092],[725394,2613169],[732427,1850740],[733431,2298976],[737481,2618514],[739046,2303464],[739204,2095768],[741490,1081276],[742660,1867142],[751364,2485419],[752368,2313886],[754866,1622036],[756250,2498113],[760907,1880766],[763842,2502389],[764521,2120466],[765190,1888632],[766086,2632684],[767090,1377791],[769572,1368145],[770450,1895499],[775239,2131564],[775908,1900892],[776626,887098],[779358,1395246],[788377,1911367],[793556,2150789],[794560,2349867],[797920,2156951],[800525,1929141],[801603,2652285],[803168,1163269],[803326,1933510],[805612,1435861],[806782,1687254],[817669,2364166],[819768,2179761],[823491,2377764],[827535,1453603],[831429,2547201],[832676,2190579],[833345,1966198],[835281,2670556],[842100,1725770],[843665,2391342],[843823,2198830],[845659,1471011],[849097,2203117],[849766,1980920],[850484,965217],[853216,1482052],[859804,1747239],[862091,2558618],[863656,2404746],[863814,2215190],[865650,1994686],[866340,1492024],[867793,2569902],[872683,2000297],[873687,2411598],[876185,1760675],[876659,2007260],[877737,2686896],[879302,1248590],[879460,2011629],[881746,1240631],[882916,1771559],[887523,1520783],[888067,2018995],[894823,2243037],[901856,2029470],[902860,2432829],[906910,2040179],[908475,2437317],[908633,2254408],[912089,2045872],[917198,1040128],[917867,1810929],[918585,1036655],[921317,1558764],[925679,2446095],[930336,2059496],[933271,2450371],[935515,2281959],[936519,1574167],[939879,2074229],[943994,2289386],[947839,2613335],[949162,2081453],[951319,2719417],[954818,1594885],[958712,1596548],[959959,2298897],[960628,2090442],[962564,1340821],[962722,2093187],[965642,1607345],[966186,2095129],[972942,2309453],[975664,1353495],[976975,1355945],[977325,1619102],[979558,1875066],[980805,2313807],[981474,2108157],[983410,2108597],[983934,1362388],[984748,2632467],[987942,1882063],[990229,1881440],[991794,2492905],[991952,2322058],[993788,1633769],[994478,1632920],[997226,1123249],[997895,1892565],[998613,1119776],[1001345,1644810],[1006050,1650030],[1010159,2335685],[1014011,2339961],[1020830,1912041],[1022395,2511868],[1022553,2345501],[1024389,1666241],[1027827,2349788],[1028496,2150349],[1031946,1417125],[1037080,1683155],[1037624,1933044],[1044380,2164115],[1046523,2523819],[1051413,2169726],[1052417,2532124],[1054915,1946946],[1056467,2180435],[1058032,1443820],[1058190,2181058],[1061646,1957830],[1065287,2759219],[1066036,2187552],[1068938,2670339],[1074873,1200016],[1077077,2388604],[1080922,1467306],[1081701,1737974],[1082245,2198191],[1084234,1726393],[1084402,1212366],[1085071,1978124],[1087686,1735351],[1091795,2396550],[1095647,2400826],[1097923,1487925],[1098553,2402008],[1099211,1746773],[1099617,1226016],[1099731,1226515],[1102398,1489168],[1103721,2214551],[1105878,1746616],[1109377,1495021],[1110688,1497471],[1111038,1757741],[1113271,1756663],[1114518,2411519],[1115187,2223540],[1117123,1504339],[1117281,2226285],[1117647,1243757],[1120201,1767460],[1120745,2011163],[1127501,2233091],[1134110,2424524],[1137590,2251204],[1141089,1786712],[1144983,1788375],[1146230,2432750],[1146899,2249082],[1148835,1537197],[1148993,2251827],[1151913,1539536],[1152457,2253769],[1159213,1804120],[1161720,1809385],[1165829,2053796],[1169681,2267237],[1171019,2592227],[1174213,2060793],[1176500,2060170],[1178065,2599930],[1178223,2455911],[1180059,1825596],[1180749,1824747],[1183497,1315076],[1184166,2071295],[1187616,1580643],[1191280,2717592],[1194067,1324407],[1199107,1586501],[1200441,1847504],[1202780,1334447],[1203529,2295870],[1206431,1597017],[1207742,1862646],[1210374,1600560],[1210724,1597626],[1210941,2092721],[1218415,2479572],[1221895,2092564],[1224033,1617558],[1224642,1870731],[1225391,2310780],[1228293,1618493],[1235802,1365152],[1236432,2490167],[1237090,1881597],[1237496,1366526],[1237610,1367025],[1240277,1630064],[1241056,1893644],[1241600,2321419],[1244426,2120083],[1247041,1891021],[1251150,2127654],[1255002,2330848],[1257114,2340996],[1260765,2504165],[1268904,2509130],[1272749,1662536],[1273528,1652653],[1274072,2344862],[1276061,1912664],[1276229,1407596],[1276898,2147553],[1279513,1668546],[1283622,1922088],[1287474,1677707],[1287632,2154084],[1294225,1684398],[1297705,1932887],[1301204,1690251],[1302515,1692701],[1302865,1944012],[1305098,1942934],[1306345,2532045],[1307014,2370211],[1308950,1699569],[1309108,2372956],[1309474,1438987],[1312028,1701908],[1312572,2180592],[1319328,1958679],[1322719,1454800],[1323328,1715061],[1325650,1456344],[1328506,2545805],[1329355,1968477],[1331660,1464375],[1332126,2194989],[1339081,1725927],[1339487,1469663],[1339601,1470162],[1342275,2209925],[1343160,2194325],[1346811,2553278],[1353652,1745942],[1362813,1997061],[1364543,1495178],[1365901,2408492],[1368803,1757132],[1370114,2012203],[1373313,2225819],[1380787,1768703],[1384267,2011006],[1386510,2428940],[1394337,1778328],[1395671,1781069],[1398010,1530823],[1398759,2429723],[1401661,1788844],[1402972,1779525],[1405604,1792387],[1405954,1789453],[1406171,2251361],[1413645,1800415],[1416957,2040802],[1417794,2042920],[1419872,2049461],[1423523,1810320],[1431032,1561528],[1431662,2597192],[1432320,2060327],[1432726,1562902],[1432840,1563401],[1435507,1821891],[1436286,1812008],[1436830,2455272],[1439656,2278723],[1442271,1827901],[1446380,2070217],[1450232,1837062],[1450390,2285254],[1453760,1585827],[1455266,2078251],[1455735,1586658],[1457423,2290671],[1459278,2470519],[1462609,1595042],[1464984,1593203],[1472887,1857396],[1473316,2295087],[1481143,1861449],[1482477,1864190],[1492873,2110436],[1495644,2318217],[1506678,2123319],[1510329,1891956],[1519704,1901332],[1522026,1651574],[1524882,2639472],[1525731,1904161],[1528036,1659605],[1528502,2341660],[1535457,1912198],[1535863,1664893],[1535977,1665392],[1538651,2138372],[1543187,1922557],[1547130,1926100],[1547480,1923166],[1547697,2153618],[1550028,1932213],[1559189,1935628],[1560919,1690408],[1562277,2529018],[1565179,1943403],[1566490,1934084],[1569689,2372490],[1577163,1954974],[1581312,2183176],[1587124,2386437],[1587698,2383639],[1589242,2193290],[1602342,1977515],[1606266,1981360],[1608588,1736895],[1611444,2676914],[1612293,1984189],[1618024,2211349],[1620181,2403293],[1636074,2010332],[1645235,2013747],[1648990,1777654],[1650496,2020240],[1650965,1778485],[1654508,2577544],[1657839,1786869],[1660214,1785030],[1668117,2036126],[1669012,2255014],[1675967,2040336],[1676373,1802772],[1676487,1803271],[1688103,2052290],[1690874,2452070],[1705559,2070686],[1710069,2284788],[1717890,2084397],[1722407,2085525],[1728511,2097995],[1734311,1860775],[1735817,2096374],[1736286,1861606],[1739829,2620745],[1747813,2485202],[1749357,2316518],[1772408,2126148],[1778951,2506963],[1779991,2141559],[1794169,2146944],[1795718,1920582],[1798093,1918743],[1809851,2160496],[1828367,2376143],[1841510,2189014],[1853569,1983358],[1862072,2556076],[1863112,1972130],[1873560,2217495],[1884181,2231093],[1891487,2229472],[1903330,2032299],[1904627,2428617],[1908678,2244165],[1914782,2021861],[1934550,2272729],[1968943,2294764],[1984655,2483665],[1991067,2312242],[2003126,2125317],[2012669,2114089],[2051459,2172555],[2052756,2362467],[2062911,2162117],[2110902,2215796],[2126614,2420376] ] cell #3531 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [208421],[261240],[289161],[319003],[322781],[354907],[359431],[364194],[388862],[419079],[426028],[429806],[434863],[440290],[467080],[484720],[501376],[509388],[515711],[519489],[524777],[542629],[574143],[575869],[586849],[592655],[600933],[608606],[614695],[637754],[639480],[671448],[673204],[673898],[685890],[699097],[709251],[740424],[742180],[742874],[770650],[773335],[779058],[779222],[791922],[806302],[806996],[847193],[852916],[853080],[882436],[883130],[886258],[891195],[921017],[921181],[948336],[964377],[969314],[984624],[1001045],[1001209],[1005132],[1035815],[1040752],[1070533],[1086768],[1102895],[1107667],[1118936],[1123873],[1131398],[1160802],[1196854],[1198056],[1215703],[1229888],[1233812],[1246123],[1258918],[1327317],[1338436],[1344964],[1354046],[1359226],[1360428],[1410933],[1454154],[1468973],[1490835],[1501954],[1534812],[1541340],[1595436],[1616912],[1631731],[1664203],[1697184],[1755551],[1787263],[1823558],[1855003],[1941822],[2033733],[2155052] ] cell #3532 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [323187],[393243],[430212],[467759],[472539],[513769],[519895],[525456],[555411],[593061],[601612],[606392],[612987],[619260],[650987],[672127],[692420],[702082],[709930],[714710],[720716],[741103],[777900],[779901],[792826],[799852],[809627],[818820],[826320],[851758],[853759],[890145],[892099],[892885],[906640],[921860],[933871],[968264],[970218],[971004],[1001888],[1005050],[1011136],[1011327],[1025569],[1041656],[1042442],[1086686],[1092772],[1092963],[1124777],[1125563],[1129131],[1134253],[1166806],[1166997],[1196772],[1213436],[1218558],[1234716],[1252127],[1252318],[1256687],[1289246],[1294368],[1326252],[1342733],[1359144],[1364165],[1375808],[1380930],[1388793],[1419445],[1456996],[1458162],[1475599],[1489770],[1493786],[1506251],[1519277],[1588815],[1599444],[1605839],[1614890],[1619754],[1620920],[1670829],[1714342],[1728084],[1748930],[1759559],[1791271],[1797666],[1850021],[1870012],[1883754],[1914355],[1945830],[1999578],[2028751],[2062484],[2091093],[2169007],[2249733],[2354502] ] cell #3533 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561294],[657406],[707965],[755855],[762075],[816046],[824703],[831034],[867396],[914835],[925284],[931504],[940290],[947442],[985080],[1009764],[1034547],[1046126],[1055904],[1062124],[1069270],[1091400],[1133713],[1135948],[1150955],[1159519],[1171351],[1181805],[1218018],[1220253],[1261097],[1262667],[1263555],[1278947],[1296063],[1310620],[1347143],[1348713],[1349601],[1382625],[1392436],[1393143],[1408406],[1425425],[1426313],[1479242],[1479949],[1512231],[1513119],[1520709],[1522368],[1555954],[1556661],[1607271],[1608930],[1624600],[1642000],[1642707],[1650154],[1683081],[1684740],[1735475],[1752592],[1767386],[1769045],[1809509],[1810855],[1847430],[1876623],[1891145],[1892491],[1933168],[1968601],[1978050],[1988821],[2011287],[2071221],[2078953],[2092845],[2147479],[2180716],[2195691],[2251485],[2342362], [261878,2235696],[323296,2332700],[345171,1924475],[355545,2166720],[389001,2415942],[393739,2421841],[418441,2041389],[430321,2269089],[435501,2072604],[440429,2471362],[467812,2496805],[473069,1372864],[496123,1921635],[500861,2152553],[509527,2358033],[514265,2363932],[520004,2181645],[520642,1960323],[525509,2546525],[534479,958317],[550839,979163],[554758,2568369],[561101,1243194],[574282,2236904],[575144,1787922],[586755,2039271],[601665,2444787],[606922,1569240],[608745,2069764],[613483,2283723],[613998,1838121],[618607,2612355],[628923,1080525],[637893,2303320],[638755,1596095],[646638,1102001],[655608,1112876],[657794,1372699],[672180,2334377],[673110,1911133],[674037,2137919],[681150,1144588],[685069,2150424],[697510,1165434],[698372,1942481],[701429,2522286],[707772,1438424],[709983,2179527],[710077,1953961],[715240,1709620],[715883,1960158],[716686,2667983],[730840,1206763],[741156,2395242],[742086,1724862],[743013,2209472],[749777,1228625],[760093,1239880],[769063,1250755],[769925,1756210],[777247,2422991],[778237,2029105],[779954,2242803],[780048,2026464],[787563,1272352],[796533,1283227],[800382,1805764],[805278,1293828],[806208,2059262],[807135,2053343],[814248,1304703],[816434,1569075],[818167,2281594],[818988,2070421],[824510,1580080],[836951,1078067],[846702,1341880],[851105,2478039],[852095,1850375],[853812,2309219],[853906,2102598],[856942,1100663],[866693,1874613],[871096,1369135],[881412,1380390],[882342,1880532],[883269,2127201],[886115,2502930],[886189,2139465],[892232,2339596],[893053,2138576],[900269,1401993],[910585,1413248],[912442,1415483],[914642,1678766],[919206,1423855],[920196,2169361],[921913,2163881],[922007,1936937],[929522,1435110],[933881,2179363],[938492,1445985],[940678,1709455],[944984,946104],[960891,1466293],[963684,1472490],[964234,2552043],[964308,1970036],[970351,2400461],[971172,2210129],[981737,1750666],[984530,1994452],[994831,1505398],[999234,1510661],[1000224,1999932],[1001941,2232857],[1002035,2015056],[1005201,2422857],[1011337,2242639],[1015681,1269894],[1025432,1538256],[1028759,1799402],[1029835,1543519],[1032542,1545977],[1032636,1545089],[1034935,1805599],[1035672,1292490],[1035746,2270635],[1041789,2266872],[1042610,2054000],[1049826,1565511],[1060142,1576766],[1061999,1579001],[1070390,2611224],[1070464,1839416],[1083166,1596752],[1085370,1602674],[1086837,2477905],[1092973,2309055],[1104642,1875270],[1106846,2108232],[1115450,1629051],[1118243,1635248],[1118337,1898063],[1118793,1379052],[1118867,2111995],[1124910,2330483],[1125731,2127858],[1129141,2333775],[1131255,1132375],[1131329,2338038],[1147162,1661523],[1149955,1667720],[1150505,1410790],[1153378,1922292],[1156622,1675179],[1157443,1674472],[1160871,2357111],[1167007,2163717],[1181102,1700628],[1185505,1705891],[1188212,1708349],[1188306,1707461],[1196923,2544947],[1197913,1461392],[1197987,2191367],[1202706,1723588],[1208665,1724698],[1213446,2394640],[1215560,1216680],[1215634,2398903],[1224568,2210440],[1229745,2679606],[1229819,1988973],[1230527,1994288],[1242521,1756867],[1244725,1762789],[1245546,2016982],[1246192,2415020],[1252328,2232693],[1258987,2423726],[1262217,1534669],[1274993,1788579],[1277197,1794501],[1278664,1799098],[1280436,2039107],[1284800,1800757],[1289256,2261612],[1307277,1820878],[1310070,1827075],[1310164,1816427],[1316737,1834534],[1317558,1833827],[1323254,2289873],[1324333,1584319],[1326262,2469518],[1327386,2469887],[1331784,1848736],[1338293,1348263],[1338367,2299685],[1345033,2478774],[1353776,2102972],[1359295,2624136],[1360285,1624150],[1360359,2104094],[1365078,1879258],[1371037,1880368],[1374322,2129211],[1375818,2325223],[1388803,2334785],[1392153,1661219],[1397936,1909859],[1403895,1910969],[1408676,1921746],[1410864,2519429],[1424975,1697041],[1437751,1943138],[1439955,1949060],[1440776,1938863],[1441422,1953657],[1447558,1955316],[1453884,2188114],[1454924,1713057],[1456270,1967128],[1458172,2385537],[1464910,2389091],[1465989,1478959],[1469042,2549843],[1475609,2395650],[1486772,2211506],[1487851,1744434],[1489780,2559848],[1490904,2560217],[1495302,1998293],[1495572,2227226],[1501811,1511781],[1501885,2219477],[1522638,1788033],[1523762,2026160],[1528160,2027466],[1534743,2433538],[1541409,2585799],[1555671,1820574],[1561454,2057988],[1567413,2059098],[1570698,2055353],[1572194,2069875],[1586782,2082315],[1587052,2292669],[1595166,2296432],[1596206,1609200],[1597552,2091372],[1599454,2475220],[1610324,2102294],[1616642,2104173],[1617682,1868727],[1619028,1870291],[1620930,2487100],[1627668,2318374],[1628747,1641717],[1631800,2629032],[1651500,2136557],[1653402,2138030],[1660140,2509617],[1664272,2643510],[1670839,2516176],[1685010,1942592],[1686134,1936633],[1690532,2167722],[1690802,2158250],[1697115,2366148],[1726051,2199053],[1726321,2391887],[1729516,2392053],[1736821,2208110],[1738723,2209583],[1746897,1989822],[1747167,2405291],[1750362,1752309],[1755281,2219556],[1756321,1769315],[1757667,1999857],[1759569,2565550],[1770439,2014752],[1778609,2240955],[1778879,2237593],[1786993,2430285],[1789379,2250012],[1791281,2582245],[1802151,2260934],[1812757,2053454],[1819495,2452227],[1823627,2709772],[1854733,2299764],[1861730,2307371],[1862000,2304009],[1874724,1876893],[1881721,2112844],[1881991,2493450],[1885186,1887133],[1894393,2127312],[1912322,2345724],[1912592,2512413],[1915787,2512579],[1923092,2354781],[1924994,2356254],[1933438,2161476],[1941552,2366227],[1943938,2169286],[1945840,2659217],[1956710,2184181],[1973110,2199692],[1990461,1992047],[2004290,2006459],[2004560,2414519],[2011557,2230452],[2033463,2433617],[2040460,2441224],[2040730,2437862],[2043925,2588761],[2060451,2271484],[2060721,2600475],[2063916,2065863],[2073123,2285952],[2093115,2301897],[2113483,2115069],[2142539,2346363],[2154782,2519508],[2173719,2175888],[2173989,2535045],[2180986,2377123],[2251755,2435750],[2255994,2441863],[2272123,2273709],[2286222,2464060],[2353650,2356524] ] cell #3534 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [261541],[322875],[355208],[389726],[393246],[429900],[435164],[442804],[468600],[501677],[510252],[513772],[519583],[528089],[555743],[576657],[592749],[602453],[609470],[612990],[621512],[640268],[674760],[675624],[685984],[692423],[702414],[710771],[716903],[743736],[744600],[779152],[780152],[781672],[792829],[808722],[819152],[853010],[854010],[855530],[884856],[886332],[892102],[894207],[905765],[921111],[923631],[964451],[970221],[972326],[1001139],[1003659],[1005344],[1010261],[1041659],[1043764],[1070607],[1086980],[1091897],[1107761],[1124780],[1126885],[1129074],[1161014],[1165931],[1197066],[1213379],[1229962],[1234719],[1246335],[1251252],[1259130],[1289189],[1326195],[1327529],[1345176],[1359438],[1363290],[1375751],[1388736],[1458105],[1469185],[1475542],[1484663],[1489713],[1491047],[1541552],[1585029],[1599387],[1620863],[1631943],[1664415],[1670772],[1724298],[1745144],[1759502],[1791214],[1823770],[1879968],[1910569],[1945773],[1975941],[2058698],[2145370],[2258825] ] cell #3535 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [138022,1038138],[164842,1121259],[178199,1163202],[195485,1211455],[210149,1248523],[225918,1039991],[233335,1313086],[244136,1335577],[246432,1340754],[261747,1373827],[263360,1123112],[276225,1406685],[280950,918448],[290889,1443753],[303033,1465596],[303180,1466201],[305640,1212229],[321108,1499095],[323404,1504272],[324151,998476],[330616,776489],[337803,1531953],[340099,1537130],[345040,1548211],[355414,1570203],[357027,1314939],[365359,1074736],[368375,1333342],[370379,1595903],[370818,1596035],[376699,850347],[387177,1622554],[391095,1628354],[391242,1628959],[393702,1374601],[410058,1660826],[410205,1661431],[412665,1407459],[416253,1672463],[418549,1677640],[428133,1694325],[430429,1699502],[431176,934160],[435370,1710583],[439360,1192962],[444647,1463261],[447120,1724708],[449744,969593],[464654,1234091],[465646,1749969],[465793,1750574],[467670,1496860],[469674,1756018],[470113,1756150],[485885,1011616],[488901,1529718],[490905,1787730],[491344,1787862],[497225,792201],[498217,1798705],[498364,1799310],[499664,1801545],[500824,1285079],[507703,1814381],[511621,1820181],[511768,1820786],[514228,1570977],[517816,1831818],[520112,1836995],[520511,1581910],[524091,1321605],[525367,1590459],[530147,1593823],[533410,1092317],[543794,1093252],[549770,1355334],[552636,1874421],[553075,1874553],[555057,1626019],[557530,1880378],[560154,1124152],[568568,1896017],[573213,1130551],[578130,1908012],[578500,1658491],[580973,1910979],[583597,891474],[586613,1410086],[588617,1921443],[589056,1921575],[590564,1923778],[590711,911373],[598507,1167286],[599499,1936240],[599646,1936845],[601523,1692090],[603527,1942289],[603966,1942421],[609634,1703175],[610839,1953264],[610986,1953869],[612286,1956104],[613446,1447837],[614106,1451210],[617849,1452541],[618906,1718751],[627505,969754],[628781,1729728],[636824,1214856],[641741,1988040],[642399,1989301],[645220,1485123],[646496,1486984],[648623,1994298],[651276,1753938],[654539,1251672],[664923,1252607],[665915,2014359],[666062,2014964],[670762,1257661],[672038,1782286],[672968,1533965],[675788,1783415],[676282,2025767],[676429,2026372],[676818,1785650],[680081,1010681],[685368,1540083],[687841,2039117],[689510,1031124],[689949,2041329],[690465,796661],[696441,1290666],[699307,2053151],[699746,2053283],[701358,2056141],[701728,1817846],[704201,2059108],[706825,1041031],[709841,1573604],[710550,1828978],[710984,1577235],[711845,2069572],[712284,2069704],[713792,2071907],[713939,1060930],[719152,1839744],[721005,1844741],[731139,1854430],[739738,1343707],[741014,1865407],[741944,1337589],[744764,1866536],[745258,2101901],[745405,2102506],[746080,2103620],[749019,1615299],[750076,1616339],[753272,1363710],[758675,1124313],[759951,1627880],[763914,1127810],[767994,1377228],[770860,2127009],[771299,2127141],[772911,2129999],[777211,2131430],[777546,1905022],[778536,1662946],[779812,1655918],[781451,1906278],[781885,1668189],[781958,2137727],[782397,2137859],[786145,891635],[787421,1915999],[792362,909167],[795464,906185],[801039,2158730],[803860,1420419],[805136,1422031],[806066,1696337],[807263,2163727],[808886,1937974],[809380,2166023],[809527,1170659],[809916,1940209],[813179,1166351],[818466,1702455],[819176,1705636],[819474,1951061],[820939,2179373],[822608,1186794],[823047,2181585],[823563,938620],[828802,1961661],[836259,1460688],[839417,1970364],[841270,1975361],[851069,2202983],[851404,1985050],[852394,1467716],[853670,1741239],[855309,1986306],[855743,1472959],[855816,2209280],[856255,2209412],[859408,1486379],[861261,1744564],[864348,1234252],[867865,1246478],[871395,1754978],[874591,1505236],[877173,2227706],[879994,1507225],[881270,1508837],[882200,1501107],[883397,2232703],[885020,2016093],[885514,2234999],[885661,1255980],[886564,2236205],[888581,2018474],[890011,2020382],[890067,2236844],[890434,2023471],[892531,1782695],[894231,1794246],[894529,2024643],[895132,2242649],[900568,2033160],[910443,2044137],[915509,2262260],[919170,2262600],[919505,1552119],[920495,1822301],[921771,1815273],[922701,1295901],[923410,2054407],[923844,1294297],[923917,1298972],[924356,2269029],[928104,1041192],[929380,1819707],[933343,1044689],[934321,1058724],[934897,1831975],[937423,1055742],[947911,1327672],[949676,2293860],[952586,1590868],[956085,2085905],[963542,1601970],[964683,2302621],[966700,2094608],[968130,2096516],[968186,2303260],[968553,2099605],[970650,1865816],[972350,1602419],[972648,2100777],[973251,2309065],[976931,1616471],[977092,1356463],[984388,1623446],[984825,1375616],[987546,1627275],[989399,1879388],[992486,1374762],[995537,2325871],[999198,2326211],[999533,1638165],[1000523,1630474],[1001799,1896909],[1002729,1382463],[1003438,2128265],[1003872,1380859],[1003945,1385534],[1004384,2332640],[1005368,1908820],[1005487,2333785],[1006640,1899835],[1007532,2131090],[1008079,2333890],[1008961,2132812],[1011777,1138857],[1013393,1917285],[1014989,1135786],[1018147,2139793],[1020000,2144790],[1030134,2154479],[1032400,1927510],[1036121,1421139],[1039568,2160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] cell #3536 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393657],[472521],[514183],[555333],[560666],[606374],[613401],[619182],[651543],[692834],[702004],[707337],[714692],[721272],[755552],[777822],[799834],[810183],[818742],[824075],[830731],[851680],[890701],[892807],[906557],[914207],[924981],[934427],[968820],[970926],[1009461],[1011053],[1011883],[1026337],[1042364],[1055601],[1091097],[1092689],[1093519],[1125485],[1135021],[1135645],[1150232],[1166723],[1167553],[1219326],[1219950],[1252044],[1252874],[1258147],[1261944],[1295136],[1295760],[1344193],[1347990],[1364082],[1381698],[1382322],[1387637],[1420905],[1424702],[1474443],[1494554],[1507711],[1511508],[1551155],[1552605],[1591354],[1623877],[1637201],[1638651],[1681659],[1720057],[1730623],[1743377],[1765964],[1830478],[1840772],[1855736],[1916894],[1952235],[1971392],[2034466],[2140821], [323191,1116205],[370957,731415],[393340,992762],[393682,2017291],[430216,1308032],[447715,841537],[470252,871671],[472596,2129585],[472652,1116035],[491483,900844],[513866,1179033],[514208,1939172],[519899,1449314],[520615,1711794],[532820,958014],[553214,750352],[555468,2229760],[558125,989666],[560722,2235144],[581568,1020267],[589195,1030410],[590709,1284516],[593065,1549422],[604105,1050401],[606449,2055727],[606505,1307862],[613084,1318302],[613426,1834136],[614070,1582186],[619317,2295052],[624382,1078284],[649218,861528],[651664,2327724],[653949,1112573],[679491,1144285],[688436,1155091],[690088,1157197],[690128,1414556],[692517,1418668],[692859,1674781],[699885,919781],[702139,2160784],[704796,1175937],[707393,2166168],[710149,1705493],[712423,1186080],[713937,1447274],[714767,1955690],[714823,1449144],[715978,1711624],[719929,945201],[721393,2387882],[752682,978860],[755255,2416664],[771438,999809],[777957,2020528],[780120,1784613],[782536,1277772],[783022,1270111],[792923,1543121],[794874,1282924],[796673,1544366],[797256,1285346],[799909,1801131],[799965,1549252],[807858,1040258],[809525,1560458],[810304,2264113],[812589,1304400],[818877,1831404],[819083,1831856],[821534,1315206],[823186,1317312],[823226,1578074],[824131,2072052],[830434,2471373],[851815,2096662],[853978,1867734],[856394,1085945],[857159,860185],[883992,1123379],[885659,1646504],[889358,1131472],[890822,2132943],[892196,1401595],[892942,1907598],[893148,1908050],[895727,1407726],[906044,1411007],[906197,1669673],[906697,1672049],[906753,1672501],[910783,1415180],[914263,1923923],[922079,1687846],[922111,1165131],[924495,1440530],[924535,1689784],[924684,2358755],[933893,1953003],[934548,1953409],[936833,1445682],[938632,1706738],[939215,1448104],[942715,2543214],[967477,1215777],[968941,2204496],[970315,1206365],[971061,1987626],[971267,1988078],[973846,1212496],[1002107,1772151],[1002139,1250452],[1004523,1245300],[1004563,1774089],[1009164,2237626],[1010540,1534886],[1010693,1790115],[1011193,1531539],[1011249,1531991],[1011349,2025506],[1012004,2025912],[1014399,1537953],[1025579,1798444],[1025997,1540569],[1026461,1798850],[1035889,1038915],[1041753,1565113],[1042499,1813967],[1042705,1814419],[1044701,1815704],[1045284,1571244],[1055304,2069483],[1055754,1829028],[1060340,1578698],[1090800,2304042],[1092176,1338510],[1092329,1598288],[1092829,1335163],[1092885,1335615],[1092985,2101640],[1093640,2102046],[1096035,1341577],[1119010,1122036],[1124874,1368737],[1125620,1895603],[1125826,1896055],[1127822,1897340],[1128405,1374868],[1128986,2333471],[1129153,2130591],[1129425,1659274],[1134263,1660565],[1134681,1663432],[1135145,1660971],[1135348,2137638],[1135798,1906328],[1150152,1921354],[1161169,1929648],[1166210,1697258],[1166363,1944674],[1166863,1693911],[1166919,1694363],[1167019,1935979],[1167674,1936385],[1170069,1700325],[1181667,1702941],[1198130,1201197],[1213291,2394336],[1213458,2202144],[1213730,1464044],[1218568,1465335],[1218986,1468202],[1219450,1465741],[1219653,2209191],[1220103,1986356],[1234813,1492616],[1246490,2007767],[1251531,1502028],[1251684,1758403],[1252184,1498681],[1252240,1499133],[1252340,2014098],[1252995,2014504],[1255390,1505095],[1256697,1785794],[1256744,2236116],[1259285,2019502],[1261864,1787641],[1263417,1783181],[1289268,2046936],[1289540,1818629],[1294378,1819920],[1294796,1822787],[1295260,1820326],[1295463,2053062],[1295913,2054457],[1322388,1326546],[1326107,2469214],[1326274,2291848],[1327684,2081960],[1342743,1593967],[1342790,2302532],[1345331,2095636],[1347910,1595814],[1349463,1866302],[1360502,1363569],[1363722,1875727],[1364222,1622140],[1364278,1622592],[1375830,2120794],[1376102,1626802],[1380940,1628093],[1381358,1630960],[1381822,1628499],[1382025,2126920],[1382475,2128315],[1386554,1909143],[1388815,2131892],[1389087,1905805],[1415333,2155785],[1419455,1940353],[1419502,2157928],[1422043,2159758],[1424622,1942200],[1426175,1937740],[1452685,1457006],[1457053,2385030],[1458184,2190907],[1458456,1719534],[1469340,2198698],[1473360,1722872],[1475621,2203445],[1475893,1985833],[1485906,1490064],[1486996,1990329],[1489625,2559544],[1489792,2404470],[1491202,2215058],[1493796,1749708],[1494214,1751469],[1494678,1750114],[1505248,2005293],[1506261,1754082],[1506308,2226904],[1508849,2228734],[1511428,1755929],[1512981,2015859],[1519287,2023615],[1519334,2237271],[1541707,2254276],[1545839,2045032],[1550072,2057272],[1578851,2286955],[1583603,1587742],[1588825,1844885],[1588872,2292347],[1599466,2299225],[1599738,1855213],[1601982,2301041],[1605849,2099749],[1605896,2303687],[1614900,1868206],[1615443,1619764],[1616524,1870022],[1617122,1621214],[1619811,2486593],[1620942,2314135],[1623797,1874332],[1627892,2113351],[1632098,2321926],[1635110,1886293],[1636118,1878542],[1649034,2135841],[1664570,2345369],[1670851,2350116],[1671123,2155262],[1700478,2174722],[1704079,2375405],[1708211,2185288],[1714352,1962463],[1717934,1966412],[1728094,1975505],[1728141,2391565],[1729740,2199560],[1734355,2207394],[1743232,1988499],[1743718,1747857],[1744708,1748940],[1744721,1990184],[1748987,2404969],[1755163,1999588],[1755761,1759853],[1759581,2411847],[1762097,2413663],[1791293,2433078],[1791565,2033943],[1793809,2434894],[1797676,2258389],[1797723,2437540],[1819719,2271991],[1823925,2455779],[1826937,2065023],[1840627,2078631],[1850031,2086707],[1853613,2090656],[1854615,2091103],[1869575,1873604],[1879532,1883764],[1879545,2113206],[1883811,2493128],[1914365,2144934],[1914412,2512091],[1916011,2346231],[1920626,2354065],[1927522,2520785],[1941434,2169017],[1942032,1946124],[1945852,2532373],[1948368,2534189],[1971247,2195369],[1975518,2199415],[1999141,2003170],[2028761,2245347],[2032343,2249296],[2033345,2249743],[2044149,2441731],[2058262,2062494],[2058275,2271846],[2062541,2600153],[2075651,2608847],[2140676,2342040],[2144947,2346086],[2154664,2354512],[2168570,2172599],[2258402,2441586] ] cell #3537 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [226253,1291606],[263695,1378168],[282450,1421804],[305975,1471388],[325651,1508610],[346977,1293532],[357362,1574544],[359832,1837837],[371098,1596705],[374177,1601743],[394037,1634146],[396090,1380094],[413000,1666618],[419323,1164009],[432290,1951731],[432676,1703840],[435633,1711708],[447609,1725106],[447895,1725479],[450983,1472194],[470393,1756820],[473472,1761858],[474371,1249330],[482612,1008339],[487710,2025313],[491624,1788532],[494703,1793570],[499682,2041999],[501159,1804497],[514563,1825973],[516124,2067890],[516545,1832995],[516616,1576470],[526845,1330538],[530498,1594594],[532839,1850495],[533272,1850732],[540521,1089975],[545619,2101447],[553355,1875223],[558019,1880776],[558305,1881149],[561393,1634952],[577070,2137085],[577491,1918305],[581462,1911377],[581748,1911750],[584836,1667424],[589336,1922245],[590319,2152797],[590740,1156215],[592415,1927283],[600332,2165569],[604246,1943091],[607325,1948129],[608224,1181509],[608898,1954161],[609051,2177755],[612304,2182255],[613781,1959056],[618200,1453312],[624401,1722853],[627191,1971668],[630259,1218828],[640681,2208638],[641102,1732034],[647974,1494056],[649112,1994696],[649398,1995069],[651627,1754709],[653968,2000052],[654401,2000289],[666748,2234545],[671283,2238255],[673516,1263259],[675052,2035313],[675205,2242021],[677169,1786421],[679510,2029225],[679943,2029462],[687192,1025839],[688330,2039515],[688616,2039888],[689516,1284022],[689669,2256627],[691704,1545681],[700026,2053953],[700298,2268255],[700719,1555122],[701376,2269699],[704690,2059506],[704976,2059879],[708064,1826779],[710161,2070581],[712564,2070374],[713547,2283967],[713968,1316330],[715643,2075412],[719948,1583584],[721356,1845512],[726844,1848657],[730433,1092302],[740259,2304671],[742492,1349305],[744028,1856583],[744181,2308437],[749370,1616070],[752701,2108352],[753134,2108589],[755571,1878523],[758361,2113627],[761429,1381200],[771579,2127811],[771851,2331866],[772272,1641168],[772929,2333310],[773647,2139264],[776840,1387965],[777002,2335580],[781062,2146839],[782677,2138529],[783041,1909124],[785831,2141097],[788899,1134523],[792368,1153767],[792552,1670001],[794893,2150544],[795326,2150781],[796646,911921],[804381,2359384],[806614,1426017],[807752,2164125],[808038,2164498],[808150,1683585],[808303,2363150],[809135,2364176],[809556,1429672],[810267,1940980],[812608,2169481],[813041,2169718],[821428,2179771],[821714,2180144],[822614,1446780],[822767,2377756],[824802,1708053],[829609,1712978],[830750,1966393],[840213,969760],[841621,1729713],[847505,1969835],[850698,1474771],[850860,2396445],[854920,1977410],[856535,2210082],[857178,2212471],[860204,1743699],[861612,1486969],[864034,2215334],[867100,1998214],[870689,1251657],[880515,2417293],[882748,1512823],[883886,2233101],[884172,2233474],[884284,1767890],[884437,2421059],[885269,2422085],[885690,1516478],[886386,2244060],[889067,2424055],[889377,1518026],[890785,2024242],[891641,1018943],[891825,1790443],[895621,2243047],[895907,2243420],[896273,2027387],[899862,1010666],[906063,1796415],[906170,1029428],[908853,2254552],[915606,1807524],[916011,2446105],[918799,1551483],[918961,2445990],[922130,2266992],[922563,2267229],[923021,1810215],[923923,1559964],[924076,2450363],[925000,2057253],[927790,2272267],[930858,1294638],[934327,1313882],[934511,1829356],[936852,2281714],[937285,2281951],[938605,1061478],[945220,2079373],[947146,2082236],[948648,2079615],[953107,2472002],[958033,1854372],[964505,2085420],[967186,2479103],[967496,1604588],[968904,2100376],[969944,1598616],[973740,2309463],[974026,2309836],[974659,2311940],[977738,1868648],[978879,1616281],[982406,1363695],[988342,1124319],[989750,1627865],[994310,1127795],[995634,1889160],[996039,2498123],[998827,1637529],[998989,2498008],[1002158,2330603],[1002591,2330840],[1003049,1891851],[1003951,1646010],[1004104,2502381],[1004981,2340527],[1007629,1648169],[1008034,2335695],[1009480,2135822],[1010559,1913104],[1011783,1396446],[1011967,1906656],[1014418,2339716],[1014851,2339953],[1020351,1915984],[1035908,2359142],[1035943,1930207],[1036127,1681155],[1036350,2523811],[1038624,2523350],[1038934,1680398],[1040342,1422016],[1041198,1174613],[1041382,1945002],[1042764,2362005],[1044674,1180581],[1045830,2167643],[1049419,1166336],[1055620,1950974],[1055727,1185098],[1058410,2375681],[1067219,2188712],[1070661,2188909],[1071828,1967656],[1072233,2547211],[1075087,1720385],[1075249,2547096],[1078303,1969593],[1080229,1975317],[1086617,2193856],[1089265,1733490],[1089670,2396560],[1091116,2207375],[1092195,1726833],[1093419,1483252],[1093603,1986684],[1096054,2400581],[1096487,2400818],[1099779,1486588],[1101705,1744520],[1103207,2212713],[1105031,1234258],[1108884,1246463],[1112592,1754920],[1116119,1505221],[1119029,2417051],[1119064,2008326],[1119248,1765460],[1119471,2569894],[1121745,2569433],[1122055,1764703],[1123463,1508822],[1124503,1758731],[1125885,2419914],[1129444,2422977],[1131491,2238013],[1131526,1775648],[1131710,1518783],[1131933,2424516],[1133417,2240876],[1135664,2024556],[1135771,1266914],[1138543,2428155],[1144304,2033102],[1155175,2044122],[1160395,2592200],[1160651,1560814],[1160930,2445793],[1161142,1300711],[1165150,1551918],[1166229,2061233],[1167453,1296858],[1167637,2054785],[1168677,1295886],[1176021,1819692],[1196374,1327657],[1196703,2290202],[1198149,2471760],[1198184,2083381],[1198368,1846583],[1198591,2613327],[1200906,2612866],[1201216,1845826],[1204712,2085223],[1209321,1852748],[1212580,1601955],[1213749,2478025],[1215796,2304429],[1215831,1858769],[1216015,1605345],[1216238,2479564],[1217722,2307292],[1219969,2100690],[1220076,1352960],[1222848,2483203],[1226574,1616668],[1226751,1356469],[1230016,2312137],[1231183,2109615],[1234442,1876055],[1234989,1375415],[1237658,1627484],[1239584,1879344],[1242910,1374768],[1245716,2632440],[1245972,1364438],[1246251,2497811],[1250471,1637964],[1251550,1882503],[1252774,1383420],[1252958,2128643],[1253998,1382448],[1257025,2503216],[1258166,2132785],[1258511,2504138],[1258767,1650860],[1259046,2335383],[1259258,1391604],[1270130,2139022],[1272056,2144746],[1281092,1919761],[1282943,2154421],[1285246,1678482],[1285430,1927495],[1288853,1430219],[1291825,1421981],[1295779,2164812],[1304419,1941191],[1307946,1700451],[1315290,1704052],[1321133,2668048],[1322407,1963356],[1324837,1457769],[1326565,2545067],[1326910,2670312],[1327166,1455630],[1327445,2546899],[1336754,1469313],[1338529,2397672],[1338564,1973743],[1338748,1727590],[1339649,1729332],[1341596,1729936],[1343071,2552329],[1344212,2204338],[1344557,2553251],[1344813,1736181],[1345092,2396248],[1345304,1478410],[1358746,1491175],[1359075,2402824],[1360521,2562090],[1360556,2216479],[1360740,1996140],[1363588,1995383],[1367084,1755307],[1367261,1497995],[1371693,2002305],[1374952,1762070],[1378387,1508787],[1382341,2233788],[1386376,2574313],[1388400,1521213],[1399942,2243863],[1404551,2031478],[1407810,1793782],[1411026,2252477],[1411061,2037499],[1411245,1797172],[1412952,2258201],[1415199,2044345],[1415306,1549336],[1420924,2263955],[1432888,1819311],[1434814,2058074],[1438140,1571144],[1445701,1829791],[1448004,1579796],[1448188,2075624],[1449228,1578824],[1451884,2717556],[1452939,1583792],[1453109,1583821],[1457334,2611510],[1464063,1848320],[1466493,1599051],[1468221,2306093],[1468822,1596912],[1469101,2480566],[1470221,1854759],[1470398,1601084],[1471607,1601920],[1473182,2617514],[1475206,1607775],[1485925,2105315],[1488355,1620527],[1490083,2624256],[1490684,1618388],[1490963,2626088],[1500272,1632071],[1502047,2499235],[1502082,2115702],[1502266,1883260],[1505114,1885606],[1507730,2327566],[1533130,1664543],[1534905,2336807],[1534940,2143172],[1535124,1913861],[1536025,1915603],[1537972,1916207],[1540588,2148369],[1541189,1922452],[1541468,2348632],[1541680,1673640],[1563460,1941578],[1563637,1693225],[1568069,2171734],[1571328,1948341],[1574763,1704017],[1578717,2184601],[1587564,2668988],[1591373,2387724],[1594221,1723061],[1594391,1723090],[1615697,1743907],[1615867,1743936],[1620092,2679892],[1626821,1997877],[1629251,1759166],[1630979,2418715],[1631580,1757027],[1631859,2570896],[1634365,1762035],[1659293,2027050],[1661723,1790878],[1663451,2239677],[1664052,1788739],[1664331,2425518],[1665451,2033489],[1665628,1792911],[1666837,1793747],[1670436,1799602],[1676535,2043741],[1695502,1823898],[1697277,2447217],[1697312,2274342],[1697496,2061990],[1700344,2064336],[1702960,2279539],[1719553,2080249],[1747679,2727108],[1751488,2489287],[1754336,1878731],[1754506,1878760],[1783200,2337683],[1786048,1909332],[1786218,1909361],[1803330,2154808],[1803507,1926624],[1804716,1927460],[1818648,2167306],[1821078,1945437],[1822806,2360806],[1823407,1943298],[1823686,2524813],[1826192,1948306],[1845139,1966601],[1845309,1966630],[1866321,2398548],[1905824,2238889],[1937759,2448093],[1940607,2057461],[1940777,2057490],[1959275,2075589],[1985852,2305305],[2015878,2500111],[2023869,2136030],[2024039,2136059],[2100003,2207583],[2100173,2207612] ] cell #3538 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520328],[608671],[673963],[709417],[742939],[779388],[807061],[818290],[853246],[883195],[887553],[892355],[912368],[921347],[965672],[970474],[994757],[1001375],[1006462],[1031976],[1037110],[1041912],[1061925],[1081731],[1088098],[1117677],[1120231],[1125033],[1130045],[1151943],[1156745],[1162132],[1163299],[1181028],[1187646],[1200471],[1208154],[1214350],[1235832],[1241086],[1244848],[1247453],[1248620],[1273558],[1279925],[1290160],[1291641],[1309504],[1312058],[1316860],[1325680],[1329767],[1337083],[1340851],[1362843],[1365275],[1370526],[1376722],[1378203],[1395701],[1403384],[1409580],[1421525],[1431062],[1436316],[1440078],[1442683],[1443850],[1456467],[1460182],[1467336],[1471423],[1482507],[1489198],[1493285],[1494941],[1500601],[1504369],[1508331],[1522056],[1526143],[1533459],[1537227],[1559219],[1561651],[1566902],[1573098],[1574579],[1584171],[1586421],[1597749],[1601464],[1608618],[1612705],[1619225],[1622940],[1630094],[1634181],[1645265],[1651697],[1655412],[1662566],[1666653],[1677737],[1684428],[1688515],[1690171],[1695831],[1699599],[1703561],[1713098],[1723440],[1725690],[1737018],[1740733],[1744286],[1746536],[1757864],[1761579],[1768733],[1772820],[1775998],[1778248],[1789576],[1793291],[1800445],[1804532],[1811052],[1814767],[1821921],[1826008],[1837092],[1848777],[1857426],[1859119],[1861369],[1868768],[1879110],[1881360],[1892688],[1896403],[1899369],[1909711],[1911961],[1923289],[1927004],[1930557],[1932807],[1944135],[1947850],[1955004],[1959091],[1966980],[1974093],[1978247],[1979397],[1998334],[2008676],[2010926],[2027507],[2036156],[2037849],[2040099],[2047498],[2057840],[2060090],[2071418],[2075133],[2082356],[2083731],[2088919],[2092484],[2116052],[2121356],[2136409],[2143522],[2147676],[2148826],[2167763],[2178105],[2180355],[2192257],[2194245],[2207962],[2216829],[2222017],[2240996],[2242371],[2247559],[2251124],[2274692],[2279996],[2290591],[2307412],[2308787],[2315485],[2338928],[2340916],[2363500],[2368688],[2399793],[2403213],[2421409],[2424444],[2449338],[2479492],[2501356],[2523739],[2569822],[2613255] ] cell #3539 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [279551,1414565],[293029,1711633],[343600,1544504],[356997,1831865],[358740,1578083],[359725,1837750],[406717,1908059],[413944,1671951],[416851,1673899],[425379,1689793],[431551,1950750],[431729,1952954],[433930,1706876],[458735,1988087],[480427,1774098],[485304,1531441],[486260,2023342],[487149,2025457],[495773,1798808],[508280,1814428],[508332,1815842],[515280,2066686],[515507,1831306],[515883,2069432],[518414,1833254],[543213,1335065],[544169,2099476],[545058,2101591],[569145,1896064],[569197,1897478],[570326,2130492],[572898,1129975],[574794,1660929],[575438,2134951],[575665,1907500],[576829,2137587],[586298,1409510],[593862,1929786],[597926,1693813],[598882,2163598],[599771,1935930],[600359,1938290],[608134,2176648],[608395,1953367],[633937,2202045],[636509,1214280],[638405,1465699],[639049,2206504],[639276,1987528],[640440,2209140],[660278,2007905],[664342,1498583],[665298,2232574],[666187,2014049],[666775,2016409],[667973,2236020],[669091,2236673],[670224,2019640],[672653,1533389],[673426,2240052],[673687,2025870],[690840,1801391],[693554,2046832],[693640,2047227],[696126,1290090],[698022,1820284],[698666,2266121],[698893,1813869],[700057,2053011],[709526,1573028],[722421,2291749],[723554,2082098],[736949,2302436],[738067,2303089],[739200,2095774],[741629,1337013],[742402,2306468],[742663,2102004],[754862,1622042],[764289,2129845],[765107,2120690],[765193,2121085],[767679,1376652],[769575,1628457],[770219,2329732],[770446,1895505],[771610,2126869],[773044,2333418],[774707,2334182],[775825,2131788],[775911,2132183],[779497,1655342],[797689,1923769],[797916,2156957],[800531,2157700],[801071,2157827],[802189,2357802],[803322,1933516],[804821,1162696],[805751,1695761],[806524,2361181],[806785,1936343],[823938,1955950],[832144,2384934],[833262,2190803],[833348,2191198],[835944,1460112],[842686,1465587],[843819,2198836],[846902,2394283],[848565,2395047],[849683,2203341],[849769,2203736],[853355,1740663],[859800,1747245],[862677,2404371],[863810,2215196],[866343,1750072],[875954,2234990],[876181,1760681],[876665,2226676],[877205,2226803],[878323,2415711],[879456,2011635],[880955,1248017],[881885,1500531],[882658,2419090],[882919,2014462],[886950,2423000],[887664,1777904],[888073,2237043],[888613,2237170],[907496,1798696],[908629,2254414],[911831,2041335],[912092,2260644],[915003,2261353],[916666,2444592],[917684,1038170],[917784,1037768],[917870,2050719],[921456,1814697],[933718,2055987],[939648,2071898],[939875,2074235],[944490,1586077],[948045,2469161],[949168,2292119],[949708,2292246],[951905,2471131],[959427,1596041],[960545,2299121],[960631,2299516],[962718,2093193],[963227,1340248],[965069,2478048],[965783,1861025],[966192,2303459],[966732,2303586],[976756,1355951],[977328,1871989],[980273,2486497],[981391,2314031],[981477,2314426],[984073,1622870],[985746,2326202],[987938,1882069],[990815,1628345],[991948,2322064],[994220,2332646],[994481,1884896],[995031,2324964],[996694,2496610],[997712,1121291],[997812,1120889],[997898,2124577],[1001484,1896333],[1006056,1901189],[1007026,2334526],[1021416,1660817],[1022549,2345507],[1027295,1921581],[1028413,2350012],[1028499,2350407],[1032085,1677134],[1036507,2522295],[1037221,1932463],[1037630,2161044],[1054684,2166014],[1054911,1946952],[1057053,1953255],[1058186,2181064],[1059685,1443247],[1061388,2181591],[1061649,2183891],[1065775,1714918],[1065957,1192174],[1066042,2382959],[1069936,2387148],[1071225,2385278],[1073994,2546330],[1077573,1462859],[1081128,1465413],[1081842,1983608],[1082251,2391337],[1082791,2391464],[1084230,1726399],[1084888,1211487],[1084988,1211085],[1085074,2201385],[1087692,1981217],[1088662,2395391],[1099049,1746192],[1099279,1991615],[1099511,1486482],[1102604,2559491],[1103727,2404741],[1104267,2404868],[1106464,1749960],[1108794,2415888],[1110469,1497477],[1111041,2001555],[1113986,1756156],[1115104,2411743],[1115190,2412138],[1117277,2226291],[1117786,1503766],[1119628,2568378],[1120342,2010582],[1120751,2230020],[1138176,2025758],[1145698,1787868],[1146816,2432974],[1146902,2433369],[1148989,2251833],[1149498,1536624],[1151340,1798522],[1152054,1795968],[1152463,2437312],[1153003,2437439],[1161726,2049318],[1172017,2262591],[1174209,2060799],[1177086,1820172],[1178219,2455917],[1180491,2269035],[1180752,2063626],[1182965,2069710],[1183983,1313118],[1184083,1312716],[1184169,2283217],[1187755,1836489],[1192460,2467695],[1196284,2471308],[1199868,2612364],[1200582,2084647],[1203268,1593060],[1203450,1332554],[1203535,2472642],[1206269,1336664],[1207429,1335423],[1207748,2097852],[1208718,2474961],[1210155,1600566],[1210727,1851998],[1210947,2301465],[1222481,2101892],[1225130,1870588],[1225312,1354546],[1225397,2484522],[1226072,1355866],[1229291,1622400],[1230580,2486841],[1233349,1874559],[1234854,2496335],[1236928,1625617],[1237158,2114637],[1237390,1627378],[1240483,1628171],[1241197,2125567],[1241606,2492900],[1242146,2493027],[1244243,1373859],[1244343,1373457],[1244429,2324613],[1247047,2123176],[1261763,2131421],[1265821,2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] cell #3540 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [393666],[472649],[514192],[556422],[560789],[606502],[613410],[622191],[652687],[692843],[703093],[707460],[714820],[724446],[756339],[780831],[799962],[811327],[819831],[824198],[833637],[854689],[893875],[894886],[906750],[914330],[925768],[935571],[942932],[971994],[973005],[1011246],[1012367],[1014067],[1026528],[1044443],[1056388],[1092882],[1094003],[1095703],[1127564],[1129203],[1135212],[1137511],[1150160],[1166916],[1169737],[1213508],[1219517],[1221816],[1252237],[1255058],[1256889],[1261872],[1295327],[1297626],[1326324],[1342935],[1347918],[1364275],[1381889],[1384188],[1386562],[1419647],[1424630],[1457198],[1473368],[1489842],[1494745],[1506453],[1511436],[1519479],[1550080],[1587750],[1589017],[1606041],[1619956],[1623805],[1636126],[1649042],[1717942],[1728286],[1734363],[1743240],[1747865],[1749132],[1797868],[1840635],[1853621],[1873612],[1883956],[1914557],[1920634],[1971255],[1990192],[2003178],[2032351],[2062686],[2113214],[2140684],[2172607],[2199423],[2271854],[2346094],[2441594] ] cell #3541 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [561338],[657561],[708009],[757078],[762197],[816201],[824747],[834376],[868620],[914879],[926507],[931626],[940445],[950851],[985840],[1013106],[1034702],[1047350],[1057127],[1062246],[1072256],[1094742],[1137122],[1138250],[1151180],[1159641],[1172111],[1183029],[1191450],[1221427],[1222555],[1262892],[1264083],[1265885],[1279141],[1298365],[1311380],[1348938],[1350129],[1351931],[1384927],[1386680],[1392630],[1395023],[1408209],[1425650],[1428643],[1473486],[1479436],[1481829],[1512456],[1515449],[1517366],[1522171],[1556148],[1558541],[1587868],[1603928],[1608733],[1624825],[1642194],[1644587],[1647050],[1679738],[1684543],[1717096],[1732371],[1747983],[1752786],[1764043],[1768848],[1776701],[1806405],[1843030],[1844176],[1859822],[1872766],[1876426],[1888041],[1900301],[1965607],[1974796],[1980329],[1988569],[1992587],[1993733],[2038552],[2078701],[2089851],[2107566],[2116755],[2144225],[2149758],[2195439],[2211799],[2222949],[2248491],[2275395],[2318667],[2342110],[2369620],[2392346],[2452520],[2512872],[2589054] ] cell #3542 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473048],[560701],[606901],[651578],[657381],[707372],[715219],[721307],[755830],[800361],[810218],[816021],[824110],[831009],[867041],[890736],[914242],[925259],[934462],[940265],[947087],[968855],[1009739],[1011918],[1026372],[1034522],[1045771],[1055879],[1091375],[1093554],[1133358],[1135056],[1135923],[1150930],[1167588],[1181450],[1217663],[1219361],[1220228],[1252909],[1262642],[1263200],[1278386],[1295171],[1296038],[1348688],[1349246],[1381733],[1382600],[1390050],[1391875],[1425400],[1425958],[1476856],[1478681],[1494589],[1512206],[1512764],[1520431],[1553568],[1555393],[1606993],[1624575],[1639614],[1641439],[1682803],[1684045],[1721364],[1752031],[1767108],[1768350],[1810577],[1847152],[1857043],[1868509],[1892213],[1954621],[1962766],[1977772],[2035773],[2070943],[2087010],[2147201],[2245650], 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2582121],[1792528,2582753],[1797741,2437480],[1800062,2256195],[1811656,1820296],[1812898,1814004],[1817386,2047239],[1819217,2452390],[1821538,2273910],[1851940,2299528],[1852010,2300316],[1863838,2102016],[1871931,2314438],[1872001,2104725],[1883829,2493068],[1884908,2119731],[1894534,1895640],[1902532,2132195],[1914430,2512031],[1915509,2512742],[1922814,2351425],[1925135,2157092],[1926241,2649351],[1935276,1936355],[1943660,2367785],[1945981,2659093],[1947087,2176029],[1982560,2203748],[2001497,2412150],[2001567,2220108],[2013395,2014474],[2030670,2433381],[2030740,2434169],[2042568,2260656],[2043647,2588924],[2050661,2050731],[2062559,2600093],[2063638,2278371],[2073264,2074370],[2117900,2324625],[2124519,2124589],[2151989,2350419],[2152059,2520060],[2170926,2532676],[2170996,2366779],[2182824,2183903],[2201327,2201397],[2257905,2443498],[2276540,2458478],[2283159,2283229],[2347998,2348068],[2379034,2379954] ] cell #3543 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3544 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3545 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3546 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [1080567],[1102043],[1206958],[1228820],[1239922],[1243466],[1272394],[1293870],[1321954],[1335818],[1357810],[1369330],[1372741],[1380432],[1402188],[1413290],[1424050],[1435152],[1438696],[1463610],[1472532],[1485472],[1499336],[1503126],[1510856],[1518330],[1532194],[1543714],[1546019],[1554186],[1565706],[1569117],[1576808],[1580352],[1596794],[1602869],[1604892],[1635290],[1640232],[1658840],[1667762],[1672704],[1674514],[1675374],[1679038],[1680702],[1694566],[1698356],[1706086],[1708391],[1709497],[1725316],[1725541],[1727137],[1731098],[1756909],[1762984],[1765007],[1788621],[1794696],[1796719],[1801289],[1801786],[1802740],[1805641],[1827117],[1832059],[1833869],[1834729],[1835849],[1838393],[1846130],[1848431],[1850366],[1850917],[1852775],[1875312],[1880986],[1881211],[1882807],[1886768],[1887722],[1911587],[1911812],[1913408],[1917369],[1919788],[1922334],[1923498],[1924885],[1928409],[1938905],[1943180],[1949255],[1955848],[1956345],[1957299],[1960200],[1963467],[1969330],[1971562],[1973650],[1994906],[1995131],[1995687],[1997988],[1999923],[2000474],[2002332],[2006350],[2017024],[2027161],[2029096],[2029647],[2031505],[2037406],[2039725],[2039950],[2042391],[2054042],[2055885],[2059716],[2059941],[2061537],[2065498],[2066452],[2067917],[2070463],[2071627],[2073014],[2076538],[2079110],[2080360],[2084999],[2105426],[2108223],[2108774],[2109642],[2111289],[2112654],[2113521],[2115609],[2119554],[2127900],[2129743],[2137112],[2138618],[2138759],[2140991],[2143079],[2150415],[2150966],[2164335],[2164560],[2165743],[2167417],[2169352],[2169903],[2171761],[2175779],[2177662],[2179981],[2180206],[2182647],[2188488],[2189162],[2192026],[2197098],[2208665],[2210171],[2210392],[2212208],[2213458],[2215228],[2216386],[2218097],[2219281],[2225025],[2233311],[2233536],[2234719],[2239000],[2241928],[2243257],[2243482],[2243639],[2254446],[2261742],[2266863],[2267414],[2268282],[2269929],[2271294],[2272161],[2274249],[2278194],[2281585],[2282136],[2289825],[2290809],[2293336],[2297480],[2305416],[2308344],[2309673],[2309898],[2310119],[2311472],[2311716],[2312390],[2317604],[2320326],[2323254],[2325353],[2330474],[2331025],[2331893],[2334915],[2335833],[2338697],[2339587],[2340138],[2343769],[2355336],[2357063],[2361899],[2363057],[2364768],[2365952],[2371696],[2375575],[2383285],[2385667],[2385824],[2389043],[2390027],[2395780],[2396698],[2399562],[2400452],[2401003],[2402447],[2403431],[2409184],[2410102],[2414972],[2419808],[2420966],[2422814],[2423678],[2424662],[2427189],[2428049],[2431333],[2439269],[2442197],[2443972],[2445325],[2451457],[2454179],[2457107],[2465746],[2467334],[2469839],[2472968],[2475350],[2475982],[2477862],[2478726],[2479710],[2482237],[2483097],[2484848],[2487230],[2490606],[2491590],[2495990],[2497343],[2503081],[2503811],[2506350],[2509569],[2510553],[2516306],[2517224],[2529710],[2530628],[2541492],[2544904],[2545234],[2549795],[2550348],[2551167],[2552194],[2552924],[2555463],[2560169],[2563298],[2565680],[2574359],[2579993],[2582375],[2583007],[2585751],[2586735],[2597631],[2598615],[2604368],[2611375],[2615504],[2615980],[2617560],[2624093],[2624423],[2628984],[2630356],[2643462],[2644015],[2644834],[2646591],[2649605],[2656965],[2659347],[2669034],[2679757],[2683886],[2696244],[2696720],[2701358],[2702177],[2709724],[2711096],[2727154],[2745312],[2752379],[2758312], [658103,1372972],[762117,1502726],[816743,1569348],[867438,1626528],[873979,1632555],[931546,1697956],[940987,1709728],[947484,1719260],[985275,1754431],[1035244,1805872],[1046168,1818355],[1052709,1824382],[1062166,1835449],[1069465,1845234],[1107948,1626368],[1133755,1905531],[1159561,1928009],[1171546,1940702],[1181847,1951438],[1188388,1957465],[1195438,1719100],[1218060,1985559],[1261292,2023964],[1263597,2025020],[1278989,2037008],[1287840,2045507],[1299775,1818195],[1310815,2067985],[1347338,2100098],[1349643,2101154],[1390668,1905371],[1392478,2134638],[1393338,2137180],[1408938,2148480],[1426355,2165276],[1441057,1951278],[1477474,1985399],[1479284,2206191],[1480144,2208733],[1513161,2234252],[1522900,2239788],[1523397,2024860],[1538789,2252214],[1555996,2265808],[1556856,2268350],[1609462,2306204],[1609959,2100994],[1642042,2329419],[1642902,2331961],[1648196,2132896],[1651906,2336544],[1685272,2360917],[1685769,2165116],[1733517,2204449],[1737227,2397409],[1752634,2407578],[1769577,2418826],[1770074,2234092],[1775555,2237750],[1807551,2264066],[1811261,2446954],[1858676,2304166],[1877155,2489398],[1889187,2327677],[1892897,2498972],[1930114,2358879],[1931260,2360129],[1967683,2387835],[1996314,2561827],[2008233,2416788],[2009379,2418038],[2048430,2446243],[2083288,2471497],[2091927,2477518],[2103102,2622746],[2122288,2498261],[2178808,2538564],[2188244,2543557],[2200026,2551453],[2250567,2584543],[2280928,2605286],[2296562,2613827],[2346697,2645120],[2430415,2694567] ] cell #3547 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [394139],[473150],[501261],[514665],[555395],[561374],[592093],[607003],[613883],[619244],[651608],[685706],[691685],[702066],[708045],[715321],[716283],[721337],[731477],[750414],[755409],[777884],[778874],[792533],[810248],[818804],[824783],[825452],[830588],[841602],[851742],[852732],[861593],[871733],[890766],[891806],[892869],[900906],[905901],[919843],[920833],[924838],[934492],[934659],[941753],[944068],[957871],[968885],[969925],[970988],[978717],[989731],[992824],[999871],[1000861],[1009318],[1010397],[1011948],[1012115],[1020332],[1030472],[1040323],[1041363],[1042426],[1050463],[1055458],[1056074],[1077151],[1086007],[1090954],[1092033],[1093584],[1093751],[1098627],[1107483],[1112430],[1116100],[1116327],[1123444],[1124484],[1125547],[1130339],[1132449],[1135502],[1136118],[1144142],[1155156],[1157259],[1164988],[1166067],[1167618],[1167785],[1176002],[1179095],[1181314],[1186142],[1207487],[1212561],[1214644],[1216754],[1219807],[1220423],[1229349],[1234423],[1236506],[1242748],[1243429],[1245362],[1250309],[1251388],[1252939],[1253106],[1258004],[1263064],[1268978],[1277834],[1282781],[1285411],[1285578],[1290454],[1292564],[1295617],[1296233],[1304257],[1307927],[1308154],[1315271],[1317374],[1318364],[1328580],[1336735],[1337377],[1341434],[1344050],[1349110],[1358727],[1363426],[1366116],[1369859],[1372278],[1374933],[1375100],[1377016],[1379126],[1382179],[1382795],[1387702],[1402717],[1407791],[1409874],[1415037],[1415653],[1418730],[1420762],[1423929],[1425822],[1431736],[1437978],[1438659],[1440592],[1445539],[1448169],[1448336],[1449209],[1449436],[1459493],[1460476],[1461466],[1463007],[1466364],[1468059],[1474508],[1484869],[1488226],[1496582],[1500253],[1500895],[1504952],[1505568],[1507568],[1510735],[1512628],[1524956],[1533111],[1533753],[1537810],[1540426],[1544243],[1545486],[1549317],[1549544],[1551220],[1552462],[1562492],[1566235],[1568654],[1571309],[1571476],[1573392],[1578555],[1579171],[1579634],[1580315],[1585235],[1586225],[1590181],[1591211],[1593066],[1598353],[1602748],[1611518],[1614542],[1623234],[1625765],[1629122],[1630817],[1634757],[1637266],[1638508],[1654723],[1655706],[1658237],[1661594],[1663289],[1669738],[1673621],[1678320],[1679001],[1681724],[1691812],[1695483],[1696125],[1700182],[1700798],[1702798],[1702872],[1705965],[1707858],[1709034],[1713994],[1714924],[1716467],[1720122],[1724504],[1730480],[1740044],[1741027],[1746340],[1751326],[1753181],[1753672],[1758468],[1766029],[1778052],[1782008],[1783038],[1783112],[1784893],[1790180],[1794575],[1796116],[1799473],[1805178],[1815061],[1817592],[1820949],[1822644],[1826584],[1829093],[1829305],[1830335],[1842064],[1842555],[1849673],[1852146],[1855801],[1861173],[1865129],[1866159],[1866233],[1870594],[1872137],[1875792],[1886150],[1896697],[1901195],[1902738],[1903728],[1906393],[1906605],[1910775],[1916751],[1918606],[1919167],[1932611],[1937597],[1937671],[1939452],[1939943],[1944739],[1952300],[1972684],[1973175],[1981223],[1982766],[1983756],[1986421],[1986633],[1991621],[1992112],[2001703],[2005358],[2010730],[2015716],[2015790],[2020794],[2021285],[2021724],[2022285],[2028403],[2030876],[2034531],[2044889],[2049324],[2050867],[2051857],[2054522],[2054734],[2064880],[2084795],[2096928],[2097419],[2097858],[2098419],[2114643],[2115134],[2123182],[2124725],[2125715],[2128380],[2128592],[2142113],[2142604],[2152195],[2155850],[2161050],[2161541],[2161980],[2162541],[2171132],[2174787],[2185145],[2193153],[2201533],[2217893],[2230026],[2230517],[2230956],[2231517],[2255568],[2256059],[2273283],[2273774],[2283365],[2287020],[2289603],[2301471],[2301962],[2316381],[2316942],[2348204],[2376697],[2377188],[2388821],[2402225],[2435324],[2435815],[2509347] ] cell #3548 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [208415],[261278],[289155],[319738],[322831],[354945],[359425],[366428],[389682],[419073],[426763],[429856],[434901],[442760],[468011],[486954],[501414],[510208],[516446],[519539],[527500],[544863],[576613],[577392],[586887],[592705],[601864],[609426],[614916],[640224],[641003],[673242],[674171],[675580],[685940],[700620],[710182],[742218],[743147],[744556],[772173],[773556],[779108],[781083],[791928],[806340],[808678],[847414],[852966],[854941],[882474],[884812],[886407],[891201],[921067],[923042],[948557],[964526],[969320],[984662],[1001095],[1003070],[1005138],[1035964],[1040758],[1070682],[1086774],[1103116],[1107717],[1119085],[1123879],[1131547],[1160808],[1196860],[1198205],[1215852],[1230037],[1233818],[1246129],[1258924],[1327323],[1338585],[1344970],[1354052],[1359232],[1360577],[1411082],[1454160],[1468979],[1490841],[1502103],[1534961],[1541346],[1595442],[1616918],[1631737],[1664209],[1697333],[1755557],[1787269],[1823564],[1855009],[1941828],[2033739],[2155058] ] cell #3549 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3550 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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],[1965601,2191373],[1974622,2199049],[1974662,2549849],[1976156,2392467],[1980323,2398909],[1988563,2210446],[1988979,1992581],[1989818,1993559],[1989930,2211793],[1993599,2560223],[1999345,2219852],[1999778,2003510],[2003256,2565546],[2005645,2567021],[2032429,2582241],[2032683,2249933],[2034818,2583716],[2038378,2441220],[2038418,2585805],[2058913,2452641],[2062846,2600344],[2065784,2277563],[2078695,2289879],[2086754,2296428],[2089845,2299691],[2090860,2300060],[2104100,2107560],[2112840,2116581],[2112952,2318661],[2116621,2629038],[2144051,2345720],[2144091,2643516],[2145585,2512993],[2149752,2519435],[2156137,2650314],[2168774,2366523],[2169207,2172939],[2172685,2659213],[2175074,2660688],[2195433,2389097],[2199161,2392340],[2219483,2222943],[2245394,2430281],[2248485,2433544],[2249500,2433913],[2259040,2589175],[2271480,2275221],[2271592,2452514],[2275261,2709778],[2287307,2716576],[2342104,2509623],[2345832,2512866],[2354269,2519804],[2366154,2369614],[2441332,2589048] ] cell #3551 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715846],[818896],[892961],[934043],[971080],[1011499],[1042518],[1055437],[1093135],[1125639],[1130432],[1135481],[1157351],[1167169],[1214737],[1219786],[1245454],[1252490],[1257983],[1284962],[1290547],[1295596],[1317466],[1337470],[1344029],[1374484],[1377109],[1382158],[1387489],[1409967],[1415016],[1420741],[1421912],[1440684],[1447720],[1460569],[1468038],[1474295],[1495806],[1500988],[1504931],[1507547],[1508718],[1533846],[1540405],[1551007],[1552441],[1570860],[1573485],[1578534],[1587286],[1591190],[1598140],[1601851],[1623327],[1625744],[1630796],[1637053],[1638487],[1655799],[1663268],[1669525],[1681511],[1691036],[1696218],[1700161],[1702777],[1703948],[1716446],[1719909],[1726555],[1730459],[1741120],[1747401],[1751305],[1753023],[1758255],[1761966],[1765816],[1779113],[1783017],[1789967],[1793678],[1815154],[1817571],[1822623],[1828880],[1830314],[1839902],[1841906],[1852125],[1855588],[1862234],[1866138],[1872116],[1875579],[1882225],[1886129],[1896790],[1902717],[1906180],[1912826],[1916730],[1927391],[1933672],[1937576],[1939294],[1944526],[1948237],[1952087],[1961592],[1970522],[1972526],[1982745],[1986208],[1989459],[1991463],[2001682],[2005145],[2011791],[2015695],[2018632],[2020636],[2030855],[2034318],[2040964],[2044868],[2050846],[2054309],[2060955],[2064859],[2075520],[2085836],[2093349],[2094766],[2096770],[2103551],[2112481],[2114485],[2124704],[2128167],[2131021],[2139951],[2141955],[2152174],[2155637],[2158888],[2160892],[2171111],[2174574],[2181220],[2185124],[2191853],[2197828],[2201512],[2202574],[2218934],[2227864],[2229868],[2244476],[2251989],[2253406],[2255410],[2262191],[2271121],[2273125],[2283344],[2286807],[2292989],[2294018],[2298354],[2301313],[2321056],[2325802],[2338524],[2344499],[2348183],[2349245],[2365605],[2374535],[2376539],[2386748],[2388292],[2399389],[2406640],[2410976],[2426842],[2427871],[2432207],[2435166],[2454909],[2459655],[2468612],[2481890],[2482919],[2488311],[2507274],[2508818],[2527166],[2531502],[2556387],[2558942],[2573249],[2575637],[2595336],[2618838],[2635576],[2652609],[2687220],[2719741] ] cell #3552 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3553 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3554 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561982],[658204],[692293],[708653],[716268],[755935],[762920],[799129],[816844],[825391],[825448],[831114],[867451],[906427],[913412],[925364],[932349],[934655],[941088],[941756],[947497],[958397],[979243],[984789],[1009844],[1010923],[1012111],[1026190],[1046181],[1055984],[1056077],[1062969],[1068979],[1080580],[1091480],[1092559],[1093747],[1102056],[1112956],[1133768],[1134874],[1136028],[1136121],[1144668],[1150214],[1165514],[1166593],[1167781],[1171060],[1181320],[1181860],[1192321],[1206472],[1218073],[1219179],[1220333],[1220426],[1228334],[1239935],[1243274],[1250835],[1251914],[1253102],[1260806],[1261926],[1263070],[1263610],[1272407],[1283307],[1285574],[1293883],[1294989],[1296143],[1296236],[1304783],[1310329],[1332701],[1341960],[1346852],[1347972],[1349116],[1349656],[1354693],[1363952],[1368844],[1372754],[1373012],[1375096],[1380445],[1381551],[1382705],[1382798],[1387551],[1387619],[1387708],[1392852],[1401702],[1413303],[1415563],[1415656],[1423564],[1424684],[1425828],[1426368],[1435165],[1438504],[1446065],[1448332],[1467411],[1472545],[1474357],[1474425],[1474514],[1479658],[1489273],[1494407],[1496219],[1502640],[1503411],[1505478],[1505571],[1510370],[1511490],[1512634],[1513174],[1518266],[1529077],[1538336],[1543228],[1545492],[1546032],[1551069],[1551137],[1551226],[1556370],[1565220],[1569130],[1569388],[1571472],[1576821],[1579081],[1579174],[1580160],[1589818],[1597816],[1598202],[1598359],[1602383],[1604828],[1619292],[1623859],[1625476],[1630169],[1632500],[1634763],[1635303],[1637115],[1637183],[1637272],[1642416],[1662641],[1667775],[1669587],[1669744],[1674888],[1678846],[1680638],[1681641],[1681730],[1691449],[1697870],[1698641],[1700708],[1700801],[1705600],[1707864],[1708404],[1709510],[1709768],[1716178],[1719971],[1720039],[1720128],[1722513],[1725640],[1727073],[1743359],[1746486],[1753462],[1753678],[1757931],[1758317],[1758474],[1762498],[1764943],[1765946],[1766035],[1781645],[1789643],[1790029],[1790186],[1794210],[1796655],[1800520],[1805654],[1805912],[1808451],[1817303],[1821996],[1824327],[1826590],[1827130],[1828942],[1829099],[1834243],[1835363],[1836134],[1840754],[1841616],[1842345],[1842561],[1846066],[1847957],[1855718],[1855807],[1864766],[1867948],[1875641],[1875798],[1878183],[1881310],[1882743],[1890087],[1902449],[1906242],[1906399],[1908784],[1911911],[1913344],[1923356],[1927923],[1928694],[1939733],[1939949],[1944202],[1944588],[1944745],[1948769],[1950386],[1951214],[1952217],[1952306],[1957410],[1962205],[1962993],[1964261],[1971374],[1973181],[1976686],[1982477],[1986270],[1986427],[1991173],[1992118],[1995623],[1997514],[2005364],[2020346],[2021075],[2021291],[2022978],[2024796],[2026687],[2034448],[2034537],[2036922],[2040049],[2045452],[2054371],[2054528],[2056913],[2060040],[2061473],[2067016],[2068817],[2079886],[2086449],[2088505],[2096480],[2097209],[2097425],[2099112],[2100930],[2104952],[2106220],[2115140],[2118645],[2128229],[2128386],[2132422],[2133690],[2134552],[2135281],[2140803],[2142610],[2146115],[2148006],[2148425],[2155856],[2160602],[2161547],[2163234],[2165052],[2166943],[2174793],[2196624],[2203975],[2205243],[2206105],[2206834],[2212984],[2221603],[2229578],[2230523],[2232210],[2234028],[2238526],[2239314],[2239733],[2245089],[2247145],[2256065],[2259570],[2263592],[2264860],[2265722],[2266451],[2273780],[2277285],[2287026],[2294870],[2301968],[2304942],[2305730],[2306149],[2319852],[2327203],[2328471],[2329333],[2330062],[2343295],[2351914],[2359655],[2360443],[2360862],[2368274],[2377194],[2380699],[2387361],[2394088],[2407492],[2417564],[2418352],[2418771],[2435821],[2438795],[2453705],[2462324],[2467856],[2477044],[2488924],[2489343],[2514614],[2538090],[2547812],[2558186],[2584069],[2641479] ] cell #3555 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3556 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [941828],[1056214],[1136258],[1181400],[1220563],[1263150],[1296373],[1310381],[1349196],[1382935],[1387858],[1392904],[1415793],[1425908],[1474664],[1479710],[1505708],[1512714],[1518386],[1545572],[1551376],[1556422],[1579311],[1598509],[1604948],[1634843],[1637422],[1642468],[1647890],[1669894],[1674940],[1680758],[1681880],[1700938],[1707944],[1720278],[1727193],[1733211],[1753758],[1758624],[1762550],[1765063],[1766185],[1790336],[1796775],[1807245],[1808571],[1826670],[1829249],[1834295],[1842641],[1846186],[1852469],[1855957],[1875948],[1878235],[1882863],[1888881],[1890207],[1906549],[1913464],[1919482],[1930954],[1940029],[1944895],[1948821],[1951334],[1952456],[1964313],[1967377],[1973261],[1976806],[1986577],[1992198],[1995743],[1997392],[2002026],[2005514],[2009073],[2021371],[2024916],[2031199],[2034687],[2054678],[2056965],[2061593],[2067611],[2068937],[2078107],[2079764],[2088557],[2091621],[2097505],[2101050],[2106272],[2109336],[2115220],[2118765],[2128536],[2133742],[2136806],[2142690],[2146235],[2156006],[2161627],[2165172],[2166821],[2171455],[2174943],[2178502],[2187421],[2194845],[2196502],[2205295],[2208359],[2211205],[2212862],[2221655],[2224719],[2230603],[2234148],[2236747],[2238404],[2247197],[2250261],[2256145],[2259690],[2264912],[2267976],[2273860],[2277405],[2287176],[2295739],[2302048],[2303163],[2304820],[2310649],[2318073],[2319730],[2328523],[2331587],[2334092],[2341516],[2343173],[2351966],[2355030],[2357876],[2359533],[2368326],[2371390],[2377274],[2380819],[2386293],[2391041],[2394140],[2394957],[2408361],[2415785],[2417442],[2429592],[2435901],[2437016],[2438673],[2444502],[2451926],[2453583],[2462376],[2465440],[2470388],[2471205],[2474527],[2476922],[2492604],[2496520],[2506819],[2511567],[2514666],[2515483],[2528887],[2536311],[2537968],[2546240],[2547439],[2555932],[2561535],[2564857],[2577413],[2578230],[2581552],[2583947],[2599629],[2603545],[2610827],[2620614],[2621431],[2625429],[2639907],[2641106],[2655202],[2658524],[2677349],[2679209],[2689813],[2691567],[2706169],[2723517],[2735469],[2747702],[2772093],[2794918] ] cell #3557 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473047],[560700],[606900],[651577],[657378],[707371],[715218],[721306],[755827],[800360],[810217],[816018],[824109],[831006],[867184],[890735],[914241],[925256],[934461],[940262],[947230],[968854],[1009736],[1011917],[1026371],[1034519],[1045914],[1055876],[1091372],[1093553],[1133501],[1135055],[1135920],[1150927],[1167587],[1181593],[1217806],[1219360],[1220225],[1252908],[1262639],[1263343],[1278321],[1295170],[1296035],[1348685],[1349389],[1381732],[1382597],[1390193],[1391810],[1425397],[1426101],[1476999],[1478616],[1494588],[1512203],[1512907],[1520366],[1553711],[1555328],[1606928],[1624572],[1639757],[1641374],[1682738],[1684188],[1721507],[1751966],[1767043],[1768493],[1810512],[1847087],[1857186],[1868444],[1892148],[1954764],[1962701],[1977707],[2035916],[2070878],[2086945],[2147136],[2245585], 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4843,1887064],[1888218,2325184],[1890375,2122678],[1900478,2334746],[1910436,2342077],[1912242,2345685],[1920976,2350354],[1922749,2354102],[1943595,2168607],[1947230,1949203],[1956641,2183838],[1965784,2385498],[1974818,2391602],[1975808,2199100],[1976974,2200416],[1980506,2395611],[1992764,2559809],[1993755,2405006],[1999443,2219517],[1999656,1999788],[2003520,2412085],[2028616,2430246],[2032693,2433316],[2038574,2437577],[2040380,2441185],[2058565,2271531],[2060371,2271445],[2063573,2065794],[2069105,2281318],[2090028,2475181],[2090958,2299725],[2091171,2091303],[2107743,2487061],[2116777,2493165],[2118933,2323644],[2144247,2512128],[2145237,2345771],[2146403,2347087],[2149935,2516137],[2168872,2366188],[2169085,2169217],[2172949,2532611],[2223126,2565511],[2248668,2582206],[2249598,2433578],[2249811,2249943],[2258692,2441271],[2259858,2442587],[2275417,2600190],[2277573,2457497],[2354367,2519469],[2354580,2354712],[2369797,2659178],[2380987,2541882] ] cell #3558 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [613923],[709952],[779923],[818336],[853781],[892401],[921882],[934001],[970520],[1001910],[1006508],[1011457],[1032511],[1041958],[1088144],[1093093],[1118212],[1125079],[1130390],[1156791],[1162178],[1167127],[1188181],[1208200],[1214695],[1244894],[1247499],[1252448],[1257513],[1279971],[1284920],[1290505],[1291687],[1310039],[1316906],[1329813],[1337428],[1343559],[1365321],[1370572],[1374442],[1377067],[1378249],[1403430],[1409925],[1420271],[1421870],[1440124],[1442729],[1447678],[1456513],[1460527],[1467568],[1471469],[1493331],[1495764],[1500946],[1507077],[1508676],[1526189],[1533804],[1539935],[1551971],[1561697],[1566948],[1570818],[1573443],[1574625],[1587244],[1590720],[1597795],[1601809],[1612751],[1619271],[1623285],[1625007],[1630326],[1634227],[1638017],[1651743],[1655757],[1662798],[1666699],[1688561],[1690994],[1696176],[1702307],[1703906],[1713484],[1715709],[1726513],[1729989],[1737064],[1741078],[1747359],[1750835],[1757910],[1761924],[1772866],[1779071],[1782547],[1789622],[1793636],[1804578],[1811098],[1815112],[1816834],[1822153],[1826054],[1829844],[1839628],[1849163],[1851388],[1862192],[1865668],[1869154],[1871379],[1882183],[1885659],[1892734],[1896748],[1899755],[1901980],[1912784],[1916260],[1923335],[1927349],[1933630],[1937106],[1944181],[1948195],[1959137],[1970248],[1978293],[1979783],[1982008],[1989185],[1998720],[2000945],[2011749],[2015225],[2018358],[2027893],[2030118],[2040922],[2044398],[2047884],[2050109],[2060913],[2064389],[2071464],[2075478],[2082742],[2089305],[2093307],[2094492],[2112207],[2121742],[2123967],[2139677],[2147722],[2149212],[2151437],[2158614],[2168149],[2170374],[2181178],[2184654],[2191579],[2192643],[2197554],[2200775],[2222403],[2227590],[2241382],[2247945],[2251947],[2253132],[2270847],[2280382],[2282607],[2293744],[2295460],[2307798],[2315871],[2320782],[2338250],[2339314],[2344225],[2347446],[2369074],[2374261],[2384012],[2399115],[2400179],[2406366],[2427597],[2429313],[2449724],[2454635],[2482645],[2485575],[2501742],[2504538],[2526892],[2553651],[2572975],[2592600],[2632840],[2670712] ] cell #3559 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [763680],[874957],[914172],[933109],[942319],[985397],[993154],[1033696],[1053687],[1063729],[1063798],[1069587],[1108438],[1150822],[1158579],[1171668],[1179425],[1182041],[1189366],[1190189],[1195928],[1207080],[1228942],[1234958],[1261414],[1262534],[1263791],[1278789],[1300265],[1310937],[1311042],[1318694],[1324806],[1336308],[1347460],[1348580],[1349837],[1358300],[1369452],[1391158],[1392278],[1393460],[1393565],[1402310],[1408326],[1424172],[1425292],[1426549],[1430188],[1441079],[1441547],[1452908],[1466462],[1477964],[1479084],[1480266],[1480371],[1488324],[1499826],[1503248],[1510978],[1512098],[1513355],[1521182],[1522288],[1523419],[1523887],[1532684],[1543836],[1546213],[1554676],[1555796],[1556978],[1557083],[1565828],[1571844],[1594190],[1602991],[1607744],[1608850],[1609981],[1610449],[1615666],[1624467],[1629220],[1633045],[1633309],[1635484],[1640722],[1641842],[1643024],[1643129],[1648138],[1648218],[1650074],[1653052],[1661692],[1673194],[1675496],[1675601],[1683554],[1684660],[1685791],[1686259],[1695056],[1698478],[1706208],[1708585],[1726631],[1731588],[1733459],[1733539],[1735395],[1738373],[1747477],[1752434],[1754305],[1760325],[1761015],[1763106],[1763211],[1767859],[1768965],[1770096],[1770564],[1775732],[1786017],[1794818],[1799571],[1801808],[1802276],[1807493],[1807573],[1809429],[1812407],[1821047],[1824872],[1825136],[1827311],[1832549],[1834851],[1834956],[1835971],[1845108],[1852197],[1852717],[1852797],[1856552],[1858853],[1872188],[1876543],[1878909],[1882301],[1884574],[1886790],[1887258],[1889129],[1889209],[1891065],[1894043],[1912902],[1917859],[1919730],[1919810],[1924644],[1928531],[1930291],[1931282],[1933088],[1940576],[1946596],[1947286],[1949377],[1949482],[1954130],[1956367],[1956835],[1957955],[1958219],[1966779],[1967625],[1967705],[1968521],[1969804],[1972448],[1973827],[1988741],[1991385],[1998010],[1998599],[2001754],[2002274],[2002354],[2006109],[2008410],[2009401],[2011207],[2023838],[2030927],[2031447],[2031527],[2035282],[2037583],[2041040],[2045997],[2046261],[2048607],[2057639],[2061031],[2063304],[2065520],[2065988],[2067859],[2067939],[2072773],[2073879],[2074569],[2078873],[2079584],[2080382],[2082621],[2083465],[2085052],[2091949],[2092765],[2099972],[2102767],[2109584],[2109664],[2111763],[2114407],[2115786],[2122465],[2136208],[2137054],[2137134],[2139233],[2141877],[2143256],[2152246],[2156601],[2157291],[2167439],[2168028],[2171183],[2171703],[2171783],[2175538],[2177839],[2177904],[2178830],[2180636],[2183569],[2187909],[2188541],[2189636],[2195611],[2197120],[2200203],[2207761],[2208607],[2208687],[2212682],[2213480],[2216563],[2218150],[2225047],[2238224],[2239022],[2241261],[2242105],[2242170],[2243692],[2250589],[2251405],[2252688],[2255332],[2260322],[2268224],[2268304],[2270403],[2273047],[2274426],[2280261],[2281105],[2290862],[2296227],[2297954],[2304640],[2305438],[2307677],[2308521],[2308586],[2311769],[2312864],[2320348],[2323431],[2331835],[2331915],[2335212],[2336307],[2337018],[2339193],[2342282],[2343791],[2346874],[2348461],[2348857],[2355358],[2359353],[2360151],[2363234],[2363299],[2364821],[2371718],[2390080],[2396077],[2397172],[2397883],[2400058],[2403484],[2410576],[2417262],[2418060],[2421143],[2421208],[2424715],[2425347],[2425743],[2430080],[2431807],[2439291],[2442374],[2445622],[2446717],[2447428],[2449603],[2454201],[2457284],[2465768],[2471971],[2477540],[2479763],[2480395],[2480791],[2491643],[2497640],[2498735],[2499446],[2501621],[2510606],[2517698],[2524010],[2524642],[2525038],[2531102],[2538586],[2541669],[2546728],[2551927],[2562301],[2570093],[2570725],[2571121],[2584565],[2586788],[2598668],[2605760],[2610325],[2616998],[2625917],[2626313],[2645594],[2663760],[2671164],[2678707],[2697738],[2739657] ] cell #3560 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993065],[1115511],[1179336],[1235402],[1242582],[1307338],[1318605],[1325250],[1364840],[1418971],[1430632],[1437812],[1448620],[1456032],[1495147],[1521626],[1548728],[1561216],[1572288],[1579468],[1586627],[1608188],[1651262],[1653496],[1668962],[1678154],[1690377],[1701596],[1736583],[1738817],[1778454],[1779941],[1780757],[1795880],[1812851],[1827870],[1861575],[1863062],[1863878],[1894487],[1903492],[1904130],[1918439],[1934500],[1935316],[1983520],[1984158],[2012619],[2013435],[2020209],[2021557],[2051621],[2052259],[2096343],[2097691],[2110852],[2125479],[2126117],[2132458],[2160465],[2161813],[2204011],[2217657],[2229441],[2230789],[2263628],[2264723],[2294733],[2316214],[2327239],[2328334],[2359691],[2387397],[2393951],[2401687],[2417600],[2462187],[2468200],[2477080],[2514477],[2538126],[2548156],[2584105],[2641823], [561356,2226511],[657497,2324186],[708027,2373182],[716240,2186505],[756014,2408703],[762126,2414048],[816137,2458039],[824765,2285480],[825565,2288215],[831193,2470730],[867517,2490339],[874859,1633297],[914897,2154310],[925443,2529229],[931555,2534574],[934832,2376421],[940381,2378595],[941872,2381825],[947563,2545977],[958476,1466906],[979322,1488768],[984717,2562742],[992578,1760769],[1009923,2577755],[1012288,2428895],[1034638,2257466],[1046247,2597364],[1053589,1825124],[1056063,2461381],[1056258,2461587],[1062175,2463589],[1068907,2611952],[1080646,1597314],[1091559,2620956],[1093924,2483943],[1102122,1618790],[1113035,1629664],[1115816,1884948],[1133834,2639644],[1136107,2508212],[1136302,2508418],[1144747,1662136],[1151116,2350971],[1159570,2353179],[1165593,1683998],[1167958,2362745],[1170988,2656409],[1178849,1947040],[1181252,2537220],[1181926,2537590],[1189268,1958207],[1191249,2667977],[1206400,1725896],[1218139,2677086],[1220412,2557325],[1220607,2557531],[1228262,1746742],[1240001,1757429],[1250914,1768303],[1253279,2420654],[1260734,2692692],[1262828,2246202],[1263002,2578428],[1263676,2578798],[1272473,1789141],[1279070,2438295],[1283386,1800015],[1285751,2041792],[1288720,2046249],[1293949,1810617],[1296222,2448843],[1296417,2449049],[1304862,1821491],[1307643,2063678],[1310257,2604539],[1318118,2074323],[1331629,1595011],[1342039,1856996],[1346780,2724642],[1348874,2087562],[1349048,2621629],[1349722,2621999],[1353621,1617527],[1368772,1881566],[1375273,2333103],[1380511,1892253],[1382784,2500861],[1382979,2501067],[1386479,2736470],[1386637,2636930],[1392559,2342795],[1392780,2640269],[1401630,1912167],[1408204,2516477],[1413369,1922854],[1415642,1925088],[1415837,2152949],[1418484,2157045],[1423492,1933013],[1425586,2367331],[1425760,2525880],[1426434,2526250],[1435231,1943700],[1446144,1954574],[1448509,2182048],[1448925,2183943],[1453729,1454769],[1468528,1972408],[1472611,1977812],[1473285,2763290],[1473443,2674372],[1479365,2196124],[1479586,2677711],[1505557,2006553],[1505752,2422237],[1510298,2011132],[1512392,2220660],[1512566,2571963],[1513240,2572333],[1517233,2690784],[1522166,2430586],[1528005,1786838],[1538415,2035726],[1540895,2255292],[1543156,2040305],[1545424,2256331],[1546098,2042608],[1549033,2260696],[1549997,1809354],[1550155,2591135],[1556077,2453205],[1556298,2594426],[1565148,2060296],[1571649,2269492],[1576887,2070983],[1579160,2073217],[1579355,2284119],[1587667,2794033],[1587825,2718452],[1598891,2087768],[1602311,2092690],[1603795,2722734],[1608728,2296733],[1624761,2314990],[1631286,2114367],[1634695,2502085],[1635369,2119771],[1636043,1890990],[1636201,2631375],[1642123,2319352],[1642344,2634666],[1647045,2508938],[1648959,1649999],[1649117,2637425],[1663758,2141837],[1667841,2147241],[1668515,1920551],[1668673,2350682],[1670276,2351177],[1674816,2153587],[1679605,2651364],[1684538,2529881],[1700787,2175982],[1700982,2364328],[1705528,2180561],[1707796,2377460],[1708470,2182864],[1716963,2759868],[1717859,1968446],[1718017,2669388],[1722376,2194958],[1726671,2195754],[1732366,2388412],[1734280,1735320],[1734438,2674867],[1747782,2826156],[1747940,2767028],[1751795,2216074],[1752715,2405724],[1753542,2568296],[1759006,2220866],[1762426,2225788],[1763910,2685975],[1768843,2409355],[1776568,2691178],[1779494,2032268],[1779652,2245913],[1790718,2246408],[1794138,2251330],[1795622,2254983],[1796253,2437925],[1806400,2597000],[1823113,2273007],[1826522,2450067],[1827196,2278411],[1828028,2461092],[1834171,2284757],[1841479,2078220],[1842425,2611879],[1843025,2289194],[1844043,2718626],[1847993,2295620],[1853538,1862615],[1853696,2721239],[1859689,2723128],[1862773,2087273],[1872633,2799749],[1873529,2110405],[1873687,2727508],[1876330,2315196],[1876421,2487401],[1878046,2318186],[1882341,2318982],[1888036,2489975],[1900296,2639280],[1903234,2141528],[1904288,2507923],[1908647,2341629],[1912942,2342425],[1920709,2743360],[1934053,2172524],[1934211,2367042],[1939813,2522213],[1945277,2367537],[1948697,2372459],[1950181,2376112],[1963029,2187302],[1964124,2386406],[1965602,2545613],[1972099,1983262],[1973045,2672718],[1974663,2762088],[1980324,2676722],[1984316,2557036],[1988564,2557697],[1991036,2211318],[1991982,2680261],[1992582,2401816],[1993600,2767202],[1995221,2405354],[1997550,2408242],[2003095,2012172],[2003253,2769815],[2012330,2220371],[2021155,2575225],[2022773,2428586],[2026723,2429473],[2032426,2778368],[2038419,2780257],[2051363,2272698],[2052417,2448554],[2056776,2452039],[2061071,2452835],[2078696,2610438],[2079922,2470269],[2088368,2476089],[2089846,2615883],[2097289,2618426],[2098907,2483634],[2102909,2484110],[2104988,2310530],[2106083,2311579],[2107561,2484751],[2110563,2314701],[2114058,2125221],[2115004,2730838],[2116622,2801969],[2126275,2500572],[2133553,2506932],[2142474,2741211],[2144092,2808888],[2149753,2745215],[2153745,2650703],[2161411,2523127],[2163029,2362436],[2166979,2528768],[2172682,2816615],[2188051,2543758],[2195434,2671277],[2196660,2550225],[2205106,2556045],[2211794,2402456],[2212054,2402601],[2213020,2402324],[2215765,2217399],[2221466,2409291],[2222944,2563201],[2224204,2685050],[2225946,2412413],[2230387,2569210],[2232005,2420345],[2238562,2577294],[2247008,2583114],[2248486,2696623],[2255929,2699166],[2257547,2590659],[2273644,2787967],[2275262,2839575],[2284915,2607597],[2296369,2614028],[2301832,2616668],[2304978,2620495],[2311279,2311297],[2318662,2490615],[2318922,2490760],[2319888,2490483],[2322633,2324267],[2342105,2739770],[2343331,2643892],[2351777,2649712],[2368137,2529817],[2369615,2656868],[2370875,2753543],[2372617,2532939],[2377058,2662877],[2378676,2540871],[2392341,2550357],[2392601,2550502],[2408991,2409009],[2430222,2694768],[2435685,2697408],[2438831,2701235],[2452515,2597640],[2452775,2597785],[2453741,2597508],[2456486,2458120],[2464925,2792756],[2475789,2475807],[2512867,2644024],[2513127,2644169],[2521576,2746000],[2529517,2529535],[2582814,2582832],[2589049,2701367],[2589309,2701512],[2649412,2649430] ] cell #3561 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1674741],[1711216],[1711754],[1800579],[1828505],[1834096],[1837678],[1901106],[1904765],[1918517],[1918661],[1923428],[1939132],[1950033],[1950678],[1955138],[1981134],[1984793],[2017251],[2021635],[2021779],[2022625],[2023270],[2036493],[2049235],[2052894],[2055175],[2066646],[2066790],[2071557],[2097769],[2097913],[2098759],[2099404],[2123093],[2126752],[2129033],[2131179],[2134123],[2134911],[2135055],[2154222],[2158017],[2159455],[2160961],[2161891],[2162035],[2162881],[2163526],[2165673],[2176749],[2193064],[2202732],[2205676],[2206464],[2206608],[2226423],[2226993],[2228431],[2229937],[2230867],[2231011],[2231857],[2232502],[2234649],[2236633],[2237360],[2240153],[2257399],[2258044],[2261622],[2262349],[2262918],[2265293],[2266081],[2266225],[2285392],[2289514],[2292436],[2298512],[2300738],[2301382],[2303049],[2303776],[2306569],[2316292],[2316436],[2324119],[2324764],[2325233],[2325960],[2326529],[2328904],[2329692],[2329836],[2333962],[2334795],[2349403],[2353135],[2353279],[2356929],[2357762],[2358489],[2361282],[2373094],[2375102],[2376608],[2378528],[2379173],[2382749],[2385547],[2386906],[2388732],[2389867],[2390927],[2391654],[2392934],[2394827],[2395660],[2402136],[2402718],[2405058],[2407063],[2408636],[2411134],[2413360],[2414004],[2414148],[2414838],[2415671],[2416398],[2419191],[2423544],[2432365],[2434591],[2435235],[2436902],[2437629],[2440422],[2444372],[2445205],[2457972],[2458617],[2459813],[2460382],[2463545],[2463689],[2469705],[2470663],[2471091],[2472432],[2473667],[2474397],[2475230],[2476589],[2478592],[2484312],[2485071],[2487110],[2488469],[2490295],[2490877],[2491430],[2492490],[2493217],[2494497],[2495222],[2496390],[2497223],[2507432],[2509258],[2510393],[2511453],[2512180],[2513460],[2515353],[2516186],[2520482],[2522839],[2529162],[2531660],[2533886],[2534530],[2534674],[2536197],[2536924],[2539717],[2543462],[2545933],[2546110],[2548249],[2549661],[2550619],[2551047],[2556545],[2558220],[2560035],[2560993],[2561421],[2562762],[2563521],[2563997],[2564727],[2565560],[2566919],[2568922],[2577688],[2578116],[2579457],[2580692],[2581422],[2582255],[2583614],[2585617],[2586575],[2589642],[2595494],[2597320],[2597902],[2598455],[2599515],[2600242],[2601522],[2602247],[2603415],[2604248],[2608544],[2610253],[2611972],[2613732],[2616203],[2616380],[2620889],[2621317],[2622651],[2625122],[2625299],[2627035],[2627438],[2628850],[2629808],[2630236],[2635734],[2639600],[2639777],[2641916],[2643328],[2644286],[2644714],[2647290],[2650212],[2654660],[2655088],[2656429],[2657188],[2657664],[2658394],[2659227],[2660586],[2662589],[2663547],[2666614],[2668144],[2671092],[2672811],[2677042],[2677219],[2678635],[2680354],[2682114],[2684585],[2684762],[2689271],[2689699],[2690993],[2692712],[2694053],[2694472],[2696943],[2697120],[2699259],[2701629],[2702057],[2705862],[2706039],[2707775],[2708178],[2709590],[2710548],[2710976],[2713552],[2716474],[2718924],[2719995],[2722943],[2724662],[2726003],[2726264],[2729212],[2730931],[2735162],[2735339],[2736637],[2739177],[2739585],[2741304],[2745535],[2745712],[2747128],[2748847],[2750607],[2753078],[2753255],[2755394],[2757764],[2758192],[2760295],[2761903],[2763457],[2765997],[2768571],[2771519],[2773238],[2776053],[2776551],[2777124],[2780072],[2781791],[2783132],[2783393],[2786341],[2788060],[2792291],[2792468],[2794370],[2794617],[2795622],[2798178],[2798676],[2801784],[2803338],[2806024],[2807095],[2808703],[2810257],[2812797],[2815371],[2818319],[2820038],[2822173],[2823940],[2825011],[2826740],[2827745],[2831976],[2832223],[2833228],[2836282],[2839390],[2840944],[2843842],[2846197],[2846444],[2847520],[2851769],[2853536],[2856336],[2857341],[2862816],[2863401],[2866003],[2866614],[2870292],[2874996],[2877545],[2880495],[2885794],[2891357] ] cell #3562 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1190322],[1311245],[1393768],[1441023],[1480574],[1523363],[1557286],[1571761],[1609925],[1643332],[1648097],[1652969],[1675804],[1685735],[1733418],[1738290],[1763414],[1770040],[1775589],[1801752],[1807452],[1812324],[1835159],[1852676],[1858710],[1886734],[1889088],[1893960],[1899295],[1919689],[1924561],[1930148],[1931161],[1949685],[1956311],[1967584],[1973684],[1979323],[1997954],[2002233],[2006026],[2008267],[2009280],[2031406],[2037440],[2047424],[2048464],[2065464],[2067818],[2072690],[2080326],[2083322],[2088845],[2091828],[2109543],[2111680],[2115643],[2121282],[2122322],[2137013],[2143113],[2148752],[2159218],[2167383],[2171662],[2175455],[2177696],[2178709],[2189553],[2192183],[2197064],[2200060],[2208566],[2213424],[2216420],[2218051],[2221943],[2224926],[2228194],[2238966],[2241962],[2247485],[2250468],[2268183],[2270320],[2274283],[2279922],[2280962],[2289471],[2290763],[2297871],[2300501],[2305382],[2308378],[2312781],[2315411],[2320292],[2323288],[2331794],[2336224],[2338854],[2343735],[2346731],[2355237],[2360095],[2363091],[2364722],[2368614],[2371597],[2374865],[2382857],[2388689],[2389981],[2397089],[2399719],[2402093],[2403385],[2410493],[2413123],[2418004],[2421000],[2423324],[2424616],[2431724],[2434354],[2439235],[2442231],[2446634],[2449264],[2454145],[2457141],[2465647],[2472540],[2477484],[2478372],[2479664],[2484420],[2490252],[2491544],[2498652],[2501282],[2503383],[2509215],[2510507],[2517615],[2520245],[2522619],[2523911],[2531019],[2533649],[2538530],[2541526],[2545890],[2549441],[2551844],[2552496],[2562870],[2568702],[2569994],[2579565],[2584509],[2585397],[2586689],[2591445],[2597277],[2598569],[2605677],[2608307],[2612080],[2612688],[2615076],[2616899],[2628630],[2631685],[2639557],[2643108],[2645511],[2646163],[2656537],[2662369],[2663661],[2670033],[2670910],[2676999],[2681070],[2683458],[2692820],[2693428],[2695816],[2697639],[2709370],[2712425],[2718041],[2724770],[2725378],[2728153],[2738526],[2739403],[2749563],[2751951],[2765346],[2766617],[2773954],[2775170],[2785282],[2797295],[2805227],[2813417],[2829418],[2844309] ] cell #3563 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658066],[762106],[816706],[867427],[873988],[931535],[940950],[947473],[985284],[1035207],[1046157],[1052718],[1062155],[1069474],[1108162],[1133744],[1159550],[1171555],[1181836],[1188397],[1195652],[1218049],[1261301],[1263586],[1278978],[1287849],[1299989],[1310824],[1347347],[1349632],[1390882],[1392467],[1393347],[1408947],[1426344],[1441271],[1477688],[1479273],[1480153],[1513150],[1522909],[1523611],[1538855],[1555985],[1556865],[1609471],[1610173],[1642031],[1642911],[1650414],[1651972],[1685281],[1685983],[1735735],[1737293],[1752623],[1769586],[1770288],[1777517],[1809769],[1811327],[1860638],[1877164],[1891405],[1892963],[1932076],[1933428],[1968861],[1996380],[2010195],[2011547],[2050332],[2084260],[2093105],[2103168],[2124190],[2180976],[2188310],[2200998],[2251745],[2282830],[2296628],[2347669],[2430481], [561316,1243324],[628870,1080556],[646585,1102032],[657736,1372730],[707987,1438554],[731493,1206967],[750430,1228829],[760040,1239911],[762395,1503135],[787510,1272383],[805225,1293859],[816376,1569106],[824725,1580210],[840981,1336032],[860972,1358024],[871749,1369339],[875757,2130062],[881359,1380421],[900922,1402197],[910532,1413279],[914857,1678896],[919859,1424059],[929469,1435141],[931824,1698365],[940620,1709486],[953603,1204502],[963631,1472521],[974449,1227484],[989110,1499550],[993493,2234870],[999887,1510865],[1019711,1532408],[1030488,1543723],[1032489,1546008],[1034496,1801608],[1034877,1805630],[1039702,1554400],[1050479,1565715],[1054487,2056204],[1060089,1576797],[1062444,1835858],[1064414,1838251],[1067009,1068129],[1082134,1596783],[1086023,1602878],[1109915,2325504],[1116781,2332518],[1118190,1635279],[1122823,1640446],[1139874,1399732],[1149902,1667751],[1152346,1922323],[1154535,1672918],[1156489,1674503],[1157275,1675383],[1158918,1923649],[1159839,1928418],[1160720,1422714],[1175381,1694780],[1179764,2165894],[1186158,1706095],[1188159,1708380],[1190166,1956167],[1190547,1960189],[1199645,2385818],[1208495,1725044],[1208563,1725550],[1211940,1731312],[1236837,2415253],[1241489,1756898],[1245378,1762993],[1246041,1509520],[1258836,1259956],[1273961,1788610],[1277850,1794705],[1278513,1541258],[1280266,2039453],[1280334,2039959],[1284599,1801298],[1284790,1802000],[1287132,2041207],[1301742,2261893],[1308608,2268907],[1310017,1827106],[1312461,2070452],[1314650,1832273],[1316604,1833858],[1317390,1834738],[1319033,2071778],[1319954,2076547],[1327235,1592043],[1328911,2470120],[1332044,1849365],[1336829,1850408],[1337708,1850668],[1344882,1346002],[1363246,1875301],[1365428,2495837],[1370867,1880714],[1370935,1881220],[1374312,1886982],[1392002,1664121],[1394875,2335066],[1396104,2138607],[1403725,1911315],[1403793,1911821],[1407170,1917583],[1408666,1922006],[1409326,2150457],[1410205,2150717],[1413788,1923564],[1429946,1938894],[1432067,2357344],[1436719,1943169],[1440608,1949264],[1443024,2179709],[1443092,2180215],[1447357,1955857],[1447548,1956559],[1449890,2181463],[1455184,1713686],[1458805,2545081],[1462472,1970069],[1467445,1971589],[1468891,1478808],[1481681,2395931],[1482910,2210160],[1490753,1752158],[1493626,1994634],[1493694,1995140],[1495562,1998922],[1500347,1999965],[1501226,2000225],[1516752,2017013],[1522628,1788293],[1525287,2423959],[1526484,2242985],[1526552,2243491],[1528420,2028095],[1533205,2029138],[1534084,2029398],[1539109,2039368],[1539812,2254473],[1555520,1823476],[1559622,2054031],[1560541,2055894],[1561804,2443819],[1567243,2059444],[1567311,2059950],[1570688,2065712],[1572184,2070135],[1572844,2281627],[1573723,2281887],[1577306,2071693],[1582934,2609971],[1585690,1839449],[1587042,2082944],[1593096,2085648],[1596466,1609190],[1611849,2479007],[1613046,2309401],[1613114,2309907],[1617942,1869356],[1622686,2108265],[1623565,2108525],[1625230,2112028],[1630203,2113548],[1631649,1641566],[1645668,2127889],[1646587,2129752],[1652226,1911230],[1653392,2138290],[1654035,2503658],[1655158,2339629],[1656037,2339889],[1657702,2139498],[1662675,2141018],[1685000,1942852],[1688856,2164063],[1688924,2164569],[1689016,2165809],[1690792,2168351],[1695577,2169394],[1696456,2169654],[1701481,2179624],[1702184,2375602],[1714954,1961404],[1715932,2191400],[1724959,1737547],[1726311,2199682],[1738713,2209843],[1739356,2552771],[1740479,2400494],[1741358,2400754],[1743121,2210473],[1745805,1989006],[1747157,1990451],[1750712,2215255],[1753211,2218746],[1756581,1769305],[1773161,2233039],[1773229,2233545],[1773321,2234785],[1774761,2574300],[1774833,2422890],[1778869,2241584],[1780642,2242900],[1782424,2428076],[1784923,2244288],[1806717,2261808],[1811581,2059359],[1812747,2053714],[1814513,2266905],[1815392,2267165],[1817057,2270668],[1822030,2272188],[1840516,2289906],[1842094,2292801],[1851611,2299718],[1857882,2617501],[1857954,2477938],[1861990,2308000],[1863763,2309316],[1865545,2483124],[1868126,2310180],[1870624,2103363],[1871602,2104127],[1874984,1876883],[1880629,1893217],[1881981,2113473],[1888353,2325419],[1894383,2127572],[1896149,2330516],[1897028,2330776],[1898727,2503137],[1900613,2334981],[1902203,2338071],[1912582,2346353],[1924984,2356514],[1929392,2357144],[1935201,2163978],[1936983,2361926],[1939482,2365417],[1962383,2383346],[1964813,2668975],[1964885,2544980],[1965919,2385733],[1971136,2389124],[1972714,2392019],[1978755,2552250],[1980641,2395846],[1982231,2398936],[1990073,2211539],[1991651,2211472],[1994549,1996634],[2001168,2219510],[2004550,2006449],[2007511,2415053],[2013320,2232954],[2015102,2419835],[2019246,2423759],[2020824,2426654],[2030341,2433571],[2040720,2441853],[2042493,2443169],[2046856,2444033],[2048742,2263169],[2060711,2272113],[2073113,2286212],[2080852,2611431],[2081704,2469920],[2086627,2473029],[2090163,2475416],[2095380,2478807],[2096958,2481702],[2104342,2311111],[2104529,2104650],[2106772,2727095],[2106844,2624169],[2107878,2487296],[2113095,2318407],[2114673,2318340],[2117571,2119656],[2120714,2496051],[2122600,2326780],[2131812,2503872],[2140565,2509650],[2142143,2512545],[2150070,2516372],[2151660,2519462],[2170597,2366181],[2173979,2175878],[2182749,2379625],[2190827,2545295],[2198442,2549876],[2199304,2392086],[2200338,2393185],[2203365,2552985],[2213950,2679813],[2214802,2560250],[2219725,2408823],[2219912,2220033],[2223261,2565746],[2245267,2580054],[2248803,2582441],[2254020,2585832],[2255598,2588727],[2271735,2452260],[2273313,2452193],[2276211,2278296],[2281240,2460633],[2299145,2615565],[2299933,2475621],[2300120,2300241],[2314055,2624484],[2321670,2629065],[2323566,2494748],[2345113,2643543],[2345975,2512612],[2347009,2513711],[2350036,2646652],[2366396,2529349],[2366583,2366704],[2369932,2659413],[2411767,2683947],[2432998,2696305],[2433786,2582646],[2433973,2434094],[2441475,2588794],[2442509,2589893],[2455523,2709805],[2457419,2601773],[2519677,2649244],[2519864,2519985],[2532293,2752440],[2541804,2666865] ] cell #3564 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [825485],[934752],[1012208],[1055483],[1093844],[1135527],[1167878],[1181352],[1219832],[1253199],[1258029],[1263102],[1285671],[1295642],[1344075],[1349148],[1375193],[1382204],[1387810],[1415062],[1420787],[1425860],[1448429],[1468084],[1474616],[1504977],[1507593],[1512666],[1517956],[1540451],[1545524],[1551328],[1552487],[1571569],[1578580],[1591236],[1598461],[1604518],[1625790],[1630842],[1634795],[1637374],[1638533],[1663314],[1669846],[1680328],[1681832],[1700207],[1702823],[1707896],[1716492],[1720230],[1726763],[1730505],[1751351],[1753710],[1758576],[1764633],[1766137],[1783063],[1790288],[1796345],[1808141],[1817617],[1822669],[1826622],[1829201],[1830360],[1842593],[1845756],[1852171],[1855909],[1866184],[1872162],[1875900],[1877593],[1882433],[1886175],[1889777],[1902763],[1906501],[1913034],[1916776],[1937622],[1939981],[1944847],[1950904],[1952408],[1961780],[1963671],[1973213],[1976376],[1982791],[1986529],[1992150],[1995313],[2001728],[2005466],[2015741],[2021323],[2024486],[2030901],[2034639],[2044914],[2050892],[2054630],[2056323],[2061163],[2064905],[2068507],[2077882],[2086024],[2087915],[2097457],[2100620],[2103739],[2105630],[2115172],[2118335],[2124750],[2128488],[2131209],[2133100],[2142642],[2145805],[2152220],[2155958],[2161579],[2164742],[2171157],[2174895],[2185170],[2194620],[2201558],[2202762],[2204653],[2210980],[2219122],[2221013],[2230555],[2233718],[2236522],[2244664],[2246555],[2256097],[2259260],[2262379],[2264270],[2273812],[2276975],[2283390],[2287128],[2293177],[2298542],[2302000],[2302938],[2317848],[2325990],[2327881],[2341291],[2348229],[2349433],[2351324],[2357651],[2365793],[2367684],[2377226],[2380389],[2386068],[2386936],[2390816],[2393498],[2411164],[2415560],[2427030],[2432395],[2435853],[2436791],[2451701],[2459843],[2461734],[2470980],[2472351],[2482078],[2488499],[2492379],[2506594],[2507462],[2511342],[2514024],[2531690],[2536086],[2544214],[2555707],[2556575],[2561310],[2578005],[2579376],[2595524],[2599404],[2621206],[2623403],[2635764],[2637881],[2654977],[2675323],[2689588],[2704143],[2733443],[2760922] ] cell #3565 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [994042],[1116551],[1159467],[1180313],[1190877],[1235474],[1243659],[1286902],[1308378],[1319582],[1319665],[1325322],[1364908],[1408842],[1417027],[1430704],[1438889],[1441736],[1449660],[1450607],[1456100],[1466978],[1488840],[1494974],[1521698],[1522804],[1524076],[1539292],[1561284],[1572360],[1572465],[1580545],[1586454],[1597382],[1608260],[1609366],[1610638],[1618858],[1629736],[1651330],[1652409],[1653568],[1653673],[1662208],[1668342],[1684070],[1685176],[1686448],[1690204],[1701227],[1701664],[1713236],[1725723],[1736651],[1737730],[1738889],[1738994],[1746569],[1757497],[1760841],[1768375],[1769481],[1770753],[1778281],[1779321],[1780388],[1780825],[1789209],[1800087],[1802465],[1810685],[1811764],[1812923],[1813028],[1821563],[1827697],[1848915],[1857068],[1861402],[1862442],[1863509],[1863946],[1868906],[1877059],[1881393],[1885016],[1885285],[1887447],[1892321],[1893400],[1894559],[1894664],[1899507],[1899579],[1901225],[1903957],[1911994],[1922922],[1925160],[1925265],[1932840],[1933880],[1934947],[1935384],[1943768],[1947112],[1954646],[1957024],[1973336],[1977880],[1979535],[1979607],[1981253],[1983985],[1992273],[1996817],[1998472],[2003962],[2004603],[2006625],[2006730],[2010959],[2011999],[2013066],[2013503],[2018394],[2027645],[2035798],[2040132],[2042239],[2042676],[2047636],[2047708],[2049354],[2052086],[2060123],[2063746],[2064015],[2066177],[2071051],[2073289],[2073394],[2074395],[2082494],[2088626],[2089057],[2089129],[2092517],[2094528],[2106341],[2110232],[2112298],[2115295],[2117337],[2119402],[2119839],[2121494],[2121566],[2123212],[2125944],[2142765],[2147309],[2148964],[2149036],[2153414],[2157117],[2158650],[2159502],[2161080],[2167901],[2173391],[2174032],[2176054],[2176159],[2180388],[2182495],[2182932],[2184011],[2184280],[2191670],[2192395],[2192467],[2193183],[2194278],[2196445],[2197590],[2210638],[2212805],[2218551],[2219020],[2221724],[2222155],[2222227],[2225615],[2227626],[2228478],[2230056],[2241134],[2247266],[2247697],[2247769],[2251157],[2253168],[2256220],[2260764],[2261033],[2262982],[2270938],[2273935],[2275977],[2278042],[2278479],[2280134],[2280206],[2284584],[2285624],[2286265],[2290071],[2290624],[2291263],[2293075],[2293780],[2295147],[2300785],[2301501],[2307550],[2310057],[2315623],[2315695],[2317506],[2319673],[2320818],[2326593],[2338341],[2339066],[2339138],[2340949],[2343116],[2344261],[2352035],[2355926],[2356567],[2365222],[2365691],[2368395],[2368826],[2368898],[2372286],[2374297],[2374352],[2375149],[2376727],[2379391],[2383223],[2383699],[2384541],[2389289],[2390481],[2392998],[2399206],[2399931],[2400003],[2403246],[2403885],[2406402],[2407769],[2413407],[2424477],[2425116],[2426928],[2427633],[2427688],[2429000],[2434638],[2435354],[2436449],[2438616],[2442935],[2449476],[2449548],[2451359],[2453526],[2454671],[2459741],[2460446],[2468767],[2472906],[2474224],[2479525],[2480164],[2481976],[2482681],[2482736],[2485262],[2486104],[2492044],[2494561],[2501494],[2501566],[2504225],[2505067],[2505620],[2507360],[2509815],[2511007],[2513524],[2514891],[2515193],[2520529],[2523772],[2524411],[2526928],[2526983],[2528295],[2533933],[2548723],[2553338],[2554180],[2554733],[2556473],[2559097],[2564554],[2569855],[2570494],[2573011],[2573066],[2575792],[2576268],[2576570],[2579931],[2581249],[2587189],[2589706],[2592287],[2593129],[2593682],[2595422],[2599069],[2601586],[2608591],[2613288],[2617399],[2618993],[2619469],[2619771],[2627912],[2632527],[2633369],[2633922],[2635662],[2642390],[2647847],[2652764],[2653240],[2653542],[2658221],[2664161],[2666678],[2670399],[2674127],[2681670],[2687375],[2687851],[2688153],[2698139],[2699733],[2708652],[2714109],[2717738],[2722250],[2728519],[2728821],[2742620],[2755868],[2761200],[2766314],[2779379],[2808000] ] cell #3566 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [874844],[992365],[1053574],[1109701],[1115601],[1178636],[1189253],[1199431],[1236623],[1288705],[1301528],[1307428],[1317905],[1328697],[1365484],[1394661],[1418271],[1431853],[1442810],[1448710],[1458861],[1481467],[1525073],[1526270],[1539714],[1548818],[1561860],[1573509],[1583050],[1611635],[1612832],[1652831],[1654091],[1655823],[1669124],[1688642],[1702240],[1738152],[1739412],[1741144],[1772947],[1774877],[1780103],[1782480],[1795264],[1812186],[1815178],[1857998],[1863224],[1865601],[1893822],[1896814],[1898898],[1902876],[1934662],[1937039],[1964929],[1978926],[1982904],[1997239],[2012781],[2015158],[2017511],[2047027],[2051005],[2081023],[2093645],[2106888],[2111014],[2120885],[2124863],[2131983],[2157767],[2189944],[2190998],[2203536],[2214121],[2217041],[2226743],[2237110],[2292186],[2299316],[2303526],[2310237],[2313172],[2314226],[2350207],[2383403],[2391404],[2404808],[2411938],[2433169],[2437379],[2473086],[2484966],[2492967],[2511930],[2532464],[2563416],[2580111],[2599992],[2616098],[2657083],[2696838],[2745430] ] cell #3567 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658104],[762187],[816744],[867578],[874057],[931616],[940988],[947624],[985425],[1035245],[1046308],[1052787],[1062236],[1069615],[1108098],[1133895],[1159631],[1171696],[1181987],[1188466],[1195588],[1218200],[1261442],[1263737],[1279131],[1287918],[1299925],[1310965],[1347488],[1349783],[1390818],[1392620],[1393488],[1409090],[1426495],[1441207],[1477624],[1479426],[1480294],[1513301],[1523052],[1523547],[1538801],[1556138],[1557006],[1609614],[1610109],[1642184],[1643052],[1648344],[1651918],[1685424],[1685919],[1733665],[1737239],[1752776],[1769729],[1770224],[1775567],[1807699],[1811273],[1858688],[1877307],[1889335],[1892909],[1930126],[1931408],[1967831],[1996326],[2008245],[2009527],[2048442],[2083300],[2092075],[2103114],[2122300],[2178956],[2188256],[2200038],[2250715],[2280940],[2296574],[2346709],[2430427], 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894],[2078713,2289993],[2081524,2292880],[2089863,2299805],[2089895,2615644],[2091306,2475994],[2095200,2481781],[2102993,2310259],[2103442,2106664],[2104214,2107578],[2104228,2311363],[2107610,2624563],[2112993,2318679],[2113409,2116903],[2116650,2629152],[2118936,2630368],[2144120,2643630],[2144373,2346289],[2146406,2644846],[2149770,2519549],[2149802,2646731],[2169220,2529722],[2172952,2659359],[2175814,2371844],[2188135,2383425],[2195451,2389211],[2198262,2392098],[2199202,2392358],[2211551,2214622],[2219597,2222961],[2219611,2409075],[2222993,2684026],[2248503,2433658],[2248535,2696384],[2249946,2583019],[2253840,2588806],[2259861,2702189],[2271633,2452532],[2272049,2275543],[2275290,2709892],[2277576,2711108],[2296453,2473108],[2299819,2475873],[2318419,2321490],[2342122,2509737],[2344933,2512624],[2345873,2512884],[2354715,2649617],[2366268,2369632],[2366282,2529601],[2369664,2752519],[2380990,2758324],[2430306,2580133],[2433672,2582898],[2441373,2589066],[2452272,2455343],[2519563,2649496] ] cell #3568 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [292935],[356348],[405436],[431082],[457454],[485791],[506999],[515171],[543700],[567864],[571218],[575329],[591307],[598413],[634829],[638940],[659384],[664829],[668914],[690371],[694446],[698557],[714535],[732340],[737890],[763820],[765999],[770110],[774370],[793469],[797580],[802012],[803081],[818024],[823469],[835194],[842509],[848228],[867771],[872596],[875845],[878146],[879215],[901769],[907319],[916329],[917607],[933249],[935428],[939539],[947817],[951728],[959090],[962477],[983323],[985637],[990638],[996357],[997635],[1013924],[1021239],[1026958],[1037833],[1046501],[1051326],[1054575],[1056876],[1057945],[1069827],[1073657],[1080900],[1084811],[1095560],[1102376],[1106287],[1107908],[1113649],[1117036],[1120954],[1134088],[1137999],[1145361],[1148748],[1169594],[1171908],[1176909],[1182628],[1183906],[1192890],[1195398],[1207320],[1211150],[1218393],[1222304],[1229182],[1233012],[1240255],[1244166],[1254915],[1261654],[1265484],[1272727],[1276638],[1287387],[1294203],[1298114],[1299735],[1305476],[1308863],[1312781],[1321781],[1333270],[1335778],[1347700],[1351530],[1355262],[1357770],[1369692],[1373522],[1380765],[1384676],[1388120],[1390628],[1402550],[1406380],[1413623],[1417534],[1424412],[1428242],[1435485],[1439396],[1450145],[1463437],[1472865],[1474926],[1477434],[1485299],[1496788],[1499296],[1511218],[1515048],[1518157],[1529646],[1532154],[1544076],[1547906],[1551638],[1554146],[1566068],[1569898],[1577141],[1581052],[1590387],[1598771],[1603231],[1604719],[1626195],[1637684],[1640192],[1658667],[1668095],[1670156],[1672664],[1680529],[1692018],[1694526],[1706448],[1710278],[1718927],[1720540],[1726964],[1731058],[1758886],[1764834],[1782214],[1790598],[1795058],[1796546],[1818022],[1829511],[1832019],[1845957],[1848391],[1865335],[1876210],[1882634],[1905198],[1906811],[1913235],[1917329],[1945157],[1951105],[1963427],[1985226],[1986839],[1995514],[2024687],[2027121],[2054940],[2061364],[2100821],[2105386],[2128798],[2132856],[2164943],[2204409],[2233919],[2264026],[2327637],[2387795] ] cell #3569 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1063904],[1182215],[1263965],[1310431],[1350011],[1392954],[1426723],[1441044],[1479760],[1513529],[1518436],[1523384],[1546387],[1556472],[1604998],[1609946],[1635658],[1642518],[1648183],[1674990],[1680808],[1685756],[1708759],[1727243],[1733504],[1762600],[1765113],[1770061],[1775441],[1796825],[1801773],[1807538],[1808621],[1827485],[1834345],[1846236],[1852762],[1858562],[1878285],[1882913],[1886755],[1889174],[1890257],[1913514],[1919775],[1930000],[1931247],[1948871],[1951384],[1956332],[1964363],[1967670],[1973536],[1976856],[1995793],[1997975],[2002319],[2008119],[2009366],[2024966],[2031492],[2037292],[2048316],[2057015],[2061643],[2065485],[2067904],[2068987],[2080347],[2083174],[2088607],[2091914],[2101100],[2106322],[2109629],[2111218],[2115495],[2118815],[2122174],[2133792],[2137099],[2142965],[2146285],[2165222],[2167404],[2171748],[2177548],[2178795],[2187618],[2189091],[2197085],[2199912],[2205345],[2208652],[2213445],[2216272],[2221705],[2225012],[2234198],[2238987],[2241814],[2247247],[2250554],[2259740],[2264962],[2268269],[2269858],[2274135],[2277455],[2280814],[2289306],[2295936],[2297409],[2305403],[2308230],[2310846],[2312319],[2320313],[2323140],[2328573],[2331880],[2334289],[2335762],[2343756],[2346583],[2352016],[2355323],[2360116],[2362943],[2368376],[2371683],[2380869],[2388524],[2394190],[2395154],[2396627],[2401928],[2408558],[2410031],[2418025],[2420852],[2423159],[2429789],[2431262],[2439256],[2442083],[2444699],[2446172],[2454166],[2456993],[2462426],[2465733],[2470585],[2474724],[2477505],[2478207],[2490087],[2496717],[2498190],[2509050],[2514716],[2515680],[2517153],[2522454],[2529084],[2530557],[2538551],[2541378],[2545725],[2546437],[2549276],[2551382],[2565054],[2568537],[2577610],[2581749],[2584530],[2585232],[2597112],[2603742],[2605215],[2612523],[2613556],[2620811],[2625626],[2628465],[2639392],[2640104],[2642943],[2645049],[2658721],[2662204],[2668643],[2676834],[2677546],[2680905],[2693263],[2694296],[2706366],[2709205],[2725213],[2726763],[2735666],[2737136],[2749398],[2763956],[2773789],[2783892],[2803837],[2822454] ] cell #3570 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [762894],[874039],[932323],[942268],[985335],[992156],[1052769],[1062943],[1063869],[1069525],[1108356],[1160338],[1171606],[1178427],[1182180],[1188448],[1190254],[1195846],[1207018],[1228880],[1234885],[1261352],[1263930],[1287900],[1300183],[1310875],[1311177],[1317696],[1324733],[1336226],[1347398],[1349976],[1358218],[1369390],[1373074],[1391076],[1393398],[1393700],[1402248],[1408998],[1418062],[1424110],[1426688],[1430115],[1441017],[1441465],[1452710],[1466389],[1477882],[1480204],[1480506],[1488251],[1499744],[1503186],[1503488],[1510916],[1513494],[1521109],[1522960],[1523357],[1523805],[1532602],[1539431],[1543774],[1546352],[1554594],[1556916],[1557218],[1565766],[1569450],[1571771],[1593992],[1602929],[1607671],[1609522],[1609919],[1610367],[1615468],[1629147],[1632515],[1632963],[1635623],[1640640],[1642962],[1643264],[1647940],[1648091],[1652548],[1652979],[1661619],[1668289],[1673112],[1675434],[1675736],[1683481],[1685332],[1685729],[1686177],[1694974],[1698416],[1698718],[1706146],[1708724],[1709830],[1725601],[1731506],[1733261],[1733412],[1737869],[1738300],[1753477],[1754107],[1760252],[1763044],[1763346],[1767786],[1769637],[1770034],[1770482],[1775599],[1779268],[1785819],[1794756],[1799498],[1801746],[1802194],[1805974],[1807295],[1807446],[1811903],[1812334],[1820974],[1824342],[1824790],[1827450],[1832467],[1834789],[1835091],[1835909],[1836211],[1842360],[1844910],[1851199],[1852519],[1852670],[1856479],[1858720],[1862389],[1877215],[1877983],[1881271],[1886728],[1887176],[1888931],[1889082],[1893539],[1893970],[1899399],[1911872],[1917777],[1919532],[1919683],[1924571],[1928469],[1928771],[1930158],[1931155],[1933827],[1939748],[1940378],[1946523],[1949315],[1949617],[1954057],[1956305],[1956753],[1957425],[1957873],[1964061],[1967427],[1967578],[1969731],[1971577],[1973694],[1979427],[1995191],[1996956],[1997948],[2000756],[2002076],[2002227],[2006036],[2008277],[2009274],[2011946],[2021090],[2023640],[2029929],[2031249],[2031400],[2035209],[2037450],[2040010],[2045467],[2045915],[2047528],[2048474],[2056713],[2060001],[2065458],[2065906],[2067031],[2067661],[2067812],[2072700],[2073806],[2079511],[2080320],[2083332],[2085014],[2091822],[2097224],[2099774],[2109056],[2109386],[2109537],[2110179],[2111690],[2113536],[2115653],[2121386],[2122332],[2133490],[2135296],[2136856],[2137007],[2139160],[2141006],[2143123],[2148440],[2151248],[2156528],[2159322],[2167377],[2170185],[2171505],[2171656],[2175465],[2176978],[2177706],[2178703],[2188503],[2189563],[2192287],[2197058],[2200070],[2205043],[2206849],[2208409],[2208560],[2210585],[2212609],[2213418],[2215243],[2216430],[2218112],[2224920],[2228298],[2238151],[2238960],[2239748],[2240382],[2241972],[2243654],[2250462],[2252615],[2254461],[2266466],[2268026],[2268177],[2270330],[2272176],[2274293],[2280972],[2290018],[2290824],[2297881],[2300605],[2304567],[2305376],[2306164],[2306798],[2308388],[2310134],[2311731],[2312791],[2320286],[2323298],[2330077],[2331637],[2331788],[2335174],[2336234],[2336945],[2343729],[2346741],[2348423],[2355231],[2359280],[2360089],[2360877],[2361511],[2363101],[2364783],[2371591],[2374969],[2383300],[2389236],[2390042],[2396039],[2397099],[2397810],[2403446],[2410503],[2417189],[2417998],[2418786],[2419420],[2421010],[2424677],[2425309],[2431734],[2434458],[2439229],[2442241],[2445584],[2446644],[2447355],[2454139],[2457151],[2465641],[2471898],[2472983],[2477478],[2479725],[2480357],[2489358],[2491605],[2497602],[2498662],[2499373],[2509762],[2510568],[2517625],[2523972],[2524604],[2531029],[2538524],[2541536],[2546690],[2551854],[2562228],[2570055],[2570687],[2580008],[2584503],[2586750],[2598630],[2605687],[2610287],[2616960],[2625879],[2645521],[2663722],[2671126],[2678669],[2697700],[2739619] ] cell #3571 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3572 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1450762],[1572694],[1653902],[1701240],[1739223],[1780401],[1813257],[1827681],[1863522],[1894893],[1899592],[1903941],[1925494],[1934960],[1979620],[1983969],[2006959],[2013079],[2018378],[2042252],[2047721],[2052070],[2073623],[2089142],[2094512],[2119415],[2121579],[2125928],[2130840],[2149049],[2153398],[2158634],[2159515],[2176388],[2182508],[2192480],[2197574],[2202393],[2218564],[2222240],[2225599],[2227610],[2228491],[2247782],[2253152],[2262010],[2262966],[2278055],[2280219],[2284568],[2291276],[2293764],[2298173],[2300798],[2315708],[2317490],[2320802],[2325621],[2326577],[2339151],[2344245],[2349064],[2358150],[2365235],[2368911],[2372270],[2374281],[2375162],[2384525],[2386567],[2390494],[2392982],[2400016],[2403898],[2406386],[2407705],[2410795],[2413420],[2416059],[2425129],[2427617],[2432026],[2434651],[2449561],[2451343],[2454655],[2459474],[2460430],[2467759],[2468703],[2474208],[2476250],[2480177],[2482665],[2486088],[2488130],[2492057],[2494545],[2501579],[2505051],[2507093],[2511020],[2513508],[2520542],[2524424],[2526912],[2528231],[2531321],[2533946],[2536585],[2543408],[2547715],[2548659],[2554164],[2556206],[2558089],[2559033],[2564538],[2566580],[2570507],[2572995],[2574784],[2575728],[2581233],[2583275],[2587202],[2589690],[2593113],[2595155],[2599082],[2601570],[2608604],[2613678],[2617412],[2617985],[2618929],[2622597],[2626904],[2627848],[2633353],[2635395],[2637075],[2641382],[2642326],[2647831],[2649873],[2651756],[2652700],[2658205],[2660247],[2664174],[2666662],[2669794],[2672277],[2674111],[2674517],[2682060],[2686367],[2687311],[2694418],[2698152],[2698725],[2699669],[2703337],[2707644],[2708588],[2714093],[2716135],[2718870],[2719291],[2720889],[2722186],[2730397],[2732637],[2738287],[2740770],[2742604],[2743010],[2750553],[2754860],[2755804],[2760451],[2761050],[2765107],[2767867],[2769465],[2775999],[2776420],[2778018],[2779315],[2787526],[2789766],[2793853],[2798124],[2798545],[2800332],[2807251],[2807850],[2814667],[2816265],[2825167],[2825976],[2830668],[2831459],[2837938],[2845680],[2850514],[2855572],[2865239],[2874164] ] cell #3573 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1450753],[1572685],[1653893],[1701237],[1739214],[1780398],[1813248],[1827685],[1863519],[1894884],[1899589],[1903945],[1925485],[1934957],[1979617],[1983973],[2006950],[2013076],[2018382],[2042249],[2047718],[2052074],[2073614],[2089139],[2094516],[2119412],[2121576],[2125932],[2130842],[2149046],[2153402],[2158638],[2159512],[2176379],[2182505],[2192477],[2197578],[2202395],[2218561],[2222237],[2225603],[2227614],[2228488],[2247779],[2253156],[2262012],[2262970],[2278052],[2280216],[2284572],[2291273],[2293768],[2298175],[2300795],[2315705],[2317494],[2320806],[2325623],[2326581],[2339148],[2344249],[2349066],[2358152],[2365232],[2368908],[2372274],[2374285],[2375159],[2384529],[2386569],[2390491],[2392986],[2400013],[2403895],[2406390],[2407706],[2410797],[2413417],[2416061],[2425126],[2427621],[2432028],[2434648],[2449558],[2451347],[2454659],[2459476],[2460434],[2467761],[2468704],[2474212],[2476252],[2480174],[2482669],[2486092],[2488132],[2492054],[2494549],[2501576],[2505055],[2507095],[2511017],[2513512],[2520539],[2524421],[2526916],[2528232],[2531323],[2533943],[2536587],[2543409],[2547717],[2548660],[2554168],[2556208],[2558091],[2559034],[2564542],[2566582],[2570504],[2572999],[2574786],[2575729],[2581237],[2583277],[2587199],[2589694],[2593117],[2595157],[2599079],[2601574],[2608601],[2613679],[2617409],[2617987],[2618930],[2622598],[2626906],[2627849],[2633357],[2635397],[2637076],[2641384],[2642327],[2647835],[2649875],[2651758],[2652701],[2658209],[2660249],[2664171],[2666666],[2669796],[2672279],[2674115],[2674518],[2682061],[2686369],[2687312],[2694419],[2698149],[2698727],[2699670],[2703338],[2707646],[2708589],[2714097],[2716137],[2718871],[2719293],[2720890],[2722187],[2730399],[2732638],[2738289],[2740772],[2742608],[2743011],[2750554],[2754862],[2755805],[2760452],[2761051],[2765109],[2767869],[2769466],[2776000],[2776422],[2778019],[2779316],[2787528],[2789767],[2793854],[2798125],[2798547],[2800333],[2807252],[2807851],[2814669],[2816266],[2825168],[2825977],[2830670],[2831460],[2837939],[2845681],[2850515],[2855573],[2865240],[2874165] ] cell #3574 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1503556],[1632521],[1698786],[1753483],[1760242],[1824348],[1836279],[1842366],[1877973],[1928839],[1939754],[1946513],[1957431],[1964051],[1997494],[2021096],[2045473],[2056703],[2067037],[2073796],[2079866],[2097230],[2133480],[2135302],[2148446],[2156518],[2166923],[2176968],[2205033],[2206855],[2238506],[2239754],[2240372],[2252605],[2266472],[2279156],[2304922],[2306170],[2306788],[2330083],[2336935],[2337300],[2348362],[2360883],[2361501],[2397800],[2398165],[2418792],[2419410],[2424329],[2425248],[2447345],[2447710],[2479377],[2480296],[2489364],[2499363],[2499728],[2504241],[2523624],[2524543],[2553354],[2562218],[2569707],[2570626],[2592303],[2592981],[2613140],[2625818],[2632543],[2633221],[2652780],[2670415],[2673979],[2678453],[2687391],[2713961],[2717871],[2722266],[2742472],[2755884],[2761333],[2779395],[2808133], [993119,2225461],[1115593,2323169],[1179390,2372132],[1190811,2382212],[1235558,2408587],[1242642,2413115],[1307420,2457022],[1318659,2466182],[1319809,2466543],[1325406,2470614],[1364972,2490244],[1373132,1885335],[1419025,2355772],[1430788,2529113],[1437872,2533641],[1441952,2536458],[1448702,2541407],[1450741,2542372],[1456164,2545882],[1467062,1972986],[1488924,1991923],[1494871,2562748],[1502966,2004169],[1521782,2577639],[1524292,2578377],[1548810,2442112],[1561348,2597269],[1569508,2064065],[1572444,2603771],[1572673,2603835],[1579528,2608299],[1586351,2611958],[1597446,2088295],[1608344,2620840],[1610854,2621578],[1618922,2106010],[1629820,2114945],[1632742,2117479],[1651394,2639549],[1653652,2640133],[1653881,2640197],[1662292,2142415],[1669116,2515709],[1678214,2520237],[1684154,2161352],[1686664,2655349],[1690101,2656415],[1698196,2173598],[1701119,2662051],[1701728,2662361],[1709888,2184330],[1712258,2667992],[1725620,2196604],[1736715,2676991],[1738973,2677575],[1739202,2677639],[1746466,2212964],[1757561,2221393],[1768459,2230328],[1770969,2689960],[1778178,2692698],[1780095,2581778],[1780280,2693110],[1780889,2693420],[1789273,2246935],[1796010,2585389],[1800171,2255870],[1802681,2440023],[1806032,2261083],[1810749,2264650],[1813007,2706395],[1813236,2706459],[1821647,2273585],[1824569,2276119],[1827594,2712303],[1835689,2285831],[1847937,2086429],[1857152,2301773],[1861299,2724648],[1863216,2474753],[1863401,2725060],[1864010,2725370],[1867928,2104932],[1881290,2319832],[1887663,2636629],[1892385,2328261],[1894643,2735695],[1894872,2735759],[1898529,2736485],[1898641,2736512],[1903622,2643100],[1903854,2738404],[1911891,2343275],[1918355,2646041],[1922986,2351704],[1925244,2353526],[1925473,2518326],[1928249,2356133],[1932737,2359635],[1934654,2658750],[1934839,2749245],[1935448,2749555],[1943832,2368064],[1954730,2376999],[1957240,2539318],[1957652,2379533],[1962185,1962973],[1974276,2391188],[1977944,2393878],[1978557,2763305],[1978669,2763332],[1983650,2549433],[1983882,2765224],[2006709,2414395],[2006938,2690496],[2010856,2417544],[2012773,2565083],[2012958,2773636],[2013567,2773946],[2017538,2774690],[2021473,2695694],[2026667,2245069],[2035882,2435626],[2038032,2437163],[2040029,2438775],[2042131,2587321],[2042740,2440641],[2045694,2443077],[2046658,2263572],[2046770,2783268],[2051751,2709362],[2051983,2785160],[2060020,2453685],[2066393,2596389],[2071115,2462114],[2073373,2463936],[2073602,2606388],[2080654,2794048],[2080766,2794075],[2089480,2474817],[2092414,2477024],[2093672,2796815],[2097607,2614954],[2111006,2625655],[2116235,2492751],[2119294,2735858],[2119903,2495441],[2120516,2327183],[2120628,2803213],[2125609,2628622],[2125841,2805105],[2130256,2739477],[2131614,2132402],[2131726,2806206],[2143705,2511714],[2147373,2514404],[2147986,2349838],[2148098,2647021],[2149387,2515773],[2153311,2518691],[2157794,2812937],[2161729,2751829],[2176138,2534921],[2176367,2655885],[2180285,2538070],[2182387,2664293],[2182996,2539936],[2189971,2821799],[2190629,2387341],[2190741,2821919],[2194130,2547792],[2197225,2549123],[2201809,2670984],[2203167,2203955],[2203279,2824122],[2213752,2826171],[2213864,2826198],[2217012,2561682],[2217787,2681062],[2218393,2771337],[2222578,2565147],[2225512,2567354],[2226770,2828938],[2230705,2683336],[2237137,2831337],[2239294,2432800],[2239406,2580423],[2248120,2581842],[2251054,2584049],[2252312,2586402],[2252803,2585079],[2261426,2786233],[2274875,2599776],[2277934,2706558],[2278543,2602466],[2279268,2713283],[2284481,2606753],[2290476,2467836],[2291105,2794265],[2291513,2610145],[2292213,2843904],[2295163,2613651],[2298947,2305710],[2299059,2844822],[2303553,2845558],[2305822,2473398],[2313199,2847146],[2313857,2488904],[2313969,2847266],[2316046,2625719],[2316130,2728031],[2317358,2626981],[2320453,2628312],[2325037,2729104],[2334599,2806987],[2336642,2510220],[2337412,2738908],[2340801,2641459],[2343896,2642790],[2349950,2853718],[2360423,2532095],[2360535,2657395],[2365064,2746946],[2369249,2658814],[2372183,2661021],[2373441,2663374],[2383715,2543381],[2384393,2669871],[2385351,2760187],[2389694,2397507],[2390323,2823189],[2391431,2861644],[2395464,2824903],[2398277,2765728],[2401569,2766137],[2403098,2558166],[2403727,2826388],[2404135,2678527],[2404835,2863463],[2406037,2680752],[2407785,2682033],[2411569,2418332],[2411681,2864381],[2418444,2563728],[2424958,2775000],[2426066,2693880],[2429016,2694391],[2432912,2867594],[2437406,2868330],[2447052,2598282],[2447822,2705593],[2451211,2707721],[2454306,2709052],[2468082,2793731],[2468783,2718843],[2474076,2721722],[2475034,2795979],[2480006,2797125],[2481114,2725830],[2484077,2726139],[2485278,2622570],[2485956,2623095],[2486914,2726403],[2489016,2624853],[2491257,2499070],[2491886,2848536],[2492994,2876373],[2499840,2734893],[2504919,2738364],[2510849,2852785],[2511957,2878738],[2515990,2854499],[2518803,2812528],[2524253,2747364],[2525361,2654487],[2528311,2750526],[2532207,2881475],[2543725,2759406],[2548038,2822655],[2548739,2762305],[2554032,2765184],[2558412,2678840],[2558586,2678871],[2559113,2678764],[2560820,2561925],[2564406,2682558],[2565364,2768710],[2566220,2828446],[2567466,2684316],[2570336,2771755],[2571444,2689098],[2575808,2775972],[2581101,2778851],[2582059,2833585],[2587031,2834731],[2588139,2782959],[2598911,2871308],[2600019,2888860],[2606865,2792022],[2613995,2795198],[2617241,2796323],[2619009,2798097],[2622914,2622977],[2627227,2729417],[2627401,2729448],[2627928,2729341],[2629635,2630740],[2641705,2852251],[2642406,2809105],[2647699,2811984],[2658073,2751051],[2659031,2815510],[2659887,2858042],[2661133,2752809],[2664003,2818555],[2665111,2757591],[2673003,2762381],[2673177,2762412],[2682377,2682440],[2694735,2832804],[2697981,2833929],[2699749,2835703],[2707967,2786546],[2708141,2786577],[2708668,2786470],[2710375,2711480],[2715775,2873366],[2721541,2721604],[2741496,2809181],[2741670,2809212],[2746573,2854843],[2750870,2750933],[2778670,2778733],[2781983,2835779],[2782157,2835810],[2811803,2811866] ] cell #3575 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3576 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [394149],[447854],[473313],[473630],[501271],[514675],[533552],[558264],[561414],[561545],[581707],[592256],[592573],[607166],[607483],[613893],[627206],[649357],[651648],[654681],[658161],[680223],[688575],[691725],[691856],[704935],[708085],[708216],[715484],[715801],[716293],[721377],[726859],[753414],[755892],[758376],[785846],[792573],[795606],[799086],[810288],[813321],[816801],[824823],[824954],[825932],[829624],[831071],[841642],[861633],[864049],[867115],[890806],[891846],[896288],[906384],[908868],[925321],[927805],[934532],[941045],[941793],[947161],[958354],[968925],[969965],[974674],[977753],[979200],[989771],[1008354],[1009801],[1010880],[1011988],[1020372],[1025854],[1040363],[1041403],[1045845],[1055941],[1056114],[1067234],[1080244],[1089990],[1091437],[1092516],[1093624],[1101720],[1112913],[1116140],[1123484],[1124524],[1133432],[1134538],[1135985],[1136158],[1144625],[1155196],[1164024],[1165471],[1166550],[1167658],[1176042],[1204727],[1212601],[1217737],[1218843],[1220290],[1220463],[1234463],[1239599],[1243231],[1243469],[1249345],[1250792],[1251871],[1252979],[1272071],[1283264],[1285451],[1293547],[1294653],[1296100],[1296273],[1304740],[1307967],[1315311],[1330553],[1336775],[1341917],[1358767],[1363909],[1374973],[1380109],[1381215],[1382662],[1382835],[1399957],[1407831],[1412967],[1415520],[1415693],[1434829],[1438461],[1438699],[1446022],[1448209],[1449249],[1453327],[1467368],[1472209],[1489230],[1494071],[1500293],[1505435],[1505608],[1533151],[1538293],[1549357],[1571349],[1576485],[1579038],[1579211],[1580117],[1580355],[1583692],[1594609],[1596898],[1616085],[1618374],[1630126],[1662598],[1667439],[1673661],[1678803],[1679041],[1695523],[1700665],[1700838],[1722961],[1743807],[1757013],[1786436],[1788725],[1800477],[1821953],[1909232],[1922438],[1943284], [103516,797395],[136303,911515],[143397,939354],[175978,1030825],[180361,1045423],[184879,1061072],[212311,1128544],[221588,1150579],[226365,1168008],[228741,1170801],[234098,1186495],[263807,1253329],[266183,1256122],[269889,1262291],[282291,807997],[282608,1296469],[285299,1298673],[289970,1310694],[293051,825615],[306087,1093974],[310129,1348337],[325492,884131],[325809,1383031],[328500,1385235],[333403,1393217],[346091,1419798],[346998,1425757],[347129,922843],[349078,1425049],[357474,934882],[359850,941924],[374018,973985],[374335,1220659],[379486,1480023],[395204,1506604],[396111,1512563],[396242,1002871],[398191,1511855],[402555,1519630],[413112,1012338],[419344,1550152],[420747,1042779],[423733,1556735],[432517,821673],[432834,1056310],[435525,1063764],[442035,1589168],[451004,1349045],[451135,1096767],[454573,1606192],[466809,1624224],[474392,1636198],[475795,1125900],[478781,1642781],[482633,1649114],[494544,895866],[494861,1136354],[500012,1675253],[501913,1160945],[504118,1682002],[515730,1182007],[516637,1181249],[516768,937565],[526866,1718014],[530519,1473440],[536085,1728437],[537032,1222863],[540542,1734435],[549095,1745350],[552445,1749283],[562309,1762863],[562778,1246266],[564983,1766307],[571891,1259061],[575888,1263757],[584857,1262999],[584988,1015131],[588426,1798019],[595255,1808469],[608245,1310347],[609648,1058425],[612634,1834608],[618221,1587822],[620780,1327460],[624722,1343086],[630280,1853693],[632386,1856079],[635502,1345107],[639499,1349803],[644178,1869664],[647995,1873684],[653864,1880174],[657214,1884107],[661671,1890105],[673537,1392870],[677190,1386634],[682756,1914708],[683703,1138558],[687213,1920706],[699116,1426515],[708980,1949134],[709449,1181524],[711654,1952578],[720269,1457349],[730454,1727091],[733013,1469116],[734590,1976147],[734904,1976704],[742513,1479676],[749391,1747937],[751950,1490978],[757633,1999230],[761450,2003250],[763556,2005636],[770669,1513321],[776861,1518284],[779420,1263274],[783362,1257040],[788920,2032423],[791026,2034809],[794142,1541483],[798139,1546179],[806635,1556388],[812504,2058904],[815854,2062837],[820311,2068835],[840534,1598631],[840772,2088523],[844305,2090745],[850719,1604846],[853278,1349320],[860525,1620107],[870710,1882761],[873269,1631874],[875160,2118663],[876404,1635450],[882769,1642434],[889698,1387980],[899883,1913362],[902442,1664346],[904019,2145576],[904333,2146133],[911942,1674906],[914048,2156128],[918820,1680656],[921379,1426032],[927062,2168659],[930879,2172679],[932985,2175065],[940098,1708551],[967817,1474786],[982427,1995641],[988663,1758746],[988901,2221621],[994331,1762516],[998848,1764961],[1001407,1512838],[1019264,1790458],[1019502,2247163],[1023035,2249385],[1029449,1796673],[1032008,1545696],[1033585,2259031],[1033899,2259588],[1039255,1551498],[1049440,2061491],[1051999,1823701],[1053890,2277303],[1055134,1827277],[1061499,1834261],[1063605,2287298],[1075108,1846084],[1105352,1876070],[1105590,2106238],[1108905,1878201],[1117709,1634967],[1122376,1637544],[1154088,1670016],[1154326,2351932],[1157859,2354154],[1168698,2165070],[1174934,1945017],[1175172,2368292],[1180602,1948787],[1185119,1951232],[1187678,1708068],[1189569,2380717],[1196395,1964279],[1201537,1720400],[1235864,1754724],[1254019,2234046],[1266935,2024814],[1297179,2054800],[1297417,2264878],[1300732,2056931],[1309536,1826794],[1314203,1829371],[1314441,2462342],[1325712,1845527],[1352981,2100948],[1364424,1878631],[1383741,2128658],[1383979,2328489],[1391625,2133708],[1396767,1906671],[1397005,2514632],[1431094,1940995],[1455616,1966501],[1478431,2205261],[1483573,1986699],[1483811,2394106],[1522088,2024257],[1560800,2057361],[1608650,2100391],[1650846,2135930],[1736167,2207483] ] cell #3577 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [103518,690103],[136182,796829],[143399,823201],[168459,481601],[174341,686181],[174419,909312],[175974,910910],[180363,924510],[184758,938788],[197759,539510],[212313,1004538],[215485,787888],[215563,786290],[221584,1029205],[226367,1043709],[226579,594223],[228620,1044857],[232461,819279],[232539,1058869],[234094,1060467],[250096,629248],[250174,627650],[263809,1126830],[264021,660639],[266062,1127978],[269885,899639],[270333,894334],[270411,1139002],[281329,1161397],[282132,1168077],[283391,695048],[283867,929847],[283945,928249],[285295,1170196],[289966,1184875],[293053,942167],[299907,724905],[306089,1223793],[310125,730210],[310573,972453],[310651,1223307],[324530,1246718],[325333,1253398],[326592,766601],[327068,760418],[327146,758820],[328496,1255517],[330254,1006677],[330995,1259513],[333399,1266691],[345703,1289358],[346087,1289741],[346955,1296521],[347372,595212],[349074,1049196],[349522,1043891],[349600,1043223],[357476,1059355],[359729,1063977],[361789,827947],[365738,1327912],[373859,1352360],[374565,845170],[376337,1088313],[377078,1345559],[379482,1352737],[387969,865161],[388047,864493],[394816,1375920],[395200,1376303],[396068,1383083],[396485,661628],[398187,870466],[398635,1127012],[398713,1126344],[401245,1130054],[402167,1388905],[402551,1389288],[413114,1139488],[417598,1158724],[417676,1418537],[419278,1419141],[419301,1419551],[420584,1162347],[420960,503730],[421325,1163508],[423729,1168454],[431555,1182288],[432358,1184498],[433617,936030],[437031,943783],[441647,1458274],[442031,1458657],[444989,1473740],[446174,955230],[449382,1208369],[450123,1469568],[450961,1482915],[451378,734861],[453263,1214359],[454185,1475711],[454569,1476094],[461084,976076],[461961,977237],[465033,1491430],[466805,982183],[473860,993299],[473938,992631],[474326,1505947],[474349,1506357],[475632,1247668],[476008,564595],[476373,1248829],[478777,1253775],[482567,1518973],[482590,1519383],[486264,1264038],[494385,1266314],[495091,1023900],[496863,1280140],[497604,1541935],[500008,1549113],[501842,1549763],[502808,1290169],[504114,1291856],[515342,1310581],[516594,1313545],[517011,820268],[519161,1318839],[519239,1318171],[521884,827386],[524433,1588122],[526800,1588511],[526823,1588921],[528968,1329982],[530476,1604044],[531081,1076866],[533661,840729],[534775,1337092],[535697,1599556],[536081,1599939],[537245,631998],[537610,1341060],[540476,1605535],[540499,1605945],[544173,1350084],[547441,1098342],[548499,859485],[549091,1100029],[552057,1621032],[552441,1621415],[556584,1109789],[557461,1110950],[559792,1370741],[560533,1632326],[561788,875117],[562305,1115896],[562707,1635809],[563673,1376731],[564979,1378418],[571820,1648725],[575500,1393104],[578842,1386934],[580027,1141501],[583235,1403599],[583976,1664798],[584814,1396109],[585231,904290],[587116,1409589],[588038,1670941],[588422,1671324],[595189,1421534],[598886,1426796],[607713,1179570],[607791,1178902],[608202,1441175],[609485,1442898],[609861,711266],[610226,1444059],[612630,1449005],[616112,1713203],[618178,1717212],[620709,1717625],[622353,1199519],[622605,1460191],[624164,1732116],[625298,954669],[627382,956694],[627847,730120],[628004,730645],[630214,1727780],[630237,1728190],[631701,1210636],[632382,1471638],[635431,1734046],[639111,1479910],[643013,975515],[644107,1226304],[644123,976989],[645562,1748237],[647929,1748626],[647952,1749036],[650097,1493500],[652210,1236221],[653268,987623],[653860,1237908],[654790,988858],[655904,1500610],[656826,1759671],[657210,1760054],[658374,763168],[658739,1504578],[661605,1508340],[665302,1513602],[671104,1518584],[673494,1523515],[675639,1526358],[677147,1517482],[677752,1268693],[680332,1019459],[681446,1533468],[682368,1791383],[682752,1791766],[683916,790638],[684281,1537436],[687147,1797362],[687170,1797772],[690844,1031623],[692099,1033856],[698728,1556622],[703255,1301616],[704132,1302777],[706463,1567117],[707204,1824153],[708459,1053847],[708976,1307723],[710344,1573107],[711650,1574794],[718085,1839553],[718333,1584180],[719711,1842775],[723969,1328295],[728345,1848882],[729922,839976],[730411,840175],[732942,1853304],[733994,1083915],[734586,1339899],[734838,1601473],[740080,1605146],[742470,1610077],[744615,1612920],[747282,1868873],[747819,1099468],[749348,1872882],[751879,1873295],[753523,1105547],[753775,1622949],[756468,1109228],[757562,1366814],[757578,1110702],[758552,1111253],[759017,870376],[759174,870901],[761384,1883450],[761407,1883860],[763552,1634396],[764293,1386033],[770281,1642668],[776818,1648312],[780993,1394749],[781245,1655421],[782804,1646795],[783938,1140940],[786022,1142965],[786487,899549],[786644,900074],[788854,1914051],[788877,1914461],[790341,1405866],[791022,1666868],[794071,1920317],[795715,1154283],[797751,1155902],[799299,913660],[799664,1677946],[804202,1680956],[806592,1685887],[808737,1688730],[810850,1431451],[811908,1173894],[812500,1433138],[813430,1175129],[814544,1695840],[815466,1945942],[815850,1946325],[817014,932597],[817379,1699808],[820245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] cell #3578 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [103552,911377],[109446,1451214],[136189,1031055],[142390,1577239],[143433,1060934],[143803,1581841],[169869,1668193],[174426,1153981],[175967,1155789],[180397,1170663],[183281,1705572],[183590,1702138],[184765,1186725],[199169,1472963],[212347,1255984],[215570,1019157],[215802,1794182],[216111,1781299],[221577,1282026],[227989,1294301],[228627,1298903],[232261,1831913],[232357,1827914],[232546,1314096],[234087,1315904],[250181,840427],[250413,1602355],[250722,1864420],[265431,1380863],[266069,1385465],[266738,1908691],[269878,1143387],[270133,1917223],[270229,1904174],[270418,1396660],[276782,907045],[281336,1420102],[283952,1174827],[284184,1423536],[284493,1935858],[285288,1429246],[289721,1950043],[289959,1444784],[306978,1722420],[310118,957116],[310373,1730952],[310469,1984202],[310658,1483466],[324537,1506908],[327153,988556],[327385,1510342],[327694,2013977],[328489,1516052],[329218,2026955],[330094,2020253],[331002,1519934],[332606,1020965],[333154,2022635],[333392,1527138],[344389,1545159],[345927,1550041],[346080,1550698],[349067,1303502],[349322,1554040],[349418,2052303],[349607,1297072],[355971,1056602],[364837,1841523],[365745,1589472],[375301,1848225],[376177,2096387],[377085,1606496],[378689,842235],[379237,2098769],[379475,1613700],[388054,1105245],[394513,1898133],[395040,1636087],[395193,1636744],[398180,1111675],[398435,1640086],[398531,2126161],[398720,1383634],[400218,2138647],[401515,2132690],[402391,1649003],[402544,1649660],[403102,668640],[405059,1137725],[417494,1674291],[417683,1678696],[419202,1679303],[419548,1679467],[420424,2160509],[421332,1424375],[422936,1176635],[423484,2162891],[423722,1427347],[434719,1707531],[440995,1963261],[441871,1717903],[442024,1718560],[449222,1205875],[450130,1728741],[452236,1969218],[453533,2204243],[454409,1734324],[454562,1734981],[455120,737616],[457077,1222030],[461968,1229145],[464132,1991080],[465040,1749587],[466798,1232117],[473756,2016801],[473945,1243124],[474250,1763608],[474596,1763772],[475472,2229485],[476380,1511181],[477984,990364],[478532,2231867],[478770,1514153],[481540,2237638],[482068,1260462],[482491,1776266],[482837,1776430],[496703,1542631],[497611,1798323],[499763,1801074],[500001,1805527],[501781,1806141],[503078,2263860],[503954,802801],[504107,1554906],[504665,801738],[506622,1297840],[515039,1816497],[519057,1833646],[519246,1580010],[525773,2078998],[526724,1843741],[527070,1843905],[528808,2294777],[535045,1335106],[535921,1853582],[536074,1854239],[537617,1603194],[539449,2304054],[539977,1346508],[540400,1859387],[540746,1859551],[548634,859339],[549084,1358530],[551405,2105220],[552281,1873573],[552434,1874230],[554238,1106013],[555623,2123837],[557468,1369655],[559632,1368247],[560540,1884411],[562060,2129528],[562298,1372627],[562646,1887777],[563943,2327471],[564819,878935],[564972,1640952],[565530,877872],[567487,1384402],[570938,1389775],[571759,1900037],[583075,1401105],[583983,1915012],[587386,1671992],[588262,1920595],[588415,1921252],[590930,1158663],[594162,2358767],[594690,1423220],[595113,1683770],[595459,695515],[597120,694987],[607609,1938682],[607798,1438354],[609325,1705003],[610233,1706411],[612385,1955633],[612623,1709383],[615871,944818],[615966,1961556],[619472,2193808],[620648,1965343],[622875,2387629],[623674,951454],[629187,1206597],[629715,1479314],[630138,1974361],[630484,1974525],[631708,1207283],[632222,962197],[632375,1731818],[634549,1476581],[635370,1980065],[642773,1227990],[643959,1488540],[644258,976856],[646902,2212096],[647853,1993298],[648199,1993462],[649937,1492126],[651852,2229703],[653403,987477],[653853,1500056],[656174,1498624],[657050,2003139],[657203,2003796],[658746,1763309],[659007,993238],[660578,2416676],[661106,1510026],[661529,1768075],[661875,767068],[663536,766540],[675479,1784123],[681716,1531482],[682592,2032312],[682745,2032969],[684288,1795021],[686120,1543353],[686648,1279019],[687071,2038117],[687417,2038281],[694166,1553293],[702294,2049979],[704139,1566031],[706303,1564623],[707211,2063141],[708731,2055670],[708969,1569003],[710614,1831347],[711490,1057665],[711643,1832779],[714158,1318778],[717952,2077820],[719526,1068635],[721581,2294995],[724844,2471385],[725372,1592549],[728104,1077901],[728199,2085800],[731705,1079707],[732060,1609066],[732881,2089587],[734129,1083769],[734579,1336538],[734762,1856768],[735108,845637],[735907,845109],[744455,1867244],[745750,1356917],[747041,856776],[747136,2103515],[747675,859244],[750642,1361925],[751818,2107302],[754045,1622083],[755276,2327054],[756228,1108668],[757414,1629436],[757713,1110569],[760357,1368969],[760885,1642072],[761308,2116320],[761654,2116484],[763392,1116756],[763545,1887488],[765719,1639339],[778112,1901850],[781515,1907541],[787827,1401827],[788355,1392508],[788778,2143790],[789124,2143954],[790348,1402513],[790862,1148468],[791015,1918089],[793189,1408542],[794010,2149494],[799671,1675699],[808577,1687356],[810492,2160727],[812043,1173748],[812493,1695286],[814814,1693854],[815690,2172568],[815843,2173225],[817386,1949580],[817647,1179509],[819218,1705725],[819746,1441777],[820169,1954346],[820515,936497],[822176,935969],[826826,2543245],[828472,1194545],[830455,2387212],[831407,1196158],[834914,1721089],[837471,1970670],[838217,2194558],[839791,954109],[841846,958690],[844086,1466678],[844385,1210255],[851970,1981878],[855373,1987569],[858208,2210918],[861837,979536],[865100,1228459],[865628,1752664],[867069,1235174],[868360,984914],[868455,2218898],[868994,987382],[871961,1239062],[872316,1769181],[873137,2222685],[875018,2006325],[875364,993766],[884711,1771661],[891010,2020471],[894273,1794335],[894801,1524117],[897533,1269728],[897628,2244440],[901134,1271534],[901489,1522504],[902310,2248227],[903558,1275596],[904008,1532914],[904191,2035498],[904537,1024367],[905336,1023839],[913370,1544039],[913884,1287107],[914037,1802506],[920071,1558301],[923474,1813910],[924705,2263443],[925657,1300495],[926843,1821263],[927142,1302396],[929786,1565345],[930314,1556026],[930737,2274960],[931083,2275124],[932821,1308583],[932974,2066218],[935148,1572060],[941630,1835054],[942736,2467456],[946624,1840050],[947115,1325022],[950591,1069104],[950686,2292953],[953856,1333819],[955755,1075819],[957738,1080198],[960905,1083674],[969129,2096605],[972392,1602508],[972920,1610679],[974955,1357098],[978584,1101674],[983043,1876759],[985600,2112629],[986346,2317786],[989975,1113249],[1000099,1644347],[1003502,1895546],[1005556,1908909],[1009185,2132273],[1010137,1391388],[1013644,1653268],[1016201,2140099],[1016947,2341229],[1018521,1140380],[1020576,1144961],[1022816,1661908],[1023115,1405485],[1030700,1412430],[1033124,1416492],[1033574,1673424],[1033757,1924860],[1034103,1159191],[1040567,1165807],[1043830,1423689],[1044358,1686489],[1045799,1430404],[1047090,1171185],[1047185,2365569],[1047724,1173653],[1050691,1434292],[1051046,1684876],[1051867,2369356],[1053748,2175754],[1054094,1180037],[1063441,1449865],[1063594,1957065],[1067515,1194726],[1068382,1193439],[1069790,2192001],[1072762,2386006],[1076000,1205008],[1086235,1742463],[1087192,1722638],[1090821,2203826],[1091773,1478194],[1095280,1738589],[1097295,1227737],[1101183,1989607],[1112297,1239553],[1123688,1251128],[1126951,1510495],[1127479,1770794],[1129007,2026538],[1132895,1777849],[1133386,1521398],[1136862,1260931],[1136957,2426806],[1140127,1530195],[1142026,1267646],[1144009,1272025],[1147176,1275501],[1151025,2039700],[1155400,1283600],[1157640,1799787],[1157939,1547011],[1161226,1553474],[1164855,1293501],[1169314,1812623],[1171871,2271269],[1172617,2451639],[1176246,1305076],[1186370,1575948],[1189427,2072989],[1189773,1319306],[1197278,1841741],[1212805,1342253],[1213312,1847808],[1217200,1860970],[1217691,1607960],[1221167,1346977],[1221262,2481854],[1246547,1639520],[1250176,1380063],[1254635,1894259],[1259342,1389956],[1260209,1388669],[1261617,2338672],[1262737,1911562],[1264589,2506532],[1267827,1400238],[1278062,1657142],[1278766,1670705],[1282648,1412921],[1285815,1416397],[1289122,1422967],[1293010,1932408],[1304124,1434783],[1311140,2179956],[1315515,1446358],[1326128,1962844],[1327741,1721270],[1341301,1472163],[1345388,1476762],[1346255,1475475],[1347663,2399537],[1348783,1725291],[1350635,2555645],[1359650,1991298],[1375684,1509773],[1379572,2010527],[1392255,1791147],[1393663,2243232],[1408035,1538629],[1408723,1541764],[1425495,2059691],[1445406,1576439],[1458038,1592296],[1461912,2084592],[1462804,1593721],[1469397,1609247],[1479061,1599320],[1480469,2309648],[1489646,2104803],[1491259,1876940],[1512301,1880961],[1522685,1664627],[1537677,1667393],[1555773,1945706],[1557181,2164310],[1586022,1715579],[1620796,1752411],[1624670,1994881],[1632155,1769362],[1641819,1759435],[1643227,2233286],[1658034,1785548],[1685057,1823982],[1746137,1871249] ] cell #3579 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561453],[651812],[691764],[708124],[721541],[755501],[792737],[810452],[824862],[830680],[890970],[892010],[905993],[924930],[934696],[969089],[970129],[1009410],[1010489],[1012152],[1025767],[1041567],[1055550],[1091046],[1092125],[1093788],[1124688],[1132541],[1134451],[1135594],[1166159],[1167822],[1216846],[1218756],[1219899],[1234627],[1251480],[1253143],[1260094],[1260273],[1292656],[1294566],[1295709],[1346140],[1346319],[1363518],[1379218],[1381128],[1382271],[1422852],[1423031],[1424021],[1461558],[1484961],[1493984],[1509658],[1509837],[1510827],[1554538],[1554717],[1585327],[1592181],[1592360],[1602840],[1615156],[1640584],[1640763],[1706057],[1714608],[1724596],[1731450],[1731629],[1742743],[1794667],[1832411],[1832590],[1840138],[1850287],[1910867],[1917721],[1917900],[1970758],[2029017],[2140187], [136368,1674355],[143834,2186294],[176028,1544879],[183636,2283457],[184944,1833710],[194296,1079427],[216157,2348296],[222120,1412150],[223496,1674250],[228806,1938746],[232310,2376820],[234148,1707251],[245024,1205834],[250768,2201625],[260558,1238782],[266248,2016865],[270182,2435447],[275036,1271254],[277566,1542590],[284539,2050959],[285349,1816217],[289660,2461938],[290502,1575668],[291878,1833605],[294450,828431],[303972,1080157],[310422,2301594],[317793,1361645],[321996,1368206],[327740,2124817],[328550,1897853],[329267,2509908],[333093,2514228],[334488,1656862],[338691,1401064],[341434,1412880],[346180,1932703],[349371,2161173],[350724,1938641],[354225,1434012],[356755,1704962],[369108,955714],[375350,2389382],[379176,2393702],[380571,1742183],[382512,745709],[383681,1232346],[387512,1492085],[392034,1239512],[393975,992409],[395293,2010822],[398484,2230149],[399837,2016760],[400606,2580259],[402644,1778144],[406475,1784082],[410997,1271984],[419597,2049447],[419850,2049938],[423423,2264474],[424818,1558021],[429021,1564582],[431764,1576398],[441044,2290164],[442124,2084887],[452624,2473234],[454662,1861265],[458493,1867203],[461566,643918],[461655,644153],[461908,861797],[465953,1101633],[468403,867028],[469572,1111904],[473403,874476],[474645,2123305],[474898,2123796],[478471,2328085],[479866,1644067],[480476,2641491],[482886,1901318],[483139,1901809],[487184,1667352],[489634,1141985],[501097,1418315],[501738,2159986],[502169,2160216],[504207,1427576],[508038,1687315],[512560,1434742],[514501,1178680],[526161,2383551],[527119,2193276],[527372,2193767],[527892,947074],[536174,1738196],[536962,957345],[538385,2547824],[540795,1981346],[541048,1981837],[545093,1472122],[547043,1227696],[548273,978809],[548704,548725],[551454,2210731],[552534,1997283],[557066,757373],[557155,757608],[557408,989935],[562603,2228962],[563034,2229192],[565072,1514382],[568903,1771620],[570486,1785507],[571716,2019730],[572147,2019960],[588515,1539758],[592346,1288337],[593098,2263418],[595761,1040527],[599806,1293460],[602256,1045758],[603425,1303731],[607256,1053206],[613719,1317949],[617345,1068341],[619584,2467868],[620605,2294254],[621036,2294484],[630533,1862535],[630786,1338994],[631306,844045],[631395,844280],[631648,841806],[632475,1613929],[634097,1593680],[635327,2095864],[635758,2096094],[642046,1100903],[647290,2310385],[648248,2110325],[648501,1360986],[653042,1112522],[653473,653494],[657303,1893866],[659514,2327029],[662177,1123648],[666222,1380022],[667588,1908168],[669460,2132248],[674563,1133345],[682845,1652875],[683633,1143616],[687466,1668435],[687719,1411491],[693714,1422926],[694944,1165080],[703737,926802],[703826,927037],[704079,1176206],[711743,1445013],[715574,1188885],[716747,2543121],[716852,2382642],[718799,946344],[722581,1715538],[722790,2387187],[729578,953815],[732838,1468589],[733269,1983013],[733768,957963],[734199,734220],[735410,1212765],[736564,1721897],[738436,2203801],[743539,1217650],[750754,2401355],[751775,1490451],[752206,2217150],[761703,2012092],[761956,1502512],[763645,1774044],[765267,1509732],[766497,1250401],[773179,2026513],[775985,1260168],[789173,1779414],[789426,1535370],[789946,1022775],[790035,1023010],[790288,1020536],[791115,1527367],[793967,1540956],[794398,1795373],[799016,1282255],[800686,1292730],[811682,1304349],[812113,812134],[815943,1812230],[820817,1315475],[826458,2467431],[831759,1841000],[833422,1592255],[837117,1593189],[837191,839064],[843055,1598960],[845066,1341526],[847037,1847783],[849843,1346214],[857003,1867774],[857108,1614665],[862837,1871208],[863046,1620436],[873094,1631347],[873525,2124972],[875666,1375137],[876820,1379292],[888228,1132615],[899007,1140086],[902267,1663819],[902698,1902985],[903197,1144234],[903628,903649],[904839,1407995],[907865,1670345],[912968,1157599],[913057,1157834],[913310,1155360],[914137,1414511],[931132,1933973],[931385,1697742],[933074,1689739],[935926,1445631],[945045,1962031],[945150,1714117],[946270,1715047],[948180,1962819],[949323,1461632],[953741,1722127],[953920,1463099],[960705,1479020],[966347,1216920],[974587,1742973],[979888,1990557],[981551,1752370],[985246,1753304],[991184,1759075],[993195,1505044],[1015847,1785016],[1015921,1017794],[1021785,1790787],[1023796,1537902],[1028573,1278725],[1032763,1282873],[1033194,1033215],[1034405,1285615],[1051824,1823174],[1052255,2051114],[1054396,1571513],[1063694,1578029],[1067147,1840368],[1068267,1841230],[1068446,1586317],[1069436,1842187],[1078128,2086275],[1078233,1849796],[1082406,1348503],[1100829,1870717],[1102739,2104778],[1103882,1624390],[1108300,1877797],[1108479,1625857],[1115264,1641778],[1140012,1908398],[1140191,1658329],[1146976,1392214],[1150745,1152618],[1158620,1415129],[1171517,1939575],[1177455,1945346],[1179466,1700274],[1190075,1448373],[1195790,1963875],[1195969,1716559],[1204640,1970988],[1205939,1479125],[1206929,1972807],[1227622,1990787],[1227801,1746432],[1228791,1991744],[1241761,1512021],[1261263,2020917],[1262457,1274233],[12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] cell #3580 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [103553,911258],[109447,1451095],[136192,1031047],[142391,1575009],[143434,1060815],[143817,1581833],[169870,1667083],[174429,1153973],[175965,1155790],[180398,1170544],[183283,1703328],[183619,1702130],[184768,1186717],[199170,1471853],[212348,1255865],[215573,1019149],[215804,1793058],[216140,1781291],[221575,1282027],[227990,1292071],[228630,1298895],[232262,1829700],[232359,1827790],[232549,1314088],[234085,1315905],[250184,840419],[250415,1601231],[250751,1864412],[265432,1378633],[266072,1385457],[266740,1908567],[269876,1143388],[270134,1916116],[270231,1904050],[270421,1396652],[276723,907046],[281339,1420094],[283955,1174819],[284186,1421292],[284522,1935850],[285286,1429247],[289722,1949932],[289957,1444785],[306980,1722296],[310116,957117],[310374,1729845],[310471,1984078],[310661,1483458],[324540,1506900],[327156,988548],[327387,1508098],[327723,2013969],[328487,1516053],[329219,2026844],[330096,2020129],[331005,1519926],[332547,1020966],[333155,2022524],[333390,1527139],[344418,1545151],[345929,1549917],[346078,1550699],[349065,1303503],[349323,1551827],[349420,2052179],[349610,1297064],[355912,1056603],[364839,1841399],[365748,1589464],[375302,1848114],[376179,2096263],[377088,1606488],[378630,842236],[379238,2098658],[379473,1613701],[388057,1105237],[394542,1898125],[395042,1635963],[395191,1636745],[398178,1111676],[398436,1637873],[398533,2126037],[398723,1383626],[400219,2138645],[401475,668641],[401516,2132579],[402393,1648879],[402542,1649661],[405000,1137726],[417496,1674286],[417686,1678688],[419194,1679304],[419549,1679356],[420426,2160385],[421335,1424367],[422877,1176636],[423485,2162780],[423720,1427348],[434748,1707523],[440996,1963150],[441873,1717779],[442022,1718561],[449224,1205870],[450133,1728733],[452237,1969216],[453493,737617],[453534,2204132],[454411,1734200],[454560,1734982],[457018,1222031],[461971,1229137],[464134,1990956],[465043,1749579],[466796,1232118],[473758,2016796],[473948,1243116],[474242,1763609],[474597,1763661],[475474,2229361],[476383,1511173],[477925,990365],[478533,2231756],[478768,1514154],[481541,2237636],[481949,1260463],[482483,1776267],[482838,1776319],[496705,1542626],[497614,1798315],[499764,1801080],[499999,1805528],[501782,1806139],[503038,801739],[503079,2263749],[503956,802793],[504105,1554907],[506563,1297841],[515068,1816489],[519059,1833641],[519249,1580002],[525774,2078996],[526716,1843742],[527071,1843794],[528810,2294653],[535046,1335112],[535923,1853458],[536072,1854240],[537620,1603186],[539450,2304052],[539858,1346509],[540392,1859388],[540747,1859440],[548759,859331],[549082,1358531],[551406,2105109],[552283,1873449],[552432,1874231],[554179,1106014],[555625,2123832],[557471,1369647],[559634,1368242],[560543,1884403],[562061,2129534],[562296,1372628],[562647,1887775],[563903,877873],[563944,2327360],[564821,878927],[564970,1640953],[567428,1384403],[570930,1389776],[571760,1900035],[583077,1401100],[583986,1915004],[587387,1671998],[588264,1920471],[588413,1921253],[590871,1158664],[594163,2358765],[594571,1423221],[595105,1683771],[595419,694988],[595460,695396],[607611,1938677],[607801,1438346],[609327,1704998],[610236,1706403],[612386,1955639],[612621,1709384],[615872,944824],[615958,1961557],[619474,2193803],[620649,1965341],[622835,951455],[622876,2387518],[629188,1206603],[629596,1479315],[630130,1974362],[630485,1974414],[631711,1207275],[632224,962189],[632373,1731819],[634541,1476582],[635371,1980063],[642714,1227991],[643954,1488541],[644394,976857],[646903,2212094],[647845,1993299],[648200,1993351],[649939,1492121],[651853,2229709],[653528,987469],[653851,1500057],[656175,1498630],[657052,2003015],[657201,2003797],[658749,1763301],[658948,993239],[660579,2416674],[660987,1510027],[661521,1768076],[661835,766541],[661876,766949],[675481,1784118],[681717,1531488],[682594,2032188],[682743,2032970],[684291,1795013],[686121,1543359],[686529,1279020],[687063,2038118],[687418,2038170],[694158,1553294],[702296,2049974],[704142,1566023],[706305,1564618],[707214,2063133],[708732,2055676],[708967,1569004],[710615,1831353],[711492,1057657],[711641,1832780],[714099,1318779],[717953,2077818],[719467,1068636],[721582,2295001],[724845,2471383],[725253,1592550],[728105,1077907],[728191,2085801],[731707,1079699],[732052,1609067],[732882,2089585],[734254,1083761],[734577,1336539],[734754,1856769],[735068,845110],[735109,845518],[744457,1867239],[745745,1356918],[747042,856782],[747128,2103516],[747681,859245],[750644,1361917],[751819,2107300],[754046,1622089],[755277,2327057],[756169,1108669],[757409,1629437],[757849,1110570],[760358,1368975],[760766,1642073],[761300,2116321],[761655,2116373],[763394,1116748],[763543,1887489],[765711,1639340],[778114,1901845],[781516,1907547],[787828,1401833],[788236,1392509],[788770,2143791],[789125,2143843],[790351,1402505],[790864,1148460],[791013,1918090],[793181,1408543],[794011,2149492],[799674,1675691],[808579,1687351],[810493,2160733],[812168,1173740],[812491,1695287],[814815,1693860],[815692,21724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] cell #3581 : |C| = 756 W-rep = phi[336,11]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473127],[555372],[592070],[606980],[619221],[651224],[685683],[702043],[715298],[720953],[777861],[778851],[792149],[809864],[818781],[851719],[852709],[890382],[891422],[892846],[905962],[920810],[934108],[968501],[969541],[970965],[1000838],[1008586],[1010458],[1011564],[1040979],[1042403],[1090222],[1092094],[1093200],[1107460],[1124100],[1125524],[1132510],[1132681],[1164256],[1166128],[1167234],[1216815],[1216986],[1234039],[1249577],[1251449],[1252555],[1292625],[1292796],[1293779],[1330785],[1354345],[1363487],[1379187],[1379358],[1380341],[1423990],[1424161],[1454453],[1461527],[1461698],[1472441],[1484930],[1510796],[1510967],[1576717],[1585296],[1595735],[1602809],[1602980],[1614349],[1667671],[1706026],[1706197],[1713801],[1724565],[1787562],[1794636],[1794807],[1849480],[1910836],[2028210], 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[1150811,1412216],[1171486,1939406],[1171657,1691101],[1178082,1425184],[1189355,1447785],[1206898,1972638],[1207069,1726620],[1217969,1982192],[1228760,1991575],[1228931,1747466],[1238848,1512087],[1239831,2001129],[1261232,2020748],[1261403,1779178],[1262523,1271320],[1270029,2028357],[1272303,2030302],[1294957,1306503],[1310926,1575734],[1347278,2096882],[1347449,1862299],[1361711,1624456],[1369270,2114597],[1369441,1882290],[1393449,1656928],[1402128,2142067],[1402299,1912891],[1413199,2151621],[1425281,1434078],[1435061,2170558],[1480255,1742249],[1503237,1763095],[1543654,2255522],[1543825,2041029],[1556967,1558087],[1565646,2273237],[1565817,2061020],[1643013,1644133],[1675485,1928520],[1698467,1949366],[1834840,1835960] ] cell #3582 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [103556,911257],[109454,1451094],[136191,1031046],[142664,1575008],[143437,1060814],[143805,1581832],[170478,1667082],[174428,1153972],[175964,1155795],[180401,1170543],[183592,1702129],[183680,1703327],[184767,1186716],[199778,1471852],[212351,1255864],[215572,1019148],[216113,1781290],[216604,1793057],[221574,1282032],[228598,1292070],[228629,1298894],[232403,1827789],[232548,1314087],[232737,1829701],[234084,1315910],[250183,840418],[250724,1864411],[251215,1601230],[266040,1378632],[266071,1385456],[266834,1908566],[269875,1143393],[270275,1904049],[270420,1396651],[271085,1916117],[276722,907051],[281338,1420093],[283954,1174818],[284495,1935849],[284986,1421291],[285285,1429252],[289776,1949933],[289956,1444790],[307074,1722295],[310115,957122],[310515,1984077],[310660,1483457],[311325,1729846],[324539,1506899],[327155,988547],[327696,2013968],[328187,1508097],[328486,1516058],[329328,2026845],[330190,2020128],[331004,1519925],[332546,1020971],[333209,2022525],[333389,1527144],[344391,1545150],[346023,1549916],[346077,1550704],[349064,1303508],[349464,2052178],[349609,1297063],[350274,1551828],[355911,1056608],[364933,1841398],[365747,1589463],[375411,1848115],[376273,2096262],[377087,1606487],[378629,842241],[379292,2098659],[379472,1613706],[388056,1105236],[394515,1898124],[395136,1635962],[395190,1636750],[398177,1111681],[398577,2126036],[398722,1383625],[399387,1637874],[400224,2138648],[401474,668646],[401625,2132580],[402487,1648878],[402541,1649666],[404999,1137731],[417540,1674285],[417685,1678687],[419193,1679353],[419658,1679357],[420520,2160384],[421334,1424366],[422876,1176641],[423539,2162781],[423719,1427353],[434721,1707522],[441105,1963151],[441967,1717778],[442021,1718566],[449318,1205869],[450132,1728732],[452242,1969219],[453492,737622],[453643,2204133],[454505,1734199],[454559,1734987],[457017,1222036],[461970,1229136],[464228,1990955],[465042,1749578],[466795,1232123],[473802,2016795],[473947,1243115],[474241,1763658],[474706,1763662],[475568,2229360],[476382,1511172],[477924,990370],[478587,2231757],[478767,1514159],[481546,2237639],[481948,1260468],[482482,1776316],[482947,1776320],[496799,1542625],[497613,1798314],[499818,1801073],[499998,1805533],[501787,1806179],[503037,801744],[503188,2263750],[504050,802792],[504104,1554912],[506562,1297846],[515041,1816488],[519103,1833640],[519248,1580001],[525779,2078999],[526715,1843791],[527180,1843795],[528904,2294652],[535155,1335105],[536017,1853457],[536071,1854245],[537619,1603185],[539455,2304055],[539857,1346514],[540391,1859437],[540856,1859441],[548635,859330],[549081,1358536],[551515,2105110],[552377,1873448],[552431,1874236],[554178,1106019],[555669,2123831],[557470,1369646],[559728,1368241],[560542,1884402],[562115,2129527],[562295,1372633],[562652,1887815],[563902,877878],[564053,2327361],[564915,878926],[564969,1640958],[567427,1384408],[570929,1389781],[571765,1900075],[583171,1401099],[583985,1915003],[587496,1671991],[588358,1920470],[588412,1921258],[590870,1158669],[594168,2358768],[594570,1423226],[595104,1683776],[595418,694993],[595569,695395],[607655,1938676],[607800,1438345],[609421,1704997],[610235,1706402],[612440,1955632],[612620,1709389],[615877,944817],[615957,1961651],[619518,2193802],[620654,1965381],[622834,951460],[622985,2387519],[629193,1206596],[629595,1479320],[630129,1974411],[630594,1974415],[631710,1207274],[632318,962188],[632372,1731824],[634540,1476587],[635376,1980103],[642713,1227996],[643953,1488546],[644257,976862],[646908,2212097],[647844,1993348],[648309,1993352],[650033,1492120],[651907,2229702],[653404,987468],[653850,1500062],[656284,1498623],[657146,2003014],[657200,2003802],[658748,1763300],[658947,993244],[660584,2416677],[660986,1510032],[661520,1768081],[661834,766546],[661985,766948],[675575,1784117],[681826,1531481],[682688,2032187],[682742,2032975],[684290,1795012],[686126,1543352],[686528,1279025],[687062,2038167],[687527,2038171],[694157,1553299],[702340,2049973],[704141,1566022],[706399,1564617],[707213,2063132],[708786,2055669],[708966,1569009],[710724,1831346],[711586,1057656],[711640,1832785],[714098,1318784],[717958,2077897],[719466,1068641],[721636,2294994],[724850,2471386],[725252,1592555],[728110,1077900],[728190,2085895],[731751,1079698],[732051,1609072],[732887,2089625],[734130,1083760],[734576,1336544],[734753,1856774],[735067,845115],[735218,845517],[744551,1867238],[745744,1356923],[747047,856775],[747127,2103610],[747674,859250],[750688,1361916],[751824,2107340],[754155,1622082],[755282,2327053],[756168,1108674],[757408,1629442],[757712,1110575],[760363,1368968],[760765,1642078],[761299,2116370],[761764,2116374],[763488,1116747],[763542,1887494],[765710,1639345],[778158,1901844],[781625,1907540],[787833,1401826],[788235,1392514],[788769,2143840],[789234,2143844],[790350,1402504],[790958,1148459],[791012,1918095],[793180,1408548],[794016,2149532],[799673,1675690],[808673,1687350],[810547,2160726],[812044,1173739],[812490,1695292],[814924,1693853],[815786,21724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] cell #3583 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [185459,2185920],[232712,2280527],[234984,2076629],[270584,2339459],[289912,2374270],[290166,2181265],[310824,2400324],[333345,2427606],[333599,2252034],[349773,2449869],[355870,2282616],[356054,2459625],[379428,2482654],[379682,2093394],[398886,2501887],[401766,2504547],[404958,2347455],[405142,2507244],[417849,2352859],[421227,1681794],[423675,2526901],[423929,1933717],[430980,2376509],[453784,2553660],[456976,2200784],[457160,2556357],[474111,2574184],[476275,1766099],[478723,2572984],[478977,2011836],[480996,2429322],[482156,2575607],[485689,2435136],[499954,2439734],[500208,1544925],[503329,2592609],[503960,1552459],[506521,2050118],[506705,2595306],[519412,2463269],[535296,2087388],[537512,1855871],[538905,2295469],[540065,2618808],[543598,2301283],[562251,2636340],[562505,1897899],[564194,2632849],[564825,1638505],[567386,2123976],[567570,2635546],[570152,2508788],[570705,2637619],[587637,2350797],[590829,1673981],[591013,2518068],[593618,2158623],[594778,2652579],[595021,1423926],[598311,2160862],[607964,2528101],[610128,1952370],[612576,2539029],[612830,1707297],[620104,2384021],[623126,2670721],[628121,1972319],[629803,2195981],[632228,1730477],[633763,2388262],[634316,2675061],[652949,2687276],[656425,2220486],[658641,2005428],[658906,2016491],[659090,2690238],[660034,2227599],[661194,2687190],[661437,1510732],[664727,2229838],[667493,2579114],[669980,2018367],[681967,2246028],[684183,2034601],[685576,1542321],[686736,2438152],[690269,1285007],[693106,1292561],[693380,2262161],[693933,2703881],[708922,2596100],[709176,1816263],[710865,2461207],[711496,1830332],[714057,1833336],[714241,2606130],[722247,2468582],[723310,2293753],[724708,2719797],[725460,2719711],[730710,1852143],[731827,2087932],[734670,1602745],[736469,2472089],[738956,2094501],[751274,2485584],[754296,2314816],[756062,2121887],[757256,2733460],[759291,2114278],[760973,2319209],[763398,1886147],[763718,1374529],[764659,1379123],[764933,2325772],[765486,2733181],[775377,1132446],[775651,2130991],[778744,1400795],[781766,2508038],[786761,2141748],[788443,2342652],[790868,1916748],[792403,1412196],[792956,2351341],[799566,2155920],[800591,1939264],[811589,2652665],[815065,2367157],[817281,2174857],[817546,1938372],[817730,2655627],[818674,1704693],[819834,2537447],[820077,1705962],[823367,1447765],[831241,2192788],[831664,2543952],[832814,1461463],[833088,2386718],[834554,2760939],[834681,2760660],[837022,1970801],[837237,1724501],[839915,1972582],[843575,2197563],[849235,1216751],[849509,2202544],[852602,1205565],[855624,2557151],[862503,2558912],[863566,2406375],[864964,2215985],[865716,2405581],[867601,1495851],[867943,2771875],[870966,2001700],[872083,2221030],[874926,1504949],[876725,1752993],[888133,2020606],[891676,1271300],[892739,1783813],[894137,2575693],[894889,2578655],[900139,2030873],[901256,2246572],[904099,1794572],[905898,1027965],[908385,2253141],[909783,2255203],[913890,2044886],[920703,1564313],[923725,2448669],[925491,2048029],[926685,2704160],[928720,2272918],[930402,2453062],[932827,2064877],[933147,1570905],[934088,1055455],[934362,1575714],[934915,2461751],[941525,2287090],[943008,2793604],[946175,1840181],[946390,1585232],[947647,1587331],[949228,1841876],[950174,2794700],[953546,1849571],[958524,2089450],[960097,1092030],[960371,2298324],[966252,2096740],[969795,1079473],[970858,1866934],[972256,2618894],[973008,2621856],[979370,2316016],[979793,2623141],[980943,1363423],[981217,2488281],[982683,1872134],[982810,2105647],[984872,1625016],[985151,1877610],[985366,1625762],[988044,2114541],[991704,2320791],[1000731,1367937],[1003753,2500687],[1009971,1899900],[1010394,1146368],[1011544,1135499],[1011818,1656908],[1013284,2637898],[1013411,2514041],[1015752,2140230],[1015967,1910772],[1018645,2142011],[1022305,2344234],[1028239,2349215],[1029705,2152192],[1033665,1415034],[1041233,1434058],[1042296,1687046],[1043694,2362656],[1044446,2526107],[1046331,1691081],[1046673,2747484],[1049696,2171129],[1050813,2367701],[1053656,1700179],[1059340,2376332],[1063447,2185142],[1065005,2821462],[1066174,1961562],[1068072,1713892],[1069062,1715718],[1069341,1963688],[1069556,1716464],[1080730,1726600],[1082311,1972496],[1091607,1979928],[1093180,1219804],[1093454,1742229],[1094920,2675340],[1095047,2393515],[1097567,2212341],[1100734,1742786],[1100949,1484866],[1102206,1747446],[1103787,1991433],[1104733,1991519],[1107353,1491816],[1108105,1753079],[1113083,2222548],[1114656,1251385],[1114930,2410946],[1124354,1238828],[1125417,1771351],[1126815,2420565],[1127567,2572190],[1129279,2579393],[1132661,1258001],[1133918,1779158],[1136445,2691349],[1139473,2428806],[1139817,2028301],[1144795,2248090],[1146642,2432177],[1150791,1540423],[1152523,2255380],[1153469,2255466],[1157129,2045664],[1165641,1808672],[1166064,1306483],[1167214,1295614],[1167488,1558067],[1168954,2050864],[1169081,2264287],[1171143,1816843],[1171422,2056340],[1171637,1817589],[1174315,2273181],[1177975,2454644],[1185375,2283362],[1189335,1578552],[1192542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] cell #3584 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [235016,2287913],[290198,2374609],[292981,2186265],[333631,2427945],[356103,2459661],[356423,2283428],[379714,2482993],[405191,2507280],[405511,2348267],[423961,2527240],[431017,2376545],[431213,2536066],[457209,2556393],[457529,2201596],[479009,2573323],[482205,2575643],[485726,2435172],[485922,2577985],[500240,2440073],[504009,1808531],[506754,2595342],[507074,2050930],[515103,2461714],[540114,2618844],[543635,2301319],[543831,2621186],[562537,2636679],[564874,1890167],[567619,2635582],[567939,2124788],[570189,2508824],[571419,2637861],[575261,2514004],[591062,2518104],[591382,1674326],[594827,2652615],[595511,1681852],[598348,2160898],[598544,2654957],[612862,2539368],[629852,2196017],[632277,1976766],[633800,2388298],[635030,2675303],[638872,2393478],[659139,2690274],[659459,2016836],[661243,2687226],[661927,1766157],[664764,2229874],[664960,2689568],[667841,2579356],[668427,2691354],[686785,2438188],[690306,1800819],[690502,2587504],[693417,2262197],[694647,2704123],[694915,1554473],[698489,2264250],[709208,2596439],[711545,2068897],[714290,2606166],[714610,1833681],[722284,2468618],[725509,2719747],[730759,2087727],[732541,2296943],[735160,1855929],[736817,2472331],[737403,2723304],[757305,2733496],[761022,2319245],[763447,2118725],[763755,2129273],[763951,2736041],[764970,2325808],[766200,2733423],[766468,1640519],[770042,2327861],[773114,2640893],[775688,2131027],[788492,2342688],[790917,2146195],[792440,1671737],[793670,2516687],[797512,1415100],[800657,1422787],[800939,2357631],[801525,2747489],[817779,2655663],[818099,1938717],[819883,2537483],[820567,1952428],[823404,1955378],[823600,2664476],[832012,2544194],[833125,2386754],[834603,2760975],[835395,2760902],[840848,1973233],[842022,2196518],[845037,1731385],[846972,2547226],[849546,2202580],[862540,2558948],[865765,2405617],[867638,2227938],[868876,2772109],[871015,2220825],[872797,2409565],[875416,2005486],[875777,1505015],[876791,1509593],[877073,2415540],[877659,2771880],[888199,1260029],[888481,2236502],[891713,1531227],[894938,2578691],[900188,2246367],[901970,2430796],[904589,2034659],[906246,1542666],[906832,2438689],[913939,2259650],[915073,2056303],[926734,2704196],[930451,2453098],[932876,2277365],[933184,2055415],[933380,2706741],[934399,1831092],[935629,2604749],[935897,1832346],[939471,1578618],[947684,2294092],[948115,2610614],[949294,1592116],[949576,2470960],[951107,2794934],[951241,2794705],[953676,2086343],[953891,1850222],[956626,2087968],[960408,2298360],[966318,1346075],[966600,2302918],[969832,1334851],[973057,2621892],[980141,2623383],[981254,2488317],[982732,2315155],[983524,2487611],[985499,1625828],[985856,2803670],[988977,2115192],[990151,2319746],[993166,1634815],[995101,1877573],[1007096,2133080],[1010742,1401140],[1011855,1907286],[1013333,2637934],[1014125,2640479],[1019578,2142662],[1020752,2343189],[1023767,1917656],[1025702,1152589],[1028276,2349251],[1029754,2351136],[1034155,2155978],[1041270,1693599],[1044495,2526143],[1046368,2158962],[1047606,2747718],[1049745,2367496],[1051527,2530091],[1054146,2174915],[1054507,1700245],[1055521,1181372],[1055803,1705038],[1056389,2537984],[1063496,2380779],[1065063,2821467],[1068202,1962099],[1068417,1714543],[1069689,1716530],[1071295,1963651],[1072272,2822287],[1075745,1970837],[1080767,2197902],[1082377,1218691],[1082659,2390796],[1088732,2204633],[1092378,1205910],[1093491,1987314],[1094969,2675376],[1095761,2677921],[1102243,2406714],[1102674,2678996],[1103853,1493919],[1104135,2561290],[1105666,1992170],[1105800,2212878],[1107964,1753029],[1108235,1997408],[1108450,1753730],[1111185,2221066],[1114967,2410982],[1124391,1498369],[1127616,2572226],[1133955,2018706],[1134386,1274204],[1135565,1263122],[1135847,1784158],[1137378,2691583],[1137512,2583963],[1139947,2244983],[1140162,2028952],[1142897,2246608],[1146679,2432213],[1152871,2436771],[1154402,2256117],[1158591,1545544],[1166412,1564658],[1167525,1813655],[1169003,2449008],[1169795,2594636],[1171770,1817655],[1172127,2783725],[1175248,2273832],[1176422,2453599],[1179437,1826642],[1185424,2461546],[1189825,2287148],[1191466,2843593],[1192600,2077862],[1194471,1840217],[1195454,1841912],[1195725,2079780],[1195940,1842613],[1207182,1852209],[1208788,2087895],[1218260,2094840],[1219870,1349168],[1220152,1867279],[1221683,2723533],[1221817,2476938],[1224418,2311853],[1227557,1867842],[1227772,1615091],[1229044,1872200],[1230650,2105610],[1231627,2105683],[1234330,1621828],[1235100,1877646],[1240122,2321130],[1241732,1381063],[1242014,2492359],[1251733,1368282],[1252846,1895291],[1254324,2501026],[1255116,2634876],[1256890,2641122],[1260244,1387830],[1261516,1902801],[1264099,2736969],[1267240,2508377],[1267572,2140266],[1272594,2344573],[1274486,2511322],[1278801,1669866],[1280559,2351304],[1281536,2351377],[1285318,2156743],[1294070,1931344],[1294501,1436962],[1295680,1425880],[1295962,1687391],[1297493,2161599],[1297627,2359549],[1299791,1939300],[1300062,2166837],[1300277,1940001],[1303012,2367737],[1306794,253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] cell #3585 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [867336],[874828],[874935],[934097],[947382],[985375],[992199],[1011553],[1033674],[1046066],[1053558],[1053665],[1069565],[1093189],[1108399],[1132670],[1133653],[1150800],[1165616],[1167223],[1171646],[1178470],[1189237],[1189344],[1195889],[1216975],[1217958],[1250937],[1252544],[1260193],[1261392],[1262512],[1278750],[1288689],[1292785],[1293485],[1300226],[1310915],[1317739],[1342062],[1346239],[1347438],[1348558],[1379347],[1380047],[1391119],[1392239],[1393438],[1418105],[1422951],[1425270],[1441508],[1446167],[1461687],[1472147],[1477925],[1479045],[1480244],[1509757],[1512076],[1523848],[1538438],[1539474],[1555757],[1556956],[1576423],[1592280],[1593705],[1610410],[1624445],[1641803],[1643002],[1652591],[1667377],[1686220],[1715563],[1737912],[1752395],[1770525],[1785532],[1811946],[1871233],[1893582],[1996999], [103561,2257137],[109465,2288348],[136195,2352497],[143442,2378266],[143810,2186214],[174432,2254841],[175960,2439692],[180406,2450873],[183597,2282461],[184771,2462907],[185427,2076638],[212356,2502891],[215576,2141386],[216118,2340463],[221570,2350755],[228633,2527739],[232552,2375970],[232661,2181274],[234080,2538987],[250187,1971957],[250729,2401328],[266075,2573822],[269871,2245986],[270424,2428444],[270533,2252043],[276656,2255424],[281342,2592667],[283958,2272556],[284500,2267739],[285281,2596058],[289695,2282674],[289952,2461165],[310111,2087346],[310664,2483492],[310773,2093403],[324543,2632907],[327159,2113916],[327701,2331350],[328482,2636298],[331008,2504605],[332480,2141969],[333128,2347513],[333385,2507996],[344396,1924183],[346073,2652623],[349060,2367115],[349613,2362294],[349722,1933726],[355845,2376553],[365751,2670779],[377091,2553718],[378563,1972540],[379211,2200842],[379468,2557109],[388060,2215623],[394520,2235404],[395186,2687234],[398173,2220444],[398726,2420203],[398835,2011845],[400560,2028259],[400641,2429380],[402537,2575651],[404933,2435180],[417689,1802237],[417798,1544934],[419119,2703874],[421338,1554637],[422810,2273139],[423458,2050176],[423715,2448627],[434726,2072312],[442017,2719755],[450136,1336269],[452578,1849529],[452659,2295527],[454555,2618852],[456951,2301327],[461974,2109099],[465046,1358261],[466791,2314774],[473951,1887219],[474060,1897908],[474167,2733174],[476386,1640683],[477858,2114499],[478506,2124034],[478763,2500645],[480971,2508832],[482408,2637612],[497617,1673155],[499737,1674275],[499994,1675474],[502123,1939308],[502204,2160323],[504100,1424150],[506496,2160906],[515046,2166428],[519252,1956796],[519361,1707306],[526115,1713850],[526196,2384079],[526641,2760653],[536067,1207058],[537623,1731549],[538880,2388306],[540317,2675054],[549077,1747455],[552427,1228920],[554112,1991477],[557474,2000799],[560546,1499787],[562034,2016785],[562291,1763084],[562988,1753037],[563069,2229299],[564965,1510956],[567361,2229882],[569887,2579107],[572101,2020650],[572182,2020067],[583989,1532645],[586512,1542615],[588408,1543814],[590804,1285016],[593593,2263701],[595030,1293768],[607804,2065949],[607913,1816272],[610239,1832510],[612359,1833630],[612616,1834829],[614847,2793597],[620079,2468626],[620990,1841920],[621071,2294591],[630055,1080465],[631714,1851242],[632368,1602969],[633498,2472082],[635712,2096784],[635793,2096201],[642582,2105061],[643943,1871446],[647244,1614398],[647325,2485642],[647770,1101941],[651766,2123821],[653846,1882279],[657196,1369430],[658752,1633006],[658881,1374538],[660009,2327312],[661446,1380330],[669955,2132531],[672867,1401089],[682738,1402288],[684294,1917820],[685551,1412205],[686988,1413188],[693115,1164245],[704145,2170228],[707217,1695017],[708705,1938666],[708962,1949355],[709740,1704987],[711636,1706186],[714032,1447774],[719335,1963102],[721495,2193792],[721982,2543945],[723285,2387470],[727080,956022],[733223,1728768],[733304,2205826],[734572,1726609],[734679,1472430],[738931,2204084],[741843,1205859],[745734,1990894],[746017,977974],[751249,2558956],[752160,1486024],[752241,2407213],[756037,1495860],[757398,2001012],[761225,1239820],[762884,1760902],[763538,1503226],[764668,1249566],[775386,1008575],[778719,1271309],[779711,1784107],[788695,1272292],[790354,2029972],[791008,1794796],[792138,1027974],[794352,2043177],[794433,2036643],[799677,2045958],[805965,1564607],[810406,2049963],[812486,2061009],[815836,1565806],[817392,1824833],[817521,1570914],[818649,1575723],[820086,1576706],[828456,1841337],[828739,829845],[831216,1587340],[832823,1330774],[837246,1595724],[839600,1848066],[841760,2098497],[843550,2305839],[844070,1851455],[849244,1090211],[852577,1079482],[853569,1867228],[859591,1355631],[861751,2317020],[862238,2623134],[863541,2489033],[867053,1625074],[873479,1626920],[873560,2329054],[882099,1368231],[890924,1901834],[891411,1146377],[892714,1656917],[896509,1142293],[902652,1915039],[902733,2134273],[904001,1912880],[904108,1667660],[908360,2148115],[913376,2151291],[914030,1928509],[920678,1434067],[921670,1687340],[925466,1691090],[926827,2170441],[930654,1435050],[932313,1947173],[932967,1698456],[941636,1957916],[946399,1454442],[947099,1715776],[953840,1723813],[955739,1722234],[958499,1470726],[960106,969530],[969043,1981862],[970833,1742238],[976585,1226265],[979345,1227079],[980952,1234028],[984287,1492110],[987729,1497157],[989889,2231595],[991679,2418461],[1000706,1238837],[1001698,1771645],[1009946,1779167],[1015976,1787551],[1018330,2026796],[1020490,2022363],[1022280,2239423],[1022800,2030185],[1032299,1805256],[1033567,2041018],[1040481,1814090],[1040968,1306492],[1042271,1558076],[1045783,1816901],[1052209,1818747],[1052290,2265443],[1062933,2074456],[1063587,1835949],[1068366,1584544],[1080182,1600118],[1084021,1600246],[1091582,1862288],[1100258,1622263],[1100958,1354334],[1101658,1355503],[1107328,1361700],[1110298,1366775],[1113058,1367589],[1114665,1124089],[1116258,2129708],[1118000,1372356],[1123602,1895726],[1125392,1644122],[1133370,1902047],[1140111,1910084],[1142010,1908505],[1144770,1665956],[1155314,1919245],[1157104,1678948],[1157624,2151504],[1160328,2157178],[1174000,1692387],[1176160,2162619],[1177950,2360552],[1187969,1709112],[1209984,1469912],[1212719,1987749],[1217675,1982075],[1227721,1484178],[1238137,1498804],[1239537,1497029],[1243376,1245207],[1272009,1791945],[1275848,1792073],[1283409,1803835],[1302125,1563151],[1304885,1563965],[1308085,2055850],[1309827,1568732],[1315429,1831527],[1317219,1580262],[1335286,1340128],[1405214,1665142],[1407949,1907721],[1412905,1925658],[1416744,1925786],[1433367,1694034],[1434767,1692259],[1438606,1440437],[1449367,1955813],[1531662,1536504],[1546740,1803021],[1549475,1801254],[1672172,1677014] ] cell #3586 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [121013],[161500],[195029],[229993],[244033],[261291],[275769],[302827],[321005],[337700],[344584],[354958],[387074],[390889],[409852],[416150],[428030],[434914],[465440],[498011],[499561],[501427],[507600],[511415],[517713],[568465],[578027],[586900],[590358],[599293],[610633],[612183],[641638],[665709],[673255],[676076],[685176],[689882],[701255],[713586],[742231],[745052],[772808],[775065],[778344],[791960],[806353],[809174],[822980],[848923],[852202],[882487],[885308],[887353],[891233],[917024],[920303],[924289],[965472],[969352],[984675],[997052],[1000331],[1004317],[1006234],[1036910],[1038528],[1040790],[1074352],[1087870],[1106953],[1120031],[1121649],[1123911],[1161904],[1163099],[1190588],[1200271],[1211845],[1224749],[1233850],[1247225],[1248420],[1291413],[1313476],[1323435],[1329539],[1340651],[1354156],[1377975],[1407075],[1443650],[1454264],[1465091],[1471195],[1484052],[1537027],[1574351],[1584418],[1595546],[1660321],[1666425],[1723687],[1787373],[1909958] ] cell #3587 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3588 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [436984],[447485],[461533],[531034],[533148],[547394],[548578],[557033],[557895],[581338],[627335],[631273],[644060],[648988],[652163],[653347],[654277],[677705],[679819],[688206],[690113],[703704],[704566],[723922],[731541],[734073],[750478],[753010],[757515],[758505],[762443],[785975],[789913],[795202],[797026],[807628],[810803],[811987],[812917],[821304],[823211],[827810],[841664],[844187],[861655],[864178],[871797],[874329],[883762],[893351],[895497],[900970],[903502],[908997],[911111],[912935],[919907],[922439],[924520],[926944],[927934],[931872],[937161],[938985],[942177],[943850],[955093],[957799],[971470],[973616],[975939],[978645],[989793],[999935],[1002467],[1004548],[1006540],[1006919],[1014727],[1020394],[1022917],[1030536],[1033068],[1040385],[1042908],[1043719],[1045054],[1050527],[1053059],[1058554],[1059365],[1060668],[1062492],[1076933],[1086071],[1088176],[1088555],[1096363],[1098409],[1112358],[1123506],[1126029],[1126840],[1128175],[1130121],[1130524],[1130814],[1138687],[1139498],[1141364],[1144070],[1155218],[1157323],[1157741],[1159887],[1162210],[1162589],[1164916],[1168227],[1170397],[1176064],[1184648],[1186206],[1188738],[1208232],[1208611],[1212623],[1214426],[1214829],[1215119],[1222992],[1223803],[1245426],[1247531],[1247910],[1250237],[1253548],[1255718],[1257243],[1257412],[1258043],[1266464],[1268760],[1277898],[1280003],[1280382],[1282709],[1285473],[1288190],[1290236],[1290639],[1290929],[1296661],[1304185],[1313685],[1315333],[1317438],[1329845],[1330224],[1337159],[1337562],[1337852],[1341362],[1343289],[1343458],[1344089],[1352510],[1370604],[1370983],[1374995],[1376798],[1377201],[1377491],[1383223],[1386328],[1387156],[1387240],[1396249],[1403462],[1403841],[1407853],[1409656],[1410059],[1410349],[1414965],[1420170],[1420801],[1440656],[1445467],[1448231],[1457552],[1460258],[1460661],[1460951],[1462935],[1467467],[1467915],[1468098],[1473134],[1473962],[1474046],[1483055],[1493363],[1493742],[1500677],[1501080],[1501370],[1504880],[1506976],[1507607],[1516944],[1517692],[1533535],[1533938],[1534228],[1537738],[1539834],[1540282],[1540465],[1550758],[1566980],[1567359],[1571371],[1578483],[1586153],[1587516],[1588344],[1590619],[1591250],[1593118],[1597891],[1603506],[1604254],[1620310],[1623016],[1623419],[1623709],[1625693],[1630225],[1630673],[1630856],[1636804],[1646761],[1658165],[1662697],[1663145],[1663328],[1669276],[1695907],[1696310],[1696600],[1700110],[1702654],[1712478],[1714976],[1716395],[1716674],[1717422],[1719660],[1722087],[1732082],[1746268],[1747631],[1748459],[1750734],[1751182],[1751365],[1753233],[1758006],[1782894],[1784945],[1789718],[1817520],[1822052],[1822500],[1822683],[1838895],[1841190],[1842116],[1842741],[1852074],[1866015],[1868148],[1870646],[1872065],[1872344],[1873092],[1875330],[1877757],[1886006],[1902666],[1908358],[1937453],[1939504],[1944277],[1960825],[1962405],[1963835],[1972736],[1982694],[1988452],[1990747],[1991673],[1992298],[2001631],[2015572],[2020846],[2030804],[2044745],[2056487],[2064736],[2078584],[2086649],[2088079],[2096980],[2102784],[2105794],[2114695],[2133264],[2142165],[2152123],[2171060],[2185001],[2187926],[2195322],[2204817],[2221177],[2245289],[2246719],[2255620],[2273335],[2296244],[2341993],[2351488],[2367848],[2430097], 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] cell #3589 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [213314,774211],[223712,1031662],[247925,848069],[279257,1155751],[281696,916170],[292094,1187332],[304130,958931],[304241,957078],[324897,996198],[341592,1026799],[341703,1281988],[343631,1283841],[347195,1037674],[347261,802959],[350940,1299510],[358446,1315866],[366816,1073498],[372203,1079242],[392192,1113490],[392303,1111637],[396308,1120795],[396374,879093],[400053,1386072],[411155,1145202],[411266,1143349],[414683,1411965],[421054,917462],[422778,1428970],[425085,1429208],[431922,1182469],[432033,1444746],[433961,1446599],[437692,1192805],[451201,1210991],[451267,962355],[466111,1232853],[466222,1232079],[471498,1238597],[476102,997490],[477826,1515776],[480133,1516014],[487342,1265325],[487453,1527100],[492729,1271069],[502529,1550660],[505116,1558582],[508363,1559783],[512718,1305317],[512829,1303464],[516246,1575483],[516834,1312622],[516900,1057823],[520579,1064071],[521931,1321709],[531742,1333185],[533634,1079795],[537339,1084666],[538352,1352258],[545251,1351371],[545362,1613662],[548102,1355177],[549064,1356331],[553749,1361460],[561611,1373363],[561677,1116914],[561722,1372589],[563394,1636706],[565981,1644628],[569228,1645829],[571545,1388035],[572507,1649622],[577192,1656677],[585054,1406221],[585120,1148626],[593499,1679779],[593948,1680080],[596727,1687868],[599964,1428083],[600075,1427309],[605351,1433827],[609955,1183761],[611679,1183356],[613986,942056],[615571,1192261],[621396,1718522],[625345,1463365],[627594,957441],[628043,1206185],[632596,1481870],[635156,1474841],[636118,1734943],[640803,1741998],[643060,1485227],[644319,1226686],[644768,1486827],[652871,1496703],[653833,1497857],[654763,1239150],[658468,1244021],[658518,1502986],[659915,1764084],[660364,1764385],[663143,1772173],[666380,1514889],[666491,1514115],[668602,1518085],[669861,1776742],[670310,1777043],[678413,1529561],[680305,1271622],[684010,1276493],[685023,1266212],[691922,1547747],[691988,1287265],[692033,1805489],[693065,1806213],[693232,1806559],[694773,1551553],[695735,1552707],[700420,1557836],[708282,1569739],[708348,1308741],[708393,1568965],[710065,1057387],[712652,1311421],[723191,1844217],[723640,1844518],[724630,1590302],[727393,1603969],[727804,1332641],[729969,1334655],[730136,1079599],[732667,1598686],[733629,1854201],[734559,1600946],[735514,1612058],[737578,1604647],[738837,1859863],[739286,1860164],[746741,1354633],[747866,1616443],[748033,1356067],[752566,1874192],[753496,1362013],[756515,1626123],[757774,1367196],[758223,1627723],[758764,1112000],[759213,1368557],[764618,1887849],[764785,1888195],[766326,1637599],[767288,1638753],[771973,1643882],[775336,1900109],[775503,1900455],[780036,1138510],[783985,1658595],[786234,1143712],[786683,1401415],[791236,1395064],[793796,1670071],[794758,1921214],[795688,1412518],[799393,1417389],[799443,1928269],[800575,1929026],[801700,1680457],[803408,1682057],[811511,1691933],[812473,1693087],[813403,1434380],[817108,1439251],[817158,1698216],[818555,1182673],[821783,1442036],[825020,1710119],[825086,1450023],[825131,1709345],[830158,1717137],[832773,1965415],[832940,1965761],[833813,1718855],[835521,1720455],[837363,1732525],[840032,1205352],[842197,1726892],[843456,1974837],[843905,1975138],[844446,1470333],[844895,1729571],[845857,1730725],[849194,1980137],[849361,1980483],[853894,1222815],[858944,1486283],[863447,1993774],[863896,1994075],[864437,1232442],[864886,1492436],[868060,1496159],[869185,1755082],[869352,1497593],[870225,1498173],[870392,1238954],[872923,1758801],[873885,2003758],[876709,2007145],[877834,1764762],[879542,1766362],[888117,2018880],[892620,1265529],[894059,1782129],[896822,1517407],[897233,1529017],[899398,1531031],[899565,1271426],[902096,1790513],[903058,2032931],[903988,1792773],[904943,1525496],[907007,1796474],[908266,2038593],[908715,2038894],[909256,1282351],[909705,1542941],[911597,1032624],[917295,1808270],[921995,1298625],[922925,1558389],[925944,1817950],[927203,1563572],[927652,1819550],[928193,1303827],[928642,1564933],[934214,1311642],[935755,1829426],[936717,1830580],[937647,1576036],[941352,1580907],[941402,1835709],[944165,2077931],[944239,1840573],[946516,1843184],[949212,2081338],[950291,1589758],[951416,1845885],[953333,1857588],[960056,2089659],[960223,2090005],[961096,1854534],[961263,1600682],[962804,1856134],[966236,2095014],[970739,1351575],[972178,1865250],[978287,1872807],[980902,2107374],[981069,2107720],[981942,1621632],[982109,1361817],[983650,1876125],[987082,1627179],[988161,1367724],[990326,1882562],[991585,2116796],[992034,2117097],[993986,1886395],[997323,1889906],[1002023,1385187],[1002953,1644435],[1008888,1388165],[1011670,1395285],[1012543,1905126],[1014251,1906726],[1015213,1657230],[1016093,1647204],[1018762,1400582],[1020927,1913163],[1022186,2144266],[1022635,2144567],[1023176,1665563],[1023625,1915842],[1024587,1916996],[1027924,2149566],[1028091,2149912],[1028964,1671541],[1029131,1412322],[1031213,1157010],[1033554,1926486],[1042177,1428287],[1043167,1427672],[1043616,1687666],[1046790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] cell #3590 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [213315,774214],[247926,848072],[281697,916173],[304131,958934],[324898,996201],[341593,1026802],[343632,796715],[343827,590749],[347196,1037677],[347263,1037791],[366817,1073501],[372204,842434],[392193,1113493],[396309,1120798],[396376,1120912],[411156,1145205],[414684,907244],[416925,689599],[421055,1162828],[431923,1182472],[433962,938674],[434157,713977],[435642,716095],[437693,1192808],[449146,732286],[451202,1210994],[451269,1211108],[466112,1232856],[471499,990563],[476103,1248149],[487343,1265328],[492730,1021164],[496627,793415],[508364,1044743],[508559,809565],[512719,1305320],[516247,1056801],[516554,820856],[516835,1312625],[516902,1312739],[518488,822697],[520474,825489],[521932,1321649],[531743,1333188],[533636,1335446],[537340,1340380],[545252,1351374],[548103,1355180],[553750,1106212],[559556,872542],[561612,1373366],[561679,1373480],[569229,1127864],[569424,885699],[571546,1388038],[577193,1137924],[577500,904878],[582999,901715],[585055,1406224],[585122,1406338],[593949,1161283],[595800,700728],[599965,1428086],[600433,924006],[605352,1176834],[608981,935932],[609249,935374],[609597,934756],[609956,1443379],[615574,1192196],[625346,1463305],[627662,1205945],[628044,1466047],[635157,1474844],[640804,1222229],[641111,735449],[643061,1485167],[644769,1226927],[649861,983269],[652872,1496706],[654765,1498964],[658469,1503898],[658519,1244091],[660365,1246604],[662216,772281],[666381,1514892],[666849,1004034],[668603,1518025],[670311,1259399],[675135,1023802],[675403,1013870],[675751,1012212],[678414,1529564],[680307,1531822],[684011,1536756],[690215,1285675],[691923,1547750],[691990,1547864],[693066,1288852],[693774,1036280],[694774,1551556],[694950,808233],[700421,1298039],[706227,1051272],[708283,1569742],[708350,1569856],[710230,1057419],[710356,1055556],[723641,1327798],[724631,1590305],[727807,1332576],[729970,1595947],[730206,1335184],[732668,1598689],[737579,1604587],[739287,1345445],[744111,845072],[744379,1095506],[744727,1093848],[746744,1354568],[747867,1355541],[748575,1100151],[753498,1622423],[756516,1626063],[758224,1367437],[758832,1368317],[759214,1628805],[763316,1116982],[764619,1375414],[765327,1119401],[766327,1637602],[766503,884367],[771974,1384601],[773868,1140197],[775337,1388399],[776045,1131863],[781131,1148222],[781257,1135600],[783986,1658535],[786302,1401175],[786684,1661277],[793797,1670074],[795690,1672332],[796841,1415135],[799394,1677266],[799444,1417459],[800578,1160453],[800692,915827],[801701,1680397],[802555,923090],[803409,1422157],[808501,1169540],[808849,1167882],[811512,1691936],[813405,1694194],[817109,1699128],[817159,1439321],[819275,1181434],[823313,1448433],[825021,1710122],[825088,1710236],[832774,1457768],[833482,1198521],[833814,1718795],[835522,1720458],[840035,1465435],[842198,1726832],[843906,1469454],[844896,1470574],[847726,953926],[849195,1475205],[849903,1216168],[854989,961951],[855115,1219905],[858947,1226094],[859061,977181],[863897,1491316],[864505,1492196],[864887,1750420],[868063,1496094],[869186,1497067],[869894,1238030],[870226,1756062],[870462,1498702],[872924,1758804],[876712,1245774],[876826,995855],[877835,1764702],[878689,1003118],[879543,1508963],[884635,1254861],[884983,1253203],[886597,1267905],[887774,1260279],[888120,1258569],[888234,1007850],[894060,1782132],[894330,1263184],[897236,1528952],[899399,1787774],[899635,1531560],[902097,1790516],[907008,1796414],[908716,1541821],[909324,1542701],[909706,1799156],[910906,1545606],[913808,1287333],[915135,1036154],[917296,1551917],[918004,1291978],[922927,1814250],[923216,1295715],[924622,1571573],[925945,1817890],[927653,1563813],[928261,1564693],[928643,1820632],[932745,1308809],[935756,1829429],[937649,1831687],[938800,1578653],[941353,1836621],[941403,1580977],[944166,1583791],[944240,1841435],[948869,1068452],[949215,1326968],[949329,1072049],[950294,1589693],[951417,1845825],[960057,1599050],[960765,1338901],[961097,1600156],[961805,1340021],[962805,1602096],[964716,1076078],[965893,1346325],[966239,1344615],[966353,1089486],[972179,1865253],[972449,1349230],[976557,1099955],[980903,1620526],[981611,1360893],[981943,1874465],[982179,1622161],[983651,1876128],[987085,1366604],[987199,1110894],[988164,1628193],[990327,1882502],[992035,1632212],[995163,1119275],[997324,1637963],[998032,1378540],[1002955,1895886],[1003244,1382277],[1004650,1375197],[1004783,1397382],[1006673,1390034],[1007158,1131737],[1012544,1905066],[1014252,1906729],[1015215,1907881],[1018765,1660665],[1020928,1913103],[1022636,1664684],[1023626,1665804],[1027925,1670435],[1028633,1411398],[1028965,1921487],[1029201,1672070],[1037331,1423037],[1043235,1687426],[1043617,1936691],[1043887,1425942],[1044869,1700280],[1046793,1691324],[1047916,1692297],[1048624,1433260],[1048956,1942333],[1049192,1693932],[1051654,1945075],[1056565,1950973],[1058273,1704193],[1058881,1705073],[1059263,1953715],[1060463,1707978],[1063365,1450091],[1066161,1452848],[1066235,1715204],[1066423,1963355],[1070872,1194804],[1071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] cell #3591 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3592 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3593 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [129148,570832],[136320,797410],[153539,634443],[176018,910957],[177724,694060],[184896,939369],[194208,731954],[194286,730257],[209674,765613],[222032,793083],[222110,1029252],[223505,1030949],[226103,802695],[228758,1045438],[234138,1060514],[240733,834808],[245033,840321],[260470,872210],[260548,870513],[263545,878829],[266200,1128559],[274948,901383],[275026,899686],[277575,1153875],[282351,695114],[282625,1170014],[285339,1170243],[290414,935042],[290492,1184922],[291887,1186619],[294801,944338],[305825,962091],[317705,982937],[317783,982230],[322005,988450],[325552,766667],[325826,1255335],[328540,1255564],[334400,1013538],[334478,1266738],[338700,1019051],[346170,1289788],[347006,1297666],[347155,595263],[350733,1298797],[354137,1050940],[354215,1049243],[356764,1313990],[357212,1057559],[359867,825675],[361122,1065826],[369459,1077421],[374078,845236],[374352,1095980],[380483,1095174],[380561,1352784],[382863,1098897],[383671,1100076],[387521,1105139],[393887,1116650],[393965,1115943],[395283,1376350],[396119,1384228],[396268,661679],[399846,1385359],[401826,1130609],[402634,1389335],[406484,1396554],[412850,1148362],[419352,1419687],[419859,1419996],[420742,1427927],[424730,1169208],[424808,1168501],[429030,1174721],[432577,936096],[432851,935848],[435565,941950],[436979,943775],[442114,1458704],[445507,1203319],[447869,957453],[451012,1221856],[451161,734912],[453844,1214914],[454652,1476141],[458502,1483360],[460417,1225181],[461410,977036],[461917,1226859],[468754,1236776],[469562,1237955],[473373,993365],[473412,1243018],[474400,1506493],[474907,1506802],[475790,1514733],[479778,1254529],[479856,1253822],[481648,1257653],[482641,1519519],[483148,1519828],[489985,1269248],[494604,1023966],[494878,1014344],[501009,1287001],[501087,1549160],[501889,1549792],[501908,1550246],[503389,1290724],[504197,1291903],[508047,1296966],[514413,1308477],[514491,1307770],[515809,1056336],[516645,1056428],[516794,820319],[526874,1589057],[527381,1589366],[528243,1328850],[530527,1342975],[531029,1076858],[532994,1078906],[533578,840780],[535356,1337647],[536164,1599986],[536952,1339946],[537027,1351215],[539557,1343699],[540550,1606081],[541057,1606390],[547389,1098334],[548424,1355735],[548443,1099815],[552524,1621462],[555917,1365691],[556910,1110749],[557417,1367369],[558279,1112012],[561571,875168],[562754,1635838],[562773,1636292],[564254,1377286],[565062,1378465],[568912,1383528],[571867,1648754],[571886,1649208],[575967,1136380],[579360,1398549],[581722,1143724],[584865,1137551],[585014,904341],[587697,1410144],[588505,1671371],[592316,1158790],[592355,1678590],[593235,1679272],[594270,1420411],[595770,1422089],[602607,1432006],[603415,1433185],[607226,1179636],[607265,1438248],[608253,1181411],[609643,1182313],[613631,1449759],[613709,1449052],[618229,1457238],[620756,1717654],[620775,1718108],[621686,1459068],[623186,1460746],[624717,1473534],[627330,956686],[627519,730462],[629295,1467708],[630288,1728326],[630795,1728635],[631150,1210435],[631657,1470506],[632465,1471685],[635478,1734075],[635497,1734529],[639578,1220685],[644055,1226296],[648003,1749172],[648510,1749481],[649372,1232454],[652158,1236213],[653193,1497261],[653212,1237694],[654123,1238261],[654707,988909],[656485,1501165],[657293,1760101],[659651,1763577],[660686,1507217],[662186,1508895],[669597,1776235],[673545,1263161],[674914,1525226],[677198,1256929],[677700,1268685],[679665,1270733],[680249,1019510],[682027,1534023],[682835,1791813],[683623,1536322],[683698,1265169],[686228,1540075],[687221,1797908],[687728,1798217],[688590,1282363],[691882,1033907],[695095,1552111],[699195,1296495],[702588,1562067],[703581,1302576],[704088,1563745],[704950,1303839],[708242,1053898],[709444,1310373],[710925,1573662],[711733,1574841],[715544,1318905],[715583,1579904],[718132,1839582],[718202,1584956],[720264,1587916],[722927,1843710],[723917,1328287],[724952,1590860],[726638,1603462],[730068,840529],[732989,1853333],[733008,1853787],[733919,1600350],[733938,1339685],[735419,1602028],[738573,1859356],[742521,1349207],[743890,1611788],[749399,1619996],[751926,1873324],[751945,1873778],[752856,1361124],[753440,1105598],[754356,1623504],[757510,1366806],[758500,1111245],[758689,870718],[760465,1630466],[761458,1883996],[761965,1884305],[763635,1634443],[766648,1638157],[770748,1383057],[776869,1387869],[779415,1392896],[780326,1654298],[781826,1655976],[783357,1386728],[785970,1142957],[786159,899891],[787935,1662938],[788928,1914597],[789435,1914906],[789790,1405665],[790297,1665736],[791105,1666915],[794118,1920346],[794137,1920800],[795048,1411629],[795632,1154334],[798218,911541],[799006,1676832],[806643,1425919],[808012,1427684],[810798,1431443],[811833,1692491],[811852,1432924],[812763,1433491],[813347,1175180],[815125,1696395],[815933,1946372],[819326,1702447],[820826,1704125],[821688,1445121],[824980,1189577],[827733,1961525],[827805,1454076],[827994,1713556],[829403,1716630],[838397,1970202],[838467,1724225],[843192,1974330],[844182,1469943],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] cell #3594 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3595 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [329900,1005954],[375983,1087590],[420230,1161624],[449028,1207646],[475278,1246945],[496509,1279417],[499153,1030868],[499443,797446],[503760,1291133],[503838,1291249],[528614,1329259],[535002,1081467],[559438,1370018],[564625,1377695],[564703,1377811],[582881,1402876],[587343,1151679],[590166,910892],[595356,1421438],[609131,1442175],[611775,1186538],[612065,939405],[614083,942119],[616347,1453162],[629534,959274],[632028,1470915],[632106,1471031],[649743,1492777],[656131,1240822],[661772,1508244],[675285,1525635],[681673,1273294],[686467,1027142],[700847,1298716],[701137,1045474],[706109,1566394],[710571,1311794],[710961,1058356],[711296,1574071],[711374,1574187],[713394,1060449],[716033,1063846],[717620,1583570],[728580,1594444],[730693,1596568],[735005,1601377],[744261,1612197],[747517,1615920],[754002,1362579],[760704,1113833],[763198,1633673],[763276,1633789],[772400,1385278],[772690,1128595],[774987,1648392],[781472,1395437],[781862,1149159],[788174,1145545],[790668,1666145],[790746,1666261],[801351,1419915],[803492,923821],[808383,1688007],[808982,1170178],[814771,1436052],[819261,1183448],[819565,1182812],[819995,1182157],[820412,1703474],[827224,1452605],[837885,1722839],[840375,1465868],[840808,1725329],[848845,1733713],[855330,1482243],[855720,962888],[857876,1743685],[859720,1486889],[865447,1233196],[868836,1754559],[870949,1756683],[875261,1761492],[875321,1504105],[877485,1506721],[879626,1003849],[884517,1772312],[885116,1255499],[887049,1775397],[888893,1519747],[894316,1276180],[894620,1265668],[895050,1263907],[898009,1786271],[900122,1788395],[904434,1793204],[911626,1546329],[913690,1804024],[913768,1804140],[915102,1549777],[915858,1289723],[916946,1807747],[917149,1043873],[923431,1558955],[930133,1305660],[932627,1825500],[932705,1825616],[934961,1312476],[935096,1310499],[949988,1589285],[951067,1845362],[954507,1593887],[956784,1850481],[957024,1596310],[959707,1852971],[965168,1858518],[967012,1606309],[972435,1084353],[972739,1351714],[973169,1349953],[975353,1615363],[976524,1616267],[977280,1356412],[982666,1875086],[986014,1878509],[987858,1627785],[988504,1628626],[988937,1880999],[993585,1373706],[995130,1635823],[995886,1376285],[996974,1889383],[997177,1126994],[1003459,1645001],[1005599,1397815],[1007125,1648739],[1007881,1389270],[1013457,1406075],[1013592,1393022],[1016615,1909110],[1019105,1661098],[1019538,1911600],[1027575,1919984],[1029688,1922108],[1031003,1675058],[1034000,1926917],[1034060,1677473],[1035435,1419121],[1035551,1161269],[1036606,1929956],[1037528,1169127],[1038450,1682119],[1044177,1428426],[1044607,1426665],[1047566,1940830],[1049679,1942954],[1053991,1947763],[1054051,1699335],[1056510,1441115],[1061183,1708701],[1063247,1958583],[1063325,1958699],[1071324,1717639],[1072080,1458639],[1072430,1966379],[1074274,1967879],[1078950,1724772],[1081227,1973492],[1083071,1728554],[1084150,1729633],[1087235,1202585],[1088761,1734060],[1089517,1476076],[1095093,1210845],[1095228,1479828],[1099306,1486093],[1099422,1226841],[1104547,1749400],[1105193,1750241],[1105626,1994919],[1109066,1754002],[1110237,1754906],[1110993,1497938],[1111343,2000038],[1111583,1756425],[1114266,2002528],[1118556,1505927],[1118672,1246590],[1119727,2008075],[1120649,1254448],[1121571,1766424],[1127298,1515232],[1127728,1513471],[1129473,1528264],[1130663,1520588],[1131018,1518953],[1131134,1259385],[1137338,2024092],[1137633,1523455],[1140778,1785714],[1143055,2029211],[1143295,1788137],[1145978,2031701],[1151439,2037248],[1153283,1798136],[1153929,1798977],[1154362,2039738],[1155697,1801844],[1159010,1548090],[1160564,1289588],[1162795,1808094],[1163551,1552788],[1168937,2053816],[1169262,1556540],[1170912,1827427],[1172285,2057239],[1174129,1819612],[1174775,1820453],[1175208,2059729],[1179856,1570082],[1183245,2068113],[1185358,2070237],[1186673,1834413],[1189670,2075046],[1189730,1836828],[1192629,1839567],[1192701,2079359],[1197321,1324212],[1197676,1588491],[1197792,1327784],[1198796,1844805],[1199967,2083130],[1208817,1853318],[1209573,1599921],[1209923,1854358],[1210679,1601027],[1211767,1856196],[1213778,1331888],[1214968,1607150],[1215323,1605515],[1215439,1345431],[1221643,2100226],[1221938,1610017],[1226208,1356203],[1230679,1873309],[1231435,1621397],[1231785,2108338],[1232025,1874828],[1233629,2109838],[1237185,1626989],[1237301,1367351],[1238305,1880442],[1240582,2115451],[1242426,1884224],[1245885,1376150],[1248116,1889730],[1248872,1638834],[1254258,2127674],[1254583,1642586],[1256233,1635600],[1256363,1657515],[1258195,1650258],[1258680,1389135],[1264257,2135808],[1266101,2137308],[1267174,2138392],[1270777,1911043],[1273054,2142921],[1274898,1914825],[1275977,1915904],[1280588,1920331],[1281344,1671306],[1281694,2150530],[1281934,1921850],[1290778,1682960],[1297020,1936512],[1297453,2164348],[1297748,1685827],[1298851,1948939],[1300893,1940273],[1302064,1941177],[1302820,1693168],[1303170,2169467],[1303410,1942696],[1306093,2171957],[1311554,2177504],[1313398,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] cell #3596 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3597 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3598 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [402985,887005],[413809,1151395],[416862,910831],[417177,690178],[455003,965124],[485169,1273010],[495784,1027081],[499094,796768],[504548,1036562],[515372,1311510],[518425,1060388],[518740,823276],[543078,1081183],[565413,1119683],[574805,1145484],[575530,1395153],[586436,907297],[595549,1162864],[597003,1162751],[597791,1435768],[600370,1170117],[600685,924585],[608406,1182751],[611716,938727],[623557,1199923],[638416,959213],[639141,1481959],[661965,1248185],[663419,1248072],[664207,1240538],[666786,1255438],[667101,1004613],[669188,1518602],[672791,1021217],[673698,1265607],[693651,1289662],[695453,1291205],[695789,1044641],[698033,1305599],[698758,1558671],[700788,1044796],[709664,1056854],[716067,825741],[718435,1322226],[735198,1340416],[735790,1340303],[738164,1605164],[741767,842487],[742674,1351653],[754727,1362295],[765204,1376224],[767006,1377767],[767342,1127762],[769586,1113772],[770311,1644717],[772341,1127917],[774250,1647842],[775922,1389209],[779635,1137977],[797781,1677189],[800614,1419126],[801227,1161336],[802286,1680974],[802591,1169191],[805889,1176887],[806796,1428365],[820029,936771],[820605,1443415],[822059,1443302],[825640,941770],[827273,1452612],[833359,1458578],[838700,1463882],[840886,1466083],[842783,1727409],[845575,1470987],[845911,973203],[848108,1733163],[849780,1476015],[853493,1222282],[858691,1485744],[866354,1233135],[875454,1503934],[876046,1503821],[876748,1505932],[877361,1246657],[878420,1765279],[878725,1254512],[882023,990616],[882930,1515171],[888156,1518958],[888769,1259452],[895084,1024641],[904627,1536792],[905219,1536679],[907593,1796991],[912103,1548029],[915058,1549773],[915171,1289652],[916209,1807197],[917105,1297674],[917881,1552727],[921594,1298092],[935025,1057455],[935813,1056091],[936435,1574143],[939740,1836544],[943618,1321638],[949251,1588496],[949864,1327851],[952002,1846402],[954556,1593894],[957088,1335220],[957599,1596524],[958970,1852421],[960642,1599860],[961987,1095157],[966275,1605520],[966888,1345498],[975402,1615370],[977339,1356351],[981488,1621336],[984211,1106265],[986829,1626640],[989015,1628841],[990912,1883079],[993704,1633745],[994492,1373645],[995086,1635819],[995199,1376214],[996237,1888833],[997133,1384236],[997909,1638773],[1001622,1384654],[1007081,1648735],[1007194,1389199],[1013521,1148258],[1014309,1136135],[1017430,1659112],[1019616,1661313],[1021513,1913680],[1024305,1666217],[1026838,1919434],[1028510,1671245],[1031720,1415670],[1032223,1417512],[1034193,1677302],[1035507,1419841],[1037713,1681330],[1038326,1422210],[1054184,1699164],[1054776,1699051],[1056436,1183404],[1056574,1181470],[1057150,1951550],[1061660,1710401],[1066197,1713188],[1071280,1717635],[1071393,1458568],[1073245,1719372],[1073537,1967329],[1076114,1213842],[1076701,1463294],[1078999,1724779],[1079230,1465824],[1082334,1727765],[1082947,1469507],[1084309,1221864],[1085085,1730745],[1088717,1734056],[1088830,1476005],[1095945,1220440],[1098177,1485156],[1099355,1486100],[1100008,1226257],[1100182,1226980],[1103810,1748611],[1104423,1491369],[1105704,1750456],[1106561,1995959],[1109115,1754009],[1111052,1497877],[1111647,1498738],[1112158,1756639],[1113529,2001978],[1115201,1759975],[1117924,1244144],[1118628,1506647],[1120834,1765635],[1121447,1509016],[1129537,1267941],[1131090,1519673],[1137559,1276136],[1137697,1263220],[1138273,2025132],[1140827,1785721],[1143359,1531596],[1143870,1788351],[1145241,2031151],[1146913,1791687],[1152546,1797347],[1153159,1541874],[1154440,1799192],[1155761,1545642],[1159129,1804096],[1169979,1296250],[1173100,1818467],[1175286,1820668],[1177183,2061809],[1179975,1825572],[1180763,1570021],[1182457,1310455],[1182508,2067563],[1184180,1830600],[1187390,1579188],[1187893,1581030],[1189863,1836657],[1192585,1839563],[1192844,2079468],[1194840,1326658],[1197748,1589211],[1198845,1844812],[1202541,1343129],[1203690,1848867],[1205397,1595936],[1208773,1853314],[1208886,1599850],[1210738,1600966],[1211030,1855407],[1211643,1602149],[1215395,1606235],[1222002,1349266],[1222578,2101266],[1225552,1868858],[1226139,1355530],[1226780,1355642],[1230635,1873305],[1230748,1621326],[1232089,1622197],[1232600,1875042],[1232892,2109288],[1236056,1626052],[1237234,1626996],[1237887,1366767],[1238061,1367490],[1238354,1880449],[1238585,1628582],[1241689,1883435],[1242302,1632265],[1244440,1886415],[1255300,1382812],[1257083,1397771],[1258259,1390070],[1265072,1905643],[1265313,1392978],[1265364,2136758],[1268528,1658524],[1270826,1911050],[1271057,1661054],[1274161,1914036],[1274774,1664737],[1276912,1917016],[1280544,1920327],[1280657,1671235],[1281998,1672106],[1282509,1922064],[1283829,1675014],[1297531,1936727],[1297812,1425978],[1298388,2165388],[1299568,1700815],[1300942,1940280],[1302879,1693107],[1303474,1693968],[1303985,1942910],[1305356,2171407],[1307028,1946246],[1309751,1439374],[1312661,1951906],[1313274,1704246],[1314555,1953751],[1315876,1708014],[1319244,1958655],[1322131,1963233],[1324168,1457392],[1328130,1718784],[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] cell #3599 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [344004,1545135],[359839,1581817],[416948,1673915],[432297,1702114],[434334,1707507],[435594,1450844],[449169,1465715],[481611,1257577],[487717,1781275],[496650,1798824],[499140,1800741],[508736,1816473],[515838,1572776],[515940,1827624],[518511,1833270],[534989,1596190],[539520,1343623],[545626,1864396],[559579,1628473],[569601,1898109],[575996,1653984],[576886,1903884],[583022,1660945],[587330,1921730],[594233,1420335],[600339,1935834],[600456,1938306],[608191,1701313],[608855,1949798],[609272,1953383],[611762,1955300],[629258,1467632],[639607,1739305],[640497,1983912],[649884,1750088],[656118,1756305],[660649,1507141],[666755,2013953],[666872,2016425],[668030,2017568],[673483,1780474],[675009,2022390],[675426,2025886],[681660,1788017],[686191,1539999],[693797,2047243],[695058,1291081],[695145,1038227],[699224,1813339],[700114,2052013],[700834,2055337],[706250,1820300],[709374,1827731],[710558,2069859],[724915,1590784],[737006,2093702],[742459,1863595],[743985,2098524],[744402,2102020],[748598,1872005],[753989,1874708],[760428,1630390],[763339,1884912],[765350,2121101],[766611,1377643],[766698,1121348],[770777,1894975],[771667,2125871],[772387,2129195],[773604,2130277],[774764,1901443],[776068,2132199],[779345,1903991],[781459,2138014],[787898,1662862],[798247,1414650],[801128,2157824],[801338,2158234],[802777,1163256],[806581,1935033],[808107,2162646],[808524,1936359],[814758,1942576],[819289,1702371],[827957,1715334],[832201,2190001],[833505,2191214],[845180,1470863],[845267,1211544],[847462,2201830],[848622,1981471],[849926,2203752],[853203,1984019],[855317,2209567],[859497,1486498],[859707,1992031],[865171,1750899],[869917,2001571],[875308,2004274],[876512,1774183],[877262,2226800],[877472,2227210],[878911,1248577],[882715,2013152],[884241,2231622],[884658,2014478],[885826,2235791],[887510,2020070],[888670,2237167],[888880,2237577],[894344,1782611],[911888,1544885],[913831,2260660],[915019,2261378],[915563,2261447],[916723,2049572],[918027,2050735],[921304,2052120],[923418,2053438],[929857,1822217],[932768,2063642],[936040,1574019],[936127,1313175],[940206,1578168],[943720,1841167],[948605,2291534],[949765,2292243],[949975,2292653],[955240,1593476],[957484,1336721],[959484,1079433],[960788,2299532],[961828,1852014],[962173,1340808],[963945,2302207],[965629,2096204],[966789,2303583],[966999,2303993],[972463,1865732],[976086,1871004],[976441,2105771],[976985,1616626],[980330,2313229],[981634,2314442],[987635,1627394],[987845,2115053],[993309,1633621],[993396,1373916],[994277,1897859],[995047,2324989],[995591,2325058],[996751,2123430],[998055,2124593],[1001332,2125978],[1003446,2127296],[1005902,2132224],[1006687,1901605],[1007042,2334551],[1007586,2334620],[1023910,1666093],[1023997,1406774],[1027352,1412156],[1028656,2350423],[1031933,1674247],[1034047,2356238],[1035383,2356920],[1037067,2160326],[1038437,2161460],[1043901,1937170],[1048647,2171000],[1054038,2173703],[1055242,1689878],[1057641,1443807],[1061445,1707257],[1063388,2183907],[1065750,1192391],[1070101,2384705],[1071241,2385303],[1071785,2385372],[1074051,2193401],[1076803,1722064],[1079683,1467293],[1081688,1205831],[1082848,2391461],[1083058,2391871],[1083927,1729242],[1084137,1973094],[1085231,2201401],[1087538,2203777],[1088323,1981633],[1088678,2395416],[1089222,2395485],[1098279,1990724],[1099254,1486413],[1103164,2404156],[1104324,2404865],[1104534,2405275],[1108851,2010828],[1109799,1753591],[1110154,2221154],[1110698,1755265],[1112043,1500239],[1114043,1238788],[1115347,2412154],[1116732,1504326],[1117634,2016757],[1118504,2414829],[1120188,2229302],[1121558,2230436],[1127022,2015289],[1129991,2019897],[1130966,2423535],[1141511,1785303],[1143755,1533097],[1145755,1271260],[1147059,2433385],[1148099,2030744],[1148444,1537184],[1151900,1542587],[1153060,2437436],[1153270,2437846],[1158734,1803972],[1158821,1548300],[1161572,2263394],[1162357,2049734],[1162712,2264411],[1173906,1819221],[1174116,2273693],[1179580,1825448],[1179667,1570292],[1180548,1816223],[1183022,1575674],[1184326,2283233],[1187603,1833602],[1189717,2285936],[1192476,2467720],[1196341,2084893],[1197624,2469696],[1199529,1842474],[1200428,2294594],[1203243,1332771],[1205499,1596839],[1207594,1334773],[1208379,2098268],[1208734,2474986],[1209278,2475055],[1209840,2088056],[1210384,1854717],[1211754,2301881],[1214296,2096031],[1215271,2478583],[1225105,1354763],[1229456,2486268],[1230596,2486866],[1231140,2486935],[1232485,1358713],[1233406,1361651],[1235789,2123793],[1236158,1877734],[1237133,1627309],[1239038,1630051],[1241043,1368203],[1242203,2493024],[1242413,2493434],[1244586,2324629],[1246893,2327005],[1247678,2123592],[1248033,2328022],[1265878,1656868],[1268630,1908335],[1271510,1662523],[1273515,1401061],[1274675,2511987],[1274885,2512397],[1275754,1915513],[1275964,2142523],[1277058,2348072],[1279365,1671659],[1280150,1919016],[1280505,2515942],[1281049,2516011],[1282394,1673607],[1286738,2152063],[1287083,1677694],[1290106,2160153],[1300678,1932709],[1301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] cell #3600 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3601 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3602 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [208401],[261273],[289141],[319733],[322839],[354940],[359411],[366423],[389690],[419059],[426758],[429864],[434896],[442768],[468095],[486949],[501409],[510216],[516441],[519547],[527584],[544858],[576621],[577387],[586882],[592713],[601948],[609434],[615070],[640232],[640998],[673237],[674255],[675588],[685948],[700615],[710266],[742213],[743231],[744564],[772168],[773710],[779116],[781167],[791945],[806335],[808686],[847568],[852974],[855025],[882469],[884820],[886633],[891218],[921075],[923126],[948711],[964752],[969337],[984657],[1001103],[1003154],[1005155],[1036190],[1040775],[1070908],[1086791],[1103270],[1107725],[1119311],[1123896],[1131773],[1160825],[1196877],[1198431],[1216078],[1230263],[1233835],[1246146],[1258941],[1327340],[1338811],[1344987],[1354069],[1359249],[1360803],[1411308],[1454177],[1468996],[1490858],[1502329],[1535187],[1541363],[1595459],[1616935],[1631754],[1664226],[1697559],[1755574],[1787286],[1823581],[1855026],[1941845],[2033756],[2155075] ] cell #3603 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [323156],[393289],[430181],[468643],[472605],[513815],[519864],[528132],[556378],[593030],[602496],[606458],[613033],[622147],[652114],[674803],[692466],[703049],[710814],[714776],[723873],[743779],[780787],[781715],[792872],[799918],[810754],[819787],[826699],[854645],[855573],[892145],[893302],[894842],[906706],[923674],[934998],[970264],[971421],[972961],[1003702],[1005429],[1011202],[1013494],[1025590],[1041702],[1044399],[1087065],[1092838],[1095130],[1124823],[1127520],[1129510],[1134274],[1166872],[1169164],[1197151],[1213815],[1218579],[1234762],[1252193],[1254485],[1256708],[1289625],[1294389],[1326631],[1342754],[1359523],[1364231],[1376187],[1380951],[1389172],[1419466],[1457017],[1458541],[1475978],[1490149],[1493807],[1506272],[1519298],[1588836],[1599823],[1605860],[1614911],[1619775],[1621299],[1671208],[1714363],[1728105],[1748951],[1759938],[1791650],[1797687],[1850042],[1870033],[1883775],[1914376],[1946209],[1999599],[2028772],[2062505],[2091114],[2169028],[2249754],[2354523] ] cell #3604 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [393646],[472591],[514172],[555463],[560726],[606444],[613390],[619312],[651668],[692823],[702134],[707397],[714762],[721397],[755265],[777952],[799904],[810308],[818872],[824135],[830444],[851810],[890826],[892937],[906692],[914267],[924694],[934552],[942725],[968945],[971056],[1009174],[1011188],[1012008],[1026465],[1042494],[1055314],[1090810],[1092824],[1093644],[1125615],[1128996],[1135149],[1135358],[1150162],[1166858],[1167678],[1213301],[1219454],[1219663],[1252179],[1252999],[1256754],[1261874],[1295264],[1295473],[1326117],[1342800],[1347920],[1364217],[1381826],[1382035],[1386564],[1419512],[1424632],[1457063],[1473370],[1489635],[1494682],[1506318],[1511438],[1519344],[1550082],[1587752],[1588882],[1605906],[1619821],[1623807],[1636128],[1649044],[1717944],[1728151],[1734365],[1743242],[1747867],[1748997],[1797733],[1840637],[1853623],[1873614],[1883821],[1914422],[1920636],[1971257],[1990194],[2003180],[2032353],[2062551],[2113216],[2140686],[2172609],[2199425],[2271856],[2346096],[2441596] ] cell #3605 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3606 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3607 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [223742,1284554],[279261,1414015],[292124,1447312],[304245,1205789],[329777,1006034],[341707,1542545],[343622,1544482],[350970,1560496],[358450,1577533],[359881,1319844],[372194,1335043],[375860,1087670],[392307,1368161],[400083,1646542],[411270,1401019],[414674,1671929],[420107,1161704],[424519,1686699],[425089,1689243],[432037,1704917],[433406,1441987],[433952,1706854],[435570,1190407],[448905,1207726],[466226,1492040],[471489,1498561],[475155,1247025],[479567,1771004],[480137,1773548],[487457,1784037],[488273,1524327],[492720,1531419],[496386,1279497],[502533,1807012],[503637,1037608],[503712,803158],[507168,1812316],[508354,1815820],[512833,1564537],[515814,1311330],[516237,1831284],[517281,1571753],[528491,1329339],[545366,1867158],[546182,1610889],[549068,1619118],[553740,1622020],[559315,1370098],[561726,1632936],[563398,1888648],[564502,1120729],[564577,879292],[568033,1893952],[569219,1897456],[572511,1900908],[575972,1393853],[577183,1907478],[577595,1652961],[582758,1402956],[593698,1929297],[593939,1929764],[595228,917668],[599012,1934805],[600079,1687270],[605342,1693791],[608322,1441102],[609008,1442255],[610352,1701085],[616284,1455250],[621400,1966214],[631905,1210925],[631980,962554],[636122,1980936],[639583,1480659],[640794,1987506],[641206,1738282],[644518,1226531],[644759,1747223],[649620,1492857],[653837,1757757],[658509,1760659],[660114,2007416],[660355,2007883],[661644,997696],[665428,2012924],[666495,1771575],[668164,1774738],[670060,2019151],[670301,2019618],[673614,1523442],[675162,1525715],[675795,1780246],[692037,2045888],[692984,2046563],[693438,2046736],[695739,1810945],[699200,1557371],[700411,1813847],[705986,1566474],[708397,1824763],[709510,1571815],[711173,1312556],[711248,1058022],[717685,1585573],[723390,2081609],[723631,2082076],[728517,1332110],[730627,1079861],[733633,2090458],[734563,1597642],[734877,1084872],[737140,1857859],[739036,2095285],[739277,2095752],[742590,1610004],[744138,1612277],[744771,1863367],[747454,1618008],[747785,1871485],[748239,1355929],[752570,2108173],[757973,1367041],[758214,1882047],[763075,1373297],[763150,1117113],[764537,2120421],[764991,2120594],[767292,1892581],[770753,1643417],[771964,1895483],[773742,1898607],[774898,1648241],[774924,1650480],[775255,2131519],[775709,2131692],[779481,1653023],[790545,1406155],[790620,1148825],[794762,2150365],[798223,1156409],[799434,2156935],[800509,2157608],[803399,1933494],[806712,1685814],[808260,1688087],[812477,1944028],[817149,1946930],[820284,1183967],[825135,1957846],[827304,1192388],[832335,1964790],[832692,2190534],[833146,2190707],[837950,1462355],[840298,959618],[840745,1206253],[843655,2198347],[843896,2198814],[844645,1470178],[844886,1726377],[845861,1978140],[847600,1978635],[848756,1733562],[848782,1735801],[849113,2203072],[849567,2203245],[853339,1738344],[857941,1745688],[858878,1486410],[863646,2214707],[863887,2215174],[868773,1495628],[869104,2001051],[869558,1497455],[870883,1239216],[873889,2223556],[875133,1244227],[876488,1516672],[876643,2226584],[879533,2011613],[882846,1770119],[884394,1772392],[885823,2017352],[887114,1777400],[887648,1775703],[888051,2236951],[897946,1528486],[900056,1271688],[903062,2249098],[903992,1789469],[904306,1276699],[908465,2253925],[908706,2254392],[912019,1284107],[913567,1547681],[913642,1287464],[916857,1807596],[916883,1809835],[917214,2050215],[921440,1812378],[927402,1563417],[927643,2060777],[932504,1569673],[932579,1308940],[936721,2071311],[940182,1316524],[941393,2074213],[944010,2289346],[948743,2080732],[949146,2292027],[951004,1587108],[954587,1332768],[956849,1334601],[956960,1081826],[959644,1863096],[959975,2298852],[960429,2299025],[961015,1851494],[961469,1600544],[962795,2093171],[963942,2093486],[965233,1860521],[965767,1858824],[966170,2303367],[975433,1354760],[980464,2106749],[980821,2313762],[981275,2313935],[982600,1362079],[986079,1625113],[987016,1627306],[988427,1114177],[988874,1368625],[991784,2321575],[992025,2322042],[993990,2120099],[994408,1646095],[996885,1889232],[996911,1891471],[997242,2124073],[1001468,1894014],[1005899,1899141],[1016680,1657585],[1019028,1145889],[1019475,1401483],[1022385,2345018],[1022626,2345485],[1023375,1665408],[1023616,1912648],[1024591,2147569],[1027486,1153852],[1027512,1668996],[1027843,2349743],[1028297,2349916],[1029622,1412584],[1032069,1414126],[1033558,1923182],[1033872,1417595],[1036671,1931959],[1037205,1930262],[1047503,1690858],[1047834,2170480],[1048288,1692685],[1049613,1434446],[1052619,2370227],[1053863,1439457],[1055218,1429866],[1058263,2181042],[1061576,1446865],[1063124,1710053],[1063199,1450222],[1066020,2382872],[1070098,2189785],[1072495,1715815],[1074185,1967728],[1074211,1968927],[1076184,1971079],[1077093,2388564],[1079030,1207591],[1081292,1983104],[1082229,2391245],[1083308,1729154],[1084418,2200881],[1087535,1979169],[1098569,2401968],[1103302,2213830],[1103705,2404649],[1105116,1233540],[1105563,1492504],[1109146,1496286],[1109977,1765545],[1111408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] cell #3608 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [136342,797322],[175984,910950],[184918,939281],[214479,570837],[221502,793088],[221594,1029245],[223462,1030954],[228780,1045350],[234104,1060507],[249090,634448],[266222,1128471],[269803,901388],[269895,899679],[276976,1153880],[282861,694065],[283655,1169020],[285305,1170236],[289884,935047],[289976,1184915],[291844,1186624],[310043,731959],[310135,730250],[326062,765618],[326856,1254341],[328506,1255557],[332800,1019056],[333317,1013543],[333409,1266731],[346097,1289781],[348263,1296585],[348439,802700],[348992,1050945],[349084,1049236],[350690,1298802],[356165,1313995],[359889,1064216],[367428,834813],[374829,1353303],[378883,840326],[379400,1095179],[379492,1352777],[395210,1376343],[397376,1383147],[397552,878834],[398105,872215],[398197,870506],[399803,1385364],[401738,1130614],[402561,1389328],[405253,1396559],[419475,1419615],[419771,1420001],[421199,695249],[422163,1426822],[423130,1174726],[423647,1169213],[423739,1168494],[433881,1185441],[435531,1190409],[437742,944343],[442041,1458697],[451637,1482979],[451813,962096],[453756,1214919],[454579,1476134],[457271,1483365],[466723,982942],[466815,982223],[474523,1506421],[474819,1506807],[476247,766802],[477211,1513628],[478178,988455],[478695,1254534],[478787,1253815],[481641,1257658],[482764,1519447],[483060,1519833],[495355,1267257],[499926,1287006],[500018,1549153],[501882,1549846],[502043,1550179],[503301,1290729],[503714,595386],[504124,1291896],[506816,1296971],[515736,1311332],[517902,1313609],[518078,1057564],[521937,1065831],[526997,1588985],[527293,1589371],[530650,1604108],[531792,1077426],[535268,1337652],[536091,1599979],[537484,845371],[537737,1613175],[539550,1343704],[540673,1606009],[540969,1606395],[548152,1098902],[549101,1100069],[552451,1621455],[554432,1105144],[562223,1116655],[562315,1115936],[562747,1635892],[562908,1636225],[564166,1377291],[564579,661802],[564989,1378458],[567681,1383533],[571860,1648808],[572021,1649141],[575894,1393855],[585490,1396173],[585666,1148367],[587609,1410149],[588432,1671364],[591124,1678595],[593240,1679316],[594263,1420416],[595682,1422094],[608376,1441239],[610100,936231],[611064,1444259],[612548,1449764],[612640,1449045],[615565,943780],[618352,1717276],[620749,1717708],[620910,1718041],[623098,1460751],[624852,1732652],[625351,1203324],[628093,957520],[629288,1467713],[630411,1728254],[630707,1728640],[631982,735035],[632392,1471678],[635471,1734129],[635632,1734462],[639505,1480661],[643066,1225186],[644182,977029],[644818,1226864],[648126,1749100],[648422,1749486],[652921,1236781],[653870,1237948],[656397,1501170],[657220,1760094],[658613,993500],[659201,1243023],[659656,1763621],[660679,1507222],[662098,1508900],[669602,1776279],[673668,1523579],[677321,1517546],[678463,1269253],[681939,1534028],[682762,1791806],[684155,1024101],[684408,1526613],[686221,1540080],[687344,1797836],[687640,1798222],[695088,1552116],[699122,1557373],[708894,1308482],[708986,1307763],[709579,1571951],[710837,1573667],[711250,820442],[711660,1574834],[714352,1579909],[718125,1839686],[720399,1843311],[722932,1843754],[724680,1328855],[724945,1590865],[726643,1857554],[727798,1076863],[729975,1078911],[730585,840228],[730629,840838],[732982,1853387],[733143,1853720],[734596,1339939],[735331,1602033],[738578,1859400],[742644,1610141],[746735,1098339],[747872,1355740],[747888,1099820],[749522,1872946],[751919,1873378],[752080,1873711],[754268,1623509],[756521,1365696],[757637,1110742],[758273,1367374],[759263,1112079],[760458,1630471],[761581,1883924],[761877,1884310],[763152,875291],[763562,1634436],[766641,1638162],[770675,1643419],[776992,1648376],[779550,1653159],[781738,1655981],[783492,1647331],[783991,1398554],[786733,1143791],[787928,1662943],[789051,1914525],[789347,1914911],[790622,904464],[791032,1666908],[794111,1920400],[794272,1920733],[798145,1156411],[799538,1158925],[806766,1685951],[811561,1432011],[812510,1433178],[815037,1696400],[815860,1946365],[817253,1179771],[817841,1438253],[819319,1702452],[820738,1704130],[827738,1961614],[827987,1713561],[829408,1964485],[833819,1459073],[838390,1970306],[840026,956691],[840664,956882],[843197,1974374],[844309,1210428],[844945,1470511],[845210,1730134],[850850,1733697],[853408,1738480],[855596,1741302],[858381,1989243],[858938,1226301],[860655,1992868],[863188,1993311],[864936,1232521],[865201,1750980],[868054,1236218],[869191,1497266],[869207,1237699],[870231,1238266],[870841,988357],[870885,988967],[873238,2002944],[873399,2003277],[875587,1762148],[876410,1516674],[882900,1770256],[889828,1775836],[894109,1525231],[894374,1782692],[896072,1774433],[897227,1268690],[899404,1270738],[900014,1018958],[900058,1019568],[902411,2032117],[902572,2032450],[904025,1536315],[904760,1793860],[908007,2038130],[909755,1282430],[912073,1284037],[913644,1034030],[914054,1804787],[918951,1807731],[921509,1812514],[923697,1815336],[925950,1562072],[927066,1302569],[927702,1563750],[928692,1303906],[929887,1822298],[931010,2062654],[931306,2063040],[932581,1054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] cell #3609 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [167453,668560],[176180,911581],[196753,737536],[223515,1030997],[225573,801658],[234300,1061138],[244951,842155],[245043,840369],[263015,877792],[277493,906965],[277585,1153923],[279241,1155709],[282308,917253],[282361,695300],[285501,1170867],[291897,1186667],[299377,951374],[304225,957036],[321923,990284],[322015,988498],[325509,997281],[325562,766853],[328702,1256188],[338618,1020885],[338710,1019099],[341687,1281946],[347245,802903],[348756,1298609],[350743,1298845],[356682,1056522],[356774,1314038],[358430,1315824],[361746,1066380],[374035,1084457],[374088,845422],[387439,1105933],[387531,1105187],[392287,1111595],[396358,879037],[397869,1385171],[399856,1385407],[406402,1137645],[406494,1396602],[411250,1143307],[419869,1420044],[422214,1427991],[425069,1429166],[428948,1176555],[429040,1174769],[432017,1444704],[432534,1183552],[432587,936282],[435727,942040],[437027,1192269],[446131,1203873],[447879,957571],[451251,962299],[452130,1222799],[458420,1221950],[458512,1483408],[461041,1225735],[461927,1226907],[466206,1232037],[473330,1243812],[473383,993551],[473422,1243066],[474917,1506850],[477262,1514797],[480117,1515972],[482272,1258207],[483158,1519876],[487437,1527058],[494561,1276284],[494614,1024152],[502094,1550310],[502513,1550618],[505060,1558522],[507965,1297760],[508057,1297014],[512813,1303422],[516884,1057767],[518395,1057371],[520382,825685],[521889,1065823],[527391,1589414],[531077,1332649],[533199,840715],[533618,1079739],[537788,1351279],[540181,1344253],[541067,1606438],[545346,1613620],[547437,1354641],[548629,1099863],[549048,1356289],[556541,1366245],[557427,1367417],[558289,1112130],[561661,1116858],[561706,1372547],[562959,1636356],[563378,1636664],[565925,1644568],[568830,1384322],[568922,1383576],[570880,1387499],[572072,1649272],[572491,1649580],[579984,1399103],[581732,1143842],[585104,1148570],[585983,1138494],[592273,1417180],[592326,1158976],[592365,1678638],[593283,1679345],[593443,1679719],[594894,1420965],[595780,1422137],[600059,1427267],[607183,1439042],[607236,1179822],[607275,1438296],[608770,935858],[611115,1182377],[620961,1718172],[621380,1718480],[622310,1459622],[624903,1473598],[625303,1203316],[627378,1205360],[627538,957385],[629919,1468262],[630805,1728683],[631667,1470554],[632540,1481810],[634491,1474305],[635683,1734593],[636102,1734901],[643018,1225178],[644103,1486291],[644263,1226644],[648520,1749529],[649382,1232572],[652206,1496167],[653398,1237742],[653817,1497815],[654328,988844],[654747,1239094],[659699,1763650],[659859,1764024],[661310,1507771],[662196,1508943],[666475,1514073],[669645,1776308],[669805,1776682],[674062,1014354],[677748,1529025],[679870,1019445],[680289,1271566],[684459,1265233],[686852,1540629],[687738,1798265],[688600,1282481],[691972,1287209],[692017,1805447],[693023,1806189],[694108,1551017],[695719,1552665],[703212,1562621],[704098,1563793],[704960,1303957],[708332,1308685],[708377,1568923],[709630,1056578],[712596,1311361],[715501,1580698],[715554,1319091],[715593,1579952],[720450,1587980],[722975,1843783],[723135,1844157],[723965,1589766],[725576,1591414],[727337,1603909],[729927,1078903],[732002,1598150],[733194,1853851],[733613,1854159],[734124,1339733],[734543,1600904],[735429,1602076],[738621,1859429],[738781,1859803],[743038,1095990],[747824,1355732],[752131,1873842],[752550,1874150],[753061,1105533],[753480,1361957],[756473,1365688],[757558,1627187],[757718,1367154],[758548,1367732],[758708,1111944],[761089,1631020],[761975,1884353],[764576,1887825],[765661,1637063],[767272,1638711],[775294,1900085],[779601,1137701],[780950,1654852],[783543,1386792],[783943,1398546],[786018,1400590],[786178,1143656],[788559,1663492],[789445,1914954],[790307,1665784],[791180,1395004],[793131,1669535],[794323,1920864],[794742,1921172],[795253,1154269],[795672,1412462],[797420,912467],[802743,1681521],[807160,1170024],[808022,1427802],[810846,1691397],[812038,1432972],[812457,1693045],[812968,1175115],[813387,1434324],[818499,1182453],[819950,1703001],[820836,1704173],[821698,1445239],[825070,1449967],[825115,1709303],[827781,1961643],[827853,1714282],[830102,1717077],[832731,1965391],[833771,1459065],[834856,1719919],[836667,1732155],[843240,1974403],[843400,1974777],[844230,1729035],[844390,1470291],[845841,1730683],[849152,1980113],[853459,1222006],[854808,1740173],[860706,1748095],[863231,1993340],[863391,1993714],[864221,1491611],[864381,1232386],[865832,1751529],[869143,1497258],[870183,1238258],[872258,1758265],[873450,2003408],[873869,2003716],[875685,1762191],[878877,1765826],[883294,1255345],[884156,1514608],[889879,1258263],[892564,1265309],[893394,1781593],[895005,1783241],[895891,1527593],[896766,1517347],[899356,1270730],[901431,1789977],[902623,2032581],[903042,2032889],[903553,1536109],[903972,1792731],[904858,1793903],[908050,2038159],[908210,2038533],[909040,1542116],[909200,1282295],[911162,1032189],[913329,1803663],[921560,1297816],[922490,1297360],[922909,1558333],[925902,1562064],[926987,1819014],[927147,1563530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] cell #3610 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [176182,1156459],[223520,1283957],[234302,1316574],[245048,1079358],[267319,887079],[277590,1412081],[279235,1413980],[285503,1429916],[291902,1446715],[304219,1205754],[307559,965198],[322020,1238713],[328704,1516722],[338715,1271185],[341681,1542510],[346508,1036636],[348758,1559592],[350748,1559899],[356779,1575599],[358424,1577498],[372104,1081257],[387536,1361576],[392281,1368126],[395621,1119757],[397871,1645638],[399861,1645945],[406499,1656793],[411244,1400984],[414584,1151469],[419874,1680196],[421005,917179],[422218,1687925],[425063,1689208],[429045,1433943],[432011,1704882],[435729,1190517],[443240,1199997],[452132,1482880],[458517,1742114],[461932,1489060],[466200,1492005],[471399,1240612],[473427,1503102],[474922,1764501],[476053,997207],[477266,1772230],[480111,1773513],[483163,1777159],[487431,1784002],[492630,1273084],[502098,1806616],[502507,1806977],[503822,802901],[505058,1814476],[508062,1557952],[512807,1564502],[516147,1311584],[518397,1312431],[520387,1319853],[522639,1324388],[527396,1844634],[537290,1084383],[537792,1612115],[541072,1860280],[545340,1867123],[548633,1099714],[549042,1619083],[553650,1362369],[557432,1629956],[561700,1632901],[562963,1888252],[563372,1888613],[564687,879035],[565923,1896112],[568927,1643998],[572076,1900512],[572485,1900873],[577093,1395227],[585985,1396074],[592370,1928385],[593208,1929011],[593441,1929355],[595237,695304],[595785,1684290],[600053,1687235],[605252,1435842],[607280,1698332],[608775,1441996],[609906,1183478],[611119,1442093],[615687,1454725],[620965,1965818],[621374,1966179],[624907,1732582],[626053,1202761],[630810,1975254],[631672,1467198],[632090,962297],[632538,1740442],[635687,1980540],[636096,1980901],[640704,1482033],[643768,1487906],[644028,1746698],[644261,1226496],[648525,1994191],[653402,1237593],[653811,1757722],[658419,1243738],[659624,2007130],[659857,2007474],[661653,766857],[662201,1768595],[666469,1771540],[669310,1520764],[669570,2018865],[669803,2019209],[674067,1524336],[683961,1276210],[684463,1525553],[687743,2039010],[692011,2045853],[692949,2046506],[695713,1810910],[700321,1558745],[704103,1821783],[708371,1824728],[709634,1571878],[711358,1057765],[712594,1572807],[715598,1835825],[717650,1065815],[720454,1843241],[722900,2081323],[723133,2081667],[727335,1857917],[727920,1331585],[730677,1079737],[733198,2090062],[733607,2090423],[734128,1339584],[734537,1597607],[734886,845426],[735434,1857288],[738286,1607326],[738546,2094999],[738779,2095343],[743043,1610898],[746857,1617483],[747750,1355724],[752135,2107777],[752544,2108138],[757223,1365133],[757483,1881522],[757716,1367006],[761980,2117213],[763260,1116856],[764502,2120364],[767266,1892546],[771874,1644791],[774327,1649955],[775220,2131462],[779605,1653086],[783547,1647261],[784693,1397991],[789450,2144683],[790312,1662428],[790730,1148568],[791178,1655121],[794327,2149969],[794736,2150330],[799344,1417106],[802408,1683136],[802668,1932969],[807165,1686708],[812042,1432823],[812451,1943993],[817059,1438968],[818497,1701190],[820293,936286],[820841,1954866],[825109,1957811],[827632,2187394],[830100,1964848],[832657,2190477],[834521,1456325],[836659,1978405],[837915,1203308],[840148,1205296],[840719,957004],[840754,957575],[842905,1737955],[843165,2198061],[843398,2198405],[844155,1725852],[844388,1470143],[845835,1978105],[848185,1735276],[849078,2203015],[853463,1738407],[857906,1225170],[860710,1992798],[863156,2214421],[863389,2214765],[868176,1495103],[869069,1497250],[870933,1239092],[873454,2223160],[873863,2223521],[875142,993555],[875690,2006845],[878542,1767441],[878802,2011088],[883299,1771013],[889883,1775766],[892562,1780351],[896764,1774796],[897349,1527961],[900106,1271564],[902627,2248702],[903036,2249063],[903557,1535960],[903966,1789434],[904315,1024156],[904863,2036018],[907715,1539517],[907975,2253639],[908208,2253983],[912472,1284563],[913334,1800307],[913752,1287207],[916286,1809310],[921564,1812441],[926652,1561509],[926912,2060252],[927145,1563382],[931409,2275853],[932689,1308683],[936695,2071276],[941303,1580624],[943975,2289260],[945812,2080502],[950407,1586583],[952124,1847485],[953999,1849832],[954915,2295712],[956814,1078895],[957383,1079168],[959047,1862571],[959940,2298795],[960980,1600339],[962064,2092646],[968002,1858887],[970681,1863472],[975761,2310622],[978229,2106807],[980786,2313705],[982650,1361955],[986044,1365680],[988277,1367668],[988848,1111563],[988883,1112134],[991034,1893625],[991294,2321289],[991527,2321633],[993964,2120064],[994861,1646551],[996314,1890946],[1001592,1894077],[1008830,1899542],[1013251,1651555],[1015389,1898377],[1016645,1398538],[1018878,1400526],[1019449,1143275],[1019484,1143846],[1021635,1652634],[1021895,2344732],[1022128,2345076],[1022885,1912123],[1023118,1665373],[1024565,2147534],[1026915,1668471],[1027808,2349686],[1029672,1412460],[1032193,1414170],[1033123,1676470],[1033532,1923147],[1033881,1158980],[1034429,1925380],[1039440,1930325],[1042119,1934910],[1046906,1690333],[1047799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] cell #3611 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [176213,1156340],[185474,1451155],[223483,1283949],[232727,1576129],[234333,1316455],[234991,1581836],[270599,1657323],[276997,1412073],[279186,1413985],[285534,1429797],[289712,1704448],[290173,1702133],[291865,1446707],[310839,1742644],[328735,1516603],[332821,1271177],[333145,1783568],[333606,1781294],[340999,1542515],[349788,1558482],[350711,1559891],[355828,1830806],[355943,1827850],[356186,1575591],[358375,1577503],[378904,1079350],[379228,1866689],[379689,1864415],[398901,1644528],[399824,1645937],[400658,1898875],[402988,887084],[404565,1400989],[404916,1907000],[405031,1904110],[405274,1656785],[413812,1151474],[419792,1680188],[423151,1433935],[423475,1686801],[423936,1935853],[425014,1689213],[431037,1949987],[431329,1704887],[452676,1978903],[455006,965203],[456583,1205759],[456934,1987028],[457049,1984138],[457292,1742106],[474840,1764493],[478199,1238705],[478523,1771106],[478984,2013972],[480062,1773518],[480954,2017715],[481980,2018542],[483081,1777151],[485172,1273089],[485746,2022579],[486038,1784007],[500215,1545154],[502221,1806552],[502408,1806982],[504551,1036641],[506128,1564507],[506479,1813369],[506594,2052239],[506837,1557944],[515375,1311589],[526213,2081000],[527314,1844626],[538863,2093849],[539889,2094676],[540990,1860272],[543081,1081262],[543655,2098713],[543947,1867128],[554453,1361568],[562512,1898128],[563086,1888188],[563273,1888618],[565416,1119762],[566993,1368131],[567344,1895005],[567459,2126097],[567702,1643990],[569726,2130108],[571173,2131133],[572199,1900448],[572386,1900878],[575533,1395232],[590902,1674071],[591145,1928377],[593200,1929013],[593576,1929299],[594602,2158798],[595703,1684282],[597006,917184],[597794,1435847],[598368,2162835],[598660,1687240],[612837,1707526],[620062,2190148],[621088,1965754],[621275,1966184],[623560,1200002],[629627,1205655],[630728,1975246],[633337,2201661],[634784,2202686],[635810,1980476],[635997,1980906],[639144,1482038],[644839,1489052],[647342,2214098],[648443,1994183],[650612,1492010],[658979,2016581],[659222,1503094],[659616,2007132],[659992,2007418],[661018,2227774],[662119,1768587],[663422,997212],[664210,1240617],[664784,2231811],[665076,1771545],[668491,2236289],[669191,1520769],[669562,2018867],[669938,2019153],[686560,1542411],[687661,2039002],[690326,1800865],[690618,2045858],[692954,2046505],[694401,2262303],[695427,802796],[695456,803036],[695614,1810915],[698761,1558750],[709183,1816492],[714130,1833426],[714373,1835817],[718438,1324393],[721821,2291365],[722892,2081325],[723268,2081611],[725284,2293928],[732295,1334897],[733321,2089998],[733508,2090428],[735352,1857280],[735793,1084388],[737467,2302705],[738167,1607331],[738538,2095001],[738914,2095287],[748231,1099706],[748618,1619088],[751232,2313376],[752258,2107713],[752445,2108143],[754730,1362374],[756200,2121977],[758294,1629948],[760797,1368027],[761898,2117205],[763775,2129319],[764067,1632906],[764507,2120363],[765954,2325914],[766980,878930],[767009,879170],[767167,1892551],[770314,1644796],[774319,1650019],[775225,2131461],[788267,1400885],[789368,2144675],[793424,1671783],[794450,2149905],[794637,2150335],[797784,1417111],[801589,2357418],[802289,1683141],[802660,1933033],[817619,1938462],[817862,1698324],[819658,1704783],[820759,1954858],[822062,1183483],[823424,1955424],[823716,1957816],[827343,1454789],[827521,943691],[827624,2187396],[831379,2192878],[832662,2190476],[835149,2386860],[838703,1202766],[842086,1205470],[842786,1737960],[843157,2198063],[843533,2198349],[844966,1467190],[845549,962192],[845578,962432],[845736,1978110],[848177,1735340],[849083,2203014],[858694,1487911],[858917,1746762],[859298,1226501],[862077,2403987],[863148,2214423],[863524,2214709],[865540,1491906],[867726,2227984],[869550,1237585],[869937,1757727],[872551,1498415],[873577,2223096],[873764,2223526],[875608,2006837],[876049,1243743],[877723,2415327],[878423,1767446],[878794,2011152],[894713,1783903],[901724,1531273],[902750,2248638],[902937,2249068],[904781,2036010],[905222,1276215],[906896,1542226],[907596,1539522],[907967,2253641],[908343,2253927],[916278,1809374],[925629,2048119],[927723,1821775],[930226,1564403],[931327,2275845],[933204,2055461],[933496,1824733],[935383,1831138],[936409,1057660],[936438,1057900],[936596,2071281],[939743,1580629],[943980,2289259],[947772,2294138],[951305,2470747],[952005,1847490],[954626,1331649],[954804,1076774],[954907,2295714],[957602,1080855],[958662,1079702],[959039,1862635],[959945,2298794],[961461,1339576],[961848,1597612],[962056,2092710],[972832,1867024],[975472,1617547],[975650,1098250],[975753,2310624],[976412,1099603],[979508,1361920],[980791,2313704],[983278,1621874],[984737,2325548],[986832,1365138],[987055,1881586],[987436,1367011],[990215,1367842],[990915,1893630],[991286,2321291],[991662,2321577],[993678,1116751],[993707,1116991],[993865,2120069],[996306,1891010],[1010109,1899990],[1013879,1907332],[1017433,1397996],[1020816,1400700],[1021516,1652639],[1021887,2344734],[1022263,2345020],[1023696,1662420],[1024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] cell #3612 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [176214,1156400],[185475,1190398],[223523,1283952],[232728,1311321],[234334,1316515],[235009,1319848],[245051,1079353],[267205,887085],[270600,1393844],[277593,1412076],[279233,1413986],[285535,1429857],[289714,1440969],[290191,1441991],[291905,1446710],[304217,1205760],[307445,965204],[310840,1480650],[322023,1238708],[328736,1516663],[333147,1523309],[333624,1524331],[338718,1271180],[341679,1542516],[346394,1036642],[349789,1557362],[350751,1559894],[355829,1571700],[355945,1571814],[356782,1575594],[358422,1577504],[371990,1081263],[379230,1609871],[379707,1610893],[387539,1361571],[392279,1368132],[395507,1119763],[398902,1643408],[399864,1645940],[400660,1647137],[404917,1652908],[405033,1653022],[406502,1656788],[411242,1400990],[414470,1151475],[419877,1680191],[420891,917185],[423477,1685681],[423954,1686703],[425061,1689214],[429048,1433938],[431038,1701134],[432009,1704888],[443126,1200003],[452678,1732458],[456935,1738229],[457051,1738343],[458520,1742109],[461935,1489055],[466198,1492011],[471285,1240618],[473430,1503097],[474925,1764496],[475939,997213],[478525,1769986],[479002,1771008],[480109,1773519],[480955,1774685],[481982,1775642],[483166,1777154],[485747,1780295],[487429,1784008],[492516,1273090],[500233,1284558],[502223,1806492],[502505,1806983],[503703,803037],[506480,1812263],[506596,1812377],[508065,1557947],[512805,1564508],[516033,1311590],[522580,1324394],[526215,1843117],[527399,1844629],[537176,1084389],[538864,1857806],[539891,1858763],[541075,1860275],[543656,1863416],[545338,1867129],[548758,1099709],[549040,1619089],[553536,1362375],[557435,1629951],[561698,1632907],[562530,1646546],[563088,1888128],[563370,1888619],[564568,879171],[567345,1893899],[567461,1894013],[568930,1643993],[569727,1898375],[571174,1899431],[572201,1900388],[572483,1900879],[576979,1395233],[590904,1414165],[592373,1928380],[593203,1929014],[593577,1929244],[594604,1930201],[595232,695429],[595788,1684285],[598369,1934854],[600051,1687241],[605138,1435848],[607283,1698327],[609792,1183484],[612855,1447316],[615682,1454790],[620063,1964737],[621090,1965694],[621372,1966185],[625994,1202767],[629629,956999],[630813,1975249],[631675,1467193],[631971,962433],[633338,1978403],[634785,1979459],[635812,1980416],[636094,1980907],[640590,1482039],[643709,1487912],[644023,1746763],[644397,1226502],[647344,1992674],[648528,1994186],[653527,1237588],[653809,1757728],[658305,1243744],[658981,1773698],[659619,2007133],[659993,2007363],[661020,2008320],[661648,766982],[662204,1768590],[664785,2012973],[666467,1771546],[668492,2018042],[669251,1520770],[669565,2018868],[669939,2019098],[683847,1276216],[686562,1281909],[687746,2039005],[690327,1544626],[692009,2045859],[692955,2046504],[694402,2047560],[695711,1810916],[700207,1558751],[704106,1821778],[708369,1824734],[709201,1560500],[711239,1057901],[714132,1577683],[715601,1835820],[717656,827522],[721822,2080500],[722895,2081326],[723269,2081556],[725286,2083375],[727915,1331650],[730618,1080856],[732296,1079174],[733323,2089938],[733605,2090429],[734253,1339579],[734535,1597613],[734881,845551],[735437,1857283],[737468,2094176],[738227,1607332],[738541,2095002],[738915,2095232],[746852,1617548],[747756,1099604],[751233,2106696],[752260,2107653],[752542,2108144],[756202,1889640],[757164,1365139],[757478,1881587],[757852,1367012],[760799,1111558],[761983,2117208],[763141,1116992],[763776,1897600],[764508,2120362],[765955,2121418],[767264,1892552],[771760,1644797],[774322,1650020],[775226,2131460],[784634,1397997],[788269,1143270],[789453,2144678],[790315,1662423],[790611,1148704],[793425,1411897],[794452,2149845],[794734,2150336],[799230,1417112],[801590,2158298],[802349,1683142],[802663,1933034],[812167,1432818],[812449,1943999],[816945,1438974],[817621,1689393],[819660,1444667],[820288,936411],[820844,1954861],[823425,1706998],[825107,1957817],[827627,2187397],[831381,1968136],[832663,2190475],[834462,1456331],[835150,2192319],[837921,954805],[840143,1206421],[840749,958664],[842087,956820],[842846,1737961],[843160,2198064],[843534,2198294],[844150,1725917],[844524,1470149],[845833,1978111],[848180,1735341],[849084,2203013],[857912,975651],[862078,2213598],[863151,2214424],[863525,2214654],[865542,1232000],[867727,2008811],[868171,1495168],[869075,1237483],[870874,1240211],[872552,1238529],[873579,2223036],[873861,2223527],[875137,993680],[875693,2006840],[877724,2227274],[878483,1767447],[878797,2011153],[894715,1527021],[897344,1528026],[900047,1272683],[901725,1271001],[902752,2248578],[903034,2249069],[903682,1535955],[903964,1789440],[904310,1024281],[904866,2036013],[906897,1281730],[907656,1539523],[907970,2253642],[908344,2253872],[913337,1800302],[913633,1287343],[916281,1809375],[925631,1808004],[926593,1561515],[926907,2060317],[927281,1563388],[930228,1303385],[931412,2275848],[932570,1308819],[933205,1815964],[935384,1575415],[936693,2071282],[941189,1580630],[943981,2289258],[947773,2083866],[950402,1586648],[951306,2293428],[952065,1847491],[953994,1595032],[954910,2295715],[959042,1862636],[959946,2298793],[960986,1339474],[962059,2092711],[972834,1613583],[975756,2310625],[979510,1105567],[980792,2313703],[982591,1102332],[983279,1361392],[984738,2121188],[986050,1109364],[988272,1368793],[988878,1113223],[990216,1111379],[990975,1893631],[991289,2321292],[991663,2321522],[993962,2120070],[996309,1891011],[1010111,1648649],[1013192,1651561],[1013880,1656609],[1016651,1141076],[1018873,1401651],[1019479,1144935],[1020817,1143091],[1021576,1652640],[1021890,2344735],[1022264,2344965],[1022880,1912188],[1023254,1665379],[1024563,2147540],[1026910,1668536],[1027814,2349684],[1029613,1413579],[1033248,1676465],[1033530,1923153],[1033876,1159105],[1034432,1925375],[1044272,1427230],[1046457,1930692],[1046901,1690398],[1047805,1432713],[1049604,1435441],[1051282,1433759],[1052309,2369707],[1052591,2370198],[1053867,1179951],[1054423,2176269],[1056454,1444488],[1057213,1701895],[1057527,2180582],[1063190,1450101],[1065274,2382580],[1068520,1453750],[1068928,2192089],[1072466,1199094],[1073609,1968467],[1076155,1464971],[1076334,2194979],[1077064,2388476],[1091747,1733970],[1094828,1736882],[1095516,1741930],[1098540,2401880],[1104961,1228283],[1105865,1231821],[1106624,1997048],[1109469,2408337],[1113601,2012193],[1114505,2411415],[1116618,2225809],[1127393,1514036],[1134044,1776133],[1136673,1778475],[1137577,1526842],[1138336,1781056],[1140265,1786859],[1141181,2429568],[1145313,1779515],[1146217,2432646],[1147257,1535850],[1148330,2251351],[1153697,1543177],[1154303,1283574],[1157704,2040326],[1158078,1803258],[1159387,2042907],[1165781,1297394],[1168862,1294159],[1169550,1557768],[1171009,2047330],[1172321,1301191],[1174543,1565169],[1175149,1305050],[1176487,1303206],[1177246,1811995],[1177560,2455145],[1177934,2455375],[1180233,2278710],[1182580,1827891],[1185283,1577097],[1189546,1319220],[1190102,2073504],[1191270,2289001],[1194881,1323315],[1195060,2078241],[1199199,2470364],[1218349,1859254],[1220978,1861596],[1221882,1613404],[1222641,1864177],[1224629,1357253],[1227875,1353642],[1232964,2110426],[1235689,2318207],[1236419,2490039],[1251102,1383956],[1254183,1380721],[1254871,1643814],[1257101,1647628],[1260347,1648980],[1260755,1899201],[1264293,1394324],[1265436,1904151],[1267099,1668051],[1267982,1660201],[1268161,2341650],[1268891,2509002],[1278904,1920572],[1285896,1676360],[1286969,2153608],[1296788,1423513],[1297692,1427051],[1298451,1935615],[1301296,2528863],[1305428,1934074],[1306332,2531941],[1308445,2372480],[1313812,1705549],[1314418,1446332],[1319502,2183163],[1325537,2386427],[1328493,2545677],[1342227,1483788],[1343147,1732949],[1346393,1734301],[1346801,1979229],[1350339,1481130],[1351482,1984179],[1353145,1472821],[1357432,2211339],[1383350,1510319],[1384254,1513857],[1385013,2013734],[1386500,1774455],[1390111,1519691],[1390290,2020230],[1392393,2032289],[1394429,2577389],[1396376,1794159],[1396982,1538603],[1408878,1798080],[1409057,2255004],[1419859,1553629],[1423105,1550018],[1428194,2052280],[1430919,2452060],[1431649,2597064],[1449727,2284778],[1457410,1843608],[1473306,1857576],[1476917,1606253],[1477096,2096364],[1479199,1853559],[1481235,2620590],[1483182,1602332],[1506665,1639675],[1509911,1636064],[1515000,2126138],[1517819,1908668],[1521913,2506953],[1522840,1914769],[1523019,2141549],[1524869,2639344],[1553808,2160486],[1555911,2172545],[1572575,2376133],[1587688,1964507],[1589229,1721425],[1592434,1717880],[1604381,1722397],[1608475,2556066],[1609402,1728498],[1609581,1972120],[1611431,2676786],[1620168,1993165],[1639854,2229462],[1641957,2003116],[1653783,2428607],[1685212,2062898],[1685391,2272719],[1717549,1841500],[1721604,2294754],[1739104,2483655],[1747803,2106466],[1749344,1877095],[1752549,1873550],[1769517,1884168],[1769696,2114079],[1813138,2362457],[1873219,1991057],[1877274,2215786],[1894774,2420366] ] cell #3613 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561273],[657551],[707944],[757068],[762211],[816191],[824682],[834366],[868634],[914814],[926497],[931640],[940435],[950865],[986067],[1013096],[1034692],[1047364],[1057117],[1062260],[1072483],[1094732],[1137136],[1138240],[1151170],[1159655],[1172338],[1183043],[1221441],[1222545],[1262882],[1264310],[1265899],[1279155],[1298355],[1311607],[1348928],[1350356],[1351945],[1384917],[1392644],[1395250],[1408348],[1425640],[1428657],[1479450],[1482056],[1512446],[1515463],[1520787],[1522310],[1556162],[1558768],[1607349],[1608872],[1624815],[1642208],[1644814],[1650096],[1683159],[1684682],[1735417],[1752800],[1767464],[1768987],[1809451],[1810933],[1847508],[1876565],[1891087],[1892569],[1933110],[1968543],[1978128],[1988763],[2011229],[2071299],[2078895],[2092787],[2147557],[2180658],[2195633],[2251427],[2342304], [473031,658042],[548923,982495],[560948,762315],[606884,816682],[644589,1105424],[653692,870778],[657631,874203],[695594,1168766],[707619,931744],[715202,940926],[717673,1194898],[730522,734418],[747773,1231838],[758044,988735],[767147,1254087],[800344,1035183],[803229,1297251],[812332,1049508],[816271,1052933],[824357,1062364],[837938,1076172],[840606,844716],[845716,1353049],[857929,1357270],[869092,1111396],[879363,1383813],[887102,1390128],[899951,903847],[912530,1157557],[914489,1159759],[917202,1427068],[927473,1175006],[936576,1185187],[940515,1188612],[942303,1190853],[956837,961003],[959793,1479554],[962625,1483645],[965221,1476934],[993845,1516567],[994919,1245660],[997230,1513874],[1016668,1267999],[1019336,1023446],[1024446,1267003],[1027661,1279259],[1029517,1033413],[1031923,1284833],[1034772,1288064],[1036659,1553646],[1047822,1303223],[1058093,1314275],[1062087,1317672],[1064046,1319874],[1081280,1609419],[1081606,1609233],[1082029,1609760],[1084406,1613421],[1114352,1642312],[1117184,1646403],[1117624,1374355],[1119780,1639692],[1143108,1147274],[1146064,1392748],[1148896,1396839],[1151492,1408895],[1151818,1408709],[1152241,1409236],[1154160,1158270],[1156304,1159270],[1156662,1414860],[1180116,1429761],[1181190,1440890],[1183331,1442017],[1183501,1444505],[1187593,1447591],[1190442,1450822],[1200020,1721442],[1202784,1732966],[1205777,1737978],[1207552,1737195],[1207997,1737581],[1233715,1752904],[1235779,1495605],[1240635,1769534],[1240961,1769348],[1241384,1769875],[1243761,1773536],[1244765,1504775],[1266187,1524357],[1273107,1522857],[1273433,1522671],[1273856,1523198],[1276233,1526859],[1279323,1538757],[1279768,1539143],[1281747,1285913],[1284415,1287535],[1284584,1284703],[1306179,1556266],[1309011,1560357],[1309451,1570731],[1311933,1572227],[1312356,1572754],[1316419,1319385],[1316777,1578378],[1324411,1843625],[1325627,1587085],[1331726,1857801],[1334996,1862712],[1336802,1862331],[1352233,1610919],[1362392,1877112],[1362718,1876926],[1363141,1877453],[1365156,1888636],[1365192,1625518],[1368149,1893648],[1369924,1892865],[1370369,1893251],[1395576,1653435],[1395999,1653962],[1398014,1647645],[1401007,1652657],[1402782,1651874],[1403227,1652260],[1409299,1668231],[1414003,1417129],[1414628,1414752],[1428945,1686729],[1431009,1690835],[1435865,1685229],[1436191,1685043],[1436614,1685570],[1438991,1689231],[1439995,1700005],[1442081,1701129],[1442526,1701515],[1447173,1450293],[1447342,1447461],[1454866,1964732],[1456348,1966202],[1456384,1716220],[1462445,1978594],[1482382,1738756],[1482805,1739283],[1487929,1993182],[1492028,1997065],[1492683,1996282],[1493128,1996668],[1494874,1752923],[1495244,2007358],[1498514,2012269],[1500320,2011888],[1515751,1771034],[1522003,1778912],[1525541,1780290],[1525986,1780676],[1528102,1774680],[1531372,1779591],[1533178,1779210],[1539540,1542533],[1544308,1544435],[1559094,1812790],[1559517,1813317],[1560526,1560645],[1561532,1807000],[1561568,1817345],[1564525,1812012],[1566300,1811229],[1566745,1811615],[1572817,1827586],[1577521,1580647],[1578146,1578270],[1585663,2080691],[1586354,1841806],[1586724,2081551],[1597630,2090446],[1608565,1862033],[1612103,1863411],[1612548,1863797],[1614777,2103020],[1617624,2106691],[1619106,2108161],[1621973,2110502],[1622659,2110121],[1625203,2120553],[1632924,2120087],[1645140,1894426],[1645563,1894953],[1646572,1646691],[1647249,1898651],[1651578,1900896],[1651614,1902491],[1655131,1903846],[1657675,1898566],[1668612,1671882],[1687258,1935632],[1687913,1934849],[1688358,1935235],[1689856,1689980],[1690104,1939194],[1690474,1929239],[1693744,1934150],[1695550,1933769],[1701912,1704905],[1706680,1706807],[1712261,1960786],[1714229,2188162],[1715905,2190666],[1725993,2198289],[1732570,1978679],[1736899,1980924],[1736935,1982519],[1740452,1983874],[1743094,2210482],[1745218,2211993],[1745778,2213789],[1746839,2214649],[1757745,2223544],[1760612,2225885],[1771563,2013751],[1772218,2012968],[1772663,2013354],[1774161,1774285],[1774806,2017530],[1778181,2020536],[1778551,2019093],[1781073,1784025],[1789457,2249086],[1806604,2046780],[1813800,2052356],[1814486,2051975],[1815646,1815773],[1817030,2046695],[1824751,2278727],[1827967,1831237],[1840489,2289915],[1843229,2080776],[1849908,2296480],[1851584,2298984],[1857927,2093664],[1861302,2096670],[1861672,2095227],[1864194,1867146],[1869899,2311390],[1871575,2313894],[1880042,2318861],[1881663,2321517],[1888240,2120638],[1895436,2126214],[1896122,2125833],[1897282,1897409],[1898532,2130215],[1900500,2131736],[1902176,2131651],[1904227,1907431],[1912264,2344960],[1923170,2150353],[1929365,2157786],[1929525,1929717],[1931489,2159635],[1944016,2370215],[1946883,2372556],[1957834,2183180],[1964858,2189963],[1965806,2190751],[1971109,2389133],[1976015,2392540],[1978560,2201768],[1980528,2203289],[1982204,2203204],[1984255,1987459],[1990046,2402537],[1992786,2213874],[1999465,2409102],[2001141,2411606],[2007484,2226762],[2007644,2007836],[2009608,2228611],[2019219,2237129],[2019379,2019571],[2028638,2430333],[2030314,2432837],[2040402,2253867],[2042924,2045876],[2058772,2452714],[2060393,2455370],[2074166,2284854],[2080657,2291472],[2081677,2292205],[2081837,2082029],[2090050,2299069],[2090980,2475900],[2092156,2300918],[2095353,2303545],[2095513,2095705],[2106817,2313191],[2107765,2313979],[2113068,2490696],[2140538,2509659],[2145444,2513066],[2149957,2349960],[2151633,2349875],[2153684,2156888],[2168894,2529628],[2170570,2532132],[2179037,2375282],[2198415,2391423],[2198575,2198767],[2199277,2550438],[2213755,2404094],[2214775,2404827],[2214935,2215127],[2223148,2411691],[2225254,2413540],[2248690,2432922],[2249620,2582925],[2250796,2434771],[2253993,2437398],[2254153,2254345],[2258899,2589248],[2271708,2597721],[2321643,2492986],[2321803,2321995],[2345086,2511949],[2345246,2345438],[2345948,2644105],[2354389,2649523],[2355565,2520662],[2369819,2532217],[2371925,2534066],[2441448,2701448],[2455496,2600011],[2455656,2455848],[2465975,2608724] ] cell #3614 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [163359],[208205],[231852],[258564],[261246],[288945],[292691],[299030],[319706],[345432],[352231],[354913],[359215],[366396],[389147],[406055],[418863],[426731],[432187],[434869],[442225],[458073],[486922],[487607],[496192],[501382],[509673],[516414],[521269],[544831],[545516],[575213],[576078],[577360],[586855],[600229],[608891],[638824],[639689],[640971],[666645],[667940],[673210],[675045],[685092],[698441],[700588],[736916],[742186],[744021],[769994],[772141],[773640],[778260],[806308],[808143],[832111],[847498],[852118],[866762],[882442],[884277],[886212],[915599],[920219],[948641],[964331],[980240],[984630],[995627],[1000247],[1007622],[1035769],[1070487],[1071821],[1089258],[1103200],[1106869],[1118890],[1131352],[1198010],[1209314],[1215657],[1224591],[1229842],[1231176],[1281085],[1323277],[1338390],[1360382],[1371686],[1404544],[1410887],[1464933],[1486795],[1501908],[1534766],[1568062],[1627691],[1660163],[1697138],[1729539],[1819518],[1915810],[2043948] ] cell #3615 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [261528],[322827],[355195],[388908],[393195],[429852],[435151],[440336],[467711],[501664],[509434],[513721],[519535],[525408],[554762],[574189],[592701],[601564],[608652],[612939],[618611],[637800],[672079],[673944],[685936],[692372],[701433],[709882],[716690],[741055],[742920],[777251],[779104],[779853],[792778],[807042],[818171],[851109],[852962],[853711],[883176],[886119],[892051],[892236],[905769],[921063],[921812],[964238],[970170],[970355],[1001091],[1001840],[1005205],[1010265],[1041608],[1041793],[1070394],[1086841],[1091901],[1107713],[1124729],[1124914],[1129078],[1160875],[1165935],[1196927],[1213383],[1229749],[1234668],[1246196],[1251256],[1258991],[1289193],[1326199],[1327390],[1345037],[1359299],[1363294],[1375755],[1388740],[1458109],[1469046],[1475546],[1484667],[1489717],[1490908],[1541413],[1585033],[1599391],[1620867],[1631804],[1664276],[1670776],[1724302],[1745148],[1759506],[1791218],[1823631],[1879972],[1910573],[1945777],[1975945],[2058702],[2145374],[2258829] ] cell #3616 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [185466,2381642],[232719,2460036],[235006,2288249],[270591,2507655],[289770,2535987],[290188,2377311],[310831,2556768],[333203,2577906],[333621,2435938],[349780,2595717],[355883,2461708],[355891,2603430],[379286,2621107],[379704,2302085],[398893,2635957],[401564,2637855],[404971,2513998],[404979,2639792],[417856,2352784],[423533,2654878],[423951,2161664],[430973,2537916],[453582,2675297],[456989,2393472],[456997,2677234],[474118,2574109],[478581,2689489],[478999,2230640],[481009,2579350],[481928,2691515],[485682,2583895],[499812,2439730],[500230,1801155],[503127,2704117],[506534,2264244],[506542,2706054],[519419,2463194],[535094,2087384],[538918,2472325],[539837,2723465],[543591,2476870],[562109,2636336],[562527,2129609],[563992,2733417],[567399,2327855],[567407,2735354],[570145,2641054],[570695,2736971],[587435,2350793],[590842,1923750],[590850,2518074],[593631,2357552],[594550,2747650],[595508,1681581],[598304,2359481],[607971,2528026],[612434,2539025],[612852,1955714],[620117,2544188],[622924,2760896],[629575,2195987],[633756,2547387],[634306,2763791],[651901,2687272],[656223,2220482],[658919,2234971],[658927,2690244],[660047,2415461],[660966,2772041],[661924,1765886],[664720,2417390],[667483,2694131],[669993,2236423],[681765,2246024],[685589,1798677],[686508,2438158],[690262,1545609],[693373,2444387],[693923,2783727],[695375,1552449],[708780,2596096],[709198,2055751],[710663,2461203],[714070,2071879],[714078,2606136],[721630,2719793],[722240,2610775],[723323,2470881],[725232,2794866],[731817,2087938],[735157,1855658],[736459,2613391],[738969,2302839],[751287,2623377],[754094,2314812],[756075,2326183],[756148,2733466],[760745,2319215],[763711,1634880],[764926,2496405],[765476,2803672],[766928,1638495],[775644,2333977],[778757,1660798],[781564,2508034],[788215,2342658],[792396,1672073],[792946,2351347],[800581,2166769],[802558,1423916],[810541,2652661],[814863,2367153],[817559,2165995],[817567,2655633],[818687,1953236],[819606,2537453],[820564,1952157],[823360,1707981],[831254,2387129],[831327,2760945],[831654,2668478],[833081,2546125],[834671,2822289],[837012,1970807],[841895,1972244],[843588,2390717],[845497,1730467],[849502,2394842],[852615,1465568],[855422,2557147],[861886,2215910],[862496,2679157],[863579,2561211],[865488,2405587],[866830,2771890],[867594,1753795],[872073,2221036],[875413,2005215],[876715,1997340],[878692,1510722],[888123,2238352],[891059,2575689],[891669,1531563],[892752,2025739],[894661,2578661],[901246,2246578],[904586,2034388],[905888,1280624],[908398,2436692],[915138,1292551],[920716,1820153],[923523,2448665],[925504,2262572],[925577,2704166],[930174,2453068],[933140,1826707],[934355,1831428],[934905,2461757],[936357,1830322],[942998,2843595],[946165,1840187],[946876,2794715],[947640,1842678],[949218,2079712],[958537,2298735],[958610,1852133],[960364,2474412],[961954,1602735],[966242,2304768],[969178,2618890],[969788,1335187],[970871,2101873],[972780,2621862],[979383,2488692],[979456,1872124],[979783,2726598],[981210,2625314],[982800,2105653],[984797,1877567],[985141,1877616],[990024,2114203],[991717,2492280],[993626,1886137],[995166,1379113],[1000744,1628326],[1003551,2500683],[1007161,1132436],[1009984,2131402],[1010057,2637904],[1010384,1404083],[1011811,1907622],[1013401,2514047],[1015742,2140236],[1020625,2141673],[1022318,2511243],[1024227,1916738],[1028232,2515368],[1034152,2155707],[1040616,2362581],[1041226,1693935],[1042309,1936212],[1044218,2526113],[1045560,2747499],[1046324,1940066],[1050803,2367707],[1054143,2174644],[1055445,1181437],[1057422,1705952],[1064792,2821477],[1066164,2187306],[1068987,1963645],[1069331,1963694],[1071360,1461453],[1076081,1724491],[1079959,1972578],[1080723,1973298],[1082301,2196450],[1088797,1216741],[1091620,2202955],[1091693,2675346],[1092020,1208853],[1093447,1987650],[1095037,2393521],[1097557,2212347],[1100724,1742792],[1101435,1991515],[1102199,1992235],[1103777,2212810],[1107366,1749941],[1113096,2411357],[1113169,2001690],[1114923,2564742],[1116513,1504939],[1123737,2420490],[1124347,1498705],[1125430,2014331],[1127339,2572196],[1129269,2579399],[1133147,2691364],[1133911,2021408],[1135489,1263187],[1144808,2432588],[1144881,2030863],[1146635,2581437],[1148225,1794562],[1152513,2438621],[1155449,2255128],[1157142,2260513],[1159051,2044876],[1165654,2050586],[1165727,2050854],[1166054,1567601],[1167481,1813991],[1169071,2264293],[1171068,2056297],[1171412,2056346],[1176295,2272843],[1177988,2599305],[1179897,2064867],[1189822,2286877],[1192329,2077783],[1193701,2079249],[1194807,1585222],[1202285,1849567],[1203657,2295624],[1206480,2087889],[1206824,1854298],[1212854,2483779],[1213574,2472374],[1217452,2723314],[1218216,2097542],[1219794,1349233],[1224147,2105099],[1225519,2310534],[1227117,1871856],[1228342,2105604],[1228686,1616207],[1230715,1363413],[1234286,1622164],[1235436,1625752],[1239314,2114537],[1240078,2115257],[1241656,2319678],[1243414,2324480],[1245245,1884765],[1250975,2124444],[1251048,2124712],[1251375,1371225],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] cell #3617 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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07775],[1627508,2113065],[1627765,1880197],[1642804,1643924],[1659980,2140535],[1671003,2149967],[1672981,2151630],[1675276,1928311],[1682025,1682099],[1692865,2168904],[1694843,2170567],[1698258,1949157],[1708442,1709548],[1728277,2198412],[1728460,1975180],[1729356,2199274],[1729613,1976170],[1747794,2213672],[1749123,2214772],[1749306,1994117],[1759733,2223158],[1766330,1766404],[1791445,2248700],[1792551,2249630],[1797859,2253990],[1798042,2038936],[1819335,2271705],[1819592,2058927],[1834631,1835751],[1856102,1856176],[1883947,2321640],[1884130,2117139],[1914548,2345083],[1914731,2144609],[1915627,2345945],[1915884,2145599],[1926264,2354399],[1946004,2369829],[1952601,1952675],[2005659,2005733],[2034832,2034906],[2043765,2441445],[2044022,2259054],[2062677,2455493],[2062860,2275779],[2156151,2156225],[2175088,2175162],[2287321,2287395] ] cell #3618 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [136366,1031558],[143832,1320149],[175989,1155817],[183634,1445329],[184942,1187228],[185434,1450846],[216155,1527683],[221599,1282054],[223456,1283920],[228804,1299406],[232306,1575109],[232668,1572778],[234109,1315932],[250766,1614245],[266246,1385968],[269900,1143415],[270178,1656303],[270540,1653986],[276970,1412044],[284537,1427892],[285310,1429274],[289661,1704390],[289766,1701377],[289981,1444812],[291838,1446678],[310140,957144],[310418,1741624],[310780,1739307],[327738,1514698],[328511,1516080],[329263,1774978],[331386,774290],[332794,1271148],[333094,1783510],[333199,1780538],[333414,1527166],[340905,1026878],[346102,1550726],[349089,1303530],[349367,1557462],[349729,1813341],[350684,1559862],[355892,1827792],[356159,1575562],[375346,1858099],[377469,848148],[378877,1079321],[379177,1866631],[379282,1863659],[379497,1613728],[395215,1636772],[398202,1111703],[398480,1643508],[398842,1894977],[399797,1645908],[400607,1898817],[401560,1899724],[402566,1649688],[404471,1145281],[404980,1904052],[405247,1656756],[417805,1414652],[419593,1679714],[419765,1680159],[421716,916249],[423124,1433906],[423424,1686743],[423529,1935097],[423744,1427375],[431235,1182548],[441040,1965030],[442046,1718588],[452625,1978845],[453578,1979752],[454584,1735009],[456489,959010],[456998,1984080],[457265,1742077],[466820,1232145],[474067,1774185],[474641,1764019],[474813,1764464],[476764,996277],[478172,1238676],[478472,1771048],[478577,2013216],[478792,1514181],[480549,2017328],[481929,2018484],[482882,1776677],[483054,1777122],[485944,1265404],[499808,1544667],[500023,1805555],[501809,1806175],[502170,1806494],[503123,2047853],[504129,1554934],[505323,802631],[506034,1305396],[506543,2052181],[506810,1557915],[519368,1578170],[526162,2080942],[527115,1844152],[527287,1844597],[529389,1073577],[535090,1079215],[536096,1854267],[538458,2093462],[539838,2094618],[540791,1859798],[540963,1860243],[543853,1351450],[549106,1358558],[551450,2106989],[552456,1874258],[554426,1361539],[562105,1897641],[562320,1372655],[562674,1887811],[563035,1888130],[563988,2121711],[564994,1640980],[566188,878765],[566899,1113569],[567408,2126039],[567675,1643961],[570768,2130746],[571441,1390258],[571787,1900071],[572148,1900390],[587431,1411938],[588437,1921280],[590851,1674023],[591118,1928348],[593171,1928984],[594551,2158740],[595504,695147],[595533,695376],[595676,1684253],[598566,1428162],[607920,1689880],[612430,1707039],[612645,1709411],[616409,1195028],[619657,2189761],[620676,1965377],[621037,1965696],[622920,2192612],[629576,1205607],[630529,1974772],[630701,1975217],[632397,1731846],[632803,962027],[634379,2202299],[635052,1477064],[635398,1980099],[635759,1980418],[644321,976884],[644812,1489023],[647291,2214040],[648244,1993709],[648416,1994154],[650518,1232932],[651897,2008852],[653875,1500084],[656219,1238570],[657225,2003824],[658928,2016533],[659195,1503065],[659587,2007103],[660967,2227716],[661920,766700],[661949,766929],[662092,1768558],[664982,1514968],[668668,1520295],[669533,2018838],[681761,1271042],[682767,2032997],[686509,1542363],[687462,2038528],[687634,2038973],[690524,1286937],[693996,2261916],[694669,1553776],[695015,1810441],[708776,1816005],[708991,1569031],[710659,1575456],[711665,1832807],[712859,1057495],[714079,1833378],[714346,1835788],[717697,1323919],[717877,827295],[717980,2077854],[721626,2083907],[722863,2081296],[725233,2293870],[728642,1076302],[731890,1079021],[732563,1609549],[732909,2089621],[733270,2089940],[734601,1336566],[735153,845269],[735182,845498],[735325,1857251],[737644,1606857],[738509,2094972],[747579,1357400],[747797,1618614],[748030,1099677],[750827,2312989],[751846,2107336],[752207,2107655],[754090,1361433],[756149,2121929],[757776,1110597],[758267,1629919],[760746,1367979],[761699,2116731],[761871,2117176],[763567,1887516],[763973,1116586],[765549,2325527],[766222,1639822],[766568,1892077],[781560,1656650],[788216,1400837],[789169,2144201],[789341,2144646],[791037,1918117],[791443,1148298],[793019,1411744],[793692,1409025],[794038,2149528],[794399,2149847],[801766,1682667],[810537,1930733],[812515,1695314],[814859,1433800],[815865,2173253],[817568,1938414],[817835,1698295],[819607,1704735],[820560,936129],[820589,936358],[820732,1954829],[823622,1449695],[827595,2187367],[831328,2192830],[834744,2386473],[835417,1721572],[837962,1202292],[838142,954578],[838245,2194592],[840870,958611],[841891,957486],[842263,1737486],[843128,2198034],[844448,1210283],[844939,1467161],[845137,1977636],[855418,1741971],[857953,1487437],[858133,975424],[858236,2210952],[858869,976781],[861882,1232487],[863119,2214394],[865489,1491858],[866837,2227299],[868898,1235657],[869116,1757253],[869349,1237556],[872146,1238376],[872819,1769664],[873165,2222719],[873526,2223038],[875409,993398],[875438,993627],[875581,2006808],[877900,1766972],[891055,1776174],[894662,1783855],[898071,1268129],[901319,1270848],[901992,1522987],[902338,2248261],[902699,2248580],[904030,1532942],[904582,1023999],[904611,102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] cell #3619 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [223762,1284352],[235041,1838167],[279213,1414005],[290678,1955045],[292144,1447110],[292941,1959809],[334664,2036197],[341026,1542535],[343566,1544492],[350990,1560294],[356354,2067368],[356506,2070518],[358402,1577523],[380747,1857467],[400103,1646340],[404592,1401009],[405442,2135633],[406226,2146776],[413910,1671939],[424994,1684469],[425041,1689233],[431148,2176739],[431356,1704907],[431682,2180273],[433896,1706864],[456610,1205779],[457460,2207186],[458244,1977347],[480042,1768774],[480089,1773538],[481130,2243947],[485270,1531429],[485857,2240143],[486065,1784027],[487102,2251042],[495527,1279507],[502435,1807002],[506155,1564527],[507005,2266803],[507789,1810152],[508298,1815830],[515233,2279144],[515473,1831294],[539039,2085307],[543179,1335053],[543766,2306559],[543974,1867148],[545011,2092402],[563300,1888638],[567020,1368151],[567870,2330414],[568654,1891788],[569163,1897466],[570279,2340789],[571349,2335467],[572413,1900898],[574548,1402966],[575391,2337288],[575631,1907488],[591313,1924251],[593752,1929191],[593828,1929774],[597892,1693801],[598479,2361272],[598687,1687260],[599724,1932725],[608149,1442265],[620238,2188796],[621302,1966204],[633890,2194118],[634960,2396332],[636024,1980926],[638159,1207736],[639002,2398153],[639242,1987516],[650639,1492030],[659390,2235472],[660168,2007310],[660244,2007893],[664308,1498571],[664895,2419181],[665103,1771565],[666140,2010844],[667421,2428918],[669044,2424317],[670114,2019045],[670190,2019628],[670877,1006044],[673441,1525725],[690437,2041577],[690645,2045878],[692974,2046642],[693507,2046646],[694577,2445877],[695641,1810935],[697776,1566484],[698619,2447698],[698859,1813857],[714541,2072380],[722374,2290464],[723444,2081503],[723520,2082086],[732471,1596283],[733535,2090448],[736397,2295065],[738020,2479365],[739090,2095179],[739166,2095762],[739853,1087680],[742417,1612287],[748645,1619108],[751408,2312024],[752472,2108163],[754828,1622030],[763886,2332888],[764094,1632926],[764527,2120500],[765060,2120504],[766130,2497895],[767194,1892571],[769329,1370108],[770172,2499716],[770412,1895493],[774155,2504143],[774722,1650490],[775245,2131598],[775778,2131602],[793600,1921823],[794664,2150355],[797642,2152746],[797882,2156945],[800519,2157672],[802142,2523612],[803212,1162850],[803288,1933504],[803975,1161714],[806539,1688097],[818030,2166496],[823535,2181833],[823743,1957836],[831592,2383617],[832682,2190613],[833215,2190617],[835325,2546983],[842639,1725055],[843709,2198241],[843785,2198824],[845763,1978130],[848013,2553256],[848580,1735811],[849103,2203151],[849636,2203155],[859219,1226521],[859766,1747233],[862630,2403086],[863700,2214601],[863776,2215184],[866097,1492867],[867837,2417351],[869964,1757747],[872727,1756398],[873791,2223546],[875907,2422034],[876147,1760669],[876653,2226648],[878276,2569695],[879346,1248171],[879422,2011623],[880109,1247035],[882673,1772402],[887104,1777464],[888061,2237015],[901900,1788110],[902964,2249088],[907449,2039464],[908519,2253819],[908595,2254402],[911846,1547691],[916114,2592205],[916681,1809845],[917204,2050279],[917737,1038185],[919620,1037618],[933315,2269277],[933523,1824753],[935559,2069952],[936623,2071301],[939601,2283916],[939841,2074223],[943919,1322678],[944000,2289420],[947883,2472060],[949156,2292091],[951858,2613128],[952701,1329349],[958875,1596976],[959442,1863106],[959965,2298931],[960498,2298935],[961875,1597632],[962608,1340402],[962684,2093181],[965223,1860585],[966180,2303431],[975096,1618018],[976381,1871549],[976687,1355939],[979721,2485180],[980811,2313841],[981344,2313845],[983454,1874801],[985699,2498072],[987357,1367031],[987904,1882057],[990768,1880725],[991838,2321469],[991914,2322052],[993892,2120089],[994235,1373307],[996142,2632445],[996709,1891481],[997232,2124137],[997765,1121306],[999648,1120739],[1014055,2138107],[1021369,1911326],[1022439,2344912],[1022515,2345495],[1024493,2147559],[1026743,1922516],[1027310,1669006],[1027833,2349822],[1028366,2349826],[1036661,1932023],[1046567,2359442],[1048694,1944018],[1051457,1942669],[1052521,2370217],[1054637,2364125],[1054877,1946940],[1057006,2179720],[1058076,1443401],[1058152,2181052],[1061403,1710063],[1066030,2382931],[1067656,1455260],[1069889,2547160],[1073442,2670317],[1074009,1968937],[1077002,1464334],[1077083,2388638],[1080966,1466069],[1081282,1983168],[1082239,2391309],[1083649,1470168],[1084196,1726387],[1084408,2200945],[1084941,1211502],[1085784,1210935],[1095691,2209660],[1097168,1745752],[1098478,1223992],[1098559,2402042],[1099170,1226440],[1102442,1750442],[1103715,2404713],[1106417,1994645],[1107846,2569420],[1108809,1495638],[1110094,2001115],[1110400,1497465],[1113434,1757091],[1114001,2012663],[1114524,2411553],[1115057,2411557],[1117167,1503920],[1117243,2226279],[1119782,2010142],[1134154,2238313],[1138129,2242996],[1145146,1788803],[1145713,1779985],[1146236,2432784],[1146769,2432788],[1148146,1789459],[1148879,1536778],[1148955,2251821],[1151494,1795528],[1152451,2437284],[1159317,2042926],[116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] cell #3620 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [234968],[290126],[333559],[355939],[379642],[405027],[423889],[431039],[457045],[478937],[481976],[485748],[500168],[506590],[539885],[543657],[562465],[567455],[571175],[590898],[594598],[598370],[612790],[629623],[634786],[658975],[661014],[664786],[668565],[686556],[690328],[694403],[695423],[709136],[714126],[725280],[732297],[737541],[756196],[760793],[763777],[765956],[766976],[788263],[793426],[801663],[803038],[817615],[819654],[823426],[831375],[835151],[842160],[845545],[865536],[867728],[872553],[877797],[879172],[894709],[901726],[906970],[917258],[925625],[930222],[933206],[935385],[936405],[947774],[951379],[958658],[962434],[972828],[979504],[983280],[984804],[990289],[993674],[997286],[1010105],[1013881],[1020890],[1024275],[1044266],[1046458],[1051283],[1056527],[1057902],[1066385],[1068994],[1080857],[1084462],[1091741],[1095517],[1102333],[1105938],[1113217],[1116993],[1127387],[1134045],[1137650],[1144929],[1148705],[1159099],[1165775],[1169551],[1171075],[1176560],[1179945],[1183557],[1192336],[1203878],[1206487],[1218350],[1221955],[1225740],[1228349],[1240212],[1243817],[1251096],[1254872],[1258212],[1260821],[1272684],[1276289],[1283568],[1287344],[1294160],[1297765],[1305044],[1308820],[1319214],[1332716],[1342221],[1344258],[1346867],[1354708],[1366250],[1368859],[1380722],[1384327],[1387566],[1399108],[1401717],[1413580],[1417185],[1420970],[1423579],[1435442],[1439047],[1446326],[1450102],[1459627],[1468267],[1472822],[1474372],[1496234],[1507776],[1510385],[1529092],[1538597],[1540634],[1543243],[1551084],[1562626],[1565235],[1577098],[1580703],[1589833],[1591419],[1598217],[1602398],[1631025],[1637130],[1654857],[1663497],[1668052],[1669602],[1691464],[1703006],[1705615],[1719986],[1722528],[1740178],[1751534],[1758332],[1781660],[1783246],[1790044],[1794225],[1822852],[1828957],[1841631],[1864781],[1866367],[1875656],[1906257],[1908799],[1937805],[1944603],[1986285],[1991188],[2015924],[2020361],[2054386],[2096495],[2128244],[2160617],[2229593],[2294885] ] cell #3621 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [143828,2287979],[183630,2374675],[185462,2186263],[216151,2428011],[232361,2459536],[232715,2283426],[250762,2483059],[270233,2507155],[270587,2348265],[284533,2527306],[289710,2376504],[289719,2535954],[310473,2556268],[310827,2201594],[327734,2573389],[330098,2575602],[333143,2435131],[333152,2577873],[344429,2256984],[349422,2595217],[349776,2050928],[355831,2461675],[376181,2618803],[379226,2301278],[379235,2621074],[394553,2502738],[398535,2635457],[398889,2124786],[400656,2508783],[401513,2637822],[404919,2513965],[417498,2352489],[417852,1674324],[420428,2652574],[423473,2160857],[423482,2654845],[434759,2378113],[449226,1971949],[452674,2388257],[453531,2675264],[456937,2393439],[473760,2573814],[474114,2016834],[475476,2687185],[478521,2229833],[478530,2689456],[480957,2579317],[481466,2691351],[496707,2254833],[499752,1800885],[499761,2439698],[502219,2262072],[503076,2704084],[503958,1552179],[506482,2264211],[515079,2450720],[519061,2462899],[519415,1833679],[526211,2468577],[528812,2719706],[535043,2087352],[538866,2472292],[539375,2723301],[555627,2632899],[559636,2113908],[562049,2129339],[562058,2636304],[563084,2325683],[563941,2733384],[564823,1638225],[567347,2327822],[569801,2640890],[572197,2130902],[583079,2141378],[586527,1671803],[587384,2350761],[590790,1415098],[593579,2357519],[594088,2747486],[595457,1421880],[607613,2527731],[607967,1938715],[609329,2375962],[612374,1955444],[612383,2538993],[619476,2670771],[620065,2544155],[621086,2386629],[622873,2760863],[629113,1972546],[632226,1730197],[633412,2547223],[635808,2202455],[647340,2558907],[649941,2215615],[651781,2228004],[651850,2687240],[656172,2220450],[658867,1505013],[659995,2415428],[660504,2771877],[661873,1508686],[669941,2236390],[672882,1531293],[675483,2428436],[681714,2245992],[685537,1542664],[686046,2255430],[693029,2056264],[694913,1293682],[702298,2592659],[706307,2272548],[708720,2055481],[708729,2596064],[709755,1831158],[710612,2461171],[711494,1830052],[714018,1578616],[721510,2294158],[721579,2719761],[721896,2610611],[723271,2470848],[724770,2794702],[726994,1849535],[731709,1851089],[733319,2298235],[735106,1601819],[738917,2302806],[741858,1334917],[744459,2483484],[750646,2108946],[751235,2623344],[752256,2488192],[754043,2314780],[755268,2733184],[756023,1625826],[760283,2114505],[763396,1885867],[764582,1877534],[766466,1380244],[775300,2133041],[778116,2504597],[778705,1401138],[779726,1907352],[781513,2508002],[787753,2141975],[790866,1916468],[792052,1152587],[794448,2349126],[800655,1164159],[805980,1693665],[808581,2362286],[810421,2159028],[810490,2652629],[814812,2367121],[817507,1700243],[818635,1705036],[819144,2376559],[820513,1703916],[826606,2821464],[829759,1713856],[830447,2760663],[831202,1716528],[832737,1963612],[841775,2197968],[841844,1726523],[843536,2390684],[845035,1472344],[849158,2204594],[851974,2553710],[852563,1205908],[853584,1987380],[855371,2557115],[861766,2406780],[861835,1747369],[862152,2678993],[863527,2561178],[865026,1991483],[866900,1752988],[867250,1753043],[871965,2000646],[873575,2410857],[875362,1761934],[876789,1249480],[882114,1498435],[884715,2420195],[888197,1008489],[890939,2018772],[891008,2575657],[891325,1274202],[892700,1784156],[894199,2435186],[896423,2028265],[901138,2029819],[902748,2432088],[904535,1793646],[908346,2436659],[913888,2044606],[920075,2267586],[920664,1564656],[921685,1813721],[923472,2448633],[924697,2703884],[925452,1817653],[929712,2273145],[932825,2064597],[934011,1055519],[935895,1576620],[942728,2793607],[944129,2077750],[946946,1841871],[947296,1841926],[949292,1330688],[953889,1595638],[957730,1851447],[958485,1852207],[960020,2087856],[966316,1090125],[969058,2094906],[969127,2618858],[969444,1082375],[970819,1867277],[972318,2301333],[974735,2105067],[977888,1614404],[978576,1871438],[979331,1872198],[980866,2105571],[984302,1621894],[989904,2321196],[989973,1882193],[991665,2492247],[993164,1374452],[1000103,2331197],[1000692,1368280],[1001713,1895357],[1003500,2500651],[1005336,2508838],[1009177,2637622],[1009932,1902799],[1011467,1135563],[1020505,2344639],[1020574,1912794],[1022266,2511210],[1023765,1667574],[1027888,2351265],[1030704,2151138],[1032314,2156809],[1034101,1927359],[1040496,1933366],[1040565,1933640],[1040882,1436960],[1042257,1687389],[1043756,2160912],[1045630,1939259],[1045980,1939314],[1050695,2170075],[1052305,2531383],[1054092,1948205],[1063445,2184862],[1065894,1961473],[1067295,1963108],[1068415,1454356],[1075811,1723805],[1077212,2194488],[1080029,1972491],[1080379,1728774],[1086239,2401175],[1086972,2388312],[1090813,2675064],[1091568,1982827],[1093103,1219868],[1097287,1990886],[1098688,2210848],[1100273,1747095],[1101505,1991428],[1101855,1486030],[1103851,1233942],[1107314,1492159],[1108448,1495774],[1112289,2001004],[1113044,2001764],[1114579,2220954],[1116273,2226141],[1118015,1760533],[1123617,2011485],[1123686,2011759],[1124003,1241730],[1125378,1771694],[1126877,2229888],[1128999,2579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] cell #3622 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [136367,1031439],[143833,1582225],[175992,1155812],[183635,1706592],[184943,1187109],[185452,1711305],[216156,1795202],[221602,1282049],[223454,1283921],[228805,1299287],[232308,1831971],[232705,1828594],[234112,1315927],[250767,1603375],[266247,1385849],[269903,1143410],[270180,1917281],[270577,1904854],[276968,1412045],[284538,1424556],[285313,1429269],[289662,1953986],[289768,1950101],[289984,1444807],[291836,1446679],[310143,957139],[310420,1731010],[310817,1984882],[327739,1511362],[328514,1516075],[329265,2027013],[332792,1271149],[333095,2035138],[333201,2022693],[333417,1527161],[340791,1026879],[346105,1550721],[349092,1303525],[349369,1554098],[349766,2052983],[350682,1559863],[355893,2066689],[356157,1575563],[375348,1848283],[378875,1079322],[379178,1856408],[379284,2098827],[379500,1613723],[395218,1636767],[398205,1111698],[398482,1640144],[398879,2126841],[399795,1645909],[400608,2139034],[401562,2132748],[402569,1649683],[404357,1145282],[404981,2134954],[405245,1656757],[417842,1674567],[419595,1679525],[419763,1680160],[423122,1433907],[423425,1683410],[423531,2162949],[423747,1427370],[431121,1182549],[441042,1963319],[442049,1718583],[452626,1969605],[453580,2204301],[454587,1735004],[456375,959011],[456999,2206507],[457263,1742078],[466823,1232140],[474104,2017077],[474643,1763830],[474811,1764465],[478170,1238677],[478473,1767715],[478579,2231925],[478795,1514176],[480550,2243563],[481930,2238025],[482884,1776488],[483052,1777123],[483659,774291],[485830,1265405],[499810,1801122],[500026,1805550],[501804,1806176],[502171,1806323],[503125,2263918],[504132,1554929],[505920,1305397],[506544,2266124],[506808,1557916],[519405,1833922],[526163,2079385],[527117,1843963],[527285,1844598],[535092,1335154],[536099,1854262],[538459,2084923],[539839,2304441],[540793,1859609],[540961,1860244],[541568,848149],[543739,1351451],[549109,1358553],[551452,2105278],[552459,1874253],[554424,1361540],[562107,2129576],[562323,1372650],[562669,1887812],[563036,1887959],[563990,2327529],[564997,1640975],[566785,1113570],[567409,2329735],[567673,1643962],[570769,2335083],[571322,1390259],[571782,1900072],[572149,1900219],[587433,1672040],[588440,1921275],[590852,1923938],[591116,1928349],[593172,1928981],[594552,2359154],[595506,917356],[595674,1684254],[596281,916250],[598452,1428163],[607957,1938958],[612432,1955681],[612648,1709406],[619658,2188412],[620671,1965378],[621038,1965525],[622922,2387687],[629577,1465756],[630531,1974583],[630699,1975218],[632400,1731841],[634380,2395948],[634933,1477065],[635393,1980100],[635760,1980247],[644454,976879],[644810,1489024],[647292,2212483],[648246,1993520],[648414,1994155],[650404,1232933],[651899,2229751],[653878,1500079],[656221,1498672],[657228,2003819],[658929,2235159],[659193,1503066],[659588,2007100],[660968,2417063],[661922,997384],[662090,1768559],[662697,996278],[664868,1514969],[668663,1520296],[669534,2018835],[681763,1531530],[682770,2032992],[686510,1798865],[687464,2038339],[687632,2038974],[690410,1286938],[693997,2445493],[694550,1553777],[695010,1810442],[695377,803185],[697174,802632],[708778,2055718],[708994,1569026],[710661,1831395],[711668,1832802],[714080,2072067],[714344,1835789],[717878,1066857],[717975,2077855],[721628,2295043],[722864,2081293],[725234,2471772],[726101,1073578],[731891,1335880],[732444,1609550],[732904,2089622],[733271,2089769],[734604,1336561],[735155,1084560],[735323,1857252],[737639,1606858],[738510,2094969],[746491,1357401],[747723,1618615],[748168,1099678],[750828,2311640],[751841,2107337],[752208,2107484],[754092,1622131],[756150,2327739],[757909,1110592],[758265,1629920],[760747,1628514],[761701,2116542],[761869,2117177],[763570,1887511],[763859,1116587],[765550,2497511],[766103,1639823],[766563,1892078],[766930,879319],[768727,878766],[781562,1907589],[788217,1660986],[789171,2144012],[789339,2144647],[791040,1918112],[793020,1672766],[793573,1409026],[794033,2149529],[794400,2149676],[801761,1682668],[810539,2160775],[812518,1695309],[814861,1693902],[815868,2173248],[817569,2166183],[817833,1698296],[819608,1953424],[820562,1183655],[820730,1954830],[823508,1449696],[827596,2187364],[829213,1195029],[831329,2387897],[834745,2546599],[835298,1721573],[838143,1204350],[838240,2194593],[841893,1206151],[842258,1737487],[843129,2198031],[844581,1210278],[844937,1467162],[845132,1977637],[845499,962581],[846366,962028],[855420,1987617],[856824,1487438],[858134,974297],[858231,2210953],[858802,976782],[861884,1492402],[863120,2214391],[865490,1750129],[866838,2416697],[867810,1235658],[869042,1757254],[869487,1237557],[872147,1499398],[872700,1769665],[873160,2222720],[873527,2222867],[875411,1243915],[875579,2006809],[877895,1766973],[891057,2020519],[894663,2025927],[901320,1532256],[901873,1522988],[902333,2248262],[902700,2248409],[904033,1532937],[904584,1276387],[904752,2035982],[907068,1539049],[907939,2253609],[914062,1802529],[923521,1813958],[925579,2264128],[927338,1302419],[927694,1821747],[930176,1820341],[9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] cell #3623 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [234989],[290171],[333604],[355941],[379687],[405029],[423934],[431040],[457047],[478982],[481978],[485749],[500213],[506592],[539887],[543658],[562510],[567457],[571176],[590900],[594600],[598371],[612835],[629625],[634787],[658977],[661016],[664787],[668566],[686558],[690329],[694404],[695425],[709181],[714128],[725282],[732298],[737542],[756198],[760795],[763778],[765957],[766978],[788265],[793427],[801664],[803039],[817617],[819656],[823427],[831377],[835152],[842161],[845547],[865538],[867729],[872554],[877798],[879173],[894711],[901727],[906971],[917259],[925627],[930224],[933207],[935386],[936407],[947775],[951380],[958660],[962435],[972830],[979506],[983281],[984805],[990290],[993676],[997287],[1010107],[1013882],[1020891],[1024277],[1044268],[1046459],[1051284],[1056528],[1057903],[1066386],[1068995],[1080858],[1084463],[1091743],[1095518],[1102334],[1105939],[1113219],[1116994],[1127389],[1134046],[1137651],[1144931],[1148706],[1159101],[1165777],[1169552],[1171076],[1176561],[1179947],[1183558],[1192337],[1203879],[1206488],[1218351],[1221956],[1225741],[1228350],[1240213],[1243818],[1251098],[1254873],[1258213],[1260822],[1272685],[1276290],[1283570],[1287345],[1294161],[1297766],[1305046],[1308821],[1319216],[1332717],[1342223],[1344259],[1346868],[1354709],[1366251],[1368860],[1380723],[1384328],[1387567],[1399109],[1401718],[1413581],[1417186],[1420971],[1423580],[1435443],[1439048],[1446328],[1450103],[1459628],[1468268],[1472823],[1474373],[1496235],[1507777],[1510386],[1529093],[1538599],[1540635],[1543244],[1551085],[1562627],[1565236],[1577099],[1580704],[1589834],[1591420],[1598218],[1602399],[1631026],[1637131],[1654858],[1663498],[1668053],[1669603],[1691465],[1703007],[1705616],[1719987],[1722529],[1740179],[1751535],[1758333],[1781661],[1783247],[1790045],[1794226],[1822853],[1828958],[1841632],[1864782],[1866368],[1875657],[1906258],[1908800],[1937806],[1944604],[1986286],[1991189],[2015925],[2020362],[2054387],[2096496],[2128245],[2160618],[2229594],[2294886] ] cell #3624 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [825537],[934804],[1012260],[1055486],[1093896],[1135530],[1167930],[1181356],[1219835],[1253251],[1258032],[1263106],[1285723],[1295645],[1344078],[1349152],[1375245],[1382207],[1387814],[1415065],[1420790],[1425864],[1448481],[1468087],[1474620],[1504980],[1507596],[1512670],[1518076],[1540454],[1545528],[1551332],[1552490],[1571621],[1578583],[1591239],[1598465],[1604638],[1625793],[1630845],[1634799],[1637378],[1638536],[1663317],[1669850],[1680448],[1681836],[1700210],[1702826],[1707900],[1716495],[1720234],[1726883],[1730508],[1751354],[1753714],[1758580],[1764753],[1766141],[1783066],[1790292],[1796465],[1808261],[1817620],[1822672],[1826626],[1829205],[1830363],[1842597],[1845876],[1852174],[1855913],[1866187],[1872165],[1875904],[1877597],[1882553],[1886178],[1889897],[1902766],[1906505],[1913154],[1916779],[1937625],[1939985],[1944851],[1951024],[1952412],[1961840],[1963675],[1973217],[1976496],[1982794],[1986533],[1992154],[1995433],[2001731],[2005470],[2015744],[2021327],[2024606],[2030904],[2034643],[2044917],[2050895],[2054634],[2056327],[2061283],[2064908],[2068627],[2077886],[2086084],[2087919],[2097461],[2100740],[2103799],[2105634],[2115176],[2118455],[2124753],[2128492],[2131269],[2133104],[2142646],[2145925],[2152223],[2155962],[2161583],[2164862],[2171160],[2174899],[2185173],[2194624],[2201561],[2202822],[2204657],[2210984],[2219182],[2221017],[2230559],[2233838],[2236526],[2244724],[2246559],[2256101],[2259380],[2262439],[2264274],[2273816],[2277095],[2283393],[2287132],[2293237],[2298602],[2302004],[2302942],[2317852],[2326050],[2327885],[2341295],[2348232],[2349493],[2351328],[2357655],[2365853],[2367688],[2377230],[2380509],[2386072],[2386996],[2390820],[2393502],[2411224],[2415564],[2427090],[2432455],[2435857],[2436795],[2451705],[2459903],[2461738],[2470984],[2472355],[2482138],[2488559],[2492383],[2506598],[2507522],[2511346],[2514028],[2531750],[2536090],[2544218],[2555711],[2556635],[2561314],[2578009],[2579380],[2595584],[2599408],[2621210],[2623407],[2635824],[2637885],[2654981],[2675327],[2689592],[2704147],[2733447],[2760926] ] cell #3625 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [874815],[958473],[979319],[992575],[1053545],[1080652],[1102128],[1113032],[1115822],[1144744],[1165590],[1178846],[1189224],[1192326],[1206477],[1228339],[1240007],[1244677],[1250911],[1272479],[1283383],[1288676],[1293955],[1304859],[1307649],[1318115],[1332706],[1342036],[1354698],[1368849],[1373567],[1380517],[1387556],[1401707],[1413375],[1415639],[1418045],[1418481],[1423569],[1435237],[1439907],[1446141],[1448931],[1451434],[1468525],[1472617],[1474362],[1496833],[1503953],[1505554],[1510375],[1529082],[1538412],[1540892],[1543233],[1545247],[1546104],[1547951],[1549039],[1551074],[1565225],[1569943],[1576893],[1579157],[1581563],[1581999],[1590432],[1598207],[1598816],[1598897],[1602388],[1626698],[1631283],[1635375],[1637120],[1663755],[1667847],[1669592],[1670201],[1670282],[1674601],[1674893],[1677321],[1692063],[1699183],[1700784],[1703264],[1705605],[1707619],[1708476],[1710323],[1711411],[1719430],[1719976],[1722518],[1726682],[1727078],[1727467],[1751792],[1753858],[1758322],[1758931],[1759012],[1762503],[1782259],[1783504],[1790034],[1790643],[1790724],[1794215],[1796264],[1796660],[1797049],[1800623],[1816585],[1818525],[1823110],[1827202],[1829556],[1829637],[1833956],[1834248],[1836676],[1841621],[1844661],[1848004],[1852270],[1852598],[1865380],[1866625],[1875646],[1876255],[1876336],[1878188],[1882352],[1882748],[1883137],[1898221],[1905701],[1906856],[1906937],[1908789],[1912953],[1913349],[1913738],[1919283],[1919611],[1938063],[1938992],[1940129],[1944593],[1945202],[1945283],[1948774],[1950823],[1951219],[1951608],[1955182],[1960898],[1963040],[1964266],[1969387],[1985729],[1986884],[1986965],[1991178],[1995232],[1995628],[1996017],[1997561],[2001827],[2002155],[2016182],[2017111],[2023391],[2024405],[2024801],[2025190],[2026734],[2031000],[2031328],[2054985],[2055066],[2055219],[2056918],[2061082],[2061478],[2061867],[2067412],[2067740],[2079167],[2079933],[2088510],[2099525],[2100539],[2100935],[2101324],[2102920],[2104999],[2106225],[2109137],[2109465],[2111346],[2118650],[2128843],[2128924],[2129077],[2130327],[2130390],[2133695],[2136607],[2136935],[2138816],[2158116],[2164661],[2165057],[2165446],[2166990],[2171256],[2171584],[2188062],[2189219],[2196671],[2201880],[2201943],[2205248],[2208160],[2208488],[2210410],[2211917],[2212265],[2213031],[2221608],[2224848],[2227092],[2233637],[2234033],[2234422],[2235952],[2237459],[2238573],[2247150],[2259575],[2261560],[2267777],[2268105],[2269986],[2277290],[2289843],[2291584],[2291647],[2292535],[2296380],[2297537],[2302368],[2303875],[2304989],[2311290],[2312447],[2318785],[2319899],[2325171],[2331388],[2331716],[2334733],[2335890],[2343342],[2351919],[2355159],[2357081],[2358588],[2368279],[2371519],[2380704],[2384866],[2385485],[2389061],[2391753],[2392464],[2395598],[2396755],[2402465],[2404206],[2404269],[2405157],[2409002],[2410159],[2414990],[2416497],[2423696],[2430233],[2431390],[2437728],[2438842],[2452638],[2453752],[2465569],[2469857],[2475168],[2475800],[2476688],[2478744],[2486429],[2487048],[2490624],[2493316],[2509587],[2512279],[2512990],[2516124],[2517281],[2529528],[2530685],[2537023],[2549813],[2550366],[2560187],[2565498],[2567018],[2582193],[2582825],[2583713],[2585769],[2589172],[2597649],[2600341],[2629002],[2643480],[2644033],[2649423],[2650311],[2659165],[2660685],[2701376],[2709742],[2716573], [561331,993024],[657494,1115655],[708002,1179295],[756011,1236677],[762132,1242729],[816134,1307482],[824740,1318564],[831190,1328751],[867523,1366097],[914872,1418930],[925440,1431907],[931561,1437959],[940378,1448764],[947569,1459474],[984794,1496224],[1009920,1525127],[1034635,1548872],[1046253,1562473],[1056060,1573563],[1062181,1579615],[1068984,1589823],[1091556,1611689],[1133840,1654704],[1136104,1655877],[1151113,1669178],[1159576,1678301],[1171065,1691454],[1181932,1702853],[1218145,1740025],[1220409,1741198],[1260811,1781650],[1262825,1780157],[1263682,1783093],[1279076,1796097],[1296219,1815232],[1310334,1828947],[1346857,1864771],[1348871,1863278],[1349728,1866214],[1382781,1896868],[1392565,1903709],[1392857,1906247],[1408272,1918450],[1425583,1934716],[1426440,1937652],[1479371,1983737],[1479663,1986275],[1512389,2012835],[1513246,2015771],[1518271,2020351],[1522234,2021568],[1556083,2051838],[1556375,2054376],[1604833,2096485],[1608796,2097702],[1624758,2111068],[1642129,2125696],[1642421,2128234],[1648019,2132469],[1680643,2160607],[1684606,2161824],[1733340,2204022],[1752721,2217874],[1764948,2229583],[1768911,2230800],[1807374,2263639],[1808456,2264865],[1846071,2294875],[1876489,2316225],[1889010,2327250],[1890092,2328476],[1931083,2359702],[1967506,2387408],[1976691,2394093],[1988687,2401698],[2009202,2417611],[2068822,2462329],[2078819,2468211],[2091750,2477091],[2146120,2514619],[2178631,2538137],[2195557,2548167],[2250390,2584116],[2342228,2641834] ] cell #3626 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993068],[1115586],[1179339],[1235551],[1242654],[1307413],[1318608],[1325399],[1364984],[1418974],[1430781],[1437884],[1448695],[1456176],[1495156],[1521775],[1548803],[1561360],[1572437],[1579540],[1586636],[1608337],[1651406],[1653645],[1669109],[1678226],[1690386],[1701740],[1736727],[1738966],[1778463],[1780088],[1780901],[1796022],[1813000],[1827879],[1861584],[1863209],[1864022],[1894636],[1903634],[1904139],[1918444],[1934647],[1935460],[1983662],[1984167],[2012766],[2013579],[2020218],[2021562],[2051763],[2052268],[2096352],[2097696],[2110999],[2125621],[2126126],[2132463],[2160474],[2161818],[2204016],[2217799],[2229450],[2230794],[2263633],[2264732],[2294742],[2316219],[2327244],[2328343],[2359696],[2387402],[2393960],[2401692],[2417605],[2462196],[2468205],[2477085],[2514486],[2538131],[2548161],[2584110],[2641828], 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2196665,2550283],[2205115,2556054],[2211802,2402389],[2212048,2402606],[2213025,2402382],[2215774,2217408],[2221475,2409300],[2222952,2563243],[2224198,2685055],[2225940,2412418],[2230381,2569215],[2232014,2420354],[2238567,2577352],[2247017,2583123],[2248494,2696665],[2255923,2699171],[2257556,2590668],[2273638,2787972],[2275271,2839617],[2284909,2607602],[2296374,2614086],[2301826,2616673],[2304983,2620553],[2311213,2311284],[2318670,2490548],[2318916,2490765],[2319893,2490541],[2322642,2324276],[2342113,2739812],[2343336,2643950],[2351786,2649721],[2368146,2529826],[2369623,2656910],[2370869,2753548],[2372611,2532944],[2377052,2662882],[2378685,2540880],[2392349,2550290],[2392595,2550507],[2408925,2408996],[2430227,2694826],[2435679,2697413],[2438836,2701293],[2452523,2597573],[2452769,2597790],[2453746,2597566],[2456495,2458129],[2464919,2792761],[2475723,2475794],[2512875,2643957],[2513121,2644174],[2521570,2746005],[2529451,2529522],[2582748,2582819],[2589057,2701300],[2589303,2701517],[2649346,2649417] ] cell #3627 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1243551],[1372152],[1438781],[1495379],[1502558],[1568528],[1580437],[1586859],[1625326],[1679123],[1690609],[1697788],[1708908],[1716028],[1753149],[1778686],[1805052],[1817153],[1828102],[1835281],[1842032],[1861807],[1902299],[1904362],[1918973],[1927841],[1939420],[1950236],[1982327],[1984390],[2020762],[2022091],[2022828],[2036775],[2052491],[2066703],[2096896],[2098225],[2098962],[2126349],[2134405],[2134968],[2147877],[2162347],[2163084],[2205958],[2206521],[2231323],[2232060],[2238039],[2239185],[2265575],[2266138],[2304455],[2305601],[2316748],[2329186],[2329749],[2335234],[2359168],[2360314],[2396099],[2407345],[2417077],[2418223],[2445644],[2446532],[2471786],[2488795],[2497662],[2498550],[2524032],[2546750],[2551742],[2557806],[2570115],[2605575],[2610547],[2617020],[2645409],[2663782],[2671386],[2697760],[2739879], [762900,2414726],[874114,2495212],[932329,2535252],[942274,2382143],[985482,2563140],[992227,2567342],[1052844,2602237],[1062949,2464267],[1063935,2466741],[1069672,2612350],[1108501,2626969],[1116434,1885266],[1160344,2353857],[1171753,2656807],[1178498,2661009],[1182246,2537877],[1188523,2539707],[1190316,2542560],[1195991,2669859],[1207165,1726128],[1229027,1746974],[1234828,2681986],[1243004,2004367],[1261499,2693090],[1263996,2579085],[1287975,2440412],[1300328,2707709],[1308261,2063996],[1311022,2604920],[1311239,2605097],[1317767,2606741],[1324676,2718796],[1336371,1851707],[1347545,2725040],[1350042,2622286],[1358363,1871698],[1369537,1881798],[1372458,2117667],[1391221,2738352],[1393545,2640650],[1393762,2640827],[1402395,1912399],[1409147,2516858],[1418133,2518679],[1424257,1933245],[1426754,2526537],[1430058,2750479],[1438234,2173796],[1440955,2663087],[1441610,2663362],[1449543,2184261],[1451752,2759193],[1466332,1972652],[1478027,2765172],[1480351,2678092],[1480568,2678269],[1488194,1991589],[1499889,2001264],[1511063,2011364],[1513560,2572620],[1521052,2775925],[1523109,2430967],[1523295,2693593],[1523950,2693868],[1532747,2030437],[1539576,2586390],[1543921,2040537],[1546418,2256865],[1549651,2261014],[1554739,2050428],[1557063,2594807],[1557280,2594984],[1565913,2060528],[1568834,2276307],[1571714,2713185],[1579890,2286029],[1593034,1849641],[1603076,2092922],[1607614,2798050],[1609671,2297114],[1609857,2725543],[1610512,2725818],[1614510,1870562],[1629090,2114611],[1635689,2502619],[1640785,2124286],[1643109,2635047],[1643326,2635224],[1646982,2805993],[1647123,2736528],[1652693,2510208],[1652922,2738810],[1661562,2142081],[1668242,2646923],[1673257,2151756],[1675581,2153819],[1675798,2352629],[1678576,2356331],[1683424,2161018],[1685481,2530262],[1685667,2654200],[1686322,2654475],[1695119,2170693],[1706293,2180793],[1708790,2377994],[1709214,2379721],[1713962,1714892],[1727684,2196411],[1731651,2201094],[1732303,2823909],[1732444,2763348],[1738014,2389682],[1738243,2765630],[1763191,2226020],[1763408,2573954],[1767729,2229994],[1769786,2409736],[1769972,2688811],[1770627,2689086],[1774699,2774699],[1779221,2580325],[1784861,2028371],[1794903,2251562],[1797266,2438582],[1799441,2255536],[1801684,2439454],[1802339,2257602],[1805358,2443265],[1806337,2049292],[1806478,2703131],[1812048,2598270],[1812277,2705495],[1820917,2273251],[1827516,2450601],[1832612,2282926],[1834936,2284989],[1835153,2463039],[1842962,2843811],[1843103,2794091],[1853176,2297291],[1856422,2301439],[1857820,2796824],[1862342,2473300],[1877364,2487782],[1883354,2319639],[1886666,2636060],[1887321,2324322],[1887973,2123150],[1888114,2732431],[1893684,2491245],[1893913,2734795],[1898577,2641189],[1900233,1901163],[1900374,2736834],[1913955,2343082],[1917922,2347765],[1918574,2149690],[1918715,2516625],[1920189,2517035],[1924514,2353192],[1929258,2746876],[1933780,2657297],[1949462,2372691],[1949679,2527871],[1954000,2376665],[1956243,2538749],[1956898,2378731],[1964751,2821808],[1965539,2193121],[1965680,2760027],[1969619,2388789],[1973366,2389407],[1978605,2547522],[1980261,1981191],[1980402,2763654],[1992519,2863370],[1992660,2826214],[1996234,2406011],[1997101,2560808],[1997826,2686084],[2002733,2409913],[2005979,2414061],[2007377,2771267],[2011899,2563630],[2019112,2774930],[2021692,2248423],[2021833,2430734],[2031906,2431144],[2035152,2435292],[2036550,2438308],[2037122,2586115],[2046706,2707451],[2062084,2453492],[2065396,2595820],[2066051,2458175],[2066844,2604687],[2072643,2463602],[2079399,2289571],[2080198,2718735],[2080702,2467566],[2081570,2794195],[2085074,2472464],[2089783,2097826],[2089924,2795819],[2095246,2797055],[2097967,2296881],[2106710,2847155],[2107498,2316349],[2107639,2799908],[2110043,2487959],[2110132,2624755],[2111578,2490352],[2115325,2490970],[2120564,2626711],[2131662,2738094],[2134180,2342808],[2135109,2640417],[2139048,2509315],[2142795,2509933],[2149831,2810454],[2161948,2369552],[2162089,2530029],[2167255,2651473],[2172162,2530439],[2175408,2534587],[2176806,2537603],[2188563,2382781],[2189451,2545990],[2190677,2669601],[2196137,2205733],[2196936,2762197],[2198308,2823119],[2203215,2764914],[2206662,2677859],[2210493,2678383],[2212497,2402193],[2213296,2767311],[2213800,2557896],[2214668,2826318],[2216102,2560533],[2218172,2562794],[2222881,2230924],[2223022,2827942],[2231065,2409503],[2238838,2691287],[2240210,2578811],[2243714,2579489],[2248564,2833425],[2253886,2834661],[2265350,2453218],[2266279,2594574],[2270218,2597377],[2273965,2597995],[2289926,2717801],[2290884,2612004],[2297769,2616260],[2298995,2721452],[2305254,2723237],[2306626,2622012],[2310160,2622391],[2311791,2484344],[2312679,2485128],[2313905,2622825],[2316490,2487549],[2319365,2328961],[2320164,2802078],[2321536,2848466],[2329890,2634814],[2336122,2639657],[2343607,2808997],[2344979,2852715],[2349886,2811714],[2353333,2746352],[2359967,2652116],[2361339,2526263],[2364843,2656461],[2369693,2857538],[2383326,2668341],[2389144,2761263],[2390102,2672843],[2396987,2677099],[2402548,2558402],[2402772,2558449],[2403506,2558252],[2405737,2407120],[2410391,2563578],[2411617,2682288],[2412689,2770581],[2414202,2565999],[2417876,2686727],[2419248,2572346],[2424737,2692744],[2431622,2697000],[2432848,2778581],[2439107,2780366],[2440479,2702752],[2454017,2839684],[2455389,2871238],[2463743,2715554],[2473009,2720192],[2477356,2722005],[2479785,2724694],[2484889,2484977],[2490707,2627217],[2490931,2627264],[2491665,2627067],[2493896,2495279],[2509670,2808063],[2510628,2741336],[2517513,2745592],[2530917,2657245],[2532143,2750781],[2533215,2817381],[2534728,2659666],[2538402,2755220],[2539774,2666013],[2550449,2672993],[2550673,2673040],[2563339,2563427],[2580034,2777321],[2584381,2779134],[2586810,2781823],[2597732,2707957],[2597956,2708004],[2598690,2707807],[2600921,2602304],[2607873,2842954],[2616021,2616109],[2644116,2741486],[2644340,2741533],[2650979,2812267],[2657006,2657094],[2696761,2696849],[2701459,2781973],[2701683,2782020],[2745353,2745441] ] cell #3628 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [993082],[1115665],[1179353],[1236687],[1242717],[1307492],[1318622],[1328761],[1366085],[1418988],[1431917],[1437947],[1448774],[1459462],[1495967],[1525137],[1548882],[1562461],[1573573],[1579603],[1589566],[1611699],[1654692],[1655887],[1669188],[1678289],[1691197],[1702841],[1712509],[1740013],[1741208],[1780167],[1781393],[1783081],[1796085],[1815242],[1828690],[1863288],[1864514],[1866202],[1896878],[1898780],[1903697],[1905990],[1918363],[1934726],[1937640],[1978808],[1983725],[1986018],[2012845],[2015759],[2017789],[2021481],[2051826],[2054119],[2080905],[2093923],[2097615],[2111078],[2125684],[2127977],[2130264],[2158045],[2161737],[2190222],[2201817],[2214003],[2217862],[2227021],[2230713],[2237388],[2261434],[2291521],[2292464],[2303804],[2313450],[2316138],[2325045],[2334607],[2385359],[2391682],[2395472],[2401577],[2404143],[2405086],[2437657],[2468090],[2475042],[2486922],[2493245],[2512208],[2515998],[2548046],[2558420],[2565372],[2582067],[2600270],[2627235],[2641713],[2659039],[2673011],[2707975],[2741504],[2781991] ] cell #3629 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3630 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3631 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[1116426,1373115],[1226770,1750318],[1242929,1502815],[1244625,1503634],[1308253,1569491],[1356129,1874894],[1367280,1628703],[1372387,1632609],[1373563,1632531],[1417993,1928917],[1422000,1936589],[1438159,1698045],[1439855,1698864],[1449535,1709871],[1452603,1963224],[1465945,1470417],[1486091,1994360],[1496829,1753493],[1497655,1756491],[1503957,1760237],[1508806,2014708],[1547947,2045483],[1549643,1806015],[1552505,2053624],[1563656,1820530],[1568763,1824436],[1569939,1824358],[1579815,1835538],[1581511,1836357],[1590428,1842376],[1593885,1848188],[1596376,1600744],[1598812,2306180],[1601939,2102250],[1615361,2105183],[1626702,1877968],[1626987,1880440],[1638551,2127482],[1647833,2132653],[1661175,1665647],[1670197,2148456],[1677325,2156513],[1678501,1928098],[1681321,2163789],[1692059,1939764],[1692885,1942762],[1699187,1946508],[1704036,1953613],[1709143,1957519],[1710319,1957441],[1711835,1712015],[1719434,1964046],[1724770,1728835],[1727471,2397795],[1727609,2206280],[1730523,2209753],[1733154,2204206],[1753907,1997320],[1758927,2418802],[1762054,2235348],[1765626,2232765],[1782255,2021106],[1785712,2026918],[1788203,1792571],[1790639,2239764],[1793766,2026116],[1797053,2252600],[1797191,2037097],[1799054,1803526],[1801410,2042018],[1805287,2045561],[1807188,2263823],[1818529,2056698],[1818814,2059170],[1829552,2067047],[1830378,2070045],[1836680,2073791],[1837769,1837856],[1839519,2611273],[1844710,2079692],[1850700,2480422],[1852319,2480254],[1852412,2305961],[1853105,2306258],[1855398,2309127],[1865376,2097240],[1869761,2726479],[1876251,2489374],[1883141,2499358],[1883279,2329508],[1886193,2332981],[1888824,2327434],[1905705,2133475],[1906852,2135312],[1911041,1915106],[1913742,2336930],[1913880,2134727],[1916794,2138200],[1919332,2348320],[1919425,2148237],[1920118,2148534],[1921916,1926284],[1924127,1927479],[1924227,2153154],[1940178,2166749],[1945198,2360893],[1948325,2166372],[1950769,1951750],[1951612,2176963],[1951897,2179435],[1955969,2182274],[1959785,1959846],[1960992,2186814],[1967320,2387592],[1969679,2394712],[1970139,2552092],[1971869,2397758],[1973371,2397291],[1985733,2205028],[1986880,2206865],[1989076,2679655],[1989944,2766390],[1996021,2562213],[1996159,2407667],[1999327,2768786],[2000257,2570752],[2001876,2570584],[2001969,2418583],[2002662,2418880],[2004955,2421749],[2023361,2025332],[2023440,2238332],[2025194,2240367],[2029430,2425374],[2031049,2425206],[2031142,2239545],[2031835,2239842],[2034128,2242711],[2037127,2252096],[2039179,2043244],[2041239,2256255],[2041670,2044932],[2054981,2266482],[2056006,2269718],[2061871,2447340],[2062009,2265897],[2064923,2269370],[2067344,2068247],[2067461,2278982],[2072256,2075608],[2072356,2284324],[2079459,2469590],[2085079,2477725],[2090842,2796055],[2099495,2101466],[2099574,2304748],[2101328,2306783],[2104197,2727414],[2108557,2625944],[2109186,2625776],[2109279,2489155],[2109972,2489452],[2111638,2496275],[2112098,2631281],[2112966,2801157],[2113828,2499321],[2115330,2498854],[2128839,2330093],[2129864,2333329],[2130421,2333485],[2135609,2137442],[2136656,2337126],[2139108,2333847],[2139568,2502979],[2141298,2336893],[2142800,2336426],[2150749,2348488],[2152461,2155447],[2163617,2165588],[2165450,2361496],[2166472,2364533],[2168756,2815586],[2169686,2524669],[2171305,2524501],[2171398,2360674],[2172091,2360971],[2174384,2363840],[2176526,2177383],[2181495,2377384],[2181926,2185188],[2188568,2544767],[2189511,2545519],[2191470,2669294],[2196984,2762475],[2199175,2823302],[2201974,2394350],[2207162,2208995],[2208209,2397991],[2210543,2678396],[2212557,2559920],[2213344,2678934],[2215535,2562176],[2216107,2561709],[2218177,2568055],[2219580,2769721],[2223940,2685407],[2232593,2234564],[2234426,2419405],[2235448,2422442],[2236085,2422685],[2239930,2241649],[2243719,2422677],[2249482,2833661],[2252563,2254753],[2266779,2268612],[2267197,2593947],[2267826,2447536],[2268939,2449991],[2270278,2444257],[2270738,2591041],[2271606,2838763],[2272468,2447303],[2273970,2446836],[2281919,2458898],[2283631,2286617],[2289976,2717814],[2290889,2611638],[2291678,2469228],[2297829,2615789],[2299788,2721145],[2302501,2477733],[2306346,2308065],[2310165,2622409],[2311796,2623956],[2312739,2624708],[2320212,2729511],[2322403,2630991],[2330390,2332223],[2330808,2634187],[2331437,2499554],[2332550,2502009],[2333555,2333608],[2336182,2504096],[2338141,2637331],[2339921,2505885],[2343655,2809275],[2345846,2852898],[2354251,2854575],[2357214,2521980],[2357376,2522103],[2360015,2652087],[2361059,2362778],[2362206,2525612],[2364848,2521972],[2366251,2816521],[2370611,2753900],[2373692,2375882],[2383331,2668359],[2384999,2544775],[2389194,2761276],[2390107,2672477],[2394420,2394473],[2397047,2553209],[2399006,2674773],[2400786,2554998],[2403511,2680020],[2404300,2559558],[2410451,2684171],[2415123,2568063],[2415285,2568186],[2417924,2686698],[2418968,2420687],[2420115,2571695],[2423829,2574992],[2423991,2575115],[2424742,2574984],[2426317,2428356],[2431682,2696529],[2433641,2778274],[2439155,2835873],[2441346,2868977],[2443965,2444018],[2454065,2786640],[2456256,2711731],[2464661,2714927],[2469298,2469351],[2469990,2611646],[2470152,2611769],[2473014,2720210],[2477404,2721976],[2478877,2618193],[2479039,2618316],[2479790,2618185],[2481365,2483404],[2486562,2623964],[2491670,2730597],[2495983,2496036],[2503804,2503857],[2509720,2808076],[2510633,2740970],[2517573,2646876],[2519071,2812238],[2519532,2743266],[2521312,2648665],[2530977,2752664],[2538450,2755191],[2540641,2665362],[2545227,2545280],[2549946,2672485],[2550108,2672608],[2552917,2552970],[2559628,2559681],[2560320,2680028],[2560482,2680151],[2567734,2770552],[2580039,2777339],[2584429,2779105],[2585902,2698933],[2586064,2699056],[2586815,2698925],[2588390,2590429],[2598695,2787726],[2607133,2842925],[2615497,2615550],[2624416,2624469],[2629135,2730605],[2629297,2730728],[2643613,2740978],[2643775,2741101],[2646584,2646637],[2661401,2817352],[2683879,2683932],[2696237,2696290],[2709875,2787734],[2710037,2787857],[2752372,2752425] ] cell #3632 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658134],[762191],[816774],[825874],[867582],[874051],[931620],[941018],[941859],[947628],[985419],[993090],[1035275],[1046312],[1052781],[1056245],[1062240],[1063826],[1069609],[1080711],[1102187],[1107889],[1115881],[1116412],[1133899],[1136289],[1159635],[1171690],[1179361],[1181991],[1182137],[1188460],[1195379],[1207102],[1218204],[1220594],[1228964],[1240066],[1242776],[1242941],[1261436],[1263741],[1263887],[1272538],[1279135],[1287912],[1294014],[1296404],[1299716],[1307708],[1308239],[1310344],[1310959],[1318630],[1321762],[1335759],[1347482],[1349787],[1349933],[1357751],[1366144],[1369474],[1372250],[1380576],[1382966],[1390609],[1392624],[1392867],[1393482],[1402332],[1409084],[1413434],[1415824],[1418996],[1424194],[1426499],[1426645],[1435296],[1438006],[1438171],[1440998],[1448990],[1449521],[1459521],[1463418],[1472676],[1477415],[1479430],[1479673],[1480288],[1485280],[1496554],[1499277],[1505739],[1511000],[1513305],[1513451],[1518138],[1518281],[1523046],[1523338],[1532135],[1538792],[1543858],[1546163],[1546309],[1549098],[1549629],[1554127],[1556142],[1556385],[1557000],[1562520],[1565850],[1568626],[1576952],[1579342],[1579662],[1579827],[1590153],[1598956],[1603013],[1604700],[1604843],[1609608],[1609900],[1626176],[1635434],[1635580],[1640173],[1642188],[1642431],[1643046],[1648072],[1651909],[1654751],[1658648],[1667906],[1670341],[1672645],[1674903],[1675518],[1678348],[1678513],[1680510],[1680653],[1685418],[1685710],[1691784],[1694507],[1700969],[1702900],[1706230],[1708535],[1708681],[1709006],[1718908],[1726945],[1727088],[1727621],[1731039],[1733393],[1737230],[1740072],[1752780],[1759071],[1762513],[1763128],[1764815],[1764958],[1769723],[1770015],[1775558],[1781980],[1783140],[1790783],[1794840],[1796144],[1796527],[1796670],[1797203],[1801727],[1805150],[1807427],[1808466],[1811264],[1818003],[1827261],[1827407],[1829277],[1832000],[1834258],[1834873],[1845938],[1846081],[1848372],[1852288],[1852651],[1858679],[1865101],[1866261],[1876395],[1877301],[1878198],[1882615],[1882758],[1883291],[1886709],[1889063],[1890102],[1892900],[1903756],[1905179],[1906577],[1913216],[1913359],[1913892],[1917310],[1919139],[1919301],[1919664],[1930117],[1931136],[1937699],[1945342],[1948784],[1949399],[1951086],[1951229],[1956286],[1963408],[1964276],[1967559],[1969405],[1976701],[1983784],[1985207],[1986605],[1995495],[1995638],[1996171],[1996317],[1997929],[2001845],[2002208],[2008236],[2009255],[2015818],[2022257],[2024668],[2024811],[2027102],[2031018],[2031381],[2036336],[2048433],[2051885],[2054706],[2056928],[2061345],[2061488],[2062021],[2065439],[2067793],[2068832],[2079185],[2080301],[2083291],[2088520],[2091803],[2098391],[2100802],[2100945],[2103105],[2105367],[2106235],[2109155],[2109518],[2111364],[2118660],[2122291],[2125743],[2128564],[2132837],[2133705],[2133966],[2136988],[2138834],[2146130],[2162513],[2164924],[2165067],[2167358],[2171274],[2171637],[2178684],[2188247],[2189237],[2197039],[2200029],[2204390],[2205258],[2205519],[2208541],[2210428],[2212283],[2213399],[2217921],[2221618],[2224901],[2231489],[2233900],[2234043],[2237825],[2238941],[2247160],[2250443],[2259585],[2264007],[2264875],[2265136],[2268158],[2270004],[2277300],[2280931],[2289861],[2296565],[2297555],[2304241],[2305357],[2312465],[2316914],[2320267],[2327618],[2328486],[2328747],[2331769],[2335908],[2343710],[2346700],[2351929],[2355212],[2358954],[2360070],[2368289],[2371572],[2380714],[2387776],[2389079],[2394103],[2396773],[2406906],[2410177],[2416863],[2417979],[2430418],[2431408],[2439210],[2446318],[2454120],[2462339],[2465622],[2471572],[2477459],[2484235],[2498336],[2509605],[2514629],[2517299],[2530703],[2538505],[2543883],[2551528],[2584484],[2605361],[2614153],[2645195],[2694893] ] cell #3633 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1319772],[1441915],[1524255],[1571868],[1610817],[1653076],[1686627],[1701195],[1738397],[1770932],[1775756],[1780356],[1802644],[1812431],[1858877],[1863477],[1887626],[1894067],[1899547],[1924668],[1930315],[1934915],[1957203],[1973851],[1979575],[2006133],[2008434],[2013034],[2018155],[2037607],[2042207],[2047676],[2048631],[2066356],[2072797],[2083489],[2089097],[2094289],[2111787],[2115810],[2119370],[2121534],[2122489],[2143280],[2149004],[2158411],[2159470],[2175562],[2177863],[2182463],[2189660],[2192435],[2197351],[2200227],[2216587],[2218519],[2222195],[2227387],[2228446],[2242129],[2247737],[2252929],[2262743],[2270427],[2274450],[2278010],[2280174],[2281129],[2291231],[2293541],[2297978],[2300753],[2308545],[2312888],[2315663],[2317085],[2320579],[2323455],[2326354],[2336331],[2339106],[2344022],[2346898],[2363258],[2365190],[2368866],[2374058],[2375117],[2383007],[2384120],[2390449],[2392759],[2397196],[2399971],[2403853],[2406163],[2410600],[2413375],[2421167],[2425084],[2427394],[2431831],[2434606],[2442398],[2446741],[2449516],[2450938],[2454432],[2457308],[2460207],[2467636],[2472690],[2473803],[2480132],[2482442],[2484570],[2485683],[2492012],[2494322],[2498759],[2501534],[2503533],[2504646],[2510975],[2513285],[2517722],[2520497],[2524379],[2526689],[2531126],[2533901],[2541693],[2547592],[2551951],[2552646],[2553759],[2557966],[2563020],[2564133],[2570462],[2572772],[2574661],[2579715],[2580828],[2587157],[2589467],[2591595],[2592708],[2599037],[2601347],[2605784],[2608559],[2612230],[2615226],[2617367],[2617862],[2626781],[2631835],[2632948],[2641259],[2645618],[2646313],[2647426],[2651633],[2656687],[2657800],[2664129],[2666439],[2669671],[2670183],[2672154],[2673706],[2683608],[2686244],[2692970],[2695966],[2698107],[2698602],[2707521],[2712575],[2713688],[2719168],[2719900],[2724920],[2728303],[2730274],[2738164],[2738676],[2740647],[2742199],[2752101],[2754737],[2759565],[2764984],[2765496],[2767744],[2776297],[2777029],[2785432],[2787403],[2798422],[2799446],[2805377],[2806365],[2814544],[2824281],[2830545],[2837052],[2849628],[2861290] ] cell #3634 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715899],[819004],[893069],[934047],[971188],[1011503],[1042626],[1055439],[1093139],[1125747],[1130436],[1135483],[1157459],[1167173],[1214741],[1219788],[1245562],[1252494],[1257985],[1284966],[1290551],[1295598],[1317574],[1337474],[1344031],[1374488],[1377113],[1382160],[1387491],[1409971],[1415018],[1420743],[1421916],[1440792],[1447724],[1460573],[1468040],[1474297],[1495810],[1500992],[1504933],[1507549],[1508722],[1533850],[1540407],[1551009],[1552443],[1570864],[1573489],[1578536],[1587290],[1591192],[1598142],[1601855],[1623331],[1625746],[1630798],[1637055],[1638489],[1655803],[1663270],[1669527],[1681513],[1691040],[1696222],[1700163],[1702779],[1703952],[1716448],[1719911],[1726559],[1730461],[1741124],[1747405],[1751307],[1753025],[1758257],[1761970],[1765818],[1779117],[1783019],[1789969],[1793682],[1815158],[1817573],[1822625],[1828882],[1830316],[1839904],[1841908],[1852127],[1855590],[1862238],[1866140],[1872118],[1875581],[1882229],[1886131],[1896794],[1902719],[1906182],[1912830],[1916732],[1927395],[1933676],[1937578],[1939296],[1944528],[1948241],[1952089],[1961594],[1970524],[1972528],[1982747],[1986210],[1989461],[1991465],[2001684],[2005147],[2011795],[2015697],[2018634],[2020638],[2030857],[2034320],[2040968],[2044870],[2050848],[2054311],[2060959],[2064861],[2075524],[2085838],[2093353],[2094768],[2096772],[2103553],[2112483],[2114487],[2124706],[2128169],[2131023],[2139953],[2141957],[2152176],[2155639],[2158890],[2160894],[2171113],[2174576],[2181224],[2185126],[2191855],[2197830],[2201514],[2202576],[2218936],[2227866],[2229870],[2244478],[2251993],[2253408],[2255412],[2262193],[2271123],[2273127],[2283346],[2286809],[2292991],[2294020],[2298356],[2301315],[2321058],[2325804],[2338526],[2344501],[2348185],[2349247],[2365607],[2374537],[2376541],[2386750],[2388294],[2399391],[2406642],[2410978],[2426844],[2427873],[2432209],[2435168],[2454911],[2459657],[2468614],[2481892],[2482921],[2488313],[2507276],[2508820],[2527168],[2531504],[2556389],[2558944],[2573251],[2575639],[2595338],[2618840],[2635578],[2652611],[2687222],[2719743] ] cell #3635 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3636 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117429],[1206244],[1244080],[1244611],[1287780],[1309256],[1335467],[1368616],[1373000],[1373410],[1373575],[1401474],[1417448],[1417979],[1439310],[1439841],[1450538],[1452669],[1465319],[1486874],[1492495],[1496750],[1498985],[1503033],[1503820],[1531843],[1543000],[1547794],[1547959],[1564992],[1569376],[1569786],[1569951],[1580966],[1581497],[1582514],[1590349],[1593951],[1598733],[1615427],[1616959],[1622444],[1626639],[1627770],[1628077],[1632826],[1647899],[1660549],[1670118],[1672353],[1677188],[1682104],[1691980],[1694215],[1698263],[1699050],[1709756],[1710166],[1710331],[1712001],[1719371],[1727408],[1729618],[1733220],[1744692],[1749692],[1754066],[1755598],[1758848],[1766409],[1782176],[1785778],[1790560],[1796990],[1798428],[1805900],[1807254],[1808786],[1818466],[1819597],[1819904],[1824653],[1829473],[1835756],[1836543],[1837703],[1844869],[1852478],[1855050],[1856181],[1865297],[1868190],[1876172],[1879516],[1883078],[1888890],[1890422],[1905642],[1906773],[1913679],[1915889],[1919491],[1928316],[1930963],[1940337],[1941869],[1945119],[1950703],[1951549],[1952680],[1957736],[1962447],[1967386],[1975185],[1975489],[1977021],[1985670],[1986801],[1994122],[1995958],[2002035],[2005738],[2009082],[2023295],[2023599],[2025131],[2031208],[2033780],[2034911],[2038941],[2044027],[2045778],[2054902],[2058246],[2061808],[2069152],[2078116],[2086691],[2090348],[2091630],[2099429],[2099733],[2101265],[2108063],[2109345],[2117144],[2118980],[2128760],[2144614],[2144918],[2146450],[2150255],[2155099],[2156230],[2163551],[2165387],[2171464],[2175167],[2178511],[2187461],[2194854],[2198094],[2211214],[2214454],[2223446],[2232527],[2234363],[2245331],[2248988],[2250270],[2253672],[2258069],[2258373],[2259905],[2275784],[2277620],[2287400],[2295779],[2310689],[2321322],[2324789],[2341525],[2344765],[2370117],[2379198],[2381034],[2429632],[2455175],[2458642], [243786,1973653],[320758,2115612],[337453,2143082],[386827,2216389],[415903,2037409],[427783,2274252],[461779,2311475],[472718,2323257],[499314,1923501],[499425,1674660],[507353,2363060],[517466,2177665],[548479,2402483],[557279,2409187],[568218,2420969],[577780,2241931],[590441,1801435],[595632,2445328],[606571,2457110],[611936,2071630],[612047,1834015],[631519,2475985],[641391,2308347],[653248,2490642],[662048,2497346],[669359,2334918],[695150,2523009],[701008,2165746],[701119,1939051],[703950,2529713],[713669,1955994],[714889,2541495],[733974,2550384],[735281,2551170],[738335,2395783],[766703,2569092],[772561,2234722],[772672,2017170],[774258,2423714],[790159,2583010],[800031,2442200],[802457,2261745],[803474,2055125],[809257,2056031],[811888,2597667],[820688,2604371],[842954,2475353],[845272,2616550],[848116,2478762],[875537,2630359],[878591,2325356],[879608,2128983],[885391,2129889],[887004,2131876],[903403,2644051],[904710,2644837],[907764,2516309],[913181,2649608],[916217,2357099],[917521,1687725],[918052,2165600],[936132,2662759],[941990,1959709],[942101,1711470],[952173,2385670],[957489,2671996],[958978,2549831],[962870,1987024],[965123,2203429],[991083,2565683],[993401,2684932],[996245,2415008],[997549,1772030],[998080,2234576],[1021684,2582378],[1024002,2697290],[1026846,2585787],[1032969,2701394],[1034276,2702180],[1036561,2046920],[1037721,2267795],[1037886,1814271],[1054267,2711099],[1057321,2067268],[1058338,1829696],[1064121,1837868],[1073545,2469875],[1079289,2474567],[1081182,2299209],[1084725,1867613],[1085256,2101478],[1106732,2487233],[1112048,2730116],[1113537,2629020],[1119682,2120778],[1120842,2331406],[1121007,1895907],[1138444,2135533],[1143760,2740489],[1145249,2643498],[1149141,1906996],[1151394,2350100],[1156508,2353757],[1158826,2745882],[1162750,1935963],[1177354,2659350],[1179672,2753425],[1182516,2176592],[1183820,1705372],[1184351,1951762],[1189946,2758315],[1192852,2384884],[1199922,2190891],[1205679,2391050],[1211038,2208178],[1211203,1987930],[1222749,2207086],[1232490,2679539],[1232900,2560205],[1238644,2564897],[1240537,2411831],[1248071,2014082],[1265372,2239996],[1271116,2581592],[1273009,2433062],[1276552,1784492],[1277083,2025344],[1282399,2780976],[1283888,2440265],[1298559,2266703],[1303875,2787245],[1305364,2709760],[1311509,2067620],[1312669,2067430],[1312834,1831708],[1316623,2464167],[1318941,2792638],[1322225,2291832],[1333232,2302386],[1340302,2101624],[1351418,2306412],[1355224,2486447],[1361507,2625469],[1362294,2314119],[1368051,2492613],[1385121,2330314],[1388082,2334132],[1395152,2136815],[1400909,2511576],[1406268,2136625],[1406433,1907902],[1412012,2515523],[1413905,2355039],[1427720,2748032],[1428130,2361125],[1429965,2535152],[1433874,2658564],[1435767,2532357],[1443301,1952987],[1445157,2819223],[1446646,2539560],[1463881,2202128],[1474888,2394997],[1481958,2208368],[1485743,2404454],[1491930,2561544],[1514526,2772423],[1514936,2419034],[1516771,2414626],[1518601,2236756],[1527511,2834324],[1529608,2235970],[1536678,2025490],[1542435,2437025],[1551600,2444542],[1557883,2706209],[1558670,2267985],[1559830,2602090],[1564427,2599638],[1575530,2603585],[1577423,2465449],[1605163,2303172],[1614073,2796718],[1637646,2496560],[1643929,2735509],[1644716,2331596],[1645876,2495065],[1656724,2639947],[1659111,2130575],[1680127,2656352],[1680973,2357885],[1687160,2655211],[1689133,2371399],[1704807,2536320],[1720502,2546280],[1742045,2677389],[1764432,2562685],[1765278,2415794],[1771465,2689822],[1773438,2224728],[1777090,2691897],[1783927,2578239],[1806902,2451935],[1844565,2611157],[1846401,2471214],[1860211,2723847],[1867048,2621440],[1888538,2318082],[1900798,2506828],[1929044,2528927],[1966104,2386302],[1980826,2555941],[2007163,2408401],[2018898,2577453],[2081356,2470428],[2095032,2620654] ] cell #3637 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561269],[657547],[707940],[757064],[762212],[816187],[824678],[834362],[868635],[914810],[926493],[931641],[940431],[950866],[986068],[1013092],[1034688],[1047365],[1057113],[1062261],[1072484],[1094728],[1137137],[1138236],[1151166],[1159656],[1172339],[1183044],[1221442],[1222541],[1262878],[1264311],[1265900],[1279156],[1298351],[1311608],[1348924],[1350357],[1351946],[1384913],[1392645],[1395251],[1408349],[1425636],[1428658],[1479451],[1482057],[1512442],[1515464],[1520788],[1522311],[1556163],[1558769],[1607350],[1608873],[1624811],[1642209],[1644815],[1650097],[1683160],[1684683],[1735418],[1752801],[1767465],[1768988],[1809452],[1810934],[1847509],[1876566],[1891088],[1892570],[1933111],[1968544],[1978129],[1988764],[2011230],[2071300],[2078896],[2092788],[2147558],[2180659],[2195634],[2251428],[2342305], [473036,657960],[548926,982491],[560951,762311],[606889,816600],[644590,1105425],[653695,870774],[657632,874204],[695597,1168762],[707622,931740],[715207,940844],[717674,1194899],[730518,734421],[747774,1231839],[758045,988736],[767150,1254083],[800349,1035101],[803230,1297252],[812335,1049504],[816272,1052934],[824360,1062360],[837939,1076173],[840607,844717],[845719,1353045],[857930,1357271],[869093,1111397],[879364,1383814],[887103,1390129],[899947,903850],[912535,1156563],[914492,1159755],[917203,1427069],[927474,1175007],[936579,1185183],[940516,1188613],[942308,1190771],[956838,961004],[959796,1479550],[962626,1483646],[965222,1476935],[993848,1516563],[994924,1516826],[997231,1513875],[1016669,1268000],[1019337,1023447],[1024449,1266999],[1027664,1279255],[1029513,1033416],[1031994,1283752],[1034773,1288065],[1036660,1553647],[1047823,1303224],[1058094,1314276],[1062092,1316678],[1064049,1319870],[1081281,1609420],[1081749,1609161],[1082030,1609761],[1084407,1613422],[1114355,1642308],[1117185,1646404],[1117695,1645740],[1119781,1639693],[1143109,1147275],[1146067,1392744],[1148897,1396840],[1151493,1408896],[1151961,1408637],[1152242,1409237],[1154161,1158271],[1156300,1159273],[1156736,1413754],[1180119,1429757],[1181195,1430020],[1183334,1442013],[1183502,1444506],[1187664,1446510],[1190443,1450823],[1200021,1721443],[1202785,1732967],[1205778,1737979],[1207553,1737196],[1208145,1737513],[1233718,1752900],[1235850,1764226],[1240636,1769535],[1241104,1769276],[1241385,1769876],[1243762,1773537],[1244839,1773287],[1266190,1524353],[1273108,1522858],[1273576,1522599],[1273857,1523199],[1276234,1526860],[1279324,1538758],[1279916,1539075],[1281748,1285914],[1284416,1287536],[1284580,1284706],[1306182,1556262],[1309012,1560358],[1309522,1559694],[1312076,1572155],[1312357,1572755],[1316415,1319388],[1316851,1577272],[1324412,1843626],[1325698,1844359],[1331727,1857802],[1334997,1862713],[1336806,1862330],[1352236,1610915],[1362393,1877113],[1362861,1876854],[1363142,1877454],[1365157,1888637],[1365266,1888319],[1368150,1893649],[1369925,1892866],[1370517,1893183],[1395719,1653363],[1396000,1653963],[1398015,1647646],[1401008,1652658],[1402783,1651875],[1403375,1652192],[1409303,1668230],[1414004,1417130],[1414629,1414753],[1428948,1686725],[1431080,1679921],[1435866,1685230],[1436334,1684971],[1436615,1685571],[1438992,1689232],[1440069,1688982],[1442082,1701130],[1442674,1701447],[1447174,1450294],[1447338,1447464],[1454867,1964733],[1456349,1966203],[1456458,1965885],[1462449,1978593],[1482525,1738684],[1482806,1739284],[1487930,1993183],[1492029,1997066],[1492684,1996283],[1493276,1996600],[1494878,2007075],[1495245,2007359],[1498515,2012270],[1500324,2011887],[1515754,1771030],[1522074,1776884],[1525542,1780291],[1526134,1780608],[1528103,1774681],[1531373,1779592],[1533182,1779209],[1539541,1542534],[1544309,1544436],[1559237,1812718],[1559518,1813318],[1560522,1560648],[1561533,1807001],[1561642,1806683],[1564526,1812013],[1566301,1811230],[1566893,1811547],[1572821,1827585],[1577522,1580648],[1578147,1578271],[1585667,2080690],[1586358,2081268],[1586725,2081552],[1597631,2090447],[1608636,1860005],[1612104,1863412],[1612696,1863729],[1614778,2103021],[1617625,2106692],[1619107,2108162],[1621974,2110503],[1622663,2110120],[1625207,2120552],[1632925,2120088],[1645283,1894354],[1645564,1894954],[1646568,1646694],[1647250,1898652],[1651579,1900897],[1651688,1900579],[1655135,1903845],[1657679,1898565],[1668613,1671883],[1687259,1935633],[1687914,1934850],[1688506,1935167],[1689857,1689981],[1690108,1928956],[1690475,1929240],[1693745,1934151],[1695554,1933768],[1701913,1704906],[1706681,1706808],[1712265,2186862],[1714230,2188163],[1715909,2190665],[1725994,2198290],[1732571,1978680],[1736900,1980925],[1737009,1980607],[1740456,1983873],[1743098,2210481],[1745219,2211994],[1745782,2213788],[1746840,2214650],[1757746,2223545],[1760613,2225886],[1771564,2013752],[1772219,2012969],[1772811,2013286],[1774162,1774286],[1774810,2017529],[1778185,2018810],[1778552,2019094],[1781074,1784026],[1789458,2249087],[1806605,2046781],[1813801,2052357],[1814490,2051974],[1815647,1815774],[1817034,2046694],[1824752,2278728],[1827968,1831238],[1840493,2289914],[1843230,2080777],[1849909,2296481],[1851588,2298983],[1857931,2093663],[1861306,2094944],[1861673,2095228],[1864195,1867147],[1869900,2311391],[1871579,2313893],[1880043,2318862],[1881664,2321518],[1888241,2120639],[1895437,2126215],[1896126,2125832],[1897283,1897410],[1898536,2130155],[1900501,2131737],[1902180,2131650],[1904228,1907432],[1912265,2344961],[1923171,2150354],[1929369,2157785],[1929526,1929718],[1931490,2159636],[1944017,2370216],[1946884,2372557],[1957835,2183181],[1964862,2189962],[1965807,2190752],[1971113,2389132],[1976016,2392541],[1978564,2201708],[1980529,2203290],[1982208,2203203],[1984256,1987460],[1990050,2402536],[1992787,2213875],[1999466,2409103],[2001145,2411605],[2007488,2226761],[2007645,2007837],[2009609,2228612],[2019223,2237128],[2019380,2019572],[2028639,2430334],[2030318,2432836],[2040403,2253868],[2042925,2045877],[2058773,2452715],[2060394,2455371],[2074167,2284855],[2080661,2291412],[2081681,2292204],[2081838,2082030],[2090051,2299070],[2090981,2475901],[2092157,2300919],[2095357,2303544],[2095514,2095706],[2106821,2313190],[2107766,2313980],[2113072,2490695],[2140542,2509658],[2145445,2513067],[2149958,2349961],[2151637,2349874],[2153685,2156889],[2168895,2529629],[2170574,2532131],[2179038,2375283],[2198419,2391422],[2198576,2198768],[2199281,2550437],[2213759,2404034],[2214779,2404826],[2214936,2215128],[2223149,2411692],[2225255,2413541],[2248691,2432923],[2249621,2582926],[2250797,2434772],[2253997,2437397],[2254154,2254346],[2258900,2589249],[2271712,2597720],[2321647,2492985],[2321804,2321996],[2345090,2511948],[2345247,2345439],[2345952,2644104],[2354390,2649524],[2355566,2520663],[2369820,2532218],[2371926,2534067],[2441452,2701447],[2455500,2600010],[2455657,2455849],[2465976,2608725] ] cell #3638 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3639 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3640 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [279553,1414425],[293031,1960229],[343606,1544499],[356999,2071501],[358742,1577943],[359758,2076203],[406719,2147759],[413950,1671946],[416849,1673900],[425381,1689653],[431618,2177329],[431733,2180315],[433936,1706871],[458737,1978330],[480429,1773958],[485310,1531436],[486327,2240733],[487153,2251084],[495771,1798809],[508282,1811135],[508338,1815837],[515284,2279186],[515513,1831301],[515884,2282488],[518412,1833255],[543219,1335060],[544236,2307149],[545062,2092444],[569147,1892771],[569203,1897473],[570330,2340831],[574792,1660930],[575442,2337330],[575671,1907495],[576830,2347327],[586160,1409511],[593868,1929781],[597932,1693808],[598949,2361862],[599775,1932767],[600357,1938291],[608135,2373350],[608393,1953368],[633941,2194160],[638403,1465700],[639053,2398195],[639282,1987523],[640441,2200656],[660284,2007900],[664348,1498578],[665365,2419771],[666191,2010886],[666773,2016410],[667974,2429155],[669095,2424359],[670230,2019635],[672515,1533390],[673427,2425975],[673685,2025871],[690907,2041843],[693558,2046688],[693638,2047228],[698020,1820285],[698670,2447740],[698899,1813864],[700058,2049990],[709388,1573029],[722425,2290506],[723560,2082093],[736950,2295302],[738071,2479407],[739206,2095769],[741491,1337014],[742403,2481023],[742661,2102005],[754868,1622037],[764356,2333154],[765111,2120546],[765191,2121086],[769573,1628458],[770223,2499758],[770452,1895500],[771611,2123848],[773045,2508483],[774708,2504380],[775829,2131644],[775909,2132184],[776627,1129976],[779359,1655343],[797693,2152788],[797922,2156952],[800526,2157701],[801072,2157703],[802193,2523654],[803328,1933511],[805613,1695762],[806525,2525270],[806783,1936344],[824005,2182099],[832145,2383854],[833266,2190659],[833346,2191199],[842690,1725097],[843825,2198831],[846903,2387957],[848566,2553493],[849687,2203197],[849767,2203737],[850485,1214281],[853217,1740664],[859806,1747240],[862681,2403128],[863816,2215191],[866341,1750073],[875958,2422076],[876187,1760676],[876660,2226677],[877206,2226679],[878327,2569737],[879462,2011630],[881747,1500532],[882659,2571353],[882917,2014463],[886951,2575302],[887524,1777905],[888068,2237044],[888614,2237046],[907500,2039506],[908635,2254409],[911832,2256633],[912090,2260645],[915004,2261351],[916667,2592442],[917788,1291230],[917868,2050720],[918586,1290091],[921318,1814698],[933785,2269543],[939652,2283958],[939881,2074230],[948046,2468277],[949163,2292120],[949709,2292122],[951909,2613170],[959428,1850738],[960549,2298977],[960629,2299517],[962724,2093188],[965070,2618503],[965643,1861026],[966187,2303460],[966733,2303462],[976903,1355946],[977326,1871990],[980274,2485417],[981395,2313887],[981475,2314427],[983935,1622871],[985750,2498114],[987944,1882064],[990819,1880767],[991954,2322059],[994221,2502387],[994479,1884897],[995032,2324962],[996695,2632682],[997816,1377792],[997896,2124578],[998614,1376653],[1001346,1896334],[1006051,1901190],[1007027,2334524],[1021420,1911368],[1022555,2345502],[1027296,2150787],[1028417,2349868],[1028497,2350408],[1031947,1677135],[1036508,2652274],[1037081,1932464],[1037625,2161045],[1038171,1163270],[1040129,1162697],[1054688,2364167],[1054917,1946947],[1057057,2179762],[1058192,2181059],[1061389,2377762],[1061647,2183892],[1065958,1453601],[1066037,2382960],[1069940,2547202],[1071226,2385276],[1073995,2670554],[1074874,1460113],[1081129,1725768],[1081702,1983609],[1082246,2391338],[1082792,2391340],[1084236,1726394],[1084992,1471012],[1085072,2201386],[1087687,1981218],[1088663,2395389],[1097924,1746193],[1099212,1991616],[1099657,1486483],[1102605,2558607],[1103722,2404742],[1104268,2404744],[1106468,1994687],[1108795,2569900],[1110616,1497472],[1111039,2001556],[1113987,2000295],[1115108,2411599],[1115188,2412139],[1117283,2226286],[1117648,1503767],[1119629,2686885],[1120202,2010583],[1120746,2230021],[1121292,1248591],[1123250,1248018],[1138180,2243038],[1145699,2029468],[1146820,2432830],[1146900,2433370],[1148995,2251828],[1151341,2040177],[1151914,1795969],[1152458,2437313],[1153004,2437315],[1161721,2049319],[1172021,2446096],[1174215,2060794],[1177090,2059497],[1178225,2455912],[1180492,2450369],[1180750,2063627],[1182966,2281957],[1184087,1574168],[1184167,2283218],[1187617,1836490],[1192461,2467693],[1194068,1586078],[1196285,2613333],[1199869,2719406],[1200442,2084648],[1203451,1594883],[1203530,2472643],[1207433,1596549],[1207743,2097853],[1208719,2474959],[1210302,1600561],[1210725,1851999],[1210942,2301466],[1211488,1340822],[1212367,1340249],[1222485,2309454],[1224034,1870589],[1225313,1353493],[1225392,2484523],[1226014,1355867],[1229295,1875067],[1230581,2486839],[1233350,2108595],[1234855,2632454],[1235803,1625618],[1237091,2114638],[1237536,1627379],[1240484,1881438],[1241057,2125568],[1241601,2492901],[1242147,2492903],[1244347,1633770],[1244427,2324614],[1247042,2123177],[1261767,2335686],[1265822,2339959],[1272956,1912039],[1273529,1903581],[1274073,2511864],[1274619,2511866],[1276063,1912665],[1276819,1666242],[1276899,2348057],[1279514,1918601],[1280490,2515915],[1287634,2154085],[1298295,2164116],[1300622,2523817],[1302443,1692702],[1302866,2170985],[1305814,2169724],[1306935,2532125],[1307015,2532665],[1309110,2372957],[1309475,1698997],[1311456,2180433],[1312029,1950528],[1312573,2376692],[1313119,1443821],[1315077,1443248],[1321204,2759208],[1322720,1714919],[1324703,2670326],[1325651,1716320],[1329356,2193148],[1332127,2388816],[1332841,2547649],[1334448,1462860],[1336665,1467307],[1339082,1972679],[1339527,1729227],[1347813,2396551],[1351868,2400824],[1354833,2558023],[1358657,1489169],[1362241,1746614],[1362814,2217746],[1364544,1753176],[1365823,1495019],[1365902,2562973],[1366524,1497393],[1369805,1756664],[1370115,2230951],[1371091,2565289],[1373314,2414088],[1373860,1504340],[1384857,2233092],[1391515,2424522],[1395099,2251202],[1395672,2023120],[1398681,1786710],[1398760,2579668],[1402663,1788376],[1402973,2021719],[1403949,2581984],[1405532,1792388],[1405955,2030729],[1406172,2435319],[1406718,1537198],[1407597,1536625],[1416959,2040803],[1417715,1804121],[1417795,2257894],[1424525,2053797],[1428580,2267235],[1430085,2592214],[1431033,1817445],[1432321,2273278],[1432766,1819206],[1435714,2060168],[1436287,2051710],[1436831,2599926],[1437377,2599928],[1439577,1825597],[1439657,2458467],[1442272,2066730],[1450392,2285255],[1451779,2717579],[1455267,2289598],[1455736,1842059],[1459200,1586499],[1459279,2612183],[1462610,1849668],[1464376,1593061],[1466359,1597018],[1469661,1600482],[1478321,2479570],[1481905,2092562],[1482478,2099254],[1484722,1870729],[1488221,1618494],[1492874,2316376],[1495645,2490379],[1496359,2626838],[1500183,1630065],[1511331,2127655],[1515386,2330846],[1517580,2340994],[1521079,2504152],[1522027,1902591],[1525732,2134995],[1528503,2509342],[1529217,2641316],[1530824,1658090],[1533041,1662537],[1535458,2142108],[1535903,1915498],[1544189,1922089],[1547058,1926101],[1547481,2152048],[1547698,2353219],[1548244,1677708],[1555033,1684399],[1558617,1932885],[1559190,2163376],[1560920,1939447],[1562199,1690249],[1562278,2656640],[1562900,1692623],[1566181,1942935],[1566491,2161975],[1567467,2658956],[1569690,2534614],[1570236,1699570],[1581233,1958680],[1581313,2379023],[1585088,1715059],[1585828,1713989],[1587125,2546017],[1589958,2669728],[1593201,1724357],[1603344,2209926],[1604142,2194323],[1607641,2553265],[1608589,1982619],[1612294,2206548],[1614537,1745943],[1618025,2402220],[1629117,1757133],[1641079,1768704],[1644663,2011004],[1645236,2232352],[1647009,2428927],[1650497,2238066],[1650966,2020789],[1654430,1778326],[1654509,2692923],[1657840,2028398],[1659606,1784888],[1661589,1788845],[1664891,1792309],[1669013,2438335],[1673551,1800416],[1675968,2255563],[1676413,2043636],[1679952,2049459],[1683451,1810321],[1688104,2266165],[1690875,2597404],[1691589,2707578],[1695413,1821892],[1706561,2070218],[1710070,2463629],[1710616,1837063],[1717310,2290669],[1731945,1857397],[1732330,2295074],[1735818,2304482],[1736287,2096923],[1739751,1861447],[1739830,2724873],[1764257,2123317],[1767756,1891957],[1772409,2329776],[1776915,1901330],[1777655,1900260],[1778952,2639684],[1779992,2342835],[1781785,2738221],[1785028,1910628],[1795171,2138373],[1795719,2149717],[1799468,1922558],[1802770,1926022],[1806364,1932214],[1809852,2359195],[1820944,1943404],[1828368,2537630],[1832906,1954975],[1842989,2383626],[1844390,2193288],[1856449,1977516],[1860036,1981358],[1860776,1980288],[1862073,2677126],[1863113,2196164],[1864906,2765041],[1872980,2403291],[1888000,2010333],[1891488,2417104],[1903331,2248450],[1904628,2578838],[1918216,2036127],[1918741,2038766],[1934551,2453245],[1954027,2070687],[1965566,2084398],[1968944,2471813],[1969646,2085526],[1975010,2097993],[1983359,2089810],[1984656,2622039],[1992546,2485189],[1993947,2316516],[2012670,2319392],[2021859,2144439],[2035179,2146945],[2051460,2369579],[2052757,2526290],[2079426,2189015],[2107525,2217496],[2110903,2405764],[2116969,2231091],[2125318,2222908],[2126615,2572373],[2139075,2244166],[2162115,2275609],[2212524,2312243] ] cell #3641 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [323173],[393241],[430198],[467757],[472541],[513767],[519881],[525454],[555413],[593047],[601610],[606394],[612985],[619262],[650995],[672125],[692418],[702084],[709928],[714712],[720724],[741101],[777902],[779899],[792824],[799854],[809635],[818822],[826328],[851760],[853757],[890153],[892097],[892887],[906642],[921858],[933879],[968272],[970216],[971006],[1001886],[1005058],[1011138],[1011335],[1025577],[1041654],[1042444],[1086694],[1092774],[1092971],[1124775],[1125565],[1129139],[1134261],[1166808],[1167005],[1196780],[1213444],[1218566],[1234714],[1252129],[1252326],[1256695],[1289254],[1294376],[1326260],[1342741],[1359152],[1364167],[1375816],[1380938],[1388801],[1419453],[1457004],[1458170],[1475607],[1489778],[1493794],[1506259],[1519285],[1588823],[1599452],[1605847],[1614898],[1619762],[1620928],[1670837],[1714350],[1728092],[1748938],[1759567],[1791279],[1797674],[1850029],[1870020],[1883762],[1914363],[1945838],[1999586],[2028759],[2062492],[2091101],[2169015],[2249741],[2354510] ] cell #3642 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [658047],[731543],[750480],[762445],[816687],[841665],[861656],[871799],[874330],[900972],[919909],[931874],[940931],[943851],[957800],[978646],[989794],[999937],[1020395],[1030538],[1035188],[1040386],[1050529],[1053060],[1062494],[1076934],[1086073],[1098410],[1112359],[1123507],[1130122],[1144071],[1155219],[1157325],[1157562],[1159889],[1164917],[1176065],[1186208],[1188739],[1190858],[1208613],[1212624],[1214427],[1245428],[1245665],[1250238],[1268761],[1277900],[1280384],[1282710],[1284649],[1284980],[1285474],[1288191],[1290237],[1304186],[1315334],[1317440],[1317677],[1320004],[1337160],[1337488],[1337853],[1341363],[1370985],[1374502],[1374996],[1376799],[1403843],[1407854],[1409657],[1409985],[1410350],[1414687],[1414966],[1415002],[1440658],[1440895],[1443142],[1445468],[1447407],[1447738],[1448232],[1450949],[1460259],[1462936],[1467468],[1467916],[1468024],[1493744],[1495824],[1500678],[1501006],[1501371],[1504881],[1504917],[1526602],[1533536],[1533864],[1534229],[1537739],[1539835],[1540283],[1540391],[1544364],[1560591],[1567361],[1570878],[1571372],[1573503],[1573868],[1578205],[1578484],[1578520],[1586154],[1587304],[1593119],[1597889],[1598286],[1613164],[1623017],[1623345],[1623710],[1625694],[1625730],[1630226],[1630674],[1630782],[1646637],[1655817],[1656182],[1658166],[1662698],[1663146],[1663254],[1669274],[1669671],[1688974],[1689915],[1691054],[1695908],[1696236],[1696601],[1700111],[1700147],[1702207],[1702655],[1702763],[1706736],[1714977],[1716396],[1716432],[1722085],[1741138],[1741503],[1746269],[1750735],[1751183],[1751291],[1752928],[1753234],[1758004],[1758401],[1773279],[1774220],[1779131],[1782447],[1782895],[1783003],[1784946],[1789716],[1790113],[1815172],[1815537],[1815702],[1817521],[1817557],[1822053],[1822501],[1822609],[1828629],[1829026],[1841188],[1841811],[1842117],[1852075],[1862252],[1865568],[1866016],[1866124],[1868149],[1870647],[1872066],[1875328],[1875725],[1877755],[1886007],[1896808],[1897173],[1897338],[1898750],[1902667],[1902703],[1905929],[1906326],[1908356],[1929646],[1937006],[1937454],[1937562],[1939199],[1939505],[1944275],[1944672],[1960791],[1962406],[1963833],[1972737],[1978778],[1982695],[1982731],[1985957],[1986354],[1988450],[1990327],[1990745],[1991674],[2001632],[2005291],[2007765],[2015125],[2015573],[2015681],[2017623],[2019500],[2020541],[2020847],[2030805],[2044746],[2046879],[2054058],[2054455],[2056485],[2064737],[2078582],[2080875],[2081958],[2086650],[2088077],[2093757],[2095634],[2096675],[2096981],[2104365],[2105792],[2113349],[2114696],[2120737],[2127916],[2128313],[2130220],[2131835],[2133262],[2142166],[2152124],[2155783],[2157879],[2159756],[2171061],[2174720],[2185002],[2190056],[2190850],[2195320],[2198696],[2199558],[2201773],[2203388],[2204815],[2211680],[2213973],[2215056],[2219748],[2221175],[2226855],[2228732],[2237222],[2245290],[2246717],[2254274],[2255621],[2271989],[2273336],[2286953],[2291477],[2292298],[2299168],[2299956],[2301039],[2303638],[2313284],[2314078],[2318548],[2321924],[2341991],[2345367],[2346229],[2350059],[2351486],[2366419],[2367846],[2375403],[2391516],[2392227],[2404099],[2404920],[2411790],[2413661],[2433021],[2433809],[2434892],[2437491],[2441729],[2452401],[2455777],[2493079],[2512042],[2512753],[2519700],[2520783],[2532316],[2534187],[2588935],[2600104],[2608845], [393644,762784],[472589,874171],[514170,932213],[555461,986592],[560729,992317],[606442,1052901],[613388,1062833],[619310,1073008],[651671,1109653],[692821,1160228],[702132,1172863],[707400,1178588],[714760,1188580],[721400,1199383],[755338,1236289],[777950,1264835],[799902,1288032],[810311,1301480],[818870,1312132],[824138,1317857],[830517,1328363],[851808,1350881],[890829,1394613],[892935,1395775],[906690,1409204],[914270,1418223],[924767,1431519],[934555,1442762],[968948,1481419],[971054,1482581],[1009247,1524739],[1011186,1523166],[1012011,1526222],[1026468,1539666],[1042492,1559293],[1055387,1573175],[1090883,1611301],[1092822,1609728],[1093647,1612784],[1125613,1645339],[1135152,1652783],[1135431,1655489],[1150230,1668365],[1166856,1685538],[1167681,1688594],[1219457,1738104],[1219736,1740810],[1252177,1769843],[1253002,1772899],[1257861,1777981],[1261942,1779344],[1295267,1812138],[1295546,1814844],[1343907,1861102],[1347988,1862465],[1364215,1877421],[1381829,1893774],[1382108,1896480],[1387635,1901248],[1420619,1932540],[1424700,1933903],[1474441,1981276],[1494685,1997191],[1507425,2010659],[1511506,2012022],[1551153,2049377],[1552319,2050796],[1591068,2084724],[1623875,2110255],[1637199,2123235],[1638365,2124654],[1681657,2161103],[1720055,2193206],[1730337,2201462],[1743375,2210661],[1765962,2230079],[1830192,2283294],[1840770,2290094],[1855734,2301524],[1916608,2348133],[1952233,2376750],[1971390,2389312],[2034464,2435377],[2140819,2509838] ] cell #3643 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [359753],[431613],[486322],[515217],[544231],[575375],[598944],[608067],[638986],[665360],[668960],[673359],[690902],[698603],[737936],[742335],[764351],[770156],[774570],[797626],[802058],[806457],[824000],[842555],[848428],[875891],[878192],[882591],[887015],[907365],[911764],[916529],[917653],[933780],[939585],[951774],[959290],[965134],[985683],[990684],[994153],[996557],[997681],[1021285],[1027158],[1036572],[1038033],[1054621],[1056922],[1061321],[1069873],[1073857],[1081193],[1084857],[1106333],[1108727],[1113849],[1119693],[1121154],[1138045],[1145561],[1151405],[1162761],[1171954],[1176955],[1180424],[1182828],[1183952],[1196217],[1199933],[1207366],[1211350],[1222350],[1229228],[1233212],[1234909],[1240548],[1244212],[1248082],[1261700],[1265684],[1273020],[1276684],[1298160],[1300554],[1305676],[1311520],[1312981],[1322236],[1324757],[1336597],[1340313],[1347746],[1351730],[1358589],[1362305],[1369738],[1373722],[1384722],[1391447],[1395163],[1402596],[1406580],[1417580],[1424458],[1428442],[1430139],[1435778],[1439442],[1443312],[1452734],[1463892],[1466413],[1478253],[1481969],[1485754],[1488275],[1500115],[1503831],[1511264],[1515248],[1518612],[1521133],[1532973],[1536689],[1544122],[1548106],[1554965],[1558681],[1566114],[1570098],[1581098],[1594016],[1603277],[1605174],[1607695],[1615492],[1626650],[1629171],[1641011],[1644727],[1647964],[1659122],[1661643],[1673483],[1677199],[1680984],[1683505],[1695345],[1699061],[1706494],[1710478],[1719382],[1727419],[1731877],[1733285],[1754131],[1765289],[1767810],[1785843],[1795104],[1797001],[1799522],[1807319],[1818477],[1820998],[1832838],[1836554],[1844934],[1846412],[1852543],[1856503],[1883089],[1888955],[1905653],[1913690],[1918148],[1919556],[1940402],[1951560],[1954081],[1967451],[1969755],[1985681],[1995969],[2002100],[2023664],[2025142],[2031273],[2035233],[2061819],[2067685],[2079535],[2099798],[2101276],[2109410],[2136880],[2139184],[2165398],[2171529],[2208433],[2212633],[2234374],[2238175],[2268050],[2304591],[2331661],[2359304],[2417213],[2471922] ] cell #3644 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [762829],[874177],[932258],[986598],[992304],[1052907],[1062878],[1073014],[1109640],[1160273],[1172869],[1178575],[1188586],[1199370],[1236006],[1264841],[1288038],[1301467],[1312138],[1317844],[1328080],[1350887],[1394600],[1395781],[1409210],[1418210],[1431236],[1442749],[1452059],[1481406],[1482587],[1523172],[1524456],[1526209],[1539653],[1559299],[1572892],[1609734],[1611018],[1612771],[1645345],[1647289],[1652770],[1655206],[1668256],[1685544],[1688581],[1732610],[1738091],[1740527],[1769849],[1772886],[1775006],[1779235],[1812125],[1814561],[1843269],[1858127],[1862356],[1877427],[1893761],[1896197],[1898591],[1929565],[1933794],[1965058],[1978619],[1992826],[1997178],[2007684],[2011913],[2019419],[2046720],[2080716],[2081877],[2095553],[2107017],[2110146],[2120578],[2131676],[2190691],[2198615],[2203229],[2210507],[2213814],[2214975],[2254193],[2289940],[2299009],[2313919],[2321843],[2345286],[2349900],[2389158],[2402562],[2411631],[2432862],[2455696],[2490721],[2509684],[2532157],[2550463],[2597746],[2644130],[2701473] ] cell #3645 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3646 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3647 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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56448],[2172583,2656819],[2172690,2813769],[2188640,2382768],[2196533,2550161],[2199399,2550433],[2205100,2677101],[2212062,2560788],[2212499,2402195],[2212893,2402260],[2217393,2405739],[2219456,2409106],[2221460,2409285],[2222883,2230926],[2224212,2774374],[2225954,2412286],[2230395,2689066],[2231999,2572348],[2238435,2692731],[2243791,2579476],[2244998,2694214],[2247002,2583108],[2255937,2698480],[2257541,2590653],[2258174,2699278],[2271830,2597716],[2273652,2784463],[2275256,2837310],[2284923,2607470],[2299664,2475904],[2301840,2725798],[2304851,2724681],[2311868,2484331],[2318930,2491225],[2319761,2490419],[2322627,2324261],[2343204,2643828],[2346070,2644100],[2351771,2649706],[2366127,2529632],[2368131,2529811],[2370883,2749983],[2372625,2532812],[2377066,2663342],[2378670,2540865],[2389662,2392609],[2433517,2582929],[2435693,2693848],[2438704,2701171],[2441570,2701443],[2452783,2598250],[2453614,2597444],[2456480,2458114],[2464933,2714482],[2510188,2513135],[2519408,2649527],[2521584,2648220],[2586370,2589317] ] cell #3648 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3649 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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777343],[2247028,2778532],[2248548,2833447],[2257567,2702577],[2264743,2593042],[2266263,2448814],[2270043,2597063],[2275212,2707829],[2275282,2839638],[2297594,2615946],[2300051,2615948],[2305238,2620927],[2311599,2486017],[2312504,2484814],[2314961,2316474],[2318479,2490577],[2320148,2490915],[2322653,2732160],[2324287,2493721],[2328354,2633282],[2329874,2500832],[2335947,2639343],[2341922,2739833],[2343591,2644324],[2351797,2743524],[2353317,2650963],[2366514,2656933],[2368157,2816779],[2369677,2857560],[2378696,2665838],[2392158,2550319],[2393971,2674040],[2396812,2676785],[2409311,2564467],[2410216,2563264],[2412673,2414186],[2431447,2696686],[2433904,2696688],[2439091,2701667],[2452332,2597602],[2454001,2597940],[2456506,2789289],[2458140,2600746],[2462207,2714022],[2463727,2607857],[2474137,2476109],[2512684,2643986],[2514497,2742533],[2517338,2745278],[2519795,2745280],[2529837,2658134],[2530742,2656931],[2533199,2534712],[2540891,2757099],[2581162,2583134],[2588866,2701329],[2590679,2700964],[2647760,2649732] ] cell #3650 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117434],[1207373],[1229235],[1244219],[1244606],[1287785],[1309261],[1336592],[1358584],[1369745],[1373336],[1373717],[1402603],[1417587],[1417974],[1439449],[1439836],[1450543],[1466348],[1488210],[1495667],[1500110],[1503753],[1532968],[1544129],[1547720],[1548101],[1566121],[1569712],[1570093],[1581105],[1581492],[1582519],[1587147],[1593050],[1614526],[1625604],[1629106],[1633301],[1661578],[1669035],[1673478],[1677121],[1690897],[1695340],[1698983],[1710092],[1710473],[1711996],[1713978],[1714908],[1716306],[1726416],[1747262],[1753165],[1760698],[1778974],[1780014],[1784877],[1795955],[1799457],[1817431],[1820933],[1825128],[1828390],[1836476],[1837629],[1842048],[1849657],[1851985],[1862095],[1863135],[1870578],[1871976],[1882086],[1884883],[1901179],[1902577],[1903567],[1904650],[1912687],[1918590],[1933533],[1934573],[1939436],[1946969],[1950514],[1950629],[1958211],[1972668],[1981207],[1982605],[1983595],[1984678],[1991605],[2001542],[2011652],[2012692],[2020778],[2021708],[2023106],[2023221],[2028387],[2030715],[2040825],[2046253],[2049308],[2050706],[2051696],[2052779],[2060816],[2063613],[2074252],[2093210],[2096912],[2097842],[2099240],[2099355],[2110925],[2114627],[2123166],[2124564],[2125554],[2126637],[2142097],[2152034],[2154107],[2156974],[2161034],[2161964],[2163362],[2163477],[2170971],[2181081],[2183878],[2193137],[2198853],[2201372],[2215213],[2217732],[2226308],[2230010],[2230940],[2232338],[2232453],[2251850],[2254431],[2255552],[2257880],[2257995],[2260631],[2273267],[2283204],[2285277],[2289587],[2299503],[2301455],[2314413],[2316365],[2322081],[2324600],[2324715],[2345524],[2348043],[2350394],[2372979],[2376681],[2379009],[2379124],[2382845],[2388805],[2391242],[2402209],[2404646],[2412125],[2433356],[2435308],[2437217],[2455934],[2458453],[2458568],[2472528],[2484408],[2492805],[2509331],[2511768],[2532651],[2579553],[2599830], [370621,1467826],[469916,1630584],[491147,1663056],[499430,1156116],[552878,1751093],[588859,1540193],[590436,1284195],[603769,1822411],[612052,1316231],[644605,1870130],[657647,1885917],[689752,1413838],[699549,1937364],[701124,1429573],[712087,1702565],[713664,1446953],[747930,1989764],[758060,1999696],[771102,2015483],[772677,1516379],[782200,1782805],[803245,2048860],[803479,1552930],[809252,1560137],[816287,2064647],[822850,1577356],[844732,2091211],[856058,1865926],[869249,2112786],[879379,2122718],[879613,1638976],[885386,1646183],[887867,1900731],[917359,2159193],[917660,1424465],[918047,1682265],[924159,1689066],[927489,2169125],[940531,2184912],[942106,1711609],[961160,2198995],[962641,2200456],[962875,1730948],[965986,1980759],[997387,2228169],[997688,1511271],[998075,1766570],[1004187,1773371],[1006073,2018937],[1023462,2249851],[1034788,2044656],[1037424,1806835],[1037647,1808054],[1038028,1554960],[1047979,2271426],[1058109,2281358],[1058343,1830803],[1064116,1838010],[1082045,2090281],[1084563,2300476],[1084864,1603284],[1085251,1856342],[1087709,2095071],[1117200,2323684],[1120545,1888471],[1120768,1889690],[1121149,1641006],[1129962,1900249],[1147431,2345666],[1148912,2347127],[1149146,1917219],[1152257,2150188],[1158286,2354620],[1161743,1929083],[1162683,1683440],[1183658,2374840],[1183959,1706501],[1184346,1952841],[1190458,1959642],[1200785,1966037],[1206154,2389755],[1207765,2198133],[1210964,1976289],[1211345,1731872],[1214267,1980277],[1241400,2223379],[1243918,2413098],[1247064,2007202],[1248004,1767745],[1273872,2248921],[1276390,2434329],[1276691,1795111],[1277078,2035072],[1279536,2253711],[1286070,2441166],[1287551,2442627],[1290077,1806353],[1309027,2457537],[1312372,2067201],[1312595,2068420],[1312976,1832833],[1329378,2081395],[1332149,2085199],[1335082,2297006],[1337000,2089799],[1340235,1856438],[1363157,2107996],[1368526,2491318],[1370137,2321361],[1376639,1887989],[1396015,2135466],[1401384,2510281],[1402995,2344804],[1406194,2145718],[1406575,1918143],[1409497,2149706],[1414768,2353690],[1417286,2520220],[1436630,2370050],[1439148,2533624],[1442294,2176631],[1443234,1954016],[1450309,2541922],[1455289,2188688],[1460099,1965555],[1462846,1969635],[1465686,2196153],[1482821,2207019],[1492405,2560881],[1492896,2214493],[1498600,2409628],[1500518,2222897],[1525754,2240035],[1528525,2243839],[1531458,2430859],[1533376,2248439],[1536611,2035168],[1542910,2586463],[1544521,2440304],[1559533,2266636],[1564902,2598343],[1566513,2455214],[1573015,2066719],[1578286,2464100],[1580804,2608282],[1586064,2079415],[1612316,2306451],[1618047,2311916],[1622059,2487674],[1622857,2107514],[1628444,2319381],[1645579,2330247],[1650519,2335359],[1655329,2134984],[1658076,2139064],[1660916,2342824],[1671968,2516750],[1673886,2353208],[1687635,2654548],[1688126,2361164],[1689996,2535085],[1693830,2530154],[1695748,2369568],[1705282,2663435],[1706893,2539599],[1735840,2396224],[1740650,2206537],[1746179,2212513],[1750059,2405753],[1771940,2689159],[1772431,2419073],[1774301,2414559],[1777891,2238055],[1784402,2693941],[1798795,2438324],[1809874,2445769],[1813886,2594699],[1814684,2266154],[1815859,2602129],[1820271,2453234],[1831323,2604812],[1833241,2463618],[1861012,2304471],[1867523,2725891],[1891510,2497787],[1895522,2634939],[1896320,2329765],[1897495,2495104],[1907517,2640542],[1929803,2656391],[1932450,2359184],[1936330,2526279],[1938277,2534603],[1953354,2537619],[1968966,2546875],[1987545,2677984],[2007922,2562724],[2010569,2417093],[2014449,2572362],[2016396,2414077],[2019657,2691936],[2025857,2578827],[2047214,2597393],[2082115,2611196],[2084634,2471802],[2095791,2723886],[2101991,2622028],[2121072,2490368],[2132170,2639673],[2157605,2656525],[2191185,2546006],[2203723,2677115],[2226581,2562858],[2236948,2692808],[2292024,2612068],[2303364,2724758] ] cell #3651 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [941897],[1056283],[1136327],[1181409],[1220632],[1263159],[1296442],[1310375],[1349205],[1383004],[1387867],[1392898],[1415862],[1425917],[1474673],[1479704],[1505777],[1512723],[1518380],[1545581],[1551385],[1556416],[1579380],[1598518],[1604942],[1634852],[1637431],[1642462],[1647778],[1669903],[1674934],[1680752],[1681889],[1701007],[1707953],[1720287],[1727187],[1733099],[1753767],[1758633],[1762544],[1765057],[1766194],[1790345],[1796769],[1807133],[1808565],[1826679],[1829258],[1834289],[1842650],[1846180],[1852357],[1855966],[1875957],[1878229],[1882857],[1888769],[1890201],[1906558],[1913458],[1919370],[1930842],[1940038],[1944904],[1948815],[1951328],[1952465],[1964307],[1967265],[1973270],[1976800],[1986586],[1992207],[1995737],[1997357],[2001914],[2005523],[2008961],[2021380],[2024910],[2031087],[2034696],[2054687],[2056959],[2061587],[2067499],[2068931],[2078050],[2079729],[2088551],[2091509],[2097514],[2101044],[2106266],[2109224],[2115229],[2118759],[2128545],[2133736],[2136694],[2142699],[2146229],[2156015],[2161636],[2165166],[2166786],[2171343],[2174952],[2178390],[2187323],[2194788],[2196467],[2205289],[2208247],[2211148],[2212827],[2221649],[2224607],[2230612],[2234142],[2236690],[2238369],[2247191],[2250149],[2256154],[2259684],[2264906],[2267864],[2273869],[2277399],[2287185],[2295641],[2302057],[2303106],[2304785],[2310551],[2318016],[2319695],[2328517],[2331475],[2333994],[2341459],[2343138],[2351960],[2354918],[2357819],[2359498],[2368320],[2371278],[2377283],[2380813],[2386236],[2390984],[2394134],[2394859],[2408263],[2415728],[2417407],[2429494],[2435910],[2436959],[2438638],[2444404],[2451869],[2453548],[2462370],[2465328],[2470290],[2471148],[2474429],[2476887],[2492547],[2496422],[2506762],[2511510],[2514660],[2515385],[2528789],[2536254],[2537933],[2546142],[2547404],[2555875],[2561478],[2564759],[2577315],[2578173],[2581454],[2583912],[2599572],[2603447],[2610792],[2620516],[2621374],[2625331],[2639809],[2641071],[2655145],[2658426],[2677251],[2679174],[2689756],[2691532],[2706071],[2723482],[2735371],[2747667],[2772058],[2794883] ] cell #3652 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [941888],[1056274],[1136318],[1181406],[1220623],[1263156],[1296433],[1310379],[1349202],[1382995],[1387864],[1392902],[1415853],[1425914],[1474670],[1479708],[1505768],[1512720],[1518384],[1545578],[1551382],[1556420],[1579371],[1598515],[1604946],[1634849],[1637428],[1642466],[1647782],[1669900],[1674938],[1680756],[1681886],[1700998],[1707950],[1720284],[1727191],[1733103],[1753764],[1758630],[1762548],[1765061],[1766191],[1790342],[1796773],[1807137],[1808569],[1826676],[1829255],[1834293],[1842647],[1846184],[1852361],[1855963],[1875954],[1878233],[1882861],[1888773],[1890205],[1906555],[1913462],[1919374],[1930846],[1940035],[1944901],[1948819],[1951332],[1952462],[1964311],[1967269],[1973267],[1976804],[1986583],[1992204],[1995741],[1997390],[2001918],[2005520],[2008965],[2021377],[2024914],[2031091],[2034693],[2054684],[2056963],[2061591],[2067503],[2068935],[2078054],[2079762],[2088555],[2091513],[2097511],[2101048],[2106270],[2109228],[2115226],[2118763],[2128542],[2133740],[2136698],[2142696],[2146233],[2156012],[2161633],[2165170],[2166819],[2171347],[2174949],[2178394],[2187419],[2194792],[2196500],[2205293],[2208251],[2211152],[2212860],[2221653],[2224611],[2230609],[2234146],[2236694],[2238402],[2247195],[2250153],[2256151],[2259688],[2264910],[2267868],[2273866],[2277403],[2287182],[2295737],[2302054],[2303110],[2304818],[2310647],[2318020],[2319728],[2328521],[2331479],[2334090],[2341463],[2343171],[2351964],[2354922],[2357823],[2359531],[2368324],[2371282],[2377280],[2380817],[2386240],[2390988],[2394138],[2394955],[2408359],[2415732],[2417440],[2429590],[2435907],[2436963],[2438671],[2444500],[2451873],[2453581],[2462374],[2465332],[2470386],[2471152],[2474525],[2476920],[2492551],[2496518],[2506766],[2511514],[2514664],[2515481],[2528885],[2536258],[2537966],[2546238],[2547437],[2555879],[2561482],[2564855],[2577411],[2578177],[2581550],[2583945],[2599576],[2603543],[2610825],[2620612],[2621378],[2625427],[2639905],[2641104],[2655149],[2658522],[2677347],[2679207],[2689760],[2691565],[2706167],[2723515],[2735467],[2747700],[2772091],[2794916] ] cell #3653 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [359791,2466462],[431651,2536377],[435585,2381906],[486360,2578296],[515409,2603552],[515829,2462458],[544269,2621497],[575567,2639914],[575987,2514748],[598982,2655268],[608046,2537975],[608263,2662187],[639178,2677356],[639598,2394222],[665398,2689879],[669225,2691574],[673338,2583954],[673555,2693246],[690940,2587815],[695490,2048550],[698795,2706176],[699215,2264994],[709235,2605198],[738201,2723524],[742314,2476929],[742531,2725196],[764389,2736352],[767043,2122408],[770348,2735476],[770768,2328605],[773513,2641113],[774839,2737119],[779206,2645032],[797818,2648157],[798238,1924014],[802323,2747709],[803099,1931263],[806436,2359540],[806653,2749381],[824038,2664787],[842820,2389599],[845612,2200146],[847371,2547446],[848697,2763939],[853064,2551365],[876083,2774311],[876503,2235235],[878457,2772100],[879233,2009382],[882570,2417449],[882787,2773772],[886242,2694279],[886878,2775049],[907630,2586307],[911743,2041298],[911960,2700269],[915472,2444509],[916798,2783875],[917113,1810493],[921165,2446155],[933818,2707052],[936472,2281048],[939777,2714419],[940197,2072143],[948514,2610834],[952039,2794925],[957636,2297254],[959559,2473442],[962495,2091930],[964361,2613539],[964997,2797174],[986866,2803877],[990949,2491162],[993741,2323374],[994132,2332609],[994349,2805653],[995500,2496527],[996826,2803820],[997141,1892129],[1001193,2498173],[1004839,2739282],[1007495,2334099],[1021550,2510125],[1024342,2346817],[1026101,1921544],[1027427,2647065],[1031794,1675022],[1035515,1682719],[1035799,2522437],[1036435,2813296],[1054813,2749920],[1055233,2166259],[1057187,2663279],[1057963,2178811],[1061300,2181554],[1061517,2756404],[1070517,2668626],[1071694,2546247],[1073282,2822494],[1074126,2822437],[1079802,2197101],[1081056,2389996],[1084317,1977688],[1086475,2670789],[1089131,2394964],[1103073,2679216],[1106598,2560725],[1108634,2415851],[1109918,2829433],[1112195,2409876],[1114118,2563772],[1117054,2225028],[1117495,1762632],[1118636,1767024],[1118920,2568520],[1119556,2829297],[1131098,1520347],[1131382,2423142],[1134785,1787831],[1138310,2693785],[1143907,2431107],[1145830,2580467],[1148766,2250570],[1150632,1798941],[1151268,2586704],[1159166,2442317],[1160509,2269841],[1173137,2783932],[1177220,2598187],[1180012,2457227],[1180403,2268998],[1180620,2785708],[1181771,2069673],[1183097,2713327],[1183412,2070859],[1187464,1834377],[1196124,2471271],[1196561,2717920],[1197756,1847068],[1198040,2612506],[1199648,2844324],[1199796,2844188],[1202344,2296143],[1202549,2086926],[1205293,2297449],[1209187,2474534],[1215403,1606909],[1215687,2478190],[1219090,1596004],[1222615,2725735],[1229872,2726746],[1231049,2625436],[1232637,2487922],[1233481,2624897],[1235576,1878317],[1235952,2849533],[1239157,2320329],[1240411,2491559],[1243672,1886771],[1245830,2111201],[1258625,2335745],[1262344,1661062],[1263521,2137828],[1265109,2737176],[1265953,2738952],[1271629,2343772],[1272883,2510522],[1276144,2147117],[1278302,1410633],[1280958,2515490],[1282546,2516998],[1287405,2355339],[1294900,1942390],[1298425,2654392],[1300461,2357942],[1301745,2813432],[1304022,2530402],[1305945,2657439],[1308881,2371699],[1309322,1948903],[1310463,1441060],[1310747,1953500],[1311383,2663676],[1319281,2541612],[1320993,2860784],[1323971,2187825],[1324176,1962682],[1325424,1964395],[1327024,2189074],[1328026,2861195],[1331582,2195106],[1336504,2391107],[1338136,1478597],[1338420,2549259],[1344671,2396610],[1348390,1465832],[1349567,2209381],[1351155,2763996],[1351999,2765772],[1358496,2561601],[1358933,2766496],[1360128,1751947],[1360412,2680888],[1362020,2213461],[1362168,2403400],[1364465,1997399],[1364716,2218066],[1364921,1997991],[1367665,2410071],[1371559,2564864],[1381462,1756119],[1384987,2689003],[1391354,2236813],[1391791,1534512],[1392986,1523400],[1393270,2026003],[1394878,2775185],[1395026,2697654],[1397574,2429996],[1397779,2245566],[1400523,2431302],[1404417,2581559],[1410917,2585215],[1412525,2439272],[1417040,1801789],[1425102,1820417],[1426279,2053252],[1427867,2594947],[1428711,2705637],[1430806,2057047],[1431182,2836957],[1434387,2454182],[1435641,2598584],[1438902,2065501],[1445304,2605060],[1450163,2465749],[1451940,2873818],[1452969,2289289],[1454722,2078368],[1455657,2079771],[1455908,2290778],[1456113,2080363],[1467080,2088639],[1468680,2297392],[1478160,2303229],[1479792,1609962],[1480076,2102137],[1481684,2797310],[1481832,2616914],[1484511,2485322],[1487489,2102683],[1487694,1868425],[1488942,2106354],[1490542,2312302],[1491544,2312359],[1494318,1874522],[1495100,2111258],[1500022,2492670],[1501654,1641355],[1501938,2628448],[1511908,1628590],[1513085,2127110],[1514673,2635187],[1515517,2734937],[1517369,2739418],[1520552,1648199],[1521800,2133824],[1524402,2806270],[1527658,2640790],[1527958,2341777],[1532880,2511633],[1534796,2642926],[1539305,1919791],[1541047,2517136],[1542049,2517193],[1545943,2356052],[1554872,2159556],[1555309,1696884],[1556504,1685772],[1556788,1936476],[1558396,2360132],[1558544,2523926],[15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] cell #3654 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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885,2172631],[1709340,1956664],[1716850,1964556],[1718122,1965643],[1718307,1718517],[1728319,1974705],[1729398,2199447],[1730720,1976997],[1734543,1980365],[1734728,1734938],[1748045,1992623],[1749165,1993642],[1755389,2219822],[1787101,2245364],[1792768,2249966],[1797901,2038461],[1799829,2038348],[1802105,1805484],[1819377,2271878],[1821305,2275191],[1830575,2069128],[1853801,2089887],[1853986,1854196],[1854841,2300030],[1872520,2106515],[1873792,2107602],[1873977,1874187],[1883989,2116664],[1886390,2118956],[1914590,2144134],[1915669,2346118],[1916991,2146426],[1920814,2149794],[1920999,1921209],[1926481,2354735],[1941660,2366493],[2003358,2222985],[2003543,2003753],[2032531,2248527],[2032716,2032926],[2033571,2433883],[2043807,2441618],[2045129,2259881],[2062719,2275304],[2065120,2277596],[2154890,2519774],[2172787,2369656],[2172972,2173182],[2185385,2381010] ] cell #3655 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [292986],[356428],[405516],[431092],[457534],[485801],[507079],[515167],[543710],[567944],[571228],[575325],[591387],[598423],[634839],[638936],[659464],[664839],[668910],[690381],[694456],[698553],[714615],[732350],[737886],[763830],[766009],[770106],[774217],[793479],[797576],[802008],[803091],[818104],[823479],[835204],[842505],[848075],[867781],[872606],[875841],[878142],[879225],[901779],[907315],[916176],[917603],[933259],[935438],[939535],[947827],[951724],[958937],[962487],[983333],[985633],[990634],[996204],[997631],[1013934],[1021235],[1026805],[1037680],[1046511],[1051336],[1054571],[1056872],[1057955],[1069823],[1073504],[1080910],[1084807],[1095570],[1102386],[1106283],[1107901],[1113496],[1117046],[1120801],[1134098],[1137995],[1145208],[1148758],[1169604],[1171904],[1176905],[1182475],[1183902],[1192811],[1195391],[1207316],[1210997],[1218403],[1222300],[1229178],[1232859],[1240265],[1244162],[1254925],[1261650],[1265331],[1272737],[1276634],[1287397],[1294213],[1298110],[1299728],[1305323],[1308873],[1312628],[1321774],[1333191],[1335771],[1347696],[1351377],[1355183],[1357763],[1369688],[1373369],[1380775],[1384672],[1388041],[1390621],[1402546],[1406227],[1413633],[1417530],[1424408],[1428089],[1435495],[1439392],[1450155],[1463430],[1472875],[1474847],[1477427],[1485292],[1496709],[1499289],[1511214],[1514895],[1518150],[1529567],[1532147],[1544072],[1547753],[1551559],[1554139],[1566064],[1569745],[1577151],[1581048],[1590308],[1598692],[1603227],[1604712],[1626188],[1637605],[1640185],[1658660],[1668105],[1670077],[1672657],[1680522],[1691939],[1694519],[1706444],[1710125],[1718920],[1720461],[1726957],[1731051],[1758807],[1764827],[1782135],[1790519],[1795054],[1796539],[1818015],[1829432],[1832012],[1845950],[1848384],[1865256],[1876131],[1882627],[1905191],[1906732],[1913228],[1917322],[1945078],[1951098],[1963420],[1985219],[1986760],[1995507],[2024680],[2027114],[2054861],[2061357],[2100814],[2105379],[2128719],[2132849],[2164936],[2204402],[2233912],[2264019],[2327630],[2387788] ] cell #3656 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1633403],[1760223],[1825230],[1877710],[1877894],[1884449],[1946494],[1958313],[1963788],[1963972],[1997634],[2046355],[2056440],[2056624],[2063179],[2073777],[2080006],[2133217],[2133401],[2156499],[2167063],[2176705],[2176889],[2183444],[2204770],[2204954],[2238646],[2240109],[2240293],[2252531],[2260197],[2279296],[2305062],[2306525],[2306709],[2335433],[2336861],[2337440],[2348682],[2359933],[2361238],[2361422],[2396298],[2397726],[2398305],[2417842],[2419147],[2419331],[2424220],[2425568],[2436192],[2445843],[2446198],[2447271],[2447850],[2477322],[2479268],[2480616],[2497861],[2498216],[2499289],[2499868],[2505363],[2523515],[2524863],[2538368],[2546949],[2551408],[2554476],[2562144],[2569598],[2570946],[2584347],[2593425],[2605241],[2613031],[2613582],[2626138],[2633665],[2645075],[2668669],[2681413],[2694322],[2726789], 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69884,2707448],[2275194,2707759],[2275294,2837321],[2290367,2467563],[2297435,2615845],[2300033,2616073],[2305220,2725006],[2311611,2624974],[2311990,2484656],[2312345,2484713],[2316456,2487748],[2318320,2490734],[2320130,2490897],[2321435,2328860],[2322665,2805730],[2324299,2493562],[2328366,2735014],[2329856,2635013],[2335788,2738091],[2340692,2641186],[2341763,2739342],[2343573,2644306],[2351809,2742914],[2353299,2650945],[2353906,2743570],[2366496,2657058],[2368169,2813877],[2369659,2855765],[2378708,2665679],[2391999,2550476],[2393983,2765849],[2396653,2764911],[2402989,2557893],[2409323,2563849],[2410057,2563163],[2412655,2414168],[2431288,2696585],[2433886,2696813],[2439073,2701649],[2452173,2597759],[2453983,2597922],[2456518,2785785],[2458152,2600587],[2462219,2713404],[2463709,2607839],[2473519,2476121],[2512525,2644143],[2514509,2739029],[2517179,2745177],[2519777,2745405],[2529849,2657516],[2530583,2656830],[2533181,2534694],[2540903,2756481],[2580544,2583146],[2588707,2701486],[2590691,2700346],[2647142,2649744] ] cell #3657 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [690952],[716255],[764401],[797564],[824050],[825561],[875829],[906298],[911689],[933830],[934828],[939523],[941886],[985551],[994078],[1010794],[1012284],[1026047],[1054559],[1055855],[1056272],[1061246],[1069741],[1092430],[1093920],[1108580],[1134731],[1135899],[1136316],[1150272],[1166464],[1167954],[1171822],[1180349],[1181404],[1181717],[1196070],[1207234],[1219036],[1220204],[1220621],[1229096],[1234895],[1251785],[1253275],[1261568],[1261984],[1263154],[1263467],[1285747],[1294846],[1296014],[1296431],[1300407],[1310387],[1324743],[1336450],[1347614],[1348030],[1349200],[1349513],[1358442],[1363823],[1369606],[1373084],[1375269],[1381408],[1382576],[1382993],[1387862],[1389817],[1391300],[1392910],[1402464],[1415434],[1415851],[1424326],[1424742],[1425912],[1426225],[1430125],[1448505],[1452720],[1466399],[1474668],[1476623],[1478106],[1479716],[1487097],[1488261],[1494264],[1499968],[1503402],[1503484],[1505349],[1505766],[1511132],[1511548],[1512718],[1513031],[1518392],[1521119],[1532826],[1543990],[1545576],[1545889],[1551380],[1553335],[1554818],[1556428],[1565982],[1569460],[1571645],[1578952],[1579369],[1594002],[1598513],[1603145],[1604954],[1607681],[1615478],[1617172],[1623917],[1627993],[1629157],[1632508],[1633187],[1634847],[1635160],[1637426],[1639381],[1640864],[1642474],[1647950],[1661629],[1669898],[1673336],[1674946],[1680764],[1681884],[1683491],[1683812],[1695198],[1698632],[1698714],[1700579],[1700996],[1706362],[1707948],[1708261],[1709840],[1720282],[1721131],[1727199],[1729841],[1731730],[1733271],[1743417],[1744502],[1753470],[1753762],[1754117],[1755811],[1758628],[1760262],[1762556],[1765069],[1766189],[1767796],[1768117],[1785829],[1790340],[1794972],[1796781],[1799508],[1805984],[1807305],[1808577],[1819820],[1820984],[1824335],[1825014],[1826674],[1826987],[1829253],[1832691],[1834301],[1836125],[1836207],[1840812],[1842353],[1842645],[1844920],[1846192],[1852529],[1855263],[1855961],[1856489],[1856810],[1867866],[1875952],[1877993],[1878241],[1879326],[1882869],[1888941],[1890213],[1906553],[1913470],[1916112],[1918001],[1919542],[1928685],[1928767],[1939741],[1940033],[1940388],[1942082],[1944899],[1946533],[1948827],[1951340],[1952460],[1954067],[1954388],[1957418],[1958097],[1962123],[1964071],[1964319],[1967437],[1969741],[1971432],[1973265],[1975299],[1976812],[1986581],[1992202],[1995749],[1997432],[2002086],[2005518],[2021083],[2021375],[2023650],[2024922],[2031259],[2033993],[2034691],[2035219],[2035540],[2044250],[2045460],[2046139],[2054682],[2056723],[2056971],[2058056],[2061599],[2067024],[2067671],[2068943],[2073816],[2079521],[2079804],[2085160],[2086367],[2088563],[2097217],[2097509],[2099784],[2101056],[2106278],[2109396],[2115224],[2118771],[2128540],[2133500],[2133748],[2135289],[2136866],[2139170],[2140861],[2142694],[2144728],[2146241],[2148433],[2155312],[2156010],[2156538],[2161631],[2165178],[2166861],[2171515],[2174947],[2176988],[2188649],[2196542],[2205053],[2205301],[2206842],[2208419],[2212619],[2212902],[2221661],[2230607],[2234154],[2238161],[2238444],[2239741],[2240392],[2243800],[2245007],[2247203],[2252625],[2256149],[2258183],[2259696],[2264918],[2266459],[2268036],[2273864],[2277411],[2287180],[2302052],[2304577],[2304860],[2306157],[2306808],[2311877],[2319770],[2328529],[2330070],[2331647],[2335320],[2336955],[2343213],[2348569],[2351972],[2359290],[2359573],[2360870],[2361521],[2368332],[2377278],[2380825],[2394146],[2396185],[2397820],[2417199],[2417482],[2418779],[2419430],[2425455],[2435905],[2438713],[2445730],[2447365],[2453623],[2462382],[2471908],[2476962],[2480503],[2489351],[2497748],[2499383],[2514672],[2524750],[2538008],[2546836],[2547479],[2562238],[2570833],[2583987],[2610867],[2626025],[2641146],[2679249] ] cell #3658 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [874762],[958468],[979314],[992570],[1053492],[1080654],[1102130],[1113027],[1115824],[1144739],[1165585],[1178841],[1189171],[1192534],[1206547],[1228409],[1240009],[1250906],[1272481],[1283378],[1288623],[1293957],[1304854],[1307651],[1318110],[1332914],[1342031],[1354906],[1368919],[1380519],[1387764],[1401777],[1413377],[1415634],[1415918],[1418476],[1423639],[1435239],[1446136],[1448933],[1451381],[1468520],[1472619],[1474570],[1505549],[1505833],[1510445],[1529290],[1538407],[1540887],[1543303],[1545242],[1545586],[1546106],[1549041],[1551282],[1565295],[1576895],[1579152],[1579436],[1581994],[1598415],[1598523],[1598899],[1602458],[1631278],[1634857],[1635377],[1637328],[1663750],[1667849],[1669800],[1669908],[1670284],[1674603],[1674930],[1674963],[1700779],[1701063],[1703259],[1705675],[1707614],[1707958],[1708478],[1711413],[1720184],[1722588],[1726684],[1727183],[1727216],[1751787],[1753772],[1758530],[1758638],[1759014],[1762540],[1762573],[1783499],[1790242],[1790350],[1790726],[1794285],[1796266],[1796765],[1796798],[1800628],[1816580],[1823105],[1826684],[1827204],[1829263],[1829639],[1833958],[1834285],[1834318],[1841691],[1842655],[1848006],[1852265],[1852603],[1866620],[1875854],[1875962],[1876338],[1878225],[1878258],[1882354],[1882853],[1882886],[1898216],[1906563],[1906939],[1908859],[1912955],[1913454],[1913487],[1919278],[1919616],[1938058],[1938994],[1940043],[1944801],[1944909],[1945285],[1948811],[1948844],[1950825],[1951324],[1951357],[1955187],[1963042],[1964303],[1964336],[1969382],[1986591],[1986967],[1991248],[1995234],[1995733],[1995766],[1997323],[1997563],[2001822],[2002160],[2016177],[2017113],[2021385],[2024407],[2024906],[2024939],[2026736],[2030995],[2031333],[2054692],[2055068],[2055224],[2056955],[2056988],[2061084],[2061583],[2061616],[2067407],[2067745],[2079162],[2079695],[2079935],[2088580],[2097519],[2100541],[2101040],[2101073],[2102922],[2105001],[2106295],[2109132],[2109470],[2111341],[2118788],[2128550],[2128926],[2129082],[2130392],[2133732],[2133765],[2136602],[2136940],[2138811],[2158121],[2164663],[2165162],[2165195],[2166752],[2166992],[2171251],[2171589],[2186817],[2188064],[2189214],[2196673],[2201945],[2205285],[2205318],[2208155],[2208493],[2210405],[2211922],[2212260],[2213033],[2221678],[2224853],[2227097],[2233639],[2234138],[2234171],[2235947],[2237464],[2238335],[2238575],[2247220],[2259713],[2261562],[2267772],[2268110],[2269981],[2277428],[2289838],[2291649],[2292540],[2296382],[2297532],[2302363],[2303880],[2304751],[2304991],[2311292],[2312442],[2318790],[2319901],[2325173],[2331383],[2331721],[2333488],[2334735],[2335885],[2343344],[2351989],[2355164],[2357076],[2358593],[2368349],[2371524],[2380842],[2384861],[2385487],[2389056],[2391758],[2392469],[2394353],[2395600],[2396750],[2402460],[2404271],[2405162],[2409004],[2410154],[2414985],[2416502],[2423691],[2430235],[2431385],[2437733],[2438844],[2452643],[2453754],[2465574],[2469231],[2469852],[2475170],[2475802],[2476693],[2478739],[2486424],[2487050],[2490619],[2493321],[2509582],[2512284],[2512995],[2516126],[2517276],[2529530],[2530680],[2537028],[2549808],[2550361],[2559561],[2560182],[2565500],[2567023],[2582195],[2582827],[2583718],[2585764],[2589177],[2597644],[2600346],[2628997],[2643475],[2644028],[2649425],[2650316],[2659167],[2660690],[2701371],[2709737],[2716578], [561302,992968],[657489,1115648],[707973,1179239],[756006,1236670],[762134,1242737],[816129,1307475],[824711,1318508],[831185,1328744],[867525,1366105],[914843,1418874],[925435,1431900],[931563,1437967],[940373,1448757],[947571,1459482],[984864,1496432],[1009915,1525120],[1034630,1548865],[1046255,1562481],[1056055,1573556],[1062183,1579623],[1069054,1590031],[1091551,1611682],[1133842,1654712],[1136099,1655870],[1151108,1669171],[1159578,1678309],[1171135,1691662],[1181934,1702861],[1218147,1740033],[1220404,1741191],[1260881,1781858],[1262820,1780150],[1263684,1783101],[1279078,1796105],[1296214,1815225],[1310404,1829155],[1346927,1864979],[1348866,1863271],[1349730,1866222],[1382776,1896861],[1392567,1903717],[1392927,1906455],[1408277,1918452],[1425578,1934709],[1426442,1937660],[1479373,1983745],[1479733,1986483],[1512384,2012828],[1513248,2015779],[1518409,2020421],[1522239,2021570],[1556085,2051846],[1556445,2054584],[1604971,2096555],[1608801,2097704],[1624753,2111061],[1642131,2125704],[1642491,2128442],[1648024,2132471],[1680781,2160677],[1684611,2161826],[1733345,2204024],[1752723,2217882],[1765086,2229653],[1768916,2230802],[1807379,2263641],[1808594,2264935],[1846209,2294945],[1876494,2316227],[1889015,2327252],[1890230,2328546],[1931088,2359704],[1967511,2387410],[1976829,2394163],[1988692,2401700],[2009207,2417613],[2068960,2462399],[2078824,2468213],[2091755,2477093],[2146258,2514689],[2178636,2538139],[2195562,2548169],[2250395,2584118],[2342233,2641836] ] cell #3659 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520411],[608799],[674091],[709430],[743067],[779401],[807189],[818289],[853259],[883323],[887566],[892354],[912496],[921360],[965685],[970473],[994885],[1001388],[1006461],[1031989],[1037123],[1041911],[1062053],[1081744],[1088097],[1117690],[1120244],[1125032],[1129906],[1151956],[1156744],[1162131],[1163312],[1181156],[1187659],[1200484],[1208153],[1214211],[1235845],[1241099],[1244847],[1247452],[1248633],[1273571],[1279924],[1290021],[1291640],[1309517],[1312071],[1316859],[1325693],[1329766],[1336944],[1340864],[1362856],[1365274],[1370525],[1376583],[1378202],[1395714],[1403383],[1409441],[1421386],[1431075],[1436329],[1440077],[1442682],[1443863],[1456466],[1460043],[1467349],[1471422],[1482520],[1489211],[1493284],[1494940],[1500462],[1504382],[1508192],[1522069],[1526142],[1533320],[1537240],[1559232],[1561650],[1566901],[1572959],[1574578],[1584102],[1586420],[1597748],[1601325],[1608631],[1612704],[1619224],[1622801],[1630107],[1634180],[1645278],[1651696],[1655273],[1662579],[1666652],[1677750],[1684441],[1688514],[1690170],[1695692],[1699612],[1703422],[1713097],[1723371],[1725689],[1737017],[1740594],[1744217],[1746535],[1757863],[1761440],[1768746],[1772819],[1775929],[1778247],[1789575],[1793152],[1800458],[1804531],[1811051],[1814628],[1821934],[1826007],[1837105],[1848776],[1857439],[1859050],[1861368],[1868767],[1879041],[1881359],[1892687],[1896264],[1899368],[1909642],[1911960],[1923288],[1926865],[1930488],[1932806],[1944134],[1947711],[1955017],[1959090],[1966911],[1974024],[1978246],[1979396],[1998333],[2008607],[2010925],[2027506],[2036169],[2037780],[2040098],[2047497],[2057771],[2060089],[2071417],[2074994],[2082355],[2083662],[2088918],[2092483],[2115983],[2121355],[2136340],[2143453],[2147675],[2148825],[2167762],[2178036],[2180354],[2192256],[2194244],[2207893],[2216760],[2222016],[2240995],[2242302],[2247558],[2251123],[2274623],[2279995],[2290590],[2307411],[2308718],[2315484],[2338927],[2340915],[2363431],[2368687],[2399792],[2403212],[2421340],[2424443],[2449337],[2479491],[2501355],[2523738],[2569821],[2613254] ] cell #3660 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520372],[608760],[674052],[709425],[743028],[779396],[807150],[818291],[853254],[883284],[887561],[892356],[912457],[921355],[965680],[970475],[994846],[1001383],[1006463],[1031984],[1037118],[1041913],[1062014],[1081739],[1088099],[1117685],[1120239],[1125034],[1130046],[1151951],[1156746],[1162133],[1163307],[1181117],[1187654],[1200479],[1208155],[1214351],[1235840],[1241094],[1244849],[1247454],[1248628],[1273566],[1279926],[1290161],[1291642],[1309512],[1312066],[1316861],[1325688],[1329768],[1337084],[1340859],[1362851],[1365276],[1370527],[1376723],[1378204],[1395709],[1403385],[1409581],[1421526],[1431070],[1436324],[1440079],[1442684],[1443858],[1456468],[1460183],[1467344],[1471424],[1482515],[1489206],[1493286],[1494942],[1500602],[1504377],[1508332],[1522064],[1526144],[1533460],[1537235],[1559227],[1561652],[1566903],[1573099],[1574580],[1584172],[1586422],[1597750],[1601465],[1608626],[1612706],[1619226],[1622941],[1630102],[1634182],[1645273],[1651698],[1655413],[1662574],[1666654],[1677745],[1684436],[1688516],[1690172],[1695832],[1699607],[1703562],[1713099],[1723441],[1725691],[1737019],[1740734],[1744287],[1746537],[1757865],[1761580],[1768741],[1772821],[1775999],[1778249],[1789577],[1793292],[1800453],[1804533],[1811053],[1814768],[1821929],[1826009],[1837100],[1848778],[1857434],[1859120],[1861370],[1868769],[1879111],[1881361],[1892689],[1896404],[1899370],[1909712],[1911962],[1923290],[1927005],[1930558],[1932808],[1944136],[1947851],[1955012],[1959092],[1966981],[1974094],[1978248],[1979398],[1998335],[2008677],[2010927],[2027508],[2036164],[2037850],[2040100],[2047499],[2057841],[2060091],[2071419],[2075134],[2082357],[2083732],[2088920],[2092485],[2116053],[2121357],[2136410],[2143523],[2147677],[2148827],[2167764],[2178106],[2180356],[2192258],[2194246],[2207963],[2216830],[2222018],[2240997],[2242372],[2247560],[2251125],[2274693],[2279997],[2290592],[2307413],[2308788],[2315486],[2338929],[2340917],[2363501],[2368689],[2399794],[2403214],[2421410],[2424445],[2449339],[2479493],[2501357],[2523740],[2569823],[2613256] ] cell #3661 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520410],[608798],[674090],[709429],[743066],[779400],[807188],[818292],[853258],[883322],[887565],[892357],[912495],[921359],[965684],[970476],[994884],[1001387],[1006464],[1031988],[1037122],[1041914],[1062052],[1081743],[1088100],[1117689],[1120243],[1125035],[1130047],[1151955],[1156747],[1162134],[1163311],[1181155],[1187658],[1200483],[1208156],[1214352],[1235844],[1241098],[1244850],[1247455],[1248632],[1273570],[1279927],[1290162],[1291643],[1309516],[1312070],[1316862],[1325692],[1329769],[1337085],[1340863],[1362855],[1365277],[1370528],[1376724],[1378205],[1395713],[1403386],[1409582],[1421527],[1431074],[1436328],[1440080],[1442685],[1443862],[1456469],[1460184],[1467348],[1471425],[1482519],[1489210],[1493287],[1494943],[1500603],[1504381],[1508333],[1522068],[1526145],[1533461],[1537239],[1559231],[1561653],[1566904],[1573100],[1574581],[1584173],[1586423],[1597751],[1601466],[1608630],[1612707],[1619227],[1622942],[1630106],[1634183],[1645277],[1651699],[1655414],[1662578],[1666655],[1677749],[1684440],[1688517],[1690173],[1695833],[1699611],[1703563],[1713100],[1723442],[1725692],[1737020],[1740735],[1744288],[1746538],[1757866],[1761581],[1768745],[1772822],[1776000],[1778250],[1789578],[1793293],[1800457],[1804534],[1811054],[1814769],[1821933],[1826010],[1837104],[1848779],[1857438],[1859121],[1861371],[1868770],[1879112],[1881362],[1892690],[1896405],[1899371],[1909713],[1911963],[1923291],[1927006],[1930559],[1932809],[1944137],[1947852],[1955016],[1959093],[1966982],[1974095],[1978249],[1979399],[1998336],[2008678],[2010928],[2027509],[2036168],[2037851],[2040101],[2047500],[2057842],[2060092],[2071420],[2075135],[2082358],[2083733],[2088921],[2092486],[2116054],[2121358],[2136411],[2143524],[2147678],[2148828],[2167765],[2178107],[2180357],[2192259],[2194247],[2207964],[2216831],[2222019],[2240998],[2242373],[2247561],[2251126],[2274694],[2279998],[2290593],[2307414],[2308789],[2315487],[2338930],[2340918],[2363502],[2368690],[2399795],[2403215],[2421411],[2424446],[2449340],[2479494],[2501358],[2523741],[2569824],[2613257] ] cell #3662 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762827],[874175],[932256],[986596],[992311],[1052905],[1062876],[1073012],[1109647],[1160271],[1172867],[1178582],[1188584],[1199377],[1236216],[1264839],[1288036],[1301474],[1312136],[1317851],[1328290],[1350885],[1394607],[1395779],[1409208],[1418217],[1431446],[1442756],[1481413],[1482585],[1523170],[1524666],[1526216],[1539660],[1559297],[1573102],[1609732],[1611228],[1612778],[1645343],[1652777],[1655416],[1668310],[1685542],[1688588],[1738098],[1740737],[1769847],[1772893],[1776002],[1779289],[1812132],[1814771],[1859123],[1862410],[1877425],[1893768],[1896407],[1899420],[1930561],[1933848],[1979448],[1997185],[2008680],[2011967],[2047549],[2048877],[2083735],[2110200],[2121407],[2122735],[2159343],[2192308],[2200473],[2210606],[2228319],[2281375],[2290039],[2300626],[2347144],[2374990],[2389257],[2434479],[2509783], [658081,874759],[730527,1210505],[762320,992500],[816721,1053489],[840597,1339757],[870783,1110819],[874194,1115754],[899956,1405735],[931749,1178771],[940965,1189168],[943778,1454079],[956689,1469946],[977106,982500],[988726,1237766],[994057,1505830],[1019327,1536133],[1029522,1547261],[1035222,1288620],[1049513,1302646],[1052924,1307581],[1062369,1318040],[1076861,1595361],[1098337,1353971],[1099887,1105415],[1111248,1366809],[1116637,1634854],[1130049,1649309],[1142960,1665176],[1154151,1676643],[1156309,1677815],[1159482,1415915],[1159764,1418406],[1163377,1168771],[1174997,1432996],[1180328,1701060],[1185192,1443928],[1188603,1448863],[1190892,1451378],[1214354,1734630],[1226299,1231690],[1235708,1753769],[1243722,1762542],[1248698,1254092],[1267008,1537305],[1268688,1787188],[1279264,1540817],[1281599,1803055],[1284406,1804605],[1284589,1801559],[1286988,1545583],[1288055,1548971],[1290164,1550347],[1291714,1297242],[1303075,1563185],[1308464,1826681],[1314266,1574652],[1316424,1837170],[1319597,1579433],[1319879,1581924],[1325556,1842652],[1337087,1853888],[1340929,1353054],[1365117,1878227],[1376726,1636393],[1378276,1383804],[1392753,1663680],[1396830,1666726],[1409076,1669905],[1409227,1670214],[1409584,1920901],[1413855,1927008],[1414619,1924369],[1417090,1674932],[1421529,1426920],[1429766,1699677],[1430938,1940040],[1438952,1948813],[1442022,1703189],[1444357,1703565],[1447164,1959164],[1447347,1956118],[1449746,1707955],[1450813,1711343],[1456309,1964305],[1460186,1718209],[1467843,1974097],[1468450,1479559],[1471496,1483636],[1494869,1997329],[1500605,2003445],[1504447,1516572],[1508335,1513726],[1521932,2021382],[1523038,1790347],[1523189,1790656],[1524362,1783429],[1526711,1793295],[1533463,2032618],[1538751,1796313],[1539501,1796767],[1540210,2037853],[1544358,2041140],[1556271,1823035],[1560348,1826081],[1560531,2056155],[1561493,2056957],[1572594,1829260],[1572745,1829569],[1577373,2075137],[1578137,2072498],[1580608,1834287],[1584175,1843477],[1586349,2079701],[1598280,2088970],[1598520,1609600],[1598829,1609751],[1601468,1613273],[1608494,2097516],[1610924,1866550],[1622944,1873879],[1630601,2116056],[1631208,1642317],[1634254,1646394],[1646577,2130013],[1647497,1909715],[1651539,2133734],[1651868,1913002],[1652618,1913456],[1653802,1906560],[1653953,1906869],[1663073,2143526],[1668237,1919322],[1669665,2148877],[1685410,1944906],[1685561,1945215],[1686734,1937988],[1689083,1947854],[1689847,2166614],[1690099,2166758],[1695835,2172874],[1701123,1950872],[1701873,1951326],[1702582,2178109],[1706730,2181396],[1712256,2186823],[1713149,1964726],[1723444,1732818],[1726731,1737189],[1727185,1737939],[1736860,2205287],[1739123,1986588],[1739274,1986897],[1744290,1993034],[1751110,2216833],[1751717,1752909],[1758395,2222068],[1758635,1769715],[1758944,1769866],[1761583,1773388],[1771039,2016107],[1774152,2235590],[1774674,2027558],[1778176,2238341],[1779216,2031039],[1780284,2024454],[1781034,2024908],[1782822,2242375],[1790107,2247610],[1806852,2057844],[1811223,2061131],[1811973,2061585],[1813157,2054689],[1813308,2054998],[1815696,2268840],[1822428,2274696],[1827592,2067451],[1829020,2280047],[1839509,2080697],[1848828,1857795],[1852309,1862337],[1861297,2304757],[1863405,2100588],[1864155,2101042],[1865943,2308791],[1868819,2106685],[1870147,2108013],[1875719,2315536],[1875959,1877293],[1876268,1877444],[1879114,1888488],[1882401,1892859],[1882855,1893609],[1885934,2323701],[1894793,2128547],[1894944,2128856],[1897332,2332451],[1898527,2333494],[1898572,2139558],[1898645,2130534],[1900748,2136413],[1903852,2136646],[1906320,2338979],[1929233,2167814],[1929640,2357277],[1933775,2171295],[1934843,2164710],[1935593,2165164],[1937381,2363504],[1944666,2368739],[1966054,1966984],[1970129,1978600],[1978555,2394359],[1978673,2202087],[1980776,2207966],[1983880,2208199],[1986348,2399844],[1989066,2213795],[1989914,2214643],[1990321,2402661],[1995281,1996276],[1995735,1997026],[1998385,2007352],[1999713,2223396],[2001866,2011894],[2005285,2413248],[2007759,2415186],[2012962,2233686],[2013712,2234140],[2015500,2421413],[2017536,2236075],[2019087,2241047],[2019494,2423892],[2044673,2442644],[2046701,2270728],[2046774,2261704],[2051981,2267816],[2054449,2449389],[2064664,2457554],[2080652,2469237],[2080770,2291791],[2081545,2082407],[2081952,2470053],[2090298,2091228],[2093670,2302491],[2095221,2307463],[2095628,2478940],[2103014,2103064],[2104187,2313900],[2104260,2311384],[2109176,2110127],[2112088,2120559],[2112936,2321511],[2113343,2490820],[2120632,2325315],[2125839,2331427],[2128307,2501407],[2131657,2338131],[2131730,2334877],[2150205,2354637],[2155777,2520370],[2157792,2357204],[2159750,2523187],[2169142,2370067],[2174714,2533774],[2184929,2541939],[2188156,2188206],[2189969,2384989],[2190672,2191460],[2190745,2385629],[2198283,2199145],[2198690,2550009],[2199552,2550562],[2203210,2398996],[2203283,2395742],[2210488,2210533],[2211593,2402543],[2213750,2559567],[2213868,2404413],[2215050,2560383],[2219570,2411612],[2219643,2409096],[2226768,2415113],[2228726,2569270],[2237135,2423819],[2248938,2249868],[2253861,2441316],[2254268,2585965],[2271576,2455364],[2271983,2597845],[2286947,2608432],[2289921,2289966],[2292211,2469980],[2296474,2296524],[2298990,2299778],[2299063,2475312],[2299851,2475894],[2301033,2616728],[2303551,2478867],[2313197,2486552],[2313973,2487192],[2318461,2490702],[2321918,2629198],[2344954,2345816],[2345361,2643676],[2346223,2644229],[2349881,2519522],[2349954,2516268],[2366241,2532138],[2366314,2529622],[2375397,2662937],[2389139,2389184],[2391429,2549936],[2392140,2550444],[2404833,2560310],[2411685,2565642],[2413655,2685110],[2430327,2430377],[2432843,2433631],[2432916,2582337],[2433704,2582919],[2434886,2697468],[2437404,2585892],[2441723,2701572],[2452314,2597727],[2455771,2709938],[2492992,2629125],[2509665,2509710],[2511955,2643603],[2512666,2644111],[2519595,2649517],[2520777,2746060],[2532211,2659309],[2534181,2753603],[2588848,2701454],[2600017,2709865],[2608839,2792816] ] cell #3663 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [261527],[322826],[355194],[388907],[393196],[429851],[435150],[440335],[467712],[501663],[509433],[513722],[519534],[525409],[554763],[574188],[592700],[601565],[608651],[612940],[618612],[637799],[672080],[673943],[685935],[692373],[701434],[709883],[716691],[741056],[742919],[777252],[779103],[779854],[792779],[807041],[818172],[851110],[852961],[853712],[883175],[886120],[892052],[892237],[905770],[921062],[921813],[964239],[970171],[970356],[1001090],[1001841],[1005206],[1010266],[1041609],[1041794],[1070395],[1086842],[1091902],[1107712],[1124730],[1124915],[1129079],[1160876],[1165936],[1196928],[1213384],[1229750],[1234669],[1246197],[1251257],[1258992],[1289194],[1326200],[1327391],[1345038],[1359300],[1363295],[1375756],[1388741],[1458110],[1469047],[1475547],[1484668],[1489718],[1490909],[1541414],[1585034],[1599392],[1620868],[1631805],[1664277],[1670777],[1724303],[1745149],[1759507],[1791219],[1823632],[1879973],[1910574],[1945778],[1975946],[2058703],[2145375],[2258830] ] cell #3664 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561266],[657480],[707937],[755997],[762144],[816120],[824675],[831176],[867535],[914807],[925426],[931573],[940364],[947581],[985085],[1009906],[1034621],[1046265],[1056046],[1062193],[1069275],[1091542],[1133852],[1136090],[1151099],[1159588],[1171356],[1181944],[1218157],[1220395],[1261102],[1262811],[1263694],[1279088],[1296205],[1310625],[1347148],[1348857],[1349740],[1382767],[1392577],[1393148],[1408346],[1425569],[1426452],[1479383],[1479954],[1512375],[1513258],[1520714],[1522308],[1556095],[1556666],[1607276],[1608870],[1624744],[1642141],[1642712],[1650094],[1683086],[1684680],[1735415],[1752733],[1767391],[1768985],[1809449],[1810860],[1847435],[1876563],[1891085],[1892496],[1933108],[1968541],[1978055],[1988761],[2011227],[2071226],[2078893],[2092785],[2147484],[2180656],[2195631],[2251425],[2342302], 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] cell #3665 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520369],[608757],[674049],[709355],[743025],[779326],[807147],[818220],[853184],[883281],[887419],[892285],[912454],[921285],[965538],[970404],[994843],[1001313],[1006318],[1031914],[1036976],[1041842],[1062011],[1081597],[1087954],[1117615],[1120097],[1124963],[1129903],[1151809],[1156675],[1161988],[1163165],[1181114],[1187584],[1200337],[1208010],[1214208],[1235770],[1240952],[1244778],[1247309],[1248486],[1273424],[1279781],[1290018],[1291497],[1309442],[1311924],[1316790],[1325618],[1329623],[1336941],[1340717],[1362709],[1365205],[1370382],[1376580],[1378059],[1395567],[1403240],[1409438],[1421383],[1431000],[1436182],[1440008],[1442539],[1443716],[1456397],[1460040],[1467274],[1471279],[1482373],[1489136],[1493141],[1494989],[1500459],[1504235],[1508189],[1521994],[1525999],[1533317],[1537093],[1559085],[1561581],[1566758],[1572956],[1574435],[1584099],[1586469],[1597679],[1601322],[1608556],[1612561],[1619155],[1622798],[1630032],[1634037],[1645131],[1651627],[1655270],[1662504],[1666509],[1677603],[1684366],[1688371],[1690219],[1695689],[1699465],[1703419],[1713251],[1723368],[1725738],[1736948],[1740591],[1744214],[1746584],[1757794],[1761437],[1768671],[1772676],[1775926],[1778296],[1789506],[1793149],[1800383],[1804388],[1810982],[1814625],[1821859],[1825864],[1836958],[1848930],[1857364],[1859047],[1861417],[1868921],[1879038],[1881408],[1892618],[1896261],[1899522],[1909639],[1912009],[1923219],[1926862],[1930485],[1932855],[1944065],[1947708],[1954942],[1958947],[1966908],[1974021],[1978177],[1979550],[1998487],[2008604],[2010974],[2027660],[2036094],[2037777],[2040147],[2047651],[2057768],[2060138],[2071348],[2074991],[2082509],[2083659],[2089072],[2092532],[2115980],[2121509],[2136337],[2143450],[2147606],[2148979],[2167916],[2178033],[2180403],[2192410],[2194293],[2207890],[2216757],[2222170],[2241149],[2242299],[2247712],[2251172],[2274620],[2280149],[2290639],[2307565],[2308715],[2315638],[2339081],[2340964],[2363428],[2368841],[2399946],[2403261],[2421337],[2424492],[2449491],[2479540],[2501509],[2523787],[2569870],[2613303] ] cell #3666 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520368],[608756],[674048],[709354],[743024],[779325],[807146],[818222],[853183],[883280],[887418],[892287],[912453],[921284],[965537],[970406],[994842],[1001312],[1006320],[1031913],[1036975],[1041844],[1062010],[1081596],[1087956],[1117614],[1120096],[1124965],[1130043],[1151808],[1156677],[1161990],[1163164],[1181113],[1187583],[1200336],[1208012],[1214348],[1235769],[1240951],[1244780],[1247311],[1248485],[1273423],[1279783],[1290158],[1291499],[1309441],[1311923],[1316792],[1325617],[1329625],[1337081],[1340716],[1362708],[1365207],[1370384],[1376720],[1378061],[1395566],[1403242],[1409578],[1421523],[1430999],[1436181],[1440010],[1442541],[1443715],[1456399],[1460180],[1467273],[1471281],[1482372],[1489135],[1493143],[1494991],[1500599],[1504234],[1508329],[1521993],[1526001],[1533457],[1537092],[1559084],[1561583],[1566760],[1573096],[1574437],[1584169],[1586471],[1597681],[1601462],[1608555],[1612563],[1619157],[1622938],[1630031],[1634039],[1645130],[1651629],[1655410],[1662503],[1666511],[1677602],[1684365],[1688373],[1690221],[1695829],[1699464],[1703559],[1713253],[1723438],[1725740],[1736950],[1740731],[1744284],[1746586],[1757796],[1761577],[1768670],[1772678],[1775996],[1778298],[1789508],[1793289],[1800382],[1804390],[1810984],[1814765],[1821858],[1825866],[1836957],[1848932],[1857363],[1859117],[1861419],[1868923],[1879108],[1881410],[1892620],[1896401],[1899524],[1909709],[1912011],[1923221],[1927002],[1930555],[1932857],[1944067],[1947848],[1954941],[1958949],[1966978],[1974091],[1978179],[1979552],[1998489],[2008674],[2010976],[2027662],[2036093],[2037847],[2040149],[2047653],[2057838],[2060140],[2071350],[2075131],[2082511],[2083729],[2089074],[2092534],[2116050],[2121511],[2136407],[2143520],[2147608],[2148981],[2167918],[2178103],[2180405],[2192412],[2194295],[2207960],[2216827],[2222172],[2241151],[2242369],[2247714],[2251174],[2274690],[2280151],[2290641],[2307567],[2308785],[2315640],[2339083],[2340966],[2363498],[2368843],[2399948],[2403263],[2421407],[2424494],[2449493],[2479542],[2501511],[2523789],[2569872],[2613305] ] cell #3667 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520365],[608753],[674045],[709348],[743021],[779319],[807143],[818223],[853177],[883277],[887412],[892288],[912450],[921278],[965531],[970407],[994839],[1001306],[1006321],[1031907],[1036969],[1041845],[1062007],[1081590],[1087957],[1117608],[1120090],[1124966],[1130044],[1151802],[1156678],[1161991],[1163158],[1181110],[1187577],[1200330],[1208013],[1214349],[1235763],[1240945],[1244781],[1247312],[1248479],[1273417],[1279784],[1290159],[1291500],[1309435],[1311917],[1316793],[1325611],[1329626],[1337082],[1340710],[1362702],[1365208],[1370385],[1376721],[1378062],[1395560],[1403243],[1409579],[1421524],[1430993],[1436175],[1440011],[1442542],[1443709],[1456400],[1460181],[1467267],[1471282],[1482366],[1489129],[1493144],[1494992],[1500600],[1504228],[1508330],[1521987],[1526002],[1533458],[1537086],[1559078],[1561584],[1566761],[1573097],[1574438],[1584170],[1586472],[1597682],[1601463],[1608549],[1612564],[1619158],[1622939],[1630025],[1634040],[1645124],[1651630],[1655411],[1662497],[1666512],[1677596],[1684359],[1688374],[1690222],[1695830],[1699458],[1703560],[1713254],[1723439],[1725741],[1736951],[1740732],[1744285],[1746587],[1757797],[1761578],[1768664],[1772679],[1775997],[1778299],[1789509],[1793290],[1800376],[1804391],[1810985],[1814766],[1821852],[1825867],[1836951],[1848933],[1857357],[1859118],[1861420],[1868924],[1879109],[1881411],[1892621],[1896402],[1899525],[1909710],[1912012],[1923222],[1927003],[1930556],[1932858],[1944068],[1947849],[1954935],[1958950],[1966979],[1974092],[1978180],[1979553],[1998490],[2008675],[2010977],[2027663],[2036087],[2037848],[2040150],[2047654],[2057839],[2060141],[2071351],[2075132],[2082512],[2083730],[2089075],[2092535],[2116051],[2121512],[2136408],[2143521],[2147609],[2148982],[2167919],[2178104],[2180406],[2192413],[2194296],[2207961],[2216828],[2222173],[2241152],[2242370],[2247715],[2251175],[2274691],[2280152],[2290642],[2307568],[2308786],[2315641],[2339084],[2340967],[2363499],[2368844],[2399949],[2403264],[2421408],[2424495],[2449494],[2479543],[2501512],[2523790],[2569873],[2613306] ] cell #3668 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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183,2694800],[2247088,2582497],[2249484,2778735],[2254201,2698929],[2258552,2835775],[2267199,2447824],[2268941,2277936],[2276267,2602619],[2279270,2281921],[2291107,2470154],[2299061,2615499],[2305036,2478664],[2306941,2309372],[2313971,2624418],[2319946,2628922],[2320214,2627403],[2321851,2730601],[2330810,2499842],[2337414,2339923],[2343389,2643400],[2343657,2741672],[2345294,2740974],[2349952,2646586],[2351857,2516428],[2354253,2811868],[2357378,2365066],[2360017,2524255],[2368217,2659469],[2370613,2661135],[2379681,2540089],[2390325,2550110],[2398279,2400788],[2403729,2560484],[2411683,2683881],[2417926,2570338],[2423993,2424960],[2432914,2696239],[2438889,2585689],[2439157,2782159],[2440794,2443225],[2453799,2709662],[2454067,2708143],[2455704,2787730],[2464663,2606867],[2477406,2617243],[2479041,2480008],[2491888,2629299],[2510851,2643777],[2518805,2521314],[2519073,2746575],[2532209,2752374],[2538452,2664005],[2566222,2567736],[2584431,2697983],[2586066,2587033],[2598913,2710039],[2607135,2715777],[2659889,2661403] ] cell #3669 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1190328],[1311251],[1393774],[1441091],[1480580],[1523431],[1557292],[1571819],[1609993],[1643338],[1648230],[1653027],[1675810],[1685803],[1733551],[1738348],[1763420],[1770108],[1775707],[1801820],[1807585],[1812382],[1835165],[1852809],[1858828],[1886802],[1889221],[1894018],[1899297],[1919822],[1924619],[1930266],[1931294],[1949691],[1956379],[1967717],[1973802],[1979325],[1998022],[2002366],[2006084],[2008385],[2009413],[2031539],[2037558],[2047426],[2048582],[2065532],[2067951],[2072748],[2080394],[2083440],[2088847],[2091961],[2109676],[2111738],[2115761],[2121284],[2122440],[2137146],[2143231],[2148754],[2159220],[2167451],[2171795],[2175513],[2177814],[2178842],[2189611],[2192185],[2197132],[2200178],[2208699],[2213492],[2216538],[2218032],[2221945],[2225059],[2228196],[2239034],[2242080],[2247487],[2250601],[2268316],[2270378],[2274401],[2279924],[2281080],[2289473],[2290744],[2297929],[2300503],[2305450],[2308496],[2312839],[2315413],[2320360],[2323406],[2331927],[2336282],[2338856],[2343803],[2346849],[2355370],[2360163],[2363209],[2364703],[2368616],[2371730],[2374867],[2382795],[2388691],[2389962],[2397147],[2399721],[2402095],[2403366],[2410551],[2413125],[2418072],[2421118],[2423326],[2424597],[2431782],[2434356],[2439303],[2442349],[2446692],[2449266],[2454213],[2457259],[2465780],[2472478],[2477552],[2478374],[2479645],[2484358],[2490254],[2491525],[2498710],[2501284],[2503321],[2509217],[2510488],[2517673],[2520247],[2522621],[2523892],[2531077],[2533651],[2538598],[2541644],[2545892],[2549443],[2551902],[2552434],[2562808],[2568704],[2569975],[2579503],[2584577],[2585399],[2586670],[2591383],[2597279],[2598550],[2605735],[2608309],[2612018],[2612690],[2615014],[2616880],[2628632],[2631623],[2639559],[2643110],[2645569],[2646101],[2656475],[2662371],[2663642],[2669971],[2670891],[2677001],[2681072],[2683396],[2692758],[2693430],[2695754],[2697620],[2709372],[2712363],[2718022],[2724708],[2725380],[2728091],[2738464],[2739384],[2749565],[2751889],[2765284],[2766598],[2773956],[2775151],[2785220],[2797276],[2805165],[2813398],[2829399],[2844290] ] cell #3670 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1190325],[1311248],[1393771],[1441088],[1480577],[1523428],[1557289],[1571824],[1609990],[1643335],[1648227],[1653032],[1675807],[1685800],[1733548],[1738353],[1763417],[1770105],[1775712],[1801817],[1807582],[1812387],[1835162],[1852806],[1858833],[1886799],[1889218],[1894023],[1899302],[1919819],[1924624],[1930271],[1931291],[1949688],[1956376],[1967714],[1973807],[1979330],[1998019],[2002363],[2006089],[2008390],[2009410],[2031536],[2037563],[2047431],[2048587],[2065529],[2067948],[2072753],[2080391],[2083445],[2088852],[2091958],[2109673],[2111743],[2115766],[2121289],[2122445],[2137143],[2143236],[2148759],[2159225],[2167448],[2171792],[2175518],[2177819],[2178839],[2189616],[2192190],[2197129],[2200183],[2208696],[2213489],[2216543],[2218056],[2221950],[2225056],[2228201],[2239031],[2242085],[2247492],[2250598],[2268313],[2270383],[2274406],[2279929],[2281085],[2289478],[2290768],[2297934],[2300508],[2305447],[2308501],[2312844],[2315418],[2320357],[2323411],[2331924],[2336287],[2338861],[2343800],[2346854],[2355367],[2360160],[2363214],[2364727],[2368621],[2371727],[2374872],[2382862],[2388696],[2389986],[2397152],[2399726],[2402100],[2403390],[2410556],[2413130],[2418069],[2421123],[2423331],[2424621],[2431787],[2434361],[2439300],[2442354],[2446697],[2449271],[2454210],[2457264],[2465777],[2472545],[2477549],[2478379],[2479669],[2484425],[2490259],[2491549],[2498715],[2501289],[2503388],[2509222],[2510512],[2517678],[2520252],[2522626],[2523916],[2531082],[2533656],[2538595],[2541649],[2545897],[2549448],[2551907],[2552501],[2562875],[2568709],[2569999],[2579570],[2584574],[2585404],[2586694],[2591450],[2597284],[2598574],[2605740],[2608314],[2612085],[2612695],[2615081],[2616904],[2628637],[2631690],[2639564],[2643115],[2645574],[2646168],[2656542],[2662376],[2663666],[2670038],[2670915],[2677006],[2681077],[2683463],[2692825],[2693435],[2695821],[2697644],[2709377],[2712430],[2718046],[2724775],[2725385],[2728158],[2738531],[2739408],[2749570],[2751956],[2765351],[2766622],[2773961],[2775175],[2785287],[2797300],[2805232],[2813422],[2829423],[2844314] ] cell #3671 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [393579],[448572],[463482],[472789],[514105],[534351],[550711],[558982],[560968],[582425],[597335],[606642],[613323],[616034],[628350],[646065],[655480],[663751],[681022],[689293],[692756],[697382],[705653],[707639],[714960],[728267],[736122],[747204],[759520],[768935],[774674],[786990],[796405],[797487],[798113],[800102],[804705],[814120],[822391],[824377],[825854],[843025],[846574],[848532],[876378],[880839],[897696],[905551],[907835],[910012],[910898],[911602],[912314],[914509],[916633],[928949],[938364],[939446],[940072],[942061],[959280],[959394],[959813],[963111],[991154],[994703],[996661],[1021755],[1025304],[1027148],[1027262],[1027681],[1030864],[1031657],[1031969],[1045515],[1055108],[1057392],[1059569],[1060455],[1061159],[1061871],[1064066],[1073961],[1076470],[1081092],[1081463],[1081724],[1106803],[1113839],[1113953],[1114372],[1117670],[1128636],[1138515],[1145551],[1145665],[1146084],[1149382],[1151304],[1151675],[1151936],[1155677],[1170184],[1170888],[1177425],[1180974],[1182818],[1183351],[1186534],[1187327],[1187639],[1195196],[1202380],[1207511],[1207980],[1222820],[1233202],[1233316],[1233735],[1235825],[1240447],[1240818],[1241079],[1255505],[1256209],[1265674],[1266207],[1268297],[1272919],[1273290],[1273551],[1279282],[1279751],[1289729],[1298630],[1298712],[1299505],[1305666],[1305780],[1306199],[1309497],[1311419],[1311790],[1312051],[1315792],[1324007],[1325673],[1331685],[1351720],[1352253],[1357568],[1362204],[1362575],[1362836],[1364752],[1369883],[1370352],[1376291],[1385192],[1385274],[1386067],[1389276],[1395062],[1395433],[1395694],[1397610],[1402741],[1403210],[1419911],[1428432],[1428965],[1429134],[1431055],[1435677],[1436048],[1436309],[1442040],[1442509],[1454825],[1455944],[1458645],[1467329],[1476082],[1481868],[1482239],[1482500],[1484547],[1487525],[1489191],[1492642],[1493111],[1495203],[1504362],[1506717],[1515238],[1515771],[1515940],[1517405],[1519743],[1522049],[1525500],[1525969],[1528061],[1549723],[1550586],[1558580],[1558951],[1559212],[1561128],[1566259],[1566728],[1584913],[1586683],[1589281],[1597226],[1603967],[1606305],[1608611],[1612062],[1612531],[1614736],[1617076],[1617583],[1618702],[1630087],[1634007],[1635769],[1636632],[1644626],[1644997],[1645258],[1647208],[1648685],[1649548],[1651174],[1662559],[1677730],[1679777],[1687872],[1688341],[1690433],[1699592],[1714188],[1717135],[1717585],[1718448],[1724182],[1725952],[1732529],[1734006],[1734869],[1736495],[1745028],[1746798],[1755715],[1757341],[1764082],[1772177],[1772646],[1774510],[1776740],[1778510],[1789053],[1800438],[1804358],[1806563],[1808903],[1821914],[1825834],[1837085],[1838810],[1843188],[1844215],[1849867],[1854127],[1855167],[1857631],[1859861],[1861631],[1869858],[1872805],[1874118],[1879852],[1881622],[1888199],[1890539],[1900459],[1910453],[1912223],[1921140],[1922766],[1941986],[1943612],[1958917],[1964562],[1965765],[1974835],[1975825],[1977138],[1980487],[1992745],[1993772],[1999424],[2003684],[2028597],[2032857],[2033897],[2038591],[2040361],[2058582],[2060352],[2069269],[2090009],[2090939],[2106521],[2107724],[2116794],[2119097],[2144264],[2145254],[2146567],[2149916],[2155216],[2168853],[2173113],[2223107],[2248649],[2249579],[2258709],[2260022],[2275434],[2277737],[2354348],[2369778],[2381151], 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] cell #3672 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3673 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473026],[560832],[606879],[652730],[657516],[707503],[715197],[724489],[757033],[800339],[811370],[816156],[824241],[834331],[868159],[893918],[914373],[926462],[935614],[940400],[950390],[972037],[1013061],[1014110],[1026571],[1034657],[1046889],[1057082],[1094697],[1095746],[1135255],[1136661],[1138205],[1151135],[1169780],[1182568],[1219560],[1220966],[1222510],[1255101],[1262847],[1265424],[1278332],[1295370],[1298320],[1348893],[1351470],[1381932],[1384882],[1390278],[1391821],[1425605],[1428182],[1477084],[1478627],[1494788],[1512411],[1514988],[1520377],[1553796],[1555339],[1606939],[1624780],[1639842],[1641385],[1682749],[1684273],[1721592],[1751977],[1767054],[1768578],[1810523],[1847098],[1857271],[1868455],[1892159],[1954849],[1962712],[1977718],[2036001],[2070889],[2086956],[2147147],[2245596], 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] cell #3674 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [912525],[942298],[994914],[1031849],[1062082],[1063930],[1117550],[1150687],[1156592],[1181185],[1182241],[1187519],[1190327],[1235631],[1244695],[1262399],[1263991],[1278634],[1309377],[1310802],[1311250],[1316707],[1325479],[1348445],[1350037],[1365048],[1392123],[1393325],[1393773],[1408310],[1425157],[1426749],[1430861],[1439925],[1441090],[1441392],[1456240],[1467135],[1478929],[1480131],[1480579],[1488997],[1494922],[1511963],[1513555],[1521855],[1522272],[1523430],[1523732],[1546413],[1555641],[1556843],[1557291],[1561424],[1571828],[1586402],[1597522],[1608417],[1608834],[1609992],[1610294],[1618998],[1624332],[1629893],[1633388],[1635684],[1641687],[1642889],[1643337],[1648229],[1650058],[1651470],[1653036],[1662365],[1675361],[1675809],[1684227],[1684644],[1685802],[1686104],[1690152],[1708785],[1713079],[1725671],[1733550],[1735379],[1736791],[1738357],[1745458],[1746517],[1752279],[1757637],[1760998],[1761086],[1762971],[1763419],[1768532],[1768949],[1770107],[1770409],[1775716],[1778229],[1789349],[1800244],[1801819],[1802121],[1807584],[1809413],[1810825],[1812391],[1821720],[1825215],[1827511],[1834716],[1835164],[1848758],[1852808],[1857225],[1858837],[1861350],[1868749],[1870261],[1876527],[1880282],[1881341],[1884522],[1885156],[1886801],[1887103],[1889220],[1891049],[1892461],[1894027],[1899350],[1911942],[1919821],[1923062],[1924628],[1930275],[1931293],[1932788],[1933072],[1943908],[1947269],[1947357],[1949242],[1949690],[1954803],[1956378],[1956680],[1958298],[1967716],[1968505],[1973811],[1976255],[1978020],[1979378],[1988725],[1989653],[1997762],[1998021],[1998315],[1999827],[2002365],[2003910],[2006093],[2008394],[2009412],[2010907],[2011191],[2027488],[2031538],[2035955],[2037567],[2040080],[2046340],[2047479],[2048591],[2059012],[2060071],[2063252],[2063886],[2065531],[2065833],[2067950],[2071191],[2072757],[2074552],[2074640],[2078857],[2080134],[2080393],[2082337],[2083449],[2088900],[2091342],[2091960],[2092465],[2092749],[2102701],[2109675],[2111533],[2111747],[2112675],[2115770],[2121337],[2122449],[2137145],[2143240],[2145684],[2147449],[2148807],[2157274],[2157362],[2167191],[2167450],[2167744],[2169256],[2171794],[2173339],[2175522],[2177823],[2178841],[2180336],[2180620],[2183517],[2184151],[2187843],[2189406],[2189620],[2192238],[2194226],[2195595],[2197131],[2198884],[2200187],[2208698],[2213491],[2216547],[2218084],[2221998],[2225058],[2238774],[2239033],[2240977],[2242089],[2247540],[2249982],[2250600],[2251105],[2251389],[2259139],[2260270],[2260904],[2268315],[2270173],[2270387],[2271315],[2274410],[2279424],[2279977],[2281089],[2285572],[2290572],[2290796],[2295225],[2296161],[2297938],[2305190],[2305449],[2307393],[2308505],[2312848],[2315466],[2320359],[2323415],[2331926],[2336077],[2336291],[2337568],[2338909],[2340897],[2342266],[2343802],[2345555],[2346858],[2348805],[2354751],[2355369],[2355874],[2360162],[2363218],[2364755],[2368669],[2371729],[2373587],[2383777],[2390014],[2396942],[2397156],[2398433],[2399774],[2403194],[2403418],[2410560],[2418071],[2421127],[2424425],[2424649],[2425691],[2426212],[2429078],[2430014],[2431791],[2436397],[2439302],[2441055],[2442358],[2446701],[2447978],[2449319],[2454212],[2457268],[2465779],[2477551],[2479473],[2479697],[2480739],[2481260],[2485340],[2491577],[2498719],[2499996],[2501337],[2504303],[2505568],[2510540],[2514969],[2517682],[2523720],[2523944],[2524986],[2525507],[2531086],[2538597],[2541653],[2551911],[2553416],[2554681],[2569803],[2570027],[2571069],[2571590],[2576346],[2584576],[2586722],[2592365],[2593630],[2598602],[2605744],[2613236],[2616932],[2619547],[2626261],[2632605],[2633870],[2645578],[2653318],[2663694],[2670477],[2670943],[2681618],[2687929],[2697672],[2718074],[2728597],[2739436],[2766650] ] cell #3675 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3676 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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43352],[2266215,2267145],[2273328,2598704],[2276394,2458262],[2292309,2611692],[2292426,2470100],[2299160,2615559],[2299948,2616035],[2303649,2618239],[2303766,2478987],[2313295,2624010],[2314070,2624478],[2318559,2627158],[2318731,2490867],[2329826,2330756],[2342002,2641636],[2350051,2646646],[2351497,2647513],[2353269,2521260],[2358479,2358534],[2366411,2657020],[2367857,2657887],[2370559,2534664],[2378818,2379808],[2391527,2672531],[2391644,2550056],[2392238,2672934],[2392410,2550609],[2404931,2680074],[2405048,2560430],[2411782,2683941],[2416388,2416443],[2433013,2696299],[2433801,2696775],[2437502,2698979],[2437619,2586012],[2452412,2707898],[2452584,2597892],[2463679,2464609],[2476579,2476634],[2493090,2730651],[2493207,2629245],[2512053,2741024],[2512170,2643723],[2512764,2741427],[2512936,2644276],[2519692,2745367],[2532308,2752434],[2536914,2536969],[2566909,2566964],[2583604,2583659],[2588946,2781914],[2589118,2701619],[2600115,2787780],[2600232,2709985],[2650202,2650257],[2660576,2660631],[2716464,2716519] ] cell #3677 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3678 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3679 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3680 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3681 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3682 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3683 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3684 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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01],[2214923,2560432],[2219742,2408923],[2221181,2408859],[2223890,2225873],[2226861,2568203],[2228599,2416445],[2237228,2575132],[2245284,2580159],[2246723,2582682],[2254141,2586014],[2255615,2588832],[2273330,2452298],[2276532,2278363],[2284842,2464611],[2292304,2611786],[2299162,2615670],[2299950,2475721],[2300906,2476636],[2303644,2618333],[2313290,2624104],[2314072,2624589],[2318554,2490549],[2318733,2318849],[2321791,2629247],[2341997,2641730],[2345234,2643725],[2350053,2646757],[2351492,2649280],[2366413,2529449],[2367852,2529385],[2370561,2372544],[2375270,2536971],[2391522,2672625],[2392233,2550291],[2392412,2392528],[2404926,2680168],[2411784,2684052],[2413528,2566966],[2433015,2696410],[2433803,2582746],[2434759,2583661],[2437497,2699073],[2452407,2597574],[2452586,2452702],[2455644,2709987],[2493085,2730745],[2512048,2741118],[2512759,2643958],[2512938,2513054],[2519694,2649344],[2520650,2650259],[2532310,2752545],[2534054,2660633],[2588941,2701301],[2589120,2589236],[2600110,2787874],[2608712,2716521] ] cell #3685 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [393664],[472593],[514190],[555465],[560727],[606446],[613408],[619314],[651669],[692841],[702136],[707398],[714764],[721398],[755266],[777954],[799906],[810309],[818874],[824136],[830445],[851812],[890827],[892939],[906694],[914268],[924695],[934553],[942726],[968946],[971058],[1009175],[1011190],[1012009],[1026466],[1042496],[1055315],[1090811],[1092826],[1093645],[1125617],[1128997],[1135150],[1135359],[1150163],[1166860],[1167679],[1213302],[1219455],[1219664],[1252181],[1253000],[1256755],[1261875],[1295265],[1295474],[1326118],[1342801],[1347921],[1364219],[1381827],[1382036],[1386565],[1419513],[1424633],[1457064],[1473371],[1489636],[1494683],[1506319],[1511439],[1519345],[1550083],[1587753],[1588883],[1605907],[1619822],[1623808],[1636129],[1649045],[1717945],[1728152],[1734366],[1743243],[1747868],[1748998],[1797734],[1840638],[1853624],[1873615],[1883822],[1914423],[1920637],[1971258],[1990195],[2003181],[2032354],[2062552],[2113217],[2140687],[2172610],[2199426],[2271857],[2346097],[2441597] ] cell #3686 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762820],[874098],[932249],[985466],[992243],[1052828],[1062869],[1069656],[1108517],[1160264],[1171737],[1178514],[1188507],[1196007],[1235164],[1261483],[1287959],[1300344],[1311006],[1317783],[1325012],[1347529],[1391237],[1393529],[1409131],[1418149],[1430394],[1441626],[1478043],[1480335],[1521388],[1523093],[1523966],[1539592],[1557047],[1572050],[1607950],[1609655],[1610528],[1643093],[1652709],[1653258],[1668360],[1685465],[1686338],[1738030],[1738579],[1769770],[1770643],[1777839],[1779339],[1812064],[1812613],[1860960],[1862460],[1877348],[1893700],[1894249],[1901243],[1932398],[1933898],[1981271],[1997117],[2010517],[2012017],[2049372],[2050654],[2084582],[2110250],[2123230],[2124512],[2161098],[2193201],[2201320],[2210656],[2230074],[2283152],[2290089],[2301519],[2347991],[2376745],[2389307],[2435372],[2509833], [658088,1116306],[731547,1207149],[750484,1229011],[762449,1242988],[816728,1308133],[841663,1336387],[861654,1358379],[871803,1369521],[874328,1372474],[900976,1402379],[919913,1424241],[931878,1438218],[940972,1449415],[957728,1466668],[978574,1488530],[989792,1499905],[994064,1763492],[999941,1511047],[1020393,1532763],[1030542,1543905],[1035229,1549523],[1040384,1554755],[1050533,1565897],[1053058,1568850],[1062498,1579874],[1075809,1333809],[1086077,1603060],[1097285,1356907],[1112287,1629426],[1116850,1886744],[1123505,1640801],[1143999,1661898],[1155217,1673273],[1157329,1675565],[1159489,1675882],[1159893,1678560],[1164845,1683760],[1176063,1695135],[1180335,1949763],[1186212,1706277],[1188737,1709230],[1190899,1711895],[1193429,1194535],[1208617,1727668],[1212622,1731667],[1236906,1997964],[1243942,2006021],[1245432,1763175],[1250166,1768065],[1267636,1530185],[1277904,1794887],[1280388,1797250],[1282638,1799777],[1284653,1801482],[1285472,1802355],[1287201,1801762],[1288189,1805374],[1289112,1553283],[1304114,1821253],[1308677,2065474],[1315332,1832628],[1317444,1834920],[1319604,1835237],[1320008,1837915],[1328980,2080336],[1337777,1852686],[1337851,1853192],[1341291,1856758],[1366303,2111675],[1370989,1883338],[1374994,1887337],[1375674,1639329],[1388659,1389765],[1403847,1913939],[1407852,1917938],[1408532,1670695],[1410274,1919699],[1410348,1920205],[1414685,1924301],[1414894,1924850],[1417310,1924556],[1432136,2167393],[1439172,2175450],[1440662,1949446],[1443146,1951809],[1445396,1954336],[1447411,1956041],[1448230,1956914],[1449959,1956321],[1450947,1959933],[1458028,1721079],[1459680,2189548],[1462794,1970660],[1467463,1973419],[1468320,1973679],[1475465,1476571],[1493748,1996218],[1495916,2218009],[1501295,2002243],[1501369,2002749],[1504809,2006315],[1522494,1791137],[1525356,2238976],[1526606,2025391],[1534153,2031416],[1534227,2031922],[1537667,2035488],[1539177,2039690],[1539830,2037175],[1540687,2037435],[1544297,2041190],[1560595,2056078],[1562679,2270315],[1567365,2062068],[1571370,2066067],[1573792,2067828],[1573866,2068334],[1578203,2072430],[1578412,2072979],[1580828,2072685],[1586012,1840040],[1589515,2290721],[1593114,2085754],[1597899,2088720],[1599310,1609056],[1611918,2305392],[1613168,2101525],[1620786,1876749],[1623634,2109553],[1623708,2110059],[1625552,2112619],[1630221,2115378],[1631078,2115638],[1646641,2129936],[1652294,1911552],[1654910,2336219],[1656106,2137023],[1656180,2137529],[1658024,2140089],[1662693,2142848],[1663550,2143108],[1668601,2150700],[1669284,2148627],[1684866,1945696],[1688978,2165647],[1689913,2166546],[1691146,2364680],[1696525,2171672],[1696599,2172178],[1700039,2175744],[1701549,2179946],[1702202,2177431],[1703059,2177691],[1706669,2181446],[1712403,2382438],[1714972,1961510],[1716254,2191991],[1722095,2194524],[1725281,1737615],[1740231,2397084],[1741427,2208576],[1741501,2209082],[1746127,1989597],[1750730,2216155],[1751587,2216415],[1753229,2218852],[1758014,2221818],[1759425,1769171],[1773283,2234623],[1774218,2235522],[1779580,2029381],[1780710,2243222],[1781342,2424574],[1782442,2241697],[1783299,2241957],[1784941,2244394],[1789726,2247360],[1811649,2059681],[1815461,2268193],[1815535,2268699],[1815635,2268890],[1817379,2271259],[1822048,2274018],[1822905,2274278],[1827956,2281870],[1828639,2279797],[1841198,2077786],[1842112,2292907],[1850651,1862701],[1851933,2300309],[1863831,2309638],[1864463,2479622],[1865563,2308113],[1866420,2308373],[1868144,2310286],[1870642,2103469],[1871924,2104718],[1875338,2315286],[1877765,2317752],[1880951,1893285],[1897097,2331804],[1897171,2332310],[1897271,2332501],[1898674,2502964],[1898745,2333729],[1902525,2338662],[1904216,2339872],[1905939,2338729],[1908366,2341195],[1929514,2357327],[1934139,2169637],[1935269,2164300],[1937001,2362826],[1937858,2363086],[1939500,2365523],[1944285,2368489],[1962401,2383452],[1963843,2385972],[1972732,2392125],[1978702,2552077],[1978773,2394594],[1982553,2399527],[1984244,2400737],[1985967,2399594],[1988460,2401592],[1990755,2210884],[1991669,2211578],[1994871,1996702],[2000208,2012258],[2001490,2220101],[2007633,2415236],[2013388,2233276],[2015120,2420735],[2015977,2420995],[2017633,2422823],[2019368,2423942],[2020842,2426760],[2030663,2434162],[2042561,2443491],[2046874,2444139],[2052345,2267148],[2054068,2449139],[2056495,2451605],[2078592,2468105],[2080799,2611258],[2080870,2469472],[2081826,2470103],[2086645,2473135],[2088087,2475655],[2093767,2477871],[2095502,2478990],[2096976,2481808],[2104360,2311212],[2105802,2311145],[2108508,2110491],[2114691,2318446],[2117893,2119724],[2120732,2496157],[2126203,2330759],[2127926,2501157],[2131830,2503978],[2133272,2506498],[2142161,2512651],[2151982,2520053],[2153673,2521263],[2157889,2522118],[2159624,2358537],[2170919,2366772],[2182817,2379947],[2190066,2544913],[2190845,2545401],[2195330,2548061],[2198564,2550059],[2203383,2553091],[2204825,2555611],[2211690,2402388],[2211866,2211982],[2213897,2679640],[2213968,25598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] cell #3687 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1032689],[1064370],[1118390],[1156657],[1188359],[1190361],[1244760],[1278699],[1284763],[1310217],[1311284],[1316772],[1319767],[1365113],[1374285],[1392188],[1393807],[1408639],[1439990],[1441457],[1441910],[1447521],[1456305],[1478994],[1480613],[1495535],[1522601],[1523797],[1524250],[1538769],[1555706],[1557325],[1561489],[1570661],[1571804],[1572157],[1587015],[1597587],[1609163],[1610359],[1610812],[1619063],[1624936],[1641752],[1643371],[1651535],[1651886],[1653012],[1653365],[1675843],[1684973],[1686169],[1686622],[1690765],[1701141],[1715638],[1726284],[1736856],[1737207],[1738333],[1738686],[1747130],[1752344],[1757702],[1761211],[1763453],[1769278],[1770474],[1770927],[1775535],[1775632],[1778842],[1780302],[1789414],[1802186],[1802639],[1810890],[1811241],[1812367],[1812720],[1816763],[1835198],[1839462],[1851317],[1858656],[1858753],[1861963],[1863423],[1870326],[1871308],[1876856],[1881954],[1885221],[1885385],[1887168],[1887621],[1892526],[1892877],[1894003],[1894356],[1899438],[1901909],[1912555],[1923127],[1924604],[1924957],[1930094],[1930191],[1933401],[1934861],[1943973],[1947482],[1949724],[1956745],[1957198],[1970082],[1973727],[1978085],[1979466],[1981937],[1989019],[1990424],[1996294],[1999892],[2000874],[2003931],[2004523],[2006069],[2006422],[2008213],[2008310],[2011520],[2012980],[2018192],[2030047],[2037483],[2040693],[2042153],[2047567],[2048410],[2048507],[2050038],[2060684],[2063951],[2064115],[2065898],[2066351],[2071256],[2072733],[2073086],[2074765],[2083268],[2083365],[2088988],[2091407],[2093078],[2094326],[2103082],[2103977],[2111554],[2111723],[2112041],[2113446],[2115686],[2117277],[2119316],[2121425],[2122268],[2122365],[2123896],[2139511],[2143156],[2147514],[2148895],[2151366],[2157487],[2158448],[2159361],[2169321],[2170303],[2173360],[2173952],[2175498],[2175851],[2177739],[2180949],[2182409],[2184216],[2184380],[2188224],[2189427],[2189596],[2191413],[2192326],[2197388],[2199655],[2200006],[2200103],[2200704],[2210236],[2216463],[2218322],[2218465],[2219360],[2222086],[2227424],[2228337],[2242005],[2247628],[2250047],[2251718],[2252966],[2260969],[2261133],[2270194],[2270363],[2270681],[2272086],[2274326],[2275917],[2277956],[2280065],[2280908],[2281005],[2282536],[2285593],[2286185],[2289669],[2291034],[2291177],[2293578],[2295389],[2296542],[2297914],[2299568],[2300644],[2308421],[2312824],[2315554],[2317104],[2320616],[2323331],[2336098],[2336267],[2338084],[2338997],[2344059],[2346326],[2346677],[2346774],[2347375],[2354816],[2355895],[2356487],[2363134],[2364993],[2365136],[2366031],[2368757],[2373608],[2374095],[2375008],[2379331],[2383941],[2384139],[2388081],[2388887],[2390395],[2396963],[2397132],[2398949],[2399862],[2403799],[2406200],[2410536],[2413266],[2421043],[2424887],[2425030],[2426233],[2427431],[2429242],[2430395],[2431767],[2433421],[2434497],[2436418],[2441826],[2442274],[2442875],[2446677],[2449407],[2450957],[2454469],[2457184],[2459043],[2468401],[2473822],[2479935],[2480078],[2481281],[2482479],[2485504],[2485702],[2491958],[2498695],[2501425],[2504467],[2504665],[2505589],[2506030],[2508607],[2509413],[2510921],[2515133],[2517658],[2519312],[2520388],[2524325],[2525528],[2526726],[2531062],[2533792],[2541569],[2551887],[2553580],[2553778],[2554702],[2555143],[2558731],[2564152],[2570408],[2571611],[2572809],[2575426],[2576510],[2580847],[2584789],[2587103],[2592529],[2592727],[2593651],[2594092],[2598983],[2605720],[2608450],[2617313],[2618627],[2619711],[2632769],[2632967],[2633891],[2634332],[2638473],[2645554],[2647445],[2652398],[2653482],[2657819],[2664075],[2670641],[2673725],[2675915],[2681639],[2687009],[2688093],[2698053],[2704735],[2713707],[2719530],[2719919],[2728761],[2734035],[2742218],[2759584],[2768106],[2777048],[2799465] ] cell #3688 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3689 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3690 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1032690],[1064371],[1118391],[1156658],[1188360],[1190362],[1244761],[1278700],[1284766],[1310218],[1311285],[1316773],[1319770],[1365114],[1374288],[1392189],[1393808],[1408642],[1439991],[1441458],[1441913],[1447524],[1456306],[1478995],[1480614],[1495538],[1522604],[1523798],[1524253],[1538828],[1555707],[1557326],[1561490],[1570664],[1571866],[1572160],[1587018],[1597588],[1609166],[1610360],[1610815],[1619064],[1624943],[1641753],[1643372],[1651536],[1651945],[1653074],[1653368],[1675844],[1684976],[1686170],[1686625],[1690768],[1701200],[1715645],[1726287],[1736857],[1737266],[1738395],[1738689],[1747133],[1752345],[1757703],[1761212],[1763454],[1769281],[1770475],[1770930],[1775754],[1777490],[1778845],[1780361],[1789415],[1802187],[1802642],[1810891],[1811300],[1812429],[1812723],[1816770],[1835199],[1839469],[1851324],[1858875],[1860611],[1861966],[1863482],[1870327],[1871315],[1876859],[1881957],[1885222],[1885382],[1887169],[1887624],[1892527],[1892936],[1894065],[1894359],[1899552],[1901916],[1912558],[1923128],[1924666],[1924960],[1930313],[1932049],[1933404],[1934920],[1943974],[1947483],[1949725],[1956746],[1957201],[1970089],[1973849],[1978086],[1979580],[1981944],[1989026],[1990427],[1996353],[1999893],[2000881],[2003928],[2004526],[2006131],[2006425],[2008432],[2010168],[2011523],[2013039],[2018199],[2030054],[2037605],[2040696],[2042212],[2047681],[2048629],[2050045],[2050305],[2060687],[2063952],[2064112],[2065899],[2066354],[2071257],[2072795],[2073089],[2074766],[2083487],[2084233],[2089102],[2091408],[2093081],[2094333],[2103141],[2103982],[2111551],[2111785],[2112048],[2113449],[2115808],[2117284],[2119375],[2121539],[2122487],[2123903],[2124163],[2139518],[2143278],[2147515],[2149009],[2151373],[2157488],[2158455],[2159475],[2169322],[2170310],[2173357],[2173955],[2175560],[2175854],[2177861],[2180952],[2182468],[2184217],[2184377],[2188283],[2189424],[2189658],[2191420],[2192440],[2197395],[2199658],[2200225],[2200711],[2200971],[2210241],[2216585],[2218329],[2218524],[2219365],[2222200],[2227431],[2228451],[2242127],[2247742],[2250048],[2251721],[2252973],[2260970],[2261130],[2270191],[2270425],[2270688],[2272089],[2274448],[2275924],[2278015],[2280179],[2281127],[2282543],[2282803],[2285590],[2286188],[2289674],[2291041],[2291236],[2293585],[2295396],[2296601],[2297976],[2299573],[2300758],[2308543],[2312886],[2315668],[2317109],[2320623],[2323453],[2336095],[2336329],[2338091],[2339111],[2344066],[2346329],[2346896],[2347382],[2347642],[2354817],[2355892],[2356490],[2363256],[2365000],[2365195],[2366036],[2368871],[2373605],[2374102],[2375122],[2379338],[2383948],[2384144],[2388086],[2388892],[2390454],[2396960],[2397194],[2398956],[2399976],[2403858],[2406207],[2410598],[2413380],[2421165],[2424894],[2425089],[2426230],[2427438],[2429249],[2430454],[2431829],[2433426],[2434611],[2436415],[2441829],[2442396],[2442882],[2446739],[2449521],[2450962],[2454476],[2457306],[2459050],[2468406],[2473827],[2479942],[2480137],[2481278],[2482486],[2485511],[2485707],[2492017],[2498757],[2501539],[2504474],[2504670],[2505586],[2506037],[2508612],[2509418],[2510980],[2515140],[2517720],[2519317],[2520502],[2524384],[2525525],[2526733],[2531124],[2533906],[2541691],[2551949],[2553587],[2553783],[2554699],[2555150],[2558736],[2564157],[2570467],[2571608],[2572816],[2575431],[2576517],[2580852],[2584794],[2587162],[2592536],[2592732],[2593648],[2594099],[2599042],[2605782],[2608564],[2617372],[2618632],[2619718],[2632776],[2632972],[2633888],[2634339],[2638478],[2645616],[2647450],[2652403],[2653489],[2657824],[2664134],[2670648],[2673730],[2675920],[2681636],[2687014],[2688100],[2698112],[2704740],[2713712],[2719535],[2719924],[2728768],[2734040],[2742223],[2759589],[2768111],[2777053],[2799470] ] cell #3691 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1374225],[1467283],[1489145],[1504244],[1504667],[1548609],[1570601],[1597666],[1619142],[1630041],[1633579],[1634024],[1662513],[1677612],[1678035],[1699474],[1699897],[1710981],[1725623],[1746469],[1753416],[1757781],[1761298],[1789493],[1800392],[1803930],[1804375],[1821868],[1825406],[1825851],[1836967],[1837390],[1838518],[1842299],[1847940],[1867931],[1877918],[1881293],[1911894],[1918841],[1923206],[1926723],[1939687],[1944052],[1947569],[1958489],[1958934],[1960556],[1962188],[1962976],[1963996],[1972919],[1991856],[1997497],[2021029],[2021959],[2026670],[2036657],[2040032],[2056648],[2060023],[2066970],[2074852],[2076012],[2079869],[2086432],[2088240],[2097163],[2098093],[2104935],[2105955],[2114878],[2117974],[2132405],[2133425],[2134287],[2135235],[2142348],[2147989],[2161285],[2162215],[2166926],[2176913],[2177073],[2196607],[2203958],[2204978],[2205840],[2206788],[2212967],[2221338],[2224078],[2230261],[2231191],[2238509],[2239297],[2240317],[2240477],[2245072],[2246880],[2255803],[2263575],[2264595],[2265457],[2266405],[2273518],[2276614],[2301706],[2304925],[2305713],[2306733],[2306893],[2316616],[2319835],[2322505],[2327186],[2328206],[2329068],[2330016],[2343278],[2351649],[2353459],[2359638],[2360426],[2361446],[2361606],[2368009],[2370749],[2376932],[2380028],[2387344],[2390554],[2393823],[2403958],[2407227],[2414328],[2417547],[2418335],[2419355],[2419515],[2435559],[2438778],[2440586],[2440746],[2443572],[2453688],[2456358],[2462059],[2463869],[2464799],[2467839],[2474269],[2477027],[2486149],[2488907],[2492117],[2495386],[2495546],[2511080],[2514349],[2521450],[2534854],[2538073],[2539881],[2540041],[2540743],[2543372],[2547795],[2548650],[2558169],[2559024],[2564599],[2581294],[2584052],[2587262],[2590531],[2599142],[2602411],[2602571],[2613642],[2622561],[2627839],[2641462],[2642317],[2647892],[2658266],[2694382],[2699660],[2708579], [689890,1414329],[730220,1983194],[797043,1544753],[822988,1577847],[870476,2125153],[899649,1903166],[910920,1673688],[924297,1689557],[939002,1707125],[982193,2217331],[1004325,1773862],[1029215,1795554],[1038536,1809062],[1045071,1816091],[1049206,2051295],[1060477,1833043],[1100039,2311511],[1115906,2324199],[1121657,1890698],[1128192,1897727],[1163174,1684375],[1163597,1931661],[1168464,2162961],[1170206,1938079],[1184885,1950113],[1190596,1960133],[1211853,1977297],[1226241,2402296],[1237918,2409223],[1248495,1768680],[1248918,2009780],[1253785,2231937],[1255527,2016198],[1266701,2022705],[1289751,2046956],[1291039,2048146],[1291484,1810969],[1291866,2263082],[1307733,2458052],[1313484,2069428],[1320019,2076457],[1339909,2476021],[1340726,1857373],[1341149,2092328],[1352747,2098839],[1366751,2490455],[1376313,2120814],[1377601,2122004],[1378046,1892605],[1378428,2326693],[1389298,2131912],[1407083,2146726],[1419264,2157651],[1421244,1932740],[1421471,2358123],[1433148,2529749],[1443725,1954951],[1444148,2179209],[1449015,2378608],[1450757,2185627],[1458667,2190927],[1469888,2550197],[1470821,2199742],[1471266,1978164],[1471648,2393098],[1476104,2203465],[1506070,2226627],[1508050,2010859],[1508277,2416032],[1519096,2236994],[1536285,2583046],[1537102,2036103],[1537525,2250968],[1549123,2257479],[1549869,2046661],[1563127,2597480],[1572689,2279454],[1573977,2280644],[1574422,2071335],[1574804,2460546],[1588634,2292070],[1593301,2295250],[1599949,2299245],[1601183,2092417],[1601410,2476223],[1605658,2303410],[1621425,2314155],[1634406,2494661],[1635915,2120519],[1648831,2131617],[1653897,2337598],[1665118,2643864],[1666051,2346413],[1666496,2147593],[1666878,2513624],[1671334,2350136],[1676795,2649644],[1701300,2373298],[1703280,2180288],[1703507,2536558],[1715159,2383802],[1717731,2190632],[1722248,2194133],[1725362,2548478],[1727903,2391288],[1734152,2203170],[1739218,2398463],[1748749,2404692],[1760064,2411867],[1761525,2566553],[1780461,2425923],[1785128,2429103],[1791776,2433098],[1793010,2251057],[1793237,2583248],[1797485,2437263],[1802997,2701207],[1804757,2589806],[1813252,2448008],[1826233,2601686],[1827742,2279159],[1841351,2290479],[1850838,2473485],[1853410,2298950],[1863582,2480971],[1870829,2485365],[1873401,2313860],[1881032,2627667],[1883573,2492851],[1894888,2500026],[1901430,2504328],[1904002,2337303],[1908519,2340804],[1911633,2642145],[1914174,2511814],[1920423,2349841],[1925489,2518989],[1926950,2649846],[1935020,2525218],[1946335,2532393],[1947796,2660220],[1959316,2666778],[1971971,2389697],[1981458,2553441],[1984030,2398168],[1990908,2403101],[1994952,2680583],[2000395,2563815],[2002967,2411572],[2006954,2567652],[2013139,2571301],[2020081,2424332],[2029568,2580510],[2032140,2432803],[2039771,2699488],[2042312,2587996],[2049559,2592390],[2052131,2447713],[2059762,2708407],[2062303,2599876],[2073618,2607051],[2075079,2716108],[2096215,2479380],[2108695,2624940],[2113930,2491260],[2119475,2630597],[2123417,2632630],[2125989,2499731],[2141400,2510223],[2150887,2647108],[2153459,2518694],[2160337,2523627],[2164381,2749076],[2169824,2657482],[2172396,2532098],[2176383,2661319],[2180027,2755623],[2182568,2664968],[2193388,2670502],[2215637,2560823],[2218624,2681964],[2225660,2567357],[2229313,2569710],[2233357,2773467],[2243303,2776780],[2254855,2586405],[2267335,2705680],[2272570,2598285],[2278115,2711337],[2282057,2713370],[2284629,2606756],[2291336,2718283],[2294605,2613143],[2309719,2798905],[2317551,2626984],[2330946,2734980],[2340059,2738995],[2362308,2654490],[2365295,2750457],[2372331,2661024],[2375984,2663377],[2384586,2669874],[2400924,2765815],[2407696,2682024],[2420217,2689101],[2425189,2775412],[2428458,2693883],[2451404,2707724],[2468694,2718834],[2480237,2797537],[2483506,2725833],[2505112,2738367],[2528222,2750517],[2554225,2765187],[2575719,2775963],[2618920,2798088] ] cell #3692 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [561278],[628864],[646579],[657730],[707949],[731498],[750435],[760034],[762400],[787504],[805219],[816370],[824687],[827465],[841064],[861055],[871754],[881353],[900927],[910526],[914819],[919864],[929463],[931829],[940614],[954748],[963625],[975594],[989193],[999892],[1006195],[1019794],[1030493],[1032483],[1032695],[1034871],[1039785],[1050484],[1060083],[1062449],[1064376],[1082128],[1086028],[1087831],[1118184],[1118396],[1122906],[1141019],[1149896],[1152340],[1154618],[1156483],[1156733],[1157280],[1159844],[1161865],[1175464],[1186163],[1188153],[1188365],[1190541],[1207887],[1208068],[1208568],[1212023],[1241483],[1244836],[1245383],[1247186],[1273955],[1277855],[1279658],[1279839],[1280339],[1284604],[1284834],[1284873],[1310011],[1310223],[1312455],[1314733],[1316598],[1316848],[1317395],[1319959],[1329500],[1332199],[1336840],[1337268],[1337307],[1363240],[1365263],[1370259],[1370440],[1370940],[1374356],[1374395],[1396098],[1403117],[1403298],[1403798],[1407253],[1409337],[1409765],[1409804],[1413867],[1429940],[1436713],[1440066],[1440613],[1442597],[1443097],[1447362],[1447592],[1447631],[1455339],[1456455],[1462483],[1467431],[1467855],[1482904],[1493018],[1493199],[1493699],[1495678],[1495717],[1500358],[1500786],[1500825],[1516746],[1526057],[1526557],[1528575],[1533216],[1533644],[1533683],[1539798],[1540222],[1559616],[1560546],[1561639],[1566635],[1566816],[1567316],[1570732],[1570771],[1572855],[1573283],[1573322],[1577385],[1585701],[1587158],[1587197],[1593082],[1612619],[1613119],[1618097],[1622697],[1623125],[1623164],[1624899],[1625241],[1630189],[1630613],[1645662],[1646592],[1651685],[1655169],[1655597],[1655636],[1657713],[1662661],[1663085],[1688429],[1688929],[1689095],[1690908],[1690947],[1695588],[1696016],[1696055],[1702170],[1702594],[1714940],[1715601],[1715943],[1726466],[1737006],[1740490],[1740918],[1740957],[1743132],[1745816],[1747312],[1750698],[1751122],[1753197],[1761803],[1772734],[1773234],[1773400],[1774844],[1778985],[1779024],[1782410],[1782834],[1784909],[1806864],[1814524],[1814952],[1814991],[1816726],[1817068],[1822016],[1822440],[1838728],[1840527],[1842080],[1851622],[1857965],[1862106],[1862145],[1865531],[1865955],[1868112],[1870159],[1870610],[1871613],[1882136],[1885946],[1888500],[1896160],[1896588],[1896627],[1898713],[1900760],[1901872],[1902214],[1912737],[1927228],[1929403],[1936969],[1937393],[1939468],[1948074],[1962369],[1964896],[1966066],[1971147],[1972700],[1978741],[1980788],[1981900],[1982242],[1990084],[1991637],[1999725],[2001179],[2007522],[2015088],[2015512],[2017458],[2019257],[2020810],[2030352],[2040875],[2044685],[2046842],[2048889],[2060866],[2064676],[2075357],[2080838],[2081715],[2086613],[2090310],[2091240],[2093592],[2095391],[2096944],[2104328],[2106855],[2108025],[2113106],[2114659],[2120700],[2122747],[2131798],[2140576],[2142129],[2150217],[2151671],[2169154],[2170608],[2184941],[2189891],[2190813],[2198453],[2199315],[2200485],[2203351],[2213936],[2214813],[2219711],[2223408],[2245253],[2248950],[2249880],[2254031],[2255584],[2271746],[2273299],[2281387],[2299131],[2299919],[2313119],[2314041],[2321681],[2323713],[2345124],[2345986],[2347156],[2350022],[2354649],[2366382],[2370079],[2411753],[2432984],[2433772],[2441486],[2442656],[2455534],[2457566],[2519663],[2532279],[2541951], [323170,658037],[393237,762248],[430195,816677],[467753,868671],[472544,874135],[513763,931677],[519878,940921],[525450,950902],[555416,986556],[593044,1035178],[601606,1047401],[606397,1052865],[612981,1062297],[619265,1072972],[651070,1109307],[672121,1137173],[692414,1159692],[702087,1172827],[709924,1183080],[714715,1188544],[720799,1199037],[741097,1221478],[777905,1264799],[779895,1265936],[792820,1279192],[799857,1287996],[809710,1301134],[818825,1312096],[851763,1350845],[853753,1351982],[890228,1394267],[892093,1392681],[892890,1395739],[906645,1409168],[921854,1428694],[933954,1442416],[968347,1481073],[970212,1479487],[971009,1482545],[1001882,1515500],[1011141,1523130],[1011410,1525876],[1025648,1538866],[1041650,1556199],[1042447,1559257],[1092777,1609692],[1093046,1612438],[1124771,1642245],[1125568,1645303],[1130269,1650569],[1134332,1651983],[1166811,1685502],[1167080,1688248],[1214574,1735890],[1218637,1737304],[1234710,1752837],[1252132,1769807],[1252401,1772553],[1257800,1777528],[1290384,1809924],[1294447,1811338],[1343846,1860649],[1364170,1877385],[1376946,1891560],[1381009,1892974],[1420558,1932087],[1421749,1933583],[1460406,1969016],[1493865,1996391],[1507364,2010206],[1508555,2011702],[1552258,2050343],[1591007,2084271],[1601688,2093260],[1615037,2103179],[1638304,2124201],[1703785,2181131],[1714489,2188321],[1730276,2201009],[1793515,2251900],[1830131,2282841],[1850168,2296639],[1916547,2347680],[2028898,2430492] ] cell #3693 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [614013],[710092],[780063],[818343],[853921],[892408],[922022],[934000],[970527],[1002050],[1006515],[1011456],[1032651],[1041965],[1088151],[1093092],[1118352],[1125086],[1130389],[1156798],[1162185],[1167126],[1188321],[1208207],[1214694],[1244901],[1247506],[1252447],[1257645],[1279978],[1284919],[1290504],[1291694],[1310179],[1316913],[1329820],[1337427],[1343691],[1365328],[1370579],[1374441],[1377066],[1378256],[1403437],[1409924],[1420403],[1421869],[1440131],[1442736],[1447677],[1456520],[1460526],[1467700],[1471476],[1493338],[1495763],[1500945],[1507209],[1508675],[1526196],[1533803],[1540067],[1552103],[1561704],[1566955],[1570817],[1573442],[1574632],[1587243],[1590852],[1597802],[1601808],[1612758],[1619278],[1623284],[1624962],[1630458],[1634234],[1638149],[1651750],[1655756],[1662930],[1666706],[1688568],[1690993],[1696175],[1702439],[1703905],[1713548],[1715664],[1726512],[1730121],[1737071],[1741077],[1747358],[1750967],[1757917],[1761923],[1772873],[1779070],[1782679],[1789629],[1793635],[1804585],[1811105],[1815111],[1816789],[1822285],[1826061],[1829976],[1839488],[1849227],[1851343],[1862191],[1865800],[1869218],[1871334],[1882182],[1885791],[1892741],[1896747],[1899819],[1901935],[1912783],[1916392],[1923342],[1927348],[1933629],[1937238],[1944188],[1948194],[1959144],[1970108],[1978300],[1979847],[1981963],[1989045],[1998784],[2000900],[2011748],[2015357],[2018218],[2027957],[2030073],[2040921],[2044530],[2047948],[2050064],[2060912],[2064521],[2071471],[2075477],[2082806],[2089369],[2093306],[2094352],[2112067],[2121806],[2123922],[2139537],[2147729],[2149276],[2151392],[2158474],[2168213],[2170329],[2181177],[2184786],[2191439],[2192707],[2197414],[2200730],[2222467],[2227450],[2241446],[2248009],[2251946],[2252992],[2270707],[2280446],[2282562],[2293604],[2295415],[2307862],[2315935],[2320642],[2338110],[2339378],[2344085],[2347401],[2369138],[2374121],[2383967],[2398975],[2400243],[2406226],[2427457],[2429268],[2449788],[2454495],[2482505],[2485530],[2501806],[2504493],[2526752],[2553606],[2572835],[2592555],[2632795],[2670667] ] cell #3694 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3695 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [561282],[628867],[646582],[657733],[707953],[731499],[750436],[760037],[762401],[787507],[805222],[816373],[824691],[827466],[841065],[861056],[871755],[881356],[900928],[910529],[914823],[919865],[929466],[931830],[940617],[954749],[963628],[975595],[989194],[999893],[1006196],[1019795],[1030494],[1032486],[1032699],[1034874],[1039786],[1050485],[1060086],[1062450],[1064380],[1082131],[1086029],[1087832],[1118187],[1118400],[1122907],[1141020],[1149899],[1152343],[1154619],[1156486],[1156806],[1157281],[1159845],[1161866],[1175465],[1186164],[1188156],[1188369],[1190544],[1207888],[1208215],[1208569],[1212024],[1241486],[1244909],[1245384],[1247187],[1273958],[1277856],[1279659],[1279986],[1280340],[1284605],[1284874],[1284908],[1310014],[1310227],[1312458],[1314734],[1316601],[1316921],[1317396],[1319960],[1329501],[1332200],[1336841],[1337308],[1337416],[1363243],[1365336],[1370260],[1370587],[1370941],[1374396],[1374430],[1396101],[1403118],[1403445],[1403799],[1407254],[1409338],[1409805],[1409913],[1413868],[1429943],[1436716],[1440139],[1440614],[1442744],[1443098],[1447363],[1447632],[1447666],[1455340],[1456528],[1462484],[1467435],[1467856],[1482907],[1493019],[1493346],[1493700],[1495718],[1495752],[1500359],[1500826],[1500934],[1516749],[1526204],[1526558],[1528576],[1533217],[1533684],[1533792],[1539802],[1540223],[1559619],[1560547],[1561712],[1566636],[1566963],[1567317],[1570772],[1570806],[1572856],[1573323],[1573431],[1577386],[1585702],[1587198],[1587232],[1593086],[1612766],[1613120],[1618098],[1622698],[1623165],[1623273],[1624903],[1625242],[1630193],[1630614],[1645665],[1646593],[1651758],[1655170],[1655637],[1655745],[1657714],[1662665],[1663086],[1688576],[1688930],[1689096],[1690948],[1690982],[1695589],[1696056],[1696164],[1702174],[1702595],[1714944],[1715605],[1715944],[1726467],[1737079],[1740491],[1740958],[1741066],[1743133],[1745817],[1747313],[1750702],[1751123],[1753201],[1761804],[1772881],[1773235],[1773401],[1774845],[1779025],[1779059],[1782414],[1782835],[1784913],[1806865],[1814525],[1814992],[1815100],[1816730],[1817069],[1822020],[1822441],[1838732],[1840528],[1842084],[1851623],[1857966],[1862146],[1862180],[1865535],[1865956],[1868116],[1870160],[1870614],[1871614],[1882137],[1885947],[1888501],[1896161],[1896628],[1896736],[1898717],[1900761],[1901876],[1902215],[1912738],[1927229],[1929404],[1936973],[1937394],[1939472],[1948075],[1962373],[1964897],[1966067],[1971148],[1972704],[1978745],[1980789],[1981904],[1982243],[1990085],[1991641],[1999726],[2001180],[2007523],[2015092],[2015513],[2017462],[2019258],[2020814],[2030353],[2040876],[2044686],[2046846],[2048890],[2060867],[2064677],[2075358],[2080842],[2081716],[2086617],[2090311],[2091241],[2093596],[2095392],[2096948],[2104332],[2106856],[2108026],[2113107],[2114663],[2120704],[2122748],[2131802],[2140577],[2142133],[2150218],[2151672],[2169155],[2170609],[2184942],[2189895],[2190817],[2198454],[2199316],[2200486],[2203355],[2213940],[2214814],[2219715],[2223409],[2245257],[2248951],[2249881],[2254032],[2255588],[2271747],[2273303],[2281388],[2299135],[2299923],[2313123],[2314045],[2321682],[2323714],[2345125],[2345987],[2347157],[2350026],[2354650],[2366386],[2370080],[2411757],[2432988],[2433776],[2441487],[2442657],[2455535],[2457567],[2519667],[2532283],[2541952], 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] cell #3696 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3697 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3698 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3699 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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753,2489012],[2319940,2627940],[2321661,2801947],[2322523,2495404],[2337408,2507975],[2343383,2642418],[2345104,2808866],[2345966,2809139],[2349946,2743339],[2351667,2647910],[2360531,2367094],[2361464,2362326],[2365060,2522265],[2366306,2750882],[2368027,2658284],[2390319,2672770],[2390369,2673173],[2398273,2557088],[2403723,2680313],[2403773,2558582],[2411677,2769794],[2412465,2567462],[2419373,2420235],[2424954,2575277],[2432908,2778347],[2433696,2778682],[2438883,2699761],[2440604,2590549],[2441466,2835737],[2447818,2448606],[2453793,2708680],[2455514,2839553],[2456376,2602429],[2480002,2618478],[2491882,2730890],[2491932,2627397],[2499836,2500624],[2510845,2741263],[2510895,2741666],[2518799,2650755],[2519587,2811815],[2524249,2524299],[2532203,2816594],[2532991,2661129],[2539899,2540761],[2566216,2685669],[2570332,2570382],[2587027,2699218],[2587077,2782153],[2598907,2788019],[2598957,2708137],[2606861,2607649],[2617237,2617287],[2648927,2746569],[2659883,2754162],[2663999,2664049],[2697977,2698027],[2715189,2715771] ] cell #3700 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3701 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [994010],[1116630],[1159435],[1180281],[1235701],[1243735],[1286981],[1308457],[1319550],[1325549],[1365130],[1373007],[1409069],[1417103],[1430931],[1438965],[1449739],[1451458],[1456322],[1467205],[1489067],[1494983],[1503109],[1503422],[1521925],[1523031],[1539514],[1561506],[1569383],[1572587],[1580621],[1581715],[1586463],[1597604],[1608487],[1609593],[1619080],[1629963],[1632576],[1632898],[1651552],[1652631],[1653795],[1662435],[1668351],[1684297],[1685403],[1690213],[1698339],[1698652],[1701886],[1702012],[1709763],[1711125],[1713245],[1725732],[1736873],[1737952],[1739116],[1746578],[1754452],[1757719],[1760318],[1768602],[1769708],[1778290],[1779330],[1781047],[1781173],[1789431],[1800314],[1805907],[1810907],[1811986],[1813150],[1821790],[1824403],[1824725],[1827706],[1828414],[1835832],[1836145],[1845255],[1848924],[1857295],[1861411],[1862451],[1864168],[1864294],[1868915],[1877286],[1878902],[1881402],[1892543],[1893622],[1894786],[1899516],[1901234],[1903966],[1904674],[1912003],[1923144],[1925387],[1928392],[1928705],[1932849],[1933889],[1935606],[1935732],[1940723],[1943990],[1946589],[1949913],[1954873],[1957486],[1957808],[1966772],[1975261],[1978102],[1979544],[1981262],[1983994],[1984702],[1994198],[1997039],[1998481],[2006852],[2010968],[2012008],[2013725],[2013851],[2018403],[2022505],[2023985],[2027654],[2036025],[2039017],[2040141],[2042898],[2043024],[2045528],[2045850],[2047645],[2049363],[2052095],[2052803],[2057632],[2060132],[2068006],[2071273],[2073516],[2073872],[2082503],[2089066],[2090420],[2092526],[2094537],[2098639],[2100119],[2108135],[2110241],[2117220],[2120061],[2120187],[2121503],[2123221],[2125953],[2126661],[2131064],[2136201],[2137201],[2144690],[2147531],[2148501],[2148973],[2150327],[2153423],[2154131],[2156594],[2158659],[2161089],[2162761],[2167910],[2176281],[2177897],[2180397],[2183154],[2183280],[2192404],[2193192],[2194287],[2197599],[2198027],[2202617],[2207754],[2208754],[2210647],[2214387],[2222164],[2223518],[2225624],[2226332],[2227635],[2230065],[2231737],[2239809],[2241143],[2242163],[2247706],[2249060],[2251166],[2252681],[2253177],[2253605],[2257279],[2262234],[2262991],[2268371],[2275860],[2278701],[2278827],[2280143],[2284593],[2285301],[2290080],[2290633],[2293789],[2295201],[2298397],[2301510],[2306225],[2307559],[2308579],[2310111],[2315632],[2317515],[2320827],[2321255],[2323999],[2325845],[2326602],[2331982],[2337011],[2339075],[2340958],[2344270],[2344698],[2348400],[2349288],[2358374],[2360938],[2363292],[2368835],[2370189],[2372295],[2373003],[2374306],[2376736],[2378408],[2383277],[2383753],[2384550],[2386791],[2389298],[2393007],[2397876],[2399940],[2403255],[2406411],[2407823],[2408078],[2411019],[2416283],[2418847],[2421201],[2424486],[2425286],[2427642],[2429054],[2432250],[2435363],[2447421],[2449485],[2451368],[2454680],[2455108],[2457852],[2459698],[2460455],[2468821],[2469076],[2472960],[2474233],[2476474],[2479534],[2480334],[2482690],[2485316],[2486113],[2488354],[2489419],[2494570],[2499439],[2501503],[2504279],[2505076],[2507317],[2509824],[2513533],[2523781],[2524581],[2526937],[2528349],[2528604],[2531545],[2536809],[2548777],[2549032],[2553392],[2554189],[2556430],[2559151],[2559406],[2562294],[2564563],[2566804],[2569864],[2570664],[2573020],[2575846],[2576101],[2579985],[2581258],[2583499],[2589715],[2592341],[2593138],[2595379],[2601595],[2613297],[2619047],[2619302],[2625856],[2627966],[2628221],[2632581],[2633378],[2635619],[2642444],[2642699],[2647856],[2650097],[2652818],[2653073],[2658230],[2660471],[2666687],[2670453],[2674136],[2678491],[2687429],[2687684],[2699787],[2700042],[2708706],[2708961],[2714118],[2716359],[2717909],[2722304],[2722559],[2742629],[2755922],[2756177],[2761371],[2779433],[2779688],[2808171] ] cell #3702 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993066],[1115512],[1179337],[1235403],[1242587],[1307339],[1318606],[1325251],[1364845],[1418972],[1430633],[1437817],[1448621],[1456037],[1495153],[1521627],[1548729],[1561221],[1572289],[1579473],[1586633],[1608189],[1651267],[1653497],[1668963],[1678159],[1690383],[1701601],[1736588],[1738818],[1778460],[1779942],[1780762],[1795885],[1812852],[1827876],[1861581],[1863063],[1863883],[1894488],[1903497],[1904136],[1918488],[1934501],[1935321],[1983525],[1984164],[2012620],[2013440],[2020215],[2021606],[2051626],[2052265],[2096349],[2097740],[2110853],[2125484],[2126123],[2132507],[2160471],[2161862],[2204060],[2217662],[2229447],[2230838],[2263677],[2264729],[2294739],[2316263],[2327288],[2328340],[2359740],[2387446],[2393957],[2401736],[2417649],[2462193],[2468249],[2477129],[2514483],[2538175],[2548205],[2584154],[2641872], 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2469,2741260],[2144098,2808885],[2153740,2650752],[2161406,2524296],[2163035,2362442],[2167028,2528771],[2172595,2656865],[2172677,2816618],[2196709,2550228],[2199411,2550287],[2205112,2556051],[2212049,2403770],[2213069,2402327],[2215771,2217405],[2219632,2408926],[2221472,2409297],[2224199,2685666],[2225941,2412462],[2230382,2570379],[2232011,2420351],[2238611,2577297],[2245174,2694771],[2247014,2583120],[2255924,2699215],[2257553,2590665],[2271842,2597570],[2273639,2788016],[2275268,2839572],[2284910,2607646],[2299840,2475724],[2301827,2617284],[2305027,2620498],[2318917,2491929],[2319937,2490486],[2322639,2324273],[2343380,2643895],[2346082,2643954],[2351783,2649718],[2366303,2529452],[2368143,2529823],[2370870,2754159],[2372612,2532988],[2377053,2664046],[2378682,2540877],[2390366,2392596],[2433693,2582749],[2435680,2698024],[2438880,2701238],[2441582,2701297],[2452770,2598954],[2453790,2597511],[2456492,2458126],[2464920,2715186],[2510892,2513122],[2519584,2649347],[2521571,2648924],[2587074,2589304] ] cell #3703 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1117456],[1243718],[1287807],[1309283],[1320386],[1364967],[1373207],[1417086],[1438948],[1450565],[1450794],[1456159],[1495396],[1539351],[1547591],[1561343],[1569583],[1572726],[1580604],[1581735],[1586876],[1597441],[1618917],[1624938],[1651389],[1652468],[1653934],[1668764],[1690626],[1701723],[1702032],[1709963],[1715640],[1726145],[1736710],[1737789],[1739255],[1746991],[1757556],[1761207],[1778703],[1779743],[1780884],[1781193],[1789268],[1795289],[1810744],[1811823],[1813289],[1816765],[1827665],[1828119],[1839464],[1851319],[1861824],[1862864],[1864005],[1864314],[1871310],[1881815],[1885075],[1885384],[1892380],[1893459],[1894925],[1901911],[1902901],[1903925],[1904379],[1912416],[1922981],[1925526],[1933262],[1934302],[1935443],[1935752],[1943827],[1947478],[1949848],[1970084],[1977939],[1981939],[1982929],[1983953],[1984407],[1989021],[1996876],[2000876],[2003930],[2004384],[2006991],[2011381],[2012421],[2013562],[2013871],[2018194],[2018239],[2018312],[2022440],[2030049],[2040554],[2042735],[2043044],[2050040],[2051030],[2052054],[2052508],[2060545],[2063805],[2064114],[2071110],[2073655],[2074761],[2088685],[2092939],[2094328],[2094373],[2094446],[2098574],[2106400],[2110654],[2111553],[2112043],[2117279],[2119898],[2120207],[2123898],[2124888],[2125912],[2126366],[2130954],[2139513],[2147368],[2151368],[2153382],[2153836],[2157483],[2158450],[2158495],[2158568],[2162696],[2170305],[2173359],[2173813],[2176420],[2180810],[2182991],[2183300],[2184070],[2184379],[2189426],[2191415],[2197146],[2197390],[2197508],[2200706],[2202507],[2213506],[2217066],[2218324],[2221783],[2225583],[2226037],[2227426],[2227471],[2227544],[2231672],[2247325],[2251579],[2252968],[2253086],[2257214],[2260823],[2261132],[2262124],[2262827],[2262900],[2270193],[2270683],[2275919],[2278538],[2278847],[2282538],[2284552],[2285006],[2285592],[2286046],[2291036],[2293580],[2293625],[2293698],[2295391],[2297358],[2298287],[2310301],[2312268],[2317474],[2320374],[2320618],[2320736],[2323934],[2325735],[2326438],[2326511],[2336097],[2338086],[2343817],[2344061],[2344179],[2347377],[2349178],[2352094],[2355894],[2356348],[2358264],[2364995],[2368454],[2372254],[2372708],[2373607],[2374097],[2374215],[2378343],[2379333],[2383467],[2383943],[2384509],[2386681],[2388019],[2392843],[2392916],[2396962],[2398951],[2401423],[2406202],[2406320],[2408013],[2409980],[2410909],[2416173],[2424889],[2426232],[2427433],[2427551],[2429244],[2431211],[2432140],[2436417],[2439317],[2442877],[2451327],[2454227],[2454471],[2454589],[2457787],[2459045],[2459588],[2460291],[2460364],[2467936],[2468339],[2469011],[2473150],[2474192],[2476364],[2479937],[2481280],[2482481],[2482599],[2485506],[2486072],[2488244],[2489582],[2494479],[2504469],[2505035],[2505588],[2506032],[2507207],[2508545],[2513369],[2513442],[2515135],[2517102],[2525527],[2526728],[2526846],[2528539],[2530506],[2531435],[2536699],[2544341],[2547892],[2548967],[2553582],[2554148],[2554701],[2555145],[2556320],[2558669],[2559341],[2564522],[2566694],[2571610],[2572811],[2572929],[2575364],[2576036],[2576512],[2580175],[2581217],[2583389],[2584727],[2589624],[2592531],[2593097],[2593650],[2594094],[2595269],[2596607],[2601504],[2614611],[2618565],[2619237],[2619713],[2623530],[2628156],[2632771],[2633337],[2633890],[2634334],[2635509],[2638008],[2638411],[2641559],[2642634],[2647815],[2649987],[2652336],[2653008],[2653484],[2658189],[2660361],[2666596],[2670643],[2674095],[2675450],[2675853],[2681638],[2682993],[2686947],[2687619],[2688095],[2695351],[2699977],[2704270],[2704673],[2708896],[2714077],[2716249],[2719468],[2722494],[2728763],[2733570],[2733973],[2742588],[2743943],[2751486],[2756112],[2759331],[2762930],[2768044],[2779623],[2790699],[2795123],[2799212],[2809730],[2832729] ] cell #3704 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1886541],[1973272],[1992209],[2005525],[2005834],[2045280],[2065271],[2088549],[2106264],[2115231],[2118303],[2118757],[2142701],[2156017],[2156326],[2174954],[2175263],[2185536],[2196439],[2212799],[2218447],[2221647],[2224559],[2247189],[2256156],[2259228],[2259682],[2273871],[2276943],[2277397],[2287187],[2287496],[2288653],[2291159],[2295141],[2310051],[2317401],[2319667],[2322780],[2343110],[2348758],[2351958],[2354870],[2365118],[2368318],[2371230],[2380357],[2380811],[2382261],[2383217],[2383693],[2384436],[2390377],[2403781],[2407763],[2412473],[2425012],[2425644],[2428994],[2436344],[2438610],[2451254],[2453520],[2456633],[2459168],[2465280],[2466304],[2468761],[2472900],[2474119],[2480060],[2480692],[2485256],[2485999],[2491940],[2493703],[2504219],[2504962],[2505515],[2506155],[2510903],[2514885],[2524307],[2524939],[2528289],[2532999],[2535639],[2535712],[2541018],[2548717],[2553332],[2554075],[2554628],[2555268],[2559091],[2564449],[2570390],[2571022],[2575786],[2576262],[2577005],[2577078],[2579925],[2581144],[2587085],[2590806],[2592281],[2593024],[2593577],[2594217],[2598965],[2600728],[2607657],[2617295],[2618987],[2619463],[2620206],[2620279],[2626214],[2627906],[2632521],[2633264],[2633817],[2634457],[2642384],[2647742],[2648935],[2650763],[2652758],[2653234],[2653977],[2654050],[2658116],[2664057],[2665820],[2670393],[2672778],[2674022],[2680321],[2681565],[2685677],[2687369],[2687845],[2688588],[2688661],[2698035],[2699226],[2699727],[2700946],[2701019],[2702559],[2708646],[2714004],[2715197],[2717732],[2721385],[2722244],[2727654],[2728513],[2730898],[2732142],[2732215],[2741271],[2742515],[2743506],[2754170],[2755862],[2757081],[2757154],[2759282],[2761194],[2762010],[2766308],[2767124],[2769961],[2778514],[2779373],[2780179],[2788027],[2789271],[2789344],[2795074],[2799163],[2801891],[2807994],[2808810],[2816761],[2832680],[2839497], [956893,2197435],[1111452,2320663],[1143164,2344106],[1156039,1924060],[1231894,2406247],[1281803,2253013],[1284130,2041594],[1303279,2454516],[1316154,2072189],[1356146,2485030],[1372404,2494406],[1414059,2152358],[1427124,2526773],[1429496,2166305],[1444561,2374142],[1446888,2181850],[1486353,2558266],[1497672,2563480],[1513930,2572856],[1516302,2235281],[1526915,2427478],[1552522,2592055],[1552853,2265040],[1560072,2269294],[1568780,2601431],[1577577,2283528],[1600761,2616162],[1613477,2482526],[1627249,2627081],[1638568,2632295],[1638899,2328651],[1646118,2332905],[1648543,2503993],[1681583,2651933],[1681891,2161638],[1682200,2360177],[1689287,2363737],[1692902,2657147],[1709160,2666523],[1711532,2381952],[1729097,2672857],[1730540,2673529],[1730871,2394268],[1733864,2553106],[1765888,2686544],[1766196,2230614],[1766505,2418086],[1773592,2421646],[1775412,2574961],[1792588,2696902],[1805304,2589551],[1807898,2444154],[1808109,2446121],[1808563,2264904],[1819076,2707821],[1830395,2713035],[1830726,2462504],[1837945,2466758],[1853122,2615686],[1855660,2721822],[1855968,2302059],[1856277,2477566],[1858533,2618162],[1886210,2731649],[1889534,2496172],[1889745,2498139],[1890199,2328515],[1899252,2503743],[1915368,2741350],[1916811,2742022],[1917142,2514794],[1920135,2646773],[1926301,2745494],[1929971,2521949],[1930794,2359470],[1952159,2755037],[1952467,2377285],[1952776,2538612],[1959863,2542172],[1968030,2545416],[1972246,2761484],[1973507,2672454],[1976344,2551331],[1976798,2394132],[1979280,2552856],[2002679,2684068],[2005217,2770398],[2008090,2568032],[2008913,2417379],[2031852,2696426],[2034390,2778951],[2034698,2435912],[2035007,2584591],[2037263,2698902],[2043506,2781837],[2044949,2782509],[2047381,2443904],[2064940,2788778],[2068264,2603197],[2068475,2605164],[2068929,2462368],[2083145,2611615],[2085349,2613486],[2087333,2720424],[2088802,2615436],[2091461,2476859],[2109989,2624605],[2114205,2801365],[2115466,2730574],[2121239,2495922],[2137459,2639083],[2141675,2808284],[2142936,2740947],[2145773,2644998],[2146227,2514658],[2148709,2646523],[2153171,2745018],[2155709,2812084],[2172108,2752561],[2174646,2817198],[2177519,2661699],[2178342,2537905],[2185205,2820756],[2188838,2668573],[2192140,2545166],[2194173,2547352],[2195944,2671579],[2209012,2676525],[2215912,2826539],[2216243,2679997],[2220431,2769000],[2221900,2683818],[2241785,2692355],[2243989,2694226],[2245973,2777553],[2247442,2696176],[2250101,2583884],[2255130,2834882],[2256391,2781434],[2268629,2705345],[2272845,2838971],[2274106,2787703],[2279879,2602947],[2284341,2791774],[2286879,2842771],[2290519,2610740],[2308201,2724305],[2312066,2726693],[2314761,2800140],[2315368,2624355],[2319172,2729699],[2332240,2734645],[2335509,2737066],[2338811,2638833],[2340844,2641019],[2342615,2740072],[2350742,2810686],[2352211,2744768],[2362583,2856135],[2362914,2748490],[2364550,2817870],[2367102,2815800],[2368571,2752311],[2376259,2858995],[2377520,2819681],[2396374,2763886],[2399676,2676275],[2403141,2679122],[2405544,2767504],[2420492,2865802],[2420823,2772881],[2422459,2771070],[2424372,2691480],[2428733,2867062],[2438115,2780559],[2445919,2783822],[2448614,2837746],[2449221,2705095],[2450127,2840417],[2453025,2786828],[2461152,2841373],[2462621,2791524],[2479420,2723430],[2483781,2875444],[2497937,2803767],[2500632,2850322],[2501239,2734395],[2502145,2802811],[2507983,2851980],[2522273,2856842],[2523667,2747615],[2526070,2814304],[2527453,2817620],[2537410,2818806],[2547025,2822384],[2557096,2863027],[2568356,2827246],[2569750,2772006],[2572153,2830305],[2573536,2770820],[2575285,2866816],[2578618,2832437],[2591281,2838681],[2611939,2844044],[2613183,2794831],[2618486,2875198],[2621819,2846658],[2631521,2801075],[2637571,2851695],[2651286,2856793],[2669534,2822099],[2675013,2862742],[2685897,2827197],[2691100,2866767],[2718548,2843995],[2723050,2875149] ] cell #3705 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658847],[762981],[799772],[817487],[825919],[867512],[874907],[913473],[932410],[941731],[941861],[947558],[985347],[1026251],[1033646],[1046242],[1053637],[1056247],[1063030],[1063827],[1069537],[1080641],[1102117],[1107886],[1133829],[1134935],[1136291],[1150772],[1171618],[1181921],[1182138],[1189316],[1195376],[1207030],[1218134],[1219240],[1220596],[1228892],[1239996],[1243537],[1261364],[1262484],[1263671],[1263888],[1272468],[1278237],[1293944],[1295050],[1296406],[1299713],[1310345],[1310887],[1321759],[1335756],[1347410],[1348530],[1349717],[1349934],[1357748],[1369402],[1372815],[1373032],[1380506],[1381612],[1382968],[1390606],[1391726],[1392868],[1393410],[1402260],[1413364],[1415826],[1424122],[1425242],[1426429],[1426646],[1435226],[1438767],[1440995],[1463415],[1472606],[1477412],[1478532],[1479674],[1480216],[1485277],[1494468],[1499274],[1502656],[1503198],[1505741],[1510928],[1512048],[1513235],[1513452],[1518135],[1518200],[1518282],[1523335],[1532132],[1543786],[1546093],[1546310],[1554124],[1555244],[1556386],[1556928],[1565778],[1569191],[1569408],[1576882],[1579344],[1580423],[1597877],[1602941],[1604697],[1604762],[1604844],[1609897],[1619353],[1624417],[1625492],[1626173],[1632493],[1635364],[1635581],[1640170],[1641290],[1642432],[1642974],[1648069],[1658645],[1667836],[1672642],[1674904],[1675446],[1679109],[1680507],[1680572],[1680654],[1685707],[1694504],[1697886],[1698428],[1700971],[1706158],[1708465],[1708682],[1709571],[1709788],[1716194],[1718905],[1726581],[1726942],[1727089],[1731036],[1733390],[1747427],[1751882],[1753455],[1757992],[1762514],[1763056],[1764812],[1764877],[1764959],[1770012],[1789704],[1794768],[1796524],[1796671],[1801724],[1805715],[1805932],[1807424],[1808385],[1808467],[1817319],[1818000],[1824320],[1827191],[1827408],[1831997],[1834259],[1834801],[1835379],[1835921],[1842338],[1845935],[1846000],[1846082],[1848369],[1851298],[1852648],[1868360],[1871289],[1878199],[1882251],[1882612],[1882759],[1886706],[1889060],[1890021],[1890103],[1902465],[1905176],[1912852],[1913213],[1913360],[1917307],[1919661],[1923417],[1927939],[1928481],[1931133],[1939726],[1944263],[1948785],[1949327],[1950402],[1951083],[1951230],[1956283],[1957403],[1962617],[1963405],[1964277],[1967556],[1969366],[1976620],[1976702],[1982493],[1985204],[1988303],[1995492],[1995639],[1997926],[2000855],[2002205],[2009252],[2021068],[2022994],[2024665],[2024812],[2027099],[2030028],[2031378],[2036938],[2040990],[2045445],[2056929],[2060981],[2061342],[2061489],[2065436],[2067009],[2067790],[2068751],[2068833],[2078435],[2079146],[2080298],[2086861],[2088521],[2091800],[2097202],[2099128],[2100799],[2100946],[2105364],[2106236],[2109515],[2111325],[2118661],[2132834],[2133706],[2134568],[2135274],[2136985],[2138795],[2146049],[2146131],[2148418],[2151347],[2163250],[2164921],[2165068],[2167355],[2170284],[2171634],[2178681],[2189198],[2195173],[2197036],[2204387],[2205259],[2206121],[2206827],[2208538],[2212244],[2213396],[2221619],[2224898],[2232226],[2233897],[2234044],[2237786],[2238938],[2239726],[2245501],[2247161],[2250440],[2252250],[2259586],[2264004],[2264876],[2265738],[2266444],[2268155],[2269965],[2277301],[2297516],[2304202],[2305354],[2306142],[2312426],[2320264],[2327615],[2328487],[2329349],[2330055],[2331766],[2335869],[2336580],[2341844],[2343707],[2351930],[2355209],[2358915],[2360067],[2360855],[2368290],[2371569],[2380715],[2387773],[2394104],[2396734],[2397445],[2407508],[2410138],[2416824],[2417976],[2418764],[2431369],[2439207],[2446279],[2446990],[2454117],[2462340],[2465619],[2471533],[2477456],[2489336],[2498297],[2499008],[2514630],[2517260],[2530664],[2538502],[2543593],[2551489],[2561863],[2584481],[2605322],[2613863],[2622782],[2645156],[2694603] ] cell #3706 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3707 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1634640],[1726573],[1747419],[1761984],[1762349],[1804991],[1826467],[1838464],[1852111],[1872102],[1882243],[1885559],[1886115],[1912844],[1927409],[1927774],[1948255],[1948620],[1959550],[1960491],[1972431],[1991368],[1997715],[2001668],[2004894],[2030841],[2040982],[2044298],[2044854],[2060973],[2064289],[2064845],[2075538],[2075903],[2076068],[2080087],[2085035],[2102750],[2111472],[2114390],[2141860],[2148207],[2152160],[2155386],[2167144],[2171097],[2174323],[2177194],[2184554],[2185110],[2187892],[2188524],[2189345],[2196825],[2213185],[2218133],[2238727],[2239515],[2240598],[2243675],[2252397],[2255315],[2270112],[2273030],[2279377],[2286556],[2290845],[2296210],[2297663],[2305143],[2305931],[2307014],[2311752],[2312573],[2320053],[2322786],[2335195],[2336016],[2336727],[2337521],[2343496],[2348444],[2359856],[2360644],[2361727],[2364804],[2373526],[2390063],[2396060],[2396881],[2397592],[2398386],[2403467],[2410285],[2412578],[2417765],[2418553],[2419636],[2424698],[2425330],[2426151],[2430063],[2431516],[2438996],[2440867],[2445605],[2446426],[2447137],[2447931],[2453906],[2456639],[2477245],[2479746],[2480378],[2481199],[2489125],[2491626],[2493790],[2495667],[2497623],[2498444],[2499155],[2499949],[2510589],[2517407],[2518912],[2523993],[2524625],[2525446],[2530811],[2533104],[2538291],[2540162],[2541024],[2546711],[2549095],[2551636],[2559469],[2562010],[2567575],[2570076],[2570708],[2571529],[2584270],[2586771],[2588224],[2590812],[2598651],[2600815],[2602692],[2605469],[2606974],[2607762],[2610308],[2614904],[2616981],[2623823],[2625900],[2628284],[2630825],[2642762],[2645303],[2650868],[2661242],[2663743],[2665196],[2665907],[2668123],[2671147],[2671733],[2678690],[2679276],[2683286],[2695644],[2697721],[2700105],[2702646],[2709024],[2711565],[2719974],[2726243],[2729853],[2739640],[2740226],[2744236],[2751779],[2777103],[2780713],[2786982], [911287,1414470],[957042,1727007],[1031293,1544906],[1060844,1577988],[1111601,1882677],[1143313,1913278],[1155715,1673762],[1170573,1689698],[1186963,1707278],[1232043,1995557],[1255894,1774003],[1281952,1796589],[1292100,1811180],[1299141,1816244],[1303428,2061407],[1315830,1833117],[1356295,2104576],[1372553,2118579],[1378662,1892816],[1385703,1897880],[1421930,1933690],[1422295,1933698],[1427273,2164986],[1429172,1938153],[1444710,1951148],[1451124,1960274],[1471882,1978375],[1486359,2211533],[1497821,2219959],[1508736,2011809],[1509101,2011817],[1514079,2233962],[1515978,2016272],[1527064,2024730],[1550624,2047090],[1551871,2050019],[1552427,2050832],[1552671,2263216],[1568929,2277219],[1575038,2071546],[1582079,2076610],[1600910,2300167],[1601869,2093367],[1602234,2093375],[1613626,2100864],[1627255,2318401],[1636670,2120948],[1637917,2123877],[1638473,2124690],[1638717,2326827],[1649586,2132046],[1667112,2147804],[1679400,2157732],[1681260,2160797],[1681589,2358204],[1693051,2366630],[1703966,2181238],[1704331,2181246],[1709309,2380633],[1711208,2185701],[1718486,2191061],[1729103,2392080],[1729889,2200685],[1730445,2201498],[1730689,2393232],[1734907,2203599],[1763705,2226708],[1765565,2229773],[1765894,2416113],[1776363,2237075],[1792737,2434020],[1793696,2252007],[1794061,2252015],[1805453,2259504],[1806231,2261390],[1819082,2452254],[1828497,2279588],[1829744,2282517],[1830300,2283330],[1830544,2460680],[1843838,2292151],[1848158,2295331],[1854165,2299379],[1855337,2301218],[1855666,2476304],[1859484,2303491],[1874156,2314289],[1886359,2494795],[1887867,2325001],[1900127,2334563],[1904757,2337732],[1915374,2512606],[1916160,2347356],[1916716,2348169],[1916960,2513758],[1921178,2350270],[1926450,2519911],[1949976,2373379],[1951836,2376444],[1952165,2536639],[1963194,2383883],[1965433,2385315],[1969513,2388163],[1972252,2548525],[1974458,2391369],[1980155,2395428],[1984785,2398597],[1993395,2404773],[2003722,2412001],[2005223,2566634],[2022568,2426004],[2026888,2429184],[2032895,2433232],[2034067,2435071],[2034396,2583329],[2038214,2437344],[2043512,2588788],[2045098,2589940],[2052886,2448142],[2065089,2601820],[2066597,2458854],[2079293,2468483],[2087438,2473566],[2089677,2474998],[2098702,2481052],[2105153,2485446],[2107392,2486878],[2114211,2627714],[2116417,2492932],[2126744,2500160],[2132623,2504409],[2134862,2505841],[2138942,2508689],[2141681,2642192],[2143887,2511895],[2149584,2515954],[2154214,2519123],[2155715,2649927],[2162824,2525299],[2173151,2532527],[2174652,2660301],[2185354,2666912],[2196031,2548439],[2204176,2553522],[2206415,2554954],[2212391,2558813],[2215918,2680630],[2220536,2563896],[2222775,2565328],[2226415,2567786],[2231800,2571382],[2237933,2575508],[2246078,2580591],[2248317,2582023],[2255136,2699535],[2257342,2588077],[2263793,2592471],[2266032,2593903],[2272851,2708454],[2275057,2599957],[2285384,2607185],[2286885,2716189],[2304349,2618709],[2314866,2625021],[2319259,2627628],[2324062,2630678],[2327404,2632711],[2329643,2634143],[2342702,2642106],[2350847,2647189],[2353086,2648621],[2359062,2652480],[2362589,2749123],[2367207,2657563],[2369446,2658995],[2373086,2661453],[2376265,2755670],[2378471,2665049],[2387562,2670583],[2405631,2680544],[2408141,2682245],[2413955,2685363],[2416971,2687091],[2420498,2773514],[2428739,2776827],[2438202,2699449],[2448719,2705761],[2453112,2708368],[2457915,2711418],[2461257,2713451],[2463496,2714883],[2469139,2719055],[2471680,2719612],[2483787,2798952],[2489875,2729267],[2500737,2735061],[2508088,2739076],[2526157,2749037],[2528667,2750738],[2534481,2753856],[2537497,2755584],[2544634,2760350],[2557201,2765896],[2562422,2768550],[2572240,2773428],[2576164,2776184],[2578705,2776741],[2596900,2786396],[2610894,2794349],[2619365,2798309],[2621906,2798866],[2638301,2807150],[2656089,2815350],[2675743,2825066],[2691634,2831955],[2723584,2846176] ] cell #3708 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [762800],[841717],[861708],[874382],[932229],[958418],[979264],[989846],[992520],[1020447],[1040438],[1053112],[1062849],[1065892],[1080027],[1101503],[1112977],[1123559],[1144689],[1155271],[1160244],[1165535],[1176117],[1178791],[1188791],[1203385],[1212676],[1225247],[1239382],[1250856],[1257719],[1271854],[1283328],[1285526],[1285789],[1288243],[1293330],[1304804],[1315386],[1318060],[1320359],[1337905],[1341981],[1343765],[1375048],[1375311],[1379892],[1398615],[1407906],[1410402],[1412750],[1414739],[1415222],[1415584],[1418426],[1420477],[1434612],[1446086],[1448284],[1448547],[1451001],[1467774],[1468244],[1468470],[1471992],[1501423],[1505137],[1505499],[1507283],[1534281],[1538357],[1540141],[1540611],[1540837],[1545192],[1545479],[1545661],[1571424],[1571687],[1573920],[1576268],[1578257],[1578740],[1579102],[1581944],[1590926],[1593550],[1597921],[1598346],[1598596],[1623762],[1626844],[1630532],[1631002],[1631228],[1634750],[1634932],[1656234],[1663004],[1663474],[1663700],[1667222],[1669306],[1669731],[1669981],[1673777],[1689967],[1696653],[1700367],[1700729],[1702983],[1703209],[1707564],[1707851],[1708033],[1715408],[1719576],[1722117],[1726656],[1727022],[1741555],[1751041],[1751511],[1751737],[1753665],[1754689],[1758036],[1758461],[1758711],[1774272],[1783223],[1783449],[1785377],[1789748],[1790173],[1790423],[1796238],[1796604],[1815589],[1816530],[1818671],[1822359],[1822829],[1823055],[1826577],[1826759],[1828661],[1829086],[1829336],[1833132],[1841220],[1842548],[1845492],[1847978],[1866344],[1866570],[1871078],[1875360],[1875785],[1876035],[1877787],[1878378],[1882326],[1882692],[1897225],[1898166],[1905847],[1905961],[1906386],[1906636],[1908388],[1912927],[1913293],[1937782],[1938008],[1938168],[1939936],[1940960],[1944307],[1944732],[1944982],[1950797],[1951163],[1963014],[1963865],[1966248],[1973168],[1985875],[1985989],[1986414],[1986664],[1988482],[1990777],[1992105],[1995206],[1995572],[1997535],[2005351],[2015901],[2016127],[2016287],[2017655],[2021278],[2024222],[2024379],[2024745],[2026708],[2047105],[2054090],[2054515],[2054765],[2056517],[2057108],[2061056],[2061422],[2077278],[2078614],[2079907],[2088109],[2093789],[2097412],[2100356],[2100513],[2100879],[2102894],[2104591],[2104973],[2105824],[2115127],[2118594],[2120963],[2127948],[2128373],[2128623],[2130364],[2132061],[2133294],[2135677],[2142597],[2155843],[2157911],[2164635],[2165001],[2166964],[2174780],[2188036],[2190088],[2191076],[2195352],[2196645],[2201917],[2203614],[2204847],[2207230],[2211712],[2213005],[2219974],[2221207],[2226887],[2233611],[2233977],[2235918],[2237254],[2238547],[2246749],[2256052],[2259519],[2261534],[2263231],[2273767],[2277234],[2287013],[2291621],[2292330],[2296354],[2299394],[2300182],[2302334],[2303670],[2304963],[2311264],[2313316],[2314304],[2318580],[2319873],[2325145],[2326842],[2334707],[2342023],[2343316],[2350285],[2351518],[2366645],[2367878],[2380648],[2384832],[2385459],[2391548],[2392259],[2393247],[2395572],[2404243],[2404952],[2408976],[2412016],[2430207],[2433247],[2434035],[2437523],[2438816],[2452433],[2453726],[2460695],[2475142],[2475774],[2486395],[2487022],[2493111],[2494810],[2512074],[2512785],[2513773],[2516098],[2519926],[2529502],[2532542],[2565472],[2582167],[2582799],[2588967],[2589955],[2600136],[2601835],[2649397],[2659139],[2666927], [473076,874749],[560781,992353],[606929,1053479],[651723,1109689],[657439,1115614],[707452,1178624],[715247,1189158],[721452,1199419],[755956,1236636],[800389,1288610],[810363,1301516],[816079,1307441],[824190,1317893],[831135,1328710],[866898,1365757],[890881,1394649],[914322,1418259],[925385,1431866],[934607,1442798],[940323,1448723],[946944,1459134],[969000,1481455],[1009865,1525086],[1012063,1526258],[1026520,1539702],[1034580,1548831],[1045628,1562133],[1056005,1573522],[1091501,1611648],[1093699,1612820],[1133215,1654364],[1135204,1652819],[1136049,1655836],[1151058,1669137],[1167733,1688630],[1181307,1702513],[1217520,1739685],[1219509,1738140],[1220354,1741157],[1253054,1772935],[1262770,1780116],[1263057,1782753],[1278252,1795363],[1295319,1812174],[1296164,1815191],[1348816,1863237],[1349103,1865874],[1381881,1893810],[1382726,1896827],[1387695,1901679],[1391741,1902975],[1425528,1934675],[1425815,1937312],[1474501,1981707],[1478547,1983003],[1494737,1997227],[1512334,2012794],[1512621,2015431],[1518215,2019950],[1551213,2049808],[1555259,2051104],[1604777,2096084],[1624703,2111027],[1637259,2123666],[1641305,2124962],[1680587,2160206],[1681717,2161534],[1720115,2193637],[1751897,2217140],[1764892,2229182],[1766022,2230510],[1808400,2264464],[1846015,2294474],[1855794,2301955],[1868375,2310375],[1890036,2328075],[1952293,2377181],[1962632,2383541],[1976635,2393692],[2034524,2435808],[2068766,2461928],[2086876,2473224],[2146064,2514218],[2245516,2580249] ] cell #3709 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3710 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [613964],[710043],[780014],[818264],[853872],[892329],[921973],[933931],[970448],[1002001],[1006362],[1011387],[1032602],[1041886],[1087998],[1093023],[1118303],[1125007],[1130246],[1156719],[1162032],[1167057],[1188272],[1208054],[1214551],[1244822],[1247353],[1252378],[1257642],[1279825],[1284850],[1290361],[1291541],[1310130],[1316834],[1329667],[1337284],[1343688],[1365249],[1370426],[1374372],[1376923],[1378103],[1403284],[1409781],[1420400],[1421726],[1440052],[1442583],[1447608],[1456441],[1460383],[1467697],[1471323],[1493185],[1495694],[1500802],[1507206],[1508532],[1526043],[1533660],[1540064],[1552100],[1561625],[1566802],[1570748],[1573299],[1574479],[1587174],[1590849],[1597723],[1601665],[1612605],[1619199],[1623141],[1625006],[1630455],[1634081],[1638146],[1651671],[1655613],[1662927],[1666553],[1688415],[1690924],[1696032],[1702436],[1703762],[1713545],[1715708],[1726443],[1730118],[1736992],[1740934],[1747289],[1750964],[1757838],[1761780],[1772720],[1779001],[1782676],[1789550],[1793492],[1804432],[1811026],[1814968],[1816833],[1822282],[1825908],[1829973],[1839627],[1849224],[1851387],[1862122],[1865797],[1869215],[1871378],[1882113],[1885788],[1892662],[1896604],[1899816],[1901979],[1912714],[1916389],[1923263],[1927205],[1933560],[1937235],[1944109],[1948051],[1958991],[1970247],[1978221],[1979844],[1982007],[1989184],[1998781],[2000944],[2011679],[2015354],[2018357],[2027954],[2030117],[2040852],[2044527],[2047945],[2050108],[2060843],[2064518],[2071392],[2075334],[2082803],[2089366],[2093237],[2094491],[2112206],[2121803],[2123966],[2139676],[2147650],[2149273],[2151436],[2158613],[2168210],[2170373],[2181108],[2184783],[2191578],[2192704],[2197553],[2200774],[2222464],[2227589],[2241443],[2248006],[2251877],[2253131],[2270846],[2280443],[2282606],[2293743],[2295459],[2307859],[2315932],[2320781],[2338249],[2339375],[2344224],[2347445],[2369135],[2374260],[2384011],[2399114],[2400240],[2406365],[2427596],[2429312],[2449785],[2454634],[2482644],[2485574],[2501803],[2504537],[2526891],[2553650],[2572974],[2592599],[2632839],[2670711] ] cell #3711 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874793],[992284],[1053523],[1108558],[1115539],[1178555],[1189202],[1196048],[1235504],[1288654],[1300385],[1307366],[1317824],[1325352],[1364654],[1391278],[1418190],[1430734],[1441667],[1448648],[1455846],[1478084],[1521728],[1524007],[1539633],[1548756],[1561030],[1572390],[1608290],[1610569],[1651076],[1652750],[1653598],[1669062],[1686379],[1701410],[1736397],[1738071],[1738919],[1770684],[1780041],[1780571],[1795357],[1812105],[1812953],[1863162],[1863692],[1893741],[1894589],[1901540],[1902969],[1934600],[1935130],[1981568],[1982997],[1997158],[2012719],[2013249],[2019944],[2049669],[2051098],[2096078],[2110952],[2123527],[2124956],[2160200],[2161395],[2193498],[2217134],[2229176],[2230371],[2264458],[2294468],[2301816],[2310369],[2328069],[2377042],[2383535],[2393686],[2435669],[2461922],[2473218],[2514212],[2580243], [762842,1243451],[841719,1336428],[861710,1358420],[874384,1372515],[932271,1438681],[958415,1467008],[979261,1488870],[989848,1499946],[992517,1502912],[1020449,1532804],[1040440,1554796],[1053114,1568891],[1062891,1580337],[1079956,1597128],[1101432,1618604],[1112974,1629766],[1117471,1887707],[1123561,1640842],[1144686,1662238],[1155273,1673314],[1160286,1679023],[1165532,1684100],[1176119,1695176],[1178788,1698142],[1188793,1709271],[1202282,1464486],[1212678,1731708],[1224144,1487427],[1239311,1757243],[1244013,2006143],[1250853,1768405],[1271783,1788955],[1283325,1800117],[1285528,1802396],[1287822,1802725],[1288245,1805415],[1293259,1810431],[1304801,1821593],[1309298,2066437],[1315388,1832669],[1318057,1835635],[1320401,1838378],[1322830,1323909],[1337907,1853233],[1341978,1857098],[1366374,2111797],[1373495,2119365],[1375050,1887378],[1379821,1892067],[1397512,1659716],[1407908,1917979],[1410404,1920246],[1412679,1922668],[1414741,1924342],[1415581,1925190],[1417381,1924678],[1418423,1928195],[1419374,1682657],[1434541,1943514],[1439243,2175572],[1446083,1954676],[1448286,1956955],[1450580,1957284],[1451003,1959974],[1459751,2189670],[1468391,1973861],[1468467,1974222],[1471921,1977626],[1496761,2218514],[1501425,2002790],[1505496,2006655],[1506180,1766962],[1519206,1520285],[1534283,2031963],[1538354,2035828],[1539038,1797595],[1540758,2037617],[1540834,2037978],[1545189,2041892],[1545408,2042422],[1547879,2042202],[1562750,2270437],[1569871,2278005],[1571426,2066108],[1573922,2068375],[1576197,2070797],[1578259,2072471],[1579099,2073319],[1580899,2072807],[1581941,2076324],[1588744,1847006],[1590360,2291226],[1593411,2086214],[1597915,2088748],[1598744,2089092],[1605768,1606847],[1623764,2110100],[1625893,2317050],[1631149,2115820],[1631225,2116181],[1634679,2119585],[1652155,1914284],[1654981,2336341],[1656236,2137570],[1663621,2143290],[1663697,2143651],[1667151,2147055],[1668657,2150997],[1669300,2148655],[1670129,2148999],[1673712,2152426],[1689969,2166587],[1691991,2365185],[1696655,2172219],[1700726,2176084],[1703130,2177873],[1703206,2178234],[1707561,2182148],[1707780,2182678],[1710251,2182458],[1715269,1961970],[1718625,2384085],[1722111,2194552],[1726662,2197240],[1728013,1737476],[1740302,2397206],[1741557,2209123],[1748859,1996563],[1751658,2216597],[1751734,2216958],[1753526,2219312],[1758030,2221846],[1758859,2222190],[1774274,2235563],[1779636,2029678],[1782187,2425079],[1783370,2242139],[1783446,2242500],[1785238,2244854],[1789742,2247388],[1790571,2247732],[1795578,2254718],[1796244,2252818],[1811510,2062413],[1815591,2268740],[1816527,2269592],[1817720,2450903],[1822976,2274460],[1823052,2274821],[1826506,2278225],[1828012,2282167],[1828655,2279825],[1829484,2280169],[1833067,2283596],[1838855,2467294],[1841214,2077814],[1842409,2293367],[1847984,2295655],[1850948,1862757],[1865308,2480127],[1866491,2308555],[1866567,2308916],[1870939,2103929],[1875354,2315314],[1876183,2315658],[1877781,2317780],[1882332,2320468],[1883683,1893146],[1897227,2332351],[1898163,2333203],[1903190,2141263],[1904272,2340169],[1904896,2504611],[1905955,2338757],[1906784,2339101],[1908382,2341223],[1912933,2343911],[1934195,2169934],[1937929,2363268],[1938005,2363629],[1938103,2363805],[1939797,2365983],[1944301,2368517],[1945130,2368861],[1950137,2375847],[1950803,2373947],[1963020,2187337],[1963859,2386000],[1971834,1983218],[1973029,2392585],[1984300,2401034],[1984924,2553724],[1985983,2399622],[1986812,2399966],[1988476,2401620],[1990771,2210912],[1991966,2212038],[1995212,2406052],[1997541,2408277],[2000505,2012314],[2016048,2421177],[2016124,2421538],[2016222,2421714],[2017585,2574319],[2017649,2422851],[2021139,2427220],[2022729,2428321],[2024385,2427283],[2026714,2429508],[2046980,2444222],[2051319,2272433],[2052401,2267445],[2054084,2449167],[2054913,2449511],[2056511,2451633],[2061062,2454321],[2078608,2468133],[2079913,2470304],[2088103,2475683],[2093719,2617520],[2093783,2477899],[2097273,2482268],[2098863,2483369],[2100519,2482331],[2102900,2484145],[2104979,2310565],[2105818,2311173],[2108805,2110547],[2113793,2125177],[2114988,2318906],[2120838,2496240],[2126259,2331056],[2127942,2501185],[2128771,2501529],[2130370,2503108],[2131936,2504061],[2133288,2506526],[2142458,2513111],[2153729,2521560],[2157905,2522146],[2162985,2362171],[2164641,2526578],[2166970,2528803],[2188042,2543793],[2190018,2668994],[2190082,2544941],[2190951,2545484],[2195346,2548089],[2196651,2550260],[2201923,2552221],[2203489,2553174],[2204841,2555639],[2211706,2402416],[2213011,2402359],[2215500,2217355],[2221201,2408885],[2224188,2225930],[2226881,2568229],[2231961,2420080],[2233617,2572661],[2237248,2575158],[2238553,2577329],[2246743,2582708],[2255913,2589293],[2257503,2590394],[2261540,2591170],[2263106,2445282],[2273628,2452759],[2284899,2464909],[2291627,2611402],[2292324,2611812],[2296360,2614063],[2299269,2615754],[2303664,2618359],[2304969,2620530],[2311270,2484817],[2311429,2311535],[2313246,2727114],[2313310,2624130],[2314179,2624673],[2318574,2490575],[2319879,2490518],[2322368,2324223],[2325151,2631410],[2326717,2497300],[2334713,2637460],[2342017,2641756],[2343322,2643927],[2350160,2646841],[2351512,2649306],[2367872,2529411],[2370859,2372601],[2378632,2540606],[2385465,2669423],[2391542,2672651],[2392253,2550317],[2393122,2551124],[2395578,2674902],[2404249,2679784],[2404946,2680194],[2408982,2563267],[2409141,2409247],[2411891,2684136],[2430213,2694803],[2433122,2696494],[2437517,2699099],[2438822,2701270],[2452427,2597600],[2453732,2597543],[2456221,2458076],[2460570,2604325],[2475148,2721274],[2475780,2615949],[2475939,2476045],[2487028,2727543],[2493105,2730771],[2494685,2630313],[2512068,2741144],[2512779,2643984],[2513648,2644791],[2516104,2743395],[2529508,2656934],[2529667,2529773],[2532417,2752629],[2565478,2769850],[2582173,2778403],[2582805,2696689],[2582964,2583070],[2588961,2701327],[2589830,2702134],[2600130,2787900],[2601710,2711053],[2649403,2745281],[2649562,2649668],[2659145,2816650],[2666802,2758269] ] cell #3712 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1244655],[1373268],[1418023],[1439885],[1451412],[1495457],[1503676],[1547652],[1569644],[1581541],[1581708],[1586937],[1625389],[1668825],[1677044],[1690687],[1698906],[1702005],[1710024],[1711128],[1716091],[1726206],[1747052],[1753005],[1778764],[1779804],[1781166],[1795740],[1817216],[1828180],[1828417],[1836399],[1841888],[1851770],[1861885],[1862925],[1864287],[1871761],[1881876],[1885357],[1902362],[1903352],[1904440],[1904677],[1912477],[1918430],[1933323],[1934363],[1935725],[1939276],[1949916],[1950299],[1961574],[1972508],[1982390],[1983380],[1984468],[1984705],[1991445],[2001327],[2004445],[2004682],[2011442],[2012482],[2013844],[2020618],[2021548],[2022508],[2022891],[2030500],[2040615],[2043017],[2050491],[2051481],[2052569],[2052806],[2060606],[2064087],[2066559],[2085818],[2093000],[2096752],[2097682],[2098642],[2099025],[2103533],[2110715],[2114467],[2117347],[2117730],[2120180],[2124349],[2125339],[2126427],[2126664],[2131003],[2131067],[2132449],[2134824],[2141937],[2151819],[2153897],[2154134],[2160874],[2161804],[2162764],[2163147],[2170756],[2173874],[2174111],[2180871],[2183273],[2184352],[2197207],[2201157],[2202556],[2202620],[2204002],[2206377],[2213567],[2217517],[2218916],[2219030],[2223667],[2226098],[2226335],[2229850],[2230780],[2231740],[2232123],[2236551],[2244458],[2251640],[2255392],[2257282],[2257665],[2261105],[2262173],[2262237],[2263619],[2265994],[2273107],[2275987],[2276370],[2278820],[2282989],[2285067],[2285304],[2286107],[2286344],[2292971],[2293085],[2297997],[2298336],[2298400],[2301295],[2302967],[2312907],[2316205],[2317922],[2320435],[2324002],[2324385],[2325784],[2325848],[2327230],[2329605],[2343878],[2347828],[2349227],[2349291],[2353048],[2356409],[2356646],[2357680],[2358377],[2359682],[2365587],[2365701],[2370338],[2372769],[2373006],[2376521],[2378411],[2378794],[2379401],[2379784],[2386142],[2386730],[2386794],[2387388],[2388274],[2389947],[2390845],[2401678],[2403351],[2408081],[2410619],[2410958],[2411022],[2413917],[2415589],[2416286],[2417591],[2426824],[2426938],[2431850],[2432189],[2432253],[2435148],[2436820],[2439378],[2442945],[2443328],[2445123],[2451775],[2454288],[2457855],[2458238],[2459637],[2459701],[2459751],[2463458],[2464388],[2468191],[2468594],[2469079],[2471009],[2472129],[2476477],[2477071],[2481872],[2481986],[2484009],[2488293],[2488357],[2489837],[2491510],[2492408],[2497141],[2506668],[2507256],[2507320],[2507370],[2508800],[2510473],[2511371],[2515203],[2517741],[2521039],[2528607],[2531145],[2531484],[2531548],[2534443],[2536115],[2536160],[2536812],[2538117],[2543657],[2543992],[2544596],[2548147],[2549035],[2550965],[2555781],[2556369],[2556433],[2556483],[2558924],[2559409],[2561339],[2562459],[2566807],[2575619],[2576104],[2576580],[2578034],[2578079],[2579154],[2583502],[2584096],[2584982],[2586655],[2595318],[2595382],[2595432],[2596862],[2598535],[2599433],[2604166],[2610931],[2613927],[2614866],[2618820],[2619305],[2619781],[2621235],[2621280],[2623181],[2623785],[2628224],[2630154],[2635558],[2635622],[2635672],[2637659],[2638263],[2638666],[2641814],[2642702],[2644632],[2645752],[2650100],[2652591],[2653076],[2653552],[2655006],[2655051],[2656126],[2660474],[2671770],[2675101],[2675705],[2676108],[2679313],[2683248],[2687202],[2687687],[2688163],[2689617],[2689662],[2691671],[2692006],[2694667],[2695606],[2700045],[2701975],[2703921],[2704525],[2704928],[2708964],[2710894],[2716362],[2719723],[2722562],[2723621],[2723956],[2728831],[2729890],[2733221],[2733825],[2734228],[2740263],[2744198],[2747806],[2748141],[2751741],[2756180],[2758110],[2760700],[2763185],[2768299],[2772197],[2772532],[2779691],[2780750],[2787019],[2790954],[2793685],[2796492],[2800581],[2809985],[2818997],[2822609],[2825808],[2834098],[2852205] ] cell #3713 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [613971],[710050],[780021],[818340],[853879],[892405],[921980],[934003],[970524],[1002008],[1006512],[1011459],[1032609],[1041962],[1088148],[1093095],[1118310],[1125083],[1130392],[1156795],[1162182],[1167129],[1188279],[1208204],[1214697],[1244898],[1247503],[1252450],[1257515],[1279975],[1284922],[1290507],[1291691],[1310137],[1316910],[1329817],[1337430],[1343561],[1365325],[1370576],[1374444],[1377069],[1378253],[1403434],[1409927],[1420273],[1421872],[1440128],[1442733],[1447680],[1456517],[1460529],[1467570],[1471473],[1493335],[1495766],[1500948],[1507079],[1508678],[1526193],[1533806],[1539937],[1551973],[1561701],[1566952],[1570820],[1573445],[1574629],[1587246],[1590722],[1597799],[1601811],[1612755],[1619275],[1623287],[1625009],[1630328],[1634231],[1638019],[1651747],[1655759],[1662800],[1666703],[1688565],[1690996],[1696178],[1702309],[1703908],[1713486],[1715711],[1726515],[1729991],[1737068],[1741080],[1747361],[1750837],[1757914],[1761926],[1772870],[1779073],[1782549],[1789626],[1793638],[1804582],[1811102],[1815114],[1816836],[1822155],[1826058],[1829846],[1839630],[1849165],[1851390],[1862194],[1865670],[1869156],[1871381],[1882185],[1885661],[1892738],[1896750],[1899757],[1901982],[1912786],[1916262],[1923339],[1927351],[1933632],[1937108],[1944185],[1948197],[1959141],[1970250],[1978297],[1979785],[1982010],[1989187],[1998722],[2000947],[2011751],[2015227],[2018360],[2027895],[2030120],[2040924],[2044400],[2047886],[2050111],[2060915],[2064391],[2071468],[2075480],[2082744],[2089307],[2093309],[2094494],[2112209],[2121744],[2123969],[2139679],[2147726],[2149214],[2151439],[2158616],[2168151],[2170376],[2181180],[2184656],[2191581],[2192645],[2197556],[2200777],[2222405],[2227592],[2241384],[2247947],[2251949],[2253134],[2270849],[2280384],[2282609],[2293746],[2295462],[2307800],[2315873],[2320784],[2338252],[2339316],[2344227],[2347448],[2369076],[2374263],[2384014],[2399117],[2400181],[2406368],[2427599],[2429315],[2449726],[2454637],[2482647],[2485577],[2501744],[2504540],[2526894],[2553653],[2572977],[2592602],[2632842],[2670714] ] cell #3714 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3715 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1244662],[1373272],[1418030],[1439892],[1451419],[1495461],[1503677],[1547656],[1569648],[1581548],[1581784],[1586941],[1625390],[1668829],[1677045],[1690691],[1698907],[1702081],[1710028],[1711200],[1716092],[1726210],[1747056],[1753006],[1778768],[1779808],[1781242],[1795741],[1817217],[1828184],[1828489],[1836400],[1841889],[1851771],[1861889],[1862929],[1864363],[1871762],[1881880],[1885433],[1902363],[1903353],[1904444],[1904749],[1912481],[1918431],[1933327],[1934367],[1935801],[1939277],[1949919],[1950300],[1961575],[1972509],[1982391],[1983381],[1984472],[1984777],[1991446],[2001328],[2004449],[2004754],[2011446],[2012486],[2013920],[2020619],[2021549],[2022511],[2022892],[2030501],[2040619],[2043093],[2050492],[2051482],[2052573],[2052878],[2060610],[2064163],[2066560],[2085819],[2093004],[2096753],[2097683],[2098645],[2099026],[2103534],[2110719],[2114468],[2117350],[2117731],[2120256],[2124350],[2125340],[2126431],[2126736],[2131004],[2131070],[2132450],[2134825],[2141938],[2151820],[2153901],[2154206],[2160875],[2161805],[2162767],[2163148],[2170757],[2173878],[2174183],[2180875],[2183349],[2184428],[2197211],[2201158],[2202557],[2202623],[2204003],[2206378],[2213571],[2217518],[2218917],[2219033],[2223668],[2226102],[2226407],[2229851],[2230781],[2231743],[2232124],[2236552],[2244459],[2251644],[2255393],[2257285],[2257666],[2261181],[2262174],[2262240],[2263620],[2265995],[2273108],[2275990],[2276371],[2278896],[2282990],[2285071],[2285376],[2286111],[2286416],[2292972],[2293088],[2297998],[2298337],[2298403],[2301296],[2302968],[2312908],[2316206],[2317923],[2320439],[2324005],[2324386],[2325785],[2325851],[2327231],[2329606],[2343882],[2347829],[2349228],[2349294],[2353049],[2356413],[2356718],[2357681],[2358380],[2359683],[2365588],[2365704],[2370339],[2372773],[2373078],[2376522],[2378414],[2378795],[2379404],[2379785],[2386143],[2386731],[2386797],[2387389],[2388275],[2389948],[2390846],[2401679],[2403352],[2408084],[2410620],[2410959],[2411025],[2413918],[2415590],[2416289],[2417592],[2426825],[2426941],[2431851],[2432190],[2432256],[2435149],[2436821],[2439382],[2442948],[2443329],[2445124],[2451776],[2454292],[2457858],[2458239],[2459638],[2459704],[2459754],[2463459],[2464389],[2468192],[2468595],[2469082],[2471010],[2472130],[2476480],[2477072],[2481873],[2481989],[2484010],[2488294],[2488360],[2489838],[2491511],[2492409],[2497142],[2506669],[2507257],[2507323],[2507373],[2508801],[2510474],[2511372],[2515206],[2517742],[2521040],[2528610],[2531146],[2531485],[2531551],[2534444],[2536116],[2536161],[2536815],[2538118],[2543658],[2543993],[2544597],[2548148],[2549038],[2550966],[2555782],[2556370],[2556436],[2556486],[2558925],[2559412],[2561340],[2562460],[2566810],[2575620],[2576107],[2576583],[2578035],[2578080],[2579155],[2583505],[2584097],[2584983],[2586656],[2595319],[2595385],[2595435],[2596863],[2598536],[2599434],[2604167],[2610932],[2613928],[2614867],[2618821],[2619308],[2619784],[2621236],[2621281],[2623182],[2623786],[2628227],[2630155],[2635559],[2635625],[2635675],[2637660],[2638264],[2638667],[2641815],[2642705],[2644633],[2645753],[2650103],[2652592],[2653079],[2653555],[2655007],[2655052],[2656127],[2660477],[2671771],[2675102],[2675706],[2676109],[2679314],[2683249],[2687203],[2687690],[2688166],[2689618],[2689663],[2691672],[2692007],[2694668],[2695607],[2700048],[2701976],[2703922],[2704526],[2704929],[2708967],[2710895],[2716365],[2719724],[2722565],[2723622],[2723957],[2728834],[2729891],[2733222],[2733826],[2734229],[2740264],[2744199],[2747807],[2748142],[2751742],[2756183],[2758111],[2760701],[2763186],[2768300],[2772198],[2772533],[2779694],[2780751],[2787020],[2790955],[2793686],[2796493],[2800582],[2809986],[2818998],[2822610],[2825809],[2834099],[2852206] ] cell #3716 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3717 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1244608],[1373338],[1417976],[1439838],[1495669],[1503745],[1547722],[1569714],[1581494],[1587149],[1625596],[1633373],[1669037],[1677113],[1690899],[1698975],[1710094],[1711998],[1716298],[1726418],[1747264],[1753011],[1760700],[1761095],[1778976],[1780016],[1795947],[1817423],[1825200],[1828392],[1836468],[1837631],[1841894],[1851977],[1862097],[1863137],[1871968],[1882088],[1884585],[1884875],[1902569],[1903559],[1904652],[1912689],[1918436],[1933535],[1934575],[1939282],[1946971],[1947366],[1950506],[1950631],[1958283],[1959634],[1961580],[1972514],[1982597],[1983587],[1984680],[1991451],[1998610],[2001534],[2003956],[2011654],[2012694],[2020624],[2021554],[2023098],[2023223],[2030707],[2040827],[2046325],[2050698],[2051688],[2052781],[2060818],[2063315],[2063605],[2066565],[2067193],[2074254],[2074649],[2082632],[2085824],[2093212],[2096758],[2097688],[2099232],[2099357],[2103539],[2110927],[2112292],[2114473],[2124556],[2125546],[2126639],[2131009],[2132455],[2134830],[2135458],[2141943],[2152026],[2154109],[2156976],[2157371],[2160880],[2161810],[2163354],[2163479],[2168039],[2170963],[2173385],[2176584],[2181083],[2183580],[2183870],[2191664],[2198855],[2201364],[2202562],[2204008],[2206383],[2207011],[2215215],[2217724],[2218922],[2226310],[2229856],[2230786],[2232330],[2232455],[2236557],[2239988],[2241272],[2244464],[2251852],[2254433],[2255398],[2257872],[2257997],[2260333],[2260623],[2262179],[2263625],[2266000],[2266628],[2270932],[2273113],[2280272],[2283196],[2285279],[2285618],[2292977],[2298342],[2299495],[2301301],[2302973],[2306404],[2307688],[2314405],[2316211],[2322083],[2324592],[2324717],[2325790],[2327236],[2329611],[2330239],[2334124],[2338335],[2339204],[2345526],[2348035],[2348868],[2349233],[2350386],[2353054],[2353682],[2355920],[2357686],[2359688],[2361117],[2365593],[2372981],[2374346],[2376527],[2379001],[2379126],[2386736],[2387394],[2388280],[2390851],[2391215],[2394989],[2399200],[2400069],[2401684],[2404619],[2410964],[2412117],[2413923],[2414551],[2415595],[2417597],[2419026],[2425754],[2426830],[2427682],[2432195],[2433348],[2435154],[2436443],[2436826],[2437190],[2440257],[2444534],[2445129],[2449614],[2455936],[2458445],[2458570],[2459643],[2463464],[2464092],[2468197],[2468600],[2471015],[2472163],[2474559],[2477077],[2480802],[2481878],[2482730],[2484043],[2488299],[2489843],[2492414],[2492778],[2495057],[2496552],[2497147],[2501632],[2505614],[2507262],[2508806],[2511377],[2511741],[2514849],[2515515],[2523001],[2525049],[2526977],[2531490],[2532643],[2534449],[2535077],[2536121],[2538123],[2539552],[2543691],[2544026],[2544602],[2546272],[2548153],[2550971],[2554727],[2556375],[2558930],[2561345],[2562493],[2562677],[2564889],[2569084],[2571132],[2573060],[2575625],[2576226],[2578040],[2579188],[2581584],[2584102],[2593676],[2595324],[2596868],[2599439],[2599803],[2602082],[2603577],[2604172],[2610965],[2611149],[2613961],[2614872],[2616542],[2618826],[2619427],[2621241],[2623215],[2623791],[2625461],[2626324],[2630160],[2633916],[2635564],[2637693],[2638269],[2639939],[2641820],[2644638],[2652597],[2653198],[2655012],[2656160],[2656344],[2658556],[2662751],[2671804],[2671988],[2675135],[2675711],[2677381],[2679347],[2679531],[2681664],[2683254],[2684924],[2687208],[2687809],[2689623],[2691705],[2691889],[2694701],[2695612],[2697282],[2701981],[2703955],[2704531],[2706201],[2710900],[2719729],[2723655],[2723839],[2728477],[2729924],[2730108],[2733255],[2733831],[2735501],[2740297],[2740481],[2744204],[2745874],[2747840],[2748024],[2751747],[2753417],[2758116],[2760734],[2763191],[2766186],[2772231],[2772415],[2780784],[2780968],[2787053],[2787237],[2790960],[2792630],[2793780],[2796526],[2796710],[2809991],[2819031],[2819215],[2822704],[2834132],[2834316],[2852300] ] cell #3718 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1117449],[1243713],[1287800],[1309276],[1320379],[1364962],[1373213],[1417081],[1438943],[1450558],[1450717],[1456154],[1495402],[1539346],[1547597],[1561338],[1569589],[1572649],[1580599],[1581667],[1586882],[1597436],[1618912],[1624990],[1651384],[1652463],[1653857],[1668770],[1690632],[1701718],[1701964],[1709969],[1715692],[1726151],[1736705],[1737784],[1739178],[1746997],[1757551],[1761130],[1778709],[1779749],[1780879],[1781125],[1789263],[1795341],[1810739],[1811818],[1813212],[1816817],[1827715],[1828125],[1839611],[1851371],[1861830],[1862870],[1864000],[1864246],[1871362],[1881821],[1885070],[1885316],[1892375],[1893454],[1894848],[1901963],[1902953],[1903975],[1904385],[1912422],[1922976],[1925449],[1933268],[1934308],[1935438],[1935684],[1943822],[1947401],[1949900],[1970231],[1977934],[1981991],[1982981],[1984003],[1984413],[1989168],[1996871],[2000928],[2003980],[2004390],[2006914],[2011387],[2012427],[2013557],[2013803],[2018341],[2018412],[2019928],[2022492],[2030101],[2040560],[2042730],[2042976],[2050092],[2051082],[2052104],[2052514],[2060551],[2063800],[2064046],[2071105],[2073578],[2074684],[2088680],[2092945],[2094475],[2094546],[2096062],[2098626],[2106395],[2110660],[2112190],[2112316],[2117331],[2119893],[2120139],[2123950],[2124940],[2125962],[2126372],[2131051],[2139660],[2147363],[2151420],[2153432],[2153842],[2157406],[2158597],[2158668],[2160184],[2162748],[2170357],[2173409],[2173819],[2176343],[2180816],[2182986],[2183232],[2184065],[2184311],[2191562],[2191688],[2197152],[2197537],[2197608],[2200758],[2202604],[2213512],[2217118],[2219014],[2221778],[2225633],[2226043],[2227573],[2227644],[2229160],[2231724],[2247320],[2251585],[2253115],[2253186],[2257266],[2260818],[2261064],[2262221],[2263000],[2264442],[2270830],[2270956],[2275971],[2278533],[2278779],[2282590],[2284602],[2285012],[2285642],[2286052],[2293069],[2293727],[2293798],[2294452],[2295443],[2297362],[2298384],[2310353],[2312272],[2317524],[2320380],[2320765],[2320836],[2323986],[2325832],[2326611],[2328053],[2338233],[2338359],[2343823],[2344208],[2344279],[2347429],[2349275],[2352089],[2355944],[2356354],[2358361],[2365685],[2368449],[2372304],[2372714],[2374244],[2374315],[2374370],[2378395],[2379385],[2383519],[2383995],[2384559],[2386778],[2388023],[2393016],[2393670],[2399098],[2399224],[2401427],[2406349],[2406420],[2408065],[2409984],[2411006],[2416270],[2426922],[2427580],[2427651],[2427706],[2429296],[2431215],[2432237],[2436467],[2439323],[2442929],[2451377],[2454233],[2454618],[2454689],[2457839],[2459685],[2459735],[2460464],[2461906],[2467940],[2468343],[2469063],[2473202],[2474242],[2476461],[2481970],[2482628],[2482699],[2482754],[2485558],[2486122],[2488341],[2489586],[2494579],[2504521],[2505085],[2505638],[2507304],[2507354],[2508549],[2513542],[2514196],[2515187],[2517106],[2526875],[2526946],[2527001],[2528591],[2530510],[2531532],[2536796],[2544345],[2547896],[2549019],[2553634],[2554198],[2554751],[2556417],[2556467],[2558673],[2559393],[2564572],[2566791],[2572958],[2573029],[2573084],[2575368],[2576088],[2576564],[2580227],[2581267],[2583486],[2584731],[2589724],[2592583],[2593147],[2593700],[2595366],[2595416],[2596611],[2601604],[2614615],[2618569],[2619289],[2619765],[2623534],[2628208],[2632823],[2633387],[2633940],[2635606],[2635656],[2638012],[2638415],[2641563],[2642686],[2647865],[2650084],[2652340],[2653060],[2653536],[2658239],[2660458],[2666696],[2670695],[2674145],[2675454],[2675857],[2681688],[2682997],[2686951],[2687671],[2688147],[2695355],[2700029],[2704274],[2704677],[2708948],[2714127],[2716346],[2719472],[2722546],[2728815],[2733574],[2733977],[2742638],[2743947],[2751490],[2756164],[2759335],[2762934],[2768048],[2779675],[2790703],[2795127],[2799216],[2809734],[2832733] ] cell #3719 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [2119240],[2197074],[2213434],[2224936],[2225442],[2260165],[2277880],[2288576],[2297866],[2312776],[2320302],[2323023],[2323283],[2343745],[2355247],[2355753],[2371607],[2372113],[2381294],[2382193],[2389939],[2403343],[2407998],[2410488],[2412998],[2431719],[2439245],[2441966],[2442226],[2454155],[2456876],[2457136],[2465657],[2466163],[2466354],[2468996],[2472121],[2484001],[2489751],[2491502],[2494092],[2510465],[2515120],[2517610],[2520120],[2528524],[2531014],[2533524],[2535762],[2541261],[2541521],[2543649],[2543984],[2544510],[2548952],[2559326],[2562451],[2566052],[2576021],[2576497],[2577128],[2579146],[2584896],[2586647],[2596776],[2598527],[2601117],[2603182],[2608182],[2610923],[2613919],[2614780],[2619222],[2619698],[2620329],[2623173],[2623699],[2628141],[2629478],[2637651],[2638177],[2638580],[2639068],[2642619],[2645744],[2652993],[2653469],[2654100],[2656118],[2659719],[2661868],[2666209],[2671762],[2675093],[2675619],[2676022],[2676510],[2679305],[2683162],[2687604],[2688080],[2688711],[2691663],[2691998],[2692524],[2694659],[2695520],[2699962],[2701069],[2702948],[2703913],[2704439],[2704842],[2705330],[2708881],[2710218],[2715607],[2722479],[2723613],[2723948],[2724474],[2728748],[2729882],[2732265],[2733213],[2733739],[2734142],[2734630],[2740255],[2744112],[2745003],[2746405],[2747798],[2748133],[2748659],[2751655],[2756097],[2757204],[2757434],[2760692],[2762250],[2763099],[2767364],[2768213],[2771055],[2772189],[2772524],[2773050],[2779608],[2780419],[2780742],[2781603],[2782802],[2787011],[2789394],[2790868],[2791759],[2793677],[2795915],[2796484],[2800004],[2800573],[2802131],[2802980],[2809050],[2809899],[2810550],[2817855],[2818989],[2819850],[2821482],[2822601],[2823063],[2825800],[2826262],[2828038],[2833521],[2834090],[2834605],[2839737],[2840586],[2844385],[2846829],[2848410],[2852197],[2852659],[2857634],[2867157],[2871182], 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] cell #3720 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1117452],[1243716],[1287803],[1309279],[1320382],[1364965],[1373209],[1417084],[1438946],[1450561],[1450723],[1456157],[1495398],[1539349],[1547593],[1561341],[1569585],[1572655],[1580602],[1581666],[1586878],[1597439],[1618915],[1624986],[1651387],[1652466],[1653863],[1668766],[1690628],[1701721],[1701963],[1709965],[1715688],[1726147],[1736708],[1737787],[1739184],[1746993],[1757554],[1761136],[1778705],[1779745],[1780882],[1781124],[1789266],[1795337],[1810742],[1811821],[1813218],[1816813],[1827714],[1828121],[1839607],[1851367],[1861826],[1862866],[1864003],[1864245],[1871358],[1881817],[1885073],[1885315],[1892378],[1893457],[1894854],[1901959],[1902949],[1903974],[1904381],[1912418],[1922979],[1925455],[1933264],[1934304],[1935441],[1935683],[1943825],[1947407],[1949896],[1970227],[1977937],[1981987],[1982977],[1984002],[1984409],[1989164],[1996874],[2000924],[2003979],[2004386],[2006920],[2011383],[2012423],[2013560],[2013802],[2018337],[2018411],[2019924],[2022488],[2030097],[2040556],[2042733],[2042975],[2050088],[2051078],[2052103],[2052510],[2060547],[2063803],[2064045],[2071108],[2073584],[2074690],[2088683],[2092941],[2094471],[2094545],[2096058],[2098622],[2106398],[2110656],[2112186],[2112315],[2117327],[2119896],[2120138],[2123946],[2124936],[2125961],[2126368],[2131047],[2139656],[2147366],[2151416],[2153431],[2153838],[2157412],[2158593],[2158667],[2160180],[2162744],[2170353],[2173408],[2173815],[2176349],[2180812],[2182989],[2183231],[2184068],[2184310],[2191558],[2191687],[2197148],[2197533],[2197607],[2200754],[2202600],[2213508],[2217114],[2219010],[2221781],[2225632],[2226039],[2227569],[2227643],[2229156],[2231720],[2247323],[2251581],[2253111],[2253185],[2257262],[2260821],[2261063],[2262217],[2262999],[2264438],[2270826],[2270955],[2275967],[2278536],[2278778],[2282586],[2284601],[2285008],[2285641],[2286048],[2293065],[2293723],[2293797],[2294448],[2295439],[2297360],[2298380],[2310349],[2312270],[2317523],[2320376],[2320761],[2320835],[2323982],[2325828],[2326610],[2328049],[2338229],[2338358],[2343819],[2344204],[2344278],[2347425],[2349271],[2352092],[2355943],[2356350],[2358357],[2365681],[2368452],[2372303],[2372710],[2374240],[2374314],[2374369],[2378391],[2379381],[2383515],[2383991],[2384558],[2386774],[2388021],[2393015],[2393666],[2399094],[2399223],[2401425],[2406345],[2406419],[2408061],[2409982],[2411002],[2416266],[2426918],[2427576],[2427650],[2427705],[2429292],[2431213],[2432233],[2436466],[2439319],[2442925],[2451376],[2454229],[2454614],[2454688],[2457835],[2459681],[2459731],[2460463],[2461902],[2467938],[2468341],[2469059],[2473198],[2474241],[2476457],[2481966],[2482624],[2482698],[2482753],[2485554],[2486121],[2488337],[2489584],[2494578],[2504517],[2505084],[2505637],[2507300],[2507350],[2508547],[2513541],[2514192],[2515183],[2517104],[2526871],[2526945],[2527000],[2528587],[2530508],[2531528],[2536792],[2544343],[2547894],[2549015],[2553630],[2554197],[2554750],[2556413],[2556463],[2558671],[2559389],[2564571],[2566787],[2572954],[2573028],[2573083],[2575366],[2576084],[2576560],[2580223],[2581266],[2583482],[2584729],[2589723],[2592579],[2593146],[2593699],[2595362],[2595412],[2596609],[2601603],[2614613],[2618567],[2619285],[2619761],[2623532],[2628204],[2632819],[2633386],[2633939],[2635602],[2635652],[2638010],[2638413],[2641561],[2642682],[2647864],[2650080],[2652338],[2653056],[2653532],[2658238],[2660454],[2666695],[2670691],[2674144],[2675452],[2675855],[2681687],[2682995],[2686949],[2687667],[2688143],[2695353],[2700025],[2704272],[2704675],[2708944],[2714126],[2716342],[2719470],[2722542],[2728811],[2733572],[2733975],[2742637],[2743945],[2751488],[2756160],[2759333],[2762932],[2768046],[2779671],[2790701],[2795125],[2799214],[2809732],[2832731] ] cell #3721 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [2119246],[2197142],[2213502],[2225069],[2225441],[2260171],[2277886],[2288582],[2297926],[2312836],[2320370],[2323022],[2323403],[2343813],[2355380],[2355752],[2371740],[2372112],[2381300],[2382192],[2389941],[2403345],[2407997],[2410548],[2413000],[2431779],[2439313],[2441965],[2442346],[2454223],[2456875],[2457256],[2465790],[2466162],[2466353],[2468995],[2472123],[2484003],[2489753],[2491504],[2494091],[2510467],[2515119],[2517670],[2520122],[2528523],[2531074],[2533526],[2535761],[2541260],[2541641],[2543651],[2543986],[2544512],[2548951],[2559325],[2562453],[2566051],[2576020],[2576496],[2577127],[2579148],[2584898],[2586649],[2596778],[2598529],[2601116],[2603181],[2608184],[2610925],[2613921],[2614782],[2619221],[2619697],[2620328],[2623175],[2623701],[2628140],[2629480],[2637653],[2638179],[2638582],[2639067],[2642618],[2645746],[2652992],[2653468],[2654099],[2656120],[2659718],[2661870],[2666208],[2671764],[2675095],[2675621],[2676024],[2676509],[2679307],[2683164],[2687603],[2688079],[2688710],[2691665],[2692000],[2692526],[2694661],[2695522],[2699961],[2701068],[2702947],[2703915],[2704441],[2704844],[2705329],[2708880],[2710220],[2715606],[2722478],[2723615],[2723950],[2724476],[2728747],[2729884],[2732264],[2733215],[2733741],[2734144],[2734629],[2740257],[2744114],[2745002],[2746404],[2747800],[2748135],[2748661],[2751657],[2756096],[2757203],[2757436],[2760694],[2762249],[2763101],[2767363],[2768215],[2771054],[2772191],[2772526],[2773052],[2779607],[2780418],[2780744],[2781605],[2782804],[2787013],[2789393],[2790870],[2791758],[2793679],[2795917],[2796486],[2800006],[2800575],[2802130],[2802982],[2809049],[2809901],[2810552],[2817854],[2818991],[2819852],[2821487],[2822603],[2823066],[2825802],[2826265],[2828040],[2833523],[2834092],[2834608],[2839736],[2840588],[2844390],[2846834],[2848413],[2852199],[2852662],[2857636],[2867162],[2871185], 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] cell #3722 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [875743],[993211],[1034482],[1054473],[1064400],[1108495],[1116496],[1158636],[1179482],[1190152],[1190300],[1195985],[1235419],[1278846],[1286847],[1300322],[1308323],[1311223],[1318751],[1319693],[1325267],[1336365],[1358357],[1364396],[1391215],[1392335],[1393746],[1408787],[1430649],[1441604],[1441836],[1449605],[1455588],[1466923],[1478021],[1479141],[1480552],[1488785],[1499883],[1503534],[1521643],[1522749],[1523944],[1524176],[1532741],[1538780],[1554733],[1555853],[1557264],[1560772],[1571795],[1572305],[1583664],[1596870],[1608205],[1609311],[1610506],[1610738],[1618346],[1629681],[1633102],[1633334],[1640779],[1641899],[1643310],[1650818],[1651897],[1653003],[1653513],[1662153],[1673251],[1675782],[1684015],[1685121],[1686316],[1686548],[1695113],[1698764],[1701152],[1722933],[1731645],[1736139],[1737218],[1738324],[1738834],[1743779],[1752491],[1756985],[1760276],[1760786],[1763392],[1768320],[1769426],[1770621],[1770853],[1775491],[1775546],[1775623],[1780313],[1788697],[1800032],[1802333],[1802565],[1810173],[1811252],[1812358],[1812868],[1821508],[1824929],[1825161],[1832606],[1835137],[1836257],[1852254],[1857013],[1858612],[1858667],[1858744],[1863434],[1872245],[1877004],[1878007],[1878603],[1884504],[1887315],[1887547],[1891809],[1892888],[1893994],[1894504],[1899449],[1909204],[1917916],[1922410],[1924595],[1925105],[1928817],[1930050],[1930105],[1930182],[1934872],[1943256],[1946547],[1947057],[1949663],[1954591],[1956892],[1957124],[1958012],[1958244],[1964085],[1966473],[1973281],[1973586],[1973718],[1977368],[1979477],[1992218],[1996305],[1997744],[2001811],[2006060],[2006570],[2008169],[2008224],[2008301],[2012991],[2030984],[2035743],[2037342],[2037474],[2042164],[2046054],[2046286],[2047578],[2048421],[2048498],[2056737],[2057333],[2063234],[2066045],[2066277],[2070539],[2072724],[2073234],[2073830],[2074340],[2080116],[2083224],[2083279],[2083356],[2085378],[2087847],[2088999],[2103093],[2105562],[2111714],[2115240],[2115545],[2115677],[2119327],[2121436],[2122279],[2122356],[2133514],[2135902],[2142710],[2143015],[2143147],[2146797],[2148906],[2152303],[2156552],[2157062],[2159372],[2167173],[2171240],[2175489],[2175999],[2177002],[2177598],[2177730],[2182420],[2183499],[2188235],[2188867],[2189587],[2192337],[2193933],[2200017],[2200094],[2205067],[2207455],[2210293],[2216322],[2216454],[2218476],[2220945],[2222097],[2228348],[2238756],[2240406],[2241864],[2241996],[2244018],[2246487],[2247639],[2252639],[2256165],[2260252],[2270354],[2273880],[2274185],[2274317],[2277967],[2279406],[2280076],[2280919],[2280996],[2289726],[2290279],[2291188],[2296553],[2297905],[2300655],[2305172],[2306822],[2308280],[2308412],[2312095],[2312815],[2315565],[2317161],[2323322],[2335538],[2336258],[2336969],[2337550],[2339008],[2340604],[2346688],[2346765],[2348787],[2351256],[2361535],[2362993],[2363125],[2365147],[2367616],[2368768],[2375019],[2384196],[2388944],[2390406],[2396403],[2397123],[2397834],[2398415],[2399873],[2402901],[2403810],[2410527],[2413277],[2419444],[2420902],[2421034],[2424132],[2425041],[2425673],[2430406],[2431758],[2434508],[2436104],[2442265],[2445948],[2446668],[2447379],[2447960],[2449418],[2451014],[2457175],[2473879],[2479180],[2480089],[2480721],[2485759],[2491969],[2497966],[2498686],[2499397],[2499978],[2501436],[2504722],[2505275],[2509470],[2510932],[2517649],[2520399],[2523427],[2524336],[2524968],[2531053],[2533803],[2541560],[2547054],[2551878],[2553835],[2554388],[2562252],[2564209],[2569510],[2570419],[2571051],[2580904],[2587114],[2592784],[2593337],[2598994],[2605711],[2608461],[2612943],[2617324],[2626243],[2633024],[2633577],[2645545],[2647502],[2657876],[2664086],[2668242],[2673782],[2681325],[2698064],[2713764],[2720093],[2726362],[2742275],[2777222] ] cell #3723 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1546443],[1582392],[1635714],[1674856],[1708815],[1711237],[1762466],[1795662],[1801642],[1827541],[1828526],[1834211],[1837664],[1878086],[1886624],[1903274],[1904786],[1918673],[1948737],[1950221],[1950664],[1956201],[1964164],[1983302],[1984814],[1997784],[2021791],[2022813],[2023256],[2036313],[2051403],[2052915],[2056816],[2065354],[2066581],[2066802],[2080156],[2088408],[2097925],[2098947],[2099390],[2106123],[2111182],[2125261],[2126773],[2133593],[2133943],[2134846],[2135067],[2154243],[2162047],[2163069],[2163512],[2167213],[2176569],[2189055],[2196894],[2205146],[2205496],[2206399],[2206620],[2213254],[2217439],[2221506],[2224422],[2226444],[2231023],[2232045],[2232488],[2236573],[2237802],[2238796],[2239973],[2247048],[2257587],[2258030],[2264763],[2265113],[2266016],[2266237],[2269822],[2285413],[2289217],[2297373],[2302989],[2304218],[2305212],[2306389],[2311619],[2312283],[2316448],[2320122],[2322673],[2322819],[2324307],[2324750],[2328374],[2328724],[2329627],[2329848],[2334109],[2335726],[2343565],[2351817],[2353070],[2353291],[2357702],[2358931],[2359925],[2361102],[2368177],[2371093],[2373115],[2378716],[2379159],[2388435],[2390867],[2393991],[2394974],[2396591],[2401839],[2402730],[2406883],[2409331],[2409995],[2412223],[2412647],[2413939],[2414160],[2415611],[2416840],[2417834],[2419011],[2423070],[2431226],[2436842],[2439065],[2440242],[2444519],[2445145],[2446136],[2446295],[2453975],[2456526],[2456672],[2458160],[2458603],[2462227],[2463480],[2463701],[2465143],[2471031],[2471549],[2474544],[2476129],[2477314],[2478118],[2484212],[2484698],[2489706],[2489859],[2489998],[2490889],[2492430],[2493500],[2495042],[2496537],[2497163],[2498154],[2498313],[2508961],[2511393],[2514517],[2515500],[2517117],[2521794],[2522365],[2522986],[2529857],[2530521],[2532749],[2533173],[2534465],[2534686],[2536137],[2538360],[2539537],[2540911],[2541057],[2543860],[2544465],[2544618],[2545636],[2546257],[2549187],[2550631],[2550987],[2551346],[2551505],[2557608],[2561361],[2562547],[2562662],[2563148],[2564874],[2568448],[2569069],[2578056],[2581569],[2583154],[2584339],[2585143],[2590699],[2590845],[2596731],[2596884],[2597023],[2597914],[2599455],[2600525],[2602067],[2603562],[2604188],[2605179],[2605338],[2607407],[2607831],[2610349],[2611019],[2611134],[2612434],[2613520],[2614130],[2614888],[2615830],[2616527],[2621257],[2623807],[2625446],[2626423],[2628376],[2630176],[2638132],[2638285],[2639303],[2639924],[2642854],[2644298],[2644654],[2645013],[2645172],[2649752],[2650513],[2650937],[2655028],[2656214],[2656329],[2656815],[2658541],[2661823],[2662115],[2662736],[2665617],[2668607],[2668705],[2670822],[2671188],[2671973],[2675574],[2675727],[2676745],[2677366],[2679516],[2680816],[2683270],[2684909],[2689639],[2691759],[2691874],[2692479],[2693174],[2694260],[2694870],[2695628],[2696570],[2697267],[2698417],[2701641],[2701997],[2702356],[2704547],[2706186],[2707163],[2709116],[2710916],[2712102],[2717953],[2720556],[2723709],[2723824],[2724429],[2725124],[2726727],[2726825],[2730093],[2733847],[2735486],[2737100],[2737198],[2737644],[2737868],[2739315],[2739681],[2740466],[2742852],[2744220],[2745162],[2745859],[2748009],[2748614],[2749309],[2751763],[2753402],[2758132],[2763207],[2763920],[2764018],[2764464],[2764688],[2766529],[2769132],[2772400],[2773005],[2773700],[2775082],[2775568],[2777685],[2779802],[2780953],[2783856],[2783954],[2784400],[2784624],[2787222],[2790976],[2792615],[2796695],[2797207],[2797693],[2803801],[2803899],[2804345],[2804569],[2806607],[2810007],[2810818],[2813329],[2813815],[2815932],[2819200],[2822418],[2823637],[2824523],[2827009],[2829330],[2829816],[2834301],[2837294],[2841505],[2844221],[2844378],[2847765],[2849870],[2853233],[2860864],[2863780],[2867150],[2875593] ] cell #3724 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1886611],[1973275],[1992212],[2005528],[2005904],[2045350],[2065341],[2076946],[2088547],[2106262],[2115234],[2118256],[2118755],[2142704],[2156020],[2156396],[2174957],[2175333],[2185606],[2186542],[2196433],[2212793],[2218305],[2221645],[2224515],[2247187],[2256159],[2259181],[2259680],[2273874],[2276896],[2277395],[2287190],[2287566],[2287722],[2291017],[2295135],[2310045],[2317273],[2319661],[2343104],[2348616],[2351956],[2354826],[2364976],[2368316],[2371186],[2373768],[2380310],[2380809],[2383211],[2383687],[2384308],[2390235],[2403639],[2407757],[2424870],[2425502],[2426393],[2428988],[2436216],[2438604],[2451126],[2453514],[2459026],[2465236],[2468755],[2472894],[2473991],[2479918],[2480550],[2481441],[2485250],[2485871],[2491798],[2494032],[2504213],[2504834],[2505387],[2506013],[2510761],[2514879],[2524165],[2524797],[2525688],[2528283],[2535511],[2548711],[2553326],[2553947],[2554500],[2555126],[2559085],[2564321],[2566132],[2570248],[2570880],[2571771],[2575780],[2576256],[2576877],[2579919],[2581016],[2586943],[2588466],[2592275],[2592896],[2593449],[2594075],[2598823],[2601057],[2617153],[2618981],[2619457],[2620078],[2626072],[2627900],[2629550],[2631067],[2632515],[2633136],[2633689],[2634315],[2642378],[2647614],[2648793],[2652752],[2653228],[2653849],[2657988],[2659799],[2663915],[2665438],[2666149],[2670387],[2672043],[2673894],[2679586],[2681437],[2685535],[2687363],[2687839],[2688460],[2697893],[2699721],[2700818],[2702888],[2708640],[2710290],[2711807],[2713876],[2715055],[2715687],[2717726],[2720778],[2722238],[2727047],[2728507],[2730163],[2732014],[2740536],[2742387],[2746485],[2754028],[2755856],[2756953],[2757506],[2759262],[2761188],[2761553],[2766302],[2766667],[2769354],[2777907],[2779367],[2781023],[2782874],[2787292],[2789143],[2795054],[2799143],[2801434],[2807988],[2808353],[2811040],[2816154],[2832660],[2834951],[2839040], 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] cell #3725 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [591404],[614269],[659481],[690317],[714632],[715923],[763766],[792451],[797505],[818121],[819028],[823415],[825483],[867649],[875770],[891724],[893093],[906239],[933195],[934410],[934750],[939464],[947695],[969843],[971212],[985492],[1010735],[1011866],[1012206],[1025692],[1041281],[1042650],[1046379],[1054500],[1055481],[1055796],[1069682],[1080778],[1092371],[1093502],[1093842],[1102254],[1107892],[1124402],[1125771],[1133966],[1134376],[1135525],[1135840],[1157483],[1166405],[1167536],[1167876],[1171763],[1181362],[1195382],[1207175],[1218271],[1218681],[1219830],[1220145],[1229037],[1234341],[1240133],[1245586],[1251726],[1252857],[1253197],[1258027],[1260019],[1261509],[1263112],[1272605],[1285329],[1285669],[1294081],[1294491],[1295640],[1295955],[1299719],[1317598],[1321765],[1335762],[1344073],[1346065],[1347555],[1349158],[1356552],[1357754],[1363764],[1369547],[1372952],[1374851],[1375191],[1380643],[1381053],[1382202],[1382517],[1387820],[1390612],[1402405],[1413501],[1415060],[1415375],[1420785],[1422777],[1424267],[1425870],[1435363],[1440816],[1448087],[1448427],[1463421],[1468082],[1472743],[1474626],[1477418],[1485283],[1487038],[1493909],[1498078],[1499280],[1503343],[1503539],[1504975],[1505290],[1507591],[1509583],[1511073],[1512676],[1518141],[1532138],[1540449],[1543931],[1545534],[1551338],[1552485],[1554130],[1554463],[1565923],[1569328],[1571227],[1571567],[1577019],[1578578],[1578893],[1591234],[1592106],[1598471],[1601167],[1603086],[1604703],[1615081],[1616233],[1625788],[1626179],[1627934],[1630840],[1632499],[1633332],[1634805],[1637384],[1638531],[1640176],[1640509],[1658651],[1663312],[1667973],[1669856],[1672648],[1680513],[1681842],[1693308],[1694510],[1698573],[1698769],[1700205],[1700520],[1702821],[1706303],[1707906],[1709708],[1714533],[1716490],[1718911],[1720240],[1726948],[1729782],[1730503],[1731042],[1731375],[1742818],[1751349],[1753461],[1753720],[1754872],[1758586],[1760271],[1764818],[1766147],[1783061],[1790298],[1792994],[1794913],[1796530],[1805852],[1817615],[1818006],[1819761],[1822667],[1824326],[1825159],[1826632],[1829211],[1830358],[1832003],[1832336],[1836066],[1836262],[1840213],[1842344],[1842603],[1845941],[1848375],[1850212],[1852169],[1854324],[1855919],[1866182],[1872160],[1875910],[1877642],[1878002],[1882618],[1886173],[1902761],[1905182],[1906511],[1913219],[1916053],[1916774],[1917313],[1917646],[1926707],[1928626],[1928822],[1937620],[1939732],[1939991],[1941143],[1944857],[1946542],[1951089],[1952418],[1957409],[1958242],[1963411],[1963720],[1964080],[1969495],[1970833],[1973223],[1982789],[1985210],[1986539],[1992160],[1995498],[2001726],[2005476],[2015739],[2021074],[2021333],[2024671],[2027105],[2028942],[2030899],[2033054],[2034649],[2044191],[2044912],[2045451],[2046284],[2050890],[2054640],[2056372],[2056732],[2061348],[2064903],[2067015],[2073825],[2079275],[2087964],[2097208],[2097467],[2100805],[2105370],[2105679],[2115182],[2124748],[2128498],[2132840],[2133149],[2133509],[2135280],[2138924],[2140262],[2142652],[2148424],[2152218],[2154373],[2155968],[2156547],[2161589],[2164927],[2171155],[2174905],[2176997],[2185168],[2201556],[2204393],[2204702],[2205062],[2206833],[2212373],[2221062],[2230565],[2233903],[2237915],[2239732],[2240401],[2246604],[2252379],[2252634],[2256107],[2264010],[2264319],[2266450],[2273822],[2283388],[2287138],[2302010],[2304331],[2306148],[2306817],[2327621],[2327930],[2330061],[2336709],[2336964],[2348227],[2351373],[2359044],[2360861],[2361530],[2367733],[2377236],[2387779],[2393547],[2397574],[2397829],[2416953],[2418770],[2419439],[2435863],[2447119],[2447374],[2461783],[2471662],[2472400],[2489342],[2499137],[2499392],[2514073],[2544263],[2561992],[2562247],[2579425],[2623452] ] cell #3726 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658826],[763048],[799751],[817466],[867717],[874980],[913540],[932477],[941710],[947763],[985562],[993048],[1026456],[1033719],[1046447],[1053710],[1063097],[1064429],[1069752],[1080846],[1102322],[1107895],[1116018],[1116358],[1134034],[1135140],[1150987],[1171833],[1179319],[1182126],[1189389],[1190305],[1195385],[1207245],[1218339],[1219445],[1229107],[1240201],[1242771],[1243086],[1261579],[1262699],[1263876],[1272673],[1278246],[1294149],[1295255],[1299722],[1307845],[1308185],[1311102],[1311228],[1318588],[1319691],[1321768],[1335765],[1347625],[1348745],[1349922],[1357757],[1366139],[1369617],[1372256],[1380711],[1381817],[1390615],[1391735],[1393625],[1393751],[1402475],[1413569],[1418954],[1424337],[1425457],[1426634],[1435431],[1438001],[1438316],[1441004],[1441834],[1449127],[1449467],[1459516],[1463424],[1472811],[1477421],[1478541],[1480431],[1480557],[1485286],[1494673],[1496560],[1499283],[1511143],[1512263],[1513440],[1518144],[1518209],[1523344],[1524174],[1532141],[1544001],[1546298],[1549235],[1549575],[1554133],[1555253],[1557143],[1557269],[1562515],[1565993],[1568632],[1571790],[1577087],[1579657],[1579972],[1590159],[1600061],[1603156],[1604706],[1604771],[1609906],[1610736],[1621537],[1624632],[1626182],[1635569],[1640179],[1641299],[1643189],[1643315],[1648078],[1652998],[1654746],[1658654],[1668041],[1671446],[1672651],[1675661],[1675787],[1678343],[1678658],[1680516],[1680581],[1685716],[1686546],[1691790],[1694513],[1702895],[1706373],[1708670],[1709012],[1718914],[1726951],[1728703],[1731045],[1733399],[1738319],[1740067],[1749549],[1751891],[1760176],[1763271],[1763397],[1764821],[1764886],[1770021],[1770851],[1775618],[1781986],[1783135],[1791888],[1794983],[1796139],[1796533],[1798285],[1801733],[1802563],[1805156],[1807433],[1808394],[1812353],[1818009],[1827396],[1829283],[1832006],[1835016],[1835142],[1845944],[1846009],[1848378],[1852657],[1853284],[1858739],[1865107],[1866256],[1868369],[1873275],[1882621],[1884373],[1886715],[1887545],[1889069],[1890030],[1893989],[1903751],[1905185],[1906583],[1913222],[1914974],[1917316],[1919145],[1919670],[1920297],[1924590],[1930177],[1931142],[1937694],[1946447],[1949542],[1949668],[1951092],[1956292],[1957122],[1962626],[1963414],[1967565],[1969450],[1973713],[1976629],[1983779],[1985213],[1986611],[1988387],[1995501],[1997935],[2002214],[2002841],[2006055],[2008296],[2009261],[2015813],[2022263],[2024674],[2027108],[2031387],[2032014],[2036381],[2037469],[2048493],[2051880],[2054712],[2061351],[2063103],[2065445],[2066275],[2067799],[2068760],[2072719],[2078519],[2079230],[2080307],[2083351],[2086870],[2091809],[2098397],[2100808],[2105373],[2109524],[2111409],[2111709],[2115672],[2122351],[2125738],[2128570],[2132843],[2134011],[2136994],[2138879],[2143142],[2146058],[2162519],[2164930],[2167364],[2171643],[2172270],[2175484],[2177725],[2178690],[2189282],[2189582],[2195257],[2197045],[2200089],[2204396],[2205564],[2208547],[2212328],[2213405],[2216449],[2217916],[2224907],[2231495],[2233906],[2237870],[2238947],[2241991],[2245510],[2250449],[2264013],[2265181],[2268164],[2270049],[2270349],[2274312],[2280991],[2297600],[2297900],[2304286],[2305363],[2308407],[2312510],[2312810],[2316920],[2320273],[2323317],[2327624],[2328792],[2331775],[2335953],[2336253],[2341928],[2343716],[2346760],[2355218],[2358999],[2360076],[2363120],[2371578],[2387782],[2396818],[2397118],[2406951],[2410222],[2410522],[2416908],[2417985],[2421029],[2431453],[2431753],[2439216],[2442260],[2446363],[2446663],[2454126],[2457170],[2465628],[2471617],[2477465],[2484280],[2498381],[2498681],[2517344],[2517644],[2530748],[2531048],[2538511],[2541555],[2543928],[2551573],[2551873],[2584490],[2605406],[2605706],[2614198],[2645240],[2645540],[2694938] ] cell #3727 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1156114],[1205685],[1284198],[1316229],[1368057],[1400915],[1413911],[1429571],[1446956],[1491936],[1516377],[1542441],[1552928],[1560140],[1564433],[1577429],[1616965],[1632832],[1638974],[1646186],[1682187],[1682268],[1687166],[1689139],[1704813],[1711607],[1730946],[1744752],[1755604],[1766492],[1766573],[1771471],[1773444],[1783933],[1806908],[1808060],[1808792],[1808845],[1824659],[1830801],[1838013],[1855056],[1856264],[1856345],[1867054],[1879576],[1888544],[1889696],[1890428],[1890481],[1900804],[1917217],[1929089],[1930755],[1931023],[1941875],[1952763],[1952844],[1957742],[1959715],[1966110],[1975549],[1976295],[1977027],[1977080],[1980832],[2007208],[2008874],[2009142],[2018943],[2033786],[2034994],[2035075],[2045784],[2046578],[2058306],[2067274],[2068426],[2069158],[2069211],[2081401],[2085205],[2090354],[2091422],[2091690],[2095077],[2108069],[2118986],[2120436],[2131534],[2135539],[2144978],[2145724],[2146456],[2146509],[2150261],[2155105],[2176637],[2178303],[2178571],[2188694],[2190549],[2194050],[2196268],[2198139],[2203087],[2207092],[2214499],[2223452],[2224788],[2240041],[2243845],[2248994],[2250062],[2250330],[2253717],[2258433],[2259911],[2266709],[2277626],[2279076],[2290396],[2297012],[2298867],[2306457],[2311922],[2313777],[2319496],[2321367],[2330320],[2335365],[2337220],[2340721],[2342939],[2344810],[2349758],[2353763],[2355099],[2361170],[2370123],[2371459],[2381040],[2389614],[2396230],[2398085],[2403018],[2405868],[2409634],[2411489],[2414632],[2419079],[2424249],[2430865],[2432720],[2438439],[2440310],[2445775],[2447630],[2453349],[2455220],[2464173],[2465509],[2479297],[2487680],[2491177],[2495110],[2497793],[2499648],[2510140],[2516756],[2518611],[2523544],[2526394],[2530160],[2532015],[2535158],[2537734],[2539605],[2546881],[2560740],[2562730],[2567274],[2569627],[2572477],[2578942],[2586322],[2594705],[2598202],[2602135],[2604818],[2606673],[2611202],[2613060],[2622143],[2626650],[2634945],[2640548],[2654407],[2656397],[2660941],[2663294],[2668932],[2677990],[2681792],[2689018],[2691942],[2693800],[2707390],[2718111],[2723892],[2725750],[2737425],[2750285],[2764245],[2775240],[2797365], [1374274,1886616],[1486957,1749468],[1504173,2005821],[1504737,2005902],[1548658,2045355],[1570650,2065346],[1582472,2076951],[1617018,1874060],[1627853,1884292],[1633589,2118254],[1633949,2119039],[1677541,2156313],[1678105,2156394],[1699403,2175250],[1699967,2175331],[1711030,2185611],[1711947,2186540],[1728622,1729701],[1744484,1993228],[1753426,2218303],[1755657,2003626],[1761295,2224520],[1798204,2044110],[1803940,2259179],[1804300,2259964],[1819680,2063022],[1825416,2276894],[1825776,2277679],[1836896,2287483],[1837460,2287564],[1837698,2287717],[1842309,2291015],[1854069,1855109],[1867848,2102818],[1877915,2317278],[1879308,2116250],[1914893,1915972],[1918851,2348614],[1921082,2155158],[1926720,2354831],[1939697,2364974],[1941928,2173055],[1947566,2371191],[1950698,2373763],[1958499,2380308],[1958859,2381093],[1962105,2187960],[1963993,2384313],[1972929,2390233],[1974291,1975281],[1991866,2403637],[1997414,2218201],[2021039,2424868],[2021969,2425500],[2023290,2426388],[2032799,2033839],[2036654,2436221],[2038047,2258165],[2056645,2451131],[2058038,2274890],[2066980,2459024],[2074849,2465241],[2079786,2290913],[2085103,2085142],[2086349,2296278],[2088237,2473996],[2097173,2479916],[2098103,2480548],[2099424,2481436],[2105952,2485876],[2114888,2491796],[2118129,2494027],[2133422,2504839],[2134284,2505392],[2135245,2506011],[2142358,2510759],[2143720,2144710],[2147906,2348551],[2161295,2524163],[2162225,2524795],[2163546,2525683],[2166843,2364872],[2176910,2535516],[2188592,2188631],[2196524,2390131],[2204975,2553952],[2205837,2554505],[2206798,2555124],[2212884,2403535],[2221335,2564326],[2224088,2566130],[2230271,2570246],[2231201,2570878],[2232522,2571766],[2238426,2424766],[2239214,2425437],[2240314,2576882],[2243743,2243782],[2244989,2430131],[2246877,2581021],[2255813,2586941],[2258064,2588461],[2264592,2592901],[2265454,2593454],[2266415,2594073],[2273528,2598821],[2276769,2601052],[2301716,2617151],[2304842,2479814],[2305630,2480485],[2306730,2620083],[2311820,2311859],[2316626,2626070],[2319752,2491694],[2322502,2629555],[2324784,2631062],[2328203,2633141],[2329065,2633694],[2330026,2634313],[2335263,2335302],[2343195,2510657],[2351646,2647619],[2353469,2648791],[2359555,2524061],[2360343,2524732],[2361443,2653854],[2368006,2657993],[2370759,2659797],[2376942,2663913],[2379193,2665433],[2380183,2666144],[2390564,2672041],[2393820,2673899],[2396128,2396167],[2403968,2679584],[2407224,2681442],[2414338,2685533],[2417464,2570144],[2418252,2570815],[2419352,2688465],[2435569,2697891],[2438695,2586839],[2440583,2700823],[2443727,2702883],[2445673,2445712],[2453605,2598719],[2456355,2710295],[2458637,2711802],[2462056,2713881],[2463879,2715053],[2464809,2715685],[2474266,2720783],[2476944,2617049],[2486146,2727052],[2488824,2626007],[2492127,2730161],[2495383,2732019],[2497691,2497730],[2511090,2740534],[2514346,2742392],[2521460,2746483],[2534864,2754026],[2537990,2663811],[2539878,2756958],[2540740,2757511],[2546779,2546818],[2547461,2671415],[2548637,2761573],[2557835,2679231],[2559011,2766687],[2564596,2769359],[2581291,2777912],[2583969,2697789],[2587272,2781021],[2590528,2782879],[2599152,2787290],[2602408,2789148],[2610576,2610849],[2613410,2720130],[2622329,2726617],[2627826,2801454],[2641128,2739908],[2642304,2808373],[2647889,2811045],[2658263,2816159],[2668279,2668497],[2694150,2777259],[2699647,2834971],[2708566,2839060] ] cell #3728 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1116360],[1242773],[1308187],[1366141],[1372246],[1438003],[1449469],[1459518],[1496550],[1549577],[1562517],[1568622],[1579659],[1590149],[1626050],[1654748],[1678345],[1691780],[1702897],[1709002],[1718782],[1740069],[1781976],[1783137],[1796141],[1805146],[1817877],[1829273],[1865097],[1866258],[1903753],[1905053],[1906573],[1919135],[1937696],[1950960],[1983781],[1985081],[1986601],[2015815],[2022253],[2024542],[2036332],[2051882],[2054702],[2098387],[2100676],[2125740],[2128560],[2132771],[2133962],[2162509],[2164798],[2204324],[2205515],[2217918],[2231485],[2233774],[2237821],[2263941],[2265132],[2304237],[2316910],[2327552],[2328743],[2358950],[2360004],[2387710],[2406902],[2416859],[2417913],[2446314],[2471568],[2477393],[2484231],[2498332],[2538439],[2543879],[2551524],[2584418],[2605357],[2614149],[2645191],[2694889], [993038,1243510],[1099941,1622276],[1115808,1372369],[1179309,1438740],[1226706,1750264],[1237820,1498817],[1242865,1502761],[1291768,1814103],[1307635,1568745],[1318578,1580396],[1321636,1841422],[1335299,1339811],[1355528,1874452],[1367216,1628649],[1374264,1634613],[1378330,1895739],[1418944,1679082],[1421936,1936535],[1433050,1694047],[1438095,1697991],[1448917,1709125],[1463292,1722319],[1465891,1470353],[1471550,1987762],[1485154,1990979],[1497054,1756049],[1504023,1761410],[1508742,2014654],[1518012,2020152],[1531675,1536187],[1548648,1804964],[1549025,1805269],[1551904,2053182],[1563592,1820476],[1570640,1826440],[1574706,1831540],[1579751,1835484],[1582462,1838437],[1595934,1600143],[1598883,2098510],[1601875,2102196],[1604574,2096286],[1626768,1878155],[1633804,1885571],[1634308,2129721],[1637950,2127040],[1658522,1908590],[1661121,1665583],[1666780,1907734],[1670268,1919258],[1672185,1676697],[1677391,1926835],[1678437,1928044],[1680384,2160408],[1692284,1942320],[1699253,1947681],[1703972,1953559],[1711020,1959523],[1711397,1959828],[1719500,1964233],[1726819,2205911],[1727537,2206077],[1727545,2206226],[1729922,2209311],[1754618,1997842],[1758998,2231608],[1761990,2235294],[1764689,2229384],[1787761,1791970],[1790710,2022376],[1793702,2026062],[1796401,2036728],[1797119,2036894],[1797127,2037043],[1799000,1803462],[1801267,1804659],[1804155,2044310],[1818595,2056885],[1825631,2064301],[1826135,2055863],[1829623,2067387],[1829777,2069603],[1836746,2074964],[1837792,2076173],[1845421,2080214],[1845812,2294676],[1848306,2302652],[1850689,2306079],[1852284,2305551],[1853030,2306058],[1876322,2317033],[1878380,2111160],[1882489,2329139],[1883207,2329305],[1883215,2329454],[1885592,2332539],[1905771,2133662],[1906923,2135652],[1913090,2134358],[1913808,2134524],[1913816,2134673],[1916193,2137758],[1919297,2147827],[1920043,2148334],[1921474,1925683],[1924073,1927415],[1924270,1924423],[1940889,2167271],[1945269,2162632],[1948261,2166318],[1951678,2177150],[1951686,2177299],[1955826,1959218],[1958714,2184566],[1963342,2385150],[1966250,2189033],[1969401,2394389],[1971824,2397480],[1973363,2397280],[1985799,2205215],[1986951,2207205],[1995369,2407298],[1996087,2407464],[1996095,2407613],[1997863,2415274],[2000246,2418701],[2001841,2418173],[2002587,2418680],[2024151,2238854],[2025260,2240554],[2025268,2240703],[2027036,2236236],[2029419,2239663],[2031014,2239135],[2031760,2239642],[2037119,2252085],[2041228,2044331],[2041813,2041954],[2055052,2266822],[2057110,2269800],[2061219,2265528],[2061937,2265694],[2061945,2265843],[2064322,2268928],[2067426,2278997],[2068172,2279504],[2072202,2075544],[2072399,2072552],[2077280,2288794],[2079181,2469267],[2080235,2470141],[2085071,2477714],[2100285,2305270],[2101394,2306970],[2101402,2307119],[2105301,2486713],[2108546,2489273],[2109151,2488745],[2109897,2489252],[2111360,2495952],[2113783,2499043],[2115322,2498843],[2128910,2330433],[2135679,2335704],[2136621,2337141],[2137367,2337648],[2138830,2333524],[2141253,2336615],[2142792,2336415],[2148355,2150738],[2152333,2152416],[2165516,2361683],[2165524,2361832],[2166515,2166668],[2167292,2357365],[2169675,2360792],[2171270,2360264],[2172016,2360771],[2177375,2373214],[2181484,2184587],[2182069,2182210],[2188560,2544756],[2189233,2545196],[2196973,2550097],[2207232,2396569],[2208174,2398006],[2208920,2398513],[2210424,2557732],[2212279,2559597],[2213333,2560471],[2215490,2561898],[2216099,2561698],[2218169,2568044],[2223929,2567723],[2234492,2419592],[2234500,2419741],[2235491,2235644],[2235920,2422647],[2235966,2422700],[2238875,2423980],[2241641,2425839],[2243711,2422666],[2252285,2254708],[2267186,2448079],[2267791,2447551],[2268537,2448058],[2269513,2269654],[2270000,2443934],[2272423,2447025],[2273962,2446825],[2279525,2281908],[2283503,2283586],[2289857,2610473],[2290881,2611627],[2297551,2615466],[2302336,2477695],[2302382,2477748],[2305291,2479028],[2308057,2480887],[2310157,2622398],[2311419,2623068],[2311788,2623945],[2312461,2624385],[2320201,2629286],[2322358,2630713],[2330797,2500097],[2331402,2499569],[2332148,2500076],[2333124,2333265],[2333600,2502995],[2335904,2503773],[2337669,2339910],[2343644,2643764],[2357095,2521995],[2362161,2525334],[2362770,2525134],[2363712,2363795],[2364840,2521961],[2370600,2661390],[2373414,2375837],[2383323,2668348],[2384834,2544737],[2384880,2544790],[2389075,2671312],[2390099,2672466],[2394465,2552108],[2396769,2552886],[2398534,2400775],[2402479,2678855],[2403503,2680009],[2409131,2682531],[2410173,2683848],[2415004,2568078],[2420070,2571417],[2420679,2571217],[2421621,2421704],[2423710,2575007],[2424734,2574973],[2426039,2428311],[2431404,2696206],[2439144,2586053],[2444010,2591057],[2444090,2444212],[2445272,2591991],[2454054,2710026],[2456211,2711453],[2464650,2607122],[2469343,2611289],[2469871,2611661],[2473006,2720199],[2475929,2721695],[2478758,2618208],[2479782,2618174],[2481087,2483359],[2484886,2726468],[2486397,2623926],[2486443,2623979],[2490638,2729432],[2491662,2730586],[2496028,2631297],[2496108,2496230],[2497290,2632231],[2503849,2637347],[2503929,2504051],[2509601,2739805],[2510625,2740959],[2517295,2646553],[2519060,2521301],[2529657,2751024],[2530699,2752341],[2540596,2665084],[2545272,2669310],[2545352,2545474],[2549827,2672500],[2550380,2762396],[2551114,2673465],[2552962,2674789],[2553042,2553164],[2559673,2679671],[2560201,2680043],[2563336,2768775],[2580031,2777328],[2582954,2778824],[2585783,2698948],[2586807,2698914],[2588112,2590384],[2597663,2786561],[2598687,2787715],[2604315,2712971],[2615542,2721161],[2615622,2615744],[2616018,2796044],[2624461,2727430],[2624541,2624663],[2629016,2730620],[2630303,2731585],[2643494,2740993],[2644047,2809196],[2644781,2741958],[2646629,2743282],[2646709,2646831],[2649552,2811957],[2657003,2815575],[2683924,2769737],[2684004,2684126],[2696282,2778290],[2696362,2696484],[2696758,2833650],[2701390,2835794],[2702124,2782445],[2709756,2787749],[2711043,2788714],[2745350,2854564],[2752417,2816537],[2752497,2752619],[2758259,2820692] ] cell #3729 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1504739],[1633656],[1678107],[1699969],[1711949],[1753626],[1761353],[1804007],[1825483],[1837462],[1837700],[1842509],[1878098],[1885426],[1919051],[1926778],[1939897],[1947624],[1950700],[1958566],[1959705],[1964176],[1973129],[1992066],[1997382],[2004309],[2004757],[2021239],[2022169],[2023292],[2036837],[2056828],[2064156],[2067180],[2067264],[2074907],[2079754],[2088420],[2097373],[2098303],[2099426],[2106135],[2115088],[2117353],[2117599],[2133605],[2134467],[2135445],[2135529],[2142558],[2147874],[2161495],[2162425],[2163548],[2166811],[2173738],[2174186],[2176588],[2177093],[2184421],[2187411],[2196492],[2205158],[2206020],[2206998],[2207082],[2212852],[2219036],[2221518],[2223661],[2230471],[2231401],[2232524],[2238394],[2239182],[2239992],[2240497],[2247060],[2256013],[2258066],[2261174],[2264775],[2265637],[2266615],[2266699],[2273728],[2275993],[2276239],[2279044],[2285971],[2286419],[2293091],[2295729],[2301916],[2304810],[2305598],[2306408],[2306913],[2310639],[2316826],[2317916],[2319720],[2324786],[2328386],[2329248],[2330226],[2330310],[2334082],[2334128],[2335231],[2337188],[2343163],[2351829],[2353669],[2353753],[2356273],[2356721],[2359523],[2360311],[2361121],[2361626],[2365707],[2368189],[2370332],[2377142],[2379195],[2379407],[2379653],[2386136],[2391906],[2394003],[2394947],[2394993],[2396096],[2398053],[2405310],[2407407],[2408351],[2414538],[2414622],[2417432],[2418220],[2419030],[2419535],[2423182],[2426944],[2429582],[2435769],[2437881],[2438663],[2440261],[2440766],[2442951],[2443197],[2444492],[2444538],[2445641],[2447598],[2451769],[2453573],[2458639],[2459757],[2462239],[2464079],[2464163],[2464382],[2470378],[2474517],[2474563],[2475444],[2476912],[2478230],[2481992],[2487324],[2488792],[2493469],[2495061],[2495566],[2496510],[2496556],[2497659],[2499616],[2506662],[2507376],[2512432],[2514529],[2515209],[2515473],[2515519],[2516400],[2518579],[2521033],[2522477],[2523005],[2524029],[2528877],[2535064],[2535148],[2536154],[2537958],[2539556],[2540061],[2546230],[2546276],[2546747],[2547429],[2549299],[2549590],[2555775],[2556489],[2557803],[2559964],[2562681],[2564847],[2564893],[2565774],[2567242],[2568560],[2569088],[2570112],[2576586],[2577403],[2578073],[2581542],[2581588],[2582469],[2583937],[2584976],[2585255],[2585546],[2591911],[2595438],[2600494],[2602086],[2602591],[2603535],[2603581],[2606641],[2610544],[2610817],[2611153],[2612546],[2613429],[2616546],[2617017],[2619787],[2620604],[2621274],[2622348],[2625419],[2625465],[2626618],[2628488],[2628779],[2632151],[2635678],[2638660],[2639897],[2639943],[2641096],[2642966],[2643257],[2645725],[2653558],[2655045],[2656348],[2658514],[2658560],[2659441],[2660909],[2662227],[2662755],[2663779],[2668298],[2668516],[2668900],[2671383],[2671992],[2673385],[2676102],[2677339],[2677385],[2679199],[2679535],[2680928],[2681811],[2684928],[2688169],[2689656],[2691557],[2691893],[2691979],[2693286],[2694169],[2697286],[2697757],[2704922],[2706159],[2706205],[2707358],[2709228],[2709519],[2712891],[2718130],[2720149],[2720751],[2723507],[2723843],[2723929],[2725236],[2726636],[2727020],[2728837],[2730112],[2731505],[2734222],[2735459],[2735505],[2737009],[2737393],[2739876],[2740485],[2741878],[2745878],[2747692],[2748028],[2748114],[2749421],[2750304],[2753421],[2761592],[2763829],[2764213],[2766706],[2768293],[2769327],[2772083],[2772419],[2772505],[2773812],[2775259],[2777278],[2777880],[2780972],[2782365],[2783765],[2784149],[2787241],[2788634],[2792634],[2794908],[2796714],[2797384],[2800554],[2801473],[2803710],[2804094],[2808392],[2811013],[2813506],[2816127],[2819219],[2820612],[2822327],[2823832],[2825740],[2829507],[2834320],[2834990],[2839079],[2841700],[2843675],[2845230],[2853428],[2859103],[2861415],[2868002],[2878509] ] cell #3730 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1117453],[1243717],[1287804],[1309280],[1320383],[1364966],[1373214],[1417085],[1438947],[1450562],[1450724],[1456158],[1495403],[1539350],[1547598],[1561342],[1569590],[1572656],[1580603],[1581664],[1586883],[1597440],[1618916],[1624991],[1651388],[1652467],[1653864],[1668771],[1690633],[1701722],[1701961],[1709970],[1715693],[1726152],[1736709],[1737788],[1739185],[1746998],[1757555],[1761137],[1778710],[1779750],[1780883],[1781122],[1789267],[1795342],[1810743],[1811822],[1813219],[1816818],[1827712],[1828126],[1839612],[1851372],[1861831],[1862871],[1864004],[1864243],[1871363],[1881822],[1885074],[1885313],[1892379],[1893458],[1894855],[1901964],[1902954],[1903972],[1904386],[1912423],[1922980],[1925456],[1933269],[1934309],[1935442],[1935681],[1943826],[1947408],[1949901],[1970232],[1977938],[1981992],[1982982],[1984000],[1984414],[1989169],[1996875],[2000929],[2003977],[2004391],[2006921],[2011388],[2012428],[2013561],[2013800],[2018342],[2018409],[2019929],[2022493],[2030102],[2040561],[2042734],[2042973],[2050093],[2051083],[2052101],[2052515],[2060552],[2063804],[2064043],[2071109],[2073585],[2074691],[2088684],[2092946],[2094476],[2094543],[2096063],[2098627],[2106399],[2110661],[2112191],[2112313],[2117332],[2119897],[2120136],[2123951],[2124941],[2125959],[2126373],[2131052],[2139661],[2147367],[2151421],[2153429],[2153843],[2157413],[2158598],[2158665],[2160185],[2162749],[2170358],[2173406],[2173820],[2176350],[2180817],[2182990],[2183229],[2184069],[2184308],[2191563],[2191685],[2197153],[2197538],[2197605],[2200759],[2202605],[2213513],[2217119],[2219015],[2221782],[2225630],[2226044],[2227574],[2227641],[2229161],[2231725],[2247324],[2251586],[2253116],[2253183],[2257267],[2260822],[2261061],[2262222],[2262997],[2264443],[2270831],[2270953],[2275972],[2278537],[2278776],[2282591],[2284599],[2285013],[2285639],[2286053],[2293070],[2293728],[2293795],[2294453],[2295444],[2297363],[2298385],[2310354],[2312273],[2317521],[2320381],[2320766],[2320833],[2323987],[2325833],[2326608],[2328054],[2338234],[2338356],[2343824],[2344209],[2344276],[2347430],[2349276],[2352093],[2355941],[2356355],[2358362],[2365686],[2368453],[2372301],[2372715],[2374245],[2374312],[2374367],[2378396],[2379386],[2383520],[2383996],[2384556],[2386779],[2388024],[2393013],[2393671],[2399099],[2399221],[2401428],[2406350],[2406417],[2408066],[2409985],[2411007],[2416271],[2426923],[2427581],[2427648],[2427703],[2429297],[2431216],[2432238],[2436464],[2439324],[2442930],[2451374],[2454234],[2454619],[2454686],[2457840],[2459686],[2459736],[2460461],[2461907],[2467941],[2468344],[2469064],[2473203],[2474239],[2476462],[2481971],[2482629],[2482696],[2482751],[2485559],[2486119],[2488342],[2489587],[2494576],[2504522],[2505082],[2505635],[2507305],[2507355],[2508550],[2513539],[2514197],[2515188],[2517107],[2526876],[2526943],[2526998],[2528592],[2530511],[2531533],[2536797],[2544346],[2547897],[2549020],[2553635],[2554195],[2554748],[2556418],[2556468],[2558674],[2559394],[2564569],[2566792],[2572959],[2573026],[2573081],[2575369],[2576089],[2576565],[2580228],[2581264],[2583487],[2584732],[2589721],[2592584],[2593144],[2593697],[2595367],[2595417],[2596612],[2601601],[2614616],[2618570],[2619290],[2619766],[2623535],[2628209],[2632824],[2633384],[2633937],[2635607],[2635657],[2638013],[2638416],[2641564],[2642687],[2647862],[2650085],[2652341],[2653061],[2653537],[2658236],[2660459],[2666693],[2670696],[2674142],[2675455],[2675858],[2681685],[2682998],[2686952],[2687672],[2688148],[2695356],[2700030],[2704275],[2704678],[2708949],[2714124],[2716347],[2719473],[2722547],[2728816],[2733575],[2733978],[2742635],[2743948],[2751491],[2756165],[2759336],[2762935],[2768049],[2779676],[2790704],[2795128],[2799217],[2809735],[2832734] ] cell #3731 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [2119247],[2197143],[2213503],[2225070],[2225439],[2260172],[2277887],[2288583],[2297925],[2312835],[2320371],[2322984],[2323402],[2343814],[2355381],[2355750],[2371741],[2372110],[2381301],[2382190],[2389938],[2403342],[2407886],[2410547],[2412969],[2431778],[2439314],[2441927],[2442345],[2454224],[2456837],[2457255],[2465791],[2466160],[2466351],[2468884],[2472120],[2484000],[2489659],[2491501],[2510464],[2515008],[2517669],[2520091],[2528412],[2531073],[2533495],[2535759],[2541222],[2541640],[2543648],[2543983],[2544418],[2548840],[2559214],[2562450],[2575909],[2576385],[2577125],[2579145],[2584804],[2586646],[2596684],[2598526],[2603070],[2608153],[2610922],[2613918],[2614688],[2619110],[2619586],[2620326],[2623172],[2623607],[2628029],[2629798],[2637650],[2638085],[2638488],[2638956],[2642507],[2645743],[2652881],[2653357],[2654097],[2656117],[2661776],[2671761],[2675092],[2675527],[2675930],[2676398],[2679304],[2683070],[2684417],[2687492],[2687968],[2688708],[2691662],[2691997],[2692432],[2694658],[2695428],[2699850],[2701066],[2703912],[2704347],[2704750],[2705218],[2708769],[2710538],[2722367],[2723612],[2723947],[2724382],[2728636],[2729881],[2731054],[2732262],[2733212],[2733647],[2734050],[2734518],[2740254],[2744020],[2744891],[2747797],[2748132],[2748567],[2751563],[2752910],[2755985],[2757201],[2757754],[2760691],[2761759],[2763007],[2766873],[2768121],[2770943],[2772188],[2772523],[2772958],[2779496],[2780741],[2781511],[2783122],[2787010],[2788183],[2789391],[2790776],[2791647],[2792123],[2793676],[2795532],[2796483],[2799621],[2800572],[2801640],[2802888],[2808559],[2809807],[2812629],[2817743],[2818988],[2819758],[2820161],[2821484],[2822600],[2822805],[2825799],[2826004],[2827655],[2833138],[2834089],[2835157],[2836405],[2839246],[2840494],[2844387],[2846831],[2848152],[2852196],[2852401],[2854052],[2857251],[2867159],[2868480],[2870924], 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] cell #3732 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1032686],[1064367],[1118387],[1156656],[1188356],[1190358],[1244759],[1278698],[1284768],[1310214],[1311281],[1316771],[1319771],[1365112],[1374290],[1392187],[1393804],[1408644],[1439989],[1441456],[1441914],[1447526],[1456304],[1478993],[1480610],[1495540],[1522606],[1523796],[1524254],[1538832],[1555705],[1557322],[1561488],[1570666],[1571867],[1572162],[1587020],[1597586],[1609168],[1610358],[1610816],[1619062],[1624947],[1641751],[1643368],[1651534],[1651949],[1653075],[1653370],[1675840],[1684978],[1686168],[1686626],[1690770],[1701204],[1715649],[1726289],[1736855],[1737270],[1738396],[1738691],[1747135],[1752343],[1757701],[1761141],[1763450],[1769283],[1770473],[1770931],[1775755],[1777494],[1778847],[1780365],[1789413],[1802185],[1802643],[1810889],[1811304],[1812430],[1812725],[1816774],[1835195],[1839473],[1851328],[1858876],[1860615],[1861968],[1863486],[1870325],[1871319],[1876861],[1881959],[1885220],[1885307],[1887167],[1887625],[1892525],[1892940],[1894066],[1894361],[1899556],[1901920],[1912560],[1923126],[1924667],[1924962],[1930314],[1932053],[1933406],[1934924],[1943972],[1947412],[1949721],[1956744],[1957202],[1970093],[1973850],[1978084],[1979584],[1981948],[1989030],[1990429],[1996357],[1999891],[2000885],[2003922],[2004528],[2006132],[2006427],[2008433],[2010172],[2011525],[2013043],[2018203],[2030058],[2037606],[2040698],[2042216],[2047685],[2048630],[2050049],[2050309],[2060689],[2063950],[2064037],[2065897],[2066355],[2071255],[2072796],[2073091],[2074695],[2083488],[2084237],[2089106],[2091406],[2093083],[2094337],[2103145],[2103984],[2111545],[2111786],[2112052],[2113451],[2115809],[2117288],[2119379],[2121543],[2122488],[2123907],[2124167],[2139522],[2143279],[2147513],[2149013],[2151377],[2157417],[2158459],[2159479],[2169320],[2170314],[2173351],[2173957],[2175561],[2175856],[2177862],[2180954],[2182472],[2184215],[2184302],[2188287],[2189418],[2189659],[2191424],[2192444],[2197399],[2199660],[2200226],[2200715],[2200975],[2210243],[2216586],[2218333],[2218528],[2219367],[2222204],[2227435],[2228455],[2242128],[2247746],[2250046],[2251723],[2252977],[2260968],[2261055],[2270185],[2270426],[2270692],[2272091],[2274449],[2275928],[2278019],[2280183],[2281128],[2282547],[2282807],[2285584],[2286190],[2289676],[2291045],[2291240],[2293589],[2295400],[2296605],[2297977],[2299575],[2300762],[2308544],[2312887],[2315672],[2317111],[2320627],[2323454],[2336089],[2336330],[2338095],[2339115],[2344070],[2346331],[2346897],[2347386],[2347646],[2354815],[2355886],[2356492],[2363257],[2365004],[2365199],[2366038],[2368875],[2373599],[2374106],[2375126],[2379342],[2383952],[2384146],[2388088],[2388894],[2390458],[2396954],[2397195],[2398960],[2399980],[2403862],[2406211],[2410599],[2413384],[2421166],[2424898],[2425093],[2426224],[2427442],[2429253],[2430458],[2431830],[2433428],[2434615],[2436409],[2441831],[2442397],[2442886],[2446740],[2449525],[2450964],[2454480],[2457307],[2459054],[2468408],[2473829],[2479946],[2480141],[2481272],[2482490],[2485515],[2485709],[2492021],[2498758],[2501543],[2504478],[2504672],[2505580],[2506041],[2508614],[2509420],[2510984],[2515144],[2517721],[2519319],[2520506],[2524388],[2525519],[2526737],[2531125],[2533910],[2541692],[2551950],[2553591],[2553785],[2554693],[2555154],[2558738],[2564159],[2570471],[2571602],[2572820],[2575433],[2576521],[2580854],[2584796],[2587166],[2592540],[2592734],[2593642],[2594103],[2599046],[2605783],[2608568],[2617376],[2618634],[2619722],[2632780],[2632974],[2633882],[2634343],[2638480],[2645617],[2647452],[2652405],[2653493],[2657826],[2664138],[2670652],[2673732],[2675922],[2681630],[2687016],[2688104],[2698116],[2704742],[2713714],[2719537],[2719926],[2728772],[2734042],[2742225],[2759591],[2768113],[2777055],[2799472] ] cell #3733 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [875710],[993280],[1034449],[1054440],[1108710],[1116573],[1158705],[1179551],[1190119],[1196200],[1235644],[1243468],[1279061],[1286924],[1300537],[1308400],[1318820],[1320421],[1325492],[1336580],[1358572],[1364462],[1372669],[1372974],[1391430],[1392550],[1409012],[1430874],[1438698],[1441819],[1449682],[1450728],[1455654],[1467148],[1478236],[1479356],[1489010],[1500098],[1502728],[1503052],[1521868],[1522974],[1524159],[1532956],[1538846],[1554948],[1556068],[1560838],[1569045],[1569350],[1572530],[1572660],[1580354],[1581658],[1583845],[1596936],[1608430],[1609536],[1610721],[1618412],[1626530],[1629906],[1632552],[1640994],[1642114],[1650884],[1651963],[1653738],[1653868],[1662378],[1673466],[1679040],[1684240],[1685346],[1686531],[1695328],[1697958],[1698282],[1701218],[1701955],[1709425],[1709730],[1719262],[1723114],[1731860],[1736205],[1737284],[1739059],[1739189],[1743960],[1752706],[1754428],[1757051],[1768545],[1769651],[1770836],[1775672],[1777508],[1780379],[1781116],[1788763],[1800257],[1802548],[1805569],[1805874],[1810239],[1811318],[1813093],[1813223],[1818357],[1821733],[1824379],[1827657],[1832821],[1835451],[1835775],[1845231],[1854281],[1857238],[1858793],[1860629],[1863500],[1864237],[1874272],[1877229],[1878784],[1887530],[1891875],[1892954],[1894729],[1894859],[1899570],[1903917],[1905533],[1909385],[1918131],[1921294],[1922476],[1925330],[1925460],[1928011],[1928335],[1930231],[1932067],[1934938],[1935675],[1940699],[1943322],[1951440],[1954816],[1957107],[1957462],[1966654],[1973767],[1975204],[1977434],[1979598],[1983945],[1985561],[1994141],[1996371],[2003838],[2006795],[2006925],[2008350],[2010186],[2013057],[2013794],[2018304],[2023961],[2025022],[2033011],[2035968],[2037010],[2037523],[2038960],[2042230],[2042967],[2045504],[2047699],[2050323],[2052046],[2057514],[2066260],[2067982],[2070605],[2073459],[2073589],[2083405],[2084251],[2085444],[2089120],[2089578],[2094438],[2100095],[2101156],[2103159],[2107293],[2115726],[2117163],[2119393],[2120130],[2121557],[2124181],[2125904],[2134640],[2136083],[2137177],[2143196],[2144633],[2146863],[2148477],[2149027],[2149485],[2153374],[2158560],[2159493],[2165278],[2173267],[2176224],[2176354],[2177779],[2182486],[2183223],[2188301],[2188933],[2192458],[2193998],[2197500],[2200989],[2206193],[2207636],[2208730],[2210358],[2216503],[2218542],[2222218],[2222676],[2225575],[2227536],[2228469],[2234254],[2239785],[2242045],[2244084],[2247760],[2248218],[2252180],[2253078],[2262892],[2265810],[2268347],[2274366],[2275803],[2278033],[2278770],[2280197],[2282821],[2284544],[2289791],[2290344],[2291254],[2293690],[2296619],[2300776],[2306201],[2308461],[2312161],[2315686],[2317226],[2317466],[2320728],[2326503],[2329421],[2331958],[2335604],[2336510],[2339129],[2340669],[2344171],[2347660],[2360914],[2363174],[2365213],[2368889],[2369347],[2372246],[2374207],[2375140],[2384261],[2384501],[2389009],[2390472],[2392908],[2396469],[2397375],[2399994],[2402966],[2403876],[2406312],[2407580],[2413398],[2418823],[2421083],[2424197],[2425107],[2427543],[2430472],[2434629],[2446014],[2446920],[2449539],[2451079],[2451319],[2454581],[2460356],[2473944],[2474184],[2479245],[2480155],[2482591],[2485824],[2486064],[2489395],[2492035],[2494471],[2498032],[2498938],[2501557],[2504787],[2505027],[2509535],[2510998],[2513434],[2520520],[2523492],[2524402],[2526838],[2533924],[2547120],[2553900],[2554140],[2561793],[2564274],[2564514],[2569575],[2570485],[2572921],[2580969],[2581209],[2587180],[2589616],[2592849],[2593089],[2599060],[2601496],[2608582],[2613008],[2617390],[2622512],[2633089],[2633329],[2647567],[2647807],[2657941],[2658181],[2664152],[2666588],[2668462],[2673847],[2674087],[2698130],[2713829],[2714069],[2720313],[2742340],[2742580],[2777442] ] cell #3734 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3735 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1032683],[1064364],[1118384],[1156653],[1188353],[1190291],[1244756],[1278695],[1284767],[1310211],[1311214],[1316768],[1319703],[1365109],[1374289],[1392184],[1393737],[1408643],[1439986],[1441453],[1441846],[1447525],[1456301],[1478990],[1480543],[1495539],[1522605],[1523793],[1524186],[1538831],[1555702],[1557255],[1561485],[1570665],[1571864],[1572161],[1587019],[1597583],[1609167],[1610355],[1610748],[1619059],[1624946],[1641748],[1643301],[1651531],[1651948],[1653072],[1653369],[1675773],[1684977],[1686165],[1686558],[1690769],[1701203],[1715648],[1726288],[1736852],[1737269],[1738393],[1738690],[1747134],[1752340],[1757698],[1763383],[1769282],[1770470],[1770863],[1775752],[1777493],[1778846],[1780364],[1789410],[1802182],[1802575],[1810886],[1811303],[1812427],[1812724],[1816773],[1835128],[1839472],[1851327],[1858873],[1860614],[1861967],[1863485],[1870322],[1871318],[1876860],[1881958],[1885217],[1887164],[1887557],[1892522],[1892939],[1894063],[1894360],[1899555],[1901919],[1912559],[1923123],[1924664],[1924961],[1930311],[1932052],[1933405],[1934923],[1943969],[1949654],[1956741],[1957134],[1970092],[1973847],[1978081],[1979583],[1981947],[1989029],[1990428],[1996356],[1999888],[2000884],[2004527],[2004732],[2006129],[2006426],[2008430],[2010171],[2011524],[2013042],[2018202],[2030057],[2037603],[2040697],[2042215],[2047684],[2048627],[2050048],[2050308],[2060688],[2063947],[2065894],[2066287],[2071252],[2072793],[2073090],[2083485],[2084236],[2089105],[2091403],[2093082],[2094336],[2103144],[2103983],[2111783],[2112051],[2113450],[2115806],[2117287],[2118004],[2119378],[2121542],[2122485],[2123906],[2124166],[2139521],[2143276],[2147510],[2149012],[2151376],[2158458],[2159478],[2169317],[2170313],[2173956],[2174161],[2175558],[2175855],[2177859],[2180953],[2182471],[2184212],[2188286],[2189656],[2191423],[2192443],[2197398],[2199659],[2200223],[2200714],[2200974],[2210242],[2216583],[2218332],[2218527],[2219366],[2222203],[2223634],[2227434],[2228454],[2242125],[2247745],[2250043],[2251722],[2252976],[2260965],[2270423],[2270691],[2272090],[2274446],[2275927],[2276644],[2278018],[2280182],[2281125],[2282546],[2282806],[2286189],[2286394],[2289675],[2291044],[2291239],[2293588],[2295399],[2296604],[2297974],[2299574],[2300761],[2308541],[2312884],[2315671],[2317110],[2317327],[2320626],[2323451],[2336327],[2338094],[2339114],[2344069],[2346330],[2346894],[2347385],[2347645],[2354812],[2356491],[2356696],[2363254],[2365003],[2365198],[2366037],[2368874],[2370305],[2374105],[2375125],[2379341],[2380058],[2383951],[2384145],[2384362],[2388087],[2388893],[2390457],[2397192],[2398959],[2399979],[2403861],[2406210],[2410596],[2413383],[2421163],[2424897],[2425092],[2427441],[2429252],[2430457],[2431827],[2433427],[2434614],[2441830],[2442394],[2442885],[2443602],[2446737],[2449524],[2450963],[2451180],[2454479],[2457304],[2459053],[2464355],[2468407],[2473828],[2479945],[2480140],[2482489],[2485514],[2485708],[2492020],[2498755],[2501542],[2504477],[2504671],[2504888],[2506040],[2508613],[2509419],[2510983],[2515143],[2517718],[2519318],[2520505],[2521006],[2524387],[2526736],[2531122],[2533909],[2535565],[2541689],[2551947],[2553590],[2553784],[2554001],[2555153],[2558737],[2564158],[2570470],[2572819],[2575432],[2576520],[2576931],[2580853],[2584795],[2584949],[2587165],[2592539],[2592733],[2594102],[2599045],[2605780],[2608567],[2617375],[2618633],[2619721],[2620132],[2632779],[2632973],[2634342],[2638479],[2638633],[2645614],[2647451],[2652404],[2653492],[2653903],[2657825],[2664137],[2670651],[2673731],[2675921],[2676075],[2687015],[2688103],[2688514],[2698115],[2704741],[2704895],[2713713],[2719536],[2719925],[2728771],[2734041],[2734195],[2742224],[2759590],[2768112],[2768266],[2777054],[2799471] ] cell #3736 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1674220],[1724935],[1800994],[1833575],[1880605],[1911206],[1923540],[1938611],[1955553],[1994525],[2016730],[2039344],[2049052],[2055590],[2059335],[2071669],[2104505],[2117547],[2122910],[2129448],[2159780],[2159857],[2163954],[2165785],[2179600],[2186159],[2200648],[2211525],[2219888],[2228756],[2228833],[2232930],[2234761],[2242876],[2261784],[2262623],[2263145],[2263192],[2276187],[2281550],[2288088],[2300096],[2301063],[2301140],[2309292],[2318393],[2325395],[2326234],[2326756],[2326803],[2334957],[2347319],[2356913],[2358041],[2358196],[2366559],[2375427],[2375504],[2379601],[2381432],[2385709],[2392072],[2392639],[2393161],[2393208],[2395822],[2414822],[2415950],[2416105],[2423528],[2433949],[2434916],[2434993],[2443145],[2443859],[2452246],[2459248],[2460087],[2460609],[2460656],[2469689],[2472203],[2475392],[2476141],[2476296],[2478576],[2487272],[2494724],[2495877],[2503698],[2506235],[2512598],[2513165],[2513687],[2513734],[2516348],[2519840],[2535348],[2536476],[2536631],[2544066],[2545121],[2547307],[2548517],[2549645],[2552811],[2555348],[2560019],[2565722],[2566626],[2576714],[2579228],[2582417],[2583166],[2583321],[2585601],[2588780],[2589869],[2594297],[2601749],[2602902],[2610695],[2614336],[2615391],[2619915],[2623255],[2624310],[2627706],[2628834],[2634537],[2637733],[2638788],[2640974],[2642184],[2643312],[2646478],[2649015],[2649919],[2653686],[2659389],[2660293],[2666841],[2671534],[2675175],[2676230],[2679077],[2680622],[2682718],[2683773],[2685757],[2688297],[2691435],[2695076],[2696131],[2699527],[2700655],[2703995],[2705050],[2708446],[2709574],[2715277],[2716181],[2723385],[2727816],[2729654],[2731851],[2733295],[2734350],[2740027],[2743668],[2744723],[2747570],[2749115],[2751211],[2752266],[2754250],[2755662],[2756790],[2760774],[2767459],[2768501],[2770775],[2771961],[2773506],[2776819],[2780514],[2784945],[2786783],[2788980],[2790424],[2791479],[2794001],[2794786],[2798944],[2800944],[2804890],[2807574],[2814259],[2815301],[2817575],[2818761],[2821744],[2825490],[2827099],[2830260],[2831607],[2832392],[2838550],[2843734],[2845828],[2846613],[2851340],[2856695],[2862387],[2866506],[2874888], 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] cell #3737 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3738 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1674367],[1724947],[1801146],[1833722],[1880617],[1911218],[1923552],[1938758],[1955705],[1994537],[2016877],[2039356],[2050971],[2055742],[2059347],[2071681],[2104517],[2117559],[2124829],[2129600],[2161431],[2161655],[2163966],[2165797],[2179612],[2186306],[2201637],[2211659],[2219900],[2230407],[2230631],[2232942],[2234773],[2242888],[2261796],[2263157],[2264207],[2264704],[2276199],[2283469],[2288240],[2300108],[2301852],[2302076],[2309304],[2318527],[2325407],[2326768],[2327818],[2328315],[2334969],[2348308],[2356969],[2358330],[2359459],[2366571],[2377078],[2377302],[2379613],[2381444],[2385721],[2392206],[2393173],[2393435],[2393932],[2395834],[2414878],[2416239],[2417368],[2423584],[2433961],[2435705],[2435929],[2443157],[2443893],[2452380],[2459260],[2460621],[2461671],[2462168],[2469745],[2472259],[2475404],[2476430],[2476848],[2478632],[2487284],[2494736],[2495911],[2503732],[2506247],[2512732],[2513699],[2513961],[2514458],[2516360],[2519852],[2535404],[2536765],[2537894],[2544122],[2545155],[2547341],[2548567],[2549701],[2552845],[2555360],[2560075],[2565734],[2566760],[2576770],[2579284],[2582429],[2583455],[2583873],[2585657],[2588914],[2589881],[2594309],[2601761],[2602936],[2610729],[2614392],[2615425],[2619971],[2623311],[2624344],[2627756],[2628890],[2634549],[2637789],[2638822],[2641008],[2642234],[2643368],[2646512],[2649027],[2650053],[2653742],[2659401],[2660427],[2666853],[2671568],[2675231],[2676264],[2679111],[2680672],[2682774],[2683807],[2685769],[2688353],[2691469],[2695132],[2696165],[2699577],[2700711],[2704051],[2705084],[2708496],[2709630],[2715289],[2716315],[2723419],[2727872],[2729688],[2731907],[2733351],[2734384],[2740061],[2743724],[2744757],[2747604],[2749165],[2751267],[2752300],[2754262],[2755712],[2756846],[2760830],[2767493],[2768674],[2770809],[2771995],[2773556],[2776869],[2780548],[2785001],[2786817],[2789036],[2790480],[2791513],[2794473],[2794820],[2798994],[2801064],[2804946],[2807630],[2814293],[2815474],[2817609],[2818795],[2822088],[2825546],[2827161],[2830294],[2832079],[2832426],[2838670],[2843959],[2846300],[2846647],[2851684],[2856757],[2862731],[2866731],[2875113], [1973065,2392621],[1992002,2212074],[2043160,2443808],[2076873,2288440],[2088349,2476070],[2106064,2311560],[2115024,2318942],[2118210,2120323],[2142494,2513147],[2153765,2521596],[2154281,2521820],[2183416,2380264],[2186476,2382041],[2196428,2550137],[2212788,2402236],[2221447,2409272],[2224224,2225966],[2224448,2226482],[2246989,2583095],[2255949,2589329],[2257199,2590143],[2257528,2590640],[2273664,2452795],[2276850,2278963],[2284935,2464945],[2285451,2465169],[2287782,2466342],[2295130,2613435],[2310040,2483976],[2319656,2490395],[2322117,2323919],[2322614,2324248],[2343099,2643804],[2348536,2645882],[2351758,2649693],[2352962,2650471],[2368118,2529798],[2370895,2372637],[2371119,2373153],[2373828,2535750],[2378328,2540355],[2378657,2540852],[2383206,2543624],[2383682,2668522],[2407752,2562426],[2407852,2407959],[2412181,2413831],[2425422,2692136],[2426453,2577116],[2428983,2694175],[2436144,2698351],[2438599,2701147],[2453509,2597420],[2455970,2457772],[2456467,2458101],[2458946,2603036],[2463372,2607365],[2468750,2610898],[2468850,2468957],[2472889,2613894],[2480470,2724086],[2481501,2620317],[2485245,2726642],[2489635,2489717],[2504208,2737015],[2505315,2737578],[2505933,2638922],[2514874,2742767],[2524717,2748271],[2525748,2654088],[2528278,2656093],[2528378,2528485],[2532707,2534357],[2535439,2661752],[2544394,2544476],[2548706,2671737],[2548806,2548913],[2553321,2763835],[2554428,2764398],[2555046,2676364],[2559080,2679280],[2559180,2559287],[2570800,2772662],[2571831,2688699],[2575775,2691638],[2575875,2575982],[2576251,2775483],[2576805,2692408],[2579914,2694634],[2588526,2701057],[2592270,2783771],[2593377,2784334],[2593995,2705184],[2596660,2596742],[2614664,2614746],[2618976,2723588],[2619076,2619183],[2619452,2797608],[2620006,2724358],[2623583,2623665],[2625992,2800711],[2627895,2729857],[2627995,2628102],[2629789,2629804],[2631127,2732253],[2632510,2803716],[2633617,2804279],[2634235,2734484],[2638061,2638143],[2642373,2740230],[2642473,2642580],[2648713,2744857],[2652747,2747773],[2652847,2652954],[2653223,2813730],[2653777,2748543],[2665498,2757192],[2670382,2822333],[2675503,2675585],[2678982,2826596],[2681365,2826943],[2683046,2683128],[2684383,2684490],[2685455,2770909],[2687358,2772164],[2687458,2687565],[2687834,2829731],[2688388,2772934],[2695404,2695486],[2699716,2780717],[2699816,2699923],[2700746,2781487],[2704323,2704405],[2708635,2786986],[2708735,2708842],[2710529,2710544],[2711867,2789382],[2714975,2791613],[2717721,2843716],[2722233,2796459],[2722333,2722440],[2726557,2847435],[2728502,2847680],[2729559,2801422],[2731030,2731112],[2731942,2802864],[2733623,2733705],[2743996,2744078],[2751539,2751621],[2752876,2752983],[2753948,2817709],[2755851,2818964],[2755951,2756058],[2756881,2819734],[2757745,2757760],[2759246,2860842],[2761183,2822535],[2761541,2762523],[2762983,2763065],[2766297,2863275],[2766321,2863518],[2768864,2827490],[2779362,2834065],[2779462,2779569],[2783113,2783128],[2786688,2839028],[2788159,2788241],[2789071,2840470],[2790752,2790834],[2792089,2792196],[2795038,2844356],[2795367,2796133],[2799127,2875571],[2801088,2848057],[2807983,2852131],[2808341,2809323],[2809783,2809865],[2812595,2812702],[2815664,2857086],[2820137,2820219],[2822710,2823233],[2832644,2867128],[2832973,2833739],[2834939,2835921],[2836381,2836463],[2838694,2870829],[2852306,2852829],[2853887,2854653],[2868385,2868908] ] cell #3739 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [313931],[390113],[450465],[510639],[533475],[560875],[584318],[627775],[654604],[680146],[691186],[707546],[753337],[758945],[786415],[795529],[813244],[824284],[864618],[909437],[911438],[914416],[922766],[928374],[937488],[1002794],[1015054],[1026614],[1031394],[1043348],[1058994],[1060995],[1096690],[1126469],[1135298],[1139127],[1150322],[1156230],[1170724],[1187064],[1219603],[1223432],[1256045],[1260693],[1262034],[1278280],[1295413],[1299242],[1316345],[1346739],[1348080],[1381975],[1385804],[1389867],[1391769],[1423451],[1424792],[1429687],[1476673],[1478575],[1494831],[1510257],[1511598],[1516493],[1520325],[1553385],[1555137],[1555287],[1592780],[1606887],[1623967],[1639431],[1641183],[1641333],[1682697],[1683862],[1711723],[1721181],[1732049],[1743467],[1751925],[1767002],[1768167],[1810471],[1833010],[1840862],[1847046],[1856860],[1868403],[1892107],[1918320],[1954438],[1962660],[1971482],[1977666],[1988166],[2035590],[2070837],[2078298],[2086904],[2140911],[2147095],[2195036],[2245544],[2341707] ] cell #3740 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1226224],[1366734],[1469871],[1563110],[1596396],[1632629],[1665101],[1725086],[1756511],[1788223],[1802980],[1824456],[1874914],[1880756],[1911357],[1921936],[1942782],[1957539],[1994676],[2039495],[2041690],[2045581],[2053644],[2059486],[2070065],[2127502],[2138220],[2148554],[2152777],[2164105],[2179751],[2181946],[2209773],[2233081],[2239862],[2243027],[2252186],[2256722],[2269390],[2283947],[2306278],[2309443],[2333001],[2335675],[2336516],[2348375],[2360991],[2364156],[2377851],[2396540],[2397381],[2418900],[2422065],[2424203],[2425261],[2446085],[2446926],[2450458],[2479251],[2480309],[2489472],[2498103],[2498944],[2502476],[2504254],[2523498],[2524473],[2524556],[2547191],[2553367],[2561799],[2569581],[2570556],[2570639],[2592316],[2592855],[2609501],[2613014],[2617461],[2622518],[2625831],[2632556],[2633095],[2652793],[2664223],[2668468],[2670428],[2673853],[2678466],[2687404],[2698201],[2713835],[2717884],[2720319],[2722279],[2726072],[2742346],[2755897],[2759339],[2761346],[2777448],[2779408],[2795131],[2808146],[2832737] ] cell #3741 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [644139],[757594],[844266],[927023],[957331],[992395],[1022996],[1079196],[1111890],[1143602],[1157820],[1178666],[1232332],[1238551],[1271023],[1282241],[1303717],[1317935],[1361414],[1411919],[1414497],[1418301],[1427562],[1433781],[1444999],[1514368],[1527353],[1539744],[1544648],[1557790],[1575437],[1578015],[1613915],[1643836],[1652861],[1656631],[1668318],[1674198],[1689725],[1707020],[1738182],[1741952],[1774030],[1776155],[1779297],[1795279],[1812216],[1815986],[1833553],[1859276],[1862418],[1893852],[1897622],[1899428],[1902891],[1930714],[1933856],[1938589],[1979456],[1982919],[1997269],[2008833],[2011975],[2016708],[2018229],[2047557],[2049030],[2051020],[2083888],[2094363],[2110208],[2121415],[2122888],[2124878],[2158485],[2159351],[2186137],[2192316],[2200626],[2210614],[2217056],[2227461],[2228327],[2262817],[2281528],[2290047],[2293615],[2300634],[2310291],[2326428],[2347297],[2374998],[2383457],[2389265],[2392833],[2401363],[2434487],[2460281],[2467876],[2473140],[2509791],[2513359],[2547832],[2580165],[2641499] ] cell #3742 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [644140],[757595],[844267],[927024],[957332],[992396],[1022997],[1079197],[1111891],[1143603],[1157821],[1178667],[1232333],[1238552],[1271024],[1282242],[1303718],[1317936],[1361415],[1411920],[1414498],[1418302],[1427563],[1433782],[1445000],[1514369],[1527354],[1539745],[1544649],[1557791],[1575438],[1578016],[1613916],[1643837],[1652862],[1656632],[1668319],[1674199],[1689726],[1707021],[1738183],[1741953],[1774031],[1776156],[1779298],[1795280],[1812217],[1815987],[1833554],[1859277],[1862419],[1893853],[1897623],[1899429],[1902892],[1930715],[1933857],[1938590],[1979457],[1982920],[1997270],[2008834],[2011976],[2016709],[2018230],[2047558],[2049031],[2051021],[2083889],[2094364],[2110209],[2121416],[2122889],[2124879],[2158486],[2159352],[2186138],[2192317],[2200627],[2210615],[2217057],[2227462],[2228328],[2262818],[2281529],[2290048],[2293616],[2300635],[2310292],[2326429],[2347298],[2374999],[2383458],[2389266],[2392834],[2401373],[2434488],[2460282],[2467886],[2473141],[2509792],[2513360],[2547842],[2580166],[2641509] ] cell #3743 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [859035],[987173],[1083465],[1173444],[1205993],[1242820],[1275292],[1335140],[1368365],[1401223],[1416188],[1438050],[1492244],[1498658],[1531516],[1542749],[1564741],[1579706],[1622117],[1672026],[1674409],[1678392],[1687474],[1693888],[1705121],[1771779],[1784241],[1796188],[1801108],[1813944],[1831381],[1833764],[1867362],[1895580],[1903800],[1907575],[1918507],[1924039],[1938800],[1955667],[1983828],[1987603],[2016919],[2020505],[2021625],[2036347],[2051929],[2055704],[2072168],[2096639],[2097759],[2125787],[2129562],[2132526],[2133977],[2160761],[2161881],[2166284],[2204079],[2205530],[2217965],[2229737],[2230857],[2235260],[2237836],[2263696],[2265019],[2265147],[2295029],[2304252],[2316282],[2327307],[2328630],[2328758],[2358965],[2359759],[2381931],[2387465],[2394247],[2401755],[2406917],[2416874],[2417668],[2446329],[2462483],[2468268],[2471583],[2477148],[2484246],[2498347],[2514773],[2538194],[2543894],[2548224],[2551539],[2557594],[2584173],[2605372],[2610335],[2614164],[2641891],[2645206],[2671174],[2694904],[2739667] ] cell #3744 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [859024],[987162],[1083454],[1173433],[1205982],[1242809],[1275281],[1334920],[1368354],[1401212],[1416177],[1438039],[1492233],[1498438],[1531296],[1542738],[1564730],[1579695],[1621897],[1671806],[1674398],[1678381],[1687463],[1693668],[1705110],[1771768],[1784230],[1796177],[1800888],[1813724],[1831161],[1833753],[1867351],[1895360],[1903789],[1907355],[1918413],[1923891],[1938789],[1955447],[1983817],[1987383],[2016908],[2018775],[2021531],[2036273],[2051918],[2055484],[2072020],[2094909],[2097665],[2125776],[2129342],[2130941],[2133903],[2159031],[2161787],[2166136],[2202494],[2205456],[2217954],[2228007],[2230763],[2235112],[2236424],[2262111],[2263363],[2265073],[2294161],[2302840],[2316188],[2325722],[2326974],[2328684],[2357553],[2358251],[2381783],[2386668],[2393379],[2401661],[2406843],[2415462],[2416160],[2444996],[2460827],[2468174],[2470882],[2476351],[2484172],[2497014],[2513905],[2536686],[2543820],[2548130],[2550838],[2557597],[2583376],[2604039],[2610338],[2614090],[2641797],[2644505],[2671177],[2694830],[2739670] ] cell #3745 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1099394],[1237273],[1339264],[1432503],[1465912],[1502782],[1535640],[1596272],[1628670],[1661142],[1676150],[1698012],[1750285],[1756387],[1788099],[1799021],[1820497],[1835505],[1874790],[1921812],[1924094],[1928065],[1936556],[1942658],[1953580],[2014675],[2026083],[2037064],[2041566],[2053520],[2069941],[2072223],[2102217],[2127378],[2134694],[2138096],[2147932],[2152844],[2166339],[2181822],[2206247],[2209649],[2235315],[2238302],[2239240],[2252153],[2265864],[2269266],[2284014],[2304718],[2305656],[2329475],[2332877],[2335289],[2336483],[2359431],[2360369],[2364223],[2396154],[2397348],[2407634],[2417340],[2418278],[2422132],[2424170],[2445699],[2446795],[2446893],[2472049],[2479218],[2488850],[2497717],[2498813],[2498911],[2523465],[2524087],[2542658],[2546805],[2552005],[2557861],[2561766],[2569548],[2570170],[2592822],[2605838],[2610602],[2612981],[2617075],[2622485],[2633062],[2645672],[2663837],[2668435],[2671441],[2673820],[2678326],[2697815],[2713802],[2717744],[2720286],[2739934],[2742313],[2761206],[2777415],[2808006] ] cell #3746 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1099388],[1237267],[1339258],[1432497],[1465906],[1502776],[1535634],[1596266],[1628664],[1661136],[1676144],[1698006],[1750279],[1756381],[1788093],[1799015],[1820491],[1835499],[1874784],[1921806],[1924088],[1928059],[1936550],[1942652],[1953574],[2014669],[2026077],[2037058],[2041560],[2053514],[2069935],[2072217],[2102211],[2127372],[2134688],[2138090],[2147893],[2152838],[2166333],[2181816],[2206241],[2209643],[2235309],[2238296],[2239201],[2252125],[2265858],[2269260],[2284008],[2304712],[2305617],[2329469],[2332871],[2335250],[2336455],[2359425],[2360330],[2364217],[2396115],[2397320],[2407628],[2417334],[2418239],[2422126],[2424142],[2445660],[2446789],[2446865],[2472043],[2479190],[2488811],[2497678],[2498807],[2498883],[2523437],[2524048],[2542652],[2546766],[2551999],[2557822],[2561738],[2569520],[2570131],[2592794],[2605832],[2610563],[2612953],[2617036],[2622457],[2633034],[2645666],[2663798],[2668407],[2671402],[2673792],[2678328],[2697776],[2713774],[2717746],[2720258],[2739895],[2742285],[2761208],[2777387],[2808008] ] cell #3747 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1355656],[1497182],[1600271],[1692412],[1725204],[1760386],[1792098],[1850762],[1880874],[1911475],[1925811],[1946657],[1994794],[2000319],[2029492],[2039613],[2059604],[2073940],[2108619],[2150811],[2152895],[2156662],[2164223],[2169748],[2179869],[2233199],[2243145],[2252749],[2256657],[2267259],[2281981],[2284065],[2309561],[2330870],[2337079],[2339983],[2348403],[2352535],[2364274],[2377786],[2397944],[2400848],[2422183],[2424546],[2425289],[2436036],[2447489],[2450393],[2462945],[2479594],[2480337],[2499507],[2502411],[2504282],[2505207],[2523841],[2524584],[2527777],[2553395],[2554320],[2562362],[2569924],[2570667],[2573860],[2575391],[2592344],[2593198],[2593269],[2613357],[2618592],[2625859],[2632584],[2633438],[2633509],[2652363],[2652821],[2667527],[2670456],[2674196],[2678494],[2681257],[2686974],[2687432],[2704297],[2714178],[2717912],[2719495],[2722307],[2726177],[2733597],[2742689],[2755925],[2759444],[2761374],[2762957],[2766095],[2779436],[2790726],[2793689],[2795236],[2808174],[2809757],[2822613],[2832842],[2852209] ] cell #3748 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1616366],[1755005],[1854457],[1941276],[1972038],[2004014],[2033187],[2087368],[2113997],[2141467],[2154506],[2173443],[2215704],[2220466],[2246008],[2254922],[2272637],[2285676],[2314796],[2350777],[2352578],[2355978],[2362375],[2367137],[2376051],[2420284],[2428525],[2436501],[2439714],[2448649],[2461187],[2462988],[2483573],[2500667],[2505672],[2508018],[2514851],[2518134],[2527820],[2539009],[2554785],[2557131],[2573903],[2575673],[2576228],[2584687],[2593734],[2596080],[2606196],[2618874],[2619429],[2633974],[2636320],[2637695],[2638371],[2652645],[2653200],[2655693],[2675137],[2675813],[2681722],[2687256],[2687811],[2690304],[2691400],[2703957],[2704579],[2704633],[2719777],[2723350],[2728479],[2733257],[2733879],[2733933],[2747535],[2747842],[2758797],[2760736],[2763239],[2766188],[2768004],[2771926],[2772233],[2783992],[2791008],[2793782],[2794751],[2796528],[2799111],[2803937],[2810039],[2819033],[2821580],[2822706],[2823675],[2825698],[2834134],[2841543],[2843633],[2844483],[2852302],[2853271],[2861373],[2867255],[2878467] ] cell #3749 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1244635],[1336654],[1358646],[1373779],[1418003],[1439865],[1467220],[1489082],[1500172],[1504181],[1533030],[1548163],[1570155],[1581521],[1583676],[1596882],[1618358],[1629978],[1662450],[1673540],[1677549],[1695402],[1699411],[1710535],[1712025],[1722945],[1743791],[1756997],[1788709],[1800329],[1821805],[1836904],[1909216],[1922422],[1943268], [302806,1334967],[390868,1498485],[393623,1503449],[409831,1531343],[461803,1617007],[465419,1621944],[472742,1632874],[497990,1671853],[511394,1693715],[514149,1698679],[548894,1745189],[557303,1755646],[560919,1760583],[590337,1544406],[590465,1284257],[595656,1808834],[599272,1813771],[606595,1824701],[610612,1831208],[613367,1836172],[631543,1855098],[644159,1869648],[653663,1880013],[662072,1890470],[665688,1895407],[676055,1907402],[689861,1414266],[692800,1928732],[695565,1931460],[703974,1941917],[707590,1946854],[713565,1706778],[713693,1447015],[714913,1957784],[734389,1975986],[735305,1977069],[745031,1987430],[757614,1999214],[767118,2009579],[775044,2019542],[790183,2033828],[798271,1548580],[800055,2045826],[809153,1815744],[809281,1560199],[812303,2058743],[820712,2069200],[822959,1577784],[824328,2074137],[825898,1838489],[842978,2090396],[844286,2090729],[845687,2092127],[848902,2095676],[875561,2119028],[876536,1374196],[885287,1897380],[885415,1646245],[887052,2131552],[903818,2145415],[904734,2146498],[907788,2150303],[911821,1677236],[913205,2155147],[914460,2156859],[917003,1929688],[918076,1682327],[924268,1689494],[927043,2168643],[936547,2179008],[940230,1710952],[942014,1959757],[959347,1727456],[959764,2198738],[965171,2203105],[991107,2223494],[993816,2225225],[994210,1503868],[997031,2007807],[998104,1766632],[1004296,1773799],[1005958,1775503],[1021708,2249036],[1023016,2249369],[1024417,2250767],[1027215,1797038],[1027632,2254316],[1031860,1804028],[1033384,2258870],[1034300,2259953],[1036609,2046596],[1038090,1555022],[1038507,1808999],[1054291,2277668],[1055266,1570572],[1057345,2067316],[1061378,1836591],[1064145,1838072],[1074331,2082000],[1081230,2298885],[1081543,1852975],[1085280,1856404],[1087594,1858624],[1106756,2108111],[1108784,1626687],[1113906,1883126],[1114323,2321966],[1117561,1633677],[1119730,2120454],[1121211,1641068],[1121628,1890635],[1138468,2135581],[1145618,1913727],[1146035,2345409],[1151442,2349776],[1151755,1919988],[1156532,2353805],[1157840,2354138],[1159241,2355536],[1161628,1930062],[1162798,1930773],[1163111,1684312],[1177378,2370165],[1180087,2371896],[1180481,1699098],[1182885,1951597],[1184375,1952903],[1187530,1958587],[1189970,2381082],[1190567,1960070],[1196274,1719419],[1199970,2190567],[1207650,1973598],[1211407,1731934],[1211824,1977234],[1222773,2207134],[1233269,1996006],[1233686,2215098],[1235716,1754563],[1240585,2411507],[1240898,2002532],[1246949,2008181],[1248119,2008892],[1248432,1768617],[1265741,2025179],[1273057,2432738],[1273370,2031705],[1277107,2035134],[1279421,2037354],[1291137,1810185],[1298583,2266751],[1300611,1818514],[1305733,2061856],[1306150,2455819],[1309388,1825504],[1311870,2068117],[1313038,1832895],[1313455,2069365],[1316647,2464215],[1319356,2465946],[1322273,2290414],[1325564,1845366],[1329263,2083236],[1340350,2091440],[1340663,1857310],[1351787,2101313],[1362342,2313795],[1362655,2109842],[1364408,1878615],[1370022,2115557],[1377699,1891821],[1385145,2330362],[1391504,1905690],[1395513,2137312],[1402880,2143027],[1406637,1918205],[1407054,2146663],[1428499,2165435],[1429989,2535200],[1430946,1940834],[1435815,2532033],[1436128,2171961],[1443349,2178321],[1443662,1954888],[1453166,2188879],[1455600,1966485],[1463929,2194068],[1470919,1977380],[1478310,1985718],[1482319,2208865],[1485791,2403036],[1492781,2216334],[1515305,2234411],[1516795,2414674],[1521940,2024096],[1536726,2250080],[1537039,2036040],[1559031,2268482],[1560784,2057345],[1566398,2274197],[1574075,2070551],[1594448,2085390],[1608502,2100230],[1615924,2312107],[1645077,2332093],[1650830,2135914],[1659159,2340739],[1666149,2146809],[1736151,2207467],[1786275,2244030], [104832,802799,2048378],[126957,878933,2122236],[152403,962195,2199974],[184086,1057663,2280876],[193468,1079705,2297197],[208538,1116754,2323202],[220896,1148466,2346645],[243810,1205727,2389632],[259730,1239060,2409819],[274208,1271532,2431050],[280359,1287105,2442145],[289278,1308581,2457055],[317441,1361923,2487865],[320782,1368099,2491195],[337477,1400957,2510158],[343023,1412428,2516941],[353397,1434290,2530345],[359548,1449863,2541440],[386851,1491978,2560758],[415927,1542483,2586340],[417334,1284674,2440909],[424466,1558299,2594890],[427807,1564475,2598220],[433353,1575946,2605003],[435618,1064017,2076110],[479514,1644345,2635130],[488220,1657140,2640733],[499338,1413953,2518629],[507377,1687208,2654425],[515862,1183302,2177236],[517490,1704855,2663312],[518897,1447432,2540204],[546129,1742461,2678175],[568242,1771513,2689036],[576020,1266158,2240640],[577804,1783975,2693818],[600842,1560616,2602734],[608124,1311557,2279094],[611960,1577471,2606691],[639631,1352204,2307056],[641415,1867096,2725768],[667258,1646662,2495709],[669383,1900846,2737443],[673416,1395200,2337238],[699248,1428916,2361769],[701032,1689181,2660959],[709301,1442179,2177610],[738359,1980874,2764263],[742392,1482006,2398103],[770801,1515722,2419678],[772585,1773486,2567292],[774627,1518649,2424267],[779272,1525639,2241876],[802481,1806950,2707408],[806514,1558718,2447648],[848485,1605211,2479315],[853130,1612201,2308292],[878615,1888586,2626668],[882648,1644764,2499666],[887365,1648396,2335550],[916586,1681021,2523562],[921231,1688011,2363005],[952197,1966152,2668950],[965484,1733717,2396415],[996614,1765326,2569645],[1001259,1772316,2420914],[1036922,1807751,2445960],[1073914,1846449,2613078],[1120043,1889387,2497978],[1200283,1967883,2547066] ] cell #3750 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3751 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3752 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [223740,1284553],[279255,1414014],[292122,1447311],[304239,1205788],[329776,1006039],[341701,1542544],[343621,1544487],[350968,1560495],[358444,1577532],[359879,1319843],[372193,1335048],[375859,1087675],[392301,1368160],[400081,1646541],[411264,1401018],[414673,1671934],[420106,1161709],[424517,1686698],[425083,1689242],[432031,1704916],[433404,1441986],[433951,1706859],[435567,1190412],[448904,1207731],[466220,1492039],[471488,1498566],[475154,1247030],[479565,1771003],[480131,1773547],[487451,1784036],[488271,1524326],[492719,1531424],[496385,1279502],[502527,1807011],[503636,1037613],[503717,803154],[507164,1812315],[508353,1815825],[512827,1564536],[515811,1311335],[516236,1831289],[517277,1571752],[528490,1329344],[545360,1867157],[546180,1610888],[549062,1619117],[553739,1622025],[559314,1370103],[561720,1632935],[563392,1888647],[564501,1120734],[564582,879288],[568029,1893951],[569218,1897461],[572505,1900907],[575969,1393858],[577182,1907483],[577591,1652960],[582757,1402961],[593694,1929296],[593938,1929769],[595227,917670],[599014,1934806],[600073,1687269],[605341,1693796],[608318,1441172],[609007,1442260],[610354,1701086],[616283,1455255],[621394,1966213],[631904,1210930],[631985,962550],[636116,1980935],[639580,1480664],[640793,1987511],[641202,1738281],[644514,1226530],[644758,1747228],[649619,1492862],[653831,1757756],[658508,1760664],[660110,2007415],[660354,2007888],[661643,997698],[665430,2012925],[666489,1771574],[668160,1774737],[670056,2019150],[670300,2019623],[673610,1523512],[675161,1525720],[675797,1780247],[692031,2045887],[692983,2046640],[693440,2046737],[695733,1810944],[699197,1557376],[700410,1813852],[705985,1566479],[708391,1824762],[709512,1571880],[711172,1312561],[711253,1058018],[717684,1585578],[723386,2081608],[723630,2082081],[728516,1332115],[730632,1079857],[733627,2090457],[734557,1597641],[734876,1084874],[737136,1857858],[739032,2095284],[739276,2095757],[742586,1610074],[744137,1612282],[744773,1863368],[747453,1618013],[747784,1871490],[748241,1355934],[752564,2108172],[757969,1367040],[758213,1882052],[763074,1373302],[763155,1117109],[764536,2120498],[764993,2120595],[767286,1892580],[770750,1643422],[771963,1895488],[773744,1898608],[774894,1650315],[774923,1650485],[775254,2131596],[775711,2131693],[779483,1653088],[790544,1406160],[790625,1148821],[794756,2150364],[798220,1156414],[799433,2156940],[800514,2157673],[803398,1933499],[806708,1685884],[808259,1688092],[812471,1944027],[817148,1946935],[820283,1183969],[825129,1957845],[827309,1192396],[832331,1964789],[832691,2190611],[833148,2190708],[837949,1462360],[840511,959614],[840744,1206255],[843651,2198346],[843895,2198819],[844641,1470177],[844885,1726382],[845855,1978139],[847602,1978636],[848752,1735636],[848781,1735806],[849112,2203149],[849569,2203246],[853341,1738409],[857940,1745693],[858883,1486418],[863642,2214706],[863886,2215179],[868772,1495633],[869103,2001056],[869560,1497460],[870888,1239212],[873883,2223555],[875132,1244229],[876485,1516677],[876648,2226649],[879532,2011618],[882842,1770189],[884393,1772397],[885831,2017417],[887113,1777405],[887650,1777669],[888056,2237016],[897945,1528491],[900061,1271684],[903056,2249097],[903986,1789468],[904305,1276701],[908461,2253924],[908705,2254397],[912015,1284320],[913566,1547686],[913647,1287460],[916853,1809670],[916882,1809840],[917213,2050220],[921442,1812443],[927398,1563416],[927642,2060782],[932503,1569678],[932584,1308936],[936715,2071310],[940179,1316529],[941392,2074218],[944009,2289418],[948745,2080733],[949151,2292092],[951003,1587113],[954592,1332776],[956848,1334606],[957180,1081828],[959643,1863101],[959974,2298929],[960431,2299026],[961014,1851499],[961471,1600549],[962794,2093176],[963950,2093551],[965232,1860526],[965769,1860790],[966175,2303432],[975438,1354768],[980460,2106748],[980820,2313839],[981277,2313936],[982605,1362075],[986078,1625118],[987021,1627314],[988640,1114173],[988873,1368627],[991780,2321574],[992024,2322047],[993984,2120098],[994404,1646308],[996881,1891306],[996910,1891476],[997241,2124078],[1001470,1894079],[1005907,1900935],[1016679,1657590],[1019241,1145885],[1019474,1401485],[1022381,2345017],[1022625,2345490],[1023371,1665407],[1023615,1912653],[1024585,2147568],[1027482,1154065],[1027511,1669001],[1027842,2349820],[1028299,2349917],[1029627,1412580],[1032071,1414346],[1033552,1923181],[1033871,1417597],[1036670,1931964],[1037207,1932228],[1047502,1690863],[1047833,2170485],[1048290,1692690],[1049618,1434442],[1052613,2370226],[1053862,1439459],[1055215,1429871],[1058262,2181047],[1061572,1447078],[1063123,1710058],[1063204,1450218],[1066025,2382932],[1070106,2189850],[1072494,1715820],[1074181,1968762],[1074210,1968932],[1076183,1971084],[1077092,2388636],[1079035,1207599],[1081291,1983109],[1082234,2391310],[1083313,1729162],[1084417,2200886],[1087543,1980963],[1098568,2402040],[1103304,2213831],[1103710,2404714],[1105329,1233536],[1105562,1492506],[1109151,1496294],[1109973,1767704],[1111407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] cell #3753 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [292995,2381579],[356437,2459973],[359777,2288251],[405525,2507592],[431266,2536095],[431637,2377313],[457543,2556705],[485975,2578014],[486346,2435940],[507088,2595654],[515148,2461743],[515353,2603526],[543884,2621215],[544255,2302087],[567953,2635894],[571472,2637890],[575306,2514033],[575511,2639888],[591396,2518416],[595564,1931209],[598597,2654986],[598968,2161666],[608000,2537949],[635083,2675332],[638917,2393507],[639122,2677330],[659473,2690586],[661980,2009328],[665013,2689597],[665384,2230642],[667886,2579385],[669169,2691548],[673292,2583928],[690555,2587533],[690926,1801157],[694700,2704152],[695434,1808588],[698534,2264279],[698739,2706150],[714624,2606478],[732594,2296972],[735213,2091876],[736862,2472360],[738145,2723498],[742268,2476903],[764004,2736070],[764375,2129611],[766253,2733452],[766987,1890224],[770087,2327890],[770292,2735450],[773467,2641087],[774080,2736974],[793723,2516716],[797557,1923687],[797762,2648131],[800984,2357660],[802267,2747683],[802560,1683823],[806390,2359514],[818113,2655975],[820620,2178757],[823653,2664505],[824024,1955716],[832057,2544223],[835448,2760931],[840901,2196329],[842764,2389573],[845556,1976823],[847325,2547420],[847938,2763794],[868929,2772138],[872850,2409594],[875469,2224974],[875822,2234908],[876027,2774285],[877118,2415569],[878401,2772074],[878694,1768128],[882524,2417423],[885893,2694134],[888526,2236531],[902023,2430825],[904642,2250516],[906291,1798614],[907574,2586281],[911697,1545611],[915140,1553346],[915426,2444483],[916039,2783730],[933433,2706770],[933804,2055753],[935682,2604778],[936416,2068954],[939516,2071816],[939721,2714393],[948468,2610808],[949621,2470989],[951160,2794963],[951983,2794899],[957580,2088574],[958800,2297423],[961956,1856821],[964012,2613394],[966645,2302947],[980186,2623412],[983577,2487640],[985544,2326120],[986810,2803851],[989030,2319557],[990893,2491136],[993685,2118782],[994086,1634882],[995168,1639392],[995454,2496501],[996067,2803675],[1007163,1389828],[1007449,2334073],[1010787,1660735],[1014178,2640508],[1019631,2343000],[1021494,2510099],[1024286,2146252],[1026055,1672075],[1026668,2517167],[1034208,2355285],[1035450,2166802],[1047659,2747747],[1051580,2530120],[1054199,2371645],[1054552,2165932],[1054757,2749894],[1055848,1953173],[1057131,2663253],[1057424,1954399],[1061254,1707983],[1069734,2387066],[1070168,2668481],[1071362,1721142],[1071648,2546221],[1073226,2822468],[1073367,2822292],[1075872,2195080],[1076083,1971443],[1078841,2196547],[1082704,2390825],[1088799,1476634],[1089085,2394938],[1092423,1465505],[1095814,2677950],[1103027,2679190],[1104180,2561319],[1105719,2405929],[1106542,2560699],[1108588,1753797],[1108957,2829295],[1112139,2221672],[1113359,2410045],[1116515,1762567],[1118571,1997373],[1131033,2238385],[1134739,1531565],[1135892,2025676],[1137431,2691612],[1138254,2693759],[1143851,2247214],[1145071,2431276],[1148227,2035551],[1150283,1280626],[1152916,2436800],[1154455,2438500],[1159110,2259707],[1166457,1820090],[1169848,2594665],[1171815,2262509],[1173081,2783906],[1175301,2453410],[1177164,2598161],[1179956,2277422],[1180357,1826709],[1181439,1310398],[1181725,1831430],[1182338,2605229],[1189878,2465695],[1191523,2843598],[1194598,2078342],[1194809,1840823],[1196078,1842680],[1197691,2079745],[1198687,2844186],[1202222,2086372],[1207227,2298672],[1208855,1348041],[1209141,2474508],[1215338,2304801],[1219044,1335189],[1220197,2101810],[1221736,2723562],[1222559,2725709],[1229089,2488629],[1229523,2726601],[1230717,1623928],[1231003,2625410],[1232581,2106289],[1232722,2312333],[1234965,1877602],[1235227,2111232],[1235438,1878252],[1238196,2319775],[1242059,2492388],[1251778,1628263],[1255169,2634905],[1261561,2131339],[1261995,1404085],[1263189,1392921],[1263475,1907624],[1265053,2737150],[1265194,2645063],[1267699,2341751],[1267910,2140872],[1270668,2343218],[1274531,2511351],[1280912,2515464],[1282490,2351983],[1286866,1674957],[1294854,1693937],[1296007,1936149],[1297546,2526455],[1298369,2654366],[1300415,1940068],[1300784,2813294],[1303966,2368343],[1305186,2530571],[1308342,1948838],[1314570,2537795],[1319225,2380836],[1320939,2860782],[1322027,2187402],[1323849,1962128],[1324813,1963680],[1325075,2189105],[1325286,1964330],[1336458,1973300],[1338071,2196483],[1347607,2202892],[1349235,1479727],[1349521,1987652],[1351099,2763970],[1351240,2551396],[1353895,2402977],[1356970,1988210],[1357181,1743428],[1358450,1992237],[1360063,2212843],[1361059,2212907],[1363816,1749878],[1364594,1997437],[1369599,2411294],[1371227,1511559],[1371513,2564838],[1381416,1498707],[1382569,2014268],[1384108,2572538],[1384931,2688977],[1386753,2694310],[1390039,1518403],[1391308,2021410],[1393917,2775047],[1397134,2579003],[1397452,2245012],[1402457,2432525],[1404371,2581533],[1408806,1796792],[1410568,2438654],[1411564,2438718],[1415427,2260450],[1424319,2048679],[1424753,1567603],[1425947,1556439],[1426233,1813993],[1427811,2264929],[1427952,2446186],[1430195,2056332],[1430457,2269872],[143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] cell #3754 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3755 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3756 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3757 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3758 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3759 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3760 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3761 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [109434],[142378],[169857],[183326],[199157],[215847],[227977],[232321],[250458],[265419],[267491],[270193],[279897],[284229],[307731],[310433],[323924],[327430],[330058],[344125],[346680],[349382],[359086],[372276],[376141],[394249],[395793],[398495],[401220],[414756],[417458],[420388],[421177],[430949],[434455],[443412],[449186],[453238],[467901],[471571],[473720],[475436],[476225],[492802],[496667],[502783],[503918],[514775],[516319],[519021],[525598],[528772],[534750],[537462],[553822],[555587],[559596],[563648],[564783],[577265],[583039],[587091],[595164],[601754],[605424],[607573],[609289],[610078],[619436],[622580],[629012],[632186],[640876],[646727],[649901],[651083],[655879],[658591],[661580],[672269],[675443],[681421],[684133],[700493],[702258],[706267],[710319],[711454],[718308],[720812],[731669],[734813],[741245],[744419],[750606],[753750],[760182],[763356],[772046],[778076],[781220],[787652],[790826],[799516],[805367],[808541],[809723],[814519],[817231],[820220],[827478],[838573],[841077],[851934],[855078],[858564],[861068],[871925],[875069],[881501],[884675],[887737],[890241],[901098],[904242],[910674],[913848],[920035],[923179],[929611],[932785],[941475],[954761],[963773],[965856],[968360],[975607],[986702],[989206],[1000063],[1003207],[1006208],[1017303],[1019807],[1030664],[1033808],[1037294],[1039798],[1050655],[1053799],[1060231],[1063405],[1073118],[1081915],[1086199],[1087844],[1109320],[1120415],[1122919],[1141032],[1150044],[1152127],[1154631],[1161878],[1172973],[1175477],[1186334],[1189478],[1199050],[1200655],[1207900],[1212036],[1241270],[1247199],[1264945],[1273742],[1278026],[1279671],[1301147],[1312242],[1314746],[1329513],[1332212],[1350991],[1363027],[1370272],[1394280],[1395885],[1403130],[1407266],[1436500],[1442429],[1455352],[1481086],[1482691],[1493031],[1525889],[1528588],[1559403],[1566648],[1612451],[1618110],[1645449],[1650582],[1688261],[1735903],[1772566],[1809937],[1891573],[1969029] ] cell #3762 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3763 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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2106705,2486550],[2107642,2487193],[2109174,2110125],[2112086,2120557],[2112937,2321512],[2112956,2490700],[2117050,2629199],[2131655,2338129],[2144520,2643677],[2145510,2644230],[2149834,2516269],[2150206,2354638],[2168771,2529623],[2169143,2370068],[2179103,2662938],[2184930,2541940],[2188157,2188207],[2190670,2191458],[2198284,2199146],[2198303,2549934],[2199165,2550442],[2203208,2398994],[2210486,2210531],[2214663,2560308],[2219568,2411610],[2223025,2565643],[2225320,2685111],[2248567,2582338],[2248939,2249869],[2249497,2582920],[2250862,2697469],[2253862,2441317],[2253881,2585890],[2258965,2701573],[2271577,2455365],[2271596,2597725],[2275690,2709939],[2289919,2289964],[2296475,2296525],[2298988,2299776],[2321531,2629123],[2344955,2345817],[2344974,2643601],[2345836,2644109],[2349879,2519520],[2354266,2649518],[2355631,2746061],[2366239,2532136],[2369696,2659310],[2371991,2753604],[2389137,2389182],[2430328,2430378],[2432841,2433629],[2441336,2701452],[2455384,2709863],[2466041,2792817],[2509663,2509708] ] cell #3764 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [178225,1163222],[210175,1248543],[226130,1291579],[246458,1340774],[263572,1378141],[282102,1165123],[290915,1443773],[293025,1711377],[303206,1466221],[305852,1471361],[323430,1504292],[325303,1250444],[340125,1537150],[345673,1038907],[356993,1829603],[357239,1574517],[359818,1582222],[370816,1596093],[371038,1596678],[373829,1341569],[391268,1628979],[393914,1634119],[394786,1122028],[402137,889350],[406713,1906903],[410231,1661451],[412877,1666591],[417379,1924403],[418575,1677660],[430455,1699522],[431904,1951119],[432276,1706589],[432328,1445674],[441617,1201189],[444959,1464036],[447140,1724795],[447556,1724869],[454155,967469],[458731,1986931],[465819,1750594],[470111,1756208],[470333,1756793],[473124,1505087],[487324,2024701],[487696,1795199],[491342,1787920],[491564,1788505],[494355,1537945],[498390,1799330],[499296,2041387],[499668,1031436],[501036,1804470],[508276,2055032],[511794,1820806],[514440,1825946],[515312,1055593],[515934,1832033],[516071,2067653],[518942,2072532],[520138,1837015],[524403,1322380],[530167,1593910],[532812,1850465],[535667,1092168],[545233,2100835],[545605,1603372],[552027,1363561],[553073,1874611],[553295,1875196],[555369,1626794],[557550,1880465],[557966,1880539],[569141,2128890],[573403,2132870],[575470,1135637],[576880,1917343],[577017,2136848],[578812,1659266],[580993,1911066],[581409,1911140],[588008,906036],[589054,1921633],[589276,1922218],[590129,1155884],[590266,2152560],[592067,1415172],[599672,1936865],[599946,2164957],[600318,1424553],[600887,2166648],[603964,1942479],[604186,1943064],[606977,1700317],[608860,1954049],[611012,1953889],[611918,2181643],[612290,1187106],[613658,1959029],[617869,1452628],[619218,1719526],[624374,1722823],[627817,969722],[637014,2204423],[639081,1219942],[640491,1731072],[640628,2208401],[645532,1485898],[648643,1994385],[649059,1994459],[651296,1754025],[653941,2000022],[656796,1251523],[666088,2014984],[666362,2233933],[666734,1511359],[667303,2235624],[668024,2027135],[671074,1258139],[671230,2238143],[675014,2035201],[676455,2026392],[676838,1785737],[679483,2029195],[682338,1010532],[685519,1029097],[685680,1540561],[687861,2039204],[688277,2039278],[689478,797721],[696631,2264040],[698698,1295752],[699744,2053341],[699966,2053926],[700108,1554160],[700245,2268018],[700990,2269087],[701362,1299284],[702040,1818621],[704221,2059195],[704637,2059269],[712282,2069762],[712504,2070347],[713357,1315999],[713494,2283730],[715295,1578690],[719921,1583554],[721025,1844828],[730102,852545],[731451,1601046],[737000,1848405],[740050,1344185],[740206,2304559],[743990,1856471],[745431,2102526],[746100,2105208],[749039,1615386],[750388,1356431],[752674,2108322],[755544,1878493],[758987,1124281],[768184,2327651],[770251,1382314],[771297,2127199],[771519,2127784],[771661,1640206],[771798,2331629],[772543,2332698],[772915,1385846],[773609,2139152],[776205,2335139],[776509,1387437],[777858,1905797],[778687,899531],[778848,1663424],[782395,2137917],[782617,2138502],[783014,1909094],[786457,891603],[792221,1669473],[792330,909479],[794866,2150514],[801122,1680543],[801494,2358031],[804172,1420897],[804328,2359272],[807283,2163814],[807699,2163888],[808112,1683473],[808945,1429341],[809082,2363939],[809936,1940296],[812581,2169451],[815436,1166202],[818617,1184767],[818778,1702933],[820959,2179460],[821375,2179534],[822576,939680],[828822,1963249],[830723,1966363],[832195,1963441],[836449,2387809],[841290,1728860],[847467,1969723],[850063,2396004],[850367,1474243],[851716,1985825],[852706,1468194],[856253,2209470],[856475,2210055],[857151,2212441],[860177,1743669],[861281,1486116],[864660,1234220],[870358,1000674],[871707,1497957],[875986,1003913],[877256,1764848],[877628,2415940],[880306,1507703],[880462,2417181],[883417,2232790],[883833,2232864],[884246,1767778],[885079,1516147],[885216,2421848],[886041,2243619],[888664,1518171],[889036,2236902],[890454,2023558],[891494,1789915],[892682,1266583],[892843,1783173],[895152,2242736],[895568,2242810],[900880,1792873],[915529,2263848],[915568,1807287],[915753,1551730],[915958,2444794],[918164,2445549],[918468,1550955],[919817,1291787],[920646,1049088],[920807,1822779],[922103,2266962],[923885,1054716],[924973,2057223],[928416,1041160],[934180,1828828],[934289,1059036],[936825,2281684],[945193,2079343],[948610,2079503],[949759,1845971],[950131,2471360],[952898,1591346],[953054,2471890],[956105,1848213],[958006,1854342],[964160,2084979],[966783,1604733],[967155,2303318],[968573,2099692],[969613,1598088],[970801,1352629],[970962,1866294],[973271,2309152],[973687,2309226],[976951,1356121],[978852,1616251],[980324,2105400],[982075,1107296],[985778,1119210],[989419,1627012],[992798,1374730],[995557,2327459],[995596,1888923],[995781,1637776],[995986,2496812],[998192,2497567],[998496,1637001],[999845,1378349],[1000835,1630952],[1002131,2330573],[1005507,2333872],[1007552,2132678],[1007591,1647932],[1007776,1388212],[1007981,2334384],[1009453,2135792],[1011636,1906128],[1011745,1139169],[1014391,2339686],[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] cell #3765 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874791],[992279],[1053521],[1108553],[1115545],[1178550],[1189200],[1196043],[1235510],[1288652],[1300380],[1307372],[1317819],[1325358],[1364660],[1391273],[1418185],[1430740],[1441662],[1448654],[1455852],[1478079],[1521734],[1524002],[1539628],[1548762],[1561036],[1572396],[1608296],[1610564],[1651082],[1652745],[1653604],[1669068],[1686374],[1701416],[1736403],[1738066],[1738925],[1770679],[1780047],[1780577],[1795412],[1812100],[1812959],[1863168],[1863698],[1893736],[1894595],[1901546],[1903024],[1934606],[1935136],[1981574],[1983052],[1997153],[2012725],[2013255],[2019999],[2049675],[2051153],[2096133],[2110958],[2123533],[2125011],[2160255],[2161401],[2193504],[2217189],[2229231],[2230377],[2264513],[2294523],[2301822],[2310424],[2328124],[2377048],[2383590],[2393741],[2435675],[2461977],[2473273],[2514267],[2580298], [473637,1887702],[561486,2006079],[592580,1802720],[607490,2066432],[651845,2111733],[658222,2119309],[691797,1924614],[708157,2175508],[715808,1957279],[721574,2189606],[756086,2218458],[762845,1243446],[792770,2037493],[799147,2042146],[810485,2270373],[816862,2277949],[824895,2072743],[825939,1838373],[831265,2291170],[841839,1336423],[861830,1358415],[866833,2317048],[874509,1372510],[891003,2336277],[892043,2143166],[906578,2148888],[925515,2365129],[932274,1438676],[934729,2177749],[941106,2182402],[941865,1959969],[946879,2384083],[958548,1467014],[969122,2397142],[970162,1973737],[979394,1488876],[989968,1499941],[992653,1502918],[1009995,2425023],[1011074,2247621],[1012185,2242015],[1020569,1532799],[1025572,2252816],[1040560,1554791],[1041600,2274336],[1045563,2450901],[1053239,1568886],[1056135,2280058],[1056251,2068370],[1062894,1580332],[1063825,2076330],[1064795,2467292],[1079962,1597134],[1091631,2480071],[1092710,2088981],[1093821,2308431],[1101438,1618610],[1113107,1629772],[1123681,1640837],[1124721,2115696],[1133150,2504609],[1134256,2343909],[1136179,2338990],[1136295,2137565],[1144819,1662244],[1155393,1673309],[1160289,1679018],[1165665,1684106],[1166744,2368750],[1167855,2363144],[1176239,1695171],[1178924,1698148],[1181242,2373945],[1182136,2178240],[1188918,1709266],[1202288,1464492],[1212798,1731703],[1217455,2553722],[1218561,2197238],[1220484,2399855],[1220600,2209118],[1224150,1487433],[1234660,2216473],[1239317,1757249],[1250986,1768411],[1252065,2222079],[1253176,2421053],[1256622,2574317],[1256690,2429506],[1262992,2427281],[1263886,2242506],[1271789,1788961],[1283458,1800123],[1285648,1802391],[1288370,1805410],[1293265,1810437],[1294371,2454319],[1296294,2449400],[1296410,2268735],[1304934,1821599],[1310278,2279828],[1315508,1832664],[1318193,1835641],[1322836,1323915],[1339027,1853228],[1342111,1857104],[1342668,2617518],[1342736,2295653],[1349038,2482329],[1349932,2308922],[1361019,2110095],[1364103,2315547],[1375170,1887373],[1379827,1892073],[1380933,2320466],[1382856,2501418],[1382972,2332346],[1386627,2503106],[1392801,2338760],[1397518,1659722],[1408028,1917974],[1411524,1920241],[1412685,1922674],[1415714,1925196],[1415830,1924337],[1418559,1928201],[1419380,1682663],[1419448,2528801],[1425750,2526576],[1426644,2363635],[1434547,1943520],[1446216,1954682],[1448406,1956950],[1456931,2668992],[1456999,2187335],[1469590,1974228],[1471927,1977632],[1473433,2552219],[1479607,2399625],[1491452,2216964],[1493789,2406050],[1502545,2002785],[1505629,2006661],[1505745,2235558],[1506186,1766968],[1506254,2408275],[1512556,2572659],[1513450,2421544],[1517254,2422854],[1519212,1520291],[1519280,2577327],[1535403,2031958],[1538487,2035834],[1539044,1797601],[1541957,2037984],[1545414,2042428],[1546308,2041898],[1550145,2591168],[1556319,2449170],[1571546,2066103],[1576203,2070803],[1579232,2073325],[1579348,2072466],[1587815,2611400],[1588750,1847012],[1588818,2470302],[1593417,2086220],[1598999,2088751],[1603816,2477902],[1605774,1606853],[1605842,2620528],[1614893,2484143],[1619689,2727112],[1619757,2310563],[1620475,2315317],[1632348,2116187],[1634685,2119591],[1635579,2333209],[1636191,2631408],[1642365,2501188],[1649107,2637458],[1652161,1914290],[1664820,2143657],[1667157,2147061],[1668663,2151003],[1670384,2148658],[1674837,2152481],[1679626,2522149],[1697775,2172214],[1700859,2176090],[1700975,2166582],[1707786,2182684],[1708680,2182154],[1714345,2543791],[1715275,1961976],[1716984,2544944],[1718007,2669421],[1722166,2194555],[1728019,1737482],[1728087,2550258],[1734428,2674900],[1743012,2401623],[1747930,2679782],[1748865,1996569],[1748933,2402357],[1753532,2219318],[1759114,2221849],[1762447,2421769],[1763931,2568232],[1776589,2575161],[1779642,2029684],[1785244,2244860],[1790826,2247391],[1795643,2254773],[1797669,2701268],[1811516,2062419],[1824175,2274827],[1826512,2278231],[1827406,2269598],[1828018,2282173],[1834192,2283651],[1840407,2468136],[1841269,2077817],[1842415,2293373],[1844064,2611815],[1850024,2614061],[1850954,1862763],[1853686,2721272],[1859710,2618362],[1870015,2484815],[1870945,2103935],[1872654,2624133],[1873677,2727541],[1877836,2317783],[1878067,2496295],[1883689,1893152],[1883757,2490516],[1903255,2141318],[1904278,2340175],[1908437,2341226],[1914358,2643925],[1920699,2743393],[1934201,2169940],[1939803,2365989],[1945385,2368520],[1948718,2363860],[1950202,2375902],[1963914,2386003],[1964145,2545539],[1971027,2548092],[1971889,1983283],[1973035,2392591],[1974684,2672654],[1984306,2401040],[1989964,2402419],[1990826,2210915],[1991972,2212044],[1993621,2680197],[1999581,2563265],[2000511,2012320],[2003243,2769848],[2021145,2427226],[2022794,2428376],[2028754,2694801],[2032416,2778401],[2038440,2699102],[2051384,2272488],[2052407,2267451],[2056566,2451636],[2056797,2444277],[2062487,2597541],[2088158,2475686],[2088389,2615809],[2091096,2615947],[2097279,2482274],[2098928,2483424],[2105873,2311176],[2106104,2624728],[2108811,2110553],[2112986,2490578],[2113848,2125242],[2114994,2318912],[2116643,2730774],[2126265,2331062],[2133343,2506529],[2133574,2504116],[2140456,2641759],[2142464,2513117],[2144113,2741147],[2153735,2521566],[2163050,2362226],[2169010,2656932],[2172672,2816648],[2199195,2550320],[2204896,2555642],[2205127,2553229],[2215555,2217420],[2221256,2408888],[2221487,2684191],[2224194,2225936],[2232026,2420135],[2246798,2582711],[2247029,2696549],[2249736,2696687],[2255919,2589299],[2257568,2590449],[2264744,2446612],[2271626,2597603],[2273634,2452765],[2275283,2787903],[2284905,2464915],[2297849,2476110],[2311600,2312759],[2322423,2324288],[2322654,2631011],[2328355,2498630],[2345866,2643987],[2351567,2649309],[2351798,2646896],[2354505,2745279],[2367927,2529414],[2368158,2752684],[2370865,2372607],[2378697,2540661],[2393972,2551822],[2409312,2410471],[2431702,2583135],[2441366,2701330],[2456276,2458141],[2456507,2711751],[2462208,2605655],[2514498,2645489],[2517593,2649733],[2529838,2530997],[2540892,2665382],[2588410,2590680] ] cell #3766 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561969],[658276],[692280],[708640],[756140],[762993],[799201],[816916],[825378],[831319],[867662],[874773],[906632],[913485],[925569],[932422],[941160],[942348],[947708],[958602],[979448],[984800],[992707],[992970],[1010049],[1011128],[1026401],[1046392],[1053503],[1056189],[1063042],[1063879],[1068990],[1080791],[1091685],[1092764],[1102267],[1113161],[1115650],[1115963],[1133979],[1135085],[1136233],[1144873],[1150225],[1165719],[1166798],[1171071],[1178978],[1179241],[1182071],[1182190],[1189182],[1190250],[1192332],[1206483],[1218284],[1219390],[1220538],[1228345],[1236672],[1240146],[1242735],[1251040],[1252119],[1260817],[1261937],[1263821],[1263940],[1272618],[1283512],[1288634],[1294094],[1295200],[1296348],[1304988],[1307477],[1307790],[1310340],[1311173],[1318247],[1318510],[1328746],[1332712],[1342165],[1346863],[1347983],[1349867],[1349986],[1354704],[1364157],[1366103],[1368855],[1380656],[1381762],[1382910],[1387562],[1387630],[1392863],[1393696],[1401713],[1413514],[1415768],[1418613],[1418876],[1423575],[1424695],[1426579],[1426698],[1431902],[1435376],[1437965],[1441010],[1446270],[1448759],[1449072],[1459480],[1469644],[1472756],[1474368],[1474436],[1479669],[1480502],[1491506],[1494618],[1496230],[1505683],[1510381],[1511501],[1513385],[1513504],[1518277],[1523350],[1525122],[1529088],[1538541],[1542011],[1543239],[1546243],[1546362],[1548867],[1549180],[1551080],[1551148],[1556381],[1557214],[1562479],[1565231],[1573558],[1577032],[1579286],[1579621],[1589829],[1598213],[1600006],[1602394],[1604839],[1609912],[1611684],[1621482],[1623870],[1632402],[1635514],[1635633],[1637126],[1637194],[1642427],[1643260],[1648084],[1654710],[1655872],[1664874],[1667986],[1669173],[1669598],[1671391],[1674899],[1675732],[1678307],[1680649],[1681652],[1685722],[1691460],[1700913],[1702859],[1705611],[1708615],[1708734],[1719982],[1720050],[1722524],[1727084],[1727727],[1733405],[1740031],[1741193],[1743370],[1748573],[1758328],[1760121],[1762509],[1763342],[1764954],[1765957],[1770027],[1780152],[1781656],[1783099],[1790040],[1791833],[1794221],[1796103],[1796666],[1797309],[1801739],[1807439],[1808462],[1815227],[1824229],[1827341],[1827460],[1828953],[1834254],[1835087],[1840765],[1841627],[1846077],[1848054],[1852663],[1855729],[1863273],[1864777],[1866220],[1868045],[1875652],[1878194],[1882754],[1883397],[1886721],[1889075],[1890098],[1896863],[1903715],[1906253],[1908795],[1913355],[1913998],[1918500],[1919676],[1931148],[1934711],[1937658],[1944599],[1946392],[1948780],[1949613],[1951225],[1952228],[1956298],[1962302],[1963090],[1964272],[1967571],[1971385],[1976697],[1983743],[1986281],[1991184],[1995634],[1997611],[1997941],[2002220],[2009267],[2012830],[2015777],[2020357],[2021618],[2024807],[2026784],[2031393],[2034459],[2051844],[2054382],[2056924],[2061484],[2062127],[2065451],[2067805],[2068828],[2079983],[2080313],[2086546],[2088516],[2091815],[2096491],[2097752],[2100941],[2105049],[2106231],[2109530],[2111063],[2118656],[2125702],[2128240],[2132519],[2133701],[2137000],[2140814],[2146126],[2160613],[2161874],[2165063],[2167040],[2167370],[2171649],[2178696],[2196721],[2197051],[2204072],[2205254],[2208553],[2213081],[2213411],[2217880],[2221614],[2224913],[2229589],[2230850],[2234039],[2238623],[2238953],[2245186],[2247156],[2250455],[2259581],[2263689],[2264871],[2268170],[2277296],[2294881],[2305039],[2305369],[2316275],[2319949],[2320279],[2327300],[2328482],[2331781],[2343392],[2343722],[2351925],[2355224],[2359752],[2360082],[2368285],[2371584],[2380710],[2387458],[2394099],[2401748],[2417661],[2417991],[2438892],[2439222],[2453802],[2454132],[2462335],[2465634],[2468261],[2477141],[2477471],[2514625],[2538187],[2538517],[2548217],[2584166],[2584496],[2641884] ] cell #3767 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [435559],[515803],[575961],[608185],[639572],[673477],[699189],[709379],[742453],[770742],[774758],[779350],[798212],[806575],[848616],[853208],[876477],[882709],[887515],[911882],[916717],[921309],[940171],[959478],[965634],[994271],[996745],[1001337],[1006117],[1027346],[1031938],[1037072],[1038221],[1055207],[1061439],[1074045],[1081693],[1087753],[1108845],[1114037],[1117639],[1120193],[1121342],[1145749],[1151905],[1161787],[1163261],[1180542],[1183016],[1187608],[1196335],[1200433],[1207809],[1211538],[1233400],[1235794],[1241048],[1247108],[1248582],[1265872],[1273520],[1279580],[1291296],[1300672],[1305864],[1309466],[1312020],[1313169],[1325642],[1329422],[1336715],[1340813],[1351918],[1358707],[1362805],[1364422],[1370181],[1373910],[1377858],[1391565],[1395663],[1403039],[1406768],[1428630],[1431024],[1436278],[1442338],[1443812],[1453253],[1455614],[1467298],[1471078],[1478371],[1482469],[1489160],[1492940],[1500233],[1504331],[1515436],[1522018],[1525798],[1533091],[1537189],[1548294],[1555083],[1559181],[1560798],[1566557],[1570286],[1574234],[1583690],[1594535],[1596896],[1608580],[1612360],[1616011],[1618372],[1630056],[1633836],[1641129],[1645227],[1648483],[1650844],[1662528],[1666308],[1673601],[1677699],[1684390],[1688170],[1695463],[1699561],[1710666],[1722959],[1731995],[1733804],[1736165],[1743805],[1754650],[1757011],[1768695],[1772475],[1775517],[1786362],[1788723],[1800407],[1804187],[1807838],[1810199],[1821883],[1825663],[1832956],[1837054],[1845453],[1853062],[1857388],[1858638],[1878629],[1889474],[1891835],[1909230],[1918266],[1920075],[1922436],[1930076],[1940921],[1943282],[1954966],[1958746],[1966499],[1967970],[1973612],[1977394],[2002619],[2008195],[2024183],[2031792],[2036118],[2037368],[2057359],[2068204],[2070565],[2083250],[2085404],[2100317],[2109929],[2115571],[2135928],[2137399],[2143041],[2146823],[2172048],[2177624],[2188893],[2207481],[2208952],[2216348],[2241890],[2244044],[2268569],[2274211],[2308306],[2312121],[2332180],[2335564],[2363019],[2396429],[2420928],[2445974],[2497992],[2547080] ] cell #3768 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658075],[762252],[816715],[868675],[874129],[931681],[940959],[950906],[986550],[1035216],[1047405],[1052859],[1062301],[1072966],[1109232],[1137177],[1159696],[1172821],[1183084],[1188538],[1198962],[1221482],[1264793],[1265940],[1279196],[1287990],[1301059],[1312090],[1350839],[1351986],[1392685],[1394192],[1395733],[1409162],[1428698],[1442341],[1479491],[1480998],[1482539],[1515504],[1523124],[1525801],[1538806],[1556203],[1559251],[1609686],[1612363],[1642249],[1645297],[1648486],[1651923],[1685496],[1688173],[1733807],[1737244],[1752841],[1769801],[1772478],[1775572],[1807841],[1811278],[1858693],[1877379],[1889477],[1892914],[1930131],[1931550],[1967973],[1996331],[2008250],[2009669],[2048447],[2083305],[2092217],[2103119],[2122305],[2179098],[2188261],[2200043],[2250857],[2280945],[2296579],[2346714],[2430432], [561309,762792],[627909,1083989],[657616,874312],[707980,932221],[730477,1210459],[759079,987697],[762270,992454],[786549,1275816],[816256,1053042],[824718,1062841],[827390,1323183],[839980,1339342],[859559,864752],[870733,1110773],[875750,1375303],[899906,1405689],[909571,1416712],[914850,1160236],[928508,1173968],[931699,1178725],[940500,1188721],[954673,1464839],[975519,1224497],[977060,982450],[988109,1237351],[993214,1504987],[1006120,1519559],[1018710,1535718],[1029472,1547215],[1031528,1548362],[1034489,1285781],[1034757,1288173],[1038289,1043482],[1049463,1302600],[1054480,1571679],[1059128,1313237],[1062319,1317994],[1064407,1320351],[1087756,1606121],[1099472,1104798],[1108498,1625800],[1116491,1634787],[1121410,1126603],[1139261,1406836],[1140944,1660069],[1151235,1410332],[1153534,1676228],[1156259,1677769],[1156429,1674721],[1158639,1415072],[1159714,1418360],[1161790,1419727],[1163331,1168721],[1174380,1432581],[1179485,1700217],[1185142,1443882],[1187198,1710734],[1190159,1448539],[1190427,1450931],[1195988,1716502],[1207812,1728366],[1211606,1223566],[1235414,1753702],[1247111,1506533],[1248652,1254042],[1262947,1534211],[1266958,1537259],[1278849,1540461],[1279214,1540771],[1279583,1797948],[1283789,1804190],[1284539,1801513],[1286842,1545516],[1291299,1296625],[1299376,1570354],[1300325,1817627],[1308318,1826614],[1311350,1573850],[1313649,1574237],[1316374,1837124],[1316544,1834076],[1318754,1578590],[1319829,1581878],[1325262,1842585],[1329425,1589097],[1337232,1853065],[1337835,1348993],[1340883,1353004],[1364336,1877518],[1370184,1884036],[1373978,1385938],[1377861,1383187],[1391218,1902773],[1392338,1663324],[1392703,1663634],[1393873,1656164],[1396213,1666311],[1403042,1914637],[1408226,1669360],[1408782,1669838],[1409729,1920078],[1413861,1923515],[1425705,1696583],[1429716,1699631],[1429886,1939112],[1430644,1939973],[1441607,1702833],[1441972,1703143],[1446547,1958749],[1447297,1956072],[1449600,1707888],[1453256,1717386],[1455528,1963596],[1467849,1973667],[1468094,1479144],[1468404,1479509],[1471081,1483019],[1478024,1982801],[1480679,1741485],[1492943,1749212],[1500750,2002622],[1501353,1512511],[1504401,1516522],[1516692,2017231],[1517656,1786365],[1521638,2021315],[1522188,1789802],[1522744,1790280],[1523947,1783073],[1524312,1783383],[1533608,2031795],[1538720,1796282],[1540216,2037423],[1555856,1822679],[1556221,1822989],[1557391,1815519],[1559731,1825666],[1560481,2056109],[1560712,2056248],[1566560,2062766],[1571744,1828715],[1572300,1829193],[1573247,2068207],[1577379,2071644],[1582766,2077188],[1583745,1843047],[1594538,1604218],[1597975,1608750],[1598453,1609306],[1608200,2097449],[1610509,1866194],[1610874,1866504],[1616014,1873056],[1623089,2109932],[1623692,1624880],[1630607,2115626],[1630852,1641902],[1631162,1642267],[1633839,1645777],[1643437,1897155],[1646527,2129967],[1647067,1909285],[1650758,2133025],[1651837,1912971],[1652952,1906015],[1653508,1906493],[1655561,2137402],[1663079,2143096],[1680028,1940924],[1684560,1944361],[1685116,1944839],[1686319,1937632],[1686684,1937942],[1689089,2165760],[1695980,2172051],[1701092,1950841],[1702588,2177679],[1713118,1964695],[1723014,1732388],[1726700,1737158],[1736079,2204578],[1738273,1986043],[1738829,1986521],[1740882,2208955],[1743860,1992604],[1745279,1994023],[1751116,2216403],[1751361,1752494],[1751671,1752859],[1754653,1764333],[1758090,1768865],[1758568,1769421],[1761728,2225315],[1770624,2015751],[1770989,2016061],[1773394,2234736],[1774593,2235828],[1774643,2027527],[1774729,2017814],[1776991,2024186],[1780253,2024423],[1782828,2241945],[1806422,2057414],[1806858,2261759],[1811192,2061100],[1812307,2054144],[1812863,2054622],[1814916,2268572],[1822434,2274266],[1844466,1845456],[1848797,1857764],[1857714,2302244],[1857850,2093948],[1860112,2100320],[1863374,2100557],[1865949,2308361],[1868788,2106654],[1869717,2107583],[1870153,2311489],[1875414,1876443],[1875892,1876999],[1878684,1888058],[1880103,2117045],[1882370,1892828],[1885940,2323271],[1888494,2325370],[1893943,2128002],[1894499,2128480],[1896552,2332183],[1898614,2130503],[1900318,2135983],[1900754,2334932],[1927153,2355626],[1929202,2167783],[1929288,2158070],[1934812,2164679],[1937387,2363074],[1947999,2371986],[1964645,2384742],[1964781,2190247],[1965624,1966554],[1966060,2385684],[1975086,1976076],[1978642,2202056],[1980346,2207536],[1980782,2395797],[1988586,1988641],[1989883,2214612],[1989969,2211816],[1995250,1996245],[1998354,2007321],[1999283,2222966],[1999719,2409201],[2007407,2227046],[2012931,2233655],[2015506,2420983],[2019056,2241016],[2019142,2237413],[2038842,2258960],[2044679,2442214],[2046743,2261673],[2048883,2445342],[2058833,2275685],[2064670,2457124],[2075282,2466036],[2078718,2078773],[2080739,2291760],[2081514,2082376],[2081600,2292489],[2089868,2090798],[2090304,2475367],[2091234,2475999],[2095190,2307432],[2095276,2303829],[2102983,2103033],[2104229,2311353],[2106604,2486305],[2106740,2313475],[2108019,2487247],[2112905,2321480],[2112991,2318684],[2120601,2325284],[2122741,2497360],[2131699,2334846],[2144515,2145505],[2149775,2354207],[2150211,2516323],[2168712,2369637],[2169148,2529727],[2184935,2541509],[2188125,2188175],[2190714,2385598],[2195456,2195511],[2198252,2199114],[2198338,2391707],[2199200,2392363],[2200479,2551184],[2203252,2395711],[2213837,2404382],[2214698,2405111],[2219612,2409065],[2223402,2565697],[2248508,2249438],[2248944,2582392],[2249874,2583024],[2253830,2441285],[2253916,2437682],[2271545,2455333],[2271631,2452537],[2281381,2604385],[2296443,2296493],[2299032,2475281],[2299820,2475863],[2313942,2487161],[2321566,2493270],[2323707,2630373],[2342127,2342182],[2344923,2345785],[2345009,2512233],[2345871,2512889],[2347150,2644851],[2349923,2516237],[2354643,2649622],[2366283,2529591],[2370073,2659364],[2411654,2565611],[2430296,2430346],[2432885,2582306],[2433673,2582888],[2441371,2589071],[2442650,2702194],[2455419,2600295],[2457560,2711113],[2519564,2649486],[2532180,2659278],[2541945,2758329] ] cell #3769 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1063897],[1182208],[1263958],[1310359],[1350004],[1392882],[1426716],[1440974],[1479688],[1513522],[1518296],[1523314],[1546380],[1556400],[1604858],[1609876],[1635651],[1642446],[1648048],[1674918],[1680668],[1685686],[1708752],[1727103],[1733369],[1762528],[1764973],[1769991],[1775431],[1796685],[1801703],[1807403],[1808481],[1827478],[1834273],[1846096],[1852627],[1858552],[1878213],[1882773],[1886685],[1889039],[1890117],[1913374],[1919640],[1929990],[1931112],[1948799],[1951244],[1956262],[1964291],[1967535],[1973526],[1976716],[1995653],[1997905],[2002184],[2008109],[2009231],[2024826],[2031357],[2037282],[2048306],[2056943],[2061503],[2065415],[2067769],[2068847],[2080277],[2083164],[2088535],[2091779],[2100960],[2106250],[2109494],[2111186],[2115485],[2118675],[2122164],[2133720],[2136964],[2142955],[2146145],[2165082],[2167334],[2171613],[2177538],[2178660],[2187608],[2189059],[2197015],[2199902],[2205273],[2208517],[2213375],[2216262],[2221633],[2224877],[2234058],[2238917],[2241804],[2247175],[2250419],[2259600],[2264890],[2268134],[2269826],[2274125],[2277315],[2280804],[2289221],[2295926],[2297377],[2305333],[2308220],[2310836],[2312287],[2320243],[2323130],[2328501],[2331745],[2334279],[2335730],[2343686],[2346573],[2351944],[2355188],[2360046],[2362933],[2368304],[2371548],[2380729],[2388439],[2394118],[2395144],[2396595],[2401843],[2408548],[2409999],[2417955],[2420842],[2423074],[2429779],[2431230],[2439186],[2442073],[2444689],[2446140],[2454096],[2456983],[2462354],[2465598],[2470575],[2474714],[2477435],[2478122],[2490002],[2496707],[2498158],[2508965],[2514644],[2515670],[2517121],[2522369],[2529074],[2530525],[2538481],[2541368],[2545640],[2546427],[2549191],[2551350],[2565044],[2568452],[2577600],[2581739],[2584460],[2585147],[2597027],[2603732],[2605183],[2612438],[2613524],[2620801],[2625616],[2628380],[2639307],[2640094],[2642858],[2645017],[2658711],[2662119],[2668611],[2676749],[2677536],[2680820],[2693178],[2694264],[2706356],[2709120],[2725128],[2726731],[2735656],[2737104],[2749313],[2763924],[2773704],[2783860],[2803805],[2822422] ] cell #3770 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [994051],[1116561],[1159476],[1180322],[1190886],[1235484],[1243651],[1286912],[1308388],[1319591],[1319811],[1325332],[1364900],[1408852],[1417019],[1430714],[1438881],[1441954],[1449670],[1450748],[1456092],[1466988],[1488850],[1494911],[1521708],[1522814],[1524294],[1539284],[1561276],[1572370],[1572680],[1580537],[1586391],[1597374],[1608270],[1609376],[1610856],[1618850],[1629746],[1633452],[1651322],[1652401],[1653578],[1653888],[1662218],[1668279],[1684080],[1685186],[1686666],[1690141],[1701178],[1701656],[1713068],[1725660],[1736643],[1737722],[1738899],[1739209],[1746506],[1757489],[1760851],[1761161],[1768385],[1769491],[1770971],[1778218],[1779258],[1780339],[1780817],[1789201],[1800097],[1802683],[1810677],[1811756],[1812933],[1813243],[1821573],[1825279],[1827634],[1848747],[1857078],[1861339],[1862379],[1863460],[1863938],[1868738],[1877069],[1881330],[1884530],[1885008],[1887665],[1892313],[1893392],[1894569],[1894879],[1899339],[1899389],[1899475],[1903894],[1911931],[1922914],[1925170],[1925480],[1932777],[1933817],[1934898],[1935376],[1943760],[1947122],[1947432],[1954656],[1957242],[1958362],[1973346],[1977872],[1979367],[1979417],[1979503],[1983922],[1992283],[1996809],[1997770],[1998304],[2003899],[2006635],[2006945],[2010896],[2011936],[2013017],[2013495],[2018281],[2027477],[2035808],[2040069],[2042190],[2042668],[2046404],[2047468],[2047518],[2047604],[2052023],[2060060],[2063260],[2063738],[2066395],[2071043],[2073299],[2073609],[2074405],[2074715],[2080142],[2082326],[2088618],[2088889],[2089025],[2092454],[2094415],[2106333],[2110169],[2111522],[2115305],[2119353],[2119831],[2121326],[2121376],[2121462],[2125881],[2142775],[2147301],[2148796],[2148932],[2153351],[2157127],[2157437],[2158537],[2159312],[2159398],[2167199],[2167733],[2173328],[2176064],[2176374],[2180325],[2182446],[2182924],[2183525],[2184003],[2189395],[2192227],[2192277],[2192363],[2194215],[2196437],[2197477],[2210575],[2212797],[2218502],[2221716],[2221987],[2222123],[2225552],[2227513],[2228288],[2228374],[2238782],[2240966],[2247258],[2247529],[2247665],[2251094],[2253055],[2256230],[2260278],[2260756],[2262869],[2270162],[2273945],[2277993],[2278471],[2279432],[2279966],[2280102],[2284521],[2285561],[2290008],[2290561],[2291214],[2293667],[2295139],[2300595],[2300681],[2305198],[2307382],[2310049],[2315455],[2315591],[2317443],[2319665],[2320705],[2326480],[2336066],[2337576],[2338898],[2339034],[2340886],[2343108],[2344148],[2348813],[2352027],[2355863],[2365173],[2368387],[2368658],[2368794],[2372223],[2373576],[2374184],[2374959],[2375045],[2383215],[2383691],[2384478],[2389226],[2390432],[2392885],[2396931],[2398441],[2399763],[2399899],[2403183],[2403836],[2406289],[2407761],[2413303],[2424414],[2425067],[2425699],[2426201],[2427520],[2428992],[2434448],[2434534],[2436386],[2438608],[2447986],[2449308],[2449444],[2451296],[2453518],[2454558],[2460333],[2468759],[2472898],[2474161],[2479462],[2480115],[2480747],[2481249],[2482568],[2485254],[2486041],[2491995],[2494448],[2500004],[2501326],[2501462],[2504217],[2505004],[2505557],[2509752],[2510958],[2513411],[2514883],[2520425],[2523709],[2524362],[2524994],[2525496],[2526815],[2528287],[2533829],[2548715],[2553330],[2554117],[2554670],[2559089],[2564491],[2569792],[2570445],[2571077],[2571579],[2572898],[2575784],[2576260],[2579923],[2581186],[2587140],[2589593],[2592279],[2593066],[2593619],[2599020],[2601473],[2608487],[2613225],[2617350],[2618985],[2619461],[2626269],[2627904],[2632519],[2633306],[2633859],[2642382],[2647784],[2652756],[2653232],[2658158],[2664112],[2666565],[2670391],[2674064],[2681607],[2687367],[2687843],[2698090],[2699725],[2708644],[2714046],[2717730],[2722242],[2728511],[2742557],[2755860],[2761192],[2766306],[2779371],[2807992] ] cell #3771 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [763666],[840782],[875170],[875713],[914158],[933095],[957454],[988911],[992991],[993350],[993366],[1019512],[1033909],[1034452],[1053900],[1054443],[1063715],[1065827],[1078907],[1100080],[1105600],[1109840],[1112013],[1115947],[1116651],[1143725],[1154336],[1158775],[1158791],[1175182],[1179262],[1179621],[1179637],[1189579],[1190122],[1190923],[1199570],[1203320],[1208420],[1225182],[1226860],[1232455],[1236777],[1237959],[1238262],[1243019],[1257654],[1270734],[1280191],[1282364],[1287002],[1291907],[1301667],[1303840],[1307774],[1308478],[1318531],[1318890],[1318906],[1320424],[1328851],[1337648],[1339950],[1343700],[1355736],[1361125],[1365692],[1367370],[1370792],[1378469],[1394800],[1398550],[1403650],[1410145],[1411630],[1418897],[1420412],[1422090],[1432007],[1433189],[1433492],[1438249],[1442949],[1449056],[1449760],[1450798],[1459069],[1467709],[1470507],[1471689],[1481606],[1484591],[1493551],[1497262],[1501166],[1507218],[1508896],[1525227],[1526409],[1534024],[1536326],[1540076],[1549164],[1552112],[1562068],[1563746],[1567168],[1572730],[1573663],[1574845],[1579905],[1584957],[1590861],[1599990],[1600351],[1602029],[1611789],[1612971],[1621466],[1623505],[1630467],[1634447],[1638158],[1653938],[1654299],[1655977],[1662939],[1665737],[1666919],[1671375],[1676836],[1678591],[1688781],[1692492],[1696396],[1704126],[1713557],[1724226],[1728636],[1730130],[1739259],[1739620],[1741298],[1749482],[1750976],[1760105],[1762144],[1773086],[1791817],[1792178],[1793856],[1798218],[1803616],[1804798],[1813293],[1815332],[1822294],[1826274],[1829985],[1839583],[1849236],[1853334],[1869227],[1873325],[1884306],[1894929],[1896968],[1910497],[1914907],[1916401],[1920347],[1925530],[1925891],[1927569],[1946376],[1948415],[1959357],[1970203],[1989140],[2002891],[2006995],[2027966],[2032064],[2063036],[2073659],[2075698],[2139632],[2172320],[2176424], [115183,1598281],[161939,1758396],[172312,1790108],[203984,1875720],[222889,1669666],[230432,1944667],[253777,1990322],[261327,2005286],[279356,1544359],[279422,1284591],[284724,2054450],[291271,1829021],[313941,2104261],[320375,2113344],[327925,2128308],[334854,1906321],[343835,1414620],[347444,2159751],[354994,2174715],[358545,1706731],[358611,1447349],[373672,2199553],[380937,1986349],[390123,2219644],[396557,2228727],[401864,2019495],[420966,2262901],[425184,1815697],[425250,1560533],[427400,2271984],[434165,1578138],[434950,2286948],[450475,2299852],[451450,2301034],[453882,2095629],[476014,2326512],[480232,1897333],[480298,1646579],[481652,2131731],[494198,2346224],[501463,2155778],[503427,1929641],[504228,1686736],[508567,1689848],[510649,2366315],[517083,2375398],[535394,2198691],[537251,2392917],[539561,2203284],[561860,2413656],[564292,2007760],[565093,1771041],[569432,1774153],[570833,1776784],[584328,2433705],[585303,2434887],[587735,2254269],[591910,2441724],[594274,2046775],[595265,1297427],[595808,1813309],[609867,2460365],[614085,1581736],[614151,1319881],[623224,2081953],[628010,2474193],[629299,2299064],[632496,1610926],[634444,1859905],[656523,2321919],[658380,2494480],[660690,2120633],[661681,1383989],[662224,1894945],[682065,2345362],[683922,2513443],[686232,2349955],[691196,2519596],[692171,2520778],[694061,1679821],[695099,1934844],[695115,1427685],[708531,2534182],[710963,1702033],[711764,1442024],[716103,1450814],[724956,2190746],[730261,2197509],[731955,1974879],[734914,1483821],[735457,1739275],[754394,2215051],[759180,2564523],[760469,2411686],[765614,1764126],[766652,2012963],[766668,1514491],[781864,1781194],[786650,2581218],[787939,2432917],[791136,1524364],[793084,2038635],[797448,2043045],[799305,2589625],[802696,1557501],[815163,2455772],[817020,2601505],[819330,1827666],[820321,1314451],[820864,1572746],[825269,2608840],[827998,2080771],[834809,1844259],[840322,2089378],[845221,1863406],[845237,1614038],[855722,1864315],[864853,2486073],[865212,2313974],[870517,2320737],[872211,2116838],[878830,1643547],[894385,1903926],[899690,2344180],[901384,2144308],[904343,1397015],[904886,1653954],[909672,2647816],[910961,2153383],[923823,1935753],[928609,2658190],[929898,2532212],[935043,1702448],[936081,1701124],[936097,1445122],[939407,2183301],[941264,2666597],[944339,1965134],[955281,1978674],[962092,1741663],[972504,1983954],[976127,2213869],[982234,2406321],[982938,1993816],[988451,2222476],[1003851,2013872],[1006728,2018313],[1013539,1782688],[1019052,2248018],[1023951,1780285],[1023967,1527476],[1029256,2253087],[1030950,2044539],[1043583,2593098],[1043942,2052055],[1045476,2278848],[1049247,2454590],[1050941,2275478],[1057560,1575148],[1059229,2714078],[1060518,2284553],[1077422,1858203],[1088364,2094447],[1095175,1865809],[1098898,2107093],[1105140,2315944],[1126704,2633338],[1127063,2125913],[1128597,2120208],[1130610,1899828],[1139362,2742589],[1141552,1898646],[1148363,1656342],[1153876,2149285],[1162398,2158569],[1168505,2526847],[1169209,1937247],[1170247,2372255],[1174722,2369147],[1184926,2374216],[1186620,2184795],[1214915,1979856],[1223667,2674096],[1247719,2227545],[1253826,2572930],[1254530,2015366],[1255568,2225584],[1266742,2427552],[1269249,1775082],[1289792,2451328],[1290725,2047957],[1296967,2449797],[1298798,2064530],[1313991,2280455],[1330033,2293699],[1352788,2482600],[1376354,2317475],[1377287,2121815],[1383529,2501815],[1385360,1885800],[1389339,2505036],[1396555,2339387],[1419997,2168222],[1458708,2384510],[1460747,2192716],[1476145,2554149],[1483361,2400252],[1506803,1998793],[1519829,2241455],[1549793,2270802],[1589367,2082815],[1606391,2307871],[1635839,2112162],[1648755,2338205],[1717655,2191534],[1734076,2399070] ] cell #3772 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [130006,401203],[134843,587074],[136177,796787],[136304,590657],[154397,453221],[169317,681404],[174414,909270],[175979,689654],[178582,502766],[183419,710302],[184753,938746],[184880,713885],[198617,534733],[210532,563631],[215558,786248],[215940,781203],[221589,795311],[227034,595147],[227437,814502],[228615,1044815],[228742,809473],[232534,1058827],[234099,822752],[241188,622563],[250169,627608],[250551,855061],[264476,661563],[264879,655862],[266057,1127936],[266184,885607],[267634,887720],[269890,679928],[270406,1138960],[281324,1161355],[282463,695116],[282609,922991],[283940,928207],[284322,923162],[285300,924061],[289971,937270],[294840,718291],[306280,734796],[307874,965839],[310130,533257],[310646,1223265],[318160,753733],[324525,1246676],[325664,766669],[325810,1003019],[327141,758778],[327523,1003190],[328501,1004089],[329805,1005980],[330990,1259471],[333404,1014836],[344218,1033791],[345638,1288862],[346092,1036335],[346823,1037277],[346999,1042815],[347160,595256],[349079,813026],[349595,1043181],[358143,820203],[359851,825787],[361127,827250],[365733,1327870],[369498,838556],[372419,1081898],[374190,845238],[374336,1096915],[375888,1087616],[377073,1345517],[379487,1096472],[382902,858547],[388042,864451],[394342,875052],[394751,1375424],[395205,1119456],[395936,1120398],[396112,1125936],[396273,661672],[398192,654386],[398708,1126302],[402102,1388409],[402556,1131918],[413305,904225],[414899,1152110],[417671,1418495],[419236,1419112],[419345,1160981],[420135,1161650],[420744,1168013],[421320,1163466],[423734,922548],[432689,936098],[432835,937713],[434548,1189461],[435526,941955],[436977,717594],[441582,1457778],[442036,1198576],[443555,1200638],[445512,954533],[447908,957455],[448933,1207672],[450118,1469526],[451005,1222899],[451166,734905],[454120,1475215],[454574,1216223],[460422,975379],[461956,977195],[465028,1491388],[466810,753119],[468793,986685],[471714,1241253],[473485,993367],[473933,992589],[474284,1505918],[474393,1246302],[475183,1246971],[475792,1253334],[476368,1248787],[478782,1002576],[482525,1518944],[482634,1259097],[490024,1017286],[492945,1273725],[494716,1023968],[494862,1015279],[496414,1279443],[497599,1541893],[500013,1288299],[501910,1289294],[503665,1291159],[504119,1038415],[514868,1053782],[515731,1056341],[516462,1312225],[516638,1058461],[516799,820312],[519234,1318129],[522417,1583801],[526758,1588482],[526867,1327496],[528282,1073101],[528519,1329285],[530520,1343122],[531027,837859],[532999,1078976],[533583,840773],[535632,1599060],[536086,1338956],[537029,1352296],[537605,1341018],[540434,1605506],[540543,1345143],[547387,857850],[548429,1099332],[549096,859685],[551992,1620536],[552446,1360948],[553965,1363010],[555922,1109092],[557456,1110908],[558318,1112014],[559343,1370044],[560528,1632284],[561576,875161],[562310,874438],[562775,1375856],[564530,1377721],[564984,1121536],[571888,1388841],[575889,1136385],[577408,1395868],[579365,1140804],[581761,1143726],[582786,1402902],[583971,1664756],[584858,1138594],[585019,904334],[587973,1670445],[588427,1411453],[592428,1158792],[602646,1172956],[605567,1436483],[607338,1179638],[607786,1178860],[608246,1181560],[609036,1442201],[609645,1184434],[610221,1444017],[612635,1188847],[616070,1713174],[616312,1453188],[618222,1457385],[620777,1458210],[621691,1198822],[624719,1473676],[625831,1723070],[627328,956758],[627524,730455],[630172,1727751],[630281,1469152],[631696,1210594],[631933,1470941],[632387,1211732],[635499,1475647],[639500,1220690],[641019,1482674],[643546,1743916],[644053,976498],[644179,748352],[647887,1748597],[647996,1491014],[649411,1232456],[649648,1492803],[652156,985988],[653198,1237211],[653865,987823],[654128,1238331],[654712,988902],[656761,1759175],[657215,1502474],[658734,1504536],[673538,1263310],[674953,1264928],[675190,1525661],[677191,1257076],[677698,1016589],[679670,1270803],[680254,1019503],[682303,1790887],[682757,1535332],[683700,1266250],[684276,1537394],[687105,1797333],[687214,1541519],[688629,1282365],[691887,1033900],[699117,1296500],[700636,1559386],[702593,1300919],[704127,1302735],[704989,1303841],[706014,1566420],[707199,1824111],[708247,1053891],[708981,1053168],[709446,1310517],[711201,1574097],[711655,1313363],[715656,1318907],[718207,1322108],[720266,1588058],[723915,1072404],[726710,1603467],[728303,1848853],[728545,1594470],[730066,840531],[733010,1599492],[733924,1339202],[734591,1084115],[742514,1349356],[743929,1350974],[744166,1612223],[747240,1868844],[747482,1615946],[747891,859443],[749392,1620143],[751947,1620968],[752861,1361194],[753445,1105591],[757001,1878740],[757508,1110211],[757634,869671],[758498,1111317],[758694,870711],[761342,1883421],[761451,1631910],[763103,1633699],[763557,1374104],[770670,1383062],[772189,1645432],[774952,1648418],[776862,1388016],[779417,1393040],[780331,1394052],[783359,1386870],[784471,1909341],[785968,1143029],[786164,899884],[788812,1914022],[788921,1664382],[790336,1405824],[790573,1666171],[791027,1406962],[79413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] cell #3773 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [178302,1163228],[210252,1248549],[226227,1291576],[246535,1340780],[263669,1378138],[282111,1165120],[290992,1443779],[293026,1711383],[303230,1466227],[305949,1471358],[323507,1504298],[325312,1250441],[340202,1537156],[345682,1038904],[356994,1829609],[357336,1574514],[359819,1582231],[370766,1596294],[371072,1596675],[373838,1341566],[391292,1628985],[394011,1634116],[394795,1122025],[402146,889347],[406714,1906909],[410255,1661457],[412974,1666588],[417380,1924409],[418652,1677666],[430532,1699528],[431854,1951320],[432277,1706598],[432337,1445671],[441626,1201186],[444968,1464033],[447146,1724792],[447496,1725057],[454164,967466],[458732,1986937],[465843,1750600],[470061,1756409],[470367,1756790],[473133,1505084],[487274,2024902],[487697,1795208],[491292,1788121],[491598,1788502],[494364,1537942],[498414,1799336],[499246,2041588],[499669,1031445],[501133,1804467],[508277,2055038],[511818,1820812],[514537,1825943],[515321,1055590],[515935,1832101],[516011,2067841],[518943,2072538],[520215,1837021],[524412,1322377],[530173,1593907],[532809,1850472],[535676,1092165],[545183,2101036],[545606,1603381],[552036,1363558],[553023,1874812],[553329,1875193],[555378,1626791],[557556,1880462],[557906,1880727],[569142,2128896],[571527,2132938],[575479,1135634],[576881,1917411],[576957,2137036],[578821,1659263],[580999,1911063],[581349,1911328],[588017,906033],[589004,1921834],[589310,1922215],[590130,1155890],[590206,2152748],[592076,1415169],[599696,1936871],[599896,2165158],[600319,1424562],[600888,2166654],[603914,1942680],[604220,1943061],[606986,1700314],[608857,1954112],[611036,1953895],[611868,2181844],[612291,1187115],[613755,1959026],[617875,1452625],[619227,1719523],[624371,1722830],[627826,969719],[635138,2204491],[639090,1219939],[640492,1731140],[640568,2208589],[645541,1485895],[648649,1994382],[648999,1994647],[651302,1754022],[653938,2000029],[656805,1251520],[666112,2014990],[666312,2234134],[666735,1511368],[667304,2235630],[668025,2027203],[669229,2238206],[671083,1258136],[675011,2035264],[676479,2026398],[676844,1785734],[679480,2029202],[682347,1010529],[685520,1029103],[685689,1540558],[687867,2039201],[688217,2039466],[689475,797730],[694755,2264108],[698707,1295749],[699694,2053542],[700000,2053923],[700109,1554228],[700185,2268206],[700940,2269288],[701363,1299293],[702049,1818618],[704227,2059192],[704577,2059457],[712232,2069963],[712538,2070344],[713358,1316005],[713434,2283918],[715304,1578687],[719918,1583561],[721031,1844825],[730108,852546],[731460,1601043],[737001,1848473],[738205,2304622],[740059,1344182],[743987,1856534],[745455,2102532],[746106,2105205],[749045,1615383],[750397,1356428],[752671,2108329],[755541,1878500],[758996,1124278],[766308,2327719],[770260,1382311],[771247,2127400],[771553,2127781],[771662,1640274],[771738,2331817],[772493,2332899],[772916,1385855],[773606,2139215],[774083,2335144],[776515,1387431],[777867,1905794],[778688,899537],[778857,1663421],[782345,2138118],[782651,2138499],[783011,1909101],[786466,891600],[792227,1669467],[792327,909488],[794863,2150521],[801123,1680744],[801444,2359453],[802327,2359335],[804181,1420894],[807289,2163811],[807639,2164076],[808109,1683536],[808946,1429347],[809022,2364127],[809942,1940293],[812578,2169458],[815445,1166199],[818618,1184773],[818787,1702930],[820965,2179457],[821315,2179722],[822573,939689],[828828,1963246],[830720,1966370],[832196,1963509],[835503,2387877],[841296,1728857],[847464,1969786],[847941,2396009],[850373,1474237],[851725,1985822],[852715,1468191],[856203,2209671],[856509,2210052],[857148,2212448],[860174,1743676],[861287,1486113],[864669,1234217],[870364,1000675],[871716,1497954],[875995,1003910],[877257,1765049],[877578,2417362],[878461,2417244],[880315,1507700],[883423,2232787],[883773,2233052],[884243,1767841],[885080,1516153],[885156,2422036],[885896,2243624],[888665,1518372],[888986,2238324],[890460,2023555],[891500,1789909],[892683,1266589],[892852,1783170],[895158,2242733],[895508,2242998],[900889,1792870],[915535,2263845],[915565,1807475],[915754,1551736],[915898,2446056],[916042,2445554],[918474,1550949],[919826,1291784],[920647,1049094],[920816,1822776],[922100,2266969],[923882,1054725],[924970,2057230],[928425,1041157],[934186,1828822],[934286,1059045],[936822,2281691],[945190,2079350],[948607,2079566],[949760,1846172],[950081,2472071],[952043,2471953],[952907,1591343],[956111,1848210],[958003,1854349],[964015,2084984],[966784,1604934],[967105,2304740],[968579,2099689],[969619,1598082],[970802,1352635],[970971,1866291],[973277,2309149],[973627,2309414],[976957,1356122],[978849,1616258],[980325,2105468],[982081,1107297],[985787,1119207],[989425,1627009],[992807,1374727],[995563,2327456],[995593,1889111],[995782,1637782],[995926,2498074],[996070,2497572],[998502,1636995],[999854,1378346],[1000844,1630949],[1002128,2330580],[1005513,2333869],[1007558,2132675],[1007588,1648120],[1007777,1388218],[1007921,2335646],[1009450,2135799],[1011642,1906122],[1011742,1139178],[1014388,2339693],[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] cell #3774 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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3670,2207896],[2210538,2401562],[2213745,2559649],[2213870,2404411],[2215120,2560381],[2219575,2565357],[2225247,2685108],[2226763,2415118],[2237117,2241045],[2237130,2423824],[2249494,2696845],[2249798,2433303],[2250789,2697466],[2254338,2585963],[2258892,2701570],[2260578,2442574],[2261419,2270733],[2271574,2599999],[2271601,2707960],[2289971,2468075],[2292206,2469985],[2296522,2473093],[2299065,2475310],[2299783,2475027],[2303533,2307461],[2303546,2478872],[2313192,2486557],[2313975,2487190],[2321988,2629196],[2334592,2338136],[2345431,2643674],[2345814,2511937],[2345841,2741489],[2349956,2516266],[2350341,2354567],[2354263,2745437],[2355558,2746058],[2366246,2659024],[2371918,2753601],[2389189,2548031],[2391424,2549941],[2395457,2399001],[2404828,2560315],[2411687,2565640],[2430375,2580118],[2432918,2582335],[2433636,2582052],[2437386,2441314],[2437399,2585897],[2441341,2781976],[2455841,2709936],[2465968,2792814],[2492987,2629130],[2509715,2641698],[2511950,2643608],[2515983,2519527],[2532213,2659307],[2600012,2709870] ] cell #3775 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [435560],[515804],[575962],[608186],[639573],[673478],[699190],[709376],[742454],[770743],[774759],[779347],[798213],[806576],[848617],[853205],[876478],[882710],[887512],[911883],[916718],[921306],[940172],[959479],[965631],[994272],[996746],[1001334],[1005972],[1027347],[1031935],[1037069],[1038222],[1055208],[1061440],[1074046],[1081690],[1087608],[1108846],[1114038],[1117636],[1120190],[1121343],[1145750],[1151902],[1161642],[1163258],[1180543],[1183017],[1187605],[1196336],[1200430],[1207664],[1211539],[1233401],[1235791],[1241045],[1246963],[1248579],[1265873],[1273517],[1279435],[1291151],[1300673],[1305865],[1309463],[1312017],[1313170],[1325639],[1329277],[1336716],[1340810],[1351919],[1358708],[1362802],[1364419],[1370036],[1373911],[1377713],[1391566],[1395660],[1402894],[1406769],[1428631],[1431021],[1436275],[1442193],[1443809],[1453180],[1455611],[1467295],[1470933],[1478372],[1482466],[1489157],[1492795],[1500234],[1504328],[1515437],[1522015],[1525653],[1533092],[1537186],[1548295],[1555084],[1559178],[1560795],[1566412],[1570287],[1574089],[1583687],[1594462],[1596893],[1608577],[1612215],[1615938],[1618369],[1630053],[1633691],[1641130],[1645224],[1648410],[1650841],[1662525],[1666163],[1673602],[1677696],[1684387],[1688025],[1695464],[1699558],[1710667],[1722956],[1731996],[1733731],[1736162],[1743802],[1754577],[1757008],[1768692],[1772330],[1775514],[1786289],[1788720],[1800404],[1804042],[1807765],[1810196],[1821880],[1825518],[1832957],[1837051],[1845380],[1852989],[1857385],[1858635],[1878626],[1889401],[1891832],[1909227],[1918267],[1920002],[1922433],[1930073],[1940848],[1943279],[1954963],[1958601],[1966496],[1967897],[1973609],[1977391],[2002546],[2008192],[2024110],[2031719],[2036115],[2037365],[2057356],[2068131],[2070562],[2083247],[2085401],[2100244],[2109856],[2115568],[2135925],[2137326],[2143038],[2146820],[2171975],[2177621],[2188890],[2207478],[2208879],[2216345],[2241887],[2244041],[2268496],[2274208],[2308303],[2312118],[2332107],[2335561],[2363016],[2396426],[2420925],[2445971],[2497989],[2547077] ] cell #3776 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658076],[762253],[816716],[868676],[874126],[931682],[940960],[950907],[986547],[1035217],[1047406],[1052856],[1062302],[1072963],[1109087],[1137178],[1159697],[1172818],[1183085],[1188535],[1198817],[1221483],[1264790],[1265941],[1279197],[1287987],[1300914],[1312087],[1350836],[1351987],[1392686],[1394047],[1395730],[1409159],[1428699],[1442196],[1479492],[1480853],[1482536],[1515505],[1523121],[1525656],[1538803],[1556204],[1559248],[1609683],[1612218],[1642250],[1645294],[1648413],[1651920],[1685493],[1688028],[1733734],[1737241],[1752842],[1769798],[1772333],[1775569],[1807768],[1811275],[1858690],[1877376],[1889404],[1892911],[1930128],[1931477],[1967900],[1996328],[2008247],[2009596],[2048444],[2083302],[2092144],[2103116],[2122302],[2179025],[2188258],[2200040],[2250784],[2280942],[2296576],[2346711],[2430429], 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662],[2237091,2241023],[2237161,2237410],[2249435,2432869],[2249803,2583021],[2254333,2258887],[2260583,2442211],[2261453,2261680],[2271552,2599973],[2271628,2597753],[2281310,2604382],[2291540,2291767],[2292237,2292486],[2296500,2473067],[2299455,2475364],[2299827,2616079],[2303507,2307439],[2303577,2303826],[2313114,2486310],[2313223,2313472],[2314365,2487244],[2323636,2630370],[2325064,2325291],[2334626,2334853],[2342179,2509691],[2345792,2511911],[2345868,2644137],[2347079,2644848],[2349907,2354204],[2350346,2516320],[2354572,2649619],[2366290,2657064],[2385378,2385605],[2391455,2391704],[2395491,2395718],[2404162,2404389],[2404859,2405108],[2412077,2565694],[2430353,2580092],[2433308,2582389],[2433680,2696819],[2437360,2441292],[2437430,2437679],[2441368,2701480],[2442579,2702191],[2457489,2711110],[2475061,2475288],[2486941,2487168],[2493018,2493267],[2511981,2512230],[2516017,2516244],[2519571,2745411],[2532603,2659361],[2541874,2758326],[2565391,2565618],[2582086,2582313],[2600043,2600292],[2659058,2659285] ] cell #3777 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1063900],[1182211],[1263961],[1310427],[1350007],[1392950],[1426719],[1441041],[1479756],[1513525],[1518432],[1523381],[1546383],[1556468],[1604994],[1609943],[1635654],[1642514],[1648180],[1674986],[1680804],[1685753],[1708755],[1727239],[1733501],[1762596],[1765109],[1770058],[1775438],[1796821],[1801770],[1807535],[1808617],[1827481],[1834341],[1846232],[1852759],[1858559],[1878281],[1882909],[1886752],[1889171],[1890253],[1913510],[1919772],[1929997],[1931244],[1948867],[1951380],[1956329],[1964359],[1967667],[1973533],[1976852],[1995789],[1997972],[2002316],[2008116],[2009363],[2024962],[2031489],[2037289],[2048313],[2057011],[2061639],[2065482],[2067901],[2068983],[2080344],[2083171],[2088603],[2091911],[2101096],[2106318],[2109626],[2111191],[2115492],[2118811],[2122171],[2133788],[2137096],[2142962],[2146281],[2165218],[2167401],[2171745],[2177545],[2178792],[2187615],[2189064],[2197082],[2199909],[2205341],[2208649],[2213442],[2216269],[2221701],[2225009],[2234194],[2238984],[2241811],[2247243],[2250551],[2259736],[2264958],[2268266],[2269831],[2274132],[2277451],[2280811],[2289226],[2295933],[2297382],[2305400],[2308227],[2310843],[2312292],[2320310],[2323137],[2328569],[2331877],[2334286],[2335735],[2343753],[2346580],[2352012],[2355320],[2360113],[2362940],[2368372],[2371680],[2380865],[2388444],[2394186],[2395151],[2396600],[2401848],[2408555],[2410004],[2418022],[2420849],[2423079],[2429786],[2431235],[2439253],[2442080],[2444696],[2446145],[2454163],[2456990],[2462422],[2465730],[2470582],[2474721],[2477502],[2478127],[2490007],[2496714],[2498163],[2508970],[2514712],[2515677],[2517126],[2522374],[2529081],[2530530],[2538548],[2541375],[2545645],[2546434],[2549196],[2551355],[2565051],[2568457],[2577607],[2581746],[2584527],[2585152],[2597032],[2603739],[2605188],[2612443],[2613529],[2620808],[2625623],[2628385],[2639312],[2640101],[2642863],[2645022],[2658718],[2662124],[2668616],[2676754],[2677543],[2680825],[2693183],[2694269],[2706363],[2709125],[2725133],[2726736],[2735663],[2737109],[2749318],[2763929],[2773709],[2783865],[2803810],[2822427] ] cell #3778 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [994052],[1116562],[1159477],[1180323],[1190887],[1235485],[1243654],[1286913],[1308389],[1319592],[1319812],[1325333],[1364903],[1408853],[1417022],[1430715],[1438884],[1441955],[1449671],[1450745],[1456095],[1466989],[1488851],[1494918],[1521709],[1522815],[1524295],[1539287],[1561279],[1572371],[1572677],[1580540],[1586398],[1597377],[1608271],[1609377],[1610857],[1618853],[1629747],[1633453],[1651325],[1652404],[1653579],[1653885],[1662219],[1668286],[1684081],[1685187],[1686667],[1690148],[1701175],[1701659],[1713075],[1725667],[1736646],[1737725],[1738900],[1739206],[1746513],[1757492],[1760852],[1761158],[1768386],[1769492],[1770972],[1778225],[1779265],[1780336],[1780820],[1789204],[1800098],[1802684],[1810680],[1811759],[1812934],[1813240],[1821574],[1825280],[1827641],[1848754],[1857079],[1861346],[1862386],[1863457],[1863941],[1868745],[1877070],[1881337],[1884527],[1885011],[1887666],[1892316],[1893395],[1894570],[1894876],[1899346],[1899396],[1899472],[1903901],[1911938],[1922917],[1925171],[1925477],[1932784],[1933824],[1934895],[1935379],[1943763],[1947123],[1947429],[1954657],[1957243],[1958363],[1973347],[1977875],[1979374],[1979424],[1979500],[1983929],[1992284],[1996812],[1997767],[1998311],[2003906],[2006636],[2006942],[2010903],[2011943],[2013014],[2013498],[2018288],[2027484],[2035809],[2040076],[2042187],[2042671],[2046405],[2047475],[2047525],[2047601],[2052030],[2060067],[2063257],[2063741],[2066396],[2071046],[2073300],[2073606],[2074406],[2074712],[2080139],[2082333],[2088621],[2088896],[2089022],[2092461],[2094422],[2106336],[2110176],[2111529],[2115306],[2119350],[2119834],[2121333],[2121383],[2121459],[2125888],[2142776],[2147304],[2148803],[2148929],[2153358],[2157128],[2157434],[2158544],[2159319],[2159395],[2167196],[2167740],[2173335],[2176065],[2176371],[2180332],[2182443],[2182927],[2183522],[2184006],[2189402],[2192234],[2192284],[2192360],[2194222],[2196442],[2197484],[2210582],[2212802],[2218499],[2221719],[2221994],[2222120],[2225559],[2227520],[2228295],[2228371],[2238779],[2240973],[2247261],[2247536],[2247662],[2251101],[2253062],[2256231],[2260275],[2260759],[2262876],[2270169],[2273946],[2277990],[2278474],[2279429],[2279973],[2280099],[2284528],[2285568],[2290015],[2290568],[2291211],[2293674],[2295144],[2300602],[2300678],[2305195],[2307389],[2310054],[2315462],[2315588],[2317450],[2319670],[2320712],[2326487],[2336073],[2337573],[2338905],[2339031],[2340893],[2343113],[2344155],[2348810],[2352030],[2355870],[2365170],[2368390],[2368665],[2368791],[2372230],[2373583],[2374191],[2374966],[2375042],[2383220],[2383696],[2384485],[2389233],[2390429],[2392892],[2396938],[2398438],[2399770],[2399896],[2403190],[2403833],[2406296],[2407766],[2413300],[2424421],[2425064],[2425696],[2426208],[2427527],[2428997],[2434455],[2434531],[2436393],[2438613],[2447983],[2449315],[2449441],[2451303],[2453523],[2454565],[2460340],[2468764],[2472903],[2474168],[2479469],[2480112],[2480744],[2481256],[2482575],[2485259],[2486048],[2491992],[2494455],[2500001],[2501333],[2501459],[2504222],[2505011],[2505564],[2509759],[2510955],[2513418],[2514888],[2520422],[2523716],[2524359],[2524991],[2525503],[2526822],[2528292],[2533826],[2548720],[2553335],[2554124],[2554677],[2559094],[2564498],[2569799],[2570442],[2571074],[2571586],[2572905],[2575789],[2576265],[2579928],[2581193],[2587137],[2589600],[2592284],[2593073],[2593626],[2599017],[2601480],[2608484],[2613232],[2617347],[2618990],[2619466],[2626266],[2627909],[2632524],[2633313],[2633866],[2642387],[2647791],[2652761],[2653237],[2658165],[2664109],[2666572],[2670396],[2674071],[2681614],[2687372],[2687848],[2698087],[2699730],[2708649],[2714053],[2717735],[2722247],[2728516],[2742564],[2755865],[2761197],[2766311],[2779376],[2807997] ] cell #3779 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [875714],[992992],[993351],[994018],[1034453],[1054444],[1065691],[1079725],[1100081],[1109841],[1115948],[1116648],[1116774],[1158776],[1159443],[1179263],[1179622],[1180289],[1190123],[1199571],[1203184],[1206115],[1208421],[1225046],[1226857],[1236774],[1237960],[1239080],[1243016],[1243879],[1257518],[1271552],[1280192],[1286999],[1287125],[1291908],[1301668],[1307775],[1308475],[1308601],[1318532],[1318891],[1319558],[1320425],[1328848],[1334714],[1337645],[1339951],[1343564],[1355600],[1361943],[1365556],[1367367],[1368487],[1370793],[1378470],[1394801],[1398414],[1401345],[1403651],[1410142],[1412448],[1417247],[1418898],[1420276],[1422087],[1432004],[1433190],[1434310],[1438246],[1439109],[1442950],[1449057],[1449757],[1449883],[1450799],[1451466],[1458933],[1467573],[1470504],[1471690],[1481607],[1492366],[1493552],[1497126],[1498232],[1501163],[1507082],[1508893],[1525224],[1526410],[1531090],[1534021],[1536327],[1539940],[1542871],[1549165],[1551976],[1561932],[1563743],[1564863],[1567169],[1572731],[1573660],[1574846],[1579902],[1580765],[1583975],[1590725],[1599991],[1600215],[1602026],[1611786],[1612972],[1621467],[1621691],[1623502],[1630331],[1634448],[1638022],[1653939],[1654163],[1655974],[1662803],[1665734],[1666920],[1671376],[1671600],[1676837],[1678588],[1688782],[1692356],[1693462],[1696393],[1704123],[1713489],[1723244],[1728633],[1729994],[1739260],[1739484],[1741295],[1744090],[1749479],[1750840],[1760106],[1762141],[1773087],[1791818],[1792042],[1793853],[1798215],[1803613],[1804799],[1813294],[1815329],[1822158],[1826275],[1829849],[1839580],[1849168],[1853331],[1869159],[1873322],[1884303],[1894930],[1896965],[1909515],[1914904],[1916265],[1920344],[1925531],[1925755],[1927566],[1946377],[1948412],[1959358],[1970200],[1989137],[2002888],[2006996],[2027898],[2032061],[2063033],[2073660],[2075695],[2139629],[2172317],[2176425], 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] cell #3780 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [226084,1291604],[235012,1581897],[263526,1378166],[282252,1421812],[290194,1703162],[292985,1451086],[305806,1471386],[325453,1508618],[329834,1008347],[333627,1783402],[347028,1293540],[356051,1828844],[356427,1575000],[357193,1574542],[371031,1596703],[373979,1601751],[375917,1089983],[379710,1866523],[393868,1634144],[396141,1380102],[405139,1906144],[405515,1667074],[412831,1666616],[420164,1164017],[423957,1937961],[431027,1703387],[431160,1950947],[432478,1703848],[447712,1725039],[447815,1725487],[448962,1218836],[451034,1472202],[457157,1986172],[457533,1471844],[470326,1756818],[473274,1761866],[475212,1249338],[479005,2016080],[483853,2020313],[485736,1793117],[485869,2024529],[491557,1788530],[494505,1793578],[496443,1025847],[500236,1801532],[500990,1804495],[506702,2054273],[507078,1292062],[514394,1825971],[515102,1829764],[516667,1576478],[528548,1330546],[530674,1594602],[532837,1850500],[533286,1092377],[533394,1850676],[541762,2096447],[543645,1601290],[543778,2100663],[553288,1875221],[558122,1880709],[558225,1881157],[559372,1381208],[561444,1634960],[562533,2129986],[567567,2128131],[567943,1378624],[570199,1908751],[573197,2132758],[575260,1916180],[581565,1911310],[581668,1911758],[582815,1134531],[584887,1667432],[589269,1922243],[591010,1923644],[591386,911249],[592217,1927291],[596475,2160569],[598358,1421351],[598491,2164785],[604179,1943089],[607127,1948137],[609065,1181517],[612858,1956091],[613612,1959054],[618376,1453320],[624399,1722858],[627199,1971670],[627492,969842],[633810,1722480],[636808,2204311],[638871,1729909],[649215,1994629],[649318,1995077],[649677,1494064],[651803,1754717],[653966,2000057],[654415,1251732],[654523,2000233],[659087,2234865],[659463,1255856],[662891,2229545],[664774,1508157],[664907,2233761],[667840,2027023],[670456,2237703],[675219,1263267],[677345,1786429],[679508,2029230],[679957,1010741],[680065,2029406],[688433,2039448],[688536,2039896],[689683,797511],[690316,1031111],[690449,2041215],[691755,1545689],[693427,1550971],[696425,2263928],[698488,1551891],[699959,2053951],[704793,2059439],[704896,2059887],[706043,1294646],[708115,1826787],[709204,2056128],[712497,2070372],[714238,2071773],[714614,1060806],[715445,2075420],[719946,1583589],[721532,1845520],[722294,1841583],[726295,2294837],[726852,1848659],[736816,1848293],[739432,2304119],[744195,1349313],[749546,1616078],[752699,2108357],[753148,1363770],[753256,2108533],[755569,1878528],[756308,2325499],[758369,2113629],[758662,1124401],[763765,1385521],[763898,2332526],[764980,1637017],[767978,2327539],[770041,1637937],[771512,2127809],[773259,2138712],[775698,1387453],[777016,1387973],[782610,2138527],[783039,1909129],[785839,2141099],[786132,891723],[792450,909154],[792728,1670009],[794891,2150549],[795340,906245],[795448,2150725],[800938,1680371],[803554,2358832],[807855,2164058],[807958,2164506],[808317,1426025],[810443,1940988],[812606,2169486],[813055,1166411],[813163,2169662],[817727,2165889],[818103,1170535],[821531,2179704],[821634,2180152],[822781,939470],[823414,1186781],[823547,2181471],[824853,1708061],[829617,1712980],[830748,1966398],[831487,2385813],[832011,1963329],[833135,1719873],[836243,2387697],[841797,1729788],[847117,1969283],[849556,1474259],[850874,1474779],[856468,2210080],[857176,2212476],[860202,1743704],[861788,1487044],[862550,1991140],[864042,2215336],[864335,1234340],[867108,1998216],[867648,1507932],[867849,2415261],[874467,1505296],[875776,1004118],[877072,1764676],[879688,2416741],[883989,2233034],[884092,2233482],[884451,1512831],[888480,1517999],[889375,1518153],[890961,2024250],[892001,1790451],[895724,2242980],[895827,2243428],[896281,2027389],[906061,1796542],[908861,2254554],[915218,1288826],[918975,1551491],[922128,2266997],[922577,1295961],[922685,2267173],[924090,1054506],[924998,2057258],[925737,2261888],[927798,2272269],[928091,1041280],[933194,1298959],[933327,2268915],[934409,1058711],[934687,1829364],[936850,2281719],[937299,1055802],[937407,2281895],[945218,2079378],[947154,2082238],[947694,1591575],[947895,2470128],[948260,2079063],[949575,1845799],[952280,2471450],[958031,1854377],[960418,1598104],[966599,1604561],[967494,1604715],[969080,2100384],[970120,1598624],[973843,2309396],[973946,2309844],[974667,2311942],[977079,1356551],[977746,1868650],[978877,1616286],[980140,2105288],[981264,1875543],[984741,2495843],[985498,1119485],[989926,1627940],[992473,1374850],[995246,1375388],[999003,1637537],[1002156,2330608],[1002605,1382523],[1002713,2330784],[1007241,1388373],[1009478,2135827],[1010217,2335061],[1010557,1913231],[1011865,1138844],[1012143,1906664],[1014416,2339721],[1014865,1135846],[1014973,2339897],[1020527,1916059],[1028286,1669489],[1035906,2359147],[1036364,1171769],[1038932,1680525],[1040518,1424273],[1041558,1945010],[1042772,2362007],[1043065,1167535],[1045838,2167645],[1046378,1421126],[1046579,2357352],[1053197,1700526],[1055618,1951101],[1058418,2375683],[1065206,2543310],[1067227,2188714],[1068931,2545087],[1069688,1198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] cell #3781 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [359781],[431641],[486350],[515221],[544259],[575379],[598972],[608071],[638990],[665388],[668964],[673363],[690930],[698607],[737940],[742339],[764379],[770160],[774574],[797630],[802062],[806461],[824028],[842559],[848432],[875895],[878196],[882595],[887165],[907369],[911768],[916533],[917657],[933808],[939589],[951778],[959294],[965284],[985687],[990688],[994157],[996561],[997685],[1021289],[1027162],[1036722],[1038037],[1054625],[1056926],[1061325],[1069877],[1073861],[1081343],[1084861],[1106337],[1108731],[1113853],[1119843],[1121158],[1138049],[1145565],[1151555],[1162911],[1171958],[1176959],[1180428],[1182832],[1183956],[1196221],[1200083],[1207370],[1211354],[1222354],[1229232],[1233216],[1234913],[1240698],[1244216],[1248232],[1261704],[1265688],[1273170],[1276688],[1298164],[1300558],[1305680],[1311670],[1312985],[1322312],[1324761],[1336601],[1340463],[1347750],[1351734],[1358593],[1362455],[1369742],[1373726],[1384726],[1391451],[1395313],[1402600],[1406584],[1417584],[1424462],[1428446],[1430143],[1435928],[1439446],[1443462],[1452738],[1463968],[1466417],[1478257],[1482119],[1485830],[1488279],[1500119],[1503981],[1511268],[1515252],[1518688],[1521137],[1532977],[1536839],[1544126],[1548110],[1554969],[1558831],[1566118],[1570102],[1581102],[1594020],[1603281],[1605250],[1607699],[1615496],[1626726],[1629175],[1641015],[1644877],[1647968],[1659198],[1661647],[1673487],[1677349],[1681060],[1683509],[1695349],[1699211],[1706498],[1710482],[1719458],[1727495],[1731881],[1733289],[1754135],[1765365],[1767814],[1785847],[1795108],[1797077],[1799526],[1807323],[1818553],[1821002],[1832842],[1836704],[1844938],[1846488],[1852547],[1856507],[1883165],[1888959],[1905729],[1913766],[1918152],[1919560],[1940406],[1951636],[1954085],[1967455],[1969759],[1985757],[1996045],[2002104],[2023668],[2025218],[2031277],[2035237],[2061895],[2067689],[2079539],[2099802],[2101352],[2109414],[2136884],[2139188],[2165474],[2171533],[2208437],[2212637],[2234450],[2238179],[2268054],[2304595],[2331665],[2359308],[2417217],[2471926] ] cell #3782 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3783 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3784 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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405746,2407129],[2408912,2682345],[2409544,2418433],[2410400,2563587],[2411670,2827981],[2419257,2572355],[2424778,2692783],[2424947,2691328],[2430143,2777360],[2431631,2697009],[2432901,2833464],[2440488,2702761],[2447811,2594615],[2452516,2786475],[2455398,2871264],[2475710,2721509],[2479826,2724733],[2479995,2723278],[2487590,2489005],[2491706,2627106],[2491875,2802119],[2493905,2495288],[2499829,2634855],[2510669,2741375],[2510838,2809038],[2512868,2809110],[2517522,2745601],[2518792,2746393],[2524242,2652981],[2529438,2750838],[2530926,2657254],[2532196,2857577],[2539783,2666022],[2548940,2673166],[2558575,2559314],[2566040,2567455],[2566209,2771043],[2570325,2687592],[2582735,2778638],[2586851,2781862],[2587020,2780407],[2589050,2835708],[2598731,2707846],[2598900,2839725],[2600930,2602313],[2606854,2715595],[2617230,2722467],[2627390,2628129],[2642607,2741659],[2649333,2811771],[2659707,2661122],[2659876,2817843],[2663992,2756085],[2697970,2779596],[2699950,2782146],[2708130,2708869],[2715764,2791747],[2744991,2746562] ] cell #3785 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1116354],[1242698],[1308181],[1365028],[1372177],[1437928],[1449463],[1456220],[1495474],[1549571],[1561404],[1568553],[1579584],[1586954],[1625154],[1651450],[1678270],[1690704],[1701784],[1708933],[1715856],[1736771],[1778781],[1780945],[1796066],[1805077],[1816981],[1828197],[1861902],[1864066],[1902127],[1903678],[1904457],[1919066],[1935504],[1950064],[1982155],[1983706],[1984485],[2013623],[2022184],[2022656],[2036330],[2051807],[2052586],[2098318],[2098790],[2125665],[2126444],[2132711],[2133960],[2162440],[2162912],[2204264],[2205513],[2217843],[2231416],[2231888],[2237819],[2263881],[2265130],[2304235],[2316841],[2327492],[2328741],[2358948],[2359944],[2387650],[2406900],[2416857],[2417853],[2446312],[2471566],[2477333],[2484229],[2498330],[2538379],[2543877],[2551522],[2584358],[2605355],[2614147],[2645189],[2694887], [993043,1503507],[1080710,1597502],[1102186,1618978],[1115880,1632798],[1179314,1698737],[1207098,1726223],[1228960,1747069],[1240065,1757617],[1242937,1760507],[1272537,1789329],[1294013,1810805],[1307707,1824625],[1318583,1836230],[1335693,1851535],[1357685,1871526],[1369470,1881893],[1374269,1886584],[1380575,1892441],[1402328,1912494],[1413433,1923042],[1418949,1928790],[1424190,1933340],[1435295,1943888],[1438167,1946778],[1448989,1957708],[1462396,1723893],[1472675,1978000],[1484258,1745729],[1499211,2001092],[1504026,2005049],[1510996,2011459],[1532069,2030265],[1543854,2040632],[1546162,2042796],[1548653,2045323],[1549097,2045750],[1554061,2050256],[1565846,2060623],[1570645,2065314],[1576951,2071171],[1579823,2074061],[1582467,2076919],[1584624,1585614],[1598955,2089536],[1603009,2093017],[1626771,2112450],[1633805,2118315],[1635433,2119959],[1640107,2124114],[1657626,1910164],[1667905,2147429],[1670340,2149443],[1672579,2151584],[1674659,2153135],[1675514,2153914],[1677394,2155541],[1678509,2156783],[1679488,1932000],[1694441,2170521],[1699256,2174478],[1706226,2180888],[1708534,2183052],[1711025,2185579],[1711469,2186006],[1719503,2191822],[1727540,2197797],[1727617,2197942],[1730973,2200922],[1754619,2219102],[1759070,2222634],[1763124,2226115],[1763793,2010119],[1776451,1777441],[1790782,2248176],[1794836,2251657],[1795505,2038302],[1797122,2253375],[1797199,2253520],[1801431,2256958],[1801661,2257430],[1804156,2259240],[1818598,2271090],[1825632,2276955],[1827260,2278599],[1829695,2280613],[1831934,2282754],[1834014,2284305],[1834869,2285084],[1836749,2286711],[1837864,2287953],[1843926,2084184],[1845422,2293157],[1848246,2296045],[1852282,2298096],[1853031,2298522],[1859572,1860562],[1876394,2316102],[1878381,2317619],[1883210,2321025],[1883287,2321170],[1886643,2324150],[1903117,2143975],[1905774,2338493],[1906995,2339545],[1913811,2344468],[1913888,2344613],[1917244,2347593],[1918692,2350935],[1919295,2348987],[1920044,2349413],[1923445,2352184],[1939050,2364514],[1940890,2365773],[1945341,2369305],[1949395,2372786],[1951681,2374504],[1951758,2374649],[1955990,2378087],[1956220,2378559],[1958715,2380369],[1963282,2187727],[1966251,2385839],[1969399,2388471],[1973364,2390587],[1974546,1983145],[1985802,2399358],[1987023,2400410],[1993483,2217282],[1996090,2406609],[1996167,2406754],[1997803,2408667],[2001839,2410718],[2002588,2411144],[2017169,2422423],[2021810,2246166],[2024152,2427010],[2025263,2427840],[2025340,2427985],[2026976,2429898],[2031012,2431949],[2031761,2432375],[2036510,2438088],[2037120,2436562],[2051246,2275145],[2055124,2449955],[2056027,2450694],[2057111,2451472],[2061940,2454878],[2062017,2455023],[2065373,2458003],[2066821,2461345],[2067424,2459397],[2068173,2459823],[2071574,2462594],[2077281,2467368],[2079179,2289253],[2080175,2470694],[2085072,2472490],[2087526,2097944],[2100286,2482058],[2101397,2482888],[2101474,2483033],[2105241,2310955],[2109149,2488053],[2109898,2488479],[2111358,2490034],[2115323,2492150],[2116505,2125104],[2128982,2501973],[2129885,2502712],[2134140,2342588],[2135086,2508176],[2135680,2506365],[2136619,2507016],[2137368,2507442],[2138828,2508997],[2142793,2511113],[2162066,2367295],[2165519,2527135],[2165596,2527280],[2165690,2527426],[2167232,2529193],[2171268,2531244],[2172017,2531670],[2176766,2537383],[2177376,2535857],[2188561,2382807],[2189231,2545672],[2195917,2205693],[2196913,2550650],[2206639,2557289],[2207233,2555478],[2208172,2556129],[2208921,2556555],[2210422,2557756],[2212277,2401875],[2213273,2402749],[2216100,2561081],[2218170,2562820],[2220624,2231042],[2234495,2573218],[2234572,2573363],[2234666,2573509],[2235921,2574393],[2235964,2574451],[2238815,2577719],[2240170,2578591],[2241642,2577776],[2243712,2579515],[2261639,2591254],[2265310,2452998],[2266256,2448807],[2267789,2595078],[2268538,2595504],[2269998,2597059],[2273963,2599175],[2289855,2610497],[2290882,2612030],[2297549,2615942],[2302337,2617594],[2302380,2617652],[2305231,2620920],[2306586,2621792],[2308058,2620977],[2310158,2622417],[2311789,2484370],[2312459,2484810],[2314954,2316467],[2319145,2328921],[2320141,2490908],[2325250,2631494],[2329867,2500825],[2331400,2635318],[2332149,2635744],[2333601,2636895],[2334812,2637544],[2335902,2639339],[2343584,2644317],[2353310,2650956],[2357093,2651423],[2361299,2526043],[2362771,2654748],[2364841,2656487],[2383324,2668367],[2384835,2669068],[2384878,2669126],[2385564,2669507],[2389073,2671336],[2390100,2672869],[2394466,2674337],[2395677,2674986],[2396767,2676781],[2402477,2558312],[2403504,2558278],[2405517,2407080],[2410171,2563260],[2412666,2414179],[2415002,2686034],[2419208,2572126],[2420680,2689359],[2423708,2691237],[2424735,2692770],[2431402,2696682],[2439084,2701660],[2440439,2702532],[2444011,2703157],[2445222,2592028],[2453994,2597933],[2463720,2607850],[2469344,2718417],[2469869,2718685],[2473007,2720218],[2475247,2721358],[2478756,2723187],[2479783,2724720],[2484887,2622869],[2485003,2485088],[2486398,2727188],[2486441,2727246],[2487127,2727627],[2490636,2627127],[2491663,2627093],[2493676,2495239],[2496029,2732457],[2497240,2632268],[2503850,2736860],[2509599,2739829],[2510626,2741362],[2516203,2743479],[2517293,2745274],[2530697,2656927],[2533192,2534705],[2539734,2665793],[2545273,2760053],[2549825,2762147],[2550378,2672903],[2551064,2673502],[2552963,2763680],[2559674,2766993],[2560199,2767261],[2563337,2682332],[2563453,2563538],[2565577,2769934],[2580032,2777347],[2582272,2778487],[2585781,2780316],[2586808,2781849],[2597661,2707867],[2598688,2707833],[2600701,2602264],[2604265,2713008],[2615543,2795845],[2616019,2721496],[2616135,2616220],[2624462,2799934],[2629014,2802028],[2630253,2731622],[2643492,2808947],[2644045,2741396],[2644731,2741995],[2646630,2810480],[2657004,2750825],[2657120,2657205],[2659244,2816734],[2683925,2827968],[2696283,2833451],[2696759,2778625],[2696875,2696960],[2701388,2781883],[2702074,2782482],[2709754,2839634],[2710993,2788751],[2745351,2811758],[2745467,2745552],[2752418,2857564],[2758209,2820729] ] cell #3786 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1504733],[1633653],[1678101],[1699963],[1711943],[1753623],[1761354],[1804004],[1825480],[1837456],[1837625],[1842506],[1878099],[1885420],[1919048],[1926779],[1939894],[1947625],[1950625],[1958563],[1959636],[1964177],[1973126],[1992063],[1997383],[2004306],[2004766],[2021236],[2022166],[2023217],[2036838],[2056829],[2064150],[2067177],[2067195],[2074908],[2079755],[2088421],[2097370],[2098300],[2099351],[2106136],[2115085],[2117356],[2117600],[2133606],[2134468],[2135442],[2135460],[2142555],[2147875],[2161492],[2162422],[2163473],[2166812],[2173735],[2174195],[2176586],[2177094],[2184415],[2187412],[2196493],[2205159],[2206021],[2206995],[2207013],[2212853],[2219039],[2221519],[2223662],[2230468],[2231398],[2232449],[2238395],[2239183],[2239990],[2240498],[2247061],[2256010],[2257991],[2261168],[2264776],[2265638],[2266612],[2266630],[2273725],[2275996],[2276240],[2279045],[2285968],[2286428],[2293094],[2295730],[2301913],[2304811],[2305599],[2306406],[2306914],[2310640],[2316823],[2317917],[2319721],[2324711],[2328387],[2329249],[2330223],[2330241],[2334083],[2334126],[2335232],[2337189],[2343164],[2351830],[2353666],[2353684],[2356270],[2356730],[2359524],[2360312],[2361119],[2361627],[2365710],[2368190],[2370333],[2377139],[2379120],[2379410],[2379654],[2386137],[2391903],[2394004],[2394948],[2394991],[2396097],[2398054],[2405307],[2407408],[2408352],[2414535],[2414553],[2417433],[2418221],[2419028],[2419536],[2423183],[2426947],[2429583],[2435766],[2437878],[2438664],[2440259],[2440767],[2442954],[2443198],[2444493],[2444536],[2445642],[2447599],[2451770],[2453574],[2458564],[2459760],[2462240],[2464076],[2464094],[2464383],[2470379],[2474518],[2474561],[2475445],[2476913],[2478231],[2481995],[2487325],[2488793],[2493466],[2495059],[2495567],[2496511],[2496554],[2497660],[2499617],[2506663],[2507379],[2512429],[2514530],[2515212],[2515474],[2515517],[2516401],[2518580],[2521034],[2522478],[2523003],[2524030],[2528878],[2535061],[2535079],[2536155],[2537959],[2539554],[2540062],[2546231],[2546274],[2546748],[2547430],[2549300],[2549591],[2555776],[2556492],[2557804],[2559965],[2562679],[2564848],[2564891],[2565775],[2567243],[2568561],[2569086],[2570113],[2576589],[2577404],[2578074],[2581543],[2581586],[2582470],[2583938],[2584977],[2585256],[2585547],[2591912],[2595441],[2600491],[2602084],[2602592],[2603536],[2603579],[2606642],[2610545],[2610818],[2611151],[2612547],[2613430],[2616544],[2617018],[2619790],[2620605],[2621275],[2622349],[2625420],[2625463],[2626619],[2628489],[2628780],[2632152],[2635681],[2638661],[2639898],[2639941],[2641097],[2642967],[2643258],[2645726],[2653561],[2655046],[2656346],[2658515],[2658558],[2659442],[2660910],[2662228],[2662753],[2663780],[2668299],[2668517],[2668901],[2671384],[2671990],[2673386],[2676103],[2677340],[2677383],[2679200],[2679533],[2680929],[2681812],[2684926],[2688172],[2689657],[2691558],[2691891],[2691980],[2693287],[2694170],[2697284],[2697758],[2704923],[2706160],[2706203],[2707359],[2709229],[2709520],[2712892],[2718131],[2720150],[2720752],[2723508],[2723841],[2723930],[2725237],[2726637],[2727021],[2728840],[2730110],[2731506],[2734223],[2735460],[2735503],[2737010],[2737394],[2739877],[2740483],[2741879],[2745876],[2747693],[2748026],[2748115],[2749422],[2750305],[2753419],[2761593],[2763830],[2764214],[2766707],[2768294],[2769328],[2772084],[2772417],[2772506],[2773813],[2775260],[2777279],[2777881],[2780970],[2782366],[2783766],[2784150],[2787239],[2788635],[2792632],[2794909],[2796712],[2797385],[2800555],[2801474],[2803711],[2804095],[2808393],[2811014],[2813507],[2816128],[2819217],[2820613],[2822328],[2823833],[2825741],[2829508],[2834318],[2834991],[2839080],[2841701],[2843676],[2845231],[2853429],[2859104],[2861416],[2868003],[2878510] ] cell #3787 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [561974],[628023],[658393],[658825],[692285],[708645],[730600],[759193],[763047],[763123],[786663],[799318],[799750],[817033],[817465],[825383],[839914],[864866],[867716],[870856],[874986],[900029],[909685],[913539],[913615],[928622],[932476],[932552],[941277],[941709],[942353],[947762],[953545],[982573],[985568],[988043],[992996],[1018644],[1026455],[1029595],[1033725],[1046446],[1049586],[1053716],[1063096],[1063172],[1064428],[1068071],[1069758],[1080845],[1102321],[1104732],[1108104],[1116017],[1134033],[1135139],[1139816],[1150993],[1153468],[1171839],[1174314],[1179267],[1182125],[1189395],[1190304],[1195594],[1207251],[1218338],[1219444],[1224359],[1227426],[1229113],[1240200],[1243092],[1259898],[1261585],[1262705],[1263875],[1272672],[1278455],[1294148],[1295254],[1299931],[1307844],[1311108],[1311227],[1318536],[1323045],[1335974],[1345944],[1347631],[1348751],[1349921],[1357966],[1369623],[1380710],[1381816],[1390824],[1391944],[1393631],[1393750],[1402481],[1413568],[1418902],[1422656],[1424343],[1425463],[1426633],[1435430],[1438322],[1449126],[1464701],[1472810],[1477630],[1478750],[1480437],[1480556],[1494672],[1499492],[1509462],[1511149],[1512269],[1513439],[1532350],[1544007],[1546297],[1549234],[1554342],[1555462],[1557149],[1557268],[1565999],[1577086],[1579978],[1591985],[1600060],[1603162],[1621536],[1624638],[1635568],[1640388],[1641508],[1643195],[1643314],[1659931],[1668040],[1671445],[1672860],[1675667],[1675786],[1678664],[1694722],[1706379],[1708669],[1713628],[1728709],[1731254],[1749555],[1752100],[1760175],[1763277],[1763396],[1791887],[1794989],[1798291],[1827395],[1832215],[1835022],[1835141],[1839586],[1849307],[1853337],[1869298],[1873328],[1884379],[1914980],[1917525],[1920350],[1946446],[1949548],[1949667],[1970206],[1989143],[2002894],[2028037],[2032067],[2063109],[2139635],[2172323], 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] cell #3788 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [138084,1038145],[164904,1121266],[178282,1163193],[195547,1211462],[210232,1248514],[225928,1039982],[233397,1313093],[244155,1335584],[246515,1340745],[261809,1373834],[263370,1123103],[276287,1406692],[280960,918439],[290972,1443744],[302893,1465806],[303210,1466192],[305650,1212220],[321127,1499102],[323487,1504263],[324161,998467],[330626,776480],[337822,1531960],[340182,1537121],[345102,1548218],[355476,1570210],[357037,1314930],[359833,1581917],[365369,1074727],[368385,1333333],[370386,1595900],[370658,1596233],[376709,850338],[387196,1622561],[390955,1628564],[391272,1628950],[393712,1374592],[409918,1661036],[410235,1661422],[412675,1407450],[416272,1672470],[418632,1677631],[428152,1694332],[430512,1699493],[431186,934151],[432291,1703182],[435432,1710590],[435634,1451220],[439370,1192953],[444654,1463258],[447111,1724711],[449754,969584],[464664,1234082],[465506,1750179],[465823,1750565],[467680,1496851],[469681,1756015],[469953,1756348],[485895,1011607],[487711,1783422],[488911,1529709],[490912,1787727],[491184,1788060],[497235,792192],[498077,1798915],[498394,1799301],[499683,1801552],[500834,1285070],[507722,1814388],[511481,1820391],[511798,1820777],[514238,1570968],[516229,1829188],[516546,1577245],[517835,1831825],[520195,1836986],[524098,1321602],[525377,1590450],[530138,1593826],[533420,1092308],[543804,1093243],[545620,1866543],[549780,1355325],[552643,1874418],[552915,1874751],[555064,1626016],[557521,1880381],[560164,1124143],[568587,1896024],[573223,1130542],[577175,1906488],[577492,1668199],[578149,1908019],[578507,1658488],[580964,1910982],[583607,891465],[586623,1410077],[588624,1921440],[588896,1921773],[590424,1923988],[590741,911383],[598517,1167277],[599359,1936450],[599676,1936836],[600333,1937981],[601533,1692081],[603534,1942286],[603806,1942619],[608899,1705708],[609171,1951259],[610699,1953474],[611016,1953860],[612305,1956111],[613456,1447828],[617840,1452544],[618913,1718748],[627512,969761],[628791,1729719],[636834,1214847],[640786,1986516],[641103,1472969],[641760,1988047],[642406,1989298],[645227,1485120],[646506,1486975],[648614,1994301],[651267,1753941],[654549,1251663],[664933,1252598],[665775,2014569],[666092,2014955],[666749,2016100],[670769,1257525],[671333,2020454],[672048,1782277],[672978,1533956],[675053,1794318],[675325,2024841],[676142,2025977],[676459,2026363],[676809,1785653],[680091,1010672],[685375,1539947],[687832,2039120],[689517,1031131],[689789,2041527],[690475,796652],[696451,1290657],[699314,2053148],[699586,2053481],[700403,2054617],[700720,1294307],[701377,2056148],[701735,1817843],[704192,2059111],[706835,1041022],[709851,1573595],[710167,1832040],[711852,2069569],[712124,2069902],[713652,2072117],[713969,1060940],[719159,1839741],[720996,1844744],[731146,1854427],[739745,1343571],[740309,2096588],[741024,1865398],[741954,1337580],[744029,1602491],[744301,2100975],[745118,2102111],[745435,2102497],[746071,2103623],[749010,1615302],[750083,1616336],[753282,1363701],[758682,1124320],[759961,1627871],[763924,1127801],[768004,1377219],[770867,2127006],[771139,2127339],[771956,2128475],[772273,1380869],[772930,2130006],[773648,1908892],[775131,2133008],[777062,2132877],[777553,1905019],[778543,1662810],[779822,1655909],[781068,1917350],[781965,2137724],[782237,2138057],[786152,891642],[787431,1915990],[792369,909174],[795474,906176],[801046,2158727],[803867,1420283],[804431,2160710],[805146,1422022],[806076,1696328],[807254,2163730],[808151,1423672],[808423,2165097],[809240,2166233],[809557,1170669],[809907,1940212],[813189,1166342],[818473,1702319],[820930,2179376],[822615,1186801],[822887,2181783],[823573,938611],[828793,1961664],[836269,1460679],[839424,1970361],[841261,1975364],[847506,1722621],[848989,2204561],[850920,2204430],[851411,1985047],[852401,1467580],[853680,1741230],[854926,1731079],[855823,2209277],[856095,2209610],[859415,1486589],[861252,1744567],[864355,1234259],[867875,1246469],[871402,1754975],[874601,1505227],[877180,2227703],[880001,1507089],[880565,2229686],[881280,1508828],[882210,1501098],[883388,2232706],[884285,1510478],[884557,2234073],[885374,2235209],[885691,1255990],[886392,2027142],[886571,2236202],[887904,2238263],[888588,2018471],[889073,2237649],[890425,2023474],[892538,1782559],[895123,2242652],[900575,2033157],[910453,2044128],[915500,2262263],[915607,1551315],[917090,2264178],[919021,2264047],[919512,1551983],[920502,1822165],[921781,1815264],[922711,1295892],[923027,1554167],[923924,1298979],[924196,2269227],[928111,1041199],[929390,1819698],[933353,1044680],[934328,1058731],[937433,1055733],[947921,1327663],[948649,1841724],[949683,2293857],[952593,1590732],[953157,2294978],[956076,2085908],[963552,1601961],[964511,1848412],[964690,2302618],[966023,2304679],[966707,2094605],[967192,2304065],[968544,2099608],[970657,1865680],[973242,2309068],[976922,1616669],[977099,1356470],[984398,1623437],[984897,1375480],[987553,1627485],[989390,1879391],[992493,1374769],[995528,2325874],[995635,1637361],[997118,2327789],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] cell #3789 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3790 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [168462,481598],[174344,686178],[175977,910907],[176149,690106],[197762,539507],[215488,787885],[221587,1029202],[223469,796834],[226582,594220],[232464,819276],[234097,1060464],[234269,823204],[250099,629245],[264024,660636],[269888,899636],[270336,894331],[276983,909317],[283394,695045],[283870,929844],[285298,1170193],[285470,924513],[289969,1184872],[291851,938793],[299910,724902],[310128,730207],[310576,972450],[326595,766598],[327071,760415],[328499,1255514],[328671,1004541],[330257,1006674],[332807,786295],[333402,1266688],[346090,1289738],[347375,802764],[347567,1043712],[349077,1049193],[349525,1043888],[350697,1044862],[356172,1058874],[361792,827944],[374568,845167],[376340,1088310],[378890,627655],[379485,1352734],[387972,865158],[395203,1376300],[396488,878898],[396680,1126833],[398190,870463],[398638,1127009],[399810,1127983],[401250,1129913],[402554,1389285],[405260,1139007],[417601,1158721],[419283,1419138],[419778,1161402],[420587,1162344],[420791,1168152],[421069,695163],[423137,928254],[423732,1168451],[433620,936027],[435696,942170],[437034,943642],[442034,1458654],[446177,955227],[449385,1208366],[451381,962160],[451573,1223796],[453268,1214218],[454572,1476091],[457278,1223312],[461087,976073],[466808,982180],[473863,993296],[474331,1505944],[474826,1246723],[475635,1247665],[475839,1253473],[476117,766716],[478185,758825],[478780,1253772],[482572,1518970],[483067,1259518],[495094,1023897],[496866,1280137],[500011,1549110],[501839,1549770],[501957,1289507],[502813,1290028],[503485,1296593],[504117,1291853],[506823,1043228],[517014,1057628],[517206,1059358],[519164,1318836],[520336,1064086],[521880,827241],[526805,1588508],[527300,1327917],[528971,1329979],[531084,1076725],[533664,1079670],[534780,1336951],[536084,1599936],[537076,1352435],[537354,845285],[540481,1605532],[540976,1345564],[547444,1098201],[549094,1100026],[552444,1621412],[554439,864498],[556587,1109786],[559795,1370738],[561791,1116719],[562308,1115893],[562704,1635816],[562822,1376069],[563678,1376590],[564350,1383155],[564982,1378415],[567688,1126349],[571817,1648732],[571935,1389054],[580030,1141498],[583238,1403596],[585234,1148431],[585426,1139491],[587121,1409448],[588425,1671321],[591131,1418542],[593304,1419695],[595194,1421393],[595689,1163513],[607716,1179567],[608679,1183371],[609488,1442895],[609692,1184573],[609970,936145],[612633,1449002],[616117,1713200],[620706,1717632],[620824,1458423],[622356,1199516],[622610,1460050],[624766,1473887],[625294,954524],[627385,1205421],[628058,957502],[630219,1727777],[630714,1469573],[631753,1482987],[632385,1471635],[635428,1734053],[635546,1475860],[643009,975370],[644110,1226163],[644825,977242],[647934,1748623],[648429,1491435],[650100,1493497],[652213,1236080],[653863,1237905],[654793,1239025],[655909,1500469],[657213,1760051],[658483,993414],[659208,992636],[659720,1506501],[661610,1508199],[662105,1248834],[669666,1519527],[673971,1266227],[675642,1526355],[677755,1268552],[680335,1271497],[681451,1533327],[682755,1791763],[683747,1266389],[684025,1024015],[687152,1797359],[687647,1541940],[692102,1287070],[703258,1301613],[706466,1567114],[708462,1308546],[708979,1307720],[709493,1311713],[710349,1572966],[711021,1313617],[711653,1574791],[714359,1318176],[718082,1839560],[718338,1584109],[720313,1588269],[722996,1589065],[723972,1328154],[727198,1604186],[728350,1848879],[729918,1078967],[730123,840578],[732939,1853311],[733057,1599705],[734589,1339896],[734843,1601332],[735338,1341065],[738642,1606089],[742947,1352273],[744618,1612917],[747287,1868870],[747815,1099323],[747948,859490],[751876,1873302],[751994,1621181],[753526,1361888],[753780,1622808],[756464,1109083],[757565,1366673],[758280,1110955],[758555,1367793],[759228,1112061],[761389,1883447],[761884,1632331],[763555,1634393],[779464,1395356],[780996,1394746],[781250,1655280],[783406,1387081],[783934,1140795],[786025,1400651],[786698,1143773],[788859,1914048],[789354,1664803],[790393,1396181],[791025,1666865],[794068,1920324],[794186,1671090],[795718,1412393],[799408,1158839],[807069,1428985],[808740,1688727],[810853,1431310],[812503,1433135],[813433,1434255],[814549,1695699],[815853,1946322],[817123,1179685],[817848,1178907],[818360,1442309],[820250,1703429],[820745,1444064],[825200,1449828],[827860,1453047],[829963,1717354],[833762,1198813],[836731,1732123],[838347,1970180],[838603,1723378],[840171,957246],[843261,1728334],[844237,1469810],[844952,1210641],[853322,1482162],[854854,1481552],[855108,1740601],[858338,1989117],[858594,1744224],[859009,976986],[860569,1748384],[863252,1749180],[864228,1491672],[864901,1232503],[868606,1998436],[869134,1237202],[869267,987628],[870174,1238322],[870379,988707],[873195,2002868],[873313,1759820],[875099,1761447],[875594,1504583],[883203,1515791],[884874,1773032],[887767,1775936],[889742,1518731],[892425,1525769],[893401,1524530],[896627,1517624],[897779,2027609],[899347,1270794],[899552,1019308],[902368,2032041],[902486,1791532],[904018,1536272],[904272,179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] cell #3791 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [208370],[261177],[289110],[318733],[318895],[322755],[354844],[359380],[363924],[364086],[388786],[419028],[425758],[425920],[429780],[434800],[440214],[484450],[484612],[501313],[509312],[515441],[515603],[519463],[542359],[542521],[574067],[575599],[575761],[586736],[592629],[608530],[637678],[639210],[639372],[671203],[673091],[673822],[685809],[698827],[698989],[740179],[742067],[742798],[770380],[770542],[776521],[778977],[792233],[804301],[806189],[806920],[850379],[852835],[880435],[882323],[883054],[891506],[918480],[919946],[920936],[953027],[969625],[984511],[998508],[999974],[1000964],[1040023],[1041063],[1074768],[1086110],[1107586],[1123144],[1124184],[1186245],[1192994],[1212261],[1234123],[1277937],[1314971],[1333374],[1355366],[1407491],[1529750], [115666,448471],[121935,463381],[151102,534264],[158645,550624],[162422,558881],[163345,762704],[172795,582324],[179064,597234],[193558,448309],[202477,463219],[207237,655393],[208353,657875],[211014,663650],[219595,680935],[223372,689192],[227138,697295],[230915,705552],[231838,932133],[241761,369899],[246894,736021],[252135,384091],[259820,558719],[261432,762597],[264580,768848],[274298,582162],[279058,796318],[279839,798012],[283217,597072],[287977,814033],[289093,816515],[291754,822290],[292677,1062753],[295241,296029],[303251,840934],[306384,846487],[323866,876277],[326418,663488],[335428,490425],[340561,905450],[343113,689030],[343980,911496],[344322,912227],[345418,1160148],[345802,504617],[353487,705390],[355099,932026],[358247,938277],[359028,939971],[359363,940759],[370767,956943],[371101,957668],[374391,735859],[391313,989063],[394446,994616],[394915,565482],[402266,403054],[410276,1019664],[413409,1025217],[413878,588137],[417303,1031565],[417394,1284743],[417424,797850],[419011,1035016],[430891,1055007],[433443,822128],[434310,1061053],[434652,1061784],[435055,1062646],[435748,1320263],[441746,623626],[445088,838769],[447152,1079005],[447495,1079084],[454284,455072],[465864,1105752],[470062,1111502],[470396,1112227],[473686,876115],[485238,682467],[491293,1143214],[491627,1143939],[494917,905288],[495853,909608],[498435,1154488],[499106,1155896],[499247,1414109],[501568,1160041],[508712,1170782],[511839,1175334],[514972,1180887],[518866,1187235],[518957,1447501],[518987,939809],[520574,1190686],[524532,718504],[530179,954562],[532808,1205394],[535796,543147],[552156,754796],[553024,1231944],[553358,1232669],[555498,986898],[557562,1238360],[557905,1238439],[569577,1256103],[574874,786586],[578941,1017499],[581005,1270832],[581348,1270911],[586448,1029109],[589005,1281853],[589339,1282578],[590205,1544536],[597860,815565],[599717,1297579],[600811,1299413],[600902,1560685],[603915,1303329],[604249,1304054],[607539,1054845],[608475,1059165],[611057,1314603],[611728,1316011],[611869,1577627],[614190,1320156],[617881,827279],[619347,1073314],[624370,1076698],[627946,638485],[645661,858760],[648655,1361223],[648998,1361302],[651308,1109121],[653937,1367766],[656925,664276],[666133,1384141],[667227,1385975],[667318,1646731],[672803,899543],[673767,1139298],[676500,1397167],[676850,1140833],[679479,1400624],[687873,1411728],[688216,1411807],[698102,928545],[699695,1427174],[700029,1427899],[700800,1429353],[700941,1689337],[702169,1173169],[704233,1433590],[704576,1433669],[709676,1184779],[712233,1444611],[712567,1445336],[713433,1706908],[719917,943615],[721037,1198851],[730114,741779],[731580,1210807],[742743,1223603],[745476,1483973],[746112,1485655],[749051,975408],[750517,977408],[752670,1491645],[755540,1236053],[759116,769655],[771248,1513980],[771582,1514705],[772353,1516159],[772494,1773642],[777987,1265141],[779647,1266595],[782346,1526965],[782680,1527690],[783010,1268525],[794862,1542150],[801239,1551742],[801445,1807948],[805901,1049100],[806865,1043519],[807295,1557599],[807638,1557678],[809021,1815874],[809948,1300948],[812577,1564142],[820971,1575246],[821314,1575325],[828834,1322137],[830719,1328127],[841302,1339231],[851845,1351187],[853505,1352641],[856204,1613527],[856538,1614252],[857147,1615778],[860173,1098174],[861293,1099361],[864789,866423],[870370,882035],[871836,1111121],[877373,1637788],[877579,1889584],[882999,1126640],[883429,1643645],[883772,1643724],[885155,1897510],[888781,1388224],[888987,1648593],[890466,1394081],[895164,1656440],[895507,1656519],[901009,1406037],[912172,1418833],[915541,1680885],[915897,1930602],[921606,1168358],[922099,1686875],[924969,1431283],[936821,1704522],[945189,1453020],[949876,1720644],[950082,1968080],[956117,1463793],[958002,1469783],[966900,1475030],[967106,1733914],[968585,1480887],[973283,1741761],[973626,1741840],[976963,1226263],[978848,1226136],[982087,984223],[989431,1237240],[992927,994561],[995569,1765190],[995925,2008721],[1001634,1253679],[1002127,1771180],[1005519,1775180],[1007564,1518513],[1007920,1776043],[1009449,1524503],[1014387,1783642],[1020032,1535607],[1030575,1547563],[1032235,1549017],[1035325,2047286],[1035877,1807605],[1038338,1291760],[1050566,1302948],[1061729,1318467],[1071763,1846313],[1072119,2083776],[1078272,1594302],[1082959,1598875],[1087155,1858301],[1089200,1605075],[1089556,1859164],[1091085,1611065],[1096023,1866763],[1099748,1355639],[1099933,1100194],[1104435,1876314],[1110676,1366773],[1112561,1366646],[1115800,1117936],[1118446,2121144],[1118998,1889241],[1121459,1378322],[1129413,1899009],[1130908,1899157],[1131460,1648250],[1142388,1659023],[1144273,1665013],[1153171,1670260],[1154856,1676117],[1175702,1432470],[1179198,1180832],[1187905,1448909],[1197241,1965232],[1197566,2192045],[1198118,1967737],[1209256,1727320],[1210362,1469910],[1211655,1471542],[1213718,1979037],[1215213,1979185],[1215765,1733571],[1231118,1995870],[1237627,1497165],[1237812,1238073],[1242314,1758990],[1256490,2017368],[1270099,1786129],[1274786,1790702],[1281027,1796902],[1282912,1802892],[1302503,1563149],[1304388,1563022],[1307627,1309763],[1313286,1574698],[1320873,2288894],[1326534,2081134],[1338498,1852829],[1339618,1600254],[1339803,1340064],[1342536,2093502],[1359613,2107191],[1360490,2109696],[1371628,1882990],[1374027,1634300],[1404486,1913591],[1405592,1665140],[1406885,1666772],[1410995,1919842],[1432857,1692395],[1433042,1433303],[1437544,1945261],[1456799,2189801],[1490052,2214232],[1502016,2002386],[1534874,2031559],[1535994,1792081],[1536179,1536440],[1547118,1803019],[1548411,1804651],[1568004,2061720],[1570403,1826127],[1619557,2313029],[1676504,1925794],[1676689,1676950],[1697246,2171815],[1710783,1959210] ] cell #3792 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [121014],[161501],[195030],[229994],[244034],[261292],[275770],[302828],[321006],[337701],[344585],[354959],[387075],[390890],[409853],[416151],[428031],[434915],[465441],[498012],[499562],[501428],[507601],[511416],[517714],[568466],[578028],[586901],[590359],[599294],[610634],[612184],[641639],[665710],[673256],[676077],[685177],[689883],[701256],[713587],[742232],[745053],[772809],[775066],[778345],[791961],[806354],[809175],[822981],[848924],[852203],[882488],[885309],[887354],[891234],[917025],[920304],[924290],[965473],[969353],[984676],[997053],[1000332],[1004318],[1006235],[1036911],[1038529],[1040791],[1074353],[1087871],[1106954],[1120032],[1121650],[1123912],[1161905],[1163100],[1190589],[1200272],[1211846],[1224750],[1233851],[1247226],[1248421],[1291414],[1313477],[1323436],[1329540],[1340652],[1354157],[1377976],[1407076],[1443651],[1454265],[1465092],[1471196],[1484053],[1537028],[1574352],[1584419],[1595547],[1660322],[1666426],[1723688],[1787374],[1909959] ] cell #3793 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [303691],[315571],[371582],[384986],[391753],[393580],[410716],[422596],[437416],[448130],[463040],[470877],[472911],[477644],[492108],[498875],[505512],[512279],[514106],[531466],[538170],[547826],[558540],[561113],[566377],[571269],[581983],[589820],[591222],[596893],[604730],[606764],[611497],[613324],[628152],[632992],[634880],[659299],[663309],[678137],[684841],[688851],[690119],[690713],[692757],[694497],[705211],[707784],[713048],[714450],[715082],[730267],[730771],[732391],[735680],[759322],[764162],[766050],[786792],[791632],[793520],[797317],[797488],[797671],[800224],[817939],[821949],[823217],[823811],[824522],[825855],[835245],[837599],[839938],[840311],[842668],[864995],[870523],[871027],[872647],[875936],[899696],[900200],[901820],[905109],[907478],[909814],[910878],[910967],[914654],[924526],[928751],[933591],[939276],[939447],[939630],[942183],[946752],[953569],[956600],[959260],[982240],[982744],[983374],[985728],[988067],[988440],[990797],[1004554],[1016329],[1018668],[1019041],[1021398],[1027128],[1029262],[1029766],[1030939],[1043725],[1045345],[1045516],[1049253],[1049757],[1051377],[1054666],[1057035],[1059371],[1060435],[1060524],[1064211],[1068095],[1069918],[1075719],[1101311],[1104756],[1105129],[1106446],[1108128],[1111159],[1113819],[1126846],[1128466],[1128637],[1138158],[1139504],[1139840],[1142871],[1145531],[1153492],[1153865],[1168511],[1169015],[1170164],[1170253],[1171999],[1174338],[1174711],[1177068],[1182798],[1184932],[1185436],[1186609],[1194445],[1195618],[1207411],[1222463],[1223809],[1224383],[1227450],[1229273],[1231601],[1233182],[1235074],[1244325],[1253832],[1254336],[1255485],[1255574],[1261745],[1265654],[1266748],[1267252],[1267546],[1281510],[1289709],[1289798],[1296583],[1296956],[1298273],[1298787],[1299955],[1302986],[1305646],[1313607],[1313980],[1323069],[1324922],[1335998],[1347791],[1351700],[1352794],[1353298],[1353812],[1356398],[1356817],[1357990],[1369783],[1373692],[1376271],[1376360],[1383145],[1383518],[1384835],[1385349],[1389256],[1389345],[1390848],[1396171],[1396544],[1402641],[1417693],[1419613],[1419986],[1426831],[1428412],[1430304],[1439555],[1444268],[1453920],[1458625],[1458714],[1464725],[1466578],[1476062],[1476151],[1477654],[1482977],[1483350],[1486587],[1488440],[1497924],[1499516],[1506419],[1506792],[1513637],[1515218],[1517544],[1519445],[1519818],[1521298],[1526622],[1532374],[1544167],[1548076],[1549728],[1550188],[1552774],[1566159],[1570068],[1581211],[1588983],[1589356],[1595202],[1599907],[1601013],[1604106],[1606007],[1606380],[1607860],[1613184],[1616678],[1621383],[1627483],[1629336],[1635774],[1636234],[1638820],[1647340],[1648690],[1649150],[1659955],[1661808],[1671292],[1672884],[1693154],[1694746],[1710448],[1717274],[1717590],[1718050],[1728252],[1729331],[1730792],[1732661],[1734011],[1734471],[1749098],[1755317],[1760022],[1774515],[1787029],[1791734],[1792840],[1797834],[1799687],[1819310],[1821163],[1830647],[1838815],[1843320],[1853729],[1854769],[1857636],[1872944],[1873720],[1883922],[1886462],[1914523],[1915602],[1917063],[1920742],[1926553],[1941588],[1946293],[1964567],[1992877],[2003286],[2032459],[2033499],[2043740],[2045201],[2062652],[2065192],[2106526],[2154818],[2172715],[2185457], [125781,472964],[163134,560828],[182910,606817],[205253,652726],[208103,657534],[231627,707499],[234761,715135],[238599,724485],[257801,757051],[280711,800277],[285993,811366],[288843,816174],[292466,824237],[296924,834349],[318554,652595],[332266,893914],[345207,914369],[351468,926480],[356263,935610],[359113,940418],[363745,724354],[378349,972033],[403949,1013079],[405351,1014106],[414179,1026567],[418761,1034675],[425579,811235],[431424,1057100],[455967,1094715],[457369,1095742],[484271,893783],[485539,1135251],[486133,1138223],[496045,1151153],[506914,1169776],[515262,935479],[542180,971902],[543448,1219556],[544042,1222528],[567779,1255097],[575066,1262865],[575420,1013975],[586118,1278479],[598161,1295366],[598755,1298338],[638677,1348911],[639031,1095611],[664577,1381928],[665171,1384900],[669073,1133023],[672473,1391968],[698294,1425623],[698648,1169645],[738049,1217328],[741449,1478774],[755097,1494784],[769847,1512429],[770201,1254966],[774540,1259922],[802171,1293138],[805571,1555486],[848398,1345968],[866615,1624798],[878305,1379700],[881705,1641532],[916499,1422680],[917766,1424503],[951887,1462040],[983893,1752124],[996527,1509486],[997794,1511309],[1038003,1554366],[1073827,1592009],[1084970,1603322],[1097882,1869322],[1121124,1640412],[1184065,1706539],[1194026,1713652],[1211320,1731278],[1276797,1795149],[1312951,1832239],[1334406,1849331],[1406550,1917549],[1530782,2028061] ] cell #3794 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [163339],[208203],[231832],[258562],[261249],[288943],[292671],[299028],[319709],[345412],[352229],[354916],[359213],[366399],[389218],[406053],[418861],[426734],[432185],[434872],[442296],[458071],[486925],[487605],[496190],[501385],[509744],[516417],[521408],[544834],[545514],[575211],[576149],[577363],[586858],[600227],[608962],[638822],[639760],[640974],[666643],[668079],[673213],[675116],[685098],[698439],[700591],[737055],[742189],[744092],[769992],[772144],[773849],[778266],[806311],[808214],[832250],[847707],[852124],[866760],[882445],[884348],[886218],[915808],[920225],[948850],[964337],[980379],[984633],[995836],[1000253],[1007831],[1035775],[1070493],[1072030],[1089467],[1103409],[1106875],[1118896],[1131358],[1198016],[1209523],[1215663],[1224597],[1229848],[1231385],[1281294],[1323283],[1338396],[1360388],[1371895],[1404753],[1410893],[1464939],[1486801],[1501914],[1534772],[1568271],[1627697],[1660169],[1697144],[1729545],[1819524],[1915816],[2043954] ] cell #3795 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [261515],[322870],[355182],[389721],[393254],[429895],[435138],[442799],[468608],[501651],[510247],[513780],[519578],[528097],[555829],[576652],[592744],[602461],[609465],[612998],[621598],[640263],[674768],[675619],[685979],[692431],[702500],[710779],[717061],[743744],[744595],[779147],[780238],[781680],[792837],[808717],[819238],[853005],[854096],[855538],[884851],[886490],[892110],[894293],[905782],[921106],[923639],[964609],[970229],[972412],[1001134],[1003667],[1005576],[1010278],[1041667],[1043850],[1070765],[1087212],[1091914],[1107756],[1124788],[1126971],[1129091],[1161246],[1165948],[1197298],[1213396],[1230120],[1234727],[1246567],[1251269],[1259362],[1289206],[1326212],[1327761],[1345408],[1359670],[1363307],[1375768],[1388753],[1458122],[1469417],[1475559],[1484680],[1489730],[1491279],[1541784],[1585046],[1599404],[1620880],[1632175],[1664647],[1670789],[1724315],[1745161],[1759519],[1791231],[1824002],[1879985],[1910586],[1945790],[1975958],[2058715],[2145387],[2258842] ] cell #3796 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [261483],[303761],[315641],[322981],[355150],[371663],[385067],[391823],[393394],[410786],[422666],[430006],[435106],[437224],[448071],[462981],[470958],[477714],[492189],[498945],[501619],[505593],[512349],[513920],[519689],[531274],[538240],[547634],[558481],[566458],[571077],[581924],[589901],[590774],[591292],[592855],[596834],[604811],[611567],[613138],[614241],[630014],[633073],[634688],[659369],[663250],[677945],[684911],[686947],[688792],[689602],[690194],[690794],[692571],[694305],[705152],[713129],[714002],[714520],[716083],[732199],[732289],[732754],[735621],[761184],[764243],[765858],[788654],[791713],[793328],[793418],[793883],[796709],[797404],[797612],[809590],[818009],[820045],[821890],[822700],[823292],[823892],[825669],[835053],[837540],[842057],[842428],[842541],[865927],[872455],[872545],[873010],[875877],[885724],[895100],[901628],[901718],[902183],[905050],[906867],[907238],[907351],[910881],[924009],[924601],[930613],[933672],[935377],[935842],[938668],[939363],[939571],[946693],[953711],[958786],[959263],[973219],[983182],[983272],[983737],[985669],[990186],[990557],[990670],[1004037],[1004629],[1013873],[1014338],[1016270],[1020787],[1021158],[1021271],[1026654],[1027131],[1036283],[1044657],[1044737],[1045432],[1051185],[1051275],[1051740],[1054607],[1056424],[1056795],[1056908],[1060438],[1068237],[1069859],[1075858],[1095509],[1095974],[1101252],[1105835],[1106206],[1106319],[1108270],[1113345],[1113822],[1119404],[1127778],[1127858],[1128553],[1131866],[1137547],[1137918],[1138031],[1139982],[1145057],[1145534],[1161277],[1169543],[1170008],[1170167],[1171940],[1176457],[1176828],[1176941],[1182324],[1182801],[1194584],[1195760],[1198524],[1207352],[1216171],[1221852],[1222223],[1222336],[1224453],[1227592],[1229214],[1232708],[1233185],[1235213],[1244198],[1246598],[1254864],[1255329],[1255488],[1256925],[1259393],[1261686],[1265180],[1265657],[1267685],[1288784],[1289712],[1297662],[1298033],[1298146],[1300097],[1305172],[1305649],[1323139],[1325061],[1327792],[1336140],[1342971],[1345439],[1347732],[1351226],[1351703],[1353881],[1356401],[1356956],[1358132],[1369724],[1373695],[1375346],[1376274],[1384224],[1384595],[1384708],[1386739],[1388331],[1389259],[1390990],[1402582],[1417566],[1419683],[1427938],[1428415],[1430443],[1439428],[1453989],[1457234],[1457700],[1458628],[1464795],[1466717],[1473545],[1475137],[1476065],[1477796],[1486657],[1488579],[1497927],[1499658],[1506489],[1514744],[1515221],[1517006],[1519515],[1521437],[1532516],[1544108],[1548079],[1550257],[1552777],[1566100],[1570071],[1581084],[1582880],[1587927],[1589053],[1595271],[1599910],[1601016],[1603568],[1606077],[1607999],[1616747],[1619992],[1621386],[1627553],[1629475],[1636303],[1638823],[1649219],[1660025],[1661947],[1671295],[1673026],[1693157],[1694888],[1710451],[1716736],[1718119],[1728322],[1729401],[1730795],[1734540],[1748042],[1749168],[1755386],[1760025],[1787098],[1791737],[1792843],[1797904],[1799826],[1819380],[1821302],[1830650],[1853798],[1854838],[1872406],[1873789],[1883992],[1886465],[1914593],[1915672],[1917066],[1920811],[1926556],[1941657],[1946296],[2003355],[2032528],[2033568],[2043810],[2045204],[2062722],[2065195],[2154887],[2172784],[2185460], [125782,323111],[163170,393282],[182911,430136],[205323,468636],[208145,472617],[231663,513808],[234762,519819],[238669,528125],[257882,556390],[280712,592985],[286063,602489],[288885,606470],[292502,613026],[297005,622159],[318495,652403],[332336,674796],[345243,692459],[351549,703061],[356333,710807],[359155,714788],[363686,724162],[378419,743772],[404030,780799],[405421,781708],[414254,792865],[418803,799930],[425520,811043],[431505,819799],[456048,854657],[457439,855566],[484212,893591],[485614,892138],[486214,894854],[496132,906718],[506984,923667],[515203,935287],[542121,971710],[543523,970257],[544123,972973],[567849,1003695],[575153,1011214],[575361,1013783],[586121,1025737],[598236,1041695],[598836,1044411],[638764,1092850],[638972,1095419],[664652,1124816],[665252,1127532],[668946,1132964],[672476,1134421],[698381,1166884],[698589,1169453],[737922,1217269],[741452,1218726],[755172,1234755],[769934,1252205],[770142,1254774],[774543,1260064],[802044,1293079],[805574,1294536],[848401,1346110],[866702,1364243],[878178,1379641],[881708,1381098],[916502,1422822],[917639,1424444],[951760,1461981],[983896,1493954],[996530,1509628],[997667,1511250],[1038006,1554508],[1073830,1592151],[1084843,1603263],[1097885,1615126],[1121127,1640554],[1183938,1706480],[1194029,1714578],[1211323,1731420],[1276670,1795090],[1312954,1832381],[1334409,1850257],[1406553,1917691],[1530785,2028987] ] cell #3797 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [125783],[163201],[182912],[205900],[208181],[231694],[234763],[240431],[258540],[280713],[286640],[288921],[292533],[299006],[319213],[334098],[345274],[352207],[356910],[359191],[365903],[380181],[406031],[406630],[414285],[418839],[426238],[432163],[436396],[458049],[458648],[485645],[486429],[487583],[496168],[508193],[515921],[543554],[544338],[545492],[569058],[570249],[575189],[576867],[586052],[598267],[600205],[633860],[638800],[640478],[664683],[666621],[668011],[672407],[698417],[700095],[722344],[736987],[741383],[755203],[769970],[771648],[773438],[801109],[805505],[832182],[847296],[862600],[866738],[877243],[881639],[888651],[915397],[948439],[949746],[966770],[980311],[983827],[995425],[1007420],[1071619],[1082829],[1089056],[1097742],[1102998],[1104305],[1153041],[1193886],[1209112],[1230974],[1242184],[1274656],[1280883],[1334266],[1356258],[1371484],[1404342],[1437414],[1497784],[1530642],[1567860],[1600873],[1693014],[1792700],[1926413] ] cell #3798 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [129149,570835],[153540,634446],[177725,694063],[194209,731957],[209675,765616],[222033,793086],[223506,1030952],[223650,797411],[226104,802698],[226149,802815],[240734,834811],[245034,840324],[260471,872213],[263546,878832],[263591,878949],[274949,901386],[277576,1153878],[279246,910958],[282352,917325],[290415,935045],[291888,1186622],[292032,939370],[294802,944341],[304230,730258],[305826,962094],[305871,962211],[317706,982940],[322006,988453],[325553,997353],[334401,1013541],[338701,1019054],[341692,1029253],[350734,1298800],[350878,1045439],[354138,1050943],[356765,1313993],[357213,1057562],[357258,1057679],[358435,1060515],[361123,1065696],[369460,1077424],[371057,1079721],[374079,1084529],[380484,1095177],[382864,1098900],[387522,1105142],[392292,870514],[393888,1116653],[393933,1116770],[399847,1385362],[399991,1128560],[401827,1130612],[406485,1396557],[411255,899687],[412851,1148365],[412896,1148482],[419860,1419999],[421407,1170015],[424731,1169211],[425074,1170244],[429031,1174724],[432022,1184923],[432578,1183624],[436982,943640],[445508,1203189],[447427,957297],[447870,1206120],[453845,1214917],[458503,1483363],[460418,1225051],[461918,1226862],[466211,982231],[468755,1236779],[470352,1239076],[473374,1243884],[473413,1243021],[474908,1506805],[476455,1255336],[479779,1254532],[480122,1255565],[481649,1257523],[483149,1519831],[487442,1266739],[489986,1269251],[491583,1271548],[494605,1276356],[501010,1287004],[501055,1287121],[501890,1549844],[502518,1289789],[503390,1290727],[503536,1297667],[508048,1296969],[512818,1049244],[514414,1308480],[514459,1308597],[520517,825676],[527382,1589369],[528244,1328853],[531032,1076723],[532995,1334719],[533081,1079462],[535357,1337650],[537692,1095981],[539558,1343569],[541058,1606393],[545351,1352785],[547392,1098199],[548425,1355605],[549053,1100077],[553314,1361939],[555918,1365561],[557418,1367372],[557837,1111856],[558280,1368492],[561711,1115944],[562755,1635890],[563383,1376351],[564255,1377289],[564401,1384229],[568913,1383531],[571868,1648806],[572496,1389336],[579361,1398419],[581280,1143568],[581723,1401350],[587698,1410147],[589295,1412444],[592317,1417252],[592356,1678593],[593238,1679321],[593355,1419688],[594271,1420281],[595010,1427930],[595771,1422092],[600064,1168502],[602608,1432009],[604205,1434306],[607227,1439114],[607266,1438251],[610308,935849],[613632,1449762],[613677,1449879],[613975,716077],[620757,1717706],[621385,1458705],[621687,1458938],[623187,1460749],[627333,1205419],[629296,1467578],[630796,1728638],[631658,1470509],[631804,1221857],[635479,1734127],[636107,1476142],[644058,1226161],[644175,977037],[648511,1749484],[648930,1232298],[649373,1492371],[652161,1236078],[653194,1497131],[653822,1237956],[654124,1498237],[654210,1238817],[656486,1501168],[659654,1763626],[659771,1506494],[660687,1507087],[661426,1514736],[662187,1508898],[666480,1253823],[669600,1776284],[669717,1519520],[674915,1525229],[677703,1268550],[679666,1531095],[679752,1271289],[682028,1534026],[684363,1014345],[686229,1539945],[687729,1798220],[688148,1282207],[688591,1542876],[690188,1032613],[692022,1549161],[693095,1550249],[695096,1551981],[695724,1291904],[699985,1558315],[702589,1561937],[704089,1563748],[704508,1303683],[704951,1564868],[708382,1307771],[710054,820039],[710926,1573665],[711072,1056429],[712523,1575962],[715545,1580770],[715584,1579907],[718133,1839684],[718203,1583980],[722930,1843759],[723047,1589058],[723920,1328152],[724953,1590730],[727249,1342976],[732990,1853385],[733618,1599987],[733920,1600220],[734548,1339947],[734659,1351218],[735420,1602031],[738576,1859405],[738693,1606082],[743891,1611791],[747896,1099818],[751927,1873376],[752555,1621463],[752857,1621696],[752943,1361680],[754357,1623507],[757513,1366671],[757630,1110750],[758503,1367791],[760466,1630336],[761966,1884308],[764648,1636295],[766649,1638027],[767277,1378466],[771538,1644361],[775366,1649211],[780025,895094],[780327,1654168],[781827,1655979],[782636,1657156],[785973,1400649],[787936,1662808],[789436,1914909],[790298,1665739],[790444,1137552],[794119,1920398],[794747,1671372],[795049,1671605],[795135,1412185],[796968,1156866],[807570,1427528],[808013,1687601],[810801,1431308],[811834,1692361],[812462,1433186],[812764,1693467],[812850,1434047],[815126,1696398],[818411,935100],[819327,1702317],[820066,1182316],[820827,1704128],[821246,1444965],[821689,1705248],[823286,1188283],[825120,1449053],[827736,1961619],[827808,1453045],[827995,1713494],[830014,1457239],[832803,1718111],[837226,1473537],[838398,1970304],[838468,1723249],[843195,1974379],[843312,1728327],[844185,1469808],[844302,1210436],[845218,1729999],[845846,1471686],[849224,1734532],[853883,973213],[854185,1739489],[855685,1741300],[856494,1742477],[858389,1989241],[858459,1744095],[863186,1993316],[863303,1749173],[864176,1491670],[865209,1750845],[869215,1237697],[873246,2002942],[873874,1760102],[875676,1762146],[883704,1514334],[884147,1771906],[887632,1775807],[892476,1013596],[893349,1524528],[894382,1782557],[895439,1527319],[895882,1784368],[896678,1256930],[902419,2032115],[903047,1791814],[903349,1792047],[903977,1536323],[904088,1265172],[904849,1793858],[908005,2038135],[908122,1797909],[908995,1542175],[911044,1284996],[913320,1803618],[921984,1044651],[922286,1813523],[922372,1558056],[923786,1815334],[924595,1310141],[926942,1563047],[927059,1302577],[927932,1564167],[929895,1822163],[931395,2063038],[934077,1056507],[936078,1829854],[936706,1574842],[937008,1830960],[937094,1575703],[938927,1316981],[946379,1587919],[953400,1603511],[955019,2085863],[955091,1594327],[955278,1849173],[960086,1853790],[961126,1339688],[965751,1858928],[970595,1095232],[971468,1611090],[972501,1865678],[973558,1613881],[974001,1867489],[975865,2103578],[975937,1615803],[976124,1869164],[978143,1619997],[980932,1873781],[986527,2112263],[991324,2116338],[991441,1883997],[993347,1885669],[993975,1634444],[1002012,1127772],[1002314,1895159],[1002400,1644102],[1003814,1896970],[1004623,1118314],[1006538,1648275],[1006725,1899765],[1006861,1651818],[1008744,1130667],[1011533,1137630],[1014574,1907154],[1014660,1656897],[1015956,1386731],[1017128,2139733],[1017198,1909520],[1021925,2143808],[1022042,1914598],[1022915,1665038],[1023032,1405666],[1023948,1916270],[1024576,1666916],[1027954,1920803],[1032915,1925760],[1033543,1676833],[1034415,1927571],[1037189,1930366],[1042033,1169266],[1042906,1686900],[1043939,1937116],[1044996,1440199],[1047945,1432927],[1051976,2172371],[1052604,1946373],[1054406,1948417],[1058552,1704547],[1060601,1447754],[1067926,1716679],[1072943,2191635],[1081810,1973902],[1088174,1733596],[1088361,1979793],[1088497,1737139],[1090380,1214972],[1093169,1221935],[1096210,1987182],[1096296,1742218],[1100938,1748034],[1109578,2218961],[1109837,1998730],[1114645,2003347],[1120310,2008485],[1125154,1254587],[1126027,1771205],[1127060,2015235],[1128117,1244969],[1129674,2017924],[1130747,1779147],[1132650,1258192],[1138685,1783667],[1139671,1516949],[1141290,2244503],[1141362,1786154],[1141549,2027903],[1146357,2032520],[1147397,1536064],[1152022,2037658],[1157739,1802917],[1157856,1547192],[1158772,2044408],[1159400,1804795],[1162208,1807630],[1162395,2047894],[1162531,1561772],[1164414,1290782],[1167203,1297745],[1170330,1570894],[1172798,2270903],[1177595,2274978],[1177712,2062727],[1179618,2064399],[1180246,1826271],[1190085,2075700],[1199308,2293016],[1199567,2082752],[1200550,2083540],[1208230,1852854],[1208417,2089315],[1213979,2094058],[1215052,1862268],[1216955,1344238],[1222990,1866788],[1227281,1872349],[1241165,2115861],[1247529,1889266],[1247716,2121752],[1247852,1365396],[1249735,1377344],[1252524,1384307],[1255651,1374518],[1257241,1899034],[1257410,1901895],[1259753,1387245],[1264770,2338306],[1273637,2143331],[1280001,1919867],[1280188,2149222],[1286036,1676574],[1290862,1691070],[1292765,1420950],[1301405,2365632],[1301664,2168159],[1306472,2172776],[1318887,2184664],[1319515,1959354],[1326795,2190357],[1329843,1967762],[1330030,2192653],[1330166,1456588],[1330943,1460804],[1343287,1979062],[1343456,1981923],[1345799,1474051],[1350816,2399171],[1362922,2216638],[1370602,2002411],[1370789,2222413],[1377424,1495840],[1379327,1507756],[1386326,2017481],[1394538,2426869],[1394797,2241392],[1403460,2031584],[1403647,2247955],[1420168,1816749],[1422511,1550763],[1436395,2274501],[1442946,2280392],[1457550,2081159],[1460884,1587320],[1461667,1591399],[1473132,2093615],[1481344,2481917],[1481603,2307808],[1490313,2313585],[1493361,2109721],[1493548,2315881],[1506974,1624922],[1509317,1636809],[1526406,2339324],[1566978,2171840],[1567165,2369084],[1587514,2189914],[1590617,1715624],[1591840,1719665],[1612968,2400189],[1620308,2214257],[1688778,2449734],[1712476,1838751],[1712763,1838900],[1747629,2313142],[1773083,2501752] ] cell #3799 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [163336],[208126],[231829],[257824],[261163],[288866],[292668],[296947],[318881],[345409],[351491],[354830],[359136],[364072],[388487],[403972],[418784],[425906],[431447],[434786],[439915],[455990],[484598],[486156],[496068],[501299],[509013],[515589],[542507],[544065],[573768],[575089],[575747],[586722],[598778],[608231],[637379],[638700],[639358],[665194],[673077],[673523],[685233],[698317],[698975],[742053],[742499],[769870],[770528],[776847],[778401],[806175],[806621],[850705],[852259],[866638],[882309],[882755],[889525],[918806],[920360],[967644],[984497],[998834],[1000388],[1039082],[1040349],[1075094],[1107010],[1122203],[1123470],[1165298],[1201364],[1212587],[1224806],[1250619],[1315297],[1323492],[1341744],[1407817],[1445849],[1465148],[1538120],[1660378], [125784,472975],[157806,385009],[163251,561136],[182913,606828],[201774,463367],[206398,470900],[208241,657861],[226299,505535],[231744,707807],[234764,715146],[246153,371605],[253317,550325],[259117,558867],[263741,566400],[280714,800288],[282514,597220],[287138,604753],[288981,816501],[292583,824545],[305501,448457],[306021,633015],[312305,645482],[319915,655094],[325715,663636],[339820,492131],[344032,911670],[345324,914677],[346984,696996],[352784,705538],[357408,713071],[359251,940745],[359903,942247],[362093,524353],[372523,730794],[373212,533965],[374241,736007],[394083,764185],[396097,768549],[412526,582310],[413046,791655],[415003,1029789],[416955,1031007],[418270,589843],[418899,1035002],[419330,804122],[426940,813734],[432740,822276],[434362,1061227],[435654,1064234],[444909,446478],[449176,840379],[449482,840920],[450990,846188],[471818,871050],[473536,876263],[474378,880256],[482619,671024],[493049,900223],[493738,680636],[494767,905436],[496657,1153933],[496963,1154474],[499134,1155694],[500685,689178],[501205,690736],[508764,1170956],[514609,933614],[516566,1185459],[516623,937978],[518518,1186677],[520462,1190672],[526852,952848],[530505,954332],[534633,956652],[534983,957021],[540528,740000],[554069,982767],[559586,988508],[559892,989049],[561400,994317],[569629,1256277],[577512,1267275],[578762,580331],[583029,1019109],[583335,1019650],[584843,1024918],[586974,1281562],[587324,1281931],[590761,797340],[591450,796019],[592479,797998],[600463,1298855],[605671,1049780],[607389,1054993],[609279,1314048],[609585,1314589],[611756,1315809],[613827,823834],[618207,1068858],[624549,1075771],[629110,1078816],[630266,852656],[641123,1353321],[647981,1107407],[649891,1105197],[650197,1105738],[651634,1108891],[655762,1111211],[656112,1111580],[666879,1385417],[675433,1396612],[675739,1397153],[677176,1140603],[681304,1142923],[681654,1143292],[685630,687199],[686043,1411539],[690203,911482],[691711,911928],[693804,1420054],[700740,1169038],[700828,1429151],[706257,1174779],[706563,1175320],[708071,1180588],[710202,1444320],[710552,1444689],[713989,939299],[715707,939957],[720096,1194497],[721363,1196381],[726991,1202197],[730440,969951],[744409,1483418],[744715,1483959],[749377,1228213],[753633,1231653],[753983,1232022],[755719,1235126],[760280,1238171],[761436,1000785],[765357,1506860],[772293,1254359],[772381,1515957],[776075,1519886],[778798,788906],[781103,1526674],[781453,1527043],[783189,1267598],[787750,1270643],[792559,1029435],[796687,1030989],[801332,1550603],[808531,1297024],[808837,1297565],[809577,1045368],[810274,1300718],[814402,1303038],[814752,1303407],[819141,1575057],[823301,1061039],[824809,1061485],[829756,1323824],[830898,1324974],[833512,1589424],[840361,1092343],[841628,1336761],[849933,1606448],[854961,1613236],[855311,1613605],[857254,1353864],[860352,1356869],[861619,1358753],[865023,1361034],[867247,1364569],[870696,1124510],[877466,1636649],[884665,1383586],[884971,1384127],[885711,1128489],[886427,1647392],[888874,1649565],[890792,1391611],[891832,899869],[894196,1656251],[896420,1397427],[906211,1153915],[914939,1679238],[920757,930865],[923062,1426883],[923412,1427252],[924610,1170768],[925148,1430356],[929709,1433401],[934518,1185105],[938646,1186659],[945296,1453972],[947293,1455761],[949969,1718465],[958181,1466630],[964546,1732713],[966993,1734886],[968911,1478417],[972315,1741572],[974732,1484432],[977885,1487342],[979027,1488492],[982413,1234449],[988490,1251698],[989757,1500279],[994967,1763543],[1003090,1513689],[1003440,1514058],[1004638,1256089],[1005333,1774926],[1006962,1776201],[1009628,1521350],[1010707,1019091],[1011974,1266921],[1020358,1533137],[1035984,1550240],[1041389,1049426],[1043753,1557410],[1044715,1298837],[1045977,1560945],[1055768,1314030],[1067292,1584798],[1070702,1843372],[1071161,1843676],[1078379,1595254],[1080376,1597043],[1086969,1858047],[1088598,1859322],[1091264,1607912],[1093610,1352967],[1099855,1616730],[1101852,1618519],[1105179,1363736],[1112740,1629388],[1116126,1374959],[1119105,1636286],[1126874,1643456],[1127836,1385399],[1128860,1898454],[1131567,1649202],[1133564,1650991],[1135812,1396594],[1144452,1661860],[1155182,1673647],[1161003,1679662],[1161183,1420036],[1166377,1174761],[1167644,1168684],[1176028,1695509],[1191393,1960864],[1197055,1964978],[1198225,1718102],[1204785,1724067],[1213165,1978482],[1215872,1734523],[1217869,1736312],[1220117,1483400],[1226647,1744913],[1226899,1487010],[1230057,1992929],[1237734,1755369],[1239731,1757158],[1243058,1505262],[1246324,1763967],[1246504,1506842],[1252965,1254005],[1259119,1776625],[1259299,1519868],[1270206,1787081],[1272203,1788870],[1283091,1799739],[1285437,1549343],[1295927,1297006],[1304567,1821215],[1307953,1571335],[1325981,2080579],[1327518,1844100],[1327698,1589406],[1338605,1853781],[1339725,1854821],[1345165,1859746],[1345345,1606430],[1359427,2106937],[1360597,1873772],[1367157,1879737],[1367409,1627906],[1382489,1383568],[1400015,1910338],[1411102,1920794],[1413099,1922583],[1415347,1678630],[1422057,1422129],[1432964,1941640],[1434961,1943429],[1438288,1700492],[1448195,1449235],[1469174,1974720],[1469354,1728675],[1470294,1975710],[1470546,1729754],[1489499,2213677],[1491036,1993657],[1491216,1749521],[1502123,2003338],[1508863,1508935],[1534981,2032511],[1536101,2033551],[1541541,2038476],[1541721,1798257],[1563533,2058467],[1563785,1819733],[1578865,1579944],[1601996,1602068],[1631932,2116679],[1632112,1884345],[1664404,2144149],[1664584,1914946],[1665524,2145139],[1665776,1916025],[1676611,2154870],[1697353,2172767],[1704093,1704165],[1762111,1762183],[1793823,1793895],[1803403,2258594],[1803655,2044163],[1823759,2275319],[1823939,2063075],[1927536,1927608],[1948382,1948454],[2075665,2075737] ] cell #3800 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [163361],[208207],[231854],[258566],[261243],[288947],[292693],[299032],[319703],[345434],[352233],[354910],[359217],[366393],[389138],[406057],[418865],[426728],[432189],[434866],[442216],[458075],[486919],[487609],[496194],[501379],[509664],[516411],[521260],[544828],[545518],[575215],[576069],[577357],[586852],[600231],[608882],[638826],[639680],[640968],[666647],[667931],[673207],[675036],[685083],[698443],[700585],[736907],[742183],[744012],[769996],[772138],[773631],[778251],[806305],[808134],[832102],[847489],[852109],[866764],[882439],[884268],[886203],[915590],[920210],[948632],[964322],[980231],[984627],[995618],[1000238],[1007613],[1035760],[1070478],[1071812],[1089249],[1103191],[1106860],[1118881],[1131343],[1198001],[1209305],[1215648],[1224582],[1229833],[1231167],[1281076],[1323268],[1338381],[1360373],[1371677],[1404535],[1410878],[1464924],[1486786],[1501899],[1534757],[1568053],[1627682],[1660154],[1697129],[1729530],[1819509],[1915801],[2043939] ] cell #3801 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [402994,887155],[413818,1151545],[416871,910835],[417245,690179],[455012,965274],[485178,1273160],[495793,1027085],[499100,796769],[504557,1036712],[515381,1311660],[518434,1060392],[518808,823277],[543087,1081333],[565422,1119833],[574814,1145488],[575539,1395303],[586442,907298],[595550,1163013],[597012,1162901],[597800,1435918],[600379,1170121],[600753,924586],[608415,1182755],[611722,938728],[623566,1200073],[638425,959217],[639150,1482109],[661966,1248334],[663428,1248222],[664216,1240688],[666795,1255442],[667169,1004614],[669197,1518678],[672797,1021218],[673707,1265611],[693660,1289666],[695462,1291353],[697586,1044642],[698042,1305603],[698767,1558821],[700794,1044797],[709670,1056855],[716068,825809],[718444,1322302],[735199,1340565],[735799,1340453],[738173,1605240],[741773,842488],[742683,1351657],[754736,1362445],[765213,1376228],[767015,1377915],[769139,1127763],[769595,1113776],[770320,1644867],[772347,1127918],[774399,1647849],[775931,1389213],[779641,1137978],[797790,1677339],[800763,1419133],[801233,1161337],[802295,1681050],[804572,1169192],[805895,1176888],[806805,1428369],[820030,938568],[820606,1443564],[822068,1443452],[825641,941776],[827276,1452619],[833368,1458582],[838709,1463958],[840887,1466158],[842792,1727485],[845584,1471135],[846778,973204],[848257,1733170],[849789,1476019],[853499,1222283],[858700,1485820],[866363,1233139],[875455,1504083],[876055,1503971],[876897,1505939],[877367,1246658],[878429,1765355],[880706,1254513],[882029,990617],[882939,1515175],[888305,1518965],[888775,1259453],[895085,1025508],[904628,1536941],[905228,1536829],[907602,1797067],[912112,1548033],[915208,1549774],[915320,1289653],[916358,1807204],[917890,1552731],[919189,1297675],[921600,1298093],[935026,1059436],[935814,1056097],[936444,1574291],[939749,1836694],[943619,1321645],[949400,1588503],[949870,1327852],[952011,1846478],[954559,1593901],[957089,1335369],[957608,1596600],[959119,1852428],[960651,1599864],[962978,1095158],[966424,1605527],[966894,1345499],[975405,1615377],[977348,1356355],[981497,1621340],[984217,1106266],[986838,1626716],[989016,1628916],[990921,1883155],[993713,1633893],[994501,1373649],[995236,1635820],[995348,1376215],[996386,1888840],[997918,1638777],[999217,1384237],[1001628,1384655],[1007231,1648736],[1007343,1389200],[1013522,1149249],[1014310,1136141],[1017439,1659188],[1019617,1661388],[1021522,1913756],[1024314,1666365],[1026987,1919441],[1028519,1671249],[1031721,1415676],[1032229,1417513],[1034194,1677451],[1035655,1419842],[1037862,1681337],[1038332,1422211],[1054185,1699313],[1054785,1699201],[1056437,1185488],[1056575,1181619],[1057159,1951626],[1061669,1710405],[1066346,1713195],[1071430,1717636],[1071542,1458569],[1073254,1719448],[1073686,1967336],[1076263,1213843],[1076702,1463301],[1079002,1724786],[1079231,1465972],[1082483,1727772],[1082953,1469508],[1085094,1730749],[1085353,1221865],[1088867,1734057],[1088979,1476006],[1095946,1220446],[1098178,1485163],[1099358,1486107],[1100009,1226260],[1100188,1226981],[1103959,1748618],[1104429,1491370],[1105705,1750531],[1106570,1996035],[1109118,1754016],[1111061,1497881],[1111648,1498887],[1112167,1756715],[1113678,2001985],[1115210,1759979],[1117930,1244145],[1118776,1506648],[1120983,1765642],[1121453,1509017],[1129538,1268090],[1131238,1519674],[1137560,1277180],[1137698,1263369],[1138282,2025208],[1140830,1785728],[1143360,1531745],[1143879,1788427],[1145390,2031158],[1146922,1791691],[1152695,1797354],[1153165,1541875],[1154441,1799267],[1155762,1545791],[1159138,1804244],[1169980,1296256],[1173109,1818543],[1175287,1820743],[1177192,2061885],[1179984,1825720],[1180772,1570025],[1182458,1310603],[1182657,2067570],[1184189,1830604],[1187391,1579194],[1187899,1581031],[1189864,1836806],[1192733,1839564],[1192919,2079475],[1194989,1326659],[1197896,1589212],[1198848,1844819],[1202689,1343130],[1203839,1848874],[1205398,1595943],[1208923,1853315],[1209035,1599851],[1210747,1600970],[1211179,1855414],[1211649,1602150],[1215543,1606236],[1222003,1349415],[1222587,2101342],[1225701,1868865],[1226140,1355537],[1226784,1355643],[1230785,1873306],[1230897,1621327],[1232090,1622346],[1232609,1875118],[1233041,2109295],[1236057,1626059],[1237237,1627003],[1237888,1366770],[1238067,1367491],[1238357,1880456],[1238586,1628730],[1241838,1883442],[1242308,1632266],[1244449,1886419],[1255301,1382818],[1257084,1397919],[1258260,1390219],[1265081,1905719],[1265314,1393126],[1265513,2136765],[1268529,1658531],[1270829,1911057],[1271058,1661202],[1274310,1914043],[1274780,1664738],[1276921,1917020],[1280694,1920328],[1280806,1671236],[1281999,1672255],[1282518,1922140],[1283830,1675162],[1297532,1936802],[1297813,1426127],[1298397,2165464],[1299569,1700821],[1300945,1940287],[1302888,1693111],[1303475,1694117],[1303994,1942986],[1305505,2171414],[1307037,1946250],[1309757,1439375],[1312810,1951913],[1313280,1704247],[1314556,1953826],[1315877,1708163],[1319253,1958803],[1322134,1963240],[1324316,1457393],[1328131,1718791],[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] cell #3802 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [163337],[208127],[231830],[257825],[261160],[288867],[292669],[296948],[318878],[345410],[351492],[354827],[359137],[364069],[388552],[403973],[418785],[425903],[431448],[434783],[439980],[455991],[484595],[486157],[496069],[501296],[509078],[515586],[542504],[544066],[573833],[575090],[575744],[586719],[598779],[608296],[637444],[638701],[639355],[665195],[673074],[673588],[685164],[698318],[698972],[742050],[742564],[769871],[770525],[774872],[778332],[806172],[806686],[848730],[852190],[866639],[882306],[882820],[887341],[916831],[920291],[965460],[984494],[996859],[1000319],[1036898],[1038335],[1074159],[1106941],[1120019],[1121456],[1163087],[1200259],[1211652],[1224737],[1248408],[1313283],[1323423],[1340639],[1406882],[1443638],[1465079],[1537015],[1660309], [125785,472976],[150739,371606],[163227,561137],[182914,606829],[193408,448454],[206874,470901],[208212,657858],[219232,492132],[231720,707808],[234765,715147],[243575,534030],[256527,385010],[259670,558864],[274148,582307],[278695,589844],[280715,800289],[287614,604754],[288952,816498],[292559,824546],[300490,626777],[317381,463364],[320547,655159],[337242,680701],[342963,689175],[343959,690737],[344033,911671],[345300,914678],[350194,505536],[353337,705535],[357884,713072],[359222,940742],[359904,942248],[363020,523363],[386616,550390],[399307,566401],[407128,791656],[407515,785417],[414311,1029790],[415692,796084],[416900,1031008],[417274,797995],[417346,797341],[418870,1034999],[424406,597217],[427572,813799],[433293,822273],[434289,823835],[434363,1061228],[435630,1064235],[459146,633016],[459819,462315],[479454,663633],[483546,670034],[485671,900224],[488160,905433],[495674,908439],[495822,1153934],[496199,1154471],[499069,1155696],[499103,911993],[499615,911479],[507142,697061],[508691,933615],[508765,1170957],[515874,1185460],[517255,938043],[518463,1186678],[518837,939954],[518909,939300],[520433,1190669],[541455,739010],[543580,730795],[546069,736004],[568007,768614],[569556,764186],[569630,1256278],[574695,1022359],[574843,1019110],[575220,1019647],[576032,1267276],[577569,1024983],[586049,1281630],[586411,1281933],[586445,1027460],[590113,1030920],[593672,596168],[598293,1049781],[600408,1298856],[600782,1054990],[600854,1045369],[608444,1314049],[608821,1314586],[611691,1315811],[611725,1061550],[612237,1061036],[638306,843629],[638454,840380],[638831,840917],[639643,1353322],[641180,846253],[660088,662584],[664709,871051],[666824,1385418],[667198,876260],[667270,1128490],[668138,1141663],[672404,1142991],[672766,1143294],[672800,1145863],[673736,1396613],[674113,1397150],[685052,1411605],[685503,1151731],[693689,1420055],[697923,1178029],[698071,1174780],[698448,1175317],[699260,1169039],[700763,1429153],[700797,1180653],[701309,1170765],[709277,1444388],[709639,1444691],[709673,1183130],[713341,1186590],[723364,725988],[737114,955392],[741380,956720],[741742,957023],[741776,959592],[742712,1483419],[743089,1483956],[755229,982768],[765242,1506861],[769476,991758],[769624,988509],[770001,989046],[770813,1254360],[772316,1515959],[772350,994382],[772862,1256086],[773435,1268719],[775960,1519887],[778220,1270709],[778671,1273346],[779248,1526742],[779610,1527045],[779644,1265986],[801202,1550605],[801236,1301778],[805502,1303106],[805864,1303409],[805898,1305978],[806834,1297025],[807211,1297562],[808929,1298768],[818150,1575123],[818601,1311846],[828109,832309],[833397,1589425],[847293,1076892],[849818,1606449],[852078,1078882],[852529,1081519],[853106,1613304],[853468,1613607],[853502,1352032],[863620,866244],[866392,1105198],[866769,1105735],[877336,1636651],[877370,1109951],[881636,1111279],[881998,1111582],[882032,1114151],[882968,1383587],[883345,1384124],[885063,1385330],[886172,1398525],[886284,1647528],[888744,1649567],[888778,1394911],[892215,1656317],[892666,1395489],[914930,1679244],[915394,1431477],[915737,1419967],[920179,1433467],[920630,1436104],[921207,1426951],[921569,1427254],[921603,1428744],[943809,948436],[949839,1718467],[949873,1199681],[964291,1203295],[964403,1732849],[966863,1734888],[966897,1481717],[970334,1741638],[970785,1482295],[976238,980438],[983824,1231721],[984186,1232024],[984220,1233514],[994958,1763549],[995422,1236247],[995765,1506773],[1000207,1238237],[1000658,1240874],[1001235,1513757],[1001597,1514060],[1001631,1515550],[1005184,1775057],[1006953,1776207],[1007417,1524697],[1007760,1519799],[1032232,1548408],[1035729,1562043],[1035841,1550378],[1041772,1557476],[1042223,1559007],[1065802,1070447],[1070559,1843508],[1071152,1843682],[1071616,1328321],[1071959,1589337],[1082956,1340061],[1086820,1858178],[1088589,1859328],[1089053,1611259],[1089396,1606361],[1097739,1354002],[1098368,1102995],[1100191,1104432],[1106829,1361100],[1107280,1362631],[1117933,1374024],[1118850,1365667],[1118962,1636424],[1124893,1643522],[1125344,1645053],[1128851,1898460],[1131312,1654274],[1131424,1649340],[1153168,1676947],[1157056,1677525],[1160854,1679796],[1163430,1682171],[1187902,1710780],[1191384,1960870],[1193883,1454110],[1196906,1965109],[1197970,1459044],[1198082,1718240],[1209109,1469977],[1209452,1728606],[1213156,1978488],[1215617,1739595],[1215729,1734661],[1224551,1484566],[1225157,1229802],[1226330,1230971],[1227031,1486941],[1229914,1993065],[1231314,1749452],[1238070,1242311],[1245159,1504157],[1246175,1764101],[1248751,1766476],[1258970,1776759],[1274783,1536437],[1280880,1803086],[1281223,1798188],[1309760,1570400],[1317171,1836880],[1323237,1584932],[1325972,2080585],[1327369,1844234],[1334263,1595392],[1338350,1600326],[1338462,1853919],[1340982,1856248],[1345016,1859880],[1355711,1360342],[1355831,1356255],[1359278,2107068],[1360454,1873910],[1366840,1371481],[1367541,1627837],[1371824,1884276],[1404339,1665207],[1404682,1914877],[1410847,1925866],[1410959,1920932],[1433300,1437541],[1440389,1699387],[1443981,1952747],[1464893,1724201],[1469025,1974854],[1470678,1729685],[1486329,1486755],[1489490,2213683],[1490887,1993791],[1497237,1501868],[1497357,1497781],[1501980,2003476],[1504500,2005805],[1530639,1787219],[1534726,1792153],[1534838,2032649],[1537358,2034978],[1541392,2038610],[1563216,1567857],[1563917,1819664],[1568200,2063006],[1600446,1600870],[1627225,1627651],[1631783,2116813],[1660123,1910472],[1664255,2144283],[1665908,1915956],[1677868,2156297],[1692467,1697098],[1692587,1693011],[1697210,2172905],[1699730,2175234],[1729073,1729499],[1792273,1792697],[1803787,2044094],[1819052,1819478],[1823610,2275453],[1837223,2287467],[1915344,1915770],[1925986,1926410],[2043482,2043908] ] cell #3803 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [268642,668562],[276885,906967],[279195,689542],[279437,499594],[308882,737538],[332709,1020887],[341008,793358],[343586,590193],[347831,801660],[356074,1056524],[358384,822640],[358626,612216],[378792,842157],[396944,877794],[404574,901658],[405162,1137647],[413930,686494],[421211,917368],[422407,917255],[423039,1176557],[425023,923949],[425265,701288],[431338,935317],[433916,713421],[443931,951376],[456592,732229],[457180,1221952],[476259,997396],[477455,997283],[478087,990286],[480071,1003977],[480313,772841],[482176,1258209],[485290,788201],[486047,1013813],[502417,1036223],[503980,1037750],[504243,808081],[506137,1051215],[506725,1297762],[508318,809009],[515493,819592],[522692,1066382],[537496,1084572],[537981,1084459],[540085,1344255],[543199,629561],[543956,1095449],[554341,1105935],[563282,1119344],[564845,1120871],[565108,884215],[567002,872485],[567590,1384324],[569183,885143],[570878,1387433],[572395,1131806],[575651,894647],[591033,1417182],[593281,1160457],[593848,915885],[594798,1420967],[595053,922222],[597912,930160],[598669,1169483],[610112,1183667],[611308,1183554],[614166,716163],[615622,1192203],[621284,1198464],[626106,1203875],[628105,1206163],[629823,1468264],[632248,1211067],[632511,974069],[634489,1474239],[636006,1216111],[639262,972766],[643821,1225737],[650621,983212],[658625,1243927],[659110,1243814],[659697,1245778],[660264,995913],[661214,1507773],[661469,1002250],[664328,760731],[665085,1254804],[669643,1258573],[670210,1007908],[684167,1276399],[684652,1276286],[686756,1540631],[690627,1287276],[693025,1288840],[693138,1036072],[694106,1550951],[694909,1042823],[695623,1291921],[698879,1044204],[711516,1312698],[711779,821757],[714261,1580700],[715854,825644],[717572,1065754],[722973,1326972],[723540,1072107],[725480,1591416],[727855,1332583],[730124,1079505],[730730,1335405],[732000,1598084],[733517,1338844],[734702,1096146],[738619,1344619],[739186,1089544],[746792,1354575],[748627,1100094],[752454,1360836],[754848,865474],[757276,1366247],[759275,1368535],[760993,1631022],[763418,1373439],[764076,1116925],[764578,1375402],[764691,1119193],[765659,1636997],[766462,1125944],[767176,1378483],[770432,1127325],[775296,1388387],[775409,1131655],[784746,1399105],[786745,1401393],[788463,1663494],[790888,1406297],[791151,895950],[793129,1669469],[794646,1411341],[797902,1159037],[799550,1417295],[800651,1161063],[802741,1421331],[803308,1163578],[817265,1439157],[817750,1439044],[818904,935817],[819854,1703003],[820109,936944],[823725,1450034],[827779,1452852],[832733,1457756],[832846,1198313],[834574,1459624],[834854,1719853],[837269,1213915],[837837,1203247],[840083,1465442],[840169,1205904],[843238,1468628],[843805,1209600],[845031,1222907],[845745,1471703],[849154,1475193],[849267,1215960],[857828,1225109],[858995,1226101],[859623,976605],[859786,977307],[863229,1490490],[863796,1231462],[864948,1492414],[865736,1751531],[868111,1496101],[869946,1237973],[870380,1238860],[870986,1498923],[872256,1758199],[873773,1502362],[876167,993612],[876785,1246384],[878875,1508137],[879442,1248899],[888193,1259179],[892969,1014313],[894909,1783243],[897284,1528959],[899553,1271332],[900159,1531781],[901429,1789911],[902946,1535220],[904131,1014510],[908048,1540995],[908615,1281371],[909767,1542919],[913910,1547823],[926705,1562623],[928704,1564911],[930422,1822849],[932847,1569815],[933505,1308752],[934120,1056719],[935088,1828824],[935891,1058469],[936605,1574859],[939861,1319152],[941509,1580813],[944125,1583779],[944384,1841563],[946422,1326731],[949288,1327578],[950342,1589700],[953885,1343204],[955062,1594134],[956736,1334777],[960016,1599038],[960129,1338693],[961857,1339964],[962137,1601270],[962704,1341130],[966312,1345225],[971088,1095949],[973028,1866364],[975908,1615610],[976476,1099258],[977124,1099374],[980862,1620514],[980975,1360685],[982097,1361723],[982703,1622382],[982983,1875523],[985966,1365619],[987133,1366611],[987761,1110318],[987924,1111020],[988212,1628200],[988298,1368276],[991367,1631386],[991934,1371972],[993874,1634461],[1011576,1137842],[1013304,1654854],[1013584,1906124],[1015999,1129610],[1016567,1398477],[1018813,1660672],[1018899,1401134],[1021968,1663858],[1022535,1404830],[1023761,1138602],[1024475,1666933],[1027884,1670423],[1027997,1411190],[1029119,1412228],[1029725,1672291],[1031724,1157359],[1042526,1169983],[1043678,1687644],[1044466,1937802],[1046841,1691331],[1048676,1433203],[1049110,1434090],[1049716,1694153],[1050986,1944470],[1052503,1697592],[1054897,1179883],[1055515,1182606],[1057605,1703367],[1058172,1444129],[1059324,1705291],[1063467,1710195],[1066283,1715211],[1068411,1457467],[1072382,1458996],[1075671,1473066],[1077208,1723048],[1077467,1722460],[1082371,1469234],[1083425,1469748],[1084053,1210004],[1084216,1210706],[1093212,1222147],[1094940,1740175],[1095220,1986152],[1098684,1743894],[1098943,1991120],[1100981,1490249],[1103847,1491096],[1104901,1749815],[1104987,1492155],[1109621,1754249],[1110189,1237137],[1110837,1237253],[1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] cell #3804 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [163334],[208120],[231827],[257818],[261166],[288860],[292666],[296941],[318884],[345407],[351485],[354833],[359130],[364075],[388617],[403966],[418778],[425909],[431441],[434789],[440045],[455984],[484601],[486150],[496062],[501302],[509143],[515592],[542510],[544059],[573898],[575083],[575750],[586725],[598772],[608361],[637509],[638694],[639361],[665188],[673080],[673653],[685239],[698311],[698978],[742056],[742629],[769864],[770531],[776977],[778407],[806178],[806751],[850835],[852265],[866632],[882312],[882885],[889531],[918936],[920366],[967650],[984500],[998964],[1000394],[1039088],[1040479],[1075224],[1107016],[1122209],[1123600],[1165304],[1201370],[1212717],[1224812],[1250625],[1315427],[1323498],[1341750],[1407947],[1445855],[1465154],[1538126],[1660384], 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40988,1602074],[1345164,1859876],[1359426,2107064],[1360603,1873913],[1367156,1627221],[1367415,1367547],[1371830,1884351],[1400014,1910468],[1404688,1914952],[1411108,1920935],[1413098,1925862],[1432970,1692590],[1434960,1692463],[1438294,1440395],[1443987,1704171],[1469173,1974850],[1470293,1729069],[1470552,1470684],[1489498,2213645],[1491035,1993787],[1502129,2003479],[1504506,1762189],[1534987,2032652],[1536107,1792276],[1537364,1793901],[1541540,2038606],[1563532,1819048],[1563791,1563923],[1568206,2063081],[1631931,2116809],[1664403,2144279],[1665523,1915340],[1665782,1665914],[1676617,1925989],[1677874,1927614],[1697359,2172908],[1699736,1948460],[1803402,2043478],[1803661,1803793],[1823758,2275449],[1837229,2075743] ] cell #3805 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [402993,887154],[413817,1151544],[416870,910834],[417244,690101],[455011,965273],[485177,1273159],[495792,1027084],[499099,796764],[504556,1036711],[515380,1311659],[518433,1060391],[518807,823199],[543086,1081332],[565421,1119832],[574813,1145487],[575538,1395302],[586441,907293],[595543,1163012],[597011,1162900],[597799,1435917],[600378,1170120],[600752,924508],[608414,1182754],[611721,938723],[623565,1200072],[638424,959216],[639149,1482108],[661959,1248333],[663427,1248221],[664215,1240687],[666794,1255441],[667168,1004536],[669196,1518677],[672796,1021213],[673706,1265610],[693659,1289665],[695461,1291352],[697585,1043707],[698041,1305602],[698766,1558820],[700793,1044792],[709669,1056850],[718443,1322301],[735192,1340564],[735798,1340452],[738172,1605239],[741772,842483],[742682,1351656],[754735,1362444],[765212,1376227],[767014,1377914],[769138,1126828],[769594,1113775],[770319,1644866],[772346,1127913],[774398,1647848],[775930,1389212],[779640,1137973],[797789,1677338],[800762,1419132],[801232,1161332],[802294,1681049],[804571,1168149],[805894,1176883],[806804,1428368],[820599,1443563],[822067,1443451],[825808,942165],[827275,1452618],[833367,1458581],[838708,1463957],[840880,1466157],[842791,1727484],[845583,1471134],[846777,1223791],[848256,1733169],[849788,1476018],[853498,1222278],[858699,1485819],[866362,1233138],[875448,1504082],[876054,1503970],[876896,1505938],[877366,1246653],[878428,1765354],[880705,1253470],[882028,990612],[882938,1515174],[888304,1518964],[888774,1259448],[904621,1536940],[905227,1536828],[907601,1797066],[912111,1548032],[915207,1549769],[915319,1289504],[916357,1807203],[917889,1552730],[919188,1296592],[921599,1298088],[936443,1574290],[938567,1059353],[939748,1836693],[941775,1064032],[943614,1321644],[949399,1588502],[949869,1327847],[952010,1846477],[954558,1593900],[956940,1335368],[957607,1596599],[959118,1852427],[960650,1599863],[962977,1352432],[966423,1605526],[966893,1345494],[975404,1615376],[977347,1356354],[981496,1621339],[984216,1106261],[986837,1626715],[989009,1628915],[990920,1883154],[993712,1633892],[994500,1373648],[995235,1635815],[995347,1376066],[996385,1888839],[997917,1638776],[999216,1383154],[1001627,1384650],[1007230,1648731],[1007342,1389051],[1017438,1659187],[1019610,1661387],[1021521,1913755],[1024313,1666364],[1025507,1139486],[1026986,1919440],[1028518,1671248],[1032228,1417508],[1034187,1677450],[1035654,1419694],[1037861,1681336],[1038331,1422206],[1054178,1699312],[1054784,1699200],[1056096,1183317],[1057158,1951625],[1059435,1184570],[1061668,1710404],[1066345,1713194],[1071429,1717631],[1071541,1458420],[1073253,1719447],[1073685,1967335],[1076262,1473884],[1076697,1463300],[1079001,1724785],[1079083,1465971],[1082482,1727771],[1082952,1469503],[1085093,1730748],[1085352,1482986],[1088866,1734052],[1088978,1475857],[1098173,1485162],[1099357,1486106],[1100004,1226259],[1100187,1226976],[1103958,1748617],[1104428,1491365],[1105698,1750530],[1106569,1996034],[1109117,1754015],[1111060,1497880],[1111499,1498886],[1112166,1756714],[1113677,2001984],[1115209,1759978],[1117929,1244140],[1118775,1506500],[1120982,1765641],[1121452,1509012],[1131237,1519526],[1136140,1266173],[1138281,2025207],[1140829,1785727],[1143211,1531744],[1143878,1788426],[1145389,2031157],[1146921,1791690],[1149248,1266386],[1152694,1797353],[1153164,1541870],[1154434,1799266],[1159137,1804243],[1173108,1818542],[1175280,1820742],[1177191,2061884],[1179983,1825719],[1180771,1570024],[1181618,1311710],[1182656,2067569],[1184188,1830603],[1185487,1313616],[1187898,1581026],[1189857,1836805],[1192732,1839559],[1192918,2079474],[1194988,1588266],[1197895,1589064],[1198847,1844818],[1202688,1604185],[1203838,1848873],[1205393,1595942],[1208922,1853310],[1209034,1599702],[1210746,1600969],[1211178,1855413],[1211648,1602145],[1215542,1606088],[1220445,1352219],[1222586,2101341],[1225700,1868864],[1226135,1355536],[1226783,1355638],[1230784,1873301],[1230896,1621178],[1231941,1622345],[1232608,1875117],[1233040,2109294],[1236052,1626058],[1237236,1627002],[1237883,1366769],[1238066,1367486],[1238356,1880455],[1238438,1628729],[1241837,1883441],[1242307,1632261],[1244448,1886418],[1263368,1395353],[1265080,1905718],[1265512,2136764],[1268089,1387078],[1268524,1658530],[1270828,1911056],[1270910,1661201],[1274309,1914042],[1274779,1664733],[1276920,1917019],[1277179,1396180],[1280693,1920323],[1280805,1671087],[1281850,1672254],[1282517,1922139],[1284689,1415675],[1296255,1428931],[1297525,1936801],[1298396,2165463],[1300944,1940286],[1302887,1693110],[1303326,1694116],[1303993,1942985],[1305504,2171413],[1307036,1946249],[1309756,1439370],[1310602,1442308],[1312809,1951912],[1313279,1704242],[1314549,1953825],[1319252,1958802],[1322133,1963239],[1324315,1717353],[1328126,1718790],[1331520,1732122],[1333112,1970179],[1333298,1969694],[1338275,1728333],[1339227,1728850],[1339874,1469906],[1340057,1470623],[1349414,1482159],[1351126,1985746],[1351558,2208317],[1355104,1989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] cell #3806 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [163335],[208121],[231828],[257819],[261159],[288861],[292667],[296942],[318877],[345408],[351486],[354826],[359131],[364068],[388551],[403967],[418779],[425902],[431442],[434782],[439979],[455985],[484594],[486151],[496063],[501295],[509077],[515585],[542503],[544060],[573832],[575084],[575743],[586718],[598773],[608295],[637443],[638695],[639354],[665189],[673073],[673587],[685163],[698312],[698971],[742049],[742563],[769865],[770524],[774871],[778331],[806171],[806685],[848729],[852189],[866633],[882305],[882819],[887340],[916830],[920290],[965459],[984493],[996858],[1000318],[1036897],[1038334],[1074158],[1106940],[1120018],[1121455],[1163086],[1200258],[1211651],[1224736],[1248407],[1313282],[1323422],[1340638],[1406881],[1443637],[1465078],[1537014],[1660308], [125787,657968],[150741,371600],[163229,561131],[182916,816608],[193407,448453],[206876,470895],[208211,657857],[219234,492126],[231722,707802],[234767,940852],[243574,534029],[256529,385004],[259669,558863],[274147,582306],[278697,589838],[280717,1035109],[287616,604748],[288951,816497],[292561,824540],[300489,626776],[317380,463363],[320546,655158],[337241,680700],[342962,689174],[343961,690731],[344035,1156571],[345302,914672],[350196,505530],[353336,705534],[357886,713066],[359221,940741],[359906,1190779],[363019,523362],[386615,550389],[399309,566395],[407130,791650],[407514,785416],[414313,1029784],[415691,796083],[416901,1284044],[417273,797994],[417348,797335],[418869,1034998],[424405,597216],[427571,813798],[433292,822272],[434291,823829],[434365,1316686],[435632,1064229],[459148,633010],[459818,462314],[479453,663632],[483545,670033],[485673,900218],[488159,905432],[495673,908438],[495823,1153789],[496198,1154470],[499068,1414040],[499102,911992],[499614,911478],[507141,697060],[508693,933609],[508767,1430028],[515876,1185454],[517254,938042],[518464,1446802],[518836,939953],[518911,939294],[520432,1190668],[541454,739009],[543582,730789],[546068,736003],[568006,768613],[569558,764180],[569632,1516834],[574694,1022358],[574844,1018965],[575219,1019646],[576034,1267270],[577568,1024982],[586048,1281629],[586410,1281784],[586444,1027459],[590112,1030919],[593671,596167],[598295,1049775],[600409,1559986],[600781,1054989],[600856,1045363],[608445,1313904],[608820,1314585],[611690,1577558],[611724,1061549],[612236,1061035],[638305,843628],[638455,840235],[638830,840916],[639645,1353316],[641179,846252],[660087,662583],[664711,871045],[666825,1646032],[667197,876259],[667272,1128484],[668137,1141662],[672403,1142990],[672765,1143145],[672799,1145862],[673737,1396468],[674112,1397149],[685051,1411600],[685502,1151730],[693690,1681177],[697922,1178028],[698072,1174635],[698447,1175316],[699262,1169033],[700762,1689268],[700796,1180652],[701308,1170764],[709276,1444387],[709638,1444542],[709672,1183129],[713340,1186589],[723363,725987],[737113,955391],[741379,956719],[741741,956874],[741775,959591],[742713,1483274],[743088,1483955],[755231,982762],[765243,1765482],[769475,991757],[769625,988364],[770000,989045],[770815,1254354],[772315,1773573],[772349,994381],[772861,1256085],[773434,1268718],[775961,1518805],[778219,1270704],[778670,1273345],[779247,1526741],[779609,1526896],[779643,1265985],[801201,1807879],[801235,1301777],[805501,1303105],[805863,1303260],[805897,1305977],[806835,1296880],[807210,1297561],[808928,1298767],[818149,1575118],[818600,1311845],[828108,832308],[833398,1846605],[847292,1076891],[849819,1605367],[852077,1078877],[852528,1081518],[853105,1613303],[853467,1613458],[853501,1352031],[863619,866243],[866393,1105053],[866768,1105734],[877335,1889515],[877369,1109950],[881635,1111278],[881997,1111433],[882031,1114150],[882969,1383442],[883344,1384123],[885062,1385329],[886171,1398520],[886283,1647527],[888743,1648524],[888777,1394910],[892214,1656312],[892665,1395488],[914929,1929831],[915393,1431476],[915736,1419966],[920178,1433462],[920629,1436103],[921206,1426950],[921568,1427105],[921602,1428743],[943808,948435],[949838,1968011],[949872,1199680],[964290,1203290],[964402,1732848],[966862,1733845],[966896,1481716],[970333,1741633],[970784,1482294],[976237,980437],[983823,1231720],[984185,1231875],[984219,1233513],[994957,2007950],[995421,1236246],[995764,1506772],[1000206,1238232],[1000657,1240873],[1001234,1513756],[1001596,1513911],[1001630,1515549],[1005183,1775052],[1006952,1775272],[1007416,1524696],[1007759,1519798],[1032231,1548407],[1035728,1562038],[1035840,1550377],[1041771,1557471],[1042222,1559006],[1065797,1070446],[1070558,1843507],[1071151,2083005],[1071615,1328320],[1071958,1589336],[1082955,1340060],[1086819,1858173],[1088588,1858393],[1089052,1611258],[1089395,1606360],[1097738,1354001],[1098367,1102994],[1100190,1104431],[1106828,1361095],[1107279,1362630],[1117932,1374023],[1118849,1365662],[1118961,1636423],[1124892,1643517],[1125343,1645052],[1128850,1898421],[1131311,1654269],[1131423,1649339],[1153167,1676946],[1157055,1677524],[1160853,1679791],[1163429,1682170],[1187901,1710779],[1191383,2186933],[1193882,1454109],[1196905,1965104],[1197969,1459039],[1198081,1718239],[1209108,1469976],[1209451,1728605],[1213155,1978449],[1215616,1739590],[1215728,1734660],[1224550,1484561],[1225152,1229801],[1226329,1230970],[1227030,1486940],[1229913,1993064],[1231313,1749451],[1238069,1242310],[1245158,1504156],[1246174,1764096],[1248750,1766475],[1258969,1776754],[1274782,1536436],[1280879,1803085],[1281222,1798187],[1309759,1570399],[1317170,1836879],[1323236,1584927],[1325971,2080546],[1327368,1844229],[1334262,1595391],[1338349,1600321],[1338461,1853918],[1340981,1856247],[1345015,1859875],[1355706,1360341],[1355830,1356254],[1359277,2107063],[1360453,1873909],[1366839,1371480],[1367540,1627836],[1371823,1884275],[1404338,1665206],[1404681,1914876],[1410846,1925861],[1410958,1920931],[1433299,1437540],[1440388,1699386],[1443980,1952746],[1464892,1724196],[1469024,1974849],[1470677,1729684],[1486324,1486754],[1489489,2213644],[1490886,1993786],[1497232,1501867],[1497356,1497780],[1501979,2003475],[1504499,2005804],[1530638,1787218],[1534725,1792148],[1534837,2032648],[1537357,2034977],[1541391,2038605],[1563215,1567856],[1563916,1819663],[1568199,2063005],[1600445,1600869],[1627220,1627650],[1631782,2116808],[1660122,1910467],[1664254,2144278],[1665907,1915955],[1677867,2156296],[1692462,1697097],[1692586,1693010],[1697209,2172904],[1699729,2175233],[1729068,1729498],[1792272,1792696],[1803786,2044093],[1819047,1819477],[1823609,2275448],[1837222,2287466],[1915339,1915769],[1925985,1926409],[2043477,2043907] ] cell #3807 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [303690],[315570],[371581],[384985],[391752],[410715],[422595],[437415],[448129],[463039],[470876],[472910],[477643],[492107],[498874],[505511],[512278],[531465],[538169],[547825],[558539],[561112],[561215],[566376],[571268],[581982],[589819],[591221],[596892],[604729],[606763],[611496],[628151],[632991],[634879],[659298],[663308],[678136],[684840],[688850],[690118],[690712],[694496],[705210],[707783],[707886],[713047],[714449],[715081],[730128],[730770],[732390],[735679],[759321],[764161],[766049],[786791],[791631],[793519],[797316],[797670],[800223],[817938],[821948],[823216],[823810],[824521],[824624],[835244],[837598],[839937],[840164],[842667],[864994],[870384],[871026],[872646],[875935],[899557],[900199],[901819],[905108],[907477],[909813],[910877],[914653],[914756],[924525],[928750],[933590],[939275],[939629],[942182],[946751],[953568],[956595],[959259],[982101],[982743],[983373],[985727],[988066],[988293],[990796],[1004553],[1016328],[1018667],[1018894],[1021397],[1027127],[1029123],[1029765],[1031770],[1043724],[1045344],[1049114],[1049756],[1051376],[1054665],[1057034],[1059370],[1060434],[1064210],[1064313],[1068094],[1069917],[1075714],[1101310],[1104755],[1104982],[1106445],[1108127],[1111154],[1113818],[1126845],[1128465],[1138157],[1139503],[1139839],[1142866],[1145530],[1153491],[1153718],[1155910],[1168372],[1169014],[1170163],[1171998],[1174337],[1174564],[1177067],[1182797],[1184793],[1185435],[1187440],[1194440],[1195617],[1207410],[1222462],[1223808],[1224382],[1227449],[1229272],[1231596],[1233181],[1235069],[1244324],[1253693],[1254335],[1255484],[1261744],[1265653],[1266609],[1267251],[1267541],[1281505],[1283973],[1289708],[1296582],[1296809],[1298272],[1299618],[1299954],[1302981],[1305645],[1313606],[1313833],[1316025],[1323068],[1324917],[1335997],[1347790],[1351699],[1352655],[1353297],[1353807],[1356397],[1356812],[1357989],[1369782],[1373691],[1376270],[1383144],[1383371],[1384834],[1386180],[1388238],[1389255],[1390847],[1396170],[1396397],[1402640],[1417692],[1419612],[1426826],[1428411],[1429367],[1430299],[1439554],[1444263],[1446731],[1453915],[1458624],[1464724],[1466573],[1475044],[1476061],[1477653],[1482976],[1483203],[1486586],[1488435],[1497923],[1499515],[1506418],[1513632],[1515217],[1516173],[1517543],[1518734],[1519444],[1521293],[1526617],[1532373],[1544166],[1548075],[1550183],[1551756],[1552773],[1559915],[1566158],[1570067],[1581210],[1588982],[1595197],[1599906],[1601012],[1604105],[1605296],[1606006],[1607855],[1613179],[1616673],[1621382],[1627482],[1629331],[1636229],[1637802],[1638819],[1645961],[1647335],[1647695],[1649145],[1659954],[1661803],[1671291],[1672883],[1681106],[1693153],[1694745],[1710447],[1717273],[1718045],[1720658],[1728251],[1729330],[1730791],[1732656],[1733016],[1734466],[1749097],[1755312],[1760021],[1765411],[1774471],[1787024],[1791733],[1792839],[1797833],[1799682],[1807050],[1819309],[1821158],[1830646],[1843315],[1846534],[1853724],[1854764],[1857592],[1872943],[1873715],[1883921],[1886461],[1888686],[1914522],[1915601],[1917062],[1920737],[1926552],[1941583],[1946292],[1964523],[1967182],[1992872],[2003281],[2032454],[2033494],[2043739],[2045200],[2062651],[2065191],[2077316],[2106482],[2154813],[2172710],[2185456], [125794,657949],[163133,762238],[182923,816589],[205252,868661],[208102,657533],[231626,931667],[234774,940833],[238598,950892],[257800,757050],[280724,1035090],[285992,1047391],[288842,816173],[292465,1062287],[296923,834348],[318553,652594],[332265,1137163],[345206,1159682],[351467,926479],[356262,1183070],[359112,940417],[363744,724353],[378348,1221468],[403948,1013078],[405350,1265926],[414178,1279182],[418760,1034674],[425578,811234],[431423,1057099],[455966,1094714],[457368,1351972],[484270,893782],[485538,1392671],[486132,1138222],[496044,1151152],[506913,1428684],[515261,935478],[542179,971901],[543447,1479477],[544041,1222527],[567778,1515490],[575065,1262864],[575419,1013974],[586117,1278478],[598160,1556189],[598754,1298337],[638676,1348910],[639030,1095610],[664576,1642235],[665170,1384899],[669072,1133022],[672472,1391967],[698293,1425622],[698647,1169644],[738048,1217327],[741448,1478773],[755096,1752827],[769846,1512428],[770200,1254965],[774539,1259921],[802170,1293137],[805570,1555485],[848397,1345967],[866614,1624797],[878304,1379699],[881704,1641531],[916498,1422679],[917765,1424502],[951886,1462039],[983892,1752123],[996526,1509485],[997793,1511308],[1038002,1554365],[1073826,1592008],[1084969,1603321],[1097881,1869321],[1121123,1640411],[1184064,1706538],[1194025,1713651],[1211319,1731277],[1276796,1795148],[1312950,1832238],[1334405,1849330],[1406549,1917548],[1530781,2028060] ] cell #3808 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [303693],[315573],[371579],[384983],[391755],[393581],[410718],[422598],[437215],[448062],[462972],[470874],[472913],[477646],[492105],[498877],[505509],[512281],[514107],[531265],[538172],[547625],[558472],[561110],[566374],[571068],[581915],[589817],[591224],[596825],[604727],[606766],[611499],[613325],[628154],[632989],[634679],[659301],[663241],[677936],[684843],[688783],[690121],[690710],[692758],[694296],[705143],[707781],[713045],[714452],[715084],[730268],[730768],[732190],[735612],[759324],[764159],[765849],[786794],[791629],[793319],[797314],[797489],[797603],[800226],[817941],[821881],[823219],[823808],[824519],[825856],[835044],[837531],[839935],[840310],[842532],[864997],[870524],[871024],[872446],[875868],[899697],[900197],[901619],[905041],[907342],[909816],[910872],[910968],[914651],[924528],[928753],[933588],[939273],[939448],[939562],[942185],[946684],[953566],[956599],[959254],[982241],[982741],[983173],[985660],[988064],[988439],[990661],[1004556],[1016261],[1018665],[1019040],[1021262],[1027122],[1029263],[1029763],[1030938],[1043727],[1045342],[1045517],[1049254],[1049754],[1051176],[1054598],[1056899],[1059373],[1060429],[1060525],[1064208],[1068092],[1069850],[1075718],[1101243],[1104753],[1105128],[1106310],[1108125],[1111158],[1113813],[1126848],[1128463],[1128638],[1138022],[1139506],[1139837],[1142870],[1145525],[1153489],[1153864],[1168512],[1169012],[1170158],[1170254],[1171931],[1174335],[1174710],[1176932],[1182792],[1184933],[1185433],[1186608],[1194444],[1195615],[1207343],[1222327],[1223811],[1224380],[1227447],[1229205],[1231600],[1233176],[1235073],[1244189],[1253833],[1254333],[1255479],[1255575],[1261677],[1265648],[1266749],[1267249],[1267545],[1281509],[1289703],[1289799],[1296580],[1296955],[1298137],[1298786],[1299952],[1302985],[1305640],[1313604],[1313979],[1323066],[1324921],[1335995],[1347723],[1351694],[1352795],[1353295],[1353811],[1356392],[1356816],[1357987],[1369715],[1373686],[1376265],[1376361],[1383142],[1383517],[1384699],[1385348],[1389250],[1389346],[1390845],[1396168],[1396543],[1402573],[1417557],[1419610],[1419985],[1426830],[1428406],[1430303],[1439419],[1444267],[1453919],[1458619],[1458715],[1464722],[1466577],[1476056],[1476152],[1477651],[1482974],[1483349],[1486584],[1488439],[1497918],[1499513],[1506416],[1506791],[1513636],[1515212],[1517541],[1519442],[1519817],[1521297],[1526621],[1532371],[1544099],[1548070],[1549727],[1550187],[1552768],[1566091],[1570062],[1581075],[1588980],[1589355],[1595201],[1599901],[1601007],[1604103],[1606004],[1606379],[1607859],[1613183],[1616677],[1621377],[1627480],[1629335],[1635773],[1636233],[1638814],[1647339],[1648689],[1649149],[1659952],[1661807],[1671286],[1672881],[1693148],[1694743],[1710442],[1717271],[1717589],[1718049],[1728249],[1729328],[1730786],[1732660],[1734010],[1734470],[1749095],[1755316],[1760016],[1774514],[1787028],[1791728],[1792834],[1797831],[1799686],[1819307],[1821162],[1830641],[1838814],[1843319],[1853728],[1854768],[1857635],[1872941],[1873719],[1883919],[1886456],[1914520],[1915599],[1917057],[1920741],[1926547],[1941587],[1946287],[1964566],[1992876],[2003285],[2032458],[2033498],[2043737],[2045195],[2062649],[2065186],[2106525],[2154817],[2172714],[2185451], [125795,472961],[163136,560765],[182924,606814],[205255,651707],[208100,657466],[231629,707436],[234775,715132],[238601,721436],[257798,755983],[280725,800274],[285995,810347],[288840,816106],[292468,824174],[296921,831162],[318486,652394],[332268,890865],[345209,914306],[351465,925412],[356265,934591],[359110,940350],[363677,724153],[378351,968984],[403946,1009892],[405353,1012047],[414181,1026504],[418758,1034607],[425511,811034],[431421,1056032],[455964,1091528],[457371,1093683],[484203,893582],[485541,1135188],[486130,1136076],[496042,1151085],[506916,1167717],[515194,935278],[542112,971701],[543450,1219493],[544039,1220381],[567781,1253038],[575063,1262797],[575352,1013774],[586112,1278476],[598163,1295303],[598752,1296191],[638674,1348843],[638963,1095410],[664579,1381865],[665168,1382753],[668937,1132955],[672467,1391965],[698291,1425555],[698580,1169444],[737913,1217260],[741443,1478771],[755099,1494721],[769844,1512361],[770133,1254765],[774534,1259919],[802035,1293070],[805565,1555483],[848392,1345965],[866612,1624730],[878169,1379632],[881699,1641529],[916493,1422677],[917630,1424435],[951751,1461972],[983887,1752121],[996521,1509483],[997658,1511241],[1037997,1554363],[1073821,1592006],[1084834,1603254],[1097876,1869319],[1121118,1640409],[1183929,1706471],[1194020,1713649],[1211314,1731275],[1276661,1795081],[1312945,1832236],[1334400,1849328],[1406544,1917546],[1530776,2028058] ] cell #3809 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [125797],[163203],[182926],[205902],[208178],[231696],[234777],[240433],[258537],[280727],[286642],[288918],[292535],[299003],[319204],[334100],[345276],[352204],[356912],[359188],[365894],[380183],[406028],[406632],[414287],[418836],[426229],[432160],[436387],[458046],[458650],[485647],[486420],[487580],[496165],[508195],[515912],[543556],[544329],[545489],[569060],[570240],[575186],[576858],[586043],[598269],[600202],[633851],[638797],[640469],[664685],[666618],[668002],[672398],[698414],[700086],[722335],[736978],[741374],[755205],[769967],[771639],[773429],[801100],[805496],[832173],[847287],[862591],[866735],[877234],[881630],[888642],[915388],[948430],[949737],[966761],[980302],[983818],[995416],[1007411],[1071610],[1082820],[1089047],[1097733],[1102989],[1104296],[1153032],[1193877],[1209103],[1230965],[1242175],[1274647],[1280874],[1334257],[1356249],[1371475],[1404333],[1437405],[1497775],[1530633],[1567851],[1600864],[1693005],[1792691],[1926404] ] cell #3810 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [163368],[208174],[231861],[257911],[261196],[288914],[292700],[297034],[318959],[345441],[351578],[354863],[359184],[364150],[388273],[404059],[418832],[425984],[431534],[434819],[439701],[456077],[484676],[486243],[496161],[501332],[508799],[515667],[521043],[542585],[544152],[573554],[575182],[575825],[586805],[598865],[608017],[637165],[638793],[639436],[665281],[667714],[673160],[673309],[685075],[698410],[699053],[736690],[742136],[742285],[769963],[770606],[773484],[778243],[806258],[806407],[831885],[847342],[852101],[866731],[882392],[882541],[886195],[915443],[920202],[948485],[964314],[980014],[984580],[995471],[1000230],[1007466],[1035752],[1070470],[1071665],[1089102],[1103044],[1106852],[1118873],[1131335],[1197993],[1209158],[1215640],[1224574],[1229825],[1231020],[1280929],[1323260],[1338373],[1360365],[1371530],[1404388],[1410870],[1464916],[1486778],[1501891],[1534749],[1567906],[1627674],[1660146],[1697121],[1729522],[1819501],[1915793],[2043931] ] cell #3811 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [178304,1163227],[210254,1248548],[226226,1291578],[246537,1340779],[263668,1378140],[282110,1165122],[290994,1443778],[293027,1711382],[303232,1466226],[305948,1471360],[323509,1504297],[325311,1250443],[340204,1537155],[345681,1038906],[356995,1829608],[357335,1574516],[359816,1582230],[370817,1596293],[371071,1596677],[373837,1341568],[391294,1628984],[394010,1634118],[394794,1122027],[402145,889349],[406715,1906908],[410257,1661456],[412973,1666590],[417381,1924408],[418654,1677665],[430534,1699527],[431905,1951319],[432274,1706597],[432336,1445673],[441625,1201188],[444967,1464035],[447145,1724794],[447555,1725052],[454163,967468],[458733,1986936],[465845,1750599],[470112,1756408],[470366,1756792],[473132,1505086],[487325,2024901],[487694,1795207],[491343,1788120],[491597,1788504],[494363,1537944],[498416,1799335],[499297,2041587],[499666,1031444],[501132,1804469],[508278,2055037],[511820,1820811],[514536,1825945],[515320,1055592],[515928,1832100],[516070,2067836],[518944,2072537],[520217,1837020],[524411,1322379],[530172,1593909],[532811,1850467],[535675,1092167],[545234,2101035],[545603,1603380],[552035,1363560],[553074,1874811],[553328,1875195],[555377,1626793],[557555,1880464],[557965,1880722],[569143,2128895],[573404,2132937],[575478,1135636],[576874,1917410],[577016,2137031],[578820,1659265],[580998,1911065],[581408,1911323],[588016,906035],[589055,1921833],[589309,1922217],[590123,1155889],[590265,2152743],[592075,1415171],[599698,1936870],[599947,2165157],[600316,1424561],[600889,2166653],[603965,1942679],[604219,1943063],[606985,1700316],[608859,1954107],[611038,1953894],[611919,2181843],[612288,1187114],[613754,1959028],[617874,1452627],[619226,1719525],[624373,1722825],[627825,969721],[637015,2204490],[639089,1219941],[640485,1731139],[640627,2208584],[645540,1485897],[648648,1994384],[649058,1994642],[651301,1754024],[653940,2000024],[656804,1251522],[666114,2014989],[666363,2234133],[666732,1511367],[667305,2235629],[668018,2027202],[671082,1258138],[671229,2238201],[675013,2035259],[676481,2026397],[676843,1785736],[679482,2029197],[682346,1010531],[685513,1029102],[685688,1540560],[687866,2039203],[688276,2039461],[689477,797729],[696632,2264107],[698706,1295751],[699745,2053541],[699999,2053925],[700102,1554227],[700244,2268201],[700991,2269287],[701360,1299292],[702048,1818620],[704226,2059194],[704636,2059452],[712283,2069962],[712537,2070346],[713351,1316004],[713493,2283913],[715303,1578689],[719920,1583556],[721030,1844827],[730107,852539],[731459,1601045],[736994,1848472],[740058,1344184],[740205,2304617],[743989,1856529],[745457,2102531],[746105,2105207],[749044,1615385],[750396,1356430],[752673,2108324],[755543,1878495],[758995,1124280],[768185,2327718],[770259,1382313],[771298,2127399],[771552,2127783],[771655,1640273],[771797,2331812],[772544,2332898],[772913,1385854],[773608,2139210],[776204,2335115],[776514,1387436],[777866,1905796],[778681,899536],[778856,1663423],[782396,2138117],[782650,2138501],[783013,1909096],[786465,891602],[792226,1669472],[792329,909487],[794865,2150516],[801116,1680743],[801495,2359452],[804180,1420896],[804327,2359330],[807288,2163813],[807698,2164071],[808111,1683531],[808939,1429346],[809081,2364122],[809941,1940295],[812580,2169453],[815444,1166201],[818611,1184772],[818786,1702932],[820964,2179459],[821374,2179717],[822575,939688],[828827,1963248],[830722,1966365],[832189,1963508],[836450,2387876],[841295,1728859],[847466,1969781],[850062,2395980],[850372,1474242],[851724,1985824],[852714,1468193],[856254,2209670],[856508,2210054],[857150,2212443],[860176,1743671],[861286,1486115],[864668,1234219],[870363,1000668],[871715,1497956],[875994,1003912],[877250,1765048],[877629,2417361],[880314,1507702],[880461,2417239],[883422,2232789],[883832,2233047],[884245,1767836],[885073,1516152],[885215,2422031],[886040,2243595],[888658,1518371],[889037,2238323],[890459,2023557],[891499,1789914],[892676,1266588],[892851,1783172],[895157,2242735],[895567,2242993],[900888,1792872],[915534,2263847],[915567,1807470],[915747,1551735],[915957,2446051],[918163,2445525],[918473,1550954],[919825,1291786],[920640,1049093],[920815,1822778],[922102,2266964],[923884,1054724],[924972,2057225],[928424,1041159],[934185,1828827],[934288,1059044],[936824,2281686],[945192,2079345],[948609,2079561],[949753,1846171],[950132,2472070],[952906,1591345],[953053,2471948],[956110,1848212],[958005,1854344],[964159,2084955],[966777,1604933],[967156,2304739],[968578,2099691],[969618,1598087],[970795,1352634],[970970,1866293],[973276,2309151],[973686,2309409],[976956,1356047],[978851,1616253],[980318,2105467],[982080,1107290],[985786,1119209],[989424,1627011],[992806,1374729],[995562,2327458],[995595,1889106],[995775,1637781],[995985,2498069],[998191,2497543],[998501,1637000],[999853,1378348],[1000843,1630951],[1002130,2330575],[1005512,2333871],[1007557,2132677],[1007590,1648115],[1007770,1388217],[1007980,2335641],[1009452,2135794],[1011641,1906127],[1011744,1139177],[1014390,2339688],[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] cell #3812 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [163355],[208124],[231848],[257822],[261162],[288864],[292687],[296945],[318880],[345428],[351489],[354829],[359134],[364071],[388486],[403970],[418782],[425905],[431445],[434785],[439914],[455988],[484597],[486154],[496066],[501298],[509012],[515588],[542506],[544063],[573767],[575087],[575746],[586721],[598776],[608230],[637378],[638698],[639357],[665192],[673076],[673522],[685232],[698315],[698974],[742052],[742498],[769868],[770527],[776846],[778400],[806174],[806620],[850704],[852258],[866636],[882308],[882754],[889524],[918805],[920359],[967643],[984496],[998833],[1000387],[1039081],[1040348],[1075093],[1107009],[1122202],[1123469],[1165297],[1201363],[1212586],[1224805],[1250618],[1315296],[1323491],[1341743],[1407816],[1445848],[1465147],[1538119],[1660377], [125798,657971],[157808,385007],[163253,561134],[182927,816611],[201773,463366],[206400,470898],[208240,657860],[226301,505533],[231746,707805],[234778,940855],[246155,371603],[253316,550324],[259116,558866],[263743,566398],[280728,1035112],[282513,597219],[287140,604751],[288980,816500],[292585,824543],[305500,448456],[306023,633013],[312304,645481],[319914,655093],[325714,663635],[339822,492129],[344437,1156574],[345326,914675],[346983,696995],[352783,705537],[357410,713069],[359250,940744],[359917,1190782],[362092,524352],[372525,730792],[373211,533964],[374240,736006],[394085,764183],[394561,1516837],[396096,768548],[412525,582309],[413048,791653],[415005,1029787],[417499,1284045],[418272,589841],[418898,1035001],[419329,804121],[426939,813733],[432739,822275],[434767,1316689],[435656,1064232],[444908,446477],[449227,840236],[449481,840919],[450989,846187],[471820,871048],[473535,876262],[473761,1646033],[474377,880255],[482618,671023],[493051,900221],[493737,680635],[494766,905435],[496708,1153790],[496962,1154473],[499760,1414038],[500684,689177],[501207,690734],[514611,933612],[515087,1430031],[516568,1185457],[516622,937977],[519062,1446803],[520461,1190671],[526851,952847],[530504,954331],[534632,956651],[535042,956872],[540527,739999],[554071,982765],[555628,1765483],[559637,988365],[559891,989048],[561399,994316],[562057,1773571],[577514,1267273],[578761,580330],[583080,1018966],[583334,1019649],[584842,1024917],[586973,1281561],[587383,1281782],[590763,797338],[591449,796018],[592478,797997],[605673,1049778],[607388,1054992],[607614,1559987],[609330,1313905],[609584,1314588],[612382,1577556],[613829,823832],[618206,1068857],[619477,1846606],[624548,1075770],[629112,1078811],[630265,852655],[641125,1353319],[647980,1107406],[649942,1105054],[650196,1105737],[651633,1108890],[651849,1889513],[655761,1111210],[656171,1111431],[675484,1396469],[675738,1397152],[677175,1140602],[681303,1142922],[681713,1143143],[685629,687198],[686045,1411534],[690202,911481],[691710,911927],[700742,1169036],[702299,1681178],[706308,1174636],[706562,1175319],[708070,1180587],[708728,1689266],[710201,1444319],[710611,1444540],[713991,939297],[715706,939956],[720095,1194496],[721362,1196380],[721578,1968009],[726993,1202192],[730439,969950],[744460,1483275],[744714,1483958],[749376,1228212],[753632,1231652],[754042,1231873],[755267,2007944],[755718,1235125],[760282,1238166],[761435,1000784],[772295,1254357],[778117,1518806],[778797,788905],[781102,1526673],[781512,1526894],[783188,1267597],[787752,1270638],[792558,1029434],[796686,1030988],[808582,1296881],[808836,1297564],[809579,1045366],[810273,1300717],[810489,1807877],[814401,1303037],[814811,1303258],[819143,1575052],[823300,1061038],[824808,1061484],[829758,1323819],[830446,2082999],[830897,1324973],[840360,1092342],[841627,1336760],[851975,1605368],[854960,1613235],[855370,1613456],[857253,1353863],[860351,1356868],[861618,1358752],[865025,1361029],[867249,1364564],[870695,1124509],[884716,1383443],[884970,1384126],[885713,1128487],[886426,1647391],[890791,1391610],[891007,1648522],[891831,899868],[894198,1656246],[896422,1397422],[906210,1153914],[920756,930864],[923061,1426882],[923471,1427103],[924609,1170767],[924696,1929825],[925147,1430355],[929711,1433396],[934517,1185104],[938645,1186658],[942727,2186927],[945295,1453971],[947295,1455756],[958180,1466629],[964545,1732712],[968910,1478416],[969126,1733843],[972317,1741567],[974734,1484427],[977887,1487337],[979026,1488491],[982412,1234448],[988489,1251697],[989756,1500278],[1003089,1513688],[1003499,1513909],[1004637,1256088],[1005335,1774921],[1009176,1775266],[1009627,1521349],[1010706,1019090],[1011973,1266920],[1020357,1533136],[1035983,1550239],[1041388,1049425],[1043755,1557405],[1044714,1298836],[1045979,1560940],[1055767,1314029],[1067294,1584793],[1070701,1843371],[1078378,1595253],[1080378,1597038],[1086971,1858042],[1090812,1858387],[1091263,1607911],[1093609,1352966],[1099854,1616729],[1101854,1618514],[1105178,1363735],[1112739,1629387],[1116125,1374958],[1119104,1636285],[1126876,1643451],[1127835,1385398],[1128998,1898415],[1131566,1649201],[1133566,1650986],[1135811,1396593],[1144451,1661859],[1155181,1673646],[1161005,1679657],[1161182,1420035],[1166376,1174760],[1167643,1168683],[1176027,1695508],[1197057,1964973],[1198224,1718101],[1204787,1724062],[1213303,1978443],[1215871,1734522],[1217871,1736307],[1220116,1483399],[1226649,1744908],[1226898,1487009],[1230056,1992928],[1237733,1755368],[1239733,1757153],[1243057,1505261],[1246326,1763962],[1246503,1506841],[1252964,1254004],[1259121,1776620],[1259298,1519867],[1270205,1787080],[1272205,1788865],[1283090,1799738],[1285436,1549342],[1295926,1297005],[1304566,1821214],[1307952,1571334],[1326119,2080540],[1327520,1844095],[1327697,1589405],[1338604,1853780],[1339724,1854820],[1345167,1859741],[1345344,1606429],[1359429,2106932],[1360596,1873771],[1367159,1879732],[1367408,1627905],[1382488,1383567],[1400017,1910333],[1411101,1920793],[1413101,1922578],[1415346,1678629],[1422056,1422128],[1432963,1941639],[1434963,1943424],[1438287,1700491],[1448194,1449234],[1469176,1974715],[1469353,1728674],[1470296,1975705],[1470545,1729753],[1489637,2213638],[1491038,1993652],[1491215,1749520],[1502122,2003337],[1508862,1508934],[1534980,2032510],[1536100,2033550],[1541543,2038471],[1541720,1798256],[1563535,2058462],[1563784,1819732],[1578864,1579943],[1601995,1602067],[1631934,2116674],[1632111,1884344],[1664406,2144144],[1664583,1914945],[1665526,2145134],[1665775,1916024],[1676610,2154869],[1697352,2172766],[1704092,1704164],[1762110,1762182],[1793822,1793894],[1803405,2258589],[1803654,2044162],[1823761,2275314],[1823938,2063074],[1927535,1927607],[1948381,1948453],[2075664,2075736] ] cell #3813 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [303692],[315572],[371578],[384982],[391754],[410717],[422597],[437214],[448061],[462971],[470873],[472912],[477645],[492104],[498876],[505508],[512280],[531264],[538171],[547624],[558471],[561109],[561217],[566373],[571067],[581914],[589816],[591223],[596824],[604726],[606765],[611498],[628153],[632988],[634678],[659300],[663240],[677935],[684842],[688782],[690120],[690709],[694295],[705142],[707780],[707888],[713044],[714451],[715083],[730198],[730767],[732189],[735611],[759323],[764158],[765848],[786793],[791628],[793318],[797313],[797602],[800225],[817940],[821880],[823218],[823807],[824518],[824626],[835043],[837530],[839934],[840238],[842531],[864996],[870454],[871023],[872445],[875867],[899627],[900196],[901618],[905040],[907341],[909815],[910871],[914650],[914758],[924527],[928752],[933587],[939272],[939561],[942184],[946683],[953565],[956597],[959253],[982171],[982740],[983172],[985659],[988063],[988367],[990660],[1004555],[1016260],[1018664],[1018968],[1021261],[1027121],[1029193],[1029762],[1031772],[1043726],[1045341],[1049184],[1049753],[1051175],[1054597],[1056898],[1059372],[1060428],[1064207],[1064315],[1068091],[1069849],[1075716],[1101242],[1104752],[1105056],[1106309],[1108124],[1111156],[1113812],[1126847],[1128462],[1138021],[1139505],[1139836],[1142868],[1145524],[1153488],[1153792],[1155980],[1168442],[1169011],[1170157],[1171930],[1174334],[1174638],[1176931],[1182791],[1184863],[1185432],[1187442],[1194442],[1195614],[1207342],[1222326],[1223810],[1224379],[1227446],[1229204],[1231598],[1233175],[1235071],[1244188],[1253763],[1254332],[1255478],[1261676],[1265647],[1266679],[1267248],[1267543],[1281507],[1284047],[1289702],[1296579],[1296883],[1298136],[1299620],[1299951],[1302983],[1305639],[1313603],[1313907],[1316095],[1323065],[1324919],[1335994],[1347722],[1351693],[1352725],[1353294],[1353809],[1356391],[1356814],[1357986],[1369714],[1373685],[1376264],[1383141],[1383445],[1384698],[1386182],[1388308],[1389249],[1390844],[1396167],[1396471],[1402572],[1417556],[1419609],[1426828],[1428405],[1429437],[1430301],[1439418],[1444265],[1446805],[1453917],[1458618],[1464721],[1466575],[1475114],[1476055],[1477650],[1482973],[1483277],[1486583],[1488437],[1497917],[1499512],[1506415],[1513634],[1515211],[1516243],[1517540],[1518808],[1519441],[1521295],[1526619],[1532370],[1544098],[1548069],[1550185],[1551826],[1552767],[1559989],[1566090],[1570061],[1581074],[1588979],[1595199],[1599900],[1601006],[1604102],[1605370],[1606003],[1607857],[1613181],[1616675],[1621376],[1627479],[1629333],[1636231],[1637872],[1638813],[1646035],[1647337],[1647699],[1649147],[1659951],[1661805],[1671285],[1672880],[1681180],[1693147],[1694742],[1710441],[1717270],[1718047],[1720728],[1728248],[1729327],[1730785],[1732658],[1733020],[1734468],[1749094],[1755314],[1760015],[1765485],[1774475],[1787026],[1791727],[1792833],[1797830],[1799684],[1807054],[1819306],[1821160],[1830640],[1843317],[1846608],[1853726],[1854766],[1857596],[1872940],[1873717],[1883918],[1886455],[1888690],[1914519],[1915598],[1917056],[1920739],[1926546],[1941585],[1946286],[1964527],[1967186],[1992874],[2003283],[2032456],[2033496],[2043736],[2045194],[2062648],[2065185],[2077320],[2106486],[2154815],[2172712],[2185450], [125800,657946],[163135,762167],[182929,816586],[205254,867558],[208099,657465],[231628,931596],[234780,940830],[238600,947604],[257797,755982],[280730,1035087],[285994,1046288],[288839,816105],[292467,1062216],[296920,831161],[318485,652393],[332267,1133875],[345208,1159611],[351464,925411],[356264,1181967],[359109,940349],[363676,724152],[378350,1218180],[403945,1009891],[405352,1263717],[414180,1279111],[418757,1034606],[425510,811033],[431420,1056031],[455963,1091527],[457370,1349763],[484202,893581],[485540,1392600],[486129,1136075],[496041,1151084],[506915,1426475],[515193,935277],[542111,971700],[543449,1479406],[544038,1220380],[567780,1513281],[575062,1262796],[575351,1013773],[586111,1278475],[598162,1556118],[598751,1296190],[638673,1348842],[638962,1095409],[664578,1642164],[665167,1382752],[668936,1132954],[672466,1391964],[698290,1425554],[698579,1169443],[737912,1217259],[741442,1478770],[755098,1752756],[769843,1512360],[770132,1254764],[774533,1259918],[802034,1293069],[805564,1555482],[848391,1345964],[866611,1624729],[878168,1379631],[881698,1641528],[916492,1422676],[917629,1424434],[951750,1461971],[983886,1752120],[996520,1509482],[997657,1511240],[1037996,1554362],[1073820,1592005],[1084833,1603253],[1097875,1869318],[1121117,1640408],[1183928,1706470],[1194019,1713648],[1211313,1731274],[1276660,1795080],[1312944,1832235],[1334399,1849327],[1406543,1917545],[1530775,2028057] ] cell #3814 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [163366],[208171],[231859],[257908],[261201],[288911],[292698],[297031],[318964],[345439],[351575],[354868],[359181],[364155],[388284],[404056],[418829],[425989],[431531],[434824],[439712],[456074],[484681],[486240],[496158],[501337],[508810],[515672],[521054],[542590],[544149],[573565],[575179],[575830],[586810],[598862],[608028],[637176],[638790],[639441],[665278],[667725],[673165],[673320],[685086],[698407],[699058],[736701],[742141],[742296],[769960],[770611],[773495],[778254],[806263],[806418],[831896],[847353],[852112],[866728],[882397],[882552],[886206],[915454],[920213],[948496],[964325],[980025],[984585],[995482],[1000241],[1007477],[1035763],[1070481],[1071676],[1089113],[1103055],[1106863],[1118884],[1131346],[1198004],[1209169],[1215651],[1224585],[1229836],[1231031],[1280940],[1323271],[1338384],[1360376],[1371541],[1404399],[1410881],[1464927],[1486789],[1501902],[1534760],[1567917],[1627685],[1660157],[1697132],[1729533],[1819512],[1915804],[2043942] ] cell #3815 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [303695],[315575],[371576],[384980],[391757],[393583],[410720],[422600],[437209],[448056],[462966],[470871],[472915],[477648],[492102],[498879],[505506],[512283],[514109],[531259],[538174],[547619],[558466],[561107],[566371],[571062],[581909],[589814],[591226],[596819],[604724],[606768],[611501],[613327],[628156],[632986],[634673],[659303],[663235],[677930],[684845],[688777],[690123],[690707],[692760],[694290],[705137],[707778],[713042],[714454],[715086],[730336],[730765],[732184],[735606],[759326],[764156],[765843],[786796],[791626],[793313],[797311],[797491],[797597],[800228],[817943],[821875],[823221],[823805],[824516],[825858],[835038],[837525],[839929],[840382],[842526],[864999],[870592],[871021],[872440],[875862],[899765],[900194],[901613],[905035],[907336],[909818],[910863],[911036],[914648],[924530],[928755],[933585],[939270],[939450],[939556],[942187],[946678],[953560],[956601],[959245],[982309],[982738],[983167],[985654],[988058],[988511],[990655],[1004558],[1016255],[1018659],[1019112],[1021256],[1027113],[1029331],[1029760],[1031010],[1043729],[1045339],[1045519],[1049322],[1049751],[1051170],[1054592],[1056893],[1059375],[1060420],[1060593],[1064205],[1068086],[1069844],[1075720],[1101237],[1104747],[1105200],[1106304],[1108119],[1111160],[1113804],[1126850],[1128460],[1128640],[1138016],[1139508],[1139831],[1142872],[1145516],[1153483],[1153936],[1168580],[1169009],[1170149],[1170322],[1171925],[1174329],[1174782],[1176926],[1182783],[1185001],[1185430],[1186680],[1194446],[1195609],[1207337],[1222321],[1223813],[1224374],[1227441],[1229199],[1231602],[1233167],[1235075],[1244183],[1253901],[1254330],[1255470],[1255643],[1261671],[1265639],[1266817],[1267246],[1267547],[1281511],[1289694],[1289867],[1296574],[1297027],[1298131],[1298858],[1299946],[1302987],[1305631],[1313598],[1314051],[1323060],[1324923],[1335989],[1347717],[1351685],[1352863],[1353292],[1353813],[1356383],[1356818],[1357981],[1369709],[1373677],[1376256],[1376429],[1383136],[1383589],[1384693],[1385420],[1389241],[1389414],[1390839],[1396162],[1396615],[1402567],[1417551],[1419604],[1420057],[1426832],[1428397],[1430305],[1439413],[1444269],[1453921],[1458610],[1458783],[1464716],[1466579],[1476047],[1476220],[1477645],[1482968],[1483421],[1486578],[1488441],[1497909],[1499507],[1506410],[1506863],[1513638],[1515203],[1517535],[1519436],[1519889],[1521299],[1526623],[1532365],[1544093],[1548061],[1549731],[1550189],[1552759],[1566085],[1570053],[1581069],[1588974],[1589427],[1595203],[1599892],[1600998],[1604097],[1605998],[1606451],[1607861],[1613185],[1616679],[1621368],[1627474],[1629337],[1635777],[1636235],[1638805],[1647341],[1648693],[1649151],[1659946],[1661809],[1671277],[1672875],[1693139],[1694737],[1710433],[1717265],[1717593],[1718051],[1728243],[1729322],[1730777],[1732662],[1734014],[1734472],[1749089],[1755318],[1760007],[1774518],[1787030],[1791719],[1792825],[1797825],[1799688],[1819301],[1821164],[1830632],[1838818],[1843321],[1853730],[1854770],[1857639],[1872935],[1873721],[1883913],[1886447],[1914514],[1915593],[1917048],[1920743],[1926538],[1941589],[1946278],[1964570],[1992878],[2003287],[2032460],[2033500],[2043731],[2045186],[2062643],[2065177],[2106529],[2154819],[2172716],[2185442], [125801,472960],[163138,560764],[182930,606813],[205257,651706],[208097,657460],[231631,707435],[234781,715131],[238603,721435],[257795,755977],[280731,800273],[285997,810346],[288837,816100],[292470,824173],[296918,831156],[318480,652388],[332270,890864],[345211,914305],[351462,925406],[356267,934590],[359107,940344],[363671,724147],[378353,968983],[403943,1009886],[405355,1012046],[414183,1026503],[418755,1034601],[425505,811028],[431418,1056026],[455961,1091522],[457373,1093682],[484197,893576],[485543,1135187],[486127,1136070],[496039,1151079],[506918,1167716],[515188,935272],[542106,971695],[543452,1219492],[544036,1220375],[567783,1253037],[575060,1262791],[575346,1013768],[586103,1278470],[598165,1295302],[598749,1296185],[638671,1348837],[638957,1095404],[664581,1381864],[665165,1382747],[668931,1132949],[672458,1391959],[698288,1425549],[698574,1169438],[737907,1217254],[741434,1478765],[755101,1494720],[769841,1512355],[770127,1254759],[774525,1259913],[802029,1293064],[805556,1555477],[848383,1345959],[866609,1624724],[878163,1379626],[881690,1641523],[916484,1422671],[917624,1424429],[951745,1461966],[983878,1752115],[996512,1509477],[997652,1511235],[1037988,1554357],[1073812,1592000],[1084828,1603248],[1097867,1869313],[1121109,1640403],[1183923,1706465],[1194011,1713643],[1211305,1731269],[1276655,1795075],[1312936,1832230],[1334391,1849322],[1406535,1917540],[1530767,2028052] ] cell #3816 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [125802],[163174],[182931],[205327],[208139],[231667],[234782],[238673],[257876],[280732],[286067],[288879],[292506],[296999],[318415],[332340],[345247],[351543],[356337],[359149],[363606],[378423],[404024],[405425],[414258],[418797],[425440],[431499],[436178],[456042],[457443],[484132],[485618],[486208],[496126],[506988],[515123],[542041],[543527],[544117],[567853],[570031],[575147],[575281],[586037],[598240],[598830],[633642],[638758],[638892],[664656],[665246],[667861],[672392],[698375],[698509],[722126],[736837],[741368],[755176],[769928],[770062],[773423],[800959],[805490],[832032],[847281],[862382],[866696],[877093],[881624],[888501],[915382],[948424],[949596],[966620],[980161],[983812],[995410],[1007405],[1071604],[1082679],[1089041],[1097727],[1102983],[1104155],[1152891],[1193871],[1209097],[1230959],[1242034],[1274506],[1280868],[1334251],[1356243],[1371469],[1404327],[1437264],[1497769],[1530627],[1567845],[1600858],[1692999],[1792685],[1926398] ] cell #3817 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [125803],[163176],[182932],[205329],[208138],[231669],[234783],[238675],[257875],[280733],[286069],[288878],[292508],[296998],[318414],[332342],[345249],[351542],[356339],[359148],[363605],[378425],[404023],[405427],[414260],[418796],[425439],[431498],[436177],[456041],[457445],[484131],[485620],[486207],[496125],[506990],[515122],[542040],[543529],[544116],[567855],[570030],[575146],[575280],[586036],[598242],[598829],[633641],[638757],[638891],[664658],[665245],[667860],[672391],[698374],[698508],[722125],[736836],[741367],[755178],[769927],[770061],[773422],[800958],[805489],[832031],[847280],[862381],[866695],[877092],[881623],[888500],[915381],[948423],[949595],[966619],[980160],[983811],[995409],[1007404],[1071603],[1082678],[1089040],[1097726],[1102982],[1104154],[1152890],[1193870],[1209096],[1230958],[1242033],[1274505],[1280867],[1334250],[1356242],[1371468],[1404326],[1437263],[1497768],[1530626],[1567844],[1600857],[1692998],[1792684],[1926397] ] cell #3818 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [303694],[315574],[371575],[384979],[391756],[410719],[422599],[437208],[448055],[462965],[470870],[472914],[477647],[492101],[498878],[505505],[512282],[531258],[538173],[547618],[558465],[561106],[561219],[566370],[571061],[581908],[589813],[591225],[596818],[604723],[606767],[611500],[628155],[632985],[634672],[659302],[663234],[677929],[684844],[688776],[690122],[690706],[694289],[705136],[707777],[707890],[713041],[714453],[715085],[730404],[730764],[732183],[735605],[759325],[764155],[765842],[786795],[791625],[793312],[797310],[797596],[800227],[817942],[821874],[823220],[823804],[824515],[824628],[835037],[837524],[839928],[840452],[842525],[864998],[870660],[871020],[872439],[875861],[899833],[900193],[901612],[905034],[907335],[909817],[910862],[914647],[914760],[924529],[928754],[933584],[939269],[939555],[942186],[946677],[953559],[956603],[959244],[982377],[982737],[983166],[985653],[988057],[988581],[990654],[1004557],[1016254],[1018658],[1019182],[1021255],[1027112],[1029399],[1029759],[1031774],[1043728],[1045338],[1049390],[1049750],[1051169],[1054591],[1056892],[1059374],[1060419],[1064204],[1064317],[1068085],[1069843],[1075722],[1101236],[1104746],[1105270],[1106303],[1108118],[1111162],[1113803],[1126849],[1128459],[1138015],[1139507],[1139830],[1142874],[1145515],[1153482],[1154006],[1156186],[1168648],[1169008],[1170148],[1171924],[1174328],[1174852],[1176925],[1182782],[1185069],[1185429],[1187444],[1194448],[1195608],[1207336],[1222320],[1223812],[1224373],[1227440],[1229198],[1231604],[1233166],[1235077],[1244182],[1253969],[1254329],[1255469],[1261670],[1265638],[1266885],[1267245],[1267549],[1281513],[1284261],[1289693],[1296573],[1297097],[1298130],[1299622],[1299945],[1302989],[1305630],[1313597],[1314121],[1316301],[1323059],[1324925],[1335988],[1347716],[1351684],[1352931],[1353291],[1353815],[1356382],[1356820],[1357980],[1369708],[1373676],[1376255],[1383135],[1383659],[1384692],[1386184],[1389240],[1390520],[1390838],[1396161],[1396685],[1402566],[1417550],[1419603],[1426834],[1428396],[1429643],[1430307],[1439412],[1444271],[1447019],[1453923],[1458609],[1464715],[1466581],[1476046],[1477326],[1477644],[1482967],[1483491],[1486577],[1488443],[1497908],[1499506],[1506409],[1513640],[1515202],[1516449],[1517534],[1519435],[1520968],[1521301],[1526625],[1532364],[1544092],[1548060],[1550191],[1552758],[1554038],[1560203],[1566084],[1570052],[1581068],[1588973],[1595205],[1599891],[1600997],[1604096],[1605997],[1607530],[1607863],[1613187],[1616681],[1621367],[1627473],[1629339],[1636237],[1638804],[1640084],[1646249],[1647343],[1649153],[1649733],[1659945],[1661811],[1671276],[1672874],[1683340],[1693138],[1694736],[1710432],[1717264],[1718053],[1721834],[1728242],[1729321],[1730776],[1732664],[1734474],[1735054],[1749088],[1755320],[1760006],[1767645],[1774563],[1787032],[1791718],[1792824],[1797824],[1799690],[1809088],[1819300],[1821166],[1830631],[1843323],[1847689],[1853732],[1854772],[1857684],[1872934],[1873723],[1883912],[1886446],[1890724],[1914513],[1915592],[1917047],[1920745],[1926537],[1941591],[1946277],[1964615],[1968180],[1992880],[2003289],[2032462],[2033502],[2043730],[2045185],[2062642],[2065176],[2077402],[2106574],[2154821],[2172718],[2185441], [125804,657943],[163137,762094],[182933,816583],[205256,867415],[208096,657459],[231630,931523],[234784,940827],[238602,947461],[257794,755976],[280734,1035084],[285996,1046145],[288836,816099],[292469,1062143],[296917,831155],[318479,652387],[332269,1133732],[345210,1159538],[351461,925405],[356266,1181824],[359106,940343],[363670,724146],[378352,1218037],[403942,1009885],[405354,1263574],[414182,1278966],[418754,1034600],[425504,811027],[431417,1056025],[455960,1091521],[457372,1349620],[484196,893575],[485542,1392455],[486126,1136069],[496038,1151078],[506917,1426332],[515187,935271],[542105,971694],[543451,1479261],[544035,1220374],[567782,1513138],[575059,1262790],[575345,1013767],[586102,1278469],[598164,1555973],[598748,1296184],[638670,1348836],[638956,1095403],[664580,1642019],[665164,1382746],[668930,1132948],[672457,1391958],[698287,1425548],[698573,1169437],[737906,1217253],[741433,1478764],[755100,1752611],[769840,1512354],[770126,1254758],[774524,1259912],[802028,1293063],[805555,1555476],[848382,1345958],[866608,1624723],[878162,1379625],[881689,1641522],[916483,1422670],[917623,1424428],[951744,1461965],[983877,1752114],[996511,1509476],[997651,1511234],[1037987,1554356],[1073811,1591999],[1084827,1603247],[1097866,1869312],[1121108,1640402],[1183922,1706464],[1194010,1713642],[1211304,1731268],[1276654,1795074],[1312935,1832229],[1334390,1849321],[1406534,1917539],[1530766,2028051] ] cell #3819 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [185457,2185921],[232710,2280528],[234986,2076630],[270582,2339460],[289910,2374271],[290168,2181266],[310822,2400325],[333343,2427607],[333601,2252035],[349771,2449870],[355876,2282617],[356055,2459627],[379426,2482655],[379684,2093395],[398884,2501888],[401764,2504548],[404964,2347456],[405143,2507246],[417847,2352860],[421225,1681795],[423673,2526902],[423931,1933718],[430981,2376511],[453782,2553661],[456982,2200785],[457161,2556359],[474109,2574185],[476273,1766100],[478721,2572985],[478979,2011837],[481002,2429323],[482157,2575609],[485690,2435138],[499952,2439735],[500210,1544926],[503327,2592610],[503961,1552460],[506527,2050119],[506706,2595308],[519410,2463270],[535294,2087389],[537510,1855872],[538911,2295470],[540066,2618810],[543599,2301285],[562249,2636341],[562507,1897900],[564192,2632850],[564826,1638506],[567392,2123977],[567571,2635548],[570153,2508790],[570706,2637630],[587635,2350798],[590835,1673982],[591014,2518070],[593624,2158624],[594779,2652581],[595022,1423927],[598312,2160864],[607962,2528102],[610126,1952371],[612574,2539030],[612832,1707298],[620110,2384022],[623124,2670722],[628119,1972320],[629804,2195983],[632229,1730478],[633764,2388264],[634317,2675072],[652947,2687277],[656423,2220487],[658639,2005429],[658912,2016492],[659091,2690240],[660040,2227600],[661195,2687192],[661438,1510733],[664728,2229840],[667494,2579125],[669986,2018368],[681965,2246029],[684181,2034602],[685582,1542322],[686737,2438154],[690270,1285008],[693107,1292562],[693381,2262163],[693934,2703892],[708920,2596101],[709178,1816264],[710863,2461208],[711497,1830333],[714063,1833337],[714242,2606132],[722248,2468584],[723316,2293754],[724706,2719798],[725461,2719713],[730711,1852144],[731828,2087934],[734671,1602746],[736470,2472100],[738962,2094502],[751280,2485585],[754294,2314817],[756068,2121888],[757257,2733462],[759289,2114279],[760974,2319211],[763399,1886148],[763719,1374530],[764660,1379124],[764934,2325774],[765487,2733192],[775378,1132447],[775652,2130993],[778750,1400796],[781764,2508039],[786759,2141749],[788444,2342654],[790869,1916749],[792404,1412197],[792957,2351343],[799564,2155921],[800592,1939266],[811587,2652666],[815063,2367158],[817279,2174858],[817552,1938373],[817731,2655629],[818680,1704694],[819835,2537449],[820078,1705963],[823368,1447766],[831247,2192789],[831665,2543963],[832815,1461464],[833089,2386720],[834555,2760941],[834682,2760671],[837023,1970803],[837238,1724502],[839916,1972583],[843581,2197564],[849236,1216752],[849510,2202546],[852608,1205566],[855622,2557152],[862504,2558914],[863572,2406376],[864962,2215986],[865717,2405583],[867602,1495852],[867944,2771876],[870967,2001701],[872084,2221032],[874927,1504950],[876726,1752995],[888134,2020608],[891677,1271301],[892745,1783814],[894135,2575694],[894890,2578657],[900140,2030874],[901257,2246574],[904100,1794573],[905899,1027966],[908391,2253142],[909781,2255204],[913891,2044887],[920709,1564314],[923723,2448670],[925497,2048030],[926686,2704162],[928718,2272919],[930403,2453064],[932828,2064878],[933148,1570906],[934089,1055456],[934363,1575715],[934916,2461753],[941523,2287091],[943009,2793615],[946176,1840183],[946391,1585233],[947648,1587332],[949229,1841878],[950175,2794701],[953547,1849572],[958530,2089451],[960098,1092031],[960372,2298326],[966253,2096742],[969796,1079474],[970864,1866935],[972254,2618895],[973009,2621858],[979376,2316017],[979794,2623152],[980944,1363424],[981218,2488283],[982684,1872135],[982811,2105649],[984873,1625017],[985152,1877612],[985367,1625763],[988045,2114542],[991710,2320792],[1000737,1367938],[1003751,2500688],[1009977,1899901],[1010395,1146369],[1011545,1135500],[1011819,1656909],[1013285,2637900],[1013412,2514043],[1015753,2140232],[1015968,1910773],[1018646,2142012],[1022311,2344235],[1028240,2349217],[1029706,2152193],[1033666,1415035],[1041234,1434059],[1042302,1687047],[1043692,2362657],[1044447,2526109],[1046332,1691082],[1046674,2747485],[1049697,2171130],[1050814,2367703],[1053657,1700180],[1059338,2376333],[1063448,2185143],[1065006,2821463],[1066175,1961564],[1068073,1713893],[1069063,1715719],[1069342,1963690],[1069557,1716465],[1080731,1726601],[1082312,1972498],[1091613,1979929],[1093181,1219805],[1093455,1742230],[1094921,2675342],[1095048,2393517],[1097568,2212343],[1100735,1742788],[1100950,1484867],[1102207,1747447],[1103788,1991435],[1104734,1991520],[1107359,1491817],[1108106,1753080],[1113089,2222549],[1114657,1251386],[1114931,2410948],[1124355,1238829],[1125423,1771352],[1126813,2420566],[1127568,2572192],[1129280,2579395],[1132662,1258002],[1133919,1779159],[1136446,2691350],[1139471,2428807],[1139818,2028302],[1144801,2248091],[1146643,2432179],[1150792,1540424],[1152524,2255382],[1153470,2255467],[1157135,2045665],[1165647,1808673],[1166065,1306484],[1167215,1295615],[1167489,1558068],[1168955,2050865],[1169082,2264289],[1171144,1816844],[1171423,2056342],[1171638,1817590],[1174316,2273182],[1177981,2454645],[1185376,2283363],[1189336,1578553],[1192543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] cell #3820 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [208413],[261238],[289153],[319001],[322782],[354905],[359423],[364192],[388863],[419071],[426026],[429807],[434861],[440291],[467081],[484718],[501374],[509389],[515709],[519490],[524778],[542627],[574144],[575867],[586847],[592656],[600934],[608607],[614696],[637755],[639478],[671449],[673202],[673899],[685891],[699095],[709252],[740425],[742178],[742875],[770648],[773336],[779059],[779223],[791923],[806300],[806997],[847194],[852917],[853081],[882434],[883131],[886259],[891196],[921018],[921182],[948337],[964378],[969315],[984622],[1001046],[1001210],[1005133],[1035816],[1040753],[1070534],[1086769],[1102896],[1107668],[1118937],[1123874],[1131399],[1160803],[1196855],[1198057],[1215704],[1229889],[1233813],[1246124],[1258919],[1327318],[1338437],[1344965],[1354047],[1359227],[1360429],[1410934],[1454155],[1468974],[1490836],[1501955],[1534813],[1541341],[1595437],[1616913],[1631732],[1664204],[1697185],[1755552],[1787264],[1823559],[1855004],[1941823],[2033734],[2155053] ] cell #3821 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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336,1760474],[1511119,2009470],[1513051,1771846],[1521331,2023509],[1532846,2034013],[1534741,2249199],[1543977,2253487],[1545909,2046159],[1565969,2454990],[1567901,2599468],[1578939,2074028],[1595235,2085943],[1603132,2092018],[1607893,2099643],[1616663,1616711],[1627666,1879663],[1627980,1879904],[1629369,1879426],[1633207,1635180],[1660138,2341355],[1661841,2144828],[1673356,2155332],[1695218,1942102],[1697113,2168473],[1698619,2371787],[1700566,1946745],[1706349,2178899],[1708281,1958117],[1729514,1975636],[1729828,1975877],[1755302,1755350],[1787062,2244583],[1794959,2250658],[1799720,2258283],[1819493,2058393],[1819807,2058634],[1821196,2058156],[1825034,1827007],[1836112,2465837],[1854754,1854802],[1915785,2145065],[1916099,2145306],[1928672,2355427],[1941573,1941621],[2033484,2033532],[2043923,2258520],[2044237,2258761],[2154803,2154851] ] cell #3822 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [234962],[290120],[333553],[355925],[379636],[405013],[423883],[431051],[457031],[478931],[481962],[485760],[500162],[506576],[539871],[543669],[562459],[567441],[571187],[590884],[594584],[598382],[612784],[629609],[634798],[658961],[661000],[664798],[668724],[686542],[690340],[694415],[695409],[709130],[714112],[725266],[732309],[737700],[756182],[760779],[763789],[765968],[766962],[788249],[793438],[801822],[803050],[817601],[819640],[823438],[831361],[835163],[842319],[845531],[865522],[867740],[872565],[877956],[879184],[894695],[901738],[907129],[917417],[925611],[930208],[933218],[935397],[936391],[947786],[951538],[958644],[962446],[972814],[979490],[983292],[984884],[990448],[993660],[997445],[1010091],[1013893],[1021049],[1024261],[1044252],[1046470],[1051295],[1056686],[1057914],[1066472],[1069074],[1080869],[1084621],[1091727],[1095529],[1102345],[1106097],[1113203],[1117005],[1127373],[1134057],[1137809],[1144915],[1148717],[1159085],[1165761],[1169563],[1171155],[1176719],[1179931],[1183716],[1192554],[1203965],[1206567],[1218362],[1222114],[1225827],[1228429],[1240224],[1243976],[1251082],[1254884],[1258299],[1260901],[1272696],[1276448],[1283554],[1287356],[1294172],[1297924],[1305030],[1308832],[1319200],[1332934],[1342207],[1344345],[1346947],[1354926],[1366337],[1368939],[1380734],[1384486],[1387784],[1399195],[1401797],[1413592],[1417344],[1421057],[1423659],[1435454],[1439206],[1446312],[1450114],[1459714],[1468354],[1472834],[1474590],[1496452],[1507863],[1510465],[1529310],[1538583],[1540721],[1543323],[1551302],[1562713],[1565315],[1577110],[1580862],[1590051],[1591506],[1598435],[1602478],[1631112],[1637348],[1654944],[1663584],[1668064],[1669820],[1691682],[1703093],[1705695],[1720204],[1722608],[1740265],[1751621],[1758550],[1781878],[1783333],[1790262],[1794305],[1822939],[1829175],[1841711],[1864999],[1866454],[1875874],[1906475],[1908879],[1937892],[1944821],[1986503],[1991268],[2016011],[2020441],[2054604],[2096575],[2128462],[2160697],[2229673],[2294965] ] cell #3823 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715901],[819006],[893071],[934049],[971190],[1011505],[1042628],[1055431],[1093141],[1125749],[1130438],[1135475],[1157461],[1167175],[1214743],[1219780],[1245564],[1252496],[1257977],[1284968],[1290553],[1295590],[1317576],[1337476],[1344023],[1374490],[1377115],[1382152],[1387483],[1409973],[1415010],[1420735],[1421918],[1440794],[1447726],[1460575],[1468032],[1474289],[1495812],[1500994],[1504925],[1507541],[1508724],[1533852],[1540399],[1551001],[1552435],[1570866],[1573491],[1578528],[1587292],[1591184],[1598134],[1601857],[1623333],[1625738],[1630790],[1637047],[1638481],[1655805],[1663262],[1669519],[1681505],[1691042],[1696224],[1700155],[1702771],[1703954],[1716440],[1719903],[1726561],[1730453],[1741126],[1747407],[1751299],[1752978],[1758249],[1761972],[1765810],[1779119],[1783011],[1789961],[1793684],[1815160],[1817565],[1822617],[1828874],[1830308],[1839896],[1841861],[1852119],[1855582],[1862240],[1866132],[1872110],[1875573],[1882231],[1886123],[1896796],[1902711],[1906174],[1912832],[1916724],[1927397],[1933678],[1937570],[1939249],[1944520],[1948243],[1952081],[1961463],[1970516],[1972481],[1982739],[1986202],[1989453],[1991418],[2001676],[2005139],[2011797],[2015689],[2018626],[2020591],[2030849],[2034312],[2040970],[2044862],[2050840],[2054303],[2060961],[2064853],[2075526],[2085707],[2093355],[2094760],[2096725],[2103422],[2112475],[2114440],[2124698],[2128161],[2130892],[2139945],[2141910],[2152168],[2155631],[2158882],[2160847],[2171105],[2174568],[2181226],[2185118],[2191847],[2197822],[2201506],[2202445],[2218805],[2227858],[2229823],[2244347],[2251995],[2253400],[2255365],[2262062],[2271115],[2273080],[2283338],[2286801],[2292860],[2294012],[2298225],[2301268],[2321050],[2325673],[2338518],[2344493],[2348177],[2349116],[2365476],[2374529],[2376494],[2386619],[2388247],[2399383],[2406634],[2410847],[2426713],[2427865],[2432078],[2435121],[2454903],[2459526],[2468567],[2481761],[2482913],[2488182],[2507145],[2508773],[2527160],[2531373],[2556258],[2558897],[2573243],[2575592],[2595207],[2618793],[2635447],[2652564],[2687175],[2719696] ] cell #3824 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [534281],[550641],[628710],[646425],[655410],[657969],[680952],[697312],[717813],[730910],[749847],[759880],[762614],[768865],[787350],[796335],[805065],[814050],[816609],[838078],[846504],[858069],[871166],[874520],[881199],[887242],[900339],[910372],[912244],[919276],[929309],[932043],[938294],[940853],[957685],[963471],[965361],[994633],[999304],[1016808],[1025234],[1029905],[1031582],[1032329],[1035110],[1036799],[1049896],[1053250],[1059929],[1061801],[1062663],[1079372],[1079872],[1081420],[1085440],[1112244],[1118030],[1119920],[1143956],[1149742],[1151632],[1156324],[1156572],[1156692],[1160058],[1180904],[1185575],[1187252],[1187999],[1188929],[1190780],[1200160],[1202850],[1205310],[1205738],[1208027],[1232686],[1238727],[1239227],[1240775],[1244795],[1271199],[1271699],[1273247],[1277267],[1279798],[1282595],[1283792],[1283971],[1288381],[1299430],[1304071],[1309857],[1316439],[1316687],[1316807],[1320173],[1324477],[1331599],[1334572],[1337235],[1361590],[1362090],[1362532],[1365222],[1367682],[1368110],[1370399],[1385992],[1398080],[1400540],[1400968],[1403257],[1409732],[1412095],[1412595],[1413964],[1427916],[1429781],[1430029],[1433957],[1434457],[1436005],[1440025],[1442556],[1445353],[1446550],[1446729],[1451139],[1454739],[1456414],[1462326],[1487995],[1491561],[1491989],[1493158],[1495117],[1498090],[1500753],[1514722],[1516587],[1516835],[1526016],[1527707],[1527975],[1530948],[1533611],[1542066],[1542494],[1557966],[1558466],[1559734],[1559913],[1561598],[1564058],[1564486],[1566775],[1573250],[1575613],[1576113],[1577482],[1585544],[1586597],[1597696],[1612578],[1614269],[1614715],[1617497],[1619172],[1621549],[1623092],[1625084],[1634054],[1644012],[1644512],[1645780],[1645959],[1651644],[1655564],[1656807],[1657307],[1657556],[1671458],[1680031],[1680210],[1686791],[1687219],[1688388],[1689192],[1690347],[1693320],[1695983],[1704438],[1704866],[1714167],[1715786],[1725866],[1736965],[1740885],[1742128],[1742628],[1743035],[1745282],[1745659],[1746712],[1757811],[1761731],[1764336],[1764515],[1771096],[1771524],[1772693],[1773497],[1776994],[1777173],[1778424],[1783558],[1783986],[1789523],[1804405],[1806542],[1806961],[1813376],[1814919],[1816911],[1825881],[1830813],[1840430],[1844469],[1844648],[1849846],[1851465],[1860115],[1860294],[1861545],[1866679],[1867107],[1869837],[1871456],[1880106],[1881536],[1888178],[1888597],[1895012],[1896555],[1898865],[1900438],[1900857],[1902057],[1907007],[1912137],[1923236],[1927156],[1928963],[1929306],[1931553],[1944082],[1948002],[1958964],[1965744],[1966163],[1971050],[1975089],[1976079],[1978893],[1980466],[1980885],[1982085],[1987035],[1989987],[1994026],[1999403],[2001022],[2007082],[2007425],[2009672],[2017722],[2018817],[2019160],[2028576],[2030195],[2038845],[2040275],[2058836],[2060266],[2075285],[2080990],[2081275],[2081618],[2089988],[2090918],[2092220],[2093856],[2094951],[2095294],[2107703],[2113009],[2117048],[2130162],[2140479],[2144518],[2145508],[2149895],[2151514],[2168832],[2170451],[2179101],[2186869],[2190155],[2198356],[2199218],[2201715],[2214088],[2214716],[2223086],[2225318],[2248628],[2249558],[2250860],[2253934],[2258963],[2271649],[2275688],[2291419],[2313383],[2321584],[2345027],[2345889],[2354327],[2355629],[2369757],[2371989],[2404041],[2441389],[2455437],[2466039], [261524,762679],[322772,874085],[355191,932108],[388803,985453],[393138,992257],[429797,1052815],[435147,1062728],[440231,1069643],[467599,1108531],[501660,1160123],[509329,1171724],[513664,1178528],[519480,1188494],[525296,1196021],[554828,986207],[574084,1261470],[592646,1287946],[601452,1300358],[608547,1310993],[612882,1317797],[618677,1072623],[637695,1347516],[671967,1391251],[673839,1393516],[685826,1409118],[692315,1418163],[701499,1172478],[709770,1441640],[740943,1478057],[742815,1480322],[777317,1264450],[778994,1523080],[779741,1523980],[792661,1539606],[806937,1557034],[818237,1311747],[851175,1350496],[852852,1609642],[853599,1610542],[883071,1643080],[891934,1652723],[892302,1395390],[905833,1668485],[920953,1685452],[921700,1686352],[970053,1738044],[970421,1482196],[1000981,1769757],[1001728,1770657],[1006335,1520853],[1010329,1779464],[1041491,1812078],[1041859,1558908],[1087971,1607415],[1091965,1862585],[1107603,1877335],[1124612,1893714],[1124980,1644954],[1130197,1649969],[1162005,1683225],[1165999,1934023],[1214502,1735290],[1234551,1997131],[1247326,1767530],[1251320,2012142],[1290312,1809324],[1291514,1810999],[1329640,1847574],[1363358,2110375],[1376874,1890960],[1378076,1892635],[1421677,1932983],[1460334,1968416],[1471296,1978194],[1484801,2211288],[1508483,2011102],[1574452,2071365],[1585167,2078190],[1601616,2092660],[1666526,2147623],[1703713,2180531],[1724436,2194928],[1793443,2251300],[1910707,2341599] ] cell #3825 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [125807],[163139],[182936],[185516],[205258],[208095],[231632],[234787],[234978],[238604],[257793],[280737],[285998],[288835],[290136],[292471],[292930],[296916],[303696],[315576],[318478],[332271],[333569],[345212],[351460],[356268],[356343],[359105],[363669],[371574],[378354],[379652],[384978],[391758],[403941],[405356],[405431],[410721],[414184],[418753],[422601],[423899],[425503],[431069],[431416],[437207],[448054],[455959],[457374],[457449],[462964],[470869],[472916],[477649],[478947],[484195],[485544],[485778],[486125],[492100],[496037],[498880],[500178],[505504],[506919],[506994],[512284],[515186],[531257],[538175],[542104],[543453],[543687],[544034],[547617],[558464],[561105],[561221],[562475],[566369],[567784],[567859],[571060],[571205],[575058],[575344],[581907],[586101],[589812],[591227],[591302],[596817],[598166],[598400],[598747],[604722],[606769],[611502],[612800],[628157],[632984],[634671],[634816],[638669],[638955],[652386],[657458],[657942],[659304],[659379],[663233],[664582],[664816],[665163],[668929],[672456],[677928],[684846],[688775],[690358],[690705],[694288],[694433],[698286],[698572],[705135],[707776],[707892],[709146],[713040],[714455],[714530],[715087],[724145],[730763],[732182],[732327],[735604],[737905],[741432],[755102],[755975],[759327],[762093],[763807],[764154],[765841],[765986],[769839],[770125],[774523],[786797],[791624],[793311],[793456],[797595],[800229],[802027],[803068],[805554],[811026],[816098],[816582],[817944],[818019],[821873],[823456],[823803],[824514],[824630],[831154],[835036],[835181],[837523],[839927],[842524],[848381],[865000],[866607],[867414],[867758],[871019],[872438],[872583],[875860],[878161],[879202],[881688],[893574],[900192],[901611],[901756],[905033],[907334],[909819],[914646],[914762],[916482],[917622],[925404],[928756],[931522],[933236],[933583],[935270],[935415],[939554],[940342],[940826],[946676],[947460],[947804],[951743],[953558],[962464],[971693],[982736],[983165],[983310],[983876],[985652],[988056],[990653],[996510],[997650],[1009884],[1013766],[1013911],[1016253],[1018657],[1021254],[1029758],[1034599],[1035083],[1037986],[1046144],[1046488],[1049749],[1051168],[1051313],[1054590],[1056024],[1056891],[1057932],[1062142],[1068084],[1069842],[1073810],[1080887],[1084826],[1091520],[1095402],[1095547],[1097865],[1101235],[1102363],[1104745],[1106302],[1108117],[1117023],[1121107],[1132947],[1133731],[1134075],[1136068],[1138014],[1139829],[1148735],[1151077],[1153481],[1159537],[1169436],[1169581],[1171923],[1174327],[1176924],[1181823],[1183921],[1194009],[1195607],[1207335],[1211303],[1217252],[1218036],[1218380],[1220373],[1222319],[1224372],[1227439],[1229197],[1240242],[1244181],[1254757],[1254902],[1259911],[1261669],[1262789],[1263573],[1272714],[1276653],[1278468],[1278965],[1287374],[1293062],[1294190],[1296183],[1298129],[1299944],[1308850],[1312934],[1323058],[1334389],[1335987],[1345957],[1347715],[1348835],[1349619],[1357979],[1369707],[1379624],[1380752],[1382745],[1384691],[1390837],[1391957],[1392454],[1402565],[1406533],[1413610],[1417549],[1422669],[1424427],[1425547],[1426331],[1435472],[1439411],[1450132],[1461964],[1464714],[1472852],[1477643],[1478763],[1479260],[1499505],[1509475],[1511233],[1512353],[1513137],[1530765],[1532363],[1544091],[1554355],[1555475],[1555972],[1566083],[1577128],[1581067],[1591998],[1603246],[1624722],[1640401],[1641521],[1642018],[1659944],[1668082],[1672873],[1694735],[1706463],[1713641],[1731267],[1752113],[1752610],[1795073],[1832228],[1849320],[1869311],[1917538],[2028050] ] cell #3826 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [185458,1959883],[232711,2068284],[234983,1838164],[270583,2137479],[282374,1421825],[289950,2177629],[290165,1955042],[310823,2209032],[325575,1508631],[333383,2241895],[333598,2036194],[347229,1291590],[349772,2268649],[355869,2070570],[356104,2279962],[370995,1850606],[374101,1601764],[379466,2308311],[379681,1857464],[396342,1378152],[398885,2332260],[403362,2335569],[404957,2146828],[405192,2338894],[417848,2153191],[420753,1165134],[423713,2363024],[423928,1684466],[430983,2180321],[432600,1703861],[447765,1971754],[447892,1725500],[451235,1471372],[455380,2396434],[456975,1977399],[457210,2399759],[470290,2000163],[473396,1761879],[474110,2422479],[475801,1250455],[478761,2420933],[478976,1768771],[480995,2244049],[483906,2424410],[485692,2251090],[491521,2029336],[494627,1793591],[499992,2256501],[500207,1284349],[501919,1038918],[504925,2445979],[506520,1810204],[506755,2449304],[516868,1574528],[519411,2284361],[532823,1850461],[533602,1596689],[537038,1341580],[538904,2085409],[541815,2479458],[543601,2092450],[553252,2108463],[558175,2113713],[558302,1881170],[561645,1634130],[562289,2502255],[562504,1646337],[562784,1122039],[565790,2497997],[567385,1891840],[567620,2501322],[570155,2340882],[571897,889361],[572626,2504159],[581618,2141183],[581745,1911771],[585088,1666602],[589233,2150655],[590828,1414079],[591063,2352294],[592339,1927304],[593617,1930081],[596528,2523705],[598314,1932773],[604143,2169592],[607249,1948150],[607963,2364570],[609654,1445685],[612614,2377630],[612829,1447107],[620103,2188898],[620786,1201200],[623934,2547085],[624385,1722819],[624728,1464047],[627212,1724800],[633766,2194211],[635508,967480],[636237,2553272],[649268,2215420],[649395,1995090],[652987,2568837],[653952,2000018],[654731,1756804],[658167,1505098],[658905,1773612],[659140,2573619],[660033,2008200],[662944,2569788],[664730,2010892],[667642,2428934],[669979,1775522],[679494,2029191],[680273,1788516],[683709,1537956],[685575,1281823],[688486,2254638],[688613,2039909],[690272,1032014],[691956,1804481],[693383,2047464],[695854,2592221],[699923,2267103],[704846,2272353],[704973,2059900],[708316,1825957],[708960,2450237],[709175,1560291],[709455,1055604],[712461,2281825],[714056,1577597],[714291,2462704],[715567,2075433],[719932,1583550],[720275,1322391],[722250,2290557],[723309,2083255],[724746,2612823],[726348,2613221],[726865,1593915],[733019,1092179],[736618,2295081],[738955,1858643],[751273,2312126],[751956,1363572],[752685,2108318],[753464,1875207],[755555,1878489],[755898,1626805],[756061,1889554],[757306,2631912],[758382,1880470],[763721,1117715],[764936,2121322],[767407,2632461],[771476,2330714],[775654,1899335],[778743,1143184],[779426,1135648],[782574,2339827],[783025,1909090],[783368,1659277],[785852,1911071],[792406,1154094],[794148,906047],[794877,2150510],[795656,1922229],[799092,1415183],[800740,1690137],[807908,2362091],[808035,2164519],[811627,2522754],[812592,2169447],[813371,1943075],[816807,1700328],[817545,1689307],[817780,2527536],[818673,1444581],[821584,2375767],[821711,2180165],[823370,1187684],[825054,1959040],[829630,1452633],[830734,1966359],[831077,1719537],[831240,1968050],[831813,2383633],[833091,2192223],[834604,2670260],[835672,2670333],[840540,969798],[843574,1973617],[849512,1979363],[852601,956913],[853284,1219953],[856432,2400692],[857162,2212437],[860188,1743665],[860531,1485909],[862506,2403179],[863565,2216353],[864055,1994390],[867121,1754030],[867604,1235870],[867949,2686149],[873275,1251534],[876874,1494907],[884042,2420000],[884169,2233495],[888282,1778214],[889704,1258150],[891679,1019270],[892738,1526935],[894175,2423459],[895777,2428241],[895904,2243441],[896294,1785742],[902448,1010543],[906390,1540572],[908384,2037373],[908874,2039209],[920702,1303299],[921385,1295763],[922114,2266958],[922893,2053937],[924984,2057219],[925327,1818632],[925490,1807918],[926735,2591672],[927811,2059200],[933150,1309542],[934365,1314209],[936836,2281680],[937615,2070358],[941051,1578701],[943157,2717586],[945204,2079339],[947167,1844833],[947650,1325718],[949377,1586387],[950180,2719073],[958017,1854338],[958360,1601122],[958523,1853142],[960374,2088885],[966401,1861335],[967823,1344196],[970857,1613497],[972294,2478507],[973896,2483289],[974023,2309857],[974680,2105213],[977759,1615391],[978863,1616247],[979206,1356507],[979369,2110009],[979942,2485196],[981220,2315451],[984878,1364427],[988669,1124357],[991703,2115576],[1000730,1111472],[1001413,1382325],[1002142,2330569],[1002921,2127795],[1008360,1387778],[1009464,2135788],[1009807,1905808],[1009970,1648563],[1010886,1663435],[1011821,1396773],[1013334,2503610],[1014402,2339682],[1015181,2138513],[1022304,2143046],[1025860,1669814],[1028242,2148792],[1035892,2359108],[1039261,1420908],[1041236,1174940],[1042295,1427144],[1042785,2163819],[1045851,1940301],[1046334,1431100],[1046679,2651538],[1052005,1166213],[1055947,1702944],[1058431,2179465],[1065011,2759206],[1066323,1713064],[1067240,1963254],[1069068,1455619],[1078287,1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] cell #3827 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [143822,2076280],[183624,2178190],[185446,1960234],[216145,2242456],[232484,2280162],[232699,2071506],[250756,2308872],[270356,2339094],[270571,2147764],[284527,2363585],[289701,2180416],[289868,2374230],[310596,2399959],[310811,1978335],[327728,2421494],[330277,2424505],[333134,2251185],[333301,2427566],[344423,2257062],[347395,1552399],[349545,2449504],[349760,1811140],[355839,2282576],[376360,2479553],[379217,2092545],[379384,2482614],[394547,2502816],[396508,1638445],[398658,2501522],[398873,1892776],[400647,2340977],[401722,2504507],[404927,2347415],[417621,2352494],[417836,1414430],[420607,2523800],[421183,1421891],[423464,1932868],[423631,2526861],[434753,2378191],[449405,1971954],[451401,1730417],[452665,2194306],[453740,2553620],[456945,2200744],[473883,2573819],[474098,1773963],[475655,2569883],[476231,1508697],[478512,2010987],[478679,2572944],[480965,2429282],[481477,2575317],[496886,2254838],[499743,1544576],[499910,2439694],[502210,2047664],[503285,2592569],[503503,1293693],[506490,2050078],[515073,2450798],[517034,1830272],[519184,2462904],[519399,1577948],[526202,2290652],[528991,2613316],[533684,1851167],[535252,2087348],[537468,1601830],[538874,2295429],[539386,2618518],[556607,2632904],[559815,2113913],[561811,1886087],[562040,1897550],[562207,2636300],[563075,2121522],[564150,2632809],[564368,1380255],[567355,2123936],[569812,2508498],[572188,1899535],[583258,2141383],[585254,1916688],[586518,1411847],[587593,2350757],[590798,1156833],[593322,1164170],[593587,2158583],[594099,2652289],[607736,2527736],[607951,1689658],[609508,2375967],[610084,1703927],[612365,1706948],[612532,2538989],[620073,2383981],[621077,2192423],[622376,2670776],[623082,2670681],[628077,1726534],[629124,1972542],[631771,1472355],[633423,2387972],[635799,1979563],[647331,2403274],[650120,2215620],[651772,2008761],[652905,2687236],[654813,2000724],[656381,2220446],[658597,1761945],[658875,1244936],[659738,1249491],[660003,2227559],[660515,2686900],[669684,1008500],[669949,2018327],[672873,1270951],[675662,2428441],[680355,2029897],[681923,2245988],[684139,1793657],[685545,1282174],[686057,2255426],[692122,2044826],[693040,1816803],[703278,2592664],[706486,2272553],[708482,2064817],[708711,1815914],[708878,2596060],[709746,1575365],[710821,2461167],[711039,1576631],[714026,1316948],[721501,2083816],[721907,2468292],[723014,1330699],[723279,2293713],[724664,2719757],[724781,2719421],[727005,1849531],[727216,1595649],[729809,1851452],[733310,2089085],[738660,1090136],[738925,2094461],[741849,1079124],[744638,2483489],[751243,2485544],[752247,2315651],[753546,2109024],[754252,2314776],[756031,1365363],[756355,2733175],[759247,1882204],[760294,2114501],[762941,1374463],[764593,1624976],[775311,1901949],[778713,1143535],[779717,1656559],[781016,2504602],[781722,2507998],[786717,1912805],[787764,2141971],[790411,1667585],[792063,908089],[794439,2148992],[795738,2151216],[799522,1927370],[805971,1433709],[808760,2362291],[810412,1930642],[811545,2652625],[813453,2170153],[815021,2367117],[817237,1948216],[817515,1440166],[818378,934022],[818643,1444932],[819155,2376555],[825220,2185082],[826617,2759223],[829770,1713852],[829981,1454367],[831210,1456555],[832748,1715678],[833653,2760654],[836888,1723810],[841766,1974178],[843279,969455],[843544,2197523],[849169,1981977],[852571,957264],[853575,1741880],[854874,2553715],[855580,2557111],[861757,2216914],[862163,2558622],[863270,1233953],[863535,2406335],[864920,1747380],[865037,1991479],[866978,1495002],[867261,1753039],[867472,1495785],[870065,2001009],[873566,2222183],[882105,1238479],[884894,2420200],[890930,1776083],[891336,1022009],[892443,1011478],[892708,1527286],[894093,2575653],[894210,2435182],[896434,2028261],[896645,1787476],[899238,2030182],[902739,2247725],[908354,2253101],[909739,2040943],[913433,1284941],[920672,1303650],[921676,1557718],[922975,2267664],[923681,2448629],[925460,1561739],[925784,2703875],[928676,2060934],[929723,2273141],[932370,1570839],[937697,2282386],[941481,2075499],[942948,2793598],[944140,1839597],[946041,1584541],[947024,1586482],[947307,1841922],[947518,1587265],[958493,1597837],[960031,1851357],[969049,1859204],[970562,1093114],[970827,1613848],[972212,2618854],[972329,2301329],[974746,2105063],[977899,1614400],[978110,1354259],[979339,1619313],[980877,1871348],[981782,1871443],[984293,1361342],[985017,1625071],[989895,2116137],[991408,1124014],[991673,2320751],[1000700,1111823],[1001704,1643764],[1003003,2331275],[1003709,2500647],[1005347,2508834],[1008711,1130411],[1009940,1651785],[1012383,2637613],[1015263,2340388],[1015618,1910081],[1020496,2143607],[1022274,2344194],[1026211,1409946],[1027899,2151406],[1028804,2151501],[1032305,1928151],[1040487,1681939],[1040893,1177679],[1042000,1167148],[1042265,1427495],[1043650,1933651],[1043767,2160908],[1045708,1690232],[1045991,1939310],[1046202,1691015],[1048795,2170438],[1052296,2368854],[1059296,2181199],[1062990,1447699],[1066114,1713264],[1067306,1963104],[1069207,1715773],[1077223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] cell #3828 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473046],[560699],[606899],[651349],[651576],[657387],[707370],[715217],[721078],[721305],[755836],[800359],[809989],[810216],[816027],[824108],[831015],[890507],[890734],[914240],[925265],[934233],[934460],[940271],[968626],[968853],[1009745],[1011689],[1011916],[1026370],[1034528],[1055885],[1091381],[1093325],[1093552],[1132806],[1135054],[1135929],[1150936],[1167359],[1167586],[1217111],[1219359],[1220234],[1252680],[1252907],[1259905],[1262648],[1278462],[1292921],[1295169],[1296044],[1345951],[1348694],[1379483],[1381731],[1382606],[1391951],[1422663],[1424286],[1425406],[1461823],[1478757],[1494587],[1509469],[1511092],[1512212],[1554349],[1555469],[1591992],[1603105],[1624581],[1640395],[1641515],[1706322],[1713635],[1731261],[1752107],[1794932],[1832222],[1849314],[1869305],[1917532],[2028044], 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1644258],[1390831,1905025],[1402424,1916072],[1404316,2144787],[1413483,2149363],[1415394,1928645],[1435345,2369225],[1437256,2531568],[1448069,1957628],[1464708,1970367],[1472725,1976913],[1477637,1985053],[1486382,1486570],[1497758,1755109],[1498060,1755490],[1499499,1754981],[1503362,1505309],[1530616,2244542],[1532357,2033163],[1543950,2044210],[1565942,1819780],[1567834,2058115],[1569310,2277512],[1571209,1824545],[1577001,2069044],[1578912,1836085],[1600847,1854561],[1601149,1854942],[1627278,1627466],[1659938,2139796],[1667955,2146342],[1672867,2154482],[1692988,1941380],[1693290,1941761],[1694729,1941252],[1698592,1700539],[1709690,2380926],[1729126,1729314],[1792674,2033291],[1792976,2033672],[1805834,2259797],[1819105,1819293],[1915397,1915585],[1926387,2154610],[1926689,2154991],[2043535,2043723] ] cell #3829 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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],[1534817,2432318],[1545913,2046163],[1556809,1813734],[1563692,2271397],[1567905,2599463],[1600431,2090648],[1607965,2099647],[1608383,2094919],[1621907,1624298],[1629441,1879430],[1629859,2321209],[1633211,1635184],[1642855,1895370],[1661913,2144832],[1662331,2344652],[1665683,2345637],[1673360,2155336],[1675327,2156822],[1684193,1933379],[1692572,2168562],[1695222,1942106],[1697189,2531613],[1708285,1958121],[1726262,1976221],[1745424,1747108],[1760546,1762937],[1760964,2226154],[1768498,2011498],[1792258,2249288],[1799792,2258287],[1800210,2253559],[1803562,2441137],[1821268,2058160],[1821686,2455062],[1825038,1827011],[1834682,2074100],[1857191,2093056],[1880248,1881932],[1912533,2145650],[1925971,2354057],[1946817,1949208],[1947235,2372825],[1954769,2180927],[2035921,2251696],[2040671,2259105],[2058978,2060662],[2074518,2285123],[2153953,2157240] ] cell #3830 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3831 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3832 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3833 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3834 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3835 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [125976],[163407],[176836],[183105],[205292],[208430],[224357],[231900],[234956],[238638],[257838],[277113],[280251],[286032],[289170],[292739],[293094],[296961],[303730],[315610],[318481],[332305],[332937],[341131],[351505],[356302],[359440],[359740],[363672],[371619],[378388],[379020],[385023],[391792],[403986],[404697],[405390],[410755],[413626],[422635],[423267],[425506],[431461],[431566],[435510],[437210],[448057],[456004],[456715],[457408],[462967],[470914],[472950],[477683],[478315],[484198],[484986],[486170],[486275],[492145],[498914],[505549],[506260],[506953],[512318],[515189],[515715],[531260],[538209],[542107],[542895],[544079],[544184],[547620],[554569],[558467],[561150],[561289],[566414],[567125],[567818],[571063],[571131],[575347],[575873],[581910],[589857],[591261],[596820],[597608],[598792],[598897],[604767],[606803],[608093],[611536],[629087],[633029],[634674],[634742],[638958],[639484],[646802],[650744],[652389],[657461],[658026],[659338],[663236],[664024],[665208],[665313],[668932],[673385],[677931],[684880],[688778],[690750],[690855],[694291],[694359],[698575],[699101],[705138],[707821],[707960],[713085],[714489],[715121],[724148],[731759],[732185],[735607],[737908],[742361],[750696],[754544],[755978],[760257],[762099],[764199],[764304],[765844],[765912],[770128],[770654],[774596],[787727],[791669],[793314],[797598],[798124],[800263],[802030],[802994],[806483],[811029],[816101],[816666],[817978],[821876],[823848],[823953],[824559],[824698],[831157],[835039],[835107],[837526],[841009],[842527],[848454],[857517],[861000],[867420],[872015],[872441],[875863],[876389],[878164],[879128],[882617],[893577],[901188],[901614],[905036],[907337],[910749],[911790],[914691],[914830],[916555],[917625],[925407],[929686],[931528],[933628],[933733],[935273],[939557],[940083],[940345],[940910],[945559],[946679],[947466],[951746],[953631],[959316],[962390],[971696],[974477],[983168],[985655],[989138],[990656],[994179],[996583],[997653],[1009887],[1013769],[1016256],[1019739],[1021257],[1027184],[1030754],[1034602],[1035167],[1038059],[1046150],[1050745],[1051171],[1054593],[1055119],[1056027],[1056894],[1057858],[1061347],[1062148],[1067037],[1068157],[1069845],[1073883],[1078642],[1084829],[1091523],[1095405],[1101238],[1106305],[1108190],[1108753],[1113875],[1121180],[1132950],[1133737],[1136071],[1138017],[1139902],[1145587],[1148661],[1151080],[1154563],[1159543],[1169439],[1171926],[1175409],[1176927],[1180450],[1181829],[1182854],[1183924],[1195680],[1196243],[1204530],[1207338],[1211376],[1217255],[1218042],[1220376],[1222322],[1227512],[1229200],[1233238],[1244184],[1254760],[1259984],[1261672],[1262792],[1263579],[1265710],[1270469],[1276656],[1278541],[1278971],[1293065],[1296186],[1298132],[1300017],[1300580],[1305702],[1313007],[1336060],[1336623],[1346030],[1347718],[1348838],[1349625],[1351756],[1358052],[1358615],[1369710],[1373748],[1379627],[1382748],[1384694],[1390910],[1391473],[1392030],[1392460],[1399760],[1402568],[1406606],[1417552],[1422742],[1424430],[1425550],[1426337],[1428468],[1439414],[1461967],[1477716],[1478279],[1478836],[1479266],[1499578],[1500141],[1509548],[1511236],[1512356],[1513143],[1515274],[1532436],[1532999],[1544094],[1548132],[1554428],[1554991],[1555548],[1555978],[1566086],[1570124],[1581070],[1592071],[1603249],[1624725],[1640474],[1641037],[1641594],[1642024],[1672946],[1673509],[1694808],[1695371],[1706466],[1710504],[1713714],[1731340],[1731903],[1752186],[1752616],[1795076],[1832301],[1832864],[1849393],[1869384],[1917611],[1918174],[2028123] ] cell #3836 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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1426254,1687126],[1433087,2168514],[1437260,2531565],[1470034,1975457],[1477711,1985057],[1478135,1980008],[1491896,1494293],[1499573,1754985],[1499997,2222628],[1503366,1505313],[1513060,1771431],[1532431,2033167],[1532855,2248170],[1536224,2249240],[1543954,2044214],[1545918,2045744],[1554847,1810799],[1563273,2058214],[1565946,1819784],[1567910,2454758],[1578916,1836089],[1597496,1855292],[1617201,1618972],[1632792,1635189],[1633216,2119953],[1640893,1892435],[1665264,2144886],[1672941,2154486],[1673365,2149437],[1676734,2354009],[1694803,1941256],[1695227,2369299],[1698596,1700543],[1708290,1957702],[1731759,1977994],[1755840,1757611],[1789323,2034022],[1803143,2258341],[1824619,1827016],[1825043,2278593],[1832720,2071165],[1918030,2147423],[1923036,2155341],[1942111,1943882],[1958126,2183046],[2042790,2046168] ] cell #3837 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [651352],[657390],[658023],[721081],[755839],[762090],[809992],[816030],[816663],[831018],[867411],[890510],[925268],[931519],[934236],[940274],[940907],[947457],[968629],[1009748],[1011692],[1034531],[1035164],[1046141],[1055888],[1062139],[1091384],[1093328],[1132809],[1133728],[1135932],[1150939],[1159534],[1167362],[1181820],[1217114],[1218033],[1220237],[1252683],[1259978],[1262651],[1263570],[1278535],[1278962],[1292924],[1296047],[1346024],[1348697],[1349616],[1379486],[1382609],[1392024],[1392451],[1422736],[1424289],[1425409],[1426328],[1461826],[1478830],[1479257],[1509542],[1511095],[1512215],[1513134],[1554422],[1555542],[1555969],[1592065],[1603108],[1624584],[1640468],[1641588],[1642015],[1706325],[1713708],[1731334],[1752180],[1752607],[1794935],[1832295],[1849387],[1869378],[1917605],[2028117], 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],[1358046,1616345],[1361839,1363786],[1366896,1627145],[1369569,1627956],[1372925,2119952],[1374824,1632791],[1380616,1892434],[1382539,1644261],[1390904,1905028],[1399754,2139799],[1402427,1916075],[1413474,2149436],[1415397,1928648],[1433086,1941260],[1435336,2369298],[1437259,2531566],[1448060,1957701],[1470033,1728993],[1472716,1977993],[1477710,1985056],[1498051,1757610],[1499572,1754984],[1503365,1505312],[1532430,2033166],[1536223,2033171],[1543953,2044213],[1563272,1818972],[1565945,1819783],[1569301,2278592],[1571200,1824618],[1576992,2071164],[1578915,1836088],[1597495,1601140],[1665263,1915264],[1667946,2147422],[1672940,2154485],[1676733,2154490],[1693281,1943881],[1694802,1941255],[1698595,1700542],[1709681,2183045],[1789322,1792967],[1803142,2043402],[1805825,2042789],[1923035,1926680] ] cell #3838 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [129151,570829],[153542,634440],[177727,694057],[194211,731951],[209677,765610],[222035,793080],[223508,1030946],[223673,797413],[226106,802692],[240736,834805],[245036,840318],[260473,872207],[263548,878826],[274951,901380],[277578,1153872],[279248,910960],[282354,917319],[290417,935039],[291890,1186616],[292055,939372],[294804,944335],[304232,730260],[305828,962088],[317708,982934],[322008,988447],[325555,997347],[334403,1013535],[338703,1019048],[341694,1029255],[347254,802817],[350736,1298794],[350901,1045441],[354140,1050937],[356767,1313987],[357215,1057556],[358437,1060517],[361125,1065690],[369462,1077418],[374081,1084523],[380486,1095171],[382866,1098894],[387524,1105136],[392294,870516],[393890,1116647],[396367,878951],[399849,1385356],[400014,1128562],[401829,1130606],[406487,1396551],[411257,899689],[412853,1148359],[419862,1419993],[421430,1170017],[424733,1169205],[425076,1170246],[429033,1174718],[432024,1184925],[432580,1183618],[436976,943634],[445510,1203183],[447872,1206114],[451260,962213],[453847,1214911],[458505,1483357],[460420,1225045],[461920,1226856],[466213,982233],[468757,1236773],[473376,1243878],[473415,1243015],[474910,1506799],[476478,1255338],[479781,1254526],[480124,1255567],[481651,1257517],[483151,1519825],[487444,1266741],[489988,1269245],[494607,1276350],[501012,1286998],[501892,1549789],[502520,1289791],[503392,1290721],[503538,1297741],[508050,1296963],[512820,1049246],[514416,1308474],[516893,1057681],[520540,825678],[527384,1589363],[528246,1328847],[531026,1076717],[532997,1334713],[533627,1079723],[535359,1337644],[537715,1095983],[539560,1343563],[541060,1606387],[545353,1352787],[547386,1098193],[548427,1355599],[549055,1100079],[555920,1365555],[557420,1367366],[558282,1368486],[561670,1116772],[561713,1115946],[562757,1635835],[563385,1376353],[564257,1377283],[564403,1384303],[568915,1383525],[571870,1648751],[572498,1389338],[579363,1398413],[581725,1401344],[585113,1148484],[587700,1410141],[592319,1417246],[592358,1678587],[593232,1679279],[593357,1419908],[594273,1420275],[595004,1427999],[595773,1422086],[600066,1168504],[602610,1432003],[607229,1439108],[607268,1438245],[610331,935851],[613634,1449756],[613977,942049],[620759,1717651],[621387,1458707],[621689,1458932],[623189,1460743],[627327,1205413],[627522,957299],[629298,1467572],[630798,1728632],[631660,1470503],[631806,1221931],[635481,1734072],[636109,1476144],[644052,1226155],[644177,977039],[648513,1749478],[649375,1492365],[652155,1236072],[653196,1497125],[653824,1237958],[654126,1498231],[654756,1239078],[656488,1501162],[659648,1763584],[659773,1506714],[660689,1507081],[661420,1514805],[662189,1508892],[666482,1253825],[669594,1776242],[669719,1519740],[674917,1525223],[677697,1268544],[679668,1531089],[680298,1271550],[682030,1534020],[684386,1014347],[686231,1539939],[687731,1798214],[688593,1542870],[691981,1287123],[692024,1549163],[693089,1550460],[695098,1551975],[695726,1291906],[702591,1561931],[704091,1563742],[704953,1564862],[708341,1308599],[708384,1307773],[710056,1057380],[710928,1573659],[711074,1056503],[715547,1580764],[715586,1579901],[718135,1839579],[718205,1583974],[722924,1843717],[723049,1589278],[723914,1328146],[724955,1590724],[727251,1343196],[730065,1079456],[732992,1853330],[733620,1599989],[733922,1600214],[734550,1339949],[734653,1351287],[735422,1602025],[738570,1859363],[738695,1606302],[743893,1611785],[747890,1099812],[751929,1873321],[752557,1621465],[752859,1621690],[753489,1361941],[754359,1623501],[757507,1366665],[757632,1110752],[758497,1367785],[758692,1111858],[760468,1630330],[761968,1884302],[764642,1636506],[766651,1638021],[767279,1378468],[775360,1649422],[780027,1138503],[780329,1654162],[781829,1655973],[785967,1400643],[786162,1143570],[787938,1662802],[789438,1914903],[790300,1665733],[790446,1137626],[794121,1920343],[794749,1671374],[795051,1671599],[795681,1412446],[808015,1687595],[810795,1431302],[811836,1692355],[812464,1433188],[812766,1693461],[813396,1434308],[815128,1696392],[818413,1182524],[819329,1702311],[820060,1182385],[820829,1704122],[821691,1705242],[825079,1449881],[825122,1449055],[827730,1961532],[827802,1453039],[827997,1713488],[830016,1457459],[832797,1718322],[837220,1473748],[838400,1970199],[838470,1723243],[843189,1974337],[843314,1728547],[844179,1469802],[844304,1210438],[845220,1729993],[845848,1471688],[849218,1734743],[853885,1222808],[854187,1739483],[855687,1741294],[858391,1989136],[858461,1744089],[863180,1993274],[863305,1749393],[864170,1491664],[864365,1232300],[865211,1750839],[869209,1237691],[870321,1238811],[873248,2002887],[873876,1760104],[875678,1762140],[884149,1771900],[887634,1775801],[892478,1265380],[893343,1524522],[894384,1782551],[895884,1784362],[896680,1257150],[899494,1271283],[902421,2032060],[903049,1791816],[903351,1792041],[903979,1536325],[904082,1265241],[904851,1793852],[907999,2038093],[908124,1798129],[908989,1542169],[909184,1282209],[911590,1032615],[913322,1803612],[92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] cell #3839 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658028],[762101],[816668],[867422],[873994],[931530],[940912],[947468],[985290],[1035169],[1046152],[1052724],[1062150],[1069480],[1108168],[1133739],[1159545],[1171561],[1181831],[1188403],[1195658],[1218044],[1261307],[1263581],[1278973],[1287855],[1299995],[1310830],[1347353],[1349627],[1390888],[1392462],[1393353],[1408953],[1426339],[1441277],[1477694],[1479268],[1480159],[1513145],[1522915],[1523617],[1538920],[1555980],[1556871],[1609477],[1610179],[1642026],[1642917],[1650420],[1652037],[1685287],[1685989],[1735741],[1737358],[1752618],[1769592],[1770294],[1777582],[1809775],[1811392],[1860703],[1877170],[1891411],[1893028],[1932141],[1933434],[1968867],[1996445],[2010260],[2011553],[2050397],[2084325],[2093111],[2103233],[2124255],[2180982],[2188375],[2201063],[2251751],[2282895],[2296693],[2347734],[2430546], [323594,2130057],[393786,2234806],[418739,1801603],[430619,2056199],[467859,2325440],[473166,2332462],[500908,1923585],[514312,2165830],[520302,1956162],[525556,2385754],[555526,2415197],[561288,1243319],[586802,2039389],[592109,2041151],[601712,2261829],[607019,2268851],[613530,2071714],[614296,1838246],[619375,2470064],[628970,1080551],[646685,1102027],[650993,2495836],[657841,1372725],[672227,2335002],[673157,1911251],[685837,2150661],[702197,2357288],[707959,1438549],[710030,2179645],[715337,2181407],[715930,1960184],[720722,2545080],[731608,1206973],[741203,2395867],[742133,1724980],[750545,1228835],[760140,1239906],[762515,1503141],[778015,2423903],[779005,2029342],[780001,2242921],[787610,1272378],[791918,2254472],[805325,1293854],[806255,2059380],[809633,2443818],[816481,1569101],[818935,2281831],[819035,2070447],[824697,1580205],[825468,2076553],[826326,2609970],[840987,1336038],[851873,2478951],[852863,1850612],[853859,2309337],[860978,1358030],[871864,1369345],[881459,1380416],[882389,1880650],[890151,2503657],[891191,2141017],[893000,2339833],[893100,2138602],[901037,1402203],[910632,1413274],[914829,1678891],[919974,1424065],[920964,2169598],[921960,2163999],[929569,1435136],[931944,1698371],[933877,2375601],[934735,2180221],[940725,1709481],[953609,1204508],[963731,1472516],[968270,2552770],[969310,1971588],[971119,2400698],[971219,2210155],[974455,1227490],[984577,1994570],[989116,1499556],[1000002,1510871],[1000992,2000169],[1001988,2232975],[1005056,2574299],[1005128,2244287],[1011333,2428075],[1012191,2243497],[1019717,1532414],[1030603,1543729],[1032589,1546003],[1034982,1805625],[1039708,1554406],[1040748,2272187],[1042557,2267109],[1042657,2054026],[1050594,1565721],[1055318,2281630],[1060189,1576792],[1062564,1835864],[1067015,1068135],[1083213,1596778],[1086138,1602884],[1086692,2617500],[1086764,2085647],[1092969,2483123],[1093827,2309913],[1104689,1875296],[1107614,2108469],[1118290,1635274],[1122829,1640452],[1123869,2113547],[1125678,2330720],[1125778,2127884],[1129137,2503136],[1135362,2339632],[1139880,1399738],[1150002,1667746],[1153425,1922318],[1154541,1672924],[1157390,1675389],[1157490,1674498],[1159959,1928424],[1160726,1422720],[1160798,2365416],[1167003,2361925],[1167861,2164575],[1175387,1694786],[1186273,1706101],[1188259,1708375],[1196778,2668974],[1196850,1961403],[1209674,1725556],[1211946,1731318],[1213442,2552249],[1219667,2400497],[1231536,1995146],[1233808,2215254],[1242568,1756893],[1245493,1762999],[1245593,2017008],[1246047,1509526],[1246119,2218745],[1252324,2419834],[1253182,2233551],[1256758,2422893],[1258842,1259962],[1258914,2426653],[1275040,1788605],[1277965,1794711],[1278519,1541264],[1281445,2039965],[1284796,1802006],[1285654,1801304],[1289252,2444032],[1295477,2266908],[1310117,1827101],[1314656,1832279],[1317505,1834744],[1317605,1833853],[1326258,2611430],[1327241,1592049],[1327313,2292800],[1332050,1849371],[1337954,1850411],[1342804,2477941],[1344888,1346008],[1344960,2481701],[1354042,2310179],[1359150,2727094],[1359222,2103362],[1359946,2108268],[1372046,1881226],[1374318,1886988],[1375176,2129758],[1375814,2496050],[1382039,2330519],[1388799,2503871],[1392008,1664127],[1404904,1911827],[1407176,1917589],[1408672,1922012],[1410451,2150460],[1414897,1923629],[1419516,2357147],[1437798,1943164],[1440723,1949270],[1440823,1938889],[1447554,1956565],[1448412,1955863],[1454150,2383345],[1455190,1713692],[1457067,2544983],[1458168,2545294],[1462537,1970072],[1468897,1478814],[1468969,2392018],[1475605,2552984],[1484399,2210476],[1489776,2679812],[1490759,1752164],[1490831,2211471],[1495568,1998928],[1501472,1999968],[1504812,2234850],[1506322,2415056],[1519348,2423762],[1522634,1788299],[1528426,2028101],[1534330,2029141],[1539180,2039433],[1541336,2588726],[1555526,1823482],[1568422,2059956],[1570694,2065718],[1571552,2055900],[1572190,2070141],[1578415,2071758],[1584765,2289909],[1585755,1839452],[1587048,2082950],[1588886,2469923],[1595432,2473028],[1596472,1609196],[1599450,2615564],[1605910,2478810],[1616908,2311110],[1617948,1869362],[1619825,2624172],[1620926,2624483],[1625295,2112031],[1625555,2325484],[1631655,1641572],[1631727,2318339],[1652297,1911295],[1653398,2138296],[1657767,2139501],[1664199,2512544],[1670835,2646651],[1685006,1942858],[1690798,2168357],[1696702,2169397],[1700042,2165874],[1701552,2179689],[1715997,2191403],[1716257,2385798],[1724034,2389127],[1725024,1737618],[1726317,2199688],[1728155,2549879],[1738719,2209849],[1744880,2211542],[1745870,1989009],[1747163,1990457],[1749001,2560253],[1755547,2408822],[1756587,1769311],[1759565,2683946],[1778875,2241590],[1780713,2242965],[1787259,2580053],[1791277,2696304],[1797737,2585835],[1811652,2059424],[1812753,2053720],[1817122,2270671],[1817382,2261873],[1823554,2452192],[1851676,2299721],[1851936,2475481],[1854999,2475620],[1861996,2308006],[1863834,2309381],[1871667,2104130],[1871927,2487361],[1874990,1876889],[1879704,2318410],[1880694,1893288],[1881987,2113479],[1883825,2629068],[1894389,2127578],[1902268,2338074],[1902528,2335046],[1910305,2509653],[1912588,2346359],[1914426,2643546],[1924990,2356520],[1935272,2164043],[1941818,2529348],[1945836,2752439],[1975677,2392089],[1982296,2398939],[1982556,2395911],[1994614,1996705],[2001233,2219513],[2001493,2565811],[2004556,2006455],[2013391,2233019],[2030406,2433574],[2030666,2582506],[2033729,2582645],[2040726,2441859],[2042564,2443234],[2050657,2264812],[2058434,2452263],[2060717,2272119],[2062555,2709808],[2073119,2286218],[2088457,2300312],[2104721,2106172],[2117636,2119727],[2117896,2495603],[2124515,2328423],[2145106,2512615],[2151725,2519465],[2151985,2516437],[2155048,2649243],[2170662,2366184],[2170922,2659478],[2173985,2175884],[2182820,2379690],[2201323,2394040],[2220104,2221555],[2247097,2434165],[2258561,2588797],[2276276,2278367],[2276536,2602628],[2283155,2462276],[2347994,2514566],[2351866,2520056],[2366775,2368226],[2379950,2540098],[2440803,2443494] ] cell #3840 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [614008],[710087],[780058],[818269],[853916],[892334],[922017],[933924],[970453],[1002045],[1006367],[1011380],[1032646],[1041891],[1088003],[1093016],[1118347],[1125012],[1130239],[1156724],[1162037],[1167050],[1188316],[1208059],[1214544],[1244827],[1247358],[1252371],[1257635],[1279830],[1284843],[1290354],[1291546],[1310174],[1316839],[1329672],[1337277],[1343681],[1365254],[1370431],[1374365],[1376916],[1378108],[1403289],[1409774],[1420393],[1421719],[1440057],[1442588],[1447601],[1456446],[1460376],[1467690],[1471328],[1493190],[1495687],[1500795],[1507199],[1508525],[1526048],[1533653],[1540057],[1552093],[1561630],[1566807],[1570741],[1573292],[1574484],[1587167],[1590842],[1597728],[1601658],[1612610],[1619204],[1623134],[1624955],[1630448],[1634086],[1638139],[1651676],[1655606],[1662920],[1666558],[1688420],[1690917],[1696025],[1702429],[1703755],[1713538],[1715657],[1726436],[1730111],[1736997],[1740927],[1747282],[1750957],[1757843],[1761773],[1772725],[1778994],[1782669],[1789555],[1793485],[1804437],[1811031],[1814961],[1816782],[1822275],[1825913],[1829966],[1839481],[1849217],[1851336],[1862115],[1865790],[1869208],[1871327],[1882106],[1885781],[1892667],[1896597],[1899809],[1901928],[1912707],[1916382],[1923268],[1927198],[1933553],[1937228],[1944114],[1948044],[1958996],[1970101],[1978226],[1979837],[1981956],[1989038],[1998774],[2000893],[2011672],[2015347],[2018211],[2027947],[2030066],[2040845],[2044520],[2047938],[2050057],[2060836],[2064511],[2071397],[2075327],[2082796],[2089359],[2093230],[2094345],[2112060],[2121796],[2123915],[2139530],[2147655],[2149266],[2151385],[2158467],[2168203],[2170322],[2181101],[2184776],[2191432],[2192697],[2197407],[2200723],[2222457],[2227443],[2241436],[2247999],[2251870],[2252985],[2270700],[2280436],[2282555],[2293597],[2295408],[2307852],[2315925],[2320635],[2338103],[2339368],[2344078],[2347394],[2369128],[2374114],[2383960],[2398968],[2400233],[2406219],[2427450],[2429261],[2449778],[2454488],[2482498],[2485523],[2501796],[2504486],[2526745],[2553599],[2572828],[2592548],[2632788],[2670660] ] cell #3841 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1116401],[1242623],[1308228],[1364641],[1364881],[1372117],[1437853],[1449510],[1455833],[1456073],[1495344],[1549618],[1561017],[1561257],[1568493],[1579509],[1586824],[1651063],[1651303],[1678195],[1690574],[1701397],[1701637],[1708873],[1736384],[1736624],[1778651],[1780558],[1780798],[1795921],[1805017],[1828067],[1861772],[1863679],[1863919],[1901527],[1903533],[1904327],[1918938],[1935117],[1935357],[1981555],[1983561],[1984355],[2013236],[2013476],[2019887],[2022056],[2036463],[2049656],[2051662],[2052456],[2096021],[2098190],[2123514],[2125520],[2126314],[2134093],[2160143],[2161382],[2162312],[2193485],[2205646],[2217698],[2229119],[2230358],[2231288],[2264401],[2265263],[2294411],[2301803],[2316713],[2328012],[2328874],[2377029],[2383107],[2393629],[2407033],[2435656],[2461865],[2472790],[2484670],[2514155],[2579815], [473652,2324835],[561428,2413996],[592595,2258115],[607505,2458688],[614287,2288484],[651662,2489916],[658150,2495075],[691739,2353127],[708099,2534522],[715823,2379244],[715974,2381866],[721391,2544675],[755881,2562695],[792587,2438243],[799075,2440275],[810302,2596941],[816790,2602100],[819079,2461628],[824837,2463537],[825526,2466706],[831060,2611167],[841656,1597355],[861647,1618831],[866814,2626405],[890820,2638342],[891860,2342743],[893144,2508459],[906373,2516721],[925310,2656362],[934546,2537538],[934793,2537842],[941034,2539570],[946860,2668687],[958343,1726093],[968939,2675784],[969979,2196072],[971263,2557572],[979189,1746939],[989785,1757470],[993099,1761038],[1009790,2691907],[1010869,2430830],[1012002,2578746],[1012249,2579050],[1020386,1789182],[1025553,2586119],[1040377,1810658],[1041417,2453153],[1042701,2449090],[1045544,2707145],[1055333,2604577],[1055930,2604783],[1064776,2717524],[1079943,1597115],[1091426,2723857],[1092505,2296977],[1093638,2621947],[1093885,2622251],[1101419,1618591],[1112902,1881763],[1116154,1884989],[1123498,1892294],[1124538,2319300],[1125822,2501108],[1133131,2737180],[1134237,2509937],[1135377,2640307],[1135974,2640513],[1144614,1912364],[1155210,1922895],[1157534,2152990],[1165460,1933210],[1166539,2530125],[1167672,2526198],[1167919,2526502],[1176056,1943741],[1179370,1947309],[1181223,2663091],[1202269,1464473],[1212615,1977853],[1217436,2764000],[1218542,2389411],[1219682,2677749],[1220279,2677955],[1224131,1487414],[1234477,2405672],[1239298,1757230],[1243220,2004332],[1245637,2422278],[1250781,2011329],[1251860,2409599],[1252993,2572281],[1253240,2572585],[1256603,2774653],[1256671,2429411],[1256773,2690822],[1262973,2693597],[1271770,1788942],[1283253,2040502],[1285465,2042649],[1285712,2256830],[1293246,1810418],[1294352,2597999],[1295492,2594464],[1296089,2594670],[1304729,2060493],[1307981,2063719],[1315325,2071024],[1317649,2284160],[1318639,2074592],[1322817,1323896],[1336789,2087809],[1341906,2092887],[1342649,2796778],[1342717,2295558],[1342819,2722772],[1349019,2725547],[1358781,2315237],[1363898,2487645],[1374987,2119812],[1375234,2502584],[1379808,1892054],[1380914,2490974],[1382054,2634704],[1382651,2634910],[1386608,2736532],[1397499,1659703],[1407845,2147282],[1412666,1922655],[1414912,2352317],[1415509,2153784],[1419005,2157314],[1419361,1682644],[1419429,2528706],[1419531,2651687],[1425731,2654204],[1434528,1943501],[1438450,2173761],[1440867,2364369],[1446011,2180758],[1448223,2182905],[1448470,2377959],[1449263,2183984],[1456912,2821762],[1456980,2187240],[1457082,2759906],[1467357,2196376],[1471908,1977613],[1473414,2763352],[1489219,2405976],[1493770,2560537],[1500307,2220907],[1504827,2573642],[1505424,2225985],[1506167,1766949],[1506235,2408180],[1506337,2686298],[1512537,2688815],[1519193,1520272],[1519261,2577232],[1519363,2574715],[1533165,2246449],[1538282,2251527],[1539025,1797582],[1539195,2254661],[1545395,2042409],[1549371,2260737],[1550126,2703364],[1571363,2278452],[1571610,2450566],[1576184,2070784],[1578430,2462727],[1579027,2284954],[1580106,2285994],[1587796,2794095],[1588731,1846993],[1588799,2470207],[1588901,2719222],[1593398,2086201],[1596829,2296771],[1605755,1606834],[1605823,2620433],[1605925,2617916],[1614874,2622624],[1618305,2487439],[1619670,2847109],[1619738,2310468],[1619840,2799787],[1625570,2631935],[1630115,2319604],[1634666,2119572],[1636172,2732664],[1649088,2637102],[1652142,1914271],[1652312,2141206],[1662587,2343047],[1667138,2147042],[1668644,2150984],[1673675,2351218],[1678792,2356296],[1695537,2367578],[1700057,2527559],[1700654,2372656],[1701567,2375790],[1707767,2182665],[1714326,2543435],[1715256,1961957],[1716272,2670283],[1717988,2760478],[1722054,2194428],[1728000,1737463],[1728068,2550163],[1728170,2672208],[1734409,2674544],[1737633,1971777],[1742900,2558020],[1747911,2826218],[1748846,1996550],[1748914,2402262],[1749016,2767798],[1753513,2219299],[1756944,2409393],[1779623,2029665],[1780728,2428264],[1785225,2244841],[1788656,2430624],[1797650,2701173],[1797752,2698656],[1800466,2438547],[1811497,2062400],[1811667,2272376],[1817397,2591695],[1821942,2453457],[1826493,2278212],[1827999,2282154],[1840295,2467690],[1841157,2077690],[1842396,2293354],[1850005,2613705],[1850935,1862744],[1851951,2615326],[1853667,2720916],[1863849,2483312],[1869996,2311255],[1870926,2103916],[1871942,2728403],[1873658,2800359],[1877724,2317656],[1883670,1893133],[1883738,2490421],[1883840,2730328],[1893303,2113736],[1902543,2503633],[1904259,2340156],[1908325,2341099],[1914339,2643830],[1914441,2740701],[1920680,2743037],[1922369,2516515],[1934182,2169921],[1935287,2362114],[1939784,2365970],[1943215,2529919],[1963802,2385876],[1970915,2547646],[1973016,2392572],[1982571,2552746],[1984287,2401021],[1989852,2211721],[1990714,2210788],[1991953,2212025],[1996720,2215443],[1999562,2408967],[2000492,2012301],[2001508,2683708],[2003224,2769492],[2013406,2420023],[2021126,2427207],[2028735,2694445],[2030681,2696066],[2032397,2778045],[2042579,2590337],[2050672,2446495],[2052388,2267432],[2056454,2451509],[2062468,2597446],[2062570,2787457],[2088046,2475559],[2091077,2475765],[2097260,2482255],[2104736,2312642],[2105761,2311049],[2108792,2110534],[2112874,2318589],[2114975,2318893],[2117911,2630894],[2119742,2322311],[2124530,2498513],[2126246,2331043],[2133231,2506402],[2140344,2641313],[2142445,2513098],[2152000,2646413],[2153716,2521547],[2168991,2529493],[2170937,2752201],[2172653,2816292],[2182835,2540549],[2199083,2392268],[2201338,2551705],[2204784,2555515],[2220119,2410354],[2221144,2408761],[2224175,2225917],[2246686,2582584],[2249717,2582790],[2255900,2589280],[2271514,2452442],[2273615,2452746],[2276551,2711634],[2278382,2456164],[2283170,2605538],[2284886,2464896],[2297732,2300327],[2345754,2512794],[2348009,2645372],[2351455,2649182],[2354486,2649388],[2366790,2530880],[2367815,2529287],[2370846,2372588],[2379965,2665265],[2431585,2434180],[2441254,2588976],[2443509,2588293],[2517476,2520071] ] cell #3842 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561264],[657410],[707935],[755859],[762074],[816050],[824673],[831038],[867395],[914805],[925288],[931503],[940294],[947441],[984935],[1009768],[1034551],[1046125],[1055908],[1062123],[1069125],[1091404],[1133712],[1135952],[1150959],[1159518],[1171206],[1181804],[1218017],[1220257],[1260952],[1262671],[1263554],[1278946],[1296067],[1310475],[1346998],[1348717],[1349600],[1382629],[1392435],[1392998],[1408402],[1425429],[1426312],[1479241],[1479804],[1512235],[1513118],[1520564],[1522364],[1555953],[1556516],[1607126],[1608926],[1624604],[1641999],[1642562],[1650150],[1682936],[1684736],[1735471],[1752591],[1767241],[1769041],[1809505],[1810710],[1847285],[1876619],[1891141],[1892346],[1933164],[1968597],[1977905],[1988817],[2011283],[2071076],[2078949],[2092841],[2147334],[2180712],[2195687],[2251481],[2342358], [394146,2017274],[473041,1116188],[473266,2129166],[501268,1674764],[514672,1939155],[549029,979167],[556522,2227181],[561054,1243198],[561492,2234747],[592209,1800712],[606894,1308015],[607119,2055308],[613890,1834119],[622291,2292624],[629900,1596161],[644699,1102000],[652802,2325381],[653798,1112880],[657741,1372698],[686833,1921701],[691803,1923526],[695700,1165438],[703193,2158205],[707725,1438428],[708163,2165771],[715212,1449297],[715437,1955271],[716290,1711777],[724561,2385695],[732598,1724921],[734524,958321],[747696,1228480],[756345,2414759],[758154,1239879],[761070,1756276],[767253,1250759],[780931,2237548],[788540,1787988],[793727,2039330],[800354,1549405],[803339,1293827],[811442,2261770],[812438,1304707],[816381,1569074],[819931,2069830],[824463,1580084],[824901,2071655],[825568,1838125],[833643,2469626],[842027,1850340],[844826,1080524],[845822,1341884],[854789,2303964],[856797,1357119],[865813,1874679],[869015,1368990],[872854,1880591],[879473,1380389],[893990,2334943],[894986,2137985],[902027,1911192],[903953,1144592],[906837,2150389],[914595,1678770],[917125,1423710],[925774,2356850],[927583,1435109],[930499,1942547],[934835,1953965],[935686,2179586],[936682,1445989],[940625,1709454],[941871,1960157],[942938,2543151],[944839,1194747],[953681,1969304],[960844,1466297],[960926,1206618],[962735,1472489],[972109,2395808],[973105,2209538],[981690,1750670],[983581,1994511],[990156,1999897],[993951,1505402],[997153,1510516],[1012291,2026468],[1012373,2423465],[1014182,2242862],[1020757,2029070],[1023556,1272351],[1024552,1538260],[1028712,1799406],[1033519,1283231],[1034882,1805598],[1035527,1553495],[1044543,2053409],[1047745,1565366],[1051584,2059321],[1056257,2070420],[1056394,2281559],[1058203,1576765],[1068207,2079084],[1076021,1077922],[1083113,1596751],[1084329,1602529],[1093927,2102602],[1094009,2478513],[1095818,2309278],[1104589,1875269],[1105805,2108197],[1108240,2111263],[1115403,1629055],[1117294,1635247],[1118648,1639541],[1127664,2127267],[1129209,2502937],[1131110,1389977],[1136301,2138575],[1137517,2339561],[1139952,2138733],[1147115,1661527],[1147197,1401848],[1149006,1667719],[1153325,1922291],[1158380,1413247],[1159376,1415487],[1167961,1936941],[1169852,2163940],[1176427,2169326],[1180222,1700632],[1181245,2179320],[1183424,1705746],[1195730,2189136],[1197768,1721291],[1202561,1722659],[1208661,1724655],[1213514,2552050],[1215415,1476783],[1220606,2210128],[1221822,2400426],[1224423,2210366],[1227562,2212182],[1230523,1994245],[1242468,1756866],[1243684,1762644],[1253282,2015060],[1255173,2232916],[1256895,2422788],[1262995,2242596],[1267848,1269749],[1274940,1788578],[1276156,1794356],[1280432,2039064],[1285754,1545093],[1285836,1543374],[1287645,1545976],[1296416,2053999],[1297632,2266837],[1300067,2269903],[1307230,1820882],[1309121,1827074],[1319491,1579005],[1323109,2289799],[1324188,1841762],[1326330,2611231],[1331780,1847923],[1336110,2297454],[1338148,1609268],[1342941,2477836],[1349041,2309012],[1353772,2102884],[1358102,2312364],[1360140,1876961],[1364933,1878329],[1371033,1880325],[1375276,1898067],[1382978,2127857],[1384194,2330448],[1386630,2333693],[1390960,2335807],[1397791,1908930],[1403891,1910926],[1408744,1410645],[1415836,1674471],[1417052,1675034],[1419653,2357037],[1425753,2163674],[1437698,1943137],[1438914,1948915],[1448512,1707465],[1450403,1708348],[1453880,2188026],[1454920,1962959],[1456125,1964407],[1457204,2544878],[1464765,2389017],[1465844,1737755],[1473436,2394558],[1477766,2396672],[1486627,2402421],[1487706,1991319],[1489848,2679613],[1495298,1997480],[1499628,2410076],[1501666,1769383],[1505751,2016981],[1506459,2414946],[1512559,2232650],[1519485,2423652],[1522706,1534524],[1528156,2026653],[1532486,2431307],[1539317,1798953],[1545417,1800753],[1550148,2261524],[1561309,2057059],[1567409,2059055],[1571652,1816431],[1579354,1833826],[1580570,1834389],[1586778,2079852],[1587818,2469436],[1589023,2469813],[1595162,2296344],[1596202,1862766],[1597407,2088651],[1606047,2478700],[1616638,2311254],[1617678,2104918],[1618883,2106366],[1619962,2624067],[1627523,2490580],[1628602,1893425],[1634688,2129207],[1636194,2325135],[1649110,2334697],[1651355,2133836],[1652434,1661074],[1659995,2509543],[1668666,1921742],[1672996,2517198],[1685078,1696896],[1690528,2166909],[1694858,2530602],[1700981,1938862],[1701689,1953512],[1707789,1955312],[1718010,2385449],[1726047,2196590],[1728292,2549769],[1729371,2550322],[1734431,2395562],[1736676,2205389],[1746893,2212950],[1747933,2559766],[1749138,2560143],[1750217,1996842],[1753535,2227222],[1755277,2408966],[1756317,2012323],[1757522,2221749],[1778605,2238492],[1779645,1788029],[1780850,2026015],[1786989,2430197],[1789234,2247291],[1797874,2585725],[1811789,1820429],[1819350,2597605],[1826515,2055349],[1828021,2069871],[1842418,2292665],[1853689,2475132],[1854729,2475764],[1861726,2304908],[1863971,2102149],[1873680,2487012],[1874720,2110556],[1881717,2319818],[1883962,2628958],[1885041,2119864],[1904281,2138026],[1912318,2343261],[1914563,2643436],[1915642,2643989],[1920702,2516088],[1922947,2352060],[1934204,1942588],[1935409,1936488],[1939806,2158246],[1941548,2529492],[1943793,2368420],[1973038,2391883],[1973106,2392594],[1984309,2209579],[1991975,2405287],[1992043,2212047],[2003246,2565462],[2004286,2225939],[2013528,2014607],[2021148,2237589],[2032419,2582157],[2033459,2582789],[2040456,2438761],[2042701,2260789],[2043780,2701332],[2052410,2053450],[2060447,2453671],[2062692,2709698],[2063771,2278504],[2097282,2304005],[2114997,2493446],[2115065,2318915],[2126268,2127308],[2142467,2512409],[2142535,2513120],[2153738,2356250],[2154778,2649387],[2161404,2161472],[2172675,2659129],[2173715,2372610],[2182957,2184036],[2224197,2414515],[2230380,2230448],[2255922,2437858],[2255990,2589302],[2273637,2600471],[2273705,2452768],[2284908,2285948],[2301825,2301893],[2353646,2521569],[2370868,2535041],[2377051,2377119],[2435678,2435746],[2464056,2464918] ] cell #3843 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473635],[561425],[592578],[607488],[651659],[658160],[691736],[708096],[715806],[721388],[755891],[792584],[799085],[810299],[816800],[824834],[825937],[831070],[841653],[861644],[866968],[890817],[891857],[906383],[925320],[934543],[941044],[941804],[947014],[958353],[968936],[969976],[979199],[989782],[993000],[1009800],[1010879],[1011999],[1020383],[1025707],[1040374],[1041414],[1045698],[1055940],[1056125],[1063763],[1066104],[1080097],[1091436],[1092515],[1093635],[1101573],[1112912],[1116151],[1116292],[1123495],[1124535],[1133285],[1134391],[1135984],[1136169],[1144624],[1155207],[1165470],[1166549],[1167669],[1176053],[1179271],[1181377],[1182006],[1203597],[1212612],[1217590],[1218696],[1220289],[1220474],[1225459],[1234474],[1239452],[1242759],[1243230],[1250791],[1251870],[1252990],[1257931],[1260034],[1263127],[1263756],[1271924],[1283263],[1285462],[1293400],[1294506],[1296099],[1296284],[1304739],[1307978],[1308119],[1310343],[1315322],[1318540],[1336786],[1341916],[1343977],[1346080],[1349173],[1349802],[1358778],[1363908],[1365969],[1366127],[1372271],[1374984],[1379962],[1381068],[1382661],[1382846],[1387835],[1392866],[1398827],[1407842],[1412820],[1415519],[1415704],[1418906],[1420689],[1422792],[1425885],[1426514],[1434682],[1437989],[1438460],[1446021],[1448220],[1449260],[1449401],[1459346],[1459504],[1467367],[1467986],[1472062],[1474641],[1479672],[1489229],[1493924],[1496575],[1500304],[1505434],[1505619],[1507495],[1509598],[1512691],[1513320],[1518280],[1533162],[1538292],[1540353],[1545549],[1546178],[1549368],[1549509],[1551353],[1554478],[1556384],[1562345],[1562503],[1568647],[1571360],[1576338],[1579037],[1579222],[1579645],[1580116],[1590174],[1591138],[1592121],[1593620],[1596845],[1598486],[1604842],[1615096],[1618321],[1630125],[1630744],[1634820],[1635449],[1637399],[1640524],[1642430],[1654576],[1654734],[1662597],[1663216],[1667292],[1669871],[1673672],[1674902],[1678331],[1678802],[1680652],[1681857],[1691805],[1695534],[1700664],[1700849],[1702725],[1702883],[1707921],[1708550],[1709027],[1714548],[1715478],[1720255],[1722070],[1727087],[1731390],[1739897],[1740055],[1742916],[1751253],[1753735],[1756960],[1758601],[1762512],[1764957],[1766162],[1782001],[1782965],[1783123],[1785447],[1788672],[1790313],[1796127],[1796669],[1800476],[1805171],[1808465],[1821952],[1822571],[1826647],[1827276],[1829226],[1829298],[1832351],[1834257],[1840311],[1841173],[1842618],[1846080],[1850227],[1855934],[1865122],[1866086],[1866244],[1871148],[1875925],[1877740],[1878197],[1882757],[1890101],[1901749],[1903739],[1906526],[1906598],[1908341],[1913358],[1917661],[1919160],[1922385],[1937524],[1937682],[1940006],[1943231],[1944872],[1948783],[1951228],[1952433],[1963818],[1964275],[1970931],[1973238],[1976700],[1981777],[1983767],[1986554],[1986626],[1990730],[1992175],[1995637],[2005491],[2015643],[2015801],[2019903],[2021348],[2022278],[2024810],[2028957],[2034664],[2036479],[2049878],[2051868],[2054655],[2054727],[2056470],[2056927],[2061487],[2068831],[2088062],[2088519],[2096037],[2097482],[2098412],[2100944],[2105777],[2106234],[2115197],[2118659],[2123736],[2125726],[2128513],[2128585],[2133247],[2133704],[2134109],[2140360],[2142667],[2146129],[2155983],[2160159],[2161604],[2162534],[2165066],[2174920],[2193707],[2204800],[2205257],[2205662],[2217904],[2221160],[2221617],[2229135],[2230580],[2231510],[2234042],[2246702],[2247159],[2256122],[2259584],[2264417],[2264874],[2265279],[2273837],[2277299],[2287153],[2294427],[2302025],[2316935],[2328028],[2328485],[2328890],[2351471],[2351928],[2367831],[2368288],[2377251],[2380713],[2383123],[2393645],[2394102],[2407049],[2435878],[2461881],[2462338],[2472806],[2484686],[2514171],[2514628],[2579831] ] cell #3844 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393643],[472586],[514169],[555458],[560736],[606439],[613387],[619307],[651678],[692820],[702129],[707407],[714757],[721407],[755563],[777947],[799899],[810318],[818867],[824145],[830742],[851805],[890836],[892932],[906687],[914277],[924992],[934562],[968955],[971051],[1009472],[1011183],[1012018],[1026475],[1042489],[1055612],[1091108],[1092819],[1093654],[1125610],[1135159],[1135656],[1150240],[1166853],[1167688],[1219464],[1219961],[1252174],[1253009],[1258158],[1261952],[1295274],[1295771],[1344204],[1347998],[1364212],[1381836],[1382333],[1387645],[1420916],[1424710],[1474451],[1494692],[1507722],[1511516],[1551163],[1552616],[1591365],[1623885],[1637209],[1638662],[1681667],[1720065],[1730634],[1743385],[1765972],[1830489],[1840780],[1855744],[1916905],[1952243],[1971400],[2034474],[2140829], [323176,658044],[370954,731540],[393337,762442],[430201,816684],[447720,841672],[470249,871796],[472657,874337],[491480,900969],[513863,931871],[519884,940928],[532831,958025],[553211,750477],[558130,989801],[561992,1245662],[581573,1020402],[589192,1030535],[593050,1035185],[604102,1050526],[606510,1053067],[613081,1062491],[624393,1078295],[649223,861663],[653960,1112584],[658216,1374429],[679502,1144296],[688441,1155226],[690085,1157322],[692303,1157559],[692514,1159886],[699882,919906],[704801,1176072],[708663,1440892],[712420,1186205],[714828,1188746],[716278,1190855],[719940,945212],[752693,978871],[755947,1495751],[762915,1504847],[771435,999934],[782533,1277897],[783033,1270122],[792920,1280381],[794885,1282935],[797261,1285481],[797392,1284646],[799141,1284907],[799970,1288198],[807863,1040393],[812600,1304411],[816856,1570805],[821539,1315341],[823183,1317437],[825401,1317674],[825612,1320001],[831126,1587231],[856391,1086070],[857170,860196],[867446,1625660],[883997,1123514],[889369,1131483],[892193,1403840],[895732,1407861],[906055,1411018],[906439,1409838],[906758,1410357],[910794,1415191],[911520,1414694],[913407,1414932],[922122,1165142],[924492,1440655],[925376,1690981],[932344,1700077],[934879,1443139],[936844,1445693],[939220,1448239],[939351,1447404],[941100,1447665],[941929,1450956],[947492,1716362],[967488,1215788],[970312,1208610],[973851,1212631],[984714,1752931],[1002150,1250463],[1004520,1245425],[1009856,1779058],[1010551,1534897],[1010935,1533717],[1011254,1534236],[1012335,1526599],[1014410,1537964],[1025587,1539899],[1026008,1540580],[1026185,1540249],[1030836,1544374],[1035900,1038926],[1041750,1567358],[1045289,1571379],[1045420,1560588],[1046176,1817487],[1055996,1573356],[1056315,1573875],[1060351,1578709],[1061077,1578212],[1062964,1578450],[1068904,1841814],[1091492,1862179],[1092187,1338521],[1092571,1337341],[1092890,1337860],[1093971,1613161],[1096046,1341588],[1119021,1122047],[1124871,1370982],[1128410,1375003],[1128541,1646634],[1129436,1659285],[1133763,1902633],[1134271,1662762],[1134692,1663443],[1134869,1663112],[1136040,1655670],[1136359,1656189],[1150139,1669324],[1150590,1669681],[1166221,1697269],[1166605,1696089],[1166924,1696608],[1168005,1688971],[1170080,1700336],[1170806,1689922],[1170985,1939202],[1181257,1702271],[1181678,1702952],[1181855,1702621],[1186506,1706746],[1191246,1960794],[1198141,1201208],[1213741,1464055],[1218068,1982661],[1218576,1467532],[1218997,1468213],[1219174,1467882],[1220345,1740991],[1220664,1741510],[1234810,1493741],[1251542,1502039],[1251926,1500859],[1252245,1501378],[1253326,1773276],[1255401,1505106],[1256127,1774227],[1256705,1785916],[1260731,2020544],[1261851,1789766],[1262302,1790123],[1263007,1782511],[1263428,1783192],[1263605,1782861],[1289551,1818640],[1294386,1822117],[1294807,1822798],[1294984,1822467],[1296155,1815025],[1296474,1815544],[1298684,1815712],[1310254,1828679],[1310705,1829036],[1322399,1326557],[1342751,1594089],[1346777,2096678],[1347897,1597939],[1348348,1598296],[1349053,1865632],[1349474,1866313],[1349651,1865982],[1360513,1363580],[1363964,1623198],[1364283,1623717],[1376113,1626813],[1380948,1630290],[1381369,1630971],[1381546,1630640],[1382717,1896661],[1383036,1897180],[1385246,1897348],[1386476,2130223],[1386541,1909249],[1386642,1898929],[1389098,1905816],[1392777,1905979],[1393228,1906336],[1419463,1940475],[1419809,1929656],[1424609,1944325],[1425060,1944682],[1425765,1937070],[1426186,1937751],[1426363,1937420],[1452807,1457014],[1458467,1719545],[1473282,2201776],[1473347,1722978],[1473448,1978957],[1475904,1985844],[1479583,1986007],[1480034,1986364],[1485917,1490075],[1493804,1750799],[1494225,1751480],[1494402,1751149],[1506269,1754204],[1506615,2007775],[1511415,1758054],[1511866,1758411],[1512571,2015189],[1512992,2015870],[1513169,2015539],[1517230,2017778],[1519295,2023737],[1519641,2019510],[1545850,2045043],[1550059,2057378],[1550160,2047058],[1556295,2054108],[1556746,2054465],[1583709,1587729],[1587664,2291480],[1587830,2081054],[1588833,1845007],[1589179,2081968],[1599749,1855224],[1603792,2093912],[1605857,2099871],[1606203,2095644],[1614908,1868328],[1615565,1619772],[1617133,1621225],[1623784,1875378],[1624235,1875735],[1635121,1886304],[1636105,1878648],[1636206,2120916],[1642341,2127966],[1642792,2128323],[1649021,2135947],[1649122,2132014],[1671134,2155273],[1675264,2155793],[1679602,2158034],[1682013,2159766],[1708222,2185299],[1714360,1962585],[1716960,2190211],[1717921,1966518],[1718022,2191029],[1728102,1975627],[1728448,2198706],[1734342,2207500],[1734443,2203567],[1743219,1988605],[1743824,1747844],[1744830,1748948],[1745361,1990337],[1747779,2404102],[1747945,2214152],[1749294,2215066],[1755772,1759864],[1762874,2005301],[1763907,2227010],[1766318,2228742],[1776565,2237377],[1791576,2033954],[1797684,2258511],[1798030,2254284],[1826948,2065034],[1834619,2286963],[1840614,2078737],[1844040,2292453],[1850039,2086829],[1853600,2090762],[1853701,2299347],[1856090,2301049],[1859686,2303793],[1869681,1873591],[1869781,1870030],[1872630,2313439],[1873692,2314257],[1879654,1883772],[1880185,2113359],[1884118,2321934],[1914373,2145056],[1914719,2345377],[1920613,2354171],[1920714,2350238],[1942043,1946135],[1949145,2174730],[1952589,2375413],[1971234,2195475],[1974660,2391671],[1976158,2199568],[1989933,1990171],[1993597,2405075],[1999247,2003157],[1999347,1999596],[2003258,2411969],[2005647,2413671],[2028769,2245469],[2032330,2249402],[2032431,2433200],[2034820,2434902],[2038416,2437646],[2058384,2062502],[2058915,2271999],[2062848,2455787],[2090862,2091111],[2112955,2113193],[2116619,2493234],[2140663,2342146],[2144089,2512197],[2145587,2346239],[2156139,2520793],[2168676,2172586],[2168776,2169025],[2172687,2532495],[2175076,2534197],[2199164,2199402],[2249502,2249751],[2259042,2441739],[2271595,2271833],[2275259,2600259],[2287309,2608855],[2345835,2346073],[2354271,2354520],[2441335,2441573] ] cell #3845 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [234988],[290170],[333603],[355938],[379686],[405026],[423933],[431047],[457044],[478981],[481975],[485756],[500212],[506589],[539884],[543665],[562509],[567454],[571183],[590897],[594597],[598378],[612834],[629622],[634794],[658974],[661013],[664794],[668720],[686555],[690336],[694411],[695422],[709180],[714125],[725279],[732305],[737696],[756195],[760792],[763785],[765964],[766975],[788262],[793434],[801818],[803046],[817614],[819653],[823434],[831374],[835159],[842315],[845544],[865535],[867736],[872561],[877952],[879180],[894708],[901734],[907125],[917413],[925624],[930221],[933214],[935393],[936404],[947782],[951534],[958657],[962442],[972827],[979503],[983288],[984815],[990444],[993673],[997441],[1010104],[1013889],[1021045],[1024274],[1044265],[1046466],[1051291],[1056682],[1057910],[1066468],[1069005],[1080865],[1084617],[1091740],[1095525],[1102341],[1106093],[1113216],[1117001],[1127386],[1134053],[1137805],[1144928],[1148713],[1159098],[1165774],[1169559],[1171086],[1176715],[1179944],[1183712],[1192347],[1203961],[1206498],[1218358],[1222110],[1225823],[1228360],[1240220],[1243972],[1251095],[1254880],[1258295],[1260832],[1272692],[1276444],[1283567],[1287352],[1294168],[1297920],[1305043],[1308828],[1319213],[1332727],[1342220],[1344341],[1346878],[1354719],[1366333],[1368870],[1380730],[1384482],[1387577],[1399191],[1401728],[1413588],[1417340],[1421053],[1423590],[1435450],[1439202],[1446325],[1450110],[1459710],[1468350],[1472830],[1474383],[1496245],[1507859],[1510396],[1529103],[1538596],[1540717],[1543254],[1551095],[1562709],[1565246],[1577106],[1580858],[1589844],[1591502],[1598228],[1602409],[1631108],[1637141],[1654940],[1663580],[1668060],[1669613],[1691475],[1703089],[1705626],[1719997],[1722539],[1740261],[1751617],[1758343],[1781671],[1783329],[1790055],[1794236],[1822935],[1828968],[1841642],[1864792],[1866450],[1875667],[1906268],[1908810],[1937888],[1944614],[1986296],[1991199],[2016007],[2020372],[2054397],[2096506],[2128255],[2160628],[2229604],[2294896] ] cell #3846 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715945],[819050],[893115],[933980],[971234],[1011436],[1042672],[1055358],[1093072],[1125793],[1130295],[1135402],[1157505],[1167106],[1214600],[1219707],[1245608],[1252427],[1257832],[1284899],[1290410],[1295517],[1317620],[1337333],[1343878],[1374421],[1376972],[1382079],[1387476],[1409830],[1414937],[1420590],[1421775],[1440838],[1447657],[1460432],[1467887],[1474282],[1495743],[1500851],[1504852],[1507396],[1508581],[1533709],[1540254],[1550994],[1552290],[1570797],[1573348],[1578455],[1587223],[1591039],[1598127],[1601714],[1623190],[1625665],[1630645],[1637040],[1638336],[1655662],[1663117],[1669512],[1681498],[1690973],[1696081],[1700082],[1702626],[1703811],[1716367],[1719896],[1726492],[1730308],[1740983],[1747338],[1751154],[1752974],[1758242],[1761829],[1765803],[1779050],[1782866],[1789954],[1793541],[1815017],[1817492],[1822472],[1828867],[1830163],[1839889],[1841857],[1852046],[1855575],[1862171],[1865987],[1872037],[1875566],[1882162],[1885978],[1896653],[1902638],[1906167],[1912763],[1916579],[1927254],[1933609],[1937425],[1939245],[1944513],[1948100],[1952074],[1961459],[1970509],[1972477],[1982666],[1986195],[1989446],[1991414],[2001603],[2005132],[2011728],[2015544],[2018619],[2020587],[2030776],[2034305],[2040901],[2044717],[2050767],[2054296],[2060892],[2064708],[2075383],[2085703],[2093286],[2094753],[2096721],[2103418],[2112468],[2114436],[2124625],[2128154],[2130888],[2139938],[2141906],[2152095],[2155624],[2158875],[2160843],[2171032],[2174561],[2181157],[2184973],[2191840],[2197815],[2201433],[2202441],[2218801],[2227851],[2229819],[2244343],[2251926],[2253393],[2255361],[2262058],[2271108],[2273076],[2283265],[2286794],[2292856],[2294005],[2298221],[2301264],[2321043],[2325669],[2338511],[2344486],[2348104],[2349112],[2365472],[2374522],[2376490],[2386615],[2388243],[2399376],[2406627],[2410843],[2426709],[2427858],[2432074],[2435117],[2454896],[2459522],[2468563],[2481757],[2482906],[2488178],[2507141],[2508769],[2527153],[2531369],[2556254],[2558893],[2573236],[2575588],[2595203],[2618789],[2635443],[2652560],[2687171],[2719692] ] cell #3847 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658846],[762980],[799771],[817486],[825918],[867511],[874903],[913472],[932409],[941730],[941858],[947557],[985343],[1026250],[1033642],[1046241],[1053633],[1056244],[1063029],[1063834],[1069533],[1080640],[1102116],[1107877],[1133828],[1134934],[1136288],[1150768],[1171614],[1181920],[1182145],[1189312],[1195367],[1207026],[1218133],[1219239],[1220593],[1228888],[1239995],[1243534],[1261360],[1262480],[1263670],[1263895],[1272467],[1278228],[1293943],[1295049],[1296403],[1299704],[1310355],[1310883],[1321750],[1335747],[1347406],[1348526],[1349716],[1349941],[1357739],[1369398],[1372814],[1373039],[1380505],[1381611],[1382965],[1390597],[1391717],[1392878],[1393406],[1402256],[1413363],[1415823],[1424118],[1425238],[1426428],[1426653],[1435225],[1438764],[1440986],[1463406],[1472605],[1477403],[1478523],[1479684],[1480212],[1485268],[1494467],[1499265],[1502666],[1503194],[1505738],[1510924],[1512044],[1513234],[1513459],[1518126],[1518191],[1518292],[1523326],[1532123],[1543782],[1546092],[1546317],[1554115],[1555235],[1556396],[1556924],[1565774],[1569190],[1569415],[1576881],[1579341],[1580420],[1597876],[1602937],[1604688],[1604753],[1604854],[1609888],[1619352],[1624413],[1625502],[1626164],[1632484],[1635363],[1635588],[1640161],[1641281],[1642442],[1642970],[1648060],[1658636],[1667835],[1672633],[1674914],[1675442],[1679106],[1680498],[1680563],[1680664],[1685698],[1694495],[1697896],[1698424],[1700968],[1706154],[1708464],[1708689],[1709570],[1709795],[1716204],[1718896],[1726577],[1726933],[1727099],[1731027],[1733381],[1747423],[1751873],[1753446],[1757991],[1762524],[1763052],[1764803],[1764868],[1764969],[1770003],[1789703],[1794764],[1796515],[1796681],[1801715],[1805714],[1805939],[1807415],[1808376],[1808477],[1817329],[1817991],[1824311],[1827190],[1827415],[1831988],[1834269],[1834797],[1835389],[1835917],[1842329],[1845926],[1845991],[1846092],[1848360],[1851292],[1852639],[1868351],[1871283],[1878209],[1882247],[1882603],[1882769],[1886697],[1889051],[1890012],[1890113],[1902475],[1905167],[1912848],[1913204],[1913370],[1917298],[1919652],[1923416],[1927949],[1928477],[1931124],[1939717],[1944262],[1948795],[1949323],[1950412],[1951074],[1951240],[1956274],[1957394],[1962608],[1963396],[1964287],[1967547],[1969360],[1976611],[1976712],[1982503],[1985195],[1988297],[1995483],[1995649],[1997917],[2000849],[2002196],[2009243],[2021059],[2023004],[2024656],[2024822],[2027090],[2030022],[2031369],[2036948],[2040986],[2045436],[2056939],[2060977],[2061333],[2061499],[2065427],[2067000],[2067781],[2068742],[2068843],[2078429],[2079140],[2080289],[2086852],[2088531],[2091791],[2097193],[2099138],[2100790],[2100956],[2105355],[2106246],[2109506],[2111319],[2118671],[2132825],[2133716],[2134578],[2135265],[2136976],[2138789],[2146040],[2146141],[2148409],[2151341],[2163260],[2164912],[2165078],[2167346],[2170278],[2171625],[2178672],[2189192],[2195167],[2197027],[2204378],[2205269],[2206131],[2206818],[2208529],[2212238],[2213387],[2221629],[2224889],[2232236],[2233888],[2234054],[2237780],[2238929],[2239717],[2245492],[2247171],[2250431],[2252244],[2259596],[2263995],[2264886],[2265748],[2266435],[2268146],[2269959],[2277311],[2297510],[2304196],[2305345],[2306133],[2312420],[2320255],[2327606],[2328497],[2329359],[2330046],[2331757],[2335863],[2336574],[2341838],[2343698],[2351940],[2355200],[2358909],[2360058],[2360846],[2368300],[2371560],[2380725],[2387764],[2394114],[2396728],[2397439],[2407518],[2410132],[2416818],[2417967],[2418755],[2431363],[2439198],[2446273],[2446984],[2454108],[2462350],[2465610],[2471527],[2477447],[2489327],[2498291],[2499002],[2514640],[2517254],[2530658],[2538493],[2543587],[2551483],[2561857],[2584472],[2605316],[2613857],[2622776],[2645150],[2694597] ] cell #3848 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [473640],[533599],[561592],[561968],[592583],[607493],[627974],[654728],[658211],[658344],[680270],[691903],[692279],[708263],[708639],[715811],[729799],[753461],[755942],[759144],[762928],[786614],[795653],[799136],[799269],[813368],[816851],[816984],[825001],[825377],[825942],[831121],[836878],[864817],[867459],[870055],[899228],[906434],[909636],[913420],[925371],[928573],[932357],[941095],[941228],[942347],[946031],[947505],[958404],[979250],[981772],[985007],[1009851],[1010930],[1015608],[1026198],[1028794],[1046189],[1048785],[1055991],[1062977],[1063814],[1069197],[1080588],[1091487],[1092566],[1097497],[1100590],[1102064],[1112963],[1116330],[1132302],[1133776],[1134882],[1136035],[1144675],[1150432],[1165521],[1166600],[1171278],[1181868],[1182057],[1193641],[1206690],[1216607],[1218081],[1219187],[1220340],[1228552],[1239943],[1243281],[1250842],[1251921],[1261024],[1262144],[1263618],[1263807],[1272415],[1283314],[1292417],[1293891],[1294997],[1296150],[1304790],[1308157],[1334021],[1341967],[1347070],[1348190],[1349664],[1349853],[1363959],[1369062],[1372762],[1378979],[1380453],[1381559],[1382712],[1401920],[1413311],[1415570],[1423782],[1424902],[1426376],[1426565],[1435173],[1438511],[1446072],[1449439],[1461319],[1467418],[1472553],[1489280],[1494415],[1505485],[1510588],[1511708],[1513182],[1513371],[1530397],[1538343],[1543446],[1546040],[1546229],[1549547],[1565438],[1569138],[1576829],[1579088],[1580167],[1584246],[1597824],[1602601],[1619300],[1624077],[1630176],[1635311],[1635500],[1662648],[1667783],[1678853],[1700715],[1705818],[1708412],[1708601],[1709518],[1713103],[1723515],[1725695],[1744361],[1746541],[1757939],[1789651],[1794428],[1800527],[1805662],[1822003],[1827138],[1827327],[1848782],[1868773],[1881365],[1909786],[1911966],[1923364],[1944210],[2027512],[2040104],[2060095], [136313,911562],[150620,1478886],[176134,1031593],[184889,1061119],[206755,1641644],[219113,1392080],[223548,1155581],[228751,1170848],[234254,1187263],[256408,1752236],[266193,1256169],[278576,1278591],[282618,1296516],[285455,1299441],[287495,1555598],[291930,1315696],[314333,1870218],[323006,1887060],[325819,1383078],[328656,1386003],[347176,922890],[347552,1426766],[350075,1686061],[350776,1429038],[357765,1441349],[359860,941971],[374345,1220706],[383203,1989868],[390515,1999784],[396289,1002918],[396665,1513572],[399188,1770366],[399889,1515844],[407009,1523689],[419902,1550418],[420797,1556322],[420930,1043547],[421358,1808735],[430031,2065790],[432844,1056357],[435681,1063947],[450867,2091299],[451182,1096814],[451558,1350054],[459027,1610251],[469094,2112890],[474950,1636464],[475845,1642368],[475978,1126668],[476406,1890371],[483191,1649380],[494871,1136401],[501963,1679629],[503490,1168043],[503729,1931151],[511041,2169213],[516815,937612],[517191,1182258],[519714,1956637],[520415,1190185],[527424,1718280],[536484,2199099],[537082,1479610],[537215,1223631],[537643,1976970],[541100,1734701],[562828,1763934],[564355,1253364],[564594,2009270],[571941,1776592],[584720,2249939],[585035,1015178],[585411,1264008],[592880,1802078],[593309,1289324],[602947,2271530],[608803,1311038],[609698,1310281],[609831,1059193],[610259,2069101],[620830,1844067],[624772,1603819],[630838,1853959],[631758,1352326],[631997,2091818],[635552,1859713],[648553,1873950],[658772,2118929],[659725,1375886],[669671,1388871],[674095,1393561],[683155,2345770],[683753,1392804],[683886,1139326],[684314,2146399],[687771,1920972],[691588,2354708],[709499,1441013],[711026,1184464],[711265,2178699],[720319,1716987],[723001,1458240],[727203,1473706],[730644,2197054],[733063,1974687],[738647,1475677],[743071,1480367],[752000,1993624],[762008,2003516],[763167,2224916],[779470,1523353],[783412,1517257],[789478,2032689],[790398,1266280],[790637,2250458],[794192,2038443],[798538,2441270],[799697,2259854],[807193,1557079],[817412,2277569],[818365,1310547],[829968,1588088],[840584,1852666],[843266,1599522],[853328,1609915],[860575,1872657],[863257,1620998],[870900,2320282],[873319,2116646],[883327,1643125],[889748,1648087],[892430,1393070],[896632,1386900],[900073,2343725],[902492,2144116],[908076,1670907],[912500,1675597],[913659,2355227],[921429,1685725],[931437,2172945],[932596,2371587],[941656,2380983],[957251,1727357],[967867,1733408],[970549,1479876],[978097,1748203],[982617,2213414],[988713,2002223],[991395,1759637],[994889,1763207],[1001457,1770030],[1008698,1518550],[1019314,2031396],[1021996,1791349],[1029639,2439225],[1032058,1801742],[1039305,1807442],[1041987,1556588],[1049630,2454135],[1052049,2275286],[1062057,1834952],[1063216,2465637],[1090334,1605112],[1105402,2109533],[1111810,1883027],[1117759,1886724],[1122426,1889078],[1125108,1642634],[1143522,1913628],[1154138,1919679],[1156820,1675106],[1164368,1680922],[1168888,2360085],[1174984,2171652],[1177666,1945908],[1181160,1949478],[1185309,2538520],[1187728,1956301],[1201587,1967574],[1232252,1995907],[1235914,1997944],[1244923,1762716],[1249689,1765227],[1254209,2417994],[1267125,2584499],[1282161,1796939],[1297229,2268173],[1303637,2061757],[1309586,2065454],[1314253,2067808],[1316935,1834461],[1325762,2080316],[1330897,1846350],[1353171,2477474],[1365350,1879185],[1383791,2331784],[1396817,2137003],[1427482,2165336],[1431144,2167373],[1440153,1948987],[1444919,1951498],[1456542,1967055],[1483623,2208556],[1494946,1998339],[1514288,2234312],[1522138,2238956],[1527273,2025080],[1561726,2057915],[1586426,2082361],[1608700,2305372],[1613835,2101214],[1651772,2136484],[1690176,2167768],[1737093,2208037],[1778253,2241001],[1861374,2307417] ] cell #3849 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [167452,668554],[176150,911580],[196752,737530],[223511,1030996],[225572,801652],[234270,1061137],[244950,842149],[245039,840368],[263014,877786],[277492,906959],[277581,1153922],[279240,1155703],[282307,917247],[285471,1170866],[291893,1186666],[299376,951368],[304224,957030],[321922,990278],[322011,988497],[325508,997275],[328672,1256187],[338617,1020879],[338706,1019098],[341686,1281940],[347244,802762],[347568,1298608],[350739,1298844],[356681,1056516],[356770,1314037],[358429,1315818],[361745,1066374],[374034,1084451],[387438,1105927],[387527,1105186],[392286,1111589],[396357,878896],[396681,1385170],[399852,1385406],[406401,1137639],[406490,1396601],[411249,1143301],[419865,1420043],[420794,1427990],[420955,695166],[425068,1429160],[428947,1176549],[429036,1174768],[432016,1444698],[432533,1183546],[435697,942039],[437026,1192263],[446130,1203867],[451250,962158],[451574,1222798],[458419,1221944],[458508,1483407],[461040,1225729],[461923,1226906],[466205,1232031],[473329,1243806],[473418,1243065],[474913,1506849],[475842,1514796],[476003,766719],[480116,1515966],[482271,1258201],[483154,1519875],[487436,1527052],[494560,1276278],[501960,1550309],[502512,1550612],[503483,1558521],[507964,1297754],[508053,1297013],[512812,1303416],[516883,1057626],[517207,1057370],[520378,1063972],[521883,1065817],[527387,1589413],[531076,1332643],[533617,1079668],[537079,1351278],[537240,845288],[540180,1344247],[541063,1606437],[545345,1613614],[547436,1354635],[548495,1099862],[549047,1356283],[556540,1366239],[557423,1367416],[561660,1116717],[561705,1372541],[562825,1636355],[563377,1636658],[564348,1644567],[568829,1384316],[568918,1383575],[570879,1387493],[571938,1649271],[572490,1649574],[579983,1399097],[585103,1148429],[585427,1138493],[592272,1417174],[592361,1678637],[593282,1679295],[593302,1679718],[594893,1420959],[595776,1422136],[600058,1427261],[607182,1439036],[607271,1438295],[608766,1182283],[609695,1182376],[609856,936148],[620827,1718171],[621379,1718474],[622309,1459616],[624769,1473597],[625297,1203310],[627377,1205354],[627999,957505],[629918,1468256],[630801,1728682],[631663,1470553],[631751,1481809],[634490,1474299],[635549,1734592],[636101,1734895],[643012,1225172],[644102,1486285],[644122,1226638],[648516,1749528],[652205,1496161],[653264,1237741],[653816,1497809],[654746,1239023],[658369,993417],[659698,1763600],[659718,1764023],[661309,1507765],[662192,1508942],[666474,1514067],[669644,1776258],[669664,1776681],[674058,1264033],[677747,1529019],[680288,1271495],[683750,1265232],[683911,1024018],[686851,1540623],[687734,1798264],[691971,1287068],[692016,1805441],[693017,1806148],[694107,1551011],[695718,1552659],[703211,1562615],[704094,1563792],[708331,1308544],[708376,1568917],[709496,1310436],[711019,1311360],[715500,1580692],[715589,1579951],[720316,1587979],[722974,1843733],[722994,1844156],[723964,1589760],[725575,1591408],[727196,1603908],[729921,1078897],[730115,840581],[732001,1598144],[733060,1853850],[733612,1854153],[733990,1339732],[734542,1600898],[735425,1602075],[738620,1859379],[738640,1859802],[743034,1350079],[747818,1355726],[751997,1873841],[752549,1874144],[753479,1361886],[756467,1365682],[757557,1627181],[757577,1367148],[758547,1367726],[759169,1112064],[761088,1631014],[761971,1884352],[764570,1887784],[765660,1637057],[767271,1638705],[775288,1900044],[779467,1392959],[780949,1654846],[783409,1386791],[783937,1398540],[786017,1400584],[786639,1143776],[788558,1663486],[789441,1914953],[790303,1665783],[790391,1395003],[793130,1669529],[794189,1920863],[794741,1921166],[795671,1412391],[799294,1158842],[802742,1681515],[807156,1426791],[810845,1691391],[811904,1432971],[812456,1693039],[813386,1434253],[817009,1179688],[818358,1441037],[819949,1702995],[820832,1704172],[825069,1449826],[825114,1709297],[827780,1961548],[827852,1714276],[829961,1717076],[832725,1965350],[833765,1459059],[834855,1719913],[836661,1732114],[840174,957244],[843239,1974353],[843259,1974776],[844229,1729029],[844249,1470285],[845840,1730677],[849146,1980072],[853325,1479765],[854807,1740167],[860572,1748094],[863230,1993290],[863250,1993713],[864220,1491605],[864842,1232506],[865831,1751523],[869137,1497252],[870177,1238252],[870371,988710],[872257,1758259],[873316,2003407],[873868,2003710],[875681,1762190],[878876,1765820],[883290,1513597],[889745,1518441],[892423,1523377],[893393,1781587],[895004,1783235],[896625,1517346],[899350,1270724],[899544,1019311],[901430,1789971],[902489,2032580],[903041,2032883],[903419,1536108],[903971,1792725],[904854,1793902],[908049,2038109],[908069,2038532],[909039,1542110],[909661,1282415],[912463,1031618],[913325,1803662],[921426,1556477],[922908,1558262],[925896,1562058],[926986,1819008],[927006,1563524],[927976,1564102],[928598,1303891],[930517,1822841],[931400,2063082],[935089,1828884],[936700,1830532],[937630,1575909],[941253,1318957],[944117,2077827],[944191,1584947],[944385,1839906],[945814,1842773],[955063,2085792],[955135,1849955],[960008,2089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] cell #3850 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [185456,1959878],[232709,2068279],[234985,1838159],[270581,2137474],[282289,1421820],[289865,2177627],[290167,1955037],[310821,2209027],[325490,1508626],[333298,2241893],[333600,2036189],[347130,1291585],[349770,2268644],[355875,2070568],[356005,2279964],[370910,1850604],[374016,1601759],[379381,2308309],[379683,1857459],[396243,1378147],[398883,2332255],[403277,2335567],[404963,2146826],[405093,2338896],[417846,2153186],[420748,1165129],[423628,2363022],[423930,1684461],[430978,2180323],[432515,1703856],[447666,1971756],[447852,1725495],[451136,1471367],[455295,2396432],[456981,1977397],[457111,2399761],[470205,2000161],[473311,1761874],[474108,2422474],[475796,1250450],[478676,2420931],[478978,1768766],[481001,2244047],[483807,2424412],[485687,2251092],[491436,2029334],[494542,1793586],[499907,2256499],[500209,1284344],[501914,1038913],[504840,2445977],[506526,1810202],[506656,2449306],[516769,1574523],[519409,2284356],[532818,1850463],[533553,1596684],[537033,1341575],[538910,2085407],[541716,2479460],[543596,2092452],[553167,2108461],[558076,2113715],[558262,1881165],[561546,1634125],[562204,2502253],[562506,1646332],[562779,1122034],[565705,2497995],[567391,1891838],[567521,2501324],[570150,2340884],[571892,889356],[572621,2504177],[581519,2141185],[581705,1911766],[584989,1666597],[589148,2150653],[590834,1414074],[590964,2352296],[592254,1927299],[593623,1930079],[596429,2523707],[598309,1932775],[604058,2169590],[607164,1948145],[607961,2364565],[609649,1445680],[612529,2377628],[612831,1447102],[620109,2188896],[620781,1201195],[623849,2547083],[624380,1722821],[624723,1464042],[627207,1724798],[633761,2194213],[635503,967475],[636232,2553290],[649169,2215422],[649355,1995085],[651996,2568835],[653947,2000020],[654682,1756799],[658162,1505093],[658911,1773607],[659041,2573621],[660039,2008198],[662845,2569790],[664725,2010894],[667637,2428952],[669985,1775520],[679489,2029193],[680224,1788511],[683704,1537951],[685581,1281818],[688387,2254640],[688573,2039904],[690267,1032009],[691857,1804476],[693378,2047466],[695849,2592239],[699838,2267101],[704747,2272355],[704933,2059895],[708217,1825952],[708875,2450235],[709177,1560286],[709450,1055599],[712376,2281823],[714062,1577592],[714192,2462706],[715482,2075428],[719927,1583552],[720270,1322386],[721725,2612821],[722245,2290559],[723315,2083253],[726249,2613223],[726860,1593913],[733014,1092174],[736613,2295099],[738961,1858641],[751279,2312124],[751951,1363567],[752680,2108320],[753415,1875202],[755550,1878491],[755893,1626800],[756067,1889549],[756262,2631914],[758377,1880468],[763716,1117710],[764931,2121324],[767402,2632479],[771391,2330712],[775649,1899337],[778749,1143179],[779421,1135643],[782489,2339825],[783020,1909092],[783363,1659272],[785847,1911069],[792401,1154089],[794143,906042],[794872,2150512],[795607,1922224],[799087,1415178],[800735,1690139],[807809,2362093],[807995,2164514],[810636,2522752],[812587,2169449],[813322,1943070],[816802,1700323],[817551,1689302],[817681,2527538],[818679,1444576],[821485,2375769],[821671,2180160],[823365,1187679],[824955,1959035],[829625,1452631],[830729,1966361],[831072,1719532],[831246,1968045],[831441,2670262],[831808,2383651],[833086,2192225],[835667,2670351],[840535,969793],[843580,1973615],[849507,1979365],[852607,956908],[853279,1219948],[856347,2400690],[857157,2212439],[860183,1743667],[860526,1485904],[862501,2403181],[863571,2216351],[864050,1994388],[866841,2686150],[867116,1754028],[867599,1235865],[873270,1251529],[876869,1494909],[883943,2420002],[884129,2233490],[888277,1778216],[889699,1258145],[891154,2423457],[891674,1019265],[892744,1526930],[895678,2428243],[895864,2243436],[896289,1785740],[902443,1010538],[906385,1540567],[908390,2037371],[908869,2039207],[920708,1303294],[921380,1295758],[922109,2266960],[922844,2053932],[924979,2057221],[925322,1818627],[925496,1807913],[925691,2591674],[927806,2059198],[933145,1309537],[934360,1314204],[936831,2281682],[937566,2070353],[941046,1578696],[943152,2717604],[945199,2079341],[946887,2719074],[947162,1844831],[947645,1325713],[949372,1586389],[958012,1854340],[958355,1601117],[958529,1853137],[960369,2088887],[966396,1861337],[967818,1344191],[969273,2478505],[970863,1613492],[973797,2483291],[973983,2309852],[974675,2105211],[977754,1615389],[978858,1616249],[979201,1356502],[979375,2110004],[979937,2485214],[981215,2315453],[984808,1364425],[988664,1124352],[991709,2115574],[1000736,1111467],[1001408,1382320],[1002137,2330571],[1002872,2127790],[1008355,1387570],[1009459,2135790],[1009802,1905803],[1009976,1648558],[1010171,2503612],[1010881,1663430],[1011816,1396768],[1014397,2339684],[1015132,2138508],[1022310,2143044],[1025855,1669606],[1028237,2148794],[1035887,2359110],[1039256,1420903],[1041231,1174935],[1042301,1427139],[1042780,2163817],[1045571,2651539],[1045846,1940299],[1046329,1431095],[1052000,1166208],[1055942,1702939],[1058426,2179463],[1064803,2759207],[1066318,1713066],[1067235,1963252],[1068998,1455617],[1078282,1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] cell #3851 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3852 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3853 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [261539],[322829],[355206],[388910],[393192],[429854],[435162],[440338],[467708],[501675],[509436],[513718],[519537],[525405],[554753],[574191],[592703],[601561],[608654],[612936],[618602],[637802],[672076],[673946],[685938],[692369],[701424],[709879],[716681],[741052],[742922],[777242],[779106],[779850],[792775],[807044],[818162],[851100],[852964],[853708],[883178],[886110],[892048],[892227],[905760],[921065],[921809],[964229],[970167],[970346],[1001093],[1001837],[1005196],[1010256],[1041605],[1041784],[1070385],[1086832],[1091892],[1107715],[1124726],[1124905],[1129069],[1160866],[1165926],[1196918],[1213374],[1229740],[1234665],[1246187],[1251247],[1258982],[1289184],[1326190],[1327381],[1345028],[1359290],[1363285],[1375746],[1388731],[1458100],[1469037],[1475537],[1484658],[1489708],[1490899],[1541404],[1585024],[1599382],[1620858],[1631795],[1664267],[1670767],[1724293],[1745139],[1759497],[1791209],[1823622],[1879963],[1910564],[1945768],[1975936],[2058693],[2145365],[2258820] ] cell #3854 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658064],[762098],[816704],[867419],[873993],[931527],[940948],[947465],[985289],[1035205],[1046149],[1052723],[1062147],[1069479],[1108167],[1133736],[1159542],[1171560],[1181828],[1188402],[1195657],[1218041],[1261306],[1263578],[1278970],[1287854],[1299994],[1310829],[1347352],[1349624],[1390887],[1392459],[1393352],[1408952],[1426336],[1441276],[1477693],[1479265],[1480158],[1513142],[1522914],[1523616],[1538919],[1555977],[1556870],[1609476],[1610178],[1642023],[1642916],[1650419],[1652036],[1685286],[1685988],[1735740],[1737357],[1752615],[1769591],[1770293],[1777581],[1809774],[1811391],[1860702],[1877169],[1891410],[1893027],[1932140],[1933433],[1968866],[1996444],[2010259],[2011552],[2050396],[2084324],[2093110],[2103232],[2124254],[2180981],[2188374],[2201062],[2251750],[2282894],[2296692],[2347733],[2430545], 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] cell #3855 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [323189],[393294],[430214],[468648],[472598],[513820],[519897],[528137],[556371],[593063],[602501],[606451],[613038],[622140],[652029],[674808],[692471],[703042],[710819],[714769],[723788],[743784],[780780],[781720],[792877],[799911],[810669],[819780],[826540],[854638],[855578],[892150],[893217],[894835],[906699],[923679],[934913],[970269],[971336],[972954],[1003707],[1005270],[1011195],[1013409],[1025574],[1041707],[1044392],[1086906],[1092831],[1095045],[1124828],[1127513],[1129277],[1134258],[1166865],[1169079],[1196992],[1213582],[1218563],[1234767],[1252186],[1254400],[1256692],[1289392],[1294373],[1326398],[1342738],[1359364],[1364224],[1375954],[1380935],[1388939],[1419450],[1457001],[1458308],[1475745],[1489916],[1493791],[1506256],[1519282],[1588820],[1599590],[1605844],[1614895],[1619759],[1621066],[1670975],[1714347],[1728089],[1748935],[1759705],[1791417],[1797671],[1850026],[1870017],[1883759],[1914360],[1945976],[1999583],[2028756],[2062489],[2091098],[2169012],[2249738],[2354507] ] cell #3856 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473072],[560711],[606925],[651588],[657373],[707382],[715243],[721317],[755822],[800385],[810228],[816013],[824120],[831001],[867110],[890746],[914252],[925251],[934472],[940257],[947156],[968865],[1009731],[1011928],[1026382],[1034514],[1045840],[1055871],[1091367],[1093564],[1133427],[1135066],[1135915],[1150922],[1167598],[1181519],[1217732],[1219371],[1220220],[1252919],[1262634],[1263269],[1278254],[1295181],[1296030],[1348680],[1349315],[1381743],[1382592],[1387975],[1391743],[1425392],[1426027],[1474781],[1478549],[1494599],[1512198],[1512833],[1518217],[1551493],[1555261],[1604779],[1624567],[1637539],[1641307],[1680589],[1681997],[1720395],[1751899],[1764894],[1766302],[1808402],[1846017],[1856074],[1868377],[1890038],[1952573],[1962634],[1976637],[2034804],[2068768],[2086878],[2146066],[2245518], [393668,992987],[447763,841582],[472700,1116080],[473100,1635733],[514194,1179258],[533448,958284],[558173,989711],[560786,1762680],[560848,1243161],[581616,1020312],[606553,1307907],[606953,1827560],[613412,1318527],[614261,1582411],[627201,1080239],[649266,861573],[651728,1878365],[654577,1112843],[657431,1886815],[680119,1144555],[688484,1155136],[690163,1414601],[692845,1418893],[704844,1175982],[707457,1948951],[707519,1438391],[714871,1449189],[715271,1708834],[716013,1711669],[721457,1964443],[726854,1204722],[753310,979130],[755948,1998035],[758371,1239594],[785841,1272066],[795502,1283194],[797304,1285391],[797354,1545056],[800013,1549297],[800413,1546462],[807906,1040303],[810368,2057095],[813217,1304670],[816071,2065545],[819118,1831901],[821582,1315251],[823261,1578119],[824195,1834425],[824257,1580047],[825574,1838088],[829619,1067229],[831127,2080407],[864044,1101715],[866816,2111165],[884040,1123424],[890886,2133872],[893183,1908095],[895775,1407771],[896283,1399952],[906801,1672546],[908863,1412962],[910798,1673779],[911411,1415450],[914327,1675070],[914389,1678733],[922739,1165401],[924570,1689829],[925377,2167464],[927800,1434824],[934612,1953548],[934841,1953928],[937461,1445952],[939263,1448149],[939313,1707428],[940315,1956392],[946862,2189038],[969005,2205425],[971302,1988123],[973894,1212541],[974669,977748],[1002767,1250722],[1004598,1774134],[1008349,1259056],[1009857,2239047],[1011297,1532036],[1012068,2026051],[1012297,2026431],[1015027,1538223],[1025849,1541478],[1026012,1796606],[1026525,1798989],[1026587,1799369],[1030820,1545691],[1034572,1801833],[1042740,1814464],[1042774,1293542],[1045332,1571289],[1045382,1816394],[1045546,2269805],[1055334,2069518],[1055997,2069968],[1058420,1576480],[1060355,1833134],[1060968,1578968],[1064778,2288799],[1089985,1345102],[1091493,2305463],[1092933,1335660],[1093704,2102185],[1093933,2102565],[1096663,1341847],[1125861,1896100],[1125895,1380104],[1128453,1374913],[1128503,1898030],[1133133,2335709],[1134533,1664341],[1134696,1913295],[1135209,1661110],[1135271,1661490],[1135378,2137673],[1136041,2138123],[1138553,1667434],[1150165,1921389],[1150574,1670011],[1151050,1921839],[1160940,1164019],[1166967,1694408],[1167738,1936524],[1167967,1936904],[1170084,1938170],[1170697,1700595],[1181225,2179328],[1181682,1951165],[1186490,1708063],[1217438,2396574],[1218838,1469111],[1219001,1727024],[1219514,1465880],[1219576,1466260],[1219683,2209226],[1220346,2209676],[1222858,1472204],[1246261,1249340],[1252288,1499178],[1253059,2014643],[1253288,2015023],[1255405,2016289],[1256018,1505365],[1256605,2422652],[1256774,2236151],[1257035,1786431],[1261877,1787676],[1262286,1790453],[1262762,1788126],[1262975,2242604],[1263432,2024747],[1278176,2039072],[1289555,2047107],[1294648,1823696],[1294811,2061424],[1295324,1820465],[1295386,1820845],[1295493,2053097],[1296156,2053547],[1298668,1826789],[1310689,1829366],[1327455,1330548],[1342651,2477700],[1342820,2302567],[1343081,1594604],[1347923,1595849],[1348332,1598626],[1348808,1596299],[1349021,2309020],[1349478,2100881],[1364326,1622637],[1376117,2120965],[1381210,1631869],[1381373,1882694],[1381886,1628638],[1381948,1629018],[1382055,2126955],[1382718,2127405],[1385230,1634962],[1386567,1909178],[1386610,2333740],[1389102,2132063],[1391665,1910934],[1393212,1906666],[1419532,2157963],[1419793,1940990],[1424635,1942235],[1425044,1945012],[1425520,1942685],[1425733,2163682],[1426190,2165003],[1453322,1457344],[1456914,2544742],[1457083,2385065],[1458471,2191078],[1473373,1722907],[1473416,2394605],[1475908,2203616],[1478471,1724663],[1480018,1986694],[1490973,1494066],[1494229,1995574],[1494742,1750253],[1494804,1750633],[1506338,2226939],[1506599,1754719],[1511441,1755964],[1511850,1758741],[1512326,1756414],[1512539,2232658],[1512996,2233979],[1517178,2027431],[1519364,2237306],[1519625,2024252],[1545854,2259521],[1550085,2057307],[1550128,2261577],[1552620,2263233],[1555183,2059063],[1556730,2054795],[1583638,1587755],[1587798,2469483],[1588902,2292382],[1589163,1845522],[1599753,2299396],[1603740,1848701],[1605926,2303722],[1606187,2100386],[1616080,1620102],[1617137,2104593],[1619672,2623931],[1619841,2486628],[1621229,2314306],[1623810,1874367],[1624219,1876065],[1624695,1874817],[1635125,2118596],[1636131,1878577],[1636174,2325188],[1638666,2326844],[1641229,1880333],[1642776,2128653],[1649047,2135876],[1649090,2334750],[1671138,2350287],[1675248,2156123],[1679550,2167687],[1708226,2380650],[1713022,1716908],[1717947,1966447],[1717990,2385502],[1728171,2391600],[1728432,1976142],[1730638,2393249],[1734368,2207429],[1734411,2395615],[1743245,1988534],[1743753,1747870],[1744893,1990197],[1745345,1749278],[1747913,2559813],[1749017,2405004],[1751821,1994253],[1755776,2219976],[1759868,2412018],[1762858,2005631],[1763855,1998258],[1776513,2240920],[1791580,2433249],[1797753,2437575],[1798014,2259026],[1826952,2277236],[1830493,2460697],[1834603,2287293],[1840640,2078666],[1843988,2082280],[1853626,2090691],[1853669,2475185],[1855228,2300184],[1859634,2307336],[1868239,2102937],[1868692,1872578],[1869610,1873617],[1869732,2104455],[1873660,2487065],[1879717,2113219],[1880169,1884102],[1883841,2493163],[1886308,2494812],[1914442,2512126],[1914703,2145571],[1916909,2513775],[1920639,2354100],[1920682,2516141],[1942047,2366647],[1946139,2532544],[1949129,2175060],[1962496,2188079],[1971260,2195404],[1974608,2199018],[1975690,2199428],[1989787,1993545],[1999176,2003183],[1999298,2219838],[2003226,2565515],[2032356,2249331],[2032399,2582210],[2033958,2434037],[2038364,2441189],[2045047,2589957],[2058447,2271859],[2058899,2062832],[2062571,2600188],[2065038,2601837],[2086740,2296397],[2090813,2300046],[2112809,2116567],[2140689,2342075],[2144037,2345689],[2145119,2346099],[2155277,2519928],[2168605,2172612],[2168727,2366509],[2172655,2659182],[2185303,2666929],[2245380,2430250],[2249453,2433899],[2258574,2441599],[2271449,2275207],[2354222,2519790] ] cell #3857 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [282480,1421833],[325681,1508639],[347360,1552373],[374207,1601772],[396473,1638419],[420764,1423766],[432706,1703869],[435652,1959891],[447925,1725508],[451366,1730391],[473502,1761887],[475812,1510572],[494733,1793599],[501930,1292401],[516564,2068292],[516999,1830246],[520463,1838175],[533330,1850783],[533649,1851141],[537049,1602585],[558335,1881178],[561776,1886061],[562795,1378963],[571908,1132286],[577510,2137487],[581778,1911779],[585219,1916662],[590759,2153199],[592445,1927312],[607355,1948158],[609109,2177806],[609586,1955053],[609665,1705802],[620797,1461303],[624739,1723499],[627220,1971694],[627668,1971911],[635519,1216591],[641121,2209040],[649428,1995098],[654459,2000340],[654778,2000698],[658178,1762700],[675263,2242072],[675740,2036205],[680001,2029513],[680320,2029871],[683720,1794412],[688646,2039917],[689727,2256678],[690204,1284360],[692087,2044800],[700738,2268657],[705006,2059908],[708447,2064791],[709466,1310531],[710209,2070632],[710362,2280119],[713987,2284369],[715673,2075441],[720286,1584230],[726873,1848683],[729783,2087135],[733030,1348174],[744239,2308488],[744716,1857475],[751967,1624061],[753192,2108640],[753511,2108998],[755909,1879169],[758390,2113653],[758838,2113870],[772291,2332268],[777060,2335631],[779437,1393054],[781110,2146890],[781263,2339051],[783379,1909770],[785860,2141123],[786308,2141340],[794159,1150416],[795384,2150832],[795703,2151190],[796694,1414087],[796847,2352451],[799103,1675090],[808068,2164527],[808361,2363201],[808838,1684477],[809575,2364578],[813099,2169769],[813418,2170127],[816818,1948971],[819132,2180373],[821744,2180173],[822825,2377807],[823302,1447118],[825185,2185056],[829638,1713004],[831088,1967039],[836862,1970004],[840551,1218966],[850918,2396496],[853295,1479860],[854968,1977461],[855121,2399916],[860542,1744345],[864063,2215360],[864511,2215577],[867129,1998240],[870039,2220233],[873286,1511692],[884202,2233503],[884495,2421110],[884972,1768782],[885709,2422487],[886434,2244111],[889715,1518534],[889888,2424462],[894187,2251142],[895937,2243449],[896302,2027413],[899212,2245775],[902459,1262128],[906218,1281831],[906401,1796923],[908882,2254578],[909330,2254795],[910763,1032025],[919019,2446041],[921396,1556572],[922621,2267280],[922940,2267638],[923069,1810266],[923222,2449461],[924134,2450414],[924611,1560302],[925338,2057899],[927819,2272293],[928267,2272510],[937343,2282002],[937662,2282360],[938653,1577605],[938806,2462861],[941062,1834445],[946015,1839384],[947175,2082262],[956921,1092350],[958371,1855193],[964553,2085471],[967834,1605096],[968007,2479510],[972306,2092502],[974056,2309865],[974688,2311966],[977767,1868674],[979217,1617102],[981756,2314563],[984991,2111963],[988680,1381338],[999047,2498059],[1001424,1642618],[1002649,2330891],[1002968,2331249],[1003097,1891902],[1003250,2501479],[1004162,2502432],[1004639,1646348],[1005324,2340934],[1008062,2504178],[1008368,1647846],[1009818,2136468],[1010714,1143192],[1010897,1913612],[1014909,2340004],[1015228,2340362],[1015592,2139433],[1019281,1134661],[1025868,1919438],[1025977,1154105],[1028778,2350544],[1035991,1930258],[1036408,2523862],[1039272,1680906],[1039445,2523757],[1042793,2362031],[1043241,2362248],[1043744,1932825],[1044722,1689315],[1044875,2527693],[1045859,2167669],[1048769,2366904],[1052016,1424886],[1055775,1444589],[1055958,1951482],[1058439,2375707],[1058887,2375924],[1060320,1187695],[1067248,2188738],[1069181,2191335],[1070709,2188960],[1075307,2547147],[1080258,1975343],[1086960,2194263],[1089698,2553291],[1090004,1733167],[1091454,2208021],[1092533,1727341],[1096545,2400869],[1096864,2401227],[1097481,2403055],[1100574,1988941],[1101734,1744546],[1105369,1494194],[1111480,1251705],[1112930,1755741],[1117726,1255370],[1119112,2008377],[1119529,2569945],[1122393,1765211],[1122566,2569840],[1125914,2419940],[1126362,2420157],[1126865,2010944],[1127843,1773620],[1127996,2573776],[1128922,2428953],[1131574,1775699],[1131991,2424567],[1133446,2240902],[1134552,2031155],[1135819,1526943],[1136002,2025064],[1138572,2428181],[1139020,2428398],[1144642,2033923],[1160959,2445819],[1160994,2047621],[1161190,1807926],[1161415,2592621],[1163732,2592240],[1164038,1807201],[1165488,1552585],[1166384,1303307],[1166567,2061741],[1168027,2448416],[1170049,1309553],[1171262,2270603],[1174951,1294776],[1181538,2067567],[1181647,1314220],[1184448,2460954],[1193625,2290433],[1197046,2290609],[1198232,2083432],[1198649,2613378],[1201554,1846334],[1201727,2613273],[1204741,2085249],[1206674,2090524],[1213227,2295100],[1215879,1858820],[1216296,2479615],[1217751,2307318],[1218857,1852425],[1220124,1613505],[1220307,2101198],[1222877,2483229],[1223325,2483446],[1226603,1616799],[1228536,1869443],[1230064,2312188],[1231922,1363743],[1235881,1376082],[1239613,1879370],[1243248,1635090],[1246280,2497837],[1246315,2121479],[1246511,1889562],[1246736,2632861],[1249053,2632480],[1249359,1888837],[1250809,1638631],[1251888,1883011],[1253348,2500434],[1257054,2503242],[1259075,2335409],[1259110,1899492],[1259306,1648571],[1259531,2504559],[1261008,2338006],[1263288,2136762],[1263397,1396784],[1266264,2507785],[1272085,2144772],[1283281,2155242],[1288794,2652273],[1289037,1690189],[1289308,2523581],[1289520,1431111],[1293561,1681334],[1294667,2171411],[1295934,1427152],[1296117,2165320],[1297196,1426155],[1304757,1942012],[1325729,1458436],[1326043,2383652],[1327474,2546925],[1327509,2192380],[1327705,1968058],[1327930,2670733],[1330261,2670352],[1330567,1967333],[1334005,2194087],[1338612,1973794],[1341934,1730603],[1343100,2552355],[1345121,2396274],[1345156,1979520],[1345352,1733892],[1345577,2553672],[1347054,2398871],[1349334,2208315],[1349443,1483590],[1352310,2556898],[1355997,1744969],[1356174,1487017],[1359418,2403231],[1360604,2216530],[1363926,1995891],[1364489,1505936],[1367113,1755438],[1369046,1999009],[1372432,1505269],[1375356,2686884],[1375599,1494959],[1375870,2569664],[1380123,1765639],[1381229,2001982],[1382496,1513958],[1382679,2234296],[1383758,1512961],[1386884,2574528],[1387994,2238112],[1388341,2575301],[1388584,1778266],[1388855,2424286],[1389067,1522105],[1399971,2243889],[1401904,2249164],[1411109,2037550],[1412981,2258227],[1415354,1805332],[1415537,2045012],[1419130,1560865],[1422064,1552550],[1426046,2267932],[1434843,2058100],[1438478,1826917],[1446039,1830458],[1452125,2717605],[1453341,2079472],[1455681,1588500],[1457363,2611536],[1457710,2719405],[1457953,1586439],[1458224,2613097],[1467385,1599718],[1469130,2480592],[1469165,2089042],[1469361,1853150],[1470250,1854890],[1472223,1855411],[1473690,2617729],[1474800,2304528],[1475147,2618502],[1475390,1861387],[1475661,2479334],[1475873,1608667],[1489247,1621194],[1489561,2485215],[1490992,2626114],[1491027,2315608],[1491223,2110017],[1494085,2109292],[1497523,1879793],[1497700,1627913],[1502130,2115753],[1505452,1886273],[1508870,1638596],[1512852,2331543],[1517016,2636799],[1518962,1650911],[1530381,2340758],[1534988,2143223],[1538310,1916874],[1541497,2348658],[1541532,2148949],[1541728,1920163],[1543430,2353933],[1545710,2155460],[1545819,1678820],[1551512,2359241],[1563489,1941709],[1565422,2168438],[1568808,1700499],[1576499,1951910],[1578872,1709188],[1579055,2185268],[1580134,1708191],[1582890,2759201],[1583872,1713192],[1584033,1713221],[1588072,2669203],[1594623,1969692],[1596963,1727769],[1598645,2397771],[1599235,1725708],[1599506,2554542],[1600612,1975766],[1600789,1729761],[1602003,1730568],[1603578,2674241],[1605524,1736232],[1616099,2212570],[1618439,1748615],[1620121,2679918],[1620711,1746554],[1620982,2681479],[1630143,1759833],[1631888,2570922],[1631923,2222140],[1632119,2002707],[1634981,2004968],[1637558,2417150],[1662615,1791545],[1664360,2425544],[1664395,2247682],[1664591,2031880],[1665480,2033620],[1667453,2034141],[1670030,2252576],[1670620,2040117],[1670891,2436258],[1671103,1800494],[1692753,2058523],[1692930,1819740],[1697360,2274393],[1700682,2065003],[1704100,1830423],[1708082,2286630],[1716746,2718321],[1720414,2471859],[1723141,1848871],[1723302,1848900],[1743987,1868862],[1744148,1868891],[1748187,2727323],[1754738,2111651],[1757078,1883439],[1758760,2499334],[1759350,1881378],[1759621,2633731],[1762118,1886238],[1786450,2139121],[1788790,1914040],[1790472,2336906],[1791062,1911979],[1791333,2505429],[1792439,2145195],[1792616,1916032],[1793830,1916839],[1797351,1922503],[1803359,2154939],[1821970,1946104],[1823715,2524839],[1823750,2368811],[1823946,2172136],[1826808,2174397],[1829385,2373705],[1845541,2189524],[1872416,2766897],[1876084,2562189],[1878811,1998428],[1878972,1998457],[1906685,2426330],[1909412,2027601],[1909573,2027630],[1926152,2258650],[1926329,2044170],[1927543,2044977],[1941009,2270291],[1943349,2062169],[1945031,2447316],[1945621,2060108],[1945892,2593491],[1948389,2064968],[1966681,2082450],[1966842,2082479],[1986713,2481378],[2024271,2336195],[2054814,2525625],[2057541,2167857],[2057702,2167886],[2075672,2185233],[2100405,2397060],[2128672,2571708],[2136110,2241090],[2136271,2241119],[2207663,2307506],[2207824,2307535] ] cell #3858 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [613969],[710048],[780019],[818338],[853877],[892403],[921978],[933999],[970522],[1002006],[1006510],[1011455],[1032607],[1041960],[1088146],[1093091],[1118308],[1125081],[1130388],[1156793],[1162180],[1167125],[1188277],[1208202],[1214693],[1244896],[1247501],[1252446],[1257644],[1279973],[1284918],[1290503],[1291689],[1310135],[1316908],[1329815],[1337426],[1343690],[1365323],[1370574],[1374440],[1377065],[1378251],[1403432],[1409923],[1420402],[1421868],[1440126],[1442731],[1447676],[1456515],[1460525],[1467699],[1471471],[1493333],[1495762],[1500944],[1507208],[1508674],[1526191],[1533802],[1540066],[1552102],[1561699],[1566950],[1570816],[1573441],[1574627],[1587242],[1590851],[1597797],[1601807],[1612753],[1619273],[1623283],[1624961],[1630457],[1634229],[1638148],[1651745],[1655755],[1662929],[1666701],[1688563],[1690992],[1696174],[1702438],[1703904],[1713547],[1715663],[1726511],[1730120],[1737066],[1741076],[1747357],[1750966],[1757912],[1761922],[1772868],[1779069],[1782678],[1789624],[1793634],[1804580],[1811100],[1815110],[1816788],[1822284],[1826056],[1829975],[1839487],[1849226],[1851342],[1862190],[1865799],[1869217],[1871333],[1882181],[1885790],[1892736],[1896746],[1899818],[1901934],[1912782],[1916391],[1923337],[1927347],[1933628],[1937237],[1944183],[1948193],[1959139],[1970107],[1978295],[1979846],[1981962],[1989044],[1998783],[2000899],[2011747],[2015356],[2018217],[2027956],[2030072],[2040920],[2044529],[2047947],[2050063],[2060911],[2064520],[2071466],[2075476],[2082805],[2089368],[2093305],[2094351],[2112066],[2121805],[2123921],[2139536],[2147724],[2149275],[2151391],[2158473],[2168212],[2170328],[2181176],[2184785],[2191438],[2192706],[2197413],[2200729],[2222466],[2227449],[2241445],[2248008],[2251945],[2252991],[2270706],[2280445],[2282561],[2293603],[2295414],[2307861],[2315934],[2320641],[2338109],[2339377],[2344084],[2347400],[2369137],[2374120],[2383966],[2398974],[2400242],[2406225],[2427456],[2429267],[2449787],[2454494],[2482504],[2485529],[2501805],[2504492],[2526751],[2553605],[2572834],[2592554],[2632794],[2670666] ] cell #3859 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561295],[657407],[707966],[755856],[762073],[816047],[824704],[831035],[867394],[914836],[925285],[931502],[940291],[947440],[984934],[1009765],[1034548],[1046124],[1055905],[1062122],[1069124],[1091401],[1133711],[1135949],[1150956],[1159517],[1171205],[1181803],[1218016],[1220254],[1260951],[1262668],[1263553],[1278945],[1296064],[1310474],[1346997],[1348714],[1349599],[1382626],[1392434],[1392997],[1408401],[1425426],[1426311],[1479240],[1479803],[1512232],[1513117],[1520563],[1522363],[1555952],[1556515],[1607125],[1608925],[1624601],[1641998],[1642561],[1650149],[1682935],[1684735],[1735470],[1752590],[1767240],[1769040],[1809504],[1810709],[1847284],[1876618],[1891140],[1892345],[1933163],[1968596],[1977904],[1988816],[2011282],[2071075],[2078948],[2092840],[2147333],[2180711],[2195686],[2251480],[2342357], 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8025],[1912317,2343260],[1914562,2643435],[1915641,2643988],[1920701,2516087],[1922946,2352059],[1934203,1942587],[1935408,1936487],[1939805,2158245],[1941547,2529491],[1943792,2368419],[1973037,2391882],[1973105,2392593],[1984308,2209578],[1991974,2405286],[1992042,2212046],[2003245,2565461],[2004285,2225938],[2013527,2014606],[2021147,2237588],[2032418,2582156],[2033458,2582788],[2040455,2438760],[2042700,2260788],[2043779,2701331],[2052409,2053449],[2060446,2453670],[2062691,2709697],[2063770,2278503],[2097281,2304004],[2114996,2493445],[2115064,2318914],[2126267,2127307],[2142466,2512408],[2142534,2513119],[2153737,2356249],[2154777,2649386],[2161403,2161471],[2172674,2659128],[2173714,2372609],[2182956,2184035],[2224196,2414514],[2230379,2230447],[2255921,2437857],[2255989,2589301],[2273636,2600470],[2273704,2452767],[2284907,2285947],[2301824,2301892],[2353645,2521568],[2370867,2535040],[2377050,2377118],[2435677,2435745],[2464055,2464917] ] cell #3860 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [731421],[750358],[841535],[861526],[871677],[874765],[900850],[919787],[944063],[957866],[978712],[989664],[992768],[999815],[1020265],[1030416],[1040256],[1050407],[1053495],[1077146],[1085951],[1098622],[1112425],[1116033],[1123377],[1130334],[1144137],[1155089],[1157203],[1164983],[1175935],[1179039],[1186086],[1189174],[1206371],[1212494],[1214639],[1245306],[1250304],[1268973],[1277778],[1282776],[1284522],[1285344],[1288626],[1290449],[1304252],[1307860],[1315204],[1317318],[1318308],[1335237],[1335613],[1337372],[1341429],[1368743],[1374866],[1377011],[1401601],[1407724],[1409869],[1414554],[1415032],[1415921],[1418674],[1440536],[1445534],[1447280],[1448102],[1449142],[1451384],[1460471],[1463002],[1465281],[1465810],[1468054],[1492622],[1498755],[1499131],[1500890],[1504947],[1505836],[1531613],[1531989],[1533748],[1537805],[1540421],[1543127],[1544361],[1545659],[1549250],[1560464],[1565119],[1571242],[1578072],[1578550],[1579439],[1582192],[1586220],[1593012],[1595769],[1598283],[1622214],[1622590],[1623229],[1625760],[1628039],[1628568],[1630812],[1634930],[1646510],[1658232],[1660511],[1661040],[1663284],[1669668],[1672123],[1672499],[1675000],[1687852],[1689782],[1693985],[1694361],[1696120],[1700177],[1701066],[1702793],[1705499],[1706733],[1708031],[1711622],[1714870],[1716462],[1721989],[1746335],[1749654],[1750183],[1751321],[1753127],[1753845],[1755884],[1758398],[1762610],[1772157],[1774087],[1783033],[1784619],[1784839],[1787596],[1790110],[1798390],[1798919],[1814041],[1814417],[1815699],[1817587],[1819866],[1820395],[1822639],[1826757],[1829023],[1831478],[1831854],[1834355],[1841092],[1842010],[1842728],[1852141],[1866154],[1867740],[1868097],[1870540],[1872132],[1874287],[1875722],[1877659],[1878295],[1886145],[1895677],[1896053],[1897335],[1902733],[1906323],[1907672],[1908048],[1908260],[1921309],[1929643],[1935925],[1936454],[1937592],[1939398],[1940116],[1942155],[1944669],[1948881],[1952949],[1953478],[1962354],[1963737],[1964373],[1972630],[1982761],[1986351],[1987700],[1988076],[1988404],[1990324],[1990649],[1991567],[1997325],[2001698],[2005288],[2007762],[2014044],[2014573],[2015711],[2019497],[2020740],[2021458],[2025452],[2025981],[2030871],[2044884],[2046827],[2053017],[2054452],[2056389],[2057025],[2064875],[2069438],[2078536],[2079697],[2081955],[2086598],[2087981],[2095631],[2096874],[2097592],[2101586],[2102115],[2104313],[2105696],[2113346],[2114589],[2120685],[2126875],[2128310],[2130487],[2131783],[2133166],[2133802],[2137593],[2142059],[2152190],[2155780],[2157833],[2159753],[2166754],[2171127],[2174717],[2185140],[2186819],[2190798],[2195274],[2198693],[2199555],[2202040],[2203336],[2204719],[2205355],[2209146],[2211634],[2215053],[2219696],[2221079],[2226809],[2228729],[2236026],[2237176],[2238337],[2245238],[2246621],[2254271],[2255514],[2271986],[2273229],[2286950],[2291744],[2292252],[2299116],[2299904],[2301036],[2302442],[2303592],[2304753],[2314026],[2318502],[2321921],[2333490],[2341945],[2345364],[2346226],[2350007],[2351390],[2366367],[2367750],[2375400],[2384940],[2391470],[2392181],[2394355],[2404366],[2404874],[2411738],[2413658],[2432969],[2433757],[2434889],[2437445],[2441726],[2452355],[2455774],[2469233],[2486503],[2493033],[2511996],[2512707],[2519648],[2520780],[2532264],[2534184],[2559563],[2588889],[2600058],[2608842], [393659,992962],[472527,1115642],[514185,1179233],[555339,1236664],[560664,1242743],[606380,1307469],[613403,1318502],[619188,1328738],[651541,1366111],[692836,1418868],[702010,1431894],[707335,1437973],[714698,1448751],[721270,1459488],[755404,1236501],[777828,1525114],[799840,1548859],[810181,1562487],[818748,1573550],[824073,1579629],[830583,1328575],[851686,1611676],[890699,1654718],[892813,1655864],[906563,1669165],[914205,1678315],[924833,1431731],[934425,1702867],[968818,1740039],[970932,1741185],[1009313,1524951],[1011059,1780144],[1011881,1783107],[1026335,1796111],[1042370,1815219],[1055453,1573387],[1090949,1611513],[1092695,1863265],[1093517,1866228],[1125491,1896855],[1135019,1903723],[1135497,1655701],[1150227,1918552],[1166729,1934703],[1167551,1937666],[1219324,1983751],[1219802,1741022],[1252050,2012822],[1252872,2015785],[1257999,1778047],[1261939,2021670],[1295134,2051852],[1295612,1815056],[1344045,1861168],[1347985,2097804],[1364088,2111055],[1381696,2125710],[1382174,1896692],[1387632,1901141],[1420757,1932606],[1424697,2161926],[1474438,1981169],[1494552,2217888],[1507563,2010725],[1511503,2230902],[1551150,2049270],[1552457,2050862],[1591206,2084790],[1623872,2316327],[1637196,2123128],[1638503,2124720],[1681654,2160996],[1720052,2193099],[1730475,2201528],[1743372,2402171],[1765959,2229972],[1830330,2283360],[1840767,2289549],[1855731,2301417],[1916746,2348199],[1952230,2376643],[1971387,2388767],[2034461,2435270],[2140816,2509293] ] cell #3861 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473632],[561420],[592575],[607485],[651654],[658159],[691731],[708091],[715803],[721383],[755890],[792579],[799084],[810294],[816799],[824829],[825934],[831069],[841648],[861639],[866967],[890812],[891852],[906382],[925319],[934538],[941043],[941799],[947013],[958352],[968931],[969971],[979198],[989777],[1009799],[1010878],[1011994],[1020378],[1025706],[1040369],[1041409],[1045697],[1055939],[1056120],[1063762],[1066103],[1080096],[1091435],[1092514],[1093630],[1101572],[1112911],[1116146],[1123490],[1124530],[1133284],[1134390],[1135983],[1136164],[1144623],[1155202],[1165469],[1166548],[1167664],[1176048],[1181376],[1182005],[1203596],[1212607],[1217589],[1218695],[1220288],[1220469],[1225458],[1234469],[1239451],[1243229],[1243475],[1250790],[1251869],[1252985],[1257930],[1260033],[1263126],[1263755],[1271923],[1283262],[1285457],[1293399],[1294505],[1296098],[1296279],[1304738],[1307973],[1310342],[1315317],[1336781],[1341915],[1343976],[1346079],[1349172],[1349801],[1358773],[1363907],[1365968],[1372270],[1372967],[1374979],[1379961],[1381067],[1382660],[1382841],[1387834],[1392865],[1398826],[1407837],[1412819],[1415518],[1415699],[1420688],[1422791],[1425884],[1426513],[1434681],[1438459],[1438705],[1446020],[1448215],[1449255],[1459345],[1467366],[1467985],[1472061],[1474640],[1479671],[1489228],[1493923],[1496574],[1500299],[1502721],[1505433],[1505614],[1507494],[1509597],[1512690],[1513319],[1518279],[1533157],[1538291],[1540352],[1545548],[1546177],[1549363],[1551352],[1554477],[1556383],[1562344],[1568646],[1569343],[1571355],[1576337],[1579036],[1579217],[1580115],[1580361],[1590173],[1591137],[1592120],[1593619],[1596844],[1598485],[1604841],[1615095],[1618320],[1626523],[1630124],[1630743],[1634819],[1635448],[1637398],[1640523],[1642429],[1654575],[1662596],[1663215],[1667291],[1669870],[1673667],[1674901],[1678801],[1679047],[1680651],[1681856],[1691804],[1695529],[1697951],[1700663],[1700844],[1702724],[1707920],[1708549],[1709026],[1709723],[1714547],[1715477],[1719255],[1720254],[1722069],[1727086],[1731389],[1739896],[1742915],[1751252],[1753734],[1756959],[1758600],[1762511],[1764956],[1766161],[1782000],[1782964],[1785446],[1788671],[1790312],[1796668],[1800475],[1805170],[1805867],[1808464],[1818350],[1821951],[1822570],[1826646],[1827275],[1829225],[1829297],[1832350],[1834256],[1835444],[1840310],[1841172],[1842617],[1846079],[1850226],[1855933],[1865121],[1866085],[1871147],[1875924],[1877739],[1878196],[1882756],[1890100],[1901748],[1905526],[1906525],[1906597],[1908340],[1913357],[1917660],[1919159],[1922384],[1928004],[1937523],[1940005],[1943230],[1944871],[1948782],[1951227],[1951433],[1952432],[1963817],[1964274],[1970930],[1973237],[1976699],[1981776],[1985554],[1986553],[1986625],[1990729],[1992174],[1995636],[2005490],[2015642],[2019902],[2021347],[2022277],[2024809],[2025015],[2028956],[2034663],[2036478],[2037003],[2049877],[2054654],[2054726],[2056469],[2056926],[2061486],[2068830],[2088061],[2088518],[2096036],[2097481],[2098411],[2100943],[2101149],[2105776],[2106233],[2115196],[2118658],[2123735],[2128512],[2128584],[2133246],[2133703],[2134108],[2134633],[2140359],[2142666],[2146128],[2155982],[2160158],[2161603],[2162533],[2165065],[2165271],[2174919],[2193706],[2204799],[2205256],[2205661],[2206186],[2221159],[2221616],[2229134],[2230579],[2231509],[2234041],[2234247],[2246701],[2247158],[2256121],[2259583],[2264416],[2264873],[2265278],[2265803],[2273836],[2277298],[2287152],[2294426],[2302024],[2316934],[2328027],[2328484],[2328889],[2329414],[2351470],[2351927],[2367830],[2368287],[2377250],[2380712],[2383122],[2393644],[2394101],[2407048],[2407573],[2435877],[2461880],[2462337],[2472805],[2484685],[2514170],[2514627],[2579830] ] cell #3862 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [261530],[322873],[355197],[389724],[393247],[429898],[435153],[442802],[468601],[501666],[510250],[513773],[519581],[528090],[555744],[576655],[592747],[602454],[609468],[612991],[621513],[640266],[674761],[675622],[685982],[692424],[702415],[710772],[716904],[743737],[744598],[779150],[780153],[781673],[792830],[808720],[819153],[853008],[854011],[855531],[884854],[886333],[892103],[894208],[905766],[921109],[923632],[964452],[970222],[972327],[1001137],[1003660],[1005345],[1010262],[1041660],[1043765],[1070608],[1086981],[1091898],[1107759],[1124781],[1126886],[1129075],[1161015],[1165932],[1197067],[1213380],[1229963],[1234720],[1246336],[1251253],[1259131],[1289190],[1326196],[1327530],[1345177],[1359439],[1363291],[1375752],[1388737],[1458106],[1469186],[1475543],[1484664],[1489714],[1491048],[1541553],[1585030],[1599388],[1620864],[1631944],[1664416],[1670773],[1724299],[1745145],[1759503],[1791215],[1823771],[1879969],[1910570],[1945774],[1975942],[2058699],[2145371],[2258826] ] cell #3863 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874830],[992201],[1053560],[1108401],[1115469],[1178472],[1189239],[1195891],[1235360],[1288691],[1300228],[1307296],[1317741],[1325208],[1364650],[1391121],[1418107],[1430590],[1441510],[1448578],[1455842],[1477927],[1521584],[1523850],[1539476],[1548686],[1561026],[1572246],[1608146],[1610412],[1651072],[1652593],[1653454],[1668920],[1686222],[1701406],[1736393],[1737914],[1738775],[1770527],[1779899],[1780567],[1795405],[1811948],[1812809],[1863020],[1863688],[1893584],[1894445],[1901536],[1903017],[1934458],[1935126],[1981564],[1983045],[1997001],[2012577],[2013245],[2019992],[2049665],[2051146],[2096126],[2110810],[2123523],[2125004],[2160248],[2161391],[2193494],[2217182],[2229224],[2230367],[2264506],[2294516],[2301812],[2310417],[2328117],[2377038],[2383583],[2393734],[2435665],[2461970],[2473266],[2514260],[2580291], [473653,2502893],[561488,2573824],[592596,2257139],[607506,2450875],[614288,2288350],[651847,2632909],[658218,2636296],[691799,2352499],[708159,2527741],[715824,2378268],[715975,2186216],[721576,2670781],[756082,2687232],[762883,1760904],[792772,2254843],[799143,2439690],[810487,2592669],[816858,2596056],[819080,2282463],[824897,2462909],[825522,2288173],[831261,2719753],[841841,1336271],[861832,1358263],[866823,2733167],[874511,1633008],[891005,2504607],[892045,2141388],[893145,2340465],[906574,2350753],[925511,2652621],[932312,1947175],[934731,2375972],[934789,2376379],[941102,2538985],[946869,2760646],[958544,1466864],[969124,2553720],[970164,1971959],[971264,2401330],[979390,1488726],[989970,1499789],[992649,1760727],[1009991,2575649],[1011070,2245984],[1012187,2428446],[1012245,2428853],[1020571,1532647],[1025562,2437906],[1040562,1554639],[1041602,2272558],[1042702,2267741],[1045553,2703867],[1053241,1824835],[1055323,2460909],[1056131,2461163],[1062932,2074458],[1064785,2793586],[1079952,1597124],[1091627,2618850],[1092706,2087344],[1093823,2483494],[1093881,2483901],[1101428,1618600],[1113103,1629622],[1123683,1640685],[1124723,2113918],[1125823,2331352],[1133140,2637605],[1134246,2342406],[1135367,2507740],[1136175,2507994],[1144815,1662094],[1155395,1673157],[1157535,1924185],[1160327,2157180],[1165661,1683956],[1166740,2367113],[1167857,2362296],[1167915,2362703],[1176241,1695019],[1178920,1946998],[1181232,2537201],[1188920,1957918],[1202278,1464482],[1212800,1731551],[1217445,2675047],[1218551,2195735],[1219672,2556853],[1220480,2557107],[1224140,1487423],[1234662,2215625],[1239307,1757239],[1245638,2235406],[1250982,1768261],[1252061,2220442],[1253178,2420205],[1253236,2420612],[1256612,2690693],[1256680,2429454],[1256763,2574483],[1262982,2578409],[1271779,1788951],[1283454,1799973],[1285650,1802239],[1285708,2041750],[1288372,2045960],[1293255,1810427],[1294361,2452816],[1295482,2448371],[1296290,2448625],[1304930,1821449],[1315510,1832512],[1317650,2072314],[1318189,2074281],[1322826,1323905],[1339029,1851244],[1342107,1856954],[1342658,2722643],[1342726,2295601],[1342809,2617684],[1349028,2621610],[1361021,2109101],[1364099,2314772],[1375172,1887221],[1375230,2333061],[1379817,1892063],[1380923,2318963],[1382044,2500389],[1382852,2500643],[1386617,2636911],[1397508,1659712],[1408030,1917822],[1411526,2151293],[1412675,1922664],[1414902,2152474],[1415710,1925046],[1418555,2157003],[1419370,1682653],[1419438,2528749],[1419521,2522080],[1425740,2525861],[1434537,1943510],[1440868,2166430],[1446212,1954532],[1448408,1956798],[1448466,2182006],[1456921,2759777],[1456989,2187283],[1457072,2669158],[1469586,1972366],[1471917,1977622],[1473423,2674353],[1491448,2216032],[1493779,2405335],[1502547,2000801],[1504817,2421762],[1505625,2006511],[1506176,1766958],[1506244,2408223],[1506327,2568163],[1512546,2571944],[1519202,1520281],[1519270,2577275],[1519353,2575092],[1535405,2029974],[1538483,2035684],[1539034,1797591],[1539185,2254766],[1541953,2255250],[1545404,2042418],[1550135,2591116],[1571548,2065951],[1571606,2269450],[1576193,2070793],[1578420,2283644],[1579228,2073175],[1587805,2718433],[1588740,1847002],[1588808,2470250],[1588891,2611746],[1593407,2086210],[1598992,2087090],[1605764,1606843],[1605832,2620476],[1605915,2618293],[1614883,2484091],[1619679,2799658],[1619747,2310511],[1619830,2727278],[1620468,2314518],[1625560,2496288],[1632344,2114325],[1634675,2119581],[1636181,2631356],[1649097,2637406],[1652151,1914280],[1652302,2141311],[1664816,2141795],[1667147,2147051],[1668653,2150993],[1670377,2350499],[1697777,2170230],[1700047,2363853],[1700855,2175940],[1701557,2375895],[1707776,2182674],[1714335,2543739],[1715265,1961966],[1716262,2545532],[1717997,2669369],[1722159,2194486],[1728009,1737472],[1728077,2550206],[1728160,2672585],[1734418,2674848],[1737623,1971882],[1743005,2401554],[1747920,2767009],[1748855,1996559],[1748923,2402305],[1749006,2680128],[1753522,2219308],[1759107,2220188],[1779632,2029674],[1780718,2428369],[1785234,2244850],[1790819,2245730],[1797659,2701216],[1797742,2699033],[1811506,2062409],[1811657,2272481],[1817387,2444270],[1824171,2272965],[1826502,2278221],[1828008,2282163],[1840400,2468067],[1841262,2077748],[1842405,2293363],[1850014,2614009],[1850944,1862753],[1851941,2615802],[1853676,2721220],[1863839,2483417],[1870005,2311216],[1870935,2103925],[1871932,2624721],[1873667,2727489],[1877829,2317714],[1883679,1893142],[1883747,2490464],[1883830,2730705],[1893293,2113841],[1902533,2504109],[1904268,2340165],[1908430,2341157],[1914348,2643873],[1914431,2741078],[1920689,2743341],[1934191,2169930],[1935277,2362219],[1939793,2365979],[1945378,2366859],[1963907,2385934],[1971020,2548023],[1973025,2392581],[1982561,2553222],[1984296,2401030],[1989957,2211670],[1990819,2210846],[1991962,2212034],[1996710,2215548],[1999571,2408928],[2000501,2012310],[2001498,2684184],[2003233,2769796],[2013396,2420128],[2021135,2427216],[2028744,2694749],[2030671,2696542],[2032406,2778349],[2042569,2590442],[2050662,2446605],[2052397,2267441],[2056559,2451567],[2062477,2597489],[2062560,2787834],[2088151,2475617],[2091086,2475726],[2097269,2482264],[2104726,2312752],[2105866,2311107],[2108801,2110543],[2112979,2318538],[2114984,2318902],[2117901,2631004],[2119732,2322416],[2124520,2498623],[2126255,2331052],[2133336,2506460],[2140449,2641690],[2142454,2513107],[2151990,2646889],[2153725,2521556],[2169000,2529454],[2170927,2752677],[2172662,2816596],[2182825,2540654],[2199188,2392217],[2201328,2551815],[2204889,2555573],[2220109,2410464],[2221249,2408819],[2224184,2225926],[2246791,2582642],[2249726,2582751],[2255909,2589289],[2271619,2452391],[2273624,2452755],[2276541,2711744],[2278372,2456269],[2283160,2605648],[2284895,2464905],[2297842,2300317],[2345859,2512743],[2347999,2645482],[2351560,2649240],[2354495,2649349],[2366780,2530990],[2367920,2529345],[2370855,2372597],[2379955,2665375],[2431695,2434170],[2441359,2588925],[2443499,2588403],[2517586,2520061] ] cell #3864 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [825484],[934751],[1012207],[1055482],[1093843],[1135526],[1167877],[1181354],[1219831],[1253198],[1258028],[1263104],[1285670],[1295641],[1344074],[1349150],[1375192],[1382203],[1387812],[1415061],[1420786],[1425862],[1448428],[1468083],[1474618],[1504976],[1507592],[1512668],[1518074],[1540450],[1545526],[1551330],[1552486],[1571568],[1578579],[1591235],[1598463],[1604636],[1625789],[1630841],[1634797],[1637376],[1638532],[1663313],[1669848],[1680446],[1681834],[1700206],[1702822],[1707898],[1716491],[1720232],[1726881],[1730504],[1751350],[1753712],[1758578],[1764751],[1766139],[1783062],[1790290],[1796463],[1808259],[1817616],[1822668],[1826624],[1829203],[1830359],[1842595],[1845874],[1852170],[1855911],[1866183],[1872161],[1875902],[1877595],[1882551],[1886174],[1889895],[1902762],[1906503],[1913152],[1916775],[1937621],[1939983],[1944849],[1951022],[1952410],[1961838],[1963673],[1973215],[1976494],[1982790],[1986531],[1992152],[1995431],[2001727],[2005468],[2015740],[2021325],[2024604],[2030900],[2034641],[2044913],[2050891],[2054632],[2056325],[2061281],[2064904],[2068625],[2077884],[2086082],[2087917],[2097459],[2100738],[2103797],[2105632],[2115174],[2118453],[2124749],[2128490],[2131267],[2133102],[2142644],[2145923],[2152219],[2155960],[2161581],[2164860],[2171156],[2174897],[2185169],[2194622],[2201557],[2202820],[2204655],[2210982],[2219180],[2221015],[2230557],[2233836],[2236524],[2244722],[2246557],[2256099],[2259378],[2262437],[2264272],[2273814],[2277093],[2283389],[2287130],[2293235],[2298600],[2302002],[2302940],[2317850],[2326048],[2327883],[2341293],[2348228],[2349491],[2351326],[2357653],[2365851],[2367686],[2377228],[2380507],[2386070],[2386994],[2390818],[2393500],[2411222],[2415562],[2427088],[2432453],[2435855],[2436793],[2451703],[2459901],[2461736],[2470982],[2472353],[2482136],[2488557],[2492381],[2506596],[2507520],[2511344],[2514026],[2531748],[2536088],[2544216],[2555709],[2556633],[2561312],[2578007],[2579378],[2595582],[2599406],[2621208],[2623405],[2635822],[2637883],[2654979],[2675325],[2689590],[2704145],[2733445],[2760924] ] cell #3865 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393640],[472523],[514166],[555335],[560667],[606376],[613384],[619184],[651544],[692817],[702006],[707338],[714694],[721273],[755553],[777824],[799836],[810184],[818744],[824076],[830732],[851682],[890702],[892809],[906559],[914208],[924982],[934428],[968821],[970928],[1009462],[1011055],[1011884],[1026338],[1042366],[1055602],[1091098],[1092691],[1093520],[1125487],[1135022],[1135646],[1150233],[1166725],[1167554],[1219327],[1219951],[1252046],[1252875],[1258148],[1261945],[1295137],[1295761],[1344194],[1347991],[1364084],[1381699],[1382323],[1387638],[1420906],[1424703],[1474444],[1494555],[1507712],[1511509],[1551156],[1552606],[1591355],[1623878],[1637202],[1638652],[1681660],[1720058],[1730624],[1743378],[1765965],[1830479],[1840773],[1855737],[1916895],[1952236],[1971393],[2034467],[2140822], 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080,2301042],[1859693,2303686],[1869574,1873598],[1869665,1870023],[1872637,2486592],[1873685,2314136],[1879533,1883765],[1880175,2113352],[1884108,2321927],[1914366,2144935],[1914709,2345370],[1920620,2354064],[1920707,2350117],[1942033,1946125],[1949135,2174723],[1952579,2375406],[1971241,2195368],[1974667,2391564],[1976148,2199561],[1989831,1990178],[1993604,2404968],[1999140,2003164],[1999231,1999589],[2003251,2411848],[2005637,2413664],[2028762,2245348],[2032337,2249295],[2032424,2433079],[2034810,2434895],[2038423,2437539],[2058263,2062495],[2058905,2271992],[2062838,2455780],[2090746,2091104],[2112853,2113200],[2116626,2493127],[2140670,2342039],[2144096,2512090],[2145577,2346232],[2156129,2520786],[2168569,2172593],[2168660,2169018],[2172680,2532374],[2175066,2534190],[2199062,2199409],[2249386,2249744],[2259032,2441732],[2271493,2271840],[2275266,2600152],[2287299,2608848],[2345733,2346080],[2354155,2354513],[2441233,2441580] ] cell #3866 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658843],[762975],[799768],[817483],[825915],[867506],[874905],[913467],[932404],[941727],[941795],[947552],[985345],[1026245],[1033644],[1046236],[1053635],[1056116],[1063024],[1063765],[1069535],[1080635],[1102111],[1107884],[1133823],[1134929],[1136160],[1150770],[1171616],[1181915],[1182008],[1189314],[1195374],[1207028],[1218128],[1219234],[1220465],[1228890],[1239990],[1261362],[1262482],[1263665],[1263758],[1272462],[1278235],[1293938],[1295044],[1296275],[1299711],[1310348],[1310885],[1321757],[1335754],[1347408],[1348528],[1349711],[1349804],[1357746],[1369400],[1372809],[1380500],[1381606],[1382837],[1390604],[1391724],[1392871],[1393408],[1402258],[1413358],[1415695],[1424120],[1425240],[1426423],[1426516],[1435220],[1440993],[1463413],[1472600],[1477410],[1478530],[1479677],[1480214],[1485275],[1494462],[1499272],[1503196],[1503466],[1505610],[1510926],[1512046],[1513229],[1513322],[1518133],[1518198],[1518285],[1523333],[1532130],[1543784],[1546087],[1546180],[1554122],[1555242],[1556389],[1556926],[1565776],[1569185],[1576876],[1579213],[1597871],[1602939],[1604695],[1604760],[1604847],[1609895],[1619347],[1624415],[1626171],[1632491],[1633257],[1635358],[1635451],[1640168],[1641288],[1642435],[1642972],[1648067],[1658643],[1667830],[1672640],[1674907],[1675444],[1680505],[1680570],[1680657],[1685705],[1694502],[1698426],[1698696],[1700840],[1706156],[1708459],[1708552],[1709565],[1718903],[1726579],[1726940],[1727092],[1731034],[1733388],[1747425],[1751880],[1753453],[1757986],[1760263],[1762517],[1763054],[1764810],[1764875],[1764962],[1770010],[1789698],[1794766],[1796522],[1796674],[1801722],[1805709],[1807422],[1808383],[1808470],[1817998],[1824318],[1825084],[1827185],[1827278],[1831995],[1834262],[1834799],[1835919],[1836189],[1842336],[1845933],[1845998],[1846085],[1848367],[1851296],[1852646],[1868358],[1871287],[1877994],[1878202],[1882249],[1882610],[1882762],[1886704],[1889058],[1890019],[1890106],[1905174],[1912850],[1913211],[1913363],[1917305],[1919659],[1923411],[1928479],[1928749],[1931131],[1939724],[1944257],[1946534],[1948788],[1949325],[1951081],[1951233],[1956281],[1957401],[1958167],[1962615],[1963403],[1964072],[1964280],[1967554],[1969364],[1976618],[1976705],[1985202],[1988301],[1995490],[1995642],[1997924],[2000853],[2002203],[2009250],[2021066],[2024663],[2024815],[2027097],[2030026],[2031376],[2040988],[2045443],[2046209],[2056724],[2056932],[2060979],[2061340],[2061492],[2065434],[2067007],[2067788],[2068749],[2068836],[2073817],[2078433],[2079144],[2080296],[2086859],[2088524],[2091798],[2097200],[2100797],[2100949],[2105362],[2106239],[2109513],[2111323],[2118664],[2132832],[2133501],[2133709],[2135272],[2136983],[2138793],[2146047],[2146134],[2148416],[2151345],[2156539],[2164919],[2165071],[2167353],[2170282],[2171632],[2176989],[2178679],[2189196],[2195171],[2197034],[2204385],[2205054],[2205262],[2206825],[2208536],[2212242],[2213394],[2221622],[2224896],[2233895],[2234047],[2237784],[2238936],[2239724],[2240393],[2245499],[2247164],[2250438],[2252248],[2252626],[2259589],[2264002],[2264879],[2266442],[2268153],[2269963],[2277304],[2297514],[2304200],[2305352],[2306140],[2306809],[2312424],[2320262],[2327613],[2328490],[2330053],[2331764],[2335867],[2336578],[2336956],[2341842],[2343705],[2351933],[2355207],[2358913],[2360065],[2360853],[2361522],[2368293],[2371567],[2380718],[2387771],[2394107],[2396732],[2397443],[2397821],[2410136],[2416822],[2417974],[2418762],[2419431],[2431367],[2439205],[2446277],[2446988],[2447366],[2454115],[2462343],[2465617],[2471531],[2477454],[2489334],[2498295],[2499006],[2499384],[2514633],[2517258],[2530662],[2538500],[2543591],[2551487],[2561861],[2562239],[2584479],[2605320],[2613861],[2622780],[2645154],[2694601] ] cell #3867 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [393648],[472647],[514174],[556420],[560791],[606500],[613392],[622189],[652689],[692825],[703091],[707462],[714818],[724448],[756347],[780829],[799960],[811329],[819829],[824200],[833645],[854687],[893877],[894884],[906748],[914332],[925776],[935573],[942940],[971996],[973003],[1011244],[1012375],[1014069],[1026530],[1044441],[1056396],[1092880],[1094011],[1095705],[1127562],[1129211],[1135214],[1137519],[1150168],[1166914],[1169739],[1213516],[1219519],[1221824],[1252235],[1255060],[1256897],[1261880],[1295329],[1297634],[1326332],[1342943],[1347926],[1364273],[1381891],[1384196],[1386570],[1419655],[1424638],[1457206],[1473376],[1489850],[1494747],[1506461],[1511444],[1519487],[1550088],[1587758],[1589025],[1606049],[1619964],[1623813],[1636134],[1649050],[1717950],[1728294],[1734371],[1743248],[1747873],[1749140],[1797876],[1840643],[1853629],[1873620],[1883964],[1914565],[1920642],[1971263],[1990200],[2003186],[2032359],[2062694],[2113222],[2140692],[2172615],[2199431],[2271862],[2346102],[2441602] ] cell #3868 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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777309],[2247034,2778527],[2248540,2833413],[2257573,2702572],[2264749,2593037],[2266255,2448806],[2270038,2597015],[2275204,2707795],[2275288,2839590],[2297589,2615898],[2300043,2616005],[2305230,2620919],[2311605,2486012],[2312499,2484766],[2314953,2316466],[2318474,2490650],[2320140,2490907],[2322659,2732155],[2324293,2493716],[2328360,2633277],[2329866,2500824],[2335942,2639295],[2341917,2739785],[2343583,2644316],[2351803,2743519],[2353309,2650955],[2366506,2656990],[2368163,2816774],[2369669,2857526],[2378702,2665833],[2392153,2550392],[2393977,2674035],[2396807,2676737],[2409317,2564462],[2410211,2563216],[2412665,2414178],[2431442,2696638],[2433896,2696745],[2439083,2701659],[2452327,2597675],[2453993,2597932],[2456512,2789284],[2458146,2600741],[2462213,2714017],[2463719,2607849],[2474132,2476115],[2512679,2644059],[2514503,2742528],[2517333,2745230],[2519787,2745337],[2529843,2658129],[2530737,2656883],[2533191,2534704],[2540897,2757094],[2581157,2583140],[2588861,2701402],[2590685,2700959],[2647755,2649738] ] cell #3869 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561301],[657488],[707972],[756005],[762137],[816128],[824710],[831184],[867528],[914842],[925434],[931566],[940372],[947574],[985009],[1009914],[1034629],[1046258],[1056054],[1062186],[1069199],[1091550],[1133845],[1136098],[1151107],[1159581],[1171280],[1181937],[1218150],[1220403],[1261026],[1262819],[1263687],[1279081],[1296213],[1310549],[1347072],[1348865],[1349733],[1382775],[1392570],[1393072],[1408280],[1425577],[1426445],[1479376],[1479878],[1512383],[1513251],[1518552],[1522242],[1556088],[1556590],[1605114],[1608804],[1624752],[1642134],[1642636],[1648027],[1680924],[1684614],[1733348],[1752726],[1765229],[1768919],[1807382],[1808737],[1846352],[1876497],[1889018],[1890373],[1931091],[1967514],[1976972],[1988695],[2009210],[2069103],[2078827],[2091758],[2146401],[2178639],[2195565],[2250398],[2342236], [473061,874761],[533497,958467],[560897,992569],[606914,1053491],[627861,1080657],[654626,1113026],[657568,1115827],[680168,1144738],[707568,1178840],[715232,1189170],[729801,1206692],[753359,979313],[759031,1240012],[763694,1505832],[786501,1272484],[795551,1283377],[800374,1288622],[813266,1304853],[816208,1307654],[824306,1318109],[836880,1334023],[864704,1102133],[870057,1369064],[875042,1634856],[899230,1401922],[909523,1413380],[911460,1415633],[914186,1415917],[914438,1418475],[922788,1165584],[928460,1435242],[933123,1701062],[937510,1446135],[940452,1448936],[942333,1451380],[946033,1193643],[981774,1228554],[985624,1753771],[993216,1762541],[1002816,1250905],[1015076,1538406],[1015610,1530399],[1026636,1540886],[1028796,1543448],[1031480,1546109],[1031641,1545241],[1033781,1545585],[1034709,1549044],[1043434,1293960],[1048787,1565440],[1053772,1826683],[1059080,1576898],[1061017,1579151],[1063743,1579435],[1063995,1581993],[1069814,1842654],[1096712,1342030],[1097499,1100592],[1108646,1878226],[1126555,1380522],[1132304,1388873],[1135320,1663749],[1139213,1667852],[1150434,1670909],[1151049,1669907],[1151187,1670287],[1155583,1675108],[1156381,1674606],[1158641,1674931],[1168045,1423784],[1170746,1700778],[1171895,1940042],[1179487,1948812],[1182306,1703258],[1184466,1705820],[1187150,1708481],[1187311,1707613],[1189451,1707957],[1190379,1711416],[1196136,1964304],[1216609,1475679],[1219625,1468519],[1223518,1472622],[1234831,1997326],[1253366,1510590],[1256067,1505548],[1261641,2021384],[1262146,1791351],[1262761,1790349],[1262899,1790729],[1264056,1783498],[1266282,1794430],[1278195,1796316],[1278593,1796941],[1278997,1796766],[1283722,1800631],[1289326,1292419],[1295435,1823104],[1299328,1827207],[1299489,1816579],[1300473,2056956],[1311164,1829262],[1311302,1829642],[1315698,1834463],[1316496,1833961],[1318756,1834286],[1324679,2079698],[1347687,2097518],[1348192,1599524],[1348807,1598522],[1348945,1598902],[1350102,1866619],[1352328,1602603],[1375888,1378981],[1381997,1631277],[1385890,1635380],[1386051,1898215],[1386902,1909788],[1391366,2133733],[1391684,1913005],[1392082,1913630],[1392486,1913455],[1393687,1906562],[1393825,1906942],[1408199,1919318],[1408607,1919619],[1424904,1945910],[1425519,1944908],[1425657,1945288],[1426814,1938057],[1429040,1948989],[1429838,1938997],[1430061,2166755],[1440953,1950875],[1441351,1951500],[1441755,1951325],[1446480,1955190],[1451755,2186820],[1458242,1461321],[1473708,1723517],[1478172,2205286],[1478490,1726734],[1478888,1727359],[1479292,1727184],[1480493,1986590],[1480631,1986970],[1494853,1751786],[1511710,1759639],[1512325,1758637],[1512463,1759017],[1513620,2016176],[1515846,1762718],[1516644,2017116],[1517197,2027561],[1521055,2238338],[1522161,2031035],[1522569,2031336],[1523293,2024457],[1523691,2025082],[1524095,2024907],[1550420,2057917],[1555202,2061134],[1555600,2061759],[1556004,2061584],[1557205,2054691],[1557343,2055071],[1559664,2055227],[1571717,2067447],[1572125,2067748],[1584248,1588090],[1603759,1848831],[1607617,2304754],[1608723,1852305],[1609131,1852606],[1609855,2100591],[1610253,2101216],[1610657,2101041],[1621000,1624079],[1624694,1875961],[1624832,1876341],[1636466,1879187],[1641248,1882404],[1641646,1883029],[1642050,1882854],[1643251,2128549],[1643389,2128929],[1645710,2129085],[1646985,2333491],[1647040,2139554],[1647121,2130537],[1649382,2136486],[1652925,2136642],[1653333,2136943],[1679569,2167817],[1679891,2158124],[1684533,2171291],[1684941,2171592],[1685665,2164713],[1686063,2165338],[1686467,2165163],[1713152,1716927],[1718282,1967057],[1732306,2394356],[1732361,1970125],[1732442,2202090],[1734703,2208039],[1738246,2208195],[1738654,2208496],[1744363,1748205],[1751840,1995284],[1752238,1995909],[1752642,1995734],[1763874,1998388],[1764196,2227100],[1768838,2001862],[1769246,2002163],[1769970,2233689],[1770368,2234314],[1770772,2234139],[1774702,2236071],[1776532,2241050],[1776854,2237467],[1802080,2259856],[1806395,2270724],[1806476,2261707],[1812280,2267812],[1812688,2268113],[1839505,1843020],[1842965,2469234],[1843101,2291794],[1844007,2082410],[1844329,2292543],[1853961,2091301],[1857823,2302487],[1859653,2307466],[1859975,2303883],[1868258,2103067],[1868822,1872597],[1870220,1873952],[1876416,2109172],[1876824,2109473],[1887062,2118931],[1888031,2112084],[1888112,2325318],[1893916,2331423],[1894324,2331724],[1900291,2338127],[1900372,2334880],[1920974,2354710],[1924925,2355167],[1929261,2357200],[1931413,2358596],[1956639,2380985],[1962515,2188209],[1964754,2384985],[1965597,2191456],[1965678,2385632],[1974627,2199148],[1974949,2391761],[1980319,2398992],[1980400,2395745],[1988559,2210529],[1989062,1992577],[1989917,1993564],[1990392,2211925],[1992522,2559564],[1992658,2404416],[1993886,2405165],[1999786,2003518],[2006390,2224856],[2007380,2415109],[2009532,2416505],[2019115,2423815],[2032691,2249941],[2038383,2441319],[2038705,2437736],[2065792,2277571],[2073054,2465577],[2078691,2289962],[2081573,2469976],[2086759,2296527],[2089841,2299774],[2089922,2475315],[2092080,2476696],[2095249,2478863],[2104183,2107556],[2104263,2104474],[2106713,2486548],[2107637,2487195],[2112939,2116586],[2113414,2318793],[2116908,2493324],[2144056,2345819],[2144378,2512287],[2149748,2519518],[2149829,2516271],[2169215,2172947],[2175819,2371527],[2178961,2537031],[2195429,2389180],[2198311,2549932],[2199623,2392472],[2211589,2211789],[2214671,2560306],[2219566,2222939],[2219646,2219857],[2223020,2565645],[2225178,2567026],[2245399,2430380],[2248481,2433627],[2248562,2582340],[2250720,2583721],[2253889,2585888],[2271579,2275226],[2272054,2452646],[2275548,2600349],[2299854,2300065],[2318457,2318657],[2321539,2629121],[2342100,2509706],[2344982,2643599],[2346294,2512998],[2355489,2650319],[2366237,2369610],[2366317,2366528],[2369691,2659312],[2371849,2660693],[2392136,2392336],[2433707,2433918],[2441794,2589180],[2452310,2452510],[2455392,2709861],[2465899,2716581],[2512662,2512862],[2519598,2519809],[2588844,2589044] ] cell #3870 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [359752],[431612],[486321],[515216],[544230],[575374],[598943],[608070],[638985],[665359],[668959],[673362],[690901],[698602],[737935],[742338],[764350],[770155],[774573],[797625],[802057],[806460],[823999],[842554],[848431],[875890],[878191],[882594],[887164],[907364],[911767],[916532],[917652],[933779],[939584],[951773],[959293],[965283],[985682],[990683],[994156],[996560],[997680],[1021284],[1027161],[1036721],[1038036],[1054620],[1056921],[1061324],[1069872],[1073860],[1081342],[1084856],[1106332],[1108730],[1113852],[1119842],[1121157],[1138044],[1145564],[1151554],[1162910],[1171953],[1176954],[1180427],[1182831],[1183951],[1196220],[1200082],[1207365],[1211353],[1222349],[1229227],[1233215],[1234912],[1240697],[1244211],[1248231],[1261699],[1265687],[1273169],[1276683],[1298159],[1300557],[1305679],[1311669],[1312984],[1322311],[1324760],[1336600],[1340462],[1347745],[1351733],[1358592],[1362454],[1369737],[1373725],[1384721],[1391450],[1395312],[1402595],[1406583],[1417579],[1424457],[1428445],[1430142],[1435927],[1439441],[1443461],[1452737],[1463967],[1466416],[1478256],[1482118],[1485829],[1488278],[1500118],[1503980],[1511263],[1515251],[1518687],[1521136],[1532976],[1536838],[1544121],[1548109],[1554968],[1558830],[1566113],[1570101],[1581097],[1594019],[1603276],[1605249],[1607698],[1615495],[1626725],[1629174],[1641014],[1644876],[1647967],[1659197],[1661646],[1673486],[1677348],[1681059],[1683508],[1695348],[1699210],[1706493],[1710481],[1719457],[1727494],[1731880],[1733288],[1754134],[1765364],[1767813],[1785846],[1795103],[1797076],[1799525],[1807322],[1818552],[1821001],[1832841],[1836703],[1844937],[1846487],[1852546],[1856506],[1883164],[1888958],[1905728],[1913765],[1918151],[1919559],[1940405],[1951635],[1954084],[1967454],[1969758],[1985756],[1996044],[2002103],[2023667],[2025217],[2031276],[2035236],[2061894],[2067688],[2079538],[2099801],[2101351],[2109413],[2136883],[2139187],[2165473],[2171532],[2208436],[2212636],[2234449],[2238178],[2268053],[2304594],[2331664],[2359307],[2417216],[2471925] ] cell #3871 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [941887],[1056273],[1136317],[1181405],[1220622],[1263155],[1296432],[1310377],[1349201],[1382994],[1387863],[1392900],[1415852],[1425913],[1474669],[1479706],[1505767],[1512719],[1518382],[1545577],[1551381],[1556418],[1579370],[1598514],[1604944],[1634848],[1637427],[1642464],[1647886],[1669899],[1674936],[1680754],[1681885],[1700997],[1707949],[1720283],[1727189],[1733207],[1753763],[1758629],[1762546],[1765059],[1766190],[1790341],[1796771],[1807241],[1808567],[1826675],[1829254],[1834291],[1842646],[1846182],[1852465],[1855962],[1875953],[1878231],[1882859],[1888877],[1890203],[1906554],[1913460],[1919478],[1930950],[1940034],[1944900],[1948817],[1951330],[1952461],[1964309],[1967373],[1973266],[1976802],[1986582],[1992203],[1995739],[1997359],[2002022],[2005519],[2009069],[2021376],[2024912],[2031195],[2034692],[2054683],[2056961],[2061589],[2067607],[2068933],[2078103],[2079731],[2088553],[2091617],[2097510],[2101046],[2106268],[2109332],[2115225],[2118761],[2128541],[2133738],[2136802],[2142695],[2146231],[2156011],[2161632],[2165168],[2166788],[2171451],[2174948],[2178498],[2187325],[2194841],[2196469],[2205291],[2208355],[2211201],[2212829],[2221651],[2224715],[2230608],[2234144],[2236743],[2238371],[2247193],[2250257],[2256150],[2259686],[2264908],[2267972],[2273865],[2277401],[2287181],[2295643],[2302053],[2303159],[2304787],[2310553],[2318069],[2319697],[2328519],[2331583],[2333996],[2341512],[2343140],[2351962],[2355026],[2357872],[2359500],[2368322],[2371386],[2377279],[2380815],[2386289],[2391037],[2394136],[2394861],[2408265],[2415781],[2417409],[2429496],[2435906],[2437012],[2438640],[2444406],[2451922],[2453550],[2462372],[2465436],[2470292],[2471201],[2474431],[2476889],[2492600],[2496424],[2506815],[2511563],[2514662],[2515387],[2528791],[2536307],[2537935],[2546144],[2547406],[2555928],[2561531],[2564761],[2577317],[2578226],[2581456],[2583914],[2599625],[2603449],[2610794],[2620518],[2621427],[2625333],[2639811],[2641073],[2655198],[2658428],[2677253],[2679176],[2689809],[2691534],[2706073],[2723484],[2735373],[2747669],[2772060],[2794885] ] cell #3872 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [875742],[993210],[1034481],[1054472],[1064399],[1108494],[1116495],[1158635],[1179481],[1190151],[1190299],[1195984],[1235418],[1278845],[1286846],[1300321],[1308322],[1311222],[1318750],[1319696],[1325266],[1336364],[1358356],[1364395],[1391214],[1392334],[1393745],[1408786],[1430648],[1441603],[1441839],[1449604],[1455587],[1466922],[1478020],[1479140],[1480551],[1488784],[1499882],[1503533],[1521642],[1522748],[1523943],[1524179],[1532740],[1538779],[1554732],[1555852],[1557263],[1560771],[1571798],[1572304],[1583663],[1596869],[1608204],[1609310],[1610505],[1610741],[1618345],[1629680],[1633101],[1633337],[1640778],[1641898],[1643309],[1650817],[1651896],[1653006],[1653512],[1662152],[1673250],[1675781],[1684014],[1685120],[1686315],[1686551],[1695112],[1698763],[1701151],[1722932],[1731644],[1736138],[1737217],[1738327],[1738833],[1743778],[1752490],[1756984],[1760279],[1760785],[1763391],[1768319],[1769425],[1770620],[1770856],[1775490],[1775545],[1775626],[1780312],[1788696],[1800031],[1802332],[1802568],[1810172],[1811251],[1812361],[1812867],[1821507],[1824928],[1825164],[1832605],[1835136],[1836256],[1852253],[1857012],[1858611],[1858666],[1858747],[1863433],[1872244],[1877003],[1878010],[1878602],[1884503],[1887314],[1887550],[1891808],[1892887],[1893997],[1894503],[1899448],[1909203],[1917915],[1922409],[1924598],[1925104],[1928816],[1930049],[1930104],[1930185],[1934871],[1943255],[1946550],[1947056],[1949662],[1954590],[1956891],[1957127],[1958011],[1958247],[1964088],[1966472],[1973280],[1973585],[1973721],[1977367],[1979476],[1992217],[1996304],[1997743],[2001810],[2006063],[2006569],[2008168],[2008223],[2008304],[2012990],[2030983],[2035742],[2037341],[2037477],[2042163],[2046053],[2046289],[2047577],[2048420],[2048501],[2056740],[2057332],[2063233],[2066044],[2066280],[2070538],[2072727],[2073233],[2073833],[2074339],[2080115],[2083223],[2083278],[2083359],[2085377],[2087846],[2088998],[2103092],[2105561],[2111717],[2115239],[2115544],[2115680],[2119326],[2121435],[2122278],[2122359],[2133517],[2135901],[2142709],[2143014],[2143150],[2146796],[2148905],[2152302],[2156555],[2157061],[2159371],[2167172],[2171239],[2175492],[2175998],[2177005],[2177597],[2177733],[2182419],[2183498],[2188234],[2188866],[2189590],[2192336],[2193932],[2200016],[2200097],[2205070],[2207454],[2210292],[2216321],[2216457],[2218475],[2220944],[2222096],[2228347],[2238755],[2240409],[2241863],[2241999],[2244017],[2246486],[2247638],[2252642],[2256164],[2260251],[2270357],[2273879],[2274184],[2274320],[2277966],[2279405],[2280075],[2280918],[2280999],[2289725],[2290278],[2291187],[2296552],[2297908],[2300654],[2305171],[2306825],[2308279],[2308415],[2312094],[2312818],[2315564],[2317160],[2323325],[2335537],[2336261],[2336972],[2337549],[2339007],[2340603],[2346687],[2346768],[2348786],[2351255],[2361538],[2362992],[2363128],[2365146],[2367615],[2368767],[2375018],[2384195],[2388943],[2390405],[2396402],[2397126],[2397837],[2398414],[2399872],[2402900],[2403809],[2410530],[2413276],[2419447],[2420901],[2421037],[2424131],[2425040],[2425672],[2430405],[2431761],[2434507],[2436103],[2442268],[2445947],[2446671],[2447382],[2447959],[2449417],[2451013],[2457178],[2473878],[2479179],[2480088],[2480720],[2485758],[2491968],[2497965],[2498689],[2499400],[2499977],[2501435],[2504721],[2505274],[2509469],[2510931],[2517652],[2520398],[2523426],[2524335],[2524967],[2531056],[2533802],[2541563],[2547053],[2551881],[2553834],[2554387],[2562255],[2564208],[2569509],[2570418],[2571050],[2580903],[2587113],[2592783],[2593336],[2598993],[2605714],[2608460],[2612942],[2617323],[2626242],[2633023],[2633576],[2645548],[2647501],[2657875],[2664085],[2668241],[2673781],[2681324],[2698063],[2713763],[2720092],[2726361],[2742274],[2777221] ] cell #3873 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561297],[657415],[707968],[755864],[762070],[816055],[824706],[831043],[867391],[914838],[925293],[931499],[940299],[947437],[985075],[1009773],[1034556],[1046121],[1055913],[1062119],[1069265],[1091409],[1133708],[1135957],[1150964],[1159514],[1171346],[1181800],[1218013],[1220262],[1261092],[1262676],[1263550],[1278942],[1296072],[1310615],[1347138],[1348722],[1349596],[1382634],[1392431],[1393138],[1408339],[1425434],[1426308],[1479237],[1479944],[1512240],[1513114],[1520704],[1522301],[1555949],[1556656],[1607266],[1608863],[1624609],[1641995],[1642702],[1650087],[1683076],[1684673],[1735408],[1752587],[1767381],[1768978],[1809442],[1810850],[1847425],[1876556],[1891078],[1892486],[1933101],[1968534],[1978045],[1988754],[2011220],[2071216],[2078886],[2092778],[2147474],[2180649],[2195624],[2251418],[2342295], [473066,1116193],[534388,958326],[550748,979172],[561005,1243203],[606919,1308020],[628819,1080520],[646534,1101996],[655517,1112885],[657685,1372694],[681059,1144597],[697419,1165443],[707676,1438433],[715237,1449302],[730835,1206758],[749772,1228620],[759989,1239875],[763699,2017279],[768972,1250764],[787459,1272347],[796442,1283236],[800379,1549410],[805174,1293823],[814157,1304712],[816325,1569070],[824414,1580089],[836946,1078062],[846611,1341889],[856937,1100658],[871091,1369130],[875240,2129233],[881308,1380385],[900264,1401988],[910481,1413243],[912351,1415492],[914191,1674769],[914546,1678775],[919201,1423850],[929418,1435105],[933128,1939160],[938401,1445994],[940569,1709450],[942338,1711782],[944979,946099],[959850,1466302],[963580,1472485],[986808,2227248],[993426,2234808],[994740,1505407],[999229,1510656],[1015676,1269889],[1025341,1538265],[1027718,1799411],[1029830,1543514],[1031694,1545098],[1032438,1545972],[1033979,1800779],[1034826,1805594],[1035667,1292485],[1049821,1565506],[1053970,2055375],[1060038,1576761],[1061908,1579010],[1063748,1834124],[1064103,1838130],[1073224,2292691],[1082021,1596228],[1082083,1596747],[1085365,1602669],[1109848,2325442],[1114409,1629060],[1118139,1635243],[1118788,1379047],[1131250,1132370],[1146121,1661532],[1149851,1667715],[1150500,1410785],[1152233,1921768],[1152295,1922287],[1156438,1674467],[1156617,1675174],[1158851,1923587],[1173079,2158272],[1179697,2165832],[1181011,1700637],[1183388,1953970],[1185500,1705886],[1187364,1707470],[1188108,1708344],[1189649,1955338],[1190496,1960153],[1197908,1461387],[1199578,2385756],[1202701,1723583],[1207543,1724696],[1208428,1724982],[1215555,1216675],[1233772,1750675],[1235944,2414763],[1241376,1756343],[1241438,1756862],[1244720,1762784],[1262212,1534664],[1265051,2237615],[1266244,2026473],[1273848,1788055],[1273910,1788574],[1277192,1794496],[1278659,1799093],[1279314,2039105],[1280199,2039391],[1283719,1800690],[1299542,1816436],[1301675,2261831],[1306236,1820887],[1309966,1827070],[1312348,2069897],[1312410,2070416],[1316553,1833822],[1316732,1834529],[1318966,2071716],[1324328,1584314],[1328018,2469630],[1331717,1848734],[1336815,1850377],[1338288,1348258],[1351097,2304031],[1352290,2102607],[1360280,1624145],[1363133,1874746],[1363195,1875265],[1365073,1879253],[1369915,1880366],[1370800,1880652],[1386104,1898072],[1392148,1661214],[1394808,2335004],[1395991,2138052],[1396053,2138571],[1397931,1909854],[1402773,1910967],[1403658,1911253],[1408604,1921679],[1409312,2150426],[1424970,1697036],[1429002,1936946],[1429895,1938858],[1431174,2356854],[1436606,1942614],[1436668,1943133],[1439950,1949055],[1441417,1953652],[1442072,2179361],[1442957,2179647],[1446477,1955249],[1451932,2543155],[1454857,1713055],[1456265,1967123],[1462458,1970038],[1465984,1478954],[1481614,2395869],[1482797,2209605],[1482859,2210124],[1487846,1744429],[1492674,1994286],[1493559,1994572],[1495235,1998291],[1500333,1999934],[1501806,1511776],[1515808,2015065],[1516701,2016977],[1522566,1787966],[1523757,2026155],[1524394,2423469],[1525532,2242637],[1526417,2242923],[1528093,2027464],[1533191,2029107],[1555666,1820569],[1559509,2053476],[1559571,2053995],[1559661,2055286],[1561449,2057983],[1566291,2059096],[1567176,2059382],[1572122,2069808],[1572830,2281596],[1585676,1839418],[1586715,2082313],[1596139,1609128],[1597547,2091367],[1610319,2102289],[1610956,2478517],[1612094,2309053],[1612979,2309339],[1614768,2102970],[1617615,1868725],[1619023,1870286],[1622672,2108234],[1625216,2111997],[1628742,1641712],[1645555,2127334],[1645617,2127853],[1645707,2129144],[1647162,2502941],[1647240,2333773],[1651495,2136552],[1653330,2137963],[1655144,2339598],[1657688,2139467],[1679888,2158183],[1684938,1942525],[1686129,1936628],[1687904,2163715],[1688789,2164001],[1690465,2167720],[1695563,2169363],[1714220,2188112],[1715918,2191369],[1725984,2199051],[1732483,2552054],[1732561,2394638],[1736816,2208105],[1738651,2209516],[1740465,2400463],[1743107,2210442],[1745791,1988975],[1746830,1989820],[1750357,1752304],[1756254,1769243],[1757662,1999852],[1764193,2227159],[1770434,2014747],[1772209,2232691],[1773094,2232977],[1774819,2422859],[1776851,2237526],[1778542,2240953],[1789374,2250007],[1802146,2260929],[1806595,2261610],[1812685,2053387],[1814499,2266874],[1817043,2270637],[1840502,2289875],[1843142,2611235],[1843220,2469516],[1844326,2292602],[1849899,2296430],[1851597,2299687],[1857940,2477907],[1859972,2303942],[1861663,2307369],[1869890,2104171],[1871588,2104096],[1874657,1876821],[1881654,2112842],[1885181,1887128],[1888231,2325221],[1894321,2127245],[1896135,2330485],[1900491,2334783],[1902189,2338040],[1912255,2345722],[1923087,2354776],[1924922,2356187],[1929378,2357113],[1931410,2159691],[1943933,2169281],[1956705,2184176],[1964871,2544949],[1965797,2385535],[1971122,2389093],[1974946,2391820],[1980519,2395648],[1982217,2398905],[1990059,2211508],[1990262,1990389],[1992699,2679617],[1992777,2559846],[1993883,2405224],[1999456,2219554],[2001154,2219479],[2004223,2006387],[2007497,2415022],[2009529,2228667],[2019232,2423728],[2028629,2430283],[2030327,2433540],[2038702,2437795],[2040393,2441222],[2060384,2271482],[2063911,2065858],[2073051,2285885],[2081690,2469889],[2090041,2475218],[2090971,2299762],[2092077,2300974],[2095366,2478776],[2106830,2624138],[2107756,2487098],[2113081,2318376],[2113284,2113411],[2116905,2493383],[2140551,2509619],[2144375,2512346],[2149948,2516174],[2151646,2519431],[2168885,2366225],[2170583,2366150],[2173652,2175816],[2178958,2375338],[2198428,2549845],[2199290,2392055],[2199493,2199620],[2214788,2560219],[2223139,2565548],[2225175,2413596],[2248681,2582243],[2249611,2433615],[2250717,2434827],[2254006,2585801],[2271721,2452229],[2271924,2272051],[2275545,2600408],[2321656,2629034],[2345099,2643512],[2345961,2512581],[2346164,2346291],[2354380,2519506],[2355486,2520718],[2369810,2659215],[2371846,2534122],[2441461,2588763],[2441664,2441791],[2455509,2709774],[2465896,2608780] ] cell #3874 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715902],[819007],[893072],[934050],[971191],[1011506],[1042629],[1055434],[1093142],[1125750],[1130439],[1135478],[1157462],[1167176],[1214744],[1219783],[1245565],[1252497],[1257980],[1284969],[1290554],[1295593],[1317577],[1337477],[1344026],[1374491],[1377116],[1382155],[1387359],[1409974],[1415013],[1420738],[1421919],[1440795],[1447727],[1460576],[1468035],[1474165],[1495813],[1500995],[1504928],[1507544],[1508725],[1533853],[1540402],[1550877],[1552438],[1570867],[1573492],[1578531],[1587293],[1591187],[1598010],[1601858],[1623334],[1625741],[1630793],[1636923],[1638484],[1655806],[1663265],[1669395],[1681381],[1691043],[1696225],[1700158],[1702774],[1703955],[1716443],[1719779],[1726562],[1730456],[1741127],[1747408],[1751302],[1753020],[1758125],[1761973],[1765686],[1779120],[1783014],[1789837],[1793685],[1815161],[1817568],[1822620],[1828750],[1830311],[1839837],[1841903],[1852122],[1855458],[1862241],[1866135],[1872113],[1875449],[1882232],[1886126],[1896797],[1902714],[1906050],[1912833],[1916727],[1927398],[1933679],[1937573],[1939291],[1944396],[1948244],[1951957],[1961589],[1970457],[1972523],[1982742],[1986078],[1989394],[1991460],[2001679],[2005015],[2011798],[2015692],[2018567],[2020633],[2030852],[2034188],[2040971],[2044865],[2050843],[2054179],[2060962],[2064856],[2075527],[2085833],[2093356],[2094701],[2096767],[2103548],[2112416],[2114482],[2124701],[2128037],[2131018],[2139886],[2141952],[2152171],[2155507],[2158823],[2160889],[2171108],[2174444],[2181227],[2185121],[2191788],[2197763],[2201509],[2202571],[2218931],[2227799],[2229865],[2244473],[2251996],[2253341],[2255407],[2262188],[2271056],[2273122],[2283341],[2286677],[2292986],[2293953],[2298351],[2301310],[2320991],[2325799],[2338459],[2344434],[2348180],[2349242],[2365602],[2374470],[2376536],[2386745],[2388289],[2399324],[2406575],[2410973],[2426839],[2427806],[2432204],[2435163],[2454844],[2459652],[2468609],[2481887],[2482854],[2488308],[2507271],[2508815],[2527101],[2531499],[2556384],[2558939],[2573184],[2575634],[2595333],[2618835],[2635573],[2652606],[2687217],[2719738] ] cell #3875 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3876 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1546437],[1582386],[1635708],[1674853],[1708809],[1711231],[1762463],[1795659],[1801643],[1827535],[1828520],[1834208],[1837670],[1878083],[1886625],[1903271],[1904780],[1918674],[1948734],[1950218],[1950670],[1956202],[1964161],[1983299],[1984808],[1997785],[2019822],[2021792],[2022810],[2023262],[2036398],[2051400],[2052909],[2056813],[2065355],[2066681],[2066803],[2080157],[2088405],[2095956],[2097926],[2098944],[2099396],[2106120],[2111184],[2125258],[2126767],[2133590],[2134028],[2134946],[2135068],[2154237],[2160078],[2162048],[2163066],[2163518],[2167214],[2176654],[2189057],[2196895],[2205143],[2205581],[2206499],[2206621],[2213255],[2217436],[2221503],[2224349],[2226438],[2229054],[2231024],[2232042],[2232494],[2236668],[2238797],[2240058],[2247045],[2257584],[2258036],[2262953],[2264336],[2264760],[2265198],[2266116],[2266238],[2269824],[2285407],[2289219],[2294346],[2297375],[2303084],[2305213],[2306474],[2311616],[2312285],[2316449],[2320123],[2322670],[2322750],[2324304],[2324756],[2326564],[2327947],[2328371],[2328809],[2329727],[2329849],[2334188],[2335728],[2343566],[2351814],[2353170],[2353292],[2357797],[2358305],[2359926],[2361187],[2368174],[2371020],[2373109],[2378713],[2379165],[2383042],[2388437],[2390962],[2392969],[2393564],[2393988],[2395053],[2396593],[2401841],[2402731],[2406968],[2409328],[2409997],[2412219],[2412648],[2414039],[2414161],[2415706],[2416214],[2417835],[2419096],[2423072],[2431228],[2436937],[2439066],[2440327],[2444598],[2446138],[2453976],[2456523],[2456603],[2458157],[2458609],[2460417],[2461800],[2462224],[2463580],[2463702],[2465070],[2467559],[2471126],[2472725],[2473702],[2474623],[2476126],[2476405],[2477315],[2478120],[2484605],[2484709],[2489702],[2490000],[2490330],[2490890],[2492525],[2493502],[2494532],[2495127],[2496616],[2498156],[2508963],[2511488],[2513495],[2514090],[2514514],[2515579],[2517119],[2521721],[2522367],[2529854],[2530523],[2532745],[2533174],[2534565],[2534687],[2536232],[2536740],[2538361],[2539622],[2540908],[2540988],[2544461],[2545638],[2545968],[2546336],[2547515],[2548542],[2549189],[2550632],[2551348],[2557889],[2561456],[2562549],[2563055],[2563159],[2564032],[2564953],[2566735],[2568450],[2578151],[2579750],[2580727],[2581648],[2583151],[2583430],[2584340],[2585145],[2589677],[2590696],[2590776],[2596727],[2597025],[2597355],[2597915],[2599550],[2600527],[2601557],[2602152],[2603641],[2605181],[2607403],[2607832],[2611021],[2612265],[2612436],[2613522],[2614234],[2615841],[2621352],[2625157],[2625525],[2626704],[2627731],[2628378],[2638128],[2639305],[2639635],[2640003],[2641182],[2642209],[2642856],[2644299],[2645015],[2647325],[2649749],[2650028],[2650509],[2650938],[2655123],[2656216],[2656722],[2656826],[2657699],[2658620],[2660402],[2661819],[2662117],[2665619],[2666649],[2668609],[2669594],[2670845],[2675570],[2676747],[2677077],[2677445],[2680647],[2680818],[2682616],[2689734],[2691761],[2692475],[2693005],[2693176],[2694262],[2694974],[2696581],[2698413],[2699552],[2701642],[2702358],[2705897],[2706265],[2707444],[2708471],[2709118],[2712104],[2713587],[2716290],[2717976],[2723711],[2724425],[2724955],[2725126],[2726729],[2727714],[2735197],[2735565],[2737102],[2737640],[2737870],[2738087],[2739212],[2739338],[2742854],[2743566],[2745173],[2748610],[2749140],[2749311],[2751109],[2755687],[2763922],[2764460],[2764690],[2764907],[2766032],[2766552],[2773001],[2773531],[2773702],[2775105],[2775570],[2776844],[2779825],[2783858],[2784396],[2784626],[2784843],[2790322],[2797230],[2797695],[2798969],[2803803],[2804341],[2804571],[2804788],[2806630],[2807472],[2813352],[2813817],[2822420],[2824546],[2825388],[2827005],[2829353],[2829818],[2831222],[2837317],[2844244],[2845443],[2847767],[2849893],[2860957],[2863803],[2875686] ] cell #3877 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1319781],[1441924],[1524264],[1571871],[1610826],[1653079],[1686636],[1701193],[1738400],[1770941],[1775759],[1780354],[1802653],[1812434],[1858880],[1863475],[1887635],[1894070],[1899545],[1924671],[1930318],[1934913],[1957212],[1973854],[1979573],[2006136],[2008437],[2013032],[2018153],[2037610],[2042205],[2047674],[2048634],[2066365],[2072800],[2083492],[2089095],[2094287],[2111790],[2115813],[2119368],[2121532],[2122492],[2143283],[2149002],[2158409],[2159468],[2175565],[2177866],[2182461],[2189663],[2192433],[2197349],[2200230],[2216590],[2218517],[2222193],[2227385],[2228444],[2242132],[2247735],[2252927],[2262741],[2270430],[2274453],[2278008],[2280172],[2281132],[2291229],[2293539],[2297981],[2300751],[2308548],[2312891],[2315661],[2317067],[2320577],[2323458],[2326352],[2336334],[2339104],[2344020],[2346901],[2363261],[2365188],[2368864],[2374056],[2375115],[2383005],[2384102],[2390447],[2392757],[2397199],[2399969],[2403851],[2406161],[2410603],[2413373],[2421170],[2425082],[2427392],[2431834],[2434604],[2442401],[2446744],[2449514],[2450920],[2454430],[2457311],[2460205],[2467584],[2472688],[2473785],[2480130],[2482440],[2484568],[2485665],[2492010],[2494320],[2498762],[2501532],[2503531],[2504628],[2510973],[2513283],[2517725],[2520495],[2524377],[2526687],[2531129],[2533899],[2541696],[2547540],[2551954],[2552644],[2553741],[2557914],[2563018],[2564115],[2570460],[2572770],[2574609],[2579713],[2580810],[2587155],[2589465],[2591593],[2592690],[2599035],[2601345],[2605787],[2608557],[2612228],[2615224],[2617365],[2617810],[2626729],[2631833],[2632930],[2641207],[2645621],[2646311],[2647408],[2651581],[2656685],[2657782],[2664127],[2666437],[2669619],[2670181],[2672102],[2673688],[2683606],[2686192],[2692968],[2695964],[2698105],[2698550],[2707469],[2712573],[2713670],[2719116],[2719882],[2724918],[2728301],[2730222],[2738112],[2738674],[2740595],[2742181],[2752099],[2754685],[2759547],[2764932],[2765494],[2767692],[2776245],[2777011],[2785430],[2787351],[2798370],[2799428],[2805375],[2806347],[2814492],[2824263],[2830493],[2837034],[2849610],[2861272] ] cell #3878 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [473641],[533600],[561593],[561965],[592584],[607494],[627973],[654729],[658206],[658343],[680271],[691904],[692276],[708264],[708636],[715812],[729798],[753462],[755937],[759143],[762927],[786613],[795654],[799131],[799268],[813369],[816846],[816983],[825002],[825374],[825943],[831116],[836877],[864816],[867458],[870054],[899227],[906429],[909635],[913419],[925366],[928572],[932356],[941090],[941227],[942344],[946030],[947504],[958399],[979245],[981771],[985006],[1009846],[1010925],[1015607],[1026197],[1028793],[1046188],[1048784],[1055986],[1062976],[1063809],[1069196],[1080587],[1091482],[1092561],[1097496],[1100589],[1102063],[1112958],[1132301],[1133775],[1134881],[1136030],[1144670],[1150431],[1165516],[1166595],[1171277],[1181867],[1182052],[1193640],[1206689],[1216606],[1218080],[1219186],[1220335],[1228551],[1239942],[1243276],[1250837],[1251916],[1261023],[1262143],[1263617],[1263802],[1272414],[1283309],[1292416],[1293890],[1294996],[1296145],[1304785],[1334020],[1341962],[1347069],[1348189],[1349663],[1349848],[1363954],[1369061],[1372761],[1373014],[1378978],[1380452],[1381558],[1382707],[1401919],[1413310],[1415565],[1423781],[1424901],[1426375],[1426560],[1435172],[1438506],[1446067],[1461318],[1467413],[1472552],[1489275],[1494414],[1505480],[1510587],[1511707],[1513181],[1513366],[1530396],[1538338],[1543445],[1546039],[1546224],[1565437],[1569137],[1569390],[1576828],[1579083],[1580162],[1584245],[1597823],[1602600],[1619299],[1624076],[1630171],[1635310],[1635495],[1662643],[1667782],[1678848],[1700710],[1705817],[1708411],[1708596],[1709517],[1709770],[1713102],[1723514],[1725694],[1744360],[1746540],[1757938],[1789650],[1794427],[1800522],[1805661],[1805914],[1821998],[1827137],[1827322],[1848781],[1868772],[1881364],[1909785],[1911965],[1923363],[1944209],[2027511],[2040103],[2060094], [136314,911563],[176131,1031592],[184890,1061120],[223509,1155580],[228752,1170849],[234251,1187262],[245037,1478885],[266194,1256170],[277579,1278590],[282619,1296517],[285452,1299440],[291891,1315695],[322009,1641643],[325820,1383079],[328653,1386002],[338704,1392079],[347177,922891],[347549,1426765],[350737,1429037],[356768,1441348],[359861,941972],[374346,1220707],[387525,1752235],[396290,1002919],[396662,1513571],[399850,1515843],[406488,1523688],[419863,1550417],[420792,1556321],[420929,1043546],[429034,1555597],[432845,1056358],[435678,1063946],[451183,1096815],[451555,1350053],[458506,1610250],[461921,1870217],[473416,1887059],[474911,1636463],[475840,1642367],[475977,1126667],[483152,1649379],[494872,1136402],[501958,1679628],[503489,1168042],[508051,1686060],[516816,937613],[517188,1182257],[520376,1190184],[527385,1718279],[537077,1479609],[537214,1223630],[541061,1734700],[548493,1989867],[557421,1999783],[562823,1763933],[564354,1253363],[568916,1770365],[571936,1776591],[585036,1015179],[585408,1264007],[592359,1802077],[593308,1289323],[595774,1808734],[607269,2065789],[608764,1311037],[609693,1310280],[609830,1059192],[620825,1844066],[624767,1603818],[630799,1853958],[631661,2091298],[631757,1352325],[635547,1859712],[648514,1873949],[653262,2112889],[659724,1375885],[662190,1890370],[669670,1388870],[674056,1393560],[683748,1392803],[683885,1139325],[687732,1920971],[695164,1931150],[704092,2169212],[709494,1441012],[711025,1184463],[715587,1956636],[720314,1716986],[723000,1458239],[727202,1473705],[733058,1974686],[733988,2199098],[735423,1976969],[738646,1475676],[743032,1480366],[751995,1993623],[761969,2003515],[766717,2009269],[779465,1523352],[783407,1517256],[789439,2032688],[790301,2249938],[790397,1266279],[794187,2038442],[807154,1557078],[811902,2271529],[818364,1310546],[820830,2069100],[829967,1588087],[840579,1852665],[843265,1599521],[845286,2091817],[853323,1609914],[860570,1872656],[863256,1620997],[873314,2116645],[875679,2118928],[883288,1643124],[889743,1648086],[892429,1393069],[896631,1386899],[902487,2144115],[903417,2345769],[904852,2146398],[908075,1670906],[912461,1675596],[913323,2354707],[921424,1685724],[931398,2172944],[936146,2178698],[957250,1727356],[957503,2197053],[967862,1733407],[970548,1479875],[978096,1748202],[988708,2002222],[991394,1759636],[993415,2224915],[994850,1763206],[1001452,1770029],[1008697,1518549],[1019309,2031395],[1021995,1791348],[1024016,2250457],[1032053,1801741],[1032983,2441269],[1034418,2259853],[1039300,1807441],[1041986,1556587],[1052044,2275285],[1054409,2277568],[1062018,1834951],[1090333,1605111],[1105397,2109532],[1111809,1883026],[1112062,2320281],[1117754,1886723],[1122421,1889077],[1125107,1642633],[1143521,1913627],[1143774,2343724],[1154133,1919678],[1156819,1675105],[1158840,2355226],[1164367,1680921],[1174979,2171651],[1177665,1945907],[1179686,2371586],[1181121,1949477],[1187723,1956300],[1190088,2380982],[1201582,1967573],[1232251,1995906],[1232504,2213413],[1235909,1997943],[1244922,1762715],[1249688,1765226],[1282160,1796938],[1282413,2439224],[1297224,2268172],[1303636,2061756],[1303889,2454134],[1309581,2065453],[1314248,2067807],[1316934,1834460],[1318955,2465636],[1325757,2080315],[1330896,1846349],[1365349,1879184],[1383786,2331783],[1396812,2137002],[1427481,2165335],[1427734,2360084],[1431139,2167372],[1440152,1948986],[1444918,1951497],[1445171,2538519],[1456541,1967054],[1483618,2208555],[1494945,1998338],[1514287,2234311],[1514540,2417993],[1522133,2238955],[1527272,2025079],[1527525,2584498],[1561725,2057914],[1586425,2082360],[1608695,2305371],[1613834,2101213],[1614087,2477473],[1651771,2136483],[1690175,2167767],[1737092,2208036],[1778252,2241000],[1861373,2307416] ] cell #3879 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [214481,570828],[221504,793079],[223464,1030945],[223670,797324],[249092,634439],[269805,901379],[276978,1153871],[279199,910955],[282863,694056],[289886,935038],[291846,1186615],[292052,939283],[310045,731950],[326064,765609],[332802,1019047],[333319,1013534],[341012,1029250],[348441,802691],[348994,1050936],[350692,1298793],[350898,1045352],[356167,1313986],[358388,1060512],[367430,834804],[378885,840317],[379402,1095170],[397554,878825],[398107,872206],[399805,1385355],[400011,1128473],[401740,1130605],[404578,899684],[405255,1396550],[419773,1419992],[421201,917318],[421427,1169022],[423132,1174717],[423649,1169204],[425027,1170241],[431342,1184920],[437744,944334],[451815,962087],[453758,1214910],[456596,730255],[457273,1483356],[466725,982933],[474821,1506798],[476249,997346],[476475,1254343],[478180,988446],[478697,1254525],[480075,1255562],[481646,1257516],[483062,1519824],[486051,1266736],[499928,1286997],[501887,1549788],[502421,1289786],[503303,1290720],[503533,1296657],[503832,802812],[506141,1049241],[506818,1296962],[518080,1057555],[520537,1064218],[521939,1065689],[527295,1589362],[531794,1077417],[535270,1337643],[537486,1084522],[537712,1353305],[539555,1343562],[540971,1606386],[543960,1352782],[548154,1098893],[554434,1105135],[562225,1116646],[562752,1635834],[563286,1376348],[564168,1377282],[564398,1383219],[564697,878946],[567006,870511],[567683,1383524],[571865,1648750],[572399,1389333],[585668,1148358],[587611,1410140],[591126,1678586],[593231,1679274],[593352,1419759],[594268,1420274],[595003,1426889],[595684,1422085],[598673,1168499],[610102,1183617],[610328,1185443],[612550,1449755],[613928,1190527],[615561,943633],[620754,1717650],[621288,1458702],[623100,1460742],[625353,1203182],[628095,1206113],[629293,1467571],[630709,1728631],[631801,1483051],[632100,962208],[635476,1734071],[636010,1476139],[643068,1225044],[644820,1226855],[648424,1749477],[650625,982228],[652923,1236772],[656399,1501161],[658615,1243877],[659203,1243014],[659647,1763579],[659768,1506565],[660684,1507080],[661419,1513695],[662100,1508891],[665089,1253820],[669593,1776237],[669714,1519591],[678465,1269244],[681941,1534019],[684157,1276349],[684383,1267259],[686226,1539938],[687642,1798213],[690631,1549158],[693088,1550316],[695093,1551974],[695627,1291901],[708896,1308473],[709957,1312441],[710839,1573658],[711069,1313681],[711368,1057676],[714354,1579900],[718130,1839578],[722923,1843712],[723044,1589129],[724682,1328846],[724950,1590723],[727246,1604250],[727794,1076716],[729977,1334712],[730687,1079718],[732987,1853329],[733521,1599984],[734652,1613242],[735333,1602024],[738569,1859358],[738690,1606153],[746731,1098192],[747874,1355598],[748631,1100074],[751924,1873320],[752458,1621460],[754270,1623500],[756523,1365554],[758275,1367365],[759265,1368485],[760463,1630329],[761879,1884301],[763270,1116767],[764080,1115941],[764641,1636362],[766646,1638020],[767180,1378463],[775359,1649278],[779928,1396084],[781740,1655972],[783993,1398412],[786735,1401343],[787933,1662801],[789349,1914902],[790441,1396245],[790740,1148479],[794116,1920342],[794650,1671369],[799540,1417245],[811563,1432002],[815039,1696391],[817255,1439107],[817843,1438244],[818408,1442373],[819324,1702310],[820059,1444326],[820740,1704121],[823729,1449050],[827729,1961527],[827992,1713487],[830011,1717418],[832796,1718178],[833821,1458931],[837219,1732787],[838395,1970198],[840022,1205412],[840230,957294],[843188,1974332],[843309,1728398],[844947,1470502],[845215,1729992],[845749,1471683],[849217,1734599],[853786,1482890],[855598,1741293],[858386,1989135],[858934,1226154],[859068,977034],[863179,1993269],[863300,1749244],[864938,1492364],[865206,1750838],[868050,1236071],[869193,1497124],[869950,1237953],[870233,1498230],[870943,1239073],[873243,2002886],[873777,1760099],[875589,1762139],[892473,1525833],[894111,1525222],[894379,1782550],[896675,1517688],[897223,1268543],[899406,1531088],[900116,1271545],[902416,2032059],[902950,1791811],[904081,1526680],[904762,1793851],[907998,2038088],[908119,1797980],[909757,1542869],[913762,1287118],[921887,1559602],[923699,1815327],[925952,1561930],[927704,1563741],[928694,1564861],[929892,1822156],[931308,2063031],[932699,1308594],[933509,1307768],[934070,1573071],[936075,1829847],[936609,1574839],[941499,1580763],[944247,1583973],[946372,1843446],[950281,1328145],[953393,1857556],[955012,2085771],[955275,1849166],[956878,1079455],[960079,1853857],[961104,1600213],[961861,1339944],[970592,1612395],[972230,1611784],[972498,1865671],[975858,2103486],[976121,1869157],[976544,1099811],[978140,1873088],[980925,1873848],[981950,1621689],[982660,1361936],[986524,2112157],[987072,1366664],[987206,1110747],[988151,1367784],[988359,1111853],[991317,2116291],[991438,1884068],[993344,1885662],[993878,1634441],[1001915,1645648],[1003727,1896963],[1006722,1899758],[1008741,1648518],[1011526,1655385],[1012551,1654161],[1015949,1647466],[1017125,2139627],[1018752,1400642],[1018960,1143565],[1021918,2143761],[10220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] cell #3880 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [435521],[515726],[575884],[608179],[639495],[673471],[699112],[709378],[742447],[770665],[774752],[779349],[798135],[806569],[848610],[853207],[876400],[882703],[887514],[911876],[916711],[921308],[940094],[959472],[965633],[994265],[996739],[1001336],[1006116],[1027340],[1031937],[1037071],[1038215],[1055130],[1061433],[1074039],[1081692],[1087752],[1108839],[1114031],[1117638],[1120192],[1121336],[1145743],[1151904],[1161786],[1163260],[1180536],[1183010],[1187607],[1196329],[1200432],[1207808],[1211532],[1233394],[1235793],[1241047],[1247107],[1248581],[1265866],[1273519],[1279579],[1291295],[1300666],[1305858],[1309465],[1312019],[1313163],[1325641],[1329421],[1336709],[1340812],[1351912],[1358701],[1362804],[1364421],[1370180],[1373904],[1377857],[1391559],[1395662],[1403038],[1406762],[1428624],[1431023],[1436277],[1442337],[1443811],[1453252],[1455613],[1467297],[1471077],[1478365],[1482468],[1489159],[1492939],[1500227],[1504330],[1515430],[1522017],[1525797],[1533085],[1537188],[1548288],[1555077],[1559180],[1560797],[1566556],[1570280],[1574233],[1583689],[1594534],[1596895],[1608579],[1612359],[1616010],[1618371],[1630055],[1633835],[1641123],[1645226],[1648482],[1650843],[1662527],[1666307],[1673595],[1677698],[1684389],[1688169],[1695457],[1699560],[1710660],[1722958],[1731989],[1733803],[1736164],[1743804],[1754649],[1757010],[1768694],[1772474],[1775516],[1786361],[1788722],[1800406],[1804186],[1807837],[1810198],[1821882],[1825662],[1832950],[1837053],[1845452],[1853061],[1857387],[1858637],[1878628],[1889473],[1891834],[1909229],[1918260],[1920074],[1922435],[1930075],[1940920],[1943281],[1954965],[1958745],[1966498],[1967969],[1973611],[1977393],[2002618],[2008194],[2024182],[2031791],[2036117],[2037367],[2057358],[2068203],[2070564],[2083249],[2085403],[2100316],[2109928],[2115570],[2135927],[2137398],[2143040],[2146822],[2172047],[2177623],[2188892],[2207480],[2208951],[2216347],[2241889],[2244043],[2268568],[2274210],[2308305],[2312120],[2332179],[2335563],[2363018],[2396428],[2420927],[2445973],[2497991],[2547079] ] cell #3881 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3882 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [323192],[393295],[430217],[468649],[472597],[513821],[519900],[528138],[556370],[593066],[602502],[606450],[613039],[622139],[652028],[674809],[692472],[703041],[710820],[714768],[723787],[743785],[780779],[781721],[792878],[799910],[810668],[819779],[826539],[854637],[855579],[892151],[893216],[894834],[906698],[923680],[934912],[970270],[971335],[972953],[1003708],[1005269],[1011194],[1013408],[1025573],[1041708],[1044391],[1086905],[1092830],[1095044],[1124829],[1127512],[1129276],[1134257],[1166864],[1169078],[1196991],[1213581],[1218562],[1234768],[1252185],[1254399],[1256691],[1289391],[1294372],[1326397],[1342737],[1359363],[1364223],[1375953],[1380934],[1388938],[1419449],[1457000],[1458307],[1475744],[1489915],[1493790],[1506255],[1519281],[1588819],[1599589],[1605843],[1614894],[1619758],[1621065],[1670974],[1714346],[1728088],[1748934],[1759704],[1791416],[1797670],[1850025],[1870016],[1883758],[1914359],[1945975],[1999582],[2028755],[2062488],[2091097],[2169011],[2249737],[2354506] ] cell #3883 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3884 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [473083],[560844],[606936],[652742],[657501],[707515],[715254],[724501],[757018],[800396],[811382],[816141],[824253],[834316],[867927],[893930],[914385],[926447],[935626],[940385],[950158],[972049],[1013046],[1014122],[1026583],[1034642],[1046657],[1057067],[1064989],[1094682],[1095758],[1135267],[1136429],[1138190],[1151120],[1169792],[1182336],[1219572],[1220734],[1222495],[1255113],[1256816],[1262832],[1265192],[1278184],[1295382],[1298305],[1342862],[1348878],[1351238],[1381944],[1384867],[1386751],[1391673],[1425590],[1427950],[1457125],[1473557],[1478479],[1494800],[1512396],[1514756],[1517186],[1550269],[1555191],[1587939],[1603748],[1619883],[1624765],[1636315],[1641237],[1649231],[1679558],[1716916],[1718131],[1734552],[1748054],[1751829],[1763863],[1776521],[1843996],[1853810],[1859642],[1868247],[1872586],[1873801],[1920823],[1962504],[1974616],[1993553],[2003367],[2032540],[2038372],[2086748],[2104463],[2116575],[2144045],[2172796],[2219846],[2245388],[2275215],[2300054],[2366517],[2433907],[2519798] ] cell #3885 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3886 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3887 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3888 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3889 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3890 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658102],[762116],[816742],[867437],[873982],[931545],[940986],[947483],[985278],[1035243],[1046167],[1052712],[1062165],[1069468],[1108089],[1133754],[1159560],[1171549],[1181846],[1188391],[1195579],[1218059],[1261295],[1263596],[1278988],[1287843],[1299916],[1310818],[1347341],[1349642],[1390809],[1392477],[1393341],[1408941],[1426354],[1441198],[1477615],[1479283],[1480147],[1513160],[1522903],[1523538],[1538795],[1555995],[1556859],[1609465],[1610100],[1642041],[1642905],[1648335],[1651912],[1685275],[1685910],[1733656],[1737233],[1752633],[1769580],[1770215],[1775561],[1807690],[1811267],[1858682],[1877158],[1889326],[1892903],[1930120],[1931399],[1967822],[1996320],[2008239],[2009518],[2048436],[2083294],[2092066],[2103108],[2122294],[2178947],[2188250],[2200032],[2250706],[2280934],[2296568],[2346703],[2430421], 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] cell #3891 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[323179,1116201],[371692,731411],[385096,750348],[393423,992758],[430204,1308028],[448535,841543],[463445,861534],[470987,871667],[472752,1116041],[492218,900840],[505622,919777],[513949,1179029],[519887,1449310],[533751,958089],[550111,978935],[558945,989672],[561995,2017287],[566487,999805],[582388,1020273],[589930,1030406],[593053,1549418],[597298,1040264],[604840,1050397],[606605,1307868],[613167,1318298],[624457,839190],[633102,1085941],[642172,860260],[654880,1112648],[658341,2129371],[663714,1123385],[680422,1144360],[689256,1155097],[690823,1157193],[692306,1674777],[692600,1418664],[696782,1165206],[705616,1175943],[708666,1939168],[713158,1186076],[714923,1449150],[716281,1711790],[718925,720004],[732783,1206361],[736085,1212502],[757200,2228036],[763053,2234938],[764272,1245296],[768335,1250527],[783097,1017920],[791742,1277768],[793912,1543117],[795805,1282999],[797433,1284512],[798076,1285352],[799266,1800917],[800065,1549258],[800812,1038990],[813520,1304475],[816981,2055513],[822354,1315212],[823921,1317308],[825404,1834132],[825698,1582182],[834498,2294190],[842882,1334949],[842988,1335621],[845974,1341652],[868751,2326150],[873039,1368733],[876341,1374874],[876946,1122111],[888354,889433],[902212,1401591],[905514,1407732],[906119,1152744],[907692,1671835],[907798,1672507],[911565,1414562],[911714,1415255],[913545,1923717],[926629,2159060],[932482,2165962],[933701,1440526],[935871,1705489],[937764,1445757],[939392,1447270],[940035,1448110],[941225,1955476],[942024,1711630],[949449,1201272],[950982,2387096],[954046,1464119],[958820,1465338],[959622,1465535],[966473,967552],[983766,1492612],[985844,2415318],[991011,1498467],[991117,1499139],[994103,1505170],[1010615,1274359],[1013228,2018804],[1014367,1784609],[1021612,1531325],[1021718,1531997],[1024704,1538028],[1026072,1542821],[1026688,1798447],[1027490,1798644],[1030831,1544437],[1045461,1560454],[1047481,2262539],[1051769,1565109],[1055071,1571250],[1057249,1831190],[1057355,1831862],[1061122,1578080],[1061271,1578773],[1063102,2071846],[1068572,1322463],[1072260,2470738],[1075892,1593970],[1081057,1595811],[1082532,1092251],[1094864,2094938],[1096003,1867730],[1104008,1363644],[1106660,1621926],[1106766,1622598],[1108605,1626877],[1113379,1628096],[1114181,1628293],[1128582,1646500],[1134756,1401295],[1137253,2131369],[1138372,1907384],[1138478,1908056],[1140317,1659349],[1145091,1660568],[1145893,1660765],[1150585,1671884],[1151269,1921351],[1166285,1437117],[1170037,1687842],[1170851,1689790],[1172115,2357409],[1177282,1693697],[1177388,1694369],[1180374,1700400],[1181742,1705193],[1182358,1953006],[1183160,1953203],[1186501,1706809],[1191454,2543181],[1194618,1452688],[1196095,1719609],[1202345,1722869],[1206065,1219061],[1221558,2202922],[1222677,1987412],[1222783,1988084],[1227927,1485981],[1232742,1749711],[1233544,1749908],[1235247,1754085],[1240412,1755926],[1241887,1251606],[1255358,1772147],[1256172,1774095],[1262297,1531374],[1263492,1784313],[1264087,2236280],[1265214,2025509],[1266016,2025706],[1267719,1785797],[1272884,1787638],[1294871,1564813],[1298487,1813753],[1298593,1814425],[1298679,1815775],[1300432,1818704],[1305206,1819923],[1306008,1820120],[1310700,1831239],[1311384,2069480],[1323972,1583600],[1325095,1844888],[1334998,1348343],[1336475,1855288],[1349538,1867434],[1350133,2302696],[1351260,2101643],[1352062,2101840],[1353915,1868209],[1356990,1615446],[1358467,1617197],[1362169,1874329],[1364717,1878539],[1368437,1381433],[1385049,1895389],[1385155,1896061],[1385241,1897411],[1386684,2333434],[1386773,2130594],[1391325,1905880],[1393223,1907433],[1395027,2137635],[1397575,1909140],[1419804,1929719],[1425055,1693746],[1426250,1687546],[1427972,1935982],[1428774,1936179],[1430477,1940356],[1435642,1942197],[1454023,1962466],[1455909,1966409],[1466751,1975508],[1473490,2394299],[1473579,2202147],[1478131,1985908],[1480029,1987461],[1481833,2209188],[1484512,1988496],[1487490,1743715],[1488613,1744711],[1492316,1494289],[1498516,1511861],[1499993,1755836],[1506610,2007838],[1513056,1771851],[1514778,2014101],[1515580,2014298],[1517370,2236113],[1519636,2019573],[1521471,2023618],[1532851,2034018],[1545914,2046164],[1550291,2046939],[1556741,1813802],[1558545,2053059],[1561093,2057269],[1584878,2078628],[1587872,2469177],[1587961,2291851],[1589174,2082031],[1595305,2086710],[1597191,2090653],[1603932,2302529],[1606198,2095707],[1608033,2099752],[1616781,1869667],[1618667,1869572],[1621975,1624230],[1629509,1879535],[1633212,1635185],[1636337,2120797],[1642787,1895438],[1644591,2126917],[1649253,2131895],[1651139,2135838],[1661981,2144937],[1673361,2155337],[1675259,2156890],[1679742,2157925],[1682008,1931491],[1695223,1942107],[1708286,1958122],[1717100,2385027],[1718153,2190910],[1724147,2195366],[1728443,2198769],[1734574,2203448],[1736460,2207391],[1744993,1989829],[1745220,1745356],[1747987,2559507],[1748076,2404473],[1749289,2215129],[1755420,1999233],[1757306,1999138],[1760614,1762869],[1764047,2226901],[1766313,2009610],[1776705,2237268],[1787132,2245350],[1789018,2249293],[1798025,2254347],[1799860,2258392],[1821336,2058265],[1825039,1827012],[1834614,2074168],[1844180,2292344],[1853832,2299228],[1854872,2090748],[1856085,2092158],[1859826,2303684],[1872770,2486590],[1873823,2314138],[1879817,2112851],[1880044,1880180],[1884113,2321997],[1910418,2342037],[1914714,2345440],[1920845,2350119],[1922731,2354062],[1941691,2168662],[1943577,2168567],[1946885,1949140],[1952584,2179039],[1974800,2391562],[1975790,2199060],[1976017,1976153],[1993737,2404966],[2003389,2411850],[2005642,2225256],[2032562,2433081],[2033602,2249388],[2034815,2250798],[2038556,2437537],[2058547,2271491],[2058774,2058910],[2062843,2455850],[2116759,2493125],[2144229,2512088],[2145219,2345731],[2145446,2145582],[2154921,2354157],[2156134,2355567],[2172818,2532376],[2175071,2371927],[2258674,2441231],[2258901,2259037],[2275399,2600150],[2287304,2465977] ] cell #3892 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520331],[608674],[673966],[709423],[742942],[779394],[807064],[818287],[853252],[883198],[887559],[892352],[912371],[921353],[965678],[970471],[994760],[1001381],[1006459],[1031982],[1037116],[1041909],[1061928],[1081737],[1088095],[1117683],[1120237],[1125030],[1129904],[1151949],[1156742],[1162129],[1163305],[1181031],[1187652],[1200477],[1208151],[1214209],[1235838],[1241092],[1244845],[1247450],[1248626],[1273564],[1279922],[1290019],[1291638],[1309510],[1312064],[1316857],[1325686],[1329764],[1336942],[1340857],[1362849],[1365272],[1370523],[1376581],[1378200],[1395707],[1403381],[1409439],[1421384],[1431068],[1436322],[1440075],[1442680],[1443856],[1456464],[1460041],[1467342],[1471420],[1482513],[1489204],[1493282],[1494938],[1500460],[1504375],[1508190],[1522062],[1526140],[1533318],[1537233],[1559225],[1561648],[1566899],[1572957],[1574576],[1584100],[1586418],[1597746],[1601323],[1608624],[1612702],[1619222],[1622799],[1630100],[1634178],[1645271],[1651694],[1655271],[1662572],[1666650],[1677743],[1684434],[1688512],[1690168],[1695690],[1699605],[1703420],[1713095],[1723369],[1725687],[1737015],[1740592],[1744215],[1746533],[1757861],[1761438],[1768739],[1772817],[1775927],[1778245],[1789573],[1793150],[1800451],[1804529],[1811049],[1814626],[1821927],[1826005],[1837098],[1848774],[1857432],[1859048],[1861366],[1868765],[1879039],[1881357],[1892685],[1896262],[1899366],[1909640],[1911958],[1923286],[1926863],[1930486],[1932804],[1944132],[1947709],[1955010],[1959088],[1966909],[1974022],[1978244],[1979394],[1998331],[2008605],[2010923],[2027504],[2036162],[2037778],[2040096],[2047495],[2057769],[2060087],[2071415],[2074992],[2082353],[2083660],[2088916],[2092481],[2115981],[2121353],[2136338],[2143451],[2147673],[2148823],[2167760],[2178034],[2180352],[2192254],[2194242],[2207891],[2216758],[2222014],[2240993],[2242300],[2247556],[2251121],[2274621],[2279993],[2290588],[2307409],[2308716],[2315482],[2338925],[2340913],[2363429],[2368685],[2399790],[2403210],[2421338],[2424441],[2449335],[2479489],[2501353],[2523736],[2569819],[2613252] ] cell #3893 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658841],[762971],[799766],[817481],[825913],[867502],[874908],[913463],[932400],[941725],[941789],[947548],[985348],[1026241],[1033647],[1046232],[1053638],[1056110],[1063020],[1063770],[1069538],[1080631],[1102107],[1107952],[1133819],[1134925],[1136154],[1150773],[1171619],[1181911],[1182013],[1189317],[1195442],[1207031],[1218124],[1219230],[1220459],[1228893],[1239986],[1261365],[1262485],[1263661],[1263763],[1272458],[1278303],[1293934],[1295040],[1296269],[1299779],[1310418],[1310888],[1321958],[1335822],[1347411],[1348531],[1349707],[1349809],[1357814],[1369403],[1372805],[1380496],[1381602],[1382831],[1390672],[1391792],[1392941],[1393411],[1402261],[1413354],[1415689],[1424123],[1425243],[1426419],[1426521],[1435216],[1441061],[1463614],[1472596],[1477478],[1478598],[1479747],[1480217],[1485476],[1494458],[1499340],[1503199],[1503462],[1505604],[1510929],[1512049],[1513225],[1513327],[1518334],[1518423],[1520348],[1523401],[1532198],[1543787],[1546083],[1546185],[1554190],[1555310],[1556459],[1556929],[1565779],[1569181],[1576872],[1579207],[1597867],[1602942],[1604896],[1604985],[1606910],[1609963],[1619343],[1624418],[1626372],[1632559],[1633260],[1635354],[1635456],[1640236],[1641356],[1642505],[1642975],[1648200],[1658844],[1667826],[1672708],[1674977],[1675447],[1680706],[1680795],[1682720],[1685773],[1694570],[1698429],[1698692],[1700834],[1706159],[1708455],[1708557],[1709561],[1719104],[1726582],[1727141],[1727230],[1731102],[1733521],[1747428],[1751948],[1754435],[1757982],[1760328],[1762587],[1763057],[1765011],[1765100],[1767025],[1770078],[1789694],[1794769],[1796723],[1796812],[1801790],[1805705],[1807555],[1808608],[1810494],[1818199],[1824386],[1825087],[1827181],[1827283],[1832063],[1834332],[1834802],[1835922],[1836185],[1845238],[1846134],[1846223],[1847069],[1848435],[1851299],[1852779],[1868426],[1871290],[1878272],[1878912],[1882252],[1882811],[1882900],[1886772],[1889191],[1890244],[1892130],[1905375],[1912853],[1913412],[1913501],[1917373],[1919792],[1923407],[1928482],[1928745],[1931264],[1940706],[1944253],[1946599],[1948858],[1949328],[1951282],[1951371],[1956349],[1957469],[1958170],[1962683],[1963471],[1964350],[1966782],[1967687],[1969367],[1976843],[1977689],[1985403],[1988304],[1995691],[1995780],[1997992],[2000856],[2002336],[2009383],[2023968],[2024864],[2024953],[2027165],[2030029],[2031509],[2040991],[2045511],[2046212],[2057002],[2057642],[2060982],[2061541],[2061630],[2065502],[2067921],[2067989],[2068974],[2070860],[2073882],[2078436],[2079147],[2080364],[2086927],[2088594],[2091931],[2100102],[2100998],[2101087],[2105430],[2106309],[2109646],[2111326],[2118802],[2132900],[2133779],[2136211],[2137116],[2137184],[2138796],[2146272],[2147118],[2148484],[2151348],[2156604],[2165120],[2165209],[2167421],[2170285],[2171765],[2177907],[2178812],[2189199],[2195174],[2197102],[2204453],[2205332],[2207764],[2208669],[2208737],[2212245],[2213462],[2221692],[2225029],[2234096],[2234185],[2237787],[2239004],[2239792],[2242173],[2245567],[2247234],[2250571],[2252251],[2252691],[2259727],[2264070],[2264949],[2268286],[2268354],[2269966],[2277442],[2297517],[2304203],[2305420],[2306208],[2308589],[2312427],[2320330],[2327681],[2328560],[2331897],[2331965],[2335870],[2336581],[2337021],[2341845],[2343773],[2352003],[2355340],[2358916],[2360133],[2360921],[2363302],[2368363],[2371700],[2380856],[2387839],[2394177],[2396735],[2397446],[2397886],[2410139],[2416825],[2418042],[2418830],[2421211],[2431370],[2439273],[2446280],[2446991],[2447431],[2454183],[2462413],[2465750],[2471534],[2477522],[2489402],[2498298],[2499009],[2499449],[2514703],[2517261],[2530665],[2538568],[2543594],[2551490],[2561864],[2562304],[2584547],[2605323],[2613864],[2622783],[2645157],[2694604] ] cell #3894 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3895 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1802709],[1838362],[1887691],[1924549],[1957268],[1959743],[2006014],[2036585],[2042100],[2066421],[2067302],[2072678],[2076119],[2111613],[2119263],[2134215],[2135567],[2148067],[2175443],[2176841],[2177245],[2182356],[2189486],[2205768],[2207120],[2218362],[2237729],[2239375],[2240245],[2240649],[2252193],[2265385],[2266737],[2270253],[2277903],[2279136],[2279237],[2291074],[2297804],[2304145],[2305791],[2306661],[2307065],[2312714],[2317081],[2328996],[2330348],[2336157],[2336523],[2337280],[2337381],[2353791],[2358858],[2360504],[2361374],[2361778],[2365033],[2373322],[2384116],[2390292],[2397022],[2397388],[2398145],[2398246],[2403696],[2407155],[2410426],[2412882],[2414660],[2416767],[2418413],[2419283],[2419687],[2423269],[2424927],[2425947],[2431657],[2440514],[2440918],[2445101],[2446222],[2446567],[2446933],[2447690],[2447791],[2450934],[2464201],[2467632],[2471476],[2473799],[2478317],[2479975],[2480995],[2485163],[2485679],[2488985],[2491855],[2493931],[2494061],[2495314],[2495718],[2497119],[2498240],[2498585],[2498951],[2499708],[2499809],[2503460],[2504642],[2510818],[2517548],[2518671],[2518772],[2522564],[2522952],[2524222],[2525242],[2530952],[2533408],[2535186],[2539809],[2540213],[2543536],[2547588],[2549386],[2550943],[2551432],[2551777],[2552573],[2553755],[2557962],[2558555],[2561806],[2563613],[2564129],[2565883],[2566189],[2567334],[2567435],[2568647],[2569035],[2570305],[2571325],[2574657],[2580824],[2585342],[2587000],[2588020],[2591522],[2592704],[2598880],[2600956],[2601086],[2602339],[2602743],[2604144],[2605265],[2605610],[2606733],[2606834],[2608066],[2610126],[2612633],[2613806],[2614491],[2615153],[2616295],[2616493],[2617210],[2617858],[2622725],[2622800],[2626777],[2626829],[2626961],[2627370],[2628575],[2629358],[2630132],[2630621],[2631762],[2632944],[2641255],[2643053],[2644610],[2645099],[2645444],[2646240],[2647422],[2651172],[2651629],[2657280],[2657796],[2659550],[2659856],[2661001],[2661102],[2662314],[2662702],[2663972],[2664992],[2666048],[2666178],[2669667],[2669719],[2669851],[2670110],[2670965],[2671649],[2672150],[2673146],[2673702],[2678508],[2681015],[2682093],[2682188],[2682263],[2682873],[2683535],[2684875],[2686240],[2693373],[2694546],[2695231],[2695893],[2697035],[2697233],[2697950],[2698598],[2701953],[2702787],[2702917],[2707517],[2707569],[2707701],[2708110],[2709315],[2710098],[2710872],[2711361],[2712502],[2713684],[2715438],[2715744],[2718903],[2718998],[2719164],[2719896],[2720333],[2721427],[2725323],[2727971],[2728230],[2729085],[2729769],[2730270],[2738160],[2738212],[2738344],[2738603],[2739458],[2740142],[2740643],[2741639],[2742195],[2743823],[2745627],[2745825],[2746236],[2746542],[2749508],[2750586],[2750681],[2750756],[2751366],[2752028],[2753368],[2754733],[2754785],[2757314],[2758088],[2759561],[2760168],[2761010],[2764980],[2765032],[2765164],[2765423],[2767574],[2767740],[2768909],[2773899],[2776032],[2776127],[2776293],[2776345],[2777025],[2777462],[2778556],[2779895],[2780629],[2782126],[2782682],[2785100],[2785359],[2786214],[2786898],[2787399],[2789799],[2790579],[2792581],[2793813],[2798157],[2798252],[2798418],[2798470],[2799442],[2800049],[2805045],[2805304],[2806361],[2806700],[2806968],[2807284],[2807729],[2807810],[2810158],[2810595],[2811689],[2814374],[2814540],[2814592],[2815709],[2818876],[2824277],[2824616],[2824884],[2825200],[2825645],[2825936],[2830375],[2830541],[2830593],[2831419],[2831707],[2832507],[2834408],[2837048],[2837387],[2837655],[2837971],[2841282],[2845640],[2845928],[2846728],[2849624],[2849963],[2850231],[2850547],[2851382],[2851889],[2855532],[2855820],[2861286],[2862429],[2862936],[2863873],[2865199],[2865487],[2866371],[2869905],[2874124],[2874753],[2876015],[2877158],[2883515],[2884922],[2891198] ] cell #3896 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [473643],[533601],[561594],[561963],[592586],[607496],[627972],[654730],[658200],[658342],[680272],[691905],[692274],[708265],[708634],[715814],[729797],[753463],[755931],[759142],[762926],[786612],[795655],[799125],[799267],[813370],[816840],[816982],[825003],[825372],[825945],[831110],[836876],[864815],[867457],[870053],[899226],[906423],[909634],[913418],[925360],[928571],[932355],[941084],[941226],[942342],[946029],[947503],[958393],[979239],[981770],[985005],[1009840],[1010919],[1015606],[1026196],[1028792],[1046187],[1048783],[1055980],[1062975],[1063803],[1069195],[1080586],[1091476],[1092555],[1097495],[1100588],[1102062],[1112952],[1132300],[1133774],[1134880],[1136024],[1144664],[1150430],[1165510],[1166589],[1171276],[1181866],[1182046],[1193639],[1206688],[1216605],[1218079],[1219185],[1220329],[1228550],[1239941],[1243270],[1250831],[1251910],[1261022],[1262142],[1263616],[1263796],[1272413],[1283303],[1292415],[1293889],[1294995],[1296139],[1304779],[1334019],[1341956],[1347068],[1348188],[1349662],[1349842],[1363948],[1369060],[1372760],[1373008],[1378977],[1380451],[1381557],[1382701],[1401918],[1413309],[1415559],[1423780],[1424900],[1426374],[1426554],[1435171],[1438500],[1446061],[1461317],[1467407],[1472551],[1489269],[1494413],[1505474],[1510586],[1511706],[1513180],[1513360],[1530395],[1538332],[1543444],[1546038],[1546218],[1565436],[1569136],[1569384],[1576827],[1579077],[1580156],[1584244],[1597822],[1602599],[1619298],[1624075],[1630165],[1635309],[1635489],[1662637],[1667781],[1678842],[1700704],[1705816],[1708410],[1708590],[1709516],[1709764],[1713101],[1723513],[1725693],[1744359],[1746539],[1757937],[1789649],[1794426],[1800516],[1805660],[1805908],[1821992],[1827136],[1827316],[1848780],[1868771],[1881363],[1909784],[1911964],[1923362],[1944208],[2027510],[2040102],[2060093], 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] cell #3897 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3898 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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312,2104408],[1871481,2104048],[1874977,1876876],[1881974,2113466],[1883744,2318280],[1885207,2494627],[1887154,2117450],[1892512,2326659],[1894376,2127565],[1902082,2337992],[1912575,2346346],[1914345,2512485],[1923113,2515744],[1924977,2356507],[1943959,2658785],[1945823,2751998],[1956731,2379504],[1971075,2388597],[1978071,2393064],[1982110,2398857],[1990012,1990092],[1999568,2219706],[1999878,2219791],[2001047,2219431],[2004543,2006442],[2028741,2579612],[2030220,2433492],[2040713,2441846],[2060704,2272106],[2062474,2452133],[2063937,2601652],[2065884,2276090],[2071242,2460512],[2073106,2286205],[2091083,2299914],[2091393,2299999],[2113034,2113114],[2140504,2509123],[2147500,2513590],[2151539,2519383],[2168997,2366377],[2169307,2366462],[2170476,2366102],[2173972,2175871],[2184202,2666744],[2199243,2199323],[2249723,2433767],[2250033,2433852],[2260955,2589772],[2271674,2271754],[2345914,2345994],[2354492,2519658],[2354802,2519743],[2441414,2441494] ] cell #3899 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3900 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [234998,2287914],[290180,2374610],[292960,2186266],[333613,2427946],[356102,2459662],[356402,2283429],[379696,2482994],[405190,2507281],[405490,2348268],[423943,2527241],[431019,2376546],[431214,2536065],[457208,2556394],[457508,2201597],[478991,2573324],[482204,2575644],[485728,2435173],[485923,2577984],[500222,2440074],[504008,1808532],[506753,2595343],[507053,2050931],[515104,2461713],[540113,2618845],[543637,2301320],[543832,2621185],[562519,2636680],[564873,1890168],[567618,2635583],[567918,2124789],[570191,2508825],[571420,2637860],[575262,2514003],[591061,2518105],[591361,1674327],[594826,2652616],[595512,1681853],[598350,2160899],[598545,2654956],[612844,2539369],[629851,2196018],[632276,1976767],[633802,2388299],[635031,2675302],[638873,2393477],[659138,2690275],[659438,2016837],[661242,2687227],[661928,1766158],[664766,2229875],[664961,2689567],[667842,2579355],[668428,2691361],[686784,2438189],[690308,1800820],[690503,2587503],[693419,2262198],[694648,2704122],[694916,1554474],[698490,2264249],[709190,2596440],[711544,2068898],[714289,2606167],[714589,1833682],[722286,2468619],[725508,2719748],[730758,2087728],[732542,2296942],[735161,1855930],[736818,2472330],[737404,2723311],[757304,2733497],[761021,2319246],[763446,2118726],[763757,2129274],[763952,2736040],[764972,2325809],[766201,2733422],[766469,1640520],[770043,2327860],[773115,2640900],[775690,2131028],[788491,2342689],[790916,2146196],[792442,1671738],[793671,2516686],[797513,1415101],[800658,1422788],[800940,2357630],[801526,2747496],[817778,2655664],[818078,1938718],[819882,2537484],[820568,1952429],[823406,1955379],[823601,2664475],[832013,2544193],[833127,2386755],[834602,2760976],[835396,2760901],[840849,1973234],[842023,2196517],[845038,1731386],[846973,2547233],[849548,2202581],[862542,2558949],[865764,2405618],[867640,2227939],[868877,2772108],[871014,2220826],[872798,2409564],[875417,2005487],[875778,1505016],[876792,1509594],[877074,2415539],[877660,2771887],[888200,1260030],[888482,2236501],[891715,1531228],[894937,2578692],[900187,2246368],[901971,2430795],[904590,2034660],[906247,1542667],[906833,2438688],[913938,2259651],[915074,2056302],[926733,2704197],[930450,2453099],[932875,2277366],[933186,2055416],[933381,2706740],[934401,1831093],[935630,2604748],[935898,1832347],[939472,1578619],[947686,2294093],[948116,2610621],[949295,1592117],[949577,2470959],[951108,2794933],[951242,2794712],[953677,2086342],[953892,1850223],[956627,2087969],[960410,2298361],[966319,1346076],[966601,2302917],[969834,1334852],[973056,2621893],[980142,2623382],[981256,2488318],[982731,2315156],[983525,2487610],[985500,1625829],[985857,2803667],[988978,2115193],[990152,2319745],[993167,1634816],[995102,1877572],[1007097,2133079],[1010743,1401141],[1011857,1907287],[1013332,2637935],[1014126,2640478],[1019579,2142663],[1020753,2343188],[1023768,1917657],[1025703,1152590],[1028278,2349252],[1029753,2351137],[1034156,2155979],[1041272,1693600],[1044494,2526144],[1046370,2158963],[1047607,2747717],[1049744,2367497],[1051528,2530090],[1054147,2174916],[1054508,1700246],[1055522,1181373],[1055804,1705039],[1056390,2537983],[1063495,2380780],[1065064,2821474],[1068203,1962098],[1068418,1714544],[1069690,1716531],[1071296,1963650],[1072273,2822284],[1075746,1970838],[1080769,2197903],[1082378,1218692],[1082660,2390795],[1088733,2204632],[1092379,1205911],[1093493,1987315],[1094968,2675377],[1095762,2677920],[1102245,2406715],[1102675,2679003],[1103854,1493920],[1104136,2561289],[1105667,1992171],[1105801,2212877],[1107965,1753030],[1108236,1997407],[1108451,1753731],[1111186,2221067],[1114969,2410983],[1124393,1498370],[1127615,2572227],[1133957,2018707],[1134387,1274205],[1135566,1263123],[1135848,1784159],[1137379,2691582],[1137513,2583962],[1139948,2244982],[1140163,2028953],[1142898,2246609],[1146681,2432214],[1152872,2436770],[1154403,2256118],[1158592,1545545],[1166413,1564659],[1167527,1813656],[1169002,2449009],[1169796,2594635],[1171771,1817656],[1172128,2783722],[1175249,2273833],[1176423,2453598],[1179438,1826643],[1185423,2461547],[1189826,2287149],[1191467,2843590],[1192601,2077861],[1194472,1840218],[1195455,1841913],[1195726,2079779],[1195941,1842614],[1207183,1852210],[1208789,2087894],[1218262,2094841],[1219871,1349169],[1220153,1867280],[1221684,2723532],[1221818,2476937],[1224419,2311852],[1227558,1867841],[1227773,1615092],[1229045,1872201],[1230651,2105609],[1231628,2105684],[1234332,1621829],[1235101,1877647],[1240124,2321131],[1241733,1381064],[1242015,2492358],[1251734,1368283],[1252848,1895292],[1254323,2501027],[1255117,2634875],[1256891,2641121],[1260245,1387831],[1261517,1902802],[1264100,2736966],[1267239,2508378],[1267573,2140267],[1272596,2344574],[1274487,2511321],[1278802,1669867],[1280560,2351303],[1281537,2351378],[1285320,2156744],[1294072,1931345],[1294502,1436963],[1295681,1425881],[1295963,1687392],[1297494,2161600],[1297628,2359548],[1299792,1939301],[1300063,2166836],[1300278,1940002],[1303013,2367738],[1306796,253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] cell #3901 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [292934],[356347],[405435],[431079],[457453],[485788],[506998],[515174],[543697],[567863],[571215],[575332],[591306],[598410],[634826],[638943],[659383],[664826],[668917],[690368],[694443],[698560],[714534],[732337],[737893],[763817],[765996],[770113],[774227],[793466],[797583],[802015],[803078],[818023],[823466],[835191],[842512],[848085],[867768],[872593],[875848],[878149],[879212],[901766],[907322],[916186],[917610],[933246],[935425],[939542],[947814],[951731],[958947],[962474],[983320],[985640],[990641],[996214],[997638],[1013921],[1021242],[1026815],[1037690],[1046498],[1051323],[1054578],[1056879],[1057942],[1069830],[1073514],[1080897],[1084814],[1095557],[1102373],[1106290],[1107973],[1113506],[1117033],[1120811],[1134085],[1138002],[1145218],[1148745],[1169591],[1171911],[1176912],[1182485],[1183909],[1192821],[1195463],[1207323],[1211007],[1218390],[1222307],[1229185],[1232869],[1240252],[1244169],[1254912],[1261657],[1265341],[1272724],[1276641],[1287384],[1294200],[1298117],[1299800],[1305333],[1308860],[1312638],[1321979],[1333201],[1335843],[1347703],[1351387],[1355193],[1357835],[1369695],[1373379],[1380762],[1384679],[1388051],[1390693],[1402553],[1406237],[1413620],[1417537],[1424415],[1428099],[1435482],[1439399],[1450142],[1463635],[1472862],[1474857],[1477499],[1485497],[1496719],[1499361],[1511221],[1514905],[1518355],[1529577],[1532219],[1544079],[1547763],[1551569],[1554211],[1566071],[1569755],[1577138],[1581055],[1590318],[1598702],[1603234],[1604917],[1626393],[1637615],[1640257],[1658865],[1668092],[1670087],[1672729],[1680727],[1691949],[1694591],[1706451],[1710135],[1719125],[1720471],[1727162],[1731123],[1758817],[1765032],[1782145],[1790529],[1795061],[1796744],[1818220],[1829442],[1832084],[1846155],[1848456],[1865266],[1876141],[1882832],[1905396],[1906742],[1913433],[1917394],[1945088],[1951303],[1963492],[1985424],[1986770],[1995712],[2024885],[2027186],[2054871],[2061562],[2101019],[2105451],[2128729],[2132921],[2165141],[2204474],[2234117],[2264091],[2327702],[2387860] ] cell #3902 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [435556],[515800],[575958],[608117],[639569],[673409],[699186],[709309],[742385],[770739],[774620],[779280],[798209],[806507],[848478],[853138],[876474],[882641],[887373],[911814],[916579],[921239],[940168],[959340],[965492],[994203],[996607],[1001267],[1005969],[1027208],[1031868],[1036930],[1038083],[1055204],[1061371],[1073907],[1081551],[1087605],[1108777],[1113899],[1117569],[1120051],[1121204],[1145611],[1151763],[1161639],[1163119],[1180474],[1182878],[1187538],[1196267],[1200291],[1207661],[1211400],[1233262],[1235724],[1240906],[1246960],[1248440],[1265734],[1273378],[1279432],[1291148],[1300604],[1305726],[1309396],[1311878],[1313031],[1325572],[1329274],[1336647],[1340671],[1351780],[1358639],[1362663],[1364473],[1370033],[1373772],[1377710],[1391497],[1395521],[1402891],[1406630],[1428492],[1430954],[1436136],[1442190],[1443670],[1453177],[1455665],[1467228],[1470930],[1478303],[1482327],[1489090],[1492792],[1500165],[1504189],[1515298],[1521948],[1525650],[1533023],[1537047],[1548156],[1555015],[1559039],[1560849],[1566409],[1570148],[1574086],[1583856],[1594459],[1596947],[1608510],[1612212],[1615935],[1618423],[1629986],[1633688],[1641061],[1645085],[1648407],[1650895],[1662458],[1666160],[1673533],[1677557],[1684320],[1688022],[1695395],[1699419],[1710528],[1723125],[1731927],[1733728],[1736216],[1743971],[1754574],[1757062],[1768625],[1772327],[1775683],[1786286],[1788774],[1800337],[1804039],[1807762],[1810250],[1821813],[1825515],[1832888],[1836912],[1845377],[1852986],[1857318],[1858804],[1878795],[1889398],[1891886],[1909396],[1918198],[1919999],[1922487],[1930242],[1940845],[1943333],[1954896],[1958598],[1966665],[1967894],[1973778],[1977445],[2002543],[2008361],[2024107],[2031716],[2036048],[2037534],[2057525],[2068128],[2070616],[2083416],[2085455],[2100241],[2109853],[2115737],[2136094],[2137323],[2143207],[2146874],[2171972],[2177790],[2188944],[2207647],[2208876],[2216514],[2242056],[2244095],[2268493],[2274377],[2308472],[2312172],[2332104],[2335615],[2363185],[2396480],[2421094],[2446025],[2498043],[2547131] ] cell #3903 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [613973],[710052],[780023],[818342],[853881],[892407],[921982],[934002],[970526],[1002010],[1006514],[1011458],[1032611],[1041964],[1088150],[1093094],[1118312],[1125085],[1130391],[1156797],[1162184],[1167128],[1188281],[1208206],[1214696],[1244900],[1247505],[1252449],[1257514],[1279977],[1284921],[1290506],[1291693],[1310139],[1316912],[1329819],[1337429],[1343560],[1365327],[1370578],[1374443],[1377068],[1378255],[1403436],[1409926],[1420272],[1421871],[1440130],[1442735],[1447679],[1456519],[1460528],[1467569],[1471475],[1493337],[1495765],[1500947],[1507078],[1508677],[1526195],[1533805],[1539936],[1551972],[1561703],[1566954],[1570819],[1573444],[1574631],[1587245],[1590721],[1597801],[1601810],[1612757],[1619277],[1623286],[1625008],[1630327],[1634233],[1638018],[1651749],[1655758],[1662799],[1666705],[1688567],[1690995],[1696177],[1702308],[1703907],[1713485],[1715710],[1726514],[1729990],[1737070],[1741079],[1747360],[1750836],[1757916],[1761925],[1772872],[1779072],[1782548],[1789628],[1793637],[1804584],[1811104],[1815113],[1816835],[1822154],[1826060],[1829845],[1839629],[1849164],[1851389],[1862193],[1865669],[1869155],[1871380],[1882184],[1885660],[1892740],[1896749],[1899756],[1901981],[1912785],[1916261],[1923341],[1927350],[1933631],[1937107],[1944187],[1948196],[1959143],[1970249],[1978299],[1979784],[1982009],[1989186],[1998721],[2000946],[2011750],[2015226],[2018359],[2027894],[2030119],[2040923],[2044399],[2047885],[2050110],[2060914],[2064390],[2071470],[2075479],[2082743],[2089306],[2093308],[2094493],[2112208],[2121743],[2123968],[2139678],[2147728],[2149213],[2151438],[2158615],[2168150],[2170375],[2181179],[2184655],[2191580],[2192644],[2197555],[2200776],[2222404],[2227591],[2241383],[2247946],[2251948],[2253133],[2270848],[2280383],[2282608],[2293745],[2295461],[2307799],[2315872],[2320783],[2338251],[2339315],[2344226],[2347447],[2369075],[2374262],[2384013],[2399116],[2400180],[2406367],[2427598],[2429314],[2449725],[2454636],[2482646],[2485576],[2501743],[2504539],[2526893],[2553652],[2572976],[2592601],[2632841],[2670713] ] cell #3904 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [825481],[934748],[1012204],[1055479],[1093840],[1135523],[1167874],[1181364],[1219828],[1253195],[1258025],[1263114],[1285667],[1295638],[1344071],[1349160],[1375189],[1382200],[1387822],[1415058],[1420783],[1425872],[1448425],[1468080],[1474628],[1504973],[1507589],[1512678],[1518081],[1540447],[1545536],[1551340],[1552483],[1571565],[1578576],[1591232],[1598473],[1604643],[1625786],[1630838],[1634807],[1637386],[1638529],[1663310],[1669858],[1680453],[1681844],[1700203],[1702819],[1707908],[1716488],[1720242],[1726888],[1730501],[1751347],[1753722],[1758588],[1764758],[1766149],[1783059],[1790300],[1796470],[1808266],[1817613],[1822665],[1826634],[1829213],[1830356],[1842605],[1845881],[1852167],[1855921],[1866180],[1872158],[1875912],[1877599],[1882558],[1886171],[1889902],[1902759],[1906513],[1913159],[1916772],[1937618],[1939993],[1944859],[1951029],[1952420],[1961845],[1963677],[1973225],[1976501],[1982787],[1986541],[1992162],[1995438],[2001724],[2005478],[2015737],[2021335],[2024611],[2030897],[2034651],[2044910],[2050888],[2054642],[2056329],[2061288],[2064901],[2068632],[2077888],[2086089],[2087921],[2097469],[2100745],[2103804],[2105636],[2115184],[2118460],[2124746],[2128500],[2131274],[2133106],[2142654],[2145930],[2152216],[2155970],[2161591],[2164867],[2171153],[2174907],[2185166],[2194626],[2201554],[2202827],[2204659],[2210986],[2219187],[2221019],[2230567],[2233843],[2236528],[2244729],[2246561],[2256109],[2259385],[2262444],[2264276],[2273824],[2277100],[2283386],[2287140],[2293242],[2298607],[2302012],[2302944],[2317854],[2326055],[2327887],[2341297],[2348225],[2349498],[2351330],[2357657],[2365858],[2367690],[2377238],[2380514],[2386074],[2387001],[2390822],[2393504],[2411229],[2415566],[2427095],[2432460],[2435865],[2436797],[2451707],[2459908],[2461740],[2470986],[2472357],[2482143],[2488564],[2492385],[2506600],[2507527],[2511348],[2514030],[2531755],[2536092],[2544220],[2555713],[2556640],[2561316],[2578011],[2579382],[2595589],[2599410],[2621212],[2623409],[2635829],[2637887],[2654983],[2675329],[2689594],[2704149],[2733449],[2760928] ] cell #3905 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1116402],[1242627],[1308229],[1364885],[1372105],[1437857],[1449511],[1456077],[1495332],[1549619],[1561261],[1568481],[1579513],[1586812],[1625091],[1651307],[1678199],[1690562],[1701641],[1708861],[1715793],[1736628],[1778639],[1780802],[1795925],[1805005],[1816918],[1828055],[1861760],[1863923],[1902064],[1903537],[1904315],[1918926],[1935361],[1950001],[1982092],[1983565],[1984343],[2013480],[2022044],[2022593],[2036289],[2051666],[2052444],[2098178],[2098727],[2125524],[2126302],[2131147],[2133919],[2162300],[2162849],[2202700],[2205472],[2217702],[2231276],[2231825],[2236440],[2262317],[2265089],[2302856],[2316701],[2325928],[2328700],[2357569],[2358457],[2386874],[2406859],[2415478],[2416366],[2445012],[2470898],[2476557],[2484188],[2497030],[2536892],[2543836],[2550854],[2583582],[2604055],[2614106],[2644521],[2694846], 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] cell #3906 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [136379],[143860],[175995],[184955],[185441],[221605],[223449],[228817],[232675],[234115],[234963],[266259],[269906],[270547],[276963],[285316],[289987],[290121],[291831],[310146],[310787],[328517],[332787],[333420],[333554],[340724],[346108],[349095],[349736],[350677],[355926],[356152],[378870],[379503],[379637],[395221],[398208],[398849],[399790],[402572],[404290],[405014],[405240],[417812],[419758],[423117],[423750],[423884],[431054],[442052],[454590],[456308],[457032],[457258],[466826],[474074],[474806],[478165],[478798],[478932],[481882],[481963],[483047],[485763],[500029],[500163],[501793],[504135],[505853],[506577],[506803],[519375],[527280],[536102],[539791],[539872],[540956],[543672],[549112],[552462],[554419],[562326],[562460],[562658],[565000],[566718],[567442],[567668],[571190],[571771],[588443],[590885],[591111],[594504],[594585],[595669],[598385],[607927],[612651],[612785],[620660],[629610],[630694],[632403],[634801],[635382],[644805],[648409],[650337],[653881],[657231],[658962],[659188],[660920],[661001],[662085],[664801],[668652],[682773],[686543],[687627],[690343],[694418],[694999],[695329],[695410],[708997],[709131],[711671],[714113],[714339],[717964],[725186],[725267],[732312],[732893],[734607],[735318],[737628],[746424],[747715],[751830],[756183],[758260],[760780],[761864],[763573],[763792],[765971],[766552],[766882],[766963],[788250],[789334],[791043],[793441],[794022],[801750],[803053],[812521],[815871],[817602],[817828],[819641],[820725],[823441],[829146],[831362],[835166],[838229],[842247],[844932],[845121],[845451],[845532],[856816],[858220],[865523],[867743],[869034],[872568],[873149],[874863],[875574],[877884],[879187],[894696],[901741],[902322],[904036],[904747],[907057],[914065],[925612],[927689],[930209],[931293],[933002],[933221],[935400],[935981],[936311],[936392],[944858],[947789],[951466],[954121],[956429],[958645],[960945],[962449],[972815],[979491],[983295],[984954],[986358],[990376],[993061],[993250],[993661],[1010092],[1013896],[1016959],[1020977],[1023662],[1023851],[1024181],[1024262],[1033602],[1034313],[1044253],[1046473],[1047764],[1051298],[1051879],[1053593],[1054304],[1056614],[1057917],[1063622],[1068647],[1069144],[1072774],[1076040],[1077941],[1080872],[1091728],[1095532],[1102348],[1106025],[1108680],[1113204],[1115504],[1117008],[1127374],[1134060],[1137737],[1140392],[1142700],[1144916],[1147216],[1148720],[1158486],[1158675],[1159086],[1165762],[1169566],[1171225],[1172629],[1176647],[1179332],[1179521],[1179932],[1189272],[1189983],[1194766],[1196170],[1206637],[1218365],[1222042],[1228002],[1228499],[1235395],[1240227],[1251083],[1254887],[1260474],[1260971],[1264601],[1267867],[1269768],[1272699],[1279031],[1283555],[1285855],[1287359],[1288724],[1294175],[1297852],[1300507],[1305031],[1307331],[1308835],[1318601],[1318790],[1319201],[1325243],[1342208],[1346520],[1347017],[1350647],[1357138],[1369009],[1380737],[1384414],[1389996],[1391400],[1392520],[1401867],[1408763],[1413595],[1418967],[1423232],[1423729],[1430625],[1435457],[1441789],[1446313],[1448613],[1450117],[1472837],[1476802],[1478206],[1479326],[1510038],[1510535],[1521619],[1522725],[1524129],[1538584],[1543393],[1548721],[1553514],[1556038],[1565385],[1572281],[1577113],[1592561],[1602548],[1608181],[1609287],[1610691],[1639560],[1642084],[1653489],[1668067],[1668955],[1685097],[1686501],[1705765],[1721310],[1722678],[1738810],[1752676],[1769402],[1770806],[1779934],[1794375],[1812844],[1841781],[1863055],[1876980],[1894480],[1908949],[1934493],[1991338],[2012612],[2110845] ] cell #3907 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3908 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3909 : |C| = 504 W-rep = phi[84,12]+phi[420,10] special rep = phi[420,10] , dim = 420 orbit = D5(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3910 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3911 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [331384,774213],[340903,1026801],[343580,796714],[343858,590721],[377467,848071],[404469,1145204],[413924,907243],[416868,689595],[421714,916172],[431233,1182471],[433910,938673],[434188,713949],[456487,958933],[476762,996200],[485284,1021163],[485942,1265327],[495790,793411],[503996,1037788],[505321,1037676],[506032,1305319],[508312,1044742],[508590,809537],[515487,1056800],[518431,822693],[529387,1073500],[543193,842433],[543851,1351373],[564861,1120909],[566186,1120797],[566897,1113492],[569177,1127863],[569455,885671],[571439,1388037],[574811,901711],[575645,1137923],[593842,1161282],[595531,1162827],[595831,923854],[597906,1176833],[598564,1428085],[600376,924002],[608412,935370],[614116,716126],[616407,1192807],[632264,1211105],[632801,1210993],[635050,1474843],[638422,732282],[639256,1222228],[650516,1232855],[660258,1246603],[661947,1248148],[662247,1003882],[664322,990562],[664980,1514891],[666792,1004030],[668600,1518024],[670204,1259398],[673704,1013866],[690522,1547749],[693063,1288851],[693657,1036276],[694667,1551555],[694947,1043875],[698039,1051268],[698873,1298038],[710994,820887],[711532,1312736],[712857,1312624],[716039,825432],[717626,1321648],[723534,1327797],[728640,1333187],[730746,1335443],[732561,1598688],[735180,1340379],[735480,855753],[737576,1604586],[739180,1345444],[742680,1095502],[747577,1355179],[754842,1106211],[763434,1373477],[763971,1373365],[764616,1375413],[765210,1119397],[766220,1637601],[766500,1126996],[769592,872538],[770426,1384600],[775334,1388398],[775928,1131859],[781895,904909],[790904,1406335],[791441,1406223],[793690,1670073],[797896,1417458],[800577,1419122],[800689,1161271],[801698,1680396],[802554,1169128],[803302,1422156],[806802,1169536],[819263,935929],[820001,934639],[820587,1443378],[823620,1710121],[827225,1192195],[832771,1457767],[833365,1198517],[835415,1720457],[837891,1463304],[840377,1205942],[840868,1466046],[842195,1726831],[843799,1469453],[845069,972437],[849192,1475204],[849786,1216164],[857882,1485166],[859780,1226926],[863790,1491315],[866360,983265],[868896,1496705],[871002,1498961],[872817,1758803],[875436,1503897],[876161,1244090],[876711,1505928],[876823,1246592],[877832,1764701],[878688,1254449],[879436,1508962],[882936,1254857],[888119,1518954],[888231,1259387],[894318,1023799],[895056,1012095],[898069,1529563],[900175,1531819],[901990,1790515],[904609,1536755],[907005,1796413],[908609,1541820],[911632,1285558],[912109,1287329],[913926,1547861],[915134,1289589],[917293,1551916],[917887,1291974],[932863,1569853],[933400,1569741],[934962,1057418],[935098,1055553],[935649,1829428],[939855,1580976],[944163,1583790],[949214,1588492],[949326,1327786],[951127,1590304],[951414,1845824],[953923,1087237],[954508,1332575],[956790,1595946],[957025,1335183],[960054,1599049],[960648,1338897],[961950,1095094],[962698,1602095],[966238,1605516],[966350,1345433],[973175,1093731],[975354,1354567],[976530,1355540],[977177,1099428],[977345,1100147],[980900,1620525],[981494,1360889],[982719,1622420],[983544,1876127],[986020,1626062],[987918,1367436],[988506,1368314],[988997,1628804],[990324,1882501],[991928,1632211],[994498,1116978],[995162,1376151],[997321,1637962],[997915,1378536],[1005601,1140194],[1007157,1389136],[1013458,1148221],[1013594,1135597],[1014145,1906728],[1016621,1658534],[1019107,1401172],[1019598,1661276],[1020925,1913102],[1022529,1664683],[1027922,1670434],[1028516,1411394],[1029741,1672329],[1031005,1415132],[1034175,1677265],[1044613,1167765],[1047626,1691935],[1049732,1694191],[1051547,1945074],[1054166,1699127],[1054891,1439320],[1056511,1181433],[1056562,1950972],[1058166,1704192],[1061189,1448316],[1061666,1450087],[1063483,1710233],[1066160,1713184],[1066420,1963354],[1068449,1197323],[1071356,1458505],[1072436,1718794],[1076077,1213779],[1077246,1723059],[1078951,1465434],[1082297,1727761],[1082409,1469442],[1084210,1470573],[1084497,1729934],[1085091,1471756],[1088793,1475942],[1095230,1219902],[1095781,1986756],[1098722,1743905],[1099307,1226093],[1099954,1226209],[1103773,1748607],[1103885,1491304],[1105195,1492193],[1105686,1750419],[1105973,1995381],[1109067,1496093],[1110243,1497066],[1110890,1237307],[1111058,1238026],[1111349,1756061],[1111584,1498701],[1114613,1759164],[1115207,1502415],[1117257,1762210],[1127734,1253086],[1129474,1267904],[1130665,1260276],[1137398,1782131],[1137634,1263183],[1137685,2024554],[1140779,1528951],[1143061,1787773],[1143296,1531559],[1146325,1790876],[1146919,1535273],[1148969,1793922],[1152509,1797343],[1152621,1541809],[1153931,1542698],[1154422,1799155],[1155698,1545605],[1168990,1814247],[1169264,1295712],[1169815,2054857],[1170918,1571456],[1172291,1817889],[1174189,1563812],[1174777,1564690],[1175268,1820631],[1176595,2061231],[1178199,1824038],[1180769,1308805],[1183592,1829789],[1184186,1574912],[1185411,1831684],[1186675,1578650],[1189845,1836620],[1192707,1841434],[1194803,1326595],[1198797,1589692],[1202151,1342410],[1203653,1848863],[1203913,1848318],[1208849,1599787],[1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] cell #3912 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [435590],[515834],[575992],[608122],[639603],[673414],[699220],[709300],[742390],[770773],[774625],[779271],[798243],[806512],[848483],[853129],[876508],[882646],[887364],[911819],[916584],[921230],[940202],[959345],[965483],[994208],[996612],[1001258],[1005957],[1027213],[1031859],[1036921],[1038088],[1055238],[1061376],[1073912],[1081542],[1087593],[1108782],[1113904],[1117560],[1120042],[1121209],[1145616],[1151754],[1161627],[1163110],[1180479],[1182883],[1187529],[1196272],[1200282],[1207649],[1211405],[1233267],[1235715],[1240897],[1246948],[1248431],[1265739],[1273369],[1279420],[1291136],[1300609],[1305731],[1309387],[1311869],[1313036],[1325563],[1329262],[1336652],[1340662],[1351785],[1358644],[1362654],[1364407],[1370021],[1373777],[1377698],[1391502],[1395512],[1402879],[1406635],[1428497],[1430945],[1436127],[1442178],[1443661],[1453165],[1455599],[1467219],[1470918],[1478308],[1482318],[1489081],[1492780],[1500170],[1504180],[1515303],[1521939],[1525638],[1533028],[1537038],[1548161],[1555020],[1559030],[1560783],[1566397],[1570153],[1574074],[1583675],[1594447],[1596881],[1608501],[1612200],[1615923],[1618357],[1629977],[1633676],[1641066],[1645076],[1648395],[1650829],[1662449],[1666148],[1673538],[1677548],[1684311],[1688010],[1695400],[1699410],[1710533],[1722944],[1731932],[1733716],[1736150],[1743790],[1754562],[1756996],[1768616],[1772315],[1775502],[1786274],[1788708],[1800328],[1804027],[1807750],[1810184],[1821804],[1825503],[1832893],[1836903],[1845365],[1852974],[1857309],[1858623],[1878614],[1889386],[1891820],[1909215],[1918203],[1919987],[1922421],[1930061],[1940833],[1943267],[1954887],[1958586],[1966484],[1967882],[1973597],[1977379],[2002531],[2008180],[2024095],[2031704],[2036039],[2037353],[2057344],[2068116],[2070550],[2083235],[2085389],[2100229],[2109841],[2115556],[2135913],[2137311],[2143026],[2146808],[2171960],[2177609],[2188878],[2207466],[2208864],[2216333],[2241875],[2244029],[2268481],[2274196],[2308291],[2312106],[2332092],[2335549],[2363004],[2396414],[2420913],[2445959],[2497977],[2547065] ] cell #3913 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [323154],[393287],[430179],[468641],[472608],[513813],[519862],[528130],[556381],[593028],[602494],[606461],[613031],[622150],[652189],[674801],[692464],[703052],[710812],[714779],[723948],[743777],[780790],[781713],[792870],[799921],[810829],[819790],[854648],[855571],[892143],[893377],[894845],[906709],[923672],[935073],[970262],[971496],[972964],[1003700],[1011205],[1013569],[1025661],[1041700],[1044402],[1092841],[1095205],[1124821],[1127523],[1130640],[1134345],[1166875],[1169239],[1214945],[1218650],[1234760],[1252196],[1254560],[1257813],[1290755],[1294460],[1343859],[1364234],[1377317],[1381022],[1420571],[1422120],[1460777],[1493878],[1507377],[1508926],[1552271],[1591020],[1602059],[1615050],[1638317],[1704156],[1714502],[1730289],[1793886],[1830144],[1850181],[1916560],[2028911], [393578,393624],[437010,827836],[447756,631544],[461804,649259],[472693,472743],[514104,514150],[531060,955119],[533458,734383],[547420,975965],[548888,753320],[557304,558166],[560858,560913],[570863,1006566],[581609,790184],[595657,807899],[606546,606596],[613322,613368],[627361,844213],[634474,1088202],[644086,864204],[653657,654587],[662073,884033],[677731,1141390],[680129,903812],[688477,913206],[692755,692801],[694091,1162236],[695559,922749],[703975,704837],[707529,707584],[714864,714914],[731985,1208258],[735306,973887],[757541,758531],[765644,1247557],[767112,1002777],[786001,1022943],[793114,1280029],[795512,1033378],[797297,1034301],[797486,798272],[800006,800056],[802726,1042934],[812297,813227],[820713,821575],[824267,824322],[825853,825899],[834839,1329871],[840352,1337678],[842979,1092926],[845681,1096673],[872241,1370630],[875562,1128446],[876537,1128635],[878860,1126055],[895768,904735],[901414,1403488],[906794,907789],[909023,1157767],[910826,911822],[911421,1159235],[911556,1156533],[914399,914454],[926970,927960],[936541,937471],[939256,1189971],[939445,940231],[941965,942015],[944369,1457578],[957067,1467868],[959348,1219029],[959758,1219586],[962122,1223018],[982968,1493389],[988481,1501196],[991108,1252281],[993810,1256028],[994211,1255433],[1011290,1021709],[1015037,1024411],[1019082,1534054],[1026040,1027216],[1026597,1027626],[1030791,1031857],[1030980,1287032],[1031602,1284668],[1045325,1054292],[1045514,1055267],[1050971,1567006],[1056351,1057346],[1057590,1058580],[1060383,1061379],[1060978,1319350],[1061113,1316648],[1063956,1064011],[1065986,1587771],[1077452,1343315],[1081157,1347939],[1081540,1348303],[1098928,1620336],[1105170,1623535],[1106757,1364319],[1108785,1376145],[1111626,1630626],[1113907,1381401],[1114317,1381958],[1116681,1385390],[1117558,1385201],[1134724,1145619],[1135281,1146029],[1136395,1138469],[1138713,1148393],[1143338,1663098],[1150181,1151369],[1150545,1151752],[1153906,1410175],[1155740,1413880],[1166960,1177379],[1170112,1180482],[1170707,1180081],[1170842,1429990],[1174752,1696426],[1181710,1182886],[1182267,1183296],[1186461,1187527],[1186650,1449790],[1187272,1447426],[1192377,1716893],[1196275,1458499],[1203479,1473389],[1207580,1478456],[1220700,1222774],[1225341,1747886],[1226890,1749512],[1232068,1751135],[1233270,1494257],[1233680,1494814],[1235713,1506570],[1236807,1506833],[1240512,1511457],[1240895,1511821],[1243049,1762174],[1256163,1516796],[1257269,1269279],[1261893,1272984],[1262257,1273367],[1263460,1265742],[1264017,1266152],[1278161,1279351],[1281977,1540235],[1289583,1300612],[1294839,1305734],[1295396,1306144],[1296510,1298584],[1296997,1815362],[1298639,1309385],[1298828,1308508],[1299450,1560610],[1303453,1822453],[1310296,1311484],[1310660,1311867],[1314021,1573693],[1315855,1577398],[1325561,1589134],[1328881,1589397],[1332757,1603725],[1349506,1351788],[1350063,1352198],[1354749,1872563],[1355895,1873633],[1356320,1870172],[1362269,1623826],[1362652,1624190],[1364353,1635764],[1365851,1636147],[1367400,1884336],[1369952,1641214],[1372578,1885959],[1383072,1385146],[1383559,1896998],[1386012,1646656],[1386583,1398709],[1389130,1391505],[1391650,1402810],[1392819,1395127],[1393183,1395510],[1396585,1656007],[1419764,1430943],[1420027,1432037],[1424651,1435742],[1425015,1436125],[1426218,1428500],[1426775,1428910],[1427298,1937406],[1429197,1689108],[1438279,1948445],[1440919,1442109],[1444735,1702607],[1455545,1717580],[1459228,1717963],[1470537,1728666],[1475936,1478311],[1479625,1481933],[1479989,1482316],[1483391,1741328],[1484750,1743261],[1486399,1993530],[1486511,1990213],[1492711,1751806],[1496275,1763840],[1497421,2003199],[1497846,1999738],[1513024,1515306],[1513581,1515716],[1514104,2015525],[1516003,1773413],[1517163,1529133],[1517272,1517608],[1519596,1521937],[1519859,1525257],[1523259,1525569],[1527089,1782847],[1549718,1560729],[1550101,1562227],[1550649,1806877],[1552696,2048902],[1555168,1566328],[1556337,1558645],[1556701,1559028],[1563776,2063066],[1568954,2064689],[1579935,2075728],[1582783,1838805],[1585116,1840656],[1589874,1843973],[1600510,1853642],[1600935,2091253],[1603834,1604170],[1606158,1608499],[1606421,1611819],[1609821,1612131],[1613651,1865968],[1614938,1868224],[1616612,2104440],[1627295,2116552],[1627407,2113235],[1636695,1888513],[1638742,2122760],[1642383,1644691],[1642747,1645074],[1647087,1647410],[1648680,1650775],[1649063,1654458],[1649611,1900773],[1665767,1914937],[1678621,1927599],[1679535,1691505],[1679644,1679980],[1685631,1687941],[1692651,2172628],[1693076,2169167],[1709334,2184954],[1714390,1962481],[1717002,1717338],[1718511,1966079],[1724385,1971276],[1729143,1974593],[1729255,2199444],[1730714,2200498],[1732408,1732731],[1734001,1736096],[1734384,1739779],[1734932,1980801],[1755251,2219823],[1763949,1764285],[1769936,1772246],[1774505,1774610],[1776498,1781701],[1776607,1776943],[1792337,2032372],[1792762,2249893],[1798248,1803646],[1805478,2044698],[1806442,1806765],[1819122,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] cell #3914 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [176178,911480],[223472,1030987],[234298,1061037],[268637,668559],[276880,906964],[276986,1153913],[279190,1155708],[285499,1170766],[291854,1186657],[308877,737535],[328700,1256087],[332704,1020884],[332810,1019089],[341003,1281945],[347826,801657],[348754,1297563],[350700,1298835],[356069,1056521],[356175,1314028],[358379,1315823],[378787,842154],[378893,840359],[396939,877791],[397867,1384125],[399813,1385397],[404569,1143306],[405157,1137644],[405263,1396592],[419781,1420034],[422210,1426881],[422402,917252],[423034,1176554],[423140,1174759],[425018,1429165],[431333,1444703],[435725,1190670],[443926,951373],[452128,1483957],[456587,957035],[457175,1221949],[457281,1483398],[474829,1506840],[477258,1513687],[477450,997280],[478082,990283],[478188,988488],[480066,1515971],[482171,1258206],[483070,1519866],[486042,1527057],[502090,1550238],[502412,1550617],[503975,802902],[505059,1557402],[506132,1303421],[506720,1297759],[506826,1297004],[518393,1314587],[520339,1319855],[522687,1066379],[527303,1589404],[537784,1613234],[537976,1084456],[540080,1344252],[540979,1606428],[543951,1613619],[554336,1105932],[554442,1105177],[562955,1636284],[563277,1636663],[564840,879036],[565924,1643448],[566997,1111594],[567585,1384321],[567691,1383566],[570870,1387498],[572068,1649200],[572390,1649579],[585981,1397151],[591028,1417179],[591134,1678628],[593273,1679344],[593442,1679654],[594793,1420964],[595239,695296],[595692,1422127],[598664,1427266],[608682,1441998],[611111,1444318],[611303,1183551],[615617,1192268],[620957,1718100],[621279,1718479],[624899,1732711],[626101,1203872],[629818,1468261],[630717,1728673],[632243,962298],[632539,1741564],[634481,1474304],[635679,1734521],[636001,1734900],[643816,1225734],[644828,1226897],[648432,1749519],[650616,1232036],[659105,1243811],[659211,1243056],[659689,1763649],[659858,1763959],[661209,1507770],[661655,766849],[662108,1508933],[665080,1514072],[669635,1776307],[669804,1776617],[673974,1524338],[684455,1526672],[684647,1276283],[686751,1540628],[687650,1798255],[690622,1805446],[693022,1806186],[694098,1551016],[695618,1552664],[709626,1572010],[711511,1057766],[712595,1575049],[714256,1580697],[714362,1579942],[717570,1065822],[720446,1843370],[722965,1843782],[723134,1844092],[725475,1591413],[727336,1858039],[727850,1332648],[730725,1079738],[731992,1598149],[733190,1853779],[733512,1854158],[734888,845418],[735341,1602066],[738611,1859428],[738780,1859738],[742950,1610900],[746787,1354640],[747949,1099853],[748622,1356288],[752127,1873770],[752449,1874149],[757271,1366244],[758283,1367407],[760988,1631019],[761887,1884343],[763413,1116857],[764071,1372546],[764575,1887822],[765651,1637062],[767171,1638710],[775293,1900082],[779597,1653218],[783539,1647390],[784741,1399102],[788458,1663491],[789357,1914944],[790883,1148569],[791179,1656243],[793121,1669534],[794319,1920792],[794641,1921171],[802733,1681520],[807072,1686710],[817745,1439041],[817851,1438286],[818498,1701317],[819849,1703000],[820295,936278],[820748,1704163],[823720,1709302],[827771,1961642],[830101,1964970],[832730,1965388],[834569,1459621],[834846,1719918],[836666,1978412],[837835,1203315],[840078,1205359],[840711,956934],[840756,957567],[843230,1974402],[843399,1974712],[844955,1470544],[845740,1730682],[849151,1980110],[853455,1738539],[857826,1225177],[858990,1486290],[859007,1226643],[860702,1992927],[863221,1993339],[863390,1993649],[865731,1751528],[868106,1496166],[869268,1237732],[869941,1497814],[870981,1239093],[872248,1758264],[873446,2003336],[873768,2003715],[875144,993547],[875597,1762181],[878867,1765825],[883206,1771015],[889875,1775895],[892563,1780478],[894904,1783240],[896765,1774918],[897279,1529024],[900154,1271565],[901421,1789976],[902619,2032509],[902941,2032888],[904317,1024148],[904770,1793893],[908040,2038158],[908209,2038468],[912379,1284565],[913905,1287208],[921556,1812573],[926700,1562620],[927712,1563783],[930417,1822846],[931316,2063073],[932842,1308684],[933500,1568922],[935080,1828889],[936600,1830537],[944122,2077904],[944376,1839911],[945819,2080509],[950337,1589765],[955054,2085886],[956734,1078902],[957384,1079088],[960013,2089632],[961179,1339723],[961852,1600903],[962129,1855597],[967994,1859016],[970682,1863599],[973023,1866361],[975900,2103601],[976474,1355731],[978230,2106929],[980859,2107347],[982698,1361956],[982975,1875588],[985964,1365687],[987128,1627186],[987145,1367153],[988207,1367731],[988840,1111493],[988885,1112126],[991359,2116361],[991528,2116671],[993869,1886352],[994768,1646553],[1001584,1894209],[1008831,1899664],[1013299,1654851],[1013576,1906189],[1015396,1898384],[1016565,1398545],[1018808,1400589],[1019441,1143205],[1019486,1143838],[1021960,2143831],[1022129,2144141],[1023685,1665774],[1024470,1916953],[1027881,2149539],[1029720,1412461],[1032185,1414100],[1033883,1158972],[1034336,1927606],[1039432,1930454],[1042120,1935037],[1044461,1937799],[1046836,1691396],[1047998,1432962],[1048671,1693044],[1049711,1434323],[1050978,1944535],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] cell #3915 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [213313,774210],[223710,1031661],[247924,848068],[279251,1155750],[281695,916169],[292092,1187331],[304129,958930],[304235,957077],[324896,996197],[341591,1026798],[341697,1281987],[343630,1283840],[347194,1037673],[347255,802955],[350938,1299509],[358440,1315865],[366815,1073497],[372202,1079241],[392191,1113489],[392297,1111636],[396307,1120794],[396368,879089],[400051,1386071],[411154,1145201],[411260,1143348],[414682,1411964],[421053,917461],[422776,1428969],[425079,1429207],[431921,1182468],[432027,1444745],[433960,1446598],[437691,1192804],[451200,1210990],[451261,962351],[466110,1232852],[466216,1232078],[471497,1238596],[476101,997489],[477824,1515775],[480127,1516013],[487341,1265324],[487447,1527099],[492728,1271068],[502523,1550659],[505112,1558581],[508362,1559782],[512717,1305316],[512823,1303463],[516245,1575482],[516833,1312621],[516894,1057819],[520577,1064070],[521930,1321708],[531741,1333184],[533628,1079791],[537338,1084665],[538350,1352257],[545250,1351370],[545356,1613661],[548101,1355176],[549058,1356330],[553748,1361459],[561610,1373362],[561671,1116910],[561716,1372588],[563388,1636705],[565977,1644627],[569227,1645828],[571544,1388034],[572501,1649621],[577191,1656676],[585053,1406220],[585114,1148622],[593495,1679778],[593947,1680079],[596726,1687865],[599963,1428082],[600069,1427308],[605350,1433826],[609954,1183760],[611677,1183355],[613980,942050],[615570,1192260],[621390,1718521],[625344,1463364],[627590,957437],[628042,1206184],[632592,1481869],[635155,1474840],[636112,1734942],[640802,1741997],[643059,1485226],[644315,1226685],[644767,1486826],[652870,1496702],[653827,1497856],[654757,1239146],[658467,1244020],[658517,1502985],[659911,1764083],[660363,1764384],[663142,1772170],[666379,1514888],[666485,1514114],[668601,1518084],[669857,1776741],[670309,1777042],[678412,1529560],[680299,1271618],[684009,1276492],[685021,1266211],[691921,1547746],[691982,1287261],[692027,1805488],[693064,1806212],[693231,1806556],[694772,1551552],[695729,1552706],[700419,1557835],[708281,1569738],[708342,1308737],[708387,1568964],[710059,1057381],[712648,1311420],[723187,1844216],[723639,1844517],[724629,1590301],[727389,1603968],[727803,1332640],[729968,1334654],[730135,1079598],[732666,1598685],[733623,1854200],[734553,1600945],[735513,1612055],[737577,1604646],[738833,1859862],[739285,1860163],[746740,1354632],[747865,1616442],[748032,1356066],[752560,1874191],[753490,1362009],[756514,1626122],[757770,1367195],[758222,1627722],[758760,1111996],[759212,1368556],[764617,1887848],[764784,1888192],[766325,1637598],[767282,1638752],[771972,1643881],[775335,1900108],[775502,1900452],[780030,1138504],[783984,1658594],[786230,1143708],[786682,1401414],[791232,1395063],[793795,1670070],[794752,1921213],[795682,1412514],[799392,1417388],[799442,1928268],[800574,1929024],[801699,1680456],[803407,1682056],[811510,1691932],[812467,1693086],[813397,1434376],[817107,1439250],[817157,1698215],[818551,1182525],[821782,1442033],[825019,1710118],[825080,1450019],[825125,1709344],[830154,1717136],[832772,1965414],[832939,1965758],[833812,1718854],[835520,1720454],[837362,1732522],[840031,1205351],[842196,1726891],[843452,1974836],[843904,1975137],[844442,1470332],[844894,1729570],[845851,1730724],[849193,1980136],[849360,1980480],[853888,1222809],[858943,1486282],[863443,1993773],[863895,1994074],[864433,1232438],[864885,1492435],[868059,1496158],[869184,1755081],[869351,1497592],[870224,1498172],[870391,1238953],[872922,1758800],[873879,2003757],[876708,2007143],[877833,1764761],[879541,1766361],[888116,2018878],[892616,1265381],[894058,1782128],[896818,1517406],[897232,1529016],[899397,1531030],[899564,1271425],[902095,1790512],[903052,2032930],[903982,1792772],[904942,1525493],[907006,1796473],[908262,2038592],[908714,2038893],[909252,1282347],[909704,1542940],[911591,1032618],[917294,1808269],[921989,1298619],[922919,1558385],[925943,1817949],[927199,1563571],[927651,1819549],[928189,1303823],[928641,1564932],[934213,1311496],[935754,1829425],[936711,1830579],[937641,1576032],[941351,1580906],[941401,1835708],[944164,2077930],[944238,1840572],[946515,1843181],[949211,2081336],[950290,1589757],[951415,1845884],[953332,1857586],[960055,2089658],[960222,2090002],[961095,1854533],[961262,1600681],[962803,1856133],[966235,2095012],[970735,1351427],[972177,1865249],[978283,1872806],[980901,2107373],[981068,2107717],[981941,1621631],[982108,1361816],[983649,1876124],[987081,1627178],[988160,1367723],[990325,1882561],[991581,2116795],[992033,2117096],[993980,1886394],[997322,1889905],[1002017,1385181],[1002947,1644431],[1008884,1388091],[1011669,1395139],[1012542,1905125],[1014250,1906725],[1015207,1657226],[1016092,1647201],[1018761,1400581],[1020926,1913162],[1022182,2144265],[1022634,2144566],[1023172,1665562],[1023624,1915841],[1024581,1916995],[1027923,2149565],[1028090,2149909],[1028963,1671540],[1029130,1412321],[1031209,1157006],[1033548,1926485],[1042173,1428139],[1043163,1427668],[1043615,1687665],[1046789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] cell #3916 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [208403],[261275],[289143],[319735],[322836],[354942],[359413],[366425],[389687],[419061],[426760],[429861],[434898],[442765],[468022],[486951],[501411],[510213],[516443],[519544],[527511],[544860],[576618],[577389],[586884],[592710],[601875],[609431],[614927],[640229],[641000],[673239],[674182],[675585],[685945],[700617],[710193],[742215],[743158],[744561],[772170],[773567],[779113],[781094],[791939],[806337],[808683],[847425],[852971],[854952],[882471],[884817],[886418],[891212],[921072],[923053],[948568],[964537],[969331],[984659],[1001100],[1003081],[1005149],[1035975],[1040769],[1070693],[1086785],[1103127],[1107722],[1119096],[1123890],[1131558],[1160819],[1196871],[1198216],[1215863],[1230048],[1233829],[1246140],[1258935],[1327334],[1338596],[1344981],[1354063],[1359243],[1360588],[1411093],[1454171],[1468990],[1490852],[1502114],[1534972],[1541357],[1595453],[1616929],[1631748],[1664220],[1697344],[1755568],[1787280],[1823575],[1855020],[1941839],[2033750],[2155069] ] cell #3917 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [323175],[393292],[430200],[468646],[472601],[513818],[519883],[528135],[556374],[593049],[602499],[606454],[613036],[622143],[652038],[674806],[692469],[703045],[710817],[714772],[723797],[743782],[780783],[781718],[792875],[799914],[810678],[819783],[826549],[854641],[855576],[892148],[893226],[894838],[906702],[923677],[934922],[970267],[971345],[972957],[1003705],[1005279],[1011198],[1013418],[1025583],[1041705],[1044395],[1086915],[1092834],[1095054],[1124826],[1127516],[1129286],[1134267],[1166868],[1169088],[1197001],[1213591],[1218572],[1234765],[1252189],[1254409],[1256701],[1289401],[1294382],[1326407],[1342747],[1359373],[1364227],[1375963],[1380944],[1388948],[1419459],[1457010],[1458317],[1475754],[1489925],[1493800],[1506265],[1519291],[1588829],[1599599],[1605853],[1614904],[1619768],[1621075],[1670984],[1714356],[1728098],[1748944],[1759714],[1791426],[1797680],[1850035],[1870026],[1883768],[1914369],[1945985],[1999592],[2028765],[2062498],[2091107],[2169021],[2249747],[2354516] ] cell #3918 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [323151],[393233],[430176],[467749],[472554],[513759],[519859],[525446],[555426],[593025],[601602],[606407],[612977],[619275],[651221],[672117],[692410],[702097],[709920],[714725],[720950],[741093],[777915],[779891],[792816],[799867],[809861],[818835],[851773],[853749],[890379],[892089],[892900],[906655],[921850],[934105],[968498],[970208],[971019],[1001878],[1011151],[1011561],[1025728],[1041646],[1042457],[1092787],[1093197],[1124767],[1125578],[1132678],[1134412],[1166821],[1167231],[1216983],[1218717],[1234706],[1252142],[1252552],[1260055],[1292793],[1294527],[1346101],[1364180],[1379355],[1381089],[1422813],[1424158],[1461695],[1493945],[1509619],[1510964],[1554499],[1592142],[1602977],[1615117],[1640545],[1706194],[1714569],[1731411],[1794804],[1832372],[1850248],[1917682],[2028978], 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] cell #3919 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [292937],[356350],[405438],[431086],[457456],[485795],[507001],[515165],[543704],[567866],[571222],[575323],[591309],[598417],[634833],[638934],[659386],[664833],[668908],[690375],[694450],[698551],[714537],[732344],[737884],[763824],[766003],[770104],[774215],[793473],[797574],[802006],[803085],[818026],[823473],[835198],[842503],[848073],[867775],[872600],[875839],[878140],[879219],[901773],[907313],[916174],[917601],[933253],[935432],[939533],[947821],[951722],[958935],[962481],[983327],[985631],[990632],[996202],[997629],[1013928],[1021233],[1026803],[1037678],[1046505],[1051330],[1054569],[1056870],[1057949],[1069821],[1073502],[1080904],[1084805],[1095564],[1102380],[1106281],[1107899],[1113494],[1117040],[1120799],[1134092],[1137993],[1145206],[1148752],[1169598],[1171902],[1176903],[1182473],[1183900],[1192809],[1195389],[1207314],[1210995],[1218397],[1222298],[1229176],[1232857],[1240259],[1244160],[1254919],[1261648],[1265329],[1272731],[1276632],[1287391],[1294207],[1298108],[1299726],[1305321],[1308867],[1312626],[1321772],[1333189],[1335769],[1347694],[1351375],[1355181],[1357761],[1369686],[1373367],[1380769],[1384670],[1388039],[1390619],[1402544],[1406225],[1413627],[1417528],[1424406],[1428087],[1435489],[1439390],[1450149],[1463428],[1472869],[1474845],[1477425],[1485290],[1496707],[1499287],[1511212],[1514893],[1518148],[1529565],[1532145],[1544070],[1547751],[1551557],[1554137],[1566062],[1569743],[1577145],[1581046],[1590306],[1598690],[1603225],[1604710],[1626186],[1637603],[1640183],[1658658],[1668099],[1670075],[1672655],[1680520],[1691937],[1694517],[1706442],[1710123],[1718918],[1720459],[1726955],[1731049],[1758805],[1764825],[1782133],[1790517],[1795052],[1796537],[1818013],[1829430],[1832010],[1845948],[1848382],[1865254],[1876129],[1882625],[1905189],[1906730],[1913226],[1917320],[1945076],[1951096],[1963418],[1985217],[1986758],[1995505],[2024678],[2027112],[2054859],[2061355],[2100812],[2105377],[2128717],[2132847],[2164934],[2204400],[2233910],[2264017],[2327628],[2387786] ] cell #3920 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [292963],[356405],[405493],[431088],[457511],[485797],[507056],[515169],[543706],[567921],[571224],[575327],[591364],[598419],[634835],[638938],[659441],[664835],[668912],[690377],[694452],[698555],[714592],[732346],[737888],[763826],[766005],[770108],[774222],[793475],[797578],[802010],[803087],[818081],[823475],[835200],[842507],[848080],[867777],[872602],[875843],[878144],[879221],[901775],[907317],[916181],[917605],[933255],[935434],[939537],[947823],[951726],[958942],[962483],[983329],[985635],[990636],[996209],[997633],[1013930],[1021237],[1026810],[1037685],[1046507],[1051332],[1054573],[1056874],[1057951],[1069825],[1073509],[1080906],[1084809],[1095566],[1102382],[1106285],[1107906],[1113501],[1117042],[1120806],[1134094],[1137997],[1145213],[1148754],[1169600],[1171906],[1176907],[1182480],[1183904],[1192816],[1195396],[1207318],[1211002],[1218399],[1222302],[1229180],[1232864],[1240261],[1244164],[1254921],[1261652],[1265336],[1272733],[1276636],[1287393],[1294209],[1298112],[1299733],[1305328],[1308869],[1312633],[1321779],[1333196],[1335776],[1347698],[1351382],[1355188],[1357768],[1369690],[1373374],[1380771],[1384674],[1388046],[1390626],[1402548],[1406232],[1413629],[1417532],[1424410],[1428094],[1435491],[1439394],[1450151],[1463435],[1472871],[1474852],[1477432],[1485297],[1496714],[1499294],[1511216],[1514900],[1518155],[1529572],[1532152],[1544074],[1547758],[1551564],[1554144],[1566066],[1569750],[1577147],[1581050],[1590313],[1598697],[1603229],[1604717],[1626193],[1637610],[1640190],[1658665],[1668101],[1670082],[1672662],[1680527],[1691944],[1694524],[1706446],[1710130],[1718925],[1720466],[1726962],[1731056],[1758812],[1764832],[1782140],[1790524],[1795056],[1796544],[1818020],[1829437],[1832017],[1845955],[1848389],[1865261],[1876136],[1882632],[1905196],[1906737],[1913233],[1917327],[1945083],[1951103],[1963425],[1985224],[1986765],[1995512],[2024685],[2027119],[2054866],[2061362],[2100819],[2105384],[2128724],[2132854],[2164941],[2204407],[2233917],[2264024],[2327635],[2387793] ] cell #3921 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473029],[560835],[606882],[652733],[657509],[707506],[715200],[724492],[757026],[800342],[811373],[816149],[824244],[834324],[868083],[893921],[914376],[926455],[935617],[940393],[950314],[972040],[1013054],[1014113],[1026574],[1034650],[1046813],[1057075],[1094690],[1095749],[1135258],[1136585],[1138198],[1151128],[1169783],[1182492],[1219563],[1220890],[1222503],[1255104],[1262840],[1265348],[1278263],[1295373],[1298313],[1348886],[1351394],[1381935],[1384875],[1388058],[1391752],[1425598],[1428106],[1474864],[1478558],[1494791],[1512404],[1514912],[1518226],[1551576],[1555270],[1604788],[1624773],[1637622],[1641316],[1680598],[1682080],[1720478],[1751908],[1764903],[1766385],[1808411],[1846026],[1856157],[1868386],[1890047],[1952656],[1962643],[1976646],[2034887],[2068777],[2086887],[2146075],[2245527], 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046],[2038917,2044003],[2045807,2259530],[2046741,2047016],[2058342,2455331],[2058442,2452540],[2069181,2460706],[2080737,2081012],[2081603,2081902],[2086787,2296441],[2090377,2299405],[2090820,2475861],[2093589,2093599],[2095188,2099829],[2095279,2095578],[2106743,2107042],[2108092,2314315],[2119009,2494821],[2120599,2120874],[2131697,2131972],[2140763,2342130],[2145014,2344921],[2145114,2512892],[2146479,2513784],[2149778,2154724],[2150284,2350296],[2155128,2519937],[2168734,2529589],[2189888,2189898],[2190712,2190987],[2198341,2198640],[2203250,2203525],[2213835,2214110],[2214701,2215000],[2223475,2412027],[2245427,2430294],[2249017,2433258],[2249460,2582886],[2253828,2258469],[2253919,2254218],[2258569,2589074],[2259934,2589966],[2277649,2601846],[2299030,2299305],[2313116,2313126],[2313940,2314215],[2321569,2321868],[2345012,2345311],[2349921,2350196],[2354229,2649484],[2370146,2532553],[2381063,2666938],[2411652,2411927],[2432883,2433158],[2455422,2455721],[2532178,2532453] ] cell #3922 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [993042],[1080709],[1102185],[1115879],[1179313],[1207101],[1228963],[1240064],[1242940],[1272536],[1294012],[1307706],[1318582],[1321761],[1335758],[1357750],[1369473],[1374268],[1380574],[1402331],[1413432],[1418948],[1424193],[1435294],[1438170],[1448988],[1463417],[1472674],[1485279],[1499276],[1504025],[1510999],[1518137],[1532134],[1543857],[1546161],[1548652],[1549096],[1554126],[1565849],[1570644],[1576950],[1579826],[1582466],[1598954],[1603012],[1604699],[1626770],[1633803],[1635432],[1640172],[1658647],[1667904],[1670339],[1672644],[1674658],[1675517],[1677393],[1678512],[1680509],[1694506],[1699255],[1706229],[1708533],[1711024],[1711468],[1719502],[1726944],[1727539],[1727620],[1731038],[1754617],[1759069],[1763127],[1764814],[1790781],[1794839],[1796526],[1797121],[1797202],[1801434],[1801726],[1804154],[1818597],[1825630],[1827259],[1829694],[1831999],[1834013],[1834872],[1836748],[1837867],[1845420],[1845937],[1848371],[1852287],[1852650],[1853029],[1876393],[1878376],[1882614],[1883209],[1883290],[1886708],[1905773],[1906994],[1913215],[1913810],[1913891],[1917309],[1919300],[1919663],[1920042],[1923500],[1939049],[1940888],[1945340],[1949398],[1951680],[1951761],[1955993],[1956285],[1958713],[1963407],[1966246],[1969404],[1973359],[1973652],[1985801],[1987022],[1995494],[1996089],[1996170],[1997928],[2001844],[2002207],[2002586],[2017168],[2024150],[2025262],[2025343],[2027101],[2031017],[2031380],[2031759],[2037115],[2037408],[2055123],[2056030],[2057106],[2061344],[2061939],[2062020],[2065438],[2067429],[2067792],[2068171],[2071629],[2077276],[2079184],[2080300],[2085067],[2100284],[2101396],[2101477],[2105366],[2109154],[2109517],[2109896],[2111363],[2115318],[2115611],[2128981],[2129888],[2135675],[2136624],[2136987],[2137366],[2138833],[2142788],[2143081],[2165518],[2165599],[2165745],[2167357],[2171273],[2171636],[2172015],[2177371],[2177664],[2188556],[2189236],[2197038],[2207228],[2208177],[2208540],[2208919],[2210427],[2212282],[2213398],[2216095],[2216388],[2218165],[2224900],[2234494],[2234575],[2234721],[2235916],[2235969],[2238940],[2241637],[2241930],[2243707],[2261744],[2267794],[2268157],[2268536],[2270003],[2273958],[2274251],[2289860],[2290877],[2297554],[2302332],[2302385],[2305356],[2308053],[2308346],[2310153],[2311474],[2311784],[2312464],[2320266],[2323256],[2325355],[2331405],[2331768],[2332147],[2333596],[2334917],[2335907],[2343709],[2355211],[2357098],[2362766],[2363059],[2364836],[2371571],[2383319],[2384830],[2384883],[2385669],[2389078],[2390095],[2394461],[2395782],[2396772],[2402482],[2403499],[2409186],[2410176],[2415007],[2420675],[2420968],[2423713],[2424730],[2431407],[2439209],[2442199],[2444006],[2445327],[2454119],[2457109],[2465621],[2469339],[2469874],[2473002],[2475352],[2475984],[2478761],[2479778],[2484882],[2486393],[2486446],[2487232],[2490641],[2491658],[2496024],[2497345],[2503845],[2509604],[2510621],[2516308],[2517298],[2529712],[2530702],[2541494],[2545268],[2549830],[2550383],[2551169],[2552958],[2559669],[2560204],[2563332],[2565682],[2580027],[2582377],[2583009],[2585786],[2586803],[2597666],[2598683],[2604370],[2615538],[2616014],[2624457],[2629019],[2630358],[2643497],[2644050],[2644836],[2646625],[2649607],[2656999],[2659349],[2683920],[2696278],[2696754],[2701393],[2702179],[2709759],[2711098],[2745346],[2752413],[2758314], [658106,1116357],[762189,1242770],[816746,1308184],[867580,1366138],[874050,1372249],[931618,1438000],[940990,1449466],[947626,1459515],[985418,1496553],[1035247,1549574],[1046310,1562514],[1052780,1568625],[1062238,1579656],[1069608,1590152],[1107888,1626175],[1133897,1654745],[1159633,1678342],[1171689,1691783],[1181989,1702894],[1188459,1709005],[1195378,1718907],[1218202,1740066],[1261435,1781979],[1263739,1783134],[1279133,1796138],[1287911,1805149],[1299715,1818002],[1310958,1829276],[1347481,1865100],[1349785,1866255],[1390608,1905178],[1392622,1903750],[1393481,1906576],[1409083,1919138],[1426497,1937693],[1440997,1951085],[1477414,1985206],[1479428,1983778],[1480287,1986604],[1513303,2015812],[1523045,2022256],[1523337,2024667],[1538791,2036335],[1556140,2051879],[1556999,2054705],[1609607,2098390],[1609899,2100801],[1642186,2125737],[1643045,2128563],[1648071,2132836],[1651908,2133965],[1685417,2162512],[1685709,2164923],[1733392,2204389],[1737229,2205518],[1752778,2217915],[1769722,2231488],[1770014,2233899],[1775557,2237824],[1807426,2264006],[1811263,2265135],[1858678,2304240],[1877300,2316913],[1889062,2327617],[1892899,2328746],[1930116,2358953],[1931135,2360069],[1967558,2387775],[1996316,2406905],[2008235,2416862],[2009254,2417978],[2048432,2446317],[2083290,2471571],[2091802,2477458],[2103104,2484234],[2122290,2498335],[2178683,2538504],[2188246,2543882],[2200028,2551527],[2250442,2584483],[2280930,2605360],[2296564,2614152],[2346699,2645194],[2430417,2694892] ] cell #3923 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1373099],[1502667],[1569475],[1625503],[1632477],[1697897],[1709855],[1716205],[1753439],[1805999],[1817330],[1824304],[1835390],[1842322],[1877714],[1902476],[1927950],[1939710],[1950413],[1957387],[1963792],[1982504],[2021052],[2023005],[2036949],[2045429],[2056444],[2066993],[2097186],[2099139],[2133221],[2134579],[2135258],[2148402],[2163261],[2176709],[2204774],[2206132],[2206811],[2232237],[2239710],[2240113],[2252140],[2265749],[2266428],[2306126],[2306529],[2329360],[2330039],[2335437],[2336470],[2360839],[2361242],[2396302],[2397335],[2407519],[2418748],[2419151],[2424157],[2445847],[2446880],[2479205],[2489320],[2497865],[2498898],[2523452],[2524235],[2546953],[2561753],[2569535],[2570318],[2592809],[2612968],[2617223],[2622472],[2633049],[2663985],[2668422],[2673807],[2697963],[2713789],[2720273],[2742300],[2777402], [874882,2324836],[992296,2414044],[1053612,2458689],[1064338,2288485],[1108570,2490335],[1115526,2495121],[1178567,2534570],[1189291,2379245],[1190363,2381661],[1196060,2545973],[1235491,2563049],[1243585,1761039],[1288743,2258116],[1300397,2597360],[1307353,2602146],[1311286,2460055],[1317836,2463585],[1319760,2466499],[1325339,2612259],[1336440,1851884],[1358432,1871875],[1364345,2626684],[1372527,1884784],[1391290,2639640],[1393809,2507674],[1418202,2353175],[1430721,2656716],[1438815,1947310],[1441679,2536237],[1441903,2536414],[1448635,2539616],[1455537,2669574],[1466995,1972942],[1478096,2677082],[1480615,2556787],[1488857,1991879],[1499958,2001441],[1502899,2004125],[1521715,2692999],[1524019,2578156],[1524243,2578333],[1532816,2030614],[1539645,2436942],[1548743,2440321],[1554808,2050605],[1557327,2595736],[1560721,2707424],[1568903,2063514],[1571740,2603360],[1572377,2603635],[1580471,2074593],[1582775,2717546],[1596819,2088036],[1608277,2724949],[1610581,2621357],[1610805,2621534],[1618295,2105751],[1629753,2114901],[1640854,2124463],[1643373,2635976],[1650767,2738067],[1652762,2511493],[1652948,2639722],[1653585,2639997],[1662225,2142371],[1669049,2515573],[1673326,2151933],[1675845,2352803],[1679157,2157315],[1684087,2161308],[1686391,2655128],[1686615,2655305],[1695188,2170870],[1698129,2173554],[1701101,2662045],[1709283,2183779],[1722044,1970905],[1731720,2201271],[1736088,2764887],[1738083,2390967],[1738269,2677164],[1738906,2677439],[1742890,1990704],[1756934,2221134],[1763455,2574128],[1768392,2230284],[1770696,2689739],[1770920,2689916],[1774602,2774675],[1774725,2690778],[1780028,2581642],[1780262,2693104],[1788646,2246676],[1795257,2585073],[1800104,2255826],[1802408,2257779],[1802632,2439979],[1805427,2260532],[1810122,2264391],[1812117,2599555],[1812303,2705984],[1812940,2706259],[1821580,2273541],[1832681,2283103],[1835200,2463213],[1835622,2285787],[1840285,1841147],[1853245,2298754],[1857085,2301729],[1857723,2796800],[1857846,2722728],[1863149,2474617],[1863383,2725054],[1887390,2324499],[1887614,2636585],[1891758,2328002],[1893753,2492530],[1893939,2735284],[1894576,2735559],[1898623,2736506],[1902869,2642784],[1908315,2140334],[1917991,2347942],[1920258,2349645],[1922359,2351445],[1924540,2517861],[1925177,2353482],[1928182,2356089],[1929161,2160133],[1929284,2746913],[1934587,2658614],[1934821,2749239],[1943205,2367805],[1949726,2528045],[1954663,2376955],[1956967,2378908],[1957191,2539274],[1964654,2821784],[1964777,2759862],[1974209,2391144],[1977317,2393619],[1978651,2763326],[1982897,2549117],[1997170,2561461],[2002802,2411376],[2006005,2690031],[2006642,2414351],[2007280,2229109],[2007403,2771304],[2012706,2564947],[2012940,2773630],[2017504,2694385],[2019015,2019877],[2019138,2774967],[2031975,2432607],[2035815,2435582],[2036453,2253789],[2036576,2586230],[2037965,2437119],[2042113,2440382],[2046752,2783262],[2050998,2709046],[2066120,2458352],[2066344,2596345],[2070488,2461855],[2072669,2605923],[2073306,2463892],[2080748,2794069],[2081473,2294401],[2081596,2794232],[2085277,2472780],[2088705,2474342],[2093638,2613645],[2095149,2096011],[2095272,2797092],[2106613,2847131],[2106736,2799743],[2110112,2488711],[2110939,2625519],[2111604,2732512],[2116168,2492707],[2119276,2495182],[2120610,2803207],[2124856,2628306],[2131708,2806200],[2134083,2344882],[2134206,2510048],[2143638,2511670],[2146746,2514145],[2148080,2516828],[2148612,2515298],[2157760,2750520],[2172231,2531902],[2175434,2655420],[2176071,2534877],[2176832,2663202],[2182369,2539677],[2188766,2383097],[2189477,2760108],[2189937,2543375],[2190723,2821913],[2193958,2547559],[2198211,2205636],[2198334,2823156],[2203261,2824116],[2205759,2389522],[2213846,2826192],[2214571,2407023],[2214694,2826355],[2216945,2561638],[2217034,2680746],[2218375,2563110],[2221803,2564672],[2226736,2682027],[2237103,2775966],[2239388,2430937],[2240236,2693708],[2243917,2579805],[2247345,2581367],[2253912,2834698],[2265253,2455292],[2265376,2598110],[2270244,2703212],[2274808,2599732],[2277916,2602207],[2279250,2604890],[2290304,2467603],[2291087,2612320],[2292179,2718837],[2297084,2305804],[2297795,2795900],[2299041,2844816],[2303519,2798091],[2306652,2725658],[2310230,2726133],[2311994,2484660],[2312705,2799989],[2313165,2622564],[2313951,2847260],[2315271,2625244],[2317186,2626748],[2321439,2328864],[2321562,2848503],[2328987,2491085],[2336148,2736915],[2337394,2640620],[2340629,2641226],[2345005,2852752],[2349932,2853712],[2360517,2530232],[2361365,2654315],[2365046,2656777],[2368474,2658339],[2383396,2759400],[2384221,2669638],[2390305,2673159],[2391397,2762299],[2397013,2763735],[2398259,2678062],[2401514,2678420],[2402926,2557933],[2403709,2558568],[2404801,2678758],[2407146,2560648],[2409706,2418426],[2410417,2828023],[2411663,2864375],[2419274,2688926],[2424940,2693060],[2431648,2833506],[2432894,2867588],[2437372,2835697],[2440505,2782787],[2446558,2703736],[2447804,2594777],[2451039,2707488],[2455415,2871275],[2468027,2717838],[2473079,2795192],[2473904,2721489],[2479988,2725010],[2484959,2622954],[2485154,2622996],[2485784,2622862],[2487752,2488998],[2491868,2627383],[2492960,2729335],[2493922,2802612],[2495305,2629463],[2498576,2733036],[2499822,2635017],[2504747,2738131],[2510831,2741652],[2511923,2809099],[2517539,2810535],[2518785,2746555],[2530943,2857619],[2532189,2881469],[2539800,2757419],[2547983,2761300],[2551768,2762731],[2553860,2764951],[2558357,2558430],[2563409,2682417],[2563604,2682459],[2564234,2682325],[2566202,2567448],[2580104,2832798],[2580929,2778618],[2587013,2782139],[2598893,2708123],[2599985,2786464],[2600947,2840218],[2602330,2710203],[2605601,2790165],[2606847,2715757],[2616091,2721581],[2616286,2721623],[2627172,2627245],[2641650,2808100],[2645435,2809531],[2647527,2811751],[2657076,2750910],[2657271,2750952],[2657901,2750818],[2659869,2661115],[2666039,2860242],[2672948,2673021],[2696831,2778710],[2697026,2778752],[2702778,2836129],[2707912,2707985],[2741441,2741514],[2745423,2811843],[2745618,2811885],[2781928,2782001] ] cell #3924 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [874850],[992367],[1053580],[1109703],[1115602],[1178638],[1189259],[1199433],[1236624],[1288711],[1301530],[1307429],[1317907],[1328698],[1365485],[1394663],[1418273],[1431854],[1442812],[1448711],[1458862],[1481469],[1525074],[1526272],[1539716],[1548819],[1561861],[1573510],[1583051],[1611636],[1612834],[1652833],[1654092],[1655824],[1669125],[1688644],[1702241],[1738154],[1739413],[1741145],[1772949],[1774878],[1780104],[1782481],[1795265],[1812188],[1815179],[1857999],[1863225],[1865602],[1893824],[1896815],[1898899],[1902877],[1934663],[1937040],[1964930],[1978927],[1982905],[1997241],[2012782],[2015159],[2017512],[2047028],[2051006],[2081024],[2093646],[2106889],[2111015],[2120886],[2124864],[2131984],[2157768],[2189945],[2190999],[2203537],[2214122],[2217042],[2226744],[2237111],[2292187],[2299317],[2303527],[2310238],[2313173],[2314227],[2350208],[2383404],[2391405],[2404809],[2411939],[2433170],[2437380],[2473087],[2484967],[2492968],[2511931],[2532465],[2563417],[2580112],[2599993],[2616099],[2657084],[2696839],[2745431] ] cell #3925 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1116411],[1242775],[1308238],[1366143],[1372245],[1438005],[1449520],[1459520],[1496549],[1549628],[1562519],[1568621],[1579661],[1590148],[1626111],[1654750],[1678347],[1691779],[1702899],[1709001],[1718843],[1740071],[1781975],[1783139],[1796143],[1805145],[1817938],[1829272],[1865096],[1866260],[1903755],[1905114],[1906572],[1919134],[1937698],[1951021],[1983783],[1985142],[1986600],[2015817],[2022252],[2024603],[2036297],[2051884],[2054701],[2098386],[2100737],[2125742],[2128559],[2131266],[2133927],[2162508],[2164859],[2202819],[2205480],[2217920],[2231484],[2233835],[2236448],[2262436],[2265097],[2302864],[2316909],[2326047],[2328708],[2357577],[2358576],[2386993],[2406867],[2415486],[2416485],[2445020],[2470906],[2476676],[2484196],[2497038],[2537011],[2543844],[2550862],[2583701],[2604063],[2614114],[2644529],[2694854], 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] cell #3926 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3927 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3928 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [825482],[934749],[1012205],[1055480],[1093841],[1135524],[1167875],[1181355],[1219829],[1253196],[1258026],[1263105],[1285668],[1295639],[1344072],[1349151],[1375190],[1382201],[1387813],[1415059],[1420784],[1425863],[1448426],[1468081],[1474619],[1504974],[1507590],[1512669],[1518075],[1540448],[1545527],[1551331],[1552484],[1571566],[1578577],[1591233],[1598464],[1604637],[1625787],[1630839],[1634798],[1637377],[1638530],[1663311],[1669849],[1680447],[1681835],[1700204],[1702820],[1707899],[1716489],[1720233],[1726882],[1730502],[1751348],[1753713],[1758579],[1764752],[1766140],[1783060],[1790291],[1796464],[1808260],[1817614],[1822666],[1826625],[1829204],[1830357],[1842596],[1845875],[1852168],[1855912],[1866181],[1872159],[1875903],[1877596],[1882552],[1886172],[1889896],[1902760],[1906504],[1913153],[1916773],[1937619],[1939984],[1944850],[1951023],[1952411],[1961839],[1963674],[1973216],[1976495],[1982788],[1986532],[1992153],[1995432],[2001725],[2005469],[2015738],[2021326],[2024605],[2030898],[2034642],[2044911],[2050889],[2054633],[2056326],[2061282],[2064902],[2068626],[2077885],[2086083],[2087918],[2097460],[2100739],[2103798],[2105633],[2115175],[2118454],[2124747],[2128491],[2131268],[2133103],[2142645],[2145924],[2152217],[2155961],[2161582],[2164861],[2171154],[2174898],[2185167],[2194623],[2201555],[2202821],[2204656],[2210983],[2219181],[2221016],[2230558],[2233837],[2236525],[2244723],[2246558],[2256100],[2259379],[2262438],[2264273],[2273815],[2277094],[2283387],[2287131],[2293236],[2298601],[2302003],[2302941],[2317851],[2326049],[2327884],[2341294],[2348226],[2349492],[2351327],[2357654],[2365852],[2367687],[2377229],[2380508],[2386071],[2386995],[2390819],[2393501],[2411223],[2415563],[2427089],[2432454],[2435856],[2436794],[2451704],[2459902],[2461737],[2470983],[2472354],[2482137],[2488558],[2492382],[2506597],[2507521],[2511345],[2514027],[2531749],[2536089],[2544217],[2555710],[2556634],[2561313],[2578008],[2579379],[2595583],[2599407],[2621209],[2623406],[2635823],[2637884],[2654980],[2675326],[2689591],[2704146],[2733446],[2760925] ] cell #3929 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1504736],[1633588],[1678104],[1699966],[1711946],[1753425],[1761292],[1803939],[1825415],[1837459],[1837697],[1842308],[1877912],[1918850],[1926717],[1939696],[1947563],[1950697],[1958498],[1959708],[1963990],[1972928],[1991865],[1997378],[2021038],[2021968],[2023289],[2036651],[2056642],[2066979],[2067267],[2074846],[2079750],[2088234],[2097172],[2098102],[2099423],[2105949],[2114887],[2118128],[2133419],[2134281],[2135244],[2135532],[2142357],[2147870],[2161294],[2162224],[2163545],[2166807],[2176591],[2176907],[2187407],[2196488],[2204972],[2205834],[2206797],[2207085],[2212848],[2221332],[2224087],[2224375],[2230270],[2231200],[2232521],[2238390],[2239178],[2239995],[2240311],[2246874],[2255812],[2258063],[2264589],[2265451],[2266414],[2266702],[2273527],[2276768],[2279040],[2295725],[2301715],[2304806],[2305594],[2306411],[2306727],[2310635],[2316625],[2319716],[2322183],[2322499],[2324783],[2328200],[2329062],[2330025],[2330313],[2334078],[2334131],[2335227],[2337184],[2343159],[2351643],[2353468],[2353756],[2359519],[2360307],[2361124],[2361440],[2368003],[2370758],[2371046],[2376941],[2379192],[2380182],[2390563],[2393817],[2394943],[2394996],[2396092],[2398049],[2403967],[2407221],[2408347],[2408439],[2412241],[2414337],[2414625],[2417428],[2418216],[2419033],[2419349],[2423178],[2429578],[2435568],[2438659],[2440264],[2440580],[2443726],[2444488],[2444541],[2445637],[2447594],[2453569],[2456036],[2456352],[2458636],[2462053],[2463878],[2464166],[2464808],[2465096],[2470374],[2470466],[2474263],[2474513],[2474566],[2476908],[2478226],[2486143],[2488788],[2490140],[2492126],[2495064],[2495380],[2496506],[2496559],[2497655],[2499612],[2511089],[2514343],[2515469],[2515522],[2518575],[2521459],[2521747],[2522473],[2523008],[2524025],[2528873],[2528965],[2532767],[2534863],[2535151],[2537954],[2539559],[2539875],[2540421],[2540737],[2545778],[2546226],[2546279],[2546743],[2547425],[2548636],[2549295],[2557799],[2559010],[2562684],[2564593],[2564843],[2564896],[2567238],[2568556],[2569091],[2570108],[2577399],[2577491],[2581288],[2581538],[2581591],[2583933],[2585251],[2587271],[2590209],[2590525],[2591907],[2597165],[2599151],[2602089],[2602405],[2603531],[2603584],[2603623],[2606637],[2607425],[2610540],[2610813],[2611156],[2612542],[2613409],[2616549],[2617013],[2620600],[2620692],[2622328],[2625415],[2625468],[2626614],[2627825],[2628484],[2632147],[2639445],[2639893],[2639946],[2639985],[2641092],[2642303],[2642962],[2645977],[2647886],[2650531],[2656351],[2658260],[2658510],[2658563],[2660905],[2662223],[2662257],[2662758],[2663775],[2668278],[2668496],[2668896],[2671379],[2671995],[2673381],[2676887],[2677335],[2677388],[2677427],[2679195],[2679538],[2680924],[2681791],[2684931],[2691553],[2691896],[2692231],[2693282],[2693316],[2694149],[2697289],[2697753],[2698435],[2699646],[2706155],[2706208],[2706247],[2707354],[2708565],[2709224],[2712887],[2718110],[2720129],[2720747],[2723503],[2723846],[2724181],[2725232],[2725266],[2726616],[2727016],[2730115],[2731501],[2735455],[2735508],[2735547],[2736989],[2737389],[2737662],[2739872],[2740488],[2741874],[2742741],[2745881],[2747688],[2748031],[2748366],[2749417],[2749451],[2750284],[2753424],[2761572],[2763809],[2764209],[2764482],[2766686],[2769323],[2772079],[2772422],[2772757],[2773808],[2773842],[2775239],[2775457],[2777258],[2777876],[2780975],[2782361],[2783745],[2784145],[2784418],[2787244],[2788630],[2792637],[2794904],[2796717],[2797364],[2797582],[2800806],[2801453],[2803690],[2804090],[2804363],[2808372],[2811009],[2813486],[2813704],[2816123],[2819222],[2820608],[2822307],[2823828],[2827027],[2829487],[2829705],[2834323],[2834970],[2839059],[2841696],[2843629],[2845210],[2847654],[2853424],[2859083],[2861369],[2863188],[2867982],[2878463] ] cell #3930 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1244629],[1335528],[1373636],[1374195],[1417997],[1439859],[1466107],[1499046],[1503448],[1503867],[1504032],[1531904],[1548020],[1548579],[1570012],[1570571],[1581515],[1583621],[1595832],[1617006],[1622505],[1626686],[1628865],[1632873],[1633672],[1661337],[1672414],[1677235],[1677400],[1694276],[1698678],[1699097],[1699262],[1710392],[1710951],[1712019],[1719418],[1722890],[1727455],[1743736],[1745184],[1750480],[1754558],[1755645],[1755947],[1760578],[1775448],[1787659],[1797037],[1799216],[1804023],[1808833],[1818513],[1820692],[1824700],[1825499],[1836171],[1836590],[1836755],[1838488],[1845361],[1852970],[1855097],[1858569],[1869593],[1874350],[1878560],[1880008],[1883125],[1890469],[1905689],[1909161],[1913726],[1919983],[1921372],[1928731],[1930007],[1931455],[1940829],[1941916],[1942218],[1946849],[1951596],[1957783],[1958582],[1959756],[1966430],[1973543],[1975981],[1977068],[1985717],[1988517],[1996005],[1999159],[2002527],[2008126],[2009574],[2024091],[2025178],[2031700],[2033827],[2037299],[2045825],[2048323],[2057290],[2058738],[2061855],[2067315],[2068112],[2069199],[2074132],[2078649],[2083181],[2090395],[2090674],[2092122],[2100225],[2101312],[2108110],[2109837],[2115502],[2119027],[2122181],[2135580],[2135859],[2137307],[2142972],[2145410],[2146497],[2150302],[2155146],[2156854],[2165434],[2168588],[2171956],[2179003],[2187625],[2195387],[2198733],[2199919],[2207133],[2207412],[2208860],[2215093],[2216279],[2223493],[2225220],[2234410],[2249035],[2249314],[2250762],[2254311],[2258865],[2259952],[2266750],[2268477],[2274142],[2277667],[2280821],[2289340],[2295943],[2298846],[2310853],[2313756],[2321961],[2330361],[2332088],[2342058],[2345404],[2346590],[2349737],[2353804],[2354083],[2355531],[2370164],[2371891],[2381081],[2388558],[2401962],[2411468],[2414673],[2429796],[2432699],[2455814],[2464214],[2465941],[2509084],[2531994],[2535199], [302805,2088956],[390867,2222054],[409830,2247596],[465418,2315522],[497989,2148863],[511393,2368725],[548893,2402647],[560918,2413234],[590336,2041126],[590459,1801496],[599271,2449375],[610611,2280033],[644158,2484897],[653662,2490806],[665687,2501393],[676054,2338965],[689860,1924289],[695564,2523173],[707589,2533760],[713564,2181382],[713687,1956055],[734388,2550548],[745030,2399830],[757613,2563347],[767117,2569256],[775043,2423878],[802798,2591922],[809152,2268826],[809275,2056092],[812302,2597831],[822958,2072418],[824327,2608418],[844285,2616029],[845686,2616714],[848901,2478926],[878932,2632162],[885286,2332437],[885409,2129950],[887051,2503860],[903817,2644215],[914459,2520356],[917002,2357263],[918070,2165661],[924267,2166534],[927042,2657014],[936546,2662923],[959763,2549995],[962194,2673396],[965170,2552973],[993815,2685096],[997030,2415172],[998098,2234637],[1004295,2235510],[1005953,2237289],[1023015,2696769],[1024416,2697454],[1027631,2585951],[1033383,2701558],[1036608,2444021],[1037947,1814332],[1038506,2268687],[1057662,2712902],[1064016,2076105],[1064139,1837929],[1074330,2470039],[1079704,2720762],[1081229,2615553],[1085274,2101539],[1087589,2303705],[1114322,2629184],[1116753,2731516],[1119729,2496039],[1121068,1895968],[1121627,2332298],[1146034,2643662],[1148465,2741889],[1151441,2646640],[1157839,2745361],[1159240,2746046],[1161623,2157946],[1162797,2362781],[1162962,1936751],[1180086,2753589],[1183301,2177231],[1184369,1951823],[1190566,1959921],[1199969,2545283],[1205726,2549310],[1207645,2391583],[1211264,1987991],[1211823,2209070],[1233685,2560369],[1239059,2769338],[1240584,2683935],[1246944,2226922],[1248118,2420690],[1248283,2014870],[1266157,2240635],[1271531,2777891],[1273056,2696293],[1277101,2025405],[1279416,2437558],[1284673,2440904],[1287104,2782376],[1291132,2053080],[1306149,2709924],[1308580,2788645],[1311556,2279055],[1312895,1831769],[1313454,2068322],[1319355,2792802],[1322272,2469354],[1329258,2292365],[1334962,2474731],[1340349,2308068],[1340514,2102412],[1352203,2307051],[1361922,2727031],[1362341,2624472],[1368098,2628499],[1370017,2493146],[1377694,2126938],[1395199,2337199],[1400956,2642977],[1402875,2512109],[1406494,1907963],[1407053,2137517],[1412427,2811024],[1413952,2518590],[1428915,2361764],[1434289,2816138],[1435814,2752428],[1442174,2177555],[1443348,2177386],[1443513,1953775],[1447431,2540199],[1449862,2820623],[1453161,2385048],[1463928,2394476],[1470914,2209209],[1482005,2398064],[1485790,2559684],[1491977,2680939],[1492776,2404987],[1498480,2565061],[1515721,2419673],[1518648,2423193],[1525634,2241821],[1531338,2581756],[1536725,2241652],[1536890,2026278],[1542482,2585266],[1544401,2442090],[1558298,2784160],[1558717,2447609],[1560615,2602729],[1564474,2709239],[1566393,2600171],[1574070,2069501],[1575945,2841711],[1577470,2606652],[1594443,2302550],[1605210,2478241],[1612196,2308237],[1615919,2486611],[1621939,2625633],[1644344,2804105],[1644763,2499627],[1646661,2495704],[1648391,2334296],[1657139,2853439],[1659158,2333611],[1666144,2137656],[1671848,2515687],[1681020,2522488],[1687207,2749432],[1688006,2362950],[1689180,2660920],[1693710,2658728],[1704854,2662238],[1706773,2541385],[1733712,2395161],[1742460,2823843],[1765325,2568571],[1771512,2773823],[1772311,2420859],[1773485,2567253],[1783974,2693297],[1786270,2236134],[1806949,2707369],[1807746,2444706],[1813766,2706373],[1815739,2457000],[1831203,2603749],[1846448,2612557],[1867095,2725247],[1888585,2626629],[1889382,2496724],[1895402,2735673],[1897375,2323147],[1900845,2737404],[1907397,2640111],[1929683,2529091],[1966151,2668911],[1967878,2546444],[1980873,2764224],[1987425,2677553],[2007802,2408565],[2019537,2577617],[2046557,2597146],[2081995,2470592],[2095671,2620818],[2120415,2490121],[2131513,2639426],[2190528,2545759],[2203066,2676868] ] cell #3931 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [292974,2381580],[356416,2459974],[359749,2288252],[405504,2507593],[431265,2536096],[431609,2377314],[457522,2556706],[485974,2578015],[486318,2435941],[507067,2595655],[515144,2461744],[515354,2603524],[543883,2621216],[544227,2302088],[567932,2635895],[571471,2637891],[575302,2514034],[575512,2639886],[591375,2518417],[595563,1931210],[598596,2654987],[598940,2161667],[608001,2537947],[635082,2675333],[638913,2393508],[639123,2677328],[659452,2690587],[661979,2009329],[665012,2689598],[665356,2230643],[667882,2579386],[669170,2691546],[673293,2583926],[690554,2587534],[690898,1801158],[694699,2704153],[695435,1808589],[698530,2264280],[698740,2706148],[714603,2606479],[732593,2296973],[735212,2091877],[736858,2472361],[738146,2723496],[742269,2476901],[764003,2736071],[764347,2129612],[766252,2733453],[766988,1890225],[770083,2327891],[770293,2735448],[773468,2641085],[774081,2736973],[793722,2516717],[797553,1923688],[797763,2648129],[800980,2357661],[802268,2747681],[802561,1683824],[806391,2359512],[818092,2655976],[820619,2178758],[823652,2664506],[823996,1955717],[832053,2544224],[835447,2760932],[840900,2196330],[842765,2389571],[845557,1976824],[847326,2547418],[847939,2763793],[868928,2772139],[872849,2409595],[875468,2224975],[875818,2234909],[876028,2774283],[877114,2415570],[878402,2772072],[878695,1768129],[882525,2417421],[885894,2694133],[888522,2236532],[902022,2430826],[904641,2250517],[906287,1798615],[907575,2586279],[911698,1545612],[915141,1553347],[915427,2444481],[916040,2783729],[933432,2706771],[933776,2055754],[935681,2604779],[936417,2068955],[939512,2071817],[939722,2714391],[948469,2610806],[949617,2470990],[951159,2794964],[951984,2794897],[957581,2088575],[958801,2297421],[961957,1856822],[964013,2613393],[966641,2302948],[980182,2623413],[983576,2487641],[985540,2326121],[986811,2803849],[989029,2319558],[990894,2491134],[993686,2118783],[994087,1634883],[995169,1639393],[995455,2496499],[996068,2803674],[1007164,1389829],[1007450,2334071],[1010783,1660736],[1014177,2640509],[1019630,2343001],[1021495,2510097],[1024287,2146253],[1026056,1672076],[1026669,2517165],[1034207,2355286],[1035451,2166800],[1047658,2747748],[1051579,2530121],[1054198,2371646],[1054548,2165933],[1054758,2749892],[1055844,1953174],[1057132,2663251],[1057425,1954400],[1061255,1707984],[1069730,2387067],[1070169,2668480],[1071363,1721143],[1071649,2546219],[1073227,2822466],[1073368,2822291],[1075873,2195078],[1076084,1971444],[1078842,2196548],[1082700,2390826],[1088800,1476635],[1089086,2394936],[1092419,1465506],[1095813,2677951],[1103028,2679188],[1104176,2561320],[1105718,2405930],[1106543,2560697],[1108589,1753798],[1108958,2829292],[1112140,2221673],[1113360,2410043],[1116516,1762568],[1118572,1997371],[1131034,2238383],[1134740,1531566],[1135888,2025677],[1137430,2691613],[1138255,2693757],[1143852,2247215],[1145072,2431274],[1148228,2035552],[1150284,1280627],[1152912,2436801],[1154454,2438501],[1159111,2259708],[1166453,1820091],[1169847,2594666],[1171811,2262510],[1173082,2783904],[1175300,2453411],[1177165,2598159],[1179957,2277423],[1180358,1826710],[1181440,1310399],[1181726,1831431],[1182339,2605227],[1189877,2465696],[1191524,2843597],[1194599,2078340],[1194810,1840824],[1196079,1842681],[1197692,2079743],[1198688,2844183],[1202223,2086373],[1207223,2298673],[1208856,1348042],[1209142,2474506],[1215339,2304799],[1219045,1335190],[1220193,2101811],[1221735,2723563],[1222560,2725707],[1229085,2488630],[1229524,2726600],[1230718,1623929],[1231004,2625408],[1232582,2106290],[1232723,2312331],[1234966,1877603],[1235228,2111230],[1235439,1878253],[1238197,2319776],[1242055,2492389],[1251774,1628264],[1255168,2634906],[1261557,2131340],[1261996,1404086],[1263190,1392922],[1263476,1907625],[1265054,2737148],[1265195,2645061],[1267700,2341749],[1267911,2140873],[1270669,2343219],[1274527,2511352],[1280913,2515462],[1282491,2351984],[1286867,1674958],[1294855,1693938],[1296003,1936150],[1297545,2526456],[1298370,2654364],[1300416,1940069],[1300785,2813291],[1303967,2368344],[1305187,2530569],[1308343,1948839],[1314569,2537796],[1319226,2380837],[1320940,2860779],[1322028,2187400],[1323850,1962129],[1324814,1963681],[1325076,2189103],[1325287,1964331],[1336459,1973301],[1338072,2196481],[1347603,2202893],[1349236,1479728],[1349522,1987653],[1351100,2763968],[1351241,2551394],[1353896,2402975],[1356971,1988208],[1357182,1743429],[1358451,1992238],[1360064,2212841],[1361060,2212908],[1363812,1749879],[1364595,1997438],[1369595,2411295],[1371228,1511560],[1371514,2564836],[1381417,1498708],[1382565,2014269],[1384107,2572539],[1384932,2688975],[1386754,2694308],[1390040,1518404],[1391309,2021411],[1393918,2775044],[1397133,2579004],[1397453,2245013],[1402453,2432526],[1404372,2581531],[1408807,1796793],[1410569,2438652],[1411565,2438719],[1415423,2260451],[1424315,2048680],[1424754,1567604],[1425948,1556440],[1426234,1813994],[1427812,2264930],[1427953,2446184],[1430196,2056333],[1430458,2269870],[143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] cell #3932 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [762794],[841713],[861704],[874378],[932223],[958420],[979266],[989842],[992522],[1020443],[1040434],[1053108],[1062843],[1066106],[1080099],[1101575],[1112979],[1123555],[1144691],[1155267],[1160238],[1165537],[1176113],[1178793],[1188787],[1203599],[1212672],[1225461],[1239454],[1250858],[1257933],[1271926],[1283330],[1285522],[1285783],[1288239],[1293402],[1304806],[1315382],[1318062],[1320353],[1337901],[1341983],[1343979],[1375044],[1375305],[1379964],[1398829],[1407902],[1410398],[1412822],[1414735],[1415074],[1415586],[1418428],[1420691],[1434684],[1446088],[1448280],[1448541],[1450997],[1467988],[1468096],[1468472],[1472064],[1501419],[1504989],[1505501],[1507497],[1534277],[1538359],[1540355],[1540463],[1540839],[1545194],[1545515],[1545551],[1571420],[1571681],[1573916],[1576340],[1578253],[1578592],[1579104],[1581946],[1591140],[1593622],[1597923],[1598452],[1598488],[1623758],[1625802],[1630746],[1630854],[1631230],[1634786],[1634822],[1656230],[1663218],[1663326],[1663702],[1667294],[1669308],[1669837],[1669873],[1673782],[1689963],[1696649],[1700219],[1700731],[1702835],[1703211],[1707566],[1707887],[1707923],[1715480],[1716504],[1722119],[1726654],[1727027],[1741551],[1751255],[1751363],[1751739],[1753701],[1753737],[1758038],[1758567],[1758603],[1774268],[1783075],[1783451],[1785449],[1789750],[1790279],[1790315],[1796236],[1796609],[1815585],[1816532],[1817629],[1822573],[1822681],[1823057],[1826613],[1826649],[1828663],[1829192],[1829228],[1833137],[1841222],[1842584],[1842620],[1847976],[1866196],[1866572],[1871150],[1875362],[1875891],[1875927],[1877514],[1877789],[1882324],[1882697],[1897221],[1898168],[1902775],[1905963],[1906492],[1906528],[1908390],[1912925],[1913298],[1937634],[1938010],[1938173],[1939972],[1940008],[1944309],[1944838],[1944874],[1950795],[1951168],[1963012],[1963592],[1963867],[1973240],[1982803],[1985991],[1986520],[1986556],[1988484],[1990779],[1992177],[1995204],[1995577],[1997533],[2005493],[2015753],[2016129],[2016292],[2017657],[2021314],[2021350],[2024377],[2024750],[2026706],[2047110],[2054092],[2054621],[2054657],[2056244],[2056519],[2061054],[2061427],[2077184],[2078616],[2079905],[2088111],[2093791],[2097448],[2097484],[2100511],[2100884],[2102892],[2104596],[2104971],[2105826],[2115199],[2118599],[2120968],[2127950],[2128479],[2128515],[2130362],[2132066],[2133021],[2133296],[2142669],[2155985],[2157913],[2164633],[2165006],[2166962],[2174922],[2188034],[2190090],[2191081],[2195354],[2196643],[2201915],[2203619],[2204574],[2204849],[2211714],[2213003],[2219979],[2221209],[2226889],[2233609],[2233982],[2235824],[2237256],[2238545],[2246751],[2256124],[2259524],[2261532],[2263236],[2273839],[2277239],[2287155],[2291619],[2292332],[2296352],[2299399],[2300187],[2302240],[2303672],[2304961],[2311262],[2313318],[2314309],[2318582],[2319871],[2325143],[2326847],[2334705],[2342025],[2343314],[2350290],[2351520],[2366650],[2367880],[2380653],[2384738],[2385457],[2391550],[2392261],[2393252],[2395570],[2404241],[2404954],[2408974],[2412021],[2430205],[2433252],[2434040],[2437525],[2438814],[2452435],[2453724],[2460700],[2475140],[2475772],[2486301],[2487020],[2493113],[2494815],[2512076],[2512787],[2513778],[2516096],[2519931],[2529500],[2532547],[2565470],[2582165],[2582797],[2588969],[2589960],[2600138],[2601840],[2649395],[2659137],[2666932], [473053,874748],[560777,992352],[606906,1053478],[651719,1109688],[657441,1115622],[707448,1178623],[715224,1189157],[721448,1199418],[755958,1236644],[800366,1288609],[810359,1301515],[816081,1307449],[824186,1317892],[831137,1328718],[866970,1365971],[890877,1394648],[914318,1418258],[925387,1431874],[934603,1442797],[940325,1448731],[947016,1459348],[968996,1481454],[1009867,1525094],[1012059,1526257],[1026516,1539701],[1034582,1548839],[1045700,1562347],[1056007,1573530],[1091503,1611656],[1093695,1612819],[1133287,1654578],[1135200,1652818],[1136051,1655844],[1151060,1669145],[1167729,1688629],[1181379,1702727],[1217592,1739899],[1219505,1738139],[1220356,1741165],[1253050,1772934],[1262772,1780124],[1263129,1782967],[1278257,1795365],[1295315,1812173],[1296166,1815199],[1348818,1863245],[1349175,1866088],[1381877,1893809],[1382728,1896835],[1387837,1901751],[1391746,1902977],[1425530,1934683],[1425887,1937526],[1474643,1981779],[1478552,1983005],[1494733,1997226],[1512336,2012802],[1512693,2015645],[1518220,2019952],[1551355,2049880],[1555264,2051106],[1604782,2096086],[1624705,2111035],[1637401,2123738],[1641310,2124964],[1680592,2160208],[1681859,2161606],[1720257,2193709],[1751902,2217142],[1764897,2229184],[1766164,2230582],[1808405,2264466],[1846020,2294476],[1855936,2302027],[1868380,2310377],[1890041,2328077],[1952435,2377253],[1962637,2383543],[1976640,2393694],[2034666,2435880],[2068771,2461930],[2086881,2473226],[2146069,2514220],[2245521,2580251] ] cell #3933 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473024],[560770],[606877],[651712],[657448],[707441],[715195],[721441],[755965],[800337],[810352],[816088],[824179],[831144],[867046],[890870],[914311],[925394],[934596],[940332],[947092],[968989],[1009874],[1012052],[1026509],[1034589],[1045776],[1056014],[1091510],[1093688],[1133363],[1135193],[1136058],[1151067],[1167722],[1181455],[1217668],[1219498],[1220363],[1253043],[1262779],[1263205],[1278326],[1295308],[1296173],[1348825],[1349251],[1381870],[1382735],[1390055],[1391815],[1425537],[1425963],[1476861],[1478621],[1494726],[1512343],[1512769],[1520371],[1553573],[1555333],[1606933],[1624712],[1639619],[1641379],[1682743],[1684050],[1721369],[1751971],[1767048],[1768355],[1810517],[1847092],[1857048],[1868449],[1892153],[1954626],[1962706],[1977712],[2035778],[2070883],[2086950],[2147141],[2245590], 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385454],[1965934,2191150],[1974823,2391554],[1975813,2392265],[1980494,2395567],[1980656,2203688],[1992752,2404238],[1993760,2404958],[1999431,2408971],[1999661,2220048],[2013335,2014414],[2028604,2430202],[2038579,2437529],[2040368,2438811],[2042508,2260596],[2048757,2048825],[2058570,2452439],[2060359,2453721],[2063578,2278311],[2073269,2074375],[2090016,2475137],[2090178,2299468],[2090946,2475769],[2091176,2300256],[2106619,2486249],[2107731,2487017],[2107893,2314378],[2116782,2493117],[2122615,2122683],[2144252,2512080],[2145242,2512791],[2149923,2516093],[2150085,2350359],[2168860,2529497],[2169090,2366719],[2182764,2183843],[2200353,2200421],[2223114,2565467],[2223276,2412090],[2248656,2582162],[2248818,2433321],[2249586,2582794],[2249816,2434109],[2258697,2588973],[2275422,2600142],[2281255,2281323],[2323581,2323649],[2347024,2347092],[2354355,2649392],[2354585,2520000],[2369785,2659134],[2369947,2532616],[2442524,2442592],[2457434,2457502],[2541819,2541887] ] cell #3934 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [435554],[515798],[575956],[608113],[639567],[673405],[699184],[709310],[742381],[770737],[774616],[779281],[798207],[806503],[848474],[853139],[876472],[882637],[887374],[911810],[916575],[921240],[940166],[959336],[965493],[994199],[996603],[1001268],[1005970],[1027204],[1031869],[1036931],[1038079],[1055202],[1061367],[1073903],[1081552],[1087606],[1108773],[1113895],[1117570],[1120052],[1121200],[1145607],[1151764],[1161640],[1163120],[1180470],[1182874],[1187539],[1196263],[1200292],[1207662],[1211396],[1233258],[1235725],[1240907],[1246961],[1248441],[1265730],[1273379],[1279433],[1291149],[1300600],[1305722],[1309397],[1311879],[1313027],[1325573],[1329275],[1336643],[1340672],[1351776],[1358635],[1362664],[1364474],[1370034],[1373768],[1377711],[1391493],[1395522],[1402892],[1406626],[1428488],[1430955],[1436137],[1442191],[1443671],[1453178],[1455666],[1467229],[1470931],[1478299],[1482328],[1489091],[1492793],[1500161],[1504190],[1515294],[1521949],[1525651],[1533019],[1537048],[1548152],[1555011],[1559040],[1560850],[1566410],[1570144],[1574087],[1583857],[1594460],[1596948],[1608511],[1612213],[1615936],[1618424],[1629987],[1633689],[1641057],[1645086],[1648408],[1650896],[1662459],[1666161],[1673529],[1677558],[1684321],[1688023],[1695391],[1699420],[1710524],[1723126],[1731923],[1733729],[1736217],[1743972],[1754575],[1757063],[1768626],[1772328],[1775684],[1786287],[1788775],[1800338],[1804040],[1807763],[1810251],[1821814],[1825516],[1832884],[1836913],[1845378],[1852987],[1857319],[1858805],[1878796],[1889399],[1891887],[1909397],[1918194],[1920000],[1922488],[1930243],[1940846],[1943334],[1954897],[1958599],[1966666],[1967895],[1973779],[1977446],[2002544],[2008362],[2024108],[2031717],[2036049],[2037535],[2057526],[2068129],[2070617],[2083417],[2085456],[2100242],[2109854],[2115738],[2136095],[2137324],[2143208],[2146875],[2171973],[2177791],[2188945],[2207648],[2208877],[2216515],[2242057],[2244096],[2268494],[2274378],[2308473],[2312173],[2332105],[2335616],[2363186],[2396481],[2421095],[2446026],[2498044],[2547132] ] cell #3935 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1373095],[1502595],[1569471],[1625151],[1625363],[1632427],[1697825],[1709851],[1715853],[1716065],[1753324],[1805995],[1816978],[1817190],[1824254],[1835318],[1842207],[1902124],[1902336],[1927878],[1939595],[1950061],[1950273],[1957337],[1982152],[1982364],[2020937],[2022653],[2022865],[2036812],[2045379],[2066878],[2097071],[2098787],[2098999],[2132708],[2134442],[2135143],[2148292],[2161378],[2162909],[2163121],[2204261],[2205995],[2206696],[2230354],[2231885],[2232097],[2237904],[2239600],[2252368],[2263878],[2264308],[2265612],[2266313],[2301799],[2304320],[2306016],[2327489],[2327919],[2329223],[2329924],[2336698],[2359033],[2360729],[2377025],[2387647],[2393536],[2397563],[2407382],[2416942],[2418638],[2435652],[2447108],[2461772],[2471651],[2472389],[2489210],[2499126],[2514062],[2544252],[2561981],[2579414],[2623441], [591408,2440994],[614273,2466999],[659485,2495794],[690320,2518638],[714636,2540289],[715972,2542597],[763769,2567301],[792454,2586349],[797499,2587981],[818125,2602819],[819077,2605134],[823418,2606700],[825529,2609420],[867652,2626677],[875764,2630582],[891727,2510167],[893142,2640864],[906233,2647093],[933198,2660968],[934413,2663321],[934796,2663575],[939458,2664953],[947698,2668959],[969846,2389641],[971261,2678306],[985486,2681949],[1010729,2580495],[1011869,2693827],[1012252,2694081],[1025549,2699264],[1041284,2598229],[1042699,2595021],[1046382,2707417],[1054494,2711322],[1055339,2713228],[1055790,2713355],[1069676,2718268],[1080781,1851744],[1092365,2473470],[1093505,2725777],[1093888,2726031],[1102257,1871735],[1107820,2728902],[1124405,2491204],[1125820,2635261],[1133969,2737452],[1134233,2641921],[1135383,2738853],[1135834,2738980],[1157532,2352666],[1166399,2657467],[1167539,2654434],[1167922,2654688],[1171757,2750442],[1181219,2755399],[1195310,2759597],[1207169,1972827],[1218274,2764272],[1218538,2548254],[1219688,2765673],[1220139,2765800],[1229031,1991764],[1234344,2560767],[1240136,2001301],[1243596,2004625],[1245635,2573991],[1251720,2563800],[1252860,2689045],[1253243,2689299],[1256667,2579462],[1256779,2774742],[1261503,2775397],[1262969,2776556],[1272608,2030474],[1285332,2257639],[1285715,2439869],[1294084,2050465],[1294348,2708183],[1295498,2705538],[1295949,2705665],[1299647,2786031],[1317647,2463076],[1320737,2793574],[1335690,1851532],[1342713,2472437],[1342825,2796867],[1347549,2797522],[1349015,2798681],[1356555,2487996],[1357682,1871523],[1363758,2624925],[1369541,2114786],[1372955,2117704],[1374854,2324359],[1375237,2636475],[1380646,2124323],[1380910,2627443],[1382060,2734838],[1382511,2734965],[1386604,2806029],[1390540,2806397],[1402399,2142256],[1413504,2151793],[1414918,2518089],[1415369,2353367],[1419425,2656434],[1419537,2747601],[1424261,2161193],[1425727,2748852],[1435366,2170730],[1438826,2174054],[1440865,2527908],[1448090,2378768],[1448473,2539164],[1456976,2382754],[1457088,2821851],[1462393,1723890],[1472746,2201131],[1473410,2823945],[1477346,2824313],[1484255,1745726],[1487032,2561021],[1493766,2680359],[1498081,2409950],[1499208,2001089],[1503337,2223986],[1504833,2690259],[1505284,2414236],[1506231,2562767],[1506343,2771992],[1511067,2230169],[1512533,2773243],[1517113,2831180],[1519257,2692717],[1519369,2691466],[1532066,2030262],[1539201,2438173],[1543925,2255711],[1545391,2257427],[1550122,2783796],[1554058,2050253],[1565917,2273426],[1569331,2276344],[1571230,2458212],[1571613,2596235],[1577022,2282963],[1578436,2606151],[1578887,2463777],[1580482,2286287],[1584621,1585611],[1587792,2843847],[1588795,2611977],[1588907,2794817],[1601170,2297328],[1603080,2301614],[1603675,2845401],[1605819,2724667],[1605931,2723416],[1614870,2726667],[1616222,2624798],[1619734,2484317],[1619846,2847198],[1625576,2733481],[1627928,2491458],[1634662,2324147],[1636168,2803741],[1640104,2124111],[1649084,2737040],[1652318,2342673],[1657623,1910161],[1667976,2347802],[1668640,2350932],[1672576,2151581],[1679168,2356589],[1679485,1931997],[1693311,2530476],[1694438,2170518],[1698567,2370657],[1700063,2655648],[1700514,2534762],[1701573,2537468],[1706297,2376840],[1707763,2378556],[1709711,2379758],[1714322,2668547],[1716278,2760960],[1716843,2860915],[1717984,2822358],[1728064,2550147],[1728176,2764395],[1729776,2389895],[1730970,2200919],[1734405,2763860],[1737639,2196002],[1742807,2679108],[1747907,2863406],[1748910,2402246],[1749022,2826940],[1753509,2408664],[1754861,2563673],[1763790,2010116],[1776448,1777438],[1779619,2246163],[1780734,2578676],[1792997,2431181],[1794907,2435467],[1795502,2038299],[1797646,2701157],[1797758,2698348],[1805855,2443302],[1811673,2453083],[1817403,2704181],[1819755,2598483],[1826489,2458000],[1827995,2461342],[1831931,2282751],[1836060,2464707],[1840202,2610726],[1842392,2470691],[1843923,2084181],[1848243,2296042],[1850001,2613460],[1851957,2724216],[1853663,2797633],[1854313,2473343],[1859569,1860559],[1862740,2087523],[1863855,2621877],[1869992,2311345],[1871948,2800841],[1872513,2875644],[1873654,2847705],[1877631,2489971],[1883734,2490405],[1883846,2804276],[1893309,2319230],[1902549,2637919],[1903114,2143972],[1904255,2508173],[1914335,2643814],[1914447,2737575],[1916047,2510421],[1917241,2347590],[1920676,2742792],[1926710,2517072],[1928620,2521358],[1934178,2367292],[1935293,2526128],[1939780,2529190],[1941132,2657340],[1963279,2187724],[1963709,2545609],[1969484,2388408],[1970822,2547338],[1973012,2392568],[1974543,1983142],[1982577,2675361],[1984283,2557286],[1989759,2211826],[1991949,2212021],[1993480,2217279],[1996726,2405602],[1999558,2409057],[2001514,2772792],[2003220,2829756],[2012297,2220621],[2013412,2572211],[2021122,2577716],[2026973,2429895],[2028731,2694200],[2030687,2692266],[2032393,2775508],[2033043,2580368],[2042585,2590244],[2044185,2586603],[2050678,2594739],[2051243,2275142],[2052384,2448804],[2056361,2596996],[2062464,2597430],[2062576,2784331],[2079264,2289190],[2087953,2475536],[2091073,2475855],[2097256,2620917],[2104742,2487714],[2105238,2310952],[2105668,2311026],[2110530,2314951],[2112781,2318694],[2114971,2318889],[2116502,2125101],[2117917,2736144],[2119748,2322218],[2124536,2634979],[2126242,2500822],[2133138,2639276],[2138913,2508934],[2140251,2641005],[2142441,2513094],[2152006,2646012],[2153712,2521543],[2154362,2646966],[2168987,2529583],[2170943,2748401],[2172649,2813755],[2182841,2540456],[2198990,2392373],[2201344,2678024],[2204691,2676718],[2212362,2401812],[2220125,2409668],[2221051,2408738],[2224171,2225913],[2246593,2582561],[2249713,2582880],[2255896,2589276],[2271421,2452547],[2273611,2452742],[2276557,2706844],[2278388,2456071],[2283176,2604852],[2284882,2464892],[2297046,2300333],[2345661,2512899],[2348015,2640582],[2351362,2649159],[2354482,2649478],[2366796,2530194],[2367722,2529264],[2370842,2372584],[2379971,2664579],[2430899,2434186],[2441161,2589081],[2443515,2587607],[2516790,2520077] ] cell #3936 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [690953],[716256],[764402],[797565],[824051],[825562],[875830],[906299],[911686],[933831],[934829],[939524],[941880],[985552],[994075],[1010795],[1012285],[1026044],[1054560],[1055856],[1056266],[1061243],[1069742],[1092431],[1093921],[1108577],[1134728],[1135900],[1136310],[1150202],[1166465],[1167955],[1171823],[1180346],[1181331],[1181714],[1196067],[1207235],[1219033],[1220205],[1220615],[1229097],[1234888],[1251786],[1253276],[1261569],[1261914],[1263081],[1263464],[1285748],[1294843],[1296015],[1296425],[1300404],[1310317],[1324736],[1336447],[1347615],[1347960],[1349127],[1349510],[1358439],[1363824],[1369607],[1373085],[1375270],[1381405],[1382577],[1382987],[1387607],[1387719],[1391297],[1392840],[1402465],[1415435],[1415845],[1424327],[1424672],[1425839],[1426222],[1430118],[1448506],[1452713],[1466392],[1474413],[1474525],[1478103],[1479646],[1487098],[1488254],[1494261],[1499965],[1503403],[1503487],[1505350],[1505760],[1511133],[1511478],[1512645],[1513028],[1518254],[1521112],[1532823],[1543991],[1545503],[1545886],[1551125],[1551237],[1554815],[1556358],[1565983],[1569461],[1571646],[1578953],[1579363],[1593995],[1598370],[1603146],[1604816],[1607674],[1615471],[1617169],[1623847],[1627994],[1629150],[1632514],[1633184],[1634774],[1635157],[1637171],[1637283],[1640861],[1642404],[1647943],[1661622],[1669755],[1673333],[1674876],[1680626],[1681629],[1681741],[1683484],[1695195],[1698633],[1698717],[1700580],[1700990],[1706363],[1707875],[1708258],[1709841],[1720027],[1720139],[1727061],[1729842],[1731727],[1733264],[1743347],[1744497],[1753476],[1753689],[1754110],[1755808],[1758485],[1760255],[1762486],[1764931],[1765934],[1766046],[1767789],[1785822],[1790197],[1794973],[1796643],[1799501],[1805985],[1807298],[1808439],[1819821],[1820977],[1824341],[1825011],[1826601],[1826984],[1829110],[1832688],[1834231],[1836126],[1836210],[1840742],[1842359],[1842572],[1844913],[1846054],[1852522],[1855260],[1855706],[1855818],[1856482],[1867861],[1875809],[1877986],[1878171],[1879321],[1882731],[1888934],[1890075],[1906410],[1913332],[1916113],[1917998],[1919535],[1928686],[1928770],[1939747],[1939960],[1940381],[1942079],[1944756],[1946526],[1948757],[1951202],[1952205],[1952317],[1954060],[1957424],[1958094],[1962118],[1964064],[1964249],[1967430],[1969734],[1971362],[1973192],[1975294],[1976674],[1986438],[1992129],[1995611],[1997427],[2002079],[2005375],[2021089],[2021302],[2023643],[2024784],[2031252],[2033990],[2034436],[2034548],[2035212],[2044251],[2045466],[2046136],[2054539],[2056716],[2056901],[2058051],[2061461],[2067030],[2067664],[2068805],[2073809],[2079514],[2079799],[2085155],[2086362],[2088493],[2097223],[2097436],[2099777],[2100918],[2106208],[2109389],[2115151],[2118633],[2128397],[2133493],[2133678],[2135295],[2136859],[2139163],[2140791],[2142621],[2144723],[2146103],[2148439],[2155309],[2155867],[2156531],[2161558],[2165040],[2166856],[2171508],[2174804],[2176981],[2188644],[2196537],[2205046],[2205231],[2206848],[2208412],[2212612],[2212897],[2221591],[2230534],[2234016],[2238154],[2238439],[2239747],[2240385],[2243795],[2245002],[2247133],[2252618],[2256076],[2258178],[2259558],[2264848],[2266465],[2268029],[2273791],[2277273],[2287037],[2301979],[2304570],[2304855],[2306163],[2306801],[2311872],[2319765],[2328459],[2330076],[2331640],[2335315],[2336948],[2343208],[2348564],[2351902],[2359283],[2359568],[2360876],[2361514],[2368262],[2377205],[2380687],[2394076],[2396180],[2397813],[2417192],[2417477],[2418785],[2419423],[2425450],[2435832],[2438708],[2445725],[2447358],[2453618],[2462312],[2471901],[2476957],[2480498],[2489357],[2497743],[2499376],[2514602],[2524745],[2538003],[2546831],[2547474],[2562231],[2570828],[2583982],[2610862],[2626020],[2641141],[2679244] ] cell #3937 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1244636],[1336655],[1358647],[1373780],[1374190],[1418004],[1439866],[1467217],[1489079],[1500173],[1503795],[1504178],[1533031],[1548164],[1548574],[1570156],[1570566],[1581522],[1596827],[1618303],[1625646],[1629975],[1633607],[1662447],[1673541],[1677163],[1677546],[1695403],[1699025],[1699408],[1710536],[1710946],[1712026],[1716348],[1722052],[1742898],[1753577],[1756942],[1761050],[1788654],[1795997],[1800326],[1803958],[1817473],[1821802],[1825434],[1836518],[1836901],[1838483],[1840293],[1841155],[1842460],[1852027],[1872018],[1877722],[1884925],[1902619],[1903609],[1908323],[1919002],[1922367],[1939848],[1943213],[1947321],[1950556],[1958517],[1959684],[1963800],[1970913],[1973080],[1982647],[1983637],[1990712],[1992017],[2001584],[2004260],[2019885],[2021190],[2022120],[2023148],[2030757],[2036461],[2050748],[2051738],[2056452],[2063655],[2067131],[2067243],[2074604],[2088044],[2096019],[2097324],[2098254],[2099282],[2105759],[2115039],[2124606],[2125596],[2133229],[2134091],[2135396],[2135508],[2140342],[2142509],[2152076],[2157326],[2160141],[2161446],[2162376],[2163404],[2171013],[2173689],[2183920],[2201414],[2204782],[2205644],[2206949],[2207061],[2217774],[2221142],[2229117],[2230422],[2231352],[2232380],[2246684],[2255964],[2257922],[2260673],[2264399],[2265261],[2266566],[2266678],[2273679],[2283246],[2285922],[2294409],[2299545],[2301867],[2314455],[2316777],[2324642],[2328010],[2328872],[2330177],[2330289],[2348085],[2350436],[2351453],[2353620],[2353732],[2356224],[2367813],[2377093],[2379051],[2383105],[2391857],[2393627],[2405261],[2407031],[2412167],[2414489],[2414601],[2433398],[2435720],[2437832],[2458495],[2461863],[2464030],[2464142],[2467624],[2472788],[2474904],[2484668],[2486784],[2493420],[2512383],[2514153],[2515860],[2532693],[2535015],[2535127],[2547580],[2557954],[2565234],[2579813],[2581929],[2600445],[2641247],[2658901], [447393,1598258],[557803,1758373],[581246,1790085],[590466,1284258],[648896,1875697],[688114,1669643],[689855,1414263],[704474,1944644],[713694,1447016],[748390,1990299],[762351,2005263],[796934,1544336],[807536,2054427],[809282,1560200],[821212,1828998],[822953,1577781],[859049,2104077],[869709,2113321],[883670,2128285],[885416,1646246],[895405,1906298],[917819,2159728],[918077,1682328],[924262,1689491],[931780,2174692],[938893,1706708],[961620,2199530],[973524,1986326],[987187,2219460],[997847,2228704],[998105,1766633],[1004290,1773796],[1006827,2019472],[1037779,2262717],[1038091,1555023],[1038501,1808996],[1044962,1815674],[1048439,2271961],[1062400,2286925],[1064146,1838073],[1083479,2299668],[1085023,2301011],[1085281,1856405],[1088463,2095606],[1120900,2326328],[1121212,1641069],[1121622,1890632],[1128083,1897310],[1130004,2131547],[1147891,2346201],[1159795,2155755],[1162497,1929618],[1162725,1930768],[1163108,1684309],[1173458,2366131],[1184118,2375375],[1184376,1952904],[1190561,1960067],[1208519,2198668],[1211096,2392733],[1211408,1731935],[1211818,1977231],[1214309,2203100],[1244378,2413633],[1247818,2007737],[1248046,2008887],[1248429,1768614],[1257563,2019023],[1275306,2433521],[1276850,2434864],[1277108,2035135],[1280290,2254246],[1286530,2441701],[1290119,2046591],[1291067,1810130],[1312727,2460181],[1313039,1832896],[1313449,2069362],[1319910,2076040],[1330132,2081930],[1335434,2473600],[1337042,2298880],[1340277,2091435],[1340660,1857307],[1343609,2095157],[1370891,2321896],[1373468,2494296],[1376681,2120449],[1377629,1891766],[1403749,2345339],[1406326,2513259],[1406638,1918206],[1407048,2146660],[1409539,2349771],[1416202,2519412],[1417746,2520755],[1420321,1929169],[1439608,2534159],[1443048,2177166],[1443276,2178316],[1443659,1954885],[1460141,2190562],[1462888,2194063],[1465728,2389627],[1467618,2198219],[1470849,1977325],[1493650,2215028],[1498952,2563930],[1500560,2411502],[1507127,2007288],[1526508,2240570],[1531810,2580625],[1533418,2432733],[1536653,2250075],[1537036,2036037],[1539985,2253797],[1545275,2440839],[1547852,2589441],[1567267,2455749],[1569844,2601321],[1573057,2279089],[1574005,2070496],[1581264,2608817],[1586106,2290409],[1590770,2081481],[1593462,2085285],[1596176,2297092],[1613070,2306986],[1622411,2625055],[1622899,2313790],[1628486,2491190],[1630376,2321447],[1655371,2337233],[1658118,2340734],[1660958,2510153],[1662848,2344890],[1666079,2146754],[1672320,2647223],[1673928,2518624],[1688880,2361699],[1694182,2657597],[1695790,2532028],[1702357,2176717],[1707647,2540134],[1710224,2666413],[1715320,2188774],[1740692,2398098],[1746221,2403031],[1750101,2560753],[1750885,2214579],[1756291,2409714],[1773185,2419608],[1777933,2424262],[1782597,2240121],[1785289,2243925],[1788003,2430945],[1798837,2586335],[1800727,2440390],[1814238,2705795],[1814726,2447643],[1816613,2602664],[1820313,2598215],[1822203,2455300],[1831675,2713485],[1833283,2606686],[1861054,2479310],[1865718,2306537],[1870990,2312002],[1874694,2487760],[1895874,2735095],[1896362,2499661],[1898249,2495639],[1901591,2335445],[1907869,2739110],[1921716,2516836],[1932492,2523557],[1936372,2654420],[1937156,2361250],[1938319,2660954],[1942562,2530240],[1953396,2663307],[1955286,2539685],[1981619,2396310],[1987897,2765930],[2010611,2569640],[2014491,2689031],[2015275,2419159],[2016438,2567287],[2025899,2693813],[2047256,2707403],[2049720,2445855],[2053424,2594785],[2055323,2602215],[2069845,2604898],[2084676,2613073],[2102033,2725763],[2121114,2626663],[2123578,2497873],[2127282,2635025],[2129181,2495190],[2132212,2737438],[2138000,2640628],[2158220,2656785],[2191227,2668945],[2193549,2546961],[2203765,2764258],[2209553,2678070],[2227196,2563118],[2237563,2693068],[2261296,2707509],[2292639,2612328],[2303979,2725018],[2324907,2626769],[2334469,2738152],[2385221,2669659],[2395334,2764972] ] cell #3938 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393621],[472639],[514147],[556412],[560804],[606492],[613365],[622181],[652702],[692798],[703083],[707475],[714810],[724461],[756573],[780821],[799952],[811342],[819821],[824213],[833871],[854679],[893890],[894876],[906740],[914345],[926002],[935586],[972009],[972995],[1011236],[1012601],[1014082],[1026543],[1044433],[1056622],[1092872],[1094237],[1095718],[1127554],[1135227],[1137745],[1150314],[1166906],[1169752],[1219532],[1222050],[1252227],[1255073],[1260482],[1262026],[1295342],[1297860],[1346528],[1348072],[1364265],[1381904],[1384422],[1389859],[1423240],[1424784],[1476665],[1494760],[1510046],[1511590],[1553377],[1554926],[1592569],[1623959],[1639423],[1640972],[1683854],[1721173],[1731838],[1743459],[1768159],[1832799],[1840854],[1856852],[1918109],[1954430],[1971474],[2035582],[2140903], [323157,472971],[383568,753351],[393380,560889],[430182,606824],[461771,864717],[469459,654618],[472710,657581],[504094,922780],[513906,707560],[519865,715142],[521989,946479],[533489,536849],[548336,982000],[557271,759044],[564959,1002808],[593031,800284],[595624,1043447],[603312,813258],[606563,816221],[613124,824298],[625403,837326],[627874,631511],[632362,1096704],[643118,1101038],[653105,870283],[662040,1126568],[668660,1132750],[680160,683520],[690956,911666],[692557,914430],[695007,1168271],[703942,928473],[711630,937502],[714881,940465],[716259,942243],[730027,733831],[732740,1219617],[735273,1223531],[737636,1217055],[763532,1256059],[764405,1256273],[766560,1253592],[784043,1016056],[786514,790151],[791002,1015068],[793869,1026628],[795543,798903],[797634,1030862],[800023,1034722],[801758,1292865],[811745,1049013],[820680,1059093],[824054,1061223],[825655,1063987],[842255,1348638],[842563,1348374],[842946,1348958],[845129,1352554],[872996,1381989],[875529,1385903],[875899,1385272],[877892,1379427],[899456,903260],[902169,1135312],[904702,1139226],[907065,1150880],[907373,1150616],[907756,1151200],[909536,913173],[911452,914024],[911756,1155547],[932961,1170738],[933834,1170952],[935828,1182298],[935989,1184692],[939593,1186532],[941982,1190392],[951474,1461767],[954129,1474006],[957136,1479334],[958831,1478503],[959282,1478852],[983723,1494845],[985691,1506641],[990384,1512156],[990692,1511892],[991075,1512476],[993258,1516072],[994145,1515810],[1014324,1264048],[1020985,1262592],[1021293,1262328],[1021676,1262912],[1023859,1266508],[1026699,1278208],[1027150,1278557],[1029022,1032826],[1031493,1034268],[1031633,1031735],[1051726,1295427],[1054259,1299341],[1054629,1298710],[1056930,1310731],[1057313,1311315],[1061009,1063581],[1061313,1315662],[1068655,1588388],[1069881,1589205],[1075903,1603772],[1079278,1609150],[1081045,1608712],[1095960,1350094],[1106033,1624525],[1106341,1624261],[1106724,1624845],[1108688,1636764],[1108719,1636430],[1111695,1642092],[1113390,1641261],[1113841,1641610],[1138053,1393254],[1138436,1393838],[1140400,1387200],[1143407,1392528],[1145102,1391697],[1145553,1392046],[1151257,1408188],[1155809,1158683],[1156394,1156500],[1169994,1426806],[1171962,1419835],[1176655,1425350],[1176963,1425086],[1177346,1425670],[1179529,1429266],[1180416,1429004],[1182369,1440966],[1182820,1441315],[1187163,1189938],[1187303,1187405],[1194629,1716940],[1196178,1718580],[1196209,1718246],[1202333,1732350],[1222358,1480060],[1222741,1480644],[1228010,1748503],[1232137,1752684],[1232753,1751853],[1233204,1752202],[1234836,1763535],[1235258,1763887],[1238633,1769265],[1240400,1768827],[1255315,1513612],[1261708,1519667],[1265225,1523306],[1265676,1523655],[1267730,1517210],[1271105,1522588],[1272872,1522150],[1279039,1282046],[1283741,1283877],[1298168,1556772],[1298551,1557356],[1299481,1299583],[1300515,1550718],[1300546,1550384],[1303522,1556046],[1305217,1555215],[1305668,1555564],[1311372,1571706],[1315924,1318798],[1316509,1316615],[1323960,1843009],[1324684,1843668],[1325106,1844020],[1336558,1854259],[1347754,1606229],[1351271,1609868],[1351722,1610217],[1353926,1868271],[1357001,1872610],[1358550,1874250],[1361496,1876843],[1362157,1876405],[1364705,1888020],[1372647,1887508],[1384730,1642818],[1385113,1643402],[1386043,1386145],[1386784,1647134],[1391408,1649680],[1391439,1649346],[1395015,1652914],[1397563,1647029],[1408626,1412001],[1427367,1686509],[1427983,1685678],[1428434,1686027],[1429851,1429957],[1430066,1679230],[1430488,1679582],[1433863,1684960],[1435630,1684522],[1441797,1444804],[1446499,1446635],[1451760,1960856],[1454034,1962528],[1455897,1965586],[1466762,1974640],[1473590,1732455],[1478214,1735001],[1478245,1734667],[1481821,1738235],[1484500,1988548],[1486863,1990411],[1487478,1992566],[1488624,1993577],[1500076,2003816],[1503022,2006409],[1514173,1770814],[1514789,1769983],[1515240,1770332],[1516657,1516763],[1517358,1774691],[1521060,1776193],[1521482,1776545],[1524137,1527158],[1532934,2032989],[1550302,1806489],[1557872,1812707],[1558533,1812269],[1559683,1559819],[1561081,1806384],[1569023,2066238],[1572144,1575519],[1584866,2078680],[1587972,1843114],[1595316,2086772],[1597179,2089830],[1603920,1857812],[1607622,1859314],[1608044,1859666],[1610699,1613720],[1616792,2104487],[1618655,2107545],[1627759,2113433],[1629520,2116599],[1636348,1888125],[1643918,1894343],[1644579,1893905],[1645729,1645865],[1646990,1898446],[1649264,1900385],[1651127,1900280],[1653352,1656713],[1661992,2144069],[1673444,1921272],[1679730,1929250],[1679910,1680116],[1682093,1931432],[1695306,2173245],[1698252,2175838],[1709403,1957085],[1717088,1964743],[1718164,1965691],[1724135,2195418],[1729607,2199642],[1732311,1978474],[1734585,1980413],[1736448,1980308],[1738673,1742034],[1744981,2211778],[1748087,1992671],[1755431,2219870],[1757294,2222928],[1764035,2007369],[1764215,1764421],[1766398,2009551],[1776693,2019104],[1776873,1777079],[1787143,2245412],[1789006,2248470],[1799871,2038396],[1802526,1805547],[1819586,2272073],[1821347,2275239],[1835745,2073073],[1842970,2080571],[1844168,2081562],[1844348,1844554],[1853843,2089935],[1854883,2300078],[1856170,2092099],[1859814,2095238],[1859994,1860200],[1872758,2106702],[1873834,2107650],[1879805,2318646],[1910406,2342089],[1915878,2346313],[1920856,2149842],[1922719,2149737],[1924944,1928305],[1941702,2366541],[1943565,2369599],[1952669,2178980],[1974788,2198300],[1974968,1975174],[1975778,2392325],[1992527,2213669],[1993725,2214660],[1993905,1994111],[2003400,2223033],[2005727,2225197],[2032573,2248575],[2033613,2433931],[2034900,2250739],[2038544,2253878],[2038724,2038930],[2044016,2441813],[2058535,2452499],[2116747,2321528],[2116927,2117133],[2144217,2344971],[2144397,2144603],[2145207,2512851],[2154932,2519822],[2156219,2355508],[2172829,2369704],[2175156,2371868],[2258662,2589033],[2275387,2455381],[2275567,2275773],[2287389,2465918] ] cell #3939 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #3940 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658070],[762180],[816710],[867571],[874060],[931609],[940954],[947617],[985428],[1035211],[1046301],[1052790],[1062229],[1069618],[1108028],[1133888],[1159624],[1171699],[1181980],[1188469],[1195518],[1218193],[1261445],[1263730],[1279124],[1287921],[1299855],[1310968],[1347491],[1349776],[1390748],[1392613],[1393491],[1409093],[1426488],[1441137],[1477554],[1479419],[1480297],[1513294],[1523055],[1523477],[1538858],[1556131],[1557009],[1609617],[1610039],[1642177],[1643055],[1650280],[1651975],[1685427],[1685849],[1735601],[1737296],[1752769],[1769732],[1770154],[1777520],[1809635],[1811330],[1860641],[1877310],[1891271],[1892966],[1932079],[1933294],[1968727],[1996383],[2010198],[2011413],[2050335],[2084263],[2092971],[2103171],[2124193],[2180842],[2188313],[2201001],[2251611],[2282833],[2296631],[2347672],[2430484], 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991,2163981],[2170600,2530709],[2173845,2372740],[2190828,2545261],[2190957,2385736],[2198445,2549837],[2199307,2550390],[2203366,2552951],[2203495,2395849],[2213951,2559662],[2214805,2560211],[2219726,2563325],[2219915,2409253],[2231967,2232957],[2245268,2580020],[2254023,2585793],[2255599,2586796],[2257509,2443172],[2263112,2263172],[2271738,2597673],[2273314,2598676],[2276214,2458082],[2285038,2286078],[2299146,2615531],[2299275,2475419],[2299934,2616007],[2300123,2476051],[2314056,2624450],[2314185,2487299],[2321673,2629026],[2326723,2326783],[2345116,2643504],[2345978,2644057],[2350037,2646618],[2350166,2516375],[2366397,2656992],[2366586,2529779],[2378638,2379628],[2393128,2393188],[2411768,2683913],[2411897,2565749],[2432999,2696271],[2433128,2582444],[2433787,2696747],[2433976,2583076],[2441478,2701400],[2455526,2709766],[2460576,2460636],[2494691,2494751],[2513654,2513714],[2519678,2745339],[2519867,2649674],[2532294,2752406],[2532423,2659416],[2589836,2589896],[2601716,2601776],[2666808,2666868] ] cell #3941 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3942 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [912528],[942301],[994917],[1031850],[1062085],[1063933],[1117551],[1150688],[1156590],[1181188],[1182244],[1187520],[1190320],[1235632],[1244693],[1262400],[1263994],[1278632],[1309378],[1310803],[1311243],[1316705],[1325480],[1348446],[1350040],[1365046],[1392121],[1393326],[1393766],[1408248],[1425158],[1426752],[1430862],[1439923],[1441021],[1441390],[1456238],[1467136],[1478927],[1480132],[1480572],[1488998],[1494916],[1511964],[1513558],[1521856],[1522210],[1523361],[1523730],[1546416],[1555639],[1556844],[1557284],[1561422],[1571766],[1586396],[1597520],[1608418],[1608772],[1609923],[1610292],[1618996],[1624333],[1629894],[1633456],[1635687],[1641685],[1642890],[1643330],[1647995],[1648095],[1651468],[1652974],[1662366],[1675362],[1675802],[1684228],[1684582],[1685733],[1686102],[1690146],[1708788],[1713073],[1725665],[1733316],[1733416],[1736789],[1738295],[1745459],[1746511],[1752277],[1757635],[1760999],[1761159],[1762972],[1763412],[1768533],[1768887],[1770038],[1770407],[1775594],[1778223],[1789347],[1800245],[1801750],[1802119],[1807350],[1807450],[1810823],[1812329],[1821721],[1825283],[1827514],[1834717],[1835157],[1848752],[1852674],[1857226],[1858715],[1861344],[1868743],[1870259],[1876465],[1880283],[1881335],[1884528],[1885154],[1886732],[1887101],[1888986],[1889086],[1892459],[1893965],[1899344],[1911936],[1919687],[1923060],[1924566],[1930153],[1931059],[1931159],[1932782],[1943906],[1947270],[1947430],[1949243],[1949683],[1954804],[1956309],[1956678],[1958366],[1967482],[1967582],[1973689],[1976256],[1978018],[1979372],[1988663],[1989649],[1997768],[1997952],[1998309],[1999825],[2002231],[2003904],[2006031],[2008272],[2009178],[2009278],[2010901],[2027482],[2031404],[2035956],[2037445],[2040074],[2046408],[2047473],[2048469],[2059013],[2060065],[2063258],[2063884],[2065462],[2065831],[2067816],[2071189],[2072695],[2074553],[2074713],[2078795],[2080140],[2080324],[2082331],[2083327],[2088894],[2091340],[2091726],[2091826],[2092459],[2102697],[2109541],[2111527],[2111685],[2112671],[2115648],[2121331],[2122327],[2137011],[2143118],[2145685],[2147447],[2148801],[2157275],[2157435],[2167197],[2167381],[2167738],[2169254],[2171660],[2173333],[2175460],[2177701],[2178607],[2178707],[2180330],[2183523],[2184149],[2187839],[2189400],[2189558],[2192232],[2194220],[2195533],[2197062],[2198880],[2200065],[2208564],[2213422],[2216425],[2218080],[2221992],[2224924],[2238780],[2238964],[2240971],[2241967],[2247534],[2249980],[2250366],[2250466],[2251099],[2259140],[2260276],[2260902],[2268181],[2270167],[2270325],[2271311],[2274288],[2279430],[2279971],[2280967],[2285566],[2290566],[2290792],[2295221],[2296157],[2297876],[2305196],[2305380],[2307387],[2308383],[2312786],[2315460],[2320290],[2323293],[2331792],[2336071],[2336229],[2337574],[2338903],[2340891],[2342204],[2343733],[2345551],[2346736],[2348811],[2354749],[2355235],[2355868],[2360093],[2363096],[2364751],[2368663],[2371595],[2373581],[2383773],[2390010],[2396936],[2397094],[2398439],[2399768],[2403188],[2403414],[2410498],[2418002],[2421005],[2424419],[2424645],[2425697],[2426206],[2429074],[2430010],[2431729],[2436391],[2439233],[2441051],[2442236],[2446639],[2447984],[2449313],[2454143],[2457146],[2465645],[2477482],[2479467],[2479693],[2480745],[2481254],[2485336],[2491573],[2498657],[2500002],[2501331],[2504299],[2505562],[2510536],[2514965],[2517620],[2523714],[2523940],[2524992],[2525501],[2531024],[2538528],[2541531],[2551849],[2553412],[2554675],[2569797],[2570023],[2571075],[2571584],[2576342],[2584507],[2586718],[2592361],[2593624],[2598598],[2605682],[2613230],[2616928],[2619543],[2626267],[2632601],[2633864],[2645516],[2653314],[2663690],[2670473],[2670939],[2681612],[2687925],[2697668],[2718070],[2728593],[2739432],[2766646] ] cell #3943 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1504708],[1597735],[1619211],[1634093],[1634533],[1678076],[1699938],[1726430],[1747276],[1757850],[1761398],[1761767],[1789562],[1804444],[1804884],[1825920],[1826360],[1837431],[1851287],[1871278],[1878143],[1882100],[1885581],[1912701],[1923275],[1926823],[1927192],[1944121],[1947669],[1948038],[1959003],[1959443],[1960597],[1964221],[1969355],[1988292],[1997852],[2000844],[2004636],[2030017],[2036882],[2040839],[2044320],[2056873],[2060830],[2064311],[2074952],[2075321],[2076966],[2078424],[2079135],[2080224],[2088465],[2106180],[2111314],[2117644],[2133650],[2134512],[2138784],[2148344],[2151336],[2167281],[2170273],[2174065],[2177138],[2184576],[2185727],[2189187],[2195162],[2196962],[2205203],[2206065],[2212233],[2213322],[2221563],[2223918],[2237775],[2238864],[2239652],[2240542],[2247105],[2252239],[2264820],[2265682],[2269954],[2276284],[2279514],[2279614],[2286298],[2297505],[2304191],[2305280],[2306068],[2306958],[2312415],[2320190],[2328431],[2329293],[2335858],[2336569],[2337658],[2337758],[2341833],[2343633],[2351874],[2356600],[2358904],[2359993],[2360781],[2361671],[2368234],[2370589],[2379698],[2394048],[2396723],[2397434],[2398523],[2398623],[2407452],[2410127],[2416813],[2417902],[2418690],[2419580],[2431358],[2439133],[2440811],[2443242],[2446268],[2446979],[2448068],[2448168],[2454043],[2462284],[2464639],[2471522],[2475489],[2477382],[2487369],[2489262],[2495611],[2498286],[2498997],[2500086],[2500186],[2514574],[2516445],[2517249],[2519049],[2519149],[2521290],[2530653],[2538428],[2540106],[2543582],[2550086],[2551478],[2560460],[2561852],[2565819],[2567712],[2567812],[2582514],[2584407],[2586042],[2602636],[2605311],[2607111],[2607211],[2610163],[2613852],[2615369],[2622771],[2624288],[2629275],[2643753],[2645145],[2646456],[2659486],[2661379],[2661479],[2671002],[2678545],[2683751],[2694592],[2696109],[2710015],[2739495],[2752244], [627482,1852574],[758652,2002131],[786122,2031304],[797084,1544822],[864325,2109441],[909144,1919587],[911180,1674157],[928081,2171560],[939043,1707194],[977069,2211893],[992463,2224824],[1031101,1800599],[1043055,2268081],[1045112,1816160],[1058701,2067716],[1060737,1833512],[1099406,2311067],[1110782,2318761],[1126176,2331692],[1128233,1897796],[1138834,2136911],[1163340,2358564],[1163638,1931730],[1170466,1938548],[1178734,2371495],[1186771,1955158],[1210468,2392440],[1223139,2208464],[1237285,2408779],[1248661,2416473],[1248959,2009849],[1255787,2016667],[1258358,2237435],[1291233,2444920],[1291553,1811038],[1291993,2048989],[1298949,2055195],[1302609,2452614],[1318003,2465545],[1320060,2076526],[1339276,2475577],[1340892,2476664],[1341190,2092397],[1344404,2303851],[1377795,2496938],[1378115,1892674],[1378555,2122847],[1385511,2129053],[1387446,2334510],[1405698,2512966],[1418369,2355135],[1421116,2158092],[1421344,2159078],[1421713,1933547],[1432515,2529305],[1443891,2536999],[1444189,2179278],[1451017,2186096],[1468413,2391729],[1471015,2550762],[1471335,1978233],[1471775,2200585],[1474252,2395375],[1504410,2566994],[1507922,2227068],[1508150,2228054],[1508519,2011666],[1518001,2237064],[1535652,2582602],[1537268,2583689],[1537566,2251037],[1540780,2437704],[1547224,2589148],[1550964,2261337],[1551893,2050008],[1574171,2603963],[1574491,2071404],[1574931,2281487],[1581887,2287693],[1591565,2292511],[1596552,2614412],[1598097,2474945],[1601283,2300361],[1601652,2093224],[1604563,2303480],[1631171,2493292],[1633773,2629951],[1637010,2324948],[1637939,2123866],[1663643,2512255],[1666245,2644429],[1666565,2147662],[1667005,2347256],[1669482,2515901],[1676162,2649200],[1677778,2650287],[1680373,2157721],[1699640,2660661],[1703152,2373739],[1703380,2374725],[1703749,2181095],[1719866,2385262],[1722473,2388110],[1725032,2548386],[1726808,2391358],[1729911,2200674],[1751680,2405133],[1756667,2682794],[1758212,2565275],[1764678,2226697],[1783392,2426364],[1788379,2695152],[1789924,2581970],[1793110,2434214],[1793479,2251864],[1796390,2437333],[1801522,2588437],[1804124,2701772],[1822998,2600317],[1825600,2710691],[1828837,2458801],[1829766,2282506],[1837133,2716549],[1841576,2468430],[1845801,2292140],[1848295,2295320],[1850678,2473555],[1866513,2481412],[1875070,2727892],[1875536,2486825],[1880702,2627575],[1882478,2492921],[1906137,2505788],[1908744,2508636],[1911303,2642053],[1913079,2511884],[1916182,2347345],[1922092,2743744],[1923637,2648568],[1937951,2525659],[1942938,2751287],[1944483,2658942],[1950949,2373368],[1956081,2665409],[1958683,2757907],[1963331,2383872],[1986165,2554901],[1991133,2558760],[1994622,2680491],[1995358,2404762],[2000235,2563885],[2016070,2571742],[2020306,2575455],[2024531,2425993],[2027025,2429173],[2029408,2580580],[2039441,2699396],[2041217,2588066],[2053800,2785021],[2054266,2593850],[2056118,2711778],[2059432,2708315],[2061208,2599946],[2070221,2790500],[2071766,2714830],[2096440,2618656],[2100665,2481041],[2105290,2485435],[2108535,2625010],[2127658,2804966],[2128124,2634090],[2129976,2631038],[2132760,2504398],[2138376,2807650],[2150727,2647178],[2160562,2652427],[2164051,2748984],[2164787,2525288],[2165882,2753803],[2169664,2657552],[2179697,2755531],[2181473,2665038],[2204313,2553511],[2209929,2825566],[2229538,2687038],[2233027,2773375],[2233763,2571371],[2234858,2685310],[2242973,2776688],[2261881,2786188],[2263930,2592460],[2267175,2705750],[2268917,2711407],[2281897,2713440],[2294830,2719559],[2309389,2798813],[2325492,2729059],[2327541,2632700],[2330786,2735050],[2332528,2630667],[2335054,2806554],[2339899,2739065],[2357354,2750727],[2385806,2759754],[2387699,2670572],[2395919,2824470],[2400764,2765885],[2415263,2682234],[2423969,2776173],[2443837,2786251],[2470130,2719044],[2479017,2798298],[2495855,2729122],[2503676,2807005],[2545099,2760205],[2552789,2824921] ] cell #3944 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [472974],[534381],[550741],[560998],[606827],[628829],[646544],[655510],[657695],[681052],[697412],[707669],[715145],[718044],[730995],[749932],[759999],[768965],[787469],[796435],[800287],[805184],[814150],[816335],[824407],[838309],[846604],[858300],[871251],[881318],[887473],[900424],[910491],[911669],[912344],[914539],[919361],[929428],[938394],[940579],[942246],[959843],[963590],[965592],[994733],[999389],[1017039],[1025334],[1027711],[1029990],[1030937],[1031687],[1032448],[1034836],[1037030],[1049981],[1060048],[1061226],[1061901],[1064096],[1081536],[1081651],[1082093],[1085525],[1114402],[1118149],[1120151],[1146114],[1149861],[1151748],[1151863],[1152305],[1155620],[1156448],[1156777],[1170955],[1181004],[1183381],[1185660],[1186607],[1187357],[1188118],[1190506],[1200391],[1202935],[1207559],[1207923],[1208186],[1233765],[1240891],[1241006],[1241448],[1244880],[1256276],[1266237],[1273363],[1273478],[1273920],[1277352],[1279330],[1279694],[1279957],[1283808],[1298785],[1299535],[1306229],[1309976],[1311863],[1312420],[1315735],[1316563],[1316892],[1324562],[1331733],[1336800],[1337251],[1352283],[1362648],[1362763],[1363205],[1365307],[1369931],[1370295],[1370558],[1385347],[1386097],[1395506],[1396063],[1398165],[1402789],[1403153],[1403416],[1409297],[1409748],[1419984],[1428995],[1429077],[1429905],[1436121],[1436236],[1436678],[1440110],[1442088],[1442452],[1442715],[1446566],[1454873],[1456499],[1462443],[1482312],[1482869],[1488080],[1492690],[1493054],[1493317],[1495251],[1500318],[1500769],[1506790],[1515801],[1515883],[1516711],[1519816],[1525548],[1525912],[1526175],[1528109],[1533176],[1533627],[1550529],[1559024],[1559581],[1559750],[1561683],[1566307],[1566671],[1566934],[1572815],[1573266],[1585661],[1586731],[1589354],[1597781],[1606378],[1612110],[1612474],[1612737],[1614784],[1617631],[1619257],[1622657],[1623108],[1625201],[1634213],[1636575],[1645070],[1645627],[1645796],[1647256],[1649491],[1651729],[1655129],[1655580],[1657673],[1679234],[1680047],[1687920],[1688284],[1688547],[1690481],[1695548],[1695999],[1714236],[1715903],[1718391],[1726000],[1732577],[1734812],[1737050],[1740450],[1740901],[1743092],[1745298],[1745776],[1746846],[1757896],[1761747],[1763539],[1764352],[1772225],[1772589],[1772852],[1774804],[1776197],[1777010],[1778558],[1789608],[1804564],[1806611],[1814484],[1814935],[1817028],[1826040],[1840487],[1843236],[1843672],[1844485],[1849915],[1851582],[1857925],[1859318],[1860131],[1861679],[1869906],[1871573],[1880122],[1881670],[1888247],[1896120],[1896571],[1898450],[1900507],[1902174],[1912271],[1923321],[1927172],[1929363],[1931569],[1944167],[1948018],[1959123],[1960860],[1964856],[1965813],[1971107],[1975105],[1976095],[1978478],[1980535],[1982202],[1990044],[1992793],[1994042],[1999472],[2001139],[2007482],[2009688],[2019217],[2028645],[2030312],[2038861],[2040409],[2058852],[2060400],[2075301],[2080575],[2081675],[2090057],[2090987],[2092236],[2095351],[2106815],[2107772],[2113066],[2117064],[2140536],[2144534],[2145524],[2149964],[2151631],[2168901],[2170568],[2179117],[2198413],[2199275],[2213673],[2214773],[2223155],[2225334],[2248697],[2249627],[2250876],[2253991],[2258979],[2271706],[2275704],[2321641],[2345084],[2345946],[2354396],[2355645],[2369826],[2372005],[2441446],[2455494],[2466055], [261512,561195],[322822,657541],[355179,707866],[388903,757058],[393202,762224],[429847,816181],[435135,824604],[440331,834356],[467718,868647],[501648,914736],[509429,926487],[513728,931653],[519530,940425],[525415,950878],[554913,986438],[574184,1013086],[592696,1034682],[601571,1047377],[608647,1057107],[612946,1062273],[618762,1072854],[637795,1094722],[672086,1137149],[673939,1138230],[685931,1151160],[692379,1159668],[701584,1172709],[709889,1183056],[741062,1221454],[742915,1222535],[777402,1264681],[779099,1262872],[779860,1265912],[792785,1279168],[807037,1298345],[818322,1311978],[851260,1350727],[852957,1348918],[853718,1351958],[883171,1384907],[892058,1392657],[892387,1395621],[905849,1408355],[921058,1425630],[921819,1428670],[970177,1479463],[970506,1482427],[1001086,1512436],[1001847,1515476],[1006494,1520938],[1010345,1522317],[1041615,1556175],[1041944,1559139],[1088130,1607500],[1091981,1608879],[1107708,1624805],[1124736,1642221],[1125065,1645185],[1130213,1650103],[1162164,1683310],[1166015,1684689],[1214518,1735424],[1234675,1752813],[1247485,1767615],[1251336,1768994],[1290328,1809458],[1291673,1811084],[1329799,1847659],[1363374,1876572],[1376890,1891094],[1378235,1892720],[1421693,1933117],[1460350,1968550],[1471455,1978279],[1484817,1988770],[1508499,2011236],[1574611,2071450],[1585183,2078902],[1601632,2092794],[1666685,2147708],[1703729,2180665],[1724452,2195640],[1793459,2251434],[1910723,2342311] ] cell #3945 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1031750],[1064293],[1155612],[1187420],[1190352],[1278622],[1283686],[1299598],[1311275],[1315727],[1319783],[1386160],[1392111],[1393798],[1408571],[1429069],[1441380],[1441926],[1446444],[1478917],[1480604],[1515875],[1522533],[1523720],[1524266],[1538826],[1550449],[1555629],[1557316],[1559628],[1571873],[1572089],[1609095],[1610282],[1610828],[1636495],[1641675],[1643362],[1645674],[1649411],[1651943],[1653081],[1653297],[1675834],[1679855],[1684905],[1686092],[1686638],[1701198],[1718311],[1734732],[1737264],[1738402],[1738618],[1752267],[1763444],[1764160],[1769210],[1770397],[1770943],[1775761],[1776818],[1777488],[1780359],[1802109],[1802655],[1806151],[1808766],[1811298],[1812436],[1812652],[1835189],[1844293],[1853990],[1858882],[1859939],[1860609],[1863480],[1870249],[1873981],[1876788],[1887091],[1887637],[1887787],[1890402],[1892934],[1894072],[1894288],[1899550],[1900047],[1921003],[1924673],[1924889],[1930320],[1931377],[1932047],[1934918],[1949715],[1956668],[1957214],[1965353],[1973856],[1974913],[1977001],[1979578],[1980075],[1990356],[1993850],[1996351],[1999815],[2003547],[2006138],[2006354],[2008439],[2009496],[2010166],[2013037],[2018117],[2032720],[2037612],[2038669],[2042210],[2047679],[2048176],[2048636],[2050303],[2065821],[2066367],[2069132],[2072802],[2073018],[2077830],[2083494],[2084231],[2089100],[2089597],[2091330],[2092044],[2094251],[2103139],[2103980],[2107312],[2111792],[2113378],[2115815],[2116872],[2118960],[2119373],[2121537],[2122034],[2122494],[2124161],[2143285],[2144342],[2146430],[2149007],[2149504],[2158373],[2159473],[2169244],[2172976],[2175567],[2175783],[2177868],[2178925],[2182466],[2188281],[2189665],[2192438],[2194568],[2197313],[2199587],[2199772],[2200232],[2200969],[2210239],[2210928],[2216592],[2218522],[2219363],[2222198],[2222695],[2224428],[2225142],[2227349],[2228449],[2242134],[2247740],[2248237],[2249970],[2250684],[2252891],[2259885],[2270432],[2272018],[2274455],[2275512],[2277600],[2278013],[2280177],[2280674],[2281134],[2282801],[2289672],[2291234],[2293503],[2295353],[2296599],[2297983],[2299571],[2300756],[2308550],[2312893],[2315666],[2317107],[2317796],[2320541],[2322815],[2323000],[2323460],[2336336],[2339109],[2341239],[2343984],[2346258],[2346443],[2346903],[2347640],[2354739],[2355453],[2363263],[2365193],[2366034],[2368869],[2369366],[2371099],[2371813],[2374020],[2375120],[2381014],[2383905],[2384142],[2386016],[2388084],[2388890],[2390452],[2397201],[2399974],[2403856],[2406125],[2407975],[2410605],[2412193],[2413378],[2421172],[2425087],[2427356],[2429206],[2430452],[2431836],[2433424],[2434609],[2441758],[2441943],[2442403],[2446746],[2449519],[2450960],[2451649],[2454394],[2456668],[2456853],[2457313],[2465149],[2465863],[2468404],[2468973],[2473825],[2480135],[2482404],[2485468],[2485705],[2489647],[2492015],[2498764],[2501537],[2504431],[2504668],[2506542],[2508610],[2509416],[2510978],[2515097],[2517727],[2519315],[2520500],[2521800],[2524382],[2526651],[2528501],[2531131],[2532719],[2533904],[2541053],[2541238],[2541698],[2544406],[2551956],[2553544],[2553781],[2555655],[2558734],[2564155],[2570465],[2572734],[2575429],[2575998],[2576474],[2580850],[2584792],[2587160],[2590841],[2592493],[2592730],[2596672],[2599040],[2603159],[2605789],[2607377],[2608562],[2617370],[2618630],[2619199],[2619675],[2632733],[2632970],[2638073],[2638476],[2639045],[2645623],[2647448],[2650483],[2652401],[2653446],[2657822],[2661764],[2664132],[2670605],[2673728],[2675515],[2675918],[2676487],[2687012],[2688057],[2692420],[2698110],[2698363],[2704738],[2705307],[2713710],[2719533],[2719922],[2724370],[2728725],[2734038],[2734607],[2737590],[2742221],[2748555],[2759587],[2764410],[2768109],[2772946],[2777051],[2784346],[2799468],[2804291],[2826955] ] cell #3946 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [359754],[431614],[486323],[515218],[544232],[575376],[598945],[608064],[638987],[665361],[668961],[673356],[690903],[698604],[737937],[742332],[764352],[770157],[774567],[797627],[802059],[806454],[824001],[842556],[848425],[875892],[878193],[882588],[887009],[907366],[911761],[916526],[917654],[933781],[939586],[951775],[959287],[965128],[985684],[990685],[994150],[996554],[997682],[1021286],[1027155],[1036566],[1038030],[1054622],[1056923],[1061318],[1069874],[1073854],[1081187],[1084858],[1106334],[1108724],[1113846],[1119687],[1121151],[1138046],[1145558],[1151399],[1162755],[1171955],[1176956],[1180421],[1182825],[1183953],[1196214],[1199927],[1207367],[1211347],[1222351],[1229229],[1233209],[1234903],[1240542],[1244213],[1248076],[1261701],[1265681],[1273014],[1276685],[1298161],[1300551],[1305673],[1311514],[1312978],[1322230],[1324751],[1336594],[1340307],[1347747],[1351727],[1358586],[1362299],[1369739],[1373719],[1384723],[1391444],[1395157],[1402597],[1406577],[1417581],[1424459],[1428439],[1430133],[1435772],[1439443],[1443306],[1452728],[1463886],[1466407],[1478250],[1481963],[1485748],[1488269],[1500112],[1503825],[1511265],[1515245],[1518606],[1521127],[1532970],[1536683],[1544123],[1548103],[1554962],[1558675],[1566115],[1570095],[1581099],[1594010],[1603278],[1605168],[1607689],[1615486],[1626644],[1629165],[1641008],[1644721],[1647958],[1659116],[1661637],[1673480],[1677193],[1680978],[1683499],[1695342],[1699055],[1706495],[1710475],[1719376],[1727413],[1731874],[1733279],[1754125],[1765283],[1767804],[1785837],[1795105],[1796995],[1799516],[1807313],[1818471],[1820992],[1832835],[1836548],[1844928],[1846406],[1852537],[1856497],[1883083],[1888949],[1905647],[1913684],[1918145],[1919550],[1940396],[1951554],[1954075],[1967445],[1969749],[1985675],[1995963],[2002094],[2023658],[2025136],[2031267],[2035227],[2061813],[2067679],[2079529],[2099792],[2101270],[2109404],[2136874],[2139178],[2165392],[2171523],[2208427],[2212627],[2234368],[2238169],[2268044],[2304585],[2331655],[2359298],[2417207],[2471916] ] cell #3947 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [874809],[958469],[979315],[992571],[1053539],[1080651],[1102127],[1113028],[1115821],[1144740],[1165586],[1178842],[1189218],[1192325],[1206476],[1228338],[1240006],[1244671],[1250907],[1272478],[1283379],[1288670],[1293954],[1304855],[1307648],[1318111],[1332705],[1342032],[1354697],[1368848],[1373419],[1380516],[1387555],[1401706],[1413374],[1415635],[1418039],[1418477],[1423568],[1435236],[1439901],[1446137],[1448930],[1451428],[1468521],[1472616],[1474361],[1496759],[1503807],[1505550],[1510374],[1529081],[1538408],[1540888],[1543232],[1545243],[1546103],[1547803],[1549038],[1551073],[1565224],[1569795],[1576892],[1579153],[1581557],[1581995],[1590358],[1598206],[1598742],[1598896],[1602387],[1626626],[1631279],[1635374],[1637119],[1663751],[1667846],[1669591],[1670127],[1670281],[1674600],[1674892],[1677175],[1691989],[1699037],[1700780],[1703260],[1705604],[1707615],[1708475],[1710175],[1711410],[1719358],[1719975],[1722517],[1726681],[1727077],[1727395],[1751788],[1753856],[1758321],[1758857],[1759011],[1762502],[1782185],[1783500],[1790033],[1790569],[1790723],[1794214],[1796263],[1796659],[1796977],[1800622],[1816581],[1818453],[1823106],[1827201],[1829482],[1829636],[1833955],[1834247],[1836530],[1841620],[1844659],[1848003],[1852268],[1852597],[1865306],[1866621],[1875645],[1876181],[1876335],[1878187],[1882351],[1882747],[1883065],[1898217],[1905629],[1906782],[1906936],[1908788],[1912952],[1913348],[1913666],[1919281],[1919610],[1938059],[1938991],[1940127],[1944592],[1945128],[1945282],[1948773],[1950822],[1951218],[1951536],[1955181],[1960896],[1963039],[1964265],[1969385],[1985657],[1986810],[1986964],[1991177],[1995231],[1995627],[1995945],[1997560],[2001825],[2002154],[2016178],[2017110],[2023389],[2024404],[2024800],[2025118],[2026733],[2030998],[2031327],[2054911],[2055065],[2055218],[2056917],[2061081],[2061477],[2061795],[2067410],[2067739],[2079165],[2079932],[2088509],[2099523],[2100538],[2100934],[2101252],[2102919],[2104998],[2106224],[2109135],[2109464],[2111344],[2118649],[2128769],[2128923],[2129076],[2130325],[2130389],[2133694],[2136605],[2136934],[2138814],[2158115],[2164660],[2165056],[2165374],[2166989],[2171254],[2171583],[2188061],[2189217],[2196670],[2201878],[2201942],[2205247],[2208158],[2208487],[2210408],[2211916],[2212263],[2213030],[2221607],[2224847],[2227091],[2233636],[2234032],[2234350],[2235950],[2237458],[2238572],[2247149],[2259574],[2261559],[2267775],[2268104],[2269984],[2277289],[2289841],[2291582],[2291646],[2292534],[2296379],[2297535],[2302366],[2303874],[2304988],[2311289],[2312445],[2318784],[2319898],[2325170],[2331386],[2331715],[2334732],[2335888],[2343341],[2351918],[2355158],[2357079],[2358587],[2368278],[2371518],[2380703],[2384864],[2385484],[2389059],[2391752],[2392463],[2395597],[2396753],[2402463],[2404204],[2404268],[2405156],[2409001],[2410157],[2414988],[2416496],[2423694],[2430232],[2431388],[2437727],[2438841],[2452637],[2453751],[2465568],[2469855],[2475167],[2475799],[2476687],[2478742],[2486427],[2487047],[2490622],[2493315],[2509585],[2512278],[2512989],[2516123],[2517279],[2529527],[2530683],[2537022],[2549811],[2550364],[2560185],[2565497],[2567017],[2582192],[2582824],[2583712],[2585767],[2589171],[2597647],[2600340],[2629000],[2643478],[2644031],[2649422],[2650310],[2659164],[2660684],[2701374],[2709740],[2716572], [561303,993023],[657490,1115654],[707974,1179294],[756007,1236676],[762131,1242728],[816130,1307481],[824712,1318563],[831186,1328750],[867522,1366096],[914844,1418929],[925436,1431906],[931560,1437958],[940374,1448763],[947568,1459473],[984793,1496223],[1009916,1525126],[1034631,1548871],[1046252,1562472],[1056056,1573562],[1062180,1579614],[1068983,1589822],[1091552,1611688],[1133839,1654703],[1136100,1655876],[1151109,1669177],[1159575,1678300],[1171064,1691453],[1181931,1702852],[1218144,1740024],[1220405,1741197],[1260810,1781649],[1262821,1780156],[1263681,1783092],[1279075,1796096],[1296215,1815231],[1310333,1828946],[1346856,1864770],[1348867,1863277],[1349727,1866213],[1382777,1896867],[1392564,1903708],[1392856,1906246],[1408271,1918449],[1425579,1934715],[1426439,1937651],[1479370,1983736],[1479662,1986274],[1512385,2012834],[1513245,2015770],[1518270,2020350],[1522233,2021567],[1556082,2051837],[1556374,2054375],[1604832,2096484],[1608795,2097701],[1624754,2111067],[1642128,2125695],[1642420,2128233],[1648018,2132468],[1680642,2160606],[1684605,2161823],[1733339,2204021],[1752720,2217873],[1764947,2229582],[1768910,2230799],[1807373,2263638],[1808455,2264864],[1846070,2294874],[1876488,2316224],[1889009,2327249],[1890091,2328475],[1931082,2359701],[1967505,2387407],[1976690,2394092],[1988686,2401697],[2009201,2417610],[2068821,2462328],[2078818,2468210],[2091749,2477090],[2146119,2514618],[2178630,2538136],[2195556,2548166],[2250389,2584115],[2342227,2641833] ] cell #3948 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3949 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [875744],[993283],[1034483],[1054474],[1064401],[1108713],[1116570],[1158708],[1179554],[1190153],[1190301],[1196203],[1235641],[1243587],[1279064],[1286921],[1300540],[1308397],[1311224],[1318823],[1319690],[1325489],[1336583],[1358575],[1364402],[1372672],[1373107],[1391433],[1392553],[1393747],[1409009],[1430871],[1438817],[1441822],[1441833],[1449679],[1455594],[1467145],[1478239],[1479359],[1480553],[1489007],[1500101],[1502740],[1503049],[1521865],[1522971],[1524162],[1524173],[1532959],[1538786],[1554951],[1556071],[1557265],[1560778],[1569048],[1569483],[1571789],[1572527],[1580473],[1583670],[1596876],[1608427],[1609533],[1610724],[1610735],[1618352],[1626542],[1629903],[1632547],[1640997],[1642117],[1643311],[1650824],[1651903],[1652997],[1653735],[1662375],[1673469],[1675783],[1679159],[1684237],[1685343],[1686534],[1686545],[1695331],[1697970],[1698279],[1701158],[1709428],[1709863],[1719274],[1722939],[1731863],[1736145],[1737224],[1738318],[1739056],[1743785],[1752709],[1754423],[1756991],[1763393],[1768542],[1769648],[1770839],[1770850],[1775497],[1775552],[1775617],[1780319],[1788703],[1800254],[1802551],[1802562],[1805572],[1806007],[1810179],[1811258],[1812352],[1813090],[1818369],[1821730],[1824374],[1832824],[1835138],[1835463],[1835772],[1845226],[1854284],[1857235],[1858618],[1858673],[1858738],[1863440],[1874275],[1877226],[1878609],[1887533],[1887544],[1891815],[1892894],[1893988],[1894726],[1899455],[1905545],[1909210],[1918134],[1921297],[1922416],[1924589],[1925327],[1928023],[1928332],[1930056],[1930111],[1930176],[1934878],[1940694],[1943262],[1949664],[1951452],[1954813],[1957110],[1957121],[1957457],[1966479],[1973592],[1973712],[1975201],[1977374],[1979483],[1985573],[1994138],[1996311],[2003841],[2006054],[2006792],[2008175],[2008230],[2008295],[2012997],[2023956],[2025034],[2033014],[2035965],[2037022],[2037348],[2037468],[2038957],[2042170],[2045499],[2047584],[2048427],[2048492],[2057339],[2066263],[2066274],[2067977],[2070545],[2072718],[2073456],[2083230],[2083285],[2083350],[2085384],[2089005],[2089575],[2100090],[2101168],[2103099],[2107290],[2111708],[2115551],[2115671],[2117160],[2119333],[2121442],[2122285],[2122350],[2134652],[2135908],[2137172],[2143021],[2143141],[2144630],[2146803],[2148472],[2148912],[2149482],[2159378],[2165290],[2173270],[2175483],[2176221],[2177604],[2177724],[2182426],[2188241],[2188873],[2189581],[2192343],[2193995],[2200023],[2200088],[2206205],[2207461],[2208725],[2210355],[2216328],[2216448],[2218482],[2222103],[2222673],[2228354],[2234266],[2239780],[2241870],[2241990],[2244024],[2247645],[2248215],[2252177],[2265822],[2268342],[2270348],[2274191],[2274311],[2275800],[2277973],[2280082],[2280925],[2280990],[2289788],[2290341],[2291194],[2296559],[2297899],[2300661],[2306196],[2308286],[2308406],[2312101],[2312809],[2315571],[2317223],[2323316],[2329433],[2331953],[2335544],[2336252],[2336507],[2339014],[2340666],[2346694],[2346759],[2360909],[2362999],[2363119],[2365153],[2368774],[2369344],[2375025],[2384258],[2389006],[2390412],[2396409],[2397117],[2397372],[2399879],[2402963],[2403816],[2407592],[2410521],[2413283],[2418818],[2420908],[2421028],[2424194],[2425047],[2430412],[2431752],[2434514],[2442259],[2445954],[2446662],[2446917],[2449424],[2451076],[2457169],[2473941],[2479242],[2480095],[2485821],[2489390],[2491975],[2497972],[2498680],[2498935],[2501442],[2504784],[2509532],[2510938],[2517643],[2520405],[2523489],[2524342],[2531047],[2533809],[2541554],[2547060],[2551872],[2553897],[2561790],[2564271],[2569572],[2570425],[2580966],[2587120],[2592846],[2599000],[2605705],[2608467],[2613005],[2617330],[2622509],[2633086],[2645539],[2647564],[2657938],[2664092],[2668459],[2673844],[2698070],[2713826],[2720310],[2742337],[2777439] ] cell #3950 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [658043],[731539],[750476],[762441],[816683],[841668],[861659],[871795],[874333],[900968],[919905],[931870],[940927],[944072],[957875],[978721],[989797],[999933],[1020398],[1030534],[1035184],[1040389],[1050525],[1053063],[1062490],[1077155],[1086069],[1098631],[1112434],[1123510],[1130343],[1144146],[1155222],[1157321],[1157558],[1159885],[1164992],[1176068],[1186204],[1188742],[1190854],[1208609],[1212627],[1214648],[1245424],[1245661],[1250313],[1268982],[1277896],[1280380],[1282785],[1284645],[1284906],[1285477],[1288194],[1290458],[1304261],[1315337],[1317436],[1317673],[1320000],[1337340],[1337381],[1337856],[1341438],[1370981],[1374428],[1374999],[1377020],[1403839],[1407857],[1409837],[1409878],[1410353],[1414690],[1414930],[1415041],[1440654],[1440891],[1443138],[1445543],[1447403],[1447664],[1448235],[1450952],[1460480],[1463011],[1467471],[1467880],[1468063],[1493740],[1495750],[1500858],[1500899],[1501374],[1504845],[1504956],[1526598],[1533716],[1533757],[1534232],[1537814],[1539838],[1540247],[1540430],[1544370],[1560587],[1567357],[1570804],[1571375],[1573355],[1573871],[1578208],[1578448],[1578559],[1586229],[1587230],[1593122],[1597887],[1598292],[1613160],[1623197],[1623238],[1623713],[1625658],[1625769],[1630229],[1630638],[1630821],[1646633],[1655669],[1656185],[1658241],[1662701],[1663110],[1663293],[1669272],[1669677],[1688970],[1689918],[1690980],[1696088],[1696129],[1696604],[1700075],[1700186],[1702210],[1702619],[1702802],[1706742],[1714980],[1716360],[1716471],[1722083],[1740990],[1741506],[1746344],[1750738],[1751147],[1751330],[1752926],[1753237],[1758002],[1758407],[1773275],[1774223],[1779057],[1782450],[1782859],[1783042],[1784949],[1789714],[1790119],[1815024],[1815540],[1815708],[1817485],[1817596],[1822056],[1822465],[1822648],[1828627],[1829032],[1841186],[1841809],[1842120],[1852150],[1862178],[1865571],[1865980],[1866163],[1868152],[1870650],[1872141],[1875326],[1875731],[1877753],[1886154],[1896660],[1897176],[1897344],[1898753],[1902631],[1902742],[1905927],[1906332],[1908354],[1929652],[1937009],[1937418],[1937601],[1939197],[1939508],[1944273],[1944678],[1960789],[1962409],[1963831],[1972740],[1978781],[1982659],[1982770],[1985955],[1986360],[1988448],[1990333],[1990743],[1991677],[2001707],[2005297],[2007771],[2015128],[2015537],[2015720],[2017621],[2019506],[2020539],[2020850],[2030880],[2044893],[2046882],[2054056],[2054461],[2056483],[2064884],[2078580],[2080878],[2081964],[2086653],[2088075],[2093755],[2095640],[2096673],[2096984],[2104368],[2105790],[2113355],[2114699],[2120740],[2127914],[2128319],[2130218],[2131838],[2133260],[2142169],[2152199],[2155789],[2157877],[2159762],[2171136],[2174726],[2185149],[2190054],[2190853],[2195318],[2198702],[2199564],[2201771],[2203391],[2204813],[2211678],[2213976],[2215062],[2219751],[2221173],[2226853],[2228738],[2237220],[2245293],[2246715],[2254280],[2255624],[2271995],[2273339],[2286959],[2291475],[2292296],[2299171],[2299959],[2301045],[2303636],[2313282],[2314081],[2318546],[2321930],[2341989],[2345373],[2346235],[2350062],[2351484],[2366422],[2367844],[2375409],[2391514],[2392225],[2404097],[2404918],[2411793],[2413667],[2433024],[2433812],[2434898],[2437489],[2441735],[2452399],[2455783],[2493077],[2512040],[2512751],[2519703],[2520789],[2532319],[2534193],[2588933],[2600102],[2608851], [393642,762783],[472585,874170],[514168,932212],[555457,986591],[560732,992326],[606438,1052900],[613386,1062832],[619306,1073007],[651674,1109662],[692819,1160227],[702128,1172862],[707403,1178597],[714756,1188579],[721403,1199392],[755413,1236510],[777946,1264834],[799898,1288031],[810314,1301489],[818866,1312131],[824141,1317866],[830592,1328584],[851804,1350880],[890832,1394622],[892931,1395774],[906686,1409203],[914273,1418232],[924842,1431740],[934558,1442771],[968951,1481428],[971050,1482580],[1009322,1524960],[1011182,1523165],[1012014,1526231],[1026471,1539675],[1042488,1559292],[1055462,1573396],[1090958,1611522],[1092818,1609727],[1093650,1612793],[1125609,1645338],[1135155,1652792],[1135506,1655710],[1150236,1668368],[1166852,1685537],[1167684,1688603],[1219460,1738113],[1219811,1741031],[1252173,1769842],[1253005,1772908],[1258008,1778056],[1261948,1779347],[1295270,1812147],[1295621,1815065],[1344054,1861177],[1347994,1862468],[1364211,1877420],[1381832,1893783],[1382183,1896701],[1387641,1901251],[1420766,1932615],[1424706,1933906],[1474447,1981279],[1494688,1997200],[1507572,2010734],[1511512,2012025],[1551159,2049380],[1552466,2050871],[1591215,2084799],[1623881,2110258],[1637205,2123238],[1638512,2124729],[1681663,2161106],[1720061,2193209],[1730484,2201537],[1743381,2210664],[1765968,2230082],[1830339,2283369],[1840776,2290097],[1855740,2301527],[1916755,2348208],[1952239,2376753],[1971396,2389315],[2034470,2435380],[2140825,2509841] ] cell #3951 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715948],[819053],[893118],[934052],[971237],[1011508],[1042675],[1055432],[1093144],[1125796],[1130441],[1135476],[1157508],[1167178],[1214746],[1219781],[1245611],[1252499],[1257978],[1284971],[1290556],[1295591],[1317623],[1337479],[1344024],[1374493],[1377118],[1382153],[1387484],[1409976],[1415011],[1420736],[1421921],[1440841],[1447729],[1460578],[1468033],[1474290],[1495815],[1500997],[1504926],[1507542],[1508727],[1533855],[1540400],[1551002],[1552436],[1570869],[1573494],[1578529],[1587295],[1591185],[1598135],[1601860],[1623336],[1625739],[1630791],[1637048],[1638482],[1655808],[1663263],[1669520],[1681506],[1691045],[1696227],[1700156],[1702772],[1703957],[1716441],[1719904],[1726564],[1730454],[1741129],[1747410],[1751300],[1752979],[1758250],[1761975],[1765811],[1779122],[1783012],[1789962],[1793687],[1815163],[1817566],[1822618],[1828875],[1830309],[1839897],[1841862],[1852120],[1855583],[1862243],[1866133],[1872111],[1875574],[1882234],[1886124],[1896799],[1902712],[1906175],[1912835],[1916725],[1927400],[1933681],[1937571],[1939250],[1944521],[1948246],[1952082],[1961464],[1970517],[1972482],[1982740],[1986203],[1989454],[1991419],[2001677],[2005140],[2011800],[2015690],[2018627],[2020592],[2030850],[2034313],[2040973],[2044863],[2050841],[2054304],[2060964],[2064854],[2075529],[2085708],[2093358],[2094761],[2096726],[2103423],[2112476],[2114441],[2124699],[2128162],[2130893],[2139946],[2141911],[2152169],[2155632],[2158883],[2160848],[2171106],[2174569],[2181229],[2185119],[2191848],[2197823],[2201507],[2202446],[2218806],[2227859],[2229824],[2244348],[2251998],[2253401],[2255366],[2262063],[2271116],[2273081],[2283339],[2286802],[2292861],[2294013],[2298226],[2301269],[2321051],[2325674],[2338519],[2344494],[2348178],[2349117],[2365477],[2374530],[2376495],[2386620],[2388248],[2399384],[2406635],[2410848],[2426714],[2427866],[2432079],[2435122],[2454904],[2459527],[2468568],[2481762],[2482914],[2488183],[2507146],[2508774],[2527161],[2531374],[2556259],[2558898],[2573244],[2575593],[2595208],[2618794],[2635448],[2652565],[2687176],[2719697] ] cell #3952 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1285772],[1320342],[1375294],[1414925],[1448530],[1450789],[1504840],[1539208],[1545379],[1571670],[1572721],[1578443],[1581750],[1625583],[1634650],[1652325],[1653929],[1668628],[1700070],[1701580],[1702047],[1707751],[1716285],[1737646],[1739250],[1753497],[1779607],[1780741],[1781208],[1795329],[1811680],[1813284],[1817410],[1826477],[1827723],[1827983],[1842380],[1851964],[1862728],[1863862],[1864329],[1871955],[1877543],[1893316],[1894920],[1902556],[1902941],[1903983],[1904243],[1925521],[1934166],[1935300],[1935767],[1939768],[1949888],[1963621],[1973000],[1982584],[1982969],[1984011],[1984271],[1991937],[1996733],[2001521],[2004803],[2006986],[2012285],[2013419],[2013886],[2018420],[2019916],[2021110],[2022480],[2030694],[2042592],[2043059],[2050685],[2051070],[2052112],[2052372],[2056273],[2073650],[2077759],[2087865],[2094554],[2096050],[2097244],[2098614],[2104749],[2105580],[2110518],[2114959],[2117924],[2118080],[2119755],[2120222],[2124543],[2124928],[2125970],[2126230],[2131039],[2133050],[2142429],[2152013],[2153440],[2153700],[2158676],[2160172],[2161366],[2162736],[2170950],[2174232],[2176415],[2182848],[2183315],[2194497],[2197616],[2201351],[2202592],[2204603],[2210857],[2212009],[2217106],[2220132],[2220963],[2223641],[2224159],[2225641],[2225901],[2227652],[2229148],[2230342],[2231712],[2236399],[2246505],[2253194],[2255884],[2257254],[2262209],[2263008],[2264220],[2264430],[2273599],[2276564],[2276720],[2278395],[2278862],[2283183],[2284610],[2284870],[2286465],[2293806],[2294440],[2298372],[2300340],[2301787],[2302815],[2310341],[2311001],[2317334],[2317532],[2317725],[2318877],[2320844],[2322130],[2323974],[2325820],[2326619],[2327831],[2328041],[2341168],[2344287],[2348022],[2349263],[2351274],[2356767],[2357528],[2358349],[2366803],[2367634],[2370312],[2370830],[2372312],[2372572],[2374323],[2377013],[2378383],[2379978],[2380134],[2383507],[2384369],[2384567],[2385945],[2386766],[2390693],[2392556],[2393024],[2393448],[2393658],[2401390],[2406428],[2407899],[2408053],[2408713],[2410994],[2415437],[2416258],[2427659],[2432225],[2434193],[2435640],[2436668],[2443522],[2443678],[2451187],[2451385],[2451578],[2452730],[2454697],[2455983],[2457827],[2459673],[2460472],[2461684],[2461894],[2464362],[2464880],[2467903],[2468897],[2469051],[2470857],[2472301],[2473190],[2474250],[2475511],[2476449],[2482707],[2486130],[2488329],[2489549],[2492256],[2494587],[2504895],[2505093],[2506471],[2507292],[2511219],[2513082],[2513550],[2513974],[2514184],[2520084],[2521013],[2521531],[2526954],[2528425],[2528579],[2529239],[2531520],[2535572],[2535963],[2536784],[2540368],[2544164],[2544308],[2547294],[2547859],[2549007],[2554008],[2554206],[2555584],[2556405],[2559381],[2561187],[2564580],[2566779],[2573037],[2575922],[2576076],[2576938],[2577882],[2579326],[2580215],[2581275],[2582536],[2583474],[2584956],[2589264],[2589732],[2590156],[2593155],[2595354],[2596574],[2599281],[2601612],[2603083],[2610682],[2614578],[2619123],[2619277],[2620139],[2621083],[2623353],[2623497],[2628196],[2633395],[2635594],[2637831],[2637975],[2638640],[2638969],[2640961],[2641526],[2642674],[2645924],[2647873],[2649134],[2650072],[2653048],[2653910],[2654854],[2658247],[2660446],[2666704],[2674153],[2675273],[2675417],[2676082],[2676411],[2679064],[2682960],[2687659],[2688521],[2689465],[2691422],[2692178],[2695318],[2698304],[2700017],[2704093],[2704237],[2704902],[2705231],[2708936],[2714135],[2716334],[2722534],[2723372],[2724128],[2733393],[2733537],[2734202],[2734531],[2737531],[2742646],[2743910],[2747557],[2748313],[2751453],[2756152],[2760872],[2762897],[2764351],[2768273],[2771948],[2772704],[2779663],[2784287],[2790666],[2794773],[2795029],[2800753],[2804232],[2809697],[2821655],[2826896],[2832635],[2847002] ] cell #3953 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [658048],[731544],[750481],[762446],[816688],[841669],[861660],[871800],[874334],[900973],[919910],[931875],[940932],[944073],[957876],[978722],[989798],[999938],[1020399],[1030539],[1035189],[1040390],[1050530],[1053064],[1062495],[1077156],[1086074],[1098632],[1112435],[1123511],[1130344],[1144147],[1155223],[1157326],[1157563],[1159890],[1164993],[1176069],[1186209],[1188743],[1190859],[1208614],[1212628],[1214649],[1245429],[1245666],[1250314],[1268983],[1277901],[1280385],[1282786],[1284650],[1284981],[1285478],[1288195],[1290459],[1304262],[1315338],[1317441],[1317678],[1320005],[1337382],[1337489],[1337857],[1341439],[1370986],[1374503],[1375000],[1377021],[1403844],[1407858],[1409879],[1409986],[1410354],[1414691],[1415003],[1415042],[1440659],[1440896],[1443143],[1445544],[1447408],[1447739],[1448236],[1450953],[1460481],[1463012],[1467472],[1468025],[1468064],[1493745],[1495825],[1500900],[1501007],[1501375],[1504918],[1504957],[1526603],[1533758],[1533865],[1534233],[1537815],[1539839],[1540392],[1540431],[1544371],[1560592],[1567362],[1570879],[1571376],[1573504],[1573872],[1578209],[1578521],[1578560],[1586230],[1587305],[1593123],[1597890],[1598293],[1613165],[1623239],[1623346],[1623714],[1625731],[1625770],[1630230],[1630783],[1630822],[1646638],[1655818],[1656186],[1658242],[1662702],[1663255],[1663294],[1669275],[1669678],[1688975],[1689919],[1691055],[1696130],[1696237],[1696605],[1700148],[1700187],[1702211],[1702764],[1702803],[1706743],[1714981],[1716433],[1716472],[1722086],[1741139],[1741507],[1746345],[1750739],[1751292],[1751331],[1752929],[1753238],[1758005],[1758408],[1773280],[1774224],[1779132],[1782451],[1783004],[1783043],[1784950],[1789717],[1790120],[1815173],[1815541],[1815709],[1817558],[1817597],[1822057],[1822610],[1822649],[1828630],[1829033],[1841189],[1841812],[1842121],[1852151],[1862253],[1865572],[1866125],[1866164],[1868153],[1870651],[1872142],[1875329],[1875732],[1877756],[1886155],[1896809],[1897177],[1897345],[1898754],[1902704],[1902743],[1905930],[1906333],[1908357],[1929653],[1937010],[1937563],[1937602],[1939200],[1939509],[1944276],[1944679],[1960792],[1962410],[1963834],[1972741],[1978782],[1982732],[1982771],[1985958],[1986361],[1988451],[1990334],[1990746],[1991678],[2001708],[2005298],[2007772],[2015129],[2015682],[2015721],[2017624],[2019507],[2020542],[2020851],[2030881],[2044894],[2046883],[2054059],[2054462],[2056486],[2064885],[2078583],[2080879],[2081965],[2086654],[2088078],[2093758],[2095641],[2096676],[2096985],[2104369],[2105793],[2113356],[2114700],[2120741],[2127917],[2128320],[2130221],[2131839],[2133263],[2142170],[2152200],[2155790],[2157880],[2159763],[2171137],[2174727],[2185150],[2190057],[2190854],[2195321],[2198703],[2199565],[2201774],[2203392],[2204816],[2211681],[2213977],[2215063],[2219752],[2221176],[2226856],[2228739],[2237223],[2245294],[2246718],[2254281],[2255625],[2271996],[2273340],[2286960],[2291478],[2292299],[2299172],[2299960],[2301046],[2303639],[2313285],[2314082],[2318549],[2321931],[2341992],[2345374],[2346236],[2350063],[2351487],[2366423],[2367847],[2375410],[2391517],[2392228],[2404100],[2404921],[2411794],[2413668],[2433025],[2433813],[2434899],[2437492],[2441736],[2452402],[2455784],[2493080],[2512043],[2512754],[2519704],[2520790],[2532320],[2534194],[2588936],[2600105],[2608852], [393645,762777],[472590,874164],[514171,932206],[555462,986585],[560733,992327],[606443,1052894],[613389,1062826],[619311,1073001],[651675,1109663],[692822,1160221],[702133,1172856],[707404,1178598],[714761,1188573],[721404,1199393],[755414,1236511],[777951,1264828],[799903,1288025],[810315,1301490],[818871,1312125],[824142,1317867],[830593,1328585],[851809,1350874],[890833,1394623],[892936,1395768],[906691,1409197],[914274,1418233],[924843,1431741],[934559,1442772],[968952,1481429],[971055,1482574],[1009323,1524961],[1011187,1523159],[1012015,1526232],[1026472,1539676],[1042493,1559286],[1055463,1573397],[1090959,1611523],[1092823,1609721],[1093651,1612794],[1125614,1645332],[1135156,1652793],[1135507,1655711],[1150237,1668369],[1166857,1685531],[1167685,1688604],[1219461,1738114],[1219812,1741032],[1252178,1769836],[1253006,1772909],[1258009,1778057],[1261949,1779348],[1295271,1812148],[1295622,1815066],[1344055,1861178],[1347995,1862469],[1364216,1877414],[1381833,1893784],[1382184,1896702],[1387642,1901252],[1420767,1932616],[1424707,1933907],[1474448,1981280],[1494689,1997201],[1507573,2010735],[1511513,2012026],[1551160,2049381],[1552467,2050872],[1591216,2084800],[1623882,2110259],[1637206,2123239],[1638513,2124730],[1681664,2161107],[1720062,2193210],[1730485,2201538],[1743382,2210665],[1765969,2230083],[1830340,2283370],[1840777,2290098],[1855741,2301528],[1916756,2348209],[1952240,2376754],[1971397,2389316],[2034471,2435381],[2140826,2509842] ] cell #3954 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1285766],[1320336],[1375288],[1414922],[1448524],[1450783],[1504837],[1539205],[1545381],[1571664],[1572715],[1578440],[1581751],[1625580],[1634652],[1652322],[1653923],[1668630],[1700067],[1701577],[1702048],[1707753],[1716282],[1737643],[1739244],[1753499],[1779609],[1780738],[1781209],[1795332],[1811677],[1813278],[1817407],[1826479],[1827724],[1827985],[1842382],[1851961],[1862730],[1863859],[1864330],[1871952],[1877546],[1893313],[1894914],[1902553],[1902944],[1903984],[1904245],[1925515],[1934168],[1935297],[1935768],[1939770],[1949891],[1963624],[1973002],[1982581],[1982972],[1984012],[1984273],[1991939],[1996730],[2001518],[2004728],[2006980],[2012287],[2013416],[2013887],[2018421],[2019919],[2021112],[2022483],[2030691],[2042589],[2043060],[2050682],[2051073],[2052113],[2052374],[2056276],[2073644],[2077762],[2087868],[2094555],[2096053],[2097246],[2098617],[2104746],[2105583],[2110520],[2114961],[2117921],[2118007],[2119752],[2120223],[2124540],[2124931],[2125971],[2126232],[2131042],[2133053],[2142431],[2152010],[2153441],[2153702],[2158677],[2160175],[2161368],[2162739],[2170947],[2174157],[2176409],[2182845],[2183316],[2194500],[2197617],[2201348],[2202595],[2204606],[2210860],[2212011],[2217109],[2220129],[2220966],[2223637],[2224161],[2225642],[2225903],[2227653],[2229151],[2230344],[2231715],[2236402],[2246508],[2253195],[2255886],[2257257],[2262212],[2263009],[2264223],[2264433],[2273601],[2276561],[2276647],[2278392],[2278863],[2283180],[2284611],[2284872],[2286390],[2293807],[2294443],[2298375],[2300337],[2301789],[2302818],[2310344],[2311003],[2317330],[2317533],[2317728],[2318879],[2320845],[2322133],[2323977],[2325823],[2326620],[2327834],[2328044],[2341171],[2344288],[2348019],[2349266],[2351277],[2356692],[2357531],[2358352],[2366800],[2367637],[2370308],[2370832],[2372313],[2372574],[2374324],[2377015],[2378386],[2379975],[2380061],[2383510],[2384365],[2384568],[2385948],[2386769],[2390696],[2392558],[2393025],[2393451],[2393661],[2401392],[2406429],[2407902],[2408056],[2408715],[2410997],[2415440],[2416261],[2427660],[2432228],[2434190],[2435642],[2436671],[2443519],[2443605],[2451183],[2451386],[2451581],[2452732],[2454698],[2455986],[2457830],[2459676],[2460473],[2461687],[2461897],[2464358],[2464882],[2467905],[2468900],[2469054],[2470860],[2472304],[2473193],[2474251],[2475513],[2476452],[2482708],[2486131],[2488332],[2489551],[2492259],[2494588],[2504891],[2505094],[2506474],[2507295],[2511222],[2513084],[2513551],[2513977],[2514187],[2520081],[2521009],[2521533],[2526955],[2528428],[2528582],[2529241],[2531523],[2535568],[2535966],[2536787],[2540371],[2544167],[2544310],[2547296],[2547861],[2549010],[2554004],[2554207],[2555587],[2556408],[2559384],[2561190],[2564581],[2566782],[2573038],[2575925],[2576079],[2576934],[2577885],[2579329],[2580218],[2581276],[2582538],[2583477],[2584952],[2589266],[2589733],[2590159],[2593156],[2595357],[2596576],[2599284],[2601613],[2603086],[2610684],[2614580],[2619126],[2619280],[2620135],[2621086],[2623356],[2623499],[2628199],[2633396],[2635597],[2637834],[2637977],[2638636],[2638972],[2640963],[2641528],[2642677],[2645927],[2647874],[2649136],[2650075],[2653051],[2653906],[2654857],[2658248],[2660449],[2666705],[2674154],[2675276],[2675419],[2676078],[2676414],[2679066],[2682962],[2687662],[2688517],[2689468],[2691424],[2692181],[2695320],[2698306],[2700020],[2704096],[2704239],[2704898],[2705234],[2708939],[2714136],[2716337],[2722537],[2723374],[2724131],[2733396],[2733539],[2734198],[2734534],[2737533],[2742647],[2743912],[2747559],[2748316],[2751455],[2756155],[2760875],[2762899],[2764353],[2768269],[2771950],[2772707],[2779666],[2784289],[2790668],[2794775],[2795031],[2800756],[2804234],[2809699],[2821657],[2826898],[2832637],[2847004] ] cell #3955 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3956 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1117411],[1243789],[1287762],[1309238],[1365184],[1373285],[1417157],[1439019],[1450520],[1456376],[1495616],[1503526],[1539568],[1547669],[1561560],[1569661],[1580675],[1582496],[1587096],[1597658],[1619134],[1624997],[1632952],[1633341],[1651606],[1652685],[1668984],[1690846],[1698756],[1701940],[1710041],[1711179],[1715699],[1726365],[1736927],[1738006],[1747211],[1757773],[1760342],[1760647],[1778923],[1779963],[1781101],[1789485],[1795348],[1810961],[1812040],[1816824],[1824779],[1825168],[1828339],[1828468],[1836249],[1837578],[1839618],[1851378],[1862044],[1863084],[1864222],[1871369],[1878926],[1882035],[1884560],[1892597],[1893676],[1901970],[1902960],[1904599],[1904728],[1912636],[1923198],[1928809],[1933482],[1934522],[1935660],[1944044],[1946613],[1946918],[1949907],[1950578],[1957862],[1958251],[1966796],[1970238],[1978156],[1981998],[1982988],[1984627],[1984756],[1989175],[1997093],[1998585],[2000935],[2011601],[2012641],[2013779],[2018348],[2019935],[2022499],[2023170],[2030108],[2040774],[2042952],[2045904],[2046293],[2050099],[2051089],[2052728],[2052857],[2057656],[2060765],[2063290],[2066570],[2071327],[2073896],[2074201],[2082607],[2090474],[2093159],[2094482],[2096069],[2098633],[2099304],[2108189],[2110874],[2112197],[2120115],[2123957],[2124947],[2126586],[2126715],[2131058],[2134835],[2136225],[2139667],[2147585],[2150381],[2151427],[2154056],[2154185],[2156618],[2156923],[2158604],[2160191],[2162755],[2163426],[2168014],[2170364],[2177921],[2181030],[2183208],[2183555],[2191569],[2197544],[2198802],[2200765],[2202611],[2206388],[2207778],[2215162],[2217125],[2223572],[2226257],[2226386],[2227580],[2229167],[2231731],[2232402],[2236562],[2241247],[2242187],[2249114],[2251799],[2252705],[2253122],[2254380],[2257273],[2257944],[2260308],[2262228],[2264449],[2266005],[2270837],[2278755],[2280247],[2282597],[2285226],[2285355],[2293734],[2294459],[2295450],[2298391],[2298789],[2302978],[2307663],[2308603],[2310360],[2313699],[2320772],[2322030],[2323993],[2324664],[2325839],[2328060],[2329616],[2337035],[2338240],[2339179],[2344215],[2345473],[2347436],[2348843],[2349282],[2349680],[2353059],[2357691],[2358368],[2363316],[2370243],[2372928],[2373057],[2374251],[2378402],[2379073],[2383526],[2384002],[2386785],[2388066],[2390856],[2393677],[2397900],[2399105],[2400044],[2401470],[2406356],[2408072],[2411013],[2411411],[2413928],[2415600],[2416277],[2421225],[2425729],[2427587],[2429303],[2432244],[2432642],[2436056],[2436831],[2445134],[2447445],[2449589],[2454625],[2455883],[2457846],[2458517],[2459692],[2461913],[2463469],[2467983],[2468386],[2469070],[2471020],[2473209],[2476468],[2480777],[2482635],[2485565],[2488348],[2489629],[2489848],[2492419],[2497152],[2499463],[2501607],[2504528],[2505227],[2507311],[2508592],[2511382],[2514203],[2525024],[2526882],[2528598],[2531539],[2531937],[2534454],[2536126],[2536803],[2544388],[2544607],[2547939],[2549026],[2550976],[2553641],[2554340],[2556424],[2558716],[2559400],[2561350],[2562318],[2566798],[2571107],[2572965],[2575411],[2576095],[2578045],[2580234],[2583493],[2592590],[2593289],[2595373],[2596654],[2596873],[2599444],[2604177],[2614658],[2614877],[2618612],[2619296],[2621246],[2623577],[2623796],[2626299],[2628215],[2630165],[2632830],[2633529],[2635613],[2638055],[2638274],[2641606],[2642693],[2644643],[2650091],[2652383],[2653067],[2655017],[2660465],[2670702],[2675497],[2675716],[2681277],[2683040],[2683259],[2686994],[2687678],[2689628],[2695398],[2695617],[2700036],[2701986],[2704317],[2704536],[2708955],[2710905],[2716353],[2719515],[2722553],[2726197],[2733617],[2733836],[2743990],[2744209],[2751533],[2751752],[2756171],[2758121],[2759464],[2762977],[2763196],[2779682],[2790746],[2790965],[2795256],[2809777],[2809996],[2832862] ] cell #3957 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1244660],[1373270],[1418028],[1439890],[1451417],[1495459],[1503671],[1547654],[1569646],[1581546],[1581782],[1586939],[1625384],[1668827],[1677039],[1690689],[1698901],[1702079],[1710026],[1711196],[1716086],[1726208],[1747054],[1752960],[1778766],[1779806],[1781240],[1795735],[1817211],[1828182],[1828485],[1836394],[1841843],[1851765],[1861887],[1862927],[1864361],[1871756],[1881878],[1885431],[1902357],[1903347],[1904442],[1904745],[1912479],[1918385],[1933325],[1934365],[1935799],[1939231],[1949871],[1950294],[1961445],[1972463],[1982385],[1983375],[1984470],[1984773],[1991400],[2001322],[2004447],[2004750],[2011444],[2012484],[2013918],[2020573],[2021503],[2022463],[2022886],[2030495],[2040617],[2043091],[2050486],[2051476],[2052571],[2052874],[2060608],[2064161],[2066514],[2085689],[2093002],[2096707],[2097637],[2098597],[2099020],[2103404],[2110717],[2114422],[2117302],[2117725],[2120254],[2124344],[2125334],[2126429],[2126732],[2130874],[2130913],[2130977],[2134779],[2141892],[2151814],[2153899],[2154202],[2160829],[2161759],[2162719],[2163142],[2170751],[2173876],[2174179],[2180873],[2183347],[2184426],[2197209],[2201152],[2202427],[2202466],[2202530],[2206332],[2213569],[2217512],[2218347],[2218787],[2223622],[2226100],[2226403],[2229805],[2230735],[2231695],[2232118],[2236467],[2244329],[2251642],[2255347],[2257237],[2257660],[2261179],[2262044],[2262083],[2262147],[2265949],[2273062],[2275942],[2276365],[2278894],[2282984],[2285069],[2285372],[2286109],[2286412],[2291059],[2292842],[2297992],[2298207],[2298310],[2301250],[2302883],[2312902],[2316160],[2317315],[2320437],[2323957],[2324380],[2325655],[2325694],[2325758],[2329560],[2343880],[2347823],[2349098],[2349201],[2353003],[2356411],[2356714],[2357596],[2358223],[2358287],[2365018],[2365458],[2370293],[2372771],[2373074],[2376476],[2378366],[2378789],[2379356],[2379779],[2384350],[2386601],[2386640],[2386704],[2388229],[2389944],[2390761],[2401633],[2403348],[2408036],[2410614],[2410829],[2410932],[2413872],[2415505],[2416132],[2416196],[2424912],[2426695],[2431845],[2432060],[2432163],[2435103],[2436736],[2439380],[2442900],[2443323],[2445039],[2451168],[2454290],[2457810],[2458233],[2459068],[2459508],[2459611],[2463413],[2464343],[2468146],[2468549],[2469034],[2470925],[2472126],[2476323],[2476387],[2479960],[2481743],[2484006],[2488164],[2488267],[2489792],[2491507],[2492324],[2497057],[2504876],[2506055],[2507127],[2507230],[2508755],[2510470],[2511287],[2515158],[2517736],[2520994],[2528562],[2531140],[2531355],[2531458],[2534398],[2535553],[2536031],[2536658],[2536722],[2543654],[2543989],[2544551],[2548102],[2548990],[2550881],[2553989],[2555168],[2556240],[2556343],[2558879],[2559364],[2561255],[2562456],[2566717],[2575574],[2576059],[2576535],[2576919],[2577950],[2579151],[2583348],[2583412],[2584937],[2586652],[2594117],[2595189],[2595292],[2596817],[2598532],[2599349],[2604082],[2610928],[2613924],[2614821],[2618775],[2619260],[2619736],[2620120],[2621151],[2623178],[2623740],[2628179],[2630070],[2634357],[2635429],[2635532],[2637656],[2638218],[2638621],[2641769],[2642657],[2644548],[2645749],[2650010],[2652546],[2653031],[2653507],[2653891],[2654922],[2656123],[2660384],[2671767],[2675098],[2675660],[2676063],[2679310],[2683203],[2687157],[2687642],[2688118],[2688502],[2689533],[2691668],[2692003],[2694664],[2695561],[2700000],[2701891],[2703918],[2704480],[2704883],[2708919],[2710810],[2716272],[2719678],[2722517],[2723618],[2723953],[2728786],[2729887],[2733218],[2733780],[2734183],[2740260],[2744153],[2747803],[2748138],[2751696],[2756135],[2758026],[2760697],[2763140],[2768254],[2772194],[2772529],[2779646],[2780747],[2787016],[2790909],[2793682],[2796489],[2800578],[2809940],[2818994],[2822606],[2825805],[2834095],[2852202] ] cell #3958 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [2005881],[2088612],[2106327],[2118820],[2119123],[2156373],[2175310],[2197078],[2213438],[2221710],[2224582],[2225005],[2247252],[2259745],[2260048],[2277460],[2277763],[2287543],[2297357],[2312267],[2317424],[2320306],[2322997],[2343749],[2352021],[2354893],[2355316],[2368381],[2371253],[2371676],[2380874],[2381177],[2382308],[2384459],[2388018],[2401422],[2407972],[2409979],[2412797],[2431210],[2436367],[2439249],[2441940],[2451277],[2454159],[2456850],[2465303],[2465726],[2467124],[2467935],[2468338],[2468970],[2474142],[2486022],[2489581],[2493726],[2504985],[2505538],[2508544],[2515094],[2517101],[2528498],[2530505],[2533323],[2535662],[2541235],[2542195],[2544340],[2547891],[2548926],[2554098],[2554651],[2558668],[2559300],[2564472],[2566026],[2575363],[2575995],[2576471],[2577028],[2581167],[2584726],[2593047],[2593600],[2596606],[2600751],[2603156],[2603220],[2607981],[2614610],[2618564],[2619196],[2619672],[2620229],[2623529],[2628115],[2633287],[2633840],[2638007],[2638410],[2639042],[2639106],[2641558],[2642593],[2647765],[2651087],[2652335],[2652967],[2653443],[2654000],[2658139],[2659693],[2665843],[2674045],[2675449],[2675852],[2676484],[2676548],[2681588],[2682992],[2686946],[2687578],[2688054],[2688611],[2695350],[2699936],[2700969],[2702582],[2704269],[2704672],[2705304],[2705368],[2708855],[2714027],[2715581],[2719467],[2721408],[2722453],[2727677],[2728722],[2732165],[2733569],[2733972],[2734604],[2734668],[2742538],[2743529],[2743942],[2744977],[2745041],[2746379],[2751485],[2756071],[2757104],[2759330],[2762224],[2762929],[2767338],[2768043],[2769984],[2771029],[2771093],[2778537],[2779582],[2780393],[2789294],[2790698],[2791733],[2791797],[2793646],[2795122],[2795749],[2799211],[2799838],[2802105],[2809024],[2809729],[2810384],[2816784],[2817829],[2817893],[2822570],[2825769],[2827872],[2832728],[2833355],[2839711],[2852166],[2857468], 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] cell #3959 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [763686],[874968],[914178],[933115],[942325],[985408],[993147],[1033707],[1053698],[1063735],[1063875],[1069598],[1108431],[1150833],[1158572],[1171679],[1179418],[1182186],[1189377],[1190252],[1195921],[1207091],[1228953],[1234890],[1261425],[1262545],[1263936],[1278782],[1300258],[1310948],[1311175],[1318687],[1324738],[1336301],[1347471],[1348591],[1349982],[1358293],[1369463],[1373080],[1391151],[1392271],[1393471],[1393698],[1402321],[1408258],[1424183],[1425303],[1426694],[1430120],[1441015],[1441540],[1452715],[1466394],[1477957],[1479077],[1480277],[1480504],[1488256],[1499819],[1503259],[1503486],[1510989],[1512109],[1513500],[1521114],[1522220],[1523355],[1523880],[1532677],[1543847],[1546358],[1554669],[1555789],[1556989],[1557216],[1565839],[1569456],[1571776],[1593997],[1603002],[1607676],[1608782],[1609917],[1610442],[1615473],[1624478],[1629152],[1632513],[1633038],[1635629],[1640715],[1641835],[1643035],[1643262],[1647945],[1648005],[1648089],[1652984],[1661624],[1673187],[1675507],[1675734],[1683486],[1684592],[1685727],[1686252],[1695049],[1698489],[1698716],[1706219],[1708730],[1709836],[1726642],[1731581],[1733266],[1733326],[1733410],[1738305],[1747488],[1752427],[1753475],[1754112],[1760257],[1763117],[1763344],[1767791],[1768897],[1770032],[1770557],[1775604],[1785824],[1794829],[1799503],[1801744],[1802269],[1805980],[1807300],[1807360],[1807444],[1812339],[1820979],[1824340],[1824865],[1827456],[1832542],[1834862],[1835089],[1835982],[1836209],[1842358],[1844915],[1852190],[1852524],[1852668],[1856484],[1858725],[1872181],[1876475],[1877988],[1882312],[1886726],[1887251],[1888936],[1888996],[1889080],[1893975],[1912913],[1917852],[1919537],[1919681],[1924576],[1928542],[1928769],[1930163],[1931069],[1931153],[1939746],[1940383],[1946528],[1949388],[1949615],[1954062],[1956303],[1956828],[1957423],[1957948],[1964066],[1967432],[1967492],[1967576],[1969736],[1972444],[1973699],[1988673],[1991381],[1997946],[2001747],[2002081],[2002225],[2006041],[2008282],[2009188],[2009272],[2021088],[2023645],[2030920],[2031254],[2031398],[2035214],[2037455],[2041051],[2045465],[2045990],[2048479],[2056718],[2061042],[2065456],[2065981],[2067029],[2067666],[2067810],[2072705],[2073811],[2078805],[2079516],[2080318],[2083337],[2085048],[2091736],[2091820],[2097222],[2099779],[2102763],[2109391],[2109535],[2111695],[2114403],[2115658],[2122337],[2133495],[2135294],[2136861],[2137005],[2139165],[2141873],[2143128],[2148438],[2152239],[2156533],[2167375],[2171176],[2171510],[2171654],[2175470],[2176983],[2177711],[2178617],[2178701],[2187905],[2188537],[2189568],[2195543],[2197056],[2200075],[2205048],[2206847],[2208414],[2208558],[2212614],[2213416],[2216435],[2218146],[2224918],[2238156],[2238958],[2239746],[2240387],[2241977],[2243688],[2250376],[2250460],[2252620],[2255328],[2266464],[2268031],[2268175],[2270335],[2273043],[2274298],[2280977],[2290858],[2296223],[2297886],[2304572],[2305374],[2306162],[2306803],[2308393],[2311765],[2312796],[2320284],[2323303],[2330075],[2331642],[2331786],[2335208],[2336239],[2336950],[2342214],[2343727],[2346746],[2348457],[2355229],[2359285],[2360087],[2360875],[2361516],[2363106],[2364817],[2371589],[2390076],[2396073],[2397104],[2397815],[2403480],[2410508],[2417194],[2417996],[2418784],[2419425],[2421015],[2424711],[2425343],[2430076],[2431739],[2439227],[2442246],[2445618],[2446649],[2447360],[2454137],[2457156],[2465639],[2471903],[2477476],[2479759],[2480391],[2489356],[2491639],[2497636],[2498667],[2499378],[2510602],[2517630],[2524006],[2524638],[2531034],[2538522],[2541541],[2546724],[2551859],[2562233],[2570089],[2570721],[2584501],[2586784],[2598664],[2605692],[2610321],[2616994],[2625913],[2645526],[2663756],[2671160],[2678703],[2697734],[2739653] ] cell #3960 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1415904],[1451367],[1505819],[1545439],[1579422],[1581776],[1634710],[1668688],[1674800],[1701049],[1702073],[1707811],[1711211],[1753557],[1762410],[1779667],[1781234],[1795606],[1826537],[1828043],[1828500],[1834155],[1842440],[1862788],[1864355],[1878030],[1903218],[1904303],[1904760],[1918422],[1934226],[1935793],[1939828],[1948681],[1949924],[1950165],[1964108],[1973060],[1983246],[1984331],[1984788],[1991997],[1997349],[2012345],[2013912],[2021170],[2021540],[2022516],[2022757],[2043085],[2051347],[2052432],[2052889],[2056760],[2066551],[2079721],[2088352],[2097304],[2097674],[2098650],[2098891],[2106067],[2110578],[2115019],[2118133],[2120248],[2125205],[2126290],[2126747],[2131075],[2132441],[2133537],[2134816],[2142489],[2153760],[2154217],[2161426],[2161796],[2162772],[2163013],[2166778],[2183341],[2187315],[2196459],[2202628],[2203994],[2205090],[2206369],[2212069],[2212819],[2217383],[2221450],[2224219],[2224371],[2225961],[2226418],[2230402],[2230772],[2231748],[2231989],[2236543],[2238361],[2246992],[2255944],[2257290],[2257531],[2262245],[2263611],[2264707],[2265986],[2273659],[2276773],[2278888],[2284930],[2285387],[2295633],[2298408],[2301847],[2302959],[2304777],[2310543],[2311563],[2316197],[2318937],[2319687],[2322145],[2322617],[2324010],[2324251],[2325856],[2327222],[2328318],[2329597],[2333986],[2343130],[2349299],[2351761],[2353040],[2357672],[2358385],[2359490],[2359674],[2368121],[2370890],[2371042],[2372632],[2373089],[2377073],[2378419],[2378660],[2380187],[2386802],[2387380],[2390837],[2392616],[2393935],[2394851],[2401670],[2402241],[2407914],[2408089],[2408255],[2409275],[2411030],[2412212],[2413909],[2415581],[2416294],[2417399],[2417583],[2429486],[2432261],[2435700],[2436812],[2438630],[2443731],[2444396],[2445115],[2452790],[2453540],[2455998],[2456470],[2457863],[2458104],[2459709],[2462171],[2463450],[2464940],[2465092],[2468183],[2468912],[2469087],[2470282],[2471001],[2474421],[2476073],[2476485],[2476879],[2477063],[2483981],[2488365],[2489695],[2489829],[2490400],[2492400],[2496414],[2497133],[2507328],[2511363],[2513142],[2514461],[2515377],[2521591],[2521743],[2528440],[2528615],[2528781],[2529801],[2531556],[2532738],[2534435],[2536107],[2536820],[2537925],[2538109],[2540383],[2540855],[2543629],[2544454],[2544588],[2546134],[2547396],[2548139],[2549043],[2550142],[2550957],[2556441],[2559417],[2561331],[2562431],[2564751],[2566815],[2575937],[2576112],[2577307],[2578026],[2581446],[2583098],[2583510],[2583904],[2584088],[2589324],[2590171],[2590643],[2595390],[2596720],[2596854],[2597425],[2599425],[2603098],[2603439],[2604158],[2607396],[2610784],[2610903],[2613440],[2613899],[2614858],[2619138],[2619313],[2620508],[2621227],[2623777],[2625323],[2628232],[2630146],[2635630],[2638121],[2638255],[2638984],[2639801],[2641063],[2641806],[2642710],[2643809],[2644624],[2645939],[2649696],[2650108],[2650502],[2653084],[2654998],[2656098],[2658418],[2660482],[2661812],[2668527],[2671742],[2675563],[2675697],[2676426],[2677243],[2679166],[2679285],[2683240],[2687695],[2689609],[2691524],[2691643],[2692193],[2692468],[2694180],[2694639],[2695598],[2698406],[2700053],[2701152],[2701967],[2704517],[2705246],[2706063],[2708972],[2710886],[2716370],[2722570],[2723474],[2723593],[2724143],[2724418],[2726647],[2729862],[2733817],[2734546],[2735363],[2737020],[2737633],[2740235],[2742772],[2744190],[2747659],[2747778],[2748328],[2748603],[2751733],[2756188],[2758102],[2763177],[2763840],[2764453],[2772050],[2772169],[2772719],[2772994],[2775488],[2779699],[2780722],[2783776],[2784389],[2786991],[2790946],[2794875],[2796464],[2797613],[2800768],[2803721],[2804334],[2809977],[2813735],[2818969],[2822338],[2822540],[2826998],[2829736],[2834070],[2843721],[2847685],[2852136],[2863280] ] cell #3961 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3962 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [2225482],[2297987],[2312897],[2323464],[2323825],[2355793],[2372153],[2382233],[2390445],[2403849],[2410609],[2413025],[2413371],[2431840],[2442407],[2442768],[2457317],[2457678],[2466203],[2467055],[2473770],[2485650],[2489778],[2492008],[2494214],[2510971],[2517731],[2520147],[2520493],[2531135],[2533551],[2533897],[2541702],[2542063],[2542239],[2544537],[2547252],[2557626],[2562598],[2564100],[2566374],[2580795],[2584923],[2587153],[2589359],[2596803],[2599033],[2601239],[2603264],[2608209],[2608555],[2610367],[2610640],[2611070],[2614807],[2623726],[2626441],[2629505],[2638204],[2638607],[2639150],[2640919],[2645891],[2647393],[2656265],[2657767],[2660041],[2661895],[2666331],[2668723],[2671206],[2671909],[2675646],[2676049],[2676592],[2679022],[2679452],[2683189],[2684334],[2691380],[2691810],[2692145],[2692551],[2695547],[2698262],[2704466],[2704869],[2705412],[2707181],[2710245],[2712153],[2715929],[2720574],[2723330],[2723760],[2724095],[2724501],[2726843],[2730029],[2733766],[2734169],[2734712],[2737216],[2737489],[2737919],[2739699],[2740402],[2744139],[2745085],[2746727],[2747515],[2747945],[2748280],[2748686],[2751682],[2752827],[2757461],[2763126],[2764036],[2764309],[2764739],[2768240],[2769150],[2771137],[2771906],[2772336],[2772671],[2773077],[2777703],[2780889],[2781630],[2782829],[2783972],[2784245],[2784675],[2787158],[2790895],[2791841],[2792040],[2794731],[2795942],[2796631],[2800031],[2800720],[2803007],[2803917],[2804190],[2804620],[2809926],[2810577],[2810836],[2811539],[2812546],[2815950],[2817937],[2819136],[2819877],[2821519],[2823207],[2823655],[2826406],[2826854],[2828065],[2828754],[2833548],[2834237],[2834749],[2840613],[2841523],[2842226],[2843609],[2844422],[2844763],[2846866],[2847207],[2848554],[2852803],[2853251],[2853659],[2857661],[2858350],[2861349],[2863168],[2864322],[2867194],[2867535],[2871326],[2878443],[2881416], [1334837,2087261],[1498355,2220359],[1531213,2245901],[1544809,2041654],[1621814,2314689],[1671723,2350670],[1674169,2152806],[1693585,2367030],[1707181,2181910],[1745059,2402589],[1760453,2412401],[1800805,2256319],[1813641,2448542],[1816147,2269354],[1831078,2461080],[1833524,2283976],[1869822,2484781],[1879883,2490748],[1895277,2500560],[1897783,2332965],[1907272,2507911],[1931330,2523115],[1931717,2360237],[1938560,2364185],[1946724,2532927],[1955364,2377448],[1975856,2550490],[1987300,2557024],[1999388,2563231],[2009449,2569198],[2009836,2418146],[2016679,2422094],[2018692,2575213],[2048552,2591806],[2048640,2446750],[2049001,2446757],[2055401,2450055],[2058613,2597773],[2074007,2607585],[2076513,2466818],[2090903,2615913],[2091997,2616656],[2092384,2477626],[2094826,2618414],[2122410,2632046],[2122498,2498768],[2122859,2498775],[2129259,2502073],[2130826,2637323],[2145285,2644157],[2156729,2650691],[2158948,2522201],[2159120,2523876],[2159466,2524375],[2168817,2656898],[2178878,2662865],[2179265,2538672],[2186108,2542620],[2197888,2672706],[2200148,2673280],[2200236,2551960],[2200597,2551967],[2202379,2674765],[2225095,2685038],[2227924,2568284],[2228096,2569959],[2228442,2570458],[2236337,2691107],[2249543,2696653],[2250637,2697396],[2251024,2584651],[2253466,2699154],[2258740,2701500],[2261996,2591033],[2262635,2592675],[2281050,2712786],[2281138,2605793],[2281499,2605800],[2287899,2609098],[2294078,2611867],[2297256,2720465],[2298159,2721137],[2300403,2616864],[2300749,2617363],[2302753,2723057],[2321116,2730826],[2323376,2731400],[2325607,2631273],[2326246,2632915],[2344559,2741199],[2346819,2741773],[2346907,2645627],[2347268,2645634],[2349050,2743258],[2354312,2745245],[2355406,2745988],[2357466,2651293],[2371766,2753531],[2374595,2661951],[2374767,2663626],[2375113,2664125],[2386553,2669286],[2388215,2670860],[2389564,2761453],[2390631,2762017],[2392651,2673673],[2406700,2680249],[2409878,2769041],[2410781,2769713],[2415375,2685904],[2427931,2692607],[2431109,2777594],[2432012,2778266],[2434256,2697604],[2434602,2698103],[2436606,2780186],[2440059,2781686],[2442319,2782260],[2454969,2787955],[2457229,2788529],[2459460,2712013],[2460099,2713655],[2465816,2792744],[2468535,2717991],[2470795,2718555],[2472268,2719855],[2473416,2795312],[2482979,2724557],[2487924,2800181],[2488116,2727406],[2491127,2801334],[2492194,2801898],[2507079,2737779],[2508741,2739353],[2510090,2808253],[2511157,2808817],[2513177,2742166],[2517000,2810727],[2517903,2811399],[2527226,2748742],[2530404,2815841],[2531307,2816513],[2535901,2754397],[2539354,2819933],[2541614,2820507],[2544131,2759520],[2556192,2764599],[2558865,2766567],[2560690,2826508],[2561125,2767131],[2563746,2827435],[2573309,2773133],[2575560,2775120],[2577820,2775684],[2579293,2776984],[2580441,2832918],[2586272,2834851],[2587339,2835415],[2594949,2837787],[2595141,2784535],[2596425,2840669],[2598152,2838940],[2599219,2839504],[2605062,2841414],[2605965,2842086],[2618761,2797245],[2621021,2797809],[2623320,2799401],[2624871,2847380],[2635189,2850363],[2635381,2804480],[2636665,2803063],[2637798,2806320],[2640792,2852021],[2647039,2853832],[2652532,2813367],[2654357,2856104],[2654792,2813931],[2655462,2858210],[2657413,2857031],[2663244,2858964],[2664311,2859528],[2675240,2824236],[2678234,2863068],[2687143,2829368],[2688968,2865771],[2689403,2829932],[2690073,2828614],[2693750,2867031],[2703254,2870727],[2704060,2837007],[2705611,2870152],[2706576,2871774],[2713301,2872355],[2719664,2844259],[2725700,2875413],[2732554,2847955],[2733360,2849583],[2734911,2877405],[2735876,2849002],[2736957,2878187],[2738926,2878339],[2746964,2881075],[2760150,2861093],[2760839,2861245],[2763777,2884385],[2765746,2884537],[2771355,2863981],[2775018,2886507],[2783209,2888565],[2794283,2874020],[2797143,2890961],[2803154,2876078],[2806147,2892405],[2821860,2883556],[2824063,2895505] ] cell #3963 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [994046],[1116558],[1159471],[1180317],[1190881],[1235481],[1243660],[1286909],[1308385],[1319586],[1319739],[1325329],[1364909],[1408849],[1417028],[1430711],[1438890],[1441882],[1449667],[1450679],[1456101],[1466985],[1488847],[1494975],[1521705],[1522811],[1524222],[1539293],[1561285],[1572367],[1572611],[1580546],[1586455],[1597383],[1608267],[1609373],[1610784],[1618859],[1629743],[1633380],[1651331],[1652410],[1653575],[1653819],[1662215],[1668343],[1684077],[1685183],[1686594],[1690205],[1701230],[1701665],[1713237],[1725724],[1736652],[1737731],[1738896],[1739140],[1746570],[1757498],[1760848],[1761092],[1768382],[1769488],[1770899],[1778282],[1779322],[1780391],[1780826],[1789210],[1800094],[1802611],[1810686],[1811765],[1812930],[1813174],[1821570],[1825207],[1827698],[1848916],[1857075],[1861403],[1862443],[1863512],[1863947],[1868907],[1877066],[1881394],[1884582],[1885017],[1887593],[1892322],[1893401],[1894566],[1894810],[1899508],[1899582],[1901226],[1903958],[1911995],[1922923],[1925167],[1925411],[1932841],[1933881],[1934950],[1935385],[1943769],[1947119],[1947363],[1954653],[1957170],[1958290],[1973343],[1977881],[1979536],[1979610],[1981254],[1983986],[1992280],[1996818],[1998473],[1998607],[2003963],[2006632],[2006876],[2010960],[2012000],[2013069],[2013504],[2018395],[2027646],[2035805],[2040133],[2042242],[2042677],[2046332],[2047637],[2047711],[2049355],[2052087],[2060124],[2063312],[2063747],[2066323],[2071052],[2073296],[2073540],[2074402],[2074646],[2082495],[2082629],[2088627],[2089058],[2089132],[2092518],[2094529],[2106342],[2110233],[2112299],[2115302],[2119405],[2119840],[2121495],[2121569],[2123213],[2125945],[2142772],[2147310],[2148965],[2149039],[2153415],[2157124],[2157368],[2158651],[2159505],[2161081],[2167902],[2168036],[2173392],[2176061],[2176305],[2180389],[2182498],[2182933],[2183577],[2184012],[2191671],[2192396],[2192470],[2193184],[2194279],[2196446],[2197591],[2210639],[2212806],[2218554],[2221725],[2222156],[2222230],[2225616],[2227627],[2228481],[2230057],[2241135],[2241269],[2247267],[2247698],[2247772],[2251158],[2253169],[2256227],[2260330],[2260765],[2262983],[2270939],[2273942],[2278045],[2278480],[2280135],[2280209],[2280269],[2284585],[2285625],[2290072],[2290625],[2291266],[2293781],[2295148],[2300788],[2301502],[2307551],[2307685],[2310058],[2315624],[2315698],[2317507],[2319674],[2320819],[2326594],[2338342],[2339067],[2339141],[2339201],[2340950],[2343117],[2344262],[2348865],[2352036],[2355927],[2365225],[2368396],[2368827],[2368901],[2372287],[2374298],[2374353],[2375152],[2376728],[2383224],[2383700],[2384542],[2389290],[2390484],[2392999],[2399207],[2399932],[2400006],[2400066],[2403247],[2403888],[2406403],[2407770],[2413410],[2424478],[2425119],[2425751],[2427634],[2427689],[2429001],[2434641],[2435355],[2436450],[2438617],[2449477],[2449551],[2449611],[2451360],[2453527],[2454672],[2460447],[2468768],[2472907],[2474225],[2479526],[2480167],[2480799],[2482682],[2482737],[2485263],[2486105],[2492047],[2494562],[2501495],[2501569],[2501629],[2504226],[2505068],[2505621],[2509816],[2511010],[2513525],[2514892],[2520532],[2523773],[2524414],[2525046],[2526929],[2526984],[2528296],[2533936],[2548724],[2553339],[2554181],[2554734],[2559098],[2564555],[2569856],[2570497],[2571129],[2573012],[2573067],[2575793],[2576269],[2579932],[2581250],[2587192],[2589707],[2592288],[2593130],[2593683],[2599072],[2601587],[2608594],[2613289],[2617402],[2618994],[2619470],[2626321],[2627913],[2632528],[2633370],[2633923],[2642391],[2647848],[2652765],[2653241],[2658222],[2664164],[2666679],[2670400],[2674128],[2681671],[2687376],[2687852],[2698142],[2699734],[2708653],[2714110],[2717739],[2722251],[2728520],[2742621],[2755869],[2761201],[2766315],[2779380],[2808001] ] cell #3964 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [2005950],[2088546],[2106261],[2118686],[2119202],[2156442],[2175379],[2186588],[2197011],[2213371],[2221644],[2224544],[2224873],[2247186],[2259611],[2260127],[2277326],[2277842],[2287612],[2288538],[2297350],[2312260],[2317302],[2320239],[2322956],[2343682],[2351955],[2354855],[2355184],[2368315],[2371215],[2371544],[2380740],[2381256],[2381459],[2384337],[2388011],[2401415],[2407858],[2409972],[2431203],[2436245],[2439182],[2441899],[2451155],[2454092],[2456809],[2459275],[2465265],[2465594],[2467928],[2468331],[2468856],[2474020],[2485900],[2489574],[2504863],[2505416],[2506262],[2508537],[2514980],[2517094],[2528384],[2530498],[2535540],[2541194],[2544333],[2547884],[2548812],[2553976],[2554529],[2555375],[2558661],[2559186],[2564350],[2566381],[2575356],[2575881],[2576357],[2576906],[2581045],[2584719],[2592925],[2593478],[2594324],[2596599],[2603042],[2614603],[2618557],[2619082],[2619558],[2620107],[2623522],[2628001],[2629579],[2633165],[2633718],[2634564],[2638000],[2638403],[2638928],[2641551],[2642479],[2647643],[2649042],[2652328],[2652853],[2653329],[2653878],[2658017],[2660048],[2673923],[2675442],[2675845],[2676370],[2681466],[2682985],[2684389],[2685784],[2686939],[2687464],[2687940],[2688489],[2695343],[2699822],[2700847],[2704262],[2704665],[2705190],[2708741],[2710319],[2713905],[2715304],[2715936],[2719460],[2720807],[2722339],[2727076],[2728608],[2732043],[2733562],[2733965],[2734490],[2742416],[2743935],[2744863],[2746734],[2751478],[2752882],[2754277],[2755957],[2756982],[2757535],[2759323],[2761731],[2762922],[2766845],[2768036],[2769383],[2770915],[2777936],[2779468],[2782903],[2789172],[2790691],[2791619],[2792095],[2793624],[2795115],[2795391],[2799204],[2799480],[2801612],[2808531],[2809722],[2811069],[2812601],[2816183],[2817715],[2822548],[2825747],[2827514],[2832721],[2832997],[2835129],[2839218],[2852144],[2853911],[2857110], 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] cell #3965 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [690950],[716253],[764399],[797562],[824048],[825508],[875827],[906296],[911688],[933828],[934775],[939521],[941826],[985549],[994077],[1010792],[1012231],[1026046],[1054557],[1055853],[1056212],[1061245],[1069739],[1092428],[1093867],[1108579],[1134730],[1135897],[1136256],[1150271],[1166462],[1167901],[1171820],[1180348],[1181398],[1181716],[1196069],[1207232],[1219035],[1220202],[1220561],[1229094],[1234894],[1251783],[1253222],[1261566],[1261983],[1263148],[1263466],[1285694],[1294845],[1296012],[1296371],[1300406],[1310386],[1324742],[1336449],[1347612],[1348029],[1349194],[1349512],[1358441],[1363821],[1369604],[1375216],[1381407],[1382574],[1382933],[1387856],[1389816],[1391299],[1392909],[1402462],[1415432],[1415791],[1424324],[1424741],[1425906],[1426224],[1430124],[1448452],[1452719],[1466398],[1474662],[1476622],[1478105],[1479715],[1487095],[1488260],[1494263],[1499967],[1503400],[1505347],[1505706],[1511130],[1511547],[1512712],[1513030],[1518391],[1521118],[1532825],[1543988],[1545570],[1545888],[1551374],[1553334],[1554817],[1556427],[1565980],[1571592],[1578950],[1579309],[1594001],[1598507],[1603143],[1604953],[1607680],[1615477],[1617171],[1623916],[1627991],[1629156],[1633186],[1633389],[1634841],[1635159],[1637420],[1639380],[1640863],[1642473],[1647949],[1661628],[1669892],[1673335],[1674945],[1680763],[1681878],[1683490],[1683811],[1695197],[1698630],[1700577],[1700936],[1706360],[1707942],[1708260],[1720276],[1721130],[1727198],[1729839],[1731729],[1733270],[1743416],[1744501],[1753756],[1754116],[1755810],[1758622],[1760261],[1761082],[1762555],[1765068],[1766183],[1767795],[1768116],[1785828],[1790334],[1794970],[1796780],[1799507],[1807304],[1808576],[1819818],[1820983],[1825013],[1825216],[1826668],[1826986],[1829247],[1832690],[1834300],[1836123],[1840811],[1842639],[1844919],[1846191],[1852528],[1855262],[1855955],[1856488],[1856809],[1867865],[1875946],[1877992],[1878240],[1879325],[1882868],[1884515],[1888940],[1890212],[1906547],[1913469],[1916110],[1918000],[1919541],[1928683],[1940027],[1940387],[1942081],[1944893],[1946532],[1947353],[1948826],[1951339],[1952454],[1954066],[1954387],[1958096],[1958299],[1962122],[1964070],[1964318],[1967436],[1969740],[1971431],[1973259],[1975298],[1976811],[1986575],[1992196],[1995748],[1997431],[1997755],[2002085],[2005512],[2021369],[2023649],[2024921],[2031258],[2033992],[2034685],[2035218],[2035539],[2044248],[2046138],[2046341],[2054676],[2056722],[2056970],[2058055],[2061598],[2063245],[2067670],[2068942],[2073815],[2074636],[2079520],[2079803],[2080127],[2085159],[2086366],[2088562],[2097503],[2099783],[2101055],[2106277],[2109395],[2115218],[2118770],[2128534],[2133499],[2133747],[2136865],[2139169],[2140860],[2142688],[2144727],[2146240],[2155311],[2156004],[2156537],[2157358],[2161625],[2165177],[2166860],[2167184],[2171514],[2174941],[2176987],[2183510],[2188648],[2196541],[2205052],[2205300],[2208418],[2212618],[2212901],[2221660],[2230601],[2234153],[2238160],[2238443],[2238767],[2240391],[2243799],[2245006],[2247202],[2252624],[2256143],[2258182],[2259695],[2260263],[2264917],[2268035],[2273858],[2277410],[2279417],[2287174],[2302046],[2304576],[2304859],[2305183],[2306807],[2311876],[2319769],[2328528],[2331646],[2335319],[2336954],[2337561],[2343212],[2348568],[2348798],[2351971],[2359289],[2359572],[2361520],[2368331],[2377272],[2380824],[2394145],[2396184],[2397819],[2398426],[2417198],[2417481],[2419429],[2425454],[2425684],[2435899],[2438712],[2445729],[2447364],[2447971],[2453622],[2462381],[2471907],[2476961],[2480502],[2480732],[2497747],[2499382],[2499989],[2514671],[2524749],[2524979],[2538007],[2546835],[2547478],[2562237],[2570832],[2571062],[2583986],[2610866],[2626024],[2626254],[2641145],[2679248] ] cell #3966 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [763660],[875037],[914152],[933089],[985619],[993221],[1033776],[1053767],[1063709],[1069809],[1108651],[1116383],[1151044],[1158646],[1171890],[1179492],[1189446],[1190917],[1196141],[1207302],[1229164],[1234897],[1243143],[1243502],[1261636],[1262756],[1279002],[1300478],[1308210],[1311159],[1318761],[1319748],[1324745],[1336521],[1347682],[1348802],[1358513],[1369674],[1372292],[1372610],[1391371],[1392491],[1393682],[1402532],[1408265],[1424394],[1425514],[1430127],[1438373],[1438732],[1441760],[1441891],[1449492],[1450669],[1452722],[1466401],[1478177],[1479297],[1480488],[1488263],[1496596],[1500039],[1502697],[1511200],[1512320],[1521121],[1522227],[1524100],[1524231],[1532897],[1544058],[1549600],[1554889],[1556009],[1557200],[1566050],[1568668],[1568986],[1571783],[1572601],[1580029],[1580388],[1590195],[1594004],[1603213],[1607683],[1608789],[1610662],[1610793],[1615480],[1624689],[1626499],[1629159],[1640935],[1642055],[1643246],[1647952],[1648012],[1652991],[1653809],[1661631],[1673407],[1675718],[1678715],[1679074],[1683493],[1684599],[1686472],[1686603],[1691826],[1695269],[1697927],[1701163],[1706430],[1709048],[1709366],[1719231],[1728760],[1731801],[1733273],[1733333],[1738312],[1739130],[1749606],[1752647],[1754119],[1763328],[1767798],[1768904],[1770777],[1770908],[1775611],[1780324],[1782022],[1785831],[1795040],[1798342],[1799510],[1802489],[1802620],[1805192],[1805510],[1807307],[1807367],[1812346],[1813164],[1818326],[1820986],[1829319],[1832762],[1835073],[1835420],[1844922],[1852531],[1854222],[1856491],[1858732],[1863445],[1865143],[1874213],[1876482],[1884430],[1887471],[1887602],[1888943],[1889003],[1893982],[1894800],[1899460],[1905502],[1906619],[1915031],[1918072],[1919181],[1919544],[1921235],[1924583],[1925401],[1927980],[1930170],[1931076],[1934883],[1940390],[1949599],[1951409],[1954069],[1957048],[1957179],[1967439],[1967499],[1969743],[1973706],[1974308],[1979488],[1985530],[1986647],[1988680],[1993245],[2002088],[2003779],[2006048],[2006866],[2008289],[2009195],[2013002],[2022299],[2023652],[2024991],[2031261],[2032952],[2035221],[2036979],[2037462],[2038064],[2042175],[2047589],[2048486],[2054748],[2063160],[2066201],[2066332],[2067673],[2072712],[2073530],[2078812],[2079523],[2083344],[2085120],[2089010],[2091743],[2098433],[2099786],[2101125],[2102835],[2109398],[2111702],[2115665],[2116267],[2119338],[2121447],[2122344],[2128606],[2134609],[2136868],[2139172],[2143135],[2143737],[2147923],[2148917],[2159383],[2162555],[2165247],[2171517],[2173208],[2175477],[2176295],[2177718],[2178624],[2182431],[2187977],[2188609],[2189575],[2192348],[2195550],[2200082],[2206162],[2208421],[2212621],[2216442],[2218218],[2218487],[2222108],[2228359],[2231531],[2234223],[2238163],[2239231],[2241984],[2243760],[2247650],[2250383],[2265779],[2268038],[2270342],[2274305],[2274907],[2277978],[2280087],[2280984],[2290930],[2291199],[2296295],[2297893],[2300666],[2304579],[2305647],[2308400],[2311837],[2312803],[2315576],[2316956],[2323310],[2329390],[2331649],[2335280],[2336246],[2339019],[2342221],[2346753],[2359292],[2360360],[2363113],[2364889],[2365158],[2368779],[2375030],[2390148],[2390417],[2396145],[2397111],[2399884],[2403552],[2403821],[2407549],[2410515],[2413288],[2417201],[2418269],[2421022],[2424783],[2425052],[2430148],[2431746],[2434519],[2442253],[2445690],[2446656],[2449429],[2457163],[2471910],[2479831],[2480100],[2488841],[2491711],[2491980],[2497708],[2498674],[2501447],[2510674],[2510943],[2517637],[2520410],[2524078],[2524347],[2531041],[2533814],[2541548],[2546796],[2551866],[2557852],[2570161],[2570430],[2586856],[2587125],[2598736],[2599005],[2605699],[2608472],[2610593],[2617066],[2617335],[2645533],[2663828],[2664097],[2671432],[2697806],[2698075],[2739925] ] cell #3967 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3968 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [912523],[942296],[994912],[1031847],[1062080],[1063868],[1117548],[1150685],[1156594],[1181183],[1182179],[1187517],[1190259],[1235629],[1244697],[1262397],[1263929],[1278636],[1309375],[1310800],[1311182],[1316709],[1325477],[1348443],[1349975],[1365050],[1392125],[1393323],[1393705],[1408314],[1425155],[1426687],[1430859],[1439927],[1441084],[1441394],[1456242],[1467133],[1478931],[1480129],[1480511],[1488995],[1494926],[1511961],[1513493],[1521853],[1522276],[1523424],[1523734],[1546351],[1555643],[1556841],[1557223],[1561426],[1571832],[1586406],[1597524],[1608415],[1608838],[1609986],[1610296],[1619000],[1624330],[1629891],[1635622],[1641689],[1642887],[1643269],[1648223],[1650062],[1651472],[1653040],[1662363],[1675359],[1675741],[1684225],[1684648],[1685796],[1686106],[1690156],[1708723],[1713083],[1725675],[1733544],[1735383],[1736793],[1738361],[1745456],[1746521],[1752281],[1757639],[1760996],[1762969],[1763351],[1768530],[1768953],[1770101],[1770411],[1775720],[1778233],[1789351],[1800242],[1801813],[1802123],[1807578],[1809417],[1810827],[1812395],[1821718],[1827449],[1834714],[1835096],[1848762],[1852802],[1857223],[1858841],[1861354],[1868753],[1870263],[1876531],[1880280],[1881345],[1885158],[1885366],[1886795],[1887105],[1889214],[1891053],[1892463],[1894031],[1899354],[1911946],[1919815],[1923064],[1924632],[1930279],[1931287],[1932792],[1933076],[1943910],[1947267],[1949240],[1949622],[1954801],[1956372],[1956682],[1967710],[1968509],[1973815],[1976253],[1978022],[1979382],[1988729],[1989655],[1998015],[1998319],[1999829],[2002359],[2003914],[2004673],[2006097],[2008398],[2009406],[2010911],[2011195],[2027492],[2031532],[2035953],[2037571],[2040084],[2047483],[2048595],[2059010],[2060075],[2063888],[2064096],[2065525],[2065835],[2067944],[2071193],[2072761],[2074550],[2078861],[2080387],[2082341],[2083453],[2088904],[2091344],[2091954],[2092469],[2092753],[2102703],[2109669],[2111537],[2111751],[2112677],[2115774],[2117294],[2121341],[2122453],[2137139],[2143244],[2145682],[2147451],[2148811],[2157272],[2167444],[2167748],[2169258],[2171788],[2173343],[2174102],[2175526],[2177827],[2178835],[2180340],[2180624],[2184153],[2184361],[2187845],[2189410],[2189624],[2192242],[2194230],[2195599],[2197125],[2198886],[2200191],[2208692],[2213485],[2216551],[2218086],[2218339],[2222002],[2225052],[2239027],[2240981],[2242093],[2247544],[2249984],[2250594],[2251109],[2251393],[2259137],[2260906],[2261114],[2268309],[2270177],[2270391],[2271317],[2274414],[2275934],[2279981],[2281093],[2285576],[2286335],[2290576],[2290798],[2291051],[2295227],[2296163],[2297942],[2305443],[2307397],[2308509],[2312852],[2315470],[2320353],[2323419],[2331920],[2336081],[2336295],[2338913],[2340901],[2342270],[2343796],[2345557],[2346862],[2354753],[2355363],[2355878],[2356637],[2360156],[2363222],[2364757],[2365010],[2368673],[2371723],[2373591],[2379348],[2383779],[2390016],[2396946],[2397160],[2399778],[2403198],[2403420],[2410564],[2418065],[2421131],[2424429],[2424651],[2424904],[2426216],[2429080],[2430016],[2431795],[2436401],[2439296],[2441057],[2442362],[2442892],[2446705],[2449323],[2454206],[2457272],[2459060],[2465773],[2477545],[2479477],[2479699],[2479952],[2481264],[2485342],[2491579],[2498723],[2501341],[2504305],[2505572],[2506047],[2510542],[2514971],[2515150],[2517686],[2523724],[2523946],[2525511],[2531090],[2538591],[2541657],[2551915],[2553418],[2554685],[2555160],[2569807],[2570029],[2571594],[2576348],[2576527],[2584570],[2586724],[2592367],[2593634],[2594109],[2598604],[2605748],[2613240],[2616934],[2619549],[2619728],[2632607],[2633874],[2634349],[2645582],[2653320],[2653499],[2663696],[2670479],[2670945],[2681622],[2687931],[2688110],[2697674],[2718076],[2728599],[2728778],[2739438],[2766652] ] cell #3969 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1544819],[1596114],[1674161],[1707191],[1756229],[1787941],[1800665],[1816157],[1833516],[1874632],[1897793],[1921654],[1931727],[1938552],[1942500],[1955224],[1990237],[2004198],[2009846],[2016671],[2048913],[2048993],[2053362],[2055261],[2069783],[2076523],[2092394],[2104157],[2113259],[2122771],[2122851],[2127220],[2129119],[2137938],[2158158],[2159084],[2159666],[2159714],[2173627],[2179275],[2186100],[2199468],[2200509],[2200589],[2209491],[2219540],[2227134],[2228060],[2228642],[2228690],[2237501],[2251034],[2261343],[2262611],[2262797],[2271899],[2281411],[2281491],[2285860],[2287759],[2292577],[2299748],[2300367],[2300949],[2300997],[2303917],[2324954],[2326222],[2326408],[2334516],[2346139],[2347180],[2347260],[2356162],[2356901],[2366211],[2373805],[2374731],[2375313],[2375361],[2385268],[2388116],[2391795],[2392627],[2392813],[2395381],[2405199],[2413571],[2414810],[2423516],[2426430],[2433601],[2434220],[2434802],[2434850],[2437770],[2441639],[2458807],[2460075],[2460261],[2468436],[2469677],[2472191],[2473641],[2474951],[2478564],[2481478],[2486831],[2493358],[2494376],[2505794],[2508642],[2512321],[2513153],[2513339],[2515907],[2519492],[2520693],[2525725],[2534097],[2535336],[2544054],[2548392],[2549633],[2554907],[2558766],[2560007],[2563971],[2565281],[2571808],[2575461],[2576702],[2579216],[2580666],[2581976],[2585589],[2588503],[2589521],[2593856],[2600383],[2601401],[2608755],[2614324],[2618662],[2619903],[2623243],[2625096],[2627581],[2628822],[2631104],[2634096],[2637721],[2642059],[2643300],[2647264],[2648574],[2652433],[2653674],[2657638],[2658948],[2665475],[2666493],[2675163],[2680497],[2682706],[2685316],[2687044],[2688285],[2695064],[2699402],[2700643],[2703983],[2705836],[2708321],[2709562],[2711844],[2713526],[2714836],[2719565],[2727804],[2729065],[2731839],[2733283],[2735136],[2739151],[2743656],[2748990],[2751199],[2753809],[2755537],[2756778],[2759760],[2760762],[2765971],[2768489],[2773381],[2776694],[2784933],[2786194],[2788968],[2790412],[2793989],[2798819],[2800869],[2804878],[2806560],[2807562],[2815289],[2821669],[2824476],[2825478],[2831595],[2838475],[2845816],[2851265],[2862312], [1762390,2225492],[1870183,2108049],[1885970,2323737],[1886570,2323817],[1927815,2355803],[1948661,2372163],[1960532,2382243],[1990285,2215014],[1999749,2223432],[2004932,2412989],[2005249,2413619],[2044709,2442680],[2045309,2442760],[2064700,2457590],[2065300,2457670],[2075944,2466213],[2076905,2467047],[2090334,2091264],[2103971,2313684],[2111510,2489679],[2113307,2321882],[2118223,2494190],[2150241,2354673],[2155424,2520111],[2155741,2520741],[2169178,2370103],[2174361,2533515],[2174678,2534145],[2184965,2541975],[2185565,2542055],[2185790,2542187],[2189383,2544438],[2198654,2199516],[2210230,2401455],[2218272,2562521],[2219354,2411396],[2248974,2249904],[2252435,2584824],[2254232,2441687],[2259148,2589335],[2270150,2596704],[2271947,2455735],[2276863,2601215],[2279677,2603212],[2286594,2608173],[2286911,2608803],[2289663,2467968],[2290984,2610993],[2297701,2614708],[2298774,2299562],[2312611,2623627],[2317098,2489614],[2336054,2638105],[2336765,2638508],[2337821,2639098],[2345325,2346187],[2348583,2645814],[2349665,2519306],[2364943,2656188],[2366025,2531922],[2373564,2661796],[2380277,2666307],[2384133,2544373],[2388051,2388075],[2388881,2547924],[2390202,2671832],[2396919,2675547],[2397630,2675950],[2398686,2676540],[2403606,2679375],[2410323,2683090],[2412878,2684559],[2424837,2691733],[2425469,2692068],[2426189,2692452],[2431554,2695448],[2432627,2433415],[2436041,2584783],[2446464,2704367],[2447175,2704770],[2448231,2705360],[2450951,2596639],[2458993,2712076],[2468371,2468395],[2473816,2614643],[2479885,2723683],[2480517,2724018],[2481237,2724402],[2485696,2623562],[2491765,2729952],[2493828,2731074],[2498482,2733667],[2499193,2734070],[2500249,2734660],[2504659,2638040],[2505212,2638467],[2505980,2737842],[2508577,2508601],[2509407,2641591],[2510728,2740325],[2517445,2744040],[2519212,2745033],[2524132,2747868],[2524764,2748203],[2525484,2748587],[2530849,2751583],[2533404,2753052],[2551674,2763027],[2553772,2675482],[2554325,2675909],[2555093,2764662],[2558701,2558725],[2562048,2768141],[2564146,2683025],[2566099,2770111],[2567875,2771085],[2570215,2772259],[2570847,2772594],[2571567,2772978],[2575396,2575420],[2580841,2695383],[2586910,2780812],[2588262,2781531],[2592721,2704302],[2593274,2704729],[2594042,2784598],[2598790,2787081],[2600853,2788203],[2605507,2790796],[2607274,2791789],[2608062,2792265],[2614942,2795552],[2617120,2796554],[2618597,2618621],[2623861,2799641],[2626039,2800643],[2630863,2802908],[2632961,2733602],[2633514,2734029],[2634282,2804543],[2645341,2809827],[2647439,2743975],[2648760,2811462],[2651168,2812771],[2652368,2652392],[2657813,2751518],[2659766,2816911],[2661542,2817885],[2663882,2819059],[2665234,2819778],[2665945,2820181],[2672010,2822913],[2673719,2762962],[2679553,2826112],[2681262,2768100],[2683324,2827675],[2685502,2828677],[2686979,2687003],[2695682,2833158],[2697860,2834160],[2702684,2836425],[2711603,2840514],[2713701,2790731],[2715022,2842149],[2715654,2842484],[2719500,2719524],[2719913,2795241],[2720540,2844572],[2726182,2799459],[2726809,2847016],[2730130,2848260],[2740503,2852509],[2742212,2809762],[2744274,2854072],[2746452,2855074],[2751817,2857271],[2753995,2858273],[2759449,2759578],[2760988,2822620],[2766102,2825914],[2769116,2864131],[2777042,2832847],[2777669,2867344],[2780990,2868588],[2787259,2871032],[2793696,2793791],[2807788,2852216],[2810802,2879406],[2815916,2881225] ] cell #3970 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [383181],[469072],[536462],[602925],[627884],[657591],[683133],[730379],[759054],[786524],[798516],[816231],[864727],[870635],[899808],[909546],[928483],[940475],[982352],[1029374],[1031503],[1034732],[1043457],[1049365],[1059103],[1126578],[1139236],[1151210],[1156161],[1168623],[1185044],[1187173],[1223541],[1253944],[1262922],[1266860],[1278339],[1284373],[1299351],[1316276],[1348968],[1352906],[1385913],[1390495],[1391828],[1408300],[1425680],[1429618],[1447131],[1477301],[1478634],[1512486],[1516424],[1520384],[1522262],[1554013],[1555346],[1560315],[1606946],[1608824],[1624855],[1640059],[1641392],[1646361],[1650048],[1682756],[1684490],[1684634],[1721809],[1735369],[1751984],[1767061],[1768795],[1768939],[1809403],[1810530],[1838188],[1847105],[1857488],[1868462],[1876517],[1891039],[1892166],[1933062],[1955066],[1962719],[1968495],[1977725],[1988715],[2011181],[2036218],[2070896],[2078847],[2086963],[2092739],[2102648],[2147154],[2180610],[2187790],[2195585],[2245603],[2251379],[2296108],[2342256],[2429961] ] cell #3971 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [747910],[869229],[961140],[1047959],[1079548],[1115699],[1147411],[1205856],[1238903],[1271375],[1286050],[1307526],[1361766],[1368228],[1401086],[1412271],[1434133],[1448808],[1492107],[1542612],[1545000],[1548916],[1558142],[1564604],[1575789],[1644188],[1656983],[1669222],[1674272],[1687337],[1704984],[1707372],[1742304],[1771642],[1780201],[1784104],[1795370],[1801177],[1816338],[1833627],[1863322],[1867225],[1897974],[1901831],[1902982],[1918416],[1934760],[1938663],[1955736],[1981859],[1983010],[2012879],[2016782],[2019957],[2021534],[2049960],[2051111],[2055773],[2096091],[2097668],[2111112],[2123818],[2124969],[2129631],[2132435],[2160213],[2161686],[2161790],[2193789],[2203988],[2217147],[2229189],[2230662],[2230766],[2263605],[2264471],[2288271],[2294481],[2302107],[2310382],[2316191],[2327216],[2328082],[2359668],[2377333],[2383548],[2387374],[2393699],[2401664],[2417577],[2435960],[2461935],[2468177],[2473231],[2477057],[2483961],[2514225],[2538103],[2543609],[2548133],[2580256],[2584082],[2613879],[2641800],[2694619] ] cell #3972 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [747911],[869230],[961141],[1047960],[1079549],[1115700],[1147412],[1205857],[1238904],[1271376],[1286051],[1307527],[1361767],[1368229],[1401087],[1412272],[1434134],[1448809],[1492108],[1542613],[1545001],[1548917],[1558143],[1564605],[1575790],[1644189],[1656984],[1669223],[1674273],[1687338],[1704985],[1707373],[1742305],[1771643],[1780202],[1784105],[1795371],[1801178],[1816339],[1833628],[1863323],[1867226],[1897975],[1901832],[1902983],[1918417],[1934761],[1938664],[1955737],[1981860],[1983011],[2012880],[2016783],[2019958],[2021535],[2049961],[2051112],[2055774],[2096092],[2097669],[2111113],[2123819],[2124970],[2129632],[2132436],[2160214],[2161687],[2161791],[2193790],[2203989],[2217148],[2229190],[2230663],[2230767],[2263606],[2264472],[2288272],[2294482],[2302108],[2310383],[2316192],[2327217],[2328083],[2359669],[2377334],[2383549],[2387375],[2393700],[2401665],[2417578],[2435961],[2461936],[2468178],[2473232],[2477058],[2483968],[2514226],[2538104],[2543616],[2548134],[2580257],[2584083],[2613886],[2641801],[2694626] ] cell #3973 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [976565],[1110278],[1209964],[1302105],[1335266],[1372336],[1405194],[1465779],[1498784],[1531642],[1546720],[1568712],[1622243],[1628537],[1661009],[1672152],[1694014],[1709092],[1750152],[1798888],[1801234],[1805236],[1814070],[1820364],[1831507],[1895706],[1907701],[1919225],[1923961],[1936423],[1953447],[1955793],[1987729],[2014542],[2022343],[2025950],[2036344],[2041631],[2055830],[2072090],[2098477],[2102084],[2129688],[2132981],[2133974],[2147861],[2162599],[2166206],[2181887],[2204534],[2205527],[2231575],[2235182],[2237833],[2239169],[2264151],[2265144],[2269331],[2304249],[2305585],[2317000],[2327762],[2328755],[2332942],[2335218],[2358962],[2360214],[2360298],[2387920],[2396083],[2406914],[2416871],[2418123],[2418207],[2445628],[2446326],[2466795],[2471580],[2477603],[2484243],[2488779],[2497646],[2498344],[2524016],[2538649],[2543891],[2546734],[2551536],[2557790],[2570099],[2584628],[2605369],[2610531],[2614161],[2617004],[2622306],[2645203],[2663766],[2668256],[2671370],[2694901],[2697744],[2720107],[2739863],[2777236] ] cell #3974 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1486208],[1627104],[1728952],[1818931],[1850873],[1884622],[1915223],[1971934],[2000430],[2029603],[2043361],[2063352],[2108730],[2113893],[2141363],[2150922],[2169859],[2183617],[2215600],[2254818],[2256768],[2260370],[2267370],[2272533],[2282092],[2330981],[2340094],[2348905],[2352474],[2362271],[2375947],[2377897],[2400959],[2420180],[2425791],[2428421],[2436058],[2439769],[2450504],[2462884],[2480839],[2483469],[2502522],[2504582],[2505229],[2514835],[2525086],[2527716],[2539064],[2553695],[2554342],[2571169],[2573799],[2575413],[2576212],[2592644],[2593291],[2596135],[2618614],[2619413],[2626361],[2632884],[2633531],[2636375],[2637679],[2652385],[2653121],[2653184],[2670756],[2675121],[2681279],[2686996],[2687732],[2687795],[2703941],[2704319],[2717115],[2719517],[2722607],[2726199],[2728463],[2733241],[2733619],[2747826],[2756225],[2759466],[2760720],[2762979],[2766172],[2772217],[2779736],[2790748],[2793766],[2795258],[2796512],[2799058],[2809779],[2819017],[2821527],[2822690],[2832864],[2834118],[2844430],[2852286],[2867202] ] cell #3975 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1374221],[1467281],[1489143],[1504242],[1548605],[1570597],[1597670],[1619146],[1630039],[1634028],[1662511],[1677610],[1699472],[1710977],[1713085],[1725677],[1746523],[1757785],[1789497],[1800390],[1804379],[1821866],[1825855],[1836965],[1838514],[1848764],[1868755],[1881347],[1911948],[1923210],[1944056],[1958938],[2027494],[2040086],[2060077], [370615,1465616],[469910,1628374],[473027,1633295],[491141,1660846],[548919,1745231],[552872,1749989],[560944,1760625],[588853,1798725],[603763,1820201],[606880,1825122],[644599,1870060],[653688,1880055],[657641,1884813],[689746,1673816],[689886,1414327],[695590,1931502],[699543,1936260],[707615,1946896],[712081,1953284],[715198,1958205],[734414,1976028],[747924,1989850],[758054,1999626],[767143,2009621],[771096,2014379],[782194,2025787],[797053,1544757],[800340,2046247],[803239,2048790],[812328,2058785],[816281,2063543],[822844,1833171],[822984,1577845],[824353,2074179],[844726,2091141],[845712,2092169],[856052,2101921],[869243,2112872],[879373,2122648],[887861,2132100],[903843,2145457],[912526,1678045],[914485,2156901],[924153,1938207],[924293,1689555],[927483,2169055],[936572,2179050],[939012,1707129],[940525,2183808],[942299,1960566],[959789,2198780],[961154,2199081],[962635,2200386],[965980,2203653],[993841,2225267],[994915,1504677],[1004181,2016326],[1004321,1773860],[1006000,2237002],[1023456,2249781],[1024442,2250809],[1027657,2254358],[1031921,1804070],[1033409,2258912],[1034782,2260561],[1037418,2047144],[1038532,1809060],[1045081,1816095],[1047973,2271512],[1058103,2281288],[1062083,1837400],[1064042,2076152],[1081604,1853017],[1082039,2299433],[1087636,2303418],[1114348,2322008],[1117194,2323614],[1117622,1633719],[1120539,2121002],[1121653,1890696],[1128202,1897731],[1129892,1899356],[1146060,2345451],[1147425,2345752],[1148906,2347057],[1151816,1920030],[1152251,2350324],[1156666,1926851],[1158280,2354550],[1159266,2355578],[1161670,2157659],[1163172,1684373],[1163607,1931665],[1180112,2371938],[1181186,1699907],[1183327,2177278],[1187591,1958629],[1190592,1960131],[1200779,2191115],[1207692,2391296],[1208001,1974010],[1211849,1977295],[1214197,1979384],[1233711,2215140],[1235777,1754605],[1240959,2002574],[1241394,2412055],[1244769,1761426],[1246991,2226635],[1248493,1768678],[1248928,2009784],[1266183,2240682],[1273431,2031747],[1273866,2433286],[1279463,2437271],[1279772,2037766],[1284699,2440951],[1286064,2441252],[1287545,2442557],[1290007,2047485],[1291179,2048154],[1291488,1810973],[1306175,2455861],[1309021,2457467],[1309449,1825546],[1311931,2068159],[1313480,2069426],[1316781,2074980],[1319381,2465988],[1320029,2076461],[1325625,1845408],[1329305,2292078],[1336930,2088906],[1340724,1857371],[1341159,2092332],[1352229,2307098],[1362716,2109884],[1363151,2314343],[1365196,1879027],[1370064,2492859],[1370373,2115969],[1376569,2121343],[1377741,2122012],[1378050,1892609],[1395574,2137354],[1402922,2511822],[1403231,2143439],[1407079,2146724],[1409427,2148813],[1421372,1932794],[1428941,2361811],[1431007,1940876],[1436189,2172003],[1436624,2532581],[1439999,1947697],[1442530,2178022],[1443723,1954949],[1444158,2179213],[1447457,2540246],[1450303,2541852],[1453208,2383810],[1456388,1966897],[1460029,2192244],[1470961,2199750],[1471270,1978168],[1482380,2208907],[1492823,2404700],[1493132,2216746],[1494928,1998321],[1500448,2222004],[1508178,2010913],[1515747,2419720],[1522001,2024138],[1525990,2242288],[1533306,2247546],[1537100,2036101],[1537535,2250972],[1559092,2268524],[1560641,2602776],[1561572,2057757],[1566440,2599884],[1566749,2274609],[1574117,2280652],[1574426,2071339],[1584088,2290578],[1586408,2082343],[1594490,2295258],[1601311,2092471],[1608563,2100272],[1612552,2308704],[1615966,2485373],[1622787,2315472],[1645138,2332135],[1646687,2495751],[1651618,2136326],[1666191,2346421],[1666500,2147597],[1688362,2363417],[1690158,2167750],[1695678,2368675],[1703408,2180342],[1723357,2194232],[1736939,2207879],[1744203,2403200],[1772667,2421326],[1778235,2240983],[1786317,2429111],[1793138,2251111],[1861356,2307399],[1909628,2340903], [137952,917353,2159279],[164772,997381,2228255],[195415,1084557,2300562],[233265,1183652,2374926],[244095,1206148,2389796],[261677,1243912,2413184],[276155,1276384,2434415],[302831,1335009,2473493],[321067,1368520,2491359],[337762,1401378,2510322],[344970,1417280,2520306],[355344,1439142,2533710],[387136,1492399,2560922],[390893,1498527,2563823],[409856,1531385,2580518],[416212,1542904,2586504],[428092,1564896,2598384],[435300,1580798,2608368],[465444,1621986,2624948],[498015,1671895,2647116],[499623,1414762,2519177],[507662,1687629,2654589],[511419,1693757,2657490],[517775,1705276,2663476],[520441,1190452,2185755],[568527,1771934,2689200],[578089,1784396,2693982],[590362,1544448,2588004],[599297,1813813,2705688],[608829,1312366,2279642],[610637,1831250,2713378],[612245,1578280,2607239],[641700,1867517,2725932],[665713,1895449,2734988],[674121,1396009,2337786],[676080,1907444,2739003],[701317,1689990,2661507],[709362,1442221,2373306],[713590,1706820,2664976],[743097,1482815,2398651],[745056,1987472,2765823],[772870,1774295,2567840],[775069,2019584,2775420],[779333,1525681,2425931],[807219,1559527,2448196],[809178,1815786,2711345],[818211,1572945,2279983],[848927,2095718,2797545],[853191,1612243,2480979],[883353,1645573,2500214],[885312,1897422,2630605],[887426,1648438,2504336],[892276,1655259,2338915],[917028,1929730,2750465],[921292,1688053,2525226],[965545,1733759,2553449],[970395,1740580,2399780],[997056,2007849,2681972],[1001320,1772358,2571309],[1006309,1775915,2424431],[1036983,1807793,2592398],[1041833,1814614,2449325],[1074356,2082042,2718291],[1087945,1859036,2479479],[1120104,1889429,2632638],[1124954,1896250,2501343],[1161979,1930474,2523726],[1200344,1967925,2670510],[1247300,2008593,2569809],[1329614,2083648,2613242] ] cell #3976 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [143798],[183585],[216106],[232345],[250717],[270217],[284488],[289727],[310457],[327689],[330082],[333160],[344384],[349406],[376165],[379243],[394508],[398519],[401521],[417482],[420412],[423490],[434714],[449210],[453539],[473744],[475460],[478538],[481619],[496691],[499769],[503084],[503942],[515034],[519045],[528796],[535051],[539528],[555611],[559620],[562066],[563949],[564807],[583063],[587392],[594241],[595465],[607597],[609313],[612391],[619460],[622881],[629266],[632210],[649925],[651858],[656180],[660657],[661881],[675467],[681722],[686199],[695066],[702282],[706291],[708737],[710620],[711478],[721587],[724923],[731693],[735114],[744443],[750630],[754051],[755355],[760436],[763380],[766619],[778100],[781521],[787906],[790850],[808565],[810498],[814820],[819297],[820521],[827965],[830534],[841852],[845188],[851958],[855379],[861843],[865179],[871949],[875370],[884699],[891016],[894352],[901122],[904543],[913872],[920059],[923480],[924784],[929865],[932809],[936048],[943868],[955248],[957817],[969135],[972471],[976094],[978663],[989981],[993317],[1000087],[1003508],[1006695],[1009264],[1020582],[1023918],[1030688],[1034109],[1040573],[1043909],[1050679],[1054100],[1063429],[1076951],[1086223],[1088331],[1090900],[1098427],[1109807],[1112376],[1123694],[1127030],[1130139],[1141519],[1144088],[1155406],[1158742],[1162365],[1164934],[1176252],[1179588],[1186358],[1189779],[1199537],[1208387],[1212811],[1214444],[1236306],[1247686],[1250255],[1268778],[1278050],[1280158],[1282727],[1290254],[1301634],[1304203],[1315521],[1318857],[1328380],[1330000],[1337177],[1341380],[1370759],[1376816],[1394767],[1403617],[1408041],[1409674],[1431536],[1442916],[1445485],[1460276],[1462953],[1481573],[1493518],[1500695],[1524756],[1526376],[1533553],[1537756],[1567135],[1573192],[1586171],[1611318],[1612938],[1623034],[1655506],[1658183],[1688748],[1695925],[1740827],[1746286],[1773053],[1777998],[1814861],[1861119],[1896497],[1932557],[2010676],[2084741] ] cell #3977 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [143800],[183587],[216108],[232351],[250719],[270223],[284490],[289724],[310463],[327691],[330088],[333157],[344386],[349412],[376171],[379240],[394510],[398525],[401518],[417488],[420418],[423487],[434716],[449216],[453536],[473750],[475466],[478535],[481613],[496697],[499766],[503081],[503948],[515036],[519051],[528802],[535048],[539522],[555617],[559626],[562063],[563946],[564813],[583069],[587389],[594235],[595462],[607603],[609319],[612388],[619466],[622878],[629260],[632216],[649931],[651855],[656177],[660651],[661878],[675473],[681719],[686193],[695060],[702288],[706297],[708734],[710617],[711484],[721584],[724917],[731699],[735111],[744449],[750636],[754048],[755349],[760430],[763386],[766613],[778106],[781518],[787900],[790856],[808571],[810495],[814817],[819291],[820518],[827959],[830528],[841849],[845182],[851964],[855376],[861840],[865173],[871955],[875367],[884705],[891013],[894346],[901128],[904540],[913878],[920065],[923477],[924778],[929859],[932815],[936042],[943862],[955242],[957811],[969132],[972465],[976088],[978657],[989978],[993311],[1000093],[1003505],[1006689],[1009258],[1020579],[1023912],[1030694],[1034106],[1040570],[1043903],[1050685],[1054097],[1063435],[1076945],[1086229],[1088325],[1090894],[1098421],[1109801],[1112370],[1123691],[1127024],[1130133],[1141513],[1144082],[1155403],[1158736],[1162359],[1164928],[1176249],[1179582],[1186364],[1189776],[1199531],[1208381],[1212808],[1214438],[1236300],[1247680],[1250249],[1268772],[1278056],[1280152],[1282721],[1290248],[1301628],[1304197],[1315518],[1318851],[1328374],[1329994],[1337171],[1341374],[1370753],[1376810],[1394761],[1403611],[1408038],[1409668],[1431530],[1442910],[1445479],[1460270],[1462947],[1481567],[1493512],[1500689],[1524750],[1526370],[1533547],[1537750],[1567129],[1573186],[1586165],[1611312],[1612932],[1623028],[1655500],[1658177],[1688742],[1695919],[1740821],[1746280],[1773047],[1777992],[1814855],[1861113],[1896491],[1932551],[2010670],[2084735] ] cell #3978 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [143801],[183588],[216109],[232352],[250720],[270224],[284491],[289728],[310464],[327692],[330089],[333161],[344387],[349413],[376172],[379244],[394511],[398526],[401522],[417489],[420419],[423491],[434717],[449217],[453540],[473751],[475467],[478539],[481620],[496698],[499770],[503085],[503949],[515037],[519052],[528803],[535052],[539529],[555618],[559627],[562067],[563950],[564814],[583070],[587393],[594242],[595466],[607604],[609320],[612392],[619467],[622882],[629267],[632217],[649932],[651859],[656181],[660658],[661882],[675474],[681723],[686200],[695067],[702289],[706298],[708738],[710621],[711485],[721588],[724924],[731700],[735115],[744450],[750637],[754052],[755356],[760437],[763387],[766620],[778107],[781522],[787907],[790857],[808572],[810499],[814821],[819298],[820522],[827966],[830535],[841853],[845189],[851965],[855380],[861844],[865180],[871956],[875371],[884706],[891017],[894353],[901129],[904544],[913879],[920066],[923481],[924785],[929866],[932816],[936049],[943869],[955249],[957818],[969136],[972472],[976095],[978664],[989982],[993318],[1000094],[1003509],[1006696],[1009265],[1020583],[1023919],[1030695],[1034110],[1040574],[1043910],[1050686],[1054101],[1063436],[1076952],[1086230],[1088332],[1090901],[1098428],[1109808],[1112377],[1123695],[1127031],[1130140],[1141520],[1144089],[1155407],[1158743],[1162366],[1164935],[1176253],[1179589],[1186365],[1189780],[1199538],[1208388],[1212812],[1214445],[1236307],[1247687],[1250256],[1268779],[1278057],[1280159],[1282728],[1290255],[1301635],[1304204],[1315522],[1318858],[1328381],[1330001],[1337178],[1341381],[1370760],[1376817],[1394768],[1403618],[1408042],[1409675],[1431537],[1442917],[1445486],[1460277],[1462954],[1481574],[1493519],[1500696],[1524757],[1526377],[1533554],[1537757],[1567136],[1573193],[1586172],[1611319],[1612939],[1623035],[1655507],[1658184],[1688749],[1695926],[1740828],[1746287],[1773054],[1777999],[1814862],[1861120],[1896498],[1932558],[2010677],[2084742] ] cell #3979 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [143802],[183589],[216110],[232355],[250721],[270227],[284492],[289725],[310467],[327693],[330092],[333158],[344388],[349416],[376175],[379241],[394512],[398529],[401519],[417492],[420422],[423488],[434718],[449220],[453537],[473754],[475470],[478536],[481614],[496701],[499767],[503082],[503952],[515038],[519055],[528806],[535049],[539523],[555621],[559630],[562064],[563947],[564817],[583073],[587390],[594236],[595463],[607607],[609323],[612389],[619470],[622879],[629261],[632220],[649935],[651856],[656178],[660652],[661879],[675477],[681720],[686194],[695061],[702292],[706301],[708735],[710618],[711488],[721585],[724918],[731703],[735112],[744453],[750640],[754049],[755350],[760431],[763390],[766614],[778110],[781519],[787901],[790860],[808575],[810496],[814818],[819292],[820519],[827960],[830529],[841850],[845183],[851968],[855377],[861841],[865174],[871959],[875368],[884709],[891014],[894347],[901132],[904541],[913882],[920069],[923478],[924779],[929860],[932819],[936043],[943863],[955243],[957812],[969133],[972466],[976089],[978658],[989979],[993312],[1000097],[1003506],[1006690],[1009259],[1020580],[1023913],[1030698],[1034107],[1040571],[1043904],[1050689],[1054098],[1063439],[1076946],[1086233],[1088326],[1090895],[1098422],[1109802],[1112371],[1123692],[1127025],[1130134],[1141514],[1144083],[1155404],[1158737],[1162360],[1164929],[1176250],[1179583],[1186368],[1189777],[1199532],[1208382],[1212809],[1214439],[1236301],[1247681],[1250250],[1268773],[1278060],[1280153],[1282722],[1290249],[1301629],[1304198],[1315519],[1318852],[1328375],[1329995],[1337172],[1341375],[1370754],[1376811],[1394762],[1403612],[1408039],[1409669],[1431531],[1442911],[1445480],[1460271],[1462948],[1481568],[1493513],[1500690],[1524751],[1526371],[1533548],[1537751],[1567130],[1573187],[1586166],[1611313],[1612933],[1623029],[1655501],[1658178],[1688743],[1695920],[1740822],[1746281],[1773048],[1777993],[1814856],[1861114],[1896492],[1932552],[2010671],[2084736] ] cell #3980 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [143815],[183617],[216138],[232356],[250749],[270228],[284520],[289726],[310468],[327721],[330093],[333159],[344416],[349417],[376176],[379242],[394540],[398530],[401520],[417493],[420423],[423489],[434746],[449221],[453538],[473755],[475471],[478537],[481615],[496702],[499768],[503083],[503953],[515066],[519056],[528807],[535050],[539524],[555622],[559631],[562065],[563948],[564818],[583074],[587391],[594237],[595464],[607608],[609324],[612390],[619471],[622880],[629262],[632221],[649936],[651857],[656179],[660653],[661880],[675478],[681721],[686195],[695062],[702293],[706302],[708736],[710619],[711489],[721586],[724919],[731704],[735113],[744454],[750641],[754050],[755351],[760432],[763391],[766615],[778111],[781520],[787902],[790861],[808576],[810497],[814819],[819293],[820520],[827961],[830530],[841851],[845184],[851969],[855378],[861842],[865175],[871960],[875369],[884710],[891015],[894348],[901133],[904542],[913883],[920070],[923479],[924780],[929861],[932820],[936044],[943864],[955244],[957813],[969134],[972467],[976090],[978659],[989980],[993313],[1000098],[1003507],[1006691],[1009260],[1020581],[1023914],[1030699],[1034108],[1040572],[1043905],[1050690],[1054099],[1063440],[1076947],[1086234],[1088327],[1090896],[1098423],[1109803],[1112372],[1123693],[1127026],[1130135],[1141515],[1144084],[1155405],[1158738],[1162361],[1164930],[1176251],[1179584],[1186369],[1189778],[1199533],[1208383],[1212810],[1214440],[1236302],[1247682],[1250251],[1268774],[1278061],[1280154],[1282723],[1290250],[1301630],[1304199],[1315520],[1318853],[1328376],[1329996],[1337173],[1341376],[1370755],[1376812],[1394763],[1403613],[1408040],[1409670],[1431532],[1442912],[1445481],[1460272],[1462949],[1481569],[1493514],[1500691],[1524752],[1526372],[1533549],[1537752],[1567131],[1573188],[1586167],[1611314],[1612934],[1623030],[1655502],[1658179],[1688744],[1695921],[1740823],[1746282],[1773049],[1777994],[1814857],[1861115],[1896493],[1932553],[2010672],[2084737] ] cell #3981 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874842],[992363],[1053572],[1109699],[1115608],[1178634],[1189251],[1199429],[1236630],[1288703],[1301526],[1307435],[1317903],[1328704],[1365686],[1394659],[1418269],[1431860],[1442808],[1448717],[1459063],[1481465],[1525080],[1526268],[1539712],[1548825],[1562062],[1573516],[1611642],[1612830],[1652829],[1654293],[1655830],[1669131],[1688640],[1702442],[1738150],[1739614],[1741151],[1772945],[1780110],[1782682],[1795313],[1812184],[1815185],[1863231],[1865803],[1893820],[1896821],[1899822],[1902925],[1934669],[1937241],[1979850],[1982953],[1997237],[2012788],[2015360],[2018263],[2047951],[2051054],[2094397],[2111021],[2121809],[2124912],[2158519],[2159745],[2192710],[2217090],[2227495],[2228721],[2262851],[2293649],[2301028],[2310325],[2326462],[2375392],[2383491],[2392867],[2434881],[2460315],[2473174],[2513393],[2580199], [762871,992985],[840653,1339809],[874250,1115806],[874886,1635731],[932300,1179256],[957315,1470360],[988782,1237818],[992298,1762750],[992379,1242872],[1019383,1536185],[1052980,1307633],[1053616,1827558],[1062920,1318525],[1064342,1582409],[1065821,1584951],[1078901,1600345],[1099939,1105471],[1108572,1879219],[1111874,1367223],[1115523,1886886],[1143586,1665590],[1154207,1676695],[1156427,1924421],[1160315,1418891],[1175053,1433048],[1178569,1949021],[1178650,1438102],[1188659,1448915],[1189295,1708832],[1190425,1711395],[1196062,1967089],[1203314,1724220],[1225176,1484585],[1226713,1232316],[1235488,1998826],[1238256,1497256],[1257648,1776778],[1270728,1792172],[1282225,1803469],[1284462,1804657],[1284538,2041961],[1288111,1549023],[1288747,1546460],[1291766,1297298],[1300399,2057949],[1303701,1563599],[1307350,2065616],[1311348,1829621],[1314322,1574704],[1316542,2072550],[1317838,1834495],[1317919,1579758],[1319828,1837799],[1325336,2082848],[1343694,1859899],[1355730,1361119],[1364338,2111880],[1378328,1383860],[1391292,2136518],[1393871,1906921],[1396886,1666778],[1398544,1910491],[1409283,1670266],[1411624,1925885],[1413860,2152382],[1414481,1927422],[1418204,1675140],[1418285,1678444],[1420406,1679815],[1421943,1427546],[1429884,2166666],[1430718,2168255],[1433486,1692486],[1441681,1951532],[1441971,1951693],[1444983,1703979],[1447220,1959216],[1447296,2182217],[1448632,1956463],[1455530,2191252],[1467703,1974873],[1467848,2197459],[1471548,1483692],[1478098,2208071],[1480677,1986949],[1507212,1764120],[1508749,1514352],[1516690,2235642],[1521712,2241488],[1523245,1790708],[1524021,2025114],[1524311,2025275],[1527337,1793709],[1539647,1796973],[1539728,1797134],[1540070,2038629],[1540215,2253037],[1544353,2044533],[1548740,1801904],[1552106,1557495],[1557389,2055050],[1560404,1826133],[1560480,2269661],[1560714,2270520],[1571743,2067475],[1572374,2068033],[1575142,1829979],[1577378,2283552],[1577999,2075551],[1582768,2288865],[1590855,1844253],[1598275,2089372],[1598881,1609807],[1601882,1613899],[1608274,2307904],[1610583,2101248],[1610873,2101409],[1630461,2116832],[1630606,2320687],[1634306,1646450],[1638152,1643541],[1643435,2128908],[1646526,2333272],[1650760,2337923],[1652764,1913662],[1652845,1913823],[1652951,2136670],[1653582,2137228],[1656336,1916395],[1662933,2144302],[1663078,2344130],[1668261,1919346],[1669046,1919904],[1669660,2149279],[1685617,1945267],[1686393,2165370],[1686683,2165531],[1689088,2363761],[1689709,1948268],[1701094,2177407],[1702587,2374166],[1706725,2184789],[1713551,1965128],[1727391,1738085],[1727552,1738166],[1730124,1741657],[1736081,2398788],[1738272,2208223],[1738903,2208781],[1750970,1993810],[1751115,2406271],[1758390,2222470],[1758996,1769922],[1761997,1774014],[1770698,2234346],[1770988,2234507],[1773393,2421670],[1774595,2422718],[1774728,2236099],[1775076,2027960],[1779240,2031063],[1780025,2031621],[1780255,2241673],[1782827,2427502],[1790102,2248012],[1795250,2037151],[1806857,2444178],[1812119,2061791],[1812200,2061952],[1812306,2267840],[1812937,2268398],[1815691,2064524],[1822288,2275472],[1822433,2454540],[1829015,2280449],[1839533,2080721],[1849230,1858197],[1852333,1862361],[1852891,1863146],[1857716,2477766],[1857849,2302515],[1863376,2308089],[1865948,2482550],[1869221,2107087],[1870152,2485054],[1875714,2315938],[1876320,1877500],[1883061,1893755],[1883222,1893836],[1885794,1897327],[1885939,2494430],[1888493,2496196],[1893942,2331451],[1894573,2332009],[1898596,2139582],[1898616,2333705],[1900753,2504017],[1902862,2142824],[1906315,2339381],[1929287,2357228],[1929635,2168216],[1933799,2171319],[1934584,2171877],[1934814,2362802],[1937386,2526797],[1944661,2369141],[1961486,2189930],[1964647,2544808],[1964780,2385013],[1966059,2545440],[1970153,1978624],[1973395,1982890],[1978644,2394570],[1980781,2553130],[1986343,2400246],[1989090,2213819],[1989968,2402567],[1990316,2215045],[1995941,1997172],[1996102,1997253],[1998787,2007754],[1999718,2563504],[2001890,2011918],[2002448,2012703],[2005280,2413650],[2007406,2415137],[2012933,2420711],[2015505,2572880],[2017497,2244370],[2019141,2423843],[2019489,2241449],[2044678,2589575],[2046725,2270752],[2046745,2444115],[2048882,2592079],[2050991,2273994],[2054444,2449791],[2064669,2601455],[2080741,2469448],[2081599,2470004],[2081947,2082809],[2085730,2093631],[2090303,2615710],[2091233,2616186],[2095275,2478891],[2095623,2307865],[2103445,2313158],[2104211,2313924],[2104231,2484952],[2106606,2623997],[2106739,2486576],[2108018,2624629],[2109200,2110151],[2109758,2110936],[2112112,2120583],[2112990,2490726],[2113338,2321913],[2115354,2124849],[2120603,2496133],[2122740,2632319],[2128302,2501809],[2131681,2338155],[2131701,2503954],[2150210,2646797],[2155772,2520772],[2157753,2365499],[2169147,2657171],[2174709,2534176],[2184934,2666547],[2190696,2191484],[2190716,2545377],[2198337,2549960],[2198685,2199547],[2199199,2550468],[2200478,2673553],[2203234,2399020],[2203254,2553067],[2210512,2210557],[22115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] cell #3982 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3983 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [825548],[934815],[1012271],[1055492],[1093907],[1135536],[1167941],[1181349],[1219841],[1253262],[1258038],[1263099],[1285734],[1295651],[1344084],[1349145],[1375256],[1382213],[1387807],[1415071],[1420796],[1425857],[1448492],[1468093],[1474613],[1504986],[1507602],[1512663],[1517953],[1540460],[1545521],[1551325],[1552496],[1571632],[1578589],[1591245],[1598458],[1604515],[1625799],[1630851],[1634792],[1637371],[1638542],[1663323],[1669843],[1680325],[1681829],[1700216],[1702832],[1707893],[1716501],[1720227],[1726760],[1730514],[1751360],[1753707],[1758573],[1764630],[1766134],[1783072],[1790285],[1796342],[1808138],[1817626],[1822678],[1826619],[1829198],[1830369],[1842590],[1845753],[1852180],[1855906],[1866193],[1872171],[1875897],[1877556],[1882430],[1886184],[1889774],[1902772],[1906498],[1913031],[1916785],[1937631],[1939978],[1944844],[1950901],[1952405],[1961777],[1963634],[1973210],[1976373],[1982800],[1986526],[1992147],[1995310],[2001737],[2005463],[2015750],[2021320],[2024483],[2030910],[2034636],[2044923],[2050901],[2054627],[2056286],[2061160],[2064914],[2068504],[2077772],[2086021],[2087878],[2097454],[2100617],[2103736],[2105593],[2115169],[2118332],[2124759],[2128485],[2131206],[2133063],[2142639],[2145802],[2152229],[2155955],[2161576],[2164739],[2171166],[2174892],[2185179],[2194510],[2201567],[2202759],[2204616],[2210870],[2219119],[2220976],[2230552],[2233715],[2236412],[2244661],[2246518],[2256094],[2259257],[2262376],[2264233],[2273809],[2276972],[2283399],[2287125],[2293174],[2298539],[2301997],[2302828],[2317738],[2325987],[2327844],[2341181],[2348238],[2349430],[2351287],[2357541],[2365790],[2367647],[2377223],[2380386],[2385958],[2386933],[2390706],[2393461],[2411161],[2415450],[2427027],[2432392],[2435850],[2436681],[2451591],[2459840],[2461697],[2470870],[2472314],[2482075],[2488496],[2492269],[2506484],[2507459],[2511232],[2513987],[2531687],[2535976],[2544177],[2555597],[2556572],[2561200],[2577895],[2579339],[2595521],[2599294],[2621096],[2623366],[2635761],[2637844],[2654867],[2675286],[2689478],[2704106],[2733406],[2760885] ] cell #3984 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874843],[992364],[1053573],[1109700],[1115605],[1178635],[1189252],[1199430],[1236627],[1288704],[1301527],[1307432],[1317904],[1328701],[1365550],[1394660],[1418270],[1431857],[1442809],[1448714],[1458927],[1481466],[1525077],[1526269],[1539713],[1548822],[1561926],[1573513],[1611639],[1612831],[1652830],[1654157],[1655827],[1669128],[1688641],[1702306],[1738151],[1739478],[1741148],[1772946],[1780107],[1782546],[1795310],[1812185],[1815182],[1863228],[1865667],[1893821],[1896818],[1899754],[1902922],[1934666],[1937105],[1979782],[1982950],[1997238],[2012785],[2015224],[2018260],[2047883],[2051051],[2094394],[2111018],[2121741],[2124909],[2158516],[2159677],[2192642],[2217087],[2227492],[2228653],[2262848],[2293646],[2300960],[2310322],[2326459],[2375324],[2383488],[2392864],[2434813],[2460312],[2473171],[2513390],[2580196], 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] cell #3985 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520373],[608761],[674053],[709426],[743029],[779397],[807151],[818294],[853255],[883285],[887562],[892359],[912458],[921356],[965681],[970478],[994847],[1001384],[1006466],[1031985],[1037119],[1041916],[1062015],[1081740],[1088102],[1117686],[1120240],[1125037],[1129911],[1151952],[1156749],[1162136],[1163308],[1181118],[1187655],[1200480],[1208158],[1214216],[1235841],[1241095],[1244852],[1247457],[1248629],[1273567],[1279929],[1290026],[1291645],[1309513],[1312067],[1316864],[1325689],[1329771],[1336949],[1340860],[1362852],[1365279],[1370530],[1376588],[1378207],[1395710],[1403388],[1409446],[1421391],[1431071],[1436325],[1440082],[1442687],[1443859],[1456471],[1460048],[1467345],[1471427],[1482516],[1489207],[1493289],[1494994],[1500467],[1504378],[1508197],[1522065],[1526147],[1533325],[1537236],[1559228],[1561655],[1566906],[1572964],[1574583],[1584107],[1586474],[1597753],[1601330],[1608627],[1612709],[1619229],[1622806],[1630103],[1634185],[1645274],[1651701],[1655278],[1662575],[1666657],[1677746],[1684437],[1688519],[1690224],[1695697],[1699608],[1703427],[1713256],[1723376],[1725743],[1737022],[1740599],[1744222],[1746589],[1757868],[1761445],[1768742],[1772824],[1775934],[1778301],[1789580],[1793157],[1800454],[1804536],[1811056],[1814633],[1821930],[1826012],[1837101],[1848935],[1857435],[1859055],[1861422],[1868926],[1879046],[1881413],[1892692],[1896269],[1899527],[1909647],[1912014],[1923293],[1926870],[1930493],[1932860],[1944139],[1947716],[1955013],[1959095],[1966916],[1974029],[1978251],[1979555],[1998492],[2008612],[2010979],[2027665],[2036165],[2037785],[2040152],[2047656],[2057776],[2060143],[2071422],[2074999],[2082514],[2083667],[2089077],[2092537],[2115988],[2121514],[2136345],[2143458],[2147680],[2148984],[2167921],[2178041],[2180408],[2192415],[2194298],[2207898],[2216765],[2222175],[2241154],[2242307],[2247717],[2251177],[2274628],[2280154],[2290644],[2307570],[2308723],[2315643],[2339086],[2340969],[2363436],[2368846],[2399951],[2403266],[2421345],[2424497],[2449496],[2479545],[2501514],[2523792],[2569875],[2613308] ] cell #3986 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #3987 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1117457],[1243719],[1287808],[1309284],[1320387],[1364968],[1373210],[1417087],[1438949],[1450566],[1450795],[1456160],[1495399],[1539352],[1547594],[1561344],[1569586],[1572727],[1580605],[1581738],[1586879],[1597442],[1618918],[1624987],[1651390],[1652469],[1653935],[1668767],[1690629],[1701724],[1702035],[1709966],[1715689],[1726148],[1736711],[1737790],[1739256],[1746994],[1757557],[1761208],[1778706],[1779746],[1780885],[1781196],[1789269],[1795338],[1810745],[1811824],[1813290],[1816814],[1827717],[1828122],[1839608],[1851368],[1861827],[1862867],[1864006],[1864317],[1871359],[1881818],[1885076],[1885387],[1892381],[1893460],[1894926],[1901960],[1902950],[1903977],[1904382],[1912419],[1922982],[1925527],[1933265],[1934305],[1935444],[1935755],[1943828],[1947479],[1949897],[1970228],[1977940],[1981988],[1982978],[1984005],[1984410],[1989165],[1996877],[2000925],[2003982],[2004387],[2006992],[2011384],[2012424],[2013563],[2013874],[2018338],[2018414],[2019925],[2022489],[2030098],[2040557],[2042736],[2043047],[2050089],[2051079],[2052106],[2052511],[2060548],[2063806],[2064117],[2071111],[2073656],[2074762],[2088686],[2092942],[2094472],[2094548],[2096059],[2098623],[2106401],[2110657],[2112187],[2112318],[2117328],[2119899],[2120210],[2123947],[2124937],[2125964],[2126369],[2131048],[2139657],[2147369],[2151417],[2153434],[2153839],[2157484],[2158594],[2158670],[2160181],[2162745],[2170354],[2173411],[2173816],[2176421],[2180813],[2182992],[2183303],[2184071],[2184382],[2191559],[2191690],[2197149],[2197534],[2197610],[2200755],[2202601],[2213509],[2217115],[2219011],[2221784],[2225635],[2226040],[2227570],[2227646],[2229157],[2231721],[2247326],[2251582],[2253112],[2253188],[2257263],[2260824],[2261135],[2262218],[2263002],[2264439],[2270827],[2270958],[2275968],[2278539],[2278850],[2282587],[2284604],[2285009],[2285644],[2286049],[2293066],[2293724],[2293800],[2294449],[2295440],[2297361],[2298381],[2310350],[2312271],[2317526],[2320377],[2320762],[2320838],[2323983],[2325829],[2326613],[2328050],[2338230],[2338361],[2343820],[2344205],[2344281],[2347426],[2349272],[2352095],[2355946],[2356351],[2358358],[2365682],[2368455],[2372306],[2372711],[2374241],[2374317],[2374372],[2378392],[2379382],[2383516],[2383992],[2384561],[2386775],[2388022],[2393018],[2393667],[2399095],[2399226],[2401426],[2406346],[2406422],[2408062],[2409983],[2411003],[2416267],[2426919],[2427577],[2427653],[2427708],[2429293],[2431214],[2432234],[2436469],[2439320],[2442926],[2451379],[2454230],[2454615],[2454691],[2457836],[2459682],[2459732],[2460466],[2461903],[2467939],[2468342],[2469060],[2473199],[2474244],[2476458],[2481967],[2482625],[2482701],[2482756],[2485555],[2486124],[2488338],[2489585],[2494581],[2504518],[2505087],[2505640],[2507301],[2507351],[2508548],[2513544],[2514193],[2515184],[2517105],[2526872],[2526948],[2527003],[2528588],[2530509],[2531529],[2536793],[2544344],[2547895],[2549016],[2553631],[2554200],[2554753],[2556414],[2556464],[2558672],[2559390],[2564574],[2566788],[2572955],[2573031],[2573086],[2575367],[2576085],[2576561],[2580224],[2581269],[2583483],[2584730],[2589726],[2592580],[2593149],[2593702],[2595363],[2595413],[2596610],[2601606],[2614614],[2618568],[2619286],[2619762],[2623533],[2628205],[2632820],[2633389],[2633942],[2635603],[2635653],[2638011],[2638414],[2641562],[2642683],[2647867],[2650081],[2652339],[2653057],[2653533],[2658241],[2660455],[2666698],[2670692],[2674147],[2675453],[2675856],[2681690],[2682996],[2686950],[2687668],[2688144],[2695354],[2700026],[2704273],[2704676],[2708945],[2714129],[2716343],[2719471],[2722543],[2728812],[2733573],[2733976],[2742640],[2743946],[2751489],[2756161],[2759334],[2762933],[2768047],[2779672],[2790702],[2795126],[2799215],[2809733],[2832732] ] cell #3988 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [994014],[1116322],[1116703],[1117418],[1159439],[1180285],[1192134],[1206170],[1226912],[1236829],[1243071],[1243804],[1243934],[1287054],[1287769],[1308149],[1308530],[1309245],[1319554],[1328903],[1332514],[1335395],[1337700],[1354506],[1356281],[1366237],[1367422],[1368542],[1372539],[1373429],[1387364],[1401400],[1410197],[1417172],[1417302],[1422142],[1432059],[1438301],[1439034],[1439164],[1449431],[1449812],[1450527],[1451462],[1459614],[1465373],[1468254],[1470559],[1474170],[1486156],[1492421],[1496032],[1497807],[1498913],[1501218],[1508948],[1525279],[1528890],[1531771],[1534076],[1540621],[1542926],[1547813],[1549539],[1550882],[1552657],[1562613],[1563798],[1564918],[1568915],[1569805],[1573715],[1579957],[1580690],[1580820],[1581788],[1582503],[1589631],[1598015],[1600896],[1602081],[1611841],[1622372],[1623557],[1627052],[1628131],[1631012],[1636928],[1638703],[1654844],[1656029],[1660603],[1663484],[1665789],[1669400],[1672281],[1678643],[1681386],[1691262],[1693037],[1694143],[1696448],[1702085],[1702993],[1704178],[1709295],[1710185],[1713359],[1719784],[1728688],[1728900],[1730675],[1740165],[1741350],[1749534],[1749746],[1751521],[1758130],[1762196],[1765691],[1781246],[1781458],[1783233],[1789842],[1792723],[1793908],[1798270],[1798482],[1803668],[1805439],[1815384],[1818879],[1819958],[1822839],[1830530],[1839842],[1849038],[1854151],[1855463],[1864367],[1864579],[1866354],[1869029],[1874142],[1875454],[1884358],[1886345],[1897020],[1914959],[1915171],[1916946],[1921164],[1926436],[1927621],[1935805],[1937792],[1944401],[1948467],[1951962],[1961546],[1970462],[1974351],[1989399],[1993288],[2003708],[2013924],[2015911],[2027768],[2032881],[2034193],[2038107],[2043097],[2043309],[2045084],[2063088],[2065075],[2075750],[2085790],[2103505],[2116310],[2120260],[2139891],[2143780],[2173137],[2183353],[2185340],[2244430],[2274950],[2278900], [150544,1724950],[206679,1880620],[219037,1911221],[256332,1994540],[278500,2039359],[287419,2059350],[314257,2104520],[322930,2117562],[343764,1923555],[349999,2163969],[357689,2179615],[383195,2211614],[390439,2219903],[399112,2232945],[406933,2242891],[417151,1801363],[421282,2263160],[429955,2276202],[434094,2071684],[450791,2300111],[458951,2309307],[469086,2318482],[476330,2326771],[482316,2334972],[499414,1674586],[503721,2358285],[508496,2165800],[510965,2366574],[518714,1955922],[519638,2379616],[536476,2392161],[537567,2393176],[540225,2395837],[564586,2416194],[569361,2234776],[570885,2423644],[584644,2433964],[592804,2443160],[594938,2261799],[600659,2055959],[602939,2452335],[610183,2460624],[612036,1833941],[629963,2475407],[631989,2476385],[634496,2478692],[658696,2494739],[661354,2325410],[667075,2129817],[668552,1899630],[683147,2512687],[684238,2513702],[686896,2516363],[691512,2519855],[694113,2357029],[695763,2163570],[701108,1938977],[711257,2536720],[716032,1711194],[725620,2385724],[730636,2548988],[732007,2549761],[737528,1979658],[761133,2565737],[763159,2566715],[765666,2414938],[767316,2232546],[772661,2017096],[788603,2582432],[790629,2583410],[793136,2585717],[798530,2588869],[799621,2589884],[801650,2047759],[802748,2265933],[803463,2053002],[817336,2601764],[819994,1828483],[825715,1837722],[834861,2469805],[840374,2298308],[842147,2089180],[845885,2099448],[865876,2487287],[870892,2628177],[872263,2628950],[877784,2121617],[878882,2329544],[879597,2126860],[895049,1904743],[900065,2642655],[901436,2643428],[906957,2149087],[911625,2154200],[913651,2650008],[917245,1936017],[917375,1687651],[930562,2659404],[932588,2660382],[935095,1949869],[936745,1950722],[941580,2666856],[942090,1711324],[944391,2384814],[951366,2192518],[957028,2197768],[962144,2206316],[962859,1984901],[973168,1984771],[982609,2559362],[982990,2560135],[988503,2410930],[990276,2222278],[997273,2014136],[997403,1771956],[1013591,2022461],[1019104,2432161],[1020877,2247820],[1024615,2023314],[1029631,2699998],[1031002,2257235],[1037740,1814199],[1044606,2052872],[1049622,2708917],[1050993,2709690],[1056514,1828755],[1057612,2066498],[1058327,1828613],[1061182,2285370],[1063208,2716270],[1066372,2291886],[1077474,2302316],[1084449,2101678],[1084579,1867539],[1095227,2098595],[1098950,2486377],[1105192,2488265],[1105925,2315746],[1111587,2320996],[1120861,1895835],[1127727,2126730],[1130662,2130975],[1137637,1906055],[1143299,2344439],[1148415,2134763],[1149130,1904873],[1153928,2349199],[1155701,2155512],[1168880,2653029],[1169261,2162717],[1170911,2373072],[1174774,2531456],[1176547,2368949],[1183544,1953041],[1183674,1705298],[1185301,2756133],[1186672,2378364],[1203865,2202182],[1211057,1987858],[1214967,2202528],[1221942,1986083],[1225727,2404508],[1232029,2406580],[1254201,2687640],[1254582,2231693],[1256232,2226401],[1258199,2018572],[1267117,2779644],[1269301,2235900],[1276276,2025544],[1276406,1784418],[1281938,2253346],[1290777,2262145],[1297019,2595290],[1297752,2054184],[1298850,2457808],[1303414,2454849],[1312688,1831636],[1314043,2459609],[1315816,2286682],[1344245,2094706],[1353163,2722515],[1377339,2325756],[1383581,2635530],[1384314,2128042],[1385412,2323955],[1396607,2507228],[1399095,2130629],[1406287,1907830],[1420049,2528560],[1420957,2158828],[1427259,2527106],[1429158,2174449],[1444696,2374475],[1460799,2386702],[1483413,2556341],[1506855,2408034],[1507763,2227804],[1514065,2573189],[1515964,2005020],[1519881,2576057],[1527050,2427811],[1550610,2271061],[1589419,2469032],[1591406,2293958],[1606443,2619258],[1613612,2482859],[1636656,2112421],[1649572,2338464],[1679293,2365559],[1718472,2191793],[1734893,2399329],[1763598,2218888],[1776256,2426796],[1843731,2292943],[1859377,2481844] ] cell #3989 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [614016],[710095],[780066],[818346],[853924],[892411],[922025],[933996],[970530],[1002053],[1006518],[1011452],[1032654],[1041968],[1088154],[1093088],[1118355],[1125089],[1130385],[1156801],[1162188],[1167122],[1188324],[1208210],[1214690],[1244904],[1247509],[1252443],[1257508],[1279981],[1284915],[1290500],[1291697],[1310182],[1316916],[1329823],[1337423],[1343554],[1365331],[1370582],[1374437],[1377062],[1378259],[1403440],[1409920],[1420266],[1421865],[1440134],[1442739],[1447673],[1456523],[1460522],[1467563],[1471479],[1493341],[1495759],[1500941],[1507072],[1508671],[1526199],[1533799],[1539930],[1551966],[1561707],[1566958],[1570813],[1573438],[1574635],[1587239],[1590715],[1597805],[1601804],[1612761],[1619281],[1623280],[1624958],[1630321],[1634237],[1638012],[1651753],[1655752],[1662793],[1666709],[1688571],[1690989],[1696171],[1702302],[1703901],[1713479],[1715660],[1726508],[1729984],[1737074],[1741073],[1747354],[1750830],[1757920],[1761919],[1772876],[1779066],[1782542],[1789632],[1793631],[1804588],[1811108],[1815107],[1816785],[1822148],[1826064],[1829839],[1839484],[1849158],[1851339],[1862187],[1865663],[1869149],[1871330],[1882178],[1885654],[1892744],[1896743],[1899750],[1901931],[1912779],[1916255],[1923345],[1927344],[1933625],[1937101],[1944191],[1948190],[1959147],[1970104],[1978303],[1979778],[1981959],[1989041],[1998715],[2000896],[2011744],[2015220],[2018214],[2027888],[2030069],[2040917],[2044393],[2047879],[2050060],[2060908],[2064384],[2071474],[2075473],[2082737],[2089300],[2093302],[2094348],[2112063],[2121737],[2123918],[2139533],[2147732],[2149207],[2151388],[2158470],[2168144],[2170325],[2181173],[2184649],[2191435],[2192638],[2197410],[2200726],[2222398],[2227446],[2241377],[2247940],[2251942],[2252988],[2270703],[2280377],[2282558],[2293600],[2295411],[2307793],[2315866],[2320638],[2338106],[2339309],[2344081],[2347397],[2369069],[2374117],[2383963],[2398971],[2400174],[2406222],[2427453],[2429264],[2449719],[2454491],[2482501],[2485526],[2501737],[2504489],[2526748],[2553602],[2572831],[2592551],[2632791],[2670663] ] cell #3990 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [993083],[1115666],[1179354],[1236688],[1242718],[1307493],[1318623],[1328762],[1366086],[1418989],[1431918],[1437948],[1448775],[1459463],[1495968],[1525138],[1548883],[1562462],[1573574],[1579604],[1589567],[1611700],[1654693],[1655888],[1669189],[1678290],[1691198],[1702842],[1712510],[1740014],[1741209],[1780168],[1781394],[1783082],[1796086],[1815243],[1828691],[1863289],[1864515],[1866203],[1896879],[1898781],[1903698],[1905991],[1918364],[1934727],[1937641],[1978809],[1983726],[1986019],[2012846],[2015760],[2017790],[2021482],[2051827],[2054120],[2080906],[2093924],[2097616],[2111079],[2125685],[2127978],[2130265],[2158046],[2161738],[2190223],[2201818],[2214004],[2217863],[2227022],[2230714],[2237389],[2261435],[2291522],[2292465],[2303805],[2313451],[2316139],[2325046],[2334608],[2385360],[2391683],[2395473],[2401578],[2404144],[2405087],[2437658],[2468091],[2475043],[2486923],[2493246],[2512209],[2515999],[2548047],[2558421],[2565373],[2582068],[2600271],[2627236],[2641714],[2659040],[2673012],[2707976],[2741505],[2781992] ] cell #3991 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [874845],[992366],[1053575],[1109702],[1115604],[1178637],[1189254],[1199432],[1236626],[1288706],[1301529],[1307431],[1317906],[1328700],[1365549],[1394662],[1418272],[1431856],[1442811],[1448713],[1458926],[1481468],[1525076],[1526271],[1539715],[1548821],[1561925],[1573512],[1611638],[1612833],[1652832],[1654156],[1655826],[1669127],[1688643],[1702305],[1738153],[1739477],[1741147],[1772948],[1780106],[1782545],[1795309],[1812187],[1815181],[1863227],[1865666],[1893823],[1896817],[1899753],[1902921],[1934665],[1937104],[1979781],[1982949],[1997240],[2012784],[2015223],[2018259],[2047882],[2051050],[2094393],[2111017],[2121740],[2124908],[2158515],[2159676],[2192641],[2217086],[2227491],[2228652],[2262847],[2293645],[2300959],[2310321],[2326458],[2375323],[2383487],[2392863],[2434812],[2460311],[2473170],[2513389],[2580195], [993039,993081],[1065684,1583968],[1079586,1339812],[1099942,1361804],[1115737,1115809],[1116469,1374265],[1179310,1179352],[1203177,1723237],[1205967,1470356],[1225039,1744083],[1226709,1492218],[1237821,1238941],[1242712,1504024],[1242794,1242868],[1257511,1775795],[1271413,1536188],[1291769,1558180],[1307564,1307636],[1308296,1570641],[1318579,1318621],[1320305,1582463],[1334707,1600208],[1343557,1858916],[1355593,1621684],[1365042,1626769],[1367219,1368339],[1372167,1633807],[1378331,1644226],[1398407,1909508],[1401197,1665586],[1412309,1676698],[1414668,1924424],[1418945,1418987],[1420269,1930354],[1421939,1687448],[1433051,1434171],[1437942,1699254],[1438024,1438098],[1448846,1448918],[1449578,1711021],[1450862,1711398],[1456234,1719501],[1465637,2197455],[1467566,1973890],[1471551,1742342],[1495464,1754621],[1497119,1498225],[1507075,2008473],[1508745,1771753],[1531083,1792035],[1539933,2037646],[1542723,1803465],[1545038,1804660],[1545122,2041957],[1548649,1549686],[1548954,1549026],[1551969,1813511],[1561418,1818596],[1563595,1564715],[1568543,1825634],[1572794,1829624],[1574707,1575827],[1578186,2072553],[1579598,1836747],[1579680,1579754],[1581804,1837795],[1586944,1845424],[1590718,2083528],[1596124,2089303],[1598884,1863360],[1601878,1867336],[1624895,1878419],[1628395,2320683],[1630324,2115849],[1634309,1898012],[1638015,1895147],[1651464,1905772],[1654002,1906924],[1657021,1666781],[1660867,2344126],[1662796,2143319],[1669260,1670269],[1671593,1925748],[1673837,2152378],[1674383,1927418],[1677392,1678284],[1678366,1678440],[1689896,2166669],[1690694,1940892],[1692349,1693455],[1701798,1951679],[1702101,1951689],[1703975,1705095],[1707410,1959219],[1707494,2182213],[1708923,1958717],[1713482,2190345],[1715597,1966289],[1727538,1983720],[1727548,1983802],[1729987,1987170],[1736785,1985800],[1739323,1986952],[1750010,2406267],[1750833,2216626],[1756239,2222401],[1758999,2012917],[1761993,2016893],[1774201,2235645],[1778771,2024154],[1780239,1790711],[1780959,2025261],[1781262,2025271],[1784215,1793705],[1787951,2247943],[1796080,1797120],[1796162,1797130],[1798746,2253033],[1800675,2044396],[1804158,1805067],[1813357,2055053],[1816376,1826136],[1816460,2269657],[1816722,2057149],[1820222,2454536],[1822151,2274489],[1827617,2067471],[1828187,2068175],[1829842,1830948],[1833192,2283548],[1833738,2075547],[1838724,2077358],[1839529,2291526],[1849161,2094046],[1852329,2097620],[1853033,2098308],[1861892,2100288],[1864080,2101395],[1864383,2101405],[1869152,2313573],[1870081,2485050],[1874642,2315869],[1876323,2111150],[1883208,2125679],[1883218,2125761],[1884834,2494426],[1885657,2129129],[1894993,2128911],[1898096,2333268],[1901868,2135718],[1903692,1913809],[1903774,1913819],[1903877,2136666],[1904447,2137370],[1907142,1916258],[1918368,1919342],[1919056,1920046],[1921664,2149210],[1934798,1945270],[1935518,2165517],[1935821,2165527],[1936281,2526793],[1938228,2363757],[1938774,1948264],[1942510,2369072],[1949805,2177414],[1953305,2374162],[1955234,2184652],[1961493,2384765],[1970149,2201822],[1973402,2205434],[1981896,2207271],[1983905,2208219],[1984475,2208923],[1989086,2404148],[1989965,2558425],[1990247,2405209],[1996088,2217857],[1996098,2217939],[1998718,2227144],[1999647,2563500],[2001886,2230718],[2002590,2231406],[2004208,2413581],[2013637,2234493],[2013940,2234503],[2014400,2572876],[2016347,2421666],[2017454,2235998],[2017561,2236095],[2017912,2027891],[2021486,2031059],[2022174,2031763],[2022397,2241680],[2025808,2427498],[2036251,2037158],[2047165,2444174],[2048811,2592075],[2051821,2061938],[2051903,2061948],[2052006,2267836],[2052576,2268540],[2053372,2449722],[2055271,2064387],[2063564,2601451],[2069793,2280380],[2082740,2292587],[2085737,2302267],[2091162,2616182],[2093588,2302414],[2093695,2302511],[2098531,2308096],[2101942,2482546],[2103452,2486328],[2104207,2486927],[2104238,2622958],[2109196,2316143],[2109900,2316831],[2112108,2325050],[2112987,2627240],[2113269,2493368],[2115361,2328662],[2121023,2496192],[2122669,2632315],[2125864,2331447],[2126434,2332151],[2127230,2501740],[2130269,2139578],[2130284,2333712],[2132121,2504013],[2133881,2142831],[2137948,2339312],[2157817,2357224],[2158168,2168147],[2161742,2171315],[2162430,2172019],[2162653,2362809],[2169076,2657167],[2173637,2534107],[2183829,2666543],[2189887,2384912],[2189994,2385009],[2191136,2545436],[2191480,2385364],[2199196,2673016],[2199478,2391805],[2200407,2673549],[2201837,2394577],[2203674,2553126],[2209501,2400177],[2210553,2401582],[2211561,2560086],[2216138,2406821],[2218835,2414889],[2219590,2565377],[2219621,2682421],[2226793,2415133],[2231629,2420718],[2235851,2244377],[2237160,2423839],[2237511,2241380],[2249802,2696922],[2260582,2589571],[2261439,2270748],[2261454,2444122],[2265051,2274001],[2271627,2707980],[2271909,2600393],[2281309,2713055],[2285870,2608765],[2289986,2468095],[2291541,2469455],[2292236,2470000],[2292890,2469756],[2299454,2615706],[2299798,2475047],[2299829,2721585],[2303576,2478887],[2303927,2307796],[2310269,2484121],[2313115,2486475],[2313222,2486572],[2314364,2624625],[2318429,2628901],[2323635,2731669],[2325065,2496140],[2334612,2338151],[2334627,2503961],[2345867,2741509],[2346149,2512331],[2347078,2742042],[2350345,2646793],[2354571,2745514],[2356172,2520703],[2356980,2365506],[2366261,2659044],[2366292,2750914],[2383435,2543769],[2385379,2545384],[2389204,2548051],[2391454,2549956],[2392108,2549712],[2395477,2399016],[2395492,2553074],[2404163,2559785],[2404858,2560330],[2412076,2684088],[2423595,2426743],[2433307,2696446],[2433651,2582072],[2433682,2778714],[2437429,2585912],[2437780,2441649],[2441367,2781996],[2442578,2782529],[2452282,2709641],[2457488,2788798],[2473118,2614039],[2475062,2615654],[2478643,2481791],[2486942,2624573],[2493017,2629145],[2509730,2641718],[2511980,2643623],[2512634,2643379],[2516003,2519542],[2516018,2646741],[2519573,2811847],[2532602,2752581],[2541873,2820776],[2565392,2684036],[2580143,2694779],[2582087,2696394],[2585668,2588816],[2600042,2709885],[2659059,2752529] ] cell #3992 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520409],[608797],[674089],[709361],[743065],[779332],[807187],[818213],[853190],[883321],[887425],[892278],[912494],[921291],[965544],[970397],[994883],[1001319],[1006311],[1031920],[1036982],[1041835],[1062051],[1081603],[1087947],[1117621],[1120103],[1124956],[1129896],[1151815],[1156668],[1161981],[1163171],[1181154],[1187590],[1200343],[1208003],[1214201],[1235776],[1240958],[1244771],[1247302],[1248492],[1273430],[1279774],[1290011],[1291490],[1309448],[1311930],[1316783],[1325624],[1329616],[1336934],[1340723],[1362715],[1365198],[1370375],[1376573],[1378052],[1395573],[1403233],[1409431],[1421376],[1431006],[1436188],[1440001],[1442532],[1443722],[1456390],[1460033],[1467280],[1471272],[1482379],[1489142],[1493134],[1494933],[1500452],[1504241],[1508182],[1522000],[1525992],[1533310],[1537099],[1559091],[1561574],[1566751],[1572949],[1574428],[1584092],[1586413],[1597672],[1601315],[1608562],[1612554],[1619148],[1622791],[1630038],[1634030],[1645137],[1651620],[1655263],[1662510],[1666502],[1677609],[1684372],[1688364],[1690163],[1695682],[1699471],[1703412],[1713090],[1723361],[1725682],[1736941],[1740584],[1744207],[1746528],[1757787],[1761430],[1768677],[1772669],[1775919],[1778240],[1789499],[1793142],[1800389],[1804381],[1810975],[1814618],[1821865],[1825857],[1836964],[1848769],[1857370],[1859040],[1861361],[1868760],[1879031],[1881352],[1892611],[1896254],[1899361],[1909632],[1911953],[1923212],[1926855],[1930478],[1932799],[1944058],[1947701],[1954948],[1958940],[1966901],[1974014],[1978170],[1979389],[1998326],[2008597],[2010918],[2027499],[2036100],[2037770],[2040091],[2047490],[2057761],[2060082],[2071341],[2074984],[2082348],[2083652],[2088911],[2092476],[2115973],[2121348],[2136330],[2143443],[2147599],[2148818],[2167755],[2178026],[2180347],[2192249],[2194237],[2207883],[2216750],[2222009],[2240988],[2242292],[2247551],[2251116],[2274613],[2279988],[2290583],[2307404],[2308708],[2315477],[2338920],[2340908],[2363421],[2368680],[2399785],[2403205],[2421330],[2424436],[2449330],[2479484],[2501348],[2523731],[2569814],[2613247] ] cell #3993 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [1116378],[1207162],[1229024],[1243001],[1308205],[1336377],[1358369],[1369534],[1372464],[1402392],[1424254],[1438231],[1449487],[1452906],[1466460],[1488322],[1499895],[1504757],[1511060],[1532753],[1543918],[1549595],[1554745],[1565910],[1568840],[1579887],[1594188],[1603073],[1615664],[1629218],[1633874],[1640791],[1648136],[1661690],[1673263],[1675578],[1678125],[1678573],[1683552],[1695125],[1699987],[1706290],[1709220],[1711967],[1727681],[1731657],[1733457],[1754688],[1761550],[1763188],[1767857],[1786015],[1794900],[1797263],[1799569],[1801495],[1802345],[1804225],[1805364],[1807491],[1821045],[1825701],[1832618],[1834933],[1837480],[1837928],[1845491],[1852715],[1853100],[1853182],[1856550],[1879081],[1883351],[1887327],[1889127],[1913952],[1917928],[1919728],[1920113],[1920195],[1924291],[1924642],[1926975],[1940959],[1947821],[1949459],[1951822],[1954128],[1956054],[1956904],[1958784],[1959923],[1966951],[1967623],[1969802],[1973376],[1973825],[1974064],[1996231],[1998111],[2002272],[2002657],[2002739],[2006107],[2024221],[2025404],[2031445],[2031830],[2031912],[2035280],[2037132],[2037581],[2037820],[2041131],[2056091],[2057811],[2062081],[2066057],[2068242],[2068324],[2072420],[2072771],[2075104],[2079582],[2082133],[2085084],[2088696],[2088961],[2100355],[2101538],[2109582],[2109967],[2110049],[2111761],[2115335],[2115784],[2116023],[2129949],[2136380],[2137437],[2137519],[2139231],[2142805],[2143254],[2143493],[2148603],[2148868],[2165660],[2166536],[2167540],[2171701],[2172086],[2172168],[2175536],[2177388],[2177837],[2178076],[2181387],[2186894],[2188573],[2189634],[2193949],[2207933],[2208990],[2209072],[2212680],[2216112],[2216561],[2216800],[2218182],[2221794],[2222059],[2234636],[2235512],[2240773],[2241654],[2242103],[2242342],[2243724],[2247336],[2247601],[2268607],[2268689],[2268831],[2270401],[2273975],[2274424],[2274663],[2279773],[2280038],[2290295],[2290894],[2297952],[2307189],[2308070],[2308519],[2308758],[2310170],[2311801],[2312862],[2315262],[2315527],[2317177],[2323429],[2332218],[2332300],[2332442],[2333565],[2333613],[2336305],[2338705],[2338970],[2340620],[2357268],[2362783],[2363232],[2363471],[2364853],[2368465],[2368730],[2383336],[2384212],[2390112],[2394430],[2394478],[2397170],[2399570],[2399835],[2401505],[2402652],[2402917],[2403516],[2410574],[2413239],[2415177],[2420692],[2421141],[2421380],[2422736],[2423883],[2424747],[2431805],[2442372],[2444023],[2449115],[2449380],[2451030],[2457282],[2468018],[2469308],[2469356],[2470044],[2473019],[2473895],[2477784],[2478931],[2479795],[2484899],[2485775],[2490811],[2491675],[2496041],[2501133],[2501398],[2503862],[2504738],[2510638],[2517696],[2520361],[2522031],[2523178],[2531100],[2533765],[2541667],[2544826],[2545285],[2547974],[2550000],[2550553],[2552975],[2553851],[2558348],[2559638],[2559686],[2560374],[2563349],[2564225],[2568114],[2569261],[2575043],[2580044],[2580920],[2585956],[2586820],[2597836],[2598700],[2608423],[2611697],[2615555],[2616031],[2616719],[2618244],[2624015],[2624474],[2627163],[2629189],[2641641],[2643667],[2644220],[2646642],[2647518],[2657016],[2657892],[2662928],[2672536],[2672939],[2680079],[2683937],[2685101],[2696295],[2696771],[2697459],[2698984],[2701563],[2707903],[2709929],[2730656],[2741029],[2741432],[2745363],[2746051],[2752430],[2753594],[2781919],[2787785],[2792807], [762864,1243501],[874111,1372291],[932293,1438731],[985479,1496595],[992233,1502700],[1052841,1568667],[1062913,1580387],[1069669,1590194],[1108507,1626502],[1160308,1679073],[1171750,1691825],[1178504,1697930],[1188520,1709047],[1195997,1719234],[1234956,1754303],[1261496,1782021],[1287972,1805191],[1300334,1818329],[1311019,1829318],[1317773,1835423],[1324804,1845106],[1347542,1865142],[1391227,1905505],[1393542,1906618],[1409144,1919180],[1418139,1927983],[1430186,1940574],[1441616,1951412],[1478033,1985533],[1480348,1986646],[1521180,2023836],[1523106,2022298],[1523956,2024994],[1539582,2036982],[1557060,2054747],[1571842,2067857],[1607742,2099970],[1609668,2098432],[1610518,2101128],[1643106,2128605],[1652699,2134612],[1653050,2137052],[1668301,2147887],[1685478,2162554],[1686328,2165250],[1738020,2206165],[1738371,2208605],[1769783,2231530],[1770633,2234226],[1775730,2238222],[1779280,2239195],[1812054,2265782],[1812405,2268222],[1858851,2304638],[1862401,2305611],[1877361,2316955],[1893690,2329393],[1894041,2331833],[1899411,2335244],[1930289,2359351],[1933839,2360324],[1979439,2396109],[1997107,2407552],[2008408,2417260],[2011958,2418233],[2047540,2445654],[2048605,2446715],[2083463,2471969],[2110191,2488805],[2121398,2497672],[2122463,2498733],[2159334,2524042],[2192299,2546760],[2200201,2551925],[2210597,2557816],[2228310,2570125],[2281103,2605758],[2290030,2610557],[2300617,2617030],[2346872,2645592],[2374981,2663792],[2389248,2671396],[2434470,2697770],[2509774,2739889] ] cell #3994 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [875712],[993282],[1034451],[1054442],[1108712],[1116572],[1158707],[1179553],[1190121],[1196202],[1235643],[1243530],[1279063],[1286923],[1300539],[1308399],[1318822],[1320423],[1325491],[1336582],[1358574],[1364461],[1372671],[1373042],[1391432],[1392552],[1409011],[1430873],[1438760],[1441821],[1449681],[1450730],[1455653],[1467147],[1478238],[1479358],[1489009],[1500100],[1502734],[1503051],[1521867],[1522973],[1524161],[1532958],[1538845],[1554950],[1556070],[1560837],[1569047],[1569418],[1572529],[1572662],[1580416],[1581657],[1583844],[1596935],[1608429],[1609535],[1610723],[1618411],[1626536],[1629905],[1632551],[1640996],[1642116],[1650883],[1651962],[1653737],[1653870],[1662377],[1673468],[1679102],[1684239],[1685345],[1686533],[1695330],[1697964],[1698281],[1701217],[1701954],[1709427],[1709798],[1719268],[1723113],[1731862],[1736204],[1737283],[1739058],[1739191],[1743959],[1752708],[1754427],[1757050],[1768544],[1769650],[1770838],[1775671],[1777507],[1780378],[1781115],[1788762],[1800256],[1802550],[1805571],[1805942],[1810238],[1811317],[1813092],[1813225],[1818363],[1821732],[1824378],[1827656],[1832823],[1835457],[1835774],[1845230],[1854283],[1857237],[1858792],[1860628],[1863499],[1864236],[1874274],[1877228],[1878783],[1887532],[1891874],[1892953],[1894728],[1894861],[1899569],[1903916],[1905539],[1909384],[1918133],[1921296],[1922475],[1925329],[1925462],[1928017],[1928334],[1930230],[1932066],[1934937],[1935674],[1940698],[1943321],[1951446],[1954815],[1957109],[1957461],[1966653],[1973766],[1975203],[1977433],[1979597],[1983944],[1985567],[1994140],[1996370],[2003840],[2006794],[2006927],[2008349],[2010185],[2013056],[2013793],[2018303],[2023960],[2025028],[2033013],[2035967],[2037016],[2037522],[2038959],[2042229],[2042966],[2045503],[2047698],[2050322],[2052045],[2057513],[2066262],[2067981],[2070604],[2073458],[2073591],[2083404],[2084250],[2085443],[2089119],[2089577],[2094437],[2100094],[2101162],[2103158],[2107292],[2115725],[2117162],[2119392],[2120129],[2121556],[2124180],[2125903],[2134646],[2136082],[2137176],[2143195],[2144632],[2146862],[2148476],[2149026],[2149484],[2153373],[2158559],[2159492],[2165284],[2173269],[2176223],[2176356],[2177778],[2182485],[2183222],[2188300],[2188932],[2192457],[2193997],[2197499],[2200988],[2206199],[2207635],[2208729],[2210357],[2216502],[2218541],[2222217],[2222675],[2225574],[2227535],[2228468],[2234260],[2239784],[2242044],[2244083],[2247759],[2248217],[2252179],[2253077],[2262891],[2265816],[2268346],[2274365],[2275802],[2278032],[2278769],[2280196],[2282820],[2284543],[2289790],[2290343],[2291253],[2293689],[2296618],[2300775],[2306200],[2308460],[2312160],[2315685],[2317225],[2317465],[2320727],[2326502],[2329427],[2331957],[2335603],[2336509],[2339128],[2340668],[2344170],[2347659],[2360913],[2363173],[2365212],[2368888],[2369346],[2372245],[2374206],[2375139],[2384260],[2384500],[2389008],[2390471],[2392907],[2396468],[2397374],[2399993],[2402965],[2403875],[2406311],[2407586],[2413397],[2418822],[2421082],[2424196],[2425106],[2427542],[2430471],[2434628],[2446013],[2446919],[2449538],[2451078],[2451318],[2454580],[2460355],[2473943],[2474183],[2479244],[2480154],[2482590],[2485823],[2486063],[2489394],[2492034],[2494470],[2498031],[2498937],[2501556],[2504786],[2505026],[2509534],[2510997],[2513433],[2520519],[2523491],[2524401],[2526837],[2533923],[2547119],[2553899],[2554139],[2561792],[2564273],[2564513],[2569574],[2570484],[2572920],[2580968],[2581208],[2587179],[2589615],[2592848],[2593088],[2599059],[2601495],[2608581],[2613007],[2617389],[2622511],[2633088],[2633328],[2647566],[2647806],[2657940],[2658180],[2664151],[2666587],[2668461],[2673846],[2674086],[2698129],[2713828],[2714068],[2720312],[2742339],[2742579],[2777441] ] cell #3995 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1373119],[1502746],[1569495],[1626548],[1632545],[1697976],[1709875],[1719280],[1754421],[1806019],[1818375],[1824372],[1835469],[1845224],[1878506],[1905551],[1928029],[1940692],[1951458],[1957455],[1966376],[1985579],[2023954],[2025040],[2037028],[2045497],[2057236],[2067975],[2100088],[2101174],[2134658],[2135805],[2137170],[2148470],[2165296],[2177501],[2206211],[2207358],[2208723],[2234272],[2239778],[2241767],[2252175],[2265828],[2268340],[2306194],[2308183],[2329439],[2331951],[2335491],[2336505],[2360907],[2362896],[2396356],[2397370],[2407598],[2418816],[2420805],[2424192],[2445901],[2446915],[2479240],[2489388],[2497919],[2498933],[2523487],[2524289],[2547007],[2561788],[2569570],[2570372],[2592844],[2613003],[2617277],[2622507],[2633084],[2664039],[2668457],[2673842],[2698017],[2713824],[2720308],[2742335],[2777437], [1117422,1633495],[1243584,1503576],[1243865,1760360],[1287773,2046447],[1309249,1825322],[1356342,1874950],[1366298,1878944],[1372600,1632665],[1373352,1884541],[1417233,2156636],[1438814,1698806],[1439095,1946631],[1450531,1958405],[1459675,1966814],[1468315,2397918],[1486816,1994781],[1496692,1998566],[1497868,1756547],[1502975,1760373],[1540682,2252723],[1547736,2260289],[1552718,2053680],[1562674,2057674],[1568976,1824492],[1569728,2063271],[1580470,1836299],[1580751,2073914],[1582507,1838314],[1583567,2079356],[1590291,2082588],[1596432,1600957],[1598675,2480758],[1616264,2108335],[1625944,2111868],[1627712,1880861],[1631073,2499481],[1638764,2127538],[1654905,2136243],[1663545,2337053],[1670060,2348824],[1679156,1928859],[1682046,2164210],[1691922,2167995],[1693098,1942818],[1698205,1946644],[1703054,2177939],[1709356,1957575],[1710108,2183536],[1711255,1959972],[1713131,2669003],[1718676,2191240],[1722836,1969576],[1725191,1729560],[1726713,2554274],[1730736,2209809],[1740226,2207796],[1743682,2212454],[1751582,2562336],[1754903,2000035],[1758790,2571088],[1766351,2233186],[1775394,2237996],[1782118,2241228],[1783294,2242205],[1788259,1792784],[1790502,2425710],[1796295,2435990],[1805500,2045617],[1808091,2266975],[1817771,2270508],[1819539,2059591],[1822900,2447463],[1828544,2068373],[1829415,2280228],[1830591,2070101],[1835698,2073927],[1837645,2076326],[1838956,2288853],[1848810,2617529],[1850478,1854355],[1854212,2306314],[1856123,2309548],[1858515,2304412],[1865239,2307644],[1866415,2308621],[1868801,2727123],[1874203,2489508],[1876114,2626280],[1882383,2633463],[1886406,2333037],[1889727,2330586],[1904804,2137568],[1904947,2337911],[1906715,2339160],[1909107,2139005],[1911462,1915831],[1912984,2505161],[1917007,2138256],[1921225,2148590],[1921972,1926497],[1924340,2154261],[1928258,2156649],[1929953,2359125],[1937853,2363334],[1941174,2169464],[1945061,2525005],[1950645,2178236],[1950854,2373922],[1952622,2179856],[1971885,2554448],[1973489,2397655],[1975127,2397931],[1976326,2400564],[1984832,2209121],[1984975,2398776],[1986743,2400025],[1989896,2767138],[1989960,2766401],[1994064,2562349],[1995263,2681211],[1998367,2685911],[2003769,2418936],[2005680,2422170],[2008072,2417034],[2015972,2421243],[2017686,2422706],[2023237,2242502],[2024436,2427258],[2027540,2574328],[2029208,2033085],[2032942,2239898],[2034853,2243132],[2037245,2252460],[2038883,2252736],[2039600,2043969],[2041726,2045145],[2041894,2258011],[2052933,2268738],[2054844,2449570],[2061113,2593223],[2065136,2269426],[2066493,2279793],[2068457,2281697],[2072469,2285431],[2082389,2718562],[2083127,2471743],[2085331,2478008],[2087315,2480674],[2089573,2480265],[2093820,2477754],[2099371,2308918],[2100570,2482306],[2103046,2726119],[2104242,2799267],[2107288,2625787],[2112918,2801905],[2112982,2801168],[2113844,2633637],[2115448,2499218],[2117086,2499494],[2118285,2502127],[2126791,2332349],[2128702,2501588],[2130516,2503030],[2134758,2338725],[2141314,2505335],[2142918,2336790],[2144556,2337066],[2145755,2339699],[2149480,2348331],[2150527,2154404],[2152477,2352982],[2152882,2156172],[2163493,2363631],[2164692,2526553],[2166585,2373133],[2167796,2651300],[2173198,2361027],[2175109,2364261],[2181982,2185401],[2182150,2379140],[2188188,2759386],[2188820,2545050],[2190119,2544796],[2193993,2552103],[2199127,2762024],[2199191,2823313],[2202069,2552143],[2206311,2399590],[2210353,2678407],[2215551,2681385],[2216225,2562073],[2218429,2568338],[2219625,2827301],[2220413,2571004],[2222671,2570595],[2226462,2235561],[2232469,2421540],[2233668,2572636],[2235895,2422756],[2241029,2691114],[2243971,2422960],[2245955,2425626],[2248213,2425217],[2254769,2436164],[2256373,2259210],[2261686,2591092],[2265928,2449135],[2269594,2458584],[2271558,2839511],[2271622,2838774],[2272484,2593397],[2274088,2447200],[2275726,2447476],[2276925,2450109],[2283647,2463392],[2284052,2287342],[2289786,2717825],[2290339,2611284],[2291141,2611921],[2291773,2611324],[2296506,2795178],[2297845,2796153],[2299833,2844931],[2302311,2477804],[2307445,2723064],[2312048,2624239],[2312755,2726577],[2313347,2623985],[2314743,2626196],[2317221,2631292],[2322419,2731962],[2324731,2333205],[2325297,2631332],[2329539,2501153],[2334859,2637382],[2340664,2502990],[2345798,2808824],[2345862,2852909],[2348740,2350724],[2357024,2522051],[2362222,2653797],[2363856,2534377],[2365100,2522255],[2366296,2856897],[2367084,2524921],[2369342,2524512],[2375898,2535459],[2377502,2380339],[2384256,2669305],[2384809,2544846],[2385611,2669345],[2389004,2761287],[2390359,2672760],[2395724,2674824],[2402961,2679666],[2403763,2680303],[2404395,2679706],[2410467,2768884],[2412455,2685659],[2413851,2421765],[2414933,2568134],[2420131,2688408],[2423639,2575063],[2424994,2575267],[2428372,2576825],[2430359,2832784],[2431698,2833759],[2433686,2867703],[2441298,2780193],[2441362,2868988],[2444273,2596762],[2446608,2704425],[2448596,2594199],[2451074,2591052],[2456272,2789091],[2459150,2461134],[2469800,26117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] cell #3996 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520375],[608763],[674055],[709428],[743031],[779399],[807153],[818288],[853257],[883287],[887564],[892353],[912460],[921358],[965683],[970472],[994849],[1001386],[1006460],[1031987],[1037121],[1041910],[1062017],[1081742],[1088096],[1117688],[1120242],[1125031],[1129905],[1151954],[1156743],[1162130],[1163310],[1181120],[1187657],[1200482],[1208152],[1214210],[1235843],[1241097],[1244846],[1247451],[1248631],[1273569],[1279923],[1290020],[1291639],[1309515],[1312069],[1316858],[1325691],[1329765],[1336943],[1340862],[1362854],[1365273],[1370524],[1376582],[1378201],[1395712],[1403382],[1409440],[1421385],[1431073],[1436327],[1440076],[1442681],[1443861],[1456465],[1460042],[1467347],[1471421],[1482518],[1489209],[1493283],[1494939],[1500461],[1504380],[1508191],[1522067],[1526141],[1533319],[1537238],[1559230],[1561649],[1566900],[1572958],[1574577],[1584101],[1586419],[1597747],[1601324],[1608629],[1612703],[1619223],[1622800],[1630105],[1634179],[1645276],[1651695],[1655272],[1662577],[1666651],[1677748],[1684439],[1688513],[1690169],[1695691],[1699610],[1703421],[1713096],[1723370],[1725688],[1737016],[1740593],[1744216],[1746534],[1757862],[1761439],[1768744],[1772818],[1775928],[1778246],[1789574],[1793151],[1800456],[1804530],[1811050],[1814627],[1821932],[1826006],[1837103],[1848775],[1857437],[1859049],[1861367],[1868766],[1879040],[1881358],[1892686],[1896263],[1899367],[1909641],[1911959],[1923287],[1926864],[1930487],[1932805],[1944133],[1947710],[1955015],[1959089],[1966910],[1974023],[1978245],[1979395],[1998332],[2008606],[2010924],[2027505],[2036167],[2037779],[2040097],[2047496],[2057770],[2060088],[2071416],[2074993],[2082354],[2083661],[2088917],[2092482],[2115982],[2121354],[2136339],[2143452],[2147674],[2148824],[2167761],[2178035],[2180353],[2192255],[2194243],[2207892],[2216759],[2222015],[2240994],[2242301],[2247557],[2251122],[2274622],[2279994],[2290589],[2307410],[2308717],[2315483],[2338926],[2340914],[2363430],[2368686],[2399791],[2403211],[2421339],[2424442],[2449336],[2479490],[2501354],[2523737],[2569820],[2613253] ] cell #3997 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762830],[874178],[932259],[986599],[992308],[1052908],[1062879],[1073015],[1109644],[1160274],[1172870],[1178579],[1188587],[1199374],[1236075],[1264842],[1288039],[1301471],[1312139],[1317848],[1328149],[1350888],[1394604],[1395782],[1409211],[1418214],[1431305],[1442753],[1481410],[1482588],[1523173],[1524525],[1526213],[1539657],[1559300],[1572961],[1609735],[1611087],[1612775],[1645346],[1652774],[1655275],[1668307],[1685545],[1688585],[1738095],[1740596],[1769850],[1772890],[1775931],[1779286],[1812129],[1814630],[1859052],[1862407],[1877428],[1893765],[1896266],[1899417],[1930490],[1933845],[1979445],[1997182],[2008609],[2011964],[2047546],[2048806],[2083664],[2110197],[2121404],[2122664],[2159340],[2192305],[2200402],[2210603],[2228316],[2281304],[2290036],[2300623],[2347073],[2374987],[2389254],[2434476],[2509780], [874806,874808],[943637,1453042],[957369,1210508],[977109,1232370],[992433,992503],[1053536,1053538],[1076720,1594324],[1079528,1339754],[1098196,1615800],[1099884,1361746],[1110822,1111928],[1115679,1115751],[1129908,1648272],[1143640,1405738],[1163380,1427600],[1178704,1178774],[1189215,1189217],[1205416,1469805],[1214213,1733593],[1226158,1491667],[1237763,1238883],[1244668,1244670],[1248701,1514406],[1268547,1786151],[1271355,1536130],[1282279,1547264],[1288667,1288669],[1290023,1807627],[1291711,1558122],[1302649,1303755],[1307506,1307578],[1317973,1318043],[1336946,1852851],[1340932,1613953],[1366668,1367788],[1373346,1373418],[1376585,1889263],[1378273,1644168],[1400646,1665035],[1409443,1919864],[1412251,1676640],[1414535,1677818],[1418036,1418038],[1418339,1418409],[1421388,1686897],[1432993,1434113],[1439898,1439900],[1443931,1445037],[1448788,1448860],[1451425,1451427],[1460045,1967759],[1465632,1974026],[1468453,1738220],[1471493,1742284],[1495677,1496758],[1500464,2002408],[1503737,1503811],[1504450,1774068],[1508194,1771202],[1527391,1537308],[1533322,2031581],[1539782,1540820],[1542172,1802914],[1544980,1804602],[1545175,1801562],[1547730,1547802],[1548896,1548968],[1563044,1564164],[1569722,1569794],[1574649,1575769],[1578053,1837173],[1581554,1581556],[1581857,1581927],[1584104,2081156],[1587157,1590357],[1596130,2088967],[1598741,1863145],[1598826,1863302],[1601327,1866785],[1622803,2109718],[1625588,1626630],[1628390,2115985],[1631211,1893890],[1634251,1897954],[1652899,1663683],[1656963,1666723],[1660862,2143455],[1669045,1670126],[1669202,1670211],[1673832,1926867],[1674530,1924366],[1677105,1677179],[1689763,1699680],[1690907,1691988],[1695694,2171837],[1698967,1699041],[1702154,1703192],[1703424,1704544],[1707352,1959161],[1707547,1956121],[1710102,1710174],[1711268,1711340],[1713146,2189950],[1716290,1719362],[1723373,1979059],[1726728,1982910],[1727399,1983579],[1744219,2214254],[1750005,2216762],[1751720,1997307],[1752924,1753904],[1756245,2222065],[1758856,2012702],[1758941,2012859],[1761442,2016342],[1778984,1782184],[1780024,1790568],[1780181,1790653],[1781315,1783432],[1783664,1793154],[1787957,2247607],[1795270,1796310],[1795939,1796981],[1798741,2037782],[1800681,2041137],[1812254,1823038],[1816318,1826078],[1816513,2056158],[1817415,1818457],[1820217,2274625],[1828400,1829481],[1828557,1829566],[1833187,2074996],[1833885,2072495],[1836460,1836534],[1839516,2291507],[1841807,1844707],[1848825,2093651],[1852316,2097601],[1862105,1865305],[1864436,1866553],[1868816,2313178],[1870076,2314359],[1874648,2315533],[1876180,2110935],[1876265,2111092],[1879043,2121018],[1882398,2124869],[1883069,2125538],[1884829,2323630],[1898149,2130016],[1899031,1909644],[1902561,1905633],[1902882,1912999],[1903551,1913670],[1904660,1906781],[1904817,1906866],[1918349,1919329],[1921670,2148874],[1934583,1945127],[1934740,1945212],[1935874,1937991],[1936276,2363433],[1938223,1947713],[1938921,2166611],[1939195,1940175],[1942516,2368736],[1949829,1950869],[1950498,1951540],[1953300,2178038],[1955240,2181393],[1960787,1960989],[1966913,2191131],[1970136,2201803],[1982589,1985661],[1984688,1986809],[1984845,1986894],[1989073,2404129],[1989911,2404814],[1990253,2402658],[1995278,2217047],[1995949,2217716],[1998382,2226749],[1999642,2412071],[2001873,2230699],[2004214,2413245],[2013993,2016110],[2014395,2421342],[2017040,2235587],[2017517,2027555],[2020537,2023437],[2021467,2031046],[2022421,2024451],[2023090,2025122],[2025803,2242304],[2047160,2057773],[2051011,2061128],[2051680,2061799],[2052789,2054910],[2052946,2054995],[2053378,2449386],[2055277,2268837],[2063559,2457483],[2066478,2067458],[2069799,2280044],[2082404,2292192],[2091157,2299449],[2096671,2099571],[2098555,2100585],[2099224,2101256],[2101937,2308720],[2103061,2310243],[2104194,2486908],[2104257,2484972],[2109183,2316124],[2112095,2325031],[2112933,2492973],[2113275,2490817],[2126647,2128768],[2126804,2128853],[2127236,2501404],[2129135,2332448],[2130216,2130418],[2130250,2139565],[2130308,2130531],[2132116,2136342],[2134743,2136653],[2137954,2338976],[2157773,2167811],[2158174,2357274],[2159682,2523184],[2161723,2171302],[2162677,2164707],[2163346,2165378],[2169071,2532597],[2173643,2533771],[2183824,2541868],[2188203,2383409],[2191467,2385345],[2199142,2391410],[2199484,2550559],[2201769,2201971],[2201861,2202084],[2203669,2207895],[2206296,2208206],[2209507,2399841],[2210540,2401563],[2211600,2558406],[2219577,2565358],[2219640,2563422],[2227150,2415183],[2228658,2569267],[2231653,2233683],[2232322,2234354],[2235880,2236082],[2237116,2241044],[2237517,2423889],[2249797,2433302],[2260577,2442573],[2261420,2270735],[2261478,2261701],[2265913,2267823],[2271573,2599998],[2271915,2597842],[2285876,2608429],[2289973,2468076],[2291473,2291675],[2291565,2291788],[2292593,2470050],[2296521,2473092],[2299785,2475028],[2299848,2616104],[2300965,2616725],[2302296,2302498],[2303532,2307460],[2303933,2478937],[2318468,2627221],[2325089,2325312],[2329524,2331434],[2334593,2338138],[2334651,2334874],[2345813,2511936],[2346155,2644226],[2350340,2354566],[2356178,2520367],[2357009,2357211],[2366248,2659025],[2366311,2657089],[2375329,2662934],[2384794,2384996],[2385403,2385626],[2389191,2548032],[2391811,2550006],[2392147,2672997],[2395458,2399003],[2395516,2395739],[2404095,2404297],[2404187,2404410],[2405215,2560380],[2413587,2685107],[2414918,2415120],[2423624,2423826],[2430374,2580117],[2433638,2582053],[2433701,2696844],[2434818,2697465],[2437385,2441313],[2437786,2585962],[2441655,2701569],[2452321,2707961],[2469785,2469987],[2475086,2475309],[2478672,2478874],[2486357,2486559],[2486966,2487189],[2493374,2629195],[2509717,2641699],[2512337,2643673],[2512673,2741490],[2515984,2519529],[2516042,2516265],[2519592,2745436],[2520709,2746057],[2534113,2753600],[2549741,2549943],[2560115,2560317],[2565416,2565639],[2582111,2582334],[2585697,2585899],[2588855,2781977],[2600399,2709935],[2608771,2792813],[2628930,2629132],[2643408,2643610],[2659083,2659306],[2709670,2709872] ] cell #3998 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1117459],[1243793],[1287810],[1309286],[1320389],[1365188],[1373279],[1417161],[1439023],[1450568],[1450797],[1456380],[1495610],[1503596],[1539572],[1547663],[1561564],[1569655],[1572729],[1580679],[1581732],[1587090],[1597662],[1619138],[1624945],[1632956],[1633411],[1651610],[1652689],[1653937],[1668978],[1690840],[1698826],[1701944],[1702029],[1710035],[1715647],[1726359],[1736931],[1738010],[1739258],[1747205],[1757777],[1760347],[1760641],[1778917],[1779957],[1781105],[1781190],[1789489],[1795296],[1810965],[1812044],[1813292],[1816772],[1824783],[1825238],[1827662],[1828333],[1836319],[1839471],[1851326],[1862038],[1863078],[1864226],[1864311],[1871317],[1878931],[1882029],[1884552],[1892601],[1893680],[1894928],[1901918],[1902908],[1903922],[1904593],[1912630],[1923202],[1925529],[1928879],[1933476],[1934516],[1935664],[1935749],[1944048],[1946618],[1946912],[1949855],[1957866],[1958321],[1966801],[1970091],[1978160],[1981946],[1982936],[1983950],[1984621],[1989028],[1997097],[1998577],[2000883],[2006994],[2011595],[2012635],[2013783],[2013868],[2018201],[2018246],[2018309],[2022447],[2030056],[2040768],[2042956],[2043041],[2045908],[2046363],[2050047],[2051037],[2052051],[2052722],[2057661],[2060759],[2063282],[2071331],[2073658],[2073901],[2074195],[2082599],[2090478],[2093153],[2094335],[2094380],[2094443],[2098581],[2108193],[2110868],[2112050],[2120119],[2120204],[2123905],[2124895],[2125909],[2126580],[2130961],[2136230],[2139520],[2147589],[2150385],[2151375],[2153379],[2154050],[2156623],[2156917],[2158457],[2158502],[2158565],[2162703],[2168006],[2170312],[2176423],[2177926],[2181024],[2183212],[2183297],[2183547],[2191422],[2197397],[2197505],[2198796],[2200713],[2202514],[2207783],[2215156],[2217073],[2223576],[2225580],[2226251],[2227433],[2227478],[2227541],[2231679],[2241239],[2242192],[2249118],[2251793],[2252710],[2252975],[2253083],[2254374],[2257221],[2260300],[2262131],[2262834],[2262897],[2270690],[2278759],[2278844],[2280239],[2282545],[2284549],[2285220],[2293587],[2293632],[2293695],[2295398],[2298294],[2298785],[2307655],[2308608],[2310308],[2313695],[2317471],[2320625],[2320733],[2322024],[2323941],[2325742],[2326445],[2326508],[2337040],[2338093],[2339171],[2344068],[2344176],[2345467],[2347384],[2348835],[2349185],[2349676],[2358271],[2363321],[2370247],[2372251],[2372922],[2374104],[2374212],[2378350],[2383474],[2383950],[2384506],[2386688],[2388062],[2392850],[2392913],[2397905],[2398958],[2400036],[2401466],[2406209],[2406317],[2408020],[2410916],[2411407],[2416180],[2421230],[2425721],[2427440],[2427548],[2429251],[2432147],[2432638],[2436052],[2447450],[2449581],[2451324],[2454478],[2454586],[2455877],[2457794],[2459595],[2460298],[2460361],[2467979],[2468382],[2469018],[2473157],[2474189],[2476371],[2480769],[2482488],[2482596],[2485513],[2486069],[2488251],[2489625],[2494476],[2499468],[2501599],[2504476],[2505032],[2505223],[2507214],[2508588],[2513376],[2513439],[2525016],[2526735],[2526843],[2528546],[2531442],[2531933],[2536706],[2544384],[2547935],[2548974],[2553589],[2554145],[2554336],[2556327],[2558712],[2559348],[2562323],[2564519],[2566701],[2571099],[2572818],[2572926],[2575407],[2576043],[2580182],[2581214],[2583396],[2589621],[2592538],[2593094],[2593285],[2595276],[2596650],[2601501],[2614654],[2618608],[2619244],[2623573],[2626291],[2628163],[2632778],[2633334],[2633525],[2635516],[2638051],[2641602],[2642641],[2647812],[2649994],[2652379],[2653015],[2658186],[2660368],[2666593],[2670650],[2674092],[2675493],[2681273],[2683036],[2686990],[2687626],[2695394],[2699984],[2704313],[2708903],[2714074],[2716256],[2719511],[2722501],[2726193],[2733613],[2742585],[2743986],[2751529],[2756119],[2759460],[2762973],[2779630],[2790742],[2795252],[2809773],[2832858] ] cell #3999 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [941825],[1056211],[1136255],[1181397],[1220560],[1263147],[1296370],[1310389],[1349193],[1382932],[1387855],[1392912],[1415790],[1425905],[1474661],[1479718],[1505705],[1512711],[1518394],[1545569],[1551373],[1556430],[1579308],[1598506],[1604956],[1634840],[1637419],[1642476],[1647895],[1669891],[1674948],[1680766],[1681877],[1700935],[1707941],[1720275],[1727201],[1733216],[1753755],[1758621],[1762558],[1765071],[1766182],[1790333],[1796783],[1807250],[1808579],[1826667],[1829246],[1834303],[1842638],[1846194],[1852474],[1855954],[1875945],[1878243],[1882871],[1888886],[1890215],[1906546],[1913472],[1919487],[1930959],[1940026],[1944892],[1948829],[1951342],[1952453],[1964321],[1967382],[1973258],[1976814],[1986574],[1992195],[1995751],[1997395],[2002031],[2005511],[2009078],[2021368],[2024924],[2031204],[2034684],[2054675],[2056973],[2061601],[2067616],[2068945],[2078112],[2079767],[2088565],[2091626],[2097502],[2101058],[2106280],[2109341],[2115217],[2118773],[2128533],[2133750],[2136811],[2142687],[2146243],[2156003],[2161624],[2165180],[2166824],[2171460],[2174940],[2178507],[2187424],[2194850],[2196505],[2205303],[2208364],[2211210],[2212865],[2221663],[2224724],[2230600],[2234156],[2236752],[2238407],[2247205],[2250266],[2256142],[2259698],[2264920],[2267981],[2273857],[2277413],[2287173],[2295742],[2302045],[2303168],[2304823],[2310652],[2318078],[2319733],[2328531],[2331592],[2334095],[2341521],[2343176],[2351974],[2355035],[2357881],[2359536],[2368334],[2371395],[2377271],[2380827],[2386298],[2391046],[2394148],[2394960],[2408364],[2415790],[2417445],[2429595],[2435898],[2437021],[2438676],[2444505],[2451931],[2453586],[2462384],[2465445],[2470391],[2471210],[2474530],[2476925],[2492609],[2496523],[2506824],[2511572],[2514674],[2515486],[2528890],[2536316],[2537971],[2546243],[2547442],[2555937],[2561540],[2564860],[2577416],[2578235],[2581555],[2583950],[2599634],[2603548],[2610830],[2620617],[2621436],[2625432],[2639910],[2641109],[2655207],[2658527],[2677352],[2679212],[2689818],[2691570],[2706172],[2723520],[2735472],[2747705],[2772096],[2794921] ] cell #4000 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1634604],[1761342],[1804955],[1826431],[1838428],[1877962],[1885519],[1926767],[1947613],[1959514],[1959750],[1964040],[1997675],[2036701],[2044258],[2056692],[2064249],[2067309],[2074896],[2076112],[2080047],[2088284],[2105999],[2111206],[2133469],[2134331],[2135574],[2148167],[2167104],[2176957],[2177238],[2184514],[2189079],[2196785],[2205022],[2205884],[2207127],[2213145],[2221382],[2224417],[2238687],[2239475],[2240361],[2240642],[2246924],[2252131],[2264639],[2265501],[2266744],[2269846],[2279057],[2279337],[2289294],[2297397],[2305103],[2305891],[2306777],[2307058],[2312307],[2320013],[2322549],[2322830],[2328250],[2329112],[2330355],[2335750],[2336461],[2337201],[2337481],[2343456],[2351693],[2353798],[2359816],[2360604],[2361490],[2361771],[2368053],[2371088],[2373260],[2388512],[2393867],[2396615],[2397326],[2398066],[2398346],[2401916],[2407271],[2410019],[2412258],[2412538],[2414667],[2417725],[2418513],[2419399],[2419680],[2423147],[2423195],[2424148],[2425885],[2431250],[2438956],[2440630],[2440911],[2446160],[2446871],[2447611],[2447891],[2453866],[2456402],[2456683],[2462103],[2464208],[2465138],[2474313],[2477205],[2478195],[2478243],[2479196],[2480933],[2486193],[2489085],[2490075],[2490157],[2493524],[2495430],[2495711],[2498178],[2498889],[2499629],[2499909],[2503403],[2509038],[2514393],[2517141],[2518592],[2518872],[2521789],[2522442],[2522490],[2523443],[2525180],[2530545],[2532784],[2533064],[2535193],[2538251],[2539925],[2540206],[2540787],[2541068],[2545713],[2545795],[2549055],[2549264],[2549312],[2551370],[2552516],[2559429],[2561744],[2562919],[2564643],[2567255],[2567535],[2568525],[2568573],[2569526],[2571263],[2581338],[2584230],[2585220],[2585268],[2587958],[2590575],[2590856],[2591465],[2591924],[2592800],[2597100],[2597182],[2600549],[2602455],[2602736],[2605203],[2606654],[2606934],[2607442],[2607722],[2612129],[2612511],[2612559],[2612959],[2613544],[2614547],[2615096],[2622463],[2623466],[2626631],[2628244],[2628453],[2628501],[2630559],[2631705],[2632164],[2633040],[2639380],[2639462],[2642722],[2642931],[2642979],[2645037],[2646183],[2647936],[2650548],[2650828],[2652015],[2656586],[2658310],[2660922],[2661202],[2662192],[2662240],[2662274],[2664930],[2665641],[2668413],[2668631],[2668913],[2670053],[2670800],[2673398],[2673798],[2676822],[2676904],[2678343],[2680893],[2680941],[2681926],[2682929],[2683478],[2686626],[2692869],[2693251],[2693299],[2693333],[2694284],[2695287],[2695836],[2698452],[2700065],[2702380],[2707371],[2708984],[2709193],[2709241],[2711299],[2712445],[2712474],[2712904],[2713780],[2717761],[2717931],[2718245],[2720264],[2720764],[2721904],[2724819],[2725201],[2725249],[2725283],[2726751],[2727033],[2728173],[2728920],[2731518],[2737124],[2737406],[2737679],[2738546],[2738575],[2739293],[2741891],[2742291],[2742876],[2743879],[2749386],[2749434],[2749468],[2750419],[2751422],[2751971],[2755119],[2759615],[2761223],[2761707],[2763944],[2764226],[2764499],[2765366],[2765395],[2766507],[2766821],[2769340],[2770480],[2773777],[2773825],[2773859],[2775060],[2775374],[2775592],[2777393],[2777893],[2779033],[2779780],[2782378],[2783880],[2784162],[2784435],[2785302],[2785331],[2786049],[2788647],[2795407],[2797185],[2797499],[2797717],[2799496],[2801588],[2803825],[2804107],[2804380],[2805247],[2805276],[2806415],[2806585],[2808023],[2808507],[2811026],[2812166],[2813307],[2813621],[2813839],[2816140],[2817280],[2820625],[2822442],[2823845],[2824331],[2824501],[2827044],[2827530],[2829308],[2829622],[2829840],[2833013],[2835105],[2837102],[2837272],[2839194],[2841713],[2842853],[2844199],[2845345],[2847789],[2849678],[2849848],[2853441],[2853927],[2857126],[2859218],[2860804],[2861939],[2863758],[2868117],[2872450],[2874218],[2875533],[2879033],[2886705] ] cell #4001 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [994016],[1116380],[1116705],[1117420],[1159441],[1180287],[1192133],[1206172],[1226914],[1236831],[1243073],[1243803],[1243936],[1287056],[1287771],[1308207],[1308532],[1309247],[1319556],[1328905],[1332513],[1335394],[1337702],[1354505],[1356280],[1366236],[1367424],[1368544],[1372538],[1373428],[1387363],[1401402],[1410199],[1417171],[1417304],[1422144],[1432061],[1438303],[1439033],[1439166],[1449489],[1449814],[1450529],[1451464],[1459613],[1465372],[1468253],[1470561],[1474169],[1486155],[1492423],[1496031],[1497806],[1498912],[1501220],[1508950],[1525281],[1528889],[1531770],[1534078],[1540620],[1542928],[1547812],[1549597],[1550881],[1552656],[1562612],[1563800],[1564920],[1568914],[1569804],[1573717],[1579959],[1580689],[1580822],[1581790],[1582505],[1589630],[1598014],[1600895],[1602083],[1611843],[1622371],[1623559],[1627051],[1628130],[1631011],[1636927],[1638702],[1654843],[1656031],[1660602],[1663483],[1665791],[1669399],[1672280],[1678645],[1681385],[1691261],[1693036],[1694142],[1696450],[1702087],[1702992],[1704180],[1709294],[1710184],[1713358],[1719783],[1728690],[1728899],[1730674],[1740164],[1741352],[1749536],[1749745],[1751520],[1758129],[1762198],[1765690],[1781248],[1781457],[1783232],[1789841],[1792722],[1793910],[1798272],[1798481],[1803670],[1805438],[1815386],[1818878],[1819957],[1822838],[1830529],[1839841],[1849037],[1854150],[1855462],[1864369],[1864578],[1866353],[1869028],[1874141],[1875453],[1884360],[1886344],[1897022],[1914961],[1915170],[1916945],[1921163],[1926435],[1927623],[1935807],[1937791],[1944400],[1948469],[1951961],[1961545],[1970461],[1974350],[1989398],[1993287],[2003707],[2013926],[2015910],[2027767],[2032880],[2034192],[2038106],[2043099],[2043308],[2045083],[2063090],[2065074],[2075752],[2085789],[2103504],[2116309],[2120262],[2139890],[2143779],[2173136],[2183355],[2185339],[2244429],[2274949],[2278902], [150546,1724949],[206681,1880619],[219039,1911220],[256334,1994539],[278502,2039358],[287421,2059349],[314259,2104519],[322932,2117561],[343766,1923554],[350001,2163968],[357691,2179614],[383313,2211613],[390441,2219902],[399114,2232944],[406935,2242890],[417153,1801362],[421284,2263159],[429957,2276201],[434096,2071683],[450793,2300110],[458953,2309306],[469204,2318481],[476332,2326770],[482318,2334971],[499416,1674588],[503839,2358284],[508498,2165799],[510967,2366573],[518716,1955921],[519640,2379615],[536594,2392160],[537569,2393175],[540227,2395836],[564704,2416193],[569363,2234775],[570887,2423643],[584646,2433963],[592806,2443159],[594940,2261798],[600661,2055958],[603057,2452334],[610185,2460623],[612038,1833943],[629965,2475406],[632107,2476384],[634498,2478691],[658698,2494738],[661356,2325409],[667077,2129816],[668551,1899629],[683265,2512686],[684240,2513701],[686898,2516362],[691514,2519854],[694115,2357028],[695765,2163569],[701110,1938979],[711375,2536719],[716034,1711193],[725622,2385723],[730694,2548987],[732009,2549760],[737527,1979657],[761135,2565736],[763277,2566714],[765668,2414937],[767318,2232545],[772663,2017098],[788605,2582431],[790747,2583409],[793138,2585716],[798648,2588868],[799623,2589883],[801649,2047758],[802750,2265932],[803465,2053004],[817338,2601763],[819996,1828482],[825717,1837721],[834863,2469804],[840376,2298307],[842146,2089179],[845887,2099447],[865878,2487286],[870950,2628176],[872265,2628949],[877783,2121616],[878884,2329543],[879599,2126862],[895051,1904742],[900123,2642654],[901438,2643427],[906956,2149086],[911627,2154199],[913769,2650007],[917244,1936016],[917377,1687653],[930564,2659403],[932706,2660381],[935097,1949868],[936747,1950721],[941582,2666855],[942092,1711326],[944393,2384813],[951365,2192517],[957027,2197767],[962146,2206315],[962861,1984903],[973170,1984770],[982667,2559361],[982992,2560134],[988505,2410929],[990275,2222277],[997272,2014135],[997405,1771958],[1013593,2022460],[1019106,2432160],[1020876,2247819],[1024617,2023313],[1029689,2699997],[1031004,2257234],[1037739,1814198],[1044608,2052871],[1049680,2708916],[1050995,2709689],[1056513,1828754],[1057614,2066497],[1058329,1828615],[1061184,2285369],[1063326,2716269],[1066371,2291885],[1077476,2302315],[1084448,2101677],[1084581,1867541],[1095229,2098594],[1098952,2486376],[1105194,2488264],[1105924,2315745],[1111586,2320995],[1120860,1895834],[1127729,2126729],[1130664,2130974],[1137636,1906054],[1143298,2344438],[1148417,2134762],[1149132,1904875],[1153930,2349198],[1155700,2155511],[1168938,2653028],[1169263,2162716],[1170913,2373071],[1174776,2531455],[1176546,2368948],[1183543,1953040],[1183676,1705300],[1185359,2756132],[1186674,2378363],[1203864,2202181],[1211056,1987857],[1214969,2202527],[1221941,1986082],[1225726,2404507],[1232028,2406579],[1254259,2687639],[1254584,2231692],[1256234,2226400],[1258198,2018571],[1267175,2779643],[1269303,2235899],[1276275,2025543],[1276408,1784420],[1281937,2253345],[1290779,2262144],[1297021,2595289],[1297751,2054183],[1298852,2457807],[1303413,2454848],[1312687,1831635],[1314045,2459608],[1315815,2286681],[1344244,2094705],[1353221,2722514],[1377341,2325755],[1383583,2635529],[1384313,2128041],[1385414,2323954],[1396609,2507227],[1399094,2130628],[1406286,1907829],[1420051,2528559],[1420956,2158827],[1427258,2527105],[1429157,2174448],[1444695,2374474],[1460801,2386701],[1483415,2556340],[1506857,2408033],[1507762,2227803],[1514064,2573188],[1515963,2005019],[1519883,2576056],[1527049,2427810],[1550609,2271060],[1589421,2469031],[1591405,2293957],[1606445,2619257],[1613611,2482858],[1636655,2112420],[1649571,2338463],[1679292,2365558],[1718471,2191792],[1734892,2399328],[1763597,2218887],[1776255,2426795],[1843730,2292942],[1859376,2481843] ] cell #4002 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [435588],[515832],[575990],[608120],[639601],[673412],[699218],[709307],[742388],[770771],[774623],[779278],[798241],[806510],[848481],[853136],[876506],[882644],[887371],[911817],[916582],[921237],[940200],[959343],[965490],[994206],[996610],[1001265],[1006109],[1027211],[1031866],[1036928],[1038086],[1055236],[1061374],[1073910],[1081549],[1087745],[1108780],[1113902],[1117567],[1120049],[1121207],[1145614],[1151761],[1161779],[1163117],[1180477],[1182881],[1187536],[1196270],[1200289],[1207801],[1211403],[1233265],[1235722],[1240904],[1247100],[1248438],[1265737],[1273376],[1279572],[1291288],[1300607],[1305729],[1309394],[1311876],[1313034],[1325570],[1329414],[1336650],[1340669],[1351783],[1358642],[1362661],[1364417],[1370173],[1373775],[1377850],[1391500],[1395519],[1403031],[1406633],[1428495],[1430952],[1436134],[1442330],[1443668],[1453245],[1455609],[1467226],[1471070],[1478306],[1482325],[1489088],[1492932],[1500168],[1504187],[1515301],[1521946],[1525790],[1533026],[1537045],[1548159],[1555018],[1559037],[1560793],[1566549],[1570151],[1574226],[1583685],[1594527],[1596891],[1608508],[1612352],[1616003],[1618367],[1629984],[1633828],[1641064],[1645083],[1648475],[1650839],[1662456],[1666300],[1673536],[1677555],[1684318],[1688162],[1695398],[1699417],[1710531],[1722954],[1731930],[1733796],[1736160],[1743800],[1754642],[1757006],[1768623],[1772467],[1775512],[1786354],[1788718],[1800335],[1804179],[1807830],[1810194],[1821811],[1825655],[1832891],[1836910],[1845445],[1853054],[1857316],[1858633],[1878624],[1889466],[1891830],[1909225],[1918201],[1920067],[1922431],[1930071],[1940913],[1943277],[1954894],[1958738],[1966494],[1967962],[1973607],[1977389],[2002611],[2008190],[2024175],[2031784],[2036046],[2037363],[2057354],[2068196],[2070560],[2083245],[2085399],[2100309],[2109921],[2115566],[2135923],[2137391],[2143036],[2146818],[2172040],[2177619],[2188888],[2207476],[2208944],[2216343],[2241885],[2244039],[2268561],[2274206],[2308301],[2312116],[2332172],[2335559],[2363014],[2396424],[2420923],[2445969],[2497987],[2547075] ] cell #4003 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520408],[608796],[674088],[709360],[743064],[779331],[807186],[818210],[853189],[883320],[887424],[892275],[912493],[921290],[965543],[970394],[994882],[1001318],[1006308],[1031919],[1036981],[1041832],[1062050],[1081602],[1087944],[1117620],[1120102],[1124953],[1129891],[1151814],[1156665],[1161978],[1163170],[1181153],[1187589],[1200342],[1208000],[1214196],[1235775],[1240957],[1244768],[1247299],[1248491],[1273429],[1279771],[1290006],[1291487],[1309447],[1311929],[1316780],[1325623],[1329613],[1336929],[1340722],[1362714],[1365195],[1370372],[1376568],[1378049],[1395572],[1403230],[1409426],[1421371],[1431005],[1436187],[1439998],[1442529],[1443721],[1456387],[1460028],[1467279],[1471269],[1482378],[1489141],[1493131],[1494927],[1500447],[1504240],[1508177],[1521999],[1525989],[1533305],[1537098],[1559090],[1561571],[1566748],[1572944],[1574425],[1584087],[1586407],[1597669],[1601310],[1608561],[1612551],[1619145],[1622786],[1630037],[1634027],[1645136],[1651617],[1655258],[1662509],[1666499],[1677608],[1684371],[1688361],[1690157],[1695677],[1699470],[1703407],[1713084],[1723356],[1725676],[1736938],[1740579],[1744202],[1746522],[1757784],[1761425],[1768676],[1772666],[1775914],[1778234],[1789496],[1793137],[1800388],[1804378],[1810972],[1814613],[1821864],[1825854],[1836963],[1848763],[1857369],[1859035],[1861355],[1868754],[1879026],[1881346],[1892608],[1896249],[1899355],[1909627],[1911947],[1923209],[1926850],[1930473],[1932793],[1944055],[1947696],[1954947],[1958937],[1966896],[1974009],[1978167],[1979383],[1998320],[2008592],[2010912],[2027493],[2036099],[2037765],[2040085],[2047484],[2057756],[2060076],[2071338],[2074979],[2082342],[2083647],[2088905],[2092470],[2115968],[2121342],[2136325],[2143438],[2147596],[2148812],[2167749],[2178021],[2180341],[2192243],[2194231],[2207878],[2216745],[2222003],[2240982],[2242287],[2247545],[2251110],[2274608],[2279982],[2290577],[2307398],[2308703],[2315471],[2338914],[2340902],[2363416],[2368674],[2399779],[2403199],[2421325],[2424430],[2449324],[2479478],[2501342],[2523725],[2569808],[2613241] ] cell #4004 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [1116377],[1207161],[1229023],[1243000],[1308204],[1336374],[1358366],[1369533],[1372461],[1402391],[1424253],[1438230],[1449486],[1452716],[1466395],[1488257],[1499892],[1504756],[1511059],[1532750],[1543917],[1549594],[1554742],[1565909],[1568837],[1579886],[1593998],[1603072],[1615474],[1629153],[1633873],[1640788],[1647946],[1661625],[1673260],[1675577],[1678124],[1678572],[1683487],[1695122],[1699986],[1706289],[1709217],[1711966],[1727680],[1731654],[1733267],[1754687],[1761551],[1763187],[1767792],[1785825],[1794899],[1797262],[1799504],[1801494],[1802342],[1804224],[1805361],[1807301],[1820980],[1825700],[1832615],[1834932],[1837479],[1837927],[1845490],[1852525],[1853099],[1853179],[1856485],[1879082],[1883350],[1887324],[1888937],[1913951],[1917925],[1919538],[1920112],[1920192],[1924288],[1924577],[1926976],[1940958],[1947822],[1949458],[1951821],[1954063],[1956053],[1956901],[1958783],[1959920],[1966952],[1967433],[1969737],[1973373],[1973700],[1974065],[1996230],[1998114],[2002082],[2002656],[2002736],[2006042],[2024220],[2025403],[2031255],[2031829],[2031909],[2035215],[2037129],[2037456],[2037821],[2041125],[2056090],[2057812],[2062080],[2066054],[2068241],[2068321],[2072417],[2072706],[2075105],[2079517],[2082136],[2085081],[2088699],[2088955],[2100354],[2101537],[2109392],[2109966],[2110046],[2111696],[2115332],[2115659],[2116024],[2129948],[2136381],[2137436],[2137516],[2139166],[2142802],[2143129],[2143494],[2148606],[2148862],[2165659],[2166533],[2167543],[2171511],[2172085],[2172165],[2175471],[2177385],[2177712],[2178077],[2181381],[2186897],[2188570],[2189569],[2193952],[2207934],[2208989],[2209069],[2212615],[2216109],[2216436],[2216801],[2218179],[2221797],[2222053],[2234635],[2235509],[2240776],[2241651],[2241978],[2242343],[2243721],[2247339],[2247595],[2268606],[2268686],[2268825],[2270336],[2273972],[2274299],[2274664],[2279776],[2280032],[2290298],[2290891],[2297887],[2307192],[2308067],[2308394],[2308759],[2310167],[2311798],[2312797],[2315265],[2315521],[2317180],[2323304],[2332217],[2332297],[2332436],[2333568],[2333610],[2336240],[2338708],[2338964],[2340623],[2357262],[2362780],[2363107],[2363472],[2364850],[2368468],[2368724],[2383333],[2384215],[2390109],[2394433],[2394475],[2397105],[2399573],[2399829],[2401508],[2402646],[2402920],[2403513],[2410509],[2413233],[2415171],[2420689],[2421016],[2421381],[2422739],[2423877],[2424744],[2431740],[2442247],[2444020],[2449118],[2449374],[2451033],[2457157],[2468021],[2469311],[2469353],[2470038],[2473016],[2473898],[2477787],[2478925],[2479792],[2484896],[2485778],[2490805],[2491672],[2496038],[2501136],[2501392],[2503859],[2504741],[2510635],[2517631],[2520355],[2522034],[2523172],[2531035],[2533759],[2541542],[2544829],[2545282],[2547977],[2549994],[2550547],[2552972],[2553854],[2558351],[2559641],[2559683],[2560368],[2563346],[2564228],[2568117],[2569255],[2575046],[2580041],[2580923],[2585950],[2586817],[2597830],[2598697],[2608417],[2611700],[2615552],[2616028],[2616713],[2618247],[2624018],[2624471],[2627166],[2629183],[2641644],[2643661],[2644214],[2646639],[2647521],[2657013],[2657895],[2662922],[2672539],[2672942],[2680082],[2683934],[2685095],[2696292],[2696768],[2697453],[2698987],[2701557],[2707906],[2709923],[2730659],[2741032],[2741435],[2745360],[2746045],[2752427],[2753588],[2781922],[2787788],[2792801], [762863,1243504],[874110,1372294],[932292,1438734],[985478,1496598],[992230,1502692],[1052840,1568670],[1062912,1580390],[1069668,1590197],[1108504,1626494],[1160307,1679076],[1171749,1691828],[1178501,1697922],[1188519,1709050],[1195994,1719226],[1234891,1754113],[1261495,1782024],[1287971,1805194],[1300331,1818321],[1311018,1829321],[1317770,1835415],[1324739,1844916],[1347541,1865145],[1391224,1905497],[1393541,1906621],[1409143,1919183],[1418136,1927975],[1430121,1940384],[1441613,1951404],[1478030,1985525],[1480347,1986649],[1521115,2023646],[1523105,2022301],[1523953,2024986],[1539579,2036974],[1557059,2054750],[1571777,2067667],[1607677,2099780],[1609667,2098435],[1610515,2101120],[1643105,2128608],[1652696,2134604],[1652985,2136862],[1668295,2147884],[1685477,2162557],[1686325,2165242],[1738017,2206157],[1738306,2208415],[1769782,2231533],[1770630,2234218],[1775605,2238157],[1779274,2239192],[1812051,2265774],[1812340,2268032],[1858726,2304573],[1862395,2305608],[1877360,2316958],[1893687,2329385],[1893976,2331643],[1899405,2335241],[1930164,2359286],[1933833,2360321],[1979433,2396106],[1997104,2407544],[2008283,2417195],[2011952,2418230],[2047534,2445651],[2048480,2446650],[2083338,2471904],[2110185,2488802],[2121392,2497669],[2122338,2498668],[2159328,2524039],[2192293,2546757],[2200076,2551860],[2210591,2557813],[2228304,2570122],[2280978,2605693],[2290024,2610554],[2300611,2617027],[2346747,2645527],[2374975,2663789],[2389242,2671393],[2434464,2697767],[2509768,2739886] ] cell #4005 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4006 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1634607],[1761407],[1804958],[1826434],[1838431],[1878152],[1885575],[1926832],[1947678],[1959517],[1959753],[1964230],[1997846],[2004792],[2036891],[2044314],[2056882],[2064305],[2067312],[2074961],[2076104],[2080218],[2088474],[2106189],[2111209],[2117653],[2118096],[2133659],[2134521],[2135577],[2148338],[2167275],[2174221],[2177147],[2177230],[2184570],[2189082],[2196956],[2205212],[2206074],[2207130],[2213316],[2221572],[2223690],[2223912],[2238858],[2239646],[2240551],[2240634],[2247114],[2252134],[2264829],[2265691],[2266747],[2269849],[2276293],[2276736],[2279054],[2279508],[2286454],[2289297],[2297400],[2305274],[2306062],[2306967],[2307050],[2312310],[2317945],[2320184],[2322163],[2328440],[2329302],[2330358],[2335753],[2336464],[2337198],[2337652],[2343627],[2351883],[2353801],[2356756],[2359987],[2360775],[2361680],[2361763],[2368243],[2370361],[2370583],[2373263],[2379707],[2380150],[2386165],[2388515],[2394057],[2396618],[2397329],[2398063],[2398517],[2401919],[2407461],[2408419],[2410022],[2414670],[2417896],[2418684],[2419589],[2419672],[2423150],[2423192],[2424151],[2425888],[2431253],[2439127],[2440820],[2440903],[2443251],[2443694],[2446163],[2446874],[2447608],[2448062],[2451798],[2454037],[2456016],[2462293],[2464211],[2464411],[2464633],[2470446],[2475498],[2477376],[2478198],[2478240],[2479199],[2480936],[2487378],[2489256],[2490078],[2495620],[2495703],[2498181],[2498892],[2499626],[2500080],[2503406],[2506691],[2509041],[2514583],[2516454],[2517144],[2518589],[2519043],[2521062],[2521284],[2522445],[2522487],[2523446],[2525183],[2528945],[2530548],[2535196],[2536183],[2538422],[2540115],[2540198],[2540401],[2545716],[2549267],[2549309],[2550080],[2551373],[2552519],[2555804],[2560454],[2561747],[2565828],[2567252],[2567706],[2568528],[2568570],[2569529],[2571266],[2577471],[2578102],[2582523],[2584401],[2585005],[2585223],[2585265],[2586036],[2587961],[2590189],[2591468],[2591921],[2592803],[2597103],[2602645],[2602728],[2603603],[2605206],[2606651],[2607105],[2612514],[2612556],[2612962],[2613547],[2615099],[2615355],[2620672],[2621303],[2622466],[2624274],[2626628],[2628456],[2628498],[2629269],[2630562],[2631708],[2632161],[2633043],[2638689],[2639383],[2639965],[2642934],[2642976],[2643747],[2645040],[2645957],[2646186],[2646442],[2652018],[2655074],[2659495],[2660919],[2661373],[2662195],[2662237],[2664933],[2668416],[2668634],[2668910],[2670056],[2670814],[2673395],[2673801],[2676131],[2676825],[2677407],[2678357],[2680896],[2680938],[2681929],[2683481],[2683737],[2686629],[2689685],[2692211],[2693254],[2693296],[2694287],[2695839],[2696095],[2698245],[2704951],[2706227],[2707368],[2709196],[2709238],[2710009],[2711302],[2712448],[2712901],[2713783],[2717775],[2717945],[2718248],[2720267],[2720761],[2721907],[2724161],[2725204],[2725246],[2726754],[2727030],[2728176],[2728934],[2731515],[2734251],[2735527],[2737127],[2737403],[2737472],[2738549],[2739307],[2741888],[2742294],[2748346],[2749389],[2749431],[2750422],[2751974],[2752230],[2755122],[2759629],[2761237],[2761710],[2763947],[2764223],[2764292],[2765369],[2766521],[2766824],[2768322],[2769337],[2770483],[2772737],[2773780],[2773822],[2775074],[2775377],[2777396],[2777890],[2779036],[2782375],[2783883],[2784159],[2784228],[2785305],[2786063],[2788644],[2795421],[2797199],[2797502],[2799510],[2800786],[2801591],[2803828],[2804104],[2804173],[2805250],[2806429],[2808037],[2808510],[2811023],[2812169],[2813321],[2813624],[2816137],[2817283],[2820622],[2822445],[2823842],[2824345],[2826837],[2827544],[2829322],[2829625],[2833027],[2835108],[2837116],[2839197],[2841710],[2842856],[2844213],[2845348],[2846823],[2849692],[2853438],[2853941],[2857140],[2859221],[2860834],[2861953],[2868120],[2872464],[2874248],[2879047],[2886735] ] cell #4007 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [658832],[730651],[763174],[763658],[799757],[817472],[840728],[870907],[875035],[875116],[900080],[913666],[914150],[932603],[933087],[941716],[956625],[982624],[985617],[988857],[993228],[1019458],[1029646],[1033774],[1033855],[1049637],[1053765],[1053846],[1063223],[1063707],[1064435],[1069807],[1075744],[1105546],[1108658],[1111184],[1116325],[1142896],[1151042],[1154282],[1158653],[1171888],[1175128],[1179499],[1189444],[1189525],[1190915],[1194470],[1196148],[1207300],[1229162],[1231626],[1235099],[1243141],[1261634],[1262754],[1267571],[1279009],[1281535],[1300485],[1303011],[1308152],[1311157],[1318768],[1319746],[1324947],[1336528],[1347680],[1348800],[1353837],[1356842],[1358520],[1369672],[1372617],[1389700],[1391378],[1392498],[1393680],[1402530],[1408467],[1424392],[1425512],[1430329],[1438371],[1441767],[1441889],[1449434],[1453945],[1466603],[1476506],[1478184],[1479304],[1480486],[1488465],[1500046],[1511198],[1512318],[1521323],[1522429],[1524107],[1524229],[1532904],[1544056],[1549542],[1553218],[1554896],[1556016],[1557198],[1566048],[1568993],[1580027],[1595227],[1603211],[1607885],[1608991],[1610669],[1610791],[1624687],[1629361],[1639264],[1640942],[1642062],[1643244],[1661833],[1673414],[1675716],[1678713],[1683695],[1684801],[1686479],[1686601],[1695276],[1706428],[1709373],[1721014],[1728758],[1731808],[1749604],[1752654],[1763326],[1768000],[1769106],[1770784],[1770906],[1787054],[1795038],[1798340],[1799712],[1802496],[1802618],[1805517],[1821188],[1832769],[1835071],[1839975],[1854229],[1856693],[1874220],[1876684],[1884428],[1887478],[1887600],[1915029],[1918079],[1921242],[1949597],[1954271],[1957055],[1957177],[1961552],[1970595],[1974357],[1989532],[1993294],[2003786],[2032959],[2035423],[2038113],[2063158],[2066208],[2066330],[2085796],[2103511],[2116316],[2140024],[2143786],[2173215],[2244436],[2274956], [150547,1737550],[206682,1893220],[219040,1652229],[223661,1156433],[256335,1996637],[278503,1539112],[279414,1284537],[287422,1811584],[292043,1316548],[314260,2104653],[322933,2119659],[343767,1413791],[350002,1935204],[350889,1429890],[357692,1701484],[358603,1447295],[383198,2211620],[390442,2220036],[399115,2013323],[400002,1516696],[406936,1780645],[421285,2048745],[421418,1557395],[425242,1560479],[429958,2278299],[434097,1577309],[450794,2300244],[458954,1863766],[469089,2318488],[476333,2122603],[476466,1643441],[480290,1646525],[482319,1900616],[503724,2159393],[503736,1168895],[504220,1686682],[508499,1689019],[510968,2366707],[519641,2182752],[520528,1190431],[536479,2392167],[537570,2200341],[537703,1480683],[540228,1980644],[564589,2228369],[564601,1254216],[565085,1770987],[569364,1773324],[570955,2019137],[584647,2434097],[592807,2042496],[594941,1806720],[595130,1812302],[595211,1297373],[602942,2452341],[610186,2281243],[610319,1311354],[614143,1319827],[629966,2090166],[631992,2300676],[632004,1353178],[632488,1610872],[634566,2095271],[658699,2323569],[661357,1888356],[661546,1893938],[661627,1383935],[668630,1649175],[683150,2512693],[684241,2347012],[684374,1393877],[686899,2150073],[691515,2519988],[694183,1929283],[694977,1426856],[711260,2375040],[711272,1185316],[711756,1441970],[716035,1450676],[725623,1965922],[730639,2390427],[732077,2198333],[734779,1738268],[734860,1483767],[737606,1734496],[761136,2223264],[763162,2413298],[765736,2007402],[766530,1513662],[788606,2248806],[790632,2434529],[790644,1267132],[791128,1524310],[793206,2253911],[798533,2588875],[799624,2442512],[801728,1550213],[817339,2457422],[819997,1572608],[820186,1571739],[820267,1314397],[834931,2081595],[837488,1857845],[840444,2089020],[842225,1853754],[845099,1613209],[865879,2107881],[870895,2491990],[872333,2321561],[877862,1636259],[895052,1653816],[900068,2510953],[901506,2345004],[904208,1652947],[904289,1396961],[907035,1920767],[911628,1925408],[913654,2520420],[930565,2369935],[932591,2533824],[935165,1701173],[935959,1444293],[941583,2541807],[946641,1964776],[951444,1718075],[954099,1732686],[957106,1973965],[973171,1739137],[982612,2403831],[983060,2214693],[988573,2222118],[990354,2003311],[1013661,1780334],[1016218,1774724],[1019174,2247660],[1020955,2032484],[1023829,1526647],[1029634,2587135],[1031072,2042185],[1044609,1813171],[1049625,2599015],[1051063,2455414],[1056592,1571985],[1061185,2073537],[1063211,2608482],[1068625,1843345],[1095297,1863455],[1101200,2106735],[1105262,2315586],[1106003,1873745],[1111665,2115924],[1127730,1894807],[1132912,1899470],[1137715,1653193],[1140370,1647365],[1143377,2143394],[1153998,2148927],[1155779,1924785],[1168883,2524357],[1169331,1934893],[1170914,2176302],[1174844,2368789],[1176625,2172740],[1185304,2664107],[1186742,2182441],[1217217,1979498],[1222020,1738514],[1227980,1992902],[1232107,2216701],[1254204,2570440],[1254652,2013012],[1256235,2006873],[1260452,1775870],[1267120,2698085],[1282016,2037721],[1293027,2047599],[1297089,2449439],[1297830,1812548],[1298920,2277988],[1303492,2274564],[1314113,2280097],[1315894,2072914],[1346498,1858991],[1353166,2617345],[1379589,2121457],[1383651,2501457],[1384392,1894184],[1385482,2119348],[1396677,2339029],[1420119,2365168],[1423210,1930429],[1427337,2363372],[1429236,2175679],[1444774,2177977],[1461929,2192358],[1483483,2399894],[1506925,2218497],[1510016,2008548],[1514143,2421281],[1516042,2006250],[1519951,2425062],[1527128,2242243],[1550688,2271194],[1589489,2291209],[1592539,2083603],[1606513,2480110],[1613690,2308659],[1636734,2112554],[1649650,2338597],[1679299,2365565],[1718550,2191926],[1734971,2399462],[1763604,2218894],[1776262,2426802],[1843737,2292949],[1859383,2481850] ] cell #4008 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4009 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4010 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[151123,534267],[158666,550627],[193855,628731],[202774,646446],[207258,655396],[208382,874660],[219616,680938],[227159,697298],[244200,534088],[254574,550448],[260117,759901],[261453,762600],[264601,768851],[274595,787371],[279079,796321],[283514,805086],[287998,814036],[289122,1053390],[300548,446601],[306405,846490],[312428,462373],[321172,655217],[323052,874541],[326715,881220],[337867,680759],[343410,910393],[344343,912230],[348241,697119],[353784,929330],[355120,932029],[358268,938280],[359392,1189069],[362216,363078],[371122,957671],[374688,963492],[394467,994619],[397354,768672],[407573,580454],[413430,1025220],[416317,796142],[417324,1031568],[417721,1032350],[419040,1288521],[419453,596226],[428197,813857],[430077,1053271],[433740,1059950],[434673,1061787],[435076,1062649],[447554,1079148],[447929,1079893],[451615,846311],[470417,1112230],[473983,1118051],[474501,662642],[482742,483604],[491648,1143942],[495214,1149763],[495732,687322],[499585,1156345],[499698,1414837],[499728,912051],[501589,1160044],[514993,1180890],[517880,938101],[518887,1187238],[519284,1188020],[519760,1188950],[520603,1451279],[526975,726046],[530628,955450],[532845,1205449],[533207,1205526],[540651,541513],[553379,1232672],[557964,1238503],[558339,1239248],[562025,994440],[574753,789029],[581407,1270975],[581782,1271720],[585468,1025041],[586503,1029558],[589360,1282581],[590109,1284028],[590264,1544600],[592926,1288402],[600832,1299416],[604270,1304057],[607836,1309878],[612207,1316460],[612320,1578355],[612350,1061608],[614211,1320159],[618330,828167],[624407,1076753],[627188,1334686],[630389,638364],[648104,866302],[649057,1361366],[649432,1362111],[651757,1110009],[653974,1367821],[654336,1367898],[667248,1385978],[672858,899992],[677299,1141721],[679516,1400679],[679878,1400756],[685499,1153773],[688275,1411871],[688650,1412616],[689604,1673942],[697981,930988],[700050,1427902],[701279,1429802],[701392,1690065],[704635,1433733],[705010,1434478],[708696,1180711],[709731,1185228],[712588,1445339],[713337,1446786],[713492,1706972],[716154,1451160],[719954,943670],[721486,1199739],[726841,1203156],[730563,741834],[749500,976296],[752707,1491700],[753069,1491777],[755577,1236108],[758358,1498204],[761559,769534],[771603,1514708],[772832,1516608],[772945,1774370],[778667,1018949],[779702,1267044],[782701,1527693],[783047,1268580],[785828,1531062],[794899,1542205],[795261,1542282],[805956,1049549],[807697,1557742],[808072,1558487],[808925,1559970],[809080,1815938],[810397,1301836],[812614,1564197],[812976,1564274],[818597,1313888],[821373,1575389],[821748,1576134],[822702,1833297],[829606,1065663],[830756,1328182],[840219,852525],[841751,1340119],[853560,1353090],[856559,1614255],[857184,1615833],[860210,1098229],[861742,1100249],[864031,1621663],[867097,1365528],[870819,882090],[883831,1643788],[884206,1644533],[885059,1646016],[885214,1897574],[890915,1394969],[892662,1396452],[895566,1656583],[895941,1657328],[896270,1398386],[908850,1671572],[915733,1681161],[915956,1930666],[920626,1174619],[921661,1168807],[922136,1686930],[922498,1687007],[924011,1938333],[925006,1431338],[927787,1693434],[936858,1704577],[937220,1704654],[945226,1453075],[947143,1458905],[958039,1469838],[969034,1481775],[970781,1483258],[973685,1741904],[974060,1742649],[974656,1744062],[977735,1225018],[978885,1226191],[982536,984278],[988348,1000654],[989880,1238128],[995761,1765466],[995984,2008785],[1001689,1254128],[1002164,1771235],[1002526,1771312],[1004039,2016452],[1007756,1518789],[1007979,1776107],[1009486,1524558],[1014424,1783697],[1014786,1783774],[1020481,1536495],[1032290,1549466],[1035914,1807660],[1036285,2047990],[1042219,1296864],[1042761,1813490],[1045827,1561904],[1058407,1830927],[1067216,1583947],[1071955,1846589],[1072178,2083840],[1078309,1594357],[1080226,1600187],[1089392,1605351],[1089615,1859228],[1091122,1611120],[1096060,1866818],[1096422,1866895],[1099785,1355694],[1101702,1355572],[1105037,1107276],[1112598,1366701],[1116249,1117991],[1119035,1889296],[1119406,2121848],[1125340,1383426],[1125882,1895126],[1129450,1899064],[1131497,1648305],[1131868,1899861],[1133414,1654135],[1138540,1907121],[1144310,1665068],[1155305,1677005],[1157052,1678488],[1160389,2158287],[1160927,1930333],[1163426,1421987],[1176151,1433358],[1187960,1449358],[1198155,1967792],[1198526,2192749],[1204709,1723216],[1209448,1727596],[1213755,1979092],[1215802,1733626],[1216173,1979889],[1217719,1739456],[1222845,1987149],[1226571,1486193],[1226757,1227027],[1231310,1996146],[1237664,1497220],[1239581,1497098],[1242916,1245155],[1245710,2227263],[1246248,2008452],[1248747,1508793],[1257022,2017891],[1258505,2018031],[1259043,1775774],[1270136,1786184],[1272053,1792014],[1281219,1797178],[1282949,1802947],[1304425,1563077],[1308076,1309818],[1317167,1579802],[1326571,2081189],[1326904,2293417],[1327442,2083507],[1338535,1852884],[1339655,1600309],[1340978,1601926],[1343068,2094025],[1344551,2094165],[1345089,1858895],[1360527,2109751],[1367081,1627089],[1367267,1367537],[1371820,1883266],[1386370,2130140],[1399939,1909487],[1404678,1913867],[1411032,1919897],[1412949,1925727],[1432894,1692450],[1434811,1692328],[1438146,1440385],[1443977,1704023],[1451878,2382516],[1457331,2190324],[1469098,1973869],[1470218,1728937],[1470404,1470674],[1473176,2201693],[1490089,2214287],[1490960,2216605],[1502053,2002441],[1504496,1762041],[1534911,2031614],[1536031,1792136],[1537354,1793753],[1541465,2037625],[1563457,1818916],[1563643,1563913],[1568196,2061996],[1587558,2291397],[1620089,2313552],[1631856,2115828],[1664328,2143298],[1665448,1915208],[1665634,1665904],[1676541,1925849],[1677864,1927466],[1697283,2171870],[1699726,1948312],[1747673,2404019],[1803327,2043346],[1803513,1803783],[1823683,2274468],[1837219,2075595] ] cell #4011 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [157569],[206161],[245916],[286901],[303085],[322888],[339583],[370638],[391147],[410110],[418033],[429913],[465698],[469933],[491164],[498269],[511673],[519596],[552895],[588876],[590616],[592762],[599551],[603786],[610891],[665967],[676334],[685997],[689769],[699566],[712104],[713844],[745310],[771119],[779165],[782217],[792024],[797076],[809432],[822867],[853023],[856075],[885566],[887884],[891297],[905797],[921124],[924176],[939035],[966003],[969416],[1001152],[1004204],[1006298],[1010293],[1037441],[1040854],[1045104],[1087934],[1091929],[1107774],[1120562],[1123975],[1128225],[1130161],[1161968],[1163630],[1165963],[1200802],[1214466],[1233914],[1247289],[1248951],[1251284],[1290276],[1291477],[1320052],[1329603],[1341182],[1354220],[1363322],[1376838],[1378039],[1421641],[1444181],[1454328],[1460298],[1471259],[1484765],[1508447],[1537558],[1574415],[1585131],[1595610],[1601580],[1614329],[1666489],[1703677],[1713781],[1724400],[1787437],[1793407],[1849460],[1910671],[2028190] ] cell #4012 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [157570],[206162],[245917],[286902],[303086],[322889],[339584],[370639],[391148],[410111],[418034],[429914],[465699],[469934],[491165],[498270],[511674],[519597],[552896],[588877],[590617],[592763],[599552],[603787],[610892],[665968],[676335],[685998],[689770],[699567],[712105],[713845],[745311],[771120],[779166],[782218],[792025],[797077],[809433],[822868],[853024],[856076],[885567],[887885],[891298],[905800],[921125],[924177],[939036],[966004],[969417],[1001153],[1004205],[1006299],[1010296],[1037442],[1040855],[1045105],[1087935],[1091932],[1107775],[1120563],[1123976],[1128226],[1130164],[1161969],[1163631],[1165966],[1200803],[1214469],[1233915],[1247290],[1248952],[1251287],[1290279],[1291478],[1320053],[1329604],[1341183],[1354221],[1363325],[1376841],[1378040],[1421644],[1444182],[1454329],[1460301],[1471260],[1484768],[1508450],[1537559],[1574416],[1585134],[1595611],[1601583],[1614334],[1666490],[1703680],[1713786],[1724403],[1787438],[1793410],[1849465],[1910674],[2028195] ] cell #4013 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [157574],[206166],[245921],[286906],[303090],[322893],[339588],[370697],[391152],[410115],[418038],[429918],[465703],[469992],[491223],[498274],[511678],[519601],[552954],[588935],[590621],[592767],[599556],[603845],[610896],[665972],[676339],[686002],[689828],[699625],[712163],[713849],[745315],[771178],[779170],[782276],[792027],[797135],[809437],[822926],[853028],[856134],[885571],[887943],[891300],[905798],[921129],[924235],[939094],[966062],[969419],[1001157],[1004263],[1006301],[1010294],[1037500],[1040857],[1045163],[1087937],[1091930],[1107779],[1120621],[1123978],[1128284],[1130162],[1161971],[1163689],[1165964],[1200861],[1214467],[1233917],[1247292],[1249010],[1251285],[1290277],[1291480],[1320111],[1329606],[1341241],[1354223],[1363323],[1376839],[1378042],[1421642],[1444240],[1454331],[1460299],[1471262],[1484766],[1508448],[1537617],[1574418],[1585132],[1595613],[1601581],[1614330],[1666492],[1703678],[1713782],[1724401],[1787440],[1793408],[1849461],[1910672],[2028191] ] cell #4014 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [323117],[371685],[385089],[393416],[430142],[448546],[463456],[470980],[472763],[492211],[505615],[513942],[519825],[522343],[533906],[550266],[558956],[566480],[582399],[589923],[592991],[597309],[604833],[606616],[613160],[625757],[633095],[643472],[655035],[663725],[669014],[680577],[689267],[690243],[690816],[692593],[696937],[705627],[713151],[714934],[716219],[732776],[736096],[737990],[764265],[768490],[784397],[791735],[793905],[795960],[796776],[797426],[798087],[800076],[802112],[813675],[822365],[823341],[823914],[825691],[842495],[842609],[842999],[846129],[873032],[876352],[878246],[902205],[905525],[907305],[907419],[907809],[910828],[911576],[911869],[924650],[933694],[935864],[937919],[938735],[939385],[940046],[942035],[951828],[954273],[958837],[959210],[959465],[983759],[990624],[990738],[991128],[994258],[1004678],[1014360],[1021225],[1021339],[1021729],[1024859],[1026705],[1027078],[1027333],[1030923],[1044804],[1045454],[1051762],[1055082],[1056862],[1057366],[1060385],[1061133],[1061426],[1068799],[1075909],[1081043],[1081522],[1095996],[1106273],[1106387],[1106777],[1108832],[1113396],[1113769],[1114024],[1127925],[1128575],[1137985],[1138489],[1140544],[1145108],[1145481],[1145736],[1151255],[1151734],[1161344],[1170030],[1170114],[1170862],[1176895],[1177009],[1177399],[1180529],[1182375],[1182748],[1183003],[1186593],[1194635],[1196322],[1202331],[1222290],[1222794],[1228154],[1232759],[1233132],[1233387],[1235264],[1240398],[1240877],[1246665],[1255351],[1255435],[1256183],[1259460],[1265231],[1265604],[1265859],[1267736],[1272870],[1273349],[1289659],[1298100],[1298604],[1298771],[1300659],[1305223],[1305596],[1305851],[1311370],[1311849],[1323958],[1325112],[1327859],[1336702],[1345506],[1351277],[1351650],[1351905],[1353932],[1357007],[1358694],[1362155],[1362634],[1364703],[1373897],[1376221],[1384662],[1385166],[1385333],[1386790],[1389206],[1391552],[1395013],[1395492],[1397561],[1419067],[1419970],[1427989],[1428362],[1428617],[1430494],[1435628],[1436107],[1454040],[1455895],[1458575],[1466768],[1473596],[1476012],[1478358],[1481819],[1482298],[1484498],[1486944],[1487476],[1488630],[1500220],[1504160],[1505873],[1506776],[1514795],[1515168],[1515423],[1517356],[1518899],[1519802],[1521488],[1533078],[1548281],[1550308],[1558531],[1559010],[1561079],[1570273],[1584864],[1587978],[1588437],[1589340],[1595322],[1597177],[1603918],[1605461],[1606364],[1608050],[1616798],[1618653],[1627840],[1629526],[1636354],[1644577],[1645056],[1646887],[1649270],[1651125],[1661998],[1673588],[1677528],[1679728],[1682174],[1695450],[1699390],[1710653],[1712354],[1717086],[1718170],[1724133],[1728609],[1729688],[1732208],[1734591],[1736446],[1744979],[1748093],[1749455],[1755437],[1757292],[1764033],[1766479],[1776691],[1787149],[1789004],[1798191],[1799877],[1819667],[1821353],[1836883],[1842867],[1844166],[1853849],[1854889],[1856251],[1859812],[1872756],[1873840],[1879803],[1884279],[1910404],[1914880],[1915959],[1920862],[1922717],[1941708],[1943563],[1952750],[1974786],[1975776],[1992424],[1993723],[2003406],[2005808],[2032579],[2033619],[2034981],[2038542],[2044097],[2058533],[2063009],[2116745],[2144215],[2145205],[2154938],[2156300],[2172835],[2175237],[2258660],[2275385],[2287470], [163338,393570],[208167,472636],[231831,514096],[257904,556409],[261207,560816],[288907,606489],[292670,613314],[297027,622178],[318970,652714],[345411,692747],[351571,703080],[354874,707487],[359177,714807],[364161,724473],[388428,756927],[404052,780818],[418825,799949],[425995,811354],[431527,819818],[434830,824225],[439856,834225],[456070,854676],[484687,893902],[486236,894873],[496154,906737],[501343,914357],[508954,926356],[515678,935598],[542596,972021],[544145,972992],[573709,1012955],[575175,1011233],[575836,1014094],[586816,1026555],[598858,1044430],[608172,1056976],[637320,1094591],[638786,1092869],[639447,1095730],[665274,1127551],[673171,1135239],[673464,1138099],[685167,1150320],[698403,1166903],[699064,1169764],[742147,1219544],[742440,1222404],[769956,1252224],[770617,1255085],[774745,1260626],[778335,1262032],[806269,1295354],[806562,1298214],[848603,1346672],[852193,1348078],[866724,1364262],[882403,1381916],[882696,1384776],[887344,1389865],[916704,1423384],[920294,1424790],[965463,1476671],[984591,1494772],[996732,1510190],[1000322,1511596],[1036901,1553383],[1038208,1555070],[1074032,1592713],[1106944,1623965],[1120022,1639429],[1121329,1641116],[1163090,1683860],[1200262,1721179],[1211525,1731982],[1224740,1743465],[1248411,1768165],[1313156,1832943],[1323426,1840860],[1340642,1856858],[1406755,1918253],[1443641,1954436],[1465082,1971480],[1537018,2035588],[1660312,2140909] ] cell #4015 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [208373],[261230],[289113],[318993],[322798],[354897],[359383],[364184],[388879],[419031],[426018],[429823],[434853],[440307],[467310],[484710],[501366],[509405],[515701],[519506],[525007],[542619],[574160],[575859],[586839],[592672],[601163],[608623],[637771],[639470],[671678],[673194],[673915],[685907],[699087],[709481],[740654],[742170],[742891],[770640],[779075],[779452],[792089],[806292],[807013],[852933],[853310],[882426],[883147],[889730],[891362],[921034],[921411],[967849],[969481],[984614],[1001062],[1001439],[1008526],[1039287],[1040919],[1090162],[1107684],[1122408],[1124040],[1164196],[1165503],[1201569],[1233979],[1249517],[1250824],[1293719],[1330725],[1341949],[1354285],[1380281],[1446054],[1454393],[1472381],[1538325],[1576657],[1595675],[1667611],[1787502], 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] cell #4016 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4017 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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1458296,1965831],[1469211,1974906],[1470331,1729125],[1471603,1730723],[1475733,1980553],[1489904,2214170],[1491073,1993843],[1497595,1755118],[1497855,1497991],[1502262,2003756],[1530453,2028663],[1535120,2032929],[1541578,2038662],[1543576,2043416],[1563570,1819104],[1565568,1818986],[1568963,1571140],[1574759,1830578],[1599578,2090075],[1600684,1854570],[1600944,1601080],[1619552,2313058],[1621054,2107790],[1631969,2116865],[1634361,1886393],[1664441,2144335],[1665561,1915396],[1666833,1916994],[1670963,2149982],[1692825,1941389],[1693085,1693221],[1697492,2173185],[1759693,2223173],[1791405,2248715],[1792511,2033300],[1792771,1792907],[1803440,2043534],[1804712,2045132],[1823796,2275505],[1826188,2065123],[1926224,2154619],[1926484,1926620],[1945964,2369844],[1959271,2185388] ] cell #4018 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [483540,1006098],[495668,1279561],[499097,1030870],[499518,797408],[541449,1087734],[574689,1403020],[586439,1151681],[590104,910888],[596162,1161768],[608290,1442319],[611719,1186540],[612140,939367],[638300,1207790],[662578,1247089],[672794,1273296],[673582,1525779],[685494,1027138],[695473,1291390],[697055,1291277],[697917,1566538],[700791,1298718],[701212,1045436],[709667,1311796],[713332,1060445],[725982,1329403],[741770,1081469],[742558,1612341],[767026,1377952],[768608,1377839],[769470,1370162],[772344,1385280],[772765,1128557],[774866,1648464],[778662,1145541],[779638,1395439],[801230,1419917],[803126,1421580],[805414,1170012],[805892,1436054],[806680,1688151],[808920,1170174],[818592,1182808],[825673,942194],[828103,1453234],[845595,1471172],[846247,1471059],[848724,1733785],[852520,959270],[853496,1482245],[866238,1492921],[877364,1506723],[879260,1508386],[881548,1255333],[882026,1240824],[882814,1772456],[885054,1255495],[887192,1775402],[888772,1519749],[892657,1265664],[911987,1804168],[915245,1549782],[915728,1289719],[916825,1807819],[919226,1297738],[920621,1305656],[921597,1558957],[935846,1060278],[936455,1574328],[938037,1574215],[942000,1063784],[943668,1583575],[949867,1589287],[955386,1594516],[957619,1596637],[959586,1853043],[962522,1601519],[963820,1095978],[965311,1858523],[966891,1606311],[970776,1351710],[976232,1615992],[984214,1362581],[993724,1633930],[994376,1633817],[995273,1635828],[995756,1376281],[996853,1889455],[999254,1384300],[1000649,1113829],[1001625,1645003],[1007268,1648744],[1007751,1389266],[1014342,1150091],[1024325,1666402],[1024977,1666289],[1027454,1920056],[1032226,1677475],[1035579,1679278],[1035692,1419905],[1036749,1929961],[1038329,1682121],[1039688,1427998],[1042214,1428422],[1056500,1185525],[1057331,1182027],[1057990,1703616],[1061544,1958727],[1065667,1452609],[1071467,1717644],[1071950,1458635],[1074153,1967951],[1076751,1722844],[1079294,1466009],[1079829,1725401],[1081370,1973497],[1082950,1728556],[1085390,1221928],[1088904,1734065],[1089387,1476072],[1098227,1743690],[1100185,1486891],[1104426,1749402],[1107271,1233192],[1109945,1754631],[1112178,1756752],[1114145,2002600],[1117081,1761634],[1117927,1504107],[1118700,1763583],[1118813,1506711],[1119870,2008080],[1121450,1766426],[1122809,1514804],[1125335,1515228],[1131162,1776241],[1131275,1519737],[1137623,1277217],[1138454,1263777],[1141657,1786343],[1143890,1788464],[1145857,2031773],[1148793,1793346],[1151582,2037253],[1153162,1798138],[1156518,1546199],[1157047,1548086],[1159149,1804281],[1160706,1550459],[1162938,1808099],[1163421,1552784],[1179995,1825757],[1180647,1825644],[1182384,1314636],[1182521,1310640],[1183124,2068185],[1187896,1836830],[1192770,1839572],[1197820,1843716],[1197933,1589275],[1199675,1845434],[1200110,2083135],[1202726,1343193],[1203160,1593891],[1205447,1850486],[1205669,1596452],[1208960,1853323],[1209443,1599917],[1211646,1856198],[1211926,1351286],[1215467,1859362],[1215580,1606299],[1222759,1349823],[1225022,1615367],[1226189,1616272],[1226837,1355692],[1227022,1356408],[1230822,1873314],[1231305,1621393],[1232620,1875155],[1233508,2109910],[1236106,1878514],[1238064,1627787],[1238649,1628767],[1239184,1881071],[1240725,2115456],[1242305,1884226],[1245150,1373702],[1246027,1636505],[1248259,1889735],[1248742,1638830],[1257147,1397956],[1258822,1649421],[1265240,1407156],[1265377,1393163],[1265980,2137380],[1268578,1909115],[1271121,1661239],[1271656,1911672],[1273197,2142926],[1274777,1914827],[1280731,1920336],[1281214,1671302],[1282529,1922177],[1283893,1675199],[1287432,1927059],[1298569,1426535],[1301772,1940902],[1304005,1943023],[1305972,2172029],[1308908,1947905],[1309754,1699337],[1311499,1441257],[1311697,2177509],[1313277,1952697],[1316633,1708571],[1317162,1710458],[1319264,1958840],[1322154,1961531],[1322339,2188828],[1324353,1457456],[1327221,1718321],[1328180,1966384],[1332030,1473747],[1333150,1970192],[1334690,1724776],[1338200,1974336],[1338313,1728544],[1340055,1729635],[1340490,1976334],[1340973,1730802],[1344868,1734742],[1351423,1479969],[1352026,2208933],[1355142,1989129],[1355576,1486097],[1356205,1486197],[1360192,1993273],[1360305,1749390],[1361512,1750382],[1362047,1994991],[1362482,2216233],[1365532,1754006],[1366699,1754911],[1367347,1497218],[1367532,1497934],[1367819,2000043],[1368041,1756567],[1371332,2002880],[1371815,1760032],[1374018,2005755],[1385131,1513341],[1386941,1528406],[1388087,1520729],[1394905,2024164],[1395142,1523597],[1395340,2241775],[1398390,1785718],[1400677,2029216],[1400899,1788279],[1404190,2032053],[1404673,1791744],[1406876,2034928],[1410697,2038092],[1410810,1798126],[1412017,1799118],[1412552,2039810],[1413895,1801986],[1427850,2053885],[1428135,1556681],[1428738,2268550],[1429975,1827297],[1431336,2057244],[1433294,1819614],[1433879,1820594],[1434414,2059801],[1435955,2274096],[1437535,2062956],[1440380,1570078],[1443489,2068465],[1443972,1830657],[1445287,2070306],[1446651,1834554],[1450190,2075188]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] cell #4019 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4020 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4021 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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[163356,762683],[208125,874159],[231849,932112],[257823,986580],[261156,762229],[288865,1052889],[292688,1062732],[296946,1072996],[318874,868652],[345429,1160127],[351490,1172851],[354823,931658],[359135,1188568],[364065,950883],[388418,756917],[403971,1264823],[418783,1288020],[425899,1047382],[431446,1312120],[434779,1062278],[439846,834215],[455989,1350869],[484591,1137154],[486155,1395763],[496067,1409192],[501292,1159673],[508944,926346],[515582,1183061],[542500,1221459],[544064,1482569],[573699,1012945],[575088,1523154],[575740,1265917],[586715,1279173],[598777,1559281],[608162,1056966],[637310,1094581],[638699,1609716],[639351,1351963],[665193,1645327],[673070,1392662],[673454,1138089],[685157,1408490],[698316,1685526],[698968,1428675],[742046,1479468],[742430,1222394],[769869,1769831],[770521,1515481],[774735,1260616],[778325,1522452],[806168,1556180],[806552,1298204],[848593,1346662],[852183,1609014],[866637,1877409],[882302,1642226],[882686,1384766],[887334,1389723],[916694,1423374],[920284,1684824],[965453,1476529],[984490,1752818],[996722,1510180],[1000312,1769129],[1036891,1553241],[1038198,1555060],[1074022,1592703],[1106934,1876707],[1120012,1639287],[1121319,1641106],[1163080,1683718],[1200252,1721037],[1211515,1731972],[1224730,1989555],[1248401,1768023],[1313146,1832933],[1323416,1839998],[1340632,1856716],[1406745,1918243],[1443631,1954294],[1465072,1970618],[1537008,2035446],[1660302,2140047] ] cell #4022 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [371608],[385012],[448451],[463361],[470903],[472977],[492134],[505538],[522334],[533897],[550257],[558861],[561139],[566403],[582304],[589846],[597214],[604756],[606830],[625748],[633018],[643463],[655026],[657855],[663630],[669005],[680568],[689172],[690739],[696928],[705532],[707810],[713074],[715148],[730797],[736001],[737981],[764188],[768481],[784388],[791658],[795951],[797343],[797992],[800290],[802103],[813666],[816495],[822270],[823837],[824548],[840381],[840914],[842600],[846120],[871053],[876257],[878237],[900226],[905430],[907410],[911476],[911672],[911860],[914680],[933617],[937910],[939302],[939951],[940739],[942249],[951819],[954264],[956649],[957020],[959456],[982770],[988510],[989043],[990729],[994249],[1019111],[1019644],[1021330],[1024850],[1027324],[1029792],[1030914],[1031009],[1034996],[1045371],[1049783],[1054987],[1061033],[1061229],[1061417],[1064237],[1068790],[1075768],[1078815],[1081513],[1105199],[1105732],[1106378],[1108823],[1111208],[1111579],[1114015],[1128492],[1140535],[1142920],[1143291],[1145727],[1151725],[1153935],[1154468],[1155693],[1169041],[1170762],[1170958],[1174781],[1175314],[1177000],[1180520],[1182994],[1185462],[1186584],[1186679],[1190666],[1194494],[1196313],[1202196],[1228145],[1231650],[1232021],[1233378],[1235123],[1238170],[1240868],[1254362],[1256083],[1256279],[1265850],[1267278],[1267595],[1270642],[1273340],[1281559],[1281930],[1297026],[1297559],[1298762],[1298857],[1300650],[1303035],[1303406],[1305842],[1311840],[1314050],[1314583],[1315808],[1323823],[1324971],[1336693],[1351896],[1353324],[1353861],[1356866],[1358685],[1361033],[1362625],[1364568],[1373888],[1383588],[1384121],[1385324],[1385419],[1391543],[1395483],[1396614],[1397147],[1397426],[1411538],[1419961],[1420056],[1426880],[1427251],[1428608],[1429150],[1430353],[1433400],[1436098],[1444317],[1444688],[1453969],[1455760],[1466627],[1478349],[1482289],[1483420],[1483953],[1484431],[1486935],[1487341],[1488489],[1500211],[1504151],[1506767],[1506862],[1513686],[1514057],[1515414],[1515956],[1519793],[1519888],[1521347],[1526671],[1527042],[1533069],[1548272],[1550237],[1550602],[1557409],[1559001],[1560944],[1570264],[1575056],[1584797],[1589331],[1589426],[1595251],[1597042],[1606355],[1606450],[1607909],[1613233],[1613604],[1616727],[1618518],[1627831],[1629385],[1636283],[1636648],[1643455],[1645047],[1647389],[1649199],[1649564],[1650990],[1656250],[1661857],[1673579],[1677519],[1679237],[1679661],[1682165],[1695441],[1699381],[1710644],[1718099],[1718464],[1724066],[1728600],[1729679],[1732710],[1734520],[1734885],[1736311],[1741571],[1744912],[1749446],[1755366],[1757157],[1763542],[1763966],[1766470],[1774925],[1776200],[1776624],[1787078],[1788869],[1798182],[1799736],[1819658],[1821212],[1836874],[1843369],[1843675],[1844099],[1853778],[1854818],[1856242],[1858046],[1859321],[1859745],[1873769],[1879736],[1884270],[1898453],[1910337],[1914871],[1915950],[1920791],[1922582],[1941637],[1943428],[1952741],[1960863],[1964977],[1974719],[1975709],[1978481],[1992926],[1993656],[2003335],[2005799],[2032508],[2033548],[2034972],[2038475],[2044088],[2058466],[2063000],[2080578],[2106936],[2116678],[2144148],[2145138],[2154867],[2156291],[2172764],[2175228],[2213676],[2258593],[2275318],[2287461], [163357,561196],[208129,657542],[231850,707867],[257827,757059],[261157,762230],[288869,816182],[292689,824605],[296950,834357],[318875,868653],[345430,914737],[351494,926488],[354824,931659],[359139,940426],[364066,950884],[388419,756918],[403975,1013087],[418787,1034683],[425900,1047383],[431450,1057108],[434780,1062279],[439847,834216],[455993,1094723],[484592,1137155],[486159,1138231],[496071,1151161],[501293,1159674],[508945,926347],[515583,1183062],[542501,1221460],[544068,1222536],[573700,1012946],[575092,1262873],[575741,1265918],[586716,1279174],[598781,1298346],[608163,1056967],[637311,1094582],[638703,1348919],[639352,1351964],[665197,1384908],[673071,1392663],[673455,1138090],[685158,1408491],[698320,1425631],[698969,1428676],[742047,1479469],[742431,1222395],[769873,1512437],[770522,1515482],[774736,1260617],[778326,1522453],[806169,1556181],[806553,1298205],[848594,1346663],[852184,1609015],[866641,1624806],[882303,1642227],[882687,1384767],[887335,1389724],[916695,1423375],[920285,1684825],[965454,1476530],[984491,1752819],[996723,1510181],[1000313,1769130],[1036892,1553242],[1038199,1555061],[1074023,1592704],[1106935,1876708],[1120013,1639288],[1121320,1641107],[1163081,1683719],[1200253,1721038],[1211516,1731973],[1224731,1989556],[1248402,1768024],[1313147,1832934],[1323417,1839999],[1340633,1856717],[1406746,1918244],[1443632,1954295],[1465073,1970619],[1537009,2035447],[1660303,2140048] ] cell #4023 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [323119],[371687],[385091],[393418],[430144],[448543],[463453],[470982],[472760],[492213],[505617],[513944],[519827],[522134],[533835],[550195],[558953],[566482],[582396],[589925],[592993],[597306],[604835],[606613],[613162],[625548],[633097],[643263],[654964],[663722],[668805],[680506],[689264],[690245],[690818],[692595],[696866],[705624],[713153],[714931],[716221],[732778],[736093],[737781],[764267],[768419],[784188],[791737],[793907],[795889],[796777],[797428],[798084],[800073],[801903],[813604],[822362],[823343],[823916],[825693],[842400],[842496],[842996],[846058],[873034],[876349],[878037],[902207],[905522],[907210],[907306],[907806],[910827],[911573],[911798],[924652],[933696],[935866],[937848],[938736],[939387],[940043],[942032],[951619],[954202],[958834],[959209],[959324],[983761],[990529],[990625],[991125],[994187],[1004680],[1014362],[1021130],[1021226],[1021726],[1024788],[1026702],[1027077],[1027192],[1030917],[1044805],[1045456],[1051764],[1055079],[1056863],[1057363],[1060384],[1061130],[1061355],[1068728],[1075906],[1081042],[1081516],[1095998],[1106178],[1106274],[1106774],[1108761],[1113393],[1113768],[1113883],[1127926],[1128577],[1137986],[1138486],[1140473],[1145105],[1145480],[1145595],[1151254],[1151728],[1161345],[1170032],[1170113],[1170859],[1176800],[1176896],[1177396],[1180458],[1182372],[1182747],[1182862],[1186587],[1194632],[1196251],[1202330],[1222291],[1222791],[1228083],[1232756],[1233131],[1233246],[1235261],[1240397],[1240871],[1246666],[1255353],[1255434],[1256180],[1259461],[1265228],[1265603],[1265718],[1267733],[1272869],[1273343],[1289658],[1298101],[1298601],[1298765],[1300588],[1305220],[1305595],[1305710],[1311369],[1311843],[1323957],[1325109],[1327860],[1336631],[1345507],[1351274],[1351649],[1351764],[1353929],[1357004],[1358623],[1362154],[1362628],[1364702],[1373756],[1376220],[1384663],[1385163],[1385327],[1386787],[1389205],[1391481],[1395012],[1395486],[1397560],[1419066],[1419964],[1427986],[1428361],[1428476],[1430491],[1435627],[1436101],[1454037],[1455894],[1458574],[1466765],[1473593],[1476011],[1478287],[1481818],[1482292],[1484497],[1486938],[1487475],[1488627],[1500149],[1504154],[1505872],[1506770],[1514792],[1515167],[1515282],[1517355],[1518898],[1519796],[1521485],[1533007],[1548140],[1550305],[1558530],[1559004],[1561078],[1570132],[1584863],[1587975],[1588436],[1589334],[1595319],[1597176],[1603917],[1605460],[1606358],[1608047],[1616795],[1618652],[1627834],[1629523],[1636351],[1644576],[1645050],[1646886],[1649267],[1651124],[1661995],[1673517],[1677522],[1679727],[1682168],[1695379],[1699384],[1710512],[1712353],[1717085],[1718167],[1724132],[1728603],[1729682],[1732207],[1734588],[1736445],[1744978],[1748090],[1749449],[1755434],[1757291],[1764032],[1766473],[1776690],[1787146],[1789003],[1798185],[1799874],[1819661],[1821350],[1836877],[1842866],[1844165],[1853846],[1854886],[1856245],[1859811],[1872755],[1873837],[1879802],[1884273],[1910403],[1914874],[1915953],[1920859],[1922716],[1941705],[1943562],[1952744],[1974785],[1975775],[1992423],[1993722],[2003403],[2005802],[2032576],[2033616],[2034975],[2038541],[2044091],[2058532],[2063003],[2116744],[2144214],[2145204],[2154935],[2156294],[2172832],[2175231],[2258659],[2275384],[2287464], [163358,393569],[208169,472635],[231851,514095],[257906,556408],[261204,560807],[288909,606488],[292690,613313],[297029,622177],[318967,652705],[345431,692746],[351573,703079],[354871,707478],[359179,714806],[364158,724464],[388357,756718],[404054,780817],[418827,799948],[425992,811345],[431529,819817],[434827,824216],[439785,834016],[456072,854675],[484684,893893],[486238,894872],[496156,906736],[501340,914348],[508883,926147],[515675,935589],[542593,972012],[544147,972991],[573638,1012746],[575177,1011232],[575833,1014085],[586813,1026546],[598860,1044429],[608101,1056767],[637249,1094382],[638788,1092868],[639444,1095721],[665276,1127550],[673168,1135230],[673393,1137890],[685161,1150317],[698405,1166902],[699061,1169755],[742144,1219535],[742369,1222195],[769958,1252223],[770614,1255076],[774604,1260555],[778329,1262029],[806266,1295345],[806491,1298005],[848462,1346601],[852187,1348075],[866726,1364261],[882400,1381907],[882625,1384567],[887338,1389862],[916563,1423313],[920288,1424787],[965457,1476668],[984588,1494763],[996591,1510119],[1000316,1511593],[1036895,1553380],[1038067,1554999],[1073891,1592642],[1106938,1623962],[1120016,1639426],[1121188,1641045],[1163084,1683857],[1200256,1721176],[1211384,1731911],[1224734,1743462],[1248405,1768162],[1313015,1832872],[1323420,1840857],[1340636,1856855],[1406614,1918182],[1443635,1954433],[1465076,1971477],[1537012,2035585],[1660306,2140906] ] cell #4024 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [208398],[261186],[289138],[318904],[322743],[354853],[359408],[364095],[388774],[419056],[425929],[429768],[434809],[440202],[467301],[484621],[501322],[509300],[515612],[519451],[524998],[542530],[574055],[575770],[586745],[592617],[601154],[608518],[637666],[639381],[671669],[673100],[673810],[685797],[698998],[709472],[740645],[742076],[742786],[770551],[778965],[779443],[792080],[806198],[806908],[852823],[853301],[882332],[883042],[889721],[891353],[920924],[921402],[967840],[969472],[984520],[1000952],[1001430],[1008517],[1039278],[1040910],[1090153],[1107574],[1122399],[1124031],[1164187],[1165494],[1201560],[1233970],[1249508],[1250815],[1293710],[1330716],[1341940],[1354276],[1380272],[1446045],[1454384],[1472372],[1538316],[1576648],[1595666],[1667602],[1787493], 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513001,1514107],[1530456,2028535],[1541572,2038526],[1543579,2040234],[1545859,1805481],[1552625,1552699],[1563564,2058517],[1565571,2060225],[1568957,1826957],[1579061,1580140],[1599581,2089947],[1599758,1854193],[1600687,2090877],[1600938,1855233],[1619685,2313051],[1621057,2107662],[1621234,1874184],[1631963,2116729],[1638671,1638745],[1664435,2144199],[1665555,2145189],[1670966,2149854],[1671143,1921206],[1692828,2168791],[1693079,1942052],[1708231,1709337],[1730643,1730717],[1759696,2223045],[1759873,2003750],[1791408,2248587],[1791585,2032923],[1792514,2249517],[1792765,2033963],[1803434,2258644],[1823790,2275369],[1830498,1830572],[1886313,1886387],[1916914,1916988],[1926227,2354286],[1926478,2155282],[1945967,2369716],[1946144,2173179],[2045052,2045126],[2065043,2065117],[2185308,2185382] ] cell #4025 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4026 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4027 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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[163364,762680],[208128,874086],[231857,932109],[257826,985454],[261153,762158],[288868,1052816],[292696,1062729],[296949,1069644],[318871,867549],[345437,1160124],[351493,1171725],[354820,931587],[359138,1188495],[364062,947595],[388347,756708],[403974,1261471],[418786,1287947],[425896,1046279],[431449,1310994],[434776,1062207],[439775,834006],[455992,1347517],[484588,1133866],[486158,1393517],[496070,1409119],[501289,1159602],[508873,926137],[515579,1181958],[542497,1218171],[544067,1480323],[573628,1012736],[575091,1523081],[575737,1263708],[586712,1279102],[598780,1557035],[608091,1056757],[637239,1094372],[638702,1609643],[639348,1349754],[665196,1643081],[673067,1392591],[673383,1137880],[685151,1408487],[698319,1685453],[698965,1426466],[742043,1479397],[742359,1222185],[769872,1769758],[770518,1513272],[774594,1260545],[778319,1522449],[806165,1556109],[806481,1297995],[848452,1346591],[852177,1609011],[866640,1877336],[882299,1642155],[882615,1384557],[887328,1389720],[916553,1423303],[920278,1684821],[965447,1476526],[984487,1752747],[996581,1510109],[1000306,1769126],[1036885,1553238],[1038057,1554989],[1073881,1592632],[1106928,1876704],[1120006,1639284],[1121178,1641035],[1163074,1683715],[1200246,1721034],[1211374,1731901],[1224724,1989552],[1248395,1768020],[1313005,1832862],[1323410,1839995],[1340626,1856713],[1406604,1918172],[1443625,1954291],[1465066,1970615],[1537002,2035443],[1660296,2140044] ] cell #4028 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [371610],[385014],[448448],[463358],[470905],[472979],[492136],[505540],[522125],[533826],[550186],[558858],[561141],[566405],[582301],[589848],[597211],[604758],[606832],[625539],[633020],[643254],[654955],[657852],[663627],[668796],[680497],[689169],[690741],[696857],[705529],[707812],[713076],[715150],[730799],[735998],[737772],[764190],[768410],[784179],[791660],[795880],[797345],[797989],[800292],[801894],[813595],[816492],[822267],[823839],[824550],[840451],[840911],[842391],[846049],[871055],[876254],[878028],[900228],[905427],[907201],[911473],[911674],[911789],[914682],[933619],[937839],[939304],[939948],[940736],[942251],[951610],[954193],[956646],[957094],[959315],[982772],[988580],[989040],[990520],[994178],[1019181],[1019641],[1021121],[1024779],[1027183],[1029794],[1030908],[1031079],[1034993],[1045373],[1049785],[1054984],[1061030],[1061231],[1061346],[1064239],[1068719],[1075765],[1078817],[1081507],[1105269],[1105729],[1106169],[1108752],[1111205],[1111653],[1113874],[1128494],[1140464],[1142917],[1143365],[1145586],[1151719],[1154005],[1154465],[1155767],[1169043],[1170759],[1170960],[1174851],[1175311],[1176791],[1180449],[1182853],[1185464],[1186578],[1186749],[1190663],[1194491],[1196242],[1202198],[1228074],[1231647],[1232095],[1233237],[1235120],[1238172],[1240862],[1254364],[1256080],[1256281],[1265709],[1267280],[1267592],[1270644],[1273334],[1281556],[1282004],[1297096],[1297556],[1298756],[1298927],[1300579],[1303032],[1303480],[1305701],[1311834],[1314120],[1314580],[1315882],[1323825],[1324968],[1336622],[1351755],[1353326],[1353858],[1356863],[1358614],[1361035],[1362619],[1364570],[1373747],[1383658],[1384118],[1385318],[1385489],[1391472],[1395477],[1396684],[1397144],[1397428],[1411540],[1419955],[1420126],[1426877],[1427325],[1428467],[1429224],[1430350],[1433402],[1436092],[1444314],[1444762],[1453966],[1455762],[1466624],[1478278],[1482283],[1483490],[1483950],[1484433],[1486929],[1487343],[1488486],[1500140],[1504145],[1506761],[1506932],[1513683],[1514131],[1515273],[1516030],[1519787],[1519958],[1521344],[1526668],[1527116],[1532998],[1548131],[1550234],[1550676],[1557411],[1558995],[1560946],[1570123],[1575058],[1584799],[1589325],[1589496],[1595248],[1597044],[1606349],[1606520],[1607906],[1613230],[1613678],[1616724],[1618520],[1627825],[1629382],[1636280],[1636722],[1643457],[1645041],[1647386],[1649196],[1649638],[1650992],[1656252],[1661854],[1673508],[1677513],[1679241],[1679663],[1682159],[1695370],[1699375],[1710503],[1718096],[1718538],[1724068],[1728594],[1729673],[1732707],[1734517],[1734959],[1736313],[1741573],[1744914],[1749440],[1755363],[1757159],[1763546],[1763968],[1766464],[1774927],[1776204],[1776626],[1787075],[1788871],[1798176],[1799733],[1819652],[1821209],[1836868],[1843366],[1843679],[1844101],[1853775],[1854815],[1856236],[1858048],[1859325],[1859747],[1873766],[1879738],[1884264],[1898457],[1910339],[1914865],[1915944],[1920788],[1922584],[1941634],[1943430],[1952735],[1960867],[1964979],[1974721],[1975711],[1978485],[1992923],[1993658],[2003332],[2005793],[2032505],[2033545],[2034966],[2038477],[2044082],[2058468],[2062994],[2080582],[2106938],[2116680],[2144150],[2145140],[2154864],[2156285],[2172761],[2175222],[2213680],[2258595],[2275320],[2287455], [163365,561192],[208131,657473],[231858,707863],[257829,755990],[261154,762159],[288871,816113],[292697,824601],[296952,831169],[318872,867550],[345438,914733],[351496,925419],[354821,931588],[359141,940357],[364063,947596],[388348,756709],[403977,1009899],[418789,1034614],[425897,1046280],[431452,1056039],[434777,1062208],[439776,834007],[455995,1091535],[484589,1133867],[486161,1136083],[496073,1151092],[501290,1159603],[508874,926138],[515580,1181959],[542498,1218172],[544070,1220388],[573629,1012737],[575094,1262804],[575738,1263709],[586713,1279103],[598783,1296198],[608092,1056758],[637240,1094373],[638705,1348850],[639349,1349755],[665199,1382760],[673068,1392592],[673384,1137881],[685152,1408488],[698322,1425562],[698966,1426467],[742044,1479398],[742360,1222186],[769875,1512368],[770519,1513273],[774595,1260546],[778320,1522450],[806166,1556110],[806482,1297996],[848453,1346592],[852178,1609012],[866643,1624737],[882300,1642156],[882616,1384558],[887329,1389721],[916554,1423304],[920279,1684822],[965448,1476527],[984488,1752748],[996582,1510110],[1000307,1769127],[1036886,1553239],[1038058,1554990],[1073882,1592633],[1106929,1876705],[1120007,1639285],[1121179,1641036],[1163075,1683716],[1200247,1721035],[1211375,1731902],[1224725,1989553],[1248396,1768021],[1313006,1832863],[1323411,1839996],[1340627,1856714],[1406605,1918173],[1443626,1954292],[1465067,1970616],[1537003,2035444],[1660297,2140045] ] cell #4029 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [163367],[208173],[231860],[257910],[261198],[288913],[292699],[297033],[318961],[345440],[351577],[354865],[359183],[364152],[388275],[404058],[418831],[425986],[431533],[434821],[439703],[456076],[484678],[486242],[496160],[501334],[508801],[515669],[521045],[542587],[544151],[573556],[575181],[575827],[586807],[598864],[608019],[637167],[638792],[639438],[665280],[667716],[673162],[673311],[685077],[698409],[699055],[736692],[742138],[742287],[769962],[770608],[773486],[778245],[806260],[806409],[831887],[847344],[852103],[866730],[882394],[882543],[886197],[915445],[920204],[948487],[964316],[980016],[984582],[995473],[1000232],[1007468],[1035754],[1070472],[1071667],[1089104],[1103046],[1106854],[1118875],[1131337],[1197995],[1209160],[1215642],[1224576],[1229827],[1231022],[1280931],[1323262],[1338375],[1360367],[1371532],[1404390],[1410872],[1464918],[1486780],[1501893],[1534751],[1567908],[1627676],[1660148],[1697123],[1729524],[1819503],[1915795],[2043933] ] cell #4030 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [371612],[385016],[448445],[463355],[470907],[473039],[492138],[505542],[522119],[533820],[550180],[558855],[561143],[566407],[582298],[589850],[597208],[604760],[606892],[625533],[633022],[643248],[654949],[657849],[663624],[668790],[680491],[689166],[690743],[696851],[705526],[707814],[713078],[715210],[730801],[735995],[737766],[764192],[768404],[784173],[791662],[795874],[797347],[797986],[800352],[801888],[813589],[816489],[822264],[823841],[824552],[840589],[840908],[842385],[846043],[871057],[876251],[878022],[900230],[905424],[907195],[911470],[911783],[912538],[914684],[933621],[937833],[939306],[939945],[940733],[942311],[951604],[954187],[956640],[957238],[959309],[982774],[988718],[989037],[990514],[994172],[994927],[1019319],[1019638],[1021115],[1024773],[1027177],[1029796],[1030899],[1032063],[1034990],[1045375],[1049787],[1054981],[1061027],[1061340],[1062095],[1064241],[1068713],[1075759],[1078821],[1081498],[1105407],[1105726],[1106163],[1108746],[1111199],[1111797],[1113868],[1117764],[1128496],[1140458],[1142911],[1143509],[1145580],[1151710],[1154143],[1154462],[1156807],[1169045],[1170756],[1174989],[1175308],[1176785],[1180443],[1181198],[1182847],[1185466],[1186569],[1187733],[1190660],[1194485],[1196236],[1202202],[1228068],[1231641],[1232239],[1233231],[1235114],[1235919],[1238176],[1240853],[1244910],[1254366],[1256077],[1265703],[1267282],[1267586],[1270648],[1273325],[1281550],[1282148],[1297234],[1297553],[1298747],[1300573],[1303026],[1303624],[1305695],[1309591],[1311825],[1314258],[1314577],[1316922],[1323829],[1324962],[1325767],[1336616],[1351749],[1353328],[1353852],[1356857],[1358608],[1361039],[1362610],[1364574],[1365337],[1373741],[1383796],[1384115],[1385309],[1391466],[1395468],[1396822],[1397141],[1397432],[1411544],[1419946],[1426871],[1427469],[1428461],[1430344],[1431149],[1433406],[1436083],[1440140],[1444308],[1444906],[1453960],[1455766],[1456529],[1466618],[1478272],[1482274],[1483628],[1483947],[1484437],[1486920],[1487347],[1488480],[1494881],[1500134],[1504136],[1506752],[1513677],[1514275],[1515267],[1519778],[1521338],[1522143],[1526662],[1527260],[1532992],[1548125],[1550228],[1557415],[1558986],[1560950],[1561713],[1570117],[1575062],[1584803],[1586361],[1589316],[1595242],[1597048],[1606340],[1607900],[1608705],[1613224],[1613822],[1616718],[1618524],[1627816],[1629376],[1636274],[1643461],[1645032],[1647380],[1649190],[1650996],[1651759],[1656256],[1661848],[1673502],[1677504],[1679667],[1682150],[1690111],[1695364],[1699366],[1710497],[1712268],[1718090],[1724072],[1728585],[1729664],[1732701],[1734511],[1736317],[1737080],[1741577],[1744918],[1749431],[1755357],[1757163],[1763972],[1766455],[1774931],[1776630],[1778188],[1787069],[1788875],[1798167],[1799727],[1819643],[1821203],[1836859],[1843360],[1844105],[1853769],[1854809],[1856227],[1858052],[1859751],[1861309],[1873760],[1879742],[1884255],[1898539],[1910343],[1914856],[1915935],[1920782],[1922588],[1941628],[1943434],[1952726],[1964983],[1974725],[1975715],[1978567],[1992917],[1993662],[2003326],[2005784],[2032499],[2033539],[2034957],[2038481],[2044073],[2058472],[2062985],[2080664],[2106942],[2116684],[2144154],[2145144],[2154858],[2156276],[2172755],[2175213],[2213762],[2258599],[2275324],[2287446], [163371,561265],[208133,657479],[231864,707936],[257831,755996],[261151,762153],[288873,816119],[292703,824674],[296954,831175],[318869,867544],[345444,914806],[351498,925425],[354818,931582],[359143,940363],[364060,947590],[388342,756703],[403979,1009905],[418791,1034620],[425894,1046274],[431454,1056045],[434774,1062202],[439770,834001],[455997,1091541],[484586,1133861],[486163,1136089],[496075,1151098],[501287,1159597],[508868,926132],[515577,1181953],[542495,1218166],[544072,1220394],[573623,1012731],[575096,1262810],[575735,1263703],[586710,1279097],[598785,1296204],[608086,1056752],[637234,1094367],[638707,1348856],[639346,1349749],[665201,1382766],[673065,1392586],[673378,1137875],[685143,1408482],[698324,1425568],[698963,1426461],[742041,1479392],[742354,1222180],[769877,1512374],[770516,1513267],[774589,1260540],[778311,1522444],[806163,1556104],[806476,1297990],[848447,1346586],[852169,1609006],[866645,1624743],[882297,1642150],[882610,1384552],[887320,1389715],[916548,1423298],[920270,1684816],[965439,1476521],[984485,1752742],[996576,1510104],[1000298,1769121],[1036877,1553233],[1038052,1554984],[1073876,1592627],[1106920,1876699],[1119998,1639279],[1121173,1641030],[1163066,1683710],[1200238,1721029],[1211369,1731896],[1224716,1989547],[1248387,1768015],[1313000,1832857],[1323402,1839990],[1340618,1856708],[1406599,1918167],[1443617,1954286],[1465058,1970610],[1536994,2035438],[1660288,2140039] ] cell #4031 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [448478],[463388],[534241],[550601],[558888],[582331],[597241],[615808],[628266],[645981],[655370],[657882],[663657],[680912],[689199],[697272],[705559],[728041],[736028],[746978],[759436],[762574],[762711],[768825],[774448],[786906],[796295],[798019],[804621],[814010],[816522],[822297],[840941],[846464],[848306],[876284],[880755],[897470],[905457],[909928],[911503],[912204],[916407],[928865],[932003],[932140],[938254],[939978],[940766],[957018],[957645],[959168],[963027],[989070],[994593],[996435],[1019671],[1025194],[1027036],[1031542],[1031885],[1035023],[1055014],[1059485],[1061060],[1061761],[1062623],[1062760],[1073735],[1076386],[1078858],[1079152],[1081568],[1105759],[1111577],[1112204],[1113727],[1117586],[1143289],[1143916],[1145439],[1149298],[1151780],[1154495],[1155660],[1160018],[1160155],[1170789],[1175341],[1180864],[1187212],[1187555],[1190693],[1195112],[1202239],[1205267],[1207963],[1232019],[1232646],[1233090],[1235741],[1238213],[1238507],[1240923],[1256110],[1268213],[1270685],[1270979],[1273395],[1279734],[1281928],[1282555],[1284750],[1297586],[1299390],[1303404],[1304031],[1305554],[1309413],[1311895],[1314610],[1315775],[1320133],[1320270],[1323866],[1325589],[1331556],[1357484],[1361076],[1361370],[1362680],[1364611],[1367639],[1370335],[1384148],[1385952],[1395538],[1397174],[1397469],[1400497],[1403193],[1411581],[1411875],[1414184],[1427249],[1427876],[1429117],[1430971],[1433443],[1433737],[1436153],[1442492],[1444686],[1445313],[1447508],[1454696],[1455803],[1467245],[1482344],[1483980],[1484474],[1487384],[1489107],[1491518],[1493094],[1495074],[1504206],[1514055],[1514682],[1515923],[1521965],[1525952],[1527040],[1527667],[1527932],[1542023],[1544604],[1550569],[1557452],[1557746],[1559056],[1560692],[1560987],[1564015],[1566711],[1575099],[1575393],[1577702],[1584840],[1586554],[1597085],[1608527],[1612514],[1613602],[1614229],[1614672],[1617059],[1617454],[1618561],[1630003],[1633990],[1636615],[1643498],[1643792],[1645102],[1646738],[1648668],[1649531],[1651033],[1656293],[1656587],[1662475],[1677574],[1679704],[1686748],[1688324],[1689412],[1690304],[1699436],[1704395],[1706976],[1714124],[1718431],[1724109],[1725823],[1733989],[1734852],[1736354],[1741614],[1741908],[1744955],[1746669],[1755698],[1757200],[1764009],[1771053],[1772629],[1773717],[1774968],[1776111],[1776667],[1778381],[1783515],[1788912],[1800354],[1804341],[1806499],[1808023],[1808886],[1815942],[1821830],[1825817],[1836929],[1844142],[1849803],[1854110],[1855150],[1858089],[1859232],[1859788],[1861502],[1866636],[1869794],[1874101],[1879779],[1881493],[1888135],[1889659],[1890522],[1897578],[1898822],[1899150],[1900395],[1910380],[1912094],[1921123],[1922625],[1930670],[1941969],[1943471],[1958900],[1965020],[1965701],[1968155],[1974762],[1975752],[1977121],[1978850],[1979178],[1980423],[1993699],[1999360],[2003667],[2008789],[2017361],[2028533],[2032840],[2033880],[2038518],[2040232],[2047279],[2058509],[2060223],[2069252],[2080947],[2083844],[2089945],[2090875],[2093495],[2106979],[2107660],[2116721],[2119080],[2121137],[2144191],[2145181],[2146550],[2149852],[2155199],[2168789],[2173096],[2189794],[2192038],[2214045],[2223043],[2248585],[2249515],[2258636],[2260005],[2275361],[2277720],[2288887],[2313022],[2354284],[2369714],[2381134], [208408,874634],[261184,992265],[289148,1053364],[318902,1108539],[322732,874076],[354851,1178536],[359418,1189043],[364093,1196029],[388763,985444],[419066,1288495],[425927,1300366],[429757,1052806],[434807,1317805],[440191,1069634],[467155,868297],[484619,1391259],[501320,1418171],[509289,1171715],[515610,1441648],[519440,1188485],[524852,950528],[542528,1478065],[574044,1261461],[575768,1523988],[586743,1539614],[592606,1287937],[601008,1047027],[608507,1310984],[637655,1347507],[639379,1610550],[671523,1136799],[673098,1652731],[673799,1393507],[685786,1409109],[698996,1686360],[709326,1182706],[740499,1221104],[742074,1738052],[742775,1480313],[770549,1770665],[778954,1523071],[779297,1265562],[791997,1538995],[806196,1812086],[806897,1557025],[852812,1609633],[853155,1351608],[882330,1893722],[883031,1643071],[887390,1390342],[891270,1652112],[920913,1685443],[921256,1428320],[965509,1477148],[969389,1737433],[984518,1997139],[1000941,1769748],[1001284,1515126],[1006271,1520242],[1036947,1553860],[1040827,1811467],[1087907,1606804],[1107563,1877326],[1120068,1639906],[1123948,1893103],[1161941,1682614],[1163136,1684337],[1200308,1721656],[1233887,1996520],[1247262,1766919],[1248457,1768642],[1291450,1810388],[1329576,1846963],[1340688,1857335],[1354193,2103886],[1378012,1892024],[1443687,1954913],[1454301,1961927],[1471232,1977583],[1537064,2036065],[1574388,2070754],[1595583,2086171],[1666462,2147012],[1787410,2244811] ] cell #4032 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [292933],[356346],[405434],[431078],[457452],[485787],[506997],[515177],[543696],[567862],[571214],[575335],[591305],[598409],[634825],[638946],[659382],[664825],[668920],[690367],[694442],[698563],[714533],[732336],[737896],[763816],[765995],[770116],[774376],[793465],[797586],[802018],[803077],[818022],[823465],[835190],[842515],[848234],[867767],[872592],[875851],[878152],[879211],[901765],[907325],[916335],[917613],[933245],[935424],[939545],[947813],[951734],[959096],[962473],[983319],[985643],[990644],[996363],[997641],[1013920],[1021245],[1026964],[1037839],[1046497],[1051322],[1054581],[1056882],[1057941],[1069833],[1073663],[1080896],[1084817],[1095556],[1102372],[1106293],[1107976],[1113655],[1117032],[1120960],[1134084],[1138005],[1145367],[1148744],[1169590],[1171914],[1176915],[1182634],[1183912],[1192896],[1195466],[1207326],[1211156],[1218389],[1222310],[1229188],[1233018],[1240251],[1244172],[1254911],[1261660],[1265490],[1272723],[1276644],[1287383],[1294199],[1298120],[1299803],[1305482],[1308859],[1312787],[1321982],[1333276],[1335846],[1347706],[1351536],[1355268],[1357838],[1369698],[1373528],[1380761],[1384682],[1388126],[1390696],[1402556],[1406386],[1413619],[1417540],[1424418],[1428248],[1435481],[1439402],[1450141],[1463638],[1472861],[1474932],[1477502],[1485500],[1496794],[1499364],[1511224],[1515054],[1518358],[1529652],[1532222],[1544082],[1547912],[1551644],[1554214],[1566074],[1569904],[1577137],[1581058],[1590393],[1598777],[1603237],[1604920],[1626396],[1637690],[1640260],[1658868],[1668091],[1670162],[1672732],[1680730],[1692024],[1694594],[1706454],[1710284],[1719128],[1720546],[1727165],[1731126],[1758892],[1765035],[1782220],[1790604],[1795064],[1796747],[1818223],[1829517],[1832087],[1846158],[1848459],[1865341],[1876216],[1882835],[1905399],[1906817],[1913436],[1917397],[1945163],[1951306],[1963495],[1985427],[1986845],[1995715],[2024888],[2027189],[2054946],[2061565],[2101022],[2105454],[2128804],[2132924],[2165144],[2204477],[2234120],[2264094],[2327705],[2387863] ] cell #4033 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [163374],[208132],[231867],[235079],[257830],[261149],[288872],[292706],[292949],[296953],[318867],[345447],[351497],[354816],[356362],[359142],[359716],[364058],[371611],[385015],[388340],[403978],[405450],[418790],[425892],[431453],[431542],[434772],[439768],[448443],[455996],[457468],[463353],[470906],[484584],[486162],[486251],[492137],[496074],[501285],[505541],[507013],[508866],[515204],[515575],[522117],[533818],[542493],[544071],[544160],[550178],[558853],[561142],[566406],[567878],[573621],[575095],[575362],[575733],[582296],[586708],[589849],[591321],[597206],[598784],[598873],[604759],[608084],[625531],[633021],[637232],[638706],[638973],[639344],[643246],[654947],[657847],[657979],[659398],[663622],[665200],[665289],[668788],[668947],[673063],[673376],[680489],[685141],[689164],[690742],[690831],[696849],[698323],[698590],[698961],[705524],[707813],[713077],[714549],[730800],[735993],[737764],[737923],[742039],[742352],[756701],[762151],[762676],[764191],[764280],[768402],[769876],[770143],[770514],[774587],[778309],[784171],[791661],[795872],[797613],[797984],[801886],[802045],[806161],[806474],[813587],[816487],[816619],[818038],[822262],[823840],[823929],[824551],[833999],[840906],[842383],[842542],[846041],[848445],[852167],[866644],[867542],[871056],[874010],[875878],[876249],[878020],[878179],[882295],[882608],[887318],[900229],[905422],[907193],[907352],[911781],[914683],[916546],[917640],[920268],[926130],[931580],[932105],[933620],[933709],[937831],[939572],[939943],[940731],[940863],[947588],[951602],[951761],[954185],[956638],[959307],[965437],[982773],[984483],[985306],[985670],[989035],[990512],[990671],[994170],[996574],[997668],[1000296],[1012729],[1019636],[1021113],[1021272],[1024771],[1027175],[1029795],[1034988],[1035120],[1036875],[1038050],[1046272],[1049786],[1052740],[1054608],[1054979],[1056750],[1056909],[1061338],[1062200],[1062725],[1068711],[1069496],[1069860],[1073874],[1075757],[1084844],[1094365],[1105724],[1106161],[1106320],[1106918],[1108744],[1111197],[1113866],[1119996],[1121171],[1133859],[1137873],[1138032],[1140456],[1142909],[1145578],[1154460],[1159595],[1160120],[1163064],[1171577],[1171941],[1175306],[1176783],[1176942],[1180441],[1181951],[1182845],[1183939],[1188419],[1194483],[1196234],[1200236],[1207353],[1211367],[1218164],[1222178],[1222337],[1224714],[1228066],[1229215],[1231639],[1233229],[1235112],[1244199],[1248385],[1260538],[1261323],[1261687],[1263701],[1265701],[1267584],[1276671],[1279095],[1281548],[1287871],[1297988],[1298147],[1300571],[1303024],[1305693],[1310846],[1312998],[1323400],[1324960],[1336614],[1340616],[1346584],[1347369],[1347733],[1349747],[1351747],[1353850],[1356855],[1358606],[1369725],[1373739],[1384550],[1384709],[1389713],[1391464],[1392584],[1393369],[1402583],[1406597],[1408480],[1408969],[1417567],[1423296],[1424445],[1426459],[1428459],[1430342],[1439429],[1443615],[1453958],[1465056],[1466616],[1476519],[1478270],[1479390],[1480175],[1488478],[1500132],[1510102],[1511251],[1513265],[1515265],[1521336],[1522442],[1522931],[1532990],[1536992],[1544109],[1548123],[1553231],[1554982],[1556102],[1556887],[1566101],[1570115],[1581085],[1592625],[1595240],[1603264],[1607898],[1609004],[1609493],[1629374],[1639277],[1641028],[1642148],[1642933],[1660286],[1661846],[1673500],[1683708],[1684814],[1685303],[1695362],[1706481],[1710495],[1721027],[1731894],[1752740],[1768013],[1769119],[1769608],[1787067],[1795091],[1799725],[1821201],[1832855],[1839988],[1856706],[1876697],[1877186],[1918165],[1954284],[1970608],[1989545],[2035436],[2140037] ] cell #4034 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561293],[657405],[707964],[755621],[755854],[762078],[816045],[824702],[830800],[831033],[867399],[914834],[925050],[925283],[931507],[940289],[947445],[1009530],[1009763],[1034546],[1046129],[1055670],[1055903],[1062127],[1091166],[1091399],[1133716],[1135714],[1135947],[1150954],[1159522],[1181808],[1218021],[1220019],[1220252],[1260393],[1262666],[1263558],[1278950],[1295829],[1296062],[1346439],[1348712],[1349604],[1382391],[1382624],[1389707],[1392439],[1408474],[1423151],[1425424],[1426316],[1476513],[1479245],[1509957],[1512230],[1513122],[1522436],[1553225],[1554837],[1555957],[1592480],[1608998],[1624599],[1639271],[1640883],[1642003],[1683702],[1684808],[1721021],[1731749],[1752595],[1768007],[1769113],[1832710],[1839982],[1856700],[1876691],[1918020],[1954278],[1970602],[1989539],[2035430],[2140031], [163376,2235695],[208136,2332699],[231869,2166719],[235081,1960322],[257834,2415941],[261146,2421842],[288876,2269088],[292708,2072603],[292978,1838120],[296957,2471361],[318864,2496806],[345449,1924474],[351501,2358032],[354813,2363933],[356420,1953960],[359146,2181644],[359744,1960161],[364055,2546526],[371615,958316],[385019,979162],[388267,2568371],[403982,2236903],[405508,2026463],[418794,2041388],[425889,2444788],[431457,2069763],[431604,2070424],[434769,2283724],[439695,2612357],[448440,1080528],[456000,2303319],[457526,2102597],[463350,1102004],[470910,1112875],[473068,1372863],[484581,2334378],[486166,2137918],[486313,2138579],[492141,1144587],[496078,1921634],[501282,2152554],[505545,1165433],[507071,1936936],[508793,2522288],[515133,2179410],[515572,2179528],[521037,2667985],[533745,958083],[542490,2395243],[544075,2209471],[544222,2210132],[550105,978929],[558850,1239883],[561146,1243193],[566410,1250754],[567936,2015055],[573548,2422993],[575099,1787921],[575291,2242686],[575730,2242804],[582293,1272355],[586705,2039272],[589853,1283226],[591379,1545088],[597203,1293831],[598788,2053342],[598935,2054003],[604763,1304702],[606921,1569239],[608011,2281634],[624451,839184],[633025,1341879],[637159,2478041],[638710,1596094],[638902,2309102],[639341,2309220],[642166,860254],[654874,1112642],[657844,1372702],[659456,1898062],[663619,1380393],[665204,2127200],[665351,2127861],[667708,2502932],[667871,2333822],[673060,1911134],[673303,2339636],[680416,1144354],[685066,2150464],[689161,1413251],[690746,1415482],[690893,1674475],[696776,1165200],[698327,1942480],[698519,2163764],[698958,2163882],[705521,1435113],[707817,1438423],[713081,1445984],[714607,1707460],[715239,1709619],[718919,719998],[730804,1466292],[735990,1472493],[736684,2552045],[736847,2394687],[742036,1724863],[742279,2400501],[764195,1505397],[764342,2016985],[768329,1250521],[769880,1756209],[770072,2232740],[770511,2232858],[773478,2422897],[778234,2029145],[783091,1017914],[791665,1538255],[795799,1282993],[797542,1800825],[797981,1545980],[800381,1805763],[800806,1038984],[800969,2262297],[806158,2059263],[806401,2266912],[813514,1304469],[816484,1569078],[818096,1816426],[822259,1576769],[823844,1579000],[823991,1833830],[824555,1580079],[831879,2611226],[832042,2469565],[840903,1596755],[845968,1341646],[847336,2477945],[852092,1850415],[866648,1874612],[871060,1629050],[875807,2129279],[876246,1635251],[876940,1122105],[877103,2325908],[882292,1880533],[882535,2330523],[886186,1909044],[888348,889427],[888511,2131127],[900233,1661522],[905419,1667723],[906113,1152738],[906276,1671743],[911708,1415249],[914687,1678765],[915437,2357713],[920193,2169401],[933624,1700627],[933771,1938866],[937758,1445751],[939501,1955384],[939940,1708352],[940728,1709458],[948479,2544987],[949443,1201266],[949606,2386854],[954040,1464113],[956632,1724745],[964305,1722773],[966467,967546],[966630,2202680],[980008,2679608],[980171,2559895],[982777,1750665],[984480,1994453],[985529,2227944],[989032,1756870],[994097,1505164],[995465,2415622],[1000221,1999972],[1007460,2236584],[1010609,1274353],[1010772,1531233],[1019633,1788582],[1024698,1538022],[1026066,1542815],[1029799,1799401],[1034985,1805602],[1035743,2057173],[1049790,1820877],[1054537,2055421],[1054976,1827078],[1055833,1831098],[1061265,1578767],[1068566,1322457],[1069719,2294098],[1070461,1583504],[1071659,2471042],[1075751,1593860],[1082526,1092245],[1082689,2298460],[1089096,2303000],[1092408,1334857],[1103038,2624176],[1104002,1363638],[1104165,2488417],[1105721,1875273],[1106843,2108272],[1108599,1626871],[1111191,1880415],[1118864,1878443],[1131326,2135742],[1134750,1401289],[1135877,1907292],[1140311,1659343],[1142903,1911016],[1152901,2349351],[1154457,1922295],[1166279,1437111],[1166442,1693605],[1171800,2158968],[1175303,1943141],[1180368,1700394],[1181736,1705187],[1194477,1452578],[1196089,1719603],[1197984,1966313],[1206059,1219055],[1207212,2197908],[1209152,2390878],[1215631,2207295],[1220182,1987320],[1224565,2211042],[1227921,1485975],[1229074,2406720],[1229816,1743619],[1231014,2561372],[1231633,1994335],[1235106,1753975],[1241881,1251600],[1242044,2411082],[1251763,1498375],[1261546,2018712],[1263486,1784307],[1267578,1785687],[1274516,2432313],[1280923,2436853],[1281542,2039154],[1294865,1564807],[1295992,1813661],[1300426,1818698],[1303018,2059145],[1323251,2077944],[1324954,1844778],[1336469,1855282],[1338364,2090557],[1347592,2094846],[1349532,1867428],[1353844,2103657],[1356849,1615336],[1358461,1617191],[1360356,1869476],[1363801,1621834],[1368431,1381427],[1369584,2321136],[1371524,2492441],[1382554,1895297],[1391319,1905874],[1402442,2344579],[1404382,2511404],[1410861,2353966],[1415412,2156749],[1424304,1931350],[1426244,1687540],[1430336,1940246],[1437274,2531608],[1453952,1961698],[1464907,2194682],[1466610,1975398],[1478125,1985902],[1486769,1744719],[1487075,1745079],[1488472,1744601],[1492310,1494283],[1499987,1755830],[1501882,1999042],[1503380,2225115],[1505327,1760473],[1511110,2009469],[1513050,1771845],[1521330,2023508],[1532845,2034012],[1534740,2249197],[1543968,2253486],[1545908,2046158],[1565960,2454989],[1567900,2599466],[1578930,2074027],[1595234,2085942],[1603123,2092017],[1607892,2099642],[1616530,1616710],[1627665,1879543],[1627971,1879903],[1629368,1879425],[1633206,1635179],[1660137,2341353],[1661840,2144827],[1673355,2155331],[1695217,1942101],[1697112,2168471],[1698610,2371786],[1700557,1946744],[1706340,2178898],[1708280,1958116],[1729513,1975516],[1729819,1975876],[1755169,1755349],[1787061,2244582],[1794950,2250657],[1799719,2258282],[1819492,2058273],[1819798,2058633],[1821195,2058155],[1825033,1827006],[1836103,2465836],[1854621,1854801],[1915784,2144945],[1916090,2145305],[1928663,2355426],[1941440,1941620],[2033351,2033531],[2043922,2258400],[2044228,2258760],[2154670,2154850] ] cell #4035 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [185431],[232665],[270537],[289759],[310777],[333192],[349726],[355902],[379275],[398839],[401553],[404990],[417802],[423522],[453571],[457008],[474064],[478570],[481939],[499801],[503116],[506553],[519365],[535083],[539848],[562098],[563981],[567418],[570993],[587424],[590861],[594561],[595497],[607917],[612423],[622913],[629586],[634604],[651890],[656212],[658938],[660977],[661913],[681754],[686519],[694221],[695386],[708769],[710652],[714089],[721619],[725243],[732115],[735146],[754083],[756159],[760756],[765774],[766939],[781553],[788226],[793244],[802856],[810530],[814852],[817578],[819617],[820553],[831338],[834969],[841884],[845508],[855411],[861875],[865499],[866918],[872371],[875402],[878990],[891048],[894672],[901544],[904575],[923512],[925588],[930185],[935203],[936368],[944429],[946964],[958621],[962252],[969167],[972791],[979467],[983098],[990013],[993637],[1003540],[1010068],[1013699],[1020614],[1024238],[1034141],[1040605],[1044229],[1045648],[1051101],[1054132],[1057720],[1065912],[1077512],[1080047],[1091704],[1095335],[1098988],[1101523],[1113180],[1116811],[1123726],[1127350],[1130700],[1133235],[1144892],[1148523],[1155438],[1159062],[1165738],[1169369],[1176284],[1179908],[1189811],[1203405],[1212843],[1215005],[1217540],[1225267],[1236867],[1239402],[1251059],[1254690],[1257739],[1269339],[1271874],[1283531],[1287162],[1290815],[1293350],[1305007],[1308638],[1315553],[1319177],[1328941],[1337738],[1342184],[1343785],[1365777],[1377377],[1379912],[1398635],[1408073],[1410235],[1412770],[1420497],[1432097],[1434632],[1446289],[1449920],[1459154],[1460837],[1467794],[1472012],[1501256],[1507303],[1525317],[1534114],[1538560],[1540161],[1562153],[1573753],[1576288],[1590946],[1593570],[1611879],[1623595],[1630552],[1654384],[1656067],[1663024],[1667242],[1696486],[1702533],[1715428],[1739705],[1741388],[1751061],[1782773],[1785397],[1815422],[1822379],[1865894],[1871098],[1897058],[1901699],[1937332],[1981727],[2015451],[2049828],[2123686],[2193657] ] cell #4036 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4037 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4038 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4039 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4040 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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1534816,2432317],[1545912,2046162],[1556808,1813733],[1563691,2271399],[1567904,2599465],[1600430,2090647],[1607964,2099646],[1608382,2094918],[1621906,1624297],[1629440,1879429],[1629858,2321208],[1633210,1635183],[1642854,1895369],[1661912,2144831],[1662330,2344651],[1665682,2345639],[1673359,2155335],[1675326,2156821],[1684192,1933378],[1692571,2168561],[1695221,1942105],[1697188,2531612],[1708284,1958120],[1726261,1976220],[1745423,1747107],[1760545,1762936],[1760963,2226153],[1768497,2011497],[1792257,2249287],[1799791,2258286],[1800209,2253558],[1803561,2441139],[1821267,2058159],[1821685,2455061],[1825037,1827010],[1834681,2074099],[1857190,2093055],[1880247,1881931],[1912532,2145649],[1925970,2354056],[1946816,1949207],[1947234,2372824],[1954768,2180926],[2035920,2251695],[2040670,2259104],[2058977,2060661],[2074517,2285122],[2153952,2157239] ] cell #4041 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[1631723,2112722],[1633233,2323509],[1635206,1884708],[1640910,2122543],[1642845,1895778],[1651022,2135779],[1662321,2145640],[1664195,2345602],[1673382,2349569],[1675317,2157230],[1695244,2531826],[1697179,2658578],[1708307,2183703],[1724098,2194719],[1731776,2200281],[1736343,2207332],[1744899,1744944],[1755543,1999296],[1755857,1999521],[1757189,1999079],[1760954,1762927],[1787255,2429646],[1788901,2249234],[1800200,2259095],[1821676,2058968],[1823550,2271362],[1825060,2457362],[1827033,2063438],[1832737,2281183],[1834672,2074508],[1854995,2090811],[1855309,2091036],[1879723,1879768],[1910369,2341390],[1918047,2346952],[1922614,2354003],[1941814,2168725],[1942128,2168950],[1943460,2168508],[1947225,1949198],[1958143,2541747],[1975696,1975741],[2033725,2249451],[2034039,2249676],[2046185,2442452],[2058453,2058498],[2145125,2145170],[2155044,2354220],[2155358,2354445],[2258580,2258625] ] cell #4042 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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599506],[1597142,2090597],[1600842,2090599],[1608376,2100458],[1617202,1871867],[1618618,1869516],[1622318,1624291],[1627258,1879485],[1629852,1880241],[1633217,2324491],[1635190,1884776],[1640894,2124455],[1642848,1895781],[1651090,2135782],[1659730,2341393],[1662324,2145643],[1673366,2349637],[1675320,2157233],[1692983,2168513],[1695228,2531894],[1697182,2658574],[1708291,2183771],[1729106,1975458],[1731760,2201263],[1736411,2207335],[1755841,2001433],[1757257,1999082],[1760957,1762930],[1788969,2249237],[1792669,2249239],[1800203,2259098],[1819085,2058215],[1821679,2058971],[1825044,2458344],[1827017,2063506],[1832721,2283095],[1834675,2074511],[1851876,1855293],[1915377,2144887],[1918031,2347934],[1922682,2354006],[1926382,2354008],[1942112,2170862],[1943528,2168511],[1947228,1949201],[1958127,2378900],[2030606,2034023],[2043515,2258342],[2046169,2257771],[2151925,2155342] ] cell #4043 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4044 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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[323183,874739],[393183,992271],[430208,1053469],[467644,1108545],[472479,1115553],[513709,1178542],[519891,1189148],[525341,1196035],[555291,1235518],[593057,1288600],[601497,1300372],[606332,1307380],[612927,1317811],[619140,1325366],[651061,1109298],[672012,1391265],[692360,1418177],[701962,1430748],[709815,1441654],[714650,1448662],[720790,1199028],[740988,1478071],[777780,1521742],[779786,1523994],[792706,1539620],[799792,1548770],[809701,1301125],[818700,1572404],[851638,1608304],[853644,1610556],[890219,1394258],[891979,1652737],[892765,1653612],[906515,1669076],[921745,1686366],[933945,1442407],[968338,1481064],[970098,1738058],[970884,1738933],[1001773,1770671],[1011011,1780055],[1011401,1525867],[1025639,1795472],[1041536,1812092],[1042322,1812967],[1092647,1863176],[1093037,1612429],[1124657,1893728],[1125443,1894603],[1130260,1650560],[1134323,1903084],[1166681,1934614],[1167071,1688239],[1214565,1735881],[1218628,1983112],[1234596,1997145],[1252002,2012733],[1252392,1772544],[1257791,1777408],[1290375,1809915],[1294438,2051213],[1343837,1860529],[1364040,2110966],[1376937,1891551],[1381000,2125071],[1420549,1931967],[1421740,1933574],[1460397,1969007],[1493856,2217249],[1507355,2010086],[1508546,2011693],[1552249,2050223],[1590998,2084151],[1601679,2093251],[1615028,2310922],[1638295,2124081],[1703776,2181122],[1714480,2187694],[1730267,2200889],[1793506,2251891],[1830122,2282721],[1850159,2296012],[1916538,2347560],[2028889,2429865] ] cell #4045 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [163593],[208462],[224543],[232086],[235085],[257870],[261552],[280283],[289202],[292925],[292952],[296993],[318917],[341163],[344845],[351537],[355219],[356365],[359472],[359713],[364108],[371651],[385055],[388343],[404018],[404729],[405453],[414062],[425942],[431493],[431539],[435175],[439771],[448493],[456036],[456747],[457471],[463403],[470946],[484634],[485422],[486202],[486248],[492177],[495465],[505581],[506292],[507016],[508869],[515195],[515625],[522120],[533821],[542543],[543331],[544111],[544157],[550181],[558903],[561182],[566446],[567157],[567881],[573624],[574486],[575353],[575783],[582346],[589889],[591324],[597256],[598044],[598824],[598870],[604799],[608087],[625534],[633061],[637235],[638097],[638964],[639394],[643249],[650776],[654950],[657897],[658058],[659401],[663672],[664460],[665240],[665286],[668791],[668861],[668938],[673379],[680492],[689214],[690782],[690828],[696852],[697714],[698581],[699011],[705574],[707853],[713117],[714552],[731791],[736043],[737767],[737837],[737914],[742355],[750728],[754980],[756704],[762154],[762771],[764231],[764277],[768405],[769267],[770134],[770564],[774590],[784174],[791701],[795875],[797604],[798034],[801889],[801959],[802036],[806477],[813590],[816537],[816698],[818041],[822312],[823880],[823926],[824591],[834002],[841951],[842386],[842533],[846044],[848448],[861942],[866035],[867545],[872047],[874016],[875869],[876299],[878023],[878093],[878170],[882611],[901220],[905472],[907196],[907343],[911784],[914723],[916549],[917554],[917631],[926133],[931583],[932200],[933660],[933706],[937834],[939563],[939993],[940781],[940942],[947591],[951605],[951675],[951752],[954188],[957747],[959310],[975034],[978593],[985312],[985661],[990080],[990515],[990662],[994173],[996577],[997582],[997659],[1012732],[1020681],[1021116],[1021263],[1024774],[1027178],[1030786],[1035038],[1035199],[1038053],[1046275],[1050777],[1052746],[1054599],[1055029],[1056753],[1056900],[1061341],[1062203],[1062820],[1067594],[1068714],[1069502],[1069851],[1073877],[1075828],[1084758],[1084835],[1094368],[1097304],[1106164],[1106311],[1108747],[1112306],[1113869],[1121174],[1133862],[1137876],[1138023],[1140459],[1144018],[1145581],[1155505],[1159598],[1160215],[1171583],[1171932],[1176351],[1176786],[1176933],[1180444],[1181954],[1182848],[1183853],[1183930],[1188425],[1193448],[1194554],[1196237],[1205087],[1207344],[1211370],[1218167],[1222181],[1222328],[1228069],[1229206],[1233232],[1235183],[1244190],[1260541],[1261329],[1261678],[1263704],[1265704],[1267655],[1276585],[1276662],[1279098],[1282657],[1287877],[1297991],[1298138],[1300574],[1304133],[1305696],[1310852],[1313001],[1325031],[1333828],[1336617],[1346587],[1347375],[1347724],[1349750],[1351750],[1356926],[1358609],[1369716],[1373742],[1384553],[1384700],[1389784],[1391467],[1392587],[1393375],[1400317],[1402574],[1406600],[1408551],[1408975],[1417558],[1423299],[1424436],[1426462],[1428462],[1430413],[1439420],[1466687],[1476590],[1478273],[1479393],[1480181],[1488549],[1500135],[1510105],[1511242],[1513268],[1515268],[1521407],[1522513],[1522937],[1530204],[1532993],[1544100],[1548126],[1553302],[1554985],[1556105],[1556893],[1566092],[1570118],[1581076],[1592628],[1603255],[1607969],[1609075],[1609499],[1629445],[1639348],[1641031],[1642151],[1642939],[1661917],[1673503],[1683779],[1684885],[1685309],[1695365],[1706472],[1710498],[1721098],[1731897],[1752743],[1768084],[1769190],[1769614],[1795082],[1799796],[1821272],[1832858],[1840059],[1856777],[1876768],[1877192],[1918168],[1954355],[1970679],[1989616],[2035507],[2140108] ] cell #4046 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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05],[1478128,1985905],[1487067,1747106],[1488543,1744604],[1492313,1494286],[1497340,1755045],[1499990,1755833],[1503372,2226152],[1505319,1760544],[1511102,2011496],[1513053,1771848],[1521401,2023511],[1530198,2244585],[1532848,2034015],[1543960,2253557],[1545911,2046161],[1563690,2058162],[1565952,2455060],[1567903,2599464],[1578922,2074098],[1600429,1854497],[1603115,2093054],[1607963,2099645],[1627963,1881930],[1629439,1879428],[1633209,1635182],[1661911,2144830],[1665681,2144834],[1673358,2155334],[1692570,1941316],[1695220,1942104],[1698602,2372823],[1700549,1946815],[1706332,2180925],[1708283,1958119],[1726260,1729811],[1792256,2033227],[1794942,2251694],[1799790,2258285],[1803560,2258289],[1819790,2060660],[1821266,2058158],[1825036,1827009],[1836095,2285121],[1912531,1916082],[1925969,2154546],[1928655,2153951],[2040669,2044220] ] cell #4047 : |C| = 1024 W-rep = phi[512,12]+phi[512,11] special rep = phi[512,11] , dim = 512 orbit = A4+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 512 512 tau_infinity subcells with 2 member(s) subcells = [ [167455,668550],[196755,737526],[225575,801648],[244953,842145],[263017,877782],[277495,906955],[279243,1155699],[279438,911583],[282310,917243],[299379,951364],[304227,957026],[321925,990274],[325511,997271],[338620,1020875],[341689,1281936],[343639,1030999],[347247,1037738],[356684,1056512],[358432,1315814],[358627,1061140],[361748,1066370],[372211,840371],[374037,1084447],[387441,1105923],[392289,1111585],[396360,1120859],[406404,1137635],[411252,1143297],[414691,1153925],[421064,917372],[425071,1429156],[425266,1170869],[428950,1176545],[432019,1444694],[432536,1183542],[433969,1186669],[437029,1192132],[446133,1203863],[451253,1211055],[458422,1221940],[461043,1225725],[466208,1232027],[471506,988500],[473332,1243802],[476112,997400],[480119,1515962],[480314,1256190],[482274,1258197],[487439,1527048],[492737,1019101],[494563,1276274],[502515,1550608],[504244,1298611],[507967,1297750],[508371,1298847],[512815,1303412],[516254,1314040],[516886,1312686],[521879,1065680],[531079,1332512],[533620,1335393],[537349,1084576],[540183,1344243],[545348,1613610],[547439,1354504],[549050,1356279],[553757,1105189],[556543,1366235],[561663,1373427],[561708,1372537],[563380,1636654],[565109,1385173],[568832,1384312],[569236,1385409],[570882,1387362],[572493,1649570],[577200,1396604],[579986,1399093],[585106,1406285],[592275,1417170],[593285,1679291],[593956,1420046],[594896,1420955],[595057,1428063],[600061,1427257],[605359,1174771],[607185,1439032],[609965,1183671],[614167,942042],[621382,1718470],[622312,1459612],[625293,1203173],[627380,1465371],[628053,1206167],[629921,1468252],[632512,1222801],[634493,1474168],[636104,1734891],[640811,1483410],[643008,1225035],[644105,1486154],[644776,1226909],[652208,1496030],[653819,1497805],[654749,1498911],[658478,1243931],[658526,1243068],[659701,1763596],[660372,1506852],[661312,1507761],[661473,1514869],[666477,1514063],[669647,1776254],[670318,1519878],[677750,1528888],[680291,1531769],[684020,1276403],[686854,1540619],[691974,1547811],[692019,1805437],[693013,1806152],[693142,1550524],[694110,1550880],[694897,1558589],[695721,1552655],[700428,1297016],[703214,1562611],[708334,1569803],[708379,1568913],[711780,1057373],[715503,1580688],[715907,1064081],[722977,1843729],[723648,1589416],[723967,1589629],[725578,1591404],[729917,1334703],[730118,1079509],[732004,1598013],[733615,1854149],[734545,1600894],[734706,1351351],[738623,1859375],[739294,1606440],[747814,1355589],[747943,1099865],[752552,1874140],[753482,1622370],[756463,1365545],[757560,1627050],[758231,1367419],[758550,1628129],[759223,1368539],[761091,1631010],[764566,1887788],[764695,1636570],[765663,1636926],[766450,1644635],[767274,1638701],[771981,1383578],[775284,1900048],[775413,1649486],[780952,1654842],[783933,1398403],[786020,1660601],[786693,1401397],[788561,1663482],[791152,1138496],[793133,1669398],[794744,1921162],[795674,1672279],[799403,1417299],[799451,1678640],[800639,1679924],[802745,1681384],[803416,1422139],[810848,1691260],[812459,1693035],[813389,1694141],[817118,1439161],[817166,1438298],[819012,1183366],[819952,1702991],[820113,1182449],[825072,1710183],[825117,1709293],[827783,1961544],[827855,1713357],[832721,1965354],[832850,1718386],[833761,1458922],[834858,1719782],[837273,1473812],[840170,1205892],[843242,1974349],[843913,1728685],[844232,1728898],[844903,1470556],[845019,1481877],[845843,1730673],[849142,1980076],[849271,1734807],[854810,1740163],[859008,1226634],[863233,1993286],[863904,1749531],[864223,1749744],[864896,1492418],[865834,1751519],[869133,1497115],[869262,1237744],[870173,1498221],[870374,1238864],[872260,1758128],[873871,2003706],[876773,1764229],[878879,1765689],[879550,1508945],[888181,1776887],[893077,1266222],[893396,1781456],[895007,1783231],[899346,1531079],[899547,1271336],[901433,1789840],[903044,2032879],[903974,1792721],[904135,1265305],[908052,2038105],[908723,1798267],[909042,1798480],[909715,1542923],[922911,1814197],[925892,1561921],[926989,1818877],[927660,1563795],[927979,1819956],[928652,1564915],[930520,1822837],[934124,1311564],[935092,1828753],[935879,1311428],[936703,1830528],[937633,1831634],[941362,1580817],[941410,1579954],[944113,2077831],[944187,1583964],[944388,1839840],[946426,1588194],[949276,1844362],[953873,1604114],[955066,2085788],[955138,1849036],[960004,2089598],[960133,1854065],[961044,1600204],[961173,1339735],[962141,1855461],[962812,1602078],[966300,1860008],[971196,1352268],[971515,1864577],[973126,1866352],[975912,2103503],[975984,1869027],[980850,2107313],[980979,1874056],[981890,1621680],[982091,1361727],[982987,1875452],[987146,1367144],[988299,1368264],[991371,2116308],[992042,1884355],[993972,1886343],[1002939,1895833],[1006585,1899628],[1011580,1395207],[1012491,1654152],[1013588,1906053],[1015199,1907828],[1016003,1387006],[1018900,1401122],[1021972,2143778],[1022643,1914956],[1022962,1915169],[1023633,1665786],[1023749,1395071],[1024573,1916944],[1027872,2149505],[1028001,1921078],[1028912,1671589],[1029113,1412232],[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] cell #4048 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762818],[874024],[932247],[985320],[992174],[1052754],[1062867],[1069510],[1108374],[1160262],[1171591],[1178445],[1188433],[1195864],[1235161],[1261337],[1287885],[1300201],[1310860],[1317714],[1325009],[1347383],[1391094],[1393383],[1408983],[1418080],[1430391],[1441483],[1477900],[1480189],[1521385],[1522945],[1523823],[1539449],[1556901],[1572047],[1607947],[1609507],[1610385],[1642947],[1652566],[1653255],[1668414],[1685317],[1686195],[1737887],[1738576],[1769622],[1770500],[1777836],[1779393],[1811921],[1812610],[1860957],[1862514],[1877200],[1893557],[1894246],[1901297],[1932395],[1933952],[1981325],[1996974],[2010514],[2012071],[2049426],[2050651],[2084579],[2110304],[2123284],[2124509],[2161152],[2193255],[2201317],[2210710],[2230128],[2283149],[2290143],[2301573],[2347988],[2376799],[2389361],[2435426],[2509887], 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] cell #4049 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4050 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4051 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4052 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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99112],[1974692,2391710],[1976978,2393255],[1980377,2395709],[1989881,1993541],[1989972,1990203],[1992635,2404380],[1993629,2405114],[1999286,2003189],[1999792,2219982],[2003524,2412024],[2032362,2249441],[2032697,2433255],[2038360,2441283],[2038448,2437685],[2058908,2062841],[2065798,2277242],[2069109,2460703],[2086736,2296491],[2089899,2475279],[2091307,2300190],[2104227,2104451],[2107614,2487159],[2112903,2116563],[2112994,2113225],[2116651,2493273],[2118937,2494818],[2140695,2342185],[2144033,2345783],[2144121,2512236],[2146407,2513781],[2149806,2516235],[2168715,2172618],[2169221,2366653],[2172953,2532550],[2199203,2199434],[2219610,2219834],[2222997,2565609],[2245376,2430344],[2248539,2582304],[2249947,2434043],[2259862,2589963],[2271543,2275203],[2271634,2271865],[2275291,2600298],[2277577,2601843],[2299818,2300042],[2345874,2346105],[2354716,2519934],[2366281,2366505],[2369668,2659276],[2380991,2666935],[2433671,2433895],[2441374,2441605],[2519562,2519786] ] cell #4053 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [292961],[356403],[405491],[431084],[457509],[485793],[507054],[515172],[543702],[567919],[571220],[575330],[591362],[598415],[634831],[638941],[659439],[664831],[668915],[690373],[694448],[698558],[714590],[732342],[737891],[763822],[766001],[770111],[774371],[793471],[797581],[802013],[803083],[818079],[823471],[835196],[842510],[848229],[867773],[872598],[875846],[878147],[879217],[901771],[907320],[916330],[917608],[933251],[935430],[939540],[947819],[951729],[959091],[962479],[983325],[985638],[990639],[996358],[997636],[1013926],[1021240],[1026959],[1037834],[1046503],[1051328],[1054576],[1056877],[1057947],[1069828],[1073658],[1080902],[1084812],[1095562],[1102378],[1106288],[1107909],[1113650],[1117038],[1120955],[1134090],[1138000],[1145362],[1148750],[1169596],[1171909],[1176910],[1182629],[1183907],[1192891],[1195399],[1207321],[1211151],[1218395],[1222305],[1229183],[1233013],[1240257],[1244167],[1254917],[1261655],[1265485],[1272729],[1276639],[1287389],[1294205],[1298115],[1299736],[1305477],[1308865],[1312782],[1321782],[1333271],[1335779],[1347701],[1351531],[1355263],[1357771],[1369693],[1373523],[1380767],[1384677],[1388121],[1390629],[1402551],[1406381],[1413625],[1417535],[1424413],[1428243],[1435487],[1439397],[1450147],[1463438],[1472867],[1474927],[1477435],[1485300],[1496789],[1499297],[1511219],[1515049],[1518158],[1529647],[1532155],[1544077],[1547907],[1551639],[1554147],[1566069],[1569899],[1577143],[1581053],[1590388],[1598772],[1603232],[1604720],[1626196],[1637685],[1640193],[1658668],[1668097],[1670157],[1672665],[1680530],[1692019],[1694527],[1706449],[1710279],[1718928],[1720541],[1726965],[1731059],[1758887],[1764835],[1782215],[1790599],[1795059],[1796547],[1818023],[1829512],[1832020],[1845958],[1848392],[1865336],[1876211],[1882635],[1905199],[1906812],[1913236],[1917330],[1945158],[1951106],[1963428],[1985227],[1986840],[1995515],[2024688],[2027122],[2054941],[2061365],[2100822],[2105387],[2128799],[2132857],[2164944],[2204410],[2233920],[2264027],[2327638],[2387796] ] cell #4054 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [825539],[934806],[1012262],[1055488],[1093898],[1135532],[1167932],[1181350],[1219837],[1253253],[1258034],[1263100],[1285725],[1295647],[1344080],[1349146],[1375247],[1382209],[1387808],[1415067],[1420792],[1425858],[1448483],[1468089],[1474614],[1504982],[1507598],[1512664],[1518070],[1540456],[1545522],[1551326],[1552492],[1571623],[1578585],[1591241],[1598459],[1604632],[1625795],[1630847],[1634793],[1637372],[1638538],[1663319],[1669844],[1680442],[1681830],[1700212],[1702828],[1707894],[1716497],[1720228],[1726877],[1730510],[1751356],[1753708],[1758574],[1764747],[1766135],[1783068],[1790286],[1796459],[1808255],[1817622],[1822674],[1826620],[1829199],[1830365],[1842591],[1845870],[1852176],[1855907],[1866189],[1872167],[1875898],[1877557],[1882547],[1886180],[1889891],[1902768],[1906499],[1913148],[1916781],[1937627],[1939979],[1944845],[1951018],[1952406],[1961834],[1963635],[1973211],[1976490],[1982796],[1986527],[1992148],[1995427],[2001733],[2005464],[2015746],[2021321],[2024600],[2030906],[2034637],[2044919],[2050897],[2054628],[2056287],[2061277],[2064910],[2068621],[2077773],[2086078],[2087879],[2097455],[2100734],[2103793],[2105594],[2115170],[2118449],[2124755],[2128486],[2131263],[2133064],[2142640],[2145919],[2152225],[2155956],[2161577],[2164856],[2171162],[2174893],[2185175],[2194511],[2201563],[2202816],[2204617],[2210871],[2219176],[2220977],[2230553],[2233832],[2236413],[2244718],[2246519],[2256095],[2259374],[2262433],[2264234],[2273810],[2277089],[2283395],[2287126],[2293231],[2298596],[2301998],[2302829],[2317739],[2326044],[2327845],[2341182],[2348234],[2349487],[2351288],[2357542],[2365847],[2367648],[2377224],[2380503],[2385959],[2386990],[2390707],[2393462],[2411218],[2415451],[2427084],[2432449],[2435851],[2436682],[2451592],[2459897],[2461698],[2470871],[2472315],[2482132],[2488553],[2492270],[2506485],[2507516],[2511233],[2513988],[2531744],[2535977],[2544178],[2555598],[2556629],[2561201],[2577896],[2579340],[2595578],[2599295],[2621097],[2623367],[2635818],[2637845],[2654868],[2675287],[2689479],[2704107],[2733407],[2760886] ] cell #4055 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [763684],[874966],[914176],[933113],[942323],[985406],[993146],[1033705],[1053696],[1063733],[1063871],[1069596],[1108430],[1150831],[1158571],[1171677],[1179417],[1182182],[1189375],[1190255],[1195920],[1207089],[1228951],[1234889],[1261423],[1262543],[1263932],[1278781],[1300257],[1310946],[1311178],[1318686],[1324737],[1336300],[1347469],[1348589],[1349978],[1358292],[1369461],[1373076],[1391150],[1392270],[1393469],[1393701],[1402319],[1408257],[1424181],[1425301],[1426690],[1430119],[1441018],[1441539],[1452714],[1466393],[1477956],[1479076],[1480275],[1480507],[1488255],[1499818],[1503257],[1503489],[1510987],[1512107],[1513496],[1521113],[1522219],[1523358],[1523879],[1532676],[1543845],[1546354],[1554668],[1555788],[1556987],[1557219],[1565837],[1569452],[1571775],[1593996],[1603000],[1607675],[1608781],[1609920],[1610441],[1615472],[1624476],[1629151],[1632516],[1633037],[1635625],[1640714],[1641834],[1643033],[1643265],[1647944],[1648004],[1648092],[1652983],[1661623],[1673186],[1675505],[1675737],[1683485],[1684591],[1685730],[1686251],[1695048],[1698487],[1698719],[1706217],[1708726],[1709832],[1726640],[1731580],[1733265],[1733325],[1733413],[1738304],[1747486],[1752426],[1753478],[1754111],[1760256],[1763115],[1763347],[1767790],[1768896],[1770035],[1770556],[1775603],[1785823],[1794827],[1799502],[1801747],[1802268],[1805976],[1807299],[1807359],[1807447],[1812338],[1820978],[1824343],[1824864],[1827452],[1832541],[1834860],[1835092],[1835980],[1836212],[1842361],[1844914],[1852189],[1852523],[1852671],[1856483],[1858724],[1872180],[1876474],[1877987],[1882310],[1886729],[1887250],[1888935],[1888995],[1889083],[1893974],[1912911],[1917851],[1919536],[1919684],[1924575],[1928540],[1928772],[1930162],[1931068],[1931156],[1939749],[1940382],[1946527],[1949386],[1949618],[1954061],[1956306],[1956827],[1957426],[1957947],[1964065],[1967431],[1967491],[1967579],[1969735],[1972443],[1973698],[1988672],[1991380],[1997949],[2001746],[2002080],[2002228],[2006040],[2008281],[2009187],[2009275],[2021091],[2023644],[2030919],[2031253],[2031401],[2035213],[2037454],[2041049],[2045468],[2045989],[2048478],[2056717],[2061040],[2065459],[2065980],[2067032],[2067665],[2067813],[2072704],[2073810],[2078804],[2079515],[2080321],[2083336],[2085047],[2091735],[2091823],[2097225],[2099778],[2102762],[2109390],[2109538],[2111694],[2114402],[2115657],[2122336],[2133494],[2135297],[2136860],[2137008],[2139164],[2141872],[2143127],[2148441],[2152238],[2156532],[2167378],[2171175],[2171509],[2171657],[2175469],[2176982],[2177710],[2178616],[2178704],[2187904],[2188536],[2189567],[2195542],[2197059],[2200074],[2205047],[2206850],[2208413],[2208561],[2212613],[2213419],[2216434],[2218145],[2224921],[2238155],[2238961],[2239749],[2240386],[2241976],[2243687],[2250375],[2250463],[2252619],[2255327],[2266467],[2268030],[2268178],[2270334],[2273042],[2274297],[2280976],[2290857],[2296222],[2297885],[2304571],[2305377],[2306165],[2306802],[2308392],[2311764],[2312795],[2320287],[2323302],[2330078],[2331641],[2331789],[2335207],[2336238],[2336949],[2342213],[2343730],[2346745],[2348456],[2355232],[2359284],[2360090],[2360878],[2361515],[2363105],[2364816],[2371592],[2390075],[2396072],[2397103],[2397814],[2403479],[2410507],[2417193],[2417999],[2418787],[2419424],[2421014],[2424710],[2425342],[2430075],[2431738],[2439230],[2442245],[2445617],[2446648],[2447359],[2454140],[2457155],[2465642],[2471902],[2477479],[2479758],[2480390],[2489359],[2491638],[2497635],[2498666],[2499377],[2510601],[2517629],[2524005],[2524637],[2531033],[2538525],[2541540],[2546723],[2551858],[2562232],[2570088],[2570720],[2584504],[2586783],[2598663],[2605691],[2610320],[2616993],[2625912],[2645525],[2663755],[2671159],[2678702],[2697733],[2739652] ] cell #4056 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4057 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762854],[874021],[932283],[985317],[992173],[1052751],[1062903],[1069507],[1108373],[1160298],[1171588],[1178444],[1188430],[1195863],[1235160],[1261334],[1287882],[1300200],[1310857],[1317713],[1325008],[1347380],[1391093],[1393380],[1408980],[1418079],[1430390],[1441482],[1477899],[1480186],[1521384],[1522942],[1523822],[1539448],[1556898],[1572046],[1607946],[1609504],[1610384],[1642944],[1652565],[1653254],[1668413],[1685314],[1686194],[1737886],[1738575],[1769619],[1770499],[1777835],[1779392],[1811920],[1812609],[1860956],[1862513],[1877197],[1893556],[1894245],[1901296],[1932394],[1933951],[1981324],[1996973],[2010513],[2012070],[2049425],[2050650],[2084578],[2110303],[2123283],[2124508],[2161151],[2193254],[2201316],[2210709],[2230127],[2283148],[2290142],[2301572],[2347987],[2376798],[2389360],[2435425],[2509886], 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5,2521316],[1933439,2360019],[1935265,2164296],[1939553,2365447],[1945762,2529319],[1945841,2752470],[1972785,2392049],[1975930,2392051],[1982549,2399523],[1990462,2213348],[1991722,2211502],[1994867,1996698],[1999331,2219557],[2001486,2220097],[2004561,2567738],[2006460,2223944],[2011558,2417928],[2013384,2233272],[2020895,2426684],[2028504,2580084],[2030659,2434158],[2040731,2586068],[2042557,2443487],[2058687,2452225],[2060722,2710041],[2062548,2787808],[2073124,2464665],[2090846,2299765],[2093116,2477408],[2097029,2481732],[2113484,2320216],[2114744,2318370],[2117889,2119720],[2142214,2512575],[2145359,2512577],[2151978,2520049],[2168760,2366228],[2170915,2366768],[2173990,2661405],[2175889,2370615],[2180987,2538454],[2182813,2379943],[2196988,2199693],[2249486,2433618],[2251756,2584433],[2255669,2588757],[2258814,2588759],[2272124,2454069],[2273384,2452223],[2276529,2278360],[2286223,2607137],[2343659,2346364],[2354255,2519509],[2356525,2519075],[2439159,2441864] ] cell #4058 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [393669],[472650],[514195],[556423],[560788],[606503],[613413],[622192],[652686],[692846],[703094],[707459],[714821],[724445],[756338],[780832],[799963],[811326],[819832],[824197],[833636],[854690],[893874],[894887],[906751],[914329],[925767],[935570],[942931],[971993],[973006],[1011247],[1012366],[1014066],[1026527],[1044444],[1056387],[1092883],[1094002],[1095702],[1127565],[1129202],[1135211],[1137510],[1150159],[1166917],[1169736],[1213507],[1219516],[1221815],[1252238],[1255057],[1256888],[1261871],[1295326],[1297625],[1326323],[1342934],[1347917],[1364276],[1381888],[1384187],[1386561],[1419646],[1424629],[1457197],[1473367],[1489841],[1494744],[1506452],[1511435],[1519478],[1550079],[1587749],[1589016],[1606040],[1619955],[1623804],[1636125],[1649041],[1717941],[1728285],[1734362],[1743239],[1747864],[1749131],[1797867],[1840634],[1853620],[1873611],[1883955],[1914556],[1920633],[1971254],[1990191],[2003177],[2032350],[2062685],[2113213],[2140683],[2172606],[2199422],[2271853],[2346093],[2441593] ] cell #4059 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4060 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4061 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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[473073,1116296],[560712,1242763],[606926,1308123],[651589,1366131],[657370,1372264],[707383,1437993],[715244,1449405],[721318,1459508],[755819,1496568],[800386,1549513],[810229,1562507],[816010,1568640],[824121,1579649],[830998,1590167],[866961,1365962],[890747,1654738],[914253,1678335],[925248,1691798],[934473,1702887],[940254,1709020],[947007,1459339],[968866,1740059],[1009728,1781994],[1011929,1783127],[1026383,1796131],[1034511,1805164],[1045691,1562338],[1055868,1829291],[1091364,1865115],[1093565,1866248],[1133278,1654569],[1135067,1903743],[1135912,1906591],[1150919,1919153],[1167599,1937686],[1181370,1702718],[1217583,1739890],[1219372,1983771],[1220217,1986619],[1252920,2015805],[1262631,2022271],[1263120,1782958],[1278248,2036428],[1295182,2051872],[1296027,2054720],[1348677,2098405],[1349166,1866079],[1381744,2125730],[1382589,2128578],[1387828,1901742],[1391737,2134058],[1425389,2162527],[1425878,1937517],[1474634,1981770],[1478543,2205611],[1494600,2217908],[1512195,2231503],[1512684,2015636],[1518211,2019852],[1551346,2049871],[1555255,2265228],[1604773,2095986],[1624564,2316928],[1637392,2123729],[1641301,2328839],[1680583,2160108],[1681850,2161597],[1720248,2193700],[1751893,2406998],[1764888,2229084],[1766155,2230573],[1808396,2264366],[1846011,2294376],[1855927,2302018],[1868371,2484635],[1890032,2327977],[1952426,2377244],[1962628,2383072],[1976631,2393594],[2034657,2435871],[2068762,2461830],[2086872,2472755],[2146060,2514120],[2245512,2579780] ] cell #4062 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561966],[658207],[692277],[708637],[755938],[762924],[799132],[816847],[825375],[831117],[867455],[906430],[913416],[925367],[932353],[941091],[942345],[947501],[958400],[979246],[984861],[1009847],[1010926],[1026194],[1046185],[1055987],[1062973],[1063810],[1069051],[1080584],[1091483],[1092562],[1102060],[1112959],[1133772],[1134878],[1136031],[1144671],[1150286],[1165517],[1166596],[1171132],[1181864],[1182053],[1190181],[1192531],[1206544],[1218077],[1219183],[1220336],[1228406],[1239939],[1243277],[1250838],[1251917],[1260878],[1261998],[1263614],[1263803],[1272411],[1283310],[1293887],[1294993],[1296146],[1304786],[1310401],[1311034],[1332911],[1341963],[1346924],[1348044],[1349660],[1349849],[1354903],[1363955],[1368916],[1372758],[1373015],[1380449],[1381555],[1382708],[1387761],[1389831],[1392924],[1393557],[1401774],[1413307],[1415566],[1423636],[1424756],[1426372],[1426561],[1435169],[1438507],[1441006],[1446068],[1467414],[1472549],[1474567],[1476637],[1479730],[1480363],[1489276],[1494411],[1496429],[1502712],[1503415],[1505481],[1510442],[1511562],[1513178],[1513367],[1518406],[1523346],[1529287],[1538339],[1543300],[1546036],[1546225],[1551279],[1553349],[1556442],[1557075],[1565292],[1569134],[1569391],[1576825],[1579084],[1580163],[1590028],[1597820],[1598412],[1602455],[1604968],[1609908],[1619296],[1623931],[1626514],[1630172],[1632569],[1635307],[1635496],[1637325],[1639395],[1642488],[1643121],[1648080],[1662644],[1667779],[1669797],[1674960],[1675593],[1678849],[1680778],[1683826],[1685718],[1691659],[1697942],[1698645],[1700711],[1705672],[1708408],[1708597],[1709514],[1709771],[1719246],[1720181],[1721145],[1722585],[1725644],[1727213],[1733401],[1743431],[1746490],[1754445],[1757935],[1758527],[1762570],[1763203],[1765083],[1768131],[1770023],[1781855],[1789647],[1790239],[1794282],[1796795],[1800523],[1801735],[1805658],[1805915],[1807435],[1808591],[1818341],[1821999],[1824396],[1827134],[1827323],[1829152],[1834315],[1834948],[1835435],[1836138],[1840826],[1841688],[1845248],[1846206],[1847961],[1852659],[1856824],[1864976],[1867952],[1875851],[1878255],[1881314],[1882883],[1886717],[1889071],[1890227],[1905517],[1906452],[1908856],[1911915],[1913484],[1919672],[1923360],[1927995],[1928698],[1931144],[1940716],[1944206],[1944798],[1948841],[1949474],[1951354],[1951424],[1954402],[1956294],[1957479],[1962209],[1962997],[1964333],[1967567],[1971446],[1976826],[1985545],[1986480],[1991245],[1995763],[1997518],[1997937],[2002216],[2009263],[2020418],[2023978],[2024936],[2025006],[2026691],[2031389],[2035554],[2036994],[2040053],[2045521],[2054581],[2056985],[2060044],[2061613],[2065447],[2067801],[2067999],[2068957],[2079890],[2080309],[2086453],[2088577],[2091811],[2096552],[2100112],[2101070],[2101140],[2104956],[2106292],[2109526],[2118785],[2128439],[2132426],[2133762],[2134624],[2136996],[2137194],[2140875],[2146255],[2148010],[2148494],[2160674],[2165192],[2165262],[2166947],[2167366],[2171645],[2178692],[2196628],[2197047],[2203979],[2205315],[2206177],[2208549],[2208747],[2212988],[2213407],[2221675],[2224909],[2229650],[2234168],[2234238],[2238530],[2238949],[2239318],[2239802],[2245093],[2247217],[2250451],[2259710],[2263596],[2264932],[2265794],[2268166],[2268364],[2277425],[2294942],[2304946],[2305365],[2305734],[2306218],[2319856],[2320275],[2327207],[2328543],[2329405],[2331777],[2331975],[2343299],[2343718],[2351986],[2355220],[2359659],[2360078],[2360447],[2360931],[2368346],[2371580],[2380839],[2387365],[2394160],[2407564],[2417568],[2417987],[2418356],[2418840],[2438799],[2439218],[2453709],[2454128],[2462396],[2465630],[2467860],[2477048],[2477467],[2488928],[2489412],[2514686],[2538094],[2538513],[2547816],[2558190],[2584073],[2584492],[2641483] ] cell #4063 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473049],[560707],[606902],[651584],[657379],[707378],[715220],[721313],[755828],[800362],[810224],[816019],[824116],[831007],[867185],[890742],[914248],[925257],[934468],[940263],[947231],[968861],[1009737],[1011924],[1026378],[1034520],[1045915],[1055877],[1091373],[1093560],[1133502],[1135062],[1135921],[1150928],[1167594],[1181594],[1217807],[1219367],[1220226],[1252915],[1262640],[1263344],[1278322],[1295177],[1296036],[1348686],[1349390],[1381739],[1382598],[1390194],[1391811],[1425398],[1426102],[1477000],[1478617],[1494595],[1512204],[1512908],[1520367],[1553712],[1555329],[1606929],[1624573],[1639758],[1641375],[1682739],[1684189],[1721508],[1751967],[1767044],[1768494],[1810513],[1847088],[1857187],[1868445],[1892149],[1954765],[1962702],[1977708],[2035917],[2070879],[2086946],[2147137],[2245586], [393652,992874],[448577,841578],[463487,861569],[472794,1116076],[514178,1179145],[534341,958290],[550701,979136],[558987,989707],[560958,1243167],[582430,1020308],[597340,1040299],[606647,1307903],[613396,1318414],[628192,1080314],[645907,1101790],[655470,1112849],[658855,1898327],[663756,1123420],[681012,1144561],[689298,1155132],[692829,1418780],[697372,1165407],[705658,1175978],[707629,1438397],[714965,1449185],[726929,955871],[736127,1212537],[745866,977823],[759362,1239669],[763117,2016448],[768925,1250728],[786832,1272141],[796395,1283200],[798118,1285387],[799780,1545353],[800107,1549293],[804547,1293617],[814110,1304676],[817495,1816691],[822396,1315247],[824367,1580053],[825927,1582298],[828588,829694],[843030,1335656],[846564,1341853],[868815,2121124],[875043,2129168],[876383,1374909],[880681,1380179],[896358,1142142],[905556,1407767],[907840,1672542],[909854,1413037],[911607,1414597],[912304,1415456],[913609,1673938],[914499,1678739],[915295,1164094],[928791,1434899],[932546,1938329],[938354,1445958],[940077,1448145],[941739,1707725],[942066,1711665],[951046,2191237],[959686,1465738],[959803,1466266],[962953,1472279],[986676,2227183],[991159,1499174],[994693,1505371],[995323,1249415],[1007318,1008424],[1021760,1532032],[1025294,1538229],[1025924,1280781],[1027554,1798847],[1027671,1799375],[1031647,1545062],[1031811,1545766],[1033782,1800714],[1047545,2047266],[1053773,2055310],[1055113,1571285],[1057397,1831897],[1059411,1576555],[1061164,1578115],[1061861,1578974],[1063166,1833293],[1064056,1838094],[1071517,1330623],[1073092,2292626],[1076238,1594679],[1081076,1595852],[1081889,1596163],[1088954,1090060],[1106808,1622633],[1108944,2324880],[1114245,1628496],[1114362,1629024],[1117512,1635037],[1134608,1404240],[1137317,2132222],[1138520,1908091],[1145957,1660968],[1146074,1661496],[1149224,1667509],[1150649,1672230],[1151288,1921392],[1152101,1921703],[1155586,1673847],[1170893,1689825],[1172947,2158207],[1177430,1694404],[1180964,1700601],[1183224,1953406],[1183341,1953934],[1187317,1707434],[1187481,1708138],[1189452,1955273],[1194964,1453397],[1198674,2385194],[1202364,1722910],[1207524,1724661],[1209010,1218913],[1221622,2203775],[1222825,1988119],[1230872,1494141],[1233608,1750111],[1233725,1750639],[1235593,1754794],[1240431,1755967],[1241244,1756278],[1256214,1774130],[1262361,1531720],[1264919,2237550],[1266080,2025909],[1266197,2026437],[1268065,1786506],[1272903,1787679],[1273716,1787990],[1278596,1798756],[1279295,2039070],[1294723,1567758],[1298635,1814460],[1299495,1816400],[1300771,2261269],[1306072,1820323],[1306189,1820851],[1309339,1826864],[1310764,1831585],[1311403,2069521],[1312216,2069832],[1315701,1833202],[1320926,2467321],[1323991,1583641],[1325441,1845597],[1331698,1848699],[1335344,1348407],[1350965,2303966],[1352126,2102043],[1352243,2102571],[1357336,1616155],[1362188,1874370],[1363001,1874681],[1364736,1878580],[1369896,1880331],[1371382,1381285],[1385197,1896096],[1386057,1898036],[1392085,1660877],[1393287,1907779],[1393904,2334442],[1395046,2137676],[1395859,2137987],[1397594,1909181],[1402754,1910932],[1425119,1694092],[1428838,1936382],[1428955,1936910],[1429043,1938238],[1430823,1941065],[1435661,1942238],[1436474,1942549],[1441354,1953315],[1442053,2179326],[1454838,1713020],[1455928,1966450],[1465647,1478891],[1467097,1976217],[1480093,1987807],[1480710,2395307],[1481852,2209229],[1482665,2209540],[1484531,1988537],[1487509,1743756],[1488959,1745420],[1492655,1994251],[1495216,1998256],[1498862,1511925],[1515644,2014501],[1515761,2015029],[1515849,2016357],[1517302,2422619],[1517389,2236154],[1521817,2024327],[1523694,2025818],[1525513,2242602],[1528074,2027429],[1550423,2047175],[1555603,1820232],[1556805,1814148],[1558564,2053100],[1559377,2053411],[1561112,2057310],[1566272,2059061],[1584897,2078669],[1586696,2082278],[1597210,2090694],[1603864,2477667],[1603951,2302570],[1608379,2100461],[1610256,2101952],[1612075,2309018],[1614749,2102935],[1617596,1868690],[1618686,1869613],[1622321,1624294],[1628405,1641649],[1629855,1880244],[1636469,2121033],[1642851,1895784],[1644610,2126958],[1645423,2127269],[1647221,2333738],[1649385,2132131],[1651158,2135879],[1662327,2145646],[1675323,2157236],[1679761,2157966],[1686066,1936291],[1687885,2163680],[1690446,2167685],[1714201,2188077],[1717032,2544709],[1717119,2385068],[1718285,2191146],[1724166,2195407],[1725965,2199016],[1732542,2394603],[1734706,2203684],[1736479,2207432],[1745012,1989870],[1746811,1989785],[1750020,1752241],[1757325,1999179],[1760960,1762933],[1764066,2226942],[1770371,2014410],[1772190,2232656],[1776724,2237309],[1778523,2240918],[1789037,2249334],[1800206,2259101],[1802083,2260592],[1806576,2261575],[1808740,2048821],[1821682,2058974],[1834678,2074514],[1843201,2469481],[1844199,2292385],[1849880,2296395],[1853964,2299464],[1859845,2303725],[1861644,2307334],[1869871,2104136],[1870091,1870223],[1872702,2623898],[1872789,2486631],[1873955,2314374],[1879836,2112892],[1881635,2112807],[1884844,1887065],[1888212,2325186],[1890376,2122679],[1900472,2334748],[1910437,2342078],[1912236,2345687],[1920977,2350355],[1922750,2354103],[1943596,2168608],[1947231,1949204],[1956642,2183839],[1965778,2385500],[1974819,2391603],[1975809,2199101],[1976975,2200417],[1980500,2395613],[1992758,2559811],[1993756,2405007],[1999437,2219519],[1999657,1999789],[2003521,2412086],[2028610,2430248],[2032694,2433317],[2038575,2437578],[2040374,2441187],[2058566,2271532],[2060365,2271447],[2063574,2065795],[2069106,2281319],[2090022,2475183],[2090952,2299727],[2091172,2091304],[2107737,2487063],[2116778,2493166],[2118934,2323645],[2144248,2512129],[2145238,2345772],[2146404,2347088],[2149929,2516139],[2168866,2366190],[2169086,2169218],[2172950,2532612],[2223120,2565513],[2248662,2582208],[2249592,2433580],[2249812,2249944],[2258693,2441272],[2259859,2442588],[2275418,2600191],[2277574,2457498],[2354361,2519471],[2354581,2354713],[2369791,2659180],[2380988,2541883] ] cell #4064 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [613972],[710051],[780022],[818341],[853880],[892406],[921981],[933995],[970525],[1002009],[1006513],[1011451],[1032610],[1041963],[1088149],[1093087],[1118311],[1125084],[1130384],[1156796],[1162183],[1167121],[1188280],[1208205],[1214689],[1244899],[1247504],[1252442],[1257507],[1279976],[1284914],[1290499],[1291692],[1310138],[1316911],[1329818],[1337422],[1343553],[1365326],[1370577],[1374436],[1377061],[1378254],[1403435],[1409919],[1420265],[1421864],[1440129],[1442734],[1447672],[1456518],[1460521],[1467562],[1471474],[1493336],[1495758],[1500940],[1507071],[1508670],[1526194],[1533798],[1539929],[1551965],[1561702],[1566953],[1570812],[1573437],[1574630],[1587238],[1590714],[1597800],[1601803],[1612756],[1619276],[1623279],[1624957],[1630320],[1634232],[1638011],[1651748],[1655751],[1662792],[1666704],[1688566],[1690988],[1696170],[1702301],[1703900],[1713478],[1715659],[1726507],[1729983],[1737069],[1741072],[1747353],[1750829],[1757915],[1761918],[1772871],[1779065],[1782541],[1789627],[1793630],[1804583],[1811103],[1815106],[1816784],[1822147],[1826059],[1829838],[1839483],[1849157],[1851338],[1862186],[1865662],[1869148],[1871329],[1882177],[1885653],[1892739],[1896742],[1899749],[1901930],[1912778],[1916254],[1923340],[1927343],[1933624],[1937100],[1944186],[1948189],[1959142],[1970103],[1978298],[1979777],[1981958],[1989040],[1998714],[2000895],[2011743],[2015219],[2018213],[2027887],[2030068],[2040916],[2044392],[2047878],[2050059],[2060907],[2064383],[2071469],[2075472],[2082736],[2089299],[2093301],[2094347],[2112062],[2121736],[2123917],[2139532],[2147727],[2149206],[2151387],[2158469],[2168143],[2170324],[2181172],[2184648],[2191434],[2192637],[2197409],[2200725],[2222397],[2227445],[2241376],[2247939],[2251941],[2252987],[2270702],[2280376],[2282557],[2293599],[2295410],[2307792],[2315865],[2320637],[2338105],[2339308],[2344080],[2347396],[2369068],[2374116],[2383962],[2398970],[2400173],[2406221],[2427452],[2429263],[2449718],[2454490],[2482500],[2485525],[2501736],[2504488],[2526747],[2553601],[2572830],[2592550],[2632790],[2670662] ] cell #4065 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [763682],[874962],[914174],[933111],[942321],[985402],[993148],[1033701],[1053692],[1063731],[1063805],[1069592],[1108432],[1150827],[1158573],[1171673],[1179419],[1182048],[1189371],[1190190],[1195922],[1207085],[1228947],[1234952],[1261419],[1262539],[1263798],[1278783],[1300259],[1310942],[1311043],[1318688],[1324800],[1336302],[1347465],[1348585],[1349844],[1358294],[1369457],[1391152],[1392272],[1393465],[1393566],[1402315],[1408320],[1424177],[1425297],[1426556],[1430182],[1441080],[1441541],[1452902],[1466456],[1477958],[1479078],[1480271],[1480372],[1488318],[1499820],[1503253],[1510983],[1512103],[1513362],[1521176],[1522282],[1523420],[1523881],[1532678],[1543841],[1546220],[1554670],[1555790],[1556983],[1557084],[1565833],[1571838],[1594184],[1602996],[1607738],[1608844],[1609982],[1610443],[1615660],[1624472],[1629214],[1633039],[1633314],[1635491],[1640716],[1641836],[1643029],[1643130],[1648132],[1648219],[1650068],[1653046],[1661686],[1673188],[1675501],[1675602],[1683548],[1684654],[1685792],[1686253],[1695050],[1698483],[1706213],[1708592],[1726636],[1731582],[1733453],[1733540],[1735389],[1738367],[1747482],[1752428],[1754299],[1760319],[1761009],[1763111],[1763212],[1767853],[1768959],[1770097],[1770558],[1775726],[1786011],[1794823],[1799565],[1801809],[1802270],[1807487],[1807574],[1809423],[1812401],[1821041],[1824866],[1825141],[1827318],[1832543],[1834856],[1834957],[1835976],[1845102],[1852191],[1852711],[1852798],[1856546],[1858847],[1872182],[1876537],[1878903],[1882306],[1884568],[1886791],[1887252],[1889123],[1889210],[1891059],[1894037],[1912907],[1917853],[1919724],[1919811],[1924638],[1928536],[1930285],[1931283],[1933082],[1940570],[1946590],[1947280],[1949382],[1949483],[1954124],[1956368],[1956829],[1957949],[1958224],[1966773],[1967619],[1967706],[1968515],[1969798],[1972445],[1973821],[1988735],[1991382],[1998011],[1998593],[2001748],[2002268],[2002355],[2006103],[2008404],[2009402],[2011201],[2023832],[2030921],[2031441],[2031528],[2035276],[2037577],[2041045],[2045991],[2046266],[2048601],[2057633],[2061036],[2063298],[2065521],[2065982],[2067853],[2067940],[2072767],[2073873],[2074563],[2078867],[2079578],[2080383],[2082615],[2083459],[2085049],[2091950],[2092759],[2099966],[2102764],[2109578],[2109665],[2111757],[2114404],[2115780],[2122459],[2136202],[2137048],[2137135],[2139227],[2141874],[2143250],[2152240],[2156595],[2157285],[2167440],[2168022],[2171177],[2171697],[2171784],[2175532],[2177833],[2177898],[2178831],[2180630],[2183563],[2187906],[2188538],[2189630],[2195605],[2197121],[2200197],[2207755],[2208601],[2208688],[2212676],[2213481],[2216557],[2218147],[2225048],[2238218],[2239023],[2241255],[2242099],[2242164],[2243689],[2250590],[2251399],[2252682],[2255329],[2260316],[2268218],[2268305],[2270397],[2273044],[2274420],[2280255],[2281099],[2290859],[2296224],[2297948],[2304634],[2305439],[2307671],[2308515],[2308580],[2311766],[2312858],[2320349],[2323425],[2331829],[2331916],[2335209],[2336301],[2337012],[2339187],[2342276],[2343792],[2346868],[2348458],[2348851],[2355359],[2359347],[2360152],[2363228],[2363293],[2364818],[2371719],[2390077],[2396074],[2397166],[2397877],[2400052],[2403481],[2410570],[2417256],[2418061],[2421137],[2421202],[2424712],[2425344],[2425737],[2430077],[2431801],[2439292],[2442368],[2445619],[2446711],[2447422],[2449597],[2454202],[2457278],[2465769],[2471965],[2477541],[2479760],[2480392],[2480785],[2491640],[2497637],[2498729],[2499440],[2501615],[2510603],[2517692],[2524007],[2524639],[2525032],[2531096],[2538587],[2541663],[2546725],[2551921],[2562295],[2570090],[2570722],[2571115],[2584566],[2586785],[2598665],[2605754],[2610322],[2616995],[2625914],[2626307],[2645588],[2663757],[2671161],[2678704],[2697735],[2739654] ] cell #4066 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1675872],[1711885],[1763482],[1801693],[1835227],[1837690],[1886675],[1918724],[1924503],[1949753],[1950690],[1956252],[1959723],[1997835],[2005968],[2021842],[2023282],[2036539],[2065405],[2066853],[2067282],[2072632],[2080207],[2097976],[2099416],[2111567],[2132356],[2134169],[2135118],[2135547],[2147940],[2162098],[2163538],[2167264],[2175397],[2176684],[2176795],[2189440],[2196945],[2203909],[2205722],[2206671],[2207100],[2213305],[2218028],[2231074],[2232514],[2238847],[2239248],[2240088],[2240199],[2258056],[2263526],[2265339],[2266288],[2266717],[2270207],[2279110],[2290740],[2297758],[2305263],[2305664],[2306504],[2306615],[2312668],[2316499],[2320173],[2322868],[2324776],[2327137],[2328950],[2329899],[2330328],[2334218],[2336111],[2337254],[2343616],[2353342],[2353771],[2358335],[2359589],[2359976],[2360377],[2361217],[2361328],[2364699],[2379185],[2382791],[2387295],[2389958],[2395083],[2396976],[2398119],[2402781],[2403362],[2407109],[2410380],[2412698],[2412835],[2414211],[2414640],[2416244],[2417498],[2417885],[2418286],[2419126],[2419237],[2423243],[2424593],[2431611],[2439116],[2440357],[2440468],[2444628],[2445075],[2446521],[2447664],[2454026],[2456721],[2458629],[2463752],[2464181],[2467790],[2472474],[2474653],[2476435],[2476978],[2477365],[2478291],[2479641],[2484354],[2485117],[2488858],[2490940],[2491521],[2493509],[2493885],[2495157],[2495268],[2496646],[2497093],[2498539],[2499682],[2503317],[2510484],[2515609],[2517502],[2518645],[2522538],[2523888],[2530906],[2533224],[2533361],[2534737],[2535166],[2536770],[2538024],[2538411],[2539652],[2539763],[2541106],[2543348],[2546366],[2547746],[2548572],[2549360],[2550682],[2550917],[2551731],[2552430],[2558120],[2558209],[2562556],[2562804],[2563085],[2563567],[2564983],[2565855],[2566765],[2567308],[2568621],[2569971],[2579499],[2581678],[2583460],[2584003],[2584390],[2585316],[2586666],[2590894],[2591379],[2597965],[2598546],[2600534],[2600910],[2602182],[2602293],[2603671],[2604118],[2605564],[2606707],[2607882],[2608019],[2611028],[2612014],[2612295],[2612607],[2613618],[2614465],[2615010],[2616249],[2616876],[2622537],[2625555],[2626516],[2626935],[2627024],[2627761],[2628549],[2630106],[2631619],[2640033],[2641413],[2642239],[2643027],[2644349],[2644584],[2645398],[2646097],[2650058],[2650988],[2651125],[2656223],[2656471],[2656752],[2657234],[2658650],[2659522],[2660432],[2660975],[2662288],[2663638],[2665626],[2666002],[2668798],[2669825],[2669967],[2670887],[2671461],[2672800],[2677475],[2680677],[2680989],[2682000],[2682847],[2683392],[2691768],[2692754],[2693035],[2693347],[2694358],[2695205],[2695750],[2696989],[2697616],[2699582],[2701692],[2701927],[2702365],[2702741],[2706295],[2707256],[2707675],[2707764],[2708501],[2709289],[2710846],[2712111],[2712359],[2715410],[2716320],[2718018],[2718810],[2719846],[2723718],[2724704],[2724985],[2725297],[2727945],[2728087],[2729581],[2735595],[2737291],[2737877],[2738318],[2738460],[2739380],[2739954],[2741293],[2742861],[2743797],[2745581],[2746208],[2749170],[2749482],[2750493],[2751340],[2751885],[2754472],[2755717],[2758062],[2759511],[2764111],[2764697],[2765138],[2765280],[2766594],[2767386],[2773561],[2773873],[2775147],[2775577],[2775759],[2775939],[2776874],[2776975],[2779867],[2780441],[2781780],[2784633],[2785074],[2785216],[2786710],[2790553],[2797272],[2797702],[2797884],[2798064],[2798999],[2799392],[2804578],[2805019],[2805161],[2806311],[2806672],[2807703],[2810108],[2813394],[2813824],[2814006],[2814186],[2818688],[2824227],[2824588],[2825619],[2829395],[2829825],[2830007],[2830187],[2831657],[2832319],[2836998],[2837359],[2844286],[2845878],[2846540],[2847774],[2849574],[2849935],[2851071],[2855770],[2861236],[2862118],[2863845],[2865437],[2873929],[2875965],[2884727] ] cell #4067 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [561977],[628025],[658395],[658820],[692288],[708648],[730596],[759195],[762973],[763119],[786665],[799320],[799745],[817035],[817460],[825386],[839904],[864868],[867504],[870852],[874912],[900025],[909687],[913465],[913611],[928624],[932402],[932548],[941279],[941704],[942356],[947550],[953535],[982569],[985352],[988033],[1018634],[1026243],[1029591],[1033651],[1046234],[1049582],[1053642],[1063022],[1063168],[1064423],[1068061],[1069542],[1080633],[1102109],[1104722],[1108094],[1133821],[1134927],[1139806],[1150777],[1153458],[1171623],[1174304],[1181913],[1189321],[1190230],[1195584],[1207035],[1218126],[1219232],[1224349],[1227416],[1228897],[1239988],[1259888],[1261369],[1262489],[1263663],[1272460],[1278445],[1293936],[1295042],[1299921],[1310892],[1311083],[1323035],[1335964],[1345934],[1347415],[1348535],[1349709],[1357956],[1369407],[1372807],[1380498],[1381604],[1390814],[1391934],[1393415],[1393606],[1402265],[1413356],[1422646],[1424127],[1425247],[1426421],[1435218],[1464691],[1472598],[1477620],[1478740],[1480221],[1480412],[1494460],[1499482],[1503203],[1503464],[1509452],[1510933],[1512053],[1513227],[1532340],[1543791],[1546085],[1554332],[1555452],[1556933],[1557124],[1565783],[1569183],[1576874],[1591975],[1597869],[1602946],[1619345],[1624422],[1635356],[1640378],[1641498],[1642979],[1643170],[1659921],[1667828],[1672850],[1675451],[1675642],[1694712],[1698433],[1698694],[1706163],[1708457],[1709563],[1713618],[1726586],[1731244],[1747432],[1752090],[1757984],[1763061],[1763252],[1789696],[1794773],[1805707],[1827183],[1832205],[1834806],[1834997],[1835926],[1836187],[1839490],[1849297],[1851345],[1869288],[1871336],[1882256],[1912857],[1917515],[1923409],[1928486],[1928747],[1944255],[1949332],[1949523],[1970110],[1989047],[2000902],[2028027],[2030075],[2040995],[2060986],[2139539],[2151394],[2170331], [176143,1031644],[223649,1156378],[234263,1187314],[279245,1283713],[285464,1299492],[292031,1316493],[304229,1609122],[328665,1386054],[341691,1408598],[347561,1426817],[350877,1429835],[358434,1446471],[392291,1769237],[396674,1513623],[399990,1516641],[411254,1522560],[420981,1043598],[421406,1557340],[425073,1559655],[432021,1572116],[435690,1063998],[451567,1350105],[466210,1876815],[476029,1126719],[476454,1643386],[480121,1645701],[487441,1653324],[502517,1679882],[503535,1685659],[503681,1168840],[512817,1684932],[517200,1182309],[520516,1190376],[537266,1223682],[537691,1480628],[545350,1738645],[549052,1990383],[561710,2006381],[563382,1764187],[564400,1769964],[564546,1254161],[572495,1776845],[585420,1264059],[593354,1806470],[595007,1296549],[600063,1812679],[609882,1059244],[610307,1311299],[613974,1319623],[621384,1844320],[631803,1609849],[631949,1353123],[636106,1859966],[644174,2104168],[653821,2113405],[659770,1888106],[661423,1383111],[666479,1894315],[669716,1900366],[683937,1139377],[684362,1393822],[692021,1924916],[693092,1419579],[695723,1931404],[708381,2175810],[710053,1441694],[711071,1440947],[711217,1185261],[723046,1965672],[727248,1732436],[733617,1974940],[734547,2199614],[734656,1482943],[738692,1980394],[752554,1993877],[757629,2219551],[764645,1506385],[767276,2009523],[775363,1519411],[780024,1524034],[790443,1523287],[790589,1267077],[794746,2038696],[802814,2048495],[812461,2272045],[818410,1571792],[820063,1313573],[825119,2073045],[830013,1843095],[832800,1588949],[837223,1604072],[843311,2089916],[844301,2299759],[845845,2092071],[849221,1605973],[853882,1610596],[863302,2107631],[873873,2116899],[878948,2122353],[892475,1653000],[896677,1647115],[903046,2144369],[903976,2346285],[904085,1396137],[908121,2149823],[921983,1686406],[927058,2366222],[934074,1441203],[936705,2178952],[946376,1717240],[957296,1973715],[960083,1728218],[962210,2200091],[970594,1738321],[978142,1992652],[980929,1749064],[991440,2223014],[993974,2225169],[1002011,1770711],[1008743,1775620],[1011530,1523543],[1015953,1517510],[1022041,2248556],[1023031,2433612],[1024575,2250711],[1027951,1797800],[1032612,1802423],[1033542,2441785],[1042032,1812355],[1052603,2275539],[1057678,2280993],[1079459,1852919],[1079720,2297902],[1090379,1858741],[1093166,1610105],[1100935,1872910],[1111855,2115674],[1114642,1883888],[1116769,2323319],[1118313,1887405],[1125153,1893991],[1132647,1648340],[1143567,2143144],[1146354,1914489],[1148481,2346762],[1156865,1924592],[1157855,2519503],[1159399,2355480],[1164413,1930179],[1167200,1685915],[1177711,2369685],[1180245,2371840],[1188282,1956982],[1216952,1733661],[1232297,2216451],[1238814,2002476],[1239075,2410524],[1244968,2006057],[1249734,2008298],[1252521,1770220],[1271286,2031649],[1271547,2431755],[1282206,2037471],[1284993,1801932],[1287120,2442262],[1292762,1807695],[1303682,2274314],[1306469,2062618],[1308596,2457172],[1310140,2066135],[1316980,2072721],[1319514,2465890],[1330942,2083353],[1361677,2109786],[1361938,2312812],[1365395,2111711],[1374515,1886914],[1379324,1889331],[1412182,1919932],[1412443,2517646],[1427527,2363122],[1434044,2171905],[1434305,2531050],[1440198,2175486],[1444964,2177727],[1447751,1956491],[1449878,2541557],[1456587,2189584],[1461664,1967827],[1495837,1998854],[1514333,2421031],[1527318,2241993],[1558053,2268426],[1558314,2446665],[1561771,2270351],[1570891,2065644],[1575700,2068061],[1575961,2605708],[1587317,2082876],[1613880,2308409],[1624964,2112069],[1644099,2332037],[1644360,2498683],[1651817,2336255],[1656894,2137256],[1657155,2645542],[1691067,2168283],[1715666,2191441],[1737138,2397120],[1742215,2208809],[1742476,2551875],[1779144,2241516],[1816791,2270709],[1862265,2307932],[1901937,2338112],[1981965,2398977] ] cell #4068 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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70210,1873942],[1873610,2104099],[1880186,2318786],[1883954,2629037],[1884119,2493317],[1887052,2118921],[1914555,2643515],[1914720,2512280],[1920632,2519434],[1920964,2354700],[1945993,2659211],[1949146,2371520],[1952590,2537024],[1956629,2380975],[1962508,2188108],[1971253,2389096],[1974620,2199047],[1976159,2392465],[1989816,1993557],[1989983,1990190],[1999408,2219850],[1999776,2003508],[2003176,2219482],[2005648,2567019],[2032349,2433543],[2032681,2249931],[2034821,2583714],[2038376,2441218],[2058916,2452639],[2062684,2709777],[2062849,2600342],[2065782,2277561],[2086752,2296426],[2090923,2300058],[2112838,2116579],[2113005,2113212],[2140682,2509622],[2144049,2345718],[2145588,2512991],[2156140,2650312],[2168837,2366521],[2169205,2172937],[2172605,2366153],[2175077,2660686],[2199214,2199421],[2245392,2430279],[2249563,2433911],[2259043,2589173],[2271478,2275219],[2271645,2271852],[2287310,2716574],[2345885,2346092],[2354332,2519802],[2441385,2441592] ] cell #4069 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715843],[818893],[892958],[934037],[971077],[1011493],[1042515],[1055446],[1093129],[1125636],[1130426],[1135490],[1157348],[1167163],[1214731],[1219795],[1245451],[1252484],[1257992],[1284956],[1290541],[1295605],[1317463],[1337464],[1344038],[1374478],[1377103],[1382167],[1387495],[1409961],[1415025],[1420750],[1421906],[1440681],[1447714],[1460563],[1468047],[1474301],[1495800],[1500982],[1504940],[1507556],[1508712],[1533840],[1540414],[1551013],[1552450],[1570854],[1573479],[1578543],[1587280],[1591199],[1598146],[1601845],[1623321],[1625753],[1630805],[1637059],[1638496],[1655793],[1663277],[1669531],[1681517],[1691030],[1696212],[1700170],[1702786],[1703942],[1716455],[1719915],[1726549],[1730468],[1741114],[1747395],[1751314],[1753026],[1758261],[1761960],[1765822],[1779107],[1783026],[1789973],[1793672],[1815148],[1817580],[1822632],[1828886],[1830323],[1839908],[1841909],[1852134],[1855594],[1862228],[1866147],[1872125],[1875585],[1882219],[1886138],[1896784],[1902726],[1906186],[1912820],[1916739],[1927385],[1933666],[1937585],[1939297],[1944532],[1948231],[1952093],[1961595],[1970528],[1972529],[1982754],[1986214],[1989465],[1991466],[2001691],[2005151],[2011785],[2015704],[2018638],[2020639],[2030864],[2034324],[2040958],[2044877],[2050855],[2054315],[2060949],[2064868],[2075514],[2085839],[2093343],[2094772],[2096773],[2103554],[2112487],[2114488],[2124713],[2128173],[2131024],[2139957],[2141958],[2152183],[2155643],[2158894],[2160895],[2171120],[2174580],[2181214],[2185133],[2191859],[2197834],[2201521],[2202577],[2218937],[2227870],[2229871],[2244479],[2251983],[2253412],[2255413],[2262194],[2271127],[2273128],[2283353],[2286813],[2292992],[2294024],[2298357],[2301316],[2321062],[2325805],[2338530],[2344505],[2348192],[2349248],[2365608],[2374541],[2376542],[2386751],[2388295],[2399395],[2406646],[2410979],[2426845],[2427877],[2432210],[2435169],[2454915],[2459658],[2468615],[2481893],[2482925],[2488314],[2507277],[2508821],[2527172],[2531505],[2556390],[2558945],[2573255],[2575640],[2595339],[2618841],[2635579],[2652612],[2687223],[2719744] ] cell #4070 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [323167],[393174],[430192],[467635],[472487],[513700],[519875],[525332],[555299],[593041],[601488],[606340],[612918],[619148],[651210],[672003],[692351],[701970],[709806],[714658],[720939],[740979],[777788],[779777],[792697],[799800],[809850],[818708],[851646],[853635],[890368],[891970],[892773],[906523],[921736],[934094],[968487],[970089],[970892],[1001764],[1011019],[1011550],[1025717],[1041527],[1042330],[1092655],[1093186],[1124648],[1125451],[1132667],[1134401],[1166689],[1167220],[1216972],[1218706],[1234587],[1252010],[1252541],[1260044],[1292782],[1294516],[1346090],[1364048],[1379344],[1381078],[1422802],[1424147],[1461684],[1493934],[1509608],[1510953],[1554488],[1592131],[1602966],[1615106],[1640534],[1706183],[1714558],[1731400],[1794793],[1832361],[1850237],[1917671],[2028967], 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,[1734556,2203298],[1734711,1980857],[1748058,2404328],[1749148,2214758],[1755402,2219658],[1755629,1999794],[1770376,1771496],[1787114,2245200],[1797884,2253976],[1799842,2255476],[1802088,2045809],[1808745,1808817],[1819360,2271691],[1821318,2273191],[1824684,2065800],[1834826,1835946],[1853814,2299078],[1853969,2090379],[1854854,2299866],[1855081,2091309],[1873805,2313988],[1873960,2108094],[1883972,2321626],[1890381,1890453],[1914573,2345069],[1915652,2345931],[1920827,2349969],[1920982,2150286],[1941673,2366329],[1941900,2169223],[1956647,1957767],[1976980,1977052],[2003371,2411700],[2003526,2223477],[2032544,2432931],[2032699,2249019],[2033584,2433719],[2033811,2249949],[2043790,2441431],[2062702,2455479],[2069111,2069183],[2118939,2119011],[2146409,2146481],[2154903,2519610],[2155130,2354718],[2172800,2532226],[2172955,2370148],[2259864,2259936],[2277579,2277651],[2380993,2381065] ] cell #4071 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4072 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4073 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762858],[874034],[932287],[985330],[992161],[1052764],[1062907],[1069520],[1108361],[1160302],[1171601],[1178432],[1188443],[1195851],[1235083],[1261347],[1287895],[1300188],[1310870],[1317701],[1324931],[1347393],[1391081],[1393393],[1408993],[1418067],[1430313],[1441470],[1477887],[1480199],[1521307],[1522955],[1523810],[1539436],[1556911],[1571969],[1607869],[1609517],[1610372],[1642957],[1652553],[1653177],[1668298],[1685327],[1686182],[1737874],[1738498],[1769632],[1770487],[1775854],[1779277],[1811908],[1812532],[1858975],[1862398],[1877210],[1893544],[1894168],[1899408],[1930413],[1933836],[1979436],[1996961],[2008532],[2011955],[2047537],[2048729],[2083587],[2110188],[2121395],[2122587],[2159331],[2192296],[2200325],[2210594],[2228307],[2281227],[2290027],[2300614],[2346996],[2374978],[2389245],[2434467],[2509771], 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] cell #4074 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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241,2713052],[2284830,2608700],[2289938,2468129],[2292173,2470309],[2299007,2475679],[2299035,2721279],[2300242,2616179],[2303513,2620535],[2310224,2484150],[2310570,2313159],[2311169,2313917],[2311184,2484953],[2313945,2727548],[2318486,2490719],[2318837,2321779],[2321559,2730767],[2323567,2731666],[2345002,2741140],[2345222,2513042],[2347010,2742039],[2349898,2649302],[2349926,2743400],[2366705,2657164],[2369933,2752578],[2372532,2534042],[2383390,2543798],[2389156,2548085],[2391391,2550265],[2392165,2550461],[2402364,2404795],[2408881,2411629],[2408896,2563403],[2411657,2769855],[2432860,2582704],[2432888,2778408],[2434095,2696919],[2437366,2701275],[2442510,2782526],[2452339,2597744],[2452690,2455632],[2455412,2787896],[2457420,2788795],[2473073,2614068],[2475694,2616085],[2490523,2492954],[2509682,2641752],[2511917,2643932],[2512691,2644128],[2519986,2745511],[2529407,2532155],[2529422,2657070],[2532183,2816655],[2541805,2820773],[2580098,2694808],[2582719,2696825],[2588873,2701471],[2597548,2599979],[2649317,2745417] ] cell #4075 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [993112],[1115516],[1179383],[1190804],[1235407],[1242574],[1307343],[1318652],[1319734],[1325255],[1364832],[1419018],[1430637],[1437804],[1441877],[1448625],[1450674],[1456024],[1466911],[1488773],[1494914],[1521631],[1524217],[1548733],[1561208],[1572293],[1572606],[1579460],[1586394],[1597306],[1608193],[1610779],[1618782],[1629669],[1633375],[1651254],[1653501],[1653814],[1662141],[1668967],[1678146],[1684003],[1686589],[1690144],[1701171],[1701588],[1713071],[1725663],[1736575],[1738822],[1739135],[1746509],[1757421],[1760774],[1761087],[1768308],[1770894],[1778221],[1779946],[1780332],[1780749],[1789133],[1795872],[1800020],[1802606],[1810609],[1812856],[1813169],[1821496],[1825202],[1827637],[1848750],[1857001],[1861342],[1863067],[1863453],[1863870],[1868741],[1881333],[1884523],[1884940],[1887588],[1892245],[1894492],[1894805],[1899342],[1899468],[1903484],[1903897],[1911934],[1918388],[1922846],[1925093],[1925406],[1932780],[1934505],[1934891],[1935308],[1943692],[1947045],[1947358],[1954579],[1957165],[1958285],[1972413],[1977804],[1979370],[1979496],[1983512],[1983925],[1997763],[1998307],[2003902],[2006558],[2006871],[2010899],[2012624],[2013010],[2013427],[2018284],[2021506],[2027480],[2035731],[2040072],[2042183],[2042600],[2046327],[2047471],[2047597],[2051613],[2052026],[2060063],[2063253],[2063670],[2066318],[2070975],[2073222],[2073535],[2074328],[2074641],[2080135],[2082329],[2087760],[2088892],[2089018],[2092457],[2094418],[2097640],[2110857],[2111525],[2114372],[2119346],[2119763],[2121329],[2121455],[2125471],[2125884],[2130916],[2141842],[2147233],[2148799],[2148925],[2153354],[2157050],[2157363],[2158540],[2159391],[2161762],[2167192],[2167736],[2173331],[2175987],[2176300],[2180328],[2182439],[2182856],[2183518],[2183935],[2189398],[2192230],[2192356],[2194218],[2195727],[2197480],[2202469],[2216079],[2217649],[2218495],[2220858],[2221990],[2222116],[2225555],[2227516],[2228367],[2230738],[2238775],[2240969],[2246400],[2247532],[2247658],[2251097],[2253058],[2255297],[2260271],[2260688],[2262086],[2262872],[2270165],[2273012],[2277986],[2278403],[2279425],[2279969],[2280095],[2284524],[2285564],[2290564],[2291207],[2293670],[2295121],[2300674],[2305191],[2307385],[2315188],[2315458],[2315584],[2316163],[2317446],[2318955],[2320708],[2325697],[2326483],[2336069],[2337569],[2338901],[2339027],[2340889],[2342398],[2344151],[2348806],[2351169],[2355866],[2358226],[2365166],[2367529],[2368661],[2368787],[2372226],[2373579],[2374187],[2375038],[2383673],[2384481],[2386643],[2390425],[2392888],[2396934],[2398434],[2399766],[2399892],[2401636],[2403186],[2403829],[2405327],[2406292],[2407743],[2413296],[2416135],[2424417],[2425060],[2425692],[2426204],[2427523],[2428974],[2434527],[2436389],[2437898],[2447979],[2449311],[2449437],[2451299],[2452808],[2454561],[2460336],[2468149],[2468741],[2474164],[2476326],[2479465],[2480108],[2480740],[2481252],[2482571],[2484059],[2485236],[2486044],[2491988],[2494451],[2499997],[2501329],[2501455],[2504199],[2505007],[2505560],[2510951],[2513414],[2514865],[2520418],[2523712],[2524355],[2524987],[2525499],[2526818],[2528269],[2533822],[2536661],[2543707],[2548105],[2548697],[2553312],[2554120],[2554673],[2559071],[2564494],[2569795],[2570438],[2571070],[2571582],[2572901],[2575766],[2576242],[2581189],[2583351],[2587133],[2589596],[2592261],[2593069],[2593622],[2599013],[2601476],[2608480],[2613228],[2613977],[2617343],[2618967],[2619443],[2626262],[2627886],[2632501],[2633309],[2633862],[2641772],[2642364],[2647787],[2652738],[2653214],[2658161],[2664105],[2666568],[2670373],[2674067],[2681610],[2687349],[2687825],[2694717],[2698083],[2699707],[2708626],[2714049],[2717712],[2722224],[2728493],[2742560],[2755842],[2761174],[2766288],[2779353],[2807974] ] cell #4076 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [561979],[628026],[658396],[658817],[692290],[708650],[730595],[759196],[762965],[763118],[786666],[799321],[799742],[817036],[817457],[825388],[839903],[864869],[867496],[870851],[874911],[900024],[909688],[913457],[913610],[928625],[932394],[932547],[941280],[941701],[942358],[947542],[953534],[982568],[985351],[988032],[1018633],[1026235],[1029590],[1033650],[1046226],[1049581],[1053641],[1063014],[1063167],[1064420],[1068060],[1069541],[1080625],[1102101],[1104721],[1108093],[1133813],[1134919],[1139805],[1150776],[1153457],[1171622],[1174303],[1181905],[1189320],[1190222],[1195583],[1207034],[1218118],[1219224],[1224348],[1227415],[1228896],[1239980],[1259887],[1261368],[1262488],[1263655],[1272452],[1278444],[1293928],[1295034],[1299920],[1310891],[1311075],[1323034],[1335963],[1345933],[1347414],[1348534],[1349701],[1357955],[1369406],[1372799],[1380490],[1381596],[1390813],[1391933],[1393414],[1393598],[1402264],[1413348],[1422645],[1424126],[1425246],[1426413],[1435210],[1464690],[1472590],[1477619],[1478739],[1480220],[1480404],[1494452],[1499481],[1503202],[1503456],[1509451],[1510932],[1512052],[1513219],[1532339],[1543790],[1546077],[1554331],[1555451],[1556932],[1557116],[1565782],[1569175],[1576866],[1591974],[1597861],[1602945],[1619337],[1624421],[1635348],[1640377],[1641497],[1642978],[1643162],[1659920],[1667820],[1672849],[1675450],[1675634],[1694711],[1698432],[1698686],[1706162],[1708449],[1709555],[1713617],[1726585],[1731243],[1747431],[1752089],[1757976],[1763060],[1763244],[1789688],[1794772],[1805699],[1827175],[1832204],[1834805],[1834989],[1835925],[1836179],[1839489],[1849296],[1851344],[1869287],[1871335],[1882255],[1912856],[1917514],[1923401],[1928485],[1928739],[1944247],[1949331],[1949515],[1970109],[1989046],[2000901],[2028026],[2030074],[2040994],[2060985],[2139538],[2151393],[2170330], [176145,1031645],[223646,1156377],[234265,1187315],[279196,1283712],[285466,1299493],[292028,1316492],[328667,1386055],[341009,1408597],[347563,1426818],[350874,1429834],[358385,1446470],[396676,1513624],[399987,1516640],[404575,1522559],[420982,1043599],[421403,1557339],[425024,1559654],[431339,1572115],[435692,1063999],[451569,1350106],[456593,1609121],[476030,1126720],[476451,1643385],[480072,1645700],[486048,1653323],[502418,1679881],[503527,1685658],[503680,1168839],[506138,1684931],[517202,1182310],[520513,1190375],[537267,1223683],[537688,1480627],[543957,1738644],[563283,1764186],[564392,1769963],[564545,1254160],[567003,1769236],[572396,1776844],[585422,1264060],[593346,1806469],[595006,1296548],[598670,1812678],[609883,1059245],[610304,1311298],[613925,1319622],[621285,1844319],[631795,1609848],[631948,1353122],[636007,1859965],[650622,1876814],[659762,1888105],[661422,1383110],[665086,1894314],[669708,1900365],[683938,1139378],[684359,1393821],[690628,1924915],[693091,1419578],[695624,1931403],[709954,1441693],[711063,1440946],[711216,1185260],[723038,1965671],[727240,1732435],[733518,1974939],[734655,1482942],[738684,1980393],[748628,1990382],[752455,1993876],[764077,2006380],[764644,1506384],[767177,2009522],[775362,1519410],[779925,1524033],[790435,1523286],[790588,1267076],[794647,2038695],[802806,2048494],[818402,1571791],[820062,1313572],[823726,2073044],[830005,1843094],[832799,1588948],[837222,1604071],[843303,2089915],[845746,2092070],[849220,1605972],[853783,1610595],[859065,2104167],[863294,2107630],[869947,2113404],[873774,2116898],[878940,2122352],[892467,1652999],[896669,1647114],[902947,2144368],[904084,1396136],[908113,2149822],[921884,1686405],[933506,2175809],[934073,1441202],[936606,2178951],[946375,1717239],[957288,1973714],[960082,1728217],[961858,2199613],[962202,2200090],[970586,1738320],[978134,1992651],[980928,1749063],[987203,2219550],[991432,2223013],[993875,2225168],[1001912,1770710],[1008735,1775619],[1011529,1523542],[1015952,1517509],[1022033,2248555],[1024476,2250710],[1027950,1797799],[1032513,1802422],[1042024,1812354],[1048677,2272044],[1052504,2275538],[1057670,2280992],[1079458,1852918],[1079712,2297901],[1083495,2299758],[1090371,1858740],[1093165,1610104],[1100934,1872909],[1111847,2115673],[1114641,1883887],[1116761,2323318],[1118214,1887404],[1125145,1893990],[1132646,1648339],[1143559,2143143],[1146353,1914488],[1148129,2346284],[1148473,2346761],[1156857,1924591],[1159300,2355479],[1164405,1930178],[1167199,1685914],[1173474,2366221],[1177703,2369684],[1180146,2371839],[1188183,1956981],[1216951,1733660],[1232289,2216450],[1238813,2002475],[1239067,2410523],[1244960,2006056],[1249726,2008297],[1252520,1770219],[1271285,2031648],[1271539,2431754],[1275322,2433611],[1282198,2037470],[1284992,1801931],[1286768,2441784],[1287112,2442261],[1292761,1807694],[1303674,2274313],[1306468,2062617],[1308588,2457171],[1310041,2066134],[1316972,2072720],[1319415,2465889],[1330934,2083352],[1361676,2109785],[1361930,2312811],[1365387,2111710],[1374514,1886913],[1379323,1889330],[1412181,1919931],[1412435,2517645],[1416218,2519502],[1427519,2363121],[1434043,2171904],[1434297,2531049],[1440190,2175485],[1444956,2177726],[1447750,1956490],[1449870,2541556],[1456579,2189583],[1461663,1967826],[1495836,1998853],[1514325,2421030],[1527310,2241992],[1558052,2268425],[1558306,2446664],[1561763,2270350],[1570890,2065643],[1575699,2068060],[1575953,2605707],[1587316,2082875],[1613872,2308408],[1624963,2112068],[1644098,2332036],[1644352,2498682],[1651809,2336254],[1656893,2137255],[1657147,2645541],[1691066,2168282],[1715665,2191440],[1737130,2397119],[1742214,2208808],[1742468,2551874],[1779143,2241515],[1816790,2270708],[1862264,2307931],[1901936,2338111],[1981964,2398976] ] cell #4077 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4078 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4079 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4080 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4081 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561964],[658201],[692275],[708635],[755932],[762929],[799126],[816841],[825373],[831111],[867460],[906424],[913421],[925361],[932358],[941085],[942343],[947506],[958394],[979240],[984866],[1009841],[1010920],[1026199],[1046190],[1055981],[1062978],[1063804],[1069056],[1080589],[1091477],[1092556],[1102065],[1112953],[1133777],[1134883],[1136025],[1144665],[1150291],[1165511],[1166590],[1171137],[1181869],[1182047],[1190186],[1192536],[1206549],[1218082],[1219188],[1220330],[1228411],[1239944],[1243271],[1250832],[1251911],[1260883],[1262003],[1263619],[1263797],[1272416],[1283304],[1293892],[1294998],[1296140],[1304780],[1310406],[1311039],[1332916],[1341957],[1346929],[1348049],[1349665],[1349843],[1354908],[1363949],[1368921],[1372763],[1373009],[1380454],[1381560],[1382702],[1387766],[1389836],[1392929],[1393562],[1401779],[1413312],[1415560],[1423641],[1424761],[1426377],[1426555],[1435174],[1438501],[1441073],[1446062],[1467408],[1472554],[1474572],[1476642],[1479735],[1480368],[1489270],[1494416],[1496434],[1502717],[1503420],[1505475],[1510447],[1511567],[1513183],[1513361],[1518411],[1523413],[1529292],[1538333],[1543305],[1546041],[1546219],[1551284],[1553354],[1556447],[1557080],[1565297],[1569139],[1569385],[1576830],[1579078],[1580157],[1590033],[1597825],[1598417],[1602460],[1604973],[1609975],[1619301],[1623936],[1626519],[1630166],[1632574],[1635312],[1635490],[1637330],[1639400],[1642493],[1643126],[1648212],[1662638],[1667784],[1669802],[1674965],[1675598],[1678843],[1680783],[1683831],[1685785],[1691664],[1697947],[1698650],[1700705],[1705677],[1708413],[1708591],[1709519],[1709765],[1719251],[1720186],[1721150],[1722590],[1725646],[1727218],[1733533],[1743436],[1746492],[1754450],[1757940],[1758532],[1762575],[1763208],[1765088],[1768136],[1770090],[1781860],[1789652],[1790244],[1794287],[1796800],[1800517],[1801802],[1805663],[1805909],[1807567],[1808596],[1818346],[1821993],[1824401],[1827139],[1827317],[1829157],[1834320],[1834953],[1835440],[1836143],[1840831],[1841693],[1845253],[1846211],[1847963],[1852791],[1856829],[1864981],[1867954],[1875856],[1878260],[1881316],[1882888],[1886784],[1889203],[1890232],[1905522],[1906457],[1908861],[1911917],[1913489],[1919804],[1923365],[1928000],[1928703],[1931276],[1940721],[1944211],[1944803],[1948846],[1949479],[1951359],[1951429],[1954407],[1956361],[1957484],[1962211],[1962999],[1964338],[1967699],[1971451],[1976831],[1985550],[1986485],[1991250],[1995768],[1997520],[1998004],[2002348],[2009395],[2020423],[2023983],[2024941],[2025011],[2026693],[2031521],[2035559],[2036999],[2040055],[2045526],[2054586],[2056990],[2060046],[2061618],[2065514],[2067933],[2068004],[2068962],[2079892],[2080376],[2086455],[2088582],[2091943],[2096557],[2100117],[2101075],[2101145],[2104958],[2106297],[2109658],[2118790],[2128444],[2132428],[2133767],[2134629],[2137128],[2137199],[2140880],[2146260],[2148012],[2148499],[2160679],[2165197],[2165267],[2166949],[2167433],[2171777],[2178824],[2196630],[2197114],[2203981],[2205320],[2206182],[2208681],[2208752],[2212990],[2213474],[2221680],[2225041],[2229655],[2234173],[2234243],[2238532],[2239016],[2239320],[2239807],[2245095],[2247222],[2250583],[2259715],[2263598],[2264937],[2265799],[2268298],[2268369],[2277430],[2294947],[2304948],[2305432],[2305736],[2306223],[2319858],[2320342],[2327209],[2328548],[2329410],[2331909],[2331980],[2343301],[2343785],[2351991],[2355352],[2359661],[2360145],[2360449],[2360936],[2368351],[2371712],[2380844],[2387367],[2394165],[2407569],[2417570],[2418054],[2418358],[2418845],[2438801],[2439285],[2453711],[2454195],[2462401],[2465762],[2467862],[2477050],[2477534],[2488930],[2489417],[2514691],[2538096],[2538580],[2547818],[2558192],[2584075],[2584559],[2641485] ] cell #4082 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993064],[1115510],[1179335],[1235401],[1242578],[1307337],[1318604],[1325249],[1364836],[1418970],[1430631],[1437808],[1448619],[1456028],[1495085],[1521625],[1548727],[1561212],[1572287],[1579464],[1586565],[1608187],[1651258],[1653495],[1668961],[1678150],[1690315],[1701592],[1736579],[1738816],[1778392],[1779940],[1780753],[1795876],[1812850],[1827808],[1861513],[1863061],[1863874],[1894486],[1903488],[1904068],[1918396],[1934499],[1935312],[1983516],[1984096],[2012618],[2013431],[2018500],[2021514],[2051617],[2052197],[2094634],[2097648],[2110851],[2125475],[2126055],[2130924],[2158756],[2161770],[2202477],[2217653],[2227732],[2230746],[2262094],[2263088],[2293886],[2316171],[2325705],[2326699],[2358234],[2386651],[2393104],[2401644],[2416143],[2460552],[2468157],[2476334],[2513630],[2536669],[2548113],[2583359],[2641780], [762905,2226510],[874185,2324185],[874856,1633296],[932334,2373181],[942279,2186504],[957376,1466905],[986606,2408702],[992301,2414049],[992440,1760768],[1052915,2458038],[1053586,1825123],[1062954,2285479],[1064048,2288214],[1073022,2470729],[1079521,1597310],[1109637,2490340],[1111935,1629663],[1115672,1884944],[1143647,1662135],[1160349,2154309],[1172877,2529228],[1178572,2534575],[1178711,1947039],[1183333,2376420],[1188594,2378594],[1189265,1958206],[1190438,2381821],[1199367,2545978],[1205278,1725834],[1232377,1488767],[1235937,2562743],[1238876,1757425],[1264849,2577754],[1266189,2428894],[1271348,1789137],[1282286,1800014],[1284705,2041791],[1288046,2257465],[1288717,2046248],[1301464,2597365],[1303762,1821490],[1307499,2063674],[1312146,2461380],[1312352,2461583],[1317841,2463590],[1317980,2074322],[1328011,2611953],[1331567,1849814],[1350895,2620955],[1352235,2483942],[1361739,1618786],[1367650,1881504],[1394597,2639645],[1395789,2508211],[1395995,2508414],[1400508,1912105],[1409218,2350970],[1412244,1922850],[1414542,1925087],[1414748,2152945],[1418207,2353180],[1418346,2157044],[1427607,1683997],[1428947,2362744],[1431167,2656410],[1434106,1943696],[1442074,2537218],[1442746,2537591],[1445044,1954573],[1447463,2182047],[1448781,2183939],[1451925,2667978],[1454707,1714135],[1481403,2677087],[1482595,2557324],[1482801,2557527],[1491529,1746680],[1514413,1768302],[1515753,2420653],[1523180,2246201],[1524387,2692693],[1525534,2578426],[1526206,2578799],[1527398,2035725],[1527943,2028544],[1539650,2438296],[1539789,2255291],[1542034,2040243],[1544301,2256288],[1544973,2042604],[1548889,2260692],[1558115,1810613],[1559307,2448842],[1559513,2449045],[1560647,2269491],[1564026,2060234],[1572823,2604541],[1575762,2070979],[1578060,2073216],[1578266,2284115],[1609742,2087561],[1610949,2724643],[1612096,2621627],[1612768,2622000],[1613960,1856995],[1614683,1617465],[1644161,1892249],[1645353,2500860],[1645559,2501063],[1646693,2333102],[1647155,2736471],[1647242,2636928],[1649937,1900406],[1652767,2342796],[1652906,2141836],[1655137,2640271],[1656956,2147237],[1668246,2516479],[1668453,2149863],[1668605,2349148],[1669195,2351173],[1673694,2153525],[1685552,2367330],[1686759,1932951],[1687906,2525878],[1688578,2526251],[1689770,2175981],[1689976,2364324],[1704406,2180499],[1706673,2377417],[1707345,2182860],[1732476,2763291],[1732563,2674370],[1735258,1980434],[1738088,2196125],[1738227,1972407],[1740458,2677713],[1742277,1977808],[1769857,2220659],[1771064,2011070],[1772211,2571961],[1772883,2572334],[1774075,2006552],[1774281,2422233],[1774812,2690786],[1779225,2430588],[1779432,2248596],[1779584,2432110],[1780174,2246404],[1783526,2251268],[1795259,2437923],[1795560,2253274],[1806510,1809292],[1806597,2591133],[1812122,2453206],[1812261,2273006],[1814492,2594428],[1815639,2450024],[1816311,2278407],[1827960,2459558],[1833049,2284695],[1843135,2794034],[1843222,2718450],[1857933,2722736],[1862346,2296735],[1862553,2089956],[1862705,2298257],[1863295,2087764],[1866647,2092628],[1877435,2314989],[1888146,1890928],[1888233,2631373],[1893758,2319353],[1893897,2114366],[1896128,2634668],[1897275,2502042],[1897947,2119767],[1898581,2508940],[1898833,2341567],[1900493,2637423],[1902871,2342423],[1903172,2344367],[1904220,2507177],[1929371,2651366],[1929518,2522170],[1933784,2529883],[1933991,2369725],[1934143,2531405],[1934733,2367533],[1938085,2372397],[1950119,2374403],[1964864,2759870],[1965712,1968384],[1965799,2669386],[1978609,2388414],[1978861,2194896],[1980521,2674865],[1982899,2195752],[1983200,2197696],[1984248,2556290],[1992692,2826157],[1992779,2767026],[1997175,2405725],[1997314,2216073],[2007490,2685977],[2007637,2568253],[2011903,2409357],[2012110,2223054],[2012262,2410879],[2012852,2220862],[2016204,2225726],[2017506,2429471],[2019225,2691180],[2019372,2575182],[2022711,2427739],[2046710,2597002],[2046962,2451977],[2051000,2452833],[2051301,2454777],[2052349,2595239],[2078158,2080958],[2080706,2289196],[2081683,2718628],[2081830,2611836],[2090043,2721237],[2093640,2295618],[2095359,2723130],[2095506,2618383],[2098845,2482787],[2106823,2799751],[2107671,2110343],[2107758,2727506],[2110136,2487403],[2110495,2488214],[2111085,2315192],[2120568,2489977],[2120820,2318124],[2124858,2318980],[2125159,2320924],[2126207,2635479],[2131666,2639282],[2131918,2506870],[2149950,2743358],[2153677,2649957],[2157762,2528766],[2159628,2652154],[2162967,2527034],[2187300,2189939],[2190681,2545615],[2190933,2386344],[2198421,2762090],[2198568,2672675],[2203219,2676724],[2203471,2555983],[2210497,2557699],[2211256,2214056],[2211986,2558487],[2213804,2401818],[2214781,2767204],[2214928,2680218],[2217036,2405352],[2217337,2406508],[2223141,2769813],[2225878,2566664],[2226738,2408240],[2228604,2686765],[2231943,2573117],[2237105,2577292],[2248683,2778366],[2253999,2780259],[2254146,2699123],[2257485,2589812],[2284847,2716219],[2289930,2610440],[2292181,2470267],[2298999,2615885],[2299251,2476027],[2300911,2722043],[2303521,2620493],[2310232,2484108],[2310528,2313167],[2311294,2484961],[2311517,2314161],[2313909,2484753],[2318854,2627302],[2321649,2801971],[2321796,2730795],[2324205,2494667],[2345092,2808890],[2345239,2741168],[2349890,2745217],[2350142,2649650],[2369812,2816613],[2372549,2660331],[2375275,2755258],[2378614,2666784],[2383398,2543756],[2389148,2671279],[2391399,2550223],[2392533,2673078],[2402322,2404803],[2402459,2402552],[2409006,2563411],[2409229,2411873],[2411621,2563203],[2413533,2770619],[2432852,2696625],[2433104,2583052],[2434764,2779172],[2437374,2701233],[2452707,2708042],[2455502,2839577],[2455649,2787924],[2458058,2601692],[2473081,2614026],[2475804,2616093],[2490481,2492962],[2490618,2490711],[2509674,2739772],[2511925,2643890],[2513059,2741571],[2520655,2812305],[2529532,2657078],[2529755,2532399],[2532147,2656870],[2534059,2817419],[2550360,2550453],[2580106,2694766],[2582829,2696833],[2589241,2782058],[2597506,2599987],[2597643,2597736],[2608717,2842992],[2644027,2644120],[2649427,2745425],[2701370,2701463] ] cell #4083 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [435517],[515722],[575880],[608109],[639491],[673401],[699108],[709311],[742377],[770661],[774612],[779282],[798131],[806499],[848470],[853140],[876396],[882633],[887375],[911806],[916571],[921241],[940090],[959332],[965494],[994195],[996599],[1001269],[1006113],[1027200],[1031870],[1036932],[1038075],[1055126],[1061363],[1073899],[1081553],[1087749],[1108769],[1113891],[1117571],[1120053],[1121196],[1145603],[1151765],[1161783],[1163121],[1180466],[1182870],[1187540],[1196259],[1200293],[1207805],[1211392],[1233254],[1235726],[1240908],[1247104],[1248442],[1265726],[1273380],[1279576],[1291292],[1300596],[1305718],[1309398],[1311880],[1313023],[1325574],[1329418],[1336639],[1340673],[1351772],[1358631],[1362665],[1364475],[1370177],[1373764],[1377854],[1391489],[1395523],[1403035],[1406622],[1428484],[1430956],[1436138],[1442334],[1443672],[1453249],[1455667],[1467230],[1471074],[1478295],[1482329],[1489092],[1492936],[1500157],[1504191],[1515290],[1521950],[1525794],[1533015],[1537049],[1548148],[1555007],[1559041],[1560851],[1566553],[1570140],[1574230],[1583858],[1594531],[1596949],[1608512],[1612356],[1616007],[1618425],[1629988],[1633832],[1641053],[1645087],[1648479],[1650897],[1662460],[1666304],[1673525],[1677559],[1684322],[1688166],[1695387],[1699421],[1710520],[1723127],[1731919],[1733800],[1736218],[1743973],[1754646],[1757064],[1768627],[1772471],[1775685],[1786358],[1788776],[1800339],[1804183],[1807834],[1810252],[1821815],[1825659],[1832880],[1836914],[1845449],[1853058],[1857320],[1858806],[1878797],[1889470],[1891888],[1909398],[1918190],[1920071],[1922489],[1930244],[1940917],[1943335],[1954898],[1958742],[1966667],[1967966],[1973780],[1977447],[2002615],[2008363],[2024179],[2031788],[2036050],[2037536],[2057527],[2068200],[2070618],[2083418],[2085457],[2100313],[2109925],[2115739],[2136096],[2137395],[2143209],[2146876],[2172044],[2177792],[2188946],[2207649],[2208948],[2216516],[2242058],[2244097],[2268565],[2274379],[2308474],[2312174],[2332176],[2335617],[2363187],[2396482],[2421096],[2446027],[2498045],[2547133] ] cell #4084 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4085 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [561980],[628076],[658501],[658818],[692291],[708651],[730655],[759246],[762966],[763238],[786716],[799426],[799743],[817141],[817458],[825389],[839909],[864919],[867497],[870911],[874917],[900084],[909738],[913458],[913730],[928675],[932395],[932667],[941385],[941702],[942359],[947543],[953540],[982628],[985357],[988038],[1018639],[1026236],[1029650],[1033656],[1046227],[1049641],[1053647],[1063015],[1063287],[1064421],[1068066],[1069547],[1080626],[1102102],[1104727],[1108099],[1133814],[1134920],[1139811],[1150782],[1153463],[1171628],[1174309],[1181906],[1189326],[1190223],[1195589],[1207040],[1218119],[1219225],[1224354],[1227421],[1228902],[1239981],[1259893],[1261374],[1262494],[1263656],[1272453],[1278450],[1293929],[1295035],[1299926],[1310897],[1311076],[1323040],[1335969],[1345939],[1347420],[1348540],[1349702],[1357961],[1369412],[1372800],[1380491],[1381597],[1390819],[1391939],[1393420],[1393599],[1402270],[1413349],[1422651],[1424132],[1425252],[1426414],[1435211],[1464696],[1472591],[1477625],[1478745],[1480226],[1480405],[1494453],[1499487],[1503208],[1503457],[1509457],[1510938],[1512058],[1513220],[1532345],[1543796],[1546078],[1554337],[1555457],[1556938],[1557117],[1565788],[1569176],[1576867],[1591980],[1597862],[1602951],[1619338],[1624427],[1635349],[1640383],[1641503],[1642984],[1643163],[1659926],[1667821],[1672855],[1675456],[1675635],[1694717],[1698438],[1698687],[1706168],[1708450],[1709556],[1713623],[1726591],[1731249],[1747437],[1752095],[1757977],[1763066],[1763245],[1789689],[1794778],[1805700],[1827176],[1832210],[1834811],[1834990],[1835931],[1836180],[1839492],[1849302],[1851347],[1869293],[1871338],[1882261],[1912862],[1917520],[1923402],[1928491],[1928740],[1944248],[1949337],[1949516],[1970112],[1989049],[2000904],[2028032],[2030077],[2041000],[2060991],[2139541],[2151396],[2170333], 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] cell #4086 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993062],[1115505],[1179333],[1235148],[1235396],[1242589],[1307332],[1318602],[1324996],[1325244],[1364847],[1418968],[1430378],[1430626],[1437819],[1448614],[1456039],[1521372],[1521620],[1548722],[1561223],[1572034],[1572282],[1579475],[1607934],[1608182],[1651269],[1653242],[1653490],[1668956],[1678161],[1701603],[1736590],[1738563],[1738811],[1777823],[1779935],[1780764],[1795887],[1812597],[1812845],[1860944],[1863056],[1863885],[1894233],[1894481],[1901126],[1903499],[1918537],[1932382],[1934494],[1935323],[1981154],[1983527],[2010501],[2012613],[2013442],[2021655],[2049255],[2050638],[2051628],[2084566],[2097789],[2110846],[2123113],[2124496],[2125486],[2160981],[2161911],[2193084],[2201304],[2217664],[2229957],[2230887],[2283136],[2289534],[2301402],[2316312],[2347975],[2376628],[2388752],[2402156],[2435255],[2509278], 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1],[1990176,2211673],[1990477,2211749],[1991552,2211431],[1994855,1996686],[2001474,2220085],[2003162,2408742],[2004576,2566850],[2006475,2223774],[2011573,2416329],[2013372,2233260],[2020725,2426613],[2030647,2434146],[2032335,2582565],[2040746,2585460],[2042545,2443475],[2060737,2709433],[2062536,2787438],[2073139,2464495],[2086583,2472606],[2093131,2476520],[2096859,2481661],[2104298,2104374],[2113198,2318541],[2113499,2318617],[2114574,2318299],[2117877,2119708],[2140668,2641294],[2142044,2512504],[2151966,2520037],[2170903,2366756],[2172591,2529268],[2174005,2660517],[2175904,2370445],[2181002,2536855],[2182801,2379931],[2199407,2392220],[2199708,2392296],[2219681,2219757],[2245223,2579631],[2251771,2583545],[2255499,2588686],[2271838,2452394],[2272139,2452470],[2273214,2452152],[2276517,2278348],[2286238,2716405],[2299889,2299965],[2346078,2512746],[2346379,2512822],[2356540,2650143],[2366352,2366428],[2433742,2433818],[2441578,2588928],[2441879,2589004],[2519633,2519709] ] cell #4087 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4088 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4089 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4090 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[1488405,1744555],[1494281,1750360],[1497202,1755046],[1499985,1755828],[1501809,1511779],[1503373,2422203],[1505320,1760406],[1511103,2233219],[1513048,2014750],[1521263,2240911],[1528229,2027422],[1530060,2243898],[1532843,2034010],[1543961,2252769],[1545906,2046156],[1546528,2254587],[1563685,2058161],[1565953,2447509],[1567898,2593482],[1578923,2073960],[1600291,1854498],[1603116,2309581],[1607825,2307327],[1617751,1868683],[1627964,1880894],[1629301,1879379],[1633204,1635177],[1661773,2144781],[1665676,2144833],[1673353,2155329],[1692432,1941317],[1695215,1942099],[1698603,2364294],[1700550,1946677],[1706333,2179889],[1708278,1958114],[1725224,1729812],[1792118,2033228],[1794943,2243165],[1799652,2258236],[1803555,2258288],[1819791,2059624],[1821128,2058109],[1825031,1827004],[1836096,2284085],[1911495,1916083],[1925831,2154547],[1928656,2152915],[2039633,2044221] ] cell #4091 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [359717],[431543],[486252],[515205],[544161],[575363],[598874],[608075],[638974],[665290],[668948],[673367],[690832],[698591],[737924],[742343],[764281],[770144],[774578],[797614],[802046],[806465],[823930],[842543],[848436],[875879],[878180],[882599],[887169],[907353],[911772],[916537],[917641],[933710],[939573],[951762],[959298],[965288],[985671],[990672],[994161],[996565],[997669],[1021273],[1027166],[1036726],[1038041],[1054609],[1056910],[1061329],[1069861],[1073865],[1081347],[1084845],[1106321],[1108735],[1113857],[1119847],[1121162],[1138033],[1145569],[1151559],[1162915],[1171942],[1176943],[1180432],[1182836],[1183940],[1196225],[1200087],[1207354],[1211358],[1222338],[1229216],[1233220],[1234976],[1240702],[1244200],[1248236],[1261688],[1265692],[1273174],[1276672],[1298148],[1300562],[1305684],[1311674],[1312989],[1322316],[1324824],[1336605],[1340467],[1347734],[1351738],[1358597],[1362459],[1369726],[1373730],[1384710],[1391455],[1395317],[1402584],[1406588],[1417568],[1424446],[1428450],[1430206],[1435932],[1439430],[1443466],[1452926],[1463972],[1466480],[1478261],[1482123],[1485834],[1488342],[1500123],[1503985],[1511252],[1515256],[1518692],[1521200],[1532981],[1536843],[1544110],[1548114],[1554973],[1558835],[1566102],[1570106],[1581086],[1594208],[1603265],[1605254],[1607762],[1615684],[1626730],[1629238],[1641019],[1644881],[1648156],[1659202],[1661710],[1673491],[1677353],[1681064],[1683572],[1695353],[1699215],[1706482],[1710486],[1719462],[1727499],[1731885],[1733477],[1754323],[1765369],[1767877],[1786035],[1795092],[1797081],[1799589],[1807511],[1818557],[1821065],[1832846],[1836708],[1845126],[1846492],[1852735],[1856570],[1883169],[1889147],[1905733],[1913770],[1918156],[1919748],[1940594],[1951640],[1954148],[1967643],[1969822],[1985761],[1996049],[2002292],[2023856],[2025222],[2031465],[2035300],[2061899],[2067877],[2079602],[2099990],[2101356],[2109602],[2137072],[2139251],[2165478],[2171721],[2208625],[2212700],[2234454],[2238242],[2268242],[2304658],[2331853],[2359371],[2417280],[2471989] ] cell #4092 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4093 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[1366753,1627146],[1369563,1627950],[1371384,1381287],[1372926,2333020],[1374825,1632648],[1380617,2127521],[1382533,1895786],[1390761,2135831],[1397734,1909133],[1399611,2139031],[1402421,1916069],[1413475,2148573],[1415391,1928642],[1415986,2150553],[1433080,1941259],[1435337,2361010],[1437253,2524806],[1448061,1957558],[1469890,1728994],[1472717,2209792],[1477567,2207384],[1487649,1743708],[1498052,1756530],[1499429,1754929],[1503359,1505306],[1532287,2033111],[1536217,2033170],[1543947,2044207],[1563129,1818973],[1565939,1819777],[1569302,2269409],[1571201,1824475],[1576993,2070084],[1578909,1836082],[1596415,1601141],[1665120,1915265],[1667947,2138239],[1672797,2154430],[1676727,2154489],[1693282,1942801],[1694659,1941200],[1698589,1700536],[1709682,2181965],[1788242,1792968],[1802999,2043403],[1805826,2041709],[1921955,1926681] ] cell #4094 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [201519],[258862],[305246],[352529],[370925],[393308],[412271],[447412],[470220],[491451],[500430],[513834],[553182],[557822],[581265],[589163],[604073],[613052],[648915],[688133],[690056],[692485],[699853],[704493],[712391],[771406],[782504],[792891],[796953],[807555],[821231],[823154],[856362],[883689],[892164],[895424],[905859],[911212],[924463],[938912],[970283],[973543],[1004491],[1006846],[1010355],[1025606],[1041721],[1044981],[1060769],[1088482],[1091991],[1124842],[1128102],[1130223],[1134290],[1162516],[1166025],[1170498],[1214528],[1218595],[1234781],[1247837],[1251346],[1255819],[1257758],[1290338],[1292025],[1294405],[1330151],[1343804],[1363384],[1376900],[1378587],[1380967],[1420516],[1421703],[1451049],[1460360],[1471807],[1484827],[1493823],[1507322],[1508509],[1552216],[1574963],[1585193],[1590965],[1601642],[1614995],[1638262],[1667037],[1703739],[1714447],[1724462],[1730234],[1742724],[1793469],[1830089],[1840119],[1850126],[1910733],[1916505],[1970739],[2028856],[2140168] ] cell #4095 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393622],[472640],[514148],[556413],[560801],[606493],[613366],[622182],[652699],[692799],[703084],[707472],[714811],[724458],[756645],[780822],[799953],[811339],[819822],[824210],[833943],[854680],[893887],[894877],[906741],[914342],[926074],[935583],[972006],[972996],[1011237],[1012673],[1014079],[1026540],[1044434],[1056694],[1092873],[1094309],[1095715],[1127555],[1135224],[1137817],[1150246],[1166907],[1169749],[1219529],[1222122],[1252228],[1255070],[1258307],[1261958],[1295339],[1297932],[1344353],[1348004],[1364266],[1381901],[1384494],[1387651],[1421065],[1424716],[1474457],[1494757],[1507871],[1511522],[1551169],[1552765],[1591514],[1623891],[1637215],[1638811],[1681673],[1720071],[1730783],[1743391],[1765978],[1830638],[1840786],[1855750],[1917054],[1952249],[1971406],[2034480],[2140835], 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254290],[1819166,2062508],[1819655,2272005],[1836871,2286969],[1840610,1840675],[1842963,2080662],[1844036,2081863],[1850045,1850113],[1853596,1854636],[1853707,2090255],[1854747,2091117],[1856239,2301055],[1859682,2095539],[1872626,2107003],[1873698,2107970],[1879673,2113189],[1884267,2321940],[1914379,1915458],[1914868,2345383],[1915947,2346245],[1920609,2154685],[1920720,2150162],[1941455,2172582],[1941566,2169031],[1952738,2375419],[1971230,1971295],[1974656,2198601],[1975646,2199398],[1992520,2213760],[1993593,2214961],[2003264,2223353],[2005796,2413677],[2028775,2028843],[2032326,2033366],[2032437,2248895],[2033477,2249757],[2034969,2434908],[2038412,2254179],[2044085,2441745],[2058403,2271829],[2062997,2455793],[2116615,2321829],[2140659,2140724],[2144085,2345272],[2145075,2346069],[2154796,2354526],[2156288,2520799],[2172693,2370024],[2175225,2534203],[2258530,2441569],[2275255,2455682],[2287458,2608861] ] cell #4096 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [359721],[431547],[486256],[515214],[544165],[575372],[598878],[608063],[638983],[665294],[668957],[673355],[690836],[698600],[737933],[742331],[764285],[770153],[774566],[797623],[802055],[806453],[823934],[842552],[848424],[875888],[878189],[882587],[887008],[907362],[911760],[916525],[917650],[933714],[939582],[951771],[959286],[965127],[985680],[990681],[994149],[996553],[997678],[1021282],[1027154],[1036565],[1038029],[1054618],[1056919],[1061317],[1069870],[1073853],[1081186],[1084854],[1106330],[1108723],[1113845],[1119686],[1121150],[1138042],[1145557],[1151398],[1162754],[1171951],[1176952],[1180420],[1182824],[1183949],[1196213],[1199926],[1207363],[1211346],[1222347],[1229225],[1233208],[1234902],[1240541],[1244209],[1248075],[1261697],[1265680],[1273013],[1276681],[1298157],[1300550],[1305672],[1311513],[1312977],[1322229],[1324750],[1336593],[1340306],[1347743],[1351726],[1358585],[1362298],[1369735],[1373718],[1384719],[1391443],[1395156],[1402593],[1406576],[1417577],[1424455],[1428438],[1430132],[1435771],[1439439],[1443305],[1452727],[1463885],[1466406],[1478249],[1481962],[1485747],[1488268],[1500111],[1503824],[1511261],[1515244],[1518605],[1521126],[1532969],[1536682],[1544119],[1548102],[1554961],[1558674],[1566111],[1570094],[1581095],[1594009],[1603274],[1605167],[1607688],[1615485],[1626643],[1629164],[1641007],[1644720],[1647957],[1659115],[1661636],[1673479],[1677192],[1680977],[1683498],[1695341],[1699054],[1706491],[1710474],[1719375],[1727412],[1731873],[1733278],[1754124],[1765282],[1767803],[1785836],[1795101],[1796994],[1799515],[1807312],[1818470],[1820991],[1832834],[1836547],[1844927],[1846405],[1852536],[1856496],[1883082],[1888948],[1905646],[1913683],[1918144],[1919549],[1940395],[1951553],[1954074],[1967444],[1969748],[1985674],[1995962],[2002093],[2023657],[2025135],[2031266],[2035226],[2061812],[2067678],[2079528],[2099791],[2101269],[2109403],[2136873],[2139177],[2165391],[2171522],[2208426],[2212626],[2234367],[2238168],[2268043],[2304584],[2331654],[2359297],[2417206],[2471915] ] cell #4097 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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7140,2245472],[1789005,2249400],[1798036,2254355],[1799868,2258514],[1821344,2058387],[1825050,1827023],[1834625,2074176],[1842969,2291418],[1844167,2292451],[1853840,2299350],[1854880,2090865],[1856096,2092166],[1859813,2303791],[1872757,2313437],[1873831,2314260],[1879804,2112953],[1880052,1880191],[1884124,2322005],[1910405,2342144],[1914725,2345448],[1920853,2350241],[1922718,2354169],[1941699,2168779],[1943564,2168674],[1946893,1949151],[1952595,2179047],[1974787,2391669],[1975777,2199162],[1976025,1976164],[1992526,2404040],[1993724,2405073],[2003397,2411972],[2005653,2225264],[2032570,2433203],[2033610,2249505],[2034826,2250806],[2038543,2437644],[2058534,2271593],[2058782,2058921],[2062854,2455858],[2116746,2493232],[2144216,2512195],[2145206,2345833],[2145454,2145593],[2154929,2354274],[2156145,2355575],[2172826,2532498],[2175082,2371935],[2258661,2441333],[2258909,2259048],[2275386,2600257],[2287315,2465985] ] cell #4098 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1243572],[1372302],[1438802],[1496606],[1502685],[1568678],[1580458],[1590205],[1626487],[1679144],[1691836],[1697915],[1709058],[1719219],[1753900],[1782032],[1805202],[1818314],[1829329],[1835408],[1844703],[1865153],[1905490],[1906629],[1919191],[1927968],[1940171],[1951397],[1960985],[1985518],[1986657],[2022309],[2023433],[2024979],[2036967],[2054758],[2067454],[2098443],[2099567],[2101113],[2128616],[2130414],[2134597],[2136649],[2147822],[2162565],[2165235],[2201967],[2206150],[2208202],[2231541],[2234211],[2236078],[2239130],[2265767],[2267819],[2291671],[2302494],[2305546],[2316966],[2329378],[2331430],[2333519],[2357207],[2360259],[2384992],[2394384],[2404293],[2407537],[2415116],[2418168],[2423822],[2443929],[2469262],[2469983],[2478870],[2486555],[2488740],[2495947],[2503768],[2545191],[2549939],[2552881],[2557727],[2559592],[2560313],[2585895],[2610468],[2615461],[2624380],[2629128],[2643606],[2646548],[2671307],[2678850],[2683843],[2696201],[2709868],[2729427],[2739800],[2752336],[2762391],[2786556],[2809191],[2835789] ] cell #4099 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1243563],[1372299],[1438793],[1496603],[1502688],[1568675],[1580449],[1590202],[1626490],[1679135],[1691833],[1697918],[1709055],[1719222],[1754055],[1782029],[1805199],[1818317],[1829326],[1835411],[1844858],[1865150],[1905493],[1906626],[1919188],[1927971],[1940326],[1951400],[1985521],[1986654],[2022306],[2023588],[2024982],[2036970],[2054755],[2067609],[2098440],[2099722],[2101116],[2128613],[2134600],[2136804],[2147851],[2162562],[2165238],[2206153],[2208357],[2231538],[2234214],[2236745],[2239159],[2265770],[2267974],[2303161],[2305575],[2316963],[2329381],[2331585],[2334025],[2357874],[2360288],[2394890],[2407540],[2415783],[2418197],[2444435],[2445317],[2471203],[2488769],[2496453],[2497335],[2522902],[2546173],[2551159],[2557780],[2568985],[2604360],[2610521],[2616443],[2644826],[2662652],[2671360],[2697183],[2739853], 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] cell #4100 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4101 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [874878],[992294],[1053608],[1064334],[1108568],[1115527],[1178565],[1189287],[1190297],[1196058],[1235492],[1243581],[1288739],[1300395],[1307354],[1311220],[1317834],[1319689],[1325340],[1336438],[1358430],[1364397],[1372525],[1373109],[1391288],[1393743],[1418200],[1430722],[1438811],[1441677],[1441832],[1448636],[1455589],[1466996],[1478094],[1480549],[1488858],[1499956],[1502742],[1502900],[1521716],[1524017],[1524172],[1532814],[1539643],[1548744],[1554806],[1557261],[1560773],[1568901],[1569485],[1571788],[1572378],[1580467],[1583665],[1596871],[1608278],[1610579],[1610734],[1618347],[1626544],[1629754],[1632542],[1640852],[1643307],[1650819],[1652760],[1652996],[1653586],[1662226],[1669050],[1673324],[1675779],[1679153],[1684088],[1686389],[1686544],[1695186],[1697972],[1698130],[1701153],[1709281],[1709865],[1719276],[1722934],[1731718],[1736140],[1738081],[1738317],[1738907],[1743780],[1754418],[1756986],[1763389],[1768393],[1770694],[1770849],[1775492],[1775616],[1780029],[1780314],[1788698],[1795299],[1800105],[1802406],[1802561],[1805425],[1806009],[1810174],[1812115],[1812351],[1812941],[1818371],[1821581],[1824369],[1832679],[1835134],[1835465],[1835623],[1845221],[1853243],[1857086],[1858613],[1858737],[1863150],[1863435],[1878604],[1887388],[1887543],[1891810],[1893751],[1893987],[1894577],[1899450],[1902911],[1905547],[1909205],[1917989],[1920256],[1922411],[1924588],[1925178],[1928025],[1928183],[1930051],[1930175],[1934588],[1934873],[1940689],[1943257],[1949660],[1951454],[1954664],[1956965],[1957120],[1957452],[1966474],[1973587],[1973711],[1974210],[1977369],[1979478],[1982939],[1985575],[1997168],[2002800],[2006053],[2006643],[2008170],[2008294],[2012707],[2012992],[2018249],[2023951],[2025036],[2031973],[2035816],[2037024],[2037343],[2037467],[2037966],[2042165],[2045494],[2047579],[2048491],[2051040],[2057334],[2066118],[2066273],[2067972],[2070540],[2072717],[2073307],[2083225],[2083349],[2085379],[2088708],[2089000],[2094383],[2100085],[2101170],[2110110],[2110940],[2111707],[2115546],[2115670],[2116169],[2119328],[2121437],[2122349],[2124898],[2134654],[2135903],[2137167],[2143016],[2143140],[2143639],[2146798],[2148467],[2148615],[2148907],[2158505],[2159373],[2165292],[2172229],[2175482],[2176072],[2177599],[2177723],[2182421],[2188868],[2189580],[2192338],[2193961],[2200087],[2206207],[2207456],[2208720],[2216323],[2216447],[2216946],[2217076],[2218477],[2221806],[2222098],[2227481],[2228349],[2234268],[2239775],[2241865],[2241989],[2244019],[2247348],[2247640],[2252143],[2262837],[2265824],[2268337],[2270347],[2274186],[2274310],[2274809],[2277968],[2280077],[2280989],[2290307],[2291189],[2293635],[2297898],[2300656],[2306191],[2308281],[2308405],[2310311],[2312096],[2312808],[2315274],[2315566],[2317189],[2323315],[2326448],[2329435],[2331948],[2335539],[2336251],[2336473],[2339009],[2340632],[2346758],[2360904],[2362994],[2363118],[2365148],[2368477],[2368769],[2375020],[2383477],[2384224],[2390407],[2392853],[2396404],[2397116],[2397338],[2399874],[2401517],[2402929],[2403811],[2407594],[2410520],[2413278],[2418813],[2420903],[2421027],[2424160],[2425042],[2431751],[2434509],[2442258],[2445949],[2446661],[2446883],[2449419],[2451042],[2457168],[2460301],[2468030],[2473160],[2473907],[2479208],[2480090],[2485787],[2489385],[2491970],[2497967],[2498679],[2498901],[2501437],[2504750],[2510933],[2513379],[2517642],[2520400],[2523455],[2524337],[2531046],[2533804],[2541553],[2547055],[2547986],[2551871],[2553863],[2561756],[2564237],[2569538],[2570420],[2580185],[2580932],[2587115],[2592812],[2598995],[2605704],[2608462],[2612971],[2617325],[2622475],[2633052],[2641653],[2645538],[2647530],[2657904],[2664087],[2668425],[2673810],[2698065],[2713792],[2720276],[2742303],[2777405] ] cell #4102 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1374215],[1466170],[1504095],[1504679],[1548599],[1570591],[1596586],[1628928],[1633367],[1633721],[1633879],[1661400],[1677463],[1678047],[1699325],[1699909],[1710971],[1713036],[1724677],[1745233],[1750543],[1754607],[1756701],[1760627],[1761421],[1788413],[1799279],[1804072],[1804230],[1820755],[1825194],[1825548],[1825706],[1836818],[1837402],[1838508],[1845410],[1848715],[1853019],[1868706],[1870055],[1875104],[1879022],[1880057],[1880347],[1884808],[1899307],[1910948],[1920032],[1922126],[1926846],[1931504],[1940878],[1942972],[1946898],[1947692],[1958277],[1958631],[1958789],[1960568],[1966892],[1974005],[1976030],[1979335],[1989801],[1994267],[1998272],[1999621],[2002576],[2009623],[2024140],[2027445],[2031749],[2037761],[2039086],[2046319],[2047436],[2048785],[2057752],[2058787],[2059077],[2063538],[2068161],[2074181],[2074975],[2076154],[2082294],[2088857],[2091136],[2092171],[2100274],[2102951],[2109886],[2112823],[2115964],[2121294],[2122643],[2136321],[2137356],[2143434],[2145459],[2148764],[2156903],[2159230],[2167701],[2169050],[2172005],[2177280],[2178017],[2179052],[2183803],[2188093],[2192195],[2198782],[2199032],[2200381],[2207874],[2208909],[2215142],[2216741],[2221955],[2225269],[2228206],[2240684],[2240934],[2242283],[2247497],[2249776],[2250811],[2254360],[2258914],[2260556],[2268526],[2271463],[2274604],[2281283],[2289483],[2296411],[2299428],[2300513],[2307100],[2307350],[2308699],[2314338],[2315423],[2322010],[2323609],[2332137],[2345453],[2345703],[2347052],[2350319],[2354545],[2355580],[2361813],[2363412],[2368626],[2371940],[2374877],[2382889],[2388701],[2391262],[2402105],[2404666],[2412050],[2419722],[2421321],[2430264],[2433281],[2434366],[2437237],[2440953],[2441203],[2442552],[2455863],[2457462],[2465990],[2472572],[2484452],[2492825],[2495753],[2509227],[2511788],[2532576],[2540248],[2541847],[2579597],[2599850],[2602778], [370617,2197445],[469912,2320673],[491143,2344116],[552874,2406257],[588855,2253023],[603765,2454526],[644601,2485040],[657643,2494416],[689748,2152368],[689880,1924352],[699545,2526783],[712083,2374152],[748068,2558360],[758056,2563490],[771098,2572866],[782196,2427488],[797055,2041880],[803241,2592065],[816283,2601441],[822846,2283538],[822978,2072481],[844728,2616172],[856054,2482536],[869387,2627175],[879375,2632305],[887863,2504003],[917497,2652027],[924155,2363747],[924287,2166597],[927485,2657157],[939014,2182136],[940527,2666533],[961298,2672951],[962637,2673539],[965982,2553116],[997525,2686638],[1004183,2421656],[1004315,2235573],[1006002,2575055],[1023458,2696912],[1034784,2589561],[1037420,2444164],[1038526,2268750],[1045083,2269580],[1048117,2707915],[1058105,2713045],[1082041,2615696],[1084701,2721916],[1087638,2618256],[1117196,2731659],[1120541,2496182],[1121647,2332361],[1128204,2333191],[1129887,2334764],[1147569,2741444],[1148908,2742032],[1152253,2646783],[1158282,2745504],[1161672,2522043],[1163025,1936814],[1163609,2363617],[1183796,2755131],[1190454,2185750],[1190586,1959984],[1200781,2545426],[1206220,2761719],[1207694,2672548],[1211843,2209133],[1214192,2395629],[1241396,2684078],[1244056,2770492],[1246993,2568126],[1248346,2014933],[1248930,2421526],[1273868,2696436],[1276528,2779045],[1279465,2698996],[1286208,2781931],[1287547,2782519],[1290002,2261591],[1291181,2449127],[1291339,2053834],[1309023,2788788],[1312368,2279637],[1313474,2068385],[1320031,2076312],[1329307,2611709],[1335011,2615108],[1336925,2475199],[1340577,2102475],[1341161,2308904],[1363153,2624615],[1368592,2801600],[1370066,2730668],[1376564,2325202],[1377743,2501145],[1377901,2127692],[1396011,2337781],[1401450,2808519],[1402924,2741041],[1407073,2137580],[1409422,2516155],[1414764,2519172],[1417424,2812178],[1421367,2163696],[1436626,2752571],[1439286,2817292],[1442223,2373272],[1443576,1953838],[1444160,2178222],[1450305,2820766],[1453210,2544838],[1460024,2385516],[1465611,2549453],[1470963,2399582],[1471121,2209963],[1482817,2398646],[1492471,2766833],[1492825,2680091],[1498529,2683490],[1500443,2565529],[1508173,2232672],[1525683,2425897],[1531387,2695848],[1533301,2582224],[1536953,2026341],[1537537,2242488],[1542976,2835117],[1544450,2587970],[1559529,2448191],[1564968,2839206],[1566442,2787797],[1572940,2279934],[1574119,2279785],[1574277,2070255],[1578282,2607234],[1580942,2842865],[1584083,2469497],[1594492,2477796],[1601306,2309034],[1612245,2480945],[1615968,2624027],[1621988,2728185],[1622782,2487079],[1628369,2628642],[1645575,2500209],[1648440,2503415],[1655254,2338866],[1660841,2643120],[1666193,2338717],[1666351,2138410],[1671897,2646195],[1673811,2520257],[1687701,2813633],[1688055,2525192],[1689992,2661502],[1693759,2751983],[1695673,2659196],[1703403,2179342],[1705348,2859230],[1706822,2664942],[1723352,2394619],[1733761,2552528],[1740575,2399731],[1744198,2559827],[1749984,2681082],[1772006,2829634],[1772360,2571275],[1774297,2567835],[1775910,2423336],[1784468,2868129],[1786319,2422748],[1793133,2242618],[1798720,2585409],[1807795,2591477],[1813815,2785314],[1814609,2449276],[1815788,2711311],[1820196,2709382],[1831252,2712457],[1833166,2608319],[1859031,2478384],[1867589,2845357],[1889431,2631717],[1895451,2805259],[1896245,2501294],[1897424,2630571],[1907446,2738558],[1909623,2333754],[1929732,2750431],[1930469,2522631],[1936255,2749575],[1938202,2533661],[1953279,2662381],[1967927,2670065],[1987474,2765378],[2007851,2681938],[2008588,2568714],[2014374,2773966],[2016321,2413135],[2019586,2775386],[2025782,2693440],[2047139,2597289],[2082044,2718257],[2083643,2612700],[2095720,2797511],[2101916,2725390],[2120997,2490264],[2132095,2639569],[2157625,2656569],[2191110,2545902],[2203648,2677011],[2226601,2562902],[2236968,2692852],[2292044,2612112],[2303384,2724802] ] cell #4103 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [798270],[825897],[876535],[911751],[940229],[941912],[994140],[1026109],[1031782],[1055265],[1056298],[1061308],[1063899],[1108642],[1117483],[1134793],[1136342],[1150620],[1180411],[1181779],[1182210],[1187452],[1196132],[1219098],[1220647],[1235564],[1262332],[1263529],[1263960],[1278224],[1294908],[1296457],[1300469],[1309310],[1310361],[1310735],[1325412],[1336512],[1348378],[1349575],[1350006],[1358504],[1364393],[1381470],[1383019],[1391362],[1391713],[1392884],[1393258],[1415877],[1425090],[1426287],[1426718],[1430794],[1440982],[1455585],[1467068],[1478168],[1478519],[1479690],[1480064],[1488930],[1494326],[1500030],[1503538],[1505792],[1511896],[1513093],[1513524],[1518187],[1518298],[1521788],[1523322],[1532888],[1545951],[1546382],[1554880],[1555231],[1556402],[1556776],[1560769],[1579395],[1583661],[1596867],[1604749],[1604860],[1608350],[1609884],[1617234],[1618343],[1624265],[1629826],[1633249],[1633338],[1635222],[1635653],[1640926],[1641277],[1642448],[1642822],[1648056],[1650815],[1662298],[1673398],[1674920],[1675294],[1680559],[1680670],[1684160],[1685694],[1695260],[1698768],[1701022],[1708323],[1708754],[1722930],[1727105],[1731792],[1733377],[1736136],[1743776],[1745391],[1751869],[1755873],[1756982],[1760280],[1760931],[1762530],[1762904],[1764864],[1764975],[1768465],[1769999],[1775488],[1788694],[1796687],[1800177],[1801711],[1807411],[1808372],[1808483],[1810170],[1821653],[1825076],[1825165],[1827049],[1827480],[1832753],[1834275],[1834649],[1836261],[1845987],[1846098],[1852635],[1855325],[1857158],[1858609],[1868347],[1869419],[1878011],[1878215],[1878600],[1880215],[1882775],[1884501],[1886693],[1889047],[1890008],[1890119],[1891806],[1909201],[1913376],[1918063],[1919648],[1922407],[1928821],[1930047],[1931120],[1942144],[1943253],[1946551],[1947202],[1948801],[1949175],[1951246],[1954736],[1956270],[1958159],[1958248],[1962604],[1964089],[1964293],[1966470],[1967543],[1973583],[1976188],[1976607],[1976718],[1977365],[1988225],[1995655],[1997741],[1997913],[1998985],[2002192],[2008166],[2009239],[2024828],[2031365],[2034055],[2035888],[2037339],[2046201],[2046290],[2056741],[2056945],[2057330],[2058945],[2061505],[2063231],[2065423],[2067777],[2068738],[2068849],[2070536],[2073834],[2074485],[2078357],[2080113],[2080285],[2083221],[2085375],[2086848],[2088537],[2090500],[2091787],[2100962],[2106252],[2109502],[2111247],[2115542],[2118677],[2133518],[2133722],[2135899],[2136972],[2143012],[2145617],[2146036],[2146147],[2146794],[2155374],[2156556],[2157207],[2165084],[2167170],[2167342],[2168414],[2171621],[2177006],[2177595],[2178668],[2183496],[2188864],[2189120],[2194024],[2195095],[2197023],[2205071],[2205275],[2207452],[2208525],[2213383],[2216319],[2221635],[2224885],[2234060],[2238753],[2238925],[2240410],[2241861],[2244015],[2245488],[2247177],[2249140],[2250427],[2252643],[2259072],[2259602],[2260249],[2264892],[2268142],[2269887],[2274182],[2277317],[2279403],[2290370],[2297438],[2305169],[2305341],[2306826],[2308277],[2312092],[2312348],[2320251],[2328503],[2331753],[2335535],[2335791],[2336973],[2337547],[2340695],[2341766],[2343694],[2348784],[2351946],[2353909],[2355196],[2360054],[2361539],[2362990],[2368306],[2371556],[2380731],[2394120],[2396400],[2396656],[2397838],[2398412],[2402992],[2410060],[2417963],[2419448],[2420899],[2424223],[2425670],[2431291],[2436195],[2439194],[2445945],[2446201],[2447383],[2447957],[2454104],[2462356],[2465606],[2477443],[2479271],[2480718],[2497963],[2498219],[2499401],[2499975],[2505366],[2514646],[2517182],[2523518],[2524965],[2530586],[2538489],[2547051],[2551411],[2554479],[2562256],[2569601],[2571048],[2584468],[2593428],[2605244],[2613034],[2613585],[2626240],[2633668],[2645078],[2668672],[2681416],[2694325],[2726792] ] cell #4104 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1374222],[1467282],[1489144],[1504243],[1504674],[1548606],[1570598],[1597667],[1619143],[1630040],[1633651],[1634025],[1662512],[1677611],[1678042],[1699473],[1699904],[1710978],[1725628],[1746474],[1753621],[1757782],[1761359],[1789494],[1800391],[1804002],[1804376],[1821867],[1825478],[1825852],[1836966],[1837397],[1838515],[1842504],[1847945],[1867936],[1878104],[1881298],[1885346],[1911899],[1919046],[1923207],[1926784],[1939892],[1944053],[1947630],[1958561],[1958935],[1960563],[1962193],[1962981],[1964182],[1973124],[1992061],[1997502],[2004304],[2021234],[2022164],[2026675],[2036843],[2040037],[2056834],[2060028],[2064076],[2067175],[2074913],[2076084],[2079874],[2086437],[2088426],[2097368],[2098298],[2104940],[2106141],[2115083],[2117605],[2132410],[2133611],[2134473],[2135440],[2142553],[2147994],[2161490],[2162420],[2166931],[2173733],[2177099],[2177210],[2184341],[2196612],[2203963],[2205164],[2206026],[2206993],[2212972],[2221524],[2230466],[2231396],[2238514],[2239302],[2240503],[2240614],[2245077],[2247066],[2256008],[2261094],[2263580],[2264781],[2265643],[2266610],[2273723],[2276245],[2285966],[2301911],[2304930],[2305718],[2306919],[2307030],[2316821],[2319840],[2327191],[2328392],[2329254],[2330221],[2343283],[2351835],[2353664],[2356268],[2359643],[2360431],[2361632],[2361743],[2368195],[2377137],[2379659],[2387349],[2391901],[2394009],[2405305],[2407413],[2414533],[2417552],[2418340],[2419541],[2419652],[2435764],[2437876],[2438783],[2440772],[2440883],[2443203],[2453693],[2462245],[2464074],[2467844],[2475450],[2477032],[2487330],[2488912],[2493464],[2495572],[2495683],[2512427],[2514535],[2516406],[2535059],[2538078],[2540067],[2540178],[2543398],[2547800],[2549607],[2558174],[2559981],[2565780],[2582475],[2584057],[2585563],[2600489],[2602597],[2602708],[2613668],[2622587],[2628796],[2641467],[2643274],[2659447],[2694408],[2709536], [533100,1726994],[654229,1882664],[679771,1913265],[689887,1414328],[752962,1995544],[795154,1796576],[797050,1544754],[812869,2061394],[822985,1577846],[859528,2104563],[874281,2118566],[911063,1673749],[922391,2164973],[924294,1689556],[937113,1951135],[939009,1707126],[976733,2211455],[987666,2219946],[1002419,2233949],[1004322,1773861],[1014679,2024717],[1038258,2263203],[1038533,1809061],[1045078,1816092],[1053011,2277206],[1060620,1833104],[1083958,2300154],[1096315,2100851],[1110446,2318323],[1121379,2326814],[1121654,1890697],[1128199,1897728],[1130766,2132033],[1163004,2358126],[1163173,1684374],[1163604,1931662],[1170349,1938140],[1173937,2366617],[1188690,2380620],[1190593,1960132],[1210132,2392002],[1211575,2393219],[1211850,1977296],[1215071,2203586],[1248325,2416035],[1248494,1768679],[1248925,2009781],[1255670,2016259],[1257607,2236997],[1275785,2434007],[1288142,2259491],[1290881,2047077],[1291111,2048149],[1291485,1810970],[1302273,2452176],[1313206,2460667],[1313481,2069427],[1320026,2076458],[1337804,2299366],[1340556,2476226],[1340725,1857372],[1341156,2092329],[1343653,2303413],[1373947,2494782],[1377443,2120935],[1377673,2122007],[1378047,1892606],[1387407,2131622],[1405362,2512528],[1406805,2513745],[1407080,2146725],[1410301,2350257],[1416681,2519898],[1420365,2157654],[1421305,1932745],[1443555,2536561],[1443724,1954950],[1444155,2179210],[1450900,2185688],[1460903,2191048],[1466149,2548481],[1467662,2391291],[1470893,2199745],[1471267,1978165],[1474213,2203175],[1501322,2411988],[1504074,2566556],[1507171,2226630],[1508111,2010864],[1534180,2433219],[1536932,2583251],[1537101,2036102],[1537532,2250969],[1540029,2437266],[1546888,2588710],[1548331,2589927],[1550925,2046666],[1570323,2601807],[1573819,2279575],[1574049,2280647],[1574423,2071336],[1590814,2292073],[1593506,2295253],[1596220,2473488],[1598058,2298955],[1601244,2092422],[1623661,2314276],[1628907,2627670],[1630420,2492854],[1636971,2120524],[1656133,2337719],[1661379,2642148],[1662892,2511817],[1666123,2346416],[1666497,2147594],[1669443,2349846],[1674690,2519110],[1677442,2649849],[1696552,2532514],[1699304,2660223],[1702401,2373301],[1703341,2180293],[1710703,2666899],[1715364,2383805],[1719827,2190637],[1722434,2194138],[1724993,2389702],[1741454,2398584],[1750522,2680586],[1750929,2404695],[1756335,2563818],[1758173,2411577],[1782641,2425926],[1785333,2429106],[1788047,2580513],[1789885,2432808],[1793071,2251062],[1799258,2699491],[1800771,2587999],[1815488,2448129],[1820734,2708410],[1822247,2599879],[1828798,2279164],[1834045,2607172],[1836797,2716111],[1841537,2290484],[1865762,2480974],[1871034,2485368],[1874738,2624943],[1875497,2313865],[1880663,2491265],[1897124,2500147],[1901635,2504331],[1906098,2337308],[1908705,2340809],[1911264,2510228],[1921760,2647111],[1923598,2518699],[1936793,2749079],[1937200,2525221],[1939081,2661440],[1942606,2657485],[1944444,2532103],[1953817,2755626],[1955330,2664971],[1981663,2553444],[1986126,2398173],[1991094,2403106],[1994583,2560828],[2014912,2773470],[2015319,2571304],[2017200,2567773],[2020267,2424337],[2026320,2776783],[2039402,2586410],[2049764,2592393],[2053468,2705683],[2054227,2447718],[2055367,2711340],[2059393,2598290],[2069889,2713373],[2071727,2606761],[2096401,2479385],[2102454,2798908],[2123622,2632633],[2127326,2734983],[2128085,2499736],[2129225,2630600],[2138044,2738998],[2158264,2750460],[2160523,2523632],[2164012,2654495],[2165843,2661029],[2179658,2663382],[2193593,2670505],[2209597,2765818],[2227240,2681967],[2229499,2569715],[2232988,2689106],[2234819,2567362],[2237607,2775415],[2242934,2693888],[2261842,2707729],[2292683,2718286],[2294791,2613148],[2304023,2797540],[2309350,2725838],[2325453,2626989],[2335015,2738372],[2356875,2750543],[2385767,2669879],[2395880,2765192],[2414784,2682050],[2423490,2775989],[2469651,2718860],[2478538,2798114] ] cell #4105 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [393629],[448574],[463484],[472791],[514155],[534348],[550708],[558984],[560965],[582427],[597337],[606644],[613373],[615819],[628277],[645992],[655477],[663753],[681019],[689295],[692806],[697379],[705655],[707636],[714962],[728052],[736124],[746989],[759447],[768932],[774459],[786917],[796402],[798115],[798277],[800104],[804632],[814117],[822393],[824374],[825904],[843027],[846571],[848317],[876380],[876542],[880766],[897481],[905553],[907837],[909939],[911604],[911824],[912311],[914506],[916418],[928876],[938361],[940074],[940236],[942063],[959179],[959350],[959810],[963038],[991156],[994213],[994700],[996446],[1021757],[1025301],[1027047],[1027218],[1027678],[1031654],[1031854],[1031896],[1055110],[1055272],[1057394],[1059496],[1061161],[1061381],[1061868],[1064063],[1073746],[1076397],[1081089],[1081537],[1081579],[1106805],[1108787],[1113738],[1113909],[1114369],[1117555],[1117597],[1138517],[1145450],[1145621],[1146081],[1149309],[1151301],[1151749],[1151791],[1155671],[1170890],[1177427],[1180484],[1180971],[1182888],[1183348],[1187324],[1187524],[1187566],[1195123],[1196277],[1202377],[1207513],[1207974],[1222822],[1233101],[1233272],[1233732],[1235710],[1235752],[1240444],[1240892],[1240934],[1256211],[1265744],[1266204],[1268224],[1272916],[1273364],[1273406],[1279284],[1279745],[1298632],[1299502],[1300614],[1305565],[1305736],[1306196],[1309382],[1309424],[1311416],[1311864],[1311906],[1315786],[1324004],[1325558],[1325600],[1331687],[1351790],[1352250],[1357495],[1362201],[1362649],[1362691],[1364346],[1364749],[1369885],[1370346],[1385194],[1386064],[1391507],[1395059],[1395507],[1395549],[1397607],[1402743],[1403204],[1428502],[1428962],[1429128],[1430940],[1430982],[1435674],[1436122],[1436164],[1442042],[1442503],[1454827],[1455538],[1455941],[1467256],[1478313],[1481865],[1482313],[1482355],[1484544],[1487522],[1489118],[1492644],[1493105],[1495205],[1504217],[1515308],[1515768],[1515934],[1517402],[1521934],[1521976],[1525502],[1525963],[1528063],[1550580],[1558577],[1559025],[1559067],[1560722],[1561125],[1566261],[1566722],[1582776],[1584910],[1586685],[1597223],[1603964],[1608496],[1608538],[1612064],[1612525],[1614738],[1617070],[1617585],[1618699],[1630014],[1634001],[1636626],[1644623],[1645071],[1645113],[1647210],[1649542],[1650768],[1651171],[1662486],[1677585],[1679774],[1687874],[1688335],[1690435],[1699447],[1714190],[1717132],[1718442],[1724179],[1725954],[1732531],[1734863],[1736089],[1736492],[1745025],[1746800],[1755709],[1757338],[1764079],[1772179],[1772640],[1774603],[1776737],[1778512],[1789050],[1800365],[1804352],[1806565],[1808897],[1821841],[1825828],[1836940],[1843190],[1844212],[1849869],[1854121],[1855161],[1857724],[1859858],[1861633],[1869860],[1872802],[1874112],[1879849],[1881624],[1888201],[1890533],[1900461],[1910450],[1912225],[1921134],[1922763],[1941980],[1943609],[1958911],[1964655],[1965767],[1974832],[1975822],[1977132],[1980489],[1992747],[1993769],[1999426],[2003678],[2028599],[2032851],[2033891],[2038588],[2040363],[2058579],[2060354],[2069263],[2090011],[2090941],[2106614],[2107726],[2116791],[2119091],[2144261],[2145251],[2146561],[2149918],[2155210],[2168855],[2173107],[2223109],[2248651],[2249581],[2258706],[2260016],[2275431],[2277731],[2354350],[2369780],[2381145], [208411,473025],[261235,560831],[289151,606878],[318998,652729],[322789,657519],[354902,707502],[359421,715196],[364189,724488],[388870,757036],[419069,800338],[426023,811369],[429814,816159],[434858,824240],[440298,834334],[467166,868308],[484715,893917],[501371,914372],[509396,926465],[515706,935613],[519497,940403],[524863,950539],[542624,972036],[574151,1013064],[575864,1014109],[586844,1026570],[592663,1034660],[601019,1047038],[608614,1057085],[637762,1094700],[639475,1095745],[671534,1136810],[673199,1135254],[673906,1138208],[685898,1151138],[699092,1169779],[709337,1182717],[740510,1221115],[742175,1219559],[742882,1222513],[770645,1255100],[779066,1262850],[779308,1265573],[792008,1278335],[806297,1295369],[807004,1298323],[852924,1348896],[853166,1351619],[882431,1381931],[883138,1384885],[887401,1390353],[891281,1391824],[921025,1425608],[921267,1428331],[965520,1477159],[969400,1478630],[984619,1494787],[1001053,1512414],[1001295,1515137],[1006282,1520380],[1036958,1553871],[1040838,1555342],[1087918,1606942],[1107675,1624783],[1120079,1639917],[1123959,1641388],[1161952,1682752],[1163147,1684348],[1200319,1721667],[1233898,1751980],[1247273,1767057],[1248468,1768653],[1291461,1810526],[1329587,1847101],[1340699,1857346],[1354204,1868458],[1378023,1892162],[1443698,1954924],[1454312,1962715],[1471243,1977721],[1537075,2036076],[1574399,2070892],[1595594,2086959],[1666473,2147150],[1787421,2245599] ] cell #4106 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [912524],[942297],[994913],[1031848],[1062081],[1063929],[1117549],[1150686],[1156591],[1181184],[1182240],[1187518],[1190330],[1235630],[1244694],[1262398],[1263990],[1278633],[1309376],[1310801],[1311253],[1316706],[1325478],[1348444],[1350036],[1365047],[1392122],[1393324],[1393776],[1408309],[1425156],[1426748],[1430860],[1439924],[1441093],[1441391],[1456239],[1467134],[1478928],[1480130],[1480582],[1488996],[1494921],[1511962],[1513554],[1521854],[1522271],[1523433],[1523731],[1546412],[1555640],[1556842],[1557294],[1561423],[1571827],[1586401],[1597521],[1608416],[1608833],[1609995],[1610293],[1618997],[1624331],[1629892],[1633387],[1635683],[1641686],[1642888],[1643340],[1648232],[1650057],[1651469],[1653035],[1662364],[1675360],[1675812],[1684226],[1684643],[1685805],[1686103],[1690151],[1708784],[1713078],[1725670],[1733553],[1735378],[1736790],[1738356],[1745457],[1746516],[1752278],[1757636],[1760997],[1761089],[1762970],[1763422],[1768531],[1768948],[1770110],[1770408],[1775715],[1778228],[1789348],[1800243],[1801822],[1802120],[1807587],[1809412],[1810824],[1812390],[1821719],[1825214],[1827510],[1834715],[1835167],[1848757],[1852811],[1857224],[1858836],[1861349],[1868748],[1870260],[1876526],[1880281],[1881340],[1884525],[1885155],[1886804],[1887102],[1889223],[1891048],[1892460],[1894026],[1899349],[1911941],[1919824],[1923061],[1924627],[1930274],[1931296],[1932787],[1933071],[1943907],[1947268],[1947360],[1949241],[1949693],[1954802],[1956381],[1956679],[1958297],[1967719],[1968504],[1973810],[1976254],[1978019],[1979377],[1988724],[1989652],[1997765],[1998024],[1998314],[1999826],[2002368],[2003909],[2006092],[2008393],[2009415],[2010906],[2011190],[2027487],[2031541],[2035954],[2037566],[2040079],[2046339],[2047478],[2048590],[2059011],[2060070],[2063255],[2063885],[2065534],[2065832],[2067953],[2071190],[2072756],[2074551],[2074643],[2078856],[2080137],[2080396],[2082336],[2083448],[2088899],[2091341],[2091963],[2092464],[2092748],[2102700],[2109678],[2111532],[2111746],[2112674],[2115769],[2121336],[2122448],[2137148],[2143239],[2145683],[2147448],[2148806],[2157273],[2157365],[2167194],[2167453],[2167743],[2169255],[2171797],[2173338],[2175521],[2177822],[2178844],[2180335],[2180619],[2183520],[2184150],[2187842],[2189405],[2189619],[2192237],[2194225],[2195594],[2197134],[2198883],[2200186],[2208701],[2213494],[2216546],[2218083],[2221997],[2225061],[2238777],[2239036],[2240976],[2242088],[2247539],[2249981],[2250603],[2251104],[2251388],[2259138],[2260273],[2260903],[2268318],[2270172],[2270386],[2271314],[2274409],[2279427],[2279976],[2281088],[2285571],[2290571],[2290795],[2295224],[2296160],[2297937],[2305193],[2305452],[2307392],[2308504],[2312847],[2315465],[2320362],[2323414],[2331929],[2336076],[2336290],[2337571],[2338908],[2340896],[2342265],[2343805],[2345554],[2346857],[2348808],[2354750],[2355372],[2355873],[2360165],[2363217],[2364754],[2368668],[2371732],[2373586],[2383776],[2390013],[2396941],[2397155],[2398436],[2399773],[2403193],[2403417],[2410559],[2418074],[2421126],[2424424],[2424648],[2425694],[2426211],[2429077],[2430013],[2431790],[2436396],[2439305],[2441054],[2442357],[2446700],[2447981],[2449318],[2454215],[2457267],[2465782],[2477554],[2479472],[2479696],[2480742],[2481259],[2485339],[2491576],[2498718],[2499999],[2501336],[2504302],[2505567],[2510539],[2514968],[2517681],[2523719],[2523943],[2524989],[2525506],[2531085],[2538600],[2541652],[2551910],[2553415],[2554680],[2569802],[2570026],[2571072],[2571589],[2576345],[2584579],[2586721],[2592364],[2593629],[2598601],[2605743],[2613235],[2616931],[2619546],[2626264],[2632604],[2633869],[2645577],[2653317],[2663693],[2670476],[2670942],[2681617],[2687928],[2697671],[2718073],[2728596],[2739435],[2766649] ] cell #4107 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [435557],[515801],[575959],[608118],[639570],[673410],[699187],[709299],[742386],[770740],[774621],[779270],[798210],[806508],[848479],[853128],[876475],[882642],[887363],[911815],[916580],[921229],[940169],[959341],[965482],[994204],[996608],[1001257],[1005956],[1027209],[1031858],[1036920],[1038084],[1055205],[1061372],[1073908],[1081541],[1087592],[1108778],[1113900],[1117559],[1120041],[1121205],[1145612],[1151753],[1161626],[1163109],[1180475],[1182879],[1187528],[1196268],[1200281],[1207648],[1211401],[1233263],[1235714],[1240896],[1246947],[1248430],[1265735],[1273368],[1279419],[1291135],[1300605],[1305727],[1309386],[1311868],[1313032],[1325562],[1329261],[1336648],[1340661],[1351781],[1358640],[1362653],[1364406],[1370020],[1373773],[1377697],[1391498],[1395511],[1402878],[1406631],[1428493],[1430944],[1436126],[1442177],[1443660],[1453164],[1455598],[1467218],[1470917],[1478304],[1482317],[1489080],[1492779],[1500166],[1504179],[1515299],[1521938],[1525637],[1533024],[1537037],[1548157],[1555016],[1559029],[1560782],[1566396],[1570149],[1574073],[1583674],[1594446],[1596880],[1608500],[1612199],[1615922],[1618356],[1629976],[1633675],[1641062],[1645075],[1648394],[1650828],[1662448],[1666147],[1673534],[1677547],[1684310],[1688009],[1695396],[1699409],[1710529],[1722943],[1731928],[1733715],[1736149],[1743789],[1754561],[1756995],[1768615],[1772314],[1775501],[1786273],[1788707],[1800327],[1804026],[1807749],[1810183],[1821803],[1825502],[1832889],[1836902],[1845364],[1852973],[1857308],[1858622],[1878613],[1889385],[1891819],[1909214],[1918199],[1919986],[1922420],[1930060],[1940832],[1943266],[1954886],[1958585],[1966483],[1967881],[1973596],[1977378],[2002530],[2008179],[2024094],[2031703],[2036038],[2037352],[2057343],[2068115],[2070549],[2083234],[2085388],[2100228],[2109840],[2115555],[2135912],[2137310],[2143025],[2146807],[2171959],[2177608],[2188877],[2207465],[2208863],[2216332],[2241874],[2244028],[2268480],[2274195],[2308290],[2312105],[2332091],[2335548],[2363003],[2396413],[2420912],[2445958],[2497976],[2547064] ] cell #4108 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [993036],[1080705],[1102181],[1115875],[1179307],[1207100],[1228962],[1240060],[1242939],[1272532],[1294008],[1307702],[1318576],[1321760],[1335757],[1357749],[1369472],[1374262],[1380570],[1402330],[1413428],[1418942],[1424192],[1435290],[1438169],[1448984],[1463416],[1472670],[1485278],[1499275],[1503877],[1510998],[1518136],[1532133],[1543856],[1546157],[1548646],[1549092],[1554125],[1565848],[1570638],[1576946],[1579825],[1582460],[1598950],[1603011],[1604698],[1626696],[1633662],[1635428],[1640171],[1658646],[1667900],[1670335],[1672643],[1674654],[1675516],[1677245],[1678511],[1680508],[1694505],[1699107],[1706228],[1708529],[1711018],[1711464],[1719428],[1726943],[1727465],[1727619],[1731037],[1754548],[1759065],[1763126],[1764813],[1790777],[1794838],[1796525],[1797047],[1797201],[1801433],[1801725],[1804013],[1818523],[1825489],[1827255],[1829690],[1831998],[1834009],[1834871],[1836600],[1837866],[1845351],[1845936],[1848370],[1852286],[1852649],[1852960],[1876389],[1878377],[1882613],[1883135],[1883289],[1886707],[1905699],[1906990],[1913214],[1913736],[1913890],[1917308],[1919299],[1919662],[1919973],[1923499],[1939045],[1940819],[1945336],[1949397],[1951606],[1951760],[1955992],[1956284],[1958572],[1963406],[1966247],[1969403],[1973360],[1973651],[1985727],[1987018],[1995493],[1996015],[1996169],[1997927],[2001843],[2002206],[2002517],[2017164],[2024081],[2025188],[2025342],[2027100],[2031016],[2031379],[2031690],[2037116],[2037407],[2055119],[2056029],[2057107],[2061343],[2061865],[2062019],[2065437],[2067428],[2067791],[2068102],[2071628],[2077277],[2079183],[2080299],[2085068],[2100215],[2101322],[2101476],[2105365],[2109153],[2109516],[2109827],[2111362],[2115319],[2115610],[2128977],[2129887],[2135676],[2136623],[2136986],[2137297],[2138832],[2142789],[2143080],[2165444],[2165598],[2165744],[2167356],[2171272],[2171635],[2171946],[2177372],[2177663],[2188557],[2189235],[2197037],[2207229],[2208176],[2208539],[2208850],[2210426],[2212281],[2213397],[2216096],[2216387],[2218166],[2224899],[2234420],[2234574],[2234720],[2235917],[2235968],[2238939],[2241638],[2241929],[2243708],[2261743],[2267793],[2268156],[2268467],[2270002],[2273959],[2274250],[2289859],[2290878],[2297553],[2302333],[2302384],[2305355],[2308054],[2308345],[2310154],[2311473],[2311785],[2312463],[2320265],[2323255],[2325354],[2331404],[2331767],[2332078],[2333597],[2334916],[2335906],[2343708],[2355210],[2357097],[2362767],[2363058],[2364837],[2371570],[2383320],[2384831],[2384882],[2385668],[2389077],[2390096],[2394462],[2395781],[2396771],[2402481],[2403500],[2409185],[2410175],[2415006],[2420676],[2420967],[2423712],[2424731],[2431406],[2439208],[2442198],[2444007],[2445326],[2454118],[2457108],[2465620],[2469340],[2469873],[2473003],[2475351],[2475983],[2478760],[2479779],[2484883],[2486394],[2486445],[2487231],[2490640],[2491659],[2496025],[2497344],[2503846],[2509603],[2510622],[2516307],[2517297],[2529711],[2530701],[2541493],[2545269],[2549829],[2550382],[2551168],[2552959],[2559670],[2560203],[2563333],[2565681],[2580028],[2582376],[2583008],[2585785],[2586804],[2597665],[2598684],[2604369],[2615539],[2616015],[2624458],[2629018],[2630357],[2643496],[2644049],[2644835],[2646626],[2649606],[2657000],[2659348],[2683921],[2696279],[2696755],[2701392],[2702178],[2709758],[2711097],[2745347],[2752414],[2758313], 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] cell #4109 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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87],[2614652,2795767],[2615650,2795843],[2618203,2723189],[2619201,2723269],[2621835,2724346],[2623571,2799856],[2623974,2727248],[2624569,2799932],[2626542,2631537],[2628120,2802110],[2633280,2804018],[2634846,2734609],[2637587,2737317],[2638049,2736782],[2639047,2640449],[2641600,2852248],[2642598,2809029],[2646737,2810478],[2647758,2879837],[2649324,2893192],[2658132,2856969],[2659698,2817834],[2665836,2819722],[2668824,2669550],[2672495,2762149],[2674038,2823756],[2675029,2764137],[2675491,2763602],[2676489,2677891],[2680038,2767263],[2683034,2827890],[2684032,2827966],[2695392,2833373],[2696390,2833449],[2698943,2780318],[2699941,2780398],[2700962,2869431],[2702575,2781475],[2708860,2839716],[2714020,2841624],[2715586,2791738],[2720675,2721401],[2726944,2727670],[2730615,2802030],[2732158,2802272],[2740988,2808949],[2742531,2853352],[2743522,2810937],[2743984,2810402],[2744982,2746384],[2751527,2857486],[2752525,2857562],[2757097,2859902],[2769251,2769977],[2777804,2778530],[2787744,2839636],[2789287,2839878],[2816051,2816777] ] cell #4110 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [994049],[1116633],[1159474],[1180320],[1190884],[1235704],[1243726],[1286984],[1308460],[1319589],[1319744],[1325552],[1365121],[1373134],[1409072],[1417094],[1430934],[1438956],[1441887],[1449742],[1450668],[1456313],[1467208],[1489070],[1494923],[1503112],[1503564],[1521928],[1523034],[1524227],[1539505],[1561497],[1569510],[1572590],[1572600],[1580612],[1586403],[1597595],[1608490],[1609596],[1610789],[1619071],[1629966],[1632591],[1632889],[1651543],[1652622],[1653798],[1653808],[1662438],[1668291],[1684300],[1685406],[1686599],[1690153],[1698342],[1698794],[1701162],[1701877],[1709890],[1713080],[1725672],[1736864],[1737943],[1739119],[1739129],[1746518],[1754467],[1757710],[1760308],[1768605],[1769711],[1770904],[1778230],[1779270],[1780323],[1781038],[1789422],[1800317],[1802616],[1806034],[1810898],[1811977],[1813153],[1813163],[1821793],[1824418],[1824716],[1827646],[1835835],[1836287],[1845270],[1848759],[1857298],[1861351],[1862391],[1863444],[1864159],[1868750],[1877289],[1878892],[1881342],[1887598],[1892534],[1893613],[1894789],[1894799],[1899351],[1899401],[1899459],[1903906],[1911943],[1923135],[1925390],[1925400],[1928395],[1928847],[1932789],[1933829],[1934882],[1935597],[1940738],[1943981],[1946579],[1954876],[1957175],[1957501],[1957799],[1966762],[1975264],[1978093],[1979379],[1979429],[1979487],[1983934],[1994201],[1997030],[1998316],[2006855],[2006865],[2010908],[2011948],[2013001],[2013716],[2018293],[2024000],[2027489],[2036028],[2039020],[2040081],[2042174],[2042889],[2045543],[2045841],[2047480],[2047530],[2047588],[2052035],[2057622],[2060072],[2066328],[2068021],[2071264],[2073519],[2073529],[2073862],[2082338],[2088901],[2089009],[2090411],[2092466],[2094427],[2100134],[2108126],[2110181],[2117223],[2119337],[2120052],[2121338],[2121388],[2121446],[2125893],[2136191],[2137216],[2144693],[2147522],[2148516],[2148808],[2148916],[2150318],[2153363],[2156584],[2158549],[2159324],[2159382],[2167745],[2176284],[2176294],[2177887],[2180337],[2182430],[2183145],[2192239],[2192289],[2192347],[2194227],[2197489],[2198021],[2207744],[2208769],[2210587],[2214381],[2218486],[2221999],[2222107],[2223509],[2225564],[2227525],[2228300],[2228358],[2239824],[2240978],[2242153],[2247541],[2247649],[2249051],[2251106],[2252671],[2253067],[2253599],[2262881],[2268386],[2275863],[2277977],[2278692],[2279978],[2280086],[2284533],[2290020],[2290573],[2291198],[2293679],[2295195],[2300607],[2300665],[2306240],[2307394],[2308569],[2310105],[2315467],[2315575],[2317455],[2320717],[2321249],[2326492],[2331997],[2337001],[2338910],[2339018],[2340898],[2344160],[2344692],[2348394],[2360953],[2363282],[2365157],[2368670],[2368778],[2370180],[2372235],[2374196],[2374971],[2375029],[2383271],[2383747],[2384490],[2389238],[2390416],[2392897],[2397866],[2399775],[2399883],[2403195],[2403820],[2406301],[2407817],[2413287],[2418862],[2421191],[2424426],[2425051],[2425280],[2427532],[2429048],[2434460],[2434518],[2447411],[2449320],[2449428],[2451308],[2454570],[2455102],[2460345],[2468815],[2472954],[2474173],[2479474],[2480099],[2480328],[2482580],[2485310],[2486053],[2489434],[2491979],[2494460],[2499429],[2501338],[2501446],[2504273],[2505016],[2509764],[2510942],[2513423],[2520409],[2523721],[2524346],[2524575],[2526827],[2528343],[2533813],[2548771],[2553386],[2554129],[2559145],[2562284],[2564503],[2569804],[2570429],[2570658],[2572910],[2575840],[2579979],[2581198],[2587124],[2589605],[2592335],[2593078],[2599004],[2601485],[2608471],[2613237],[2617334],[2619041],[2625850],[2627960],[2632575],[2633318],[2642438],[2647796],[2652812],[2658170],[2664096],[2666577],[2670447],[2674076],[2678485],[2687423],[2698074],[2699781],[2708700],[2714058],[2717903],[2722298],[2742569],[2755916],[2761365],[2779427],[2808165] ] cell #4111 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1886610],[1973274],[1992211],[2005527],[2005907],[2045349],[2065340],[2076945],[2088548],[2106263],[2115233],[2118306],[2118756],[2142703],[2156019],[2156399],[2174956],[2175336],[2185605],[2186545],[2196436],[2212796],[2218450],[2221646],[2224555],[2247188],[2256158],[2259231],[2259681],[2273873],[2276946],[2277396],[2287189],[2287569],[2287725],[2291162],[2295138],[2310048],[2317397],[2319664],[2322851],[2343107],[2348761],[2351957],[2354866],[2365121],[2368317],[2371226],[2373771],[2380360],[2380810],[2383214],[2383690],[2384432],[2390380],[2403784],[2407760],[2412476],[2425015],[2425647],[2426396],[2428991],[2436340],[2438607],[2451250],[2453517],[2456704],[2459171],[2465276],[2468758],[2472897],[2474115],[2480063],[2480695],[2481444],[2485253],[2485995],[2491943],[2493699],[2504216],[2504958],[2505511],[2506158],[2510906],[2514882],[2524310],[2524942],[2525691],[2528286],[2533002],[2535635],[2541089],[2548714],[2553329],[2554071],[2554624],[2555271],[2559088],[2564445],[2570393],[2571025],[2571774],[2575783],[2576259],[2577001],[2579922],[2581140],[2587088],[2588469],[2590877],[2592278],[2593020],[2593573],[2594220],[2598968],[2600724],[2607660],[2617298],[2618984],[2619460],[2620202],[2626217],[2627903],[2631070],[2632518],[2633260],[2633813],[2634460],[2642381],[2647738],[2648938],[2650766],[2652755],[2653231],[2653973],[2658112],[2664060],[2665441],[2665816],[2670390],[2672781],[2674018],[2680324],[2681561],[2685680],[2687366],[2687842],[2688584],[2698038],[2699229],[2699724],[2700942],[2702555],[2708643],[2711810],[2714000],[2715200],[2717729],[2721381],[2722241],[2727650],[2728510],[2730901],[2732138],[2741274],[2742511],[2743502],[2754173],[2755859],[2757077],[2759268],[2761191],[2761993],[2766305],[2767107],[2769957],[2778510],[2779370],[2780162],[2788030],[2789267],[2795060],[2799149],[2801874],[2807991],[2808793],[2816757],[2832666],[2839480], [956899,1973640],[1111458,2115599],[1143170,2143069],[1156108,1674370],[1231900,2216376],[1281809,2037396],[1284203,1801137],[1303285,2274239],[1316223,1833725],[1356152,2311462],[1372410,2323244],[1414065,1923488],[1427130,2363047],[1429565,1938761],[1444567,2177652],[1446961,1955696],[1486562,2402347],[1497678,2409174],[1513936,2420956],[1516371,2016880],[1526921,2241918],[1552528,2445315],[1552922,2050974],[1560145,2055733],[1568786,2457097],[1577583,2071617],[1600767,2475972],[1613483,2308334],[1627458,2490506],[1638574,2497333],[1638968,2124832],[1646191,2129591],[1648549,2334905],[1681792,2522873],[1681893,2161640],[1682273,2161646],[1689293,2165733],[1692908,2529700],[1709166,2541482],[1711601,2186309],[1729306,2550248],[1730546,2551157],[1730940,2201640],[1733870,2395770],[1766097,2568956],[1766198,2230616],[1766578,2230622],[1773598,2234709],[1775415,2423578],[1792594,2582997],[1805310,2442187],[1807904,2261732],[1808112,2264201],[1808562,2264903],[1819285,2597531],[1830401,2604358],[1830795,2283472],[1838018,2288231],[1853128,2475340],[1855869,2616414],[1855970,2302061],[1856350,2302067],[1858536,2478626],[1886216,2630346],[1889540,2325343],[1889748,2327812],[1890198,2328514],[1899248,2503740],[1915577,2643915],[1916817,2644824],[1917211,2348311],[1920141,2516296],[1926307,2649595],[1929974,2356963],[1930790,2359467],[1952368,2662623],[1952469,2377287],[1952849,2377293],[1959869,2381380],[1968036,2385657],[1972317,2671633],[1973510,2549695],[1976347,2393429],[1976797,2394131],[1979276,2552853],[2002685,2565670],[2005426,2684796],[2008093,2414872],[2008909,2417376],[2031858,2582365],[2034599,2697154],[2034700,2435914],[2035080,2435920],[2037266,2585651],[2043715,2701258],[2044955,2702167],[2047377,2443901],[2064946,2711086],[2068270,2459196],[2068478,2461665],[2068928,2462367],[2083148,2469739],[2085352,2472253],[2087336,2614386],[2088798,2615433],[2091457,2476856],[2109995,2487220],[2114276,2729753],[2115469,2628884],[2121235,2495919],[2137465,2506183],[2141746,2740126],[2142939,2643362],[2145776,2513955],[2146226,2514657],[2148705,2646520],[2153177,2648963],[2155918,2745746],[2172114,2659337],[2174855,2753289],[2177522,2535398],[2178338,2537902],[2185211,2758302],[2188841,2544116],[2192136,2545163],[2194169,2547349],[2195940,2671576],[2209018,2555296],[2215983,2767558],[2216246,2560069],[2220434,2682768],[2221896,2683815],[2241788,2576764],[2243992,2579278],[2245976,2695126],[2247438,2696173],[2250097,2583881],[2255201,2780613],[2256394,2700705],[2268635,2594245],[2272916,2786882],[2274109,2709624],[2279875,2602944],[2284347,2715225],[2287088,2792502],[2290515,2610737],[2308204,2619965],[2312069,2623305],[2314764,2727866],[2315364,2624352],[2319168,2729696],[2332246,2634485],[2335512,2637783],[2338807,2638830],[2340840,2641016],[2342611,2740069],[2350745,2743718],[2352207,2744765],[2362654,2814358],[2362917,2653736],[2364556,2754198],[2367105,2751261],[2368567,2752308],[2376330,2818860],[2377523,2756840],[2396377,2675225],[2399672,2676272],[2403137,2679119],[2405540,2767501],[2420563,2830359],[2420826,2688347],[2422465,2685705],[2424368,2691477],[2428804,2832491],[2438111,2780556],[2445922,2704045],[2448617,2784995],[2449217,2705092],[2450130,2789030],[2453021,2786825],[2461155,2790474],[2462617,2791521],[2479416,2723427],[2483852,2846712],[2497940,2733345],[2500635,2804940],[2501235,2734392],[2502148,2731901],[2507986,2807624],[2522276,2815468],[2523663,2747612],[2526066,2814301],[2527449,2817617],[2537406,2818803],[2547028,2760824],[2557099,2825540],[2568359,2768668],[2569746,2772003],[2572149,2830302],[2573532,2770817],[2575288,2832073],[2578614,2832434],[2591277,2838678],[2611942,2794467],[2613179,2794828],[2618489,2846294],[2621815,2846655],[2631517,2801072],[2637567,2851692],[2651269,2856779],[2669530,2822096],[2675009,2862739],[2685880,2827183],[2691083,2866753],[2718531,2843981],[2723033,2875135] ] cell #4112 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [2323867],[2390501],[2403905],[2413427],[2413769],[2442810],[2457720],[2467097],[2474204],[2486084],[2492064],[2494233],[2494541],[2511027],[2520549],[2520891],[2533953],[2534295],[2542105],[2542904],[2548633],[2559007],[2562617],[2564534],[2566487],[2581229],[2587209],[2589378],[2589686],[2599089],[2601258],[2601566],[2608611],[2608953],[2609114],[2611089],[2613406],[2622325],[2626555],[2627822],[2629791],[2642300],[2645910],[2647827],[2649780],[2656284],[2658201],[2660154],[2661967],[2666350],[2666658],[2668275],[2668493],[2668837],[2671928],[2679471],[2681788],[2684353],[2691829],[2692164],[2692623],[2694146],[2698376],[2699643],[2707295],[2708562],[2710531],[2712172],[2716042],[2718107],[2720126],[2720688],[2723779],[2724114],[2724573],[2726613],[2726957],[2730048],[2731007],[2736986],[2737330],[2737603],[2737938],[2740421],[2742738],[2747964],[2748299],[2748758],[2750281],[2752846],[2754511],[2757747],[2761569],[2763806],[2764150],[2764423],[2764758],[2766683],[2769264],[2772355],[2772690],[2773149],[2775236],[2775454],[2775798],[2777255],[2777817],[2780908],[2781702],[2783115],[2783742],[2784086],[2784359],[2784694],[2787177],[2788136],[2792059],[2796650],[2797361],[2797579],[2797923],[2800739],[2801450],[2803079],[2803687],[2804031],[2804304],[2804639],[2808369],[2810950],[2811558],[2812565],[2813483],[2813701],[2814045],[2816064],[2819155],[2819949],[2820114],[2822304],[2823226],[2823769],[2826425],[2826968],[2828773],[2829484],[2829702],[2830046],[2834256],[2834768],[2834967],[2835529],[2836358],[2839056],[2840685],[2841637],[2842245],[2843626],[2844863],[2845207],[2847307],[2847651],[2848573],[2849116],[2852822],[2853365],[2853759],[2858369],[2859080],[2859642],[2860790],[2861366],[2861606],[2863185],[2863425],[2864422],[2867635],[2867979],[2868292],[2871345],[2871888],[2874204],[2875519],[2876335],[2878460],[2878700],[2881516],[2886691],[2888822], [1465490,2195906],[1628248,2319134],[1660720,2342577],[1674211,2152862],[1749863,2405506],[1798599,2438077],[1801001,2256689],[1820075,2452987],[1833566,2284032],[1869934,2484992],[1884687,2493665],[1923672,2352173],[1936134,2526032],[1938602,2364241],[1953158,2537372],[1955560,2377818],[1990009,2558331],[1999500,2563442],[2014253,2572115],[2016721,2422150],[2025661,2578580],[2048664,2592017],[2049043,2446813],[2055597,2450425],[2063417,2600690],[2071801,2462583],[2091015,2616124],[2101795,2621781],[2113031,2627146],[2122522,2632257],[2122901,2498831],[2129455,2502443],[2131324,2637533],[2159438,2651998],[2159522,2524431],[2159864,2524440],[2165917,2527415],[2168929,2657109],[2183682,2665782],[2186150,2542676],[2199240,2672922],[2200260,2673491],[2200639,2552023],[2202877,2674975],[2228414,2686609],[2228498,2570514],[2228840,2570523],[2234893,2573498],[2236356,2691111],[2249655,2696864],[2260435,2702521],[2262494,2591243],[2262654,2592679],[2262962,2593109],[2271671,2707886],[2281162,2712997],[2281541,2605856],[2288095,2609468],[2298657,2721347],[2300721,2721887],[2300805,2617419],[2301147,2617428],[2302772,2723061],[2323488,2731611],[2326105,2631483],[2326265,2632919],[2326573,2633349],[2333932,2736768],[2345911,2741415],[2346931,2741984],[2347310,2645690],[2349548,2743468],[2354424,2745456],[2357485,2651297],[2358057,2652674],[2375085,2755102],[2375169,2664181],[2375511,2664190],[2381564,2667165],[2387051,2669496],[2389850,2761506],[2390650,2762021],[2392670,2673677],[2392978,2674107],[2394797,2763588],[2411279,2769923],[2413343,2770463],[2415394,2685908],[2415966,2687285],[2432510,2778476],[2434574,2779016],[2434658,2698159],[2435000,2698168],[2436625,2780190],[2441411,2781902],[2442431,2782471],[2444342,2703065],[2457341,2788740],[2459958,2712223],[2460118,2713659],[2460426,2714089],[2470814,2718559],[2472287,2719859],[2473435,2795316],[2474367,2795753],[2476157,2722160],[2488614,2727616],[2491413,2801387],[2492213,2801902],[2496360,2732365],[2507577,2737989],[2510376,2808306],[2511176,2808821],[2513196,2742170],[2513504,2742600],[2515323,2810388],[2518401,2811609],[2520465,2812149],[2531805,2816723],[2533869,2817263],[2535920,2754401],[2536492,2755778],[2541726,2820718],[2544150,2759524],[2546080,2759961],[2547366,2761015],[2548325,2822742],[2556690,2764809],[2560976,2826561],[2561144,2767135],[2563765,2827439],[2564697,2827876],[2577839,2775688],[2579312,2776988],[2580460,2832922],[2581392,2833359],[2583182,2779289],[2586558,2834904],[2587358,2835419],[2595639,2784745],[2598438,2838993],[2599238,2839508],[2603385,2789494],[2606463,2842296],[2608527,2842836],[2610754,2793818],[2621040,2797813],[2623339,2799405],[2624890,2847384],[2625269,2799842],[2627514,2848089],[2635879,2804690],[2637817,2806324],[2639747,2806761],[2641033,2807815],[2641992,2852338],[2647058,2853836],[2647990,2854273],[2654643,2856157],[2654811,2813935],[2655960,2858420],[2657432,2857035],[2658364,2857472],[2663530,2859017],[2664330,2859532],[2675259,2824240],[2677189,2824677],[2679136,2825941],[2680430,2863550],[2689254,2865824],[2689422,2829936],[2690571,2828824],[2691494,2831424],[2694036,2867084],[2699335,2868417],[2704079,2837011],[2705630,2870156],[2706009,2837448],[2706595,2871778],[2708254,2870861],[2713320,2872359],[2714252,2872796],[2723444,2845645],[2725986,2875466],[2733379,2849587],[2734930,2877409],[2735309,2850024],[2735895,2849006],[2738945,2878343],[2746983,2881079],[2747629,2855537],[2748923,2880644],[2749753,2881860],[2755470,2882298],[2760858,2861249],[2765765,2884541],[2771374,2863985],[2772020,2865204],[2773314,2885943],[2774144,2864766],[2775037,2886511],[2776627,2886616],[2783309,2888582],[2794302,2874024],[2794845,2874129],[2797162,2890965],[2798752,2891070],[2803254,2876095],[2806247,2892422],[2812899,2893851],[2821960,2883573],[2824163,2895522],[2828900,2885002],[2831299,2896477],[2843866,2890417],[2845520,2898558] ] cell #4113 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [798267],[825894],[876532],[911748],[940226],[941853],[994137],[1026106],[1031784],[1055262],[1056239],[1061305],[1063840],[1108639],[1117485],[1134790],[1136283],[1150622],[1180408],[1181776],[1182151],[1187454],[1196129],[1219095],[1220588],[1235566],[1262334],[1263526],[1263901],[1278290],[1294905],[1296398],[1300466],[1309312],[1310426],[1310737],[1325414],[1336509],[1348380],[1349572],[1349947],[1358501],[1364399],[1381467],[1382960],[1391359],[1391779],[1392949],[1393260],[1415818],[1425092],[1426284],[1426659],[1430796],[1441048],[1455591],[1467070],[1478165],[1478585],[1479755],[1480066],[1488932],[1494323],[1500027],[1505733],[1511898],[1513090],[1513465],[1518431],[1520335],[1521790],[1523388],[1532885],[1545948],[1546323],[1554877],[1555297],[1556467],[1556778],[1560775],[1579336],[1583667],[1596873],[1604993],[1606897],[1608352],[1609950],[1617231],[1618349],[1624267],[1629828],[1633246],[1635219],[1635594],[1640923],[1641343],[1642513],[1642824],[1648187],[1650821],[1662300],[1673395],[1674985],[1675296],[1680803],[1682707],[1684162],[1685760],[1695257],[1700963],[1708320],[1708695],[1722936],[1727238],[1731789],[1733508],[1736142],[1743782],[1745393],[1751935],[1755870],[1756988],[1760933],[1761142],[1762595],[1762906],[1765108],[1767012],[1768467],[1770065],[1775494],[1788700],[1796820],[1800179],[1801777],[1807542],[1808616],[1810176],[1810481],[1821655],[1825073],[1827046],[1827421],[1832750],[1834340],[1834651],[1846231],[1847056],[1852766],[1855322],[1857160],[1858615],[1868413],[1869423],[1878280],[1878606],[1880217],[1882908],[1884507],[1885303],[1886759],[1889178],[1890252],[1891812],[1892117],[1909207],[1913509],[1918060],[1919779],[1922413],[1930053],[1931251],[1942141],[1943259],[1947204],[1947413],[1948866],[1949177],[1951379],[1954738],[1956336],[1958156],[1962670],[1964358],[1966476],[1967674],[1973589],[1976190],[1976851],[1977371],[1977676],[1988229],[1995788],[1997747],[1997979],[1998989],[2002323],[2003915],[2008172],[2009370],[2024961],[2031496],[2034052],[2035890],[2037345],[2046198],[2057010],[2057336],[2058947],[2061638],[2063237],[2064033],[2065489],[2067908],[2068982],[2070542],[2070847],[2074487],[2074696],[2078361],[2080119],[2080351],[2083227],[2085381],[2086914],[2088602],[2090504],[2091918],[2101095],[2106317],[2109633],[2111251],[2111538],[2115548],[2118810],[2133787],[2135905],[2137103],[2143018],[2145619],[2146280],[2146800],[2147105],[2155371],[2157209],[2157418],[2165217],[2167176],[2167408],[2168418],[2171752],[2173344],[2177601],[2178799],[2183502],[2184298],[2188870],[2189124],[2189411],[2194028],[2195099],[2197089],[2205340],[2207458],[2208656],[2213449],[2216325],[2221700],[2225016],[2234193],[2238759],[2238991],[2241867],[2244021],[2245554],[2247242],[2249144],[2250558],[2259074],[2259735],[2260255],[2261051],[2264957],[2268273],[2269891],[2270178],[2274188],[2277450],[2279409],[2285577],[2290374],[2297442],[2305175],[2305407],[2308283],[2312098],[2312352],[2320317],[2328568],[2331884],[2335541],[2335795],[2336082],[2337553],[2340699],[2341770],[2343760],[2348790],[2352011],[2353913],[2355327],[2355879],[2360120],[2362996],[2368371],[2371687],[2373592],[2380864],[2394185],[2396406],[2396660],[2396947],[2398418],[2402996],[2410064],[2418029],[2420905],[2424227],[2425676],[2426217],[2431295],[2436199],[2436402],[2439260],[2445951],[2446205],[2447963],[2454170],[2462421],[2465737],[2477509],[2479275],[2480724],[2481265],[2497969],[2498223],[2499981],[2505370],[2505573],[2514711],[2517186],[2523522],[2524971],[2525512],[2530590],[2538555],[2547057],[2551415],[2554483],[2554686],[2569605],[2571054],[2571595],[2584534],[2593432],[2593635],[2605248],[2613038],[2613589],[2626246],[2633672],[2633875],[2645082],[2668676],[2681420],[2681623],[2694329],[2726796] ] cell #4114 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1414325],[1465615],[1544756],[1577843],[1628373],[1660845],[1673815],[1689553],[1707128],[1749988],[1773858],[1798724],[1809058],[1816094],[1820200],[1833170],[1870059],[1884812],[1890694],[1897730],[1931584],[1931664],[1936259],[1938206],[1953283],[1960129],[1977293],[1989849],[1999625],[2009703],[2009783],[2014378],[2016325],[2025786],[2047143],[2048153],[2048789],[2048845],[2063542],[2069424],[2076460],[2091140],[2092251],[2092331],[2101920],[2112871],[2121001],[2122011],[2122647],[2122703],[2132099],[2146722],[2157658],[2159072],[2159278],[2169054],[2179132],[2179212],[2183807],[2185754],[2191114],[2199080],[2199749],[2200385],[2200441],[2203652],[2226634],[2228048],[2228254],[2237001],[2249780],[2250891],[2250971],[2260560],[2261331],[2271511],[2279641],[2280651],[2281287],[2281343],[2292077],[2295257],[2299432],[2300355],[2300561],[2303417],[2314342],[2323613],[2324942],[2334504],[2337785],[2345751],[2346420],[2347056],[2347112],[2350323],[2354549],[2373305],[2374719],[2374925],[2383809],[2385256],[2388104],[2389795],[2391295],[2395369],[2398650],[2404699],[2412054],[2413183],[2425930],[2429110],[2433285],[2434208],[2434414],[2437270],[2441251],[2442556],[2448195],[2457466],[2458795],[2468424],[2473492],[2474939],[2480978],[2485372],[2486819],[2491358],[2492858],[2500213],[2504335],[2505782],[2508630],[2510321],[2511821],[2515895],[2519176],[2520305],[2525225],[2532580],[2533709],[2541851],[2548380],[2553448],[2554895],[2558754],[2560921],[2563822],[2565269],[2567839],[2571308],[2575449],[2580517],[2581964],[2586503],[2588003],[2592397],[2593844],[2598383],[2599883],[2607238],[2608367],[2618650],[2624947],[2627569],[2630604],[2632637],[2634084],[2642047],[2647115],[2648562],[2652421],[2654588],[2657489],[2658936],[2661506],[2663475],[2664975],[2670509],[2680485],[2681971],[2685304],[2687032],[2689199],[2693981],[2699390],[2705687],[2708309],[2711344],[2713377],[2714824],[2718290],[2719553],[2725931],[2729053],[2734987],[2739002],[2748978],[2750464],[2753797],[2755525],[2759748],[2765822],[2768401],[2773369],[2775419],[2776682],[2786182],[2793901],[2797544],[2798807],[2806548],[2815201],[2824464],[2831507],[2845728], [1634632,2119252],[1745313,1994057],[1761762,2225349],[1762362,2225429],[1804983,2260177],[1826459,2277892],[1838456,2288588],[1870115,2107981],[1880137,2117079],[1885626,2322977],[1885902,2323669],[1927187,2355660],[1927787,2355740],[1948033,2372020],[1948633,2372100],[1959542,2381306],[1960504,2382180],[1975120,1976110],[1989643,2214372],[1997897,2407879],[1999681,2223364],[2004942,2412977],[2038876,2258994],[2044365,2441920],[2044641,2442612],[2058867,2275719],[2064356,2456830],[2064632,2457522],[2075316,2466070],[2075916,2466150],[2076149,2466289],[2080269,2468877],[2090266,2091196],[2102691,2310096],[2111625,2489667],[2112665,2321240],[2118123,2629736],[2144549,2145539],[2148389,2515001],[2150173,2354605],[2155434,2520099],[2167326,2528405],[2169110,2370035],[2174371,2533503],[2177275,2535697],[2184621,2541215],[2184897,2541907],[2187833,2383262],[2189498,2544426],[2197007,2548833],[2198012,2198874],[2213367,2559207],[2218074,2407808],[2223963,2684410],[2238909,2575902],[2239697,2576378],[2240679,2577063],[2248906,2249836],[2252550,2584812],[2253590,2441045],[2270265,2596692],[2271305,2455093],[2276763,2710476],[2279559,2603063],[2286604,2608161],[2290786,2468806],[2295186,2295215],[2296151,2472945],[2297816,2614696],[2305325,2619103],[2306113,2619579],[2307095,2620264],[2312726,2623615],[2320235,2628022],[2322390,2731062],[2336169,2638093],[2336880,2638496],[2337703,2638949],[2343678,2642500],[2344683,2345545],[2348385,2514959],[2360038,2652874],[2360826,2653350],[2361808,2654035],[2364745,2528334],[2370634,2752903],[2373679,2661784],[2380177,2757692],[2383738,2383767],[2390004,2548762],[2397034,2675535],[2397745,2675938],[2398568,2676391],[2403408,2559136],[2410438,2683078],[2417947,2687485],[2418735,2687961],[2419717,2688646],[2424639,2575831],[2425271,2576336],[2426304,2692440],[2429039,2429068],[2430004,2579970],[2431669,2695436],[2439178,2699843],[2440948,2701004],[2443721,2783060],[2446579,2704355],[2447290,2704758],[2448113,2705211],[2454088,2708762],[2456243,2788191],[2464684,2792116],[2477427,2722360],[2479687,2619032],[2480319,2619537],[2481352,2724390],[2485301,2485330],[2489307,2728629],[2491567,2627951],[2495748,2732200],[2498597,2733655],[2499308,2734058],[2500131,2734511],[2504264,2504293],[2510530,2642429],[2517560,2744028],[2519094,2744884],[2521335,2812622],[2523934,2652803],[2524566,2653308],[2525599,2748575],[2530964,2751571],[2538473,2755978],[2540243,2757139],[2540628,2820169],[2550131,2761752],[2551789,2763015],[2553377,2553406],[2560505,2766866],[2562163,2768129],[2567757,2770936],[2570017,2687414],[2570649,2687919],[2571682,2772966],[2584452,2779489],[2586087,2835150],[2586712,2699772],[2588377,2781519],[2590416,2836413],[2592326,2592355],[2598592,2708691],[2602773,2789329],[2605622,2790784],[2607156,2791640],[2615776,2795540],[2616922,2722289],[2624695,2799629],[2625841,2728587],[2629320,2801633],[2630978,2802896],[2632566,2632595],[2643798,2808552],[2645456,2809815],[2646863,2854060],[2661424,2817736],[2663684,2755907],[2665349,2819766],[2670438,2670467],[2670933,2761356],[2672391,2822825],[2678476,2766640],[2679934,2826024],[2684158,2827663],[2696516,2833146],[2697662,2779418],[2698839,2868500],[2710060,2839239],[2711718,2840502],[2717894,2718064],[2719825,2795153],[2726094,2799371],[2730511,2848172],[2739426,2808156],[2740884,2852421],[2752651,2857259],[2759361,2759490],[2776954,2832759],[2787640,2870944] ] cell #4115 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [313921],[390103],[450455],[510629],[533465],[560865],[584308],[627573],[654594],[680136],[691176],[707536],[753327],[758743],[786213],[795519],[813234],[824274],[864416],[909235],[911428],[914406],[922756],[928172],[937478],[1002784],[1015044],[1026604],[1031192],[1043146],[1058792],[1060985],[1096680],[1126267],[1135288],[1138925],[1150250],[1156093],[1170714],[1186862],[1219593],[1223230],[1256035],[1258449],[1261962],[1278215],[1295403],[1299040],[1316208],[1344495],[1348008],[1381965],[1385602],[1387655],[1391704],[1421207],[1424720],[1429550],[1474461],[1478510],[1494821],[1508013],[1511526],[1516356],[1518178],[1551173],[1552907],[1555222],[1591656],[1604740],[1623895],[1637219],[1638953],[1641268],[1680550],[1681677],[1711586],[1720075],[1730925],[1743395],[1751860],[1764855],[1765982],[1808363],[1830780],[1840790],[1845978],[1855754],[1868338],[1889999],[1917196],[1952253],[1962595],[1971410],[1976598],[1988163],[2034484],[2068729],[2078295],[2086839],[2140839],[2146027],[2195033],[2245479],[2341704] ] cell #4116 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [461378],[556878],[631118],[703549],[730495],[762288],[789758],[840285],[870751],[899924],[912780],[931717],[982468],[988414],[1019015],[1029490],[1049481],[1062337],[1105103],[1153839],[1156277],[1159732],[1168739],[1174685],[1185160],[1254060],[1266976],[1279232],[1284094],[1296930],[1313954],[1316392],[1353022],[1383492],[1392721],[1396518],[1408295],[1414307],[1429734],[1446852],[1479527],[1483324],[1516540],[1518855],[1522257],[1538763],[1556239],[1560036],[1577825],[1605417],[1608819],[1642285],[1646082],[1648042],[1651880],[1681227],[1684629],[1689535],[1733363],[1737201],[1752877],[1765532],[1768934],[1773840],[1775529],[1807397],[1809040],[1811235],[1846655],[1858650],[1876512],[1889033],[1890676],[1892871],[1930088],[1931106],[1960111],[1967529],[1977275],[1988710],[1996288],[2008207],[2009225],[2048404],[2069406],[2078842],[2083262],[2091773],[2103076],[2122262],[2146704],[2178654],[2188218],[2195580],[2200000],[2210194],[2250413],[2280902],[2289627],[2296536],[2342251],[2346671],[2388845],[2430389],[2509371] ] cell #4117 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1504704],[1597733],[1619209],[1634091],[1678072],[1699934],[1726431],[1747277],[1757848],[1761768],[1789560],[1804442],[1825918],[1837427],[1839474],[1851329],[1871320],[1882101],[1912702],[1923273],[1927193],[1944119],[1948039],[1959001],[1960593],[1970094],[1989031],[2000886],[2030059],[2040840],[2060831],[2075322],[2139523],[2151378],[2170315], [447390,1596109],[557800,1756224],[561270,1761119],[581243,1787936],[644626,1870104],[648893,1874627],[657668,1884857],[688111,1921649],[704471,1942495],[707941,1947390],[748387,1990232],[758081,1999670],[762348,2004193],[796931,1800660],[797080,1544820],[803266,2048834],[807533,2053357],[816308,2063587],[821209,2069778],[824679,2074673],[844753,2091185],[859192,2104152],[869706,2113254],[879400,2122692],[883667,2127215],[895402,2137933],[911190,1674158],[914811,2157395],[917816,2159661],[927510,2169099],[931777,2173622],[938890,1955219],[939039,1707192],[940552,2183852],[961617,2199463],[962662,2200430],[973521,2209486],[987330,2219535],[997844,2228637],[1006824,2237496],[1023483,2249825],[1032687,1804894],[1034809,2260605],[1044959,2055256],[1045108,1816158],[1048436,2271894],[1058130,2281332],[1060747,1833513],[1062397,2285855],[1064368,2076976],[1082066,2299477],[1083622,2299743],[1085020,2300944],[1088460,2303912],[1117221,2323658],[1118388,1634543],[1128080,2129114],[1128229,1897794],[1129936,2334513],[1147888,2346134],[1148933,2347101],[1152278,2350368],[1156729,1926895],[1158307,2354594],[1159792,2356157],[1162494,2158153],[1163634,1931728],[1170476,1938549],[1173601,2366206],[1184115,2375308],[1188357,1959453],[1190479,2185799],[1208064,1974054],[1208516,2391790],[1214241,2395378],[1241421,2412099],[1244375,2413566],[1244832,1761470],[1247815,2227129],[1248955,2009847],[1255797,2016668],[1257496,2018204],[1273893,2433330],[1275449,2433596],[1276847,2434797],[1279835,2037810],[1280287,2437765],[1284838,2044381],[1286527,2441634],[1287572,2442601],[1290051,2261340],[1291551,1811036],[1292003,2048990],[1309048,2457511],[1310215,1826370],[1312393,2279686],[1316844,2075024],[1320056,2076524],[1330129,2292572],[1336974,2474948],[1337272,2089288],[1341186,2092395],[1343542,2094338],[1363178,2314387],[1365259,1879071],[1370436,2116013],[1370888,2493353],[1374360,1885642],[1376613,2324951],[1378113,1892672],[1378565,2122848],[1396036,2337830],[1403294,2143483],[1403746,2512316],[1409471,2515904],[1409769,2149195],[1414789,2519221],[1416345,2519487],[1417743,2520688],[1420254,2158460],[1421416,2159081],[1421714,1933548],[1436651,2532625],[1439605,2534092],[1440062,1947741],[1442593,2178066],[1444185,2179276],[1447596,2184637],[1450330,2541896],[1451027,2186097],[1456451,1966941],[1460073,2385265],[1467551,2197400],[1471333,1978231],[1471785,2200586],[1482842,2398695],[1493195,2216790],[1493647,2405194],[1495682,1998703],[1500492,2565278],[1500790,2222386],[1507060,2227436],[1508222,2228057],[1508520,2011667],[1526053,2242332],[1533350,2581973],[1533648,2247928],[1537562,2251035],[1539918,2252978],[1551954,2050050],[1559554,2448240],[1561635,2057801],[1566812,2274653],[1567264,2600378],[1570736,2064372],[1573287,2280365],[1574489,2071402],[1574941,2281488],[1578307,2607283],[1581261,2608750],[1584132,2468433],[1587162,2082725],[1590703,2293590],[1601355,2300364],[1601653,2093225],[1612615,2308748],[1622831,2486828],[1623129,2315854],[1624948,2112053],[1630309,2320628],[1638000,2123908],[1645600,2500258],[1651681,2136370],[1655601,2339297],[1662781,2344071],[1666563,2147660],[1667015,2347257],[1688425,2363461],[1690017,2661551],[1690912,2168132],[1695722,2658945],[1696020,2369057],[1703452,2374728],[1703750,2181096],[1713467,2383953],[1715650,2191425],[1723401,2388113],[1729972,2200716],[1737002,2207923],[1740922,2400162],[1744247,2558763],[1750818,2406212],[1772730,2421370],[1774322,2567884],[1778989,2241365],[1793182,2434217],[1793480,2251865],[1814956,2449707],[1816775,2270693],[1822136,2454481],[1829827,2282548],[1849146,2295401],[1862110,2307781],[1869137,2485516],[1896592,2501725],[1901921,2338096],[1909672,2508639],[1916243,2347387],[1981949,2398961],[2027876,2429254], [178142,1037922,2262792],[210092,1121043,2326403],[246375,1211239,2392808],[290832,1312870,2460256],[303157,1335503,2473636],[323347,1373611,2494371],[340042,1406469,2513334],[370642,1465660,2548389],[391219,1499021,2563966],[410182,1531879,2580661],[418492,1547995,2589516],[430372,1569987,2601396],[465770,1622480,2625091],[469937,1628418,2627578],[491168,1660890,2642056],[498341,1672389,2647259],[511745,1694251,2657633],[520055,1710367,2666488],[552899,1750033,2680494],[588880,1798769,2699399],[590688,1545272,2588498],[599623,1814307,2705831],[603790,1820245,2708318],[610963,1831744,2713521],[614049,1319907,2287754],[666039,1895943,2735131],[676406,1907938,2739146],[689773,1673860,2648571],[699570,1936304,2748987],[710128,1443045,2373800],[712108,1953328,2755534],[713916,1707644,2665470],[745382,1987966,2765966],[771123,2014423,2773378],[780099,1526505,2426425],[782221,2025831,2776691],[809504,1816610,2711839],[818274,1572989,2458804],[822871,1833215,2714833],[853957,1613067,2481473],[856079,2101965,2798816],[885638,1898246,2631099],[887888,2132144,2806557],[892339,1655303,2505791],[922058,1688877,2525720],[924180,1938251,2753806],[933919,1702290,2374107],[966007,2203697,2824473],[970458,1740624,2554904],[1002086,1773182,2571803],[1004208,2016370,2685313],[1006372,1775959,2575458],[1011375,1782530,2427443],[1037445,2047188,2786191],[1041896,1814658,2593853],[1088008,1859080,2618659],[1093011,1865651,2482491],[1120566,2121046,2729062],[1125017,1896294,2634093],[1130234,1899738,2504479],[1162042,1930518,2652430],[1167045,1937089,2526738],[1200806,2191159,2759757],[1214539,1979766,2553592],[1247363,2008637,2687041],[1252366,2015208,2572821],[1290349,2047867,2592541],[1329677,2083692,2719562],[1376911,2121725,2632781],[1460371,2192626,2670653] ] cell #4118 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393626],[472644],[514152],[556417],[560798],[606497],[613370],[622186],[652696],[692803],[703088],[707469],[714815],[724455],[756498],[780826],[799957],[811336],[819826],[824207],[833796],[854684],[893884],[894881],[906745],[914339],[925927],[935580],[972003],[973000],[1011241],[1012526],[1014076],[1026537],[1044438],[1056547],[1092877],[1094162],[1095712],[1127559],[1135221],[1137670],[1150243],[1166911],[1169746],[1219526],[1221975],[1252232],[1255067],[1258232],[1261955],[1295336],[1297785],[1344278],[1348001],[1364270],[1381898],[1384347],[1387648],[1420990],[1424713],[1474454],[1494754],[1507796],[1511519],[1551166],[1552690],[1591439],[1623888],[1637212],[1638736],[1681670],[1720068],[1730708],[1743388],[1765975],[1830563],[1840783],[1855747],[1916979],[1952246],[1971403],[2034477],[2140832], [473032,473034],[521914,944222],[533494,734419],[548924,753356],[560894,560949],[606885,606887],[625328,1077305],[627868,844720],[643043,1098781],[644593,864711],[653693,654623],[657575,657635],[668585,1130493],[680165,903848],[695595,922785],[707565,707620],[715203,715205],[729952,961079],[737561,1214798],[747849,981925],[758048,759038],[767148,1002813],[783968,1269132],[786508,1023450],[795548,1033414],[800345,800347],[801683,1290608],[803233,1043441],[812333,813263],[816215,816275],[824303,824358],[842180,1337531],[845717,1096709],[869168,870208],[877817,1377170],[879367,1126562],[899381,1147350],[906990,1410028],[909530,1158274],[911457,1159271],[912531,912533],[914435,914490],[917278,1168196],[927477,928467],[936577,937507],[940459,940519],[942304,942306],[951399,1460630],[957061,1468287],[959794,1219622],[962629,1223525],[990309,1501049],[993846,1256064],[994920,994922],[997306,1253517],[1015073,1024447],[1020910,1533907],[1026633,1027662],[1028947,1285989],[1031487,1287539],[1031638,1284704],[1031853,1031924],[1034716,1034776],[1047898,1048938],[1058097,1059087],[1061014,1319386],[1062088,1062090],[1063992,1064047],[1066405,1588313],[1079272,1598299],[1081607,1348449],[1082033,1348952],[1084482,1352479],[1105958,1623388],[1111620,1631045],[1114353,1381994],[1117188,1385897],[1117554,1117625],[1135317,1146065],[1139220,1148900],[1143332,1663517],[1150691,1151819],[1151194,1152245],[1155734,1417205],[1156388,1414756],[1156588,1156664],[1170743,1180117],[1176580,1696279],[1181191,1181193],[1182303,1183332],[1183577,1184617],[1187157,1450297],[1187308,1447462],[1187523,1187594],[1190386,1190446],[1192418,1716937],[1203898,1473931],[1207621,1478500],[1207999,1478925],[1225760,1748428],[1232062,1751554],[1233716,1494850],[1235635,1235780],[1238627,1758414],[1240962,1511967],[1241388,1512470],[1243837,1515997],[1244691,1244767],[1262403,1273434],[1262906,1273860],[1264053,1266188],[1266433,1276309],[1271099,1790126],[1278205,1279392],[1278630,1279770],[1281971,1540654],[1283871,1544377],[1295432,1306180],[1299335,1309015],[1299486,1560646],[1303447,1822872],[1309381,1309452],[1310806,1311934],[1311309,1312360],[1315849,1580723],[1316503,1578274],[1316703,1316779],[1321812,1843011],[1325483,1325628],[1332798,1603769],[1336864,1608714],[1350099,1352234],[1354790,1872607],[1356314,1874175],[1361490,1875738],[1362719,1624336],[1363145,1624839],[1365044,1365194],[1366270,1636689],[1369993,1641258],[1370371,1641683],[1372572,1886378],[1386048,1646692],[1387125,1399128],[1391694,1402851],[1392119,1403229],[1393329,1395577],[1393832,1396003],[1408190,1409361],[1411995,1669684],[1425161,1436192],[1425664,1436618],[1426811,1428946],[1427292,1937825],[1429191,1439067],[1429845,1689984],[1430865,1431010],[1433857,1944685],[1439921,1439997],[1440963,1442150],[1441388,1442528],[1444729,1703026],[1446629,1706749],[1456236,1456386],[1459647,1718505],[1463468,1732352],[1480135,1482383],[1480638,1482809],[1485330,1992568],[1486440,1993574],[1486857,1990340],[1492752,1751850],[1493130,1752275],[1494868,1494880],[1496316,1763884],[1497840,2003741],[1500382,1768829],[1503016,2005304],[1513617,1515752],[1514098,2015944],[1516651,1774289],[1517207,1529174],[1521859,1522004],[1522152,1533240],[1523303,1525610],[1523728,1525988],[1527083,1783266],[1550643,1562646],[1555212,1566369],[1555637,1566747],[1556847,1559095],[1557350,1559521],[1557866,2054468],[1559813,1815715],[1561420,1561570],[1568948,2065108],[1571708,1572879],[1575513,1829039],[1586348,1586360],[1589915,1844017],[1600929,1854184],[1608421,1608566],[1609865,1612172],[1610290,1612550],[1613645,1866387],[1614979,1868268],[1616546,2107547],[1616653,2104484],[1622721,1876407],[1626226,1888022],[1627336,2116596],[1627753,2113362],[1642893,1645141],[1643396,1645567],[1643912,2128326],[1645859,1897351],[1647031,1658698],[1647131,1647451],[1649605,1654877],[1651466,1651616],[1652916,1655193],[1656707,1906339],[1679579,1691546],[1680110,1929659],[1682087,2159769],[1684524,1695612],[1685675,1687982],[1686100,1688360],[1690098,1690110],[1693070,2173170],[1698246,2174733],[1709328,2185373],[1712255,1712267],[1714431,1962525],[1718958,1965588],[1729184,1974637],[1729601,2199571],[1732452,1732772],[1734926,1740198],[1736787,1736937],[1738237,1740514],[1742028,1986367],[1743281,1988550],[1744850,2211780],[1755185,2222930],[1755292,2219867],[1764415,2007778],[1766392,2228745],[1769980,1772287],[1770405,1772665],[1774693,1774993],[1776542,1781742],[1777073,2019513],[1778175,1778187],[1792756,2032914],[1805472,2045117],[1806386,1818053],[1806486,1806806],[1812271,1814548],[1819163,2275236],[1819580,2272002],[1835739,2286966],[1840676,2078682],[1843111,1843431],[1844548,2081971],[1850110,2086769],[1854637,2089832],[1854744,2300075],[1856164,2301052],[1857814,1858114],[1859663,1864863],[1860194,2095647],[1861296,1861308],[1879674,2318648],[1888122,1888442],[1893907,1896184],[1898526,1898538],[1900282,1905229],[1900382,1900702],[1915455,2144066],[1915872,2346242],[1921197,1926469],[1928299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] cell #4119 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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2299175],[1854877,2299963],[1859818,2303635],[1859988,2095712],[1872762,2313281],[1873828,2314085],[1879809,2318545],[1880049,2113427],[1894337,1895443],[1910410,2341988],[1920850,2350066],[1922723,2351483],[1924938,2156895],[1931426,1931496],[1941696,2366426],[1943569,2367843],[1946890,2175832],[1956864,1957984],[1974792,2391513],[1974962,2198774],[1975782,2392224],[1976022,2199636],[1992531,2404037],[1993729,2404917],[1993899,2215134],[2003394,2411797],[2009545,2009615],[2032567,2433028],[2033607,2433816],[2038548,2437488],[2038718,2254352],[2058539,2452398],[2058779,2272067],[2073067,2074173],[2092093,2092163],[2116751,2493076],[2116921,2322002],[2144221,2512039],[2144391,2345445],[2145211,2512750],[2145451,2346307],[2154926,2519707],[2172823,2532323],[2178974,2179044],[2225191,2225261],[2250733,2250803],[2258666,2588932],[2258906,2441807],[2275391,2600101],[2275561,2455855],[2355502,2355572],[2371862,2371932],[2465912,2465982] ] cell #4120 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [359722],[431548],[486257],[515215],[544166],[575373],[598879],[608066],[638984],[665295],[668958],[673358],[690837],[698601],[737934],[742334],[764286],[770154],[774569],[797624],[802056],[806456],[823935],[842553],[848427],[875889],[878190],[882590],[887014],[907363],[911763],[916528],[917651],[933715],[939583],[951772],[959289],[965133],[985681],[990682],[994152],[996556],[997679],[1021283],[1027157],[1036571],[1038032],[1054619],[1056920],[1061320],[1069871],[1073856],[1081192],[1084855],[1106331],[1108726],[1113848],[1119692],[1121153],[1138043],[1145560],[1151404],[1162760],[1171952],[1176953],[1180423],[1182827],[1183950],[1196216],[1199932],[1207364],[1211349],[1222348],[1229226],[1233211],[1234908],[1240547],[1244210],[1248081],[1261698],[1265683],[1273019],[1276682],[1298158],[1300553],[1305675],[1311519],[1312980],[1322235],[1324756],[1336596],[1340312],[1347744],[1351729],[1358588],[1362304],[1369736],[1373721],[1384720],[1391446],[1395162],[1402594],[1406579],[1417578],[1424456],[1428441],[1430138],[1435777],[1439440],[1443311],[1452733],[1463891],[1466412],[1478252],[1481968],[1485753],[1488274],[1500114],[1503830],[1511262],[1515247],[1518611],[1521132],[1532972],[1536688],[1544120],[1548105],[1554964],[1558680],[1566112],[1570097],[1581096],[1594015],[1603275],[1605173],[1607694],[1615491],[1626649],[1629170],[1641010],[1644726],[1647963],[1659121],[1661642],[1673482],[1677198],[1680983],[1683504],[1695344],[1699060],[1706492],[1710477],[1719381],[1727418],[1731876],[1733284],[1754130],[1765288],[1767809],[1785842],[1795102],[1797000],[1799521],[1807318],[1818476],[1820997],[1832837],[1836553],[1844933],[1846411],[1852542],[1856502],[1883088],[1888954],[1905652],[1913689],[1918147],[1919555],[1940401],[1951559],[1954080],[1967450],[1969754],[1985680],[1995968],[2002099],[2023663],[2025141],[2031272],[2035232],[2061818],[2067684],[2079534],[2099797],[2101275],[2109409],[2136879],[2139183],[2165397],[2171528],[2208432],[2212632],[2234373],[2238174],[2268049],[2304590],[2331660],[2359303],[2417212],[2471921] ] cell #4121 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1243555],[1372224],[1438785],[1495521],[1502624],[1568600],[1580441],[1587001],[1625460],[1679127],[1690751],[1697854],[1708980],[1716162],[1753155],[1778828],[1805124],[1817287],[1828244],[1835347],[1842038],[1861949],[1902433],[1904504],[1919113],[1927907],[1939426],[1950370],[1982461],[1984532],[2020768],[2022231],[2022962],[2036906],[2052633],[2066709],[2096902],[2098365],[2099096],[2126491],[2134536],[2134974],[2147881],[2162487],[2163218],[2206089],[2206527],[2231463],[2232194],[2238045],[2239189],[2265706],[2266144],[2304461],[2305605],[2316888],[2329317],[2329755],[2335238],[2359174],[2360318],[2396103],[2407476],[2417083],[2418227],[2445648],[2446538],[2471792],[2488799],[2497666],[2498556],[2524036],[2546754],[2551748],[2557810],[2570119],[2605581],[2610551],[2617024],[2645415],[2663786],[2671390],[2697764],[2739883], 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] cell #4122 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4123 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4124 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4125 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1374216],[1466171],[1504096],[1504676],[1548600],[1570592],[1596587],[1628929],[1633294],[1633718],[1633880],[1661401],[1677464],[1678044],[1699326],[1699906],[1710972],[1713037],[1724678],[1745230],[1750544],[1754604],[1756702],[1760624],[1761422],[1788414],[1799280],[1804069],[1804231],[1820756],[1825121],[1825545],[1825707],[1836819],[1837399],[1838509],[1845407],[1848716],[1853016],[1868707],[1870056],[1875105],[1879023],[1880054],[1880348],[1884809],[1899308],[1910949],[1920029],[1922127],[1926847],[1931501],[1940875],[1942973],[1946895],[1947693],[1958204],[1958628],[1958790],[1960565],[1966893],[1974006],[1976027],[1979336],[1989802],[1994268],[1998273],[1999622],[2002573],[2009620],[2024137],[2027446],[2031746],[2037762],[2039087],[2046246],[2047437],[2048786],[2057753],[2058784],[2059078],[2063539],[2068158],[2074178],[2074976],[2076151],[2082295],[2088858],[2091137],[2092168],[2100271],[2102952],[2109883],[2112824],[2115965],[2121295],[2122644],[2136322],[2137353],[2143435],[2145456],[2148765],[2156900],[2159231],[2167702],[2169051],[2172002],[2177277],[2178018],[2179049],[2183804],[2188094],[2192196],[2198779],[2199033],[2200382],[2207875],[2208906],[2215139],[2216742],[2221956],[2225266],[2228207],[2240681],[2240935],[2242284],[2247498],[2249777],[2250808],[2254357],[2258911],[2260557],[2268523],[2271464],[2274605],[2281284],[2289484],[2296412],[2299429],[2300514],[2307097],[2307351],[2308700],[2314339],[2315424],[2322007],[2323610],[2332134],[2345450],[2345704],[2347053],[2350320],[2354546],[2355577],[2361810],[2363413],[2368627],[2371937],[2374878],[2382890],[2388702],[2391263],[2402106],[2404667],[2412051],[2419719],[2421322],[2430265],[2433282],[2434367],[2437238],[2440950],[2441204],[2442553],[2455860],[2457463],[2465987],[2472573],[2484453],[2492826],[2495750],[2509228],[2511789],[2532577],[2540245],[2541848],[2579598],[2599851],[2602775], [370614,2197446],[469909,2320674],[491140,2344117],[552871,2406258],[588852,2253024],[603762,2454527],[644598,2485041],[657640,2494417],[689745,2152369],[689881,1924353],[699542,2526784],[712080,2374153],[747923,2558361],[758053,2563491],[771095,2572867],[782193,2427489],[797052,2041881],[803238,2592066],[816280,2601442],[822843,2283539],[822979,2072482],[844725,2616173],[856051,2482537],[869242,2627176],[879372,2632306],[887860,2504004],[917352,2652028],[924152,2363748],[924288,2166598],[927482,2657158],[939011,2182137],[940524,2666534],[961153,2672952],[962634,2673540],[965979,2553117],[997380,2686639],[1004180,2421657],[1004316,2235574],[1005999,2575056],[1023455,2696913],[1034781,2589562],[1037417,2444165],[1038527,2268751],[1045080,2269581],[1047972,2707916],[1058102,2713046],[1082038,2615697],[1084556,2721917],[1087635,2618257],[1117193,2731660],[1120538,2496183],[1121648,2332362],[1128201,2333192],[1129888,2334765],[1147424,2741445],[1148905,2742033],[1152250,2646784],[1158279,2745505],[1161669,2522044],[1163026,1936815],[1163606,2363618],[1183651,2755132],[1190451,2185751],[1190587,1959985],[1200778,2545427],[1206147,2761720],[1207691,2672549],[1211844,2209134],[1214193,2395630],[1241393,2684079],[1243911,2770493],[1246990,2568127],[1248347,2014934],[1248927,2421527],[1273865,2696437],[1276383,2779046],[1279462,2698997],[1286063,2781932],[1287544,2782520],[1290003,2261592],[1291178,2449128],[1291340,2053835],[1309020,2788789],[1312365,2279638],[1313475,2068386],[1320028,2076313],[1329304,2611710],[1335008,2615109],[1336926,2475200],[1340578,2102476],[1341158,2308905],[1363150,2624616],[1368519,2801601],[1370063,2730669],[1376565,2325203],[1377740,2501146],[1377902,2127693],[1396008,2337782],[1401377,2808520],[1402921,2741042],[1407074,2137581],[1409423,2516156],[1414761,2519173],[1417279,2812179],[1421368,2163697],[1436623,2752572],[1439141,2817293],[1442220,2373273],[1443577,1953839],[1444157,2178223],[1450302,2820767],[1453207,2544839],[1460025,2385517],[1465612,2549454],[1470960,2399583],[1471122,2209964],[1482814,2398647],[1492398,2766834],[1492822,2680092],[1498526,2683491],[1500444,2565530],[1508174,2232673],[1525680,2425898],[1531384,2695849],[1533302,2582225],[1536954,2026342],[1537534,2242489],[1542903,2835118],[1544447,2587971],[1559526,2448192],[1564895,2839207],[1566439,2787798],[1572941,2279935],[1574116,2279786],[1574278,2070256],[1578279,2607235],[1580797,2842866],[1584084,2469498],[1594489,2477797],[1601307,2309035],[1612242,2480946],[1615965,2624028],[1621985,2728186],[1622783,2487080],[1628370,2628643],[1645572,2500210],[1648437,2503416],[1655255,2338867],[1660842,2643121],[1666190,2338718],[1666352,2138411],[1671894,2646196],[1673812,2520258],[1687628,2813634],[1688052,2525193],[1689989,2661503],[1693756,2751984],[1695674,2659197],[1703404,2179343],[1705275,2859231],[1706819,2664943],[1723353,2394620],[1733758,2552529],[1740576,2399732],[1744199,2559828],[1749985,2681083],[1771933,2829635],[1772357,2571276],[1774294,2567836],[1775911,2423337],[1784395,2868130],[1786316,2422749],[1793134,2242619],[1798721,2585410],[1807792,2591478],[1813812,2785315],[1814610,2449277],[1815785,2711312],[1820197,2709383],[1831249,2712458],[1833167,2608320],[1859032,2478385],[1867516,2845358],[1889428,2631718],[1895448,2805260],[1896246,2501295],[1897421,2630572],[1907443,2738559],[1909624,2333755],[1929729,2750432],[1930470,2522632],[1936256,2749576],[1938203,2533662],[1953280,2662382],[1967924,2670066],[1987471,2765379],[2007848,2681939],[2008589,2568715],[2014375,2773967],[2016322,2413136],[2019583,2775387],[2025783,2693441],[2047140,2597290],[2082041,2718258],[2083644,2612701],[2095717,2797512],[2101917,2725391],[2120998,2490265],[2132096,2639570],[2157626,2656570],[2191111,2545903],[2203649,2677012],[2226602,2562903],[2236969,2692853],[2292045,2612113],[2303385,2724803] ] cell #4126 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [798274],[825901],[876539],[911753],[940233],[941916],[994142],[1026111],[1031783],[1055269],[1056302],[1061310],[1063896],[1108644],[1117484],[1134795],[1136346],[1150621],[1180413],[1181781],[1182207],[1187453],[1196134],[1219100],[1220651],[1235565],[1262333],[1263531],[1263957],[1278225],[1294910],[1296461],[1300471],[1309311],[1310358],[1310736],[1325413],[1336514],[1348379],[1349577],[1350003],[1358506],[1364394],[1381472],[1383023],[1391364],[1391714],[1392881],[1393259],[1415881],[1425091],[1426289],[1426715],[1430795],[1440983],[1455586],[1467069],[1478170],[1478520],[1479687],[1480065],[1488931],[1494328],[1500032],[1503604],[1505796],[1511897],[1513095],[1513521],[1518188],[1518295],[1521789],[1523323],[1532890],[1545953],[1546379],[1554882],[1555232],[1556399],[1556777],[1560770],[1579399],[1583662],[1596868],[1604750],[1604857],[1608351],[1609885],[1617236],[1618344],[1624266],[1629827],[1633251],[1633406],[1635224],[1635650],[1640928],[1641278],[1642445],[1642823],[1648057],[1650816],[1662299],[1673400],[1674917],[1675295],[1680560],[1680667],[1684161],[1685695],[1695262],[1698834],[1701026],[1708325],[1708751],[1722931],[1727102],[1731794],[1733378],[1736137],[1743777],[1745392],[1751870],[1755875],[1756983],[1760283],[1760932],[1762527],[1762905],[1764865],[1764972],[1768466],[1770000],[1775489],[1788695],[1796684],[1800178],[1801712],[1807412],[1808373],[1808480],[1810171],[1821654],[1825078],[1825233],[1827051],[1827477],[1832755],[1834272],[1834650],[1836327],[1845988],[1846095],[1852636],[1855327],[1857159],[1858610],[1868348],[1869420],[1878014],[1878212],[1878601],[1880216],[1882772],[1884502],[1886694],[1889048],[1890009],[1890116],[1891807],[1909202],[1913373],[1918065],[1919649],[1922408],[1928887],[1930048],[1931121],[1942146],[1943254],[1946554],[1947203],[1948798],[1949176],[1951243],[1954737],[1956271],[1958161],[1958316],[1962605],[1964092],[1964290],[1966471],[1967544],[1973584],[1976189],[1976608],[1976715],[1977366],[1988226],[1995652],[1997742],[1997914],[1998986],[2002193],[2008167],[2009240],[2024825],[2031366],[2034057],[2035889],[2037340],[2046203],[2046358],[2056744],[2056942],[2057331],[2058946],[2061502],[2063232],[2065424],[2067778],[2068739],[2068846],[2070537],[2073837],[2074486],[2078358],[2080114],[2080286],[2083222],[2085376],[2086849],[2088534],[2090501],[2091788],[2100959],[2106249],[2109503],[2111248],[2115543],[2118674],[2133521],[2133719],[2135900],[2136973],[2143013],[2145618],[2146037],[2146144],[2146795],[2155376],[2156559],[2157208],[2165081],[2167171],[2167343],[2168415],[2171622],[2177009],[2177596],[2178669],[2183497],[2188865],[2189121],[2194025],[2195096],[2197024],[2205074],[2205272],[2207453],[2208526],[2213384],[2216320],[2221632],[2224886],[2234057],[2238754],[2238926],[2240413],[2241862],[2244016],[2245489],[2247174],[2249141],[2250428],[2252646],[2259073],[2259599],[2260250],[2264889],[2268143],[2269888],[2274183],[2277314],[2279404],[2290371],[2297439],[2305170],[2305342],[2306829],[2308278],[2312093],[2312349],[2320252],[2328500],[2331754],[2335536],[2335792],[2336976],[2337548],[2340696],[2341767],[2343695],[2348785],[2351943],[2353910],[2355197],[2360055],[2361542],[2362991],[2368303],[2371557],[2380728],[2394117],[2396401],[2396657],[2397841],[2398413],[2402993],[2410061],[2417964],[2419451],[2420900],[2424224],[2425671],[2431292],[2436196],[2439195],[2445946],[2446202],[2447386],[2447958],[2454105],[2462353],[2465607],[2477444],[2479272],[2480719],[2497964],[2498220],[2499404],[2499976],[2505367],[2514643],[2517183],[2523519],[2524966],[2530587],[2538490],[2547052],[2551412],[2554480],[2562259],[2569602],[2571049],[2584469],[2593429],[2605245],[2613035],[2613586],[2626241],[2633669],[2645079],[2668673],[2681417],[2694326],[2726793] ] cell #4127 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4128 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4129 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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[323171,658032],[393238,762243],[430196,816672],[467754,868666],[472548,874145],[513764,931672],[519879,940916],[525451,950897],[555420,986566],[593045,1035173],[601607,1047396],[606401,1052875],[612982,1062292],[619269,1072982],[651146,1109531],[672122,1137168],[692415,1159687],[702091,1172837],[709925,1183075],[714719,1188554],[720875,1199261],[741098,1221473],[777909,1264809],[779896,1265931],[792821,1279187],[799861,1288006],[809786,1301358],[818829,1312106],[851767,1350855],[853754,1351977],[890304,1394491],[892094,1392676],[892894,1395749],[906649,1409178],[921855,1428689],[934030,1442640],[968423,1481297],[970213,1479482],[971013,1482555],[1001883,1515495],[1011145,1523140],[1011486,1526100],[1025655,1538870],[1041651,1556194],[1042451,1559267],[1092781,1609702],[1093122,1612662],[1124772,1642240],[1125572,1645313],[1130419,1650645],[1134339,1651987],[1166815,1685512],[1167156,1688472],[1214724,1735966],[1218644,1737308],[1234711,1752832],[1252136,1769817],[1252477,1772777],[1257807,1777532],[1290534,1810000],[1294454,1811342],[1343853,1860653],[1364174,1877395],[1377096,1891636],[1381016,1892978],[1420565,1932091],[1421899,1933659],[1460556,1969092],[1493872,1996395],[1507371,2010210],[1508705,2011778],[1552265,2050347],[1591014,2084275],[1601838,2093336],[1615044,2103183],[1638311,2124205],[1703935,2181207],[1714496,2188325],[1730283,2201013],[1793665,2251976],[1830138,2282845],[1850175,2296643],[1916554,2347684],[2028905,2430496] ] cell #4130 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1157547],[1190843],[1245650],[1284827],[1317662],[1319802],[1374349],[1408703],[1414863],[1440880],[1441945],[1447585],[1450764],[1495599],[1504778],[1522665],[1524285],[1539146],[1570725],[1572221],[1572696],[1578381],[1587079],[1609227],[1610847],[1625521],[1652263],[1653429],[1653904],[1668329],[1685037],[1686657],[1690829],[1700008],[1701242],[1701518],[1716223],[1726348],[1737584],[1738750],[1739225],[1747194],[1752963],[1769342],[1770962],[1778906],[1779308],[1780403],[1780679],[1802674],[1811618],[1812784],[1813259],[1817348],[1827684],[1841846],[1851902],[1862027],[1862429],[1863524],[1863800],[1871893],[1876920],[1882018],[1885362],[1887656],[1893254],[1894420],[1894895],[1899594],[1901212],[1902494],[1903944],[1912619],[1925021],[1925496],[1933465],[1933867],[1934962],[1935238],[1939234],[1957233],[1961448],[1972466],[1979622],[1981240],[1982522],[1983972],[1990488],[1991403],[1996671],[2001459],[2004587],[2004675],[2006486],[2006961],[2011584],[2011986],[2013081],[2013357],[2018381],[2020576],[2030632],[2040757],[2042254],[2042530],[2047723],[2049341],[2050623],[2052073],[2060748],[2064092],[2066386],[2073150],[2073625],[2085692],[2089144],[2093142],[2094515],[2096710],[2103407],[2104687],[2110219],[2113510],[2114425],[2117296],[2117862],[2119417],[2119693],[2121581],[2123199],[2124481],[2125931],[2130877],[2141895],[2149051],[2151951],[2153401],[2158637],[2159517],[2160832],[2161067],[2170888],[2174016],[2174104],[2175915],[2176390],[2181013],[2182510],[2182786],[2184357],[2192482],[2193170],[2197577],[2199719],[2201289],[2202430],[2210625],[2211376],[2218341],[2218566],[2218790],[2220070],[2222242],[2223625],[2225602],[2227613],[2228493],[2229808],[2230043],[2244332],[2247784],[2251782],[2253155],[2255350],[2261110],[2262047],[2262969],[2272150],[2273065],[2275936],[2276502],[2278057],[2278333],[2280221],[2283121],[2284571],[2286249],[2286337],[2290058],[2291053],[2291278],[2292845],[2293767],[2298210],[2300278],[2300800],[2301253],[2301488],[2310012],[2315710],[2317318],[2317493],[2318244],[2320805],[2325658],[2326580],[2339153],[2344248],[2346390],[2347960],[2349101],[2356551],[2356639],[2365012],[2365237],[2365461],[2366741],[2368913],[2370296],[2372273],[2374284],[2375164],[2376479],[2376714],[2379350],[2379916],[2383178],[2384353],[2384528],[2386604],[2388232],[2389276],[2390496],[2391923],[2392985],[2400018],[2403900],[2406389],[2407724],[2410832],[2413422],[2424906],[2425131],[2426698],[2427620],[2432063],[2434131],[2434653],[2435106],[2435341],[2441890],[2442894],[2443460],[2449563],[2451171],[2451346],[2452097],[2454658],[2459062],[2459511],[2460433],[2464346],[2468552],[2468722],[2472179],[2472861],[2474211],[2479954],[2480179],[2481746],[2482668],[2486091],[2488167],[2492059],[2494548],[2501581],[2504879],[2505054],[2506049],[2507130],[2508758],[2509802],[2511022],[2512449],[2513511],[2515152],[2520022],[2520544],[2520997],[2524426],[2526915],[2528250],[2531358],[2533948],[2535556],[2544042],[2548678],[2553992],[2554167],[2555162],[2556243],[2558882],[2559052],[2564541],[2570509],[2572998],[2575577],[2575747],[2576529],[2576922],[2579204],[2579886],[2581236],[2584940],[2587204],[2588631],[2589693],[2593116],[2594111],[2595192],[2599084],[2601573],[2608606],[2617414],[2618778],[2618948],[2619730],[2620123],[2623231],[2627867],[2633356],[2634351],[2635432],[2637709],[2638624],[2642345],[2645802],[2647834],[2652549],[2652719],[2653501],[2653894],[2658208],[2664176],[2666665],[2674114],[2675151],[2676066],[2687160],[2687330],[2688112],[2688505],[2692056],[2698154],[2699688],[2703971],[2704886],[2708607],[2714096],[2719681],[2722205],[2724006],[2728780],[2733271],[2734186],[2742607],[2748191],[2755823],[2760750],[2761069],[2768257],[2772582],[2779334],[2793872],[2800631],[2807869],[2825995] ] cell #4131 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [435558],[515802],[575960],[608119],[639571],[673411],[699188],[709303],[742387],[770741],[774622],[779274],[798211],[806509],[848480],[853132],[876476],[882643],[887367],[911816],[916581],[921233],[940170],[959342],[965486],[994205],[996609],[1001261],[1005963],[1027210],[1031862],[1036924],[1038085],[1055206],[1061373],[1073909],[1081545],[1087599],[1108779],[1113901],[1117563],[1120045],[1121206],[1145613],[1151757],[1161633],[1163113],[1180476],[1182880],[1187532],[1196269],[1200285],[1207655],[1211402],[1233264],[1235718],[1240900],[1246954],[1248434],[1265736],[1273372],[1279426],[1291142],[1300606],[1305728],[1309390],[1311872],[1313033],[1325566],[1329268],[1336649],[1340665],[1351782],[1358641],[1362657],[1364413],[1370027],[1373774],[1377704],[1391499],[1395515],[1402885],[1406632],[1428494],[1430948],[1436130],[1442184],[1443664],[1453171],[1455605],[1467222],[1470924],[1478305],[1482321],[1489084],[1492786],[1500167],[1504183],[1515300],[1521942],[1525644],[1533025],[1537041],[1548158],[1555017],[1559033],[1560789],[1566403],[1570150],[1574080],[1583681],[1594453],[1596887],[1608504],[1612206],[1615929],[1618363],[1629980],[1633682],[1641063],[1645079],[1648401],[1650835],[1662452],[1666154],[1673535],[1677551],[1684314],[1688016],[1695397],[1699413],[1710530],[1722950],[1731929],[1733722],[1736156],[1743796],[1754568],[1757002],[1768619],[1772321],[1775508],[1786280],[1788714],[1800331],[1804033],[1807756],[1810190],[1821807],[1825509],[1832890],[1836906],[1845371],[1852980],[1857312],[1858629],[1878620],[1889392],[1891826],[1909221],[1918200],[1919993],[1922427],[1930067],[1940839],[1943273],[1954890],[1958592],[1966490],[1967888],[1973603],[1977385],[2002537],[2008186],[2024101],[2031710],[2036042],[2037359],[2057350],[2068122],[2070556],[2083241],[2085395],[2100235],[2109847],[2115562],[2135919],[2137317],[2143032],[2146814],[2171966],[2177615],[2188884],[2207472],[2208870],[2216339],[2241881],[2244035],[2268487],[2274202],[2308297],[2312112],[2332098],[2335555],[2363010],[2396420],[2420919],[2445965],[2497983],[2547071] ] cell #4132 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [993037],[1080706],[1102182],[1115876],[1179308],[1207104],[1228966],[1240061],[1242943],[1272533],[1294009],[1307703],[1318577],[1321962],[1335826],[1357818],[1369476],[1374263],[1380571],[1402334],[1413429],[1418943],[1424196],[1435291],[1438173],[1448985],[1463618],[1472671],[1485480],[1499344],[1503878],[1511002],[1518338],[1532202],[1543860],[1546158],[1548647],[1549093],[1554194],[1565852],[1570639],[1576947],[1579829],[1582461],[1598951],[1603015],[1604900],[1626697],[1633661],[1635429],[1640240],[1658848],[1667901],[1670336],[1672712],[1674655],[1675520],[1677246],[1678515],[1680710],[1694574],[1699108],[1706232],[1708530],[1711019],[1711465],[1719429],[1727145],[1727466],[1727623],[1731106],[1754547],[1759066],[1763130],[1765015],[1790778],[1794842],[1796727],[1797048],[1797205],[1801437],[1801794],[1804012],[1818524],[1825488],[1827256],[1829691],[1832067],[1834010],[1834875],[1836601],[1837870],[1845350],[1846138],[1848439],[1852290],[1852783],[1852959],[1876390],[1878374],[1882815],[1883136],[1883293],[1886776],[1905700],[1906991],[1913416],[1913737],[1913894],[1917377],[1919303],[1919796],[1919972],[1923506],[1939046],[1940818],[1945337],[1949401],[1951607],[1951764],[1955996],[1956353],[1958571],[1963475],[1966244],[1969407],[1973357],[1973658],[1985728],[1987019],[1995695],[1996016],[1996173],[1997996],[2001847],[2002340],[2002516],[2017165],[2024080],[2025189],[2025346],[2027169],[2031020],[2031513],[2031689],[2037113],[2037414],[2055120],[2056033],[2057104],[2061545],[2061866],[2062023],[2065506],[2067432],[2067925],[2068101],[2071635],[2077274],[2079187],[2080368],[2085065],[2100214],[2101323],[2101480],[2105434],[2109157],[2109650],[2109826],[2111366],[2115316],[2115617],[2128978],[2129891],[2135673],[2136627],[2137120],[2137296],[2138836],[2142786],[2143087],[2165445],[2165602],[2165751],[2167425],[2171276],[2171769],[2171945],[2177369],[2177670],[2188554],[2189239],[2197106],[2207226],[2208180],[2208673],[2208849],[2210430],[2212285],[2213466],[2216093],[2216394],[2218163],[2225033],[2234421],[2234578],[2234727],[2235914],[2235972],[2239008],[2241635],[2241936],[2243705],[2261750],[2267797],[2268290],[2268466],[2270006],[2273956],[2274257],[2289863],[2290875],[2297557],[2302330],[2302388],[2305424],[2308051],[2308352],[2310151],[2311480],[2311782],[2312467],[2320334],[2323262],[2325361],[2331408],[2331901],[2332077],[2333594],[2334923],[2335910],[2343777],[2355344],[2357101],[2362764],[2363065],[2364834],[2371704],[2383317],[2384828],[2384886],[2385675],[2389081],[2390093],[2394459],[2395788],[2396775],[2402485],[2403497],[2409192],[2410179],[2415010],[2420673],[2420974],[2423716],[2424728],[2431410],[2439277],[2442205],[2444004],[2445333],[2454187],[2457115],[2465754],[2469337],[2469877],[2473000],[2475358],[2475990],[2478764],[2479776],[2484880],[2486391],[2486449],[2487238],[2490644],[2491656],[2496022],[2497351],[2503843],[2509607],[2510619],[2516314],[2517301],[2529718],[2530705],[2541500],[2545266],[2549833],[2550386],[2551175],[2552956],[2559667],[2560207],[2563330],[2565688],[2580025],[2582383],[2583015],[2585789],[2586801],[2597669],[2598681],[2604376],[2615536],[2616012],[2624455],[2629022],[2630364],[2643500],[2644053],[2644842],[2646623],[2649613],[2656997],[2659355],[2683918],[2696276],[2696752],[2701396],[2702185],[2709762],[2711104],[2745344],[2752411],[2758320], [658074,1116356],[762186,1242769],[816714,1308183],[867577,1366137],[874053,1372258],[931615,1437999],[940958,1449465],[947623,1459514],[985421,1496562],[1035215,1549573],[1046307,1562513],[1052783,1568634],[1062235,1579655],[1069611,1590161],[1107956,1626376],[1133894,1654744],[1159630,1678341],[1171692,1691792],[1181986,1702893],[1188462,1709014],[1195446,1719108],[1218199,1740065],[1261438,1781988],[1263736,1783133],[1279130,1796137],[1287914,1805158],[1299783,1818203],[1310961,1829285],[1347484,1865109],[1349782,1866254],[1390676,1905379],[1392619,1903749],[1393484,1906585],[1409086,1919147],[1426494,1937692],[1441065,1951286],[1477482,1985407],[1479425,1983777],[1480290,1986613],[1513300,2015811],[1523048,2022265],[1523405,2024868],[1538797,2036338],[1556137,2051878],[1557002,2054714],[1609610,2098399],[1609967,2101002],[1642183,2125736],[1643048,2128572],[1648204,2132904],[1651914,2133968],[1685420,2162521],[1685777,2165124],[1733525,2204457],[1737235,2205521],[1752775,2217914],[1769725,2231497],[1770082,2234100],[1775563,2237827],[1807559,2264074],[1811269,2265138],[1858684,2304243],[1877303,2316922],[1889195,2327685],[1892905,2328749],[1930122,2358956],[1931268,2360137],[1967691,2387843],[1996322,2406908],[2008241,2416865],[2009387,2418046],[2048438,2446320],[2083296,2471574],[2091935,2477526],[2103110,2484237],[2122296,2498338],[2178816,2538572],[2188252,2543885],[2200034,2551530],[2250575,2584551],[2280936,2605363],[2296570,2614155],[2346705,2645197],[2430423,2694895] ] cell #4133 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4134 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1117451],[1243715],[1287802],[1309278],[1320381],[1364964],[1373208],[1417083],[1438945],[1450560],[1450722],[1456156],[1495397],[1539348],[1547592],[1561340],[1569584],[1572654],[1580601],[1581660],[1586877],[1597438],[1618914],[1624939],[1651386],[1652465],[1653862],[1668765],[1690627],[1701720],[1701957],[1709964],[1715641],[1726146],[1736707],[1737786],[1739183],[1746992],[1757553],[1761135],[1778704],[1779744],[1780881],[1781118],[1789265],[1795290],[1810741],[1811820],[1813217],[1816766],[1827659],[1828120],[1839465],[1851320],[1861825],[1862865],[1864002],[1864239],[1871311],[1881816],[1885072],[1885309],[1892377],[1893456],[1894853],[1901912],[1902902],[1903919],[1904380],[1912417],[1922978],[1925454],[1933263],[1934303],[1935440],[1935677],[1943824],[1947406],[1949849],[1970085],[1977936],[1981940],[1982930],[1983947],[1984408],[1989022],[1996873],[2000877],[2003924],[2004385],[2006919],[2011382],[2012422],[2013559],[2013796],[2018195],[2018240],[2018306],[2022441],[2030050],[2040555],[2042732],[2042969],[2050041],[2051031],[2052048],[2052509],[2060546],[2063802],[2064039],[2071107],[2073583],[2074689],[2088682],[2092940],[2094329],[2094374],[2094440],[2098575],[2106397],[2110655],[2111547],[2112044],[2117280],[2119895],[2120132],[2123899],[2124889],[2125906],[2126367],[2130955],[2139514],[2147365],[2151369],[2153376],[2153837],[2157411],[2158451],[2158496],[2158562],[2162697],[2170306],[2173353],[2173814],[2176348],[2180811],[2182988],[2183225],[2184067],[2184304],[2189420],[2191416],[2197147],[2197391],[2197502],[2200707],[2202508],[2213507],[2217067],[2218325],[2221780],[2225577],[2226038],[2227427],[2227472],[2227538],[2231673],[2247322],[2251580],[2252969],[2253080],[2257215],[2260820],[2261057],[2262125],[2262828],[2262894],[2270187],[2270684],[2275920],[2278535],[2278772],[2282539],[2284546],[2285007],[2285586],[2286047],[2291037],[2293581],[2293626],[2293692],[2295392],[2297359],[2298288],[2310302],[2312269],[2317468],[2320375],[2320619],[2320730],[2323935],[2325736],[2326439],[2326505],[2336091],[2338087],[2343818],[2344062],[2344173],[2347378],[2349179],[2352091],[2355888],[2356349],[2358265],[2364996],[2368451],[2372248],[2372709],[2373601],[2374098],[2374209],[2378344],[2379334],[2383468],[2383944],[2384503],[2386682],[2388020],[2392844],[2392910],[2396956],[2398952],[2401424],[2406203],[2406314],[2408014],[2409981],[2410910],[2416174],[2424890],[2426226],[2427434],[2427545],[2429245],[2431212],[2432141],[2436411],[2439318],[2442878],[2451321],[2454228],[2454472],[2454583],[2457788],[2459046],[2459589],[2460292],[2460358],[2467937],[2468340],[2469012],[2473151],[2474186],[2476365],[2479938],[2481274],[2482482],[2482593],[2485507],[2486066],[2488245],[2489583],[2494473],[2504470],[2505029],[2505582],[2506033],[2507208],[2508546],[2513370],[2513436],[2515136],[2517103],[2525521],[2526729],[2526840],[2528540],[2530507],[2531436],[2536700],[2544342],[2547893],[2548968],[2553583],[2554142],[2554695],[2555146],[2556321],[2558670],[2559342],[2564516],[2566695],[2571604],[2572812],[2572923],[2575365],[2576037],[2576513],[2580176],[2581211],[2583390],[2584728],[2589618],[2592532],[2593091],[2593644],[2594095],[2595270],[2596608],[2601498],[2614612],[2618566],[2619238],[2619714],[2623531],[2628157],[2632772],[2633331],[2633884],[2634335],[2635510],[2638009],[2638412],[2641560],[2642635],[2647809],[2649988],[2652337],[2653009],[2653485],[2658183],[2660362],[2666590],[2670644],[2674089],[2675451],[2675854],[2681632],[2682994],[2686948],[2687620],[2688096],[2695352],[2699978],[2704271],[2704674],[2708897],[2714071],[2716250],[2719469],[2722495],[2728764],[2733571],[2733974],[2742582],[2743944],[2751487],[2756113],[2759332],[2762931],[2768045],[2779624],[2790700],[2795124],[2799213],[2809731],[2832730] ] cell #4135 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [2119245],[2197141],[2213501],[2225068],[2225435],[2260170],[2277885],[2288581],[2297927],[2312837],[2320369],[2323019],[2323404],[2343812],[2355379],[2355746],[2371739],[2372106],[2381299],[2382186],[2389943],[2403347],[2407994],[2410549],[2413003],[2431780],[2439312],[2441962],[2442347],[2454222],[2456872],[2457257],[2465789],[2466156],[2466298],[2468992],[2472125],[2484005],[2489756],[2491506],[2494085],[2510469],[2515116],[2517671],[2520125],[2528520],[2531075],[2533529],[2535706],[2541257],[2541642],[2543653],[2543988],[2544515],[2548948],[2559322],[2562455],[2566048],[2576017],[2576493],[2577072],[2579150],[2584901],[2586651],[2596781],[2598531],[2601110],[2603178],[2608187],[2610927],[2613923],[2614785],[2619218],[2619694],[2620273],[2623177],[2623704],[2628137],[2629483],[2637655],[2638182],[2638585],[2639064],[2642615],[2645748],[2652989],[2653465],[2654044],[2656122],[2659715],[2661873],[2666202],[2671766],[2675097],[2675624],[2676027],[2676506],[2679309],[2683167],[2687600],[2688076],[2688655],[2691667],[2692002],[2692529],[2694663],[2695525],[2699958],[2701013],[2702941],[2703917],[2704444],[2704847],[2705326],[2708877],[2710223],[2715603],[2722475],[2723617],[2723952],[2724479],[2728744],[2729886],[2732209],[2733217],[2733744],[2734147],[2734626],[2740259],[2744117],[2744999],[2746401],[2747802],[2748137],[2748664],[2751660],[2756093],[2757148],[2757439],[2760696],[2762246],[2763104],[2767360],[2768218],[2771051],[2772193],[2772528],[2773055],[2779604],[2780415],[2780746],[2781608],[2782807],[2787015],[2789338],[2790873],[2791755],[2793681],[2795920],[2796488],[2800009],[2800577],[2802127],[2802985],[2809046],[2809904],[2810555],[2817851],[2818993],[2819855],[2821494],[2822605],[2823074],[2825804],[2826273],[2828043],[2833526],[2834094],[2834616],[2839733],[2840591],[2844397],[2846841],[2848421],[2852201],[2852670],[2857639],[2867169],[2871193], 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] cell #4136 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4137 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1414326],[1465620],[1544759],[1577844],[1628378],[1660850],[1673820],[1689554],[1707131],[1749993],[1773859],[1798729],[1809059],[1816097],[1820205],[1833175],[1870064],[1884817],[1890695],[1897733],[1931585],[1931667],[1936264],[1938211],[1953288],[1960130],[1977294],[1989855],[1999630],[2009704],[2009786],[2014383],[2016330],[2025791],[2047148],[2048156],[2048794],[2048844],[2063547],[2069425],[2076463],[2091145],[2092252],[2092334],[2101925],[2112877],[2121006],[2122014],[2122652],[2122702],[2132104],[2146723],[2157661],[2159069],[2159284],[2169059],[2179133],[2179215],[2183812],[2185759],[2191119],[2199086],[2199752],[2200390],[2200440],[2203657],[2226637],[2228045],[2228260],[2237004],[2249785],[2250892],[2250974],[2260565],[2261328],[2271517],[2279646],[2280654],[2281292],[2281342],[2292080],[2295260],[2299437],[2300352],[2300567],[2303420],[2314347],[2323618],[2324939],[2334501],[2337790],[2345757],[2346423],[2347061],[2347111],[2350328],[2354554],[2373308],[2374716],[2374931],[2383812],[2385253],[2388101],[2389801],[2391298],[2395366],[2398655],[2404702],[2412059],[2413189],[2425933],[2429113],[2433290],[2434205],[2434420],[2437273],[2441257],[2442561],[2448200],[2457471],[2458792],[2468421],[2473495],[2474936],[2480981],[2485375],[2486816],[2491364],[2492861],[2500218],[2504338],[2505779],[2508627],[2510327],[2511824],[2515892],[2519181],[2520311],[2525228],[2532585],[2533715],[2541856],[2548377],[2553451],[2554892],[2558751],[2560927],[2563825],[2565266],[2567844],[2571311],[2575446],[2580520],[2581961],[2586509],[2588006],[2592400],[2593841],[2598389],[2599886],[2607243],[2608373],[2618647],[2624950],[2627566],[2630607],[2632640],[2634081],[2642044],[2647118],[2648559],[2652418],[2654594],[2657492],[2658933],[2661511],[2663481],[2664978],[2670512],[2680482],[2681974],[2685301],[2687029],[2689205],[2693987],[2699387],[2705690],[2708306],[2711347],[2713380],[2714821],[2718293],[2719550],[2725937],[2729050],[2734990],[2739005],[2748975],[2750467],[2753794],[2755522],[2759745],[2765825],[2768391],[2773366],[2775422],[2776679],[2786179],[2793891],[2797547],[2798804],[2806545],[2815191],[2824461],[2831497],[2845718], [1634633,2119253],[1745314,1994058],[1761763,2225350],[1762359,2225432],[1804984,2260178],[1826460,2277893],[1838457,2288589],[1870114,2107980],[1880138,2117080],[1885566,2322980],[1885901,2323668],[1927188,2355661],[1927784,2355743],[1948034,2372021],[1948630,2372103],[1959543,2381307],[1960501,2382183],[1975121,1976111],[1989640,2214369],[1997722,2407882],[1999680,2223363],[2004891,2412974],[2038877,2258995],[2044305,2441923],[2044640,2442611],[2058868,2275720],[2064296,2456833],[2064631,2457521],[2075317,2466071],[2075913,2466153],[2076146,2466295],[2080094,2468880],[2090265,2091195],[2102688,2310093],[2111469,2489664],[2112662,2321237],[2144550,2145540],[2148214,2515004],[2150172,2354604],[2155383,2520096],[2167151,2528408],[2169109,2370034],[2174320,2533500],[2177272,2535703],[2184561,2541218],[2184896,2541906],[2187830,2383259],[2189342,2544423],[2196832,2548836],[2198009,2198871],[2213192,2559210],[2218071,2407805],[2238734,2575905],[2239522,2576381],[2240676,2577069],[2248905,2249835],[2252394,2584809],[2253587,2441042],[2270109,2596689],[2271302,2455090],[2279384,2603066],[2286553,2608158],[2290783,2468803],[2295183,2295212],[2296148,2472942],[2297660,2614693],[2305150,2619106],[2305938,2619582],[2307092,2620270],[2312570,2623612],[2320060,2628025],[2322864,2629742],[2336013,2638090],[2336724,2638493],[2337528,2638952],[2343503,2642503],[2344680,2345542],[2348382,2514956],[2359863,2652877],[2360651,2653353],[2361805,2654041],[2364742,2528331],[2373523,2661781],[2383735,2383764],[2390001,2548759],[2396878,2675532],[2397589,2675935],[2398393,2676394],[2403405,2559133],[2410282,2683075],[2412585,2684413],[2417772,2687488],[2418560,2687964],[2419714,2688652],[2424636,2575828],[2425268,2576333],[2426148,2692437],[2429036,2429065],[2430001,2579967],[2431513,2695433],[2439003,2699846],[2440945,2701010],[2446423,2704352],[2447134,2704755],[2447938,2705214],[2453913,2708765],[2456717,2710482],[2477252,2722363],[2479684,2619029],[2480316,2619534],[2481196,2724387],[2485298,2485327],[2489132,2728632],[2491564,2627948],[2493787,2731059],[2495745,2732206],[2498441,2733652],[2499152,2734055],[2499956,2734514],[2504261,2504290],[2510527,2642426],[2517404,2744025],[2518919,2744887],[2523931,2652800],[2524563,2653305],[2525443,2748572],[2530808,2751568],[2533111,2752906],[2538298,2755981],[2540240,2757145],[2541102,2757698],[2549102,2761755],[2551633,2763012],[2553374,2553403],[2559476,2766869],[2562007,2768126],[2567582,2770939],[2570014,2687411],[2570646,2687916],[2571526,2772963],[2584277,2779492],[2586709,2699769],[2588221,2781516],[2590890,2783066],[2592323,2592352],[2598589,2708688],[2600812,2788188],[2602770,2789335],[2605466,2790781],[2606981,2791643],[2607769,2792119],[2614901,2795537],[2616919,2722286],[2623820,2799626],[2625838,2728584],[2628291,2801636],[2630822,2802893],[2632563,2632592],[2642769,2808555],[2645300,2809812],[2650875,2812625],[2661249,2817739],[2663681,2755904],[2665193,2819763],[2665904,2820166],[2670435,2670464],[2670930,2761353],[2671719,2822815],[2678473,2766637],[2679262,2826014],[2683283,2827660],[2695641,2833143],[2697659,2779415],[2700112,2835153],[2702643,2836410],[2709031,2839242],[2711562,2840499],[2717891,2718061],[2719815,2795143],[2726084,2799361],[2729839,2848162],[2739423,2808153],[2740212,2852411],[2744233,2854057],[2751776,2857256],[2759351,2759480],[2776944,2832749],[2780699,2868490],[2786968,2870934] ] cell #4138 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [461380],[556880],[631120],[703551],[730497],[762290],[789760],[840493],[870753],[899926],[912782],[931719],[982470],[988622],[1019223],[1029492],[1049483],[1062339],[1105311],[1154047],[1156279],[1159734],[1168741],[1174893],[1185162],[1254062],[1266978],[1279234],[1284302],[1297138],[1314162],[1316394],[1353024],[1383700],[1392723],[1396726],[1408356],[1414445],[1429736],[1447060],[1479529],[1483532],[1516542],[1521009],[1522318],[1538820],[1556241],[1560244],[1577963],[1607571],[1608880],[1642287],[1646290],[1650104],[1651937],[1683381],[1684690],[1689673],[1735425],[1737258],[1752879],[1767686],[1768995],[1773978],[1777482],[1809459],[1811155],[1811292],[1847730],[1860603],[1876573],[1891095],[1892791],[1892928],[1932041],[1933118],[1960249],[1968551],[1978350],[1988771],[1996345],[2010160],[2011237],[2050297],[2071521],[2078903],[2084225],[2092795],[2103133],[2124155],[2147779],[2180666],[2188275],[2195641],[2200963],[2210198],[2251435],[2282795],[2289631],[2296593],[2342312],[2347634],[2388849],[2430446],[2509375] ] cell #4139 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [644146],[757601],[844273],[927030],[957338],[992402],[1023003],[1079420],[1111897],[1143609],[1157827],[1178673],[1232339],[1238775],[1271247],[1282248],[1303724],[1317942],[1361638],[1412143],[1414504],[1418308],[1427569],[1434005],[1445006],[1514375],[1527360],[1539751],[1544872],[1558014],[1575661],[1578022],[1613922],[1644060],[1652868],[1656855],[1668374],[1674348],[1689732],[1707244],[1738189],[1742176],[1774037],[1778137],[1779353],[1795324],[1812223],[1816210],[1833703],[1861258],[1862474],[1893859],[1897846],[1901257],[1902936],[1932696],[1933912],[1938739],[1981285],[1982964],[1997276],[2010815],[2012031],[2016858],[2019911],[2049386],[2050952],[2051065],[2084880],[2096045],[2110264],[2123244],[2124810],[2124923],[2160167],[2161112],[2186287],[2193215],[2201618],[2210670],[2217101],[2229143],[2230088],[2264425],[2283450],[2290103],[2294435],[2301533],[2310336],[2328036],[2348289],[2376759],[2383502],[2389321],[2393653],[2401364],[2435386],[2461889],[2467877],[2473185],[2509847],[2514179],[2547833],[2580210],[2641500] ] cell #4140 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1504705],[1597734],[1619210],[1634092],[1678073],[1699935],[1726432],[1747278],[1757849],[1761769],[1789561],[1804443],[1825919],[1837428],[1839475],[1851330],[1871321],[1882102],[1912703],[1923274],[1927194],[1944120],[1948040],[1959002],[1960594],[1970095],[1989032],[2000887],[2030060],[2040841],[2060832],[2075323],[2139524],[2151379],[2170316], [447387,1596110],[557797,1756225],[561271,1761044],[581240,1787937],[644627,1870101],[648890,1874628],[657669,1884854],[688108,1921650],[704468,1942496],[707942,1947315],[748384,1990233],[758082,1999667],[762345,2004194],[796928,1800661],[797081,1544821],[803267,2048831],[807530,2053358],[816309,2063584],[821206,2069779],[824680,2074598],[844754,2091182],[859043,2104153],[869703,2113255],[879401,2122689],[883664,2127216],[895399,2137934],[911187,1674159],[914812,2157320],[917813,2159662],[927511,2169096],[931774,2173623],[938887,1955220],[939040,1707193],[940553,2183849],[961614,2199464],[962663,2200427],[973518,2209487],[987181,2219536],[997841,2228638],[1006821,2237497],[1023484,2249822],[1032688,1804891],[1034810,2260602],[1044956,2055257],[1045109,1816159],[1048433,2271895],[1058131,2281329],[1060744,1833514],[1062394,2285856],[1064369,2076973],[1082067,2299474],[1083473,2299744],[1085017,2300945],[1088457,2303913],[1117222,2323655],[1118389,1634540],[1128077,2129115],[1128230,1897795],[1129933,2334514],[1147885,2346135],[1148934,2347098],[1152279,2350365],[1156730,1926892],[1158308,2354591],[1159789,2356158],[1162491,2158154],[1163635,1931729],[1170473,1938550],[1173452,2366207],[1184112,2375309],[1188358,1959450],[1190480,2185796],[1208065,1974051],[1208513,2391791],[1214238,2395379],[1241422,2412096],[1244372,2413567],[1244833,1761467],[1247812,2227130],[1248956,2009848],[1255794,2016669],[1257497,2018205],[1273894,2433327],[1275300,2433597],[1276844,2434798],[1279836,2037807],[1280284,2437766],[1284839,2044382],[1286524,2441635],[1287573,2442598],[1290048,2261341],[1291552,1811037],[1292000,2048991],[1309049,2457508],[1310216,1826367],[1312394,2279683],[1316845,2075021],[1320057,2076525],[1330126,2292573],[1336971,2474949],[1337273,2089289],[1341187,2092396],[1343543,2094339],[1363179,2314384],[1365260,1879068],[1370437,2116010],[1370885,2493354],[1374361,1885643],[1376610,2324952],[1378114,1892673],[1378562,2122849],[1396037,2337827],[1403295,2143480],[1403743,2512317],[1409468,2515905],[1409770,2149196],[1414790,2519218],[1416196,2519488],[1417740,2520689],[1420255,2158461],[1421413,2159082],[1421715,1933549],[1436652,2532622],[1439602,2534093],[1440063,1947738],[1442594,2178063],[1444186,2179277],[1447597,2184638],[1450331,2541893],[1451024,2186098],[1456452,1966938],[1460070,2385266],[1467552,2197401],[1471334,1978232],[1471782,2200587],[1482843,2398692],[1493196,2216787],[1493644,2405195],[1495683,1998704],[1500489,2565279],[1500791,2222387],[1507061,2227437],[1508219,2228058],[1508521,2011668],[1526054,2242329],[1533347,2581974],[1533649,2247929],[1537563,2251036],[1539919,2252979],[1551955,2050051],[1559555,2448237],[1561636,2057798],[1566813,2274650],[1567261,2600379],[1570737,2064373],[1573288,2280366],[1574490,2071403],[1574938,2281489],[1578308,2607280],[1581258,2608751],[1584129,2468434],[1587163,2082726],[1590704,2293591],[1601352,2300365],[1601654,2093226],[1612616,2308745],[1622828,2486829],[1623130,2315855],[1624949,2112054],[1630310,2320629],[1638001,2123909],[1645601,2500255],[1651682,2136367],[1655602,2339298],[1662782,2344072],[1666564,2147661],[1667012,2347258],[1688426,2363458],[1690018,2661548],[1690913,2168133],[1695719,2658946],[1696021,2369058],[1703449,2374729],[1703751,2181097],[1713468,2383954],[1715651,2191426],[1723398,2388114],[1729973,2200717],[1737003,2207920],[1740923,2400163],[1744244,2558764],[1750819,2406213],[1772731,2421367],[1774323,2567881],[1778990,2241366],[1793179,2434218],[1793481,2251866],[1814957,2449708],[1816776,2270694],[1822137,2454482],[1829828,2282549],[1849147,2295402],[1862111,2307782],[1869138,2485517],[1896593,2501726],[1901922,2338097],[1909669,2508640],[1916244,2347388],[1981950,2398962],[2027877,2429255], [178143,1037773,2262793],[210093,1120894,2326404],[246376,1211090,2392809],[290833,1312721,2460257],[303158,1335428,2473637],[323348,1373462,2494372],[340043,1406320,2513335],[370643,1465657,2548390],[391220,1498946,2563967],[410183,1531804,2580662],[418493,1547846,2589517],[430373,1569838,2601397],[465771,1622405,2625092],[469938,1628415,2627579],[491169,1660887,2642057],[498342,1672314,2647260],[511746,1694176,2657634],[520056,1710218,2666489],[552900,1750030,2680495],[588881,1798766,2699400],[590689,1545269,2588499],[599624,1814232,2705832],[603791,1820242,2708319],[610964,1831669,2713522],[614050,1319904,2287755],[666040,1895868,2735132],[676407,1907863,2739147],[689774,1673857,2648572],[699571,1936301,2748988],[710129,1443042,2373801],[712109,1953325,2755535],[713917,1707641,2665471],[745383,1987891,2765967],[771124,2014420,2773379],[780100,1526502,2426426],[782222,2025828,2776692],[809505,1816607,2711840],[818275,1572986,2458805],[822872,1833212,2714834],[853958,1613064,2481474],[856080,2101962,2798817],[885639,1898243,2631100],[887889,2132141,2806558],[892340,1655300,2505792],[922059,1688874,2525721],[924181,1938248,2753807],[933920,1702291,2374108],[966008,2203694,2824474],[970459,1740621,2554905],[1002087,1773179,2571804],[1004209,2016367,2685314],[1006373,1775956,2575459],[1011376,1782531,2427444],[1037446,2047185,2786192],[1041897,1814655,2593854],[1088009,1859077,2618660],[1093012,1865652,2482492],[1120567,2121043,2729063],[1125018,1896291,2634094],[1130235,1899739,2504480],[1162043,1930515,2652431],[1167046,1937090,2526739],[1200807,2191156,2759758],[1214540,1979767,2553593],[1247364,2008634,2687042],[1252367,2015209,2572822],[1290350,2047868,2592542],[1329678,2083689,2719563],[1376912,2121726,2632782],[1460372,2192627,2670654] ] cell #4141 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [185430],[232664],[270536],[289758],[310776],[333191],[349725],[355898],[379274],[398838],[401552],[404986],[417801],[423521],[453570],[457004],[474063],[478569],[481935],[499800],[503115],[506549],[519364],[535082],[539844],[562097],[563980],[567414],[570849],[587423],[590857],[594557],[595496],[607916],[612422],[622912],[629582],[634460],[651889],[656211],[658934],[660973],[661912],[681753],[686515],[694077],[695382],[708768],[710651],[714085],[721618],[725239],[731971],[735145],[754082],[756155],[760752],[765630],[766935],[781552],[788222],[793100],[802712],[810529],[814851],[817574],[819613],[820552],[831334],[834825],[841883],[845504],[855410],[861874],[865495],[866914],[872227],[875401],[878846],[891047],[894668],[901400],[904574],[923511],[925584],[930181],[935059],[936364],[944355],[946960],[958617],[962108],[969166],[972787],[979463],[982954],[990012],[993633],[1003539],[1010064],[1013555],[1020613],[1024234],[1034140],[1040604],[1044225],[1045644],[1050957],[1054131],[1057576],[1065908],[1077438],[1080043],[1091700],[1095191],[1098914],[1101519],[1113176],[1116667],[1123725],[1127346],[1130626],[1133231],[1144888],[1148379],[1155437],[1159058],[1165734],[1169225],[1176283],[1179904],[1189810],[1203401],[1212842],[1214931],[1217536],[1225263],[1236793],[1239398],[1251055],[1254546],[1257735],[1269265],[1271870],[1283527],[1287018],[1290741],[1293346],[1305003],[1308494],[1315552],[1319173],[1328867],[1337664],[1342180],[1343781],[1365773],[1377303],[1379908],[1398631],[1408072],[1410161],[1412766],[1420493],[1432023],[1434628],[1446285],[1449776],[1459150],[1460763],[1467790],[1472008],[1501182],[1507299],[1525243],[1534040],[1538556],[1540157],[1562149],[1573679],[1576284],[1590942],[1593566],[1611805],[1623521],[1630548],[1654380],[1655993],[1663020],[1667238],[1696412],[1702529],[1715424],[1739701],[1741314],[1751057],[1782769],[1785393],[1815348],[1822375],[1865890],[1871094],[1896984],[1901695],[1937328],[1981723],[2015447],[2049824],[2123682],[2193653] ] cell #4142 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [185432],[232666],[270538],[289762],[310778],[333195],[349727],[355895],[379278],[398840],[401556],[404983],[417803],[423525],[453574],[457001],[474065],[478573],[481932],[499804],[503119],[506546],[519366],[535086],[539841],[562101],[563984],[567411],[570843],[587427],[590854],[594554],[595500],[607918],[612426],[622916],[629579],[634454],[651893],[656215],[658931],[660970],[661916],[681757],[686512],[694071],[695379],[708772],[710655],[714082],[721622],[725236],[731965],[735149],[754086],[756152],[760749],[765624],[766932],[781556],[788219],[793094],[802706],[810533],[814855],[817571],[819610],[820556],[831331],[834819],[841887],[845501],[855414],[861878],[865492],[866908],[872221],[875405],[878840],[891051],[894665],[901394],[904578],[923515],[925581],[930178],[935053],[936361],[944349],[946954],[958614],[962102],[969170],[972784],[979460],[982948],[990016],[993630],[1003543],[1010061],[1013549],[1020617],[1024231],[1034144],[1040608],[1044222],[1045638],[1050951],[1054135],[1057570],[1065902],[1077432],[1080037],[1091697],[1095185],[1098908],[1101513],[1113173],[1116661],[1123729],[1127343],[1130620],[1133225],[1144885],[1148373],[1155441],[1159055],[1165731],[1169219],[1176287],[1179901],[1189814],[1203395],[1212846],[1214925],[1217530],[1225257],[1236787],[1239392],[1251052],[1254540],[1257729],[1269259],[1271864],[1283524],[1287012],[1290735],[1293340],[1305000],[1308488],[1315556],[1319170],[1328861],[1337658],[1342177],[1343775],[1365767],[1377297],[1379902],[1398625],[1408076],[1410155],[1412760],[1420487],[1432017],[1434622],[1446282],[1449770],[1459144],[1460757],[1467784],[1472002],[1501176],[1507293],[1525237],[1534034],[1538553],[1540151],[1562143],[1573673],[1576278],[1590936],[1593560],[1611799],[1623515],[1630542],[1654374],[1655987],[1663014],[1667232],[1696406],[1702523],[1715418],[1739695],[1741308],[1751051],[1782763],[1785387],[1815342],[1822369],[1865884],[1871088],[1896978],[1901689],[1937322],[1981717],[2015441],[2049818],[2123676],[2193647] ] cell #4143 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [185433],[232667],[270539],[289763],[310779],[333196],[349728],[355899],[379279],[398841],[401557],[404987],[417804],[423526],[453575],[457005],[474066],[478574],[481936],[499805],[503120],[506550],[519367],[535087],[539845],[562102],[563985],[567415],[570850],[587428],[590858],[594558],[595501],[607919],[612427],[622917],[629583],[634461],[651894],[656216],[658935],[660974],[661917],[681758],[686516],[694078],[695383],[708773],[710656],[714086],[721623],[725240],[731972],[735150],[754087],[756156],[760753],[765631],[766936],[781557],[788223],[793101],[802713],[810534],[814856],[817575],[819614],[820557],[831335],[834826],[841888],[845505],[855415],[861879],[865496],[866915],[872228],[875406],[878847],[891052],[894669],[901401],[904579],[923516],[925585],[930182],[935060],[936365],[944356],[946961],[958618],[962109],[969171],[972788],[979464],[982955],[990017],[993634],[1003544],[1010065],[1013556],[1020618],[1024235],[1034145],[1040609],[1044226],[1045645],[1050958],[1054136],[1057577],[1065909],[1077439],[1080044],[1091701],[1095192],[1098915],[1101520],[1113177],[1116668],[1123730],[1127347],[1130627],[1133232],[1144889],[1148380],[1155442],[1159059],[1165735],[1169226],[1176288],[1179905],[1189815],[1203402],[1212847],[1214932],[1217537],[1225264],[1236794],[1239399],[1251056],[1254547],[1257736],[1269266],[1271871],[1283528],[1287019],[1290742],[1293347],[1305004],[1308495],[1315557],[1319174],[1328868],[1337665],[1342181],[1343782],[1365774],[1377304],[1379909],[1398632],[1408077],[1410162],[1412767],[1420494],[1432024],[1434629],[1446286],[1449777],[1459151],[1460764],[1467791],[1472009],[1501183],[1507300],[1525244],[1534041],[1538557],[1540158],[1562150],[1573680],[1576285],[1590943],[1593567],[1611806],[1623522],[1630549],[1654381],[1655994],[1663021],[1667239],[1696413],[1702530],[1715425],[1739702],[1741315],[1751058],[1782770],[1785394],[1815349],[1822376],[1865891],[1871095],[1896985],[1901696],[1937329],[1981724],[2015448],[2049825],[2123683],[2193654] ] cell #4144 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [185449],[232702],[270574],[289764],[310814],[333197],[349763],[355896],[379280],[398876],[401558],[404984],[417839],[423527],[453576],[457002],[474101],[478575],[481933],[499806],[503121],[506547],[519402],[535088],[539842],[562103],[563986],[567412],[570844],[587429],[590855],[594555],[595502],[607954],[612428],[622918],[629580],[634455],[651895],[656217],[658932],[660971],[661918],[681759],[686513],[694072],[695380],[708774],[710657],[714083],[721624],[725237],[731966],[735151],[754088],[756153],[760750],[765625],[766933],[781558],[788220],[793095],[802707],[810535],[814857],[817572],[819611],[820558],[831332],[834820],[841889],[845502],[855416],[861880],[865493],[866909],[872222],[875407],[878841],[891053],[894666],[901395],[904580],[923517],[925582],[930179],[935054],[936362],[944350],[946955],[958615],[962103],[969172],[972785],[979461],[982949],[990018],[993631],[1003545],[1010062],[1013550],[1020619],[1024232],[1034146],[1040610],[1044223],[1045639],[1050952],[1054137],[1057571],[1065903],[1077433],[1080038],[1091698],[1095186],[1098909],[1101514],[1113174],[1116662],[1123731],[1127344],[1130621],[1133226],[1144886],[1148374],[1155443],[1159056],[1165732],[1169220],[1176289],[1179902],[1189816],[1203396],[1212848],[1214926],[1217531],[1225258],[1236788],[1239393],[1251053],[1254541],[1257730],[1269260],[1271865],[1283525],[1287013],[1290736],[1293341],[1305001],[1308489],[1315558],[1319171],[1328862],[1337659],[1342178],[1343776],[1365768],[1377298],[1379903],[1398626],[1408078],[1410156],[1412761],[1420488],[1432018],[1434623],[1446283],[1449771],[1459145],[1460758],[1467785],[1472003],[1501177],[1507294],[1525238],[1534035],[1538554],[1540152],[1562144],[1573674],[1576279],[1590937],[1593561],[1611800],[1623516],[1630543],[1654375],[1655988],[1663015],[1667233],[1696407],[1702524],[1715419],[1739696],[1741309],[1751052],[1782764],[1785388],[1815343],[1822370],[1865885],[1871089],[1896979],[1901690],[1937323],[1981718],[2015442],[2049819],[2123677],[2193648] ] cell #4145 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [185450],[232703],[270575],[289765],[310815],[333198],[349764],[355900],[379281],[398877],[401559],[404988],[417840],[423528],[453577],[457006],[474102],[478576],[481937],[499807],[503122],[506551],[519403],[535089],[539846],[562104],[563987],[567416],[570851],[587430],[590859],[594559],[595503],[607955],[612429],[622919],[629584],[634462],[651896],[656218],[658936],[660975],[661919],[681760],[686517],[694079],[695384],[708775],[710658],[714087],[721625],[725241],[731973],[735152],[754089],[756157],[760754],[765632],[766937],[781559],[788224],[793102],[802714],[810536],[814858],[817576],[819615],[820559],[831336],[834827],[841890],[845506],[855417],[861881],[865497],[866916],[872229],[875408],[878848],[891054],[894670],[901402],[904581],[923518],[925586],[930183],[935061],[936366],[944357],[946962],[958619],[962110],[969173],[972789],[979465],[982956],[990019],[993635],[1003546],[1010066],[1013557],[1020620],[1024236],[1034147],[1040611],[1044227],[1045646],[1050959],[1054138],[1057578],[1065910],[1077440],[1080045],[1091702],[1095193],[1098916],[1101521],[1113178],[1116669],[1123732],[1127348],[1130628],[1133233],[1144890],[1148381],[1155444],[1159060],[1165736],[1169227],[1176290],[1179906],[1189817],[1203403],[1212849],[1214933],[1217538],[1225265],[1236795],[1239400],[1251057],[1254548],[1257737],[1269267],[1271872],[1283529],[1287020],[1290743],[1293348],[1305005],[1308496],[1315559],[1319175],[1328869],[1337666],[1342182],[1343783],[1365775],[1377305],[1379910],[1398633],[1408079],[1410163],[1412768],[1420495],[1432025],[1434630],[1446287],[1449778],[1459152],[1460765],[1467792],[1472010],[1501184],[1507301],[1525245],[1534042],[1538558],[1540159],[1562151],[1573681],[1576286],[1590944],[1593568],[1611807],[1623523],[1630550],[1654382],[1655995],[1663022],[1667240],[1696414],[1702531],[1715426],[1739703],[1741316],[1751059],[1782771],[1785395],[1815350],[1822377],[1865892],[1871096],[1896986],[1901697],[1937330],[1981725],[2015449],[2049826],[2123684],[2193655] ] cell #4146 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [185451],[232704],[270576],[289767],[310816],[333200],[349765],[355897],[379283],[398878],[401561],[404985],[417841],[423530],[453579],[457003],[474103],[478578],[481934],[499809],[503124],[506548],[519404],[535091],[539843],[562106],[563989],[567413],[570845],[587432],[590856],[594556],[595505],[607956],[612431],[622921],[629581],[634456],[651898],[656220],[658933],[660972],[661921],[681762],[686514],[694073],[695381],[708777],[710660],[714084],[721627],[725238],[731967],[735154],[754091],[756154],[760751],[765626],[766934],[781561],[788221],[793096],[802708],[810538],[814860],[817573],[819612],[820561],[831333],[834821],[841892],[845503],[855419],[861883],[865494],[866910],[872223],[875410],[878842],[891056],[894667],[901396],[904583],[923520],[925583],[930180],[935055],[936363],[944351],[946956],[958616],[962104],[969175],[972786],[979462],[982950],[990021],[993632],[1003548],[1010063],[1013551],[1020622],[1024233],[1034149],[1040613],[1044224],[1045640],[1050953],[1054140],[1057572],[1065904],[1077434],[1080039],[1091699],[1095187],[1098910],[1101515],[1113175],[1116663],[1123734],[1127345],[1130622],[1133227],[1144887],[1148375],[1155446],[1159057],[1165733],[1169221],[1176292],[1179903],[1189819],[1203397],[1212851],[1214927],[1217532],[1225259],[1236789],[1239394],[1251054],[1254542],[1257731],[1269261],[1271866],[1283526],[1287014],[1290737],[1293342],[1305002],[1308490],[1315561],[1319172],[1328863],[1337660],[1342179],[1343777],[1365769],[1377299],[1379904],[1398627],[1408081],[1410157],[1412762],[1420489],[1432019],[1434624],[1446284],[1449772],[1459146],[1460759],[1467786],[1472004],[1501178],[1507295],[1525239],[1534036],[1538555],[1540153],[1562145],[1573675],[1576280],[1590938],[1593562],[1611801],[1623517],[1630544],[1654376],[1655989],[1663016],[1667234],[1696408],[1702525],[1715420],[1739697],[1741310],[1751053],[1782765],[1785389],[1815344],[1822371],[1865886],[1871090],[1896980],[1901691],[1937324],[1981719],[2015443],[2049820],[2123678],[2193649] ] cell #4147 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993073],[1115660],[1179344],[1236682],[1242722],[1307487],[1318613],[1328756],[1366090],[1418979],[1431912],[1437952],[1448769],[1459467],[1496155],[1525132],[1548877],[1562466],[1573568],[1579608],[1589754],[1611694],[1654697],[1655882],[1669183],[1678294],[1691385],[1702846],[1740018],[1741203],[1780162],[1781581],[1783086],[1796090],[1815237],[1828878],[1863283],[1864702],[1866207],[1896873],[1903702],[1906178],[1918404],[1934721],[1937645],[1983730],[1986206],[2012840],[2015764],[2018630],[2021522],[2051831],[2054307],[2094764],[2097656],[2111073],[2125689],[2128165],[2130932],[2158886],[2161778],[2202485],[2217867],[2227862],[2230754],[2262102],[2263218],[2294016],[2316179],[2325713],[2326829],[2358242],[2386659],[2393234],[2401652],[2416151],[2460682],[2468165],[2476342],[2513760],[2536677],[2548121],[2583367],[2641788], 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[2311152,2486910],[2313194,2624109],[2313972,2624583],[2315293,2316126],[2317759,2325033],[2318439,2492970],[2318458,2627223],[2321917,2730803],[2334595,2506505],[2345360,2741176],[2346222,2741579],[2349953,2646751],[2350272,2519913],[2366313,2657086],[2366632,2532529],[2375396,2755266],[2380635,2666914],[2383406,2383445],[2385347,2385979],[2391407,2392118],[2391426,2672630],[2392137,2672999],[2395460,2555618],[2401565,2401599],[2404830,2680173],[2408864,2565360],[2411684,2684046],[2413654,2770627],[2432915,2696404],[2433234,2434022],[2433703,2696841],[2434885,2779180],[2437382,2588826],[2437401,2699078],[2441722,2782066],[2452292,2599995],[2452311,2707963],[2455770,2787932],[2468078,2468112],[2473089,2473128],[2475030,2475662],[2492989,2730750],[2511933,2512644],[2511952,2741123],[2512663,2741492],[2515986,2649285],[2519594,2745433],[2520776,2812313],[2529390,2659027],[2532210,2752539],[2534180,2817427],[2548034,2548068],[2580114,2580153],[2582055,2582687],[2588845,2781979],[2600014,2787879],[2608838,2843000],[2641701,2641735] ] cell #4148 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [994019],[1079726],[1116775],[1117412],[1159444],[1180290],[1206111],[1239081],[1243462],[1243859],[1243875],[1271553],[1287126],[1287763],[1308602],[1309239],[1319559],[1321702],[1334648],[1356336],[1361944],[1366292],[1368483],[1372594],[1373356],[1401341],[1412449],[1417227],[1417243],[1434311],[1438692],[1439089],[1439105],[1449884],[1450521],[1451467],[1459669],[1463358],[1468309],[1485220],[1486820],[1492362],[1496696],[1497862],[1498166],[1502979],[1518078],[1531024],[1540676],[1542867],[1547740],[1552712],[1562668],[1564859],[1568970],[1569732],[1580348],[1580745],[1580761],[1582497],[1590295],[1598679],[1600951],[1604640],[1616436],[1621625],[1626116],[1627716],[1631067],[1638758],[1654899],[1658588],[1663539],[1670064],[1671534],[1679034],[1680450],[1682050],[1691926],[1693092],[1693396],[1698209],[1703048],[1709350],[1710112],[1711249],[1718848],[1726885],[1729564],[1730730],[1740220],[1743171],[1751576],[1755075],[1758794],[1764755],[1766355],[1782122],[1783288],[1790506],[1792778],[1796467],[1805494],[1808263],[1817943],[1819543],[1822894],[1828538],[1829419],[1830585],[1835702],[1840566],[1845878],[1854206],[1854527],[1856127],[1865243],[1866409],[1874197],[1876118],[1882555],[1886400],[1889899],[1904798],[1905119],[1906719],[1913156],[1915835],[1917001],[1921219],[1926491],[1928262],[1937847],[1941346],[1945065],[1952626],[1961842],[1971186],[1975131],[1976498],[1984826],[1985147],[1986747],[1994068],[1995435],[2003763],[2005684],[2015966],[2032936],[2033257],[2034857],[2038887],[2043973],[2045139],[2052927],[2054848],[2061285],[2065130],[2068629],[2077846],[2086086],[2089613],[2103801],[2107328],[2117090],[2126785],[2128706],[2140615],[2144560],[2145927],[2149520],[2154255],[2154576],[2156176],[2173192],[2175113],[2185395],[2194584],[2210944],[2222711],[2226456],[2244726],[2248253],[2275730],[2285425],[2287346],[2341255],[2369382],[2373127], [193201,1852591],[259463,2002148],[273941,2031321],[317174,2109458],[342756,1919604],[353130,2171577],[383544,2211910],[393356,2224841],[417067,1800616],[417156,1545178],[424199,2268098],[433086,2067733],[461395,2311205],[469435,2318778],[479247,2331709],[487953,2136928],[499408,1674527],[504070,2358581],[513882,2371512],[518630,1955175],[518719,1707550],[536825,2392457],[545862,2208481],[556895,2408917],[564935,2416490],[571594,2237452],[595248,2445058],[600575,2055212],[600664,1816516],[603288,2452631],[612030,1833882],[613100,2465562],[631135,2475715],[632338,2476681],[635205,2303868],[661664,2497076],[666991,2129070],[667080,1898152],[668607,2334648],[683496,2512983],[692533,2355152],[694822,2158109],[695768,1935877],[701102,1938918],[703566,2529443],[711606,2537016],[732716,2391746],[734897,2550900],[737583,2395513],[763508,2567011],[766375,2227085],[767321,2013996],[772655,2017037],[774204,2019296],[789775,2582740],[790978,2583706],[793845,2437721],[798879,2589165],[801705,2261475],[802820,1558320],[803457,2052943],[820304,2604101],[825631,1837649],[825720,1581860],[835570,2292528],[840765,2614840],[842202,2475083],[845890,1864439],[848062,2095430],[872972,2493309],[875153,2630089],[877839,2325086],[878954,1644366],[879591,2126801],[902145,2512272],[904326,2644567],[907012,2516039],[912797,2649338],[914000,2650304],[916163,1929442],[917300,2162674],[917316,1687592],[932937,2660678],[935804,1950649],[936750,1702157],[942084,1711265],[951421,2385400],[957083,2390780],[958924,2198492],[962216,1742482],[962853,1984842],[983699,2405150],[988894,2683222],[990331,2565413],[996191,2007561],[997328,2231650],[997344,1771897],[1014300,2023241],[1019495,2695580],[1020932,2582108],[1024620,1781318],[1026792,2254070],[1031711,2258015],[1033892,2701910],[1037667,1813452],[1051702,2600334],[1053883,2710829],[1056569,2066533],[1057684,1575967],[1058321,1828554],[1063557,2716566],[1066427,2291562],[1073491,2081754],[1079235,2298604],[1084504,2098552],[1084520,1867480],[1095936,2099375],[1105583,2623759],[1105980,2486963],[1111642,2492343],[1113483,2321720],[1120788,1895088],[1137692,2134798],[1143354,2511306],[1145195,2345163],[1148487,1657161],[1149124,1904814],[1154319,2744172],[1155756,2353022],[1169970,2163497],[1175165,2751715],[1176602,2659080],[1182462,1951026],[1183599,1949826],[1183615,1705239],[1187381,2379144],[1189562,2758045],[1192798,2190286],[1203920,2201858],[1210984,1987111],[1221997,2206351],[1225782,2404184],[1232084,2561274],[1232846,2214852],[1238590,2411226],[1255291,2232473],[1258254,2236486],[1265318,2024608],[1271062,2432457],[1276331,2022418],[1276347,1784359],[1281993,2436755],[1283834,2259382],[1297410,2704499],[1297807,2265968],[1299559,2458588],[1303469,2599368],[1305310,2455573],[1312615,1830889],[1314434,2790928],[1315871,2463432],[1333178,2093987],[1344300,2302902],[1351364,2100742],[1355170,2313514],[1361453,2488561],[1383972,2733799],[1384369,2329579],[1386121,2324735],[1388028,2131271],[1396998,2809959],[1399150,2130305],[1406214,1907083],[1411958,2349495],[1421012,2357615],[1427314,2654941],[1428076,2164864],[1429213,2534417],[1433820,2531752],[1444751,2536050],[1446592,2380511],[1474834,2202824],[1483804,2763159],[1507818,2415524],[1514120,2689552],[1514882,2233840],[1516019,2413891],[1527105,2577969],[1529554,2017853],[1550665,2596836],[1551546,2262441],[1557829,2595586],[1559776,2277097],[1575476,2459905],[1591461,2470944],[1613667,2621170],[1636711,2489811],[1637592,2326052],[1643875,2635826],[1645822,2118457],[1649627,2638237],[1656670,2507524],[1680073,2365855],[1718527,2544570],[1720448,2386998],[1734948,2675679],[1741991,2556637],[1764378,2219184],[1777036,2427092],[1806167,2451665],[1844511,2293239],[1860157,2482140],[1887803,2317812],[1900063,2506558],[1965369,2386032],[1980091,2555671] ] cell #4149 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [613970],[710049],[780020],[818339],[853878],[892404],[921979],[934005],[970523],[1002007],[1006511],[1011461],[1032608],[1041961],[1088147],[1093097],[1118309],[1125082],[1130394],[1156794],[1162181],[1167131],[1188278],[1208203],[1214699],[1244897],[1247502],[1252452],[1257650],[1279974],[1284924],[1290509],[1291690],[1310136],[1316909],[1329816],[1337432],[1343696],[1365324],[1370575],[1374446],[1377071],[1378252],[1403433],[1409929],[1420408],[1421874],[1440127],[1442732],[1447682],[1456516],[1460531],[1467705],[1471472],[1493334],[1495768],[1500950],[1507214],[1508680],[1526192],[1533808],[1540072],[1552108],[1561700],[1566951],[1570822],[1573447],[1574628],[1587248],[1590857],[1597798],[1601813],[1612754],[1619274],[1623289],[1625011],[1630463],[1634230],[1638154],[1651746],[1655761],[1662935],[1666702],[1688564],[1690998],[1696180],[1702444],[1703910],[1713553],[1715713],[1726517],[1730126],[1737067],[1741082],[1747363],[1750972],[1757913],[1761928],[1772869],[1779075],[1782684],[1789625],[1793640],[1804581],[1811101],[1815116],[1816838],[1822290],[1826057],[1829981],[1839632],[1849232],[1851392],[1862196],[1865805],[1869223],[1871383],[1882187],[1885796],[1892737],[1896752],[1899824],[1901984],[1912788],[1916397],[1923338],[1927353],[1933634],[1937243],[1944184],[1948199],[1959140],[1970252],[1978296],[1979852],[1982012],[1989189],[1998789],[2000949],[2011753],[2015362],[2018362],[2027962],[2030122],[2040926],[2044535],[2047953],[2050113],[2060917],[2064526],[2071467],[2075482],[2082811],[2089374],[2093311],[2094496],[2112211],[2121811],[2123971],[2139681],[2147725],[2149281],[2151441],[2158618],[2168218],[2170378],[2181182],[2184791],[2191583],[2192712],[2197558],[2200779],[2222472],[2227594],[2241451],[2248014],[2251951],[2253136],[2270851],[2280451],[2282611],[2293748],[2295464],[2307867],[2315940],[2320786],[2338254],[2339383],[2344229],[2347450],[2369143],[2374265],[2384016],[2399119],[2400248],[2406370],[2427601],[2429317],[2449793],[2454639],[2482649],[2485579],[2501811],[2504542],[2526896],[2553655],[2572979],[2592604],[2632844],[2670716] ] cell #4150 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1244661],[1373271],[1418029],[1439891],[1451418],[1495460],[1503672],[1547655],[1569647],[1581547],[1581783],[1586940],[1625385],[1668828],[1677040],[1690690],[1698902],[1702080],[1710027],[1711202],[1716087],[1726209],[1747055],[1753001],[1778767],[1779807],[1781241],[1795736],[1817212],[1828183],[1828491],[1836395],[1841884],[1851766],[1861888],[1862928],[1864362],[1871757],[1881879],[1885432],[1902358],[1903348],[1904443],[1904751],[1912480],[1918426],[1933326],[1934366],[1935800],[1939272],[1949921],[1950295],[1961570],[1972504],[1982386],[1983376],[1984471],[1984779],[1991441],[2001323],[2004448],[2004756],[2011445],[2012485],[2013919],[2020614],[2021544],[2022513],[2022887],[2030496],[2040618],[2043092],[2050487],[2051477],[2052572],[2052880],[2060609],[2064162],[2066555],[2085814],[2093003],[2096748],[2097678],[2098647],[2099021],[2103529],[2110718],[2114463],[2117352],[2117726],[2120255],[2124345],[2125335],[2126430],[2126738],[2130999],[2131072],[2132445],[2134820],[2141933],[2151815],[2153900],[2154208],[2160870],[2161800],[2162769],[2163143],[2170752],[2173877],[2174185],[2180874],[2183348],[2184427],[2197210],[2201153],[2202552],[2202625],[2203998],[2206373],[2213570],[2217513],[2218912],[2219035],[2223663],[2226101],[2226409],[2229846],[2230776],[2231745],[2232119],[2236547],[2244454],[2251643],[2255388],[2257287],[2257661],[2261180],[2262169],[2262242],[2263615],[2265990],[2273103],[2275992],[2276366],[2278895],[2282985],[2285070],[2285378],[2286110],[2286418],[2292967],[2293090],[2297993],[2298332],[2298405],[2301291],[2302963],[2312903],[2316201],[2317918],[2320438],[2324007],[2324381],[2325780],[2325853],[2327226],[2329601],[2343881],[2347824],[2349223],[2349296],[2353044],[2356412],[2356720],[2357676],[2358382],[2359678],[2365583],[2365706],[2370334],[2372772],[2373080],[2376517],[2378416],[2378790],[2379406],[2379780],[2386138],[2386726],[2386799],[2387384],[2388270],[2389945],[2390841],[2401674],[2403349],[2408086],[2410615],[2410954],[2411027],[2413913],[2415585],[2416291],[2417587],[2426820],[2426943],[2431846],[2432185],[2432258],[2435144],[2436816],[2439381],[2442950],[2443324],[2445119],[2451771],[2454291],[2457860],[2458234],[2459633],[2459706],[2459756],[2463454],[2464384],[2468187],[2468590],[2469084],[2471005],[2472127],[2476482],[2477067],[2481868],[2481991],[2484007],[2488289],[2488362],[2489833],[2491508],[2492404],[2497137],[2506664],[2507252],[2507325],[2507375],[2508796],[2510471],[2511367],[2515208],[2517737],[2521035],[2528612],[2531141],[2531480],[2531553],[2534439],[2536111],[2536156],[2536817],[2538113],[2543655],[2543990],[2544592],[2548143],[2549040],[2550961],[2555777],[2556365],[2556438],[2556488],[2558920],[2559414],[2561335],[2562457],[2566812],[2575615],[2576109],[2576585],[2578030],[2578075],[2579152],[2583507],[2584092],[2584978],[2586653],[2595314],[2595387],[2595437],[2596858],[2598533],[2599429],[2604162],[2610929],[2613925],[2614862],[2618816],[2619310],[2619786],[2621231],[2621276],[2623179],[2623781],[2628229],[2630150],[2635554],[2635627],[2635677],[2637657],[2638259],[2638662],[2641810],[2642707],[2644628],[2645750],[2650105],[2652587],[2653081],[2653557],[2655002],[2655047],[2656124],[2660479],[2671768],[2675099],[2675701],[2676104],[2679311],[2683244],[2687198],[2687692],[2688168],[2689613],[2689658],[2691669],[2692004],[2694665],[2695602],[2700050],[2701971],[2703919],[2704521],[2704924],[2708969],[2710890],[2716367],[2719719],[2722567],[2723619],[2723954],[2728836],[2729888],[2733219],[2733821],[2734224],[2740261],[2744194],[2747804],[2748139],[2751737],[2756185],[2758106],[2760698],[2763181],[2768295],[2772195],[2772530],[2779696],[2780748],[2787017],[2790950],[2793683],[2796490],[2800579],[2809981],[2818995],[2822607],[2825806],[2834096],[2852203] ] cell #4151 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [994023],[1079728],[1116777],[1117413],[1159448],[1180294],[1206112],[1239083],[1243463],[1243860],[1243876],[1271555],[1287128],[1287764],[1308604],[1309240],[1319563],[1321703],[1334649],[1356337],[1361946],[1366293],[1368484],[1372595],[1373357],[1401342],[1412451],[1417228],[1417244],[1434313],[1438693],[1439090],[1439106],[1449886],[1450522],[1451471],[1459670],[1463359],[1468310],[1485221],[1486821],[1492363],[1496697],[1497863],[1498167],[1502980],[1518079],[1531025],[1540677],[1542868],[1547741],[1552713],[1562669],[1564860],[1568971],[1569733],[1580349],[1580746],[1580762],[1582498],[1590296],[1598680],[1600952],[1604641],[1616437],[1621626],[1626117],[1627717],[1631068],[1638759],[1654900],[1658589],[1663540],[1670065],[1671535],[1679035],[1680451],[1682051],[1691927],[1693093],[1693397],[1698210],[1703049],[1709351],[1710113],[1711250],[1718849],[1726886],[1729565],[1730731],[1740221],[1743172],[1751577],[1755076],[1758795],[1764756],[1766356],[1782123],[1783289],[1790507],[1792779],[1796468],[1805495],[1808264],[1817944],[1819544],[1822895],[1828539],[1829420],[1830586],[1835703],[1840567],[1845879],[1854207],[1854528],[1856128],[1865244],[1866410],[1874198],[1876119],[1882556],[1886401],[1889900],[1904799],[1905120],[1906720],[1913157],[1915836],[1917002],[1921220],[1926492],[1928263],[1937848],[1941347],[1945066],[1952627],[1961843],[1971187],[1975132],[1976499],[1984827],[1985148],[1986748],[1994069],[1995436],[2003764],[2005685],[2015967],[2032937],[2033258],[2034858],[2038888],[2043974],[2045140],[2052928],[2054849],[2061286],[2065131],[2068630],[2077847],[2086087],[2089614],[2103802],[2107329],[2117091],[2126786],[2128707],[2140616],[2144561],[2145928],[2149521],[2154256],[2154577],[2156177],[2173193],[2175114],[2185396],[2194585],[2210945],[2222712],[2226457],[2244727],[2248254],[2275731],[2285426],[2287347],[2341256],[2369383],[2373128], [193202,1852592],[259464,2002149],[273942,2031322],[317175,2109459],[342757,1919605],[353131,2171578],[383545,2211911],[393357,2224842],[417068,1800617],[417160,1545180],[424200,2268099],[433087,2067734],[461396,2311206],[469436,2318779],[479248,2331710],[487954,2136929],[499409,1674528],[504071,2358582],[513883,2371513],[518631,1955176],[518723,1707552],[536826,2392458],[545863,2208482],[556896,2408918],[564936,2416491],[571595,2237453],[595249,2445059],[600576,2055213],[600668,1816518],[603289,2452632],[612031,1833883],[613101,2465563],[631136,2475716],[632339,2476682],[635206,2303869],[661665,2497077],[666992,2129071],[667084,1898154],[668608,2334649],[683497,2512984],[692534,2355153],[694823,2158110],[695772,1935879],[701103,1938919],[703567,2529444],[711607,2537017],[732717,2391747],[734898,2550901],[737584,2395514],[763509,2567012],[766376,2227086],[767325,2013998],[772656,2017038],[774205,2019297],[789776,2582741],[790979,2583707],[793846,2437722],[798880,2589166],[801706,2261476],[802822,1558322],[803458,2052944],[820305,2604102],[825632,1837650],[825724,1581862],[835571,2292529],[840766,2614841],[842203,2475084],[845894,1864441],[848063,2095431],[872973,2493310],[875154,2630090],[877840,2325087],[878956,1644368],[879592,2126802],[902146,2512273],[904327,2644568],[907013,2516040],[912798,2649339],[914001,2650305],[916164,1929443],[917301,2162675],[917317,1687593],[932938,2660679],[935805,1950650],[936754,1702159],[942085,1711266],[951422,2385401],[957084,2390781],[958925,2198493],[962218,1742484],[962854,1984843],[983700,2405151],[988895,2683223],[990332,2565414],[996192,2007562],[997329,2231651],[997345,1771898],[1014301,2023242],[1019496,2695581],[1020933,2582109],[1024624,1781320],[1026793,2254071],[1031712,2258016],[1033893,2701911],[1037668,1813453],[1051703,2600335],[1053884,2710830],[1056570,2066534],[1057686,1575969],[1058322,1828555],[1063558,2716567],[1066428,2291563],[1073492,2081755],[1079236,2298605],[1084505,2098553],[1084521,1867481],[1095937,2099376],[1105584,2623760],[1105981,2486964],[1111643,2492344],[1113484,2321721],[1120789,1895089],[1137693,2134799],[1143355,2511307],[1145196,2345164],[1148489,1657163],[1149125,1904815],[1154320,2744173],[1155757,2353023],[1169971,2163498],[1175166,2751716],[1176603,2659081],[1182463,1951027],[1183600,1949827],[1183616,1705240],[1187382,2379145],[1189563,2758046],[1192799,2190287],[1203921,2201859],[1210985,1987112],[1221998,2206352],[1225783,2404185],[1232085,2561275],[1232847,2214853],[1238591,2411227],[1255292,2232474],[1258255,2236487],[1265319,2024609],[1271063,2432458],[1276332,2022419],[1276348,1784360],[1281994,2436756],[1283835,2259383],[1297411,2704500],[1297808,2265969],[1299560,2458589],[1303470,2599369],[1305311,2455574],[1312616,1830890],[1314435,2790929],[1315872,2463433],[1333179,2093988],[1344301,2302903],[1351365,2100743],[1355171,2313515],[1361454,2488562],[1383973,2733800],[1384370,2329580],[1386122,2324736],[1388029,2131272],[1396999,2809960],[1399151,2130306],[1406215,1907084],[1411959,2349496],[1421013,2357616],[1427315,2654942],[1428077,2164865],[1429214,2534418],[1433821,2531753],[1444752,2536051],[1446593,2380512],[1474835,2202825],[1483805,2763160],[1507819,2415525],[1514121,2689553],[1514883,2233841],[1516020,2413892],[1527106,2577970],[1529555,2017854],[1550666,2596837],[1551547,2262442],[1557830,2595587],[1559777,2277098],[1575477,2459906],[1591462,2470945],[1613668,2621171],[1636712,2489812],[1637593,2326053],[1643876,2635827],[1645823,2118458],[1649628,2638238],[1656671,2507525],[1680074,2365856],[1718528,2544571],[1720449,2386999],[1734949,2675680],[1741992,2556638],[1764379,2219185],[1777037,2427093],[1806168,2451666],[1844512,2293240],[1860158,2482141],[1887804,2317813],[1900064,2506559],[1965370,2386033],[1980092,2555672] ] cell #4152 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117414],[1243464],[1243861],[1244618],[1287765],[1309241],[1321589],[1335452],[1356338],[1366294],[1372596],[1373360],[1373486],[1417229],[1417986],[1438694],[1439091],[1439848],[1450523],[1459671],[1463245],[1466041],[1468311],[1485107],[1486824],[1496700],[1497864],[1498970],[1502983],[1503892],[1517965],[1531828],[1540678],[1547744],[1547870],[1552714],[1562670],[1568972],[1569736],[1569862],[1580350],[1580747],[1581504],[1582499],[1590299],[1595887],[1598683],[1600953],[1604527],[1616323],[1622429],[1626003],[1627720],[1628799],[1631069],[1638760],[1654901],[1658475],[1661271],[1663541],[1670068],[1672338],[1677260],[1679036],[1680337],[1682054],[1691930],[1693094],[1694200],[1698213],[1699122],[1703050],[1709352],[1710116],[1710242],[1711251],[1712008],[1718735],[1726772],[1729568],[1730732],[1740222],[1750414],[1751578],[1754962],[1756002],[1758798],[1764642],[1766359],[1782126],[1783290],[1787714],[1790510],[1792780],[1796354],[1799150],[1805496],[1808150],[1817830],[1819547],[1820626],[1822896],[1828540],[1829423],[1830587],[1835706],[1836615],[1839728],[1845765],[1854208],[1854414],[1856131],[1865247],[1866411],[1874199],[1874405],[1876122],[1882442],[1886402],[1889786],[1904800],[1905006],[1906723],[1913043],[1915839],[1917003],[1921221],[1921427],[1926493],[1928266],[1937849],[1941233],[1942273],[1945069],[1952630],[1961789],[1970348],[1975135],[1976385],[1984828],[1985034],[1986751],[1989285],[1994072],[1995322],[2003765],[2005688],[2015968],[2032938],[2033144],[2034861],[2038891],[2043977],[2045141],[2052929],[2054852],[2061172],[2065132],[2068516],[2077928],[2086033],[2089656],[2103748],[2107371],[2117094],[2126787],[2128710],[2139777],[2144564],[2145814],[2149563],[2154257],[2154463],[2156180],[2173194],[2175117],[2185397],[2194666],[2211026],[2222754],[2226458],[2244673],[2248296],[2275734],[2285427],[2287350],[2341337],[2369425],[2373129], [193203,1850642],[259465,2000199],[273943,2029372],[317176,2108499],[342758,2150691],[353132,2169628],[383546,2211857],[393358,2223882],[417069,2041181],[424201,2267139],[433088,2281861],[461397,2311287],[469437,2318725],[479249,2330750],[487955,2339863],[499410,1924223],[504072,2358528],[513884,2370553],[518632,2181437],[536827,2392404],[545864,2400728],[556897,2408999],[564937,2416437],[571596,2423933],[590448,1801420],[595250,2445140],[600577,2268881],[603290,2452578],[612032,2072352],[613102,2464603],[631137,2475797],[632340,2476628],[635207,2478981],[661666,2497158],[666993,2332492],[668609,2503803],[683498,2512930],[692535,2521254],[694824,2357318],[701104,2166468],[703568,2529525],[711608,2536963],[713676,1955979],[732718,2550050],[734899,2550982],[737585,2552916],[763510,2566958],[766377,2415227],[772657,2235444],[774208,2018458],[789777,2582822],[790980,2583653],[793847,2586006],[798881,2589112],[801707,2443964],[803459,2266775],[809264,2056016],[820306,2604183],[825633,1837653],[835572,2470094],[840767,2614883],[842204,2615496],[848066,2094592],[872974,2629239],[875155,2630171],[877841,2495982],[879593,2330386],[885398,2129874],[902147,2643717],[904328,2644649],[907014,2646583],[912799,2649420],[914002,2650251],[916167,2158714],[917302,2361058],[918059,2163627],[932939,2660625],[935806,1950653],[942086,1959781],[951423,2545226],[957085,2390862],[958928,2197654],[962855,2207158],[983701,2560424],[988896,2683265],[990333,2683878],[996195,2227690],[997330,2418967],[998087,2232603],[1014302,2023245],[1019497,2695623],[1020934,2696236],[1026796,2253232],[1031713,2258019],[1033894,2701992],[1037671,2053135],[1037797,1814256],[1051704,2709979],[1053885,2710911],[1056571,2066576],[1058323,2067340],[1063559,2716513],[1064128,1837779],[1066429,2469297],[1073495,2293844],[1079239,2298551],[1084506,2306345],[1085263,2099505],[1095938,2099379],[1105585,2623802],[1105982,2624415],[1111644,2492425],[1113487,2320882],[1120792,2126993],[1120918,1895892],[1137694,2134841],[1143356,2511388],[1145199,2344325],[1149126,2135605],[1154321,2744215],[1155758,2353065],[1162822,1936685],[1169972,2163501],[1175167,2751758],[1176604,2752371],[1182466,1950913],[1183601,2176525],[1184358,1950779],[1187383,2379148],[1189564,2758127],[1192802,2385103],[1203922,2394419],[1210988,2209264],[1211114,1987915],[1221999,2206394],[1225784,2559627],[1232086,2561356],[1232850,2406466],[1238594,2411173],[1248143,2014804],[1255293,2232477],[1258256,2236568],[1265322,2024495],[1271066,2432404],[1276333,2239929],[1277090,2023371],[1281995,2436837],[1283838,2259269],[1297412,2704542],[1297809,2266011],[1299561,2458592],[1303471,2599450],[1305314,2454735],[1312619,2069556],[1312745,1831693],[1314436,2790971],[1315873,2463475],[1333182,2302605],[1340374,2102346],[1344302,2302984],[1351368,2100629],[1355174,2486666],[1361457,2488508],[1383974,2733842],[1384371,2329622],[1386123,2324739],[1388032,2131218],[1397000,2810002],[1399152,2333554],[1406218,2137711],[1406344,1907887],[1411962,2349442],[1421014,2357697],[1427316,2655023],[1428080,2164751],[1429215,2534460],[1433824,2531699],[1443373,1953709],[1444753,2536132],[1446596,2380398],[1474838,2202771],[1483806,2763202],[1507820,2415606],[1514122,2689634],[1514886,2233727],[1516021,2413934],[1527107,2578051],[1529558,2236189],[1536750,2026212],[1550667,2596879],[1551550,2262388],[1557833,2595533],[1559780,2276984],[1575480,2459852],[1591463,2471026],[1613669,2621252],[1636713,2489854],[1637596,2325999],[1643879,2635773],[1645826,2118344],[1649629,2638280],[1656674,2507471],[1680077,2365802],[1718529,2544613],[1720452,2386945],[1734950,2675722],[1741995,2556584],[1764382,2219131],[1777040,2427039],[1806210,2451747],[1844515,2293186],[1860161,2482087],[1887846,2317894],[1900106,2506640],[1965412,2386114],[1980134,2555753] ] cell #4153 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715951],[819056],[893121],[934055],[971240],[1011511],[1042678],[1055429],[1093147],[1125799],[1130444],[1135473],[1157511],[1167181],[1214749],[1219778],[1245614],[1252502],[1257975],[1284974],[1290559],[1295588],[1317626],[1337482],[1344021],[1374496],[1377121],[1382150],[1387355],[1409979],[1415008],[1420733],[1421924],[1440844],[1447732],[1460581],[1468030],[1474161],[1495818],[1501000],[1504923],[1507539],[1508730],[1533858],[1540397],[1550873],[1552433],[1570872],[1573497],[1578526],[1587298],[1591182],[1598006],[1601863],[1623339],[1625736],[1630788],[1636919],[1638479],[1655811],[1663260],[1669391],[1681377],[1691048],[1696230],[1700153],[1702769],[1703960],[1716438],[1719775],[1726567],[1730451],[1741132],[1747413],[1751297],[1752976],[1758121],[1761978],[1765682],[1779125],[1783009],[1789833],[1793690],[1815166],[1817563],[1822615],[1828746],[1830306],[1839833],[1841859],[1852117],[1855454],[1862246],[1866130],[1872108],[1875445],[1882237],[1886121],[1896802],[1902709],[1906046],[1912838],[1916722],[1927403],[1933684],[1937568],[1939247],[1944392],[1948249],[1951953],[1961461],[1970453],[1972479],[1982737],[1986074],[1989390],[1991416],[2001674],[2005011],[2011803],[2015687],[2018563],[2020589],[2030847],[2034184],[2040976],[2044860],[2050838],[2054175],[2060967],[2064851],[2075532],[2085705],[2093361],[2094697],[2096723],[2103420],[2112412],[2114438],[2124696],[2128033],[2130890],[2139882],[2141908],[2152166],[2155503],[2158819],[2160845],[2171103],[2174440],[2181232],[2185116],[2191784],[2197759],[2201504],[2202443],[2218803],[2227795],[2229821],[2244345],[2252001],[2253337],[2255363],[2262060],[2271052],[2273078],[2283336],[2286673],[2292858],[2293949],[2298223],[2301266],[2320987],[2325671],[2338455],[2344430],[2348175],[2349114],[2365474],[2374466],[2376492],[2386617],[2388245],[2399320],[2406571],[2410845],[2426711],[2427802],[2432076],[2435119],[2454840],[2459524],[2468565],[2481759],[2482850],[2488180],[2507143],[2508771],[2527097],[2531371],[2556256],[2558895],[2573180],[2575590],[2595205],[2618791],[2635445],[2652562],[2687173],[2719694] ] cell #4154 : |C| = 105 W-rep = phi[105,12] special rep = phi[105,12] , dim = 105 orbit = A5b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1116422],[1242781],[1308249],[1366149],[1372240],[1438011],[1449531],[1459526],[1496544],[1549639],[1562525],[1568616],[1579667],[1590143],[1625939],[1654756],[1678353],[1691774],[1702905],[1708996],[1718671],[1740077],[1781970],[1783145],[1796149],[1805140],[1817766],[1829267],[1838951],[1865091],[1866266],[1903761],[1904942],[1906567],[1919129],[1937704],[1950849],[1983789],[1984970],[1986595],[2015823],[2017681],[2022247],[2024431],[2036261],[2051890],[2054696],[2093815],[2098381],[2100565],[2125748],[2128554],[2130511],[2133891],[2162503],[2164687],[2190114],[2202064],[2205444],[2217926],[2231479],[2233663],[2235861],[2261681],[2265061],[2291768],[2302277],[2313342],[2316904],[2325292],[2328672],[2334854],[2356990],[2384775],[2385606],[2395719],[2404390],[2406831],[2414899],[2423605],[2469766],[2475289],[2478653],[2484131],[2486338],[2487169],[2516245],[2543779],[2549722],[2560096],[2565619],[2582314],[2585678],[2614049],[2622968],[2628911],[2643389],[2659286],[2682431],[2694789],[2709651],[2721595],[2750924],[2778724],[2811857] ] cell #4155 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993076],[1115663],[1179347],[1236685],[1242719],[1307490],[1318616],[1328759],[1366087],[1418982],[1431915],[1437949],[1448772],[1459464],[1496025],[1525135],[1548880],[1562463],[1573571],[1579605],[1589624],[1611697],[1654694],[1655885],[1669186],[1678291],[1691255],[1702843],[1740015],[1741206],[1780165],[1781451],[1783083],[1796087],[1815240],[1828748],[1863286],[1864572],[1866204],[1896876],[1903699],[1906048],[1918401],[1934724],[1937642],[1983727],[1986076],[2012843],[2015761],[2018565],[2021519],[2051828],[2054177],[2094699],[2097653],[2111076],[2125686],[2128035],[2130929],[2158821],[2161775],[2202482],[2217864],[2227797],[2230751],[2262099],[2263153],[2293951],[2316176],[2325710],[2326764],[2358239],[2386656],[2393169],[2401649],[2416148],[2460617],[2468162],[2476339],[2513695],[2536674],[2548118],[2583364],[2641785], [1116373,1116420],[1192127,1713352],[1206026,1470415],[1226768,1492277],[1242853,1242927],[1243624,1504752],[1308200,1308247],[1332507,1849031],[1335245,1600746],[1354499,1869022],[1356131,1622222],[1367278,1368398],[1372235,1633871],[1372315,1372389],[1387357,1899623],[1401256,1665645],[1421998,1687507],[1438083,1438157],[1438854,1699982],[1449482,1449529],[1451326,1711962],[1465366,1728893],[1474163,1979651],[1486149,1749739],[1495532,1754685],[1497657,1498763],[1502615,1761552],[1508804,1771812],[1528883,2027761],[1531621,1792573],[1542782,1803524],[1545170,2042016],[1549590,1549637],[1550875,2047752],[1552507,1814049],[1563654,1564774],[1568611,1825698],[1568691,1568765],[1579739,1579813],[1580510,1837475],[1581852,1837854],[1587012,1845488],[1596129,2298262],[1598008,2089173],[1601937,1867395],[1625451,1879083],[1627045,1628124],[1636921,2121610],[1638553,1895685],[1660596,1915164],[1669393,2149080],[1672131,1926286],[1674442,1927477],[1674529,2153156],[1678120,1679196],[1678425,1678499],[1681379,1936010],[1690762,1940956],[1692887,1693993],[1697845,1947823],[1702149,1951748],[1704034,1705154],[1707542,2182272],[1708991,1958781],[1709071,1709145],[1711267,1959848],[1716153,1966953],[1719777,2192511],[1724943,2197761],[1727607,1983861],[1730525,1987708],[1752925,1998146],[1756244,2410884],[1758123,2222271],[1762052,2016952],[1765684,2014129],[1778839,2024218],[1781310,2025330],[1784274,1793764],[1787956,2432115],[1789835,2247813],[1796221,1797189],[1798475,2043302],[1800680,2256293],[1801213,2044934],[1804222,1805135],[1805215,1805289],[1816508,2269716],[1817278,2057813],[1818872,1819951],[1828255,2068239],[1828556,2068249],[1830380,1831486],[1833797,2075606],[1833884,2284326],[1835338,2075106],[1839835,2291879],[1841808,2082168],[1853097,2098376],[1853107,2098456],[1855456,2101671],[1861960,2100352],[1864431,2101464],[1874647,2488219],[1875447,2315739],[1880613,2320989],[1883277,2125820],[1886195,2129667],[1898144,2333327],[1902424,2136382],[1903833,1913878],[1904515,2137434],[1904816,2137444],[1907680,1916796],[1911214,2344432],[1919124,1920110],[1919204,1920120],[1921669,2349153],[1923548,2155505],[1926977,1927898],[1935869,2165586],[1938833,1948323],[1938920,2364535],[1939196,2167575],[1942515,2531410],[1944394,2368942],[1949828,2177421],[1950361,2178078],[1951955,1953034],[1955239,2377422],[1955772,2185190],[1960788,2186963],[1961500,2384779],[1970455,2202175],[1973409,2205448],[1974066,2206080],[1982452,2207935],[1984543,2208987],[1984844,2208997],[1989392,2404501],[1990252,2558492],[1994533,2406573],[1996157,2217998],[2002654,2231474],[2002664,2231554],[2004213,2566669],[2005013,2234769],[2013988,2234562],[2017039,2422444],[2020538,2240808],[2022242,2031827],[2022322,2031837],[2022420,2241687],[2022953,2242344],[2025537,2034186],[2036265,2037165],[2036897,2037822],[2039352,2253339],[2051962,2062007],[2052644,2268604],[2052945,2268614],[2053377,2595244],[2055276,2450029],[2055809,2064925],[2059343,2454842],[2066479,2279808],[2069798,2459563],[2071677,2286675],[2077797,2469256],[2085744,2302281],[2088731,2305540],[2096672,2307224],[2098554,2308103],[2099087,2308760],[2103459,2486342],[2104256,2622972],[2104513,2487280],[2109964,2316899],[2109974,2316979],[2112414,2325403],[2113274,2627307],[2115368,2328676],[2116025,2329308],[2117555,2494732],[2126502,2332215],[2126803,2332225],[2127235,2635484],[2129134,2502047],[2130217,2333634],[2130307,2333719],[2130622,2139884],[2133895,2142838],[2134527,2143495],[2134744,2338740],[2137953,2507182],[2147816,2148638],[2158173,2522175],[2159681,2652159],[2162498,2172083],[2162578,2172093],[2162676,2362816],[2163209,2363473],[2163962,2527099],[2165793,2174442],[2173642,2660336],[2179608,2374468],[2191786,2385717],[2194535,2394378],[2199483,2673083],[2201770,2394499],[2201860,2394584],[2206297,2399605],[2209506,2556295],[2210895,2559586],[2211568,2560100],[2211595,2678844],[2216145,2406835],[2216802,2407467],[2218842,2414903],[2219639,2682435],[2219896,2565730],[2221829,2418162],[2227149,2568258],[2228657,2686770],[2231652,2420725],[2232185,2421382],[2232938,2573182],[2235865,2244384],[2235881,2422834],[2237516,2575187],[2239124,2247371],[2242884,2427804],[2261477,2444129],[2261792,2271054],[2265065,2274008],[2265697,2274665],[2265914,2449150],[2271914,2708047],[2276195,2601757],[2285875,2716224],[2291474,2469377],[2291564,2469462],[2292592,2611841],[2292897,2469770],[2299847,2721599],[2300104,2475400],[2300964,2722048],[2302297,2477882],[2303932,2618388],[2309300,2482852],[2310276,2484135],[2311156,2624374],[2315297,2488734],[2317763,2495941],[2318436,2628915],[2318463,2729421],[2325088,2496147],[2329525,2501168],[2333513,2341206],[2334650,2503968],[2334965,2338457],[2346154,2741576],[2356177,2649962],[2356994,2365513],[2357010,2522129],[2360253,2368500],[2366310,2750928],[2366567,2659397],[2375328,2755263],[2379609,2666849],[2383442,2543783],[2384795,2544924],[2385402,2545391],[2385983,2545185],[2391810,2672680],[2392115,2549726],[2392142,2762385],[2395515,2553081],[2395830,2399322],[2401603,2557721],[2404096,2559707],[2404186,2559792],[2405214,2680223],[2408868,2683837],[2413586,2770624],[2414919,2568212],[2423609,2426750],[2423625,2575141],[2433700,2778728],[2433957,2582425],[2434817,2779177],[2437785,2699128],[2441654,2782063],[2443153,2589877],[2443923,2451616],[2452289,2709655],[2452316,2786550],[2468116,2610462],[2469786,2611795],[2473125,2614053],[2475085,2615661],[2475666,2615455],[2478657,2481798],[2478673,2618342],[2486358,2624113],[2486965,2624580],[2493373,2730800],[2503762,2506509],[2512336,2741173],[2512641,2643393],[2512668,2809185],[2516041,2646748],[2516356,2519848],[2519591,2811861],[2520708,2812310],[2529394,2752330],[2534112,2817424],[2548072,2671301],[2549742,2672634],[2552875,2555622],[2560116,2680177],[2565415,2684043],[2580150,2694793],[2582110,2696401],[2582691,2696195],[2585682,2588823],[2585698,2699082],[2588850,2835783],[2600398,2787929],[2608770,2842997],[2628931,2730754],[2641739,2739794],[2643409,2741127],[2646542,2649289],[2659082,2752536],[2709671,2787883] ] cell #4156 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [614011],[710090],[780061],[818272],[853919],[892337],[922020],[933921],[970456],[1002048],[1006370],[1011377],[1032649],[1041894],[1088006],[1093013],[1118350],[1125015],[1130236],[1156727],[1162040],[1167047],[1188319],[1208062],[1214541],[1244830],[1247361],[1252368],[1257500],[1279833],[1284840],[1290351],[1291549],[1310177],[1316842],[1329675],[1337274],[1343546],[1365257],[1370434],[1374362],[1376913],[1378111],[1403292],[1409771],[1420258],[1421716],[1440060],[1442591],[1447598],[1456449],[1460373],[1467555],[1471331],[1493193],[1495684],[1500792],[1507064],[1508522],[1526051],[1533650],[1539922],[1551958],[1561633],[1566810],[1570738],[1573289],[1574487],[1587164],[1590707],[1597731],[1601655],[1612613],[1619207],[1623131],[1624952],[1630313],[1634089],[1638004],[1651679],[1655603],[1662785],[1666561],[1688423],[1690914],[1696022],[1702294],[1703752],[1713471],[1715654],[1726433],[1729976],[1737000],[1740924],[1747279],[1750822],[1757846],[1761770],[1772728],[1778991],[1782534],[1789558],[1793482],[1804440],[1811034],[1814958],[1816779],[1822140],[1825916],[1829831],[1839478],[1849150],[1851333],[1862112],[1865655],[1869141],[1871324],[1882103],[1885646],[1892670],[1896594],[1899742],[1901925],[1912704],[1916247],[1923271],[1927195],[1933550],[1937093],[1944117],[1948041],[1958999],[1970098],[1978229],[1979770],[1981953],[1989035],[1998707],[2000890],[2011669],[2015212],[2018208],[2027880],[2030063],[2040842],[2044385],[2047871],[2050054],[2060833],[2064376],[2071400],[2075324],[2082729],[2089292],[2093227],[2094342],[2112057],[2121729],[2123912],[2139527],[2147658],[2149199],[2151382],[2158464],[2168136],[2170319],[2181098],[2184641],[2191429],[2192630],[2197404],[2200720],[2222390],[2227440],[2241369],[2247932],[2251867],[2252982],[2270697],[2280369],[2282552],[2293594],[2295405],[2307785],[2315858],[2320632],[2338100],[2339301],[2344075],[2347391],[2369061],[2374111],[2383957],[2398965],[2400166],[2406216],[2427447],[2429258],[2449711],[2454485],[2482495],[2485520],[2501729],[2504483],[2526742],[2553596],[2572825],[2592545],[2632785],[2670657] ] cell #4157 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [1243523],[1336436],[1358428],[1372523],[1438753],[1466998],[1488860],[1499954],[1502902],[1532812],[1554804],[1568899],[1580409],[1583838],[1596929],[1618405],[1629756],[1634626],[1640850],[1662228],[1673322],[1679095],[1684090],[1695184],[1698132],[1709279],[1723107],[1731716],[1743953],[1757044],[1761618],[1768395],[1775665],[1788756],[1800107],[1802404],[1804977],[1805423],[1810232],[1821583],[1826453],[1832677],[1835625],[1838450],[1853241],[1857088],[1858786],[1879149],[1885764],[1887386],[1891868],[1909378],[1917987],[1920254],[1922469],[1924350],[1925180],[1927043],[1928185],[1930224],[1943315],[1947889],[1954666],[1956963],[1959536],[1959982],[1967019],[1973760],[1974132],[1974212],[1977427],[1998757],[2002798],[2006645],[2008343],[2031971],[2035818],[2037516],[2037888],[2037968],[2041882],[2042223],[2044503],[2057879],[2064494],[2066116],[2068383],[2070598],[2072479],[2073309],[2075172],[2076314],[2082779],[2083398],[2085437],[2088710],[2089113],[2089342],[2110108],[2111875],[2115719],[2116091],[2116171],[2119386],[2136448],[2137578],[2143189],[2143561],[2143641],[2146856],[2148617],[2149020],[2149249],[2152372],[2166595],[2168186],[2172227],[2176074],[2178144],[2178224],[2182138],[2182479],[2184759],[2188926],[2191247],[2193963],[2197222],[2197449],[2208001],[2209131],[2216496],[2216868],[2216948],[2218535],[2221808],[2222211],[2222440],[2235571],[2241419],[2242410],[2242490],[2244077],[2247350],[2247753],[2247982],[2252800],[2253027],[2268748],[2269582],[2270515],[2274359],[2274731],[2274811],[2278026],[2279787],[2280190],[2280419],[2283542],[2288860],[2290309],[2291247],[2295160],[2307835],[2308826],[2308906],[2312154],[2315276],[2315679],[2315908],[2317191],[2320450],[2320677],[2332359],[2333193],[2337918],[2338719],[2339122],[2339351],[2340634],[2343893],[2344120],[2363539],[2363619],[2363751],[2365206],[2368479],[2368882],[2369111],[2373929],[2374156],[2383712],[2384226],[2390465],[2398783],[2399584],[2399987],[2400216],[2401519],[2402931],[2403869],[2406034],[2406261],[2407782],[2413391],[2421448],[2421528],[2421660],[2422713],[2422750],[2425100],[2427265],[2427492],[2429013],[2444168],[2449129],[2449532],[2449761],[2451044],[2454303],[2454530],[2468032],[2468780],[2473909],[2477761],[2477798],[2480148],[2482313],[2482540],[2484074],[2485044],[2485275],[2485789],[2492028],[2494420],[2496186],[2501147],[2501550],[2501779],[2503037],[2504007],[2504752],[2510991],[2520513],[2522045],[2526560],[2526787],[2528308],[2533917],[2543722],[2544803],[2544840],[2545430],[2547988],[2548736],[2552150],[2553120],[2553865],[2558362],[2559110],[2563494],[2564239],[2568128],[2572643],[2572870],[2575057],[2575805],[2580934],[2587173],[2589565],[2591099],[2592069],[2599053],[2601445],[2608575],[2611331],[2611711],[2613992],[2615700],[2616176],[2618258],[2619006],[2622911],[2623992],[2624029],[2624619],[2627177],[2627925],[2631339],[2632309],[2637389],[2641655],[2642403],[2646787],[2647532],[2657161],[2657906],[2666537],[2669352],[2672550],[2672953],[2673543],[2674831],[2679713],[2680093],[2682374],[2684082],[2694732],[2696440],[2696916],[2698998],[2699746],[2707917],[2708665],[2713049],[2721203],[2721538],[2727472],[2730670],[2731663],[2741043],[2741446],[2742036],[2743324],[2745508],[2750867],[2752575],[2769779],[2778332],[2778667],[2781933],[2782523],[2787799],[2788792],[2811800],[2816579],[2820770], [874840,1373044],[992292,1502736],[1053570,1569420],[1108566,1626538],[1115529,1632548],[1178563,1697966],[1189249,1709800],[1196056,1719270],[1235494,1754424],[1288701,1805944],[1300393,1818365],[1307356,1824375],[1317832,1835459],[1325342,1845227],[1364455,1878777],[1391286,1905541],[1418198,1928019],[1430724,1940695],[1441675,1951448],[1448638,1957458],[1455647,1966647],[1478092,1985569],[1521718,2023957],[1524015,2025030],[1539641,2037018],[1548746,2045500],[1560831,2057507],[1572380,2067978],[1608280,2100091],[1610577,2101164],[1650877,2136076],[1652758,2134648],[1653588,2137173],[1669052,2148473],[1686387,2165286],[1701211,2177772],[1736198,2207629],[1738079,2206201],[1738909,2208726],[1770692,2234262],[1780031,2239781],[1780372,2242038],[1795303,2252145],[1812113,2265818],[1812943,2268343],[1863152,2306197],[1863493,2308454],[1893749,2329429],[1894579,2331954],[1899563,2335597],[1902915,2336475],[1934590,2360910],[1934931,2363167],[1979591,2396462],[1982943,2397340],[1997166,2407588],[2012709,2418819],[2013050,2421076],[2018253,2424162],[2047692,2446007],[2051044,2446885],[2094387,2479210],[2110942,2489391],[2121550,2498025],[2124902,2498903],[2158509,2523457],[2159486,2524395],[2192451,2547113],[2217080,2561758],[2227485,2569540],[2228462,2570478],[2262841,2592814],[2293639,2612973],[2300769,2617383],[2310315,2622477],[2326452,2633054],[2375133,2664145],[2383481,2668427],[2392857,2673812],[2434622,2698123],[2460305,2713794],[2473164,2720278],[2513383,2742305],[2580189,2777407] ] cell #4158 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [994011],[1116631],[1159436],[1180282],[1235702],[1243728],[1286982],[1308458],[1319551],[1325550],[1365123],[1373072],[1409070],[1417096],[1430932],[1438958],[1449740],[1451459],[1456315],[1467206],[1489068],[1494976],[1503110],[1503496],[1521926],[1523032],[1539507],[1561499],[1569448],[1572588],[1580614],[1581716],[1586456],[1597597],[1608488],[1609594],[1619073],[1629964],[1632585],[1632891],[1651545],[1652624],[1653796],[1662436],[1668344],[1684298],[1685404],[1690206],[1698340],[1698726],[1701879],[1702013],[1709828],[1711118],[1713238],[1725725],[1736866],[1737945],[1739117],[1746571],[1754461],[1757712],[1760312],[1768603],[1769709],[1778283],[1779323],[1781040],[1781174],[1789424],[1800315],[1805972],[1810900],[1811979],[1813151],[1821791],[1824412],[1824718],[1827699],[1828407],[1835833],[1836219],[1845264],[1848917],[1857296],[1861404],[1862444],[1864161],[1864295],[1868908],[1877287],[1878896],[1881395],[1892536],[1893615],[1894787],[1899509],[1901227],[1903959],[1904667],[1911996],[1923137],[1925388],[1928393],[1928779],[1932842],[1933882],[1935599],[1935733],[1940732],[1943983],[1946583],[1949862],[1954874],[1957495],[1957801],[1966766],[1975262],[1978095],[1979537],[1981255],[1983987],[1984695],[1994199],[1997032],[1998474],[2006853],[2010961],[2012001],[2013718],[2013852],[2018396],[2022454],[2023994],[2027647],[2036026],[2039018],[2040134],[2042891],[2043025],[2045537],[2045843],[2047638],[2049356],[2052088],[2052796],[2057626],[2060125],[2068015],[2071266],[2073517],[2073866],[2082496],[2089059],[2090413],[2092519],[2094530],[2098588],[2100128],[2108128],[2110234],[2117221],[2120054],[2120188],[2121496],[2123214],[2125946],[2126654],[2130968],[2136195],[2137210],[2144691],[2147524],[2148510],[2148966],[2150320],[2153416],[2154124],[2156588],[2158652],[2161082],[2162710],[2167903],[2176282],[2177891],[2180390],[2183147],[2183281],[2192397],[2193185],[2194280],[2197592],[2198023],[2202521],[2207748],[2208763],[2210640],[2214383],[2222157],[2223511],[2225617],[2226325],[2227628],[2230058],[2231686],[2239818],[2241136],[2242157],[2247699],[2249053],[2251159],[2252675],[2253170],[2253601],[2257228],[2262138],[2262984],[2268380],[2275861],[2278694],[2278828],[2280136],[2284586],[2285294],[2290073],[2290626],[2293782],[2295197],[2298301],[2301503],[2306234],[2307552],[2308573],[2310107],[2315625],[2317508],[2320820],[2321251],[2323948],[2325749],[2326595],[2331991],[2337005],[2339068],[2340951],[2344263],[2344694],[2348396],[2349192],[2358278],[2360947],[2363286],[2368828],[2370182],[2372288],[2372996],[2374299],[2376729],[2378357],[2383273],[2383749],[2384543],[2386695],[2389291],[2393000],[2397870],[2399933],[2403248],[2406404],[2407819],[2408027],[2410923],[2416187],[2418856],[2421195],[2424479],[2425282],[2427635],[2429050],[2432154],[2435356],[2447415],[2449478],[2451361],[2454673],[2455104],[2457801],[2459602],[2460448],[2468817],[2469025],[2472956],[2474226],[2476378],[2479527],[2480330],[2482683],[2485312],[2486106],[2488258],[2489428],[2494563],[2499433],[2501496],[2504275],[2505069],[2507221],[2509817],[2513526],[2523774],[2524577],[2526930],[2528345],[2528553],[2531449],[2536713],[2548773],[2548981],[2553388],[2554182],[2556334],[2559147],[2559355],[2562288],[2564556],[2566708],[2569857],[2570660],[2573013],[2575842],[2576050],[2579981],[2581251],[2583403],[2589708],[2592337],[2593131],[2595283],[2601588],[2613290],[2619043],[2619251],[2625852],[2627962],[2628170],[2632577],[2633371],[2635523],[2642440],[2642648],[2647849],[2650001],[2652814],[2653022],[2658223],[2660375],[2666680],[2670449],[2674129],[2678487],[2687425],[2687633],[2699783],[2699991],[2708702],[2708910],[2714111],[2716263],[2717905],[2722300],[2722508],[2742622],[2755918],[2756126],[2761367],[2779429],[2779637],[2808167] ] cell #4159 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1503573],[1632594],[1698803],[1754470],[1760306],[1824421],[1836296],[1845273],[1878890],[1928856],[1940741],[1946577],[1957504],[1966760],[1998223],[2024003],[2045546],[2057620],[2068024],[2073860],[2082245],[2100137],[2136189],[2137219],[2148519],[2156582],[2167652],[2177885],[2207742],[2208772],[2239827],[2240885],[2242151],[2252669],[2268389],[2279885],[2306243],[2307301],[2308567],[2332000],[2336999],[2338817],[2348392],[2360956],[2363280],[2397864],[2399682],[2418865],[2421189],[2424378],[2425278],[2447409],[2449227],[2479426],[2480326],[2489437],[2499427],[2501245],[2504271],[2523673],[2524573],[2553384],[2562282],[2569756],[2570656],[2592333],[2593030],[2613189],[2625848],[2632573],[2633270],[2652810],[2670445],[2674028],[2678483],[2687421],[2714010],[2717901],[2722296],[2742521],[2755914],[2761363],[2779425],[2808163], 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] cell #4160 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4161 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4162 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1762361],[1885625],[1927786],[1948632],[1960503],[1997896],[2004940],[2044364],[2064355],[2075915],[2076148],[2080268],[2111623],[2118122],[2148388],[2155432],[2167325],[2174369],[2177274],[2184620],[2185756],[2189496],[2197006],[2213366],[2218048],[2223962],[2224385],[2238908],[2239696],[2240678],[2252548],[2270263],[2276762],[2279558],[2279643],[2286602],[2290760],[2297814],[2305324],[2306112],[2307094],[2312724],[2320234],[2322187],[2322388],[2336167],[2336878],[2337702],[2337787],[2343677],[2348359],[2360037],[2360825],[2361807],[2364719],[2370633],[2371056],[2373274],[2373677],[2380176],[2382854],[2389978],[2397032],[2397743],[2398567],[2398652],[2403382],[2408443],[2410436],[2412238],[2417946],[2418734],[2419716],[2424613],[2425245],[2425899],[2426302],[2431667],[2439177],[2440947],[2443720],[2446577],[2447288],[2448112],[2448197],[2454087],[2456040],[2456241],[2458769],[2464683],[2465106],[2470470],[2472537],[2477426],[2479661],[2480293],[2480947],[2481350],[2484417],[2489306],[2490137],[2491541],[2495747],[2498595],[2499306],[2500130],[2500215],[2503380],[2503417],[2504238],[2505756],[2510504],[2517558],[2519093],[2519178],[2521334],[2521757],[2523908],[2524540],[2525194],[2525597],[2528969],[2530962],[2532764],[2538472],[2540242],[2540425],[2540626],[2545775],[2550130],[2551787],[2552493],[2552530],[2553351],[2554869],[2560504],[2562161],[2562867],[2567756],[2567841],[2569991],[2570623],[2571277],[2571680],[2574677],[2577495],[2579562],[2584451],[2586086],[2586686],[2587972],[2588375],[2590213],[2590414],[2591442],[2591479],[2592300],[2593818],[2597162],[2598566],[2602772],[2603627],[2605620],[2607155],[2607240],[2607422],[2612077],[2615073],[2615110],[2615774],[2616896],[2617878],[2620696],[2624693],[2625815],[2629319],[2630573],[2630976],[2631682],[2631719],[2632540],[2634058],[2639442],[2639989],[2643797],[2645454],[2645981],[2646160],[2646197],[2646861],[2648536],[2650528],[2651649],[2652029],[2652777],[2656534],[2661423],[2661508],[2662254],[2663658],[2664944],[2665347],[2670030],[2670067],[2670412],[2670907],[2672170],[2672390],[2676884],[2677431],[2678450],[2679933],[2681940],[2683455],[2683492],[2684156],[2685278],[2686260],[2686640],[2687388],[2692235],[2692817],[2693313],[2695813],[2695850],[2696514],[2697636],[2698432],[2698618],[2698838],[2703651],[2706251],[2710059],[2711313],[2711716],[2712422],[2712459],[2714798],[2717868],[2718038],[2718259],[2719184],[2719824],[2721918],[2722263],[2724185],[2724767],[2725263],[2726093],[2728150],[2728187],[2729027],[2730290],[2730510],[2732951],[2735551],[2737659],[2738523],[2738560],[2739400],[2740663],[2740883],[2742727],[2748370],[2749448],[2750433],[2751948],[2751985],[2752649],[2753771],[2754753],[2755133],[2755881],[2759360],[2759489],[2759722],[2761330],[2761721],[2762646],[2764479],[2765343],[2765380],[2766614],[2766835],[2767760],[2768400],[2770494],[2772761],[2773839],[2775167],[2775388],[2775443],[2776313],[2776953],[2779047],[2779392],[2784415],[2785279],[2785316],[2786156],[2787419],[2787639],[2790080],[2793900],[2795152],[2795514],[2797292],[2797513],[2797568],[2798438],[2799370],[2799603],[2800810],[2801602],[2802527],[2804360],[2805224],[2805261],[2806289],[2806522],[2808130],[2808521],[2809446],[2812180],[2813414],[2813635],[2813690],[2814560],[2815200],[2817294],[2822824],[2824205],[2824438],[2826023],[2827024],[2827637],[2829415],[2829636],[2829691],[2830561],[2831506],[2832758],[2833120],[2835119],[2836044],[2836976],[2837209],[2839208],[2840133],[2842867],[2844306],[2845359],[2845727],[2847640],[2848171],[2849552],[2849785],[2852420],[2854034],[2855619],[2857233],[2859232],[2860157],[2861214],[2862046],[2863158],[2865286],[2868131],[2868499],[2870943],[2872557],[2873850],[2874628],[2879140],[2882380],[2883728],[2887115],[2892577] ] cell #4163 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117415],[1243525],[1243862],[1244619],[1287766],[1309242],[1321582],[1335453],[1356339],[1366295],[1372597],[1373353],[1373487],[1417230],[1417987],[1438755],[1439092],[1439849],[1450524],[1459672],[1463238],[1466034],[1468312],[1485100],[1486817],[1496693],[1497865],[1498971],[1502976],[1503885],[1517958],[1531829],[1540679],[1547737],[1547871],[1552715],[1562671],[1568973],[1569729],[1569863],[1580411],[1580748],[1581505],[1582500],[1590292],[1595880],[1598676],[1600954],[1604520],[1616316],[1622430],[1625996],[1627713],[1628792],[1631070],[1638761],[1654902],[1658468],[1661264],[1663542],[1670061],[1672339],[1677253],[1679097],[1680330],[1682047],[1691923],[1693095],[1694201],[1698206],[1699115],[1703051],[1709353],[1710109],[1710243],[1711252],[1712009],[1718728],[1726765],[1729561],[1730733],[1740223],[1750407],[1751579],[1754955],[1755995],[1758791],[1764635],[1766352],[1782119],[1783291],[1787707],[1790503],[1792781],[1796347],[1799143],[1805497],[1808143],[1817823],[1819540],[1820619],[1822897],[1828541],[1829416],[1830588],[1835699],[1836608],[1839721],[1845758],[1854209],[1854407],[1856124],[1865240],[1866412],[1874200],[1874398],[1876115],[1882435],[1886403],[1889779],[1904801],[1904999],[1906716],[1913036],[1915832],[1917004],[1921222],[1921420],[1926494],[1928259],[1937850],[1941226],[1942266],[1945062],[1952623],[1961782],[1970341],[1975128],[1976378],[1984829],[1985027],[1986744],[1989278],[1994065],[1995315],[2003766],[2005681],[2015969],[2032939],[2033137],[2034854],[2038884],[2043970],[2045142],[2052930],[2054845],[2061165],[2065133],[2068509],[2077843],[2086026],[2089610],[2103741],[2107325],[2117087],[2126788],[2128703],[2139770],[2144557],[2145807],[2149517],[2154258],[2154456],[2156173],[2173195],[2175110],[2185398],[2194581],[2210941],[2222708],[2226459],[2244666],[2248250],[2275727],[2285428],[2287343],[2341252],[2369379],[2373130], [193204,1850635],[259466,2000192],[273944,2029365],[317177,2108492],[342759,2150684],[353133,2169621],[383547,2211850],[393359,2223875],[417070,2041174],[424202,2267132],[433089,2281854],[461523,2311202],[469438,2318718],[479250,2330743],[487956,2339856],[499411,1924216],[504073,2358521],[513885,2370546],[518633,2181430],[536828,2392397],[545865,2400721],[557023,2408914],[564938,2416430],[571597,2423926],[590449,1801421],[595376,2445055],[600578,2268874],[603291,2452571],[612033,2072345],[613103,2464596],[631263,2475712],[632341,2476621],[635208,2478974],[661792,2497073],[666994,2332485],[668610,2503799],[683499,2512923],[692536,2521247],[694825,2357311],[701105,2166461],[703694,2529440],[711609,2536956],[713677,1955980],[732719,2550043],[735025,2550897],[737586,2552912],[763511,2566951],[766378,2415220],[772658,2235437],[774201,2018451],[789903,2582737],[790981,2583646],[793848,2585999],[798882,2589105],[801708,2443960],[803460,2266768],[809265,2056017],[820432,2604098],[825634,1837646],[835573,2470087],[840828,2614837],[842205,2615492],[848059,2094585],[872975,2629232],[875281,2630086],[877842,2495978],[879594,2330379],[885399,2129875],[902148,2643710],[904454,2644564],[907015,2646579],[912925,2649335],[914003,2650244],[916160,2158707],[917303,2361054],[918060,2163628],[932940,2660618],[935807,1950646],[942087,1959774],[951424,2545222],[957086,2390777],[958921,2197647],[962856,2207151],[983702,2560417],[988957,2683219],[990334,2683874],[996188,2227683],[997331,2418963],[998088,2232604],[1014303,2023238],[1019558,2695577],[1020935,2696232],[1026789,2253225],[1031714,2258012],[1034020,2701907],[1037664,2053128],[1037798,1814257],[1051705,2709972],[1054011,2710826],[1056572,2066530],[1058324,2067333],[1063560,2716506],[1064129,1837780],[1066430,2469293],[1073488,2293837],[1079232,2298544],[1084507,2306341],[1085264,2099506],[1095939,2099372],[1105646,2623756],[1105983,2624411],[1111645,2492340],[1113480,2320875],[1120785,2126986],[1120919,1895893],[1137695,2134795],[1143357,2511303],[1145192,2344318],[1149127,2135598],[1154382,2744169],[1155759,2353019],[1162815,1936678],[1169973,2163494],[1175228,2751712],[1176605,2752367],[1182459,1950906],[1183602,2176521],[1184359,1950780],[1187384,2379141],[1189690,2758042],[1192795,2385096],[1203923,2394415],[1210981,2209257],[1211115,1987916],[1222000,2206348],[1225785,2559623],[1232087,2561271],[1232843,2406459],[1238587,2411166],[1248136,2014797],[1255294,2232470],[1258257,2236483],[1265315,2024488],[1271059,2432397],[1276334,2239925],[1277091,2023372],[1281996,2436752],[1283831,2259262],[1297473,2704496],[1297810,2265965],[1299562,2458585],[1303472,2599365],[1305307,2454728],[1312612,2069549],[1312746,1831694],[1314497,2790925],[1315874,2463429],[1333175,2302598],[1340367,2102339],[1344303,2302899],[1351361,2100622],[1355167,2486659],[1361450,2488501],[1384035,2733796],[1384372,2329576],[1386124,2324732],[1388025,2131211],[1397061,2809956],[1399153,2333550],[1406211,2137704],[1406345,1907888],[1411955,2349435],[1421015,2357612],[1427317,2654938],[1428073,2164744],[1429216,2534414],[1433817,2531692],[1443366,1953702],[1444754,2536047],[1446589,2380391],[1474831,2202764],[1483867,2763156],[1507821,2415521],[1514123,2689549],[1514879,2233720],[1516022,2413888],[1527108,2577966],[1529551,2236182],[1536743,2026205],[1550668,2596833],[1551543,2262381],[1557826,2595526],[1559773,2276977],[1575473,2459845],[1591464,2470941],[1613670,2621167],[1636714,2489808],[1637589,2325992],[1643872,2635766],[1645819,2118337],[1649630,2638234],[1656667,2507464],[1680070,2365795],[1718530,2544567],[1720445,2386938],[1734951,2675676],[1741988,2556577],[1764375,2219124],[1777033,2427032],[1806164,2451662],[1844508,2293179],[1860154,2482080],[1887800,2317809],[1900060,2506555],[1965366,2386029],[1980088,2555668] ] cell #4164 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715952],[819057],[893122],[934056],[971241],[1011512],[1042679],[1055430],[1093148],[1125800],[1130445],[1135474],[1157512],[1167182],[1214750],[1219779],[1245615],[1252503],[1257976],[1284975],[1290560],[1295589],[1317627],[1337483],[1344022],[1374497],[1377122],[1382151],[1387356],[1409980],[1415009],[1420734],[1421925],[1440845],[1447733],[1460582],[1468031],[1474162],[1495819],[1501001],[1504924],[1507540],[1508731],[1533859],[1540398],[1550874],[1552434],[1570873],[1573498],[1578527],[1587299],[1591183],[1598007],[1601864],[1623340],[1625737],[1630789],[1636920],[1638480],[1655812],[1663261],[1669392],[1681378],[1691049],[1696231],[1700154],[1702770],[1703961],[1716439],[1719776],[1726568],[1730452],[1741133],[1747414],[1751298],[1752977],[1758122],[1761979],[1765683],[1779126],[1783010],[1789834],[1793691],[1815167],[1817564],[1822616],[1828747],[1830307],[1839834],[1841860],[1852118],[1855455],[1862247],[1866131],[1872109],[1875446],[1882238],[1886122],[1896803],[1902710],[1906047],[1912839],[1916723],[1927404],[1933685],[1937569],[1939248],[1944393],[1948250],[1951954],[1961462],[1970454],[1972480],[1982738],[1986075],[1989391],[1991417],[2001675],[2005012],[2011804],[2015688],[2018564],[2020590],[2030848],[2034185],[2040977],[2044861],[2050839],[2054176],[2060968],[2064852],[2075533],[2085706],[2093362],[2094698],[2096724],[2103421],[2112413],[2114439],[2124697],[2128034],[2130891],[2139883],[2141909],[2152167],[2155504],[2158820],[2160846],[2171104],[2174441],[2181233],[2185117],[2191785],[2197760],[2201505],[2202444],[2218804],[2227796],[2229822],[2244346],[2252002],[2253338],[2255364],[2262061],[2271053],[2273079],[2283337],[2286674],[2292859],[2293950],[2298224],[2301267],[2320988],[2325672],[2338456],[2344431],[2348176],[2349115],[2365475],[2374467],[2376493],[2386618],[2388246],[2399321],[2406572],[2410846],[2426712],[2427803],[2432077],[2435120],[2454841],[2459525],[2468566],[2481760],[2482851],[2488181],[2507144],[2508772],[2527098],[2531372],[2556257],[2558896],[2573181],[2575591],[2595206],[2618792],[2635446],[2652563],[2687174],[2719695] ] cell #4165 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993077],[1115664],[1179348],[1236686],[1242720],[1307491],[1318617],[1328760],[1366088],[1418983],[1431916],[1437950],[1448773],[1459465],[1496026],[1525136],[1548881],[1562464],[1573572],[1579606],[1589625],[1611698],[1654695],[1655886],[1669187],[1678292],[1691256],[1702844],[1740016],[1741207],[1780166],[1781452],[1783084],[1796088],[1815241],[1828749],[1863287],[1864573],[1866205],[1896877],[1903700],[1906049],[1918402],[1934725],[1937643],[1983728],[1986077],[2012844],[2015762],[2018566],[2021520],[2051829],[2054178],[2094700],[2097654],[2111077],[2125687],[2128036],[2130930],[2158822],[2161776],[2202483],[2217865],[2227798],[2230752],[2262100],[2263154],[2293952],[2316177],[2325711],[2326765],[2358240],[2386657],[2393170],[2401650],[2416149],[2460618],[2468163],[2476340],[2513696],[2536675],[2548119],[2583365],[2641786], 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] cell #4166 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4167 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4168 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117416],[1243526],[1243863],[1244620],[1287767],[1309243],[1321583],[1335454],[1356340],[1366296],[1372598],[1373354],[1373488],[1417231],[1417988],[1438756],[1439093],[1439850],[1450525],[1459673],[1463239],[1466035],[1468313],[1485101],[1486818],[1496694],[1497866],[1498972],[1502977],[1503886],[1517959],[1531830],[1540680],[1547738],[1547872],[1552716],[1562672],[1568974],[1569730],[1569864],[1580412],[1580749],[1581506],[1582501],[1590293],[1595881],[1598677],[1600955],[1604521],[1616317],[1622431],[1625997],[1627714],[1628793],[1631071],[1638762],[1654903],[1658469],[1661265],[1663543],[1670062],[1672340],[1677254],[1679098],[1680331],[1682048],[1691924],[1693096],[1694202],[1698207],[1699116],[1703052],[1709354],[1710110],[1710244],[1711253],[1712010],[1718729],[1726766],[1729562],[1730734],[1740224],[1750408],[1751580],[1754956],[1755996],[1758792],[1764636],[1766353],[1782120],[1783292],[1787708],[1790504],[1792782],[1796348],[1799144],[1805498],[1808144],[1817824],[1819541],[1820620],[1822898],[1828542],[1829417],[1830589],[1835700],[1836609],[1839722],[1845759],[1854210],[1854408],[1856125],[1865241],[1866413],[1874201],[1874399],[1876116],[1882436],[1886404],[1889780],[1904802],[1905000],[1906717],[1913037],[1915833],[1917005],[1921223],[1921421],[1926495],[1928260],[1937851],[1941227],[1942267],[1945063],[1952624],[1961783],[1970342],[1975129],[1976379],[1984830],[1985028],[1986745],[1989279],[1994066],[1995316],[2003767],[2005682],[2015970],[2032940],[2033138],[2034855],[2038885],[2043971],[2045143],[2052931],[2054846],[2061166],[2065134],[2068510],[2077844],[2086027],[2089611],[2103742],[2107326],[2117088],[2126789],[2128704],[2139771],[2144558],[2145808],[2149518],[2154259],[2154457],[2156174],[2173196],[2175111],[2185399],[2194582],[2210942],[2222709],[2226460],[2244667],[2248251],[2275728],[2285429],[2287344],[2341253],[2369380],[2373131], [193205,1850636],[259467,2000193],[273945,2029366],[317178,2108493],[342760,2150685],[353134,2169622],[383548,2211851],[393360,2223876],[417071,2041175],[424203,2267133],[433090,2281855],[461524,2311203],[469439,2318719],[479251,2330744],[487957,2339857],[499412,1924217],[504074,2358522],[513886,2370547],[518634,2181431],[536829,2392398],[545866,2400722],[557024,2408915],[564939,2416431],[571598,2423927],[590450,1801422],[595377,2445056],[600579,2268875],[603292,2452572],[612034,2072346],[613104,2464597],[631264,2475713],[632342,2476622],[635209,2478975],[661793,2497074],[666995,2332486],[668611,2503800],[683500,2512924],[692537,2521248],[694826,2357312],[701106,2166462],[703695,2529441],[711610,2536957],[713678,1955981],[732720,2550044],[735026,2550898],[737587,2552913],[763512,2566952],[766379,2415221],[772659,2235438],[774202,2018452],[789904,2582738],[790982,2583647],[793849,2586000],[798883,2589106],[801709,2443961],[803461,2266769],[809266,2056018],[820433,2604099],[825635,1837647],[835574,2470088],[840829,2614838],[842206,2615493],[848060,2094586],[872976,2629233],[875282,2630087],[877843,2495979],[879595,2330380],[885400,2129876],[902149,2643711],[904455,2644565],[907016,2646580],[912926,2649336],[914004,2650245],[916161,2158708],[917304,2361055],[918061,2163629],[932941,2660619],[935808,1950647],[942088,1959775],[951425,2545223],[957087,2390778],[958922,2197648],[962857,2207152],[983703,2560418],[988958,2683220],[990335,2683875],[996189,2227684],[997332,2418964],[998089,2232605],[1014304,2023239],[1019559,2695578],[1020936,2696233],[1026790,2253226],[1031715,2258013],[1034021,2701908],[1037665,2053129],[1037799,1814258],[1051706,2709973],[1054012,2710827],[1056573,2066531],[1058325,2067334],[1063561,2716507],[1064130,1837781],[1066431,2469294],[1073489,2293838],[1079233,2298545],[1084508,2306342],[1085265,2099507],[1095940,2099373],[1105647,2623757],[1105984,2624412],[1111646,2492341],[1113481,2320876],[1120786,2126987],[1120920,1895894],[1137696,2134796],[1143358,2511304],[1145193,2344319],[1149128,2135599],[1154383,2744170],[1155760,2353020],[1162816,1936679],[1169974,2163495],[1175229,2751713],[1176606,2752368],[1182460,1950907],[1183603,2176522],[1184360,1950781],[1187385,2379142],[1189691,2758043],[1192796,2385097],[1203924,2394416],[1210982,2209258],[1211116,1987917],[1222001,2206349],[1225786,2559624],[1232088,2561272],[1232844,2406460],[1238588,2411167],[1248137,2014798],[1255295,2232471],[1258258,2236484],[1265316,2024489],[1271060,2432398],[1276335,2239926],[1277092,2023373],[1281997,2436753],[1283832,2259263],[1297474,2704497],[1297811,2265966],[1299563,2458586],[1303473,2599366],[1305308,2454729],[1312613,2069550],[1312747,1831695],[1314498,2790926],[1315875,2463430],[1333176,2302599],[1340368,2102340],[1344304,2302900],[1351362,2100623],[1355168,2486660],[1361451,2488502],[1384036,2733797],[1384373,2329577],[1386125,2324733],[1388026,2131212],[1397062,2809957],[1399154,2333551],[1406212,2137705],[1406346,1907889],[1411956,2349436],[1421016,2357613],[1427318,2654939],[1428074,2164745],[1429217,2534415],[1433818,2531693],[1443367,1953703],[1444755,2536048],[1446590,2380392],[1474832,2202765],[1483868,2763157],[1507822,2415522],[1514124,2689550],[1514880,2233721],[1516023,2413889],[1527109,2577967],[1529552,2236183],[1536744,2026206],[1550669,2596834],[1551544,2262382],[1557827,2595527],[1559774,2276978],[1575474,2459846],[1591465,2470942],[1613671,2621168],[1636715,2489809],[1637590,2325993],[1643873,2635767],[1645820,2118338],[1649631,2638235],[1656668,2507465],[1680071,2365796],[1718531,2544568],[1720446,2386939],[1734952,2675677],[1741989,2556578],[1764376,2219125],[1777034,2427033],[1806165,2451663],[1844509,2293180],[1860155,2482081],[1887801,2317810],[1900061,2506556],[1965367,2386030],[1980089,2555669] ] cell #4169 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520406],[608794],[674086],[709358],[743062],[779329],[807184],[818217],[853187],[883318],[887422],[892282],[912491],[921288],[965541],[970401],[994880],[1001316],[1006315],[1031917],[1036979],[1041839],[1062048],[1081600],[1087951],[1117618],[1120100],[1124960],[1130038],[1151812],[1156672],[1161985],[1163168],[1181151],[1187587],[1200340],[1208007],[1214343],[1235773],[1240955],[1244775],[1247306],[1248489],[1273427],[1279778],[1290153],[1291494],[1309445],[1311927],[1316787],[1325621],[1329620],[1337076],[1340720],[1362712],[1365202],[1370379],[1376715],[1378056],[1395570],[1403237],[1409573],[1421518],[1431003],[1436185],[1440005],[1442536],[1443719],[1456394],[1460175],[1467277],[1471276],[1482376],[1489139],[1493138],[1494937],[1500594],[1504238],[1508324],[1521997],[1525996],[1533452],[1537096],[1559088],[1561578],[1566755],[1573091],[1574432],[1584164],[1586417],[1597676],[1601457],[1608559],[1612558],[1619152],[1622933],[1630035],[1634034],[1645134],[1651624],[1655405],[1662507],[1666506],[1677606],[1684369],[1688368],[1690167],[1695824],[1699468],[1703554],[1713094],[1723433],[1725686],[1736945],[1740726],[1744279],[1746532],[1757791],[1761572],[1768674],[1772673],[1775991],[1778244],[1789503],[1793284],[1800386],[1804385],[1810979],[1814760],[1821862],[1825861],[1836961],[1848773],[1857367],[1859112],[1861365],[1868764],[1879103],[1881356],[1892615],[1896396],[1899365],[1909704],[1911957],[1923216],[1926997],[1930550],[1932803],[1944062],[1947843],[1954945],[1958944],[1966973],[1974086],[1978174],[1979393],[1998330],[2008669],[2010922],[2027503],[2036097],[2037842],[2040095],[2047494],[2057833],[2060086],[2071345],[2075126],[2082352],[2083724],[2088915],[2092480],[2116045],[2121352],[2136402],[2143515],[2147603],[2148822],[2167759],[2178098],[2180351],[2192253],[2194241],[2207955],[2216822],[2222013],[2240992],[2242364],[2247555],[2251120],[2274685],[2279992],[2290587],[2307408],[2308780],[2315481],[2338924],[2340912],[2363493],[2368684],[2399789],[2403209],[2421402],[2424440],[2449334],[2479488],[2501352],[2523735],[2569818],[2613251] ] cell #4170 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [763668],[840784],[875172],[875709],[914160],[933097],[957451],[988913],[993279],[993363],[1019514],[1033911],[1034448],[1053902],[1054439],[1063717],[1078839],[1105602],[1108709],[1112010],[1116576],[1143722],[1154338],[1158704],[1158788],[1175184],[1179550],[1179634],[1189581],[1190118],[1190925],[1196199],[1202220],[1232452],[1235647],[1238194],[1243467],[1270666],[1279060],[1282361],[1286927],[1300536],[1303837],[1308403],[1318819],[1318903],[1320420],[1323847],[1325495],[1336579],[1358571],[1361057],[1364592],[1372668],[1391429],[1392549],[1397450],[1409015],[1411562],[1430877],[1433424],[1438697],[1441818],[1449685],[1450727],[1455784],[1467151],[1478235],[1479355],[1484455],[1487365],[1489013],[1500097],[1503055],[1520223],[1521871],[1522977],[1524158],[1532955],[1538976],[1554947],[1556067],[1560968],[1569044],[1572533],[1572659],[1580353],[1584821],[1597066],[1606785],[1608433],[1609539],[1610720],[1618542],[1629909],[1640993],[1642113],[1651014],[1652093],[1653741],[1653867],[1662381],[1673465],[1679039],[1682595],[1684243],[1685349],[1686530],[1695327],[1698285],[1709424],[1724090],[1731859],[1736335],[1737414],[1739062],[1739188],[1752705],[1757181],[1766900],[1768548],[1769654],[1770835],[1788893],[1800260],[1802547],[1805568],[1810369],[1811448],[1813096],[1813222],[1821736],[1832820],[1835778],[1846944],[1854280],[1857241],[1874271],[1877232],[1887529],[1892005],[1893084],[1894732],[1894858],[1910361],[1918130],[1921293],[1922606],[1925333],[1925459],[1928338],[1943452],[1954819],[1957106],[1961908],[1975207],[1977564],[1994144],[1996501],[2003837],[2006798],[2006924],[2033010],[2035971],[2038963],[2066259],[2070735],[2073462],[2073588],[2077850],[2086152],[2089617],[2103867],[2107332],[2117166],[2144636],[2146993],[2149524],[2173266],[2176227],[2176353],[2194588],[2210948],[2222715],[2244792],[2248257],[2275806],[2341259],[2369386], [193206,1862695],[259468,2012252],[273946,1779574],[279424,1284593],[317179,2110485],[342761,1668595],[343831,1414617],[353135,1934133],[358613,1447351],[383549,2211976],[393361,2225868],[417072,1544291],[424204,2052339],[425252,1560535],[433091,1827950],[434161,1578135],[461400,2311209],[469440,2318844],[479252,2126197],[480300,1646581],[487958,1904210],[504075,2159618],[504230,1686738],[508563,1689845],[513887,2372539],[518635,1706663],[536830,2392523],[545867,1984238],[556900,2408921],[564940,2228594],[565095,1771043],[569428,1774150],[571599,2019362],[595253,2262895],[595267,1297429],[595804,1813306],[600580,1815629],[603293,2452697],[613105,2284837],[614153,1319883],[631140,2475719],[632343,2300901],[632498,1610928],[635210,2095496],[661669,2326506],[661683,1383991],[662220,1894942],[666996,1897265],[668681,2131725],[683501,2513049],[692538,2153667],[694827,1929508],[695028,1934838],[695112,1427682],[703571,2529447],[711611,2375265],[711766,1442026],[716099,1450811],[732721,2198558],[734902,2392911],[734916,1483823],[735453,1739272],[737657,2203278],[763513,2413523],[766380,2007627],[766581,2012957],[766665,1514488],[774280,1776648],[789780,2582744],[790983,2434754],[791138,1524366],[793850,2254136],[798884,2589231],[801779,2046769],[802621,1557433],[820309,2460359],[820323,1314453],[820860,1572743],[825636,1581661],[835575,2081820],[840770,2474187],[842276,2299058],[845150,1863400],[845234,1614035],[848138,1859769],[872977,2321786],[875158,2494474],[877913,2120627],[878755,1643479],[902150,2345229],[904331,2513437],[904345,1397017],[904882,1653951],[907086,2349949],[912802,2649342],[914005,2520645],[916239,1679685],[932942,2534049],[935809,1701958],[936010,1701118],[936094,1445119],[951495,2190740],[954150,1978668],[957157,2197503],[959000,1974743],[962017,1741595],[983704,2214918],[988899,2564517],[990405,2411680],[996267,1763990],[1014305,1781119],[1019500,2581212],[1021006,2432911],[1023880,1780279],[1023964,1527473],[1026868,2038499],[1031716,2042970],[1033897,2589619],[1051707,2455639],[1053888,2601499],[1056643,1827660],[1057485,1575080],[1063562,2608707],[1068676,2080765],[1073567,1844123],[1076292,1858070],[1079311,2089245],[1095941,1864240],[1105588,2486067],[1106054,2313968],[1111716,2320731],[1113559,2116702],[1137766,1903920],[1140421,1898640],[1143428,2344174],[1145271,2144172],[1148288,1656274],[1154324,2647810],[1155830,2153377],[1169975,1935678],[1175170,2658184],[1176676,2532206],[1182538,1701348],[1187386,2183226],[1189567,2666591],[1195018,1965001],[1222071,1983948],[1228031,2213863],[1232158,2406315],[1232922,1993680],[1238666,2222343],[1255296,2013797],[1260503,2018307],[1265394,1780509],[1268119,1774949],[1271138,2247885],[1282067,2253081],[1283910,2042360],[1297415,2593092],[1297881,2052049],[1299564,2278773],[1303543,2454584],[1305386,2275342],[1314439,2714072],[1315945,2284547],[1346549,2094441],[1351440,1863630],[1357390,2106960],[1361529,2315811],[1383977,2633332],[1384443,2125907],[1386126,2120133],[1390248,1899695],[1397003,2742583],[1412034,2149152],[1423261,2158563],[1427388,2526841],[1428152,1935068],[1429287,2372249],[1433896,2369014],[1444825,2374210],[1446668,2182616],[1477054,1979723],[1483809,2674090],[1510067,2227539],[1514194,2572924],[1514958,2013187],[1516093,2225578],[1527179,2427546],[1550739,2451322],[1553766,2047824],[1557905,2449664],[1559852,2278163],[1575552,2280322],[1592590,2293693],[1613741,2482594],[1636785,2317469],[1639812,2121682],[1643951,2501682],[1645898,2119523],[1649701,2505030],[1656746,2339254],[1680149,2365921],[1718601,2384504],[1721562,2192583],[1735022,2554143],[1742067,2400119],[1764454,2219250],[1777112,2427158],[1806171,2451669],[1844587,2293305],[1860233,2482206],[1887807,2317816],[1900067,2506562],[1965373,2386036],[1980095,2555675] ] cell #4171 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4172 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4173 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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02288],[1475660,1979634],[1490997,2216659],[1497522,1754992],[1497705,1497981],[1502252,2002712],[1517015,2235758],[1530380,2027744],[1535110,2031885],[1541502,2037679],[1543429,2043285],[1563494,1818970],[1565421,1818855],[1568813,1571130],[1574749,1830428],[1582889,2467355],[1588071,2291862],[1599505,2089156],[1600611,1854444],[1600794,1601070],[1603577,2302174],[1620126,2313606],[1620981,2315722],[1631893,2115882],[1634351,1886243],[1664365,2143352],[1665485,1915262],[1666823,1916844],[1670890,2149063],[1692752,1941263],[1692935,1693211],[1697482,2172141],[1716745,2384672],[1748186,2404484],[1759620,2222254],[1791332,2247796],[1792438,2033174],[1792621,1792897],[1803364,2043400],[1804702,2044982],[1823720,2274522],[1826178,2064973],[1872415,2486235],[1926151,2154493],[1926334,1926610],[1945891,2368925],[1959261,2185238] ] cell #4174 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [201520],[258863],[305247],[352530],[370926],[393309],[412272],[447413],[470221],[491452],[500431],[513835],[553183],[557823],[581266],[589164],[604074],[613053],[648916],[688134],[690057],[692486],[699854],[704494],[712392],[771407],[782505],[792892],[796954],[807556],[821232],[823155],[856363],[883690],[892165],[895425],[905860],[911213],[924464],[938913],[970284],[973544],[1004492],[1006847],[1010356],[1025607],[1041722],[1044982],[1060770],[1088483],[1091992],[1124843],[1128103],[1130224],[1134291],[1162517],[1166026],[1170499],[1214529],[1218596],[1234782],[1247838],[1251347],[1255820],[1257759],[1290339],[1292026],[1294406],[1330152],[1343805],[1363385],[1376901],[1378588],[1380968],[1420517],[1421704],[1451050],[1460361],[1471808],[1484828],[1493824],[1507323],[1508510],[1552217],[1574964],[1585194],[1590966],[1601643],[1614996],[1638263],[1667038],[1703740],[1714448],[1724463],[1730235],[1742727],[1793470],[1830090],[1840122],[1850127],[1910734],[1916506],[1970742],[2028857],[2140171] ] cell #4175 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [201521],[258864],[305248],[352531],[370927],[393310],[412273],[447414],[470222],[491453],[500432],[513836],[553184],[557824],[581267],[589165],[604075],[613054],[648917],[688135],[690058],[692487],[699855],[704495],[712393],[771408],[782506],[792893],[796955],[807557],[821233],[823156],[856364],[883691],[892166],[895426],[905861],[911214],[924465],[938914],[970285],[973545],[1004493],[1006848],[1010357],[1025612],[1041723],[1044983],[1060771],[1088484],[1091993],[1124844],[1128104],[1130225],[1134296],[1162518],[1166027],[1170500],[1214530],[1218601],[1234783],[1247839],[1251348],[1255821],[1257764],[1290340],[1292027],[1294411],[1330153],[1343810],[1363386],[1376902],[1378589],[1380973],[1420522],[1421705],[1451051],[1460362],[1471809],[1484829],[1493829],[1507328],[1508511],[1552222],[1574965],[1585195],[1590971],[1601644],[1615001],[1638268],[1667039],[1703741],[1714453],[1724464],[1730240],[1742766],[1793471],[1830095],[1840161],[1850132],[1910735],[1916511],[1970781],[2028862],[2140210] ] cell #4176 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [201525],[258868],[305252],[352535],[370931],[393314],[412277],[447475],[470226],[491457],[500436],[513840],[553188],[557885],[581328],[589169],[604079],[613058],[648978],[688196],[690062],[692491],[699859],[704556],[712397],[771412],[782510],[792897],[797016],[807618],[821294],[823160],[856368],[883752],[892170],[895487],[905862],[911275],[924469],[938975],[970289],[973606],[1004497],[1006909],[1010358],[1025605],[1041727],[1045044],[1060832],[1088545],[1091994],[1124848],[1128165],[1130226],[1134289],[1162579],[1166028],[1170561],[1214531],[1218594],[1234787],[1247900],[1251349],[1255882],[1257757],[1290341],[1292088],[1294404],[1330214],[1343803],[1363387],[1376903],[1378650],[1380966],[1420515],[1421706],[1451112],[1460363],[1471870],[1484830],[1493822],[1507321],[1508512],[1552215],[1575026],[1585196],[1590964],[1601645],[1614994],[1638261],[1667100],[1703742],[1714446],[1724465],[1730233],[1742723],[1793472],[1830088],[1840118],[1850125],[1910736],[1916504],[1970738],[2028855],[2140167] ] cell #4177 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [201526],[258869],[305253],[352536],[370932],[393315],[412278],[447476],[470227],[491458],[500437],[513841],[553189],[557886],[581329],[589170],[604080],[613059],[648979],[688197],[690063],[692492],[699860],[704557],[712398],[771413],[782511],[792898],[797017],[807619],[821295],[823161],[856369],[883753],[892171],[895488],[905863],[911276],[924470],[938976],[970290],[973607],[1004498],[1006910],[1010359],[1025608],[1041728],[1045045],[1060833],[1088546],[1091995],[1124849],[1128166],[1130227],[1134292],[1162580],[1166029],[1170562],[1214532],[1218597],[1234788],[1247901],[1251350],[1255883],[1257760],[1290342],[1292089],[1294407],[1330215],[1343806],[1363388],[1376904],[1378651],[1380969],[1420518],[1421707],[1451113],[1460364],[1471871],[1484831],[1493825],[1507324],[1508513],[1552218],[1575027],[1585197],[1590967],[1601646],[1614997],[1638264],[1667101],[1703743],[1714449],[1724466],[1730236],[1742728],[1793473],[1830091],[1840123],[1850128],[1910737],[1916507],[1970743],[2028858],[2140172] ] cell #4178 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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7,1854133],[1600538,2091071],[1603562,1603576],[1605817,1611353],[1605937,1606295],[1619852,1620210],[1621453,1874124],[1634434,2119103],[1636166,1636518],[1649082,1649434],[1660243,1910592],[1665301,1914333],[1665421,2145393],[1666906,2146573],[1670795,1676402],[1671362,1921146],[1676823,2155222],[1692679,2168985],[1716730,1716744],[1717982,1718334],[1728182,1728540],[1734403,1734755],[1747905,1748257],[1749028,1749386],[1760092,2003690],[1787313,2028729],[1791804,2032863],[1792365,2249711],[1797644,1803180],[1797764,1798122],[1803300,2258848],[1804785,2260028],[1826261,2277743],[1853661,1854013],[1872400,1872414],[1873652,1874004],[1883852,1884210],[1914453,1914811],[1920674,1921026],[1926078,2354480],[1946363,2173119],[1959344,2381157],[2003218,2003570],[2032391,2032743],[2062582,2062940],[2172647,2172999] ] cell #4179 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4180 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4181 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4182 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4183 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4184 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4185 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4186 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4187 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4188 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4189 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4190 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4191 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [448482],[463392],[534242],[550602],[558892],[582335],[597245],[615809],[628267],[645982],[655371],[657886],[663661],[680913],[689203],[697273],[705563],[728042],[736032],[746979],[759437],[762575],[762715],[768826],[774449],[786907],[796296],[798023],[804622],[814011],[816526],[822301],[840945],[846465],[848307],[876288],[880756],[897471],[905461],[909929],[911507],[912205],[916408],[928866],[932004],[932144],[938255],[939982],[940770],[957237],[957646],[959169],[963028],[989074],[994594],[996436],[1019675],[1025195],[1027037],[1031543],[1031886],[1035027],[1055018],[1059486],[1061064],[1061762],[1062624],[1062764],[1073736],[1076387],[1078859],[1079374],[1081569],[1105763],[1111796],[1112205],[1113728],[1117587],[1143508],[1143917],[1145440],[1149299],[1151781],[1154499],[1155661],[1160019],[1160159],[1170793],[1175345],[1180865],[1187213],[1187556],[1190697],[1195113],[1202240],[1205273],[1207964],[1232238],[1232647],[1233091],[1235742],[1238214],[1238729],[1240924],[1256114],[1268214],[1270686],[1271201],[1273396],[1279735],[1282147],[1282556],[1284754],[1297590],[1299391],[1303623],[1304032],[1305555],[1309414],[1311896],[1314614],[1315776],[1320134],[1320274],[1323867],[1325590],[1331562],[1357485],[1361077],[1361592],[1362681],[1364612],[1367645],[1370336],[1384152],[1385953],[1395539],[1397178],[1397470],[1400503],[1403194],[1411582],[1412097],[1414403],[1427468],[1427877],[1429118],[1430972],[1433444],[1433959],[1436154],[1442493],[1444905],[1445314],[1447512],[1454702],[1455804],[1467246],[1482345],[1483984],[1484475],[1487385],[1489108],[1491524],[1493095],[1495080],[1504207],[1514274],[1514683],[1515924],[1521966],[1525953],[1527259],[1527668],[1527938],[1542029],[1544826],[1550570],[1557453],[1557968],[1559057],[1560696],[1560988],[1564021],[1566712],[1575100],[1575615],[1577921],[1584841],[1586560],[1597086],[1608528],[1612515],[1613821],[1614230],[1614678],[1617060],[1617460],[1618562],[1630004],[1633991],[1636616],[1643499],[1644014],[1645103],[1646742],[1649532],[1650749],[1651034],[1656294],[1656809],[1662476],[1677575],[1679705],[1686754],[1688325],[1689631],[1690310],[1699437],[1704401],[1707198],[1714130],[1718432],[1724110],[1725829],[1734853],[1736070],[1736355],[1741615],[1742130],[1744956],[1746675],[1755699],[1757201],[1764010],[1771059],[1772630],[1773936],[1774969],[1776668],[1778091],[1778387],[1783521],[1788913],[1800355],[1804342],[1806505],[1808887],[1810104],[1816164],[1821831],[1825818],[1836930],[1844143],[1849809],[1854111],[1855151],[1858090],[1859789],[1861212],[1861508],[1866642],[1869800],[1874102],[1879780],[1881499],[1888141],[1890523],[1891740],[1897800],[1898828],[1900401],[1900946],[1910381],[1912100],[1921124],[1922626],[1932650],[1941970],[1943472],[1958901],[1965021],[1965707],[1969196],[1974763],[1975753],[1977122],[1978856],[1980429],[1980974],[1993700],[1999366],[2003668],[2010769],[2017428],[2028539],[2032841],[2033881],[2038519],[2040238],[2049075],[2058510],[2060229],[2069253],[2080953],[2084834],[2089951],[2090881],[2093562],[2106980],[2107666],[2116722],[2119081],[2122933],[2144192],[2145182],[2146551],[2149858],[2155200],[2168795],[2173097],[2189861],[2192904],[2214051],[2223049],[2248591],[2249521],[2258637],[2260006],[2275362],[2277721],[2288949],[2313089],[2354290],[2369720],[2381135], 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] cell #4192 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4193 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4194 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4195 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[1750352,1752299],[1757657,1999847],[1759489,2219404],[1760981,2413467],[1762954,2004094],[1768515,2228538],[1770429,2014742],[1778413,2240864],[1789369,2250002],[1791201,2433465],[1800227,2437088],[1802141,2260924],[1821703,2599701],[1823617,2709251],[1834699,2285756],[1849835,2295824],[1857208,2300845],[1861534,2307280],[1869786,1869826],[1879955,2112948],[1880265,2113155],[1881525,2112753],[1885176,1887123],[1910556,2509096],[1912126,2345633],[1923082,2354771],[1943928,2169276],[1945760,2366075],[1947252,2533993],[1949225,2173523],[1954786,2375209],[1956700,2184171],[1975928,2199157],[1976238,2199364],[1999352,1999392],[2028565,2429677],[2035938,2434698],[2040264,2441133],[2058685,2271588],[2058995,2271795],[2060255,2271393],[2063906,2065853],[2074535,2608651],[2090867,2090907],[2145357,2345828],[2145667,2346035],[2157257,2520589],[2168781,2168821],[2249507,2249547],[2258812,2441328],[2259122,2441535],[2354276,2354316] ] cell #4196 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[394155,2422547],[473161,2502155],[501277,2153259],[514681,2364638],[520633,2186350],[555406,2568366],[561367,2573525],[592104,2256401],[607014,2450137],[613899,2284429],[613995,2288204],[619255,2611949],[651601,2631510],[685717,2350752],[691678,2352200],[702077,2522283],[708038,2527442],[710074,2376410],[715332,2377530],[715888,2381836],[721330,2669523],[731488,1466895],[750425,1488757],[755254,2685868],[777895,2575295],[778885,2245983],[780045,2428884],[792526,2438104],[810241,2591270],[818815,2461162],[818993,2461598],[824776,2462610],[830433,2718519],[841595,1597325],[851753,2618496],[852743,2087343],[853903,2483932],[861586,1618801],[871744,1629653],[874824,1633142],[890759,2637560],[891799,2342604],[892880,2507993],[893058,2508429],[900917,1662125],[905746,2516493],[919854,1683987],[920844,2367112],[922004,2362734],[924683,2651257],[933892,2537252],[934485,2537399],[942714,2759182],[957716,1466656],[968878,2675002],[969918,2195933],[970999,2557106],[971177,2557542],[978562,1488518],[989724,1757440],[992835,1760758],[999882,1768292],[1000872,2220441],[1002032,2420643],[1009163,2691071],[1010242,2430602],[1011348,2578460],[1011941,2578607],[1020325,1789152],[1030483,1800004],[1032633,2041781],[1040316,1810628],[1041356,2453014],[1042437,2448624],[1042615,2449060],[1050474,1821480],[1053554,1824969],[1055303,2604555],[1075797,1333797],[1086018,1856985],[1090799,2723021],[1091878,2296749],[1092984,2621661],[1093577,2621808],[1097273,1356895],[1107494,2314771],[1112275,1629414],[1116093,1884959],[1118334,2333092],[1123437,1892264],[1124477,2319161],[1125558,2500642],[1125736,2501078],[1128985,2736448],[1129055,2341077],[1129152,2636962],[1135347,2640285],[1143987,1661886],[1155149,1922865],[1157270,1925077],[1157448,2152960],[1164833,1683748],[1165912,2529897],[1167018,2525912],[1167611,2526059],[1175995,1943711],[1179106,1947029],[1186153,1954563],[1188303,2182037],[1189233,1958052],[1193417,1194523],[1207498,1972397],[1212554,1977823],[1213290,2763268],[1213360,2194406],[1213457,2674404],[1219652,2677727],[1229360,2216063],[1234416,2405533],[1245373,2006542],[1245551,2422248],[1250154,1768053],[1251233,2409371],[1252339,2571995],[1252932,2572142],[1256743,2690800],[1267624,1530173],[1277845,2035715],[1282626,1799765],[1284811,2256485],[1285404,2042619],[1288685,2046094],[1289100,1553271],[1289170,2451487],[1289267,2591515],[1295462,2594442],[1304102,1821241],[1307920,2063689],[1310161,2269481],[1315264,2070994],[1317385,2073206],[1317563,2284130],[1318375,2074312],[1326106,2794011],[1326176,2077668],[1326273,2718484],[1336728,2087779],[1341279,1856746],[1342789,2722750],[1358720,2315207],[1363271,2487417],[1369870,2114356],[1374333,2502239],[1374926,2119782],[1375662,1639317],[1375732,2317634],[1375829,2631755],[1382024,2634682],[1388647,1389753],[1388717,2506380],[1388814,2503453],[1402728,2141826],[1407784,2147252],[1408520,1670683],[1408687,2150639],[1414882,1924838],[1418741,2157034],[1419501,2651665],[1440603,2175971],[1440781,2364339],[1445384,1954324],[1447569,2377614],[1448162,2182875],[1449202,2183954],[1457052,2759884],[1458016,1721067],[1458086,2385854],[1458183,2670103],[1462782,1970648],[1466351,2195786],[1475453,1476559],[1475523,2555493],[1475620,2552566],[1484644,2557998],[1488213,2405386],[1489624,2826134],[1489694,2210766],[1489791,2767060],[1495583,2568821],[1500246,2220877],[1504797,2006303],[1506307,2686276],[1519333,2574693],[1522482,1791125],[1522649,2029320],[1533104,2246419],[1537655,2035476],[1539165,2039678],[1544254,2255281],[1549310,2260707],[1566246,2272996],[1570709,2450221],[1571302,2278422],[1572205,2281809],[1578400,2072967],[1585010,2467668],[1586000,1840028],[1587063,2612807],[1588871,2719200],[1593053,2085611],[1599298,1609044],[1599368,2475537],[1599465,2615146],[1605895,2617894],[1609211,1850590],[1614529,2484490],[1619810,2799765],[1620774,1876737],[1620844,2311027],[1620941,2728223],[1625540,2112607],[1629109,2319014],[1652282,1911540],[1653413,2339811],[1658012,2140077],[1661581,2342457],[1670753,2649160],[1670850,2646233],[1673614,2351188],[1684854,1945684],[1685021,2169576],[1690813,2522738],[1695476,2367548],[1700027,2175732],[1701537,2179934],[1713981,2382927],[1714911,1961367],[1716242,2191979],[1724279,2547624],[1725269,1737603],[1726332,2549560],[1728140,2672186],[1738734,2400676],[1745125,2211582],[1746115,1989585],[1747178,2681189],[1748986,2767776],[1753168,2218709],[1759413,1769159],[1759483,2408739],[1759580,2683528],[1769326,2000147],[1778890,2423443],[1780698,2243210],[1784880,2244251],[1791195,2582562],[1791292,2695886],[1797722,2698634],[1799460,2437957],[1811637,2059669],[1812768,2267087],[1817367,2271247],[1820936,2452867],[1842051,2292764],[1849660,2472610],[1851921,2300297],[1862011,2478491],[1863819,2309626],[1869651,2104270],[1870581,2103326],[1871912,2104706],[1876904,2108447],[1879949,2318450],[1880939,1893273],[1882002,2628749],[1883810,2730306],[1894404,2330698],[1902513,2338650],[1910550,2641291],[1912603,2643227],[1914411,2740679],[1925005,2521202],[1933449,2359900],[1935257,2164288],[1939439,2365380],[1945754,2529265],[1945851,2752021],[1972671,2391982],[1975922,2392129],[1982541,2399515],[1990472,2213229],[1991608,2211435],[1994859,1996690],[1999217,2219653],[2001478,2220089],[2004571,2567619],[2006470,2223830],[2011568,2417809],[2013376,2233264],[2020781,2426617],[2028390,2579635],[2030651,2434150],[2040741,2585516],[2042549,2443479],[2058679,2452303],[2060732,2709489],[2062540,2787435],[2073134,2464551],[2090732,2299861],[2093126,2477289],[2096915,2481665],[2113494,2320097],[2114630,2318303],[2117881,2119712],[2142100,2512508],[2145351,2512655],[2151970,2520041],[2168646,2366324],[2170907,2366760],[2174000,2661286],[2175899,2370501],[2180997,2538335],[2182805,2379935],[2196869,2199703],[2249372,2433714],[2251766,2584314],[2255555,2588690],[2258806,2588837],[2272134,2453950],[2273270,2452156],[2276521,2278352],[2286233,2607018],[2343540,2346374],[2354141,2519605],[2356535,2518956],[2439040,2441874] ] cell #4197 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4198 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4199 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4200 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4201 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4202 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4203 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4204 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4205 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[1631722,2112723],[1633224,2323508],[1635197,1884707],[1640901,2122542],[1642844,1895777],[1651021,2135778],[1662320,2145639],[1664194,2345603],[1673373,2349568],[1675316,2157229],[1695235,2531825],[1697178,2658579],[1708298,2183702],[1724097,2194718],[1731767,2200280],[1736342,2207331],[1744774,1744943],[1755542,1999186],[1755848,1999520],[1757188,1999078],[1760953,1762926],[1787254,2429647],[1788900,2249233],[1800199,2259094],[1821675,2058967],[1823549,2271363],[1825051,2457361],[1827024,2063437],[1832728,2281182],[1834671,2074507],[1854994,2090701],[1855300,2091035],[1879598,1879767],[1910368,2341389],[1918038,2346951],[1922613,2354002],[1941813,2168615],[1942119,2168949],[1943459,2168507],[1947224,1949197],[1958134,2541746],[1975571,1975740],[2033724,2249341],[2034030,2249675],[2046176,2442451],[2058328,2058497],[2145000,2145169],[2155043,2354110],[2155349,2354444],[2258455,2258624] ] cell #4206 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4207 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4208 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4209 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762773],[874018],[932202],[985073],[985314],[992180],[1052748],[1062822],[1069263],[1069504],[1108380],[1160217],[1171344],[1171585],[1178451],[1188427],[1195870],[1261090],[1261331],[1287879],[1300207],[1310613],[1310854],[1317720],[1347136],[1347377],[1391100],[1393136],[1393377],[1408977],[1418086],[1441489],[1477906],[1479942],[1480183],[1520702],[1522939],[1523829],[1539455],[1556654],[1556895],[1607264],[1609501],[1610391],[1642700],[1642941],[1650023],[1652572],[1668539],[1683074],[1685311],[1686201],[1735344],[1737893],[1767379],[1769616],[1770506],[1779518],[1809378],[1810848],[1811927],[1847423],[1862639],[1877194],[1891014],[1892484],[1893563],[1933037],[1934077],[1968470],[1978043],[1996980],[2011156],[2012196],[2071214],[2078244],[2092714],[2110429],[2147472],[2180585],[2194982],[2211342],[2251354],[2341653], 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] cell #4210 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4211 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658025],[762092],[816665],[867183],[867413],[874000],[931521],[940909],[947229],[947459],[985296],[1035166],[1045913],[1046143],[1052730],[1062141],[1069486],[1133500],[1133730],[1159536],[1171567],[1181592],[1181822],[1188409],[1217805],[1218035],[1261313],[1263342],[1263572],[1278964],[1287861],[1310836],[1347359],[1349388],[1349618],[1390192],[1392453],[1393359],[1408959],[1426100],[1426330],[1476998],[1479259],[1480165],[1512906],[1513136],[1520300],[1522921],[1539053],[1553710],[1555971],[1556877],[1606862],[1609483],[1639756],[1642017],[1642923],[1652170],[1682672],[1684187],[1685293],[1721506],[1737491],[1752609],[1766977],[1768492],[1769598],[1810446],[1811525],[1847021],[1857185],[1877176],[1892082],[1893161],[1954763],[1961985],[1977641],[1996578],[2035915],[2070812],[2086229],[2103944],[2147070],[2244869], 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4],[1659731,2341394],[1662325,2145644],[1664271,2511445],[1675321,2157234],[1686133,1936224],[1692984,2366108],[1697183,2658575],[1729107,2199010],[1736412,2207336],[1736820,2202967],[1749953,1752308],[1757258,1999083],[1757666,2411369],[1760958,1762931],[1770438,2014343],[1788970,2249238],[1789378,2432600],[1792670,2433498],[1800204,2259099],[1802150,2260525],[1810854,2050598],[1819086,2271441],[1821680,2058972],[1823626,2599507],[1834676,2074512],[1851877,2091371],[1870290,1871868],[1884777,1887132],[1885185,2324492],[1892490,2124456],[1915378,2345681],[1922683,2354007],[1923091,2349638],[1926383,2519389],[1943529,2168512],[1943937,2531895],[1947229,1949202],[1956709,2183772],[1978049,2201264],[1999856,2001434],[2030607,2250011],[2043516,2441181],[2063507,2065862],[2063915,2458345],[2071220,2283096],[2147478,2347935],[2151926,2354780],[2169285,2170863],[2184180,2378901],[2257772,2260933] ] cell #4212 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [234964],[290122],[333555],[355931],[379638],[405019],[423885],[431045],[457037],[478933],[481968],[485754],[500164],[506582],[539877],[543663],[562461],[567447],[571181],[590890],[594590],[598376],[612786],[629615],[634792],[658967],[661006],[664792],[668718],[686548],[690334],[694409],[695415],[709132],[714118],[725272],[732303],[737694],[756188],[760785],[763783],[765962],[766968],[788255],[793432],[801816],[803044],[817607],[819646],[823432],[831367],[835157],[842313],[845537],[865528],[867734],[872559],[877950],[879178],[894701],[901732],[907123],[917411],[925617],[930214],[933212],[935391],[936397],[947780],[951532],[958650],[962440],[972820],[979496],[983286],[984813],[990442],[993666],[997439],[1010097],[1013887],[1021043],[1024267],[1044258],[1046464],[1051289],[1056680],[1057908],[1066466],[1069003],[1080863],[1084615],[1091733],[1095523],[1102339],[1106091],[1113209],[1116999],[1127379],[1134051],[1137803],[1144921],[1148711],[1159091],[1165767],[1169557],[1171084],[1176713],[1179937],[1183710],[1192345],[1203959],[1206496],[1218356],[1222108],[1225821],[1228358],[1240218],[1243970],[1251088],[1254878],[1258293],[1260830],[1272690],[1276442],[1283560],[1287350],[1294166],[1297918],[1305036],[1308826],[1319206],[1332725],[1342213],[1344339],[1346876],[1354717],[1366331],[1368868],[1380728],[1384480],[1387575],[1399189],[1401726],[1413586],[1417338],[1421051],[1423588],[1435448],[1439200],[1446318],[1450108],[1459708],[1468348],[1472828],[1474381],[1496243],[1507857],[1510394],[1529101],[1538589],[1540715],[1543252],[1551093],[1562707],[1565244],[1577104],[1580856],[1589842],[1591500],[1598226],[1602407],[1631106],[1637139],[1654938],[1663578],[1668058],[1669611],[1691473],[1703087],[1705624],[1719995],[1722537],[1740259],[1751615],[1758341],[1781669],[1783327],[1790053],[1794234],[1822933],[1828966],[1841640],[1864790],[1866448],[1875665],[1906266],[1908808],[1937886],[1944612],[1986294],[1991197],[2016005],[2020370],[2054395],[2096504],[2128253],[2160626],[2229602],[2294894] ] cell #4213 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [208697],[261589],[280518],[289437],[293091],[318954],[323205],[344882],[355256],[359707],[359738],[364145],[388815],[414099],[418350],[425979],[430230],[431564],[435212],[435511],[440243],[448530],[463440],[467152],[484671],[485459],[486273],[495937],[509341],[515662],[515716],[519913],[524849],[534293],[542580],[543368],[544182],[550653],[558940],[574096],[574958],[575820],[575874],[582383],[586095],[597293],[598081],[598895],[601005],[608094],[608559],[615805],[628263],[637707],[638569],[639431],[639485],[645978],[655422],[657934],[663709],[664497],[665311],[671520],[672450],[673386],[673851],[680964],[689251],[690853],[697324],[698186],[699048],[699102],[705611],[709323],[728038],[736080],[740496],[741426],[742362],[742827],[746975],[755017],[759433],[762626],[762808],[764302],[768877],[769739],[770601],[770655],[774445],[774517],[774597],[779294],[786903],[796347],[798071],[798125],[804618],[805548],[806484],[806949],[814062],[816574],[822349],[823951],[841988],[846516],[848303],[848375],[848455],[853152],[861979],[866507],[868294],[874073],[874736],[876336],[876390],[880752],[881682],[882618],[883083],[887387],[897467],[905509],[909925],[911791],[912256],[916404],[916476],[916556],[921253],[928862],[932055],[932237],[933731],[938306],[940030],[940084],[940818],[950525],[958726],[959165],[959317],[963024],[965506],[979572],[983870],[985441],[990117],[992196],[994180],[994645],[996432],[996504],[996584],[1001281],[1020718],[1025246],[1027033],[1027185],[1031882],[1035075],[1036944],[1037980],[1038060],[1047024],[1052803],[1053466],[1055066],[1055120],[1059482],[1061348],[1061813],[1062675],[1062857],[1069631],[1073732],[1073804],[1073884],[1076383],[1079975],[1081565],[1097859],[1101451],[1108396],[1108754],[1113285],[1113724],[1113876],[1117583],[1120065],[1121101],[1121181],[1136796],[1144997],[1145436],[1145588],[1149295],[1151777],[1155542],[1160070],[1160252],[1163133],[1171712],[1176388],[1178467],[1180451],[1180916],[1182703],[1182855],[1187552],[1188482],[1189145],[1194003],[1195109],[1195886],[1196244],[1200305],[1202301],[1211297],[1211377],[1221101],[1224163],[1233087],[1233239],[1235738],[1239330],[1240920],[1248454],[1261458],[1265559],[1265711],[1268210],[1271802],[1273392],[1283636],[1287934],[1288597],[1300223],[1300581],[1305112],[1305551],[1305703],[1309410],[1310981],[1311892],[1312928],[1313008],[1317736],[1322849],[1323928],[1325586],[1334383],[1336624],[1340685],[1347504],[1351605],[1351757],[1357481],[1358616],[1362677],[1364673],[1373749],[1390339],[1391116],[1391474],[1393504],[1395535],[1397531],[1406527],[1406607],[1409106],[1412698],[1418102],[1428317],[1428469],[1430968],[1434560],[1436150],[1441505],[1443684],[1455865],[1464505],[1467242],[1477145],[1477922],[1478280],[1480310],[1482341],[1487446],[1489104],[1500142],[1504203],[1515123],[1515275],[1520304],[1521962],[1523068],[1523845],[1530759],[1533000],[1537061],[1539057],[1539471],[1548133],[1553857],[1554992],[1557022],[1559053],[1561049],[1570125],[1597147],[1606866],[1608524],[1609630],[1610407],[1618623],[1630000],[1639903],[1641038],[1643068],[1645099],[1651095],[1652174],[1652588],[1659735],[1662472],[1673510],[1677571],[1682676],[1684334],[1685440],[1686217],[1695372],[1699433],[1710505],[1721653],[1731904],[1736416],[1737495],[1737909],[1757262],[1766981],[1768639],[1769745],[1770522],[1788974],[1800351],[1810450],[1811529],[1811943],[1821827],[1832865],[1836926],[1847025],[1857332],[1877323],[1892086],[1893165],[1893579],[1918175],[1922687],[1943533],[1954910],[1961989],[1977645],[1996582],[1996996],[2036062],[2070816],[2086233],[2103948],[2147074],[2244873] ] cell #4214 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4215 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4216 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[561976,2007041],[658120,1372995],[658339,2119488],[692287,1925576],[708647,2176470],[748549,1228871],[757198,2218637],[762510,1503177],[763055,2225649],[799264,2042325],[816760,1569371],[816979,2278128],[825385,2073705],[834496,2291349],[842880,1850851],[859637,1358233],[868753,2317540],[869868,1369381],[874390,1632978],[907690,2150900],[913547,2153448],[917978,1424101],[926627,2365308],[931939,1698407],[932484,2372320],[941004,1709751],[941223,2182581],[942355,1960454],[950984,2384575],[959624,1971960],[961779,1207009],[976356,1488388],[985846,2407676],[987775,1499759],[991009,2000408],[998006,1510907],[1013226,2425202],[1021610,2029581],[1027492,2254844],[1035261,1805895],[1038367,1554609],[1047483,2451393],[1048598,1565757],[1053120,1824805],[1057247,2282070],[1062559,1835900],[1063104,2284618],[1063942,2076589],[1072262,2468674],[1081059,2087039],[1084067,1336241],[1085182,1602920],[1094862,2480250],[1097143,1617734],[1106658,2108708],[1110069,1629284],[1114183,2113919],[1121488,1640655],[1137255,2505101],[1138370,2340072],[1145895,2141389],[1148050,1402239],[1151271,2350448],[1159954,1928460],[1162627,1683618],[1172117,2528202],[1174046,1694989],[1177280,2169837],[1182253,2180257],[1183162,2375973],[1184277,1706137],[1188799,1957888],[1190312,2186186],[1191456,2543133],[1193287,1454976],[1202347,2193889],[1209669,1725592],[1209755,1466526],[1211684,1731521],[1221560,2554214],[1222675,2400937],[1231531,1995182],[1233546,2215626],[1240414,2220137],[1244537,1763035],[1247948,1767923],[1264003,2243533],[1264089,2575699],[1266018,2428447],[1272886,2245679],[1275894,1532617],[1277009,1794747],[1281440,2040001],[1286689,1543765],[1288251,2045930],[1288970,1809561],[1298485,2267348],[1301896,1821111],[1306010,2272559],[1311235,2282433],[1311386,2460858],[1313315,1832482],[1323974,2290235],[1331836,1333667],[1338908,1851214],[1340179,1856616],[1350049,2309949],[1350135,2618900],[1352064,2483495],[1360900,2109071],[1362171,2314467],[1364719,2317117],[1372041,1881262],[1374056,1887191],[1375532,1891197],[1385047,2330959],[1386686,2636800],[1388517,1650206],[1393758,2340435],[1395029,2507689],[1397577,2340560],[1404899,1911863],[1404985,1661756],[1406914,1917792],[1411405,2151263],[1416790,1673127],[1417905,1675425],[1426761,2164611],[1428776,2362297],[1435644,2366808],[1439767,1949306],[1440942,2375599],[1443178,1954194],[1455911,2384152],[1457886,1968653],[1462652,1969868],[1468562,1971586],[1473492,2674242],[1475323,1735527],[1480564,2401300],[1481835,2556802],[1484514,2401474],[1487492,2402857],[1490424,2215252],[1502426,2000771],[1503697,2006173],[1513567,2233587],[1515582,2420206],[1517372,2574408],[1523282,2428073],[1528212,1530043],[1535284,2029944],[1536555,2035346],[1540929,2254470],[1546425,1801340],[1546511,1799635],[1548440,1802209],[1557276,2267711],[1558547,2448320],[1561095,2450970],[1568417,2059992],[1570432,2065921],[1581423,1834780],[1584880,2467987],[1585870,2079648],[1587874,2718322],[1593162,2085023],[1597193,2473835],[1599168,1862822],[1603934,2617609],[1609844,2483121],[1614638,2310143],[1618669,2485715],[1620644,2110612],[1625410,2111827],[1631320,2113545],[1635696,2129794],[1643322,2331322],[1644593,2500338],[1647110,2503105],[1651141,2504678],[1657882,2139297],[1663792,2141015],[1668722,1670553],[1675794,1924155],[1677065,1924708],[1679744,2522000],[1685654,2361923],[1697656,2170200],[1698927,2175602],[1708797,1955899],[1710812,1956768],[1714090,2383309],[1715020,2188512],[1716112,2189700],[1717102,2669083],[1724149,2547943],[1725139,1983401],[1732431,2552218],[1736462,2553791],[1744995,2558317],[1745985,2212746],[1747989,2766898],[1753277,2218121],[1757308,2564165],[1759283,2012379],[1763404,2235376],[1764049,2568083],[1769959,2419832],[1776707,2575012],[1779701,1790995],[1784989,2243663],[1789020,2580860],[1795761,2039548],[1801671,2041238],[1806465,2443996],[1817237,2270467],[1823147,2272185],[1827523,2055936],[1835149,2072284],[1836420,2072837],[1842160,2290833],[1843090,2611399],[1844182,2611666],[1849769,2472992],[1850699,2097954],[1851791,2298018],[1859828,2618213],[1869760,2484872],[1870690,2311740],[1871782,2312928],[1872772,2727203],[1879819,2627132],[1880809,2125360],[1886653,2332549],[1888101,2496014],[1900361,2503835],[1902383,2336371],[1903373,1911410],[1910420,2641610],[1918702,2150748],[1922733,2647458],[1934260,1945554],[1939548,2364792],[1943579,2657832],[1949675,2166400],[1950320,2179804],[1956230,2181494],[1965667,2545258],[1972780,2390051],[1974802,2672505],[1975792,2672908],[1980389,2552948],[1982411,2397236],[1991717,2403455],[1992647,2679781],[1993739,2680048],[1994729,2217538],[1997813,2415284],[1999326,2563322],[2000256,2231052],[2001348,2410640],[2020890,2424686],[2021820,2029429],[2022912,2243080],[2028499,2580017],[2030521,2431871],[2038558,2698953],[2051502,2059539],[2058549,2707872],[2065383,2268938],[2066831,2281918],[2080185,2470151],[2089911,2615528],[2090841,2616004],[2097024,2479734],[2099046,2309496],[2107626,2624447],[2108556,2316477],[2114739,24916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] cell #4217 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658823],[762978],[799748],[817463],[867509],[874910],[913470],[932407],[941707],[947555],[985350],[1026248],[1033649],[1046239],[1053640],[1063027],[1064426],[1069540],[1080638],[1102114],[1107954],[1133826],[1134932],[1150775],[1171621],[1181918],[1189319],[1190235],[1195444],[1207033],[1218131],[1219237],[1228895],[1239993],[1243472],[1261367],[1262487],[1263668],[1272465],[1278305],[1293941],[1295047],[1299781],[1310890],[1311088],[1319621],[1321960],[1335824],[1347413],[1348533],[1349714],[1357816],[1369405],[1372812],[1372973],[1380503],[1381609],[1390674],[1391794],[1393413],[1393611],[1402263],[1413361],[1424125],[1425245],[1426426],[1435223],[1438702],[1441063],[1441692],[1463616],[1472603],[1477480],[1478600],[1480219],[1480417],[1485478],[1494465],[1499342],[1502727],[1503201],[1510931],[1512051],[1513232],[1518336],[1520350],[1523403],[1524032],[1532200],[1543789],[1546090],[1554192],[1555312],[1556931],[1557129],[1565781],[1569188],[1569349],[1571787],[1576879],[1580358],[1597874],[1602944],[1604898],[1606912],[1609965],[1610594],[1619350],[1624420],[1626374],[1626529],[1632561],[1635361],[1640238],[1641358],[1642977],[1643175],[1648202],[1652995],[1658846],[1667833],[1672710],[1675449],[1675647],[1679044],[1680708],[1682722],[1685775],[1686404],[1694572],[1697957],[1698431],[1706161],[1708462],[1709568],[1709729],[1719106],[1719261],[1726584],[1727143],[1731104],[1733523],[1738316],[1747430],[1751950],[1754437],[1757989],[1763059],[1763257],[1765013],[1767027],[1770080],[1770709],[1775615],[1789701],[1794771],[1796725],[1801792],[1802421],[1805712],[1805873],[1807557],[1810496],[1812350],[1818201],[1818356],[1824388],[1827188],[1832065],[1834804],[1835002],[1835450],[1835924],[1845240],[1846136],[1847071],[1848437],[1851301],[1852781],[1858736],[1868428],[1871292],[1882254],[1882813],[1886774],[1887403],[1889193],[1892132],[1893986],[1905377],[1905532],[1912855],[1913414],[1917375],[1919794],[1923414],[1924587],[1928010],[1928484],[1930174],[1931266],[1940708],[1944260],[1949330],[1949528],[1951284],[1951439],[1956351],[1956980],[1957471],[1962685],[1963473],[1967689],[1969369],[1973710],[1977691],[1985405],[1985560],[1988306],[1995693],[1997994],[2000858],[2002338],[2006052],[2008293],[2009385],[2023970],[2024866],[2025021],[2027167],[2030031],[2031511],[2037009],[2037466],[2040993],[2045513],[2048490],[2060984],[2061543],[2065504],[2066133],[2067923],[2067991],[2070862],[2072716],[2078438],[2079149],[2080366],[2083348],[2086929],[2091933],[2100104],[2101000],[2101155],[2105432],[2109648],[2111328],[2111706],[2115669],[2122348],[2132902],[2134639],[2137118],[2137186],[2138798],[2143139],[2147120],[2148486],[2151350],[2165122],[2165277],[2167423],[2170287],[2171767],[2175481],[2177722],[2178814],[2189201],[2189579],[2195176],[2197104],[2200086],[2204455],[2206192],[2208671],[2208739],[2212247],[2213464],[2216446],[2225031],[2234098],[2234253],[2237789],[2239006],[2239794],[2241988],[2245569],[2250573],[2252253],[2264072],[2265809],[2268288],[2268356],[2269968],[2270346],[2274309],[2280988],[2297519],[2297897],[2304205],[2305422],[2306210],[2308404],[2312429],[2312807],[2320332],[2323314],[2327683],[2329420],[2331899],[2331967],[2335872],[2336250],[2336583],[2341847],[2343775],[2346757],[2355342],[2358918],[2360135],[2360923],[2363117],[2371702],[2387841],[2396737],[2397115],[2397448],[2407579],[2410141],[2410519],[2416827],[2418044],[2418832],[2421026],[2431372],[2431750],[2439275],[2442257],[2446282],[2446660],[2446993],[2454185],[2457167],[2465752],[2471536],[2477524],[2489404],[2498300],[2498678],[2499011],[2517263],[2517641],[2530667],[2531045],[2538570],[2541552],[2543596],[2551492],[2551870],[2561866],[2584549],[2605325],[2605703],[2613866],[2622785],[2645159],[2645537],[2694606] ] cell #4218 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [875740],[993208],[1034479],[1054470],[1064397],[1108492],[1116497],[1158633],[1179479],[1190149],[1190295],[1195982],[1235420],[1278843],[1286848],[1300319],[1308324],[1311218],[1318748],[1319702],[1325268],[1336362],[1358354],[1364453],[1391212],[1392332],[1393741],[1408788],[1430650],[1441601],[1441845],[1449606],[1455645],[1466924],[1478018],[1479138],[1480547],[1488786],[1499880],[1503529],[1521644],[1522750],[1523941],[1524185],[1532738],[1538837],[1554730],[1555850],[1557259],[1560829],[1571863],[1572306],[1583836],[1596927],[1608206],[1609312],[1610503],[1610747],[1618403],[1629682],[1633099],[1633343],[1640776],[1641896],[1643305],[1650875],[1651954],[1653071],[1653514],[1662154],[1673248],[1675777],[1684016],[1685122],[1686313],[1686557],[1695110],[1698759],[1701209],[1723105],[1731642],[1736196],[1737275],[1738392],[1738835],[1743951],[1752488],[1757042],[1760344],[1760787],[1763387],[1768321],[1769427],[1770618],[1770862],[1775663],[1775751],[1777499],[1780370],[1788754],[1800033],[1802330],[1802574],[1810230],[1811309],[1812426],[1812869],[1821509],[1824926],[1825170],[1832603],[1835132],[1836252],[1852251],[1857014],[1858784],[1858872],[1860620],[1863491],[1872242],[1877005],[1878775],[1878928],[1884561],[1887312],[1887556],[1891866],[1892945],[1894062],[1894505],[1899561],[1909376],[1917913],[1922467],[1924663],[1925106],[1928812],[1930222],[1930310],[1932058],[1934929],[1943313],[1946615],[1947058],[1949658],[1954592],[1956889],[1957133],[1958009],[1958253],[1966645],[1966798],[1973282],[1973758],[1973846],[1977425],[1979589],[1992219],[1996362],[1998586],[2001808],[2006128],[2006571],[2008341],[2008429],[2010177],[2013048],[2030981],[2035744],[2037514],[2037602],[2042221],[2046051],[2046295],[2047690],[2048626],[2050314],[2057505],[2057658],[2063291],[2066042],[2066286],[2070596],[2072792],[2073235],[2073898],[2074341],[2082608],[2083396],[2083484],[2084242],[2085435],[2087848],[2089111],[2103150],[2105563],[2111782],[2115241],[2115717],[2115805],[2119384],[2121548],[2122484],[2124172],[2136074],[2136227],[2142711],[2143187],[2143275],[2146854],[2149018],[2152300],[2156620],[2157063],[2159484],[2168015],[2171237],[2175557],[2176000],[2177770],[2177858],[2177923],[2182477],[2183556],[2188292],[2188924],[2189655],[2192449],[2193934],[2200222],[2200980],[2207627],[2207780],[2210294],[2216494],[2216582],[2218533],[2220946],[2222209],[2228460],[2241248],[2242036],[2242124],[2242189],[2244075],[2246488],[2247751],[2252707],[2256166],[2260309],[2270422],[2273881],[2274357],[2274445],[2278024],[2280188],[2280248],[2281124],[2282812],[2289727],[2290280],[2291245],[2296610],[2297973],[2300767],[2307664],[2308452],[2308540],[2308605],[2312152],[2312883],[2315677],[2317162],[2323450],[2335595],[2336326],[2337037],[2339120],[2339180],[2340605],[2346893],[2347651],[2348844],[2351257],[2363165],[2363253],[2363318],[2365204],[2367617],[2368880],[2375131],[2384197],[2388945],[2390463],[2396460],[2397191],[2397902],[2399985],[2400045],[2402902],[2403867],[2410595],[2413389],[2421074],[2421162],[2421227],[2424133],[2425098],[2425730],[2430463],[2431826],[2434620],[2436105],[2442393],[2446005],[2446736],[2447447],[2449530],[2449590],[2451015],[2457303],[2473880],[2479181],[2480146],[2480778],[2485760],[2492026],[2498023],[2498754],[2499465],[2501548],[2501608],[2504723],[2505276],[2509471],[2510989],[2517717],[2520511],[2523428],[2524393],[2525025],[2531121],[2533915],[2541688],[2547111],[2551946],[2553836],[2554389],[2562320],[2564210],[2569511],[2570476],[2571108],[2580905],[2587171],[2592785],[2593338],[2599051],[2605779],[2608573],[2612944],[2617381],[2626300],[2633025],[2633578],[2645613],[2647503],[2657877],[2664143],[2668243],[2673783],[2681326],[2698121],[2713765],[2720094],[2726363],[2742276],[2777223] ] cell #4219 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4220 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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2592],[1990089,2211804],[1990377,1993871],[1993552,2211477],[1999803,2409189],[2003366,2683952],[2003535,2565685],[2006375,2225163],[2032539,2696310],[2032708,2582380],[2038371,2588732],[2038690,2441779],[2062711,2709801],[2065809,2457112],[2069120,2604373],[2073039,2465884],[2078706,2289902],[2086747,2473034],[2089856,2299714],[2091318,2475987],[2104123,2107571],[2104324,2104462],[2113111,2318672],[2113399,2116893],[2116574,2318345],[2118948,2630361],[2144044,2512550],[2144363,2346279],[2146418,2644839],[2149763,2519458],[2169232,2529715],[2172795,2752445],[2172964,2659352],[2175804,2371834],[2195444,2389120],[2199320,2392351],[2219506,2222954],[2219707,2219845],[2245387,2580059],[2248496,2433567],[2249958,2583012],[2259873,2702182],[2271751,2452525],[2272039,2275533],[2275214,2452198],[2277588,2711101],[2299915,2300053],[2342115,2509646],[2345991,2512877],[2354727,2649610],[2366177,2369625],[2366378,2366516],[2381002,2758317],[2433768,2433906],[2441491,2589059],[2519659,2519797] ] cell #4221 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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2026],[1853827,2299119],[1854867,2299907],[1859827,2303590],[1859978,2095702],[1872771,2486501],[1873818,2314029],[1879818,2318500],[1880039,2113417],[1894327,1895433],[1910419,2341943],[1920840,2350010],[1922732,2351388],[1924928,2156885],[1931416,1931486],[1941686,2366370],[1943578,2367748],[1946880,2175822],[1956854,1957974],[1974801,2391468],[1974952,2198764],[1975791,2392179],[1976012,2199626],[1993738,2404872],[1993889,2215124],[2003384,2411741],[2009535,2009605],[2032557,2432972],[2033597,2433760],[2038557,2437443],[2038708,2254342],[2058548,2452353],[2058769,2272057],[2073057,2074163],[2092083,2092153],[2116760,2493031],[2116911,2321992],[2144230,2511994],[2144381,2345435],[2145220,2512705],[2145441,2346297],[2154916,2519651],[2172813,2532267],[2178964,2179034],[2225181,2225251],[2250723,2250793],[2258675,2588887],[2258896,2441797],[2275400,2600056],[2275551,2455845],[2355492,2355562],[2371852,2371922],[2465902,2465972] ] cell #4222 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658844],[762976],[799769],[817484],[825916],[867507],[874909],[913468],[932405],[941728],[941796],[947553],[985349],[1026246],[1033648],[1046237],[1053639],[1056117],[1063025],[1063768],[1069539],[1080636],[1102112],[1107953],[1133824],[1134930],[1136161],[1150774],[1171620],[1181916],[1182011],[1189318],[1195443],[1207032],[1218129],[1219235],[1220466],[1228894],[1239991],[1261366],[1262486],[1263666],[1263761],[1272463],[1278304],[1293939],[1295045],[1296276],[1299780],[1310413],[1310889],[1321959],[1335823],[1347412],[1348532],[1349712],[1349807],[1357815],[1369404],[1372810],[1380501],[1381607],[1382838],[1390673],[1391793],[1392936],[1393412],[1402262],[1413359],[1415696],[1424124],[1425244],[1426424],[1426519],[1435221],[1441062],[1463615],[1472601],[1477479],[1478599],[1479742],[1480218],[1485477],[1494463],[1499341],[1503200],[1503467],[1505611],[1510930],[1512050],[1513230],[1513325],[1518335],[1518418],[1520349],[1523402],[1532199],[1543788],[1546088],[1546183],[1554191],[1555311],[1556454],[1556930],[1565780],[1569186],[1576877],[1579214],[1597872],[1602943],[1604897],[1604980],[1606911],[1609964],[1619348],[1624419],[1626373],[1632560],[1633261],[1635359],[1635454],[1640237],[1641357],[1642500],[1642976],[1648201],[1658845],[1667831],[1672709],[1674972],[1675448],[1680707],[1680790],[1682721],[1685774],[1694571],[1698430],[1698697],[1700841],[1706160],[1708460],[1708555],[1709566],[1719105],[1726583],[1727142],[1727225],[1731103],[1733522],[1747429],[1751949],[1754436],[1757987],[1760329],[1762582],[1763058],[1765012],[1765095],[1767026],[1770079],[1789699],[1794770],[1796724],[1796807],[1801791],[1805710],[1807556],[1808603],[1810495],[1818200],[1824387],[1825088],[1827186],[1827281],[1832064],[1834327],[1834803],[1835923],[1836190],[1845239],[1846135],[1846218],[1847070],[1848436],[1851300],[1852780],[1868427],[1871291],[1878267],[1878913],[1882253],[1882812],[1882895],[1886773],[1889192],[1890239],[1892131],[1905376],[1912854],[1913413],[1913496],[1917374],[1919793],[1923412],[1928483],[1928750],[1931265],[1940707],[1944258],[1946600],[1948853],[1949329],[1951283],[1951366],[1956350],[1957470],[1958171],[1962684],[1963472],[1964345],[1966783],[1967688],[1969368],[1976838],[1977690],[1985404],[1988305],[1995692],[1995775],[1997993],[2000857],[2002337],[2009384],[2023969],[2024865],[2024948],[2027166],[2030030],[2031510],[2040992],[2045512],[2046213],[2056997],[2057643],[2060983],[2061542],[2061625],[2065503],[2067922],[2067990],[2068969],[2070861],[2073883],[2078437],[2079148],[2080365],[2086928],[2088589],[2091932],[2100103],[2100999],[2101082],[2105431],[2106304],[2109647],[2111327],[2118797],[2132901],[2133774],[2136212],[2137117],[2137185],[2138797],[2146267],[2147119],[2148485],[2151349],[2156605],[2165121],[2165204],[2167422],[2170286],[2171766],[2177908],[2178813],[2189200],[2195175],[2197103],[2204454],[2205327],[2207765],[2208670],[2208738],[2212246],[2213463],[2221687],[2225030],[2234097],[2234180],[2237788],[2239005],[2239793],[2242174],[2245568],[2247229],[2250572],[2252252],[2252692],[2259722],[2264071],[2264944],[2268287],[2268355],[2269967],[2277437],[2297518],[2304204],[2305421],[2306209],[2308590],[2312428],[2320331],[2327682],[2328555],[2331898],[2331966],[2335871],[2336582],[2337022],[2341846],[2343774],[2351998],[2355341],[2358917],[2360134],[2360922],[2363303],[2368358],[2371701],[2380851],[2387840],[2394172],[2396736],[2397447],[2397887],[2410140],[2416826],[2418043],[2418831],[2421212],[2431371],[2439274],[2446281],[2446992],[2447432],[2454184],[2462408],[2465751],[2471535],[2477523],[2489403],[2498299],[2499010],[2499450],[2514698],[2517262],[2530666],[2538569],[2543595],[2551491],[2561865],[2562305],[2584548],[2605324],[2613865],[2622784],[2645158],[2694605] ] cell #4223 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [658836],[730653],[763176],[763653],[799761],[817476],[840724],[870909],[874959],[875112],[900082],[913668],[914145],[932605],[933082],[941720],[956615],[982626],[985399],[988853],[993152],[1019454],[1029648],[1033698],[1033851],[1049639],[1053689],[1053842],[1063225],[1063702],[1064439],[1069589],[1075734],[1105542],[1108436],[1111174],[1142886],[1150824],[1154278],[1158577],[1171670],[1175124],[1179423],[1189368],[1189521],[1190910],[1194460],[1195926],[1207082],[1228944],[1231616],[1235089],[1261416],[1262536],[1267561],[1278787],[1281525],[1300263],[1303001],[1310939],[1318692],[1319670],[1324937],[1336306],[1347462],[1348582],[1353827],[1356832],[1358298],[1369454],[1389690],[1391156],[1392276],[1393462],[1402312],[1408457],[1424174],[1425294],[1430319],[1441545],[1441741],[1453935],[1466593],[1476496],[1477962],[1479082],[1480268],[1488455],[1499824],[1503250],[1510980],[1512100],[1521313],[1522419],[1523885],[1524081],[1532682],[1543838],[1553208],[1554674],[1555794],[1556980],[1565830],[1595217],[1602993],[1607875],[1608981],[1610447],[1610643],[1624469],[1629351],[1633043],[1633311],[1639254],[1640720],[1641840],[1643026],[1661823],[1673192],[1675498],[1683685],[1684791],[1686257],[1686453],[1695054],[1698480],[1706210],[1721004],[1726633],[1731586],[1747479],[1752432],[1763108],[1767990],[1769096],[1770562],[1770758],[1787044],[1794820],[1799702],[1802274],[1802470],[1821178],[1824870],[1825138],[1832547],[1834853],[1835973],[1839965],[1852195],[1856683],[1872186],[1876674],[1882303],[1887256],[1887452],[1912904],[1917857],[1928533],[1949379],[1954261],[1956833],[1957029],[1957953],[1958221],[1961467],[1970585],[1972485],[1989522],[1991422],[2001752],[2030925],[2035413],[2041042],[2045995],[2046263],[2061033],[2065986],[2066182],[2085711],[2103426],[2114444],[2140014],[2141914],[2152244],[2171181],[2244351],[2255369],[2273084], 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] cell #4224 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4225 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4226 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4227 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [658837],[730708],[763291],[763654],[799762],[817477],[840789],[870964],[874960],[875242],[900137],[913783],[914146],[932720],[933083],[941721],[956621],[982681],[985400],[988918],[993158],[1019519],[1029703],[1033699],[1033981],[1049694],[1053690],[1053972],[1063340],[1063703],[1064440],[1069590],[1075740],[1105607],[1108442],[1111180],[1142892],[1150825],[1154343],[1158583],[1171671],[1175189],[1179429],[1189369],[1189651],[1190911],[1194466],[1195932],[1207083],[1228945],[1231622],[1235095],[1261417],[1262537],[1267567],[1278793],[1281531],[1300269],[1303007],[1310940],[1318698],[1319671],[1324943],[1336312],[1347463],[1348583],[1353833],[1356838],[1358304],[1369455],[1389696],[1391162],[1392282],[1393463],[1402313],[1408463],[1424175],[1425295],[1430325],[1441551],[1441742],[1453941],[1466599],[1476502],[1477968],[1479088],[1480269],[1488461],[1499830],[1503251],[1510981],[1512101],[1521319],[1522425],[1523891],[1524082],[1532688],[1543839],[1553214],[1554680],[1555800],[1556981],[1565831],[1595223],[1602994],[1607881],[1608987],[1610453],[1610644],[1624470],[1629357],[1633049],[1633312],[1639260],[1640726],[1641846],[1643027],[1661829],[1673198],[1675499],[1683691],[1684797],[1686263],[1686454],[1695060],[1698481],[1706211],[1721010],[1726634],[1731592],[1747480],[1752438],[1763109],[1767996],[1769102],[1770568],[1770759],[1787050],[1794821],[1799708],[1802280],[1802471],[1821184],[1824876],[1825139],[1832553],[1834854],[1835974],[1839971],[1852201],[1856689],[1872192],[1876680],[1882304],[1887262],[1887453],[1912905],[1917863],[1928534],[1949380],[1954267],[1956839],[1957030],[1957959],[1958222],[1961470],[1970591],[1972488],[1989528],[1991425],[2001758],[2030931],[2035419],[2041043],[2046001],[2046264],[2061034],[2065992],[2066183],[2085714],[2103429],[2114447],[2140020],[2141917],[2152250],[2171187],[2244354],[2255372],[2273087], [223666,1156490],[279410,1284598],[292048,1316605],[343637,1413787],[350894,1429947],[358599,1447356],[372209,1737546],[400007,1516753],[414689,1539108],[421423,1559623],[425238,1560540],[433967,1577305],[471504,1893216],[476471,1645669],[480286,1646586],[492735,1652225],[503853,1168952],[504216,1688923],[508369,1689015],[516252,1701480],[520533,1190548],[537708,1482911],[553755,1996633],[564718,1254273],[565081,1773228],[569234,1773320],[577198,1780641],[593954,1806716],[595055,1814512],[595337,1297434],[605357,1811580],[610324,1312462],[614139,1319953],[632121,1353235],[632484,1613113],[640809,1863762],[644774,2104649],[658524,2119655],[660370,1888352],[661471,1896148],[661753,1383996],[670316,1900612],[684379,1396105],[693140,1929391],[694907,1426852],[700426,1935200],[711389,1185373],[711752,1443091],[715905,1450606],[723646,1965918],[734704,1740478],[734986,1483828],[739292,1980640],[747941,2211538],[758229,2220032],[764693,2007510],[766460,1513658],[771979,2013319],[775411,2019245],[790761,1267189],[791124,1526551],[799449,2042492],[800649,1550209],[803414,2048741],[817164,2278295],[819010,1572464],[820111,1572843],[820393,1314458],[832848,2081703],[837271,1857953],[843911,2090162],[844901,2300240],[845029,1613205],[849269,2095379],[863902,2107877],[869260,2318406],[876783,1636255],[879548,2122599],[888191,1649171],[893075,1653672],[904133,1655157],[904415,1397022],[908721,2150069],[917370,2159501],[927658,2366703],[934122,1701226],[935889,1444289],[941408,2182748],[946424,1964884],[949286,1718071],[953883,1732682],[960131,2198441],[961171,2392085],[962810,2200337],[966310,1734492],[971194,1738993],[980977,2214801],[992040,2223260],[997398,2228477],[1011578,1780387],[1016001,1774832],[1022641,2248802],[1023631,2434093],[1023759,1526643],[1027999,2254019],[1042632,1813027],[1047990,2452259],[1055513,1571981],[1058278,2281239],[1068409,1843341],[1079507,2089128],[1082369,1853750],[1084574,2300784],[1093214,1863508],[1100983,2106843],[1103845,1873741],[1114690,2321669],[1117369,2323565],[1125753,1894663],[1132695,1899578],[1135557,1653189],[1140154,1647361],[1146402,2345112],[1147442,2512611],[1149081,2347008],[1152581,1920763],[1157465,1925264],[1158455,2519984],[1167248,1934946],[1178311,2369931],[1183669,2375148],[1205902,1973961],[1206165,2390480],[1217000,1979606],[1219862,1738510],[1227764,1992898],[1238862,2222226],[1241724,2003307],[1243929,2413406],[1245568,2006729],[1252569,2013065],[1260236,1775866],[1271334,2247768],[1274196,2032480],[1276401,2434637],[1285041,2042238],[1286081,2588793],[1287720,2442508],[1292810,2047707],[1295672,1812544],[1306517,2455522],[1309196,2457418],[1317580,2073393],[1346282,1858987],[1361725,2315694],[1368274,2115920],[1368537,2492043],[1374563,2119401],[1379372,2121565],[1382234,1894180],[1401132,2143390],[1401395,2511006],[1412230,2149035],[1415092,1924781],[1417297,2520528],[1422994,1930425],[1434092,2368897],[1436954,2172736],[1439159,2533932],[1440798,2176158],[1447799,2182494],[1450478,2541803],[1461712,2192466],[1492153,2216697],[1492416,2403884],[1495885,2218550],[1505007,2006246],[1509800,2008544],[1542658,2037717],[1542921,2587188],[1558101,2449547],[1564650,2274560],[1564913,2599068],[1570939,2278041],[1575748,2280205],[1578610,2072910],[1580815,2608590],[1587365,2291262],[1592323,2083599],[1625820,2112550],[1644147,2501565],[1656942,2339137],[1687383,2363368],[1687646,2524410],[1691115,2365221],[1700237,2175675],[1705030,2177973],[1705293,2664160],[1716522,2191922],[1742263,2400002],[1752985,2218812],[1771688,2421277],[1771951,2570493],[1779192,2425115],[1784150,2242239],[1784413,2698138],[1817647,2271190],[1841868,2292867],[1862313,2480163],[1867271,2308655],[1867534,2617398],[1902793,2338593],[1939256,2365483],[1982821,2399458],[2020598,2426720],[2096732,2481768] ] cell #4228 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [613919],[709948],[779919],[818329],[853777],[892394],[921878],[934004],[970513],[1001906],[1006501],[1011460],[1032507],[1041951],[1088137],[1093096],[1118208],[1125072],[1130393],[1156784],[1162171],[1167130],[1188177],[1208193],[1214698],[1244887],[1247492],[1252451],[1257649],[1279964],[1284923],[1290508],[1291680],[1310035],[1316899],[1329806],[1337431],[1343695],[1365314],[1370565],[1374445],[1377070],[1378242],[1403423],[1409928],[1420407],[1421873],[1440117],[1442722],[1447681],[1456506],[1460530],[1467704],[1471462],[1493324],[1495767],[1500949],[1507213],[1508679],[1526182],[1533807],[1540071],[1552107],[1561690],[1566941],[1570821],[1573446],[1574618],[1587247],[1590856],[1597788],[1601812],[1612744],[1619264],[1623288],[1625010],[1630462],[1634220],[1638153],[1651736],[1655760],[1662934],[1666692],[1688554],[1690997],[1696179],[1702443],[1703909],[1713552],[1715712],[1726516],[1730125],[1737057],[1741081],[1747362],[1750971],[1757903],[1761927],[1772859],[1779074],[1782683],[1789615],[1793639],[1804571],[1811091],[1815115],[1816837],[1822289],[1826047],[1829980],[1839631],[1849231],[1851391],[1862195],[1865804],[1869222],[1871382],[1882186],[1885795],[1892727],[1896751],[1899823],[1901983],[1912787],[1916396],[1923328],[1927352],[1933633],[1937242],[1944174],[1948198],[1959130],[1970251],[1978286],[1979851],[1982011],[1989188],[1998788],[2000948],[2011752],[2015361],[2018361],[2027961],[2030121],[2040925],[2044534],[2047952],[2050112],[2060916],[2064525],[2071457],[2075481],[2082810],[2089373],[2093310],[2094495],[2112210],[2121810],[2123970],[2139680],[2147715],[2149280],[2151440],[2158617],[2168217],[2170377],[2181181],[2184790],[2191582],[2192711],[2197557],[2200778],[2222471],[2227593],[2241450],[2248013],[2251950],[2253135],[2270850],[2280450],[2282610],[2293747],[2295463],[2307866],[2315939],[2320785],[2338253],[2339382],[2344228],[2347449],[2369142],[2374264],[2384015],[2399118],[2400247],[2406369],[2427600],[2429316],[2449792],[2454638],[2482648],[2485578],[2501810],[2504541],[2526895],[2553654],[2572978],[2592603],[2632843],[2670715] ] cell #4229 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658096],[762102],[816736],[867423],[873986],[931531],[940980],[947469],[985282],[1035237],[1046153],[1052716],[1062151],[1069472],[1108160],[1133740],[1159546],[1171553],[1181832],[1188395],[1195650],[1218045],[1261299],[1263582],[1278974],[1287847],[1299987],[1310822],[1347345],[1349628],[1390880],[1392463],[1393345],[1408945],[1426340],[1441269],[1477686],[1479269],[1480151],[1513146],[1522907],[1523609],[1538853],[1555981],[1556863],[1609469],[1610171],[1642027],[1642909],[1650412],[1651970],[1685279],[1685981],[1735733],[1737291],[1752619],[1769584],[1770286],[1777515],[1809767],[1811325],[1860636],[1877162],[1891403],[1892961],[1932074],[1933426],[1968859],[1996378],[2010193],[2011545],[2050330],[2084258],[2093103],[2103166],[2124188],[2180974],[2188308],[2200996],[2251743],[2282828],[2296626],[2347667],[2430479], 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104527],[1871600,2104125],[1874982,1876881],[1881979,2113471],[1883752,2318343],[1885198,2494746],[1887145,2117569],[1892503,2326778],[1894381,2127570],[1902201,2338069],[1912580,2346351],[1914353,2512548],[1923104,2516370],[1924982,2356512],[1943950,2659411],[1945828,2752443],[1956722,2379623],[1971134,2389122],[1978062,2393183],[1982229,2398934],[1990032,1990071],[1999576,2219656],[1999869,2219910],[2001166,2219508],[2004548,2006447],[2028749,2580057],[2030339,2433569],[2040718,2441851],[2060709,2272111],[2062482,2452196],[2063928,2601771],[2065875,2276209],[2071233,2460631],[2073111,2286210],[2091091,2299864],[2091384,2300118],[2113054,2113093],[2140563,2509648],[2147491,2513709],[2151658,2519460],[2169005,2366327],[2169298,2366581],[2170595,2366179],[2173977,2175876],[2184193,2666863],[2199263,2199302],[2249731,2433717],[2250024,2433971],[2260946,2589891],[2271694,2271733],[2345934,2345973],[2354500,2519608],[2354793,2519862],[2441434,2441473] ] cell #4230 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393639],[472518],[514165],[555330],[560669],[606371],[613383],[619179],[651546],[692816],[702001],[707340],[714689],[721275],[755478],[777819],[799831],[810186],[818739],[824078],[830657],[851677],[890704],[892804],[906554],[914210],[924907],[934430],[968823],[970923],[1009387],[1011050],[1011886],[1026340],[1042361],[1055527],[1091023],[1092686],[1093522],[1125482],[1135024],[1135571],[1150297],[1166720],[1167556],[1219329],[1219876],[1252041],[1252877],[1260250],[1262009],[1295139],[1295686],[1346296],[1348055],[1364079],[1381701],[1382248],[1389842],[1423008],[1424767],[1476648],[1494557],[1509814],[1511573],[1553360],[1554694],[1592337],[1623942],[1639406],[1640740],[1683837],[1721156],[1731606],[1743442],[1768142],[1832567],[1840837],[1856835],[1917877],[1954413],[1971457],[2035565],[2140886], [323180,1116202],[383573,750349],[393385,992759],[430205,1308029],[461763,861531],[469464,871668],[472702,1116038],[504099,919778],[513911,1179030],[519888,1449311],[536854,731412],[548250,978786],[557263,989669],[561996,2017288],[564964,999806],[593054,1549419],[595616,1040261],[603317,1050398],[606555,1307865],[613129,1318299],[631503,841540],[632367,1085942],[642023,1100880],[653019,1112499],[658451,2129372],[662032,1123382],[683525,900841],[692307,1674778],[692562,1418665],[694921,1165057],[703934,1175940],[708667,1939169],[711635,1186077],[714873,1449147],[716282,1711791],[718776,946321],[732745,1206362],[733745,957940],[735265,1212499],[757255,2228037],[763178,2234937],[763537,1245297],[766474,1250378],[790143,1020270],[791007,1277769],[793874,1543118],[798908,1030407],[799376,1800918],[800015,1549255],[800663,1292707],[811659,1304326],[817091,2055514],[820672,1315209],[825405,1834133],[825660,1582183],[834553,2294191],[837168,839041],[842937,1334950],[842938,1335618],[845043,1341503],[868816,2326149],[873001,1368734],[875521,1374871],[876797,1379269],[888205,1132592],[902174,1401592],[903174,1144211],[904694,1407729],[907747,1671836],[907748,1672504],[913165,1155094],[913670,1923716],[914029,1157194],[926684,2159061],[932607,2165961],[932966,1440527],[935833,1705490],[935903,1445608],[941335,1955477],[941974,1711627],[949300,1461609],[951047,2387095],[953897,1463076],[958814,1465283],[959687,1465534],[966324,1216897],[983728,1492613],[985850,2415316],[991066,1498468],[991067,1499136],[993172,1505021],[1013283,2018805],[1014329,1784610],[1015898,1017771],[1021667,1531326],[1021668,1531994],[1023773,1537879],[1026682,1798392],[1027555,1798643],[1031740,1284513],[1032740,1282850],[1034260,1285349],[1047546,2262538],[1051731,1565110],[1054251,1571247],[1057304,1831191],[1057305,1831859],[1063227,2071845],[1063586,1317309],[1068423,1586294],[1072266,2470736],[1075886,1593014],[1081063,1595765],[1082383,1348480],[1094919,2094939],[1095965,1867731],[1103859,1624367],[1106715,1621927],[1106716,1622595],[1108456,1625834],[1113373,1628041],[1114246,1628292],[1137318,2131368],[1138427,1907385],[1138428,1908053],[1140168,1658306],[1145085,1660513],[1145958,1660764],[1150722,1152595],[1151275,1921305],[1156492,1414559],[1158597,1415106],[1169999,1687843],[1172121,2357407],[1177337,1693698],[1177338,1694366],[1179443,1700251],[1182352,1952951],[1183225,1953202],[1187410,1447271],[1189930,1448107],[1191460,2543179],[1194612,1714872],[1195946,1716536],[1202351,1721985],[1205916,1479102],[1221623,2202921],[1222732,1987413],[1222733,1988081],[1227778,1746409],[1232736,1749656],[1233609,1749907],[1235241,1753129],[1240418,1755880],[1241738,1511998],[1255320,1772148],[1262434,1274210],[1264093,2236278],[1265208,2025454],[1266081,2025705],[1267713,1784841],[1272890,1787592],[1278807,1542672],[1283724,1544431],[1298542,1813754],[1298543,1814422],[1299588,1560455],[1300283,1817661],[1305200,1819868],[1306073,1820119],[1311390,2069434],[1316607,1578077],[1318712,1578624],[1323978,1841088],[1325089,1842012],[1334992,1609133],[1336326,1852215],[1350139,2302694],[1351254,2101588],[1352127,2101839],[1353909,1868099],[1356984,1870542],[1358318,1872206],[1362175,1874283],[1364723,1877655],[1368288,1641860],[1385104,1895390],[1385105,1896058],[1386150,1646501],[1386690,2333432],[1386767,2130489],[1391176,1902807],[1392296,1401146],[1395033,2137589],[1397581,1908256],[1408609,1671878],[1425192,1436968],[1427966,1935927],[1428839,1936178],[1429949,1689787],[1430471,1939400],[1435648,1942151],[1441565,1705044],[1446482,1706803],[1454017,1962356],[1455915,1963733],[1466745,1972632],[1473496,2394297],[1473573,2202042],[1477982,1982835],[1481839,2209142],[1484518,1988400],[1487496,1990645],[1488607,1991569],[1492167,1752452],[1498510,1769248],[1499844,2001772],[1514772,2014046],[1515645,2014297],[1516755,1774092],[1517376,2236022],[1521465,2020742],[1522571,1531368],[1523905,1784164],[1532702,2030945],[1550285,2046829],[1555814,1564664],[1558551,2053013],[1559666,1815769],[1561099,2056385],[1572127,1831233],[1584884,2078532],[1587878,2469175],[1587955,2291746],[1595299,2086600],[1597197,2087977],[1603938,2302438],[1608027,2096876],[1610467,1867285],[1616775,2104315],[1618673,2105692],[1621969,1876826],[1629503,2114591],[1633063,1887276],[1636331,2120687],[1644597,2126871],[1645712,1897405],[1649247,2131785],[1651145,2133162],[1653335,1907427],[1661975,2142061],[1673212,2152264],[1679748,2157829],[1679893,1929713],[1684943,1693740],[1686277,1687397],[1695074,2171201],[1717106,2384936],[1718147,2190800],[1724153,2195270],[1734568,2203338],[1736466,2204715],[1738656,1987455],[1744999,2211630],[1745214,1990394],[1747993,2559505],[1748070,2404368],[1755414,2219698],[1757312,2221075],[1760608,2006392],[1764053,2226805],[1764198,2007832],[1770582,1771702],[1776711,2237172],[1776856,2019567],[1787126,2245240],[1789024,2246617],[1799854,2255516],[1802294,2046015],[1812690,1813796],[1821330,2273231],[1824890,2066006],[1844186,2292248],[1844331,2082025],[1853826,2299118],[1854866,2299906],[1859832,2303588],[1859977,2095701],[1872776,2486499],[1873817,2314028],[1879823,2318498],[1880038,2113416],[1894326,1895432],[1910424,2341941],[1920839,2350009],[1922737,2351386],[1924927,2156884],[1931415,1931485],[1941685,2366369],[1943583,2367746],[1946879,2175821],[1956853,1957973],[1974806,2391466],[1974951,2198763],[1975796,2392177],[1976011,2199625],[1993743,2404870],[1993888,2215123],[2003383,2411740],[2009534,2009604],[2032556,2432971],[2033596,2433759],[2038562,2437441],[2038707,2254341],[2058553,2452351],[2058768,2272056],[2073056,2074162],[2092082,2092152],[2116765,2493029],[2116910,2321991],[2144235,2511992],[2144380,2345434],[2145225,2512703],[2145440,2346296],[2154915,2519650],[2172812,2532266],[2178963,2179033],[2225180,2225250],[2250722,2250792],[2258680,2588885],[2258895,2441796],[2275405,2600054],[2275550,2455844],[2355491,2355561],[2371851,2371921],[2465901,2465971] ] cell #4231 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520332],[608675],[673967],[709424],[742943],[779395],[807065],[818293],[853253],[883199],[887560],[892358],[912372],[921354],[965679],[970477],[994761],[1001382],[1006465],[1031983],[1037117],[1041915],[1061929],[1081738],[1088101],[1117684],[1120238],[1125036],[1129910],[1151950],[1156748],[1162135],[1163306],[1181032],[1187653],[1200478],[1208157],[1214215],[1235839],[1241093],[1244851],[1247456],[1248627],[1273565],[1279928],[1290025],[1291644],[1309511],[1312065],[1316863],[1325687],[1329770],[1336948],[1340858],[1362850],[1365278],[1370529],[1376587],[1378206],[1395708],[1403387],[1409445],[1421390],[1431069],[1436323],[1440081],[1442686],[1443857],[1456470],[1460047],[1467343],[1471426],[1482514],[1489205],[1493288],[1494993],[1500466],[1504376],[1508196],[1522063],[1526146],[1533324],[1537234],[1559226],[1561654],[1566905],[1572963],[1574582],[1584106],[1586473],[1597752],[1601329],[1608625],[1612708],[1619228],[1622805],[1630101],[1634184],[1645272],[1651700],[1655277],[1662573],[1666656],[1677744],[1684435],[1688518],[1690223],[1695696],[1699606],[1703426],[1713255],[1723375],[1725742],[1737021],[1740598],[1744221],[1746588],[1757867],[1761444],[1768740],[1772823],[1775933],[1778300],[1789579],[1793156],[1800452],[1804535],[1811055],[1814632],[1821928],[1826011],[1837099],[1848934],[1857433],[1859054],[1861421],[1868925],[1879045],[1881412],[1892691],[1896268],[1899526],[1909646],[1912013],[1923292],[1926869],[1930492],[1932859],[1944138],[1947715],[1955011],[1959094],[1966915],[1974028],[1978250],[1979554],[1998491],[2008611],[2010978],[2027664],[2036163],[2037784],[2040151],[2047655],[2057775],[2060142],[2071421],[2074998],[2082513],[2083666],[2089076],[2092536],[2115987],[2121513],[2136344],[2143457],[2147679],[2148983],[2167920],[2178040],[2180407],[2192414],[2194297],[2207897],[2216764],[2222174],[2241153],[2242306],[2247716],[2251176],[2274627],[2280153],[2290643],[2307569],[2308722],[2315642],[2339085],[2340968],[2363435],[2368845],[2399950],[2403265],[2421344],[2424496],[2449495],[2479544],[2501513],[2523791],[2569874],[2613307] ] cell #4232 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658842],[762972],[799767],[817482],[825914],[867503],[874914],[913464],[932401],[941726],[941790],[947549],[985354],[1026242],[1033653],[1046233],[1053644],[1056111],[1063021],[1063767],[1069544],[1080632],[1102108],[1107958],[1133820],[1134926],[1136155],[1150779],[1171625],[1181912],[1182010],[1189323],[1195448],[1207037],[1218125],[1219231],[1220460],[1228899],[1239987],[1261371],[1262491],[1263662],[1263760],[1272459],[1278309],[1293935],[1295041],[1296270],[1299785],[1310412],[1310894],[1321964],[1335828],[1347417],[1348537],[1349708],[1349806],[1357820],[1369409],[1372806],[1380497],[1381603],[1382832],[1390678],[1391798],[1392935],[1393417],[1402267],[1413355],[1415690],[1424129],[1425249],[1426420],[1426518],[1435217],[1441067],[1463620],[1472597],[1477484],[1478604],[1479741],[1480223],[1485482],[1494459],[1499346],[1503205],[1503463],[1505605],[1510935],[1512055],[1513226],[1513324],[1518340],[1518417],[1520354],[1523407],[1532204],[1543793],[1546084],[1546182],[1554196],[1555316],[1556453],[1556935],[1565785],[1569182],[1576873],[1579208],[1597868],[1602948],[1604902],[1604979],[1606916],[1609969],[1619344],[1624424],[1626378],[1632565],[1633266],[1635355],[1635453],[1640242],[1641362],[1642499],[1642981],[1648206],[1658850],[1667827],[1672714],[1674971],[1675453],[1680712],[1680789],[1682726],[1685779],[1694576],[1698435],[1698693],[1700835],[1706165],[1708456],[1708554],[1709562],[1719110],[1726588],[1727147],[1727224],[1731108],[1733527],[1747434],[1751954],[1754441],[1757983],[1760334],[1762581],[1763063],[1765017],[1765094],[1767031],[1770084],[1789695],[1794775],[1796729],[1796806],[1801796],[1805706],[1807561],[1808602],[1810500],[1818205],[1824392],[1825093],[1827182],[1827280],[1832069],[1834326],[1834808],[1835928],[1836186],[1845244],[1846140],[1846217],[1847075],[1848441],[1851302],[1852785],[1868432],[1871293],[1878266],[1878918],[1882258],[1882817],[1882894],[1886778],[1889197],[1890238],[1892136],[1905381],[1912859],[1913418],[1913495],[1917379],[1919798],[1923408],[1928488],[1928746],[1931270],[1940712],[1944254],[1946605],[1948852],[1949334],[1951288],[1951365],[1956355],[1957475],[1958176],[1962689],[1963477],[1964344],[1966788],[1967693],[1969370],[1976837],[1977695],[1985409],[1988307],[1995697],[1995774],[1997998],[2000859],[2002342],[2009389],[2023974],[2024870],[2024947],[2027171],[2030032],[2031515],[2040997],[2045517],[2046218],[2056996],[2057648],[2060988],[2061547],[2061624],[2065508],[2067927],[2067995],[2068968],[2070866],[2073888],[2078439],[2079150],[2080370],[2086933],[2088588],[2091937],[2100108],[2101004],[2101081],[2105436],[2106303],[2109652],[2111329],[2118796],[2132906],[2133773],[2136217],[2137122],[2137190],[2138799],[2146266],[2147124],[2148490],[2151351],[2156610],[2165126],[2165203],[2167427],[2170288],[2171771],[2177913],[2178818],[2189202],[2195177],[2197108],[2204459],[2205326],[2207770],[2208675],[2208743],[2212248],[2213468],[2221686],[2225035],[2234102],[2234179],[2237790],[2239010],[2239798],[2242179],[2245573],[2247228],[2250577],[2252254],[2252697],[2259721],[2264076],[2264943],[2268292],[2268360],[2269969],[2277436],[2297520],[2304206],[2305426],[2306214],[2308595],[2312430],[2320336],[2327687],[2328554],[2331903],[2331971],[2335873],[2336584],[2337027],[2341848],[2343779],[2351997],[2355346],[2358919],[2360139],[2360927],[2363308],[2368357],[2371706],[2380850],[2387845],[2394171],[2396738],[2397449],[2397892],[2410142],[2416828],[2418048],[2418836],[2421217],[2431373],[2439279],[2446283],[2446994],[2447437],[2454189],[2462407],[2465756],[2471537],[2477528],[2489408],[2498301],[2499012],[2499455],[2514697],[2517264],[2530668],[2538574],[2543597],[2551493],[2561867],[2562310],[2584553],[2605326],[2613867],[2622786],[2645160],[2694607] ] cell #4233 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4234 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4235 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4236 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4237 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4238 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4239 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [658840],[731710],[750647],[763397],[763651],[799765],[817480],[841843],[861834],[871966],[874951],[875361],[901139],[913889],[914143],[932826],[933080],[941724],[957729],[978575],[985391],[989972],[993163],[1020573],[1030705],[1033690],[1034100],[1050696],[1053681],[1054091],[1063446],[1063700],[1064443],[1069581],[1075810],[1097286],[1108447],[1112288],[1144000],[1150816],[1155397],[1158588],[1171662],[1176243],[1179434],[1189360],[1189770],[1190908],[1193430],[1194536],[1195937],[1207074],[1228936],[1235165],[1261408],[1262528],[1267637],[1278798],[1282639],[1300274],[1304115],[1310931],[1318703],[1319662],[1325013],[1333810],[1336317],[1347454],[1348574],[1356908],[1358309],[1369446],[1389766],[1391167],[1392287],[1393454],[1402304],[1408533],[1424166],[1425286],[1430395],[1441556],[1441733],[1466669],[1476572],[1477973],[1479093],[1480260],[1488531],[1499835],[1503242],[1510972],[1512092],[1521389],[1522495],[1523896],[1524073],[1530186],[1532693],[1543830],[1553284],[1554685],[1555805],[1556972],[1565822],[1602985],[1607951],[1609057],[1610458],[1610635],[1624461],[1629427],[1633054],[1633303],[1639330],[1640731],[1641851],[1643018],[1661899],[1673203],[1675490],[1683761],[1684867],[1686268],[1686445],[1695065],[1698472],[1706202],[1721080],[1726625],[1731597],[1747471],[1752443],[1763100],[1768066],[1769172],[1770573],[1770750],[1794812],[1799778],[1802285],[1802462],[1821254],[1824881],[1825130],[1832558],[1834845],[1835965],[1840041],[1852206],[1856759],[1872197],[1876750],[1882295],[1887267],[1887444],[1912896],[1917868],[1928525],[1949371],[1954337],[1956844],[1957021],[1957964],[1958213],[1961472],[1970661],[1972490],[1989598],[1991427],[2001763],[2030936],[2035489],[2041034],[2046006],[2046255],[2061025],[2065997],[2066174],[2085716],[2103431],[2114449],[2140090],[2141919],[2152255],[2171192],[2244356],[2255374],[2273089], [223669,689948],[279407,797096],[292051,823046],[343582,910774],[350897,924355],[358596,939055],[400010,1004383],[413926,1025988],[421426,1038594],[425235,1045124],[433912,1060331],[476474,1121715],[480283,1128245],[485286,1134672],[503959,920076],[504213,1163650],[508314,1170060],[515489,1181658],[520536,1190654],[537711,1211911],[543195,1218977],[564824,1000104],[565078,1248971],[569179,1255381],[575647,1263408],[593844,1289531],[595046,1291029],[595456,1040564],[597908,1294787],[610327,1313542],[614136,1320072],[632227,1086240],[632481,1341202],[639258,1349454],[660260,1376093],[661462,1377591],[661872,1123685],[664324,1381349],[670206,1389078],[684382,1407141],[693131,1419254],[694912,1164846],[698875,1426166],[711495,1186375],[711749,1444201],[715850,1450611],[723536,1458447],[734695,1470811],[735105,1212802],[739182,1475884],[754844,1494205],[764684,1506060],[766465,1250167],[770428,1512972],[775402,1519086],[790867,1278067],[791121,1537578],[797898,1545830],[800654,1289113],[803304,1552596],[818900,1572469],[820102,1573967],[820512,1315512],[832839,1588624],[837262,1593291],[843801,1599729],[845034,1341292],[849260,1605648],[859782,1617113],[863792,1621205],[876163,1635101],[876788,1375675],[879438,1638642],[888196,1388660],[892965,1653677],[904124,1666041],[904534,1408032],[908611,1671114],[917361,1681458],[934113,1701290],[935894,1445397],[939857,1708202],[946415,1715149],[949291,1458029],[953888,1462795],[960122,1727893],[962700,1730614],[966315,1475466],[971084,1738998],[976601,1744650],[980968,1748739],[987920,1755752],[991930,1759844],[997389,1765763],[1011569,1780451],[1015992,1785118],[1022531,1791556],[1023764,1537668],[1027990,1797475],[1042522,1813032],[1054893,1826928],[1055518,1572051],[1058168,1830469],[1068414,1586013],[1079498,1850828],[1082374,1599311],[1084212,1855204],[1084565,1855535],[1093205,1863572],[1100974,1870819],[1103850,1620787],[1110314,1879474],[1114681,1883563],[1117259,1886284],[1125643,1894668],[1132686,1901420],[1135562,1653259],[1140159,1658025],[1146393,1914164],[1148971,1916885],[1152586,1670696],[1157355,1925269],[1167239,1935010],[1174191,1942023],[1178201,1946115],[1183660,1952034],[1205907,1725282],[1206156,1972186],[1210000,1975447],[1216991,1981448],[1219867,1738580],[1227769,1746128],[1238853,2000385],[1241729,1759426],[1243920,2005092],[1245458,2006734],[1252560,2013129],[1260241,1777840],[1271325,2029558],[1274201,1791138],[1276039,2033934],[1276392,2034265],[1285032,2042302],[1287610,2045023],[1292801,2049549],[1295677,1812614],[1302141,2058204],[1306508,2062293],[1309086,2065014],[1317470,2073398],[1346287,1860961],[1361716,2108685],[1368279,1880952],[1368528,2114145],[1374554,2119465],[1379363,2123407],[1382239,1894250],[1401137,1911553],[1401386,2141615],[1405230,2144876],[1412221,2150877],[1415097,1924851],[1416935,2155253],[1417288,2155584],[1422999,1932399],[1434083,2169814],[1436959,1945697],[1439150,2174521],[1440688,2176163],[1447790,2182558],[1450368,2185279],[1461703,2193378],[1492158,1994872],[1492407,2215852],[1495876,2218614],[1505012,2006316],[1509805,2010518],[1542663,2039691],[1542912,2255070],[1546756,2258331],[1558092,2267325],[1564655,2059682],[1564904,2272785],[1570930,2278105],[1575739,2282047],[1578615,2072980],[1580806,2286754],[1587356,2291326],[1592328,2084583],[1625825,2112620],[1644138,2330936],[1656933,2340049],[1687388,2164301],[1687637,2362523],[1691106,2365285],[1700242,2175745],[1705035,2179947],[1705284,2376199],[1716527,2191992],[1742254,2400914],[1752987,2218814],[1771693,2233277],[1771942,2420432],[1779183,2425179],[1784155,2243223],[1784404,2428673],[1817652,2271260],[1841870,2292869],[1862304,2480227],[1867276,2309639],[1867525,2483721],[1902798,2338663],[1939258,2365485],[1982826,2399528],[2020600,2426722],[2096734,2481770] ] cell #4240 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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1600645,1854494],[1601980,1856023],[1604062,2302579],[1605963,2094566],[1607631,2302697],[1621015,2315772],[1627439,1879435],[1627612,1627890],[1632096,2116144],[1646999,2333435],[1659911,2139751],[1664568,2143614],[1670924,2149113],[1672840,2154437],[1692786,1941313],[1694702,1941207],[1698105,1700476],[1704077,1952522],[1717230,2385077],[1728208,2197628],[1729287,1975408],[1729460,1729738],[1732320,2394300],[1748220,2404534],[1749054,2406440],[1759654,2222304],[1762095,2005580],[1791366,2247846],[1792472,2033224],[1793807,2034753],[1797790,2253206],[1819266,2058165],[1819439,1819717],[1823923,2274784],[1842979,2469178],[1872900,2486640],[1883878,2320856],[1914479,2344299],[1915558,2144837],[1915731,1916009],[1926185,2154543],[1927520,2156072],[1945925,2368975],[1948366,2175009],[1992536,2559508],[2043696,2258292],[2043869,2044147],[2062608,2454709],[2075649,2287242] ] cell #4241 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [798262],[825889],[876527],[911738],[940221],[941783],[994127],[1026096],[1031789],[1055257],[1056104],[1061295],[1063780],[1108629],[1117490],[1134780],[1136148],[1150627],[1180398],[1181766],[1182023],[1187459],[1196119],[1219085],[1220453],[1235571],[1259878],[1262339],[1263516],[1263773],[1278435],[1294895],[1296263],[1300456],[1309317],[1310564],[1310742],[1325419],[1336499],[1345924],[1348385],[1349562],[1349819],[1358491],[1364409],[1381457],[1382825],[1391349],[1391924],[1393087],[1393265],[1415683],[1422636],[1425097],[1426274],[1426531],[1430801],[1441193],[1455601],[1467075],[1478155],[1478730],[1479893],[1480071],[1488937],[1494313],[1500017],[1505598],[1509442],[1511903],[1513080],[1513337],[1518567],[1521795],[1523533],[1532875],[1545938],[1546195],[1552406],[1554322],[1554867],[1555442],[1556605],[1556783],[1560785],[1579201],[1583677],[1591965],[1596883],[1605129],[1608357],[1610095],[1617221],[1618359],[1624272],[1629833],[1633236],[1635209],[1635466],[1638452],[1640368],[1640913],[1641488],[1642651],[1642829],[1648330],[1650831],[1662305],[1673385],[1675123],[1675301],[1680939],[1681773],[1684167],[1685905],[1695247],[1700828],[1708310],[1708567],[1713608],[1722946],[1727374],[1730424],[1731234],[1731779],[1733651],[1736152],[1743792],[1745398],[1752080],[1755860],[1756998],[1760938],[1761132],[1762733],[1762911],[1765244],[1766078],[1768472],[1770210],[1775504],[1788710],[1796956],[1800184],[1801922],[1807685],[1810186],[1821660],[1825063],[1827036],[1827293],[1830279],[1832195],[1832740],[1834478],[1834656],[1839405],[1846367],[1849287],[1851174],[1852909],[1855312],[1855850],[1857165],[1858625],[1869278],[1869464],[1878616],[1879202],[1880222],[1883044],[1884517],[1885308],[1886094],[1886904],[1889321],[1891822],[1909217],[1913645],[1916695],[1917505],[1918050],[1919922],[1922423],[1930063],[1942131],[1943269],[1947209],[1947403],[1949004],[1949182],[1951515],[1952349],[1954743],[1956481],[1958146],[1966486],[1967072],[1967817],[1970025],[1972298],[1973599],[1976195],[1977381],[1988962],[1995924],[1997757],[1998844],[1999030],[2000731],[2002466],[2003923],[2005407],[2008182],[2025097],[2028017],[2029904],[2031639],[2034042],[2034580],[2035895],[2037355],[2044833],[2046188],[2057346],[2057932],[2058952],[2061774],[2063247],[2064038],[2064824],[2065634],[2068051],[2070552],[2074492],[2074686],[2080129],[2082866],[2083237],[2085391],[2087156],[2090545],[2101231],[2109031],[2109776],[2111546],[2111984],[2114257],[2115558],[2135915],[2136501],[2137246],[2139454],[2141727],[2143028],[2145624],[2146810],[2151223],[2155361],[2155899],[2157214],[2157408],[2165353],[2167186],[2168273],[2168459],[2170160],[2171895],[2173352],[2174836],[2177611],[2183512],[2184303],[2185089],[2188880],[2189419],[2191356],[2194108],[2207468],[2208054],[2208799],[2215964],[2216335],[2220254],[2234329],[2238769],[2241506],[2241877],[2244031],[2245796],[2249185],[2255182],[2259079],[2260265],[2261056],[2267671],[2268416],[2270186],[2270624],[2272897],[2274198],[2279419],[2282393],[2285585],[2287069],[2290454],[2305185],[2307922],[2308293],[2312108],[2314584],[2331282],[2332027],[2335551],[2336090],[2337563],[2338027],[2340395],[2340779],[2348800],[2350565],[2353954],[2355887],[2362635],[2363006],[2366925],[2373600],[2376311],[2396416],[2396955],[2398428],[2398892],[2401260],[2403076],[2420544],[2420915],[2424307],[2425686],[2426225],[2428785],[2436279],[2436410],[2445961],[2447973],[2448437],[2460975],[2479355],[2480734],[2481273],[2483833],[2497979],[2499991],[2500455],[2505450],[2505581],[2507806],[2523602],[2524981],[2525520],[2547067],[2554563],[2554694],[2556919],[2569685],[2571064],[2571603],[2574549],[2593512],[2593643],[2613118],[2617750],[2626256],[2633752],[2633883],[2669224],[2681500],[2681631],[2727344] ] cell #4242 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [658857],[730654],[763177],[763679],[799782],[817497],[825929],[840723],[870910],[874956],[875111],[900083],[913669],[914171],[932606],[933108],[941741],[942318],[956614],[982627],[985396],[988852],[993151],[1019453],[1029649],[1033695],[1033850],[1049640],[1053686],[1053841],[1063226],[1063728],[1063797],[1069586],[1075733],[1105541],[1108435],[1111173],[1142885],[1150821],[1154277],[1158576],[1171667],[1175123],[1179422],[1182040],[1189365],[1189520],[1194459],[1195925],[1207079],[1228941],[1231615],[1235088],[1261413],[1262533],[1263790],[1267560],[1278786],[1281524],[1300262],[1303000],[1310936],[1318691],[1324936],[1336305],[1347459],[1348579],[1349836],[1353826],[1356831],[1358297],[1369451],[1389689],[1391155],[1392275],[1393459],[1402309],[1408456],[1424171],[1425291],[1426548],[1430318],[1441544],[1453934],[1466592],[1476495],[1477961],[1479081],[1480265],[1488454],[1499823],[1503247],[1510977],[1512097],[1513354],[1521312],[1522418],[1523884],[1532681],[1543835],[1546212],[1553207],[1554673],[1555793],[1556977],[1565827],[1595216],[1602990],[1607874],[1608980],[1610446],[1624466],[1629350],[1633042],[1633308],[1635483],[1639253],[1640719],[1641839],[1643023],[1661822],[1673191],[1675495],[1683684],[1684790],[1686256],[1695053],[1698477],[1706207],[1708584],[1721003],[1726630],[1731585],[1747476],[1752431],[1763105],[1767989],[1769095],[1770561],[1787043],[1794817],[1799701],[1802273],[1821177],[1824869],[1825135],[1827310],[1832546],[1834850],[1835970],[1839964],[1852194],[1856682],[1872185],[1876673],[1882300],[1887255],[1912901],[1917856],[1928530],[1949376],[1954260],[1956832],[1957952],[1958218],[1961466],[1970584],[1972484],[1989521],[1991421],[2001751],[2030924],[2035412],[2041039],[2045994],[2046260],[2061030],[2065985],[2085710],[2103425],[2114443],[2140013],[2141913],[2152243],[2171180],[2244350],[2255368],[2273083], 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] cell #4243 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4244 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1364787],[1373092],[1373233],[1441131],[1455979],[1495422],[1502586],[1523471],[1547617],[1561163],[1569468],[1569609],[1586902],[1610033],[1625354],[1650274],[1651209],[1668790],[1684178],[1685843],[1690652],[1697816],[1709848],[1709989],[1716056],[1735595],[1736530],[1768483],[1770148],[1777641],[1778729],[1779769],[1795705],[1805992],[1809629],[1810307],[1817181],[1828145],[1835309],[1857176],[1860762],[1861850],[1862890],[1891265],[1891943],[1902327],[1903317],[1904405],[1927869],[1932200],[1934328],[1950264],[1954754],[1968721],[1977502],[1982355],[1983345],[1984433],[2010319],[2012447],[2022856],[2035906],[2036803],[2051446],[2052534],[2070673],[2084384],[2085512],[2098990],[2110680],[2125304],[2126392],[2134433],[2146931],[2163112],[2189001],[2205986],[2217482],[2232088],[2244152],[2265603],[2312229],[2329214],[2407373], [279574,2587880],[293079,2609563],[343612,2648160],[358763,2664852],[359768,2542588],[413956,2586310],[416844,2700267],[425402,2707117],[431628,2605125],[433942,2714422],[435551,2466784],[480450,2736417],[485316,2510128],[486337,2640855],[495766,2647063],[508344,2749923],[515519,2663282],[515795,2538638],[518407,2756402],[543225,2389602],[544246,2678297],[569209,2774314],[574787,2580465],[575677,2693788],[575953,2584617],[586013,2586702],[593874,2783935],[597938,2598190],[598959,2595012],[600352,2785706],[608040,2605258],[608388,2713325],[638398,2473440],[639288,2725738],[639564,2477592],[660290,2803880],[664354,2491165],[665375,2635252],[666768,2805651],[670236,2737179],[672368,2510520],[673332,2645092],[673680,2738950],[690917,2352657],[693633,2813430],[698015,2657437],[698905,2654395],[699181,2360203],[709241,2663674],[723566,2822497],[739212,2763999],[741344,2389994],[742308,2551425],[742656,2765770],[754874,2560728],[764366,2573982],[765186,2829431],[769568,2563770],[770458,2689006],[770734,2418112],[773399,2429994],[773507,2694339],[775904,2775183],[779212,2697652],[797928,2257630],[798204,2041620],[800445,2836955],[803334,2050456],[805466,2598582],[806430,2446215],[806778,2705635],[824015,2463067],[833341,2844322],[843831,1851735],[847257,2296141],[847365,2613599],[849762,2797308],[853070,2616912],[859812,2487987],[863822,1871726],[866336,2624895],[876193,2324350],[876469,2332931],[876579,2849531],[879468,2124314],[881600,2491557],[882564,2498233],[882912,2734935],[886248,2739416],[887987,2806268],[908641,2151784],[911737,2152774],[912085,2153862],[915358,2364735],[915466,2523532],[917863,1933288],[921171,2523924],[933795,2527899],[939887,2378759],[940163,2181876],[948400,2187823],[948508,2668686],[949082,2861193],[960624,1726171],[962730,2201122],[964367,2670923],[966106,2824184],[977321,2213532],[981470,1747017],[983788,2403398],[987950,2409941],[991960,2001292],[994126,2422062],[994474,2226063],[995386,2218064],[995494,2569615],[997891,2011407],[1001199,2570007],[1004910,2776932],[1007381,2424629],[1007489,2424237],[1022561,2030465],[1026095,2039492],[1028492,2040580],[1031800,1801860],[1035805,2592345],[1037544,1810564],[1054923,2458203],[1055199,2269320],[1058198,2282954],[1061294,2283944],[1061642,2285032],[1064922,2873816],[1070523,2718054],[1071580,2290776],[1071688,2613048],[1082165,1597261],[1084242,2297319],[1085067,2092965],[1086546,2719803],[1089017,2479677],[1089125,2479285],[1097703,2485320],[1099198,2312362],[1102959,2102681],[1103067,2726806],[1103641,1618737],[1108628,2498100],[1111034,2320400],[1115183,1881841],[1117289,2117695],[1117501,1886842],[1118926,2632585],[1120665,1892200],[1131388,2504283],[1134779,1911354],[1146895,1912442],[1149001,2347793],[1150638,1921866],[1152377,1922801],[1160580,1682790],[1174221,2530467],[1178231,2170721],[1180397,2364153],[1180745,2372734],[1181765,2179748],[1184162,2180836],[1187470,1956419],[1193847,2383757],[1196118,2547188],[1196632,2759468],[1198046,2670457],[1202415,1464619],[1209073,2198864],[1209181,2554493],[1210720,2197172],[1210861,1977759],[1215693,2553396],[1219084,1725083],[1224020,2403006],[1224277,1487560],[1229878,2766630],[1230935,1989633],[1231043,2681430],[1235582,1998062],[1237077,2410074],[1241520,1757376],[1243597,2224129],[1244422,2004410],[1245901,1767095],[1258696,1520418],[1262350,1788153],[1263515,2243024],[1273992,1789088],[1276069,2431172],[1276894,2251605],[1278373,1541118],[1280844,2441035],[1280952,2436209],[1287640,2443293],[1294894,2059483],[1300455,2446082],[1302861,2454253],[1307010,2060571],[1309116,2276335],[1309328,2065572],[1310753,2069995],[1312492,2070930],[1322706,2290384],[1322963,1324042],[1325430,2080434],[1327095,1847139],[1331904,2086997],[1334227,2295205],[1336498,2480855],[1338426,2619527],[1339068,2297452],[1344742,1606980],[1348396,1596326],[1349561,2309440],[1356219,1869728],[1358490,2626377],[1359004,2799349],[1360418,2728577],[1364530,2111261],[1371445,2112655],[1371553,2633682],[1381456,1880753],[1391348,2335672],[1391862,1663981],[1393276,2138150],[1397645,1659849],[1404303,2345535],[1404411,2505380],[1405950,2343843],[1406091,2147188],[1410923,2514949],[1416965,2517063],[1417790,2356374],[1425108,1942712],[1426273,2164102],[1430812,2167491],[1432307,2530600],[1436750,1943647],[1438827,2370800],[1439652,2173839],[1450398,2379749],[1455044,1962753],[1455722,2189134],[1462596,2195109],[1464362,2194038],[1467086,1976206],[1468751,1478668],[1478154,2396537],[1480082,2209703],[1486224,1744901],[1488948,1745409],[1490613,1752018],[1494312,1994673],[1497745,1999294],[1500016,2571185],[1501944,2687909],[1511914,1756441],[1513079,2233078],[1521806,2239074],[1528280,2245637],[1530603,2429058],[1532874,2425807],[1534802,2576326],[1535444,2431305],[1545937,2260386],[1547476,2439343],[1554866,2267386],[1555380,1823336],[1556794,2053574],[1560906,2269901],[1567821,2271295],[1567929,2593442],[1580483,2464850],[1581308,2286072],[1585814,2078371],[1597004,2090514],[1600834,2090809],[1608368,2305490],[1617220,2108746],[1617802,1868496],[1618480,1869433],[1624283,1874844],[1627120,1879725],[1629844,1880233],[1631509,1641426],[1633235,2502538],[1635208,1884638],[1640912,2330997],[1642840,2127432],[1650952,2335805],[1657826,2341780],[1659592,2340709],[1662316,2145635],[1673384,2348921],[1675312,2157225],[1675954,2517196],[1679169,2521501],[1692975,2168723],[1695246,2525102],[1697174,2653298],[1708309,2183633],[1728968,1975698],[1731778,2400975],[1736273,2396670],[1745929,1988239],[1755859,2000446],[1757119,1998999],[1760949,1762922],[1788831,2249154],[1792661,2249449],[1800195,2259090],[1818947,2058455],[1821671,2058963],[1825062,2450520],[1827035,2063368],[1832739,2282108],[1834667,2074503],[1850889,1855311],[1915239,2145127],[1918049,2340110],[1922544,2353923],[1926374,2354218],[1942130,2169875],[1943390,2168428],[1947220,1949193],[1958145,2377913],[2029619,2034041],[2043377,2258582],[2046187,2256784],[2150938,2155360] ] cell #4245 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [292962],[356404],[405492],[431085],[457510],[485794],[507055],[515175],[543703],[567920],[571221],[575333],[591363],[598416],[634832],[638944],[659440],[664832],[668918],[690374],[694449],[698561],[714591],[732343],[737894],[763823],[766002],[770114],[774228],[793472],[797584],[802016],[803084],[818080],[823472],[835197],[842513],[848086],[867774],[872599],[875849],[878150],[879218],[901772],[907323],[916187],[917611],[933252],[935431],[939543],[947820],[951732],[958948],[962480],[983326],[985641],[990642],[996215],[997639],[1013927],[1021243],[1026816],[1037691],[1046504],[1051329],[1054579],[1056880],[1057948],[1069831],[1073515],[1080903],[1084815],[1095563],[1102379],[1106291],[1107974],[1113507],[1117039],[1120812],[1134091],[1138003],[1145219],[1148751],[1169597],[1171912],[1176913],[1182486],[1183910],[1192822],[1195464],[1207324],[1211008],[1218396],[1222308],[1229186],[1232870],[1240258],[1244170],[1254918],[1261658],[1265342],[1272730],[1276642],[1287390],[1294206],[1298118],[1299801],[1305334],[1308866],[1312639],[1321980],[1333202],[1335844],[1347704],[1351388],[1355194],[1357836],[1369696],[1373380],[1380768],[1384680],[1388052],[1390694],[1402554],[1406238],[1413626],[1417538],[1424416],[1428100],[1435488],[1439400],[1450148],[1463636],[1472868],[1474858],[1477500],[1485498],[1496720],[1499362],[1511222],[1514906],[1518356],[1529578],[1532220],[1544080],[1547764],[1551570],[1554212],[1566072],[1569756],[1577144],[1581056],[1590319],[1598703],[1603235],[1604918],[1626394],[1637616],[1640258],[1658866],[1668098],[1670088],[1672730],[1680728],[1691950],[1694592],[1706452],[1710136],[1719126],[1720472],[1727163],[1731124],[1758818],[1765033],[1782146],[1790530],[1795062],[1796745],[1818221],[1829443],[1832085],[1846156],[1848457],[1865267],[1876142],[1882833],[1905397],[1906743],[1913434],[1917395],[1945089],[1951304],[1963493],[1985425],[1986771],[1995713],[2024886],[2027187],[2054872],[2061563],[2101020],[2105452],[2128730],[2132922],[2165142],[2204475],[2234118],[2264092],[2327703],[2387861] ] cell #4246 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4247 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4248 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4249 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4250 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4251 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4252 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [435519],[515724],[575882],[608114],[639493],[673406],[699110],[709302],[742382],[770663],[774617],[779273],[798133],[806504],[848475],[853131],[876398],[882638],[887366],[911811],[916576],[921232],[940092],[959337],[965485],[994200],[996604],[1001260],[1005962],[1027205],[1031861],[1036923],[1038080],[1055128],[1061368],[1073904],[1081544],[1087598],[1108774],[1113896],[1117562],[1120044],[1121201],[1145608],[1151756],[1161632],[1163112],[1180471],[1182875],[1187531],[1196264],[1200284],[1207654],[1211397],[1233259],[1235717],[1240899],[1246953],[1248433],[1265731],[1273371],[1279425],[1291141],[1300601],[1305723],[1309389],[1311871],[1313028],[1325565],[1329267],[1336644],[1340664],[1351777],[1358636],[1362656],[1364412],[1370026],[1373769],[1377703],[1391494],[1395514],[1402884],[1406627],[1428489],[1430947],[1436129],[1442183],[1443663],[1453170],[1455604],[1467221],[1470923],[1478300],[1482320],[1489083],[1492785],[1500162],[1504182],[1515295],[1521941],[1525643],[1533020],[1537040],[1548153],[1555012],[1559032],[1560788],[1566402],[1570145],[1574079],[1583680],[1594452],[1596886],[1608503],[1612205],[1615928],[1618362],[1629979],[1633681],[1641058],[1645078],[1648400],[1650834],[1662451],[1666153],[1673530],[1677550],[1684313],[1688015],[1695392],[1699412],[1710525],[1722949],[1731924],[1733721],[1736155],[1743795],[1754567],[1757001],[1768618],[1772320],[1775507],[1786279],[1788713],[1800330],[1804032],[1807755],[1810189],[1821806],[1825508],[1832885],[1836905],[1845370],[1852979],[1857311],[1858628],[1878619],[1889391],[1891825],[1909220],[1918195],[1919992],[1922426],[1930066],[1940838],[1943272],[1954889],[1958591],[1966489],[1967887],[1973602],[1977384],[2002536],[2008185],[2024100],[2031709],[2036041],[2037358],[2057349],[2068121],[2070555],[2083240],[2085394],[2100234],[2109846],[2115561],[2135918],[2137316],[2143031],[2146813],[2171965],[2177614],[2188883],[2207471],[2208869],[2216338],[2241880],[2244034],[2268486],[2274201],[2308296],[2312111],[2332097],[2335554],[2363009],[2396419],[2420918],[2445964],[2497982],[2547070] ] cell #4253 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473023],[560769],[606876],[651711],[657451],[707440],[715194],[721440],[755968],[800336],[810351],[816091],[824178],[831147],[867195],[890869],[914310],[925397],[934595],[940335],[947241],[968988],[1009877],[1012051],[1026508],[1034592],[1045925],[1056017],[1091513],[1093687],[1133512],[1135192],[1136061],[1151070],[1167721],[1181604],[1217817],[1219497],[1220366],[1253042],[1262782],[1263354],[1278329],[1295307],[1296176],[1348828],[1349400],[1381869],[1382738],[1390204],[1391818],[1425540],[1426112],[1477010],[1478624],[1494725],[1512346],[1512918],[1520374],[1553722],[1555336],[1606936],[1624715],[1639768],[1641382],[1682746],[1684199],[1721518],[1751974],[1767051],[1768504],[1810520],[1847095],[1857197],[1868452],[1892156],[1954775],[1962709],[1977715],[2035927],[2070886],[2086953],[2147144],[2245593], 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] cell #4254 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4255 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4256 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4257 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1504698],[1596650],[1633943],[1634542],[1678066],[1699928],[1725390],[1756765],[1761118],[1761469],[1761623],[1788477],[1804294],[1804893],[1825770],[1826369],[1837421],[1839431],[1850390],[1870103],[1875168],[1879070],[1881060],[1884856],[1885638],[1911661],[1922190],[1926894],[1927048],[1943036],[1947389],[1947740],[1947894],[1958853],[1959452],[1960587],[1966940],[1970051],[1974053],[1988988],[1990228],[1994980],[1998699],[1999669],[1999947],[2004189],[2018161],[2029120],[2037809],[2039799],[2044377],[2048833],[2057800],[2059790],[2063586],[2064368],[2074672],[2075023],[2075177],[2076975],[2082721],[2089284],[2091184],[2094295],[2104109],[2108247],[2112010],[2113250],[2116012],[2122691],[2136369],[2139480],[2143482],[2149191],[2150439],[2157394],[2158417],[2159657],[2168128],[2169098],[2169376],[2173618],[2178065],[2183851],[2184633],[2185798],[2191382],[2197357],[2199459],[2200429],[2207922],[2210455],[2216789],[2219492],[2222382],[2227393],[2228633],[2241361],[2242331],[2247924],[2249824],[2252935],[2260604],[2262749],[2270650],[2271890],[2274652],[2279685],[2280361],[2281331],[2285851],[2289888],[2293547],[2299476],[2299700],[2300940],[2307777],[2308747],[2314386],[2315850],[2320585],[2323657],[2326360],[2337829],[2338053],[2339293],[2344028],[2346130],[2347100],[2350367],[2354593],[2356153],[2363460],[2366163],[2369053],[2375304],[2383013],[2389106],[2391786],[2392765],[2398694],[2398918],[2400158],[2405190],[2406169],[2412098],[2413562],[2421369],[2433329],[2433553],[2434793],[2437761],[2441630],[2442600],[2448239],[2449703],[2454438],[2457510],[2460213],[2467659],[2472696],[2474920],[2484576],[2486800],[2493349],[2500257],[2501721],[2509632],[2512312],[2513291],[2515876],[2519220],[2519444],[2520684],[2532624],[2534088],[2541895],[2547615],[2557989],[2565250],[2567883],[2579721],[2581945],[2600374],[2607282],[2608746],[2641282],[2658917],[2661550], [447389,2298254],[557799,2410876],[581242,2432107],[648892,2488211],[688110,2349145],[704470,2531402],[748386,2558484],[762347,2566661],[796930,2256285],[797074,2041944],[807532,2595236],[821208,2459555],[859191,2622918],[869705,2627299],[883666,2635476],[895401,2507174],[911189,2153081],[917815,2652151],[931776,2660328],[938889,2377414],[939033,2182200],[961616,2673075],[973520,2556287],[987329,2682381],[997843,2686762],[1006823,2575179],[1037921,2703658],[1044958,2450021],[1045102,2269644],[1048435,2708039],[1060746,2284251],[1062396,2716216],[1083621,2721545],[1085019,2722040],[1088459,2618380],[1121042,2732958],[1128079,2502039],[1128223,2333255],[1129935,2637396],[1147887,2741568],[1159791,2649954],[1162493,2522167],[1163628,2363681],[1170475,2364460],[1173600,2750874],[1184114,2755255],[1208515,2672672],[1211238,2762653],[1214240,2674838],[1244374,2770616],[1247814,2568250],[1248949,2421590],[1255796,2422369],[1257492,2423741],[1275448,2778674],[1276846,2779169],[1280286,2699120],[1286526,2782055],[1290050,2591106],[1291403,2053898],[1292002,2449901],[1312869,2790087],[1319906,2287750],[1320050,2076376],[1330128,2611833],[1335502,2795521],[1336973,2721210],[1341180,2308968],[1343538,2478789],[1370887,2730792],[1373610,2802534],[1376612,2631346],[1377965,2127756],[1378564,2501919],[1403745,2741165],[1406468,2809453],[1409470,2743331],[1416344,2811807],[1417742,2812302],[1420250,2357126],[1421415,2526567],[1421569,2164409],[1439604,2817416],[1443044,2373796],[1444179,2178286],[1451026,2185952],[1460072,2669359],[1465659,2672177],[1467547,2549858],[1471185,2210027],[1471784,2400356],[1493646,2680215],[1499020,2827644],[1500491,2769786],[1507056,2415035],[1508221,2572650],[1508375,2233385],[1526504,2426421],[1531878,2833127],[1533349,2778339],[1537556,2242552],[1539914,2585814],[1545271,2588494],[1547994,2836051],[1551950,2266887],[1567263,2787921],[1569986,2840140],[1572988,2458776],[1574341,2070319],[1574940,2280559],[1581260,2842989],[1584131,2611338],[1590699,2469902],[1596105,2615232],[1601354,2482320],[1601508,2309747],[1613066,2481469],[1622479,2799610],[1622830,2727479],[1628417,2730297],[1630305,2629047],[1637996,2330498],[1655302,2505763],[1660889,2740670],[1662777,2643525],[1666415,2138474],[1667014,2339491],[1672388,2854041],[1673859,2648543],[1688876,2525716],[1694250,2857240],[1695721,2816586],[1702286,2374064],[1703451,2373936],[1703605,2180055],[1707643,2665466],[1710366,2860164],[1713463,2544962],[1723400,2552157],[1729968,2400476],[1740623,2554876],[1744246,2679720],[1750032,2767767],[1750814,2560232],[1756220,2683614],[1773181,2571799],[1775958,2574684],[1782526,2427400],[1787932,2695972],[1793181,2427272],[1793335,2243331],[1798768,2698625],[1800656,2589473],[1814306,2837216],[1814657,2593825],[1816609,2711835],[1820244,2787426],[1822132,2709787],[1829823,2281609],[1831743,2872564],[1833214,2714805],[1849142,2477920],[1859079,2617885],[1865647,2482448],[1869133,2624151],[1874623,2728309],[1895942,2849792],[1896293,2634065],[1898245,2631095],[1899734,2503539],[1907937,2879147],[1909671,2503044],[1916239,2339611],[1921645,2646319],[1930517,2651656],[1936303,2814567],[1937085,2526695],[1938250,2753778],[1942491,2752107],[1953327,2754760],[1955215,2666445],[1979762,2552652],[1987965,2862053],[2008636,2686267],[2014422,2830568],[2015204,2572778],[2016369,2685285],[2025830,2776320],[2027872,2422872],[2047187,2786163],[2047863,2591601],[2053353,2785438],[2055252,2601353],[2069774,2712581],[2083691,2719191],[2101964,2798445],[2121045,2729034],[2121721,2631841],[2127211,2805383],[2129110,2494328],[2132143,2806529],[2137929,2738682],[2158149,2656693],[2191158,2759729],[2192622,2670189],[2203696,2824445],[2209482,2765502],[2227125,2563026],[2237492,2692976],[2261312,2707544],[2292568,2612236],[2303908,2724926],[2324923,2626804],[2334485,2738187],[2385237,2669694],[2395350,2765007] ] cell #4258 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [912529],[942302],[994918],[1031851],[1062086],[1063934],[1117552],[1150689],[1156589],[1181189],[1182245],[1187521],[1190324],[1235633],[1244692],[1262401],[1263995],[1278631],[1309379],[1310804],[1311247],[1316704],[1325481],[1348447],[1350041],[1365045],[1392120],[1393327],[1393770],[1408247],[1425159],[1426753],[1430863],[1439922],[1441025],[1441389],[1456237],[1467137],[1478926],[1480133],[1480576],[1488999],[1494915],[1511965],[1513559],[1521857],[1522209],[1523365],[1523729],[1546417],[1555638],[1556845],[1557288],[1561421],[1571765],[1586395],[1597519],[1608419],[1608771],[1609927],[1610291],[1618995],[1624334],[1629895],[1633457],[1635688],[1641684],[1642891],[1643334],[1647994],[1648099],[1651467],[1652973],[1662367],[1675363],[1675806],[1684229],[1684581],[1685737],[1686101],[1690145],[1708789],[1713072],[1725664],[1733315],[1733420],[1736788],[1738294],[1745460],[1746510],[1752276],[1757634],[1761000],[1761162],[1762973],[1763416],[1768534],[1768886],[1770042],[1770406],[1775593],[1778222],[1789346],[1800246],[1801754],[1802118],[1807349],[1807454],[1810822],[1812328],[1821722],[1825284],[1827515],[1834718],[1835161],[1848751],[1852678],[1857227],[1858714],[1861343],[1868742],[1870258],[1876464],[1880284],[1881334],[1884531],[1885153],[1886736],[1887100],[1888985],[1889090],[1892458],[1893964],[1899343],[1911935],[1919691],[1923059],[1924565],[1930152],[1931058],[1931163],[1932781],[1943905],[1947271],[1947433],[1949244],[1949687],[1954805],[1956313],[1956677],[1958367],[1967481],[1967586],[1973688],[1976257],[1978017],[1979371],[1988662],[1989648],[1997771],[1997956],[1998308],[1999824],[2002235],[2003903],[2006030],[2008271],[2009177],[2009282],[2010900],[2027481],[2031408],[2035957],[2037444],[2040073],[2046409],[2047472],[2048468],[2059014],[2060064],[2063261],[2063883],[2065466],[2065830],[2067820],[2071188],[2072694],[2074554],[2074716],[2078794],[2080143],[2080328],[2082330],[2083326],[2088893],[2091339],[2091725],[2091830],[2092458],[2102696],[2109545],[2111526],[2111684],[2112670],[2115647],[2121330],[2122326],[2137015],[2143117],[2145686],[2147446],[2148800],[2157276],[2157438],[2167200],[2167385],[2167737],[2169253],[2171664],[2173332],[2175459],[2177700],[2178606],[2178711],[2180329],[2183526],[2184148],[2187838],[2189399],[2189557],[2192231],[2194219],[2195532],[2197066],[2198879],[2200064],[2208568],[2213426],[2216424],[2218079],[2221991],[2224928],[2238783],[2238968],[2240970],[2241966],[2247533],[2249979],[2250365],[2250470],[2251098],[2259141],[2260279],[2260901],[2268185],[2270166],[2270324],[2271310],[2274287],[2279433],[2279970],[2280966],[2285565],[2290565],[2290791],[2295220],[2296156],[2297875],[2305199],[2305384],[2307386],[2308382],[2312785],[2315459],[2320294],[2323292],[2331796],[2336070],[2336228],[2337577],[2338902],[2340890],[2342203],[2343737],[2345550],[2346735],[2348814],[2354748],[2355239],[2355867],[2360097],[2363095],[2364750],[2368662],[2371599],[2373580],[2383772],[2390009],[2396935],[2397093],[2398442],[2399767],[2403187],[2403413],[2410497],[2418006],[2421004],[2424418],[2424644],[2425700],[2426205],[2429073],[2430009],[2431728],[2436390],[2439237],[2441050],[2442235],[2446638],[2447987],[2449312],[2454147],[2457145],[2465649],[2477486],[2479466],[2479692],[2480748],[2481253],[2485335],[2491572],[2498656],[2500005],[2501330],[2504298],[2505561],[2510535],[2514964],[2517619],[2523713],[2523939],[2524995],[2525500],[2531023],[2538532],[2541530],[2551848],[2553411],[2554674],[2569796],[2570022],[2571078],[2571583],[2576341],[2584511],[2586717],[2592360],[2593623],[2598597],[2605681],[2613229],[2616927],[2619542],[2626270],[2632600],[2633863],[2645515],[2653313],[2663689],[2670472],[2670938],[2681611],[2687924],[2697667],[2718069],[2728592],[2739431],[2766645] ] cell #4259 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4260 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [473035],[534383],[550743],[561000],[606888],[628826],[646541],[655512],[657692],[681054],[697414],[707671],[715206],[717823],[730920],[749857],[759996],[768967],[787466],[796437],[800348],[805181],[814152],[816332],[824409],[838088],[846606],[858079],[871176],[881315],[887252],[900349],[910488],[912346],[912534],[914541],[919286],[929425],[938396],[940576],[942307],[959845],[963587],[965371],[994735],[994923],[999314],[1016818],[1025336],[1027713],[1029915],[1031689],[1031925],[1032445],[1034833],[1036809],[1049906],[1060045],[1061903],[1062091],[1064098],[1081430],[1081608],[1082090],[1085450],[1114404],[1117626],[1118146],[1119930],[1146116],[1149858],[1151642],[1151820],[1152302],[1156445],[1156661],[1156702],[1181006],[1181194],[1183383],[1185585],[1187359],[1187595],[1188115],[1190503],[1200170],[1202860],[1207556],[1207996],[1208037],[1233767],[1235781],[1240785],[1240963],[1241445],[1244764],[1244805],[1266239],[1273257],[1273435],[1273917],[1277277],[1279327],[1279767],[1279808],[1283802],[1299537],[1306231],[1309453],[1309973],[1311935],[1312417],[1316560],[1316776],[1316817],[1324487],[1325629],[1331730],[1336801],[1337245],[1352285],[1362542],[1362720],[1363202],[1365191],[1365232],[1369928],[1370368],[1370409],[1386099],[1395578],[1396060],[1398090],[1402786],[1403226],[1403267],[1409298],[1409742],[1428997],[1429902],[1431011],[1436015],[1436193],[1436675],[1439994],[1440035],[1442085],[1442525],[1442566],[1446560],[1454870],[1456383],[1456424],[1462444],[1482384],[1482866],[1488005],[1492687],[1493127],[1493168],[1494873],[1495248],[1500319],[1500763],[1515803],[1516708],[1522005],[1525545],[1525985],[1526026],[1528106],[1533177],[1533621],[1559096],[1559578],[1559744],[1561567],[1561608],[1566304],[1566744],[1566785],[1572816],[1573260],[1585662],[1586353],[1586728],[1597706],[1608567],[1612107],[1612547],[1612588],[1614781],[1617628],[1619182],[1622658],[1623102],[1625202],[1634064],[1645142],[1645624],[1645790],[1647253],[1651613],[1651654],[1655130],[1655574],[1657674],[1680041],[1687917],[1688357],[1688398],[1690103],[1690478],[1695549],[1695993],[1712260],[1714233],[1715904],[1725997],[1732574],[1736934],[1736975],[1740451],[1740895],[1743093],[1745292],[1745777],[1746843],[1757821],[1761741],[1764346],[1772222],[1772662],[1772703],[1774805],[1777004],[1778180],[1778555],[1789533],[1804415],[1806608],[1814485],[1814929],[1817029],[1825891],[1840488],[1843233],[1844479],[1849912],[1851583],[1857926],[1860125],[1861301],[1861676],[1869903],[1871574],[1880116],[1881667],[1888244],[1896121],[1896565],[1898531],[1900504],[1902175],[1912268],[1923246],[1927166],[1929364],[1931563],[1944092],[1948012],[1958974],[1964857],[1965810],[1971108],[1975099],[1976089],[1978559],[1980532],[1982203],[1990045],[1992790],[1994036],[1999469],[2001140],[2007483],[2009682],[2019218],[2028642],[2030313],[2038855],[2040406],[2058846],[2060397],[2075295],[2080656],[2081676],[2090054],[2090984],[2092230],[2095352],[2106816],[2107769],[2113067],[2117058],[2140537],[2144528],[2145518],[2149961],[2151632],[2168898],[2170569],[2179111],[2198414],[2199276],[2213754],[2214774],[2223152],[2225328],[2248694],[2249624],[2250870],[2253992],[2258973],[2271707],[2275698],[2321642],[2345085],[2345947],[2354393],[2355639],[2369823],[2371999],[2441447],[2455495],[2466049], [261526,561268],[322824,657546],[355193,707939],[388905,757063],[393199,762215],[429849,816186],[435149,824677],[440333,834361],[467715,868638],[501662,914809],[509431,926492],[513725,931644],[519532,940430],[525412,950869],[554838,986217],[574186,1013091],[592698,1034687],[601568,1047368],[608649,1057112],[612943,1062264],[618687,1072633],[637797,1094727],[672083,1137140],[673941,1138235],[685933,1151165],[692376,1159659],[701509,1172488],[709886,1183047],[741059,1221445],[742917,1222540],[777327,1264460],[779101,1262877],[779857,1265903],[792782,1279159],[807039,1298350],[818247,1311757],[851185,1350506],[852959,1348923],[853715,1351949],[883173,1384912],[892055,1392648],[892312,1395400],[905843,1408352],[921060,1425635],[921816,1428661],[970174,1479454],[970431,1482206],[1001088,1512441],[1001844,1515467],[1006345,1520863],[1010339,1522314],[1041612,1556166],[1041869,1558918],[1087981,1607425],[1091975,1608876],[1107710,1624810],[1124733,1642212],[1124990,1644964],[1130207,1650100],[1162015,1683235],[1166009,1684686],[1214512,1735421],[1234672,1752804],[1247336,1767540],[1251330,1768991],[1290322,1809455],[1291524,1811009],[1329650,1847584],[1363368,1876569],[1376884,1891091],[1378086,1892645],[1421687,1933114],[1460344,1968547],[1471306,1978204],[1484811,1988767],[1508493,2011233],[1574462,2071375],[1585177,2078899],[1601626,2092791],[1666536,2147633],[1703723,2180662],[1724446,2195637],[1793453,2251431],[1910717,2342308] ] cell #4261 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1032685],[1064366],[1118386],[1156655],[1188355],[1190357],[1244758],[1278697],[1284765],[1310213],[1311280],[1316770],[1319774],[1365111],[1374287],[1392186],[1393803],[1408641],[1439988],[1441455],[1441917],[1447523],[1456303],[1478992],[1480609],[1495537],[1522603],[1523795],[1524257],[1538827],[1555704],[1557321],[1561487],[1570663],[1571870],[1572159],[1587017],[1597585],[1609165],[1610357],[1610819],[1619061],[1624942],[1641750],[1643367],[1651533],[1651944],[1653078],[1653367],[1675839],[1684975],[1686167],[1686629],[1690767],[1701199],[1715644],[1726286],[1736854],[1737265],[1738399],[1738688],[1747132],[1752342],[1757700],[1761140],[1763449],[1769280],[1770472],[1770934],[1775758],[1777489],[1778844],[1780360],[1789412],[1802184],[1802646],[1810888],[1811299],[1812433],[1812722],[1816769],[1835194],[1839468],[1851323],[1858879],[1860610],[1861965],[1863481],[1870324],[1871314],[1876858],[1881956],[1885219],[1885310],[1887166],[1887628],[1892524],[1892935],[1894069],[1894358],[1899551],[1901915],[1912557],[1923125],[1924670],[1924959],[1930317],[1932048],[1933403],[1934919],[1943971],[1947411],[1949720],[1956743],[1957205],[1970088],[1973853],[1978083],[1979579],[1981943],[1989025],[1990426],[1996352],[1999890],[2000880],[2003925],[2004525],[2006135],[2006424],[2008436],[2010167],[2011522],[2013038],[2018198],[2030053],[2037609],[2040695],[2042211],[2047680],[2048633],[2050044],[2050304],[2060686],[2063949],[2064040],[2065896],[2066358],[2071254],[2072799],[2073088],[2074694],[2083491],[2084232],[2089101],[2091405],[2093080],[2094332],[2103140],[2103981],[2111548],[2111789],[2112047],[2113448],[2115812],[2117283],[2119374],[2121538],[2122491],[2123902],[2124162],[2139517],[2143282],[2147512],[2149008],[2151372],[2157416],[2158454],[2159474],[2169319],[2170309],[2173354],[2173954],[2175564],[2175853],[2177865],[2180951],[2182467],[2184214],[2184305],[2188282],[2189421],[2189662],[2191419],[2192439],[2197394],[2199657],[2200229],[2200710],[2200970],[2210240],[2216589],[2218328],[2218523],[2219364],[2222199],[2227430],[2228450],[2242131],[2247741],[2250045],[2251720],[2252972],[2260967],[2261058],[2270188],[2270429],[2270687],[2272088],[2274452],[2275923],[2278014],[2280178],[2281131],[2282542],[2282802],[2285587],[2286187],[2289673],[2291040],[2291235],[2293584],[2295395],[2296600],[2297980],[2299572],[2300757],[2308547],[2312890],[2315667],[2317108],[2320622],[2323457],[2336092],[2336333],[2338090],[2339110],[2344065],[2346328],[2346900],[2347381],[2347641],[2354814],[2355889],[2356489],[2363260],[2364999],[2365194],[2366035],[2368870],[2373602],[2374101],[2375121],[2379337],[2383947],[2384143],[2388085],[2388891],[2390453],[2396957],[2397198],[2398955],[2399975],[2403857],[2406206],[2410602],[2413379],[2421169],[2424893],[2425088],[2426227],[2427437],[2429248],[2430453],[2431833],[2433425],[2434610],[2436412],[2441828],[2442400],[2442881],[2446743],[2449520],[2450961],[2454475],[2457310],[2459049],[2468405],[2473826],[2479941],[2480136],[2481275],[2482485],[2485510],[2485706],[2492016],[2498761],[2501538],[2504473],[2504669],[2505583],[2506036],[2508611],[2509417],[2510979],[2515139],[2517724],[2519316],[2520501],[2524383],[2525522],[2526732],[2531128],[2533905],[2541695],[2551953],[2553586],[2553782],[2554696],[2555149],[2558735],[2564156],[2570466],[2571605],[2572815],[2575430],[2576516],[2580851],[2584793],[2587161],[2592535],[2592731],[2593645],[2594098],[2599041],[2605786],[2608563],[2617371],[2618631],[2619717],[2632775],[2632971],[2633885],[2634338],[2638477],[2645620],[2647449],[2652402],[2653488],[2657823],[2664133],[2670647],[2673729],[2675919],[2681633],[2687013],[2688099],[2698111],[2704739],[2713711],[2719534],[2719923],[2728767],[2734039],[2742222],[2759588],[2768110],[2777052],[2799469] ] cell #4262 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4263 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1117454],[1243790],[1287805],[1309281],[1320384],[1365185],[1373278],[1417158],[1439020],[1450563],[1450725],[1456377],[1495609],[1503591],[1539569],[1547662],[1561561],[1569654],[1572657],[1580676],[1581656],[1587089],[1597659],[1619135],[1624944],[1632953],[1633415],[1651607],[1652686],[1653865],[1668977],[1690839],[1698821],[1701941],[1701953],[1710034],[1715646],[1726358],[1736928],[1738007],[1739186],[1747204],[1757774],[1760351],[1760640],[1778916],[1779956],[1781102],[1781114],[1789486],[1795295],[1810962],[1812041],[1813220],[1816771],[1824780],[1825242],[1827655],[1828332],[1836314],[1839470],[1851325],[1862037],[1863077],[1864223],[1864235],[1871316],[1878935],[1882028],[1884551],[1892598],[1893677],[1894856],[1901917],[1902907],[1903915],[1904592],[1912629],[1923199],[1925457],[1928874],[1933475],[1934515],[1935661],[1935673],[1944045],[1946622],[1946911],[1949854],[1957863],[1958325],[1966805],[1970090],[1978157],[1981945],[1982935],[1983943],[1984620],[1989027],[1997094],[1998576],[2000882],[2006922],[2011594],[2012634],[2013780],[2013792],[2018200],[2018245],[2018302],[2022446],[2030055],[2040767],[2042953],[2042965],[2045905],[2046367],[2050046],[2051036],[2052044],[2052721],[2057665],[2060758],[2063281],[2071328],[2073586],[2073905],[2074194],[2082598],[2090475],[2093152],[2094334],[2094379],[2094436],[2098580],[2108190],[2110867],[2112049],[2120116],[2120128],[2123904],[2124894],[2125902],[2126579],[2130960],[2136234],[2139519],[2147586],[2150382],[2151374],[2153372],[2154049],[2156627],[2156916],[2158456],[2158501],[2158558],[2162702],[2168005],[2170311],[2176351],[2177930],[2181023],[2183209],[2183221],[2183546],[2191421],[2197396],[2197498],[2198795],[2200712],[2202513],[2207787],[2215155],[2217072],[2223573],[2225573],[2226250],[2227432],[2227477],[2227534],[2231678],[2241238],[2242196],[2249115],[2251792],[2252714],[2252974],[2253076],[2254373],[2257220],[2260299],[2262130],[2262833],[2262890],[2270689],[2278756],[2278768],[2280238],[2282544],[2284542],[2285219],[2293586],[2293631],[2293688],[2295397],[2298293],[2298784],[2307654],[2308612],[2310307],[2313694],[2317464],[2320624],[2320726],[2322023],[2323940],[2325741],[2326444],[2326501],[2337044],[2338092],[2339170],[2344067],[2344169],[2345466],[2347383],[2348834],[2349184],[2349675],[2358270],[2363325],[2370244],[2372244],[2372921],[2374103],[2374205],[2378349],[2383473],[2383949],[2384499],[2386687],[2388061],[2392849],[2392906],[2397909],[2398957],[2400035],[2401465],[2406208],[2406310],[2408019],[2410915],[2411406],[2416179],[2421234],[2425720],[2427439],[2427541],[2429250],[2432146],[2432637],[2436051],[2447454],[2449580],[2451317],[2454477],[2454579],[2455876],[2457793],[2459594],[2460297],[2460354],[2467978],[2468381],[2469017],[2473156],[2474182],[2476370],[2480768],[2482487],[2482589],[2485512],[2486062],[2488250],[2489624],[2494469],[2499472],[2501598],[2504475],[2505025],[2505222],[2507213],[2508587],[2513375],[2513432],[2525015],[2526734],[2526836],[2528545],[2531441],[2531932],[2536705],[2544383],[2547934],[2548973],[2553588],[2554138],[2554335],[2556326],[2558711],[2559347],[2562327],[2564512],[2566700],[2571098],[2572817],[2572919],[2575406],[2576042],[2580181],[2581207],[2583395],[2589614],[2592537],[2593087],[2593284],[2595275],[2596649],[2601494],[2614653],[2618607],[2619243],[2623572],[2626290],[2628162],[2632777],[2633327],[2633524],[2635515],[2638050],[2641601],[2642640],[2647805],[2649993],[2652378],[2653014],[2658179],[2660367],[2666586],[2670649],[2674085],[2675492],[2681272],[2683035],[2686989],[2687625],[2695393],[2699983],[2704312],[2708902],[2714067],[2716255],[2719510],[2722500],[2726192],[2733612],[2742578],[2743985],[2751528],[2756118],[2759459],[2762972],[2779629],[2790741],[2795251],[2809772],[2832857] ] cell #4264 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [2005953],[2088615],[2106330],[2118823],[2119198],[2156445],[2175382],[2186591],[2197077],[2213437],[2221713],[2224585],[2225004],[2247255],[2259748],[2260123],[2277463],[2277838],[2287615],[2288534],[2297355],[2312265],[2317427],[2320305],[2322994],[2343748],[2352024],[2354896],[2355315],[2368384],[2371256],[2371675],[2380877],[2381252],[2381401],[2384462],[2388016],[2401420],[2407969],[2409977],[2412865],[2431208],[2436370],[2439248],[2441937],[2451280],[2454158],[2456847],[2459217],[2465306],[2465725],[2467933],[2468336],[2468967],[2474145],[2486025],[2489579],[2493729],[2504988],[2505541],[2506204],[2508542],[2515091],[2517099],[2528495],[2530503],[2533391],[2535665],[2541232],[2544338],[2547889],[2548923],[2554101],[2554654],[2555317],[2558666],[2559297],[2564475],[2566023],[2575361],[2575992],[2576468],[2577031],[2581170],[2584724],[2593050],[2593603],[2594266],[2596604],[2600754],[2603153],[2608049],[2614608],[2618562],[2619193],[2619669],[2620232],[2623527],[2628112],[2633290],[2633843],[2634506],[2638005],[2638408],[2639039],[2641556],[2642590],[2647768],[2648984],[2651155],[2652333],[2652964],[2653440],[2654003],[2658142],[2659690],[2665846],[2674048],[2675447],[2675850],[2676481],[2681591],[2682990],[2685726],[2686944],[2687575],[2688051],[2688614],[2695348],[2699933],[2700972],[2702585],[2704267],[2704670],[2705301],[2708852],[2714030],[2715246],[2715578],[2719465],[2721411],[2722450],[2727680],[2728719],[2732168],[2733567],[2733970],[2734601],[2742541],[2743532],[2743940],[2744974],[2746376],[2751483],[2754219],[2756068],[2757107],[2759328],[2762221],[2762927],[2767335],[2768041],[2769987],[2771026],[2778540],[2779579],[2780390],[2789297],[2790696],[2791730],[2793636],[2795120],[2795737],[2799209],[2799826],[2802102],[2809021],[2809727],[2810372],[2816787],[2817826],[2822560],[2825759],[2827860],[2832726],[2833343],[2839708],[2852156],[2857456], [1079104,2088945],[1238459,2222043],[1270931,2247585],[1284249,1801201],[1361322,2315511],[1411827,2148852],[1414271,1923995],[1433689,2368714],[1447007,1955760],[1486689,2402636],[1502848,2413223],[1544556,2041115],[1557698,2449364],[1560191,2055797],[1575345,2280022],[1577789,2072124],[1616702,2484782],[1627585,2490795],[1643744,2501382],[1646237,2129655],[1656539,2338954],[1681919,2523162],[1682319,2161710],[1689499,2166240],[1698078,2533749],[1706928,2181371],[1729433,2550537],[1741860,2399819],[1755341,2563232],[1766224,2569245],[1766624,2230686],[1773804,2235216],[1776063,2423867],[1808529,2591807],[1808629,2264970],[1809004,2264975],[1815894,2268815],[1819412,2597820],[1835571,2608407],[1838064,2288295],[1854793,2615914],[1855996,2616703],[1856396,2302131],[1859184,2478915],[1890165,2632047],[1890265,2328581],[1890640,2328586],[1897530,2332426],[1899278,2503745],[1915704,2644204],[1928131,2520345],[1930622,2357252],[1930820,2359472],[1931239,2360108],[1941612,2656899],[1952495,2662912],[1952895,2377357],[1960075,2381887],[1974158,2549984],[1976764,2673281],[1976864,2394198],[1977239,2394203],[1979306,2552858],[2005553,2685085],[2008741,2415161],[2008939,2417381],[2009358,2418017],[2018111,2574958],[2033523,2696654],[2034726,2697443],[2035126,2435984],[2037914,2585940],[2043842,2701547],[2047407,2443906],[2048170,2446118],[2068895,2712787],[2068995,2462434],[2069370,2462439],[2076260,2466279],[2083796,2470028],[2087725,2720466],[2088828,2615438],[2091487,2476861],[2091906,2477497],[2094245,2618159],[2116117,2629173],[2118723,2731401],[2121265,2495924],[2122028,2498136],[2143587,2643651],[2146193,2741774],[2146293,2514724],[2146668,2514729],[2148735,2646525],[2154842,2745246],[2156045,2746035],[2158367,2521946],[2174982,2753578],[2178170,2535687],[2178368,2537907],[2178787,2538543],[2192166,2545168],[2194199,2547354],[2195970,2671581],[2197307,2672451],[2199766,2551328],[2216894,2560358],[2220823,2769042],[2221926,2683820],[2227343,2568029],[2242436,2577053],[2246365,2777595],[2247468,2696178],[2250127,2583886],[2250546,2584522],[2252885,2698899],[2257042,2700994],[2259648,2782261],[2274757,2709913],[2277363,2788530],[2279905,2602949],[2280668,2605161],[2287215,2792791],[2290545,2610742],[2293497,2611612],[2295347,2613483],[2296905,2720421],[2308852,2620254],[2315153,2800182],[2315394,2624357],[2319198,2729701],[2320535,2730571],[2338837,2638835],[2340870,2641021],[2342641,2740074],[2343978,2740944],[2346437,2644995],[2351134,2810728],[2352237,2744770],[2363565,2654025],[2367494,2815842],[2368597,2752313],[2374014,2661696],[2378171,2757129],[2380777,2820508],[2383899,2668570],[2399702,2676277],[2403167,2679124],[2405570,2767506],[2406119,2679994],[2409527,2768997],[2421474,2688636],[2424398,2691482],[2427350,2692352],[2429200,2694223],[2430758,2777550],[2438141,2780561],[2439478,2781431],[2449006,2837788],[2449247,2705097],[2450778,2789319],[2453051,2786830],[2454388,2787700],[2461544,2841415],[2462647,2791526],[2479446,2723432],[2482398,2724302],[2485462,2726690],[2487573,2800137],[2501024,2850364],[2501265,2734397],[2502796,2732190],[2504425,2737063],[2508375,2852022],[2516649,2810683],[2523693,2747617],[2526096,2814306],[2526645,2748487],[2527479,2817622],[2530053,2815797],[2537436,2818808],[2538773,2819678],[2553538,2763883],[2557488,2863069],[2569776,2772008],[2572179,2830307],[2572728,2772878],[2573562,2770822],[2578644,2832439],[2591307,2838683],[2592487,2783819],[2594598,2837743],[2595844,2840414],[2604711,2841370],[2613209,2794833],[2621845,2846660],[2631547,2801077],[2632727,2803764],[2634838,2850319],[2636084,2802808],[2637597,2851697],[2640441,2851977],[2651497,2856839],[2669560,2822101],[2670599,2822381],[2675039,2862744],[2677883,2863024],[2686108,2827243],[2691311,2866813],[2703049,2870679],[2718759,2844041],[2723261,2875195],[2732349,2847907],[2736752,2878139],[2759945,2861045],[2763572,2884337] ] cell #4265 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4266 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [912522],[942295],[994911],[1031846],[1062079],[1063867],[1117547],[1150684],[1156593],[1181182],[1182178],[1187516],[1190262],[1235628],[1244696],[1262396],[1263928],[1278635],[1309374],[1310799],[1311185],[1316708],[1325476],[1348442],[1349974],[1365049],[1392124],[1393322],[1393708],[1408313],[1425154],[1426686],[1430858],[1439926],[1441087],[1441393],[1456241],[1467132],[1478930],[1480128],[1480514],[1488994],[1494925],[1511960],[1513492],[1521852],[1522275],[1523427],[1523733],[1546350],[1555642],[1556840],[1557226],[1561425],[1571831],[1586405],[1597523],[1608414],[1608837],[1609989],[1610295],[1618999],[1624329],[1629890],[1635621],[1641688],[1642886],[1643272],[1648226],[1650061],[1651471],[1653039],[1662362],[1675358],[1675744],[1684224],[1684647],[1685799],[1686105],[1690155],[1708722],[1713082],[1725674],[1733547],[1735382],[1736792],[1738360],[1745455],[1746520],[1752280],[1757638],[1760995],[1762968],[1763354],[1768529],[1768952],[1770104],[1770410],[1775719],[1778232],[1789350],[1800241],[1801816],[1802122],[1807581],[1809416],[1810826],[1812394],[1821717],[1827448],[1834713],[1835099],[1848761],[1852805],[1857222],[1858840],[1861353],[1868752],[1870262],[1876530],[1880279],[1881344],[1885157],[1885365],[1886798],[1887104],[1889217],[1891052],[1892462],[1894030],[1899353],[1911945],[1919818],[1923063],[1924631],[1930278],[1931290],[1932791],[1933075],[1943909],[1947266],[1949239],[1949625],[1954800],[1956375],[1956681],[1967713],[1968508],[1973814],[1976252],[1978021],[1979381],[1988728],[1989654],[1998018],[1998318],[1999828],[2002362],[2003913],[2004672],[2006096],[2008397],[2009409],[2010910],[2011194],[2027491],[2031535],[2035952],[2037570],[2040083],[2047482],[2048594],[2059009],[2060074],[2063887],[2064095],[2065528],[2065834],[2067947],[2071192],[2072760],[2074549],[2078860],[2080390],[2082340],[2083452],[2088903],[2091343],[2091957],[2092468],[2092752],[2102702],[2109672],[2111536],[2111750],[2112676],[2115773],[2117293],[2121340],[2122452],[2137142],[2143243],[2145681],[2147450],[2148810],[2157271],[2167447],[2167747],[2169257],[2171791],[2173342],[2174101],[2175525],[2177826],[2178838],[2180339],[2180623],[2184152],[2184360],[2187844],[2189409],[2189623],[2192241],[2194229],[2195598],[2197128],[2198885],[2200190],[2208695],[2213488],[2216550],[2218085],[2218338],[2222001],[2225055],[2239030],[2240980],[2242092],[2247543],[2249983],[2250597],[2251108],[2251392],[2259136],[2260905],[2261113],[2268312],[2270176],[2270390],[2271316],[2274413],[2275933],[2279980],[2281092],[2285575],[2286334],[2290575],[2290797],[2291050],[2295226],[2296162],[2297941],[2305446],[2307396],[2308508],[2312851],[2315469],[2320356],[2323418],[2331923],[2336080],[2336294],[2338912],[2340900],[2342269],[2343799],[2345556],[2346861],[2354752],[2355366],[2355877],[2356636],[2360159],[2363221],[2364756],[2365009],[2368672],[2371726],[2373590],[2379347],[2383778],[2390015],[2396945],[2397159],[2399777],[2403197],[2403419],[2410563],[2418068],[2421130],[2424428],[2424650],[2424903],[2426215],[2429079],[2430015],[2431794],[2436400],[2439299],[2441056],[2442361],[2442891],[2446704],[2449322],[2454209],[2457271],[2459059],[2465776],[2477548],[2479476],[2479698],[2479951],[2481263],[2485341],[2491578],[2498722],[2501340],[2504304],[2505571],[2506046],[2510541],[2514970],[2515149],[2517685],[2523723],[2523945],[2525510],[2531089],[2538594],[2541656],[2551914],[2553417],[2554684],[2555159],[2569806],[2570028],[2571593],[2576347],[2576526],[2584573],[2586723],[2592366],[2593633],[2594108],[2598603],[2605747],[2613239],[2616933],[2619548],[2619727],[2632606],[2633873],[2634348],[2645581],[2653319],[2653498],[2663695],[2670478],[2670944],[2681621],[2687930],[2688109],[2697673],[2718075],[2728598],[2728777],[2739437],[2766651] ] cell #4267 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1544818],[1596113],[1674160],[1707190],[1756228],[1787940],[1800664],[1816156],[1833515],[1874631],[1897792],[1921653],[1931726],[1938551],[1942499],[1955223],[1990236],[2004197],[2009845],[2016670],[2048912],[2048992],[2053361],[2055260],[2069782],[2076522],[2092393],[2104156],[2113258],[2122770],[2122850],[2127219],[2129118],[2137937],[2158157],[2159083],[2159665],[2159715],[2173626],[2179274],[2186099],[2199467],[2200508],[2200588],[2209490],[2219539],[2227133],[2228059],[2228641],[2228691],[2237500],[2251033],[2261342],[2262614],[2262796],[2271898],[2281410],[2281490],[2285859],[2287758],[2292576],[2299747],[2300366],[2300948],[2300998],[2303916],[2324953],[2326225],[2326407],[2334515],[2346138],[2347179],[2347259],[2356161],[2356904],[2366210],[2373804],[2374730],[2375312],[2375362],[2385267],[2388115],[2391794],[2392630],[2392812],[2395380],[2405198],[2413570],[2414813],[2423519],[2426429],[2433600],[2434219],[2434801],[2434851],[2437769],[2441638],[2458806],[2460078],[2460260],[2468435],[2469680],[2472194],[2473640],[2474950],[2478567],[2481477],[2486830],[2493357],[2494375],[2505793],[2508641],[2512320],[2513156],[2513338],[2515906],[2519491],[2520692],[2525724],[2534096],[2535339],[2544057],[2548391],[2549636],[2554906],[2558765],[2560010],[2563970],[2565280],[2571807],[2575460],[2576705],[2579219],[2580665],[2581975],[2585592],[2588502],[2589520],[2593855],[2600382],[2601400],[2608754],[2614327],[2618661],[2619906],[2623246],[2625095],[2627580],[2628825],[2631103],[2634095],[2637724],[2642058],[2643303],[2647263],[2648573],[2652432],[2653677],[2657637],[2658947],[2665474],[2666492],[2675166],[2680496],[2682709],[2685315],[2687043],[2688288],[2695067],[2699401],[2700646],[2703986],[2705835],[2708320],[2709565],[2711843],[2713525],[2714835],[2719564],[2727807],[2729064],[2731842],[2733286],[2735135],[2739150],[2743659],[2748989],[2751202],[2753808],[2755536],[2756781],[2759759],[2760765],[2765970],[2768492],[2773380],[2776693],[2784936],[2786193],[2788971],[2790415],[2793992],[2798818],[2800876],[2804881],[2806559],[2807565],[2815292],[2821676],[2824475],[2825481],[2831598],[2838482],[2845819],[2851272],[2862319], [1762389,2225491],[1870182,2108048],[1885969,2323736],[1886573,2323816],[1927814,2355802],[1948660,2372162],[1960531,2382242],[1990286,2215015],[1999748,2223431],[2004987,2412988],[2005250,2413620],[2044708,2442679],[2045312,2442759],[2064699,2457589],[2065303,2457669],[2075943,2466212],[2076908,2467046],[2090333,2091263],[2103974,2313687],[2111670,2489678],[2113308,2321883],[2118269,2494193],[2150240,2354672],[2155479,2520110],[2155742,2520742],[2169177,2370102],[2174416,2533514],[2174679,2534146],[2184964,2541974],[2185568,2542054],[2185793,2542186],[2189543,2544437],[2198655,2199517],[2210233,2401458],[2218413,2562524],[2219357,2411399],[2224412,2684558],[2248973,2249903],[2252595,2584823],[2254233,2441688],[2259194,2589338],[2270310,2596703],[2271948,2455736],[2276909,2601218],[2279680,2603211],[2286649,2608172],[2286912,2608804],[2289666,2467971],[2291125,2610996],[2297861,2614707],[2298777,2299565],[2312771,2623626],[2317101,2489617],[2322435,2731073],[2336214,2638104],[2336925,2638507],[2337824,2639097],[2345326,2346188],[2348724,2645817],[2349668,2519309],[2365084,2656191],[2366028,2531925],[2371083,2753051],[2373724,2661795],[2380323,2666310],[2384136,2544376],[2388054,2388078],[2388884,2547927],[2390343,2671835],[2397079,2675546],[2397790,2675949],[2398689,2676539],[2403747,2679378],[2410483,2683089],[2412439,2770114],[2424978,2691736],[2425610,2692071],[2426349,2692451],[2431714,2695447],[2432630,2433418],[2436044,2584786],[2446624,2704366],[2447335,2704769],[2448234,2705359],[2450954,2596642],[2456288,2788202],[2459134,2712079],[2465133,2792264],[2468374,2468398],[2473819,2614646],[2480026,2723686],[2480658,2724021],[2481397,2724401],[2485699,2623565],[2491906,2729955],[2498642,2733666],[2499353,2734069],[2500252,2734659],[2504662,2638043],[2505215,2638470],[2506121,2737845],[2508580,2508604],[2509410,2641594],[2510869,2740328],[2517605,2744039],[2519215,2745032],[2521784,2812770],[2524273,2747871],[2524905,2748206],[2525644,2748586],[2531009,2751582],[2532965,2816914],[2540673,2820180],[2551834,2763026],[2553775,2675485],[2554328,2675912],[2555234,2764665],[2558704,2558728],[2562208,2768140],[2564149,2683028],[2567878,2771084],[2570356,2772262],[2570988,2772597],[2571727,2772977],[2575399,2575423],[2580844,2695386],[2587051,2780815],[2588422,2781530],[2590461,2836424],[2592724,2704305],[2593277,2704732],[2594183,2784601],[2598931,2787084],[2605667,2790795],[2607277,2791788],[2607623,2842487],[2615821,2795551],[2617261,2796557],[2618600,2618624],[2624740,2799640],[2626180,2800646],[2631023,2802907],[2632964,2733605],[2633517,2734032],[2634423,2804546],[2645501,2809826],[2646908,2854071],[2647442,2743978],[2648901,2811465],[2650729,2855077],[2652371,2652395],[2657816,2751521],[2661545,2817884],[2664023,2819062],[2665394,2819777],[2672744,2822916],[2673722,2762965],[2680287,2826115],[2681265,2768103],[2684203,2827674],[2685643,2828680],[2686982,2687006],[2696561,2833157],[2698001,2834163],[2699192,2868591],[2711763,2840513],[2713704,2790734],[2715163,2842152],[2719503,2719527],[2719916,2795244],[2721087,2844579],[2726185,2799462],[2727356,2847023],[2730864,2848263],[2741237,2852512],[2742215,2809765],[2743208,2879413],[2752696,2857270],[2754136,2858276],[2759452,2759581],[2760995,2822627],[2766109,2825921],[2769663,2864138],[2777045,2832850],[2778216,2867351],[2787993,2871035],[2793703,2793798],[2807795,2852223],[2816463,2881232] ] cell #4268 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [383172],[469063],[536453],[602916],[627875],[657582],[683124],[730170],[759045],[786515],[798507],[816222],[864718],[870426],[899599],[909537],[928474],[940466],[982143],[1029165],[1031494],[1034723],[1043448],[1049156],[1059094],[1126569],[1139227],[1151201],[1155952],[1168414],[1184835],[1187164],[1223532],[1253735],[1262913],[1266651],[1278271],[1284232],[1299342],[1316067],[1348959],[1352697],[1385904],[1388280],[1391760],[1408240],[1425671],[1429409],[1446990],[1475086],[1478566],[1512477],[1516215],[1518234],[1522202],[1551798],[1555278],[1560174],[1604796],[1608764],[1624846],[1637844],[1641324],[1646220],[1647987],[1680606],[1682302],[1684574],[1720700],[1733308],[1751916],[1764911],[1766607],[1768879],[1807342],[1808419],[1838047],[1846034],[1856379],[1868394],[1876457],[1888978],[1890055],[1931051],[1952878],[1962651],[1967474],[1976654],[1988655],[2009170],[2035109],[2068785],[2078787],[2086895],[2091718],[2102646],[2146083],[2178599],[2187788],[2195525],[2245535],[2250358],[2296106],[2342196],[2429959] ] cell #4269 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [548461],[653230],[733956],[811870],[840615],[874212],[903385],[956992],[988744],[1019345],[1032951],[1052942],[1105433],[1111551],[1143263],[1154169],[1175015],[1188621],[1231993],[1281902],[1284424],[1288073],[1297260],[1303378],[1314284],[1383822],[1396848],[1409245],[1414158],[1427223],[1444660],[1447182],[1483654],[1514029],[1523207],[1527014],[1538815],[1544798],[1560366],[1577676],[1609769],[1613576],[1646412],[1648642],[1651932],[1668272],[1685579],[1689386],[1707170],[1733963],[1737253],[1769884],[1773691],[1775581],[1779251],[1807997],[1811287],[1816136],[1858702],[1862372],[1877462],[1889633],[1892923],[1897772],[1899382],[1930140],[1931706],[1933810],[1968129],[1979410],[1996340],[2008259],[2009825],[2011929],[2047511],[2048456],[2076502],[2083314],[2092373],[2103128],[2110162],[2121369],[2122314],[2159305],[2179254],[2188270],[2192270],[2200052],[2210568],[2228281],[2251013],[2280954],[2290001],[2296588],[2300588],[2309976],[2346723],[2374952],[2383142],[2389219],[2430441],[2434441],[2472825],[2509745],[2579850] ] cell #4270 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1634570],[1726495],[1747341],[1761832],[1804921],[1826397],[1852042],[1872033],[1882165],[1885974],[1912766],[1927257],[1948103],[1959480],[1961453],[1972471],[1991408],[2001599],[2030772],[2040904],[2044713],[2060895],[2064704],[2075386],[2077003],[2085697],[2103412],[2114430],[2141900],[2152091],[2171028],[2184969],[2244337],[2255355],[2273070], [533094,1724931],[654223,1880601],[658035,1885340],[679765,1911202],[748414,1990275],[752956,1994521],[762375,2004236],[795148,2039340],[812863,2059331],[816675,2064070],[859522,2104501],[869733,2113297],[874275,2117543],[911057,1923536],[911217,1674222],[917843,2159704],[922385,2163950],[931804,2173665],[937107,2179596],[940919,2184335],[961644,2199506],[976727,2211521],[987660,2219884],[997871,2228680],[1002413,2232926],[1014673,2242872],[1031238,1800992],[1035176,2261088],[1038252,2263141],[1048463,2271937],[1053005,2276183],[1060614,2071665],[1060774,1833577],[1062424,2285898],[1083952,2300092],[1085047,2300987],[1096309,2309288],[1110440,2318389],[1121373,2326752],[1130760,2334953],[1147915,2346177],[1157550,1927719],[1159819,2356200],[1170343,2165781],[1170503,1938613],[1173931,2366555],[1184142,2375351],[1186908,1955551],[1188684,2379597],[1190846,2186623],[1208543,2391833],[1210126,2392068],[1211569,2393157],[1215065,2395818],[1244402,2413609],[1245653,1762294],[1255664,2234757],[1255824,2016732],[1257539,2423526],[1275779,2433945],[1276874,2434840],[1280314,2437808],[1284902,2044424],[1286554,2441677],[1288136,2443141],[1290875,2261780],[1292030,2049054],[1299086,2055588],[1302267,2452242],[1313200,2460605],[1317665,2075848],[1319934,2287797],[1337336,2089331],[1337798,2475388],[1343585,2478574],[1370915,2493396],[1373941,2494720],[1374424,1885685],[1377437,2325391],[1378592,2122912],[1385648,2129446],[1387345,2130882],[1403773,2512359],[1405356,2512594],[1406799,2513683],[1409833,2149238],[1410295,2516344],[1414933,2155493],[1416675,2519836],[1417770,2520731],[1420297,2356911],[1421778,1933612],[1422240,2159855],[1439632,2534135],[1440883,1948565],[1443072,2373843],[1447660,2184680],[1451054,2186161],[1460897,2385705],[1467594,2549643],[1467883,2197749],[1471812,2200650],[1474151,2202435],[1493674,2405237],[1495746,1998746],[1500854,2222429],[1501316,2565718],[1504848,2005001],[1507103,2414820],[1508584,2011731],[1509046,2228831],[1526532,2426468],[1533712,2247971],[1534174,2582413],[1539961,2585599],[1540250,2253327],[1545299,2588541],[1546882,2588776],[1548325,2589865],[1550863,2262052],[1551997,2262621],[1552286,2050763],[1567291,2600421],[1570317,2601745],[1570800,2064415],[1573351,2280408],[1574968,2281552],[1578451,2286663],[1581288,2608793],[1582024,2288086],[1587226,2082768],[1590746,2469687],[1597996,2298215],[1601717,2093289],[1602179,2301138],[1613094,2481516],[1623193,2315897],[1623655,2487268],[1625661,2112402],[1630352,2628832],[1630641,2320977],[1636909,2325663],[1638043,2326232],[1638332,2124621],[1655665,2339340],[1662824,2643310],[1663113,2344420],[1667042,2347321],[1669381,2349106],[1681367,2160837],[1688904,2525763],[1690976,2168175],[1696084,2369100],[1696546,2659385],[1700078,2174430],[1702622,2374456],[1703814,2181160],[1704276,2375502],[1707671,2665513],[1710697,2666837],[1713510,2544064],[1716363,2191774],[1719765,2386609],[1730015,2392637],[1730304,2201429],[1740986,2400205],[1750861,2560017],[1751150,2406561],[1752968,2218795],[1758111,2410837],[1765672,2229813],[1773209,2571846],[1779053,2241408],[1782862,2427792],[1789823,2432068],[1793544,2251929],[1794006,2434991],[1815020,2449750],[1816637,2711882],[1817488,2271042],[1822179,2709572],[1822468,2454830],[1829870,2460085],[1830159,2283261],[1839823,2468557],[1841851,2292850],[1849189,2472201],[1855444,2301258],[1862174,2307824],[1865983,2482840],[1869180,2623253],[1875435,2488172],[1896656,2501768],[1898273,2631142],[1902634,2338445],[1916286,2513163],[1916575,2348100],[1937421,2527087],[1939239,2365466],[1944382,2531363],[1951943,2376484],[1970443,2388237],[1982662,2399310],[1989380,2558887],[2015540,2573170],[2020581,2426703],[2027919,2579226],[2034174,2435111],[2096715,2481751],[2139872,2508763], [226062,1162998,2358192],[263504,1248319,2416101],[305784,1340550,2476292],[357171,1443549,2536627],[371009,1466143,2548513],[393846,1504068,2566622],[412809,1536926,2583317],[447417,1596152,2614334],[470304,1628901,2627702],[491535,1661373,2642180],[500968,1677436,2649915],[514372,1699298,2660289],[553266,1750516,2680618],[557827,1756267,2682716],[581270,1787979,2695074],[589247,1799252,2699523],[604157,1820728,2708442],[613590,1836791,2716177],[648920,1874670,2727814],[688138,1921692,2743666],[690140,1674684,2649011],[699937,1936787,2749111],[704498,1942538,2751209],[712475,1953811,2755658],[715990,1450894,2381428],[771490,2014906,2773502],[782588,2026314,2776815],[796958,1800703,2700653],[807560,2053400,2784943],[819095,1573813,2459244],[821236,2069821,2790422],[823238,1834039,2715273],[856446,2102448,2798940],[883694,2127258,2804888],[893160,1656127,2506231],[895429,2137976,2807572],[924547,1939075,2754246],[933983,1702333,2535346],[938917,1955262,2756788],[971279,1741448,2555344],[973548,2209529,2825488],[1004575,2017194,2685753],[1006851,2237539,2831605],[1011439,1782573,2576712],[1042717,1815482,2594293],[1044986,2055299,2788978],[1055354,1828736,2459516],[1088487,2303955,2845826],[1093075,1865694,2619913],[1125838,1897118,2634533],[1128107,2129157,2731849],[1130298,1899781,2637731],[1135398,1906036,2507135],[1162521,2158196,2815299],[1167109,1937132,2653684],[1214603,1979809,2675173],[1219703,1986064,2556248],[1247842,2227172,2768499],[1252430,2015251,2688295],[1257828,2018553,2575582],[1290413,2047910,2703993],[1295513,2054165,2595197],[1330156,2292615,2793999],[1343874,2094687,2618783],[1376975,2121768,2733293],[1382075,2128023,2635437],[1420586,2158809,2652554],[1460435,2192669,2760772],[1507392,2227785,2687165],[1591035,2293939,2719686] ] cell #4271 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [435520],[515725],[575883],[608115],[639494],[673407],[699111],[709308],[742383],[770664],[774618],[779279],[798134],[806505],[848476],[853137],[876399],[882639],[887372],[911812],[916577],[921238],[940093],[959338],[965491],[994201],[996605],[1001266],[1005968],[1027206],[1031867],[1036929],[1038081],[1055129],[1061369],[1073905],[1081550],[1087604],[1108775],[1113897],[1117568],[1120050],[1121202],[1145609],[1151762],[1161638],[1163118],[1180472],[1182876],[1187537],[1196265],[1200290],[1207660],[1211398],[1233260],[1235723],[1240905],[1246959],[1248439],[1265732],[1273377],[1279431],[1291147],[1300602],[1305724],[1309395],[1311877],[1313029],[1325571],[1329273],[1336645],[1340670],[1351778],[1358637],[1362662],[1364472],[1370032],[1373770],[1377709],[1391495],[1395520],[1402890],[1406628],[1428490],[1430953],[1436135],[1442189],[1443669],[1453176],[1455664],[1467227],[1470929],[1478301],[1482326],[1489089],[1492791],[1500163],[1504188],[1515296],[1521947],[1525649],[1533021],[1537046],[1548154],[1555013],[1559038],[1560848],[1566408],[1570146],[1574085],[1583855],[1594458],[1596946],[1608509],[1612211],[1615934],[1618422],[1629985],[1633687],[1641059],[1645084],[1648406],[1650894],[1662457],[1666159],[1673531],[1677556],[1684319],[1688021],[1695393],[1699418],[1710526],[1723124],[1731925],[1733727],[1736215],[1743970],[1754573],[1757061],[1768624],[1772326],[1775682],[1786285],[1788773],[1800336],[1804038],[1807761],[1810249],[1821812],[1825514],[1832886],[1836911],[1845376],[1852985],[1857317],[1858803],[1878794],[1889397],[1891885],[1909395],[1918196],[1919998],[1922486],[1930241],[1940844],[1943332],[1954895],[1958597],[1966664],[1967893],[1973777],[1977444],[2002542],[2008360],[2024106],[2031715],[2036047],[2037533],[2057524],[2068127],[2070615],[2083415],[2085454],[2100240],[2109852],[2115736],[2136093],[2137322],[2143206],[2146873],[2171971],[2177789],[2188943],[2207646],[2208875],[2216513],[2242055],[2244094],[2268492],[2274376],[2308471],[2312171],[2332103],[2335614],[2363184],[2396479],[2421093],[2446024],[2498042],[2547130] ] cell #4272 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1116405],[1242700],[1308232],[1365030],[1372174],[1437930],[1449514],[1456222],[1495471],[1549622],[1561406],[1568550],[1579586],[1586951],[1625097],[1651452],[1678272],[1690701],[1701786],[1708930],[1715799],[1736773],[1778778],[1780947],[1796068],[1805074],[1816924],[1828194],[1861899],[1864068],[1902070],[1903680],[1904454],[1919063],[1935506],[1950007],[1982098],[1983708],[1984482],[2013625],[2022181],[2022599],[2036293],[2051809],[2052583],[2098315],[2098733],[2125667],[2126441],[2131153],[2133923],[2162437],[2162855],[2202706],[2205476],[2217845],[2231413],[2231831],[2236444],[2262323],[2265093],[2302860],[2316838],[2325934],[2328704],[2357573],[2358463],[2386880],[2406863],[2415482],[2416372],[2445016],[2470902],[2476563],[2484192],[2497034],[2536898],[2543840],[2550858],[2583588],[2604059],[2614110],[2644525],[2694850], [874889,2120306],[992370,2225766],[993089,1503444],[1053619,2278946],[1064345,2076856],[1079590,1597504],[1109706,2318164],[1115600,2324075],[1115741,1632800],[1178641,2372437],[1179360,1698674],[1189298,2183399],[1190486,2186008],[1199436,2386384],[1205963,1726220],[1236622,2408592],[1238945,1757619],[1242790,1760504],[1271417,1789331],[1288750,2043143],[1301533,2452017],[1307427,2457928],[1307568,1824627],[1312400,2280615],[1317910,2284735],[1318629,1836167],[1319890,2287950],[1328696,2470619],[1334585,1851478],[1361808,1618980],[1365427,2489931],[1368335,1881890],[1394666,2506910],[1396043,2339547],[1401193,1912491],[1412313,1923044],[1414796,2153137],[1418276,2153565],[1418995,1928727],[1431852,2529118],[1434175,1943890],[1438020,1946775],[1442815,2374443],[1443028,2374646],[1448709,2378484],[1448850,1957710],[1458804,2545569],[1462339,1971063],[1481472,2556023],[1482849,2400412],[1492214,1747066],[1498103,2001035],[1525072,2577644],[1526275,2427779],[1526488,2427982],[1530961,2030208],[1539719,2253314],[1542719,2040629],[1545042,2042798],[1545255,2256955],[1548817,2257355],[1548958,2045752],[1558184,1810807],[1559561,2449957],[1561803,2596956],[1564711,2060620],[1572845,2459396],[1573508,2459769],[1575831,2071173],[1578314,2284307],[1579676,2074058],[1582933,2610004],[1585557,1840443],[1611634,2620845],[1612837,2482827],[1613050,2483030],[1621562,1871469],[1644230,1892443],[1645607,2501975],[1652836,2344407],[1654034,2639236],[1655159,2507015],[1655822,2507388],[1657025,2147431],[1657569,2140492],[1669123,2349359],[1669264,2149445],[1671471,2151527],[1673716,2352147],[1674379,2153911],[1678362,2156780],[1687444,1933337],[1688647,2527074],[1688860,2527277],[1690024,2364516],[1693333,2170464],[1702183,2535858],[1705091,2180885],[1707414,2183054],[1707627,2378084],[1738157,2197736],[1739355,2676678],[1740480,2556128],[1741143,2556501],[1742346,1978002],[1743048,1745672],[1771749,2011456],[1772952,2573157],[1773165,2573360],[1774329,2422425],[1774760,2690744],[1774834,2574450],[1777384,2019173],[1780102,2432321],[1780243,2248178],[1782423,2577777],[1784211,2251654],[1795261,2436563],[1795448,2253947],[1795582,2436713],[1796158,2253517],[1800553,2257373],[1812191,2454817],[1813389,2050199],[1814514,2595077],[1815177,2595450],[1816380,2278601],[1816593,2450691],[1830826,2282697],[1833071,2462557],[1833734,2285081],[1857881,2722694],[1857955,2617651],[1860505,2095307],[1863223,2298468],[1863364,2089538],[1865544,2620978],[1867332,2093014],[1893827,2320964],[1895025,2124057],[1896150,2635317],[1896813,2635690],[1898016,2119961],[1898229,2502709],[1898726,2636896],[1902873,2511114],[1903060,2345040],[1903194,2511264],[1903770,2344610],[1907020,2347536],[1918362,2348986],[1918635,2349377],[1929319,1931943],[1929393,2651422],[1934661,2531616],[1934802,2369307],[1936982,2654749],[1938107,2527389],[1938770,2372783],[1950141,2536008],[1955112,2378502],[1964812,2759828],[1964886,2669125],[1978754,2674338],[1982901,2390588],[1983088,2198369],[1983222,2390738],[1983798,2197939],[1987048,2200865],[1997244,2406548],[2007438,2010062],[2007512,2686033],[2012780,2411090],[2012921,2222636],[2015101,2689360],[2016226,2573472],[2016889,2226112],[2017508,2579516],[2017735,2429841],[2019247,2691236],[2021480,2431948],[2021753,2432339],[2022733,2577927],[2046855,2703158],[2046984,2591217],[2051002,2599176],[2051189,2455450],[2051323,2599326],[2051899,2455020],[2055149,2457946],[2066764,2459787],[2080851,2718418],[2081631,2084127],[2081705,2718684],[2093642,2472491],[2093869,2295988],[2095381,2723186],[2097614,2298095],[2097887,2298486],[2098867,2621128],[2106771,2799709],[2106845,2727245],[2111013,2488425],[2111154,2316104],[2120713,2732458],[2120842,2631457],[2124860,2492151],[2125047,2321597],[2125181,2492301],[2125757,2321167],[2129007,2324093],[2130263,2508996],[2131811,2736861],[2131940,2637507],[2135029,2507406],[2157764,2656488],[2157991,2529136],[2161736,2531243],[2162009,2531634],[2162989,2654899],[2187670,2190168],[2189941,2382808],[2190826,2760054],[2190955,2669470],[2198443,2762146],[2201816,2388470],[2203364,2763681],[2203493,2674949],[2206582,2556519],[2213949,2766994],[2214729,2217225],[2214803,2767260],[2217038,2561082],[2217359,2561232],[2217935,2406751],[2226740,2562821],[2226967,2408610],[2230712,2410717],[2230985,2411108],[2231965,2689510],[2237107,2692771],[2237334,2577662],[2254021,2780315],[2257507,2701868],[2261433,2597058],[2263110,2703769],[2266199,2595468],[2289252,2291520],[2292183,2612031],[2292410,2470637],[2299144,2795846],[2299273,2721321],[2303523,2724721],[2303750,2620863],[2310234,2622418],[2310898,2313396],[2311539,2623029],[2313169,2484371],[2314054,2799935],[2314183,2727590],[2316137,2488052],[2316410,2488443],[2321671,2802027],[2324227,2630047],[2325044,2490033],[2326721,2733069],[2329810,2635708],[2334606,2639338],[2345114,2808946],[2350035,2810481],[2350164,2743442],[2353253,2650186],[2378636,2758003],[2383400,2668368],[2385358,2545671],[2391401,2672870],[2391628,2550593],[2393126,2762764]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] cell #4273 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1116423],[1242782],[1308250],[1366150],[1372243],[1438012],[1449532],[1459527],[1496547],[1549640],[1562526],[1568619],[1579668],[1590146],[1625993],[1654757],[1678354],[1691777],[1702906],[1708999],[1718725],[1740078],[1781973],[1783146],[1796150],[1805143],[1817820],[1829270],[1865094],[1866267],[1903762],[1904996],[1906570],[1919132],[1937705],[1950903],[1983790],[1985024],[1986598],[2015824],[2022250],[2024485],[2036295],[2051891],[2054699],[2098384],[2100619],[2125749],[2128557],[2131208],[2133925],[2162506],[2164741],[2202761],[2205478],[2217927],[2231482],[2233717],[2236446],[2262378],[2265095],[2302862],[2316907],[2325989],[2328706],[2357575],[2358518],[2386935],[2406865],[2415484],[2416427],[2445018],[2470904],[2476618],[2484194],[2497036],[2536953],[2543842],[2550860],[2583643],[2604061],[2614112],[2644527],[2694852], 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] cell #4274 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [993116],[1115592],[1179387],[1190808],[1235557],[1242647],[1307419],[1318656],[1319741],[1325405],[1364977],[1373129],[1419022],[1430787],[1437877],[1441884],[1448701],[1450677],[1456169],[1467061],[1488923],[1494973],[1502965],[1503560],[1521781],[1524224],[1548809],[1561353],[1569505],[1572443],[1572609],[1579533],[1586453],[1597451],[1608343],[1610786],[1618927],[1629819],[1632587],[1632747],[1651399],[1653651],[1653817],[1662291],[1669115],[1678219],[1684153],[1686596],[1690203],[1698195],[1698790],[1701228],[1701733],[1709885],[1713235],[1725722],[1736720],[1738972],[1739138],[1746568],[1754463],[1757566],[1760311],[1768458],[1770901],[1778280],[1780094],[1780389],[1780894],[1789278],[1796015],[1800170],[1802613],[1806029],[1810754],[1813006],[1813172],[1821646],[1824414],[1824574],[1827696],[1835688],[1836283],[1845266],[1848914],[1857151],[1861401],[1863215],[1863510],[1864015],[1868905],[1878895],[1881392],[1887595],[1892390],[1894642],[1894808],[1899506],[1899580],[1903627],[1903956],[1911993],[1918398],[1922991],[1925243],[1925409],[1928248],[1928843],[1932839],[1934653],[1934948],[1935453],[1940734],[1943837],[1946582],[1954729],[1957172],[1957497],[1957657],[1966765],[1974275],[1977949],[1979534],[1979608],[1983655],[1983984],[1998471],[2006708],[2006874],[2010958],[2012772],[2013067],[2013572],[2018393],[2021516],[2023996],[2027644],[2035881],[2038031],[2040131],[2042240],[2042745],[2045539],[2045699],[2047635],[2047709],[2051756],[2052085],[2057625],[2060122],[2066325],[2068017],[2071120],[2073372],[2073538],[2073865],[2082493],[2089056],[2089130],[2089485],[2092516],[2094527],[2097650],[2100130],[2111005],[2116234],[2119403],[2119908],[2121493],[2121567],[2125614],[2125943],[2130926],[2136194],[2137212],[2143704],[2147378],[2148512],[2148963],[2149037],[2149392],[2153413],[2156587],[2158649],[2159503],[2161772],[2167900],[2176137],[2176303],[2177890],[2180387],[2182496],[2183001],[2192394],[2192468],[2194277],[2197232],[2197589],[2202479],[2207747],[2208765],[2217011],[2217792],[2218552],[2222154],[2222228],[2222583],[2225614],[2227625],[2228479],[2230748],[2239820],[2241133],[2242156],[2247696],[2247770],[2248125],[2251156],[2252674],[2252810],[2253167],[2262096],[2262981],[2268382],[2274874],[2278043],[2278548],[2280133],[2280207],[2284583],[2290623],[2291264],[2293779],[2295170],[2300786],[2306236],[2307549],[2308572],[2315622],[2315696],[2316051],[2316173],[2317505],[2320460],[2320817],[2325707],[2326592],[2331993],[2337004],[2339065],[2339139],[2340948],[2343903],[2344260],[2348369],[2358236],[2360949],[2363285],[2365223],[2368825],[2368899],[2369254],[2372285],[2374296],[2375150],[2383722],[2384540],[2386653],[2390482],[2392997],[2397869],[2399930],[2400004],[2401646],[2403245],[2403886],[2406044],[2406401],[2407792],[2413408],[2416145],[2418858],[2421194],[2424476],[2425117],[2425255],[2427632],[2429023],[2434639],[2447414],[2449475],[2449549],[2451358],[2454313],[2454670],[2460445],[2468159],[2468790],[2474223],[2476336],[2479524],[2480165],[2480303],[2482680],[2484084],[2485285],[2486103],[2489430],[2492045],[2494560],[2499432],[2501493],[2501567],[2504248],[2505066],[2511008],[2513523],[2520530],[2523771],[2524412],[2524550],[2526927],[2528318],[2533934],[2536671],[2543732],[2548115],[2548746],[2553361],[2554179],[2559120],[2562287],[2564553],[2569854],[2570495],[2570633],[2573010],[2575815],[2581248],[2583361],[2587190],[2589705],[2592310],[2593128],[2599070],[2601585],[2608592],[2613287],[2614002],[2617400],[2619016],[2625825],[2627935],[2632550],[2633368],[2641782],[2642413],[2647846],[2652787],[2658220],[2664162],[2666677],[2670422],[2674126],[2678460],[2687398],[2694742],[2698140],[2699756],[2708675],[2714108],[2717878],[2722273],[2742619],[2755891],[2761340],[2779402],[2808140] ] cell #4275 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1504699],[1596651],[1633944],[1634539],[1678067],[1699929],[1725393],[1756766],[1761043],[1761466],[1761626],[1788478],[1804295],[1804890],[1825771],[1826366],[1837422],[1839436],[1850395],[1870100],[1875169],[1879067],[1881063],[1884853],[1885645],[1911664],[1922191],[1926891],[1927051],[1943037],[1947314],[1947737],[1947897],[1958854],[1959449],[1960588],[1966937],[1970056],[1974050],[1988993],[1990235],[1994983],[1998706],[1999666],[1999952],[2004196],[2018166],[2029125],[2037806],[2039802],[2044384],[2048830],[2057797],[2059793],[2063583],[2064375],[2074597],[2075020],[2075180],[2076972],[2082728],[2089291],[2091181],[2094300],[2104114],[2108252],[2112015],[2113257],[2116009],[2122688],[2136366],[2139485],[2143479],[2149198],[2150444],[2157319],[2158422],[2159664],[2168135],[2169095],[2169381],[2173625],[2178062],[2183848],[2184640],[2185795],[2191387],[2197362],[2199466],[2200426],[2207919],[2210460],[2216786],[2219497],[2222389],[2227398],[2228640],[2241368],[2242328],[2247931],[2249821],[2252940],[2260601],[2262754],[2270655],[2271897],[2274649],[2279682],[2280368],[2281328],[2285858],[2289893],[2293552],[2299473],[2299705],[2300947],[2307784],[2308744],[2314383],[2315857],[2320590],[2323654],[2326365],[2337826],[2338058],[2339300],[2344033],[2346137],[2347097],[2350364],[2354590],[2356160],[2363457],[2366168],[2369060],[2375311],[2383018],[2389111],[2391793],[2392770],[2398691],[2398923],[2400165],[2405197],[2406174],[2412095],[2413569],[2421366],[2433326],[2433558],[2434800],[2437768],[2441637],[2442597],[2448236],[2449710],[2454443],[2457507],[2460218],[2467662],[2472701],[2474923],[2484581],[2486803],[2493356],[2500254],[2501728],[2509637],[2512319],[2513296],[2515879],[2519217],[2519449],[2520691],[2532621],[2534095],[2541892],[2547618],[2557992],[2565253],[2567880],[2579726],[2581948],[2600381],[2607279],[2608753],[2641285],[2658920],[2661547], [447386,2298259],[557796,2410881],[581239,2432112],[648889,2488216],[688107,2349150],[704467,2531407],[748383,2558489],[762344,2566666],[796927,2256290],[797075,2041945],[807529,2595241],[821205,2459560],[859042,2622921],[869702,2627304],[883663,2635481],[895398,2507179],[911186,2153084],[917812,2652156],[931773,2660333],[938886,2377419],[939034,2182201],[961613,2673080],[973517,2556292],[987180,2682384],[997840,2686767],[1006820,2575184],[1037772,2703661],[1044955,2450026],[1045103,2269645],[1048432,2708044],[1060743,2284254],[1062393,2716221],[1083472,2721548],[1085016,2722045],[1088456,2618385],[1120893,2732961],[1128076,2502044],[1128224,2333256],[1129932,2637399],[1147884,2741573],[1159788,2649959],[1162490,2522172],[1163629,2363682],[1170472,2364463],[1173451,2750877],[1184111,2755260],[1208512,2672677],[1211089,2762656],[1214237,2674841],[1244371,2770621],[1247811,2568255],[1248950,2421591],[1255793,2422372],[1257499,2423746],[1275299,2778677],[1276843,2779174],[1280283,2699125],[1286523,2782060],[1290047,2591109],[1291404,2053899],[1291999,2449904],[1312720,2790090],[1319903,2287757],[1320051,2076377],[1330125,2611838],[1335427,2795524],[1336970,2721213],[1341181,2308969],[1343545,2478794],[1370884,2730797],[1373461,2802537],[1376609,2631349],[1377966,2127757],[1378561,2501922],[1403742,2741170],[1406319,2809456],[1409467,2743334],[1416195,2811810],[1417739,2812307],[1420257,2357131],[1421412,2526570],[1421572,2164412],[1439601,2817421],[1443041,2373803],[1444180,2178287],[1451023,2185955],[1460069,2669362],[1465656,2672180],[1467554,2549863],[1471186,2210028],[1471781,2400359],[1493643,2680220],[1498945,2827647],[1500488,2769789],[1507063,2415040],[1508218,2572653],[1508378,2233388],[1526501,2426428],[1531803,2833130],[1533346,2778342],[1537557,2242553],[1539921,2585819],[1545268,2588501],[1547845,2836054],[1551957,2266892],[1567260,2787926],[1569837,2840143],[1572985,2458779],[1574342,2070320],[1574937,2280562],[1581257,2842994],[1584128,2611341],[1590706,2469907],[1596112,2615237],[1601351,2482323],[1601511,2309750],[1613063,2481476],[1622404,2799613],[1622827,2727482],[1628414,2730300],[1630312,2629052],[1638003,2330503],[1655299,2505766],[1660886,2740673],[1662784,2643530],[1666416,2138475],[1667011,2339494],[1672313,2854044],[1673856,2648546],[1688873,2525723],[1694175,2857243],[1695718,2816589],[1702293,2374069],[1703448,2373939],[1703608,2180058],[1707640,2665473],[1710217,2860167],[1713470,2544967],[1723397,2552160],[1729975,2400481],[1740620,2554879],[1744243,2679723],[1750029,2767770],[1750821,2560237],[1756227,2683619],[1773178,2571806],[1775955,2574687],[1782533,2427405],[1787939,2695977],[1793178,2427275],[1793338,2243334],[1798765,2698628],[1800663,2589478],[1814231,2837219],[1814654,2593828],[1816606,2711842],[1820241,2787429],[1822139,2709792],[1829830,2281614],[1831668,2872567],[1833211,2714808],[1849149,2477925],[1859076,2617888],[1865654,2482453],[1869140,2624156],[1874630,2728314],[1895867,2849795],[1896290,2634068],[1898242,2631102],[1899741,2503544],[1907862,2879150],[1909668,2503047],[1916246,2339616],[1921652,2646324],[1930514,2651659],[1936300,2814570],[1937092,2526700],[1938247,2753781],[1942498,2752112],[1953324,2754763],[1955222,2666450],[1979769,2552657],[1987890,2862056],[2008633,2686270],[2014419,2830571],[2015211,2572783],[2016366,2685288],[2025827,2776323],[2027879,2422877],[2047184,2786166],[2047870,2591606],[2053360,2785443],[2055259,2601358],[2069781,2712586],[2083688,2719194],[2101961,2798448],[2121042,2729037],[2121728,2631846],[2127218,2805388],[2129117,2494333],[2132140,2806532],[2137936,2738687],[2158156,2656698],[2191155,2759732],[2192629,2670194],[2203693,2824448],[2209489,2765507],[2227132,2563031],[2237499,2692981],[2261315,2707547],[2292575,2612241],[2303915,2724931],[2324926,2626807],[2334488,2738190],[2385240,2669697],[2395353,2765010] ] cell #4276 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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990,2163980],[2170599,2530708],[2173844,2372739],[2190824,2545263],[2190956,2385735],[2198444,2549836],[2199306,2550389],[2203362,2552953],[2203494,2395848],[2213947,2559664],[2214804,2560210],[2219722,2563327],[2219914,2409252],[2231966,2232956],[2245264,2580022],[2254022,2585792],[2255595,2586798],[2257508,2443171],[2263111,2263171],[2271737,2597672],[2273310,2598678],[2276213,2458081],[2285037,2286077],[2299142,2615533],[2299274,2475418],[2299930,2616009],[2300122,2476050],[2314052,2624452],[2314184,2487298],[2321672,2629025],[2326722,2326782],[2345115,2643503],[2345977,2644056],[2350033,2646620],[2350165,2516374],[2366393,2656994],[2366585,2529778],[2378637,2379627],[2393127,2393187],[2411764,2683915],[2411896,2565748],[2432995,2696273],[2433127,2582443],[2433783,2696749],[2433975,2583075],[2441477,2701399],[2455525,2709765],[2460575,2460635],[2494690,2494750],[2513653,2513713],[2519674,2745341],[2519866,2649673],[2532290,2752408],[2532422,2659415],[2589835,2589895],[2601715,2601775],[2666807,2666867] ] cell #4277 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1504713],[1597809],[1619285],[1634241],[1634534],[1678081],[1699943],[1726504],[1747350],[1757924],[1761399],[1761915],[1789636],[1804592],[1804885],[1826068],[1826361],[1837436],[1851291],[1871282],[1878144],[1882174],[1885585],[1912775],[1923349],[1926824],[1927340],[1944195],[1947670],[1948186],[1959151],[1959444],[1960602],[1964222],[1969359],[1988296],[1997856],[2000848],[2004637],[2030021],[2036883],[2040913],[2044324],[2056874],[2060904],[2064315],[2074953],[2075469],[2076967],[2078428],[2079139],[2080228],[2088466],[2106181],[2111318],[2117645],[2133651],[2134513],[2138788],[2148348],[2151340],[2167285],[2170277],[2174066],[2177139],[2184580],[2185728],[2189191],[2195166],[2196966],[2205204],[2206066],[2212237],[2213326],[2221564],[2223922],[2237779],[2238868],[2239656],[2240543],[2247106],[2252243],[2264821],[2265683],[2269958],[2276285],[2279518],[2279615],[2286299],[2297509],[2304195],[2305284],[2306072],[2306959],[2312419],[2320194],[2328432],[2329294],[2335862],[2336573],[2337662],[2337759],[2341837],[2343637],[2351875],[2356601],[2358908],[2359997],[2360785],[2361672],[2368235],[2370593],[2379699],[2394049],[2396727],[2397438],[2398527],[2398624],[2407453],[2410131],[2416817],[2417906],[2418694],[2419581],[2431362],[2439137],[2440812],[2443243],[2446272],[2446983],[2448072],[2448169],[2454047],[2462285],[2464643],[2471526],[2475490],[2477386],[2487370],[2489266],[2495612],[2498290],[2499001],[2500090],[2500187],[2514575],[2516446],[2517253],[2519053],[2519150],[2521294],[2530657],[2538432],[2540107],[2543586],[2550090],[2551482],[2560464],[2561856],[2565820],[2567716],[2567813],[2582515],[2584411],[2586046],[2602637],[2605315],[2607115],[2607212],[2610190],[2613856],[2615384],[2622775],[2624303],[2629279],[2643757],[2645149],[2646471],[2659487],[2661383],[2661480],[2671029],[2678572],[2683766],[2694596],[2696124],[2710019],[2739522],[2752259], [627483,1852578],[758653,2002135],[786123,2031308],[797089,1544970],[864326,2109445],[909145,1919591],[911181,1674305],[928082,2171564],[939048,1707342],[977070,2211897],[992464,2224828],[1031102,1800603],[1043056,2268085],[1045117,1816308],[1058702,2067720],[1060738,1833660],[1099407,2311129],[1110783,2318765],[1126177,2331696],[1128238,1897944],[1138835,2136915],[1163341,2358568],[1163643,1933762],[1170467,1938696],[1178735,2371499],[1186772,1955162],[1210469,2392444],[1223140,2208468],[1237286,2408841],[1248662,2416477],[1248964,2011881],[1255788,2016815],[1258359,2237439],[1291234,2444982],[1291701,1811112],[1291994,2050909],[1298950,2055199],[1302610,2452618],[1318004,2465549],[1320065,2076674],[1339277,2475639],[1340893,2476668],[1341195,2093439],[1344405,2303855],[1377796,2497000],[1378263,1892748],[1378556,2124767],[1385512,2129057],[1387447,2334572],[1405699,2512970],[1418370,2355139],[1421117,2158096],[1421345,2160806],[1421861,1933621],[1432516,2529367],[1443892,2537003],[1444194,2181310],[1451018,2186244],[1468414,2391733],[1471016,2550824],[1471483,1978307],[1471776,2201575],[1474253,2395437],[1504411,2566998],[1507923,2227072],[1508151,2229782],[1508667,2011740],[1518005,2237068],[1535653,2582664],[1537269,2583693],[1537571,2252079],[1540781,2437708],[1547225,2589152],[1550965,2261399],[1551897,2050012],[1574172,2604025],[1574639,2071478],[1574932,2283407],[1581888,2287697],[1591566,2292515],[1596553,2614445],[1598098,2475007],[1601284,2301227],[1601800,2093298],[1604567,2303484],[1631172,2493296],[1633774,2630013],[1637011,2325010],[1637943,2123870],[1663644,2512259],[1666246,2644491],[1666713,2147736],[1667006,2348246],[1669483,2515963],[1676163,2649262],[1677779,2650291],[1680377,2157725],[1699641,2660665],[1703153,2373743],[1703381,2376453],[1703897,2181169],[1719867,2385324],[1722474,2388172],[1725033,2548448],[1726812,2391362],[1729915,2200678],[1751681,2405137],[1756668,2682827],[1758213,2565337],[1764682,2226701],[1783393,2426368],[1788380,2695185],[1789925,2582032],[1793111,2435080],[1793627,2251938],[1796394,2437337],[1801523,2588441],[1804125,2701834],[1822999,2600321],[1825601,2710753],[1828838,2458863],[1829770,2282510],[1837134,2716553],[1841577,2468492],[1845805,2292144],[1848299,2295324],[1850682,2473559],[1866514,2481416],[1875071,2727925],[1875537,2486887],[1880703,2627637],[1882482,2492925],[1906138,2505850],[1908745,2508698],[1911304,2642115],[1913083,2511888],[1916186,2347349],[1922093,2743777],[1923638,2648630],[1937952,2525663],[1942939,2751320],[1944484,2659004],[1950953,2373372],[1956082,2665413],[1958684,2757969],[1963335,2383876],[1986166,2554963],[1991134,2558822],[1994623,2680553],[1995362,2404766],[2000239,2563889],[2016071,2571746],[2020307,2575517],[2024535,2425997],[2027029,2429177],[2029412,2580584],[2039442,2699458],[2041221,2588070],[2053801,2785054],[2054267,2593912],[2056119,2711782],[2059433,2708377],[2061212,2599950],[2070222,2790533],[2071767,2714892],[2096441,2618718],[2100669,2481045],[2105294,2485439],[2108539,2625014],[2127659,2804999],[2128125,2634152],[2129977,2631042],[2132764,2504402],[2138377,2807683],[2150731,2647182],[2160563,2652489],[2164052,2749046],[2164791,2525292],[2165883,2753865],[2169668,2657556],[2179698,2755593],[2181477,2665042],[2204317,2553515],[2209930,2825599],[2229539,2687100],[2233028,2773437],[2233767,2571375],[2234859,2685372],[2242974,2776750],[2261882,2786405],[2263934,2592464],[2267179,2705754],[2268921,2711411],[2281901,2713444],[2294831,2719621],[2309390,2798875],[2325493,2729276],[2327545,2632704],[2330790,2735054],[2332532,2630671],[2335055,2807159],[2339903,2739069],[2357358,2750731],[2385807,2760359],[2387703,2670576],[2395920,2825075],[2400768,2765889],[2415267,2682238],[2423973,2776177],[2443852,2786278],[2470134,2719048],[2479021,2798302],[2495870,2729149],[2503691,2807032],[2545114,2760232],[2552804,2824948] ] cell #4278 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [520371],[608759],[674051],[709357],[743027],[779328],[807149],[818219],[853186],[883283],[887421],[892284],[912456],[921287],[965540],[970403],[994845],[1001315],[1006317],[1031916],[1036978],[1041841],[1062013],[1081599],[1087953],[1117617],[1120099],[1124962],[1129902],[1151811],[1156674],[1161987],[1163167],[1181116],[1187586],[1200339],[1208009],[1214207],[1235772],[1240954],[1244777],[1247308],[1248488],[1273426],[1279780],[1290017],[1291496],[1309444],[1311926],[1316789],[1325620],[1329622],[1336940],[1340719],[1362711],[1365204],[1370381],[1376579],[1378058],[1395569],[1403239],[1409437],[1421382],[1431002],[1436184],[1440007],[1442538],[1443718],[1456396],[1460039],[1467276],[1471278],[1482375],[1489138],[1493140],[1494988],[1500458],[1504237],[1508188],[1521996],[1525998],[1533316],[1537095],[1559087],[1561580],[1566757],[1572955],[1574434],[1584098],[1586468],[1597678],[1601321],[1608558],[1612560],[1619154],[1622797],[1630034],[1634036],[1645133],[1651626],[1655269],[1662506],[1666508],[1677605],[1684368],[1688370],[1690218],[1695688],[1699467],[1703418],[1713250],[1723367],[1725737],[1736947],[1740590],[1744213],[1746583],[1757793],[1761436],[1768673],[1772675],[1775925],[1778295],[1789505],[1793148],[1800385],[1804387],[1810981],[1814624],[1821861],[1825863],[1836960],[1848929],[1857366],[1859046],[1861416],[1868920],[1879037],[1881407],[1892617],[1896260],[1899521],[1909638],[1912008],[1923218],[1926861],[1930484],[1932854],[1944064],[1947707],[1954944],[1958946],[1966907],[1974020],[1978176],[1979549],[1998486],[2008603],[2010973],[2027659],[2036096],[2037776],[2040146],[2047650],[2057767],[2060137],[2071347],[2074990],[2082508],[2083658],[2089071],[2092531],[2115979],[2121508],[2136336],[2143449],[2147605],[2148978],[2167915],[2178032],[2180402],[2192409],[2194292],[2207889],[2216756],[2222169],[2241148],[2242298],[2247711],[2251171],[2274619],[2280148],[2290638],[2307564],[2308714],[2315637],[2339080],[2340963],[2363427],[2368840],[2399945],[2403260],[2421336],[2424491],[2449490],[2479539],[2501508],[2523786],[2569869],[2613302] ] cell #4279 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [762826],[874107],[932255],[985475],[992239],[1052837],[1062875],[1069665],[1108513],[1160270],[1171746],[1178510],[1188516],[1196003],[1235024],[1261492],[1287968],[1300340],[1311015],[1317779],[1324872],[1347538],[1391233],[1393538],[1409140],[1418145],[1430254],[1441622],[1478039],[1480344],[1521248],[1523102],[1523962],[1539588],[1557056],[1571910],[1607810],[1609664],[1610524],[1643102],[1652705],[1653118],[1668356],[1685474],[1686334],[1738026],[1738439],[1769779],[1770639],[1777699],[1779335],[1812060],[1812473],[1860820],[1862456],[1877357],[1893696],[1894109],[1901239],[1932258],[1933894],[1981267],[1997113],[2010377],[2012013],[2049368],[2050514],[2084442],[2110246],[2123226],[2124372],[2161094],[2193197],[2201180],[2210652],[2230070],[2283012],[2290085],[2301515],[2347851],[2376741],[2389303],[2435368],[2509829], 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43351],[2266214,2267144],[2273327,2598703],[2276393,2458261],[2292311,2611695],[2292425,2470099],[2299159,2615558],[2299947,2616034],[2303651,2618242],[2303765,2478986],[2313297,2624013],[2314069,2624477],[2318561,2627161],[2318730,2490866],[2329825,2330755],[2342004,2641639],[2350050,2646645],[2351499,2647516],[2353268,2521259],[2358478,2358533],[2366410,2657019],[2367859,2657890],[2370558,2534663],[2378817,2379807],[2391529,2672534],[2391643,2550055],[2392240,2672937],[2392409,2550608],[2404933,2680077],[2405047,2560429],[2411781,2683940],[2416387,2416442],[2433012,2696298],[2433800,2696774],[2437504,2698982],[2437618,2586011],[2452414,2707901],[2452583,2597891],[2463678,2464608],[2476578,2476633],[2493092,2730654],[2493206,2629244],[2512055,2741027],[2512169,2643722],[2512766,2741430],[2512935,2644275],[2519691,2745366],[2532307,2752433],[2536913,2536968],[2566908,2566963],[2583603,2583658],[2588948,2781917],[2589117,2701618],[2600117,2787783],[2600231,2709984],[2650201,2650256],[2660575,2660630],[2716463,2716518] ] cell #4280 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1117455],[1243791],[1287806],[1309282],[1320385],[1365186],[1373281],[1417159],[1439021],[1450564],[1450726],[1456378],[1495612],[1503592],[1539570],[1547665],[1561562],[1569657],[1572658],[1580677],[1581663],[1587092],[1597660],[1619136],[1624993],[1632954],[1633412],[1651608],[1652687],[1653866],[1668980],[1690842],[1698822],[1701942],[1701960],[1710037],[1715695],[1726361],[1736929],[1738008],[1739187],[1747207],[1757775],[1760348],[1760643],[1778919],[1779959],[1781103],[1781121],[1789487],[1795344],[1810963],[1812042],[1813221],[1816820],[1824781],[1825239],[1827711],[1828335],[1836315],[1839614],[1851374],[1862040],[1863080],[1864224],[1864242],[1871365],[1878932],[1882031],[1884556],[1892599],[1893678],[1894857],[1901966],[1902956],[1903971],[1904595],[1912632],[1923200],[1925458],[1928875],[1933478],[1934518],[1935662],[1935680],[1944046],[1946619],[1946914],[1949903],[1957864],[1958322],[1966802],[1970234],[1978158],[1981994],[1982984],[1983999],[1984623],[1989171],[1997095],[1998581],[2000931],[2006923],[2011597],[2012637],[2013781],[2013799],[2018344],[2018408],[2019931],[2022495],[2030104],[2040770],[2042954],[2042972],[2045906],[2046364],[2050095],[2051085],[2052100],[2052724],[2057662],[2060761],[2063286],[2071329],[2073587],[2073902],[2074197],[2082603],[2090476],[2093155],[2094478],[2094542],[2096065],[2098629],[2108191],[2110870],[2112193],[2120117],[2120135],[2123953],[2124943],[2125958],[2126582],[2131054],[2136231],[2139663],[2147587],[2150383],[2151423],[2153428],[2154052],[2156624],[2156919],[2158600],[2158664],[2160187],[2162751],[2168010],[2170360],[2176352],[2177927],[2181026],[2183210],[2183228],[2183551],[2191565],[2197540],[2197604],[2198798],[2200761],[2202607],[2207784],[2215158],[2217121],[2223574],[2225629],[2226253],[2227576],[2227640],[2229163],[2231727],[2241243],[2242193],[2249116],[2251795],[2252711],[2253118],[2253182],[2254376],[2257269],[2260304],[2262224],[2262996],[2264445],[2270833],[2278757],[2278775],[2280243],[2282593],[2284598],[2285222],[2293730],[2293794],[2294455],[2295446],[2298387],[2298787],[2307659],[2308609],[2310356],[2313697],[2317520],[2320768],[2320832],[2322026],[2323989],[2325835],[2326607],[2328056],[2337041],[2338236],[2339175],[2344211],[2344275],[2345469],[2347432],[2348839],[2349278],[2349678],[2358364],[2363322],[2370245],[2372300],[2372924],[2374247],[2374311],[2378398],[2383522],[2383998],[2384555],[2386781],[2388064],[2393012],[2393673],[2397906],[2399101],[2400040],[2401468],[2406352],[2406416],[2408068],[2411009],[2411409],[2416273],[2421231],[2425725],[2427583],[2427647],[2429299],[2432240],[2432640],[2436054],[2447451],[2449585],[2451373],[2454621],[2454685],[2455879],[2457842],[2459688],[2460460],[2461909],[2467981],[2468384],[2469066],[2473205],[2474238],[2476464],[2480773],[2482631],[2482695],[2485561],[2486118],[2488344],[2489627],[2494575],[2499469],[2501603],[2504524],[2505081],[2505225],[2507307],[2508590],[2513538],[2514199],[2525020],[2526878],[2526942],[2528594],[2531535],[2531935],[2536799],[2544386],[2547937],[2549022],[2553637],[2554194],[2554338],[2556420],[2558714],[2559396],[2562324],[2564568],[2566794],[2571103],[2572961],[2573025],[2575409],[2576091],[2580230],[2581263],[2583489],[2589720],[2592586],[2593143],[2593287],[2595369],[2596652],[2601600],[2614656],[2618610],[2619292],[2623575],[2626295],[2628211],[2632826],[2633383],[2633527],[2635609],[2638053],[2641604],[2642689],[2647861],[2650087],[2652381],[2653063],[2658235],[2660461],[2666692],[2670698],[2674141],[2675495],[2681275],[2683038],[2686992],[2687674],[2695396],[2700032],[2704315],[2708951],[2714123],[2716349],[2719513],[2722549],[2726195],[2733615],[2742634],[2743988],[2751531],[2756167],[2759462],[2762975],[2779678],[2790744],[2795254],[2809775],[2832860] ] cell #4281 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [994048],[1116560],[1159473],[1180319],[1190883],[1235483],[1243656],[1286911],[1308387],[1319588],[1319743],[1325331],[1364905],[1408851],[1417024],[1430713],[1438886],[1441886],[1449669],[1450678],[1456097],[1466987],[1488849],[1494971],[1521707],[1522813],[1524226],[1539289],[1561281],[1572369],[1572610],[1580542],[1586451],[1597379],[1608269],[1609375],[1610788],[1618855],[1629745],[1633384],[1651327],[1652406],[1653577],[1653818],[1662217],[1668339],[1684079],[1685185],[1686598],[1690201],[1701229],[1701661],[1713233],[1725720],[1736648],[1737727],[1738898],[1739139],[1746566],[1757494],[1760850],[1761091],[1768384],[1769490],[1770903],[1778278],[1779318],[1780390],[1780822],[1789206],[1800096],[1802615],[1810682],[1811761],[1812932],[1813173],[1821572],[1825211],[1827694],[1848912],[1857077],[1861399],[1862439],[1863511],[1863943],[1868903],[1877068],[1881390],[1884581],[1885013],[1887597],[1892318],[1893397],[1894568],[1894809],[1899504],[1899581],[1901222],[1903954],[1911991],[1922919],[1925169],[1925410],[1932837],[1933877],[1934949],[1935381],[1943765],[1947121],[1947362],[1954655],[1957174],[1958294],[1973345],[1977877],[1979532],[1979609],[1981250],[1983982],[1992282],[1996814],[1998469],[1998606],[2003959],[2006634],[2006875],[2010956],[2011996],[2013068],[2013500],[2018391],[2027642],[2035807],[2040129],[2042241],[2042673],[2046336],[2047633],[2047710],[2049351],[2052083],[2060120],[2063311],[2063743],[2066327],[2071048],[2073298],[2073539],[2074404],[2074645],[2082491],[2082628],[2088623],[2089054],[2089131],[2092514],[2094525],[2106338],[2110229],[2112295],[2115304],[2119404],[2119836],[2121491],[2121568],[2123209],[2125941],[2142774],[2147306],[2148961],[2149038],[2153411],[2157126],[2157367],[2158647],[2159504],[2161077],[2167898],[2168035],[2173388],[2176063],[2176304],[2180385],[2182497],[2182929],[2183576],[2184008],[2191667],[2192392],[2192469],[2193180],[2194275],[2196444],[2197587],[2210635],[2212804],[2218553],[2221721],[2222152],[2222229],[2225612],[2227623],[2228480],[2230053],[2241131],[2241268],[2247263],[2247694],[2247771],[2251154],[2253165],[2256229],[2260329],[2260761],[2262979],[2270935],[2273944],[2278044],[2278476],[2280131],[2280208],[2280268],[2284581],[2285621],[2290068],[2290621],[2291265],[2293777],[2295146],[2300787],[2301498],[2307547],[2307684],[2310056],[2315620],[2315697],[2317503],[2319672],[2320815],[2326590],[2338338],[2339063],[2339140],[2339200],[2340946],[2343115],[2344258],[2348864],[2352032],[2355923],[2365224],[2368392],[2368823],[2368900],[2372283],[2374294],[2374349],[2375151],[2376724],[2383222],[2383698],[2384538],[2389286],[2390483],[2392995],[2399203],[2399928],[2400005],[2400065],[2403243],[2403887],[2406399],[2407768],[2413409],[2424474],[2425118],[2425750],[2427630],[2427685],[2428999],[2434640],[2435351],[2436446],[2438615],[2449473],[2449550],[2449610],[2451356],[2453525],[2454668],[2460443],[2468766],[2472905],[2474221],[2479522],[2480166],[2480798],[2482678],[2482733],[2485261],[2486101],[2492046],[2494558],[2501491],[2501568],[2501628],[2504224],[2505064],[2505617],[2509812],[2511009],[2513521],[2514890],[2520531],[2523769],[2524413],[2525045],[2526925],[2526980],[2528294],[2533935],[2548722],[2553337],[2554177],[2554730],[2559096],[2564551],[2569852],[2570496],[2571128],[2573008],[2573063],[2575791],[2576267],[2579930],[2581246],[2587191],[2589703],[2592286],[2593126],[2593679],[2599071],[2601583],[2608593],[2613285],[2617401],[2618992],[2619468],[2626320],[2627911],[2632526],[2633366],[2633919],[2642389],[2647844],[2652763],[2653239],[2658218],[2664163],[2666675],[2670398],[2674124],[2681667],[2687374],[2687850],[2698141],[2699732],[2708651],[2714106],[2717737],[2722249],[2728518],[2742617],[2755867],[2761199],[2766313],[2779378],[2807999] ] cell #4282 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [2005954],[2088616],[2106331],[2118824],[2119201],[2156446],[2175383],[2186592],[2197076],[2213436],[2221714],[2224543],[2225003],[2247256],[2259749],[2260126],[2277464],[2277841],[2287616],[2288537],[2297352],[2312262],[2317301],[2320304],[2322958],[2343747],[2352025],[2354854],[2355314],[2368385],[2371214],[2371674],[2380878],[2381255],[2381458],[2384336],[2388013],[2401417],[2407860],[2409974],[2431205],[2436244],[2439247],[2441901],[2451154],[2454157],[2456811],[2459274],[2465264],[2465724],[2467930],[2468333],[2468858],[2474019],[2485899],[2489576],[2504862],[2505415],[2506261],[2508539],[2514982],[2517096],[2528386],[2530500],[2535539],[2541196],[2544335],[2547886],[2548814],[2553975],[2554528],[2555374],[2558663],[2559188],[2564349],[2566380],[2575358],[2575883],[2576359],[2576905],[2581044],[2584721],[2592924],[2593477],[2594323],[2596601],[2603044],[2614605],[2618559],[2619084],[2619560],[2620106],[2623524],[2628003],[2629578],[2633164],[2633717],[2634563],[2638002],[2638405],[2638930],[2641553],[2642481],[2647642],[2649041],[2652330],[2652855],[2653331],[2653877],[2658016],[2660047],[2673922],[2675444],[2675847],[2676372],[2681465],[2682987],[2684391],[2685783],[2686941],[2687466],[2687942],[2688488],[2695345],[2699824],[2700846],[2704264],[2704667],[2705192],[2708743],[2710318],[2713904],[2715303],[2715935],[2719462],[2720806],[2722341],[2727075],[2728610],[2732042],[2733564],[2733967],[2734492],[2742415],[2743937],[2744865],[2746733],[2751480],[2752884],[2754276],[2755959],[2756981],[2757534],[2759325],[2761733],[2762924],[2766847],[2768038],[2769382],[2770917],[2777935],[2779470],[2782902],[2789171],[2790693],[2791621],[2792097],[2793632],[2795117],[2795394],[2799206],[2799483],[2801614],[2808533],[2809724],[2811068],[2812603],[2816182],[2817717],[2822556],[2825755],[2827517],[2832723],[2833000],[2835131],[2839220],[2852152],[2853914],[2857113], [1284250,1801202],[1334978,1850630],[1414274,1923998],[1447008,1955761],[1498496,2000187],[1531354,2029360],[1544417,2041169],[1560192,2055798],[1577792,2072127],[1621955,2108487],[1646238,2129656],[1671864,2150679],[1682320,2161711],[1689502,2166243],[1693726,2169616],[1706789,2181425],[1745200,2211845],[1760594,2223870],[1766625,2230687],[1773807,2235219],[1808630,2264971],[1809007,2264978],[1813782,2267127],[1815755,2268869],[1831219,2281849],[1838065,2288296],[1856397,2302132],[1869828,2311131],[1880024,2318713],[1890266,2328582],[1890643,2328589],[1895418,2330738],[1897391,2332480],[1907413,2339851],[1929699,2357306],[1930778,2359475],[1931238,2360107],[1931471,2358516],[1946865,2370541],[1952896,2377358],[1960078,2381890],[1975997,2392392],[1976865,2394199],[1977242,2394206],[1987441,2400716],[1999394,2408843],[2007818,2415215],[2008897,2417384],[2009357,2418016],[2009590,2416425],[2019553,2423921],[2035127,2435985],[2046601,2443909],[2048134,2446115],[2048558,2444984],[2058754,2452566],[2068996,2462435],[2069373,2462442],[2074148,2464591],[2076121,2466333],[2082011,2470082],[2090909,2475641],[2091445,2476864],[2091905,2477496],[2092138,2476616],[2095687,2478969],[2120459,2495927],[2121992,2498133],[2122416,2497002],[2131557,2503748],[2145426,2512918],[2146294,2514725],[2146671,2514732],[2156870,2521242],[2157639,2521943],[2168823,2529369],[2177247,2535741],[2178326,2537910],[2178786,2538542],[2179019,2536951],[2190572,2545171],[2194073,2547357],[2198749,2550038],[2199730,2551325],[2200154,2550826],[2203110,2552861],[2215109,2560412],[2225236,2566946],[2226615,2568026],[2236982,2574955],[2240651,2577107],[2249549,2582666],[2250085,2583889],[2250545,2584521],[2250778,2583641],[2254327,2585994],[2258881,2589100],[2279099,2602952],[2280632,2605158],[2281056,2604027],[2290419,2610745],[2292058,2611609],[2295238,2613480],[2297262,2614447],[2298890,2615441],[2303398,2618156],[2307067,2620308],[2313800,2624360],[2321977,2629227],[2323382,2630015],[2337243,2638838],[2340744,2641024],[2345420,2643705],[2346401,2644992],[2346825,2644493],[2349781,2646528],[2354318,2649264],[2355547,2650239],[2361780,2654079],[2371907,2660613],[2373286,2661693],[2383790,2668567],[2389637,2671584],[2391276,2672448],[2398108,2676280],[2403041,2679127],[2404680,2679991],[2409884,2682829],[2411512,2683823],[2419689,2688690],[2424272,2691485],[2425911,2692349],[2429091,2694220],[2431115,2695187],[2432743,2696181],[2437251,2698896],[2440920,2701048],[2442325,2701836],[2447653,2705100],[2455830,2709967],[2457235,2710755],[2465957,2716501],[2473473,2720418],[2479320,2723435],[2480959,2724299],[2485353,2726687],[2487930,2727927],[2491200,2729704],[2492839,2730568],[2495720,2732244],[2499671,2734400],[2504316,2737060],[2510163,2740077],[2511802,2740941],[2517006,2743779],[2518634,2744773],[2523567,2747620],[2525206,2748484],[2530410,2751322],[2532038,2752316],[2540215,2757183],[2541620,2757971],[2553429,2763880],[2560763,2767509],[2563803,2768994],[2567297,2770825],[2569650,2772011],[2571289,2772875],[2580498,2777547],[2586345,2780564],[2587984,2781428],[2592378,2783816],[2594955,2785056],[2598225,2786833],[2599864,2787697],[2602745,2789373],[2605068,2790535],[2606696,2791529],[2613083,2794836],[2624928,2800134],[2626673,2801080],[2630585,2802805],[2632618,2803761],[2635195,2805001],[2640798,2807685],[2647096,2810680],[2654430,2814309],[2657470,2815794],[2660964,2817625],[2663317,2818811],[2664956,2819675],[2668955,2822104],[2670490,2822378],[2678240,2825601],[2681952,2827240],[2689041,2830310],[2693823,2832442],[2705668,2837740],[2707413,2838686],[2711325,2840411],[2713358,2841367],[2718271,2844038],[2725773,2846663],[2728907,2847903],[2734968,2850316],[2737448,2851700],[2738983,2851974],[2750445,2856836],[2759602,2861041],[2764268,2862747],[2765803,2863021],[2775400,2866810],[2786036,2870675],[2797525,2875192],[2806402,2878135],[2824318,2884333] ] cell #4283 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [548466],[653235],[733961],[811875],[840620],[874217],[903390],[957212],[988749],[1019350],[1032956],[1052947],[1105438],[1111771],[1143483],[1154174],[1175020],[1188626],[1232213],[1282122],[1284429],[1288078],[1297265],[1303598],[1314289],[1383827],[1396853],[1409250],[1414378],[1427443],[1444880],[1447187],[1483659],[1514249],[1523212],[1527234],[1538874],[1544946],[1560371],[1577896],[1609774],[1613796],[1646417],[1650724],[1651991],[1668323],[1685584],[1689606],[1707318],[1736045],[1737312],[1769889],[1773911],[1777536],[1779302],[1810079],[1811346],[1816284],[1860657],[1862423],[1877467],[1891715],[1892982],[1897920],[1901206],[1932095],[1933738],[1933861],[1969171],[1981234],[1996399],[2010214],[2011857],[2011980],[2049335],[2050351],[2076650],[2084279],[2093415],[2103187],[2110213],[2123193],[2124209],[2161061],[2181286],[2188329],[2193164],[2201017],[2210619],[2230037],[2252055],[2282849],[2290052],[2296647],[2301482],[2309978],[2347688],[2376708],[2383144],[2389270],[2430500],[2435335],[2472827],[2509796],[2579852] ] cell #4284 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1226223],[1366733],[1469870],[1563109],[1596395],[1632628],[1665100],[1725085],[1756510],[1788222],[1802979],[1824455],[1874913],[1880755],[1911356],[1921935],[1942781],[1957538],[1994675],[2039494],[2041689],[2045580],[2053643],[2059485],[2070064],[2127501],[2138219],[2148553],[2152776],[2164104],[2179750],[2181945],[2209772],[2233080],[2239861],[2243026],[2252185],[2256721],[2269389],[2283946],[2306277],[2309442],[2333000],[2335674],[2336515],[2348376],[2360990],[2364155],[2377850],[2396539],[2397380],[2418899],[2422064],[2424202],[2425262],[2446084],[2446925],[2450457],[2479250],[2480310],[2489471],[2498102],[2498943],[2502475],[2504255],[2523497],[2524472],[2524557],[2547190],[2553368],[2561798],[2569580],[2570555],[2570640],[2592317],[2592854],[2609500],[2613013],[2617460],[2622517],[2625832],[2632557],[2633094],[2652794],[2664222],[2668467],[2670429],[2673852],[2678467],[2687405],[2698200],[2713834],[2717885],[2720318],[2722280],[2726073],[2742345],[2755898],[2759340],[2761347],[2777447],[2779409],[2795132],[2808147],[2832738] ] cell #4285 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1634571],[1726496],[1747342],[1761833],[1804922],[1826398],[1852045],[1872036],[1882166],[1885977],[1912767],[1927258],[1948104],[1959481],[1961458],[1972476],[1991413],[2001602],[2030775],[2040905],[2044716],[2060896],[2064707],[2075387],[2077004],[2085702],[2103417],[2114435],[2141905],[2152094],[2171031],[2184972],[2244342],[2255360],[2273075], [533091,1724936],[654220,1880606],[658036,1885265],[679762,1911207],[748415,1990272],[752953,1994526],[762376,2004233],[795145,2039345],[812860,2059336],[816676,2063995],[859519,2104506],[869734,2113294],[874272,2117548],[911054,1923541],[911218,1674223],[917844,2159701],[922382,2163955],[931805,2173662],[937104,2179601],[940920,2184260],[961645,2199503],[976578,2211526],[987657,2219889],[997872,2228677],[1002410,2232931],[1014670,2242877],[1031235,1800995],[1035177,2261013],[1038249,2263146],[1048464,2271934],[1053002,2276188],[1060611,2071670],[1060775,1833578],[1062425,2285895],[1083949,2300097],[1085048,2300984],[1096306,2309293],[1110291,2318394],[1121370,2326757],[1130757,2334958],[1147916,2346174],[1157551,1927716],[1159820,2356197],[1170340,2165786],[1170504,1938614],[1173928,2366560],[1184143,2375348],[1186905,1955554],[1188681,2379602],[1190847,2186620],[1208544,2391830],[1209977,2392073],[1211566,2393162],[1215062,2395823],[1244403,2413606],[1245654,1762291],[1255661,2234762],[1255825,2016733],[1257536,2423529],[1275776,2433950],[1276875,2434837],[1280315,2437805],[1284903,2044421],[1286555,2441674],[1288133,2443146],[1290872,2261785],[1292031,2049055],[1299083,2055591],[1302118,2452247],[1313197,2460610],[1317666,2075845],[1319935,2287794],[1337337,2089328],[1337795,2475393],[1343582,2478577],[1370916,2493393],[1373938,2494725],[1374425,1885682],[1377434,2325396],[1378593,2122913],[1385645,2129449],[1387350,2130887],[1403774,2512356],[1405207,2512599],[1406796,2513688],[1409834,2149235],[1410292,2516349],[1414936,2155498],[1416672,2519841],[1417771,2520728],[1420294,2356914],[1421779,1933613],[1422237,2159858],[1439633,2534132],[1440884,1948562],[1443073,2373840],[1447661,2184677],[1451055,2186162],[1460894,2385710],[1467591,2549646],[1467886,2197754],[1471813,2200651],[1474156,2202440],[1493675,2405234],[1495747,1998743],[1500855,2222426],[1501313,2565723],[1504851,2005006],[1507100,2414823],[1508585,2011732],[1509043,2228834],[1526533,2426465],[1533713,2247968],[1534171,2582418],[1539958,2585602],[1540253,2253332],[1545300,2588538],[1546733,2588781],[1548322,2589870],[1550868,2262057],[1551994,2262624],[1552289,2050766],[1567292,2600418],[1570314,2601750],[1570801,2064412],[1573352,2280405],[1574969,2281553],[1578454,2286668],[1581289,2608790],[1582021,2288089],[1587227,2082765],[1590743,2469690],[1598001,2298220],[1601718,2093290],[1602176,2301141],[1613095,2481513],[1623194,2315894],[1623652,2487273],[1625664,2112407],[1630349,2628835],[1630644,2320982],[1636914,2325668],[1638040,2326235],[1638335,2124624],[1655666,2339337],[1662821,2643313],[1663116,2344425],[1667043,2347322],[1669386,2349111],[1681372,2160842],[1688905,2525760],[1690977,2168172],[1696085,2369097],[1696543,2659390],[1700081,2174435],[1702625,2374461],[1703815,2181161],[1704273,2375505],[1707672,2665510],[1710694,2666842],[1713507,2544067],[1716366,2191779],[1719770,2386614],[1730012,2392640],[1730307,2201432],[1740987,2400202],[1750858,2560020],[1751153,2406566],[1752973,2218800],[1758116,2410842],[1765677,2229818],[1773210,2571843],[1779054,2241405],[1782865,2427797],[1789828,2432073],[1793545,2251930],[1794003,2434994],[1815021,2449747],[1816638,2711879],[1817491,2271047],[1822176,2709575],[1822471,2454835],[1829867,2460088],[1830162,2283264],[1839828,2468562],[1841856,2292855],[1849186,2472204],[1855449,2301263],[1862175,2307821],[1865986,2482845],[1869177,2623256],[1875440,2488177],[1896657,2501765],[1898274,2631139],[1902637,2338450],[1916283,2513166],[1916578,2348103],[1937424,2527092],[1939244,2365471],[1944387,2531368],[1951948,2376489],[1970448,2388242],[1982665,2399315],[1989385,2558892],[2015543,2573175],[2020586,2426708],[2027916,2579229],[2034179,2435116],[2096720,2481756],[2139877,2508768], [226063,1162849,2358197],[263505,1248170,2416106],[305785,1340401,2476297],[357172,1443400,2536632],[371010,1466068,2548518],[393847,1503919,2566627],[412810,1536777,2583322],[447418,1596149,2614337],[470305,1628826,2627707],[491536,1661298,2642185],[500969,1677287,2649920],[514373,1699149,2660294],[553267,1750441,2680623],[557828,1756264,2682719],[581271,1787976,2695077],[589248,1799177,2699528],[604158,1820653,2708447],[613591,1836642,2716182],[648921,1874667,2727817],[688139,1921689,2743669],[690141,1674681,2649016],[699938,1936712,2749116],[704499,1942535,2751212],[712476,1953736,2755663],[715991,1450891,2381433],[771491,2014831,2773507],[782589,2026239,2776820],[796959,1800700,2700656],[807561,2053397,2784946],[819096,1573810,2459249],[821237,2069818,2790425],[823239,1834036,2715278],[856447,2102373,2798945],[883695,2127255,2804891],[893161,1656124,2506236],[895430,2137973,2807575],[924548,1939072,2754251],[933984,1702330,2535349],[938918,1955259,2756791],[971280,1741445,2555349],[973549,2209526,2825491],[1004576,2017191,2685758],[1006852,2237536,2831608],[1011440,1782570,2576715],[1042718,1815479,2594298],[1044987,2055296,2788981],[1055357,1828741,2459521],[1088488,2303952,2845829],[1093076,1865691,2619916],[1125839,1897115,2634538],[1128108,2129154,2731852],[1130299,1899778,2637734],[1135401,1906041,2507140],[1162522,2158193,2815302],[1167110,1937129,2653687],[1214604,1979806,2675176],[1219706,1986069,2556253],[1247843,2227169,2768502],[1252431,2015248,2688298],[1257831,2018558,2575587],[1290414,2047907,2703996],[1295516,2054170,2595202],[1330157,2292612,2794002],[1343877,2094692,2618788],[1376976,2121765,2733296],[1382078,2128028,2635442],[1420589,2158814,2652559],[1460436,2192666,2760775],[1507395,2227790,2687170],[1591038,2293944,2719691] ] cell #4286 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473052],[560774],[606905],[651716],[657447],[707445],[715223],[721445],[755964],[800365],[810356],[816087],[824183],[831143],[867045],[890874],[914315],[925393],[934600],[940331],[947091],[968993],[1009873],[1012056],[1026513],[1034588],[1045775],[1056013],[1091509],[1093692],[1133362],[1135197],[1136057],[1151066],[1167726],[1181454],[1217667],[1219502],[1220362],[1253047],[1262778],[1263204],[1278325],[1295312],[1296172],[1348824],[1349250],[1381874],[1382734],[1390054],[1391814],[1425536],[1425962],[1476860],[1478620],[1494730],[1512342],[1512768],[1520370],[1553572],[1555332],[1606932],[1624711],[1639618],[1641378],[1682742],[1684049],[1721368],[1751970],[1767047],[1768354],[1810516],[1847091],[1857047],[1868448],[1892152],[1954625],[1962705],[1977711],[2035777],[2070882],[2086949],[2147140],[2245589], 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] cell #4287 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4288 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4289 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1504703],[1596653],[1633946],[1634538],[1678071],[1699933],[1725391],[1756768],[1761042],[1761465],[1761624],[1788480],[1804297],[1804889],[1825773],[1826365],[1837426],[1839432],[1850391],[1870099],[1875171],[1879066],[1881061],[1884852],[1885639],[1911662],[1922193],[1926890],[1927049],[1943039],[1947313],[1947736],[1947895],[1958856],[1959448],[1960592],[1966936],[1970052],[1974049],[1988989],[1990229],[1994981],[1998700],[1999665],[1999948],[2004190],[2018162],[2029121],[2037805],[2039800],[2044378],[2048829],[2057796],[2059791],[2063582],[2064369],[2074596],[2075019],[2075178],[2076971],[2082722],[2089285],[2091180],[2094296],[2104110],[2108248],[2112011],[2113251],[2116008],[2122687],[2136365],[2139481],[2143478],[2149192],[2150440],[2157318],[2158418],[2159658],[2168129],[2169094],[2169377],[2173619],[2178061],[2183847],[2184634],[2185794],[2191383],[2197358],[2199460],[2200425],[2207918],[2210456],[2216785],[2219493],[2222383],[2227394],[2228634],[2241362],[2242327],[2247925],[2249820],[2252936],[2260600],[2262750],[2270651],[2271891],[2274648],[2279681],[2280362],[2281327],[2285852],[2289889],[2293548],[2299472],[2299701],[2300941],[2307778],[2308743],[2314382],[2315851],[2320586],[2323653],[2326361],[2337825],[2338054],[2339294],[2344029],[2346131],[2347096],[2350363],[2354589],[2356154],[2363456],[2366164],[2369054],[2375305],[2383014],[2389107],[2391787],[2392766],[2398690],[2398919],[2400159],[2405191],[2406170],[2412094],[2413563],[2421365],[2433325],[2433554],[2434794],[2437762],[2441631],[2442596],[2448235],[2449704],[2454439],[2457506],[2460214],[2467660],[2472697],[2474921],[2484577],[2486801],[2493350],[2500253],[2501722],[2509633],[2512313],[2513292],[2515877],[2519216],[2519445],[2520685],[2532620],[2534089],[2541891],[2547616],[2557990],[2565251],[2567879],[2579722],[2581946],[2600375],[2607278],[2608747],[2641283],[2658918],[2661546], [447385,2298255],[557795,2410877],[581238,2432108],[648888,2488212],[688106,2349146],[704466,2531403],[748382,2558485],[762343,2566662],[796926,2256286],[797079,2041947],[807528,2595237],[821204,2459556],[859041,2622919],[869701,2627300],[883662,2635477],[895397,2507175],[911185,2153082],[917811,2652152],[931772,2660329],[938885,2377415],[939038,2182203],[961612,2673076],[973516,2556288],[987179,2682382],[997839,2686763],[1006819,2575180],[1037771,2703659],[1044954,2450022],[1045107,2269647],[1048431,2708040],[1060742,2284252],[1062392,2716217],[1083471,2721546],[1085015,2722041],[1088455,2618381],[1120892,2732959],[1128075,2502040],[1128228,2333258],[1129931,2637397],[1147883,2741569],[1159787,2649955],[1162489,2522168],[1163633,2363684],[1170471,2364461],[1173450,2750875],[1184110,2755256],[1208511,2672673],[1211088,2762654],[1214236,2674839],[1244370,2770617],[1247810,2568251],[1248954,2421593],[1255792,2422370],[1257493,2423742],[1275298,2778675],[1276842,2779170],[1280282,2699121],[1286522,2782056],[1290046,2591107],[1291406,2053901],[1291998,2449902],[1312719,2790088],[1319902,2287751],[1320055,2076379],[1330124,2611834],[1335426,2795522],[1336969,2721211],[1341185,2308971],[1343539,2478790],[1370883,2730793],[1373460,2802535],[1376608,2631347],[1377968,2127759],[1378560,2501920],[1403741,2741166],[1406318,2809454],[1409466,2743332],[1416194,2811808],[1417738,2812303],[1420251,2357127],[1421411,2526568],[1421570,2164410],[1439600,2817417],[1443040,2373797],[1444184,2178289],[1451022,2185953],[1460068,2669360],[1465655,2672178],[1467548,2549859],[1471188,2210030],[1471780,2400357],[1493642,2680216],[1498944,2827645],[1500487,2769787],[1507057,2415036],[1508217,2572651],[1508376,2233386],[1526500,2426422],[1531802,2833128],[1533345,2778340],[1537561,2242555],[1539915,2585815],[1545267,2588495],[1547844,2836052],[1551951,2266888],[1567259,2787922],[1569836,2840141],[1572984,2458777],[1574344,2070322],[1574936,2280560],[1581256,2842990],[1584127,2611339],[1590700,2469903],[1596106,2615233],[1601350,2482321],[1601509,2309748],[1613062,2481470],[1622403,2799611],[1622826,2727480],[1628413,2730298],[1630306,2629048],[1637997,2330499],[1655298,2505764],[1660885,2740671],[1662778,2643526],[1666418,2138477],[1667010,2339492],[1672312,2854042],[1673855,2648544],[1688872,2525717],[1694174,2857241],[1695717,2816587],[1702287,2374065],[1703447,2373937],[1703606,2180056],[1707639,2665467],[1710216,2860165],[1713464,2544963],[1723396,2552158],[1729969,2400477],[1740619,2554877],[1744242,2679721],[1750028,2767768],[1750815,2560233],[1756221,2683615],[1773177,2571800],[1775954,2574685],[1782527,2427401],[1787933,2695973],[1793177,2427273],[1793336,2243332],[1798764,2698626],[1800657,2589474],[1814230,2837217],[1814653,2593826],[1816605,2711836],[1820240,2787427],[1822133,2709788],[1829824,2281610],[1831667,2872565],[1833210,2714806],[1849143,2477921],[1859075,2617886],[1865648,2482449],[1869134,2624152],[1874624,2728310],[1895866,2849793],[1896289,2634066],[1898241,2631096],[1899735,2503540],[1907861,2879148],[1909667,2503045],[1916240,2339612],[1921646,2646320],[1930513,2651657],[1936299,2814568],[1937086,2526696],[1938246,2753779],[1942492,2752108],[1953323,2754761],[1955216,2666446],[1979763,2552653],[1987889,2862054],[2008632,2686268],[2014418,2830569],[2015205,2572779],[2016365,2685286],[2025826,2776321],[2027873,2422873],[2047183,2786164],[2047864,2591602],[2053354,2785439],[2055253,2601354],[2069775,2712582],[2083687,2719192],[2101960,2798446],[2121041,2729035],[2121722,2631842],[2127212,2805384],[2129111,2494329],[2132139,2806530],[2137930,2738683],[2158150,2656694],[2191154,2759730],[2192623,2670190],[2203692,2824446],[2209483,2765503],[2227126,2563027],[2237493,2692977],[2261313,2707545],[2292569,2612237],[2303909,2724927],[2324924,2626805],[2334486,2738188],[2385238,2669695],[2395351,2765008] ] cell #4290 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1762332],[1852182],[1872173],[1886186],[1886492],[1927757],[1948603],[1973208],[1992145],[2001739],[2004977],[2005461],[2030912],[2044925],[2045231],[2064916],[2065222],[2075886],[2087845],[2105560],[2111660],[2115167],[2118279],[2142637],[2152231],[2155469],[2155953],[2171168],[2174406],[2174890],[2185181],[2185487],[2186661],[2189533],[2193931],[2210291],[2218423],[2220943],[2224261],[2246485],[2252585],[2256092],[2259204],[2270300],[2273807],[2276919],[2286639],[2287123],[2288604],[2289724],[2290277],[2291135],[2297851],[2312761],[2317159],[2322425],[2336204],[2336915],[2340602],[2348734],[2351254],[2365094],[2367614],[2370932],[2373714],[2380333],[2381404],[2384194],[2388942],[2390353],[2397069],[2397780],[2402899],[2403757],[2410473],[2412449],[2424130],[2424988],[2425620],[2426339],[2431704],[2436102],[2446614],[2447325],[2451012],[2456278],[2459144],[2459220],[2464982],[2473877],[2479178],[2480036],[2480668],[2481387],[2485757],[2491916],[2498632],[2499343],[2504720],[2505273],[2506131],[2506207],[2509468],[2510879],[2517595],[2521633],[2523425],[2524283],[2524915],[2525634],[2530999],[2532975],[2540663],[2551824],[2553833],[2554386],[2555244],[2555320],[2562198],[2564207],[2569508],[2570366],[2570998],[2571717],[2580902],[2587061],[2588412],[2590451],[2592782],[2593335],[2594193],[2594269],[2598941],[2605657],[2607633],[2612941],[2615811],[2617271],[2624730],[2626190],[2631013],[2633022],[2633575],[2634433],[2634509],[2645491],[2646898],[2647500],[2648911],[2648987],[2650739],[2657874],[2664033],[2665384],[2668240],[2672754],[2673780],[2680297],[2681323],[2684193],[2685653],[2685729],[2696551],[2698011],[2699202],[2711753],[2713762],[2715173],[2715249],[2717672],[2720091],[2721126],[2726360],[2727395],[2730874],[2741247],[2742273],[2743247],[2752686],[2754146],[2754222],[2761134],[2766248],[2769702],[2777220],[2778255],[2788003],[2807934],[2816502], 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] cell #4291 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [763685],[874967],[914177],[933114],[942324],[985407],[993149],[1033706],[1053697],[1063734],[1063872],[1069597],[1108433],[1150832],[1158574],[1171678],[1179420],[1182183],[1189376],[1190258],[1195923],[1207090],[1228952],[1234953],[1261424],[1262544],[1263933],[1278784],[1300260],[1310947],[1311181],[1318689],[1324801],[1336303],[1347470],[1348590],[1349979],[1358295],[1369462],[1373077],[1391153],[1392273],[1393470],[1393704],[1402320],[1408321],[1424182],[1425302],[1426691],[1430183],[1441083],[1441542],[1452903],[1466457],[1477959],[1479079],[1480276],[1480510],[1488319],[1499821],[1503258],[1503492],[1510988],[1512108],[1513497],[1521177],[1522283],[1523423],[1523882],[1532679],[1543846],[1546355],[1554671],[1555791],[1556988],[1557222],[1565838],[1569453],[1571839],[1594185],[1603001],[1607739],[1608845],[1609985],[1610444],[1615661],[1624477],[1629215],[1632581],[1633040],[1635626],[1640717],[1641837],[1643034],[1643268],[1648133],[1648222],[1650069],[1653047],[1661687],[1673189],[1675506],[1675740],[1683549],[1684655],[1685795],[1686254],[1695051],[1698488],[1698722],[1706218],[1708727],[1709833],[1726641],[1731583],[1733454],[1733543],[1735390],[1738368],[1747487],[1752429],[1754300],[1754457],[1760320],[1763116],[1763350],[1767854],[1768960],[1770100],[1770559],[1775727],[1786012],[1794828],[1799566],[1801812],[1802271],[1805977],[1807488],[1807577],[1809424],[1812402],[1821042],[1824408],[1824867],[1827453],[1832544],[1834861],[1835095],[1835981],[1836215],[1845103],[1845260],[1852192],[1852712],[1852801],[1856547],[1858848],[1872183],[1876538],[1878904],[1882311],[1886794],[1887253],[1889124],[1889213],[1891060],[1894038],[1912912],[1917854],[1919725],[1919814],[1924639],[1928541],[1928775],[1930286],[1931286],[1933083],[1940571],[1940728],[1946591],[1949387],[1949621],[1954125],[1956371],[1956830],[1957491],[1957950],[1966774],[1967620],[1967709],[1968516],[1969799],[1972446],[1973822],[1988736],[1991383],[1998014],[2001749],[2002269],[2002358],[2006104],[2008405],[2009405],[2011202],[2023833],[2023990],[2030922],[2031442],[2031531],[2035277],[2037578],[2041050],[2045533],[2045992],[2048602],[2057634],[2061041],[2065524],[2065983],[2067854],[2067943],[2068011],[2072768],[2073874],[2078868],[2079579],[2080386],[2083460],[2085050],[2091953],[2092760],[2099967],[2100124],[2102765],[2109579],[2109668],[2111758],[2114405],[2115781],[2122460],[2136203],[2137049],[2137138],[2137206],[2139228],[2141875],[2143251],[2148506],[2152241],[2156596],[2167443],[2171178],[2171698],[2171787],[2175533],[2177834],[2177899],[2178834],[2180631],[2187907],[2188539],[2189631],[2195606],[2197124],[2200198],[2207756],[2208602],[2208691],[2208759],[2212677],[2213484],[2216558],[2218148],[2225051],[2238219],[2239026],[2239814],[2242100],[2242165],[2243690],[2250593],[2251400],[2252683],[2255330],[2268219],[2268308],[2268376],[2270398],[2273045],[2274421],[2281100],[2290860],[2296225],[2297949],[2304635],[2305442],[2306230],[2308516],[2308581],[2311767],[2312859],[2320352],[2323426],[2331830],[2331919],[2331987],[2335210],[2336302],[2337013],[2342277],[2343795],[2346869],[2348459],[2355362],[2359348],[2360155],[2360943],[2363229],[2363294],[2364819],[2371722],[2390078],[2396075],[2397167],[2397878],[2403482],[2410571],[2417257],[2418064],[2418852],[2421138],[2421203],[2424713],[2425345],[2430078],[2431802],[2439295],[2442369],[2445620],[2446712],[2447423],[2454205],[2457279],[2465772],[2471966],[2477544],[2479761],[2480393],[2489424],[2491641],[2497638],[2498730],[2499441],[2510604],[2517693],[2524008],[2524640],[2531097],[2538590],[2541664],[2546726],[2551922],[2562296],[2570091],[2570723],[2584569],[2586786],[2598666],[2605755],[2610323],[2616996],[2625915],[2645589],[2663758],[2671162],[2678705],[2697736],[2739655] ] cell #4292 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1762394],[1852110],[1872101],[1886042],[1886569],[1927819],[1948665],[1960536],[1973134],[1992071],[2001667],[2004931],[2005317],[2030840],[2044781],[2045308],[2064772],[2065299],[2075948],[2076904],[2087834],[2105549],[2111509],[2115093],[2118224],[2142563],[2152159],[2155423],[2155809],[2171096],[2174360],[2174746],[2185037],[2185564],[2185789],[2189382],[2193920],[2210280],[2218273],[2220932],[2246474],[2252434],[2256018],[2259149],[2270149],[2273733],[2276864],[2279676],[2286593],[2286979],[2289713],[2290266],[2290985],[2297700],[2312610],[2317148],[2336053],[2336764],[2337820],[2340591],[2348584],[2351243],[2364944],[2367603],[2373563],[2380278],[2384183],[2388931],[2390203],[2396918],[2397629],[2398685],[2402888],[2403607],[2410322],[2412877],[2424119],[2424838],[2425470],[2426188],[2431553],[2436091],[2446463],[2447174],[2448230],[2451001],[2458994],[2473866],[2479167],[2479886],[2480518],[2481236],[2485746],[2491766],[2493827],[2498481],[2499192],[2500248],[2504709],[2505262],[2505981],[2509457],[2510729],[2517444],[2519211],[2523414],[2524133],[2524765],[2525483],[2530848],[2533403],[2551673],[2553822],[2554375],[2555094],[2562047],[2564196],[2566100],[2567874],[2569497],[2570216],[2570848],[2571566],[2580891],[2586911],[2588261],[2592771],[2593324],[2594043],[2598791],[2600852],[2605506],[2607273],[2608061],[2612930],[2614941],[2617121],[2623860],[2626040],[2630862],[2633011],[2633564],[2634283],[2645340],[2647489],[2648761],[2651167],[2657863],[2659767],[2661541],[2663883],[2665233],[2665944],[2668229],[2672011],[2673769],[2679554],[2681312],[2683323],[2685503],[2695681],[2697861],[2702683],[2711602],[2713751],[2715023],[2715655],[2717626],[2720080],[2720544],[2726349],[2726813],[2730131],[2740504],[2742262],[2744273],[2746453],[2751816],[2753996],[2761088],[2766202],[2769120],[2777209],[2777673],[2780991],[2787260],[2807888],[2810806],[2815920], [1031338,1544966],[1079259,1596121],[1156067,1674309],[1187008,1707338],[1238614,1756236],[1271086,1787948],[1283858,1800672],[1299186,1816304],[1316182,1833664],[1361477,1874639],[1385748,1897940],[1411982,1921661],[1422340,1933758],[1429524,1938700],[1433844,1942507],[1446616,1955231],[1486844,1990244],[1503003,2004205],[1509146,2011877],[1516330,2016819],[1552354,2050831],[1552881,2050913],[1557853,2053369],[1559800,2055268],[1575500,2069790],[1582124,2076670],[1602279,2093435],[1616714,2104162],[1627740,2113266],[1638400,2124689],[1638927,2124771],[1643899,2127227],[1645846,2129126],[1656694,2137945],[1680097,2158165],[1681297,2160812],[1681683,2161500],[1682074,2159673],[1698233,2173634],[1704376,2181306],[1711560,2186248],[1729588,2199475],[1730372,2201497],[1730899,2201579],[1742015,2209498],[1755353,2219545],[1764402,2227141],[1765602,2229788],[1765988,2230476],[1766379,2228649],[1777060,2237508],[1794106,2252075],[1806268,2261405],[1808030,2264189],[1808541,2262802],[1819567,2271906],[1830227,2283329],[1830754,2283411],[1835726,2285867],[1837673,2287766],[1844535,2292584],[1854805,2299753],[1855374,2301233],[1855760,2301921],[1856151,2300956],[1860181,2303924],[1887904,2325016],[1889666,2327800],[1890177,2326413],[1900164,2334578],[1915859,2346146],[1916643,2348168],[1917170,2348250],[1928286,2356169],[1929059,2356951],[1941624,2366216],[1950673,2373812],[1951873,2376459],[1952259,2377147],[1952650,2375320],[1965470,2385330],[1969550,2388178],[1975155,2391802],[1976265,2393417],[1976776,2392818],[1980192,2395443],[1994092,2405206],[2005708,2413578],[2007178,2414860],[2018913,2423566],[2023265,2426437],[2033535,2433606],[2034104,2435086],[2034490,2435774],[2034881,2434809],[2038911,2437777],[2043997,2441646],[2066634,2458869],[2068396,2461653],[2068907,2460266],[2079330,2468498],[2081371,2469727],[2085175,2472241],[2087737,2473646],[2089714,2475013],[2095047,2478614],[2099399,2481485],[2107429,2486893],[2117114,2493365],[2118735,2494381],[2134899,2505856],[2138979,2508704],[2144584,2512328],[2145694,2513943],[2146205,2513344],[2149621,2515969],[2154854,2519497],[2156200,2520700],[2163521,2525732],[2175137,2534104],[2176607,2535386],[2188664,2544104],[2196068,2548454],[2198109,2549683],[2206452,2554969],[2212428,2558828],[2214469,2560057],[2220835,2563976],[2222812,2565343],[2232497,2571815],[2237970,2575523],[2240011,2576752],[2243815,2579266],[2246377,2580671],[2248354,2582038],[2253687,2585639],[2258039,2588510],[2259660,2589526],[2266069,2593918],[2275754,2600390],[2277375,2601406],[2287370,2608762],[2296982,2614374],[2304386,2618724],[2306427,2619953],[2311892,2623293],[2315165,2625101],[2319296,2627643],[2321337,2628872],[2324759,2631111],[2329680,2634158],[2335335,2637771],[2342739,2642121],[2344780,2643350],[2351146,2647269],[2353123,2648636],[2359099,2652495],[2361140,2653724],[2367506,2657643],[2369483,2659010],[2379168,2665482],[2380789,2666498],[2396200,2675213],[2405668,2680559],[2409604,2682756],[2413992,2685378],[2417008,2687106],[2419049,2688335],[2430835,2695114],[2438239,2699464],[2440280,2700693],[2445745,2704033],[2449018,2705841],[2453149,2708383],[2455190,2709612],[2458612,2711851],[2461556,2713531],[2463533,2714898],[2471717,2719627],[2487650,2727854],[2489912,2729282],[2495080,2731889],[2497763,2733333],[2501036,2735141],[2508387,2739156],[2516726,2743706],[2526194,2749052],[2530130,2751249],[2534518,2753871],[2537534,2755599],[2539575,2756828],[2544671,2760365],[2546851,2760812],[2557500,2765976],[2562700,2768656],[2572277,2773443],[2578742,2776756],[2594675,2784983],[2596937,2786411],[2602105,2789018],[2604788,2790462],[2611172,2794455],[2621943,2798881],[2626411,2800969],[2634915,2804928],[2638338,2807165],[2640518,2807612],[2656367,2815456],[2668693,2821993],[2675780,2825081],[2677960,2825528],[2691912,2832061],[2707151,2838575],[2723862,2846282],[2737186,2851589],[2764006,2862636] ] cell #4293 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [548463],[653232],[733958],[811872],[840617],[874214],[903387],[957206],[988746],[1019347],[1032953],[1052944],[1105435],[1111765],[1143477],[1154171],[1175017],[1188623],[1232207],[1282116],[1284426],[1288075],[1297262],[1303592],[1314286],[1383824],[1396850],[1409247],[1414372],[1427437],[1444874],[1447184],[1483656],[1514243],[1523209],[1527228],[1538871],[1544940],[1560368],[1577890],[1609771],[1613790],[1646414],[1650718],[1651988],[1668324],[1685581],[1689600],[1707312],[1736039],[1737309],[1769886],[1773905],[1777533],[1779303],[1810073],[1811343],[1816278],[1860654],[1862424],[1877464],[1891709],[1892979],[1897914],[1901207],[1932092],[1933732],[1933862],[1969165],[1981235],[1996396],[2010211],[2011851],[2011981],[2049336],[2050348],[2076644],[2084276],[2093409],[2103184],[2110214],[2123194],[2124206],[2161062],[2181280],[2188326],[2193165],[2201014],[2210620],[2230038],[2252049],[2282846],[2290053],[2296644],[2301483],[2309979],[2347685],[2376709],[2383145],[2389271],[2430497],[2435336],[2472828],[2509797],[2579853] ] cell #4294 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [976571],[1110284],[1209970],[1302111],[1335272],[1372342],[1405200],[1465785],[1498790],[1531648],[1546726],[1568718],[1622249],[1628543],[1661015],[1672158],[1694020],[1709098],[1750158],[1798894],[1801240],[1805242],[1814076],[1820370],[1831513],[1895712],[1907707],[1919231],[1923967],[1936429],[1953453],[1955799],[1987735],[2014548],[2022349],[2025956],[2036389],[2041637],[2055836],[2072096],[2098483],[2102090],[2129694],[2132987],[2134019],[2147895],[2162605],[2166212],[2181893],[2204540],[2205572],[2231581],[2235188],[2237878],[2239203],[2264157],[2265189],[2269337],[2304294],[2305619],[2317006],[2327768],[2328800],[2332948],[2335252],[2359007],[2360220],[2360332],[2387926],[2396117],[2406959],[2416916],[2418129],[2418241],[2445662],[2446371],[2466801],[2471625],[2477609],[2484288],[2488813],[2497680],[2498389],[2524050],[2538655],[2543936],[2546768],[2551581],[2557824],[2570133],[2584634],[2605414],[2610565],[2614206],[2617038],[2622303],[2645248],[2663800],[2668253],[2671404],[2694946],[2697778],[2720104],[2739897],[2777233] ] cell #4295 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1634575],[1726498],[1747344],[1761835],[1804926],[1826402],[1852043],[1872034],[1882168],[1885975],[1912769],[1927260],[1948106],[1959485],[1961454],[1972472],[1991409],[2001600],[2030773],[2040907],[2044714],[2060898],[2064705],[2075389],[2077008],[2085698],[2103413],[2114431],[2141901],[2152092],[2171029],[2184970],[2244338],[2255356],[2273071], [533090,1724932],[654219,1880602],[658040,1885264],[679761,1911203],[748419,1990271],[752952,1994522],[762380,2004232],[795144,2039341],[812859,2059332],[816680,2063994],[859518,2104502],[869738,2113293],[874271,2117544],[911053,1923537],[911222,1674225],[917848,2159700],[922381,2163951],[931809,2173661],[937103,2179597],[940924,2184259],[961649,2199502],[976577,2211522],[987656,2219885],[997876,2228676],[1002409,2232927],[1014669,2242873],[1031234,1800993],[1035181,2261012],[1038248,2263142],[1048468,2271933],[1053001,2276184],[1060610,2071666],[1060779,1833580],[1062429,2285894],[1083948,2300093],[1085052,2300983],[1096305,2309289],[1110290,2318390],[1121369,2326753],[1130756,2334954],[1147920,2346173],[1157555,1927715],[1159824,2356196],[1170339,2165782],[1170508,1938616],[1173927,2366556],[1184147,2375347],[1186904,1955552],[1188680,2379598],[1190851,2186619],[1208548,2391829],[1209976,2392069],[1211565,2393158],[1215061,2395819],[1244407,2413605],[1245658,1762290],[1255660,2234758],[1255829,2016735],[1257535,2423527],[1275775,2433946],[1276879,2434836],[1280319,2437804],[1284905,2044420],[1286559,2441673],[1288132,2443142],[1290871,2261781],[1292035,2049057],[1299082,2055589],[1302117,2452243],[1313196,2460606],[1317670,2075844],[1319939,2287793],[1337339,2089327],[1337794,2475389],[1343581,2478575],[1370920,2493392],[1373937,2494721],[1374427,1885681],[1377433,2325392],[1378597,2122915],[1385644,2129447],[1387346,2130883],[1403778,2512355],[1405206,2512595],[1406795,2513684],[1409836,2149234],[1410291,2516345],[1414934,2155494],[1416671,2519837],[1417775,2520727],[1420293,2356912],[1421781,1933615],[1422236,2159856],[1439637,2534131],[1440888,1948561],[1443077,2373839],[1447663,2184676],[1451059,2186164],[1460893,2385706],[1467590,2549644],[1467884,2197750],[1471817,2200653],[1474152,2202436],[1493679,2405233],[1495749,1998742],[1500857,2222425],[1501312,2565719],[1504849,2005002],[1507099,2414821],[1508587,2011734],[1509042,2228832],[1526537,2426464],[1533715,2247967],[1534170,2582414],[1539957,2585600],[1540251,2253328],[1545304,2588537],[1546732,2588777],[1548321,2589866],[1550864,2262053],[1551993,2262622],[1552287,2050764],[1567296,2600417],[1570313,2601746],[1570803,2064411],[1573354,2280404],[1574973,2281555],[1578452,2286664],[1581293,2608789],[1582020,2288087],[1587229,2082764],[1590742,2469688],[1597997,2298216],[1601720,2093292],[1602175,2301139],[1613099,2481512],[1623196,2315893],[1623651,2487269],[1625662,2112403],[1630348,2628833],[1630642,2320978],[1636910,2325664],[1638039,2326233],[1638333,2124622],[1655668,2339336],[1662820,2643311],[1663114,2344421],[1667047,2347324],[1669382,2349107],[1681368,2160838],[1688909,2525759],[1690979,2168171],[1696087,2369096],[1696542,2659386],[1700079,2174431],[1702623,2374457],[1703817,2181163],[1704272,2375503],[1707676,2665509],[1710693,2666838],[1713506,2544065],[1716364,2191775],[1719766,2386610],[1730011,2392638],[1730305,2201430],[1740989,2400201],[1750857,2560018],[1751151,2406562],[1752969,2218796],[1758112,2410838],[1765673,2229814],[1773214,2571842],[1779056,2241404],[1782863,2427793],[1789824,2432069],[1793547,2251932],[1794002,2434992],[1815023,2449746],[1816642,2711878],[1817489,2271043],[1822175,2709573],[1822469,2454831],[1829866,2460086],[1830160,2283262],[1839824,2468558],[1841852,2292851],[1849185,2472202],[1855445,2301259],[1862177,2307820],[1865984,2482841],[1869176,2623254],[1875436,2488173],[1896659,2501764],[1898278,2631138],[1902635,2338446],[1916282,2513164],[1916576,2348101],[1937422,2527088],[1939240,2365467],[1944383,2531364],[1951944,2376485],[1970444,2388238],[1982663,2399311],[1989381,2558888],[2015541,2573171],[2020582,2426704],[2027915,2579227],[2034175,2435112],[2096716,2481752],[2139873,2508764], [226067,1162848,2358193],[263509,1248169,2416102],[305789,1340400,2476293],[357176,1443399,2536628],[371014,1466067,2548514],[393851,1503918,2566623],[412814,1536776,2583318],[447422,1596148,2614335],[470309,1628825,2627703],[491540,1661297,2642181],[500973,1677286,2649916],[514377,1699148,2660290],[553271,1750440,2680619],[557832,1756263,2682717],[581275,1787975,2695075],[589252,1799176,2699524],[604162,1820652,2708443],[613595,1836641,2716178],[648925,1874666,2727815],[688143,1921688,2743667],[690145,1674680,2649012],[699942,1936711,2749112],[704503,1942534,2751210],[712480,1953735,2755659],[715995,1450890,2381429],[771495,2014830,2773503],[782593,2026238,2776816],[796963,1800699,2700654],[807565,2053396,2784944],[819100,1573809,2459245],[821241,2069817,2790423],[823243,1834035,2715274],[856451,2102372,2798941],[883699,2127254,2804889],[893165,1656123,2506232],[895434,2137972,2807573],[924552,1939071,2754247],[933986,1702329,2535347],[938922,1955258,2756789],[971284,1741444,2555345],[973553,2209525,2825489],[1004580,2017190,2685754],[1006856,2237535,2831606],[1011442,1782569,2576713],[1042722,1815478,2594294],[1044991,2055295,2788979],[1055355,1828737,2459517],[1088492,2303951,2845827],[1093078,1865690,2619914],[1125843,1897114,2634534],[1128112,2129153,2731850],[1130301,1899777,2637732],[1135399,1906037,2507136],[1162526,2158192,2815300],[1167112,1937128,2653685],[1214606,1979805,2675174],[1219704,1986065,2556249],[1247847,2227168,2768500],[1252433,2015247,2688296],[1257829,2018554,2575583],[1290416,2047906,2703994],[1295514,2054166,2595198],[1330161,2292611,2794000],[1343875,2094688,2618784],[1376978,2121764,2733294],[1382076,2128024,2635438],[1420587,2158810,2652555],[1460438,2192665,2760773],[1507393,2227786,2687166],[1591036,2293940,2719687] ] cell #4296 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [234966],[290124],[333557],[355935],[379640],[405023],[423887],[431042],[457041],[478935],[481972],[485751],[500166],[506586],[539881],[543660],[562463],[567451],[571178],[590894],[594594],[598373],[612788],[629619],[634789],[658971],[661010],[664789],[668571],[686552],[690331],[694406],[695419],[709134],[714122],[725276],[732300],[737547],[756192],[760789],[763780],[765959],[766972],[788259],[793429],[801669],[803041],[817611],[819650],[823429],[831371],[835154],[842166],[845541],[865532],[867731],[872556],[877803],[879175],[894705],[901729],[906976],[917264],[925621],[930218],[933209],[935388],[936401],[947777],[951385],[958654],[962437],[972824],[979500],[983283],[984810],[990295],[993670],[997292],[1010101],[1013884],[1020896],[1024271],[1044262],[1046461],[1051286],[1056533],[1057905],[1066391],[1069000],[1080860],[1084468],[1091737],[1095520],[1102336],[1105944],[1113213],[1116996],[1127383],[1134048],[1137656],[1144925],[1148708],[1159095],[1165771],[1169554],[1171081],[1176566],[1179941],[1183563],[1192342],[1203884],[1206493],[1218353],[1221961],[1225746],[1228355],[1240215],[1243823],[1251092],[1254875],[1258218],[1260827],[1272687],[1276295],[1283564],[1287347],[1294163],[1297771],[1305040],[1308823],[1319210],[1332722],[1342217],[1344264],[1346873],[1354714],[1366256],[1368865],[1380725],[1384333],[1387572],[1399114],[1401723],[1413583],[1417191],[1420976],[1423585],[1435445],[1439053],[1446322],[1450105],[1459633],[1468273],[1472825],[1474378],[1496240],[1507782],[1510391],[1529098],[1538593],[1540640],[1543249],[1551090],[1562632],[1565241],[1577101],[1580709],[1589839],[1591425],[1598223],[1602404],[1631031],[1637136],[1654863],[1663503],[1668055],[1669608],[1691470],[1703012],[1705621],[1719992],[1722534],[1740184],[1751540],[1758338],[1781666],[1783252],[1790050],[1794231],[1822858],[1828963],[1841637],[1864787],[1866373],[1875662],[1906263],[1908805],[1937811],[1944609],[1986291],[1991194],[2015930],[2020367],[2054392],[2096501],[2128250],[2160623],[2229599],[2294891] ] cell #4297 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [234987],[290169],[333602],[355937],[379685],[405025],[423932],[431043],[457043],[478980],[481974],[485752],[500211],[506588],[539883],[543661],[562508],[567453],[571179],[590896],[594596],[598374],[612833],[629621],[634790],[658973],[661012],[664790],[668572],[686554],[690332],[694407],[695421],[709179],[714124],[725278],[732301],[737548],[756194],[760791],[763781],[765960],[766974],[788261],[793430],[801670],[803042],[817613],[819652],[823430],[831373],[835155],[842167],[845543],[865534],[867732],[872557],[877804],[879176],[894707],[901730],[906977],[917265],[925623],[930220],[933210],[935389],[936403],[947778],[951386],[958656],[962438],[972826],[979502],[983284],[984811],[990296],[993672],[997293],[1010103],[1013885],[1020897],[1024273],[1044264],[1046462],[1051287],[1056534],[1057906],[1066392],[1069001],[1080861],[1084469],[1091739],[1095521],[1102337],[1105945],[1113215],[1116997],[1127385],[1134049],[1137657],[1144927],[1148709],[1159097],[1165773],[1169555],[1171082],[1176567],[1179943],[1183564],[1192343],[1203885],[1206494],[1218354],[1221962],[1225747],[1228356],[1240216],[1243824],[1251094],[1254876],[1258219],[1260828],[1272688],[1276296],[1283566],[1287348],[1294164],[1297772],[1305042],[1308824],[1319212],[1332723],[1342219],[1344265],[1346874],[1354715],[1366257],[1368866],[1380726],[1384334],[1387573],[1399115],[1401724],[1413584],[1417192],[1420977],[1423586],[1435446],[1439054],[1446324],[1450106],[1459634],[1468274],[1472826],[1474379],[1496241],[1507783],[1510392],[1529099],[1538595],[1540641],[1543250],[1551091],[1562633],[1565242],[1577102],[1580710],[1589840],[1591426],[1598224],[1602405],[1631032],[1637137],[1654864],[1663504],[1668056],[1669609],[1691471],[1703013],[1705622],[1719993],[1722535],[1740185],[1751541],[1758339],[1781667],[1783253],[1790051],[1794232],[1822859],[1828964],[1841638],[1864788],[1866374],[1875663],[1906264],[1908806],[1937812],[1944610],[1986292],[1991195],[2015931],[2020368],[2054393],[2096502],[2128251],[2160624],[2229600],[2294892] ] cell #4298 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [234990],[290172],[333605],[355942],[379688],[405030],[423935],[431044],[457048],[478983],[481979],[485753],[500214],[506593],[539888],[543662],[562511],[567458],[571180],[590901],[594601],[598375],[612836],[629626],[634791],[658978],[661017],[664791],[668573],[686559],[690333],[694408],[695426],[709182],[714129],[725283],[732302],[737549],[756199],[760796],[763782],[765961],[766979],[788266],[793431],[801671],[803043],[817618],[819657],[823431],[831378],[835156],[842168],[845548],[865539],[867733],[872558],[877805],[879177],[894712],[901731],[906978],[917266],[925628],[930225],[933211],[935390],[936408],[947779],[951387],[958661],[962439],[972831],[979507],[983285],[984812],[990297],[993677],[997294],[1010108],[1013886],[1020898],[1024278],[1044269],[1046463],[1051288],[1056535],[1057907],[1066393],[1069002],[1080862],[1084470],[1091744],[1095522],[1102338],[1105946],[1113220],[1116998],[1127390],[1134050],[1137658],[1144932],[1148710],[1159102],[1165778],[1169556],[1171083],[1176568],[1179948],[1183565],[1192344],[1203886],[1206495],[1218355],[1221963],[1225748],[1228357],[1240217],[1243825],[1251099],[1254877],[1258220],[1260829],[1272689],[1276297],[1283571],[1287349],[1294165],[1297773],[1305047],[1308825],[1319217],[1332724],[1342224],[1344266],[1346875],[1354716],[1366258],[1368867],[1380727],[1384335],[1387574],[1399116],[1401725],[1413585],[1417193],[1420978],[1423587],[1435447],[1439055],[1446329],[1450107],[1459635],[1468275],[1472827],[1474380],[1496242],[1507784],[1510393],[1529100],[1538600],[1540642],[1543251],[1551092],[1562634],[1565243],[1577103],[1580711],[1589841],[1591427],[1598225],[1602406],[1631033],[1637138],[1654865],[1663505],[1668057],[1669610],[1691472],[1703014],[1705623],[1719994],[1722536],[1740186],[1751542],[1758340],[1781668],[1783254],[1790052],[1794233],[1822860],[1828965],[1841639],[1864789],[1866375],[1875664],[1906265],[1908807],[1937813],[1944611],[1986293],[1991196],[2015932],[2020369],[2054394],[2096503],[2128252],[2160625],[2229601],[2294893] ] cell #4299 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [715898],[819003],[893068],[934046],[971187],[1011502],[1042625],[1055438],[1093138],[1125746],[1130435],[1135482],[1157458],[1167172],[1214740],[1219787],[1245561],[1252493],[1257984],[1284965],[1290550],[1295597],[1317573],[1337473],[1344030],[1374487],[1377112],[1382159],[1387490],[1409970],[1415017],[1420742],[1421915],[1440791],[1447723],[1460572],[1468039],[1474296],[1495809],[1500991],[1504932],[1507548],[1508721],[1533849],[1540406],[1551008],[1552442],[1570863],[1573488],[1578535],[1587289],[1591191],[1598141],[1601854],[1623330],[1625745],[1630797],[1637054],[1638488],[1655802],[1663269],[1669526],[1681512],[1691039],[1696221],[1700162],[1702778],[1703951],[1716447],[1719910],[1726558],[1730460],[1741123],[1747404],[1751306],[1753024],[1758256],[1761969],[1765817],[1779116],[1783018],[1789968],[1793681],[1815157],[1817572],[1822624],[1828881],[1830315],[1839903],[1841907],[1852126],[1855589],[1862237],[1866139],[1872117],[1875580],[1882228],[1886130],[1896793],[1902718],[1906181],[1912829],[1916731],[1927394],[1933675],[1937577],[1939295],[1944527],[1948240],[1952088],[1961593],[1970523],[1972527],[1982746],[1986209],[1989460],[1991464],[2001683],[2005146],[2011794],[2015696],[2018633],[2020637],[2030856],[2034319],[2040967],[2044869],[2050847],[2054310],[2060958],[2064860],[2075523],[2085837],[2093352],[2094767],[2096771],[2103552],[2112482],[2114486],[2124705],[2128168],[2131022],[2139952],[2141956],[2152175],[2155638],[2158889],[2160893],[2171112],[2174575],[2181223],[2185125],[2191854],[2197829],[2201513],[2202575],[2218935],[2227865],[2229869],[2244477],[2251992],[2253407],[2255411],[2262192],[2271122],[2273126],[2283345],[2286808],[2292990],[2294019],[2298355],[2301314],[2321057],[2325803],[2338525],[2344500],[2348184],[2349246],[2365606],[2374536],[2376540],[2386749],[2388293],[2399390],[2406641],[2410977],[2426843],[2427872],[2432208],[2435167],[2454910],[2459656],[2468613],[2481891],[2482920],[2488312],[2507275],[2508819],[2527167],[2531503],[2556388],[2558943],[2573250],[2575638],[2595337],[2618839],[2635577],[2652610],[2687221],[2719742] ] cell #4300 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1374249],[1503731],[1548633],[1570625],[1582447],[1625444],[1633531],[1677099],[1698961],[1711005],[1711243],[1716146],[1753368],[1795795],[1803882],[1817271],[1825358],[1828532],[1836454],[1837655],[1842251],[1851825],[1871816],[1877577],[1902417],[1903407],[1904792],[1918793],[1939639],[1950354],[1950655],[1958441],[1963655],[1972871],[1982445],[1983435],[1984820],[1991808],[2001382],[2004797],[2020981],[2021911],[2022946],[2023247],[2030555],[2036316],[2050546],[2051536],[2052921],[2056307],[2066578],[2066922],[2077866],[2087899],[2097115],[2098045],[2099080],[2099381],[2105614],[2114830],[2117785],[2118086],[2124404],[2125394],[2126779],[2133084],[2133946],[2134843],[2135187],[2142300],[2151874],[2154249],[2161237],[2162167],[2163202],[2163503],[2170811],[2174226],[2176572],[2194604],[2201212],[2204637],[2205499],[2206396],[2206740],[2210964],[2217572],[2220997],[2223686],[2224030],[2226450],[2230213],[2231143],[2232178],[2232479],[2236506],[2236570],[2237805],[2239976],[2246539],[2255755],[2257720],[2258021],[2264254],[2265116],[2266013],[2266357],[2273470],[2276425],[2276726],[2283044],[2285419],[2286459],[2298052],[2301658],[2302922],[2302986],[2304221],[2306392],[2312962],[2316568],[2317832],[2317941],[2322164],[2324440],[2324741],[2327865],[2328727],[2329624],[2329968],[2334112],[2341275],[2347883],[2351308],[2353067],[2353411],[2356761],[2357635],[2357699],[2358934],[2361105],[2367668],[2370357],[2370701],[2373121],[2376884],[2378849],[2379150],[2379839],[2380140],[2386052],[2386161],[2390506],[2390800],[2390864],[2393482],[2394977],[2403910],[2406886],[2408420],[2410674],[2413936],[2414280],[2415544],[2415608],[2416843],[2419014],[2431905],[2435511],[2436775],[2436839],[2440245],[2443383],[2443684],[2444522],[2445142],[2446298],[2451685],[2451794],[2456017],[2458293],[2458594],[2461718],[2463477],[2463821],[2464407],[2464751],[2470447],[2470964],[2471028],[2471552],[2472335],[2473772],[2474547],[2484215],[2485652],[2489856],[2492069],[2492363],[2492427],[2495045],[2496540],[2497160],[2498316],[2506578],[2506687],[2511032],[2511326],[2511390],[2514008],[2515503],[2517796],[2521058],[2521402],[2522989],[2528946],[2531200],[2534462],[2534806],[2536070],[2536134],[2536179],[2539540],[2540402],[2543863],[2544198],[2544615],[2546260],[2547254],[2550984],[2551508],[2555691],[2555800],[2557628],[2561294],[2561358],[2562665],[2564102],[2564877],[2569072],[2577472],[2577989],[2578053],[2578098],[2579360],[2580797],[2581572],[2585001],[2587214],[2590190],[2596881],[2599094],[2599388],[2599452],[2602070],[2603565],[2603604],[2604185],[2605341],[2610369],[2610642],[2611137],[2614133],[2614885],[2616530],[2620673],[2621190],[2621254],[2621299],[2623387],[2623804],[2625449],[2626443],[2630173],[2637865],[2638282],[2638685],[2639927],[2639966],[2640921],[2644651],[2645175],[2645958],[2647395],[2654961],[2655025],[2655070],[2656332],[2657769],[2658544],[2662739],[2668725],[2671208],[2671976],[2675307],[2675724],[2676127],[2677369],[2677408],[2679024],[2679519],[2683267],[2684912],[2689572],[2689636],[2689681],[2691382],[2691877],[2692212],[2694873],[2695625],[2697270],[2698264],[2701994],[2704127],[2704544],[2704947],[2706189],[2706228],[2707183],[2710913],[2720576],[2723332],[2723827],[2724162],[2726845],[2730096],[2733427],[2733844],[2734247],[2735489],[2735528],[2737218],[2737491],[2739701],[2740469],[2744217],[2745862],[2747517],[2748012],[2748347],[2751760],[2753405],[2758129],[2760906],[2763204],[2764038],[2764311],[2768318],[2769152],[2771908],[2772403],[2772738],[2777705],[2780956],[2783974],[2784247],[2787225],[2790973],[2792618],[2794733],[2796698],[2800787],[2803919],[2804192],[2810004],[2810838],[2815952],[2819203],[2821521],[2823657],[2826856],[2834304],[2841525],[2844424],[2846868],[2853253],[2867196] ] cell #4301 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117423],[1206173],[1243937],[1244610],[1287774],[1309250],[1335392],[1368545],[1372999],[1373409],[1373426],[1401403],[1417305],[1417978],[1439167],[1439840],[1450532],[1452663],[1465313],[1486873],[1492424],[1496749],[1498910],[1503032],[1503815],[1531768],[1542929],[1547793],[1547810],[1564921],[1569375],[1569785],[1569802],[1580823],[1581496],[1582508],[1590348],[1593945],[1598732],[1615421],[1616954],[1622369],[1626634],[1627769],[1628071],[1632821],[1647893],[1660543],[1670117],[1672278],[1677183],[1682103],[1691979],[1694140],[1698262],[1699045],[1709755],[1710165],[1710182],[1712000],[1719366],[1727403],[1729617],[1733214],[1744686],[1749686],[1754060],[1755593],[1758847],[1766408],[1782175],[1785772],[1790559],[1796985],[1798422],[1805899],[1807248],[1808781],[1818461],[1819596],[1819898],[1824648],[1829472],[1835755],[1836538],[1837702],[1844863],[1852472],[1855045],[1856180],[1865296],[1868184],[1876171],[1879510],[1883073],[1888884],[1890417],[1905637],[1906772],[1913674],[1915888],[1919485],[1928315],[1930957],[1940331],[1941864],[1945118],[1950702],[1951544],[1952679],[1957731],[1962441],[1967380],[1975184],[1975483],[1977016],[1985665],[1986800],[1994121],[1995953],[2002029],[2005737],[2009076],[2023294],[2023593],[2025126],[2031202],[2033775],[2034910],[2038940],[2044026],[2045773],[2054901],[2058240],[2061803],[2069147],[2078110],[2086685],[2090343],[2091624],[2099428],[2099727],[2101260],[2108058],[2109339],[2117143],[2118975],[2128759],[2144613],[2144912],[2146445],[2150250],[2155094],[2156229],[2163550],[2165382],[2171458],[2175166],[2178505],[2187388],[2194848],[2198055],[2211208],[2214415],[2223441],[2232526],[2234358],[2245325],[2248983],[2250264],[2253633],[2258068],[2258367],[2259900],[2275783],[2277615],[2287399],[2295706],[2310616],[2321283],[2324788],[2341519],[2344726],[2370112],[2379197],[2381029],[2429559],[2455136],[2458641], 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] cell #4302 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [590770],[614237],[689532],[713998],[715967],[792384],[796642],[809586],[819072],[822630],[825538],[885720],[891657],[893137],[906166],[923939],[934343],[934805],[938601],[969776],[971256],[1003967],[1010662],[1011799],[1012261],[1025689],[1036143],[1041214],[1042694],[1044670],[1055487],[1055723],[1092298],[1093435],[1093897],[1119264],[1124335],[1125815],[1127791],[1131726],[1134373],[1135531],[1135767],[1157527],[1161138],[1166332],[1167469],[1167931],[1181359],[1198384],[1216031],[1218678],[1219836],[1220072],[1234274],[1245630],[1246459],[1251653],[1252790],[1253252],[1258033],[1259254],[1260016],[1263109],[1285262],[1285724],[1288843],[1291841],[1294488],[1295646],[1295882],[1317642],[1327653],[1338764],[1344079],[1345300],[1346062],[1349155],[1356485],[1360756],[1363691],[1374784],[1375246],[1375405],[1378403],[1381050],[1382208],[1382444],[1387817],[1388390],[1411261],[1415066],[1415302],[1420791],[1422012],[1422774],[1425867],[1440860],[1448020],[1448482],[1457759],[1468088],[1469309],[1471623],[1474623],[1475196],[1486965],[1491171],[1493906],[1498011],[1502282],[1504981],[1505217],[1507597],[1508818],[1509580],[1512673],[1518016],[1535140],[1540455],[1541676],[1545531],[1551335],[1551908],[1552491],[1554460],[1571160],[1571622],[1574779],[1578584],[1578820],[1583782],[1591240],[1592103],[1598468],[1599041],[1601100],[1601951],[1604578],[1615078],[1616230],[1620517],[1625794],[1627861],[1630846],[1632067],[1634381],[1634802],[1637381],[1637954],[1638537],[1640506],[1663318],[1664539],[1666853],[1669853],[1670426],[1680388],[1681839],[1693241],[1697512],[1700211],[1700447],[1702827],[1704048],[1707903],[1714530],[1716496],[1720237],[1723051],[1726823],[1729709],[1729926],[1730509],[1731372],[1742815],[1743897],[1751355],[1753717],[1754869],[1758583],[1759156],[1761215],[1762066],[1764693],[1766144],[1783067],[1790295],[1790868],[1792927],[1793778],[1796405],[1804732],[1817621],[1819688],[1822673],[1823894],[1826208],[1826629],[1829208],[1829781],[1830364],[1832333],[1840210],[1842600],[1845816],[1848310],[1850209],[1852175],[1854321],[1855916],[1866188],[1872166],[1875907],[1877639],[1878721],[1882493],[1885379],[1885596],[1886179],[1902767],[1906508],[1909322],[1913094],[1915980],[1916197],[1916780],[1917643],[1926640],[1927491],[1937626],[1939988],[1941140],[1944854],[1945427],[1947486],[1948337],[1950964],[1952415],[1959291],[1963346],[1963717],[1966591],[1969492],[1970830],[1973220],[1982795],[1986536],[1992157],[1995373],[1997867],[2001732],[2003878],[2005473],[2015745],[2021330],[2024546],[2027040],[2028939],[2030905],[2033051],[2034646],[2044118],[2044335],[2044918],[2050896],[2054637],[2056369],[2057451],[2061223],[2064109],[2064326],[2064909],[2074769],[2075620],[2079272],[2080239],[2087961],[2097464],[2100680],[2105305],[2105676],[2111451],[2115179],[2124754],[2128495],[2132775],[2133146],[2136020],[2138921],[2140259],[2142649],[2148359],[2152224],[2154370],[2155965],[2157491],[2161586],[2164802],[2167296],[2171161],[2173307],[2174902],[2184374],[2184591],[2185174],[2189324],[2201562],[2204328],[2204699],[2207573],[2212370],[2221059],[2230562],[2233778],[2237912],[2238879],[2239667],[2246601],[2252376],[2256104],[2261127],[2263945],[2264316],[2270091],[2273819],[2279529],[2283394],[2285540],[2287135],[2302007],[2304328],[2305295],[2306083],[2327556],[2327927],[2335995],[2336706],[2337673],[2348233],[2351370],[2355842],[2359041],[2360796],[2367730],[2373505],[2377233],[2387714],[2393544],[2396860],[2397571],[2398538],[2416950],[2418705],[2426130],[2435860],[2436320],[2447116],[2448083],[2461780],[2471659],[2472397],[2481178],[2489277],[2499134],[2500101],[2505491],[2514070],[2525425],[2544260],[2554604],[2561989],[2571508],[2579422],[2593553],[2623449],[2633793],[2681541] ] cell #4303 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [797478],[825845],[910822],[939437],[941908],[1026036],[1030795],[1045506],[1056294],[1060379],[1063914],[1128627],[1134720],[1136338],[1150549],[1170108],[1181706],[1182225],[1186465],[1219025],[1220643],[1255429],[1262261],[1263456],[1263975],[1278289],[1289579],[1294835],[1296453],[1298643],[1310435],[1310664],[1348307],[1349502],[1350021],[1376141],[1381397],[1383015],[1385205],[1389126],[1391778],[1392958],[1393187],[1415873],[1419768],[1425019],[1426214],[1426733],[1441047],[1458495],[1475932],[1478584],[1479764],[1479993],[1494253],[1505788],[1506574],[1511825],[1513020],[1513539],[1518440],[1519600],[1520334],[1523387],[1545878],[1546397],[1549772],[1552644],[1555296],[1556476],[1556705],[1579391],[1589138],[1599777],[1605002],[1606162],[1606896],[1609949],[1617161],[1621253],[1624194],[1635149],[1635668],[1635818],[1638690],[1641342],[1642522],[1642751],[1648186],[1648734],[1671162],[1674994],[1675223],[1680812],[1681972],[1682706],[1685759],[1701018],[1708250],[1708769],[1717634],[1727247],[1728407],[1730662],[1733507],[1734055],[1745320],[1749253],[1751934],[1755800],[1759892],[1762604],[1762833],[1765117],[1766277],[1767011],[1770064],[1775392],[1791604],[1796829],[1797989],[1801776],[1807541],[1808089],[1808625],[1810480],[1826976],[1827495],[1830517],[1834349],[1834578],[1839562],[1846240],[1847055],[1852765],[1853313],[1855252],[1856049],[1858513],[1868412],[1869422],[1873304],[1878289],[1880144],[1882917],[1884077],[1886332],[1886758],[1889177],[1889725],[1890261],[1892116],[1913518],[1914678],[1916933],[1919778],[1920326],[1929951],[1931250],[1942071],[1946163],[1948875],[1949104],[1951388],[1952548],[1956335],[1962669],[1964367],[1967673],[1970182],[1973487],[1976117],[1976324],[1976860],[1977675],[1988228],[1989119],[1995797],[1997978],[1998988],[2002322],[2002870],[2004809],[2005606],[2008070],[2009369],[2024970],[2031495],[2032043],[2033982],[2034779],[2037243],[2045071],[2057019],[2058874],[2061647],[2062807],[2065062],[2065488],[2067907],[2068455],[2068991],[2070846],[2078360],[2080350],[2083125],[2085329],[2086913],[2088611],[2090503],[2091917],[2101104],[2106326],[2109632],[2111250],[2112141],[2115446],[2118076],[2118283],[2118819],[2133796],[2137102],[2139611],[2142916],[2145546],[2145753],[2146289],[2147104],[2155301],[2156098],[2165226],[2167407],[2168417],[2171751],[2172299],[2174238],[2175035],[2177499],[2178798],[2185327],[2188818],[2189123],[2191513],[2194027],[2195098],[2197088],[2205349],[2208655],[2213448],[2216223],[2218427],[2221709],[2223601],[2225015],[2234202],[2238990],[2241765],[2243969],[2245553],[2247251],[2249143],[2250557],[2259001],[2259208],[2259744],[2264966],[2268272],[2269890],[2270781],[2274086],[2276716],[2276923],[2277459],[2286471],[2287268],[2290373],[2291139],[2297441],[2305406],[2308181],[2312046],[2312351],[2317255],[2320316],[2328577],[2331883],[2335489],[2335794],[2338184],[2340698],[2341769],[2343759],[2348738],[2352020],[2353912],[2355326],[2356773],[2360119],[2362894],[2365098],[2368380],[2370272],[2371686],[2380130],[2380337],[2380873],[2384290],[2394194],[2396354],[2396659],[2399049],[2402995],[2410063],[2418028],[2420803],[2424226],[2424992],[2425624],[2431294],[2436198],[2439259],[2443674],[2445899],[2446204],[2451108],[2454169],[2459148],[2462430],[2464322],[2465736],[2477508],[2479274],[2480040],[2480672],[2497917],[2498222],[2504816],[2505369],[2506135],[2514720],[2517185],[2520973],[2523521],[2524919],[2530589],[2535493],[2538554],[2547005],[2551414],[2553929],[2554482],[2555248],[2569604],[2571002],[2576859],[2584533],[2584882],[2593431],[2594197],[2605247],[2613037],[2613588],[2620060],[2626194],[2633671],[2634437],[2638566],[2645081],[2653831],[2668675],[2676008],[2681419],[2688442],[2694328],[2704828],[2726795],[2734128],[2768199] ] cell #4304 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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,[1851430,2299580],[1854981,2300022],[1861978,2480208],[1870320,2314904],[1870800,2103212],[1871421,2103989],[1876871,2108666],[1879458,2113241],[1881969,2113461],[1883544,1893007],[1885215,2636428],[1887162,2117390],[1892520,2500775],[1894371,2330917],[1902022,2504677],[1908480,2509425],[1910059,2508619],[1912570,2346341],[1923121,2515246],[1924972,2356502],[1925633,2647457],[1928889,2650906],[1941800,2366485],[1943967,2653595],[1945818,2748179],[1956739,2379444],[1975431,2199450],[1978079,2557239],[1982050,2553790],[1990869,2210248],[1999886,2220574],[2000987,2219372],[2004538,2006437],[2030160,2433433],[2033711,2433875],[2040708,2441841],[2058188,2271881],[2060699,2272101],[2063945,2596188],[2065892,2276030],[2071250,2461295],[2073101,2286200],[2087476,2091401],[2144860,2346121],[2147508,2508126],[2151479,2519324],[2155030,2519766],[2169315,2367245],[2170416,2366043],[2173967,2175866],[2184210,2539117],[2246116,2250041],[2258315,2441621],[2260963,2439822],[2350885,2354810] ] cell #4305 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [499691],[520596],[590137],[612313],[614029],[685527],[689470],[701385],[710108],[713365],[715944],[772938],[778695],[780079],[792322],[808953],[818625],[819049],[822568],[852553],[853937],[885087],[891595],[892690],[893114],[905810],[915761],[920654],[922038],[923877],[933979],[934281],[969714],[970809],[971233],[995789],[1000682],[1002066],[1003905],[1007784],[1010306],[1011435],[1011737],[1032667],[1036081],[1041152],[1042247],[1042671],[1055367],[1071983],[1089420],[1091942],[1093071],[1093373],[1107304],[1118368],[1119202],[1124273],[1125368],[1125792],[1130174],[1130294],[1131664],[1135411],[1157080],[1157504],[1160441],[1163454],[1165976],[1167105],[1167407],[1188337],[1198322],[1209476],[1214479],[1214599],[1215969],[1219716],[1227055],[1231338],[1234212],[1245183],[1245607],[1245762],[1248775],[1251297],[1252426],[1252728],[1257841],[1258557],[1281247],[1284898],[1285200],[1290289],[1290409],[1291779],[1295526],[1310195],[1317195],[1317619],[1326956],[1337332],[1338702],[1341006],[1343887],[1344603],[1356423],[1360694],[1363335],[1367565],[1371848],[1374420],[1374722],[1376851],[1376971],[1378341],[1382088],[1387417],[1404706],[1409829],[1411199],[1414946],[1420599],[1421315],[1421654],[1421774],[1440413],[1440837],[1444005],[1447656],[1447958],[1452836],[1460311],[1460431],[1467896],[1468612],[1470702],[1471561],[1474223],[1484778],[1486053],[1490474],[1495742],[1497949],[1500850],[1502220],[1504524],[1504861],[1507405],[1508121],[1508460],[1508580],[1533708],[1535078],[1537382],[1540263],[1540979],[1550935],[1552299],[1563941],[1568224],[1570796],[1571098],[1573347],[1574717],[1578464],[1585144],[1587222],[1591048],[1594118],[1598068],[1601038],[1601254],[1601593],[1601713],[1614427],[1615594],[1623189],[1625674],[1626949],[1630654],[1631370],[1633460],[1634319],[1636981],[1638345],[1655661],[1663126],[1663842],[1665932],[1666791],[1669453],[1677892],[1690972],[1693179],[1696080],[1697450],[1699754],[1700091],[1702635],[1703351],[1703690],[1703810],[1713879],[1716376],[1719837],[1722444],[1724413],[1726491],[1728797],[1730317],[1740982],[1747337],[1751163],[1753066],[1754233],[1758183],[1761153],[1761369],[1761828],[1779049],[1782875],[1785945],[1789895],[1792865],[1793081],[1793420],[1793540],[1803811],[1804670],[1815016],[1817501],[1818776],[1822481],[1823197],[1825287],[1826146],[1828808],[1830172],[1837247],[1841547],[1841949],[1845036],[1848095],[1849558],[1852055],[1862170],[1865996],[1872046],[1875507],[1878114],[1882161],[1884467],[1885987],[1896652],[1902647],[1906108],[1908715],[1910684],[1912762],[1915068],[1916588],[1926578],[1926794],[1927253],[1933608],[1937434],[1939337],[1940504],[1944454],[1947424],[1947640],[1948099],[1958370],[1959229],[1963131],[1964192],[1972569],[1982675],[1986136],[1991104],[1991506],[1997652],[2001612],[2011727],[2015553],[2020277],[2020679],[2023766],[2026825],[2028288],[2030785],[2036853],[2040900],[2043206],[2044726],[2046412],[2050776],[2054237],[2056844],[2060891],[2063197],[2064717],[2074707],[2074923],[2075382],[2080024],[2093285],[2096411],[2096813],[2099900],[2105090],[2114528],[2124634],[2128095],[2132560],[2133621],[2134483],[2141998],[2148144],[2152104],[2157429],[2160533],[2160935],[2167081],[2171041],[2177109],[2181156],[2183462],[2184982],[2201442],[2204113],[2205174],[2206036],[2229509],[2229911],[2238664],[2239452],[2240513],[2251925],[2255453],[2260215],[2263730],[2265653],[2273168],[2279314],[2283274],[2294801],[2301356],[2305080],[2305868],[2306929],[2327341],[2329264],[2337458],[2348113],[2348700],[2360581],[2361642],[2376582],[2387499],[2388335],[2398323],[2407423],[2418490],[2419551],[2425586],[2435209],[2447868],[2468655],[2480634],[2489062],[2499886],[2508861],[2524881],[2558985],[2570964],[2626156] ] cell #4306 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4307 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [499689],[520594],[590135],[612311],[613988],[685525],[689473],[701383],[710067],[713363],[715900],[772936],[778693],[780038],[792325],[808951],[818623],[819005],[822571],[852551],[853896],[885085],[891598],[892688],[893070],[905885],[915759],[920652],[921997],[923880],[934048],[934284],[969717],[970807],[971189],[995787],[1000680],[1002025],[1003908],[1007782],[1010381],[1011504],[1011740],[1032626],[1036084],[1041155],[1042245],[1042627],[1055442],[1071981],[1089418],[1092017],[1093140],[1093376],[1107302],[1118327],[1119205],[1124276],[1125366],[1125748],[1130437],[1131667],[1132433],[1135486],[1157078],[1157460],[1160450],[1163452],[1166051],[1167174],[1167410],[1188296],[1198325],[1209474],[1214742],[1215972],[1216738],[1219791],[1227053],[1231336],[1234215],[1245181],[1245563],[1245771],[1248773],[1251372],[1252495],[1252731],[1257988],[1258566],[1281245],[1284967],[1285203],[1290552],[1291782],[1292548],[1295601],[1310154],[1317193],[1317575],[1326965],[1337475],[1338705],[1341004],[1344034],[1344612],[1356426],[1360697],[1363410],[1367563],[1371846],[1374489],[1374725],[1377114],[1378344],[1379110],[1382163],[1387426],[1404704],[1409972],[1411202],[1415021],[1420746],[1421324],[1421917],[1423913],[1440411],[1440793],[1444003],[1447725],[1447961],[1452845],[1460574],[1461450],[1468043],[1468621],[1470700],[1471564],[1474232],[1484853],[1486059],[1490483],[1495811],[1497952],[1500993],[1502223],[1504522],[1504936],[1507552],[1508130],[1508723],[1510719],[1533851],[1535081],[1537380],[1540410],[1540988],[1550944],[1552446],[1563939],[1568222],[1570865],[1571101],[1573490],[1574720],[1578539],[1585219],[1587291],[1591195],[1594127],[1598077],[1601041],[1601263],[1601856],[1602732],[1614433],[1615603],[1623332],[1625749],[1626955],[1630801],[1631379],[1633458],[1634322],[1636990],[1638492],[1655804],[1663273],[1663851],[1665930],[1666794],[1669462],[1677890],[1691041],[1693182],[1696223],[1697453],[1699752],[1700166],[1702782],[1703360],[1703953],[1705949],[1713885],[1716451],[1719846],[1722453],[1724488],[1726560],[1728803],[1730464],[1741125],[1747406],[1751310],[1753072],[1754242],[1758192],[1761156],[1761378],[1761971],[1779118],[1783022],[1785954],[1789904],[1792868],[1793090],[1793683],[1794559],[1803809],[1804673],[1815159],[1817576],[1818782],[1822628],[1823206],[1825285],[1826149],[1828817],[1830319],[1837245],[1841556],[1841955],[1845045],[1848101],[1849564],[1852130],[1862239],[1866143],[1872121],[1875516],[1878123],[1882230],[1884473],[1886134],[1896795],[1902722],[1906117],[1908724],[1910759],[1912831],[1915074],[1916735],[1926581],[1926803],[1927396],[1933677],[1937581],[1939343],[1940513],[1944463],[1947427],[1947649],[1948242],[1958368],[1959232],[1963137],[1964201],[1972575],[1982750],[1986145],[1991113],[1991512],[1997658],[2001687],[2011796],[2015700],[2020286],[2020685],[2023775],[2026831],[2028294],[2030860],[2036862],[2040969],[2043212],[2044873],[2046410],[2050851],[2054246],[2056853],[2060960],[2063203],[2064864],[2074710],[2074932],[2075525],[2080030],[2093354],[2096420],[2096819],[2099909],[2105096],[2114534],[2124709],[2128104],[2132566],[2133630],[2134492],[2142004],[2148150],[2152179],[2157432],[2160542],[2160941],[2167087],[2171116],[2177118],[2181225],[2183468],[2185129],[2201517],[2204119],[2205183],[2206045],[2229518],[2229917],[2238670],[2239458],[2240522],[2251994],[2255459],[2260221],[2263736],[2265662],[2273174],[2279320],[2283349],[2294810],[2301362],[2305086],[2305874],[2306938],[2327347],[2329273],[2337464],[2348188],[2348706],[2360587],[2361651],[2376588],[2387505],[2388341],[2398329],[2407432],[2418496],[2419560],[2425592],[2435215],[2447874],[2468661],[2480640],[2489068],[2499892],[2508867],[2524887],[2558991],[2570970],[2626162] ] cell #4308 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1031281],[1079245],[1155988],[1186951],[1238600],[1271072],[1283844],[1299129],[1316103],[1361463],[1385691],[1411968],[1422283],[1429445],[1433830],[1446602],[1486830],[1502989],[1509089],[1516251],[1552792],[1552802],[1557839],[1559786],[1575486],[1582067],[1602222],[1616383],[1627726],[1638838],[1638848],[1643885],[1645832],[1656680],[1680083],[1681289],[1682060],[1682116],[1698219],[1704319],[1711481],[1729574],[1730810],[1730820],[1742001],[1755022],[1764388],[1765594],[1766365],[1766421],[1777046],[1794049],[1806260],[1808041],[1808210],[1819553],[1830665],[1830675],[1835712],[1837659],[1844521],[1854474],[1855366],[1856137],[1856193],[1860167],[1887896],[1889677],[1889846],[1900156],[1915845],[1917081],[1917091],[1928272],[1929070],[1941293],[1950659],[1951865],[1952636],[1952692],[1965462],[1969542],[1975141],[1976276],[1976445],[1980184],[1994078],[2005694],[2007189],[2018924],[2023251],[2033204],[2034096],[2034867],[2034923],[2038897],[2043983],[2066626],[2068407],[2068576],[2079322],[2081382],[2085186],[2087599],[2089706],[2095058],[2099385],[2107421],[2117100],[2118404],[2134891],[2138971],[2144570],[2145705],[2145874],[2149613],[2154523],[2156186],[2163507],[2175123],[2176618],[2188675],[2196060],[2198120],[2206444],[2212420],[2214480],[2220697],[2222804],[2232483],[2237962],[2240022],[2243826],[2246239],[2248346],[2253698],[2258025],[2259329],[2266061],[2275740],[2277044],[2287356],[2296993],[2304378],[2306438],[2311903],[2315027],[2319288],[2321348],[2324745],[2329672],[2335346],[2342731],[2344791],[2351008],[2353115],[2359091],[2361151],[2367368],[2369475],[2379154],[2380458],[2396211],[2405660],[2409615],[2413984],[2417000],[2419060],[2430846],[2438231],[2440291],[2445756],[2448880],[2453141],[2455201],[2458598],[2461418],[2463525],[2471709],[2487661],[2489904],[2495091],[2497774],[2500898],[2508249],[2516737],[2526186],[2530141],[2534510],[2537526],[2539586],[2544663],[2546862],[2557362],[2562711],[2572269],[2578734],[2594686],[2596929],[2602116],[2604799],[2611183],[2621935],[2626447],[2634926],[2638330],[2640529],[2656378],[2668729],[2675772],[2677971],[2691923],[2707187],[2723873],[2737222],[2764042], [1244679,1762337],[1356416,1621401],[1373710,1886480],[1374251,1886490],[1418047,1927762],[1439909,1948608],[1451436,2186666],[1486886,1749397],[1497942,1760040],[1503733,2004923],[1504102,2005750],[1548094,2045219],[1548635,2045229],[1570086,2065210],[1570627,2065220],[1581565,2075891],[1582449,2288602],[1599925,1601031],[1616214,1873256],[1625446,2111501],[1627782,1884221],[1633539,2118235],[1671310,1926571],[1677101,2155415],[1677470,2156242],[1693172,1946311],[1698963,2174352],[1699332,2175179],[1710466,2185475],[1711007,2185485],[1711245,2381350],[1716148,2189374],[1728551,1729630],[1742799,1988368],[1753376,2218284],[1754853,2002822],[1791752,1792858],[1795797,2252426],[1798133,2044039],[1803890,2259160],[1817273,2270141],[1819609,2062951],[1825366,2276875],[1828534,2459116],[1836456,2286585],[1836825,2287412],[1840194,2078500],[1842259,2290996],[1851827,2297692],[1853265,1854305],[1871818,2312602],[1877623,2111390],[1902419,2336045],[1903409,2336756],[1904794,2506103],[1914822,1915901],[1918801,2348595],[1920278,2154354],[1939647,2364955],[1941124,2172251],[1950356,2373555],[1958449,2380289],[1963701,2189263],[1969431,1969476],[1970814,2195238],[1972879,2390214],[1982447,2396910],[1983437,2397621],[1984822,2555216],[1991816,2403618],[2001384,2410314],[2004799,2412739],[2020989,2424849],[2021919,2425481],[2022948,2426180],[2030557,2431545],[2031995,2033035],[2036362,2252360],[2050548,2446455],[2051538,2447166],[2052923,2594165],[2056353,2270030],[2066930,2459005],[2079211,2079256],[2087945,2297581],[2097123,2479897],[2098053,2480529],[2099082,2481228],[2105660,2312491],[2114838,2491777],[2117787,2493819],[2124406,2498473],[2125396,2499184],[2126781,2634405],[2133130,2335934],[2133992,2336690],[2135195,2505992],[2138860,2138905],[2140243,2341909],[2142308,2510740],[2151876,2517436],[2154251,2648883],[2161245,2524144],[2162175,2524776],[2163204,2525475],[2170813,2530840],[2174228,2533265],[2201214,2551665],[2204683,2396799],[2205545,2397555],[2206748,2555105],[2212309,2212354],[2217574,2562039],[2221043,2410203],[2224038,2566111],[2226452,2685625],[2230221,2570227],[2231151,2570859],[2232180,2571558],[2237851,2237896],[2246585,2431434],[2255763,2586922],[2257722,2588253],[2264300,2446344],[2265162,2447100],[2266365,2594054],[2273478,2598802],[2276427,2600844],[2283046,2605498],[2285421,2715145],[2286461,2607923],[2298054,2614933],[2301666,2617132],[2304267,2304312],[2312964,2623852],[2316576,2626051],[2324442,2630854],[2327911,2498362],[2328773,2499118],[2329976,2634294],[2347885,2645332],[2351354,2517325],[2353419,2648772],[2356763,2651029],[2358980,2359025],[2367714,2530729],[2370709,2659778],[2373123,2754118],[2376892,2663894],[2378851,2665225],[2379841,2665936],[2390514,2672022],[2393528,2551554],[2403918,2679565],[2406932,2561973],[2410676,2683315],[2414288,2685514],[2416889,2416934],[2431907,2695673],[2435519,2697872],[2443385,2702675],[2458295,2711594],[2461764,2605387],[2463829,2715034],[2464759,2715666],[2471598,2471643],[2472381,2614179],[2473776,2720580],[2484261,2623433],[2485656,2726849],[2492077,2730142],[2511040,2740515],[2514054,2645221],[2517798,2744265],[2521410,2746464],[2531202,2751808],[2534814,2754007],[2543909,2544244],[2547258,2671212],[2557632,2679028],[2564106,2769156],[2579406,2694919],[2580801,2777709],[2587222,2781002],[2599102,2787271],[2610373,2610646],[2640925,2739705],[2647399,2810842],[2657773,2815956] ] cell #4309 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [695151,1930908],[766704,2009027],[845273,2091575],[936133,2178456],[941991,1959712],[957490,2196208],[993402,2224673],[1024003,2250215],[1057322,2067271],[1079290,2297009],[1112049,2319436],[1138445,2135536],[1143761,2342879],[1156509,2353760],[1158827,2354984],[1179673,2371344],[1182517,2176634],[1222750,2207089],[1232491,2405808],[1238645,2409631],[1265373,2240038],[1271117,2430862],[1282400,2438379],[1283889,2440307],[1298560,2266706],[1303876,2453289],[1311512,2067565],[1316624,2464170],[1318942,2465394],[1351419,2306454],[1361508,2487677],[1385122,2330317],[1388083,2335362],[1395155,2136760],[1412013,2516753],[1427721,2526334],[1428131,2361167],[1429966,2535155],[1433875,2530157],[1445158,2537674],[1446647,2539602],[1474889,2396227],[1481961,2208313],[1514527,2572417],[1514937,2419076],[1516772,2414629],[1518604,2238110],[1527512,2578882],[1551601,2445772],[1557884,2594702],[1558673,2267930],[1559831,2602132],[1575531,2604815],[1605166,2304526],[1614074,2622083],[1637647,2497790],[1643930,2634942],[1644719,2331541],[1645877,2495107],[1656725,2640545],[1680128,2656394],[1680976,2359239],[1720503,2546878],[1742046,2677987],[1764433,2562727],[1765281,2417148],[1777091,2691939],[1844566,2611199],[1846404,2471857],[1860212,2723889], 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] cell #4310 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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3],[2402367,2560089],[2404166,2679792],[2404855,2680187],[2406060,2406824],[2408285,2414892],[2408878,2565374],[2408899,2682424],[2412008,2769900],[2423598,2577337],[2433239,2778453],[2434027,2778788],[2437426,2699092],[2437715,2589159],[2452336,2707977],[2452625,2600328],[2460687,2790201],[2465556,2716560],[2468092,2468126],[2469759,2470312],[2475044,2475676],[2475065,2721282],[2475697,2721588],[2478646,2620538],[2484124,2484153],[2486945,2727551],[2490526,2628904],[2493014,2730764],[2494802,2802648],[2511977,2741137],[2512266,2512977],[2512688,2741506],[2513765,2809567],[2516000,2649299],[2516021,2743403],[2519918,2811921],[2529404,2659041],[2529425,2750917],[2532534,2816700],[2543772,2543801],[2548048,2548082],[2549715,2550268],[2565395,2769858],[2582069,2582701],[2582090,2778411],[2582722,2778717],[2585671,2701278],[2588870,2781993],[2589947,2836165],[2597551,2709644],[2600039,2787893],[2601827,2840254],[2614042,2614071],[2641715,2641749],[2643382,2643935],[2649320,2811850],[2659062,2816658],[2666919,2860278],[2694782,2694811] ] cell #4311 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1374252],[1503802],[1548636],[1570628],[1582450],[1625653],[1633595],[1677170],[1699032],[1711008],[1711246],[1716355],[1753565],[1761202],[1796004],[1803946],[1817480],[1825422],[1828535],[1836525],[1837648],[1842448],[1852034],[1872025],[1877544],[1884932],[1885399],[1902626],[1903616],[1904795],[1918990],[1939836],[1947473],[1950563],[1950648],[1958505],[1963622],[1973068],[1982654],[1983644],[1984823],[1992005],[2001591],[2003988],[2004248],[2021178],[2022108],[2023155],[2023240],[2030764],[2036283],[2050755],[2051745],[2052924],[2056274],[2063662],[2064129],[2066532],[2067119],[2074756],[2077760],[2087866],[2097312],[2098242],[2099289],[2099374],[2105581],[2112324],[2115027],[2117319],[2124613],[2125603],[2126782],[2133051],[2133913],[2134797],[2135384],[2142497],[2152083],[2154252],[2157478],[2161434],[2162364],[2163411],[2163496],[2171020],[2173417],[2173677],[2176539],[2183927],[2184394],[2191696],[2194498],[2201421],[2204604],[2205466],[2206350],[2206937],[2210858],[2217781],[2219002],[2220964],[2226453],[2230410],[2231340],[2232387],[2232472],[2236400],[2236434],[2236485],[2239943],[2246506],[2255952],[2257929],[2258014],[2260680],[2261147],[2264221],[2265083],[2265967],[2266554],[2270964],[2273667],[2275959],[2283253],[2285422],[2285650],[2285910],[2293057],[2299552],[2301855],[2302816],[2302850],[2302901],[2306359],[2314462],[2316765],[2317726],[2324649],[2324734],[2327832],[2328694],[2329578],[2330165],[2334045],[2338367],[2341169],[2348092],[2350443],[2351275],[2353021],[2353608],[2355952],[2356212],[2357529],[2357563],[2357614],[2361072],[2365673],[2367635],[2373124],[2374378],[2377081],[2379058],[2379143],[2379373],[2385946],[2390694],[2390779],[2391845],[2393449],[2394910],[2399232],[2405249],[2406853],[2412174],[2413890],[2414477],[2415438],[2415472],[2415523],[2418981],[2426910],[2427714],[2433405],[2435708],[2436475],[2436669],[2436754],[2437820],[2440212],[2442917],[2444455],[2445006],[2445057],[2451579],[2458502],[2458587],[2459723],[2461685],[2463431],[2464018],[2470858],[2470892],[2470943],[2472302],[2474480],[2474879],[2481958],[2482762],[2484182],[2486759],[2489810],[2492257],[2492342],[2493408],[2495012],[2496473],[2497024],[2497075],[2505646],[2506472],[2507342],[2511220],[2511305],[2512371],[2513975],[2515175],[2515436],[2515835],[2522922],[2527009],[2532700],[2534416],[2535003],[2535964],[2536049],[2539507],[2543830],[2544165],[2544569],[2546193],[2547279],[2550848],[2550899],[2554759],[2555585],[2556455],[2557653],[2561188],[2561273],[2562632],[2564810],[2565209],[2569005],[2573092],[2576552],[2577883],[2577968],[2579327],[2581505],[2581904],[2584694],[2593708],[2595404],[2596835],[2599282],[2599367],[2600433],[2602037],[2603498],[2604049],[2604100],[2610394],[2610667],[2611104],[2614100],[2614839],[2616463],[2619753],[2621084],[2621169],[2623354],[2623758],[2625382],[2626468],[2630088],[2633948],[2635644],[2637832],[2638236],[2638378],[2639860],[2640946],[2644515],[2644566],[2653524],[2654855],[2654940],[2656299],[2658477],[2658876],[2662672],[2668750],[2671233],[2671943],[2675274],[2675678],[2675820],[2677302],[2679049],[2679486],[2681696],[2683221],[2684845],[2688135],[2689466],[2689551],[2691407],[2691844],[2694840],[2695579],[2697203],[2701909],[2704094],[2704498],[2704640],[2706122],[2707208],[2710828],[2720601],[2723357],[2723794],[2726870],[2728803],[2730063],[2733394],[2733798],[2733940],[2735422],[2737243],[2739726],[2740436],[2744171],[2745795],[2747542],[2747979],[2751714],[2753338],[2758044],[2760873],[2763158],[2764063],[2768011],[2769177],[2771933],[2772370],[2777730],[2780923],[2783999],[2787192],[2790927],[2792551],[2794758],[2796665],[2799118],[2803944],[2809958],[2810863],[2815977],[2819170],[2821587],[2823682],[2834271],[2841550],[2844490],[2853278],[2867262] ] cell #4312 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117419],[1206171],[1243935],[1244613],[1287770],[1309246],[1335391],[1368543],[1373067],[1373412],[1373425],[1401401],[1417303],[1417981],[1439165],[1439843],[1450528],[1452662],[1465312],[1486876],[1492422],[1496752],[1498909],[1503035],[1503814],[1531767],[1542927],[1547796],[1547809],[1564919],[1569443],[1569788],[1569801],[1580821],[1581499],[1582504],[1590351],[1593944],[1598735],[1615420],[1616953],[1622368],[1626633],[1627772],[1628070],[1632820],[1647892],[1660542],[1670120],[1672277],[1677182],[1682106],[1691982],[1694139],[1698265],[1699044],[1709823],[1710168],[1710181],[1712003],[1719365],[1727402],[1729620],[1733213],[1744685],[1749685],[1754059],[1755592],[1758850],[1766411],[1782178],[1785771],[1790562],[1796984],[1798421],[1805967],[1807247],[1808780],[1818460],[1819599],[1819897],[1824647],[1829475],[1835758],[1836537],[1837705],[1844862],[1852471],[1855044],[1856183],[1865299],[1868183],[1876174],[1879509],[1883072],[1888883],[1890416],[1905636],[1906775],[1913673],[1915891],[1919484],[1928318],[1930956],[1940330],[1941863],[1945121],[1950705],[1951543],[1952682],[1957730],[1962440],[1967379],[1975187],[1975482],[1977015],[1985664],[1986803],[1994124],[1995952],[2002028],[2005740],[2009075],[2023297],[2023592],[2025125],[2031201],[2033774],[2034913],[2038943],[2044029],[2045772],[2054904],[2058239],[2061802],[2069146],[2078109],[2086684],[2090342],[2091623],[2099431],[2099726],[2101259],[2108057],[2109338],[2117146],[2118974],[2128762],[2144616],[2144911],[2146444],[2150249],[2155093],[2156232],[2163553],[2165381],[2171457],[2175169],[2178504],[2187387],[2194847],[2198054],[2211207],[2214414],[2223440],[2232529],[2234357],[2245324],[2248982],[2250263],[2253632],[2258071],[2258366],[2259899],[2275786],[2277614],[2287402],[2295705],[2310615],[2321282],[2324791],[2341518],[2344725],[2370111],[2379200],[2381028],[2429558],[2455135],[2458644], [243788,1973646],[320760,2115605],[337455,2143075],[386829,2216382],[415905,2037402],[427785,2274245],[461781,2311468],[472720,2323250],[499316,1923494],[499415,1674587],[507355,2363053],[517468,2177658],[548614,2402409],[557281,2409180],[568220,2420962],[577782,2241924],[590443,1801359],[595634,2445321],[606573,2457103],[611938,2071623],[612037,1833942],[631521,2475978],[641393,2308340],[653383,2490568],[662050,2497339],[669361,2334911],[695285,2522935],[701010,2165739],[701109,1938978],[703952,2529706],[713671,1955918],[714891,2541488],[734109,2550310],[735283,2551163],[738337,2395776],[766838,2569018],[772563,2234715],[772662,2017097],[774260,2423640],[790161,2583003],[800033,2442193],[802459,2261738],[803464,2053003],[809259,2055955],[812023,2597593],[820690,2604364],[842956,2475346],[845407,2616476],[848118,2478688],[875539,2630352],[878593,2325349],[879598,2126861],[885393,2129813],[886998,2131869],[903538,2643977],[904712,2644830],[907766,2516302],[913183,2649601],[916219,2357025],[917376,1687652],[918054,2163566],[936267,2662685],[941992,1959703],[942091,1711325],[952175,2385663],[957556,2671956],[958980,2549757],[962860,1984902],[965117,2203422],[991085,2565676],[993536,2684858],[996247,2414934],[997404,1771957],[998082,2232542],[1021686,2582371],[1024137,2697216],[1026848,2585713],[1033104,2701320],[1034278,2702173],[1036555,2046913],[1037723,2265929],[1037736,1814195],[1054269,2711092],[1057323,2067262],[1058328,1828614],[1064123,1837718],[1073547,2469801],[1079291,2474493],[1081176,2299202],[1084580,1867540],[1085258,2099444],[1106734,2487226],[1112115,2730076],[1113539,2628946],[1119676,2120771],[1120844,2329540],[1120857,1895831],[1138446,2135527],[1143827,2740449],[1145251,2643424],[1149131,1904874],[1151388,2350093],[1156510,2353751],[1158961,2745808],[1162744,1935956],[1177356,2659343],[1179807,2753351],[1182518,2176552],[1183675,1705299],[1184353,1950718],[1189948,2758308],[1192854,2384810],[1199916,2190884],[1205673,2391043],[1211040,2206312],[1211053,1987854],[1222751,2207080],[1232557,2679499],[1232902,2560131],[1238646,2564823],[1240531,2411824],[1248065,2014075],[1265374,2239956],[1271118,2581518],[1273003,2433055],[1276407,1784419],[1277085,2023310],[1282466,2780936],[1283890,2440225],[1298561,2266697],[1303942,2787205],[1305366,2709686],[1311503,2067613],[1312671,2066494],[1312684,1831632],[1316625,2464161],[1319076,2792564],[1322219,2291825],[1333234,2302312],[1340296,2101617],[1351420,2306372],[1355226,2486373],[1361509,2625395],[1362288,2314112],[1368045,2492606],[1385123,2330308],[1388084,2334058],[1395146,2136808],[1400903,2511569],[1406270,2134759],[1406283,1907826],[1412014,2515449],[1413899,2355032],[1427787,2747992],[1428132,2361085],[1429967,2535146],[1433876,2658490],[1435761,2532350],[1443295,1952980],[1445224,2819183],[1446648,2539520],[1463875,2202121],[1474890,2394923],[1481952,2208361],[1485737,2404447],[1491924,2561537],[1514593,2772383],[1514938,2418994],[1516773,2414620],[1518595,2236749],[1527578,2834284],[1529610,2235896],[1536672,2025483],[1542429,2437018],[1551602,2444468],[1557885,2706135],[1558664,2267978],[1559832,2602050],[1564421,2599631],[1575532,2603511],[1577417,2465442],[1605157,2303165],[1614140,2796678],[1637648,2496486],[1643931,2735435],[1644710,2331589],[1645878,2495025],[1656726,2639873],[1659105,2130568],[1680129,2656312],[1680967,2357878],[1687154,2655204],[1689127,2371392],[1704801,2536313],[1720504,2546206],[1742047,2677315],[1764434,2562645],[1765272,2415787],[1771459,2689815],[1773432,2224721],[1777092,2691857],[1783921,2578232],[1806896,2451928],[1844567,2611117],[1846395,2471207],[1860213,2723807],[1867042,2621433],[1888532,2318075],[1900792,2506821],[1929004,2528853],[1966098,2386295],[1980820,2555934],[2007123,2408327],[2018858,2577379],[2081316,2470354],[2094992,2620580] ] cell #4313 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [825540],[934807],[1012263],[1055489],[1093899],[1135533],[1167933],[1181348],[1219838],[1253254],[1258035],[1263098],[1285726],[1295648],[1344081],[1349144],[1375248],[1382210],[1387806],[1415068],[1420793],[1425856],[1448484],[1468090],[1474612],[1504983],[1507599],[1512662],[1517952],[1540457],[1545520],[1551324],[1552493],[1571624],[1578586],[1591242],[1598457],[1604514],[1625796],[1630848],[1634791],[1637370],[1638539],[1663320],[1669842],[1680324],[1681828],[1700213],[1702829],[1707892],[1716498],[1720226],[1726759],[1730511],[1751357],[1753706],[1758572],[1764629],[1766133],[1783069],[1790284],[1796341],[1808137],[1817623],[1822675],[1826618],[1829197],[1830366],[1842589],[1845752],[1852177],[1855905],[1866190],[1872168],[1875896],[1877555],[1882429],[1886181],[1889773],[1902769],[1906497],[1913030],[1916782],[1937628],[1939977],[1944843],[1950900],[1952404],[1961776],[1963633],[1973209],[1976372],[1982797],[1986525],[1992146],[1995309],[2001734],[2005462],[2015747],[2021319],[2024482],[2030907],[2034635],[2044920],[2050898],[2054626],[2056285],[2061159],[2064911],[2068503],[2077771],[2086020],[2087877],[2097453],[2100616],[2103735],[2105592],[2115168],[2118331],[2124756],[2128484],[2131205],[2133062],[2142638],[2145801],[2152226],[2155954],[2161575],[2164738],[2171163],[2174891],[2185176],[2194509],[2201564],[2202758],[2204615],[2210869],[2219118],[2220975],[2230551],[2233714],[2236411],[2244660],[2246517],[2256093],[2259256],[2262375],[2264232],[2273808],[2276971],[2283396],[2287124],[2293173],[2298538],[2301996],[2302827],[2317737],[2325986],[2327843],[2341180],[2348235],[2349429],[2351286],[2357540],[2365789],[2367646],[2377222],[2380385],[2385957],[2386932],[2390705],[2393460],[2411160],[2415449],[2427026],[2432391],[2435849],[2436680],[2451590],[2459839],[2461696],[2470869],[2472313],[2482074],[2488495],[2492268],[2506483],[2507458],[2511231],[2513986],[2531686],[2535975],[2544176],[2555596],[2556571],[2561199],[2577894],[2579338],[2595520],[2599293],[2621095],[2623365],[2635760],[2637843],[2654866],[2675285],[2689477],[2704105],[2733405],[2760884] ] cell #4314 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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50],[2478970,2482076],[2484156,2622400],[2486298,2624050],[2486378,2624121],[2487291,2727591],[2490529,2730588],[2494743,2802646],[2495963,2631421],[2503771,2506517],[2503784,2637471],[2512780,2809194],[2512919,2643706],[2513706,2809565],[2516367,2743443],[2519859,2811919],[2521243,2650240],[2521963,2528814],[2529402,2752339],[2529506,2815577],[2543804,2668350],[2545207,2669434],[2548080,2671310],[2549762,2672642],[2550271,2672468],[2552884,2555630],[2552897,2674913],[2559608,2679795],[2560136,2680185],[2565741,2769898],[2574975,2577340],[2582436,2778451],[2582699,2696204],[2582803,2833652],[2585718,2699090],[2585995,2589101],[2588962,2835792],[2589888,2836163],[2597554,2787717],[2601768,2840252],[2614074,2720201],[2615477,2721285],[2618176,2620541],[2624396,2727554],[2628951,2730762],[2641747,2739803],[2643429,2741135],[2643938,2740961],[2646551,2649297],[2646564,2743406],[2649401,2854566],[2659408,2816698],[2666860,2860276],[2683859,2769861],[2694814,2777330],[2696217,2778414],[2698916,2701281],[2709691,2787891],[2752352,2816661] ] cell #4315 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993027],[1115658],[1179298],[1236680],[1242724],[1307485],[1318567],[1328754],[1366092],[1418933],[1431910],[1437954],[1448767],[1459469],[1496089],[1525130],[1548875],[1562468],[1573566],[1579610],[1589688],[1611692],[1654699],[1655880],[1669181],[1678296],[1691319],[1702848],[1740020],[1741201],[1780160],[1781515],[1783088],[1796092],[1815235],[1828812],[1863281],[1864636],[1866209],[1896871],[1903704],[1906112],[1918445],[1934719],[1937647],[1983732],[1986140],[2012838],[2015766],[2020281],[2021563],[2051833],[2054241],[2096415],[2097697],[2111071],[2125691],[2128099],[2132464],[2160537],[2161819],[2204017],[2217869],[2229513],[2230795],[2263634],[2264795],[2294805],[2316220],[2327245],[2328406],[2359697],[2387403],[2394023],[2401693],[2417606],[2462259],[2468206],[2477086],[2514549],[2538132],[2548162],[2584111],[2641829], [874807,1116366],[977108,1492272],[992502,1242848],[1053537,1308193],[1099880,1622227],[1110821,1368393],[1115747,1372320],[1163379,1687502],[1178773,1438078],[1189216,1449475],[1192191,1715199],[1206021,1210507],[1226089,1749803],[1237759,1498768],[1244669,1504745],[1248700,1771807],[1288668,1549583],[1291707,1814054],[1302648,1564769],[1307574,1568696],[1318042,1579734],[1332571,1593341],[1335250,1339750],[1340931,1867390],[1354563,1870869],[1366599,1628188],[1373417,1633659],[1378269,1895690],[1387421,1901470],[1401251,1405737],[1418037,1678113],[1418408,1678420],[1421319,1936074],[1432989,1693998],[1439899,1699975],[1443930,1705149],[1448856,1709076],[1451426,1711955],[1465430,1469736],[1468452,1983856],[1471489,1987713],[1474227,1981498],[1496757,1753629],[1503808,1761348],[1504449,2016947],[1508125,2014193],[1528947,1785168],[1531626,1536126],[1537307,1784269],[1540819,1796216],[1542777,1547263],[1547801,1804010],[1548964,1805220],[1550939,2049599],[1562975,1820015],[1569793,1825486],[1574645,1831491],[1581555,1837468],[1581926,1837775],[1590356,1842512],[1598072,2098133],[1598740,2098306],[1598822,2098461],[1601258,2101735],[1626627,1878093],[1631210,2125815],[1634247,2129672],[1636985,2123457],[1660660,1664966],[1663682,1903828],[1666719,1907685],[1669457,1918881],[1670125,1919054],[1670207,1919209],[1672136,1676636],[1674437,1677817],[1677176,1926773],[1691987,1939900],[1699038,1947619],[1699679,1938828],[1703191,1950775],[1703355,1953098],[1710173,1958569],[1711336,1959779],[1719359,1964171],[1719841,2193428],[1722448,2202239],[1725007,2206040],[1726677,2205450],[1727396,2206015],[1751719,2217993],[1753860,1997322],[1758187,2231231],[1758855,2231404],[1758937,2231559],[1761373,2234833],[1782183,2021242],[1783431,2023367],[1789899,2021999],[1790567,2022172],[1790649,2022327],[1793085,2025601],[1796259,2036267],[1796978,2036832],[1798539,1802845],[1801218,1804598],[1801416,1801561],[1818454,2056823],[1823037,2051957],[1826074,2055814],[1829480,2067183],[1829562,2067338],[1833792,1837172],[1836531,2074902],[1841551,2291943],[1844663,2079694],[1847999,2302283],[1850640,2305772],[1852272,2305538],[1865304,2097376],[1866552,2099501],[1875511,2316656],[1876179,2316829],[1876261,2316984],[1878118,2325467],[1880677,2329268],[1882347,2328678],[1883066,2329243],[1905630,2133600],[1906780,2135448],[1906862,2135603],[1908719,2130686],[1911278,2134487],[1912948,2133897],[1913667,2134462],[1919285,2147814],[1923612,1926798],[1924221,1924362],[1937990,2163623],[1940131,2166751],[1944458,2162255],[1945126,2162428],[1945208,2162583],[1947644,2165857],[1950818,2176523],[1951537,2177088],[1955777,1959157],[1955975,1956120],[1960900,2186816],[1963035,2384781],[1964196,2385781],[1969389,2394376],[1985658,2205153],[1986808,2207001],[1986890,2207156],[1991108,2404565],[1994597,2407427],[1995227,2406837],[1995946,2407402],[1997556,2414905],[2000197,2418394],[2001829,2418160],[2016109,2232599],[2023393,2238334],[2024400,2239927],[2025119,2240492],[2026729,2235867],[2029370,2239356],[2031002,2239122],[2036857,2039416],[2041086,2041179],[2054909,2266618],[2054991,2266773],[2056012,2056157],[2056848,2261856],[2059407,2265657],[2061077,2265067],[2061796,2265632],[2067414,2278984],[2071741,2074927],[2072350,2072491],[2079169,2469254],[2079928,2469772],[2088440,2475464],[2099527,2304750],[2100534,2306343],[2101253,2306908],[2102915,2484137],[2104994,2486344],[2106155,2487344],[2108497,2488966],[2109139,2488732],[2111348,2495939],[2117619,2495586],[2128767,2330229],[2128849,2330384],[2129870,2130015],[2130329,2333487],[2130385,2333552],[2133625,2335029],[2136609,2337128],[2138818,2333511],[2148048,2150689],[2164026,2361646],[2164656,2361056],[2165375,2361621],[2166466,2166607],[2166985,2356996],[2169626,2360485],[2171258,2360251],[2177113,2179672],[2181342,2181435],[2188057,2543785],[2189221,2545183],[2196666,2549728],[2201882,2394352],[2201938,2394417],[2205178,2395894],[2208162,2397993],[2210412,2557719],[2211855,2558536],[2212267,2559584],[2213026,2560102],[2221538,2565794],[2223880,2567416],[2233002,2419555],[2233632,2418965],[2234351,2419530],[2235442,2235583],[2235954,2422687],[2238568,2423611],[2240517,2242948],[2247080,2582489],[2261555,2443962],[2267137,2447772],[2267779,2447538],[2268786,2268879],[2269988,2443921],[2276259,2602611],[2279218,2281859],[2289845,2610460],[2291586,2469230],[2291642,2469295],[2296375,2614055],[2297539,2615453],[2302370,2477735],[2304984,2478659],[2306933,2309364],[2311285,2622974],[2312449,2624372],[2318723,2627351],[2319894,2628917],[2325166,2495980],[2330748,2499790],[2331390,2499556],[2332397,2332490],[2334728,2503801],[2335892,2503760],[2337362,2339861],[2343337,2643395],[2351849,2516420],[2357083,2521982],[2357178,2357316],[2358526,2523088],[2368209,2659461],[2370551,2661083],[2379673,2540081],[2384868,2544777],[2385480,2545224],[2389063,2671299],[2392402,2673127],[2395593,2552914],[2396757,2552873],[2398227,2400726],[2402467,2678842],[2404208,2559560],[2404264,2559625],[2408997,2682437],[2410161,2683835],[2414992,2568065],[2415087,2415225],[2416435,2569171],[2423698,2574994],[2423793,2423931],[2430228,2694795],[2431392,2696193],[2438837,2585684],[2440786,2443217],[2452576,2708091],[2453747,2709657],[2464601,2606815],[2469859,2611648],[2469954,2470092],[2475163,2615494],[2475795,2721601],[2476626,2616629],[2478746,2618195],[2478841,2478979],[2486431,2623966],[2487043,2624413],[2490626,2729419],[2509589,2739792],[2512928,2741620],[2516119,2646581],[2517283,2646540],[2518753,2521252],[2529523,2750930],[2530687,2752328],[2536961,2662838],[2549815,2672487],[2549910,2550048],[2550368,2762383],[2560189,2680030],[2560284,2560422],[2565493,2683876],[2566956,2685011],[2582188,2696234],[2582820,2778730],[2583651,2697369],[2585771,2698935],[2585866,2586004],[2589110,2782107],[2597651,2786548],[2629004,2730607],[2629099,2629237],[2643482,2740980],[2643577,2643715],[2644035,2809183],[2649418,2811863],[2650249,2745961],[2659160,2752369],[2660623,2753504],[2701378,2835781],[2709744,2787736],[2709839,2709977],[2716511,2792717] ] cell #4316 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4317 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4318 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4319 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4320 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4321 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4322 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[244570,731408],[254944,750345],[303663,841554],[315543,861545],[321542,871664],[323123,874655],[338237,900837],[348611,919774],[371152,731194],[384556,750131],[391725,989683],[393529,992755],[397724,999802],[410688,1020284],[416687,1030403],[422568,1040275],[428567,1050394],[430148,1053385],[444702,626570],[451985,1085938],[459612,645275],[470447,871450],[472883,1116052],[477616,1123396],[491678,900623],[498847,1155108],[500098,1157190],[505082,919560],[512251,1175954],[514055,1179026],[518250,1186073],[519831,1189064],[523156,524146],[533717,1206358],[538142,1212513],[562395,1245293],[565947,999588],[578555,785210],[585838,1277765],[589390,1030189],[590674,1284509],[591194,1285363],[592997,1288516],[593465,803915],[604300,1050180],[606736,1307879],[611469,1315223],[612720,1317305],[613273,1318295],[627731,1335016],[628124,1335632],[632562,1085724],[654846,1368730],[659271,1374885],[659881,880049],[669827,670817],[680388,1401588],[684813,1407743],[685423,908232],[690091,1414573],[690249,1414832],[690283,1156976],[692706,1418661],[709066,1440523],[712618,1185859],[713902,1447267],[714422,1448121],[715054,1449161],[716225,1451274],[723157,952641],[727359,1204102],[729817,1465400],[730269,1465604],[738803,739793],[753579,1492609],[758901,1498534],[759294,1499150],[763732,1245079],[778591,1022152],[786371,1531392],[786764,1532008],[791202,1277551],[792417,1282317],[795771,1543114],[796672,1544584],[796910,1544455],[800196,1549269],[809490,1560451],[813486,1565106],[817911,1571261],[823189,1578091],[823347,1578350],[823381,1317091],[825804,1582179],[830124,1066609],[836896,1332541],[839888,1595863],[843422,852449],[863413,1107200],[864574,1621993],[864967,1622609],[867615,1366474],[870073,1628158],[870525,1628362],[885624,1646497],[891690,1143678],[896788,1399332],[899246,1660630],[899698,1660834],[906196,1411855],[909393,1671902],[909786,1672518],[910969,1673804],[920550,1177822],[923008,1687839],[924498,1689801],[924656,1690060],[928330,1693764],[928723,1694380],[933161,1440309],[934376,1445075],[937730,1705486],[938631,1706956],[938869,1706827],[942155,1711641],[946049,1192161],[947661,1459851],[953519,1463221],[957407,969809],[978253,1225964],[981790,1749773],[982242,1749977],[985025,1496059],[988017,1755978],[991551,1000578],[1003036,1772144],[1004526,1774106],[1004684,1774365],[1010692,1270959],[1011832,1527429],[1015296,1784606],[1015626,1528917],[1018618,1787690],[1028812,1798509],[1029264,1798713],[1041247,1303793],[1043304,1813820],[1043697,1814436],[1044700,1815922],[1044938,1815793],[1046345,1562850],[1048803,1819985],[1049255,1820189],[1055753,1575373],[1058950,1831257],[1059343,1831873],[1060526,1833159],[1068045,1321565],[1069215,1589658],[1079132,1092328],[1080744,1601133],[1093468,1613991],[1096932,1867727],[1097515,1869056],[1100608,1354533],[1102220,1356518],[1104706,1874381],[1108078,1625979],[1111966,1124368],[1126425,1895456],[1126818,1896072],[1127821,1897558],[1128059,1897429],[1133932,1655081],[1135797,1656567],[1139083,1907451],[1139476,1908067],[1139790,1658451],[1153442,1921403],[1161168,1930650],[1161478,1929737],[1166362,1433717],[1167502,1427638],[1168061,1936044],[1168513,1936248],[1170255,1938195],[1171296,1691289],[1174288,1942249],[1184482,1953068],[1184934,1953272],[1193659,1713386],[1195568,1718711],[1206708,1728927],[1218237,1740402],[1220102,1741888],[1223388,1987479],[1223781,1988095],[1224333,1989261],[1227400,1485083],[1228570,1486183],[1232408,1234307],[1238487,1251683],[1240099,1498044],[1246489,2008769],[1246799,2007856],[1252823,1514444],[1253382,2014163],[1253834,2014367],[1255576,2016314],[1259284,1776091],[1259594,2019591],[1261042,1781485],[1266298,2025571],[1266750,2025775],[1272571,1792960],[1285295,1805818],[1289342,2047786],[1289800,2047132],[1295912,1557726],[1296533,2053111],[1299905,1817806],[1313557,2069532],[1323019,1839704],[1327683,2083824],[1327993,2082049],[1334039,1849065],[1335948,1854390],[1345330,1859212],[1345640,2095725],[1347088,1864606],[1352344,2101705],[1352796,2101909],[1356031,1616404],[1357940,1616299],[1361350,1363721],[1369080,1627079],[1372918,1374817],[1375904,2121644],[1376362,2120990],[1382474,1643772],[1383095,2126969],[1386918,2130656],[1388889,1899657],[1389347,2132088],[1390798,1904982],[1396121,2137687],[1401938,1915198],[1413467,1926673],[1415332,1928159],[1419074,2157573],[1419563,2158690],[1422042,1681947],[1435329,1693274],[1448053,1709674],[1458258,2192545],[1458716,2191103],[1464675,1970324],[1469339,1974186],[1473724,2202209],[1475695,1979685],[1476153,2203641],[1477604,1985010],[1482927,2209240],[1486537,1744613],[1486717,1486995],[1491201,2216922],[1497557,1755043],[1499466,1754938],[1502876,1505247],[1505880,2226549],[1506369,2227666],[1508848,1766252],[1517494,2236165],[1518906,2236916],[1519395,2018434],[1530415,2027795],[1532324,2033120],[1541706,2037942],[1543464,2043336],[1565456,1818906],[1569294,1571193],[1578850,1835599],[1588106,2291913],[1588444,2291992],[1588933,2293820],[1599540,2089207],[1600646,1854495],[1601981,1856024],[1604056,2302581],[1605468,2303332],[1605957,2094568],[1621016,2315773],[1627433,1879437],[1627613,1627891],[1632097,2116145],[1646894,2333453],[1659905,2139753],[1664569,2143615],[1670925,2149114],[1672834,2154439],[1692787,1941314],[1694696,1941209],[1698106,1700477],[1704078,1952523],[1712361,2382475],[1717224,2385079],[1728202,2197630],[1729281,1975410],[1729461,1729739],[1732215,2394318],[1748221,2404535],[1749048,2406442],[1759655,2222305],[1762096,2005581],[1791367,2247847],[1792473,2033225],[1793808,2034754],[1797784,2253208],[1819260,2058167],[1819440,1819718],[1823924,2274785],[1842874,2469196],[1872894,2486642],[1883872,2320858],[1914473,2344301],[1915552,2144839],[1915732,1916010],[1926186,2154544],[1927521,2156073],[1945926,2368976],[1948367,2175010],[1992431,2559526],[2043690,2258294],[2043870,2044148],[2062602,2454711],[2075650,2287243] ] cell #4323 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [253474],[320072],[373369],[427097],[447727],[472664],[493895],[533116],[558137],[581580],[591607],[606517],[649230],[654245],[679787],[688448],[704808],[714835],[752978],[795170],[797268],[799977],[807870],[812885],[821546],[884004],[895739],[906765],[911079],[922407],[937129],[939227],[973858],[1002435],[1011261],[1014695],[1025665],[1031260],[1045296],[1060636],[1092897],[1096331],[1128417],[1130782],[1134349],[1150192],[1166931],[1170365],[1186930],[1215087],[1218654],[1252252],[1255686],[1257817],[1261904],[1290897],[1294464],[1299108],[1343863],[1347950],[1364290],[1377459],[1381026],[1385670],[1387597],[1420575],[1422262],[1424662],[1460919],[1474403],[1493882],[1507381],[1509068],[1511468],[1551115],[1552275],[1582046],[1591024],[1602201],[1615054],[1623837],[1637161],[1638321],[1681619],[1704298],[1714506],[1720017],[1730293],[1743337],[1765924],[1794028],[1830148],[1840732],[1850185],[1855696],[1867788],[1916564],[1952195],[1962045],[1971352],[2028915],[2034426],[2086289],[2140781],[2244929] ] cell #4324 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [253475],[320073],[373370],[427098],[447728],[472665],[493896],[533117],[558138],[581581],[591608],[606518],[649231],[654246],[679788],[688449],[704809],[714836],[752979],[795171],[797269],[799978],[807871],[812886],[821547],[884005],[895740],[906766],[911080],[922408],[937130],[939228],[973859],[1002436],[1011262],[1014696],[1025666],[1031261],[1045297],[1060637],[1092898],[1096332],[1128418],[1130783],[1134350],[1150195],[1166932],[1170366],[1186931],[1215088],[1218655],[1252253],[1255687],[1257818],[1261907],[1290898],[1294465],[1299109],[1343864],[1347953],[1364291],[1377460],[1381027],[1385671],[1387600],[1420576],[1422263],[1424665],[1460920],[1474406],[1493883],[1507382],[1509069],[1511471],[1551118],[1552276],[1582047],[1591025],[1602202],[1615055],[1623840],[1637164],[1638322],[1681622],[1704299],[1714507],[1720020],[1730294],[1743340],[1765927],[1794029],[1830149],[1840735],[1850186],[1855699],[1867820],[1916565],[1952198],[1962077],[1971355],[2028916],[2034429],[2086321],[2140784],[2244961] ] cell #4325 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [590771],[614238],[689533],[713999],[715968],[792385],[796639],[809587],[819073],[822631],[825535],[885721],[891658],[893138],[906163],[923940],[934344],[934802],[938598],[969777],[971257],[1003968],[1010659],[1011800],[1012258],[1025616],[1036144],[1041215],[1042695],[1044667],[1055415],[1055720],[1092295],[1093436],[1093894],[1119265],[1124336],[1125816],[1127788],[1131727],[1134300],[1135459],[1135764],[1157528],[1161135],[1166329],[1167470],[1167928],[1181286],[1198385],[1216032],[1218605],[1219764],[1220069],[1234275],[1245631],[1246456],[1251650],[1252791],[1253249],[1257768],[1257889],[1259251],[1263036],[1285263],[1285721],[1288836],[1291842],[1294415],[1295574],[1295879],[1317643],[1327650],[1338765],[1343814],[1343935],[1345297],[1349082],[1356486],[1360757],[1363688],[1374785],[1375243],[1375398],[1378404],[1380977],[1382136],[1382441],[1387674],[1388383],[1411262],[1414994],[1415299],[1420526],[1420647],[1422009],[1425794],[1440861],[1448021],[1448479],[1457752],[1467944],[1469306],[1471624],[1474480],[1475189],[1486962],[1491168],[1493833],[1498012],[1502283],[1504909],[1505214],[1507332],[1507453],[1508815],[1512600],[1518009],[1535141],[1540311],[1541673],[1545458],[1551192],[1551901],[1552226],[1552347],[1571161],[1571619],[1574780],[1578512],[1578817],[1583775],[1590975],[1591096],[1598325],[1599034],[1601101],[1601948],[1604571],[1615005],[1616224],[1620510],[1625722],[1627858],[1630702],[1632064],[1634382],[1634729],[1637238],[1637947],[1638272],[1638393],[1663174],[1664536],[1666854],[1669710],[1670419],[1680381],[1681696],[1693242],[1697513],[1700139],[1700444],[1702683],[1704045],[1707830],[1714457],[1716424],[1720094],[1723044],[1726816],[1729706],[1729919],[1730244],[1730365],[1742809],[1743890],[1751211],[1753644],[1754863],[1758440],[1759149],[1761216],[1762063],[1764686],[1766001],[1782923],[1790152],[1790861],[1792928],[1793775],[1796398],[1804733],[1817549],[1819685],[1822529],[1823891],[1826209],[1826556],[1829065],[1829774],[1830099],[1830220],[1840204],[1842527],[1845809],[1848303],[1850136],[1852103],[1854315],[1855773],[1866044],[1872094],[1875764],[1877633],[1878714],[1882486],[1885376],[1885589],[1886035],[1902695],[1906365],[1909315],[1913087],[1915977],[1916190],[1916515],[1916636],[1926641],[1927488],[1937482],[1939915],[1941134],[1944711],[1945420],[1947487],[1948334],[1950957],[1952272],[1959292],[1963339],[1963711],[1966584],[1969486],[1970824],[1973147],[1982723],[1986393],[1992084],[1995366],[1997860],[2001660],[2003872],[2005330],[2015601],[2021257],[2024539],[2027033],[2028866],[2030833],[2033045],[2034503],[2044115],[2044328],[2044774],[2050824],[2054494],[2056363],[2057444],[2061216],[2064106],[2064319],[2064765],[2074770],[2075617],[2079266],[2080232],[2087955],[2097391],[2100673],[2105298],[2105670],[2111445],[2115106],[2124682],[2128352],[2132768],[2133140],[2136013],[2138915],[2140253],[2142576],[2148352],[2152152],[2154364],[2155822],[2157492],[2161513],[2164795],[2167289],[2171089],[2173301],[2174759],[2184371],[2184584],[2185030],[2189318],[2201490],[2204321],[2204693],[2207566],[2212364],[2221053],[2230489],[2233771],[2237906],[2238872],[2239660],[2246595],[2252370],[2256031],[2261124],[2263938],[2264310],[2270085],[2273746],[2279522],[2283322],[2285534],[2286992],[2301934],[2304322],[2305288],[2306076],[2327549],[2327921],[2335989],[2336700],[2337666],[2348161],[2351364],[2355836],[2359035],[2360789],[2367724],[2373499],[2377160],[2387707],[2393538],[2396854],[2397565],[2398531],[2416944],[2418698],[2426124],[2435787],[2436314],[2447110],[2448076],[2461774],[2471653],[2472391],[2481172],[2489270],[2499128],[2500094],[2505485],[2514064],[2525419],[2544254],[2554598],[2561983],[2571502],[2579416],[2593547],[2623443],[2633787],[2681535] ] cell #4326 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [499690],[520595],[590136],[612312],[613989],[685526],[689469],[701384],[710068],[713364],[715897],[772937],[778694],[780039],[792321],[808952],[818624],[819002],[822567],[852552],[853897],[885086],[891594],[892689],[893067],[905809],[915760],[920653],[921998],[923876],[933976],[934280],[969713],[970808],[971186],[995788],[1000681],[1002026],[1003904],[1007783],[1010305],[1011432],[1011736],[1032627],[1036080],[1041151],[1042246],[1042624],[1055366],[1071982],[1089419],[1091941],[1093068],[1093372],[1107303],[1118328],[1119201],[1124272],[1125367],[1125745],[1130173],[1130291],[1131663],[1135410],[1157079],[1157457],[1160440],[1163453],[1165975],[1167102],[1167406],[1188297],[1198321],[1209475],[1214478],[1214596],[1215968],[1219715],[1227054],[1231337],[1234211],[1245182],[1245560],[1245761],[1248774],[1251296],[1252423],[1252727],[1257840],[1258556],[1281246],[1284895],[1285199],[1290288],[1290406],[1291778],[1295525],[1310155],[1317194],[1317572],[1326955],[1337329],[1338701],[1341005],[1343886],[1344602],[1356422],[1360693],[1363334],[1367564],[1371847],[1374417],[1374721],[1376850],[1376968],[1378340],[1382087],[1387416],[1404705],[1409826],[1411198],[1414945],[1420598],[1421314],[1421653],[1421771],[1440412],[1440790],[1444004],[1447653],[1447957],[1452835],[1460310],[1460428],[1467895],[1468611],[1470701],[1471560],[1474222],[1484777],[1486052],[1490473],[1495739],[1497948],[1500847],[1502219],[1504523],[1504860],[1507404],[1508120],[1508459],[1508577],[1533705],[1535077],[1537381],[1540262],[1540978],[1550934],[1552298],[1563940],[1568223],[1570793],[1571097],[1573344],[1574716],[1578463],[1585143],[1587219],[1591047],[1594117],[1598067],[1601037],[1601253],[1601592],[1601710],[1614426],[1615593],[1623186],[1625673],[1626948],[1630653],[1631369],[1633459],[1634318],[1636980],[1638344],[1655658],[1663125],[1663841],[1665931],[1666790],[1669452],[1677891],[1690969],[1693178],[1696077],[1697449],[1699753],[1700090],[1702634],[1703350],[1703689],[1703807],[1713878],[1716375],[1719836],[1722443],[1724412],[1726488],[1728796],[1730316],[1740979],[1747334],[1751162],[1753065],[1754232],[1758182],[1761152],[1761368],[1761825],[1779046],[1782874],[1785944],[1789894],[1792864],[1793080],[1793419],[1793537],[1803810],[1804669],[1815013],[1817500],[1818775],[1822480],[1823196],[1825286],[1826145],[1828807],[1830171],[1837246],[1841546],[1841948],[1845035],[1848094],[1849557],[1852054],[1862167],[1865995],[1872045],[1875506],[1878113],[1882158],[1884466],[1885986],[1896649],[1902646],[1906107],[1908714],[1910683],[1912759],[1915067],[1916587],[1926577],[1926793],[1927250],[1933605],[1937433],[1939336],[1940503],[1944453],[1947423],[1947639],[1948096],[1958369],[1959228],[1963130],[1964191],[1972568],[1982674],[1986135],[1991103],[1991505],[1997651],[2001611],[2011724],[2015552],[2020276],[2020678],[2023765],[2026824],[2028287],[2030784],[2036852],[2040897],[2043205],[2044725],[2046411],[2050775],[2054236],[2056843],[2060888],[2063196],[2064716],[2074706],[2074922],[2075379],[2080023],[2093282],[2096410],[2096812],[2099899],[2105089],[2114527],[2124633],[2128094],[2132559],[2133620],[2134482],[2141997],[2148143],[2152103],[2157428],[2160532],[2160934],[2167080],[2171040],[2177108],[2181153],[2183461],[2184981],[2201441],[2204112],[2205173],[2206035],[2229508],[2229910],[2238663],[2239451],[2240512],[2251922],[2255452],[2260214],[2263729],[2265652],[2273167],[2279313],[2283273],[2294800],[2301355],[2305079],[2305867],[2306928],[2327340],[2329263],[2337457],[2348112],[2348699],[2360580],[2361641],[2376581],[2387498],[2388334],[2398322],[2407422],[2418489],[2419550],[2425585],[2435208],[2447867],[2468654],[2480633],[2489061],[2499885],[2508860],[2524880],[2558984],[2570963],[2626155] ] cell #4327 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4328 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4329 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4330 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1284254],[1334973],[1414269],[1447012],[1498491],[1531349],[1544412],[1560196],[1577787],[1621950],[1646242],[1671859],[1682324],[1689497],[1693721],[1706784],[1745195],[1760589],[1766629],[1773802],[1808772],[1809002],[1813777],[1815750],[1831214],[1838069],[1856401],[1869654],[1880019],[1890408],[1890638],[1895413],[1897386],[1907408],[1929694],[1930776],[1931374],[1931466],[1946860],[1952900],[1960073],[1975992],[1977007],[1977237],[1987436],[1999220],[2007813],[2008895],[2009493],[2009585],[2019548],[2035131],[2046599],[2048136],[2048384],[2058749],[2069138],[2069368],[2074143],[2076116],[2082006],[2090735],[2091443],[2092041],[2092133],[2095682],[2120457],[2121994],[2122242],[2131555],[2145421],[2146436],[2146666],[2156865],[2157641],[2168649],[2177242],[2178324],[2178922],[2179014],[2190570],[2194071],[2198744],[2199732],[2199980],[2203108],[2215104],[2225231],[2226617],[2236984],[2240646],[2249375],[2250083],[2250681],[2250773],[2254322],[2258876],[2279097],[2280634],[2280882],[2290417],[2292060],[2295240],[2297203],[2298888],[2303400],[2307062],[2313798],[2321972],[2323208],[2337241],[2340742],[2345415],[2346403],[2346651],[2349779],[2354144],[2355542],[2361775],[2371902],[2373288],[2383792],[2389635],[2391278],[2398106],[2403039],[2404682],[2409825],[2411510],[2419684],[2424270],[2425913],[2429093],[2431056],[2432741],[2437253],[2440915],[2442151],[2447651],[2455825],[2457061],[2465952],[2473475],[2479318],[2480961],[2485355],[2487871],[2491198],[2492841],[2495715],[2499669],[2504318],[2510161],[2511804],[2516947],[2518632],[2523565],[2525208],[2530351],[2532036],[2540210],[2541446],[2553431],[2560761],[2563805],[2567295],[2569648],[2571291],[2580500],[2586343],[2587986],[2592380],[2594896],[2598223],[2599866],[2602740],[2605009],[2606694],[2613081],[2624930],[2626671],[2630587],[2632620],[2635136],[2640739],[2647098],[2654428],[2657472],[2660962],[2663315],[2664958],[2668953],[2670492],[2678181],[2681954],[2689039],[2693821],[2705670],[2707411],[2711327],[2713360],[2718273],[2725771],[2728911],[2734970],[2737446],[2738985],[2750447],[2759606],[2764266],[2765805],[2775402],[2786040],[2797527],[2806406],[2824322], [1675902,2156450],[1711915,2186596],[1763512,2005958],[1802115,2259891],[1802711,2260121],[1835257,2287620],[1838364,2288532],[1853996,2091336],[1870255,1873987],[1887097,2118966],[1887693,2119196],[1921009,2354745],[1924551,2354852],[1924886,2355450],[1949783,2175387],[1956674,2381020],[1957270,2381250],[1959745,2381399],[1974910,2199584],[1990353,1993847],[1999821,2003553],[2006016,2224541],[2006351,2225139],[2032726,2249976],[2036587,2436242],[2038666,2441755],[2042101,2441903],[2065827,2277606],[2066423,2277836],[2067304,2459215],[2072680,2465262],[2073015,2465860],[2089557,2299564],[2103973,2107272],[2111615,2317299],[2113375,2116869],[2119264,2322960],[2134217,2505413],[2135569,2506202],[2144339,2346255],[2148068,2514984],[2149464,2519308],[2169250,2172982],[2175445,2371212],[2175780,2371810],[2176843,2535537],[2182357,2541198],[2189488,2384334],[2193977,2388077],[2205770,2554526],[2207122,2555315],[2210232,2210337],[2218363,2407862],[2219356,2222655],[2239376,2576361],[2240247,2576903],[2248197,2433417],[2252159,2584785],[2265387,2593475],[2266739,2594264],[2270255,2451152],[2272015,2275509],[2277904,2456813],[2279238,2603046],[2289665,2289770],[2290323,2468397],[2291075,2468860],[2297806,2474017],[2305792,2619562],[2306663,2620104],[2312716,2485897],[2317100,2317205],[2328998,2633715],[2330350,2634504],[2336159,2504860],[2336489,2638469],[2337382,2638932],[2340648,2508603],[2353793,2648982],[2360505,2653333],[2361376,2653875],[2365034,2528388],[2366027,2369326],[2384135,2384240],[2388883,2388988],[2390293,2548816],[2397024,2553973],[2397354,2675911],[2398247,2676374],[2402945,2558727],[2403697,2559190],[2407157,2681463],[2410428,2564347],[2412884,2566321],[2414662,2685724],[2418414,2687944],[2419285,2688486],[2424176,2575422],[2424928,2575885],[2431659,2581042],[2440516,2700844],[2446569,2592922],[2446899,2704731],[2447792,2705194],[2450953,2451058],[2464203,2715244],[2473818,2473923],[2479224,2618623],[2479976,2619086],[2485165,2727073],[2485698,2485803],[2488986,2728612],[2491856,2628005],[2493933,2629576],[2495316,2732040],[2498587,2633162],[2498917,2734031],[2499810,2734494],[2504661,2504766],[2509409,2509514],[2510819,2642483],[2517550,2647640],[2518773,2744867],[2523471,2652394],[2524223,2652857],[2530954,2658014],[2533410,2659988],[2535188,2754217],[2539811,2756979],[2551779,2673920],[2553774,2553879],[2558556,2766849],[2561772,2768102],[2563615,2769380],[2564148,2564253],[2566190,2684393],[2567436,2770919],[2569554,2687005],[2570306,2687468],[2580843,2580948],[2587001,2699826],[2592723,2592828],[2598881,2708745],[2600958,2710316],[2602341,2789169],[2605612,2713902],[2606835,2791623],[2608068,2715876],[2612987,2719526],[2616297,2720804],[2617211,2722343],[2622491,2799461],[2622795,2799487],[2627371,2801616],[2632963,2633068],[2645446,2742413],[2647441,2647546],[2651174,2746674],[2657282,2816180],[2657815,2657920],[2659857,2752886],[2661103,2817719],[2663973,2755961],[2666050,2757532],[2668441,2759580],[2673147,2761735],[2673721,2673826],[2678334,2825925],[2682258,2827521],[2697037,2777933],[2697951,2779472],[2702789,2782900],[2708111,2839222],[2713703,2713808],[2715745,2792099],[2717752,2793802],[2719915,2720292],[2721422,2795398],[2741640,2808535],[2742214,2742319],[2745629,2811066],[2746543,2812605],[2750751,2857117],[2760999,2761214],[2777044,2777421],[2778551,2833004],[2782127,2835133],[2807799,2808014],[2811684,2853918] ] cell #4331 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [747912],[869231],[961142],[1047961],[1079550],[1115701],[1147413],[1205858],[1238905],[1271377],[1286052],[1307528],[1361768],[1368230],[1401088],[1412273],[1434135],[1448810],[1492109],[1542614],[1545002],[1548918],[1558144],[1564606],[1575791],[1644190],[1656985],[1669224],[1674274],[1687339],[1704986],[1707374],[1742306],[1771644],[1780203],[1784106],[1795372],[1801179],[1816340],[1833629],[1863324],[1867227],[1897976],[1901833],[1902984],[1918415],[1934762],[1938665],[1955738],[1981861],[1983012],[2012881],[2016784],[2019959],[2021533],[2049962],[2051113],[2055775],[2096093],[2097667],[2111114],[2123820],[2124971],[2129633],[2132434],[2160215],[2161688],[2161789],[2193791],[2203987],[2217149],[2229191],[2230664],[2230765],[2263604],[2264473],[2288273],[2294483],[2302109],[2310384],[2316190],[2327215],[2328084],[2359667],[2377335],[2383550],[2387373],[2393701],[2401663],[2417576],[2435962],[2461937],[2468176],[2473233],[2477056],[2483960],[2514227],[2538102],[2543608],[2548132],[2580258],[2584081],[2613878],[2641799],[2694618] ] cell #4332 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [347143,1421466],[396256,1508272],[451149,1601405],[516782,1703502],[533566,1725357],[561559,1761520],[585002,1793232],[627510,1850714],[654695,1881027],[680237,1911628],[691870,1926945],[708230,1947791],[753428,1994947],[758680,2000271],[786150,2029444],[795620,2039766],[813335,2059757],[824968,2075074],[864353,2108571],[909172,2150763],[911529,1924379],[922857,2164376],[928109,2169700],[937579,2180022],[941938,1711353],[1002885,2233352],[1015145,2243298],[1031129,2041253],[1043083,2267211],[1056324,1829579],[1058729,2281933],[1061086,2072508],[1096781,2309714],[1126204,2330822],[1136368,1906879],[1138862,2339935],[1170815,2166624],[1181337,1950985],[1186799,2181509],[1220673,1986907],[1223167,2400800],[1256136,2235600],[1258386,2424005],[1263087,2024567],[1296483,2055008],[1298977,2268953],[1310315,2067551],[1344432,2479053],[1349133,2100701],[1383045,2128866],[1385539,2332564],[1387725,2132796],[1392838,2136746],[1421144,2357390],[1425845,2164823],[1474531,2204349],[1479644,2208299],[1507950,2415299],[1512651,2233799],[1518252,2238096],[1551243,2263966],[1556356,2267916],[1591593,2470166],[1604814,2304512],[1637289,2327577],[1642402,2331527],[1680624,2359225],[1720145,2387735],[1764929,2417134],[1846052,2471843], [253476,1226236,1989941],[320074,1366746,2112963],[323116,874747,2117969],[370948,1210496,2196998],[373371,1469883,2199172],[393331,992491,2223954],[427099,1563122,2271603],[430141,1053477,2276609],[447729,1339767,2297826],[470243,1110810,2320226],[472666,1115764,2322400],[491474,1405726,2343669],[493897,1665113,2345843],[513857,1178762,2370625],[519824,1189156,2380023],[533118,730078,1971866],[553205,977097,2213358],[558139,1237776,2410448],[581582,1536143,2431679],[589186,1547252,2439169],[591609,1802992,2441343],[592990,1288608,2443567],[604096,1302637,2454079],[606519,1307591,2456253],[613075,1318031,2464675],[649232,1099897,2312736],[654247,870334,2113825],[679789,899507,2141295],[688450,1676653,2517570],[690079,1677806,2519085],[690242,1415903,1927710],[692508,1418397,2521326],[699876,1163368,2360029],[704810,1433006,2530974],[712414,1443919,2538464],[714837,1448873,2540638],[716218,1451366,2186614],[752980,982051,2215532],[771429,1248689,2417938],[782527,1537296,2584443],[792914,1540808,2586078],[795172,1029073,2254750],[796706,1545509,2044356],[797270,1804615,2588387],[797386,1801550,2588473],[799979,1548981,2590426],[807872,1291724,2446589],[812887,1049064,2272465],[821548,1574662,2605632],[823177,1837161,2607147],[823340,1579421,2075839],[825606,1581915,2287729],[856385,1340920,2477418],[884006,1378286,2498607],[892187,1663671,2643789],[895741,1666736,2645466],[906230,1669761,2148380],[906767,1670224,2646873],[910756,1674874,2155444],[911081,1155860,2152458],[911230,1156030,1923916],[922409,1168322,2362203],[924486,1699668,2661415],[924649,1701048,1948556],[934873,1703180,2373775],[937131,1184743,2375879],[938665,1707881,2184612],[939229,1959174,2665359],[939345,1956109,2665445],[970306,1468441,2550122],[973860,1471506,2551799],[1002437,1253643,2420112],[1004514,1504438,2567748],[1004677,1505818,1762285],[1010726,1790203,2239688],[1011263,1790666,2696526],[1012329,1783420,2426400],[1014697,1266559,2428353],[1025667,1796426,2698875],[1025970,1796641,2252560],[1031229,1031262,2041468],[1041744,1823026,2710051],[1044734,1826607,2064347],[1045298,1826091,2711728],[1045414,2056146,2711814],[1055787,1829116,2279550],[1060313,1834229,2286614],[1060638,1315975,2283628],[1060787,1316145,2072045],[1092362,1598376,2306104],[1092899,1598839,2615786],[1093965,1866541,2481448],[1096333,1352605,2483401],[1124865,1631199,2629311],[1127855,1634780,1885617],[1128419,1634264,2630988],[1128535,2130004,2631074],[1130784,1388188,2504093],[1134351,1913115,2740920],[1134654,1913330,2336890],[1135831,1906416,2337694],[1150200,1919422,2348562],[1161202,1939966,2167317],[1166396,1944762,2360817],[1166933,1945225,2752661],[1167999,1937979,2525695],[1170042,1948755,2174381],[1170367,1429317,2363837],[1170516,1429487,2166161],[1181640,1951200,2373689],[1186899,1186932,2181724],[1215089,1474994,2553206],[1218656,1726844,2672427],[1218959,1727059,2397755],[1220136,1986444,2398559],[1234804,1751708,2560496],[1246523,1753695,1997888],[1251717,1758491,2418726],[1252254,1758954,2684168],[1253320,2016098,2571778],[1255363,1762484,2004952],[1255688,1516123,2421746],[1255837,1516293,2235137],[1257819,1518037,2574934],[1259318,2021308,2238900],[1261912,2031139,2425448],[1263390,2024782,2426314],[1285792,1804934,2045271],[1289513,2056899,2270275],[1290899,1551706,2444254],[1292043,1552844,2263388],[1294466,2061244,2787676],[1294769,2061459,2447300],[1295946,2054545,2448104],[1299077,1299110,2269168],[1320362,2077016,2288644],[1327717,1842578,2080260],[1343865,1604599,2618135],[1345364,2097442,2305316],[1347958,1852409,2480496],[1349436,2100916,2481362],[1363755,1875815,2489298],[1364292,1876278,2624705],[1375314,1634583,1886532],[1376075,1878169,2111635],[1377461,1637752,2496272],[1378605,1638890,2326999],[1381028,1882514,2730547],[1381331,1882729,2499318],[1382508,2128403,2500122],[1385639,1385672,2332779],[1387605,1647830,2335313],[1389060,2133676,2336179],[1415366,1927555,2155873],[1419114,2166854,2167841],[1420577,1680409,2521922],[1422076,1681747,2161564],[1422231,1422264,2358690],[1424670,2171395,2524743],[1426148,2165038,2525609],[1448550,1959493,2185527],[1451067,1711523,2381808],[1458429,1964247,2189508],[1460921,1720608,2545516],[1469373,1729773,1973198],[1471825,1730862,2393404],[1474411,1733151,2396178],[1475866,2205229,2397044],[1487029,1491235,1992135],[1493884,1995394,2679970],[1494187,1995609,2562173],[1505281,1762130,2005381],[1505920,1997425,1998412],[1507383,1764714,2568005],[1508882,1766052,2230540],[1509037,1509070,2416599],[1511476,2001966,2570826],[1512954,2234014,2571692],[1518946,2238437,2241074],[1541740,2044182,2256082],[1545812,2045005,2259556],[1551123,1807185,2445723],[1551929,1552277,2444860],[1552578,1808437,2264846],[1571690,1826410,2065262],[1574981,1830717,2460852],[1578884,2075684,2287043],[1582015,1582048,2466632],[1588484,2079797,2082434],[1591026,1845837,2611588],[1599711,1855186,2088491],[1602015,1855824,2301985],[1602170,1602203,2476790],[1605508,2304853,2307490],[1615056,2105326,2726666],[1617095,1621187,2106206],[1623845,2109276,2626018],[1627925,1632131,2115157],[1635083,1886266,2118631],[1637169,1888821,2497741],[1637975,1638323,2496878],[1638624,1890073,2328457],[1664603,1916044,2142627],[1667055,1917133,2513930],[1671096,2155235,2351900],[1681318,1681627,2359566],[1700511,1948401,2174810],[1704112,1952323,2377211],[1704267,1704300,2537125],[1708184,2185261,2380685],[1713176,1962116,2188642],[1714508,1963367,2668546],[1720025,1967317,2546829],[1727753,1975292,2196535],[1729947,1730295,2550702],[1730596,1976672,2394074],[1743345,2212554,2679242],[1744495,1748599,2212895],[1755734,1759826,2221589],[1765623,1765932,2417475],[1791538,2033916,2247131],[1793842,2034554,2435838],[1793997,1794030,2583815],[1797335,2258176,2438706],[1819752,1823958,2273797],[1826910,2064996,2277271],[1829802,1830150,2603903],[1830451,2068803,2462310],[1840740,2079456,2610860],[1848331,1850187,2613459],[1848855,2085153,2086360],[1855395,1855704,2476955],[1867859,1868846,2311870],[1879319,1883423,2319763],[1914024,2144721,2343206],[1916218,1916566,2644369],[1916867,2146101,2514600],[1942005,1946097,2368260],[1951894,1952203,2538001],[1969676,1971360,2547472],[2027061,2028917,2694199],[2027585,2243793,2245000],[2034125,2034434,2583980],[2058049,2062153,2453616],[2139105,2140789,2641139] ] cell #4333 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [253480],[320078],[373375],[427103],[447733],[472670],[493901],[533184],[558143],[581586],[591613],[606523],[649236],[654313],[679855],[688454],[704814],[714841],[753046],[795238],[797274],[799983],[807876],[812953],[821552],[884010],[895745],[906771],[911147],[922475],[937197],[939233],[973864],[1002503],[1011267],[1014763],[1025668],[1031328],[1045302],[1060704],[1092903],[1096399],[1128423],[1130850],[1134352],[1150190],[1166937],[1170433],[1186998],[1215155],[1218657],[1252258],[1255754],[1257820],[1261902],[1290965],[1294467],[1299176],[1343866],[1347948],[1364296],[1377527],[1381029],[1385738],[1387595],[1420578],[1422330],[1424660],[1460987],[1474401],[1493885],[1507384],[1509136],[1511466],[1551113],[1552278],[1582114],[1591027],[1602269],[1615057],[1623835],[1637159],[1638324],[1681617],[1704366],[1714509],[1720015],[1730296],[1743335],[1765922],[1794096],[1830151],[1840730],[1850188],[1855694],[1867784],[1916567],[1952193],[1962041],[1971350],[2028918],[2034424],[2086285],[2140779],[2244925] ] cell #4334 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [253481],[320079],[373376],[427104],[447734],[472671],[493902],[533185],[558144],[581587],[591614],[606524],[649237],[654314],[679856],[688455],[704815],[714842],[753047],[795239],[797275],[799984],[807877],[812954],[821553],[884011],[895746],[906772],[911148],[922476],[937198],[939234],[973865],[1002504],[1011268],[1014764],[1025669],[1031329],[1045303],[1060705],[1092904],[1096400],[1128424],[1130851],[1134353],[1150191],[1166938],[1170434],[1186999],[1215156],[1218658],[1252259],[1255755],[1257821],[1261903],[1290966],[1294468],[1299177],[1343867],[1347949],[1364297],[1377528],[1381030],[1385739],[1387596],[1420579],[1422331],[1424661],[1460988],[1474402],[1493886],[1507385],[1509137],[1511467],[1551114],[1552279],[1582115],[1591028],[1602270],[1615058],[1623836],[1637160],[1638325],[1681618],[1704367],[1714510],[1720016],[1730297],[1743336],[1765923],[1794097],[1830152],[1840731],[1850189],[1855695],[1867787],[1916568],[1952194],[1962044],[1971351],[2028919],[2034425],[2086288],[2140780],[2244928] ] cell #4335 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [253482],[320080],[373377],[427105],[447735],[472672],[493903],[533186],[558145],[581588],[591615],[606525],[649238],[654315],[679857],[688456],[704816],[714843],[753048],[795240],[797276],[799985],[807878],[812955],[821554],[884012],[895747],[906773],[911149],[922477],[937199],[939235],[973866],[1002505],[1011269],[1014765],[1025670],[1031330],[1045304],[1060706],[1092905],[1096401],[1128425],[1130852],[1134354],[1150196],[1166939],[1170435],[1187000],[1215157],[1218659],[1252260],[1255756],[1257822],[1261908],[1290967],[1294469],[1299178],[1343868],[1347954],[1364298],[1377529],[1381031],[1385740],[1387601],[1420580],[1422332],[1424666],[1460989],[1474407],[1493887],[1507386],[1509138],[1511472],[1551119],[1552280],[1582116],[1591029],[1602271],[1615059],[1623841],[1637165],[1638326],[1681623],[1704368],[1714511],[1720021],[1730298],[1743341],[1765928],[1794098],[1830153],[1840736],[1850190],[1855700],[1867821],[1916569],[1952199],[1962078],[1971356],[2028920],[2034430],[2086322],[2140785],[2244962] ] cell #4336 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [253489],[320087],[373384],[427112],[447742],[472679],[493910],[533373],[558152],[581595],[591622],[606532],[649245],[654502],[680044],[688463],[704823],[714850],[753235],[795427],[797283],[799992],[807885],[813142],[821561],[884019],[895754],[906780],[911336],[922664],[937386],[939242],[973873],[1002692],[1011276],[1014952],[1025742],[1031457],[1045311],[1060893],[1092912],[1096588],[1128432],[1133094],[1134426],[1150261],[1166946],[1170622],[1187127],[1217399],[1218731],[1252267],[1255943],[1260069],[1261973],[1293209],[1294541],[1299305],[1346115],[1348019],[1364305],[1379771],[1381103],[1385867],[1389806],[1422827],[1424574],[1424731],[1462111],[1476612],[1493959],[1509633],[1511380],[1511537],[1553324],[1554513],[1582243],[1592156],[1603393],[1615131],[1623906],[1639370],[1640559],[1683801],[1706610],[1714583],[1721120],[1731425],[1743406],[1768106],[1795220],[1832386],[1840801],[1850262],[1856799],[1867792],[1917696],[1954377],[1962049],[1971421],[2028992],[2035529],[2086293],[2140850],[2244933] ] cell #4337 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [323112],[393283],[430137],[468637],[472611],[513809],[519820],[528126],[556384],[592986],[602490],[606464],[613027],[622153],[652332],[674797],[692460],[703055],[710808],[714782],[724091],[743773],[780793],[781709],[792866],[799924],[810972],[819793],[854651],[855567],[892139],[893520],[894848],[906712],[923668],[935216],[970258],[971639],[972967],[1003696],[1011208],[1013712],[1025664],[1041696],[1044405],[1092844],[1095348],[1124817],[1127526],[1130713],[1134348],[1166878],[1169382],[1215018],[1218653],[1234756],[1252199],[1254703],[1257816],[1290828],[1294463],[1343862],[1364237],[1377390],[1381025],[1420574],[1422193],[1460850],[1493881],[1507380],[1508999],[1552274],[1591023],[1602132],[1615053],[1638320],[1704229],[1714505],[1730292],[1793959],[1830147],[1850184],[1916563],[2028914], [261484,393572],[303105,631540],[322908,472739],[355151,514098],[370921,734386],[391167,557300],[393304,560916],[410130,790180],[429933,606592],[435107,613316],[437153,828962],[447210,844356],[461800,465718],[470216,653660],[491447,903815],[498289,913202],[501620,692749],[511693,703971],[513830,707587],[519616,714910],[531203,956245],[547563,746240],[548891,553178],[557620,757684],[571006,1007692],[581063,1023086],[589159,1033381],[590636,1034297],[590775,797480],[592782,800052],[595653,599571],[604069,812300],[610911,820709],[613048,824325],[614242,825847],[634617,1089328],[644229,648713],[662069,665987],[676354,904731],[677874,1142516],[686017,907785],[687931,1157910],[689535,910895],[690052,1159238],[690160,1156529],[692481,914457],[694234,915669],[695562,699849],[704291,927113],[712387,936544],[713864,1189967],[714003,939439],[716010,942011],[732128,1209384],[735302,745330],[765787,995697],[767115,771402],[779185,1021705],[782500,1024414],[792387,1027145],[792887,1027629],[793257,1281155],[796636,1030866],[796751,1287175],[797359,1284671],[802869,807353],[809452,1054288],[809591,1045508],[819115,1057342],[821029,1057733],[822633,1060452],[823150,1319353],[823258,1316644],[825579,1064014],[834982,1071891],[842470,1337751],[842975,853043],[845684,856358],[872384,1371756],[875558,885586],[879003,883487],[885725,1128629],[891660,1145548],[892160,1146032],[893180,1138465],[895222,1148536],[901557,1404614],[905785,1151372],[906160,1151677],[907280,1410248],[910875,1413883],[921144,1177375],[923942,1170181],[924459,1180084],[924567,1429986],[934346,1182815],[934846,1183299],[938595,1186536],[938710,1449933],[939318,1447429],[944442,1197371],[959257,1467871],[959277,969779],[959761,970279],[962265,973341],[971299,1222770],[983111,1231246],[990599,1501269],[991104,1001172],[993813,1004487],[1003970,1255502],[1004595,1516792],[1005649,1269352],[1010281,1272987],[1010656,1273292],[1011802,1265671],[1012302,1266155],[1021200,1534127],[1025546,1279348],[1027125,1540238],[1036146,1289726],[1041217,1305663],[1041717,1306147],[1042737,1298580],[1044664,1298714],[1044779,1308651],[1045387,1560613],[1051114,1568132],[1055342,1311487],[1055717,1311792],[1056837,1573766],[1060432,1577401],[1065989,1326215],[1077525,1087285],[1081160,1091917],[1081465,1092292],[1093438,1351717],[1093938,1352201],[1099001,1359743],[1106248,1623608],[1106753,1107794],[1113816,1630629],[1113836,1124338],[1114320,1124838],[1116824,1127900],[1119267,1376288],[1125858,1385142],[1127785,1385276],[1128508,1646659],[1129094,1398712],[1131729,1389273],[1134230,1402807],[1135386,1395130],[1135761,1395435],[1137960,1656080],[1145528,1663101],[1161132,1419913],[1161319,1432110],[1165951,1435745],[1166326,1436050],[1167472,1428429],[1167972,1428913],[1170161,1689111],[1176870,1696499],[1181216,1442106],[1182795,1702610],[1192374,1456973],[1198387,1458642],[1203482,1213399],[1207577,1218535],[1216034,1476079],[1219691,1481936],[1220066,1482241],[1222265,1741401],[1225344,1489733],[1226963,1491352],[1233179,1751138],[1233199,1234277],[1233683,1234777],[1236880,1246640],[1240515,1251272],[1240820,1251647],[1244127,1762247],[1246453,1506719],[1252793,1515235],[1253293,1515719],[1255482,1773416],[1256664,1529130],[1256782,1517611],[1259248,1519745],[1259435,1525330],[1262966,1525566],[1265651,1782850],[1288777,1549729],[1289209,1562230],[1289706,1806880],[1294345,1566325],[1295501,1558648],[1295876,1558953],[1298075,1815435],[1305643,1822456],[1327647,1589283],[1327834,1328954],[1332754,1342710],[1342828,1604173],[1345294,1606307],[1345481,1611892],[1349012,1612128],[1351697,1865971],[1354746,1619731],[1355898,1620883],[1356395,1870175],[1362272,1363310],[1362577,1363685],[1365854,1375771],[1367473,1632248],[1369949,1380907],[1373689,1885962],[1375339,1635775],[1376268,1888516],[1382063,1644694],[1382438,1644999],[1384637,1897071],[1386601,1647407],[1388324,1648691],[1388756,1654461],[1389253,1900776],[1417495,1927672],[1419422,1691502],[1419540,1679983],[1425724,1687938],[1428409,1937409],[1439357,1948518],[1457091,1717341],[1457693,1717591],[1458125,1459231],[1458622,1966082],[1469490,1470610],[1473407,1732728],[1475130,1734012],[1475562,1739782],[1476059,1980804],[1484683,1484753],[1486396,1748907],[1486514,1745164],[1492708,1493763],[1496272,1506228],[1497424,1759522],[1497921,1999741],[1506346,1764288],[1512530,1772243],[1515215,2015528],[1516999,1774516],[1519254,1781698],[1519372,1776946],[1541857,1803719],[1548073,2044701],[1550119,1806762],[1552771,2048905],[1563849,1824075],[1570065,2064692],[1581013,2075801],[1582873,1838816],[1585049,1585119],[1587789,1843387],[1588792,1589871],[1588910,1844421],[1599407,1600513],[1599904,2090326],[1601010,2091256],[1603561,1857637],[1605816,1864819],[1605934,1860067],[1614867,1614935],[1616609,1869989],[1619849,1873011],[1621380,2108041],[1627292,1883731],[1627410,1879988],[1636165,1888398],[1638817,2122763],[1649081,1900658],[1664720,1665840],[1670792,1926053],[1671289,2150233],[1692654,1945793],[1693151,2169170],[1710445,2184957],[1714319,1714387],[1716729,1964568],[1717981,1965964],[1724318,1724388],[1728061,1729140],[1728179,1975041],[1729258,1975961],[1730789,2200501],[1734402,1980686],[1747904,1992944],[1749025,1993978],[1755248,1999555],[1760019,2223424],[1791234,1792340],[1791731,2248966],[1792837,2249896],[1797643,2043549],[1797761,2038797],[1819119,2062461],[1819237,2058718],[1830644,2281403],[1849998,1850066],[1853660,2090208],[1854700,2091070],[1872399,2106527],[1873651,2107923],[1883849,2117000],[1886459,2323729],[1910589,1910659],[1914332,1915411],[1914450,2144470],[1915529,2145390],[1917060,2347172],[1920673,2150115],[1926550,2354665],[1941519,2168984],[1946290,2370095],[2003217,2223306],[2028728,2028796],[2032390,2248848],[2033430,2249710],[2043667,2258845],[2045198,2442672],[2062579,2275640],[2065189,2457582],[2154749,2354479],[2172646,2369977],[2185454,2541967] ] cell #4338 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4339 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4340 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4341 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4342 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4343 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [534275],[550635],[628712],[646427],[655404],[680946],[697306],[718033],[730984],[749921],[759882],[762608],[768859],[787352],[796329],[805067],[814044],[838298],[846498],[858289],[871240],[874522],[874668],[881201],[887462],[900413],[910374],[912238],[919350],[929311],[932037],[938288],[957679],[963473],[965581],[994627],[999378],[1017028],[1025228],[1029979],[1031576],[1032331],[1037019],[1049970],[1053252],[1053398],[1059931],[1061795],[1062657],[1079224],[1079874],[1081640],[1085514],[1112238],[1118032],[1120140],[1143950],[1149744],[1151852],[1156326],[1156766],[1160052],[1180898],[1185649],[1187246],[1188001],[1188931],[1189077],[1200380],[1202924],[1205312],[1205594],[1208175],[1232680],[1238579],[1239229],[1240995],[1244869],[1271051],[1271701],[1273467],[1277341],[1279946],[1282589],[1283797],[1288383],[1288529],[1299424],[1304065],[1309859],[1316441],[1316881],[1320167],[1324551],[1331601],[1334570],[1337240],[1361442],[1362092],[1362752],[1365296],[1367684],[1367966],[1370547],[1385986],[1398154],[1400542],[1400824],[1403405],[1409737],[1411947],[1412597],[1414845],[1427910],[1429783],[1433809],[1434459],[1436225],[1440099],[1442704],[1445347],[1446555],[1451141],[1451287],[1454741],[1456488],[1462324],[1488069],[1491563],[1491845],[1493306],[1495119],[1498088],[1500758],[1514716],[1516589],[1526164],[1527701],[1527977],[1530946],[1533616],[1542068],[1542350],[1544676],[1557818],[1558468],[1559739],[1561672],[1564060],[1564342],[1566923],[1573255],[1575465],[1576115],[1578363],[1585542],[1586599],[1597770],[1612726],[1614263],[1614717],[1617499],[1619246],[1621547],[1623097],[1625082],[1634202],[1643864],[1644514],[1645785],[1651718],[1655569],[1656659],[1657309],[1657554],[1671456],[1674010],[1680036],[1686793],[1687075],[1688536],[1690073],[1690349],[1693318],[1695988],[1704440],[1704722],[1707048],[1714169],[1715784],[1725868],[1737039],[1740890],[1741980],[1742630],[1743033],[1745287],[1745657],[1746714],[1757885],[1761736],[1764341],[1771098],[1771380],[1772841],[1774378],[1776183],[1776999],[1778426],[1783560],[1783842],[1789597],[1804553],[1806544],[1813374],[1814924],[1816014],[1816909],[1826029],[1830811],[1833365],[1840428],[1844474],[1849848],[1851463],[1859304],[1860120],[1861547],[1866681],[1866963],[1869839],[1871454],[1880111],[1881538],[1888180],[1895010],[1896560],[1897650],[1898867],[1899929],[1900440],[1902055],[1907005],[1912139],[1923310],[1927161],[1929304],[1930742],[1931558],[1938401],[1944156],[1948007],[1959112],[1965746],[1971048],[1975094],[1976084],[1978895],[1979957],[1980468],[1982083],[1987033],[1989985],[1994031],[1999405],[2001020],[2007423],[2008861],[2009677],[2016520],[2017720],[2018027],[2019158],[2028578],[2030193],[2038850],[2040277],[2048058],[2058841],[2060268],[2075290],[2080992],[2081616],[2083916],[2089990],[2090920],[2092225],[2093854],[2094161],[2095292],[2107705],[2113007],[2117053],[2121916],[2130136],[2140477],[2144523],[2145513],[2149897],[2151512],[2158283],[2168834],[2170449],[2179106],[2190153],[2192817],[2198354],[2199216],[2201689],[2214090],[2214714],[2223088],[2225323],[2227259],[2248630],[2249560],[2250865],[2253932],[2258968],[2271647],[2275693],[2291393],[2293413],[2313381],[2321582],[2345025],[2345887],[2354329],[2355634],[2369759],[2371994],[2382512],[2404015],[2441387],[2455435],[2466044], [261522,992847],[322766,1115636],[355189,1179118],[388797,1236658],[393140,992331],[429791,1307463],[435145,1318387],[440225,1328732],[467601,1109667],[501658,1418753],[509323,1431888],[513666,1178602],[519474,1448745],[525298,1199397],[554902,986427],[574078,1525108],[592640,1548853],[601454,1301494],[608541,1573544],[612884,1317871],[618751,1072843],[637689,1611670],[671969,1394627],[673833,1655858],[685820,1669159],[692317,1418237],[701573,1172698],[709772,1442776],[740945,1481433],[742809,1741179],[777391,1264670],[778988,1780138],[779743,1526236],[792663,1539680],[806931,1815213],[818311,1311967],[851249,1350716],[852846,1863259],[853601,1612798],[883065,1896849],[891936,1652797],[892376,1395610],[905838,1668487],[920947,1934697],[921702,1688608],[970055,1738118],[970495,1482416],[1000975,2012816],[1001730,1772913],[1006483,1520927],[1010334,1779466],[1041493,1812152],[1041933,1559128],[1088119,1607489],[1091970,1862587],[1107597,2111049],[1124614,1893788],[1125054,1645174],[1130202,1649971],[1162153,1683299],[1166004,1934025],[1214507,1735292],[1234553,1997205],[1247474,1767604],[1251325,2012144],[1290317,1809326],[1291662,1811073],[1329788,1847648],[1363363,2110377],[1376879,1890962],[1378224,1892709],[1421682,1932985],[1460339,1968418],[1471444,1978268],[1484806,2211290],[1508488,2011104],[1574600,2071439],[1585172,2078192],[1601621,2092662],[1666674,2147697],[1703718,2180533],[1724441,2194930],[1793448,2251302],[1910712,2341601] ] cell #4344 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4345 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4346 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [690947],[716250],[764396],[797555],[824045],[825445],[875820],[906289],[911696],[933825],[934652],[939514],[941760],[985542],[994085],[1010785],[1012108],[1026054],[1054550],[1055846],[1056081],[1061253],[1069732],[1092421],[1093744],[1108587],[1134738],[1135890],[1136125],[1150282],[1166455],[1167778],[1171813],[1180356],[1181388],[1181724],[1196077],[1207225],[1219043],[1220195],[1220430],[1229087],[1234964],[1251776],[1253099],[1261559],[1261994],[1263138],[1263474],[1285571],[1294853],[1296005],[1296240],[1300414],[1310397],[1324812],[1336457],[1347605],[1348040],[1349184],[1349520],[1358449],[1363814],[1369597],[1375093],[1381415],[1382567],[1382802],[1387846],[1389827],[1391307],[1392920],[1402455],[1415425],[1415660],[1424317],[1424752],[1425896],[1426232],[1430194],[1448329],[1452914],[1466468],[1474652],[1476633],[1478113],[1479726],[1487088],[1488330],[1494271],[1499975],[1503393],[1505340],[1505575],[1511123],[1511558],[1512702],[1513038],[1518402],[1521188],[1532833],[1543981],[1545560],[1545896],[1551364],[1553345],[1554825],[1556438],[1565973],[1571469],[1578943],[1579178],[1594196],[1598497],[1603136],[1604964],[1607750],[1615672],[1617179],[1623927],[1627984],[1629226],[1633194],[1633382],[1634831],[1635167],[1637410],[1639391],[1640871],[1642484],[1648144],[1661698],[1669882],[1673343],[1674956],[1680774],[1681868],[1683560],[1683822],[1695205],[1698623],[1700570],[1700805],[1706353],[1707932],[1708268],[1720266],[1721141],[1727209],[1729832],[1731737],[1733465],[1743427],[1744506],[1753746],[1754311],[1755818],[1758612],[1760331],[1761090],[1762566],[1765079],[1766173],[1767865],[1768127],[1786023],[1790324],[1794963],[1796791],[1799577],[1807499],[1808587],[1819811],[1821053],[1825021],[1825209],[1826658],[1826994],[1829237],[1832698],[1834311],[1836116],[1840822],[1842629],[1845114],[1846202],[1852723],[1855270],[1855945],[1856558],[1856820],[1867870],[1875936],[1878251],[1878915],[1879330],[1882879],[1884580],[1889135],[1890223],[1906537],[1913480],[1916103],[1918008],[1919736],[1928676],[1940017],[1940582],[1942089],[1944883],[1946602],[1947361],[1948837],[1951350],[1952444],[1954136],[1954398],[1958104],[1958292],[1962127],[1964329],[1966785],[1967631],[1969810],[1971442],[1973249],[1975303],[1976822],[1986565],[1992186],[1995759],[1997436],[1998605],[2002280],[2005502],[2021359],[2023844],[2024932],[2031453],[2034000],[2034675],[2035288],[2035550],[2044241],[2046146],[2046334],[2054666],[2056981],[2057645],[2058060],[2061609],[2063310],[2067865],[2068953],[2073885],[2074644],[2079590],[2079808],[2082627],[2085164],[2086371],[2088573],[2097493],[2099978],[2101066],[2106288],[2109590],[2115208],[2118781],[2128524],[2133758],[2136214],[2137060],[2139239],[2140871],[2142678],[2144732],[2146251],[2155319],[2155994],[2156607],[2157366],[2161615],[2165188],[2166865],[2168034],[2171709],[2174931],[2177910],[2183575],[2188653],[2196546],[2205311],[2207767],[2208613],[2212688],[2212906],[2221671],[2230591],[2234164],[2238230],[2238448],[2241267],[2242176],[2243804],[2245011],[2247213],[2252694],[2256133],[2258187],[2259706],[2260328],[2264928],[2268230],[2273848],[2277421],[2280267],[2287164],[2302036],[2304646],[2304864],[2307683],[2308592],[2311881],[2319774],[2328539],[2331841],[2335324],[2337024],[2339199],[2343217],[2348573],[2348863],[2351982],[2359359],[2359577],[2363305],[2368342],[2377262],[2380835],[2394156],[2396189],[2397889],[2400064],[2417268],[2417486],[2421214],[2425459],[2425749],[2435889],[2438717],[2445734],[2447434],[2449609],[2453627],[2462392],[2471977],[2476966],[2480507],[2480797],[2497752],[2499452],[2501627],[2514682],[2524754],[2525044],[2538012],[2546840],[2547483],[2562307],[2570837],[2571127],[2583991],[2610871],[2626029],[2626319],[2641150],[2679253] ] cell #4347 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [417383],[435737],[499121],[518946],[520341],[586463],[590078],[600891],[608684],[611743],[613924],[667307],[672818],[673976],[685468],[700815],[709691],[709953],[713306],[741794],[742952],[772368],[778636],[779662],[779924],[792048],[801254],[805916],[807074],[808894],[818337],[818566],[852494],[853520],[853782],[877388],[882050],[883208],[885028],[888796],[891321],[892402],[892631],[912381],[915702],[920595],[921621],[921883],[934007],[949891],[966915],[969440],[970521],[970750],[984238],[994770],[995730],[1000623],[1001649],[1001911],[1006509],[1007725],[1008485],[1011463],[1032250],[1032512],[1035387],[1038353],[1040878],[1041959],[1042188],[1061938],[1071924],[1082974],[1088145],[1089361],[1090121],[1093099],[1100209],[1104450],[1107245],[1117951],[1118213],[1118508],[1121474],[1123999],[1125080],[1125309],[1130396],[1130970],[1153186],[1156792],[1157021],[1162179],[1163395],[1164155],[1167133],[1181041],[1187920],[1188182],[1197628],[1208201],[1209417],[1211670],[1214701],[1215275],[1226996],[1231279],[1233938],[1238088],[1242329],[1244895],[1245124],[1247500],[1248716],[1249476],[1252454],[1257581],[1274801],[1279972],[1281188],[1284926],[1290511],[1291085],[1291688],[1293678],[1309778],[1310040],[1313301],[1316907],[1317136],[1321896],[1329814],[1330684],[1337434],[1338008],[1340079],[1340947],[1343627],[1354244],[1355491],[1360000],[1365322],[1367506],[1370573],[1371789],[1374042],[1374448],[1377073],[1377647],[1378250],[1380240],[1403431],[1404647],[1406900],[1409931],[1410505],[1420339],[1421876],[1433318],[1437559],[1440125],[1440354],[1442730],[1443946],[1447684],[1454352],[1456514],[1460533],[1463552],[1467636],[1470643],[1470867],[1471470],[1472340],[1484166],[1485414],[1493332],[1495770],[1497017],[1500952],[1501526],[1503597],[1504465],[1507145],[1508682],[1526190],[1533810],[1534384],[1536455],[1537323],[1540003],[1548426],[1561698],[1563882],[1566949],[1568165],[1570418],[1570824],[1573449],[1574023],[1574626],[1576616],[1584532],[1587250],[1590788],[1593480],[1595634],[1597796],[1600106],[1601815],[1612752],[1619272],[1623291],[1625062],[1626310],[1630394],[1633401],[1633625],[1634228],[1651744],[1655763],[1658782],[1662866],[1665873],[1666097],[1666700],[1667570],[1676965],[1677833],[1688562],[1691000],[1692247],[1696182],[1696756],[1698827],[1699695],[1702375],[1703912],[1710798],[1715338],[1715764],[1719042],[1722222],[1723801],[1726519],[1737065],[1741084],[1747365],[1750903],[1753595],[1757911],[1760221],[1761930],[1772867],[1779077],[1782615],[1785307],[1787461],[1789623],[1791933],[1793642],[1803752],[1803976],[1804579],[1811099],[1815118],[1816889],[1818137],[1822221],[1825228],[1825452],[1826055],[1836320],[1837188],[1841325],[1842478],[1851443],[1862198],[1865736],[1871008],[1871434],[1877892],[1882189],[1892735],[1896754],[1901609],[1902035],[1905313],[1908493],[1910072],[1912790],[1919020],[1923336],[1925646],[1927355],[1928880],[1933636],[1937174],[1939866],[1944182],[1946492],[1948201],[1958311],[1958535],[1959138],[1963970],[1978294],[1981637],[1982063],[1985341],[1990882],[2001000],[2011755],[2015293],[2020055],[2021208],[2022138],[2030173],[2036631],[2040928],[2046353],[2049738],[2050164],[2056622],[2060919],[2067149],[2071465],[2073775],[2075484],[2093313],[2096189],[2097342],[2098272],[2123596],[2124022],[2133399],[2134261],[2135414],[2147723],[2151492],[2156497],[2160311],[2162394],[2170429],[2176887],[2181184],[2193567],[2200830],[2204952],[2205814],[2206967],[2229287],[2231370],[2240291],[2251953],[2252529],[2265431],[2266584],[2282662],[2294579],[2295515],[2306707],[2316795],[2329042],[2330195],[2336859],[2347501],[2361420],[2384067],[2397724],[2407201],[2419329],[2429368],[2447269],[2485630],[2499287],[2562142] ] cell #4348 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4349 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [499437],[590425],[612059],[689486],[701131],[713653],[772684],[792338],[803486],[809241],[822584],[879620],[885375],[891611],[918035],[918036],[923893],[934297],[942113],[962882],[969730],[998063],[998064],[1003921],[1011753],[1036097],[1037557],[1038430],[1041168],[1058350],[1064105],[1085239],[1085240],[1093389],[1119218],[1120678],[1121551],[1124289],[1131680],[1149153],[1160593],[1162631],[1167423],[1184334],[1184335],[1190192],[1198338],[1210874],[1211747],[1215985],[1234228],[1245914],[1247952],[1252744],[1258709],[1277066],[1277067],[1285216],[1288974],[1291795],[1311045],[1312505],[1313378],[1327108],[1331917],[1338718],[1340183],[1344755],[1356439],[1360710],[1374738],[1375536],[1378357],[1388521],[1393568],[1406104],[1406977],[1411215],[1421467],[1441144],[1443182],[1447974],[1455057],[1457890],[1462656],[1468764],[1471577],[1475327],[1480374],[1486237],[1490626],[1497965],[1502236],[1508273],[1523484],[1528293],[1535094],[1536559],[1541131],[1557086],[1571114],[1571912],[1574733],[1585874],[1596339],[1599172],[1601054],[1601406],[1610046],[1617815],[1620648],[1627133],[1631522],[1634335],[1643132],[1650287],[1653120],[1657886],[1663994],[1666807],[1670557],[1675604],[1685856],[1693195],[1697466],[1703503],[1725143],[1725358],[1728981],[1735608],[1738441],[1745989],[1756454],[1759287],[1761521],[1763214],[1770161],[1777701],[1788166],[1790999],[1792881],[1793233],[1801873],[1804686],[1809642],[1812475],[1818960],[1823349],[1826162],[1834959],[1860822],[1874857],[1880813],[1881028],[1886855],[1891278],[1894111],[1911414],[1911629],[1915252],[1921879],[1924712],[1926594],[1926946],[1932260],[1942725],[1945558],[1947792],[1949485],[1956432],[1959245],[1968734],[1994733],[1994948],[1998075],[2006177],[2010379],[2039552],[2039767],[2043390],[2053587],[2059543],[2059758],[2065585],[2070008],[2072841],[2075075],[2080447],[2084444],[2111831],[2127445],[2138163],[2164162],[2164377],[2167504],[2175606],[2179808],[2180023],[2189704],[2209716],[2218153],[2233138],[2233353],[2239087],[2243084],[2243299],[2270471],[2290865],[2305503],[2309500],[2309715],[2336375],[2364824],[2397240],[2424718],[2479766], 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] cell #4350 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993059],[1115496],[1179330],[1235156],[1235387],[1242597],[1307323],[1318599],[1325004],[1325235],[1364855],[1418965],[1430386],[1430617],[1437827],[1448605],[1456047],[1521380],[1521611],[1548713],[1561231],[1572042],[1572273],[1579483],[1607942],[1608173],[1651277],[1653250],[1653481],[1668947],[1678169],[1701611],[1736598],[1738571],[1738802],[1777831],[1779926],[1780772],[1795895],[1810840],[1812605],[1812836],[1860952],[1863047],[1863893],[1892476],[1894241],[1894472],[1901355],[1903507],[1918766],[1932390],[1932910],[1934485],[1935331],[1978035],[1981383],[1983535],[2010509],[2011029],[2012604],[2013450],[2021884],[2049484],[2051636],[2071206],[2084574],[2092587],[2098018],[2110837],[2123342],[2125494],[2147464],[2162140],[2180458],[2193313],[2194348],[2217672],[2231116],[2251227],[2290694],[2316541],[2341019],[2403316], [344438,2352933],[359918,2382001],[394562,2574258],[417449,2439738],[434768,2463343],[435608,2288200],[473711,2636344],[495878,2350801],[499700,2518067],[515088,2528175],[515852,2376406],[519012,2539033],[520398,2381840],[555523,2687280],[561997,2690237],[574899,2246032],[576010,2428880],[586475,2438151],[607564,2596104],[608500,2461211],[608786,2461602],[612322,2606129],[619372,2719801],[638510,2087392],[639621,2483928],[651729,2733459],[672830,2342651],[673792,2508042],[674078,2508433],[685054,2516520],[698127,2367161],[699238,2362730],[702194,2652669],[708668,2655626],[709270,2537284],[709703,2537446],[721458,2760938],[731605,1466891],[741806,2195980],[742768,2557155],[743054,2557546],[750542,1488753],[755258,2771871],[769680,2220490],[770791,2420639],[778012,2575697],[778222,2430629],[779241,2578492],[779674,2578654],[798261,2041777],[805928,2453061],[806890,2448673],[807176,2449064],[810369,2704159],[818152,2604582],[830437,2794696],[841723,1597329],[851870,2618898],[852080,2296776],[853099,2621693],[853532,2621855],[861714,1618805],[866448,2314820],[871861,1629649],[874866,1885124],[876526,2333088],[882062,2319208],[883024,2500691],[883310,2501082],[886174,2341104],[886277,2636994],[890887,2637897],[892217,2640312],[901034,1662121],[912197,1925073],[912483,2152964],[919971,1683983],[920181,2529924],[921200,2525944],[921633,2526106],[924687,2747480],[940220,2182033],[942718,2821455],[957720,1466660],[964293,2194433],[964396,2674436],[969006,2675339],[970336,2677754],[977433,2216059],[978566,1488522],[984250,2405580],[989852,1757444],[992952,1760754],[994586,2006538],[994872,2422252],[999999,1768288],[1000209,2409398],[1001228,2572027],[1001661,2572189],[1005186,2690827],[1009167,2691345],[1020453,1789156],[1030600,1800000],[1031829,2256658],[1032262,2042623],[1035731,2451514],[1035834,2592439],[1040444,1810632],[1041774,2594469],[1050591,1821476],[1053596,2063854],[1055256,2269477],[1061754,2073202],[1062040,2284134],[1070449,2077695],[1070552,2718516],[1075801,1333801],[1086135,1856981],[1086822,2722777],[1090803,2723295],[1097277,1356899],[1100221,2315211],[1106831,2487444],[1111146,2114352],[1112279,1629418],[1116221,1884963],[1117530,2502412],[1117963,2119786],[1118852,2317661],[1118955,2632679],[1123565,1892268],[1124895,2634709],[1128989,2736452],[1131314,2506407],[1131417,2504377],[1143991,1661890],[1150667,2150812],[1155277,1922869],[1156607,1924842],[1160856,2652443],[1164837,1683752],[1176123,1943715],[1179223,1947025],[1180857,2175967],[1181143,2364343],[1186270,1954559],[1187499,2377787],[1187932,2182879],[1189275,2184119],[1193421,1194527],[1196908,2759911],[1197972,2385881],[1198075,2670551],[1210832,1972393],[1212682,1977827],[1213294,2763272],[1215619,2555520],[1215722,2553490],[1224553,2558776],[1226039,2405418],[1229804,2210793],[1229907,2767092],[1235611,2569925],[1238100,2220881],[1244710,2006307],[1246177,2687054],[1250158,1768057],[1258972,2575471],[1262379,2029493],[1267628,1530177],[1277962,2035711],[1278649,2039682],[1282630,1799769],[1288727,2260872],[1289104,1553275],[1302973,2272992],[1304106,1821245],[1308048,2063693],[1309357,2450394],[1309790,2278426],[1310782,2281982],[1315392,2070998],[1316722,2072971],[1318492,2074308],[1323239,2468446],[1325459,2613358],[1326110,2794015],[1327371,2719575],[1338352,2299584],[1338455,2619621],[1340091,2087783],[1341283,1856750],[1345018,2618672],[1348425,1850763],[1353518,2485414],[1359280,2799792],[1360344,2103993],[1360447,2728671],[1365063,2112611],[1366549,2319046],[1375666,1639321],[1388651,1389757],[1392138,1911544],[1393305,2339984],[1406062,2141822],[1407912,2147256],[1408524,1670687],[1410849,2519328],[1410952,2515043],[1418858,2157030],[1425137,2169749],[1430841,2523842],[1433330,2367552],[1439940,2175736],[1441407,2179938],[1445388,1954328],[1449330,2183958],[1453626,2383851],[1456255,2191983],[1458020,1721071],[1462786,1970652],[1464895,2388126],[1467115,2554803],[1469027,2675960],[1469686,2195818],[1475457,1476563],[1478944,1725273],[1480111,2400849],[1486757,1989981],[1488977,2681740],[1489628,2826138],[1490889,2768151],[1495044,2218741],[1501870,2219376],[1501973,2688003],[1511943,2000320],[1521835,2424547],[1522486,1791129],[1523747,2243214],[1534728,2433437],[1534831,2576420],[1536467,2246423],[1537659,2035480],[1541394,2584834],[1547588,2255277],[1549438,2260711],[1555656,2059673],[1556823,2267260],[1561439,2271251],[1562925,2452899],[1586004,1840032],[1586524,2292796],[1593226,2085643],[1594908,2295299],[1597537,2091357],[1599302,1609048],[1608397,2479595],[1610309,2309630],[1616384,1869846],[1619013,1870276],[1620778,1876741],[1624312,2108620],[1627653,2113003],[1629873,2633992],[1631785,2734080],[1641702,1880943],[1642869,2330871],[1651485,2338654],[1658016,2140081],[1660125,2508652],[1662345,2505690],[1664257,2638518],[1664916,2342489],[1675341,2355996],[1676977,2351192],[1684207,2362393],[1684858,1945688],[1686119,2164292],[1690274,2365412],[1697100,2366047],[1697203,2653392],[1715084,1961399],[1725793,2198924],[1729501,2199212],[1736806,2399519],[1745438,2215722],[1746119,1989589],[1746639,1989693],[1752294,1994863],[1755023,1999412],[1757652,1999842],[1759417,1769163],[1760978,2573921],[1762951,2004032],[1768512,2420302],[1770424,2233268],[1778351,2426649],[1785053,2244283],[1786735,2429152],[1789364,2249997],[1800224,2436519],[1802136,2260919],[1802795,2437989],[1819480,2271643],[1821700,2593752],[1823612,2704780],[1834696,2285694],[1854475,2090927],[1857205,2483591],[1861472,2481697],[1870754,2103358],[1880262,2114015],[1881463,2112715],[1885171,1887118],[1912064,2345595],[1915772,2345883],[1923077,2354766],[1941294,2168841],[1943923,2169271],[1947249,2527838],[1949222,2173461],[1954783,2376069],[1956695,2184166],[1972056,1976235],[2033205,2249567],[2035935,2428543],[2040202,2441095],[2043910,2441383],[2058992,2272655],[2060193,2271355],[2063901,2065848],[2074532,2463006],[2141485,2145664],[2154524,2354336],[2157254,2352596],[2254940,2259119] ] cell #4351 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [344028],[359899],[416893],[434358],[435534],[495815],[499071],[508760],[515739],[518456],[520327],[569625],[574836],[575897],[586413],[600401],[608437],[608670],[611693],[638447],[639508],[666817],[672768],[673729],[673962],[685126],[693682],[698064],[699125],[700765],[709352],[709641],[741744],[742705],[742938],[765235],[769617],[770678],[772318],[775953],[778294],[779323],[779612],[798148],[801204],[805866],[806827],[807060],[818224],[833390],[849811],[852152],[853181],[853470],[866385],[876413],[877338],[882000],[882961],[883194],[887303],[887416],[888746],[892289],[912134],[912367],[915000],[917912],[920253],[921282],[921571],[940107],[949841],[960673],[965422],[965535],[966865],[970408],[977370],[981519],[984188],[994523],[994756],[995028],[997940],[1000281],[1001310],[1001599],[1006322],[1007023],[1028541],[1031911],[1032200],[1036860],[1036973],[1038303],[1041846],[1055143],[1061691],[1061924],[1071222],[1081594],[1082924],[1085116],[1087958],[1088659],[1100159],[1104400],[1106903],[1111083],[1115232],[1117612],[1117901],[1119981],[1120094],[1121424],[1124967],[1129972],[1146944],[1151806],[1153136],[1156679],[1161992],[1162693],[1163049],[1163162],[1180794],[1181027],[1184211],[1187581],[1187870],[1192457],[1200221],[1200334],[1208014],[1208715],[1210769],[1211620],[1214277],[1224699],[1226042],[1230577],[1235767],[1238038],[1240949],[1242279],[1244471],[1244782],[1247313],[1248014],[1248370],[1248483],[1273421],[1274751],[1276943],[1279785],[1280486],[1290087],[1291501],[1302910],[1307059],[1309439],[1309728],[1311921],[1313251],[1316794],[1323385],[1325615],[1329627],[1332837],[1337010],[1340029],[1340245],[1340601],[1340714],[1353521],[1354829],[1362706],[1365209],[1366552],[1370386],[1371087],[1373141],[1373992],[1376649],[1378063],[1395564],[1403244],[1403945],[1405999],[1406850],[1409507],[1417839],[1430997],[1433268],[1436179],[1437509],[1439701],[1440012],[1442543],[1443244],[1443600],[1443713],[1453629],[1456401],[1460109],[1462856],[1465041],[1467271],[1469689],[1471283],[1482370],[1489133],[1493145],[1495047],[1496355],[1500528],[1503547],[1503763],[1504232],[1521991],[1526003],[1529213],[1533386],[1536405],[1536621],[1536977],[1537090],[1547525],[1548376],[1559082],[1561585],[1562928],[1566762],[1567463],[1569517],[1570368],[1573025],[1574439],[1581357],[1586074],[1586527],[1589954],[1593229],[1594911],[1597683],[1608553],[1612565],[1619159],[1622867],[1625614],[1630029],[1632447],[1634041],[1645128],[1651631],[1655339],[1658086],[1660271],[1662501],[1664919],[1666513],[1676915],[1677131],[1677600],[1684363],[1688375],[1690277],[1691585],[1695758],[1698777],[1698993],[1699462],[1709897],[1710748],[1715087],[1716316],[1725796],[1736952],[1740660],[1746189],[1746642],[1753344],[1757798],[1768668],[1772680],[1777901],[1778354],[1781781],[1785056],[1786738],[1789510],[1795965],[1800380],[1802798],[1804392],[1806041],[1810986],[1814694],[1817441],[1821856],[1824274],[1825868],[1836270],[1836486],[1836955],[1842227],[1857361],[1861022],[1861475],[1864902],[1870757],[1881466],[1892622],[1896330],[1901358],[1902587],[1903577],[1912067],[1918769],[1923223],[1928830],[1932460],[1932913],[1939615],[1944069],[1950524],[1954939],[1957357],[1958951],[1978181],[1981386],[1982615],[1983605],[2010579],[2011032],[2020957],[2021887],[2023116],[2036091],[2040205],[2045399],[2049487],[2051706],[2060196],[2066898],[2071352],[2084644],[2092590],[2097091],[2098021],[2099250],[2123345],[2125564],[2135163],[2147610],[2148312],[2162143],[2163372],[2180461],[2193316],[2194351],[2206716],[2217742],[2231119],[2232348],[2239620],[2251230],[2266333],[2290697],[2306036],[2316544],[2329944],[2341022],[2360749],[2403319],[2418658],[2489230] ] cell #4352 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1243552],[1372153],[1438782],[1495143],[1495380],[1502564],[1568529],[1580438],[1586623],[1586860],[1625332],[1679124],[1690373],[1690610],[1697794],[1708909],[1716034],[1778450],[1778687],[1805053],[1817159],[1827866],[1828103],[1835287],[1861571],[1861808],[1902305],[1904126],[1904363],[1918974],[1927847],[1950242],[1982333],[1984154],[1984391],[2020205],[2022092],[2022834],[2036781],[2052255],[2052492],[2096339],[2098226],[2098968],[2126113],[2126350],[2132370],[2134411],[2147954],[2160461],[2162348],[2163090],[2203923],[2205964],[2229437],[2231324],[2232066],[2239262],[2263540],[2264719],[2265581],[2294729],[2305678],[2316749],[2327151],[2328330],[2329192],[2359603],[2360391],[2387309],[2393947],[2407351],[2417512],[2418300],[2462183],[2467804],[2476992],[2488872],[2514473],[2538038],[2547760],[2558134],[2584017],[2641427], 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,[2196572,2550178],[2205102,2556041],[2211788,2402534],[2212061,2402513],[2212932,2402277],[2215761,2217395],[2221462,2409287],[2222938,2563166],[2224211,2684962],[2225953,2412325],[2230394,2569122],[2232001,2420341],[2238474,2577247],[2247004,2583110],[2248480,2696588],[2255936,2698770],[2257543,2590655],[2273651,2787571],[2275258,2839330],[2284922,2607509],[2296326,2613720],[2301839,2616580],[2304890,2620448],[2311236,2311393],[2318656,2490693],[2318929,2490672],[2319800,2490436],[2322629,2324263],[2342099,2739525],[2343243,2643845],[2351773,2649708],[2368133,2529813],[2369609,2656833],[2370882,2753455],[2372624,2532851],[2377065,2662789],[2378672,2540867],[2392335,2550435],[2392608,2550414],[2408948,2409105],[2430179,2694460],[2435692,2697320],[2438743,2701188],[2452509,2597718],[2452782,2597697],[2453653,2597461],[2456482,2458116],[2464932,2792668],[2475746,2475903],[2512861,2644102],[2513134,2644081],[2521583,2745912],[2529474,2529631],[2582771,2582928],[2589043,2701445],[2589316,2701424],[2649369,2649526] ] cell #4353 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [912521],[942294],[994910],[1031842],[1062078],[1063802],[1117543],[1150680],[1156599],[1181181],[1182045],[1187512],[1190188],[1235624],[1244702],[1262392],[1263795],[1278641],[1309370],[1310795],[1311041],[1316714],[1325472],[1348438],[1349841],[1365055],[1392130],[1393318],[1393564],[1408318],[1425150],[1426553],[1430854],[1439932],[1441075],[1441399],[1456247],[1467128],[1478936],[1480124],[1480370],[1488990],[1494979],[1511956],[1513359],[1521848],[1522280],[1523415],[1523739],[1546217],[1555648],[1556836],[1557082],[1561431],[1571836],[1586459],[1597529],[1608410],[1608842],[1609977],[1610301],[1619005],[1624325],[1629886],[1635488],[1641694],[1642882],[1643128],[1648214],[1650066],[1651477],[1653044],[1662358],[1675354],[1675600],[1684220],[1684652],[1685787],[1686111],[1690209],[1708589],[1713241],[1725728],[1733535],[1735387],[1736798],[1738365],[1745451],[1746574],[1752286],[1757644],[1760991],[1762964],[1763210],[1768525],[1768957],[1770092],[1770416],[1775724],[1778286],[1789356],[1800237],[1801804],[1802128],[1807569],[1809421],[1810832],[1812399],[1821713],[1827315],[1834709],[1834955],[1848920],[1852793],[1857218],[1858845],[1861407],[1868911],[1870268],[1876535],[1880275],[1881398],[1885163],[1885361],[1886786],[1887110],[1889205],[1891057],[1892468],[1894035],[1899512],[1911999],[1919806],[1923069],[1924636],[1930283],[1931278],[1932845],[1933080],[1943915],[1947262],[1949235],[1949481],[1954796],[1956363],[1956687],[1967701],[1968513],[1973819],[1976248],[1978027],[1979540],[1988733],[1989657],[1998006],[1998477],[1999834],[2002350],[2003967],[2004678],[2006101],[2008402],[2009397],[2010964],[2011199],[2027650],[2031523],[2035948],[2037575],[2040137],[2047641],[2048599],[2059005],[2060128],[2063893],[2064091],[2065516],[2065840],[2067935],[2071198],[2072765],[2074545],[2078865],[2080378],[2082499],[2083457],[2089062],[2091349],[2091945],[2092522],[2092757],[2102705],[2109660],[2111755],[2112303],[2112679],[2115778],[2117343],[2121499],[2122457],[2137130],[2143248],[2145677],[2147456],[2148969],[2157267],[2167435],[2167906],[2169263],[2171779],[2173396],[2174107],[2175530],[2177831],[2178826],[2180393],[2180628],[2184158],[2184356],[2187847],[2189628],[2191675],[2192400],[2194283],[2195603],[2197116],[2198888],[2200195],[2208683],[2213476],[2216555],[2218088],[2219026],[2222160],[2225043],[2239018],[2241139],[2242097],[2247702],[2249989],[2250585],[2251162],[2251397],[2259132],[2260911],[2261109],[2268300],[2270395],[2270943],[2271319],[2274418],[2275983],[2280139],[2281097],[2285629],[2286340],[2290629],[2290800],[2293081],[2295229],[2296165],[2297946],[2305434],[2307555],[2308513],[2312856],[2315628],[2320344],[2323423],[2331911],[2336299],[2338346],[2339071],[2340954],[2342274],[2343787],[2345559],[2346866],[2354758],[2355354],[2355931],[2356642],[2360147],[2363226],[2364759],[2365697],[2368831],[2371714],[2374357],[2379397],[2383781],[2390018],[2397164],[2399211],[2399936],[2403251],[2403422],[2410568],[2418056],[2421135],[2424482],[2424653],[2426934],[2427693],[2429082],[2430018],[2431799],[2436454],[2439287],[2441059],[2442366],[2442941],[2446709],[2449481],[2454197],[2457276],[2459747],[2465764],[2477536],[2479530],[2479701],[2481982],[2482741],[2485344],[2491581],[2498727],[2501499],[2504307],[2505625],[2507366],[2510544],[2514973],[2515199],[2517690],[2523777],[2523948],[2526988],[2531094],[2538582],[2541661],[2551919],[2553420],[2554738],[2556479],[2569860],[2570031],[2573071],[2576350],[2576576],[2584561],[2586726],[2592369],[2593687],[2595428],[2598606],[2605752],[2613293],[2616936],[2619551],[2619777],[2632609],[2633927],[2635668],[2645586],[2653322],[2653548],[2663698],[2670481],[2670947],[2681675],[2687933],[2688159],[2697676],[2718078],[2728601],[2728827],[2739440],[2766654] ] cell #4354 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4355 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658101],[762113],[816741],[867434],[873985],[931542],[940985],[947480],[985281],[1035242],[1046164],[1052715],[1062162],[1069471],[1108019],[1133751],[1159557],[1171552],[1181843],[1188394],[1195509],[1218056],[1261298],[1263593],[1278985],[1287846],[1299846],[1310821],[1347344],[1349639],[1390739],[1392474],[1393344],[1408944],[1426351],[1441128],[1477545],[1479280],[1480150],[1513157],[1522906],[1523468],[1538849],[1555992],[1556862],[1609468],[1610030],[1642038],[1642908],[1650271],[1651966],[1685278],[1685840],[1735592],[1737287],[1752630],[1769583],[1770145],[1777511],[1809626],[1811321],[1860632],[1877161],[1891262],[1892957],[1932070],[1933285],[1968718],[1996374],[2010189],[2011404],[2050326],[2084254],[2092962],[2103162],[2124184],[2180833],[2188304],[2200992],[2251602],[2282824],[2296622],[2347663],[2430475], 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] cell #4356 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4357 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [763655],[874961],[914147],[933084],[985401],[993156],[1033700],[1053691],[1063704],[1069591],[1108440],[1150826],[1158581],[1171672],[1179427],[1189370],[1190912],[1195930],[1207084],[1228946],[1234960],[1261418],[1262538],[1278791],[1300267],[1310941],[1318696],[1319672],[1324808],[1336310],[1347464],[1348584],[1358302],[1369456],[1391160],[1392280],[1393464],[1402314],[1408328],[1424176],[1425296],[1430190],[1441549],[1441743],[1450604],[1452910],[1466464],[1477966],[1479086],[1480270],[1488326],[1499828],[1503252],[1510982],[1512102],[1521184],[1522290],[1523889],[1524083],[1532686],[1543840],[1554678],[1555798],[1556982],[1565832],[1571846],[1572462],[1594192],[1602995],[1607746],[1608852],[1610451],[1610645],[1615668],[1624471],[1629222],[1633047],[1633313],[1640724],[1641844],[1643028],[1648140],[1650076],[1653054],[1653670],[1661694],[1673196],[1675500],[1683556],[1684662],[1686261],[1686455],[1695058],[1698482],[1701221],[1706212],[1726635],[1731590],[1733461],[1735397],[1738375],[1738991],[1747481],[1752436],[1754307],[1760327],[1761017],[1763110],[1767861],[1768967],[1770566],[1770760],[1775734],[1780382],[1786019],[1794822],[1799573],[1802278],[1802472],[1807495],[1809431],[1812409],[1813025],[1821049],[1824874],[1825140],[1832551],[1834855],[1835975],[1845110],[1852199],[1852719],[1856554],[1858855],[1863503],[1872190],[1876545],[1878911],[1882305],[1884576],[1887260],[1887454],[1889131],[1891067],[1894045],[1894661],[1899573],[1912906],[1917861],[1919732],[1924646],[1925262],[1928535],[1930293],[1933090],[1934941],[1940578],[1946598],[1947288],[1949381],[1954132],[1956837],[1957031],[1957957],[1958223],[1966781],[1967627],[1968523],[1969806],[1972450],[1973829],[1979601],[1988743],[1991387],[1998601],[2001756],[2002276],[2006111],[2006727],[2008412],[2011209],[2013060],[2023840],[2030929],[2031449],[2035284],[2037585],[2041044],[2042233],[2045999],[2046265],[2047702],[2048609],[2057641],[2061035],[2063306],[2065990],[2066184],[2067861],[2072775],[2073391],[2073881],[2074571],[2078875],[2079586],[2082623],[2083467],[2085054],[2089123],[2092767],[2099974],[2102769],[2109586],[2111765],[2114409],[2115788],[2119396],[2121560],[2122467],[2136210],[2137056],[2139235],[2141879],[2143258],[2149030],[2152248],[2156603],[2157293],[2159496],[2168030],[2171185],[2171705],[2175540],[2176156],[2177841],[2177906],[2180638],[2182489],[2183571],[2187911],[2188543],[2189638],[2192461],[2195613],[2200205],[2207763],[2208609],[2212684],[2216565],[2218152],[2218545],[2222221],[2228472],[2238226],[2241263],[2242107],[2242172],[2243694],[2247763],[2251407],[2252690],[2255334],[2260324],[2268226],[2270405],[2273049],[2274428],[2278036],[2280200],[2280263],[2281107],[2290864],[2291257],[2296229],[2297956],[2300779],[2304642],[2307679],[2308523],[2308588],[2311771],[2312866],[2315689],[2323433],[2331837],[2335214],[2336309],[2337020],[2339132],[2339195],[2342284],[2346876],[2348463],[2348859],[2359355],[2363236],[2363301],[2364823],[2365216],[2368892],[2375143],[2390082],[2390475],[2396079],[2397174],[2397885],[2399997],[2400060],[2403486],[2403879],[2410578],[2413401],[2417264],[2421145],[2421210],[2424717],[2425110],[2425349],[2425745],[2430082],[2431809],[2434632],[2442376],[2445624],[2446719],[2447430],[2449542],[2449605],[2457286],[2471973],[2479765],[2480158],[2480397],[2480793],[2491645],[2492038],[2497642],[2498737],[2499448],[2501560],[2501623],[2510608],[2511001],[2517700],[2520523],[2524012],[2524405],[2524644],[2525040],[2531104],[2533927],[2541671],[2546730],[2551929],[2562303],[2570095],[2570488],[2570727],[2571123],[2586790],[2587183],[2598670],[2599063],[2605762],[2608585],[2610327],[2617000],[2617393],[2625919],[2626315],[2645596],[2663762],[2664155],[2671166],[2678709],[2697740],[2698133],[2739659] ] cell #4358 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4359 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [500241],[520617],[562538],[590836],[612863],[613938],[658913],[685583],[690260],[709209],[709967],[714064],[715844],[756069],[763709],[778751],[779938],[792394],[817553],[818681],[818894],[823358],[831248],[852609],[853796],[867592],[891667],[892746],[892959],[905886],[920710],[921897],[925498],[933138],[934038],[934353],[947638],[958531],[969786],[970865],[971078],[979377],[984795],[1000738],[1001925],[1009978],[1010382],[1011494],[1011809],[1032526],[1041224],[1042303],[1042516],[1046322],[1055443],[1068985],[1080721],[1091614],[1092018],[1093130],[1093445],[1102197],[1107360],[1113090],[1118227],[1124345],[1125424],[1125637],[1130427],[1132434],[1133909],[1135487],[1144802],[1157136],[1157349],[1165648],[1166052],[1167164],[1167479],[1171066],[1188196],[1192327],[1206478],[1214732],[1216739],[1218214],[1219792],[1227111],[1228340],[1234284],[1240076],[1243408],[1245239],[1245452],[1250969],[1251373],[1252485],[1252800],[1257989],[1260812],[1272548],[1283441],[1284957],[1285272],[1290542],[1292549],[1294024],[1295602],[1304917],[1310054],[1317251],[1317464],[1332707],[1337465],[1342094],[1344035],[1346858],[1354699],[1356495],[1363411],[1367621],[1368850],[1372895],[1373078],[1374479],[1374794],[1377104],[1379111],[1380586],[1382164],[1387557],[1401708],[1409962],[1413444],[1415022],[1420747],[1421907],[1423570],[1423914],[1435306],[1438638],[1440469],[1440682],[1446199],[1447715],[1448030],[1460564],[1461451],[1468044],[1470758],[1472686],[1474363],[1484854],[1486060],[1495801],[1496225],[1498021],[1500983],[1502646],[1503482],[1504937],[1507553],[1508713],[1510376],[1510720],[1529083],[1533841],[1538470],[1540411],[1543234],[1551075],[1552447],[1563997],[1565226],[1569271],[1569454],[1570855],[1571170],[1573480],[1576962],[1578540],[1580294],[1585220],[1587281],[1589824],[1591196],[1598208],[1601110],[1601846],[1602389],[1602733],[1614434],[1623322],[1625482],[1625750],[1626956],[1630802],[1632506],[1637121],[1638493],[1655794],[1663274],[1665988],[1667916],[1669593],[1678980],[1691031],[1691455],[1693251],[1696213],[1697876],[1698712],[1700167],[1702783],[1703943],[1705606],[1705950],[1709651],[1709834],[1713886],[1716184],[1716452],[1719977],[1722519],[1724489],[1726550],[1728804],[1730465],[1741115],[1747396],[1751311],[1753073],[1753468],[1758323],[1761961],[1779108],[1781651],[1783023],[1790035],[1792937],[1793673],[1794216],[1794560],[1803867],[1805795],[1805978],[1815149],[1817309],[1817577],[1818783],[1822629],[1824333],[1828948],[1830320],[1835369],[1836205],[1841622],[1841956],[1842351],[1848102],[1849565],[1852131],[1862229],[1864772],[1866144],[1872122],[1875647],[1882220],[1886135],[1896785],[1902455],[1902723],[1906248],[1908790],[1910760],[1912821],[1915075],[1916736],[1926650],[1927386],[1927929],[1928765],[1933667],[1937582],[1939344],[1939739],[1944594],[1948232],[1950392],[1957416],[1963138],[1972576],[1982483],[1982751],[1986276],[1991179],[1991513],[2001688],[2011786],[2015701],[2020352],[2020686],[2021081],[2022984],[2026832],[2028295],[2030861],[2036928],[2040959],[2043213],[2044874],[2045458],[2050852],[2054377],[2060950],[2064865],[2067022],[2075515],[2093344],[2096486],[2096820],[2097215],[2099118],[2105097],[2114535],[2124710],[2128235],[2132567],[2134558],[2135287],[2142005],[2148151],[2148431],[2152180],[2160608],[2160942],[2163240],[2171117],[2181215],[2185130],[2201518],[2204120],[2206111],[2206840],[2229584],[2229918],[2232216],[2239459],[2239739],[2251984],[2255460],[2263737],[2265728],[2266457],[2273175],[2283350],[2294876],[2301363],[2305875],[2306155],[2327348],[2329339],[2330068],[2348189],[2360588],[2360868],[2376589],[2387506],[2388342],[2407498],[2418497],[2418777],[2435216],[2468662],[2489069],[2489349],[2508868],[2558992] ] cell #4360 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4361 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [797474],[825495],[825841],[910815],[934762],[939433],[941788],[1008331],[1012218],[1025831],[1026029],[1030802],[1045502],[1055633],[1056109],[1060372],[1089967],[1093854],[1128623],[1134515],[1134713],[1135677],[1136153],[1150556],[1164001],[1167888],[1170101],[1181501],[1181699],[1186472],[1218820],[1219018],[1219982],[1220458],[1249322],[1253209],[1255422],[1258179],[1262268],[1263251],[1263449],[1285681],[1289572],[1291619],[1293524],[1294630],[1294828],[1295792],[1296268],[1298650],[1310671],[1330530],[1344225],[1348314],[1349297],[1349495],[1375203],[1376134],[1378181],[1380086],[1381192],[1381390],[1382354],[1382830],[1385212],[1387957],[1389119],[1393194],[1415212],[1415688],[1419775],[1420937],[1421796],[1425026],[1426009],[1426207],[1448439],[1453304],[1458488],[1468234],[1471401],[1472186],[1474763],[1475925],[1480000],[1494048],[1494246],[1505127],[1505603],[1506581],[1507743],[1508602],[1511832],[1512815],[1513013],[1517961],[1519607],[1540601],[1545673],[1545871],[1549829],[1551475],[1552637],[1556712],[1571579],[1574557],[1576462],[1578730],[1579206],[1583532],[1589145],[1591386],[1594586],[1596718],[1598608],[1599770],[1601735],[1604523],[1606169],[1616062],[1617154],[1621246],[1624201],[1626834],[1630992],[1634159],[1634944],[1635142],[1635875],[1637521],[1638683],[1642758],[1648791],[1663464],[1666631],[1667416],[1669993],[1671155],[1675230],[1680333],[1681979],[1700357],[1700833],[1702973],[1703832],[1708045],[1708243],[1717691],[1719566],[1720377],[1722801],[1725471],[1726768],[1728414],[1730655],[1734112],[1743647],[1745327],[1749260],[1751501],[1754701],[1755793],[1756833],[1758723],[1759885],[1761850],[1762840],[1764638],[1766284],[1783213],[1786413],[1788545],[1790435],[1791597],[1793562],[1796350],[1797996],[1804510],[1808146],[1818661],[1822819],[1825986],[1826771],[1826969],[1829348],[1830510],[1834585],[1839669],[1845504],[1845761],[1850443],[1853370],[1855245],[1856056],[1866334],[1869504],[1873361],[1875236],[1876047],[1878471],[1880151],[1881141],[1882438],[1884084],[1886325],[1889782],[1905837],[1906648],[1909072],[1911742],[1913039],[1914685],[1916926],[1920383],[1922258],[1927275],[1937772],[1940972],[1942064],[1943104],[1944994],[1946156],[1948121],[1949111],[1950909],[1952555],[1959069],[1961785],[1966341],[1970289],[1976124],[1976381],[1985865],[1986676],[1989226],[1995061],[1995318],[1999070],[2000000],[2002927],[2004802],[2005613],[2015891],[2024234],[2024491],[2029173],[2032100],[2033975],[2034786],[2039880],[2045064],[2053966],[2054777],[2057201],[2058881],[2059871],[2061168],[2062814],[2065055],[2068512],[2070387],[2075404],[2077972],[2086029],[2090585],[2100368],[2100625],[2103744],[2108300],[2112248],[2118083],[2118340],[2127824],[2128635],[2131214],[2135770],[2138542],[2139718],[2145553],[2145810],[2150492],[2155294],[2156105],[2164490],[2164747],[2168499],[2169429],[2172356],[2174231],[2175042],[2180136],[2185320],[2191620],[2194710],[2202767],[2207323],[2210095],[2211070],[2219127],[2223683],[2233466],[2233723],[2236612],[2243412],[2244669],[2249225],[2259008],[2259265],[2262384],[2266940],[2270888],[2276723],[2276980],[2281662],[2286464],[2287275],[2293182],[2298547],[2303028],[2309828],[2317938],[2325995],[2330551],[2338291],[2339664],[2341381],[2349438],[2353994],[2356766],[2357741],[2365798],[2370354],[2380137],[2380394],[2386158],[2386941],[2390906],[2399156],[2400529],[2411169],[2415650],[2422925],[2427035],[2432400],[2436881],[2443681],[2451791],[2459848],[2464404],[2471070],[2477973],[2482083],[2488504],[2492469],[2506684],[2507467],[2511432],[2521055],[2531695],[2536176],[2545015],[2555797],[2556580],[2561400],[2578095],[2584998],[2595529],[2599494],[2621296],[2624204],[2635769],[2638682],[2655067],[2676124],[2689678],[2704944],[2734244],[2768315] ] cell #4362 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4363 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4364 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4365 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [911657],[941844],[942234],[1030857],[1056230],[1061214],[1063864],[1132278],[1136274],[1150408],[1150611],[1155557],[1170943],[1181556],[1182175],[1186527],[1216583],[1220579],[1256264],[1262120],[1262323],[1263306],[1263925],[1278567],[1292393],[1296389],[1298705],[1310523],[1310726],[1315672],[1348166],[1348369],[1349352],[1349971],[1378955],[1382951],[1385267],[1388012],[1392056],[1393046],[1393249],[1415809],[1419830],[1421851],[1423758],[1424878],[1425081],[1426064],[1426683],[1429014],[1441325],[1461295],[1474818],[1478862],[1479852],[1480055],[1505724],[1506636],[1508657],[1510564],[1511684],[1511887],[1512870],[1513489],[1515820],[1518526],[1519662],[1523665],[1545728],[1546347],[1550394],[1551530],[1552365],[1555574],[1556564],[1556767],[1579327],[1584222],[1589200],[1598663],[1601790],[1602577],[1605088],[1606224],[1610227],[1624053],[1624256],[1634999],[1635618],[1636440],[1637576],[1638411],[1641620],[1642610],[1642813],[1647787],[1649356],[1670048],[1675082],[1675285],[1679329],[1680898],[1682034],[1686037],[1700954],[1703887],[1705794],[1708100],[1708719],[1712957],[1718256],[1720432],[1723491],[1725526],[1727333],[1728469],[1730383],[1733108],[1734677],[1744337],[1745382],[1749315],[1752212],[1754756],[1758778],[1761905],[1762692],[1762895],[1763634],[1765203],[1766339],[1770342],[1776292],[1790490],[1793617],[1794404],[1796915],[1798051],[1802054],[1807142],[1808711],[1826826],[1827445],[1829403],[1830238],[1834437],[1834640],[1843767],[1845559],[1846326],[1848636],[1851133],[1852366],[1853935],[1856111],[1859413],[1868627],[1870194],[1873926],[1876102],[1879161],[1880206],[1881196],[1883003],[1884139],[1886053],[1887036],[1888778],[1890347],[1906703],[1909762],[1911797],[1913604],[1914740],[1916654],[1919379],[1920948],[1927330],[1930851],[1941027],[1945049],[1948176],[1948963],[1949166],[1951474],[1952610],[1956613],[1961627],[1967031],[1967274],[1971647],[1974387],[1976179],[1976946],[1986731],[1989722],[1993324],[1995116],[1995883],[1998193],[1999760],[2000690],[2001923],[2003492],[2005668],[2008970],[2024289],[2025056],[2027366],[2029863],[2031096],[2032665],[2034841],[2038143],[2039935],[2044792],[2054832],[2057891],[2058936],[2059926],[2061733],[2062869],[2064783],[2065766],[2067508],[2069077],[2075459],[2078059],[2082215],[2085871],[2091275],[2091518],[2100423],[2101190],[2103586],[2108990],[2109233],[2112744],[2113606],[2116346],[2118138],[2118905],[2128690],[2136460],[2136703],[2141076],[2143816],[2145608],[2146375],[2151182],[2156160],[2164545],[2165312],[2167622],[2169189],[2170119],[2171352],[2172921],[2175097],[2178399],[2180191],[2185048],[2187497],[2194797],[2198953],[2208013],[2208256],[2211157],[2215313],[2218969],[2224373],[2224616],[2233521],[2234288],[2236699],[2240855],[2243467],[2244511],[2249915],[2250158],[2254531],[2259063],[2259830],[2267630],[2267873],[2271384],[2272246],[2274986],[2276778],[2277545],[2282352],[2287330],[2293024],[2295815],[2303115],[2307271],[2309883],[2310725],[2318025],[2322181],[2331241],[2331484],[2334168],[2340354],[2341468],[2345624],[2354684],[2354927],[2357828],[2361984],[2365640],[2371044],[2371287],[2375660],[2380192],[2380959],[2386245],[2390993],[2395033],[2401219],[2408437],[2415737],[2419893],[2426877],[2428134],[2429668],[2436968],[2441124],[2443736],[2444578],[2451878],[2456034],[2465094],[2465337],[2470464],[2471157],[2474603],[2481925],[2483182],[2492556],[2496596],[2503195],[2506771],[2511519],[2515559],[2521745],[2528963],[2536263],[2540419],[2546316],[2552308],[2555884],[2561487],[2564933],[2577489],[2578182],[2581628],[2590207],[2599581],[2603621],[2611489],[2620690],[2621383],[2625505],[2639983],[2645975],[2655154],[2658600],[2677425],[2679871],[2689765],[2692229],[2706245],[2724179],[2735545],[2748364],[2772755],[2800804] ] cell #4366 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [359720],[431546],[486255],[515211],[544164],[575369],[598877],[608072],[638980],[665293],[668954],[673364],[690835],[698597],[737930],[742340],[764284],[770150],[774575],[797620],[802052],[806462],[823933],[842549],[848433],[875885],[878186],[882596],[887020],[907359],[911769],[916534],[917647],[933713],[939579],[951768],[959295],[965139],[985677],[990678],[994158],[996562],[997675],[1021279],[1027163],[1036577],[1038038],[1054615],[1056916],[1061326],[1069867],[1073862],[1081198],[1084851],[1106327],[1108732],[1113854],[1119698],[1121159],[1138039],[1145566],[1151410],[1162766],[1171948],[1176949],[1180429],[1182833],[1183946],[1196222],[1199938],[1207360],[1211355],[1222344],[1229222],[1233217],[1234973],[1240553],[1244206],[1248087],[1261694],[1265689],[1273025],[1276678],[1298154],[1300559],[1305681],[1311525],[1312986],[1322241],[1324821],[1336602],[1340318],[1347740],[1351735],[1358594],[1362310],[1369732],[1373727],[1384716],[1391452],[1395168],[1402590],[1406585],[1417574],[1424452],[1428447],[1430203],[1435783],[1439436],[1443317],[1452923],[1463897],[1466477],[1478258],[1481974],[1485759],[1488339],[1500120],[1503836],[1511258],[1515253],[1518617],[1521197],[1532978],[1536694],[1544116],[1548111],[1554970],[1558686],[1566108],[1570103],[1581092],[1594205],[1603271],[1605179],[1607759],[1615681],[1626655],[1629235],[1641016],[1644732],[1648153],[1659127],[1661707],[1673488],[1677204],[1680989],[1683569],[1695350],[1699066],[1706488],[1710483],[1719387],[1727424],[1731882],[1733474],[1754320],[1765294],[1767874],[1786032],[1795098],[1797006],[1799586],[1807508],[1818482],[1821062],[1832843],[1836559],[1845123],[1846417],[1852732],[1856567],[1883094],[1889144],[1905658],[1913695],[1918153],[1919745],[1940591],[1951565],[1954145],[1967640],[1969819],[1985686],[1995974],[2002289],[2023853],[2025147],[2031462],[2035297],[2061824],[2067874],[2079599],[2099987],[2101281],[2109599],[2137069],[2139248],[2165403],[2171718],[2208622],[2212697],[2234379],[2238239],[2268239],[2304655],[2331850],[2359368],[2417277],[2471986] ] cell #4367 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4368 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1031752],[1063920],[1064295],[1155614],[1182231],[1187422],[1190354],[1259867],[1263981],[1278424],[1278624],[1283692],[1299600],[1310580],[1311277],[1315729],[1345913],[1350027],[1386162],[1391913],[1392113],[1393103],[1393800],[1408577],[1422625],[1426739],[1429071],[1441182],[1441382],[1446450],[1478719],[1478919],[1479909],[1480606],[1509431],[1513545],[1515877],[1518583],[1522539],[1523522],[1523722],[1546403],[1550451],[1552422],[1554311],[1555431],[1555631],[1556621],[1557318],[1559634],[1572095],[1591954],[1605145],[1609101],[1610084],[1610284],[1635674],[1636497],[1638468],[1640357],[1641477],[1641677],[1642667],[1643364],[1645680],[1648319],[1649413],[1653303],[1675139],[1675836],[1679861],[1680955],[1681762],[1684911],[1685894],[1686094],[1708775],[1713597],[1718313],[1727390],[1730440],[1731223],[1733640],[1734734],[1738624],[1752069],[1752269],[1762749],[1763446],[1764166],[1765260],[1766067],[1769216],[1770199],[1770399],[1775348],[1776824],[1796972],[1801911],[1802111],[1806198],[1807674],[1808768],[1812658],[1827501],[1830295],[1832184],[1834494],[1835191],[1839363],[1844299],[1846383],[1849276],[1851190],[1852898],[1853992],[1855839],[1858469],[1859945],[1869267],[1870251],[1873983],[1876794],[1879218],[1883060],[1886110],[1886893],[1887093],[1887834],[1889310],[1890404],[1894294],[1900094],[1913661],[1916711],[1917494],[1919911],[1921005],[1924895],[1929907],[1931383],[1949020],[1949717],[1951531],[1952338],[1956470],[1956670],[1965400],[1967088],[1967806],[1969983],[1972287],[1973443],[1974919],[1977003],[1980122],[1988920],[1990362],[1993856],[1995940],[1998833],[1999817],[2000747],[2002455],[2003549],[2005396],[2006360],[2008026],[2009502],[2025113],[2028006],[2029920],[2031628],[2032722],[2034569],[2037199],[2038675],[2044849],[2048223],[2057948],[2061790],[2064840],[2065623],[2065823],[2068040],[2069134],[2073024],[2077916],[2082855],[2083081],[2087114],[2089644],[2091332],[2092050],[2101247],[2104041],[2107359],[2109047],[2109765],[2111942],[2113384],[2114246],[2115402],[2116878],[2118962],[2122081],[2136517],[2137235],[2139412],[2141716],[2142872],[2144348],[2146432],[2149551],[2151239],[2155888],[2165369],[2168262],[2169246],[2170176],[2171884],[2172978],[2174825],[2175789],[2177455],[2178931],[2185105],[2187575],[2191314],[2194654],[2199593],[2199819],[2208070],[2208788],[2211014],[2215953],[2216179],[2219424],[2220212],[2222742],[2224430],[2225148],[2234345],[2241495],[2241721],[2245754],[2248284],[2249972],[2250690],[2255171],[2259887],[2267687],[2268405],[2270582],[2272024],[2272886],[2274042],[2275518],[2277602],[2280721],[2282409],[2287058],[2289372],[2295893],[2299632],[2307911],[2308137],[2310803],[2314542],[2317882],[2322821],[2323047],[2331298],[2332016],[2334246],[2337985],[2340411],[2341325],[2346264],[2346490],[2350523],[2354741],[2355459],[2362624],[2362850],[2366095],[2366883],[2369413],[2371101],[2371819],[2376300],[2381016],[2386102],[2388590],[2395111],[2398850],[2401276],[2401994],[2408515],[2412254],[2420533],[2420759],[2423225],[2428774],[2429746],[2433485],[2441764],[2441990],[2444656],[2448395],[2451735],[2456674],[2456900],[2460933],[2465151],[2465869],[2470542],[2474681],[2478273],[2483822],[2490153],[2496674],[2500413],[2506628],[2507764],[2509116],[2515637],[2519376],[2521802],[2522520],[2529041],[2532780],[2541059],[2541285],[2545791],[2546394],[2549342],[2555741],[2556877],[2565011],[2568603],[2574507],[2577567],[2581706],[2585298],[2590847],[2597178],[2603699],[2607438],[2612589],[2617708],[2620768],[2625583],[2628531],[2639458],[2640061],[2643009],[2650544],[2658678],[2662270],[2669182],[2676900],[2677503],[2680971],[2693329],[2698448],[2706323],[2709271],[2725279],[2727302],[2735623],[2737675],[2749464],[2764495],[2773855],[2784431],[2804376],[2827040] ] cell #4369 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [874877],[992221],[1053607],[1064333],[1108421],[1115457],[1178492],[1189286],[1190294],[1195911],[1235348],[1288738],[1300248],[1307284],[1311217],[1317761],[1319698],[1325196],[1336291],[1358283],[1364450],[1391141],[1393740],[1418127],[1430578],[1441530],[1441841],[1448566],[1455642],[1466852],[1477947],[1480546],[1488714],[1499809],[1503528],[1521572],[1523870],[1524181],[1532667],[1539496],[1548674],[1554659],[1557258],[1560826],[1571859],[1572234],[1583833],[1596924],[1608134],[1610432],[1610743],[1618400],[1629610],[1633028],[1633339],[1640705],[1643304],[1650872],[1652613],[1653067],[1653442],[1662082],[1668908],[1673177],[1675776],[1683944],[1686242],[1686553],[1695039],[1698758],[1701206],[1723102],[1731571],[1736193],[1737934],[1738388],[1738763],[1743948],[1757039],[1760340],[1760715],[1763386],[1768249],[1770547],[1770858],[1775660],[1775747],[1779887],[1780367],[1788751],[1795298],[1799961],[1802259],[1802570],[1810227],[1811968],[1812422],[1812797],[1821437],[1824855],[1825166],[1832532],[1835131],[1836251],[1851264],[1856942],[1858781],[1858868],[1863008],[1863488],[1878772],[1878924],[1884558],[1887241],[1887552],[1891863],[1893604],[1894058],[1894433],[1899558],[1902910],[1909373],[1917842],[1922464],[1924659],[1925034],[1928811],[1930219],[1930306],[1934446],[1934926],[1943310],[1946611],[1946986],[1949657],[1954520],[1956818],[1957129],[1957938],[1958249],[1966642],[1966794],[1972354],[1973755],[1973842],[1977422],[1979586],[1982938],[1997021],[1998583],[2000821],[2006124],[2006499],[2008338],[2008425],[2012565],[2013045],[2018248],[2029994],[2035672],[2037511],[2037598],[2042218],[2045980],[2046291],[2047687],[2048622],[2051039],[2057502],[2057654],[2063288],[2065971],[2066282],[2070593],[2072788],[2073163],[2073894],[2074269],[2082605],[2083393],[2083480],[2085432],[2087057],[2089108],[2094382],[2109121],[2110798],[2111778],[2114313],[2115714],[2115801],[2119381],[2121545],[2122480],[2124897],[2136071],[2136223],[2141783],[2143184],[2143271],[2146851],[2149015],[2151313],[2156616],[2156991],[2158504],[2159481],[2168012],[2170250],[2175553],[2175928],[2177767],[2177854],[2177919],[2182474],[2183553],[2188921],[2189651],[2192446],[2193907],[2200218],[2207624],[2207776],[2216020],[2216491],[2216578],[2217075],[2218530],[2220155],[2222206],[2227480],[2228457],[2241245],[2242033],[2242120],[2242185],[2244072],[2245697],[2247748],[2252703],[2255238],[2260306],[2262836],[2270418],[2272953],[2274354],[2274441],[2278021],[2280185],[2280245],[2281120],[2290253],[2291242],[2293634],[2297969],[2300764],[2307661],[2308449],[2308536],[2308601],[2310310],[2312149],[2312879],[2314485],[2315674],[2317135],[2323446],[2326447],[2335592],[2336322],[2337033],[2339117],[2339177],[2340578],[2346889],[2348841],[2350466],[2363162],[2363249],[2363314],[2365201],[2366826],[2368877],[2375128],[2383476],[2384170],[2390460],[2392852],[2396457],[2397187],[2397898],[2399982],[2400042],[2401492],[2402875],[2403864],[2410591],[2413386],[2421071],[2421158],[2421223],[2424106],[2425095],[2425727],[2431822],[2434617],[2436078],[2442389],[2446002],[2446732],[2447443],[2449527],[2449587],[2450988],[2457299],[2460300],[2468005],[2473159],[2473853],[2479154],[2480143],[2480775],[2485733],[2492023],[2498020],[2498750],[2499461],[2501545],[2501605],[2504696],[2505249],[2510986],[2513378],[2517713],[2520508],[2523401],[2524390],[2525022],[2531117],[2533912],[2541684],[2547108],[2547961],[2551942],[2553809],[2554362],[2562316],[2564183],[2569484],[2570473],[2571105],[2580184],[2580878],[2587168],[2592758],[2593311],[2599048],[2605775],[2608570],[2612917],[2617378],[2626297],[2632998],[2633551],[2641628],[2645609],[2647476],[2657850],[2664140],[2668216],[2673756],[2681299],[2698118],[2713738],[2720067],[2726336],[2742249],[2777196] ] cell #4370 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4371 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4372 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [874881],[992223],[1053611],[1064337],[1108423],[1115455],[1178494],[1189290],[1190360],[1195913],[1235346],[1288742],[1300250],[1307282],[1311283],[1317763],[1319763],[1325194],[1336293],[1358285],[1364392],[1391143],[1393806],[1418129],[1430576],[1441532],[1441906],[1448564],[1455584],[1466850],[1477949],[1480612],[1488712],[1499811],[1503594],[1521570],[1523872],[1524246],[1532669],[1539498],[1548672],[1554661],[1557324],[1560768],[1571800],[1572232],[1583660],[1596866],[1608132],[1610434],[1610808],[1618342],[1629608],[1633030],[1633404],[1640707],[1643370],[1650814],[1652615],[1653008],[1653440],[1662080],[1668906],[1673179],[1675842],[1683942],[1686244],[1686618],[1695041],[1698824],[1701148],[1722929],[1731573],[1736135],[1737936],[1738329],[1738761],[1743775],[1756981],[1760281],[1760713],[1763452],[1768247],[1770549],[1770923],[1775487],[1775628],[1779885],[1780309],[1788693],[1795294],[1799959],[1802261],[1802635],[1810169],[1811970],[1812363],[1812795],[1821435],[1824857],[1825231],[1832534],[1835197],[1836317],[1851266],[1856940],[1858608],[1858749],[1863006],[1863430],[1878012],[1878599],[1884500],[1887243],[1887617],[1891805],[1893606],[1893999],[1894431],[1899445],[1902906],[1909200],[1917844],[1922406],[1924600],[1925032],[1928877],[1930046],[1930187],[1934444],[1934868],[1943252],[1946552],[1946984],[1949723],[1954518],[1956820],[1957194],[1957940],[1958314],[1964090],[1966469],[1972352],[1973582],[1973723],[1977364],[1979473],[1982934],[1997023],[1997740],[2000823],[2006065],[2006497],[2008165],[2008306],[2012563],[2012987],[2018244],[2029996],[2035670],[2037338],[2037479],[2042160],[2045982],[2046356],[2047574],[2048503],[2051035],[2056742],[2057329],[2063230],[2065973],[2066347],[2070535],[2072729],[2073161],[2073835],[2074267],[2080112],[2083220],[2083361],[2085374],[2087055],[2088995],[2094378],[2109123],[2110796],[2111719],[2114311],[2115541],[2115682],[2119323],[2121432],[2122361],[2124893],[2133519],[2135898],[2141781],[2143011],[2143152],[2146793],[2148902],[2151315],[2156557],[2156989],[2158500],[2159368],[2167169],[2170252],[2175494],[2175926],[2177007],[2177594],[2177735],[2182416],[2183495],[2188863],[2189592],[2192333],[2193905],[2200099],[2205072],[2207451],[2216018],[2216318],[2216459],[2217071],[2218472],[2220153],[2222093],[2227476],[2228344],[2238752],[2240411],[2241860],[2242001],[2244014],[2245695],[2247635],[2252644],[2255236],[2260248],[2262832],[2270359],[2272951],[2274181],[2274322],[2277963],[2279402],[2280072],[2281001],[2290251],[2291184],[2293630],[2297910],[2300651],[2305168],[2306827],[2308276],[2308417],[2310306],[2312091],[2312820],[2314483],[2315561],[2317133],[2323327],[2326443],[2335534],[2336263],[2336974],[2337546],[2339004],[2340576],[2346770],[2348783],[2350464],[2361540],[2362989],[2363130],[2365143],[2366824],[2368764],[2375015],[2383472],[2384168],[2390402],[2392848],[2396399],[2397128],[2397839],[2398411],[2399869],[2401490],[2402873],[2403806],[2410532],[2413273],[2419449],[2420898],[2421039],[2424104],[2425037],[2425669],[2431763],[2434504],[2436076],[2442270],[2445944],[2446673],[2447384],[2447956],[2449414],[2450986],[2457180],[2460296],[2468003],[2473155],[2473851],[2479152],[2480085],[2480717],[2485731],[2491965],[2497962],[2498691],[2499402],[2499974],[2501432],[2504694],[2505247],[2510928],[2513374],[2517654],[2520395],[2523399],[2524332],[2524964],[2531058],[2533799],[2541565],[2547050],[2547959],[2551883],[2553807],[2554360],[2562257],[2564181],[2569482],[2570415],[2571047],[2580180],[2580876],[2587110],[2592756],[2593309],[2598990],[2605716],[2608457],[2612915],[2617320],[2626239],[2632996],[2633549],[2641626],[2645550],[2647474],[2657848],[2664082],[2668214],[2673754],[2681297],[2698060],[2713736],[2720065],[2726334],[2742247],[2777194] ] cell #4373 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4374 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4375 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [993118],[1115520],[1179389],[1190810],[1235411],[1242576],[1307347],[1318658],[1319806],[1325259],[1364834],[1419024],[1430641],[1437806],[1441949],[1448629],[1450750],[1456026],[1466915],[1488777],[1494967],[1521635],[1524289],[1548737],[1561210],[1572297],[1572682],[1579462],[1586447],[1597308],[1608197],[1610851],[1618784],[1629673],[1633447],[1651256],[1653505],[1653890],[1662145],[1668971],[1678148],[1684007],[1686661],[1690197],[1701234],[1701590],[1713229],[1725716],[1736577],[1738826],[1739211],[1746562],[1757423],[1760778],[1761163],[1768312],[1770966],[1778274],[1779950],[1780395],[1780751],[1789135],[1795874],[1800024],[1802678],[1810611],[1812860],[1813245],[1821500],[1825274],[1827690],[1848908],[1857005],[1861395],[1863071],[1863516],[1863872],[1868899],[1881386],[1884586],[1884942],[1887660],[1892247],[1894496],[1894881],[1899500],[1899586],[1903486],[1903950],[1911987],[1918392],[1922848],[1925097],[1925482],[1932833],[1934509],[1934954],[1935310],[1943694],[1947049],[1947434],[1954583],[1957237],[1958357],[1972417],[1977806],[1979528],[1979614],[1983514],[1983978],[1998465],[1998611],[2003955],[2006562],[2006947],[2010952],[2012628],[2013073],[2013429],[2018387],[2021510],[2027638],[2035735],[2040125],[2042246],[2042602],[2046399],[2047629],[2047715],[2051615],[2052079],[2060116],[2063316],[2063672],[2066390],[2070977],[2073226],[2073611],[2074332],[2074717],[2082487],[2082633],[2087762],[2089050],[2089136],[2092510],[2094521],[2097644],[2110861],[2112291],[2114376],[2119409],[2119765],[2121487],[2121573],[2125473],[2125937],[2130920],[2141846],[2147235],[2148957],[2149043],[2153407],[2157054],[2157439],[2158643],[2159509],[2161766],[2167894],[2168040],[2173384],[2175991],[2176376],[2180381],[2182502],[2182858],[2183581],[2183937],[2191663],[2192388],[2192474],[2194271],[2195729],[2197583],[2202473],[2216083],[2217651],[2218558],[2220860],[2222148],[2222234],[2225608],[2227619],[2228485],[2230742],[2241127],[2241273],[2246402],[2247690],[2247776],[2251150],[2253161],[2255301],[2260334],[2260690],[2262090],[2262975],[2270931],[2273016],[2278049],[2278405],[2280127],[2280213],[2280273],[2284577],[2285617],[2290617],[2291270],[2293773],[2295123],[2300792],[2307543],[2307689],[2315190],[2315616],[2315702],[2316167],[2317499],[2318957],[2320811],[2325701],[2326586],[2338334],[2339059],[2339145],[2339205],[2340942],[2342400],[2344254],[2348869],[2351171],[2355919],[2358230],[2365229],[2367531],[2368819],[2368905],[2372279],[2374290],[2374345],[2375156],[2383675],[2384534],[2386647],[2390488],[2392991],[2399199],[2399924],[2400010],[2400070],[2401640],[2403239],[2403892],[2405329],[2406395],[2407745],[2413414],[2416139],[2424470],[2425123],[2425755],[2427626],[2427681],[2428976],[2434645],[2436442],[2437900],[2449469],[2449555],[2449615],[2451352],[2452810],[2454664],[2460439],[2468153],[2468743],[2474217],[2476330],[2479518],[2480171],[2480803],[2482674],[2482729],[2484061],[2485238],[2486097],[2492051],[2494554],[2501487],[2501573],[2501633],[2504201],[2505060],[2505613],[2511014],[2513517],[2514867],[2520536],[2523765],[2524418],[2525050],[2526921],[2526976],[2528271],[2533940],[2536665],[2543709],[2548109],[2548699],[2553314],[2554173],[2554726],[2559073],[2564547],[2569848],[2570501],[2571133],[2573004],[2573059],[2575768],[2576244],[2581242],[2583355],[2587196],[2589699],[2592263],[2593122],[2593675],[2599076],[2601579],[2608598],[2613281],[2613979],[2617406],[2618969],[2619445],[2626325],[2627888],[2632503],[2633362],[2633915],[2641776],[2642366],[2647840],[2652740],[2653216],[2658214],[2664168],[2666671],[2670375],[2674120],[2681663],[2687351],[2687827],[2694719],[2698146],[2699709],[2708628],[2714102],[2717714],[2722226],[2728495],[2742613],[2755844],[2761176],[2766290],[2779355],[2807976] ] cell #4376 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1243554],[1372223],[1438784],[1495520],[1502620],[1568599],[1580440],[1587000],[1625456],[1679126],[1690750],[1697850],[1708979],[1716158],[1753102],[1778827],[1805123],[1817283],[1828243],[1835343],[1841985],[1861948],[1902429],[1904503],[1919112],[1927903],[1939373],[1950366],[1982457],[1984531],[2020715],[2022230],[2022958],[2036902],[2052632],[2066656],[2096849],[2098364],[2099092],[2126490],[2134532],[2134921],[2147848],[2162486],[2163214],[2206085],[2206474],[2231462],[2232190],[2236643],[2239156],[2265702],[2266091],[2303059],[2305572],[2316887],[2329313],[2329702],[2334022],[2357772],[2360285],[2394887],[2407472],[2415681],[2418194],[2444432],[2445215],[2471101],[2488766],[2496450],[2497233],[2522899],[2546170],[2551057],[2557777],[2568982],[2604258],[2610518],[2616440],[2644724],[2662649],[2671357],[2697180],[2739850], [993125,2226504],[1115667,2324125],[1116428,1633290],[1179396,2373175],[1190817,2186498],[1206030,1726269],[1236689,2408642],[1242716,2413999],[1242857,1760553],[1307494,2457978],[1308255,1825117],[1318665,2285473],[1319940,2287999],[1328763,2470669],[1335242,1851837],[1366084,2490290],[1368402,1881939],[1372312,1884737],[1401260,1912540],[1419031,2154303],[1431919,2529168],[1437946,2534525],[1438087,1946824],[1443078,2374695],[1448776,2378534],[1449537,1958200],[1450880,2381614],[1459461,2545928],[1465256,1972605],[1492281,1747115],[1495915,2562750],[1498760,2001394],[1525139,2577694],[1526538,2428031],[1531618,2030567],[1542786,2040678],[1545305,2257004],[1548884,2257405],[1549645,2046242],[1562460,2597315],[1564778,2060669],[1568688,2063467],[1573575,2459819],[1573799,2460008],[1579602,2463540],[1579743,2074107],[1589514,2611960],[1592987,2086573],[1611701,2620895],[1613100,2483079],[1622219,1871828],[1628014,2114564],[1654691,2639595],[1655889,2507438],[1656113,2507627],[1660486,2142034],[1669190,2349409],[1672128,2151886],[1674446,2153960],[1674670,2352756],[1678288,2353130],[1678429,2156829],[1687511,1933386],[1688910,2527326],[1691145,2656417],[1693990,2170823],[1702203,2535867],[1702840,2536192],[1705158,2180934],[1707677,2378133],[1709068,2183732],[1712402,2667994],[1714845,1962329],[1740012,2677037],[1741210,2556551],[1741434,2556740],[1749629,1991542],[1771816,2011505],[1773215,2573409],[1780169,2432371],[1781341,2692700],[1782443,2577786],[1783080,2578111],[1784278,2251703],[1784814,2245213],[1796084,2436897],[1796225,2253566],[1798365,2255489],[1800573,2439425],[1801210,2257732],[1805212,2260485],[1814046,2050558],[1815244,2595500],[1815468,2595689],[1816643,2450740],[1819841,2273204],[1828638,2603352],[1831483,2283056],[1833801,2285130],[1834025,2463166],[1863290,2298518],[1864462,2724650],[1865564,2620987],[1866201,2621312],[1867399,2093063],[1868072,1870515],[1895682,2124416],[1896880,2635740],[1897104,2635929],[1898279,2502758],[1898673,2736487],[1898746,2636905],[1901116,2131758],[1903696,2511448],[1903837,2344659],[1905938,2639714],[1907677,2347895],[1918360,2515290],[1918527,2349982],[1918655,2515413],[1919201,2349598],[1923438,2353145],[1934728,2531666],[1935900,2160971],[1937002,2654758],[1937639,2655083],[1938837,2372832],[1939061,2527998],[1952924,2376618],[1955132,2538720],[1955769,2378861],[1978701,2763307],[1978774,2674347],[1981144,2203311],[1983724,2390922],[1983865,2197988],[1985966,2677156],[1987705,2201224],[2012847,2411140],[2014019,2229947],[2015121,2689369],[2015758,2689694],[2016956,2226161],[2017180,2574081],[2017632,2690770],[2021478,2581359],[2021645,2432944],[2021773,2581482],[2022319,2432560],[2025427,2435245],[2036260,2436572],[2036503,2436912],[2046802,2049245],[2046875,2703167],[2051825,2599510],[2051966,2455069],[2054067,2705976],[2055169,2595791],[2055806,2458305],[2066784,2603475],[2071567,2463555],[2080798,2794050],[2080871,2718427],[2093766,2722720],[2097612,2474334],[2097779,2299091],[2097907,2474457],[2098453,2298707],[2101561,2301392],[2111080,2488475],[2120660,2123103],[2120733,2732467],[2125683,2492485],[2125824,2321216],[2127925,2735276],[2129027,2636031],[2129664,2324452],[2130261,2641218],[2130462,2509268],[2131831,2736870],[2133890,2511123],[2134133,2511463],[2135049,2639837],[2157888,2746905],[2158011,2651444],[2161734,2658331],[2161901,2532239],[2162029,2658454],[2162575,2531855],[2165683,2534540],[2176759,2536207],[2190065,2759854],[2190773,2193074],[2190846,2760063],[2201814,2547551],[2202015,2388742],[2203384,2763690],[2205443,2390597],[2205686,2390937],[2206602,2677279],[2213896,2826173],[2213969,2767003],[2217861,2561416],[2218002,2406800],[2226864,2771296],[2226987,2686055],[2230710,2564664],[2230877,2411713],[2231005,2564787],[2231551,2411329],[2234659,2414014],[2235860,2579525],[2237231,2774959],[2237354,2691258],[2240163,2578126],[2261431,2707480],[2261632,2597330],[2265060,2599185],[2265303,2599525],[2266219,2706099],[2289524,2291719],[2291518,2467595],[2292307,2794224],[2292430,2718706],[2299164,2795855],[2302276,2472500],[2303647,2797084],[2303770,2723208],[2306579,2621327],[2313293,2799735],[2314001,2316302],[2314074,2799944],[2316135,2625236],[2316430,2625359],[2316976,2488664],[2325042,2626740],[2325243,2490305],[2328671,2492160],[2328914,2492500],[2329830,2735399],[2334604,2738123],[2334805,2639610],[2350055,2810490],[2353273,2745772],[2356989,2656497],[2358483,2747393],[2361292,2655098],[2382817,2384774],[2385356,2669630],[2385557,2545943],[2391525,2823148],[2391648,2762168],[2395469,2764943],[2395670,2677052],[2401574,2678412],[2402146,2404341],[2402712,2678900],[2404140,2557925],[2404929,2826347],[2405052,2767282],[2406830,2561091],[2407073,2561431],[2411786,2827978],[2414142,2684822],[2414898,2562830],[2416392,2771784],[2419201,2689709],[2423604,2692780],[2433017,2833461],[2437500,2834690],[2437623,2780337],[2440432,2702067],[2463683,2792528],[2468087,2717830],[2469765,2612040],[2475039,2721481],[2475240,2616213],[2476583,2796352],[2478652,2724730],[2484130,2622427],[2484380,2486337],[2484974,2622967],[2485081,2487120],[2486919,2622854],[2490871,2729477],[2493088,2848495],[2493211,2802049],[2495232,2630246],[2512051,2852744],[2512174,2808968],[2515995,2811743],[2516196,2745545],[2532312,2857574],[2534668,2753315],[2536918,2818584],[2539727,2758202],[2543778,2668377],[2548043,2761292],[2549721,2672879],[2550613,2762441],[2558288,2560095],[2558404,2558417],[2563424,2682430],[2563531,2565570],[2565369,2682317],[2566913,2828475],[2582064,2778610],[2582265,2696953],[2583608,2833958],[2585677,2781859],[2597896,2786606],[2600113,2871267],[2600236,2839655],[2602257,2710986],[2614048,2720228],[2616106,2721594],[2627103,2628910],[2627219,2627232],[2641710,2808092],[2643388,2741372],[2644280,2809241],[2650206,2854872],[2657091,2750923],[2657198,2659237],[2659036,2750810],[2660580,2858071],[2672995,2673008],[2694788,2777357],[2696846,2778723],[2701623,2835839],[2707843,2709650],[2707959,2707972],[2716468,2873395],[2741488,2741501],[2745438,2811856],[2781975,2781988] ] cell #4377 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [797086],[840329],[911176],[939045],[988458],[1019059],[1030957],[1045114],[1060733],[1105147],[1128235],[1153883],[1163640],[1170462],[1174729],[1186627],[1226867],[1243026],[1248961],[1255783],[1291772],[1291989],[1296974],[1298805],[1313998],[1320062],[1341192],[1355672],[1367377],[1378334],[1378551],[1383536],[1385367],[1396562],[1420004],[1421278],[1421933],[1422097],[1438256],[1444191],[1451013],[1470514],[1471554],[1471771],[1483368],[1497198],[1506810],[1508084],[1508739],[1508903],[1519836],[1537568],[1549903],[1551841],[1552048],[1563753],[1574710],[1574927],[1579912],[1581743],[1589374],[1600287],[1601217],[1601872],[1602036],[1606398],[1635949],[1637887],[1638094],[1648865],[1665744],[1666784],[1667001],[1678598],[1679370],[1692428],[1702040],[1703314],[1703969],[1704133],[1717765],[1722282],[1728643],[1729859],[1730066],[1734186],[1749489],[1762151],[1763675],[1776333],[1781201],[1792114],[1793044],[1793699],[1793863],[1798225],[1803623],[1827776],[1829714],[1829921],[1841385],[1843808],[1848128],[1851026],[1853444],[1859454],[1864322],[1873435],[1884313],[1885736],[1904036],[1908553],[1914914],[1916130],[1916337],[1920457],[1925827],[1927576],[1935760],[1948422],[1949946],[1963164],[1972005],[1974428],[1984064],[1990942],[1993365],[2000583],[2003001],[2013879],[2020115],[2022538],[2026858],[2029756],[2032174],[2038184],[2043052],[2044475],[2052165],[2063043],[2064466],[2075705],[2087408],[2096249],[2098672],[2105123],[2108883],[2113964],[2116387],[2120215],[2126023],[2132593],[2141434],[2143857],[2151075],[2153493],[2160371],[2162794],[2170012],[2172430],[2183308],[2184731],[2204146],[2215671],[2220506],[2225694],[2229347],[2231770],[2246048],[2254889],[2257312],[2263763],[2267523],[2272604],[2275027],[2278855],[2282245],[2284663],[2294639],[2314836],[2317585],[2324032],[2327374],[2331134],[2340247],[2350817],[2362342],[2367177],[2372365],[2376018],[2378441],[2384620],[2387532],[2401112],[2408111],[2420251],[2428492],[2448689],[2451438],[2457885],[2461227],[2469109],[2483540],[2489568],[2500707],[2505146],[2508058],[2528637],[2544327],[2554259],[2557171],[2576134],[2596593],[2619335],[2637994],[2675436], 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] cell #4378 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [417863],[435759],[474125],[499751],[519426],[520346],[562048],[586526],[590786],[607978],[608689],[612373],[613914],[651780],[658863],[672881],[673981],[685533],[708719],[709754],[709943],[714014],[721509],[741857],[742957],[756019],[778701],[779725],[779914],[791976],[805979],[807079],[810420],[817503],[818255],[818631],[831198],[841774],[852559],[853583],[853772],[861765],[866890],[882113],[883213],[890938],[891249],[892320],[892696],[912386],[920660],[921684],[921873],[925448],[933935],[946936],[958481],[969057],[969368],[970439],[970815],[979327],[984301],[989903],[994775],[1000688],[1001712],[1001901],[1006250],[1006353],[1009928],[1011391],[1020504],[1032313],[1032502],[1040495],[1040806],[1041877],[1042253],[1045620],[1061943],[1065884],[1080019],[1087886],[1087989],[1091564],[1093027],[1100272],[1101495],[1107310],[1113040],[1116272],[1118014],[1118203],[1123616],[1123927],[1124998],[1125374],[1130250],[1133207],[1144752],[1155328],[1156710],[1157086],[1161920],[1162023],[1165598],[1167061],[1176174],[1181046],[1187983],[1188172],[1203377],[1208045],[1212733],[1214555],[1217512],[1225239],[1227061],[1233866],[1238151],[1239374],[1243358],[1243536],[1244813],[1245189],[1247241],[1247344],[1250919],[1252382],[1257711],[1271846],[1279816],[1283391],[1284854],[1290365],[1291429],[1291532],[1293322],[1304867],[1308099],[1309841],[1310030],[1315443],[1316825],[1317201],[1329555],[1329658],[1337288],[1340142],[1342044],[1343757],[1354172],[1355488],[1365240],[1365749],[1367571],[1370417],[1372193],[1373028],[1374376],[1376927],[1377991],[1378094],[1379884],[1398607],[1403275],[1407963],[1409785],[1412742],[1420469],[1421730],[1433381],[1434604],[1438588],[1438766],[1440043],[1440419],[1442574],[1446149],[1447612],[1449381],[1454280],[1456432],[1459126],[1460387],[1467766],[1470708],[1471211],[1471314],[1471984],[1484163],[1493176],[1495490],[1495698],[1497014],[1500806],[1502587],[1507275],[1508536],[1526034],[1533664],[1536518],[1538420],[1540133],[1549489],[1561616],[1562125],[1563947],[1566793],[1568569],[1569404],[1570752],[1573303],[1574367],[1574470],[1576260],[1580244],[1580422],[1584529],[1586970],[1587178],[1590918],[1593542],[1595562],[1597714],[1600103],[1601669],[1612596],[1619190],[1623145],[1625059],[1625355],[1630524],[1634072],[1651662],[1654356],[1655617],[1662996],[1665938],[1666441],[1666544],[1667214],[1677028],[1678930],[1679108],[1688406],[1690720],[1690928],[1692244],[1696036],[1697817],[1702505],[1703766],[1708949],[1709784],[1715400],[1715761],[1716057],[1722219],[1723798],[1726447],[1736983],[1739677],[1740938],[1747293],[1751033],[1757829],[1761784],[1772711],[1778797],[1779005],[1782745],[1785369],[1787389],[1789541],[1791930],[1793496],[1803817],[1804423],[1805093],[1805928],[1811017],[1814972],[1816886],[1817182],[1822351],[1825899],[1828213],[1835310],[1841322],[1851440],[1861918],[1862126],[1865866],[1871070],[1871431],[1882117],[1892653],[1896608],[1901671],[1902032],[1902328],[1904473],[1908490],[1910069],[1912718],[1919082],[1923254],[1925643],[1927209],[1927870],[1933564],[1937304],[1944100],[1948055],[1950265],[1958982],[1978212],[1981699],[1982060],[1982356],[1984501],[1990879],[2000997],[2011683],[2015423],[2020052],[2022200],[2022857],[2030170],[2036628],[2036804],[2040856],[2049800],[2050161],[2052602],[2060847],[2071383],[2075338],[2093241],[2096186],[2098334],[2098991],[2123658],[2124019],[2126460],[2134258],[2134434],[2147641],[2151489],[2160308],[2162456],[2163113],[2170426],[2181112],[2193629],[2200827],[2205811],[2205987],[2229284],[2231432],[2232089],[2251881],[2265428],[2265604],[2282659],[2294576],[2295512],[2316857],[2329039],[2329215],[2347498],[2384064],[2407198],[2407374],[2429365],[2485627] ] cell #4379 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473645],[561418],[592588],[607498],[614280],[651652],[658155],[691729],[708089],[715816],[715868],[721381],[755886],[792577],[799080],[810292],[816795],[818918],[824827],[825415],[831065],[841646],[861637],[866893],[890810],[891850],[892983],[906378],[925315],[934536],[934622],[941039],[946939],[958348],[968929],[969969],[971102],[979194],[989775],[1009795],[1010874],[1011992],[1012078],[1020376],[1025632],[1040367],[1041407],[1042540],[1045623],[1055395],[1055935],[1065887],[1080022],[1091431],[1092510],[1093628],[1093714],[1101498],[1112907],[1116144],[1123488],[1124528],[1125661],[1133210],[1134316],[1135439],[1135979],[1144619],[1155200],[1157373],[1165465],[1166544],[1167662],[1167748],[1176046],[1181302],[1203380],[1212605],[1217515],[1218621],[1219744],[1220284],[1225242],[1234467],[1239377],[1243225],[1243473],[1245476],[1250786],[1251865],[1252983],[1253069],[1257714],[1257784],[1257869],[1263052],[1271849],[1283258],[1285455],[1285541],[1293325],[1294431],[1295554],[1296094],[1304734],[1307971],[1315315],[1317488],[1336779],[1341911],[1343760],[1343830],[1343915],[1349098],[1358771],[1363903],[1365752],[1372196],[1372963],[1374977],[1375063],[1379887],[1380993],[1382116],[1382656],[1387690],[1398610],[1407835],[1412745],[1414974],[1415514],[1420472],[1420542],[1420627],[1425810],[1434607],[1438455],[1438703],[1440706],[1446016],[1448213],[1448299],[1449253],[1459129],[1467362],[1467769],[1467924],[1471987],[1474496],[1489224],[1493849],[1495493],[1500297],[1502649],[1504889],[1505429],[1507278],[1507348],[1507433],[1512616],[1533155],[1538287],[1540136],[1540291],[1545474],[1549361],[1551208],[1552242],[1552327],[1562128],[1568572],[1569339],[1571353],[1571439],[1576263],[1578492],[1579032],[1580111],[1580359],[1586973],[1590921],[1590991],[1591076],[1593545],[1596840],[1598341],[1615021],[1618316],[1625485],[1625702],[1630120],[1630527],[1630682],[1634745],[1637254],[1638288],[1638373],[1654359],[1662592],[1662999],[1663154],[1667217],[1669726],[1673665],[1678797],[1679045],[1681712],[1690723],[1695527],[1697879],[1700119],[1700659],[1702508],[1702663],[1707846],[1708952],[1709719],[1714473],[1715403],[1716187],[1716404],[1720110],[1722065],[1730260],[1730345],[1739680],[1742911],[1751036],[1751191],[1753660],[1756955],[1758456],[1766017],[1778800],[1782748],[1782903],[1785372],[1788667],[1790168],[1800471],[1805096],[1805863],[1817312],[1817529],[1821947],[1822354],[1822509],[1826572],[1828216],[1829081],[1830115],[1830200],[1835372],[1840306],[1841168],[1842543],[1850152],[1852083],[1855789],[1861921],[1865869],[1866024],[1871073],[1872074],[1875780],[1877735],[1886015],[1901674],[1902458],[1902675],[1904476],[1906381],[1908336],[1916531],[1916616],[1919085],[1922380],[1927932],[1937307],[1937462],[1939931],[1943226],[1944727],[1950395],[1952288],[1963813],[1970926],[1973163],[1981702],[1982486],[1982703],[1984504],[1986409],[1990725],[1992100],[2001640],[2005346],[2015426],[2015581],[2019898],[2021273],[2022203],[2022987],[2028882],[2030813],[2034519],[2036474],[2036931],[2044754],[2049803],[2050804],[2052605],[2054510],[2056465],[2064745],[2088057],[2096032],[2097407],[2098337],[2099121],[2105772],[2115122],[2123661],[2124662],[2126463],[2128368],[2133242],[2134104],[2134561],[2140355],[2142592],[2152132],[2155838],[2160154],[2161529],[2162459],[2163243],[2171069],[2174775],[2185010],[2193632],[2201470],[2204795],[2205657],[2206114],[2221155],[2229130],[2230505],[2231435],[2232219],[2246697],[2256047],[2264412],[2265274],[2265731],[2273762],[2283302],[2287008],[2294422],[2301950],[2316860],[2328023],[2328885],[2329342],[2348141],[2351466],[2367826],[2377176],[2383118],[2393640],[2407044],[2407501],[2435803],[2461876],[2472801],[2484681],[2514166],[2579826] ] cell #4380 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1032684],[1064365],[1118385],[1156654],[1188354],[1190292],[1244757],[1278696],[1284772],[1310212],[1311215],[1316769],[1319700],[1365110],[1374294],[1392185],[1393738],[1408648],[1439987],[1441454],[1441843],[1447530],[1456302],[1478991],[1480544],[1495544],[1522610],[1523794],[1524183],[1538836],[1555703],[1557256],[1561486],[1570670],[1571861],[1572166],[1587024],[1597584],[1609172],[1610356],[1610745],[1619060],[1624995],[1641749],[1643302],[1651532],[1651953],[1653069],[1653374],[1675774],[1684982],[1686166],[1686555],[1690774],[1701208],[1715697],[1726293],[1736853],[1737274],[1738390],[1738695],[1747139],[1752341],[1757699],[1763384],[1769287],[1770471],[1770860],[1775749],[1777498],[1778851],[1780369],[1789411],[1802183],[1802572],[1810887],[1811308],[1812424],[1812729],[1816822],[1835129],[1839616],[1851376],[1858870],[1860619],[1861972],[1863490],[1870323],[1871367],[1876865],[1881963],[1885218],[1887165],[1887554],[1892523],[1892944],[1894060],[1894365],[1899560],[1901968],[1912564],[1923124],[1924661],[1924966],[1930308],[1932057],[1933410],[1934928],[1943970],[1949655],[1956742],[1957131],[1970236],[1973844],[1978082],[1979588],[1981996],[1989173],[1990433],[1996361],[1999889],[2000933],[2004532],[2004733],[2006126],[2006431],[2008427],[2010176],[2011529],[2013047],[2018346],[2030106],[2037600],[2040702],[2042220],[2047689],[2048624],[2050097],[2050313],[2060693],[2063948],[2065895],[2066284],[2071253],[2072790],[2073095],[2083482],[2084241],[2089110],[2091404],[2093087],[2094480],[2103149],[2103986],[2111780],[2112195],[2113455],[2115803],[2117336],[2118009],[2119383],[2121547],[2122482],[2123955],[2124171],[2139665],[2143273],[2147511],[2149017],[2151425],[2158602],[2159483],[2169318],[2170362],[2173961],[2174162],[2175555],[2175860],[2177856],[2180958],[2182476],[2184213],[2188291],[2189653],[2191567],[2192448],[2197542],[2199664],[2200220],[2200763],[2200979],[2210245],[2216580],[2218532],[2219019],[2219369],[2222208],[2223678],[2227578],[2228459],[2242122],[2247750],[2250044],[2251727],[2253120],[2260966],[2270420],[2270835],[2272095],[2274443],[2275976],[2276649],[2278023],[2280187],[2281122],[2282595],[2282811],[2286194],[2286395],[2289678],[2291244],[2293074],[2293732],[2295448],[2296609],[2297971],[2299577],[2300766],[2308538],[2312881],[2315676],[2317113],[2317933],[2320770],[2323448],[2336324],[2338238],[2339119],[2344213],[2346335],[2346891],[2347434],[2347650],[2354813],[2356496],[2356697],[2363251],[2365203],[2365690],[2366040],[2368879],[2370349],[2374249],[2375130],[2379390],[2380063],[2384000],[2384148],[2386153],[2388090],[2388896],[2390462],[2397189],[2399103],[2399984],[2403866],[2406354],[2410593],[2413388],[2421160],[2425097],[2426927],[2427585],[2429301],[2430462],[2431824],[2433430],[2434619],[2441835],[2442391],[2442934],[2443607],[2446734],[2449529],[2450966],[2451786],[2454623],[2457301],[2459740],[2464399],[2468410],[2473831],[2480145],[2481975],[2482633],[2485563],[2485711],[2492025],[2498752],[2501547],[2504526],[2504674],[2506679],[2507359],[2508616],[2509422],[2510988],[2515192],[2517715],[2519321],[2520510],[2521050],[2524392],[2526880],[2531119],[2533914],[2536171],[2541686],[2551944],[2553639],[2553787],[2555792],[2556472],[2558740],[2564161],[2570475],[2572963],[2575435],[2576569],[2578090],[2580856],[2584798],[2584993],[2587170],[2592588],[2592736],[2595421],[2599050],[2605777],[2608572],[2617380],[2618636],[2619770],[2621291],[2632828],[2632976],[2635661],[2638482],[2638677],[2645611],[2647454],[2652407],[2653541],[2655062],[2657828],[2664142],[2670700],[2673734],[2675924],[2676119],[2687018],[2688152],[2689673],[2698120],[2704744],[2704939],[2713716],[2719539],[2719928],[2728820],[2734044],[2734239],[2742227],[2759593],[2768115],[2768310],[2777057],[2799474] ] cell #4381 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4382 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1284722],[1319788],[1320242],[1413814],[1441931],[1447480],[1450778],[1520196],[1524271],[1538949],[1539135],[1544264],[1560664],[1572008],[1572710],[1577332],[1606758],[1610833],[1646710],[1652066],[1652252],[1653216],[1653918],[1668568],[1682568],[1686643],[1689042],[1701321],[1701507],[1706636],[1737387],[1737573],[1738537],[1739239],[1766873],[1770948],[1773347],[1775893],[1779547],[1780482],[1780668],[1802660],[1806743],[1808553],[1810342],[1811421],[1811607],[1812571],[1813273],[1815602],[1827923],[1846917],[1859014],[1862668],[1863603],[1863789],[1887642],[1888379],[1890189],[1891978],[1893057],[1893243],[1894207],[1894909],[1897238],[1899668],[1900639],[1904183],[1924808],[1925510],[1929481],[1930452],[1931180],[1934106],[1935041],[1935227],[1957219],[1961881],[1965945],[1973988],[1976788],[1977537],[1979696],[1980667],[1984211],[1996474],[1996660],[2006273],[2006975],[2007600],[2008571],[2009299],[2012225],[2013160],[2013346],[2018083],[2019335],[2037744],[2042333],[2042519],[2046545],[2047797],[2048768],[2052312],[2066372],[2068919],[2070708],[2072937],[2073639],[2077682],[2081793],[2083626],[2086125],[2087749],[2089218],[2090189],[2091847],[2094217],[2095469],[2103840],[2104676],[2107904],[2110458],[2112577],[2115947],[2118747],[2119496],[2119682],[2120403],[2121655],[2122626],[2126170],[2131501],[2143417],[2146217],[2146966],[2149125],[2150096],[2153640],[2158339],[2159591],[2175702],[2176404],[2178000],[2178728],[2182589],[2182775],[2190516],[2191949],[2192556],[2194420],[2196300],[2197279],[2198531],[2200364],[2203054],[2210780],[2211949],[2214891],[2216724],[2219223],[2220059],[2220847],[2222316],[2223287],[2224945],[2225841],[2227315],[2228567],[2242266],[2244765],[2246389],[2247858],[2248829],[2250487],[2252857],[2254109],[2259672],[2262671],[2271217],[2274587],[2277387],[2278136],[2278322],[2280295],[2281266],[2284810],[2289328],[2293278],[2293469],[2296763],[2298834],[2300267],[2300874],[2308682],[2311041],[2313744],[2315177],[2315784],[2317648],[2318817],[2319528],[2320507],[2321759],[2323592],[2326282],[2338620],[2339227],[2341091],[2342971],[2343950],[2345202],[2347035],[2349725],[2351158],[2355256],[2363395],[2365894],[2366730],[2367518],[2368987],[2369958],[2371616],[2372512],[2373986],[2375238],[2380801],[2382974],[2385868],[2388546],[2392496],[2392687],[2399485],[2400092],[2401950],[2405900],[2406091],[2408753],[2409385],[2411456],[2412889],[2413496],[2421304],[2427131],[2427322],[2430616],[2432687],[2434120],[2434727],[2438471],[2442535],[2449030],[2449637],[2451501],[2452670],[2453381],[2454360],[2455612],[2457445],[2460135],[2461568],[2465666],[2467682],[2472657],[2475551],[2482179],[2482370],[2484537],[2487431],[2490109],[2494059],[2494250],[2501048],[2501655],[2503500],[2506394],[2508399],[2509072],[2513022],[2513213],[2516507],[2520011],[2520618],[2526426],[2526617],[2529279],[2529911],[2531982],[2533415],[2534022],[2537766],[2541830],[2545747],[2547638],[2552613],[2555507],[2557512],[2558012],[2562987],[2565881],[2572509],[2572700],[2574707],[2578974],[2579682],[2582576],[2589204],[2589395],[2591562],[2594456],[2597134],[2601084],[2601275],[2604569],[2608073],[2608680],[2612197],[2615193],[2617908],[2622175],[2626827],[2631802],[2634696],[2639414],[2640299],[2641305],[2646280],[2649174],[2651179],[2651679],[2656654],[2659548],[2666176],[2666367],[2669717],[2670150],[2672200],[2676856],[2677741],[2683575],[2686290],[2690814],[2692937],[2695933],[2698648],[2702915],[2707567],[2712542],[2715436],[2719214],[2722764],[2724887],[2728270],[2730320],[2738210],[2738643],[2740693],[2746234],[2752068],[2754783],[2759898],[2765030],[2765463],[2767790],[2776343],[2779893],[2785399],[2787449],[2798468],[2799779],[2805344],[2806698],[2814590],[2824614],[2830591],[2837385],[2849961],[2863871] ] cell #4383 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [911286],[1031289],[1060843],[1155639],[1170572],[1186959],[1207942],[1255893],[1279713],[1292099],[1299137],[1315754],[1370314],[1378661],[1385699],[1403172],[1422005],[1422291],[1429096],[1442471],[1451123],[1471881],[1493073],[1508811],[1509097],[1515902],[1525931],[1550548],[1551864],[1552502],[1566690],[1575037],[1582075],[1601944],[1602230],[1612493],[1617038],[1633969],[1636594],[1637910],[1638548],[1649510],[1667111],[1679393],[1681263],[1688303],[1704041],[1704327],[1711132],[1718410],[1729882],[1730520],[1734831],[1744644],[1755677],[1763698],[1765568],[1772608],[1776356],[1793771],[1794057],[1804320],[1806234],[1808865],[1825796],[1828421],[1829737],[1830375],[1843831],[1848151],[1854089],[1855129],[1855340],[1859477],[1874080],[1879468],[1887870],[1890501],[1900130],[1904681],[1916153],[1916791],[1921102],[1930915],[1941948],[1949969],[1951839],[1958879],[1963187],[1965436],[1969516],[1974451],[1975441],[1977100],[1980158],[1984709],[1993388],[2003646],[2009034],[2022561],[2026881],[2032819],[2033859],[2034070],[2038207],[2052810],[2058198],[2066600],[2069231],[2079296],[2087431],[2089680],[2091582],[2098695],[2105146],[2107395],[2116410],[2119059],[2126668],[2132616],[2134865],[2138945],[2143880],[2144870],[2146529],[2149587],[2154138],[2155178],[2162817],[2173075],[2178463],[2196034],[2196215],[2204169],[2206418],[2212394],[2220529],[2222778],[2224680],[2226339],[2231793],[2237936],[2246071],[2248320],[2250222],[2257335],[2258325],[2259984],[2263786],[2266035],[2275050],[2277699],[2285308],[2304352],[2314859],[2319262],[2319443],[2324055],[2327397],[2329646],[2342705],[2342886],[2350840],[2353089],[2354991],[2359065],[2367200],[2369449],[2371351],[2373010],[2378464],[2381113],[2387555],[2405634],[2405815],[2408134],[2413958],[2416974],[2438205],[2438386],[2448712],[2453115],[2453296],[2457908],[2461250],[2463499],[2465401],[2469132],[2471683],[2489878],[2500730],[2508081],[2526160],[2526341],[2528660],[2534484],[2537500],[2537681],[2544637],[2557194],[2562445],[2572243],[2572424],[2576157],[2578708],[2578889],[2596903],[2610917],[2619358],[2621909],[2622090],[2638304],[2656112],[2675746],[2691657],[2723607], 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] cell #4384 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4385 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [911223],[957038],[1031224],[1060780],[1111597],[1143309],[1155711],[1170509],[1186894],[1232039],[1255830],[1281948],[1292036],[1299072],[1303424],[1315826],[1356291],[1372549],[1378598],[1385634],[1422002],[1422226],[1427269],[1429168],[1444706],[1451060],[1471818],[1486225],[1497817],[1508808],[1509032],[1514075],[1515974],[1527060],[1550620],[1551867],[1552504],[1552667],[1568925],[1574974],[1582010],[1600906],[1601941],[1602165],[1613622],[1627121],[1636666],[1637913],[1638550],[1638713],[1649582],[1667048],[1679396],[1681269],[1681455],[1693047],[1704038],[1704262],[1709305],[1711204],[1718482],[1728969],[1729885],[1730522],[1730685],[1734903],[1763701],[1765574],[1765760],[1776359],[1792733],[1793768],[1793992],[1805449],[1806240],[1818948],[1828493],[1829740],[1830377],[1830540],[1843834],[1848154],[1854161],[1855346],[1855532],[1859480],[1874152],[1886355],[1887876],[1900136],[1904753],[1915240],[1916156],[1916793],[1916956],[1921174],[1926446],[1949972],[1951845],[1952031],[1963190],[1965442],[1969522],[1972183],[1974454],[1980164],[1984781],[1993391],[2003718],[2005089],[2022564],[2026884],[2032891],[2034076],[2034262],[2038210],[2043378],[2045094],[2052882],[2065085],[2066606],[2079302],[2087434],[2089686],[2098698],[2105149],[2107401],[2114142],[2116413],[2126740],[2132619],[2134871],[2138951],[2141612],[2143883],[2149593],[2154210],[2155581],[2162820],[2173147],[2174518],[2185350],[2196040],[2204172],[2206424],[2212400],[2215849],[2220532],[2222784],[2226411],[2231796],[2237942],[2246074],[2248326],[2255067],[2257338],[2263789],[2266041],[2272782],[2275053],[2285380],[2286751],[2304358],[2314862],[2319268],[2324058],[2327400],[2329652],[2342711],[2350843],[2353095],[2359071],[2362520],[2367203],[2369455],[2373082],[2376196],[2378467],[2387558],[2405640],[2408137],[2413964],[2416980],[2420429],[2428670],[2438211],[2448715],[2453121],[2457911],[2461253],[2463505],[2469135],[2471689],[2483718],[2489884],[2500733],[2508084],[2526166],[2528663],[2534490],[2537506],[2544643],[2557197],[2562475],[2572249],[2576160],[2578714],[2596909],[2610947],[2619361],[2621915],[2638310],[2656142],[2675752],[2691687],[2723637], [1116474,1634576],[1226772,1996161],[1242931,1762056],[1243620,1762280],[1308301,1826403],[1320310,2077009],[1356128,2109971],[1367282,1883281],[1372234,1885555],[1372386,1886192],[1438161,1948327],[1438850,1948551],[1449583,1959486],[1451322,2186609],[1470419,1727611],[1486039,2216104],[1495531,1997711],[1497654,2002661],[1502622,2004903],[1549691,1804927],[1563658,2062011],[1568610,2064285],[1568762,2064922],[1579817,2075610],[1580506,2075834],[1581781,2287667],[1587011,2080083],[1600743,1853104],[1614413,2310162],[1625458,2111481],[1626935,2115327],[1633442,2322717],[1665649,1913882],[1678503,1927481],[1679192,1927705],[1690761,2167140],[1692884,2172090],[1697852,2174332],[1702078,2373658],[1708990,2184550],[1709142,2185187],[1713865,2383328],[1716160,2189354],[1726280,2196821],[1728783,1973368],[1747126,2213181],[1753052,2218174],[1760564,2412574],[1778838,2238723],[1781239,2426283],[1792570,2031834],[1797193,1803528],[1805134,2044294],[1805286,2044931],[1817285,2270121],[1818762,2273967],[1825269,2456570],[1828254,2279373],[1835345,2286565],[1841935,2290886],[1848081,2085076],[1849544,2473011],[1851839,2297672],[1861959,2305139],[1864360,2481331],[1871830,2312582],[1881950,2320049],[1884739,2493799],[1902431,2336025],[1904514,2337517],[1912551,2343492],[1915054,2142797],[1919123,2148203],[1920117,1926283],[1927905,2155395],[1933397,2359852],[1935798,2525578],[1939323,2364845],[1946835,2533100],[1950368,2373535],[1958352,2540955],[1963117,2188565],[1972555,2390104],[1982459,2396890],[1984542,2398382],[1991492,2403508],[2001396,2410294],[2011516,2417761],[2013917,2571661],[2020665,2424739],[2022241,2239511],[2022960,2426160],[2026811,2243716],[2028274,2580036],[2030569,2431525],[2036904,2252406],[2037124,2043192],[2040689,2438992],[2043090,2588356],[2046394,2590743],[2050560,2446435],[2052643,2447927],[2060680,2453902],[2063469,2600824],[2074118,2607758],[2093074,2477241],[2096799,2479787],[2098375,2305927],[2099094,2481208],[2105076,2311793],[2114514,2491667],[2120253,2630957],[2124418,2498453],[2126501,2499945],[2132546,2335236],[2134534,2336736],[2141984,2510630],[2147879,2148130],[2151888,2517416],[2153971,2518908],[2156840,2650864],[2160921,2524034],[2162497,2360640],[2163216,2525455],[2170825,2530820],[2180945,2538287],[2183346,2665328],[2183734,2665916],[2197999,2549091],[2201226,2551645],[2204099,2396101],[2206087,2397601],[2226172,2567571],[2229897,2570117],[2231473,2418549],[2232192,2571538],[2239187,2239438],[2251714,2584266],[2253577,2700101],[2255439,2586812],[2257734,2588233],[2260487,2702655],[2263716,2445646],[2265704,2447146],[2273154,2598692],[2278893,2711697],[2283058,2605478],[2285141,2606970],[2298709,2614913],[2301342,2617022],[2305603,2305854],[2316898,2489121],[2321227,2628280],[2324454,2630834],[2327327,2497664],[2329315,2499164],[2344670,2642758],[2347897,2645312],[2349600,2744245],[2360316,2360567],[2372843,2661238],[2376568,2663784],[2378863,2665205],[2387485,2546752],[2388321,2671388],[2390580,2671786],[2406811,2559465],[2407474,2562019],[2411331,2683295],[2418225,2418476],[2432562,2695653],[2435195,2697762],[2436555,2780766],[2455080,2709020],[2458307,2711574],[2468641,2610549],[2472145,2720177],[2488666,2623832],[2488797,2489048],[2492143,2729906],[2508847,2739881],[2511106,2740279],[2531857,2751788],[2544008,2668326],[2557808,2558971],[2561074,2679329],[2579170,2777306],[2599168,2787035],[2622376,2623197] ] cell #4386 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [762898],[874041],[932327],[942272],[985337],[992155],[1052771],[1062947],[1063931],[1069527],[1108355],[1160342],[1171608],[1178426],[1182242],[1188450],[1190319],[1195845],[1207020],[1228882],[1234882],[1261354],[1263992],[1287902],[1300182],[1310877],[1311242],[1317695],[1324730],[1336225],[1347400],[1350038],[1358217],[1369392],[1373136],[1391075],[1393400],[1393765],[1402250],[1409000],[1418061],[1424112],[1426750],[1430112],[1441020],[1441464],[1452707],[1466386],[1477881],[1480206],[1480571],[1488248],[1499743],[1503188],[1503553],[1510918],[1513556],[1521106],[1522962],[1523360],[1523804],[1532601],[1539430],[1543776],[1546414],[1554593],[1556918],[1557283],[1565768],[1569512],[1571768],[1593989],[1602931],[1607668],[1609524],[1609922],[1610366],[1615465],[1629144],[1632518],[1632962],[1635685],[1640639],[1642964],[1643329],[1647937],[1648094],[1652547],[1652976],[1661616],[1668284],[1673111],[1675436],[1675801],[1683478],[1685334],[1685732],[1686176],[1694973],[1698418],[1698783],[1706148],[1708786],[1709892],[1725603],[1731505],[1733258],[1733415],[1737868],[1738297],[1753480],[1754104],[1760249],[1763046],[1763411],[1767783],[1769639],[1770037],[1770481],[1775596],[1779263],[1785816],[1794758],[1799495],[1801749],[1802193],[1806036],[1807292],[1807449],[1811902],[1812331],[1820971],[1824345],[1824789],[1827512],[1832466],[1834791],[1835156],[1835911],[1836276],[1842363],[1844907],[1851198],[1852516],[1852673],[1856476],[1858717],[1862384],[1877217],[1877980],[1881273],[1886731],[1887175],[1888928],[1889085],[1893538],[1893967],[1899394],[1911874],[1917776],[1919529],[1919686],[1924568],[1928471],[1928836],[1930155],[1931158],[1933822],[1939751],[1940375],[1946520],[1949317],[1949682],[1954054],[1956308],[1956752],[1957428],[1957872],[1964058],[1967424],[1967581],[1969728],[1971574],[1973691],[1979422],[1995193],[1996955],[1997951],[2000755],[2002073],[2002230],[2006033],[2008274],[2009277],[2011941],[2021093],[2023637],[2029928],[2031246],[2031403],[2035206],[2037447],[2040012],[2045470],[2045914],[2047523],[2048471],[2056710],[2060003],[2065461],[2065905],[2067034],[2067658],[2067815],[2072697],[2073803],[2079508],[2080323],[2083329],[2085011],[2091825],[2097227],[2099771],[2109055],[2109383],[2109540],[2110174],[2111687],[2113533],[2115650],[2121381],[2122329],[2133487],[2135299],[2136853],[2137010],[2139157],[2141003],[2143120],[2148443],[2151247],[2156525],[2159317],[2167380],[2170184],[2171502],[2171659],[2175462],[2176975],[2177703],[2178706],[2188500],[2189560],[2192282],[2197061],[2200067],[2205040],[2206852],[2208406],[2208563],[2210580],[2212606],[2213421],[2215240],[2216427],[2218109],[2224923],[2228293],[2238148],[2238963],[2239751],[2240379],[2241969],[2243651],[2250465],[2252612],[2254458],[2266469],[2268023],[2268180],[2270327],[2272173],[2274290],[2280969],[2290013],[2290821],[2297878],[2300600],[2304564],[2305379],[2306167],[2306795],[2308385],[2310131],[2311728],[2312788],[2320289],[2323295],[2330080],[2331634],[2331791],[2335171],[2336231],[2336942],[2343732],[2346738],[2348420],[2355234],[2359277],[2360092],[2360880],[2361508],[2363098],[2364780],[2371594],[2374964],[2383297],[2389231],[2390039],[2396036],[2397096],[2397807],[2403443],[2410500],[2417186],[2418001],[2418789],[2419417],[2421007],[2424674],[2425306],[2431731],[2434453],[2439232],[2442238],[2445581],[2446641],[2447352],[2454142],[2457148],[2465644],[2471895],[2472980],[2477481],[2479722],[2480354],[2489361],[2491602],[2497599],[2498659],[2499370],[2509757],[2510565],[2517622],[2523969],[2524601],[2531026],[2538527],[2541533],[2546687],[2551851],[2562225],[2570052],[2570684],[2580005],[2584506],[2586747],[2598627],[2605684],[2610284],[2616957],[2625876],[2645518],[2663719],[2671123],[2678666],[2697697],[2739616] ] cell #4387 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [292936],[356349],[405437],[431083],[457455],[485792],[507000],[515168],[543701],[567865],[571219],[575326],[591308],[598414],[634830],[638937],[659385],[664830],[668911],[690372],[694447],[698554],[714536],[732341],[737887],[763821],[766000],[770107],[774221],[793470],[797577],[802009],[803082],[818025],[823470],[835195],[842506],[848079],[867772],[872597],[875842],[878143],[879216],[901770],[907316],[916180],[917604],[933250],[935429],[939536],[947818],[951725],[958941],[962478],[983324],[985634],[990635],[996208],[997632],[1013925],[1021236],[1026809],[1037684],[1046502],[1051327],[1054572],[1056873],[1057946],[1069824],[1073508],[1080901],[1084808],[1095561],[1102377],[1106284],[1107905],[1113500],[1117037],[1120805],[1134089],[1137996],[1145212],[1148749],[1169595],[1171905],[1176906],[1182479],[1183903],[1192815],[1195395],[1207317],[1211001],[1218394],[1222301],[1229179],[1232863],[1240256],[1244163],[1254916],[1261651],[1265335],[1272728],[1276635],[1287388],[1294204],[1298111],[1299732],[1305327],[1308864],[1312632],[1321778],[1333195],[1335775],[1347697],[1351381],[1355187],[1357767],[1369689],[1373373],[1380766],[1384673],[1388045],[1390625],[1402547],[1406231],[1413624],[1417531],[1424409],[1428093],[1435486],[1439393],[1450146],[1463434],[1472866],[1474851],[1477431],[1485296],[1496713],[1499293],[1511215],[1514899],[1518154],[1529571],[1532151],[1544073],[1547757],[1551563],[1554143],[1566065],[1569749],[1577142],[1581049],[1590312],[1598696],[1603228],[1604716],[1626192],[1637609],[1640189],[1658664],[1668096],[1670081],[1672661],[1680526],[1691943],[1694523],[1706445],[1710129],[1718924],[1720465],[1726961],[1731055],[1758811],[1764831],[1782139],[1790523],[1795055],[1796543],[1818019],[1829436],[1832016],[1845954],[1848388],[1865260],[1876135],[1882631],[1905195],[1906736],[1913232],[1917326],[1945082],[1951102],[1963424],[1985223],[1986764],[1995511],[2024684],[2027118],[2054865],[2061361],[2100818],[2105383],[2128723],[2132853],[2164940],[2204406],[2233916],[2264023],[2327634],[2387792] ] cell #4388 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4389 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1116461],[1242636],[1308288],[1320297],[1364894],[1372101],[1437866],[1449570],[1450786],[1456086],[1495328],[1549678],[1561270],[1568477],[1572718],[1579522],[1581734],[1586808],[1597368],[1618844],[1624935],[1651316],[1653926],[1678208],[1690558],[1701650],[1702031],[1708857],[1715637],[1726077],[1736637],[1739247],[1746923],[1757483],[1761199],[1778635],[1780811],[1781192],[1789195],[1795934],[1805001],[1810671],[1813281],[1816762],[1827664],[1828051],[1839461],[1851316],[1861756],[1863932],[1864313],[1871307],[1881747],[1885002],[1885383],[1892307],[1894917],[1901908],[1903546],[1903924],[1904311],[1912348],[1918922],[1922908],[1925518],[1933194],[1935370],[1935751],[1943754],[1947470],[1949845],[1970081],[1977866],[1981936],[1983574],[1983952],[1984339],[1989018],[2000873],[2003929],[2004316],[2006983],[2011313],[2013489],[2013870],[2018191],[2018311],[2022040],[2022437],[2030046],[2036282],[2040486],[2042662],[2043043],[2050037],[2051675],[2052053],[2052440],[2060477],[2063732],[2064113],[2071037],[2073647],[2074753],[2087822],[2092871],[2094325],[2094445],[2098174],[2098571],[2111552],[2112040],[2117276],[2119825],[2120206],[2123895],[2125533],[2125911],[2126298],[2130951],[2133912],[2139510],[2147295],[2151365],[2153381],[2153768],[2157475],[2158447],[2158567],[2162296],[2162693],[2170302],[2173358],[2173745],[2176412],[2180742],[2182918],[2183299],[2183997],[2184378],[2189425],[2191412],[2196360],[2197387],[2197507],[2200703],[2202504],[2205465],[2217711],[2218321],[2220920],[2225582],[2225969],[2227423],[2227543],[2231272],[2231669],[2236433],[2246462],[2251511],[2252965],[2253085],[2257211],[2260750],[2261131],[2262121],[2262899],[2265082],[2270192],[2270680],[2275916],[2278465],[2278846],[2282535],[2284551],[2284938],[2285591],[2285978],[2291033],[2293577],[2293697],[2295388],[2296723],[2298284],[2302849],[2315250],[2316697],[2317473],[2319588],[2320615],[2320735],[2323931],[2325732],[2326510],[2328693],[2336096],[2338083],[2343031],[2344058],[2344178],[2347374],[2349175],[2351231],[2355893],[2356280],[2357562],[2358261],[2364992],[2367591],[2372253],[2372640],[2373606],[2374094],[2374214],[2378340],[2379330],[2383940],[2384508],[2386678],[2388001],[2392915],[2396961],[2398948],[2405960],[2406199],[2406319],[2406852],[2408010],[2409345],[2410906],[2415471],[2416170],[2424886],[2426231],[2427430],[2427550],[2429241],[2430576],[2432137],[2436416],[2438531],[2442874],[2445005],[2451326],[2453441],[2454468],[2454588],[2457784],[2459042],[2459585],[2460363],[2468321],[2469008],[2470891],[2474191],[2476361],[2479934],[2481279],[2482478],[2482598],[2484181],[2485503],[2486071],[2487391],[2488241],[2489564],[2494478],[2497023],[2504466],[2505034],[2505587],[2506029],[2507204],[2508527],[2513441],[2515132],[2516467],[2525526],[2526725],[2526845],[2528536],[2529871],[2531432],[2536696],[2543829],[2544323],[2548964],[2550847],[2553579],[2554147],[2554700],[2555142],[2556317],[2557668],[2558651],[2559338],[2564521],[2566691],[2571609],[2572808],[2572928],[2575346],[2576033],[2576509],[2581216],[2583386],[2584709],[2589623],[2592528],[2593096],[2593649],[2594091],[2595266],[2596589],[2601503],[2604048],[2610409],[2614099],[2614593],[2618547],[2619234],[2619710],[2623512],[2628153],[2632768],[2633336],[2633889],[2634331],[2635506],[2637990],[2638393],[2642631],[2644514],[2647814],[2649984],[2652318],[2653005],[2653481],[2658188],[2660358],[2666595],[2670640],[2671248],[2674094],[2675432],[2675835],[2681637],[2682975],[2686929],[2687616],[2688092],[2694839],[2695333],[2699974],[2704252],[2704655],[2708893],[2714076],[2716246],[2719450],[2722491],[2728760],[2733552],[2733955],[2739741],[2742587],[2743925],[2751468],[2756109],[2759313],[2762912],[2768026],[2779620],[2790681],[2795105],[2799194],[2809712],[2832711] ] cell #4390 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1284387],[1334980],[1414412],[1447145],[1498498],[1531356],[1544419],[1560329],[1577930],[1621957],[1646375],[1671866],[1684504],[1689640],[1693728],[1706791],[1745202],[1760596],[1768809],[1773945],[1810819],[1811122],[1813784],[1815757],[1831221],[1838202],[1857502],[1869658],[1880026],[1892455],[1892758],[1895420],[1897393],[1907415],[1929701],[1931473],[1932760],[1933330],[1946867],[1955080],[1960216],[1975999],[1978014],[1978317],[1987443],[1999224],[2007820],[2009592],[2010879],[2011449],[2019555],[2036232],[2046681],[2048388],[2049997],[2058756],[2071185],[2071488],[2074150],[2076123],[2082013],[2090739],[2092140],[2092437],[2093007],[2095689],[2120539],[2122246],[2123855],[2131637],[2145428],[2147443],[2147746],[2156872],[2157710],[2168653],[2177249],[2179021],[2180308],[2180878],[2190652],[2194153],[2198751],[2199984],[2200663],[2203190],[2215111],[2225238],[2226686],[2237053],[2240653],[2249379],[2250780],[2251077],[2251647],[2254329],[2258883],[2279179],[2280886],[2282495],[2290499],[2292129],[2295309],[2297207],[2298970],[2303469],[2307069],[2313880],[2321979],[2323212],[2337323],[2340824],[2345422],[2346655],[2347334],[2349861],[2354148],[2355549],[2361782],[2371909],[2373357],[2383861],[2389717],[2391347],[2398188],[2403121],[2404751],[2409829],[2411592],[2419691],[2424352],[2425982],[2429162],[2431060],[2432823],[2437322],[2440922],[2442155],[2447733],[2455832],[2457065],[2465959],[2473544],[2479400],[2481030],[2485424],[2487875],[2491280],[2492910],[2495722],[2499751],[2504387],[2510243],[2511873],[2516951],[2518714],[2523647],[2525277],[2530355],[2532118],[2540217],[2541450],[2553500],[2560843],[2563874],[2567377],[2569730],[2571360],[2580569],[2586425],[2588055],[2592449],[2594900],[2598305],[2599935],[2602747],[2605013],[2606776],[2613163],[2624999],[2627004],[2630656],[2632689],[2635140],[2640743],[2647167],[2654510],[2657541],[2661044],[2663397],[2665027],[2669894],[2670561],[2678185],[2682223],[2689121],[2693903],[2705739],[2707744],[2711396],[2713429],[2719033],[2725853],[2729091],[2735039],[2738387],[2739054],[2750716],[2760174],[2765207],[2765874],[2776162],[2786220],[2798287],[2806974],[2824890], 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] cell #4391 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4392 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1243615],[1372161],[1438845],[1451317],[1495388],[1502552],[1568537],[1580501],[1581773],[1586868],[1625320],[1679187],[1690618],[1697782],[1702070],[1708917],[1711201],[1716022],[1726137],[1746983],[1752998],[1778695],[1781231],[1805061],[1817147],[1828111],[1828490],[1835275],[1841881],[1851701],[1861816],[1864352],[1871692],[1881807],[1885422],[1902293],[1904371],[1904750],[1912408],[1918982],[1927835],[1933254],[1935790],[1939269],[1949920],[1950230],[1961567],[1972501],[1982321],[1984399],[1984778],[1991438],[2001258],[2004376],[2004755],[2011373],[2013909],[2020611],[2022100],[2022512],[2022822],[2030431],[2036769],[2040546],[2043082],[2050422],[2052500],[2052879],[2060537],[2064152],[2066552],[2085811],[2092931],[2096745],[2098234],[2098646],[2098956],[2103526],[2114460],[2117351],[2117661],[2120245],[2124280],[2126358],[2126737],[2130996],[2131071],[2134399],[2134817],[2141930],[2147841],[2151750],[2153828],[2154207],[2160867],[2162356],[2162768],[2163078],[2170687],[2173805],[2174184],[2180802],[2183338],[2184417],[2196420],[2201088],[2202549],[2202624],[2205952],[2206370],[2218909],[2219034],[2223660],[2226029],[2226408],[2229843],[2231332],[2231744],[2232054],[2236544],[2239149],[2244451],[2251571],[2255385],[2257286],[2257596],[2261170],[2262166],[2262241],[2265569],[2265987],[2273100],[2275991],[2276301],[2278885],[2282920],[2284998],[2285377],[2286038],[2286417],[2292964],[2293089],[2297285],[2298329],[2298404],[2301288],[2302960],[2305565],[2316757],[2317915],[2319648],[2324006],[2324316],[2325777],[2325852],[2329180],[2329598],[2334015],[2343091],[2347759],[2349220],[2349295],[2353041],[2356340],[2356719],[2357673],[2358381],[2360278],[2365580],[2365705],[2370331],[2372700],[2373079],[2376514],[2378415],[2378725],[2379405],[2379715],[2386135],[2386723],[2386798],[2388267],[2389390],[2390838],[2394880],[2406020],[2407339],[2408085],[2409907],[2410951],[2411026],[2413910],[2415582],[2416290],[2418187],[2426817],[2426942],[2431138],[2432182],[2432257],[2435141],[2436813],[2438591],[2442949],[2443259],[2444425],[2445116],[2451768],[2453501],[2457859],[2458169],[2459630],[2459705],[2459755],[2463451],[2464381],[2468587],[2469083],[2471002],[2472113],[2476481],[2481865],[2481990],[2487953],[2488286],[2488361],[2488759],[2489830],[2490953],[2492401],[2496443],[2497134],[2506661],[2507249],[2507324],[2507374],[2508793],[2509916],[2511364],[2515207],[2517029],[2521032],[2522892],[2528611],[2530433],[2531477],[2531552],[2534436],[2536108],[2536153],[2536816],[2543976],[2544589],[2546163],[2549039],[2550958],[2555774],[2556362],[2556437],[2556487],[2557770],[2558917],[2559413],[2560516],[2561332],[2562443],[2566811],[2568975],[2575612],[2576108],[2576584],[2578027],[2578072],[2579138],[2583506],[2584975],[2586098],[2595311],[2595386],[2595436],[2596855],[2597978],[2599426],[2604159],[2610511],[2610915],[2614859],[2616433],[2618813],[2619309],[2619785],[2621228],[2621273],[2622359],[2623165],[2623778],[2628228],[2630147],[2635551],[2635626],[2635676],[2637643],[2638256],[2638659],[2642706],[2644625],[2645736],[2650104],[2652584],[2653080],[2653556],[2654999],[2655044],[2656110],[2660478],[2662642],[2668309],[2671350],[2671754],[2675085],[2675698],[2676101],[2679297],[2683241],[2687195],[2687691],[2688167],[2689610],[2689655],[2691655],[2691990],[2695599],[2697173],[2700049],[2701968],[2703905],[2704518],[2704921],[2708968],[2710887],[2716366],[2719716],[2720160],[2722566],[2723605],[2723940],[2728835],[2729874],[2733205],[2733818],[2734221],[2739843],[2740247],[2744191],[2747790],[2748125],[2751734],[2756184],[2758103],[2760684],[2763178],[2768292],[2772181],[2772516],[2777289],[2779695],[2780734],[2787003],[2790947],[2793669],[2796476],[2800565],[2809978],[2818981],[2822593],[2825792],[2834082],[2852189] ] cell #4393 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1244637],[1335601],[1373851],[1374186],[1418005],[1439867],[1466177],[1499119],[1503723],[1504248],[1531977],[1548235],[1548570],[1570227],[1570562],[1581523],[1595782],[1622578],[1625436],[1628935],[1633543],[1661407],[1672487],[1677091],[1677616],[1694349],[1698953],[1699478],[1710607],[1710942],[1712027],[1716138],[1722002],[1750550],[1753380],[1755897],[1787609],[1795787],[1799286],[1803894],[1817263],[1820762],[1825370],[1836446],[1836971],[1838479],[1841105],[1842263],[1851817],[1871808],[1874300],[1877672],[1902409],[1903399],[1908273],[1918805],[1921322],[1939651],[1942168],[1950346],[1958453],[1959612],[1963750],[1972883],[1982437],[1983427],[1988417],[1990662],[1991820],[2001374],[2004642],[2019835],[2020993],[2021923],[2022938],[2030547],[2036411],[2050538],[2051528],[2056402],[2066934],[2067103],[2078549],[2087994],[2095969],[2097127],[2098057],[2099072],[2105709],[2114842],[2117777],[2124396],[2125386],[2133179],[2134041],[2135199],[2135368],[2142312],[2151866],[2160091],[2161249],[2162179],[2163194],[2170803],[2174071],[2195287],[2201204],[2204732],[2205594],[2206752],[2206921],[2217564],[2221092],[2224042],[2229067],[2230225],[2231155],[2232170],[2246634],[2255767],[2257712],[2264349],[2265211],[2266369],[2266538],[2273482],[2276417],[2283036],[2286304],[2294359],[2298044],[2301670],[2312954],[2316580],[2324432],[2327960],[2328822],[2329980],[2330149],[2341958],[2347875],[2351403],[2353423],[2353592],[2356606],[2367763],[2370713],[2376896],[2378841],[2379831],[2383055],[2390518],[2393577],[2403922],[2406981],[2410666],[2414292],[2414461],[2431897],[2435523],[2443375],[2458285],[2461813],[2463833],[2464002],[2464763],[2467641],[2472738],[2473808],[2484618],[2485688],[2492081],[2511044],[2514103],[2517788],[2521414],[2531192],[2534818],[2534987],[2547597],[2557971],[2564138],[2579763],[2580833],[2587226],[2599106],[2641264],[2647431],[2657805], 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] cell #4394 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1031339],[1079246],[1156057],[1187009],[1238601],[1271073],[1283845],[1299187],[1316172],[1361464],[1385749],[1411969],[1422341],[1429514],[1433831],[1446603],[1486831],[1502990],[1509147],[1516320],[1552573],[1552871],[1557840],[1559787],[1575487],[1582125],[1602280],[1616506],[1627727],[1638619],[1638917],[1643886],[1645833],[1656681],[1680084],[1681290],[1681895],[1682061],[1698220],[1704377],[1711550],[1729575],[1730591],[1730889],[1742002],[1755145],[1764389],[1765595],[1766200],[1766366],[1777047],[1794107],[1806261],[1808033],[1808333],[1819554],[1830446],[1830744],[1835713],[1837660],[1844522],[1854597],[1855367],[1855972],[1856138],[1860168],[1887897],[1889669],[1889969],[1900157],[1915846],[1916862],[1917160],[1928273],[1929062],[1941416],[1950660],[1951866],[1952471],[1952637],[1965463],[1969543],[1975142],[1976268],[1976568],[1980185],[1994079],[2005695],[2007181],[2018916],[2023252],[2033327],[2034097],[2034702],[2034868],[2038898],[2043984],[2066627],[2068399],[2068699],[2079323],[2081374],[2085178],[2087662],[2089707],[2095050],[2099386],[2107422],[2117101],[2118527],[2134892],[2138972],[2144571],[2145697],[2145997],[2149614],[2154646],[2156187],[2163508],[2175124],[2176610],[2188667],[2196061],[2198112],[2206445],[2212421],[2214472],[2220760],[2222805],[2232484],[2237963],[2240014],[2243818],[2246302],[2248347],[2253690],[2258026],[2259452],[2266062],[2275741],[2277167],[2287357],[2296985],[2304379],[2306430],[2311895],[2315090],[2319289],[2321340],[2324746],[2329673],[2335338],[2342732],[2344783],[2351071],[2353116],[2359092],[2361143],[2367431],[2369476],[2379155],[2380581],[2396203],[2405661],[2409607],[2413985],[2417001],[2419052],[2430838],[2438232],[2440283],[2445748],[2448943],[2453142],[2455193],[2458599],[2461481],[2463526],[2471710],[2487653],[2489905],[2495083],[2497766],[2500961],[2508312],[2516729],[2526187],[2530133],[2534511],[2537527],[2539578],[2544664],[2546854],[2557425],[2562703],[2572270],[2578735],[2594678],[2596930],[2602108],[2604791],[2611175],[2621936],[2626433],[2634918],[2638331],[2640521],[2656370],[2668715],[2675773],[2677963],[2691915],[2707173],[2723865],[2737208],[2764028], 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] cell #4395 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658132],[762120],[816772],[825872],[867441],[873976],[931549],[941016],[941855],[947487],[985272],[1035273],[1046171],[1052706],[1056241],[1062169],[1063829],[1069462],[1080570],[1102046],[1107880],[1133758],[1136285],[1159564],[1171543],[1181850],[1182140],[1188385],[1195370],[1206955],[1218063],[1220590],[1228817],[1239925],[1243531],[1261289],[1263600],[1263890],[1272397],[1278992],[1287837],[1293873],[1296400],[1299707],[1310350],[1310812],[1321753],[1335750],[1347335],[1349646],[1349936],[1357742],[1369327],[1372744],[1373034],[1380435],[1382962],[1390600],[1392481],[1392873],[1393335],[1402185],[1408935],[1413293],[1415820],[1424047],[1426358],[1426648],[1435155],[1438761],[1440989],[1463409],[1472535],[1477406],[1479287],[1479679],[1480141],[1485271],[1499268],[1502661],[1503123],[1505735],[1510853],[1513164],[1513454],[1518129],[1518287],[1522897],[1523329],[1532126],[1538784],[1543711],[1546022],[1546312],[1554118],[1555999],[1556391],[1556853],[1565703],[1569120],[1569410],[1576811],[1579338],[1580417],[1596797],[1602866],[1604691],[1604849],[1609459],[1609891],[1625497],[1626167],[1632487],[1635293],[1635583],[1640164],[1642045],[1642437],[1642899],[1648063],[1651901],[1658639],[1667765],[1672636],[1674909],[1675371],[1679103],[1680501],[1680659],[1685269],[1685701],[1694498],[1697891],[1698353],[1700965],[1706083],[1708394],[1708684],[1709500],[1709790],[1716199],[1718899],[1725538],[1726936],[1727094],[1731030],[1733384],[1737222],[1752637],[1753449],[1756912],[1762519],[1762981],[1764806],[1764964],[1769574],[1770006],[1775550],[1788624],[1794693],[1796518],[1796676],[1801718],[1805644],[1805934],[1807418],[1808472],[1811256],[1817324],[1817994],[1824314],[1827120],[1827410],[1831991],[1834264],[1834726],[1835384],[1835846],[1842332],[1845929],[1846087],[1848363],[1850363],[1852642],[1858671],[1875315],[1877152],[1878204],[1881208],[1882606],[1882764],[1886700],[1889054],[1890108],[1892892],[1902470],[1905170],[1911809],[1913207],[1913365],[1917301],[1919655],[1922337],[1927944],[1928406],[1930109],[1931127],[1939720],[1943183],[1948790],[1949252],[1950407],[1951077],[1951235],[1956277],[1957397],[1963399],[1964282],[1967550],[1969327],[1976707],[1982498],[1985198],[1995128],[1995486],[1995644],[1996309],[1997920],[1999920],[2002199],[2008228],[2009246],[2021062],[2022999],[2024659],[2024817],[2027093],[2029093],[2031372],[2036943],[2039947],[2045439],[2048425],[2056934],[2059938],[2061336],[2061494],[2065430],[2067003],[2067784],[2068838],[2079107],[2080292],[2083283],[2088526],[2091794],[2097196],[2099133],[2100793],[2100951],[2103097],[2105358],[2106241],[2108220],[2109509],[2111286],[2118666],[2122283],[2132828],[2133711],[2134573],[2135268],[2136979],[2138756],[2146136],[2148412],[2150412],[2163255],[2164915],[2165073],[2167349],[2169349],[2171628],[2178675],[2188239],[2189159],[2197030],[2200021],[2204381],[2205264],[2206126],[2206821],[2208532],[2210389],[2212205],[2213390],[2221624],[2224892],[2232231],[2233891],[2234049],[2237747],[2238932],[2239720],[2247166],[2250434],[2252211],[2259591],[2263998],[2264881],[2265743],[2266438],[2268149],[2269926],[2277306],[2280923],[2289822],[2296557],[2297477],[2304163],[2305348],[2306136],[2312387],[2320258],[2327609],[2328492],[2329354],[2330049],[2331760],[2335830],[2336541],[2343701],[2346692],[2351935],[2355203],[2358876],[2360061],[2360849],[2368295],[2371563],[2380720],[2387767],[2389040],[2394109],[2396695],[2397406],[2407513],[2410099],[2416785],[2417970],[2418758],[2430410],[2431330],[2439201],[2446240],[2446951],[2454111],[2462345],[2465613],[2471494],[2477450],[2489330],[2498258],[2498969],[2509566],[2514635],[2517221],[2530625],[2538496],[2543554],[2551450],[2561824],[2584475],[2605283],[2613824],[2622743],[2645117],[2694564] ] cell #4396 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1374223],[1466245],[1504316],[1504666],[1548607],[1570599],[1596657],[1629003],[1633578],[1634098],[1661475],[1677684],[1678034],[1699546],[1699896],[1710979],[1724633],[1750618],[1753415],[1756772],[1761300],[1788484],[1799354],[1803929],[1804449],[1820830],[1825405],[1825925],[1837039],[1837389],[1838516],[1842298],[1847901],[1875175],[1877920],[1880303],[1910904],[1918840],[1922197],[1926725],[1939686],[1943043],[1947571],[1958488],[1959008],[1960555],[1962937],[1963998],[1972918],[1991855],[1994223],[1997458],[2021028],[2021958],[2026631],[2036659],[2039042],[2056650],[2059033],[2066969],[2074854],[2076011],[2079830],[2088242],[2097162],[2098092],[2102862],[2104896],[2105957],[2114877],[2117973],[2132366],[2133427],[2134289],[2135234],[2142347],[2147950],[2161284],[2162214],[2166887],[2176915],[2177072],[2188004],[2196568],[2203919],[2204980],[2205842],[2206787],[2212928],[2221340],[2224077],[2230260],[2231190],[2238470],[2239258],[2240319],[2240476],[2246882],[2255802],[2263536],[2264597],[2265459],[2266404],[2273517],[2276613],[2296322],[2301705],[2304886],[2305674],[2306735],[2306892],[2316615],[2319796],[2322507],[2327147],[2328208],[2329070],[2330015],[2343239],[2351651],[2353458],[2359599],[2360387],[2361448],[2361605],[2368011],[2370748],[2376931],[2380027],[2387305],[2390553],[2393825],[2403957],[2407229],[2414327],[2417508],[2418296],[2419357],[2419514],[2430175],[2435558],[2438739],[2440588],[2440745],[2443571],[2453649],[2456360],[2462061],[2463868],[2464798],[2467800],[2474271],[2476988],[2486151],[2488868],[2492116],[2495388],[2495545],[2511079],[2514351],[2521449],[2534853],[2538034],[2539883],[2540040],[2540745],[2543412],[2547756],[2548663],[2558130],[2559037],[2564601],[2581296],[2584013],[2587261],[2590533],[2599141],[2602413],[2602570],[2613682],[2622601],[2627852],[2641423],[2642330],[2647894],[2658268],[2694422],[2699673],[2708592], [689888,1674519],[730219,2205682],[797042,1801282],[822986,1833874],[870475,2328910],[899648,2134129],[910919,1923434],[924295,1938910],[939001,1955841],[982192,2407069],[1004323,2017029],[1029214,2036499],[1038534,2054047],[1045070,2055878],[1049205,2265299],[1060476,2071563],[1100038,2485077],[1115905,2495228],[1121655,2127905],[1128191,2129736],[1163246,1936889],[1163596,2164553],[1168463,2361288],[1170205,2165679],[1184884,2176755],[1190594,1960205],[1211851,2210176],[1226240,2558237],[1237917,2563527],[1248567,2015008],[1248917,2233529],[1253784,2419197],[1255526,2234655],[1266700,2240159],[1289750,2261628],[1291038,2266852],[1291558,2053905],[1291865,2445211],[1307732,2602253],[1313482,2070468],[1320018,2076531],[1339908,2616209],[1340798,2102550],[1341148,2309891],[1352746,2306575],[1366750,2627052],[1376312,2325239],[1377600,2330463],[1378120,2127763],[1378427,2497229],[1389297,2334801],[1407081,2138623],[1419263,2357052],[1421246,2163652],[1421470,2522962],[1433147,2657194],[1443797,1953913],[1444147,2180199],[1449014,2539723],[1450756,2185629],[1458666,2385553],[1469887,2672828],[1470820,2400441],[1471340,2210034],[1471647,2551053],[1476103,2395666],[1506069,2414961],[1508052,2232628],[1508276,2569045],[1519095,2423667],[1536284,2696949],[1537174,2026416],[1537524,2243475],[1549122,2440428],[1549871,2261502],[1563126,2707792],[1572688,2279456],[1573976,2281574],[1574496,2070326],[1574803,2604254],[1588633,2469828],[1593300,2477851],[1599948,2475236],[1601185,2308990],[1601409,2616503],[1605657,2478715],[1621424,2487116],[1634405,2630242],[1635917,2325113],[1648833,2334675],[1653896,2337600],[1665117,2741321],[1666050,2339576],[1666570,2138481],[1666877,2644720],[1671333,2516192],[1676794,2745541],[1701299,2373332],[1703282,2179298],[1703506,2662712],[1715158,2544893],[1717733,2385427],[1722250,2394536],[1725361,2671659],[1727902,2549784],[1734154,2395540],[1739217,2398465],[1748748,2560158],[1760063,2565566],[1761524,2684885],[1780460,2425957],[1785127,2422803],[1791775,2582261],[1793012,2242574],[1793236,2697243],[1797484,2585740],[1802996,2781808],[1804756,2702063],[1813251,2448010],[1826232,2710982],[1827744,2279120],[1841353,2469414],[1850837,2615163],[1853412,2475110],[1863581,2481005],[1870828,2624082],[1873403,2486990],[1881031,2729779],[1883572,2628973],[1894887,2500028],[1901429,2503470],[1904004,2337264],[1908521,2333671],[1911632,2740152],[1914173,2643451],[1920425,2516066],[1925488,2518991],[1926949,2745835],[1935019,2525252],[1946334,2659233],[1947795,2753378],[1959315,2758198],[1971973,2549370],[1981457,2552583],[1984032,2398129],[1990910,2559744],[1994951,2767584],[2000394,2683545],[2002969,2565440],[2006953,2567654],[2013138,2571335],[2020083,2423253],[2029567,2695903],[2032142,2582135],[2039770,2780639],[2042311,2588030],[2049558,2591532],[2052133,2447674],[2059761,2786908],[2062302,2709713],[2073617,2607053],[2075078,2792591],[2096217,2478301],[2108694,2728240],[2113932,2628559],[2119474,2630631],[2123416,2631772],[2125991,2499692],[2141402,2643037],[2150886,2646250],[2153461,2518655],[2160339,2522548],[2164380,2814384],[2169823,2752038],[2172398,2659107],[2176382,2661321],[2180026,2818886],[2182567,2665002],[2193387,2670120],[2215639,2680999],[2218623,2682198],[2225662,2567318],[2229315,2568631],[2233356,2830385],[2243302,2832517],[2254857,2585326],[2267334,2785369],[2272572,2709299],[2278114,2711371],[2282056,2712512],[2284631,2606717],[2291335,2719008],[2294607,2612617],[2309718,2846738],[2317553,2626945],[2330945,2805314],[2340058,2738613],[2362310,2749492],[2365294,2750691],[2372333,2660985],[2375986,2662298],[2384588,2669835],[2400923,2765433],[2407709,2682064],[2420219,2773883],[2425188,2776137],[2428460,2693357],[2451406,2707685],[2468707,2718874],[2480236,2798262],[2483508,2725307],[2505114,2738328],[2528235,2750557],[2554227,2765148],[2575732,2776003],[2618933,2798128] ] cell #4397 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1373165],[1502608],[1569541],[1582337],[1625376],[1632411],[1697838],[1709921],[1711234],[1716078],[1753308],[1806065],[1817203],[1824238],[1828523],[1835331],[1837663],[1842191],[1851757],[1871748],[1877575],[1902349],[1904783],[1927891],[1939579],[1950286],[1950663],[1957321],[1963653],[1972811],[1982377],[1984811],[1991748],[2001314],[2004788],[2020921],[2022878],[2023255],[2030487],[2036825],[2045363],[2050478],[2052912],[2056305],[2066580],[2066862],[2077864],[2087897],[2097055],[2099012],[2099389],[2105612],[2114770],[2117717],[2118094],[2124336],[2126770],[2133082],[2134455],[2134845],[2135127],[2142240],[2148276],[2151806],[2154240],[2161177],[2163134],[2163511],[2170743],[2174217],[2176570],[2194602],[2201144],[2204635],[2206008],[2206398],[2206680],[2210962],[2220995],[2223688],[2223970],[2226441],[2230153],[2232110],[2232487],[2236504],[2236572],[2239584],[2239974],[2246537],[2252107],[2255695],[2257652],[2258029],[2264252],[2265625],[2266015],[2266297],[2273410],[2276357],[2276734],[2282976],[2285410],[2286450],[2297341],[2301598],[2302920],[2302988],[2306000],[2306390],[2317830],[2317943],[2322162],[2324372],[2324749],[2327863],[2329236],[2329626],[2329908],[2334110],[2336437],[2341273],[2347815],[2351306],[2353069],[2353351],[2356752],[2357633],[2357701],[2360713],[2361103],[2367666],[2370359],[2370641],[2373112],[2376824],[2378781],[2379158],[2379771],[2380148],[2386050],[2386163],[2389879],[2390798],[2390866],[2393480],[2394975],[2397302],[2407395],[2408418],[2409963],[2413938],[2414220],[2415542],[2415610],[2418622],[2419012],[2423094],[2431194],[2435451],[2436773],[2436841],[2440243],[2443315],[2443692],[2444520],[2445144],[2446847],[2451683],[2451796],[2456015],[2458225],[2458602],[2461716],[2463479],[2463761],[2464409],[2464691],[2470445],[2470962],[2471030],[2472333],[2473294],[2474545],[2478142],[2488009],[2489194],[2489858],[2491442],[2492361],[2492429],[2495043],[2496538],[2497162],[2498865],[2506576],[2506689],[2510405],[2511324],[2511392],[2514006],[2515501],[2517085],[2521060],[2521342],[2522389],[2522987],[2528944],[2530489],[2534464],[2534746],[2536068],[2536136],[2536181],[2539538],[2540400],[2544196],[2544617],[2546258],[2547243],[2550986],[2555689],[2555802],[2561005],[2561292],[2561360],[2561720],[2562663],[2563624],[2564875],[2568472],[2569070],[2577470],[2577987],[2578055],[2578100],[2579358],[2580319],[2581570],[2585003],[2586587],[2590188],[2591823],[2596883],[2598467],[2599386],[2599454],[2602068],[2603563],[2603602],[2604187],[2610631],[2611135],[2612458],[2614887],[2616528],[2620671],[2621188],[2621256],[2621301],[2622439],[2623385],[2623806],[2624749],[2625447],[2626432],[2630175],[2632063],[2637863],[2638284],[2638687],[2639925],[2639964],[2640910],[2644653],[2645956],[2646917],[2654959],[2655027],[2655072],[2656330],[2657291],[2658542],[2662737],[2668389],[2668714],[2671974],[2673297],[2675305],[2675726],[2676129],[2677367],[2677406],[2678365],[2679013],[2679517],[2683269],[2684910],[2689570],[2689638],[2689683],[2691371],[2691875],[2692210],[2695627],[2697268],[2698253],[2701996],[2704125],[2704546],[2704949],[2706187],[2706226],[2707172],[2710915],[2712803],[2717783],[2720240],[2720565],[2723321],[2723825],[2724160],[2726834],[2730094],[2733425],[2733846],[2734249],[2735487],[2735526],[2737207],[2737480],[2740467],[2741790],[2744219],[2745860],[2747506],[2748010],[2748345],[2751762],[2753403],[2758131],[2760904],[2761245],[2763206],[2764027],[2764300],[2768320],[2769141],[2771897],[2772401],[2772736],[2777369],[2777694],[2780954],[2783963],[2784236],[2787223],[2790975],[2792616],[2794722],[2796696],[2800785],[2803908],[2804181],[2808045],[2810006],[2810827],[2815941],[2819201],[2821510],[2823646],[2826845],[2834302],[2841514],[2844413],[2846857],[2853242],[2867185] ] cell #4398 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4399 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1156237],[1205698],[1284340],[1316352],[1368070],[1400928],[1413924],[1429694],[1447098],[1491949],[1516500],[1542454],[1555144],[1560282],[1564446],[1577442],[1616978],[1632845],[1641190],[1646328],[1684009],[1684457],[1687179],[1689152],[1704826],[1711730],[1732056],[1744762],[1755617],[1768314],[1768762],[1771484],[1773457],[1783946],[1806921],[1808805],[1810146],[1810606],[1824672],[1833017],[1838155],[1855069],[1857007],[1857455],[1867067],[1879586],[1888557],[1890441],[1891782],[1892242],[1900817],[1918327],[1929185],[1931033],[1932730],[1941888],[1954585],[1955033],[1957755],[1959728],[1966123],[1975559],[1977040],[1977341],[1977801],[1980845],[2007304],[2009152],[2010849],[2019039],[2033799],[2035737],[2036185],[2045797],[2046651],[2058316],[2067287],[2069171],[2070512],[2070972],[2081497],[2085301],[2090367],[2091700],[2092407],[2095173],[2108082],[2118999],[2120509],[2131607],[2135552],[2144988],[2146469],[2146770],[2147230],[2150274],[2155118],[2176733],[2178581],[2180278],[2188790],[2190622],[2194123],[2196278],[2198235],[2203160],[2207105],[2214595],[2223465],[2224798],[2240137],[2243941],[2249007],[2250340],[2251047],[2253813],[2258443],[2259924],[2266722],[2277639],[2279149],[2290469],[2297108],[2298940],[2306553],[2312018],[2313850],[2319506],[2321463],[2330333],[2335461],[2337293],[2340794],[2342949],[2344906],[2349831],[2353776],[2355109],[2361266],[2370136],[2371469],[2381053],[2389687],[2396326],[2398158],[2403091],[2405878],[2409730],[2411562],[2414645],[2419175],[2424322],[2430961],[2432793],[2438449],[2440406],[2445871],[2447703],[2453359],[2455316],[2464186],[2465519],[2479370],[2487776],[2491250],[2495206],[2497889],[2499721],[2510213],[2516852],[2518684],[2523617],[2526404],[2530256],[2532088],[2535171],[2537744],[2539701],[2546977],[2560813],[2563134],[2567347],[2569700],[2572487],[2578952],[2586395],[2594801],[2598275],[2602231],[2604914],[2606746],[2612344],[2613133],[2622153],[2626974],[2635041],[2640644],[2654480],[2656801],[2661014],[2663367],[2669864],[2678086],[2681993],[2689091],[2693084],[2693873],[2707714],[2718803],[2725034],[2725823],[2738357],[2750486],[2765177],[2775932],[2798057], 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] cell #4400 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4401 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4402 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [394152],[473155],[501274],[514678],[520630],[555400],[561368],[592098],[607008],[613896],[613943],[619249],[651602],[685711],[691679],[702071],[708039],[709972],[715326],[715838],[721331],[731482],[750419],[755325],[777889],[778879],[779943],[792527],[810242],[818809],[818888],[824777],[830504],[841596],[851747],[852737],[853801],[861587],[871738],[890760],[891800],[892874],[892953],[900911],[905817],[919848],[920838],[921902],[924754],[933963],[934486],[943838],[957787],[968879],[969919],[970993],[971072],[978633],[989725],[992829],[999876],[1000866],[1001930],[1009234],[1010313],[1011419],[1011942],[1020326],[1030477],[1032531],[1040317],[1041357],[1042431],[1042510],[1050468],[1055374],[1076921],[1086012],[1090870],[1091949],[1093055],[1093578],[1098397],[1107488],[1112346],[1116094],[1116332],[1118232],[1123438],[1124478],[1125552],[1125631],[1130109],[1130181],[1130278],[1135418],[1144058],[1155150],[1157264],[1157343],[1164904],[1165983],[1167089],[1167612],[1175996],[1179100],[1186147],[1188201],[1207492],[1212555],[1214414],[1214486],[1214583],[1219723],[1229354],[1234417],[1236276],[1242664],[1243423],[1245367],[1245446],[1250225],[1251304],[1252410],[1252933],[1257848],[1268748],[1277839],[1282697],[1284882],[1285405],[1290224],[1290296],[1290393],[1295533],[1304173],[1307921],[1308159],[1310059],[1315265],[1317379],[1317458],[1318369],[1328350],[1336729],[1337147],[1337316],[1341350],[1343894],[1358721],[1363342],[1364994],[1369864],[1372134],[1374404],[1374927],[1376786],[1376858],[1376955],[1382095],[1402722],[1407785],[1409644],[1409813],[1414953],[1418735],[1420606],[1421661],[1421758],[1431506],[1437894],[1438653],[1440597],[1440676],[1445455],[1447640],[1448163],[1449203],[1449441],[1456186],[1460246],[1460318],[1460415],[1462923],[1466355],[1467903],[1484785],[1488217],[1495361],[1495726],[1500247],[1500665],[1500834],[1504868],[1507412],[1508467],[1508564],[1524726],[1533105],[1533523],[1533692],[1537726],[1540270],[1544248],[1549311],[1549549],[1552306],[1561370],[1566240],[1568510],[1570780],[1571303],[1573162],[1573331],[1578471],[1579550],[1580309],[1585151],[1586141],[1586841],[1587206],[1591055],[1593057],[1601600],[1601697],[1611288],[1614533],[1623004],[1623173],[1625681],[1629113],[1630661],[1638352],[1651416],[1655476],[1655645],[1658153],[1661585],[1663133],[1673615],[1678236],[1678995],[1690591],[1690956],[1695477],[1695895],[1696064],[1700098],[1701750],[1702642],[1703697],[1703794],[1708890],[1713985],[1714915],[1716383],[1724420],[1726475],[1730324],[1736737],[1740797],[1740966],[1746256],[1747321],[1751170],[1753172],[1761812],[1777968],[1778668],[1779033],[1780911],[1782882],[1784884],[1793427],[1793524],[1796032],[1799464],[1805034],[1814831],[1815000],[1817508],[1820940],[1822488],[1828084],[1830179],[1842055],[1849664],[1852062],[1861089],[1861789],[1862154],[1864032],[1866003],[1870585],[1872053],[1882145],[1885994],[1896467],[1896636],[1901186],[1902654],[1903644],[1904344],[1910691],[1912746],[1916595],[1918597],[1918955],[1927237],[1932527],[1933592],[1935470],[1937441],[1939443],[1948083],[1972675],[1981214],[1982682],[1983672],[1984372],[1991612],[2001619],[2010646],[2011711],[2013589],[2015560],[2020785],[2021715],[2022073],[2028394],[2030792],[2040884],[2044733],[2049315],[2050783],[2051773],[2052473],[2060875],[2064724],[2075366],[2084711],[2093269],[2096919],[2097849],[2098207],[2114634],[2123173],[2124641],[2125631],[2126331],[2142104],[2152111],[2161041],[2161971],[2162329],[2171048],[2181140],[2184989],[2193144],[2201449],[2217809],[2230017],[2230947],[2231305],[2251909],[2255559],[2273274],[2283281],[2289594],[2301462],[2316372],[2316730],[2348120],[2376688],[2388812],[2402216],[2435315],[2509338] ] cell #4403 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1031467],[1156190],[1187137],[1283776],[1299315],[1316305],[1337219],[1385877],[1409716],[1424584],[1429647],[1446534],[1500737],[1511390],[1516453],[1533595],[1554811],[1555097],[1559718],[1573234],[1582253],[1603403],[1623076],[1640857],[1641143],[1645764],[1655548],[1680015],[1683447],[1684085],[1695967],[1706620],[1711683],[1731723],[1732009],[1740869],[1745266],[1761715],[1764320],[1767752],[1768390],[1776978],[1795230],[1806360],[1810116],[1814903],[1832684],[1832970],[1837591],[1844453],[1856445],[1857083],[1860099],[1869655],[1880090],[1887996],[1891752],[1896539],[1900256],[1917994],[1918280],[1927140],[1929155],[1931537],[1947986],[1950591],[1954023],[1954661],[1965562],[1969642],[1975073],[1976063],[1977311],[1980284],[1994010],[1999221],[2007274],[2009656],[2019009],[2023183],[2035175],[2035813],[2038829],[2048385],[2058820],[2066726],[2070482],[2075269],[2079422],[2081467],[2085271],[2089806],[2090736],[2092204],[2095143],[2099317],[2107521],[2117032],[2122243],[2134991],[2139071],[2144502],[2145492],[2146740],[2149713],[2163439],[2168650],[2176703],[2179085],[2188760],[2196160],[2198205],[2199981],[2206544],[2212520],[2214565],[2222904],[2225302],[2232415],[2238062],[2240107],[2243911],[2248446],[2249376],[2250844],[2253783],[2257957],[2258947],[2266161],[2275672],[2280883],[2297078],[2297204],[2304478],[2306523],[2311988],[2319388],[2321433],[2323209],[2324677],[2329772],[2335431],[2342831],[2344876],[2346652],[2353215],[2354145],[2355613],[2359191],[2361236],[2369575],[2371973],[2379086],[2396296],[2405760],[2409700],[2409826],[2414084],[2417100],[2419145],[2430931],[2431057],[2438331],[2440376],[2442152],[2445841],[2453241],[2455286],[2457062],[2458530],[2463625],[2466023],[2471809],[2487746],[2487872],[2490375],[2495176],[2497859],[2516822],[2516948],[2526286],[2530226],[2530352],[2534610],[2537626],[2539671],[2541447],[2546013],[2546947],[2563104],[2572369],[2578834],[2594771],[2594897],[2597400],[2602201],[2604884],[2605010],[2612314],[2622035],[2626718],[2635011],[2635137],[2639680],[2640614],[2640740],[2656771],[2669608],[2677122],[2678056],[2678182],[2693054],[2707458],[2725004],[2738101],[2764921], 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] cell #4404 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4405 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1504706],[1596726],[1634167],[1634532],[1678074],[1699936],[1725462],[1756841],[1761397],[1761841],[1788553],[1804518],[1804883],[1825994],[1826359],[1837429],[1850357],[1875244],[1878142],[1881132],[1885583],[1911733],[1922266],[1926822],[1927266],[1943112],[1947668],[1948112],[1959077],[1959442],[1960595],[1964220],[1969321],[1995052],[1997854],[1999914],[2004635],[2029087],[2036881],[2039871],[2044322],[2056872],[2059862],[2064313],[2074951],[2075395],[2076965],[2079101],[2080226],[2088464],[2106179],[2108214],[2111280],[2117643],[2133649],[2134511],[2138750],[2148346],[2150406],[2167283],[2169343],[2174064],[2177137],[2184578],[2185726],[2189153],[2196964],[2205202],[2206064],[2210383],[2212199],[2213324],[2221562],[2223920],[2237741],[2238866],[2239654],[2240541],[2247104],[2252205],[2264819],[2265681],[2269920],[2276283],[2279516],[2279613],[2286297],[2289816],[2297471],[2304157],[2305282],[2306070],[2306957],[2312381],[2320192],[2328430],[2329292],[2335824],[2336535],[2337660],[2337757],[2343635],[2351873],[2356599],[2358870],[2359995],[2360783],[2361670],[2368233],[2370591],[2379697],[2389034],[2394047],[2396689],[2397400],[2398525],[2398622],[2407451],[2410093],[2416779],[2417904],[2418692],[2419579],[2431324],[2439135],[2440810],[2443241],[2446234],[2446945],[2448070],[2448167],[2454045],[2462283],[2464641],[2471488],[2475488],[2477384],[2487368],[2489264],[2495610],[2498252],[2498963],[2500088],[2500185],[2509560],[2514573],[2516444],[2517215],[2519051],[2519148],[2521292],[2530619],[2538430],[2540105],[2543548],[2550088],[2551444],[2560462],[2561818],[2565818],[2567714],[2567811],[2582513],[2584409],[2586044],[2602635],[2605277],[2607113],[2607210],[2610188],[2613818],[2615382],[2622737],[2624301],[2629277],[2643755],[2645111],[2646469],[2659485],[2661381],[2661478],[2671027],[2678570],[2683764],[2694558],[2696122],[2710017],[2739520],[2752257], 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] cell #4406 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4407 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1634634],[1725531],[1761910],[1762351],[1804985],[1826461],[1838458],[1851123],[1881201],[1885561],[1886043],[1911802],[1927335],[1927776],[1948181],[1948622],[1959544],[1960493],[1971567],[1995121],[1997717],[2000680],[2004893],[2029853],[2039940],[2044300],[2044782],[2059931],[2064291],[2064773],[2075464],[2075905],[2076073],[2080089],[2085004],[2108980],[2111471],[2113526],[2140996],[2148209],[2151172],[2155385],[2167146],[2170109],[2174322],[2177199],[2184556],[2185038],[2188493],[2189344],[2196827],[2213187],[2215233],[2218102],[2238729],[2239517],[2240603],[2243644],[2252396],[2254451],[2270111],[2272166],[2279379],[2286555],[2290814],[2297662],[2305145],[2305933],[2307019],[2310124],[2311721],[2312572],[2320055],[2322791],[2335164],[2336015],[2336726],[2337523],[2343498],[2348413],[2359858],[2360646],[2361732],[2364773],[2373525],[2383290],[2390032],[2396029],[2396880],[2397591],[2398388],[2403436],[2410284],[2412580],[2417767],[2418555],[2419641],[2424667],[2425299],[2426150],[2431515],[2438998],[2440872],[2445574],[2446425],[2447136],[2447933],[2453908],[2456644],[2472973],[2477247],[2479715],[2480347],[2481198],[2489127],[2491595],[2493789],[2495672],[2497592],[2498443],[2499154],[2499951],[2510558],[2517406],[2518914],[2523962],[2524594],[2525445],[2530810],[2533106],[2538293],[2540167],[2541029],[2546680],[2549097],[2551635],[2559471],[2562009],[2567577],[2570045],[2570677],[2571528],[2579998],[2584272],[2586740],[2588223],[2590817],[2598620],[2600814],[2602697],[2605468],[2606976],[2607764],[2610277],[2614903],[2616950],[2623822],[2625869],[2628286],[2630824],[2642764],[2645302],[2650870],[2661244],[2663712],[2665195],[2665906],[2668122],[2671116],[2671732],[2678659],[2679275],[2683285],[2695643],[2697690],[2700107],[2702645],[2709026],[2711564],[2719973],[2726242],[2729852],[2739609],[2740225],[2744235],[2751778],[2777102],[2780712],[2786981], 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] cell #4408 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1634573],[1725530],[1761909],[1762283],[1804924],[1826400],[1851127],[1881200],[1885615],[1886047],[1911801],[1927334],[1927708],[1948180],[1948554],[1959483],[1971576],[1995120],[1997886],[2000684],[2004950],[2029857],[2039939],[2044354],[2044786],[2059930],[2064345],[2064777],[2075463],[2075837],[2077006],[2080258],[2085013],[2108984],[2111633],[2113535],[2117967],[2141005],[2148378],[2151176],[2155442],[2167315],[2170113],[2174379],[2184610],[2185042],[2186612],[2188502],[2189506],[2196996],[2213356],[2215242],[2218111],[2223952],[2238898],[2239686],[2243653],[2252558],[2254460],[2270273],[2272175],[2276607],[2279548],[2286612],[2287727],[2290823],[2297824],[2305314],[2306102],[2310133],[2311730],[2312734],[2320224],[2322398],[2335173],[2336177],[2336888],[2337692],[2343667],[2348422],[2360027],[2360815],[2364782],[2370623],[2373687],[2373773],[2380021],[2383299],[2390041],[2396038],[2397042],[2397753],[2398557],[2403445],[2410446],[2417936],[2418724],[2424676],[2425308],[2426312],[2426398],[2431677],[2439167],[2443565],[2445583],[2446587],[2447298],[2448102],[2454077],[2456251],[2464673],[2472982],[2477416],[2479724],[2480356],[2481360],[2481446],[2489296],[2491604],[2497601],[2498605],[2499316],[2500120],[2510567],[2517568],[2519083],[2521324],[2523971],[2524603],[2525607],[2525693],[2530972],[2538462],[2540636],[2546689],[2550120],[2551797],[2560494],[2562171],[2567746],[2570054],[2570686],[2571690],[2571776],[2580007],[2584441],[2586076],[2586749],[2588385],[2588471],[2590424],[2598629],[2605630],[2607145],[2610286],[2615784],[2616959],[2624703],[2625878],[2629309],[2630986],[2631072],[2643787],[2645464],[2646871],[2661413],[2663721],[2665357],[2665443],[2668161],[2671125],[2672440],[2678668],[2679983],[2684166],[2696524],[2697699],[2698888],[2710049],[2711726],[2711812],[2720012],[2726281],[2730560],[2739618],[2740933],[2752659],[2777141],[2787689], 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] cell #4409 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4410 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4411 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4412 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4413 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1544817],[1596119],[1674167],[1707189],[1756234],[1787946],[1800670],[1816155],[1833522],[1874637],[1897791],[1921659],[1931725],[1938558],[1942505],[1955229],[1990242],[2004203],[2009844],[2016677],[2048775],[2048999],[2053367],[2055266],[2069788],[2076521],[2092392],[2104302],[2113264],[2122633],[2122857],[2127225],[2129124],[2137943],[2158163],[2159087],[2159584],[2159671],[2173632],[2179273],[2186106],[2199473],[2200371],[2200595],[2209496],[2219685],[2227139],[2228063],[2228560],[2228647],[2237506],[2251032],[2261346],[2262608],[2262942],[2271904],[2281273],[2281497],[2285865],[2287764],[2292582],[2299893],[2300370],[2300867],[2300954],[2303922],[2324957],[2326219],[2326553],[2334519],[2346144],[2347042],[2347266],[2356167],[2356898],[2366356],[2373810],[2374734],[2375231],[2375318],[2385271],[2388119],[2391800],[2392624],[2392958],[2395384],[2405204],[2413576],[2414807],[2423513],[2426435],[2433746],[2434223],[2434720],[2434807],[2437775],[2441644],[2458810],[2460072],[2460406],[2468439],[2469674],[2472188],[2473691],[2474954],[2478561],[2481483],[2486834],[2493363],[2494521],[2505797],[2508645],[2512326],[2513150],[2513484],[2515910],[2519637],[2520698],[2525730],[2534102],[2535333],[2544051],[2548395],[2549630],[2554910],[2558769],[2560004],[2564021],[2565284],[2571813],[2575464],[2576699],[2579213],[2580716],[2581979],[2585586],[2588508],[2589666],[2593859],[2600388],[2601546],[2608760],[2614321],[2618665],[2619900],[2623240],[2625146],[2627584],[2628819],[2631109],[2634099],[2637718],[2642062],[2643297],[2647314],[2648577],[2652436],[2653671],[2657688],[2658951],[2665480],[2666638],[2675160],[2680500],[2682703],[2685319],[2687047],[2688282],[2695061],[2699405],[2700640],[2703980],[2705886],[2708324],[2709559],[2711849],[2713576],[2714839],[2719568],[2727801],[2729068],[2731836],[2733280],[2735186],[2739201],[2743653],[2748993],[2751196],[2753812],[2755540],[2756775],[2759763],[2760759],[2766021],[2768486],[2773384],[2776697],[2784930],[2786197],[2788965],[2790409],[2793986],[2798822],[2800864],[2804875],[2806563],[2807559],[2815286],[2821664],[2824479],[2825475],[2831592],[2838470],[2845813],[2851260],[2862307], 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] cell #4414 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4415 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1886605],[1972347],[2005456],[2005909],[2045344],[2065335],[2076940],[2087689],[2114306],[2118258],[2118687],[2141776],[2155948],[2156401],[2174885],[2175338],[2185600],[2186547],[2195720],[2216013],[2218307],[2220787],[2224514],[2246329],[2255231],[2259183],[2259612],[2272946],[2276898],[2277327],[2287118],[2287571],[2287786],[2291019],[2295114],[2315117],[2317272],[2318948],[2342391],[2348618],[2351098],[2354825],[2364978],[2367458],[2371185],[2373832],[2380312],[2380741],[2383666],[2384307],[2390237],[2403641],[2405320],[2407736],[2424872],[2425504],[2426457],[2428967],[2436215],[2437891],[2451125],[2452801],[2459028],[2465235],[2468734],[2473990],[2479920],[2480552],[2481505],[2484052],[2485229],[2485870],[2491800],[2494096],[2504192],[2504833],[2505386],[2506015],[2510763],[2514858],[2524167],[2524799],[2525752],[2528262],[2535510],[2543700],[2548690],[2553305],[2553946],[2554499],[2555128],[2559064],[2564320],[2566134],[2570250],[2570882],[2571835],[2575759],[2576235],[2576876],[2581015],[2586945],[2588530],[2592254],[2592895],[2593448],[2594077],[2598825],[2601121],[2613970],[2617155],[2618960],[2619436],[2620077],[2626074],[2627879],[2629549],[2631131],[2632494],[2633135],[2633688],[2634317],[2642357],[2647613],[2648795],[2652731],[2653207],[2653848],[2657987],[2659801],[2663917],[2665502],[2666213],[2670366],[2672045],[2673893],[2679588],[2681436],[2685537],[2687342],[2687818],[2688459],[2694710],[2697895],[2699700],[2700817],[2702952],[2708619],[2710289],[2711871],[2713875],[2715057],[2715689],[2717705],[2720777],[2722217],[2727046],[2728486],[2730165],[2732013],[2740538],[2742386],[2746487],[2754030],[2755835],[2756952],[2757505],[2759261],[2761167],[2761552],[2766281],[2766666],[2769353],[2777906],[2779346],[2781025],[2782873],[2787294],[2789142],[2795053],[2799142],[2801433],[2807967],[2808352],[2811039],[2816153],[2832659],[2834950],[2839039], 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] cell #4416 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4417 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1674221],[1724940],[1800999],[1833576],[1880610],[1911211],[1923545],[1938612],[1955558],[1994530],[2016731],[2039349],[2049053],[2055595],[2059340],[2071674],[2104510],[2117552],[2122911],[2129453],[2159781],[2159862],[2163959],[2165790],[2179605],[2186160],[2200649],[2211653],[2219893],[2228757],[2228838],[2232935],[2234766],[2242881],[2261789],[2262626],[2263150],[2263191],[2276192],[2281551],[2288093],[2300101],[2301064],[2301145],[2309297],[2318521],[2325400],[2326237],[2326761],[2326802],[2334962],[2347320],[2356916],[2358038],[2358324],[2366564],[2375428],[2375509],[2379606],[2381437],[2385714],[2392200],[2392642],[2393166],[2393207],[2395827],[2414825],[2415947],[2416233],[2423531],[2433954],[2434917],[2434998],[2443150],[2443856],[2452374],[2459253],[2460090],[2460614],[2460655],[2469692],[2472206],[2475397],[2476138],[2476424],[2478579],[2487277],[2494729],[2495874],[2503695],[2506240],[2512726],[2513168],[2513692],[2513733],[2516353],[2519845],[2535351],[2536473],[2536759],[2544069],[2545118],[2547304],[2548561],[2549648],[2552808],[2555353],[2560022],[2565727],[2566754],[2576717],[2579231],[2582422],[2583163],[2583449],[2585604],[2588908],[2589874],[2594302],[2601754],[2602899],[2610692],[2614339],[2615388],[2619918],[2623258],[2624307],[2627750],[2628837],[2634542],[2637736],[2638785],[2640971],[2642228],[2643315],[2646475],[2649020],[2650047],[2653689],[2659394],[2660421],[2666846],[2671531],[2675178],[2676227],[2679074],[2680666],[2682721],[2683770],[2685762],[2688300],[2691432],[2695079],[2696128],[2699571],[2700658],[2703998],[2705047],[2708490],[2709577],[2715282],[2716309],[2723382],[2727819],[2729651],[2731854],[2733298],[2734347],[2740024],[2743671],[2744720],[2747567],[2749159],[2751214],[2752263],[2754255],[2755706],[2756793],[2760777],[2767456],[2768504],[2770772],[2771958],[2773550],[2776863],[2780511],[2784948],[2786780],[2788983],[2790427],[2791476],[2794004],[2794783],[2798988],[2800941],[2804893],[2807577],[2814256],[2815304],[2817572],[2818758],[2821741],[2825493],[2827094],[2830257],[2831610],[2832389],[2838547],[2843729],[2845831],[2846610],[2851337],[2856690],[2862384],[2866501],[2874883], 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] cell #4418 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1674364],[1724946],[1801145],[1833719],[1880616],[1911217],[1923551],[1938755],[1955704],[1994536],[2016874],[2039355],[2050968],[2055741],[2059346],[2071680],[2104516],[2117558],[2124826],[2129599],[2161499],[2161654],[2163965],[2165796],[2179611],[2186303],[2201634],[2211658],[2219899],[2230475],[2230630],[2232941],[2234772],[2242887],[2261795],[2263156],[2264206],[2264769],[2276198],[2283466],[2288239],[2300107],[2301920],[2302075],[2309303],[2318526],[2325406],[2326767],[2327817],[2328380],[2334968],[2348305],[2356968],[2358329],[2359460],[2366570],[2377146],[2377301],[2379612],[2381443],[2385720],[2392205],[2393172],[2393434],[2393997],[2395833],[2414877],[2416238],[2417369],[2423583],[2433960],[2435773],[2435928],[2443156],[2443894],[2452379],[2459259],[2460620],[2461670],[2462233],[2469744],[2472258],[2475403],[2476429],[2476849],[2478631],[2487283],[2494735],[2495912],[2503733],[2506246],[2512731],[2513698],[2513960],[2514523],[2516359],[2519851],[2535403],[2536764],[2537895],[2544121],[2545156],[2547342],[2548566],[2549700],[2552846],[2555359],[2560074],[2565733],[2566759],[2576769],[2579283],[2582428],[2583454],[2583874],[2585656],[2588913],[2589880],[2594308],[2601760],[2602937],[2610730],[2614391],[2615426],[2619970],[2623310],[2624345],[2627755],[2628889],[2634548],[2637788],[2638823],[2641009],[2642233],[2643367],[2646513],[2649026],[2650052],[2653741],[2659400],[2660426],[2666852],[2671569],[2675230],[2676265],[2679112],[2680671],[2682773],[2683808],[2685768],[2688352],[2691470],[2695131],[2696166],[2699576],[2700710],[2704050],[2705085],[2708495],[2709629],[2715288],[2716314],[2723420],[2727871],[2729689],[2731906],[2733350],[2734385],[2740062],[2743723],[2744758],[2747605],[2749164],[2751266],[2752301],[2754261],[2755711],[2756845],[2760829],[2767494],[2768673],[2770810],[2771996],[2773555],[2776868],[2780549],[2785000],[2786818],[2789035],[2790479],[2791514],[2794472],[2794821],[2798993],[2801065],[2804945],[2807629],[2814294],[2815473],[2817610],[2818796],[2822089],[2825545],[2827163],[2830295],[2832078],[2832427],[2838671],[2843961],[2846299],[2846648],[2851685],[2856759],[2862732],[2866733],[2875115], 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] cell #4419 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4420 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [2005945],[2087754],[2118752],[2119197],[2156437],[2175374],[2186583],[2196295],[2220852],[2224584],[2224940],[2246394],[2259677],[2260122],[2277392],[2277837],[2287607],[2288533],[2296722],[2315182],[2317426],[2319523],[2322995],[2342966],[2351163],[2354895],[2355251],[2367523],[2371255],[2371611],[2380806],[2381251],[2381400],[2384461],[2388000],[2405895],[2407970],[2409344],[2412864],[2430575],[2436369],[2438466],[2441938],[2451279],[2453376],[2456848],[2459216],[2465305],[2465661],[2468320],[2468968],[2474144],[2486024],[2487390],[2489563],[2493728],[2504987],[2505540],[2506203],[2508526],[2515092],[2516466],[2528496],[2529870],[2533390],[2535664],[2541233],[2544322],[2548924],[2554100],[2554653],[2555316],[2557667],[2558650],[2559298],[2564474],[2566024],[2575345],[2575993],[2576469],[2577030],[2581169],[2584708],[2593049],[2593602],[2594265],[2596588],[2600753],[2603154],[2608048],[2610408],[2614592],[2618546],[2619194],[2619670],[2620231],[2623511],[2628113],[2633289],[2633842],[2634505],[2637989],[2638392],[2639040],[2642591],[2647767],[2648983],[2651154],[2652317],[2652965],[2653441],[2654002],[2658141],[2659691],[2665845],[2671247],[2674047],[2675431],[2675834],[2676482],[2681590],[2682974],[2685725],[2686928],[2687576],[2688052],[2688613],[2695332],[2699934],[2700971],[2702584],[2704251],[2704654],[2705302],[2708853],[2714029],[2715245],[2715579],[2719449],[2721410],[2722451],[2727679],[2728720],[2732167],[2733551],[2733954],[2734602],[2739740],[2742540],[2743531],[2743924],[2744975],[2746377],[2751467],[2754218],[2756069],[2757106],[2759312],[2762222],[2762911],[2767336],[2768025],[2769986],[2771027],[2778539],[2779580],[2780391],[2789296],[2790680],[2791731],[2793645],[2795104],[2795748],[2799193],[2799837],[2802103],[2809022],[2809711],[2810383],[2816786],[2817827],[2822569],[2825768],[2827871],[2832710],[2833354],[2839709],[2852165],[2857467], [1079103,2298249],[1238458,2410871],[1270930,2432102],[1284241,2041797],[1361321,2488206],[1411826,2349140],[1414270,2152941],[1433688,2531397],[1446999,2182053],[1486688,2558479],[1502847,2566656],[1544555,2256280],[1557697,2595231],[1560183,2269497],[1575344,2459550],[1577788,2284111],[1616701,2622896],[1627584,2627294],[1643743,2635471],[1646229,2333108],[1656538,2507169],[1681918,2652146],[1682311,2362750],[1689498,2364320],[1698077,2660323],[1706927,2377409],[1729432,2673070],[1741859,2556282],[1755340,2682359],[1766223,2686757],[1766616,2420659],[1773803,2422229],[1776062,2575174],[1808528,2703636],[1808558,2449035],[1809003,2449041],[1815893,2450016],[1819411,2708034],[1835570,2716211],[1838056,2288220],[1854792,2721523],[1855995,2722035],[1856388,2483948],[1859183,2618375],[1890164,2732936],[1890194,2501053],[1890639,2501059],[1897529,2502034],[1899277,2637374],[1915703,2741563],[1928130,2649949],[1930621,2522162],[1930819,2525853],[1931175,2526421],[1941611,2750852],[1952494,2755250],[1952887,2376426],[1960074,2381817],[1974157,2672667],[1976763,2762631],[1976793,2557517],[1977238,2557523],[1979305,2674816],[2005552,2770611],[2008740,2568245],[2008938,2571936],[2009294,2572504],[2018112,2691148],[2033522,2778652],[2034725,2779164],[2035118,2428900],[2037913,2699115],[2043841,2782050],[2047406,2591084],[2048171,2594415],[2068894,2790065],[2068924,2461573],[2069369,2461579],[2076259,2466276],[2083795,2611828],[2087724,2795358],[2088827,2721188],[2091486,2621602],[2091842,2622170],[2094246,2723098],[2116116,2730787],[2118722,2802512],[2121264,2631324],[2122029,2634655],[2143586,2741160],[2146192,2809431],[2146222,2508404],[2146667,2508410],[2148734,2743309],[2154841,2811785],[2156044,2812297],[2158368,2651334],[2174981,2817411],[2178169,2535684],[2178367,2537193],[2178723,2537761],[2192165,2669337],[2194198,2674326],[2195969,2761868],[2197308,2762058],[2199767,2677700],[2216893,2680210],[2220822,2827481],[2221925,2769764],[2227344,2685945],[2242435,2577050],[2246364,2832964],[2247467,2778317],[2250126,2578401],[2250482,2578969],[2252886,2780227],[2257041,2700991],[2259647,2836029],[2274756,2787916],[2277362,2840118],[2279904,2602927],[2280669,2604528],[2287214,2842984],[2290544,2718406],[2293498,2718596],[2295348,2722708],[2296906,2795634],[2308851,2620251],[2315152,2847426],[2315393,2727457],[2319197,2801749],[2320536,2801939],[2338836,2638813],[2340869,2636884],[2342640,2808668],[2343979,2808858],[2346438,2640258],[2351133,2853878],[2352236,2744748],[2363564,2654022],[2367493,2857077],[2368596,2816564],[2374015,2661680],[2378170,2757126],[2380776,2860142],[2383900,2759842],[2399701,2676255],[2403166,2766982],[2405569,2826705],[2406120,2767172],[2409528,2827757],[2421473,2688633],[2424397,2690958],[2427351,2692336],[2429201,2690758],[2430759,2833240],[2438140,2780037],[2439479,2781415],[2449005,2870198],[2449246,2705075],[2450777,2789316],[2453050,2839355],[2454389,2839545],[2461543,2872401],[2462646,2791504],[2479445,2722908],[2482399,2724286],[2485463,2799723],[2487574,2847532],[2501023,2877451],[2501264,2734375],[2502795,2732187],[2504426,2736649],[2508374,2878385],[2516650,2810269],[2523692,2747093],[2526095,2856301],[2526646,2748471],[2527478,2817600],[2530054,2857353],[2537435,2818284],[2538774,2819662],[2553539,2763469],[2557487,2884583],[2569775,2771484],[2572178,2865968],[2572729,2772862],[2573561,2770800],[2578643,2832188],[2591306,2838661],[2592488,2783405],[2594599,2870304],[2595845,2840398],[2604712,2840956],[2613208,2794582],[2621844,2846409],[2631546,2801055],[2632728,2803350],[2634839,2877557],[2636085,2802792],[2637596,2851675],[2640442,2851781],[2651498,2856823],[2669559,2822079],[2670600,2822185],[2675038,2862722],[2677884,2862828],[2686109,2827227],[2691312,2866797],[2703060,2870688],[2718760,2844025],[2723262,2875179],[2732360,2847916],[2736763,2878148],[2759956,2861054],[2763583,2884346] ] cell #4421 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4422 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [2119236],[2196355],[2225000],[2225440],[2260161],[2277876],[2288572],[2297224],[2319583],[2323021],[2323344],[2343026],[2355311],[2355751],[2371671],[2372111],[2381290],[2382191],[2389388],[2405955],[2407996],[2409846],[2413001],[2431077],[2438526],[2441964],[2442287],[2453436],[2456874],[2457197],[2465721],[2466161],[2466352],[2468994],[2472111],[2487892],[2489754],[2490951],[2494090],[2509914],[2515118],[2516968],[2520123],[2528522],[2530372],[2533527],[2535760],[2541259],[2541582],[2543974],[2544513],[2548950],[2559324],[2560514],[2562441],[2566050],[2576019],[2576495],[2577126],[2579136],[2584899],[2586096],[2596779],[2597976],[2601115],[2603180],[2608185],[2610913],[2614783],[2619220],[2619696],[2620327],[2622357],[2623163],[2623702],[2628139],[2629481],[2637641],[2638180],[2638583],[2639066],[2642617],[2645734],[2652991],[2653467],[2654098],[2656108],[2659717],[2661871],[2666207],[2668307],[2671752],[2675083],[2675622],[2676025],[2676508],[2679295],[2683165],[2687602],[2688078],[2688709],[2691653],[2691988],[2692527],[2695523],[2699960],[2701067],[2702946],[2703903],[2704442],[2704845],[2705328],[2708879],[2710221],[2715605],[2720158],[2722477],[2723603],[2723938],[2724477],[2728746],[2729872],[2732263],[2733203],[2733742],[2734145],[2734628],[2740245],[2744115],[2745001],[2746403],[2747788],[2748123],[2748662],[2751658],[2756095],[2757202],[2757437],[2760682],[2762248],[2763102],[2767362],[2768216],[2771053],[2772179],[2772514],[2773053],[2777287],[2779606],[2780417],[2780732],[2781606],[2782805],[2787001],[2789392],[2790871],[2791757],[2793667],[2795918],[2796474],[2800007],[2800563],[2802129],[2802983],[2809048],[2809902],[2810553],[2817853],[2818979],[2819853],[2821493],[2822591],[2823073],[2825790],[2826272],[2828041],[2833524],[2834080],[2834615],[2839735],[2840589],[2844396],[2846840],[2848420],[2852187],[2852669],[2857637],[2867168],[2871192], [1205550,2390730],[1367922,2492293],[1400780,2511256],[1414309,2153000],[1491801,2561224],[1542306,2436705],[1544767,2256816],[1564298,2599318],[1577827,2284170],[1616830,2623021],[1632697,2630039],[1673966,2352139],[1687031,2654891],[1689537,2364379],[1704678,2536000],[1707139,2377945],[1744940,2678793],[1755469,2682484],[1771336,2689502],[1773842,2422288],[1783798,2577919],[1808657,2703761],[1809042,2449100],[1816105,2450552],[1824524,2710779],[1833321,2462549],[1854921,2721648],[1866919,2621120],[1879764,2729370],[1890293,2733061],[1890678,2501118],[1897741,2502570],[1899885,2637499],[1931211,2747286],[1931235,2526481],[1931675,2526488],[1938357,2527381],[1941740,2750977],[1957607,2757995],[1960113,2381876],[1975737,2762334],[1976892,2762756],[1977277,2557582],[1979913,2674941],[2009330,2771677],[2009354,2572564],[2009794,2572571],[2016476,2573464],[2018138,2691151],[2033651,2778777],[2045649,2701860],[2048014,2591209],[2048197,2594418],[2048520,2594917],[2058494,2786499],[2069023,2790190],[2069408,2461638],[2076471,2466692],[2089435,2721313],[2091878,2796245],[2091902,2622230],[2092342,2622237],[2094272,2723101],[2118851,2802637],[2121872,2631449],[2122055,2634658],[2122378,2635157],[2130802,2736800],[2145166,2809134],[2146321,2809556],[2146706,2508469],[2149342,2743434],[2154970,2811910],[2158394,2651337],[2159096,2654181],[2178759,2818477],[2178783,2537821],[2179223,2537828],[2185905,2542217],[2192773,2669462],[2196331,2822779],[2197334,2762061],[2199793,2677703],[2200116,2678202],[2202355,2763620],[2222533,2769889],[2224976,2828368],[2227370,2685948],[2228072,2688792],[2248075,2778442],[2250518,2833851],[2250542,2579029],[2250982,2579036],[2252912,2780230],[2258621,2835732],[2259776,2836154],[2261972,2703097],[2277491,2840243],[2280512,2603242],[2280695,2604531],[2281018,2605030],[2293524,2718599],[2295374,2722711],[2296932,2795637],[2298135,2795785],[2300379,2725524],[2316001,2727582],[2319559,2848126],[2320562,2801942],[2325583,2732397],[2339444,2639128],[2343002,2852375],[2344005,2808861],[2346464,2640261],[2346787,2640760],[2349026,2810420],[2352844,2745063],[2355287,2854765],[2369204,2816689],[2371647,2857964],[2374041,2661683],[2374743,2663068],[2380905,2860267],[2383926,2759845],[2386529,2759993],[2388191,2763317],[2389540,2822984],[2400309,2676570],[2405931,2863587],[2406146,2767175],[2409554,2827760],[2410757,2827908],[2427377,2692339],[2429227,2690761],[2430785,2833243],[2431988,2833391],[2434232,2693574],[2438502,2868454],[2439505,2781418],[2449854,2705390],[2453412,2870898],[2454415,2839548],[2459436,2711996],[2463254,2791819],[2465697,2873288],[2468511,2794060],[2482425,2724289],[2485489,2799726],[2487600,2847535],[2488092,2799874],[2491103,2848331],[2501872,2734690],[2504452,2736652],[2507055,2737762],[2508717,2736497],[2510066,2852580],[2516676,2810272],[2517879,2811382],[2526457,2880681],[2526672,2748474],[2528086,2817915],[2530080,2857356],[2531283,2857504],[2537797,2882335],[2538800,2819665],[2553565,2763472],[2556168,2764582],[2558841,2826183],[2560666,2863663],[2572540,2885980],[2572755,2772865],[2574169,2771115],[2575536,2774795],[2579005,2886653],[2586248,2834526],[2592514,2783408],[2594625,2870307],[2595117,2784518],[2595871,2840401],[2598128,2871103],[2604738,2840959],[2605941,2842069],[2618737,2796920],[2622206,2891107],[2632754,2803353],[2634865,2877560],[2635357,2804463],[2636111,2802795],[2640468,2851784],[2651524,2856826],[2652508,2813042],[2654333,2880757],[2655438,2858193],[2663220,2858639],[2670626,2822188],[2677910,2862831],[2686135,2827230],[2687119,2829043],[2688944,2886056],[2690049,2828597],[2691338,2866800],[2693726,2866876],[2703230,2870710],[2718786,2844028],[2719640,2844104],[2723288,2875182],[2725676,2875258],[2732530,2847938],[2736933,2878170],[2746830,2881049],[2760126,2861076],[2763753,2884368],[2771221,2863955],[2774884,2886481],[2794149,2873994],[2797009,2890935] ] cell #4423 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [261491],[323106],[355158],[393166],[430131],[435114],[467627],[501627],[513692],[519814],[525324],[590782],[592980],[601480],[612910],[614249],[671995],[689898],[690232],[692343],[709798],[714010],[716208],[740971],[779769],[792689],[796693],[797036],[809598],[822996],[823330],[825441],[853627],[885732],[891962],[906217],[910771],[921728],[924305],[924639],[934648],[938652],[938995],[970081],[1001756],[1004333],[1004667],[1010713],[1012104],[1025985],[1038544],[1041519],[1044721],[1045064],[1055774],[1060328],[1064462],[1092349],[1093740],[1121665],[1124640],[1127842],[1128185],[1134669],[1135818],[1161189],[1163590],[1166383],[1167774],[1170057],[1181655],[1190604],[1211861],[1218974],[1220123],[1234579],[1246510],[1248911],[1251704],[1253095],[1255378],[1259305],[1263405],[1285567],[1289528],[1291023],[1294784],[1295933],[1313492],[1320012],[1327704],[1341142],[1345351],[1349451],[1363742],[1375089],[1376090],[1377585],[1381346],[1382495],[1389075],[1407091],[1415353],[1419248],[1422063],[1426163],[1444141],[1448325],[1458444],[1469360],[1470805],[1475881],[1487016],[1491222],[1494202],[1505268],[1506054],[1508869],[1512969],[1519080],[1537518],[1541727],[1545827],[1552593],[1571465],[1573961],[1578871],[1588618],[1593285],[1599726],[1602002],[1605642],[1617110],[1621202],[1627912],[1632118],[1635098],[1638639],[1664590],[1666035],[1671111],[1700498],[1704099],[1708199],[1715143],[1727887],[1729760],[1730611],[1744647],[1748733],[1755749],[1759841],[1762117],[1785112],[1791553],[1793829],[1797469],[1819739],[1823945],[1826925],[1830466],[1855201],[1870813],[1879471],[1883557],[1885430],[1886281],[1914158],[1916031],[1916882],[1927542],[1942020],[1946112],[1948388],[1975444],[2033931],[2044169],[2045020],[2058201],[2062287],[2064160],[2065011],[2075671],[2144873],[2155250],[2184425],[2185276],[2258328],[2261178] ] cell #4424 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [323152],[393234],[430177],[467750],[472551],[513760],[519860],[525447],[555423],[593026],[601603],[606404],[612978],[619272],[651293],[672118],[692411],[702094],[709921],[714722],[721022],[741094],[777912],[779892],[792817],[799864],[809933],[818832],[851770],[853750],[890451],[892090],[892897],[906652],[921851],[934177],[968570],[970209],[971016],[1001879],[1011148],[1011633],[1025658],[1041647],[1042454],[1092784],[1093269],[1124768],[1125575],[1130568],[1134342],[1166818],[1167303],[1214873],[1218647],[1234707],[1252139],[1252624],[1257810],[1290683],[1294457],[1343856],[1364177],[1377245],[1381019],[1420568],[1422048],[1460705],[1493875],[1507374],[1508854],[1552268],[1591017],[1601987],[1615047],[1638314],[1704084],[1714499],[1730286],[1793814],[1830141],[1850178],[1916557],[2028908], [261517,561207],[303107,628861],[322910,657727],[355184,707878],[370918,731505],[391169,760031],[393301,762407],[410132,787501],[429935,816367],[435140,824616],[447137,841287],[465720,646576],[470213,871761],[491444,900934],[498291,910523],[501653,914748],[511695,929460],[513827,931836],[519618,940611],[530164,956102],[553175,750442],[557547,989416],[580990,1020017],[589156,1030500],[590638,1032480],[591410,1031762],[592784,1034868],[599573,805216],[604066,1050491],[610913,1060080],[613045,1062456],[614275,1064305],[617866,828819],[648640,861278],[659487,1386172],[665989,881350],[676356,1149893],[676835,1142373],[686019,1152337],[687858,1154841],[690049,1157287],[690162,1156480],[690321,1155692],[692478,1159851],[699846,919871],[704218,1175687],[712384,1186170],[713866,1188150],[714638,1187432],[716012,1190538],[745332,963622],[746097,749036],[763770,1515955],[771399,999899],[776506,1007549],[779187,1273952],[782497,1277862],[792218,1281012],[792455,1279766],[792884,1280346],[796678,1285096],[797356,1284611],[797498,1283755],[807280,1040008],[809454,1310008],[818127,1299610],[819117,1312452],[820956,1314956],[823147,1317402],[823260,1316595],[823419,1315807],[825576,1319966],[850364,1089185],[853045,1082125],[856355,1086035],[867653,1636647],[875763,1645743],[883414,1123129],[885588,1118181],[891491,1404471],[891728,1403225],[892157,1403805],[893182,1396095],[895149,1407476],[905779,1409406],[906202,1410103],[906232,1409695],[910800,1413877],[915526,918465],[921146,1436710],[924456,1440620],[924569,1429937],[933199,1429149],[934414,1442524],[934843,1443104],[938637,1447854],[939315,1447369],[939457,1446513],[947699,1718463],[969610,1209241],[969847,1207995],[970276,1208575],[971301,1482901],[973268,1212246],[985485,1764299],[995554,998493],[1001174,1241480],[1004484,1245390],[1004597,1516743],[1005504,1529735],[1010275,1533285],[1010698,1533982],[1010728,1533574],[1011870,1525984],[1012299,1526564],[1025548,1539855],[1026014,1540232],[1041048,1567989],[1041285,1566743],[1041714,1567323],[1042739,1559613],[1044706,1570994],[1045384,1560553],[1046383,1550601],[1054493,1559697],[1055336,1572924],[1055759,1573621],[1055789,1573213],[1060357,1577395],[1069675,1844432],[1071748,1074753],[1087140,1333359],[1091911,1336909],[1092334,1337606],[1092364,1337198],[1093506,1612546],[1093935,1613126],[1107796,1363237],[1107819,1887755],[1124169,1371613],[1124406,1370367],[1124835,1370947],[1125860,1645659],[1127827,1374618],[1128505,1646599],[1129088,1658743],[1133970,1649563],[1134232,1662718],[1134698,1663095],[1135380,1655238],[1135803,1655935],[1135833,1655527],[1161174,1692107],[1165945,1695657],[1166368,1696354],[1166398,1695946],[1167540,1688356],[1167969,1688936],[1170086,1689105],[1171756,1679994],[1181218,1702227],[1181684,1702604],[1192979,1197226],[1195309,1965321],[1213393,1463513],[1218275,1734884],[1218537,1467488],[1219003,1467865],[1219685,1740559],[1220108,1741256],[1220138,1740848],[1231103,1234108],[1234345,1493126],[1234774,1493706],[1246495,1496877],[1251266,1500427],[1251689,1501124],[1251719,1500716],[1252861,1772661],[1253290,1773241],[1255407,1773410],[1256666,1785872],[1256776,1775038],[1259290,1782303],[1261502,1776957],[1262968,1782467],[1263434,1782844],[1289203,1818098],[1289557,1806874],[1294347,1822073],[1294813,1822450],[1295495,1814593],[1295918,1815290],[1295948,1814882],[1299646,1806119],[1320736,2077247],[1321857,1326209],[1327689,1590476],[1342712,1594045],[1342822,1858159],[1345336,1865424],[1347548,1860078],[1349014,1865588],[1349480,1865965],[1355351,1359598],[1363304,1622766],[1363727,1623463],[1363757,1623055],[1375765,1626271],[1376119,1888510],[1380909,1630246],[1381375,1630623],[1382057,1896229],[1382480,1896926],[1382510,1896518],[1386603,1898885],[1388750,1905274],[1389104,1900770],[1390539,1900015],[1415338,1927527],[1419424,1940431],[1419534,1929597],[1425726,1937026],[1426192,1937403],[1452763,1456975],[1457085,1965090],[1458119,1719003],[1458473,1966076],[1469345,1729745],[1473409,1978913],[1475556,1985302],[1475910,1980798],[1477345,1980043],[1484677,1743326],[1485375,1489727],[1487001,1491207],[1493765,1750755],[1494231,1751132],[1505253,1762102],[1506230,1754160],[1506340,2007716],[1512532,2015145],[1512998,2015522],[1517112,2017393],[1519256,2023693],[1519366,2019451],[1541712,2044154],[1545856,2044695],[1550121,2047014],[1552622,2048899],[1578856,2075656],[1585043,1840721],[1587791,2081010],[1588794,1844963],[1588904,2081909],[1599401,1854682],[1599755,2090320],[1603674,2093527],[1605818,2099827],[1605928,2095585],[1614869,1868284],[1615521,1619733],[1616591,1620877],[1617139,1870169],[1619843,2107049],[1621231,2108035],[1627897,1632103],[1635127,1885956],[1636167,2120872],[1638668,2122757],[1649083,2131970],[1664575,1916016],[1670786,2154731],[1671140,2150227],[1700483,1948373],[1708228,2184951],[1714321,1962541],[1716842,2189826],[1717983,2190985],[1724312,1971341],[1728063,1975583],[1728173,2198647],[1730640,2200495],[1734404,2203523],[1744786,1748909],[1744895,1745158],[1747906,2214108],[1749019,2215007],[1755230,1759516],[1755778,1999735],[1759870,2223418],[1791228,2033412],[1791582,2248960],[1797645,2258467],[1797755,2254225],[1819724,1823930],[1826954,2064686],[1830495,2281397],[1850000,2086785],[1853662,2299303],[1855230,2091250],[1869737,1869991],[1872512,2313054],[1873653,2314213],[1879610,1883733],[1879719,1879982],[1883843,2321875],[1886310,2323723],[1910583,2140770],[1914334,2145012],[1914444,2345318],[1916911,2347166],[1920675,2350194],[1941501,1945787],[1942049,2169164],[1946141,2370089],[1975692,1975955],[1999303,1999557],[2003219,2411925],[2028730,2245425],[2032392,2433156],[2033960,2249890],[2045049,2442666],[2058340,2062463],[2058449,2058712],[2062573,2455728],[2065040,2457576],[2090818,2091072],[2145121,2145384],[2155279,2354659],[2168732,2168986],[2172648,2532451],[2185305,2541961],[2249458,2249712],[2258576,2258839],[2354227,2354481] ] cell #4425 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [323149],[393175],[430174],[467636],[472492],[513701],[519857],[525333],[555304],[593023],[601489],[606345],[612919],[619153],[651357],[672004],[692352],[701975],[709807],[714663],[721086],[740980],[777793],[779778],[792698],[799805],[809997],[818713],[851651],[853636],[890515],[891971],[892778],[906528],[921737],[934241],[968634],[970090],[970897],[1001765],[1011024],[1011697],[1025725],[1041528],[1042335],[1092660],[1093333],[1124649],[1125456],[1132814],[1134409],[1166694],[1167367],[1217119],[1218714],[1234588],[1252015],[1252688],[1260052],[1292929],[1294524],[1346098],[1364053],[1379491],[1381086],[1422810],[1424294],[1461831],[1493942],[1509616],[1511100],[1554496],[1592139],[1603113],[1615114],[1640542],[1706330],[1714566],[1731408],[1794940],[1832369],[1850245],[1917679],[2028975], 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] cell #4426 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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203299],[1734713,1980859],[1748050,2404329],[1749150,2214760],[1755394,2219659],[1755631,1999796],[1770378,1771498],[1787106,2245201],[1797886,2253978],[1799834,2255477],[1802090,2045811],[1808747,1808819],[1819362,2271693],[1821310,2273192],[1824686,2065802],[1834828,1835948],[1853806,2299079],[1853971,2090381],[1854846,2299867],[1855083,2091311],[1872525,2486251],[1873797,2313989],[1873962,2108096],[1883974,2321628],[1890383,1890455],[1914575,2345071],[1915654,2345933],[1920819,2349970],[1920984,2150288],[1941665,2366330],[1941902,2169225],[1956649,1957769],[1976982,1977054],[2003363,2411701],[2003528,2223479],[2032536,2432932],[2032701,2249021],[2033576,2433720],[2033813,2249951],[2043792,2441433],[2062704,2455481],[2069113,2069185],[2118941,2119013],[2146411,2146483],[2154895,2519611],[2155132,2354720],[2172792,2532227],[2172957,2370150],[2259866,2259938],[2277581,2277653],[2380995,2381067] ] cell #4427 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4428 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [534282],[550642],[628714],[646429],[655411],[657970],[680953],[697313],[718035],[730986],[749923],[759884],[762615],[768866],[787354],[796336],[805069],[814051],[816610],[838300],[846505],[858291],[871242],[874524],[881203],[887464],[900415],[910376],[912245],[919352],[929313],[932044],[938295],[940854],[957686],[963475],[965583],[994634],[999380],[1017030],[1025235],[1029981],[1031583],[1032333],[1035111],[1037021],[1049972],[1053254],[1059933],[1061802],[1062664],[1079373],[1079876],[1081642],[1085516],[1112245],[1118034],[1120142],[1143957],[1149746],[1151854],[1156328],[1156573],[1156768],[1160059],[1180905],[1185651],[1187253],[1188003],[1188933],[1190781],[1200382],[1202926],[1205314],[1205739],[1208177],[1232687],[1238728],[1239231],[1240997],[1244871],[1271200],[1271703],[1273469],[1277343],[1279948],[1282596],[1283799],[1283972],[1288385],[1299431],[1304072],[1309861],[1316443],[1316688],[1316883],[1320174],[1324553],[1331603],[1334573],[1337242],[1361591],[1362094],[1362754],[1365298],[1367686],[1368111],[1370549],[1385993],[1398156],[1400544],[1400969],[1403407],[1409739],[1412096],[1412599],[1413965],[1427917],[1429785],[1430030],[1433958],[1434461],[1436227],[1440101],[1442706],[1445354],[1446557],[1446730],[1451143],[1454743],[1456490],[1462327],[1488071],[1491565],[1491990],[1493308],[1495121],[1498091],[1500760],[1514723],[1516591],[1516836],[1526166],[1527708],[1527979],[1530949],[1533618],[1542070],[1542495],[1557967],[1558470],[1559741],[1559914],[1561674],[1564062],[1564487],[1566925],[1573257],[1575614],[1576117],[1577483],[1585545],[1586601],[1597772],[1612728],[1614270],[1614719],[1617501],[1619248],[1621550],[1623099],[1625085],[1634204],[1644013],[1644516],[1645787],[1645960],[1651720],[1655571],[1656808],[1657311],[1657557],[1671459],[1680038],[1680211],[1686795],[1687220],[1688538],[1689193],[1690351],[1693321],[1695990],[1704442],[1704867],[1714171],[1715787],[1725870],[1737041],[1740892],[1742129],[1742632],[1743036],[1745289],[1745660],[1746716],[1757887],[1761738],[1764343],[1764516],[1771100],[1771525],[1772843],[1773498],[1777001],[1777174],[1778428],[1783562],[1783987],[1789599],[1804555],[1806546],[1806962],[1813377],[1814926],[1816912],[1826031],[1830814],[1840431],[1844476],[1844649],[1849850],[1851466],[1860122],[1860295],[1861549],[1866683],[1867108],[1869841],[1871457],[1880113],[1881540],[1888182],[1888598],[1895013],[1896562],[1898869],[1900442],[1900858],[1902058],[1907008],[1912141],[1923312],[1927163],[1928964],[1929307],[1931560],[1944158],[1948009],[1959114],[1965748],[1966164],[1971051],[1975096],[1976086],[1978897],[1980470],[1980886],[1982086],[1987036],[1989988],[1994033],[1999407],[2001023],[2007083],[2007426],[2009679],[2017723],[2018818],[2019161],[2028580],[2030196],[2038852],[2040279],[2058843],[2060270],[2075292],[2080994],[2081276],[2081619],[2089992],[2090922],[2092227],[2093857],[2094952],[2095295],[2107707],[2113010],[2117055],[2130163],[2140480],[2144525],[2145515],[2149899],[2151515],[2168836],[2170452],[2179108],[2186870],[2190156],[2198357],[2199219],[2201716],[2214092],[2214717],[2223090],[2225325],[2248632],[2249562],[2250867],[2253935],[2258970],[2271650],[2275695],[2291420],[2313384],[2321585],[2345028],[2345890],[2354331],[2355636],[2369761],[2371996],[2404042],[2441390],[2455438],[2466046], [261525,762682],[322773,874158],[355192,932111],[388804,986579],[393142,992333],[429798,1052888],[435148,1062731],[440232,1072995],[467603,1109669],[501661,1160126],[509330,1172850],[513668,1178604],[519481,1188567],[525300,1199399],[554904,986429],[574085,1264822],[592647,1288019],[601456,1301496],[608548,1312119],[612886,1317873],[618753,1072845],[637696,1350868],[671971,1394629],[673840,1395762],[685827,1409191],[692319,1418239],[701575,1172700],[709774,1442778],[740947,1481435],[742816,1482568],[777393,1264672],[778995,1523153],[779745,1526238],[792665,1539682],[806938,1559280],[818313,1311969],[851251,1350718],[852853,1609715],[853603,1612800],[883072,1645326],[891938,1652799],[892378,1395612],[905840,1668489],[920954,1685525],[921704,1688610],[970057,1738120],[970497,1482418],[1000982,1769830],[1001732,1772915],[1006485,1520929],[1010336,1779468],[1041495,1812154],[1041935,1559130],[1088121,1607491],[1091972,1862589],[1107604,1877408],[1124616,1893790],[1125056,1645176],[1130204,1649973],[1162155,1683301],[1166006,1934027],[1214509,1735294],[1234555,1997207],[1247476,1767606],[1251327,2012146],[1290319,1809328],[1291664,1811075],[1329790,1847650],[1363365,2110379],[1376881,1890964],[1378226,1892711],[1421684,1932987],[1460341,1968420],[1471446,1978270],[1484808,2211292],[1508490,2011106],[1574602,2071441],[1585174,2078194],[1601623,2092664],[1666676,2147699],[1703720,2180535],[1724443,2194932],[1793450,2251304],[1910714,2341603] ] cell #4429 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4430 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[2032398,2778044],[2042573,2590338],[2050666,2446496],[2052389,2267433],[2056455,2451510],[2062469,2597445],[2062564,2787458],[2088047,2475560],[2091078,2475688],[2097261,2482256],[2104730,2312643],[2105762,2311050],[2108793,2110535],[2112875,2318494],[2114976,2318894],[2117905,2630895],[2119736,2322312],[2124524,2498514],[2126247,2331044],[2133232,2506403],[2140345,2641314],[2142446,2513099],[2151994,2646414],[2153717,2521548],[2168992,2529416],[2170931,2752202],[2172654,2816291],[2182829,2540550],[2199084,2392173],[2201332,2551706],[2204785,2555516],[2220113,2410355],[2221145,2408762],[2224176,2225918],[2246687,2582585],[2249718,2582713],[2255901,2589281],[2271515,2452347],[2273616,2452747],[2276545,2711635],[2278376,2456165],[2283164,2605539],[2284887,2464897],[2297733,2300321],[2345755,2512699],[2348003,2645373],[2351456,2649183],[2354487,2649311],[2366784,2530881],[2367816,2529288],[2370847,2372589],[2379959,2665266],[2431586,2434174],[2441255,2588881],[2443503,2588294],[2517477,2520065] ] cell #4431 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [435553],[515797],[575955],[608112],[639566],[673404],[699183],[709312],[742380],[770736],[774615],[779283],[798206],[806502],[848473],[853141],[876471],[882636],[887376],[911809],[916574],[921242],[940165],[959335],[965495],[994198],[996602],[1001270],[1006114],[1027203],[1031871],[1036933],[1038078],[1055201],[1061366],[1073902],[1081554],[1087750],[1108772],[1113894],[1117572],[1120054],[1121199],[1145606],[1151766],[1161784],[1163122],[1180469],[1182873],[1187541],[1196262],[1200294],[1207806],[1211395],[1233257],[1235727],[1240909],[1247105],[1248443],[1265729],[1273381],[1279577],[1291293],[1300599],[1305721],[1309399],[1311881],[1313026],[1325575],[1329419],[1336642],[1340674],[1351775],[1358634],[1362666],[1364476],[1370178],[1373767],[1377855],[1391492],[1395524],[1403036],[1406625],[1428487],[1430957],[1436139],[1442335],[1443673],[1453250],[1455668],[1467231],[1471075],[1478298],[1482330],[1489093],[1492937],[1500160],[1504192],[1515293],[1521951],[1525795],[1533018],[1537050],[1548151],[1555010],[1559042],[1560852],[1566554],[1570143],[1574231],[1583859],[1594532],[1596950],[1608513],[1612357],[1616008],[1618426],[1629989],[1633833],[1641056],[1645088],[1648480],[1650898],[1662461],[1666305],[1673528],[1677560],[1684323],[1688167],[1695390],[1699422],[1710523],[1723128],[1731922],[1733801],[1736219],[1743974],[1754647],[1757065],[1768628],[1772472],[1775686],[1786359],[1788777],[1800340],[1804184],[1807835],[1810253],[1821816],[1825660],[1832883],[1836915],[1845450],[1853059],[1857321],[1858807],[1878798],[1889471],[1891889],[1909399],[1918193],[1920072],[1922490],[1930245],[1940918],[1943336],[1954899],[1958743],[1966668],[1967967],[1973781],[1977448],[2002616],[2008364],[2024180],[2031789],[2036051],[2037537],[2057528],[2068201],[2070619],[2083419],[2085458],[2100314],[2109926],[2115740],[2136097],[2137396],[2143210],[2146877],[2172045],[2177793],[2188947],[2207650],[2208949],[2216517],[2242059],[2244098],[2268566],[2274380],[2308475],[2312175],[2332177],[2335618],[2363188],[2396483],[2421097],[2446028],[2498046],[2547134] ] cell #4432 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [658069],[762179],[816709],[867570],[874062],[931608],[940953],[947616],[985430],[1035210],[1046300],[1052792],[1062228],[1069620],[1108170],[1133887],[1159623],[1171701],[1181979],[1188471],[1195660],[1218192],[1261447],[1263729],[1279123],[1287923],[1299997],[1310970],[1347493],[1349775],[1390890],[1392612],[1393493],[1409095],[1426487],[1441279],[1477696],[1479418],[1480299],[1513293],[1523057],[1523619],[1538860],[1556130],[1557011],[1609619],[1610181],[1642176],[1643057],[1650422],[1651977],[1685429],[1685991],[1735743],[1737298],[1752768],[1769734],[1770296],[1777522],[1809777],[1811332],[1860643],[1877312],[1891413],[1892968],[1932081],[1933436],[1968869],[1996385],[2010200],[2011555],[2050337],[2084265],[2093113],[2103173],[2124195],[2180984],[2188315],[2201003],[2251753],[2282835],[2296633],[2347674],[2430486], 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487301],[2113100,2318490],[2114669,2318415],[2117576,2119664],[2120710,2496126],[2122608,2326785],[2131808,2503947],[2140570,2509739],[2142139,2512620],[2150078,2516377],[2151665,2519551],[2170602,2366270],[2173987,2175886],[2182757,2379630],[2190823,2545370],[2198447,2549965],[2199309,2392169],[2200346,2393190],[2203361,2553060],[2213946,2559771],[2214807,2560339],[2219721,2408893],[2219917,2220041],[2223269,2565751],[2245263,2580129],[2248811,2582446],[2254025,2585921],[2255594,2588802],[2271740,2452343],[2273309,2452268],[2276216,2278304],[2281248,2460638],[2299141,2615640],[2299929,2475691],[2300125,2300249],[2314051,2624559],[2321675,2629154],[2323574,2494753],[2345118,2643632],[2345980,2512695],[2347017,2513716],[2350032,2646727],[2366392,2529419],[2366588,2366712],[2369940,2659418],[2411763,2684022],[2432994,2696380],[2433782,2582716],[2433978,2434102],[2441480,2588877],[2442517,2589898],[2455528,2709894],[2457427,2601778],[2519673,2649314],[2519869,2519993],[2532289,2752515],[2541812,2666870] ] cell #4433 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4434 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4435 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4436 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4437 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4438 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4439 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4440 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4441 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4442 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4443 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4444 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4445 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4446 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [994045],[1116557],[1159470],[1180316],[1190880],[1235480],[1243655],[1286908],[1308384],[1319585],[1319738],[1325328],[1364904],[1408848],[1417023],[1430710],[1438885],[1441881],[1449666],[1450681],[1456096],[1466984],[1488846],[1494970],[1521704],[1522810],[1524221],[1539288],[1561280],[1572366],[1572613],[1580541],[1586450],[1597378],[1608266],[1609372],[1610783],[1618854],[1629742],[1633379],[1651326],[1652405],[1653574],[1653821],[1662214],[1668338],[1684076],[1685182],[1686593],[1690200],[1701232],[1701660],[1713232],[1725719],[1736647],[1737726],[1738895],[1739142],[1746565],[1757493],[1760847],[1761094],[1768381],[1769487],[1770898],[1778277],[1779317],[1780393],[1780821],[1789205],[1800093],[1802610],[1810681],[1811760],[1812929],[1813176],[1821569],[1825206],[1827693],[1848911],[1857074],[1861398],[1862438],[1863514],[1863942],[1868902],[1877065],[1881389],[1884584],[1885012],[1887592],[1892317],[1893396],[1894565],[1894812],[1899503],[1899584],[1901221],[1903953],[1911990],[1922918],[1925166],[1925413],[1932836],[1933876],[1934952],[1935380],[1943764],[1947118],[1947365],[1954652],[1957169],[1958289],[1973342],[1977876],[1979531],[1979612],[1981249],[1983981],[1992279],[1996813],[1998468],[1998609],[2003958],[2006631],[2006878],[2010955],[2011995],[2013071],[2013499],[2018390],[2027641],[2035804],[2040128],[2042244],[2042672],[2046331],[2047632],[2047713],[2049350],[2052082],[2060119],[2063314],[2063742],[2066322],[2071047],[2073295],[2073542],[2074401],[2074648],[2082490],[2082631],[2088622],[2089053],[2089134],[2092513],[2094524],[2106337],[2110228],[2112294],[2115301],[2119407],[2119835],[2121490],[2121571],[2123208],[2125940],[2142771],[2147305],[2148960],[2149041],[2153410],[2157123],[2157370],[2158646],[2159507],[2161076],[2167897],[2168038],[2173387],[2176060],[2176307],[2180384],[2182500],[2182928],[2183579],[2184007],[2191666],[2192391],[2192472],[2193179],[2194274],[2196443],[2197586],[2210634],[2212803],[2218556],[2221720],[2222151],[2222232],[2225611],[2227622],[2228483],[2230052],[2241130],[2241271],[2247262],[2247693],[2247774],[2251153],[2253164],[2256226],[2260332],[2260760],[2262978],[2270934],[2273941],[2278047],[2278475],[2280130],[2280211],[2280271],[2284580],[2285620],[2290067],[2290620],[2291268],[2293776],[2295145],[2300790],[2301497],[2307546],[2307687],[2310055],[2315619],[2315700],[2317502],[2319671],[2320814],[2326589],[2338337],[2339062],[2339143],[2339203],[2340945],[2343114],[2344257],[2348867],[2352031],[2355922],[2365227],[2368391],[2368822],[2368903],[2372282],[2374293],[2374348],[2375154],[2376723],[2383221],[2383697],[2384537],[2389285],[2390486],[2392994],[2399202],[2399927],[2400008],[2400068],[2403242],[2403890],[2406398],[2407767],[2413412],[2424473],[2425121],[2425753],[2427629],[2427684],[2428998],[2434643],[2435350],[2436445],[2438614],[2449472],[2449553],[2449613],[2451355],[2453524],[2454667],[2460442],[2468765],[2472904],[2474220],[2479521],[2480169],[2480801],[2482677],[2482732],[2485260],[2486100],[2492049],[2494557],[2501490],[2501571],[2501631],[2504223],[2505063],[2505616],[2509811],[2511012],[2513520],[2514889],[2520534],[2523768],[2524416],[2525048],[2526924],[2526979],[2528293],[2533938],[2548721],[2553336],[2554176],[2554729],[2559095],[2564550],[2569851],[2570499],[2571131],[2573007],[2573062],[2575790],[2576266],[2579929],[2581245],[2587194],[2589702],[2592285],[2593125],[2593678],[2599074],[2601582],[2608596],[2613284],[2617404],[2618991],[2619467],[2626323],[2627910],[2632525],[2633365],[2633918],[2642388],[2647843],[2652762],[2653238],[2658217],[2664166],[2666674],[2670397],[2674123],[2681666],[2687373],[2687849],[2698144],[2699731],[2708650],[2714105],[2717736],[2722248],[2728517],[2742616],[2755866],[2761198],[2766312],[2779377],[2807998] ] cell #4447 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [763670],[840785],[875173],[875707],[914162],[933099],[957448],[988914],[993206],[993360],[1019515],[1033912],[1034446],[1053903],[1054437],[1063719],[1078830],[1105603],[1108490],[1112007],[1116501],[1143719],[1154339],[1158631],[1158785],[1175185],[1179477],[1179631],[1189582],[1190116],[1190927],[1195980],[1202211],[1232449],[1235424],[1238185],[1270657],[1278841],[1282358],[1286852],[1300317],[1303834],[1308328],[1318746],[1318900],[1320418],[1323838],[1325272],[1336360],[1358352],[1361048],[1364583],[1391210],[1392330],[1397441],[1408792],[1411553],[1430654],[1433415],[1441599],[1449610],[1450654],[1455775],[1466928],[1478016],[1479136],[1484446],[1487356],[1488790],[1499878],[1503460],[1520214],[1521648],[1522754],[1523939],[1532736],[1538967],[1554728],[1555848],[1560959],[1572310],[1572512],[1584812],[1597057],[1606776],[1608210],[1609316],[1610501],[1618533],[1629686],[1633097],[1640774],[1641894],[1651005],[1652084],[1653518],[1653720],[1662158],[1673246],[1682586],[1684020],[1685126],[1686311],[1695108],[1698690],[1724081],[1731640],[1736326],[1737405],[1738839],[1739041],[1752486],[1757172],[1760791],[1766891],[1768325],[1769431],[1770616],[1788884],[1800037],[1802328],[1810360],[1811439],[1812873],[1813075],[1821513],[1824924],[1832601],[1836183],[1846935],[1852249],[1857018],[1872240],[1877009],[1887310],[1891996],[1893075],[1894509],[1894711],[1910352],[1917911],[1922597],[1925110],[1925312],[1928743],[1943443],[1947062],[1954596],[1956887],[1958007],[1961899],[1973286],[1977555],[1992223],[1996492],[2001806],[2006575],[2006777],[2030979],[2035748],[2046049],[2066040],[2070726],[2073239],[2073441],[2074345],[2077777],[2086143],[2087883],[2103858],[2105598],[2115245],[2142715],[2146984],[2152298],[2157067],[2171235],[2176004],[2176206],[2194515],[2210875],[2220981],[2244783],[2246523],[2256170],[2273885],[2341186],[2351292],[2367652], 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] cell #4448 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4449 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4450 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4451 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4452 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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024],[1965785,2385415],[1965924,2191140],[1974813,2391503],[1975803,2392214],[1980507,2395528],[1980646,2203678],[1992765,2559732],[1993750,2404907],[1999444,2408932],[1999651,2220038],[2013325,2014404],[2028617,2430163],[2038569,2437478],[2040381,2438727],[2042498,2260586],[2048747,2048815],[2058560,2452388],[2060372,2453637],[2063568,2278301],[2073259,2074365],[2090029,2475098],[2090168,2299458],[2090959,2475730],[2091166,2300246],[2107744,2486978],[2107883,2314368],[2116772,2493066],[2122605,2122673],[2144242,2512029],[2145232,2512740],[2149936,2516054],[2150075,2350349],[2168873,2529458],[2169080,2366709],[2182754,2183833],[2200343,2200411],[2223127,2565428],[2223266,2412080],[2248669,2582123],[2248808,2433311],[2249599,2582755],[2249806,2434099],[2258687,2588922],[2275412,2600091],[2281245,2281313],[2323571,2323639],[2347014,2347082],[2354368,2649353],[2354575,2519990],[2369798,2659095],[2369937,2532606],[2442514,2442582],[2457424,2457492],[2541809,2541877] ] cell #4453 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [763683],[874963],[914175],[933112],[942322],[985403],[993155],[1033702],[1053693],[1063732],[1063806],[1069593],[1108439],[1150828],[1158580],[1171674],[1179426],[1182049],[1189372],[1190187],[1195929],[1207086],[1228948],[1234959],[1261420],[1262540],[1263799],[1278790],[1300266],[1310943],[1311040],[1318695],[1324807],[1336309],[1347466],[1348586],[1349845],[1358301],[1369458],[1391159],[1392279],[1393466],[1393563],[1402316],[1408327],[1424178],[1425298],[1426557],[1430189],[1441074],[1441548],[1452909],[1466463],[1477965],[1479085],[1480272],[1480369],[1488325],[1499827],[1503254],[1510984],[1512104],[1513363],[1521183],[1522289],[1523414],[1523888],[1532685],[1543842],[1546221],[1554677],[1555797],[1556984],[1557081],[1565834],[1571845],[1594191],[1602997],[1607745],[1608851],[1609976],[1610450],[1615667],[1624473],[1629221],[1633046],[1633315],[1635492],[1640723],[1641843],[1643030],[1643127],[1648139],[1648213],[1650075],[1653053],[1661693],[1673195],[1675502],[1675599],[1683555],[1684661],[1685786],[1686260],[1695057],[1698484],[1706214],[1708593],[1726637],[1731589],[1733460],[1733534],[1735396],[1738374],[1747483],[1752435],[1754306],[1760326],[1761016],[1763112],[1763209],[1767860],[1768966],[1770091],[1770565],[1775733],[1786018],[1794824],[1799572],[1801803],[1802277],[1807494],[1807568],[1809430],[1812408],[1821048],[1824873],[1825142],[1827319],[1832550],[1834857],[1834954],[1835977],[1845109],[1852198],[1852718],[1852792],[1856553],[1858854],[1872189],[1876544],[1878910],[1882307],[1884575],[1886785],[1887259],[1889130],[1889204],[1891066],[1894044],[1912908],[1917860],[1919731],[1919805],[1924645],[1928537],[1930292],[1931277],[1933089],[1940577],[1946597],[1947287],[1949383],[1949480],[1954131],[1956362],[1956836],[1957956],[1958225],[1966780],[1967626],[1967700],[1968522],[1969805],[1972449],[1973828],[1988742],[1991386],[1998005],[1998600],[2001755],[2002275],[2002349],[2006110],[2008411],[2009396],[2011208],[2023839],[2030928],[2031448],[2031522],[2035283],[2037584],[2041046],[2045998],[2046267],[2048608],[2057640],[2061037],[2063305],[2065515],[2065989],[2067860],[2067934],[2072774],[2073880],[2074570],[2078874],[2079585],[2080377],[2082622],[2083466],[2085053],[2091944],[2092766],[2099973],[2102768],[2109585],[2109659],[2111764],[2114408],[2115787],[2122466],[2136209],[2137055],[2137129],[2139234],[2141878],[2143257],[2152247],[2156602],[2157292],[2167434],[2168029],[2171184],[2171704],[2171778],[2175539],[2177840],[2177905],[2178825],[2180637],[2183570],[2187910],[2188542],[2189637],[2195612],[2197115],[2200204],[2207762],[2208608],[2208682],[2212683],[2213475],[2216564],[2218151],[2225042],[2238225],[2239017],[2241262],[2242106],[2242171],[2243693],[2250584],[2251406],[2252689],[2255333],[2260323],[2268225],[2268299],[2270404],[2273048],[2274427],[2280262],[2281106],[2290863],[2296228],[2297955],[2304641],[2305433],[2307678],[2308522],[2308587],[2311770],[2312865],[2320343],[2323432],[2331836],[2331910],[2335213],[2336308],[2337019],[2339194],[2342283],[2343786],[2346875],[2348462],[2348858],[2355353],[2359354],[2360146],[2363235],[2363300],[2364822],[2371713],[2390081],[2396078],[2397173],[2397884],[2400059],[2403485],[2410577],[2417263],[2418055],[2421144],[2421209],[2424716],[2425348],[2425744],[2430081],[2431808],[2439286],[2442375],[2445623],[2446718],[2447429],[2449604],[2454196],[2457285],[2465763],[2471972],[2477535],[2479764],[2480396],[2480792],[2491644],[2497641],[2498736],[2499447],[2501622],[2510607],[2517699],[2524011],[2524643],[2525039],[2531103],[2538581],[2541670],[2546729],[2551928],[2562302],[2570094],[2570726],[2571122],[2584560],[2586789],[2598669],[2605761],[2610326],[2616999],[2625918],[2626314],[2645595],[2663761],[2671165],[2678708],[2697739],[2739658] ] cell #4454 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [763675],[840846],[875299],[875703],[914167],[933104],[957515],[988975],[993199],[993495],[1019576],[1034038],[1034442],[1054029],[1054433],[1063724],[1078835],[1105664],[1108483],[1112074],[1116506],[1143786],[1154400],[1158624],[1158920],[1175246],[1179470],[1179766],[1189708],[1190112],[1190932],[1195973],[1202216],[1232516],[1235429],[1238190],[1270662],[1278834],[1282425],[1286857],[1300310],[1303901],[1308333],[1318739],[1319035],[1320414],[1323843],[1325277],[1336353],[1358345],[1361053],[1364588],[1391203],[1392323],[1397446],[1408797],[1411558],[1430659],[1433420],[1441592],[1449615],[1450647],[1455780],[1466933],[1478009],[1479129],[1484451],[1487361],[1488795],[1499871],[1520219],[1521653],[1522759],[1523932],[1532729],[1538972],[1554721],[1555841],[1560964],[1572315],[1572505],[1584817],[1597062],[1606781],[1608215],[1609321],[1610494],[1618538],[1629691],[1633090],[1640767],[1641887],[1651010],[1652089],[1653523],[1653713],[1662163],[1673239],[1682591],[1684025],[1685131],[1686304],[1695101],[1724086],[1731633],[1736331],[1737410],[1738844],[1739034],[1752479],[1757177],[1760796],[1761060],[1766896],[1768330],[1769436],[1770609],[1788889],[1800042],[1802321],[1810365],[1811444],[1812878],[1813068],[1821518],[1824917],[1832594],[1846940],[1852242],[1857023],[1872233],[1877014],[1887303],[1892001],[1893080],[1894514],[1894704],[1910357],[1917904],[1922602],[1925115],[1925305],[1943448],[1947067],[1947331],[1954601],[1956880],[1958000],[1961904],[1973291],[1977560],[1992228],[1996497],[2001799],[2006580],[2006770],[2030972],[2035753],[2046042],[2066033],[2070731],[2073244],[2073434],[2074350],[2074614],[2077779],[2086148],[2087885],[2103863],[2105600],[2115250],[2142720],[2146989],[2152291],[2157072],[2157336],[2171228],[2176009],[2176199],[2194517],[2210877],[2220983],[2244788],[2246525],[2256175],[2273890],[2341188],[2351294],[2367654], [279431,1284655],[343825,1414681],[358620,1447413],[416923,1544287],[425259,1560597],[434155,1578199],[449144,1862691],[480307,1646643],[496625,1668591],[504237,1688980],[508557,1689909],[518486,1706659],[559554,2012248],[565102,1773285],[569422,1774214],[582997,1779570],[595394,1297491],[595798,1815531],[600431,1815625],[609247,1827946],[614160,1320010],[632505,1613170],[649859,2110481],[661810,1384053],[662214,1897167],[666847,1897261],[675401,1904206],[693772,1929504],[694948,1936994],[695244,1427746],[706225,1934129],[711773,1443148],[716093,1450943],[735043,1483885],[735447,1741497],[744377,1984234],[748573,2211972],[763314,2225864],[765325,2007623],[766501,2015113],[766797,1514552],[776043,2019358],[791145,1526608],[800690,2046867],[802551,1557429],[808499,2052335],[820450,1314515],[820854,1573862],[825487,1581591],[833480,2081816],[845070,1865556],[845366,1614099],[849901,2095492],[859059,2311138],[869892,2318840],[876824,2120725],[878685,1643475],[884633,2126193],[888232,2131823],[904472,1397079],[904876,1656176],[913806,2153663],[915131,1679681],[918002,2159614],[932743,2372535],[934754,1701814],[935930,1702195],[936226,1445183],[949327,2190838],[953924,1978766],[960763,2198554],[961803,2392519],[961947,1741591],[966351,2203376],[981609,2214914],[987197,2408850],[995159,1763986],[998030,2228590],[1007154,1776644],[1012210,1780975],[1023800,1782435],[1024096,1527537],[1028631,2254132],[1037789,2262993],[1048622,2452693],[1055554,1827708],[1057415,1575076],[1063363,2284833],[1068450,2080863],[1071353,1844119],[1076074,1858066],[1082410,2299156],[1083489,2475648],[1085206,2300897],[1088790,1859765],[1093846,1864096],[1103886,2314066],[1115322,2321782],[1120910,2326604],[1135598,1903968],[1140195,1898738],[1147034,2345225],[1148074,2513045],[1148218,1656270],[1152622,2350047],[1167880,1935534],[1173468,2529376],[1181430,1701344],[1184301,2375261],[1194800,1964997],[1205943,2197601],[1208846,1974739],[1211106,2393009],[1219903,1983996],[1227805,2213961],[1230708,1993676],[1241765,2411778],[1244561,2413519],[1253201,2013653],[1260277,2018405],[1263180,1780505],[1267901,1774945],[1274237,2433009],[1275316,2582673],[1277033,2434750],[1280617,2038495],[1285673,2042826],[1286713,2589227],[1295713,2052097],[1307149,2455635],[1312737,2460457],[1335180,2089241],[1335444,2474235],[1346323,2094539],[1349226,1863626],[1357172,2106956],[1368315,2320829],[1371218,2116698],[1373478,2494572],[1375195,2119989],[1382275,2125955],[1390030,1899691],[1401173,2344272],[1404076,2144168],[1406336,2513535],[1415133,2153425],[1416212,2649271],[1417929,2520641],[1423035,2158661],[1425938,1935064],[1436995,2532304],[1439791,2534045],[1448431,2183082],[1476836,1979719],[1492194,2406413],[1498698,2222339],[1498962,2564565],[1505048,2225626],[1509841,2227637],[1512744,2013183],[1531556,2247881],[1531820,2581260],[1542699,2253179],[1545602,2042356],[1547862,2589717],[1553548,2047820],[1564691,2454682],[1567594,2275338],[1569854,2601597],[1571571,2278629],[1578651,2284595],[1581447,2608703],[1592364,2293791],[1622157,2315807],[1622421,2486115],[1625861,2317517],[1634873,2119519],[1639594,2121678],[1672066,2149148],[1672330,2647858],[1687424,2526939],[1693928,2369010],[1694192,2658232],[1700278,2372297],[1705071,2374308],[1707974,2182612],[1710234,2666689],[1716563,2384552],[1721344,2192579],[1753788,2219246],[1771729,2573022],[1784191,2427644],[1813984,2449660],[1814248,2593140],[1817688,2451370],[1826700,2278159],[1831421,2280318],[1831685,2714120],[1842671,2293301],[1867312,2482692],[1877563,2317745],[1895620,2501678],[1895884,2633380],[1902834,2505078],[1907615,2339250],[1907879,2742631],[1940059,2365917],[1963641,2385965],[1982862,2554191],[1987643,2400115],[1987907,2674138],[2021401,2427154],[2056293,2451598],[2097535,2482202],[2133070,2506491],[2204623,2555604] ] cell #4455 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993010],[1115491],[1179281],[1235157],[1235382],[1242598],[1307318],[1318550],[1325005],[1325230],[1364856],[1418916],[1430387],[1430612],[1437828],[1448600],[1456048],[1521381],[1521606],[1548708],[1561232],[1572043],[1572268],[1579484],[1607943],[1608168],[1651278],[1653251],[1653476],[1668942],[1678170],[1701612],[1736599],[1738572],[1738797],[1777832],[1779921],[1780773],[1795896],[1810841],[1812606],[1812831],[1860953],[1863042],[1863894],[1892477],[1894242],[1894467],[1901356],[1903508],[1918767],[1932391],[1932911],[1934480],[1935332],[1978036],[1981384],[1983536],[2010510],[2011030],[2012599],[2013451],[2021885],[2049485],[2051637],[2071207],[2084575],[2092588],[2098019],[2110832],[2123343],[2125495],[2147465],[2162141],[2180459],[2193314],[2194349],[2217673],[2231117],[2251228],[2290695],[2316542],[2341020],[2403317], [344436,2352928],[359916,2381996],[394560,2574253],[417448,2439594],[434766,2463338],[435606,2288195],[473710,2636200],[495877,2350657],[499701,2517943],[515086,2528170],[515850,2376401],[519011,2538889],[520399,2381841],[555522,2686475],[561998,2690113],[574898,2245888],[576008,2428875],[586476,2438027],[607563,2595960],[608499,2461067],[608787,2461603],[612323,2606005],[619371,2719399],[638509,2087248],[639619,2483923],[651730,2732794],[672831,2342527],[673791,2507898],[674079,2508434],[685055,2516518],[698126,2367017],[699236,2362725],[702193,2651864],[708669,2655502],[709271,2537285],[709704,2537322],[721459,2760608],[731604,1466886],[741807,2195856],[742767,2557011],[743055,2557547],[750541,1488748],[755259,2771379],[769679,2220346],[770789,2420634],[778011,2574892],[778223,2430627],[779242,2578493],[779675,2578530],[798259,2041772],[805929,2452937],[806889,2448529],[807177,2449065],[810370,2703494],[818153,2604580],[830438,2794477],[841724,1597330],[851869,2618093],[852081,2296774],[853100,2621694],[853533,2621731],[861715,1618806],[866447,2314676],[871860,1629644],[874826,1885119],[876524,2333083],[882063,2319084],[883023,2500547],[883311,2501083],[886175,2341102],[886278,2636995],[890888,2637232],[892218,2640310],[901033,1662116],[912196,1925068],[912484,2152965],[919970,1683978],[920182,2529922],[921201,2525945],[921634,2525982],[924688,2746988],[940218,2182028],[942719,2821450],[957721,1466661],[964294,2194431],[964397,2674437],[969007,2674674],[970337,2677752],[977432,2216054],[978567,1488523],[984251,2405456],[989853,1757445],[992951,1760749],[994585,2006533],[994873,2422253],[999998,1768283],[1000210,2409396],[1001229,2572028],[1001662,2572065],[1005187,2690825],[1009168,2690853],[1020454,1789157],[1030599,1799995],[1031830,2256659],[1032263,2042624],[1035732,2451512],[1035835,2592440],[1040445,1810633],[1041775,2594467],[1050590,1821471],[1053556,2063849],[1055254,2269472],[1061753,2073197],[1062041,2284135],[1070450,2077693],[1070553,2718517],[1075802,1333802],[1086134,1856976],[1086823,2722775],[1090804,2722803],[1097278,1356900],[1100222,2315212],[1106832,2487442],[1111145,2114347],[1112280,1629419],[1116222,1884964],[1117531,2502413],[1117964,2119787],[1118853,2317659],[1118956,2632680],[1123566,1892269],[1124896,2634707],[1128990,2736446],[1131315,2506405],[1131418,2504378],[1143992,1661891],[1150668,2150813],[1155278,1922870],[1156608,1924843],[1160857,2652441],[1164838,1683753],[1176124,1943716],[1179222,1947020],[1180856,2175962],[1181144,2364344],[1186269,1954554],[1187500,2377788],[1187933,2182880],[1189235,2184114],[1193422,1194528],[1196909,2759909],[1197973,2385879],[1198076,2670552],[1210831,1972388],[1212683,1977828],[1213295,2763266],[1215620,2555518],[1215723,2553491],[1224554,2558774],[1226040,2405419],[1229805,2210791],[1229908,2767093],[1235612,2569926],[1238101,2220882],[1244711,2006308],[1246178,2687052],[1250159,1768058],[1258973,2575469],[1262380,2029494],[1267629,1530178],[1277961,2035706],[1278650,2039683],[1282631,1799770],[1288687,2260867],[1289105,1553276],[1302972,2272987],[1304107,1821246],[1308049,2063694],[1309358,2450395],[1309791,2278427],[1310783,2281983],[1315393,2070999],[1316723,2072972],[1318491,2074303],[1323240,2468444],[1325460,2613359],[1326111,2794009],[1327372,2719573],[1338353,2299582],[1338456,2619622],[1340092,2087784],[1341284,1856751],[1345019,2618670],[1348426,1850764],[1353519,2485415],[1359281,2799790],[1360345,2103991],[1360448,2728672],[1365064,2112612],[1366550,2319047],[1375667,1639322],[1388652,1389758],[1392139,1911545],[1393306,2339985],[1406061,2141817],[1407913,2147257],[1408525,1670688],[1410850,2519326],[1410953,2515044],[1418857,2157025],[1425138,2169750],[1430842,2523843],[1433331,2367553],[1439941,2175737],[1441408,2179939],[1445389,1954329],[1449331,2183959],[1453627,2383852],[1456256,2191984],[1458021,1721072],[1462787,1970653],[1464896,2388124],[1467116,2554804],[1469028,2675958],[1469687,2195819],[1475458,1476564],[1478945,1725274],[1480112,2400850],[1486758,1989980],[1488978,2681741],[1489629,2826132],[1490890,2768149],[1495045,2218742],[1501871,2219374],[1501974,2688004],[1511944,2000321],[1521836,2424548],[1522487,1791130],[1523748,2243215],[1534729,2433435],[1534832,2576421],[1536468,2246424],[1537660,2035481],[1541395,2584832],[1547587,2255272],[1549439,2260712],[1555657,2059674],[1556824,2267261],[1561440,2271252],[1562926,2452900],[1586005,1840033],[1586525,2292797],[1593227,2085644],[1594909,2295300],[1597538,2091358],[1599303,1609049],[1608398,2479596],[1610310,2309631],[1616385,1869847],[1619014,1870277],[1620779,1876742],[1624313,2108621],[1627654,2113002],[1629874,2633993],[1631786,2734078],[1641703,1880944],[1642870,2330872],[1651486,2338655],[1658017,2140082],[1660126,2508650],[1662346,2505691],[1664258,2638516],[1664917,2342490],[1675342,2355997],[1676978,2351193],[1684208,2362394],[1684859,1945689],[1686120,2164293],[1690275,2365413],[1697101,2366045],[1697204,2653393],[1715085,1961400],[1725794,2198925],[1729502,2199211],[1736807,2399520],[1745439,2215723],[1746120,1989590],[1746640,1989694],[1752295,1994864],[1755024,1999413],[1757653,1999843],[1759418,1769164],[1760979,2573922],[1762952,2004033],[1768513,2420303],[1770425,2233269],[1778352,2426650],[1785054,2244284],[1786736,2429153],[1789365,2249998],[1800225,2436520],[1802137,2260920],[1802796,2437990],[1819481,2271642],[1821701,2593753],[1823613,2704778],[1834697,2285695],[1854476,2090928],[1857206,2483592],[1861473,2481698],[1870755,2103359],[1880263,2114016],[1881464,2112716],[1885172,1887119],[1912065,2345596],[1915773,2345882],[1923078,2354767],[1941295,2168842],[1943924,2169272],[1947250,2527839],[1949223,2173462],[1954784,2376070],[1956696,2184167],[1972057,1976236],[2033206,2249568],[2035936,2428544],[2040203,2441096],[2043911,2441382],[2058993,2272656],[2060194,2271356],[2063902,2065849],[2074533,2463007],[2141486,2145665],[2154525,2354337],[2157255,2352597],[2254941,2259120] ] cell #4456 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [500243],[520619],[562540],[590840],[612865],[613944],[658917],[685587],[690261],[709211],[709973],[714068],[715845],[756073],[763710],[778755],[779944],[792395],[817557],[818685],[818895],[823359],[831252],[852613],[853802],[867593],[891668],[892750],[892960],[905887],[920714],[921903],[925502],[933139],[934039],[934354],[947639],[958535],[969787],[970869],[971079],[979381],[984796],[1000742],[1001931],[1009982],[1010383],[1011495],[1011810],[1032532],[1041225],[1042307],[1042517],[1046323],[1055444],[1068986],[1080722],[1091618],[1092019],[1093131],[1093446],[1102198],[1107364],[1113094],[1118233],[1124346],[1125428],[1125638],[1130428],[1132435],[1133910],[1135488],[1144806],[1157140],[1157350],[1165652],[1166053],[1167165],[1167480],[1171067],[1188202],[1192328],[1206479],[1214733],[1216740],[1218215],[1219793],[1227115],[1228341],[1234285],[1240077],[1243412],[1245243],[1245453],[1250973],[1251374],[1252486],[1252801],[1257990],[1260813],[1272549],[1283445],[1284958],[1285273],[1290543],[1292550],[1294025],[1295603],[1304921],[1310060],[1317255],[1317465],[1332708],[1337466],[1342098],[1344036],[1346859],[1354700],[1356496],[1363412],[1367625],[1368851],[1372896],[1373082],[1374480],[1374795],[1377105],[1379112],[1380587],[1382165],[1387558],[1401709],[1409963],[1413445],[1415023],[1420748],[1421908],[1423571],[1423915],[1435307],[1438642],[1440473],[1440683],[1446203],[1447716],[1448031],[1460565],[1461452],[1468045],[1470762],[1472687],[1474364],[1484855],[1486061],[1495802],[1496226],[1498022],[1500984],[1502647],[1503483],[1504938],[1507554],[1508714],[1510377],[1510721],[1529084],[1533842],[1538474],[1540412],[1543235],[1551076],[1552448],[1564001],[1565227],[1569272],[1569458],[1570856],[1571171],[1573481],[1576963],[1578541],[1580298],[1585221],[1587282],[1589825],[1591197],[1598209],[1601111],[1601847],[1602390],[1602734],[1614435],[1623323],[1625483],[1625751],[1626957],[1630803],[1632507],[1637122],[1638494],[1655795],[1663275],[1665992],[1667917],[1669594],[1678984],[1691032],[1691456],[1693252],[1696214],[1697877],[1698713],[1700168],[1702784],[1703944],[1705607],[1705951],[1709652],[1709838],[1713887],[1716185],[1716453],[1719978],[1722520],[1724490],[1726551],[1728805],[1730466],[1741116],[1747397],[1751312],[1753074],[1753469],[1758324],[1761962],[1779109],[1781652],[1783024],[1790036],[1792938],[1793674],[1794217],[1794561],[1803871],[1805796],[1805982],[1815150],[1817310],[1817578],[1818784],[1822630],[1824334],[1828949],[1830321],[1835370],[1836206],[1841623],[1841957],[1842352],[1848103],[1849566],[1852132],[1862230],[1864773],[1866145],[1872123],[1875648],[1882221],[1886136],[1896786],[1902456],[1902724],[1906249],[1908791],[1910761],[1912822],[1915076],[1916737],[1926651],[1927387],[1927930],[1928766],[1933668],[1937583],[1939345],[1939740],[1944595],[1948233],[1950393],[1957417],[1963139],[1972577],[1982484],[1982752],[1986277],[1991180],[1991514],[2001689],[2011787],[2015702],[2020353],[2020687],[2021082],[2022985],[2026833],[2028296],[2030862],[2036929],[2040960],[2043214],[2044875],[2045459],[2050853],[2054378],[2060951],[2064866],[2067023],[2075516],[2093345],[2096487],[2096821],[2097216],[2099119],[2105098],[2114536],[2124711],[2128236],[2132568],[2134559],[2135288],[2142006],[2148152],[2148432],[2152181],[2160609],[2160943],[2163241],[2171118],[2181216],[2185131],[2201519],[2204121],[2206112],[2206841],[2229585],[2229919],[2232217],[2239460],[2239740],[2251985],[2255461],[2263738],[2265729],[2266458],[2273176],[2283351],[2294877],[2301364],[2305876],[2306156],[2327349],[2329340],[2330069],[2348190],[2360589],[2360869],[2376590],[2387507],[2388343],[2407499],[2418498],[2418778],[2435217],[2468663],[2489070],[2489350],[2508869],[2558993] ] cell #4457 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [763676],[841896],[861887],[875414],[875702],[914168],[933105],[958609],[979455],[990025],[993192],[993625],[1020626],[1034153],[1034441],[1054144],[1054432],[1063725],[1079958],[1101434],[1108476],[1113168],[1116512],[1144880],[1155450],[1158617],[1159050],[1176296],[1179463],[1179896],[1189823],[1190111],[1190933],[1195966],[1202284],[1224146],[1235435],[1239313],[1271785],[1278827],[1283519],[1286863],[1300303],[1304995],[1308339],[1318732],[1319165],[1320413],[1322832],[1323911],[1325283],[1336346],[1358338],[1364656],[1391196],[1392316],[1397514],[1408803],[1412681],[1430665],[1434543],[1441585],[1449621],[1450640],[1455848],[1464488],[1466939],[1478002],[1479122],[1487429],[1488801],[1499864],[1520287],[1521659],[1522765],[1523925],[1532722],[1539040],[1554714],[1555834],[1561032],[1572321],[1572498],[1597130],[1606849],[1608221],[1609327],[1610487],[1618606],[1629697],[1633083],[1640760],[1641880],[1651078],[1652157],[1653529],[1653706],[1659718],[1662169],[1673232],[1682659],[1684031],[1685137],[1686297],[1695094],[1731626],[1736399],[1737478],[1738850],[1739027],[1752472],[1757245],[1760802],[1761053],[1766964],[1768336],[1769442],[1770602],[1788957],[1800048],[1802314],[1810433],[1811512],[1812884],[1813061],[1821524],[1824910],[1832587],[1847008],[1852235],[1857029],[1872226],[1877020],[1887296],[1892069],[1893148],[1894520],[1894697],[1917897],[1922670],[1925121],[1925298],[1943516],[1947073],[1947324],[1954607],[1956873],[1957993],[1961972],[1973297],[1977628],[1992234],[1996565],[2001792],[2006586],[2006763],[2030965],[2035759],[2046035],[2066026],[2070799],[2073250],[2073427],[2074356],[2074607],[2077782],[2086216],[2087888],[2103931],[2105603],[2115256],[2142726],[2147057],[2152284],[2157078],[2157329],[2171221],[2176015],[2176192],[2194520],[2210880],[2220986],[2244856],[2246528],[2256181],[2273896],[2341191],[2351297],[2367657], [279432,797149],[343824,911236],[358621,939108],[416865,1030811],[425260,1045177],[434154,1060793],[480308,1128298],[495787,1150565],[504238,1163703],[508556,1170522],[518428,1186481],[565103,1249024],[569421,1255843],[574808,1262277],[595509,1040617],[595797,1292049],[600373,1298659],[608409,1310680],[614161,1320125],[632506,1341255],[638419,1348323],[661925,1123738],[662213,1378611],[666789,1385221],[673701,1393203],[693654,1419784],[694941,1421270],[695374,1165726],[698036,1425035],[711774,1444254],[716092,1451073],[735158,1212855],[735446,1471831],[742677,1480009],[765207,1506590],[766494,1508076],[766927,1251047],[769589,1511841],[775925,1519616],[791146,1537631],[800683,1549895],[802557,1293261],[806799,1556721],[820565,1315565],[820853,1574987],[825429,1581597],[833362,1589154],[845063,1601209],[845496,1342172],[849783,1606178],[866357,1624210],[876817,1635941],[878691,1379823],[882933,1642767],[888225,1648857],[904587,1408085],[904875,1667061],[912106,1675239],[915137,1419376],[917884,1681988],[934636,1701820],[935923,1703306],[936356,1446277],[949320,1717757],[953917,1722274],[960645,1728423],[961953,1471923],[966344,1734178],[977342,1745336],[981491,1749269],[994495,1762849],[995165,1506182],[997912,1766293],[1007160,1519208],[1012092,1780981],[1023793,1793036],[1024226,1538548],[1028513,1798005],[1037782,1808212],[1055547,1827768],[1057421,1576199],[1061663,1834594],[1068443,1841377],[1071359,1588746],[1076080,1593413],[1082403,1853436],[1085088,1856065],[1088796,1605770],[1093728,1864102],[1099425,1869557],[1103879,1873427],[1111055,1880160],[1115204,1884093],[1120903,1889848],[1135591,1904028],[1140188,1908545],[1146916,1914694],[1148224,1667153],[1152615,1920449],[1167762,1935540],[1180766,1949120],[1181436,1701412],[1184183,1952564],[1194806,1715271],[1205936,1971997],[1208852,1728015],[1210741,1976133],[1211099,1976447],[1219896,1984056],[1227798,1990934],[1230714,1748861],[1237304,1999123],[1241758,2002993],[1244443,2005622],[1253083,2013659],[1260270,2020107],[1263186,1780573],[1267907,1785240],[1274230,2032166],[1276915,2034795],[1280623,1797597],[1285555,2042832],[1295706,2052157],[1302882,2058890],[1307031,2062823],[1312730,2068578],[1335186,1850950],[1335437,2087601],[1339295,2090638],[1346316,2096241],[1349232,1863694],[1357178,1870941],[1368308,2113956],[1371224,1883685],[1373471,2118406],[1375077,2119995],[1382268,2126015],[1390036,1901542],[1401166,2141426],[1404082,1914286],[1405971,2145562],[1406329,2145876],[1415126,2153485],[1417811,2156114],[1423028,2160363],[1425944,1935132],[1432534,2168552],[1436988,2172422],[1439673,2175051],[1448313,2183088],[1476842,1981570],[1492187,2215663],[1498704,2000507],[1498955,2220699],[1505041,2225686],[1509834,2229339],[1512750,2013251],[1531562,2029680],[1531813,2246241],[1535671,2249278],[1542692,2254881],[1545608,2042424],[1547497,2259017],[1547855,2259331],[1553554,2049671],[1564684,2272596],[1567600,2062415],[1569847,2277046],[1571453,2278635],[1578644,2284655],[1581329,2287284],[1592357,2294631],[1622163,2108807],[1622414,2315029],[1625854,2317577],[1634879,2119587],[1639600,2123529],[1672072,2150999],[1672323,2351010],[1676181,2354047],[1687417,2362334],[1693934,2169936],[1694185,2367370],[1700271,2372357],[1705064,2376010],[1707980,2182680],[1710227,2380460],[1716556,2384612],[1721350,2193500],[1753794,2219314],[1771722,2420243],[1784184,2428484],[1813990,2267447],[1814241,2448882],[1817681,2451430],[1826706,2278227],[1831427,2282169],[1831678,2461420],[1842677,2293369],[1867305,2483532],[1877566,2317748],[1895626,2331058],[1895877,2500900],[1902827,2505138],[1907621,2340171],[1907872,2508251],[1940065,2365985],[1963644,2385968],[1982855,2554251],[1987649,2401036],[1987900,2557364],[2021407,2427222],[2056296,2451601],[2097541,2482270],[2133073,2506494],[2204626,2555607] ] cell #4458 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [763677],[840902],[875470],[875700],[914169],[933106],[957579],[989031],[993190],[993684],[1019632],[1034209],[1034439],[1054200],[1054430],[1063726],[1078840],[1105720],[1108474],[1112138],[1116514],[1143850],[1154456],[1158615],[1159109],[1175302],[1179461],[1179955],[1189879],[1190109],[1190934],[1195964],[1202221],[1232580],[1235437],[1238195],[1270667],[1278825],[1282489],[1286865],[1300301],[1303965],[1308341],[1318730],[1319224],[1320411],[1323848],[1325285],[1336344],[1358336],[1361058],[1364593],[1391194],[1392314],[1397451],[1408805],[1411563],[1430667],[1433425],[1441583],[1449623],[1450638],[1455785],[1466941],[1478000],[1479120],[1484456],[1487366],[1488803],[1499862],[1520224],[1521661],[1522767],[1523923],[1532720],[1538977],[1554712],[1555832],[1560969],[1572323],[1572496],[1584822],[1597067],[1606786],[1608223],[1609329],[1610485],[1618543],[1629699],[1633081],[1640758],[1641878],[1651015],[1652094],[1653531],[1653704],[1662171],[1673230],[1682596],[1684033],[1685139],[1686295],[1695092],[1724091],[1731624],[1736336],[1737415],[1738852],[1739025],[1752470],[1757182],[1760804],[1761051],[1766901],[1768338],[1769444],[1770600],[1788894],[1800050],[1802312],[1810370],[1811449],[1812886],[1813059],[1821526],[1824908],[1832585],[1846945],[1852233],[1857031],[1872224],[1877022],[1887294],[1892006],[1893085],[1894522],[1894695],[1910362],[1917895],[1922607],[1925123],[1925296],[1943453],[1947075],[1947322],[1954609],[1956871],[1957991],[1961909],[1973299],[1977565],[1992236],[1996502],[2001790],[2006588],[2006761],[2030963],[2035761],[2046033],[2066024],[2070736],[2073252],[2073425],[2074358],[2074605],[2077890],[2086153],[2087923],[2103868],[2105638],[2115258],[2142728],[2146994],[2152282],[2157080],[2157327],[2171219],[2176017],[2176190],[2194628],[2210988],[2221021],[2244793],[2246563],[2256183],[2273898],[2341299],[2351332],[2367692], 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] cell #4459 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473020],[560702],[606873],[651351],[651579],[657389],[707373],[715191],[721080],[721308],[755838],[800333],[809991],[810219],[816029],[824111],[831017],[890509],[890737],[914243],[925267],[934235],[934463],[940273],[968628],[968856],[1009747],[1011691],[1011919],[1026373],[1034530],[1055887],[1091383],[1093327],[1093555],[1132808],[1135057],[1135931],[1150938],[1167361],[1167589],[1217113],[1219362],[1220236],[1252682],[1252910],[1259907],[1262650],[1278464],[1292923],[1295172],[1296046],[1345953],[1348696],[1379485],[1381734],[1382608],[1391953],[1422665],[1424288],[1425408],[1461825],[1478759],[1494590],[1509471],[1511094],[1512214],[1554351],[1555471],[1591994],[1603107],[1624583],[1640397],[1641517],[1706324],[1713637],[1731263],[1752109],[1794934],[1832224],[1849316],[1869307],[1917534],[2028046], 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5124],[1718055,2386815],[1728237,2197675],[1729316,1975455],[1730628,1976915],[1732666,2394648],[1734476,2202641],[1736097,2395308],[1749083,2406487],[1755322,1999089],[1755492,1755766],[1759858,2222556],[1774611,2422620],[1787034,2244543],[1791570,2248098],[1797819,2253253],[1799692,2258243],[1819295,2058212],[1821168,2058116],[1824547,1826942],[1830483,2069046],[1843325,2469526],[1853734,2298421],[1854774,2090604],[1854944,1855218],[1857732,2477668],[1872929,2486687],[1873725,2488378],[1883907,2320903],[1886298,2118874],[1914508,2344346],[1915587,2144884],[1916899,2146344],[1920747,2349312],[1941593,2168518],[1941763,1942037],[1946129,2369227],[1964663,2544710],[1992882,2559856],[2003291,2411043],[2032464,2432274],[2033504,2249244],[2033674,2033948],[2043725,2258339],[2045037,2259799],[2062637,2454756],[2065028,2277514],[2106622,2623899],[2154823,2354013],[2154993,2155267],[2172720,2531569],[2185293,2380928] ] cell #4460 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [912519],[942292],[994908],[1031840],[1062076],[1063800],[1117541],[1150678],[1156595],[1181179],[1182043],[1187510],[1190200],[1235622],[1244698],[1262390],[1263793],[1278637],[1309368],[1310793],[1311053],[1316710],[1325470],[1348436],[1349839],[1365051],[1389680],[1392126],[1393316],[1393576],[1408447],[1425148],[1426551],[1430852],[1439928],[1441222],[1441395],[1456243],[1467126],[1476486],[1478932],[1480122],[1480382],[1488988],[1494929],[1511954],[1513357],[1521846],[1522409],[1523562],[1523735],[1546215],[1553198],[1555644],[1556834],[1557094],[1561427],[1571965],[1586409],[1597525],[1608408],[1608971],[1610124],[1610297],[1619001],[1624323],[1629884],[1635486],[1639244],[1641690],[1642880],[1643140],[1648359],[1651473],[1653173],[1662356],[1675352],[1675612],[1681802],[1683675],[1684218],[1684781],[1685934],[1686107],[1690159],[1708587],[1713086],[1720994],[1725678],[1733680],[1736794],[1738494],[1745449],[1746524],[1752282],[1757640],[1760989],[1762962],[1763222],[1766107],[1767980],[1768523],[1769086],[1770239],[1770412],[1775850],[1778236],[1789352],[1800235],[1801951],[1802124],[1807714],[1808510],[1810828],[1812528],[1821711],[1827313],[1834707],[1834967],[1839955],[1848765],[1852938],[1855879],[1856673],[1857216],[1858971],[1861357],[1868756],[1870264],[1876664],[1880273],[1881348],[1885159],[1885359],[1886933],[1887106],[1889350],[1890146],[1892464],[1894164],[1899357],[1911949],[1919951],[1923065],[1924765],[1930409],[1932795],[1943911],[1947260],[1949233],[1949493],[1952378],[1954251],[1954794],[1956510],[1956683],[1961393],[1967846],[1970575],[1972327],[1973945],[1976246],[1976745],[1978023],[1979385],[1989512],[1989687],[1998322],[1998873],[1999830],[2002495],[2003917],[2004674],[2005436],[2006230],[2008528],[2010914],[2027495],[2031668],[2034609],[2035403],[2035946],[2037701],[2040087],[2047486],[2059003],[2060078],[2063889],[2064089],[2065663],[2065836],[2068080],[2068876],[2071194],[2072894],[2074543],[2082344],[2082895],[2083583],[2085637],[2087706],[2088907],[2091345],[2092472],[2103352],[2109805],[2111540],[2112534],[2112709],[2114286],[2115904],[2117295],[2118704],[2121344],[2137275],[2140004],[2141756],[2143374],[2145675],[2146174],[2147452],[2148814],[2155928],[2157265],[2167751],[2168302],[2169259],[2171924],[2173346],[2174103],[2174865],[2175659],[2177957],[2180343],[2184154],[2184354],[2189413],[2191906],[2192245],[2194233],[2195812],[2198918],[2208828],[2215993],[2216681],[2218340],[2218735],[2220804],[2222005],[2240984],[2241535],[2242223],[2244277],[2246346],[2247547],[2249985],[2251112],[2255211],[2259130],[2259629],[2260907],[2261107],[2268445],[2270180],[2271174],[2271349],[2272926],[2274544],[2275935],[2277344],[2279984],[2285579],[2286336],[2287098],[2290579],[2291052],[2292790],[2295293],[2307400],[2307951],[2308639],[2315134],[2315473],[2319040],[2332056],[2336084],[2338577],[2338916],[2340904],[2342483],[2345589],[2351115],[2354754],[2355881],[2356638],[2362664],[2363352],[2365011],[2365406],[2367475],[2368676],[2373594],[2376340],[2379349],[2380758],[2383845],[2396949],[2399442],[2399781],[2403201],[2405412],[2420573],[2421261],[2424432],[2424905],[2426219],[2426643],[2428814],[2429146],[2436404],[2437983],[2441089],[2442893],[2448987],[2449326],[2452893],[2459061],[2461525],[2479480],[2479953],[2481267],[2481691],[2483862],[2485408],[2501005],[2501344],[2504371],[2505575],[2506048],[2508356],[2515037],[2515151],[2523727],[2525514],[2525938],[2537278],[2553484],[2554688],[2555161],[2557469],[2569810],[2571597],[2572021],[2576414],[2576528],[2578486],[2592433],[2593637],[2594110],[2613243],[2619615],[2619729],[2621687],[2632673],[2633877],[2634350],[2636988],[2653386],[2653500],[2670545],[2674430],[2681625],[2687997],[2688111],[2718510],[2728665],[2728779],[2767086] ] cell #4461 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [763698],[840787],[875175],[875737],[914190],[933127],[942337],[957446],[988916],[993202],[993358],[1019517],[1033914],[1034476],[1053905],[1054467],[1063747],[1064394],[1078828],[1105605],[1108486],[1112005],[1116499],[1143717],[1154341],[1158627],[1158783],[1175187],[1179473],[1179629],[1189584],[1190146],[1190225],[1195976],[1202209],[1232447],[1235422],[1238183],[1270655],[1278837],[1282356],[1286850],[1300313],[1303832],[1308326],[1311078],[1318742],[1318898],[1323836],[1325270],[1336356],[1358348],[1361046],[1364581],[1391206],[1392326],[1393601],[1397439],[1408790],[1411551],[1430652],[1433413],[1441595],[1449608],[1455773],[1466926],[1478012],[1479132],[1480407],[1484444],[1487354],[1488788],[1499874],[1520212],[1521646],[1522752],[1523935],[1532732],[1538965],[1554724],[1555844],[1557119],[1560957],[1572308],[1584810],[1597055],[1606774],[1608208],[1609314],[1610497],[1618531],[1629684],[1633093],[1640770],[1641890],[1643165],[1651003],[1652082],[1653516],[1662156],[1673242],[1675637],[1682584],[1684018],[1685124],[1686307],[1695104],[1724079],[1731636],[1736324],[1737403],[1738837],[1752482],[1757170],[1760789],[1761063],[1763247],[1766889],[1768323],[1769429],[1770612],[1788882],[1800035],[1802324],[1810358],[1811437],[1812871],[1821511],[1824920],[1832597],[1834992],[1846933],[1852245],[1857016],[1872236],[1877007],[1887306],[1891994],[1893073],[1894507],[1910350],[1917907],[1922595],[1925108],[1943441],[1947060],[1947334],[1949518],[1954594],[1956883],[1958003],[1961897],[1973284],[1977553],[1992221],[1996490],[2001802],[2006573],[2030975],[2035746],[2046045],[2066036],[2070724],[2073237],[2074343],[2074617],[2077775],[2086141],[2087881],[2103856],[2105596],[2115243],[2142713],[2146982],[2152294],[2157065],[2157339],[2171231],[2176002],[2194513],[2210873],[2220979],[2244781],[2246521],[2256168],[2273883],[2341184],[2351290],[2367650], 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] cell #4462 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [473017],[560693],[606870],[651350],[651570],[657388],[707364],[715188],[721079],[721299],[755837],[800330],[809990],[810210],[816028],[824102],[831016],[890508],[890728],[914234],[925266],[934234],[934454],[940272],[968627],[968847],[1009746],[1011690],[1011910],[1026364],[1034529],[1055886],[1091382],[1093326],[1093546],[1132807],[1135048],[1135930],[1150937],[1167360],[1167580],[1217112],[1219353],[1220235],[1252681],[1252901],[1259906],[1262649],[1278463],[1292922],[1295163],[1296045],[1345952],[1348695],[1379484],[1381725],[1382607],[1391952],[1422664],[1424287],[1425407],[1461824],[1478758],[1494581],[1509470],[1511093],[1512213],[1554350],[1555470],[1591993],[1603106],[1624582],[1640396],[1641516],[1706323],[1713636],[1731262],[1752108],[1794933],[1832223],[1849315],[1869306],[1917533],[2028045], 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85123],[1718061,2386813],[1728236,2197674],[1729315,1975454],[1730627,1976914],[1732672,2394646],[1734482,2202639],[1739366,2394753],[1749082,2406486],[1755328,1999087],[1755491,1755765],[1759857,2222555],[1774771,2422606],[1787040,2244541],[1791569,2248097],[1797818,2253252],[1799698,2258241],[1819294,2058211],[1821174,2058114],[1824546,1826941],[1830482,2069045],[1843331,2469524],[1853740,2298419],[1854780,2090602],[1854943,1855217],[1857892,2477654],[1872928,2486686],[1873731,2488376],[1883906,2320902],[1886297,2118873],[1914507,2344345],[1915586,2144883],[1916898,2146343],[1920753,2349310],[1941599,2168516],[1941762,1942036],[1946128,2369226],[1964823,2544696],[1992888,2559854],[2003297,2411041],[2032470,2432272],[2033510,2249242],[2033673,2033947],[2043724,2258338],[2045036,2259798],[2062636,2454755],[2065027,2277513],[2106782,2623885],[2154829,2354011],[2154992,2155266],[2172726,2531567],[2185292,2380927] ] cell #4463 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [912516],[942289],[994905],[1031834],[1062073],[1063791],[1117535],[1150672],[1156601],[1181176],[1182034],[1187504],[1190199],[1235616],[1244704],[1262384],[1263784],[1278643],[1309362],[1310787],[1311052],[1316716],[1325464],[1348430],[1349830],[1365057],[1389686],[1392132],[1393310],[1393575],[1408453],[1425142],[1426542],[1430846],[1439934],[1441221],[1441401],[1456249],[1467120],[1476492],[1478938],[1480116],[1480381],[1488982],[1494984],[1511948],[1513348],[1521840],[1522415],[1523561],[1523741],[1546206],[1553204],[1555650],[1556828],[1557093],[1561433],[1571971],[1586464],[1597531],[1608402],[1608977],[1610123],[1610303],[1619007],[1624317],[1629878],[1635477],[1639250],[1641696],[1642874],[1643139],[1648358],[1651479],[1653179],[1662350],[1675346],[1675611],[1681801],[1683681],[1684212],[1684787],[1685933],[1686113],[1690214],[1708578],[1713246],[1721000],[1725733],[1733679],[1736800],[1738500],[1745443],[1746579],[1752288],[1757646],[1760983],[1762956],[1763221],[1766106],[1767986],[1768517],[1769092],[1770238],[1770418],[1775856],[1778291],[1789358],[1800229],[1801950],[1802130],[1807713],[1808516],[1810834],[1812534],[1821705],[1827304],[1834701],[1834966],[1839961],[1848925],[1852937],[1855878],[1856679],[1857210],[1858977],[1861412],[1868916],[1870270],[1876670],[1880267],[1881403],[1885165],[1885353],[1886932],[1887112],[1889349],[1890152],[1892470],[1894170],[1899517],[1912004],[1919950],[1923071],[1924771],[1930415],[1932850],[1943917],[1947254],[1949227],[1949492],[1952377],[1954257],[1954788],[1956509],[1956689],[1961396],[1967845],[1970581],[1972326],[1973951],[1976240],[1976751],[1978029],[1979545],[1989518],[1989690],[1998482],[1998872],[1999836],[2002494],[2003972],[2004680],[2005435],[2006236],[2008534],[2010969],[2027655],[2031667],[2034608],[2035409],[2035940],[2037707],[2040142],[2047646],[2058997],[2060133],[2063895],[2064083],[2065662],[2065842],[2068079],[2068882],[2071200],[2072900],[2074537],[2082504],[2082894],[2083589],[2085640],[2087712],[2089067],[2091351],[2092527],[2103355],[2109804],[2112308],[2112540],[2112712],[2114285],[2115910],[2117345],[2118710],[2121504],[2137274],[2140010],[2141755],[2143380],[2145669],[2146180],[2147458],[2148974],[2155927],[2157259],[2167911],[2168301],[2169265],[2171923],[2173401],[2174109],[2174864],[2175665],[2177963],[2180398],[2184160],[2184348],[2191680],[2191912],[2192405],[2194288],[2195815],[2198921],[2208827],[2215992],[2216687],[2218738],[2219028],[2220810],[2222165],[2241144],[2241534],[2242229],[2244280],[2246352],[2247707],[2249991],[2251167],[2255210],[2259124],[2259635],[2260913],[2261101],[2268444],[2270948],[2271180],[2271352],[2272925],[2274550],[2275985],[2277350],[2280144],[2285634],[2286342],[2287097],[2290634],[2292793],[2293083],[2295296],[2307560],[2307950],[2308645],[2315140],[2315633],[2319043],[2332055],[2338351],[2338583],[2339076],[2340959],[2342486],[2345592],[2351121],[2354760],[2355936],[2356644],[2362663],[2363358],[2365409],[2365699],[2367481],[2368836],[2374362],[2376339],[2379399],[2380764],[2383848],[2399216],[2399448],[2399941],[2403256],[2405415],[2420572],[2421267],[2424487],[2426646],[2426936],[2427698],[2428813],[2429149],[2436459],[2437986],[2441092],[2442943],[2448993],[2449486],[2452896],[2459749],[2461531],[2479535],[2481694],[2481984],[2482746],[2483861],[2485411],[2501011],[2501504],[2504374],[2505630],[2507368],[2508362],[2515040],[2515201],[2523782],[2525941],[2526993],[2537281],[2553487],[2554743],[2556481],[2557475],[2569865],[2572024],[2573076],[2576417],[2576578],[2578489],[2592436],[2593692],[2595430],[2613298],[2619618],[2619779],[2621690],[2632676],[2633932],[2635670],[2636991],[2653389],[2653550],[2670548],[2674433],[2681680],[2688000],[2688161],[2718513],[2728668],[2728829],[2767089] ] cell #4464 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [763701],[840847],[875300],[875734],[914193],[933130],[942340],[957514],[988976],[993196],[993494],[1019577],[1034039],[1034473],[1054030],[1054464],[1063750],[1064391],[1078834],[1105665],[1108480],[1112073],[1116505],[1143785],[1154401],[1158621],[1158919],[1175247],[1179467],[1179765],[1189709],[1190143],[1190216],[1195970],[1202215],[1232515],[1235428],[1238189],[1270661],[1278831],[1282424],[1286856],[1300307],[1303900],[1308332],[1311069],[1318736],[1319034],[1323842],[1325276],[1336350],[1358342],[1361052],[1364587],[1391200],[1392320],[1393592],[1397445],[1408796],[1411557],[1430658],[1433419],[1441589],[1449614],[1455779],[1466932],[1478006],[1479126],[1480398],[1484450],[1487360],[1488794],[1499868],[1520218],[1521652],[1522758],[1523929],[1532726],[1538971],[1554718],[1555838],[1557110],[1560963],[1572314],[1584816],[1597061],[1606780],[1608214],[1609320],[1610491],[1618537],[1629690],[1633087],[1640764],[1641884],[1643156],[1651009],[1652088],[1653522],[1662162],[1673236],[1675628],[1682590],[1684024],[1685130],[1686301],[1695098],[1724085],[1731630],[1736330],[1737409],[1738843],[1752476],[1757176],[1760795],[1761057],[1763238],[1766895],[1768329],[1769435],[1770606],[1788888],[1800041],[1802318],[1810364],[1811443],[1812877],[1821517],[1824914],[1832591],[1834983],[1846939],[1852239],[1857022],[1872230],[1877013],[1887300],[1892000],[1893079],[1894513],[1910356],[1917901],[1922601],[1925114],[1943447],[1947066],[1947328],[1949509],[1954600],[1956877],[1957997],[1961903],[1973290],[1977559],[1992227],[1996496],[2001796],[2006579],[2030969],[2035752],[2046039],[2066030],[2070730],[2073243],[2074349],[2074611],[2077778],[2086147],[2087884],[2103862],[2105599],[2115249],[2142719],[2146988],[2152288],[2157071],[2157333],[2171225],[2176008],[2194516],[2210876],[2220982],[2244787],[2246524],[2256174],[2273889],[2341187],[2351293],[2367653], [279457,797350],[343856,911465],[358646,939309],[416866,1030822],[425285,1045378],[434186,1061022],[480333,1128499],[495788,1150576],[504263,1169048],[508588,1170751],[518429,1186492],[565128,1254369],[569453,1256072],[574809,1262288],[595395,1297492],[595829,1297548],[600374,1298670],[608410,1310691],[614186,1064244],[632531,1353331],[638420,1348334],[661811,1384054],[662245,1384110],[666790,1385232],[673702,1393214],[693655,1419795],[694945,1426863],[695243,1427745],[698037,1425046],[711799,1185469],[716124,1190655],[735044,1483886],[735478,1483942],[742678,1480020],[765208,1506601],[766498,1513669],[766796,1514551],[769590,1511852],[775926,1519627],[791171,1267285],[800687,1550220],[802550,1557428],[806800,1556732],[820451,1314516],[820885,1314572],[825430,1319637],[833363,1589165],[845067,1613216],[845365,1614098],[849784,1606189],[866358,1624221],[876821,1636266],[878684,1643474],[882934,1642778],[888229,1649182],[904473,1397080],[904907,1397136],[912107,1675250],[915130,1679680],[917885,1681999],[934637,1441708],[935927,1444300],[936225,1445182],[949324,1718082],[953921,1732693],[960646,1728434],[961946,1741590],[966348,1734503],[977343,1745347],[981492,1749280],[994496,1762860],[995158,1763985],[997913,1766304],[1007153,1776643],[1012093,1524048],[1023797,1526654],[1024095,1527536],[1028514,1798016],[1037786,1808537],[1055551,1571992],[1057414,1575075],[1061664,1834605],[1068447,1843352],[1071352,1844118],[1076073,1858065],[1082407,1853761],[1085089,1856076],[1088789,1859764],[1093729,1610610],[1099426,1869562],[1103883,1873752],[1111056,1880171],[1115205,1884104],[1120907,1890173],[1135595,1653200],[1140192,1647372],[1146917,1914705],[1148217,1656269],[1152619,1920774],[1167763,1686420],[1180767,1949131],[1181429,1701343],[1184184,1952575],[1194799,1964996],[1205940,1973972],[1208845,1974738],[1210742,1976144],[1211103,1976772],[1219900,1738521],[1227802,1992909],[1230707,1993675],[1237305,1999128],[1241762,2003318],[1244444,2005633],[1253084,1770725],[1260274,1775877],[1263179,1780504],[1267900,1774944],[1274234,2032491],[1276916,2034806],[1280616,2038494],[1285556,1802437],[1295710,1812555],[1302883,2058901],[1307032,2062834],[1312734,2068903],[1335179,2089240],[1335441,2087733],[1339296,2090643],[1346320,1858998],[1349225,1863625],[1357171,2106955],[1368312,2115931],[1371217,2116697],[1373475,2118731],[1375078,1887419],[1382272,1894191],[1390029,1899690],[1401170,2143401],[1404075,2144167],[1405972,2145573],[1406333,2146201],[1415130,1924792],[1417812,2156125],[1423032,1930436],[1425937,1935063],[1432535,2168557],[1436992,2172747],[1439674,2175062],[1448314,1956996],[1476835,1979718],[1492191,2216708],[1498697,2222338],[1498959,2220831],[1505045,2006257],[1509838,2008555],[1512743,2013182],[1531555,2247880],[1531817,2246373],[1535672,2249283],[1542696,2037728],[1545601,2042355],[1547498,2259028],[1547859,2259656],[1553547,2047819],[1564688,2274571],[1567593,2275337],[1569851,2277371],[1571454,2066149],[1578648,2072921],[1581330,2287295],[1592361,2083610],[1622156,2315806],[1622418,2315161],[1625858,2112561],[1634872,2119518],[1639593,2121677],[1672065,2149147],[1672327,2351142],[1676182,2354052],[1687421,2363379],[1693927,2369009],[1694189,2367502],[1700275,2175686],[1705068,2177984],[1707973,2182611],[1710231,2380785],[1716560,2191933],[1721343,2192578],[1753787,2219245],[1771726,2421288],[1784188,2242250],[1813983,2449659],[1814245,2449014],[1817685,2271201],[1826699,2278158],[1831420,2280317],[1831682,2461552],[1842670,2293300],[1867309,2308666],[1877562,2317744],[1895619,2501677],[1895881,2501032],[1902831,2338604],[1907614,2339249],[1907876,2508383],[1940058,2365916],[1963640,2385964],[1982859,2399469],[1987642,2400114],[1987904,2557496],[2021400,2427153],[2056292,2451597],[2097534,2482201],[2133069,2506490],[2204622,2555603] ] cell #4465 : |C| = 210 W-rep = phi[210,13] special rep = phi[210,13] , dim = 210 orbit = A3+A2+A1 depth of tau_infinity partitioning = 5 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4466 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4467 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4468 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4469 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4470 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4471 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4472 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [313915],[390097],[450449],[510623],[533459],[560859],[584302],[627502],[654588],[680130],[691170],[707530],[753321],[758672],[786142],[795513],[813228],[824268],[864345],[909164],[911422],[914400],[922750],[928101],[937472],[1002778],[1015038],[1026598],[1031121],[1043075],[1058721],[1060979],[1096674],[1126196],[1135282],[1138854],[1150247],[1156022],[1170708],[1186791],[1219587],[1223159],[1256029],[1258378],[1261959],[1278217],[1295397],[1298969],[1316137],[1344424],[1348005],[1381959],[1385531],[1387652],[1391706],[1421136],[1424717],[1429479],[1474458],[1478512],[1494815],[1507942],[1511523],[1516285],[1518180],[1551170],[1552836],[1555224],[1591585],[1604742],[1623892],[1637216],[1638882],[1641270],[1680552],[1681674],[1711515],[1720072],[1730854],[1743392],[1751862],[1764857],[1765979],[1808365],[1830709],[1840787],[1845980],[1855751],[1868340],[1890001],[1917125],[1952250],[1962597],[1971407],[1976600],[1988165],[2034481],[2068731],[2078297],[2086841],[2140836],[2146029],[2195035],[2245481],[2341706] ] cell #4473 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [313927],[390109],[450461],[510635],[533471],[560871],[584314],[627579],[654600],[680142],[691182],[707542],[753333],[758749],[786219],[795525],[813240],[824280],[864422],[909241],[911434],[914412],[922762],[928178],[937484],[1002790],[1015050],[1026610],[1031198],[1043152],[1058798],[1060991],[1096686],[1126273],[1135294],[1138931],[1150253],[1156099],[1170720],[1186868],[1219599],[1223236],[1256041],[1258455],[1261965],[1278214],[1295409],[1299046],[1316214],[1344501],[1348011],[1381971],[1385608],[1387658],[1391703],[1421213],[1424723],[1429556],[1474464],[1478509],[1494827],[1508019],[1511529],[1516362],[1518177],[1551176],[1552913],[1555221],[1591662],[1604739],[1623898],[1637222],[1638959],[1641267],[1680549],[1681680],[1711592],[1720078],[1730931],[1743398],[1751859],[1764854],[1765985],[1808362],[1830786],[1840793],[1845977],[1855757],[1868337],[1889998],[1917202],[1952256],[1962594],[1971413],[1976597],[1988161],[2034487],[2068728],[2078293],[2086838],[2140842],[2146026],[2195031],[2245478],[2341702] ] cell #4474 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1503571],[1632592],[1698801],[1754468],[1760301],[1824419],[1836294],[1845271],[1878885],[1928854],[1940739],[1946572],[1957502],[1966755],[1998265],[2024001],[2045544],[2057615],[2068022],[2073855],[2082287],[2100135],[2136184],[2137217],[2148517],[2156577],[2167694],[2177880],[2207737],[2208770],[2239825],[2240927],[2242146],[2252664],[2268387],[2279927],[2306241],[2307343],[2308562],[2331998],[2336994],[2338859],[2348344],[2360954],[2363275],[2397859],[2399724],[2418863],[2421184],[2423329],[2425230],[2447404],[2449269],[2478377],[2480278],[2489435],[2499422],[2501287],[2503341],[2522624],[2524525],[2552454],[2562277],[2568707],[2570608],[2591403],[2592058],[2612693],[2625800],[2631643],[2632298],[2651953],[2669991],[2673532],[2678435],[2686564],[2713038],[2717853],[2721842],[2742025],[2755057],[2761315],[2778971],[2808115], 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67],[2597838,2838802],[2601434,2788781],[2608425,2842791],[2610490,2717818],[2611635,2612038],[2611790,2718678],[2615666,2795853],[2615689,2616165],[2615935,2721149],[2616721,2845123],[2618182,2724728],[2618337,2723180],[2622406,2622425],[2624108,2727239],[2624585,2799942],[2627101,2730594],[2629191,2848518],[2637335,2639332],[2643669,2852767],[2644114,2852902],[2644222,2852937],[2646753,2810488],[2646776,2745497],[2649510,2854572],[2656920,2816525],[2657150,2752564],[2662930,2858826],[2666526,2820759],[2668356,2668375],[2671329,2761280],[2672474,2672877],[2672629,2762140],[2674777,2676774],[2680172,2767254],[2684048,2827976],[2685103,2864682],[2696406,2833459],[2696429,2696905],[2696675,2778278],[2697461,2867895],[2698922,2781857],[2699077,2780309],[2701457,2868981],[2701565,2869016],[2707841,2787723],[2709931,2871290],[2720207,2720226],[2730749,2802021],[2739822,2808080],[2740967,2741370],[2741122,2808940],[2743270,2745267],[2746053,2879957],[2752541,2857572],[2753596,2881776],[2777336,2777355],[2787878,2839627],[2792809,2890079] ] cell #4475 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1116458],[1242706],[1308285],[1320294],[1365036],[1372170],[1437936],[1449567],[1450719],[1456228],[1495467],[1503583],[1549675],[1561412],[1568546],[1572651],[1579592],[1581659],[1586947],[1597510],[1618986],[1624941],[1632806],[1633423],[1651458],[1653859],[1678278],[1690697],[1698813],[1701792],[1701956],[1708926],[1715643],[1726216],[1736779],[1739180],[1747062],[1757625],[1760353],[1760500],[1778774],[1780953],[1781117],[1789337],[1796074],[1805070],[1810813],[1813214],[1816768],[1824633],[1825250],[1827658],[1828190],[1836306],[1839467],[1851322],[1861895],[1864074],[1864238],[1871313],[1878937],[1881886],[1884548],[1892449],[1894850],[1901914],[1903686],[1903918],[1904450],[1912487],[1919059],[1923050],[1925451],[1928866],[1933333],[1935512],[1935676],[1943896],[1946624],[1946771],[1949851],[1957716],[1958333],[1966807],[1970087],[1978008],[1981942],[1983714],[1983946],[1984478],[1989024],[1998573],[2000879],[2006916],[2011452],[2013631],[2013795],[2018197],[2018305],[2022177],[2022443],[2030052],[2036287],[2040625],[2042804],[2042968],[2045758],[2046375],[2050043],[2051815],[2052047],[2052579],[2057667],[2060616],[2063278],[2071179],[2073580],[2073907],[2074054],[2082595],[2089544],[2093010],[2094331],[2094439],[2098311],[2098577],[2112046],[2119967],[2120131],[2123901],[2125673],[2125905],[2126437],[2130957],[2133917],[2136236],[2139516],[2147437],[2149451],[2151371],[2153375],[2153907],[2156629],[2156776],[2158453],[2158561],[2162433],[2162699],[2168002],[2170308],[2176345],[2177932],[2180881],[2183060],[2183224],[2183543],[2191418],[2197393],[2197501],[2197935],[2200709],[2202510],[2205470],[2207789],[2217851],[2222642],[2225576],[2226108],[2227429],[2227537],[2231409],[2231675],[2236438],[2241235],[2242198],[2248184],[2251650],[2252716],[2252971],[2253079],[2253513],[2257217],[2260296],[2262127],[2262893],[2265087],[2270686],[2278607],[2278771],[2280235],[2282541],[2284545],[2285077],[2293583],[2293691],[2295394],[2298070],[2298290],[2302854],[2307651],[2308614],[2316110],[2316834],[2317467],[2320621],[2320729],[2321163],[2323937],[2325738],[2326504],[2328698],[2337046],[2338089],[2339167],[2344064],[2344172],[2344606],[2347380],[2348831],[2348961],[2349181],[2357567],[2358267],[2363327],[2369313],[2372247],[2372779],[2374100],[2374208],[2378346],[2383946],[2384502],[2386684],[2388039],[2392909],[2397911],[2398954],[2400032],[2406205],[2406313],[2406747],[2406857],[2408016],[2410692],[2410912],[2415476],[2416176],[2421236],[2425717],[2427436],[2427544],[2429247],[2431923],[2432143],[2436029],[2445010],[2447456],[2449577],[2451320],[2454474],[2454582],[2455016],[2457790],[2459591],[2460357],[2468359],[2469014],[2470896],[2474185],[2476367],[2480765],[2482484],[2482592],[2484186],[2485509],[2486065],[2488027],[2488247],[2489602],[2494472],[2497028],[2499474],[2501595],[2504472],[2505028],[2505200],[2507210],[2508565],[2513435],[2525012],[2526731],[2526839],[2528542],[2531218],[2531438],[2536702],[2543834],[2544361],[2548970],[2550852],[2553585],[2554141],[2554313],[2556323],[2557687],[2558689],[2559344],[2562329],[2564515],[2566697],[2571095],[2572814],[2572922],[2575384],[2576039],[2581210],[2583392],[2589617],[2592534],[2593090],[2593262],[2595272],[2596627],[2601497],[2604053],[2610428],[2614104],[2614631],[2618585],[2619240],[2623550],[2626287],[2628159],[2632774],[2633330],[2633502],[2635512],[2638028],[2642637],[2644519],[2647808],[2649990],[2652356],[2653011],[2658182],[2660364],[2666589],[2670646],[2671267],[2674088],[2675470],[2681250],[2683013],[2686967],[2687622],[2694844],[2695371],[2699980],[2704290],[2708899],[2714070],[2716252],[2719488],[2722497],[2726170],[2733590],[2739760],[2742581],[2743963],[2751506],[2756115],[2759437],[2762950],[2779626],[2790719],[2795229],[2809750],[2832835] ] cell #4476 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4477 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4478 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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83392,2543799],[2385386,2669429],[2389155,2548084],[2391393,2550266],[2391445,2672646],[2393114,2673545],[2395499,2674908],[2402365,2404797],[2402411,2402559],[2404170,2679790],[2404849,2680189],[2408880,2411628],[2409239,2563496],[2411883,2684084],[2432859,2582703],[2433114,2696442],[2437368,2701276],[2437420,2699094],[2452689,2455631],[2458068,2601447],[2460562,2713051],[2473075,2614069],[2475069,2721280],[2476037,2616178],[2484823,2484955],[2486949,2727549],[2490524,2492956],[2490570,2490718],[2493008,2730766],[2494677,2731665],[2509681,2641751],[2511919,2643933],[2511971,2741139],[2513640,2742038],[2516025,2743401],[2529406,2532154],[2529765,2657163],[2532409,2752577],[2550312,2550460],[2563273,2563405],[2565399,2769856],[2580100,2694809],[2582094,2778409],[2583062,2696918],[2589822,2782525],[2597549,2599981],[2597595,2597743],[2600033,2787895],[2601702,2788794],[2615955,2616087],[2643979,2644127],[2649660,2745510],[2656940,2657072],[2659066,2816656],[2666794,2820772],[2696695,2696827],[2701322,2701470],[2745287,2745419] ] cell #4479 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1244657],[1373340],[1418025],[1439887],[1451414],[1495671],[1503740],[1547724],[1569716],[1581543],[1581710],[1587151],[1625591],[1633443],[1669039],[1677108],[1690901],[1698970],[1702007],[1710096],[1711120],[1716293],[1726420],[1747266],[1752965],[1760702],[1761177],[1778978],[1780018],[1781168],[1795942],[1817418],[1825270],[1828394],[1828409],[1836463],[1841848],[1851972],[1862099],[1863139],[1864289],[1871963],[1882090],[1884594],[1884870],[1902564],[1903554],[1904654],[1904669],[1912691],[1918390],[1933537],[1934577],[1935727],[1939236],[1946973],[1947448],[1949864],[1950501],[1958353],[1961450],[1972468],[1982592],[1983582],[1984682],[1984697],[1991405],[1998619],[2001529],[2003949],[2011656],[2012696],[2013846],[2020578],[2021508],[2022456],[2023093],[2030702],[2040829],[2043019],[2046395],[2050693],[2051683],[2052783],[2052798],[2060820],[2063324],[2063600],[2066519],[2074256],[2074731],[2082641],[2085694],[2093214],[2096712],[2097642],[2098590],[2099227],[2103409],[2110929],[2112285],[2114427],[2120182],[2124551],[2125541],[2126641],[2126656],[2130879],[2130918],[2130970],[2134784],[2141897],[2152021],[2154111],[2154126],[2156978],[2157453],[2160834],[2161764],[2162712],[2163349],[2168048],[2170958],[2173378],[2181085],[2183275],[2183589],[2183865],[2191657],[2198857],[2201359],[2202432],[2202471],[2202523],[2206337],[2215217],[2217719],[2218792],[2226312],[2226327],[2229810],[2230740],[2231688],[2232325],[2236472],[2241281],[2244334],[2251854],[2254435],[2255352],[2257230],[2257867],[2260342],[2260618],[2262049],[2262088],[2262140],[2265954],[2270925],[2273067],[2278822],[2280281],[2283191],[2285281],[2285296],[2285611],[2292847],[2298212],[2298303],[2299490],[2301255],[2302888],[2307697],[2314400],[2316165],[2322085],[2323950],[2324587],[2325660],[2325699],[2325751],[2329565],[2338328],[2339213],[2345528],[2348030],[2348877],[2349103],[2349194],[2350381],[2353008],[2355913],[2357601],[2358228],[2358280],[2365463],[2372983],[2372998],[2374339],[2376481],[2378359],[2378996],[2386606],[2386645],[2386697],[2388234],[2390766],[2391212],[2399193],[2400078],[2401638],[2404616],[2408029],[2410834],[2410925],[2412112],[2413877],[2415510],[2416137],[2416189],[2425763],[2426700],[2427675],[2432065],[2432156],[2433343],[2435108],[2436436],[2436741],[2437187],[2445044],[2449623],[2455938],[2457803],[2458440],[2459513],[2459604],[2463418],[2468151],[2468554],[2469027],[2470930],[2472160],[2476328],[2476380],[2480811],[2481748],[2482723],[2484040],[2488169],[2488260],[2489797],[2492329],[2492775],[2497062],[2501641],[2505607],[2507132],[2507223],[2508760],[2511292],[2511738],[2514846],[2525058],[2526970],[2528555],[2531360],[2531451],[2532638],[2534403],[2536036],[2536663],[2536715],[2543688],[2544023],[2544556],[2548107],[2548983],[2550886],[2554720],[2556245],[2556336],[2558884],[2559357],[2561260],[2562490],[2566710],[2571141],[2573053],[2575579],[2576052],[2576223],[2577955],[2579185],[2583353],[2583405],[2593669],[2595194],[2595285],[2596822],[2599354],[2599800],[2604087],[2610962],[2613958],[2614826],[2618780],[2619253],[2619424],[2621156],[2623212],[2623745],[2626333],[2628172],[2630075],[2633909],[2635434],[2635525],[2637690],[2638223],[2641774],[2642650],[2644553],[2650003],[2652551],[2653024],[2653195],[2654927],[2656157],[2660377],[2671801],[2675132],[2675665],[2679344],[2681657],[2683208],[2687162],[2687635],[2687806],[2689538],[2691702],[2694698],[2695566],[2699993],[2701896],[2703952],[2704485],[2708912],[2710815],[2716265],[2719683],[2722510],[2723652],[2728474],[2729921],[2733252],[2733785],[2740294],[2744158],[2747837],[2751701],[2756128],[2758031],[2760731],[2763145],[2766183],[2772228],[2779639],[2780781],[2787050],[2790914],[2793777],[2796523],[2809945],[2819028],[2822701],[2834129],[2852297] ] cell #4480 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1762322],[1852104],[1872095],[1886036],[1927747],[1948593],[1973137],[1992074],[2001661],[2005320],[2030834],[2044775],[2064766],[2075876],[2077764],[2087870],[2105585],[2115096],[2142566],[2152153],[2155812],[2171090],[2174749],[2185031],[2186651],[2194502],[2210862],[2220968],[2246510],[2256021],[2273736],[2286982],[2341173],[2351279],[2367639], [627489,1850620],[758659,2000177],[762780,2004781],[786129,2029350],[859550,2104544],[864332,2108477],[874303,2117586],[909151,2150669],[928088,2169606],[932209,2174210],[977076,2211835],[987688,2219927],[992470,2223860],[1031108,2041159],[1031266,1801054],[1038280,2263184],[1043062,2267117],[1053033,2276226],[1058708,2281839],[1062829,2286443],[1083980,2300135],[1099771,2311123],[1110789,2318703],[1121401,2326795],[1126183,2330728],[1138841,2339841],[1156009,1923855],[1160224,2356745],[1163347,2358506],[1173959,2366598],[1178741,2370531],[1186778,2181415],[1186936,1955613],[1188712,2379640],[1210475,2392382],[1211597,2393200],[1223146,2400706],[1237650,2408835],[1248668,2416415],[1258365,2423911],[1275807,2433988],[1285769,2045250],[1288164,2443184],[1298956,2268859],[1299114,2055650],[1302616,2452556],[1313228,2460648],[1316124,2071984],[1318010,2464581],[1320339,2288623],[1337826,2475431],[1339641,2475633],[1340899,2476606],[1344411,2478959],[1373969,2494763],[1375291,1886511],[1385518,2332470],[1385676,2129508],[1387388,2503704],[1405705,2512908],[1406827,2513726],[1410323,2516387],[1414995,2155536],[1416703,2519879],[1418376,2521232],[1421123,2357296],[1422268,2159917],[1429466,2166100],[1432880,2529361],[1443898,2536941],[1448527,2185506],[1450922,2381471],[1467945,2197792],[1468420,2550028],[1474194,2552817],[1501344,2565761],[1504417,2566936],[1504910,2005044],[1507929,2415205],[1509074,2228893],[1516272,2235076],[1517943,2236404],[1534202,2582456],[1536017,2582658],[1537275,2583631],[1540312,2253370],[1540787,2585984],[1545448,2259247],[1547231,2589090],[1548353,2589908],[1550906,2443865],[1552348,2050825],[1552823,2263327],[1570345,2601788],[1571667,2065241],[1573841,2459287],[1578513,2286706],[1582052,2288148],[1591572,2470072],[1598039,2615397],[1598315,2298529],[1602207,2301200],[1604505,2302820],[1623683,2487311],[1625723,2112445],[1630703,2321020],[1631178,2629217],[1634719,2118322],[1636952,2495883],[1638394,2124683],[1638869,2326938],[1656155,2506274],[1663175,2344463],[1663650,2643695],[1669424,2646484],[1669700,2349420],[1674712,2649054],[1676527,2649256],[1677785,2650229],[1680315,2357533],[1681410,2358047],[1681686,2161503],[1696574,2659428],[1699647,2660603],[1700140,2174473],[1702684,2374499],[1704304,2375564],[1707820,2380376],[1710725,2666880],[1711502,2381747],[1716425,2191817],[1719808,2545127],[1726750,2390698],[1730366,2201491],[1730841,2393343],[1741476,2555387],[1751212,2406604],[1751687,2560402],[1753634,2219109],[1758154,2683779],[1758430,2411151],[1764620,2415442],[1765715,2415956],[1765991,2230479],[1782924,2427835],[1789866,2696137],[1790142,2432382],[1794034,2435053],[1796332,2436673],[1808128,2264225],[1815510,2594336],[1817550,2271085],[1822530,2454873],[1823005,2709957],[1826546,2276962],[1829055,2459830],[1830221,2283323],[1830696,2460791],[1834067,2715316],[1837140,2716491],[1839866,2610701],[1842517,2293164],[1845743,2470862],[1855487,2476147],[1855763,2301924],[1866045,2482883],[1875478,2624316],[1875754,2488486],[1877548,2317730],[1882420,2492261],[1889764,2327836],[1897146,2634576],[1902696,2338488],[1906355,2507449],[1913021,2511224],[1916637,2348162],[1917112,2513869],[1937483,2527130],[1939103,2754289],[1939905,2365780],[1944425,2752272],[1944701,2531677],[1951986,2536482],[1952262,2377150],[1961767,2544169],[1963626,2385950],[1970486,2547313],[1976363,2393453],[1982724,2399353],[1986383,2556562],[1989423,2679083],[1995300,2561192],[2015602,2573213],[2017222,2685796],[2021247,2427017],[2034217,2583172],[2034493,2435777],[2054484,2595511],[2056278,2451583],[2061150,2599286],[2068494,2461689],[2086011,2472306],[2097381,2482065],[2103726,2623358],[2128342,2635751],[2133055,2506476],[2139915,2640980],[2145792,2513979],[2204608,2555589],[2244651,2579331], [282259,1291598,2444976],[325460,1378160,2496994],[373986,1471380,2550818],[432485,1574536,2604019],[447822,1596697,2614439],[473281,1634138,2630007],[494512,1666610,2644485],[533122,1724974,2671540],[558232,1756812,2682821],[581675,1788524,2695179],[592224,1804489,2701828],[607134,1825965,2710747],[649325,1875215,2727919],[654251,1880644,2729660],[679793,1911245,2740033],[688543,1922237,2743771],[704903,1943083,2751314],[715452,1959048,2757963],[752984,1994564,2767465],[795176,2039383,2780520],[797363,1801529,2701038],[807965,2053945,2785048],[812891,2059374,2786789],[821641,2070366,2790527],[825583,1581894,2466323],[884099,2127803,2804993],[895834,2138521,2807677],[911085,1923579,2744729],[922413,2163993,2814265],[934850,1703159,2535731],[937135,2179639,2818767],[939322,1956088,2757173],[973953,2210074,2825593],[1002441,2232969,2830266],[1012306,1783399,2577097],[1014701,2242915,2832398],[1045391,2056125,2789363],[1055416,1828779,2602908],[1060642,2071708,2791485],[1093942,1866520,2620298],[1096337,2309331,2846619],[1128512,2129983,2732234],[1130788,2334996,2851346],[1135460,1906079,2638794],[1167976,1937958,2654069],[1170371,2165824,2817581],[1181276,1950891,2535968],[1215093,2395861,2862393],[1219765,1986107,2676236],[1253297,2016077,2688680],[1255692,2234800,2770781],[1257890,2018596,2691441],[1263026,2024473,2577887],[1290903,2261823,2838556],[1295575,2054208,2705056],[1343936,2094730,2723391],[1349072,2100607,2621088],[1377465,2325434,2800950],[1382137,2128066,2734356],[1387664,2131196,2637836],[1420648,2158852,2747576],[1425784,2164729,2654859],[1460925,2385748,2821750],[1474470,2202749,2675278],[1507454,2227828,2771967],[1512590,2233705,2689470],[1551182,2262366,2704098],[1591097,2293982,2794792],[1637228,2325977,2733398],[1720084,2386923,2760877] ] cell #4481 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1243557],[1372226],[1438787],[1495523],[1502619],[1568602],[1580443],[1587003],[1625455],[1679129],[1690753],[1697849],[1708982],[1716157],[1753101],[1778830],[1805126],[1817282],[1828246],[1835342],[1841984],[1861951],[1902428],[1904506],[1919115],[1927902],[1939372],[1950365],[1982456],[1984534],[2020714],[2022233],[2022957],[2036901],[2052635],[2066655],[2096848],[2098367],[2099091],[2126493],[2134531],[2134920],[2147847],[2162489],[2163213],[2206084],[2206473],[2231465],[2232189],[2236642],[2239155],[2265701],[2266090],[2303058],[2305571],[2316890],[2329312],[2329701],[2334021],[2357771],[2360284],[2394886],[2407471],[2415680],[2418193],[2444431],[2445214],[2471100],[2488765],[2496449],[2497232],[2522898],[2546169],[2551056],[2557776],[2568981],[2604257],[2610517],[2616439],[2644723],[2662648],[2671356],[2697179],[2739849], 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] cell #4482 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4483 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4484 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4485 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1634579],[1726572],[1747418],[1761983],[1762288],[1804930],[1826406],[1852113],[1872104],[1882242],[1885620],[1886117],[1912843],[1927408],[1927713],[1948254],[1948559],[1959489],[1972437],[1991374],[1997891],[2001670],[2004947],[2030843],[2040981],[2044359],[2044856],[2060972],[2064350],[2064847],[2075537],[2075842],[2077012],[2080263],[2085041],[2102756],[2111630],[2114396],[2118042],[2141866],[2148383],[2152162],[2155439],[2167320],[2171099],[2174376],[2184615],[2185112],[2186617],[2187898],[2188530],[2189503],[2197001],[2213361],[2218139],[2223957],[2238903],[2239691],[2243681],[2252555],[2255321],[2270270],[2273036],[2276682],[2279553],[2286609],[2287732],[2290851],[2296216],[2297821],[2305319],[2306107],[2311758],[2312731],[2320229],[2322395],[2335201],[2336174],[2336885],[2337697],[2343672],[2348450],[2360032],[2360820],[2364810],[2370628],[2373684],[2373778],[2380096],[2390069],[2396066],[2397039],[2397750],[2398562],[2403473],[2410443],[2417941],[2418729],[2424704],[2425336],[2426309],[2426403],[2430069],[2431674],[2439172],[2443640],[2445611],[2446584],[2447295],[2448107],[2454082],[2456248],[2464678],[2477421],[2479752],[2480384],[2481357],[2481451],[2489301],[2491632],[2497629],[2498602],[2499313],[2500125],[2510595],[2517565],[2519088],[2521329],[2523999],[2524631],[2525604],[2525698],[2530969],[2538467],[2540633],[2546717],[2550125],[2551794],[2560499],[2562168],[2567751],[2570082],[2570714],[2571687],[2571781],[2584446],[2586081],[2586777],[2588382],[2588476],[2590421],[2598657],[2605627],[2607150],[2610314],[2615781],[2616987],[2624700],[2625906],[2629314],[2630983],[2631077],[2643792],[2645461],[2646868],[2661418],[2663749],[2665354],[2665448],[2668135],[2671153],[2672411],[2678696],[2679954],[2684163],[2696521],[2697727],[2698859],[2710054],[2711723],[2711817],[2719986],[2726255],[2730531],[2739646],[2740904],[2752656],[2777115],[2787660], 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] cell #4486 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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[762836,1243516],[859562,1358423],[874315,1372518],[932265,1438746],[977050,1488865],[987700,1499949],[992444,1502907],[1038292,1554799],[1053045,1568894],[1062885,1580402],[1083992,1336431],[1099187,1618469],[1110763,1629761],[1117465,1634619],[1121413,1640845],[1160280,1679088],[1163321,1684095],[1173971,1695179],[1178715,1698137],[1188724,1709274],[1210449,1467003],[1211609,1731711],[1224009,1745918],[1237066,1757108],[1243867,1761478],[1248642,1768400],[1275819,1532807],[1287816,1804970],[1288176,1805418],[1291014,1810296],[1302590,1821588],[1309292,1826446],[1313240,1832672],[1317984,1835630],[1320395,1838443],[1322695,1585803],[1337838,1853236],[1339057,1596993],[1340873,1857093],[1366300,1879079],[1373349,1885631],[1373981,1887381],[1377576,1891932],[1405679,1662233],[1406839,1917982],[1410335,1920249],[1416715,1673317],[1417235,1926903],[1418350,1928190],[1419239,1932189],[1432296,1943379],[1439097,1947749],[1443872,1954671],[1450574,1959529],[1450934,1959977],[1459677,1966949],[1462585,1464351],[1468317,1974062],[1468394,1974217],[1470796,1977491],[1496689,1998692],[1501356,2002793],[1504391,2006650],[1506045,2010308],[1519071,1777630],[1534214,2031966],[1535433,1788820],[1537249,2035823],[1540684,2037818],[1540761,2037973],[1547205,1800112],[1547733,2044370],[1548365,1802399],[1562676,2057809],[1569725,2064361],[1570357,2066111],[1573853,2068378],[1573952,2070662],[1580753,2075032],[1581868,2076319],[1588609,2084373],[1590288,2082714],[1593276,2085501],[1597910,2088712],[1598672,2089277],[1605633,1860751],[1623695,2110103],[1625895,2111873],[1631075,2116021],[1631152,2116176],[1633554,2119450],[1654907,2136378],[1656167,2137573],[1657815,1659581],[1663547,2143491],[1663624,2143646],[1666026,2146920],[1669295,2148619],[1670057,2149184],[1674724,1924345],[1675943,1922533],[1677759,1925185],[1691919,2168121],[1696586,2172222],[1699621,2176079],[1703056,2178074],[1703133,2178229],[1710105,2184626],[1710737,1956958],[1715134,2188990],[1718627,2191245],[1722106,2193965],[1726664,2197220],[1727878,1983334],[1740228,2207931],[1741488,2209126],[1748724,2217471],[1751584,2216798],[1751661,2216953],[1753391,2218599],[1758025,2221810],[1758787,2222375],[1782115,2241354],[1783296,2242340],[1783373,2242495],[1785103,2244141],[1789737,2247352],[1790499,2247917],[1795694,1797460],[1796246,2252798],[1801503,2041887],[1803905,2042287],[1815522,2268743],[1817722,2270513],[1822902,2274661],[1822979,2274816],[1825381,2278090],[1828650,2279789],[1829412,2280354],[1834079,2072474],[1837114,2073314],[1838857,2288858],[1841209,2290311],[1842274,2291311],[1847986,2295158],[1850813,2098068],[1865236,2307770],[1866417,2308756],[1866494,2308911],[1870804,2312218],[1875349,2315278],[1876111,2315843],[1877776,2317193],[1882334,2320448],[1883548,2125293],[1897158,2332354],[1903306,1914149],[1904898,2337916],[1905950,2338721],[1906712,2339286],[1908377,2340636],[1912935,2343891],[1918816,2150862],[1923450,2152421],[1937855,2363469],[1937932,2363624],[1939115,2166590],[1939662,2365270],[1944296,2368481],[1945058,2369046],[1950805,2373927],[1956062,2182143],[1958464,2182543],[1963022,2383710],[1963854,2384228],[1971829,2205698],[1972894,2390529],[1984926,2398781],[1985978,2399586],[1986740,2400151],[1988471,2401521],[1990766,2402933],[1991831,2403933],[1995214,2406032],[1997543,2407780],[2000370,2231166],[2015974,2421378],[2016051,2421533],[2017234,2235566],[2017587,2422711],[2017644,2422752],[2021004,2425164],[2021934,2029543],[2024387,2427263],[2026716,2429011],[2036515,2254713],[2051435,2062278],[2054079,2449131],[2054841,2449696],[2056099,2269587],[2056506,2451046],[2061064,2454301],[2066945,2282032],[2071579,2283591],[2078603,2468034],[2079915,2468778],[2088098,2473911],[2093721,2477759],[2093778,2477800],[2097138,2480212],[2100521,2482311],[2102902,2484072],[2104981,2485273],[2105813,2485791],[2108670,2316591],[2113788,2328926],[2114853,2492092],[2127937,2501149],[2128699,2501714],[2129957,2333198],[2130372,2503035],[2133283,2504754],[2134145,2141258],[2135210,2340034],[2142323,2511055],[2157900,2522047],[2162190,2169799],[2164643,2526558],[2165695,2363800],[2166972,2528306],[2176771,2375842],[2188044,2543720],[2190020,2544801],[2190077,2544842],[2195341,2547990],[2196653,2548734],[2201925,2552148],[2204836,2553867],[2206763,2400899],[2211701,2558364],[2213013,2559108],[2215495,2407085],[2221196,2564241],[2224053,2414303],[2226876,2568130],[2233619,2572641],[2234671,2421709],[2237243,2575059],[2238555,2575803],[2240175,2428316],[2246738,2580936],[2255778,2587237],[2261542,2591097],[2261644,2444217],[2265315,2272428],[2266380,2267310],[2273493,2599117],[2291629,2611329],[2292319,2611713],[2296362,2613990],[2303659,2618260],[2304971,2619004],[2306591,2483364],[2311272,2622909],[2311424,2485093],[2313248,2623990],[2313305,2624031],[2318569,2627179],[2319881,2627923],[2322363,2495244],[2325153,2631337],[2325255,2496235],[2329991,2330921],[2334715,2637387],[2334817,2504056],[2342012,2641657],[2343324,2642401],[2351507,2647534],[2353434,2521425],[2361304,2362166],[2367867,2657908],[2370724,2534829],[2385467,2669350],[2385569,2545479],[2391537,2672552],[2392248,2672955],[2395580,2674829],[2395682,2553169],[2404251,2679711],[2404941,2680095],[2408984,2682372],[2409136,2563543],[2419213,2420075],[2430215,2694730],[2437512,2699000],[2438824,2699744],[2440444,2590389],[2445227,2445277],[2452422,2707919],[2453734,2708663],[2456216,2602269],[2463844,2464774],[2475150,2721201],[2475252,2615749],[2475782,2721536],[2475934,2616225],[2487030,2727470],[2487132,2624668],[2493100,2730672],[2497245,2497295],[2512063,2741045],[2512774,2741448],[2516106,2743322],[2516208,2646836],[2529510,2750865],[2529662,2657210],[2539739,2540601],[2551069,2551119],[2565480,2769777],[2565582,2684131],[2582175,2778330],[2582277,2696489],[2582807,2778665],[2582959,2696965],[2588956,2781935],[2600125,2787801],[2604270,2604320],[2630258,2630308],[2644736,2644786],[2649405,2811798],[2649557,2745557],[2659147,2816577],[2659249,2752624],[2702079,2702129],[2710998,2711048],[2758214,2758264] ] cell #4487 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1244658],[1373341],[1418026],[1439888],[1451415],[1495672],[1503741],[1547725],[1569717],[1581544],[1581711],[1587152],[1625592],[1633444],[1669040],[1677109],[1690902],[1698971],[1702008],[1710097],[1711123],[1716294],[1726421],[1747267],[1753007],[1760703],[1761168],[1778979],[1780019],[1781169],[1795943],[1817419],[1825271],[1828395],[1828412],[1836464],[1841890],[1851973],[1862100],[1863140],[1864290],[1871964],[1882091],[1884591],[1884871],[1902565],[1903555],[1904655],[1904672],[1912692],[1918432],[1933538],[1934578],[1935728],[1939278],[1946974],[1947439],[1949911],[1950502],[1958354],[1961576],[1972510],[1982593],[1983583],[1984683],[1984700],[1991447],[1998616],[2001530],[2003952],[2011657],[2012697],[2013847],[2020620],[2021550],[2022503],[2023094],[2030703],[2040830],[2043020],[2046396],[2050694],[2051684],[2052784],[2052801],[2060821],[2063321],[2063601],[2066561],[2074257],[2074722],[2082638],[2085820],[2093215],[2096754],[2097684],[2098637],[2099228],[2103535],[2110930],[2112288],[2114469],[2120183],[2124552],[2125542],[2126642],[2126659],[2131005],[2131062],[2132451],[2134826],[2141939],[2152022],[2154112],[2154129],[2156979],[2157444],[2160876],[2161806],[2162759],[2163350],[2168045],[2170959],[2173381],[2181086],[2183276],[2183586],[2183866],[2191660],[2198858],[2201360],[2202558],[2202615],[2204004],[2206379],[2215218],[2217720],[2218918],[2226313],[2226330],[2229852],[2230782],[2231735],[2232326],[2236553],[2241278],[2244460],[2251855],[2254436],[2255394],[2257277],[2257868],[2260339],[2260619],[2262175],[2262232],[2263621],[2265996],[2270928],[2273109],[2278823],[2280278],[2283192],[2285282],[2285299],[2285614],[2292973],[2298338],[2298395],[2299491],[2301297],[2302969],[2307694],[2314401],[2316207],[2322086],[2323997],[2324588],[2325786],[2325843],[2327232],[2329607],[2338331],[2339210],[2345529],[2348031],[2348874],[2349229],[2349286],[2350382],[2353050],[2355916],[2357682],[2358372],[2359684],[2365589],[2372984],[2373001],[2374342],[2376523],[2378406],[2378997],[2386732],[2386789],[2387390],[2388276],[2390847],[2391213],[2399196],[2400075],[2401680],[2404617],[2408076],[2410960],[2411017],[2412113],[2413919],[2415591],[2416281],[2417593],[2425760],[2426826],[2427678],[2432191],[2432248],[2433344],[2435150],[2436439],[2436822],[2437188],[2445125],[2449620],[2455939],[2457850],[2458441],[2459639],[2459696],[2463460],[2468193],[2468596],[2469074],[2471011],[2472161],[2476472],[2477073],[2480808],[2481874],[2482726],[2484041],[2488295],[2488352],[2489839],[2492410],[2492776],[2497143],[2501638],[2505610],[2507258],[2507315],[2508802],[2511373],[2511739],[2514847],[2525055],[2526973],[2528602],[2531486],[2531543],[2532639],[2534445],[2536117],[2536807],[2538119],[2543689],[2544024],[2544598],[2548149],[2549030],[2550967],[2554723],[2556371],[2556428],[2558926],[2559404],[2561341],[2562491],[2566802],[2571138],[2573056],[2575621],[2576099],[2576224],[2578036],[2579186],[2583497],[2584098],[2593672],[2595320],[2595377],[2596864],[2599435],[2599801],[2604168],[2610963],[2613959],[2614868],[2618822],[2619300],[2619425],[2621237],[2623213],[2623787],[2626330],[2628219],[2630156],[2633912],[2635560],[2635617],[2637691],[2638265],[2641816],[2642697],[2644634],[2650095],[2652593],[2653071],[2653196],[2655008],[2656158],[2660469],[2671802],[2675133],[2675707],[2679345],[2681660],[2683250],[2687204],[2687682],[2687807],[2689619],[2691703],[2694699],[2695608],[2700040],[2701977],[2703953],[2704527],[2708959],[2710896],[2716357],[2719725],[2722557],[2723653],[2728475],[2729922],[2733253],[2733827],[2740295],[2744200],[2747838],[2751743],[2756175],[2758112],[2760732],[2763187],[2766184],[2772229],[2779686],[2780782],[2787051],[2790956],[2793778],[2796524],[2809987],[2819029],[2822702],[2834130],[2852298] ] cell #4488 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [461377],[556877],[631117],[703548],[730494],[762287],[789757],[840284],[870750],[899923],[912779],[931716],[982467],[988413],[1019014],[1029489],[1049480],[1062336],[1105102],[1153838],[1156276],[1159731],[1168738],[1174684],[1185159],[1254059],[1266975],[1279231],[1284093],[1296929],[1313953],[1316391],[1353021],[1383491],[1392720],[1396517],[1408294],[1414306],[1429733],[1446851],[1479526],[1483323],[1516539],[1518854],[1522256],[1538764],[1556238],[1560035],[1577824],[1605416],[1608818],[1642284],[1646081],[1648041],[1651881],[1681226],[1684628],[1689534],[1733362],[1737202],[1752876],[1765531],[1768933],[1773839],[1775530],[1807396],[1809039],[1811236],[1846654],[1858651],[1876511],[1889032],[1890675],[1892872],[1930089],[1931105],[1960110],[1967528],[1977274],[1988709],[1996289],[2008208],[2009224],[2048405],[2069405],[2078841],[2083263],[2091772],[2103077],[2122263],[2146703],[2178653],[2188219],[2195579],[2200001],[2210196],[2250412],[2280903],[2289629],[2296537],[2342250],[2346672],[2388847],[2430390],[2509373] ] cell #4489 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1762323],[1852105],[1872096],[1886037],[1927748],[1948594],[1973138],[1992075],[2001662],[2005321],[2030835],[2044776],[2064767],[2075877],[2077767],[2087873],[2105588],[2115097],[2142567],[2152154],[2155813],[2171091],[2174750],[2185032],[2186652],[2194505],[2210865],[2220971],[2246513],[2256022],[2273737],[2286983],[2341176],[2351282],[2367642], [627480,1850623],[758650,2000180],[762781,2004706],[786120,2029353],[859551,2104541],[864323,2108480],[874304,2117583],[909142,2150672],[928079,2169609],[932210,2174135],[977067,2211838],[987689,2219924],[992461,2223863],[1031099,2041162],[1031267,1801055],[1038281,2263181],[1043053,2267120],[1053034,2276223],[1058699,2281842],[1062830,2286368],[1083981,2300132],[1099548,2311126],[1110780,2318706],[1121402,2326792],[1126174,2330731],[1138832,2339844],[1156000,1923856],[1160225,2356670],[1163338,2358509],[1173960,2366595],[1178732,2370534],[1186769,2181418],[1186937,1955614],[1188713,2379637],[1210466,2392385],[1211598,2393197],[1223137,2400709],[1237427,2408838],[1248659,2416418],[1258356,2423914],[1275808,2433985],[1285770,2045241],[1288165,2443181],[1298947,2268862],[1299115,2055651],[1302607,2452559],[1313229,2460645],[1316115,2071985],[1318001,2464584],[1320340,2288614],[1337827,2475428],[1339418,2475636],[1340890,2476609],[1344402,2478962],[1373970,2494760],[1375292,1886502],[1385509,2332473],[1385677,2129509],[1387385,2503705],[1405696,2512911],[1406828,2513723],[1410324,2516384],[1414996,2155533],[1416704,2519876],[1418367,2521235],[1421114,2357299],[1422269,2159918],[1429457,2166101],[1432657,2529364],[1443889,2536944],[1448528,2185497],[1450923,2381468],[1467946,2197789],[1468411,2550031],[1474191,2552818],[1501345,2565758],[1504408,2566939],[1504911,2005041],[1507920,2415208],[1509075,2228894],[1516263,2235077],[1517946,2236407],[1534203,2582453],[1535794,2582661],[1537266,2583634],[1540313,2253367],[1540778,2585987],[1545449,2259250],[1547222,2589093],[1548354,2589905],[1550903,2443866],[1552349,2050826],[1552814,2263328],[1570346,2601785],[1571668,2065232],[1573842,2459284],[1578514,2286703],[1582053,2288149],[1591563,2470075],[1598036,2615398],[1598316,2298532],[1602208,2301201],[1604508,2302823],[1623684,2487308],[1625724,2112442],[1630704,2321017],[1631169,2629220],[1634720,2118325],[1636949,2495884],[1638395,2124684],[1638860,2326939],[1656156,2506271],[1663176,2344460],[1663641,2643698],[1669421,2646485],[1669701,2349423],[1674713,2649051],[1676304,2649259],[1677776,2650232],[1680318,2357536],[1681407,2358048],[1681687,2161504],[1696575,2659425],[1699638,2660606],[1700141,2174470],[1702685,2374496],[1704305,2375565],[1707821,2380379],[1710726,2666877],[1711493,2381748],[1716426,2191814],[1719805,2545128],[1726753,2390701],[1730367,2201492],[1730832,2393344],[1741477,2555384],[1751213,2406601],[1751678,2560405],[1753635,2219112],[1758151,2683780],[1758431,2411154],[1764623,2415445],[1765712,2415957],[1765992,2230480],[1782925,2427832],[1789863,2696138],[1790143,2432385],[1794035,2435054],[1796335,2436676],[1808131,2264228],[1815511,2594333],[1817551,2271082],[1822531,2454870],[1822996,2709960],[1826547,2276965],[1829056,2459833],[1830222,2283324],[1830687,2460792],[1834068,2715313],[1837131,2716494],[1839863,2610702],[1842518,2293167],[1845746,2470865],[1855484,2476148],[1855764,2301925],[1866046,2482880],[1875475,2624317],[1875755,2488489],[1877551,2317733],[1882423,2492264],[1889767,2327839],[1897147,2634573],[1902697,2338485],[1906356,2507452],[1913024,2511227],[1916638,2348163],[1917103,2513870],[1937484,2527127],[1939104,2754286],[1939906,2365783],[1944422,2752273],[1944702,2531680],[1951983,2536483],[1952263,2377151],[1961770,2544172],[1963629,2385953],[1970483,2547314],[1976366,2393456],[1982725,2399350],[1986384,2556565],[1989420,2679084],[1995303,2561195],[2015603,2573210],[2017223,2685793],[2021248,2427020],[2034214,2583173],[2034494,2435778],[2054485,2595514],[2056281,2451586],[2061153,2599289],[2068497,2461692],[2086014,2472309],[2097382,2482068],[2103729,2623361],[2128343,2635754],[2133058,2506479],[2139912,2640981],[2145795,2513982],[2204611,2555592],[2244654,2579334], [282260,1291375,2444979],[325461,1377937,2496997],[373987,1471157,2550821],[432486,1574313,2604022],[447823,1596622,2614442],[473282,1633915,2630010],[494513,1666387,2644488],[533123,1724971,2671541],[558233,1756737,2682824],[581676,1788449,2695182],[592225,1804266,2701831],[607135,1825742,2710750],[649326,1875140,2727922],[654252,1880641,2729661],[679794,1911242,2740034],[688544,1922162,2743774],[704904,1943008,2751317],[715453,1958825,2757966],[752985,1994561,2767466],[795177,2039380,2780521],[797364,1801520,2701041],[807966,2053870,2785051],[812892,2059371,2786790],[821642,2070291,2790530],[825584,1581885,2466326],[884100,2127728,2804996],[895835,2138446,2807680],[911086,1923576,2744730],[922414,2163990,2814266],[934851,1703150,2535734],[937136,2179636,2818768],[939323,1956079,2757176],[973954,2209999,2825596],[1002442,2232966,2830267],[1012307,1783390,2577100],[1014702,2242912,2832399],[1045392,2056116,2789366],[1055417,1828776,2602909],[1060643,2071705,2791486],[1093943,1866511,2620301],[1096338,2309328,2846620],[1128513,2129974,2732237],[1130789,2334993,2851347],[1135461,1906076,2638795],[1167977,1937949,2654072],[1170372,2165821,2817582],[1181277,1950894,2535971],[1215094,2395858,2862394],[1219766,1986104,2676237],[1253298,2016068,2688683],[1255693,2234797,2770782],[1257891,2018593,2691442],[1263027,2024476,2577890],[1290904,2261820,2838557],[1295576,2054205,2705057],[1343937,2094727,2723392],[1349073,2100610,2621091],[1377466,2325431,2800951],[1382138,2128063,2734357],[1387665,2131199,2637839],[1420649,2158849,2747577],[1425785,2164732,2654862],[1460926,2385745,2821751],[1474471,2202752,2675281],[1507455,2227825,2771968],[1512591,2233708,2689473],[1551183,2262369,2704101],[1591098,2293979,2794793],[1637229,2325980,2733401],[1720085,2386926,2760880] ] cell #4490 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658137],[762123],[816777],[825877],[867444],[873974],[931552],[941021],[941914],[947490],[985270],[1035278],[1046174],[1052704],[1056300],[1062172],[1063895],[1069460],[1080573],[1102049],[1107876],[1133761],[1136344],[1159567],[1171541],[1181853],[1182206],[1188383],[1195366],[1206953],[1218066],[1220649],[1228815],[1239928],[1243590],[1261287],[1263603],[1263956],[1272400],[1278995],[1287835],[1293876],[1296459],[1299703],[1310357],[1310810],[1321749],[1335746],[1347333],[1349649],[1350002],[1357738],[1369325],[1372747],[1373100],[1380438],[1383021],[1390596],[1392484],[1392880],[1393333],[1402183],[1408933],[1413296],[1415879],[1424045],[1426361],[1426714],[1435158],[1438820],[1440985],[1463405],[1472538],[1477402],[1479290],[1479686],[1480139],[1485267],[1499264],[1502668],[1503121],[1505794],[1510851],[1513167],[1513520],[1518125],[1518294],[1522895],[1523325],[1532122],[1538778],[1543709],[1546025],[1546378],[1554114],[1556002],[1556398],[1556851],[1565701],[1569123],[1569476],[1576814],[1579397],[1580476],[1596800],[1602864],[1604687],[1604856],[1609457],[1609887],[1625504],[1626163],[1632483],[1635296],[1635649],[1640160],[1642048],[1642444],[1642897],[1648059],[1651895],[1658635],[1667768],[1672632],[1674916],[1675369],[1679162],[1680497],[1680666],[1685267],[1685697],[1694494],[1697898],[1698351],[1701024],[1706081],[1708397],[1708750],[1709503],[1709856],[1716206],[1718895],[1725536],[1726932],[1727101],[1731026],[1733380],[1737216],[1752640],[1753445],[1756915],[1762526],[1762979],[1764802],[1764971],[1769572],[1770002],[1775544],[1788627],[1794691],[1796514],[1796683],[1801714],[1805647],[1806000],[1807414],[1808479],[1811250],[1817331],[1817990],[1824310],[1827123],[1827476],[1831987],[1834271],[1834724],[1835391],[1835844],[1842328],[1845925],[1846094],[1848359],[1850359],[1852638],[1858665],[1875318],[1877150],[1878211],[1881206],[1882602],[1882771],[1886696],[1889050],[1890115],[1892886],[1902477],[1905166],[1911807],[1913203],[1913372],[1917297],[1919651],[1922340],[1927951],[1928404],[1930103],[1931123],[1939716],[1943186],[1948797],[1949250],[1950414],[1951073],[1951242],[1956273],[1957393],[1963395],[1964289],[1967546],[1969323],[1976714],[1982505],[1985194],[1995126],[1995482],[1995651],[1996303],[1997916],[1999916],[2002195],[2008222],[2009242],[2021058],[2023006],[2024655],[2024824],[2027089],[2029089],[2031368],[2036950],[2039945],[2045435],[2048419],[2056941],[2059936],[2061332],[2061501],[2065426],[2066999],[2067780],[2068845],[2079103],[2080288],[2083277],[2088533],[2091790],[2097192],[2099140],[2100789],[2100958],[2103091],[2105354],[2106248],[2108216],[2109505],[2111282],[2118673],[2122277],[2132824],[2133718],[2134580],[2135264],[2136975],[2138752],[2146143],[2148408],[2150408],[2163262],[2164911],[2165080],[2167345],[2169345],[2171624],[2178671],[2188233],[2189155],[2197026],[2200015],[2204377],[2205271],[2206133],[2206817],[2208528],[2210385],[2212201],[2213386],[2221631],[2224888],[2232238],[2233887],[2234056],[2237743],[2238928],[2239716],[2247173],[2250430],[2252207],[2259598],[2263994],[2264888],[2265750],[2266434],[2268145],[2269922],[2277313],[2280917],[2289818],[2296551],[2297473],[2304159],[2305344],[2306132],[2312383],[2320254],[2327605],[2328499],[2329361],[2330045],[2331756],[2335826],[2336537],[2343697],[2346686],[2351942],[2355199],[2358872],[2360057],[2360845],[2368302],[2371559],[2380727],[2387763],[2389036],[2394116],[2396691],[2397402],[2407520],[2410095],[2416781],[2417966],[2418754],[2430404],[2431326],[2439197],[2446236],[2446947],[2454107],[2462352],[2465609],[2471490],[2477446],[2489326],[2498254],[2498965],[2509562],[2514642],[2517217],[2530621],[2538492],[2543550],[2551446],[2561820],[2584471],[2605279],[2613820],[2622739],[2645113],[2694560] ] cell #4491 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1374224],[1466246],[1504317],[1504670],[1548608],[1570600],[1596659],[1629004],[1633647],[1634100],[1661476],[1677685],[1678038],[1699547],[1699900],[1710980],[1724639],[1750619],[1753617],[1756774],[1761362],[1788486],[1799355],[1803998],[1804451],[1820831],[1825474],[1825927],[1837040],[1837393],[1838517],[1842500],[1847907],[1875177],[1878107],[1880309],[1885270],[1910910],[1919042],[1922199],[1926787],[1939888],[1943045],[1947633],[1958557],[1959010],[1960559],[1962943],[1964185],[1973120],[1992057],[1994229],[1997464],[2004300],[2021230],[2022160],[2026637],[2036846],[2039048],[2056837],[2059039],[2064000],[2067171],[2074916],[2076080],[2079836],[2088429],[2097364],[2098294],[2102868],[2104902],[2106144],[2115079],[2117608],[2132372],[2133614],[2134476],[2135436],[2142549],[2147956],[2161486],[2162416],[2166893],[2173729],[2177102],[2177206],[2184265],[2188010],[2196574],[2203925],[2205167],[2206029],[2206989],[2212934],[2221527],[2230462],[2231392],[2238476],[2239264],[2240506],[2240610],[2247069],[2256004],[2261018],[2263542],[2264784],[2265646],[2266606],[2273719],[2276248],[2285962],[2296328],[2301907],[2304892],[2305680],[2306922],[2307026],[2316817],[2319802],[2327153],[2328395],[2329257],[2330217],[2343245],[2351838],[2353660],[2356264],[2359605],[2360393],[2361635],[2361739],[2368198],[2377133],[2379662],[2387311],[2391897],[2394012],[2405301],[2407416],[2414529],[2417514],[2418302],[2419544],[2419648],[2430181],[2435760],[2437872],[2438745],[2440775],[2440879],[2443206],[2453655],[2462248],[2464070],[2467806],[2475453],[2476994],[2487333],[2488874],[2493460],[2495575],[2495679],[2512423],[2514538],[2516409],[2535055],[2538040],[2540070],[2540174],[2543431],[2547762],[2549625],[2558136],[2559999],[2565783],[2582478],[2584019],[2585581],[2600485],[2602600],[2602704],[2613701],[2622620],[2628814],[2641429],[2643292],[2659450],[2694441],[2709554], [533096,1973639],[654225,2115598],[679767,2143068],[689889,1674520],[752958,2216375],[795150,2037395],[797046,1801284],[812865,2274238],[822987,1833875],[859524,2311461],[874277,2323243],[911059,1923487],[922387,2363046],[924296,1938911],[937109,2177651],[939005,1955843],[976583,2402440],[987662,2409173],[1002415,2420955],[1004324,2017030],[1014675,2241917],[1038254,2445314],[1038535,2054048],[1045074,2055880],[1053007,2457096],[1060616,2071616],[1083954,2475971],[1096311,2308333],[1110296,2490599],[1121375,2497332],[1121656,2127906],[1128195,2129738],[1130762,2334904],[1162854,2522966],[1163247,1936890],[1163600,2164555],[1170345,2165732],[1173933,2529699],[1188686,2541481],[1190595,1960206],[1209982,2550341],[1211571,2551156],[1211852,2210177],[1215067,2395769],[1248175,2569049],[1248568,2015009],[1248921,2233531],[1255666,2234708],[1257603,2423671],[1275781,2582996],[1288138,2442186],[1290877,2261731],[1291107,2266856],[1291560,2053907],[1302123,2597624],[1313202,2604357],[1313483,2070469],[1320022,2076533],[1337800,2475339],[1340406,2616507],[1340799,2102551],[1341152,2309893],[1343649,2478719],[1373943,2630345],[1377439,2325342],[1377669,2330467],[1378122,2127765],[1387410,2334681],[1405212,2644008],[1406801,2644823],[1407082,2138624],[1410297,2516295],[1416677,2649594],[1420361,2357056],[1421308,2163658],[1443405,2662716],[1443798,1953914],[1444151,2180201],[1450896,2185691],[1460899,2385656],[1466073,2671663],[1467658,2549788],[1470889,2400445],[1471342,2210036],[1474216,2395546],[1501318,2565669],[1503924,2684889],[1507167,2414965],[1508114,2232634],[1534176,2582364],[1536782,2697247],[1537175,2026417],[1537528,2243477],[1540025,2585744],[1546738,2701351],[1548327,2702166],[1550928,2261508],[1570319,2711085],[1573815,2279578],[1574045,2281578],[1574498,2070328],[1590810,2469832],[1593502,2477855],[1596216,2615167],[1598061,2475116],[1601247,2308996],[1623657,2487219],[1628831,2729783],[1630416,2628977],[1636974,2325119],[1656129,2337722],[1661303,2740156],[1662888,2643455],[1666119,2339580],[1666572,2138483],[1669446,2516072],[1674686,2519113],[1677292,2745839],[1696548,2659336],[1699154,2753382],[1702397,2373336],[1703344,2179304],[1710699,2758301],[1715360,2544897],[1719830,2385433],[1722437,2394542],[1724996,2549376],[1741450,2398587],[1750446,2767588],[1750925,2560162],[1756331,2683549],[1758176,2565446],[1782637,2425961],[1785329,2422807],[1788043,2695907],[1789888,2582141],[1793074,2242580],[1799182,2780643],[1800767,2588034],[1815484,2448132],[1820658,2786912],[1822243,2709717],[1828801,2279126],[1834041,2607175],[1836647,2792595],[1841540,2469420],[1865758,2481009],[1871030,2624086],[1874734,2728244],[1875500,2486996],[1880666,2628565],[1897120,2500150],[1901631,2503474],[1906101,2337270],[1908708,2333677],[1911267,2643043],[1921756,2646254],[1923601,2518661],[1936717,2814388],[1937196,2525256],[1939077,2661443],[1942602,2752042],[1944447,2659113],[1953741,2818890],[1955326,2665006],[1981659,2552587],[1986129,2398135],[1991097,2559750],[1994586,2681005],[2014836,2830389],[2015315,2571339],[2017196,2567776],[2020270,2423259],[2026244,2832521],[2039405,2585332],[2049760,2591536],[2053464,2785373],[2054230,2447680],[2055363,2711375],[2059396,2709305],[2069885,2712516],[2071730,2606723],[2096404,2478307],[2102378,2846742],[2123618,2631776],[2127322,2805318],[2128088,2499698],[2129221,2630635],[2138040,2738617],[2158260,2750695],[2160526,2522554],[2164015,2749498],[2165846,2660991],[2179661,2662304],[2193589,2670124],[2209593,2765437],[2227236,2682202],[2229502,2568637],[2232991,2773889],[2234822,2567324],[2237603,2776141],[2242937,2693363],[2261845,2707691],[2292679,2719012],[2294794,2612623],[2304019,2798266],[2309353,2725313],[2325456,2626951],[2335018,2738334],[2356893,2750576],[2385770,2669841],[2395883,2765154],[2414802,2682083],[2423508,2776022],[2469669,2718893],[2478556,2798147] ] cell #4492 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1099393],[1237272],[1339263],[1432502],[1465911],[1502781],[1535639],[1596271],[1628669],[1661141],[1676149],[1698011],[1750284],[1756386],[1788098],[1799020],[1820496],[1835504],[1874789],[1921811],[1924093],[1928064],[1936555],[1942657],[1953579],[2014674],[2026082],[2037063],[2041565],[2053519],[2069940],[2072222],[2102216],[2127377],[2134693],[2138095],[2147931],[2152843],[2166338],[2181821],[2206246],[2209648],[2235314],[2238301],[2239239],[2252156],[2265863],[2269265],[2284013],[2304717],[2305655],[2329474],[2332876],[2335288],[2336486],[2359430],[2360368],[2364222],[2396153],[2397351],[2407633],[2417339],[2418277],[2422131],[2424173],[2445698],[2446794],[2446896],[2472048],[2479221],[2488849],[2497716],[2498812],[2498914],[2523468],[2524086],[2542657],[2546804],[2552004],[2557860],[2561769],[2569551],[2570169],[2592825],[2605837],[2610601],[2612984],[2617074],[2622488],[2633065],[2645671],[2663836],[2668438],[2671440],[2673823],[2678329],[2697814],[2713805],[2717747],[2720289],[2739933],[2742316],[2761209],[2777418],[2808009] ] cell #4493 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1762324],[1852106],[1872097],[1886038],[1927749],[1948595],[1973143],[1992080],[2001663],[2005326],[2030836],[2044777],[2064768],[2075878],[2077879],[2087912],[2105627],[2115102],[2142572],[2152155],[2155818],[2171092],[2174755],[2185033],[2186653],[2194617],[2210977],[2221010],[2246552],[2256027],[2273742],[2286988],[2341288],[2351321],[2367681], [627477,1850628],[758647,2000185],[762782,2004631],[786117,2029358],[859552,2104538],[864320,2108485],[874305,2117580],[909139,2150677],[928076,2169614],[932211,2174060],[977064,2211843],[987690,2219921],[992458,2223868],[1031096,2041167],[1031268,1801056],[1038282,2263178],[1043050,2267125],[1053035,2276220],[1058696,2281847],[1062831,2286293],[1083982,2300129],[1099401,2311238],[1110777,2318711],[1121403,2326789],[1126171,2330736],[1138829,2339849],[1155997,1923861],[1160226,2356595],[1163335,2358514],[1173961,2366592],[1178729,2370539],[1186766,2181423],[1186938,1955615],[1188714,2379634],[1210463,2392390],[1211599,2393194],[1223134,2400714],[1237280,2408950],[1248656,2416423],[1258353,2423919],[1275809,2433982],[1285771,2045238],[1288166,2443178],[1298944,2268867],[1299116,2055652],[1302604,2452564],[1313230,2460642],[1316112,2071990],[1317998,2464589],[1320341,2288611],[1337828,2475425],[1339271,2475748],[1340887,2476614],[1344399,2478967],[1373971,2494757],[1375293,1886499],[1385506,2332478],[1385678,2129510],[1387382,2503708],[1405693,2512916],[1406829,2513720],[1410325,2516381],[1414997,2155530],[1416705,2519873],[1418364,2521240],[1421111,2357304],[1422270,2159919],[1429454,2166106],[1432510,2529476],[1443886,2536949],[1448529,2185494],[1450924,2381465],[1467947,2197786],[1468408,2550036],[1474188,2552821],[1501346,2565755],[1504405,2566944],[1504912,2005038],[1507917,2415213],[1509076,2228895],[1516260,2235082],[1517951,2236519],[1534204,2582450],[1535647,2582773],[1537263,2583639],[1540314,2253364],[1540775,2585992],[1545454,2259255],[1547219,2589098],[1548355,2589902],[1550900,2443869],[1552350,2050827],[1552811,2263333],[1570347,2601782],[1571669,2065229],[1573843,2459281],[1578515,2286700],[1582054,2288150],[1591560,2470080],[1598033,2615401],[1598321,2298537],[1602209,2301202],[1604513,2302935],[1623685,2487305],[1625725,2112439],[1630705,2321014],[1631166,2629225],[1634725,2118330],[1636946,2495887],[1638396,2124685],[1638857,2326944],[1656157,2506268],[1663177,2344457],[1663638,2643703],[1669418,2646488],[1669706,2349428],[1674714,2649048],[1676157,2649371],[1677773,2650237],[1680323,2357648],[1681404,2358051],[1681692,2161509],[1696576,2659422],[1699635,2660611],[1700142,2174467],[1702686,2374493],[1704306,2375566],[1707826,2380384],[1710727,2666874],[1711490,2381753],[1716427,2191811],[1719802,2545131],[1726758,2390813],[1730368,2201493],[1730829,2393349],[1741478,2555381],[1751214,2406598],[1751675,2560410],[1753640,2219117],[1758148,2683783],[1758436,2411159],[1764628,2415557],[1765709,2415960],[1765997,2230485],[1782926,2427829],[1789860,2696141],[1790148,2432390],[1794036,2435055],[1796340,2436788],[1808136,2264267],[1815512,2594330],[1817552,2271079],[1822532,2454867],[1822993,2709965],[1826552,2276970],[1829061,2459838],[1830223,2283325],[1830684,2460797],[1834069,2715310],[1837128,2716499],[1839860,2610705],[1842523,2293172],[1845751,2470977],[1855481,2476151],[1855769,2301930],[1866047,2482877],[1875472,2624320],[1875760,2488494],[1877590,2317845],[1882428,2492376],[1889772,2327878],[1897148,2634570],[1902698,2338482],[1906361,2507457],[1913029,2511339],[1916639,2348164],[1917100,2513875],[1937485,2527124],[1939105,2754283],[1939911,2365788],[1944419,2752276],[1944707,2531685],[1951980,2536486],[1952268,2377156],[1961775,2544211],[1963668,2386065],[1970480,2547317],[1976371,2393495],[1982726,2399347],[1986389,2556570],[1989417,2679087],[1995308,2561307],[2015604,2573207],[2017224,2685790],[2021253,2427025],[2034211,2583176],[2034499,2435783],[2054490,2595519],[2056320,2451698],[2061158,2599401],[2068502,2461731],[2086019,2472348],[2097387,2482073],[2103734,2623400],[2128348,2635759],[2133097,2506591],[2139909,2640984],[2145800,2514021],[2204650,2555704],[2244659,2579373], [282261,1291228,2445091],[325462,1377790,2497109],[373988,1471010,2550933],[432487,1574166,2604134],[447824,1596547,2614481],[473283,1633768,2630122],[494514,1666240,2644600],[533124,1724968,2671544],[558234,1756662,2682863],[581677,1788374,2695221],[592226,1804119,2701943],[607136,1825595,2710862],[649327,1875065,2727961],[654253,1880638,2729664],[679795,1911239,2740037],[688545,1922087,2743813],[704905,1942933,2751356],[715454,1958678,2758078],[752986,1994558,2767469],[795178,2039377,2780524],[797365,1801517,2701046],[807967,2053795,2785090],[812893,2059368,2786793],[821643,2070216,2790569],[825585,1581882,2466331],[884101,2127653,2805035],[895836,2138371,2807719],[911087,1923573,2744733],[922415,2163987,2814269],[934852,1703147,2535739],[937137,2179633,2818771],[939324,1956076,2757181],[973955,2209924,2825635],[1002443,2232963,2830270],[1012308,1783387,2577105],[1014703,2242909,2832402],[1045393,2056113,2789371],[1055418,1828773,2602912],[1060644,2071702,2791489],[1093944,1866508,2620306],[1096339,2309325,2846623],[1128514,2129971,2732242],[1130790,2334990,2851350],[1135462,1906073,2638798],[1167978,1937946,2654077],[1170373,2165818,2817585],[1181282,1950899,2536083],[1215095,2395855,2862397],[1219767,1986101,2676240],[1253299,2016065,2688688],[1255694,2234794,2770785],[1257892,2018590,2691445],[1263032,2024481,2578002],[1290905,2261817,2838560],[1295577,2054202,2705060],[1343938,2094724,2723395],[1349078,2100615,2621203],[1377467,2325428,2800954],[1382139,2128060,2734360],[1387670,2131204,2637878],[1420650,2158846,2747580],[1425790,2164737,2654974],[1460927,2385742,2821754],[1474476,2202757,2675320],[1507456,2227822,2771971],[1512596,2233713,2689585],[1551188,2262374,2704140],[1591099,2293976,2794796],[1637234,2325985,2733440],[1720090,2386931,2760919] ] cell #4494 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1116464],[1242709],[1308291],[1320300],[1365039],[1372169],[1437939],[1449573],[1450792],[1456231],[1495466],[1503589],[1549681],[1561415],[1568545],[1572724],[1579595],[1581731],[1586946],[1597513],[1618989],[1624940],[1632809],[1633413],[1651461],[1653932],[1678281],[1690696],[1698819],[1701795],[1702028],[1708925],[1715642],[1726215],[1736782],[1739253],[1747061],[1757628],[1760349],[1760499],[1778773],[1780956],[1781189],[1789340],[1796077],[1805069],[1810816],[1813287],[1816767],[1824636],[1825240],[1827661],[1828189],[1836312],[1839466],[1851321],[1861894],[1864077],[1864310],[1871312],[1878933],[1881885],[1884547],[1892452],[1894923],[1901913],[1903689],[1903921],[1904449],[1912486],[1919058],[1923053],[1925524],[1928872],[1933332],[1935515],[1935748],[1943899],[1946620],[1946770],[1949850],[1957719],[1958323],[1966803],[1970086],[1978011],[1981941],[1983717],[1983949],[1984477],[1989023],[1998572],[2000878],[2006989],[2011451],[2013634],[2013867],[2018196],[2018308],[2022176],[2022442],[2030051],[2036286],[2040624],[2042807],[2043040],[2045761],[2046365],[2050042],[2051818],[2052050],[2052578],[2057663],[2060615],[2063277],[2071182],[2073653],[2073903],[2074053],[2082594],[2089547],[2093009],[2094330],[2094442],[2098310],[2098576],[2112045],[2119970],[2120203],[2123900],[2125676],[2125908],[2126436],[2130956],[2133916],[2136232],[2139515],[2147440],[2149454],[2151370],[2153378],[2153906],[2156625],[2156775],[2158452],[2158564],[2162432],[2162698],[2168001],[2170307],[2176418],[2177928],[2180880],[2183063],[2183296],[2183542],[2191417],[2197392],[2197504],[2197934],[2200708],[2202509],[2205469],[2207785],[2217854],[2222645],[2225579],[2226107],[2227428],[2227540],[2231408],[2231674],[2236437],[2241234],[2242194],[2248187],[2251649],[2252712],[2252970],[2253082],[2253512],[2257216],[2260295],[2262126],[2262896],[2265086],[2270685],[2278610],[2278843],[2280234],[2282540],[2284548],[2285076],[2293582],[2293694],[2295393],[2298069],[2298289],[2302853],[2307650],[2308610],[2316113],[2316833],[2317470],[2320620],[2320732],[2321162],[2323936],[2325737],[2326507],[2328697],[2337042],[2338088],[2339166],[2344063],[2344175],[2344605],[2347379],[2348830],[2348960],[2349180],[2357566],[2358266],[2363323],[2369316],[2372250],[2372778],[2374099],[2374211],[2378345],[2383945],[2384505],[2386683],[2388038],[2392912],[2397907],[2398953],[2400031],[2406204],[2406316],[2406746],[2406856],[2408015],[2410691],[2410911],[2415475],[2416175],[2421232],[2425716],[2427435],[2427547],[2429246],[2431922],[2432142],[2436028],[2445009],[2447452],[2449576],[2451323],[2454473],[2454585],[2455015],[2457789],[2459590],[2460360],[2468358],[2469013],[2470895],[2474188],[2476366],[2480764],[2482483],[2482595],[2484185],[2485508],[2486068],[2488026],[2488246],[2489601],[2494475],[2497027],[2499470],[2501594],[2504471],[2505031],[2505199],[2507209],[2508564],[2513438],[2525011],[2526730],[2526842],[2528541],[2531217],[2531437],[2536701],[2543833],[2544360],[2548969],[2550851],[2553584],[2554144],[2554312],[2556322],[2557686],[2558688],[2559343],[2562325],[2564518],[2566696],[2571094],[2572813],[2572925],[2575383],[2576038],[2581213],[2583391],[2589620],[2592533],[2593093],[2593261],[2595271],[2596626],[2601500],[2604052],[2610427],[2614103],[2614630],[2618584],[2619239],[2623549],[2626286],[2628158],[2632773],[2633333],[2633501],[2635511],[2638027],[2642636],[2644518],[2647811],[2649989],[2652355],[2653010],[2658185],[2660363],[2666592],[2670645],[2671266],[2674091],[2675469],[2681249],[2683012],[2686966],[2687621],[2694843],[2695370],[2699979],[2704289],[2708898],[2714073],[2716251],[2719487],[2722496],[2726169],[2733589],[2739759],[2742584],[2743962],[2751505],[2756114],[2759436],[2762949],[2779625],[2790718],[2795228],[2809749],[2832834] ] cell #4495 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1634568],[1725455],[1761688],[1762292],[1804919],[1826395],[1851055],[1881125],[1885338],[1885683],[1885833],[1911726],[1927113],[1927717],[1947959],[1948563],[1959478],[1961415],[1971600],[1990273],[1995045],[1998744],[2000612],[2004234],[2004997],[2029785],[2039864],[2044422],[2044572],[2059855],[2064068],[2064413],[2064563],[2075242],[2075846],[2077001],[2082766],[2085659],[2089329],[2103374],[2104497],[2108912],[2112398],[2113295],[2113559],[2117539],[2130844],[2141029],[2149236],[2151104],[2155489],[2159702],[2168173],[2170041],[2173663],[2174426],[2184333],[2184678],[2184828],[2186621],[2191770],[2197745],[2199504],[2202397],[2211483],[2215266],[2218757],[2219880],[2222427],[2228678],[2241406],[2244299],[2247969],[2253323],[2254484],[2261086],[2262014],[2263137],[2271038],[2271935],[2272199],[2276179],[2280406],[2285896],[2286659],[2287795],[2292812],[2298177],[2300088],[2300985],[2307822],[2310191],[2315895],[2318351],[2320973],[2325625],[2326748],[2338441],[2339338],[2344416],[2346175],[2349068],[2356198],[2358154],[2365428],[2366551],[2369098],[2373841],[2374452],[2375349],[2379593],[2383357],[2386571],[2391831],[2392030],[2393153],[2399306],[2400203],[2405235],[2406557],[2410799],[2413607],[2416063],[2426466],[2426665],[2427788],[2432030],[2433941],[2434838],[2437806],[2441675],[2443137],[2449748],[2452204],[2454826],[2460601],[2467763],[2473040],[2475384],[2476254],[2481514],[2481713],[2482836],[2487264],[2488134],[2493394],[2494716],[2501766],[2512357],[2512556],[2513679],[2516340],[2519832],[2520729],[2525761],[2527083],[2531325],[2534133],[2536589],[2543426],[2547719],[2549620],[2558093],[2559994],[2565714],[2571844],[2573166],[2580065],[2582409],[2583279],[2585576],[2588539],[2588738],[2589861],[2600419],[2601741],[2608791],[2613696],[2622615],[2628809],[2631140],[2641386],[2643287],[2659381],[2665511],[2666833],[2694436],[2709549],[2711880], [533092,2390731],[654221,2492294],[679763,2511257],[752954,2561225],[795146,2436706],[812861,2599319],[859520,2623022],[874273,2630040],[911055,2352140],[911215,2153146],[922383,2654892],[937105,2536001],[976725,2678809],[987658,2682485],[1002411,2689503],[1014671,2577920],[1031236,2256950],[1038250,2703762],[1053003,2710780],[1060612,2462550],[1060772,2284316],[1083950,2721649],[1096307,2621121],[1110438,2729386],[1121371,2733062],[1130758,2637500],[1162996,2747302],[1170341,2527382],[1170501,2364525],[1173929,2750978],[1186906,2378079],[1188682,2757996],[1210124,2762350],[1211567,2762757],[1215063,2674942],[1248317,2771693],[1255662,2573465],[1255822,2422434],[1257537,2691167],[1275777,2778778],[1288134,2701861],[1290873,2591210],[1292028,2449966],[1299084,2450686],[1302265,2786515],[1313198,2790191],[1337796,2721314],[1340548,2796261],[1343583,2723117],[1373939,2802638],[1377435,2631450],[1378590,2501984],[1385646,2502704],[1387341,2503883],[1405354,2809150],[1406797,2809557],[1410293,2743435],[1416673,2811911],[1420295,2651353],[1421634,2164474],[1422238,2527272],[1443547,2818493],[1450892,2381424],[1451052,2186017],[1460895,2669463],[1466141,2822900],[1467592,2762077],[1471810,2400421],[1474147,2552996],[1501314,2769890],[1504066,2828384],[1507101,2685964],[1508440,2233450],[1509044,2573355],[1534172,2778443],[1536924,2833867],[1539959,2780246],[1546880,2835748],[1548323,2836155],[1550859,2444044],[1551995,2595051],[1552145,2267552],[1570315,2840244],[1573811,2459240],[1574966,2280624],[1582022,2287945],[1590744,2718615],[1596150,2720907],[1597992,2615576],[1601573,2309812],[1602177,2483025],[1623653,2727583],[1628899,2848247],[1630350,2801958],[1636905,2496062],[1638041,2635291],[1638191,2331163],[1656125,2506227],[1661371,2852496],[1662822,2808877],[1667040,2339556],[1669377,2646663],[1674682,2649007],[1677434,2854781],[1681363,2361937],[1696544,2816690],[1699296,2857980],[1702331,2535323],[1703670,2180120],[1704274,2374641],[1710695,2860268],[1713508,2669056],[1719761,2545306],[1724927,2672281],[1730013,2556102],[1730163,2401141],[1741446,2555340],[1750514,2826099],[1750859,2767191],[1756265,2769483],[1758107,2683958],[1765668,2419846],[1782571,2576689],[1787977,2778036],[1789819,2696316],[1793400,2243396],[1794004,2427977],[1799250,2868575],[1800701,2700630],[1815480,2594289],[1820726,2871019],[1822177,2839564],[1828732,2459478],[1829868,2459370],[1830018,2282274],[1834037,2715269],[1836789,2873304],[1839819,2611442],[1849187,2617582],[1855440,2483135],[1865692,2619890],[1869178,2727176],[1874668,2800350],[1875431,2624495],[1880597,2730401],[1897116,2634529],[1899779,2637093],[1906032,2507097],[1911198,2740774],[1916284,2506989],[1916434,2340276],[1921690,2743028],[1923532,2649877],[1936785,2855695],[1937130,2653661],[1939073,2754242],[1942536,2816283],[1944378,2752451],[1951939,2375613],[1953809,2882456],[1955260,2756765],[1970439,2552261],[1979807,2674535],[1986060,2556210],[1989376,2679824],[1994517,2767871],[2014904,2865362],[2015249,2688272],[2017192,2685749],[2018549,2574788],[2026312,2887191],[2027917,2574381],[2034170,2428087],[2039336,2698729],[2047908,2703355],[2053398,2837956],[2054161,2595159],[2055297,2788955],[2059327,2787530],[2069819,2789784],[2071661,2716139],[2094683,2617989],[2102446,2874704],[2121766,2732655],[2127256,2850532],[2128019,2635399],[2129155,2731826],[2137974,2807269],[2139868,2503148],[2158194,2815276],[2158805,2651760],[2163946,2814671],[2165777,2660251],[2179592,2754864],[2192667,2760469],[2209527,2825185],[2227170,2768476],[2227781,2686371],[2232922,2830672],[2234753,2566584],[2237537,2831582],[2242868,2776424],[2261776,2707648],[2292613,2793976],[2293935,2719295],[2303953,2845803],[2309284,2798549],[2325387,2626908],[2334949,2738291],[2356888,2750571],[2385701,2669798],[2395814,2765111],[2414797,2682078],[2423503,2776017],[2469664,2718888],[2478551,2798142] ] cell #4496 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1886606],[1973202],[1992139],[2005385],[2005913],[2045345],[2065336],[2076941],[2088480],[2106195],[2115161],[2118309],[2118620],[2142631],[2155877],[2156405],[2174814],[2175342],[2185601],[2186551],[2196434],[2212794],[2218453],[2221578],[2224553],[2247120],[2256086],[2259234],[2259545],[2273801],[2276949],[2277260],[2287047],[2287575],[2287790],[2291165],[2295136],[2310046],[2317395],[2319662],[2322857],[2343105],[2348764],[2351889],[2354864],[2365124],[2368249],[2371224],[2373836],[2380363],[2380674],[2383212],[2383688],[2384430],[2390383],[2403787],[2407758],[2412479],[2425018],[2425650],[2426461],[2428989],[2436338],[2438605],[2451248],[2453515],[2456710],[2459174],[2465274],[2468756],[2472895],[2474113],[2480066],[2480698],[2481509],[2485251],[2485993],[2491946],[2493697],[2504214],[2504956],[2505509],[2506161],[2510909],[2514880],[2524313],[2524945],[2525756],[2528284],[2533005],[2535633],[2541095],[2548712],[2553327],[2554069],[2554622],[2555274],[2559086],[2564443],[2570396],[2571028],[2571839],[2575781],[2576257],[2576999],[2579920],[2581138],[2587091],[2588534],[2590883],[2592276],[2593018],[2593571],[2594223],[2598971],[2600722],[2607663],[2617301],[2618982],[2619458],[2620200],[2626220],[2627901],[2631135],[2632516],[2633258],[2633811],[2634463],[2642379],[2647736],[2648941],[2650769],[2652753],[2653229],[2653971],[2658110],[2664063],[2665506],[2665814],[2670388],[2672784],[2674016],[2680327],[2681559],[2685683],[2687364],[2687840],[2688582],[2698041],[2699232],[2699722],[2700940],[2702553],[2708641],[2711875],[2713998],[2715203],[2717727],[2721379],[2722239],[2727648],[2728508],[2730904],[2732136],[2741277],[2742509],[2743500],[2754176],[2755857],[2757075],[2759258],[2761189],[2761987],[2766303],[2767101],[2769955],[2778508],[2779368],[2780156],[2788033],[2789265],[2795050],[2799139],[2801868],[2807989],[2808787],[2816755],[2832656],[2839474], [956905,1724941],[1111464,1880611],[1143176,1911212],[1156104,1674368],[1231906,1994531],[1281815,2039350],[1284209,1801139],[1303291,2059341],[1316219,1833723],[1356158,2104511],[1372416,2117553],[1414071,1923546],[1427136,2163960],[1429561,1938759],[1444573,2179606],[1446967,1955698],[1486568,2211529],[1497684,2219894],[1513942,2232936],[1516367,2016878],[1526927,2242882],[1552534,2263151],[1552918,2050972],[1560151,2055735],[1568792,2276193],[1577589,2071675],[1600773,2300102],[1613489,2309298],[1627464,2318397],[1638580,2326762],[1638964,2124830],[1646197,2129593],[1648555,2334963],[1681751,2161568],[1681798,2358200],[1682279,2161648],[1689299,2165791],[1692914,2366565],[1709172,2379607],[1711597,2186307],[1729312,2392076],[1730552,2393167],[1730936,2201638],[1733876,2395828],[1766056,2230544],[1766103,2416109],[1766584,2230624],[1773604,2234767],[1775418,2423580],[1792600,2433955],[1805316,2443151],[1807910,2261790],[1808115,2264203],[1808426,2264835],[1819291,2452250],[1830407,2460615],[1830791,2283470],[1838024,2288233],[1853134,2475398],[1855828,2301989],[1855875,2476300],[1856356,2302069],[1858539,2478628],[1886222,2494730],[1889546,2325401],[1889751,2327814],[1890062,2328446],[1899246,2503738],[1915583,2512602],[1916823,2513693],[1917207,2348309],[1920147,2516354],[1926313,2519846],[1929977,2356965],[1930788,2359465],[1952327,2377215],[1952374,2536635],[1952855,2377295],[1959875,2381438],[1968042,2385715],[1972323,2548521],[1973513,2549697],[1976350,2393431],[1976661,2394063],[1979274,2552851],[2002691,2565728],[2005432,2566630],[2008096,2414874],[2008907,2417374],[2031864,2582423],[2034558,2435842],[2034605,2583325],[2035086,2435922],[2037269,2585653],[2043721,2588784],[2044961,2589875],[2047375,2443899],[2064952,2601755],[2068276,2459254],[2068481,2461667],[2068792,2462299],[2083151,2469741],[2085355,2472255],[2087339,2614388],[2088796,2615431],[2091455,2476854],[2110001,2487278],[2114282,2627710],[2115472,2628886],[2121233,2495917],[2137471,2506241],[2141752,2642188],[2142942,2643364],[2145779,2513957],[2146090,2514589],[2148703,2646518],[2153183,2649021],[2155924,2649923],[2172120,2659395],[2174861,2660297],[2177525,2535400],[2178336,2537900],[2185217,2666847],[2188844,2544118],[2192134,2545161],[2194167,2547347],[2195938,2671574],[2209024,2555354],[2215989,2680626],[2216249,2560071],[2220437,2682770],[2221894,2683813],[2241791,2576766],[2243995,2579280],[2245979,2695128],[2247436,2696171],[2250095,2583879],[2255207,2699531],[2256397,2700707],[2268641,2594303],[2272922,2708450],[2274112,2709626],[2279873,2602942],[2284353,2715283],[2287094,2716185],[2290513,2610735],[2308207,2619967],[2312072,2623307],[2314767,2727868],[2315362,2624350],[2319166,2729694],[2332252,2634543],[2335515,2637785],[2338805,2638828],[2340838,2641014],[2342609,2740067],[2350748,2743720],[2352205,2744763],[2362660,2749119],[2362920,2653738],[2364562,2754256],[2367108,2751263],[2368565,2752306],[2376336,2755666],[2377526,2756842],[2396380,2675227],[2399670,2676270],[2403135,2679117],[2405538,2767499],[2420569,2773510],[2420829,2688349],[2422471,2685763],[2424366,2691475],[2428810,2776823],[2438109,2780554],[2445925,2704047],[2448620,2784997],[2449215,2705090],[2450133,2789032],[2453019,2786823],[2461158,2790476],[2462615,2791519],[2479414,2723425],[2483858,2798948],[2497943,2733347],[2500638,2804942],[2501233,2734390],[2502151,2731903],[2507989,2807626],[2522279,2815470],[2523661,2747610],[2526064,2814299],[2527447,2817615],[2537404,2818801],[2547031,2760826],[2557102,2825542],[2568362,2768670],[2569744,2772001],[2572147,2830300],[2573530,2770815],[2575291,2832075],[2578612,2832432],[2591275,2838676],[2611945,2794469],[2613177,2794826],[2618492,2846296],[2621813,2846653],[2631515,2801070],[2637565,2851690],[2651263,2856769],[2669528,2822094],[2675007,2862737],[2685874,2827173],[2691077,2866743],[2718525,2843971],[2723027,2875125] ] cell #4497 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [461371],[556871],[631111],[703542],[730488],[762281],[789751],[840278],[870744],[899917],[912773],[931710],[982461],[988407],[1019008],[1029483],[1049474],[1062330],[1105096],[1153832],[1156270],[1159725],[1168732],[1174678],[1185153],[1254053],[1266969],[1279225],[1284087],[1296923],[1313947],[1316385],[1353015],[1383485],[1392714],[1396511],[1408291],[1414300],[1429727],[1446845],[1479520],[1483317],[1516533],[1518848],[1522253],[1538765],[1556232],[1560029],[1577818],[1605410],[1608815],[1642278],[1646075],[1648038],[1651882],[1681220],[1684625],[1689528],[1733359],[1737203],[1752870],[1765525],[1768930],[1773833],[1775531],[1807393],[1809033],[1811237],[1846648],[1858652],[1876508],[1889029],[1890669],[1892873],[1930090],[1931102],[1960104],[1967525],[1977268],[1988706],[1996290],[2008209],[2009221],[2048406],[2069399],[2078838],[2083264],[2091769],[2103078],[2122264],[2146697],[2178650],[2188220],[2195576],[2200002],[2210197],[2250409],[2280904],[2289630],[2296538],[2342247],[2346673],[2388848],[2430391],[2509374] ] cell #4498 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1762327],[1852107],[1872098],[1886039],[1927752],[1948598],[1973136],[1992073],[2001664],[2005319],[2030837],[2044778],[2064769],[2075881],[2077763],[2087869],[2105584],[2115095],[2142565],[2152156],[2155811],[2171093],[2174748],[2185034],[2186656],[2194501],[2210861],[2220967],[2246509],[2256020],[2273735],[2286981],[2341172],[2351278],[2367638], [627479,1850619],[758649,2000176],[762786,2004705],[786119,2029349],[859555,2104540],[864322,2108476],[874308,2117582],[909141,2150668],[928078,2169605],[932215,2174134],[977066,2211834],[987693,2219923],[992460,2223859],[1031098,2041158],[1031271,1801057],[1038285,2263180],[1043052,2267116],[1053038,2276222],[1058698,2281838],[1062835,2286367],[1083985,2300131],[1099547,2311122],[1110779,2318702],[1121406,2326791],[1126173,2330727],[1138831,2339840],[1155999,1923854],[1160230,2356669],[1163337,2358505],[1173964,2366594],[1178731,2370530],[1186768,2181414],[1186941,1955616],[1188717,2379636],[1210465,2392381],[1211602,2393196],[1223136,2400705],[1237426,2408834],[1248658,2416414],[1258355,2423910],[1275812,2433984],[1285775,2045240],[1288169,2443180],[1298946,2268858],[1299119,2055653],[1302606,2452555],[1313233,2460644],[1316114,2071983],[1318000,2464580],[1320345,2288613],[1337831,2475427],[1339417,2475632],[1340889,2476605],[1344401,2478958],[1373974,2494759],[1375297,1886501],[1385508,2332469],[1385681,2129511],[1387384,2503703],[1405695,2512907],[1406832,2513722],[1410328,2516383],[1414998,2155532],[1416708,2519875],[1418366,2521231],[1421113,2357295],[1422273,2159920],[1429456,2166099],[1432656,2529360],[1443888,2536940],[1448533,2185496],[1450927,2381467],[1467948,2197788],[1468410,2550027],[1474190,2552816],[1501349,2565757],[1504407,2566935],[1504913,2005040],[1507919,2415204],[1509079,2228896],[1516262,2235075],[1517942,2236403],[1534207,2582452],[1535793,2582657],[1537265,2583630],[1540315,2253366],[1540777,2585983],[1545447,2259246],[1547221,2589089],[1548358,2589904],[1550902,2443864],[1552351,2050828],[1552813,2263326],[1570350,2601784],[1571673,2065231],[1573846,2459283],[1578516,2286702],[1582057,2288151],[1591562,2470071],[1598035,2615396],[1598314,2298528],[1602212,2301203],[1604504,2302819],[1623688,2487307],[1625726,2112441],[1630706,2321016],[1631168,2629216],[1634718,2118321],[1636948,2495882],[1638397,2124686],[1638859,2326937],[1656160,2506270],[1663178,2344459],[1663640,2643694],[1669420,2646483],[1669699,2349419],[1674717,2649050],[1676303,2649255],[1677775,2650228],[1680314,2357532],[1681406,2358046],[1681685,2161502],[1696579,2659424],[1699637,2660602],[1700143,2174469],[1702687,2374495],[1704309,2375567],[1707819,2380375],[1710730,2666876],[1711492,2381746],[1716428,2191813],[1719804,2545126],[1726749,2390697],[1730369,2201494],[1730831,2393342],[1741481,2555383],[1751215,2406600],[1751677,2560401],[1753633,2219108],[1758150,2683778],[1758429,2411150],[1764619,2415441],[1765711,2415955],[1765990,2230478],[1782927,2427831],[1789862,2696136],[1790141,2432381],[1794039,2435056],[1796331,2436672],[1808127,2264224],[1815515,2594332],[1817553,2271081],[1822533,2454869],[1822995,2709956],[1826545,2276961],[1829054,2459829],[1830224,2283326],[1830686,2460790],[1834072,2715312],[1837130,2716490],[1839862,2610700],[1842516,2293163],[1845742,2470861],[1855483,2476146],[1855762,2301923],[1866048,2482879],[1875474,2624315],[1875753,2488485],[1877547,2317729],[1882419,2492260],[1889763,2327835],[1897151,2634572],[1902699,2338484],[1906354,2507448],[1913020,2511223],[1916640,2348165],[1917102,2513868],[1937486,2527126],[1939108,2754285],[1939904,2365779],[1944421,2752271],[1944700,2531676],[1951982,2536481],[1952261,2377149],[1961766,2544168],[1963625,2385949],[1970482,2547312],[1976362,2393452],[1982727,2399349],[1986382,2556561],[1989419,2679082],[1995299,2561191],[2015605,2573209],[2017227,2685792],[2021246,2427016],[2034213,2583171],[2034492,2435776],[2054483,2595510],[2056277,2451582],[2061149,2599285],[2068493,2461688],[2086010,2472305],[2097380,2482064],[2103725,2623357],[2128341,2635750],[2133054,2506475],[2139911,2640979],[2145791,2513978],[2204607,2555588],[2244650,2579330], [282265,1291374,2444975],[325466,1377936,2496993],[373992,1471156,2550817],[432491,1574312,2604018],[447828,1596621,2614438],[473287,1633914,2630006],[494518,1666386,2644484],[533127,1724970,2671539],[558238,1756736,2682820],[581681,1788448,2695178],[592230,1804265,2701827],[607140,1825741,2710746],[649331,1875139,2727918],[654256,1880640,2729659],[679798,1911241,2740032],[688549,1922161,2743770],[704909,1943007,2751313],[715458,1958824,2757962],[752989,1994560,2767464],[795181,2039379,2780519],[797369,1801519,2701037],[807971,2053869,2785047],[812896,2059370,2786788],[821647,2070290,2790526],[825589,1581884,2466322],[884105,2127727,2804992],[895840,2138445,2807676],[911090,1923575,2744728],[922418,2163989,2814264],[934856,1703149,2535730],[937140,2179635,2818766],[939328,1956078,2757172],[973959,2209998,2825592],[1002446,2232965,2830265],[1012312,1783389,2577096],[1014706,2242911,2832397],[1045397,2056115,2789362],[1055419,1828775,2602907],[1060647,2071704,2791484],[1093948,1866510,2620297],[1096342,2309327,2846618],[1128518,2129973,2732233],[1130793,2334992,2851345],[1135463,1906075,2638793],[1167982,1937948,2654068],[1170376,2165820,2817580],[1181275,1950890,2535967],[1215098,2395857,2862392],[1219768,1986103,2676235],[1253303,2016067,2688679],[1255697,2234796,2770780],[1257893,2018592,2691440],[1263025,2024472,2577886],[1290908,2261819,2838555],[1295578,2054204,2705055],[1343939,2094726,2723390],[1349071,2100606,2621087],[1377470,2325430,2800949],[1382140,2128062,2734355],[1387663,2131195,2637835],[1420651,2158848,2747575],[1425783,2164728,2654858],[1460930,2385744,2821749],[1474469,2202748,2675277],[1507457,2227824,2771966],[1512589,2233704,2689469],[1551181,2262365,2704097],[1591100,2293978,2794791],[1637227,2325976,2733397],[1720083,2386922,2760876] ] cell #4499 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [561300],[657485],[707971],[756002],[762140],[816125],[824709],[831181],[867531],[914841],[925431],[931569],[940369],[947577],[984937],[1009911],[1034626],[1046261],[1056051],[1062189],[1069127],[1091547],[1133848],[1136095],[1151104],[1159584],[1171208],[1181940],[1218153],[1220400],[1260954],[1262816],[1263690],[1279084],[1296210],[1310477],[1347000],[1348862],[1349736],[1382772],[1392573],[1393000],[1408342],[1425574],[1426448],[1479379],[1479806],[1512380],[1513254],[1520566],[1522304],[1556091],[1556518],[1607128],[1608866],[1624749],[1642137],[1642564],[1650090],[1682938],[1684676],[1735411],[1752729],[1767243],[1768981],[1809445],[1810712],[1847287],[1876559],[1891081],[1892348],[1933104],[1968537],[1977907],[1988757],[2011223],[2071078],[2078889],[2092781],[2147336],[2180652],[2195627],[2251421],[2342298], 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] cell #4500 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1634569],[1725456],[1761689],[1762289],[1804920],[1826396],[1851058],[1881126],[1885263],[1885680],[1885836],[1911727],[1927114],[1927714],[1947960],[1948560],[1959479],[1961420],[1971605],[1990270],[1995046],[1998741],[2000615],[2004231],[2005004],[2029788],[2039865],[2044419],[2044575],[2059856],[2063993],[2064410],[2064566],[2075243],[2075843],[2077002],[2082763],[2085664],[2089326],[2103379],[2104504],[2108915],[2112405],[2113292],[2113564],[2117546],[2130849],[2141034],[2149233],[2151107],[2155496],[2159699],[2168170],[2170044],[2173660],[2174433],[2184258],[2184675],[2184831],[2186618],[2191777],[2197752],[2199501],[2202402],[2211488],[2215271],[2218762],[2219887],[2222424],[2228675],[2241403],[2244304],[2247966],[2253330],[2254489],[2261011],[2262019],[2263144],[2271045],[2271932],[2272204],[2276186],[2280403],[2285893],[2286666],[2287792],[2292817],[2298182],[2300095],[2300982],[2307819],[2310196],[2315892],[2318356],[2320980],[2325630],[2326755],[2338448],[2339335],[2344423],[2346172],[2349073],[2356195],[2358159],[2365433],[2366558],[2369095],[2373838],[2374459],[2375346],[2379600],[2383362],[2386576],[2391828],[2392035],[2393160],[2399313],[2400200],[2405232],[2406564],[2410804],[2413604],[2416068],[2426463],[2426670],[2427795],[2432035],[2433948],[2434835],[2437803],[2441672],[2443144],[2449745],[2452209],[2454833],[2460608],[2467768],[2473045],[2475391],[2476259],[2481511],[2481718],[2482843],[2487271],[2488139],[2493391],[2494723],[2501763],[2512354],[2512561],[2513686],[2516347],[2519839],[2520726],[2525758],[2527090],[2531330],[2534130],[2536594],[2543429],[2547724],[2549623],[2558098],[2559997],[2565721],[2571841],[2573173],[2580070],[2582416],[2583284],[2585579],[2588536],[2588743],[2589868],[2600416],[2601748],[2608788],[2613699],[2622618],[2628812],[2631137],[2641391],[2643290],[2659388],[2665508],[2666840],[2694439],[2709552],[2711877], 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] cell #4501 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1634578],[1726571],[1747417],[1761982],[1762284],[1804929],[1826405],[1852114],[1872105],[1882241],[1885616],[1886118],[1912842],[1927407],[1927709],[1948253],[1948555],[1959488],[1972438],[1991375],[1997887],[2001671],[2004948],[2030844],[2040980],[2044355],[2044857],[2060971],[2064346],[2064848],[2075536],[2075838],[2077011],[2080259],[2085042],[2102757],[2111631],[2114397],[2117968],[2141867],[2148379],[2152163],[2155440],[2167316],[2171100],[2174377],[2184611],[2185113],[2186613],[2187899],[2188531],[2189504],[2196997],[2213357],[2218140],[2223953],[2238899],[2239687],[2243682],[2252556],[2255322],[2270271],[2273037],[2276608],[2279549],[2286610],[2287728],[2290852],[2296217],[2297822],[2305315],[2306103],[2311759],[2312732],[2320225],[2322396],[2335202],[2336175],[2336886],[2337693],[2343668],[2348451],[2360028],[2360816],[2364811],[2370624],[2373685],[2373774],[2380022],[2390070],[2396067],[2397040],[2397751],[2398558],[2403474],[2410444],[2417937],[2418725],[2424705],[2425337],[2426310],[2426399],[2430070],[2431675],[2439168],[2443566],[2445612],[2446585],[2447296],[2448103],[2454078],[2456249],[2464674],[2477417],[2479753],[2480385],[2481358],[2481447],[2489297],[2491633],[2497630],[2498603],[2499314],[2500121],[2510596],[2517566],[2519084],[2521325],[2524000],[2524632],[2525605],[2525694],[2530970],[2538463],[2540634],[2546718],[2550121],[2551795],[2560495],[2562169],[2567747],[2570083],[2570715],[2571688],[2571777],[2584442],[2586077],[2586778],[2588383],[2588472],[2590422],[2598658],[2605628],[2607146],[2610315],[2615782],[2616988],[2624701],[2625907],[2629310],[2630984],[2631073],[2643788],[2645462],[2646869],[2661414],[2663750],[2665355],[2665444],[2668136],[2671154],[2672412],[2678697],[2679955],[2684164],[2696522],[2697728],[2698860],[2710050],[2711724],[2711813],[2719987],[2726256],[2730532],[2739647],[2740905],[2752657],[2777116],[2787661], [730077,1973635],[870333,2115594],[899506,2143064],[911225,1674372],[982050,2216371],[1029072,2037391],[1031228,1801136],[1049063,2274234],[1060782,1833727],[1099896,2311457],[1115763,2323239],[1155859,1923483],[1168321,2363042],[1170511,1938763],[1184742,2177647],[1186898,1955695],[1226235,2402344],[1237775,2409169],[1253642,2420951],[1255832,2016882],[1266558,2241913],[1291723,2445310],[1292038,2050976],[1299076,2055732],[1307590,2457092],[1315974,2071612],[1339766,2475967],[1352604,2308329],[1366745,2490503],[1378285,2497328],[1378600,2124834],[1385638,2129590],[1388187,2334900],[1421465,2522870],[1421928,1933688],[1422230,2161645],[1429316,2165728],[1433005,2529695],[1448872,2541477],[1451062,2186311],[1469882,2550245],[1471505,2551152],[1471820,2201642],[1474993,2395765],[1508271,2568953],[1508734,2011807],[1509036,2230621],[1516122,2234704],[1518036,2423575],[1536142,2582992],[1548980,2442182],[1551705,2261727],[1551928,2264198],[1552430,2050835],[1563121,2597528],[1574661,2604353],[1574976,2283474],[1582014,2288230],[1598838,2475335],[1601404,2616411],[1601867,2093365],[1602169,2302066],[1604598,2478623],[1634263,2630341],[1637751,2325338],[1637974,2327809],[1638476,2124693],[1647826,2334570],[1665112,2643912],[1666735,2644819],[1667050,2348313],[1670223,2516291],[1676652,2649590],[1680408,2356960],[1681314,2160804],[1703501,2662620],[1703964,2181236],[1704266,2377292],[1711352,2381375],[1720607,2385652],[1725356,2671630],[1726843,2549692],[1729946,2393426],[1730448,2201501],[1733147,2395435],[1758953,2565665],[1761519,2684793],[1764713,2414869],[1765619,2229780],[1790665,2582360],[1793231,2697151],[1793694,2252005],[1793996,2435919],[1796425,2585648],[1802991,2701255],[1804614,2702162],[1807181,2261397],[1826090,2711081],[1829578,2459191],[1829801,2461662],[1830303,2283333],[1845836,2469736],[1848330,2472250],[1850713,2614383],[1852405,2475005],[1855391,2301225],[1876277,2487215],[1881026,2729750],[1882513,2628881],[1888817,2325008],[1906878,2506178],[1911627,2740123],[1913114,2643359],[1916217,2513952],[1916719,2348172],[1919418,2515961],[1924378,2648958],[1926944,2745743],[1945224,2659332],[1947790,2753286],[1950984,2535395],[1951890,2376451],[1959173,2758297],[1963366,2544113],[1967313,2385322],[1969672,2388170],[1971862,2548446],[1986906,2555291],[1994946,2767555],[1995393,2560066],[2000270,2682765],[2001962,2565335],[2024566,2576761],[2027060,2579275],[2029443,2695123],[2031135,2582030],[2034121,2435078],[2039765,2780610],[2041252,2700702],[2055007,2594240],[2059756,2786879],[2061243,2709621],[2067547,2458861],[2072507,2715220],[2075073,2792499],[2079452,2468490],[2100700,2619962],[2105325,2623302],[2108570,2727863],[2109272,2486885],[2113821,2627635],[2128865,2634480],[2132795,2637780],[2136742,2505848],[2139101,2508696],[2141291,2642113],[2150762,2743715],[2152454,2648628],[2164375,2814355],[2164822,2653733],[2166623,2754193],[2169699,2751258],[2171391,2659002],[2180021,2818857],[2181508,2756837],[2204348,2675222],[2208295,2554961],[2212550,2558820],[2215528,2680551],[2233351,2830356],[2233798,2688344],[2235599,2685700],[2238092,2575515],[2243297,2832488],[2254746,2699456],[2263965,2704042],[2267210,2784992],[2267912,2593910],[2268952,2789027],[2272461,2708375],[2281932,2790471],[2283624,2714890],[2304508,2618716],[2309713,2846709],[2327576,2733342],[2330821,2804937],[2331523,2634150],[2332563,2731898],[2339934,2807621],[2357389,2815465],[2359221,2652487],[2362199,2749044],[2363833,2753863],[2375875,2755591],[2387734,2760821],[2400799,2825537],[2415298,2768665],[2417130,2687098],[2420108,2773435],[2421742,2685370],[2424004,2832070],[2428349,2776748],[2444250,2786403],[2470165,2794464],[2471839,2719619],[2479052,2846291],[2483397,2798873],[2496268,2729274],[2504089,2807157],[2521907,2815363],[2545512,2760357],[2553202,2825073],[2567990,2768563],[2574919,2831968],[2611573,2794362],[2618120,2846189] ] cell #4502 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [875741],[993209],[1034480],[1054471],[1064398],[1108493],[1116498],[1158634],[1179480],[1190150],[1190296],[1195983],[1235421],[1278844],[1286849],[1300320],[1308325],[1311219],[1318749],[1319699],[1325269],[1336363],[1358355],[1364454],[1391213],[1392333],[1393742],[1408789],[1430651],[1441602],[1441842],[1449607],[1455646],[1466925],[1478019],[1479139],[1480548],[1488787],[1499881],[1503530],[1521645],[1522751],[1523942],[1524182],[1532739],[1538838],[1554731],[1555851],[1557260],[1560830],[1571860],[1572307],[1583837],[1596928],[1608207],[1609313],[1610504],[1610744],[1618404],[1629683],[1633100],[1633340],[1640777],[1641897],[1643306],[1650876],[1651955],[1653068],[1653515],[1662155],[1673249],[1675778],[1684017],[1685123],[1686314],[1686554],[1695111],[1698760],[1701210],[1723106],[1731643],[1736197],[1737276],[1738389],[1738836],[1743952],[1752489],[1757043],[1760341],[1760788],[1763388],[1768322],[1769428],[1770619],[1770859],[1775664],[1775748],[1777500],[1780371],[1788755],[1800034],[1802331],[1802571],[1810231],[1811310],[1812423],[1812870],[1821510],[1824927],[1825167],[1832604],[1835133],[1836253],[1852252],[1857015],[1858785],[1858869],[1860621],[1863492],[1872243],[1877006],[1878776],[1878925],[1884562],[1887313],[1887553],[1891867],[1892946],[1894059],[1894506],[1899562],[1909377],[1917914],[1922468],[1924660],[1925107],[1928813],[1930223],[1930307],[1932059],[1934930],[1943314],[1946612],[1947059],[1949659],[1954593],[1956890],[1957130],[1958010],[1958250],[1966646],[1966795],[1973283],[1973759],[1973843],[1977426],[1979590],[1992220],[1996363],[1998587],[2001809],[2006125],[2006572],[2008342],[2008426],[2010178],[2013049],[2030982],[2035745],[2037515],[2037599],[2042222],[2046052],[2046292],[2047691],[2048623],[2050315],[2057506],[2057655],[2063292],[2066043],[2066283],[2070597],[2072789],[2073236],[2073895],[2074342],[2082609],[2083397],[2083481],[2084243],[2085436],[2087849],[2089112],[2103151],[2105564],[2111779],[2115242],[2115718],[2115802],[2119385],[2121549],[2122481],[2124173],[2136075],[2136224],[2142712],[2143188],[2143272],[2146855],[2149019],[2152301],[2156617],[2157064],[2159485],[2168016],[2171238],[2175554],[2176001],[2177771],[2177855],[2177920],[2182478],[2183557],[2188293],[2188925],[2189652],[2192450],[2193935],[2200219],[2200981],[2207628],[2207777],[2210295],[2216495],[2216579],[2218534],[2220947],[2222210],[2228461],[2241249],[2242037],[2242121],[2242186],[2244076],[2246489],[2247752],[2252704],[2256167],[2260310],[2270419],[2273882],[2274358],[2274442],[2278025],[2280189],[2280249],[2281121],[2282813],[2289728],[2290281],[2291246],[2296611],[2297970],[2300768],[2307665],[2308453],[2308537],[2308602],[2312153],[2312880],[2315678],[2317163],[2323447],[2335596],[2336323],[2337034],[2339121],[2339181],[2340606],[2346890],[2347652],[2348845],[2351258],[2363166],[2363250],[2363315],[2365205],[2367618],[2368881],[2375132],[2384198],[2388946],[2390464],[2396461],[2397188],[2397899],[2399986],[2400046],[2402903],[2403868],[2410592],[2413390],[2421075],[2421159],[2421224],[2424134],[2425099],[2425731],[2430464],[2431823],[2434621],[2436106],[2442390],[2446006],[2446733],[2447444],[2449531],[2449591],[2451016],[2457300],[2473881],[2479182],[2480147],[2480779],[2485761],[2492027],[2498024],[2498751],[2499462],[2501549],[2501609],[2504724],[2505277],[2509472],[2510990],[2517714],[2520512],[2523429],[2524394],[2525026],[2531118],[2533916],[2541685],[2547112],[2551943],[2553837],[2554390],[2562317],[2564211],[2569512],[2570477],[2571109],[2580906],[2587172],[2592786],[2593339],[2599052],[2605776],[2608574],[2612945],[2617382],[2626301],[2633026],[2633579],[2645610],[2647504],[2657878],[2664144],[2668244],[2673784],[2681327],[2698122],[2713766],[2720095],[2726364],[2742277],[2777224] ] cell #4503 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1886607],[1973203],[1992140],[2005386],[2005910],[2045346],[2065337],[2076942],[2088479],[2106194],[2115162],[2118259],[2118619],[2142632],[2155878],[2156402],[2174815],[2175339],[2185602],[2186548],[2196431],[2212791],[2218308],[2221577],[2224513],[2247119],[2256087],[2259184],[2259544],[2273802],[2276899],[2277259],[2287048],[2287572],[2287787],[2291020],[2295133],[2310043],[2317271],[2319659],[2343102],[2348619],[2351888],[2354824],[2364979],[2368248],[2371184],[2373833],[2380313],[2380673],[2383209],[2383685],[2384306],[2390238],[2403642],[2407755],[2424873],[2425505],[2426458],[2428986],[2436214],[2438602],[2451124],[2453512],[2459029],[2465234],[2468753],[2472892],[2473989],[2479921],[2480553],[2481506],[2485248],[2485869],[2491801],[2494097],[2504211],[2504832],[2505385],[2506016],[2510764],[2514877],[2524168],[2524800],[2525753],[2528281],[2535509],[2548709],[2553324],[2553945],[2554498],[2555129],[2559083],[2564319],[2566135],[2570251],[2570883],[2571836],[2575778],[2576254],[2576875],[2579917],[2581014],[2586946],[2588531],[2592273],[2592894],[2593447],[2594078],[2598826],[2601122],[2617156],[2618979],[2619455],[2620076],[2626075],[2627898],[2629548],[2631132],[2632513],[2633134],[2633687],[2634318],[2642376],[2647612],[2648796],[2652750],[2653226],[2653847],[2657986],[2659802],[2663918],[2665503],[2666214],[2670385],[2672046],[2673892],[2679589],[2681435],[2685538],[2687361],[2687837],[2688458],[2697896],[2699719],[2700816],[2702953],[2708638],[2710288],[2711872],[2713874],[2715058],[2715690],[2717724],[2720776],[2722236],[2727045],[2728505],[2730166],[2732012],[2740539],[2742385],[2746488],[2754031],[2755854],[2756951],[2757504],[2759251],[2761186],[2761549],[2766300],[2766663],[2769352],[2777905],[2779365],[2781026],[2782872],[2787295],[2789141],[2795043],[2799132],[2801430],[2807986],[2808349],[2811038],[2816152],[2832649],[2834947],[2839036], [1156105,1674369],[1205696,1724942],[1284206,1801140],[1316220,1833724],[1368068,1880612],[1400926,1911213],[1413922,1923547],[1429562,1938760],[1446964,1955699],[1491947,1994532],[1516368,2016879],[1542452,2039351],[1552919,2050973],[1560148,2055736],[1564444,2059342],[1577440,2071676],[1616976,2104512],[1632843,2117554],[1638965,2124831],[1646194,2129594],[1681752,2161569],[1682276,2161649],[1687177,2163961],[1689150,2165792],[1704824,2179607],[1711598,2186308],[1730937,2201639],[1744947,2211530],[1755615,2219895],[1766057,2230545],[1766581,2230625],[1771482,2232937],[1773455,2234768],[1783944,2242883],[1806919,2261791],[1808065,2264204],[1808425,2264834],[1808803,2263152],[1824670,2276194],[1830792,2283471],[1838021,2288234],[1855067,2300103],[1855829,2301990],[1856353,2302070],[1867065,2309299],[1879771,2318398],[1888555,2325402],[1889701,2327815],[1890061,2328445],[1890439,2326763],[1900815,2334964],[1917208,2348310],[1929094,2356966],[1930748,2359462],[1931218,2358201],[1941886,2366566],[1952328,2377216],[1952852,2377296],[1957753,2379608],[1959726,2381439],[1966121,2385716],[1975744,2392077],[1976300,2393432],[1976660,2394062],[1977038,2393168],[1980843,2395829],[2007213,2414875],[2008867,2417371],[2009337,2416110],[2018948,2423581],[2033797,2433956],[2034559,2435843],[2035083,2435923],[2045795,2443152],[2046571,2443896],[2058501,2452251],[2067285,2459255],[2068431,2461668],[2068791,2462298],[2069169,2460616],[2081406,2469742],[2085210,2472256],[2090365,2475399],[2091415,2476851],[2091885,2476301],[2095082,2478629],[2108080,2487279],[2118997,2494731],[2120429,2495914],[2131527,2503735],[2135550,2506242],[2145173,2512603],[2145729,2513958],[2146089,2514588],[2146467,2513694],[2150272,2516355],[2155116,2519847],[2176642,2535401],[2178296,2537897],[2178766,2536636],[2188699,2544119],[2190542,2545158],[2194043,2547344],[2196338,2548522],[2198144,2549698],[2203080,2552848],[2207103,2555355],[2214504,2560072],[2223463,2565729],[2224983,2566631],[2240046,2576767],[2243850,2579281],[2249005,2582424],[2250055,2583876],[2250525,2583326],[2253722,2585654],[2258628,2588785],[2259922,2589876],[2266720,2594304],[2277637,2601756],[2279069,2602939],[2290389,2610732],[2297017,2614389],[2298860,2615428],[2306462,2619968],[2311927,2623308],[2313770,2624347],[2319566,2627711],[2321372,2628887],[2330331,2634544],[2335370,2637786],[2337213,2638825],[2340714,2641011],[2343009,2642189],[2344815,2643365],[2349751,2646515],[2353774,2649022],[2355294,2649924],[2361175,2653739],[2370134,2659396],[2371654,2660298],[2381051,2666848],[2389607,2671571],[2396235,2675228],[2398078,2676267],[2403011,2679114],[2405938,2680627],[2409639,2682771],[2411482,2683810],[2414643,2685764],[2419084,2688350],[2424242,2691472],[2430870,2695129],[2432713,2696168],[2438509,2699532],[2440315,2700708],[2445780,2704048],[2447623,2705087],[2453419,2708451],[2455225,2709627],[2464184,2715284],[2465704,2716186],[2479290,2723422],[2487685,2727869],[2491170,2729691],[2495115,2731904],[2497798,2733348],[2499641,2734387],[2510133,2740064],[2516761,2743721],[2518604,2744760],[2523537,2747607],[2526464,2749120],[2530165,2751264],[2532008,2752303],[2535169,2754257],[2537804,2755667],[2539610,2756843],[2546886,2760827],[2560733,2767496],[2562735,2768671],[2567267,2770812],[2569620,2771998],[2572547,2773511],[2579012,2776824],[2586315,2780551],[2594710,2784998],[2598195,2786820],[2602140,2789033],[2604823,2790477],[2606666,2791516],[2611207,2794470],[2613053,2794823],[2622213,2798949],[2626643,2801067],[2634950,2804943],[2640553,2807627],[2654400,2814296],[2656402,2815471],[2660934,2817612],[2663287,2818798],[2668925,2822091],[2677995,2825543],[2681768,2827166],[2689011,2830297],[2691947,2832076],[2693793,2832429],[2707383,2838673],[2718087,2843964],[2723897,2846297],[2725743,2846650],[2737418,2851687],[2750261,2856762],[2764238,2862734],[2775216,2866736],[2797341,2875118] ] cell #4504 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [644145],[757600],[844272],[927029],[957337],[992401],[1023002],[1079419],[1111896],[1143608],[1157826],[1178672],[1232338],[1238774],[1271246],[1282247],[1303723],[1317941],[1361637],[1412142],[1414503],[1418307],[1427568],[1434004],[1445005],[1514374],[1527359],[1539750],[1544871],[1558013],[1575660],[1578021],[1613921],[1644059],[1652867],[1656854],[1668373],[1674347],[1689731],[1707243],[1738188],[1742175],[1774036],[1778136],[1779352],[1795325],[1812222],[1816209],[1833702],[1861257],[1862473],[1893858],[1897845],[1901256],[1902937],[1932695],[1933911],[1938738],[1981284],[1982965],[1997275],[2010814],[2012030],[2016857],[2019912],[2049385],[2050951],[2051066],[2084879],[2096046],[2110263],[2123243],[2124809],[2124924],[2160168],[2161111],[2186286],[2193214],[2201617],[2210669],[2217102],[2229144],[2230087],[2264426],[2283449],[2290102],[2294436],[2301532],[2310337],[2328037],[2348288],[2376758],[2383503],[2389320],[2393654],[2401365],[2435385],[2461890],[2467878],[2473186],[2509846],[2514180],[2547834],[2580211],[2641501] ] cell #4505 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1762328],[1852108],[1872099],[1886040],[1927753],[1948599],[1973139],[1992076],[2001665],[2005322],[2030838],[2044779],[2064770],[2075882],[2077768],[2087874],[2105589],[2115098],[2142568],[2152157],[2155814],[2171094],[2174751],[2185035],[2186657],[2194506],[2210866],[2220972],[2246514],[2256023],[2273738],[2286984],[2341177],[2351283],[2367643], [627476,1850624],[758646,2000181],[762787,2004630],[786116,2029354],[859556,2104537],[864319,2108481],[874309,2117579],[909138,2150673],[928075,2169610],[932216,2174059],[977063,2211839],[987694,2219920],[992457,2223864],[1031095,2041163],[1031272,1801058],[1038286,2263177],[1043049,2267121],[1053039,2276219],[1058695,2281843],[1062836,2286292],[1083986,2300128],[1099400,2311127],[1110776,2318707],[1121407,2326788],[1126170,2330732],[1138828,2339845],[1155996,1923857],[1160231,2356594],[1163334,2358510],[1173965,2366591],[1178728,2370535],[1186765,2181419],[1186942,1955617],[1188718,2379633],[1210462,2392386],[1211603,2393193],[1223133,2400710],[1237279,2408839],[1248655,2416419],[1258352,2423915],[1275813,2433981],[1285776,2045237],[1288170,2443177],[1298943,2268863],[1299120,2055654],[1302603,2452560],[1313234,2460641],[1316111,2071986],[1317997,2464585],[1320346,2288610],[1337832,2475424],[1339270,2475637],[1340886,2476610],[1344398,2478963],[1373975,2494756],[1375298,1886498],[1385505,2332474],[1385682,2129512],[1387381,2503706],[1405692,2512912],[1406833,2513719],[1410329,2516380],[1414999,2155529],[1416709,2519872],[1418363,2521236],[1421110,2357300],[1422274,2159921],[1429453,2166102],[1432509,2529365],[1443885,2536945],[1448534,2185493],[1450928,2381464],[1467949,2197785],[1468407,2550032],[1474187,2552819],[1501350,2565754],[1504404,2566940],[1504914,2005037],[1507916,2415209],[1509080,2228897],[1516259,2235078],[1517947,2236408],[1534208,2582449],[1535646,2582662],[1537262,2583635],[1540316,2253363],[1540774,2585988],[1545450,2259251],[1547218,2589094],[1548359,2589901],[1550899,2443867],[1552352,2050829],[1552810,2263329],[1570351,2601781],[1571674,2065228],[1573847,2459280],[1578517,2286699],[1582058,2288152],[1591559,2470076],[1598032,2615399],[1598317,2298533],[1602213,2301204],[1604509,2302824],[1623689,2487304],[1625727,2112438],[1630707,2321013],[1631165,2629221],[1634721,2118326],[1636945,2495885],[1638398,2124687],[1638856,2326940],[1656161,2506267],[1663179,2344456],[1663637,2643699],[1669417,2646486],[1669702,2349424],[1674718,2649047],[1676156,2649260],[1677772,2650233],[1680319,2357537],[1681403,2358049],[1681688,2161505],[1696580,2659421],[1699634,2660607],[1700144,2174466],[1702688,2374492],[1704310,2375568],[1707822,2380380],[1710731,2666873],[1711489,2381749],[1716429,2191810],[1719801,2545129],[1726754,2390702],[1730370,2201495],[1730828,2393345],[1741482,2555380],[1751216,2406597],[1751674,2560406],[1753636,2219113],[1758147,2683781],[1758432,2411155],[1764624,2415446],[1765708,2415958],[1765993,2230481],[1782928,2427828],[1789859,2696139],[1790144,2432386],[1794040,2435057],[1796336,2436677],[1808132,2264229],[1815516,2594329],[1817554,2271078],[1822534,2454866],[1822992,2709961],[1826548,2276966],[1829057,2459834],[1830225,2283327],[1830683,2460793],[1834073,2715309],[1837127,2716495],[1839859,2610703],[1842519,2293168],[1845747,2470866],[1855480,2476149],[1855765,2301926],[1866049,2482876],[1875471,2624318],[1875756,2488490],[1877552,2317734],[1882424,2492265],[1889768,2327840],[1897152,2634569],[1902700,2338481],[1906357,2507453],[1913025,2511228],[1916641,2348166],[1917099,2513871],[1937487,2527123],[1939109,2754282],[1939907,2365784],[1944418,2752274],[1944703,2531681],[1951979,2536484],[1952264,2377152],[1961771,2544173],[1963630,2385954],[1970479,2547315],[1976367,2393457],[1982728,2399346],[1986385,2556566],[1989416,2679085],[1995304,2561196],[2015606,2573206],[2017228,2685789],[2021249,2427021],[2034210,2583174],[2034495,2435779],[2054486,2595515],[2056282,2451587],[2061154,2599290],[2068498,2461693],[2086015,2472310],[2097383,2482069],[2103730,2623362],[2128344,2635755],[2133059,2506480],[2139908,2640982],[2145796,2513983],[2204612,2555593],[2244655,2579335], [282266,1291227,2444980],[325467,1377789,2496998],[373993,1471009,2550822],[432492,1574165,2604023],[447829,1596546,2614443],[473288,1633767,2630011],[494519,1666239,2644489],[533128,1724967,2671542],[558239,1756661,2682825],[581682,1788373,2695183],[592231,1804118,2701832],[607141,1825594,2710751],[649332,1875064,2727923],[654257,1880637,2729662],[679799,1911238,2740035],[688550,1922086,2743775],[704910,1942932,2751318],[715459,1958677,2757967],[752990,1994557,2767467],[795182,2039376,2780522],[797370,1801516,2701042],[807972,2053794,2785052],[812897,2059367,2786791],[821648,2070215,2790531],[825590,1581881,2466327],[884106,2127652,2804997],[895841,2138370,2807681],[911091,1923572,2744731],[922419,2163986,2814267],[934857,1703146,2535735],[937141,2179632,2818769],[939329,1956075,2757177],[973960,2209923,2825597],[1002447,2232962,2830268],[1012313,1783386,2577101],[1014707,2242908,2832400],[1045398,2056112,2789367],[1055420,1828772,2602910],[1060648,2071701,2791487],[1093949,1866507,2620302],[1096343,2309324,2846621],[1128519,2129970,2732238],[1130794,2334989,2851348],[1135464,1906072,2638796],[1167983,1937945,2654073],[1170377,2165817,2817583],[1181278,1950895,2535972],[1215099,2395854,2862395],[1219769,1986100,2676238],[1253304,2016064,2688684],[1255698,2234793,2770783],[1257894,2018589,2691443],[1263028,2024477,2577891],[1290909,2261816,2838558],[1295579,2054201,2705058],[1343940,2094723,2723393],[1349074,2100611,2621092],[1377471,2325427,2800952],[1382141,2128059,2734358],[1387666,2131200,2637840],[1420652,2158845,2747578],[1425786,2164733,2654863],[1460931,2385741,2821752],[1474472,2202753,2675282],[1507458,2227821,2771969],[1512592,2233709,2689474],[1551184,2262370,2704102],[1591101,2293975,2794794],[1637230,2325981,2733402],[1720086,2386927,2760881] ] cell #4506 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [393673],[472526],[514199],[520606],[555338],[560657],[606379],[613417],[613937],[619187],[651534],[692850],[702009],[707328],[709966],[714697],[715840],[721263],[731420],[750357],[755322],[777827],[779937],[799839],[810174],[818747],[818890],[824066],[830501],[841528],[851685],[853795],[861519],[871676],[890692],[892812],[892955],[900849],[906562],[914198],[919786],[921896],[924751],[933968],[934418],[943835],[957784],[968811],[970931],[971074],[978630],[989657],[992767],[999814],[1001924],[1009231],[1011058],[1011424],[1011874],[1020258],[1026328],[1030415],[1032525],[1040249],[1042369],[1042512],[1050406],[1055371],[1076918],[1085950],[1090867],[1092694],[1093060],[1093510],[1098394],[1112343],[1116026],[1116210],[1118226],[1123370],[1125490],[1125633],[1130106],[1130283],[1135012],[1135415],[1144055],[1150211],[1155082],[1157202],[1157345],[1164901],[1166728],[1167094],[1167544],[1175928],[1179038],[1186085],[1188195],[1206370],[1212487],[1214411],[1214588],[1219317],[1219720],[1236273],[1242661],[1243290],[1245305],[1245448],[1250222],[1252049],[1252415],[1252865],[1257845],[1261923],[1268745],[1277777],[1282694],[1284887],[1285337],[1290221],[1290398],[1295127],[1295530],[1304170],[1307853],[1308037],[1310053],[1315197],[1317317],[1317460],[1318307],[1328347],[1335606],[1337144],[1337321],[1341347],[1343891],[1347969],[1364087],[1364991],[1368742],[1372128],[1374409],[1374859],[1376783],[1376960],[1381689],[1382092],[1387616],[1401600],[1407717],[1409641],[1409818],[1414950],[1418673],[1420603],[1421763],[1424681],[1431503],[1437891],[1438520],[1440535],[1440678],[1445452],[1447645],[1448095],[1449135],[1449319],[1456183],[1460243],[1460420],[1462920],[1465271],[1467900],[1474422],[1492621],[1494545],[1495355],[1495731],[1499124],[1500662],[1500839],[1504865],[1507409],[1508569],[1511487],[1524723],[1531982],[1533520],[1533697],[1537723],[1540267],[1543126],[1549243],[1549427],[1551134],[1552303],[1561367],[1565118],[1568504],[1570785],[1571235],[1573159],[1573336],[1578468],[1579547],[1580176],[1586138],[1586835],[1587211],[1591052],[1593002],[1601702],[1611285],[1622583],[1623001],[1623178],[1623856],[1625678],[1628029],[1630658],[1637180],[1638349],[1651413],[1655473],[1655650],[1658150],[1660501],[1663130],[1672492],[1678233],[1678862],[1681638],[1690585],[1690961],[1694354],[1695892],[1696069],[1700095],[1701747],[1702639],[1703799],[1708884],[1714860],[1716380],[1720036],[1726480],[1730321],[1736734],[1740794],[1740971],[1743356],[1746253],[1747326],[1749644],[1751167],[1753117],[1761817],[1765943],[1777965],[1778662],[1779038],[1780908],[1782879],[1784829],[1793529],[1796029],[1798380],[1805028],[1814828],[1815005],[1817505],[1819856],[1822485],[1828078],[1830176],[1840751],[1842000],[1852059],[1855715],[1861086],[1861783],[1862159],[1864029],[1866000],[1868087],[1870530],[1872050],[1882150],[1885991],[1896464],[1896641],[1901131],[1902651],[1903641],[1904338],[1912751],[1916592],[1918542],[1918949],[1927242],[1932524],[1933597],[1935467],[1937438],[1939388],[1948088],[1952214],[1962344],[1971371],[1972620],[1981159],[1982679],[1983669],[1984366],[1991557],[2001616],[2010643],[2011716],[2013586],[2015557],[2020730],[2021660],[2022067],[2030789],[2034445],[2040889],[2044730],[2049260],[2050780],[2051770],[2052467],[2060880],[2064721],[2075371],[2084708],[2086588],[2093274],[2096864],[2097794],[2098201],[2114579],[2123118],[2124638],[2125628],[2126325],[2140800],[2142049],[2152108],[2160986],[2161916],[2162323],[2171045],[2181145],[2184986],[2193089],[2201446],[2217806],[2229962],[2230892],[2231299],[2245228],[2251914],[2255504],[2273219],[2283278],[2289539],[2301407],[2316317],[2316724],[2348117],[2376633],[2388757],[2402161],[2435260],[2509283] ] cell #4507 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [911649],[941771],[942226],[1030843],[1056092],[1061206],[1063785],[1132288],[1136136],[1150418],[1150597],[1155567],[1170935],[1181542],[1182028],[1186513],[1216593],[1220441],[1256256],[1262130],[1262309],[1263292],[1263778],[1278577],[1292403],[1296251],[1298691],[1310533],[1310712],[1315682],[1348176],[1348355],[1349338],[1349824],[1378965],[1382813],[1385253],[1387998],[1392066],[1393056],[1393235],[1415671],[1419816],[1421837],[1423768],[1424888],[1425067],[1426050],[1426536],[1429024],[1441335],[1461305],[1474804],[1478872],[1479862],[1480041],[1505586],[1506622],[1508643],[1510574],[1511694],[1511873],[1512856],[1513342],[1515830],[1518536],[1519648],[1523675],[1545714],[1546200],[1550404],[1551516],[1552375],[1555584],[1556574],[1556753],[1579189],[1584232],[1589186],[1598649],[1601776],[1602587],[1605098],[1606210],[1610237],[1624063],[1624242],[1634985],[1635471],[1636450],[1637562],[1638421],[1641630],[1642620],[1642799],[1647900],[1649366],[1670034],[1675092],[1675271],[1679442],[1680908],[1682020],[1686047],[1700816],[1703873],[1705804],[1708086],[1708572],[1712961],[1718266],[1720418],[1723501],[1725512],[1727343],[1728455],[1730393],[1733221],[1734687],[1744347],[1745368],[1749301],[1752222],[1754742],[1758764],[1761891],[1762702],[1762881],[1763747],[1765213],[1766325],[1770352],[1776405],[1790476],[1793603],[1794414],[1796925],[1798037],[1802064],[1807255],[1808721],[1826812],[1827298],[1829389],[1830248],[1834447],[1834626],[1843880],[1845545],[1846336],[1848640],[1851143],[1852479],[1853945],[1856097],[1859526],[1868631],[1870204],[1873936],[1876088],[1879171],[1880192],[1881182],[1883013],[1884125],[1886063],[1887046],[1888891],[1890357],[1906689],[1909772],[1911783],[1913614],[1914726],[1916664],[1919492],[1920958],[1927316],[1930964],[1941013],[1945035],[1948162],[1948973],[1949152],[1951484],[1952596],[1956623],[1961735],[1967041],[1967387],[1971651],[1974500],[1976165],[1976956],[1986717],[1989726],[1993437],[1995102],[1995893],[1998197],[1999770],[2000700],[2002036],[2003502],[2005654],[2009083],[2024275],[2025066],[2027370],[2029873],[2031209],[2032675],[2034827],[2038256],[2039921],[2044802],[2054818],[2057901],[2058922],[2059912],[2061743],[2062855],[2064793],[2065776],[2067621],[2069087],[2075445],[2078117],[2082219],[2085979],[2091285],[2091631],[2100409],[2101200],[2103694],[2109000],[2109346],[2112748],[2113610],[2116459],[2118124],[2118915],[2128676],[2136470],[2136816],[2141080],[2143929],[2145594],[2146385],[2151192],[2156146],[2164531],[2165322],[2167626],[2169199],[2170129],[2171465],[2172931],[2175083],[2178512],[2180177],[2185058],[2187501],[2194855],[2198957],[2208023],[2208369],[2211215],[2215317],[2219077],[2224383],[2224729],[2233507],[2234298],[2236757],[2240859],[2243453],[2244619],[2249925],[2250271],[2254535],[2259049],[2259840],[2267640],[2267986],[2271388],[2272250],[2275099],[2276764],[2277555],[2282362],[2287316],[2293132],[2295819],[2303173],[2307275],[2309869],[2310729],[2318083],[2322185],[2331251],[2331597],[2334172],[2340364],[2341526],[2345628],[2354694],[2355040],[2357886],[2361988],[2365748],[2371054],[2371400],[2375664],[2380178],[2380969],[2386303],[2391051],[2395037],[2401229],[2408441],[2415795],[2419897],[2426985],[2428138],[2429672],[2437026],[2441128],[2443722],[2444582],[2451936],[2456038],[2465104],[2465450],[2470468],[2471215],[2474607],[2482033],[2483186],[2492614],[2496600],[2503199],[2506829],[2511577],[2515563],[2521755],[2528967],[2536321],[2540423],[2546320],[2552312],[2555942],[2561545],[2564937],[2577493],[2578240],[2581632],[2590211],[2599639],[2603625],[2611493],[2620694],[2621441],[2625509],[2639987],[2645979],[2655212],[2658604],[2677429],[2679875],[2689823],[2692233],[2706249],[2724183],[2735549],[2748368],[2772759],[2800808] ] cell #4508 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4509 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4510 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4511 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4512 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4513 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [797469],[825433],[825836],[910807],[934640],[939428],[941777],[1008333],[1012096],[1025833],[1026021],[1030804],[1045497],[1055625],[1056098],[1060364],[1089969],[1093732],[1128618],[1134517],[1134705],[1135669],[1136142],[1150558],[1164003],[1167766],[1170093],[1181503],[1181691],[1186474],[1218822],[1219010],[1219974],[1220447],[1249324],[1253087],[1255414],[1258171],[1262270],[1263253],[1263441],[1285559],[1289564],[1291611],[1293526],[1294632],[1294820],[1295784],[1296257],[1298652],[1310673],[1330532],[1344217],[1348316],[1349299],[1349487],[1375081],[1376126],[1378173],[1380088],[1381194],[1381382],[1382346],[1382819],[1385214],[1387959],[1389111],[1393196],[1415204],[1415677],[1419777],[1420929],[1421798],[1425028],[1426011],[1426199],[1448317],[1453306],[1458480],[1468226],[1471393],[1472188],[1474765],[1475917],[1480002],[1494050],[1494238],[1505119],[1505592],[1506583],[1507735],[1508604],[1511834],[1512817],[1513005],[1517966],[1519609],[1540593],[1545675],[1545863],[1549834],[1551477],[1552629],[1556714],[1571457],[1574549],[1576464],[1578722],[1579195],[1583534],[1589147],[1591378],[1594588],[1596710],[1598610],[1599762],[1601737],[1604528],[1606171],[1616064],[1617146],[1621238],[1624203],[1626826],[1630984],[1634151],[1634946],[1635134],[1635880],[1637523],[1638675],[1642760],[1648796],[1663456],[1666623],[1667418],[1669995],[1671147],[1675232],[1680338],[1681981],[1700349],[1700822],[1702965],[1703834],[1708047],[1708235],[1717696],[1719558],[1720379],[1722803],[1725473],[1726773],[1728416],[1730647],[1734117],[1743649],[1745329],[1749262],[1751493],[1754703],[1755785],[1756825],[1758725],[1759877],[1761852],[1762842],[1764643],[1766286],[1783205],[1786415],[1788537],[1790437],[1791589],[1793564],[1796355],[1797998],[1804502],[1808151],[1818653],[1822811],[1825978],[1826773],[1826961],[1829350],[1830502],[1834587],[1839674],[1845506],[1845766],[1850445],[1853375],[1855237],[1856058],[1866326],[1869506],[1873366],[1875228],[1876049],[1878473],[1880153],[1881143],[1882443],[1884086],[1886317],[1889787],[1905829],[1906650],[1909074],[1911744],[1913044],[1914687],[1916918],[1920388],[1922250],[1927277],[1937764],[1940974],[1942056],[1943096],[1944996],[1946148],[1948123],[1949113],[1950914],[1952557],[1959061],[1961790],[1966343],[1970294],[1976126],[1976386],[1985857],[1986678],[1989231],[1995063],[1995323],[1999072],[2000002],[2002932],[2004794],[2005615],[2015883],[2024236],[2024496],[2029175],[2032105],[2033967],[2034788],[2039882],[2045056],[2053958],[2054779],[2057203],[2058883],[2059873],[2061173],[2062816],[2065047],[2068517],[2070379],[2075406],[2077974],[2086034],[2090587],[2100370],[2100630],[2103749],[2108302],[2112253],[2118085],[2118345],[2127816],[2128637],[2131219],[2135772],[2138534],[2139723],[2145555],[2145815],[2150494],[2155286],[2156107],[2164492],[2164752],[2168501],[2169431],[2172361],[2174223],[2175044],[2180138],[2185312],[2191625],[2194712],[2202772],[2207325],[2210087],[2211072],[2219132],[2223685],[2233468],[2233728],[2236614],[2243414],[2244674],[2249227],[2259010],[2259270],[2262389],[2266942],[2270893],[2276725],[2276985],[2281664],[2286456],[2287277],[2293187],[2298552],[2303030],[2309830],[2317940],[2326000],[2330553],[2338296],[2339666],[2341383],[2349443],[2353996],[2356758],[2357743],[2365803],[2370356],[2380139],[2380399],[2386160],[2386946],[2390908],[2399161],[2400531],[2411174],[2415652],[2422927],[2427040],[2432405],[2436883],[2443683],[2451793],[2459853],[2464406],[2471072],[2477975],[2482088],[2488509],[2492471],[2506686],[2507472],[2511434],[2521057],[2531700],[2536178],[2545017],[2555799],[2556585],[2561402],[2578097],[2585000],[2595534],[2599496],[2621298],[2624206],[2635774],[2638684],[2655069],[2676126],[2689680],[2704946],[2734246],[2768317] ] cell #4514 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473089],[560709],[606942],[614250],[651586],[657366],[707380],[715260],[715862],[721315],[755815],[800402],[810226],[816006],[818912],[824118],[825418],[830994],[841580],[861571],[866887],[890744],[892977],[914250],[925244],[934470],[934625],[940250],[946933],[958277],[968863],[971096],[979123],[989709],[1009724],[1011926],[1012081],[1020310],[1026380],[1034507],[1040301],[1042534],[1045617],[1055401],[1055864],[1065881],[1080016],[1091360],[1093562],[1093717],[1101492],[1112836],[1116078],[1123422],[1125655],[1133204],[1135064],[1135445],[1135908],[1144548],[1150915],[1155134],[1157367],[1165394],[1167596],[1167751],[1175980],[1181296],[1203374],[1212539],[1217509],[1219369],[1219750],[1220213],[1225236],[1239371],[1243154],[1243342],[1245470],[1250715],[1252917],[1253072],[1257708],[1257875],[1262627],[1263046],[1271843],[1278241],[1283187],[1285389],[1285544],[1293319],[1295179],[1295560],[1296023],[1304663],[1307905],[1315249],[1317482],[1335658],[1341840],[1343754],[1343921],[1348673],[1349092],[1365746],[1372190],[1372824],[1374911],[1375066],[1379881],[1381741],[1382122],[1382585],[1387684],[1391730],[1398604],[1407769],[1412739],[1414980],[1415443],[1420466],[1420633],[1425385],[1425804],[1434601],[1438384],[1438572],[1440700],[1445945],[1448147],[1448302],[1449187],[1459123],[1466253],[1467763],[1467930],[1471981],[1474490],[1478536],[1494597],[1495487],[1499176],[1502643],[1504895],[1505358],[1507272],[1507439],[1512191],[1512610],[1518204],[1532034],[1538216],[1540130],[1540297],[1545468],[1549295],[1551202],[1552333],[1555248],[1562122],[1568566],[1569200],[1571287],[1571442],[1576257],[1578498],[1578961],[1580040],[1580228],[1586967],[1590915],[1591082],[1593539],[1595795],[1598335],[1604766],[1622635],[1624560],[1625479],[1625708],[1629011],[1630521],[1630688],[1634739],[1637248],[1638379],[1641294],[1654353],[1661483],[1662993],[1663160],[1667211],[1669720],[1672544],[1678726],[1678914],[1680576],[1681706],[1690717],[1694406],[1697873],[1700125],[1700588],[1702502],[1702669],[1707840],[1708946],[1709580],[1715397],[1716181],[1716410],[1720104],[1722015],[1730351],[1739674],[1750626],[1751030],[1751197],[1751886],[1753654],[1755910],[1758450],[1764881],[1766011],[1778794],[1782742],[1782909],[1785366],[1787622],[1790162],[1799362],[1805090],[1805724],[1808389],[1817306],[1817535],[1820838],[1822348],[1822515],[1826566],[1828210],[1829075],[1830206],[1835366],[1841118],[1842537],[1846004],[1852089],[1855783],[1861915],[1865863],[1866030],[1868364],[1871067],[1872080],[1874313],[1875774],[1877685],[1886021],[1890025],[1901668],[1902452],[1902681],[1904470],[1906375],[1908286],[1916622],[1919079],[1921335],[1927926],[1937301],[1937468],[1939925],[1942181],[1944721],[1950389],[1952282],[1962621],[1963763],[1973157],[1976624],[1981696],[1982480],[1982709],[1984498],[1986403],[1988430],[1990675],[1992094],[2001646],[2005340],[2015420],[2015587],[2019848],[2021267],[2022197],[2022981],[2030819],[2034513],[2036424],[2036925],[2044760],[2049797],[2050810],[2052599],[2054504],[2056415],[2064751],[2068755],[2078562],[2086865],[2088007],[2095982],[2097401],[2098331],[2099115],[2105722],[2115116],[2123655],[2124668],[2126457],[2128362],[2133192],[2134054],[2134555],[2142586],[2146053],[2152138],[2155832],[2160104],[2161523],[2162453],[2163237],[2171075],[2174769],[2185016],[2193626],[2195300],[2201476],[2204745],[2205607],[2206108],[2221105],[2229080],[2230499],[2231429],[2232213],[2245505],[2246647],[2256041],[2264362],[2265224],[2265725],[2273756],[2283308],[2287002],[2294372],[2301944],[2316854],[2327973],[2328835],[2329336],[2341971],[2348147],[2351416],[2367776],[2377170],[2383068],[2393590],[2406994],[2407495],[2435797],[2461826],[2472751],[2484631],[2514116],[2579776] ] cell #4515 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4516 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [875761],[957638],[993743],[994038],[1034500],[1054491],[1064418],[1079800],[1112197],[1116544],[1117052],[1143909],[1159168],[1159463],[1180014],[1180309],[1190170],[1190873],[1205291],[1232639],[1235467],[1239155],[1243670],[1271627],[1282548],[1286895],[1287403],[1304024],[1308371],[1308879],[1319283],[1319578],[1319655],[1325315],[1331580],[1362018],[1364919],[1367663],[1400521],[1408835],[1412523],[1417038],[1430697],[1434385],[1438900],[1441726],[1449653],[1450161],[1454720],[1456111],[1466971],[1488833],[1491542],[1495098],[1521691],[1522797],[1524066],[1527956],[1539303],[1542047],[1561295],[1564039],[1572353],[1580556],[1586578],[1597393],[1608253],[1609359],[1610628],[1614696],[1617478],[1618869],[1629729],[1649950],[1651341],[1652420],[1653561],[1662201],[1668466],[1684063],[1685169],[1686438],[1690328],[1701675],[1714148],[1725847],[1735271],[1736662],[1737741],[1738882],[1746693],[1757508],[1760834],[1768368],[1769474],[1770743],[1778405],[1779445],[1780836],[1789220],[1800080],[1802455],[1809305],[1810696],[1811775],[1812916],[1821556],[1849827],[1857061],[1861526],[1862566],[1863957],[1877052],[1881517],[1885027],[1885278],[1887437],[1890941],[1892332],[1893411],[1894552],[1912118],[1922933],[1925153],[1932964],[1934004],[1935395],[1943779],[1947105],[1954639],[1957014],[1968397],[1973329],[1977891],[1992266],[1996828],[2006618],[2011083],[2012123],[2013514],[2028557],[2035791],[2040256],[2042687],[2060247],[2063757],[2064008],[2066167],[2071062],[2073282],[2074388],[2078171],[2088637],[2092641],[2106352],[2110356],[2115288],[2119850],[2142758],[2147320],[2157110],[2176047],[2180512],[2182943],[2184022],[2184273],[2187426],[2194909],[2196507],[2211269],[2212867],[2221735],[2247277],[2251281],[2256213],[2260775],[2261026],[2273928],[2278490],[2295744],[2310654],[2319735],[2341580],[2343178],[2352046],[2368406],[2429597],[2438678],[2453588], [343883,911514],[417175,1031536],[434213,1061071],[499092,1155576],[508615,1170800],[518738,1187206],[569480,1256121],[586434,1278586],[595856,1297597],[600683,1299384],[611714,1315691],[662272,1384159],[667099,1385946],[672789,1392075],[695492,1427869],[695787,1427870],[700786,1429033],[709662,1441344],[716151,1190704],[735505,1483991],[741765,1478881],[767045,1514675],[767340,1514676],[772339,1515839],[779633,1523684],[801225,1550413],[802589,1557440],[803097,1558394],[805887,1555593],[820912,1314621],[825739,1320127],[845614,1614222],[845909,1614223],[853491,1610246],[877359,1636459],[878723,1643486],[879231,1644440],[882021,1641639],[888767,1649375],[904934,1397185],[915169,1679692],[917111,1686772],[921592,1686056],[936474,1445306],[936769,1445307],[941768,1450614],[949862,1718275],[961985,1741602],[962493,1742556],[966886,1734696],[984209,1752231],[995197,1763997],[997139,1771077],[1001620,1770361],[1007192,1776655],[1024344,1527660],[1024639,1527661],[1032221,1802073],[1035513,1806523],[1038324,1808730],[1056089,1572472],[1057453,1575087],[1057961,1576041],[1071391,1844130],[1076112,1858077],[1082945,1853954],[1084315,1866660],[1088828,1859776],[1100180,1870213],[1104421,1873945],[1117922,1887055],[1118634,1888159],[1121445,1890366],[1131096,1900419],[1136133,1653680],[1148256,1656281],[1148764,1657235],[1153157,1920967],[1162862,1931214],[1181468,1701355],[1183410,1704419],[1187891,1956632],[1194838,1965008],[1197754,1965725],[1202547,1978874],[1208884,1974750],[1211641,1976965],[1215401,1980447],[1220438,1739001],[1226255,1989774],[1230746,1993687],[1238059,1999779],[1242300,2003511],[1248183,2009333],[1263218,1780516],[1267939,1774956],[1274772,2032684],[1276142,1783539],[1280655,2038506],[1296248,1813035],[1309749,2065785],[1310461,1827821],[1313272,2069096],[1324174,2080971],[1335218,2089252],[1338134,2089969],[1340050,2091294],[1340414,2091881],[1349264,1863637],[1357210,2106967],[1360126,2107684],[1366765,2112796],[1371256,2116709],[1374013,2118924],[1382810,1894671],[1390068,1899702],[1392984,1904081],[1397777,1898846],[1404114,2144179],[1406871,2146394],[1410631,2149876],[1415668,1925272],[1425976,1935075],[1433289,2169208],[1437530,2172940],[1443413,2178762],[1465830,2197709],[1466081,2196334],[1469902,2199005],[1476874,1979730],[1479790,1984109],[1487692,2214069],[1498736,2222350],[1501652,2223067],[1503932,2224979],[1505583,2006737],[1512782,2013194],[1520550,2018513],[1531594,2247892],[1534510,2248609],[1536426,2249934],[1536790,2250521],[1545640,2042367],[1548397,2259849],[1553586,2047831],[1556502,2052210],[1563141,2271436],[1567632,2275349],[1570389,2277564],[1579186,2073401],[1607112,2094647],[1622195,2315818],[1628588,2320937],[1628839,2319562],[1634911,2119530],[1639632,2121689],[1642548,2126068],[1661060,2344380],[1661311,2343005],[1665132,2345676],[1672104,2149159],[1675020,2153538],[1676936,2354703],[1677300,2355290],[1682922,2158769],[1693966,2369021],[1696882,2369738],[1699162,2371650],[1700813,2176166],[1708012,2182623],[1710769,2380978],[1721382,2192590],[1750203,2406521],[1750454,2405934],[1753826,2219257],[1762630,2225739],[1767227,2227745],[1798939,2253287],[1799190,2438505],[1803011,2441176],[1814022,2449671],[1820415,2454790],[1820666,2453415],[1826738,2278170],[1831459,2280329],[1834375,2284708],[1836655,2465700],[1842709,2293312],[1847271,2293899],[1878315,2318137],[1895658,2501689],[1907653,2339261],[1936474,2527047],[1936725,2526460],[1940097,2365928],[1948901,2372410],[1953498,2374416],[1953749,2537800],[1964393,2386357],[1987681,2400126],[1997397,2408366],[2014593,2573130],[2014844,2572543],[2021439,2427165],[2026001,2427752],[2026252,2579008],[2057045,2451990],[2079769,2470393],[2097573,2482213],[2102135,2482800],[2102386,2622209],[2133822,2506883],[2166826,2528892],[2205375,2555996],[2238409,2577418],[2304825,2620619] ] cell #4517 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [293096],[359742],[431568],[435507],[486277],[515712],[544186],[575870],[598899],[608020],[639481],[665315],[673312],[690857],[699098],[742288],[764306],[770651],[773487],[798121],[806410],[823955],[847345],[874899],[876386],[882544],[911717],[915446],[933735],[940080],[948488],[992897],[993103],[994106],[995474],[1007469],[1026075],[1053629],[1055116],[1061274],[1064355],[1071668],[1089105],[1103047],[1108608],[1115501],[1116156],[1134759],[1179168],[1179374],[1180377],[1181745],[1189308],[1190795],[1196098],[1209161],[1219064],[1231023],[1235392],[1242594],[1263495],[1280932],[1288760],[1294874],[1300435],[1307328],[1307983],[1318437],[1318643],[1319646],[1325240],[1336478],[1349541],[1358470],[1364852],[1371533],[1381436],[1391328],[1404391],[1418803],[1419009],[1426253],[1430622],[1437824],[1441717],[1448610],[1449265],[1456044],[1466896],[1478134],[1488758],[1494292],[1499996],[1513059],[1521616],[1524057],[1532854],[1545917],[1548718],[1549373],[1554846],[1561228],[1567909],[1572278],[1579480],[1608178],[1610619],[1617200],[1629654],[1633215],[1635188],[1640892],[1651274],[1653486],[1662126],[1668952],[1673364],[1678166],[1683988],[1686429],[1695226],[1701608],[1708289],[1731758],[1736595],[1738807],[1744659],[1755839],[1760759],[1768293],[1770734],[1779931],[1780769],[1795892],[1800005],[1802446],[1812841],[1821481],[1825042],[1827015],[1832719],[1855291],[1856986],[1863052],[1863890],[1879483],[1885129],[1887428],[1894477],[1903504],[1918029],[1925078],[1934490],[1935328],[1942110],[1947030],[1954564],[1957005],[1958125],[1972398],[1975456],[1983532],[2006543],[2012609],[2013447],[2034021],[2035716],[2046167],[2051633],[2058213],[2063859],[2066158],[2073207],[2074313],[2110842],[2114357],[2125491],[2141827],[2144885],[2155340],[2157035],[2175972],[2184124],[2216064],[2217669],[2255282],[2258340],[2260877],[2272997] ] cell #4518 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4519 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1244624],[1335456],[1373490],[1374194],[1417992],[1439854],[1466033],[1498974],[1503447],[1503866],[1503884],[1531832],[1547874],[1548578],[1569866],[1570570],[1581510],[1583617],[1595828],[1617005],[1622433],[1626685],[1628791],[1632872],[1633668],[1661263],[1672342],[1677234],[1677252],[1694204],[1698677],[1699096],[1699114],[1710246],[1710950],[1712014],[1719417],[1722886],[1727454],[1743732],[1745180],[1750406],[1754554],[1755644],[1755943],[1760574],[1775444],[1787655],[1797036],[1799142],[1804019],[1808832],[1818512],[1820618],[1824699],[1825495],[1836170],[1836589],[1836607],[1838487],[1845357],[1852966],[1855096],[1858565],[1869589],[1874346],[1878556],[1880004],[1883124],[1890468],[1905688],[1909157],[1913725],[1919979],[1921368],[1928730],[1930003],[1931451],[1940825],[1941915],[1942214],[1946845],[1951595],[1957782],[1958578],[1959755],[1966426],[1973539],[1975977],[1977067],[1985716],[1988513],[1996004],[1999155],[2002523],[2008122],[2009570],[2024087],[2025177],[2031696],[2033826],[2037295],[2045824],[2048319],[2057286],[2058734],[2061854],[2067314],[2068108],[2069198],[2074128],[2078645],[2083177],[2090394],[2090670],[2092118],[2100221],[2101311],[2108109],[2109833],[2115498],[2119026],[2122177],[2135579],[2135855],[2137303],[2142968],[2145406],[2146496],[2150301],[2155145],[2156850],[2165433],[2168584],[2171952],[2178999],[2187621],[2195383],[2198729],[2199915],[2207132],[2207408],[2208856],[2215089],[2216275],[2223492],[2225216],[2234409],[2249034],[2249310],[2250758],[2254307],[2258861],[2259951],[2266749],[2268473],[2274138],[2277666],[2280817],[2289278],[2295939],[2298813],[2310849],[2313723],[2321957],[2330360],[2332084],[2342054],[2345400],[2346586],[2349704],[2353803],[2354079],[2355527],[2370163],[2371887],[2381080],[2388496],[2401900],[2411435],[2414672],[2429792],[2432666],[2455810],[2464213],[2465937],[2509022],[2531961],[2535198], [302804,2088952],[390866,2222050],[409829,2247592],[465417,2315518],[497988,2148859],[511392,2368721],[548892,2402643],[560917,2413230],[590335,2041122],[590454,1801424],[599270,2449371],[610610,2280029],[644157,2484835],[653661,2490802],[665686,2501389],[676053,2338961],[689859,1924215],[695563,2523169],[707588,2533756],[713563,2181378],[713682,1955983],[734387,2550544],[745029,2399826],[757612,2563285],[767116,2569252],[775042,2423874],[802797,2591860],[809151,2268822],[809270,2056020],[812301,2597827],[822957,2072344],[824326,2608414],[844284,2615967],[845685,2616710],[848900,2478922],[878931,2632100],[885285,2332433],[885404,2129878],[887050,2503798],[903816,2644211],[914458,2520352],[917001,2357259],[918065,2163631],[924266,2166460],[927041,2656952],[936545,2662919],[959762,2549991],[962193,2673334],[965169,2552911],[993814,2685092],[997029,2415168],[998093,2232607],[1004294,2235436],[1005949,2237285],[1023014,2696707],[1024415,2697450],[1027630,2585947],[1033382,2701554],[1036607,2443959],[1037801,1814260],[1038505,2266767],[1057661,2712840],[1064015,2076101],[1064134,1837783],[1074329,2470035],[1079703,2720729],[1081228,2615491],[1085269,2099509],[1087585,2303701],[1114321,2629180],[1116752,2731454],[1119728,2495977],[1120922,1895896],[1121626,2330378],[1146033,2643658],[1148464,2741827],[1151440,2646578],[1157838,2745299],[1159239,2746042],[1161619,2157942],[1162796,2361053],[1162814,1936677],[1180085,2753585],[1183300,2177227],[1184364,1950783],[1190565,1959773],[1199968,2545221],[1205725,2549248],[1207641,2391579],[1211118,1987919],[1211822,2207150],[1233684,2560365],[1239058,2769305],[1240583,2683873],[1246940,2226918],[1248117,2418962],[1248135,2014796],[1266156,2240631],[1271530,2777858],[1273055,2696231],[1277096,2023375],[1279412,2437554],[1284672,2440900],[1287103,2782314],[1291128,2053076],[1306148,2709920],[1308579,2788583],[1311555,2279022],[1312749,1831697],[1313453,2067332],[1319354,2792798],[1322271,2469292],[1329254,2292361],[1334958,2474727],[1340348,2306340],[1340366,2102338],[1352202,2307047],[1361921,2726998],[1362340,2624410],[1368097,2628437],[1370013,2493142],[1377690,2126934],[1395198,2337166],[1400955,2642915],[1402871,2512105],[1406348,1907891],[1407052,2135597],[1412426,2810991],[1413951,2518557],[1428914,2361760],[1434288,2816105],[1435813,2752366],[1442170,2177551],[1443347,2176520],[1443365,1953701],[1447430,2540195],[1449861,2820561],[1453157,2385044],[1463927,2394414],[1470910,2209205],[1482004,2398031],[1485789,2559622],[1491976,2680877],[1492772,2404983],[1498476,2565057],[1515720,2419669],[1518647,2423131],[1525630,2241817],[1531334,2581752],[1536724,2239924],[1536742,2026204],[1542481,2585204],[1544397,2442086],[1558297,2784127],[1558716,2447576],[1560614,2602725],[1564473,2709177],[1566389,2600167],[1574066,2069497],[1575944,2841678],[1577469,2606619],[1594439,2302546],[1605209,2478179],[1612192,2308233],[1615915,2486607],[1621935,2625629],[1644343,2804072],[1644762,2499594],[1646660,2495700],[1648387,2334292],[1657138,2853406],[1659157,2333549],[1666140,2137652],[1671844,2515683],[1681019,2522426],[1687206,2749370],[1688002,2362946],[1689179,2660887],[1693706,2658724],[1704853,2662176],[1706769,2541381],[1733708,2395157],[1742459,2823810],[1765324,2568509],[1771511,2773761],[1772307,2420855],[1773484,2567220],[1783973,2693235],[1786266,2236130],[1806948,2707336],[1807742,2444702],[1813762,2706369],[1815735,2456996],[1831199,2603745],[1846447,2612495],[1867094,2725185],[1888584,2626596],[1889378,2496720],[1895398,2735669],[1897371,2323143],[1900844,2737371],[1907393,2640107],[1929679,2529087],[1966150,2668878],[1967874,2546440],[1980872,2764191],[1987421,2677549],[2007798,2408561],[2019533,2577613],[2046524,2597084],[2081991,2470588],[2095667,2620814],[2120382,2490059],[2131480,2639364],[2190495,2545697],[2203033,2676806] ] cell #4520 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1504738],[1633655],[1678106],[1699968],[1711948],[1753625],[1761350],[1804006],[1825482],[1837461],[1837699],[1842508],[1878095],[1885425],[1919050],[1926775],[1939896],[1947621],[1950699],[1958565],[1959707],[1964173],[1973128],[1992065],[1997379],[2004308],[2004765],[2021238],[2022168],[2023291],[2036834],[2056825],[2064155],[2067179],[2067266],[2074904],[2079751],[2088417],[2097372],[2098302],[2099425],[2106132],[2115087],[2117355],[2117596],[2133602],[2134464],[2135444],[2135531],[2142557],[2147871],[2161494],[2162424],[2163547],[2166808],[2173737],[2174194],[2176590],[2177090],[2184420],[2187408],[2196489],[2205155],[2206017],[2206997],[2207084],[2212849],[2219038],[2221515],[2223659],[2230470],[2231400],[2232523],[2238391],[2239179],[2239994],[2240494],[2247057],[2256012],[2258065],[2261173],[2264772],[2265634],[2266614],[2266701],[2273727],[2275995],[2276236],[2279041],[2285970],[2286427],[2293093],[2295726],[2301915],[2304807],[2305595],[2306410],[2306910],[2310636],[2316825],[2317914],[2319717],[2324785],[2328383],[2329245],[2330225],[2330312],[2334079],[2334130],[2335228],[2337185],[2343160],[2351826],[2353668],[2353755],[2356272],[2356729],[2359520],[2360308],[2361123],[2361623],[2365709],[2368186],[2370330],[2377141],[2379194],[2379409],[2379650],[2386134],[2391905],[2394000],[2394944],[2394995],[2396093],[2398050],[2405309],[2407404],[2408348],[2414537],[2414624],[2417429],[2418217],[2419032],[2419532],[2423179],[2426946],[2429579],[2435768],[2437880],[2438660],[2440263],[2440763],[2442953],[2443194],[2444489],[2444540],[2445638],[2447595],[2451767],[2453570],[2458638],[2459759],[2462236],[2464078],[2464165],[2464380],[2470375],[2474514],[2474565],[2475441],[2476909],[2478227],[2481994],[2487321],[2488789],[2493468],[2495063],[2495563],[2496507],[2496558],[2497656],[2499613],[2506660],[2507378],[2512431],[2514526],[2515211],[2515470],[2515521],[2516397],[2518576],[2521031],[2522474],[2523007],[2524026],[2528874],[2535063],[2535150],[2536152],[2537955],[2539558],[2540058],[2546227],[2546278],[2546744],[2547426],[2549296],[2549589],[2555773],[2556491],[2557800],[2559963],[2562683],[2564844],[2564895],[2565771],[2567239],[2568557],[2569090],[2570109],[2576588],[2577400],[2578071],[2581539],[2581590],[2582466],[2583934],[2584974],[2585252],[2585545],[2591908],[2595440],[2600493],[2602088],[2602588],[2603532],[2603583],[2606638],[2610541],[2610814],[2611155],[2612543],[2613428],[2616548],[2617014],[2619789],[2620601],[2621272],[2622347],[2625416],[2625467],[2626615],[2628485],[2628778],[2632148],[2635680],[2638658],[2639894],[2639945],[2641093],[2642963],[2643256],[2645724],[2653560],[2655043],[2656350],[2658511],[2658562],[2659438],[2660906],[2662224],[2662757],[2663776],[2668297],[2668515],[2668897],[2671380],[2671994],[2673382],[2676100],[2677336],[2677387],[2679196],[2679537],[2680925],[2681810],[2684930],[2688171],[2689654],[2691554],[2691895],[2691978],[2693283],[2694168],[2697288],[2697754],[2704920],[2706156],[2706207],[2707355],[2709225],[2709518],[2712888],[2718129],[2720148],[2720748],[2723504],[2723845],[2723928],[2725233],[2726635],[2727017],[2728839],[2730114],[2731502],[2734220],[2735456],[2735507],[2737008],[2737390],[2739873],[2740487],[2741875],[2745880],[2747689],[2748030],[2748113],[2749418],[2750303],[2753423],[2761591],[2763828],[2764210],[2766705],[2768291],[2769324],[2772080],[2772421],[2772504],[2773809],[2775258],[2777277],[2777877],[2780974],[2782362],[2783764],[2784146],[2787243],[2788631],[2792636],[2794905],[2796716],[2797383],[2800553],[2801472],[2803709],[2804091],[2808391],[2811010],[2813505],[2816124],[2819221],[2820609],[2822326],[2823829],[2825739],[2829506],[2834322],[2834989],[2839078],[2841697],[2843674],[2845229],[2853425],[2859102],[2861414],[2868001],[2878508] ] cell #4521 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4522 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1374198],[1503519],[1503870],[1504685],[1548582],[1570574],[1583522],[1596573],[1617009],[1626689],[1632876],[1633669],[1633794],[1677238],[1678053],[1698749],[1699100],[1699915],[1710954],[1719421],[1722791],[1725325],[1727458],[1743637],[1745181],[1754555],[1755648],[1756688],[1760575],[1761488],[1775349],[1788400],[1797040],[1804020],[1804145],[1808836],[1818516],[1824703],[1825496],[1825621],[1836242],[1836593],[1837408],[1838491],[1845358],[1850433],[1852967],[1855100],[1858470],[1869494],[1875091],[1878461],[1880005],[1880995],[1883128],[1890472],[1905692],[1909062],[1911596],[1913729],[1919980],[1922113],[1926913],[1928802],[1929908],[1931452],[1940826],[1941919],[1942959],[1946846],[1947759],[1951599],[1957786],[1958579],[1958704],[1959759],[1960574],[1966331],[1973444],[1975978],[1977071],[1985720],[1994915],[1996008],[1999060],[1999990],[2002524],[2008027],[2009571],[2024088],[2025181],[2029163],[2031697],[2033830],[2037200],[2039734],[2045828],[2048224],[2057191],[2058735],[2059725],[2061858],[2067318],[2068109],[2069202],[2074129],[2075042],[2077962],[2083082],[2090398],[2090575],[2092119],[2100222],[2101315],[2108113],[2108290],[2109834],[2115403],[2119030],[2122082],[2135583],[2135760],[2137304],[2142873],[2145407],[2146500],[2150305],[2150482],[2155149],[2156851],[2165437],[2168489],[2169419],[2171953],[2179000],[2187576],[2194700],[2198730],[2199820],[2207136],[2207313],[2208857],[2211060],[2215090],[2216180],[2223496],[2225217],[2234413],[2249038],[2249215],[2250759],[2254308],[2258862],[2259955],[2266753],[2268474],[2274043],[2277670],[2280722],[2289337],[2295894],[2298843],[2310804],[2313753],[2321958],[2330364],[2332085],[2341371],[2345401],[2346491],[2349734],[2353807],[2353984],[2355528],[2370167],[2371888],[2381084],[2388555],[2401959],[2411465],[2414676],[2429747],[2432696],[2455811],[2464217],[2465938],[2509081],[2531991],[2535202], 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] cell #4523 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [690237],[716213],[796703],[823335],[825557],[906227],[910758],[924644],[934824],[938662],[941889],[1004672],[1010723],[1012280],[1025972],[1044731],[1055784],[1056275],[1060315],[1092359],[1093916],[1127852],[1134656],[1135828],[1136319],[1150269],[1161199],[1166393],[1167950],[1170044],[1181407],[1181642],[1218961],[1220133],[1220624],[1246520],[1251714],[1253271],[1255365],[1259315],[1261981],[1263157],[1263392],[1285743],[1289515],[1294771],[1295943],[1296434],[1310384],[1327714],[1345361],[1348027],[1349203],[1349438],[1363752],[1375265],[1376077],[1381333],[1382505],[1382996],[1387865],[1389062],[1389814],[1392907],[1415363],[1415854],[1419120],[1422073],[1424739],[1425915],[1426150],[1448501],[1458431],[1469370],[1474671],[1475868],[1476620],[1479713],[1487026],[1491232],[1494189],[1505278],[1505769],[1505926],[1508879],[1511545],[1512721],[1512956],[1518389],[1518952],[1541737],[1545579],[1545814],[1551383],[1552580],[1553332],[1556425],[1571641],[1578881],[1579372],[1588490],[1598516],[1599713],[1602012],[1604951],[1605514],[1617097],[1621189],[1623914],[1627922],[1632128],[1634850],[1635085],[1637429],[1638626],[1639378],[1642471],[1647836],[1664600],[1669901],[1671098],[1674943],[1680761],[1681324],[1681887],[1683809],[1700508],[1700999],[1704109],[1707951],[1708186],[1713182],[1720285],[1721128],[1727196],[1727759],[1729770],[1730598],[1733157],[1743414],[1744499],[1748605],[1753765],[1755736],[1758631],[1759828],[1762127],[1762553],[1765066],[1765629],[1766192],[1768114],[1790343],[1791540],[1793839],[1796778],[1797341],[1807191],[1808574],[1819749],[1823955],[1826677],[1826912],[1829256],[1830453],[1834298],[1840809],[1842648],[1846189],[1848861],[1852415],[1855188],[1855401],[1855964],[1856807],[1867863],[1868852],[1875955],[1878238],[1879323],[1882866],[1883429],[1885440],[1886268],[1888827],[1890210],[1906556],[1913467],[1914030],[1916041],[1916869],[1919428],[1927552],[1940036],[1942007],[1944902],[1946099],[1948398],[1948824],[1951337],[1951900],[1952463],[1954385],[1962120],[1964316],[1967323],[1969682],[1971429],[1973268],[1975296],[1976809],[1986584],[1992205],[1995746],[1997429],[1998418],[2001972],[2004745],[2004958],[2005521],[2021378],[2024919],[2027591],[2031145],[2033918],[2034131],[2034694],[2035537],[2044179],[2045007],[2054685],[2056968],[2058053],[2061596],[2062159],[2064170],[2064998],[2067557],[2068940],[2075681],[2079462],[2079801],[2082440],[2085157],[2086364],[2088560],[2097512],[2101053],[2106275],[2109282],[2111641],[2115227],[2117255],[2118768],[2128543],[2133745],[2136752],[2139111],[2140858],[2142697],[2144725],[2146238],[2155237],[2155450],[2156013],[2161634],[2165175],[2166858],[2167847],[2171401],[2174174],[2174387],[2174950],[2184435],[2185263],[2188646],[2189514],[2196539],[2205298],[2208305],[2212560],[2212899],[2218255],[2221658],[2230610],[2234151],[2238102],[2238441],[2241080],[2243797],[2245004],[2247200],[2252566],[2256152],[2258180],[2259693],[2261188],[2264915],[2267922],[2270281],[2273867],[2275895],[2277408],[2286407],[2286620],[2287183],[2290967],[2302055],[2304518],[2304857],[2307496],[2311874],[2319767],[2328526],[2331533],[2335317],[2336185],[2336896],[2343210],[2348566],[2351969],[2356709],[2359231],[2359570],[2364926],[2368329],[2373695],[2377281],[2379309],[2380822],[2394143],[2396182],[2397050],[2397761],[2417140],[2417479],[2424820],[2425452],[2426320],[2435908],[2438710],[2442853],[2445727],[2447306],[2453620],[2458976],[2462379],[2471849],[2476959],[2479868],[2480500],[2481368],[2497745],[2499324],[2505963],[2514669],[2515072],[2524747],[2525615],[2538005],[2546833],[2547476],[2555076],[2562179],[2570830],[2571698],[2576449],[2583984],[2594025],[2610864],[2619650],[2626022],[2634265],[2641143],[2653421],[2679246],[2688032],[2728700] ] cell #4524 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4525 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [590768],[614235],[689530],[713996],[715919],[792382],[796641],[809584],[819024],[822628],[825486],[885718],[891655],[893089],[906165],[923937],[934341],[934753],[938600],[969774],[971208],[1003965],[1010661],[1011797],[1012209],[1025688],[1036141],[1041212],[1042646],[1044669],[1055484],[1055722],[1092297],[1093433],[1093845],[1119262],[1124333],[1125767],[1127790],[1131724],[1134372],[1135528],[1135766],[1157479],[1161137],[1166331],[1167467],[1167879],[1181358],[1198382],[1216029],[1218677],[1219833],[1220071],[1234272],[1245582],[1246458],[1251652],[1252788],[1253200],[1258030],[1259253],[1260015],[1263108],[1285260],[1285672],[1288842],[1291839],[1294487],[1295643],[1295881],[1317594],[1327652],[1338762],[1344076],[1345299],[1346061],[1349154],[1356483],[1360754],[1363690],[1374782],[1375194],[1375404],[1378401],[1381049],[1382205],[1382443],[1387816],[1388389],[1411259],[1415063],[1415301],[1420788],[1422011],[1422773],[1425866],[1440812],[1448018],[1448430],[1457758],[1468085],[1469308],[1471621],[1474622],[1475195],[1486964],[1491170],[1493905],[1498009],[1502280],[1504978],[1505216],[1507594],[1508817],[1509579],[1512672],[1518015],[1535138],[1540452],[1541675],[1545530],[1551334],[1551907],[1552488],[1554459],[1571158],[1571570],[1574777],[1578581],[1578819],[1583781],[1591237],[1592102],[1598467],[1599040],[1601098],[1601950],[1604577],[1615077],[1616229],[1620516],[1625791],[1627860],[1630843],[1632066],[1634379],[1634801],[1637380],[1637953],[1638534],[1640505],[1663315],[1664538],[1666851],[1669852],[1670425],[1680387],[1681838],[1693239],[1697510],[1700208],[1700446],[1702824],[1704047],[1707902],[1714529],[1716493],[1720236],[1723050],[1726822],[1729708],[1729925],[1730506],[1731371],[1742814],[1743896],[1751352],[1753716],[1754868],[1758582],[1759155],[1761213],[1762065],[1764692],[1766143],[1783064],[1790294],[1790867],[1792925],[1793777],[1796404],[1804730],[1817618],[1819687],[1822670],[1823893],[1826206],[1826628],[1829207],[1829780],[1830361],[1832332],[1840209],[1842599],[1845815],[1848309],[1850208],[1852172],[1854320],[1855915],[1866185],[1872163],[1875906],[1877638],[1878720],[1882492],[1885378],[1885595],[1886176],[1902764],[1906507],[1909321],[1913093],[1915979],[1916196],[1916777],[1917642],[1926638],[1927490],[1937623],[1939987],[1941139],[1944853],[1945426],[1947484],[1948336],[1950963],[1952414],[1959289],[1963345],[1963716],[1966590],[1969491],[1970829],[1973219],[1982792],[1986535],[1992156],[1995372],[1997866],[2001729],[2003877],[2005472],[2015742],[2021329],[2024545],[2027039],[2028938],[2030902],[2033050],[2034645],[2044117],[2044334],[2044915],[2050893],[2054636],[2056368],[2057450],[2061222],[2064108],[2064325],[2064906],[2074767],[2075619],[2079271],[2080238],[2087960],[2097463],[2100679],[2105304],[2105675],[2111450],[2115178],[2124751],[2128494],[2132774],[2133145],[2136019],[2138920],[2140258],[2142648],[2148358],[2152221],[2154369],[2155964],[2157489],[2161585],[2164801],[2167295],[2171158],[2173306],[2174901],[2184373],[2184590],[2185171],[2189323],[2201559],[2204327],[2204698],[2207572],[2212369],[2221058],[2230561],[2233777],[2237911],[2238878],[2239666],[2246600],[2252375],[2256103],[2261126],[2263944],[2264315],[2270090],[2273818],[2279528],[2283391],[2285539],[2287134],[2302006],[2304327],[2305294],[2306082],[2327555],[2327926],[2335994],[2336705],[2337672],[2348230],[2351369],[2355841],[2359040],[2360795],[2367729],[2373504],[2377232],[2387713],[2393543],[2396859],[2397570],[2398537],[2416949],[2418704],[2426129],[2435859],[2436319],[2447115],[2448082],[2461779],[2471658],[2472396],[2481177],[2489276],[2499133],[2500100],[2505490],[2514069],[2525424],[2544259],[2554603],[2561988],[2571507],[2579421],[2593552],[2623448],[2633792],[2681540] ] cell #4526 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1156045],[1205681],[1284124],[1316160],[1368053],[1400911],[1413907],[1429502],[1446882],[1491932],[1516308],[1542437],[1552859],[1560066],[1564429],[1577425],[1616961],[1632828],[1638905],[1646112],[1682185],[1682194],[1687162],[1689135],[1704809],[1711538],[1730877],[1744636],[1755600],[1766490],[1766499],[1771467],[1773440],[1783929],[1806904],[1808056],[1808788],[1808848],[1824655],[1830732],[1837939],[1855052],[1856262],[1856271],[1867050],[1879460],[1888540],[1889692],[1890424],[1890484],[1900800],[1917148],[1929085],[1930762],[1930907],[1941871],[1952761],[1952770],[1957738],[1959711],[1966106],[1975433],[1976291],[1977023],[1977083],[1980828],[2007204],[2008881],[2009026],[2018939],[2033782],[2034992],[2035001],[2045780],[2046585],[2058190],[2067270],[2068422],[2069154],[2069214],[2081397],[2085201],[2090350],[2091429],[2091574],[2095073],[2108065],[2118982],[2120443],[2131541],[2135535],[2144862],[2145720],[2146452],[2146512],[2150257],[2155101],[2176633],[2178310],[2178455],[2188690],[2190556],[2194057],[2196207],[2198135],[2203094],[2207088],[2214495],[2223448],[2224672],[2240037],[2243841],[2248990],[2250069],[2250214],[2253713],[2258317],[2259907],[2266705],[2277622],[2279083],[2290403],[2297008],[2298874],[2306453],[2311918],[2313784],[2319435],[2321363],[2330316],[2335361],[2337227],[2340728],[2342878],[2344806],[2349765],[2353759],[2354983],[2361166],[2370119],[2371343],[2381036],[2389621],[2396226],[2398092],[2403025],[2405807],[2409630],[2411496],[2414628],[2419075],[2424256],[2430861],[2432727],[2438378],[2440306],[2445771],[2447637],[2453288],[2455216],[2464169],[2465393],[2479304],[2487676],[2491184],[2495106],[2497789],[2499655],[2510147],[2516752],[2518618],[2523551],[2526333],[2530156],[2532022],[2535154],[2537673],[2539601],[2546877],[2560747],[2562726],[2567281],[2569634],[2572416],[2578881],[2586329],[2594701],[2598209],[2602131],[2604814],[2606680],[2611198],[2613067],[2622082],[2626657],[2634941],[2640544],[2654414],[2656393],[2660948],[2663301],[2668939],[2677986],[2681814],[2689025],[2691938],[2693807],[2707397],[2718133],[2723888],[2725757],[2737432],[2750307],[2764252],[2775262],[2797387], 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] cell #4527 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [802940,2048273],[879074,2122131],[962336,2199869],[1057804,2280771],[1064020,2076107],[1079776,2297142],[1116895,2323097],[1148607,2346540],[1183305,2177233],[1205730,2389629],[1239131,2409764],[1266161,2240637],[1271603,2430995],[1284677,2440906],[1287246,2442040],[1308722,2456950],[1311560,2279091],[1352207,2307053],[1361994,2487810],[1368102,2491192],[1395203,2337235],[1400960,2510155],[1412499,2516886],[1413956,2518626],[1428919,2361766],[1434361,2530290],[1442176,2177505],[1447435,2540201],[1450004,2541335],[1482009,2398100],[1491981,2560755],[1515725,2419675],[1518652,2424264],[1525636,2241771],[1542486,2586337],[1558370,2594835],[1558721,2447645],[1560619,2602731],[1564478,2598217],[1576017,2604948],[1577474,2606688],[1605214,2479312],[1612198,2308187],[1644416,2635075],[1644767,2499663],[1646665,2495706],[1648393,2335495],[1657211,2640678],[1681024,2523559],[1687211,2654422],[1688008,2362900],[1689184,2660956],[1704858,2663309],[1733714,2396360],[1742532,2678120],[1765329,2569642],[1771516,2689033],[1772313,2420809],[1773489,2567289],[1783978,2693815],[1806953,2707405],[1807748,2445905],[1846452,2613075],[1867099,2725765],[1888589,2626665],[1889384,2497923],[1900849,2737440],[1966155,2668947],[1967880,2547011],[1980877,2764260], 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] cell #4528 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [994024],[1079729],[1116778],[1117406],[1159449],[1180295],[1206109],[1239084],[1243784],[1243873],[1271556],[1287129],[1287757],[1308605],[1309233],[1319564],[1334589],[1361947],[1365179],[1368481],[1373283],[1401339],[1412452],[1417152],[1417241],[1434314],[1439014],[1439103],[1449887],[1450515],[1451472],[1456371],[1462343],[1492360],[1495614],[1498107],[1503453],[1530965],[1539563],[1542865],[1547667],[1561555],[1564857],[1569659],[1580670],[1580759],[1582491],[1585561],[1587094],[1597653],[1619129],[1621566],[1625101],[1632947],[1651601],[1652680],[1657573],[1668982],[1671475],[1690844],[1693337],[1698683],[1701935],[1710039],[1711174],[1715803],[1726363],[1736922],[1738001],[1743052],[1745676],[1747209],[1757768],[1760645],[1777388],[1778921],[1779961],[1781096],[1789480],[1795452],[1810956],[1812035],[1816928],[1824774],[1828337],[1828463],[1836176],[1840447],[1851482],[1860509],[1862042],[1863082],[1864217],[1871473],[1882033],[1892592],[1893671],[1902074],[1903064],[1904597],[1904723],[1912634],[1923193],[1928736],[1931947],[1933480],[1934520],[1935655],[1944039],[1946916],[1957857],[1971067],[1978151],[1982102],[1983092],[1984625],[1984751],[1997088],[2001039],[2010066],[2011599],[2012639],[2013774],[2030212],[2040772],[2042947],[2045899],[2050203],[2051193],[2052726],[2052852],[2060763],[2071322],[2074199],[2084131],[2090469],[2093157],[2108184],[2110872],[2120110],[2124061],[2125051],[2126584],[2126710],[2140496],[2147580],[2150376],[2151531],[2154054],[2154180],[2156921],[2170468],[2181028],[2183203],[2187674],[2198800],[2200869],[2215160],[2217229],[2223567],[2226255],[2226381],[2249109],[2251797],[2254378],[2278750],[2282701],[2285224],[2285350],[2289280],[2295992],[2298815],[2310902],[2313725],[2322028],[2345471],[2347540],[2349706],[2370238],[2372926],[2373052],[2388498],[2401902],[2411437],[2429845],[2432668],[2455881],[2509024],[2531963], [302810,2097891],[390872,2230989],[409835,2021757],[417161,1545181],[465423,2316414],[497994,1918639],[499402,1674525],[511398,2162013],[518724,1707553],[548898,2402696],[560923,2414126],[590341,1800557],[599276,2266203],[600669,1816519],[610616,2066768],[612024,1833880],[644163,2484837],[653667,2490855],[665692,2329814],[667085,1898155],[676059,2135033],[695569,2358467],[695773,1935880],[701096,1938916],[707594,2534652],[713569,1955116],[734393,2550597],[745035,2206586],[757618,2563287],[767122,2416376],[767326,2013999],[772649,2017035],[775048,2237338],[802803,2445054],[802823,1558323],[803451,2052941],[809157,2055153],[812307,2597880],[824332,2463667],[825725,1581863],[844290,2615969],[845691,2476567],[845895,1864442],[848906,2303754],[878937,2497072],[878957,1644369],[879585,2126799],[885291,2129011],[887125,2334644],[903822,2644264],[914464,2353257],[917007,2157995],[917225,2162670],[917314,1687590],[927047,2656954],[936551,2536902],[936755,1702160],[942078,1711263],[959768,2391632],[962199,2550896],[962219,1742485],[962847,1984840],[965244,2395509],[993820,2566897],[997035,2226971],[997253,2231646],[997342,1771895],[1006020,2019177],[1023020,2696709],[1024421,2583592],[1024625,1781321],[1027636,2437607],[1033388,2701607],[1036682,2261471],[1037594,1813393],[1057667,2604097],[1057687,1575970],[1058315,1828552],[1064021,1837576],[1074335,2292414],[1079709,2614836],[1081303,2475079],[1084429,2098548],[1084518,1867478],[1087656,2095311],[1114327,2493195],[1116758,2630085],[1119803,2325082],[1120715,1895029],[1146039,2512158],[1148470,2644563],[1148490,1657164],[1149118,1904812],[1151515,2516035],[1157844,2745301],[1159245,2650190],[1161690,1929323],[1180091,2660564],[1183306,1950576],[1183524,1949822],[1183613,1705237],[1200043,2385396],[1202807,2201854],[1205800,2390776],[1207712,2198373],[1210911,1987052],[1233690,2405036],[1239064,2683218],[1240658,2565409],[1247011,2007442],[1266162,2023168],[1271536,2695576],[1273130,2582104],[1276256,2022414],[1276345,1784357],[1279483,2253951],[1284678,2257942],[1287109,2701906],[1306154,2600220],[1308585,2710825],[1311630,2066529],[1312542,1830830],[1319360,2716452],[1324434,2291558],[1329325,2081635],[1332096,2093873],[1335029,2298490],[1352208,2099302],[1361927,2623755],[1362415,2486959],[1368172,2492339],[1370084,2321601],[1395273,2134794],[1398037,2130301],[1401030,2511302],[1402942,2345044],[1406141,1907024],[1412432,2744168],[1414026,2353018],[1428920,2163424],[1434294,2751711],[1435888,2659076],[1442241,1950011],[1447436,2379071],[1449867,2758041],[1455236,2190172],[1482079,2206347],[1487952,2404180],[1492051,2561270],[1492843,2214733],[1498547,2411112],[1515726,2232400],[1520810,2236482],[1525701,2022603],[1528472,2017739],[1531405,2432343],[1542556,2436751],[1544468,2257377],[1558303,2704495],[1558791,2265964],[1560620,2458515],[1564548,2599364],[1566460,2455454],[1575950,2790924],[1577544,2463428],[1607372,2302898],[1612263,2098737],[1617994,2313400],[1622006,2488447],[1644349,2733795],[1644837,2329575],[1646666,2324662],[1650466,2131157],[1657144,2809955],[1671915,2349381],[1683182,2357611],[1687281,2654937],[1688073,2162859],[1689254,2534413],[1693777,2531638],[1704928,2536046],[1706840,2378506],[1735787,2202710],[1742465,2763155],[1767487,2415520],[1771586,2689548],[1772378,2231835],[1773559,2413887],[1784048,2577965],[1807023,2596832],[1809821,2262327],[1813833,2595472],[1815806,2457950],[1831270,2459791],[1847531,2470940],[1867169,2621166],[1888659,2489807],[1891457,2325938],[1895469,2635712],[1897442,2324097],[1900919,2638233],[1907464,2507410],[1929750,2529140],[1966225,2544566],[1968913,2386884],[1980947,2675675],[1987492,2556523],[2007869,2408614],[2019604,2577666],[2046526,2597086],[2082062,2470641],[2095738,2620867],[2120384,2490061],[2131482,2639366],[2190497,2545699],[2203035,2676808] ] cell #4529 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [994028],[1079797],[1116916],[1117407],[1159453],[1180299],[1206182],[1239152],[1243785],[1244018],[1271624],[1287267],[1287758],[1308743],[1309234],[1319568],[1334595],[1362015],[1365180],[1368554],[1373288],[1401412],[1412520],[1417153],[1417386],[1434382],[1439015],[1439248],[1450025],[1450516],[1451476],[1456372],[1462349],[1492433],[1495619],[1498113],[1503454],[1530971],[1539564],[1542938],[1547672],[1561556],[1564930],[1569664],[1580671],[1580904],[1582492],[1585567],[1587099],[1597654],[1619130],[1621572],[1625107],[1632948],[1651602],[1652681],[1657579],[1668987],[1671481],[1690849],[1693343],[1698684],[1701936],[1710044],[1711175],[1715809],[1726368],[1736923],[1738002],[1743058],[1745682],[1747214],[1757769],[1760650],[1777394],[1778926],[1779966],[1781097],[1789481],[1795458],[1810957],[1812036],[1816934],[1824775],[1828342],[1828464],[1836177],[1840453],[1851488],[1860515],[1862047],[1863087],[1864218],[1871479],[1882038],[1892593],[1893672],[1902080],[1903070],[1904602],[1904724],[1912639],[1923194],[1928737],[1931953],[1933485],[1934525],[1935656],[1944040],[1946921],[1957858],[1971073],[1978152],[1982108],[1983098],[1984630],[1984752],[1997089],[2001045],[2010072],[2011604],[2012644],[2013775],[2030218],[2040777],[2042948],[2045900],[2050209],[2051199],[2052731],[2052853],[2060768],[2071323],[2074204],[2084137],[2090470],[2093162],[2108185],[2110877],[2120111],[2124067],[2125057],[2126589],[2126711],[2140502],[2147581],[2150377],[2151537],[2154059],[2154181],[2156926],[2170474],[2181033],[2183204],[2187680],[2198805],[2200875],[2215165],[2217235],[2223568],[2226260],[2226382],[2249110],[2251802],[2254383],[2278751],[2282707],[2285229],[2285351],[2289283],[2295998],[2298818],[2310908],[2313728],[2322033],[2345476],[2347546],[2349709],[2370239],[2372931],[2373053],[2388501],[2401905],[2411440],[2429851],[2432671],[2455886],[2509027],[2531966], 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] cell #4530 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [994020],[1079727],[1116776],[1117409],[1159445],[1180291],[1206108],[1239082],[1243787],[1243872],[1271554],[1287127],[1287760],[1308603],[1309236],[1319560],[1334588],[1361945],[1365182],[1368480],[1373282],[1401338],[1412450],[1417155],[1417240],[1434312],[1439017],[1439102],[1449885],[1450518],[1451468],[1456374],[1462342],[1492359],[1495613],[1498106],[1503524],[1530964],[1539566],[1542864],[1547666],[1561558],[1564856],[1569658],[1580673],[1580758],[1582494],[1585560],[1587093],[1597656],[1619132],[1621565],[1625100],[1632950],[1651604],[1652683],[1657572],[1668981],[1671474],[1690843],[1693336],[1698754],[1701938],[1710038],[1711177],[1715802],[1726362],[1736925],[1738004],[1743051],[1745675],[1747208],[1757771],[1760644],[1777387],[1778920],[1779960],[1781099],[1789483],[1795451],[1810959],[1812038],[1816927],[1824777],[1828336],[1828466],[1836247],[1840446],[1851481],[1860508],[1862041],[1863081],[1864220],[1871472],[1882032],[1892595],[1893674],[1902073],[1903063],[1904596],[1904726],[1912633],[1923196],[1928807],[1931946],[1933479],[1934519],[1935658],[1944042],[1946915],[1957860],[1971066],[1978154],[1982101],[1983091],[1984624],[1984754],[1997091],[2001038],[2010065],[2011598],[2012638],[2013777],[2030211],[2040771],[2042950],[2045902],[2050202],[2051192],[2052725],[2052855],[2060762],[2071325],[2074198],[2084130],[2090472],[2093156],[2108187],[2110871],[2120113],[2124060],[2125050],[2126583],[2126713],[2140495],[2147583],[2150379],[2151530],[2154053],[2154183],[2156920],[2170467],[2181027],[2183206],[2187673],[2198799],[2200868],[2215159],[2217228],[2223570],[2226254],[2226384],[2249112],[2251796],[2254377],[2278753],[2282700],[2285223],[2285353],[2289279],[2295991],[2298814],[2310901],[2313724],[2322027],[2345470],[2347539],[2349705],[2370241],[2372925],[2373055],[2388497],[2401901],[2411436],[2429844],[2432667],[2455880],[2509023],[2531962], 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] cell #4531 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4532 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4533 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393618],[472520],[514144],[555332],[560671],[606373],[613362],[619181],[651548],[692795],[702003],[707342],[714691],[721277],[755480],[777821],[799833],[810188],[818741],[824080],[830659],[851679],[890706],[892806],[906556],[914212],[924909],[934432],[968825],[970925],[1009389],[1011052],[1011888],[1026342],[1042363],[1055529],[1091025],[1092688],[1093524],[1125484],[1135026],[1135573],[1150299],[1166722],[1167558],[1219331],[1219878],[1252043],[1252879],[1260252],[1262011],[1295141],[1295688],[1346298],[1348057],[1364081],[1381703],[1382250],[1389844],[1423010],[1424769],[1476650],[1494559],[1509816],[1511575],[1553362],[1554696],[1592339],[1623944],[1639408],[1640742],[1683839],[1721158],[1731608],[1743444],[1768144],[1832569],[1840839],[1856837],[1917879],[1954415],[1971459],[2035567],[2140888], 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828,2299120],[1854868,2299908],[1859824,2303589],[1859979,2095703],[1872768,2486500],[1873819,2314030],[1879815,2318499],[1880040,2113418],[1894328,1895434],[1910416,2341942],[1920841,2350011],[1922729,2351387],[1924929,2156886],[1931417,1931487],[1941687,2366371],[1943575,2367747],[1946881,2175823],[1956855,1957975],[1974798,2391467],[1974953,2198765],[1975788,2392178],[1976013,2199627],[1992706,2559521],[1993735,2404871],[1993890,2215125],[2003385,2411742],[2009536,2009606],[2032558,2432973],[2033598,2433761],[2038554,2437442],[2038709,2254343],[2058545,2452352],[2058770,2272058],[2073058,2074164],[2092084,2092154],[2116757,2493030],[2116912,2321993],[2144227,2511993],[2144382,2345436],[2145217,2512704],[2145442,2346298],[2154917,2519652],[2172814,2532268],[2178965,2179035],[2225182,2225252],[2250724,2250794],[2258672,2588886],[2258897,2441798],[2275397,2600055],[2275552,2455846],[2355493,2355563],[2371853,2371923],[2465903,2465973] ] cell #4534 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4535 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [2119161],[2196352],[2224997],[2225374],[2260086],[2277801],[2297225],[2319580],[2322844],[2323063],[2323345],[2343023],[2355308],[2355685],[2371668],[2372045],[2381215],[2382776],[2389402],[2402613],[2405952],[2408531],[2409847],[2412425],[2413037],[2431078],[2438523],[2442006],[2442288],[2453433],[2456697],[2456916],[2457198],[2465718],[2466095],[2467162],[2470558],[2472459],[2474697],[2484339],[2484987],[2487893],[2490211],[2490772],[2490965],[2493660],[2503302],[2509928],[2515653],[2516969],[2520159],[2523139],[2529057],[2530373],[2532951],[2533563],[2541082],[2541301],[2541583],[2542987],[2545849],[2549400],[2550514],[2552415],[2558247],[2560528],[2562789],[2563437],[2565027],[2569222],[2577583],[2579484],[2581722],[2585356],[2586110],[2590870],[2591364],[2592012],[2597236],[2597797],[2597990],[2600685],[2603715],[2607609],[2608221],[2609122],[2611999],[2614995],[2616119],[2616680],[2620784],[2622386],[2625599],[2627062],[2628589],[2631604],[2632252],[2639516],[2640077],[2643067],[2644181],[2646082],[2650715],[2651914],[2656456],[2657104],[2658694],[2661975],[2662328],[2662889],[2665777],[2668336],[2669952],[2672730],[2672838],[2673486],[2676958],[2677519],[2680273],[2681029],[2683377],[2685062],[2686525],[2692631],[2692739],[2693387],[2695735],[2696859],[2697420],[2699178],[2701524],[2702516],[2706339],[2707802],[2709329],[2712992],[2717692],[2720187],[2721342],[2721803],[2724581],[2724689],[2725337],[2727611],[2728072],[2730850],[2731606],[2735639],[2741223],[2741331],[2741979],[2743463],[2745451],[2746012],[2748766],[2749522],[2751870],[2753555],[2755018],[2759280],[2761154],[2762008],[2766268],[2767122],[2769918],[2773157],[2773913],[2777316],[2778471],[2778932],[2780177],[2781710],[2781818],[2782466],[2787979],[2788735],[2792768],[2795072],[2799161],[2801889],[2803087],[2807954],[2808808],[2816718],[2819957],[2820713],[2832678],[2839495],[2840693], 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] cell #4536 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4537 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [590767],[614234],[689527],[713995],[715867],[792379],[796644],[809583],[818917],[822625],[825435],[885717],[891652],[892982],[906168],[923934],[934338],[934642],[938603],[969771],[971101],[1003962],[1008337],[1010664],[1011794],[1012098],[1025837],[1036138],[1041209],[1042539],[1044672],[1055627],[1055725],[1089973],[1092300],[1093430],[1093734],[1119259],[1124330],[1125660],[1127793],[1131721],[1134521],[1135671],[1135769],[1157372],[1161140],[1164007],[1166334],[1167464],[1167768],[1181507],[1198379],[1216026],[1218826],[1219976],[1220074],[1234269],[1245475],[1246461],[1249328],[1251655],[1252785],[1253089],[1258173],[1259256],[1263257],[1285257],[1285561],[1288848],[1291613],[1291836],[1293530],[1294636],[1295786],[1295884],[1317487],[1327655],[1330536],[1338759],[1344219],[1345302],[1349303],[1356480],[1360751],[1363693],[1374779],[1375083],[1375410],[1378175],[1378398],[1380092],[1381198],[1382348],[1382446],[1387963],[1388395],[1411256],[1415206],[1415304],[1420931],[1421802],[1422014],[1426015],[1440705],[1448015],[1448319],[1453310],[1457764],[1468228],[1469311],[1471395],[1471618],[1472192],[1474769],[1475201],[1486967],[1491173],[1494054],[1498006],[1502277],[1505121],[1505219],[1507737],[1508608],[1508820],[1512821],[1518021],[1535135],[1540595],[1541678],[1545679],[1551481],[1551913],[1571155],[1571459],[1574551],[1574774],[1576468],[1578724],[1578822],[1583582],[1583787],[1591380],[1594592],[1596712],[1598614],[1599046],[1601095],[1601741],[1601953],[1604583],[1616068],[1616279],[1620522],[1626828],[1627863],[1630986],[1632069],[1634153],[1634376],[1634950],[1637527],[1637959],[1663458],[1664541],[1666625],[1666848],[1667422],[1669999],[1670431],[1680393],[1693236],[1697507],[1700351],[1700449],[1702967],[1703838],[1704050],[1708051],[1719560],[1720383],[1722851],[1723056],[1725477],[1726828],[1729711],[1729931],[1743697],[1743902],[1751495],[1754707],[1754918],[1756827],[1758729],[1759161],[1761210],[1761856],[1762068],[1764698],[1783207],[1786419],[1788539],[1790441],[1790873],[1792922],[1793568],[1793780],[1796410],[1804504],[1804727],[1818655],[1819690],[1822813],[1823896],[1825980],[1826203],[1826777],[1829354],[1829786],[1845510],[1845821],[1848315],[1850493],[1854370],[1866328],[1875230],[1876053],[1878521],[1878726],[1881147],[1882498],[1885381],[1885601],[1905831],[1906654],[1909122],[1909327],[1911748],[1913099],[1915982],[1916202],[1922252],[1926635],[1927281],[1927493],[1937766],[1940978],[1941189],[1943098],[1945000],[1945432],[1947481],[1948127],[1948339],[1950969],[1959063],[1959286],[1963351],[1966391],[1966596],[1969591],[1985859],[1986682],[1995067],[1995378],[1997872],[2000050],[2003927],[2015885],[2024240],[2024551],[2027045],[2029223],[2033100],[2039886],[2044120],[2044340],[2053960],[2054783],[2057251],[2057456],[2059877],[2061228],[2064111],[2064331],[2070381],[2074764],[2075410],[2075622],[2079371],[2080244],[2100374],[2100685],[2105310],[2108350],[2111550],[2127818],[2128641],[2132780],[2135820],[2136025],[2138536],[2139020],[2148364],[2150542],[2154419],[2157486],[2164496],[2164807],[2167301],[2169479],[2173356],[2180142],[2184376],[2184596],[2189423],[2204333],[2207373],[2207578],[2210089],[2212469],[2233472],[2233783],[2238011],[2238884],[2239672],[2243418],[2252475],[2261129],[2263950],[2266990],[2270190],[2279534],[2281712],[2285589],[2304427],[2305300],[2306088],[2309834],[2327561],[2330601],[2336094],[2336805],[2337678],[2339714],[2355891],[2359140],[2360801],[2373604],[2387719],[2396959],[2397670],[2398543],[2400579],[2417049],[2418710],[2422975],[2426229],[2436414],[2447215],[2448088],[2471758],[2478023],[2481277],[2489282],[2499233],[2500106],[2505585],[2525524],[2545065],[2554698],[2562088],[2571607],[2593647],[2624254],[2633887],[2681635] ] cell #4538 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [798266],[825893],[876531],[911745],[940225],[941792],[994134],[1026103],[1031793],[1055261],[1056113],[1061302],[1063769],[1108636],[1117494],[1134787],[1136157],[1150631],[1180405],[1181773],[1182012],[1187463],[1196126],[1219092],[1220462],[1235575],[1262343],[1263523],[1263762],[1278301],[1294902],[1296272],[1300463],[1309321],[1310414],[1310746],[1325423],[1336506],[1348389],[1349569],[1349808],[1358498],[1364464],[1381464],[1382834],[1391356],[1391790],[1392937],[1393269],[1415692],[1425101],[1426281],[1426520],[1430805],[1441059],[1455656],[1467079],[1478162],[1478596],[1479743],[1480075],[1488941],[1494320],[1500024],[1505607],[1511907],[1513087],[1513326],[1518419],[1520346],[1521799],[1523399],[1532882],[1545945],[1546184],[1554874],[1555308],[1556455],[1556787],[1560840],[1579210],[1583847],[1596938],[1604981],[1606908],[1608361],[1609961],[1617228],[1618414],[1624276],[1629837],[1633243],[1635216],[1635455],[1640920],[1641354],[1642501],[1642833],[1648198],[1650886],[1662309],[1673392],[1674973],[1675305],[1680791],[1682718],[1684171],[1685771],[1695254],[1700837],[1708317],[1708556],[1723116],[1727226],[1731786],[1733519],[1736207],[1743962],[1745402],[1751946],[1755867],[1757053],[1760942],[1761139],[1762583],[1762915],[1765096],[1767023],[1768476],[1770076],[1775674],[1788765],[1796808],[1800188],[1801788],[1807553],[1808604],[1810241],[1810492],[1821664],[1825070],[1827043],[1827282],[1832747],[1834328],[1834660],[1846219],[1847067],[1852777],[1855319],[1857169],[1858795],[1868424],[1869429],[1878268],[1878786],[1880226],[1882896],[1884572],[1885312],[1886770],[1889189],[1890240],[1891877],[1892128],[1909387],[1913497],[1918057],[1919790],[1922478],[1930233],[1931262],[1942138],[1943324],[1947213],[1947410],[1948854],[1949186],[1951367],[1954747],[1956347],[1958153],[1962681],[1964346],[1966656],[1967685],[1973769],[1976199],[1976839],[1977436],[1977687],[1988235],[1995776],[1997990],[1998597],[1998995],[2002334],[2003976],[2008352],[2009381],[2024949],[2031507],[2034049],[2035899],[2037525],[2046195],[2056998],[2057516],[2058956],[2061626],[2063302],[2064042],[2065500],[2067919],[2068970],[2070607],[2070858],[2074496],[2074693],[2078367],[2080362],[2082619],[2083407],[2085446],[2086925],[2088590],[2090510],[2091929],[2101083],[2106305],[2109644],[2111257],[2112312],[2115728],[2118798],[2133775],[2136085],[2137114],[2143198],[2145628],[2146268],[2146865],[2147116],[2155368],[2157218],[2157415],[2165205],[2167419],[2168026],[2168424],[2171763],[2173405],[2177781],[2178810],[2183567],[2184307],[2188935],[2189130],[2191684],[2194034],[2195105],[2197100],[2205328],[2207638],[2208667],[2213460],[2216505],[2221688],[2225027],[2234181],[2239002],[2241259],[2242047],[2244086],[2245565],[2247230],[2249150],[2250569],[2259083],[2259723],[2260320],[2261060],[2264945],[2268284],[2269897],[2270952],[2274368],[2277438],[2280259],[2285638],[2290380],[2297448],[2305418],[2307675],[2308463],[2312163],[2312358],[2320328],[2328556],[2331895],[2335606],[2335801],[2338355],[2339191],[2340705],[2341776],[2343771],[2348855],[2351999],[2353919],[2355338],[2355940],[2360131],[2363176],[2368359],[2371698],[2374366],[2380852],[2394173],[2396471],[2396666],[2399220],[2400056],[2403002],[2410070],[2418040],[2421085],[2424233],[2425741],[2427702],[2431301],[2436205],[2436463],[2439271],[2446016],[2446211],[2449601],[2454181],[2462409],[2465748],[2477520],[2479281],[2480789],[2482750],[2498034],[2498229],[2501619],[2505376],[2505634],[2514699],[2517192],[2523528],[2525036],[2526997],[2530596],[2538566],[2547122],[2551421],[2554489],[2554747],[2569611],[2571119],[2573080],[2584545],[2593438],[2593696],[2605254],[2613044],[2613595],[2626311],[2633678],[2633936],[2645088],[2668682],[2681426],[2681684],[2694335],[2726802] ] cell #4539 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [730070],[870326],[899499],[982043],[1029065],[1049056],[1099889],[1115756],[1155852],[1156038],[1168314],[1184735],[1226228],[1237768],[1253635],[1266551],[1284132],[1291716],[1307583],[1315967],[1316153],[1339759],[1352597],[1366738],[1378278],[1388180],[1421458],[1429309],[1429495],[1432998],[1446890],[1448865],[1469875],[1471498],[1474986],[1508264],[1516115],[1516301],[1517975],[1536135],[1548973],[1551698],[1552852],[1560074],[1563114],[1574654],[1598831],[1601397],[1604537],[1634256],[1637744],[1638898],[1646120],[1647781],[1665105],[1666728],[1670216],[1676645],[1680347],[1681964],[1682202],[1703494],[1711345],[1711531],[1720600],[1725349],[1726782],[1730870],[1733102],[1758946],[1761512],[1764652],[1766269],[1766507],[1790658],[1793224],[1796364],[1802984],[1804607],[1807136],[1808160],[1808636],[1826083],[1829571],[1830725],[1837947],[1845775],[1850652],[1852360],[1856041],[1856279],[1876270],[1881019],[1882452],[1888772],[1889796],[1890272],[1906871],[1911620],[1913053],[1917141],[1919373],[1924371],[1926937],[1930845],[1945217],[1947783],[1950923],[1952540],[1952778],[1959166],[1961799],[1967268],[1971817],[1976395],[1976871],[1986899],[1994939],[1995332],[2000209],[2001917],[2008964],[2024505],[2029382],[2031090],[2034771],[2035009],[2039758],[2041191],[2055000],[2059749],[2061182],[2067502],[2068526],[2069002],[2072500],[2075066],[2078053],[2086043],[2091512],[2100639],[2103758],[2108509],[2109227],[2113776],[2128858],[2131228],[2136697],[2141246],[2145824],[2146300],[2150701],[2152409],[2164368],[2164761],[2166616],[2169638],[2171346],[2178393],[2180014],[2181447],[2194791],[2202781],[2208250],[2211151],[2215483],[2233344],[2233737],[2235592],[2236693],[2243290],[2244683],[2250152],[2254701],[2262398],[2267149],[2267867],[2268891],[2272416],[2281871],[2283579],[2303109],[2309706],[2326009],[2330760],[2331478],[2332502],[2339873],[2341462],[2357328],[2357822],[2362154],[2363788],[2375830],[2386955],[2400738],[2415237],[2415731],[2420063],[2421697],[2423943],[2428304],[2444205],[2470104],[2471151],[2478991],[2483352],[2496223],[2504044],[2521971],[2545467],[2553157],[2568054],[2574983],[2611637],[2618184], 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] cell #4540 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4541 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1414322],[1465626],[1544765],[1577840],[1628384],[1660856],[1673826],[1689550],[1707137],[1749999],[1773855],[1798735],[1809055],[1816103],[1820211],[1833181],[1870070],[1884823],[1890691],[1897739],[1931513],[1931673],[1936270],[1938217],[1953294],[1960126],[1977290],[1990015],[1999636],[2009632],[2009792],[2014389],[2016336],[2025797],[2047154],[2048159],[2048776],[2048800],[2063553],[2069421],[2076469],[2091151],[2092180],[2092340],[2101931],[2113037],[2121012],[2122017],[2122634],[2122658],[2132110],[2146719],[2157664],[2159067],[2159444],[2169065],[2179061],[2179221],[2183818],[2185765],[2191125],[2199246],[2199755],[2200372],[2200396],[2203663],[2226640],[2228043],[2228420],[2237007],[2249791],[2250820],[2250980],[2260571],[2261326],[2271677],[2279652],[2280657],[2281274],[2281298],[2292083],[2295263],[2299443],[2300350],[2300727],[2303423],[2314353],[2323624],[2324937],[2334499],[2337796],[2345917],[2346426],[2347043],[2347067],[2350334],[2354560],[2373311],[2374714],[2375091],[2383815],[2385251],[2388099],[2389856],[2391301],[2395364],[2398661],[2404705],[2412065],[2413349],[2425936],[2429116],[2433296],[2434203],[2434580],[2437276],[2441417],[2442567],[2448206],[2457477],[2458790],[2468419],[2473498],[2474934],[2480984],[2485378],[2486814],[2491419],[2492864],[2500224],[2504341],[2505777],[2508625],[2510382],[2511827],[2515890],[2519187],[2520471],[2525231],[2532591],[2533875],[2541862],[2548375],[2553454],[2554890],[2558749],[2560982],[2563828],[2565264],[2567850],[2571314],[2575444],[2580523],[2581959],[2586564],[2588009],[2592403],[2593839],[2598444],[2599889],[2607249],[2608533],[2618645],[2624953],[2627564],[2630610],[2632643],[2634079],[2642042],[2647121],[2648557],[2652416],[2654649],[2657495],[2658931],[2661517],[2663536],[2664981],[2670515],[2680480],[2681977],[2685299],[2687027],[2689260],[2694042],[2699385],[2705693],[2708304],[2711350],[2713383],[2714819],[2718296],[2719548],[2725992],[2729048],[2734993],[2739008],[2748973],[2750470],[2753792],[2755520],[2759743],[2765828],[2768387],[2773364],[2775425],[2776677],[2786177],[2793887],[2797550],[2798802],[2806543],[2815187],[2824459],[2831493],[2845714], [1633511,2119249],[1745242,2215151],[1760636,2225278],[1761236,2225438],[1825338,2277889],[1838330,2288585],[1870046,2314329],[1880066,2322019],[1884482,2322983],[1884799,2323600],[1946907,2371949],[1947507,2372109],[1958421,2381303],[1960365,2382189],[1976039,2198791],[1989638,2404609],[1997667,2407885],[1999612,2412041],[2003850,2412972],[2046463,2260174],[2058796,2455872],[2063212,2456836],[2063529,2457453],[2074190,2465999],[2074790,2466159],[2076137,2466350],[2080039,2468883],[2091127,2299419],[2102686,2484033],[2111423,2489662],[2112660,2492768],[2145468,2345462],[2156912,2355589],[2157512,2355749],[2167096,2528411],[2169041,2532567],[2173279,2533498],[2177263,2535758],[2183477,2541221],[2183794,2541838],[2187828,2543681],[2189296,2544421],[2196777,2548839],[2198869,2391205],[2213137,2559213],[2218069,2562483],[2238679,2575908],[2240667,2577124],[2249767,2433272],[2254369,2258923],[2260230,2441926],[2260547,2442543],[2270063,2596687],[2271300,2599793],[2279329,2603069],[2285512,2608156],[2290781,2610955],[2295210,2472153],[2296146,2613951],[2297614,2614691],[2305095,2619109],[2307083,2620325],[2312524,2623610],[2320005,2628028],[2322855,2629797],[2335967,2638088],[2337473,2638955],[2343448,2642506],[2345540,2511731],[2348715,2515007],[2350310,2354536],[2355814,2520094],[2359808,2652880],[2361796,2654096],[2364740,2656150],[2373477,2661779],[2383762,2544016],[2389999,2671794],[2396832,2675530],[2398338,2676397],[2403403,2679337],[2410236,2683073],[2412530,2684416],[2417717,2687491],[2419705,2688707],[2424634,2691695],[2425601,2576384],[2426102,2692435],[2429063,2579178],[2429999,2694691],[2431467,2695431],[2436292,2584807],[2437180,2441040],[2438948,2699849],[2440936,2701065],[2446377,2704350],[2447883,2705217],[2453858,2708768],[2456708,2710537],[2477197,2722366],[2479682,2723645],[2480649,2619585],[2481150,2724385],[2485325,2623205],[2491562,2729914],[2493741,2731057],[2495736,2732261],[2498395,2733650],[2499901,2734517],[2504288,2637683],[2505463,2638491],[2510525,2740287],[2514839,2514954],[2517358,2744023],[2518864,2744890],[2523929,2747830],[2524896,2653356],[2525397,2748570],[2530762,2751566],[2533056,2752909],[2538243,2755984],[2540231,2757200],[2541093,2757753],[2548626,2761758],[2551587,2763010],[2553401,2675125],[2554576,2675933],[2567527,2770942],[2570012,2772221],[2570979,2687967],[2571480,2772961],[2576216,2576331],[2584222,2779495],[2586707,2780774],[2588175,2781514],[2590881,2783121],[2592350,2703945],[2593525,2704753],[2598587,2787043],[2600766,2788186],[2602761,2789390],[2605420,2790779],[2606926,2791646],[2607714,2792122],[2614502,2795535],[2616917,2796516],[2619417,2619532],[2626171,2728635],[2627815,2801639],[2630776,2802891],[2632590,2733245],[2633765,2734053],[2642293,2808558],[2645254,2809810],[2650820,2812628],[2653188,2653303],[2661194,2817742],[2663679,2819021],[2665147,2819761],[2665858,2820164],[2670462,2760724],[2670928,2822694],[2671445,2822811],[2680731,2766872],[2681513,2768124],[2682884,2827658],[2687799,2687914],[2695242,2833141],[2697657,2834122],[2699636,2835156],[2702597,2836408],[2708555,2839245],[2711516,2840497],[2718059,2793770],[2719811,2844440],[2727982,2799624],[2728467,2728582],[2729565,2848158],[2739421,2852290],[2739938,2852407],[2743834,2854055],[2751377,2857254],[2759476,2821537],[2766176,2766635],[2767370,2826010],[2776940,2867212],[2780425,2868486],[2786694,2870930],[2799068,2799357] ] cell #4542 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [747916],[869235],[961146],[1047965],[1079554],[1115705],[1147417],[1205862],[1238909],[1271381],[1286056],[1307532],[1361772],[1368234],[1401092],[1412277],[1434139],[1448814],[1492113],[1542618],[1545006],[1548922],[1558148],[1564610],[1575795],[1644194],[1656989],[1669228],[1674278],[1687343],[1704990],[1707378],[1742310],[1771648],[1780207],[1784110],[1795425],[1801183],[1816344],[1833633],[1863328],[1867231],[1897980],[1901837],[1903037],[1918462],[1934766],[1938669],[1955742],[1981865],[1983065],[2012885],[2016788],[2020012],[2021580],[2049966],[2051166],[2055779],[2096146],[2097714],[2111118],[2123824],[2125024],[2129637],[2132481],[2160268],[2161692],[2161836],[2193795],[2204034],[2217202],[2229244],[2230668],[2230812],[2263651],[2264526],[2288277],[2294536],[2302113],[2310437],[2316237],[2327262],[2328137],[2359714],[2377339],[2383603],[2387420],[2393754],[2401710],[2417623],[2435966],[2461990],[2468223],[2473286],[2477103],[2483962],[2514280],[2538149],[2543610],[2548179],[2580311],[2584128],[2613880],[2641846],[2694620] ] cell #4543 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [421065,1552037],[476113,1638083],[537350,1730055],[609966,1829910],[628054,1851015],[658479,1885725],[684021,1916326],[730119,1971836],[759224,2000572],[786694,2029745],[799404,2044464],[817119,2064455],[864897,2108872],[870375,2113795],[899548,2141265],[909716,2151064],[928653,2170001],[941363,2184720],[982092,2215502],[1029114,2254720],[1031673,2041963],[1043627,2267512],[1049105,2272435],[1059273,2282234],[1064082,1837801],[1126748,2331123],[1139406,2340236],[1155901,2152428],[1168363,2362173],[1183367,1951695],[1184784,2375849],[1187343,2182219],[1223711,2401101],[1253684,2420082],[1266223,2025277],[1266600,2428323],[1299521,2269663],[1311565,2067521],[1316016,2283598],[1352269,2101411],[1352646,2483371],[1386083,2333274],[1388229,2504063],[1395208,2136716],[1428981,2165533],[1429358,2363807],[1442168,2177453],[1475035,2553176],[1482014,2208269],[1515787,2234509],[1516164,2421716],[1518657,2236712],[1525628,2241719],[1551747,2444224],[1558726,2267886],[1605219,2303128],[1612190,2308135],[1637793,2496242],[1644772,2331497],[1648385,2334244],[1681029,2357841],[1688000,2362848],[1720649,2545486],[1733706,2395109],[1765334,2415750],[1772305,2420757],[1807740,2444654],[1846457,2471170],[1889376,2496672],[1967872,2546392], [302871,840177,2087267],[314040,1355661,2484833],[390222,1497187,2563283],[390933,988306,2220365],[409896,1018907,2245907],[450574,1600276,2615965],[465484,1104995,2314695],[498055,1153731,2350676],[510748,1692417,2656950],[511459,1174577,2367036],[534367,1470362,2550496],[550727,1226715,2402595],[560984,1242874,2412407],[584427,1792103,2696705],[590402,1283986,2256325],[599337,1296822,2448548],[610677,1313846,2461086],[628744,1339808,2475941],[646459,1099938,2311431],[655496,1367225,2490754],[665753,1383384,2500566],[676120,1396410,2507917],[681038,1665592,2644163],[689926,1414199,2153013],[691295,1925816,2745297],[697398,1421945,2523121],[707655,1438104,2532933],[713630,1446744,2377454],[745096,1483216,2557030],[759914,1237817,2409143],[762700,993035,2224255],[768951,1508751,2569204],[775109,1518747,2575219],[787384,1536184,2582966],[796421,1803471,2701506],[797073,1284181,2041873],[805099,1291765,2445284],[809218,1559928,2450061],[814136,1563601,2597779],[823024,1577717,2284183],[824393,1579760,2607591],[846590,1601884,2616662],[848967,1605309,2618420],[874554,1115805,2322370],[881233,1378327,2497302],[885352,1645974,2502079],[887060,1647800,2637357],[910406,1676694,2649564],[912330,1927424,2745994],[914525,1678446,2650697],[917068,1681119,2522207],[924333,1689427,2364392],[929343,1433047,2529669],[932129,1179306,2370926],[938380,1703981,2662871],[939032,1446939,2182129],[959829,1727554,2672712],[963505,1471547,2551126],[965179,1733121,2674799],[994719,1761999,2685044],[997096,1765424,2568290],[1004361,1773732,2422301],[1005947,1775346,2236599],[1025320,1793711,2697402],[1027697,1797136,2699160],[1032363,1804656,2702136],[1036617,1807155,2591067],[1038572,1808932,2448255],[1045101,1560123,2269573],[1053284,1307632,2456223],[1059963,1574703,2604327],[1061887,2075553,2792750],[1062749,1318575,2464976],[1074396,1846547,2611873],[1079906,1598880,2615756],[1081238,1852379,2721171],[1087583,1858467,2303015],[1114388,1883224,2730832],[1118064,1634305,2630315],[1119738,1888791,2631307],[1121693,1890568,2500273],[1128222,1646169,2333184],[1146100,1913825,2741205],[1149776,1666777,2644793],[1151450,1919392,2743292],[1156358,1924420,2745088],[1160144,1418941,2521627],[1161617,1929905,2357728],[1162806,1930864,2525144],[1163627,1682251,2361892],[1180990,1948270,2753537],[1188033,1959215,2758271],[1188963,1448914,2540608],[1190632,1960003,2185814],[1199978,1967287,2669320],[1205735,1727464,2391006],[1207639,1973441,2390893],[1211889,1977167,2398710],[1233751,1996104,2680255],[1239261,1758995,2684138],[1240593,2001936,2769747],[1246938,2008024,2415637],[1248127,2008983,2571227],[1248948,1766556,2419801],[1271733,1790707,2696496],[1273065,2031109,2778300],[1279410,2037197,2436868],[1284739,1548645,2260051],[1288415,1549022,2590396],[1291126,2048221,2266927],[1291260,1808842,2053827],[1306215,2061954,2787961],[1309891,1826132,2711055],[1313520,2069298,2279701],[1316473,2072549,2791844],[1320049,1837996,2076233],[1320259,1582459,2467127],[1322281,2078072,2611299],[1329252,2083079,2471057],[1334956,1852964,2474679],[1340358,2091531,2480897],[1341179,1856328,2307179],[1362124,1876319,2624675],[1362350,2109246,2727440],[1368107,1883134,2492569],[1370011,2115400,2492456],[1374261,1646727,2119126],[1377688,2122079,2330538],[1377822,1890478,2127685],[1400965,1913735,2511532],[1402869,2142870,2511419],[1407119,2146596,2337845],[1412629,1670265,2646843],[1413961,1677244,2354940],[1421431,1931449,2164341],[1429815,2166665,2817940],[1434491,1945266,2752631],[1435823,2171365,2816547],[1443357,2178412,2373224],[1444178,1952827,2177359],[1447497,1711017,2381180],[1451173,1711394,2542242],[1453155,2187573,2545002],[1463937,2194810,2552118],[1470908,2199817,2400516],[1471042,1977077,2209956],[1485799,2211170,2679681],[1491986,1996014,2561500],[1492770,2216177,2561387],[1498474,2002521,2565009],[1503650,1504697,2005885],[1503876,1773494,2224629],[1508237,2009568,2233317],[1516621,2235641,2771140],[1531332,2031694,2581704],[1536734,2250171,2425849],[1537555,2035058,2240763],[1542491,1797046,2436981],[1544395,1804017,2441988],[1558500,2055049,2705415],[1560681,1570637,2277766],[1564483,2061864,2599594],[1566387,2274040,2599481],[1574064,2280719,2281649],[1574198,2069208,2070248],[1576147,1829620,2603267],[1577479,1836599,2465350],[1583519,2077959,2289276],[1594437,2295891,2477960],[1596579,1855106,2090404],[1601370,2092116,2309679],[1615913,2310801,2624191],[1617015,1875097,2108119],[1621933,2109831,2625581],[1626695,1888594,2318038],[1632882,1633800,2119036],[1633666,1897369,2323045],[1644546,2128907,2734715],[1657341,1906920,2639153],[1659167,2341481,2503005],[1666138,2339651,2346488],[1666272,2138403,2146506],[1671842,1919977,2515635],[1678065,1928933,2156377],[1687216,2165443,2655167],[1689189,1699106,2371300],[1693704,2171950,2658676],[1698880,1699927,2175314],[1703467,2178997,2179987],[1704863,1951605,2536276],[1706767,1958576,2541283],[1711851,1960586,2382312],[1719427,1966160,2386258],[1722788,2194697,2388494],[1725322,1975975,2198727],[1742662,1986948,2676595],[1743634,2211057,2401898],[1745178,1994912,2215087],[1754552,2007796,2408513],[1755654,1756694,2223502],[1760572,1761485,2225214],[1771521,2234419,2689778],[1783983,2025187,2578195],[1786264,2422912,2429744],[1788406,2033836,2249044],[1793197,2243263,2250756],[1804151,2045834,2259961],[1806958,1818522,2451891],[1813760,2268471,2706321],[1815733,1825493,2456898],[1824709,1825627,2277676],[1831197,2068106,2603697],[1836373,1837420,2287547],[1845355,2081989,2470540],[1850430,2090572,2298811],[1867104,2101321,2621396],[1869491,2108287,2313721],[1878458,2120380,2490057],[1880002,1880992,2321955],[1895396,2332082,2735621],[1900854,1905698,2506784],[1907391,2137301,2640059],[1909059,2341368,2509020],[1911593,2145404,2345398],[1922119,2150311,2155155],[1926910,2156848,2355525],[1929677,1940823,2529039],[1941925,1942965,2370173],[1946843,1947756,2371885],[1957792,1958710,2381090],[1966328,2190493,2545695],[1980882,1985726,2555897],[1987419,2208854,2677501],[1999057,1999987,2411433],[2019531,2024085,2577565],[2029160,2249212,2432664],[2039731,2254305,2258859],[2046522,2057188,2597082],[2058732,2059722,2455808],[2074126,2075039,2465935],[2095665,2100219,2620766],[2131478,2135757,2639362],[2150479,2349702,2353981],[2168486,2169416,2531959],[2203031,2207310,2676804] ] cell #4544 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [313916],[390098],[450450],[510624],[533460],[560860],[584303],[627503],[654589],[680131],[691171],[707531],[753322],[758673],[786143],[795514],[813229],[824269],[864346],[909165],[911423],[914401],[922751],[928102],[937473],[1002779],[1015039],[1026599],[1031122],[1043076],[1058722],[1060980],[1096675],[1126197],[1135283],[1138855],[1150248],[1156023],[1170709],[1186792],[1219588],[1223160],[1256030],[1258379],[1261960],[1278219],[1295398],[1298970],[1316138],[1344425],[1348006],[1381960],[1385532],[1387653],[1391708],[1421137],[1424718],[1429480],[1474459],[1478514],[1494816],[1507943],[1511524],[1516286],[1518182],[1551171],[1552837],[1555226],[1591586],[1604744],[1623893],[1637217],[1638883],[1641272],[1680554],[1681675],[1711516],[1720073],[1730855],[1743393],[1751864],[1764859],[1765980],[1808367],[1830710],[1840788],[1845982],[1855752],[1868342],[1890003],[1917126],[1952251],[1962599],[1971408],[1976602],[1988191],[2034482],[2068733],[2078323],[2086843],[2140837],[2146031],[2195061],[2245483],[2341732] ] cell #4545 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [644141],[757596],[844268],[927025],[957333],[992397],[1022998],[1079198],[1111892],[1143604],[1157822],[1178668],[1232334],[1238553],[1271025],[1282243],[1303719],[1317937],[1361416],[1411921],[1414499],[1418303],[1427564],[1433783],[1445001],[1514370],[1527355],[1539746],[1544650],[1557792],[1575439],[1578017],[1613917],[1643838],[1652863],[1656633],[1668320],[1674200],[1689727],[1707022],[1738184],[1741954],[1774032],[1776157],[1779299],[1795278],[1812218],[1815988],[1833555],[1859278],[1862420],[1893854],[1897624],[1899430],[1902890],[1930716],[1933858],[1938591],[1979458],[1982918],[1997271],[2008835],[2011977],[2016710],[2018228],[2047559],[2049032],[2051019],[2083890],[2094362],[2110210],[2121417],[2122890],[2124877],[2158484],[2159353],[2186139],[2192318],[2200628],[2210616],[2217055],[2227460],[2228329],[2262816],[2281530],[2290049],[2293614],[2300636],[2310290],[2326427],[2347299],[2375000],[2383456],[2389267],[2392832],[2401362],[2434489],[2460280],[2467875],[2473139],[2509793],[2513358],[2547831],[2580164],[2641498] ] cell #4546 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [690238],[716214],[796704],[823336],[825558],[906228],[910755],[924645],[934825],[938663],[941883],[1004673],[1010724],[1012281],[1025969],[1044732],[1055785],[1056269],[1060312],[1092360],[1093917],[1127853],[1134653],[1135829],[1136313],[1150199],[1161200],[1166394],[1167951],[1170041],[1181334],[1181639],[1218958],[1220134],[1220618],[1246521],[1251715],[1253272],[1255362],[1259316],[1261911],[1263084],[1263389],[1285744],[1289512],[1294768],[1295944],[1296428],[1310314],[1327715],[1345362],[1347957],[1349130],[1349435],[1363753],[1375266],[1376074],[1381330],[1382506],[1382990],[1387604],[1387722],[1389059],[1392837],[1415364],[1415848],[1419113],[1422074],[1424669],[1425842],[1426147],[1448502],[1458428],[1469371],[1474410],[1474528],[1475865],[1479643],[1487027],[1491233],[1494186],[1505279],[1505763],[1505919],[1508880],[1511475],[1512648],[1512953],[1518251],[1518945],[1541738],[1545506],[1545811],[1551122],[1551240],[1552577],[1556355],[1571642],[1578882],[1579366],[1588483],[1598373],[1599710],[1602013],[1604813],[1605507],[1617094],[1621186],[1623844],[1627923],[1632129],[1634777],[1635082],[1637168],[1637286],[1638623],[1642401],[1647829],[1664601],[1669758],[1671095],[1674873],[1680623],[1681317],[1681626],[1681744],[1700509],[1700993],[1704110],[1707878],[1708183],[1713175],[1720024],[1720142],[1727058],[1727752],[1729771],[1730595],[1733150],[1743344],[1744494],[1748598],[1753692],[1755733],[1758488],[1759825],[1762128],[1762483],[1764928],[1765622],[1765931],[1766049],[1790200],[1791537],[1793840],[1796640],[1797334],[1807184],[1808436],[1819750],[1823956],[1826604],[1826909],[1829113],[1830450],[1834228],[1840739],[1842575],[1846051],[1848854],[1852408],[1855185],[1855394],[1855703],[1855821],[1867858],[1868845],[1875812],[1878168],[1879318],[1882728],[1883422],[1885441],[1886265],[1888820],[1890072],[1906413],[1913329],[1914023],[1916042],[1916866],[1919421],[1927553],[1939963],[1942004],[1944759],[1946096],[1948399],[1948754],[1951199],[1951893],[1952202],[1952320],[1962115],[1964246],[1967316],[1969675],[1971359],[1973195],[1975291],[1976671],[1986441],[1992132],[1995608],[1997424],[1998411],[2001965],[2004742],[2004951],[2005378],[2021305],[2024781],[2027584],[2031138],[2033915],[2034124],[2034433],[2034551],[2044180],[2045004],[2054542],[2056898],[2058048],[2061458],[2062152],[2064171],[2064995],[2067550],[2068802],[2075682],[2079455],[2079796],[2082433],[2085152],[2086359],[2088490],[2097439],[2100915],[2106205],[2109275],[2111634],[2115154],[2117250],[2118630],[2128400],[2133675],[2136745],[2139104],[2140788],[2142624],[2144720],[2146100],[2155234],[2155443],[2155870],[2161561],[2165037],[2166853],[2167840],[2171394],[2174171],[2174380],[2174807],[2184436],[2185260],[2188641],[2189507],[2196534],[2205228],[2208298],[2212553],[2212894],[2218250],[2221588],[2230537],[2234013],[2238095],[2238436],[2241073],[2243792],[2244999],[2247130],[2252559],[2256079],[2258175],[2259555],[2261189],[2264845],[2267915],[2270274],[2273794],[2275890],[2277270],[2286404],[2286613],[2287040],[2290962],[2301982],[2304511],[2304852],[2307489],[2311869],[2319762],[2328456],[2331526],[2335312],[2336178],[2336889],[2343205],[2348561],[2351899],[2356706],[2359224],[2359565],[2364921],[2368259],[2373688],[2377208],[2379304],[2380684],[2394073],[2396177],[2397043],[2397754],[2417133],[2417474],[2424815],[2425447],[2426313],[2435835],[2438705],[2442848],[2445722],[2447299],[2453615],[2458971],[2462309],[2471842],[2476954],[2479863],[2480495],[2481361],[2497740],[2499317],[2505958],[2514599],[2515067],[2524742],[2525608],[2538000],[2546828],[2547471],[2555071],[2562172],[2570825],[2571691],[2576444],[2583979],[2594020],[2610859],[2619645],[2626017],[2634260],[2641138],[2653416],[2679241],[2688027],[2728695] ] cell #4547 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4548 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4549 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4550 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [420942,1552183],[475990,1638229],[537227,1730201],[609843,1830056],[627986,1851093],[658356,1885871],[683898,1916472],[730105,1971895],[759156,2000650],[786626,2029823],[799281,2044610],[816996,2064601],[864829,2108950],[870361,2113854],[899534,2141324],[909648,2151142],[928585,2170079],[941240,2184866],[982078,2215561],[1029100,2254779],[1031605,2041973],[1043559,2267590],[1049091,2272494],[1059205,2282312],[1063959,1837811],[1126680,2331201],[1139338,2340314],[1155887,2152487],[1168349,2362232],[1182270,1951705],[1184770,2375908],[1187275,2182229],[1223643,2401179],[1253670,2420141],[1264020,2025287],[1266586,2428382],[1299453,2269673],[1310364,2067580],[1316002,2283657],[1350066,2101421],[1352632,2483430],[1386015,2333284],[1388215,2504122],[1392887,2136775],[1426778,2165543],[1429344,2363866],[1440980,2177492],[1475021,2553235],[1479693,2208328],[1513584,2234519],[1516150,2421775],[1518301,2238125],[1523320,2241758],[1551733,2444283],[1556405,2267945],[1604863,2304541],[1609882,2308174],[1637779,2496301],[1642451,2331556],[1648054,2335482],[1680673,2359254],[1685692,2362887],[1720635,2545545],[1733375,2396347],[1764978,2417163],[1769997,2420796],[1807409,2445892],[1846101,2471872],[1889045,2497910],[1967541,2546998], [313917,1355807,2104233],[390099,1497333,2219616],[393574,992967,2224333],[447752,1339794,2297855],[450451,1600422,2299824],[472689,1115791,2322429],[510625,1692563,2366287],[514100,1179238,2371004],[533461,1470372,2390350],[558162,1237803,2410477],[560861,1242884,2412446],[581605,1536170,2431708],[584304,1792249,2433677],[606542,1307618,2456282],[613318,1318507,2465054],[627504,840187,2087306],[649255,1099924,2312765],[654590,1367235,2491913],[680132,1665602,2510876],[688473,1676680,2517599],[691172,1925962,2519568],[692751,1418873,2521705],[704833,1433033,2531003],[707532,1438114,2532972],[714860,1448900,2540667],[753323,1226725,2403754],[758674,988316,2220404],[786144,1018917,2245946],[795515,1803481,2587058],[797293,1804642,2588416],[797482,1546442,2045235],[800002,1549008,2590455],[807895,1291751,2446618],[813230,1563611,2598938],[821571,1574689,2605661],[824270,1579770,2607630],[825849,1582391,2288608],[864347,1105005,2314734],[884029,1378313,2498636],[895764,1666763,2645495],[906790,1670251,2646902],[909166,1153741,2350715],[910824,1674923,2155473],[911424,1927434,2648908],[911552,1924406,2648991],[914402,1678456,2650736],[922752,1421955,2524280],[928103,1174587,2367075],[937474,1703991,2664030],[939252,1959201,2665388],[939441,1708814,2185491],[941961,1711380,2381408],[973883,1471533,2551828],[1002780,1508761,2570363],[1011286,1790693,2696555],[1015040,1793721,2698008],[1026038,1796690,2252589],[1026600,1797146,2699199],[1030792,1801709,2259201],[1031123,1283996,2256364],[1031280,1284167,2041517],[1043077,1296832,2448587],[1045321,1826118,2711757],[1045510,1827540,2065226],[1056347,1829606,2459224],[1058723,1313856,2461125],[1060381,1834278,2286643],[1060981,2075563,2715170],[1061109,2072535,2715253],[1092922,1598866,2615815],[1096676,1601894,2617268],[1126198,1383394,2500605],[1128442,1634291,2631017],[1128631,1635713,1886496],[1134722,1913379,2336919],[1135284,1913835,2741244],[1136391,1906906,2506211],[1138856,1396420,2507956],[1150249,1919451,2743234],[1150546,1919646,2348731],[1155994,1156024,2152682],[1166956,1945252,2752690],[1170110,1948804,2174410],[1170710,1948280,2754143],[1170838,2166651,2754226],[1181708,1951249,2373718],[1186462,1956268,2380330],[1186793,1446754,2377493],[1186950,1446925,2181773],[1219027,1727108,2397784],[1219589,1727564,2672751],[1220696,1986934,2555324],[1223161,1483226,2557069],[1252277,1758981,2684197],[1255431,1762533,2004981],[1256031,1762009,2685650],[1256159,2235627,2685733],[1258380,1518757,2575258],[1261961,2031168,2778242],[1262258,2031363,2425617],[1263458,2024831,2426343],[1278222,2037236,2436193],[1289581,2056948,2270304],[1294837,2061508,2447329],[1295399,2061964,2788000],[1296506,2055035,2594273],[1298640,2065421,2276916],[1298971,1559938,2450100],[1299128,1560109,2269217],[1310661,2067775,2459141],[1316109,1316139,2283852],[1344426,1605319,2618459],[1348007,1852438,2721113],[1348304,1852633,2480665],[1349504,2100965,2481391],[1364315,1876305,2624734],[1376143,1878218,2111664],[1381399,1882778,2499347],[1381961,1883234,2730871],[1383068,2128893,2634513],[1385202,1886691,2118276],[1385533,1645984,2502118],[1385690,1646155,2332828],[1387654,1647859,2637299],[1389128,2133725,2336208],[1391711,2142909,2505364],[1393184,2136970,2506128],[1415926,1927761,2156363],[1419765,2167340,2365091],[1421138,1681129,2522246],[1422282,1682237,2358739],[1424719,2171424,2816489],[1425016,2171619,2524912],[1426216,2165087,2525638],[1429451,1429481,2364061],[1451389,2186665,2382298],[1458497,1964296,2189537],[1474460,1733180,2674741],[1475934,2205278,2397073],[1478517,1973480,2554477],[1479990,2208523,2555241],[1494255,1995658,2562202],[1494817,1996114,2680294],[1505841,1762336,2005871],[1506571,1997911,2218420],[1507944,1765434,2568329],[1509088,1766542,2416648],[1511525,2001995,2769689],[1511822,2002190,2570995],[1513022,2234063,2571721],[1516257,1516287,2421970],[1518185,1775385,2424221],[1519597,2238923,2424985],[1545880,2045073,2259605],[1549765,2269885,2270774],[1551172,1807214,2591009],[1552646,1808486,2264895],[1552808,1552838,2445423],[1555229,2274079,2593426],[1556702,2268140,2594190],[1579444,2075890,2287533],[1582066,1837982,2466681],[1589135,2080283,2291132],[1591587,1846557,2611912],[1599779,1855254,2088540],[1602221,1856314,2476839],[1604747,1858506,2479269],[1606159,2305339,2480033],[1617163,1621255,2106255],[1623894,2109305,2727382],[1624191,2109500,2626187],[1635151,1886334,2118680],[1635811,2111245,2112134],[1637218,1888850,2631249],[1638692,1890122,2328506],[1638854,1638884,2497441],[1641275,2115439,2633666],[1642748,2331751,2634430],[1648727,2335789,2338177],[1671164,2155303,2351949],[1675220,2156095,2355194],[1680557,1929944,2523516],[1681347,1681676,2522770],[1681969,1931118,2360052],[1701071,1948607,2175300],[1704318,1952813,2537174],[1708252,2185329,2380734],[1711487,1711517,2542496],[1717627,2189118,2191506],[1720074,1967346,2669262],[1728404,1976114,2197021],[1730664,1976721,2394123],[1730826,1730856,2551265],[1734048,2396654,2399042],[1743394,2212583,2766543],[1745317,1749250,2213381],[1751867,2216216,2681414],[1755802,1759894,2221638],[1762830,2005603,2224883],[1764862,2008063,2569599],[1765652,1765981,2568853],[1766274,2009237,2417961],[1791606,2033984,2247180],[1794048,2035044,2583864],[1797986,2258998,2439192],[1808082,1808370,2446199],[1826978,2065064,2277320],[1830519,2068852,2462359],[1830681,1830711,2604466],[1834575,2287265,2465604],[1839555,2078355,2290368],[1840789,2079485,2717967],[1845985,2083118,2613032],[1853306,2090498,2297436],[1855424,1855753,2616311],[1856046,2091785,2477441],[1868345,2312039,2726790],[1869417,1873297,2312346],[1880141,1884074,2320249],[1889718,1890006,2498217],[1914675,2145543,2343692],[1916935,2146150,2514649],[1917097,1917127,2644932],[1920319,2353907,2517180],[1942073,1946165,2368309],[1949101,2175032,2371554],[1951923,1952252,2662520],[1952545,2178666,2538487],[1962602,2188811,2668670],[1969705,1971409,2670836],[1970175,2194022,2195093],[1976317,1976605,2551409],[1988223,1989112,2402990],[1998983,2002863,2410058],[2032036,2249138,2431289],[2034154,2034483,2697051],[2034776,2250425,2584466],[2058871,2062804,2454102],[2068448,2068736,2605242],[2085322,2086846,2613583],[2139134,2140838,2739329],[2139604,2340693,2341764],[2145746,2146034,2645076],[2168412,2172292,2530584],[2243962,2245486,2694323] ] cell #4551 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [313922],[390104],[450456],[510630],[533466],[560866],[584309],[627574],[654595],[680137],[691177],[707537],[753328],[758744],[786214],[795520],[813235],[824275],[864417],[909236],[911429],[914407],[922757],[928173],[937479],[1002785],[1015045],[1026605],[1031193],[1043147],[1058793],[1060986],[1096681],[1126268],[1135289],[1138926],[1150251],[1156094],[1170715],[1186863],[1219594],[1223231],[1256036],[1258450],[1261963],[1278218],[1295404],[1299041],[1316209],[1344496],[1348009],[1381966],[1385603],[1387656],[1391707],[1421208],[1424721],[1429551],[1474462],[1478513],[1494822],[1508014],[1511527],[1516357],[1518181],[1551174],[1552908],[1555225],[1591657],[1604743],[1623896],[1637220],[1638954],[1641271],[1680553],[1681678],[1711587],[1720076],[1730926],[1743396],[1751863],[1764858],[1765983],[1808366],[1830781],[1840791],[1845981],[1855755],[1868341],[1890002],[1917197],[1952254],[1962598],[1971411],[1976601],[1988190],[2034485],[2068732],[2078322],[2086842],[2140840],[2146030],[2195060],[2245482],[2341731] ] cell #4552 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [911229],[957040],[1031226],[1060786],[1111599],[1143311],[1155713],[1170515],[1186896],[1232041],[1255836],[1281950],[1292042],[1299074],[1303426],[1315828],[1356293],[1372551],[1378604],[1385636],[1422075],[1422228],[1427271],[1429170],[1444708],[1451066],[1471824],[1486227],[1497819],[1508881],[1509034],[1514077],[1515976],[1527062],[1550622],[1551869],[1552576],[1552669],[1568927],[1574980],[1582012],[1600908],[1602014],[1602167],[1613624],[1627123],[1636668],[1637915],[1638622],[1638715],[1649584],[1667054],[1679398],[1681265],[1681457],[1693049],[1704111],[1704264],[1709307],[1711206],[1718484],[1728971],[1729887],[1730594],[1730687],[1734905],[1763703],[1765570],[1765762],[1776361],[1792735],[1793841],[1793994],[1805451],[1806236],[1818950],[1828495],[1829742],[1830449],[1830542],[1843836],[1848156],[1854163],[1855342],[1855534],[1859482],[1874154],[1886357],[1887872],[1900132],[1904755],[1915242],[1916158],[1916865],[1916958],[1921176],[1926448],[1949974],[1951841],[1952033],[1963192],[1965438],[1969518],[1972185],[1974456],[1980160],[1984783],[1993393],[2003720],[2005091],[2022566],[2026886],[2032893],[2034072],[2034264],[2038212],[2043380],[2045096],[2052884],[2065087],[2066602],[2079298],[2087436],[2089682],[2098700],[2105151],[2107397],[2114144],[2116415],[2126742],[2132621],[2134867],[2138947],[2141614],[2143885],[2149589],[2154212],[2155583],[2162822],[2173149],[2174520],[2185352],[2196036],[2204174],[2206420],[2212396],[2215851],[2220534],[2222780],[2226413],[2231798],[2237938],[2246076],[2248322],[2255069],[2257340],[2263791],[2266037],[2272784],[2275055],[2285382],[2286753],[2304354],[2314864],[2319264],[2324060],[2327402],[2329648],[2342707],[2350845],[2353091],[2359067],[2362522],[2367205],[2369451],[2373084],[2376198],[2378469],[2387560],[2405636],[2408139],[2413960],[2416976],[2420431],[2428672],[2438207],[2448717],[2453117],[2457913],[2461255],[2463501],[2469137],[2471685],[2483720],[2489880],[2500735],[2508086],[2526162],[2528665],[2534486],[2537502],[2544639],[2557199],[2562435],[2572245],[2576162],[2578710],[2596905],[2610907],[2619363],[2621911],[2638306],[2656102],[2675748],[2691647],[2723597], [1285791,1804933],[1320361,2077015],[1375313,1634582],[1415365,1927554],[1415906,1927707],[1448549,1959492],[1451369,2186611],[1469372,1729772],[1487028,1491234],[1505280,1762129],[1505821,1762282],[1541739,2044181],[1545441,2044296],[1545810,2045003],[1571689,1826409],[1578883,2075683],[1579424,2075836],[1581778,2287669],[1599709,1855184],[1617093,1621185],[1627924,1632130],[1634712,1885557],[1635081,1886264],[1664602,1916043],[1668690,2148205],[1671094,2155233],[1674808,2155391],[1700510,1948400],[1701051,1948553],[1702075,2373660],[1707813,2184552],[1708182,2185259],[1727700,1975286],[1744489,1748546],[1753559,1997713],[1755732,1759824],[1762418,2004899],[1779669,2239513],[1781236,2426285],[1791536,2033914],[1795614,2252402],[1797282,2258170],[1819751,1823957],[1826539,2064287],[1826908,2064994],[1828045,2279375],[1834163,2286561],[1842442,2080085],[1848027,2085147],[1862790,2305929],[1864357,2481333],[1867853,1868018],[1878038,2111477],[1879313,1883370],[1903226,2336732],[1904305,2337519],[1913971,2144715],[1918473,2348556],[1934228,2360642],[1935795,2525580],[1939830,2167142],[1942003,1946095],[1948689,2174328],[1950173,2373531],[1962110,1962275],[1963063,2188636],[1964116,2189350],[1973062,2196823],[1983254,2397597],[1984333,2398384],[1991999,2213183],[1997419,1997584],[2012347,2418551],[2013914,2571663],[2021172,2238725],[2021591,2425442],[2022765,2426156],[2026757,2243787],[2043087,2588358],[2051355,2447142],[2052434,2447929],[2056768,2270117],[2058043,2062100],[2079791,2079956],[2086354,2086519],[2088360,2297668],[2097306,2305141],[2097725,2480490],[2098899,2481204],[2105022,2311864],[2106075,2312578],[2110580,2489123],[2115021,2320051],[2118135,2322719],[2120250,2630959],[2125213,2499160],[2126292,2499947],[2132492,2335307],[2133545,2336021],[2142491,2343494],[2153762,2518910],[2161428,2359854],[2161847,2524737],[2163021,2525451],[2166848,2167013],[2183343,2665330],[2196529,2196694],[2204045,2396172],[2205098,2396886],[2212071,2559467],[2212889,2213054],[2217391,2562015],[2221458,2410290],[2224221,2412576],[2225963,2567573],[2230404,2417763],[2230823,2570820],[2231997,2571534],[2238431,2238596],[2244994,2245159],[2247000,2431521],[2255946,2438994],[2257539,2588229],[2263662,2445717],[2264715,2446431],[2273661,2453904],[2276775,2456572],[2278890,2711699],[2284932,2606972],[2301849,2477243],[2304847,2305012],[2311571,2623828],[2316248,2626012],[2318939,2628282],[2319757,2319922],[2322625,2493795],[2324259,2630830],[2327273,2497735],[2328326,2498449],[2343200,2343365],[2351769,2517412],[2359560,2359725],[2368129,2530816],[2370892,2533102],[2372634,2661240],[2377075,2538289],[2378668,2665201],[2380189,2540957],[2387431,2546823],[2392618,2549093],[2393943,2551641],[2401721,2679236],[2402245,2679289],[2409283,2683291],[2417469,2417634],[2435702,2584268],[2438700,2438865],[2443733,2590745],[2452792,2709022],[2453610,2453775],[2456478,2600820],[2458112,2711570],[2462179,2605474],[2464942,2607760],[2468234,2610854],[2476081,2614909],[2476949,2477114],[2483985,2726651],[2490404,2729866],[2513144,2642760],[2514469,2645308],[2521593,2650866],[2529809,2751784],[2537995,2538160],[2540863,2665912],[2543633,2668531],[2547466,2548190],[2550146,2671746],[2583106,2695649],[2583974,2584139],[2589326,2700103],[2590651,2702651],[2597429,2786995],[2613444,2613903],[2641133,2641857],[2643813,2740239],[2649704,2744241],[2694184,2694643],[2701156,2780726] ] cell #4553 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1156112],[1205691],[1284201],[1316227],[1368063],[1400921],[1413917],[1429569],[1446959],[1491942],[1516375],[1542447],[1552926],[1560143],[1564439],[1577435],[1616971],[1632838],[1638972],[1646189],[1682039],[1682271],[1687172],[1689145],[1704819],[1711605],[1730944],[1744758],[1755610],[1766344],[1766576],[1771477],[1773450],[1783939],[1806914],[1808063],[1808701],[1808798],[1824665],[1830799],[1838016],[1855062],[1856116],[1856348],[1867060],[1879582],[1888550],[1889699],[1890337],[1890434],[1900810],[1917215],[1929092],[1930752],[1931029],[1941881],[1952615],[1952847],[1957748],[1959721],[1966116],[1975555],[1976298],[1976936],[1977033],[1980838],[2007211],[2008871],[2009148],[2018946],[2033792],[2034846],[2035078],[2045790],[2046575],[2058312],[2067280],[2068429],[2069067],[2069164],[2081404],[2085208],[2090360],[2091419],[2091696],[2095080],[2108075],[2118992],[2120433],[2131531],[2135545],[2144984],[2145727],[2146365],[2146462],[2150267],[2155111],[2176640],[2178300],[2178577],[2188697],[2190546],[2194047],[2196274],[2198142],[2203084],[2207098],[2214502],[2223458],[2224794],[2240044],[2243848],[2249000],[2250059],[2250336],[2253720],[2258439],[2259917],[2266715],[2277632],[2279073],[2290393],[2297015],[2298864],[2306460],[2311925],[2313774],[2319502],[2321370],[2330326],[2335368],[2337217],[2340718],[2342945],[2344813],[2349755],[2353769],[2355105],[2361173],[2370129],[2371465],[2381046],[2389611],[2396233],[2398082],[2403015],[2405874],[2409637],[2411486],[2414638],[2419082],[2424246],[2430868],[2432717],[2438445],[2440313],[2445778],[2447627],[2453355],[2455223],[2464179],[2465515],[2479294],[2487683],[2491174],[2495113],[2497796],[2499645],[2510137],[2516759],[2518608],[2523541],[2526400],[2530163],[2532012],[2535164],[2537740],[2539608],[2546884],[2560737],[2562733],[2567271],[2569624],[2572483],[2578948],[2586319],[2594708],[2598199],[2602138],[2604821],[2606670],[2611205],[2613057],[2622149],[2626647],[2634948],[2640551],[2654404],[2656400],[2660938],[2663291],[2668929],[2677993],[2681778],[2689015],[2691945],[2693797],[2707387],[2718097],[2723895],[2725747],[2737422],[2750271],[2764242],[2775226],[2797351], [1546470,2045353],[1582419,2076949],[1635741,1886614],[1675290,2156165],[1675874,2156397],[1708842,2185609],[1711887,2186543],[1728474,1976184],[1745387,1749320],[1762900,2005673],[1763484,2005905],[1798056,2259068],[1801695,2259182],[1802044,2259820],[1827568,2065344],[1834645,2287335],[1835229,2287567],[1837692,2287723],[1853925,2091265],[1870184,1873916],[1880211,1884144],[1886677,2118257],[1887026,2118895],[1914745,2145613],[1918726,2348617],[1920938,2354674],[1924506,2354828],[1949171,2175102],[1949755,2175334],[1950692,2373769],[1956254,2380311],[1956603,2380949],[1974288,2198873],[1989642,1993225],[1997837,2218306],[1999750,2003482],[2005971,2224517],[2021844,2425503],[2023284,2426394],[2032655,2249905],[2036542,2436218],[2038044,2441044],[2058941,2062874],[2065407,2276897],[2065756,2277535],[2066855,2459027],[2072635,2465238],[2080209,2291018],[2085100,2295214],[2097978,2480551],[2099418,2481442],[2102690,2102815],[2111570,2317275],[2112664,2116247],[2134172,2505389],[2135120,2506014],[2143717,2345544],[2147903,2514958],[2162100,2524798],[2163540,2525689],[2167266,2364977],[2169179,2172911],[2175400,2371188],[2176798,2535513],[2187832,2187957],[2188589,2383766],[2189443,2384310],[2196947,2390236],[2205725,2554502],[2206673,2555127],[2213307,2403640],[2218073,2218198],[2231076,2570881],[2232516,2571772],[2238849,2424871],[2239211,2576335],[2240202,2576879],[2243740,2429067],[2258058,2588467],[2265342,2593451],[2266290,2594076],[2270210,2451128],[2271304,2274887],[2290785,2290910],[2296150,2296275],[2297761,2473993],[2305265,2479919],[2305627,2619536],[2306618,2620080],[2311817,2485329],[2312671,2485873],[2316501,2626073],[2320175,2491799],[2322870,2494033],[2324778,2631068],[2328953,2633691],[2329901,2634316],[2335260,2504292],[2336114,2504836],[2343618,2510762],[2353344,2648794],[2359978,2524166],[2360340,2653307],[2361331,2653851],[2364744,2364869],[2379187,2665439],[2390003,2390128],[2396125,2553405],[2396979,2553949],[2402783,2679587],[2403407,2403532],[2407112,2681439],[2410383,2564323],[2412700,2566133],[2414213,2685536],[2417887,2570249],[2418249,2687918],[2419240,2688462],[2424638,2424763],[2430003,2430128],[2431614,2581018],[2439118,2586944],[2440471,2700820],[2445670,2592354],[2446524,2592898],[2454028,2598824],[2456723,2601058],[2458631,2711808],[2463754,2715056],[2477367,2617154],[2479686,2479811],[2485120,2727049],[2488821,2728586],[2490942,2730164],[2491566,2491691],[2493888,2629552],[2495271,2732016],[2497688,2632594],[2498542,2633138],[2510529,2510654],[2517505,2647616],[2523933,2524058],[2530909,2657990],[2533226,2659800],[2534739,2754029],[2538413,2663916],[2539766,2756955],[2541108,2666150],[2546776,2670466],[2550684,2672044],[2551734,2673896],[2557832,2766639],[2558203,2766673],[2563570,2769356],[2570016,2570141],[2584392,2697894],[2586711,2586836],[2590896,2702889],[2597967,2787293],[2598591,2598716],[2600913,2710292],[2602296,2789145],[2605567,2713878],[2607884,2715688],[2610573,2718063],[2616252,2720780],[2616921,2617046],[2622315,2799377],[2627018,2801440],[2644351,2740537],[2645401,2742389],[2650990,2746486],[2657237,2816156],[2663683,2663808],[2666005,2757508],[2668265,2759496],[2670932,2671412],[2672794,2761559],[2696992,2777909],[2697661,2697786],[2701694,2781024],[2702744,2782876],[2707758,2839046],[2719831,2720116],[2739425,2739905],[2741287,2808359],[2745584,2811042],[2776960,2777245],[2781774,2834957] ] cell #4554 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [859030],[987168],[1083460],[1173439],[1205988],[1242815],[1275287],[1335135],[1368360],[1401218],[1416183],[1438045],[1492239],[1498653],[1531511],[1542744],[1564736],[1579701],[1622112],[1672021],[1674404],[1678387],[1687469],[1693883],[1705116],[1771774],[1784236],[1796183],[1801103],[1813939],[1831376],[1833759],[1867357],[1895575],[1903795],[1907570],[1918458],[1924034],[1938795],[1955662],[1983823],[1987598],[2016914],[2020500],[2021576],[2036307],[2051924],[2055699],[2072163],[2096634],[2097710],[2125782],[2129557],[2132477],[2133937],[2160756],[2161832],[2166279],[2204030],[2205490],[2217960],[2229732],[2230808],[2235255],[2237796],[2263647],[2265014],[2265107],[2295024],[2304212],[2316233],[2327258],[2328625],[2328718],[2358925],[2359710],[2381926],[2387416],[2394242],[2401706],[2406877],[2416834],[2417619],[2446289],[2462478],[2468219],[2471543],[2477099],[2484206],[2498307],[2514768],[2538145],[2543854],[2548175],[2551499],[2557593],[2584124],[2605332],[2610334],[2614124],[2641842],[2645166],[2671173],[2694864],[2739666] ] cell #4555 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [420948,1552044],[475996,1638090],[537233,1730062],[609849,1829917],[627992,1851022],[658362,1885732],[683904,1916333],[730111,1971892],[759162,2000579],[786632,2029752],[799287,2044471],[817002,2064462],[864835,2108879],[870367,2113851],[899540,2141321],[909654,2151071],[928591,2170008],[941246,2184727],[982084,2215558],[1029106,2254776],[1031611,2041970],[1043565,2267519],[1049097,2272491],[1059211,2282241],[1063965,1837808],[1126686,2331130],[1139344,2340243],[1155893,2152484],[1168355,2362229],[1182276,1951702],[1184776,2375905],[1187281,2182226],[1223649,2401108],[1253676,2420138],[1264026,2025284],[1266592,2428379],[1299459,2269670],[1310367,2067577],[1316008,2283654],[1350072,2101418],[1352638,2483427],[1386021,2333281],[1388221,2504119],[1392890,2136772],[1426784,2165540],[1429350,2363863],[1440981,2177493],[1475027,2553232],[1479696,2208325],[1513590,2234516],[1516156,2421772],[1518304,2238122],[1523321,2241759],[1551739,2444280],[1556408,2267942],[1604866,2304538],[1609883,2308175],[1637785,2496298],[1642454,2331553],[1648055,2335483],[1680676,2359251],[1685693,2362888],[1720641,2545542],[1733376,2396348],[1764981,2417160],[1769998,2420797],[1807410,2445893],[1846104,2471869],[1889046,2497911],[1967542,2546999], [313923,1355668,2104234],[390105,1497194,2219617],[393573,992973,2224262],[447751,1339800,2297852],[450457,1600283,2299825],[472688,1115797,2322426],[510631,1692424,2366288],[514099,1179244,2370933],[533467,1470369,2390351],[558161,1237809,2410474],[560867,1242881,2412447],[581604,1536176,2431705],[584310,1792110,2433678],[606541,1307624,2456279],[613317,1318513,2464983],[627575,840184,2087307],[649254,1099930,2312762],[654596,1367232,2491914],[680138,1665599,2510877],[688472,1676686,2517596],[691178,1925823,2519569],[692750,1418879,2521634],[704832,1433039,2531000],[707538,1438111,2532973],[714859,1448906,2540664],[753329,1226722,2403755],[758745,988313,2220405],[786215,1018914,2245947],[795521,1803478,2587059],[797292,1804648,2588413],[797481,1546448,2045232],[800001,1549014,2590452],[807894,1291757,2446615],[813236,1563608,2598939],[821570,1574695,2605658],[824276,1579767,2607631],[825848,1582397,2288605],[864418,1105002,2314735],[884028,1378319,2498633],[895763,1666769,2645492],[906789,1670257,2646899],[909237,1153738,2350716],[910823,1674926,2155470],[911430,1927431,2648909],[911551,1924412,2648988],[914408,1678453,2650737],[922758,1421952,2524281],[928174,1174584,2367076],[937480,1703988,2664031],[939251,1959207,2665385],[939440,1708820,2185488],[941960,1711386,2381405],[973882,1471539,2551825],[1002786,1508758,2570364],[1011285,1790699,2696552],[1015046,1793718,2698009],[1026037,1796693,2252586],[1026606,1797143,2699200],[1030793,1801710,2259202],[1031194,1283993,2256365],[1031279,1284173,2041520],[1043148,1296829,2448588],[1045320,1826124,2711754],[1045509,1827546,2065223],[1056346,1829612,2459221],[1058794,1313853,2461126],[1060380,1834281,2286640],[1060987,2075560,2715171],[1061108,2072541,2715250],[1092921,1598872,2615812],[1096682,1601891,2617269],[1126269,1383391,2500606],[1128441,1634297,2631014],[1128630,1635719,1886493],[1134721,1913382,2336916],[1135290,1913832,2741245],[1136390,1906912,2506208],[1138927,1396417,2507957],[1150252,1919448,2743235],[1150547,1919647,2348732],[1155991,1156095,2152683],[1166955,1945258,2752687],[1170109,1948807,2174407],[1170716,1948277,2754144],[1170837,2166657,2754223],[1181707,1951252,2373715],[1186463,1956269,2380331],[1186864,1446751,2377494],[1186949,1446931,2181776],[1219026,1727111,2397781],[1219595,1727561,2672752],[1220695,1986940,2555321],[1223232,1483223,2557070],[1252276,1758987,2684194],[1255430,1762536,2004978],[1256037,1762006,2685651],[1256158,2235633,2685730],[1258451,1518754,2575259],[1261964,2031165,2778243],[1262259,2031364,2425618],[1263457,2024834,2426340],[1278223,2037237,2436194],[1289580,2056951,2270301],[1294836,2061511,2447326],[1295405,2061961,2788001],[1296505,2055041,2594270],[1298641,2065422,2276917],[1299042,1559935,2450101],[1299127,1560115,2269220],[1310662,2067776,2459142],[1316106,1316210,2283853],[1344497,1605316,2618460],[1348010,1852435,2721114],[1348305,1852634,2480666],[1349503,2100968,2481388],[1364314,1876311,2624731],[1376142,1878221,2111661],[1381398,1882781,2499344],[1381967,1883231,2730872],[1383067,2128899,2634510],[1385203,1886692,2118277],[1385604,1645981,2502119],[1385689,1646161,2332831],[1387657,1647856,2637300],[1389127,2133728,2336205],[1391712,2142910,2505365],[1393185,2136971,2506129],[1415925,1927760,2156369],[1419766,2167341,2365092],[1421209,1681126,2522247],[1422281,1682243,2358742],[1424722,2171421,2816490],[1425017,2171620,2524913],[1426215,2165090,2525635],[1429448,1429552,2364062],[1451388,2186664,2382304],[1458496,1964299,2189534],[1474463,1733177,2674742],[1475933,2205281,2397070],[1478518,1973481,2554478],[1479991,2208524,2555242],[1494254,1995661,2562199],[1494823,1996111,2680295],[1505840,1762335,2005877],[1506572,1997912,2218421],[1508015,1765431,2568330],[1509087,1766548,2416651],[1511528,2001992,2769690],[1511823,2002191,2570996],[1513021,2234066,2571718],[1516254,1516358,2421971],[1518186,1775386,2424222],[1519598,2238924,2424986],[1545879,2045072,2259608],[1549766,2269886,2270775],[1551175,1807211,2591010],[1552645,1808489,2264898],[1552805,1552909,2445424],[1555230,2274080,2593427],[1556703,2268141,2594191],[1579443,2075889,2287539],[1582065,1837988,2466684],[1589136,2080284,2291133],[1591658,1846554,2611913],[1599778,1855253,2088543],[1602220,1856320,2476842],[1604748,1858507,2479270],[1606160,2305340,2480034],[1617162,1621254,2106258],[1623897,2109302,2727383],[1624192,2109501,2626188],[1635150,1886333,2118683],[1635812,2111246,2112135],[1637221,1888847,2631250],[1638691,1890125,2328509],[1638851,1638955,2497442],[1641276,2115440,2633667],[1642749,2331752,2634431],[1648728,2335790,2338178],[1671163,2155302,2351952],[1675221,2156096,2355195],[1680558,1929945,2523517],[1681344,1681679,2522771],[1681970,1931119,2360053],[1701070,1948606,2175306],[1704317,1952819,2537177],[1708251,2185328,2380737],[1711484,1711588,2542497],[1717628,2189119,2191507],[1720077,1967343,2669263],[1728405,1976115,2197022],[1730663,1976724,2394126],[1730823,1730927,2551266],[1734049,2396655,2399043],[1743397,2212580,2766544],[1745318,1749251,2213382],[1751868,2216217,2681415],[1755801,1759893,2221641],[1762831,2005604,2224884],[1764863,2008064,2569600],[1765649,1765984,2568854],[1766275,2009238,2417962],[1791605,2033983,2247183],[1794047,2035050,2583867],[1797987,2258999,2439193],[1808083,1808371,2446200],[1826977,2065063,2277323],[1830518,2068855,2462362],[1830678,1830782,2604467],[1834576,2287266,2465605],[1839556,2078356,2290369],[1840792,2079482,2717968],[1845986,2083119,2613033],[1853307,2090499,2297437],[1855421,1855756,2616312],[1856047,2091786,2477442],[1868346,2312040,2726791],[1869418,1873298,2312347],[1880142,1884075,2320250],[1889719,1890007,2498218],[1914676,2145544,2343693],[1916934,2146153,2514652],[1917094,1917198,2644933],[1920320,2353908,2517181],[1942072,1946164,2368312],[1949102,2175033,2371555],[1951920,1952255,2662521],[1952546,2178667,2538488],[1962603,2188812,2668671],[1969702,1971412,2670837],[1970176,2194023,2195094],[1976318,1976606,2551410],[1988224,1989113,2402991],[1998984,2002864,2410059],[2032037,2249139,2431290],[2034151,2034486,2697052],[2034777,2250426,2584467],[2058872,2062805,2454103],[2068449,2068737,2605243],[2085323,2086847,2613584],[2139131,2140841,2739330],[2139605,2340694,2341765],[2145747,2146035,2645077],[2168413,2172293,2530585],[2243963,2245487,2694324] ] cell #4556 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [313932],[390114],[450466],[510640],[533476],[560876],[584319],[627776],[654605],[680147],[691187],[707547],[753338],[758946],[786416],[795530],[813245],[824285],[864619],[909438],[911439],[914417],[922767],[928375],[937489],[1002795],[1015055],[1026615],[1031395],[1043349],[1058995],[1060996],[1096691],[1126470],[1135299],[1139128],[1150323],[1156231],[1170725],[1187065],[1219604],[1223433],[1256046],[1260694],[1262035],[1278285],[1295414],[1299243],[1316346],[1346740],[1348081],[1381976],[1385805],[1389868],[1391774],[1423452],[1424793],[1429688],[1476674],[1478580],[1494832],[1510258],[1511599],[1516494],[1520330],[1553386],[1555138],[1555292],[1592781],[1606892],[1623968],[1639432],[1641184],[1641338],[1682702],[1683863],[1711724],[1721182],[1732050],[1743468],[1751930],[1767007],[1768168],[1810476],[1833011],[1840863],[1847051],[1856861],[1868408],[1892112],[1918321],[1954439],[1962665],[1971483],[1977671],[1988195],[2035591],[2070842],[2078327],[2086909],[2140912],[2147100],[2195065],[2245549],[2341736] ] cell #4557 : |C| = 504 W-rep = phi[84,15]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 336 tau_infinity subcells with 1 member(s) 84 tau_infinity subcells with 2 member(s) subcells = [ [628751],[646466],[731376],[750313],[759921],[762705],[787391],[805106],[827679],[841130],[861121],[871632],[874561],[881240],[900805],[910413],[919742],[929350],[932134],[954962],[963512],[975808],[989259],[992723],[999770],[1006409],[1019860],[1030371],[1032370],[1039851],[1050362],[1053291],[1059970],[1062754],[1079913],[1085906],[1088045],[1118071],[1122972],[1141233],[1149783],[1154684],[1156365],[1157158],[1160149],[1162079],[1175530],[1178994],[1186041],[1188040],[1188970],[1205810],[1206326],[1208101],[1212089],[1239268],[1245261],[1247400],[1271740],[1277733],[1279872],[1284477],[1284744],[1284939],[1288422],[1309898],[1314799],[1316480],[1317273],[1318263],[1320264],[1329714],[1332265],[1334612],[1335021],[1337447],[1362131],[1368182],[1368698],[1370473],[1374461],[1401040],[1401556],[1403331],[1407319],[1409944],[1412636],[1413864],[1414036],[1418629],[1429822],[1434498],[1440491],[1447235],[1447502],[1447697],[1451180],[1455405],[1462366],[1465245],[1467852],[1492061],[1492577],[1493232],[1495783],[1498130],[1498539],[1500965],[1516628],[1528641],[1530988],[1531397],[1533823],[1540219],[1542566],[1543082],[1544460],[1558507],[1560419],[1560686],[1564558],[1565074],[1566849],[1570837],[1573462],[1576154],[1577382],[1577554],[1582147],[1585584],[1587263],[1592976],[1618163],[1621589],[1621998],[1623304],[1625124],[1628003],[1630610],[1644553],[1646465],[1646732],[1655776],[1657348],[1657596],[1660475],[1663082],[1671498],[1671907],[1687291],[1687807],[1689092],[1689264],[1691013],[1693360],[1693769],[1696195],[1702591],[1704938],[1705454],[1706832],[1714834],[1715826],[1726532],[1741097],[1742669],[1743075],[1745699],[1747378],[1749618],[1751119],[1753091],[1761943],[1771596],[1772112],[1773397],[1773569],[1779090],[1782831],[1784058],[1784574],[1784803],[1798354],[1806861],[1807033],[1813416],[1813825],[1815131],[1815798],[1816951],[1819830],[1822437],[1830853],[1831262],[1840470],[1841974],[1851505],[1862211],[1865952],[1867179],[1867695],[1868061],[1870156],[1870504],[1871496],[1882202],[1885943],[1888497],[1888669],[1895052],[1895461],[1896767],[1897434],[1900757],[1900929],[1902097],[1907047],[1907456],[1912803],[1927368],[1929346],[1929742],[1935889],[1937390],[1939362],[1948214],[1952913],[1962318],[1966063],[1966235],[1971090],[1972594],[1980785],[1980957],[1982125],[1987075],[1987484],[1990027],[1991531],[1999722],[2001062],[2007465],[2007861],[2014008],[2015509],[2017762],[2019200],[2019596],[2020704],[2025416],[2030235],[2040941],[2044682],[2046489],[2046791],[2048886],[2060932],[2064673],[2075497],[2081658],[2082054],[2086562],[2090307],[2091237],[2093896],[2095334],[2095730],[2096838],[2101550],[2104277],[2108022],[2113049],[2114553],[2120347],[2120649],[2122744],[2130451],[2131445],[2131747],[2140519],[2142023],[2150214],[2151554],[2169151],[2170491],[2184938],[2190195],[2190460],[2190762],[2198396],[2199258],[2200482],[2202004],[2202998],[2203300],[2214756],[2219660],[2223405],[2235776],[2245202],[2248947],[2249877],[2253974],[2255478],[2271689],[2273193],[2281384],[2288837],[2291708],[2299080],[2299868],[2302192],[2313423],[2313990],[2321624],[2323710],[2345067],[2345929],[2347153],[2349971],[2354646],[2366331],[2370076],[2384690],[2404330],[2411702],[2432933],[2433721],[2441429],[2442653],[2455477],[2457563],[2486253],[2519612],[2532228],[2541948], [323168,874637],[393179,992340],[430193,1053367],[467640,1109676],[472482,1115628],[513705,1178611],[519876,1189046],[525337,1199406],[555294,1236650],[593042,1288498],[601493,1301503],[606335,1307455],[612923,1317880],[619143,1328724],[651136,1109521],[672008,1394636],[692356,1418246],[701965,1431880],[709811,1442785],[714653,1448737],[720865,1199251],[740984,1481442],[777783,1525100],[779782,1526245],[792702,1539689],[799795,1548845],[809776,1301348],[818703,1573536],[851641,1611662],[853640,1612807],[890294,1394481],[891975,1652806],[892768,1655850],[906518,1669151],[921741,1688617],[934020,1442630],[968413,1481287],[970094,1738127],[970887,1741171],[1001769,1772922],[1011014,1780130],[1011476,1526090],[1025645,1795475],[1041532,1812161],[1042325,1815205],[1092650,1863251],[1093112,1612652],[1124653,1893797],[1125446,1896841],[1130409,1650635],[1134329,1903087],[1166684,1934689],[1167146,1688462],[1214714,1735956],[1218634,1983115],[1234592,1997214],[1252005,2012808],[1252467,1772767],[1257797,1777411],[1290524,1809990],[1294444,2051216],[1343843,1860532],[1364043,2111041],[1377086,1891626],[1381006,2125074],[1420555,1931970],[1421889,1933649],[1460546,1969082],[1493862,2217252],[1507361,2010089],[1508695,2011768],[1552255,2050226],[1591004,2084154],[1601828,2093326],[1615034,2310925],[1638301,2124084],[1703925,2181197],[1714486,2187697],[1730273,2200892],[1793655,2251966],[1830128,2282724],[1850165,2296015],[1916544,2347563],[2028895,2429868] ] cell #4558 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [499687],[520592],[590131],[612309],[613940],[685521],[689472],[701381],[709969],[713359],[715848],[772934],[778689],[779940],[792324],[808947],[818619],[818898],[822570],[852547],[853798],[885081],[891597],[892684],[892963],[905884],[915755],[920648],[921899],[923879],[934045],[934283],[969716],[970803],[971082],[995783],[1000676],[1001927],[1003907],[1007778],[1010380],[1011501],[1011739],[1032528],[1036083],[1041154],[1042241],[1042520],[1055441],[1071977],[1089414],[1092016],[1093137],[1093375],[1107298],[1118229],[1119204],[1124275],[1125362],[1125641],[1130434],[1131666],[1132432],[1135485],[1157074],[1157353],[1160449],[1163448],[1166050],[1167171],[1167409],[1188198],[1198324],[1209470],[1214739],[1215971],[1216737],[1219790],[1227049],[1231332],[1234214],[1245177],[1245456],[1245770],[1248769],[1251371],[1252492],[1252730],[1257987],[1258565],[1281241],[1284964],[1285202],[1290549],[1291781],[1292547],[1295600],[1310056],[1317189],[1317468],[1326964],[1337472],[1338704],[1341000],[1344033],[1344611],[1356425],[1360696],[1363409],[1367559],[1371842],[1374486],[1374724],[1377111],[1378343],[1379109],[1382162],[1387425],[1404700],[1409969],[1411201],[1415020],[1420745],[1421323],[1421914],[1423912],[1440407],[1440686],[1443999],[1447722],[1447960],[1452844],[1460571],[1461449],[1468042],[1468620],[1470696],[1471563],[1474231],[1484852],[1486058],[1490482],[1495808],[1497951],[1500990],[1502222],[1504518],[1504935],[1507551],[1508129],[1508720],[1510718],[1533848],[1535080],[1537376],[1540409],[1540987],[1550943],[1552445],[1563935],[1568218],[1570862],[1571100],[1573487],[1574719],[1578538],[1585218],[1587288],[1591194],[1594126],[1598076],[1601040],[1601262],[1601853],[1602731],[1614432],[1615602],[1623329],[1625748],[1626954],[1630800],[1631378],[1633454],[1634321],[1636989],[1638491],[1655801],[1663272],[1663850],[1665926],[1666793],[1669461],[1677886],[1691038],[1693181],[1696220],[1697452],[1699748],[1700165],[1702781],[1703359],[1703950],[1705948],[1713884],[1716450],[1719845],[1722452],[1724487],[1726557],[1728802],[1730463],[1741122],[1747403],[1751309],[1753071],[1754241],[1758191],[1761155],[1761377],[1761968],[1779115],[1783021],[1785953],[1789903],[1792867],[1793089],[1793680],[1794558],[1803805],[1804672],[1815156],[1817575],[1818781],[1822627],[1823205],[1825281],[1826148],[1828816],[1830318],[1837241],[1841555],[1841954],[1845044],[1848100],[1849563],[1852129],[1862236],[1866142],[1872120],[1875515],[1878122],[1882227],[1884472],[1886133],[1896792],[1902721],[1906116],[1908723],[1910758],[1912828],[1915073],[1916734],[1926580],[1926802],[1927393],[1933674],[1937580],[1939342],[1940512],[1944462],[1947426],[1947648],[1948239],[1958364],[1959231],[1963136],[1964200],[1972574],[1982749],[1986144],[1991112],[1991511],[1997657],[2001686],[2011793],[2015699],[2020285],[2020684],[2023774],[2026830],[2028293],[2030859],[2036861],[2040966],[2043211],[2044872],[2046406],[2050850],[2054245],[2056852],[2060957],[2063202],[2064863],[2074709],[2074931],[2075522],[2080029],[2093351],[2096419],[2096818],[2099908],[2105095],[2114533],[2124708],[2128103],[2132565],[2133629],[2134491],[2142003],[2148149],[2152178],[2157431],[2160541],[2160940],[2167086],[2171115],[2177117],[2181222],[2183467],[2185128],[2201516],[2204118],[2205182],[2206044],[2229517],[2229916],[2238669],[2239457],[2240521],[2251991],[2255458],[2260220],[2263735],[2265661],[2273173],[2279319],[2283348],[2294809],[2301361],[2305085],[2305873],[2306937],[2327346],[2329272],[2337463],[2348187],[2348705],[2360586],[2361650],[2376587],[2387504],[2388340],[2398328],[2407431],[2418495],[2419559],[2425591],[2435214],[2447873],[2468660],[2480639],[2489067],[2499891],[2508866],[2524886],[2558990],[2570969],[2626161] ] cell #4559 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [590473],[689845],[713701],[796656],[809289],[822943],[885423],[906180],[918084],[924252],[938615],[998112],[1004280],[1010676],[1038488],[1038491],[1044684],[1055737],[1064153],[1085288],[1092312],[1121609],[1121612],[1127805],[1135781],[1161152],[1162638],[1163526],[1166346],[1184383],[1190551],[1211805],[1211808],[1220086],[1246473],[1247959],[1248847],[1251667],[1259268],[1277115],[1288981],[1291018],[1295896],[1313436],[1313439],[1319632],[1327667],[1340190],[1341078],[1345314],[1363705],[1375543],[1377580],[1382458],[1388528],[1407035],[1407038],[1415316],[1419243],[1422026],[1441703],[1443189],[1444077],[1457897],[1462663],[1469323],[1470800],[1475334],[1486979],[1491185],[1505231],[1506049],[1508832],[1519075],[1524043],[1536566],[1537454],[1541690],[1552046],[1571919],[1573956],[1578834],[1585881],[1588613],[1593280],[1599179],[1601965],[1605637],[1610605],[1616394],[1620655],[1627875],[1632081],[1638092],[1653127],[1657893],[1664553],[1666030],[1670564],[1686415],[1700461],[1701279],[1704062],[1715138],[1725150],[1727882],[1729723],[1730064],[1738448],[1745996],[1748728],[1755033],[1759294],[1762080],[1770720],[1777708],[1780440],[1785107],[1791006],[1793792],[1797464],[1802432],[1812482],[1819702],[1823908],[1829919],[1850817],[1851024],[1854485],[1860829],[1863561],[1870808],[1880820],[1883552],[1885734],[1887414],[1894118],[1901409],[1911421],[1914153],[1915994],[1916335],[1924719],[1927505],[1932267],[1934999],[1941304],[1945565],[1948351],[1956991],[1981437],[1994740],[2000374],[2000581],[2006184],[2010386],[2013118],[2029547],[2029754],[2033215],[2039559],[2042291],[2044132],[2044473],[2049538],[2059550],[2062282],[2064464],[2066144],[2072848],[2075634],[2084451],[2108674],[2108881],[2111838],[2119454],[2123396],[2150866],[2151073],[2154534],[2164169],[2169803],[2170010],[2175613],[2179815],[2182547],[2184729],[2189711],[2193367],[2218603],[2233145],[2243091],[2267314],[2267521],[2270478],[2278094],[2282036],[2282243],[2291315],[2309507],[2317168],[2330925],[2331132],[2336382],[2340038],[2340245],[2365274],[2384203],[2397247],[2400903],[2401110],[2425168],[2451021],[2480216],[2504729],[2553842], 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] cell #4560 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4561 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [417386],[435740],[499126],[518949],[520348],[586468],[590076],[600894],[608691],[611748],[613918],[667310],[672823],[673983],[685466],[700820],[709696],[709947],[713304],[741799],[742959],[772373],[778634],[779667],[779918],[791974],[801259],[805921],[807081],[808892],[818262],[818564],[852492],[853525],[853776],[877393],[882055],[883215],[885026],[888801],[891247],[892327],[892629],[912388],[915700],[920593],[921626],[921877],[933933],[949896],[966920],[969366],[970446],[970748],[984243],[994777],[995728],[1000621],[1001654],[1001905],[1006248],[1006360],[1007723],[1011389],[1032255],[1032506],[1035379],[1038358],[1040804],[1041884],[1042186],[1061945],[1071922],[1082979],[1087884],[1087996],[1089359],[1093025],[1100214],[1104455],[1107243],[1117956],[1118207],[1118500],[1121479],[1123925],[1125005],[1125307],[1130248],[1130962],[1153191],[1156717],[1157019],[1161918],[1162030],[1163393],[1167059],[1181048],[1187925],[1188176],[1197620],[1208052],[1209415],[1211675],[1214553],[1215267],[1226994],[1231277],[1233864],[1238093],[1242334],[1244820],[1245122],[1247239],[1247351],[1248714],[1252380],[1257573],[1274806],[1279823],[1281186],[1284852],[1290363],[1291077],[1291427],[1291539],[1309783],[1310034],[1313306],[1316832],[1317134],[1321888],[1329553],[1329665],[1337286],[1338000],[1340084],[1340945],[1343619],[1354170],[1355486],[1359992],[1365247],[1367504],[1370424],[1371787],[1374047],[1374374],[1376925],[1377639],[1377989],[1378101],[1403282],[1404645],[1406905],[1409783],[1410497],[1420331],[1421728],[1433323],[1437564],[1440050],[1440352],[1442581],[1443944],[1447610],[1454278],[1456439],[1460385],[1463544],[1467628],[1470641],[1470859],[1471209],[1471321],[1484161],[1485406],[1493183],[1495696],[1497012],[1500804],[1501518],[1503602],[1504463],[1507137],[1508534],[1526041],[1533662],[1534376],[1536460],[1537321],[1539995],[1548431],[1561623],[1563880],[1566800],[1568163],[1570423],[1570750],[1573301],[1574015],[1574365],[1574477],[1584527],[1587176],[1590780],[1593472],[1595560],[1597721],[1600101],[1601667],[1612603],[1619197],[1623143],[1625057],[1626302],[1630386],[1633399],[1633617],[1634079],[1651669],[1655615],[1658774],[1662858],[1665871],[1666089],[1666439],[1666551],[1676970],[1677831],[1688413],[1690926],[1692242],[1696034],[1696748],[1698832],[1699693],[1702367],[1703764],[1710803],[1715330],[1715759],[1719034],[1722217],[1723796],[1726445],[1736990],[1740936],[1747291],[1750895],[1753587],[1757836],[1760216],[1761782],[1772718],[1779003],[1782607],[1785299],[1787387],[1789548],[1791928],[1793494],[1803750],[1803968],[1804430],[1811024],[1814970],[1816884],[1818129],[1822213],[1825226],[1825444],[1825906],[1836325],[1837186],[1841320],[1842470],[1851438],[1862124],[1865728],[1871000],[1871429],[1877887],[1882115],[1892660],[1896606],[1901601],[1902030],[1905305],[1908488],[1910067],[1912716],[1919012],[1923261],[1925641],[1927207],[1928885],[1933562],[1937166],[1939858],[1944107],[1946487],[1948053],[1958309],[1958527],[1958989],[1963965],[1978219],[1981629],[1982058],[1985333],[1990877],[2000995],[2011681],[2015285],[2020050],[2021200],[2022130],[2030168],[2036626],[2040854],[2046351],[2049730],[2050159],[2056617],[2060845],[2067141],[2071390],[2073770],[2075336],[2093239],[2096184],[2097334],[2098264],[2123588],[2124017],[2133394],[2134256],[2135406],[2147648],[2151487],[2156492],[2160306],[2162386],[2170424],[2176882],[2181110],[2193559],[2200825],[2204947],[2205809],[2206959],[2229282],[2231362],[2240286],[2251879],[2252524],[2265426],[2266576],[2282657],[2294574],[2295510],[2306702],[2316787],[2329037],[2330187],[2336854],[2347496],[2361415],[2384062],[2397719],[2407196],[2419324],[2429363],[2447264],[2485625],[2499282],[2562137] ] cell #4562 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [499436],[590427],[612058],[689488],[701130],[713655],[772683],[792340],[803485],[809243],[822586],[879619],[885377],[891613],[917919],[918038],[923895],[934299],[942112],[962881],[969732],[997947],[998066],[1003923],[1011755],[1036099],[1037559],[1038301],[1041170],[1058349],[1064107],[1085123],[1085242],[1093391],[1119220],[1120680],[1121422],[1124291],[1131682],[1149152],[1160595],[1162623],[1167425],[1184218],[1184337],[1190194],[1198340],[1210876],[1211618],[1215987],[1234230],[1245916],[1247944],[1252746],[1258711],[1276950],[1277069],[1285218],[1288966],[1291797],[1311047],[1312507],[1313249],[1327110],[1331919],[1338720],[1340175],[1344757],[1356441],[1360712],[1374740],[1375528],[1378359],[1388513],[1393570],[1406106],[1406848],[1411217],[1421469],[1441146],[1443174],[1447976],[1455059],[1457882],[1462648],[1468766],[1471579],[1475319],[1480376],[1486239],[1490628],[1497967],[1502238],[1508275],[1523486],[1528295],[1535096],[1536551],[1541133],[1557088],[1571116],[1571904],[1574735],[1585866],[1596341],[1599164],[1601056],[1601408],[1610048],[1617817],[1620640],[1627135],[1631524],[1634337],[1643134],[1650289],[1653112],[1657878],[1663996],[1666809],[1670549],[1675606],[1685858],[1693197],[1697468],[1703505],[1725135],[1725360],[1728983],[1735610],[1738433],[1745981],[1756456],[1759279],[1761523],[1763216],[1770163],[1777693],[1788168],[1790991],[1792883],[1793235],[1801875],[1804688],[1809644],[1812467],[1818962],[1823351],[1826164],[1834961],[1860814],[1874859],[1880805],[1881030],[1886857],[1891280],[1894103],[1911406],[1911631],[1915254],[1921881],[1924704],[1926596],[1926948],[1932252],[1942727],[1945550],[1947794],[1949487],[1956434],[1959247],[1968736],[1994725],[1994950],[1998077],[2006169],[2010371],[2039544],[2039769],[2043392],[2053589],[2059535],[2059760],[2065587],[2070010],[2072833],[2075077],[2080449],[2084436],[2111823],[2127447],[2138165],[2164154],[2164379],[2167506],[2175598],[2179800],[2180025],[2189696],[2209718],[2218091],[2233130],[2233355],[2239089],[2243076],[2243301],[2270463],[2290803],[2305505],[2309492],[2309717],[2336367],[2364762],[2397232],[2424656],[2479704], 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] cell #4563 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [417385],[435739],[499125],[518948],[520347],[586467],[590079],[600893],[608690],[611747],[613921],[667309],[672822],[673982],[685469],[700819],[709695],[709950],[713307],[741798],[742958],[772372],[778637],[779666],[779921],[792049],[801258],[805920],[807080],[808895],[818331],[818567],[852495],[853524],[853779],[877392],[882054],[883214],[885029],[888800],[891322],[892396],[892632],[912387],[915703],[920596],[921625],[921880],[934008],[949895],[966919],[969441],[970515],[970751],[984242],[994776],[995731],[1000624],[1001653],[1001908],[1006503],[1007726],[1008486],[1011464],[1032254],[1032509],[1035388],[1038357],[1040879],[1041953],[1042189],[1061944],[1071925],[1082978],[1088139],[1089362],[1090122],[1093100],[1100213],[1104454],[1107246],[1117955],[1118210],[1118509],[1121478],[1124000],[1125074],[1125310],[1130397],[1130971],[1153190],[1156786],[1157022],[1162173],[1163396],[1164156],[1167134],[1181047],[1187924],[1188179],[1197629],[1208195],[1209418],[1211674],[1214702],[1215276],[1226997],[1231280],[1233939],[1238092],[1242333],[1244889],[1245125],[1247494],[1248717],[1249477],[1252455],[1257582],[1274805],[1279966],[1281189],[1284927],[1290512],[1291086],[1291682],[1293679],[1309782],[1310037],[1313305],[1316901],[1317137],[1321897],[1329808],[1330685],[1337435],[1338009],[1340083],[1340948],[1343628],[1354245],[1355492],[1360001],[1365316],[1367507],[1370567],[1371790],[1374046],[1374449],[1377074],[1377648],[1378244],[1380241],[1403425],[1404648],[1406904],[1409932],[1410506],[1420340],[1421877],[1433322],[1437563],[1440119],[1440355],[1442724],[1443947],[1447685],[1454353],[1456508],[1460534],[1463553],[1467637],[1470644],[1470868],[1471464],[1472341],[1484167],[1485415],[1493326],[1495771],[1497018],[1500953],[1501527],[1503601],[1504466],[1507146],[1508683],[1526184],[1533811],[1534385],[1536459],[1537324],[1540004],[1548430],[1561692],[1563883],[1566943],[1568166],[1570422],[1570825],[1573450],[1574024],[1574620],[1576617],[1584533],[1587251],[1590789],[1593481],[1595635],[1597790],[1600107],[1601816],[1612746],[1619266],[1623292],[1625063],[1626311],[1630395],[1633402],[1633626],[1634222],[1651738],[1655764],[1658783],[1662867],[1665874],[1666098],[1666694],[1667571],[1676969],[1677834],[1688556],[1691001],[1692248],[1696183],[1696757],[1698831],[1699696],[1702376],[1703913],[1710802],[1715339],[1715765],[1719043],[1722223],[1723802],[1726520],[1737059],[1741085],[1747366],[1750904],[1753596],[1757905],[1760222],[1761931],[1772861],[1779078],[1782616],[1785308],[1787462],[1789617],[1791934],[1793643],[1803753],[1803977],[1804573],[1811093],[1815119],[1816890],[1818138],[1822222],[1825229],[1825453],[1826049],[1836324],[1837189],[1841326],[1842479],[1851444],[1862199],[1865737],[1871009],[1871435],[1877893],[1882190],[1892729],[1896755],[1901610],[1902036],[1905314],[1908494],[1910073],[1912791],[1919021],[1923330],[1925647],[1927356],[1928884],[1933637],[1937175],[1939867],[1944176],[1946493],[1948202],[1958312],[1958536],[1959132],[1963971],[1978288],[1981638],[1982064],[1985342],[1990883],[2001001],[2011756],[2015294],[2020056],[2021209],[2022139],[2030174],[2036632],[2040929],[2046354],[2049739],[2050165],[2056623],[2060920],[2067150],[2071459],[2073776],[2075485],[2093314],[2096190],[2097343],[2098273],[2123597],[2124023],[2133400],[2134262],[2135415],[2147717],[2151493],[2156498],[2160312],[2162395],[2170430],[2176888],[2181185],[2193568],[2200831],[2204953],[2205815],[2206968],[2229288],[2231371],[2240292],[2251954],[2252530],[2265432],[2266585],[2282663],[2294580],[2295516],[2306708],[2316796],[2329043],[2330196],[2336860],[2347502],[2361421],[2384068],[2397725],[2407202],[2419330],[2429369],[2447270],[2485631],[2499288],[2562143] ] cell #4564 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [689897],[797037],[822995],[910772],[918034],[924304],[938996],[998062],[1004332],[1025986],[1038431],[1038543],[1045065],[1060329],[1085238],[1121552],[1121664],[1128186],[1134670],[1162632],[1163591],[1170058],[1181656],[1184333],[1190603],[1211748],[1211860],[1218975],[1247953],[1248912],[1255379],[1263406],[1277065],[1288975],[1289529],[1291024],[1294785],[1313379],[1313491],[1320013],[1340184],[1341143],[1349452],[1375537],[1376091],[1377586],[1381347],[1388522],[1389076],[1406978],[1407090],[1419249],[1426164],[1443183],[1444142],[1450609],[1457891],[1458445],[1462657],[1470806],[1475328],[1475882],[1494203],[1506055],[1512970],[1519081],[1536560],[1537519],[1545828],[1552594],[1571913],[1572467],[1573962],[1585875],[1588619],[1593286],[1599173],[1599727],[1605643],[1617111],[1620649],[1621203],[1635099],[1638640],[1653121],[1653675],[1657887],[1666036],[1670558],[1671112],[1681453],[1701285],[1708200],[1715144],[1725144],[1727888],[1730612],[1738442],[1738996],[1744648],[1745990],[1748734],[1755750],[1759288],[1759842],[1765758],[1777702],[1780446],[1785113],[1791000],[1791554],[1797470],[1812476],[1813030],[1826926],[1830467],[1850823],[1855202],[1855530],[1860823],[1863567],[1870814],[1879472],[1880814],[1883558],[1886282],[1894112],[1894666],[1901415],[1911415],[1914159],[1916883],[1924713],[1925267],[1932261],[1935005],[1942021],[1945559],[1946113],[1952029],[1972181],[1975445],[1981443],[1994734],[2000380],[2005087],[2006178],[2006732],[2010380],[2013124],[2029553],[2033932],[2034260],[2039553],[2042297],[2045021],[2049544],[2058202],[2059544],[2062288],[2065012],[2072842],[2073396],[2084445],[2108680],[2111832],[2114140],[2119460],[2123402],[2141610],[2144874],[2150872],[2155251],[2155579],[2164163],[2169809],[2174516],[2175607],[2176161],[2179809],[2182553],[2185277],[2189705],[2193373],[2215847],[2218154],[2218609],[2233139],[2243085],[2255065],[2258329],[2267320],[2270472],[2272780],[2278100],[2282042],[2286749],[2290866],[2291321],[2309501],[2330931],[2336376],[2340044],[2362518],[2364825],[2365280],[2376194],[2397241],[2400909],[2420427],[2424719],[2425174],[2428668],[2479767],[2480222],[2483716], [658838,1374232],[748605,981641],[763346,1244593],[763652,1504661],[799763,1548616],[817478,1570608],[859701,1104528],[869924,1115354],[874952,1633564],[875302,1374120],[913838,1417961],[914144,1678029],[932775,1439823],[933081,1699891],[941722,1710988],[960795,961835],[976361,1230516],[985392,1753401],[987839,1242407],[993161,1503702],[1028663,1286745],[1033691,1803915],[1034041,1548504],[1048654,1307181],[1053682,1825391],[1054032,1570496],[1063395,1581479],[1063701,1837384],[1064441,1838525],[1069582,1842284],[1083052,1084131],[1097148,1353765],[1108445,1625415],[1110074,1371026],[1147066,1148106],[1150817,1918826],[1153264,1416854],[1158586,1677070],[1171663,1939672],[1174110,1437637],[1179432,1698932],[1189361,1958474],[1189711,1710876],[1190909,1960550],[1193292,1453873],[1195935,1716117],[1207075,1972904],[1208654,1209760],[1228937,1991841],[1235027,1495291],[1261409,2021014],[1262529,2021944],[1274879,1275958],[1278796,1795766],[1280425,1546516],[1300272,1817242],[1301901,1567402],[1310932,2066955],[1318701,1836425],[1319663,2075997],[1324875,1586771],[1331773,1331841],[1333672,1595155],[1336315,1851796],[1347455,2097148],[1348575,2098078],[1358307,1871787],[1369447,2114863],[1391165,1902388],[1392285,1903378],[1393455,2135220],[1402305,2142333],[1403884,1404990],[1408395,1668727],[1424167,2161270],[1425287,2162200],[1430257,1690521],[1441554,1950325],[1441734,2177058],[1454913,1454981],[1466531,1726040],[1477971,1982416],[1479091,1983406],[1480261,2206773],[1488393,1746886],[1499833,2001353],[1503243,2224063],[1510973,2230246],[1512093,2231176],[1521251,1778598],[1522357,1779706],[1523894,2022917],[1524074,2240462],[1528149,1528217],[1530048,1786982],[1532691,2030526],[1543831,2255788],[1554683,2050517],[1555803,2051507],[1556973,2266390],[1565823,2273503],[1602986,2301691],[1607813,1861719],[1608919,1862827],[1610456,2099051],[1610636,2306878],[1617671,1617739],[1624462,2316601],[1629289,1881710],[1633052,2117756],[1633304,2322715],[1640729,2124375],[1641849,2125365],[1643019,2330001],[1650143,1650211],[1661761,1912311],[1673201,2151845],[1675491,2353444],[1683623,1933157],[1684729,1934265],[1686266,2163173],[1686446,2361591],[1695063,2170782],[1698473,2370734],[1706203,2376917],[1726626,2390539],[1731595,2201183],[1735464,1735532],[1747472,2403943],[1752441,2217543],[1763101,2414313],[1767928,2011276],[1769034,2012384],[1770571,2232149],[1770751,2419500],[1794813,2435544],[1799640,2040449],[1802283,2257691],[1802463,2440731],[1809498,1809566],[1821116,2060440],[1824879,2276396],[1825131,2456568],[1832556,2283015],[1834846,2463854],[1835966,2464784],[1852204,2298023],[1856621,2092834],[1872195,2312933],[1876612,2110617],[1882296,2492102],[1887265,2324411],[1887445,2495531],[1891134,1891202],[1912897,2511065],[1917866,2347854],[1928526,2521435],[1949372,2534839],[1954199,2180705],[1956842,2378820],[1957022,2540026],[1957962,2379810],[1958214,2540953],[1968590,1968658],[1969873,2195680],[1972452,2390084],[1988810,2212751],[1991389,2403488],[2001761,2410645],[2030934,2431876],[2035351,2251474],[2041035,2587247],[2046004,2443354],[2046256,2590741],[2061026,2599127],[2065995,2458264],[2066175,2602556],[2078942,2079653],[2085056,2296231],[2102771,2311773],[2114411,2491647],[2139302,2342351],[2141881,2510610],[2152253,2517767],[2171190,2531171],[2187913,2188545],[2243696,2430084],[2255336,2586792],[2273051,2598672] ] cell #4565 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [591402],[614267],[659479],[690313],[714630],[715870],[763762],[792447],[797504],[818119],[818920],[823411],[825423],[867645],[875769],[891720],[892985],[906238],[933191],[934406],[934630],[939463],[947691],[969839],[971104],[985491],[1010734],[1011862],[1012086],[1025691],[1041277],[1042542],[1046375],[1054499],[1055472],[1055795],[1069681],[1080774],[1092370],[1093498],[1093722],[1102250],[1107891],[1124398],[1125663],[1133962],[1134375],[1135516],[1135839],[1157375],[1166404],[1167532],[1167756],[1171762],[1181361],[1195381],[1207174],[1218267],[1218680],[1219821],[1220144],[1229036],[1234337],[1240129],[1245478],[1251725],[1252853],[1253077],[1258018],[1260018],[1261508],[1263111],[1272601],[1285325],[1285549],[1294077],[1294490],[1295631],[1295954],[1299718],[1317490],[1321764],[1335761],[1344064],[1346064],[1347554],[1349157],[1356548],[1357753],[1363763],[1369546],[1372948],[1374847],[1375071],[1380639],[1381052],[1382193],[1382516],[1387819],[1390611],[1402404],[1413497],[1415051],[1415374],[1420776],[1422776],[1424266],[1425869],[1435359],[1440708],[1448083],[1448307],[1463420],[1468073],[1472739],[1474625],[1477417],[1485282],[1487037],[1493908],[1498074],[1499279],[1503342],[1503535],[1504966],[1505289],[1507582],[1509582],[1511072],[1512675],[1518140],[1532137],[1540440],[1543930],[1545533],[1551337],[1552476],[1554129],[1554462],[1565922],[1569324],[1571223],[1571447],[1577015],[1578569],[1578892],[1591225],[1592105],[1598470],[1601163],[1603085],[1604702],[1615080],[1616232],[1625779],[1626178],[1627933],[1630831],[1632498],[1633331],[1634804],[1637383],[1638522],[1640175],[1640508],[1658650],[1663303],[1667969],[1669855],[1672647],[1680512],[1681841],[1693304],[1694509],[1698572],[1698765],[1700196],[1700519],[1702812],[1706302],[1707905],[1709704],[1714532],[1716481],[1718910],[1720239],[1726947],[1729781],[1730494],[1731041],[1731374],[1742817],[1751340],[1753460],[1753719],[1754871],[1758585],[1760270],[1764817],[1766146],[1783052],[1790297],[1792990],[1794912],[1796529],[1805848],[1817606],[1818005],[1819760],[1822658],[1824325],[1825158],[1826631],[1829210],[1830349],[1832002],[1832335],[1836065],[1836258],[1840212],[1842343],[1842602],[1845940],[1848374],[1850211],[1852160],[1854323],[1855918],[1866173],[1872151],[1875909],[1877641],[1878001],[1882617],[1886164],[1902752],[1905181],[1906510],[1913218],[1916052],[1916765],[1917312],[1917645],[1926703],[1928625],[1928818],[1937611],[1939731],[1939990],[1941142],[1944856],[1946541],[1951088],[1952417],[1957408],[1958241],[1963410],[1963719],[1964079],[1969494],[1970832],[1973222],[1982780],[1985209],[1986538],[1992159],[1995497],[2001717],[2005475],[2015730],[2021073],[2021332],[2024670],[2027104],[2028941],[2030890],[2033053],[2034648],[2044190],[2044903],[2045450],[2046283],[2050881],[2054639],[2056371],[2056731],[2061347],[2064894],[2067014],[2073824],[2079274],[2087963],[2097207],[2097466],[2100804],[2105369],[2105678],[2115181],[2124739],[2128497],[2132839],[2133148],[2133508],[2135279],[2138923],[2140261],[2142651],[2148423],[2152209],[2154372],[2155967],[2156546],[2161588],[2164926],[2171146],[2174904],[2176996],[2185159],[2201547],[2204392],[2204701],[2205061],[2206832],[2212372],[2221061],[2230564],[2233902],[2237914],[2239731],[2240400],[2246603],[2252378],[2252633],[2256106],[2264009],[2264318],[2266449],[2273821],[2283379],[2287137],[2302009],[2304330],[2306147],[2306816],[2327620],[2327929],[2330060],[2336708],[2336963],[2348218],[2351372],[2359043],[2360860],[2361529],[2367732],[2377235],[2387778],[2393546],[2397573],[2397828],[2416952],[2418769],[2419438],[2435862],[2447118],[2447373],[2461782],[2471661],[2472399],[2489341],[2499136],[2499391],[2514072],[2544262],[2561991],[2562246],[2579424],[2623451] ] cell #4566 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4567 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [797476],[825843],[910820],[939435],[941850],[1026034],[1030797],[1045504],[1056236],[1060377],[1063855],[1128625],[1134718],[1136280],[1150551],[1170106],[1181704],[1182166],[1186467],[1219023],[1220585],[1255427],[1259871],[1262263],[1263454],[1263916],[1278428],[1289577],[1294833],[1296395],[1298645],[1310577],[1310666],[1345917],[1348309],[1349500],[1349962],[1376139],[1381395],[1382957],[1385207],[1389124],[1391917],[1393100],[1393189],[1415815],[1419770],[1422629],[1425021],[1426212],[1426674],[1441186],[1458493],[1475930],[1478723],[1479906],[1479995],[1494251],[1505730],[1506576],[1509435],[1511827],[1513018],[1513480],[1518580],[1519602],[1523526],[1545876],[1546338],[1549776],[1552419],[1552642],[1554315],[1555435],[1556618],[1556707],[1579333],[1589140],[1591958],[1599775],[1605142],[1606164],[1610088],[1617159],[1621251],[1624196],[1635147],[1635609],[1635822],[1638465],[1638688],[1640361],[1641481],[1642664],[1642753],[1648323],[1648738],[1671160],[1675136],[1675225],[1680952],[1681766],[1681974],[1685898],[1700960],[1708248],[1708710],[1713601],[1717638],[1727387],[1728409],[1730437],[1730660],[1731227],[1733644],[1734059],[1745322],[1749255],[1752073],[1755798],[1759890],[1762746],[1762835],[1765257],[1766071],[1766279],[1770203],[1775396],[1791602],[1796969],[1797991],[1801915],[1807678],[1808093],[1826974],[1827436],[1830292],[1830515],[1832188],[1834491],[1834580],[1839401],[1839566],[1846380],[1849280],[1851187],[1852902],[1853317],[1855250],[1855843],[1856051],[1858517],[1869271],[1869460],[1873308],[1879215],[1880146],[1883057],[1884079],[1886107],[1886330],[1886897],[1889314],[1889729],[1913658],[1914680],[1916708],[1916931],[1917498],[1919915],[1920330],[1929955],[1942069],[1946161],[1949017],[1949106],[1951528],[1952342],[1952550],[1956474],[1967085],[1967810],[1970021],[1970186],[1972291],[1973491],[1976119],[1976328],[1988958],[1989123],[1995937],[1998837],[1999026],[2000744],[2002459],[2002874],[2004807],[2005400],[2005608],[2008074],[2025110],[2028010],[2029917],[2031632],[2032047],[2033980],[2034573],[2034781],[2037247],[2044846],[2045069],[2057945],[2058876],[2061787],[2062809],[2064837],[2065060],[2065627],[2068044],[2068459],[2082859],[2083129],[2085333],[2087152],[2090541],[2101244],[2109044],[2109769],[2111980],[2112145],[2114250],[2115450],[2118078],[2118287],[2136514],[2137239],[2139450],[2139615],[2141720],[2142920],[2145548],[2145757],[2151236],[2155299],[2155892],[2156100],[2165366],[2168266],[2168455],[2170173],[2171888],[2172303],[2174236],[2174829],[2175037],[2177503],[2185102],[2185325],[2188822],[2191352],[2191517],[2194104],[2208067],[2208792],[2215957],[2216227],[2218431],[2220250],[2223639],[2234342],[2241499],[2241769],[2243973],[2245792],[2249181],[2255175],[2259003],[2259212],[2267684],[2268409],[2270620],[2270785],[2272890],[2274090],[2276718],[2276927],[2282406],[2286469],[2287062],[2287270],[2290450],[2291143],[2307915],[2308185],[2312050],[2314580],[2317332],[2331295],[2332020],[2335493],[2338023],[2338188],[2340408],[2340775],[2348742],[2350561],[2353950],[2356771],[2362628],[2362898],[2365102],[2366921],[2370310],[2376304],[2380132],[2380341],[2384367],[2396358],[2398888],[2399053],[2401273],[2403072],[2420537],[2420807],[2424303],[2424996],[2425628],[2428778],[2436275],[2443676],[2445903],[2448433],[2451185],[2459152],[2460971],[2464360],[2479351],[2480044],[2480676],[2483826],[2497921],[2500451],[2504893],[2505446],[2506139],[2507802],[2521011],[2523598],[2524923],[2535570],[2547009],[2554006],[2554559],[2555252],[2556915],[2569681],[2571006],[2574545],[2576936],[2584954],[2593508],[2594201],[2613114],[2617746],[2620137],[2626198],[2633748],[2634441],[2638638],[2653908],[2669220],[2676080],[2681496],[2688519],[2704900],[2727340],[2734200],[2768271] ] cell #4568 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [911228],[1031222],[1060785],[1155637],[1170514],[1186892],[1207940],[1255835],[1279711],[1292041],[1299070],[1315752],[1370312],[1378603],[1385632],[1403170],[1422148],[1422224],[1429094],[1442469],[1451065],[1471823],[1493071],[1508954],[1509030],[1515900],[1525929],[1550546],[1551862],[1552652],[1566688],[1574979],[1582008],[1602087],[1602163],[1612491],[1617036],[1633967],[1636592],[1637908],[1638698],[1649508],[1667053],[1679391],[1681273],[1688301],[1704184],[1704260],[1711130],[1718408],[1729880],[1730670],[1734829],[1744642],[1755675],[1763696],[1765578],[1772606],[1776354],[1793914],[1793990],[1804318],[1806244],[1808863],[1825794],[1828419],[1829735],[1830525],[1843829],[1848149],[1854087],[1855127],[1855350],[1859475],[1874078],[1879466],[1887880],[1890499],[1900140],[1904679],[1916151],[1916941],[1921100],[1930913],[1941946],[1949967],[1951849],[1958877],[1963185],[1965446],[1969526],[1974449],[1975439],[1977098],[1980168],[1984707],[1993386],[2003644],[2009032],[2022559],[2026879],[2032817],[2033857],[2034080],[2038205],[2052808],[2058196],[2066610],[2069229],[2079306],[2087429],[2089690],[2091580],[2098693],[2105144],[2107405],[2116408],[2119057],[2126666],[2132614],[2134875],[2138955],[2143878],[2144868],[2146527],[2149597],[2154136],[2155176],[2162815],[2173073],[2178461],[2196044],[2196213],[2204167],[2206428],[2212404],[2220527],[2222788],[2224678],[2226337],[2231791],[2237946],[2246069],[2248330],[2250220],[2257333],[2258323],[2259982],[2263784],[2266045],[2275048],[2277697],[2285306],[2304362],[2314857],[2319272],[2319441],[2324053],[2327395],[2329656],[2342715],[2342884],[2350838],[2353099],[2354989],[2359075],[2367198],[2369459],[2371349],[2373008],[2378462],[2381111],[2387553],[2405644],[2405813],[2408132],[2413968],[2416984],[2438215],[2438384],[2448710],[2453125],[2453294],[2457906],[2461248],[2463509],[2465399],[2469130],[2471693],[2489888],[2500728],[2508079],[2526170],[2526339],[2528658],[2534494],[2537510],[2537679],[2544647],[2557192],[2562477],[2572253],[2572422],[2576155],[2578718],[2578887],[2596913],[2610949],[2619356],[2621919],[2622088],[2638314],[2656144],[2675756],[2691689],[2723639], 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] cell #4569 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4570 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4571 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [344029],[359900],[416896],[434359],[435537],[495818],[499072],[508761],[515742],[518459],[520324],[569626],[574839],[575900],[586414],[600404],[608440],[608667],[611694],[638450],[639511],[666820],[672769],[673732],[673959],[685127],[693685],[698067],[699128],[700766],[709346],[709642],[741745],[742708],[742935],[765238],[769620],[770681],[772319],[775956],[778295],[779317],[779613],[798151],[801205],[805867],[806830],[807057],[818225],[833393],[849814],[852153],[853175],[853471],[866388],[876416],[877339],[882001],[882964],[883191],[887304],[887410],[888747],[892290],[912137],[912364],[915001],[917915],[920254],[921276],[921572],[940110],[949842],[960676],[965423],[965529],[966866],[970409],[977373],[981522],[984189],[994526],[994753],[995029],[997943],[1000282],[1001304],[1001600],[1006323],[1007024],[1028544],[1031905],[1032201],[1036861],[1036967],[1038304],[1041847],[1055146],[1061694],[1061921],[1071223],[1081588],[1082925],[1085119],[1087959],[1088660],[1100160],[1104401],[1106904],[1111086],[1115235],[1117606],[1117902],[1119982],[1120088],[1121425],[1124968],[1129973],[1146947],[1151800],[1153137],[1156680],[1161993],[1162694],[1163050],[1163156],[1180797],[1181024],[1184214],[1187575],[1187871],[1192458],[1200222],[1200328],[1208015],[1208716],[1210772],[1211621],[1214278],[1224700],[1226043],[1230578],[1235761],[1238039],[1240943],[1242280],[1244474],[1244783],[1247314],[1248015],[1248371],[1248477],[1273415],[1274752],[1276946],[1279786],[1280487],[1290088],[1291502],[1302913],[1307062],[1309433],[1309729],[1311915],[1313252],[1316795],[1323386],[1325609],[1329628],[1332838],[1337011],[1340030],[1340246],[1340602],[1340708],[1353522],[1354830],[1362700],[1365210],[1366553],[1370387],[1371088],[1373144],[1373993],[1376650],[1378064],[1395558],[1403245],[1403946],[1406002],[1406851],[1409508],[1417842],[1430991],[1433269],[1436173],[1437510],[1439704],[1440013],[1442544],[1443245],[1443601],[1443707],[1453630],[1456402],[1460110],[1462857],[1465042],[1467265],[1469690],[1471284],[1482364],[1489127],[1493146],[1495048],[1496356],[1500529],[1503548],[1503764],[1504226],[1521985],[1526004],[1529214],[1533387],[1536406],[1536622],[1536978],[1537084],[1547528],[1548377],[1559076],[1561586],[1562929],[1566763],[1567464],[1569520],[1570369],[1573026],[1574440],[1581360],[1586075],[1586528],[1589955],[1593230],[1594912],[1597684],[1608547],[1612566],[1619160],[1622868],[1625615],[1630023],[1632448],[1634042],[1645122],[1651632],[1655340],[1658087],[1660272],[1662495],[1664920],[1666514],[1676916],[1677132],[1677594],[1684357],[1688376],[1690278],[1691586],[1695759],[1698778],[1698994],[1699456],[1709900],[1710749],[1715088],[1716317],[1725797],[1736953],[1740661],[1746190],[1746643],[1753345],[1757799],[1768662],[1772681],[1777902],[1778355],[1781782],[1785057],[1786739],[1789511],[1795966],[1800374],[1802799],[1804393],[1806044],[1810987],[1814695],[1817442],[1821850],[1824275],[1825869],[1836271],[1836487],[1836949],[1842228],[1857355],[1861023],[1861476],[1864903],[1870758],[1881467],[1892623],[1896331],[1901359],[1902588],[1903578],[1912068],[1918770],[1923224],[1928831],[1932461],[1932914],[1939616],[1944070],[1950525],[1954933],[1957358],[1958952],[1978182],[1981387],[1982616],[1983606],[2010580],[2011033],[2020958],[2021888],[2023117],[2036085],[2040206],[2045400],[2049488],[2051707],[2060197],[2066899],[2071353],[2084645],[2092591],[2097092],[2098022],[2099251],[2123346],[2125565],[2135164],[2147611],[2148313],[2162144],[2163373],[2180462],[2193317],[2194352],[2206717],[2217743],[2231120],[2232349],[2239621],[2251231],[2266334],[2290698],[2306037],[2316545],[2329945],[2341023],[2360750],[2403320],[2418659],[2489231] ] cell #4572 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4573 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4574 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4575 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4576 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1374228],[1467354],[1489216],[1504387],[1504668],[1548612],[1570604],[1597740],[1619216],[1630112],[1633580],[1634172],[1662584],[1677755],[1678036],[1699617],[1699898],[1710984],[1725627],[1746473],[1753417],[1757855],[1761302],[1789567],[1800463],[1803931],[1804523],[1821939],[1825407],[1825999],[1837110],[1837391],[1838521],[1842300],[1847944],[1867935],[1877922],[1881297],[1911898],[1918842],[1923280],[1926727],[1939688],[1944126],[1947573],[1958490],[1959082],[1960557],[1962192],[1962980],[1964000],[1972920],[1991857],[1997501],[2021030],[2021960],[2026674],[2036661],[2040036],[2056652],[2060027],[2066971],[2074856],[2076013],[2079873],[2086436],[2088244],[2097164],[2098094],[2104939],[2105959],[2114879],[2117975],[2132409],[2133429],[2134291],[2135236],[2142349],[2147993],[2161286],[2162216],[2166930],[2176917],[2177074],[2196611],[2203962],[2204982],[2205844],[2206789],[2212971],[2221342],[2224079],[2230262],[2231192],[2238513],[2239301],[2240321],[2240478],[2245076],[2246884],[2255804],[2263579],[2264599],[2265461],[2266406],[2273519],[2276615],[2301707],[2304929],[2305717],[2306737],[2306894],[2316617],[2319839],[2322509],[2327190],[2328210],[2329072],[2330017],[2343282],[2351653],[2353460],[2359642],[2360430],[2361450],[2361607],[2368013],[2370750],[2376933],[2380029],[2387348],[2390555],[2393827],[2403959],[2407231],[2414329],[2417551],[2418339],[2419359],[2419516],[2435560],[2438782],[2440590],[2440747],[2443573],[2453692],[2456362],[2462063],[2463870],[2464800],[2467843],[2474273],[2477031],[2486153],[2488911],[2492118],[2495390],[2495547],[2511081],[2514353],[2521451],[2534855],[2538077],[2539885],[2540042],[2540747],[2543414],[2547799],[2548665],[2558173],[2559039],[2564603],[2581298],[2584056],[2587263],[2590535],[2599143],[2602415],[2602572],[2613684],[2622603],[2627854],[2641466],[2642332],[2647896],[2658270],[2694424],[2699675],[2708594], 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] cell #4577 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1284721],[1320241],[1413813],[1447479],[1450777],[1539134],[1544262],[1560663],[1572709],[1577331],[1581757],[1646709],[1652251],[1653917],[1668566],[1689041],[1701506],[1702054],[1706634],[1737572],[1739238],[1773346],[1777372],[1779545],[1780667],[1781215],[1795436],[1806742],[1811606],[1813272],[1815600],[1827844],[1827921],[1860493],[1862666],[1863788],[1864336],[1888378],[1893242],[1894908],[1897236],[1900638],[1903048],[1904104],[1904181],[1925509],[1929479],[1931931],[1934104],[1935226],[1935774],[1949995],[1965944],[1980666],[1983076],[1984132],[1984209],[1996659],[2006974],[2007598],[2010050],[2012223],[2013345],[2013893],[2018536],[2019333],[2022587],[2042518],[2043066],[2046516],[2048571],[2048767],[2050187],[2051177],[2052233],[2052310],[2073638],[2081791],[2084115],[2090188],[2094670],[2095467],[2098721],[2104675],[2107903],[2110456],[2119681],[2120229],[2120374],[2122429],[2122625],[2124045],[2125035],[2126091],[2126168],[2131141],[2131472],[2150095],[2153561],[2153638],[2158792],[2159417],[2159589],[2162843],[2176403],[2182774],[2183322],[2187658],[2190487],[2197732],[2198529],[2200167],[2200363],[2200853],[2202694],[2203025],[2211947],[2214889],[2217213],[2220058],[2223286],[2225762],[2225839],[2227768],[2228393],[2228565],[2231819],[2236344],[2248828],[2253310],[2254107],[2257361],[2262311],[2262642],[2278321],[2278869],[2281069],[2281265],[2282685],[2284731],[2284808],[2289184],[2289270],[2293922],[2295976],[2297275],[2298474],[2298805],[2300266],[2300700],[2300872],[2302760],[2310886],[2311020],[2313715],[2318160],[2318815],[2320960],[2321757],[2323395],[2323591],[2324081],[2325922],[2326253],[2344403],[2345200],[2346838],[2347034],[2347524],[2349365],[2349696],[2357473],[2366729],[2369957],[2372433],[2372510],[2374439],[2375064],[2375236],[2378490],[2386380],[2386868],[2388402],[2388488],[2389829],[2390638],[2392494],[2392658],[2401806],[2401892],[2406544],[2408598],[2408732],[2409897],[2411096],[2411427],[2412888],[2413322],[2413494],[2415382],[2427775],[2429829],[2431128],[2432327],[2432658],[2434119],[2434553],[2434725],[2436613],[2442338],[2442534],[2452013],[2452668],[2454813],[2455610],[2457248],[2457444],[2457934],[2459775],[2460106],[2470625],[2470802],[2472275],[2473337],[2475530],[2482823],[2487943],[2488431],[2489965],[2490051],[2491392],[2492201],[2494057],[2494221],[2506906],[2507394],[2508928],[2509014],[2510355],[2511164],[2513020],[2513184],[2517019],[2520010],[2520444],[2520616],[2527070],[2529124],[2529258],[2530423],[2531622],[2531953],[2533414],[2533848],[2534020],[2535908],[2541633],[2541829],[2544138],[2545603],[2545689],[2547332],[2556019],[2556507],[2560955],[2561132],[2562605],[2563667],[2565860],[2573153],[2577650],[2577827],[2579300],[2580362],[2582555],[2586537],[2589202],[2589366],[2594968],[2595456],[2596990],[2597076],[2598417],[2599226],[2601082],[2601246],[2605081],[2608072],[2608506],[2608678],[2610720],[2611077],[2620851],[2621028],[2623327],[2624792],[2626521],[2635208],[2635696],[2637805],[2639270],[2639356],[2640811],[2640999],[2645898],[2646960],[2649153],[2651178],[2654622],[2654799],[2656272],[2657334],[2659527],[2663509],[2666174],[2666338],[2668803],[2675247],[2676712],[2676798],[2678253],[2679102],[2689233],[2689410],[2691460],[2691817],[2692152],[2694015],[2698342],[2702913],[2704067],[2705532],[2707261],[2712160],[2713222],[2715415],[2723410],[2723767],[2724102],[2725965],[2733367],[2734832],[2737296],[2737569],[2737926],[2738847],[2746213],[2747595],[2748287],[2754477],[2760846],[2764116],[2764389],[2764746],[2765667],[2771986],[2772678],[2774736],[2775764],[2779872],[2784325],[2784682],[2794811],[2796861],[2797889],[2800727],[2804270],[2804627],[2806677],[2814011],[2821845],[2824593],[2826934],[2830012],[2837364],[2847192],[2849940],[2863850] ] cell #4578 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4579 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4580 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561984],[658208],[692295],[708655],[716270],[755939],[762921],[799133],[816848],[825393],[825454],[831118],[867452],[906431],[913413],[925368],[932350],[934661],[941092],[941754],[947498],[958401],[979247],[984790],[1009848],[1010927],[1012117],[1026191],[1046182],[1055988],[1056075],[1062970],[1068980],[1080581],[1091484],[1092563],[1093753],[1102057],[1112960],[1133769],[1134875],[1136032],[1136119],[1144672],[1150215],[1165518],[1166597],[1167787],[1171061],[1181315],[1181861],[1192322],[1206473],[1218074],[1219180],[1220337],[1220424],[1228335],[1239936],[1243278],[1250839],[1251918],[1253108],[1260807],[1261927],[1263065],[1263611],[1272408],[1283311],[1285580],[1293884],[1294990],[1296147],[1296234],[1304787],[1310330],[1332702],[1341964],[1346853],[1347973],[1349111],[1349657],[1354694],[1363956],[1368845],[1372755],[1373016],[1375102],[1380446],[1381552],[1382709],[1382796],[1387552],[1387620],[1387703],[1392853],[1401703],[1413304],[1415567],[1415654],[1423565],[1424685],[1425823],[1426369],[1435166],[1438508],[1446069],[1448338],[1467415],[1472546],[1474358],[1474426],[1474509],[1479659],[1489277],[1494408],[1496220],[1502641],[1503412],[1505482],[1505569],[1510371],[1511491],[1512629],[1513175],[1518267],[1529078],[1538340],[1543229],[1545487],[1546033],[1551070],[1551138],[1551221],[1556371],[1565221],[1569131],[1569392],[1571478],[1576822],[1579085],[1579172],[1580164],[1589819],[1597817],[1598203],[1598354],[1602384],[1604829],[1619293],[1623860],[1625477],[1630173],[1632501],[1634758],[1635304],[1637116],[1637184],[1637267],[1642417],[1662645],[1667776],[1669588],[1669739],[1674889],[1678850],[1680639],[1681642],[1681725],[1691450],[1697871],[1698642],[1700712],[1700799],[1705601],[1707859],[1708405],[1709511],[1709772],[1716179],[1719972],[1720040],[1720123],[1722514],[1725641],[1727074],[1743360],[1746487],[1753463],[1753673],[1757932],[1758318],[1758469],[1762499],[1764944],[1765947],[1766030],[1781646],[1789644],[1790030],[1790181],[1794211],[1796656],[1800524],[1805655],[1805916],[1808452],[1817304],[1822000],[1824328],[1826585],[1827131],[1828943],[1829094],[1834244],[1835364],[1836135],[1840755],[1841617],[1842346],[1842556],[1846067],[1847958],[1855719],[1855802],[1864767],[1867949],[1875642],[1875793],[1878184],[1881311],[1882744],[1890088],[1902450],[1906243],[1906394],[1908785],[1911912],[1913345],[1923357],[1927924],[1928695],[1939734],[1939944],[1944203],[1944589],[1944740],[1948770],[1950387],[1951215],[1952218],[1952301],[1957411],[1962206],[1962994],[1964262],[1971375],[1973176],[1976687],[1982478],[1986271],[1986422],[1991174],[1992113],[1995624],[1997515],[2005359],[2020347],[2021076],[2021286],[2022979],[2024797],[2026688],[2034449],[2034532],[2036923],[2040050],[2045453],[2054372],[2054523],[2056914],[2060041],[2061474],[2067017],[2068818],[2079887],[2086450],[2088506],[2096481],[2097210],[2097420],[2099113],[2100931],[2104953],[2106221],[2115135],[2118646],[2128230],[2128381],[2132423],[2133691],[2134553],[2135282],[2140804],[2142605],[2146116],[2148007],[2148426],[2155851],[2160603],[2161542],[2163235],[2165053],[2166944],[2174788],[2196625],[2203976],[2205244],[2206106],[2206835],[2212985],[2221604],[2229579],[2230518],[2232211],[2234029],[2238527],[2239315],[2239734],[2245090],[2247146],[2256060],[2259571],[2263593],[2264861],[2265723],[2266452],[2273775],[2277286],[2287021],[2294871],[2301963],[2304943],[2305731],[2306150],[2319853],[2327204],[2328472],[2329334],[2330063],[2343296],[2351915],[2359656],[2360444],[2360863],[2368275],[2377189],[2380700],[2387362],[2394089],[2407493],[2417565],[2418353],[2418772],[2435816],[2438796],[2453706],[2462325],[2467857],[2477045],[2488925],[2489344],[2514615],[2538091],[2547813],[2558187],[2584070],[2641480] ] cell #4581 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1156551],[1190759],[1283745],[1316666],[1319796],[1408630],[1413758],[1430008],[1441939],[1446503],[1450770],[1516814],[1522592],[1524279],[1539079],[1559687],[1572148],[1572702],[1577276],[1609154],[1610841],[1645733],[1649929],[1652196],[1653356],[1653910],[1668445],[1679914],[1684964],[1686651],[1688986],[1701372],[1701451],[1735250],[1737517],[1738677],[1739231],[1764219],[1769269],[1770956],[1773291],[1776877],[1779424],[1780533],[1780612],[1802668],[1806687],[1809284],[1811551],[1812711],[1813265],[1827800],[1844352],[1859998],[1862545],[1863654],[1863733],[1876847],[1887650],[1888323],[1890920],[1893187],[1894347],[1894901],[1899719],[1900583],[1904060],[1924948],[1925502],[1928993],[1931231],[1931436],[1932943],[1933983],[1935092],[1935171],[1957227],[1965889],[1968376],[1974972],[1979747],[1980611],[1984088],[1990415],[1993909],[1996604],[2006413],[2006967],[2007112],[2009350],[2009555],[2011062],[2012102],[2013211],[2013290],[2018492],[2018847],[2038728],[2042384],[2042463],[2047848],[2048527],[2048712],[2052189],[2066380],[2073077],[2073631],[2078150],[2081305],[2089269],[2090133],[2091898],[2092103],[2092620],[2094626],[2094981],[2104620],[2107848],[2110335],[2113437],[2116931],[2119547],[2119626],[2121706],[2122385],[2122570],[2126047],[2130809],[2144401],[2149176],[2150040],[2153517],[2158748],[2159103],[2175842],[2176396],[2178779],[2178984],[2180491],[2182640],[2182719],[2187272],[2187376],[2192607],[2194888],[2196351],[2197688],[2198043],[2199646],[2200123],[2200308],[2202362],[2211248],[2211397],[2214403],[2219274],[2220003],[2222367],[2223231],[2224996],[2225201],[2225718],[2227724],[2228079],[2247909],[2248773],[2250538],[2250743],[2251260],[2253266],[2253621],[2261979],[2272077],[2275571],[2278187],[2278266],[2280346],[2281025],[2281210],[2284687],[2293329],[2293878],[2295590],[2295694],[2297231],[2298142],[2300211],[2300386],[2310500],[2310604],[2315835],[2318116],[2318265],[2319579],[2320916],[2321271],[2322874],[2323351],[2323536],[2325590],[2339278],[2341559],[2343022],[2344359],[2344714],[2346317],[2346794],[2346979],[2349033],[2355307],[2355512],[2365945],[2366674],[2369038],[2369902],[2371667],[2371872],[2372389],[2374395],[2374750],[2386336],[2386536],[2388198],[2389443],[2391944],[2400143],[2405951],[2406500],[2408212],[2408316],[2409853],[2410764],[2412833],[2413008],[2427182],[2427731],[2429443],[2429547],[2431084],[2431995],[2434064],[2434239],[2438522],[2441817],[2442294],[2442479],[2449688],[2451969],[2452118],[2453432],[2454769],[2455124],[2456727],[2457204],[2457389],[2459443],[2465717],[2465922],[2468518],[2470239],[2470343],[2472224],[2482230],[2482779],[2487899],[2488099],[2489761],[2491006],[2493507],[2501706],[2506862],[2507062],[2508724],[2509969],[2512470],[2516975],[2519955],[2520130],[2526477],[2527026],[2528738],[2528842],[2530379],[2531290],[2533359],[2533534],[2537817],[2541112],[2541589],[2541774],[2544087],[2544520],[2555975],[2556175],[2558848],[2560569],[2562554],[2572560],[2573109],[2575543],[2577264],[2577368],[2579025],[2579249],[2584906],[2586151],[2588652],[2590900],[2594924],[2595124],[2596786],[2598031],[2600532],[2605037],[2608017],[2608192],[2611026],[2618744],[2620465],[2620569],[2622226],[2623276],[2635164],[2635364],[2637754],[2638187],[2638590],[2640767],[2645847],[2651123],[2652515],[2654236],[2656221],[2661878],[2663123],[2665624],[2675196],[2675629],[2676032],[2678209],[2687126],[2688847],[2691766],[2692101],[2692534],[2693629],[2702363],[2704016],[2704852],[2712109],[2719647],[2723716],[2724051],[2724484],[2725579],[2733316],[2734152],[2736564],[2737875],[2742859],[2748236],[2748669],[2760795],[2763384],[2764695],[2768223],[2772627],[2773060],[2775575],[2784631],[2794127],[2797700],[2800676],[2804576],[2813822],[2826250],[2829823],[2847772] ] cell #4582 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4583 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4584 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4585 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4586 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4587 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4588 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4589 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4590 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4591 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1504712],[1597808],[1619284],[1634240],[1634530],[1678080],[1699942],[1726502],[1747348],[1757923],[1761333],[1761913],[1789635],[1804591],[1804881],[1826067],[1826357],[1837435],[1851285],[1871276],[1877953],[1882172],[1885527],[1912773],[1923348],[1926758],[1927338],[1944194],[1947604],[1948184],[1959150],[1959440],[1960601],[1964031],[1969353],[1988290],[1997683],[2000842],[2030015],[2036692],[2040911],[2044266],[2056683],[2060902],[2064257],[2074887],[2075467],[2076963],[2078422],[2079133],[2080055],[2088275],[2105990],[2111312],[2133460],[2134322],[2138782],[2148175],[2151334],[2167112],[2170271],[2176948],[2184522],[2185662],[2189185],[2195160],[2196793],[2205013],[2205875],[2212231],[2213153],[2221373],[2224267],[2237773],[2238695],[2239483],[2240352],[2246915],[2252237],[2264630],[2265492],[2269952],[2279345],[2279489],[2297503],[2304189],[2305111],[2305899],[2306768],[2312413],[2320021],[2322540],[2328241],[2329103],[2335856],[2336567],[2337489],[2337633],[2341831],[2343464],[2351684],[2358902],[2359824],[2360612],[2361481],[2368044],[2370938],[2393858],[2396721],[2397432],[2398354],[2398498],[2407262],[2410125],[2412546],[2416811],[2417733],[2418521],[2419390],[2431356],[2438964],[2440621],[2446266],[2446977],[2447899],[2448043],[2453874],[2456393],[2462094],[2464988],[2471520],[2474304],[2477213],[2486184],[2489093],[2495421],[2498284],[2498995],[2499917],[2500061],[2514384],[2517247],[2518880],[2519024],[2521639],[2530651],[2533072],[2538259],[2539916],[2540778],[2543580],[2549063],[2551476],[2559437],[2561850],[2564634],[2567543],[2567687],[2581329],[2584238],[2590566],[2602446],[2605309],[2606942],[2607086],[2607730],[2610175],[2613850],[2614569],[2622769],[2623488],[2628252],[2642730],[2645143],[2647927],[2650836],[2658301],[2661210],[2661354],[2671014],[2678557],[2682951],[2694590],[2695309],[2700073],[2708992],[2739507],[2743901],[2751444], 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] cell #4592 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473648],[561423],[592591],[607501],[614283],[651657],[658153],[691734],[708094],[715819],[715875],[721386],[755884],[792582],[799078],[810297],[816793],[818925],[824832],[825417],[831063],[841651],[861642],[866885],[890815],[891855],[892990],[906376],[925313],[934541],[934624],[941037],[946931],[958346],[968934],[969974],[971109],[979192],[989780],[1009793],[1010872],[1011997],[1012080],[1020381],[1025624],[1040372],[1041412],[1042547],[1045615],[1055397],[1055933],[1065879],[1080014],[1091429],[1092508],[1093633],[1093716],[1101490],[1112905],[1116149],[1123493],[1124533],[1125668],[1133202],[1134308],[1135441],[1135977],[1144617],[1155205],[1157380],[1165463],[1166542],[1167667],[1167750],[1176051],[1181294],[1203372],[1212610],[1217507],[1218613],[1219746],[1220282],[1225234],[1234472],[1239369],[1243223],[1243478],[1245483],[1250784],[1251863],[1252988],[1253071],[1257706],[1257776],[1257871],[1263044],[1271841],[1283256],[1285460],[1285543],[1293317],[1294423],[1295556],[1296092],[1304732],[1307976],[1315320],[1317495],[1336784],[1341909],[1343752],[1343822],[1343917],[1349090],[1358776],[1363901],[1365744],[1372188],[1372961],[1374982],[1375065],[1379879],[1380985],[1382118],[1382654],[1387682],[1398602],[1407840],[1412737],[1414976],[1415512],[1420464],[1420534],[1420629],[1425802],[1434599],[1438453],[1438708],[1440713],[1446014],[1448218],[1448301],[1449258],[1459121],[1467360],[1467761],[1467926],[1471979],[1474488],[1489222],[1493841],[1495485],[1500302],[1502582],[1504891],[1505427],[1507270],[1507340],[1507435],[1512608],[1533160],[1538285],[1540128],[1540293],[1545466],[1549366],[1551200],[1552234],[1552329],[1562120],[1568564],[1569337],[1571358],[1571441],[1576255],[1578494],[1579030],[1580109],[1580364],[1586965],[1590913],[1590983],[1591078],[1593537],[1596835],[1598333],[1615013],[1618311],[1625350],[1625704],[1630118],[1630519],[1630684],[1634737],[1637246],[1638280],[1638375],[1654351],[1662590],[1662991],[1663156],[1667209],[1669718],[1673670],[1678795],[1679050],[1681704],[1690715],[1695532],[1697812],[1700121],[1700657],[1702500],[1702665],[1707838],[1708944],[1709717],[1714465],[1715395],[1716052],[1716406],[1720102],[1722060],[1730252],[1730347],[1739672],[1742906],[1751028],[1751193],[1753652],[1756950],[1758448],[1766009],[1778792],[1782740],[1782905],[1785364],[1788662],[1790160],[1800469],[1805088],[1805861],[1817177],[1817531],[1821945],[1822346],[1822511],[1826564],[1828208],[1829073],[1830107],[1830202],[1835305],[1840301],[1841163],[1842535],[1850144],[1852085],[1855781],[1861913],[1865861],[1866026],[1871065],[1872076],[1875772],[1877730],[1886017],[1901666],[1902323],[1902677],[1904468],[1906373],[1908331],[1916523],[1916618],[1919077],[1922375],[1927865],[1937299],[1937464],[1939923],[1943221],[1944719],[1950260],[1952280],[1963808],[1970921],[1973155],[1981694],[1982351],[1982705],[1984496],[1986401],[1990720],[1992092],[2001642],[2005338],[2015418],[2015583],[2019893],[2021265],[2022195],[2022852],[2028874],[2030815],[2034511],[2036469],[2036799],[2044756],[2049795],[2050806],[2052597],[2054502],[2056460],[2064747],[2088052],[2096027],[2097399],[2098329],[2098986],[2105767],[2115114],[2123653],[2124664],[2126455],[2128360],[2133237],[2134099],[2134429],[2140350],[2142584],[2152134],[2155830],[2160149],[2161521],[2162451],[2163108],[2171071],[2174767],[2185012],[2193624],[2201472],[2204790],[2205652],[2205982],[2221150],[2229125],[2230497],[2231427],[2232084],[2246692],[2256039],[2264407],[2265269],[2265599],[2273754],[2283304],[2287000],[2294417],[2301942],[2316852],[2328018],[2328880],[2329210],[2348143],[2351461],[2367821],[2377168],[2383113],[2393635],[2407039],[2407369],[2435795],[2461871],[2472796],[2484676],[2514161],[2579821] ] cell #4593 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4594 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4595 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4596 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1544962],[1596127],[1674315],[1707334],[1756242],[1787954],[1800678],[1816300],[1833670],[1874645],[1897936],[1921667],[1933754],[1938706],[1942513],[1955237],[1990250],[2004211],[2011873],[2016825],[2050759],[2050919],[2053375],[2055274],[2069796],[2076666],[2093431],[2104307],[2113272],[2124617],[2124777],[2127233],[2129132],[2137951],[2158171],[2159679],[2160815],[2161432],[2173640],[2181302],[2186254],[2199481],[2201425],[2201585],[2209504],[2219690],[2227147],[2228655],[2229791],[2230408],[2237514],[2252071],[2261408],[2262947],[2264187],[2271912],[2283257],[2283417],[2285873],[2287772],[2292590],[2299898],[2300962],[2301236],[2301853],[2303930],[2325019],[2326558],[2327798],[2334581],[2346152],[2348096],[2348256],[2356175],[2356949],[2366361],[2373818],[2375326],[2376462],[2377079],[2385333],[2388181],[2391808],[2392963],[2393415],[2395446],[2405212],[2413584],[2414858],[2423564],[2426443],[2433751],[2434815],[2435089],[2435706],[2437783],[2441652],[2458872],[2460411],[2461651],[2468501],[2469725],[2472239],[2473696],[2475016],[2478612],[2481491],[2486896],[2493371],[2494526],[2505859],[2508707],[2512334],[2513489],[2513941],[2515972],[2519642],[2520706],[2525738],[2534110],[2535384],[2544102],[2548457],[2549681],[2554972],[2558831],[2560055],[2564026],[2565346],[2571821],[2575526],[2576750],[2579264],[2580721],[2582041],[2585637],[2588516],[2589671],[2593921],[2600396],[2601551],[2608768],[2614372],[2618727],[2619951],[2623291],[2625151],[2627646],[2628870],[2631117],[2634161],[2637769],[2642124],[2643348],[2647319],[2648639],[2652498],[2653722],[2657693],[2659013],[2665488],[2666643],[2675211],[2680562],[2682754],[2685381],[2687109],[2688333],[2695112],[2699467],[2700691],[2704031],[2705891],[2708386],[2709610],[2711857],[2713581],[2714901],[2719630],[2727852],[2729285],[2731887],[2733331],[2735191],[2739206],[2743704],[2749055],[2751247],[2753874],[2755602],[2756826],[2760368],[2760810],[2766026],[2768654],[2773446],[2776759],[2784981],[2786414],[2789016],[2790460],[2794453],[2798884],[2800965],[2804926],[2807168],[2807610],[2815454],[2821989],[2825084],[2825526],[2832059],[2838571],[2846280],[2851585],[2862632], 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] cell #4597 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1414463],[1465635],[1544914],[1577981],[1628393],[1660865],[1673835],[1689691],[1707286],[1750008],[1773996],[1798744],[1811173],[1816252],[1820220],[1833190],[1870079],[1884832],[1892809],[1897888],[1933329],[1933706],[1936279],[1938226],[1953303],[1960267],[1978368],[1990021],[1999645],[2011448],[2011825],[2014398],[2016345],[2025806],[2047163],[2048809],[2050024],[2050484],[2063562],[2071539],[2076618],[2091160],[2093006],[2093383],[2101940],[2113043],[2121021],[2122667],[2123882],[2124342],[2132119],[2147797],[2157737],[2159450],[2160790],[2169074],[2180877],[2181254],[2183827],[2185774],[2191134],[2199252],[2200405],[2200690],[2201150],[2203672],[2226713],[2228426],[2229766],[2237080],[2249800],[2251646],[2252023],[2260580],[2261383],[2271683],[2279661],[2281307],[2282522],[2282982],[2292156],[2295336],[2299452],[2300733],[2301211],[2303496],[2314362],[2323633],[2324994],[2334556],[2337805],[2345923],[2347076],[2347361],[2347821],[2350343],[2354569],[2373384],[2375097],[2376437],[2383888],[2385308],[2388156],[2389862],[2391374],[2395421],[2398670],[2404778],[2412074],[2413355],[2426009],[2429189],[2433305],[2434586],[2435064],[2437349],[2441423],[2442576],[2448215],[2457486],[2458847],[2468476],[2473571],[2474991],[2481057],[2485451],[2486871],[2491425],[2492937],[2500233],[2504414],[2505834],[2508682],[2510388],[2511900],[2515947],[2519196],[2520477],[2525304],[2532600],[2533881],[2541871],[2548432],[2553527],[2554947],[2558806],[2560988],[2563901],[2565321],[2567859],[2571387],[2575501],[2580596],[2582016],[2586570],[2588082],[2592476],[2593896],[2598450],[2599962],[2607258],[2608539],[2618702],[2625026],[2627621],[2630683],[2632716],[2634136],[2642099],[2647194],[2648614],[2652473],[2654655],[2657568],[2658988],[2661526],[2663542],[2665054],[2670588],[2680537],[2682250],[2685356],[2687084],[2689266],[2694048],[2699442],[2705766],[2708361],[2711423],[2713456],[2714876],[2719060],[2719605],[2725998],[2729260],[2735066],[2739081],[2749030],[2750743],[2753849],[2755577],[2760343],[2765901],[2768513],[2773421],[2776189],[2776734],[2786389],[2794312],[2798314],[2798859],[2807143],[2815313],[2825059],[2831918],[2846139], 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] cell #4598 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4599 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4600 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4601 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4602 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4603 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4604 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4605 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4606 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4607 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [499476],[590476],[612098],[689490],[701170],[713704],[772723],[792342],[803525],[809292],[822588],[879659],[885426],[891615],[917920],[918087],[923897],[934301],[942152],[962921],[969734],[997948],[998115],[1003925],[1011757],[1036101],[1037564],[1038300],[1041172],[1058389],[1064156],[1085124],[1085291],[1093393],[1119222],[1120685],[1121421],[1124293],[1131684],[1149192],[1160600],[1162622],[1167427],[1184219],[1184386],[1190196],[1198342],[1210881],[1211617],[1215989],[1234232],[1245921],[1247943],[1252748],[1258716],[1276951],[1277118],[1285220],[1288965],[1291799],[1311049],[1312512],[1313248],[1327115],[1331924],[1338722],[1340174],[1344762],[1356443],[1360714],[1374742],[1375527],[1378361],[1388512],[1393572],[1406111],[1406847],[1411219],[1421474],[1441151],[1443173],[1447978],[1455064],[1457881],[1462647],[1468771],[1471581],[1475318],[1480378],[1486241],[1490633],[1497969],[1502240],[1508280],[1523491],[1528300],[1535098],[1536550],[1541138],[1557090],[1571118],[1571903],[1574737],[1585865],[1596346],[1599163],[1601058],[1601413],[1610053],[1617822],[1620639],[1627137],[1631529],[1634339],[1643136],[1650294],[1653111],[1657877],[1664001],[1666811],[1670548],[1675608],[1685863],[1693199],[1697470],[1703510],[1725134],[1725365],[1728985],[1735615],[1738432],[1745980],[1756461],[1759278],[1761528],[1763218],[1770168],[1777692],[1788173],[1790990],[1792885],[1793240],[1801880],[1804690],[1809649],[1812466],[1818964],[1823356],[1826166],[1834963],[1860813],[1874864],[1880804],[1881035],[1886862],[1891285],[1894102],[1911405],[1911636],[1915256],[1921886],[1924703],[1926598],[1926953],[1932251],[1942732],[1945549],[1947799],[1949489],[1956439],[1959249],[1968741],[1994724],[1994955],[1998082],[2006168],[2010370],[2039543],[2039774],[2043394],[2053594],[2059534],[2059765],[2065592],[2070015],[2072832],[2075082],[2080454],[2084435],[2111822],[2127452],[2138170],[2164153],[2164384],[2167511],[2175597],[2179799],[2180030],[2189695],[2209723],[2218090],[2233129],[2233360],[2239094],[2243075],[2243306],[2270462],[2290802],[2305510],[2309491],[2309722],[2336366],[2364761],[2397231],[2424655],[2479703], 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] cell #4608 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [911653],[941837],[942230],[1030850],[1056223],[1061210],[1063795],[1132277],[1136267],[1150407],[1150604],[1155556],[1170939],[1181549],[1182038],[1186520],[1216582],[1220572],[1256260],[1262119],[1262316],[1263299],[1263788],[1278566],[1292392],[1296382],[1298698],[1310522],[1310719],[1315671],[1348165],[1348362],[1349345],[1349834],[1378954],[1382944],[1385260],[1388005],[1392055],[1393045],[1393242],[1415802],[1419823],[1421844],[1423757],[1424877],[1425074],[1426057],[1426546],[1429013],[1441324],[1461294],[1474811],[1478861],[1479851],[1480048],[1505717],[1506629],[1508650],[1510563],[1511683],[1511880],[1512863],[1513352],[1515819],[1518525],[1519655],[1523664],[1545721],[1546210],[1550393],[1551523],[1552364],[1555573],[1556563],[1556760],[1579320],[1584221],[1589193],[1598656],[1601783],[1602576],[1605087],[1606217],[1610226],[1624052],[1624249],[1634992],[1635481],[1636439],[1637569],[1638410],[1641619],[1642609],[1642806],[1647786],[1649355],[1670041],[1675081],[1675278],[1679328],[1680897],[1682027],[1686036],[1700947],[1703880],[1705793],[1708093],[1708582],[1712956],[1718255],[1720425],[1723490],[1725519],[1727332],[1728462],[1730382],[1733107],[1734676],[1744336],[1745375],[1749308],[1752211],[1754749],[1758771],[1761898],[1762691],[1762888],[1763633],[1765202],[1766332],[1770341],[1776291],[1790483],[1793610],[1794403],[1796914],[1798044],[1802053],[1807141],[1808710],[1826819],[1827308],[1829396],[1830237],[1834436],[1834633],[1843766],[1845552],[1846325],[1848635],[1851132],[1852365],[1853934],[1856104],[1859412],[1868626],[1870193],[1873925],[1876095],[1879160],[1880199],[1881189],[1883002],[1884132],[1886052],[1887035],[1888777],[1890346],[1906696],[1909761],[1911790],[1913603],[1914733],[1916653],[1919378],[1920947],[1927323],[1930850],[1941020],[1945042],[1948169],[1948962],[1949159],[1951473],[1952603],[1956612],[1961626],[1967030],[1967273],[1971646],[1974386],[1976172],[1976945],[1986724],[1989721],[1993323],[1995109],[1995882],[1998192],[1999759],[2000689],[2001922],[2003491],[2005661],[2008969],[2024282],[2025055],[2027365],[2029862],[2031095],[2032664],[2034834],[2038142],[2039928],[2044791],[2054825],[2057890],[2058929],[2059919],[2061732],[2062862],[2064782],[2065765],[2067507],[2069076],[2075452],[2078058],[2082214],[2085870],[2091274],[2091517],[2100416],[2101189],[2103585],[2108989],[2109232],[2112743],[2113605],[2116345],[2118131],[2118904],[2128683],[2136459],[2136702],[2141075],[2143815],[2145601],[2146374],[2151181],[2156153],[2164538],[2165311],[2167621],[2169188],[2170118],[2171351],[2172920],[2175090],[2178398],[2180184],[2185047],[2187496],[2194796],[2198952],[2208012],[2208255],[2211156],[2215312],[2218968],[2224372],[2224615],[2233514],[2234287],[2236698],[2240854],[2243460],[2244510],[2249914],[2250157],[2254530],[2259056],[2259829],[2267629],[2267872],[2271383],[2272245],[2274985],[2276771],[2277544],[2282351],[2287323],[2293023],[2295814],[2303114],[2307270],[2309876],[2310724],[2318024],[2322180],[2331240],[2331483],[2334167],[2340353],[2341467],[2345623],[2354683],[2354926],[2357827],[2361983],[2365639],[2371043],[2371286],[2375659],[2380185],[2380958],[2386244],[2390992],[2395032],[2401218],[2408436],[2415736],[2419892],[2426876],[2428133],[2429667],[2436967],[2441123],[2443729],[2444577],[2451877],[2456033],[2465093],[2465336],[2470463],[2471156],[2474602],[2481924],[2483181],[2492555],[2496595],[2503194],[2506770],[2511518],[2515558],[2521744],[2528962],[2536262],[2540418],[2546315],[2552307],[2555883],[2561486],[2564932],[2577488],[2578181],[2581627],[2590206],[2599580],[2603620],[2611488],[2620689],[2621382],[2625504],[2639982],[2645974],[2655153],[2658599],[2677424],[2679870],[2689764],[2692228],[2706244],[2724178],[2735544],[2748363],[2772754],[2800803] ] cell #4609 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [911224],[1031221],[1060781],[1155636],[1170510],[1186891],[1207939],[1255831],[1279710],[1292037],[1299069],[1315751],[1370311],[1378599],[1385631],[1403169],[1422003],[1422223],[1429093],[1442468],[1451061],[1471819],[1493070],[1508809],[1509029],[1515899],[1525928],[1550545],[1551861],[1552503],[1566687],[1574975],[1582007],[1601942],[1602162],[1612490],[1617035],[1633966],[1636591],[1637907],[1638549],[1649507],[1667049],[1679390],[1681268],[1688300],[1704039],[1704259],[1711129],[1718407],[1729879],[1730521],[1734828],[1744641],[1755674],[1763695],[1765573],[1772605],[1776353],[1793769],[1793989],[1804317],[1806239],[1808862],[1825793],[1828418],[1829734],[1830376],[1843828],[1848148],[1854086],[1855126],[1855345],[1859474],[1874077],[1879465],[1887875],[1890498],[1900135],[1904678],[1916150],[1916792],[1921099],[1930912],[1941945],[1949966],[1951844],[1958876],[1963184],[1965441],[1969521],[1974448],[1975438],[1977097],[1980163],[1984706],[1993385],[2003643],[2009031],[2022558],[2026878],[2032816],[2033856],[2034075],[2038204],[2052807],[2058195],[2066605],[2069228],[2079301],[2087428],[2089685],[2091579],[2098692],[2105143],[2107400],[2116407],[2119056],[2126665],[2132613],[2134870],[2138950],[2143877],[2144867],[2146526],[2149592],[2154135],[2155175],[2162814],[2173072],[2178460],[2196039],[2196212],[2204166],[2206423],[2212399],[2220526],[2222783],[2224677],[2226336],[2231790],[2237941],[2246068],[2248325],[2250219],[2257332],[2258322],[2259981],[2263783],[2266040],[2275047],[2277696],[2285305],[2304357],[2314856],[2319267],[2319440],[2324052],[2327394],[2329651],[2342710],[2342883],[2350837],[2353094],[2354988],[2359070],[2367197],[2369454],[2371348],[2373007],[2378461],[2381110],[2387552],[2405639],[2405812],[2408131],[2413963],[2416979],[2438210],[2438383],[2448709],[2453120],[2453293],[2457905],[2461247],[2463504],[2465398],[2469129],[2471688],[2489883],[2500727],[2508078],[2526165],[2526338],[2528657],[2534489],[2537505],[2537678],[2544642],[2557191],[2562474],[2572248],[2572421],[2576154],[2578713],[2578886],[2596908],[2610946],[2619355],[2621914],[2622087],[2638309],[2656141],[2675751],[2691686],[2723636], 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] cell #4610 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [499475],[590475],[612097],[689489],[701169],[713703],[772722],[792341],[803524],[809291],[822587],[879658],[885425],[891614],[917980],[918086],[923896],[934300],[942151],[962920],[969733],[998008],[998114],[1003924],[1011756],[1036100],[1037563],[1038365],[1041171],[1058388],[1064155],[1085184],[1085290],[1093392],[1119221],[1120684],[1121486],[1124292],[1131683],[1149191],[1160599],[1162625],[1167426],[1184279],[1184385],[1190195],[1198341],[1210880],[1211682],[1215988],[1234231],[1245920],[1247946],[1252747],[1258715],[1277011],[1277117],[1285219],[1288968],[1291798],[1311048],[1312511],[1313313],[1327114],[1331923],[1338721],[1340177],[1344761],[1356442],[1360713],[1374741],[1375530],[1378360],[1388515],[1393571],[1406110],[1406912],[1411218],[1421473],[1441150],[1443176],[1447977],[1455063],[1457884],[1462650],[1468770],[1471580],[1475321],[1480377],[1486240],[1490632],[1497968],[1502239],[1508279],[1523490],[1528299],[1535097],[1536553],[1541137],[1557089],[1571117],[1571906],[1574736],[1585868],[1596345],[1599166],[1601057],[1601412],[1610052],[1617821],[1620642],[1627136],[1631528],[1634338],[1643135],[1650293],[1653114],[1657880],[1664000],[1666810],[1670551],[1675607],[1685862],[1693198],[1697469],[1703509],[1725137],[1725364],[1728984],[1735614],[1738435],[1745983],[1756460],[1759281],[1761527],[1763217],[1770167],[1777695],[1788172],[1790993],[1792884],[1793239],[1801879],[1804689],[1809648],[1812469],[1818963],[1823355],[1826165],[1834962],[1860816],[1874863],[1880807],[1881034],[1886861],[1891284],[1894105],[1911408],[1911635],[1915255],[1921885],[1924706],[1926597],[1926952],[1932254],[1942731],[1945552],[1947798],[1949488],[1956438],[1959248],[1968740],[1994727],[1994954],[1998081],[2006171],[2010373],[2039546],[2039773],[2043393],[2053593],[2059537],[2059764],[2065591],[2070014],[2072835],[2075081],[2080453],[2084438],[2111825],[2127451],[2138169],[2164156],[2164383],[2167510],[2175600],[2179802],[2180029],[2189698],[2209722],[2218119],[2233132],[2233359],[2239093],[2243078],[2243305],[2270465],[2290831],[2305509],[2309494],[2309721],[2336369],[2364790],[2397234],[2424684],[2479732], [658148,1117479],[748551,1231533],[762512,1244539],[762887,1244645],[816788,1309306],[825888,1320409],[859635,1360898],[869870,1372043],[874026,1373252],[874388,1374054],[931941,1439769],[932316,1439875],[941032,1450588],[942261,1451402],[961781,1209671],[976354,1490422],[985322,1495441],[987773,1502424],[992169,1503695],[1035289,1287830],[1048600,1568419],[1052756,1569628],[1053118,1570430],[1062561,1581425],[1062936,1581531],[1063789,1581617],[1069512,1586921],[1084065,1338906],[1097141,1614636],[1108369,1625408],[1110067,1631318],[1148052,1404901],[1159956,1417907],[1160331,1418013],[1171593,1690671],[1174044,1697654],[1178440,1698925],[1182032,1701840],[1188435,1710008],[1188797,1710810],[1193285,1714088],[1195859,1716110],[1207005,1726190],[1209753,1468560],[1228867,1747036],[1235020,1753275],[1261339,1778748],[1263782,1781001],[1275892,1535282],[1281442,1286691],[1287887,1547636],[1288249,1548438],[1300196,1817235],[1301894,1823145],[1310862,1828164],[1317709,1836418],[1324868,1842158],[1331834,1593160],[1333665,1849767],[1336239,1851789],[1347385,1861869],[1349828,1864122],[1358231,1871780],[1369377,1881860],[1391089,1902381],[1393385,1904424],[1402235,1912461],[1404983,1663790],[1408985,1668809],[1411403,1416788],[1418075,1677063],[1424097,1933307],[1426540,1935560],[1430250,1939546],[1441478,1950318],[1454974,1715018],[1466524,1972778],[1477895,1982409],[1480191,1984452],[1488386,1991715],[1499757,2001346],[1503173,2004429],[1510903,2011426],[1513346,2013679],[1521244,2020888],[1522947,1779788],[1523818,2022910],[1528210,1784987],[1530041,2028497],[1532615,2030519],[1539444,1795759],[1540927,1546509],[1543761,2040599],[1546204,2042852],[1554607,2050510],[1556903,2052553],[1565753,2060590],[1602916,2092984],[1607806,2097022],[1609509,1862909],[1610380,2099044],[1617732,1870688],[1629282,2114737],[1632976,2117749],[1633162,2117976],[1635475,2120015],[1640653,2124368],[1642949,2126411],[1650204,1901289],[1652561,1903371],[1661754,2142207],[1668406,1668720],[1673125,2151838],[1675421,2153881],[1683616,2161144],[1685319,1934347],[1686190,2163166],[1694987,2170775],[1698403,2173858],[1706133,2180855],[1708576,2183108],[1725588,2197191],[1731519,2201176],[1735525,1981317],[1737882,1983399],[1763031,2226082],[1767921,2230120],[1769624,2012466],[1770495,2232142],[1779385,1779699],[1794743,2251624],[1799633,2255662],[1802207,2257684],[1809559,2049418],[1811916,2051500],[1821109,2273377],[1824803,2276389],[1824989,2276616],[1827302,2278655],[1832480,2283008],[1834776,2285051],[1835896,2286091],[1851212,2298016],[1856614,2301565],[1862506,1862820],[1877202,2110699],[1881258,2320419],[1887189,2324404],[1891195,2123276],[1893552,2125358],[1911859,2343862],[1917790,2347847],[1928456,2356393],[1933944,1934258],[1949302,2372753],[1954192,2376791],[1956766,2378813],[1957886,2379803],[1958072,2380030],[1968651,2193247],[1969866,2389353],[1971584,2390049],[1995178,2213551],[1996969,2217536],[2000769,2410638],[2012063,2012377],[2029942,2431869],[2035344,2435418],[2039997,2439362],[2045928,2443347],[2046114,2443574],[2059988,2454272],[2065919,2458257],[2079646,2290135],[2085021,2472990],[2109069,2312926],[2110296,2110610],[2113543,2491612],[2139295,2509879],[2141013,2510575],[2151261,2517760],[2170198,2531164],[2188510,2383307],[2210702,2212744],[2215250,2403453],[2243661,2580015],[2254468,2586757],[2272183,2598637],[2310141,2311738] ] cell #4611 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [690946],[716249],[764395],[797554],[824044],[825444],[875819],[906288],[911690],[933824],[934651],[939513],[941763],[985541],[994079],[1010784],[1012107],[1026048],[1054549],[1055845],[1056084],[1061247],[1069731],[1092420],[1093743],[1108581],[1134732],[1135889],[1136128],[1150276],[1166454],[1167777],[1171812],[1180350],[1181394],[1181718],[1196071],[1207224],[1219037],[1220194],[1220433],[1229086],[1234899],[1251775],[1253098],[1261558],[1261988],[1263144],[1263468],[1285570],[1294847],[1296004],[1296243],[1300408],[1310391],[1324747],[1336451],[1347604],[1348034],[1349190],[1349514],[1358443],[1363813],[1369596],[1375092],[1381409],[1382566],[1382805],[1387852],[1389821],[1391301],[1392914],[1402454],[1415424],[1415663],[1424316],[1424746],[1425902],[1426226],[1430129],[1448328],[1452724],[1466403],[1474658],[1476627],[1478107],[1479720],[1487087],[1488265],[1494265],[1499969],[1503392],[1505339],[1505578],[1511122],[1511552],[1512708],[1513032],[1518396],[1521123],[1532827],[1543980],[1545566],[1545890],[1551370],[1553339],[1554819],[1556432],[1565972],[1571468],[1578942],[1579181],[1594006],[1598503],[1603135],[1604958],[1607685],[1615482],[1617173],[1623921],[1627983],[1629161],[1633188],[1633381],[1634837],[1635161],[1637416],[1639385],[1640865],[1642478],[1647954],[1661633],[1669888],[1673337],[1674950],[1680768],[1681874],[1683495],[1683816],[1695199],[1698622],[1700569],[1700808],[1706352],[1707938],[1708262],[1720272],[1721135],[1727203],[1729831],[1731731],[1733275],[1743421],[1744503],[1753752],[1754121],[1755812],[1758618],[1760266],[1761084],[1762560],[1765073],[1766179],[1767800],[1768121],[1785833],[1790330],[1794962],[1796785],[1799512],[1807309],[1808581],[1819810],[1820988],[1825015],[1825208],[1826664],[1826988],[1829243],[1832692],[1834305],[1836115],[1840816],[1842635],[1844924],[1846196],[1852533],[1855264],[1855951],[1856493],[1856814],[1867867],[1875942],[1877997],[1878245],[1879327],[1882873],[1884520],[1888945],[1890217],[1906543],[1913474],[1916102],[1918002],[1919546],[1928675],[1940023],[1940392],[1942083],[1944889],[1946537],[1947355],[1948831],[1951344],[1952450],[1954071],[1954392],[1958098],[1958291],[1962124],[1964075],[1964323],[1967441],[1969745],[1971436],[1973255],[1975300],[1976816],[1986571],[1992192],[1995753],[1997433],[1997760],[2002090],[2005508],[2021365],[2023654],[2024926],[2031263],[2033994],[2034681],[2035223],[2035544],[2044240],[2046140],[2046333],[2054672],[2056727],[2056975],[2058057],[2061603],[2063250],[2067675],[2068947],[2073820],[2074638],[2079525],[2079805],[2080132],[2085161],[2086368],[2088567],[2097499],[2099788],[2101060],[2106282],[2109400],[2115214],[2118775],[2128530],[2133504],[2133752],[2136870],[2139174],[2140865],[2142684],[2144729],[2146245],[2155313],[2156000],[2156542],[2157360],[2161621],[2165182],[2166862],[2167189],[2171519],[2174937],[2176992],[2183515],[2188650],[2196543],[2205057],[2205305],[2208423],[2212623],[2212903],[2221665],[2230597],[2234158],[2238165],[2238445],[2238772],[2240396],[2243801],[2245008],[2247207],[2252629],[2256139],[2258184],[2259700],[2260268],[2264922],[2268040],[2273854],[2277415],[2279422],[2287170],[2302042],[2304581],[2304861],[2305188],[2306812],[2311878],[2319771],[2328533],[2331651],[2335321],[2336959],[2337566],[2343214],[2348570],[2348803],[2351976],[2359294],[2359574],[2361525],[2368336],[2377268],[2380829],[2394150],[2396186],[2397824],[2398431],[2417203],[2417483],[2419434],[2425456],[2425689],[2435895],[2438714],[2445731],[2447369],[2447976],[2453624],[2462386],[2471912],[2476963],[2480504],[2480737],[2497749],[2499387],[2499994],[2514676],[2524751],[2524984],[2538009],[2546837],[2547480],[2562242],[2570834],[2571067],[2583988],[2610868],[2626026],[2626259],[2641147],[2679250] ] cell #4612 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4613 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1156552],[1190344],[1190760],[1283746],[1311267],[1316667],[1319797],[1389670],[1393790],[1408437],[1408631],[1413761],[1430009],[1441236],[1441940],[1446504],[1476476],[1480596],[1516815],[1522399],[1522593],[1523576],[1524280],[1539082],[1553188],[1557308],[1559688],[1571955],[1572149],[1577279],[1608961],[1609155],[1610138],[1610842],[1639234],[1643354],[1645734],[1648373],[1652199],[1653163],[1653357],[1675826],[1679915],[1681816],[1683665],[1684771],[1684965],[1685948],[1686652],[1688989],[1701454],[1720984],[1733694],[1737520],[1738484],[1738678],[1763436],[1764220],[1766121],[1767970],[1769076],[1769270],[1770253],[1770957],[1773294],[1775840],[1776878],[1780615],[1801965],[1802669],[1806690],[1807728],[1808500],[1811554],[1812518],[1812712],[1835181],[1839945],[1844353],[1852952],[1855893],[1856663],[1858961],[1859999],[1863736],[1876654],[1876848],[1886947],[1887651],[1888326],[1889364],[1890136],[1893190],[1894154],[1894348],[1899217],[1900586],[1919965],[1924755],[1924949],[1929030],[1930399],[1931437],[1935174],[1949707],[1952392],[1954241],[1956524],[1957228],[1961356],[1965892],[1967860],[1970565],[1972341],[1973935],[1974973],[1976735],[1979245],[1980614],[1989502],[1990416],[1993910],[1996607],[1998887],[2002509],[2005450],[2006220],[2006414],[2007149],[2008518],[2009556],[2013293],[2018884],[2031682],[2034623],[2035393],[2037691],[2038729],[2042466],[2047346],[2048715],[2065677],[2066381],[2068094],[2068866],[2072884],[2073078],[2081342],[2082909],[2083573],[2085600],[2087696],[2088767],[2090136],[2092104],[2095018],[2103315],[2104623],[2107851],[2109819],[2112524],[2113438],[2114300],[2115894],[2116932],[2118694],[2119629],[2121204],[2122573],[2137289],[2139994],[2141770],[2143364],[2144402],[2146164],[2148674],[2150043],[2155942],[2159140],[2168316],[2171938],[2174879],[2175649],[2175843],[2177947],[2178985],[2182722],[2187447],[2191896],[2192105],[2195775],[2198080],[2199647],[2200311],[2208842],[2211424],[2214440],[2216007],[2216671],[2218698],[2220006],[2220794],[2221865],[2223234],[2225202],[2228116],[2241549],[2242213],[2244240],[2246336],[2247407],[2248776],[2250744],[2253658],[2255225],[2259619],[2268459],[2271164],[2272078],[2272940],[2274534],[2275572],[2277334],[2278269],[2279844],[2281213],[2287112],[2289438],[2292753],[2295765],[2300214],[2300423],[2307965],[2308629],[2310675],[2315124],[2315333],[2318292],[2319003],[2321308],[2322875],[2323539],[2332070],[2338567],[2338776],[2342446],[2344751],[2346318],[2346982],[2351105],[2355513],[2362678],[2363342],[2365369],[2366677],[2367465],[2368536],[2369905],[2371873],[2374787],[2376354],[2380748],[2382916],[2388656],[2391971],[2399432],[2399641],[2402060],[2405375],[2408387],[2412836],[2413045],[2420587],[2421251],[2423291],[2426606],[2428828],[2429618],[2434067],[2434276],[2437946],[2441818],[2442482],[2448977],[2449186],[2452145],[2452856],[2455161],[2456728],[2457392],[2461515],[2465923],[2470414],[2472599],[2478339],[2481654],[2483876],[2484479],[2490219],[2493534],[2500995],[2501204],[2503442],[2508346],[2509182],[2512497],[2519958],[2520167],[2522586],[2525901],[2528913],[2533362],[2533571],[2537241],[2541113],[2541777],[2545857],[2549408],[2552555],[2557459],[2562929],[2568669],[2571984],[2577439],[2578449],[2579624],[2585364],[2588679],[2590901],[2591504],[2597244],[2600559],[2608020],[2608229],[2612139],[2612655],[2615135],[2620640],[2621650],[2628597],[2631744],[2636951],[2639524],[2643075],[2646222],[2651126],[2656596],[2662336],[2665651],[2670092],[2674393],[2676966],[2681037],[2683517],[2692879],[2693395],[2695875],[2702390],[2709337],[2712484],[2718473],[2724829],[2725345],[2728212],[2738585],[2742886],[2749530],[2752010],[2765405],[2767049],[2773921],[2775602],[2785341],[2797727],[2805286],[2813849],[2829850],[2847799] ] cell #4614 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [797144],[911238],[939103],[1030885],[1045172],[1060795],[1081484],[1128293],[1151696],[1163698],[1170524],[1186555],[1240839],[1249019],[1255845],[1273311],[1291774],[1292051],[1298733],[1311811],[1320120],[1341250],[1362596],[1378336],[1378613],[1385295],[1395454],[1419932],[1421275],[1421932],[1436069],[1444249],[1451075],[1471556],[1471833],[1482260],[1486906],[1504122],[1506738],[1508081],[1508738],[1519764],[1537626],[1549900],[1551840],[1558972],[1574712],[1574989],[1581671],[1589302],[1601214],[1601871],[1606326],[1616390],[1627802],[1635946],[1637886],[1645018],[1648862],[1666786],[1667063],[1677490],[1679369],[1682136],[1699352],[1701968],[1703311],[1703968],[1717762],[1722279],[1728571],[1729650],[1729858],[1734183],[1749417],[1755029],[1763674],[1766441],[1776332],[1781129],[1793041],[1793698],[1798153],[1808217],[1819629],[1827773],[1829713],[1836845],[1841382],[1843807],[1848127],[1853441],[1854481],[1856213],[1859453],[1864250],[1873432],[1884241],[1889853],[1904033],[1908550],[1914842],[1915921],[1916129],[1920454],[1935688],[1941300],[1949945],[1952712],[1963163],[1972002],[1974427],[1976452],[1984061],[1990939],[1993364],[2002998],[2005770],[2013807],[2020112],[2022537],[2026857],[2032171],[2033211],[2034943],[2038183],[2042980],[2044059],[2052162],[2062971],[2068583],[2087407],[2087606],[2096246],[2098671],[2105122],[2113961],[2116386],[2118411],[2120143],[2126020],[2132592],[2141431],[2143856],[2145881],[2153490],[2154530],[2156262],[2160368],[2162793],[2172427],[2175199],[2183236],[2204145],[2215668],[2220505],[2220704],[2225691],[2229344],[2231769],[2246047],[2246246],[2254886],[2257311],[2259336],[2263762],[2272601],[2275026],[2277051],[2278783],[2284660],[2287432],[2294636],[2314835],[2315034],[2317582],[2324031],[2327373],[2350816],[2351015],[2362339],[2367176],[2367375],[2372362],[2376015],[2378440],[2380465],[2384617],[2387531],[2408110],[2420248],[2428489],[2448688],[2448887],[2451435],[2457884],[2461226],[2461425],[2469108],[2483537],[2489567],[2500706],[2500905],[2505143],[2508057],[2508256],[2528636],[2544326],[2554256],[2557170],[2557369],[2576133],[2596592],[2619334],[2637993],[2675435], [993132,1504768],[1099947,1876328],[1115814,1634314],[1116456,1634591],[1179403,1699998],[1190824,1711978],[1226702,1996091],[1237826,1759004],[1242634,1761329],[1242861,1761986],[1307641,1826141],[1308283,1826418],[1318672,1837491],[1320292,1838415],[1339817,1598889],[1355464,2109141],[1364892,1877949],[1367212,1883211],[1372106,1885528],[1419038,1678136],[1433056,1945275],[1437864,1947600],[1438091,1948257],[1448923,1959224],[1449565,1959501],[1450714,1959599],[1456084,1964027],[1470349,1727541],[1484139,2210414],[1495333,1997684],[1496990,2001831],[1536193,1790716],[1549031,1804665],[1549673,1804942],[1561268,2056679],[1563588,2061941],[1568482,2064258],[1572646,2067090],[1579520,2074883],[1579747,2075540],[1584505,2289847],[1586813,2080056],[1597366,2088271],[1600079,1852274],[1618842,2105986],[1625035,2111350],[1651314,2133456],[1653854,2135355],[1665579,1913812],[1670274,1676703],[1678206,1926754],[1678433,1927411],[1690563,2167113],[1692220,2171260],[1701648,2176944],[1708862,2184523],[1715737,2189223],[1722195,1969391],[1723774,2389065],[1726082,2196794],[1736635,2205009],[1739175,2206908],[1746928,2213154],[1757481,2221369],[1761127,2412746],[1778640,2238696],[1780809,2240348],[1789193,2246911],[1791906,2031004],[1795932,2036688],[1797123,1803458],[1805006,2044267],[1810669,2264626],[1813209,2266525],[1816862,2269990],[1828056,2279346],[1841298,2079171],[1851416,2297541],[1861761,2305112],[1863930,2306764],[1871407,2312451],[1881752,2320022],[1885000,2322536],[1892305,2328237],[1894845,2330136],[1902008,2335894],[1903544,2134318],[1904316,2337490],[1908466,2138820],[1910045,2509591],[1912353,2343465],[1918927,2148176],[1919287,1925619],[1922906,2351680],[1925446,2353579],[1933199,2359825],[1935368,2361477],[1943752,2368040],[1947398,2533272],[1977864,2393854],[1982036,2396759],[1983572,2205871],[1984344,2398355],[1990855,2212269],[2000973,2410163],[2004321,2412547],[2006911,2414448],[2011318,2417734],[2013487,2419386],[2020028,2237811],[2022045,2239484],[2030146,2431394],[2036322,2036604],[2040491,2438965],[2042660,2440617],[2050137,2446304],[2051673,2265488],[2052445,2447900],[2060482,2453875],[2063730,2456389],[2071035,2462090],[2073575,2463989],[2074681,2607930],[2087820,2474300],[2092876,2477214],[2096162,2304227],[2098179,2305900],[2119823,2495417],[2123995,2498322],[2125531,2329099],[2126303,2499918],[2133952,2134234],[2147293,2514380],[2151465,2517285],[2153773,2518881],[2157403,2651036],[2160284,2358940],[2162301,2360613],[2170402,2530689],[2173750,2533073],[2176340,2534974],[2180747,2538260],[2182916,2539912],[2183995,2540774],[2196365,2549064],[2200803,2551514],[2205505,2205787],[2217709,2407258],[2220918,2564630],[2225974,2567544],[2229260,2416849],[2231277,2418522],[2246460,2581325],[2251516,2584239],[2260748,2590562],[2265122,2265404],[2278463,2602442],[2282635,2605347],[2284943,2606943],[2285983,2607731],[2294552,2471558],[2295488,2614139],[2296726,2614596],[2315248,2486180],[2316702,2489094],[2319593,2628253],[2328733,2329015],[2343036,2642731],[2347474,2645181],[2351229,2647923],[2356285,2650837],[2367589,2658297],[2372645,2661211],[2384040,2543869],[2388004,2671251],[2405965,2559438],[2406892,2407174],[2409348,2682978],[2429341,2694879],[2430579,2695336],[2438536,2700074],[2453446,2708993],[2468324,2610412],[2484221,2485603],[2487394,2623515],[2508530,2739744],[2516470,2743928],[2529874,2751471],[2557671,2558654] ] cell #4615 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [994071],[1080975],[1102451],[1117176],[1117443],[1159496],[1180342],[1190906],[1207376],[1229238],[1240330],[1243701],[1244290],[1272802],[1287527],[1287794],[1309003],[1309270],[1319611],[1320373],[1335701],[1357693],[1364950],[1369748],[1373225],[1402606],[1413698],[1417069],[1417658],[1435560],[1438931],[1439520],[1450285],[1450552],[1450633],[1456142],[1462404],[1484266],[1495414],[1499219],[1532077],[1539334],[1544132],[1547609],[1561326],[1566124],[1569601],[1572491],[1580587],[1581176],[1584632],[1585622],[1586894],[1597424],[1618900],[1625162],[1651372],[1652451],[1653699],[1657634],[1668782],[1672587],[1690644],[1694449],[1701706],[1709981],[1715864],[1723901],[1726163],[1736693],[1737772],[1739020],[1745737],[1747009],[1757539],[1777449],[1778721],[1779761],[1780867],[1789251],[1795513],[1810727],[1811806],[1813054],[1816989],[1828137],[1851543],[1860570],[1861842],[1862882],[1863988],[1871534],[1881833],[1885058],[1892363],[1893442],[1894690],[1902135],[1903125],[1904397],[1910172],[1912434],[1922964],[1925291],[1932008],[1933280],[1934320],[1935426],[1943810],[1977922],[1982163],[1983153],[1984425],[1996859],[2001100],[2004402],[2004645],[2006756],[2010127],[2011399],[2012439],[2013545],[2030273],[2040572],[2042718],[2050264],[2051254],[2052526],[2060563],[2063788],[2071093],[2073420],[2084192],[2088668],[2092957],[2106383],[2110672],[2119881],[2124122],[2125112],[2126384],[2147351],[2151592],[2153854],[2170529],[2173831],[2174074],[2176185],[2180828],[2182974],[2184053],[2187735],[2197164],[2200930],[2213524],[2217290],[2221766],[2226055],[2247308],[2251597],[2260806],[2278521],[2282762],[2285024],[2286064],[2286307],[2289313],[2296053],[2297416],[2310963],[2312326],[2320392],[2343835],[2347601],[2352077],[2356366],[2356609],[2368437],[2372726],[2388531],[2401935],[2410038],[2429906],[2431269],[2439335],[2454245],[2509057],[2517160],[2530564], 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] cell #4616 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [993117],[1115519],[1179388],[1190809],[1235410],[1242573],[1307346],[1318657],[1319805],[1325258],[1364831],[1419023],[1430640],[1437803],[1441948],[1448628],[1450747],[1456023],[1466914],[1488776],[1494913],[1521634],[1524288],[1548736],[1561207],[1572296],[1572679],[1579459],[1586393],[1597305],[1608196],[1610850],[1618781],[1629672],[1633446],[1651253],[1653504],[1653887],[1662144],[1668970],[1678145],[1684006],[1686660],[1690143],[1701177],[1701587],[1713070],[1725662],[1736574],[1738825],[1739208],[1746508],[1757420],[1760777],[1761160],[1768311],[1770965],[1778220],[1779949],[1780338],[1780748],[1789132],[1795871],[1800023],[1802677],[1810608],[1812859],[1813242],[1821499],[1825273],[1827636],[1848749],[1857004],[1861341],[1863070],[1863459],[1863869],[1868740],[1881332],[1884529],[1884939],[1887659],[1892244],[1894495],[1894878],[1899341],[1899474],[1903483],[1903896],[1911933],[1918387],[1922845],[1925096],[1925479],[1932779],[1934508],[1934897],[1935307],[1943691],[1947048],[1947431],[1954582],[1957236],[1958356],[1972416],[1977803],[1979369],[1979502],[1983511],[1983924],[1997769],[1998306],[2003901],[2006561],[2006944],[2010898],[2012627],[2013016],[2013426],[2018283],[2021505],[2027479],[2035734],[2040071],[2042189],[2042599],[2046398],[2047470],[2047603],[2051612],[2052025],[2060062],[2063259],[2063669],[2066389],[2070974],[2073225],[2073608],[2074331],[2074714],[2080141],[2082328],[2087759],[2088891],[2089024],[2092456],[2094417],[2097639],[2110860],[2111524],[2114375],[2119352],[2119762],[2121328],[2121461],[2125470],[2125883],[2130915],[2141845],[2147232],[2148798],[2148931],[2153353],[2157053],[2157436],[2158539],[2159397],[2161761],[2167198],[2167735],[2173330],[2175990],[2176373],[2180327],[2182445],[2182855],[2183524],[2183934],[2189397],[2192229],[2192362],[2194217],[2195726],[2197479],[2202468],[2216082],[2217648],[2218501],[2220857],[2221989],[2222122],[2225554],[2227515],[2228373],[2230737],[2238781],[2240968],[2246399],[2247531],[2247664],[2251096],[2253057],[2255300],[2260277],[2260687],[2262085],[2262871],[2270164],[2273015],[2277992],[2278402],[2279431],[2279968],[2280101],[2284523],[2285563],[2290563],[2291213],[2293669],[2295120],[2300680],[2305197],[2307384],[2315187],[2315457],[2315590],[2316162],[2317445],[2318954],[2320707],[2325696],[2326482],[2336068],[2337575],[2338900],[2339033],[2340888],[2342397],[2344150],[2348812],[2351168],[2355865],[2358225],[2365172],[2367528],[2368660],[2368793],[2372225],[2373578],[2374186],[2375044],[2383672],[2384480],[2386642],[2390431],[2392887],[2396933],[2398440],[2399765],[2399898],[2401635],[2403185],[2403835],[2405326],[2406291],[2407742],[2413302],[2416134],[2424416],[2425066],[2425698],[2426203],[2427522],[2428973],[2434533],[2436388],[2437897],[2447985],[2449310],[2449443],[2451298],[2452807],[2454560],[2460335],[2468148],[2468740],[2474163],[2476325],[2479464],[2480114],[2480746],[2481251],[2482570],[2484058],[2485235],[2486043],[2491994],[2494450],[2500003],[2501328],[2501461],[2504198],[2505006],[2505559],[2510957],[2513413],[2514864],[2520424],[2523711],[2524361],[2524993],[2525498],[2526817],[2528268],[2533828],[2536660],[2543706],[2548104],[2548696],[2553311],[2554119],[2554672],[2559070],[2564493],[2569794],[2570444],[2571076],[2571581],[2572900],[2575765],[2576241],[2581188],[2583350],[2587139],[2589595],[2592260],[2593068],[2593621],[2599019],[2601475],[2608486],[2613227],[2613976],[2617349],[2618966],[2619442],[2626268],[2627885],[2632500],[2633308],[2633861],[2641771],[2642363],[2647786],[2652737],[2653213],[2658160],[2664111],[2666567],[2670372],[2674066],[2681609],[2687348],[2687824],[2694716],[2698089],[2699706],[2708625],[2714048],[2717711],[2722223],[2728492],[2742559],[2755841],[2761173],[2766287],[2779352],[2807973] ] cell #4617 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [874874],[992218],[1053604],[1064330],[1108418],[1115456],[1178489],[1189283],[1190288],[1195908],[1235347],[1288735],[1300245],[1307283],[1311211],[1317758],[1319701],[1325195],[1336288],[1358280],[1364449],[1391138],[1393734],[1418124],[1430577],[1441527],[1441844],[1448565],[1455641],[1466851],[1477944],[1480540],[1488713],[1499806],[1503522],[1521571],[1523867],[1524184],[1532664],[1539493],[1548673],[1554656],[1557252],[1560825],[1571862],[1572233],[1583832],[1596923],[1608133],[1610429],[1610746],[1618399],[1629609],[1633025],[1633342],[1640702],[1643298],[1650871],[1652610],[1653070],[1653441],[1662081],[1668907],[1673174],[1675770],[1683943],[1686239],[1686556],[1695036],[1698752],[1701205],[1723101],[1731568],[1736192],[1737931],[1738391],[1738762],[1743947],[1757038],[1760343],[1760714],[1763380],[1768248],[1770544],[1770861],[1775659],[1775750],[1779886],[1780366],[1788750],[1795297],[1799960],[1802256],[1802573],[1810226],[1811965],[1812425],[1812796],[1821436],[1824852],[1825169],[1832529],[1835125],[1836245],[1851261],[1856941],[1858780],[1858871],[1863007],[1863487],[1878771],[1878927],[1884557],[1887238],[1887555],[1891862],[1893601],[1894061],[1894432],[1899557],[1902909],[1909372],[1917839],[1922463],[1924662],[1925033],[1928805],[1930218],[1930309],[1934445],[1934925],[1943309],[1946614],[1946985],[1949651],[1954519],[1956815],[1957132],[1957935],[1958252],[1966641],[1966797],[1972353],[1973754],[1973845],[1977421],[1979585],[1982937],[1997018],[1998582],[2000818],[2006127],[2006498],[2008337],[2008428],[2012564],[2013044],[2018247],[2029991],[2035671],[2037510],[2037601],[2042217],[2045977],[2046294],[2047686],[2048625],[2051038],[2057501],[2057657],[2063287],[2065968],[2066285],[2070592],[2072791],[2073162],[2073897],[2074268],[2082604],[2083392],[2083483],[2085431],[2087056],[2089107],[2094381],[2109118],[2110797],[2111781],[2114312],[2115713],[2115804],[2119380],[2121544],[2122483],[2124896],[2136070],[2136226],[2141782],[2143183],[2143274],[2146850],[2149014],[2151310],[2156619],[2156990],[2158503],[2159480],[2168011],[2170247],[2175556],[2175927],[2177766],[2177857],[2177922],[2182473],[2183552],[2188920],[2189654],[2192445],[2193906],[2200221],[2207623],[2207779],[2216019],[2216490],[2216581],[2217074],[2218529],[2220154],[2222205],[2227479],[2228456],[2241244],[2242032],[2242123],[2242188],[2244071],[2245696],[2247747],[2252706],[2255237],[2260305],[2262835],[2270421],[2272952],[2274353],[2274444],[2278020],[2280184],[2280244],[2281123],[2290252],[2291241],[2293633],[2297972],[2300763],[2307660],[2308448],[2308539],[2308604],[2310309],[2312148],[2312882],[2314484],[2315673],[2317134],[2323449],[2326446],[2335591],[2336325],[2337036],[2339116],[2339176],[2340577],[2346892],[2348840],[2350465],[2363161],[2363252],[2363317],[2365200],[2366825],[2368876],[2375127],[2383475],[2384169],[2390459],[2392851],[2396456],[2397190],[2397901],[2399981],[2400041],[2401491],[2402874],[2403863],[2410594],[2413385],[2421070],[2421161],[2421226],[2424105],[2425094],[2425726],[2431825],[2434616],[2436077],[2442392],[2446001],[2446735],[2447446],[2449526],[2449586],[2450987],[2457302],[2460299],[2468004],[2473158],[2473852],[2479153],[2480142],[2480774],[2485732],[2492022],[2498019],[2498753],[2499464],[2501544],[2501604],[2504695],[2505248],[2510985],[2513377],[2517716],[2520507],[2523400],[2524389],[2525021],[2531120],[2533911],[2541687],[2547107],[2547960],[2551945],[2553808],[2554361],[2562319],[2564182],[2569483],[2570472],[2571104],[2580183],[2580877],[2587167],[2592757],[2593310],[2599047],[2605778],[2608569],[2612916],[2617377],[2626296],[2632997],[2633550],[2641627],[2645612],[2647475],[2657849],[2664139],[2668215],[2673755],[2681298],[2698117],[2713737],[2720066],[2726335],[2742248],[2777195] ] cell #4618 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [689943],[797099],[823041],[910849],[924350],[939058],[959231],[1004378],[1027099],[1038589],[1045127],[1060406],[1113790],[1121710],[1128248],[1145502],[1163388],[1163653],[1170135],[1182769],[1190649],[1211906],[1233153],[1248709],[1248974],[1255456],[1265625],[1289680],[1291035],[1291703],[1305617],[1313537],[1320075],[1340940],[1341205],[1351671],[1356369],[1373663],[1376242],[1377597],[1378265],[1389227],[1407136],[1419260],[1421249],[1428383],[1443939],[1444204],[1450686],[1458596],[1470817],[1471485],[1476033],[1486234],[1497895],[1506066],[1508055],[1515189],[1519092],[1537316],[1537581],[1548047],[1549874],[1552745],[1570039],[1572618],[1573973],[1574641],[1588630],[1593297],[1599878],[1600984],[1601188],[1605654],[1621354],[1627130],[1635920],[1638791],[1648836],[1653826],[1666047],[1666715],[1671263],[1681464],[1693125],[1701296],[1703285],[1710419],[1715155],[1717736],[1722253],[1727899],[1728978],[1730763],[1734157],[1739147],[1748745],[1759993],[1765769],[1780457],[1785124],[1791705],[1792811],[1793015],[1797481],[1813181],[1818957],[1827747],[1830618],[1841356],[1850834],[1853415],[1855541],[1863578],[1870825],[1873406],[1883569],[1886433],[1894817],[1901426],[1904007],[1908524],[1914170],[1915249],[1917034],[1920428],[1925418],[1926524],[1935016],[1946264],[1952040],[1971976],[1972192],[1981454],[1984035],[1990913],[2000391],[2002972],[2005098],[2006883],[2013135],[2020086],[2029564],[2032145],[2034271],[2042308],[2043387],[2045172],[2049555],[2052136],[2062299],[2065163],[2073547],[2096220],[2108691],[2113935],[2114151],[2119471],[2123413],[2125994],[2141405],[2141621],[2150883],[2153464],[2155590],[2160342],[2169820],[2172401],[2174527],[2176312],[2182564],[2185428],[2193384],[2215642],[2215858],[2218620],[2225665],[2229318],[2254860],[2255076],[2267331],[2272575],[2272791],[2278111],[2282053],[2284634],[2286760],[2291332],[2294610],[2317556],[2330942],[2340055],[2362313],[2362529],[2365291],[2372336],[2375989],[2376205],[2384591],[2400920],[2407746],[2420222],[2420438],[2425185],[2428463],[2428679],[2451409],[2468744],[2480233],[2483511],[2483727],[2505117],[2528272],[2554230],[2575769],[2618970], 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] cell #4619 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1284719],[1319717],[1320239],[1413811],[1441860],[1447477],[1450705],[1520197],[1524200],[1538950],[1539132],[1544265],[1560661],[1572005],[1572637],[1577329],[1606759],[1610762],[1646707],[1652067],[1652249],[1653213],[1653845],[1668569],[1682569],[1686572],[1689039],[1701322],[1701504],[1706637],[1737388],[1737570],[1738534],[1739166],[1766874],[1770877],[1773344],[1775890],[1779548],[1780483],[1780665],[1802589],[1806740],[1808550],[1810343],[1811422],[1811604],[1812568],[1813200],[1815603],[1827924],[1846918],[1859011],[1862669],[1863604],[1863786],[1887571],[1888376],[1890186],[1891979],[1893058],[1893240],[1894204],[1894836],[1897239],[1899669],[1900636],[1904184],[1924805],[1925437],[1929482],[1930449],[1931181],[1934107],[1935042],[1935224],[1957148],[1961882],[1965942],[1973985],[1976785],[1977538],[1979697],[1980664],[1984212],[1996475],[1996657],[2006270],[2006902],[2007601],[2008568],[2009300],[2012226],[2013161],[2013343],[2018086],[2019336],[2037741],[2042334],[2042516],[2046548],[2047798],[2048765],[2052313],[2066301],[2068916],[2070709],[2072934],[2073566],[2077683],[2081794],[2083623],[2086126],[2087746],[2089219],[2090186],[2091848],[2094220],[2095470],[2103841],[2104673],[2107901],[2110459],[2112574],[2115944],[2118744],[2119497],[2119679],[2120406],[2121656],[2122623],[2126171],[2131504],[2143414],[2146214],[2146967],[2149126],[2150093],[2153641],[2158342],[2159592],[2175699],[2176331],[2177997],[2178729],[2182590],[2182772],[2190519],[2191946],[2192557],[2194421],[2196301],[2197282],[2198532],[2200361],[2203057],[2210781],[2211950],[2214892],[2216721],[2219224],[2220056],[2220844],[2222317],[2223284],[2224946],[2225842],[2227318],[2228568],[2242263],[2244766],[2246386],[2247859],[2248826],[2250488],[2252860],[2254110],[2259669],[2262674],[2271214],[2274584],[2277384],[2278137],[2278319],[2280296],[2281263],[2284811],[2289331],[2293279],[2293472],[2296764],[2298837],[2300264],[2300875],[2308679],[2311042],[2313747],[2315174],[2315785],[2317649],[2318818],[2319529],[2320510],[2321760],[2323589],[2326285],[2338617],[2339228],[2341092],[2342972],[2343953],[2345203],[2347032],[2349728],[2351155],[2355257],[2363392],[2365895],[2366727],[2367515],[2368988],[2369955],[2371617],[2372513],[2373989],[2375239],[2380798],[2382977],[2385869],[2388549],[2392497],[2392690],[2399482],[2400093],[2401953],[2405901],[2406094],[2408754],[2409386],[2411459],[2412886],[2413497],[2421301],[2427132],[2427325],[2430617],[2432690],[2434117],[2434728],[2438472],[2442532],[2449027],[2449638],[2451502],[2452671],[2453382],[2454363],[2455613],[2457442],[2460138],[2461565],[2465667],[2467683],[2472660],[2475552],[2482180],[2482373],[2484540],[2487432],[2490112],[2494060],[2494253],[2501045],[2501656],[2503503],[2506395],[2508396],[2509075],[2513023],[2513216],[2516508],[2520008],[2520619],[2526427],[2526620],[2529280],[2529912],[2531985],[2533412],[2534023],[2537767],[2541827],[2545750],[2547639],[2552616],[2555508],[2557509],[2558013],[2562990],[2565882],[2572510],[2572703],[2574708],[2578975],[2579685],[2582577],[2589205],[2589398],[2591565],[2594457],[2597137],[2601085],[2601278],[2604570],[2608070],[2608681],[2612200],[2615196],[2617909],[2622176],[2626828],[2631805],[2634697],[2639417],[2640300],[2641306],[2646283],[2649175],[2651176],[2651680],[2656657],[2659549],[2666177],[2666370],[2669718],[2670153],[2672201],[2676859],[2677742],[2683578],[2686291],[2690815],[2692940],[2695936],[2698649],[2702916],[2707568],[2712545],[2715437],[2719215],[2722765],[2724890],[2728273],[2730321],[2738211],[2738646],[2740694],[2746235],[2752071],[2754784],[2759899],[2765031],[2765466],[2767791],[2776344],[2779894],[2785402],[2787450],[2798469],[2799780],[2805347],[2806699],[2814591],[2824615],[2830592],[2837386],[2849962],[2863872] ] cell #4620 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1116462],[1242637],[1308289],[1320298],[1364895],[1372102],[1437867],[1449571],[1450787],[1456087],[1495329],[1549679],[1561271],[1568478],[1572719],[1579523],[1581740],[1586809],[1597369],[1618845],[1624982],[1651317],[1653927],[1678209],[1690559],[1701651],[1702037],[1708858],[1715684],[1726078],[1736638],[1739248],[1746924],[1757484],[1761200],[1778636],[1780812],[1781198],[1789196],[1795935],[1805002],[1810672],[1813282],[1816809],[1827719],[1828052],[1839603],[1851363],[1861757],[1863933],[1864319],[1871354],[1881748],[1885003],[1885389],[1892308],[1894918],[1901955],[1903547],[1903979],[1904312],[1912349],[1918923],[1922909],[1925519],[1933195],[1935371],[1935757],[1943755],[1947471],[1949892],[1970223],[1977867],[1981983],[1983575],[1984007],[1984340],[1989160],[2000920],[2003984],[2004317],[2006984],[2011314],[2013490],[2013876],[2018333],[2018416],[2022041],[2022484],[2030093],[2036284],[2040487],[2042663],[2043049],[2050084],[2051676],[2052108],[2052441],[2060478],[2063733],[2064119],[2071038],[2073648],[2074754],[2087823],[2092872],[2094467],[2094550],[2098175],[2098618],[2112182],[2112320],[2117323],[2119826],[2120212],[2123942],[2125534],[2125966],[2126299],[2131043],[2133914],[2139652],[2147296],[2151412],[2153436],[2153769],[2157476],[2158589],[2158672],[2162297],[2162740],[2170349],[2173413],[2173746],[2176413],[2180743],[2182919],[2183305],[2183998],[2184384],[2191554],[2191692],[2196361],[2197529],[2197612],[2200750],[2202596],[2205467],[2217712],[2219006],[2220921],[2225637],[2225970],[2227565],[2227648],[2231273],[2231716],[2236435],[2246463],[2251512],[2253107],[2253190],[2257258],[2260751],[2261137],[2262213],[2263004],[2265084],[2270822],[2270960],[2275963],[2278466],[2278852],[2282582],[2284606],[2284939],[2285646],[2285979],[2293061],[2293719],[2293802],[2295435],[2296724],[2298376],[2302851],[2315251],[2316698],[2317528],[2319589],[2320757],[2320840],[2323978],[2325824],[2326615],[2328695],[2338225],[2338363],[2343032],[2344200],[2344283],[2347421],[2349267],[2351232],[2355948],[2356281],[2357564],[2358353],[2365677],[2367592],[2372308],[2372641],[2374236],[2374319],[2374374],[2378387],[2379377],[2383987],[2384563],[2386770],[2388002],[2393020],[2399090],[2399228],[2405961],[2406341],[2406424],[2406854],[2408057],[2409346],[2410998],[2415473],[2416262],[2426914],[2427572],[2427655],[2427710],[2429288],[2430577],[2432229],[2436471],[2438532],[2442921],[2445007],[2451381],[2453442],[2454610],[2454693],[2457831],[2459677],[2459727],[2460468],[2468322],[2469055],[2470893],[2474246],[2476453],[2481962],[2482620],[2482703],[2482758],[2484183],[2485550],[2486126],[2487392],[2488333],[2489565],[2494583],[2497025],[2504513],[2505089],[2505642],[2507296],[2507346],[2508528],[2513546],[2515179],[2516468],[2526867],[2526950],[2527005],[2528583],[2529872],[2531524],[2536788],[2543831],[2544324],[2549011],[2550849],[2553626],[2554202],[2554755],[2556409],[2556459],[2557669],[2558652],[2559385],[2564576],[2566783],[2572950],[2573033],[2573088],[2575347],[2576080],[2576556],[2581271],[2583478],[2584710],[2589728],[2592575],[2593151],[2593704],[2595358],[2595408],[2596590],[2601608],[2604050],[2610410],[2614101],[2614594],[2618548],[2619281],[2619757],[2623513],[2628200],[2632815],[2633391],[2633944],[2635598],[2635648],[2637991],[2638394],[2642678],[2644516],[2647869],[2650076],[2652319],[2653052],[2653528],[2658243],[2660450],[2666700],[2670687],[2671249],[2674149],[2675433],[2675836],[2681692],[2682976],[2686930],[2687663],[2688139],[2694841],[2695334],[2700021],[2704253],[2704656],[2708940],[2714131],[2716338],[2719451],[2722538],[2728807],[2733553],[2733956],[2739742],[2742642],[2743926],[2751469],[2756156],[2759314],[2762913],[2768027],[2779667],[2790682],[2795106],[2799195],[2809713],[2832712] ] cell #4621 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1414812],[1450696],[1451254],[1544311],[1572628],[1578330],[1581690],[1649932],[1653836],[1668448],[1668615],[1673689],[1690040],[1701368],[1701987],[1706683],[1735253],[1739157],[1774345],[1779427],[1779594],[1780529],[1781148],[1795555],[1809287],[1813191],[1815649],[1827803],[1827970],[1833044],[1862548],[1862715],[1863650],[1864269],[1890923],[1894827],[1897285],[1899715],[1903167],[1904063],[1904230],[1925428],[1929528],[1931227],[1932946],[1933986],[1934153],[1935088],[1935707],[1938080],[1950114],[1968379],[1979743],[1983195],[1984091],[1984258],[2006893],[2007647],[2009346],[2011065],[2012105],[2012272],[2013207],[2013826],[2016199],[2018495],[2019382],[2022706],[2042380],[2042999],[2046957],[2047844],[2048530],[2051296],[2052192],[2052359],[2073557],[2078153],[2081840],[2089265],[2091894],[2092623],[2094629],[2095516],[2098840],[2110338],[2110505],[2119543],[2120162],[2120815],[2121702],[2122388],[2125154],[2126050],[2126217],[2130846],[2131913],[2149172],[2153520],[2153687],[2157684],[2158751],[2159638],[2162962],[2176322],[2178775],[2180494],[2182636],[2183255],[2187252],[2190928],[2192603],[2194891],[2196347],[2197691],[2198578],[2200126],[2202399],[2203466],[2211251],[2211996],[2214938],[2217332],[2219270],[2222363],[2224992],[2225721],[2225888],[2226660],[2227727],[2228614],[2231938],[2237027],[2247905],[2250534],[2251263],[2253269],[2254156],[2257480],[2262016],[2263083],[2278183],[2278802],[2280342],[2281028],[2284690],[2284857],[2292103],[2293325],[2293881],[2295570],[2297234],[2298179],[2299246],[2300921],[2303443],[2310480],[2311512],[2314156],[2315831],[2318119],[2318864],[2319575],[2320919],[2321806],[2323354],[2324200],[2325627],[2326694],[2339274],[2341562],[2343018],[2344362],[2345249],[2346797],[2349070],[2350137],[2355303],[2358156],[2365941],[2369034],[2371663],[2372392],[2372559],[2374398],[2375285],[2378609],[2382943],[2386339],[2386573],[2389423],[2391321],[2392543],[2393099],[2400139],[2402274],[2404725],[2405947],[2406503],[2408192],[2409224],[2409856],[2410801],[2411868],[2413543],[2416065],[2427178],[2427734],[2429423],[2431087],[2432032],[2433099],[2434774],[2437296],[2438518],[2442297],[2449684],[2451972],[2452717],[2453428],[2454772],[2455659],[2457207],[2458053],[2459480],[2460547],[2465713],[2467765],[2470219],[2472626],[2476022],[2476256],[2482226],[2482782],[2484506],[2487902],[2488136],[2490433],[2490986],[2492884],[2494106],[2494662],[2501702],[2506865],[2507099],[2509949],[2511847],[2513069],[2513625],[2516978],[2520665],[2526473],[2527029],[2528718],[2529750],[2530382],[2531327],[2532394],[2534069],[2536591],[2537813],[2541592],[2543447],[2547721],[2550175],[2555978],[2556212],[2558095],[2560549],[2562956],[2566352],[2566586],[2572556],[2573112],[2574790],[2577244],[2579021],[2579651],[2583047],[2583281],[2586131],[2589251],[2589807],[2594927],[2595161],[2597458],[2598011],[2599909],[2601131],[2601687],[2605040],[2608727],[2612166],[2613717],[2617991],[2620445],[2622222],[2622636],[2626910],[2629364],[2635167],[2635401],[2637114],[2640770],[2641388],[2643842],[2649645],[2649879],[2651762],[2654216],[2656623],[2660019],[2660253],[2663103],[2666223],[2666779],[2669800],[2672283],[2674556],[2678212],[2682099],[2686373],[2688827],[2692906],[2693609],[2694457],[2698731],[2701185],[2702962],[2703376],[2707650],[2710104],[2715907],[2716141],[2718909],[2719297],[2720928],[2724856],[2725559],[2730403],[2732676],[2736544],[2738293],[2740776],[2743049],[2746705],[2750592],[2754866],[2757320],[2760490],[2763364],[2765113],[2767873],[2769504],[2776038],[2776426],[2778057],[2782688],[2787532],[2789805],[2794107],[2798163],[2798551],[2800371],[2807290],[2810164],[2814673],[2816304],[2825206],[2826230],[2830674],[2831713],[2837977],[2845934],[2850553],[2855826],[2865493],[2876021] ] cell #4622 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4623 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561352],[657427],[708023],[716236],[755876],[762059],[816067],[824761],[825510],[831055],[867380],[914893],[925305],[931488],[934777],[940311],[941815],[947426],[958338],[979184],[984785],[1009785],[1012233],[1034568],[1046110],[1055925],[1056201],[1062108],[1068975],[1080509],[1091421],[1093869],[1101985],[1112897],[1116385],[1133697],[1135969],[1136245],[1144609],[1150976],[1159503],[1165455],[1167903],[1171056],[1181317],[1181789],[1192317],[1206468],[1218002],[1220274],[1220550],[1228330],[1239864],[1243215],[1243491],[1250776],[1253224],[1260802],[1262688],[1263067],[1263539],[1272336],[1278931],[1283248],[1285696],[1293812],[1296084],[1296360],[1304724],[1308212],[1310325],[1332697],[1341901],[1346848],[1348734],[1349113],[1349585],[1354689],[1368840],[1372211],[1372683],[1375218],[1380374],[1382646],[1382922],[1387547],[1387705],[1392420],[1392848],[1401698],[1408263],[1413232],[1415504],[1415780],[1423560],[1425446],[1425825],[1426297],[1435094],[1438445],[1438721],[1446006],[1448454],[1449494],[1466314],[1472474],[1474353],[1474511],[1479226],[1479654],[1495508],[1496215],[1502636],[1505419],[1505695],[1510366],[1512252],[1512631],[1513103],[1518262],[1522225],[1529073],[1538277],[1543224],[1545489],[1545961],[1549602],[1551065],[1551223],[1555938],[1556366],[1565216],[1568587],[1569059],[1571594],[1576750],[1579022],[1579298],[1580101],[1580377],[1586988],[1589814],[1596736],[1598198],[1598356],[1602379],[1604824],[1608787],[1624621],[1625472],[1629072],[1634760],[1635232],[1637111],[1637269],[1641984],[1642412],[1648010],[1661544],[1667704],[1669583],[1669741],[1674884],[1678787],[1679063],[1680634],[1681727],[1684597],[1690738],[1691445],[1697866],[1700649],[1700925],[1705596],[1707861],[1708333],[1708967],[1709439],[1716174],[1719967],[1720125],[1722509],[1724646],[1727069],[1733331],[1750687],[1752576],[1753675],[1756851],[1758313],[1758471],[1762494],[1764939],[1766032],[1768902],[1778815],[1781641],[1788563],[1790025],[1790183],[1794206],[1796651],[1799423],[1805111],[1805583],[1807365],[1808447],[1817299],[1820899],[1826587],[1827059],[1828231],[1828938],[1829096],[1834239],[1835359],[1841612],[1842558],[1846062],[1847914],[1855804],[1861936],[1864762],[1875254],[1875637],[1875795],[1876480],[1878179],[1880316],[1882739],[1889001],[1890083],[1902445],[1904491],[1906238],[1906396],[1908780],[1910917],[1913340],[1919100],[1922276],[1927919],[1931074],[1939946],[1943122],[1944584],[1944742],[1948765],[1950382],[1951210],[1952303],[1962950],[1964257],[1967497],[1973178],[1976682],[1982473],[1984519],[1986266],[1986424],[1988678],[1991169],[1992115],[1994236],[1995619],[1997471],[2005361],[2009193],[2020342],[2021288],[2022218],[2022974],[2024792],[2026644],[2034534],[2036918],[2039055],[2052620],[2054367],[2054525],[2056909],[2059046],[2061469],[2068813],[2078810],[2079843],[2088501],[2091741],[2096476],[2097422],[2098352],[2099108],[2100926],[2102875],[2104909],[2106216],[2115137],[2118641],[2126478],[2128225],[2128383],[2132379],[2133686],[2134548],[2142607],[2146111],[2147963],[2155853],[2160598],[2161544],[2162474],[2163230],[2165048],[2166900],[2174790],[2178622],[2188017],[2195548],[2196581],[2203932],[2205239],[2206101],[2212941],[2221599],[2229574],[2230520],[2231450],[2232206],[2234024],[2238483],[2239271],[2247141],[2250381],[2256062],[2259566],[2263549],[2264856],[2265718],[2273777],[2277281],[2287023],[2294866],[2296335],[2301965],[2304899],[2305687],[2316875],[2319809],[2327160],[2328467],[2329329],[2342219],[2343252],[2351910],[2359612],[2360400],[2368270],[2377191],[2380695],[2387318],[2394084],[2407488],[2417521],[2418309],[2430188],[2435818],[2438752],[2453662],[2462320],[2467813],[2477001],[2488881],[2514610],[2538047],[2547769],[2558143],[2584026],[2641436] ] cell #4624 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1244683],[1335602],[1373852],[1374238],[1418051],[1439913],[1451440],[1466176],[1499120],[1503720],[1504247],[1531978],[1548236],[1548622],[1570228],[1570614],[1581569],[1582436],[1595781],[1622579],[1625433],[1628934],[1633542],[1661406],[1672488],[1677088],[1677615],[1694350],[1698950],[1699477],[1710608],[1710994],[1711088],[1716135],[1722001],[1750549],[1753379],[1755896],[1787608],[1795784],[1799285],[1803893],[1817260],[1820761],[1825369],[1828305],[1836443],[1836970],[1841104],[1842262],[1851814],[1871805],[1874299],[1877671],[1902406],[1903396],[1904565],[1908272],[1918804],[1921321],[1939650],[1942167],[1950343],[1958452],[1963749],[1972882],[1982434],[1983424],[1984593],[1988416],[1990661],[1991819],[2001371],[2019834],[2020992],[2021922],[2022935],[2030544],[2036410],[2050535],[2051525],[2052694],[2056401],[2066933],[2078548],[2087993],[2095968],[2097126],[2098056],[2099069],[2105708],[2114841],[2117774],[2124393],[2125383],[2126552],[2133178],[2134040],[2135198],[2142311],[2151863],[2154022],[2160090],[2161248],[2162178],[2163191],[2170800],[2195286],[2201201],[2204731],[2205593],[2206751],[2217561],[2221091],[2224041],[2224276],[2226223],[2229066],[2230224],[2231154],[2232167],[2246633],[2255766],[2257709],[2264348],[2265210],[2266368],[2273481],[2276414],[2283033],[2285192],[2294358],[2298041],[2301669],[2312951],[2316579],[2324429],[2327959],[2328821],[2329979],[2341957],[2347872],[2351402],[2353422],[2367762],[2370712],[2370947],[2372894],[2376895],[2378838],[2379828],[2383054],[2390517],[2393576],[2403921],[2406980],[2410663],[2414291],[2431894],[2435522],[2443372],[2458282],[2461812],[2463832],[2464762],[2464997],[2467640],[2472737],[2473807],[2484617],[2485687],[2492080],[2511043],[2514102],[2517785],[2521413],[2521648],[2531189],[2534817],[2547596],[2557970],[2564137],[2579762],[2580832],[2587225],[2599105],[2641263],[2647430],[2657804], 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] cell #4625 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4626 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1031273],[1079243],[1155986],[1186943],[1238598],[1271070],[1283842],[1299121],[1316101],[1361461],[1385683],[1411966],[1422275],[1429443],[1433828],[1446600],[1486828],[1502987],[1509081],[1516249],[1552571],[1552800],[1557837],[1559784],[1575484],[1582059],[1602214],[1616381],[1627724],[1638617],[1638846],[1643883],[1645830],[1656678],[1680081],[1681287],[1681896],[1682058],[1698217],[1704311],[1711479],[1729572],[1730589],[1730818],[1741999],[1755020],[1764386],[1765592],[1766201],[1766363],[1777044],[1794041],[1806258],[1808038],[1808208],[1819551],[1830444],[1830673],[1835710],[1837657],[1844519],[1854472],[1855364],[1855973],[1856135],[1860165],[1887894],[1889674],[1889844],[1900154],[1915843],[1916860],[1917089],[1928270],[1929067],[1941291],[1950657],[1951863],[1952472],[1952634],[1965460],[1969540],[1975139],[1976273],[1976443],[1980182],[1994076],[2005692],[2007186],[2018921],[2023249],[2033202],[2034094],[2034703],[2034865],[2038895],[2043981],[2066624],[2068404],[2068574],[2079320],[2081379],[2085183],[2087597],[2089704],[2095055],[2099383],[2107419],[2117098],[2118402],[2134889],[2138969],[2144568],[2145702],[2145872],[2149611],[2154521],[2156184],[2163505],[2175121],[2176615],[2188672],[2196058],[2198117],[2206442],[2212418],[2214477],[2220695],[2222802],[2232481],[2237960],[2240019],[2243823],[2246237],[2248344],[2253695],[2258023],[2259327],[2266059],[2275738],[2277042],[2287354],[2296990],[2304376],[2306435],[2311900],[2315025],[2319286],[2321345],[2324743],[2329670],[2335343],[2342729],[2344788],[2351006],[2353113],[2359089],[2361148],[2367366],[2369473],[2379152],[2380456],[2396208],[2405658],[2409612],[2413982],[2416998],[2419057],[2430843],[2438229],[2440288],[2445753],[2448878],[2453139],[2455198],[2458596],[2461416],[2463523],[2471707],[2487658],[2489902],[2495088],[2497771],[2500896],[2508247],[2516734],[2526184],[2530138],[2534508],[2537524],[2539583],[2544661],[2546859],[2557360],[2562708],[2572267],[2578732],[2594683],[2596927],[2602113],[2604796],[2611180],[2621933],[2626456],[2634923],[2638328],[2640526],[2656375],[2668738],[2675770],[2677968],[2691920],[2707196],[2723870],[2737231],[2764051], 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] cell #4627 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [874880],[992222],[1053610],[1064336],[1108422],[1115452],[1178493],[1189289],[1190359],[1195912],[1235343],[1288741],[1300249],[1307279],[1311282],[1317762],[1319766],[1325191],[1336292],[1358284],[1364387],[1391142],[1393805],[1418128],[1430573],[1441531],[1441909],[1448561],[1455579],[1466847],[1477948],[1480611],[1488709],[1499810],[1503593],[1521567],[1523871],[1524249],[1532668],[1539497],[1548669],[1554660],[1557323],[1560763],[1571803],[1572229],[1583655],[1596861],[1608129],[1610433],[1610811],[1618337],[1629605],[1633029],[1633407],[1640706],[1643369],[1650809],[1652614],[1653011],[1653437],[1662077],[1668903],[1673178],[1675841],[1683939],[1686243],[1686621],[1695040],[1698823],[1701143],[1722924],[1731572],[1736130],[1737935],[1738332],[1738758],[1743770],[1756976],[1760284],[1760710],[1763451],[1768244],[1770548],[1770926],[1775482],[1775631],[1779882],[1780304],[1788688],[1795287],[1799956],[1802260],[1802638],[1810164],[1811969],[1812366],[1812792],[1821432],[1824856],[1825234],[1832533],[1835196],[1836316],[1851265],[1856937],[1858603],[1858752],[1863003],[1863425],[1878015],[1878594],[1884495],[1887242],[1887620],[1891800],[1893605],[1894002],[1894428],[1899440],[1902899],[1909195],[1917843],[1922401],[1924603],[1925029],[1928876],[1930041],[1930190],[1934441],[1934863],[1943247],[1946555],[1946981],[1949722],[1954515],[1956819],[1957197],[1957939],[1958317],[1964093],[1966464],[1972349],[1973577],[1973726],[1977359],[1979468],[1982927],[1997022],[1997735],[2000822],[2006068],[2006494],[2008160],[2008309],[2012560],[2012982],[2018237],[2029995],[2035667],[2037333],[2037482],[2042155],[2045981],[2046359],[2047569],[2048506],[2051028],[2056745],[2057324],[2063225],[2065972],[2066350],[2070530],[2072732],[2073158],[2073838],[2074264],[2080107],[2083215],[2083364],[2085369],[2087050],[2088990],[2094371],[2109122],[2110793],[2111722],[2114308],[2115536],[2115685],[2119318],[2121427],[2122364],[2124886],[2133522],[2135893],[2141778],[2143006],[2143155],[2146788],[2148897],[2151314],[2156560],[2156986],[2158493],[2159363],[2167164],[2170251],[2175497],[2175923],[2177010],[2177589],[2177738],[2182411],[2183490],[2188858],[2189595],[2192328],[2193900],[2200102],[2205075],[2207446],[2216015],[2216313],[2216462],[2217064],[2218467],[2220148],[2222088],[2227469],[2228339],[2238747],[2240414],[2241855],[2242004],[2244009],[2245690],[2247630],[2252647],[2255233],[2260243],[2262825],[2270362],[2272948],[2274176],[2274325],[2277958],[2279397],[2280067],[2281004],[2290246],[2291179],[2293623],[2297913],[2300646],[2305163],[2306830],[2308271],[2308420],[2310299],[2312086],[2312823],[2314478],[2315556],[2317128],[2323330],[2326436],[2335529],[2336266],[2336977],[2337541],[2338999],[2340571],[2346773],[2348778],[2350459],[2361543],[2362984],[2363133],[2365138],[2366819],[2368759],[2375010],[2383465],[2384163],[2390397],[2392841],[2396394],[2397131],[2397842],[2398406],[2399864],[2401485],[2402868],[2403801],[2410535],[2413268],[2419452],[2420893],[2421042],[2424099],[2425032],[2425664],[2431766],[2434499],[2436071],[2442273],[2445939],[2446676],[2447387],[2447951],[2449409],[2450981],[2457183],[2460289],[2467998],[2473148],[2473846],[2479147],[2480080],[2480712],[2485726],[2491960],[2497957],[2498694],[2499405],[2499969],[2501427],[2504689],[2505242],[2510923],[2513367],[2517657],[2520390],[2523394],[2524327],[2524959],[2531061],[2533794],[2541568],[2547045],[2547954],[2551886],[2553802],[2554355],[2562260],[2564176],[2569477],[2570410],[2571042],[2580173],[2580871],[2587105],[2592751],[2593304],[2598985],[2605719],[2608452],[2612910],[2617315],[2626234],[2632991],[2633544],[2641621],[2645553],[2647469],[2657843],[2664077],[2668209],[2673749],[2681292],[2698055],[2713731],[2720060],[2726329],[2742242],[2777189] ] cell #4628 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1414811],[1450695],[1451253],[1544310],[1572627],[1578329],[1581689],[1649926],[1653835],[1668442],[1668614],[1673683],[1690039],[1701367],[1701986],[1706682],[1735247],[1739156],[1774344],[1779421],[1779593],[1780528],[1781147],[1795549],[1809281],[1813190],[1815648],[1827797],[1827969],[1833038],[1862542],[1862714],[1863649],[1864268],[1890917],[1894826],[1897284],[1899714],[1903161],[1904057],[1904229],[1925427],[1929527],[1931226],[1932940],[1933980],[1934152],[1935087],[1935706],[1938074],[1950108],[1968373],[1979742],[1983189],[1984085],[1984257],[2006892],[2007646],[2009345],[2011059],[2012099],[2012271],[2013206],[2013825],[2016193],[2018489],[2019381],[2022700],[2042379],[2042998],[2046951],[2047843],[2048524],[2051290],[2052186],[2052358],[2073556],[2078147],[2081839],[2089264],[2091893],[2092617],[2094623],[2095515],[2098834],[2110332],[2110504],[2119542],[2120161],[2120809],[2121701],[2122382],[2125148],[2126044],[2126216],[2130779],[2131907],[2149171],[2153514],[2153686],[2157617],[2158745],[2159637],[2162956],[2176321],[2178774],[2180488],[2182635],[2183254],[2187250],[2190922],[2192602],[2194885],[2196346],[2197685],[2198577],[2200120],[2202332],[2203460],[2211245],[2211995],[2214937],[2217326],[2219269],[2222362],[2224991],[2225715],[2225887],[2226593],[2227721],[2228613],[2231932],[2236960],[2247904],[2250533],[2251257],[2253263],[2254155],[2257474],[2261949],[2263077],[2278182],[2278801],[2280341],[2281022],[2284684],[2284856],[2292036],[2293324],[2293875],[2295568],[2297228],[2298112],[2299240],[2300920],[2303376],[2310478],[2311506],[2314150],[2315830],[2318113],[2318863],[2319574],[2320913],[2321805],[2323348],[2324194],[2325560],[2326688],[2339273],[2341556],[2343017],[2344356],[2345248],[2346791],[2349003],[2350131],[2355302],[2358089],[2365940],[2369033],[2371662],[2372386],[2372558],[2374392],[2375284],[2378603],[2382881],[2386333],[2386506],[2389421],[2391254],[2392542],[2393093],[2400138],[2402272],[2404658],[2405946],[2406497],[2408190],[2409218],[2409850],[2410734],[2411862],[2413542],[2415998],[2427177],[2427728],[2429421],[2431081],[2431965],[2433093],[2434773],[2437229],[2438517],[2442291],[2449683],[2451966],[2452716],[2453427],[2454766],[2455658],[2457201],[2458047],[2459413],[2460541],[2465712],[2467732],[2470217],[2472564],[2476016],[2476189],[2482225],[2482776],[2484444],[2487896],[2488069],[2490431],[2490984],[2492817],[2494105],[2494656],[2501701],[2506859],[2507032],[2509947],[2511780],[2513068],[2513619],[2516972],[2520664],[2526472],[2527023],[2528716],[2529744],[2530376],[2531260],[2532388],[2534068],[2536524],[2537812],[2541586],[2543445],[2547688],[2550173],[2555972],[2556145],[2558062],[2560547],[2562894],[2566346],[2566519],[2572555],[2573106],[2574757],[2577242],[2579020],[2579589],[2583041],[2583214],[2586129],[2589250],[2589801],[2594921],[2595094],[2597456],[2598009],[2599842],[2601130],[2601681],[2605034],[2608726],[2612104],[2613715],[2617958],[2620443],[2622221],[2622634],[2626877],[2629362],[2635161],[2635334],[2637112],[2640764],[2641355],[2643840],[2649639],[2649812],[2651729],[2654214],[2656561],[2660013],[2660186],[2663101],[2666222],[2666773],[2669767],[2672250],[2674554],[2678206],[2682097],[2686340],[2688825],[2692844],[2693607],[2694455],[2698698],[2701183],[2702961],[2703374],[2707617],[2710102],[2715901],[2716074],[2718907],[2719264],[2720926],[2724794],[2725557],[2730370],[2732674],[2736542],[2738260],[2740743],[2743047],[2746699],[2750590],[2754833],[2757318],[2760488],[2763362],[2765080],[2767840],[2769502],[2776036],[2776393],[2778055],[2782686],[2787499],[2789803],[2794105],[2798161],[2798518],[2800369],[2807288],[2810162],[2814640],[2816302],[2825204],[2826228],[2830641],[2831711],[2837975],[2845932],[2850551],[2855824],[2865491],[2876019] ] cell #4629 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4630 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4631 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4632 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1545323],[1581680],[1582268],[1673725],[1701977],[1707695],[1711150],[1777373],[1781138],[1795437],[1795591],[1800542],[1816661],[1827839],[1828439],[1833080],[1860494],[1864259],[1898297],[1903049],[1903203],[1904099],[1904699],[1918624],[1931932],[1935697],[1938116],[1949996],[1950150],[1955101],[1983077],[1983231],[1984127],[1984727],[2010051],[2013816],[2016235],[2018531],[2021742],[2022588],[2022742],[2042989],[2046993],[2048566],[2050188],[2051178],[2051332],[2052228],[2052828],[2055138],[2066753],[2084116],[2094665],[2097876],[2098722],[2098876],[2120152],[2120851],[2122424],[2124046],[2125036],[2125190],[2126086],[2126686],[2128996],[2131142],[2131949],[2135018],[2153556],[2154156],[2157980],[2158787],[2159418],[2161998],[2162844],[2162998],[2183245],[2187659],[2190964],[2197727],[2200162],[2200854],[2202695],[2203502],[2206571],[2217214],[2217368],[2225757],[2226357],[2226956],[2227763],[2228394],[2230974],[2231820],[2231974],[2236372],[2237323],[2253305],[2257362],[2257516],[2261361],[2262312],[2263119],[2266188],[2278792],[2281064],[2282686],[2284726],[2285326],[2289166],[2292399],[2293917],[2295977],[2297270],[2298475],[2299282],[2300701],[2302788],[2303739],[2310887],[2311548],[2314192],[2316399],[2318155],[2320955],[2323390],[2324082],[2324236],[2324972],[2325923],[2326730],[2329799],[2334534],[2344398],[2346833],[2347525],[2349366],[2350173],[2353242],[2357501],[2358452],[2372428],[2373028],[2374434],[2375065],[2378491],[2378645],[2385286],[2386375],[2386869],[2388384],[2389830],[2390666],[2391617],[2393135],[2395399],[2401788],[2402681],[2405021],[2406539],[2408599],[2409260],[2409892],[2411097],[2411904],[2413323],[2414111],[2415410],[2416361],[2427770],[2429830],[2431123],[2432328],[2433135],[2434554],[2436641],[2437592],[2442333],[2444944],[2452008],[2454808],[2457243],[2457935],[2458089],[2459776],[2460583],[2463652],[2467703],[2470626],[2470830],[2473319],[2474969],[2476058],[2476552],[2482818],[2484723],[2486849],[2487938],[2488432],[2489947],[2490840],[2491393],[2492229],[2493180],[2494698],[2496962],[2506901],[2507395],[2508910],[2510356],[2511192],[2512143],[2513661],[2515925],[2517014],[2520445],[2527065],[2529125],[2529786],[2530418],[2531623],[2532430],[2533849],[2534637],[2535936],[2536887],[2541628],[2543512],[2545585],[2547659],[2550582],[2550786],[2556014],[2556508],[2558033],[2560956],[2561160],[2563173],[2563649],[2565299],[2566388],[2566882],[2573148],[2577651],[2577855],[2580344],[2581994],[2583083],[2583577],[2586538],[2589843],[2594963],[2595457],[2596972],[2597865],[2598418],[2599254],[2600205],[2601723],[2603987],[2605076],[2608507],[2610200],[2613782],[2615855],[2620852],[2621056],[2622701],[2624774],[2626848],[2629771],[2629975],[2635203],[2635697],[2637179],[2639252],[2640806],[2641326],[2644249],[2644453],[2646942],[2649681],[2650175],[2654623],[2654827],[2656840],[2657316],[2658966],[2660055],[2660549],[2663510],[2666815],[2669738],[2671039],[2674621],[2676694],[2678248],[2678582],[2682164],[2684237],[2689234],[2689438],[2690940],[2694016],[2694522],[2696595],[2701592],[2701796],[2703441],[2705514],[2707588],[2710511],[2710715],[2713204],[2715943],[2716437],[2718974],[2720993],[2722890],[2725966],[2729159],[2732741],[2734814],[2738231],[2738829],[2739532],[2743114],[2745187],[2746741],[2747075],[2750657],[2752730],[2757727],[2757931],[2760242],[2760555],[2761850],[2765051],[2765649],[2769569],[2771466],[2774718],[2776103],[2778122],[2780019],[2783095],[2786288],[2789870],[2791943],[2794564],[2796843],[2798228],[2800436],[2801731],[2807042],[2807355],[2808650],[2812449],[2816369],[2818266],[2821827],[2824958],[2825271],[2826687],[2832170],[2834449],[2838042],[2839337],[2846391],[2847174],[2850618],[2851423],[2856283],[2862470],[2865950],[2869946],[2877199],[2884963] ] cell #4633 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1546434],[1582383],[1635705],[1674850],[1708806],[1711156],[1762460],[1795656],[1801645],[1827532],[1828445],[1834205],[1837596],[1878080],[1886627],[1903268],[1904705],[1918676],[1948731],[1950215],[1950596],[1956204],[1964158],[1983296],[1984733],[1997787],[2019824],[2021794],[2022807],[2023188],[2036400],[2051397],[2052834],[2056810],[2065357],[2066679],[2066805],[2080159],[2088402],[2095958],[2097928],[2098941],[2099322],[2106117],[2111210],[2125255],[2126692],[2133587],[2134030],[2134944],[2135070],[2154162],[2160080],[2162050],[2163063],[2163444],[2167216],[2176656],[2189083],[2196897],[2205140],[2205583],[2206497],[2206623],[2213257],[2217433],[2221500],[2226363],[2229056],[2231026],[2232039],[2232420],[2236666],[2238799],[2240060],[2247042],[2257581],[2257962],[2262951],[2264338],[2264757],[2265200],[2266114],[2266240],[2269850],[2285332],[2289298],[2294348],[2297401],[2303082],[2305215],[2306476],[2311613],[2312311],[2316451],[2320125],[2322667],[2324301],[2324682],[2326562],[2327949],[2328368],[2328811],[2329725],[2329851],[2334190],[2335754],[2343568],[2351811],[2353168],[2353294],[2357795],[2358307],[2359928],[2361189],[2368171],[2373034],[2378710],[2379091],[2383044],[2388516],[2390960],[2392967],[2393566],[2393985],[2395055],[2396619],[2401920],[2402733],[2406970],[2409325],[2410023],[2412650],[2412817],[2414037],[2414163],[2415704],[2416216],[2417837],[2419098],[2423151],[2431254],[2436935],[2439068],[2440329],[2444600],[2446164],[2453978],[2456520],[2458154],[2458535],[2460415],[2461802],[2462221],[2463578],[2463704],[2467560],[2471124],[2472727],[2473700],[2474625],[2476123],[2476407],[2477317],[2478199],[2484607],[2484710],[2490079],[2490328],[2490892],[2492523],[2493528],[2493998],[2494530],[2495129],[2496618],[2498182],[2509042],[2511486],[2513493],[2514092],[2514511],[2515581],[2517145],[2522446],[2529851],[2530549],[2533176],[2533343],[2534563],[2534689],[2536230],[2536742],[2538363],[2539624],[2540905],[2545717],[2545966],[2546338],[2547516],[2548544],[2549268],[2550634],[2551374],[2557890],[2561454],[2562923],[2563057],[2563160],[2564030],[2564955],[2565878],[2566737],[2568529],[2578149],[2579752],[2580725],[2581650],[2583148],[2583432],[2584342],[2585224],[2589675],[2590693],[2597104],[2597353],[2597917],[2599548],[2600553],[2601023],[2601555],[2602154],[2603643],[2605207],[2607834],[2608001],[2612133],[2612267],[2612515],[2613548],[2614235],[2615842],[2621350],[2625155],[2625527],[2626705],[2626824],[2627733],[2628457],[2639384],[2639633],[2640005],[2641183],[2642211],[2642935],[2644301],[2645041],[2647323],[2649746],[2650030],[2650940],[2651107],[2655121],[2656590],[2656724],[2656827],[2657697],[2658622],[2659545],[2660404],[2662196],[2665645],[2666115],[2666647],[2668635],[2669595],[2669714],[2670846],[2676826],[2677075],[2677447],[2680649],[2680897],[2682617],[2689732],[2692873],[2693007],[2693255],[2694288],[2694975],[2696582],[2699554],[2701644],[2702384],[2702854],[2705895],[2706267],[2707445],[2707564],[2708473],[2709197],[2712478],[2713585],[2715433],[2716292],[2717977],[2724823],[2724957],[2725205],[2726755],[2727715],[2735195],[2735567],[2737128],[2738088],[2738207],[2738579],[2739210],[2739339],[2742880],[2743567],[2745174],[2746231],[2749142],[2749390],[2751110],[2754780],[2755689],[2763948],[2764908],[2765027],[2765399],[2766030],[2766553],[2773533],[2773781],[2775106],[2775596],[2776340],[2776846],[2779826],[2779890],[2783884],[2784844],[2785335],[2790323],[2797231],[2797721],[2798465],[2798971],[2803829],[2804789],[2805280],[2806631],[2806695],[2807473],[2813353],[2813843],[2814587],[2822446],[2824547],[2824611],[2825389],[2829354],[2829844],[2830588],[2831223],[2837318],[2837382],[2844245],[2845444],[2847793],[2849894],[2849958],[2860958],[2863804],[2863868],[2875687] ] cell #4634 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [911399],[1031422],[1060956],[1155654],[1170685],[1187092],[1207957],[1256006],[1279728],[1294323],[1299270],[1315769],[1370329],[1380885],[1385832],[1403187],[1424114],[1424539],[1429111],[1442486],[1451236],[1472985],[1493088],[1510920],[1511345],[1515917],[1525946],[1550563],[1554087],[1554590],[1566705],[1577261],[1582208],[1602933],[1603358],[1612508],[1617053],[1633984],[1636609],[1640133],[1640636],[1649525],[1668215],[1679514],[1683419],[1688318],[1706150],[1706575],[1711147],[1718425],[1730999],[1731502],[1734846],[1744765],[1755692],[1763819],[1767724],[1772623],[1776477],[1794760],[1795185],[1804335],[1806332],[1808880],[1825811],[1828436],[1831960],[1832463],[1843952],[1848272],[1854104],[1855144],[1856417],[1859598],[1874095],[1879589],[1887968],[1890516],[1900228],[1904696],[1917270],[1917773],[1921117],[1931036],[1941963],[1950090],[1953995],[1958894],[1963308],[1965534],[1969614],[1974572],[1975562],[1977115],[1980256],[1984724],[1993509],[2003661],[2009155],[2022682],[2027002],[2032834],[2033874],[2035147],[2038328],[2052825],[2058319],[2066698],[2069246],[2079394],[2087552],[2089778],[2091703],[2098816],[2105267],[2107493],[2116531],[2119074],[2126683],[2132737],[2134963],[2139043],[2144001],[2144991],[2146544],[2149685],[2154153],[2155193],[2162938],[2173090],[2178584],[2196132],[2196281],[2204290],[2206516],[2212492],[2220650],[2222876],[2224801],[2226354],[2231914],[2238034],[2246192],[2248418],[2250343],[2257456],[2258446],[2259999],[2263907],[2266133],[2275171],[2277714],[2285323],[2304450],[2314980],[2319360],[2319509],[2324176],[2327518],[2329744],[2342803],[2342952],[2350961],[2353187],[2355112],[2359163],[2367321],[2369547],[2371472],[2373025],[2378585],[2381128],[2387676],[2405732],[2405881],[2408693],[2414056],[2417072],[2438303],[2438452],[2448833],[2453213],[2453362],[2458029],[2461371],[2463597],[2465522],[2470720],[2471781],[2490347],[2500851],[2508202],[2526258],[2526407],[2529219],[2534582],[2537598],[2537747],[2545985],[2557315],[2562763],[2572341],[2572490],[2577745],[2578806],[2578955],[2597372],[2611973],[2620946],[2622007],[2622156],[2639652],[2656430],[2677094],[2692713],[2724663], 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] cell #4635 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4636 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1503627],[1632527],[1698857],[1711828],[1753489],[1760239],[1824354],[1836350],[1837693],[1842372],[1877970],[1885416],[1928910],[1939760],[1946510],[1950693],[1957437],[1959716],[1964048],[1972992],[1991929],[1997377],[2004175],[2004764],[2021102],[2023285],[2045479],[2056700],[2064146],[2067043],[2067275],[2073793],[2079749],[2088292],[2097236],[2099419],[2106007],[2114951],[2117354],[2117476],[2133477],[2135308],[2135540],[2142421],[2148452],[2156515],[2161358],[2163541],[2166806],[2173604],[2174193],[2176593],[2176965],[2184411],[2187406],[2196487],[2205030],[2206861],[2207093],[2212847],[2219037],[2221390],[2223658],[2230334],[2232517],[2238389],[2239760],[2239997],[2240369],[2246932],[2252602],[2255876],[2258059],[2261164],[2264647],[2266478],[2266710],[2273591],[2275994],[2276116],[2279039],[2285837],[2286426],[2293092],[2295724],[2301779],[2304805],[2306176],[2306413],[2306785],[2310634],[2317913],[2319715],[2324779],[2328258],[2330089],[2330321],[2334077],[2334133],[2336932],[2337183],[2343158],[2348340],[2351701],[2353532],[2353764],[2356139],[2356728],[2359518],[2360889],[2361126],[2361498],[2365708],[2368061],[2370329],[2377005],[2379188],[2379408],[2379530],[2386133],[2391194],[2393875],[2394942],[2394998],[2397797],[2398048],[2408346],[2414401],[2414633],[2417427],[2418798],[2419035],[2419407],[2423177],[2425226],[2426945],[2429577],[2435632],[2437169],[2438658],[2440266],[2440638],[2442952],[2443074],[2444487],[2444543],[2447342],[2447593],[2451766],[2453568],[2458632],[2459758],[2462111],[2463942],[2464174],[2464379],[2470373],[2474512],[2474568],[2474814],[2476907],[2478225],[2480274],[2481993],[2489370],[2492757],[2495066],[2495438],[2496505],[2496561],[2499360],[2499611],[2503337],[2506659],[2507377],[2511720],[2514401],[2515210],[2515468],[2515524],[2515770],[2518574],[2521030],[2522472],[2523010],[2524521],[2528872],[2534927],[2535159],[2536151],[2537953],[2539561],[2539933],[2546225],[2546281],[2547424],[2549111],[2549294],[2552450],[2555772],[2556490],[2561688],[2562215],[2562686],[2564842],[2564898],[2565144],[2567237],[2568555],[2569093],[2570604],[2576587],[2577398],[2578070],[2581537],[2581593],[2581839],[2583932],[2584973],[2585067],[2585250],[2591399],[2591906],[2595439],[2599782],[2602091],[2602463],[2603530],[2603586],[2606636],[2610812],[2611158],[2612541],[2613417],[2616551],[2619788],[2620599],[2621271],[2625414],[2625470],[2625716],[2625796],[2626613],[2628300],[2628483],[2631639],[2632146],[2635679],[2638657],[2639892],[2639948],[2641091],[2642778],[2642961],[2645713],[2651949],[2653559],[2655042],[2656353],[2658509],[2658565],[2658811],[2660904],[2662222],[2662760],[2668504],[2668895],[2669987],[2671997],[2673380],[2676099],[2677334],[2677390],[2678431],[2679194],[2679540],[2680740],[2680923],[2681799],[2684933],[2686560],[2688170],[2689653],[2691552],[2691898],[2691967],[2693281],[2694157],[2697291],[2704919],[2706154],[2706210],[2707353],[2709040],[2709223],[2712886],[2717849],[2718118],[2720746],[2721838],[2723502],[2723848],[2723917],[2725231],[2726106],[2726624],[2727015],[2728838],[2730117],[2731500],[2734219],[2735454],[2735510],[2736997],[2737388],[2740490],[2741873],[2745883],[2747687],[2748033],[2748102],[2749416],[2750292],[2753426],[2755053],[2759373],[2761311],[2761580],[2763817],[2764208],[2766694],[2768290],[2769322],[2772078],[2772424],[2772493],[2773807],[2775247],[2777875],[2778967],[2780977],[2782360],[2783753],[2784144],[2787246],[2788629],[2792639],[2794903],[2795165],[2796719],[2797372],[2800542],[2801461],[2803698],[2804089],[2808111],[2808380],[2811008],[2813494],[2816122],[2819224],[2820607],[2822315],[2823827],[2825728],[2829495],[2832771],[2834325],[2834978],[2839067],[2841695],[2843663],[2845218],[2853423],[2859091],[2861403],[2867990],[2878497] ] cell #4637 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1284247],[1334971],[1414267],[1447005],[1498489],[1531347],[1544410],[1560189],[1577785],[1621948],[1646235],[1671857],[1682317],[1689495],[1693719],[1706782],[1745193],[1760587],[1766622],[1773800],[1808699],[1809000],[1813775],[1815748],[1831212],[1838062],[1856394],[1869652],[1880017],[1890335],[1890636],[1895411],[1897384],[1907406],[1929692],[1930774],[1931307],[1931464],[1946858],[1952893],[1960071],[1975990],[1976934],[1977235],[1987434],[1999218],[2007811],[2008893],[2009426],[2009583],[2019546],[2035124],[2046597],[2048138],[2048382],[2058747],[2069065],[2069366],[2074141],[2076114],[2082004],[2090733],[2091441],[2091974],[2092131],[2095680],[2120455],[2121996],[2122240],[2131553],[2145419],[2146363],[2146664],[2156863],[2157643],[2168647],[2177240],[2178322],[2178855],[2179012],[2190568],[2194069],[2198742],[2199734],[2199978],[2203106],[2215102],[2225229],[2226619],[2236986],[2240644],[2249373],[2250081],[2250614],[2250771],[2254320],[2258874],[2279095],[2280636],[2280880],[2290415],[2292062],[2295242],[2297201],[2298886],[2303402],[2307060],[2313796],[2321970],[2323206],[2337239],[2340740],[2345413],[2346405],[2346649],[2349777],[2354142],[2355540],[2361773],[2371900],[2373290],[2383794],[2389633],[2391280],[2398104],[2403037],[2404684],[2409823],[2411508],[2419682],[2424268],[2425915],[2429095],[2431054],[2432739],[2437255],[2440913],[2442149],[2447649],[2455823],[2457059],[2465950],[2473477],[2479316],[2480963],[2485357],[2487869],[2491196],[2492843],[2495713],[2499667],[2504320],[2510159],[2511806],[2516945],[2518630],[2523563],[2525210],[2530349],[2532034],[2540208],[2541444],[2553433],[2560759],[2563807],[2567293],[2569646],[2571293],[2580502],[2586341],[2587988],[2592382],[2594894],[2598221],[2599868],[2602738],[2605007],[2606692],[2613079],[2624932],[2626669],[2630589],[2632622],[2635134],[2640737],[2647100],[2654426],[2657474],[2660960],[2663313],[2664960],[2668951],[2670494],[2678179],[2681956],[2689037],[2693819],[2705672],[2707409],[2711329],[2713362],[2718275],[2725769],[2728926],[2734972],[2737444],[2738987],[2750449],[2759621],[2764264],[2765807],[2775404],[2786055],[2797529],[2806421],[2824337], 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] cell #4638 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4639 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1634572],[1725529],[1761908],[1762286],[1804923],[1826399],[1851124],[1881199],[1885618],[1886044],[1911800],[1927333],[1927711],[1948179],[1948557],[1959482],[1971571],[1995119],[1997889],[2000681],[2004945],[2029854],[2039938],[2044357],[2044783],[2059929],[2064348],[2064774],[2075462],[2075840],[2077005],[2080261],[2085008],[2108981],[2111628],[2113530],[2118040],[2141000],[2148381],[2151173],[2155437],[2167318],[2170110],[2174374],[2184613],[2185039],[2186615],[2188497],[2189501],[2196999],[2213359],[2215237],[2218106],[2223955],[2238901],[2239689],[2243648],[2252553],[2254455],[2270268],[2272170],[2276680],[2279551],[2286607],[2287730],[2290818],[2297819],[2305317],[2306105],[2310128],[2311725],[2312729],[2320227],[2322393],[2335168],[2336172],[2336883],[2337695],[2343670],[2348417],[2360030],[2360818],[2364777],[2370626],[2373682],[2373776],[2380094],[2383294],[2390036],[2396033],[2397037],[2397748],[2398560],[2403440],[2410441],[2417939],[2418727],[2424671],[2425303],[2426307],[2426401],[2431672],[2439170],[2443638],[2445578],[2446582],[2447293],[2448105],[2454080],[2456246],[2464676],[2472977],[2477419],[2479719],[2480351],[2481355],[2481449],[2489299],[2491599],[2497596],[2498600],[2499311],[2500123],[2510562],[2517563],[2519086],[2521327],[2523966],[2524598],[2525602],[2525696],[2530967],[2538465],[2540631],[2546684],[2550123],[2551792],[2560497],[2562166],[2567749],[2570049],[2570681],[2571685],[2571779],[2580002],[2584444],[2586079],[2586744],[2588380],[2588474],[2590419],[2598624],[2605625],[2607148],[2610281],[2615779],[2616954],[2624698],[2625873],[2629312],[2630981],[2631075],[2643790],[2645459],[2646866],[2661416],[2663716],[2665352],[2665446],[2668133],[2671120],[2672409],[2678663],[2679952],[2684161],[2696519],[2697694],[2698857],[2710052],[2711721],[2711815],[2719984],[2726253],[2730529],[2739613],[2740902],[2752654],[2777113],[2787658], 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] cell #4640 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4641 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1544956],[1596126],[1674314],[1707328],[1756241],[1787953],[1800677],[1816294],[1833669],[1874644],[1897930],[1921666],[1933748],[1938705],[1942512],[1955236],[1990249],[2004210],[2011867],[2016824],[2050618],[2050918],[2053374],[2055273],[2069795],[2076660],[2093425],[2104306],[2113271],[2124476],[2124776],[2127232],[2129131],[2137950],[2158170],[2159678],[2160814],[2161300],[2173639],[2181296],[2186253],[2199480],[2201284],[2201584],[2209503],[2219689],[2227146],[2228654],[2229790],[2230276],[2237513],[2252065],[2261407],[2262946],[2264188],[2271911],[2283116],[2283416],[2285872],[2287771],[2292589],[2299897],[2300961],[2301235],[2301721],[2303929],[2325018],[2326557],[2327799],[2334580],[2346151],[2347955],[2348255],[2356174],[2356950],[2366360],[2373817],[2375325],[2376461],[2376947],[2385332],[2388180],[2391807],[2392962],[2393416],[2395445],[2405211],[2413583],[2414859],[2423565],[2426442],[2433750],[2434814],[2435088],[2435574],[2437782],[2441651],[2458871],[2460410],[2461652],[2468500],[2469726],[2472240],[2473695],[2475015],[2478613],[2481490],[2486895],[2493370],[2494525],[2505858],[2508706],[2512333],[2513488],[2513942],[2515971],[2519641],[2520705],[2525737],[2534109],[2535385],[2544103],[2548456],[2549682],[2554971],[2558830],[2560056],[2564025],[2565345],[2571820],[2575525],[2576751],[2579265],[2580720],[2582040],[2585638],[2588515],[2589670],[2593920],[2600395],[2601550],[2608767],[2614373],[2618726],[2619952],[2623292],[2625150],[2627645],[2628871],[2631116],[2634160],[2637770],[2642123],[2643349],[2647318],[2648638],[2652497],[2653723],[2657692],[2659012],[2665487],[2666642],[2675212],[2680561],[2682755],[2685380],[2687108],[2688334],[2695113],[2699466],[2700692],[2704032],[2705890],[2708385],[2709611],[2711856],[2713580],[2714900],[2719629],[2727853],[2729284],[2731888],[2733332],[2735190],[2739205],[2743705],[2749054],[2751248],[2753873],[2755601],[2756827],[2760367],[2760811],[2766025],[2768655],[2773445],[2776758],[2784982],[2786413],[2789017],[2790461],[2794454],[2798883],[2800972],[2804927],[2807167],[2807611],[2815455],[2821996],[2825083],[2825527],[2832060],[2838578],[2846281],[2851592],[2862639], [1761265,2226523],[1851897,2298767],[1871888,2488724],[1884797,2324512],[1885462,2324812],[1947536,2373194],[1960394,2186517],[1972934,2391136],[1991871,2561630],[2001454,2411389],[2003935,2413857],[2004117,2414343],[2030627,2432620],[2063527,2458365],[2064192,2458665],[2074819,2285492],[2076765,2288461],[2087833,2474322],[2105548,2625224],[2111558,2489743],[2114893,2492699],[2117271,2494979],[2142363,2511662],[2151946,2349658],[2154322,2157541],[2170883,2531915],[2173364,2534383],[2173546,2534869],[2183792,2378921],[2184457,2379221],[2185785,2381451],[2189431,2544502],[2193919,2547263],[2210279,2678373],[2218316,2562570],[2220931,2564652],[2224401,2684613],[2246473,2581347],[2255818,2437111],[2257792,2260545],[2258092,2261210],[2270198,2596768],[2273533,2599724],[2275911,2602004],[2279672,2459267],[2285597,2463398],[2285779,2463884],[2289712,2717791],[2290265,2610651],[2291028,2611042],[2297749,2614772],[2312659,2623691],[2317147,2626452],[2322328,2731138],[2336102,2638169],[2337816,2506254],[2340590,2640930],[2351242,2515278],[2352988,2355899],[2353474,2356081],[2364987,2656237],[2367602,2658319],[2371072,2753106],[2373612,2535465],[2379325,2539474],[2384182,2668734],[2388930,2761253],[2390246,2671881],[2396967,2675611],[2398681,2555367],[2402887,2679033],[2403650,2679424],[2410371,2683154],[2412347,2770160],[2424118,2691391],[2424881,2691782],[2426237,2576831],[2431602,2695512],[2436090,2584678],[2436170,2436422],[2440179,2442869],[2446512,2704431],[2448226,2594316],[2451000,2707192],[2456181,2788267],[2459037,2602988],[2465122,2792319],[2473865,2720585],[2479166,2723341],[2479929,2723732],[2481285,2620032],[2485745,2726854],[2491809,2730001],[2498530,2733731],[2500244,2634556],[2504708,2737227],[2505261,2638362],[2505341,2505593],[2506024,2638874],[2509456,2808053],[2510772,2740374],[2514926,2515127],[2517493,2744104],[2519207,2649034],[2521773,2812825],[2523413,2747526],[2524176,2747917],[2525532,2653803],[2530897,2751647],[2532873,2816960],[2540566,2820245],[2551722,2763091],[2553821,2764047],[2554374,2675804],[2554454,2554706],[2555137,2676316],[2564195,2769161],[2567870,2685776],[2569496,2771917],[2570259,2772308],[2571615,2688414],[2576303,2576504],[2580890,2777714],[2586954,2780861],[2588310,2700772],[2590354,2836489],[2592770,2783983],[2593323,2704624],[2593403,2593655],[2594086,2705136],[2598834,2787130],[2605555,2790860],[2607269,2715296],[2607531,2842533],[2612929,2794742],[2615343,2796159],[2617164,2796603],[2619504,2619705],[2630911,2731968],[2633010,2803928],[2633563,2733924],[2633643,2633895],[2634326,2734436],[2645389,2809891],[2646430,2854679],[2647488,2810847],[2648804,2744809],[2650637,2855123],[2653275,2653476],[2657862,2815961],[2661537,2754269],[2663926,2819108],[2665282,2756907],[2668228,2821571],[2672344,2823378],[2673768,2823666],[2681311,2767995],[2681391,2681643],[2683725,2768890],[2685546,2770861],[2687886,2688087],[2696083,2833765],[2697904,2834209],[2698792,2869053],[2711651,2789097],[2713750,2841534],[2715066,2791565],[2717629,2843650],[2720079,2844474],[2720816,2844899],[2726348,2799102],[2726583,2728420],[2728554,2728755],[2730464,2801233],[2740837,2852974],[2742261,2853262],[2742937,2879733],[2752218,2815690],[2754039,2817661],[2761091,2861390],[2766205,2825715],[2766466,2767934],[2769392,2827269],[2777208,2867246],[2777945,2867671],[2787593,2838839],[2799235,2800259],[2807891,2878484],[2816192,2856865] ] cell #4642 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1414316],[1465625],[1544764],[1577834],[1628383],[1660855],[1673825],[1689544],[1707136],[1749998],[1773849],[1798734],[1809049],[1816102],[1820210],[1833180],[1870069],[1884822],[1890685],[1897738],[1931372],[1931672],[1936269],[1938216],[1953293],[1960120],[1977284],[1990014],[1999635],[2009491],[2009791],[2014388],[2016335],[2025796],[2047153],[2048158],[2048644],[2048799],[2063552],[2069415],[2076468],[2091150],[2092039],[2092339],[2101930],[2113036],[2121011],[2122016],[2122502],[2122657],[2132109],[2146713],[2157663],[2159068],[2159443],[2169064],[2178920],[2179220],[2183817],[2185764],[2191124],[2199245],[2199754],[2200240],[2200395],[2203662],[2226639],[2228044],[2228419],[2237006],[2249790],[2250679],[2250979],[2260570],[2261327],[2271676],[2279651],[2280656],[2281142],[2281297],[2292082],[2295262],[2299442],[2300351],[2300726],[2303422],[2314352],[2323623],[2324938],[2334500],[2337795],[2345916],[2346425],[2346911],[2347066],[2350333],[2354559],[2373310],[2374715],[2375090],[2383814],[2385252],[2388100],[2389855],[2391300],[2395365],[2398660],[2404704],[2412064],[2413348],[2425935],[2429115],[2433295],[2434204],[2434579],[2437275],[2441416],[2442566],[2448205],[2457476],[2458791],[2468420],[2473497],[2474935],[2480983],[2485377],[2486815],[2491418],[2492863],[2500223],[2504340],[2505778],[2508626],[2510381],[2511826],[2515891],[2519186],[2520470],[2525230],[2532590],[2533874],[2541861],[2548376],[2553453],[2554891],[2558750],[2560981],[2563827],[2565265],[2567849],[2571313],[2575445],[2580522],[2581960],[2586563],[2588008],[2592402],[2593840],[2598443],[2599888],[2607248],[2608532],[2618646],[2624952],[2627565],[2630609],[2632642],[2634080],[2642043],[2647120],[2648558],[2652417],[2654648],[2657494],[2658932],[2661516],[2663535],[2664980],[2670514],[2680481],[2681976],[2685300],[2687028],[2689259],[2694041],[2699386],[2705692],[2708305],[2711349],[2713382],[2714820],[2718295],[2719549],[2725991],[2729049],[2734992],[2739007],[2748974],[2750469],[2753793],[2755521],[2759744],[2765827],[2768394],[2773365],[2775424],[2776678],[2786178],[2793894],[2797549],[2798803],[2806544],[2815194],[2824460],[2831500],[2845721], 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] cell #4643 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4644 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1886604],[1972346],[2005455],[2005906],[2045343],[2065334],[2076939],[2087690],[2114305],[2118305],[2118688],[2141775],[2155947],[2156398],[2174884],[2175335],[2185599],[2186544],[2195723],[2216012],[2218449],[2220788],[2224554],[2246330],[2255230],[2259230],[2259613],[2272945],[2276945],[2277328],[2287117],[2287568],[2287724],[2291161],[2295117],[2315118],[2317396],[2318951],[2322850],[2342394],[2348760],[2351099],[2354865],[2365120],[2367459],[2371225],[2373770],[2380359],[2380742],[2383669],[2384431],[2390379],[2403783],[2405323],[2407739],[2412475],[2425014],[2425646],[2426395],[2428970],[2436339],[2437894],[2451249],[2452804],[2456703],[2459170],[2465275],[2468737],[2474114],[2480062],[2480694],[2481443],[2484055],[2485232],[2485994],[2491942],[2493698],[2504195],[2504957],[2505510],[2506157],[2510905],[2514861],[2524309],[2524941],[2525690],[2528265],[2533001],[2535634],[2541088],[2543703],[2548693],[2553308],[2554070],[2554623],[2555270],[2559067],[2564444],[2570392],[2571024],[2571773],[2575762],[2576238],[2577000],[2581139],[2587087],[2588468],[2590876],[2592257],[2593019],[2593572],[2594219],[2598967],[2600723],[2607659],[2613973],[2617297],[2618963],[2619439],[2620201],[2626216],[2627882],[2631069],[2632497],[2633259],[2633812],[2634459],[2642360],[2647737],[2648937],[2650765],[2652734],[2653210],[2653972],[2658111],[2664059],[2665440],[2665815],[2670369],[2672780],[2674017],[2680323],[2681560],[2685679],[2687345],[2687821],[2688583],[2694713],[2698037],[2699228],[2699703],[2700941],[2702554],[2708622],[2711809],[2713999],[2715199],[2717708],[2721380],[2722220],[2727649],[2728489],[2730900],[2732137],[2741273],[2742510],[2743501],[2754172],[2755838],[2757076],[2759267],[2761170],[2761992],[2766284],[2767106],[2769956],[2778509],[2779349],[2780161],[2788029],[2789266],[2795059],[2799148],[2801873],[2807970],[2808792],[2816756],[2832665],[2839479], [956898,2197439],[1111457,2320667],[1143169,2344110],[1156102,1924204],[1231899,2406251],[1281808,2253017],[1284202,2041735],[1303284,2454520],[1316217,2072333],[1356151,2485034],[1372409,2494410],[1414064,2152362],[1427129,2526777],[1429559,2166449],[1444566,2374146],[1446960,2181991],[1486561,2558332],[1497677,2563484],[1513935,2572860],[1516365,2235425],[1526920,2427482],[1552527,2592059],[1552916,2267760],[1560144,2269435],[1568785,2601435],[1577582,2283532],[1600766,2616166],[1613482,2482530],[1627457,2627147],[1638573,2632299],[1638962,2331371],[1646190,2333046],[1648548,2503997],[1681791,2651999],[1681821,2362683],[1682272,2362688],[1689292,2363741],[1692907,2657151],[1709165,2666527],[1711595,2186235],[1729305,2672923],[1730545,2673533],[1730934,2401349],[1733869,2553110],[1766096,2686610],[1766126,2420592],[1766577,2420597],[1773597,2421650],[1775414,2575027],[1792593,2696906],[1805309,2589555],[1807903,2444158],[1808111,2448335],[1808494,2448971],[1819284,2707887],[1830400,2713039],[1830789,2282482],[1838017,2288158],[1853127,2615690],[1855868,2721888],[1855898,2483881],[1856349,2483886],[1858535,2618228],[1886215,2731653],[1889539,2496176],[1889747,2500353],[1890130,2500989],[1899247,2637370],[1915576,2741416],[1916816,2742026],[1917205,2340484],[1920140,2646777],[1926306,2745498],[1929973,2522015],[1930789,2525849],[1952367,2755103],[1952397,2376359],[1952848,2376364],[1959868,2381376],[1968035,2545420],[1972316,2761507],[1973509,2672520],[1976346,2556817],[1976729,2557453],[1979275,2674812],[2002684,2684072],[2005425,2770464],[2008092,2568098],[2008908,2571932],[2031857,2696430],[2034598,2779017],[2034628,2428833],[2035079,2428838],[2037265,2698968],[2043714,2781903],[2044954,2782513],[2047376,2591080],[2064945,2788782],[2068269,2459192],[2068477,2460873],[2068860,2461509],[2083147,2611681],[2085351,2617624],[2087335,2720949],[2088797,2721184],[2091456,2621598],[2109994,2624609],[2114275,2801388],[2115468,2730640],[2121234,2631320],[2137464,2506179],[2141745,2808307],[2142938,2741013],[2145775,2507704],[2146158,2508340],[2148704,2743305],[2153176,2648959],[2155917,2812150],[2172113,2752565],[2174854,2817264],[2177521,2535370],[2178337,2537189],[2185210,2820760],[2188840,2669098],[2192135,2669333],[2194168,2674322],[2195939,2761864],[2209017,2555292],[2215982,2826562],[2216245,2680063],[2220433,2769525],[2221895,2769760],[2241787,2576736],[2243991,2574423],[2245975,2778078],[2247437,2778313],[2250096,2578397],[2255200,2834905],[2256393,2700677],[2268634,2594241],[2272915,2838994],[2274108,2787769],[2279874,2602923],[2284346,2715221],[2287087,2842837],[2290514,2718402],[2308203,2619937],[2312068,2727218],[2314763,2800392],[2315363,2727453],[2319167,2801745],[2332245,2634481],[2335511,2637135],[2338806,2638809],[2340839,2636880],[2342610,2808664],[2350744,2743070],[2352206,2744744],[2362653,2856158],[2362916,2653708],[2364555,2754194],[2367104,2816325],[2368566,2816560],[2376329,2859018],[2377522,2756812],[2396376,2674577],[2399671,2676251],[2403136,2766978],[2405539,2826701],[2420562,2865825],[2420825,2688319],[2422464,2685701],[2424367,2690954],[2428803,2867085],[2438110,2780033],[2445921,2703397],[2448616,2837998],[2449216,2705071],[2450129,2789002],[2453020,2839351],[2461154,2789826],[2462616,2791500],[2479415,2722904],[2483851,2875467],[2497939,2732697],[2500634,2850574],[2501234,2734371],[2502147,2731873],[2507985,2807311],[2522275,2815440],[2523662,2747089],[2526065,2856297],[2527448,2817596],[2537405,2818280],[2547027,2760511],[2557098,2825227],[2568358,2768640],[2569745,2771480],[2572148,2865964],[2573531,2770796],[2575287,2832045],[2578613,2832184],[2591276,2838657],[2611941,2794439],[2613178,2794578],[2618488,2846266],[2621814,2846405],[2631516,2801051],[2637566,2851671],[2651268,2856778],[2669529,2822075],[2675008,2862718],[2685879,2827182],[2691082,2866752],[2718530,2843980],[2723032,2875134] ] cell #4645 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [2005946],[2087755],[2118753],[2119203],[2156438],[2175375],[2186584],[2196294],[2220853],[2224587],[2224939],[2246395],[2259678],[2260128],[2277393],[2277843],[2287608],[2288539],[2296720],[2315183],[2317429],[2319522],[2322993],[2342965],[2351164],[2354898],[2355250],[2367524],[2371258],[2371610],[2380807],[2381257],[2381460],[2384464],[2387998],[2405894],[2407968],[2409342],[2412870],[2430573],[2436372],[2438465],[2441936],[2451282],[2453375],[2456846],[2459276],[2465308],[2465660],[2468318],[2468966],[2474147],[2486027],[2487388],[2489561],[2493731],[2504990],[2505543],[2506263],[2508524],[2515090],[2516464],[2528494],[2529868],[2533396],[2535667],[2541231],[2544320],[2548922],[2554103],[2554656],[2555376],[2557665],[2558648],[2559296],[2564477],[2566022],[2575343],[2575991],[2576467],[2577033],[2581172],[2584706],[2593052],[2593605],[2594325],[2596586],[2600756],[2603152],[2608054],[2610406],[2614590],[2618544],[2619192],[2619668],[2620234],[2623509],[2628111],[2633292],[2633845],[2634565],[2637987],[2638390],[2639038],[2642589],[2647770],[2649043],[2651160],[2652315],[2652963],[2653439],[2654005],[2658144],[2659689],[2665848],[2671245],[2674050],[2675429],[2675832],[2676480],[2681593],[2682972],[2685785],[2686926],[2687574],[2688050],[2688616],[2695330],[2699932],[2700974],[2702587],[2704249],[2704652],[2705300],[2708851],[2714032],[2715305],[2715577],[2719447],[2721413],[2722449],[2727682],[2728718],[2732170],[2733549],[2733952],[2734600],[2739738],[2742543],[2743534],[2743922],[2744973],[2746375],[2751465],[2754278],[2756067],[2757109],[2759310],[2762220],[2762909],[2767334],[2768023],[2769989],[2771025],[2778542],[2779578],[2780389],[2789299],[2790678],[2791729],[2793635],[2795102],[2795736],[2799191],[2799825],[2802101],[2809020],[2809709],[2810371],[2816789],[2817825],[2822559],[2825758],[2827859],[2832708],[2833342],[2839707],[2852155],[2857455], 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] cell #4646 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4647 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4648 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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[1885493,2323870],[1990283,2405245],[2004244,2413617],[2004832,2413766],[2064223,2457723],[2076796,2467100],[2104492,2487259],[2113305,2493404],[2117309,2494204],[2117534,2494711],[2173673,2534143],[2174261,2534292],[2184488,2542108],[2186407,2542901],[2199514,2391841],[2211368,2559959],[2218354,2562535],[2219875,2565709],[2223616,2566469],[2261241,2442813],[2271945,2600429],[2275949,2601229],[2276174,2601736],[2285906,2608801],[2286494,2608950],[2287785,2609111],[2291066,2611007],[2300083,2475379],[2310004,2622343],[2317309,2626494],[2318236,2628774],[2322849,2731242],[2346185,2512367],[2356208,2520739],[2356796,2520888],[2365025,2656202],[2366546,2659376],[2370287,2660136],[2373831,2661964],[2379363,2666321],[2379588,2666828],[2383170,2668293],[2384344,2668776],[2390284,2671846],[2391915,2549585],[2403688,2679389],[2407716,2681806],[2412385,2770125],[2424919,2691747],[2426456,2692620],[2433936,2582404],[2437816,2441685],[2442907,2589349],[2443132,2589856],[2451162,2707234],[2452089,2709514],[2456702,2788371],[2459075,2712090],[2464337,2716024],[2468714,2718125],[2472171,2613424],[2472853,2720144],[2474027,2720627],[2479967,2723697],[2481504,2724570],[2485907,2726896],[2491847,2729966],[2493617,2802224],[2504870,2737269],[2506062,2737856],[2510810,2740339],[2512441,2643252],[2515165,2645828],[2516335,2519827],[2520988,2649762],[2524214,2747882],[2525751,2748755],[2528242,2750299],[2532911,2816925],[2535547,2754450],[2541087,2820349],[2544034,2668511],[2548670,2761587],[2553983,2764089],[2555175,2764676],[2559044,2766701],[2564357,2769203],[2570297,2772273],[2571834,2773146],[2575739,2775254],[2576542,2692082],[2576913,2775737],[2579196,2694164],[2579878,2777273],[2581052,2777756],[2584931,2698315],[2585541,2588623],[2586992,2780826],[2588529,2781699],[2590875,2836593],[2592932,2784025],[2594124,2784612],[2598872,2787095],[2600642,2839830],[2607569,2842498],[2617202,2796568],[2618940,2797379],[2619743,2724032],[2620114,2797862],[2623223,2726631],[2627859,2801468],[2631130,2803076],[2633172,2803970],[2634364,2804557],[2637701,2737004],[2638615,2737542],[2642337,2808387],[2645720,2645794],[2647650,2810889],[2648842,2811476],[2650675,2855088],[2652711,2813501],[2653514,2748217],[2653885,2813984],[2658024,2816003],[2663964,2819073],[2665501,2819946],[2665734,2859854],[2672382,2822927],[2673930,2823708],[2675143,2763824],[2676057,2764362],[2685584,2828691],[2687322,2829502],[2688125,2772608],[2688496,2829985],[2691974,2692048],[2697942,2834174],[2698830,2868602],[2699680,2834985],[2700854,2835468],[2702473,2869383],[2703963,2783760],[2704877,2784298],[2708599,2839074],[2711870,2840682],[2713912,2841576],[2715104,2842163],[2721048,2844645],[2722197,2845225],[2723924,2723998],[2728793,2800657],[2730502,2848274],[2732050,2849055],[2733263,2803705],[2734177,2804243],[2740875,2852523],[2742423,2853304],[2743169,2879479],[2748109,2748183],[2754077,2858287],[2755815,2859098],[2756989,2859581],[2760742,2822322],[2761061,2861410],[2761764,2861471],[2767972,2826126],[2768248,2826907],[2769624,2864204],[2772500,2772574],[2778177,2867417],[2779326,2867997],[2779933,2887372],[2787631,2871046],[2789179,2871827],[2793864,2843670],[2794973,2874223],[2800491,2847089],[2800549,2800623],[2801645,2876200],[2807861,2878504],[2808564,2878565],[2816424,2881298],[2821599,2860809],[2825735,2825987],[2826601,2863290],[2832579,2886710],[2839251,2888687],[2846798,2846946] ] cell #4649 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [323127],[393562],[430152],[472506],[514088],[519835],[555318],[593001],[606359],[613306],[619167],[690253],[692739],[701989],[714677],[716229],[777807],[797095],[797470],[799819],[818727],[823351],[825837],[851665],[892792],[906542],[910808],[911170],[924660],[939054],[939429],[941778],[970911],[1004688],[1011038],[1026022],[1030807],[1042349],[1045123],[1045498],[1056099],[1060365],[1060727],[1092674],[1125470],[1128244],[1128619],[1134706],[1136143],[1150561],[1163649],[1166708],[1170094],[1170456],[1181692],[1186477],[1190959],[1219011],[1220448],[1248970],[1252029],[1255415],[1255777],[1262273],[1263442],[1289565],[1291983],[1294821],[1296258],[1298655],[1310676],[1320071],[1341201],[1348319],[1349488],[1364067],[1376127],[1378545],[1381383],[1382820],[1385217],[1389112],[1393199],[1415678],[1419780],[1421263],[1425031],[1426200],[1444200],[1451007],[1458481],[1471765],[1475918],[1480005],[1494239],[1505593],[1506586],[1508069],[1511837],[1513006],[1519612],[1537577],[1545864],[1549888],[1552630],[1556717],[1574921],[1579196],[1589150],[1599763],[1601202],[1606174],[1617147],[1621239],[1624206],[1635135],[1635934],[1638676],[1642763],[1648850],[1666995],[1671148],[1675235],[1681984],[1700823],[1703299],[1708236],[1717750],[1722267],[1728419],[1730648],[1734171],[1745332],[1749265],[1755786],[1759878],[1762845],[1766289],[1791590],[1793029],[1798001],[1826962],[1830503],[1834590],[1841370],[1853429],[1855238],[1856061],[1869553],[1873420],[1880156],[1884089],[1886318],[1908538],[1914690],[1916919],[1920442],[1942057],[1946149],[1949116],[1952560],[1976129],[1990927],[1999119],[2002986],[2004795],[2005618],[2032159],[2033968],[2034791],[2045057],[2058886],[2062819],[2065048],[2090634],[2145558],[2155287],[2156110],[2168548],[2172415],[2174224],[2175047],[2185313],[2249274],[2259013],[2286457],[2287280],[2354043],[2356759] ] cell #4650 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [393617],[472519],[514143],[555331],[560674],[606372],[613361],[619180],[651551],[692794],[702002],[707345],[714690],[721280],[755629],[777820],[799832],[810191],[818740],[824083],[830808],[851678],[890709],[892805],[906555],[914215],[925058],[934435],[968828],[970924],[1009538],[1011051],[1011891],[1026345],[1042362],[1055678],[1091174],[1092687],[1093527],[1125483],[1135029],[1135722],[1150305],[1166721],[1167561],[1219334],[1220027],[1252042],[1252882],[1260401],[1262017],[1295144],[1295837],[1346447],[1348063],[1364080],[1381706],[1382399],[1389850],[1423159],[1424775],[1476656],[1494562],[1509965],[1511581],[1553368],[1554845],[1592488],[1623950],[1639414],[1640891],[1683845],[1721164],[1731757],[1743450],[1768150],[1832718],[1840845],[1856843],[1918028],[1954421],[1971465],[2035573],[2140894], [323161,874658],[371691,731413],[385095,750350],[393422,992760],[430186,1053388],[448537,841545],[463447,861536],[470986,871669],[472754,1116043],[492217,900842],[505621,919779],[513948,1179031],[519869,1189067],[533753,958091],[550113,978937],[558947,989674],[566486,999807],[582390,1020275],[589929,1030408],[593035,1288519],[597300,1040266],[604839,1050399],[606607,1307870],[613166,1318300],[624459,839192],[633101,1085943],[642174,860262],[654882,1112650],[663716,1123387],[680424,1144362],[689258,1155099],[690822,1157195],[690960,1414835],[692599,1418666],[696784,1165208],[705618,1175945],[713157,1186078],[714925,1449152],[716263,1451277],[718927,720006],[732782,1206363],[736087,1212504],[764271,1245298],[764409,1774368],[768337,1250529],[783099,1017922],[791741,1277770],[793911,1543119],[795807,1283001],[797432,1284514],[797700,1544458],[798078,1285354],[800067,1549260],[800814,1038992],[813522,1304477],[822356,1315214],[823920,1317310],[824058,1578353],[825697,1582184],[842697,1335019],[842990,1335623],[845976,1341654],[873038,1368735],[875965,1897432],[876343,1374876],[876948,1122113],[888356,889435],[902211,1401593],[905516,1407734],[906121,1152746],[907507,1671905],[907800,1672509],[911567,1414564],[911716,1415257],[911825,1673803],[933700,1440528],[933838,1690063],[935870,1705491],[937766,1445759],[939391,1447272],[939659,1706830],[940037,1448112],[942026,1711632],[949451,1201274],[954048,1464121],[958822,1465340],[959421,1465603],[966475,967554],[983765,1492614],[985757,2007859],[990826,1498537],[991119,1499141],[994105,1505172],[994214,2016313],[1010617,1274361],[1014366,1784611],[1021427,1531395],[1021720,1531999],[1024706,1538030],[1026074,1542823],[1026690,1798449],[1027289,1798712],[1030833,1544439],[1045460,1560456],[1051768,1565111],[1054695,1815796],[1055073,1571252],[1057064,1831260],[1057357,1831864],[1061124,1578082],[1061273,1578775],[1061382,1833158],[1068574,1322465],[1069947,2082052],[1075894,1593972],[1081048,1595812],[1082534,1092253],[1096002,1867732],[1104010,1363646],[1106475,1621996],[1106768,1622600],[1108607,1626879],[1108788,2120989],[1113381,1628098],[1113980,1628361],[1128581,1646502],[1134758,1401297],[1138187,1907454],[1138480,1908058],[1140319,1659351],[1145093,1660570],[1145692,1660833],[1150587,1671886],[1151260,1921352],[1166287,1437119],[1170036,1687844],[1170853,1689792],[1172028,1929740],[1177097,1693767],[1177390,1694371],[1180376,1700402],[1180485,1938194],[1181744,1705195],[1182360,1953008],[1182959,1953271],[1186503,1706811],[1194620,1452690],[1196097,1719611],[1196278,2191102],[1202336,1722870],[1206067,1219063],[1222492,1987482],[1222785,1988086],[1227929,1485983],[1232744,1749713],[1233343,1749976],[1234839,2226547],[1235249,1754087],[1240403,1755927],[1241889,1251608],[1255357,1772149],[1256174,1774097],[1261774,2019594],[1262299,1531376],[1263494,1784315],[1265216,2025511],[1265815,2025774],[1267721,1785799],[1272875,1787639],[1294873,1564815],[1298302,1813823],[1298595,1814427],[1298681,1815777],[1300434,1818706],[1300615,2047131],[1305208,1819925],[1305807,1820188],[1310702,1831241],[1311375,2069481],[1323963,1583601],[1324687,2291990],[1325097,1844890],[1335000,1348345],[1336477,1855290],[1347820,2095728],[1349540,1867436],[1351262,2101645],[1351861,2101908],[1353917,1868211],[1356992,1615448],[1358469,1617199],[1362160,1874330],[1364708,1878540],[1368439,1381435],[1384864,1895459],[1385157,1896063],[1385243,1897413],[1386775,2130596],[1391327,1905882],[1391508,2132087],[1393225,1907435],[1395018,2137636],[1397566,1909141],[1419806,1929721],[1425057,1693748],[1426252,1687548],[1427974,1935984],[1428573,1936247],[1430069,2157571],[1430479,1940358],[1435633,1942198],[1451763,2382473],[1454025,1962468],[1455900,1966410],[1466753,1975510],[1473581,2202149],[1478133,1985910],[1478314,2203640],[1480031,1987463],[1481824,2209189],[1484503,1988497],[1487481,1743716],[1488615,1744713],[1492318,1494291],[1498518,1511863],[1499995,1755838],[1506612,2007840],[1513058,1771853],[1514780,2014103],[1515379,2014366],[1517361,2236114],[1519638,2019575],[1521063,2236914],[1521473,2023620],[1532853,2034020],[1545916,2046166],[1550293,2046941],[1556743,1813804],[1558536,2053060],[1561084,2057270],[1584869,2078629],[1587963,2291853],[1589176,2082033],[1595307,2086712],[1597182,2090654],[1603923,2302530],[1606200,2095709],[1607625,2303330],[1608035,2099754],[1616783,1869669],[1618658,1869573],[1621977,1624232],[1629511,1879537],[1633214,1635187],[1636339,2120799],[1642789,1895440],[1644582,2126918],[1646993,2333451],[1649255,2131897],[1651130,2135839],[1661983,2144939],[1673363,2155339],[1675261,2156892],[1679733,2157926],[1682010,1931493],[1695225,1942109],[1708288,1958124],[1717091,2385028],[1718155,2190912],[1724138,2195367],[1728445,2198771],[1732314,2394316],[1734576,2203450],[1736451,2207392],[1744984,1989830],[1745222,1745358],[1748078,2404475],[1749291,2215131],[1755422,1999235],[1757297,1999139],[1760616,1762871],[1764038,2226902],[1766315,2009612],[1776696,2237269],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] cell #4651 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4652 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4653 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4654 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [323196],[393187],[430221],[435752],[467648],[472477],[513713],[519904],[520389],[525345],[555289],[593070],[601501],[606330],[608777],[612931],[613961],[619138],[628759],[646474],[651056],[672016],[674069],[692364],[701960],[709819],[710040],[714648],[720785],[731371],[740992],[743045],[750308],[759929],[762844],[777778],[779790],[780011],[787399],[792710],[799790],[805114],[807167],[809696],[818258],[818698],[827451],[841050],[851636],[853648],[853869],[861041],[871627],[874569],[874790],[881248],[883301],[890214],[891983],[892323],[892763],[900800],[906513],[910421],[912474],[919737],[921749],[921970],[929358],[932273],[933940],[954734],[963520],[968333],[970102],[970442],[970882],[975580],[989179],[992278],[992718],[994863],[999765],[1001777],[1001998],[1006181],[1006356],[1011009],[1011396],[1019780],[1025631],[1030366],[1032378],[1032599],[1039771],[1041540],[1041880],[1042320],[1050357],[1053299],[1053520],[1059978],[1062031],[1062893],[1079921],[1085901],[1087817],[1087992],[1092645],[1093032],[1108552],[1109293],[1115548],[1118079],[1118300],[1122892],[1124661],[1125001],[1125441],[1130255],[1134315],[1141005],[1149791],[1154604],[1156713],[1157153],[1160288],[1161851],[1162026],[1166679],[1167066],[1175450],[1178549],[1178989],[1181134],[1186036],[1188048],[1188269],[1188978],[1189199],[1196042],[1199023],[1206321],[1207873],[1208048],[1212009],[1214560],[1218620],[1234600],[1235513],[1239276],[1244816],[1245256],[1247172],[1247347],[1252000],[1252387],[1257783],[1271748],[1277728],[1279644],[1279819],[1284859],[1288430],[1288651],[1290370],[1291535],[1294430],[1300379],[1301120],[1307375],[1309906],[1310127],[1314719],[1316828],[1317268],[1317818],[1318258],[1325361],[1329486],[1329661],[1332185],[1334604],[1337293],[1343829],[1362139],[1364038],[1365243],[1368693],[1370245],[1370420],[1374381],[1376932],[1378097],[1380992],[1391272],[1394253],[1401551],[1403103],[1403278],[1407239],[1409790],[1412644],[1418184],[1418624],[1420541],[1421735],[1430743],[1434506],[1440046],[1440486],[1441661],[1442402],[1442577],[1447617],[1448657],[1455325],[1456435],[1460392],[1462358],[1471317],[1478078],[1481059],[1492572],[1493004],[1493179],[1493848],[1495703],[1498122],[1500811],[1507347],[1508541],[1521737],[1524001],[1525862],[1526037],[1528561],[1530980],[1533669],[1539627],[1543077],[1548765],[1552241],[1561619],[1565069],[1566621],[1566796],[1570757],[1572399],[1573308],[1574473],[1585576],[1587183],[1590990],[1597717],[1601674],[1608299],[1610563],[1612424],[1612599],[1615020],[1618083],[1619193],[1621581],[1623150],[1625116],[1634075],[1638287],[1650555],[1651665],[1652744],[1653607],[1655622],[1657588],[1666547],[1669071],[1671490],[1686373],[1688234],[1688409],[1690933],[1693352],[1696041],[1703771],[1714472],[1715818],[1726452],[1730259],[1735876],[1736986],[1738065],[1738928],[1740943],[1743067],[1745691],[1747298],[1757832],[1761789],[1770678],[1772539],[1772714],[1777403],[1779010],[1780050],[1789544],[1793501],[1795467],[1804426],[1809910],[1811020],[1812099],[1812962],[1814977],[1816943],[1825902],[1830114],[1840462],[1850151],[1851497],[1860524],[1862131],[1863171],[1871488],[1882122],[1891546],[1892656],[1893735],[1894598],[1896613],[1902089],[1903079],[1912723],[1916530],[1923257],[1927214],[1931962],[1933569],[1934609],[1944103],[1948060],[1958985],[1969002],[1971082],[1978215],[1982117],[1983107],[1997152],[2001054],[2010081],[2011688],[2012728],[2028881],[2030227],[2040861],[2050218],[2051208],[2060852],[2071386],[2075343],[2084146],[2093246],[2110961],[2124076],[2125066],[2140511],[2147644],[2151546],[2170483],[2181117],[2187689],[2200884],[2217244],[2251886],[2282716],[2296007],[2310917],[2347555],[2429860] ] cell #4655 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4656 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [323593],[393735],[418738],[430618],[467703],[473109],[500857],[514261],[520301],[525400],[555354],[586646],[592052],[601556],[606962],[613479],[614295],[619203],[628814],[646529],[651059],[672071],[673001],[685665],[702025],[709874],[715280],[715879],[720788],[731436],[741047],[741977],[750373],[759984],[762807],[777843],[778833],[779845],[787454],[791984],[805169],[806099],[809699],[818763],[818929],[825411],[827454],[841053],[851701],[852691],[853703],[861044],[871692],[874624],[874741],[881303],[882233],[890217],[891257],[892828],[892994],[900865],[910476],[919802],[920792],[921804],[929413],[932236],[933943],[934618],[954737],[963575],[968336],[969376],[970947],[971113],[975583],[984421],[989182],[992273],[992783],[999830],[1000820],[1001832],[1006184],[1006258],[1011399],[1012074],[1019783],[1030431],[1032433],[1039774],[1040814],[1042385],[1042551],[1050422],[1053354],[1053471],[1055382],[1060033],[1062856],[1081027],[1085966],[1087820],[1087894],[1093035],[1093710],[1102503],[1107442],[1108547],[1109296],[1115551],[1118134],[1122895],[1123935],[1125506],[1125672],[1130258],[1135426],[1141008],[1149846],[1154607],[1157218],[1157384],[1160251],[1161854],[1161928],[1167069],[1167744],[1175453],[1178544],[1179054],[1186101],[1188103],[1189033],[1189150],[1196037],[1199026],[1207446],[1207876],[1212012],[1214563],[1219731],[1229308],[1233874],[1235516],[1240382],[1245321],[1245487],[1247175],[1247249],[1252390],[1253065],[1257856],[1272854],[1277793],[1279647],[1284862],[1285537],[1288485],[1288602],[1290373],[1291437],[1295541],[1300374],[1301123],[1307378],[1309961],[1314722],[1317333],[1317499],[1317813],[1318323],[1325364],[1329489],[1329563],[1332188],[1335715],[1337296],[1343902],[1354180],[1357707],[1369818],[1370248],[1374384],[1375059],[1376935],[1377999],[1382103],[1391267],[1394256],[1402676],[1403106],[1407242],[1409793],[1413750],[1414961],[1418179],[1418689],[1420614],[1421738],[1430746],[1435612],[1440551],[1440717],[1441656],[1442405],[1447620],[1448295],[1448660],[1454288],[1455328],[1460395],[1462418],[1467911],[1471219],[1478073],[1481062],[1484280],[1493007],[1495706],[1499233],[1500814],[1504876],[1507420],[1508544],[1521740],[1523996],[1525865],[1528564],[1532091],[1533672],[1539622],[1540278],[1544202],[1548768],[1552314],[1566194],[1566624],[1570760],[1571435],[1572402],[1573311],[1574375],[1578479],[1584646],[1585636],[1587186],[1591063],[1595570],[1601677],[1608302],[1610558],[1612427],[1618086],[1623153],[1625176],[1625689],[1630669],[1638360],[1650558],[1652739],[1653610],[1655625],[1657648],[1663141],[1666449],[1669074],[1672601],[1686368],[1688237],[1690936],[1694463],[1696044],[1700106],[1702650],[1703774],[1715878],[1716391],[1723915],[1726455],[1730332],[1735879],[1738060],[1738931],[1740946],[1745751],[1747301],[1751178],[1761792],[1770673],[1772542],[1777463],[1779013],[1780053],[1782890],[1787397],[1793504],[1795527],[1809913],[1812094],[1812965],[1814980],[1817003],[1817516],[1822496],[1830187],[1851557],[1852070],[1860584],[1862134],[1863174],[1866011],[1871548],[1872061],[1882125],[1886002],[1891549],[1893730],[1894601],[1896616],[1902149],[1902662],[1903139],[1910186],[1912726],[1916603],[1927217],[1932022],[1933572],[1934612],[1937449],[1948063],[1969005],[1982177],[1982690],[1983167],[1997147],[2001114],[2001627],[2010141],[2011691],[2012731],[2015568],[2030287],[2030800],[2040864],[2044741],[2050278],[2050791],[2051268],[2060855],[2064732],[2075346],[2084206],[2093249],[2110964],[2124136],[2124649],[2125126],[2151606],[2152119],[2170543],[2171056],[2181120],[2184997],[2187749],[2200944],[2201457],[2217304],[2251889],[2282776],[2283289],[2296067],[2310977],[2347615],[2348128],[2429920] ] cell #4657 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4658 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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81],[1812743,2053710],[1816996,2270592],[1823544,2452129],[1823635,2709281],[1851550,2299642],[1854989,2299722],[1861986,2307996],[1870299,2106041],[1871541,2104051],[1874980,1876879],[1879578,2112896],[1881977,2113469],[1885194,2495472],[1887141,2117510],[1892499,2328292],[1894379,2127568],[1902142,2337995],[1910179,2509126],[1912578,2346349],[1923100,2515804],[1924980,2356510],[1941808,2366185],[1943946,2658845],[1945826,2751994],[1956718,2379564],[1975551,2199105],[1978058,2393909],[1982170,2398860],[1999865,2221424],[2001107,2219434],[2004546,2006445],[2030280,2433495],[2033719,2433575],[2040716,2441849],[2058308,2271536],[2060707,2272109],[2063924,2602497],[2065871,2276150],[2071229,2462145],[2073109,2286208],[2088326,2091380],[2144980,2345776],[2147487,2514435],[2151599,2519386],[2155038,2519466],[2169294,2368095],[2170536,2366105],[2173975,2175874],[2184189,2539967],[2246966,2250020],[2258435,2441276],[2260942,2440672],[2351735,2354789] ] cell #4659 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117430],[1206245],[1244081],[1244605],[1287781],[1309257],[1335464],[1368617],[1373335],[1373572],[1401475],[1417449],[1417973],[1439311],[1439835],[1450539],[1465264],[1492496],[1495666],[1498982],[1503748],[1531840],[1543001],[1547719],[1547956],[1564993],[1569711],[1569948],[1580967],[1581491],[1582515],[1587146],[1592995],[1622441],[1625599],[1628022],[1633300],[1660494],[1669034],[1672350],[1677116],[1690896],[1694212],[1698978],[1710091],[1710328],[1711995],[1714853],[1716301],[1726415],[1747261],[1749637],[1753110],[1760697],[1778973],[1780013],[1784822],[1795950],[1798373],[1817426],[1819849],[1825127],[1828389],[1836471],[1837628],[1841993],[1851980],[1862094],[1863134],[1868080],[1870523],[1871971],[1882085],[1884878],[1901124],[1902572],[1903562],[1904649],[1912686],[1918535],[1933532],[1934572],[1939381],[1946968],[1950509],[1950628],[1958210],[1962337],[1972613],[1981152],[1982600],[1983590],[1984677],[1991550],[2001537],[2011651],[2012691],[2020723],[2021653],[2023101],[2023220],[2030710],[2040824],[2046252],[2049253],[2050701],[2051691],[2052778],[2060815],[2063608],[2074251],[2086581],[2093209],[2096857],[2097787],[2099235],[2099354],[2110924],[2114572],[2123111],[2124559],[2125549],[2126636],[2142042],[2152029],[2154106],[2156973],[2160979],[2161909],[2163357],[2163476],[2170966],[2181080],[2183873],[2193082],[2198852],[2201367],[2215212],[2217727],[2226307],[2229955],[2230885],[2232333],[2232452],[2245221],[2251849],[2254430],[2255497],[2257875],[2257994],[2260626],[2273212],[2283199],[2285276],[2289532],[2299498],[2301400],[2314408],[2316310],[2322080],[2324595],[2324714],[2345523],[2348038],[2350389],[2372978],[2376626],[2379004],[2379123],[2382842],[2388750],[2391239],[2402154],[2404643],[2412120],[2433351],[2435253],[2437214],[2455933],[2458448],[2458567],[2472525],[2484405],[2492802],[2509276],[2511765],[2532646],[2579550],[2599827], [370620,2205694],[469915,2328922],[491146,2134141],[499426,1674661],[552877,2407081],[588858,2036511],[590435,1801432],[603768,2265311],[612048,1834016],[644604,2485089],[657646,2495240],[689751,1923446],[699548,2361300],[701120,1939052],[712086,2176767],[713663,1955991],[747929,2558313],[758059,2563539],[771101,2419209],[772673,2017171],[782199,2240171],[803244,2445223],[803475,2055126],[809251,2056028],[816286,2602265],[822849,2071575],[844731,2616221],[856057,2306587],[869248,2627128],[879378,2497241],[879609,2128984],[885385,2129886],[887866,2334813],[917358,2523004],[917522,1687726],[918046,2165597],[924158,2165691],[927488,2657206],[940530,2539735],[942102,1711471],[961159,2672904],[962640,2551065],[962871,1987025],[965985,2395678],[997386,2569087],[997550,1772031],[998074,2234573],[1004186,2234667],[1006072,2423709],[1023461,2696961],[1034787,2440440],[1037423,2261640],[1037646,2267790],[1037883,1814268],[1047978,2707868],[1058108,2604266],[1058339,1829697],[1064115,1837865],[1082044,2475248],[1084562,2616545],[1084726,1867614],[1085250,2101475],[1087708,2478757],[1117199,2630254],[1120544,2325251],[1120767,2331401],[1121004,1895904],[1129957,2131766],[1147430,2741397],[1148911,2644732],[1149142,1906997],[1152256,2516204],[1158285,2745553],[1161742,2357094],[1162678,1935908],[1183657,2662754],[1183821,1705373],[1184345,1951759],[1190457,1959637],[1200784,2385565],[1206153,2671991],[1207764,2549826],[1210963,2208173],[1211200,1987927],[1214262,2203319],[1241399,2565578],[1243917,2684927],[1247063,2415003],[1247999,2014027],[1273871,2582273],[1276389,2697285],[1276553,1784493],[1277077,2025341],[1279535,2585782],[1286069,2781884],[1287550,2702075],[1290072,2046810],[1309026,2710994],[1312371,2067196],[1312594,2067425],[1312831,1831705],[1329377,2469870],[1332148,2302381],[1335081,2474562],[1336995,2299099],[1340230,2101569],[1363156,2487128],[1368525,2730111],[1370136,2629015],[1376634,2120668],[1396014,2135461],[1401383,2740484],[1402994,2643493],[1406193,2136620],[1406430,1907899],[1409492,2349990],[1414767,2353685],[1417285,2745877],[1436629,2659245],[1439147,2753420],[1442293,2176587],[1443229,1952932],[1450308,2758210],[1455288,2384879],[1460094,2190781],[1462841,2202023],[1465681,2390945],[1482820,2207014],[1492404,2679534],[1492895,2560200],[1498599,2564892],[1500513,2411721],[1525753,2239991],[1528524,2235965],[1531457,2581587],[1533371,2432952],[1536606,2025435],[1542909,2780971],[1544520,2440260],[1559532,2266631],[1564901,2787240],[1566512,2709755],[1573010,2066664],[1578285,2464095],[1580803,2792633],[1586059,2291727],[1612315,2306407],[1618046,2486442],[1622058,2625464],[1622852,2314009],[1628439,2492508],[1645578,2330242],[1650518,2334127],[1655324,2134929],[1658071,2130470],[1660911,2511471],[1671967,2515518],[1673881,2353153],[1687634,2748027],[1688125,2361120],[1689995,2535080],[1693829,2658559],[1695743,2532247],[1705281,2819218],[1706892,2539555],[1735839,2394992],[1740645,2206482],[1746174,2404349],[1750054,2561439],[1771939,2772418],[1772430,2419029],[1774300,2414554],[1777886,2236651],[1784401,2834319],[1798790,2436920],[1809873,2444537],[1813885,2706204],[1814679,2266099],[1815858,2602085],[1820266,2599533],[1831322,2603580],[1833236,2463563],[1861007,2303067],[1867522,2796713],[1891509,2496555],[1895521,2735504],[1896315,2329710],[1897494,2495060],[1907516,2639942],[1929802,2656347],[1932445,2357780],[1936325,2655106],[1938272,2534548],[1953349,2536215],[1968965,2546275],[1987544,2677384],[2007921,2562680],[2010564,2415689],[2014444,2689717],[2016391,2414022],[2019656,2691892],[2025852,2578134],[2047209,2597338],[2082114,2611152],[2084629,2471109],[2095790,2723842],[2101986,2621335],[2121067,2490313],[2132165,2639618],[2157602,2656522],[2191180,2545951],[2203718,2677060],[2226578,2562855],[2236945,2692805],[2292021,2612065],[2303361,2724755] ] cell #4660 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [461366],[556866],[631106],[703537],[730483],[762276],[789746],[840204],[870739],[899912],[912768],[931705],[982456],[988333],[1018934],[1029478],[1049469],[1062325],[1105022],[1153758],[1156265],[1159720],[1168727],[1174604],[1185148],[1254048],[1266964],[1279220],[1284013],[1296849],[1313873],[1316380],[1353010],[1383411],[1392709],[1396437],[1408289],[1414226],[1429722],[1446771],[1479515],[1483243],[1516528],[1518774],[1522251],[1538772],[1556227],[1559955],[1577744],[1605336],[1608813],[1642273],[1646001],[1648036],[1651889],[1681146],[1684623],[1689454],[1733357],[1737210],[1752865],[1765451],[1768928],[1773759],[1775538],[1807391],[1808959],[1811244],[1846574],[1858659],[1876506],[1889027],[1890595],[1892880],[1930097],[1931100],[1960030],[1967523],[1977194],[1988704],[1996297],[2008216],[2009219],[2048413],[2069325],[2078836],[2083271],[2091767],[2103085],[2122271],[2146623],[2178648],[2188227],[2195574],[2200009],[2210261],[2250407],[2280911],[2289694],[2296545],[2342245],[2346680],[2388912],[2430398],[2509438] ] cell #4661 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [762899],[874042],[932328],[942273],[985338],[992154],[1052772],[1062948],[1063932],[1069528],[1108354],[1160343],[1171609],[1178425],[1182243],[1188451],[1190323],[1195844],[1207021],[1228883],[1234881],[1261355],[1263993],[1287903],[1300181],[1310878],[1311246],[1317694],[1324729],[1336224],[1347401],[1350039],[1358216],[1369393],[1373137],[1391074],[1393401],[1393769],[1402251],[1409001],[1418060],[1424113],[1426751],[1430111],[1441024],[1441463],[1452706],[1466385],[1477880],[1480207],[1480575],[1488247],[1499742],[1503189],[1503557],[1510919],[1513557],[1521105],[1522963],[1523364],[1523803],[1532600],[1539429],[1543777],[1546415],[1554592],[1556919],[1557287],[1565769],[1569513],[1571767],[1593988],[1602932],[1607667],[1609525],[1609926],[1610365],[1615464],[1629143],[1632522],[1632961],[1635686],[1640638],[1642965],[1643333],[1647936],[1648098],[1652546],[1652975],[1661615],[1668283],[1673110],[1675437],[1675805],[1683477],[1685335],[1685736],[1686175],[1694972],[1698419],[1698787],[1706149],[1708787],[1709893],[1725604],[1731504],[1733257],[1733419],[1737867],[1738296],[1753484],[1754103],[1760248],[1763047],[1763415],[1767782],[1769640],[1770041],[1770480],[1775595],[1779262],[1785815],[1794759],[1799494],[1801753],[1802192],[1806037],[1807291],[1807453],[1811901],[1812330],[1820970],[1824349],[1824788],[1827513],[1832465],[1834792],[1835160],[1835912],[1836280],[1842367],[1844906],[1851197],[1852515],[1852677],[1856475],[1858716],[1862383],[1877218],[1877979],[1881274],[1886735],[1887174],[1888927],[1889089],[1893537],[1893966],[1899393],[1911875],[1917775],[1919528],[1919690],[1924567],[1928472],[1928840],[1930154],[1931162],[1933821],[1939755],[1940374],[1946519],[1949318],[1949686],[1954053],[1956312],[1956751],[1957432],[1957871],[1964057],[1967423],[1967585],[1969727],[1971573],[1973690],[1979421],[1995194],[1996954],[1997955],[2000754],[2002072],[2002234],[2006032],[2008273],[2009281],[2011940],[2021097],[2023636],[2029927],[2031245],[2031407],[2035205],[2037446],[2040013],[2045474],[2045913],[2047522],[2048470],[2056709],[2060004],[2065465],[2065904],[2067038],[2067657],[2067819],[2072696],[2073802],[2079507],[2080327],[2083328],[2085010],[2091829],[2097231],[2099770],[2109054],[2109382],[2109544],[2110173],[2111686],[2113532],[2115649],[2121380],[2122328],[2133486],[2135303],[2136852],[2137014],[2139156],[2141002],[2143119],[2148447],[2151246],[2156524],[2159316],[2167384],[2170183],[2171501],[2171663],[2175461],[2176974],[2177702],[2178710],[2188499],[2189559],[2192281],[2197065],[2200066],[2205039],[2206856],[2208405],[2208567],[2210579],[2212605],[2213425],[2215239],[2216426],[2218108],[2224927],[2228292],[2238147],[2238967],[2239755],[2240378],[2241968],[2243650],[2250469],[2252611],[2254457],[2266473],[2268022],[2268184],[2270326],[2272172],[2274289],[2280968],[2290012],[2290820],[2297877],[2300599],[2304563],[2305383],[2306171],[2306794],[2308384],[2310130],[2311727],[2312787],[2320293],[2323294],[2330084],[2331633],[2331795],[2335170],[2336230],[2336941],[2343736],[2346737],[2348419],[2355238],[2359276],[2360096],[2360884],[2361507],[2363097],[2364779],[2371598],[2374963],[2383296],[2389230],[2390038],[2396035],[2397095],[2397806],[2403442],[2410499],[2417185],[2418005],[2418793],[2419416],[2421006],[2424673],[2425305],[2431730],[2434452],[2439236],[2442237],[2445580],[2446640],[2447351],[2454146],[2457147],[2465648],[2471894],[2472979],[2477485],[2479721],[2480353],[2489365],[2491601],[2497598],[2498658],[2499369],[2509756],[2510564],[2517621],[2523968],[2524600],[2531025],[2538531],[2541532],[2546686],[2551850],[2562224],[2570051],[2570683],[2580004],[2584510],[2586746],[2598626],[2605683],[2610283],[2616956],[2625875],[2645517],[2663718],[2671122],[2678665],[2697696],[2739615] ] cell #4662 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1634635],[1725532],[1761911],[1762355],[1804986],[1826462],[1838459],[1851125],[1881202],[1885622],[1886045],[1911803],[1927336],[1927780],[1948182],[1948626],[1959545],[1960497],[1971572],[1995122],[1997893],[2000682],[2004946],[2029855],[2039941],[2044361],[2044784],[2059932],[2064352],[2064775],[2075465],[2075909],[2076077],[2080265],[2085009],[2108982],[2111629],[2113531],[2118116],[2141001],[2148385],[2151174],[2155438],[2167322],[2170111],[2174375],[2177203],[2184617],[2185040],[2188498],[2189502],[2197003],[2213363],[2215238],[2218107],[2223959],[2238905],[2239693],[2240607],[2243649],[2252554],[2254456],[2270269],[2272171],[2276756],[2279555],[2286608],[2290819],[2297820],[2305321],[2306109],[2307023],[2310129],[2311726],[2312730],[2320231],[2322394],[2335169],[2336173],[2336884],[2337699],[2343674],[2348418],[2360034],[2360822],[2361736],[2364778],[2370630],[2373683],[2380170],[2383295],[2390037],[2396034],[2397038],[2397749],[2398564],[2403441],[2410442],[2417943],[2418731],[2419645],[2424672],[2425304],[2426308],[2431673],[2439174],[2440876],[2443714],[2445579],[2446583],[2447294],[2448109],[2454084],[2456247],[2464680],[2472978],[2477423],[2479720],[2480352],[2481356],[2489303],[2491600],[2495676],[2497597],[2498601],[2499312],[2500127],[2510563],[2517564],[2519090],[2521331],[2523967],[2524599],[2525603],[2530968],[2538469],[2540171],[2540632],[2546685],[2550127],[2551793],[2560501],[2562167],[2567753],[2570050],[2570682],[2571686],[2580003],[2584448],[2586083],[2586745],[2588381],[2590420],[2598625],[2602701],[2605626],[2607152],[2610282],[2615780],[2616955],[2624699],[2625874],[2629316],[2630982],[2643794],[2645460],[2646867],[2661420],[2663717],[2665353],[2668134],[2671121],[2672410],[2678664],[2679953],[2684162],[2696520],[2697695],[2698858],[2710056],[2711722],[2719985],[2726254],[2730530],[2739614],[2740903],[2752655],[2777114],[2787659], [730086,1973638],[870342,2115597],[899515,2143067],[911282,1674518],[982059,2216374],[1029081,2037394],[1031299,1801283],[1049072,2274237],[1060839,1833873],[1099905,2311460],[1115772,2323242],[1155868,1923486],[1168330,2363045],[1170568,1938909],[1184751,2177650],[1186969,1955842],[1226599,2402439],[1237784,2409172],[1253651,2420954],[1255889,2017028],[1266567,2241916],[1291732,2445313],[1292095,2054046],[1299147,2055879],[1307599,2457095],[1315983,2071615],[1339775,2475970],[1352613,2308332],[1367109,2490598],[1378294,2497331],[1378657,2127904],[1385709,2129737],[1388196,2334903],[1421829,2522965],[1421857,2164551],[1422301,2164554],[1429325,2165731],[1433014,2529698],[1448881,2541480],[1451119,1960204],[1470246,2550340],[1471514,2551155],[1471877,2210175],[1475002,2395768],[1508635,2569048],[1508663,2233527],[1509107,2233530],[1516131,2234707],[1518042,2423670],[1536151,2582995],[1548989,2442185],[1551714,2261730],[1551934,2266855],[1552357,2267622],[1563485,2597623],[1574670,2604356],[1575033,2070467],[1582085,2076532],[1598847,2475338],[1601768,2616506],[1601796,2309889],[1602240,2309892],[1604604,2478718],[1634272,2630344],[1637760,2325341],[1637980,2330466],[1638403,2331233],[1647824,2503821],[1665476,2644007],[1666744,2644822],[1667107,2138622],[1670232,2516294],[1676661,2649593],[1680414,2357055],[1681312,2361909],[1703865,2662715],[1703893,2180197],[1704337,2180200],[1711361,2185690],[1720616,2385655],[1725504,2671662],[1726849,2549787],[1729952,2400444],[1730375,2401211],[1733145,2552934],[1758962,2565668],[1761883,2684888],[1764719,2414964],[1765617,2419818],[1790674,2582363],[1793595,2697246],[1793623,2243473],[1794067,2243476],[1796431,2585743],[1803355,2701350],[1804623,2702165],[1807179,2443982],[1826099,2711084],[1829587,2279577],[1829807,2281577],[1830230,2282344],[1845842,2469831],[1848336,2477854],[1850719,2615166],[1852403,2615514],[1855389,2483107],[1876286,2487218],[1881174,2729782],[1882519,2628976],[1888815,2496000],[1906887,2337721],[1911775,2740155],[1913120,2643454],[1916223,2339579],[1916646,2340346],[1919416,2646601],[1924387,2519112],[1927308,2745838],[1945233,2659335],[1948154,2753381],[1950990,2373335],[1951888,2375585],[1959182,2758300],[1963372,2544896],[1967311,2545244],[1969670,2552204],[1971860,2672224],[1986915,2398586],[1995094,2767587],[1995399,2560161],[2000276,2683548],[2001960,2683896],[2024572,2425960],[2027066,2422806],[2029449,2695906],[2031133,2696254],[2034119,2428059],[2039913,2780642],[2041258,2588033],[2055016,2448131],[2059904,2786911],[2061249,2709716],[2067545,2458828],[2072516,2607174],[2075437,2792594],[2079450,2611385],[2100706,2481008],[2105331,2624085],[2108576,2728243],[2109270,2624433],[2113819,2730344],[2128874,2500149],[2132801,2503473],[2136740,2505815],[2139099,2503091],[2141289,2740717],[2150768,2646253],[2152452,2648595],[2164523,2814387],[2164828,2525255],[2166632,2661442],[2169705,2752041],[2171389,2752389],[2180169,2818889],[2181514,2665005],[2204354,2552586],[2208293,2554928],[2212548,2679767],[2215526,2767814],[2233499,2830388],[2233804,2571338],[2235608,2567775],[2238090,2574731],[2243445,2832520],[2254744,2698672],[2263971,2591535],[2267216,2785372],[2267910,2593877],[2268958,2711374],[2272459,2787473],[2281938,2712515],[2283622,2714857],[2304506,2617932],[2309861,2846741],[2327582,2631775],[2330827,2805317],[2331521,2634117],[2332569,2630634],[2339940,2738616],[2357395,2750694],[2359219,2651703],[2362197,2814614],[2363831,2753830],[2375873,2754807],[2387740,2670123],[2400805,2765436],[2415304,2682201],[2417128,2686314],[2420106,2830615],[2421740,2685337],[2424010,2776140],[2428347,2776367],[2444248,2786370],[2470171,2719011],[2471837,2719238],[2479058,2798265],[2483395,2798492],[2496266,2729241],[2504087,2807124],[2521905,2815361],[2545510,2760324],[2553200,2825040],[2567988,2768561],[2574917,2831966],[2611571,2794360],[2618118,2846187] ] cell #4663 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1373117],[1502744],[1569493],[1626546],[1632537],[1697974],[1709873],[1719278],[1754413],[1806017],[1818373],[1824364],[1835467],[1845216],[1878454],[1905549],[1928027],[1940684],[1951456],[1957447],[1966324],[1985577],[2023946],[2025038],[2037026],[2045489],[2057184],[2067967],[2100080],[2101172],[2134656],[2135753],[2137162],[2148462],[2165294],[2177449],[2206209],[2207306],[2208715],[2234270],[2239770],[2241715],[2252114],[2265826],[2268332],[2306186],[2308131],[2329437],[2331943],[2334240],[2336444],[2360899],[2362844],[2395105],[2397309],[2407596],[2418808],[2420753],[2423101],[2444650],[2446854],[2478149],[2489380],[2496668],[2498872],[2522396],[2523117],[2546388],[2561727],[2568479],[2569200],[2591830],[2612465],[2616658],[2622446],[2632070],[2662867],[2668396],[2673304],[2697398],[2712810],[2720247],[2741797],[2777376], 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] cell #4664 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1243612],[1372229],[1438842],[1451314],[1495526],[1502618],[1568605],[1580498],[1581704],[1587006],[1625454],[1633434],[1679184],[1690756],[1697848],[1702001],[1708985],[1711126],[1716156],[1726275],[1747121],[1753004],[1760559],[1761176],[1778833],[1781162],[1805129],[1817281],[1825261],[1828249],[1828415],[1835341],[1841887],[1851835],[1861954],[1864283],[1871826],[1881945],[1884593],[1884735],[1902427],[1904509],[1904675],[1912546],[1919118],[1927901],[1933392],[1935721],[1939275],[1946830],[1947447],[1949914],[1950364],[1958344],[1961573],[1972507],[1982455],[1984537],[1984703],[1991444],[1998618],[2001392],[2003951],[2011511],[2013840],[2020617],[2022236],[2022506],[2022956],[2030565],[2036900],[2040684],[2043013],[2046386],[2050556],[2052638],[2052804],[2060675],[2063323],[2063465],[2066558],[2074113],[2074730],[2082640],[2085817],[2093069],[2096751],[2098370],[2098640],[2099090],[2103532],[2112287],[2114466],[2120176],[2124414],[2126496],[2126662],[2131002],[2131065],[2134530],[2134823],[2141936],[2147846],[2151884],[2153966],[2154132],[2156835],[2157452],[2160873],[2162492],[2162762],[2163212],[2168047],[2170821],[2173380],[2180940],[2183269],[2183588],[2183730],[2191659],[2197994],[2201222],[2202555],[2202618],[2206083],[2206376],[2218915],[2226167],[2226333],[2229849],[2231468],[2231738],[2232188],[2236550],[2239154],[2241280],[2244457],[2251709],[2253572],[2255391],[2257280],[2257730],[2260341],[2260483],[2262172],[2262235],[2265700],[2265993],[2270927],[2273106],[2278816],[2280280],[2283054],[2285136],[2285302],[2285613],[2292970],[2298335],[2298398],[2298705],[2301294],[2302966],[2305570],[2307696],[2316893],[2321222],[2324000],[2324450],[2325783],[2325846],[2329311],[2329604],[2334020],[2338330],[2339212],[2344665],[2347893],[2348876],[2349226],[2349289],[2349596],[2353047],[2355915],[2357679],[2358375],[2360283],[2365586],[2372838],[2373004],[2374341],[2376520],[2378409],[2378859],[2386729],[2386792],[2388273],[2390578],[2390844],[2394885],[2399195],[2400077],[2406806],[2407470],[2408079],[2410957],[2411020],[2411327],[2413916],[2415588],[2416284],[2418192],[2425762],[2426823],[2427677],[2432188],[2432251],[2432558],[2435147],[2436438],[2436553],[2436819],[2444430],[2445122],[2449622],[2455075],[2457853],[2458303],[2459636],[2459699],[2463457],[2468593],[2469077],[2471008],[2472143],[2476475],[2480810],[2481871],[2482725],[2488292],[2488355],[2488662],[2488764],[2489836],[2492141],[2492407],[2496448],[2497140],[2501640],[2505609],[2507255],[2507318],[2508799],[2511104],[2511370],[2514829],[2522897],[2525057],[2526972],[2528605],[2531483],[2531546],[2531853],[2534442],[2536114],[2536810],[2544006],[2544595],[2546168],[2549033],[2550964],[2554722],[2556368],[2556431],[2557775],[2558923],[2559407],[2561072],[2561338],[2562473],[2566805],[2568980],[2571140],[2573055],[2575618],[2576102],[2576206],[2578033],[2579168],[2583500],[2593671],[2595317],[2595380],[2596861],[2599166],[2599432],[2604165],[2610516],[2610945],[2614865],[2616438],[2618819],[2619303],[2619407],[2621234],[2622374],[2623195],[2623784],[2626332],[2628222],[2630153],[2633911],[2635557],[2635620],[2637673],[2638262],[2642700],[2644631],[2650098],[2652590],[2653074],[2653178],[2655005],[2656140],[2660472],[2662647],[2668324],[2671355],[2671784],[2675115],[2675704],[2679327],[2681659],[2683247],[2687201],[2687685],[2687789],[2689616],[2691685],[2695605],[2697178],[2700043],[2701974],[2703935],[2704524],[2708962],[2710893],[2716360],[2719722],[2720175],[2722560],[2723635],[2728457],[2729904],[2733235],[2733824],[2739848],[2740277],[2744197],[2747820],[2751740],[2756178],[2758109],[2760714],[2763184],[2766166],[2772211],[2777304],[2779689],[2780764],[2787033],[2790953],[2793760],[2796506],[2809984],[2819011],[2822684],[2834112],[2852280] ] cell #4665 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [911400],[957057],[1031426],[1060957],[1111616],[1143328],[1155730],[1170686],[1187096],[1232058],[1256007],[1281967],[1294324],[1299274],[1303443],[1315845],[1356310],[1372568],[1380886],[1385836],[1424115],[1424543],[1427288],[1429187],[1444725],[1451237],[1472986],[1486371],[1497836],[1510921],[1511349],[1514094],[1515993],[1527079],[1550639],[1552686],[1554091],[1554591],[1568944],[1577262],[1582212],[1600925],[1602934],[1603362],[1613641],[1627267],[1636685],[1638732],[1640137],[1640637],[1649601],[1668216],[1679518],[1681601],[1683420],[1693066],[1706151],[1706579],[1709324],[1711223],[1718501],[1729115],[1730704],[1731003],[1731503],[1734922],[1763823],[1765906],[1767725],[1776481],[1792752],[1794761],[1795189],[1805468],[1806333],[1819094],[1828512],[1830559],[1831964],[1832464],[1843956],[1848276],[1854180],[1855678],[1856418],[1859602],[1874171],[1886374],[1887969],[1900229],[1904772],[1915386],[1916975],[1917274],[1917774],[1921193],[1926465],[1950094],[1952177],[1953996],[1963312],[1965535],[1969615],[1972264],[1974576],[1980257],[1984800],[1993513],[2003737],[2005235],[2022686],[2027006],[2032910],[2034408],[2035148],[2038332],[2043524],[2045113],[2052901],[2065104],[2066699],[2079395],[2087556],[2089779],[2098820],[2105271],[2107494],[2114223],[2116535],[2126759],[2132741],[2134964],[2139044],[2141693],[2144005],[2149686],[2154229],[2155727],[2162942],[2173166],[2174664],[2185369],[2196133],[2204294],[2206517],[2212493],[2215930],[2220654],[2222877],[2226430],[2231918],[2238035],[2246196],[2248419],[2255148],[2257460],[2263911],[2266134],[2272863],[2275175],[2285399],[2286897],[2304451],[2314984],[2319361],[2324180],[2327522],[2329745],[2342804],[2350965],[2353188],[2359164],[2362601],[2367325],[2369548],[2373101],[2376277],[2378589],[2387680],[2405733],[2408697],[2414057],[2417073],[2420510],[2428751],[2438304],[2448837],[2453214],[2458033],[2461375],[2463598],[2470724],[2471782],[2483799],[2490348],[2500855],[2508206],[2526259],[2529223],[2534583],[2537599],[2545986],[2557319],[2562764],[2572342],[2577749],[2578807],[2597373],[2611974],[2620950],[2622008],[2639653],[2656431],[2677095],[2692714],[2724664], 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] cell #4666 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1156241],[1284334],[1316356],[1413842],[1429698],[1447092],[1467830],[1516504],[1540197],[1555148],[1560276],[1577360],[1630588],[1641194],[1646322],[1663060],[1684157],[1684451],[1689070],[1702569],[1711734],[1732060],[1751097],[1768462],[1768756],[1773375],[1782809],[1806839],[1810137],[1810750],[1822415],[1833021],[1838149],[1857155],[1857449],[1865930],[1870134],[1885921],[1888475],[1891773],[1892386],[1900735],[1918331],[1929176],[1932738],[1937368],[1954733],[1955027],[1959646],[1966041],[1977332],[1977945],[1980763],[1989857],[1999700],[2007295],[2010857],[2015487],[2019030],[2035885],[2036179],[2044660],[2046659],[2048864],[2064651],[2067205],[2070503],[2071116],[2081488],[2085292],[2090285],[2091215],[2092415],[2095164],[2108000],[2112879],[2120517],[2122722],[2131615],[2135470],[2146761],[2147374],[2150192],[2159286],[2169129],[2176724],[2180286],[2184916],[2188781],[2190630],[2194131],[2198226],[2199088],[2200460],[2203168],[2207023],[2214586],[2223383],[2228262],[2240128],[2243932],[2248925],[2249855],[2251055],[2253804],[2266640],[2271519],[2279157],[2281362],[2290477],[2297099],[2298948],[2300569],[2306544],[2312009],[2313858],[2321454],[2323688],[2330251],[2335452],[2337301],[2340802],[2344897],[2345759],[2347131],[2349839],[2353694],[2354624],[2361257],[2370054],[2374933],[2389695],[2389803],[2396317],[2398166],[2403099],[2409721],[2411570],[2413191],[2414563],[2419166],[2424330],[2430952],[2432801],[2434422],[2440397],[2441259],[2442631],[2445862],[2447711],[2455307],[2457541],[2464104],[2479378],[2487767],[2491258],[2491366],[2495197],[2497880],[2499729],[2510221],[2510329],[2516843],[2518692],[2520313],[2523625],[2530247],[2532096],[2533717],[2535089],[2539692],[2541926],[2546968],[2560821],[2560929],[2563125],[2567355],[2569708],[2586403],[2586511],[2594792],[2598283],[2598391],[2602222],[2604905],[2606754],[2608375],[2612335],[2613141],[2626982],[2635032],[2640635],[2654488],[2654596],[2656792],[2661022],[2663375],[2663483],[2669872],[2678077],[2682034],[2689099],[2689207],[2693075],[2693881],[2693989],[2707722],[2718844],[2725025],[2725831],[2725939],[2738365],[2750527],[2765185],[2775973],[2798098], [1373191,1887730],[1467065,1974279],[1488927,2217015],[1502969,2006712],[1503622,2007006],[1569567,2066460],[1582363,1838401],[1597447,2089481],[1618923,2316047],[1629823,2116238],[1632525,2119291],[1632743,2119904],[1662295,2143708],[1698199,2176141],[1698852,2176435],[1709947,1957307],[1711823,1960419],[1725621,2197226],[1746467,2406038],[1753487,2218390],[1757562,2222579],[1760243,2225513],[1789274,2248121],[1800174,2038035],[1802748,1806091],[1821650,2274878],[1824352,2277931],[1824570,2278544],[1835692,2073376],[1836345,2073670],[1837619,2075993],[1842370,2291102],[1847938,2295164],[1867929,2484078],[1877974,2317359],[1881291,2320454],[1885411,2629744],[1911892,2343897],[1922987,2149388],[1925247,1928252],[1925541,1928905],[1939758,2365061],[1943833,2369250],[1946514,2372184],[1950619,2177054],[1957435,2182384],[1957653,2182997],[1962186,2543726],[1962974,2383716],[1964052,2384394],[1972990,2390320],[1991927,2403724],[1997495,2407786],[2004173,2566217],[2021100,2424955],[2023211,2240458],[2026668,2429017],[2040030,2252804],[2042128,2045477],[2042741,2045695],[2056704,2451212],[2060021,2454307],[2064141,2710484],[2067041,2279265],[2073797,2284482],[2079867,2468784],[2086430,2613996],[2088296,2474077],[2097234,2480003],[2099345,2306874],[2104933,2485279],[2106011,2485957],[2114949,2491883],[2117480,2629636],[2132403,2504242],[2133481,2504920],[2135306,2337409],[2142419,2510846],[2147987,2348363],[2148095,2148450],[2153312,2156519],[2161356,2524250],[2163467,2361587],[2166924,2528312],[2173602,2659884],[2176969,2373442],[2184406,2757700],[2196605,2548740],[2203956,2553355],[2205034,2554033],[2206859,2398274],[2212965,2559114],[2221394,2564407],[2230332,2570333],[2232443,2419496],[2238507,2575809],[2239295,2425249],[2239403,2239758],[2240373,2426067],[2245070,2694736],[2246936,2581102],[2252313,2252606],[2255874,2587028],[2257985,2440727],[2261159,2783068],[2263573,2592304],[2264651,2592982],[2266476,2447819],[2273589,2598908],[2276120,2710376],[2285835,2715772],[2301777,2617238],[2304923,2619010],[2305711,2480297],[2305819,2306174],[2306789,2481115],[2319833,2627929],[2324705,2495527],[2327184,2632544],[2328262,2633222],[2330087,2499837],[2336643,2336936],[2343276,2642407],[2351705,2647700],[2353530,2518800],[2356137,2746570],[2359636,2652781],[2360424,2524544],[2360532,2360887],[2361502,2525362],[2368065,2658074],[2377003,2664000],[2379114,2540022],[2379534,2757592],[2387342,2670416],[2391192,2673174],[2393879,2673980],[2397508,2397801],[2414399,2567463],[2417545,2687392],[2418333,2570627],[2418441,2418796],[2419411,2571445],[2435630,2697978],[2437167,2782154],[2438776,2699750],[2440642,2588140],[2443078,2782960],[2447053,2447346],[2453686,2708669],[2458558,2602552],[2462115,2713962],[2463940,2606862],[2467837,2717872],[2474818,2721723],[2477025,2722267],[2488905,2625819],[2489013,2489368],[2492755,2627398],[2495442,2630741],[2499071,2499364],[2511718,2741667],[2514405,2742473],[2515774,2811985],[2534925,2661130],[2538071,2755885],[2539937,2665112],[2543382,2759407],[2547793,2761334],[2549124,2762306],[2558167,2678454],[2558583,2561686],[2561926,2562219],[2565148,2682559],[2581843,2778852],[2584050,2779396],[2585080,2835704],[2599780,2708138],[2602467,2711481],[2613652,2795199],[2622571,2726140],[2623096,2625720],[2628313,2729342],[2641460,2808134],[2642791,2809106],[2658815,2751052],[2678765,2680753],[2694392,2832805],[2709053,2786471] ] cell #4667 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1099387],[1237266],[1339257],[1432496],[1465905],[1502775],[1535633],[1596265],[1628663],[1661135],[1676143],[1698005],[1750278],[1756380],[1788092],[1799014],[1820490],[1835498],[1874783],[1921805],[1924087],[1928058],[1936549],[1942651],[1953573],[2014668],[2026076],[2037057],[2041559],[2053513],[2069934],[2072216],[2102210],[2127371],[2134687],[2138089],[2147892],[2152837],[2166332],[2181815],[2206240],[2209642],[2235308],[2238295],[2239200],[2252127],[2265857],[2269259],[2284007],[2304711],[2305616],[2329468],[2332870],[2335249],[2336457],[2359424],[2360329],[2364216],[2396114],[2397322],[2407627],[2417333],[2418238],[2422125],[2424144],[2445659],[2446788],[2446867],[2472042],[2479192],[2488810],[2497677],[2498806],[2498885],[2523439],[2524047],[2542651],[2546765],[2551998],[2557821],[2561740],[2569522],[2570130],[2592796],[2605831],[2610562],[2612955],[2617035],[2622459],[2633036],[2645665],[2663797],[2668409],[2671401],[2673794],[2678336],[2697775],[2713776],[2717754],[2720260],[2739894],[2742287],[2761216],[2777389],[2808016] ] cell #4668 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1355654],[1497180],[1600269],[1692410],[1725202],[1760384],[1792096],[1850760],[1880872],[1911473],[1925809],[1946655],[1994792],[2000317],[2029490],[2039611],[2059602],[2073938],[2108617],[2150809],[2152893],[2156660],[2164221],[2169746],[2179867],[2233197],[2243143],[2252747],[2256655],[2267257],[2281979],[2284063],[2309559],[2330868],[2337077],[2339981],[2348401],[2352533],[2364272],[2377784],[2397942],[2400846],[2422181],[2424544],[2425287],[2436040],[2447487],[2450391],[2462943],[2479592],[2480335],[2499505],[2502409],[2504280],[2505211],[2523839],[2524582],[2527775],[2553393],[2554324],[2562360],[2569922],[2570665],[2573858],[2575395],[2592342],[2593196],[2593273],[2613355],[2618596],[2625857],[2632582],[2633436],[2633513],[2652367],[2652819],[2667525],[2670454],[2674194],[2678492],[2681261],[2686978],[2687430],[2704301],[2714176],[2717910],[2719499],[2722305],[2726181],[2733601],[2742687],[2755923],[2759448],[2761372],[2762961],[2766104],[2779434],[2790730],[2793698],[2795240],[2808172],[2809761],[2822622],[2832846],[2852218] ] cell #4669 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [595219,1291594],[661635,1378156],[734868,1471376],[820275,1574532],[840736,1596693],[875124,1634134],[904297,1666606],[956917,1724913],[988865,1756808],[1019466,1788520],[1033863,1804485],[1053854,1825961],[1105554,1875211],[1111476,1880583],[1143188,1911184],[1154290,1922233],[1175136,1943079],[1189533,1959044],[1231918,1994503],[1281827,2039322],[1284545,2041987],[1297381,2053941],[1303303,2059313],[1314405,2070362],[1319835,1837825],[1383943,2127799],[1396969,2138517],[1414083,2152604],[1427148,2163932],[1441978,1951719],[1444585,2179578],[1447303,2182243],[1483775,2210070],[1513954,2232908],[1524318,2025301],[1526939,2242854],[1560487,2269687],[1571807,2067697],[1577601,2283774],[1610880,2101435],[1613501,2309270],[1646533,2333298],[1648567,2334428],[1653015,2136892],[1686690,2165557],[1689311,2363983],[1701144,2177590],[1733888,2395293],[1738336,2208445],[1770995,2234533],[1773616,2421892],[1775635,2238187],[1780305,2241856],[1807922,2444838],[1812370,2268062],[1858756,2304603],[1863426,2308272],[1889558,2496856],[1894006,2331673],[1899441,2335530],[1930194,2359316],[1934864,2362985],[1968054,2546576],[1979469,2396395],[2008313,2417225],[2012983,2420894],[2047570,2445940],[2083368,2471934],[2121428,2497958],[2192329,2547046], [644129,1099767,1869628],[757584,1237646,1999194],[762870,1243433,2004777],[840201,1079117,1850567],[840652,1600785,2088341],[844256,1339637,2090709],[874249,1372428,2117525],[874885,1633476,1887689],[927013,1432876,2168623],[932299,1438663,2174206],[957321,1470386,2196846],[988330,1238472,2000124],[988781,1497696,2221439],[992225,1760288,2006072],[992385,1242898,2223807],[1018931,1270944,2029297],[1019382,1792612,2246981],[1022986,1536013,2249349],[1031463,1544723,2256614],[1052979,1568804,2276165],[1053615,1825303,2066419],[1062919,1580319,2286439],[1064341,1838295,1838360],[1105019,1361335,2108424],[1105470,1356170,2106056],[1108425,1878019,2111726],[1111880,1367249,2320074],[1115453,1884496,2119319],[1143592,1665616,2343517],[1153755,1411840,2150616],[1154206,1926325,2351750],[1156200,1674119,2352400],[1156424,2153195,2353722],[1157810,1676523,2354118],[1160314,1679005,2356741],[1174601,1433702,2169553],[1175052,1692926,2368110],[1178496,1946559,2175501],[1178656,1438128,2370478],[1187133,1707095,2377743],[1188658,1709184,2379579],[1189294,1957266,1958386],[1190422,1959674,1959887],[1195915,1964097,2189599],[1226739,1232322,2213206],[1235344,1997736,2218468],[1282231,1803495,2439017],[1284010,1544569,2256462],[1284461,2044973,2440687],[1288110,1805328,2443123],[1288746,1802707,2046428],[1296846,1557711,2267064],[1297297,1552546,2264696],[1299311,1816061,2450350],[1300252,2056749,2270366],[1303707,1563625,2453927],[1307280,2063226,2277959],[1311345,2067233,2068288],[1313870,1575358,2281786],[1314321,1830419,2462160],[1316315,1833474,2462810],[1316539,2284365,2464132],[1317765,2072736,2073842],[1317925,1579784,2464528],[1325192,2080108,2291180],[1336295,1851268,2297917],[1358287,2109125,2312827],[1364388,1878595,2317129],[1383408,1643757,2330675],[1383859,1638592,2328307],[1385873,1897697,2502368],[1391145,2133526,2336270],[1393868,2135498,2137483],[1396434,1656552,2339788],[1396885,1916835,2514450],[1409282,1920159,2515819],[1414487,1927448,2518933],[1418131,1924607,2156564],[1418291,1678470,2521179],[1421969,1427552,2359877],[1424580,1931631,2523305],[1429657,1938510,2527642],[1429881,2364574,2535117],[1430574,2167165,2365139],[1441534,2177014,2177742],[1444989,1704005,2538312],[1446768,1706941,2377591],[1447219,2185229,2539982],[1448562,2182412,2183491],[1455580,1966465,2384164],[1466848,1972350,2390398],[1477951,2205079,2397135],[1480674,2207051,2209036],[1483240,1741873,2400653],[1483691,1730564,2393924],[1488710,2216016,2403802],[1499813,2000825,2410539],[1503656,1763514,2225396],[1508775,1514358,2417786],[1511386,2009750,2569388],[1516463,2016629,2573725],[1516687,2414591,2422483],[1518771,1776076,2423420],[1521568,2238748,2425033],[1523244,2031876,2581888],[1523874,2240418,2242008],[1527343,1793735,2584291],[1532671,2029998,2431770],[1539500,2037486,2252651],[1539734,1797160,2585493],[1548670,2042156,2260244],[1554663,2048510,2446680],[1555107,2048951,2592149],[1557386,2266668,2268653],[1559952,1815907,2450198],[1560403,2064964,2602512],[1560764,2057325,2450982],[1572230,2279398,2280068],[1578005,2075577,2606995],[1582249,2076427,2609393],[1583656,2290247,2467999],[1596862,2087051,2473847],[1601908,1613905,2477266],[1603399,2092298,2616846],[1605333,1859197,2478468],[1608130,2305164,2480081],[1609806,1853146,2474863],[1610436,2306834,2308424],[1618338,2314479,2485727],[1629606,2114309,2491961],[1633032,1887245,2323334],[1640709,2122368,2498698],[1641153,2122809,2632389],[1643432,2330279,2332264],[1645998,1897543,2502216],[1646449,1886234,2495487],[1647976,1899424,2503277],[1650810,2135894,2504690],[1652617,2143159,2336981],[1652851,1913849,2643204],[1653438,2337542,2339000],[1662078,2141779,2510924],[1668314,1919568,2646057],[1668904,2148898,2348779],[1673181,2151317,2517661],[1675904,1928939,2355707],[1681143,1930635,2522715],[1683517,2159347,2651889],[1683940,2159364,2524328],[1685616,2172132,2658860],[1686246,2361547,2363137],[1689715,1948294,2661263],[1695043,2170254,2531065],[1698886,1949785,2372067],[1706616,2179179,2663055],[1711693,2186058,2667392],[1711857,1711917,2543009],[1722925,2193901,2547955],[1727578,1738172,2549537],[1731575,2200106,2551890],[1732019,2200547,2673623],[1733297,1979452,2552390],[1736131,2207447,2553803],[1737938,1973730,2397846],[1738759,2398407,2399865],[1743771,2401486,2402869],[1756977,2220149,2564177],[1760711,2006495,2413269],[1762023,1774020,2567596],[1765448,2008754,2568798],[1767822,2228323,2686500],[1768245,2228340,2570411],[1769921,2002703,2565193],[1770551,2419456,2421046],[1775483,2018238,2424100],[1779293,2031285,2695710],[1779883,2247631,2425665],[1788689,2245691,2580872],[1795226,2250938,2697586],[1795288,2037334,2436072],[1799957,2255234,2587106],[1802263,2045984,2442277],[1807331,2047553,2591339],[1810165,2262826,2592752],[1811972,2274329,2447391],[1812206,2061978,2709466],[1812793,2447952,2449410],[1821433,2272949,2598986],[1824859,2065975,2457187],[1832536,2281008,2605723],[1832980,2281449,2713129],[1835259,1836379,2466117],[1846571,2083809,2612784],[1852555,1862414,2614970],[1856515,2300630,2721778],[1856938,2300647,2617316],[1858604,2094372,2479148],[1863004,2088991,2480713],[1877499,2110013,2625765],[1883248,1893842,2628726],[1888967,2121411,2631579],[1891801,2326437,2632992],[1893608,2115689,2499409],[1894429,2499970,2501428],[1902900,2143007,2505243],[1909196,2340572,2641622],[1917846,2346777,2645557],[1918290,2347218,2742116],[1922402,2350460,2647470],[1925030,2156987,2520391],[1930042,2158494,2523395],[1933852,2171541,2751845],[1934442,2368760,2524960],[1943248,2366820,2657844],[1946982,2175924,2533795],[1954093,2374994,2754993],[1954516,2375011,2664078],[1956822,1957942,2541572],[1967463,2192312,2669927],[1969767,2389261,2761144],[1973578,1982928,2554356],[1977360,2392842,2673750],[1996128,1997259,2681166],[1997025,2216466,2562264],[2002112,2011971,2683352],[2008161,2227470,2569478],[2012561,2222089,2571043],[2035245,2434483,2778907],[2035668,2434500,2698056],[2051029,2274177,2593305],[2070531,2460290,2713732],[2073159,2074265,2608453],[2079547,2290043,2717682],[2083216,2293624,2612911],[2085370,2473149,2720061],[2109422,2110204,2728047],[2110794,2315557,2626235],[2115537,2124887,2633545],[2139196,2509787,2807944],[2146789,2513368,2742243],[2188859,2383466,2668210],[2210610,2212645,2766258],[2216314,2217065,2681293],[2244010,2580174,2777190],[2310300,2312087,2726330] ] cell #4670 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [747906],[869225],[961136],[1047955],[1079544],[1115695],[1147407],[1205637],[1238899],[1271371],[1286046],[1307522],[1361762],[1368009],[1400867],[1412267],[1434129],[1448804],[1491888],[1542393],[1544996],[1548912],[1558138],[1564385],[1575785],[1644184],[1656979],[1669218],[1674053],[1687118],[1704765],[1707368],[1742300],[1771423],[1780197],[1783885],[1795322],[1801032],[1816334],[1833408],[1863318],[1867006],[1897970],[1899972],[1902934],[1918377],[1934756],[1938444],[1955591],[1980000],[1982962],[2012875],[2016563],[2018272],[2021495],[2048101],[2051063],[2055628],[2094406],[2097629],[2111108],[2121959],[2124921],[2129486],[2130905],[2158528],[2159895],[2161751],[2192860],[2202458],[2217099],[2227504],[2228871],[2230727],[2262075],[2262860],[2288126],[2293658],[2301178],[2310334],[2316152],[2325686],[2326471],[2358215],[2375542],[2383500],[2386632],[2392876],[2401625],[2416124],[2435031],[2460324],[2468138],[2473183],[2476315],[2483966],[2513402],[2536650],[2543614],[2548094],[2580208],[2583340],[2613884],[2641761],[2694624] ] cell #4671 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037755,1808317],[1120876,1889953],[1211072,1976552],[1312703,2068683],[1335410,2087646],[1373444,2118511],[1406302,2145981],[1465577,2196007],[1498928,2220744],[1531786,2246286],[1547828,2259436],[1569820,2277151],[1622387,2315074],[1628335,2319235],[1660807,2342678],[1672296,2351055],[1694158,2367415],[1710200,2380565],[1749950,2405607],[1798686,2438178],[1801378,2439992],[1814214,2448927],[1820162,2453088],[1831651,2461465],[1837737,2466512],[1895850,2500945],[1907845,2508296],[1923759,2518094],[1936221,2526133],[1950737,2536427],[1953245,2537473],[1955937,2539287],[1987873,2557409],[2014340,2572216],[2023329,2578346],[2025748,2578681],[2055974,2596358],[2066543,2603405],[2071888,2606156],[2099463,2621547],[2101882,2621882],[2129832,2636598],[2131411,2637924],[2134808,2639767],[2163585,2655318],[2166004,2655653],[2176530,2662070],[2202964,2675366],[2206361,2677209],[2232561,2689929],[2234980,2690264],[2236496,2691514],[2239934,2693129],[2262581,2704186],[2265978,2706029],[2302912,2723464],[2306350,2725079],[2326192,2733486],[2329589,2735329],[2334036,2737074],[2357625,2747649],[2361063,2749264],[2387138,2760965],[2394901,2763894],[2415534,2772040],[2418972,2773655],[2444446,2783830],[2470954,2794865],[2496464,2803775],[2546184,2822392], [859025,1616490,2104068],[987163,1755129,2219451],[992861,1761026,2224309],[1079568,1851874,2297051],[1083455,1854581,2299659],[1115719,1884774,2322223],[1173434,1941400,2366122],[1179132,1947297,2370980],[1205983,1972955,2389657],[1238923,2001431,2409673],[1242810,2004138,2412281],[1271395,2030604,2430904],[1275282,2033311,2433512],[1307546,2063504,2456076],[1318401,2074580,2465030],[1334921,1596054,2296953],[1361786,1871865,2487719],[1368355,2114914,2491220],[1401213,2142384,2510183],[1412291,2151923,2516795],[1416178,2154630,2519403],[1418767,2157302,2521681],[1434153,2170860,2530199],[1438040,2173567,2532807],[1448828,2183769,2540461],[1492234,1991892,2560783],[1498439,1756169,2409575],[1531297,1787881,2430806],[1542739,2255839,2586365],[1545020,2257769,2587612],[1545340,2258103,2590064],[1548936,2260522,2590249],[1558162,2050595,2594744],[1564731,2273554,2598245],[1575809,2283093,2604857],[1579696,2285800,2607465],[1582285,2288472,2609743],[1621898,1874572,2487621],[1644208,2124453,2634984],[1657003,2347932,2640587],[1669242,2349635,2646017],[1671807,1921594,2516697],[1673736,2353032,2649800],[1674399,2353495,2648215],[1674570,2352793,2648313],[1678382,2356102,2650571],[1687464,2161321,2654450],[1693669,1942440,2530101],[1705111,2376968,2663337],[1707392,2378898,2664584],[1707712,2379232,2667036],[1711308,2381651,2667221],[1742324,2201261,2678029],[1771769,2230297,2689061],[1780221,2432597,2692271],[1784231,2435595,2693843],[1795602,2436765,2698396],[1796178,2437132,2698475],[1800533,2440203,2701713],[1800889,2041348,2587514],[1801050,2041499,2439785],[1813725,2053302,2594646],[1816358,2458342,2706849],[1816678,2458676,2601944],[1828597,2460045,2712279],[1831162,2069723,2604759],[1833091,2463442,2716062],[1833754,2463905,2714477],[1833925,2463203,2714575],[1863342,2298744,2724221],[1867352,2301742,2725793],[1895361,2127160,2634886],[1897994,2324489,2736149],[1898314,2324823,2494919],[1903214,2511316,2737623],[1903790,2511683,2737702],[1904857,2507664,2738045],[1907356,2137878,2640489],[1918414,2515343,2742775],[1918615,2515427,2742826],[1923868,1923892,2518122],[1934780,2531892,2748406],[1938127,2534427,2660174],[1938790,2534890,2749978],[1938961,2528035,2750076],[1950161,2536060,2754531],[1955092,2539498,2757848],[1955448,2181604,2664486],[1955609,2181755,2539080],[1983242,2390790,2764443],[1983818,2391157,2764522],[1984885,2556777,2764865],[1987384,2209431,2677931],[2012899,2411366,2772797],[2016246,2413901,2566507],[2016909,2414364,2774369],[2017080,2574118,2774467],[2018776,2236863,2691593],[2021532,2581412,2775491],[2021733,2581496,2775542],[2022753,2577979,2775818],[2036274,2585098,2779798],[2047004,2596846,2707315],[2051343,2599378,2784379],[2051919,2599745,2784458],[2052986,2595726,2784801],[2055129,2602028,2710632],[2055485,2269048,2706751],[2055646,2269199,2596151],[2066744,2603489,2789582],[2071997,2072021,2606184],[2094910,2303279,2723543],[2097666,2474387,2797616],[2097867,2474471,2797667],[2098887,2621180,2797943],[2111132,2488701,2800846],[2120862,2489821,2626575],[2125201,2492353,2804324],[2125777,2492720,2804403],[2126844,2635966,2804746],[2128987,2495003,2629892],[2129343,2332659,2736051],[2129504,2332810,2636391],[2130942,2333952,2737023],[2131960,2638247,2737350],[2133904,2642809,2806603],[2135009,2639851,2806849],[2154314,2520940,2650444],[2157971,2656290,2750369],[2159032,2357992,2747728],[2159913,2358721,2653137],[2161788,2658384,2813738],[2161989,2658468,2813789],[2163009,2654951,2814065],[2166113,2166137,2655681],[2186509,2542953,2667785],[2190975,2544580,2668857],[2202495,2394817,2763843],[2203513,2675689,2764170],[2205457,2549142,2824519],[2206562,2677293,2824765],[2217379,2561284,2826988],[2217955,2561651,2827067],[2226515,2413818,2567151],[2226947,2562623,2681876],[2228008,2415901,2772119],[2228889,2416630,2687748],[2230764,2564717,2829739],[2230965,2564801,2829790],[2231985,2689562,2830066],[2235089,2235113,2690292],[2236425,2423025,2775078],[2237314,2691835,2775324],[2257527,2589854,2701920],[2261278,2707159,2707491],[2262112,2444362,2783779],[2263130,2445068,2704509],[2263340,2263364,2704567],[2265074,2709071,2837290],[2266179,2706113,2837536],[2285484,2609002,2716706],[2288144,2466663,2717131],[2292390,2611095,2718195],[2294162,2471321,2794944],[2299293,2476069,2614850],[2301196,2476821,2722623],[2302841,2478073,2797203],[2303730,2723785,2797449],[2311559,2314203,2623769],[2316189,2625289,2847688],[2316390,2625373,2847739],[2324247,2494709,2630099],[2324889,2626419,2626751],[2325723,2496380,2803724],[2326741,2497086,2733809],[2326951,2326975,2733867],[2328685,2628331,2849866],[2329790,2735413,2850112],[2334451,2737194,2738134],[2350184,2649692,2744182],[2353233,2650166,2745786],[2357554,2522320,2813325],[2358077,2358252,2747781],[2358443,2522913,2747970],[2373186,2534344,2660818],[2375560,2537156,2756241],[2378656,2666826,2758055],[2381760,2381784,2758785],[2385203,2668701,2669641],[2386669,2546100,2822341],[2391608,2550573,2671934],[2393146,2550910,2763169],[2393356,2393380,2763227],[2395316,2764014,2764954],[2401662,2679156,2863283],[2402672,2405012,2679477],[2406844,2680771,2863776],[2409271,2411915,2683232],[2414102,2566873,2684836],[2415463,2568403,2829326],[2415986,2416161,2772172],[2416352,2568996,2772361],[2433146,2583094,2695590],[2435049,2583846,2779752],[2437583,2701583,2780914],[2444861,2444997,2783950],[2458100,2601734,2710839],[2460594,2604111,2790938],[2460804,2460828,2790996],[2463643,2716428,2792542],[2467606,2610345,2717949],[2468175,2610774,2843724],[2470883,2612389,2844217],[2474886,2615826,2720552],[2476177,2476352,2796467],[2476543,2616454,2796656],[2484173,2726701,2875589],[2484694,2486766,2726821],[2490831,2493171,2730054],[2496879,2497015,2803895],[2512134,2644240,2740427],[2513672,2644577,2809969],[2513882,2513906,2810027],[2515842,2745158,2810814],[2529797,2532441,2751725],[2534628,2660540,2753329],[2536512,2536687,2818972],[2536878,2662663,2819161],[2543821,2668581,2860860],[2547386,2548131,2822543],[2547562,2670818,2671184],[2550703,2550839,2823633],[2557604,2557936,2766525],[2563144,2565216,2769128],[2581911,2696566,2777681],[2583202,2583377,2834073],[2583568,2697194,2834262],[2597856,2600196,2787183],[2603904,2604040,2841501],[2613494,2614091,2844374],[2641053,2641798,2852139],[2641229,2739311,2739677],[2644370,2644506,2853229],[2656811,2658883,2815928],[2694234,2694831,2867146] ] cell #4672 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [993020],[1115582],[1179291],[1235547],[1242652],[1307409],[1318560],[1325395],[1364982],[1418926],[1430777],[1437882],[1448691],[1456174],[1495154],[1521771],[1548799],[1561358],[1572433],[1579538],[1586634],[1608333],[1651404],[1653641],[1669105],[1678224],[1690384],[1701738],[1736725],[1738962],[1778461],[1780084],[1780899],[1796020],[1812996],[1827877],[1861582],[1863205],[1864020],[1894632],[1903632],[1904137],[1918442],[1934643],[1935458],[1983660],[1984165],[2012762],[2013577],[2020216],[2021560],[2051761],[2052266],[2096350],[2097694],[2110995],[2125619],[2126124],[2132461],[2160472],[2161816],[2204014],[2217797],[2229448],[2230792],[2263631],[2264730],[2294740],[2316217],[2327242],[2328341],[2359694],[2387400],[2393958],[2401690],[2417603],[2462194],[2468203],[2477083],[2514484],[2538129],[2548159],[2584108],[2641826], [874810,1373055],[958470,1467051],[979316,1488913],[992572,1502955],[1053540,1569431],[1080647,1597456],[1102123,1618932],[1113029,1629809],[1115817,1632752],[1144741,1662281],[1165587,1684143],[1178843,1698185],[1189219,1709811],[1206407,1725903],[1228269,1746749],[1240002,1757571],[1244672,1762372],[1250908,1768448],[1272474,1789283],[1283380,1800160],[1288671,1805955],[1293950,1810759],[1304856,1821636],[1307644,1824579],[1318112,1835678],[1331636,1595018],[1342033,1857141],[1353628,1617534],[1368779,1881573],[1373420,1885692],[1380512,1892395],[1401637,1912174],[1413370,1922996],[1415636,1925233],[1418040,1927797],[1418478,1928238],[1423499,1933020],[1435232,1943842],[1439902,1948643],[1446138,1954719],[1448926,1957662],[1451429,1960514],[1453736,1454776],[1468522,1974265],[1472612,1977954],[1496760,1998753],[1503809,2004993],[1505551,2006698],[1510305,2011139],[1528012,1786845],[1538409,2035871],[1540889,2038021],[1543163,2040312],[1545244,2041935],[1546099,2042750],[1547804,2044431],[1549034,2045704],[1550004,1809361],[1565155,2060303],[1569796,2064422],[1576888,2071125],[1579154,2073362],[1581558,2075926],[1581996,2076367],[1590359,2082775],[1598743,2089338],[1598892,2089490],[1602318,2092697],[1626628,2112394],[1631280,2116224],[1635370,2119913],[1636050,1890997],[1648966,1650006],[1663752,2143694],[1667842,2147383],[1668522,1920558],[1670128,2149245],[1670277,2149397],[1674596,2153089],[1674823,2153594],[1677177,2155485],[1691990,2168182],[1699039,2174422],[1700781,2176127],[1703261,2178277],[1705535,2180568],[1707616,2182191],[1708471,2183006],[1710176,2184687],[1711406,2185960],[1717866,1968453],[1719360,2191766],[1722383,2194965],[1726674,2197261],[1727397,2197741],[1734287,1735327],[1751789,2217001],[1753861,2218663],[1758858,2222436],[1759007,2222588],[1762433,2225795],[1779501,2032275],[1782186,2241415],[1783501,2242543],[1790570,2247978],[1790719,2248130],[1794145,2251337],[1795629,2254990],[1796256,2252839],[1796979,2253319],[1800561,2256334],[1816582,2269635],[1818455,2271034],[1823107,2274864],[1827197,2278553],[1829483,2280415],[1829632,2280567],[1833951,2284259],[1834178,2284764],[1836532,2286655],[1841486,2078227],[1844664,2292718],[1847996,2295676],[1852273,2298083],[1853545,1862622],[1865307,2307831],[1866622,2308959],[1873536,2110412],[1876182,2315904],[1876331,2316056],[1878053,2318193],[1882344,2320489],[1883067,2320969],[1898218,2333246],[1903241,2141535],[1905631,2338437],[1906783,2339347],[1906932,2339499],[1908654,2341636],[1912945,2343932],[1913668,2344412],[1918643,2350685],[1919286,2348974],[1934060,2172531],[1938060,2363672],[1938987,2364468],[1940132,2365334],[1945129,2369107],[1945278,2369259],[1948704,2372466],[1950188,2376119],[1950815,2373968],[1951538,2374448],[1955120,2377463],[1960901,2382533],[1963032,2187358],[1964131,2386413],[1969390,2388458],[1972106,1983269],[1985659,2399302],[1986811,2400212],[1986960,2400364],[1991043,2211325],[1995224,2406073],[1995947,2406553],[1997553,2408298],[2001830,2410705],[2003102,2012179],[2016179,2421581],[2017106,2422377],[2021761,2245916],[2022780,2428593],[2023394,2426571],[2024397,2427304],[2025120,2427784],[2026726,2429529],[2031003,2431936],[2051370,2272705],[2054912,2449757],[2055061,2449909],[2055157,2450070],[2056783,2452046],[2061074,2454342],[2061797,2454822],[2066772,2461095],[2067415,2459384],[2079170,2289240],[2079925,2470325],[2087276,2097895],[2088375,2476096],[2098914,2483641],[2099528,2481619],[2100531,2482352],[2101254,2482832],[2102912,2484166],[2104991,2310586],[2106090,2311586],[2109140,2488040],[2111349,2490021],[2114065,2125228],[2128770,2501775],[2128919,2501927],[2129015,2502088],[2130330,2503059],[2130382,2503129],[2133560,2506939],[2135037,2507926],[2136610,2507003],[2138819,2508984],[2157999,2522216],[2162017,2367045],[2163036,2362443],[2164653,2526599],[2165376,2527079],[2166982,2528824],[2171259,2531231],[2188054,2543814],[2189222,2545659],[2196663,2550281],[2201883,2552172],[2201935,2552242],[2205113,2556052],[2206590,2557039],[2208163,2556116],[2210413,2557743],[2212268,2401862],[2213023,2402380],[2215772,2217406],[2220374,2230993],[2221473,2409298],[2226975,2568299],[2232012,2420352],[2233629,2572682],[2234352,2573162],[2235955,2574438],[2237342,2575228],[2238565,2577350],[2247015,2583121],[2257554,2590666],[2261552,2591191],[2266207,2448557],[2267780,2595065],[2269989,2597046],[2289846,2610484],[2291587,2611353],[2291639,2611423],[2292418,2611882],[2296372,2614084],[2297540,2615929],[2302371,2617639],[2303758,2618429],[2304981,2620551],[2311282,2484838],[2312450,2484797],[2314704,2316418],[2319891,2490539],[2322640,2324274],[2325163,2631431],[2329818,2500575],[2331391,2635305],[2334725,2637481],[2335893,2639326],[2343334,2643948],[2351784,2649719],[2353261,2650706],[2357084,2651410],[2358471,2523130],[2368144,2529824],[2378683,2540878],[2384869,2669113],[2385477,2669444],[2389064,2671323],[2391636,2672721],[2395590,2674923],[2396758,2676768],[2402468,2558299],[2402604,2402700],[2404209,2679735],[2404261,2679805],[2405040,2680264],[2408994,2563288],[2410162,2563247],[2412416,2414130],[2414993,2686021],[2416380,2569213],[2423699,2691224],[2430225,2694824],[2431393,2696669],[2437611,2699169],[2438834,2701291],[2453744,2597564],[2456493,2458127],[2463671,2607600],[2469860,2718672],[2475160,2721295],[2475792,2615970],[2476571,2616671],[2478747,2723174],[2486432,2727233],[2487040,2727564],[2490627,2627114],[2490763,2490859],[2493199,2730841],[2509590,2739816],[2512162,2741214],[2516116,2743416],[2517284,2745261],[2529520,2656955],[2530688,2656914],[2532942,2534656],[2536906,2662880],[2549816,2762134],[2550369,2672890],[2550505,2550601],[2560190,2767248],[2565490,2769871],[2566901,2685053],[2582185,2778424],[2582817,2696710],[2583596,2697411],[2585772,2780303],[2597652,2707854],[2597788,2597884],[2600224,2787970],[2629005,2802015],[2643483,2808934],[2644036,2741383],[2644172,2644268],[2649415,2745302],[2650194,2746003],[2659157,2816671],[2660568,2753546],[2701379,2781870],[2701515,2701611],[2709745,2839621],[2716456,2792759] ] cell #4673 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1374246],[1503799],[1548630],[1570622],[1582444],[1625650],[1633597],[1677167],[1699029],[1711002],[1711171],[1716352],[1753567],[1761196],[1796001],[1803948],[1817477],[1825424],[1828460],[1836522],[1837579],[1842450],[1852031],[1872022],[1877582],[1884929],[1885400],[1902623],[1903613],[1904720],[1918992],[1939838],[1947467],[1950560],[1950579],[1958507],[1963660],[1973070],[1982651],[1983641],[1984748],[1992007],[2001588],[2003989],[2004250],[2021180],[2022110],[2023152],[2023171],[2030761],[2036321],[2050752],[2051742],[2052849],[2056312],[2063659],[2064130],[2066571],[2067121],[2074750],[2077871],[2087904],[2097314],[2098244],[2099286],[2099305],[2105619],[2112325],[2115029],[2117322],[2124610],[2125600],[2126707],[2133089],[2133951],[2134836],[2135386],[2142499],[2152080],[2154177],[2157472],[2161436],[2162366],[2163408],[2163427],[2171017],[2173418],[2173679],[2176577],[2183924],[2184395],[2191697],[2194609],[2201418],[2204642],[2205504],[2206389],[2206939],[2210969],[2217778],[2219005],[2221002],[2226378],[2230412],[2231342],[2232384],[2232403],[2236511],[2236563],[2237810],[2239981],[2246544],[2255954],[2257926],[2257945],[2260677],[2261148],[2264259],[2265121],[2266006],[2266556],[2270965],[2273669],[2275962],[2283250],[2285347],[2285651],[2285912],[2293060],[2299549],[2301857],[2302927],[2302979],[2304226],[2306397],[2314459],[2316767],[2317837],[2324646],[2324665],[2327870],[2328732],[2329617],[2330167],[2334117],[2338368],[2341280],[2348089],[2350440],[2351313],[2353060],[2353610],[2355953],[2356214],[2357640],[2357692],[2358939],[2361110],[2365676],[2367673],[2373049],[2374379],[2377083],[2379055],[2379074],[2379376],[2386057],[2390805],[2390857],[2391847],[2393487],[2394982],[2399233],[2405251],[2406891],[2412171],[2413929],[2414479],[2415549],[2415601],[2416848],[2419019],[2426913],[2427715],[2433402],[2435710],[2436476],[2436780],[2436832],[2437822],[2440250],[2442920],[2444527],[2445135],[2446303],[2451690],[2458499],[2458518],[2459726],[2461723],[2463470],[2464020],[2470969],[2471021],[2471557],[2472340],[2474552],[2474881],[2481961],[2482763],[2484220],[2486761],[2489849],[2492368],[2492420],[2493410],[2495050],[2496545],[2497153],[2498321],[2505647],[2506583],[2507345],[2511331],[2511383],[2512373],[2514013],[2515178],[2515508],[2515837],[2522994],[2527010],[2532697],[2534455],[2535005],[2536075],[2536127],[2539545],[2543868],[2544203],[2544608],[2546265],[2547281],[2550977],[2551513],[2554760],[2555696],[2556458],[2557655],[2561299],[2561351],[2562670],[2564882],[2565211],[2569077],[2573093],[2576555],[2577994],[2578046],[2579365],[2581577],[2581906],[2584696],[2593709],[2595407],[2596874],[2599393],[2599445],[2600435],[2602075],[2603570],[2604178],[2605346],[2610396],[2610669],[2611142],[2614138],[2614878],[2616535],[2619756],[2621195],[2621247],[2623392],[2623797],[2625454],[2626470],[2630166],[2633949],[2635647],[2637870],[2638275],[2638380],[2639932],[2640948],[2644644],[2645180],[2653527],[2654966],[2655018],[2656337],[2658549],[2658878],[2662744],[2668752],[2671235],[2671981],[2675312],[2675717],[2675822],[2677374],[2679051],[2679524],[2681697],[2683260],[2684917],[2688138],[2689577],[2689629],[2691409],[2691882],[2694878],[2695618],[2697275],[2701987],[2704132],[2704537],[2704642],[2706194],[2707210],[2710906],[2720603],[2723359],[2723832],[2726872],[2728806],[2730101],[2733432],[2733837],[2733942],[2735494],[2737245],[2739728],[2740474],[2744210],[2745867],[2747544],[2748017],[2751753],[2753410],[2758122],[2760911],[2763197],[2764065],[2768013],[2769179],[2771935],[2772408],[2777732],[2780961],[2784001],[2787230],[2790966],[2792623],[2794760],[2796703],[2799120],[2803946],[2809997],[2810865],[2815979],[2819208],[2821589],[2823684],[2834309],[2841552],[2844492],[2853280],[2867264] ] cell #4674 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1762398],[1852184],[1872175],[1886188],[1886567],[1927823],[1948669],[1960540],[1973206],[1992143],[2001741],[2004984],[2005459],[2030914],[2044927],[2045306],[2064918],[2065297],[2075952],[2076902],[2087841],[2105556],[2111667],[2115165],[2118273],[2142635],[2152233],[2155476],[2155951],[2171170],[2174413],[2174888],[2185183],[2185562],[2185725],[2189540],[2193927],[2210287],[2218417],[2220939],[2224406],[2246481],[2252592],[2256090],[2259198],[2270307],[2273805],[2276913],[2279612],[2286646],[2287121],[2289720],[2290273],[2291129],[2297858],[2312768],[2317155],[2322432],[2336211],[2336922],[2337756],[2340598],[2348728],[2351250],[2365088],[2367610],[2371077],[2373721],[2380327],[2384190],[2388938],[2390347],[2397076],[2397787],[2398621],[2402895],[2403751],[2410480],[2412443],[2424126],[2424982],[2425614],[2426346],[2431711],[2436098],[2446621],[2447332],[2448166],[2451008],[2456285],[2459138],[2465127],[2473873],[2479174],[2480030],[2480662],[2481394],[2485753],[2491910],[2498639],[2499350],[2500184],[2504716],[2505269],[2506125],[2509464],[2510873],[2517602],[2519147],[2521778],[2523421],[2524277],[2524909],[2525641],[2531006],[2532969],[2540670],[2551831],[2553829],[2554382],[2555238],[2562205],[2564203],[2567810],[2569504],[2570360],[2570992],[2571724],[2580898],[2587055],[2588419],[2590458],[2592778],[2593331],[2594187],[2598935],[2605664],[2607209],[2607627],[2612937],[2615818],[2617265],[2624737],[2626184],[2631020],[2633018],[2633571],[2634427],[2645498],[2646905],[2647496],[2648905],[2650733],[2657870],[2661477],[2664027],[2665391],[2668236],[2672748],[2673776],[2680291],[2681319],[2684200],[2685647],[2696558],[2698005],[2699196],[2711760],[2713758],[2715167],[2717651],[2720087],[2721102],[2726356],[2727371],[2730868],[2741241],[2742269],[2743223],[2752693],[2754140],[2761113],[2766227],[2769678],[2777216],[2778231],[2787997],[2807913],[2816478], [840193,1852577],[988322,2002134],[1018923,2031307],[1031342,1544968],[1105011,2109444],[1153747,1919590],[1156065,1674304],[1174593,2171563],[1187012,1707340],[1226731,2211896],[1242890,2224827],[1284002,1800602],[1296838,2268084],[1299190,1816306],[1313862,2067719],[1316180,1833659],[1356022,2311128],[1367241,2318764],[1383400,2331695],[1385752,1897942],[1396426,2136914],[1421961,2358567],[1422344,1933760],[1429522,1938695],[1438120,2371498],[1446760,1955161],[1470378,2392443],[1483232,2208467],[1497548,2408840],[1508767,2416476],[1509150,2011879],[1516328,2016814],[1518763,2237438],[1552398,2444981],[1552500,2050905],[1552879,2050908],[1559944,2055198],[1563617,2452617],[1579776,2465548],[1582128,2076672],[1600637,2475638],[1601900,2476667],[1602283,2093437],[1605325,2303854],[1638444,2496999],[1638546,2124763],[1638925,2124766],[1645990,2129056],[1647862,2334571],[1665608,2512969],[1678462,2355138],[1681135,2158095],[1681350,2160805],[1681825,2161572],[1692778,2529366],[1703997,2537002],[1704380,2181308],[1711558,2186243],[1727570,2391732],[1730416,2550823],[1730518,2201571],[1730897,2201574],[1733183,2395436],[1762015,2566997],[1765440,2227071],[1765655,2229781],[1766130,2230548],[1775382,2423573],[1792464,2582663],[1793727,2583692],[1794110,2252077],[1797152,2437707],[1803487,2589151],[1807217,2261398],[1808079,2264196],[1830271,2604024],[1830373,2283403],[1830752,2283406],[1837817,2287696],[1846563,2292514],[1851166,2614444],[1852441,2475006],[1855427,2301226],[1855902,2301993],[1858503,2478621],[1883240,2493295],[1886086,2630012],[1888853,2325009],[1889715,2327807],[1913841,2512258],[1916687,2644490],[1916789,2348242],[1917168,2348245],[1919454,2515962],[1926177,2649261],[1927440,2650290],[1929941,2356958],[1948286,2660664],[1951711,2373742],[1951926,2376452],[1952401,2377219],[1967349,2385323],[1969708,2388171],[1971898,2548447],[1973477,2549690],[1976314,2393424],[1996120,2405136],[2000723,2682826],[2001998,2565336],[2008060,2414867],[2025293,2426367],[2029896,2695184],[2031171,2582031],[2034157,2435079],[2034632,2435846],[2037233,2585646],[2041979,2588440],[2044825,2701833],[2061970,2600320],[2064816,2710752],[2067583,2458862],[2068445,2461660],[2075569,2716552],[2079488,2468491],[2083115,2469734],[2085319,2472248],[2087303,2614381],[2101427,2481415],[2109023,2727924],[2109308,2486886],[2113857,2627636],[2115436,2628879],[2136778,2505849],[2139137,2508697],[2141327,2642114],[2142906,2643357],[2145743,2513950],[2151215,2743776],[2152490,2648629],[2165549,2525662],[2170152,2751319],[2171427,2659003],[2177489,2535393],[2182235,2665412],[2185081,2757968],[2188808,2544111],[2208331,2554962],[2212586,2558821],[2215564,2680552],[2216213,2560064],[2220401,2682763],[2234525,2571745],[2238128,2575516],[2241755,2576759],[2243959,2579273],[2245943,2695121],[2254782,2699457],[2256361,2700700],[2267663,2785053],[2267948,2593911],[2269679,2711781],[2272497,2708376],[2274076,2709619],[2282385,2790532],[2283660,2714891],[2304544,2618717],[2308171,2619960],[2312036,2623300],[2314731,2727861],[2331274,2804998],[2331559,2634151],[2333290,2631041],[2335479,2637778],[2340387,2807682],[2350712,2743713],[2359257,2652488],[2362235,2749045],[2362884,2653731],[2363869,2753864],[2367072,2751256],[2375911,2755592],[2377490,2756835],[2396344,2675220],[2401252,2825598],[2417166,2687099],[2420144,2773436],[2420793,2688342],[2421778,2685371],[2428385,2776749],[2444286,2786404],[2445889,2704040],[2448584,2784990],[2450097,2789025],[2461122,2790469],[2471875,2719620],[2483433,2798874],[2496304,2729275],[2497907,2733340],[2500602,2804935],[2502115,2731896],[2504125,2807158],[2507953,2807619],[2522243,2815463],[2545548,2760358],[2546995,2760819],[2553238,2825074],[2557066,2825535],[2568326,2768663],[2575255,2832068],[2590998,2838600],[2611909,2794462],[2618456,2846289],[2631238,2800994],[2637288,2851614],[2669251,2822018],[2674730,2862661] ] cell #4675 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1031469],[1079263],[1156198],[1187139],[1238618],[1271090],[1283862],[1299317],[1316313],[1361481],[1385879],[1411986],[1424586],[1429655],[1433848],[1446620],[1486848],[1503007],[1511392],[1516461],[1554737],[1555105],[1557857],[1559804],[1575504],[1582255],[1603405],[1616520],[1627744],[1640783],[1641151],[1643903],[1645850],[1656698],[1680101],[1682078],[1683458],[1684011],[1698237],[1706622],[1711691],[1729592],[1731649],[1732017],[1742019],[1755159],[1764406],[1766383],[1767763],[1768316],[1777064],[1795232],[1806371],[1808347],[1810114],[1819571],[1832610],[1832978],[1835730],[1837677],[1844539],[1854611],[1856155],[1856456],[1857009],[1860185],[1888007],[1889983],[1891750],[1900267],[1915863],[1917920],[1918288],[1928290],[1929153],[1941430],[1950677],[1952654],[1954034],[1954587],[1965573],[1969653],[1975159],[1976582],[1977309],[1980295],[1994096],[2005712],[2007272],[2019007],[2023269],[2033341],[2034885],[2035186],[2035739],[2038915],[2044001],[2066737],[2068713],[2070480],[2079433],[2081465],[2085269],[2087676],[2089817],[2095141],[2099403],[2107532],[2117118],[2118541],[2135002],[2139082],[2144588],[2146011],[2146738],[2149724],[2154660],[2156204],[2163525],[2175141],[2176701],[2188758],[2196171],[2198203],[2206555],[2212531],[2214563],[2220774],[2222915],[2232501],[2238073],[2240105],[2243909],[2246316],[2248457],[2253781],[2258043],[2259466],[2266172],[2275758],[2277181],[2287374],[2297076],[2304489],[2306521],[2311986],[2315104],[2319399],[2321431],[2324763],[2329783],[2335429],[2342842],[2344874],[2351085],[2353226],[2359202],[2361234],[2367445],[2369586],[2379172],[2380595],[2396294],[2405771],[2409698],[2414095],[2417111],[2419143],[2430929],[2438342],[2440374],[2445839],[2448957],[2453252],[2455284],[2458616],[2461495],[2463636],[2471820],[2487744],[2490386],[2495174],[2497857],[2500975],[2508326],[2516820],[2526297],[2530224],[2534621],[2537637],[2539669],[2546024],[2546945],[2557439],[2563102],[2572380],[2578845],[2594769],[2597411],[2602199],[2604882],[2612312],[2622046],[2626696],[2635009],[2639691],[2640612],[2656769],[2669586],[2677133],[2678054],[2693052],[2707436],[2725002],[2738079],[2764899], 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] cell #4676 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1634606],[1761406],[1804957],[1826433],[1838430],[1878151],[1885573],[1926831],[1947677],[1959516],[1959752],[1964229],[1997844],[2004791],[2036890],[2044312],[2056881],[2064303],[2067311],[2074960],[2076111],[2080216],[2088473],[2106188],[2111207],[2117652],[2118095],[2133658],[2134520],[2135576],[2148336],[2167273],[2174220],[2177146],[2177237],[2184568],[2189080],[2196954],[2205211],[2206073],[2207129],[2213314],[2221571],[2223689],[2223910],[2238856],[2239644],[2240550],[2240641],[2247113],[2252132],[2264828],[2265690],[2266746],[2269847],[2276292],[2276735],[2279056],[2279506],[2286453],[2289295],[2297398],[2305272],[2306060],[2306966],[2307057],[2312308],[2317944],[2320182],[2322161],[2328439],[2329301],[2330357],[2335751],[2336462],[2337200],[2337650],[2343625],[2351882],[2353800],[2356755],[2359985],[2360773],[2361679],[2361770],[2368242],[2370360],[2370581],[2373261],[2379706],[2380149],[2386164],[2388513],[2394056],[2396616],[2397327],[2398065],[2398515],[2401917],[2407460],[2408417],[2410020],[2414669],[2417894],[2418682],[2419588],[2419679],[2423148],[2423194],[2424149],[2425886],[2431251],[2439125],[2440819],[2440910],[2443250],[2443693],[2446161],[2446872],[2447610],[2448060],[2451797],[2454035],[2456014],[2462292],[2464210],[2464410],[2464631],[2470444],[2475497],[2477374],[2478196],[2478242],[2479197],[2480934],[2487377],[2489254],[2490076],[2495619],[2495710],[2498179],[2498890],[2499628],[2500078],[2503404],[2506690],[2509039],[2514582],[2516453],[2517142],[2518591],[2519041],[2521061],[2521282],[2522443],[2522489],[2523444],[2525181],[2528943],[2530546],[2535195],[2536182],[2538420],[2540114],[2540205],[2540399],[2545714],[2549265],[2549311],[2550078],[2551371],[2552517],[2555803],[2560452],[2561745],[2565827],[2567254],[2567704],[2568526],[2568572],[2569527],[2571264],[2577469],[2578101],[2582522],[2584399],[2585004],[2585221],[2585267],[2586034],[2587959],[2590187],[2591466],[2591923],[2592801],[2597101],[2602644],[2602735],[2603601],[2605204],[2606653],[2607103],[2612512],[2612558],[2612960],[2613545],[2615097],[2615354],[2620670],[2621302],[2622464],[2624273],[2626630],[2628454],[2628500],[2629267],[2630560],[2631706],[2632163],[2633041],[2638688],[2639381],[2639963],[2642932],[2642978],[2643745],[2645038],[2645955],[2646184],[2646441],[2652016],[2655073],[2659494],[2660921],[2661371],[2662193],[2662239],[2664931],[2668414],[2668632],[2668912],[2670054],[2670813],[2673397],[2673799],[2676130],[2676823],[2677405],[2678356],[2680894],[2680940],[2681927],[2683479],[2683736],[2686627],[2689684],[2692209],[2693252],[2693298],[2694285],[2695837],[2696094],[2698244],[2704950],[2706225],[2707370],[2709194],[2709240],[2710007],[2711300],[2712446],[2712903],[2713781],[2717774],[2717944],[2718246],[2720265],[2720763],[2721905],[2724159],[2725202],[2725248],[2726752],[2727032],[2728174],[2728933],[2731517],[2734250],[2735525],[2737125],[2737405],[2737471],[2738547],[2739306],[2741890],[2742292],[2748344],[2749387],[2749433],[2750420],[2751972],[2752229],[2755120],[2759628],[2761236],[2761708],[2763945],[2764225],[2764291],[2765367],[2766520],[2766822],[2768321],[2769339],[2770481],[2772735],[2773778],[2773824],[2775073],[2775375],[2777394],[2777892],[2779034],[2782377],[2783881],[2784161],[2784227],[2785303],[2786062],[2788646],[2795420],[2797198],[2797500],[2799509],[2800784],[2801589],[2803826],[2804106],[2804172],[2805248],[2806428],[2808036],[2808508],[2811025],[2812167],[2813320],[2813622],[2816139],[2817281],[2820624],[2822443],[2823844],[2824344],[2826836],[2827543],[2829321],[2829623],[2833026],[2835106],[2837115],[2839195],[2841712],[2842854],[2844212],[2845346],[2846822],[2849691],[2853440],[2853940],[2857139],[2859219],[2860833],[2861952],[2868118],[2872463],[2874247],[2879046],[2886734] ] cell #4677 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1284391],[1414406],[1447149],[1544339],[1560333],[1577924],[1598261],[1646379],[1669646],[1684508],[1689634],[1706711],[1758376],[1768813],[1773939],[1790088],[1810967],[1811116],[1815677],[1829001],[1838206],[1857506],[1875700],[1892603],[1892752],[1897313],[1906301],[1929621],[1932751],[1933474],[1944647],[1955084],[1960210],[1978162],[1978311],[1986329],[1990302],[2005266],[2007740],[2010870],[2011593],[2019475],[2036236],[2046672],[2050004],[2054430],[2071333],[2071482],[2076043],[2081933],[2092428],[2093151],[2095609],[2104158],[2113324],[2120530],[2123862],[2128288],[2131628],[2147591],[2147740],[2155758],[2157717],[2159731],[2174695],[2177169],[2180299],[2181022],[2190643],[2194144],[2198671],[2199533],[2200670],[2203181],[2215031],[2219541],[2226693],[2228707],[2237060],[2240573],[2251068],[2251791],[2254249],[2262798],[2271964],[2279170],[2282502],[2286928],[2290490],[2292136],[2295316],[2298961],[2299749],[2301014],[2303476],[2306989],[2313871],[2321899],[2326409],[2337314],[2340815],[2345342],[2346204],[2347341],[2349852],[2361702],[2366212],[2373364],[2375378],[2383868],[2389708],[2391354],[2392814],[2398179],[2403112],[2404758],[2411583],[2413636],[2419611],[2424343],[2425989],[2429169],[2432814],[2433602],[2434867],[2437329],[2440842],[2441704],[2447724],[2455752],[2460262],[2473551],[2473642],[2479391],[2481037],[2485431],[2491271],[2492917],[2494377],[2495642],[2499742],[2504394],[2510234],[2511880],[2513340],[2518705],[2519493],[2520758],[2523638],[2525284],[2532109],[2534162],[2540137],[2553507],[2560834],[2563881],[2563972],[2567368],[2569721],[2571367],[2580576],[2580667],[2586416],[2588062],[2589522],[2592456],[2598296],[2599942],[2601402],[2602667],[2606767],[2608820],[2613154],[2625006],[2625097],[2626995],[2630663],[2632696],[2647174],[2647265],[2654501],[2657548],[2657639],[2661035],[2663388],[2665034],[2666494],[2669885],[2670568],[2682230],[2689112],[2693894],[2705746],[2705837],[2707735],[2711403],[2713436],[2713527],[2719040],[2725844],[2729110],[2735046],[2735137],[2738378],[2739061],[2739152],[2750723],[2760193],[2765198],[2765881],[2765972],[2776169],[2786239],[2798294],[2806993],[2824909], 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] cell #4678 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1544813],[1596117],[1674165],[1707185],[1756232],[1787944],[1800668],[1816151],[1833520],[1874635],[1897787],[1921657],[1931721],[1938556],[1942503],[1955227],[1990240],[2004201],[2009840],[2016675],[2048842],[2048997],[2053365],[2055264],[2069786],[2076517],[2092388],[2104300],[2113262],[2122700],[2122855],[2127223],[2129122],[2137941],[2158161],[2159085],[2159650],[2159669],[2173630],[2179269],[2186104],[2199471],[2200438],[2200593],[2209494],[2219683],[2227137],[2228061],[2228626],[2228645],[2237504],[2251028],[2261344],[2262612],[2262940],[2271902],[2281340],[2281495],[2285863],[2287762],[2292580],[2299891],[2300368],[2300933],[2300952],[2303920],[2324955],[2326223],[2326551],[2334517],[2346142],[2347109],[2347264],[2356165],[2356902],[2366354],[2373808],[2374732],[2375297],[2375316],[2385269],[2388117],[2391798],[2392628],[2392956],[2395382],[2405202],[2413574],[2414811],[2423517],[2426433],[2433744],[2434221],[2434786],[2434805],[2437773],[2441642],[2458808],[2460076],[2460404],[2468437],[2469678],[2472192],[2473689],[2474952],[2478565],[2481481],[2486832],[2493361],[2494519],[2505795],[2508643],[2512324],[2513154],[2513482],[2515908],[2519635],[2520696],[2525728],[2534100],[2535337],[2544055],[2548393],[2549634],[2554908],[2558767],[2560008],[2564019],[2565282],[2571811],[2575462],[2576703],[2579217],[2580714],[2581977],[2585590],[2588506],[2589664],[2593857],[2600386],[2601544],[2608758],[2614325],[2618663],[2619904],[2623244],[2625144],[2627582],[2628823],[2631107],[2634097],[2637722],[2642060],[2643301],[2647312],[2648575],[2652434],[2653675],[2657686],[2658949],[2665478],[2666636],[2675164],[2680498],[2682707],[2685317],[2687045],[2688286],[2695065],[2699403],[2700644],[2703984],[2705884],[2708322],[2709563],[2711847],[2713574],[2714837],[2719566],[2727805],[2729066],[2731840],[2733284],[2735184],[2739199],[2743657],[2748991],[2751200],[2753810],[2755538],[2756779],[2759761],[2760763],[2766019],[2768490],[2773382],[2776695],[2784934],[2786195],[2788969],[2790413],[2793990],[2798820],[2800872],[2804879],[2806561],[2807563],[2815290],[2821672],[2824477],[2825479],[2831596],[2838478],[2845817],[2851268],[2862315], [1761268,2225486],[1870112,2314395],[1884865,2323666],[1885464,2323821],[1947539,2372157],[1960397,2382237],[1990221,2405183],[1999678,2412107],[2003937,2412990],[2004182,2413555],[2063595,2457519],[2064194,2457674],[2074822,2466207],[2076767,2467051],[2091193,2299485],[2103972,2486756],[2111560,2489680],[2113243,2493342],[2117272,2494191],[2157544,2355797],[2169107,2532633],[2173366,2533516],[2173611,2534081],[2183860,2541904],[2184459,2542059],[2185787,2542235],[2189433,2544439],[2199452,2391779],[2210231,2557650],[2218317,2562522],[2219355,2565206],[2224403,2684607],[2249833,2433338],[2260613,2442609],[2261212,2442764],[2270200,2596705],[2271883,2600367],[2275912,2601216],[2279674,2603260],[2285599,2608174],[2285844,2608739],[2289664,2610391],[2291029,2610994],[2297751,2614709],[2299563,2474876],[2312661,2623628],[2317099,2626465],[2322330,2731075],[2336104,2638106],[2337818,2639146],[2346123,2512305],[2350376,2354602],[2355901,2520112],[2356146,2520677],[2364988,2656189],[2366026,2658873],[2371074,2753100],[2373614,2661797],[2379326,2666308],[2384134,2668747],[2388076,2547276],[2388882,2671230],[2390247,2671833],[2396969,2675548],[2398683,2676588],[2403651,2679376],[2410373,2683091],[2412348,2770112],[2424882,2691734],[2426239,2692453],[2431604,2695449],[2433416,2581901],[2436424,2584825],[2437754,2441623],[2442870,2589336],[2446514,2704368],[2448228,2705408],[2450952,2707205],[2456183,2788204],[2459038,2712077],[2465124,2792313],[2468396,2610664],[2473817,2720598],[2479930,2723684],[2481287,2724403],[2485697,2726867],[2491810,2729953],[2498532,2733668],[2500246,2734708],[2504660,2737240],[2505595,2638509],[2506025,2737843],[2508602,2640943],[2509408,2739723],[2510773,2740326],[2515128,2645815],[2515832,2519307],[2517495,2744041],[2519209,2745081],[2521775,2812819],[2524177,2747869],[2525534,2748588],[2530899,2751584],[2532874,2816912],[2540568,2820182],[2551724,2763028],[2553773,2764060],[2554708,2675951],[2555138,2764663],[2558726,2679046],[2564147,2769174],[2567872,2771133],[2570260,2772260],[2571617,2772979],[2575421,2691404],[2576505,2692069],[2580842,2777727],[2584691,2584784],[2586955,2780813],[2588312,2781532],[2590356,2836426],[2592722,2783996],[2593657,2704771],[2594087,2784599],[2598835,2787082],[2605557,2790797],[2607271,2791837],[2607532,2842485],[2615345,2795553],[2617165,2796555],[2618622,2723354],[2619706,2724019],[2630913,2802909],[2632962,2803941],[2633897,2734071],[2634327,2804544],[2638375,2638468],[2645391,2809828],[2646432,2854073],[2647440,2810860],[2648805,2811463],[2650638,2855075],[2652393,2747539],[2653477,2748204],[2657814,2815974],[2661539,2817933],[2663927,2819060],[2665284,2819779],[2672345,2822914],[2673720,2823679],[2675817,2675910],[2681645,2768142],[2683727,2827676],[2685547,2828678],[2687004,2771930],[2688088,2772595],[2696085,2833159],[2697905,2834161],[2698793,2868589],[2704637,2704730],[2711653,2840515],[2713702,2841547],[2715067,2842150],[2719525,2794755],[2719914,2844487],[2720813,2844575],[2728422,2799642],[2728756,2800644],[2730465,2848261],[2733937,2734030],[2740838,2852510],[2742213,2853275],[2742934,2879409],[2752220,2857272],[2754040,2858274],[2759579,2821584],[2760991,2861380],[2767935,2826113],[2768008,2768101],[2769389,2864134],[2777043,2867259],[2777942,2867347],[2787594,2871033],[2793794,2843640],[2799115,2799460],[2800256,2847019],[2807791,2878474],[2816189,2881228],[2825705,2825917] ] cell #4679 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1226217],[1366727],[1469864],[1563103],[1596389],[1632622],[1665094],[1725079],[1756504],[1788216],[1802973],[1824449],[1874907],[1880749],[1911350],[1921929],[1942775],[1957532],[1994669],[2039488],[2041683],[2045574],[2053637],[2059479],[2070058],[2127495],[2138213],[2148547],[2152770],[2164098],[2179744],[2181939],[2209766],[2233074],[2239855],[2243020],[2252151],[2256715],[2269383],[2283940],[2306271],[2309436],[2332994],[2335668],[2336481],[2348352],[2360984],[2364149],[2377844],[2396533],[2397346],[2418893],[2422058],[2424168],[2425238],[2446078],[2446891],[2450451],[2479216],[2480286],[2489465],[2498096],[2498909],[2502469],[2504231],[2523463],[2524466],[2524533],[2547184],[2553344],[2561764],[2569546],[2570549],[2570616],[2592293],[2592820],[2609494],[2612979],[2617454],[2622483],[2625808],[2632533],[2633060],[2652770],[2664216],[2668433],[2670405],[2673818],[2678443],[2687381],[2698194],[2713800],[2717861],[2720284],[2722256],[2726078],[2742311],[2755874],[2759345],[2761323],[2777413],[2779385],[2795137],[2808123],[2832743] ] cell #4680 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1486207],[1627103],[1728951],[1818930],[1850872],[1884621],[1915222],[1971933],[2000429],[2029602],[2043360],[2063351],[2108729],[2113892],[2141362],[2150921],[2169858],[2183616],[2215599],[2254817],[2256767],[2260369],[2267369],[2272532],[2282091],[2330980],[2340093],[2348904],[2352473],[2362270],[2375946],[2377896],[2400958],[2420179],[2425790],[2428420],[2436057],[2439768],[2450503],[2462883],[2480838],[2483468],[2502521],[2504581],[2505228],[2514836],[2525085],[2527715],[2539063],[2553694],[2554341],[2571168],[2573798],[2575412],[2576213],[2592643],[2593290],[2596134],[2618613],[2619414],[2626360],[2632883],[2633530],[2636374],[2637680],[2652384],[2653120],[2653185],[2670755],[2675122],[2681278],[2686995],[2687731],[2687796],[2703942],[2704318],[2717114],[2719516],[2722606],[2726198],[2728464],[2733242],[2733618],[2747827],[2756224],[2759465],[2760721],[2762978],[2766173],[2772218],[2779735],[2790747],[2793767],[2795257],[2796513],[2799061],[2809778],[2819018],[2821530],[2822691],[2832863],[2834119],[2844433],[2852287],[2867205] ] cell #4681 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [695121,1421821],[766674,1508627],[845243,1601760],[936103,1703857],[957460,1725496],[993372,1761875],[1023973,1793587],[1079123,1850605],[1112019,1881166],[1143731,1911767],[1158797,1927300],[1179643,1948146],[1232461,1995086],[1238478,2000162],[1270950,2029335],[1282370,2039905],[1303846,2059896],[1318912,2075429],[1361341,2108462],[1411846,2150654],[1414626,2153187],[1427691,2164515],[1433708,2169591],[1445128,2180161],[1450820,1959879],[1514497,2233491],[1527482,2243437],[1544575,2256500],[1557717,2267102],[1572752,2068280],[1575364,2281824],[1578144,2284357],[1614044,2309853],[1643763,2330713],[1653960,2137475],[1656558,2339826],[1689854,2364566],[1701182,2177628],[1706947,2377629],[1739281,2209028],[1741879,2400691],[1774159,2422475],[1776082,2423458],[1780343,2241894],[1813315,2268645],[1815913,2450236],[1827635,2279967],[1859203,2478506],[1863464,2308310],[1894951,2332256],[1897549,2502254],[1899479,2335568],[1903895,2338899],[1930641,2522753],[1934902,2363023],[1979507,2396433],[1983923,2399764],[2008760,2568836],[2013021,2420932],[2018282,2424415],[2047608,2445978],[2052024,2449309],[2083815,2612822],[2094416,2479463],[2121466,2497996],[2125882,2501327],[2158538,2523710],[2192367,2547084],[2227514,2569793],[2293668,2613226], [548450,1226591,1989834],[653219,1367101,2112856],[658080,1372971,2118108],[730526,1729452,2196884],[733945,1470238,2199065],[762319,1502867,2223845],[811859,1563477,2271496],[816720,1569347,2276748],[840604,1600777,2297714],[870782,1627604,2320112],[874201,1372420,2322293],[899955,1915723,2343555],[903374,1665468,2345736],[931748,1698097,2370516],[940964,1709727,2380162],[956909,956912,1971759],[982499,1486708,2213244],[988733,1497688,2410336],[994056,1761233,2007017],[1019334,1792604,2431567],[1029521,2043861,2439055],[1032940,1803347,2441236],[1035221,1805871,2443706],[1049512,1819431,2453965],[1052931,1568796,2456146],[1062368,1835590,2464566],[1105422,1356162,2312624],[1111468,1111471,2113718],[1116564,1884534,2119357],[1143180,1143183,2141188],[1154158,1926317,2517458],[1156243,1674125,2352438],[1156308,2156064,2518971],[1159481,1925552,2157509],[1159763,1928150,2521217],[1168770,1681938,2359915],[1175004,1692918,2530862],[1180327,1947504,2176446],[1185191,1952514,2538350],[1188610,1709176,2540531],[1190891,1960362,1960430],[1231910,1231913,2215425],[1235487,1997774,2218506],[1243652,2003900,2225553],[1254091,1766243,2417824],[1267007,2034745,2584329],[1279263,2037933,2585531],[1281819,1281822,2254643],[1284345,1544718,2439649],[1284413,2044965,2588275],[1284588,2257061,2440871],[1286915,2042194,2260282],[1288062,1805320,2590319],[1297249,1552538,2446477],[1303295,1303298,2272358],[1308391,2063264,2277997],[1314273,1830411,2605520],[1316358,1833480,2462848],[1316423,2287234,2607033],[1319596,2073681,2074787],[1319878,2076072,2076279],[1325335,2080146,2291218],[1353053,1856015,2477304],[1364901,2111523,2317444],[1383811,1638584,2498495],[1392752,2143606,2643242],[1396837,1916827,2645354],[1408855,2148936,2348817],[1409234,1920151,2646395],[1414075,1414078,2352299],[1417020,2153352,2355864],[1427140,1427143,2362096],[1429700,1938516,2527680],[1429765,2175001,2661301],[1430717,2167203,2365177],[1438882,2173329,2372224],[1442021,2177198,2178189],[1444577,1444580,2375772],[1447103,1707090,2538944],[1447171,2185221,2665247],[1447346,2378190,2540166],[1449673,2182450,2183529],[1456093,2189396,2384479],[1466991,1973349,2390436],[1479558,1974177,2549575],[1483643,1730556,2551687],[1488853,1992286,2403840],[1494912,1998305,2407762],[1513946,1513949,2420005],[1516506,2016635,2573763],[1516571,2005572,2567634],[1521711,2238786,2425071],[1522817,2247669,2425703],[1523196,2031868,2696048],[1524361,2240602,2242455],[1526931,1526934,2428246],[1538810,2037372,2698517],[1539285,2253056,2436387],[1555150,2048957,2592187],[1556270,2274776,2709504],[1560287,1816056,2596015],[1560355,2064956,2711616],[1560530,2450797,2602696],[1561277,2270163,2451297],[1572373,2279436,2280106],[1577593,1577596,2462709],[1580538,2284522,2285562],[1586392,2082327,2468760],[1597375,2088619,2474162],[1608273,2305202,2480119],[1609379,2089029,2480751],[1609758,1853138,2615308],[1610923,2307018,2308871],[1613493,1613496,2483294],[1618851,2106334,2486042],[1629749,2115308,2491999],[1633519,1887732,2323781],[1641196,2122815,2632427],[1642316,2116136,2628764],[1646333,1897692,2636255],[1646401,1886226,2630876],[1646576,2495671,2502815],[1648559,1648562,2503615],[1651323,2336067,2505005],[1651927,2143045,2740562],[1652402,2344149,2505558],[1653581,2337580,2339038],[1662221,2142778,2510962],[1668280,2148797,2514884],[1684083,2159402,2524366],[1684462,1931626,2652227],[1685189,2368798,2524998],[1685568,2172124,2752183],[1686733,2361731,2363584],[1689303,1689306,2527541],[1690142,2167734,2528288],[1701657,2373577,2374185],[1711736,2186064,2667430],[1713069,2383216,2383692],[1725661,2196438,2548716],[1732062,2200553,2673661],[1733880,1733883,2552728],[1736644,2396932,2554118],[1737248,1973616,2672069],[1737723,2197478,2554671],[1738902,2398445,2399903],[1746507,2212798,2559090],[1752908,2216913,2681204],[1757490,2221717,2564492],[1760854,2006638,2413307],[1768388,2228378,2570449],[1768767,2009745,2686838],[1769494,2222127,2571081],[1769873,2002695,2683690],[1771038,2419640,2421493],[1773608,1773611,2573624],[1775521,1775576,2574576],[1778219,2240967,2575785],[1779259,2247530,2576261],[1780818,2426202,2427521],[1789202,2247259,2581187],[1800100,2256233,2587144],[1802750,2046471,2442724],[1807914,1807917,2591677],[1810203,2048451,2703550],[1810678,2262870,2593067],[1811282,2274215,2787318],[1811757,2454559,2593620],[1812936,2447990,2449448],[1821576,2273948,2599024],[1825346,2066462,2457634],[1833023,2281455,2713167],[1838160,2076422,2716995],[1838338,1838403,2609840],[1848748,2295140,2472899],[1857081,2300685,2617354],[1857460,2092293,2722116],[1858642,1858697,2617777],[1861340,2307383,2618986],[1862380,2088890,2619462],[1863939,2481250,2482569],[1868739,2310050,2485255],[1877072,2315595,2626273],[1877451,2110005,2728385],[1881331,2319666,2627905],[1885009,2119832,2494449],[1889550,1889553,2631917],[1891839,2122309,2732850],[1892314,2326481,2633307],[1892918,2115575,2730189],[1893393,2320706,2633860],[1894572,2500008,2501466],[1899340,1899390,2504218],[1911932,2343109,2642383],[1918333,2347224,2742154],[1922915,2352028,2647785],[1925173,2157130,2520429],[1930080,1930135,2651548],[1932778,2159313,2652757],[1933818,2368659,2653233],[1935377,2525497,2526816],[1943761,2368388,2658159],[1947125,2176067,2533833],[1954659,2375049,2664116],[1955038,2179174,2755331],[1957309,1958429,2542019],[1968046,1968049,2670265],[1977398,2200047,2762545],[1977873,2392886,2674065],[1979368,1979418,2553331],[1996335,2216352,2767659],[1996810,2406290,2681608],[2008199,2008254,2686159],[2010897,2228289,2687368],[2011937,2221988,2687844],[2013496,2571580,2572899],[2027478,2428993,2579924],[2035811,2434538,2698094],[2036190,2250933,2779245],[2040070,2438609,2699726],[2042669,2260757,2589594],[2047469,2047519,2592280],[2060061,2453519,2708645],[2063739,2278472,2601474],[2070569,2280949,2789979],[2071044,2460334,2714047],[2073302,2074408,2608491],[2083254,2083309,2719083],[2085408,2296583,2795084],[2092455,2300596,2722243],[2103123,2312125,2799173],[2110170,2315456,2728512],[2121327,2121377,2632520],[2146827,2346718,2809345],[2147302,2513412,2742558],[2180326,2374960,2755861],[2182925,2184004,2666566],[2188265,2188897,2759292],[2192228,2192278,2670392],[2194216,2389227,2761193],[2210576,2403184,2766307],[2244048,2430436,2832690],[2251095,2434449,2779372],[2290009,2290562,2717731],[2340887,2509753,2807993] ] cell #4682 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1244638],[1336656],[1358648],[1373781],[1374187],[1418006],[1439868],[1467215],[1489077],[1500174],[1503724],[1504176],[1533032],[1548165],[1548571],[1570157],[1570563],[1581524],[1596821],[1618297],[1625437],[1629973],[1633541],[1662445],[1673542],[1677092],[1677544],[1695404],[1698954],[1699406],[1710537],[1710943],[1712028],[1716139],[1722046],[1742892],[1753378],[1756936],[1788648],[1795788],[1800324],[1803892],[1817264],[1821800],[1825368],[1836447],[1836899],[1838480],[1840287],[1841149],[1842261],[1851818],[1871809],[1877716],[1902410],[1903400],[1908317],[1918803],[1922361],[1939649],[1943207],[1950347],[1958451],[1959613],[1963794],[1970907],[1972881],[1982438],[1983428],[1990706],[1991818],[2001375],[2004643],[2019879],[2020991],[2021921],[2022939],[2030548],[2036455],[2050539],[2051529],[2056446],[2066932],[2067104],[2088038],[2096013],[2097125],[2098055],[2099073],[2105753],[2114840],[2117778],[2124397],[2125387],[2133223],[2134085],[2135197],[2135369],[2140336],[2142310],[2151867],[2160135],[2161247],[2162177],[2163195],[2170804],[2174072],[2201205],[2204776],[2205638],[2206750],[2206922],[2217565],[2221136],[2224040],[2229111],[2230223],[2231153],[2232171],[2246678],[2255765],[2257713],[2264393],[2265255],[2266367],[2266539],[2273480],[2276418],[2283037],[2286305],[2294403],[2298045],[2301668],[2312955],[2316578],[2324433],[2328004],[2328866],[2329978],[2330150],[2347876],[2351447],[2353421],[2353593],[2356607],[2367807],[2370711],[2376894],[2378842],[2379832],[2383099],[2390516],[2393621],[2403920],[2407025],[2410667],[2414290],[2414462],[2431898],[2435521],[2443376],[2458286],[2461857],[2463831],[2464003],[2464761],[2467590],[2472782],[2473791],[2484662],[2485671],[2492079],[2511042],[2514147],[2517789],[2521412],[2531193],[2534816],[2534988],[2547546],[2557920],[2564121],[2579807],[2580816],[2587224],[2599104],[2641213],[2647414],[2657788], [590468,1284259],[627622,1862674],[689852,1414261],[713696,1447017],[758792,2012231],[786262,1779553],[796801,1544270],[809284,1560201],[822950,1577779],[864465,2110464],[885418,1646247],[909284,1668574],[918079,1682329],[924259,1689489],[928221,1934112],[938760,1706642],[977209,2211955],[992603,2225847],[998107,1766634],[1004287,1773794],[1038092,1555024],[1038498,1808994],[1043195,2052318],[1044829,1815608],[1058841,1827929],[1064148,1838074],[1085283,1856406],[1099413,2311071],[1110922,2318823],[1121213,1641070],[1121619,1890630],[1126316,2126176],[1127950,1897244],[1138974,1904189],[1161369,1929487],[1162654,1930764],[1163106,1684307],[1163480,2159597],[1178874,2372518],[1184378,1952905],[1190558,1960065],[1210608,2392502],[1211409,1731936],[1211815,1977229],[1223279,1984217],[1237292,2408783],[1246690,2007606],[1247975,2008883],[1248427,1768612],[1248801,2228573],[1259485,2019341],[1277110,2035136],[1288997,2046587],[1291001,1810124],[1291240,2262713],[1302749,2452676],[1313040,1832897],[1313446,2069360],[1318143,2284816],[1319777,2075974],[1327884,2081799],[1339283,2475581],[1340206,2091431],[1340658,1857305],[1341032,2300880],[1345531,2095475],[1375559,2120445],[1377563,1891760],[1377802,2326324],[1388544,2131543],[1405838,2513028],[1406639,1918207],[1407045,2146658],[1418509,2153646],[1419226,1929163],[1432522,2529309],[1441920,2177035],[1443205,2178312],[1443657,1954883],[1444031,2375244],[1457913,2190558],[1462679,2194059],[1469540,2198537],[1470783,1977319],[1471022,2392729],[1475350,2203096],[1491402,2214897],[1504550,2413502],[1506032,2007282],[1519058,2019017],[1524260,2240439],[1535659,2582606],[1536582,2250071],[1537034,2036035],[1537408,2434733],[1541907,2254115],[1547364,2589210],[1571935,2279085],[1573939,2070490],[1574178,2460177],[1585897,2290405],[1588596,2081475],[1593263,2085279],[1596559,2473596],[1599195,2298876],[1605620,2095151],[1610822,2306855],[1620671,2313786],[1632298,2321765],[1633780,2494292],[1653143,2337229],[1657909,2340730],[1664770,2345208],[1666013,2146748],[1666252,2513255],[1670580,2349767],[1676169,2649204],[1677918,2520624],[1686632,2361568],[1699780,2534028],[1701262,2176711],[1715121,2188768],[1725166,2389623],[1727865,2198213],[1738464,2398094],[1746012,2403027],[1748711,2214573],[1756674,2563926],[1759310,2411498],[1770937,2419477],[1777724,2424258],[1780423,2240115],[1785090,2243919],[1788386,2580621],[1791022,2432729],[1797447,2253791],[1802649,2440708],[1804131,2589437],[1812498,2447639],[1824125,2455618],[1825607,2601317],[1837273,2608686],[1850800,2297086],[1860845,2479306],[1863544,2306531],[1870791,2311996],[1875077,2625051],[1880836,2491186],[1883535,2321441],[1887631,2495508],[1894134,2499657],[1901392,2335439],[1911437,2510149],[1914136,2344884],[1922099,2647219],[1924735,2518620],[1932283,2523553],[1934982,2361244],[1942945,2657593],[1945581,2532024],[1957208,2540003],[1958690,2666409],[1981420,2396304],[1994756,2560749],[2000357,2409708],[2006200,2567283],[2010402,2569636],[2013101,2419153],[2029530,2430939],[2039575,2586331],[2042274,2440384],[2049521,2445849],[2053807,2705791],[2059566,2598211],[2062265,2455294],[2066361,2602533],[2070228,2713481],[2072864,2606682],[2084467,2613069],[2108657,2487754],[2111854,2626659],[2119437,2495184],[2123379,2497867],[2127665,2735091],[2138383,2739106],[2150849,2516830],[2164185,2654416],[2169786,2530234],[2175629,2660950],[2179831,2663303],[2182530,2539679],[2189727,2668941],[2193350,2546955],[2209936,2765926],[2218586,2563112],[2233161,2689027],[2243107,2693809],[2267297,2594779],[2270494,2707399],[2278077,2602209],[2282019,2604892],[2291298,2612322],[2309523,2725759],[2317073,2626735],[2330908,2635019],[2336398,2737434],[2340021,2640622],[2365257,2656779],[2384108,2669625],[2397263,2764254],[2400886,2678064],[2425151,2693062],[2450926,2707475],[2480199,2725012],[2504634,2738118],[2553747,2764938] ] cell #4683 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [994032],[1079863],[1117115],[1117401],[1159457],[1180303],[1206249],[1239218],[1243704],[1244223],[1271690],[1287466],[1287752],[1308942],[1309228],[1319572],[1334591],[1362081],[1364953],[1368621],[1373223],[1401479],[1412586],[1417072],[1417591],[1434448],[1438934],[1439453],[1450224],[1450510],[1451480],[1456145],[1462345],[1492500],[1495412],[1498109],[1530967],[1539337],[1543005],[1547607],[1561329],[1564997],[1569599],[1580590],[1581109],[1582486],[1585563],[1586892],[1597427],[1618903],[1621568],[1625103],[1651375],[1652454],[1657575],[1668780],[1671477],[1690642],[1693339],[1701709],[1709979],[1711094],[1715805],[1726161],[1736696],[1737775],[1743054],[1745678],[1747007],[1757542],[1777390],[1778719],[1779759],[1780870],[1789254],[1795454],[1810730],[1811809],[1816930],[1828135],[1828311],[1840449],[1851484],[1860511],[1861840],[1862880],[1863991],[1871475],[1881831],[1885061],[1892366],[1893445],[1902076],[1903066],[1904395],[1904571],[1912432],[1922967],[1931949],[1933278],[1934318],[1935429],[1943813],[1971069],[1977925],[1982104],[1983094],[1984423],[1984599],[1996862],[2001041],[2004400],[2004648],[2010068],[2011397],[2012437],[2013548],[2030214],[2040570],[2042721],[2050205],[2051195],[2052524],[2052700],[2060561],[2063791],[2071096],[2084133],[2088671],[2092955],[2106386],[2110670],[2119884],[2124063],[2125053],[2126382],[2126558],[2140498],[2147354],[2151533],[2153852],[2154028],[2170470],[2173829],[2174077],[2180826],[2182977],[2184056],[2187676],[2197162],[2200871],[2213522],[2217231],[2221769],[2226053],[2226229],[2247311],[2251595],[2260809],[2278524],[2282703],[2285022],[2285198],[2286062],[2286310],[2289311],[2295994],[2297414],[2310904],[2312324],[2320390],[2343833],[2347542],[2352080],[2356364],[2356612],[2368440],[2372724],[2372900],[2388529],[2401933],[2410036],[2429847],[2431267],[2439333],[2454243],[2509055],[2517158],[2530562], [417169,1284530],[499397,1414545],[518732,1447288],[590162,1544278],[600677,1560472],[612019,1578063],[629530,1862682],[667093,1646518],[686463,1668582],[695781,1687860],[701091,1689773],[713390,1706650],[760700,2012239],[767334,1772165],[772644,1774078],[788170,1779561],[803160,1558457],[803446,1814408],[808978,1815616],[819561,1827937],[825733,1582200],[845903,1867748],[865443,2110472],[879294,1644503],[879580,1896044],[885112,1897252],[894616,1904197],[915854,1929495],[917145,1935910],[917664,1687730],[930129,1934120],[936763,1705507],[942073,1711613],[962556,1742619],[962842,1988067],[972735,1984225],[977276,2211963],[993581,2225855],[995882,2007614],[997173,2014029],[997692,1772035],[1007877,2019349],[1024633,1784627],[1035547,2046812],[1037534,1813395],[1044173,2052326],[1058024,1576104],[1058310,1831845],[1063842,1837516],[1072076,2081807],[1084349,2101571],[1084868,1867618],[1089513,2095483],[1099418,2311075],[1110989,2318831],[1118668,2120670],[1120655,1895031],[1127294,2126184],[1131130,2131768],[1148827,1657298],[1149113,1908039],[1159006,2153654],[1160570,1929325],[1163547,2159605],[1179852,2372526],[1182153,1950446],[1183444,1952934],[1183963,1705377],[1197788,2190783],[1202581,2202025],[1209569,2198545],[1210675,2392510],[1210851,1987054],[1215435,2203321],[1231431,2214905],[1237297,2408787],[1245891,2007444],[1248868,2228581],[1258686,2019179],[1263903,2023038],[1276176,2025437],[1276695,1784497],[1281340,2254123],[1291245,2262938],[1302816,2452684],[1310495,2066666],[1312482,1830832],[1319121,2284824],[1324208,2291729],[1327085,2081637],[1331894,2093875],[1338168,2299101],[1339288,2475585],[1341099,2300888],[1344732,2095313],[1349949,2099172],[1360160,2314011],[1371941,2321773],[1377807,2326549],[1393018,2134931],[1397811,2130472],[1404799,2345216],[1405905,2513036],[1406081,1907026],[1410665,2349992],[1426661,2163294],[1432527,2529313],[1441121,1950013],[1444098,2375252],[1455034,2190174],[1465864,2390947],[1468741,2198375],[1471027,2392954],[1479824,2206484],[1487726,2404351],[1490603,2214735],[1501686,2411723],[1504617,2413510],[1513467,2232270],[1520584,2236653],[1523461,2022605],[1528270,2017741],[1534544,2432954],[1535664,2582610],[1537475,2434741],[1541108,2253953],[1546325,2257812],[1547431,2589218],[1556536,2266101],[1568317,2455626],[1574183,2460402],[1596316,2298492],[1596564,2473687],[1607146,2303069],[1610023,2098739],[1617792,2313402],[1628622,2492510],[1631499,2321603],[1633785,2494517],[1635596,2324532],[1642582,2329712],[1650264,2131159],[1661094,2511473],[1663971,2345046],[1666257,2513480],[1675054,2353155],[1676174,2649208],[1677985,2520632],[1682956,2357782],[1685833,2162861],[1696916,2532249],[1699847,2534036],[1708697,2378941],[1735585,2202712],[1750237,2561441],[1756431,2411114],[1756679,2564017],[1762664,2414024],[1767261,2415691],[1770138,2231837],[1788143,2432345],[1788391,2580712],[1798973,2436922],[1801850,2257379],[1804136,2589662],[1809619,2262329],[1820449,2599535],[1823326,2455456],[1825612,2601542],[1827423,2458385],[1834409,2463565],[1837340,2608694],[1847305,2471111],[1874834,2488449],[1875082,2625142],[1878349,2490315],[1886832,2324099],[1891255,2325940],[1921856,2349383],[1922104,2647310],[1936508,2655108],[1942702,2531640],[1942950,2657684],[1948935,2534550],[1953532,2536217],[1956409,2378508],[1958695,2666634],[1964427,2545953],[1968711,2386886],[1998052,2408616],[2014627,2689719],[2026035,2578136],[2053564,2595474],[2053812,2705882],[2057079,2597340],[2065562,2457952],[2069985,2459793],[2070233,2713572],[2080424,2470643],[2102169,2621337],[2111223,2490092],[2127422,2635714],[2127670,2735182],[2133856,2639620],[2138140,2507412],[2138388,2739197],[2167481,2529142],[2189096,2545730],[2205409,2677062],[2209693,2556525],[2209941,2766017],[2239064,2577668],[2269863,2597117],[2305480,2620869],[2335767,2639397],[2396632,2676839] ] cell #4684 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561351],[657426],[708022],[716235],[755875],[762055],[816066],[824760],[825507],[831054],[867376],[914892],[925304],[931484],[934774],[940310],[941822],[947422],[958337],[979183],[984778],[1009784],[1012230],[1034567],[1046106],[1055924],[1056208],[1062104],[1068968],[1080505],[1091420],[1093866],[1101981],[1112896],[1116382],[1133693],[1135968],[1136252],[1144608],[1150975],[1159499],[1165454],[1167900],[1171049],[1181327],[1181785],[1192310],[1206461],[1217998],[1220273],[1220557],[1228323],[1239860],[1243214],[1243498],[1250775],[1253221],[1260795],[1262687],[1263077],[1263535],[1272332],[1278927],[1283247],[1285693],[1293808],[1296083],[1296367],[1304723],[1308209],[1310318],[1332690],[1341900],[1346841],[1348733],[1349123],[1349581],[1354682],[1368833],[1372221],[1372679],[1375215],[1380370],[1382645],[1382929],[1387540],[1387715],[1392416],[1392841],[1401691],[1408255],[1413228],[1415503],[1415787],[1423553],[1425445],[1425835],[1426293],[1435090],[1438444],[1438728],[1446005],[1448451],[1449491],[1466313],[1472470],[1474346],[1474521],[1479222],[1479647],[1495518],[1496208],[1502629],[1505418],[1505702],[1510359],[1512251],[1512641],[1513099],[1518255],[1522217],[1529066],[1538276],[1543217],[1545499],[1545957],[1549599],[1551058],[1551233],[1555934],[1556359],[1565209],[1568597],[1569055],[1571591],[1576746],[1579021],[1579305],[1580100],[1580384],[1586998],[1589807],[1596732],[1598191],[1598366],[1602372],[1604817],[1608779],[1624620],[1625465],[1629071],[1634770],[1635228],[1637104],[1637279],[1641980],[1642405],[1648002],[1661543],[1667700],[1669576],[1669751],[1674877],[1678786],[1679070],[1680627],[1681737],[1684589],[1690748],[1691438],[1697859],[1700648],[1700932],[1705589],[1707871],[1708329],[1708977],[1709435],[1716167],[1719960],[1720135],[1722502],[1724640],[1727062],[1733323],[1750686],[1752572],[1753685],[1756847],[1758306],[1758481],[1762487],[1764932],[1766042],[1768894],[1778825],[1781634],[1788559],[1790018],[1790193],[1794199],[1796644],[1799422],[1805121],[1805579],[1807357],[1808440],[1817292],[1820898],[1826597],[1827055],[1828241],[1828931],[1829106],[1834232],[1835352],[1841605],[1842568],[1846055],[1847908],[1855814],[1861946],[1864755],[1875250],[1875630],[1875805],[1876472],[1878172],[1880310],[1882732],[1888993],[1890076],[1902438],[1904501],[1906231],[1906406],[1908773],[1910911],[1913333],[1919110],[1922272],[1927912],[1931066],[1939956],[1943118],[1944577],[1944752],[1948758],[1950375],[1951203],[1952313],[1962944],[1964250],[1967489],[1973188],[1976675],[1982466],[1984529],[1986259],[1986434],[1988670],[1991162],[1992125],[1994230],[1995612],[1997465],[2005371],[2009185],[2020335],[2021298],[2022228],[2022967],[2024785],[2026638],[2034544],[2036911],[2039049],[2052630],[2054360],[2054535],[2056902],[2059040],[2061462],[2068806],[2078802],[2079837],[2088494],[2091733],[2096469],[2097432],[2098362],[2099101],[2100919],[2102869],[2104903],[2106209],[2115147],[2118634],[2126488],[2128218],[2128393],[2132373],[2133679],[2134541],[2142617],[2146104],[2147957],[2155863],[2160591],[2161554],[2162484],[2163223],[2165041],[2166894],[2174800],[2178614],[2188011],[2195540],[2196575],[2203926],[2205232],[2206094],[2212935],[2221592],[2229567],[2230530],[2231460],[2232199],[2234017],[2238477],[2239265],[2247134],[2250373],[2256072],[2259559],[2263543],[2264849],[2265711],[2273787],[2277274],[2287033],[2294859],[2296329],[2301975],[2304893],[2305681],[2316885],[2319803],[2327154],[2328460],[2329322],[2342211],[2343246],[2351903],[2359606],[2360394],[2368263],[2377201],[2380688],[2387312],[2394077],[2407481],[2417515],[2418303],[2430182],[2435828],[2438746],[2453656],[2462313],[2467807],[2476995],[2488875],[2514603],[2538041],[2547763],[2558137],[2584020],[2641430] ] cell #4685 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4686 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1374220],[1466173],[1504098],[1504673],[1548604],[1570596],[1596584],[1628931],[1633650],[1633877],[1661403],[1677466],[1678041],[1699328],[1699903],[1710976],[1724634],[1750546],[1753620],[1756699],[1761355],[1788411],[1799282],[1804001],[1804228],[1820758],[1825477],[1825704],[1836821],[1837396],[1838513],[1842503],[1847902],[1875102],[1878100],[1880304],[1885345],[1910905],[1919045],[1922124],[1926780],[1939891],[1942970],[1947626],[1958560],[1958787],[1960562],[1962938],[1964178],[1973123],[1992060],[1994224],[1997459],[2004303],[2021233],[2022163],[2026632],[2036839],[2039043],[2056830],[2059034],[2064075],[2067174],[2074909],[2076083],[2079831],[2088422],[2097367],[2098297],[2102863],[2104897],[2106137],[2115082],[2117601],[2132367],[2133607],[2134469],[2135439],[2142552],[2147951],[2161489],[2162419],[2166888],[2173732],[2177095],[2177209],[2184340],[2188005],[2196569],[2203920],[2205160],[2206022],[2206992],[2212929],[2221520],[2230465],[2231395],[2238471],[2239259],[2240499],[2240613],[2247062],[2256007],[2261093],[2263537],[2264777],[2265639],[2266609],[2273722],[2276241],[2285965],[2296323],[2301910],[2304887],[2305675],[2306915],[2307029],[2316820],[2319797],[2327148],[2328388],[2329250],[2330220],[2343240],[2351831],[2353663],[2356267],[2359600],[2360388],[2361628],[2361742],[2368191],[2377136],[2379655],[2387306],[2391900],[2394005],[2405304],[2407409],[2414532],[2417509],[2418297],[2419537],[2419651],[2430176],[2435763],[2437875],[2438740],[2440768],[2440882],[2443199],[2453650],[2462241],[2464073],[2467801],[2475446],[2476989],[2487326],[2488869],[2493463],[2495568],[2495682],[2512426],[2514531],[2516402],[2535058],[2538035],[2540063],[2540177],[2543396],[2547757],[2549605],[2558131],[2559979],[2565776],[2582471],[2584014],[2585561],[2600488],[2602593],[2602707],[2613666],[2622585],[2628794],[2641424],[2643272],[2659443],[2694406],[2709534], 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] cell #4687 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473092],[560714],[606945],[614253],[651591],[657363],[707385],[715263],[715916],[721320],[755812],[800405],[810231],[816003],[819021],[824123],[825478],[830991],[841585],[861576],[866881],[890749],[893086],[914255],[925241],[934475],[934745],[940247],[946927],[958274],[968868],[971205],[979120],[989714],[993041],[1009721],[1011931],[1012201],[1020315],[1026385],[1034504],[1040306],[1042643],[1045611],[1055407],[1055861],[1065875],[1080010],[1091357],[1093567],[1093837],[1101486],[1112833],[1116083],[1116353],[1123427],[1125764],[1133198],[1135069],[1135451],[1135905],[1144545],[1150912],[1155139],[1157476],[1165391],[1167601],[1167871],[1175985],[1179312],[1181290],[1203368],[1212544],[1217503],[1219374],[1219756],[1220210],[1225230],[1239365],[1242697],[1243151],[1245579],[1250712],[1252922],[1253192],[1257702],[1257881],[1262624],[1263040],[1271837],[1278232],[1283184],[1285394],[1285664],[1293313],[1295184],[1295566],[1296020],[1304660],[1307910],[1308180],[1315254],[1317591],[1318581],[1335663],[1341837],[1343748],[1343927],[1348670],[1349086],[1365027],[1365740],[1372184],[1374916],[1375186],[1379875],[1381746],[1382128],[1382582],[1387678],[1391721],[1398598],[1407774],[1412733],[1414986],[1415440],[1418947],[1420460],[1420639],[1425382],[1425798],[1434595],[1437927],[1438381],[1440809],[1445942],[1448152],[1448422],[1449192],[1449462],[1456219],[1459117],[1466250],[1467757],[1467936],[1471975],[1474484],[1478527],[1494602],[1495481],[1499181],[1504901],[1505355],[1507266],[1507445],[1512188],[1512604],[1518195],[1532039],[1538213],[1540124],[1540303],[1545462],[1549300],[1549570],[1551196],[1552339],[1555239],[1561403],[1562116],[1568560],[1571292],[1571562],[1576251],[1578504],[1578958],[1579583],[1580037],[1586961],[1590909],[1591088],[1593533],[1595789],[1598329],[1604757],[1622640],[1624557],[1625714],[1629008],[1630515],[1630694],[1634733],[1637242],[1638385],[1641285],[1651449],[1654347],[1661480],[1662987],[1663166],[1667205],[1669714],[1672549],[1678269],[1678723],[1680567],[1681700],[1690711],[1694411],[1700131],[1700585],[1701783],[1702496],[1702675],[1707834],[1708940],[1715391],[1716416],[1720098],[1722009],[1730357],[1736770],[1739668],[1750623],[1751024],[1751203],[1751877],[1753648],[1755904],[1758444],[1764872],[1766005],[1778788],[1780944],[1782736],[1782915],[1785360],[1787616],[1790156],[1796065],[1799359],[1805084],[1808380],[1817541],[1820835],[1822342],[1822521],[1826560],[1828204],[1829069],[1830212],[1841112],[1842531],[1845995],[1852095],[1855777],[1861909],[1864065],[1865857],[1866036],[1868355],[1871061],[1872086],[1874307],[1875768],[1877679],[1886027],[1890016],[1901662],[1902687],[1903677],[1904464],[1906369],[1908280],[1916628],[1919073],[1921329],[1935503],[1937295],[1937474],[1939919],[1942175],[1944715],[1952276],[1962612],[1963757],[1973151],[1976615],[1981690],[1982715],[1983705],[1984492],[1986397],[1988424],[1990669],[1992088],[2001652],[2005334],[2013622],[2015414],[2015593],[2019842],[2021261],[2022191],[2030825],[2034507],[2036418],[2044766],[2049791],[2050816],[2051806],[2052593],[2054498],[2056409],[2064757],[2068746],[2078556],[2086856],[2088001],[2095976],[2097395],[2098325],[2105716],[2115110],[2123649],[2124674],[2125664],[2126451],[2128356],[2133186],[2134048],[2142580],[2146044],[2152144],[2155826],[2160098],[2161517],[2162447],[2171081],[2174763],[2185022],[2193620],[2195294],[2201482],[2204739],[2205601],[2217842],[2221099],[2229074],[2230493],[2231423],[2245496],[2246641],[2256035],[2264356],[2265218],[2273750],[2283314],[2286996],[2294366],[2301938],[2316848],[2327967],[2328829],[2341965],[2348153],[2351410],[2367770],[2377164],[2383062],[2393584],[2406988],[2435791],[2461820],[2472745],[2484625],[2514110],[2579770] ] cell #4688 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1374267],[1466101],[1503952],[1504732],[1548651],[1570643],[1582465],[1596512],[1628859],[1633652],[1633733],[1661331],[1677320],[1678100],[1699182],[1699962],[1711023],[1711942],[1724631],[1750474],[1753622],[1756627],[1761352],[1788339],[1799210],[1804003],[1804084],[1820686],[1825479],[1825560],[1836675],[1837455],[1837624],[1842505],[1847899],[1875030],[1878097],[1880301],[1885419],[1910902],[1919047],[1922052],[1926777],[1939893],[1942898],[1947623],[1950624],[1958562],[1958643],[1962935],[1964175],[1973125],[1992062],[1994221],[1997456],[2004305],[2021235],[2022165],[2023216],[2026629],[2036836],[2039040],[2056827],[2059031],[2064149],[2067176],[2074906],[2079828],[2088419],[2097369],[2098299],[2099350],[2102860],[2104894],[2106134],[2115084],[2117598],[2132364],[2133604],[2134466],[2135441],[2142554],[2147948],[2161491],[2162421],[2163472],[2166885],[2173734],[2177092],[2184414],[2188002],[2196566],[2203917],[2205157],[2206019],[2206994],[2212926],[2221517],[2230467],[2231397],[2232448],[2238468],[2239256],[2240496],[2247059],[2256009],[2257990],[2261167],[2263534],[2264774],[2265636],[2266611],[2273724],[2276238],[2285967],[2296320],[2301912],[2304884],[2305672],[2306912],[2316822],[2319794],[2324710],[2327145],[2328385],[2329247],[2330222],[2343237],[2351828],[2353665],[2356269],[2359597],[2360385],[2361625],[2368188],[2377138],[2379119],[2379652],[2387303],[2391902],[2394002],[2405306],[2407406],[2414534],[2417506],[2418294],[2419534],[2430173],[2435765],[2437877],[2438737],[2440765],[2443196],[2453647],[2458563],[2462238],[2464075],[2467798],[2475443],[2476986],[2487323],[2488866],[2493465],[2495565],[2512428],[2514528],[2516399],[2535060],[2538032],[2540060],[2543395],[2547754],[2549604],[2558128],[2559978],[2565773],[2582468],[2584011],[2585560],[2600490],[2602590],[2613665],[2622584],[2628793],[2641421],[2643271],[2659440],[2694405],[2709533], [533104,1727002],[654233,1882672],[679775,1913273],[689932,1414604],[752966,1995552],[795158,1796584],[797108,1545046],[812873,2061402],[823030,1578122],[859532,2104571],[874285,2118574],[911067,1673757],[922395,2164981],[924339,1689832],[937117,1951143],[939067,1707418],[976952,2211654],[987670,2219954],[1002423,2233957],[1004367,1774137],[1014683,2024725],[1038262,2263211],[1038578,1814467],[1045136,1816384],[1053015,2277214],[1060624,1833112],[1083962,2300162],[1096319,2100859],[1110665,2318522],[1121383,2326822],[1121699,1896103],[1128257,1898020],[1130770,2132041],[1162882,1936745],[1163223,2358325],[1163662,1936894],[1170353,1938148],[1173941,2366625],[1188694,2380628],[1190638,1711672],[1210351,2392201],[1211579,2393227],[1211895,1988126],[1215075,2203594],[1248203,2014864],[1248544,2416234],[1248983,2015013],[1255674,2016267],[1257608,2237196],[1275789,2434015],[1288146,2259499],[1290885,2047085],[1291112,2053037],[1291193,2053760],[1302492,2452375],[1313210,2460675],[1313526,1831904],[1320084,1838078],[1337808,2299374],[1340434,2102406],[1340775,2476425],[1341214,2102555],[1343654,2303612],[1373951,2494790],[1377447,2120943],[1377674,2126895],[1377755,2127618],[1387400,2334673],[1405581,2512727],[1406809,2513753],[1407125,1908098],[1410305,2350265],[1416685,2519906],[1420366,2157853],[1421298,2163650],[1443433,1953769],[1443774,2536760],[1444213,1953918],[1450904,1959643],[1460907,2191056],[1466222,2548562],[1467663,2391490],[1470894,2209166],[1470975,2209889],[1474206,2395538],[1501326,2411996],[1504293,2566755],[1507172,2226829],[1508104,2232626],[1534184,2433227],[1536810,2026272],[1537151,2583450],[1537590,2026421],[1540030,2437465],[1547107,2588909],[1548335,2589935],[1550918,2261500],[1570327,2601815],[1573823,2067202],[1574050,2069458],[1574131,2070181],[1590815,2292272],[1593507,2302462],[1596221,2474643],[1598051,2475108],[1601237,2308988],[1623665,2314284],[1628980,2627751],[1630421,2493053],[1636964,2325111],[1656137,2135467],[1661452,2642229],[1662893,2512016],[1666124,2137613],[1666205,2138336],[1669436,2516064],[1674694,2353691],[1677661,2650048],[1696556,2532522],[1699523,2660422],[1702402,2176674],[1703334,2179296],[1710707,2666907],[1715365,2384960],[1719820,2385425],[1722427,2394534],[1724986,2549368],[1741458,2207020],[1750595,2680667],[1750930,2404894],[1756336,2564973],[1758166,2565438],[1782642,2240078],[1785334,2236046],[1788048,2581668],[1789878,2582133],[1793064,2242572],[1799331,2699572],[1800772,2440347],[1815492,2266637],[1820807,2708491],[1822248,2600078],[1828791,2279118],[1834049,2464101],[1837016,2716310],[1841530,2469412],[1865763,2306494],[1871035,2486523],[1874739,2625545],[1875490,2486988],[1880656,2628557],[1897128,2330248],[1901636,2334208],[1906091,2337262],[1908698,2333669],[1911257,2643035],[1921761,2515599],[1923591,2518653],[1936866,2749160],[1937201,2361207],[1939085,2535086],[1942607,2658640],[1944437,2659105],[1953890,2755707],[1955331,2539642],[1981664,2395073],[1986119,2398127],[1991087,2559742],[1994576,2680997],[2014985,2773551],[2015320,2419116],[2017204,2414560],[2020260,2423251],[2026393,2776864],[2039395,2585324],[2049765,2444618],[2053469,2706285],[2054220,2447672],[2055368,2602172],[2059386,2709297],[2069890,2603661],[2071720,2606715],[2096394,2478299],[2102527,2798989],[2123623,2496636],[2127327,2735585],[2128078,2499690],[2129226,2495147],[2138045,2640023],[2158265,2656742],[2160516,2522546],[2164005,2749490],[2165836,2660983],[2179651,2662296],[2193594,2546356],[2209598,2677465],[2227241,2563075],[2229492,2568629],[2232981,2773881],[2234812,2567316],[2237608,2693025],[2242927,2693355],[2261835,2707683],[2292684,2612285],[2294784,2612615],[2304024,2724975],[2309343,2725305],[2325446,2626943],[2335008,2738326],[2356872,2750540],[2385760,2669833],[2395873,2765146],[2414781,2682047],[2423487,2775986],[2469648,2718857],[2478535,2798111] ] cell #4689 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917329,2159439],[997357,2228415],[1084533,2300722],[1183628,2375086],[1206124,2389851],[1243888,2413344],[1276360,2434575],[1334856,2473436],[1368496,2491414],[1401354,2510377],[1417256,2520466],[1439118,2533870],[1492375,2560977],[1498374,2563766],[1531232,2580461],[1542880,2586559],[1564872,2598439],[1580774,2608528],[1621833,2624891],[1671742,2647059],[1674540,2518402],[1687605,2654644],[1693604,2657433],[1705252,2663531],[1711278,2381565],[1771910,2689255],[1784372,2694037],[1800824,2587359],[1813660,2705631],[1828567,2459959],[1831097,2713321],[1833895,2606464],[1867493,2725987],[1895296,2734931],[1904827,2507578],[1907291,2738946],[1938931,2655961],[1949878,2535921],[1955383,2664331],[1984855,2556691],[1987319,2765766],[2017050,2690572],[2018711,2775038],[2022470,2577840],[2052956,2595640],[2055420,2706596],[2066508,2603384],[2094845,2797163],[2098604,2621041],[2126814,2635880],[2129278,2735896],[2130984,2637818],[2134773,2639746],[2158967,2746984],[2162726,2654812],[2202537,2675260],[2206326,2677188],[2227943,2771375],[2231702,2689423],[2236461,2691493],[2262154,2704080],[2265943,2706008],[2294097,2794303],[2302877,2723443],[2325765,2733380],[2329554,2735308],[2357590,2747628],[2386711,2760859],[2415499,2772019],[2470919,2794844], [747900,1990010,2558295],[869219,2113032,2627110],[874650,1633271,2629792],[957356,1975875,2671929],[961130,2199241,2672886],[992420,1760472,2684354],[1047949,2271672,2707850],[1053380,1825098,2710532],[1079538,2091016,2720687],[1111915,1879902,2730049],[1115689,1884688,2731006],[1143627,2145304,2740422],[1147401,2345912,2741379],[1178691,1946743,2752847],[1189059,1958181,2757748],[1205631,1465491,2548324],[1232357,1745078,2679472],[1238893,1999501,2769263],[1271365,2249656,2777816],[1282266,2258759,2780909],[1286040,2441412,2781866],[1288511,2046223,2783116],[1303742,2058632,2787178],[1307516,2063418,2788135],[1317960,2074026,2792060],[1361756,1869935,2726956],[1368003,1628249,2627513],[1400861,1660721,2641991],[1412261,2354425,2810949],[1414522,2355425,2811559],[1414827,2154284,2520892],[1418326,2156748,2812566],[1427587,1931349,2747965],[1434123,2168930,2816063],[1445024,2178897,2819156],[1448798,2183683,2820113],[1451269,2186479,2542905],[1491882,1749864,2680429],[1514393,2009468,2772356],[1527378,2250656,2834257],[1539769,2253485,2834769],[1542387,1798600,2699334],[1544320,2257244,2589379],[1544990,2442432,2835528],[1545162,2440078,2781703],[1548906,2260436,2836357],[1558132,2048665,2784085],[1564379,1820076,2708253],[1575779,2281163,2841636],[1578040,2465835,2842246],[1578345,2285454,2608954],[1581844,2287918,2609115],[1613940,2092016,2796651],[1644178,2122523,2804030],[1652886,2344578,2852823],[1656973,2346932,2853364],[1668624,2349208,2645911],[1669212,2349549,2853758],[1673678,2352997,2649779],[1674047,1923673,2647989],[1674217,1923827,2518061],[1687112,1936135,2748922],[1689750,2371785,2858370],[1690055,2373156,2534296],[1702141,2374614,2661968],[1704759,1953159,2755469],[1706692,2378373,2666351],[1707362,2541727,2859641],[1707534,2539373,2819950],[1738207,2197907,2823227],[1742294,2200261,2823768],[1771417,2014254,2773313],[1774055,2225114,2828774],[1774360,2226485,2413770],[1779603,2432170,2692165],[1780191,2432511,2867634],[1781302,2427950,2692624],[1783879,2025662,2776626],[1795319,2436626,2868290],[1795544,2436730,2698375],[1801002,1801026,2587463],[1812241,2454988,2871346],[1815658,2457817,2601259],[1816328,2457342,2871887],[1816500,2596444,2840686],[1827979,2459618,2712173],[1833033,2463407,2716041],[1833402,2071802,2714251],[1833572,2071956,2606123],[1862724,2298317,2724115],[1863312,2298658,2844862],[1864423,2482998,2724574],[1867000,2101796,2798751],[1893877,2321135,2848574],[1897294,2323964,2494234],[1897964,2323489,2849115],[1898136,2636684,2803080],[1899966,2131325,2806246],[1902931,2511177,2878698],[1903156,2511281,2737602],[1904239,2507237,2737939],[1918379,2515322,2742768],[1929537,2528569,2656285],[1934162,2531465,2748300],[1934750,2531806,2881515],[1935861,2527245,2748759],[1938069,2534392,2660153],[1938438,2165918,2749752],[1938608,2166072,2655620],[1950103,2536025,2754510],[1955561,1955585,2664435],[1979994,2202878,2824162],[1982959,2390651,2861604],[1983184,2390755,2764422],[1984267,2556350,2764759],[1997294,2406719,2826426],[2007656,2408043,2562618],[2012281,2410939,2772691],[2012869,2411280,2864421],[2013980,2573328,2773150],[2016188,2413866,2566486],[2016557,2234894,2774143],[2016727,2235048,2690231],[2018269,2236357,2831297],[2019391,2576066,2691830],[2021497,2581391,2775484],[2022695,2577944,2775797],[2043153,2442816,2590023],[2046946,2596811,2707294],[2048095,2262495,2783308],[2049049,2263299,2703863],[2051060,2599239,2888820],[2051285,2599343,2784358],[2052368,2595299,2784695],[2055598,2055622,2706700],[2076866,2467103,2717424],[2081849,2469041,2611090],[2094403,2302773,2845518],[2095525,2619267,2723780],[2097631,2474366,2797609],[2098829,2621145,2797922],[2110514,2488274,2800740],[2111102,2488615,2847306],[2120316,2323873,2494878],[2120804,2489786,2626554],[2121953,2326106,2803253],[2122907,2326910,2733163],[2124918,2492214,2876333],[2125143,2492318,2804303],[2126226,2635539,2804640],[2129456,2129480,2736000],[2130907,2333931,2737016],[2131902,2638212,2737329],[2153696,2520674,2650017],[2157584,2656094,2656504],[2158525,2357486,2812897],[2159647,2358294,2653038],[2159865,2159889,2747443],[2161753,2658363,2813731],[2162951,2654916,2814044],[2183409,2542111,2666995],[2186156,2381719,2758724],[2190917,2544545,2668836],[2192854,2387052,2821959],[2198587,2392552,2548997],[2200645,2393315,2762858],[2202460,2394796,2763836],[2203455,2675654,2764149],[2212005,2214947,2559371],[2217096,2561145,2863423],[2217321,2561249,2826967],[2225897,2413552,2566724],[2226560,2562427,2562837],[2227501,2415395,2828898],[2228623,2416203,2687649],[2228841,2228865,2771834],[2230729,2564696,2829732],[2231927,2689527,2830045],[2236927,2691639,2692787],[2254165,2589260,2700007],[2257469,2589796,2701885],[2262077,2444341,2783772],[2262655,2262857,2783501],[2263072,2445033,2704474],[2278956,2457726,2601903],[2281547,2460763,2790292],[2284866,2608736,2716279],[2288096,2288120,2793129],[2292003,2610899,2612047],[2293655,2470815,2843864],[2299235,2476011,2614815],[2300930,2476394,2722524],[2301148,2301172,2796402],[2303343,2723589,2724737],[2310331,2623340,2875569],[2311501,2314145,2623734],[2316154,2625268,2847681],[2318873,2321815,2628186],[2324189,2494651,2630064],[2325688,2496359,2803717],[2326266,2326468,2803446],[2326683,2497051,2733774],[2345258,2513078,2642664],[2347316,2513841,2809658],[2350126,2649634,2744147],[2358056,2358217,2747774],[2372568,2534078,2660391],[2375294,2536729,2756142],[2375512,2375536,2818634],[2378598,2666768,2758020],[2382824,2543625,2668523],[2383497,2544151,2860840],[2386634,2546079,2822334],[2391221,2550138,2671738],[2392671,2392873,2823402],[2393088,2550875,2763134],[2401627,2679135,2863276],[2402237,2404625,2679281],[2409213,2411857,2683197],[2415965,2416126,2772165],[2433088,2583036,2695555],[2434783,2583419,2779653],[2435001,2435025,2834008],[2437196,2701148,2780718],[2452726,2455668,2708926],[2458042,2601676,2710804],[2460119,2460321,2841052],[2460536,2604076,2790903],[2468140,2610753,2843717],[2472288,2473180,2844354],[2472507,2613436,2613895],[2476156,2476317,2796460],[2483977,2484387,2726643],[2490396,2492784,2729858],[2511747,2643805,2740231],[2513197,2513399,2852998],[2513614,2644542,2809934],[2529739,2532383,2751690],[2536491,2536652,2818965],[2547365,2548096,2822536],[2579313,2580205,2867126],[2579532,2694176,2694635],[2583181,2583342,2834066],[2597421,2599809,2786987],[2641032,2641763,2852132] ] cell #4690 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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[499429,1674662],[533229,2205688],[590432,1801430],[612051,1834017],[654358,2328916],[679900,2134135],[689626,1923440],[701123,1939053],[713660,1955989],[753091,2407075],[772676,2017172],[795283,2036505],[803478,2055127],[809248,2056026],[812998,2265305],[822724,2071569],[859657,2485083],[874410,2495234],[879612,2128985],[885382,2129884],[917523,1687727],[918043,2165595],[922520,2361294],[924033,2165685],[937242,2176761],[942105,1711472],[962874,1987026],[976589,2558271],[987795,2563533],[997551,1772032],[998071,2234571],[1002548,2419203],[1004061,2234661],[1014808,2240165],[1036307,2261634],[1037573,2267786],[1037881,1814266],[1038387,2445217],[1053140,2602259],[1058342,1829698],[1064112,1837863],[1084087,2616215],[1084727,1867615],[1085247,2101473],[1096444,2306581],[1110302,2627086],[1119428,2325245],[1120694,2331397],[1121002,1895902],[1121508,2497235],[1131890,2334807],[1149145,1906998],[1160609,2357090],[1162609,1935902],[1162860,2523000],[1174066,2657200],[1183822,1705374],[1184342,1951757],[1188819,2539729],[1190332,1959568],[1198548,2385559],[1209988,2672862],[1210890,2208169],[1211198,1987925],[1211704,2551059],[1216195,2395672],[1245930,2414999],[1247930,2014021],[1248181,2569083],[1258725,2423705],[1275914,2696955],[1276554,1784494],[1277074,2025339],[1288271,2440434],[1288952,2046804],[1302129,2707826],[1311255,2067059],[1312521,2067421],[1312829,1831703],[1313335,2604260],[1327124,2469866],[1331933,2302377],[1338928,2475242],[1340161,2101563],[1340412,2616541],[1344771,2478753],[1360920,2487122],[1374076,2630248],[1375514,2120662],[1388499,2131760],[1393778,2135324],[1405218,2741355],[1406120,2136616],[1406428,1907897],[1406934,2644726],[1411425,2516198],[1416810,2745547],[1441160,2176583],[1443160,1952926],[1443411,2662750],[1455073,2384875],[1457868,2190775],[1462634,2202017],[1466079,2671987],[1468780,2549822],[1475305,2203313],[1480584,2206877],[1490642,2560196],[1502446,2565572],[1503930,2684923],[1523500,2239987],[1528309,2235961],[1535304,2582267],[1536537,2025429],[1536788,2697281],[1541147,2585778],[1546744,2781842],[1548460,2702069],[1557296,2266494],[1570452,2710988],[1571890,2066658],[1585852,2291721],[1596355,2474558],[1599150,2299093],[1610062,2306403],[1617831,2486438],[1620626,2314003],[1628837,2730107],[1631538,2629011],[1643342,2330105],[1650303,2334123],[1653098,2134923],[1657864,2130464],[1661309,2740480],[1664010,2643489],[1670535,2349984],[1675814,2353548],[1677298,2745873],[1685872,2361116],[1697676,2659239],[1699160,2753416],[1710832,2758204],[1725121,2390939],[1735624,2394988],[1738419,2206476],[1745967,2404343],[1750452,2679530],[1756470,2564888],[1759265,2411715],[1763424,2414417],[1770177,2419025],[1777679,2236645],[1788182,2581583],[1790977,2432946],[1799188,2780967],[1801889,2440256],[1809658,2444533],[1812453,2266093],[1820664,2787236],[1823365,2709751],[1835169,2463958],[1836653,2792629],[1860800,2303061],[1874873,2625460],[1880791,2492502],[1886871,2495056],[1891294,2496551],[1894089,2329704],[1911392,2511465],[1921895,2515514],[1924690,2353147],[1932238,2357774],[1936723,2748023],[1942741,2658555],[1945536,2532241],[1949695,2534943],[1953747,2819214],[1956448,2539551],[1968750,2546271],[1994711,2561433],[1998091,2562676],[2006155,2414016],[2010357,2415683],[2014842,2772414],[2026250,2834315],[2039530,2436914],[2053603,2706200],[2059521,2599527],[2065601,2602081],[2070024,2603576],[2072819,2463557],[2080463,2611148],[2084422,2471103],[2102384,2796709],[2111809,2490307],[2127461,2735500],[2138179,2639938],[2164140,2655100],[2167520,2656343],[2175584,2534542],[2179786,2536209],[2189682,2545945],[2209732,2677380],[2218037,2562813],[2233116,2689711],[2239103,2691888],[2243062,2578128],[2270449,2597332],[2290749,2612023],[2305519,2723838],[2309478,2621329],[2336353,2639612],[2364708,2656480],[2397218,2677054],[2424602,2692763],[2479650,2724713] ] cell #4691 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1244686],[1336725],[1358717],[1373920],[1374239],[1418054],[1439916],[1451443],[1467286],[1489148],[1500243],[1503721],[1504319],[1533101],[1548304],[1548623],[1570296],[1570615],[1581572],[1582437],[1596824],[1618300],[1625434],[1630044],[1633544],[1662516],[1673611],[1677089],[1677687],[1695473],[1698951],[1699549],[1710676],[1710995],[1711089],[1716136],[1722049],[1742895],[1753381],[1756939],[1788651],[1795785],[1800395],[1803895],[1817261],[1821871],[1825371],[1828306],[1836444],[1837042],[1840290],[1841152],[1842264],[1851815],[1871806],[1877719],[1902407],[1903397],[1904566],[1908320],[1918806],[1922364],[1939652],[1943210],[1950344],[1958454],[1963797],[1970910],[1972884],[1982435],[1983425],[1984594],[1990709],[1991821],[2001372],[2019882],[2020994],[2021924],[2022936],[2030545],[2036458],[2050536],[2051526],[2052695],[2056449],[2066935],[2088041],[2096016],[2097128],[2098058],[2099070],[2105756],[2114843],[2117775],[2124394],[2125384],[2126553],[2133226],[2134088],[2135200],[2140339],[2142313],[2151864],[2154023],[2160138],[2161250],[2162180],[2163192],[2170801],[2201202],[2204779],[2205641],[2206753],[2217562],[2221139],[2224043],[2224277],[2226224],[2229114],[2230226],[2231156],[2232168],[2246681],[2255768],[2257710],[2264396],[2265258],[2266370],[2273483],[2276415],[2283034],[2285193],[2294406],[2298042],[2301671],[2312952],[2316581],[2324430],[2328007],[2328869],[2329981],[2347873],[2351450],[2353424],[2367810],[2370714],[2370948],[2372895],[2376897],[2378839],[2379829],[2383102],[2390519],[2393624],[2403923],[2407028],[2410664],[2414293],[2431895],[2435524],[2443373],[2458283],[2461860],[2463834],[2464764],[2464998],[2467642],[2472785],[2473809],[2484665],[2485689],[2492082],[2511045],[2514150],[2517786],[2521415],[2521649],[2531190],[2534819],[2547598],[2557972],[2564139],[2579810],[2580834],[2587227],[2599107],[2641265],[2647432],[2657806], 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] cell #4692 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561988],[658214],[692299],[708659],[716274],[755945],[762919],[799139],[816854],[825397],[825515],[831124],[867450],[906437],[913411],[925374],[932348],[934782],[941098],[941817],[947496],[958407],[979253],[984782],[1009854],[1010933],[1012238],[1026189],[1046180],[1055994],[1056203],[1062968],[1068972],[1080579],[1091490],[1092569],[1093874],[1102055],[1112966],[1116390],[1133767],[1134873],[1136038],[1136247],[1144678],[1150207],[1165524],[1166603],[1167908],[1171053],[1181319],[1181859],[1192314],[1206465],[1218072],[1219178],[1220343],[1220552],[1228327],[1239934],[1243284],[1243493],[1250845],[1251924],[1253229],[1260799],[1261919],[1263069],[1263609],[1272406],[1283317],[1285701],[1293882],[1294988],[1296153],[1296362],[1304793],[1308217],[1310322],[1332694],[1341970],[1346845],[1347965],[1349115],[1349655],[1354686],[1363962],[1368837],[1372213],[1372753],[1375223],[1380444],[1381550],[1382715],[1382924],[1387544],[1387612],[1387707],[1392845],[1401695],[1413302],[1415573],[1415782],[1423557],[1424677],[1425827],[1426367],[1435164],[1438514],[1438723],[1446075],[1448459],[1449499],[1467421],[1472544],[1474350],[1474418],[1474513],[1479651],[1489283],[1494406],[1495510],[1496212],[1502633],[1505488],[1505697],[1510363],[1511483],[1512633],[1513173],[1518259],[1529070],[1538346],[1543221],[1545491],[1546031],[1549607],[1551062],[1551130],[1551225],[1556363],[1565213],[1568589],[1569129],[1571599],[1576820],[1579091],[1579300],[1580170],[1580379],[1586990],[1589811],[1597815],[1598195],[1598358],[1602376],[1604821],[1619291],[1623852],[1625469],[1630179],[1634762],[1635302],[1637108],[1637176],[1637271],[1642409],[1662651],[1667774],[1669580],[1669743],[1674881],[1678856],[1679065],[1680631],[1681634],[1681729],[1690740],[1691442],[1697863],[1700718],[1700927],[1705593],[1707863],[1708403],[1708969],[1709509],[1716171],[1719964],[1720032],[1720127],[1722506],[1725636],[1727066],[1743352],[1746482],[1753677],[1757930],[1758310],[1758473],[1762491],[1764936],[1765939],[1766034],[1778817],[1781638],[1789642],[1790022],[1790185],[1794203],[1796648],[1800530],[1805113],[1805653],[1808444],[1817296],[1822006],[1826589],[1827129],[1828233],[1828935],[1829098],[1834236],[1835356],[1840747],[1841609],[1842560],[1846059],[1847953],[1855711],[1855806],[1861938],[1864759],[1867944],[1875634],[1875797],[1878176],[1881306],[1882736],[1890080],[1902442],[1904493],[1906235],[1906398],[1908777],[1911907],[1913337],[1919102],[1923355],[1927916],[1939948],[1944201],[1944581],[1944744],[1948762],[1950379],[1951207],[1952210],[1952305],[1962201],[1962989],[1964254],[1971367],[1973180],[1976679],[1982470],[1984521],[1986263],[1986426],[1991166],[1992117],[1995616],[1997510],[2005363],[2020339],[2021290],[2022220],[2022971],[2024789],[2026683],[2034441],[2034536],[2036915],[2040045],[2052622],[2054364],[2054527],[2056906],[2060036],[2061466],[2068810],[2079882],[2086445],[2088498],[2096473],[2097424],[2098354],[2099105],[2100923],[2104948],[2106213],[2115139],[2118638],[2126480],[2128222],[2128385],[2132418],[2133683],[2134545],[2140796],[2142609],[2146108],[2148002],[2155855],[2160595],[2161546],[2162476],[2163227],[2165045],[2166939],[2174792],[2196620],[2203971],[2205236],[2206098],[2212980],[2221596],[2229571],[2230522],[2231452],[2232203],[2234021],[2238522],[2239310],[2245085],[2247138],[2256064],[2259563],[2263588],[2264853],[2265715],[2273779],[2277278],[2287025],[2294863],[2301967],[2304938],[2305726],[2316877],[2319848],[2327199],[2328464],[2329326],[2343291],[2351907],[2359651],[2360439],[2368267],[2377193],[2380692],[2387357],[2394081],[2407485],[2417560],[2418348],[2435820],[2438791],[2453701],[2462317],[2467852],[2477040],[2488920],[2514607],[2538086],[2547808],[2558182],[2584065],[2641475] ] cell #4693 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4694 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561353],[657428],[708024],[716237],[755877],[762056],[816068],[824762],[825511],[831056],[867377],[914894],[925306],[931485],[934778],[940312],[941819],[947423],[958339],[979185],[984779],[1009786],[1012234],[1034569],[1046107],[1055926],[1056205],[1062105],[1068969],[1080506],[1091422],[1093870],[1101982],[1112898],[1116386],[1133694],[1135970],[1136249],[1144610],[1150977],[1159500],[1165456],[1167904],[1171050],[1181324],[1181786],[1192311],[1206462],[1217999],[1220275],[1220554],[1228324],[1239861],[1243216],[1243495],[1250777],[1253225],[1260796],[1262689],[1263074],[1263536],[1272333],[1278928],[1283249],[1285697],[1293809],[1296085],[1296364],[1304725],[1308213],[1310319],[1332691],[1341902],[1346842],[1348735],[1349120],[1349582],[1354683],[1368834],[1372218],[1372680],[1375219],[1380371],[1382647],[1382926],[1387541],[1387712],[1392417],[1392842],[1401692],[1408256],[1413229],[1415505],[1415784],[1423554],[1425447],[1425832],[1426294],[1435091],[1438446],[1438725],[1446007],[1448455],[1449495],[1466315],[1472471],[1474347],[1474518],[1479223],[1479648],[1495515],[1496209],[1502630],[1505420],[1505699],[1510360],[1512253],[1512638],[1513100],[1518256],[1522218],[1529067],[1538278],[1543218],[1545496],[1545958],[1549603],[1551059],[1551230],[1555935],[1556360],[1565210],[1568594],[1569056],[1571595],[1576747],[1579023],[1579302],[1580102],[1580381],[1586995],[1589808],[1596733],[1598192],[1598363],[1602373],[1604818],[1608780],[1624622],[1625466],[1629073],[1634767],[1635229],[1637105],[1637276],[1641981],[1642406],[1648003],[1661545],[1667701],[1669577],[1669748],[1674878],[1678788],[1679067],[1680628],[1681734],[1684590],[1690745],[1691439],[1697860],[1700650],[1700929],[1705590],[1707868],[1708330],[1708974],[1709436],[1716168],[1719961],[1720132],[1722503],[1724641],[1727063],[1733324],[1750688],[1752573],[1753682],[1756848],[1758307],[1758478],[1762488],[1764933],[1766039],[1768895],[1778822],[1781635],[1788560],[1790019],[1790190],[1794200],[1796645],[1799424],[1805118],[1805580],[1807358],[1808441],[1817293],[1820900],[1826594],[1827056],[1828238],[1828932],[1829103],[1834233],[1835353],[1841606],[1842565],[1846056],[1847909],[1855811],[1861943],[1864756],[1875251],[1875631],[1875802],[1876473],[1878173],[1880311],[1882733],[1888994],[1890077],[1902439],[1904498],[1906232],[1906403],[1908774],[1910912],[1913334],[1919107],[1922273],[1927913],[1931067],[1939953],[1943119],[1944578],[1944749],[1948759],[1950376],[1951204],[1952310],[1962945],[1964251],[1967490],[1973185],[1976676],[1982467],[1984526],[1986260],[1986431],[1988671],[1991163],[1992122],[1994231],[1995613],[1997466],[2005368],[2009186],[2020336],[2021295],[2022225],[2022968],[2024786],[2026639],[2034541],[2036912],[2039050],[2052627],[2054361],[2054532],[2056903],[2059041],[2061463],[2068807],[2078803],[2079838],[2088495],[2091734],[2096470],[2097429],[2098359],[2099102],[2100920],[2102870],[2104904],[2106210],[2115144],[2118635],[2126485],[2128219],[2128390],[2132374],[2133680],[2134542],[2142614],[2146105],[2147958],[2155860],[2160592],[2161551],[2162481],[2163224],[2165042],[2166895],[2174797],[2178615],[2188012],[2195541],[2196576],[2203927],[2205233],[2206095],[2212936],[2221593],[2229568],[2230527],[2231457],[2232200],[2234018],[2238478],[2239266],[2247135],[2250374],[2256069],[2259560],[2263544],[2264850],[2265712],[2273784],[2277275],[2287030],[2294860],[2296330],[2301972],[2304894],[2305682],[2316882],[2319804],[2327155],[2328461],[2329323],[2342212],[2343247],[2351904],[2359607],[2360395],[2368264],[2377198],[2380689],[2387313],[2394078],[2407482],[2417516],[2418304],[2430183],[2435825],[2438747],[2453657],[2462314],[2467808],[2476996],[2488876],[2514604],[2538042],[2547764],[2558138],[2584021],[2641431] ] cell #4695 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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[797141,1545111],[840339,1852582],[911245,1674453],[939100,1707483],[988468,2002139],[1019069,2031312],[1030967,1800607],[1045169,1816449],[1060802,1833808],[1105157,2109449],[1128290,1898085],[1153893,1919595],[1163695,1936959],[1170531,1938844],[1174739,2171568],[1186637,1955166],[1226877,2211901],[1243036,2224832],[1249016,2015078],[1255852,2016963],[1291630,2053977],[1292058,2053981],[1296984,2268089],[1298815,2055203],[1314008,2067724],[1320117,1838143],[1341247,2102620],[1355818,2311240],[1367387,2318769],[1378192,2127835],[1378620,2127839],[1383546,2331700],[1385377,2129061],[1396572,2136919],[1420014,2158100],[1421285,2163660],[1421785,2164479],[1422107,2358572],[1438266,2371503],[1444246,1953983],[1451082,1960139],[1470524,2392448],[1471412,2210106],[1471840,2210110],[1483378,2208472],[1497344,2408952],[1506820,2227076],[1508091,2232636],[1508591,2233455],[1508913,2416481],[1519846,2237443],[1537623,2026486],[1549910,2261510],[1551837,2266848],[1552194,2445093],[1563763,2452622],[1574568,2070398],[1574996,2070402],[1579922,2465553],[1581753,2076042],[1589384,2292519],[1600433,2475750],[1601224,2308998],[1601724,2309817],[1602046,2476672],[1606408,2303859],[1635956,2325121],[1637883,2330459],[1638240,2497111],[1648872,2334683],[1665754,2512974],[1666642,2138553],[1667070,2138557],[1678608,2355143],[1679366,2357048],[1692574,2529478],[1702050,2177168],[1703321,2179306],[1703821,2180125],[1704143,2537007],[1717772,2385435],[1722289,2394544],[1728653,2391737],[1729855,2400437],[1730212,2550935],[1734193,2395548],[1749499,2405141],[1762161,2567002],[1763671,2414957],[1776329,2423663],[1781211,2240572],[1792260,2582775],[1793051,2242582],[1793551,2243401],[1793873,2583697],[1798235,2437712],[1803633,2589156],[1827783,2279128],[1829710,2281570],[1830067,2604136],[1841392,2469422],[1843804,2469824],[1848124,2477847],[1851104,2614483],[1853451,2475118],[1859450,2478711],[1864332,2306988],[1873442,2486998],[1884323,2493300],[1885882,2630124],[1904043,2337272],[1908560,2333679],[1914924,2512263],[1916126,2339572],[1916483,2644602],[1920464,2516074],[1925973,2649373],[1927586,2650295],[1935770,2361701],[1948432,2660669],[1949942,2373328],[1963160,2544889],[1972012,2549378],[1974424,2549780],[1984071,2398137],[1990949,2559752],[1993361,2560154],[2000661,2682865],[2003008,2565448],[2013889,2419610],[2020122,2423261],[2022534,2425953],[2026854,2422799],[2029834,2695223],[2032181,2582143],[2038180,2585736],[2043062,2440841],[2044621,2701945],[2052172,2447682],[2063053,2600325],[2064612,2710864],[2075715,2716557],[2087404,2615159],[2096256,2478309],[2098668,2481001],[2105119,2624078],[2108961,2727963],[2113971,2628567],[2116383,2628969],[2120225,2495641],[2126030,2499700],[2132589,2503466],[2141441,2643045],[2143853,2643447],[2151153,2743815],[2153500,2518663],[2160378,2522556],[2162790,2525248],[2170090,2751358],[2172437,2659115],[2183318,2540136],[2184877,2758080],[2204142,2552579],[2215678,2681007],[2220502,2683541],[2225701,2567326],[2229354,2568639],[2231766,2571331],[2246044,2695899],[2254896,2585334],[2257308,2588026],[2263759,2591528],[2267601,2785092],[2272611,2709307],[2275023,2709709],[2278865,2602666],[2282323,2790571],[2284670,2606725],[2294646,2612625],[2314832,2728236],[2317592,2626953],[2324028,2630627],[2327370,2631768],[2331212,2805037],[2340325,2807721],[2350813,2646246],[2362349,2749500],[2367173,2752034],[2372372,2660993],[2376025,2662306],[2378437,2664998],[2384627,2669843],[2387528,2670116],[2401190,2825637],[2408107,2682194],[2420258,2773891],[2428499,2693365],[2448685,2785365],[2451445,2707693],[2457881,2711367],[2461223,2712508],[2469105,2719004],[2483547,2725315],[2489538,2729132],[2500703,2805310],[2505153,2738336],[2508054,2738609],[2528633,2750687],[2544297,2760215],[2554266,2765156],[2557167,2765429],[2576130,2776133],[2596563,2786261],[2619331,2798258],[2637964,2807015],[2675406,2824931] ] cell #4696 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561987],[658213],[692298],[708658],[716273],[755944],[762918],[799138],[816853],[825396],[825513],[831123],[867449],[906436],[913410],[925373],[932347],[934780],[941097],[941820],[947495],[958406],[979252],[984781],[1009853],[1010932],[1012236],[1026188],[1046179],[1055993],[1056206],[1062967],[1068971],[1080578],[1091489],[1092568],[1093872],[1102054],[1112965],[1116388],[1133766],[1134872],[1136037],[1136250],[1144677],[1150206],[1165523],[1166602],[1167906],[1171052],[1181325],[1181858],[1192313],[1206464],[1218071],[1219177],[1220342],[1220555],[1228326],[1239933],[1243283],[1243496],[1250844],[1251923],[1253227],[1260798],[1261918],[1263075],[1263608],[1272405],[1283316],[1285699],[1293881],[1294987],[1296152],[1296365],[1304792],[1308215],[1310321],[1332693],[1341969],[1346844],[1347964],[1349121],[1349654],[1354685],[1363961],[1368836],[1372219],[1372752],[1375221],[1380443],[1381549],[1382714],[1382927],[1387543],[1387611],[1387713],[1392844],[1401694],[1413301],[1415572],[1415785],[1423556],[1424676],[1425833],[1426366],[1435163],[1438513],[1438726],[1446074],[1448457],[1449497],[1467420],[1472543],[1474349],[1474417],[1474519],[1479650],[1489282],[1494405],[1495516],[1496211],[1502632],[1505487],[1505700],[1510362],[1511482],[1512639],[1513172],[1518258],[1529069],[1538345],[1543220],[1545497],[1546030],[1549605],[1551061],[1551129],[1551231],[1556362],[1565212],[1568595],[1569128],[1571597],[1576819],[1579090],[1579303],[1580169],[1580382],[1586996],[1589810],[1597814],[1598194],[1598364],[1602375],[1604820],[1619290],[1623851],[1625468],[1630178],[1634768],[1635301],[1637107],[1637175],[1637277],[1642408],[1662650],[1667773],[1669579],[1669749],[1674880],[1678855],[1679068],[1680630],[1681633],[1681735],[1690746],[1691441],[1697862],[1700717],[1700930],[1705592],[1707869],[1708402],[1708975],[1709508],[1716170],[1719963],[1720031],[1720133],[1722505],[1725635],[1727065],[1743351],[1746481],[1753683],[1757929],[1758309],[1758479],[1762490],[1764935],[1765938],[1766040],[1778823],[1781637],[1789641],[1790021],[1790191],[1794202],[1796647],[1800529],[1805119],[1805652],[1808443],[1817295],[1822005],[1826595],[1827128],[1828239],[1828934],[1829104],[1834235],[1835355],[1840746],[1841608],[1842566],[1846058],[1847952],[1855710],[1855812],[1861944],[1864758],[1867943],[1875633],[1875803],[1878175],[1881305],[1882735],[1890079],[1902441],[1904499],[1906234],[1906404],[1908776],[1911906],[1913336],[1919108],[1923354],[1927915],[1939954],[1944200],[1944580],[1944750],[1948761],[1950378],[1951206],[1952209],[1952311],[1962200],[1962988],[1964253],[1971366],[1973186],[1976678],[1982469],[1984527],[1986262],[1986432],[1991165],[1992123],[1995615],[1997509],[2005369],[2020338],[2021296],[2022226],[2022970],[2024788],[2026682],[2034440],[2034542],[2036914],[2040044],[2052628],[2054363],[2054533],[2056905],[2060035],[2061465],[2068809],[2079881],[2086444],[2088497],[2096472],[2097430],[2098360],[2099104],[2100922],[2104947],[2106212],[2115145],[2118637],[2126486],[2128221],[2128391],[2132417],[2133682],[2134544],[2140795],[2142615],[2146107],[2148001],[2155861],[2160594],[2161552],[2162482],[2163226],[2165044],[2166938],[2174798],[2196619],[2203970],[2205235],[2206097],[2212979],[2221595],[2229570],[2230528],[2231458],[2232202],[2234020],[2238521],[2239309],[2245084],[2247137],[2256070],[2259562],[2263587],[2264852],[2265714],[2273785],[2277277],[2287031],[2294862],[2301973],[2304937],[2305725],[2316883],[2319847],[2327198],[2328463],[2329325],[2343290],[2351906],[2359650],[2360438],[2368266],[2377199],[2380691],[2387356],[2394080],[2407484],[2417559],[2418347],[2435826],[2438790],[2453700],[2462316],[2467851],[2477039],[2488919],[2514606],[2538085],[2547807],[2558181],[2584064],[2641474] ] cell #4697 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1504767],[1597738],[1619214],[1634096],[1634599],[1678135],[1699997],[1711977],[1726428],[1747274],[1757853],[1761340],[1761765],[1789565],[1804447],[1804950],[1825923],[1826426],[1837490],[1838423],[1851281],[1871272],[1877960],[1882098],[1885523],[1912699],[1923278],[1926765],[1927190],[1944124],[1947611],[1948036],[1959006],[1959509],[1959678],[1964038],[1969349],[1988286],[1997679],[2000838],[2030011],[2036699],[2040837],[2044262],[2056690],[2060828],[2064253],[2067237],[2074894],[2075319],[2078418],[2079129],[2080051],[2088282],[2105997],[2111308],[2133467],[2134329],[2135502],[2138778],[2148171],[2151330],[2167108],[2170267],[2176955],[2184518],[2189181],[2195156],[2196789],[2205020],[2205882],[2207055],[2212227],[2213149],[2221380],[2224345],[2237769],[2238691],[2239479],[2240359],[2246922],[2252233],[2264637],[2265499],[2266672],[2269948],[2279341],[2297499],[2304185],[2305107],[2305895],[2306775],[2312409],[2320017],[2322547],[2328248],[2329110],[2330283],[2335852],[2336563],[2337485],[2341827],[2343460],[2351691],[2353726],[2358898],[2359820],[2360608],[2361488],[2368051],[2371016],[2393865],[2396717],[2397428],[2398350],[2407269],[2410121],[2412542],[2414595],[2416807],[2417729],[2418517],[2419397],[2431352],[2438960],[2440628],[2446262],[2446973],[2447895],[2453870],[2456400],[2462101],[2464136],[2465066],[2471516],[2474311],[2477209],[2486191],[2489089],[2495428],[2498280],[2498991],[2499913],[2514391],[2517243],[2518876],[2521717],[2530647],[2533068],[2535121],[2538255],[2539923],[2540785],[2543576],[2549059],[2551472],[2559433],[2561846],[2564641],[2567539],[2581336],[2584234],[2590573],[2602453],[2605305],[2606938],[2607726],[2610142],[2613846],[2614557],[2622765],[2623476],[2628248],[2642726],[2645139],[2647934],[2650832],[2658308],[2661206],[2670981],[2678524],[2682939],[2694586],[2695297],[2700069],[2708988],[2739474],[2743889],[2751432], [797143,1284395],[840340,1598262],[911246,1414407],[939102,1447153],[988469,1758377],[1019070,1790089],[1030968,1544340],[1045171,1560337],[1060803,1577925],[1105158,1875701],[1128292,1646383],[1153894,1669647],[1163697,1684512],[1170532,1689635],[1174740,1944648],[1186638,1706712],[1226878,1990303],[1243037,2005267],[1249018,1768817],[1255853,1773940],[1291556,1811041],[1292059,1811117],[1296985,2054431],[1298816,1815678],[1314009,1829002],[1320119,1838210],[1341249,1857510],[1355819,2104159],[1367388,2113325],[1378118,1892677],[1378621,1892753],[1383547,2128289],[1385378,1897314],[1396573,1906302],[1420015,1929622],[1421286,1932752],[1421711,1933545],[1422108,2159732],[1438267,2174696],[1444248,1955088],[1451083,1960211],[1470525,2199534],[1471338,1978236],[1471841,1978312],[1483379,1986330],[1497345,2219542],[1506821,2007741],[1508092,2010871],[1508517,2011664],[1508914,2228708],[1519847,2019476],[1537625,2036240],[1549911,2046673],[1551835,2050002],[1552195,2262799],[1563764,2271965],[1574494,2071407],[1574997,2071483],[1579923,2286929],[1581754,2076044],[1589385,2081934],[1600434,2299750],[1601225,2092429],[1601650,2093222],[1602047,2301015],[1606409,2095610],[1635957,2120531],[1637881,2123860],[1638241,2326410],[1648873,2131629],[1665755,2346205],[1666568,2147665],[1667071,2147741],[1678609,2155759],[1679364,2157715],[1692575,2366213],[1702051,2177170],[1703322,2180300],[1703747,2181093],[1704144,2375379],[1717773,2190644],[1722290,2194145],[1728654,2198672],[1729853,2200668],[1730213,2392815],[1734194,2203182],[1749500,2215032],[1762162,2413637],[1763669,2226691],[1776327,2237058],[1781212,2240574],[1792261,2433603],[1793052,2251069],[1793477,2251862],[1793874,2434868],[1798236,2254250],[1803634,2441705],[1827784,2279171],[1829708,2282500],[1830068,2460263],[1841393,2290491],[1843802,2292134],[1848122,2295314],[1851105,2473643],[1853452,2298962],[1859448,2303474],[1864333,2306990],[1873443,2313872],[1884324,2321900],[1885883,2494378],[1904044,2337315],[1908561,2340816],[1914925,2345343],[1916124,2347339],[1916484,2513341],[1920465,2349853],[1925974,2519494],[1927587,2520759],[1935771,2361703],[1948433,2534163],[1949940,2373362],[1963158,2383866],[1972013,2389709],[1974422,2391352],[1984072,2398180],[1990950,2403113],[1993359,2404756],[2000662,2563973],[2003009,2411584],[2013890,2419612],[2020123,2424344],[2022532,2425987],[2026852,2429167],[2029835,2580668],[2032182,2432815],[2038178,2437327],[2043063,2440843],[2044622,2589523],[2052173,2447725],[2063054,2455753],[2064613,2601403],[2075716,2608821],[2087402,2473549],[2096257,2479392],[2098666,2481035],[2105117,2485429],[2108962,2625098],[2113972,2491272],[2116381,2492915],[2120226,2495643],[2126031,2499743],[2132587,2504392],[2141442,2510235],[2143851,2511878],[2151154,2647266],[2153501,2518706],[2160379,2523639],[2162788,2525282],[2170091,2657640],[2172438,2532110],[2183319,2540138],[2184878,2666495],[2204140,2553505],[2215679,2560835],[2220500,2563879],[2225702,2567369],[2229355,2569722],[2231764,2571365],[2246042,2580574],[2254897,2586417],[2257306,2588060],[2263757,2592454],[2267602,2705838],[2272612,2598297],[2275021,2599940],[2278866,2602668],[2282324,2713528],[2284671,2606768],[2294647,2613155],[2314830,2625004],[2317593,2626996],[2324026,2630661],[2327368,2632694],[2331213,2735138],[2340326,2739153],[2350811,2647172],[2362350,2654502],[2367171,2657546],[2372373,2661036],[2376026,2663389],[2378435,2665032],[2384628,2669886],[2387526,2670566],[2401191,2765973],[2408105,2682228],[2420259,2689113],[2428500,2693895],[2448683,2705744],[2451446,2707736],[2457879,2711401],[2461221,2713434],[2469103,2719038],[2483548,2725845],[2489528,2729101],[2500701,2735044],[2505154,2738379],[2508052,2739059],[2528631,2750721],[2544287,2760184],[2554267,2765199],[2557165,2765879],[2576128,2776167],[2596553,2786230],[2619329,2798292],[2637954,2806984],[2675396,2824900] ] cell #4698 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [383167],[469058],[536448],[602911],[627870],[657577],[683119],[730098],[759040],[786510],[798502],[816217],[864713],[870354],[899527],[909532],[928469],[940461],[982071],[1029093],[1031489],[1034718],[1043443],[1049084],[1059089],[1126564],[1139222],[1151196],[1155880],[1168342],[1184763],[1187159],[1223527],[1253663],[1262908],[1266579],[1278269],[1284160],[1299337],[1315995],[1348954],[1352625],[1385899],[1388208],[1391758],[1408244],[1425666],[1429337],[1446918],[1475014],[1478564],[1512472],[1516143],[1518232],[1522206],[1551726],[1555276],[1560102],[1604794],[1608768],[1624841],[1637772],[1641322],[1646148],[1647991],[1680604],[1682230],[1684578],[1720628],[1733312],[1751914],[1764909],[1766535],[1768883],[1807346],[1808417],[1837975],[1846032],[1856307],[1868392],[1876461],[1888982],[1890053],[1931055],[1952806],[1962649],[1967478],[1976652],[1988659],[2009174],[2035037],[2068783],[2078791],[2086893],[2091722],[2102669],[2146081],[2178603],[2187811],[2195529],[2245533],[2250362],[2296129],[2342200],[2429982] ] cell #4699 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1156247],[1205700],[1284342],[1316362],[1368072],[1400930],[1413926],[1429704],[1447100],[1491951],[1516510],[1542456],[1555154],[1560284],[1564448],[1577444],[1616980],[1632847],[1641200],[1646330],[1684231],[1684459],[1687181],[1689154],[1704828],[1711740],[1732066],[1744764],[1755619],[1768536],[1768764],[1771486],[1773459],[1783948],[1806923],[1808807],[1810148],[1810821],[1824674],[1833027],[1838157],[1855071],[1857229],[1857457],[1867069],[1879588],[1888559],[1890443],[1891784],[1892457],[1900819],[1918337],[1929187],[1931035],[1932734],[1941890],[1954807],[1955035],[1957757],[1959730],[1966125],[1975561],[1977042],[1977343],[1978016],[1980847],[2007306],[2009154],[2010853],[2019041],[2033801],[2035959],[2036187],[2045799],[2046655],[2058318],[2067289],[2069173],[2070514],[2071187],[2081499],[2085303],[2090369],[2091702],[2092411],[2095175],[2108084],[2119001],[2120513],[2131611],[2135554],[2144990],[2146471],[2146772],[2147445],[2150276],[2155120],[2176735],[2178583],[2180282],[2188792],[2190626],[2194127],[2196280],[2198237],[2203164],[2207107],[2214597],[2223467],[2224800],[2240139],[2243943],[2249009],[2250342],[2251051],[2253815],[2258445],[2259926],[2266724],[2277641],[2279153],[2290473],[2297110],[2298944],[2306555],[2312020],[2313854],[2319508],[2321465],[2330335],[2335463],[2337297],[2340798],[2342951],[2344908],[2349835],[2353778],[2355111],[2361268],[2370138],[2371471],[2381055],[2389691],[2396328],[2398162],[2403095],[2405880],[2409732],[2411566],[2414647],[2419177],[2424326],[2430963],[2432797],[2438451],[2440408],[2445873],[2447707],[2453361],[2455318],[2464188],[2465521],[2479374],[2487778],[2491254],[2495208],[2497891],[2499725],[2510217],[2516854],[2518688],[2523621],[2526406],[2530258],[2532092],[2535173],[2537746],[2539703],[2546979],[2560817],[2563136],[2567351],[2569704],[2572489],[2578954],[2586399],[2594803],[2598279],[2602233],[2604916],[2606750],[2612346],[2613137],[2622155],[2626978],[2635043],[2640646],[2654484],[2656803],[2661018],[2663371],[2669868],[2678088],[2682003],[2689095],[2693086],[2693877],[2707718],[2718813],[2725036],[2725827],[2738361],[2750496],[2765181],[2775942],[2798067], [1467139,1976259],[1489001,1745462],[1546475,2046475],[1582424,1838342],[1597518,2091338],[1618994,1870257],[1629897,1880286],[1633523,1635746],[1662369,2145688],[1675365,2157278],[1675868,2157506],[1708847,1958433],[1711881,1960359],[1725617,2198876],[1746463,1989645],[1757633,1999823],[1761002,1762975],[1761230,1763478],[1789345,2249978],[1800248,2259143],[1801692,2260227],[1802117,2260900],[1821724,2059016],[1825350,1827573],[1834720,2074556],[1835223,2074784],[1837686,2076066],[1847934,2295217],[1867925,2102693],[1881287,2112667],[1884479,1886674],[1885152,1887099],[1911888,2345547],[1918723,2348712],[1923058,2354747],[1924508,2355820],[1943904,2169252],[1947273,1949246],[1947501,1949749],[1950686,2177192],[1956251,2183474],[1956676,2184147],[1962182,2187835],[1962970,2383769],[1997491,2218076],[1997664,1997834],[2003856,2005973],[2021841,2425598],[2023278,2240596],[2026664,2429070],[2036544,2436298],[2040026,2441047],[2060017,2271307],[2063209,2065404],[2063882,2065829],[2066852,2279326],[2072637,2285518],[2079863,2290788],[2080036,2080206],[2086426,2296153],[2097975,2480646],[2099412,2307012],[2104929,2485332],[2111429,2111572],[2132399,2504295],[2134174,2505469],[2135117,2337470],[2147983,2514961],[2162097,2524893],[2163534,2361725],[2166920,2364747],[2167093,2167263],[2173285,2175402],[2176800,2373483],[2189302,2189445],[2196601,2390006],[2196774,2196944],[2203952,2553408],[2205727,2554582],[2206670,2398335],[2212961,2403410],[2213134,2213304],[2231073,2570976],[2232510,2419634],[2238503,2424641],[2238676,2238846],[2239291,2576338],[2240204,2426108],[2245066,2430006],[2258052,2440865],[2263569,2592357],[2265344,2593531],[2266287,2447880],[2270069,2270212],[2297620,2297763],[2304919,2479689],[2305092,2305262],[2305707,2619539],[2306620,2481156],[2312530,2312673],[2316498,2626168],[2319829,2491569],[2320002,2320172],[2322784,2322799],[2324772,2495665],[2327180,2632597],[2328955,2633771],[2329898,2499898],[2335973,2336116],[2343272,2510532],[2343445,2343615],[2353341,2518861],[2359632,2523936],[2359805,2359975],[2360420,2653310],[2361333,2525403],[2379181,2540160],[2387338,2670469],[2396838,2396981],[2402780,2680728],[2407114,2681519],[2410242,2410385],[2412527,2412697],[2414210,2567524],[2417541,2570019],[2417714,2417884],[2418329,2687921],[2419242,2571486],[2431473,2431616],[2438772,2586714],[2438945,2439115],[2440473,2588181],[2446383,2446526],[2453682,2598594],[2453855,2454025],[2456637,2456652],[2458625,2602690],[2463751,2606923],[2467833,2718066],[2477021,2616924],[2477194,2477364],[2485122,2727988],[2488901,2728589],[2490939,2627812],[2493747,2493890],[2495273,2630782],[2498401,2498544],[2517364,2517507],[2530768,2530911],[2533053,2533223],[2534736,2661191],[2538067,2663686],[2538240,2538410],[2539768,2665153],[2541022,2541037],[2543351,2759514],[2547789,2670935],[2548623,2550681],[2551593,2551736],[2558163,2766642],[2558212,2767389],[2563572,2682890],[2584046,2697664],[2584219,2584389],[2590810,2590825],[2597964,2708552],[2600772,2600915],[2602298,2711522],[2605426,2605569],[2607711,2607881],[2613621,2719849],[2614508,2616254],[2622540,2799395],[2627027,2729584],[2641456,2739428],[2642290,2644348],[2645260,2645403],[2650817,2650987],[2657239,2751383],[2665864,2666007],[2671464,2672803],[2694361,2776978],[2695248,2696994],[2699633,2701691],[2702603,2702746],[2707767,2786713],[2739957,2741296],[2743840,2745586],[2780444,2781783] ] cell #4700 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [595220,1552389],[661636,1638435],[734869,1730407],[820276,1830262],[840737,1851157],[875125,1886077],[904298,1916678],[956918,1971793],[988866,2000714],[1019467,2029887],[1033864,2044816],[1053855,2064807],[1105555,2109014],[1111477,2113752],[1143189,2141222],[1154291,2151206],[1175137,2170143],[1189534,2185072],[1231919,2215459],[1281828,2254677],[1284546,2257052],[1297382,2267654],[1303304,2272392],[1314406,2282376],[1319836,2076270],[1383944,2331265],[1396970,2340378],[1414084,2352333],[1427149,2362130],[1441979,2178180],[1444586,2375806],[1447304,2378181],[1483776,2401243],[1513955,2420039],[1524319,2242446],[1526940,2428280],[1560488,2450788],[1571808,2280001],[1577602,2462743],[1610881,2308862],[1613502,2483328],[1646534,2502806],[1648568,2503649],[1653016,2338933],[1686691,2363575],[1689312,2527575],[1701142,2374096],[1733889,2552762],[1738337,2399798],[1770996,2421484],[1773617,2573658],[1775636,2424449],[1780303,2427432],[1807923,2591711],[1812371,2449343],[1858757,2479497],[1863424,2482480],[1889559,2631951],[1894007,2501361],[1899439,2504468],[1930195,2523744],[1934862,2526727],[1968055,2670299],[1979467,2553581],[2008314,2569827],[2012981,2572810],[2047568,2592530],[2083369,2613260],[2121426,2632770],[2192327,2670642], [461367,1356013,2104141],[556867,1497539,2219524],[561277,1243434,2224397],[627906,1600786,2297748],[631107,1600628,2299732],[657613,1372429,2322327],[703538,1692769,2366195],[707948,1438664,2371068],[730484,1729443,2390253],[759076,1497697,2410370],[762277,1502858,2412354],[786546,1792613,2431601],[789747,1792455,2433585],[816253,1568805,2456180],[824686,1580320,2465118],[840205,1079114,2087214],[864749,1356171,2312658],[870740,1627595,2491816],[899913,1915714,2510779],[909568,1926326,2517492],[912769,1926168,2519476],[914818,1679006,2521769],[928505,1692927,2530896],[931706,1698088,2532880],[940497,1709185,2540565],[982457,1486699,2403657],[988334,1238469,2220312],[1018935,1270941,2245854],[1029479,2043852,2586961],[1031525,2044974,2588309],[1032694,1802708,2261206],[1034754,1805329,2590353],[1043479,1552547,2446511],[1049470,1819422,2598841],[1059125,1830420,2605554],[1062326,1835581,2607538],[1064375,1838361,2076761],[1105023,1361332,2314642],[1118395,1885458,1887690],[1126600,1638593,2498529],[1139258,1916836,2645388],[1151232,1920160,2646429],[1153759,1411837,2350623],[1156266,2156055,2648811],[1156426,2153196,2519141],[1156660,1924608,2355898],[1159721,1928141,2650644],[1168728,1681929,2524183],[1174605,1433699,2366983],[1185149,1952505,2663933],[1187195,2185230,2665281],[1188364,1957267,2184453],[1190424,1959888,2185719],[1223563,1730565,2551721],[1244763,2003934,2006073],[1254049,1766234,2570266],[1262944,2031877,2696082],[1266965,2034736,2697911],[1278702,2037487,2436421],[1279221,2037924,2698799],[1284014,1544566,2439560],[1284393,1544724,2256615],[1284764,2042154,2442876],[1296850,1557708,2448495],[1299373,2064965,2711650],[1310222,2064188,2066420],[1311347,2068289,2279606],[1313874,1575355,2461033],[1316381,2287225,2715073],[1316541,2284366,2607203],[1316775,2072737,2285596],[1348990,1853147,2615342],[1353011,1856006,2617171],[1365116,2111557,2111727],[1374286,2117278,2119317],[1383412,1643754,2500513],[1385935,1886235,2630910],[1392191,2143160,2505592],[1392710,2143597,2740844],[1393870,2137484,2337750],[1396438,1656549,2507864],[1408290,2148831,2742953],[1408640,2148896,2515134],[1414227,1414417,2352398],[1425702,2172133,2752217],[1429723,2174992,2754046],[1429883,2364575,2661471],[1439993,2173363,2175502],[1441460,2177743,2373611],[1446772,1706938,2538855],[1447151,1707096,2377744],[1447522,2182410,2379332],[1456308,2189430,2189600],[1478997,1973731,2554705],[1479516,1974168,2672351],[1480676,2209037,2398615],[1483244,1741870,2556977],[1495536,2218323,2218466],[1512508,2002704,2683724],[1516529,2005563,2685553],[1516689,2422484,2567804],[1518775,1776073,2574858],[1522252,2247564,2777961],[1522602,2247629,2576511],[1523800,2242009,2426236],[1538770,2252967,2584790],[1555709,2274330,2593654],[1556228,2274767,2787600],[1557388,2268654,2448160],[1559956,1815904,2595926],[1560335,1816062,2450351],[1561492,2270197,2270367],[1570662,2275918,2277957],[1572158,2280066,2459044],[1577745,1577935,2462808],[1587016,2291035,2291178],[1597590,2091410,2297918],[1605337,1859194,2618059],[1608814,2088924,2720832],[1609164,2088989,2619712],[1610362,2308425,2481284],[1619066,1870329,2312828],[1624877,2110014,2728419],[1624937,2112042,2317105],[1641755,2115690,2633894],[1642274,2116127,2730471],[1643434,2332265,2500178],[1646002,1897540,2636166],[1646381,1897698,2502369],[1648037,1899374,2637018],[1651538,2336101,2336271],[1651887,2344060,2638474],[1653366,2338998,2506031],[1675906,2157557,2355708],[1681147,1930632,2651830],[1684510,1931632,2523306],[1684624,2368693,2816208],[1684974,2368758,2653483],[1686172,2363138,2525531],[1689455,1689645,2527640],[1690766,2364994,2365137],[1711919,1960410,2543010],[1715639,2191414,2384140],[1726285,2199656,2390396],[1733358,1979402,2674460],[1736859,2396966,2397136],[1737208,2197389,2675916],[1738687,2399863,2555144],[1747131,1990425,2403800],[1752347,2216467,2681642],[1752866,2216904,2767941],[1757705,1999895,2410540],[1761281,1763516,2225397],[1765452,2008751,2686441],[1768815,2009751,2569389],[1768929,2222022,2769408],[1769279,2222087,2688094],[1770477,2421047,2571614],[1773760,1773950,2573723],[1775536,2018193,2575427],[1778843,2424888,2425031],[1789417,2250050,2431771],[1802189,2260972,2442278],[1807392,2047503,2703280],[1808960,1811127,2592147],[1810893,2048511,2446681],[1811242,2454470,2704736],[1812721,2449408,2594093],[1816764,2270682,2450958],[1835261,2074835,2466118],[1838208,2076428,2609394],[1839463,2289670,2468402],[1846575,2083806,2719365],[1851318,2299569,2473823],[1857508,2092299,2616847],[1858657,2094327,2618628],[1861964,2479936,2480079],[1871309,2103978,2485703],[1876507,2315490,2800275],[1876857,2315555,2728762],[1881955,2113447,2491959],[1885224,1887171,2323335],[1889028,2121361,2732580],[1890596,1892763,2632387],[1892529,2122369,2498699],[1892878,2320617,2734036],[1894357,2501426,2634333],[1901910,2338085,2504666],[1912556,2346327,2510922],[1923130,2354819,2517662],[1924958,2356488,2520389],[1930095,2158449,2652399],[1931101,1932812,2651879],[1933402,2159362,2524326],[1943976,2169324,2531066],[1947552,1949787,2372068],[1955086,2179180,2663056],[1956748,2184219,2541573],[1960031,1960221,2667390],[1967524,2192262,2760394],[1970083,2388082,2388888],[1977195,1978322,2673621],[1978088,2200107,2551891],[1981938,2398950,2553779],[1988705,2403218,2825955],[1989020,2210237,2558732],[1996295,2406201,2768107],[2000875,2219361,2564153],[2004524,2006423,2413267],[2008214,2227425,2687010],[2009220,2010931,2686490],[2011521,2228338,2570409],[2030048,2433422,2580848],[2036238,2250939,2697587],[2040694,2441827,2587104],[2048411,2050039,2592728],[2060685,2272087,2598984],[2063954,2065901,2457188],[2069326,2071493,2713127],[2071259,2281009,2605724],[2073087,2286186,2608451],[2078837,2290596,2793832],[2083269,2293579,2719531],[2091768,2092489,2721768],[2093079,2300645,2617314],[2103083,2485505,2799466],[2122269,2123897,2632968],[2139512,2508608,2509414],[2146624,2147751,2742114],[2147517,2346778,2645558],[2151367,2519313,2647446],[2170304,2366032,2657820],[2173953,2175852,2533793],[2178649,2180360,2754983],[2180950,2375009,2664076],[2188225,2383942,2759585],[2194250,2195575,2761029],[2200007,2200705,2673726],[2250408,2251129,2778897],[2251719,2434498,2698054],[2280909,2282537,2713708],[2295390,2296543,2719920],[2340921,2342246,2807829],[2346678,2347376,2742219],[2429243,2430396,2777049] ] cell #4701 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [859031],[987169],[1083461],[1173440],[1205989],[1242816],[1275288],[1335136],[1368361],[1401219],[1416184],[1438046],[1492240],[1498654],[1531512],[1542745],[1564737],[1579702],[1622113],[1672022],[1674405],[1678388],[1687470],[1693884],[1705117],[1771775],[1784237],[1796184],[1801104],[1813940],[1831377],[1833760],[1867358],[1895576],[1903796],[1907571],[1918459],[1924035],[1938796],[1955663],[1983824],[1987599],[2016915],[2020501],[2021577],[2036308],[2051925],[2055700],[2072164],[2096635],[2097711],[2125783],[2129558],[2132478],[2133938],[2160757],[2161833],[2166280],[2204031],[2205491],[2217961],[2229733],[2230809],[2235256],[2237797],[2263648],[2265015],[2265108],[2295025],[2304213],[2316234],[2327259],[2328626],[2328719],[2358926],[2359711],[2381927],[2387417],[2394243],[2401707],[2406878],[2416835],[2417620],[2446290],[2462479],[2468220],[2471544],[2477100],[2484207],[2498308],[2514769],[2538146],[2543855],[2548176],[2551500],[2557598],[2584125],[2605333],[2610339],[2614125],[2641843],[2645167],[2671178],[2694865],[2739671] ] cell #4702 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162837,1931007],[1248158,2009126],[1340389,2091674],[1443388,2178555],[1466056,2196252],[1503907,2224772],[1536765,2250314],[1596078,2296962],[1628814,2319480],[1661286,2342923],[1677275,2355083],[1699137,2371443],[1750429,2405852],[1756193,2409584],[1787905,2430815],[1799165,2438423],[1820641,2453333],[1836630,2465493],[1874596,2487630],[1921618,2516706],[1924238,2518339],[1936700,2526378],[1942464,2530110],[1953724,2537718],[1959796,2542385],[2014819,2572461],[2026227,2578926],[2041372,2587523],[2053326,2594655],[2067355,2603848],[2069747,2604768],[2072367,2606401],[2102361,2622127],[2127184,2634895],[2135620,2640210],[2137902,2640498],[2166483,2655898],[2176601,2662088],[2181628,2664495],[2207173,2677652],[2209455,2677940],[2235459,2690509],[2236887,2691602],[2240005,2693147],[2266790,2706472],[2269072,2706760],[2279032,2712322],[2303303,2723552],[2306421,2725097],[2330401,2735772],[2332683,2736060],[2334141,2737092],[2337176,2738423],[2358016,2747737],[2361134,2749282],[2395006,2763912],[2398041,2765243],[2415925,2772128],[2419043,2773673],[2423170,2775125],[2444551,2783848],[2447586,2785179],[2471345,2794953],[2478218,2797250],[2496569,2803793],[2499604,2805124],[2522465,2813372],[2546289,2822410],[2568548,2829373],[2612534,2844264], [976566,1744736,2211448],[1110279,1879560,2318316],[1116179,1885253,2322758],[1206007,1972979,2389666],[1209965,1975533,2391995],[1242834,2004162,2412290],[1302106,2058290,2452169],[1308006,2063983,2456611],[1335267,2088308,2473515],[1368379,2114938,2491229],[1372337,2117492,2493558],[1401237,2142408,2510192],[1405195,2144962,2512521],[1438064,2173591,2532816],[1449288,2184248,2540996],[1465780,1724880,2389581],[1492258,1991916,2560792],[1498785,2221406,2563845],[1531643,2246948,2580540],[1542763,2255863,2586374],[1546721,2258417,2588703],[1549396,2261001,2590784],[1564755,2273578,2598254],[1568713,2276132,2600583],[1579720,2285824,2607474],[1622244,2106023,2624970],[1628538,1880550,2491144],[1661010,1911151,2510107],[1672153,2351717,2647138],[1674423,2353519,2648224],[1674755,2353844,2650415],[1678406,2356126,2650580],[1687488,2161345,2654459],[1694015,2368077,2657512],[1705135,2376992,2663346],[1709093,2379546,2665675],[1711768,2382130,2667756],[1750153,1994470,2560707],[1771793,2230321,2689070],[1784255,2435619,2693852],[1796202,2437156,2698484],[1798889,2039289,2586289],[1800587,2440274,2701731],[1801235,2440654,2700342],[1801402,2440016,2700427],[1805237,2443090,2702414],[1814071,2264663,2705710],[1820365,2059280,2598169],[1831508,2462127,2713400],[1833778,2463929,2714486],[1834110,2464254,2716677],[1837761,2466536,2716842],[1867376,2301766,2725802],[1895707,2328274,2735010],[1903814,2511707,2737711],[1907702,2514417,2739025],[1918669,2515532,2742844],[1919226,2515786,2742910],[1923421,2518567,2745645],[1923910,2152718,2518153],[1923962,2152571,2648139],[1936424,2163899,2654374],[1938814,2534914,2749987],[1939146,2535239,2660789],[1950761,2536451,2754619],[1953448,2179545,2663261],[1955146,2539569,2757866],[1955794,2539949,2756477],[1955961,2539311,2756562],[1983842,2391181,2764531],[1987730,2393891,2765845],[2014543,2232875,2688985],[2016933,2414388,2774378],[2017265,2414713,2567122],[2021787,2581601,2775560],[2022344,2581855,2775626],[2023353,2578370,2775906],[2025951,2242821,2693767],[2036345,2585116,2779805],[2036486,2585243,2779845],[2041470,2041632,2587548],[2051943,2599769,2784467],[2055183,2602099,2710650],[2055831,2602479,2785781],[2055998,2596382,2785866],[2066798,2603594,2789600],[2071550,2606629,2792401],[2072039,2283888,2606215],[2072091,2283741,2714401],[2097921,2474576,2797685],[2098478,2474830,2797751],[2099487,2621571,2798031],[2102085,2309237,2725717],[2125801,2492744,2804412],[2129041,2495074,2629910],[2129689,2495454,2805726],[2129856,2636622,2805811],[2132982,2334395,2737158],[2133975,2642827,2806610],[2134116,2642954,2806650],[2135063,2639956,2806867],[2147862,2646060,2810089],[2158025,2656361,2750387],[2162043,2658573,2813807],[2162600,2658827,2813873],[2163609,2655342,2814153],[2165666,2660897,2753188],[2166155,2364097,2655712],[2166207,2363950,2749902],[2176742,2662215,2818092],[2181726,2181888,2664520],[2204535,2395260,2763978],[2205528,2549160,2824526],[2205669,2549287,2824566],[2206616,2677398,2824783],[2217979,2561675,2827076],[2227001,2562694,2681894],[2231019,2564906,2829808],[2231576,2565160,2829874],[2232585,2689953,2830154],[2234642,2567230,2684695],[2235131,2422006,2690323],[2235183,2421859,2774293],[2237368,2691906,2775342],[2237834,2423043,2775085],[2239170,2695713,2831638],[2240146,2693274,2831826],[2258127,2590106,2702311],[2261615,2707346,2786114],[2263382,2445459,2704598],[2264152,2444805,2783914],[2265145,2709089,2837297],[2265286,2709216,2837337],[2266233,2706218,2837554],[2269170,2269332,2706785],[2288496,2609785,2717362],[2292444,2611166,2718213],[2303784,2723856,2797467],[2304250,2478091,2797210],[2305586,2614973,2845859],[2306562,2725224,2846047],[2316444,2625478,2847757],[2317001,2625732,2847823],[2324847,2494961,2630490],[2325226,2626606,2728985],[2326993,2497477,2733898],[2327763,2496823,2803859],[2328756,2628349,2849873],[2328897,2628476,2849913],[2329844,2735518,2850130],[2332781,2332943,2736085],[2334788,2737381,2806480],[2335219,2503280,2806292],[2353287,2650220,2745891],[2356862,2750267,2750530],[2358497,2523018,2748041],[2358692,2360215,2748052],[2358963,2522338,2813332],[2360299,2751848,2855751],[2361275,2749409,2855939],[2379256,2667078,2758446],[2381802,2542532,2758816],[2385540,2668888,2759680],[2387921,2546543,2822476],[2391662,2550627,2672005],[2393398,2551301,2763258],[2395653,2764201,2824396],[2396084,2552393,2824208],[2402726,2405066,2679548],[2406915,2680789,2863783],[2407056,2680916,2863823],[2414156,2566927,2684941],[2414771,2681774,2682037],[2416406,2569101,2772432],[2416601,2418124,2772443],[2416872,2568421,2829333],[2418208,2683355,2865418],[2419184,2773800,2865606],[2423477,2775222,2775976],[2437637,2701637,2780985],[2440415,2702050,2782353],[2444879,2446327,2783957],[2445198,2591899,2784137],[2445629,2591342,2836979],[2458700,2601986,2711230],[2460846,2604502,2791027],[2463697,2716482,2792647],[2466634,2466796,2793214],[2469638,2718093,2718847],[2471581,2612407,2844224],[2475223,2616196,2720739],[2476597,2616559,2796727],[2476792,2477604,2796738],[2478525,2797347,2798101],[2484244,2726719,2875596],[2485064,2487103,2727008],[2488780,2728050,2875946],[2490885,2493225,2730125],[2495215,2630229,2731493],[2496897,2498345,2803902],[2497216,2632139,2804082],[2497647,2631582,2849555],[2512188,2644294,2740498],[2513924,2644968,2810058],[2516179,2745528,2811001],[2522772,2524017,2813469],[2534682,2660594,2753434],[2536932,2662768,2819232],[2537127,2538650,2819243],[2539710,2758185,2820600],[2543385,2668261,2759492],[2543892,2668599,2860867],[2546735,2669930,2861217],[2549594,2672790,2761555],[2550721,2551537,2823640],[2551040,2673373,2823820],[2557791,2766572,2884664],[2558199,2559968,2766669],[2563514,2565553,2769315],[2568855,2570100,2829470],[2582248,2696936,2777868],[2583622,2697299,2834333],[2583817,2584629,2834344],[2585550,2781770,2834953],[2597910,2600250,2787254],[2602240,2710969,2788622],[2603922,2605370,2841508],[2604241,2712879,2841688],[2610532,2717996,2873866],[2613512,2614162,2844381],[2613655,2719827,2720112],[2616313,2617005,2845193],[2622311,2622574,2799373],[2627014,2628783,2801436],[2643261,2741283,2808355],[2644388,2645204,2853236],[2644707,2741866,2853416],[2657181,2659220,2816115],[2662522,2663767,2859066],[2670865,2671371,2861336],[2694252,2694902,2867153],[2694395,2776956,2777241],[2697053,2697745,2867965],[2707754,2709523,2839042],[2739358,2739864,2878430] ] cell #4703 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117438],[1207439],[1229301],[1244353],[1244600],[1287789],[1309265],[1336659],[1358651],[1369811],[1373257],[1373854],[1402669],[1417721],[1417968],[1439583],[1439830],[1450547],[1466344],[1488206],[1495446],[1500177],[1503687],[1533035],[1544195],[1547641],[1548238],[1566187],[1569633],[1570230],[1581239],[1581486],[1582523],[1586926],[1593046],[1614522],[1625400],[1629102],[1661574],[1668814],[1673545],[1677055],[1690676],[1695407],[1698917],[1710013],[1710610],[1711990],[1713974],[1714904],[1716102],[1726195],[1747041],[1753161],[1778753],[1779793],[1784873],[1795751],[1799453],[1817227],[1820929],[1828169],[1836410],[1837550],[1842044],[1849653],[1851781],[1861874],[1862914],[1870574],[1871772],[1881865],[1901175],[1902373],[1903363],[1904429],[1912466],[1918586],[1933312],[1934352],[1939432],[1950310],[1950480],[1972664],[1981203],[1982401],[1983391],[1984457],[1991601],[2001338],[2004434],[2011431],[2012471],[2020774],[2021704],[2022902],[2023072],[2028383],[2030511],[2040604],[2049304],[2050502],[2051492],[2052558],[2060595],[2092989],[2096908],[2097838],[2099036],[2099206],[2110704],[2114623],[2117741],[2117981],[2123162],[2124360],[2125350],[2126416],[2142093],[2151830],[2153886],[2161030],[2161960],[2163158],[2163328],[2170767],[2173863],[2180860],[2193133],[2197196],[2201168],[2213556],[2217528],[2226087],[2230006],[2230936],[2232134],[2232304],[2251629],[2255548],[2257676],[2257846],[2273263],[2276381],[2276621],[2283000],[2285056],[2286096],[2289583],[2298008],[2301451],[2312918],[2316361],[2320424],[2324396],[2324566],[2343867],[2347839],[2356398],[2372758],[2376677],[2378805],[2378975],[2379795],[2380035],[2382868],[2388801],[2389992],[2402205],[2403396],[2410630],[2431861],[2435304],[2439367],[2443339],[2443579],[2454277],[2458249],[2458419],[2472551],[2484431],[2491555],[2509327],[2510518],[2517752],[2531156],[2579576],[2586700],[2598580], [499434,1156250],[590430,1284332],[612056,1316365],[689559,1413772],[701128,1429707],[713658,1447090],[732246,1737531],[772681,1516513],[793375,1539093],[803483,1555157],[809246,1560274],[822657,1577290],[872502,1893201],[879617,1641203],[885380,1646320],[901675,1652210],[917794,1424531],[918041,1684449],[923966,1689000],[935334,1701465],[942110,1711743],[962879,1732069],[983229,1996618],[997822,1511337],[998069,1768754],[1003994,1773305],[1013830,1780626],[1036240,1806701],[1037568,1810132],[1038165,1555027],[1051232,1811565],[1058347,1833030],[1064110,1838147],[1084998,1603350],[1085245,1857447],[1095466,1863747],[1100111,2104634],[1116942,2119640],[1119361,1888337],[1120689,1891768],[1121286,1641073],[1131823,1900597],[1149150,1918340],[1160604,1929171],[1162617,1683436],[1169500,1935185],[1184093,1706567],[1184340,1955025],[1190265,1959576],[1198481,1965903],[1210885,1977327],[1211482,1731939],[1216128,1980625],[1226248,2211462],[1237990,2220017],[1245925,2007290],[1247938,1767741],[1254821,2013304],[1258720,2019025],[1276825,1795177],[1277072,2036177],[1287293,2042477],[1288960,1806349],[1291938,2048726],[1308769,2278280],[1311188,2067067],[1312516,2070498],[1313113,1832900],[1327119,2081483],[1331928,2085287],[1338861,2090147],[1339981,2300225],[1340169,1856434],[1344766,2095159],[1360853,2107862],[1366758,2318330],[1375522,1887985],[1378500,2122584],[1388507,1900245],[1393711,2135332],[1406115,2146756],[1406712,1918210],[1411358,2150054],[1421478,2159281],[1433220,2366688],[1441155,2176719],[1443168,1954012],[1450051,2182733],[1455068,2188776],[1457876,1965551],[1462642,1969631],[1468775,2198221],[1469895,2392009],[1471720,2200322],[1475313,1980273],[1480517,2206885],[1490637,2214581],[1502379,2223245],[1508284,2228257],[1523495,2240123],[1528304,2243927],[1535237,2248787],[1536357,2434078],[1536545,2035164],[1541142,2253799],[1557229,2266502],[1563134,2452183],[1571898,2066715],[1574876,2281224],[1585860,2079411],[1596350,2297094],[1599158,2089795],[1601417,2300564],[1610057,2306539],[1617826,2312004],[1620634,2107510],[1631533,2321449],[1634478,2323550],[1643275,2330113],[1650298,2335447],[1653106,2134980],[1657872,2139060],[1664005,2344892],[1665125,2512535],[1666950,2346993],[1670543,2149702],[1675747,2353556],[1676867,2519969],[1685867,2361252],[1697609,2369916],[1703514,2374928],[1725129,2196149],[1725369,2389798],[1735619,2396312],[1738427,2206533],[1745975,2212509],[1756465,2409716],[1759273,2222893],[1761532,2413186],[1763357,2414425],[1770172,2419161],[1777687,2238051],[1788177,2430947],[1790985,2248435],[1793244,2434417],[1801884,2440392],[1803004,2588717],[1804829,2442493],[1809653,2445857],[1812461,2266150],[1823360,2455302],[1826305,2457403],[1835102,2463966],[1860808,2304467],[1874868,2487762],[1880799,2319377],[1881039,2491361],[1886866,2495192],[1891289,2497875],[1894097,2329761],[1911400,2342820],[1911640,2510324],[1921890,2516838],[1924698,2353204],[1926957,2520308],[1932246,2359180],[1942736,2530242],[1945544,2369564],[1947803,2533712],[1949628,2534951],[1956443,2539687],[1959388,2541788],[1968745,2546963],[1994719,2405749],[1994959,2560924],[1998086,2563120],[2006163,2414073],[2010365,2417089],[2039538,2438320],[2039778,2586506],[2053598,2594787],[2059529,2453230],[2059769,2598386],[2065596,2602217],[2070019,2604900],[2072827,2463614],[2075086,2608370],[2080458,2612330],[2084430,2471798],[2111817,2490364],[2127456,2635027],[2138174,2640630],[2164148,2526275],[2164388,2654591],[2167515,2656787],[2175592,2534599],[2179794,2537615],[2180034,2663478],[2189690,2546002],[2209727,2678072],[2218062,2562881],[2233124,2572358],[2233364,2689202],[2239098,2693070],[2243070,2578823],[2243310,2693984],[2270457,2597389],[2290774,2612091],[2305514,2725020],[2309486,2622024],[2309726,2725934],[2336361,2639669],[2364733,2656548],[2397226,2677111],[2424627,2692831],[2479675,2724781] ] cell #4704 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1552025,2048374],[1638071,2122232],[1730043,2199970],[1829898,2280872],[1851003,2297193],[1885713,2323198],[1916314,2346641],[1971780,2389595],[2000560,2409815],[2029733,2431046],[2044452,2442141],[2064443,2457051],[2108860,2487861],[2113739,2491158],[2141209,2510121],[2151052,2516937],[2169989,2530341],[2184708,2541436],[2215446,2560721],[2254664,2586303],[2256898,2587754],[2267500,2594886],[2272379,2598183],[2282222,2604999],[2287825,2609257],[2331111,2635126],[2340224,2640729],[2352320,2648153],[2362117,2654388],[2373871,2662481],[2375793,2663275],[2378027,2664726],[2401089,2678171],[2420026,2688999],[2426496,2693540],[2428267,2693781],[2450634,2706991],[2458783,2712436],[2462730,2714415],[2481544,2725490],[2483315,2725731],[2502652,2736291],[2503636,2737172],[2505770,2738537],[2525791,2749675],[2527562,2749916],[2535313,2754727],[2552749,2763992],[2554883,2765357],[2571874,2774066],[2573645,2774307],[2574691,2775181],[2576679,2776287],[2591698,2783928],[2593832,2785293],[2617892,2797306],[2619880,2798412],[2631938,2803873],[2634072,2805238],[2637083,2806355],[2651663,2813428],[2653651,2814534],[2670286,2822490],[2674525,2824271],[2686274,2829429],[2688262,2830535],[2703345,2837042],[2719198,2844320],[2732645,2849618],[2760459,2861280], [1355649,1869644,2311058],[1497175,1999210,2408770],[1503499,2224243,2412847],[1596420,2297735,2473529],[1600264,2090725,2475568],[1632653,2322314,2493572],[1692405,2168639,2529296],[1698729,2370914,2533373],[1725197,2196862,2548406],[1756535,2410357,2563859],[1760379,2223823,2565898],[1788247,2431588,2580554],[1792091,2249365,2582593],[1824480,2456167,2600597],[1836222,2464964,2608031],[1850583,1850755,2473447],[1874938,2312645,2624984],[1880867,2320090,2627595],[1886576,2494135,2631170],[1911468,2343533,2642073],[1921960,2517479,2647152],[1925804,2354134,2649191],[1928782,2521615,2651137],[1942806,2530883,2657526],[1946650,2370494,2659565],[1957563,2540552,2665689],[1994787,2213222,2680511],[2000140,2000312,2563777],[2004935,2565889,2685292],[2029313,2029485,2580472],[2039606,2439033,2699416],[2041644,2439670,2700322],[2041714,2588296,2700356],[2045315,2588569,2702991],[2045605,2590340,2702428],[2053668,2446498,2705724],[2059597,2453943,2708335],[2065306,2601160,2711910],[2070089,2605541,2713414],[2073933,2464544,2715453],[2076911,2609609,2609677],[2108440,2108612,2624902],[2111513,2626835,2729041],[2118219,2629352,2731816],[2127526,2498516,2735024],[2138244,2645375,2739039],[2148578,2646416,2742924],[2150632,2150804,2647070],[2152820,2352528,2744428],[2152888,2518949,2744457],[2153060,2648356,2648359],[2155427,2648550,2746242],[2156655,2521195,2746251],[2164216,2359893,2749004],[2169569,2169741,2657444],[2174364,2659556,2753785],[2179862,2538328,2755551],[2181900,2538965,2756457],[2181970,2665268,2756491],[2185571,2665541,2666252],[2185861,2667309,2667312],[2189386,2669725,2759736],[2209797,2551708,2765859],[2218268,2682087,2768466],[2233192,2417802,2773395],[2239886,2696069,2775640],[2243138,2584307,2776708],[2252438,2698632,2779901],[2252742,2585509,2779910],[2256478,2256650,2700274],[2259144,2700620,2782676],[2267080,2267252,2705642],[2269344,2596036,2785761],[2269414,2711637,2785795],[2270153,2707575,2786170],[2276859,2710092,2788945],[2279748,2712675,2712678],[2281802,2281974,2713332],[2283990,2462938,2791184],[2284058,2607011,2791213],[2284230,2714618,2714621],[2286597,2714812,2715444],[2290980,2718897,2793966],[2297704,2614945,2795528],[2306302,2615329,2797765],[2309554,2477282,2798833],[2312614,2623864,2799617],[2317075,2626771,2800867],[2330691,2330863,2734942],[2332955,2636276,2805706],[2333025,2630897,2805740],[2336057,2738218,2806536],[2336768,2740677,2806706],[2337072,2643220,2806715],[2337892,2738776,2738779],[2339804,2339976,2738957],[2348373,2646174,2810077],[2348579,2743018,2810152],[2360227,2652248,2813669],[2361015,2752204,2813887],[2364199,2527770,2814926],[2364267,2661279,2814955],[2364439,2750119,2750122],[2364939,2750580,2815266],[2373567,2754767,2754791],[2377607,2377779,2756409],[2380273,2756755,2757308],[2384110,2669661,2821667],[2390198,2672006,2822890],[2396922,2765038,2824452],[2397633,2672184,2824622],[2397937,2549553,2824631],[2398757,2765596,2765599],[2400669,2400841,2765777],[2403602,2679549,2826089],[2410326,2683327,2827651],[2412949,2567946,2770713],[2418136,2686859,2829670],[2418924,2683711,2829888],[2422108,2573853,2830927],[2422176,2567612,2830956],[2422348,2774510,2774513],[2423436,2424539,2775190],[2424833,2776026,2831572],[2425259,2695827,2831626],[2425465,2778026,2831701],[2426192,2776327,2776351],[2431557,2695685,2833134],[2436018,2698592,2834384],[2446467,2703665,2837223],[2446771,2593191,2837232],[2447178,2787433,2837393],[2447482,2709482,2837402],[2448302,2785532,2785535],[2450214,2450386,2785713],[2450928,2707511,2838473],[2458989,2789774,2789793],[2466808,2717016,2843312],[2467626,2793694,2793789],[2473793,2720538,2844570],[2477616,2722137,2845393],[2478484,2479587,2797315],[2479881,2798151,2845793],[2480307,2615087,2845847],[2480513,2720897,2845922],[2481240,2798452,2798476],[2485673,2726807,2847014],[2489496,2728406,2847837],[2491761,2730126,2848237],[2493831,2630866,2802541],[2498485,2732965,2849799],[2498789,2633431,2849808],[2499196,2730304,2849969],[2499500,2628742,2849978],[2500320,2805477,2805480],[2502232,2502404,2805658],[2503394,2504252,2806280],[2504636,2738154,2851263],[2505189,2740637,2851358],[2505976,2807259,2807278],[2510724,2740499,2852486],[2517448,2744277,2854048],[2519283,2651239,2812399],[2522731,2523834,2813437],[2523922,2652791,2855610],[2524128,2747292,2855685],[2524554,2751962,2855739],[2524760,2816273,2855814],[2525487,2814574,2814598],[2530852,2751820,2857247],[2533475,2661613,2817513],[2538662,2755352,2859266],[2542634,2667520,2860523],[2542804,2542874,2821313],[2547582,2760986,2822618],[2551677,2762660,2862060],[2551981,2674189,2862069],[2552507,2553365,2824196],[2553749,2764974,2862310],[2554302,2672144,2862405],[2555089,2825175,2825194],[2557956,2766100,2825912],[2562051,2767774,2863879],[2562355,2681182,2863888],[2564123,2769114,2864129],[2566095,2685498,2828374],[2568814,2569917,2829438],[2570005,2687402,2865277],[2570211,2771683,2865352],[2570637,2683469,2865406],[2570843,2769473,2865481],[2571570,2830575,2830599],[2574651,2575373,2831395],[2580818,2777667,2867342],[2584641,2779266,2868165],[2586906,2780986,2868565],[2588265,2702687,2836058],[2591456,2592314,2836967],[2592698,2704279,2869786],[2593251,2787393,2869881],[2594038,2837946,2837965],[2598786,2787255,2871009],[2600856,2711606,2840147],[2605510,2790094,2872571],[2605814,2714171,2872580],[2607345,2608133,2843086],[2612800,2613350,2844329],[2616910,2722277,2874619],[2617116,2796251,2874694],[2617852,2618574,2845616],[2625829,2728164,2875934],[2626035,2800340,2876009],[2631696,2632554,2849543],[2632938,2733579,2877039],[2633491,2730264,2877134],[2634278,2850522,2850541],[2641249,2807786,2852214],[2645344,2809460,2879154],[2645648,2742682,2879163],[2647416,2810800,2879404],[2648756,2746448,2854771],[2651623,2652345,2855508],[2657790,2815914,2881223],[2659762,2753991,2857970],[2663672,2755895,2882371],[2663878,2818483,2882446],[2665237,2665948,2860171],[2670044,2670426,2861205],[2670921,2761344,2883710],[2673696,2762939,2883978],[2678464,2766628,2884630],[2681239,2767734,2884898],[2686234,2686956,2865175],[2697650,2779406,2887106],[2697856,2833857,2887181],[2713678,2790708,2889526],[2715018,2715650,2873294],[2717882,2718052,2873832],[2719158,2719477,2874100],[2719890,2795218,2890517],[2726159,2799436,2891137],[2739414,2808144,2892559],[2742189,2809739,2892827],[2759426,2759555,2883454],[2777019,2832824,2896577] ] cell #4705 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1374279],[1467355],[1489217],[1504388],[1504725],[1548663],[1570655],[1582477],[1597739],[1619215],[1630113],[1633577],[1634171],[1662585],[1677756],[1678093],[1699618],[1699955],[1711035],[1711935],[1725626],[1746472],[1753414],[1757854],[1761301],[1789566],[1800464],[1803928],[1804522],[1821940],[1825404],[1825998],[1837111],[1837448],[1837544],[1842297],[1847943],[1867934],[1877921],[1881296],[1911897],[1918839],[1923279],[1926726],[1939685],[1944125],[1947572],[1950474],[1958487],[1959081],[1962191],[1962979],[1963999],[1972917],[1991854],[1997500],[2021027],[2021957],[2023066],[2026673],[2036660],[2040035],[2056651],[2060026],[2066968],[2074855],[2079872],[2086435],[2088243],[2097161],[2098091],[2099200],[2104938],[2105958],[2114876],[2132408],[2133428],[2134290],[2135233],[2142346],[2147992],[2161283],[2162213],[2163322],[2166929],[2176916],[2196610],[2203961],[2204981],[2205843],[2206786],[2212970],[2221341],[2224076],[2230259],[2231189],[2232298],[2238512],[2239300],[2240320],[2245075],[2246883],[2255801],[2257840],[2263578],[2264598],[2265460],[2266403],[2273516],[2301704],[2304928],[2305716],[2306736],[2316614],[2319838],[2322508],[2322728],[2324560],[2327189],[2328209],[2329071],[2330014],[2343281],[2351652],[2353457],[2359641],[2360429],[2361449],[2368012],[2370747],[2376930],[2378969],[2387347],[2390552],[2393826],[2403956],[2407230],[2414326],[2417550],[2418338],[2419358],[2435557],[2438781],[2440589],[2453691],[2456361],[2456581],[2458413],[2462062],[2463867],[2464797],[2467842],[2474272],[2477030],[2486152],[2488910],[2492115],[2495389],[2511078],[2514352],[2521448],[2534852],[2538076],[2539884],[2540746],[2540966],[2543413],[2547798],[2548664],[2558172],[2559038],[2564602],[2581297],[2584055],[2587260],[2590534],[2590754],[2599140],[2602414],[2613683],[2622602],[2627853],[2641465],[2642331],[2647895],[2658269],[2694423],[2699674],[2708593], [689944,1156249],[797101,1284333],[823042,1316364],[910851,1413773],[924351,1429706],[939060,1447091],[959233,1737532],[1004379,1516512],[1027101,1539094],[1038590,1555156],[1045129,1560275],[1060408,1577291],[1113792,1893202],[1121711,1641202],[1128250,1646321],[1145504,1652211],[1163318,1684447],[1163655,1684450],[1170137,1689001],[1182771,1701466],[1190650,1711742],[1211907,1732068],[1233155,1996619],[1248639,1768752],[1248976,1768755],[1255458,1773306],[1265627,1780627],[1289682,1806702],[1291037,1810133],[1291631,1811042],[1305619,1811566],[1313538,1833029],[1320077,1838148],[1340870,1857445],[1341207,1857448],[1351673,1863748],[1356371,2104635],[1373665,2119641],[1376244,1888338],[1377599,1891769],[1378193,1892678],[1389229,1900598],[1407137,1918339],[1419262,1929172],[1421247,1932743],[1428385,1935186],[1443869,1955023],[1444206,1955026],[1450688,1959577],[1458598,1965904],[1470819,1977328],[1471413,1978237],[1476035,1980626],[1486236,2211463],[1497897,2220018],[1506068,2007291],[1508053,2010862],[1515191,2013305],[1519094,2019026],[1537246,2036175],[1537583,2036178],[1548049,2042478],[1549872,2046664],[1552747,2048727],[1570041,2278281],[1572620,2067068],[1573975,2070499],[1574569,2071408],[1588632,2081484],[1593299,2085288],[1599880,2090148],[1600986,2300226],[1601186,2092420],[1605656,2095160],[1621356,2107863],[1627132,2318331],[1635918,2120522],[1638793,2122585],[1648834,2131620],[1653828,2135333],[1666049,2146757],[1666643,2147666],[1671265,2150055],[1681466,2159282],[1693127,2366689],[1701298,2176720],[1703283,2180291],[1710421,2182734],[1715157,2188777],[1717734,2190635],[1722251,2194136],[1727901,2198222],[1728980,2392010],[1730765,2200323],[1734155,2203173],[1739149,2206886],[1748747,2214582],[1759995,2223246],[1765771,2228258],[1780459,2240124],[1785126,2243928],[1791707,2248788],[1792813,2434079],[1793013,2251060],[1797483,2253800],[1813183,2266503],[1818959,2452184],[1827745,2279162],[1830620,2281225],[1841354,2290482],[1850836,2297095],[1853413,2298953],[1855543,2300565],[1863580,2306540],[1870827,2312005],[1873404,2313863],[1883571,2321450],[1886435,2323551],[1894819,2330114],[1901428,2335448],[1904005,2337306],[1908522,2340807],[1914172,2344893],[1915251,2512536],[1917036,2346994],[1920426,2349844],[1925420,2353557],[1926526,2519970],[1935018,2361253],[1946266,2369917],[1952042,2374929],[1971974,2389700],[1972194,2389799],[1981456,2396313],[1984033,2398171],[1990911,2403104],[2000393,2409717],[2002970,2411575],[2005100,2413187],[2006885,2414426],[2013137,2419162],[2020084,2424335],[2029566,2430948],[2032143,2432806],[2034273,2434418],[2042310,2440393],[2043389,2588718],[2045174,2442494],[2049557,2445858],[2052134,2447716],[2062301,2455303],[2065165,2457404],[2073549,2463967],[2096218,2479383],[2108693,2487763],[2113933,2491263],[2114153,2491362],[2119473,2495193],[2123415,2497876],[2125992,2499734],[2141403,2510226],[2141623,2510325],[2150885,2516839],[2153462,2518697],[2155592,2520309],[2160340,2523630],[2169822,2530243],[2172399,2532101],[2174529,2533713],[2176314,2534952],[2182566,2539688],[2185430,2541789],[2193386,2546964],[2215640,2560826],[2215860,2560925],[2218622,2563121],[2225663,2567360],[2229316,2569713],[2254858,2586408],[2255078,2586507],[2267333,2594788],[2272573,2598288],[2272793,2598387],[2278113,2602218],[2282055,2604901],[2284632,2606759],[2286762,2608371],[2291334,2612331],[2294608,2613146],[2317554,2626987],[2330944,2635028],[2340057,2640631],[2362311,2654493],[2362531,2654592],[2365293,2656788],[2372334,2661027],[2375987,2663380],[2376207,2663479],[2384589,2669877],[2400922,2678073],[2407710,2682065],[2420220,2689104],[2420440,2689203],[2425187,2693071],[2428461,2693886],[2428681,2693985],[2451407,2707727],[2468708,2718875],[2480235,2725021],[2483509,2725836],[2483729,2725935],[2505115,2738370],[2528236,2750558],[2554228,2765190],[2575733,2776004],[2618934,2798129] ] cell #4706 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4707 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1374276],[1466247],[1504318],[1504727],[1548660],[1570652],[1582474],[1596656],[1629005],[1633582],[1634097],[1661477],[1677686],[1678095],[1699548],[1699957],[1711032],[1711937],[1724632],[1750620],[1753419],[1756771],[1761299],[1788483],[1799356],[1803933],[1804448],[1820832],[1825409],[1825924],[1837041],[1837450],[1837616],[1842302],[1847900],[1875174],[1877919],[1880302],[1910903],[1918844],[1922196],[1926724],[1939690],[1943042],[1947570],[1950616],[1958492],[1959007],[1962936],[1963997],[1972922],[1991859],[1994222],[1997457],[2021032],[2021962],[2023208],[2026630],[2036658],[2039041],[2056649],[2059032],[2066973],[2074853],[2079829],[2088241],[2097166],[2098096],[2099342],[2102861],[2104895],[2105956],[2114881],[2118047],[2132365],[2133426],[2134288],[2135238],[2142351],[2147949],[2161288],[2162218],[2163464],[2166886],[2176914],[2188003],[2196567],[2203918],[2204979],[2205841],[2206791],[2212927],[2221339],[2224081],[2230264],[2231194],[2232440],[2238469],[2239257],[2240318],[2246881],[2255806],[2257982],[2263535],[2264596],[2265458],[2266408],[2273521],[2276687],[2296321],[2301709],[2304885],[2305673],[2306734],[2316619],[2319795],[2322506],[2324702],[2327146],[2328207],[2329069],[2330019],[2343238],[2351650],[2353462],[2359598],[2360386],[2361447],[2368010],[2370752],[2376935],[2379111],[2380101],[2387304],[2390557],[2393824],[2403961],[2407228],[2414331],[2417507],[2418295],[2419356],[2430174],[2435562],[2438738],[2440587],[2443645],[2453648],[2456359],[2458555],[2462060],[2463872],[2464802],[2467799],[2474270],[2476987],[2486150],[2488867],[2492120],[2495387],[2511083],[2514350],[2521453],[2534857],[2538033],[2539882],[2540744],[2543411],[2547755],[2548662],[2558129],[2559036],[2564600],[2581295],[2584012],[2587265],[2590532],[2599145],[2602412],[2613681],[2622600],[2627851],[2641422],[2642329],[2647893],[2658267],[2694421],[2699672],[2708591], [689941,1414609],[730223,1727004],[797103,1545048],[823039,1578127],[870479,1882674],[899652,1913275],[910923,1673759],[924348,1689837],[939062,1707420],[982196,1995554],[1004376,1774142],[1029218,1796586],[1038587,1814472],[1045131,1816386],[1049209,2061404],[1060480,1833114],[1100042,2104573],[1115909,2118576],[1121708,1896108],[1128252,1898022],[1163248,1936891],[1163657,1936896],[1168467,2164983],[1170209,1938150],[1184888,1951145],[1190647,1711677],[1211904,1988131],[1226384,2211656],[1237921,2219956],[1248569,2015010],[1248978,2015015],[1253788,2233959],[1255530,2016269],[1266704,2024727],[1289754,2047087],[1291042,2053039],[1291557,2053904],[1291869,2263213],[1307736,2277216],[1313535,1831909],[1320079,1838080],[1339912,2300164],[1340800,2102552],[1341209,2102557],[1352750,2100861],[1366894,2318524],[1376316,2120945],[1377604,2126897],[1378119,2127762],[1378431,2326824],[1389301,2132043],[1407134,1908103],[1419267,2157855],[1421245,2163651],[1421614,2358327],[1433151,2366627],[1443799,1953915],[1444208,1953920],[1449018,2380630],[1450760,1959645],[1458670,2191058],[1470031,2392203],[1470824,2209168],[1471339,2210033],[1471651,2393229],[1476107,2203596],[1506073,2226831],[1508051,2232627],[1508420,2416236],[1519099,2237198],[1536288,2434017],[1537176,2026418],[1537585,2026423],[1549126,2259501],[1549870,2261501],[1563270,2452377],[1572692,2067204],[1573980,2069460],[1574495,2070325],[1574807,2460677],[1588637,2292274],[1593304,2302464],[1599952,2299376],[1601184,2308989],[1601553,2476427],[1605661,2303614],[1621428,2314286],[1634409,2494792],[1635916,2325112],[1648832,2334674],[1653900,2135469],[1665261,2512729],[1666054,2137615],[1666569,2138480],[1666881,2513755],[1671337,2350267],[1676798,2519908],[1701303,2176676],[1703281,2179297],[1703650,2536762],[1715162,2384962],[1717732,2385426],[1722249,2394535],[1725435,2548564],[1727906,2391492],[1734153,2395539],[1739221,2207022],[1748752,2404896],[1760067,2411998],[1761668,2566757],[1780464,2240080],[1785131,2236048],[1791779,2433229],[1793011,2242573],[1793380,2583452],[1797488,2437467],[1803140,2588911],[1804760,2589937],[1813255,2266639],[1826236,2601817],[1827743,2279119],[1841352,2469413],[1850841,2474645],[1853411,2475109],[1863585,2306496],[1870832,2486525],[1873402,2486989],[1881105,2627753],[1883576,2493055],[1894891,2330250],[1901433,2334210],[1904003,2337263],[1908520,2333670],[1911706,2642231],[1914177,2512018],[1920424,2516065],[1925492,2353693],[1927093,2650050],[1935023,2361209],[1946338,2532524],[1947939,2660424],[1959319,2666909],[1971972,2549369],[1981461,2395075],[1984031,2398128],[1990909,2559743],[1995025,2680669],[2000398,2564975],[2002968,2565439],[2006957,2414562],[2013142,2419118],[2020082,2423252],[2029571,2581670],[2032141,2582134],[2039844,2699574],[2042315,2440349],[2049562,2444620],[2052132,2447673],[2059835,2708493],[2062306,2600080],[2073621,2464103],[2075222,2716312],[2096216,2478300],[2108698,2625547],[2113931,2628558],[2119478,2495149],[2123420,2496638],[2125990,2499691],[2141401,2643036],[2150890,2515601],[2153460,2518654],[2160338,2522547],[2164454,2749162],[2169827,2658642],[2172397,2659106],[2176386,2535088],[2180100,2755709],[2182571,2539644],[2193391,2546358],[2215638,2680998],[2218627,2563077],[2225661,2567317],[2229314,2568630],[2233430,2773553],[2243376,2776866],[2254856,2585325],[2267338,2706287],[2272571,2709298],[2278118,2602174],[2282060,2603663],[2284630,2606716],[2291339,2612287],[2294606,2612616],[2309792,2798991],[2317552,2626944],[2330949,2735587],[2340062,2640025],[2362309,2749491],[2365298,2656744],[2372332,2660984],[2375985,2662297],[2384587,2669834],[2400927,2677467],[2407708,2682063],[2420218,2773882],[2425192,2693027],[2428459,2693356],[2451405,2707684],[2468706,2718873],[2480240,2724977],[2483507,2725306],[2505113,2738327],[2528234,2750556],[2554226,2765147],[2575731,2776002],[2618932,2798127] ] cell #4708 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473649],[561426],[592592],[607502],[614284],[651660],[658154],[691737],[708097],[715820],[715926],[721389],[755885],[792585],[799079],[810300],[816794],[819031],[824835],[825474],[831064],[841654],[861645],[866886],[890818],[891858],[893096],[906377],[925314],[934544],[934741],[941038],[946932],[958347],[968937],[969977],[971215],[979193],[989783],[993051],[1009794],[1010873],[1012000],[1012197],[1020384],[1025625],[1040375],[1041415],[1042653],[1045616],[1055400],[1055934],[1065880],[1080015],[1091430],[1092509],[1093636],[1093833],[1101491],[1112906],[1116152],[1116349],[1123496],[1124536],[1125774],[1133203],[1134309],[1135444],[1135978],[1144618],[1155208],[1157486],[1165464],[1166543],[1167670],[1167867],[1176054],[1179322],[1181295],[1203373],[1212613],[1217508],[1218614],[1219749],[1220283],[1225235],[1234475],[1239370],[1242690],[1243224],[1245589],[1250785],[1251864],[1252991],[1253188],[1257707],[1257777],[1257874],[1263045],[1271842],[1283257],[1285463],[1285660],[1293318],[1294424],[1295559],[1296093],[1304733],[1307979],[1308176],[1315323],[1317601],[1318591],[1336787],[1341910],[1343753],[1343823],[1343920],[1349091],[1358779],[1363902],[1365020],[1365745],[1372189],[1374985],[1375182],[1379880],[1380986],[1382121],[1382655],[1387683],[1398603],[1407843],[1412738],[1414979],[1415513],[1418957],[1420465],[1420535],[1420632],[1425803],[1434600],[1437920],[1438454],[1440819],[1446015],[1448221],[1448418],[1449261],[1449458],[1456212],[1459122],[1467361],[1467762],[1467929],[1471980],[1474489],[1489223],[1493842],[1495486],[1500305],[1504894],[1505428],[1507271],[1507341],[1507438],[1512609],[1533163],[1538286],[1540129],[1540296],[1545467],[1549369],[1549566],[1551201],[1552235],[1552332],[1561396],[1562121],[1568565],[1571361],[1571558],[1576256],[1578497],[1579031],[1579576],[1580110],[1586966],[1590914],[1590984],[1591081],[1593538],[1596836],[1598334],[1615014],[1618312],[1625707],[1630119],[1630520],[1630687],[1634738],[1637247],[1638281],[1638378],[1651442],[1654352],[1662591],[1662992],[1663159],[1667210],[1669719],[1673673],[1678262],[1678796],[1681705],[1690716],[1695535],[1700124],[1700658],[1701776],[1702501],[1702668],[1707839],[1708945],[1714466],[1715396],[1716409],[1720103],[1722061],[1730253],[1730350],[1736763],[1739673],[1742907],[1751029],[1751196],[1753653],[1756951],[1758449],[1766010],[1778793],[1780937],[1782741],[1782908],[1785365],[1788663],[1790161],[1796058],[1800470],[1805089],[1817534],[1821946],[1822347],[1822514],[1826565],[1828209],[1829074],[1830108],[1830205],[1840302],[1841164],[1842536],[1850145],[1852088],[1855782],[1861914],[1864058],[1865862],[1866029],[1871066],[1872079],[1875773],[1877731],[1886020],[1901667],[1902680],[1903670],[1904469],[1906374],[1908332],[1916524],[1916621],[1919078],[1922376],[1935496],[1937300],[1937467],[1939924],[1943222],[1944720],[1952281],[1963809],[1970922],[1973156],[1981695],[1982708],[1983698],[1984497],[1986402],[1990721],[1992093],[2001645],[2005339],[2013615],[2015419],[2015586],[2019894],[2021266],[2022196],[2028875],[2030818],[2034512],[2036470],[2044759],[2049796],[2050809],[2051799],[2052598],[2054503],[2056461],[2064750],[2088053],[2096028],[2097400],[2098330],[2105768],[2115115],[2123654],[2124667],[2125657],[2126456],[2128361],[2133238],[2134100],[2140351],[2142585],[2152137],[2155831],[2160150],[2161522],[2162452],[2171074],[2174768],[2185015],[2193625],[2201475],[2204791],[2205653],[2217835],[2221151],[2229126],[2230498],[2231428],[2246693],[2256040],[2264408],[2265270],[2273755],[2283307],[2287001],[2294418],[2301943],[2316853],[2328019],[2328881],[2348146],[2351462],[2367822],[2377169],[2383114],[2393636],[2407040],[2435796],[2461872],[2472797],[2484677],[2514162],[2579822] ] cell #4709 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4710 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473094],[560718],[606947],[614255],[651595],[657364],[707389],[715265],[715922],[721324],[755813],[800407],[810235],[816004],[819027],[824127],[825476],[830992],[841589],[861580],[866882],[890753],[893092],[914259],[925242],[934479],[934743],[940248],[946928],[958275],[968872],[971211],[979121],[989718],[993047],[1009722],[1011935],[1012199],[1020319],[1026389],[1034505],[1040310],[1042649],[1045612],[1055405],[1055862],[1065876],[1080011],[1091358],[1093571],[1093835],[1101487],[1112834],[1116087],[1116351],[1123431],[1125770],[1133199],[1135073],[1135449],[1135906],[1144546],[1150913],[1155143],[1157482],[1165392],[1167605],[1167869],[1175989],[1179318],[1181291],[1203369],[1212548],[1217504],[1219378],[1219754],[1220211],[1225231],[1239366],[1242695],[1243152],[1245585],[1250713],[1252926],[1253190],[1257703],[1257879],[1262625],[1263041],[1271838],[1278233],[1283185],[1285398],[1285662],[1293314],[1295188],[1295564],[1296021],[1304661],[1307914],[1308178],[1315258],[1317597],[1318587],[1335667],[1341838],[1343749],[1343925],[1348671],[1349087],[1365025],[1365741],[1372185],[1374920],[1375184],[1379876],[1381750],[1382126],[1382583],[1387679],[1391722],[1398599],[1407778],[1412734],[1414984],[1415441],[1418953],[1420461],[1420637],[1425383],[1425799],[1434596],[1437925],[1438382],[1440815],[1445943],[1448156],[1448420],[1449196],[1449460],[1456217],[1459118],[1466251],[1467758],[1467934],[1471976],[1474485],[1478528],[1494606],[1495482],[1499185],[1504899],[1505356],[1507267],[1507443],[1512189],[1512605],[1518196],[1532043],[1538214],[1540125],[1540301],[1545463],[1549304],[1549568],[1551197],[1552337],[1555240],[1561401],[1562117],[1568561],[1571296],[1571560],[1576252],[1578502],[1578959],[1579581],[1580038],[1586962],[1590910],[1591086],[1593534],[1595790],[1598330],[1604758],[1622644],[1624558],[1625712],[1629009],[1630516],[1630692],[1634734],[1637243],[1638383],[1641286],[1651447],[1654348],[1661481],[1662988],[1663164],[1667206],[1669715],[1672553],[1678267],[1678724],[1680568],[1681701],[1690712],[1694415],[1700129],[1700586],[1701781],[1702497],[1702673],[1707835],[1708941],[1715392],[1716414],[1720099],[1722010],[1730355],[1736768],[1739669],[1750624],[1751025],[1751201],[1751878],[1753649],[1755905],[1758445],[1764873],[1766006],[1778789],[1780942],[1782737],[1782913],[1785361],[1787617],[1790157],[1796063],[1799360],[1805085],[1808381],[1817539],[1820836],[1822343],[1822519],[1826561],[1828205],[1829070],[1830210],[1841113],[1842532],[1845996],[1852093],[1855778],[1861910],[1864063],[1865858],[1866034],[1868356],[1871062],[1872084],[1874308],[1875769],[1877680],[1886025],[1890017],[1901663],[1902685],[1903675],[1904465],[1906370],[1908281],[1916626],[1919074],[1921330],[1935501],[1937296],[1937472],[1939920],[1942176],[1944716],[1952277],[1962613],[1963758],[1973152],[1976616],[1981691],[1982713],[1983703],[1984493],[1986398],[1988425],[1990670],[1992089],[2001650],[2005335],[2013620],[2015415],[2015591],[2019843],[2021262],[2022192],[2030823],[2034508],[2036419],[2044764],[2049792],[2050814],[2051804],[2052594],[2054499],[2056410],[2064755],[2068747],[2078557],[2086857],[2088002],[2095977],[2097396],[2098326],[2105717],[2115111],[2123650],[2124672],[2125662],[2126452],[2128357],[2133187],[2134049],[2142581],[2146045],[2152142],[2155827],[2160099],[2161518],[2162448],[2171079],[2174764],[2185020],[2193621],[2195295],[2201480],[2204740],[2205602],[2217840],[2221100],[2229075],[2230494],[2231424],[2245497],[2246642],[2256036],[2264357],[2265219],[2273751],[2283312],[2286997],[2294367],[2301939],[2316849],[2327968],[2328830],[2341966],[2348151],[2351411],[2367771],[2377165],[2383063],[2393585],[2406989],[2435792],[2461821],[2472746],[2484626],[2514111],[2579771] ] cell #4711 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1374273],[1466175],[1504100],[1504730],[1548657],[1570649],[1582471],[1596583],[1628933],[1633585],[1633876],[1661405],[1677468],[1678098],[1699330],[1699960],[1711029],[1711940],[1724629],[1750548],[1753422],[1756698],[1761294],[1788410],[1799284],[1803936],[1804227],[1820760],[1825412],[1825703],[1836823],[1837453],[1837622],[1842305],[1847897],[1875101],[1877914],[1880299],[1910900],[1918847],[1922123],[1926719],[1939693],[1942969],[1947565],[1950622],[1958495],[1958786],[1962933],[1963992],[1972925],[1991862],[1994219],[1997454],[2021035],[2021965],[2023214],[2026627],[2036653],[2039038],[2056644],[2059029],[2066976],[2074848],[2079826],[2088236],[2097169],[2098099],[2099348],[2102858],[2104892],[2105951],[2114884],[2118053],[2132362],[2133421],[2134283],[2135241],[2142354],[2147946],[2161291],[2162221],[2163470],[2166883],[2176909],[2188000],[2196564],[2203915],[2204974],[2205836],[2206794],[2212924],[2221334],[2224084],[2230267],[2231197],[2232446],[2238466],[2239254],[2240313],[2246876],[2255809],[2257988],[2263532],[2264591],[2265453],[2266411],[2273524],[2276693],[2296318],[2301712],[2304882],[2305670],[2306729],[2316622],[2319792],[2322501],[2324708],[2327143],[2328202],[2329064],[2330022],[2343235],[2351645],[2353465],[2359595],[2360383],[2361442],[2368005],[2370755],[2376938],[2379117],[2380107],[2387301],[2390560],[2393819],[2403964],[2407223],[2414334],[2417504],[2418292],[2419351],[2430171],[2435565],[2438735],[2440582],[2443651],[2453645],[2456354],[2458561],[2462055],[2463875],[2464805],[2467796],[2474265],[2476984],[2486145],[2488864],[2492123],[2495382],[2511086],[2514345],[2521456],[2534860],[2538030],[2539877],[2540739],[2543370],[2547752],[2548648],[2558126],[2559022],[2564595],[2581290],[2584009],[2587268],[2590527],[2599148],[2602407],[2613640],[2622559],[2627837],[2641419],[2642315],[2647888],[2658262],[2694380],[2699658],[2708577], [689938,1414608],[730229,1727003],[797106,1545047],[823036,1578126],[870485,1882673],[899658,1913274],[910929,1673758],[924345,1689836],[939065,1707419],[982202,1995553],[1004373,1774141],[1029224,1796585],[1038584,1814471],[1045134,1816385],[1049215,2061403],[1060486,1833113],[1100048,2104572],[1115915,2118575],[1121705,1896107],[1128255,1898021],[1163030,1936819],[1163660,1936895],[1168473,2164982],[1170215,1938149],[1184894,1951144],[1190644,1711676],[1211901,1988130],[1226390,2211655],[1237927,2219955],[1248351,2014938],[1248981,2015014],[1253794,2233958],[1255536,2016268],[1266710,2024726],[1289760,2047086],[1291045,2053038],[1291336,2053831],[1291875,2263212],[1307742,2277215],[1313532,1831908],[1320082,1838079],[1339918,2300163],[1340582,2102480],[1341212,2102556],[1352756,2100860],[1366900,2318523],[1376322,2120944],[1377607,2126896],[1377898,2127689],[1378437,2326823],[1389307,2132042],[1407131,1908102],[1419270,2157854],[1421240,2163648],[1421620,2358326],[1433157,2366626],[1443581,1953843],[1444211,1953919],[1449024,2380629],[1450766,1959644],[1458676,2191057],[1470037,2392202],[1470827,2209167],[1471118,2209960],[1471657,2393228],[1476113,2203595],[1506076,2226830],[1508046,2232624],[1508426,2416235],[1519102,2237197],[1536294,2434016],[1536958,2026346],[1537588,2026422],[1549132,2259500],[1549865,2261498],[1563276,2452376],[1572698,2067203],[1573983,2069459],[1574274,2070252],[1574813,2460676],[1588640,2292273],[1593307,2302463],[1599958,2299375],[1601179,2308986],[1601559,2476426],[1605664,2303613],[1621434,2314285],[1634415,2494791],[1635911,2325109],[1648827,2334671],[1653906,2135468],[1665267,2512728],[1666057,2137614],[1666348,2138407],[1666887,2513754],[1671343,2350266],[1676804,2519907],[1701306,2176675],[1703276,2179294],[1703656,2536761],[1715165,2384961],[1717727,2385423],[1722244,2394532],[1725441,2548563],[1727909,2391491],[1734148,2395536],[1739227,2207021],[1748755,2404895],[1760073,2411997],[1761674,2566756],[1780467,2240079],[1785134,2236047],[1791785,2433228],[1793006,2242570],[1793386,2583451],[1797491,2437466],[1803146,2588910],[1804766,2589936],[1813261,2266638],[1826242,2601816],[1827738,2279116],[1841347,2469410],[1850844,2474644],[1853406,2475106],[1863588,2306495],[1870835,2486524],[1873397,2486986],[1881111,2627752],[1883579,2493054],[1894897,2330249],[1901436,2334209],[1903998,2337260],[1908515,2333667],[1911712,2642230],[1914180,2512017],[1920419,2516062],[1925498,2353692],[1927099,2650049],[1935026,2361208],[1946344,2532523],[1947945,2660423],[1959325,2666908],[1971967,2549366],[1981464,2395074],[1984026,2398125],[1990904,2559740],[1995031,2680668],[2000401,2564974],[2002963,2565436],[2006963,2414561],[2013145,2419117],[2020077,2423249],[2029574,2581669],[2032136,2582131],[2039850,2699573],[2042318,2440348],[2049565,2444619],[2052127,2447670],[2059841,2708492],[2062309,2600079],[2073627,2464102],[2075228,2716311],[2096211,2478297],[2108701,2625546],[2113926,2628555],[2119481,2495148],[2123423,2496637],[2125985,2499688],[2141396,2643033],[2150893,2515600],[2153455,2518651],[2160333,2522544],[2164460,2749161],[2169830,2658641],[2172392,2659103],[2176392,2535087],[2180106,2755708],[2182574,2539643],[2193394,2546357],[2215633,2680995],[2218630,2563076],[2225656,2567314],[2229309,2568627],[2233436,2773552],[2243382,2776865],[2254851,2585322],[2267341,2706286],[2272566,2709295],[2278121,2602173],[2282063,2603662],[2284625,2606713],[2291342,2612286],[2294601,2612613],[2309798,2798990],[2317547,2626941],[2330952,2735586],[2340065,2640024],[2362304,2749488],[2365301,2656743],[2372327,2660981],[2375980,2662294],[2384582,2669831],[2400930,2677466],[2407694,2682022],[2420213,2773879],[2425195,2693026],[2428454,2693353],[2451400,2707681],[2468692,2718832],[2480243,2724976],[2483502,2725303],[2505108,2738324],[2528220,2750515],[2554221,2765144],[2575717,2775961],[2618918,2798086] ] cell #4712 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [797147],[911240],[939106],[1030887],[1045175],[1060797],[1081486],[1128296],[1151698],[1163701],[1170526],[1186557],[1240841],[1249022],[1255847],[1273313],[1291844],[1292053],[1298735],[1311813],[1320123],[1341253],[1362598],[1378406],[1378615],[1385297],[1395456],[1419934],[1421277],[1422006],[1436071],[1444252],[1451077],[1471626],[1471835],[1482262],[1486908],[1504124],[1506740],[1508083],[1508812],[1519766],[1537629],[1549902],[1551842],[1558974],[1574782],[1574991],[1581673],[1589304],[1601216],[1601945],[1606328],[1616392],[1627804],[1635948],[1637888],[1645020],[1648864],[1666856],[1667065],[1677492],[1679371],[1682138],[1699354],[1701970],[1703313],[1704042],[1717764],[1722281],[1728573],[1729652],[1729860],[1734185],[1749419],[1755031],[1763676],[1766443],[1776334],[1781131],[1793043],[1793772],[1798155],[1808219],[1819631],[1827775],[1829715],[1836847],[1841384],[1843809],[1848129],[1853443],[1854483],[1856215],[1859455],[1864252],[1873434],[1884243],[1889855],[1904035],[1908552],[1914844],[1915923],[1916131],[1920456],[1935690],[1941302],[1949947],[1952714],[1963165],[1972004],[1974429],[1976454],[1984063],[1990941],[1993366],[2003000],[2005772],[2013809],[2020114],[2022539],[2026859],[2032173],[2033213],[2034945],[2038185],[2042982],[2044061],[2052164],[2062973],[2068585],[2087409],[2087608],[2096248],[2098673],[2105124],[2113963],[2116388],[2118413],[2120145],[2126022],[2132594],[2141433],[2143858],[2145883],[2153492],[2154532],[2156264],[2160370],[2162795],[2172429],[2175201],[2183238],[2204147],[2215670],[2220507],[2220706],[2225693],[2229346],[2231771],[2246049],[2246248],[2254888],[2257313],[2259338],[2263764],[2272603],[2275028],[2277053],[2278785],[2284662],[2287434],[2294638],[2314837],[2315036],[2317584],[2324033],[2327375],[2350818],[2351017],[2362341],[2367178],[2367377],[2372364],[2376017],[2378442],[2380467],[2384619],[2387533],[2408112],[2420250],[2428491],[2448690],[2448889],[2451437],[2457886],[2461228],[2461427],[2469110],[2483539],[2489554],[2500708],[2500907],[2505145],[2508059],[2508258],[2528638],[2544313],[2554258],[2557172],[2557371],[2576135],[2596579],[2619336],[2637980],[2675422], 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] cell #4713 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1243547],[1372139],[1438777],[1495149],[1495366],[1502570],[1568515],[1580433],[1586629],[1586846],[1625338],[1679119],[1690379],[1690596],[1697800],[1708895],[1716040],[1778456],[1778673],[1805039],[1817165],[1827872],[1828089],[1835293],[1861577],[1861794],[1902311],[1904132],[1904349],[1918960],[1927853],[1950248],[1982339],[1984160],[1984377],[2020211],[2022078],[2022840],[2036787],[2050635],[2052261],[2052478],[2096345],[2098212],[2098974],[2124493],[2126119],[2126336],[2132556],[2134417],[2148140],[2160467],[2160931],[2162334],[2163096],[2201301],[2204109],[2205970],[2229443],[2229907],[2231310],[2232072],[2239448],[2263726],[2265587],[2283133],[2294735],[2301352],[2305864],[2316735],[2327337],[2329198],[2347972],[2360577],[2376578],[2387495],[2388331],[2407357],[2418486],[2435205],[2468651],[2489058],[2508857],[2558981], [500248,2518485],[520624,2542724],[562545,2690655],[590846,2587537],[612870,2606547],[614033,2466728],[658923,2736074],[685593,2516720],[690255,2648128],[709216,2656044],[710112,2537864],[714074,2664509],[715938,2542572],[756079,2772142],[763704,2774282],[778761,2430829],[780083,2579072],[792389,2586278],[817563,2706774],[818691,2604782],[819043,2605109],[823353,2714390],[831258,2794967],[852619,2296976],[853941,2622273],[867587,2803848],[891662,2510096],[892756,2640512],[893108,2640839],[905739,2646949],[920720,2530124],[922042,2526524],[925508,2747751],[933133,2749891],[933898,2663131],[934348,2663250],[947633,2822465],[958541,1726115],[969781,2389570],[970875,2677954],[971227,2678281],[979387,1746961],[984719,2829290],[1000748,2409598],[1002070,2572607],[1009988,2691616],[1010235,2580351],[1011354,2693637],[1011804,2693756],[1032671,2256852],[1041219,2598158],[1042313,2594669],[1042665,2594996],[1046317,2783903],[1055296,2713211],[1068909,2844181],[1080716,1851719],[1091624,2723566],[1091871,2473326],[1092990,2725587],[1093440,2725706],[1102192,1871710],[1107370,2487644],[1113100,1881785],[1116443,2117831],[1118372,2502606],[1124340,2491133],[1125434,2634909],[1125786,2635236],[1129048,2508917],[1129158,2736572],[1133904,2737147],[1135340,2738836],[1144812,1912386],[1157146,2153806],[1157498,2352641],[1165658,1933232],[1165905,2657323],[1167024,2654244],[1167474,2654363],[1170990,2813289],[1188341,2377981],[1191251,2860776],[1206402,1725898],[1213353,2388391],[1213463,2763392],[1218209,2763967],[1219645,2765656],[1227121,2405998],[1228264,1746744],[1234279,2560696],[1240071,2001276],[1243418,2004354],[1245249,2226007],[1245601,2573966],[1250979,2011351],[1251226,2563656],[1252345,2688855],[1252795,2688974],[1256736,2774725],[1260736,2775042],[1272543,2030449],[1283451,2040524],[1284817,2439717],[1285267,2257614],[1289163,2596979],[1289273,2704024],[1294019,2050440],[1295455,2705521],[1304927,2060515],[1308270,2276471],[1310199,2450588],[1317261,2284976],[1317613,2463051],[1326169,2289173],[1326279,2794135],[1331631,1595013],[1342104,2092909],[1342782,2796850],[1346782,2797167],[1353623,1617529],[1356490,2487971],[1363264,2624781],[1367631,2319626],[1368774,1881568],[1372890,2117679],[1374339,2636323],[1374789,2324334],[1375725,2489954],[1375835,2733324],[1380581,2124298],[1382017,2734821],[1386481,2805977],[1388710,2639259],[1388820,2637762],[1401632,1912169],[1408693,2350780],[1413439,2151768],[1414875,2153589],[1419494,2747584],[1423494,1933015],[1435301,2170705],[1438648,2173783],[1440479,2372678],[1440831,2527883],[1446209,2180780],[1447575,2539012],[1448025,2378743],[1449552,2379885],[1453731,1454771],[1457045,2821834],[1458079,2545592],[1458189,2760803],[1470768,2196398],[1472681,2201106],[1473287,2823893],[1475516,2676701],[1475626,2675204],[1484637,2679091],[1486049,2560577],[1489687,2401795],[1489797,2826258],[1495589,2687259],[1498016,2409925],[1504790,2225790],[1506300,2771975],[1510300,2011134],[1519326,2691449],[1522655,2246011],[1528007,1786840],[1538480,2251549],[1539158,2254985],[1543158,2040307],[1549660,2443429],[1549999,1809356],[1564007,2453479],[1565150,2060298],[1569266,2276319],[1570715,2596083],[1571165,2458187],[1572211,2461190],[1576957,2282938],[1578393,2284759],[1580304,2286016],[1585003,2610709],[1587069,2719780],[1587669,2843795],[1588864,2794800],[1599361,2475519],[1599471,2724059],[1601105,2297303],[1602313,2092692],[1605888,2723399],[1609217,2087371],[1614423,2623284],[1619803,2847181],[1620837,2311009],[1620947,2800684],[1625533,2318188],[1626945,2491014],[1636045,1890992],[1648961,1650001],[1652275,2141530],[1653419,2508021],[1665998,2343069],[1667911,2347777],[1668517,1920553],[1670746,2649142],[1670856,2645855],[1678990,2356318],[1685027,2367140],[1690819,2652648],[1693246,2530451],[1700020,2372461],[1701530,2376114],[1705530,2180563],[1709646,2379733],[1713875,2544095],[1716235,2386408],[1717861,1968448],[1722378,2194960],[1724272,2547321],[1726338,2676165],[1728133,2764378],[1728793,2389451],[1734282,1735322],[1737596,1972101],[1738740,2557134],[1745118,2211672],[1747184,2768356],[1747784,2863354],[1748979,2826923],[1753062,2408220],[1759476,2408721],[1759586,2772635],[1769332,2220469],[1778896,2575676],[1779496,2032270],[1780691,2428588],[1791188,2582544],[1791298,2692109],[1792932,2431156],[1794140,2251332],[1797715,2698331],[1803877,2438569],[1805790,2443277],[1811630,2272700],[1812774,2448652],[1817360,2452041],[1818772,2598039],[1841481,2078222],[1841945,2470247],[1848091,2295598],[1849554,2472232],[1851914,2300290],[1853540,1862617],[1862017,2618877],[1863812,2483636],[1869545,2104375],[1871905,2104699],[1873531,2110407],[1876910,2314799],[1879942,2318540],[1882008,2734285],[1883803,2804259],[1893266,2114060],[1894410,2500670],[1902506,2506934],[1908649,2341631],[1910543,2640988],[1912609,2638723],[1914404,2737558],[1915064,2509977],[1925011,2521096],[1926645,2517047],[1933455,2526226],[1934055,2172526],[1935250,2362438],[1939333,2528746],[1945747,2529247],[1945857,2748244],[1963127,2187280],[1972565,2391952],[1975915,2392219],[1982534,2556047],[1990478,2405700],[1991038,2211320],[1991502,2211405],[1996683,2215767],[1999111,2219758],[2001471,2220082],[2003097,2012174],[2004577,2690357],[2006476,2223724],[2011574,2572309],[2013369,2420347],[2020675,2577272],[2026821,2429451],[2028284,2579257],[2030644,2434143],[2040747,2585039],[2042542,2443472],[2043202,2586159],[2058672,2452393],[2060738,2704985],[2062533,2784314],[2073140,2464445],[2090626,2299966],[2093132,2621975],[2096809,2620473],[2105086,2310508],[2113500,2319328],[2114524,2318273],[2117874,2119705],[2141994,2512478],[2145344,2512745],[2151963,2520034],[2168540,2366429],[2170900,2366753],[2174006,2655746],[2175905,2370395],[2181003,2537566],[2182798,2379928],[2196100,2199709],[2249266,2433819],[2251772,2578774],[2255449,2588660],[2258799,2588927],[2272140,2453181],[2273164,2452126],[2276514,2278345],[2286239,2606249],[2342771,2346380],[2354035,2519710],[2356541,2518187],[2438271,2441880] ] cell #4714 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4715 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1157542],[1190838],[1245645],[1284819],[1317657],[1319659],[1374341],[1408695],[1414870],[1440875],[1441730],[1447577],[1450616],[1495591],[1504785],[1522657],[1524070],[1539153],[1570717],[1572213],[1572474],[1578388],[1587071],[1609219],[1610632],[1625528],[1649938],[1652270],[1653421],[1653682],[1668454],[1685029],[1686442],[1690821],[1700015],[1701357],[1701525],[1716230],[1726340],[1735259],[1737591],[1738742],[1739003],[1747186],[1753013],[1769334],[1770747],[1778898],[1779433],[1780518],[1780686],[1802459],[1809293],[1811625],[1812776],[1813037],[1817355],[1827809],[1841896],[1851909],[1862019],[1862554],[1863639],[1863807],[1871900],[1876912],[1882010],[1887441],[1890929],[1893261],[1894412],[1894673],[1899704],[1902501],[1904069],[1912611],[1925013],[1925274],[1931216],[1932952],[1933457],[1933992],[1935077],[1935245],[1939284],[1957018],[1961582],[1968385],[1972516],[1979732],[1982529],[1984097],[1990480],[1991453],[1996678],[2001466],[2004579],[2006478],[2006739],[2009335],[2011071],[2011576],[2012111],[2013196],[2013364],[2018501],[2020626],[2030639],[2040749],[2042369],[2042537],[2047833],[2048536],[2050630],[2052198],[2060740],[2066171],[2073142],[2073403],[2078159],[2085826],[2089254],[2091883],[2092629],[2093134],[2094635],[2096760],[2103541],[2104694],[2110344],[2113502],[2114475],[2117869],[2118056],[2119532],[2119700],[2121691],[2122394],[2124488],[2126056],[2131011],[2141945],[2149161],[2151958],[2153526],[2158757],[2160882],[2170895],[2174008],[2175907],[2176168],[2178764],[2180500],[2181005],[2182625],[2182793],[2187277],[2192592],[2194897],[2196336],[2197697],[2199711],[2200132],[2201296],[2202564],[2211257],[2211402],[2218924],[2219259],[2220077],[2222352],[2223675],[2224303],[2224981],[2225727],[2227733],[2229858],[2244466],[2247894],[2250523],[2251269],[2251774],[2253275],[2255400],[2262181],[2272142],[2273115],[2276509],[2276696],[2278172],[2278340],[2280331],[2281034],[2283128],[2284696],[2286241],[2292979],[2293314],[2293887],[2295595],[2297240],[2298344],[2300285],[2301303],[2310505],[2315820],[2317930],[2318125],[2318270],[2319564],[2320925],[2322178],[2323360],[2325792],[2339263],[2341568],[2343007],[2344368],[2346382],[2346803],[2347967],[2349235],[2355292],[2356543],[2365595],[2365930],[2366748],[2369023],[2370346],[2370974],[2371652],[2372398],[2374404],[2376529],[2379923],[2380110],[2386150],[2386345],[2386738],[2388282],[2389448],[2391949],[2400128],[2405936],[2406509],[2408217],[2408434],[2409862],[2410966],[2426832],[2427167],[2427740],[2429448],[2431093],[2432197],[2434138],[2435156],[2438507],[2441882],[2442303],[2443467],[2443654],[2449673],[2451783],[2451978],[2452123],[2453417],[2454778],[2456031],[2457213],[2459645],[2464396],[2465024],[2465702],[2468602],[2470244],[2470461],[2472229],[2481880],[2482215],[2482788],[2487908],[2488301],[2491011],[2501691],[2506676],[2506871],[2507264],[2508808],[2509974],[2512475],[2516984],[2520029],[2521047],[2521675],[2526462],[2527035],[2528743],[2528960],[2530388],[2531492],[2536168],[2537802],[2540416],[2541598],[2544092],[2555789],[2555984],[2556377],[2558932],[2560574],[2572545],[2573118],[2575627],[2577269],[2577486],[2578087],[2579010],[2579254],[2584990],[2586156],[2588657],[2590204],[2594933],[2595326],[2598036],[2603618],[2605046],[2618828],[2620470],[2620687],[2621288],[2622211],[2623281],[2635173],[2635566],[2637759],[2638674],[2639980],[2640776],[2645852],[2645972],[2652599],[2654241],[2655059],[2663128],[2675201],[2676116],[2677422],[2678218],[2687210],[2688852],[2689670],[2692106],[2692226],[2693634],[2704021],[2704936],[2706242],[2719731],[2724056],[2724176],[2725584],[2733321],[2734236],[2735542],[2736569],[2748241],[2748361],[2760800],[2763389],[2768307],[2772632],[2772752],[2794132],[2800681],[2800801],[2826255] ] cell #4716 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4717 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1157544],[1190840],[1245647],[1284824],[1317659],[1319731],[1374346],[1408700],[1414866],[1440877],[1441874],[1447582],[1450691],[1495596],[1504781],[1522662],[1524214],[1539149],[1570722],[1572218],[1572623],[1578384],[1587076],[1609224],[1610776],[1625524],[1649934],[1652266],[1653426],[1653831],[1668450],[1685034],[1686586],[1690826],[1700011],[1701363],[1701521],[1716226],[1726345],[1735255],[1737587],[1738747],[1739152],[1747191],[1752970],[1769339],[1770891],[1778903],[1779429],[1780524],[1780682],[1802603],[1809289],[1811621],[1812781],[1813186],[1817351],[1827805],[1841853],[1851905],[1862024],[1862550],[1863645],[1863803],[1871896],[1876917],[1882015],[1887585],[1890925],[1893257],[1894417],[1894822],[1899710],[1902497],[1904065],[1912616],[1925018],[1925423],[1931222],[1932948],[1933462],[1933988],[1935083],[1935241],[1939241],[1957162],[1961455],[1968381],[1972473],[1979738],[1982525],[1984093],[1990485],[1991410],[1996674],[2001462],[2004584],[2006483],[2006888],[2009341],[2011067],[2011581],[2012107],[2013202],[2013360],[2018497],[2020583],[2030635],[2040754],[2042375],[2042533],[2047839],[2048532],[2050626],[2052194],[2060745],[2066315],[2073147],[2073552],[2078155],[2085699],[2089260],[2091889],[2092625],[2093139],[2094631],[2096717],[2103414],[2104690],[2110340],[2113507],[2114432],[2117865],[2118061],[2119538],[2119696],[2121697],[2122390],[2124484],[2126052],[2130884],[2141902],[2149167],[2151954],[2153522],[2158753],[2160839],[2170891],[2174013],[2175912],[2176317],[2178770],[2180496],[2181010],[2182631],[2182789],[2187275],[2192598],[2194893],[2196342],[2197693],[2199716],[2200128],[2201292],[2202437],[2211253],[2211400],[2218797],[2219265],[2220073],[2222358],[2223632],[2224299],[2224987],[2225723],[2227729],[2229815],[2244339],[2247900],[2250529],[2251265],[2251779],[2253271],[2255357],[2262054],[2272147],[2273072],[2276505],[2276701],[2278178],[2278336],[2280337],[2281030],[2283124],[2284692],[2286246],[2292852],[2293320],[2293883],[2295593],[2297236],[2298217],[2300281],[2301260],[2310503],[2315826],[2317325],[2318121],[2318268],[2319570],[2320921],[2322140],[2323356],[2325665],[2339269],[2341564],[2343013],[2344364],[2346387],[2346799],[2347963],[2349108],[2355298],[2356548],[2365468],[2365936],[2366744],[2369029],[2370303],[2370970],[2371658],[2372394],[2374400],[2376486],[2379919],[2380115],[2384360],[2386341],[2386611],[2388239],[2389446],[2391947],[2400134],[2405942],[2406505],[2407909],[2408215],[2409858],[2410839],[2426705],[2427173],[2427736],[2429446],[2431089],[2432070],[2434134],[2435113],[2438513],[2441887],[2442299],[2443463],[2443659],[2449679],[2451178],[2451974],[2452121],[2453423],[2454774],[2455993],[2457209],[2459518],[2464353],[2465020],[2465708],[2468559],[2468907],[2470242],[2472227],[2481753],[2482221],[2482784],[2487904],[2488174],[2491009],[2501697],[2504886],[2506867],[2507137],[2508765],[2509972],[2512473],[2516980],[2520025],[2521004],[2521671],[2526468],[2527031],[2528435],[2528741],[2530384],[2531365],[2535563],[2537808],[2540378],[2541594],[2544090],[2553999],[2555980],[2556250],[2558889],[2560572],[2572551],[2573114],[2575584],[2575932],[2576929],[2577267],[2579016],[2579252],[2584947],[2586154],[2588655],[2590166],[2594929],[2595199],[2598034],[2603093],[2605042],[2618785],[2619133],[2620130],[2620468],[2622217],[2623279],[2635169],[2635439],[2637757],[2638631],[2638979],[2640772],[2645850],[2645934],[2652556],[2653901],[2654239],[2663126],[2675199],[2676073],[2676421],[2678214],[2687167],[2688512],[2688850],[2692104],[2692188],[2693632],[2704019],[2704893],[2705241],[2719688],[2724054],[2724138],[2725582],[2733319],[2734193],[2734541],[2736567],[2748239],[2748323],[2760798],[2763387],[2768264],[2772630],[2772714],[2794130],[2800679],[2800763],[2826253] ] cell #4718 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4719 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1415896],[1451359],[1505811],[1545434],[1579414],[1581696],[1634705],[1668683],[1674805],[1701041],[1701993],[1707806],[1711143],[1753552],[1762415],[1779662],[1781154],[1795611],[1826532],[1828038],[1828432],[1834160],[1842435],[1862783],[1864275],[1878035],[1901111],[1903223],[1904298],[1904692],[1918522],[1934221],[1935713],[1939823],[1948686],[1950032],[1950170],[1964113],[1973055],[1981139],[1983251],[1984326],[1984720],[1991992],[1997384],[2012340],[2013832],[2021165],[2021640],[2022624],[2022762],[2043005],[2049240],[2051352],[2052427],[2052821],[2056765],[2066651],[2079756],[2088357],[2097299],[2097774],[2098758],[2098896],[2106072],[2110573],[2115014],[2120168],[2123098],[2125210],[2126285],[2126679],[2131178],[2133542],[2134916],[2142484],[2153755],[2154149],[2159454],[2160966],[2161421],[2161896],[2162880],[2163018],[2166813],[2183261],[2187413],[2193069],[2196494],[2202731],[2205095],[2206469],[2212064],[2212854],[2217388],[2221455],[2224214],[2225956],[2226350],[2228430],[2229942],[2230397],[2230872],[2231856],[2231994],[2236638],[2238396],[2246997],[2255939],[2257398],[2257536],[2262348],[2262923],[2264712],[2266086],[2273654],[2278808],[2284925],[2285319],[2289519],[2295731],[2298511],[2300737],[2301387],[2301842],[2303054],[2304812],[2310641],[2311568],[2316297],[2318932],[2319722],[2322622],[2322801],[2324118],[2324256],[2325959],[2326534],[2328323],[2329697],[2334084],[2343165],[2349402],[2351766],[2353140],[2357767],[2359525],[2368126],[2370885],[2372627],[2373021],[2375101],[2376613],[2377068],[2378527],[2378665],[2382765],[2386905],[2388737],[2389866],[2390932],[2392611],[2392939],[2393940],[2394949],[2402141],[2402257],[2408353],[2408635],[2409280],[2411133],[2412247],[2412772],[2413359],[2414009],[2415676],[2417434],[2429584],[2432364],[2434590],[2435240],[2435695],[2436907],[2438665],[2444494],[2452785],[2453575],[2456475],[2456654],[2457971],[2458109],[2459812],[2460387],[2462176],[2463550],[2464935],[2470380],[2470662],[2471096],[2472448],[2473672],[2474519],[2476078],[2476914],[2484328],[2488468],[2490146],[2490300],[2490416],[2491429],[2492495],[2493532],[2494502],[2496512],[2507431],[2509263],[2510392],[2511458],[2513137],[2513465],[2514466],[2515475],[2520481],[2521586],[2528879],[2529161],[2529806],[2531659],[2532773],[2533298],[2533885],[2534535],[2536202],[2537960],[2540860],[2541039],[2545784],[2545938],[2546232],[2547431],[2548265],[2550158],[2556544],[2560992],[2561426],[2562778],[2562927],[2564002],[2564849],[2577405],[2577687],[2578121],[2579473],[2580697],[2581544],[2583103],[2583939],[2586574],[2589319],[2589647],[2590648],[2590827],[2595493],[2597171],[2597325],[2597441],[2598454],[2599520],[2600557],[2601527],[2603537],[2607431],[2607956],[2608543],[2610819],[2611988],[2612137],[2613471],[2620606],[2620888],[2621322],[2625127],[2625421],[2627454],[2635733],[2639451],[2639605],[2639899],[2641098],[2641932],[2643825],[2647295],[2649701],[2650537],[2651062],[2654659],[2655093],[2656445],[2656594],[2657669],[2658516],[2662263],[2663546],[2665649],[2666619],[2668558],[2676893],[2677047],[2677341],[2679201],[2680370],[2689270],[2689704],[2691559],[2692728],[2692877],[2693322],[2694052],[2694211],[2698441],[2699275],[2701168],[2702388],[2705867],[2706161],[2708194],[2712482],[2713557],[2723509],[2724678],[2724827],[2725272],[2726002],[2726678],[2735167],[2735461],[2737051],[2737668],[2738583],[2739182],[2742803],[2742884],[2747694],[2748863],[2749457],[2755410],[2763871],[2764488],[2765403],[2766002],[2772085],[2773254],[2773848],[2775519],[2775600],[2776567],[2783807],[2784424],[2785339],[2794910],[2797644],[2797725],[2798692],[2803752],[2804369],[2805284],[2806040],[2813766],[2813847],[2822369],[2823956],[2827033],[2829767],[2829848],[2843858],[2847716],[2847797],[2863417] ] cell #4720 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [797248],[911362],[939207],[1030901],[1045276],[1060919],[1081500],[1128397],[1151712],[1165882],[1170648],[1186571],[1240855],[1251203],[1255969],[1273327],[1293877],[1294286],[1298749],[1311827],[1320224],[1342328],[1362612],[1380439],[1380848],[1385311],[1395470],[1419948],[1423527],[1424042],[1436085],[1446433],[1451199],[1472539],[1472948],[1482276],[1486922],[1504138],[1506754],[1510333],[1510848],[1519780],[1538704],[1550032],[1554051],[1558988],[1576815],[1577224],[1581687],[1589318],[1602346],[1602861],[1606342],[1616522],[1627818],[1636078],[1640097],[1645034],[1648994],[1667769],[1668178],[1677506],[1679478],[1682152],[1699368],[1701984],[1705563],[1706078],[1717894],[1722411],[1728587],[1729666],[1730963],[1734315],[1749433],[1755161],[1763783],[1766457],[1776441],[1781145],[1794173],[1794688],[1798169],[1808349],[1819645],[1827905],[1831924],[1836861],[1841514],[1843916],[1848236],[1853573],[1854613],[1856229],[1859562],[1864266],[1873564],[1884257],[1889985],[1904165],[1908682],[1914858],[1915937],[1917234],[1920586],[1935704],[1941432],[1950054],[1952728],[1963272],[1972134],[1974536],[1976584],[1984193],[1991071],[1993473],[2003130],[2005786],[2013823],[2020244],[2022646],[2026966],[2032303],[2033343],[2034959],[2038292],[2042996],[2044075],[2052294],[2062987],[2068715],[2087516],[2087678],[2096378],[2098780],[2105231],[2114093],[2116495],[2118543],[2120159],[2126152],[2132701],[2141563],[2143965],[2146013],[2153622],[2154662],[2156278],[2160500],[2162902],[2172559],[2175215],[2183252],[2204254],[2215800],[2220614],[2220776],[2225823],[2229476],[2231878],[2246156],[2246318],[2255018],[2257420],[2259468],[2263871],[2272733],[2275135],[2277183],[2278799],[2284792],[2287448],[2294768],[2314944],[2315106],[2318221],[2324140],[2327482],[2350925],[2351087],[2362471],[2367285],[2367447],[2372494],[2376147],[2378549],[2380597],[2386441],[2387640],[2408657],[2420380],[2428621],[2448797],[2448959],[2452074],[2457993],[2461335],[2461497],[2470684],[2483669],[2489949],[2500815],[2500977],[2506967],[2508166],[2508328],[2529183],[2545587],[2556080],[2557279],[2557441],[2577709],[2596974],[2620910],[2639254],[2676696], 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] cell #4721 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658848],[762982],[799773],[817488],[825920],[867513],[874904],[913474],[932411],[941732],[941862],[947559],[985344],[1026252],[1033643],[1046243],[1053634],[1056248],[1063031],[1063831],[1069534],[1080642],[1102118],[1107878],[1133830],[1134936],[1136292],[1150769],[1171615],[1181922],[1182142],[1189313],[1195368],[1207027],[1218135],[1219241],[1220597],[1228889],[1239997],[1243538],[1261361],[1262481],[1263672],[1263892],[1272469],[1278229],[1293945],[1295051],[1296407],[1299705],[1310352],[1310884],[1321751],[1335748],[1347407],[1348527],[1349718],[1349938],[1357740],[1369399],[1372816],[1373036],[1380507],[1381613],[1382969],[1390598],[1391718],[1392875],[1393407],[1402257],[1413365],[1415827],[1424119],[1425239],[1426430],[1426650],[1435227],[1438768],[1440987],[1463407],[1472607],[1477404],[1478524],[1479681],[1480213],[1485269],[1494469],[1499266],[1502663],[1503195],[1505742],[1510925],[1512045],[1513236],[1513456],[1518127],[1518192],[1518289],[1523327],[1532124],[1543783],[1546094],[1546314],[1554116],[1555236],[1556393],[1556925],[1565775],[1569192],[1569412],[1576883],[1579345],[1580424],[1597878],[1602938],[1604689],[1604754],[1604851],[1609889],[1619354],[1624414],[1625499],[1626165],[1632485],[1635365],[1635585],[1640162],[1641282],[1642439],[1642971],[1648061],[1658637],[1667837],[1672634],[1674911],[1675443],[1679110],[1680499],[1680564],[1680661],[1685699],[1694496],[1697893],[1698425],[1700972],[1706155],[1708466],[1708686],[1709572],[1709792],[1716201],[1718897],[1726578],[1726934],[1727096],[1731028],[1733382],[1747424],[1751874],[1753447],[1757993],[1762521],[1763053],[1764804],[1764869],[1764966],[1770004],[1789705],[1794765],[1796516],[1796678],[1801716],[1805716],[1805936],[1807416],[1808377],[1808474],[1817326],[1817992],[1824312],[1827192],[1827412],[1831989],[1834266],[1834798],[1835386],[1835918],[1842330],[1845927],[1845992],[1846089],[1848361],[1851293],[1852640],[1868352],[1871284],[1878206],[1882248],[1882604],[1882766],[1886698],[1889052],[1890013],[1890110],[1902472],[1905168],[1912849],[1913205],[1913367],[1917299],[1919653],[1923418],[1927946],[1928478],[1931125],[1939718],[1944264],[1948792],[1949324],[1950409],[1951075],[1951237],[1956275],[1957395],[1962609],[1963397],[1964284],[1967548],[1969361],[1976612],[1976709],[1982500],[1985196],[1988298],[1995484],[1995646],[1997918],[2000850],[2002197],[2009244],[2021060],[2023001],[2024657],[2024819],[2027091],[2030023],[2031370],[2036945],[2040987],[2045437],[2056936],[2060978],[2061334],[2061496],[2065428],[2067001],[2067782],[2068743],[2068840],[2078430],[2079141],[2080290],[2086853],[2088528],[2091792],[2097194],[2099135],[2100791],[2100953],[2105356],[2106243],[2109507],[2111320],[2118668],[2132826],[2133713],[2134575],[2135266],[2136977],[2138790],[2146041],[2146138],[2148410],[2151342],[2163257],[2164913],[2165075],[2167347],[2170279],[2171626],[2178673],[2189193],[2195168],[2197028],[2204379],[2205266],[2206128],[2206819],[2208530],[2212239],[2213388],[2221626],[2224890],[2232233],[2233889],[2234051],[2237781],[2238930],[2239718],[2245493],[2247168],[2250432],[2252245],[2259593],[2263996],[2264883],[2265745],[2266436],[2268147],[2269960],[2277308],[2297511],[2304197],[2305346],[2306134],[2312421],[2320256],[2327607],[2328494],[2329356],[2330047],[2331758],[2335864],[2336575],[2341839],[2343699],[2351937],[2355201],[2358910],[2360059],[2360847],[2368297],[2371561],[2380722],[2387765],[2394111],[2396729],[2397440],[2407515],[2410133],[2416819],[2417968],[2418756],[2431364],[2439199],[2446274],[2446985],[2454109],[2462347],[2465611],[2471528],[2477448],[2489328],[2498292],[2499003],[2514637],[2517255],[2530659],[2538494],[2543588],[2551484],[2561858],[2584473],[2605317],[2613858],[2622777],[2645151],[2694598] ] cell #4722 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [548455],[653224],[733950],[811864],[840609],[874206],[903379],[956986],[988738],[1019339],[1032945],[1052936],[1105427],[1111545],[1143257],[1154163],[1175009],[1188615],[1231987],[1281896],[1284418],[1288067],[1297254],[1303372],[1314278],[1383816],[1396842],[1409239],[1414152],[1427217],[1444654],[1447176],[1483648],[1514023],[1523201],[1527008],[1538812],[1544792],[1560360],[1577670],[1609763],[1613570],[1646406],[1648636],[1651929],[1668274],[1685573],[1689380],[1707164],[1733957],[1737250],[1769878],[1773685],[1775578],[1779253],[1807991],[1811284],[1816130],[1858699],[1862374],[1877456],[1889627],[1892920],[1897766],[1899384],[1930137],[1931700],[1933812],[1968123],[1979412],[1996337],[2008256],[2009819],[2011931],[2047513],[2048453],[2076496],[2083311],[2092367],[2103125],[2110164],[2121371],[2122311],[2159307],[2179248],[2188267],[2192272],[2200049],[2210570],[2228283],[2251007],[2280951],[2290003],[2296585],[2300590],[2309990],[2346720],[2374954],[2383156],[2389221],[2430438],[2434443],[2472839],[2509747],[2579864] ] cell #4723 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [802775,2048547],[878909,2122405],[962171,2200143],[1057639,2281045],[1079681,2297251],[1116730,2323371],[1148442,2346814],[1205570,2389562],[1239036,2409873],[1271508,2431104],[1287081,2442314],[1308557,2457224],[1361899,2487919],[1367942,2491125],[1400800,2510088],[1412404,2516995],[1434266,2530399],[1449839,2541609],[1491821,2560688],[1542326,2586270],[1545133,2440054],[1558275,2594944],[1564318,2598150],[1575922,2605057],[1581815,2287894],[1644321,2635184],[1657116,2640787],[1673986,2517901],[1687051,2654355],[1702112,2374590],[1704698,2663242],[1707505,2539349],[1742437,2678229],[1771356,2688966],[1781273,2427926],[1783818,2693748],[1816471,2596420],[1827672,2459458],[1833341,2605963],[1864394,2482974],[1866939,2725698],[1898107,2636660],[1899905,2736955],[1903932,2507077],[1935832,2527221],[1938377,2655460],[1949841,2535900],[1979933,2763775],[1983960,2556190],[2013951,2573304],[2016496,2690071],[2018319,2575558],[2022433,2577819],[2048034,2703252],[2052061,2595139],[2094453,2618759],[2098567,2621020],[2121892,2732552],[2125919,2635379],[2130947,2637797],[2158575,2652530],[2162689,2654791],[2192793,2760148],[2202500,2675239],[2227551,2687141],[2231665,2689402],[2262117,2704059],[2293705,2719662],[2325728,2733359],[2386674,2760838], [644135,1869817,2484819],[757590,1999383,2563269],[762695,1503425,2566369],[840639,1854941,2614805],[844262,2090898,2615951],[874236,1632717,2629503],[927019,2168812,2656936],[932124,1698655,2660036],[957327,1975851,2671908],[988768,1755489,2683187],[992391,1760448,2684333],[1019369,2033671,2695545],[1022992,2249538,2696691],[1052966,1824544,2710243],[1062744,1836148,2715924],[1079192,1334832,2473415],[1105457,1616850,2623724],[1111886,1879878,2730028],[1143598,2145280,2740401],[1154193,2154990,2744137],[1157816,2354307,2745283],[1160139,1928708,2746722],[1175039,1941760,2751680],[1178662,1946719,2752826],[1188645,1957627,2757459],[1232328,1745054,2679451],[1238547,1498350,2563745],[1271019,1531208,2580440],[1282237,2258735,2780888],[1284448,2259796,2781628],[1284734,2043124,2442763],[1288097,2045669,2782827],[1297284,1808677,2704464],[1303713,2058608,2787157],[1314308,2069043,2790893],[1317931,2074002,2792039],[1320254,2076837,2467050],[1361410,1621809,2624870],[1383846,1890313,2733764],[1396872,2146341,2809924],[1409269,2149362,2810575],[1411915,1671718,2647038],[1413820,2153389,2520145],[1414493,2355401,2811538],[1414661,2352864,2745036],[1418297,2156724,2812545],[1427558,1931325,2747944],[1433777,1693580,2657412],[1444995,2178873,2819135],[1447206,2380925,2819875],[1447492,2183380,2542058],[1450855,2185925,2542190],[1483678,1976912,2763124],[1514364,2009444,2772335],[1523231,2248095,2833546],[1527349,2250632,2834236],[1539141,2253093,2584921],[1539740,2253461,2834748],[1544258,2257207,2589358],[1544644,1800800,2587338],[1544816,1800965,2439686],[1557786,1813636,2705610],[1560390,2277511,2840611],[1560676,2278927,2457673],[1572787,2280532,2603215],[1575433,1831073,2713300],[1577338,2284559,2608207],[1578011,2465811,2842225],[1578179,2463274,2791792],[1609793,2089455,2795940],[1613911,2091992,2796630],[1643832,1895272,2734910],[1646436,2118871,2803005],[1646722,2120287,2323820],[1652258,2344186,2638605],[1652857,2344554,2852802],[1653995,2339464,2639101],[1656627,1907267,2738925],[1668317,2349048,2853656],[1668562,2349171,2645890],[1674164,1674194,2518024],[1685603,2369224,2857659],[1689048,2372261,2533549],[1689721,2371761,2858349],[1689889,2528106,2817888],[1701513,2374222,2661893],[1706630,2378336,2666330],[1707016,1955359,2664310],[1707188,1955524,2538981],[1737579,2197515,2676047],[1738178,2197883,2823206],[1739316,2400329,2676543],[1741948,1987295,2765745],[1769908,2222553,2828063],[1773353,2225590,2413023],[1774026,2225090,2828753],[1774194,2574189,2771088],[1776151,2018687,2775017],[1779296,2432010,2867532],[1779541,2432133,2692144],[1780674,2427558,2692549],[1795282,2436605,2698301],[1806749,2451334,2596801],[1811613,2454596,2704867],[1812212,2454964,2871325],[1813350,2449874,2705363],[1815596,2457780,2601238],[1815982,2055396,2706575],[1816154,2055561,2596052],[1827917,2459581,2712152],[1833519,1833549,2606086],[1859272,2094821,2797142],[1862417,2298157,2844760],[1862662,2298280,2724094],[1863795,2482606,2724499],[1877486,2316021,2800029],[1888385,2317481,2489776],[1893249,2320743,2734167],[1893848,2321111,2848553],[1894986,2501892,2734663],[1897232,2323927,2494213],[1897618,2129254,2735875],[1897790,2129419,2636292],[1899427,2130824,2806144],[1900645,2505042,2638202],[1902894,2511156,2737528],[1904177,2507200,2737918],[1925587,2355800,2520855],[1929475,2528532,2656264],[1930710,2158943,2746963],[1931724,2159828,2652264],[1933855,2531305,2881413],[1934100,2531428,2748279],[1935233,2526853,2748684],[1938555,1938585,2655583],[1960465,2382240,2667856],[1965951,2384516,2544535],[1979455,2202377,2824060],[1980673,2554155,2675644],[1982922,2390630,2764348],[1984205,2556313,2764738],[1996666,2406327,2768238],[1997265,2406695,2826405],[2007052,2225489,2413733],[2007594,2408006,2562597],[2008829,2227919,2771354],[2009843,2228804,2686875],[2011974,2410779,2864319],[2012219,2410902,2772670],[2013352,2572936,2773075],[2016674,2016704,2690194],[2018232,2236336,2691419],[2019329,2576029,2691809],[2042525,2442541,2589631],[2046508,2596571,2597068],[2047556,2261994,2783206],[2048774,2262907,2593104],[2048996,2049026,2703826],[2051023,2599218,2784284],[2052306,2595262,2784674],[2073716,2466210,2608917],[2076520,2288059,2717032],[2081787,2469004,2611069],[2083884,2294073,2794282],[2090195,2300273,2474199],[2092391,2301111,2722153],[2094366,2302752,2723369],[2095463,2619230,2723759],[2104682,2107910,2486079],[2110207,2488114,2847204],[2110452,2488237,2800719],[2119688,2323598,2494486],[2120366,2489546,2490043],[2121414,2325605,2803151],[2122632,2326518,2633344],[2122854,2122884,2733126],[2124881,2492193,2804229],[2126164,2635502,2804619],[2131464,2637972,2639348],[2150102,2520017,2647822],[2153634,2520612,2649980],[2158488,2357465,2747554],[2159118,2159350,2747208],[2159585,2358257,2653001],[2176481,2372160,2534259],[2179272,2375475,2755368],[2182781,2541836,2666603],[2186103,2186133,2758687],[2190479,2544305,2545681],[2192315,2386551,2821857],[2198525,2392490,2548960],[2200370,2392923,2674102],[2200592,2200622,2762821],[2203017,2675414,2676790],[2210613,2558863,2863246],[2211943,2214885,2559334],[2217059,2561124,2826893],[2220065,2223293,2564529],[2225835,2413490,2566687],[2227464,2415374,2771945],[2228094,2228326,2771599],[2228561,2416166,2687612],[2248835,2434126,2581224],[2251031,2434964,2779282],[2254103,2589198,2699970],[2262634,2262820,2704234],[2278328,2457451,2601511],[2281272,2460371,2714084],[2281494,2281524,2790255],[2284804,2608674,2716242],[2289262,2467900,2610679],[2290046,2468533,2843687],[2293618,2470794,2794770],[2298797,2475508,2614575],[2300401,2300633,2796167],[2300868,2476357,2722487],[2310294,2623319,2846999],[2310998,2313707,2623494],[2318811,2321753,2628149],[2326245,2326431,2733534],[2345196,2513016,2642627],[2347041,2513449,2742595],[2347263,2347293,2809621],[2349688,2649131,2743907],[2366736,2369964,2658196],[2372506,2534016,2660354],[2374765,2374997,2818399],[2375232,2536692,2756105],[2383460,2544130,2821652],[2388213,2389264,2822506],[2388480,2547291,2547856],[2392650,2392836,2762894],[2401387,2401884,2679061],[2408710,2411419,2682957],[2432650,2582533,2695315],[2434254,2434486,2833773],[2434721,2583382,2779616],[2452664,2455606,2708889],[2460098,2460284,2790663],[2472267,2473143,2795026],[2508739,2509790,2852102],[2509006,2640958,2641523],[2513176,2513362,2809694],[2529236,2531945,2751450],[2579292,2580168,2832632] ] cell #4724 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4725 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [394143],[473159],[501265],[514669],[555404],[561373],[592102],[607012],[613887],[619253],[651607],[685715],[691684],[702075],[708044],[715330],[716287],[721336],[731486],[750423],[755336],[777893],[778883],[792532],[810247],[818813],[824782],[825461],[830515],[841601],[851751],[852741],[861592],[871742],[874776],[890765],[891805],[892878],[900915],[905828],[919852],[920842],[924765],[934491],[934668],[941752],[943849],[957798],[968884],[969924],[970997],[978644],[989730],[992833],[992961],[999880],[1000870],[1009245],[1010324],[1011947],[1012124],[1020331],[1030481],[1040322],[1041362],[1042435],[1050472],[1053506],[1055385],[1056073],[1076932],[1086016],[1090881],[1091960],[1093583],[1093760],[1098408],[1107492],[1112357],[1115569],[1116099],[1123443],[1124483],[1125556],[1130120],[1130192],[1135429],[1136117],[1144069],[1155155],[1157268],[1164915],[1165994],[1167617],[1167794],[1176001],[1179104],[1179232],[1181310],[1186151],[1189185],[1207496],[1212560],[1214425],[1214497],[1219734],[1220422],[1229358],[1234422],[1235534],[1236287],[1242675],[1245371],[1250236],[1251315],[1252938],[1253115],[1257859],[1263060],[1268759],[1277843],[1282708],[1285410],[1285587],[1288637],[1290235],[1290307],[1295544],[1296232],[1304184],[1307396],[1307926],[1315270],[1317383],[1318373],[1318501],[1325382],[1328361],[1336734],[1337158],[1341361],[1343905],[1349106],[1358726],[1363353],[1365005],[1369868],[1374932],[1375109],[1376797],[1376869],[1382106],[1382794],[1387698],[1402726],[1407790],[1409655],[1414964],[1415652],[1418739],[1418867],[1420617],[1421672],[1425818],[1430764],[1431517],[1437905],[1440601],[1445466],[1448168],[1448345],[1448678],[1449208],[1456197],[1460257],[1460329],[1462934],[1466363],[1467914],[1474504],[1484796],[1488225],[1500252],[1500676],[1504879],[1505567],[1507423],[1508478],[1512624],[1521758],[1524737],[1533110],[1533534],[1537737],[1540281],[1544252],[1545482],[1548786],[1549316],[1551216],[1552317],[1561381],[1566244],[1571308],[1571485],[1572420],[1573173],[1578482],[1579170],[1579561],[1585162],[1586152],[1591066],[1593065],[1598349],[1601611],[1608320],[1611299],[1614541],[1623015],[1625692],[1629121],[1630672],[1634753],[1637262],[1638363],[1651427],[1653628],[1655487],[1658164],[1661593],[1663144],[1669092],[1669734],[1673620],[1678247],[1681720],[1695482],[1695906],[1700109],[1700797],[1701761],[1702653],[1703708],[1707854],[1713993],[1714923],[1716394],[1720118],[1724431],[1730335],[1736748],[1738949],[1740808],[1746267],[1751181],[1753180],[1753668],[1758464],[1766025],[1777979],[1780071],[1780922],[1782893],[1784892],[1790176],[1793438],[1796043],[1799472],[1812983],[1814842],[1817519],[1820948],[1822499],[1826580],[1829089],[1830190],[1842063],[1842551],[1849672],[1852073],[1855797],[1861100],[1863192],[1864043],[1866014],[1870593],[1872064],[1875788],[1886005],[1894619],[1896478],[1901194],[1902665],[1903655],[1906389],[1910702],[1916606],[1918605],[1932538],[1934630],[1935481],[1937452],[1939451],[1939939],[1944735],[1952296],[1972683],[1973171],[1981222],[1982693],[1983683],[1986417],[1991620],[1992108],[2001630],[2005354],[2010657],[2012749],[2013600],[2015571],[2020793],[2021281],[2021723],[2028402],[2030803],[2034527],[2044744],[2049323],[2050794],[2051784],[2054518],[2064735],[2084722],[2096927],[2097415],[2097857],[2110982],[2114642],[2115130],[2123181],[2124652],[2125642],[2128376],[2142112],[2142600],[2152122],[2155846],[2161049],[2161537],[2161979],[2171059],[2174783],[2185000],[2193152],[2201460],[2217820],[2230025],[2230513],[2230955],[2255567],[2256055],[2273282],[2273770],[2283292],[2287016],[2289602],[2301470],[2301958],[2316380],[2348131],[2376696],[2377184],[2388820],[2402224],[2435323],[2435811],[2509346] ] cell #4726 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [548462],[653231],[733957],[811871],[840616],[874213],[903386],[956993],[988745],[1019346],[1032952],[1052943],[1105434],[1111552],[1143264],[1154170],[1175016],[1188622],[1231994],[1281903],[1284425],[1288074],[1297261],[1303379],[1314285],[1383823],[1396849],[1409246],[1414159],[1427224],[1444661],[1447183],[1483655],[1514030],[1523208],[1527015],[1538816],[1544799],[1560367],[1577677],[1609770],[1613577],[1646413],[1648643],[1651933],[1668271],[1685580],[1689387],[1707171],[1733964],[1737254],[1769885],[1773692],[1775582],[1779250],[1807998],[1811288],[1816137],[1858703],[1862371],[1877463],[1889634],[1892924],[1897773],[1899381],[1930141],[1931707],[1933809],[1968130],[1979409],[1996341],[2008260],[2009826],[2011928],[2047510],[2048457],[2076503],[2083315],[2092374],[2103129],[2110161],[2121368],[2122315],[2159304],[2179255],[2188271],[2192269],[2200053],[2210567],[2228280],[2251014],[2280955],[2290000],[2296589],[2300587],[2309974],[2346724],[2374951],[2383140],[2389218],[2430442],[2434440],[2472823],[2509744],[2579848] ] cell #4727 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1284256],[1414262],[1447014],[1544335],[1560198],[1577780],[1598257],[1646244],[1669642],[1682326],[1689490],[1706707],[1758372],[1766631],[1773795],[1790084],[1808918],[1808995],[1815673],[1828997],[1838071],[1856403],[1875696],[1890554],[1890631],[1897309],[1906297],[1929617],[1930767],[1931516],[1944643],[1952902],[1960066],[1977153],[1977230],[1986325],[1990298],[2005262],[2007736],[2008886],[2009635],[2019471],[2035133],[2046590],[2048144],[2054426],[2069284],[2069361],[2076039],[2081929],[2091434],[2092183],[2095605],[2104076],[2113320],[2120448],[2122002],[2128284],[2131546],[2146582],[2146659],[2155754],[2157649],[2159727],[2174691],[2177165],[2178315],[2179064],[2190561],[2194062],[2198667],[2199529],[2199740],[2203099],[2215027],[2219459],[2226625],[2228703],[2236992],[2240569],[2250074],[2250823],[2254245],[2262716],[2271960],[2279088],[2280642],[2286924],[2290408],[2292068],[2295248],[2298879],[2299667],[2301010],[2303408],[2306985],[2313789],[2321895],[2326327],[2337232],[2340733],[2345338],[2346200],[2346411],[2349770],[2361698],[2366130],[2373296],[2375374],[2383800],[2389626],[2391286],[2392732],[2398097],[2403030],[2404690],[2411501],[2413632],[2419607],[2424261],[2425921],[2429101],[2432732],[2433520],[2434863],[2437261],[2440838],[2441700],[2447642],[2455748],[2460180],[2473483],[2473599],[2479309],[2480969],[2485363],[2491189],[2492849],[2494295],[2495638],[2499660],[2504326],[2510152],[2511812],[2513258],[2518623],[2519411],[2520754],[2523556],[2525216],[2532027],[2534158],[2540133],[2553439],[2560752],[2563813],[2563929],[2567286],[2569639],[2571299],[2580508],[2580624],[2586334],[2587994],[2589440],[2592388],[2598214],[2599874],[2601320],[2602663],[2606685],[2608816],[2613072],[2624938],[2625054],[2626662],[2630595],[2632628],[2647106],[2647222],[2654419],[2657480],[2657596],[2660953],[2663306],[2664966],[2666412],[2668944],[2670500],[2681962],[2689030],[2693812],[2705678],[2705794],[2707402],[2711335],[2713368],[2713484],[2718281],[2725762],[2728936],[2734978],[2735094],[2737437],[2738993],[2739109],[2750455],[2759631],[2764257],[2765813],[2765929],[2775410],[2786065],[2797535],[2806431],[2824347], [1504763,2005960],[1617091,1874133],[1634022,2119112],[1634602,2119189],[1678131,2156452],[1699993,2175389],[1711973,2186598],[1745245,1993989],[1755730,2003699],[1761405,2224532],[1761694,2225281],[1804373,2260037],[1804953,2260114],[1825849,2277752],[1826429,2277829],[1837486,2287622],[1838426,2288525],[1854142,1855182],[1869414,2107280],[1878150,2317290],[1880069,2117011],[1885579,2322968],[1921155,2155231],[1926830,2354843],[1927119,2355592],[1942001,2173128],[1947676,2371203],[1947965,2371952],[1958932,2381166],[1959512,2381243],[1959681,2381337],[1964228,2384325],[1975052,1976042],[1988220,2210345],[1997850,2407870],[1998980,2222663],[2004787,2684517],[2032872,2033912],[2036889,2436233],[2038808,2258926],[2044318,2441911],[2056880,2451143],[2058799,2275651],[2064309,2456821],[2067240,2459103],[2074959,2465253],[2075248,2466002],[2078352,2289778],[2080222,2468868],[2088472,2474008],[2089565,2090495],[2106187,2485888],[2111242,2317213],[2117651,2629567],[2133657,2504851],[2134519,2505404],[2135505,2506090],[2144481,2145471],[2148342,2514992],[2149472,2353904],[2167279,2528396],[2168409,2369334],[2174216,2753010],[2177145,2535528],[2184574,2541206],[2189115,2384248],[2193985,2194019],[2195090,2388996],[2196960,2548824],[2205210,2553964],[2206072,2554517],[2207058,2555203],[2213320,2559198],[2221570,2564338],[2223916,2684401],[2238862,2575893],[2239650,2576369],[2240549,2576894],[2247112,2581033],[2248205,2249135],[2252167,2436190],[2264827,2592913],[2265689,2593466],[2266675,2594152],[2269882,2451066],[2276291,2710307],[2279512,2603054],[2286449,2792223],[2290331,2290365],[2297433,2473931],[2305278,2619094],[2306066,2619570],[2306965,2620095],[2312343,2485811],[2320188,2628013],[2328438,2633153],[2329300,2633706],[2330286,2634392],[2335786,2504774],[2336497,2505361],[2337656,2638940],[2340656,2340690],[2341761,2509522],[2343631,2642491],[2351881,2647631],[2353729,2648870],[2356751,2812729],[2359991,2652865],[2360779,2653341],[2361678,2653866],[2368241,2658005],[2370587,2752894],[2379705,2757523],[2394055,2673911],[2396651,2553887],[2397362,2554474],[2398521,2676382],[2402953,2402987],[2407459,2681454],[2410055,2564261],[2414598,2685612],[2417900,2687476],[2418688,2687952],[2419587,2688477],[2424184,2424218],[2431286,2580956],[2439131,2699834],[2440818,2700835],[2443249,2782891],[2446196,2592836],[2446907,2593423],[2448066,2705202],[2454041,2708753],[2462291,2713893],[2464139,2715132],[2464637,2792107],[2475496,2720795],[2477380,2722351],[2479232,2479266],[2487376,2727064],[2489260,2728620],[2495618,2732031],[2498214,2633076],[2498925,2633663],[2500084,2734502],[2514581,2742404],[2516452,2811057],[2517177,2647554],[2519047,2744875],[2521288,2812613],[2523479,2523513],[2530581,2657928],[2535124,2754105],[2538426,2755969],[2540113,2756970],[2550084,2761743],[2551406,2673834],[2560458,2766857],[2561780,2681411],[2565826,2769371],[2567710,2770927],[2569562,2569596],[2582521,2777924],[2584405,2779480],[2586040,2835141],[2602643,2789160],[2605239,2713816],[2607109,2791631],[2612995,2613029],[2613580,2720300],[2615357,2795423],[2622499,2726787],[2624276,2799512],[2629273,2801624],[2643751,2808543],[2645073,2742327],[2646444,2853943],[2659493,2816171],[2661377,2817727],[2668449,2668667],[2670816,2761239],[2678359,2766523],[2683739,2827546],[2694320,2777429],[2696097,2833029],[2710013,2839230],[2717777,2717947],[2739309,2808039],[2752232,2857142] ] cell #4728 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1355655],[1497181],[1600270],[1692411],[1725203],[1760385],[1792097],[1850761],[1880873],[1911474],[1925810],[1946656],[1994793],[2000318],[2029491],[2039612],[2059603],[2073939],[2108618],[2150810],[2152894],[2156661],[2164222],[2169747],[2179868],[2233198],[2243144],[2252748],[2256656],[2267258],[2281980],[2284064],[2309560],[2330869],[2337078],[2339982],[2348402],[2352534],[2364273],[2377785],[2397943],[2400847],[2422182],[2424545],[2425288],[2436037],[2447488],[2450392],[2462944],[2479593],[2480336],[2499506],[2502410],[2504281],[2505208],[2523840],[2524583],[2527776],[2553394],[2554321],[2562361],[2569923],[2570666],[2573859],[2575392],[2592343],[2593197],[2593270],[2613356],[2618593],[2625858],[2632583],[2633437],[2633510],[2652364],[2652820],[2667526],[2670455],[2674195],[2678493],[2681258],[2686975],[2687431],[2704298],[2714177],[2717911],[2719496],[2722306],[2726178],[2733598],[2742688],[2755924],[2759445],[2761373],[2762958],[2766098],[2779435],[2790727],[2793692],[2795237],[2808173],[2809758],[2822616],[2832843],[2852212] ] cell #4729 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [503694,1681793],[564559,1766098],[631962,1855870],[711230,1952369],[730609,1972318],[763132,2005427],[790602,2034600],[840211,2087337],[870865,2114277],[900038,2141747],[913624,2155919],[932561,2174856],[982582,2215984],[988340,2220435],[1018941,2245977],[1029604,2255202],[1049595,2272917],[1063181,2287089],[1105029,2314765],[1153765,2350746],[1156391,2153178],[1168853,2362655],[1174611,2367106],[1185274,2376331],[1190389,1959870],[1254174,2420564],[1267090,2428805],[1284020,2256395],[1296856,2448618],[1311312,2068271],[1313880,2461156],[1316506,2284348],[1353136,2483853],[1383418,2500636],[1393835,2137466],[1396444,2507987],[1429848,2364557],[1441028,2177523],[1446778,2377524],[1480641,2209019],[1483250,2557100],[1516654,2422466],[1518781,2575289],[1523368,2241789],[1557353,2268636],[1559962,2450131],[1571764,2279878],[1605343,2618490],[1609930,2308205],[1643399,2332247],[1646008,2502149],[1648102,2335513],[1652972,2338810],[1681153,2522277],[1685740,2362918],[1733423,2396378],[1738293,2399675],[1765458,2568360],[1770045,2420827],[1775592,2424371],[1807457,2445923],[1812327,2449220],[1846581,2611943],[1858713,2479419],[1889093,2497941],[1893963,2501238],[1930151,2523666],[1967589,2547029],[2008270,2569749],[2083325,2613182], [383168,1486563,2211592],[469059,1627459,2318460],[472972,1116295,2322852],[533490,1470396,2390381],[536449,1729307,2392139],[560890,1242908,2412477],[602912,1819286,2452313],[606825,1308122,2456705],[627871,1600768,2474118],[654619,1367259,2491944],[657578,1372411,2493702],[680161,1665626,2510907],[683120,1915578,2512665],[707561,1438138,2533003],[715143,1449404,2541090],[730099,956900,2195943],[753352,1226749,2403785],[759041,1497679,2564448],[786511,1792595,2581143],[795544,1803505,2587089],[798503,2043716,2588847],[800285,1549512,2590878],[813259,1563635,2598969],[816218,1568787,2600727],[824299,1579794,2607661],[864714,1356153,2485998],[870355,1111459,2319171],[899528,1143171,2342614],[909533,1926308,2647741],[911453,1927458,2648939],[911667,1675871,2156400],[914431,1678480,2650767],[922781,1421979,2524311],[928470,1692909,2658115],[937503,1704015,2664061],[940462,1709167,2665819],[942244,1711884,2186546],[982072,1231901,2405543],[1002809,1508785,2570394],[1015069,1793745,2698039],[1026629,1797170,2699230],[1029094,1281810,2438114],[1030863,1801757,2259232],[1031490,2044956,2700945],[1031634,2041997,2588470],[1034719,1805311,2702558],[1043444,1552529,2593023],[1049085,1303286,2453024],[1059090,1830402,2714003],[1061010,2075587,2715201],[1061224,1835226,2287570],[1063988,1837835,2287726],[1096705,1601918,2617299],[1126565,1638575,2633263],[1135313,1913859,2741275],[1139223,1916818,2742514],[1150617,1919694,2348762],[1151197,1920142,2743505],[1155549,1924564,2354869],[1155881,1414066,2352210],[1156113,1414233,2152730],[1168343,1427131,2526069],[1170739,1948304,2754174],[1170953,1949752,2175337],[1182299,1951729,2373772],[1184764,1444568,2537409],[1186533,1956316,2380361],[1187160,2185212,2757080],[1187304,2182253,2665442],[1219618,1727588,2672782],[1223528,1730547,2674021],[1253664,1513937,2572152],[1256060,1762033,2685681],[1256274,1763481,2005908],[1262329,2031411,2425648],[1262909,2031859,2778513],[1264049,2025311,2426397],[1266580,1526922,2578617],[1278270,2037267,2780171],[1278559,2037443,2436343],[1284161,1284204,2256571],[1295428,2061988,2788031],[1298711,2065469,2276947],[1299338,2064947,2789270],[1299482,2269697,2711811],[1310732,2067823,2459172],[1315664,2072693,2465279],[1315996,1577584,2462620],[1316228,1577751,2283900],[1348375,1852681,2480696],[1348955,1853129,2721384],[1350095,2101445,2481445],[1352626,1613484,2621818],[1381990,1883258,2730902],[1385273,1886739,2118307],[1385900,1886217,2732141],[1386044,2333308,2631071],[1388209,1648550,2637570],[1391759,2142940,2808802],[1392048,2143116,2505514],[1393255,2137018,2506159],[1408246,2148708,2514963],[1419836,2167388,2365122],[1425087,2171667,2524943],[1425667,2172115,2816760],[1426807,2165567,2525692],[1429006,2175458,2371229],[1429338,1689294,2527452],[1429570,1689461,2364109],[1441317,2177699,2535638],[1446919,1446962,2377700],[1475015,1733871,2675012],[1478565,1973511,2762002],[1478854,1973687,2554627],[1480061,2208571,2555272],[1494846,1996138,2680325],[1506642,1997959,2218451],[1511893,2002238,2571026],[1512473,2002686,2769960],[1513613,2234543,2571775],[1515812,2006029,2224558],[1516144,1773599,2573535],[1516376,1773766,2422018],[1518233,1775416,2691092],[1519668,2238971,2425016],[1522208,2247441,2576340],[1523657,2241965,2577004],[1546471,2045354,2260085],[1550386,2270323,2451253],[1551727,1807905,2591280],[1552927,1808966,2445471],[1555277,2274110,2839489],[1555566,2274286,2593576],[1556773,2268188,2594221],[1560103,1560146,2450307],[1582420,2076950,2467161],[1589206,2080331,2291163],[1604795,1858537,2723042],[1606230,2305387,2480064],[1608770,2088801,2619541],[1610219,2308381,2620205],[1624262,2109548,2626218],[1624842,2109996,2727653],[1635742,1886615,2119160],[1636432,2111683,2317400],[1637773,1889541,2631520],[1638973,1890602,2497489],[1641323,2115470,2801883],[1641612,2115646,2633816],[1642819,2331799,2634461],[1646149,1646192,2502325],[1647993,1899251,2504297],[1649348,2336227,2504961],[1675291,2156166,2355242],[1679271,2364749,2365537],[1680605,1929975,2651278],[1682040,1931166,2360100],[1682231,1682274,2523262],[1684580,2368570,2653312],[1686029,2363094,2653976],[1708843,2185610,2381214],[1711606,1960037,2542544],[1718248,2189556,2384435],[1720629,1968037,2669533],[1728475,1976185,2197069],[1730945,1977201,2551313],[1733314,1979279,2553410],[1734669,2397092,2554074],[1745388,1749321,2213429],[1751915,2216247,2767116],[1752204,2216423,2681564],[1762901,2005674,2224931],[1763576,2218078,2218866],[1764910,2008094,2685889],[1766345,2009285,2418009],[1766536,1766579,2569345],[1768885,2221899,2687923],[1770334,2421003,2688587],[1776234,2424643,2426774],[1798057,2259069,2439240],[1802046,2259822,2442234],[1807348,2047380,2592359],[1808113,1808418,2591726],[1808703,2048467,2446637],[1827569,2065345,2277800],[1830800,2069332,2604514],[1834646,2287336,2465652],[1837976,1838019,2609350],[1843709,2290790,2292921],[1846033,2083149,2718540],[1853927,2091267,2297874],[1856117,2091833,2477489],[1856308,1856351,2616803],[1859355,2479691,2481822],[1868393,2312070,2799386],[1870186,1873918,2312784],[1876463,2315367,2728591],[1880212,1884145,2320297],[1887028,2118897,2323291],[1888984,2121238,2632599],[1889749,1890054,2631966],[1890339,2122325,2498655],[1914746,2145614,2343740],[1917216,2146630,2644980],[1920940,2354676,2517618],[1930793,1931057,2523938],[1949172,2175103,2371602],[1952616,2178714,2538535],[1952807,1952850,2663012],[1956605,2380951,2541529],[1961524,2187837,2383771],[1962650,2188842,2759505],[1967480,2192139,2670471],[1974329,2198878,2390008],[1976348,1976653,2673200],[1976938,2200063,2551847],[1988661,2403140,2766644],[1989647,1993266,2403412],[1999752,2003484,2410496],[2008912,2009176,2570021],[2032657,2249907,2431727],[2034847,2250473,2584514],[2035038,2035081,2697543],[2038085,2441049,2586716],[2058942,2062875,2454150],[2065758,2277537,2457144],[2068479,2068784,2712706],[2069069,2280965,2605680],[2078793,2290518,2718068],[2085353,2086894,2719840],[2085768,2295219,2296155],[2091460,2091724,2616926],[2102695,2103483,2485334],[2112669,2116288,2491571],[2143758,2345549,2510534],[2145777,2146082,2741693],[2146367,2346734,2645514],[2169181,2172913,2531022],[2178341,2178605,2663688],[2194172,2195531,2670937],[2243993,2245534,2776969],[2244408,2429072,2430008],[2250100,2250364,2697666],[2271309,2274928,2598596],[2340843,2342202,2739430] ] cell #4730 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421444,2159435],[1508250,2228411],[1601383,2300718],[1703480,2375082],[1725335,2389847],[1761498,2413340],[1793210,2434571],[1850537,2473464],[1881005,2491410],[1911606,2510373],[1926923,2520462],[1947769,2533866],[1994925,2560973],[2000094,2563794],[2029267,2580489],[2039744,2586555],[2059735,2598435],[2075052,2608524],[2108394,2624919],[2150586,2647087],[2153026,2648405],[2164354,2654640],[2169523,2657461],[2180000,2663527],[2185827,2542337],[2233330,2689251],[2243276,2694033],[2256432,2700291],[2267034,2705659],[2279714,2603800],[2281756,2713349],[2284196,2714667],[2309692,2725983],[2330645,2734959],[2337858,2640162],[2339758,2738974],[2364405,2750168],[2373277,2662209],[2377561,2756426],[2398723,2677604],[2400623,2765794],[2422314,2774559],[2423390,2775207],[2425902,2693268],[2448268,2706424],[2450168,2785730],[2458764,2712417],[2478438,2797332],[2480950,2725218],[2500286,2735724],[2502186,2805675],[2503420,2737141],[2505751,2738518],[2522685,2813454],[2525197,2749403],[2552533,2763961],[2554864,2765338],[2568768,2829455],[2571280,2773794],[2574672,2775162],[2591482,2783897],[2593813,2785274],[2612754,2844346],[2617873,2797287],[2631722,2803842],[2634053,2805219],[2651644,2813409],[2670070,2822459],[2686255,2829410],[2719179,2844301], [1226214,1990006,2402283],[1366724,2113028,2490442],[1373047,2117947,2494073],[1465936,2392299,2548423],[1469861,2199237,2550184],[1502806,2223777,2565915],[1563100,2271668,2597467],[1569423,2276587,2601098],[1596386,2299993,2614346],[1628694,2318620,2627612],[1632619,2117444,2629373],[1661166,2512825,2642090],[1665091,2345908,2643851],[1698036,2370448,2659582],[1709803,2380001,2666190],[1724832,1725073,2548349],[1750309,2211752,2680528],[1756501,2219785,2682728],[1762364,2412915,2567912],[1788213,2433846,2695086],[1799045,2589007,2699433],[1802970,2441408,2701194],[1805947,2443545,2702929],[1820521,2452473,2708352],[1824446,2276084,2710113],[1835529,2464498,2715470],[1874904,2104402,2727826],[1880502,1880743,2627538],[1885568,2493541,2630576],[1911103,1911344,2642016],[1921926,2519737,2743678],[1924046,2352370,2744445],[1924118,2650146,2744474],[1927789,2519249,2651205],[1928089,2521149,2746268],[1936580,2358423,2749021],[1942772,2366456,2751221],[1948635,2533441,2661579],[1953604,2536858,2755568],[1957529,2379498,2757329],[1960506,2542770,2542840],[1994422,1994663,2680454],[1997724,2562936,2681943],[2004887,2565870,2685273],[2014699,2416332,2773412],[2026107,2583548,2776725],[2037088,2585463,2779927],[2039241,2039482,2699359],[2041610,2256709,2781145],[2041680,2589766,2781169],[2041858,2700514,2700517],[2044307,2587975,2702397],[2045571,2443042,2782697],[2053634,2263042,2784955],[2059232,2059473,2708278],[2064298,2600566,2711316],[2070055,2460506,2790434],[2072175,2462780,2791201],[2072247,2716408,2791230],[2075918,2607311,2608099],[2076218,2609208,2609211],[2080096,2612146,2718262],[2102241,2476523,2798850],[2111465,2626816,2729022],[2127492,2326653,2804900],[2134718,2643174,2806732],[2138210,2513584,2807584],[2148216,2646200,2742893],[2148544,2515738,2810173],[2152523,2152764,2744400],[2155379,2648531,2746223],[2163851,2164092,2748947],[2166291,2527612,2814943],[2166363,2660520,2814972],[2167153,2656603,2750436],[2174316,2659537,2753766],[2177344,2662432,2662435],[2179497,2179738,2755494],[2181866,2377838,2819392],[2181936,2666738,2819416],[2182114,2756649,2756652],[2184563,2664947,2665658],[2189338,2669706,2759717],[2196834,2549104,2761724],[2206271,2549507,2824648],[2209763,2393058,2825500],[2213194,2559478,2766838],[2218043,2562862,2768389],[2232827,2233068,2773338],[2235267,2573695,2830944],[2235339,2566853,2830973],[2238736,2692886,2775391],[2239524,2695853,2775609],[2239852,2581807,2831722],[2240748,2693491,2693494],[2242773,2243014,2776651],[2252148,2585237,2834383],[2252390,2698613,2779882],[2265026,2592119,2837249],[2265888,2709436,2837419],[2269310,2450445,2838247],[2269380,2601646,2838271],[2269558,2785953,2785956],[2270105,2707556,2786151],[2279386,2712462,2712491],[2283693,2283934,2791156],[2286549,2714793,2715425],[2290755,2612072,2793889],[2297656,2614897,2795509],[2305152,2724836,2797516],[2305940,2615113,2797734],[2306268,2474782,2845943],[2307164,2725441,2725444],[2309189,2309430,2798776],[2312566,2623816,2799598],[2320062,2628293,2801605],[2322936,2495817,2731713],[2328637,2632359,2849825],[2329499,2628696,2849995],[2332921,2502463,2850823],[2332991,2494621,2850847],[2333169,2805898,2805901],[2334347,2335662,2806376],[2336009,2738199,2806517],[2336478,2642948,2851357],[2336720,2740658,2806687],[2337530,2738563,2738592],[2343505,2642771,2808524],[2348354,2646155,2810075],[2359865,2652032,2813638],[2360193,2524460,2855706],[2360653,2751988,2813856],[2360981,2658779,2855835],[2361877,2749626,2749629],[2363902,2364143,2814898],[2364714,2656529,2815189],[2373519,2754748,2754772],[2381938,2667362,2860540],[2382849,2759349,2759478],[2389973,2671717,2822813],[2394254,2673593,2862086],[2395212,2396527,2824292],[2396874,2765019,2824433],[2397343,2549281,2862404],[2397585,2672165,2824603],[2398395,2765383,2765412],[2403377,2679260,2826012],[2407658,2681136,2863905],[2410278,2683279,2827632],[2412587,2567584,2770497],[2417774,2686643,2829639],[2418102,2570543,2865373],[2418562,2683495,2829857],[2418890,2565112,2865502],[2419786,2774017,2774020],[2421811,2422052,2830899],[2423164,2424165,2831394],[2424608,2692812,2831495],[2425240,2695808,2831624],[2426144,2776308,2776332],[2431509,2695637,2833115],[2439005,2700114,2835122],[2441017,2590962,2782573],[2444757,2446072,2837063],[2446177,2592817,2869785],[2446419,2703646,2837204],[2446888,2709210,2869880],[2447130,2787414,2837374],[2447940,2785319,2785348],[2453915,2709033,2839211],[2456789,2602842,2788842],[2462490,2713099,2872597],[2466774,2609488,2873595],[2466950,2467022,2843507],[2472532,2719813,2795141],[2477254,2721921,2845362],[2477582,2617448,2874715],[2478212,2479213,2845615],[2479656,2724762,2845716],[2480288,2615068,2845845],[2481192,2798433,2798457],[2484412,2726082,2799359],[2489134,2728190,2847806],[2489462,2625684,2876030],[2491536,2729837,2848160],[2493783,2630818,2802522],[2496775,2498090,2849639],[2498195,2633057,2877038],[2498437,2732946,2849780],[2498906,2628470,2877133],[2499148,2730285,2849950],[2499958,2805264,2805293],[2503375,2504233,2806278],[2510499,2740210,2852409],[2514780,2742086,2879180],[2517400,2744229,2854029],[2518921,2650877,2812183],[2522459,2523460,2855507],[2523903,2652772,2855608],[2524535,2751943,2855737],[2525439,2814555,2814579],[2530804,2751772,2857228],[2533113,2661251,2817297],[2538300,2755136,2859235],[2538628,2664210,2882467],[2540312,2541174,2820820],[2546495,2547178,2861301],[2551387,2673815,2883977],[2551629,2762641,2862041],[2552488,2553346,2824194],[2561761,2680910,2884897],[2562003,2767755,2863860],[2568542,2569543,2865174],[2569986,2687383,2865275],[2570618,2683450,2865404],[2571522,2830556,2830580],[2579557,2776942,2832747],[2584279,2779050,2868134],[2584607,2698188,2887202],[2586681,2780697,2868488],[2588217,2702639,2836039],[2591437,2592295,2836965],[2598561,2786966,2870932],[2600808,2711558,2840128],[2605220,2713797,2889525],[2605462,2790075,2872552],[2606983,2607771,2842870],[2612528,2612976,2874099],[2613561,2720281,2890516],[2616891,2722258,2874617],[2622480,2726768,2891136],[2625810,2728145,2875932],[2631677,2632535,2849541],[2645054,2742308,2892826],[2645296,2809441,2879135],[2663653,2755876,2882369],[2665189,2665900,2860152],[2668430,2668648,2883453],[2670025,2670407,2861203],[2670902,2761325,2883708],[2678445,2766609,2884628],[2694301,2777410,2896576],[2697631,2779387,2887104],[2717863,2718033,2873830],[2739395,2808125,2892557] ] cell #4731 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2119159],[2197068],[2213428],[2224930],[2260084],[2277799],[2297872],[2312782],[2320296],[2323289],[2343739],[2355241],[2371601],[2381213],[2382858],[2389982],[2403386],[2410494],[2431725],[2439239],[2442232],[2454149],[2457142],[2465651],[2467160],[2472541],[2484421],[2491545],[2510508],[2517616],[2531020],[2541527],[2579566],[2586690],[2598570], [956903,1971715],[1111462,2113674],[1116294,2118102],[1143174,2141144],[1226585,2402434],[1226748,2211765],[1231904,2215381],[1242907,2223790],[1281813,2254599],[1303289,2272314],[1308121,2276742],[1356156,2311310],[1367095,2490593],[1367258,2318633],[1372414,2322249],[1414069,2352255],[1414232,2152729],[1421978,2358436],[1427134,2362052],[1438137,2370461],[1444571,2375728],[1449403,2380156],[1470232,2550335],[1470395,2392312],[1497682,2409022],[1508784,2416345],[1513940,2419961],[1526925,2428202],[1544709,2256569],[1549511,2443700],[1552532,2445163],[1563471,2597618],[1563634,2452486],[1568790,2456102],[1577587,2462665],[1577750,2283899],[1579793,2464511],[1600771,2475820],[1601917,2476536],[1613487,2483250],[1638578,2497181],[1648553,2503571],[1665462,2644002],[1665625,2512838],[1675870,2355693],[1678479,2521162],[1689297,2527497],[1689460,2364108],[1692912,2529548],[1704014,2536871],[1707081,2377698],[1709170,2540487],[1711883,2542995],[1727587,2549520],[1730550,2551005],[1733874,2552684],[1762032,2566866],[1763480,2225382],[1773602,2573580],[1773765,2422017],[1775466,2574586],[1792598,2582845],[1793744,2583561],[1797169,2585476],[1801756,2442108],[1803341,2701345],[1803504,2589020],[1805314,2590275],[1807908,2591633],[1808965,2445470],[1816047,2450305],[1830405,2604206],[1835225,2466103],[1837834,2609224],[1852680,2474749],[1853132,2615264],[1858587,2617787],[1883257,2628709],[1886220,2630194],[1886738,2323165],[1889544,2631873],[1890601,2497488],[1897683,2502323],[1899296,2503384],[1913858,2643187],[1916821,2644672],[1919693,2515705],[1920145,2646351],[1924562,2520246],[1926311,2649443],[1927457,2650159],[1930025,2651558],[1931165,2360099],[1931617,2523260],[1948303,2660533],[1949751,2372053],[1951728,2662448],[1956315,2541403],[1960036,2542543],[1968040,2670221],[1973561,2672079],[1973685,2549442],[1977200,2551312],[1979324,2552497],[1996137,2681149],[1997958,2408583],[2002237,2565079],[2002689,2683646],[2006027,2413124],[2008144,2686169],[2009284,2418008],[2009736,2569343],[2025310,2693507],[2031410,2581774],[2031862,2696004],[2037317,2698527],[2037441,2585398],[2041996,2700530],[2044959,2702015],[2047425,2591446],[2048341,2591736],[2048465,2446635],[2061987,2709449],[2064950,2710934],[2065468,2457018],[2067822,2603767],[2069331,2604513],[2072691,2608308],[2075586,2716421],[2076413,2609348],[2080330,2470610],[2083199,2719093],[2088846,2615077],[2091832,2477488],[2092284,2616801],[2101444,2725457],[2109547,2625651],[2109999,2728341],[2111681,2490253],[2115520,2730199],[2115644,2628631],[2121283,2631686],[2122199,2631976],[2122323,2498653],[2137017,2640129],[2142990,2740572],[2143114,2643109],[2146629,2644979],[2148753,2646164],[2159219,2523912],[2165566,2749642],[2167387,2529109],[2171666,2658746],[2172118,2752139],[2175456,2533650],[2177697,2662370],[2178713,2538534],[2179165,2663010],[2182252,2756665],[2185215,2758150],[2187643,2759536],[2189554,2545891],[2192184,2670034],[2199937,2673210],[2200061,2551845],[2208570,2677571],[2216297,2767669],[2216421,2681071],[2218052,2562871],[2221944,2683459],[2228195,2569995],[2234542,2774033],[2238970,2577635],[2241963,2693429],[2247486,2695817],[2250472,2584513],[2250924,2697541],[2268187,2706391],[2269696,2785969],[2270321,2597278],[2274160,2787328],[2274284,2709371],[2280839,2712716],[2280963,2605678],[2289472,2718042],[2290764,2612081],[2295961,2719871],[2300502,2616900],[2305386,2620836],[2308379,2725379],[2310871,2799417],[2315412,2728154],[2331798,2735691],[2333307,2805914],[2336225,2639558],[2346608,2741703],[2346732,2645512],[2363092,2749564],[2364723,2656538],[2368615,2751952],[2374866,2663662],[2388690,2670911],[2397090,2677000],[2402094,2766618],[2421001,2773955],[2424617,2692821],[2429814,2777000],[2434355,2697640],[2479665,2724771],[2509216,2739404], [503693,1421815,2522960],[564558,1508621,2569043],[631961,1601754,2616501],[711229,1703851,2662710],[730608,1725490,2671657],[763131,1761869,2684883],[790601,1793581,2697241],[840210,1850550,2720368],[870864,1881160,2729777],[900037,1911761,2740150],[913623,1927294,2745833],[932560,1948140,2753376],[982581,1995080,2767582],[988339,2000107,2768944],[1018940,2029280,2777497],[1029603,2039899,2780637],[1049594,2059890,2786906],[1063180,2075423,2792589],[1105028,2108407,2800084],[1153764,2150599,2810630],[1156390,2153181,2744596],[1168852,2164509,2814382],[1174610,2169536,2815744],[1185273,2180155,2818884],[1190388,1959873,2667247],[1254173,2233485,2830383],[1267089,2243431,2832515],[1284019,2256445,2781059],[1296855,2267047,2837690],[1311311,2068274,2712613],[1313879,2281769,2841317],[1316505,2284351,2791352],[1353135,2309847,2846736],[1383417,2330658,2850266],[1393834,2137469,2738714],[1396443,2339771,2851924],[1429847,2364560,2815094],[1441027,2177573,2754662],[1446777,2377574,2819306],[1480640,2209022,2765534],[1483249,2400636,2862971],[1516653,2422469,2831095],[1518780,2423403,2866448],[1523367,2241839,2776222],[1557352,2268639,2785470],[1559961,2450181,2838161],[1571762,2279923,2712426],[1605342,2478451,2874830],[1609929,2308255,2798347],[1643398,2332250,2805415],[1646007,2502199,2850737],[1648101,2334314,2806336],[1652970,2338855,2738527],[1681152,2522698,2855337],[1685739,2362968,2814469],[1733422,2395179,2824252],[1738291,2399720,2765347],[1765457,2568781,2865004],[1770044,2420877,2830470],[1775590,2423325,2775171],[1807456,2444724,2837023],[1812325,2449265,2785283],[1846580,2612767,2873977],[1858711,2478373,2797296],[1889092,2496742,2849599],[1893961,2501283,2805228],[1930149,2522620,2813418],[1967588,2546462,2861261],[2008268,2568703,2829419],[2083323,2612689,2844310] ] cell #4732 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421448,2159273],[1508254,2228249],[1601387,2300556],[1703484,2374920],[1725339,2389790],[1761502,2413178],[1793214,2434409],[1850593,2473460],[1881009,2491353],[1911610,2510316],[1926927,2520300],[1947773,2533704],[1994929,2560916],[2000150,2563790],[2029323,2580485],[2039748,2586498],[2059739,2598378],[2075056,2608362],[2108450,2624915],[2150642,2647083],[2153030,2648348],[2164358,2654583],[2169579,2657457],[2180004,2663470],[2185831,2667301],[2233334,2689194],[2243280,2693976],[2256488,2700287],[2267090,2705655],[2279718,2712667],[2281812,2713345],[2284200,2714610],[2309696,2725926],[2330701,2734955],[2337862,2738768],[2339814,2738970],[2364409,2750111],[2373281,2754691],[2377617,2756422],[2398727,2765588],[2400679,2765790],[2422318,2774502],[2423446,2775203],[2425906,2776251],[2448272,2785524],[2450224,2785726],[2458761,2789719],[2478494,2797328],[2480954,2798376],[2500290,2805469],[2502242,2805671],[2503424,2806353],[2505748,2807204],[2522741,2813450],[2525201,2814498],[2552537,2824269],[2554861,2825120],[2568824,2829451],[2571284,2830499],[2574669,2831439],[2591486,2837040],[2593810,2837891],[2612810,2844342],[2617870,2845660],[2631726,2849616],[2634050,2850467],[2651641,2855552],[2670074,2861278],[2686252,2865219],[2719176,2874144], [1226218,1989844,2402287],[1366728,2112866,2490446],[1372980,2117951,2494065],[1465931,2196872,2548419],[1469865,2199075,2550188],[1502801,2223833,2565911],[1563104,2271506,2597471],[1569356,2276591,2601090],[1596390,2297724,2614350],[1628689,2320100,2627608],[1632623,2322303,2629377],[1661161,2343543,2642086],[1665095,2345746,2643855],[1698031,2370504,2659578],[1709736,2380005,2666182],[1725080,1971769,2548353],[1750304,2213232,2680524],[1756505,2410346,2682732],[1788217,2431577,2695090],[1799040,2439043,2699429],[1802974,2441246,2701198],[1805880,2443549,2702921],[1820516,2453953,2708348],[1824450,2456156,2710117],[1835524,2464554,2715466],[1874908,2312634,2727830],[1880750,2113728,2627542],[1911351,2141198,2642020],[1921930,2517468,2743682],[1924113,2518959,2744470],[1925561,2519253,2746766],[1928084,2521205,2746264],[1936575,2359903,2749017],[1942776,2530872,2751225],[1953599,2538338,2755564],[1957533,2540541,2757333],[1960439,2542844,2667625],[1994670,2215435,2680458],[2007026,2566413,2567916],[2014694,2417812,2773408],[2026102,2584317,2776721],[2037083,2585519,2779923],[2039489,2254653,2699363],[2041684,2588285,2781173],[2041853,2587764,2700423],[2042145,2587979,2782674],[2045575,2590329,2782701],[2053638,2446487,2784959],[2059480,2272368,2708282],[2070059,2605530,2790438],[2072242,2607021,2791226],[2073690,2607315,2715968],[2076213,2609267,2716838],[2102236,2477292,2798846],[2119308,2629350,2630580],[2127496,2498505,2804904],[2134713,2643230,2806728],[2138214,2645364,2807588],[2148112,2646204,2810150],[2148548,2646405,2810177],[2152771,2352309,2744404],[2152857,2352426,2648193],[2153298,2648528,2812428],[2164099,2362106,2748951],[2166358,2661289,2814968],[2176455,2660080,2661583],[2177339,2662491,2754615],[2179745,2375782,2755498],[2181940,2665257,2819420],[2182109,2664736,2756558],[2182401,2664951,2757306],[2206266,2549563,2824644],[2209767,2551697,2825504],[2218407,2681856,2681947],[2225499,2684216,2685270],[2233075,2420015,2773342],[2235334,2567622,2830969],[2239420,2695857,2831699],[2239856,2696058,2831726],[2240743,2693550,2775902],[2243021,2428256,2776655],[2252152,2698556,2834397],[2252299,2698610,2834428],[2256695,2256716,2700302],[2265883,2709492,2837415],[2269384,2711626,2838275],[2269553,2707001,2785862],[2277948,2710090,2711320],[2279282,2712466,2789562],[2283941,2462719,2791160],[2284027,2462836,2714455],[2284468,2714790,2791922],[2291119,2718175,2718266],[2305836,2615117,2845920],[2306272,2615318,2845947],[2307159,2725500,2798027],[2309437,2483304,2798780],[2317345,2728958,2729019],[2329494,2628752,2849991],[2332995,2630886,2850851],[2333164,2736301,2805807],[2335669,2503625,2806380],[2336482,2740601,2851371],[2336629,2740655,2851402],[2337426,2738567,2806829],[2348351,2742963,2853497],[2360549,2751992,2855812],[2360985,2752193,2855839],[2361872,2749685,2814149],[2364150,2527551,2814902],[2364236,2527668,2749956],[2365078,2750349,2750440],[2372170,2752709,2753763],[2373428,2754745,2818065],[2377824,2377845,2756437],[2384380,2759653,2759714],[2390337,2673191,2761728],[2396534,2552738,2824296],[2397347,2672108,2862418],[2397494,2672162,2862449],[2398291,2765387,2824745],[2403741,2558600,2766842],[2407653,2681192,2863901],[2407685,2682013,2768382],[2418458,2683499,2865479],[2418894,2683700,2865506],[2419781,2774076,2830150],[2422059,2573634,2830903],[2422145,2573751,2774347],[2424169,2574615,2831408],[2424972,2775304,2775395],[2425237,2777971,2866575],[2426053,2776305,2831799],[2441012,2703028,2782629],[2446079,2591687,2837067],[2446808,2592175,2784202],[2446892,2787357,2869894],[2447039,2787411,2869925],[2447836,2785323,2837516],[2450431,2450452,2785741],[2451198,2786087,2786148],[2467017,2609646,2793430],[2468683,2718823,2793882],[2474063,2721709,2795506],[2479217,2617816,2845629],[2480020,2797429,2797520],[2480285,2720842,2874957],[2481101,2798430,2846020],[2485943,2623082,2799595],[2489030,2728194,2876007],[2489466,2728395,2876034],[2491900,2627415,2801609],[2494172,2495812,2731769],[2498097,2631927,2849643],[2498826,2632415,2804147],[2498910,2730228,2877147],[2499057,2730282,2877178],[2499854,2805268,2850092],[2502449,2502470,2805686],[2504230,2637028,2851199],[2504906,2806453,2806514],[2510863,2741684,2808528],[2518817,2746587,2812187],[2523464,2651587,2855521],[2524267,2652036,2813642],[2524446,2524467,2813649],[2524532,2816218,2880456],[2525348,2814552,2855912],[2528211,2750506,2815182],[2540307,2666289,2820876],[2542671,2667418,2821147],[2543361,2759342,2821603],[2547185,2670275,2861305],[2548639,2762254,2822806],[2552018,2673649,2823885],[2553343,2674470,2862246],[2554019,2824369,2824430],[2559013,2678713,2826005],[2561765,2767698,2884911],[2561912,2767752,2884942],[2564393,2682545,2827629],[2566234,2567480,2770501],[2569547,2686198,2865188],[2570350,2686647,2829643],[2570529,2570550,2829650],[2570615,2769418,2885755],[2571431,2830553,2865579],[2575708,2775952,2831488],[2581088,2778838,2833112],[2587045,2782171,2835126],[2588126,2782946,2836036],[2592292,2703290,2869722],[2592696,2592821,2837093],[2592968,2703643,2837201],[2598925,2708155,2839215],[2601197,2602837,2788898],[2605851,2713155,2841753],[2606879,2715789,2842874],[2609474,2609495,2843292],[2612980,2719122,2874113],[2613631,2794977,2795134],[2617255,2721925,2845366],[2617434,2617455,2845373],[2618909,2798077,2845709],[2622484,2799434,2891161],[2622550,2726075,2846950],[2625807,2800285,2891318],[2627828,2729290,2848153],[2629622,2630727,2802519],[2632532,2732590,2876975],[2632936,2633061,2849669],[2633208,2732943,2849777],[2642306,2809054,2852402],[2645685,2742142,2853481],[2647686,2811971,2854026],[2652680,2652769,2855601],[2658060,2751038,2857225],[2659901,2661147,2817301],[2664017,2755140,2859239],[2664196,2664217,2859246],[2665098,2757578,2860149],[2668434,2759553,2883478],[2670404,2760404,2883635],[2673694,2673819,2861930],[2673966,2762638,2862038],[2678442,2825956,2895656],[2687291,2687380,2865268],[2694371,2832583,2832740],[2697995,2779054,2868138],[2698174,2698195,2868145],[2699649,2835652,2868481],[2708568,2786419,2870925],[2710362,2711467,2840125],[2713676,2713801,2872441],[2713948,2790072,2872549],[2717860,2793833,2890370],[2719888,2720285,2874200],[2722166,2722255,2874610],[2742187,2742312,2879024],[2742459,2809438,2879132],[2755784,2755873,2882362],[2761030,2761322,2883697],[2777017,2777414,2886687],[2779295,2779384,2887097],[2807830,2808122,2892546] ] cell #4733 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1031471],[1156195],[1187141],[1283787],[1299319],[1316310],[1337230],[1385881],[1409727],[1424588],[1429652],[1446545],[1500748],[1511394],[1516458],[1533606],[1554883],[1555102],[1559729],[1573245],[1582257],[1603407],[1623087],[1640929],[1641148],[1645775],[1655559],[1680026],[1683455],[1684158],[1695978],[1706624],[1711688],[1731795],[1732014],[1740880],[1745277],[1761726],[1764331],[1767760],[1768463],[1776989],[1795234],[1806368],[1810117],[1814914],[1832756],[1832975],[1837602],[1844464],[1856453],[1857156],[1860110],[1869663],[1880101],[1888004],[1891753],[1896550],[1900264],[1918066],[1918285],[1927151],[1929156],[1931548],[1947997],[1950602],[1954031],[1954734],[1965570],[1969650],[1975084],[1976074],[1977312],[1980292],[1994021],[1999229],[2007275],[2009667],[2019010],[2023194],[2035183],[2035886],[2038840],[2048393],[2058831],[2066734],[2070483],[2075280],[2079430],[2081468],[2085272],[2089814],[2090744],[2092215],[2095144],[2099328],[2107529],[2117043],[2122251],[2134999],[2139079],[2144513],[2145503],[2146741],[2149721],[2163450],[2168658],[2176704],[2179096],[2188761],[2196168],[2198206],[2199989],[2206552],[2212528],[2214566],[2222912],[2225313],[2232426],[2238070],[2240108],[2243912],[2248454],[2249384],[2250855],[2253784],[2257968],[2258958],[2266169],[2275683],[2280891],[2297079],[2297212],[2304486],[2306524],[2311989],[2319396],[2321434],[2323217],[2324688],[2329780],[2335432],[2342839],[2344877],[2346660],[2353223],[2354153],[2355624],[2359199],[2361237],[2369583],[2371984],[2379097],[2396297],[2405768],[2409701],[2409834],[2414092],[2417108],[2419146],[2430932],[2431065],[2438339],[2440377],[2442160],[2445842],[2453249],[2455287],[2457070],[2458541],[2463633],[2466034],[2471817],[2487747],[2487880],[2490383],[2495177],[2497860],[2516823],[2516956],[2526294],[2530227],[2530360],[2534618],[2537634],[2539672],[2541455],[2546021],[2546948],[2563105],[2572377],[2578842],[2594772],[2594905],[2597408],[2602202],[2604885],[2605018],[2612315],[2622043],[2626707],[2635012],[2635145],[2639688],[2640615],[2640748],[2656772],[2669597],[2677130],[2678057],[2678190],[2693055],[2707447],[2725005],[2738090],[2764910], [1336515,1855328],[1358507,1617237],[1415932,1928947],[1451395,1711865],[1467066,1976186],[1488928,1745389],[1500033,1755876],[1503664,1505847],[1532891,2034058],[1545954,2046204],[1546436,2046423],[1579450,1836387],[1582385,1838290],[1596814,2090496],[1618290,1869415],[1629824,1880213],[1633252,1635225],[1633471,1635707],[1662296,2145615],[1673401,2155377],[1674852,2156502],[1675292,2157205],[1695263,1942147],[1698894,1701077],[1708326,1958162],[1708808,1958381],[1711158,1959663],[1722039,2194020],[1742885,1988221],[1756929,1998981],[1760226,1762462],[1760929,1762902],[1788641,2249136],[1795658,2252534],[1800175,2259070],[1801649,2260196],[1821651,2058943],[1825079,1827052],[1825298,1827534],[1828447,2067222],[1834207,2073780],[1834647,2074483],[1840280,2078353],[1841142,2290366],[1877709,2111243],[1877897,1878082],[1884448,1886631],[1903270,2336864],[1904707,2135487],[1908310,2340691],[1918680,2348681],[1922354,2353905],[1943200,2168410],[1946497,1948733],[1947200,1949173],[1950217,2176892],[1956208,2183443],[1963787,2189116],[1963975,1964160],[1970900,2195091],[1983298,2397729],[1984735,2207040],[1990699,2402988],[1997633,1997791],[2019872,2424219],[2021798,2425567],[2022809,2240296],[2036448,2436191],[2051399,2447274],[2052836,2266657],[2056439,2269883],[2056627,2056812],[2063178,2065361],[2066809,2279295],[2080005,2080163],[2088031,2297434],[2088219,2088404],[2096006,2479267],[2097932,2480615],[2098943,2306712],[2105746,2312344],[2105934,2106119],[2125257,2499292],[2126694,2330268],[2133216,2335787],[2133404,2133589],[2134078,2505362],[2135074,2337439],[2140329,2341762],[2154164,2353711],[2160128,2523514],[2162054,2524862],[2163065,2361425],[2167062,2167220],[2196743,2196901],[2204769,2396652],[2204957,2205142],[2205631,2554475],[2206627,2398304],[2213103,2213261],[2217435,2562147],[2221129,2410056],[2221317,2221502],[2224330,2412819],[2226365,2414580],[2229104,2569597],[2231030,2570945],[2232041,2419334],[2238645,2238803],[2246671,2431287],[2246859,2247044],[2257583,2440565],[2264386,2446197],[2264574,2264759],[2265248,2593424],[2266244,2447849],[2285334,2464121],[2294396,2613030],[2305061,2305219],[2311615,2625210],[2316455,2626137],[2319971,2320129],[2322484,2322669],[2324303,2495365],[2327997,2498215],[2328185,2328370],[2328859,2633664],[2329855,2499867],[2343414,2343572],[2351440,2517178],[2351628,2351813],[2353298,2518830],[2359774,2359932],[2367800,2530582],[2367988,2368173],[2371001,2533345],[2373036,2535106],[2378712,2539860],[2383092,2668668],[2393614,2551407],[2393802,2393987],[2402737,2680697],[2407018,2681412],[2409327,2564085],[2412496,2412654],[2414167,2567493],[2417683,2417841],[2438914,2439072],[2453824,2453982],[2456337,2456522],[2458156,2602390],[2461850,2605240],[2462038,2462223],[2463708,2606892],[2465051,2608003],[2467562,2717979],[2472775,2613581],[2473755,2476125],[2477163,2477321],[2484655,2726788],[2484712,2727717],[2490896,2627781],[2514140,2645074],[2514328,2514513],[2521702,2651109],[2529853,2657752],[2533022,2533180],[2534693,2661160],[2538209,2538367],[2540722,2540907],[2547518,2670848],[2548592,2550638],[2557892,2766555],[2563162,2682619],[2579800,2694321],[2580780,2583150],[2584188,2584346],[2590510,2590695],[2597921,2708521],[2607680,2607838],[2614237,2615844],[2641185,2739341],[2642259,2644305],[2647378,2649748],[2650786,2650944],[2656829,2751112],[2694977,2696584],[2699602,2701648],[2743569,2745176] ] cell #4734 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421600,2159266],[1508406,2228242],[1601539,2300549],[1703636,2374913],[1725421,2389783],[1761654,2413171],[1793366,2434402],[1850602,2473455],[1881091,2491346],[1911692,2510309],[1927079,2520293],[1947925,2533697],[1995011,2560909],[2000159,2563785],[2029332,2580480],[2039830,2586491],[2059821,2598371],[2075208,2608355],[2108459,2624910],[2150651,2647078],[2153112,2648341],[2164440,2654576],[2169588,2657452],[2180086,2663463],[2185983,2667294],[2233416,2689187],[2243362,2693969],[2256497,2700282],[2267099,2705650],[2280590,2712660],[2281821,2713340],[2284282,2714603],[2309778,2725919],[2330710,2734950],[2339522,2738761],[2339823,2738965],[2364491,2750104],[2374085,2754663],[2377626,2756417],[2400387,2765581],[2400688,2765785],[2422400,2774495],[2423455,2775198],[2427421,2776223],[2449932,2785517],[2450233,2785721],[2459466,2789702],[2478503,2797323],[2482469,2798348],[2501950,2805462],[2502251,2805666],[2503560,2806337],[2507085,2807187],[2522750,2813445],[2526716,2814470],[2552673,2824253],[2556198,2825103],[2568833,2829446],[2572799,2830471],[2574776,2831431],[2591622,2837024],[2595147,2837874],[2612819,2844337],[2617977,2845652],[2631862,2849600],[2635387,2850450],[2651748,2855544],[2670210,2861262],[2686359,2865211],[2719283,2874136], [1205628,1971762,2389584],[1226370,1989837,2211451],[1366880,2112859,2318319],[1368000,2113721,2491147],[1372844,2118033,2494002],[1400858,2141191,2510110],[1467038,2196881,2548414],[1470017,2199068,2391998],[1488900,2213241,2680519],[1491879,2215428,2560710],[1502942,2223842,2565906],[1542384,2254646,2586292],[1563256,2271499,2452172],[1564376,2272361,2598172],[1569220,2276673,2601027],[1597479,2297717,2473518],[1618955,2312627,2624973],[1629796,2320109,2627603],[1632775,2322296,2493561],[1662268,2343552,2642081],[1665247,2345739,2512524],[1674044,2352302,2648142],[1684130,2359912,2749012],[1687109,2362099,2654377],[1698172,2370513,2659573],[1704756,2375775,2663264],[1709600,2380087,2666119],[1757594,2410339,2563848],[1768435,2417821,2773403],[1771414,2420008,2688988],[1783876,2428249,2693770],[1789306,2431570,2580543],[1800147,2439052,2699424],[1801023,2256572,2587640],[1803126,2441239,2588706],[1805744,2443631,2702858],[1810782,2446480,2705713],[1821623,2453962,2708343],[1824602,2456149,2600586],[1833399,2462712,2714404],[1835665,2464563,2715461],[1857128,2477301,2798841],[1866997,2483297,2725720],[1892418,2498498,2735013],[1899963,2503618,2737161],[1923019,2517461,2647141],[1923889,2152727,2518255],[1924455,2520913,2746136],[1925220,2518968,2744465],[1928225,2521214,2746259],[1938435,2527544,2749905],[1943865,2530865,2657515],[1954706,2538347,2755559],[1955582,2377701,2664612],[1957685,2540534,2665678],[1960303,2542926,2758993],[1974252,2549572,2824639],[1977977,2551690,2765848],[1979991,2552731,2763981],[2006685,2567631,2830964],[2016554,2573627,2774296],[2018182,2574587,2775108],[2035858,2584326,2776716],[2038008,2585528,2779918],[2041150,2589494,2782191],[2041922,2587773,2781234],[2042773,2588278,2700345],[2045727,2590322,2702417],[2048092,2591680,2783917],[2055619,2450308,2706877],[2071148,2605523,2713403],[2072018,2283897,2606317],[2072584,2608975,2792892],[2073349,2607030,2791221],[2076354,2609276,2793015],[2088980,2615253,2845904],[2089513,2615311,2797754],[2094316,2617788,2797233],[2116211,2628761,2849986],[2119936,2630879,2805729],[2121950,2631920,2803862],[2129477,2502326,2736177],[2130832,2637011,2806307],[2143681,2643239,2806723],[2147406,2645357,2739028],[2148887,2646340,2810134],[2149420,2646398,2742913],[2152347,2649865,2812023],[2158438,2651559,2813355],[2159886,2523263,2749190],[2166134,2364106,2655814],[2166700,2534317,2753679],[2176114,2661298,2814963],[2178264,2662500,2818165],[2181406,2666466,2820438],[2182178,2664745,2819481],[2183029,2665250,2756480],[2192851,2670268,2822479],[2197378,2672080,2824549],[2197424,2672269,2862441],[2202385,2674453,2824223],[2216988,2681201,2863896],[2222078,2683635,2865463],[2222611,2683693,2829877],[2227414,2686170,2829356],[2228862,2569346,2773581],[2235110,2422015,2690425],[2235676,2413791,2685186],[2242530,2693559,2831899],[2247620,2695993,2831683],[2248153,2696051,2775629],[2252956,2698528,2779828],[2253002,2698717,2834420],[2262002,2703273,2836994],[2262770,2591737,2784846],[2263361,2445468,2705950],[2268850,2601374,2788460],[2269622,2707010,2838336],[2274851,2709501,2837410],[2278576,2711619,2785784],[2280057,2712602,2840821],[2283517,2716127,2842710],[2288117,2609351,2717048],[2293568,2719094,2844247],[2298165,2720825,2845874],[2301169,2616804,2799019],[2308946,2725509,2846120],[2315546,2728330,2875991],[2316079,2728388,2847826],[2320606,2730200,2849896],[2320652,2730389,2877170],[2323856,2494940,2630499],[2325613,2732573,2849570],[2326381,2631977,2804791],[2326972,2497486,2735250],[2332461,2494349,2731331],[2333233,2736310,2850912],[2338989,2738703,2851517],[2344049,2740573,2806633],[2344095,2740762,2851394],[2349056,2742946,2810104],[2357287,2656714,2815248],[2358142,2651872,2814182],[2358213,2523197,2749132],[2363659,2749694,2856012],[2363726,2660239,2817137],[2368749,2752128,2855796],[2369282,2752186,2813876],[2374131,2754852,2858533],[2375533,2663013,2755737],[2381781,2542541,2667482],[2383034,2759537,2860960],[2386559,2760387,2861232],[2392786,2673211,2825391],[2393377,2551310,2766085],[2399854,2765523,2862564],[2402671,2560393,2680639],[2406190,2767670,2863806],[2406236,2767859,2884934],[2410787,2769401,2865433],[2413258,2566643,2685120],[2415196,2563047,2768448],[2416051,2686483,2830183],[2416122,2569280,2773523],[2421568,2774085,2865679],[2421635,2566572,2770337],[2423902,2692997,2831554],[2427467,2776412,2866675],[2432018,2777954,2831653],[2435022,2697544,2776894],[2442799,2590085,2702320],[2444143,2707636,2838509],[2444963,2592044,2785035],[2449399,2785459,2870040],[2454459,2787329,2837320],[2454505,2787518,2869917],[2457709,2601965,2711239],[2460234,2712717,2790325],[2460825,2604511,2713640],[2467086,2609764,2717371],[2467751,2793825,2873925],[2470063,2612257,2793948],[2472717,2719872,2845446],[2476242,2721761,2846536],[2476313,2616738,2798961],[2478950,2724947,2845775],[2482515,2798537,2875057],[2484597,2799418,2875689],[2485019,2624594,2727906],[2488122,2800268,2875961],[2490830,2627723,2629208],[2494395,2629994,2731638],[2496161,2626896,2800903],[2496981,2632284,2804980],[2501417,2805404,2877293],[2503982,2738279,2851299],[2513312,2741704,2807475],[2513903,2644977,2739265],[2520380,2649936,2746070],[2521888,2750489,2815335],[2526762,2814659,2880556],[2531313,2816201,2855766],[2533784,2660310,2753613],[2536577,2754976,2818684],[2536648,2662947,2755679],[2542094,2667057,2758455],[2543344,2668108,2759507],[2545405,2669786,2821703],[2547707,2761022,2862114],[2548534,2550019,2550572],[2550805,2673518,2825580],[2553095,2765099,2862346],[2558081,2825948,2884723],[2558205,2679936,2767382],[2563469,2682808,2684057],[2567971,2681996,2768535],[2572845,2830660,2885855],[2574900,2775935,2831940],[2579742,2777001,2831225],[2583267,2778890,2832315],[2583338,2697478,2776836],[2585975,2699544,2701582],[2589540,2701815,2782498],[2597855,2708463,2709948],[2601420,2710734,2788767],[2604006,2713024,2790514],[2608442,2716198,2792826],[2611554,2718806,2794334],[2613614,2719842,2719959],[2614426,2615675,2616151],[2618101,2798060,2846161],[2622533,2726228,2799388],[2627020,2729577,2730513],[2641374,2807822,2851067],[2642201,2643686,2644239],[2644472,2742011,2807664],[2646762,2743758,2745483],[2657136,2751301,2752550],[2666512,2757950,2820745],[2671457,2672393,2672796],[2694354,2776971,2777088],[2695166,2696415,2696891],[2698841,2780437,2781776],[2707760,2786706,2787642],[2739950,2740886,2741289] ] cell #4735 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1808189,2262790],[1889825,2326401],[1976424,2392806],[2068555,2460254],[2087578,2473634],[2118383,2494369],[2145853,2513332],[2195876,2548363],[2220676,2563964],[2246218,2580659],[2259308,2589514],[2277023,2601394],[2315006,2625089],[2319104,2627552],[2342547,2642030],[2350987,2647257],[2367347,2657631],[2380437,2666486],[2405476,2680468],[2438047,2699373],[2439924,2700461],[2448859,2705829],[2452957,2708292],[2461397,2713519],[2466384,2716915],[2500877,2735129],[2508228,2739144],[2517963,2744414],[2526002,2748961],[2535792,2754943],[2537342,2755508],[2539219,2756596],[2557341,2765964],[2572085,2773352],[2577158,2776503],[2578550,2776665],[2596290,2785900],[2602894,2789771],[2606025,2791170],[2620359,2798628],[2621751,2798790],[2636530,2805845],[2637252,2806390],[2638780,2807256],[2654130,2814750],[2655522,2814912],[2661647,2818231],[2674694,2824306],[2676222,2825172],[2688741,2830751],[2690133,2830913],[2690929,2831464],[2692303,2832135],[2703514,2837077],[2705042,2837943],[2722879,2845685],[2724253,2846356],[2732814,2849653],[2734342,2850519],[2736619,2851232],[2747064,2855577],[2748438,2856248],[2760628,2861315],[2763439,2862279],[2771455,2865244],[2772829,2865915],[2783375,2869755],[2794553,2874169],[2803320,2877008],[2822155,2883668], [1616362,2104150,2311055],[1755001,2219533,2408767],[1761101,2412718,2412848],[1850901,2473530,2474045],[1854453,2299741,2475565],[1884650,2493573,2493635],[1941272,2366204,2529293],[1947372,2533244,2533374],[1972034,2390262,2548403],[2000458,2563860,2564375],[2004010,2412363,2565895],[2029631,2580555,2581070],[2033183,2433594,2582590],[2063380,2600598,2600660],[2074655,2607902,2608032],[2087223,2087364,2614306],[2108758,2485925,2624985],[2113993,2491825,2627592],[2119211,2494136,2732295],[2141463,2510788,2642070],[2150950,2647153,2647668],[2154502,2519485,2649188],[2157377,2651008,2651138],[2169887,2657527,2658042],[2173439,2532889,2659562],[2183645,2665690,2665752],[2215700,2403666,2680508],[2220321,2220462,2682688],[2224592,2565890,2770767],[2245863,2246004,2695046],[2254918,2586970,2699413],[2256731,2587481,2781159],[2256796,2700357,2700872],[2260136,2701099,2702992],[2260398,2702429,2702491],[2267398,2592950,2705725],[2272633,2598850,2708332],[2277851,2601161,2789424],[2282120,2713415,2713930],[2285672,2607547,2715450],[2288547,2609610,2717270],[2314651,2314792,2727786],[2317434,2626836,2800936],[2322989,2629351,2802759],[2331009,2633190,2735025],[2340122,2739040,2742441],[2348933,2742925,2743187],[2350632,2350773,2743638],[2352514,2518130,2811164],[2352574,2648820,2744454],[2352734,2648357,2744568],[2354903,2744715,2746243],[2355974,2650653,2746248],[2362371,2524192,2749001],[2366992,2367133,2751181],[2371263,2659557,2817567],[2376047,2663942,2755548],[2377860,2664453,2819406],[2377925,2756492,2757007],[2381265,2666253,2757234],[2381527,2667310,2758626],[2384469,2669726,2821736],[2400987,2673948,2765860],[2407964,2682086,2827133],[2412943,2685852,2828543],[2420280,2570275,2773392],[2425819,2775641,2778195],[2428521,2697920,2776705],[2436377,2779902,2780008],[2436497,2698808,2779907],[2439569,2439710,2781129],[2441932,2781382,2782675],[2448504,2448645,2784915],[2450467,2706718,2838261],[2450532,2785796,2789197],[2451287,2707576,2838542],[2456842,2710091,2840365],[2459343,2712676,2789943],[2461042,2461183,2790394],[2462924,2606192,2841851],[2462984,2715082,2791210],[2463144,2714619,2791324],[2465313,2715445,2791471],[2468962,2718896,2843768],[2474152,2721418,2844639],[2480867,2721066,2797766],[2483569,2617180,2798830],[2486032,2727687,2847083],[2489530,2729124,2847847],[2493736,2732175,2848824],[2500522,2500663,2804860],[2502485,2736018,2850837],[2502550,2732068,2805741],[2504995,2738219,2851332],[2505548,2806707,2808639],[2505668,2740853,2806712],[2506330,2738777,2807428],[2507873,2508014,2807544],[2514832,2743015,2810070],[2515086,2810151,2810239],[2524482,2747461,2855720],[2525114,2813888,2816442],[2527756,2655689,2856505],[2527816,2754055,2814952],[2527976,2750120,2815066],[2528490,2750579,2856729],[2533469,2754345,2858139],[2535672,2754792,2818255],[2538864,2539005,2819376],[2541227,2757307,2819629],[2542798,2667726,2860663],[2544289,2760207,2860870],[2548918,2762216,2861508],[2554108,2765039,2862379],[2554661,2761839,2824623],[2554781,2672360,2824628],[2555443,2765597,2825344],[2556986,2557127,2825460],[2559292,2767330,2863327],[2564482,2769994,2864198],[2566018,2771021,2864617],[2570565,2771852,2865387],[2571197,2769642,2829889],[2573839,2690300,2866172],[2573899,2685562,2830953],[2574059,2774511,2831067],[2574867,2575669,2831472],[2575987,2776025,2866540],[2576209,2778023,2831619],[2576463,2831700,2833210],[2577038,2776352,2832159],[2581177,2778547,2867411],[2584675,2779984,2834380],[2593057,2783576,2869855],[2593177,2704575,2869863],[2593610,2837394,2839326],[2593730,2787609,2837399],[2594392,2785533,2838115],[2595935,2596076,2838231],[2596555,2786253,2870619],[2600761,2789304,2871596],[2603148,2789792,2840926],[2608127,2715372,2873463],[2609510,2793147,2873609],[2610165,2843634,2843681],[2614559,2795729,2874284],[2617470,2796420,2874729],[2618068,2618870,2845693],[2619188,2798150,2874922],[2619410,2720894,2845840],[2619664,2795604,2845921],[2620239,2798477,2846380],[2623478,2799818,2875599],[2626389,2800509,2847838],[2628107,2802097,2876237],[2633297,2803521,2877108],[2633417,2733875,2877116],[2633850,2801720,2849970],[2633970,2730480,2849975],[2634632,2805478,2850691],[2636175,2636316,2850807],[2637080,2637676,2851198],[2637956,2807007,2877964],[2638359,2808615,2851354],[2639034,2807277,2851751],[2642585,2809016,2878602],[2647775,2743539,2879473],[2649110,2651233,2854940],[2651839,2652641,2855585],[2652705,2747823,2880387],[2652959,2813164,2880421],[2653181,2816270,2855732],[2653435,2855813,2857323],[2654010,2814599,2856272],[2658149,2816794,2881292],[2659685,2817821,2881711],[2664232,2818652,2882481],[2665853,2757114,2883033],[2667506,2758793,2883266],[2671004,2822500,2861374],[2674055,2823477,2884047],[2674175,2763235,2884055],[2674522,2675118,2862245],[2675398,2824923,2884162],[2675801,2761815,2862401],[2676476,2825193,2862798],[2678547,2825699,2863240],[2681598,2826676,2863880],[2681718,2767950,2863885],[2682941,2827852,2885082],[2686450,2687252,2865252],[2687316,2772214,2885686],[2687570,2829165,2885720],[2687792,2769470,2865399],[2688046,2827727,2865480],[2688621,2830600,2865939],[2690905,2691388,2866453],[2695299,2833335,2886771],[2698210,2834026,2887216],[2699928,2780385,2887409],[2700979,2702592,2869152],[2703342,2703938,2869721],[2704218,2783980,2888086],[2704621,2839302,2869877],[2705296,2837964,2870274],[2708847,2839703,2888724],[2714037,2841127,2889595],[2714157,2791004,2889603],[2715573,2791725,2890014],[2719374,2719773,2874177],[2722191,2796509,2890697],[2722445,2845058,2890731],[2722855,2723338,2874835],[2728460,2800337,2875927],[2728714,2847502,2876008],[2732642,2733238,2876974],[2733518,2803925,2891845],[2733921,2801696,2877130],[2734596,2850540,2877527],[2739497,2852096,2878468],[2742548,2853073,2892896],[2742668,2810035,2892904],[2743891,2810364,2893011],[2744969,2746371,2879892],[2747040,2747523,2880334],[2751434,2857448,2893931],[2755809,2819014,2894535],[2756063,2858761,2894569],[2760456,2760717,2883634],[2761055,2822687,2895252],[2762878,2823663,2895352],[2766169,2825981,2884619],[2767992,2826652,2884894],[2771431,2771914,2885633],[2779320,2834115,2896757],[2779574,2867830,2896791],[2790647,2841531,2897905],[2793763,2793858,2890366],[2794529,2794739,2890466],[2795010,2844471,2898409],[2799099,2846983,2891132],[2807855,2852283,2899243],[2809678,2853259,2899343],[2821568,2821636,2895154],[2832616,2867243,2900921] ] cell #4736 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [798265],[825892],[876530],[911744],[940224],[941791],[994133],[1026102],[1031786],[1055260],[1056112],[1061301],[1063772],[1108635],[1117487],[1134786],[1136156],[1150624],[1180404],[1181772],[1182015],[1187456],[1196125],[1219091],[1220461],[1235568],[1262336],[1263522],[1263765],[1278294],[1294901],[1296271],[1300462],[1309314],[1310420],[1310739],[1325416],[1336505],[1348382],[1349568],[1349811],[1358497],[1364403],[1381463],[1382833],[1391355],[1391783],[1392943],[1393262],[1415691],[1425094],[1426280],[1426523],[1430798],[1441052],[1455595],[1467072],[1478161],[1478589],[1479749],[1480068],[1488934],[1494319],[1500023],[1505606],[1511900],[1513086],[1513329],[1518425],[1520339],[1521792],[1523392],[1532881],[1545944],[1546187],[1554873],[1555301],[1556461],[1556780],[1560779],[1579209],[1583671],[1596877],[1604987],[1606901],[1608354],[1609954],[1617227],[1618353],[1624269],[1629830],[1633242],[1635215],[1635458],[1640919],[1641347],[1642507],[1642826],[1648191],[1650825],[1662302],[1673391],[1674979],[1675298],[1680797],[1682711],[1684164],[1685764],[1695253],[1700836],[1708316],[1708559],[1722940],[1727232],[1731785],[1733512],[1736146],[1743786],[1745395],[1751939],[1755866],[1756992],[1760935],[1761138],[1762589],[1762908],[1765102],[1767016],[1768469],[1770069],[1775498],[1788704],[1796814],[1800181],[1801781],[1807546],[1808610],[1810180],[1810485],[1821657],[1825069],[1827042],[1827285],[1832746],[1834334],[1834653],[1846225],[1847060],[1852770],[1855318],[1857162],[1858619],[1868417],[1869425],[1878274],[1878610],[1880219],[1882902],[1884511],[1885305],[1886763],[1889182],[1890246],[1891816],[1892121],[1909211],[1913503],[1918056],[1919783],[1922417],[1930057],[1931255],[1942137],[1943263],[1947206],[1947409],[1948860],[1949179],[1951373],[1954740],[1956340],[1958152],[1962674],[1964352],[1966480],[1967678],[1973593],[1976192],[1976845],[1977375],[1977680],[1988231],[1995782],[1997751],[1997983],[1998991],[2002327],[2003920],[2008176],[2009374],[2024955],[2031500],[2034048],[2035892],[2037349],[2046194],[2057004],[2057340],[2058949],[2061632],[2063241],[2064035],[2065493],[2067912],[2068976],[2070546],[2070851],[2074489],[2074692],[2078363],[2080123],[2080355],[2083231],[2085385],[2086918],[2088596],[2090506],[2091922],[2101089],[2106311],[2109637],[2111253],[2111543],[2115552],[2118804],[2133781],[2135909],[2137107],[2143022],[2145621],[2146274],[2146804],[2147109],[2155367],[2157211],[2157414],[2165211],[2167180],[2167412],[2168420],[2171756],[2173349],[2177605],[2178803],[2183506],[2184300],[2188874],[2189126],[2189416],[2194030],[2195101],[2197093],[2205334],[2207462],[2208660],[2213453],[2216329],[2221694],[2225020],[2234187],[2238763],[2238995],[2241871],[2244025],[2245558],[2247236],[2249146],[2250562],[2259076],[2259729],[2260259],[2261053],[2264951],[2268277],[2269893],[2270183],[2274192],[2277444],[2279413],[2285582],[2290376],[2297444],[2305179],[2305411],[2308287],[2312102],[2312354],[2320321],[2328562],[2331888],[2335545],[2335797],[2336087],[2337557],[2340701],[2341772],[2343764],[2348794],[2352005],[2353915],[2355331],[2355884],[2360124],[2363000],[2368365],[2371691],[2373597],[2380858],[2394179],[2396410],[2396662],[2396952],[2398422],[2402998],[2410066],[2418033],[2420909],[2424229],[2425680],[2426222],[2431297],[2436201],[2436407],[2439264],[2445955],[2446207],[2447967],[2454174],[2462415],[2465741],[2477513],[2479277],[2480728],[2481270],[2497973],[2498225],[2499985],[2505372],[2505578],[2514705],[2517188],[2523524],[2524975],[2525517],[2530592],[2538559],[2547061],[2551417],[2554485],[2554691],[2569607],[2571058],[2571600],[2584538],[2593434],[2593640],[2605250],[2613040],[2613591],[2626250],[2633674],[2633880],[2645084],[2668678],[2681422],[2681628],[2694331],[2726798] ] cell #4737 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117478],[1207440],[1229302],[1244354],[1244647],[1287829],[1309305],[1320408],[1336658],[1358650],[1369812],[1373254],[1373853],[1402670],[1417722],[1418015],[1439584],[1439877],[1450587],[1451404],[1466343],[1488205],[1495443],[1500176],[1503686],[1533034],[1544196],[1547638],[1548237],[1566188],[1569630],[1570229],[1581240],[1581533],[1581619],[1586923],[1593045],[1614521],[1625399],[1629101],[1661573],[1668811],[1673544],[1677054],[1690673],[1695406],[1698916],[1701842],[1710010],[1710609],[1713973],[1714903],[1716101],[1726192],[1747038],[1753160],[1778750],[1779790],[1781003],[1784872],[1795750],[1799452],[1817226],[1820928],[1828166],[1836409],[1842043],[1849652],[1851780],[1861871],[1862911],[1864124],[1870573],[1871771],[1881862],[1901174],[1902372],[1903362],[1904426],[1912463],[1918585],[1933309],[1934349],[1935562],[1939431],[1950309],[1972663],[1981202],[1982400],[1983390],[1984454],[1991600],[2001337],[2004431],[2011428],[2012468],[2013681],[2020773],[2021703],[2022901],[2028382],[2030510],[2040601],[2042854],[2049303],[2050501],[2051491],[2052555],[2060592],[2092986],[2096907],[2097837],[2099035],[2110701],[2114622],[2117740],[2117978],[2120017],[2123161],[2124359],[2125349],[2126413],[2142092],[2151829],[2153883],[2161029],[2161959],[2163157],[2170766],[2173860],[2180857],[2183110],[2193132],[2197193],[2201167],[2213553],[2217527],[2226084],[2230005],[2230935],[2232133],[2251626],[2255547],[2257675],[2273262],[2276380],[2276618],[2278657],[2282999],[2285053],[2286093],[2289582],[2298007],[2301450],[2312917],[2316360],[2320421],[2324395],[2343864],[2347838],[2356395],[2372755],[2376676],[2378804],[2379794],[2380032],[2382867],[2388800],[2389991],[2402204],[2403395],[2410629],[2431860],[2435303],[2439364],[2443338],[2443576],[2454274],[2458248],[2472550],[2484430],[2491554],[2509326],[2510517],[2517751],[2531155],[2579575],[2586699],[2598579], [499474,911408],[590477,1031417],[612096,1060965],[689491,1155571],[701168,1170694],[713705,1187087],[772721,1256015],[792343,1278581],[803523,1294332],[809293,1299265],[822589,1315686],[879657,1380894],[885427,1385827],[891616,1392070],[917795,1424532],[918088,1424534],[923898,1429028],[934302,1441339],[942150,1451245],[962919,1472994],[969735,1478876],[997823,1511338],[998116,1511340],[1003926,1515834],[1011758,1523679],[1036102,1550408],[1037565,1554076],[1038164,1555026],[1041173,1555588],[1058387,1577270],[1064157,1582203],[1084999,1603351],[1085292,1603353],[1093394,1610241],[1119223,1636454],[1120686,1640122],[1121285,1641072],[1124294,1641634],[1131685,1649370],[1149190,1668224],[1160601,1679503],[1162616,1683435],[1167428,1686051],[1184094,1706568],[1184387,1706570],[1190197,1711064],[1198343,1718270],[1210882,1730988],[1211481,1731938],[1215990,1734691],[1234233,1752226],[1245922,1763808],[1247937,1767740],[1252749,1770356],[1258717,1776466],[1276826,1795178],[1277119,1795180],[1285221,1802068],[1288959,1806348],[1291800,1808725],[1311050,1828281],[1312513,1831949],[1313112,1832899],[1327116,1843941],[1331925,1848261],[1338723,1853949],[1340168,1856433],[1344763,1859587],[1356444,1870208],[1360715,1873940],[1374743,1887050],[1375521,1887984],[1378362,1890361],[1388506,1900244],[1393573,1904541],[1406112,1917259],[1406711,1918209],[1411220,1920962],[1421475,1931025],[1441152,1950079],[1443167,1954011],[1447979,1956627],[1455065,1963297],[1457875,1965550],[1462641,1969630],[1468772,1974561],[1471582,1976960],[1475312,1980272],[1480379,1984569],[1486242,1989772],[1490634,1993498],[1497970,1999774],[1502241,2003506],[1508281,2009144],[1523492,2022671],[1528301,2026991],[1535099,2032679],[1536544,2035163],[1541139,2038317],[1557091,2052670],[1571119,2065780],[1571897,2066714],[1574738,2069091],[1585859,2079410],[1596347,2087541],[1599157,2089794],[1601059,2091289],[1601414,2091692],[1610054,2098805],[1617823,2105256],[1620633,2107509],[1627138,2112794],[1631530,2116520],[1634340,2118919],[1643137,2126528],[1650295,2132726],[1653105,2134979],[1657871,2139059],[1664002,2143990],[1666812,2146389],[1670542,2149701],[1675609,2153998],[1685864,2162927],[1693200,2169203],[1697471,2172935],[1703511,2178573],[1725128,2196148],[1725366,2196270],[1728986,2199003],[1735616,2204279],[1738426,2206532],[1745974,2212508],[1756462,2220639],[1759272,2222892],[1761529,2224790],[1763219,2226199],[1770169,2231903],[1777686,2238050],[1788174,2246181],[1790984,2248434],[1792886,2249929],[1793241,2250332],[1801881,2257445],[1804691,2259844],[1809650,2263896],[1812460,2266149],[1818965,2271434],[1823357,2275160],[1826167,2277559],[1834964,2285168],[1860807,2304466],[1874865,2314969],[1880798,2319376],[1881036,2319498],[1886863,2324165],[1891286,2327507],[1894096,2329760],[1911399,2342819],[1911637,2342941],[1915257,2345674],[1921887,2350950],[1924697,2353203],[1926599,2354698],[1926954,2355101],[1932245,2359179],[1942733,2367310],[1945543,2369563],[1947800,2371461],[1949490,2372870],[1956440,2378574],[1959250,2380973],[1968742,2387665],[1994718,2405748],[1994956,2405870],[1998083,2408682],[2006162,2414072],[2010364,2417088],[2039537,2438319],[2039775,2438441],[2043395,2441174],[2053595,2448822],[2059528,2453229],[2059766,2453351],[2065593,2458018],[2070016,2461360],[2072826,2463613],[2075083,2465511],[2080455,2470709],[2084429,2471797],[2111816,2490363],[2127453,2500840],[2138171,2508191],[2164147,2526274],[2164385,2526396],[2167512,2529208],[2175591,2534598],[2179793,2537614],[2180031,2537736],[2189689,2546001],[2209724,2557304],[2218061,2562880],[2233123,2572357],[2233361,2572479],[2239095,2577734],[2243069,2578822],[2243307,2578944],[2270456,2597388],[2290773,2612090],[2305511,2620935],[2309485,2622023],[2309723,2622145],[2336360,2639668],[2364732,2656547],[2397225,2677110],[2424626,2692830],[2479674,2724780] ] cell #4738 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1414321],[1465619],[1544758],[1577839],[1628377],[1660849],[1673819],[1689549],[1707130],[1749992],[1773854],[1798728],[1809054],[1816096],[1820204],[1833174],[1870063],[1884816],[1890690],[1897732],[1931512],[1931666],[1936263],[1938210],[1953287],[1960125],[1977289],[1989854],[1999629],[2009631],[2009785],[2014382],[2016329],[2025790],[2047147],[2048155],[2048777],[2048793],[2063546],[2069420],[2076462],[2091144],[2092179],[2092333],[2101924],[2112876],[2121005],[2122013],[2122635],[2122651],[2132103],[2146718],[2157660],[2159070],[2159283],[2169058],[2179060],[2179214],[2183811],[2185758],[2191118],[2199085],[2199751],[2200373],[2200389],[2203656],[2226636],[2228046],[2228259],[2237003],[2249784],[2250819],[2250973],[2260564],[2261329],[2271516],[2279645],[2280653],[2281275],[2281291],[2292079],[2295259],[2299436],[2300353],[2300566],[2303419],[2314346],[2323617],[2324940],[2334502],[2337789],[2345756],[2346422],[2347044],[2347060],[2350327],[2354553],[2373307],[2374717],[2374930],[2383811],[2385254],[2388102],[2389800],[2391297],[2395367],[2398654],[2404701],[2412058],[2413188],[2425932],[2429112],[2433289],[2434206],[2434419],[2437272],[2441256],[2442560],[2448199],[2457470],[2458793],[2468422],[2473494],[2474937],[2480980],[2485374],[2486817],[2491363],[2492860],[2500217],[2504337],[2505780],[2508628],[2510326],[2511823],[2515893],[2519180],[2520310],[2525227],[2532584],[2533714],[2541855],[2548378],[2553450],[2554893],[2558752],[2560926],[2563824],[2565267],[2567843],[2571310],[2575447],[2580519],[2581962],[2586508],[2588005],[2592399],[2593842],[2598388],[2599885],[2607242],[2608372],[2618648],[2624949],[2627567],[2630606],[2632639],[2634082],[2642045],[2647117],[2648560],[2652419],[2654593],[2657491],[2658934],[2661510],[2663480],[2664977],[2670511],[2680483],[2681973],[2685302],[2687030],[2689204],[2693986],[2699388],[2705689],[2708307],[2711346],[2713379],[2714822],[2718292],[2719551],[2725936],[2729051],[2734989],[2739004],[2748976],[2750466],[2753795],[2755523],[2759746],[2765824],[2768395],[2773367],[2775421],[2776680],[2786180],[2793895],[2797546],[2798805],[2806546],[2815195],[2824462],[2831501],[2845722], [1633510,2119248],[1745241,2215150],[1760635,2225277],[1761239,2225431],[1825337,2277888],[1838329,2288584],[1870047,2314330],[1880065,2322018],[1884537,2322979],[1884800,2323601],[1946906,2371948],[1947510,2372102],[1958420,2381302],[1960368,2382182],[1976038,2198790],[1989641,2404612],[1997777,2407881],[1999613,2412042],[2003896,2412975],[2046462,2260173],[2058795,2455871],[2063267,2456832],[2063530,2457454],[2074189,2465998],[2074793,2466152],[2076143,2466294],[2080149,2468879],[2091128,2299420],[2102689,2484036],[2111519,2489665],[2112663,2492771],[2118114,2629741],[2145467,2345461],[2156911,2355588],[2157515,2355742],[2167206,2528407],[2169042,2532568],[2173325,2533501],[2177269,2535702],[2183532,2541217],[2183795,2541839],[2187831,2543684],[2189392,2544424],[2196887,2548835],[2198872,2391208],[2213247,2559209],[2218072,2562486],[2223848,2684412],[2238789,2575904],[2240673,2577068],[2249768,2433273],[2254368,2258922],[2260285,2441922],[2260548,2442544],[2270159,2596690],[2271303,2599796],[2276754,2710481],[2279439,2603065],[2285558,2608159],[2290784,2610958],[2295213,2472156],[2296149,2613954],[2297710,2614694],[2305205,2619105],[2307089,2620269],[2312620,2623613],[2320115,2628024],[2322289,2731060],[2336063,2638091],[2337583,2638951],[2343558,2642502],[2345543,2511734],[2348820,2515003],[2350311,2354537],[2355860,2520097],[2359918,2652876],[2361802,2654040],[2364743,2656153],[2370519,2752905],[2373573,2661782],[2380168,2757697],[2383765,2544019],[2390002,2671797],[2396928,2675533],[2398448,2676393],[2403406,2679340],[2410332,2683076],[2417827,2687487],[2419711,2688651],[2424637,2691698],[2425706,2576380],[2426198,2692438],[2429066,2579181],[2430002,2694694],[2431563,2695434],[2436383,2584810],[2437183,2441043],[2439058,2699845],[2440942,2701009],[2443712,2783065],[2446473,2704353],[2447993,2705213],[2453968,2708764],[2456142,2788189],[2464569,2792118],[2477307,2722362],[2479685,2723648],[2480754,2619581],[2481246,2724388],[2485328,2623208],[2491565,2729917],[2495742,2732205],[2498491,2733653],[2500011,2734513],[2504291,2637686],[2505554,2638494],[2510528,2740290],[2514842,2514957],[2517454,2744026],[2518974,2744886],[2521220,2812624],[2523932,2747833],[2525001,2653352],[2525493,2748573],[2530858,2751569],[2538353,2755980],[2540237,2757144],[2540527,2820167],[2549578,2761754],[2551683,2763013],[2553404,2675128],[2554667,2675936],[2567637,2770938],[2570015,2772224],[2571084,2687963],[2571576,2772964],[2576219,2576334],[2584332,2779491],[2585534,2835152],[2586710,2780777],[2588271,2781517],[2590315,2836411],[2592353,2703948],[2593616,2704756],[2598590,2787046],[2602767,2789334],[2605516,2790782],[2607036,2791642],[2615304,2795538],[2616920,2796519],[2619420,2619535],[2626276,2728631],[2628767,2801635],[2630872,2802894],[2632593,2733248],[2633856,2734056],[2643245,2808554],[2645350,2809813],[2646391,2854058],[2653191,2653306],[2661304,2817738],[2663682,2819024],[2665243,2819764],[2670465,2760727],[2670931,2822697],[2672054,2822819],[2681207,2766868],[2681604,2768127],[2683686,2827661],[2687802,2687917],[2696044,2833144],[2697660,2834125],[2698502,2868494],[2709507,2839241],[2711612,2840500],[2718062,2793773],[2719819,2844444],[2728381,2799627],[2728470,2728585],[2730174,2848166],[2739424,2852293],[2740547,2852415],[2752179,2857257],[2759484,2821541],[2766179,2766638],[2767644,2826018],[2776948,2867216],[2787303,2870938],[2799072,2799365] ] cell #4739 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1355648],[1497174],[1600263],[1692404],[1725196],[1760378],[1792090],[1850754],[1880866],[1911467],[1925803],[1946649],[1994786],[2000311],[2029484],[2039605],[2059596],[2073932],[2108611],[2150803],[2152887],[2156654],[2164215],[2169740],[2179861],[2233191],[2243137],[2252741],[2256649],[2267251],[2281973],[2284057],[2309553],[2330862],[2337071],[2339975],[2348372],[2352527],[2364266],[2377778],[2397936],[2400840],[2422175],[2424538],[2425258],[2436019],[2447481],[2450385],[2462937],[2479586],[2480306],[2499499],[2502403],[2504251],[2505190],[2523833],[2524553],[2527769],[2553364],[2554303],[2562354],[2569916],[2570636],[2573852],[2575374],[2592313],[2593190],[2593252],[2613349],[2618575],[2625828],[2632553],[2633430],[2633492],[2652346],[2652790],[2667519],[2670425],[2674188],[2678463],[2681240],[2686957],[2687401],[2704280],[2714170],[2717881],[2719478],[2722276],[2726160],[2733580],[2742681],[2755894],[2759427],[2761343],[2762940],[2766103],[2779405],[2790709],[2793697],[2795219],[2808143],[2809740],[2822621],[2832825],[2852217] ] cell #4740 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1552024,2048373],[1638070,2122231],[1730042,2199969],[1829897,2280871],[1851002,2297192],[1885712,2323197],[1916313,2346640],[1971779,2389594],[2000559,2409814],[2029732,2431045],[2044451,2442140],[2064442,2457050],[2108859,2487860],[2113738,2491157],[2141208,2510120],[2151051,2516936],[2169988,2530340],[2184707,2541435],[2215445,2560720],[2254663,2586302],[2256897,2587753],[2267499,2594885],[2272378,2598182],[2282221,2604998],[2287824,2609256],[2331110,2635125],[2340223,2640728],[2352319,2648152],[2362116,2654387],[2373870,2662480],[2375792,2663274],[2378026,2664725],[2401088,2678170],[2420025,2688998],[2426495,2693539],[2428266,2693780],[2450633,2706990],[2458782,2712435],[2462729,2714414],[2481543,2725489],[2483314,2725730],[2502651,2736290],[2503635,2737171],[2505769,2738536],[2525790,2749674],[2527561,2749915],[2535314,2754728],[2552748,2763991],[2554882,2765356],[2571873,2774065],[2573644,2774306],[2574690,2775180],[2576680,2776288],[2591697,2783927],[2593831,2785292],[2617891,2797305],[2619881,2798413],[2631937,2803872],[2634071,2805237],[2637084,2806356],[2651662,2813427],[2653652,2814535],[2670285,2822489],[2674526,2824272],[2686273,2829428],[2688263,2830536],[2703346,2837043],[2719197,2844319],[2732646,2849619],[2760460,2861281], 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,2790093,2872570],[2605813,2790268,2872581],[2607528,2715063,2873295],[2612799,2719372,2844330],[2615086,2619395,2797563],[2616909,2796218,2874623],[2617161,2796252,2874695],[2617853,2722834,2845619],[2619702,2720898,2797711],[2626395,2728405,2800854],[2628741,2633966,2804394],[2631695,2732612,2849547],[2632939,2803476,2877042],[2633900,2730303,2804386],[2634323,2805270,2850523],[2638350,2740638,2806570],[2641250,2807789,2878472],[2645394,2809459,2879153],[2645647,2809634,2879164],[2647417,2742932,2879407],[2648801,2650634,2854772],[2651624,2747019,2855511],[2653166,2751961,2813685],[2653473,2813833,2816274],[2657791,2816187,2881226],[2663671,2818450,2882375],[2663923,2818484,2882447],[2670043,2760426,2861209],[2670920,2822672,2883723],[2672145,2675792,2824486],[2673697,2823432,2883981],[2681181,2681714,2827058],[2681648,2767773,2827050],[2683468,2687777,2829686],[2686235,2771410,2865178],[2688084,2769474,2829834],[2697649,2833824,2887110],[2697901,2833858,2887182],[2704612,2787394,2837257],[2713679,2841082,2889529],[2718051,2793748,2873845],[2719159,2794508,2874103],[2719891,2844462,2890524],[2728163,2728445,2847635],[2728752,2800341,2847783],[2730265,2733912,2849833],[2739413,2852268,2892572],[2742190,2853028,2892830],[2759556,2821559,2883461],[2766154,2766627,2863153],[2767735,2767983,2863743],[2777020,2867234,2896584],[2799090,2799437,2875509] ] cell #4741 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1634641],[1726574],[1747420],[1761985],[1762353],[1804992],[1826468],[1838465],[1852112],[1872103],[1882244],[1885563],[1886116],[1912845],[1927410],[1927778],[1948256],[1948624],[1959551],[1960495],[1972432],[1991369],[1997719],[2001669],[2004895],[2030842],[2040983],[2044302],[2044855],[2060974],[2064293],[2064846],[2075539],[2075907],[2076075],[2080091],[2085036],[2102751],[2111473],[2114391],[2141861],[2148211],[2152161],[2155387],[2167148],[2171098],[2174324],[2177201],[2184558],[2185111],[2187893],[2188525],[2189346],[2196829],[2213189],[2218134],[2238731],[2239519],[2240605],[2243676],[2252398],[2255316],[2270113],[2273031],[2279381],[2286557],[2290846],[2296211],[2297664],[2305147],[2305935],[2307021],[2311753],[2312574],[2320057],[2322793],[2335196],[2336017],[2336728],[2337525],[2343500],[2348445],[2359860],[2360648],[2361734],[2364805],[2373527],[2390064],[2396061],[2396882],[2397593],[2398390],[2403468],[2410286],[2412582],[2417769],[2418557],[2419643],[2424699],[2425331],[2426152],[2430064],[2431517],[2439000],[2440874],[2445606],[2446427],[2447138],[2447935],[2453910],[2456646],[2477249],[2479747],[2480379],[2481200],[2489129],[2491627],[2493791],[2495674],[2497624],[2498445],[2499156],[2499953],[2510590],[2517408],[2518916],[2523994],[2524626],[2525447],[2530812],[2533108],[2538295],[2540169],[2541031],[2546712],[2549099],[2551637],[2559473],[2562011],[2567579],[2570077],[2570709],[2571530],[2584274],[2586772],[2588225],[2590819],[2598652],[2600816],[2602699],[2605470],[2606978],[2607766],[2610309],[2614905],[2616982],[2623824],[2625901],[2628288],[2630826],[2642766],[2645304],[2650872],[2661246],[2663744],[2665197],[2665908],[2668124],[2671148],[2671734],[2678691],[2679277],[2683287],[2695645],[2697722],[2700109],[2702647],[2709028],[2711566],[2719975],[2726244],[2729854],[2739641],[2740227],[2744237],[2751780],[2777104],[2780714],[2786983], [911288,1414471],[957049,1726999],[1031297,1544903],[1060845,1577989],[1111608,1882669],[1143320,1913270],[1155722,1673754],[1170574,1689699],[1186967,1707275],[1232050,1995549],[1255895,1774004],[1281959,1796581],[1292101,1811181],[1299145,1816241],[1303435,2061399],[1315837,1833109],[1356302,2104568],[1372560,2118571],[1378663,1892817],[1385707,1897877],[1421931,1933691],[1422299,1933695],[1427280,2164978],[1429179,1938145],[1444717,1951140],[1451125,1960275],[1471883,1978376],[1486366,2211528],[1497828,2219951],[1508737,2011810],[1509105,2011814],[1514086,2233954],[1515985,2016264],[1527071,2024722],[1550631,2047082],[1551875,2050014],[1552428,2050833],[1552678,2263208],[1568936,2277211],[1575039,2071547],[1582083,2076607],[1600917,2300159],[1601870,2093368],[1602238,2093372],[1613633,2100856],[1627262,2318396],[1636677,2120940],[1637921,2123872],[1638474,2124691],[1638724,2326819],[1649593,2132038],[1667113,2147805],[1679404,2157727],[1681261,2160798],[1681596,2358199],[1693058,2366622],[1703967,2181239],[1704335,2181243],[1709316,2380625],[1711215,2185693],[1718493,2191053],[1729110,2392075],[1729893,2200680],[1730446,2201499],[1730696,2393224],[1734914,2203591],[1763709,2226703],[1765566,2229774],[1765901,2416108],[1776367,2237070],[1792744,2434012],[1793697,2252008],[1794065,2252012],[1805460,2259496],[1806232,2261391],[1819089,2452249],[1828504,2279580],[1829748,2282512],[1830301,2283331],[1830551,2460672],[1843842,2292146],[1848162,2295326],[1854172,2299371],[1855338,2301219],[1855673,2476299],[1859488,2303486],[1874163,2314281],[1886366,2494787],[1887868,2325002],[1900128,2334564],[1904764,2337724],[1915381,2512601],[1916164,2347351],[1916717,2348170],[1916967,2513750],[1921185,2350262],[1926457,2519903],[1949980,2373374],[1951837,2376445],[1952172,2536634],[1963198,2383878],[1965434,2385316],[1969514,2388164],[1972259,2548520],[1974462,2391364],[1980156,2395429],[1984792,2398589],[1993399,2404768],[2003729,2411993],[2005230,2566629],[2022572,2425999],[2026892,2429179],[2032902,2433224],[2034068,2435072],[2034403,2583324],[2038218,2437339],[2043519,2588783],[2045105,2589932],[2052893,2448134],[2065096,2601812],[2066598,2458855],[2079294,2468484],[2087442,2473561],[2089678,2474999],[2098706,2481047],[2105157,2485441],[2107393,2486879],[2114218,2627709],[2116421,2492927],[2126751,2500152],[2132627,2504404],[2134863,2505842],[2138943,2508690],[2141688,2642187],[2143891,2511890],[2149585,2515955],[2154221,2519115],[2155722,2649922],[2162828,2525294],[2173158,2532519],[2174659,2660296],[2185361,2666904],[2196032,2548440],[2204180,2553517],[2206416,2554955],[2212392,2558814],[2215925,2680625],[2220540,2563891],[2222776,2565329],[2226422,2567778],[2231804,2571377],[2237934,2575509],[2246082,2580586],[2248318,2582024],[2255143,2699530],[2257346,2588072],[2263797,2592466],[2266033,2593904],[2272858,2708449],[2275061,2599952],[2285391,2607177],[2286892,2716184],[2304350,2618710],[2314870,2625016],[2319260,2627629],[2324066,2630673],[2327408,2632706],[2329644,2634144],[2342703,2642107],[2350851,2647184],[2353087,2648622],[2359063,2652481],[2362596,2749118],[2367211,2657558],[2369447,2658996],[2373093,2661445],[2376272,2755665],[2378475,2665044],[2387566,2670578],[2405632,2680545],[2408145,2682240],[2413956,2685364],[2416972,2687092],[2420505,2773509],[2428746,2776822],[2438203,2699450],[2448723,2705756],[2453113,2708369],[2457919,2711413],[2461261,2713446],[2463497,2714884],[2469143,2719050],[2471681,2719613],[2483794,2798947],[2489876,2729268],[2500741,2735056],[2508092,2739071],[2526158,2749038],[2528671,2750733],[2534482,2753857],[2537498,2755585],[2544635,2760351],[2557205,2765891],[2562423,2768551],[2572241,2773429],[2576168,2776179],[2578706,2776742],[2596901,2786397],[2610895,2794350],[2619369,2798304],[2621907,2798867],[2638302,2807151],[2656090,2815351],[2675744,2825067],[2691635,2831956],[2723585,2846177] ] cell #4742 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4743 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [911406],[1031421],[1060963],[1155647],[1170692],[1187091],[1207950],[1256013],[1279721],[1294330],[1299269],[1315762],[1370322],[1380892],[1385831],[1403180],[1424329],[1424538],[1429104],[1442479],[1451243],[1472992],[1493081],[1511135],[1511344],[1515910],[1525939],[1550556],[1554083],[1554812],[1566698],[1577268],[1582207],[1603148],[1603357],[1612501],[1617046],[1633977],[1636602],[1640129],[1640858],[1649518],[1668222],[1679510],[1683425],[1688311],[1706365],[1706574],[1711140],[1718418],[1730995],[1731724],[1734839],[1744761],[1755685],[1763815],[1767730],[1772616],[1776473],[1794975],[1795184],[1804328],[1806338],[1808873],[1825804],[1828429],[1831956],[1832685],[1843948],[1848268],[1854097],[1855137],[1856423],[1859594],[1874088],[1879585],[1887974],[1890509],[1900234],[1904689],[1917266],[1917995],[1921110],[1931032],[1941956],[1950086],[1954001],[1958887],[1963304],[1965540],[1969620],[1974568],[1975558],[1977108],[1980262],[1984717],[1993505],[2003654],[2009151],[2022678],[2026998],[2032827],[2033867],[2035153],[2038324],[2052818],[2058315],[2066704],[2069239],[2079400],[2087548],[2089784],[2091699],[2098812],[2105263],[2107499],[2116527],[2119067],[2126676],[2132733],[2134969],[2139049],[2143997],[2144987],[2146537],[2149691],[2154146],[2155186],[2162934],[2173083],[2178580],[2196138],[2196277],[2204286],[2206522],[2212498],[2220646],[2222882],[2224797],[2226347],[2231910],[2238040],[2246188],[2248424],[2250339],[2257452],[2258442],[2259992],[2263903],[2266139],[2275167],[2277707],[2285316],[2304456],[2314976],[2319366],[2319505],[2324172],[2327514],[2329750],[2342809],[2342948],[2350957],[2353193],[2355108],[2359169],[2367317],[2369553],[2371468],[2373018],[2378581],[2381121],[2387672],[2405738],[2405877],[2408689],[2414062],[2417078],[2438309],[2438448],[2448829],[2453219],[2453358],[2458025],[2461367],[2463603],[2465518],[2470716],[2471787],[2490353],[2500847],[2508198],[2526264],[2526403],[2529215],[2534588],[2537604],[2537743],[2545991],[2557311],[2562780],[2572347],[2572486],[2577741],[2578812],[2578951],[2597378],[2611990],[2620942],[2622013],[2622152],[2639658],[2656447],[2677100],[2692730],[2724680], 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] cell #4744 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1285763],[1320333],[1375285],[1414919],[1448521],[1450710],[1504834],[1539202],[1545382],[1571661],[1572642],[1578437],[1581682],[1625577],[1634653],[1652319],[1653850],[1668631],[1700064],[1701574],[1701979],[1707754],[1716279],[1737640],[1739171],[1753500],[1777375],[1779610],[1780735],[1781140],[1795439],[1811674],[1813205],[1817404],[1826480],[1827841],[1827986],[1842383],[1851958],[1860496],[1862731],[1863856],[1864261],[1871949],[1877549],[1893310],[1894841],[1902550],[1903051],[1904101],[1904246],[1925442],[1931934],[1934169],[1935294],[1935699],[1939771],[1949998],[1963627],[1973003],[1982578],[1983079],[1984129],[1984274],[1991940],[1996727],[2001515],[2006907],[2010053],[2012288],[2013413],[2013818],[2018533],[2021113],[2022590],[2030688],[2042586],[2042991],[2048568],[2050190],[2050679],[2051180],[2052230],[2052375],[2056279],[2073571],[2077765],[2084118],[2087871],[2094667],[2097247],[2098724],[2104743],[2105586],[2110521],[2114962],[2117918],[2119749],[2120154],[2122426],[2124048],[2124537],[2125038],[2126088],[2126233],[2131144],[2133056],[2142432],[2152007],[2153558],[2153703],[2158789],[2159420],[2161369],[2162846],[2170944],[2176336],[2182842],[2183247],[2187661],[2194503],[2197729],[2200164],[2200856],[2201345],[2202697],[2204609],[2210863],[2212012],[2217216],[2220126],[2220969],[2224162],[2224352],[2225759],[2225904],[2227765],[2228396],[2230345],[2231822],[2236405],[2246511],[2253307],[2255887],[2257364],[2262314],[2264226],[2273602],[2276558],[2278389],[2278794],[2281066],[2282688],[2283177],[2284728],[2284873],[2289185],[2293919],[2295979],[2297272],[2298477],[2300334],[2300703],[2301790],[2302821],[2310889],[2311021],[2317731],[2318157],[2318880],[2320957],[2322136],[2322749],[2323392],[2324084],[2325925],[2327837],[2341174],[2344400],[2346835],[2347527],[2348016],[2349368],[2351280],[2357534],[2366797],[2367640],[2370833],[2371023],[2372430],[2372575],[2374436],[2375067],[2377016],[2378493],[2379972],[2385951],[2386377],[2386871],[2388403],[2389832],[2390699],[2392559],[2393454],[2401807],[2406541],[2407905],[2408601],[2408733],[2409894],[2411099],[2412218],[2413325],[2415443],[2427772],[2429832],[2431125],[2432330],[2434187],[2434556],[2435643],[2436674],[2442335],[2443516],[2451584],[2452010],[2452733],[2454810],[2455989],[2456602],[2457245],[2457937],[2459778],[2461690],[2464883],[2465073],[2468903],[2470628],[2470863],[2472307],[2473338],[2475531],[2482820],[2487940],[2488434],[2489701],[2489966],[2491395],[2492262],[2506477],[2506903],[2507397],[2508929],[2510358],[2511225],[2513085],[2513980],[2517016],[2520078],[2520447],[2521534],[2521724],[2527067],[2528431],[2529127],[2529259],[2530420],[2531625],[2532744],[2533851],[2535969],[2540374],[2540987],[2541630],[2544170],[2544460],[2545604],[2547333],[2555590],[2556016],[2556510],[2560958],[2561193],[2563668],[2573150],[2575928],[2577653],[2577888],[2579332],[2580363],[2582556],[2586540],[2589267],[2590162],[2590775],[2594965],[2595459],[2596726],[2596991],[2598420],[2599287],[2603089],[2605078],[2607402],[2608509],[2610721],[2619129],[2620854],[2621089],[2623359],[2624793],[2635205],[2635699],[2637837],[2638127],[2638975],[2639271],[2640808],[2641000],[2645930],[2646961],[2649154],[2650508],[2654625],[2654860],[2657335],[2661818],[2663512],[2675279],[2675569],[2676417],[2676713],[2678250],[2679103],[2689236],[2689471],[2691461],[2692184],[2692474],[2694018],[2698343],[2698412],[2704099],[2705237],[2705533],[2713223],[2723411],[2724134],[2724424],[2725968],[2733399],[2734537],[2734833],[2737570],[2737639],[2738848],[2747596],[2748319],[2748609],[2760878],[2764390],[2764459],[2765668],[2771987],[2772710],[2773000],[2774737],[2784326],[2784395],[2794812],[2796862],[2800759],[2804271],[2804340],[2821846],[2826935],[2827004],[2847193] ] cell #4745 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [911404],[1031424],[1060961],[1155656],[1170690],[1187094],[1207959],[1256011],[1279730],[1294328],[1299272],[1315771],[1370331],[1380890],[1385834],[1403189],[1424187],[1424541],[1429113],[1442488],[1451241],[1472990],[1493090],[1510993],[1511347],[1515919],[1525948],[1550565],[1554089],[1554664],[1566707],[1577266],[1582210],[1603006],[1603360],[1612510],[1617055],[1633986],[1636611],[1640135],[1640710],[1649527],[1668220],[1679516],[1683421],[1688320],[1706223],[1706577],[1711149],[1718427],[1731001],[1731576],[1734848],[1744767],[1755694],[1763821],[1767726],[1772625],[1776479],[1794833],[1795187],[1804337],[1806334],[1808882],[1825813],[1828438],[1831962],[1832537],[1843954],[1848274],[1854106],[1855146],[1856419],[1859600],[1874097],[1879591],[1887970],[1890518],[1900230],[1904698],[1917272],[1917847],[1921119],[1931038],[1941965],[1950092],[1953997],[1958896],[1963310],[1965536],[1969616],[1974574],[1975564],[1977117],[1980258],[1984726],[1993511],[2003663],[2009157],[2022684],[2027004],[2032836],[2033876],[2035149],[2038330],[2052827],[2058321],[2066700],[2069248],[2079396],[2087554],[2089780],[2091705],[2098818],[2105269],[2107495],[2116533],[2119076],[2126685],[2132739],[2134965],[2139045],[2144003],[2144993],[2146546],[2149687],[2154155],[2155195],[2162940],[2173092],[2178586],[2196134],[2196283],[2204292],[2206518],[2212494],[2220652],[2222878],[2224803],[2226356],[2231916],[2238036],[2246194],[2248420],[2250345],[2257458],[2258448],[2260001],[2263909],[2266135],[2275173],[2277716],[2285325],[2304452],[2314982],[2319362],[2319511],[2324178],[2327520],[2329746],[2342805],[2342954],[2350963],[2353189],[2355114],[2359165],[2367323],[2369549],[2371474],[2373027],[2378587],[2381130],[2387678],[2405734],[2405883],[2408695],[2414058],[2417074],[2438305],[2438454],[2448835],[2453215],[2453364],[2458031],[2461373],[2463599],[2465524],[2470722],[2471783],[2490349],[2500853],[2508204],[2526260],[2526409],[2529221],[2534584],[2537600],[2537749],[2545987],[2557317],[2562765],[2572343],[2572492],[2577747],[2578808],[2578957],[2597374],[2611975],[2620948],[2622009],[2622158],[2639654],[2656432],[2677096],[2692715],[2724665], 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] cell #4746 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1116343],[1242608],[1308170],[1364648],[1364866],[1372124],[1437838],[1449452],[1455840],[1456058],[1495351],[1549560],[1561024],[1561242],[1568500],[1579494],[1586831],[1651070],[1651288],[1678180],[1690581],[1701404],[1701622],[1708880],[1736391],[1736609],[1778658],[1780565],[1780783],[1795906],[1805024],[1828074],[1861779],[1863686],[1863904],[1901534],[1903518],[1904334],[1918945],[1933419],[1935124],[1935342],[1981562],[1983546],[1984362],[2011538],[2013243],[2013461],[2020048],[2022063],[2036624],[2049663],[2050157],[2051647],[2052463],[2093096],[2096182],[2098197],[2123521],[2124015],[2125505],[2126321],[2134254],[2160304],[2162319],[2180967],[2193492],[2200823],[2205807],[2217683],[2229280],[2231295],[2251736],[2265424],[2282655],[2294572],[2295508],[2316720],[2329035],[2347494],[2384060],[2407194],[2429361],[2485623], 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,2077720],[1851436,2299609],[1854984,2299912],[1861981,2482262],[1870314,2314910],[1870933,2103923],[1871427,2104018],[1876874,2108799],[1879464,2113116],[1881972,2113464],[1883677,1893140],[1885209,2636434],[1887156,2117396],[1892514,2500781],[1894374,2331050],[1902028,2506432],[1908486,2341129],[1910065,2508677],[1912573,2346344],[1923115,2515252],[1924975,2356505],[1925639,2516545],[1941803,2366375],[1943961,2653601],[1945821,2748222],[1956733,2379450],[1975437,2199325],[1978073,2557245],[1982056,2555545],[1990875,2210818],[1999880,2220580],[2000993,2219401],[2004541,2006440],[2030166,2433462],[2033714,2433765],[2040711,2441844],[2058194,2271756],[2060702,2272104],[2063939,2596194],[2065886,2276036],[2071244,2461301],[2073104,2286203],[2087482,2091395],[2144866,2345996],[2147502,2508132],[2151485,2519353],[2155033,2519656],[2169309,2367251],[2170422,2366072],[2173970,2175869],[2184204,2539123],[2246122,2250035],[2258321,2441496],[2260957,2439828],[2350891,2354804] ] cell #4747 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [500245],[520621],[562542],[590844],[612867],[613991],[658921],[685591],[690259],[709213],[710070],[714072],[715894],[756077],[763708],[778759],[780041],[792393],[817561],[818689],[818999],[823357],[831256],[852617],[853899],[867591],[891666],[892754],[893064],[905813],[920718],[922000],[925506],[933137],[933973],[934352],[947637],[958539],[969785],[970873],[971183],[979385],[984788],[1000746],[1002028],[1009986],[1010309],[1011429],[1011808],[1032629],[1041223],[1042311],[1042621],[1046321],[1055370],[1068978],[1080720],[1091622],[1091945],[1093065],[1093444],[1102196],[1107368],[1113098],[1118330],[1124344],[1125432],[1125742],[1130177],[1130288],[1133908],[1135414],[1144810],[1157144],[1157454],[1165656],[1165979],[1167099],[1167478],[1171059],[1188299],[1192320],[1206471],[1214482],[1214593],[1218213],[1219719],[1227119],[1228333],[1234283],[1240075],[1243416],[1245247],[1245557],[1250977],[1251300],[1252420],[1252799],[1257844],[1260805],[1272547],[1283449],[1284892],[1285271],[1290292],[1290403],[1294023],[1295529],[1304925],[1310157],[1317259],[1317569],[1332700],[1337326],[1342102],[1343890],[1346851],[1354692],[1356494],[1363338],[1367629],[1368843],[1372894],[1373086],[1374414],[1374793],[1376854],[1376965],[1380585],[1382091],[1387550],[1401701],[1409823],[1413443],[1414949],[1420602],[1421657],[1421768],[1423563],[1435305],[1438646],[1440477],[1440787],[1446207],[1447650],[1448029],[1460314],[1460425],[1467899],[1470766],[1472685],[1474356],[1484781],[1486056],[1495736],[1496218],[1498020],[1500844],[1502639],[1503481],[1504864],[1507408],[1508463],[1508574],[1510369],[1529076],[1533702],[1538478],[1540266],[1543227],[1551068],[1552302],[1564005],[1565219],[1569270],[1569462],[1570790],[1571169],[1573341],[1576961],[1578467],[1580302],[1585147],[1587216],[1589817],[1591051],[1598201],[1601109],[1601596],[1601707],[1602382],[1614430],[1623183],[1625475],[1625677],[1626952],[1630657],[1632443],[1637114],[1638348],[1655655],[1663129],[1665996],[1667915],[1669586],[1678988],[1690966],[1691448],[1693250],[1696074],[1697869],[1698711],[1700094],[1702638],[1703693],[1703804],[1705599],[1709650],[1709842],[1713882],[1716177],[1716379],[1719970],[1722512],[1724416],[1726485],[1728800],[1730320],[1740976],[1747331],[1751166],[1753069],[1753340],[1758316],[1761822],[1779043],[1781644],[1782878],[1790028],[1792936],[1793423],[1793534],[1794209],[1803875],[1805794],[1805986],[1815010],[1817302],[1817504],[1818779],[1822484],[1824270],[1828941],[1830175],[1835362],[1836204],[1841615],[1841952],[1842223],[1848098],[1849561],[1852058],[1862164],[1864765],[1865999],[1872049],[1875640],[1882155],[1885990],[1896646],[1902448],[1902650],[1906241],[1908783],[1910687],[1912756],[1915071],[1916591],[1926649],[1927247],[1927922],[1928764],[1933602],[1937437],[1939340],[1939611],[1944587],[1948093],[1950385],[1957353],[1963134],[1972572],[1982476],[1982678],[1986269],[1991172],[1991509],[2001615],[2011721],[2015556],[2020345],[2020682],[2020953],[2022977],[2026828],[2028291],[2030788],[2036921],[2040894],[2043209],[2044729],[2045395],[2050779],[2054370],[2060885],[2064720],[2066894],[2075376],[2093279],[2096479],[2096816],[2097087],[2099111],[2105093],[2114531],[2124637],[2128228],[2132563],[2134551],[2135159],[2142001],[2148147],[2148308],[2152107],[2160601],[2160938],[2163233],[2171044],[2181150],[2184985],[2201445],[2204116],[2206104],[2206712],[2229577],[2229914],[2232209],[2239455],[2239616],[2251919],[2255456],[2263733],[2265721],[2266329],[2273171],[2283277],[2294869],[2301359],[2305871],[2306032],[2327344],[2329332],[2329940],[2348116],[2360584],[2360745],[2376585],[2387502],[2388338],[2407491],[2418493],[2418654],[2435212],[2468658],[2489065],[2489226],[2508864],[2558988] ] cell #4748 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1031347],[1156056],[1187017],[1283772],[1299195],[1316171],[1337215],[1385757],[1409712],[1422349],[1429513],[1446530],[1500733],[1509155],[1516319],[1533591],[1552794],[1552870],[1559714],[1573230],[1582133],[1602288],[1623072],[1638840],[1638916],[1645760],[1655544],[1680011],[1681286],[1682115],[1695963],[1704385],[1711549],[1730812],[1730888],[1740865],[1745262],[1761711],[1764316],[1765591],[1766420],[1776974],[1794115],[1806257],[1808040],[1814899],[1830667],[1830743],[1837587],[1844449],[1855363],[1856192],[1860095],[1869552],[1880086],[1887893],[1889676],[1896535],[1900153],[1917083],[1917159],[1927136],[1929069],[1931533],[1947982],[1950587],[1951862],[1952691],[1965459],[1969539],[1975069],[1976059],[1976275],[1980181],[1994006],[1999118],[2007188],[2009652],[2018923],[2023179],[2034093],[2034922],[2038825],[2048282],[2058816],[2066623],[2068406],[2075265],[2079319],[2081381],[2085185],[2089703],[2090633],[2092200],[2095057],[2099313],[2107418],[2117028],[2122140],[2134888],[2138968],[2144498],[2145488],[2145704],[2149610],[2163435],[2168547],[2176617],[2179081],[2188674],[2196057],[2198119],[2199878],[2206441],[2212417],[2214479],[2222801],[2225298],[2232411],[2237959],[2240021],[2243825],[2248343],[2249273],[2250840],[2253697],[2257953],[2258943],[2266058],[2275668],[2280780],[2296992],[2297151],[2304375],[2306437],[2311902],[2319285],[2321347],[2323106],[2324673],[2329669],[2335345],[2342728],[2344790],[2346549],[2353112],[2354042],[2355609],[2359088],[2361150],[2369472],[2371969],[2379082],[2396210],[2405657],[2409614],[2409773],[2413981],[2416997],[2419059],[2430845],[2431004],[2438228],[2440290],[2442049],[2445755],[2453138],[2455200],[2456959],[2458526],[2463522],[2466019],[2471706],[2487660],[2487819],[2489901],[2495090],[2497773],[2516736],[2516895],[2526183],[2530140],[2530299],[2534507],[2537523],[2539585],[2541344],[2544660],[2546861],[2562710],[2572266],[2578731],[2594685],[2594844],[2596926],[2602115],[2604798],[2604957],[2611182],[2621932],[2626446],[2634925],[2635084],[2638327],[2640528],[2640687],[2656377],[2668728],[2675769],[2677970],[2678129],[2691922],[2707186],[2723872],[2737221],[2764041], 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] cell #4749 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [394153],[473158],[501275],[514679],[520631],[555403],[561369],[592101],[607011],[613897],[613947],[619252],[651603],[685714],[691680],[702074],[708040],[709976],[715329],[715836],[721332],[731485],[750422],[755326],[777892],[778882],[779947],[792528],[810243],[818812],[818886],[824778],[830505],[841597],[851750],[852740],[853805],[861588],[871741],[890761],[891801],[892877],[892951],[900914],[905818],[919851],[920841],[921906],[924755],[933958],[934487],[943839],[957788],[968880],[969920],[970996],[971070],[978634],[989726],[992832],[999879],[1000869],[1001934],[1009235],[1010314],[1011414],[1011943],[1020327],[1030480],[1032535],[1040318],[1041358],[1042434],[1042508],[1050471],[1055375],[1076922],[1086015],[1090871],[1091950],[1093050],[1093579],[1098398],[1107491],[1112347],[1116095],[1116335],[1118236],[1123439],[1124479],[1125555],[1125629],[1130110],[1130182],[1130273],[1135419],[1144059],[1155151],[1157267],[1157341],[1164905],[1165984],[1167084],[1167613],[1175997],[1179103],[1186150],[1188205],[1207495],[1212556],[1214415],[1214487],[1214578],[1219724],[1229357],[1234418],[1236277],[1242665],[1243424],[1245370],[1245444],[1250226],[1251305],[1252405],[1252934],[1257849],[1268749],[1277842],[1282698],[1284877],[1285406],[1290225],[1290297],[1290388],[1295534],[1304174],[1307922],[1308162],[1310063],[1315266],[1317382],[1317456],[1318372],[1328351],[1336730],[1337148],[1337311],[1341351],[1343895],[1358722],[1363343],[1364995],[1369867],[1372135],[1374399],[1374928],[1376787],[1376859],[1376950],[1382096],[1402725],[1407786],[1409645],[1409808],[1414954],[1418738],[1420607],[1421662],[1421753],[1431507],[1437895],[1438654],[1440600],[1440674],[1445456],[1447635],[1448164],[1449204],[1449444],[1456187],[1460247],[1460319],[1460410],[1462924],[1466356],[1467904],[1484786],[1488218],[1495362],[1495721],[1500248],[1500666],[1500829],[1504869],[1507413],[1508468],[1508559],[1524727],[1533106],[1533524],[1533687],[1537727],[1540271],[1544251],[1549312],[1549552],[1552307],[1561371],[1566243],[1568511],[1570775],[1571304],[1573163],[1573326],[1578472],[1579551],[1580310],[1585152],[1586142],[1586842],[1587201],[1591056],[1593058],[1601601],[1601692],[1611289],[1614534],[1623005],[1623168],[1625682],[1629114],[1630662],[1638353],[1651417],[1655477],[1655640],[1658154],[1661586],[1663134],[1673616],[1678237],[1678996],[1690592],[1690951],[1695478],[1695896],[1696059],[1700099],[1701751],[1702643],[1703698],[1703789],[1708891],[1713986],[1714916],[1716384],[1724421],[1726470],[1730325],[1736738],[1740798],[1740961],[1746257],[1747316],[1751171],[1753173],[1761807],[1777969],[1778669],[1779028],[1780912],[1782883],[1784885],[1793428],[1793519],[1796033],[1799465],[1805035],[1814832],[1814995],[1817509],[1820941],[1822489],[1828085],[1830180],[1842056],[1849665],[1852063],[1861090],[1861790],[1862149],[1864033],[1866004],[1870586],[1872054],[1882140],[1885995],[1896468],[1896631],[1901187],[1902655],[1903645],[1904345],[1910692],[1912741],[1916596],[1918598],[1918956],[1927232],[1932528],[1933587],[1935471],[1937442],[1939444],[1948078],[1972676],[1981215],[1982683],[1983673],[1984373],[1991613],[2001620],[2010647],[2011706],[2013590],[2015561],[2020786],[2021716],[2022074],[2028395],[2030793],[2040879],[2044734],[2049316],[2050784],[2051774],[2052474],[2060870],[2064725],[2075361],[2084712],[2093264],[2096920],[2097850],[2098208],[2114635],[2123174],[2124642],[2125632],[2126332],[2142105],[2152112],[2161042],[2161972],[2162330],[2171049],[2181135],[2184990],[2193145],[2201450],[2217810],[2230018],[2230948],[2231306],[2251904],[2255560],[2273275],[2283282],[2289595],[2301463],[2316373],[2316731],[2348121],[2376689],[2388813],[2402217],[2435316],[2509339] ] cell #4750 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1156548],[1190756],[1283742],[1316663],[1319725],[1408627],[1413759],[1430005],[1441868],[1446500],[1450697],[1516811],[1522589],[1524208],[1539080],[1559684],[1572145],[1572629],[1577277],[1609151],[1610770],[1645730],[1649930],[1652197],[1653353],[1653837],[1668446],[1679911],[1684961],[1686580],[1688987],[1701369],[1701452],[1735251],[1737518],[1738674],[1739158],[1764216],[1769266],[1770885],[1773292],[1776874],[1779425],[1780530],[1780613],[1802597],[1806688],[1809285],[1811552],[1812708],[1813192],[1827801],[1844349],[1859995],[1862546],[1863651],[1863734],[1876844],[1887579],[1888324],[1890921],[1893188],[1894344],[1894828],[1899716],[1900584],[1904061],[1924945],[1925429],[1928996],[1931228],[1931433],[1932944],[1933984],[1935089],[1935172],[1957156],[1965890],[1968377],[1974969],[1979744],[1980612],[1984089],[1990412],[1993906],[1996605],[2006410],[2006894],[2007115],[2009347],[2009552],[2011063],[2012103],[2013208],[2013291],[2018493],[2018850],[2038725],[2042381],[2042464],[2047845],[2048528],[2048713],[2052190],[2066309],[2073074],[2073558],[2078151],[2081308],[2089266],[2090134],[2091895],[2092100],[2092621],[2094627],[2094984],[2104621],[2107849],[2110336],[2113434],[2116928],[2119544],[2119627],[2121703],[2122386],[2122571],[2126048],[2130812],[2144398],[2149173],[2150041],[2153518],[2158749],[2159106],[2175839],[2176323],[2178776],[2178981],[2180492],[2182637],[2182720],[2187273],[2187379],[2192604],[2194889],[2196348],[2197689],[2198046],[2199643],[2200124],[2200309],[2202365],[2211249],[2211398],[2214406],[2219271],[2220004],[2222364],[2223232],[2224993],[2225198],[2225719],[2227725],[2228082],[2247906],[2248774],[2250535],[2250740],[2251261],[2253267],[2253624],[2261982],[2272074],[2275568],[2278184],[2278267],[2280343],[2281026],[2281211],[2284688],[2293326],[2293879],[2295591],[2295697],[2297232],[2298145],[2300212],[2300389],[2310501],[2310607],[2315832],[2318117],[2318266],[2319576],[2320917],[2321274],[2322871],[2323352],[2323537],[2325593],[2339275],[2341560],[2343019],[2344360],[2344717],[2346314],[2346795],[2346980],[2349036],[2355304],[2355509],[2365942],[2366675],[2369035],[2369903],[2371664],[2371869],[2372390],[2374396],[2374753],[2386337],[2386539],[2388201],[2389444],[2391945],[2400140],[2405948],[2406501],[2408213],[2408319],[2409854],[2410767],[2412834],[2413011],[2427179],[2427732],[2429444],[2429550],[2431085],[2431998],[2434065],[2434242],[2438519],[2441814],[2442295],[2442480],[2449685],[2451970],[2452119],[2453429],[2454770],[2455127],[2456724],[2457205],[2457390],[2459446],[2465714],[2465919],[2468521],[2470240],[2470346],[2472225],[2482227],[2482780],[2487900],[2488102],[2489764],[2491007],[2493508],[2501703],[2506863],[2507065],[2508727],[2509970],[2512471],[2516976],[2519956],[2520133],[2526474],[2527027],[2528739],[2528845],[2530380],[2531293],[2533360],[2533537],[2537814],[2541109],[2541590],[2541775],[2544088],[2544523],[2555976],[2556178],[2558851],[2560570],[2562555],[2572557],[2573110],[2575546],[2577265],[2577371],[2579022],[2579250],[2584909],[2586152],[2588653],[2590897],[2594925],[2595127],[2596789],[2598032],[2600533],[2605038],[2608018],[2608195],[2611027],[2618747],[2620466],[2620572],[2622223],[2623277],[2635165],[2635367],[2637755],[2638190],[2638593],[2640768],[2645848],[2651124],[2652518],[2654237],[2656222],[2661881],[2663124],[2665625],[2675197],[2675632],[2676035],[2678210],[2687129],[2688848],[2691767],[2692102],[2692537],[2693630],[2702364],[2704017],[2704855],[2712110],[2719650],[2723717],[2724052],[2724487],[2725580],[2733317],[2734155],[2736565],[2737876],[2742860],[2748237],[2748672],[2760796],[2763385],[2764696],[2768226],[2772628],[2773063],[2775576],[2784632],[2794128],[2797701],[2800677],[2804577],[2813823],[2826251],[2829824],[2847773] ] cell #4751 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1031470],[1156191],[1187140],[1283777],[1299318],[1316306],[1337220],[1385880],[1409717],[1424587],[1429648],[1446535],[1500738],[1511393],[1516454],[1533596],[1554955],[1555098],[1559719],[1573235],[1582256],[1603406],[1623077],[1641001],[1641144],[1645765],[1655549],[1680016],[1683448],[1684232],[1695968],[1706623],[1711684],[1731867],[1732010],[1740870],[1745267],[1761716],[1764321],[1767753],[1768537],[1776979],[1795233],[1806361],[1810119],[1814904],[1832828],[1832971],[1837592],[1844454],[1856446],[1857230],[1860100],[1869656],[1880091],[1887997],[1891755],[1896540],[1900257],[1918138],[1918281],[1927141],[1929158],[1931538],[1947987],[1950592],[1954024],[1954808],[1965563],[1969643],[1975074],[1976064],[1977314],[1980285],[1994011],[1999222],[2007277],[2009657],[2019012],[2023184],[2035176],[2035960],[2038830],[2048386],[2058821],[2066727],[2070485],[2075270],[2079423],[2081470],[2085274],[2089807],[2090737],[2092205],[2095146],[2099318],[2107522],[2117033],[2122244],[2134992],[2139072],[2144503],[2145493],[2146743],[2149714],[2163440],[2168651],[2176706],[2179086],[2188763],[2196161],[2198208],[2199982],[2206545],[2212521],[2214568],[2222905],[2225303],[2232416],[2238063],[2240110],[2243914],[2248447],[2249377],[2250845],[2253786],[2257958],[2258948],[2266162],[2275673],[2280884],[2297081],[2297205],[2304479],[2306526],[2311991],[2319389],[2321436],[2323210],[2324678],[2329773],[2335434],[2342832],[2344879],[2346653],[2353216],[2354146],[2355614],[2359192],[2361239],[2369576],[2371974],[2379087],[2396299],[2405761],[2409703],[2409827],[2414085],[2417101],[2419148],[2430934],[2431058],[2438332],[2440379],[2442153],[2445844],[2453242],[2455289],[2457063],[2458531],[2463626],[2466024],[2471810],[2487749],[2487873],[2490376],[2495179],[2497862],[2516825],[2516949],[2526287],[2530229],[2530353],[2534611],[2537627],[2539674],[2541448],[2546014],[2546950],[2563107],[2572370],[2578835],[2594774],[2594898],[2597401],[2602204],[2604887],[2605011],[2612317],[2622036],[2626719],[2635014],[2635138],[2639681],[2640617],[2640741],[2656774],[2669609],[2677123],[2678059],[2678183],[2693057],[2707459],[2725007],[2738102],[2764922], [1243643,1763521],[1336587,1854288],[1358579,1874279],[1372676,1887537],[1373158,1887680],[1438873,1949792],[1451345,1711924],[1467140,1975196],[1489002,1994133],[1500105,2003845],[1502604,2006003],[1503044,2006787],[1532963,2033018],[1569052,2066267],[1569534,2066410],[1580529,1835266],[1582330,1838351],[1596816,2089566],[1618292,2107281],[1625372,2111602],[1629898,2117155],[1632418,2119273],[1662370,2144625],[1673473,1921301],[1675911,1679215],[1695335,2173274],[1697834,2175432],[1698274,2176216],[1709432,1957114],[1709914,1957257],[1711155,1959594],[1716074,2189475],[1722041,2193986],[1742887,2210346],[1753315,2218372],[1756931,2222664],[1788643,2248206],[1800249,2038952],[1802555,1805576],[1802698,1806058],[1817199,2270242],[1821725,2275795],[1824245,2277913],[1828444,2067085],[1835327,2072667],[1835767,2073451],[1840282,2289779],[1841144,2290332],[1842198,2291084],[1851753,2297793],[1871744,2312703],[1877711,2317214],[1902345,2336146],[1904704,2135350],[1908312,2340657],[1922356,2149473],[1924538,1927887],[1925322,1928327],[1939586,2365043],[1943202,2369335],[1950282,2176830],[1957328,2182366],[1963789,2384249],[1970902,2388997],[1972818,2390302],[1982373,2397011],[1984732,2206903],[1990701,2402954],[1991755,2403706],[2001310,2410415],[2004709,2566323],[2019874,2424185],[2020928,2424937],[2022874,2240234],[2030483,2431646],[2036450,2252168],[2036574,2036821],[2042110,2045370],[2050474,2446556],[2052833,2266520],[2056441,2451067],[2066869,2279247],[2088033,2473932],[2096008,2479233],[2097062,2479985],[2099008,2306650],[2105748,2485812],[2114777,2491865],[2117713,2493920],[2124332,2498574],[2126691,2330131],[2133218,2504775],[2134080,2336498],[2134204,2134451],[2135134,2337391],[2140331,2509523],[2142247,2510828],[2148077,2148283],[2151802,2517537],[2154161,2353574],[2160130,2523480],[2161184,2524232],[2163130,2361363],[2170739,2530941],[2174138,2659990],[2201140,2551766],[2204771,2553888],[2205633,2397363],[2205757,2206004],[2206687,2398256],[2221131,2564262],[2223977,2566199],[2226362,2414443],[2229106,2569563],[2230160,2570315],[2232106,2419272],[2239385,2239591],[2246673,2580957],[2255702,2587010],[2257648,2440503],[2264388,2592837],[2265250,2446908],[2265374,2265621],[2266304,2447801],[2273417,2598890],[2276353,2600945],[2282972,2605599],[2285331,2463984],[2286371,2715878],[2294398,2612996],[2297337,2616284],[2301605,2617220],[2305801,2306007],[2324368,2495303],[2327999,2633077],[2328861,2498926],[2328985,2329232],[2329915,2499819],[2347811,2645433],[2351442,2647555],[2353358,2518782],[2356673,2746676],[2360514,2360720],[2367802,2657929],[2370648,2659866],[2373033,2534969],[2376831,2663982],[2378777,2539798],[2379767,2666037],[2383094,2668450],[2389886,2673156],[2393616,2673835],[2407020,2561781],[2407144,2407391],[2409959,2563602],[2414227,2567445],[2418423,2418629],[2431190,2697024],[2435458,2697960],[2443311,2702776],[2458221,2602328],[2461852,2713817],[2463768,2606844],[2464698,2715754],[2467574,2717809],[2472777,2720301],[2473308,2721460],[2484657,2622500],[2485152,2488005],[2488995,2489201],[2491449,2627380],[2510412,2741649],[2514142,2742328],[2517081,2745616],[2521349,2746552],[2530485,2657269],[2534753,2661112],[2547530,2761271],[2557904,2678391],[2558565,2561012],[2563638,2682296],[2579802,2777430],[2580333,2778589],[2586594,2782136],[2598474,2708120],[2622833,2624763],[2641197,2808071],[2646931,2811722],[2657305,2750789] ] cell #4752 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037758,2262936],[1120879,2326547],[1211075,2392952],[1312706,2460400],[1335413,2473685],[1373447,2494515],[1406305,2513478],[1465515,2548342],[1498931,2564015],[1531789,2580710],[1547831,2589660],[1569823,2601540],[1622390,2625140],[1628273,2627531],[1660745,2642009],[1672299,2647308],[1694161,2657682],[1710203,2666632],[1749888,2680447],[1798624,2699352],[1801381,2587802],[1814217,2705880],[1820100,2708271],[1831654,2713570],[1837740,2466449],[1895853,2735180],[1907848,2739195],[1923697,2648007],[1936159,2748940],[1950740,2536364],[1953183,2755487],[1955940,2664774],[1987876,2766015],[2014278,2773331],[2023332,2578283],[2025686,2776644],[2055977,2707039],[2066585,2603402],[2071826,2714269],[2099466,2621484],[2101820,2798769],[2129835,2736339],[2131349,2806264],[2134850,2639764],[2163588,2655255],[2165942,2749770],[2176566,2662073],[2202902,2824180],[2206403,2677206],[2232564,2689866],[2234918,2774161],[2236577,2691511],[2239970,2693132],[2262519,2783326],[2266020,2706026],[2302993,2723461],[2306386,2725082],[2326130,2803271],[2329631,2735326],[2334106,2737077],[2357706,2747646],[2361099,2749267],[2387076,2821977],[2394971,2763897],[2415615,2772037],[2419008,2773658],[2444516,2783833],[2471035,2794862],[2496534,2803778],[2546254,2822395], [859028,2104296,2622868],[987166,2219679,2682331],[992860,1761029,2684603],[1079567,2091040,2720705],[1083458,2299887,2721495],[1115718,1884712,2731024],[1173437,2366350,2750824],[1179131,1947300,2753096],[1205986,2199345,2761660],[1238922,1999525,2769281],[1242813,2004075,2770071],[1271394,2249680,2777834],[1275285,2433740,2778624],[1307545,2063442,2788153],[1318400,2074583,2792309],[1335130,1595991,2614284],[1361785,1869959,2726974],[1368358,2113136,2801541],[1401216,2346016,2808460],[1412290,2354449,2810967],[1416181,2519631,2811757],[1418766,2157305,2812815],[1434152,2168954,2816081],[1438043,2173504,2816871],[1448827,2183707,2820131],[1492237,1990114,2766774],[1498648,1756106,2682666],[1531506,1787818,2695024],[1542742,2441516,2835058],[1545019,2442456,2835546],[1545339,2258106,2590059],[1548935,2260460,2836375],[1558161,2048689,2784103],[1564734,2271776,2839147],[1575808,2281187,2841654],[1579699,2285737,2842444],[1582284,2288475,2609738],[1622107,1874509,2727764],[1644207,2122547,2804048],[1657002,2346956,2853382],[1669241,2349573,2853776],[1672016,1921531,2743616],[1673735,2353074,2649797],[1674402,2520570,2854364],[1674569,2518426,2811621],[1678385,2356039,2855034],[1687467,2159543,2813574],[1693878,1942377,2751159],[1705114,2375190,2859171],[1707391,2541751,2859659],[1707711,2379235,2667031],[1711307,2381589,2667177],[1742323,2200285,2823786],[1771772,2228519,2829575],[1780220,2432535,2867652],[1784234,2434679,2868070],[1795601,2436846,2698393],[1796181,2437069,2868367],[1800534,2440239,2701716],[1801049,2041437,2587579],[1801098,2041285,2700155],[1813934,2053239,2784893],[1816357,2457366,2871905],[1816677,2458679,2601939],[1828596,2459983,2712235],[1831371,2069660,2790372],[1833090,2463484,2716059],[1833757,2608632,2872887],[1833924,2606488,2842308],[1863341,2298682,2844880],[1867355,2300826,2845298],[1895570,2127097,2804838],[1897993,2323513,2849133],[1898313,2324826,2494914],[1903213,2511397,2737620],[1903793,2511620,2878775],[1904856,2507602,2738001],[1907565,2137815,2807522],[1918456,2515340,2879266],[1918616,2515497,2742829],[1923863,1924029,2648164],[1934779,2531830,2881533],[1938126,2534469,2660171],[1938793,2533974,2881951],[1938960,2655985,2858432],[1950160,2536141,2754528],[1955093,2539534,2757851],[1955608,2181693,2664551],[1955657,2181541,2756290],[1983241,2390871,2764440],[1983821,2391094,2861681],[1984884,2556715,2764821],[1987593,2209368,2825438],[2012898,2411304,2864439],[2016245,2413943,2566504],[2016912,2413448,2864857],[2017079,2690596,2828836],[2020495,2236800,2831374],[2021574,2581409,2886866],[2021734,2581566,2775545],[2022752,2578060,2775815],[2036310,2585101,2779800],[2047003,2596888,2707312],[2051342,2599459,2784376],[2051922,2599682,2888897],[2052985,2595664,2784757],[2055130,2602064,2710635],[2055645,2269137,2706816],[2055694,2268985,2785594],[2066745,2603559,2789585],[2071992,2072158,2714426],[2096629,2303216,2845595],[2097708,2474384,2874379],[2097868,2474541,2797670],[2098886,2621261,2797940],[2111131,2488639,2847324],[2120861,2489863,2626572],[2125200,2492434,2804321],[2125780,2492657,2876410],[2126843,2635904,2804702],[2128988,2495039,2629895],[2129503,2332748,2736116],[2129552,2332596,2805539],[2131959,2638289,2737347],[2132475,2333949,2851125],[2133940,2642812,2806605],[2135010,2639921,2806852],[2154313,2520939,2650382],[2157972,2656326,2750372],[2159912,2358659,2748083],[2160751,2357929,2812974],[2161830,2658381,2894026],[2161990,2658538,2813792],[2163008,2655032,2814062],[2166108,2166274,2749927],[2186508,2542952,2759089],[2190974,2544622,2668854],[2203512,2675731,2764167],[2204028,2394814,2862172],[2205493,2549145,2824521],[2206563,2677363,2824768],[2217378,2561365,2826985],[2217958,2561588,2863500],[2226514,2413817,2567089],[2226948,2562659,2681879],[2228888,2416568,2772474],[2229727,2415838,2828975],[2230806,2564714,2885177],[2230966,2564871,2829793],[2231984,2689643,2830063],[2235084,2235250,2774318],[2237315,2691871,2775327],[2237799,2423028,2775080],[2257526,2589853,2702001],[2261281,2707161,2707494],[2263129,2445149,2704551],[2263335,2265009,2784173],[2263645,2444359,2836666],[2265110,2709074,2837292],[2266180,2706183,2837539],[2285483,2609001,2716644],[2288143,2466601,2793245],[2292391,2611131,2718198],[2295019,2471258,2843941],[2299292,2476068,2614892],[2301195,2476759,2796769],[2303731,2723821,2797452],[2304215,2478076,2797205],[2311558,2314202,2623811],[2316231,2625286,2875694],[2316391,2625443,2847742],[2324246,2494708,2630180],[2324892,2626421,2626754],[2326740,2497167,2733851],[2326946,2328620,2804118],[2327256,2496377,2849242],[2328721,2628334,2849868],[2329791,2735483,2850115],[2334454,2737196,2738137],[2350183,2649691,2744224],[2353234,2650167,2745856],[2358074,2359708,2813460],[2358444,2522983,2748006],[2358928,2522323,2813327],[2373185,2534343,2660756],[2375559,2537094,2819274],[2378655,2666825,2758136],[2381755,2381921,2821118],[2385206,2668703,2669644],[2387414,2546097,2860965],[2391609,2550574,2671970],[2393145,2550991,2763211],[2393351,2394237,2823856],[2395319,2764016,2764957],[2401704,2679153,2884653],[2402673,2405013,2679513],[2406880,2680774,2863778],[2409270,2411914,2683274],[2414103,2566874,2684906],[2415983,2417617,2829461],[2416353,2569066,2772397],[2416837,2568406,2829328],[2433145,2583093,2695632],[2435048,2583784,2834375],[2437584,2701584,2780950],[2444864,2446292,2783952],[2458099,2601733,2710920],[2460593,2604192,2790980],[2460799,2462473,2841724],[2463644,2716429,2792612],[2467609,2610347,2717951],[2468217,2610771,2873855],[2471546,2612392,2844219],[2474889,2615828,2720554],[2476174,2477097,2845184],[2476544,2616524,2796692],[2484209,2726704,2875591],[2484696,2486769,2726823],[2490832,2493172,2730090],[2496882,2498310,2803897],[2512135,2644241,2740463],[2513671,2644658,2810011],[2513877,2514763,2853452],[2515845,2745160,2810816],[2529796,2532440,2751767],[2534629,2660541,2753399],[2536509,2538143,2859057],[2536879,2662733,2819197],[2543857,2668584,2860862],[2547383,2548173,2861325],[2547565,2670820,2671186],[2550706,2551502,2823635],[2557606,2557939,2766527],[2563146,2565219,2769130],[2581914,2696568,2777683],[2583199,2584122,2867956],[2583569,2697264,2834298],[2597857,2600197,2787219],[2603907,2605335,2841503],[2613497,2614127,2844376],[2641050,2641840,2878419],[2641232,2739313,2739679],[2644373,2645169,2853231],[2656813,2658886,2815930],[2694237,2694867,2867148] ] cell #4753 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2567157],[2614895],[2623814],[2630183],[2650450],[2660824],[2667791],[2671968],[2679511],[2683277],[2684904],[2695635],[2702004],[2710923],[2716712],[2717638],[2720546],[2726815],[2730088],[2740461],[2744227],[2745854],[2751770],[2753397],[2758139],[2761100],[2766214],[2769122],[2777675],[2780948],[2787217],[2792610],[2807900],[2810808],[2815922], [1596049,2296843],[1616485,2311121],[1755124,2408833],[1756164,2409465],[1761032,2412781],[1787876,2430696],[1851880,2474048],[1854576,2475631],[1871871,2485928],[1874567,2487511],[1884780,2493638],[1921589,2516587],[1941395,2529359],[1942435,2529991],[1947303,2533307],[1972950,2548856],[1991887,2559230],[2001437,2564378],[2004133,2565961],[2030610,2581073],[2033306,2582656],[2041343,2587404],[2041505,2439788],[2050601,2592953],[2053297,2594536],[2063510,2600663],[2069718,2604649],[2074586,2607965],[2114909,2628045],[2124459,2633193],[2127155,2634776],[2137873,2640379],[2142379,2642523],[2151929,2647671],[2152689,2518119],[2154625,2649254],[2157308,2651071],[2161316,2652897],[2170866,2658045],[2173562,2659628],[2181599,2664376],[2181761,2539083],[2183775,2665755],[2201267,2673951],[2209426,2677821],[2230292,2687508],[2236858,2691049],[2255834,2699866],[2257775,2700875],[2258109,2702282],[2260528,2702494],[2269043,2706641],[2269205,2596154],[2273549,2708785],[2283099,2713933],[2283859,2606181],[2285795,2715516],[2288478,2717333],[2298750,2721069],[2301737,2722383],[2303274,2722999],[2324495,2732071],[2324829,2630461],[2332654,2735941],[2332816,2636394],[2333928,2736617],[2347938,2742444],[2349641,2743190],[2352799,2744571],[2353077,2745678],[2353490,2744907],[2356097,2746314],[2357987,2747184],[2358727,2653140],[2364068,2655678],[2376963,2756001],[2378904,2757010],[2379238,2758417],[2381657,2758629],[2390874,2761893],[2391152,2761959],[2394793,2763437],[2411372,2769645],[2413946,2684728],[2414359,2770959],[2415896,2771575],[2416636,2687751],[2421977,2690289],[2423010,2774767],[2432603,2778198],[2435590,2779512],[2436849,2780062],[2437127,2780128],[2440237,2782193],[2444338,2783373],[2445152,2704554],[2445430,2704564],[2458348,2789200],[2458682,2711201],[2460051,2789946],[2463209,2791327],[2463487,2792434],[2463900,2791663],[2466669,2717134],[2471316,2794673],[2474363,2795602],[2474539,2795642],[2476827,2722626],[2478058,2796892],[2488707,2800512],[2489866,2729202],[2492437,2801774],[2492715,2801840],[2495037,2731333],[2496356,2803318],[2497170,2733854],[2497448,2733864],[2507670,2807431],[2511400,2808693],[2511678,2808759],[2515319,2810237],[2515495,2810277],[2522305,2813014],[2522805,2747770],[2522981,2748004],[2528041,2815069],[2531898,2816445],[2534472,2753221],[2534885,2817759],[2536144,2818309],[2537162,2756244],[2539532,2820440],[2542503,2758782],[2544625,2760285],[2546076,2822153],[2549127,2822956],[2550994,2763214],[2551272,2763224],[2556783,2825347],[2561368,2826730],[2561646,2826796],[2562657,2768591],[2564693,2827725],[2564869,2827765],[2568388,2829015],[2568888,2772161],[2569064,2772395],[2574124,2831070],[2578063,2832213],[2581388,2833208],[2581564,2833248],[2583852,2779755],[2585083,2834498],[2591739,2783944],[2595732,2838118],[2596891,2786331],[2599462,2839380],[2599740,2839446],[2602062,2788462],[2603557,2840964],[2604195,2790983],[2604473,2790993],[2610243,2843713],[2611129,2794390],[2612374,2844076],[2616346,2796456],[2616522,2796690],[2621264,2846434],[2625265,2847500],[2625441,2847540],[2626413,2800981],[2628316,2848303],[2631979,2803889],[2635972,2850694],[2638292,2807085],[2639919,2851789],[2642794,2852552],[2644661,2810014],[2644939,2810024],[2655035,2856326],[2656324,2815391],[2658360,2857321],[2658536,2857361],[2662555,2818961],[2662731,2819195],[2668164,2860854],[2668695,2822005],[2671082,2822532],[2673213,2823627],[2675734,2825001],[2677361,2862836],[2678625,2863272],[2680756,2863635],[2689646,2865993],[2691869,2831996],[2697086,2834062],[2697262,2834296],[2706181,2870312],[2707153,2838587],[2709056,2871075],[2712719,2841495],[2720015,2844368],[2723819,2846217],[2726284,2875583],[2735481,2877565],[2737188,2851601],[2739575,2852128],[2741706,2853223],[2764008,2862648],[2777144,2867140], [1037761,1808312,2444974],[1120882,1889948,2496992],[1211078,1976547,2550816],[1312709,2068678,2604017],[1335416,2087641,2614437],[1373450,2118506,2630005],[1406308,2145976,2644483],[1465583,2195879,2671523],[1498934,2220739,2682819],[1531792,2246281,2695177],[1547834,2259431,2701826],[1569826,2277146,2710745],[1622393,2315069,2727917],[1628341,2319107,2729643],[1660813,2342550,2740016],[1672302,2351050,2743769],[1694164,2367410,2751312],[1710206,2380560,2757961],[1749956,2405479,2767448],[1798692,2438050,2780503],[1801384,2439987,2781260],[1814220,2448922,2785046],[1820168,2452960,2786772],[1831657,2461460,2790525],[1837743,2466507,2793070],[1895856,2500940,2804991],[1907851,2508291,2807675],[1923765,2517966,2811153],[1936227,2526005,2814248],[1950743,2536422,2818375],[1953251,2537345,2818750],[1955943,2539282,2819507],[1987879,2557404,2825591],[2014346,2572088,2830249],[2023335,2578341,2832279],[2025754,2578553,2832381],[2055980,2596353,2838362],[2066588,2603381,2840924],[2071894,2606028,2841840],[2099469,2621542,2846500],[2101888,2621754,2846602],[2129838,2636593,2850938],[2131417,2637255,2851253],[2134853,2639743,2851749],[2163591,2655313,2856392],[2166010,2655525,2856494],[2176564,2662055,2858611],[2202970,2674697,2862300],[2206406,2677185,2862796],[2232567,2689924,2866059],[2234986,2690136,2866161],[2236580,2690983,2866485],[2239968,2693114,2866848],[2262587,2703517,2869776],[2266023,2706005,2870272],[2302996,2722933,2874867],[2306384,2725064,2875230],[2326198,2732817,2877029],[2329634,2735305,2877525],[2334104,2736657,2877948],[2357709,2747118,2880366],[2361097,2749249,2880729],[2387144,2760631,2883689],[2394969,2763477,2884146],[2415618,2771509,2885665],[2419006,2773640,2886028],[2444514,2783413,2888070],[2471038,2794607,2890498],[2496532,2803358,2891829],[2546252,2822193,2895229] ] cell #4754 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1504690],[1596575],[1633796],[1634550],[1678058],[1699920],[1725320],[1756690],[1761190],[1761471],[1761483],[1788402],[1804147],[1804901],[1825623],[1826377],[1837413],[1839428],[1850387],[1870105],[1875093],[1879072],[1880990],[1884858],[1885635],[1911591],[1922115],[1926896],[1926908],[1942961],[1947461],[1947742],[1947754],[1958706],[1959460],[1960579],[1966942],[1970048],[1974055],[1988985],[1990225],[1994910],[1998696],[1999671],[1999944],[2004186],[2018158],[2029117],[2037811],[2039729],[2044374],[2048835],[2057802],[2059720],[2063588],[2064365],[2074744],[2075025],[2075037],[2076983],[2082718],[2089281],[2091186],[2094292],[2104106],[2108244],[2112007],[2113247],[2116014],[2122693],[2136371],[2139477],[2143484],[2149188],[2150436],[2157466],[2158414],[2159654],[2168125],[2169100],[2169373],[2173615],[2178067],[2183853],[2184630],[2185800],[2191379],[2197354],[2199456],[2200431],[2207924],[2210452],[2216791],[2219489],[2222379],[2227390],[2228630],[2241358],[2242333],[2247921],[2249826],[2252932],[2260606],[2262746],[2270647],[2271887],[2274654],[2279687],[2280358],[2281333],[2285848],[2289885],[2293544],[2299478],[2299697],[2300937],[2307774],[2308749],[2314388],[2315847],[2320582],[2323659],[2326357],[2337831],[2338050],[2339290],[2344025],[2346127],[2347102],[2350369],[2354595],[2356150],[2363462],[2366160],[2369050],[2375301],[2383010],[2389103],[2391783],[2392762],[2398696],[2398915],[2400155],[2405187],[2406166],[2412100],[2413559],[2421371],[2433331],[2433550],[2434790],[2437758],[2441627],[2442602],[2448241],[2449700],[2454435],[2457512],[2460210],[2467618],[2472693],[2474898],[2484573],[2486778],[2493346],[2500259],[2501718],[2509629],[2512309],[2513288],[2515854],[2519222],[2519441],[2520681],[2532626],[2534085],[2541897],[2547574],[2557948],[2565228],[2567885],[2579718],[2581923],[2600371],[2607284],[2608743],[2641241],[2658895],[2661552], [447397,2298251],[557807,2410873],[581250,2432104],[648900,2488208],[688118,2349142],[704478,2531399],[748394,2558481],[762355,2566658],[796938,2256282],[797066,2041869],[807540,2595233],[821216,2459552],[859405,2622877],[869713,2627296],[883674,2635473],[895409,2507171],[911197,2153011],[917823,2652148],[931784,2660325],[938897,2377411],[939025,2182125],[961624,2673072],[973528,2556284],[987543,2682340],[997851,2686759],[1006831,2575176],[1038135,2703617],[1044966,2450018],[1045094,2269569],[1048443,2708036],[1060754,2284181],[1062404,2716213],[1083835,2721504],[1085027,2722037],[1088467,2618377],[1121256,2732917],[1128087,2502036],[1128215,2333180],[1129937,2637355],[1147895,2741565],[1159799,2649951],[1162501,2522164],[1163620,2361888],[1170483,2364390],[1173814,2750833],[1184122,2755252],[1208523,2672669],[1211452,2762612],[1214242,2674797],[1244382,2770613],[1247822,2568247],[1248941,2419797],[1255804,2422299],[1257489,2423738],[1275662,2778633],[1276854,2779166],[1280294,2699117],[1286534,2782052],[1290052,2591065],[1291256,2053823],[1292010,2448253],[1313083,2790046],[1319914,2287747],[1320042,2076229],[1330136,2611830],[1335574,2795499],[1336975,2721169],[1341172,2307175],[1343535,2478786],[1370895,2730789],[1373824,2802493],[1376614,2631305],[1377818,2127681],[1378572,2500271],[1403753,2741162],[1406682,2809412],[1409472,2743290],[1416558,2811766],[1417750,2812299],[1420247,2357123],[1421417,2525142],[1421429,2164339],[1439612,2817413],[1443052,2373793],[1444171,2177355],[1451034,2185812],[1460074,2669318],[1465661,2672136],[1467544,2549855],[1471038,2209952],[1471792,2398708],[1493654,2680212],[1499092,2827622],[1500493,2769745],[1507053,2415032],[1508223,2571225],[1508235,2233315],[1526512,2426418],[1531950,2833105],[1533351,2778298],[1537548,2240759],[1539911,2585811],[1545279,2588491],[1548208,2836010],[1551947,2266884],[1567271,2787918],[1570200,2840099],[1572990,2458754],[1574194,2070244],[1574948,2279699],[1581268,2842986],[1584133,2611297],[1590696,2469899],[1596102,2615229],[1601356,2480895],[1601368,2309677],[1613074,2481466],[1622551,2799588],[1622832,2727438],[1628419,2730256],[1630302,2629044],[1637993,2330495],[1655304,2505741],[1660891,2740629],[1662774,2643522],[1666268,2138399],[1667022,2337843],[1672460,2854019],[1673861,2648521],[1688884,2525713],[1694322,2857218],[1695723,2816545],[1702283,2374061],[1703453,2373222],[1703465,2179985],[1707651,2665463],[1710580,2860123],[1713460,2544959],[1723402,2552116],[1729965,2400473],[1740625,2554854],[1744248,2679679],[1750034,2767726],[1750811,2560229],[1756217,2683611],[1773189,2571796],[1775960,2574643],[1782523,2427397],[1787929,2695969],[1793183,2425847],[1793195,2243261],[1798770,2698584],[1800653,2589470],[1814378,2837194],[1814659,2593803],[1816617,2711832],[1820246,2787385],[1822129,2709784],[1829820,2281606],[1831815,2872542],[1833216,2714783],[1849139,2477917],[1859081,2617844],[1865644,2482445],[1869130,2624148],[1874620,2728306],[1896014,2849770],[1896295,2634043],[1898253,2631092],[1899731,2503536],[1908009,2879125],[1909673,2503003],[1916236,2339608],[1921642,2646316],[1930519,2651615],[1936305,2814526],[1937082,2526692],[1938252,2753756],[1942488,2752104],[1953329,2754719],[1955212,2666442],[1979759,2552649],[1988037,2862031],[2008638,2686226],[2014424,2830527],[2015201,2572775],[2016371,2685263],[2025832,2776279],[2027869,2422869],[2047189,2786141],[2047860,2591598],[2053350,2785435],[2055249,2601350],[2069771,2712578],[2083693,2719150],[2101966,2798404],[2121047,2729012],[2121718,2631838],[2127208,2805380],[2129107,2494325],[2132145,2806507],[2137926,2738679],[2158146,2656690],[2191160,2759707],[2192619,2670186],[2203698,2824423],[2209479,2765499],[2227122,2563023],[2237489,2692973],[2261290,2707503],[2292565,2612233],[2303905,2724923],[2324901,2626763],[2334463,2738146],[2385215,2669653],[2395328,2764966] ] cell #4755 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1244634],[1335531],[1373639],[1374189],[1418002],[1439864],[1466105],[1499049],[1503794],[1504030],[1531907],[1548023],[1548573],[1570015],[1570565],[1581520],[1595784],[1622508],[1625645],[1628863],[1633603],[1661335],[1672417],[1677162],[1677398],[1694279],[1699024],[1699260],[1710395],[1710945],[1712024],[1716347],[1722004],[1750478],[1753573],[1755899],[1761049],[1787611],[1795996],[1799214],[1803954],[1817472],[1820690],[1825430],[1836517],[1836753],[1838482],[1841107],[1842456],[1852026],[1872017],[1874302],[1877674],[1884924],[1902618],[1903608],[1908275],[1918998],[1921324],[1939844],[1942170],[1947320],[1950555],[1958513],[1959683],[1963752],[1973076],[1982646],[1983636],[1988419],[1990664],[1992013],[2001583],[2004256],[2019837],[2021186],[2022116],[2023147],[2030756],[2036413],[2050747],[2051737],[2056404],[2063654],[2067127],[2067242],[2074603],[2078551],[2087996],[2095971],[2097320],[2098250],[2099281],[2105711],[2115035],[2124605],[2125595],[2133181],[2134043],[2135392],[2135507],[2142505],[2152075],[2157325],[2160093],[2161442],[2162372],[2163403],[2171012],[2173685],[2183919],[2195289],[2201413],[2204734],[2205596],[2206945],[2207060],[2217773],[2221094],[2229069],[2230418],[2231348],[2232379],[2246636],[2255960],[2257921],[2260672],[2264351],[2265213],[2266562],[2266677],[2273675],[2283245],[2285918],[2294361],[2299544],[2301863],[2314454],[2316773],[2324641],[2327962],[2328824],[2330173],[2330288],[2341960],[2348084],[2350435],[2351405],[2353616],[2353731],[2356220],[2367765],[2377089],[2379050],[2383057],[2391853],[2393579],[2405257],[2406983],[2412166],[2414485],[2414600],[2433397],[2435716],[2437828],[2458494],[2461815],[2464026],[2464141],[2467622],[2472740],[2474902],[2484620],[2486782],[2493416],[2512379],[2514105],[2515858],[2532692],[2535011],[2535126],[2547578],[2557952],[2565232],[2579765],[2581927],[2600441],[2641245],[2658899], [447392,2305764],[557802,2418386],[581245,2239348],[590464,1801499],[648895,2488958],[688113,2148040],[689854,1924287],[704473,2360477],[713692,1956058],[748389,2558528],[762350,2567408],[796933,2041078],[807535,2447764],[809280,2056095],[821211,2279210],[822952,2072416],[859048,2622881],[869708,2627343],[883669,2499782],[885414,2129953],[895404,2337354],[917818,2523080],[918075,2165664],[924261,2166532],[931779,2661075],[938892,2181334],[961619,2673119],[973523,2398219],[987186,2682344],[997846,2569163],[998103,2234640],[1004289,2235508],[1006826,2423785],[1037778,2591918],[1037950,1814335],[1038500,2268685],[1044961,2268778],[1048438,2708083],[1062399,2606807],[1064144,1837932],[1083478,2721508],[1085022,2616621],[1085279,2101542],[1088462,2478833],[1120899,2632158],[1121071,1895971],[1121621,2332296],[1128082,2332389],[1130003,2503856],[1147890,2741612],[1159794,2518745],[1162496,2357170],[1162724,2362777],[1162960,1936749],[1173457,2750837],[1184117,2662830],[1184374,1951826],[1190560,1959919],[1208518,2549902],[1211095,2673392],[1211267,1987994],[1211817,2209068],[1214308,2552969],[1244377,2685003],[1247817,2415079],[1248045,2420686],[1248281,2014868],[1257559,2237191],[1275305,2778637],[1276849,2697361],[1277106,2025408],[1280289,2585858],[1286529,2782099],[1290118,2444017],[1291063,2053032],[1312726,2712898],[1312898,1831772],[1313448,2068320],[1319909,2076036],[1330131,2469946],[1335433,2720758],[1337041,2615549],[1340276,2308064],[1340512,2102410],[1343605,2303607],[1370890,2629091],[1373467,2731512],[1376680,2496035],[1377625,2126890],[1403748,2643569],[1406325,2741885],[1406497,1907966],[1407047,2137515],[1409538,2646636],[1416201,2811770],[1417745,2745953],[1420317,2157848],[1439607,2753496],[1443047,2177162],[1443275,2177382],[1443511,1953773],[1460140,2545279],[1462887,2394472],[1465727,2549306],[1467614,2391485],[1470845,2209161],[1493649,2560276],[1498951,2769334],[1500559,2683931],[1507123,2226824],[1526507,2240566],[1531809,2777887],[1533417,2696289],[1536652,2241648],[1536888,2026276],[1539981,2437460],[1545274,2440835],[1547851,2782372],[1567266,2709831],[1569843,2788641],[1573056,2279051],[1574001,2069453],[1581263,2792709],[1586105,2469350],[1590766,2292267],[1593458,2302457],[1596172,2474638],[1613069,2306982],[1622410,2727027],[1622898,2624468],[1628485,2628495],[1630372,2493048],[1655370,2337195],[1658117,2333607],[1660957,2642973],[1662844,2512011],[1666075,2137608],[1672319,2811020],[1673927,2518586],[1688879,2361695],[1694181,2816134],[1695789,2752424],[1702353,2176669],[1707646,2540130],[1710223,2820619],[1715316,2384955],[1740691,2398060],[1746220,2559680],[1750100,2680935],[1750881,2404889],[1756287,2564968],[1773184,2419604],[1777932,2423189],[1782593,2240073],[1785285,2236041],[1787999,2581663],[1798836,2585262],[1800723,2440342],[1814237,2784156],[1814725,2447605],[1816612,2602660],[1820312,2709235],[1822199,2600073],[1831674,2841707],[1833282,2606648],[1861053,2478237],[1865714,2306489],[1870986,2486518],[1874690,2625540],[1895873,2804101],[1896361,2499623],[1898248,2495635],[1901587,2334203],[1907868,2853435],[1921712,2515594],[1932491,2522484],[1936371,2749428],[1937152,2361202],[1938318,2660916],[1942558,2658635],[1953395,2662234],[1955282,2539637],[1981615,2395068],[1987896,2823839],[2010610,2568567],[2014490,2773819],[2015271,2419111],[2016437,2567249],[2025898,2693293],[2047255,2707365],[2049716,2444613],[2053420,2706280],[2055319,2602167],[2069841,2603656],[2084675,2612553],[2102032,2725243],[2121113,2626625],[2123574,2496631],[2127278,2735580],[2129177,2495142],[2132211,2737400],[2137996,2640018],[2158216,2656737],[2191226,2668907],[2193545,2546351],[2203764,2764220],[2209549,2677460],[2227192,2563070],[2237559,2693020],[2261294,2707507],[2292635,2612280],[2303975,2724970],[2324905,2626767],[2334467,2738150],[2385219,2669657],[2395332,2764970] ] cell #4756 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1244628],[1335458],[1373492],[1374191],[1417996],[1439858],[1466030],[1498976],[1503796],[1503881],[1531834],[1547876],[1548575],[1569868],[1570567],[1581514],[1595779],[1622435],[1625647],[1628788],[1633598],[1661260],[1672344],[1677164],[1677249],[1694206],[1699026],[1699111],[1710248],[1710947],[1712018],[1716349],[1721999],[1750403],[1753568],[1755894],[1761123],[1787606],[1795998],[1799139],[1803949],[1817474],[1820615],[1825425],[1836519],[1836604],[1838484],[1841102],[1842451],[1852028],[1872019],[1874297],[1877669],[1884926],[1902620],[1903610],[1908270],[1918993],[1921319],[1939839],[1942165],[1947394],[1950557],[1958508],[1959685],[1963747],[1973071],[1982648],[1983638],[1988414],[1990659],[1992008],[2001585],[2004251],[2019832],[2021181],[2022111],[2023149],[2030758],[2036408],[2050749],[2051739],[2056399],[2063656],[2067122],[2067244],[2074677],[2078546],[2087991],[2095966],[2097315],[2098245],[2099283],[2105706],[2115030],[2124607],[2125597],[2133176],[2134038],[2135387],[2135509],[2142500],[2152077],[2157399],[2160088],[2161437],[2162367],[2163405],[2171014],[2173680],[2183921],[2195284],[2201415],[2204729],[2205591],[2206940],[2207062],[2217775],[2221089],[2229064],[2230413],[2231343],[2232381],[2246631],[2255955],[2257923],[2260674],[2264346],[2265208],[2266557],[2266679],[2273670],[2283247],[2285913],[2294356],[2299546],[2301858],[2314456],[2316768],[2324643],[2327957],[2328819],[2330168],[2330290],[2341955],[2348086],[2350437],[2351400],[2353611],[2353733],[2356215],[2367760],[2377084],[2379052],[2383052],[2391848],[2393574],[2405252],[2406978],[2412168],[2414480],[2414602],[2433399],[2435711],[2437823],[2458496],[2461810],[2464021],[2464143],[2467619],[2472735],[2474899],[2484615],[2486779],[2493411],[2512374],[2514100],[2515855],[2532694],[2535006],[2535128],[2547575],[2557949],[2565229],[2579760],[2581924],[2600436],[2641242],[2658896], 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] cell #4757 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1244630],[1335529],[1373637],[1374192],[1417998],[1439860],[1466104],[1499047],[1503797],[1504029],[1531905],[1548021],[1548576],[1570013],[1570568],[1581516],[1595783],[1622506],[1625648],[1628862],[1633602],[1661334],[1672415],[1677165],[1677397],[1694277],[1699027],[1699259],[1710393],[1710948],[1712020],[1716350],[1722003],[1750477],[1753572],[1755898],[1761124],[1787610],[1795999],[1799213],[1803953],[1817475],[1820689],[1825429],[1836520],[1836752],[1838485],[1841106],[1842455],[1852029],[1872020],[1874301],[1877673],[1884927],[1902621],[1903611],[1908274],[1918997],[1921323],[1939843],[1942169],[1947395],[1950558],[1958512],[1959686],[1963751],[1973075],[1982649],[1983639],[1988418],[1990663],[1992012],[2001586],[2004255],[2019836],[2021185],[2022115],[2023150],[2030759],[2036412],[2050750],[2051740],[2056403],[2063657],[2067126],[2067245],[2074678],[2078550],[2087995],[2095970],[2097319],[2098249],[2099284],[2105710],[2115034],[2124608],[2125598],[2133180],[2134042],[2135391],[2135510],[2142504],[2152078],[2157400],[2160092],[2161441],[2162371],[2163406],[2171015],[2173684],[2183922],[2195288],[2201416],[2204733],[2205595],[2206944],[2207063],[2217776],[2221093],[2229068],[2230417],[2231347],[2232382],[2246635],[2255959],[2257924],[2260675],[2264350],[2265212],[2266561],[2266680],[2273674],[2283248],[2285917],[2294360],[2299547],[2301862],[2314457],[2316772],[2324644],[2327961],[2328823],[2330172],[2330291],[2341959],[2348087],[2350438],[2351404],[2353615],[2353734],[2356219],[2367764],[2377088],[2379053],[2383056],[2391852],[2393578],[2405256],[2406982],[2412169],[2414484],[2414603],[2433400],[2435715],[2437827],[2458497],[2461814],[2464025],[2464144],[2467621],[2472739],[2474901],[2484619],[2486781],[2493415],[2512378],[2514104],[2515857],[2532695],[2535010],[2535129],[2547577],[2557951],[2565231],[2579764],[2581926],[2600440],[2641244],[2658898], [447395,2305763],[557805,2418385],[581248,2239347],[590460,1801497],[648898,2488957],[688116,2148039],[689857,1924286],[704476,2360476],[713688,1956056],[748392,2558527],[762353,2567407],[796936,2041077],[807538,2447763],[809276,2056093],[821214,2279209],[822955,2072415],[859197,2622880],[869711,2627342],[883672,2499781],[885410,2129951],[895407,2337353],[917821,2523079],[918071,2165662],[924264,2166531],[931782,2661074],[938895,2181333],[961622,2673118],[973526,2398218],[987335,2682343],[997849,2569162],[998099,2234638],[1004292,2235507],[1006829,2423784],[1037927,2591917],[1037948,1814333],[1038503,2268684],[1044964,2268777],[1048441,2708082],[1062402,2606806],[1064140,1837930],[1083627,2721507],[1085025,2616620],[1085275,2101540],[1088465,2478832],[1121048,2632157],[1121069,1895969],[1121624,2332295],[1128085,2332388],[1130006,2503855],[1147893,2741611],[1159797,2518744],[1162499,2357169],[1162727,2362776],[1162959,1936748],[1173606,2750836],[1184120,2662829],[1184370,1951824],[1190563,1959918],[1208521,2549901],[1211244,2673391],[1211265,1987992],[1211820,2209067],[1214311,2552968],[1244380,2685002],[1247820,2415078],[1248048,2420685],[1248280,2014867],[1257558,2237190],[1275454,2778636],[1276852,2697360],[1277102,2025406],[1280292,2585857],[1286532,2782098],[1290121,2444016],[1291062,2053031],[1312875,2712897],[1312896,1831770],[1313451,2068319],[1319912,2076035],[1330134,2469945],[1335508,2720757],[1337044,2615548],[1340279,2308063],[1340511,2102409],[1343604,2303606],[1370893,2629090],[1373616,2731511],[1376683,2496034],[1377624,2126889],[1403751,2643568],[1406474,2741884],[1406495,1907964],[1407050,2137514],[1409541,2646635],[1416350,2811769],[1417748,2745952],[1420316,2157847],[1439610,2753495],[1443050,2177161],[1443278,2177381],[1443510,1953772],[1460143,2545278],[1462890,2394471],[1465730,2549305],[1467613,2391484],[1470844,2209160],[1493652,2560275],[1499026,2769333],[1500562,2683930],[1507122,2226823],[1526510,2240565],[1531884,2777886],[1533420,2696288],[1536655,2241647],[1536887,2026275],[1539980,2437459],[1545277,2440834],[1548000,2782371],[1567269,2709830],[1569992,2788640],[1573059,2279050],[1574000,2069452],[1581266,2792708],[1586108,2469349],[1590765,2292266],[1593457,2302456],[1596171,2474637],[1613072,2306981],[1622485,2727026],[1622901,2624467],[1628488,2628494],[1630371,2493047],[1655373,2337194],[1658120,2333606],[1660960,2642972],[1662843,2512010],[1666074,2137607],[1672394,2811019],[1673930,2518585],[1688882,2361694],[1694256,2816133],[1695792,2752423],[1702352,2176668],[1707649,2540129],[1710372,2820618],[1715315,2384954],[1740694,2398059],[1746223,2559679],[1750103,2680934],[1750880,2404888],[1756286,2564967],[1773187,2419603],[1777935,2423188],[1782592,2240072],[1785284,2236040],[1787998,2581662],[1798839,2585261],[1800722,2440341],[1814312,2784155],[1814728,2447604],[1816615,2602659],[1820315,2709234],[1822198,2600072],[1831749,2841706],[1833285,2606647],[1861056,2478236],[1865713,2306488],[1870985,2486517],[1874689,2625539],[1895948,2804100],[1896364,2499622],[1898251,2495634],[1901586,2334202],[1907943,2853434],[1921711,2515593],[1932494,2522483],[1936374,2749427],[1937151,2361201],[1938321,2660915],[1942557,2658634],[1953398,2662233],[1955281,2539636],[1981614,2395067],[1987971,2823838],[2010613,2568566],[2014493,2773818],[2015270,2419110],[2016440,2567248],[2025901,2693292],[2047258,2707364],[2049715,2444612],[2053419,2706279],[2055318,2602166],[2069840,2603655],[2084678,2612552],[2102035,2725242],[2121116,2626624],[2123573,2496630],[2127277,2735579],[2129176,2495141],[2132214,2737399],[2137995,2640017],[2158215,2656736],[2191229,2668906],[2193544,2546350],[2203767,2764219],[2209548,2677459],[2227191,2563069],[2237558,2693019],[2261293,2707506],[2292634,2612279],[2303974,2724969],[2324904,2626766],[2334466,2738149],[2385218,2669656],[2395331,2764969] ] cell #4758 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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[447398,2296879],[557808,2409501],[581251,2430732],[648901,2487547],[688119,2516623],[704479,2530027],[748395,2558447],[762356,2565997],[796939,2439452],[807541,2594572],[821217,2604685],[859406,2622917],[869714,2627262],[883675,2634812],[895410,2640415],[911198,2352692],[917824,2652114],[931785,2659664],[938898,2538747],[961625,2673038],[973529,2677857],[987544,2682380],[997852,2686725],[1006832,2691285],[1031249,2256940],[1038136,2703657],[1044967,2595818],[1048444,2708002],[1060755,2463102],[1062405,2715552],[1083836,2721544],[1085028,2722003],[1088468,2723235],[1121257,2732957],[1128088,2636058],[1129938,2736792],[1147896,2741531],[1159800,2746350],[1162502,2651471],[1170484,2527934],[1173815,2750873],[1184123,2755218],[1186919,2378069],[1208524,2762195],[1211453,2762652],[1214243,2763612],[1244383,2770579],[1247823,2686082],[1255805,2574017],[1257491,2423217],[1275663,2778673],[1276855,2779132],[1280295,2780364],[1286535,2782018],[1290053,2703089],[1292011,2594350],[1299097,2450676],[1313084,2790086],[1319915,2287749],[1330137,2718733],[1335575,2795520],[1336976,2795777],[1343537,2478265],[1370896,2802076],[1373825,2802533],[1376615,2732389],[1378573,2634590],[1385659,2502694],[1403754,2808995],[1406683,2809452],[1409473,2810412],[1416559,2811806],[1417751,2812265],[1420249,2522512],[1421418,2653632],[1422251,2525833],[1439613,2817379],[1443053,2373795],[1451035,2381485],[1460075,2759985],[1465662,2672176],[1467546,2549334],[1471793,2555401],[1493655,2767309],[1499093,2827643],[1500494,2827900],[1507055,2568595],[1508224,2688243],[1509057,2571916],[1526513,2426420],[1531951,2833126],[1533352,2833383],[1539913,2585290],[1545280,2588493],[1548209,2836050],[1551949,2448387],[1552067,2267542],[1567272,2839682],[1570201,2840139],[1572991,2458775],[1574949,2459301],[1581269,2842952],[1582035,2287867],[1584134,2718349],[1590698,2612581],[1596104,2615195],[1601357,2619861],[1602190,2481586],[1613075,2481468],[1622552,2799609],[1622833,2799866],[1628420,2730296],[1630304,2628523],[1637995,2500405],[1638113,2331153],[1655305,2505762],[1660892,2740669],[1662776,2643001],[1667023,2506288],[1672461,2854040],[1673862,2648542],[1681424,2362489],[1688885,2525715],[1694323,2857239],[1695724,2857496],[1702285,2373988],[1703454,2535294],[1704287,2373913],[1707652,2665465],[1710581,2860163],[1713462,2669174],[1723403,2674269],[1729967,2556869],[1730085,2401131],[1740626,2554875],[1744249,2766925],[1750035,2767766],[1750813,2680963],[1756219,2683577],[1765729,2420398],[1773190,2571798],[1775961,2574683],[1782525,2427324],[1787931,2695935],[1793184,2576660],[1794017,2426538],[1798771,2698624],[1800655,2589397],[1814379,2837215],[1814660,2593824],[1816618,2711834],[1820247,2787425],[1822131,2709263],[1829822,2460925],[1829940,2282264],[1831816,2872563],[1833217,2714804],[1849141,2617700],[1855501,2483687],[1859082,2617884],[1865646,2482372],[1869132,2727294],[1874622,2728272],[1896015,2849791],[1896296,2634064],[1898254,2631094],[1899733,2503502],[1908010,2879146],[1909674,2636827],[1916238,2507756],[1916356,2340266],[1921644,2646282],[1930520,2651655],[1936306,2814566],[1937084,2526619],[1938253,2753777],[1942490,2752070],[1952000,2376165],[1953330,2754759],[1955214,2666369],[1979761,2552615],[1988038,2862052],[2008639,2686266],[2014425,2830567],[2015203,2572702],[2016372,2685284],[2025833,2776319],[2027871,2574499],[2034231,2428639],[2047190,2786162],[2047862,2591564],[2053352,2785401],[2055251,2601277],[2069773,2712544],[2083694,2719190],[2101967,2798444],[2121048,2729033],[2121720,2631804],[2127210,2805346],[2129109,2494252],[2132146,2806528],[2137928,2738645],[2158148,2656656],[2191161,2759728],[2192621,2670152],[2203699,2824444],[2209481,2765465],[2227124,2562989],[2237491,2692939],[2261311,2707543],[2292567,2612199],[2303907,2724889],[2324922,2626803],[2334484,2738186],[2385236,2669693],[2395349,2765006] ] cell #4759 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1762313],[1851115],[1885893],[1886510],[1927738],[1948584],[1972214],[2000672],[2004780],[2005043],[2005185],[2029845],[2044632],[2045249],[2064623],[2065240],[2075867],[2077735],[2087077],[2104543],[2108972],[2112444],[2114173],[2117585],[2118324],[2141643],[2151164],[2155535],[2155677],[2170101],[2174209],[2174472],[2174614],[2184888],[2185505],[2186642],[2191816],[2194473],[2197791],[2210833],[2211837],[2215880],[2219111],[2219926],[2220175],[2223862],[2236375],[2245717],[2253369],[2255098],[2259249],[2263183],[2271084],[2272813],[2276225],[2276964],[2286442],[2286705],[2286847],[2288622],[2293166],[2298531],[2300134],[2302791],[2311094],[2314505],[2317701],[2318705],[2321019],[2326794],[2338487],[2341144],[2344462],[2349422],[2350486],[2356744],[2357504],[2358508],[2365782],[2366597],[2366846],[2370533],[2374498],[2379639],[2380378],[2381470],[2385921],[2390669],[2392384],[2393199],[2399352],[2401541],[2406603],[2408806],[2411153],[2415413],[2416417],[2427019],[2427834],[2432384],[2433987],[2436644],[2443183],[2444947],[2451554],[2452558],[2454872],[2459286],[2459832],[2460647],[2464583],[2468054],[2470833],[2475430],[2475604],[2476608],[2482067],[2482882],[2487310],[2488488],[2492232],[2494762],[2496965],[2506273],[2506447],[2507451],[2511195],[2512910],[2513725],[2516386],[2519878],[2521234],[2527129],[2529332],[2531679],[2536943],[2543515],[2548010],[2550030],[2550789],[2555386],[2555560],[2556564],[2560404],[2561163],[2565760],[2566938],[2573212],[2582455],[2582629],[2583633],[2585986],[2589092],[2589907],[2594335],[2595513],[2599257],[2601787],[2603990],[2610186],[2613785],[2615380],[2622704],[2624299],[2629219],[2634575],[2635753],[2641677],[2643697],[2644456],[2646467],[2649053],[2649227],[2650231],[2659427],[2660605],[2666879],[2671025],[2678568],[2683762],[2685795],[2694525],[2696120],[2709959],[2715315],[2716493],[2739518],[2752255],[2754288], [627488,2474455],[758658,2564785],[786128,2581480],[864331,2625357],[909150,2515411],[928087,2658452],[977075,2678898],[992469,2684820],[1031107,2439423],[1031257,2257010],[1043061,2706097],[1058707,2603473],[1099770,2726444],[1110788,2729475],[1126182,2735397],[1138840,2639835],[1156008,2352754],[1163346,2747391],[1178740,2753313],[1186777,2538718],[1186927,2378139],[1210474,2762439],[1223145,2677277],[1237649,2768751],[1248667,2771782],[1258364,2691256],[1291597,2783573],[1298955,2595789],[1299105,2450746],[1302615,2786604],[1316123,2463164],[1318009,2792526],[1339640,2796020],[1340898,2796350],[1344410,2723206],[1378159,2803518],[1385517,2636029],[1385667,2502764],[1387387,2736817],[1405704,2809239],[1418375,2745770],[1421122,2651442],[1422259,2527332],[1429465,2527996],[1432879,2815551],[1443897,2818582],[1468419,2762166],[1471379,2823474],[1474193,2763637],[1504416,2828473],[1507928,2686053],[1509065,2573415],[1516271,2574079],[1517945,2575079],[1536016,2833626],[1537274,2833956],[1540786,2780335],[1547230,2835837],[1550905,2703114],[1552205,2267612],[1552822,2595687],[1574535,2841124],[1581893,2466325],[1582043,2288005],[1591571,2718704],[1596696,2844636],[1598038,2795802],[1602198,2483085],[1604507,2618280],[1631177,2802047],[1634137,2848821],[1636951,2732414],[1638251,2331223],[1638868,2635927],[1663649,2808966],[1666609,2853070],[1669423,2810437],[1676526,2854540],[1677784,2854870],[1680317,2522067],[1681409,2654739],[1681551,2362551],[1699646,2858069],[1703158,2535733],[1704295,2374701],[1711501,2381612],[1719807,2760010],[1724973,2761836],[1726752,2672572],[1730223,2401201],[1730840,2556738],[1751686,2767280],[1756811,2864195],[1758153,2827925],[1764622,2568150],[1765714,2689350],[1765856,2420460],[1783398,2577099],[1788523,2867408],[1789865,2833408],[1794025,2428037],[1796334,2699020],[1801528,2701040],[1804488,2869149],[1808130,2448358],[1823004,2839653],[1825964,2871593],[1828778,2602891],[1830078,2282334],[1830695,2460006],[1837139,2873393],[1839865,2718374],[1845745,2611733],[1850622,2720996],[1855486,2620968],[1855628,2483749],[1866519,2620300],[1875214,2847080],[1875477,2799891],[1880643,2801717],[1882422,2730692],[1889766,2500376],[1906078,2638777],[1911244,2808636],[1913023,2741065],[1916494,2340336],[1917111,2507625],[1922236,2879470],[1923578,2744712],[1937957,2654071],[1943082,2881289],[1944424,2857521],[1950893,2535939],[1951985,2535848],[1952127,2376227],[1956087,2757175],[1959047,2883030],[1961769,2669145],[1970485,2674294],[1976365,2556840],[1986106,2676219],[1989422,2766950],[1994563,2826673],[1995302,2680115],[2000179,2769572],[2016076,2688682],[2018595,2690926],[2024475,2577858],[2029352,2778125],[2034216,2577767],[2034358,2428701],[2039382,2780005],[2041161,2701799],[2053944,2869852],[2054207,2705039],[2056124,2789365],[2059373,2839323],[2061152,2787821],[2068496,2460896],[2070365,2889592],[2071707,2791468],[2086013,2617671],[2094729,2722876],[2100609,2621059],[2103728,2727265],[2108479,2800439],[2127802,2877105],[2128065,2734339],[2129982,2732236],[2131198,2637182],[2138520,2892893],[2139914,2636852],[2145794,2507727],[2150671,2743117],[2158851,2747061],[2163992,2856269],[2164731,2654830],[2165823,2817564],[2169608,2816372],[2179638,2818252],[2181417,2757934],[2202751,2674624],[2210073,2884044],[2227827,2771452],[2232968,2865936],[2233707,2689441],[2234799,2770764],[2242914,2832156],[2244653,2574470],[2261822,2838539],[2262368,2703444],[2267119,2838045],[2268861,2710718],[2281841,2789873],[2293981,2794550],[2309330,2846377],[2325433,2800933],[2325979,2732744],[2330730,2850621],[2332472,2629978],[2334995,2851329],[2339843,2807358],[2357298,2750660],[2385747,2821733],[2386925,2760558],[2395860,2862376],[2400708,2825274],[2415207,2682167],[2423913,2776106],[2443848,2786274],[2470074,2718977],[2478961,2798231],[2495866,2729145],[2503687,2807028],[2545110,2760228],[2552800,2824944] ] cell #4760 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2323786],[2390438],[2403842],[2413309],[2442729],[2457639],[2474156],[2486036],[2492001],[2494443],[2510964],[2520431],[2533835],[2542024],[2543405],[2548656],[2559030],[2564486],[2581181],[2587146],[2589588],[2599026],[2601468],[2608493],[2609845],[2613675],[2622594],[2627845],[2642323],[2647779],[2658153],[2666560],[2694415],[2699666],[2708585], [1205543,2389510],[1367915,2491073],[1372976,2494080],[1400773,2510036],[1486713,2558460],[1491794,2560636],[1502872,2566010],[1542299,2586218],[1564291,2598098],[1569352,2601105],[1616823,2622984],[1627609,2627275],[1632690,2629451],[1673959,2517849],[1674130,2352440],[1681943,2652127],[1687024,2654303],[1698102,2659677],[1704671,2663190],[1709732,2666197],[1729457,2673051],[1744930,2678788],[1755462,2682447],[1766248,2686738],[1771329,2688914],[1783791,2693696],[1800938,2439643],[1805876,2702936],[1808650,2703724],[1819436,2708015],[1824517,2710191],[1833314,2605911],[1833485,2462850],[1835595,2715565],[1854914,2721611],[1856020,2722016],[1866912,2725646],[1879754,2729365],[1890286,2733024],[1899878,2736903],[1915728,2741544],[1925557,2520828],[1928155,2746363],[1938350,2655408],[1938521,2527682],[1941733,2750940],[1952519,2755231],[1955497,2538938],[1957600,2757407],[1960435,2667829],[1974182,2762208],[1975727,2762329],[1976885,2762719],[1979906,2763723],[2005577,2770592],[2007022,2413706],[2016469,2690019],[2016640,2573765],[2018098,2774880],[2033644,2778740],[2034750,2779145],[2037938,2780377],[2042196,2589410],[2043866,2782031],[2045642,2782775],[2048007,2703200],[2048962,2592189],[2055534,2596009],[2058484,2786494],[2069016,2790153],[2073686,2608890],[2076284,2716811],[2089031,2615208],[2089428,2795888],[2094232,2797005],[2116141,2802089],[2118844,2802600],[2119359,2494265],[2121865,2732500],[2122820,2632429],[2129392,2636249],[2130772,2637072],[2143611,2809008],[2145156,2809129],[2146314,2809519],[2148938,2646295],[2149335,2810523],[2153346,2649805],[2154963,2811873],[2156069,2812278],[2158354,2746826],[2159404,2524368],[2159801,2652221],[2175006,2817392],[2176451,2534232],[2178194,2754588],[2182452,2666382],[2186069,2667432],[2192766,2760096],[2197294,2823069],[2197472,2672243],[2200558,2673663],[2202325,2674514],[2216918,2767322],[2218508,2563002],[2222129,2683590],[2222526,2828011],[2225547,2566512],[2227330,2771217],[2228380,2570451],[2228777,2686832],[2242460,2775875],[2247671,2695948],[2248068,2833494],[2252872,2834611],[2253050,2698691],[2257066,2835606],[2258611,2835727],[2259769,2836117],[2261942,2703334],[2262686,2703534],[2262864,2593061],[2274781,2839695],[2277484,2840206],[2277999,2601290],[2280108,2712557],[2281460,2713169],[2284516,2716067],[2287239,2842965],[2288032,2716989],[2291220,2612212],[2293484,2794145],[2298105,2720886],[2300687,2617356],[2301084,2722110],[2308876,2798000],[2315597,2728285],[2315994,2799977],[2317438,2626870],[2320522,2848416],[2320700,2730363],[2325553,2732634],[2326297,2732834],[2326475,2633301],[2339040,2738658],[2343965,2852665],[2344143,2740736],[2347229,2742156],[2348996,2743007],[2358082,2652697],[2363589,2814122],[2365179,2656669],[2368800,2752083],[2369197,2857607],[2372218,2660179],[2374179,2754826],[2375051,2664118],[2375448,2755325],[2378195,2859719],[2380898,2860230],[2382989,2821608],[2384473,2669760],[2386499,2760448],[2392702,2762529],[2392880,2674059],[2399905,2765478],[2406106,2826268],[2406284,2767833],[2407702,2682057],[2410727,2769462],[2415991,2687308],[2421498,2830123],[2425073,2692952],[2427515,2776386],[2431958,2778015],[2434540,2698096],[2434937,2779239],[2449450,2785414],[2450802,2871965],[2451291,2707610],[2454375,2871188],[2454553,2787492],[2460150,2789963],[2460328,2714041],[2467725,2793850],[2468700,2718867],[2472672,2794982],[2476182,2722183],[2480121,2724902],[2482563,2798511],[2484552,2846955],[2488062,2800329],[2501468,2805359],[2502820,2849193],[2504999,2738253],[2513228,2809329],[2513406,2742552],[2526810,2814633],[2528228,2750550],[2531253,2816262],[2536517,2755801],[2547681,2761047],[2554112,2765073],[2558055,2825973],[2572893,2830634],[2575725,2775996],[2579697,2832588],[2583207,2779312],[2618926,2798121],[2641348,2807847], [695126,1931201,2747281],[766679,2009320,2771672],[845248,2091868,2796240],[936108,2178749,2818472],[957465,2196321,2822774],[993377,2224966,2828363],[1023978,2250508,2833846],[1079128,2296892,2844511],[1112024,2319549,2848121],[1143736,2342992,2852370],[1158802,2355277,2854760],[1179648,2371637,2857959],[1232466,2405921,2863582],[1238483,2409514,2864070],[1270955,2430745,2867283],[1282375,2438492,2868449],[1303851,2453402,2870893],[1318917,2465687,2873283],[1361346,2487560,2875773],[1411851,2516636,2879345],[1414631,2352837,2854408],[1427696,2526447,2880676],[1433713,2530040,2881164],[1445133,2537787,2882330],[1450825,2185898,2758512],[1514502,2572530,2885975],[1527487,2578995,2886648],[1544580,2439465,2868744],[1557722,2594585,2888260],[1572757,2280505,2789629],[1575369,2604698,2889467],[1578149,2463247,2872931],[1614049,2622196,2891102],[1643768,2634825,2892019],[1653965,2339437,2806896],[1656563,2640428,2892489],[1689859,2528079,2881995],[1701184,2374001,2818017],[1706952,2538760,2882625],[1739286,2400302,2824812],[1741884,2677870,2895589],[1774164,2574162,2864901],[1776087,2691298,2896442],[1780345,2427337,2831751],[1813320,2449847,2837583],[1815918,2595831,2889145],[1827629,2459406,2789763],[1859208,2723248,2898523],[1863466,2482385,2845972],[1894956,2501865,2850159],[1897554,2636071,2876658],[1899481,2503515,2851204],[1903889,2507025,2807248],[1930646,2651484,2893846],[1934904,2526632,2855864],[1979509,2552628,2862251],[1983917,2556138,2825164],[2008765,2686095,2884997],[2013023,2572715,2865531],[2018276,2574750,2831456],[2047610,2591577,2869727],[2052018,2595087,2837935],[2083820,2718746,2890382],[2094410,2617951,2845677],[2121468,2631817,2876980],[2125876,2635327,2850511],[2158532,2651722,2855569],[2192369,2670165,2883640],[2227508,2686333,2865236],[2293662,2719257,2874161] ] cell #4761 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [461372],[556872],[631112],[703543],[730489],[762282],[789752],[840279],[870745],[899918],[912774],[931711],[982462],[988408],[1019009],[1029484],[1049475],[1062331],[1105097],[1153833],[1156271],[1159726],[1168733],[1174679],[1185154],[1254054],[1266970],[1279226],[1284088],[1296924],[1313948],[1316386],[1353016],[1383486],[1392715],[1396512],[1408292],[1414301],[1429728],[1446846],[1479521],[1483318],[1516534],[1518849],[1522254],[1538766],[1556233],[1560030],[1577819],[1605411],[1608816],[1642279],[1646076],[1648039],[1651883],[1681221],[1684626],[1689529],[1733360],[1737204],[1752871],[1765526],[1768931],[1773834],[1775532],[1807394],[1809034],[1811238],[1846649],[1858653],[1876509],[1889030],[1890670],[1892874],[1930091],[1931103],[1960105],[1967526],[1977269],[1988707],[1996291],[2008210],[2009222],[2048407],[2069400],[2078839],[2083265],[2091770],[2103079],[2122265],[2146698],[2178651],[2188221],[2195577],[2200003],[2210214],[2250410],[2280905],[2289647],[2296539],[2342248],[2346674],[2388865],[2430392],[2509391] ] cell #4762 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [695127,1931207],[766680,2009326],[845249,2091874],[936109,2178755],[957466,2196327],[993378,2224972],[1023979,2250514],[1079129,2296931],[1112025,2319555],[1143737,2342998],[1158803,2355283],[1179649,2371643],[1232467,2405927],[1238484,2409553],[1270956,2430784],[1282376,2438498],[1303852,2453408],[1318918,2465693],[1361347,2487599],[1411852,2516675],[1414632,2352840],[1427697,2526453],[1433714,2530079],[1445134,2537793],[1450826,2185901],[1514503,2572536],[1527488,2579001],[1544581,2439504],[1557723,2594624],[1572758,2280508],[1575370,2604737],[1578150,2463250],[1614050,2622202],[1643769,2634864],[1653966,2339440],[1656564,2640467],[1689860,2528082],[1701185,2374040],[1706953,2538799],[1739287,2400305],[1741885,2677909],[1774165,2574165],[1776088,2691337],[1780346,2427376],[1813321,2449850],[1815919,2595870],[1827631,2459437],[1859209,2723287],[1863467,2482424],[1894957,2501868],[1897555,2636110],[1899482,2504451],[1903891,2507056],[1930647,2651523],[1934905,2526671],[1979510,2553564],[1983919,2556169],[2008766,2686134],[2013024,2572754],[2018278,2575537],[2047611,2592513],[2052020,2595118],[2083821,2718785],[2094412,2618738],[2121469,2632753],[2125878,2635358],[2158534,2652509],[2192370,2670625],[2227510,2687120],[2293664,2719641], [548456,1744936,2402392],[653225,1879760,2490551],[657959,1372977,2494086],[730517,1729458,2548949],[733951,1975733,2550293],[762310,1502873,2566049],[811865,2058490,2597576],[816599,1569353,2601111],[840610,1854917,2614784],[870773,1627610,2628138],[874207,1632693,2629482],[899946,1915729,2642616],[903380,2145162,2643960],[931739,1698103,2659716],[940843,1709733,2666203],[956987,1205546,2389541],[982490,1486714,2559323],[988739,1755465,2683166],[1019340,2033647,2695524],[1029512,2043867,2699959],[1032946,2258617,2701303],[1035100,1805877,2702942],[1049503,1819437,2708878],[1052937,1824520,2710222],[1062359,1835596,2715604],[1105428,1616826,2623703],[1111546,1367918,2491104],[1143258,1400776,2510067],[1154164,2154966,2744116],[1156299,2156070,2745000],[1156562,1925558,2355747],[1159754,1928156,2746402],[1168761,1681944,2652990],[1175010,1941736,2751659],[1185182,1952520,2756094],[1188616,1957603,2757438],[1190770,1960436,2382187],[1231988,1491797,2560667],[1254082,1766249,2687601],[1266998,2034751,2779605],[1279254,2037939,2780416],[1281897,1542302,2586249],[1283751,2042197,2441963],[1284419,2259772,2781607],[1284579,2257067,2701014],[1288068,2045645,2782806],[1297255,1808653,2704443],[1303373,1564294,2598129],[1314279,2069019,2790872],[1316414,2287240,2791756],[1316677,2073687,2466157],[1319869,2076285,2466299],[1353044,1856021,2722476],[1383817,1890289,2733743],[1392743,2143612,2809047],[1396843,2146317,2809903],[1408636,2148939,2515117],[1409240,2149338,2810554],[1413755,2153348,2520124],[1414153,1673962,2517880],[1414323,1674131,2352441],[1427218,1687027,2654334],[1429756,2175007,2817852],[1430019,2176452,2372107],[1442012,2178195,2535707],[1444655,1704674,2663221],[1446509,2182453,2541258],[1447177,2380901,2819854],[1447337,2378196,2757149],[1479549,1974183,2762247],[1483649,1976888,2763103],[1514024,1771332,2688945],[1516562,2005578,2771052],[1516825,2007023,2225436],[1522598,2247672,2576494],[1523202,2248071,2833525],[1524352,2242461,2577073],[1527009,1783794,2693727],[1538813,2252911,2834612],[1539076,2253052,2584900],[1544763,1544793,2439645],[1556261,2274782,2839734],[1559693,2278000,2456873],[1560361,2277487,2840590],[1560521,2450803,2789339],[1572154,2280109,2603179],[1577273,2284518,2608186],[1577671,1833317,2605942],[1577841,1833486,2462851],[1609160,2089032,2619695],[1609764,2089431,2795919],[1610914,2308877,2620274],[1613571,1866915,2725677],[1642307,2116142,2802128],[1645739,2119360,2323020],[1646407,2118847,2802984],[1646567,2502821,2732210],[1648637,1899881,2736934],[1651930,2344004,2852666],[1652193,2344145,2638584],[1653362,2339041,2639065],[1668276,2349027,2645798],[1679920,2365180,2528521],[1684970,2368801,2653466],[1685574,2369200,2857638],[1686724,2363590,2654045],[1688983,2372220,2533528],[1689381,1938353,2655439],[1689551,1938522,2527683],[1701448,2374181,2661872],[1707135,1707165,2538940],[1733958,1979909,2763754],[1737251,2197333,2823070],[1737514,2197474,2676026],[1738683,2399906,2676507],[1752899,2216919,2767361],[1764225,2218509,2407995],[1769275,2222130,2688077],[1769879,2222529,2828042],[1771029,2421499,2688656],[1773288,2225549,2413002],[1773686,2016472,2690050],[1773856,2016641,2573766],[1775579,2018137,2774881],[1776883,2425074,2576018],[1779255,2431989,2692052],[1780609,2427517,2692528],[1802741,2260175,2442730],[1806684,2451293,2596780],[1807992,2048010,2703231],[1809056,2048963,2592190],[1811285,2454414,2871189],[1811548,2454555,2704846],[1812717,2449451,2705327],[1816101,1816131,2596011],[1838394,2288586,2609846],[1844358,2291221,2468993],[1858700,2094271,2797006],[1860004,2480122,2619219],[1862376,2298136,2724002],[1863730,2482565,2724478],[1876853,2315598,2728745],[1877457,2315997,2800008],[1887723,2119250,2323787],[1888320,2317440,2489755],[1889628,2121868,2732531],[1890692,2122821,2632430],[1892921,2320561,2848417],[1893184,2320702,2734146],[1894353,2501469,2734627],[1897737,1897767,2636251],[1899386,2130803,2637705],[1900580,2505001,2638181],[1924954,2355518,2520432],[1928987,2528246,2528836],[1930138,2158393,2746827],[1931442,2159405,2524369],[1931671,1931701,2652223],[1933814,2531284,2748187],[1935168,2526812,2748663],[1957300,2381304,2542025],[1960127,2186070,2667433],[1965886,2384475,2544514],[1968124,2192769,2760127],[1974978,2199652,2390439],[1977291,2200559,2673664],[1979414,2202356,2675147],[1980608,2554114,2675623],[1990421,1993915,2403843],[1996338,2406145,2826269],[1996601,2406286,2768217],[2006419,2225207,2413310],[2007106,2407720,2408310],[2008257,2227369,2771218],[2009561,2228381,2570452],[2009790,2009820,2686834],[2011933,2410758,2772578],[2013287,2572895,2773054],[2018841,2575743,2577362],[2038734,2441823,2587147],[2042460,2442476,2589590],[2047515,2261973,2703967],[2048196,2048454,2703535],[2048709,2262866,2593063],[2066453,2277890,2457640],[2069422,2281461,2713170],[2073083,2465928,2608494],[2076467,2076497,2716991],[2081299,2468718,2470337],[2083312,2293523,2794146],[2090130,2300208,2474158],[2092109,2300688,2617357],[2092338,2092368,2722112],[2094975,2618944,2620563],[2103126,2485488,2846956],[2104617,2107845,2486038],[2110166,2488093,2800627],[2113443,2116937,2492002],[2119623,2323533,2494445],[2121373,2325584,2733267],[2122054,2122312,2732835],[2122567,2326477,2633303],[2144407,2346323,2510965],[2146720,2347230,2742157],[2150037,2519952,2647781],[2159097,2159309,2652715],[2175848,2371878,2533836],[2178990,2375052,2664119],[2179219,2179249,2755327],[2182716,2541771,2666562],[2187370,2383174,2544038],[2188268,2383925,2821609],[2192274,2386530,2760746],[2198037,2391919,2548674],[2199792,2200050,2762530],[2200305,2392882,2674061],[2210572,2558842,2825991],[2211372,2214397,2559048],[2220000,2223228,2564488],[2228073,2228285,2687326],[2248770,2434061,2581183],[2250749,2434541,2698097],[2250978,2251008,2779241],[2253615,2588627,2699684],[2272083,2275577,2599027],[2278263,2457386,2601470],[2280694,2280952,2789964],[2281207,2460330,2714043],[2290005,2468512,2793868],[2295373,2296586,2794983],[2295688,2472175,2472857],[2300380,2300592,2722201],[2310008,2310598,2623227],[2318240,2321265,2627863],[2344708,2512445,2642341],[2346463,2346721,2809330],[2346976,2513408,2742554],[2366671,2369899,2658155],[2374744,2374956,2755819],[2388192,2389223,2761065],[2429226,2430439,2832589],[2429541,2579200,2579882],[2434233,2434445,2779330],[2452093,2455118,2708603],[2508718,2509749,2807865] ] cell #4763 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1681431,2358317],[1765736,2416226],[1855508,2476417],[1952007,2536752],[1972159,2548554],[2005065,2566747],[2034238,2583442],[2087186,2614315],[2114118,2627743],[2141588,2642221],[2155557,2650040],[2174494,2660414],[2215825,2680659],[2220284,2682697],[2245826,2695055],[2255043,2699564],[2272758,2708483],[2286727,2716302],[2314614,2727795],[2350595,2743647],[2352699,2744605],[2362496,2749152],[2366955,2751190],[2376172,2755699],[2381492,2667256],[2420405,2773543],[2428646,2776856],[2439532,2781138],[2448467,2784924],[2459308,2712622],[2461005,2790403],[2463109,2791361],[2483694,2798981],[2500485,2804869],[2506295,2738723],[2507836,2807553],[2527941,2815103],[2535327,2754741],[2538827,2819385],[2555408,2765543],[2556949,2825469],[2574024,2831104],[2574830,2831481],[2576693,2776301],[2594357,2785479],[2595898,2838240],[2602884,2789761],[2618031,2845702],[2619894,2798426],[2634597,2805424],[2636138,2850816],[2637097,2806369],[2638770,2807246],[2651802,2855594],[2653665,2814548],[2674539,2824285],[2676212,2825162],[2686413,2865261],[2688276,2830549],[2690919,2831454],[2703359,2837056],[2705032,2837933],[2719337,2874186],[2722869,2845675],[2732659,2849632],[2734332,2850509],[2747054,2855567],[2760473,2861294],[2771445,2865234],[2794543,2874159], [1486201,2211646,2402282],[1627097,2318514,2490441],[1633349,2322693,2494074],[1725230,2548424,2550415],[1728945,2392193,2550183],[1760412,2412326,2565916],[1818924,2452367,2597466],[1825176,2456546,2601099],[1850866,2475829,2614345],[1880900,2490673,2627613],[1884615,2322258,2629372],[1911501,2642091,2644082],[1915216,2512719,2643850],[1946683,2532852,2659583],[1958259,2540931,2666191],[1971724,1971924,2671516],[1994820,2402514,2680529],[2000423,2409031,2682727],[2005919,2412916,2685817],[2029596,2582854,2695085],[2039639,2699434,2701425],[2043354,2588901,2701193],[2046301,2590719,2702930],[2059630,2597698,2708353],[2063345,2456111,2710112],[2073966,2607510,2715471],[2108723,2311319,2727825],[2113683,2113883,2729636],[2118312,2493542,2731830],[2141153,2141353,2740009],[2150915,2649452,2743677],[2152853,2518002,2811173],[2152921,2744475,2745913],[2156411,2649075,2651206],[2156688,2650616,2746269],[2164249,2523040,2749022],[2169852,2529557,2751220],[2175348,2533442,2754310],[2179895,2662790,2755569],[2183610,2540496,2757328],[2186557,2542771,2667691],[2215390,2215590,2767441],[2218456,2562937,2768480],[2224550,2565869,2770757],[2233225,2569123,2773413],[2243171,2697321,2776726],[2252775,2698771,2779928],[2254608,2254808,2780496],[2256696,2439759,2835227],[2256761,2702024,2781168],[2256931,2700515,2781303],[2259237,2700634,2702398],[2260363,2590284,2782696],[2267363,2445172,2784954],[2272323,2272523,2786765],[2276952,2600567,2788959],[2282085,2604215,2790433],[2284023,2606064,2841860],[2284091,2791231,2792669],[2287581,2608100,2715337],[2287858,2609209,2716878],[2291168,2612147,2793980],[2309587,2616581,2798851],[2317392,2626815,2800926],[2322930,2631203,2802680],[2330974,2497190,2804899],[2337105,2740816,2806733],[2340087,2644681,2807583],[2348767,2742894,2743032],[2348898,2646360,2810172],[2352264,2352464,2811146],[2354861,2744705,2746222],[2362061,2362261,2814241],[2364232,2655561,2856514],[2364300,2753456,2814973],[2365127,2656604,2815280],[2371221,2659536,2817557],[2373904,2662433,2754906],[2375737,2375937,2818743],[2377825,2539054,2859340],[2377890,2758159,2819415],[2378060,2756650,2819550],[2380366,2665659,2756769],[2384427,2669705,2821726],[2390386,2672787,2822904],[2397970,2672323,2824649],[2400952,2551014,2825499],[2403790,2680330,2826103],[2407700,2682055,2827098],[2412482,2685686,2828388],[2419970,2420170,2830242],[2422141,2690172,2866181],[2422209,2684963,2830974],[2425021,2692887,2831586],[2425653,2775610,2778040],[2425784,2696013,2831721],[2426529,2693492,2776466],[2428211,2428411,2832374],[2436032,2698606,2834381],[2436335,2779881,2779998],[2446804,2703804,2869872],[2447515,2787572,2837420],[2450432,2596125,2870465],[2450497,2710943,2838270],[2450667,2785954,2838405],[2451245,2707555,2838532],[2456783,2711943,2840286],[2459177,2712492,2789788],[2462674,2462874,2841833],[2465271,2715424,2791461],[2466944,2609710,2873753],[2468698,2718865,2843733],[2474110,2721376,2844629],[2480069,2724837,2845807],[2480701,2720911,2797735],[2480832,2615273,2845942],[2481577,2725442,2798591],[2483259,2483459,2846595],[2485990,2727645,2847073],[2491949,2730907,2848251],[2493694,2732133,2848814],[2498822,2733104,2877125],[2499533,2730443,2849996],[2502450,2636365,2877718],[2502515,2630203,2850846],[2502685,2805899,2850981],[2503580,2504572,2851246],[2504953,2738198,2851322],[2505203,2740651,2851355],[2505506,2806686,2808629],[2506164,2738593,2807273],[2510912,2741280,2852500],[2514822,2743005,2810069],[2524316,2747306,2855699],[2524447,2653111,2880435],[2524948,2813857,2816287],[2525079,2752148,2855834],[2525824,2749627,2814713],[2527506,2527706,2856487],[2528226,2750548,2856694],[2533008,2754179,2857984],[2535630,2754771,2818245],[2541168,2665574,2860310],[2542667,2758665,2883275],[2543403,2821533,2821601],[2548654,2761982,2861473],[2552014,2762799,2884064],[2552693,2553685,2862293],[2554066,2765018,2862369],[2554316,2672158,2862402],[2554619,2761829,2824602],[2555277,2765413,2825189],[2559028,2767096,2863292],[2562388,2767913,2863906],[2564440,2769952,2864188],[2570399,2771697,2865366],[2570530,2687722,2885734],[2571031,2769487,2829858],[2571162,2683655,2865501],[2571907,2774018,2830714],[2573589,2573789,2866154],[2574665,2575387,2866454],[2575723,2775994,2866505],[2576199,2778013,2831618],[2576996,2776331,2832149],[2581135,2778505,2867401],[2587094,2699235,2868579],[2588602,2590956,2836197],[2591642,2592634,2869769],[2592712,2704293,2888087],[2593015,2783566,2869845],[2593265,2787407,2869878],[2593568,2837373,2839316],[2594226,2785349,2837960],[2598974,2788036,2871023],[2600719,2789262,2871586],[2605847,2790233,2889612],[2607666,2715206,2873308],[2609475,2717105,2890205],[2613673,2794975,2844436],[2617304,2796265,2874708],[2617435,2722597,2890745],[2617866,2618588,2874836],[2618924,2798119,2874887],[2619400,2720884,2845839],[2620197,2798456,2846370],[2622592,2799064,2846948],[2626223,2800354,2847807],[2626354,2728350,2876029],[2627843,2801863,2876202],[2631882,2632874,2877022],[2632952,2733593,2891846],[2633255,2803511,2877098],[2633505,2730278,2877131],[2633808,2801710,2849949],[2634466,2805294,2850536],[2637070,2637666,2851197],[2642321,2808782,2878567],[2645681,2809599,2892913],[2647733,2743497,2879463],[2648944,2650772,2854785],[2651637,2652359,2880335],[2652695,2747813,2880386],[2653171,2816260,2855731],[2653968,2814578,2856262],[2658107,2816752,2881282],[2664066,2818497,2882460],[2664197,2756215,2894583],[2665811,2757072,2883023],[2670230,2670746,2883682],[2673710,2762953,2895353],[2674013,2823467,2884037],[2674512,2675108,2862244],[2681253,2767748,2884895],[2681556,2826666,2863859],[2686248,2686970,2885634],[2687306,2772204,2885685],[2687782,2769460,2865398],[2688579,2830579,2865929],[2694413,2832581,2867208],[2698044,2833871,2887195],[2698175,2779726,2896805],[2699664,2780151,2887374],[2700937,2702550,2869142],[2703332,2703928,2869720],[2708583,2839469,2888689],[2713692,2790722,2897906],[2713995,2841117,2889585],[2719172,2719491,2890467],[2719904,2795232,2898410],[2722181,2796499,2890696],[2726173,2799450,2891133],[2728450,2800327,2875926],[2732632,2733228,2876973],[2742203,2809753,2899344],[2742506,2853063,2892886],[2755799,2819004,2894534],[2759440,2759569,2895155],[2760446,2760707,2883633],[2761045,2822677,2895251],[2766159,2825971,2884618],[2777033,2832838,2900922],[2779310,2834105,2896756],[2793753,2793848,2890365],[2807845,2852273,2899242] ] cell #4764 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1226222],[1366732],[1469869],[1563108],[1596394],[1632627],[1665099],[1725084],[1756509],[1788221],[1802978],[1824454],[1874912],[1880754],[1911355],[1921934],[1942780],[1957537],[1994674],[2039493],[2041688],[2045579],[2053642],[2059484],[2070063],[2127500],[2138218],[2148552],[2152775],[2164103],[2179749],[2181944],[2209771],[2233079],[2239860],[2243025],[2252184],[2256720],[2269388],[2283945],[2306276],[2309441],[2332999],[2335673],[2336514],[2348378],[2360989],[2364154],[2377849],[2396538],[2397379],[2418898],[2422063],[2424201],[2425264],[2446083],[2446924],[2450456],[2479249],[2480312],[2489470],[2498101],[2498942],[2502474],[2504257],[2523496],[2524471],[2524559],[2547189],[2553370],[2561797],[2569579],[2570554],[2570642],[2592319],[2592853],[2609499],[2613012],[2617459],[2622516],[2625834],[2632559],[2633093],[2652796],[2664221],[2668466],[2670431],[2673851],[2678469],[2687407],[2698199],[2713833],[2717887],[2720317],[2722282],[2726079],[2742344],[2755900],[2759346],[2761349],[2777446],[2779411],[2795138],[2808149],[2832744] ] cell #4765 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2494954],[2549049],[2559423],[2566821],[2590099],[2601979],[2609778],[2614853],[2623772],[2628238],[2630141],[2642716],[2650114],[2660488],[2667071],[2668119],[2671729],[2679272],[2683235],[2695593],[2700059],[2701962],[2708978],[2710881],[2716376],[2719970],[2726239],[2729849],[2740222],[2744185],[2751728],[2758097],[2777099],[2780709],[2786978], [1465550,2195833],[1486333,2402432],[1627229,2490591],[1628308,2319061],[1633282,2322760],[1660780,2342504],[1726264,2550418],[1729077,2550333],[1747110,2402517],[1749923,2405433],[1760548,2412329],[1798659,2438004],[1819056,2597616],[1820135,2452914],[1825109,2456613],[1851847,2616051],[1871838,2484919],[1881934,2490676],[1884747,2493592],[1912535,2644085],[1915348,2644000],[1923732,2517920],[1923903,2352552],[1933381,2523043],[1936194,2525959],[1946819,2532855],[1953218,2537299],[1958192,2540998],[2001404,2563369],[2011500,2569126],[2014313,2572042],[2025721,2578507],[2030577,2696791],[2040673,2701428],[2041472,2439750],[2043486,2701343],[2046234,2590786],[2050568,2591944],[2060664,2597701],[2063477,2600617],[2071861,2605982],[2072032,2462962],[2074102,2607513],[2093058,2616584],[2101855,2621708],[2124426,2632184],[2131384,2637209],[2151896,2745383],[2153955,2745916],[2154295,2650417],[2156824,2650619],[2165977,2655479],[2166148,2527794],[2170833,2657036],[2180929,2662793],[2181728,2539045],[2183742,2665709],[2186490,2667758],[2197983,2672326],[2201234,2673418],[2202937,2674651],[2226156,2684966],[2226496,2567124],[2234953,2690090],[2235124,2573877],[2236328,2690913],[2251698,2697324],[2253561,2698774],[2256999,2781306],[2257296,2701752],[2257742,2782398],[2260495,2702448],[2262554,2703471],[2263375,2593215],[2269172,2596116],[2283066,2712924],[2285125,2792672],[2285465,2716679],[2287994,2716881],[2298414,2720978],[2298717,2721023],[2302744,2722863],[2321211,2730446],[2324016,2629931],[2324462,2731538],[2326165,2732771],[2326986,2633455],[2332783,2636356],[2333913,2736612],[2344654,2740819],[2347905,2741911],[2349305,2743099],[2349608,2743144],[2353035,2745663],[2357457,2747048],[2358391,2653090],[2358694,2653102],[2372827,2753459],[2373167,2660791],[2374690,2754909],[2378128,2819553],[2378425,2757887],[2378871,2820645],[2381795,2667544],[2387111,2760585],[2390622,2761823],[2390832,2761878],[2393391,2674213],[2394778,2763432],[2406795,2767916],[2408095,2682149],[2411036,2769554],[2411339,2769599],[2413904,2684713],[2415366,2771439],[2416300,2687701],[2416603,2687713],[2428026,2776469],[2432267,2778107],[2432570,2778152],[2436597,2779992],[2436807,2780047],[2444323,2783368],[2444900,2704226],[2445110,2704512],[2450735,2838408],[2455064,2787575],[2457869,2710671],[2458315,2788667],[2459715,2789855],[2460839,2714195],[2463445,2792419],[2466636,2717096],[2469093,2718959],[2470786,2794537],[2474348,2795597],[2476491,2722576],[2476794,2722588],[2483074,2798594],[2488371,2800421],[2488674,2800466],[2489824,2729187],[2492185,2801704],[2492395,2801759],[2496341,2803313],[2496918,2733526],[2497128,2733812],[2502753,2850984],[2507334,2807340],[2511148,2808623],[2511358,2808678],[2513917,2742706],[2515304,2810232],[2522790,2747765],[2527321,2814716],[2528621,2750642],[2531562,2816354],[2531865,2816399],[2534430,2753206],[2536102,2818294],[2536826,2756194],[2537129,2756206],[2543497,2821644],[2544583,2760270],[2546061,2822148],[2550742,2762886],[2550952,2763172],[2556447,2825256],[2561116,2826660],[2561326,2826715],[2562418,2768546],[2564678,2827720],[2568873,2772156],[2573404,2830717],[2576118,2776088],[2578021,2832198],[2581373,2833203],[2583516,2779705],[2583819,2779717],[2595396,2838027],[2596849,2786316],[2599210,2839310],[2599420,2839365],[2603943,2790655],[2604153,2790941],[2610228,2843708],[2610890,2794345],[2613767,2795018],[2616331,2796451],[2619319,2798213],[2621222,2846419],[2622686,2846991],[2625250,2847495],[2635636,2850603],[2638250,2807070],[2644409,2809686],[2644619,2809972],[2654993,2856311],[2656085,2815346],[2658345,2857316],[2662540,2818956],[2671067,2822527],[2675692,2824986],[2678610,2863267],[2689604,2865978],[2691630,2831951],[2694507,2832624],[2697071,2834057],[2723580,2846172],[2739560,2852123], [917340,1681563,2522958],[997368,1765868,2569041],[1084544,1855640,2616499],[1183639,1952139,2662708],[1206135,1972226,2671655],[1243899,2005197,2684881],[1276371,2034370,2697239],[1334932,2087189,2720380],[1368507,2114185,2729775],[1401365,2141655,2740148],[1417267,2155689,2745831],[1439129,2174626,2753374],[1492386,2215892,2767580],[1498450,2220287,2768956],[1531308,2245829,2777509],[1542891,2255110,2780635],[1564883,2272825,2786904],[1580785,2286859,2792587],[1621909,2314617,2800096],[1671818,2350598,2810642],[1674551,2352766,2811285],[1687616,2362563,2814380],[1693680,2366958,2815756],[1705263,2376239,2818882],[1711289,2381624,2758583],[1771921,2420472,2830381],[1784383,2428713,2832513],[1800900,2439535,2835221],[1813736,2448470,2837702],[1828578,2460018,2789900],[1831173,2461008,2841329],[1833906,2463176,2841972],[1867504,2483761,2846734],[1895372,2500488,2850278],[1904838,2507637,2807385],[1907367,2507839,2851936],[1938942,2528008,2856626],[1949930,2535892,2818239],[1955459,2538830,2859334],[1984866,2556750,2825301],[1987395,2556952,2862983],[2017061,2574091,2866293],[2018787,2574833,2866495],[2022522,2577811,2832143],[2052967,2595699,2838072],[2055496,2595901,2870459],[2066546,2603366,2840919],[2094921,2618034,2874877],[2098656,2621012,2846364],[2126825,2635939,2850648],[2129354,2636141,2877712],[2131081,2637164,2851240],[2134811,2639728,2851744],[2159043,2651805,2880376],[2162778,2654783,2856256],[2202634,2674606,2862287],[2206364,2677170,2862791],[2228019,2686416,2885675],[2231754,2689394,2865923],[2236538,2690968,2866480],[2262251,2703426,2869763],[2265981,2705990,2870267],[2294173,2719340,2890508],[2302954,2722918,2874862],[2325862,2732726,2877016],[2329592,2735290,2877520],[2357667,2747103,2880361],[2386808,2760540,2883676],[2415576,2771494,2885660],[2470996,2794592,2890493] ] cell #4766 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1681433,2159276],[1765738,2228252],[1855510,2300559],[1952009,2374923],[1972161,2389793],[2005067,2413181],[2034240,2434412],[2087229,2473461],[2114120,2491356],[2141590,2510319],[2155559,2520303],[2174496,2533707],[2215827,2560919],[2220327,2563791],[2245869,2580486],[2255045,2586501],[2272760,2598381],[2286729,2608365],[2314657,2624916],[2350638,2647084],[2352701,2648351],[2362498,2654586],[2366998,2657458],[2376174,2663473],[2381494,2667304],[2420407,2689197],[2428648,2693979],[2439575,2700288],[2448510,2705656],[2459310,2712670],[2461048,2713346],[2463111,2714613],[2483696,2725929],[2500528,2734956],[2506297,2738771],[2507879,2738971],[2527943,2750114],[2535329,2754743],[2538870,2756423],[2555410,2765591],[2556992,2765791],[2574026,2774505],[2574873,2775204],[2576695,2776303],[2594359,2785527],[2595941,2785727],[2602882,2789759],[2618074,2797329],[2619896,2798428],[2634599,2805472],[2636181,2805672],[2637099,2806371],[2638768,2807244],[2651845,2813451],[2653667,2814550],[2674541,2824287],[2676210,2825160],[2686456,2829452],[2688278,2830551],[2690917,2831452],[2703361,2837058],[2705030,2837931],[2719380,2844343],[2722867,2845673],[2732661,2849634],[2734330,2850507],[2747052,2855565],[2760475,2861296],[2771443,2865232],[2794541,2874157], [1486203,1989847,2211442],[1627099,2112869,2318310],[1633350,2322695,2322834],[1725231,2389674,2390268],[1728947,2199078,2391989],[1760413,2412298,2412369],[1818926,2271509,2452163],[1825177,2456548,2456687],[1850868,2297727,2473509],[1880901,2491237,2491831],[1884617,2322306,2493552],[1911502,2510200,2510794],[1915218,2345749,2512515],[1946684,2532824,2532895],[1958260,2540933,2541072],[1971772,1971928,2548354],[1994821,2403672,2560800],[2000425,2410349,2563839],[2005920,2412919,2685819],[2029598,2431580,2580534],[2039640,2586382,2586976],[2043356,2441249,2588697],[2046302,2590721,2590860],[2059631,2598262,2598856],[2063347,2456159,2600577],[2073967,2607482,2607553],[2108725,2312637,2624964],[2113731,2113887,2627543],[2118313,2493545,2731832],[2141201,2141357,2642021],[2150917,2517471,2647132],[2152854,2518045,2744442],[2152922,2648232,2648826],[2156412,2649077,2651209],[2156689,2650588,2650659],[2164250,2524198,2654467],[2169854,2530875,2657506],[2175349,2533445,2754312],[2179896,2663354,2663948],[2183612,2540544,2665669],[2186558,2542774,2667693],[2215438,2215594,2680459],[2218457,2562940,2768482],[2224548,2565867,2770755],[2233226,2570281,2689078],[2243172,2693860,2697926],[2252776,2698492,2698814],[2254656,2254812,2699364],[2256698,2439763,2781150],[2256763,2588288,2700336],[2256932,2587761,2700467],[2259238,2700636,2702401],[2260365,2590332,2702408],[2267365,2446490,2705704],[2272371,2272527,2708283],[2276953,2600570,2788961],[2282087,2605533,2713394],[2284024,2606107,2791198],[2284092,2714494,2715088],[2287582,2608103,2715339],[2287859,2609264,2716921],[2291169,2612150,2793982],[2309588,2617186,2725810],[2317390,2626813,2800924],[2322931,2631204,2802723],[2330976,2498508,2735004],[2337106,2737719,2740859],[2340089,2645367,2739019],[2348768,2742897,2743034],[2348900,2646408,2742904],[2352312,2352468,2744405],[2354859,2744703,2746220],[2362109,2362265,2748952],[2364233,2655604,2814940],[2364301,2749995,2754061],[2365128,2656607,2815282],[2371219,2659534,2817555],[2373905,2662488,2754949],[2375785,2375941,2755499],[2377827,2539058,2819397],[2377892,2665260,2756471],[2378061,2664733,2756602],[2380367,2665662,2756771],[2384425,2669703,2821724],[2390387,2672788,2822906],[2397971,2672366,2764539],[2400954,2551700,2765839],[2403791,2680331,2826105],[2407698,2682053,2827097],[2412483,2685687,2828390],[2420018,2420174,2773343],[2422142,2690215,2830941],[2422210,2685568,2774386],[2425022,2692890,2831588],[2425654,2775613,2778042],[2425786,2696061,2775620],[2426530,2693547,2776509],[2428259,2428415,2776656],[2436034,2698608,2779771],[2436333,2779879,2779996],[2446805,2703847,2837246],[2447516,2784475,2787615],[2450434,2596129,2838252],[2450499,2711629,2785775],[2450668,2706998,2785906],[2451243,2707553,2838530],[2456784,2711944,2840329],[2459178,2712495,2789790],[2462722,2462878,2791161],[2465269,2715422,2791459],[2466945,2609711,2843457],[2468696,2718863,2843732],[2474108,2721374,2844627],[2480070,2724840,2845809],[2480702,2720913,2797738],[2480834,2615321,2797745],[2481578,2725497,2798634],[2483307,2483463,2798781],[2485988,2727643,2847071],[2491950,2730908,2848253],[2493692,2732131,2848812],[2498823,2733147,2849822],[2499534,2730486,2804420],[2502452,2636369,2850828],[2502517,2630889,2805720],[2502686,2736298,2805851],[2503628,2504576,2806381],[2504951,2738196,2851320],[2505205,2740653,2806576],[2505504,2806684,2808627],[2506165,2738596,2807275],[2510913,2741281,2852502],[2514820,2743003,2810068],[2524317,2747308,2855701],[2524449,2653115,2855711],[2524949,2813860,2816289],[2525081,2752196,2813867],[2525825,2749682,2814756],[2527554,2527710,2814903],[2528224,2750546,2856693],[2533009,2754180,2857986],[2535628,2754769,2818243],[2541169,2665575,2860353],[2542668,2758708,2860537],[2543401,2821532,2821600],[2548652,2761981,2861472],[2552015,2762842,2862083],[2552741,2553689,2824297],[2554064,2765016,2862367],[2554318,2672160,2824492],[2554617,2761827,2824600],[2555278,2765416,2825191],[2559026,2767095,2863291],[2562389,2767956,2827084],[2564438,2769950,2864186],[2570400,2771699,2865368],[2570532,2687726,2865378],[2571032,2769489,2829861],[2571164,2683703,2829868],[2571908,2774073,2830757],[2573637,2573793,2830904],[2574667,2575389,2831404],[2575721,2775992,2866504],[2576197,2778011,2831617],[2576994,2776329,2832147],[2581133,2778503,2867399],[2587095,2699236,2868581],[2588603,2590957,2836240],[2591690,2592638,2837068],[2592714,2704295,2869795],[2593013,2783564,2869843],[2593267,2787409,2837263],[2593566,2837371,2839314],[2594227,2785352,2837962],[2598975,2788037,2871025],[2600717,2789260,2871584],[2605848,2790276,2872594],[2607667,2715207,2873310],[2609477,2717109,2873600],[2613671,2794974,2844435],[2617305,2796267,2874710],[2617437,2722601,2874720],[2617868,2618590,2845625],[2618922,2798117,2874886],[2619398,2720882,2845838],[2620195,2798454,2846368],[2622590,2799063,2846947],[2626224,2800356,2847810],[2626356,2728398,2847817],[2627841,2801862,2876201],[2631930,2632878,2849644],[2632954,2733595,2877048],[2633253,2803509,2877096],[2633507,2730280,2849839],[2633806,2801708,2849947],[2634467,2805297,2850538],[2637068,2637664,2851196],[2642319,2808781,2878566],[2645682,2809642,2879177],[2647731,2743495,2879461],[2648945,2650773,2854787],[2651639,2652361,2855517],[2652693,2747811,2880385],[2653169,2816258,2855730],[2653966,2814576,2856260],[2658105,2816750,2881280],[2664067,2818499,2882462],[2664199,2756219,2882472],[2665809,2757070,2883021],[2670278,2670750,2861306],[2673712,2762955,2883987],[2674011,2823465,2884035],[2674510,2675106,2862243],[2681255,2767750,2863749],[2681554,2826664,2863857],[2686250,2686972,2865184],[2687304,2772202,2885684],[2687780,2769458,2865397],[2688577,2830577,2865927],[2694411,2832580,2867207],[2698045,2833873,2887197],[2698177,2779730,2887207],[2699662,2780150,2887373],[2700935,2702548,2869140],[2703330,2703926,2869719],[2708581,2839468,2888688],[2713694,2790724,2889535],[2713993,2841115,2889583],[2719174,2719493,2874109],[2719906,2795234,2890530],[2722179,2796497,2890695],[2726175,2799452,2875515],[2728448,2800325,2875925],[2732630,2733226,2876972],[2742205,2809755,2892836],[2742504,2853061,2892884],[2755797,2819002,2894533],[2759442,2759571,2883467],[2760444,2760705,2883632],[2761043,2822675,2895250],[2766157,2825969,2884617],[2777035,2832840,2896590],[2779308,2834103,2896755],[2793751,2793846,2890364],[2807843,2852271,2899241] ] cell #4767 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1681434,2159277],[1765739,2228253],[1855511,2300560],[1952010,2374924],[1972162,2389794],[2005068,2413182],[2034241,2434413],[2087230,2473462],[2114121,2491357],[2141591,2510320],[2155560,2520304],[2174497,2533708],[2215828,2560920],[2220328,2563792],[2245870,2580487],[2255046,2586502],[2272761,2598382],[2286730,2608366],[2314658,2624917],[2350639,2647085],[2352702,2648352],[2362499,2654587],[2366999,2657459],[2376175,2663474],[2381495,2667305],[2420408,2689198],[2428649,2693980],[2439576,2700289],[2448511,2705657],[2459311,2712671],[2461049,2713347],[2463112,2714614],[2483697,2725930],[2500529,2734957],[2506298,2738772],[2507880,2738972],[2527944,2750115],[2535330,2754744],[2538871,2756424],[2555411,2765592],[2556993,2765792],[2574027,2774506],[2574874,2775205],[2576696,2776304],[2594360,2785528],[2595942,2785728],[2602881,2789758],[2618075,2797330],[2619897,2798429],[2634600,2805473],[2636182,2805673],[2637100,2806372],[2638767,2807243],[2651846,2813452],[2653668,2814551],[2674542,2824288],[2676209,2825159],[2686457,2829453],[2688279,2830552],[2690916,2831451],[2703362,2837059],[2705029,2837930],[2719381,2844344],[2722866,2845672],[2732662,2849635],[2734329,2850506],[2747051,2855564],[2760476,2861297],[2771442,2865231],[2794540,2874156], [1486204,1989848,2402285],[1627100,2112870,2490444],[1633347,2322696,2494069],[1725228,2390269,2548421],[1728948,2199079,2550186],[1760410,2412370,2565913],[1818927,2271510,2597469],[1825174,2456549,2601094],[1850869,2297728,2614348],[1880898,2491832,2627610],[1884618,2322307,2629375],[1911499,2510795,2642088],[1915219,2345750,2643853],[1946681,2532896,2659580],[1958257,2540934,2666186],[1971773,1971929,2548351],[1994818,2403673,2680526],[2000426,2410350,2682730],[2005917,2566417,2685820],[2029599,2431581,2695088],[2039637,2586977,2699431],[2043357,2441250,2701196],[2046299,2590722,2702925],[2059628,2598857,2708350],[2063348,2456160,2710115],[2073964,2607554,2715468],[2108726,2312638,2727828],[2113732,2113888,2627540],[2118263,2629369,2731833],[2141202,2141358,2642018],[2150918,2517472,2743680],[2152851,2518046,2744443],[2152919,2648827,2744472],[2156409,2649078,2746770],[2156686,2650660,2746266],[2164247,2524199,2749019],[2169855,2530876,2751223],[2175346,2660084,2754313],[2179893,2663949,2755566],[2183613,2540545,2757331],[2186555,2667629,2667694],[2215439,2215595,2680456],[2218312,2682104,2768483],[2224510,2684228,2770754],[2233223,2570282,2773410],[2243169,2697927,2776723],[2252773,2698815,2779925],[2254657,2254813,2699361],[2256699,2439764,2781147],[2256764,2588289,2781171],[2256929,2700466,2700468],[2259188,2700637,2782693],[2260366,2590333,2782699],[2267366,2446491,2784957],[2272372,2272528,2708280],[2276903,2710109,2788962],[2282088,2605534,2790436],[2284021,2606108,2791199],[2284089,2715089,2791228],[2287579,2715340,2715972],[2287856,2716920,2716922],[2291024,2718914,2793983],[2309585,2617187,2798848],[2317268,2729150,2800923],[2330977,2498509,2804902],[2337103,2740860,2806730],[2340090,2645368,2807586],[2348623,2743035,2810169],[2348901,2646409,2810175],[2352313,2352469,2744402],[2354821,2744702,2812440],[2362110,2362266,2748949],[2364230,2655605,2814941],[2364298,2754062,2814970],[2364983,2750597,2815283],[2371181,2752721,2817554],[2373902,2754948,2754950],[2375786,2375942,2755496],[2377828,2539059,2819394],[2377893,2665261,2819418],[2378058,2756601,2756603],[2380317,2756772,2757325],[2384303,2760233,2821723],[2390242,2672050,2822907],[2397968,2672367,2824646],[2400955,2551701,2825502],[2403646,2679593,2826106],[2407697,2682052,2827093],[2420019,2420175,2773340],[2422139,2690216,2830942],[2422207,2685569,2830971],[2424877,2776043,2831589],[2425509,2778043,2831718],[2425787,2696062,2831724],[2426527,2776508,2776510],[2428260,2428416,2776653],[2436035,2698609,2834386],[2436211,2779995,2834440],[2446802,2703848,2837247],[2447513,2787616,2837417],[2450435,2596130,2838249],[2450500,2711630,2838273],[2450665,2785905,2785907],[2451121,2786279,2838529],[2459033,2789791,2789810],[2462723,2462879,2791158],[2465231,2791458,2791934],[2468695,2718862,2843728],[2473986,2720773,2844626],[2479925,2798168,2845810],[2480557,2720914,2845939],[2480835,2615322,2845945],[2481575,2798633,2798635],[2483308,2483464,2798778],[2485866,2727042,2847070],[2491805,2730170,2848254],[2494166,2631201,2802724],[2498820,2733148,2849823],[2499531,2730487,2849993],[2502453,2636370,2850825],[2502518,2630890,2850849],[2502683,2805850,2805852],[2503629,2504577,2806378],[2504829,2807033,2851319],[2505206,2740654,2851360],[2505382,2808626,2851414],[2506020,2807276,2807295],[2510768,2740543,2852503],[2514819,2743002,2853490],[2524172,2747309,2855702],[2524450,2653116,2855708],[2524804,2816290,2855831],[2525082,2752197,2855837],[2525822,2814755,2814757],[2527555,2527711,2814900],[2528223,2750545,2856689],[2535506,2818242,2818257],[2542665,2758709,2860538],[2543400,2821528,2821596],[2548651,2761545,2861468],[2552012,2762843,2862084],[2552742,2553690,2824294],[2553942,2824949,2862366],[2554319,2672161,2862407],[2554495,2761826,2862461],[2555133,2825192,2825211],[2559025,2766659,2863287],[2562386,2767957,2863903],[2564316,2769349,2864185],[2566139,2685542,2828391],[2570255,2771700,2865369],[2570533,2687727,2865375],[2570887,2769490,2865498],[2571165,2683704,2865504],[2571905,2830756,2830758],[2573638,2573794,2830901],[2574668,2575390,2831397],[2575720,2775991,2866500],[2576196,2778010,2866568],[2576872,2832146,2832161],[2581011,2777902,2867398],[2586950,2781030,2868582],[2588600,2703022,2836241],[2591691,2592639,2837065],[2592715,2704296,2869788],[2592891,2783563,2869842],[2593268,2787410,2869883],[2593444,2839313,2869937],[2594082,2837963,2837982],[2598830,2787299,2871026],[2601191,2711941,2840330],[2605845,2790277,2872595],[2609478,2717110,2873597],[2609640,2609708,2843458],[2613670,2794970,2844431],[2617160,2796268,2874711],[2617438,2722602,2874717],[2617869,2618591,2845618],[2618921,2798116,2874882],[2619397,2720881,2874950],[2620073,2846367,2846382],[2622589,2799059,2846943],[2626079,2800357,2876026],[2626357,2728399,2876032],[2627840,2801426,2876197],[2629545,2732009,2848811],[2631931,2632879,2849641],[2632955,2733596,2877041],[2633131,2803508,2877095],[2633508,2730281,2877136],[2633684,2801707,2877190],[2634322,2850539,2850558],[2637067,2637663,2851192],[2642318,2808345,2878562],[2645679,2809643,2879178],[2647609,2811035,2879460],[2648800,2746492,2854788],[2651640,2652362,2855510],[2652692,2747810,2880381],[2653168,2816257,2880449],[2653844,2856259,2856274],[2657983,2816149,2881279],[2659806,2754035,2857987],[2663922,2818500,2882463],[2664200,2756220,2882469],[2665572,2666283,2860354],[2670279,2670751,2861303],[2673713,2762956,2883980],[2673889,2823464,2884034],[2674509,2675105,2862239],[2681256,2767751,2884900],[2681432,2826663,2884954],[2686251,2686973,2865177],[2687303,2772201,2885680],[2687779,2769457,2885748],[2688455,2865926,2865941],[2694410,2832576,2867203],[2697900,2833874,2887198],[2698178,2779731,2887204],[2699661,2834943,2887369],[2700813,2782869,2869139],[2703329,2703925,2869715],[2708580,2839032,2888684],[2710285,2789138,2871583],[2713695,2790725,2889528],[2713871,2841114,2889582],[2715062,2715694,2873311],[2719175,2719494,2874102],[2719907,2795235,2890519],[2722178,2796496,2890691],[2726176,2799453,2891139],[2728447,2800324,2891311],[2732629,2733225,2876968],[2742206,2809756,2892829],[2742382,2853060,2892883],[2755796,2819001,2894529],[2756948,2757501,2883020],[2759443,2759572,2883456],[2760443,2760704,2883628],[2761042,2822674,2895245],[2766156,2825968,2895645],[2777036,2832841,2896579],[2779307,2834102,2896751],[2793750,2793845,2890359],[2807842,2852270,2899236] ] cell #4768 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2494955],[2549050],[2559424],[2566822],[2590100],[2601980],[2609779],[2614851],[2623770],[2628239],[2630139],[2642717],[2650115],[2660489],[2667072],[2668096],[2671721],[2679264],[2683233],[2695591],[2700060],[2701960],[2708979],[2710879],[2716377],[2719947],[2726216],[2729841],[2740214],[2744183],[2751726],[2758095],[2777076],[2780701],[2786970], [1465552,2195867],[1486335,2211516],[1627231,2318384],[1628310,2319095],[1633283,2322762],[1660782,2342538],[1726265,2390271],[1729079,2392063],[1747111,2403675],[1749925,2405467],[1760549,2412372],[1798661,2438038],[1819058,2452237],[1820137,2452948],[1825110,2456615],[1851849,2474036],[1871840,2485916],[1881935,2491834],[1884749,2493626],[1912536,2510797],[1915350,2512589],[1923734,2517954],[1923904,2352553],[1933382,2524201],[1936196,2525993],[1946820,2532898],[1953220,2537333],[1958193,2541000],[2001406,2564366],[2011501,2570284],[2014315,2572076],[2025723,2578541],[2030579,2581061],[2040674,2586979],[2041474,2439748],[2043488,2588771],[2046235,2590788],[2050570,2592941],[2060665,2598859],[2063479,2600651],[2071863,2606016],[2072033,2462963],[2074103,2607556],[2093059,2617189],[2101857,2621742],[2124428,2633181],[2131386,2637243],[2151898,2647659],[2153956,2648829],[2154296,2650419],[2156825,2650662],[2165979,2655513],[2166149,2527795],[2170835,2658033],[2180930,2663951],[2181730,2539043],[2183744,2665743],[2186491,2667760],[2197984,2672369],[2201236,2673939],[2202939,2674685],[2226157,2685571],[2226497,2567126],[2234955,2690124],[2235125,2573878],[2236330,2690882],[2251699,2697929],[2253562,2698817],[2257000,2700470],[2257297,2701754],[2257744,2700863],[2260497,2702482],[2262556,2703505],[2263376,2593216],[2269174,2596114],[2283068,2713921],[2285126,2715091],[2285466,2716681],[2287995,2716924],[2298415,2720980],[2298719,2721057],[2302746,2722832],[2321212,2730489],[2324017,2629933],[2324464,2732059],[2326167,2732805],[2326987,2633456],[2332785,2636354],[2333911,2736589],[2344655,2740862],[2347907,2742432],[2349306,2743101],[2349610,2743178],[2353033,2745661],[2357459,2747017],[2358392,2653091],[2358696,2653100],[2372828,2754064],[2373168,2660793],[2374691,2754952],[2378129,2756605],[2378426,2757889],[2378873,2756998],[2381796,2667545],[2387113,2760619],[2390624,2761792],[2390830,2761876],[2393392,2674214],[2394776,2763409],[2406796,2767959],[2408096,2682151],[2411037,2769556],[2411341,2769633],[2413902,2684711],[2415368,2771408],[2416301,2687702],[2416605,2687711],[2428027,2776512],[2432268,2778109],[2432572,2778186],[2436599,2779961],[2436805,2780045],[2444321,2783345],[2444902,2704216],[2445108,2704510],[2450736,2785909],[2455065,2787618],[2457870,2710673],[2458317,2789188],[2459716,2789857],[2460840,2714196],[2463443,2792417],[2466638,2717094],[2469094,2718961],[2470788,2794506],[2474346,2795574],[2476492,2722577],[2476796,2722586],[2483075,2798637],[2488372,2800423],[2488676,2800500],[2489822,2729185],[2492187,2801673],[2492393,2801757],[2496339,2803290],[2496920,2733516],[2497126,2733810],[2502754,2805854],[2507335,2807342],[2511150,2808592],[2511356,2808676],[2513918,2742707],[2515302,2810209],[2522788,2747757],[2527322,2814759],[2528622,2750644],[2531563,2816356],[2531867,2816433],[2534428,2753204],[2536100,2818292],[2536827,2756195],[2537131,2756204],[2543499,2821634],[2544581,2760268],[2546059,2822125],[2550744,2762876],[2550950,2763170],[2556448,2825258],[2561118,2826629],[2561324,2826713],[2562410,2768523],[2564676,2827697],[2568871,2772148],[2573405,2830760],[2576119,2776090],[2578019,2832196],[2581371,2833180],[2583517,2779706],[2583821,2779715],[2595397,2838029],[2596847,2786314],[2599212,2839279],[2599418,2839363],[2603945,2790645],[2604151,2790939],[2610226,2843700],[2610882,2794322],[2613769,2795008],[2616329,2796443],[2619320,2798215],[2621220,2846417],[2622688,2846981],[2625248,2847472],[2635637,2850605],[2638248,2807068],[2644411,2809676],[2644617,2809970],[2654991,2856309],[2656077,2815323],[2658343,2857293],[2662538,2818948],[2671065,2822519],[2675690,2824984],[2678608,2863259],[2689602,2865976],[2691622,2831928],[2694509,2832614],[2697069,2834049],[2723572,2846149],[2739558,2852115], [917341,1681565,2358187],[997369,1765870,2416096],[1084545,1855642,2476287],[1183640,1952141,2536622],[1206136,1972228,2548508],[1243900,2005199,2566617],[1276372,2034372,2583312],[1334933,2087232,2614312],[1368508,2114187,2627697],[1401366,2141657,2642175],[1417268,2155691,2649910],[1439130,2174628,2660284],[1492387,2215894,2680613],[1498451,2220330,2682694],[1531309,2245872,2695052],[1542892,2255112,2699518],[1564884,2272827,2708437],[1580786,2286861,2716172],[1621910,2314660,2727792],[1671819,2350641,2743644],[1674552,2352768,2744559],[1687617,2362565,2749106],[1693681,2367001,2751187],[1705264,2376241,2755653],[1711290,2381626,2758617],[1771922,2420474,2773497],[1784384,2428715,2776810],[1800901,2439578,2781135],[1813737,2448513,2784921],[1828579,2460020,2789934],[1831174,2461051,2790400],[1833907,2463178,2791315],[1867505,2483763,2798935],[1895373,2500531,2804866],[1904839,2507639,2807419],[1907368,2507882,2807550],[1938943,2528010,2815057],[1949931,2535894,2818208],[1955460,2538873,2819382],[1984867,2556752,2825335],[1987396,2556995,2825466],[2017062,2574093,2831058],[2018788,2574876,2831478],[2022523,2577813,2832112],[2052968,2595701,2838106],[2055497,2595944,2838237],[2066544,2603364,2840896],[2094922,2618077,2845699],[2098657,2621014,2846333],[2126826,2635941,2850682],[2129355,2636184,2850813],[2131082,2637166,2851230],[2134809,2639726,2851721],[2159044,2651848,2855591],[2162779,2654785,2856225],[2202635,2674608,2862277],[2206362,2677168,2862768],[2228020,2686459,2865258],[2231755,2689396,2865892],[2236536,2690966,2866472],[2262252,2703428,2869753],[2265979,2705988,2870244],[2294174,2719383,2874183],[2302952,2722916,2874854],[2325863,2732728,2877006],[2329590,2735288,2877497],[2357665,2747101,2880353],[2386809,2760542,2883666],[2415574,2771492,2885652],[2470994,2794590,2890485] ] cell #4769 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2494949],[2549000],[2559374],[2566727],[2590094],[2601974],[2609773],[2614813],[2623732],[2628189],[2630062],[2642667],[2650020],[2660394],[2667066],[2668117],[2671727],[2679270],[2683195],[2695553],[2700010],[2701883],[2708929],[2710802],[2716282],[2719968],[2726237],[2729847],[2740220],[2744145],[2751688],[2758018],[2777097],[2780707],[2786976], [1465553,2195870],[1486336,2211519],[1627232,2318387],[1628311,2319098],[1633277,2322763],[1660783,2342541],[1726259,2390272],[1729080,2392066],[1747105,2403676],[1749926,2405470],[1760543,2412373],[1798662,2438041],[1819059,2452240],[1820138,2452951],[1825104,2456616],[1851850,2474039],[1871841,2485919],[1881929,2491835],[1884750,2493629],[1912530,2510798],[1915351,2512592],[1923735,2517957],[1923898,2352550],[1933376,2524202],[1936197,2525996],[1946814,2532899],[1953221,2537336],[1958187,2541001],[2001407,2564369],[2011495,2570285],[2014316,2572079],[2025724,2578544],[2030580,2581064],[2040668,2586980],[2041475,2439751],[2043489,2588774],[2046229,2590789],[2050571,2592944],[2060659,2598860],[2063480,2600654],[2071864,2606019],[2072027,2462960],[2074097,2607557],[2093053,2617190],[2101858,2621745],[2124429,2633184],[2131387,2637246],[2151899,2647662],[2153950,2648830],[2154290,2650420],[2156819,2650663],[2165980,2655516],[2166143,2527792],[2170836,2658036],[2180924,2663952],[2181731,2539046],[2183745,2665746],[2186485,2667761],[2197978,2672370],[2201237,2673942],[2202940,2674688],[2226151,2685572],[2226491,2567127],[2234956,2690127],[2235119,2573875],[2236331,2690914],[2251693,2697930],[2253556,2698818],[2256994,2700471],[2257247,2701755],[2257745,2700866],[2260498,2702485],[2262557,2703508],[2263370,2593213],[2269175,2596117],[2283069,2713924],[2285120,2715092],[2285460,2716682],[2287989,2716925],[2298320,2720981],[2298720,2721060],[2302747,2722864],[2321206,2730490],[2323967,2629934],[2324465,2732062],[2326168,2732808],[2326981,2633453],[2332786,2636357],[2333910,2736610],[2344649,2740863],[2347908,2742435],[2349211,2743102],[2349611,2743181],[2352995,2745660],[2357460,2747049],[2358297,2653041],[2358697,2653103],[2372822,2754065],[2373162,2660794],[2374685,2754953],[2378123,2756606],[2378376,2757890],[2378874,2757001],[2381790,2667542],[2387114,2760622],[2390625,2761824],[2390753,2761875],[2393386,2674211],[2394775,2763430],[2406790,2767960],[2408046,2682152],[2410942,2769557],[2411342,2769636],[2413864,2684710],[2415369,2771440],[2416206,2687652],[2416606,2687714],[2428021,2776513],[2432173,2778110],[2432573,2778189],[2436600,2779993],[2436728,2780044],[2444320,2783366],[2444903,2704227],[2445031,2704472],[2450730,2785910],[2455059,2787619],[2457820,2710674],[2458318,2789191],[2459621,2789858],[2460834,2714193],[2463405,2792416],[2466639,2717097],[2469044,2718962],[2470789,2794538],[2474345,2795595],[2476397,2722527],[2476797,2722589],[2483069,2798638],[2488277,2800424],[2488677,2800503],[2489784,2729184],[2492188,2801705],[2492316,2801756],[2496338,2803311],[2496921,2733527],[2497049,2733772],[2502748,2805855],[2507240,2807343],[2511151,2808624],[2511279,2808675],[2513912,2742704],[2515301,2810230],[2522787,2747763],[2527316,2814760],[2528572,2750645],[2531468,2816357],[2531868,2816436],[2534390,2753203],[2536023,2818291],[2536732,2756145],[2537132,2756207],[2543500,2821645],[2544543,2760267],[2546058,2822146],[2550745,2762887],[2550873,2763132],[2556353,2825259],[2561119,2826661],[2561247,2826712],[2562416,2768544],[2564675,2827718],[2568870,2772154],[2573399,2830761],[2576069,2776091],[2577942,2832195],[2581370,2833201],[2583422,2779656],[2583822,2779718],[2595302,2838030],[2596809,2786313],[2599213,2839311],[2599341,2839362],[2603946,2790656],[2604074,2790901],[2610225,2843706],[2610888,2794343],[2613770,2795019],[2616328,2796449],[2619270,2798216],[2621143,2846416],[2622689,2846992],[2625247,2847493],[2635542,2850606],[2638210,2807067],[2644412,2809687],[2644540,2809932],[2654914,2856308],[2656083,2815344],[2658342,2857314],[2662537,2818954],[2671064,2822525],[2675652,2824983],[2678607,2863265],[2689525,2865975],[2691628,2831949],[2694510,2832625],[2697068,2834055],[2723578,2846170],[2739557,2852121], [917335,1681566,2358190],[997363,1765871,2416099],[1084539,1855643,2476290],[1183634,1952142,2536625],[1206130,1972229,2548511],[1243894,2005200,2566620],[1276366,2034373,2583315],[1334927,2087233,2614313],[1368502,2114188,2627700],[1401360,2141658,2642178],[1417262,2155692,2649913],[1439124,2174629,2660287],[1492381,2215895,2680616],[1498445,2220331,2682695],[1531303,2245873,2695053],[1542886,2255113,2699521],[1564878,2272828,2708440],[1580780,2286862,2716175],[1621904,2314661,2727793],[1671813,2350642,2743645],[1674546,2352769,2744562],[1687611,2362566,2749109],[1693675,2367002,2751188],[1705258,2376242,2755656],[1711284,2381627,2758620],[1771916,2420475,2773500],[1784378,2428716,2776813],[1800895,2439579,2781136],[1813731,2448514,2784922],[1828573,2460021,2789937],[1831168,2461052,2790401],[1833901,2463179,2791318],[1867499,2483764,2798938],[1895367,2500532,2804867],[1904833,2507640,2807422],[1907362,2507883,2807551],[1938937,2528011,2815060],[1949881,2535895,2818240],[1955454,2538874,2819383],[1984861,2556753,2825338],[1987390,2556996,2825467],[2017056,2574094,2831061],[2018782,2574877,2831479],[2022473,2577814,2832144],[2052962,2595702,2838109],[2055491,2595945,2838238],[2066506,2603363,2840917],[2094916,2618078,2845700],[2098607,2621015,2846365],[2126820,2635942,2850685],[2129349,2636185,2850814],[2130987,2637167,2851241],[2134771,2639725,2851742],[2159038,2651849,2855592],[2162729,2654786,2856257],[2202540,2674609,2862288],[2206324,2677167,2862789],[2228014,2686460,2865259],[2231705,2689397,2865924],[2236459,2690965,2866478],[2262157,2703429,2869764],[2265941,2705987,2870265],[2294168,2719384,2874184],[2302875,2722915,2874860],[2325768,2732729,2877017],[2329552,2735287,2877518],[2357588,2747100,2880359],[2386714,2760543,2883677],[2415497,2771491,2885658],[2470917,2794589,2890491] ] cell #4770 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [689946],[797098],[823044],[910776],[924353],[939057],[1004381],[1025990],[1038592],[1045126],[1060333],[1121713],[1128247],[1134674],[1163456],[1163652],[1170062],[1181660],[1190652],[1211909],[1218979],[1248777],[1248973],[1255383],[1263410],[1289533],[1291031],[1291775],[1294789],[1313540],[1320074],[1341008],[1341204],[1349456],[1376095],[1377593],[1378337],[1381351],[1389080],[1407139],[1419256],[1421251],[1426168],[1444007],[1444203],[1450613],[1458449],[1470813],[1471557],[1475886],[1494207],[1506062],[1508057],[1512974],[1519088],[1537384],[1537580],[1545832],[1549876],[1552598],[1572471],[1573969],[1574713],[1588626],[1593293],[1599731],[1601190],[1605650],[1617115],[1621207],[1635103],[1635922],[1638644],[1648838],[1653679],[1666043],[1666787],[1671116],[1681460],[1701292],[1703287],[1708204],[1715151],[1717738],[1722255],[1727895],[1730616],[1734159],[1739000],[1744652],[1748741],[1755754],[1759846],[1765765],[1780453],[1785120],[1791558],[1793017],[1797477],[1813034],[1826930],[1827749],[1830471],[1841358],[1850830],[1853417],[1855206],[1855537],[1863574],[1870821],[1873408],[1879476],[1883565],[1886286],[1894670],[1901422],[1904009],[1908526],[1914166],[1916887],[1920430],[1925271],[1935012],[1942025],[1946117],[1952036],[1971978],[1972188],[1975449],[1981450],[1984037],[1990915],[2000387],[2002974],[2005094],[2006736],[2013131],[2020088],[2029560],[2032147],[2033936],[2034267],[2042304],[2045025],[2049551],[2052138],[2058206],[2062295],[2065016],[2073400],[2096222],[2108687],[2113937],[2114147],[2119467],[2123409],[2125996],[2141407],[2141617],[2144878],[2150879],[2153466],[2155255],[2155586],[2160344],[2169816],[2172403],[2174523],[2176165],[2182560],[2185281],[2193380],[2215644],[2215854],[2218616],[2225667],[2229320],[2254862],[2255072],[2258333],[2267327],[2272577],[2272787],[2278107],[2282049],[2284636],[2286756],[2291328],[2294612],[2317558],[2330938],[2340051],[2362315],[2362525],[2365287],[2372338],[2375991],[2376201],[2384593],[2400916],[2407729],[2420224],[2420434],[2425181],[2428465],[2428675],[2451411],[2468727],[2480229],[2483513],[2483723],[2505119],[2528255],[2554232],[2575752],[2618953], [1032705,1548665],[1064386,1582479],[1118406,1374281],[1157082,1677894],[1157543,1678090],[1188375,1711037],[1190839,1711932],[1209478,1470704],[1227057,1231340],[1245185,1504526],[1245646,1504722],[1281249,1803813],[1284820,1803922],[1285196,1804666],[1310233,1570657],[1317197,1837249],[1317658,1837445],[1319660,1837535],[1338698,1601034],[1356419,1360690],[1367567,1371850],[1374342,1633571],[1374718,1634315],[1404708,1665934],[1408696,1918833],[1411195,1926574],[1414872,1926730],[1440415,1699756],[1440876,1699952],[1441731,1950465],[1447578,1958481],[1447954,1959225],[1468548,1728788],[1486044,1490410],[1495592,1753408],[1497945,1502216],[1504787,1761305],[1522658,2021951],[1524071,2023057],[1535074,1792861],[1539155,2036664],[1540915,2043197],[1563943,1568226],[1570718,1825398],[1571094,1826142],[1572214,2066962],[1578390,2074859],[1587072,1842291],[1593148,1848086],[1609220,2098085],[1610633,2099191],[1614418,1614624],[1625530,1877925],[1626940,1631306],[1652272,2134294],[1653422,2135227],[1663778,1915059],[1668394,2148135],[1685030,2162207],[1686443,2163313],[1690822,1939679],[1693175,1697446],[1700017,1947576],[1701527,2176920],[1713870,1714076],[1715006,1963122],[1716232,1964003],[1726341,1972911],[1737593,2205847],[1738743,2206780],[1747187,1991848],[1753057,1753263],[1769335,2231183],[1770748,2232289],[1778899,2021021],[1779373,2239443],[1780688,2240324],[1784975,2026816],[1802460,2257831],[1811627,2265464],[1812777,2266397],[1817357,2056655],[1818767,1823133],[1841940,1842146],[1849549,1849755],[1851911,2088247],[1862020,2097155],[1862494,2305859],[1863809,2306740],[1870676,2105081],[1871902,2105962],[1876913,2316608],[1882011,2114870],[1887442,2324551],[1893263,2329075],[1894413,2330008],[1901277,2132551],[1902503,2133432],[1912612,2142340],[1925014,2353451],[1933458,2161277],[1933932,2360572],[1935247,2361453],[1939328,1939534],[1957019,2378960],[1972560,1972766],[1981305,2204104],[1982531,2204985],[1990481,2403950],[1991497,1991703],[1996680,2407234],[2001468,2221345],[2004580,2224070],[2006479,2414320],[2011577,2230253],[2012051,2418481],[2013366,2419362],[2020670,2020876],[2028279,2028485],[2030641,2246887],[2040750,2255795],[2042539,2440593],[2049406,2263721],[2050632,2264602],[2060741,2273510],[2066172,2458404],[2073143,2463861],[2093135,2301698],[2096804,2097010],[2104696,2486156],[2110284,2489053],[2113503,2492109],[2114519,2114725],[2117871,2322512],[2118057,2322722],[2119702,2495393],[2123264,2327332],[2124490,2328213],[2141989,2142195],[2151960,2351656],[2160926,2161132],[2170897,2368016],[2174009,2370741],[2175908,2534846],[2181006,2376924],[2182795,2539888],[2193235,2387490],[2199712,2390546],[2201298,2393830],[2210690,2558976],[2211381,2559057],[2220079,2564606],[2229902,2230108],[2251775,2435551],[2255444,2255650],[2272143,2599134],[2273159,2273365],[2276511,2456365],[2276697,2456575],[2278342,2602418],[2283130,2462066],[2286242,2464791],[2290123,2468646],[2300287,2474276],[2301347,2301553],[2310017,2623236],[2318249,2627872],[2346383,2511072],[2347969,2514356],[2356544,2521442],[2366750,2658273],[2376573,2376779],[2379925,2540750],[2380111,2540960],[2383183,2544047],[2388326,2389341],[2391928,2548683],[2434140,2581301],[2435200,2435406],[2441883,2587254],[2443469,2590538],[2443655,2590748],[2452102,2708612],[2472184,2472866],[2508852,2509867],[2512454,2642350],[2520031,2647899],[2579209,2579891],[2588636,2699693] ] cell #4771 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1808193],[1889829],[1976428],[2068559],[2087582],[2118387],[2145857],[2196003],[2220680],[2246222],[2259312],[2277027],[2315010],[2319231],[2342674],[2350991],[2367351],[2380441],[2405603],[2438174],[2439928],[2448863],[2453084],[2461401],[2466388],[2500881],[2508232],[2518090],[2526129],[2535796],[2537469],[2539223],[2557345],[2572212],[2577162],[2578677],[2596294],[2602913],[2606152],[2620363],[2621878],[2636534],[2637920],[2638799],[2654134],[2655649],[2661659],[2675362],[2676241],[2688745],[2690260],[2691446],[2692315],[2704182],[2705061],[2723396],[2724265],[2733482],[2734361],[2737026],[2747581],[2748450],[2760961],[2763846],[2771972],[2772841],[2783782],[2794797],[2803727],[2822344], [1801047,2256725,2587563],[1850685,2087366,2296955],[1869530,1869540,1869746],[1923864,2352518,2648178],[1955606,2377854,2664535],[1999096,1999106,1999312],[2000242,2220464,2409577],[2004763,2224305,2412722],[2029415,2246006,2430808],[2041224,2439712,2587516],[2055643,2450461,2706800],[2071993,2462928,2714440],[2087494,2297047,2297635],[2090611,2090621,2090827],[2108542,2314794,2487623],[2117408,2322219,2493762],[2118168,2494915,2732299],[2129501,2502479,2736100],[2150734,2350775,2516699],[2159910,2524476,2748067],[2166109,2527760,2749941],[2168525,2168535,2168741],[2169671,2367135,2530103],[2174192,2370976,2533248],[2181480,2539007,2664488],[2196085,2196095,2196969],[2213329,2405685,2405695],[2220592,2409669,2410257],[2223651,2566482,2770786],[2223709,2223719,2223925],[2228886,2570559,2772458],[2235085,2573843,2774332],[2246134,2430900,2431488],[2249251,2249261,2249467],[2263190,2592967,2784038],[2263336,2593181,2784187],[2267182,2448647,2594648],[2268924,2596078,2706753],[2276048,2456072,2600787],[2276808,2601940,2789428],[2281904,2461185,2604761],[2286425,2465026,2607906],[2288141,2609504,2793229],[2288398,2609739,2717274],[2301193,2617464,2796753],[2312545,2314922,2487715],[2317344,2626507,2800955],[2319313,2319323,2320197],[2322122,2629878,2802771],[2326801,2633207,2803983],[2326947,2633421,2804132],[2330793,2500665,2634888],[2332535,2636318,2736053],[2339906,2508016,2640491],[2342756,2342766,2343640],[2350903,2516791,2517379],[2352728,2648264,2648309],[2354020,2354030,2354236],[2356727,2521677,2651012],[2357361,2652643,2747730],[2358052,2652724,2813508],[2358498,2652886,2813523],[2360000,2526211,2526221],[2367263,2530195,2530783],[2370322,2660149,2817586],[2370380,2370390,2370596],[2375557,2664226,2819258],[2379462,2540457,2665879],[2380222,2667032,2757238],[2381521,2667217,2758753],[2381756,2667510,2821132],[2384379,2668789,2821755],[2393206,2673965,2823721],[2393352,2674179,2823870],[2400771,2557129,2677933],[2407891,2681828,2827145],[2415270,2687254,2772121],[2415961,2687335,2829509],[2416407,2687497,2829524],[2417909,2572294,2572304],[2423976,2575671,2691595],[2435046,2698204,2834359],[2438256,2438266,2439140],[2439840,2587608,2588196],[2443006,2590245,2702618],[2443766,2590060,2701103],[2443870,2703976,2783767],[2444847,2704230,2837111],[2446398,2448775,2594740],[2451197,2707247,2838561],[2453166,2453176,2454050],[2455975,2710618,2840377],[2459337,2712275,2790611],[2460654,2713947,2841589],[2460800,2714161,2841738],[2461313,2604853,2605441],[2463138,2714526,2714571],[2464372,2716037,2791490],[2464430,2464440,2464646],[2468889,2718147,2843780],[2470137,2719775,2794946],[2476152,2722210,2845232],[2476598,2722372,2845247],[2477389,2621960,2621970],[2479024,2618872,2723545],[2489542,2728929,2847846],[2495888,2733276,2803712],[2496865,2733530,2849687],[2498416,2500793,2634980],[2503709,2637714,2737011],[2504905,2737282,2851351],[2506324,2738041,2807761],[2508144,2640583,2645275],[2513732,2742458,2853317],[2513878,2742672,2853466],[2515264,2646013,2743855],[2518172,2518182,2519056],[2521023,2649775,2744734],[2521081,2521091,2521297],[2521909,2747550,2813316],[2527970,2750027,2750072],[2528417,2750321,2856741],[2535582,2754463,2818772],[2536487,2755828,2859105],[2536933,2755990,2859120],[2537551,2537561,2538435],[2539135,2664580,2665168],[2540360,2757834,2819641],[2544301,2759624,2860869],[2545132,2760755,2822329],[2547318,2761074,2861417],[2550093,2676150,2676160],[2550689,2762890,2861948],[2551608,2557257,2678025],[2552822,2675156,2763831],[2554018,2764102,2862398],[2555437,2764861,2825677],[2560467,2768341,2768351],[2567719,2690342,2690352],[2567992,2771941,2829317],[2574053,2774418,2774463],[2574921,2691415,2775069],[2575914,2775276,2866552],[2576641,2692267,2695263],[2576948,2775750,2832403],[2578759,2578769,2584414],[2583177,2779339,2868004],[2583623,2779501,2868019],[2584966,2698328,2780525],[2585024,2585034,2586049],[2590148,2701699,2781394],[2594386,2784797,2785132],[2596206,2706845,2711537],[2596567,2786058,2870618],[2603075,2789534,2841333],[2603890,2790659,2872459],[2606234,2606244,2607118],[2610706,2793877,2843677],[2611575,2794766,2844208],[2613446,2795022,2874243],[2614523,2619842,2724217],[2615402,2723931,2724011],[2618122,2723365,2797194],[2619115,2797401,2874934],[2620149,2797875,2846624],[2624321,2800556,2800636],[2629282,2734270,2734280],[2630797,2636446,2736145],[2634626,2804742,2805077],[2637968,2806424,2877963],[2638650,2737555,2740038],[2638708,2638718,2643760],[2638961,2806801,2851940],[2640985,2807874,2878511],[2644356,2809690,2879042],[2645727,2645807,2646489],[2645916,2742778,2810646],[2653613,2748402,2751398],[2653920,2813997,2814270],[2655731,2655741,2661386],[2668533,2821648,2860829],[2671545,2676092,2764375],[2672414,2764287,2764344],[2675410,2824340,2884161],[2676403,2824717,2862987],[2679088,2825742,2826000],[2679957,2826832,2826889],[2682905,2688224,2772793],[2683784,2772507,2772587],[2688531,2829998,2830271],[2691981,2692061,2696142],[2692170,2775494,2777513],[2694186,2832628,2886730],[2698240,2698297,2698862],[2704912,2784311,2786794],[2704970,2704980,2710022],[2705223,2837488,2837706],[2720384,2724120,2797619],[2726653,2846818,2846995],[2728003,2728892,2800842],[2729665,2734212,2804256],[2730534,2804168,2804225],[2734523,2850064,2850282],[2737467,2737524,2740907],[2748116,2748196,2752277],[2748305,2813741,2815760],[2767470,2768283,2826920],[2768960,2772696,2829742],[2784223,2784280,2787663],[2800100,2800745,2847691], [2004862,2412934,2413815,2685846,2770310,2828876],[2104550,2485942,2487317,2726909,2800526,2847102],[2117592,2493652,2494769,2732085,2802237,2849068],[2174291,2533460,2534341,2754339,2817110,2858472],[2186437,2542789,2542950,2667720,2821218,2821263],[2211827,2559219,2560394,2766723,2826785,2863339],[2219933,2564392,2565767,2769216,2769659,2864217],[2223852,2565950,2566928,2770948,2828134,2864806],[2276232,2600677,2601794,2789214,2839843,2871840],[2286524,2608118,2608999,2715366,2842348,2842683],[2300141,2474062,2475437,2720640,2721083,2844658],[2310994,2623490,2624269,2799505,2847457,2875598],[2318695,2628034,2629209,2801490,2801829,2876249],[2356826,2520937,2649104,2651224,2811661,2855273],[2366604,2658059,2659434,2816016,2816459,2881311],[2370523,2659617,2660595,2817748,2857730,2881900],[2379646,2665769,2666886,2757024,2859594,2859867],[2392374,2548845,2550020,2761609,2761948,2861520],[2401383,2678352,2679057,2766516,2863141,2863239],[2408706,2682953,2683732,2827539,2827682,2885081],[2433994,2581087,2582462,2777769,2778212,2867430],[2443190,2589914,2700889,2702508,2835481,2869396],[2452548,2708774,2709949,2839096,2839435,2888736],[2464573,2715505,2716483,2791652,2872836,2873054],[2467896,2610675,2717770,2717940,2843680,2873833],[2475504,2614571,2615350,2795416,2795559,2874283],[2512900,2642512,2643687,2808409,2808748,2878614],[2516393,2519885,2647685,2743204,2810902,2879492],[2521224,2650221,2744896,2746303,2854313,2880081],[2529232,2751446,2752225,2857135,2857278,2893930],[2547287,2547852,2670809,2761232,2822499,2883711],[2582529,2695311,2696090,2833022,2833165,2886770],[2585976,2589082,2699855,2780117,2835007,2887421],[2640954,2641519,2739302,2808032,2852095,2892560],[2646437,2649127,2743903,2810194,2853936,2893010] ] cell #4772 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [591403],[614268],[659480],[690314],[714631],[715871],[763763],[792448],[797500],[818120],[818921],[823412],[825420],[867646],[875765],[891721],[892986],[906234],[933192],[934407],[934627],[939459],[947692],[969840],[971105],[985487],[1010730],[1011863],[1012083],[1025617],[1041278],[1042543],[1046376],[1054495],[1055403],[1055791],[1069677],[1080775],[1092366],[1093499],[1093719],[1102251],[1107881],[1124399],[1125664],[1133963],[1134301],[1135447],[1135835],[1157376],[1166400],[1167533],[1167753],[1171758],[1181287],[1195371],[1207170],[1218268],[1218606],[1219752],[1220140],[1229032],[1234338],[1240130],[1245479],[1251721],[1252854],[1253074],[1257769],[1257877],[1261504],[1263037],[1272602],[1285326],[1285546],[1294078],[1294416],[1295562],[1295950],[1299708],[1317491],[1321754],[1335751],[1343815],[1343923],[1347550],[1349083],[1356549],[1357743],[1363759],[1369542],[1372949],[1374848],[1375068],[1380640],[1380978],[1382124],[1382512],[1387675],[1390601],[1402400],[1413498],[1414982],[1415370],[1420527],[1420635],[1424262],[1425795],[1435360],[1440709],[1448084],[1448304],[1463410],[1467932],[1472740],[1474481],[1477407],[1485272],[1487033],[1493834],[1498075],[1499269],[1503338],[1503536],[1504897],[1505285],[1507333],[1507441],[1511068],[1512601],[1518130],[1532127],[1540299],[1543926],[1545459],[1551193],[1552227],[1552335],[1554119],[1565918],[1569325],[1571224],[1571444],[1577016],[1578500],[1578888],[1590976],[1591084],[1598326],[1601164],[1603081],[1604692],[1615006],[1616225],[1625710],[1626168],[1627929],[1630690],[1632488],[1633327],[1634730],[1637239],[1638273],[1638381],[1640165],[1658640],[1663162],[1667970],[1669711],[1672637],[1680502],[1681697],[1693305],[1694499],[1698568],[1698766],[1700127],[1700515],[1702671],[1706298],[1707831],[1709705],[1714458],[1716412],[1718900],[1720095],[1726937],[1729777],[1730245],[1730353],[1731031],[1742810],[1751199],[1753450],[1753645],[1754864],[1758441],[1760209],[1764807],[1766002],[1782911],[1790153],[1792991],[1794908],[1796519],[1805849],[1817537],[1817995],[1819756],[1822517],[1824315],[1825154],[1826557],[1829066],[1830100],[1830208],[1831992],[1836061],[1836259],[1840205],[1842333],[1842528],[1845930],[1848364],[1850137],[1852091],[1854316],[1855774],[1866032],[1872082],[1875765],[1877634],[1877880],[1882607],[1886023],[1902683],[1905171],[1906366],[1913208],[1916048],[1916516],[1916624],[1917302],[1926704],[1928621],[1928819],[1937470],[1939721],[1939916],[1941135],[1944712],[1946480],[1951078],[1952273],[1957398],[1958237],[1963400],[1963712],[1963958],[1969487],[1970825],[1973148],[1982711],[1985199],[1986394],[1992085],[1995487],[2001648],[2005331],[2015589],[2021063],[2021258],[2024660],[2027094],[2028867],[2030821],[2033046],[2034504],[2044186],[2044762],[2045440],[2046279],[2050812],[2054495],[2056364],[2056610],[2061337],[2064753],[2067004],[2073763],[2079267],[2087956],[2097197],[2097392],[2100794],[2105359],[2105671],[2115107],[2124670],[2128353],[2132829],[2133141],[2133387],[2135269],[2138916],[2140254],[2142577],[2148413],[2152140],[2154365],[2155823],[2156485],[2161514],[2164916],[2171077],[2174760],[2176875],[2185018],[2201478],[2204382],[2204694],[2204940],[2206822],[2212365],[2221054],[2230490],[2233892],[2237907],[2239721],[2240279],[2246596],[2252371],[2252517],[2256032],[2263999],[2264311],[2266439],[2273747],[2283310],[2286993],[2301935],[2304323],[2306137],[2306695],[2327610],[2327922],[2330050],[2336701],[2336847],[2348149],[2351365],[2359036],[2360850],[2361408],[2367725],[2377161],[2387768],[2393539],[2397566],[2397712],[2416945],[2418759],[2419317],[2435788],[2447111],[2447257],[2461775],[2471654],[2472392],[2489331],[2499129],[2499275],[2514065],[2544255],[2561984],[2562130],[2579417],[2623444] ] cell #4773 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1032679],[1064360],[1118380],[1156646],[1188349],[1190219],[1244749],[1278688],[1284773],[1310207],[1311072],[1316761],[1319639],[1365102],[1374295],[1392177],[1393595],[1408649],[1439979],[1441446],[1441710],[1447531],[1456294],[1478983],[1480401],[1495545],[1520209],[1522611],[1523786],[1524050],[1538962],[1555695],[1557113],[1561478],[1570671],[1571994],[1572167],[1587025],[1597576],[1606771],[1609173],[1610348],[1610612],[1619052],[1624998],[1641741],[1643159],[1651524],[1652079],[1653202],[1653375],[1675631],[1682581],[1684983],[1686158],[1686422],[1690775],[1701334],[1715700],[1726294],[1736845],[1737400],[1738523],[1738696],[1747140],[1752333],[1757691],[1763241],[1766886],[1769288],[1770463],[1770727],[1775879],[1778852],[1780495],[1789403],[1802175],[1802439],[1808539],[1810355],[1810879],[1811434],[1812557],[1812730],[1816825],[1834986],[1839619],[1846930],[1851379],[1859000],[1861973],[1863616],[1870315],[1871370],[1876866],[1881964],[1885210],[1887157],[1887421],[1890175],[1891991],[1892515],[1893070],[1894193],[1894366],[1899681],[1901971],[1912565],[1923116],[1924794],[1924967],[1930438],[1931193],[1933411],[1935054],[1943962],[1949512],[1956734],[1956998],[1961894],[1970239],[1973974],[1976774],[1977550],[1978074],[1979709],[1981999],[1989176],[1990434],[1996487],[1999881],[2000936],[2004533],[2004725],[2006259],[2006432],[2008557],[2009312],[2011530],[2013173],[2018349],[2030109],[2037730],[2040703],[2042346],[2047810],[2050100],[2060694],[2063940],[2065887],[2066151],[2068905],[2070721],[2071245],[2072923],[2073096],[2077715],[2083612],[2086138],[2087735],[2089231],[2091396],[2091860],[2093088],[2094483],[2103853],[2104013],[2112198],[2112563],[2113456],[2115933],[2117339],[2118010],[2118733],[2119509],[2121668],[2123958],[2139668],[2143403],[2146203],[2146979],[2147503],[2149138],[2151428],[2158605],[2169310],[2170365],[2173962],[2174154],[2175688],[2175861],[2177986],[2178741],[2180959],[2182602],[2184205],[2191570],[2191935],[2192569],[2194453],[2196313],[2197545],[2199665],[2200766],[2210813],[2216710],[2219022],[2219236],[2219396],[2220833],[2222329],[2223679],[2224958],[2227581],[2242252],[2244778],[2246375],[2247871],[2250036],[2250500],[2251728],[2253123],[2259658],[2260958],[2270838],[2271203],[2272096],[2274573],[2275979],[2276650],[2277373],[2278149],[2280308],[2282598],[2286195],[2286387],[2293077],[2293291],[2293735],[2295451],[2296796],[2299604],[2308668],[2315163],[2315797],[2317681],[2317934],[2319541],[2320773],[2338241],[2338606],[2339240],[2341124],[2342984],[2344216],[2346336],[2347437],[2351144],[2354805],[2355269],[2356497],[2356689],[2363381],[2365693],[2365907],[2366067],[2367504],[2369000],[2370350],[2371629],[2374252],[2379393],[2380064],[2380787],[2384003],[2385901],[2386154],[2388146],[2399106],[2399471],[2400105],[2405913],[2406357],[2409418],[2421290],[2426930],[2427144],[2427588],[2429304],[2430649],[2433457],[2438484],[2441836],[2442937],[2443608],[2449016],[2449650],[2451534],[2451787],[2453394],[2454626],[2459743],[2461554],[2464400],[2465679],[2468466],[2481978],[2482192],[2482636],[2485566],[2487464],[2501034],[2501668],[2504529],[2506427],[2506680],[2507362],[2508385],[2508672],[2515195],[2516540],[2519348],[2521051],[2526439],[2526883],[2529944],[2536172],[2537779],[2553642],[2555540],[2555793],[2556475],[2557498],[2558796],[2572522],[2572966],[2575491],[2576572],[2578091],[2578987],[2584854],[2584994],[2592591],[2594489],[2595424],[2604602],[2618692],[2619773],[2621292],[2622188],[2632831],[2634729],[2635664],[2638538],[2638678],[2640332],[2652463],[2653544],[2655063],[2670703],[2675980],[2676120],[2677774],[2687074],[2688155],[2689674],[2690847],[2704800],[2704940],[2719595],[2722797],[2728823],[2734100],[2734240],[2759931],[2768171],[2768311],[2799812] ] cell #4774 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [690042],[797208],[823140],[910782],[924449],[939167],[1004477],[1025996],[1040712],[1045236],[1060339],[1123833],[1128357],[1134680],[1165659],[1165842],[1170068],[1181666],[1190748],[1212950],[1218985],[1250980],[1251163],[1255389],[1263416],[1289539],[1293274],[1294018],[1294795],[1315660],[1320184],[1342105],[1342288],[1349462],[1376101],[1379836],[1380580],[1381357],[1389086],[1408180],[1419389],[1423493],[1426174],[1446210],[1446393],[1450619],[1458455],[1471936],[1472680],[1475892],[1494213],[1506195],[1510299],[1512980],[1519221],[1538481],[1538664],[1545838],[1549998],[1552604],[1572477],[1576212],[1576956],[1588759],[1593426],[1599737],[1602312],[1605783],[1617121],[1621213],[1635109],[1636044],[1638650],[1648960],[1653685],[1667166],[1667910],[1671122],[1681593],[1701425],[1705529],[1708210],[1715284],[1717860],[1722377],[1728028],[1730622],[1734281],[1739006],[1744655],[1748874],[1755760],[1759852],[1765898],[1780586],[1785253],[1791564],[1794139],[1797610],[1813040],[1826936],[1827871],[1830477],[1841480],[1850963],[1853539],[1855212],[1855670],[1863707],[1870954],[1873530],[1879479],[1883698],[1886292],[1894676],[1901555],[1904131],[1908648],[1914299],[1916893],[1920552],[1925277],[1935145],[1942031],[1946123],[1952169],[1972100],[1972256],[1975452],[1981583],[1984159],[1991037],[2000520],[2003096],[2005227],[2006742],[2013264],[2020210],[2029693],[2032269],[2033942],[2034400],[2042437],[2045031],[2049684],[2052260],[2058209],[2062428],[2065022],[2073406],[2096344],[2108820],[2114059],[2114215],[2119600],[2123542],[2126118],[2141529],[2141685],[2144881],[2151012],[2153588],[2155261],[2155719],[2160466],[2169949],[2172525],[2174656],[2176171],[2182693],[2185287],[2193513],[2215766],[2215922],[2219327],[2225789],[2229442],[2254984],[2255140],[2258336],[2267460],[2272699],[2272855],[2278240],[2282182],[2284758],[2286889],[2293382],[2294734],[2318187],[2331071],[2340184],[2362437],[2362593],[2365998],[2372460],[2376113],[2376269],[2386407],[2401049],[2408219],[2420346],[2420502],[2427235],[2428587],[2428743],[2452040],[2470246],[2482283],[2483635],[2483791],[2506933],[2528745],[2556046],[2577271],[2620472], 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] cell #4775 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4776 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4777 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1808315],[1889951],[1976550],[2068681],[2087644],[2118509],[2145979],[2196005],[2220742],[2246284],[2259434],[2277149],[2315072],[2319233],[2342676],[2351053],[2367413],[2380563],[2405605],[2438176],[2439990],[2448925],[2453086],[2461463],[2466510],[2500943],[2508294],[2518092],[2526131],[2536425],[2537471],[2539285],[2557407],[2572214],[2578344],[2578679],[2596356],[2603403],[2606154],[2621545],[2621880],[2636596],[2637922],[2639765],[2655316],[2655651],[2662072],[2675364],[2677207],[2689927],[2690262],[2691512],[2693131],[2704184],[2706027],[2723462],[2725081],[2733484],[2735327],[2737076],[2747647],[2749266],[2760963],[2763896],[2772038],[2773657],[2783832],[2794863],[2803777],[2822394], [1596052,2087370,2296952],[1616488,1869527,1869544],[1755127,1999093,1999110],[1756167,2220468,2409574],[1787879,2246010,2430805],[1801041,2256858,2587565],[1854579,2090608,2090625],[1874570,2314798,2487620],[1921592,2350779,2516696],[1923866,2352640,2648175],[1941398,2168522,2168539],[1942438,2367139,2530100],[1955600,2377987,2664537],[1972953,2196082,2196099],[1991890,2405682,2405699],[2004136,2223706,2223723],[2004769,2224112,2224307],[2033309,2249248,2249265],[2041346,2439716,2587513],[2053300,2448651,2594645],[2055637,2450594,2706802],[2069721,2461189,2604758],[2071995,2463050,2714437],[2087497,2088202,2297049],[2105917,2314925,2487717],[2114912,2319310,2319327],[2117411,2322221,2322467],[2118174,2494917,2736400],[2127158,2500669,2634885],[2129495,2502612,2736102],[2137876,2508020,2640488],[2142382,2342753,2342770],[2154628,2354017,2354034],[2159904,2526530,2748069],[2161319,2526208,2526225],[2166111,2527882,2749938],[2173565,2370377,2370394],[2174198,2370783,2370978],[2181602,2539011,2664485],[2209429,2557133,2677930],[2220595,2221300,2409671],[2223696,2566505,2774162],[2228880,2572613,2772460],[2230295,2572291,2572308],[2235087,2573965,2774329],[2236861,2575675,2691592],[2246137,2246842,2430902],[2255837,2438253,2438270],[2263070,2594759,2784104],[2263338,2594995,2784184],[2264557,2448778,2594742],[2269046,2596082,2706750],[2273552,2453163,2453180],[2276051,2456074,2456320],[2276814,2601942,2707100],[2285798,2464427,2464444],[2286431,2464833,2465028],[2288135,2466734,2793231],[2288404,2609546,2609741],[2301187,2622279,2796755],[2301740,2621957,2621974],[2303277,2618876,2723542],[2317951,2626573,2803272],[2322156,2629894,2805538],[2326681,2634999,2804049],[2326949,2635235,2804129],[2328168,2500796,2634982],[2332657,2636322,2736050],[2333950,2637761,2737000],[2350906,2351611,2516793],[2352796,2518238,2648311],[2353493,2518169,2518186],[2356100,2521078,2521095],[2356733,2521484,2521679],[2357990,2652647,2747727],[2358075,2654243,2813497],[2358393,2654436,2813573],[2367266,2367971,2530197],[2370367,2660172,2749771],[2375551,2537870,2819260],[2376966,2537548,2537565],[2379465,2540459,2540705],[2380228,2664835,2667034],[2381654,2667219,2667465],[2381758,2542571,2821129],[2386171,2668855,2821978],[2391155,2676147,2676164],[2393086,2678044,2823787],[2393354,2678280,2823867],[2393785,2557260,2678027],[2394815,2675203,2763820],[2408412,2681878,2828974],[2414362,2690339,2690356],[2415899,2687258,2772118],[2415984,2688854,2829498],[2416302,2689047,2829574],[2423027,2691450,2775063],[2435040,2579078,2834361],[2435593,2578756,2578773],[2437130,2585021,2585038],[2439843,2440548,2587610],[2443009,2590247,2590493],[2443772,2587863,2590062],[2444360,2704023,2783756],[2444863,2705522,2837105],[2451804,2707313,2783327],[2456009,2710634,2785593],[2460048,2712277,2713623],[2460534,2604872,2841655],[2460802,2605108,2841735],[2461316,2462021,2604855],[2463206,2606300,2714573],[2463903,2606231,2606248],[2464417,2714270,2716060],[2470439,2718197,2843940],[2471319,2719779,2794943],[2473738,2619845,2724219],[2474385,2723920,2724058],[2476175,2725586,2845221],[2476493,2725779,2845297],[2478075,2723400,2797188],[2489955,2728923,2849243],[2492718,2734267,2734284],[2495348,2636449,2736147],[2496378,2733323,2803701],[2496881,2734822,2849681],[2506697,2737348,2806265],[2507667,2738043,2739248],[2508147,2514311,2640585],[2511681,2638705,2638722],[2513612,2640602,2853383],[2513880,2640838,2853463],[2515267,2646015,2647361],[2515341,2645716,2645854],[2521068,2648008,2649798],[2522322,2747585,2813310],[2528038,2655797,2750074],[2528938,2750371,2812973],[2534888,2655728,2655745],[2536189,2754529,2755488],[2536510,2663130,2859094],[2536828,2663323,2859170],[2539138,2539843,2664582],[2540394,2756289,2757850],[2545593,2759618,2860966],[2546098,2760802,2822318],[2547384,2763391,2861406],[2548343,2676137,2764441],[2549144,2764281,2764379],[2550705,2765657,2861942],[2555810,2764168,2824181],[2556780,2764863,2766068],[2561649,2768338,2768355],[2564068,2688227,2772795],[2564715,2772496,2772634],[2568405,2771976,2829311],[2574121,2690408,2774465],[2576644,2580763,2692269],[2577464,2775326,2831373],[2578108,2775816,2776645],[2581410,2691970,2692108],[2583200,2693636,2867993],[2583518,2693829,2868069],[2585011,2698394,2699353],[2585100,2698234,2698332],[2590182,2700154,2701715],[2595729,2705933,2784799],[2596209,2602373,2706847],[2596980,2786052,2836667],[2599743,2704967,2704984],[2603596,2789584,2790371],[2603906,2713212,2872453],[2610772,2794134,2843666],[2612391,2794801,2844202],[2613496,2796851,2874237],[2614283,2724154,2797669],[2620665,2797451,2845594],[2621309,2797941,2798770],[2625193,2728895,2800844],[2625287,2800545,2800683],[2627532,2734257,2804322],[2628333,2804162,2804260],[2635969,2735233,2804744],[2638695,2642010,2737621],[2639260,2806418,2851126],[2639958,2806851,2807521],[2641051,2736571,2878500],[2642811,2737461,2737559],[2644372,2738837,2879036],[2645950,2742828,2743615],[2653616,2657735,2748404],[2655080,2748941,2814063],[2658382,2748105,2748243],[2668583,2821835,2860823],[2676702,2824334,2862173],[2677400,2824767,2825437],[2679154,2825731,2826257],[2680448,2768328,2826986],[2680773,2826826,2826924],[2682665,2772730,2829792],[2689691,2773332,2830064],[2692204,2695023,2775544],[2694236,2774726,2886724],[2704957,2708272,2784377],[2706220,2784892,2837538],[2709073,2784217,2784315],[2726703,2846812,2847182],[2727763,2800779,2847741],[2735520,2804837,2850114],[2748339,2751158,2813791], [2004853,2224469,2413809,2684656,2690661,2828878],[2104430,2487734,2625712,2726975,2800861,2847325],[2117472,2322238,2494649,2731025,2736164,2849134],[2174282,2371140,2534335,2656050,2753149,2858474],[2186428,2382062,2542730,2542944,2758901,2821265],[2211722,2560769,2681106,2766773,2827053,2863499],[2219813,2409688,2565140,2769282,2772812,2864440],[2223747,2412267,2566823,2770070,2774355,2864856],[2276112,2456091,2601674,2706864,2788154,2871906],[2286515,2465190,2606553,2608993,2792362,2842350],[2289174,2610710,2717934,2793709,2843798,2873835],[2297066,2300021,2474810,2720706,2724236,2844881],[2311010,2624782,2728024,2799499,2847627,2875695],[2318590,2491206,2628666,2801540,2804389,2876409],[2356817,2518491,2520931,2521841,2811663,2812868],[2366484,2530214,2658807,2748421,2816082,2881534],[2370418,2532793,2660490,2749964,2816870,2881950],[2379526,2540476,2664599,2666766,2820132,2859660],[2388392,2547322,2670803,2822633,2823896,2883713],[2389643,2392269,2549477,2761659,2764508,2861680],[2401796,2679092,2766115,2766510,2863143,2863357],[2408722,2563657,2683329,2827533,2829678,2885178],[2430919,2433874,2581835,2692286,2777835,2867653],[2443070,2587627,2589794,2590264,2835547,2836376],[2452443,2598231,2709406,2784444,2839146,2888896],[2464468,2607451,2714463,2716378,2842443,2872886],[2473327,2475520,2614947,2795410,2797555,2874380],[2508918,2640989,2739296,2805980,2852229,2892562],[2510169,2512795,2643144,2737688,2808459,2878774],[2515766,2516810,2519765,2646032,2810968,2853777],[2521119,2648201,2650116,2650557,2854363,2855033],[2529248,2657324,2751822,2813677,2857129,2894027],[2580352,2582545,2695687,2775430,2833016,2886867],[2585433,2586351,2588977,2698461,2835057,2868366],[2646034,2646950,2649143,2742714,2853930,2879267] ] cell #4778 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117424],[1206174],[1243938],[1244607],[1287775],[1309251],[1335389],[1368546],[1373337],[1373423],[1401404],[1417306],[1417975],[1439168],[1439837],[1450533],[1465259],[1492425],[1495668],[1498907],[1503743],[1531765],[1542930],[1547721],[1547807],[1564922],[1569713],[1569799],[1580824],[1581493],[1582509],[1587148],[1592990],[1622366],[1625594],[1628017],[1633372],[1660489],[1669036],[1672275],[1677111],[1690898],[1694137],[1698973],[1710093],[1710179],[1711997],[1714848],[1716296],[1726417],[1747263],[1749632],[1753105],[1760699],[1778975],[1780015],[1784817],[1795945],[1798368],[1817421],[1819844],[1825199],[1828391],[1836466],[1837630],[1841988],[1851975],[1862096],[1863136],[1868075],[1870518],[1871966],[1882087],[1884873],[1901119],[1902567],[1903557],[1904651],[1912688],[1918530],[1933534],[1934574],[1939376],[1946970],[1950504],[1950630],[1958282],[1962332],[1972608],[1981147],[1982595],[1983585],[1984679],[1991545],[2001532],[2011653],[2012693],[2020718],[2021648],[2023096],[2023222],[2030705],[2040826],[2046324],[2049248],[2050696],[2051686],[2052780],[2060817],[2063603],[2074253],[2086576],[2093211],[2096852],[2097782],[2099230],[2099356],[2110926],[2114567],[2123106],[2124554],[2125544],[2126638],[2142037],[2152024],[2154108],[2156975],[2160974],[2161904],[2163352],[2163478],[2170961],[2181082],[2183868],[2193077],[2198854],[2201362],[2215214],[2217722],[2226309],[2229950],[2230880],[2232328],[2232454],[2245216],[2251851],[2254432],[2255492],[2257870],[2257996],[2260621],[2273207],[2283194],[2285278],[2289527],[2299493],[2301395],[2314403],[2316305],[2322082],[2324590],[2324716],[2345525],[2348033],[2350384],[2372980],[2376621],[2378999],[2379125],[2382839],[2388745],[2391236],[2402149],[2404640],[2412115],[2433346],[2435248],[2437211],[2455935],[2458443],[2458569],[2472522],[2484402],[2492799],[2509271],[2511762],[2532641],[2579547],[2599824], [370622,2205689],[469917,2328917],[491148,2134136],[499420,1674590],[552879,2407076],[588860,2036506],[590437,1801357],[603770,2265306],[612042,1833945],[644606,2485084],[657648,2495235],[689753,1923441],[699550,2361295],[701114,1938981],[712088,2176762],[713665,1955916],[748073,2558310],[758061,2563534],[771103,2419204],[772667,2017100],[782201,2240166],[803246,2445218],[803469,2053006],[809253,2055953],[816288,2602260],[822851,2071570],[844733,2616216],[856059,2306582],[869392,2627125],[879380,2497236],[879603,2126864],[885387,2129811],[887868,2334808],[917379,1687655],[917502,2522931],[918048,2163564],[924160,2165686],[927490,2657201],[940532,2539730],[942096,1711328],[961303,2672901],[962642,2551060],[962865,1984905],[965987,2395673],[997407,1771960],[997530,2569014],[998076,2232540],[1004188,2234662],[1006074,2423636],[1023463,2696956],[1034789,2440435],[1037425,2261635],[1037648,2265925],[1037734,1814193],[1048122,2707865],[1058110,2604261],[1058333,1828617],[1064117,1837716],[1082046,2475243],[1084583,1867543],[1084706,2616472],[1085252,2099442],[1087710,2478684],[1117201,2630249],[1120546,2325246],[1120769,2329536],[1120855,1895829],[1129952,2131761],[1147574,2741394],[1148913,2644727],[1149136,1904877],[1152258,2516199],[1158287,2745548],[1161744,2357021],[1162673,1935903],[1183678,1705302],[1183801,2662681],[1184347,1950716],[1190459,1959632],[1200786,2385560],[1206225,2671952],[1207766,2549753],[1210965,2206308],[1211051,1987852],[1214257,2203314],[1241401,2565573],[1244061,2684854],[1247065,2414930],[1247994,2014022],[1273873,2582268],[1276410,1784422],[1276533,2697212],[1277079,2023308],[1279537,2585709],[1286213,2781881],[1287552,2702070],[1290067,2046805],[1309028,2710989],[1312373,2067191],[1312596,2066490],[1312682,1831630],[1329379,2469797],[1332150,2302308],[1335083,2474489],[1336990,2299094],[1340225,2101564],[1363158,2487123],[1368597,2730072],[1370138,2628942],[1376629,2120663],[1396016,2135456],[1401455,2740445],[1402996,2643420],[1406195,2134755],[1406281,1907824],[1409487,2349985],[1414769,2353680],[1417429,2745804],[1436631,2659240],[1439291,2753347],[1442295,2176548],[1443224,1952927],[1450310,2758205],[1455290,2384806],[1460089,2190776],[1462836,2202018],[1465676,2390940],[1482822,2207009],[1492476,2679495],[1492897,2560127],[1498601,2564819],[1500508,2411716],[1525755,2239952],[1528526,2235892],[1531459,2581514],[1533366,2432947],[1536601,2025430],[1542981,2780932],[1544522,2440221],[1559534,2266626],[1564973,2787201],[1566514,2709682],[1573005,2066659],[1578287,2464090],[1580947,2792560],[1586054,2291722],[1612317,2306368],[1618048,2486369],[1622060,2625391],[1622847,2314004],[1628434,2492503],[1645580,2330237],[1650520,2334054],[1655319,2134924],[1658066,2130465],[1660906,2511466],[1671969,2515445],[1673876,2353148],[1687706,2747988],[1688127,2361081],[1689997,2535075],[1693831,2658486],[1695738,2532242],[1705353,2819179],[1706894,2539516],[1735841,2394919],[1740640,2206477],[1746169,2404344],[1750049,2561434],[1772011,2772379],[1772432,2418990],[1774302,2414549],[1777881,2236646],[1784473,2834280],[1798785,2436915],[1809875,2444464],[1813887,2706131],[1814674,2266094],[1815860,2602046],[1820261,2599528],[1831324,2603507],[1833231,2463558],[1861002,2303062],[1867594,2796674],[1891511,2496482],[1895523,2735431],[1896310,2329705],[1897496,2495021],[1907518,2639869],[1929804,2656308],[1932440,2357775],[1936320,2655101],[1938267,2534543],[1953344,2536210],[1968967,2546202],[1987546,2677311],[2007923,2562641],[2010559,2415684],[2014439,2689712],[2016386,2414017],[2019658,2691853],[2025847,2578129],[2047204,2597333],[2082116,2611113],[2084624,2471104],[2095792,2723803],[2101981,2621330],[2121062,2490308],[2132160,2639613],[2157599,2656519],[2191175,2545946],[2203713,2677055],[2226575,2562852],[2236942,2692802],[2292018,2612062],[2303358,2724752] ] cell #4779 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4780 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4781 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4782 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4783 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1284521],[1414547],[1447279],[1544345],[1560463],[1578065],[1582191],[1598267],[1646509],[1669652],[1687851],[1689775],[1705498],[1706717],[1711615],[1758382],[1772156],[1774080],[1784618],[1790094],[1814116],[1814410],[1815683],[1829007],[1831553],[1831847],[1837588],[1867739],[1875706],[1895752],[1896046],[1897319],[1906307],[1907747],[1908041],[1929627],[1935915],[1936528],[1944653],[1950588],[1952939],[1953552],[1986335],[1987775],[1988069],[1990308],[2005272],[2007746],[2014034],[2014647],[2019481],[2023180],[2025442],[2026055],[2046817],[2053024],[2054436],[2066671],[2069445],[2081939],[2095615],[2099314],[2101576],[2102189],[2104303],[2113330],[2120675],[2126882],[2128294],[2130477],[2131773],[2134936],[2137600],[2155764],[2157840],[2159737],[2163436],[2174701],[2176661],[2190788],[2198677],[2199539],[2202030],[2203326],[2206489],[2209153],[2215037],[2219686],[2226816],[2228713],[2232412],[2236033],[2236658],[2237183],[2240065],[2254255],[2257954],[2262943],[2266106],[2271970],[2286934],[2291734],[2292259],[2299106],[2299894],[2301020],[2302449],[2303074],[2303599],[2306481],[2314016],[2321905],[2324674],[2326554],[2329717],[2334195],[2345348],[2346210],[2349997],[2353160],[2357787],[2361194],[2366357],[2375384],[2379083],[2384947],[2390952],[2391477],[2392959],[2395060],[2404356],[2404881],[2411728],[2413642],[2414029],[2415696],[2419103],[2432959],[2433747],[2434873],[2436927],[2437452],[2440334],[2441710],[2444605],[2455758],[2458527],[2460407],[2463570],[2471116],[2473692],[2474630],[2486510],[2490320],[2492515],[2493040],[2494522],[2495134],[2496623],[2511478],[2512003],[2513485],[2515586],[2519638],[2520764],[2532254],[2534168],[2534555],[2536222],[2539629],[2545958],[2546343],[2561446],[2563062],[2564022],[2564960],[2578141],[2580717],[2581655],[2589667],[2597345],[2599540],[2600065],[2601547],[2602159],[2603648],[2608826],[2612272],[2621342],[2625147],[2625532],[2626746],[2639625],[2640010],[2647315],[2655113],[2656729],[2657689],[2658627],[2666639],[2669636],[2677067],[2677452],[2689724],[2693012],[2705887],[2706272],[2707486],[2713577],[2724962],[2735187],[2735572],[2738129],[2739202],[2764949],[2766022], 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] cell #4784 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [976564],[1110277],[1209963],[1302104],[1335265],[1372335],[1405193],[1465778],[1498783],[1531641],[1546719],[1568711],[1622242],[1628536],[1661008],[1672151],[1694013],[1709091],[1750151],[1798887],[1801233],[1805235],[1814069],[1820363],[1831506],[1895705],[1907700],[1919224],[1923960],[1936422],[1953446],[1955792],[1987728],[2014541],[2022342],[2025949],[2036343],[2041630],[2055829],[2072089],[2098476],[2102083],[2129687],[2132980],[2133973],[2147864],[2162598],[2166205],[2181886],[2204533],[2205526],[2231574],[2235181],[2237832],[2239172],[2264150],[2265143],[2269330],[2304248],[2305588],[2316999],[2327761],[2328754],[2332941],[2335221],[2358961],[2360213],[2360301],[2387919],[2396086],[2406913],[2416870],[2418122],[2418210],[2445631],[2446325],[2466794],[2471579],[2477602],[2484242],[2488782],[2497649],[2498343],[2524019],[2538648],[2543890],[2546737],[2551535],[2557793],[2570102],[2584627],[2605368],[2610534],[2614160],[2617007],[2622307],[2645202],[2663769],[2668257],[2671373],[2694900],[2697747],[2720108],[2739866],[2777237] ] cell #4785 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291213,2262930],[1377775,2326541],[1470995,2392946],[1574151,2460394],[1596532,2473679],[1633753,2494509],[1666225,2513472],[1724842,2548300],[1756647,2564009],[1788359,2580704],[1804104,2589654],[1825580,2601534],[1875050,2625134],[1880512,2627489],[1911113,2641967],[1922072,2647302],[1942918,2657676],[1958663,2666626],[1994432,2680405],[2039251,2699310],[2041826,2700506],[2053780,2705874],[2059242,2708229],[2070201,2713564],[2076186,2609200],[2127638,2735174],[2138356,2739189],[2152533,2744351],[2163861,2748898],[2177312,2662424],[2179507,2755445],[2182082,2756641],[2209909,2766009],[2232837,2773289],[2240716,2693483],[2242783,2776602],[2269526,2785945],[2279061,2712368],[2283703,2791107],[2307132,2725433],[2309199,2798727],[2333137,2805890],[2334357,2806136],[2337205,2738469],[2361845,2749618],[2363912,2814849],[2373255,2754679],[2395222,2824052],[2398070,2765289],[2419754,2774009],[2421821,2830850],[2423199,2775156],[2425880,2776239],[2444767,2836823],[2447615,2785225],[2478247,2797281],[2480928,2798364],[2496785,2849399],[2499633,2805170],[2503398,2806341],[2522494,2813403],[2525175,2814486],[2546505,2861190],[2552511,2824257],[2568577,2829404],[2571258,2830487],[2591460,2837028],[2612563,2844295],[2631700,2849604],[2670048,2861266], [1099386,2104290,2622837],[1237265,2219673,2682300],[1243442,2004616,2684597],[1335290,2300003,2720658],[1339256,2299881,2721464],[1372360,2117454,2730982],[1432495,2366344,2750793],[1438672,2174045,2753090],[1465904,2392288,2761625],[1498808,2219795,2769234],[1502774,2223766,2770040],[1531666,2433856,2777787],[1535632,2433734,2778593],[1568736,2276094,2788111],[1580328,2286278,2792303],[1596261,1850526,2614253],[1622267,2104412,2726927],[1628662,2318609,2801506],[1661134,2512814,2808425],[1672176,2519747,2810920],[1676142,2519625,2811726],[1679014,2356580,2812809],[1694038,2366466,2816034],[1698004,2370437,2816840],[1709116,2379508,2820089],[1750277,2211741,2766739],[1756376,2000083,2682635],[1788088,2029256,2694993],[1799013,2588996,2835023],[1801258,2589776,2835499],[1802716,2440985,2702983],[1805260,2443052,2836333],[1814094,2263052,2784056],[1820489,2452462,2839112],[1831531,2460516,2841607],[1835497,2464487,2842413],[1838369,2466990,2609601],[1874779,2108383,2727733],[1887698,2494127,2495785],[1895730,2326663,2804001],[1907725,2513594,2853335],[1919249,2515748,2853648],[1921801,2150575,2743585],[1924086,2650135,2854329],[1924261,2648415,2811617],[1924553,2518596,2746217],[1928057,2521138,2855003],[1936548,2358412,2813539],[1942647,2169512,2751128],[1953572,2536847,2859136],[1955817,2666748,2859612],[1957275,2540280,2666244],[1959819,2542347,2667173],[1987753,2393068,2823739],[2006018,2565864,2567259],[2014667,2416321,2829540],[2022367,2581817,2867524],[2026075,2583537,2868035],[2036589,2585272,2779876],[2037056,2585452,2868275],[2041555,2256421,2781076],[2041649,2256543,2700326],[2042097,2587953,2782662],[2053509,2267023,2784862],[2055854,2601656,2871858],[2066428,2601152,2602810],[2067378,2603810,2712231],[2069930,2281745,2790341],[2072215,2716397,2872852],[2072390,2714677,2842304],[2072682,2606658,2715419],[2098501,2474792,2844752],[2102209,2476512,2845263],[2111617,2626525,2626635],[2119260,2629338,2630554],[2127367,2330634,2804807],[2129712,2494631,2849086],[2134219,2642983,2806681],[2134686,2643163,2878683],[2135643,2640172,2737997],[2138085,2339747,2807491],[2147891,2646106,2879221],[2148064,2646178,2810138],[2152812,2152833,2744423],[2162623,2658789,2881405],[2166331,2660509,2881916],[2166506,2750178,2858428],[2175447,2659531,2660926],[2176845,2662244,2754481],[2181811,2377550,2819323],[2181905,2377672,2756461],[2182353,2664925,2757294],[2189490,2668807,2668917],[2205772,2549316,2824597],[2206239,2549496,2861589],[2207196,2677614,2764817],[2209638,2400612,2825407],[2218359,2681844,2681921],[2231599,2565122,2864311],[2235307,2566842,2864822],[2235482,2774569,2828832],[2238291,2423379,2831282],[2239199,2695759,2886821],[2239372,2695831,2831687],[2240249,2693303,2775768],[2252126,2698544,2834395],[2265389,2709245,2837368],[2265856,2709425,2888805],[2266813,2706434,2784753],[2269255,2450157,2838178],[2269349,2450279,2785765],[2270257,2707265,2707375],[2277900,2710078,2711294],[2279234,2712440,2789550],[2283982,2284003,2791179],[2291071,2718163,2718240],[2297808,2616299,2720768],[2304707,2478427,2845503],[2305615,2615019,2874334],[2305788,2615091,2845908],[2306665,2725253,2797893],[2312718,2485167,2727037],[2317024,2625694,2875919],[2317061,2626723,2728909],[2329000,2628505,2849944],[2329467,2628685,2876318],[2330424,2735734,2804698],[2332866,2502175,2850754],[2332960,2502297,2805710],[2335248,2503326,2851080],[2336161,2737300,2737410],[2336456,2740589,2851369],[2337378,2738541,2806817],[2353867,2651244,2746107],[2359420,2522674,2855395],[2360232,2523234,2813673],[2360328,2751894,2893981],[2360501,2751966,2855800],[2361378,2749438,2814015],[2364191,2364212,2814921],[2365030,2750337,2750414],[2382153,2542809,2821369],[2384096,2669613,2759604],[2390289,2673143,2761702],[2396113,2552439,2862127],[2397026,2764120,2764230],[2397321,2672096,2862416],[2398243,2765361,2824733],[2403693,2558552,2766816],[2407159,2680945,2863854],[2407626,2681125,2884880],[2410430,2563617,2769344],[2412954,2414736,2685157],[2417329,2568757,2865062],[2418141,2569317,2829674],[2418237,2683401,2885132],[2418410,2683473,2865467],[2419287,2773829,2830016],[2422100,2422121,2830922],[2424143,2574603,2831406],[2424924,2775292,2775369],[2431661,2697039,2777897],[2440518,2702791,2782382],[2445658,2591388,2869603],[2446571,2591928,2784166],[2446763,2446784,2837227],[2446866,2787345,2869892],[2447788,2785297,2837504],[2450914,2707463,2786038],[2464277,2608138,2792863],[2466813,2609322,2843316],[2467578,2717750,2793800],[2472038,2612743,2874082],[2473779,2721420,2795396],[2477621,2616775,2845397],[2479191,2617804,2845627],[2479972,2797417,2797494],[2485659,2622793,2799485],[2488809,2728096,2891267],[2488982,2728168,2875995],[2491852,2627367,2801583],[2493935,2495318,2731522],[2497676,2631628,2876856],[2498589,2632168,2804111],[2498781,2498802,2849803],[2498884,2730216,2877145],[2499806,2805242,2850080],[2504622,2738106,2806404],[2510815,2741636,2808502],[2517552,2745631,2811030],[2518769,2746539,2812161],[2523438,2651575,2855519],[2523897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] cell #4786 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291366,2445086],[1377928,2497104],[1471148,2550928],[1574304,2604129],[1596613,2614476],[1633906,2630117],[1666378,2644595],[1724851,2671509],[1756728,2682858],[1788440,2695216],[1804257,2701938],[1825733,2710857],[1875131,2727956],[1880521,2729629],[1911122,2740002],[1922153,2743808],[1942999,2751351],[1958816,2758073],[1994441,2767434],[2039260,2780489],[2041907,2700499],[2053861,2785085],[2059251,2786758],[2070282,2790564],[2076339,2609193],[2127719,2805030],[2138437,2807714],[2152542,2744316],[2163870,2814234],[2178249,2662417],[2179516,2818736],[2182163,2756634],[2209990,2825630],[2232846,2830235],[2242515,2693476],[2242792,2832367],[2269607,2785938],[2279954,2712333],[2283712,2791072],[2308931,2725426],[2309208,2846588],[2333218,2805883],[2334366,2851186],[2338886,2738434],[2363644,2749611],[2363921,2814814],[2374050,2754656],[2395231,2862233],[2399751,2765254],[2421553,2774002],[2421830,2830815],[2423356,2775136],[2427386,2776216],[2444776,2836727],[2449296,2785190],[2478404,2797261],[2482434,2798341],[2496794,2849303],[2501314,2805135],[2503525,2806330],[2522651,2813383],[2526681,2814463],[2546514,2861026],[2552638,2824246],[2568734,2829384],[2572764,2830464],[2591587,2837017],[2612720,2844275],[2631827,2849593],[2670175,2861255], [1079183,1850519,2720362],[1099539,2311233,2726413],[1237418,2408945,2768720],[1238538,2000076,2768938],[1243312,2004697,2770263],[1271010,2029249,2777491],[1336416,2300012,2795483],[1339409,2475743,2795989],[1358408,2104421,2799572],[1361401,2108376,2800078],[1372503,2117463,2802201],[1411906,2150568,2810624],[1432648,2529471,2815520],[1433768,2169505,2815738],[1438542,2174126,2817063],[1467023,2392281,2822865],[1488885,2211734,2826064],[1499934,2219804,2827606],[1502927,2223759,2828112],[1532792,2433865,2833089],[1535785,2582768,2833595],[1544635,2256414,2781053],[1554784,2263061,2837178],[1557777,2267016,2837684],[1568879,2276103,2839807],[1575424,2281738,2841311],[1580198,2286359,2842636],[1629781,2318602,2848212],[1640830,2326672,2849754],[1643823,2330627,2850260],[1656618,2339740,2851918],[1662253,2512807,2852461],[1673302,2519756,2854003],[1674185,2152680,2744550],[1676295,2649366,2854509],[1678884,2356661,2855226],[1684115,2358405,2855660],[1695164,2366475,2857202],[1698157,2370430,2857708],[1707007,2377543,2819300],[1709259,2379517,2859831],[1731696,2393077,2862015],[1741939,2400605,2862965],[1768420,2416314,2865327],[1776142,2423372,2866442],[1800132,2588989,2868540],[1800956,2041513,2700483],[1801596,2442784,2702273],[1802384,2589785,2868830],[1805403,2443061,2869360],[1815973,2450150,2838155],[1821608,2452455,2870984],[1832657,2460525,2872526],[1833540,2283850,2791306],[1835650,2464480,2873032],[1838239,2467071,2717324],[1853221,2474801,2874440],[1857113,2476505,2874669],[1859263,2478420,2874824],[1887366,2494640,2876744],[1897609,2502168,2850731],[1899327,2503291,2877903],[1917967,2513603,2879109],[1920234,2515757,2879327],[1923524,2520277,2745656],[1924330,2648424,2854419],[1925205,2650128,2879651],[1928210,2521131,2880059],[1930701,2522667,2855331],[1938576,2364059,2815048],[1954691,2536840,2882421],[1955515,2181769,2756618],[1956155,2542079,2758408],[1956943,2666757,2882711],[1959962,2542356,2758523],[1973676,2549473,2824577],[1974237,2549489,2883849],[1979355,2552404,2884101],[2002778,2565131,2885238],[2006670,2566835,2885467],[2008820,2568750,2864998],[2016695,2421968,2831049],[2018147,2574580,2775101],[2031951,2581826,2886927],[2035843,2583530,2887156],[2037432,2585429,2779856],[2037993,2585445,2887311],[2041102,2589459,2782184],[2047456,2591353,2869570],[2049017,2445421,2838097],[2055552,2269213,2785922],[2056192,2457694,2711192],[2066096,2601665,2889231],[2068363,2603819,2789640],[2071653,2608339,2792412],[2072459,2714686,2872942],[2073334,2716390,2889773],[2083875,2612736,2873971],[2088877,2614984,2890583],[2088932,2615218,2845897],[2094281,2617781,2797226],[2110088,2625703,2875755],[2115635,2628662,2849924],[2116196,2628678,2891532],[2121314,2631593,2876823],[2122875,2497439,2850673],[2129410,2332824,2805867],[2130050,2323841,2630452],[2137558,2640181,2806907],[2143105,2643140,2806661],[2143666,2643156,2892698],[2148784,2646071,2892950],[2148839,2646305,2810127],[2158403,2651552,2813348],[2159250,2522783,2856197],[2159819,2358735,2814772],[2165769,2533681,2753199],[2166575,2750187,2882006],[2172207,2658798,2894087],[2176099,2660502,2894316],[2177688,2662401,2818103],[2181358,2666431,2820431],[2186124,2542494,2758608],[2192215,2669941,2883520],[2197343,2672073,2824542],[2200613,2551263,2825326],[2209111,2677623,2824823],[2216412,2681102,2863834],[2216973,2681118,2884769],[2221975,2683366,2895869],[2222030,2683600,2865456],[2225471,2413724,2567165],[2227379,2686163,2829349],[2228226,2568866,2865864],[2228795,2416644,2830773],[2234745,2413155,2684706],[2235551,2774578,2864912],[2241954,2693460,2831837],[2247517,2695724,2896643],[2247572,2695958,2831676],[2252921,2698521,2779821],[2261768,2597309,2786125],[2262735,2591730,2784839],[2262812,2445351,2705851],[2268728,2706443,2837594],[2268802,2601339,2788453],[2274275,2709402,2837348],[2274836,2709418,2897592],[2280009,2712567,2840814],[2281515,2604464,2789925],[2288050,2466677,2716937],[2289503,2718007,2873905],[2293533,2719087,2844240],[2300533,2616324,2846305],[2301102,2476835,2798650],[2308370,2725410,2846058],[2311498,2487256,2625111],[2315443,2728061,2891203],[2315498,2728295,2875984],[2320571,2730193,2849889],[2323280,2494391,2630382],[2325379,2490284,2728996],[2326346,2631970,2804784],[2326423,2497369,2735151],[2332339,2735743,2850170],[2332413,2494314,2731324],[2334941,2639589,2806491],[2338941,2738668,2851510],[2344014,2740566,2806626],[2347284,2644930,2807410],[2355782,2520846,2650458],[2357239,2656679,2815241],[2358178,2523149,2749097],[2363083,2749595,2855950],[2368646,2751859,2899860],[2368701,2752093,2855789],[2372142,2534250,2660832],[2374897,2662533,2818180],[2375466,2537170,2754965],[2382222,2667799,2667847],[2382999,2759530,2860953],[2385693,2545922,2759691],[2388721,2670876,2862094],[2392751,2673204,2825384],[2392828,2551193,2765986],[2395806,2677031,2824407],[2399806,2765488,2862557],[2402125,2766583,2884703],[2402623,2560345,2680604],[2406155,2767663,2863799],[2409210,2563986,2565706],[2413210,2566608,2685072],[2415148,2563012,2768441],[2416087,2569232,2773488],[2420992,2773986,2865617],[2423854,2692962,2831547],[2434386,2697064,2832084],[2434955,2583860,2776525],[2442223,2589536,2702203],[2443829,2707440,2786243],[2449351,2785424,2870033],[2454424,2787322,2837313],[2457133,2601416,2711122],[2460199,2712710,2790318],[2460276,2604394,2713541],[2466192,2608908,2716720],[2467555,2610155,2717972],[2470015,2612222,2793941],[2472682,2719865,2845439],[2473656,2475376,2476008],[2476278,2616690,2798926],[2478902,2724912,2845768],[2484562,2799411,2875682],[2484705,2624280,2727710],[2490782,2627688,2629160],[2495847,2626700,2729114],[2501369,2805369,2877286],[2503668,2738083,2806997],[2509247,2739369,2851047],[2513277,2741697,2807468],[2513354,2644860,2739166],[2516332,2647279,2649631],[2520332,2649901,2746022],[2529736,2657653,2659373],[2533736,2660275,2753565],[2536613,2662899,2755644],[2541518,2666508,2758338],[2545091,2669590,2760197],[2547511,2670841,2670994],[2548499,2549971,2550524],[2552781,2764903,2824913],[2557885,2678537,2766548],[2563155,2682612,2683743],[2579707,2776994,2831218],[2580681,2582401,2583033],[2583303,2697430,2776801],[2585927,2699509,2701534],[2597807,2708428,2709900],[2608394,2716163,2792778],[2614230,2615361,2615837],[2641178,2739334,2739487],[2642166,2643638,2644191],[2646448,2743562,2745169],[2656822,2751105,2752236],[2694970,2696101,2696577] ] cell #4787 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2005869],[2088538],[2106253],[2118678],[2156361],[2175298],[2197016],[2213376],[2221636],[2224878],[2247178],[2259603],[2277318],[2287531],[2289222],[2297378],[2312288],[2320244],[2343687],[2351947],[2355189],[2368307],[2371549],[2380732],[2382296],[2388440],[2401844],[2410000],[2431231],[2439187],[2454097],[2465599],[2508966],[2517122],[2530526], [840196,1850516],[988325,2000073],[992965,2004772],[1018926,2029246],[1099762,2311230],[1099922,2104424],[1105014,2108373],[1115789,2117466],[1153750,2150565],[1174596,2169502],[1179236,2174201],[1226734,2211731],[1237641,2408942],[1237801,2219807],[1242893,2223756],[1284005,2256411],[1284165,2041515],[1291749,2263064],[1296841,2267013],[1307616,2276106],[1313865,2281735],[1318505,2286434],[1339632,2475740],[1339792,2300015],[1367244,2318599],[1378311,2326675],[1383403,2330624],[1396429,2339737],[1414218,2152677],[1418871,2356736],[1421964,2358402],[1432871,2529468],[1433031,2366478],[1438123,2370427],[1446763,2377540],[1446923,2181771],[1448898,2379520],[1470381,2392278],[1471531,2393080],[1483235,2400602],[1508770,2416311],[1518766,2423369],[1536008,2582765],[1536168,2433868],[1546440,2260070],[1549006,2443064],[1559947,2450147],[1560107,2269215],[1563620,2452452],[1574687,2460528],[1577736,2283847],[1579779,2464477],[1582389,2467146],[1598864,2474804],[1601903,2476502],[1605328,2478417],[1634289,2494643],[1635711,2119145],[1645993,2502165],[1646153,2332826],[1647917,2503290],[1665611,2512804],[1666761,2513606],[1670249,2515760],[1674921,2355057],[1676518,2649363],[1676678,2519759],[1678465,2521128],[1681138,2522664],[1682235,2358737],[1689446,2364056],[1704000,2536837],[1708812,2381199],[1711378,2542359],[1727106,2391068],[1727573,2549486],[1733238,2552403],[1758979,2565134],[1762018,2566832],[1762531,2224746],[1765443,2568747],[1766540,2416646],[1773751,2421965],[1775432,2423075],[1790691,2581829],[1793730,2583527],[1796688,2437043],[1797155,2585442],[1801704,2442074],[1803490,2588986],[1804640,2589788],[1807272,2591352],[1808484,2264893],[1808951,2445418],[1826116,2601668],[1827538,2277785],[1829604,2603822],[1834276,2465467],[1837980,2466679],[1846566,2612733],[1852496,2614983],[1852628,2474715],[1856312,2476837],[1858553,2478123],[1876303,2625706],[1878216,2318100],[1882776,2492631],[1883243,2628675],[1886686,2323131],[1888908,2631592],[1890120,2328504],[1890587,2497436],[1906904,2640184],[1913377,2511594],[1913844,2643153],[1919509,2646070],[1919641,2515671],[1924404,2648427],[1927443,2650125],[1929991,2522370],[1930981,2522782],[1931113,2360047],[1945250,2658801],[1948289,2660499],[1948802,2371417],[1951247,2536338],[1952811,2537172],[1956263,2541369],[1959199,2666760],[1960022,2542491],[1964294,2386320],[1967404,2669940],[1973527,2549192],[1976719,2394121],[1977186,2551260],[1986932,2677626],[1995656,2561562],[1996123,2681115],[1997906,2408549],[2002053,2683365],[2002185,2565045],[2008110,2568453],[2009100,2568865],[2009232,2417956],[2024829,2578257],[2031226,2695723],[2031358,2581740],[2035042,2583862],[2037283,2585148],[2048307,2446141],[2055033,2706446],[2056946,2451953],[2061506,2599656],[2061973,2709415],[2065416,2456984],[2067770,2603733],[2068850,2462357],[2069317,2604461],[2072533,2714689],[2075572,2716387],[2078134,2718006],[2080278,2470576],[2083165,2612439],[2091648,2616323],[2091780,2477436],[2100963,2621458],[2109363,2728060],[2109495,2625617],[2111187,2490003],[2115486,2628381],[2122165,2498159],[2128891,2735746],[2133723,2506846],[2136965,2640095],[2142956,2642859],[2146148,2514647],[2146615,2644927],[2165085,2655229],[2166649,2750190],[2167335,2529075],[2171482,2751858],[2171614,2658712],[2178529,2662532],[2178661,2538482],[2187609,2668612],[2189060,2545641],[2194872,2670875],[2199903,2551351],[2205276,2555959],[2208518,2677537],[2211232,2766582],[2216263,2680821],[2234061,2689840],[2235625,2774581],[2238918,2577601],[2250288,2697063],[2250420,2584461],[2268135,2706357],[2269827,2597028],[2274126,2709121],[2280805,2605184],[2295927,2613525],[2305334,2620802],[2310837,2726732],[2331746,2735657],[2335731,2639308],[2341543,2739368],[2346574,2645018],[2396596,2676750],[2429780,2694265], [420940,1291589,2445083],[475988,1378151,2497101],[537225,1471371,2550925],[609841,1574527,2604126],[627984,1596688,2614473],[658354,1634129,2630114],[683896,1666601,2644592],[730103,1724854,2671508],[759154,1756803,2682855],[786624,1788515,2695213],[799279,1804480,2701935],[816994,1825956,2710854],[864827,1875206,2727953],[870359,1880524,2729628],[899532,1911125,2740001],[909646,1922228,2743805],[928583,1943074,2751348],[941238,1959039,2758070],[982076,1994444,2767433],[1029098,2039263,2780488],[1031603,2041982,2700496],[1043557,2053936,2785082],[1049089,2059254,2786757],[1059203,2070357,2790561],[1063957,1837820,2609190],[1126678,2127794,2805027],[1139336,2138512,2807711],[1155885,2152545,2744315],[1168347,2163873,2814233],[1182268,1951714,2662414],[1184768,2179519,2818735],[1187273,2182238,2756631],[1223641,2210065,2825627],[1253668,2232849,2830234],[1264018,2025296,2693473],[1266584,2242795,2832366],[1299451,2269682,2785935],[1310362,2067638,2712332],[1316000,2283715,2791071],[1350064,2101430,2725423],[1352630,2309211,2846587],[1386013,2333293,2805880],[1388213,2334369,2851185],[1392885,2136833,2738433],[1426776,2165552,2749608],[1429342,2363924,2814813],[1440975,2177539,2662120],[1475019,2395234,2862232],[1479691,2208386,2765253],[1513582,2234528,2773999],[1516148,2421833,2830814],[1518299,2236774,2775135],[1523315,2241805,2693179],[1551731,2444779,2836726],[1556403,2268003,2785189],[1604861,2303190,2797260],[1609877,2308221,2725129],[1637777,2496797,2849302],[1642449,2331614,2805134],[1648049,2334280,2737105],[1680671,2357903,2813382],[1685687,2362934,2749314],[1720633,2546517,2861025],[1733370,2395145,2763925],[1764976,2415812,2829383],[1769992,2420843,2773705],[1807404,2444690,2783861],[1846099,2471232,2844274],[1889040,2496708,2803806],[1967536,2546428,2822423] ] cell #4788 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2685216],[2720770],[2727039],[2731524],[2746166],[2753709],[2759023],[2761701],[2766815],[2769346],[2770474],[2777899],[2782384],[2788653],[2792922],[2793630],[2795392],[2799481],[2801582],[2808501],[2811032],[2812160],[2816146],[2817274],[2820631],[2822554],[2825753],[2827515],[2832998],[2835099],[2839188],[2842847],[2852150],[2853912],[2857111], [1850575,2473370],[1869636,2484774],[1999202,2563224],[2000132,2563700],[2004618,2566303],[2029305,2580395],[2088329,2614735],[2090717,2615906],[2106044,2623654],[2108432,2624825],[2117513,2629438],[2150624,2646993],[2168631,2656891],[2169561,2657367],[2174047,2659970],[2196854,2671858],[2213214,2679401],[2221427,2683117],[2223815,2684288],[2246969,2695475],[2249357,2696646],[2256470,2700197],[2256602,2587575],[2264684,2704394],[2267072,2705565],[2276153,2710178],[2281794,2713255],[2286280,2715858],[2320082,2729978],[2328295,2733694],[2330683,2734865],[2339796,2738880],[2343525,2740351],[2351738,2744067],[2352408,2648167],[2354126,2745238],[2356582,2746656],[2359885,2747894],[2368098,2751610],[2370486,2752781],[2377599,2756332],[2377731,2664547],[2379567,2757394],[2393912,2763054],[2400661,2765700],[2417794,2772285],[2423428,2774855],[2439025,2780838],[2440675,2781558],[2440987,2782611],[2443111,2782762],[2450206,2785636],[2450338,2706812],[2453935,2787107],[2462148,2790823],[2462818,2714429],[2464536,2791994],[2466992,2793412],[2474851,2795720],[2477274,2796580],[2478476,2796980],[2495475,2802935],[2495787,2731751],[2502224,2805581],[2502356,2736112],[2503309,2806062],[2514438,2809854],[2515807,2810355],[2518360,2811264],[2518598,2812072],[2518941,2811488],[2521187,2812500],[2522723,2813102],[2523293,2748079],[2527650,2749930],[2538320,2819085],[2539970,2819805],[2540282,2820858],[2542406,2821009],[2549318,2823017],[2549545,2823044],[2552422,2823978],[2565181,2827843],[2567261,2770386],[2567604,2828703],[2568806,2829103],[2569376,2772470],[2573733,2774321],[2574589,2831236],[2581876,2833326],[2584299,2834186],[2585274,2834559],[2585501,2834586],[2587952,2835956],[2591371,2836749],[2591930,2784168],[2592157,2784176],[2602500,2840541],[2602812,2788880],[2603869,2841042],[2606422,2841951],[2606660,2842759],[2607003,2842175],[2609381,2793241],[2612792,2844164],[2615002,2844678],[2615090,2844709],[2616834,2796765],[2617790,2845457],[2625753,2847618],[2626637,2801042],[2628507,2848364],[2628734,2848391],[2630553,2802439],[2631611,2849325],[2632170,2804113],[2632397,2804121],[2640231,2851867],[2642985,2852613],[2643212,2852640],[2646089,2853574],[2646177,2853605],[2651561,2855349],[2651921,2813467],[2652009,2813615],[2655919,2856605],[2658848,2857439],[2660928,2817186],[2661271,2858299],[2662246,2858672],[2663043,2819270],[2664924,2860069],[2667400,2821121],[2668919,2822066],[2669959,2861116],[2672082,2861543],[2673404,2823851],[2673631,2823859],[2677673,2862914],[2680947,2863696],[2681174,2863723],[2681920,2827208],[2683384,2864237],[2683472,2864268],[2686172,2865016],[2686532,2829468],[2686620,2829616],[2690530,2866272],[2693305,2866909],[2695742,2867450],[2695830,2867481],[2697574,2834371],[2698530,2868229],[2703563,2837087],[2706493,2870390],[2707377,2838648],[2709247,2871136],[2709474,2871163],[2711293,2840045],[2712439,2872128],[2712910,2841719],[2713137,2841727],[2717699,2873864],[2718239,2844006],[2719096,2874036],[2721810,2845191],[2721898,2845339],[2725255,2875291],[2728079,2875845],[2728167,2875876],[2728905,2847901],[2730202,2876272],[2732863,2849663],[2735793,2877643],[2737412,2851662],[2738540,2878241],[2740575,2878637],[2741897,2853447],[2742124,2853455],[2749440,2880790],[2750413,2856804],[2751877,2881331],[2751965,2881362],[2755025,2859064],[2755113,2859212],[2759293,2883472],[2759600,2861039],[2761161,2861334],[2762558,2861924],[2764232,2862709],[2765360,2884439],[2766275,2884662],[2767672,2884834],[2773831,2886089],[2775368,2866778],[2778939,2867963],[2779027,2868111],[2785296,2888363],[2786034,2870673],[2787331,2888759],[2789992,2872435],[2795085,2874194],[2797493,2875160],[2799174,2891155],[2805241,2892122],[2806400,2878133],[2807961,2878428],[2809358,2879018],[2824316,2884331],[2832691,2886681], [1291215,2048366,2591799],[1377777,2122224,2632039],[1470997,2199962,2673273],[1574153,2280864,2712779],[1596534,2297185,2720458],[1633755,2323190,2731393],[1666227,2346633,2741766],[1724901,2389497,2761415],[1756649,2409807,2769034],[1788361,2431038,2777587],[1804106,2442133,2782253],[1825582,2457043,2788522],[1875052,2487853,2800174],[1880571,2491060,2801296],[1911172,2510023,2808215],[1922074,2516929,2810720],[1942920,2530333,2815834],[1958665,2541428,2820500],[1994491,2560623,2826470],[2039310,2586205,2834813],[2041828,2587746,2835299],[2053782,2594878,2837780],[2059301,2598085,2838902],[2070203,2604991,2841407],[2076188,2609249,2843187],[2127640,2635118,2850356],[2138358,2640721,2852014],[2152592,2648055,2854119],[2163920,2654290,2856066],[2177314,2662473,2858699],[2179566,2663177,2858926],[2182084,2664718,2859412],[2209911,2678163,2863061],[2232896,2688901,2865733],[2240718,2693532,2866936],[2242842,2693683,2866993],[2269528,2706983,2870537],[2279063,2712351,2872097],[2283762,2714317,2872642],[2307134,2725482,2875318],[2309258,2725633,2875375],[2333139,2736283,2877790],[2334416,2736735,2877958],[2337207,2738452,2878210],[2361847,2749667,2880817],[2363971,2749818,2880874],[2373254,2754665,2882110],[2395281,2763555,2884156],[2398072,2765272,2884408],[2419756,2774058,2886116],[2421880,2774209,2886173],[2423201,2774828,2886351],[2425879,2776225,2886523],[2444826,2783491,2888080],[2447617,2785208,2888332],[2478249,2796953,2890805],[2480927,2798350,2890977],[2496844,2803436,2891839],[2499635,2805153,2892091],[2503397,2806093,2892321],[2522496,2813075,2893511],[2525174,2814472,2893683],[2546564,2822271,2895239],[2552510,2824009,2895421],[2568579,2829076,2896091],[2571257,2830473,2896263],[2591459,2836780,2897215],[2612565,2844137,2898400],[2631699,2849356,2898921],[2670047,2861147,2900426] ] cell #4789 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291363,2048363],[1377925,2122221],[1471145,2199959],[1574301,2280861],[1596610,2297182],[1633903,2323187],[1666375,2346630],[1724905,2389588],[1756725,2409804],[1788437,2431035],[1804254,2442130],[1825730,2457040],[1875128,2487850],[1880575,2491151],[1911176,2510114],[1922150,2516926],[1942996,2530330],[1958813,2541425],[1994495,2560714],[2039314,2586296],[2041904,2587743],[2053858,2594875],[2059305,2598176],[2070279,2604988],[2076336,2609246],[2127716,2635115],[2138434,2640718],[2152596,2648146],[2163924,2654381],[2178246,2662470],[2179570,2663268],[2182160,2664715],[2209987,2678160],[2232900,2688992],[2242512,2693529],[2242846,2693774],[2269604,2706980],[2279867,2712335],[2283766,2714408],[2308928,2725479],[2309262,2725724],[2333215,2736280],[2334420,2737165],[2338799,2738436],[2363641,2749664],[2363975,2749909],[2373975,2754654],[2395285,2763985],[2399664,2765256],[2421550,2774055],[2421884,2774300],[2423314,2775138],[2427311,2776214],[2444830,2783921],[2449209,2785192],[2478362,2797263],[2482359,2798339],[2496848,2803866],[2501227,2805137],[2503489,2806328],[2522609,2813385],[2526606,2814461],[2546568,2822483],[2552602,2824244],[2568692,2829386],[2572689,2830462],[2591551,2837015],[2612678,2844277],[2631791,2849591],[2670139,2861253], [1079180,1850572,2296957],[1099536,1869633,2104072],[1237415,1999199,2219455],[1238535,2000129,2409579],[1243313,2004694,2412776],[1271007,2029302,2430810],[1336417,2088333,2473522],[1339406,2090714,2299663],[1358409,2106048,2624977],[1361398,2108429,2487625],[1372504,2117517,2493565],[1411903,2150621,2516701],[1432645,2168628,2366126],[1433765,2169558,2530105],[1438543,2174123,2533302],[1467020,2196851,2389661],[1488882,2213211,2560787],[1499935,2221431,2563852],[1502924,2223812,2412285],[1532793,2246973,2580547],[1535782,2249354,2433516],[1544632,2256467,2587518],[1554785,2264688,2705717],[1557774,2267069,2594650],[1568880,2276157,2600590],[1575421,2281791,2604763],[1580199,2286356,2607960],[1629778,2320079,2491224],[1640831,2328299,2735017],[1643820,2330680,2634890],[1656615,2339793,2640493],[1662250,2343522,2510187],[1673303,2351742,2647145],[1674182,2152684,2518225],[1676292,2354123,2519407],[1678885,2356658,2651066],[1684112,2359882,2654454],[1695165,2368102,2657519],[1698154,2370483,2532811],[1707004,2377596,2664490],[1709260,2379571,2665682],[1731697,2393916,2765852],[1741936,2400658,2677935],[1768417,2417791,2689065],[1776139,2423425,2691597],[1800129,2439022,2586369],[1801020,2041514,2439894],[1801597,2442781,2702277],[1802385,2440679,2700349],[1805404,2443115,2702421],[1815970,2450203,2706755],[1821605,2453932,2598249],[1832658,2462152,2713407],[1833537,2283854,2606287],[1835647,2464533,2607469],[1838240,2467068,2717328],[1853222,2474855,2797758],[1857110,2477271,2725797],[1859260,2478473,2723547],[1887367,2495479,2805733],[1897606,2502221,2736055],[1899240,2503293,2737053],[1917968,2514442,2739032],[1920235,2515811,2742917],[1923525,2520190,2745658],[1924331,2518364,2744532],[1925202,2518938,2648219],[1928207,2521184,2650575],[1930698,2522720,2747732],[1938573,2364063,2655784],[1954688,2538317,2663341],[1955579,2181770,2539189],[1956156,2542076,2758412],[1956944,2539974,2756484],[1959963,2542410,2758556],[1973677,2549431,2824579],[1974234,2549542,2764526],[1979268,2552406,2763873],[2002779,2565185,2829881],[2006667,2567601,2774373],[2008817,2568803,2772123],[2016692,2421972,2690395],[2018072,2574578,2775099],[2031952,2581880,2775633],[2035840,2584296,2693847],[2037433,2585387,2779858],[2037990,2585498,2698479],[2041101,2589384,2782182],[2047369,2591355,2783809],[2049014,2445425,2705920],[2055616,2269214,2596260],[2056193,2457691,2711196],[2066097,2602504,2785788],[2068364,2603873,2789673],[2071654,2608252,2792414],[2072460,2606426,2791288],[2073331,2607000,2714481],[2083872,2612789,2794948],[2088790,2614986,2797646],[2088931,2615182,2845895],[2094206,2617779,2797224],[2110089,2625757,2847830],[2115636,2628620,2849926],[2116193,2628731,2804407],[2121227,2631595,2803754],[2122872,2497443,2735220],[2129474,2332825,2636500],[2130051,2323838,2630456],[2137559,2640235,2806940],[2143106,2643098,2806663],[2143663,2643209,2737706],[2148697,2646073,2742805],[2148838,2646269,2810125],[2158328,2651550,2813346],[2159163,2522785,2748865],[2159883,2358736,2654713],[2165770,2533594,2753201],[2166576,2655923,2815030],[2172208,2658852,2813880],[2176096,2661268,2749982],[2177689,2662359,2818105],[2181357,2666356,2820429],[2186121,2542498,2667452],[2192128,2669943,2822371],[2197268,2672071,2824540],[2200610,2551267,2766055],[2209112,2677677,2824856],[2216413,2681060,2863836],[2216970,2681171,2827071],[2221888,2683368,2829769],[2222029,2683564,2865454],[2225472,2413788,2567166],[2227304,2686161,2829347],[2228139,2568868,2773256],[2228859,2416645,2689324],[2234746,2413068,2684708],[2235552,2690534,2831031],[2241955,2693418,2831839],[2247430,2695726,2775521],[2247571,2695922,2831674],[2252846,2698519,2779819],[2261769,2597267,2786127],[2262660,2591728,2784837],[2262731,2445352,2705809],[2268729,2706497,2837627],[2268801,2601264,2788451],[2274276,2709360,2837350],[2274833,2709471,2784462],[2280008,2712531,2840812],[2281512,2604468,2713610],[2288114,2466678,2609445],[2289461,2718009,2843860],[2293458,2719085,2844238],[2300446,2616326,2798694],[2301166,2476836,2726056],[2308371,2725368,2846060],[2311499,2487257,2625069],[2315356,2728063,2847718],[2315497,2728259,2875982],[2320496,2730191,2849887],[2323281,2494310,2630383],[2325380,2490242,2728998],[2326271,2631968,2804782],[2326342,2497370,2735109],[2332340,2735797,2850203],[2332412,2494239,2731322],[2334942,2639547,2806493],[2338940,2738632,2851508],[2343939,2740564,2806624],[2347281,2644934,2739235],[2355783,2520910,2650459],[2357238,2656643,2815239],[2358108,2523148,2749061],[2363084,2749553,2855952],[2368559,2751861,2813768],[2368700,2752057,2855787],[2372143,2534314,2660833],[2374810,2662535,2755412],[2375530,2537171,2663600],[2382223,2542923,2667800],[2382963,2759528,2860951],[2385694,2545880,2759693],[2388679,2670878,2823958],[2392676,2673202,2825382],[2392747,2551194,2765944],[2395807,2676989,2824409],[2399805,2765452,2862555],[2402083,2766585,2863419],[2402622,2560344,2680568],[2406080,2767661,2863797],[2409211,2563944,2565707],[2413209,2566538,2685071],[2415147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] cell #4790 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291225,2048364],[1377787,2122222],[1471007,2199960],[1574163,2280862],[1596544,2297183],[1633765,2323188],[1666237,2346631],[1724908,2389589],[1756659,2409805],[1788371,2431036],[1804116,2442131],[1825592,2457041],[1875062,2487851],[1880578,2491152],[1911179,2510115],[1922084,2516927],[1942930,2530331],[1958675,2541426],[1994498,2560715],[2039317,2586297],[2041838,2587744],[2053792,2594876],[2059308,2598177],[2070213,2604989],[2076198,2609247],[2127650,2635116],[2138368,2640719],[2152599,2648147],[2163927,2654382],[2177324,2662471],[2179573,2663269],[2182094,2664716],[2209921,2678161],[2232903,2688993],[2240728,2693530],[2242849,2693775],[2269538,2706981],[2279142,2712336],[2283769,2714409],[2307144,2725480],[2309265,2725725],[2333149,2736281],[2334423,2737166],[2337286,2738437],[2361857,2749665],[2363978,2749910],[2373317,2754653],[2395288,2763986],[2398151,2765257],[2419766,2774056],[2421887,2774301],[2423275,2775139],[2425942,2776213],[2444833,2783922],[2447696,2785193],[2478323,2797264],[2480990,2798338],[2496851,2803867],[2499714,2805138],[2503455,2806327],[2522570,2813386],[2525237,2814460],[2546571,2822484],[2552568,2824243],[2568653,2829387],[2571320,2830461],[2591517,2837014],[2612639,2844278],[2631757,2849590],[2670105,2861252], [1099398,1869634,2311063],[1237277,1999200,2408775],[1243310,2004628,2412777],[1335127,1850573,2473452],[1335285,2088336,2473523],[1339268,2090715,2475573],[1372355,2117520,2493566],[1432507,2168629,2529301],[1438540,2174057,2533303],[1465916,2196852,2548411],[1498645,2000130,2563782],[1498803,2221434,2563853],[1502786,2223813,2565903],[1531503,2029303,2580477],[1531661,2246976,2580548],[1535644,2249355,2582598],[1568731,2276160,2600591],[1580196,2286290,2607961],[1622104,2108430,2624907],[1622262,2106051,2624978],[1628674,2320080,2627600],[1661146,2343523,2642078],[1672013,2150622,2647075],[1672171,2351745,2647146],[1676154,2354124,2649196],[1678882,2356592,2651067],[1693875,2169559,2657449],[1694033,2368105,2657520],[1698016,2370484,2659570],[1709111,2379574,2665683],[1750289,2213212,2680516],[1799025,2439023,2699421],[1801095,2256468,2700279],[1801253,2440682,2700350],[1801594,2440997,2702278],[1805255,2443118,2702422],[1813931,2267070,2705647],[1814089,2264691,2705718],[1820501,2453933,2708340],[1831368,2281792,2713337],[1831526,2462155,2713408],[1835509,2464534,2715458],[1838237,2467002,2717329],[1895567,2330681,2734947],[1895725,2328302,2735018],[1907562,2339794,2738962],[1907720,2514445,2739033],[1919244,2515814,2742918],[1923470,2518677,2745659],[1924026,2152685,2648249],[1924098,2518939,2744462],[1924256,2518367,2744533],[1928069,2521185,2746256],[1936560,2359883,2749009],[1953584,2538318,2755556],[1955654,2377597,2756414],[1955812,2539977,2756485],[1956153,2540292,2758413],[1959814,2542413,2758557],[1987590,2400659,2765782],[1987748,2393919,2765853],[2014679,2417792,2773400],[2020492,2423426,2775195],[2022362,2581883,2775634],[2026087,2584297,2776713],[2036535,2585348,2779859],[2037068,2585499,2779915],[2041056,2588015,2782181],[2041496,2041511,2587671],[2055691,2450204,2785718],[2055849,2602507,2785789],[2056190,2602822,2711197],[2067373,2603876,2789674],[2071599,2606739,2792415],[2072155,2283855,2714511],[2072227,2607001,2791218],[2072385,2606429,2791289],[2096626,2478474,2797320],[2098496,2474858,2797759],[2102221,2477272,2798838],[2129549,2502222,2805663],[2129707,2495482,2805734],[2130048,2495797,2630457],[2132388,2503294,2806314],[2134165,2643059,2806664],[2134698,2643210,2806720],[2135638,2640238,2806941],[2147972,2646074,2810111],[2148018,2646235,2810124],[2160748,2522721,2813442],[2162618,2658855,2813881],[2165715,2661007,2753202],[2166271,2364064,2750012],[2166343,2661269,2814960],[2166501,2655926,2815031],[2176791,2662320,2818106],[2181312,2664987,2820428],[2181752,2181767,2664643],[2203941,2552407,2824230],[2205718,2549392,2824580],[2206251,2549543,2824636],[2207191,2677680,2824857],[2229724,2568804,2829443],[2231594,2565188,2829882],[2234691,2567340,2684709],[2235247,2421973,2774403],[2235319,2567602,2830961],[2235477,2690537,2831032],[2237724,2574577,2831416],[2239280,2695727,2831660],[2239326,2695888,2831673],[2240195,2693379,2831840],[2252188,2698518,2834405],[2261664,2707707,2786128],[2263558,2591356,2837001],[2265006,2445426,2785117],[2265335,2709321,2837351],[2265868,2709472,2837407],[2266808,2706500,2837628],[2268756,2711356,2788450],[2269196,2269211,2706908],[2279188,2712497,2840811],[2295016,2612790,2844334],[2304140,2617778,2845637],[2305696,2614987,2845881],[2305742,2615148,2845894],[2306611,2725329,2846061],[2317019,2625760,2847831],[2325275,2626967,2728999],[2327169,2631596,2849577],[2328617,2497444,2805062],[2328946,2628581,2849927],[2329479,2628732,2849983],[2330419,2735800,2850204],[2332367,2630616,2731321],[2332807,2332822,2736208],[2334837,2738350,2806494],[2336518,2740563,2851379],[2337332,2738598,2851507],[2353862,2650441,2650456],[2357148,2750676,2815238],[2358718,2358733,2749221],[2358853,2651549,2855529],[2359621,2522786,2814189],[2360409,2751862,2855773],[2360455,2752023,2855786],[2361324,2749514,2855953],[2381918,2542499,2758738],[2382148,2667782,2667797],[2385589,2669857,2759694],[2387327,2669944,2861239],[2394234,2551268,2825662],[2395702,2765170,2824410],[2397383,2672070,2862426],[2398197,2765418,2862554],[2407105,2681021,2863837],[2407638,2681172,2863893],[2414731,2567148,2567163],[2415057,2682183,2768438],[2416627,2416642,2773612],[2416762,2686160,2865196],[2417530,2568869,2830190],[2418318,2683369,2865440],[2418364,2683530,2865453],[2419233,2773905,2865620],[2423763,2776122,2831544],[2440464,2701959,2702099],[2443826,2786211,2786240],[2445107,2445247,2785106],[2446217,2591727,2837652],[2446928,2787319,2869902],[2447742,2785354,2870030],[2462470,2604469,2790596],[2464272,2716703,2716718],[2466660,2466675,2717079],[2467822,2718010,2873932],[2469924,2718993,2793938],[2471471,2719084,2874121],[2475272,2614497,2616245],[2476818,2476833,2799050],[2477010,2616327,2846543],[2478811,2798247,2845765],[2485113,2487152,2727977],[2488890,2728064,2875968],[2488936,2728225,2875981],[2495264,2630138,2630278],[2495844,2729082,2729111],[2497125,2497265,2805051],[2498235,2631967,2850228],[2498946,2730190,2877155],[2499760,2805299,2877283],[2503665,2806965,2806994],[2514760,2644935,2807746],[2516228,2743829,2745577],[2518723,2745820,2745931],[2522947,2523058,2814369],[2535257,2660815,2660830],[2537153,2537168,2755768],[2538056,2662536,2818691],[2539759,2758094,2758234],[2543531,2759527,2883512],[2545088,2760165,2760194],[2547778,2670879,2862121],[2549880,2671644,2673097],[2550949,2551089,2825651],[2551427,2673201,2862933],[2552778,2824881,2824910],[2558152,2766586,2884730],[2558506,2560254,2767569],[2561801,2767660,2884919],[2563563,2565602,2682879],[2567386,2684870,2684981],[2569030,2569141,2830370],[2582297,2695237,2696985],[2583843,2583858,2776925],[2584035,2697067,2832322],[2585836,2780624,2782077],[2602289,2710878,2711018],[2604150,2604290,2790585],[2605260,2712707,2841279],[2606785,2792576,2792687],[2610123,2610152,2793810],[2613801,2719862,2874750],[2615358,2720330,2721424],[2616488,2616599,2846723],[2622720,2799408,2891195],[2622797,2624277,2800046],[2627321,2629069,2729764],[2641445,2739372,2851074],[2643547,2740137,2741590],[2644616,2644756,2807735],[2645094,2741694,2851886],[2646445,2810592,2811686],[2657230,2659269,2751372],[2661053,2753363,2753474],[2662697,2662808,2818871],[2670962,2670991,2761007],[2678505,2678534,2825933],[2682260,2683740,2768906],[2694541,2776991,2866368],[2696098,2777459,2778553],[2697228,2697339,2832502],[2708061,2709809,2786893],[2739455,2739484,2807807],[2750753,2752233,2815706] ] cell #4791 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291372,2048359],[1377934,2122217],[1471154,2199955],[1574310,2280857],[1596619,2297178],[1633912,2323183],[1666384,2346626],[1724911,2389492],[1756734,2409800],[1788446,2431031],[1804263,2442126],[1825739,2457036],[1875137,2487846],[1880581,2491055],[1911182,2510018],[1922159,2516922],[1943005,2530326],[1958822,2541421],[1994501,2560618],[2039320,2586200],[2041913,2587739],[2053867,2594871],[2059311,2598080],[2070288,2604984],[2076345,2609242],[2127725,2635111],[2138443,2640714],[2152602,2648050],[2163930,2654285],[2178255,2662466],[2179576,2663172],[2182169,2664711],[2209996,2678156],[2232906,2688896],[2242521,2693525],[2242852,2693678],[2269613,2706976],[2279957,2712320],[2283772,2714312],[2308937,2725475],[2309268,2725628],[2333224,2736276],[2334426,2736730],[2338889,2738421],[2363650,2749660],[2363981,2749813],[2374048,2754645],[2395291,2763550],[2399754,2765241],[2421559,2774051],[2421890,2774204],[2423359,2774812],[2427384,2776205],[2444836,2783486],[2449299,2785177],[2478407,2796937],[2482432,2798330],[2496854,2803431],[2501317,2805122],[2503523,2806085],[2522654,2813059],[2526679,2814452],[2546574,2822266],[2552636,2824001],[2568737,2829060],[2572762,2830453],[2591585,2836772],[2612723,2844121],[2631825,2849348],[2670173,2861139], [1079189,1850568,2296846],[1099545,1869629,2311124],[1237424,1999195,2408836],[1238544,2000125,2409468],[1271016,2029298,2430699],[1339415,2090710,2475634],[1361407,2108425,2487514],[1411912,2150617,2516590],[1432654,2168624,2529362],[1433774,2169554,2529994],[1467029,2196847,2548859],[1488891,2213207,2559233],[1502933,2223808,2565964],[1503288,2004703,2566296],[1535791,2249350,2582659],[1544641,2256463,2587407],[1557783,2267065,2594539],[1575430,2281787,2604652],[1597488,2088339,2614730],[1618964,2106054,2623649],[1629787,2320075,2628048],[1632784,2117523,2629433],[1643829,2330676,2634779],[1656624,2339789,2640382],[1662259,2343518,2642526],[1674191,2352401,2518221],[1676301,2354119,2649257],[1684121,2359878,2652900],[1698163,2370479,2659631],[1698518,2174132,2659963],[1707013,2377592,2664379],[1741945,2400654,2677824],[1757603,2221437,2683112],[1768426,2417787,2687511],[1776148,2423421,2691052],[1789315,2246979,2695470],[1800138,2439018,2699869],[1801029,2256612,2439900],[1810791,2264694,2704389],[1815979,2450199,2706644],[1821614,2453928,2708788],[1824611,2276163,2710173],[1833546,2462811,2606283],[1835656,2464529,2715519],[1836011,2286365,2715851],[1857119,2477267,2722386],[1859269,2478469,2723002],[1892427,2328305,2733689],[1897615,2502217,2735944],[1899330,2503278,2736640],[1923028,2351748,2744062],[1925211,2518934,2744910],[1928216,2521180,2746317],[1928571,2356667,2746649],[1930707,2522716,2747187],[1938582,2527643,2655780],[1943874,2368108,2751605],[1954697,2538313,2756004],[1955588,2377741,2539195],[1957694,2379577,2757389],[1974243,2549538,2761962],[1977986,2393922,2763049],[1979358,2552391,2763460],[2006676,2567597,2770962],[2008826,2568799,2771578],[2016701,2573726,2690391],[2018145,2574569,2774782],[2035849,2584292,2779515],[2037999,2585494,2780131],[2042048,2442790,2782604],[2042782,2440685,2781553],[2045736,2443121,2782757],[2047459,2591340,2783396],[2049023,2592150,2705916],[2055625,2450348,2596266],[2071157,2462158,2790818],[2073340,2606996,2791666],[2076700,2467077,2793405],[2083881,2612785,2794676],[2088880,2614971,2795625],[2089522,2474861,2795715],[2094279,2617770,2796907],[2116202,2628727,2801843],[2119945,2495485,2802930],[2121317,2631580,2803341],[2122881,2632390,2735216],[2129483,2502366,2636506],[2143672,2643205,2808762],[2147415,2514448,2809849],[2148787,2646058,2810260],[2149429,2515817,2810350],[2152391,2520280,2812041],[2153121,2518370,2811259],[2158401,2651541,2813029],[2159253,2651890,2748850],[2159892,2523303,2654719],[2176105,2661264,2817762],[2182304,2542085,2820851],[2183038,2539980,2819800],[2185992,2542416,2821004],[2186130,2667393,2667448],[2192218,2669928,2822176],[2197341,2672062,2822971],[2197468,2549476,2823001],[2200619,2673624,2766051],[2216979,2681167,2826799],[2221978,2683353,2827748],[2222620,2565191,2827838],[2227377,2686152,2829030],[2228229,2686501,2773241],[2228868,2569386,2689330],[2247520,2695711,2833231],[2248162,2581886,2833321],[2252919,2698510,2834513],[2253046,2585432,2834543],[2256269,2589457,2835936],[2262733,2703543,2784828],[2262815,2592088,2705854],[2269748,2457700,2788873],[2274842,2709467,2839449],[2278585,2602510,2840536],[2280599,2603879,2841037],[2281521,2713130,2713606],[2283561,2608342,2842728],[2284291,2606432,2841946],[2288123,2609391,2609451],[2289506,2717683,2843845],[2293531,2719076,2844091],[2298238,2615216,2844701],[2300536,2721779,2798679],[2301175,2616844,2726062],[2315446,2728048,2847523],[2316088,2625763,2847613],[2320569,2730182,2848318],[2320696,2628665,2848348],[2323847,2333359,2731744],[2326344,2732843,2804773],[2326426,2632328,2735154],[2339531,2640241,2851862],[2344012,2740555,2852567],[2344139,2643143,2852597],[2347290,2739231,2742117],[2349129,2646303,2853597],[2358176,2652135,2749095],[2363770,2533684,2817155],[2364500,2655929,2856600],[2368649,2751846,2857344],[2369291,2658858,2857434],[2374175,2662404,2858656],[2374900,2754994,2755397],[2375539,2663053,2663606],[2377398,2666429,2860049],[2382997,2759285,2860942],[2388724,2761145,2823943],[2392749,2762538,2825373],[2392831,2673562,2765989],[2400396,2677683,2862909],[2402128,2766259,2863404],[2406153,2767652,2863650],[2406280,2681105,2863680],[2410860,2683598,2864260],[2413158,2421679,2770355],[2413797,2413800,2685226],[2416085,2686746,2773486],[2422409,2690540,2866267],[2427511,2693463,2866893],[2432091,2695956,2867473],[2434389,2776554,2778908],[2435028,2694112,2697584],[2444187,2597312,2838632],[2449941,2706503,2870385],[2450005,2601337,2840025],[2454422,2787311,2871090],[2454549,2709405,2871120],[2459539,2712565,2872120],[2460197,2789972,2790307],[2460279,2713068,2713544],[2467544,2717644,2717653],[2472680,2795077,2845428],[2473659,2615719,2616195],[2476276,2722024,2798924],[2482559,2725413,2875275],[2484560,2799166,2875671],[2485063,2624638,2625114],[2488195,2728293,2875868],[2490287,2496205,2801026],[2494312,2502023,2802419],[2494394,2494439,2731682],[2501959,2735803,2877638],[2504026,2639592,2851646],[2507158,2738666,2878233],[2509250,2806027,2807945],[2513275,2807457,2809338],[2513357,2739169,2742055],[2520919,2520922,2746176],[2522151,2656677,2856796],[2526806,2749598,2880774],[2531386,2752091,2881354],[2534323,2534326,2753719],[2536611,2755239,2755642],[2542932,2542935,2759033],[2545449,2545925,2822050],[2547500,2761106,2761115],[2548497,2672656,2673059],[2553139,2677034,2862693],[2556271,2765486,2884431],[2557874,2766220,2766229],[2558468,2680199,2680602],[2563010,2568234,2827200],[2563513,2563989,2684101],[2566606,2566645,2770600],[2572889,2773989,2886073],[2575163,2692960,2866770],[2579705,2831207,2832683],[2580684,2696459,2696935],[2583301,2776799,2779153],[2589539,2589584,2782542],[2590991,2707429,2838593],[2595220,2785422,2888355],[2601419,2601464,2788811],[2608981,2608984,2792932],[2611817,2612220,2843998],[2614219,2721095,2721430],[2618364,2724910,2875152],[2622803,2727364,2727699],[2626689,2631231,2800987],[2627283,2627686,2730776],[2635460,2805367,2892114],[2637281,2738072,2851607],[2641167,2807906,2807915],[2642164,2741149,2741552],[2646806,2647282,2745527],[2649899,2649938,2812286],[2657180,2657656,2752594],[2660273,2660312,2817400],[2666511,2666556,2820789],[2669244,2669579,2822011],[2674723,2764892,2862654],[2682266,2682601,2769671],[2694959,2778224,2778559],[2699104,2699507,2782039],[2708023,2708426,2787905],[2716161,2716200,2842973],[2743216,2743551,2811692],[2750759,2751094,2816471] ] cell #4792 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [2005866],[2087683],[2118548],[2119137],[2156358],[2175295],[2196236],[2220781],[2224398],[2224634],[2224756],[2246323],[2259473],[2260062],[2277188],[2277777],[2287528],[2289199],[2296738],[2311436],[2315111],[2318043],[2319464],[2322375],[2323033],[2342907],[2351092],[2354945],[2355067],[2367452],[2371069],[2371305],[2371427],[2380602],[2381191],[2382293],[2386263],[2388417],[2391011],[2401821],[2402583],[2405836],[2408501],[2409148],[2409360],[2412395],[2423052],[2430591],[2436986],[2438407],[2441976],[2445289],[2451896],[2453317],[2456228],[2456886],[2465119],[2465355],[2465477],[2467138],[2470528],[2474667],[2475946],[2478100],[2484756],[2487406],[2489980],[2490742],[2492574],[2497307],[2506789],[2508943],[2511537],[2515623],[2516482],[2521770],[2522347],[2523109],[2529027],[2529674],[2529886],[2532921],[2536281],[2540613],[2541271],[2542247],[2545618],[2549169],[2550484],[2551131],[2555902],[2557702],[2561505],[2563206],[2564997],[2568430],[2569192],[2577553],[2578200],[2581692],[2582971],[2585125],[2590401],[2591781],[2597005],[2597767],[2599599],[2603272],[2603685],[2604332],[2607579],[2610443],[2612416],[2615761],[2615888],[2616650],[2620754],[2621401],[2624680],[2625569],[2628358],[2630320],[2632021],[2639158],[2639285],[2640047],[2642836],[2644151],[2644798],[2646848],[2649569],[2650685],[2655172],[2656873],[2658664],[2662859],[2668187],[2671282],[2672700],[2673255],[2676600],[2676727],[2677489],[2680243],[2680798],[2684143],[2685032],[2689783],[2696501],[2696628],[2697390],[2699148],[2701494],[2702141],[2705420],[2706309],[2709098],[2711060],[2712761],[2717648],[2720038],[2721099],[2726307],[2727368],[2730820],[2734720],[2735609],[2739775],[2741193],[2741748],[2743220],[2745093],[2745220],[2745982],[2752636],[2753525],[2758276],[2761110],[2766224],[2769675],[2771145],[2777167],[2778228],[2787949],[2791849],[2792738],[2807910],[2816475],[2817945], [840188,2615030],[988317,2683412],[1018918,2695770],[1105006,2728107],[1153742,2646117],[1174588,2751905],[1226726,2766425],[1242885,2770414],[1283997,2587299],[1284162,2440029],[1296833,2785236],[1313857,2712379],[1356014,2799254],[1367236,2801192],[1383395,2805181],[1396421,2738480],[1414210,2518323],[1421956,2813225],[1438115,2817214],[1446755,2664271],[1446920,2539324],[1470373,2823337],[1483227,2765300],[1497540,2827288],[1508762,2829226],[1518758,2774978],[1552390,2836860],[1559939,2706536],[1560104,2596395],[1563612,2838798],[1577728,2606385],[1579771,2842787],[1600629,2844918],[1601895,2845119],[1605320,2797103],[1638436,2849436],[1645985,2735836],[1646150,2636635],[1647805,2806173],[1665603,2852933],[1678457,2812100],[1681130,2746924],[1682232,2655355],[1689438,2655882],[1692770,2856884],[1703992,2858822],[1727565,2823167],[1730408,2861826],[1733126,2824089],[1762010,2864678],[1765435,2771315],[1766537,2689966],[1773743,2690493],[1775334,2691183],[1792456,2867690],[1793722,2867891],[1797147,2834709],[1803482,2869012],[1807160,2783235],[1808354,2448964],[1808943,2706456],[1830263,2872208],[1837812,2609092],[1837977,2466549],[1846558,2794243],[1851158,2874313],[1852384,2844789],[1856309,2621584],[1858455,2723133],[1883235,2848514],[1886078,2876555],[1888796,2803180],[1889990,2500982],[1890579,2735756],[1913836,2852763],[1916679,2878920],[1919397,2853685],[1926169,2879752],[1927435,2879953],[1929893,2651369],[1930869,2749233],[1930991,2526362],[1948281,2881772],[1951706,2661945],[1952808,2536464],[1960014,2542369],[1967292,2821886],[1971841,2822966],[1973429,2762093],[1976589,2557446],[1977178,2677636],[1996115,2826366],[2000715,2885111],[2001941,2864348],[2008012,2685980],[2008988,2773624],[2009110,2572445],[2025288,2692601],[2029888,2886800],[2031114,2867561],[2035039,2578383],[2037185,2780262],[2041974,2781680],[2044817,2887727],[2048209,2594431],[2061965,2871286],[2064808,2889042],[2067526,2711975],[2068720,2461502],[2069309,2603832],[2075564,2890075],[2078077,2794042],[2083067,2718631],[2087255,2795665],[2091536,2725048],[2091658,2622111],[2101422,2724551],[2109015,2875628],[2109251,2847233],[2113800,2848313],[2115388,2801974],[2122067,2634671],[2136721,2737741],[2141270,2852562],[2142858,2808893],[2146018,2508333],[2146607,2640194],[2151207,2893040],[2152433,2811361],[2165544,2748736],[2170144,2893960],[2171370,2881442],[2177441,2662097],[2178417,2662039],[2178539,2537702],[2182230,2819927],[2185073,2894887],[2187561,2759873],[2194815,2763299],[2199805,2677716],[2208274,2764561],[2211175,2826165],[2215507,2863645],[2216165,2767207],[2220353,2827788],[2234520,2773127],[2236717,2774777],[2241707,2693156],[2245895,2833271],[2250176,2693098],[2250298,2578910],[2254725,2834508],[2256313,2782235],[2267655,2888115],[2267891,2784497],[2269674,2840663],[2272440,2871085],[2274028,2839580],[2280707,2604544],[2282377,2897934],[2283603,2842048],[2295879,2722739],[2303133,2796902],[2308123,2725106],[2310789,2799754],[2314683,2847563],[2331266,2891874],[2331502,2804442],[2333285,2803057],[2334232,2736680],[2340379,2899372],[2341486,2736479],[2346476,2640274],[2350664,2810300],[2357846,2813024],[2362178,2880739],[2362836,2749291],[2363812,2858172],[2367024,2857384],[2375854,2858621],[2377442,2820482],[2395097,2763500],[2401244,2895381],[2415755,2829025],[2420087,2886038],[2420745,2773682],[2421721,2828576],[2428328,2866858],[2429732,2690789],[2444229,2870648],[2444642,2783436],[2448536,2870335],[2450049,2788504],[2461074,2840987],[2471175,2844086],[2483376,2875240],[2496247,2847876],[2496660,2803381],[2500554,2877588],[2502067,2731375],[2504068,2877993],[2507905,2851812],[2522195,2815414],[2545491,2860899],[2546380,2822216],[2553181,2884191],[2557018,2862859],[2568278,2768614],[2575207,2832019],[2590995,2838597],[2611861,2794413],[2618408,2846240],[2631235,2800991],[2637285,2851611],[2669248,2822015],[2674727,2862658] ] cell #4793 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1504687],[1633437],[1633723],[1634553],[1678055],[1699917],[1712945],[1725379],[1745235],[1754609],[1760629],[1761416],[1761542],[1804074],[1804904],[1825264],[1825550],[1826380],[1837410],[1845412],[1848624],[1850989],[1853021],[1868615],[1870050],[1879017],[1880059],[1881049],[1884803],[1885699],[1899216],[1911650],[1920034],[1926841],[1926967],[1931506],[1940880],[1946900],[1947687],[1947813],[1958347],[1958633],[1959463],[1960576],[1966887],[1971635],[1974000],[1976032],[1979244],[1989710],[1994969],[1998181],[1999616],[2000546],[2002578],[2009625],[2024142],[2027354],[2029719],[2031751],[2037756],[2039788],[2044438],[2046389],[2047345],[2048780],[2057747],[2058789],[2059779],[2063533],[2064429],[2068163],[2074183],[2074970],[2075096],[2076156],[2076986],[2082203],[2088766],[2091131],[2092173],[2100276],[2108846],[2109888],[2112732],[2113594],[2115959],[2121203],[2122638],[2136316],[2137358],[2141064],[2143429],[2145461],[2148673],[2151038],[2156905],[2159139],[2167610],[2169045],[2169975],[2172007],[2177282],[2178012],[2179054],[2183798],[2184694],[2187485],[2192104],[2198784],[2198941],[2200376],[2207869],[2208911],[2215144],[2215301],[2216736],[2221864],[2225271],[2228115],[2240686],[2240843],[2242278],[2247406],[2249771],[2250813],[2254362],[2254519],[2258916],[2260551],[2268528],[2271372],[2272234],[2274599],[2281278],[2289437],[2295803],[2299423],[2300422],[2307102],[2307259],[2308694],[2310713],[2314333],[2315332],[2322012],[2323604],[2332139],[2345455],[2345612],[2347047],[2350314],[2354540],[2355582],[2361815],[2363407],[2368535],[2371942],[2374786],[2382836],[2388655],[2391233],[2402059],[2404637],[2412045],[2419724],[2421316],[2429656],[2433276],[2434275],[2437208],[2440955],[2441112],[2442547],[2455865],[2457457],[2465992],[2472519],[2484399],[2492796],[2495755],[2509181],[2511759],[2532571],[2540250],[2541842],[2579544],[2599821],[2602780], [370625,2195908],[469920,2319136],[491151,2342579],[552882,2405508],[588863,2438079],[603773,2452989],[644609,2484994],[657651,2493667],[689756,2352175],[699553,2526034],[712091,2537374],[748276,2558307],[758064,2563444],[771106,2572117],[782204,2578582],[797063,2256884],[803249,2592019],[816291,2600692],[822854,2462585],[844736,2616126],[856062,2621783],[869595,2627122],[879383,2632259],[887871,2637535],[911200,2153070],[917705,2651974],[924163,2527417],[927493,2657111],[939022,2378013],[940535,2665784],[961506,2672898],[962645,2673493],[965990,2674977],[997733,2686585],[1004191,2573500],[1006004,2691136],[1023466,2696866],[1034792,2702523],[1037428,2591245],[1045091,2450620],[1048325,2707862],[1058113,2712999],[1060757,2284240],[1082049,2721349],[1084909,2721863],[1087640,2723086],[1117204,2731613],[1120549,2631485],[1128212,2502638],[1129882,2334156],[1147777,2741391],[1148916,2741986],[1152261,2743470],[1158290,2745458],[1161674,2651322],[1163617,2525777],[1170486,2364449],[1184004,2755078],[1190462,2185745],[1200789,2669498],[1206290,2761690],[1207696,2762046],[1214187,2395021],[1241404,2769925],[1244264,2770439],[1246995,2685933],[1248938,2571860],[1255807,2422358],[1273876,2778478],[1276736,2778992],[1279467,2780215],[1286416,2781878],[1287555,2782473],[1289997,2444566],[1291183,2593786],[1292013,2448312],[1309031,2788742],[1312376,2279632],[1320039,2287811],[1329309,2718584],[1335013,2615055],[1336920,2474591],[1341169,2481530],[1363161,2727618],[1368662,2801571],[1370068,2801927],[1376559,2496584],[1377745,2634026],[1378575,2500330],[1396019,2337776],[1401520,2808490],[1402926,2808846],[1409417,2515547],[1414772,2519167],[1417632,2812125],[1421362,2361972],[1421488,2164398],[1436634,2816725],[1439494,2817239],[1442225,2373243],[1444168,2373857],[1450313,2820720],[1451037,2185871],[1453212,2669025],[1460019,2546304],[1465606,2549407],[1470965,2554837],[1471795,2398767],[1482825,2398641],[1492541,2766804],[1492827,2767160],[1498531,2683437],[1500438,2564921],[1508168,2419881],[1508294,2233374],[1525685,2425868],[1531389,2695795],[1533296,2581616],[1537545,2426482],[1543046,2835088],[1544452,2587941],[1552011,2267486],[1559537,2448186],[1565038,2839177],[1566444,2839533],[1572935,2279843],[1574121,2458737],[1574951,2279758],[1578290,2607229],[1581150,2842812],[1584078,2611477],[1594494,2617551],[1601301,2483170],[1601427,2309736],[1612247,2480916],[1615970,2727145],[1621990,2728132],[1622777,2625493],[1628364,2628596],[1638057,2331097],[1645583,2500204],[1648442,2503362],[1655249,2338775],[1660836,2643074],[1666195,2505724],[1667025,2337902],[1671899,2646142],[1673806,2520166],[1687771,2813604],[1688057,2525163],[1690000,2661497],[1693761,2751930],[1695668,2658588],[1703398,2375648],[1703524,2180044],[1705418,2859201],[1706824,2664913],[1723347,2552296],[1730029,2401075],[1733763,2552475],[1740570,2399640],[1744193,2679859],[1749979,2681036],[1772076,2829605],[1772362,2571246],[1774305,2567830],[1775905,2423290],[1784538,2868100],[1786321,2574350],[1793128,2428122],[1793254,2243320],[1798715,2585363],[1807797,2591424],[1813817,2785261],[1814604,2449185],[1815790,2711282],[1820191,2709336],[1829884,2282208],[1831254,2712404],[1833161,2608228],[1859026,2478338],[1867659,2845328],[1889433,2631664],[1895453,2805206],[1896240,2501203],[1897426,2630542],[1907448,2738505],[1909618,2503183],[1916300,2340210],[1929734,2750402],[1930464,2522585],[1936250,2749529],[1938197,2533570],[1953274,2662335],[1967929,2670012],[1987476,2765325],[2007853,2681909],[2008583,2568668],[2014369,2773920],[2016316,2413044],[2019588,2775357],[2025777,2693394],[2047134,2597243],[2082046,2718228],[2083638,2612654],[2095722,2797482],[2101911,2725344],[2120992,2490218],[2132090,2639523],[2157596,2656516],[2191105,2545856],[2203643,2676965],[2226572,2562849],[2236939,2692799],[2292015,2612059],[2303355,2724749] ] cell #4794 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1038128,2262707],[1121249,2326318],[1211445,2392723],[1313076,2460171],[1335567,2473590],[1373817,2494286],[1406675,2513249],[1465527,2548336],[1499085,2563920],[1531943,2580615],[1548201,2589431],[1570193,2601311],[1581900,2466439],[1622544,2625045],[1628285,2627525],[1660757,2642003],[1672453,2647213],[1694315,2657587],[1703165,2536354],[1710573,2666403],[1749900,2680441],[1783405,2578273],[1798636,2699346],[1801535,2587792],[1814371,2705785],[1820112,2708265],[1828909,2603396],[1831808,2713475],[1866526,2621474],[1896007,2735085],[1906209,2639758],[1908002,2739100],[1923709,2648001],[1936171,2748934],[1937964,2655245],[1951007,2535910],[1953195,2755481],[1956094,2664764],[1986237,2677200],[1988030,2765920],[2014290,2773325],[2016083,2689856],[2018661,2691505],[2024589,2577829],[2025698,2776638],[2054338,2706020],[2056131,2707029],[2071838,2714263],[2094795,2723455],[2100723,2621030],[2101832,2798763],[2128196,2735320],[2129989,2736329],[2131252,2637807],[2131361,2806258],[2158917,2747640],[2164845,2654801],[2165954,2749764],[2202805,2675249],[2202914,2824174],[2227893,2772031],[2233821,2689412],[2234930,2774155],[2262422,2704069],[2262531,2783320],[2294047,2794856],[2326033,2733369],[2326142,2803265],[2386979,2760848],[2387088,2821971], [627495,1595981,2473425],[758665,1756096,2563755],[762685,1761183,2684508],[786135,1787808,2580450],[859398,2104067,2484829],[859544,1869971,2726968],[864338,1874499,2624880],[874297,1884724,2731018],[909157,1921521,2647048],[928094,1942367,2657422],[932114,1947454,2753001],[977082,1990104,2679461],[987536,2219450,2563279],[987682,1999537,2769275],[992476,2004065,2684343],[1031114,2041275,2587348],[1038274,2048701,2784097],[1043068,2053229,2705620],[1053027,2063454,2788147],[1058714,2069650,2713310],[1062734,2074737,2792214],[1083828,2299658,2615961],[1083974,2091052,2720699],[1110795,2113126,2730038],[1121395,2122559,2804042],[1126189,2127087,2734920],[1138847,2137805,2738935],[1156015,1923788,2518329],[1160129,2157459,2812720],[1163353,2159533,2747954],[1173807,2366121,2656946],[1173953,2168966,2816075],[1178747,2173494,2752836],[1186784,2181531,2664320],[1188706,2183719,2820125],[1210481,2199335,2671918],[1211591,2200297,2823780],[1223152,2209358,2765755],[1248674,2228509,2772345],[1258371,2236790,2775027],[1275655,2433511,2696701],[1275801,2249692,2777828],[1284158,1800981,2440028],[1284724,2045256,2589984],[1288158,2260472,2836369],[1298962,2268975,2706585],[1302622,2271766,2787167],[1313222,2281199,2841648],[1316130,2071917,2606391],[1318016,2285727,2792049],[1320244,2288629,2717385],[1337820,2298694,2844874],[1340905,2300816,2796640],[1344417,2303206,2797152],[1373963,2323525,2849127],[1385524,2332586,2735885],[1387518,2333943,2806176],[1405711,2346006,2740411],[1406821,2346968,2853376],[1410317,2349585,2853770],[1413884,2155666,2649791],[1416551,2519402,2745293],[1416697,2354461,2810961],[1418382,2356029,2812555],[1421129,2357919,2746973],[1429472,2166033,2655888],[1443904,2375180,2819145],[1446916,1955540,2539323],[1447482,2185512,2666956],[1450916,2381601,2758498],[1467872,2197857,2764434],[1468426,2391084,2823216],[1474324,2394808,2824092],[1501338,2411316,2864433],[1504423,2413438,2828763],[1507935,2415828,2771364],[1516278,2235009,2690499],[1518059,2236346,2575482],[1534196,2432547,2867646],[1537281,2434669,2834246],[1540239,2253435,2698387],[1540793,2437059,2834758],[1544326,2259363,2589368],[1547237,2441506,2780898],[1548347,2442468,2835540],[1551036,2444353,2783238],[1552829,2263260,2706462],[1560100,2055577,2596394],[1560666,2065247,2601864],[1570339,2457378,2871899],[1573835,2459995,2789615],[1577402,2286836,2716053],[1591578,2471248,2794292],[1598169,2474378,2844792],[1598248,2298585,2724104],[1604621,2302762,2618683],[1623677,2488651,2847318],[1630630,2321085,2804315],[1631184,2492647,2848563],[1637082,2496371,2803183],[1638875,2326871,2735762],[1646146,2129435,2636634],[1646712,1886517,2494839],[1656149,2507614,2806882],[1663102,2344528,2737614],[1663656,2511610,2852812],[1669554,2515334,2853688],[1669633,2349476,2645900],[1674706,2518438,2854394],[1677791,2520560,2811548],[1680431,2357475,2652454],[1681540,2358068,2749236],[1682228,2159844,2655354],[1689112,2174603,2660165],[1696568,2531842,2881527],[1699653,2533964,2858359],[1702611,2374564,2754522],[1706698,2380492,2666340],[1710719,2541763,2859653],[1711508,2381680,2542375],[1719938,2546091,2821889],[1726866,2390640,2675971],[1730847,2393276,2677642],[1741470,2556727,2824798],[1751139,2406669,2826979],[1751693,2561578,2826415],[1758284,2564708,2864351],[1758363,2411207,2772680],[1762316,2005862,2413749],[1764736,2415384,2687065],[1765845,2415977,2773627],[1766533,2228820,2689965],[1773417,2005174,2566498],[1782851,2427900,2775809],[1789996,2581403,2867564],[1790075,2432438,2692154],[1796448,2436615,2584845],[1806881,2271150,2707306],[1808244,2262644,2594480],[1808353,2048906,2448963],[1815504,2595676,2837569],[1815664,2277078,2601248],[1822457,2454938,2784370],[1823011,2599672,2871335],[1828988,2459886,2712162],[1830702,2460724,2603838],[1834061,2606500,2872917],[1837146,2608622,2842235],[1837973,2288075,2466548],[1839931,2610765,2794045],[1845859,2470804,2719586],[1855617,2476168,2725051],[1856305,2301127,2621583],[1865972,2482948,2797934],[1870176,2108042,2315110],[1875608,2625280,2847236],[1875687,2488542,2800729],[1882536,2492203,2734091],[1885963,2118547,2323730],[1888517,2112510,2626566],[1889880,2326255,2634720],[1889989,2122764,2500981],[1897140,2635916,2850145],[1897300,2118438,2494223],[1900777,2338553,2737341],[1906288,2507505,2737928],[1913137,2511166,2638529],[1917118,2513802,2640200],[1927741,2156354,2520871],[1929608,2365836,2656274],[1930997,2159718,2526368],[1937410,2527195,2814056],[1939097,2655997,2881981],[1944555,2658375,2881445],[1944634,2531733,2748289],[1948587,2175291,2534275],[1952116,2536503,2662042],[1952804,2375491,2536463],[1961823,2544140,2759922],[1966083,2191882,2668848],[1970551,2547377,2763302],[1976479,2392660,2677765],[1976588,2200502,2557445],[1980805,2399418,2764161],[1986316,2556618,2764748],[1989488,2679147,2826168],[1990289,2215018,2405842],[1995416,2561134,2768162],[1999742,2220780,2223425],[2005253,2224762,2413623],[2007727,2219165,2562607],[2009116,2228694,2572451],[2015529,2573278,2830057],[2017216,2690608,2864887],[2019462,2427073,2691819],[2034347,2583193,2693101],[2035035,2434980,2578382],[2044702,2259472,2442673],[2046518,2451525,2597078],[2054417,2595567,2784684],[2061266,2599228,2704791],[2064693,2277187,2457583],[2068610,2460108,2604593],[2068719,2281404,2461501],[2075870,2287524,2608933],[2077706,2289272,2468457],[2081920,2293220,2611079],[2086067,2472277,2722788],[2087682,2090327,2091257],[2091664,2301001,2622117],[2095596,2482121,2723769],[2103782,2623329,2799803],[2104004,2313717,2487455],[2113311,2319470,2321886],[2120376,2317672,2490053],[2128275,2635807,2804629],[2131474,2506418,2639358],[2139980,2641044,2736482],[2145908,2513186,2640323],[2146017,2347173,2508332],[2150234,2351091,2354666],[2155745,2355073,2520745],[2169171,2367451,2370096],[2174682,2371433,2534149],[2178545,2375365,2537708],[2184958,2380601,2541968],[2186645,2382289,2667872],[2190489,2385892,2545691],[2194444,2388137,2388490],[2196242,2198658,2199520],[2203027,2555531,2676800],[2210804,2401894,2558787],[2219387,2409409,2411429],[2244707,2579302,2690838],[2246322,2248967,2249897],[2250304,2434854,2578916],[2254236,2438413,2441691],[2271951,2453323,2455739],[2286915,2465483,2608807],[2296787,2298807,2299595],[2341115,2508663,2509016],[2342913,2345329,2346191],[2349698,2516531,2519339],[2366058,2529935,2531955],[2430640,2432660,2433448] ] cell #4795 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1038127,2262785],[1121248,2326396],[1211444,2392801],[1313075,2460249],[1335566,2473629],[1373816,2494364],[1406674,2513327],[1465526,2548315],[1499084,2563959],[1531942,2580654],[1548200,2589509],[1570192,2601389],[1581899,2466437],[1622543,2625084],[1628284,2627504],[1660756,2641982],[1672452,2647252],[1694314,2657626],[1703164,2536352],[1710572,2666481],[1749899,2680420],[1783404,2578271],[1798635,2699325],[1801534,2587790],[1814370,2705824],[1820111,2708244],[1828908,2603375],[1831807,2713514],[1866525,2621472],[1896006,2735124],[1906208,2639737],[1908001,2739139],[1923708,2647980],[1936170,2748913],[1937963,2655243],[1951005,2535884],[1953194,2755460],[1956093,2664762],[1986236,2677179],[1988029,2765959],[2014289,2773304],[2016082,2689854],[2018660,2690977],[2024587,2577803],[2025697,2776617],[2054337,2705999],[2056130,2707027],[2071837,2714242],[2094794,2722927],[2100721,2621004],[2101831,2798742],[2128195,2735299],[2129988,2736327],[2131250,2637156],[2131360,2806237],[2158916,2747112],[2164843,2654775],[2165953,2749743],[2202803,2674598],[2202913,2824153],[2227892,2771503],[2233819,2689386],[2234929,2774134],[2262420,2703418],[2262530,2783299],[2294046,2794601],[2326031,2732718],[2326141,2803244],[2386977,2760532],[2387087,2821950], [627494,1595979,2473399],[758664,1756094,2563729],[786134,1787806,2580424],[859397,2104145,2622915],[864337,1874497,2624854],[909156,1921519,2647022],[928093,1942365,2657396],[977081,1990102,2678872],[987535,2219528,2682378],[992475,2004063,2684317],[992851,1761182,2684547],[1031113,2041273,2587322],[1043067,2053227,2705594],[1058713,2069648,2713284],[1083827,2299736,2721542],[1099917,1869970,2726495],[1110794,2113124,2729449],[1115784,1884723,2730997],[1126188,2127085,2734894],[1138846,2137803,2738909],[1156014,2152619,2518327],[1163352,2159531,2747365],[1173806,2366199,2750871],[1178746,2173492,2752810],[1179122,1947453,2753040],[1186783,2181529,2664294],[1210480,2199333,2762413],[1223151,2209356,2765729],[1237796,1999536,2768802],[1248673,2228507,2771756],[1258370,2236788,2775001],[1275654,2433589,2778671],[1284157,2041448,2440027],[1291744,2048700,2783624],[1298961,2268973,2706559],[1302621,2271764,2786578],[1307611,2063453,2788126],[1316129,2283789,2606389],[1318015,2285725,2792023],[1318391,2074736,2792253],[1339787,2091051,2796071],[1340904,2300814,2796324],[1344416,2303204,2797126],[1378306,2122558,2803569],[1385523,2332584,2735859],[1387517,2333922,2806207],[1405710,2346004,2809213],[1416550,2519480,2811804],[1418381,2356027,2812529],[1418757,2157458,2812759],[1421128,2357917,2746947],[1429471,2363998,2655886],[1433026,2168965,2815602],[1443903,2375178,2818556],[1446915,2181704,2539322],[1448893,2183718,2820104],[1468425,2391082,2823190],[1471526,2200296,2823525],[1474323,2394787,2824123],[1504422,2413436,2828447],[1507934,2415826,2771338],[1516277,2421907,2690497],[1518057,2236320,2574705],[1536163,2249691,2833677],[1537280,2434667,2833930],[1540792,2437057,2834732],[1545330,2045255,2702212],[1547236,2441504,2835811],[1549001,2260471,2836348],[1551035,2444332,2783269],[1552828,2445360,2706460],[1560099,2269148,2596393],[1574682,2281198,2841175],[1582275,2288628,2793456],[1591577,2471246,2794266],[1598168,2474357,2844823],[1598859,2298693,2844853],[1604619,2302736,2617906],[1631183,2492645,2848537],[1634284,2323524,2848872],[1637081,2496350,2803214],[1638874,2497378,2735760],[1646145,2332759,2636633],[1663655,2511608,2852786],[1666756,2346967,2853121],[1669553,2515313,2853719],[1670244,2349584,2853749],[1673794,2155665,2745672],[1676673,2354460,2854591],[1677790,2520558,2854844],[1680429,2357449,2651677],[1681539,2522799,2749246],[1682227,2358670,2655353],[1699652,2533962,2858043],[1707702,2185511,2758347],[1711373,2381600,2820934],[1711507,2542373,2542433],[1719937,2546070,2821920],[1726864,2390614,2672198],[1727039,2197856,2761887],[1730846,2551202,2677640],[1751692,2561576,2826389],[1758283,2564687,2864382],[1758974,2411315,2864412],[1764734,2415358,2686288],[1765844,2568882,2773637],[1766532,2416579,2689964],[1789995,2581382,2867595],[1790686,2432546,2867625],[1796446,2436589,2698646],[1796621,2253434,2780056],[1800595,2259361,2701744],[1804635,2442467,2869200],[1808242,2444892,2594454],[1808352,2263248,2448962],[1816668,2065246,2711131],[1823010,2599670,2871309],[1826111,2457377,2871644],[1829599,2459994,2840850],[1830701,2603836,2604403],[1833149,2286835,2792428],[1837145,2608620,2873367],[1837972,2466547,2466612],[1839930,2610237,2794076],[1845857,2470778,2719212],[1852570,2298583,2720970],[1855616,2616340,2725061],[1856304,2476770,2621582],[1875607,2625259,2847267],[1876298,2488650,2847297],[1882534,2492177,2730318],[1882709,2321084,2801768],[1886516,1898304,2630391],[1889878,2496910,2634694],[1889988,2326859,2500980],[1906899,2507613,2851546],[1913135,2511140,2740691],[1913310,2344527,2808687],[1917117,2640198,2644869],[1919583,2349474,2743091],[1924399,2518437,2879687],[1930995,2358560,2526366],[1938185,2174602,2753215],[1944554,2658354,2881476],[1945245,2531841,2881506],[1951180,2374563,2818303],[1952115,2662052,2662549],[1952803,2536462,2537105],[1955154,2380490,2757879],[1959194,2541762,2883081],[1961821,2543489,2759896],[1970550,2671076,2763333],[1976477,2550734,2677739],[1976587,2393264,2557444],[1986927,2556726,2862593],[1989487,2678619,2826199],[1995414,2561108,2767788],[1995589,2406668,2826724],[2002127,2411205,2769546],[2005173,2016304,2684722],[2005861,2005864,2567100],[2009114,2416469,2572449],[2024762,2427899,2832207],[2031300,2432436,2778099],[2034346,2693111,2697080],[2035034,2578381,2583795],[2047122,2271149,2786325],[2055028,2595675,2870069],[2055191,2277076,2710663],[2061264,2599202,2787447],[2061439,2454937,2839374],[2067712,2459884,2789847],[2068608,2603935,2604567],[2068718,2460712,2461500],[2072528,2606499,2889809],[2077680,2467656,2467680],[2086065,2613759,2722762],[2087681,2299411,2300199],[2091662,2476660,2622115],[2100896,2482947,2846428],[2103780,2622678,2799777],[2104608,2314321,2315109],[2109437,2488540,2800413],[2112509,2120980,2729196],[2118436,2129049,2629923],[2118546,2118611,2494827],[2128886,2635915,2877322],[2132078,2338552,2807079],[2136907,2507503,2807332],[2139979,2736513,2739569],[2145906,2640297,2644401],[2146016,2508331,2513790],[2156353,2156356,2650393],[2158088,2365834,2750634],[2165018,2527194,2856320],[2166644,2655996,2894352],[2171556,2531731,2816346],[2175290,2175293,2660767],[2178543,2536995,2537706],[2191093,2191881,2760279],[2194418,2547612,2547636],[2196240,2391725,2392436],[2203631,2399417,2824995],[2208460,2556616,2825248],[2210778,2557986,2558010],[2211889,2405129,2405840],[2219163,2227064,2682141],[2219991,2220779,2412033],[2224760,2224820,2566990],[2233994,2573277,2865987],[2235620,2690607,2885503],[2237431,2427071,2776080],[2244705,2690812,2694499],[2246321,2433264,2434052],[2250302,2578914,2583685],[2259471,2259536,2589972],[2261309,2451499,2707541],[2268077,2595565,2838019],[2277186,2277251,2601852],[2287523,2287526,2716655],[2292507,2293218,2718951],[2296761,2474917,2475549],[2303847,2482119,2798205],[2311039,2486797,2487429],[2317646,2324920,2626801],[2318757,2319468,2493288],[2331688,2635805,2850595],[2334482,2506392,2738184],[2341089,2641279,2641303],[2342911,2512251,2512962],[2350302,2351090,2519943],[2355071,2355131,2650283],[2366662,2367450,2532559],[2371431,2371491,2660657],[2380600,2380665,2666944],[2382288,2382291,2759100],[2385234,2385866,2669691],[2395347,2555505,2765004],[2408751,2409383,2565247],[2430614,2581942,2582574],[2437700,2438411,2589144],[2452610,2453321,2600313],[2465481,2465541,2716545],[2515873,2516505,2649172],[2529277,2529909,2658914] ] cell #4796 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2005870],[2088539],[2106254],[2118679],[2156362],[2175299],[2197018],[2213378],[2221637],[2224880],[2247179],[2259604],[2277319],[2287532],[2289301],[2297404],[2312314],[2320246],[2343689],[2351948],[2355191],[2368308],[2371551],[2380733],[2382297],[2388519],[2401923],[2410026],[2431257],[2439189],[2454099],[2465601],[2509045],[2517148],[2530552], [840190,2087259],[988319,2220357],[992966,2224400],[1018920,2245899],[1099923,2311438],[1105008,2314687],[1115790,2322377],[1153744,2350668],[1174590,2367028],[1179237,2371071],[1226728,2402587],[1237802,2409150],[1242887,2412399],[1283999,2256317],[1284166,2041516],[1291750,2445291],[1296835,2448540],[1307617,2456230],[1313859,2461078],[1318506,2465121],[1339793,2475948],[1356016,2484858],[1367238,2490746],[1378312,2497309],[1383397,2500558],[1396423,2507909],[1414212,2152679],[1418872,2521772],[1421958,2523113],[1433032,2529676],[1438117,2532925],[1446757,2377446],[1446924,2181772],[1448899,2540615],[1470375,2550488],[1471532,2551133],[1483229,2557022],[1497542,2563308],[1508764,2569196],[1518760,2575211],[1536169,2582973],[1546441,2260064],[1549007,2590403],[1559941,2450053],[1560108,2269216],[1563614,2597771],[1574688,2604334],[1577730,2283849],[1579773,2607583],[1582390,2467140],[1598865,2615763],[1600631,2615990],[1601897,2616654],[1605322,2618412],[1634290,2630322],[1635712,2119139],[1645987,2502071],[1646154,2332827],[1647807,2637298],[1665605,2644155],[1666762,2644800],[1670250,2646850],[1674922,2354947],[1676679,2649571],[1678459,2650689],[1681132,2522199],[1682236,2358738],[1689440,2364058],[1692772,2656975],[1703994,2662863],[1708813,2381193],[1711379,2542249],[1727107,2391013],[1727567,2672704],[1733128,2674740],[1758980,2684145],[1762012,2685036],[1762532,2224636],[1765437,2568282],[1766541,2416647],[1773745,2421967],[1775338,2423154],[1790692,2696503],[1792458,2696730],[1793724,2697394],[1796689,2436988],[1797149,2699152],[1801706,2441980],[1803484,2701498],[1804641,2702143],[1807162,2591008],[1808485,2264894],[1808945,2445420],[1826117,2711062],[1827539,2277779],[1829605,2603274],[1834277,2465357],[1837981,2466680],[1846560,2611865],[1852386,2721112],[1852630,2474671],[1856313,2476838],[1858459,2478202],[1876304,2624682],[1878217,2318045],[1882777,2492576],[1883237,2730824],[1886688,2323037],[1888798,2631248],[1890121,2328505],[1890581,2497438],[1906905,2639160],[1913378,2511539],[1913838,2741197],[1919399,2743233],[1919643,2515627],[1924405,2745095],[1926171,2745322],[1927437,2745986],[1929897,2522449],[1930871,2522769],[1931115,2360049],[1945251,2752638],[1948283,2753529],[1948803,2371307],[1951248,2536283],[1952812,2537173],[1956265,2541275],[1959200,2758278],[1960016,2542493],[1964295,2386265],[1967294,2669261],[1973433,2549271],[1976720,2394122],[1977180,2551262],[1986933,2676602],[1995657,2561507],[1996117,2680247],[1997908,2408505],[2001943,2769688],[2002187,2565001],[2008016,2568532],[2008990,2568852],[2009234,2417958],[2024830,2578202],[2031116,2778241],[2031360,2581696],[2035043,2583863],[2037189,2585227],[2048213,2446167],[2055034,2705422],[2056947,2451898],[2061507,2599601],[2061967,2787953],[2065418,2456890],[2067772,2603689],[2068851,2462358],[2069311,2604463],[2072534,2791851],[2075566,2792742],[2078079,2717966],[2080280,2470532],[2083071,2612518],[2091538,2616310],[2091782,2477438],[2100964,2621403],[2109253,2727381],[2109497,2625573],[2111213,2490082],[2115392,2628460],[2122071,2498185],[2128892,2734722],[2133724,2506791],[2136967,2640051],[2142862,2642938],[2146149,2514648],[2146609,2644929],[2165086,2655174],[2166650,2817947],[2167337,2529031],[2171372,2816488],[2171616,2658668],[2178419,2662519],[2178663,2538484],[2187565,2668638],[2189086,2545720],[2194817,2670835],[2199809,2551377],[2205277,2555904],[2208520,2677493],[2211177,2766542],[2216169,2680900],[2234062,2689785],[2235626,2771147],[2238920,2577557],[2250178,2697050],[2250422,2584463],[2268137,2706313],[2269853,2597107],[2274032,2709200],[2280711,2605210],[2295883,2613551],[2305336,2620758],[2310793,2726758],[2331748,2735613],[2335757,2639387],[2341488,2739328],[2346480,2645044],[2396622,2676829],[2429736,2694291], [420941,1552392,2591883],[475989,1638438,2632123],[537226,1730410,2673357],[609842,1830265,2712863],[627985,1851160,2720489],[658355,1886080,2731477],[683897,1916681,2741850],[730104,1971843,2761428],[759155,2000717,2769065],[786625,2029890,2777618],[799280,2044819,2782337],[816995,2064810,2788606],[864828,2109017,2800205],[870360,2113802,2801309],[899533,2141272,2808228],[909647,2151209,2810751],[928584,2170146,2815865],[941239,2185075,2820584],[982077,2215509,2826483],[1029099,2254727,2834826],[1031604,2041976,2781684],[1043558,2267657,2837811],[1049090,2272442,2838915],[1059204,2282379,2841438],[1063958,1837814,2609096],[1126679,2331268,2850387],[1139337,2340381,2852045],[1155886,2152435,2811374],[1168348,2362180,2856079],[1182269,1951708,2661949],[1184769,2375856,2858939],[1187274,2182232,2819931],[1223642,2401246,2863092],[1253669,2420089,2865746],[1264019,2025290,2692605],[1266585,2428330,2867006],[1299452,2269676,2840667],[1310363,2067528,2711988],[1316001,2283605,2842061],[1350065,2101424,2724555],[1352631,2483378,2875388],[1386014,2333287,2803061],[1388214,2504070,2878006],[1392886,2136723,2737754],[1426777,2165546,2748740],[1429343,2363814,2858185],[1440977,2177445,2662199],[1475020,2553183,2884204],[1479692,2208276,2764574],[1513583,2234522,2773131],[1516149,2421723,2828589],[1518300,2236719,2775095],[1523317,2241711,2693258],[1551732,2444231,2870661],[1556404,2267893,2784510],[1604862,2303135,2797220],[1609879,2308127,2725208],[1637778,2496249,2847889],[1642450,2331504,2804455],[1648051,2334236,2737131],[1680672,2357848,2813342],[1685689,2362840,2749393],[1720634,2545493,2860912],[1733372,2395101,2763951],[1764977,2415757,2829343],[1769994,2420749,2773784],[1807406,2444646,2783887],[1846100,2471177,2844234],[1889042,2496664,2803832],[1967538,2546384,2822449] ] cell #4797 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1552023,2262934],[1638069,2326545],[1730041,2392950],[1829896,2460398],[1851001,2473683],[1885711,2494513],[1916312,2513476],[1971731,2548366],[2000558,2564013],[2029731,2580708],[2044450,2589658],[2064441,2601538],[2108858,2625138],[2113690,2627555],[2141160,2642033],[2151050,2647306],[2169987,2657680],[2184706,2666630],[2215397,2680471],[2254615,2699376],[2256896,2700510],[2267498,2705878],[2272330,2708295],[2282220,2713568],[2287823,2609204],[2331109,2735178],[2340222,2739193],[2352271,2744417],[2362068,2748964],[2373869,2662428],[2375744,2755511],[2378025,2756645],[2401087,2766013],[2419977,2773355],[2426494,2693487],[2428218,2776668],[2450632,2785949],[2458781,2712434],[2462681,2791173],[2481542,2725437],[2483266,2798793],[2502650,2805894],[2503587,2806393],[2505768,2738535],[2525789,2749622],[2527513,2814915],[2535315,2754729],[2552700,2824309],[2554881,2765355],[2571872,2774013],[2573596,2830916],[2574689,2775179],[2576681,2776289],[2591649,2837080],[2593830,2785291],[2617890,2797304],[2619882,2798414],[2631889,2849656],[2634070,2805236],[2637085,2806357],[2651661,2813426],[2653653,2814536],[2670237,2861318],[2674527,2824273],[2686272,2829427],[2688264,2830537],[2703347,2837044],[2719196,2844318],[2732647,2849620],[2760461,2861282], [1355647,2104294,2484732],[1497173,2219677,2563182],[1503498,2224241,2566359],[1596419,2475836,2614363],[1600262,2299885,2615864],[1632652,2322265,2629390],[1692403,2366348,2656849],[1698728,2370912,2660026],[1725195,2392292,2671550],[1756534,2409038,2682745],[1760377,2223770,2684246],[1788246,2582861,2695103],[1792089,2433738,2696604],[1824479,2456118,2710130],[1836221,2464962,2715914],[1850530,1850750,2614303],[1874937,2311326,2727843],[1880865,2318613,2729670],[1886575,2494133,2631168],[1911466,2512818,2740043],[1921959,2649459,2743695],[1925802,2519629,2745196],[1928781,2521613,2746712],[1942805,2529564,2751238],[1946648,2370441,2752739],[1957562,2540503,2757346],[1994785,2211745,2767475],[2000087,2000307,2682685],[2004934,2565887,2685290],[2029260,2029480,2695043],[2039604,2589000,2780530],[2041643,2439621,2781162],[2041713,2702031,2781186],[2045314,2588567,2702989],[2045604,2590291,2782714],[2053667,2445179,2784972],[2059595,2452466,2786799],[2065305,2601158,2711908],[2070088,2604222,2790451],[2073931,2464491,2791952],[2076910,2609607,2609675],[2108387,2108607,2727783],[2111512,2626833,2729039],[2118221,2629354,2731818],[2127525,2497197,2804917],[2138243,2644688,2807601],[2148577,2646367,2810190],[2150579,2150799,2743635],[2152818,2352523,2811161],[2152886,2650139,2811180],[2153059,2744610,2744612],[2155426,2648548,2746240],[2156653,2521142,2812458],[2164214,2358416,2814275],[2169516,2169736,2751178],[2174363,2659554,2753783],[2179860,2536851,2818777],[2181899,2538916,2819409],[2181969,2758166,2819433],[2185570,2665539,2666250],[2185860,2667261,2667263],[2189385,2669723,2759734],[2209796,2551021,2825517],[2218270,2682089,2768468],[2233190,2416325,2830276],[2239885,2696020,2831739],[2243136,2583541,2832408],[2252437,2698630,2779899],[2252740,2585456,2834458],[2256425,2256645,2781126],[2259146,2700622,2782678],[2267027,2267247,2784912],[2269343,2595987,2838264],[2269413,2710950,2838288],[2270152,2707573,2786168],[2276861,2710094,2788947],[2279747,2712627,2712629],[2281749,2281969,2790391],[2283988,2462933,2841848],[2284056,2716401,2841867],[2284229,2791366,2791368],[2286596,2714810,2715442],[2290982,2718899,2793968],[2297703,2614944,2795526],[2306301,2615280,2845960],[2309552,2476516,2846629],[2312613,2623863,2799615],[2317077,2626773,2800868],[2330638,2330858,2804857],[2332954,2636227,2850840],[2333024,2630210,2850864],[2336056,2738216,2806534],[2336767,2740675,2806704],[2337070,2643167,2851432],[2337891,2738728,2738730],[2339751,2339971,2807541],[2348371,2646172,2853491],[2348581,2743020,2810154],[2360226,2652199,2855723],[2361014,2752155,2855852],[2364197,2527765,2856502],[2364265,2660513,2856521],[2364438,2815108,2815110],[2364941,2750582,2815268],[2373566,2754765,2754789],[2377554,2377774,2819373],[2380275,2756757,2757310],[2384112,2669663,2821668],[2390200,2672008,2822892],[2396921,2765036,2824450],[2397632,2672182,2824620],[2397935,2549500,2862479],[2398756,2765548,2765550],[2400616,2400836,2825457],[2403604,2679551,2826091],[2410325,2683326,2827649],[2412948,2567945,2770664],[2418135,2686810,2865390],[2418923,2683662,2865519],[2422106,2573848,2866169],[2422174,2566846,2866188],[2422347,2831109,2831111],[2423383,2424534,2831469],[2424835,2776028,2831574],[2425257,2695825,2866569],[2425467,2778028,2831703],[2426191,2776325,2776349],[2431556,2695684,2833132],[2436020,2698594,2834385],[2446466,2703663,2837221],[2446769,2593186,2869860],[2447177,2787431,2837391],[2447480,2709429,2869955],[2448301,2785484,2785486],[2450161,2450381,2838228],[2450930,2707513,2838474],[2458991,2789776,2789795],[2466807,2716967,2873612],[2467628,2793695,2793790],[2473795,2720539,2844571],[2477615,2722088,2874732],[2478431,2479582,2845690],[2479883,2798153,2845795],[2480305,2615085,2874951],[2480515,2720899,2845924],[2481239,2798450,2798474],[2485675,2726808,2847015],[2489495,2728357,2876047],[2491763,2730128,2848239],[2493830,2630865,2802539],[2498484,2732963,2849797],[2498787,2633426,2877113],[2499195,2730302,2849967],[2499498,2628689,2877208],[2500319,2805429,2805431],[2502179,2502399,2850804],[2503392,2504250,2851193],[2504638,2738156,2851264],[2505191,2740639,2851359],[2505978,2807261,2807280],[2510726,2740501,2852488],[2517447,2744276,2854046],[2519282,2651238,2812350],[2522678,2523829,2855582],[2523920,2652789,2880382],[2524130,2747294,2855687],[2524552,2751960,2880450],[2524762,2816275,2855816],[2525486,2814572,2814596],[2530851,2751819,2857245],[2533474,2661612,2817464],[2538661,2755303,2882484],[2542632,2667515,2883263],[2542803,2542873,2860707],[2547584,2760987,2822619],[2551676,2762658,2862058],[2551979,2674184,2884052],[2552505,2553363,2862240],[2553751,2764976,2862311],[2554304,2672146,2862406],[2555091,2825177,2825196],[2557958,2766101,2825913],[2562050,2767772,2863877],[2562353,2681129,2884972],[2564125,2769115,2864130],[2566097,2685500,2828376],[2568761,2569912,2865249],[2570003,2687400,2885681],[2570213,2771685,2865354],[2570635,2683467,2885749],[2570845,2769475,2865483],[2571569,2830573,2830597],[2574653,2575375,2831396],[2580820,2777668,2867343],[2584640,2779217,2887219],[2586908,2780988,2868567],[2588264,2702686,2836056],[2591454,2592312,2869716],[2592700,2704281,2869787],[2593253,2787395,2869882],[2594040,2837948,2837967],[2598788,2787257,2871011],[2600855,2711605,2840145],[2605509,2790092,2872569],[2605812,2714166,2889600],[2607344,2608132,2843037],[2612747,2613345,2874174],[2616908,2722275,2890692],[2617118,2796253,2874696],[2617854,2618576,2845617],[2625827,2728162,2891312],[2626037,2800342,2876011],[2631694,2632552,2876969],[2632940,2733581,2877040],[2633493,2730266,2877135],[2634280,2850524,2850543],[2641251,2807787,2852215],[2645343,2809458,2879152],[2645646,2742677,2892901],[2647418,2810801,2879405],[2648758,2746450,2854773],[2651625,2652347,2855509],[2657792,2815915,2881224],[2659764,2753993,2857972],[2663670,2755893,2894530],[2663880,2818485,2882448],[2665236,2665947,2860169],[2670042,2670424,2883629],[2670919,2761342,2895246],[2673698,2762941,2883979],[2678462,2766626,2895646],[2681241,2767736,2884899],[2686236,2686958,2865176],[2697648,2779404,2896752],[2697858,2833859,2887183],[2713680,2790710,2889527],[2715020,2715652,2873296],[2717880,2718050,2890360],[2719160,2719479,2874101],[2719892,2795220,2890518],[2726161,2799438,2891138],[2739412,2808142,2899237],[2742191,2809741,2892828],[2759428,2759557,2883455],[2777021,2832826,2896578] ] cell #4798 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [644143],[757598],[844270],[927027],[957335],[992399],[1023000],[1079414],[1111894],[1143606],[1157824],[1178670],[1232336],[1238769],[1271241],[1282245],[1303721],[1317939],[1361632],[1412137],[1414501],[1418305],[1427566],[1433999],[1445003],[1514372],[1527357],[1539748],[1544866],[1558008],[1575655],[1578019],[1613919],[1644054],[1652865],[1656849],[1668371],[1674342],[1689729],[1707238],[1738186],[1742170],[1774034],[1778131],[1779350],[1795326],[1812220],[1816204],[1833697],[1861252],[1862471],[1893856],[1897840],[1901254],[1902938],[1932690],[1933909],[1938733],[1981282],[1982966],[1997273],[2010809],[2012028],[2016852],[2019913],[2049383],[2050946],[2051067],[2084874],[2096047],[2110261],[2123241],[2124804],[2124925],[2160169],[2161109],[2186281],[2193212],[2201612],[2210667],[2217103],[2229145],[2230085],[2264427],[2283444],[2290100],[2294437],[2301530],[2310338],[2328038],[2348283],[2376756],[2383504],[2389318],[2393655],[2401375],[2435383],[2461891],[2467888],[2473187],[2509844],[2514181],[2547844],[2580212],[2641511] ] cell #4799 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917338,2159433],[997366,2228409],[1084542,2300716],[1183637,2375080],[1206133,2389845],[1243897,2413338],[1276369,2434569],[1334862,2473433],[1368505,2491408],[1401363,2510371],[1417265,2520460],[1439127,2533864],[1492384,2560971],[1498380,2563763],[1531238,2580458],[1542889,2586553],[1564881,2598433],[1580783,2608522],[1621839,2624888],[1671748,2647056],[1674549,2518397],[1687614,2654638],[1693610,2657430],[1705261,2663525],[1711287,2381560],[1771919,2689249],[1784381,2694031],[1800830,2587356],[1813666,2705628],[1828576,2459954],[1831103,2713318],[1833904,2606459],[1867502,2725981],[1895302,2734928],[1904836,2507573],[1907297,2738943],[1938940,2655956],[1949928,2535918],[1955389,2664328],[1984864,2556686],[1987325,2765763],[2017059,2690567],[2018717,2775035],[2022520,2577837],[2052965,2595635],[2055426,2706593],[2066548,2603387],[2094851,2797160],[2098654,2621038],[2126823,2635875],[2129284,2735893],[2131079,2637815],[2134813,2639749],[2158973,2746981],[2162776,2654809],[2202632,2675257],[2206366,2677191],[2227949,2771372],[2231752,2689420],[2236540,2691496],[2262249,2704077],[2265983,2706011],[2294103,2794300],[2302956,2723446],[2325860,2733377],[2329594,2735311],[2357669,2747631],[2386806,2760856],[2415578,2772022],[2470998,2794847], [747909,1990004,2558298],[869228,2113026,2627113],[874649,1633280,2629786],[957355,1975881,2671926],[961139,2199235,2672889],[992419,1760478,2684351],[1047958,2271666,2707853],[1053379,1825107,2710526],[1079547,2091011,2720690],[1111914,1879908,2730046],[1115698,1884683,2731009],[1143626,2145310,2740419],[1147410,2345906,2741382],[1178690,1946749,2752844],[1189058,1958190,2757742],[1205852,1465486,2548327],[1232356,1745084,2679469],[1238902,1999496,2769266],[1271374,2249651,2777819],[1282265,2258765,2780906],[1286049,2441406,2781869],[1288510,2046232,2783110],[1303741,2058638,2787175],[1307525,2063413,2788138],[1317959,2074032,2792057],[1361765,1869930,2726959],[1368224,1628244,2627516],[1401082,1660716,2641994],[1412270,2354420,2810952],[1414521,2355431,2811556],[1414826,2154293,2520887],[1418325,2156754,2812563],[1427586,1931355,2747962],[1434132,2168925,2816066],[1445023,2178903,2819153],[1448807,2183678,2820116],[1451268,2186488,2542900],[1492103,1749859,2680432],[1514392,2009474,2772353],[1527377,2250662,2834254],[1539768,2253491,2834766],[1542608,1798595,2699337],[1544319,2257294,2589376],[1544999,2442427,2835531],[1545161,2440084,2781659],[1548915,2260431,2836360],[1558141,2048660,2784088],[1564600,1820071,2708256],[1575788,2281158,2841639],[1578039,2465841,2842243],[1578344,2285463,2608949],[1581843,2287924,2609071],[1613939,2092022,2796648],[1644187,2122518,2804033],[1652885,2344584,2852820],[1656982,2346927,2853367],[1668623,2349303,2645908],[1669221,2349544,2853761],[1673679,2353037,2649782],[1674216,1923833,2518156],[1674268,1923668,2647992],[1687333,1936130,2748925],[1689749,2371791,2858367],[1690054,2373165,2534291],[1702140,2374620,2661924],[1704980,1953154,2755472],[1706691,2378423,2666348],[1707371,2541722,2859644],[1707533,2539379,2819906],[1738206,2197913,2823224],[1742303,2200256,2823771],[1771638,2014249,2773316],[1774054,2225120,2828771],[1774359,2226494,2413765],[1779602,2432265,2692162],[1780200,2432506,2867637],[1781301,2427956,2692580],[1784100,2025657,2776629],[1795369,2436623,2868295],[1795545,2436809,2698378],[1800997,1801173,2587542],[1812240,2454994,2871343],[1815657,2457867,2601256],[1816337,2457337,2871890],[1816499,2596450,2840642],[1827978,2459713,2712170],[1833034,2463447,2716044],[1833571,2071962,2606218],[1833623,2071797,2714254],[1862723,2298412,2724112],[1863321,2298653,2844865],[1864422,2483004,2724530],[1867221,2101791,2798754],[1893876,2321141,2848571],[1897293,2324014,2494231],[1897973,2323484,2849118],[1898135,2636690,2803036],[1901827,2131320,2806249],[1902981,2511174,2878703],[1903157,2511360,2737605],[1904238,2507332,2737936],[1918419,2515325,2742770],[1929536,2528619,2656282],[1934161,2531560,2748297],[1934759,2531801,2881518],[1935860,2527251,2748715],[1938070,2534432,2660156],[1938607,2166078,2655715],[1938659,2165913,2749755],[1950104,2536104,2754513],[1955556,1955732,2664514],[1981855,2202873,2824165],[1983009,2390648,2861609],[1983185,2390834,2764425],[1984266,2556445,2764756],[1997293,2406725,2826423],[2007655,2408093,2562615],[2012280,2411034,2772688],[2012878,2411275,2864424],[2013979,2573334,2773106],[2016189,2413906,2566489],[2016726,2235054,2690326],[2016778,2234889,2774146],[2019390,2576116,2691827],[2019956,2236354,2831302],[2021537,2581394,2775486],[2022696,2578023,2775800],[2043152,2442815,2590029],[2046947,2596851,2707297],[2049048,2263305,2704601],[2049956,2262490,2783311],[2051110,2599236,2888825],[2051286,2599422,2784361],[2052367,2595394,2784692],[2055593,2055769,2706779],[2076865,2467102,2717430],[2081848,2469091,2611087],[2095524,2619317,2723777],[2096090,2302770,2845523],[2097671,2474369,2797611],[2098830,2621224,2797925],[2110513,2488369,2800737],[2111111,2488610,2847309],[2120315,2323872,2494884],[2120805,2489826,2626557],[2122906,2326916,2733901],[2123814,2326101,2803256],[2124968,2492211,2876338],[2125144,2492397,2804306],[2126225,2635634,2804637],[2129451,2129627,2736079],[2131903,2638252,2737332],[2132438,2333934,2737018],[2153695,2520673,2650112],[2157587,2656096,2656507],[2159646,2358389,2653088],[2159860,2161682,2748046],[2160212,2357483,2812902],[2161793,2658366,2813733],[2162952,2654995,2814047],[2183408,2542110,2667001],[2186155,2381725,2758819],[2190918,2544585,2668839],[2193785,2387047,2821962],[2198586,2392551,2549047],[2200644,2393321,2763261],[2203456,2675694,2764152],[2203991,2394799,2763838],[2212004,2214946,2559421],[2217146,2561142,2863428],[2217322,2561328,2826970],[2225896,2413551,2566819],[2226563,2562429,2562840],[2228622,2416298,2687699],[2228836,2230658,2772437],[2229188,2415392,2828903],[2230769,2564699,2829734],[2231928,2689606,2830048],[2236930,2691641,2692790],[2254164,2589259,2700057],[2257470,2589797,2701964],[2262652,2264470,2783938],[2263073,2445112,2704514],[2263608,2444344,2783774],[2278955,2457725,2601909],[2281546,2460769,2791030],[2284865,2608735,2716374],[2288091,2288267,2793208],[2292006,2610901,2612050],[2294480,2470812,2843869],[2299236,2476012,2614855],[2300929,2476489,2722574],[2301143,2302103,2796732],[2303346,2723591,2724740],[2310381,2623337,2875574],[2311502,2314146,2623774],[2316194,2625271,2847683],[2318872,2321814,2628236],[2324190,2494652,2630143],[2326263,2328081,2803883],[2326684,2497130,2733814],[2327219,2496362,2803719],[2345257,2513077,2642714],[2347315,2513847,2810061],[2350127,2649635,2744187],[2358059,2359671,2747776],[2372567,2534077,2660486],[2375293,2536824,2756192],[2375507,2377329,2819237],[2378599,2666769,2758099],[2382827,2543627,2668525],[2383547,2544148,2860845],[2387377,2546082,2822336],[2391224,2550140,2671740],[2392668,2393698,2823621],[2393089,2550954,2763174],[2401667,2679138,2863278],[2402239,2404628,2679283],[2409214,2411858,2683237],[2415968,2417580,2772167],[2433089,2583037,2695595],[2434782,2583514,2779703],[2434996,2435956,2834338],[2437199,2701150,2780720],[2452725,2455667,2708976],[2458043,2601677,2710883],[2460116,2461934,2841489],[2460537,2604155,2790943],[2468180,2610756,2843719],[2472285,2473230,2844359],[2472510,2613438,2613897],[2476159,2477060,2796462],[2483979,2484390,2726645],[2490398,2492787,2729860],[2511750,2643807,2740233],[2513194,2514224,2853217],[2513615,2644621,2809974],[2529740,2532384,2751730],[2536494,2538106,2818967],[2547368,2548136,2822538],[2579310,2580255,2867131],[2579535,2694178,2694637],[2583184,2584085,2834068],[2597423,2599812,2786989],[2641035,2641803,2852134] ] cell #4800 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162994,1931000],[1248315,2009119],[1340546,2091667],[1443545,2178548],[1466139,2196245],[1504064,2224765],[1536922,2250307],[1596086,2296817],[1628897,2319473],[1661369,2342916],[1677432,2355076],[1699294,2371436],[1750512,2405845],[1756201,2409439],[1787913,2430670],[1799248,2438416],[1820724,2453326],[1836787,2465486],[1874604,2487485],[1921626,2516561],[1924321,2518332],[1936783,2526371],[1942472,2529965],[1953807,2537711],[1959953,2542378],[2014902,2572454],[2026310,2578919],[2041380,2587378],[2053334,2594510],[2068354,2603841],[2069755,2604623],[2072450,2606394],[2102444,2622120],[2127192,2634750],[2137549,2640203],[2137910,2640353],[2166566,2655891],[2177578,2662066],[2181636,2664350],[2209102,2677645],[2209463,2677795],[2235542,2690502],[2236895,2691023],[2241844,2693125],[2268719,2706465],[2269080,2706615],[2279915,2712313],[2303311,2722973],[2308260,2725075],[2332330,2735765],[2332691,2735915],[2334319,2736668],[2338847,2738414],[2358024,2747158],[2362973,2749260],[2395184,2763488],[2399712,2765234],[2415933,2771549],[2420882,2773651],[2423317,2774805],[2444729,2783424],[2449257,2785170],[2471353,2794647],[2478365,2796930],[2496747,2803369],[2501275,2805115],[2522612,2813052],[2546467,2822204],[2568695,2829053],[2612681,2844114], [956983,1724873,2195836],[976723,1744729,2402435],[1110436,1879553,2490594],[1111542,1880543,2319064],[1143254,1911144,2342507],[1210122,1975526,2550336],[1231984,1994463,2405436],[1281893,2039282,2438007],[1302263,2058283,2597619],[1303369,2059273,2452917],[1336407,2088301,2616054],[1358399,2106016,2484922],[1372494,2117485,2493595],[1372843,1885336,2494004],[1405352,2144955,2644003],[1414149,2152564,2517923],[1427214,2163892,2525962],[1444651,2179538,2537302],[1467037,1972987,2672976],[1488899,1991924,2558385],[1499925,2221399,2563372],[1502941,2004170,2565935],[1514020,2232868,2572045],[1527005,2242814,2578510],[1532783,2246941,2696794],[1544789,2256574,2439862],[1546878,2258410,2701346],[1554775,2264656,2591947],[1568870,2276125,2600620],[1569219,2064066,2601029],[1577667,2283734,2605985],[1613567,2309230,2621711],[1629795,2114946,2627200],[1640821,2328267,2632187],[1648633,2334388,2637212],[1662267,2142416,2741469],[1673293,2351710,2745386],[1674196,2152726,2352674],[1684129,2161353,2652052],[1689377,2363943,2655482],[1695155,2368070,2657039],[1698171,2173599,2659602],[1707161,2377703,2539157],[1709250,2379539,2665712],[1709599,2184331,2666121],[1731687,2393884,2673421],[1733954,2395253,2674654],[1768434,2230329,2686663],[1773682,2421852,2690093],[1775471,2423021,2690942],[1800146,2255871,2781956],[1802375,2440647,2782401],[1805394,2443083,2702451],[1805743,2261084,2702860],[1807988,2444798,2703474],[1816127,2450310,2596228],[1821622,2273586,2707940],[1832648,2462120,2712927],[1833551,2283896,2463084],[1835664,2285832,2715490],[1853212,2474823,2721026],[1857127,2301774,2721941],[1858592,2478069,2722892],[1887357,2495447,2731541],[1889624,2496816,2732774],[1897763,2502328,2636468],[1899288,2503271,2736633],[1917958,2514410,2741914],[1920225,2515779,2743147],[1924454,2355773,2746138],[1925219,2353527,2812203],[1928224,2356134,2746288],[1930030,2522316,2747077],[1931697,2523265,2654681],[1938587,2364105,2527916],[1954705,2377000,2755156],[1956934,2539942,2820648],[1960302,2382213,2758995],[1968120,2546536,2760588],[1973566,2549138,2761852],[1974251,2391189,2761933],[1979316,2552384,2763453],[2002769,2565153,2769602],[2006684,2414396,2770517],[2008149,2568399,2771468],[2009816,2569348,2689292],[2016706,2422014,2573999],[2031942,2581848,2778155],[2035857,2435627,2779070],[2037322,2585094,2780021],[2038007,2437164,2780102],[2041149,2442113,2782204],[2041921,2440024,2835331],[2047417,2591333,2783389],[2048346,2591750,2705516],[2049028,2445467,2595029],[2066087,2602472,2788670],[2072583,2466183,2792894],[2073348,2463937,2842890],[2076353,2466544,2793044],[2076493,2609353,2609413],[2083204,2612385,2794566],[2088838,2614964,2795618],[2088979,2474754,2795653],[2092364,2616806,2726024],[2110079,2625725,2800469],[2115525,2628327,2801733],[2116210,2492752,2801814],[2121275,2631573,2803334],[2122204,2631990,2734816],[2122886,2497485,2635269],[2142995,2642805,2808652],[2143680,2511715,2808733],[2148745,2646051,2810253],[2148886,2515710,2810288],[2152349,2520238,2812034],[2159211,2651883,2748843],[2159302,2523196,2654612],[2166699,2372133,2753681],[2172198,2658820,2816402],[2176113,2534922,2817317],[2178263,2536459,2818349],[2179245,2663015,2663568],[2181405,2541408,2820451],[2182177,2539319,2859444],[2186135,2542540,2542605],[2187648,2668175,2821829],[2192176,2669921,2822169],[2197426,2549434,2822994],[2199942,2673224,2765651],[2200624,2551309,2678314],[2216302,2680767,2826689],[2216987,2561683,2826770],[2221936,2683346,2827741],[2222077,2565084,2827776],[2225462,2235675,2685188],[2228187,2686494,2773234],[2228278,2569279,2689223],[2242529,2578378,2832253],[2247478,2695704,2833224],[2247619,2581779,2833259],[2251004,2694074,2697546],[2253004,2585390,2834536],[2262773,2592046,2705812],[2268849,2457023,2788473],[2269621,2596390,2870569],[2274165,2709067,2839339],[2274850,2599777,2839420],[2280056,2603772,2840975],[2280844,2712730,2713206],[2281526,2604510,2605142],[2283519,2608300,2842721],[2289464,2717676,2843838],[2295966,2720026,2796845],[2300494,2721772,2798672],[2300585,2616737,2725955],[2308945,2621579,2846474],[2310876,2726295,2847176],[2315404,2728041,2847516],[2315545,2625656,2847551],[2320654,2628623,2848341],[2323170,2332460,2731344],[2323852,2323855,2630498],[2326384,2632286,2735112],[2333232,2636630,2877822],[2338988,2640134,2851800],[2344097,2643101,2852590],[2346613,2738831,2741717],[2347295,2640872,2644976],[2357286,2529114,2815402],[2363658,2655350,2856366],[2363728,2533642,2817148],[2368607,2751839,2857337],[2368748,2658751,2857372],[2374133,2662362,2858649],[2374858,2754987,2755390],[2374949,2662946,2663499],[2382745,2668128,2668140],[2388682,2761138,2823936],[2389819,2550018,2550571],[2392789,2673520,2765947],[2399853,2677576,2862847],[2402086,2766252,2863397],[2402670,2560392,2560945],[2406238,2681063,2863673],[2408588,2415195,2768602],[2413116,2421637,2770348],[2413207,2413257,2685119],[2421567,2689961,2866033],[2423901,2577640,2832007],[2427469,2693421,2866886],[2429819,2774720,2777155],[2434347,2776547,2778901],[2434438,2694005,2697477],[2442795,2442798,2702319],[2444145,2597270,2838625],[2449398,2706396,2870323],[2454507,2709363,2871113],[2457705,2457708,2711238],[2460237,2713026,2713502],[2467082,2467085,2717370],[2470062,2470615,2794401],[2472428,2719979,2719991],[2473617,2615677,2616153],[2478949,2620841,2846228],[2482517,2725371,2875268],[2484308,2726248,2726260],[2485021,2624596,2625072],[2490245,2496163,2801019],[2490829,2491382,2629207],[2494352,2494397,2731640],[2501416,2735696,2877576],[2503984,2639550,2851639],[2509208,2806020,2807938],[2510345,2643685,2644238],[2513315,2739127,2742013],[2520329,2520379,2746069],[2521899,2656425,2815355],[2526764,2749556,2880767],[2533733,2533783,2753612],[2542090,2542093,2758454],[2545407,2545883,2822043],[2548245,2672404,2672807],[2553097,2676992,2862686],[2558216,2679947,2680350],[2562758,2567982,2768555],[2563471,2563947,2684059],[2572847,2773947,2886066],[2574911,2692708,2831960],[2579453,2777108,2777120],[2580642,2696417,2696893],[2585974,2586527,2701581],[2589497,2589542,2782500],[2597854,2598407,2709947],[2601377,2601422,2788769],[2608391,2608441,2792825],[2611565,2611968,2794354],[2618112,2724658,2846181],[2627031,2627434,2730524],[2641912,2740897,2741300],[2646764,2647240,2745485],[2657138,2657614,2752552],[2666469,2666514,2820747],[2698852,2699255,2781787],[2707771,2708174,2787653] ] cell #4801 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2630488],[2672003],[2679546],[2684939],[2702309],[2711228],[2717360],[2720741],[2727010],[2730123],[2731495],[2740496],[2745889],[2753432],[2758444],[2759260],[2761551],[2766665],[2769317],[2777870],[2780983],[2782355],[2787252],[2788624],[2792645],[2795052],[2799141],[2801432],[2808351],[2811003],[2816117],[2820602],[2832658],[2834949],[2839038], [1724878,2389460],[1744734,2558324],[1879558,2627139],[1880548,2491023],[1885251,2494009],[1911149,2509986],[1972977,2672981],[1975531,2672915],[1991914,2558390],[1994468,2560586],[2004160,2565940],[2039287,2586168],[2058288,2707879],[2059278,2598048],[2063981,2601034],[2088306,2721561],[2106021,2622934],[2114936,2627205],[2117490,2629401],[2142406,2741474],[2144960,2741408],[2152569,2648018],[2152716,2518151],[2161343,2652057],[2163897,2654253],[2173589,2659607],[2179543,2663140],[2184246,2666126],[2221404,2682397],[2230319,2686668],[2232873,2688864],[2242819,2693646],[2246946,2778690],[2255861,2781961],[2256579,2587544],[2258415,2781895],[2260999,2702865],[2264661,2703674],[2273576,2707945],[2276130,2710141],[2283739,2714280],[2283886,2606213],[2285822,2715495],[2301764,2721946],[2309235,2725596],[2328272,2732974],[2334393,2736698],[2351715,2811823],[2353517,2812208],[2353842,2746143],[2356124,2746293],[2363948,2749781],[2364095,2655710],[2368075,2750890],[2376990,2755161],[2377708,2664516],[2379544,2757357],[2382128,2759000],[2391179,2761938],[2393889,2762669],[2395258,2763518],[2414386,2770522],[2414711,2685193],[2421857,2774172],[2422004,2690321],[2423060,2774770],[2435617,2779075],[2437154,2780107],[2440014,2835336],[2440272,2782243],[2440652,2836067],[2443088,2782725],[2444803,2783454],[2445457,2704596],[2450315,2706781],[2462125,2790103],[2463927,2842895],[2464252,2792899],[2466534,2793049],[2474574,2795673],[2474828,2795683],[2478108,2796895],[2492742,2801819],[2495072,2731383],[2495452,2802550],[2496821,2803399],[2497475,2733896],[2502333,2736081],[2503297,2806060],[2511705,2808738],[2514415,2809469],[2515530,2810308],[2515784,2810318],[2518569,2812060],[2522355,2813017],[2523016,2748039],[2523270,2748048],[2534912,2817322],[2535237,2753686],[2536449,2818354],[2539309,2859449],[2539567,2820490],[2539947,2860180],[2542530,2758814],[2546541,2822234],[2549177,2822959],[2549289,2823005],[2551299,2763256],[2552410,2823976],[2561673,2826775],[2562692,2768622],[2564904,2827796],[2565158,2827806],[2567232,2770374],[2568438,2829018],[2569099,2772430],[2569353,2772439],[2578368,2832258],[2581599,2833279],[2581853,2833289],[2585133,2834501],[2585245,2834547],[2591359,2836747],[2591789,2783947],[2591901,2784139],[2596380,2870574],[2599767,2839425],[2602097,2788512],[2602477,2840156],[2603592,2840995],[2604500,2791025],[2606631,2842747],[2609358,2793210],[2611164,2794421],[2612424,2844079],[2614990,2844676],[2616557,2796725],[2616811,2796734],[2621569,2846479],[2625476,2847571],[2625730,2847581],[2626608,2801030],[2628366,2848306],[2628478,2848352],[2631599,2849323],[2632029,2803892],[2632141,2804084],[2636620,2877827],[2639954,2851820],[2642844,2852555],[2642956,2852601],[2644966,2810056],[2646077,2853572],[2651909,2813465],[2655340,2856371],[2656359,2815422],[2658571,2857392],[2658825,2857402],[2660899,2817174],[2662217,2858660],[2662766,2819230],[2663020,2819239],[2668195,2860857],[2668890,2822054],[2669947,2861114],[2673263,2823630],[2673375,2823822],[2677396,2862867],[2680806,2863638],[2680918,2863684],[2681770,2827175],[2683372,2864235],[2686520,2829466],[2689951,2866038],[2691904,2832027],[2693276,2866897],[2695730,2867448],[2697297,2834331],[2697551,2834340],[2706216,2870343],[2707348,2838636],[2709106,2871078],[2709218,2871124],[2712769,2841498],[2712881,2841690],[2717687,2873862],[2718089,2843973],[2720046,2844371],[2721798,2845189],[2723854,2846248],[2725226,2875279],[2726315,2875586],[2728067,2875843],[2735516,2877596],[2737383,2851650],[2741756,2853226],[2741868,2853418],[2749411,2880778],[2750263,2856771],[2751865,2881329],[2755013,2859062],[2761149,2861332],[2764203,2862697],[2766263,2884660],[2773802,2886077],[2775218,2866745],[2777175,2867143],[2778927,2867961],[2797343,2875127],[2807949,2878426], [1162835,1931005,2651991],[1248156,2009124,2686602],[1340387,2091672,2721880],[1443386,2178553,2755095],[1466054,2196250,2761499],[1503905,2224770,2770456],[1536763,2250312,2779009],[1596076,2296822,2795287],[1628812,2319478,2801380],[1661284,2342921,2808299],[1677273,2355081,2812142],[1699135,2371441,2817256],[1750427,2405850,2826554],[1756191,2409444,2827410],[1787903,2430675,2832893],[1799163,2438421,2834897],[1820639,2453331,2838986],[1836628,2465491,2842829],[1874594,2487490,2847355],[1921616,2516566,2853807],[1924236,2518337,2854203],[1936698,2526376,2856150],[1942462,2529970,2857006],[1953722,2537716,2859010],[1959794,2542383,2820972],[2014817,2572459,2865817],[2026225,2578924,2867077],[2041370,2587383,2868634],[2053324,2594515,2870127],[2067353,2603846,2841005],[2069745,2604628,2872330],[2072365,2606399,2872726],[2102359,2622125,2875459],[2127182,2634755,2877380],[2135618,2640208,2851830],[2137900,2640358,2878314],[2166481,2655896,2880958],[2176599,2662105,2858614],[2181626,2664355,2882515],[2207171,2677650,2862877],[2209453,2677800,2884512],[2235457,2690507,2886257],[2236885,2691028,2886356],[2240003,2693164,2866851],[2266788,2706470,2870353],[2269070,2706620,2888436],[2279034,2712339,2872095],[2303301,2722978,2890810],[2306419,2725114,2875233],[2330399,2735770,2877606],[2332681,2735920,2892195],[2334139,2736688,2877951],[2337178,2738440,2878208],[2358014,2747163,2893516],[2361132,2749299,2880732],[2395004,2763508,2884149],[2398043,2765260,2884406],[2415923,2771554,2896096],[2419041,2773690,2886031],[2423172,2774816,2886349],[2444549,2783444,2888073],[2447588,2785196,2888330],[2471343,2794652,2898405],[2478220,2796941,2890803],[2496567,2803389,2891832],[2499606,2805141,2892089],[2522467,2813063,2893509],[2546287,2822224,2895232],[2568550,2829064,2896089],[2612536,2844125,2898398] ] cell #4802 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162986,1931002],[1248307,2009121],[1340538,2091669],[1443537,2178550],[1466131,2196247],[1504056,2224767],[1536914,2250309],[1596081,2296850],[1628889,2319475],[1661361,2342918],[1677424,2355078],[1699286,2371438],[1750504,2405847],[1756196,2409472],[1787908,2430703],[1799240,2438418],[1820716,2453328],[1836779,2465488],[1874599,2487518],[1921621,2516594],[1924313,2518334],[1936775,2526373],[1942467,2529998],[1953799,2537713],[1959945,2542380],[2014894,2572456],[2026302,2578921],[2041375,2587411],[2053329,2594543],[2068346,2603843],[2069750,2604656],[2072442,2606396],[2102436,2622122],[2127187,2634783],[2137541,2640205],[2137905,2640386],[2166558,2655893],[2177479,2662068],[2181631,2664383],[2209094,2677647],[2209458,2677828],[2235534,2690504],[2236890,2691056],[2241745,2693127],[2268711,2706467],[2269075,2706648],[2279830,2712311],[2303306,2723006],[2308161,2725077],[2332322,2735767],[2332686,2735948],[2334270,2736670],[2338762,2738412],[2358019,2747191],[2362874,2749262],[2395135,2763490],[2399627,2765232],[2415928,2771582],[2420783,2773653],[2423277,2774803],[2444680,2783426],[2449172,2785168],[2471348,2794680],[2478325,2796928],[2496698,2803371],[2501190,2805113],[2522572,2813050],[2546418,2822206],[2568655,2829051],[2612641,2844112], [956975,1724875,2195874],[976715,1744731,2211523],[1110428,1879555,2318391],[1111534,1880545,2319102],[1143246,1911146,2342545],[1210114,1975528,2392070],[1231976,1994465,2405474],[1281885,2039284,2438045],[1302255,2058285,2452244],[1303361,2059275,2452955],[1336399,2088303,2474043],[1358391,2106018,2485923],[1372486,2117487,2493633],[1405344,2144957,2512596],[1414141,2152566,2517961],[1427206,2163894,2526000],[1444643,2179540,2537340],[1466889,1972982,2548863],[1488751,1991919,2559237],[1499917,2221401,2564373],[1514012,2232870,2572083],[1526997,2242816,2578548],[1532775,2246943,2581068],[1544781,2256576,2439864],[1546870,2258412,2588778],[1554767,2264658,2592948],[1568862,2276127,2600658],[1577659,2283736,2606023],[1613559,2309232,2621749],[1629647,2114941,2628052],[1633136,1885328,2494006],[1640813,2328269,2633188],[1648625,2334390,2637250],[1662119,2142411,2642530],[1673285,2351712,2647666],[1674188,2152721,2352669],[1683981,2161348,2652904],[1689369,2363945,2655520],[1695147,2368072,2658040],[1707153,2377705,2539159],[1709242,2379541,2665750],[1731679,2393886,2673946],[1733946,2395255,2674692],[1760752,2004165,2565968],[1768286,2230324,2687515],[1773674,2421854,2690131],[1775372,2423023,2690944],[1799998,2255866,2699873],[1802367,2440649,2700870],[1805386,2443085,2702489],[1807980,2444800,2703512],[1816119,2450312,2596230],[1821474,2273581,2708792],[1824963,2064058,2601031],[1832640,2462122,2713928],[1833543,2283891,2463079],[1853204,2474825,2721064],[1856979,2301769,2722390],[1858493,2478071,2722894],[1887349,2495449,2732066],[1889616,2496818,2732812],[1897755,2502330,2636470],[1899203,2503269,2736631],[1917950,2514412,2742439],[1920217,2515781,2743185],[1925071,2353522,2744914],[1929931,2522318,2747079],[1931689,2523267,2654683],[1938579,2364100,2527911],[1947023,2173594,2659635],[1954557,2376995,2756008],[1956926,2539944,2757005],[1958046,2184323,2666123],[1968112,2546538,2760626],[1972391,2391184,2761966],[1973467,2549140,2761854],[1979231,2552382,2763451],[2002761,2565155,2769640],[2006536,2414391,2770966],[2008050,2568401,2771470],[2009808,2569350,2689294],[2016698,2422009,2573994],[2031934,2581850,2778193],[2035709,2435622,2779519],[2037223,2585096,2780023],[2041775,2440019,2781267],[2046088,2261076,2702862],[2047332,2591331,2783387],[2048247,2591752,2705518],[2049020,2445462,2595024],[2066079,2602474,2789195],[2073200,2463932,2791670],[2074306,2285827,2715523],[2076485,2609355,2609415],[2083105,2612387,2794568],[2087293,2474705,2795655],[2088753,2614962,2795616],[2092356,2616808,2726026],[2110071,2625727,2800507],[2114350,2492747,2801847],[2115426,2628329,2801735],[2121190,2631571,2803332],[2122105,2631992,2734818],[2122878,2497480,2635264],[2141820,2511710,2808766],[2142896,2642807,2808654],[2148660,2646049,2810251],[2153253,2355765,2746140],[2157028,2356129,2746321],[2159126,2651881,2748841],[2159208,2523147,2654563],[2172190,2658822,2816440],[2175965,2534917,2817766],[2179237,2663017,2663570],[2182031,2539314,2819514],[2186127,2542535,2542600],[2186344,2382205,2758997],[2187599,2668177,2821831],[2192091,2669919,2822167],[2195895,2549394,2822992],[2199843,2673226,2765653],[2200616,2551304,2678309],[2216057,2561678,2826803],[2216203,2680769,2826691],[2220391,2565035,2827778],[2221851,2683344,2827739],[2225454,2422541,2685190],[2228102,2686492,2773232],[2228184,2569230,2689174],[2245933,2581730,2833261],[2247393,2695702,2833222],[2250996,2694076,2697548],[2255275,2437159,2780135],[2256351,2442014,2782206],[2262694,2592006,2705772],[2269475,2596385,2838369],[2272990,2599772,2839453],[2274066,2709069,2839341],[2280745,2712732,2713208],[2281518,2604505,2605137],[2284423,2466175,2792896],[2288198,2466539,2793077],[2289424,2717674,2843836],[2295917,2720028,2796847],[2300409,2721770,2798670],[2300491,2616688,2725906],[2310827,2726297,2847178],[2314721,2625607,2847553],[2315319,2728039,2847514],[2319123,2628583,2848339],[2322925,2323844,2630493],[2323071,2502105,2731346],[2326305,2632246,2735072],[2333086,2636625,2850945],[2342566,2643061,2852588],[2346514,2738833,2741719],[2347287,2640867,2644971],[2350702,2515661,2810290],[2352162,2520153,2812032],[2362728,2655345,2856399],[2364632,2372125,2753683],[2367062,2658702,2857374],[2368522,2751837,2857335],[2374773,2754985,2755388],[2374855,2662897,2663450],[2376404,2536454,2818382],[2377480,2541309,2820453],[2382743,2668138,2759264],[2388642,2761136,2823934],[2389770,2550522,2672738],[2392710,2673480,2765907],[2402046,2766250,2863395],[2402621,2560896,2680281],[2405495,2681023,2863671],[2408539,2568316,2768604],[2412433,2413113,2685070],[2413031,2573487,2770346],[2420637,2689956,2866066],[2428878,2578373,2832286],[2429770,2774722,2777157],[2434262,2776545,2778899],[2434344,2693956,2697428],[2438066,2585350,2834534],[2442787,2590951,2702314],[2448574,2706347,2870325],[2450087,2456924,2788475],[2452976,2709323,2871111],[2456778,2457697,2711233],[2460158,2712986,2713462],[2461112,2603723,2840977],[2462572,2608215,2842719],[2466939,2467074,2717365],[2470566,2611899,2794403],[2472426,2719989,2795056],[2473577,2616113,2721336],[2483926,2621574,2846507],[2484306,2726258,2799145],[2484981,2625032,2727605],[2490205,2631472,2801017],[2490780,2491333,2730858],[2493654,2494273,2731600],[2500592,2735647,2877578],[2507943,2640085,2851802],[2509168,2806018,2807936],[2510296,2644189,2741231],[2513236,2739087,2741973],[2520235,2650723,2746020],[2522233,2529065,2815404],[2526021,2749516,2880765],[2527404,2533557,2817146],[2532959,2533639,2753563],[2537361,2662322,2858647],[2541163,2542082,2758449],[2545843,2669485,2822041],[2548243,2672805,2761989],[2557056,2677527,2862849],[2558214,2680348,2767103],[2562756,2685876,2827179],[2563431,2563907,2769912],[2572104,2773907,2886064],[2575245,2577591,2832009],[2578569,2693381,2866884],[2579451,2777118,2832662],[2580602,2696853,2778465],[2586478,2699186,2701532],[2589418,2702510,2782460],[2591232,2597230,2838623],[2597805,2598358,2787987],[2600679,2601298,2788729],[2607617,2608297,2792776],[2611966,2718527,2843977],[2618446,2620792,2846230],[2621770,2725331,2875266],[2627029,2627432,2801870],[2637522,2639510,2851637],[2641910,2741298,2808789],[2647200,2743457,2745445],[2651265,2656423,2856775],[2657098,2657574,2816712],[2665771,2666390,2820707],[2674964,2676952,2862684],[2691079,2692706,2866749],[2699253,2780158,2781785],[2707769,2708172,2839476],[2723029,2724656,2875131] ] cell #4803 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162846,1931003],[1248167,2009122],[1340398,2091670],[1443397,2178551],[1466065,2196248],[1503916,2224768],[1536774,2250310],[1596084,2296851],[1628823,2319476],[1661295,2342919],[1677284,2355079],[1699146,2371439],[1750438,2405848],[1756199,2409473],[1787911,2430704],[1799174,2438419],[1820650,2453329],[1836639,2465489],[1874602,2487519],[1921624,2516595],[1924247,2518335],[1936709,2526374],[1942470,2529999],[1953733,2537714],[1959805,2542381],[2014828,2572457],[2026236,2578922],[2041378,2587412],[2053332,2594544],[2067364,2603844],[2069753,2604657],[2072376,2606397],[2102370,2622123],[2127190,2634784],[2135629,2640206],[2137908,2640387],[2166492,2655894],[2176691,2662069],[2181634,2664384],[2207182,2677648],[2209461,2677829],[2235468,2690505],[2236893,2691057],[2240095,2693128],[2266799,2706468],[2269078,2706649],[2279105,2712310],[2303309,2723007],[2306511,2725078],[2330410,2735768],[2332689,2735949],[2334225,2736671],[2337249,2738411],[2358022,2747192],[2361224,2749263],[2395090,2763491],[2398114,2765231],[2415931,2771583],[2419133,2773654],[2423238,2774802],[2444635,2783427],[2447659,2785167],[2471351,2794681],[2478286,2796927],[2496653,2803372],[2499677,2805112],[2522533,2813049],[2546373,2822207],[2568616,2829050],[2612602,2844111], [976575,1744732,2402340],[1110288,1879556,2490499],[1205849,1724876,2389489],[1209974,1975529,2550241],[1302115,2058286,2597524],[1335276,2088304,2614727],[1368221,1880546,2491052],[1372346,2117488,2629430],[1372841,1885262,2494007],[1401079,1911147,2510015],[1405204,2144958,2643908],[1465925,1972985,2548864],[1492100,1994466,2560615],[1498794,2221402,2683109],[1502795,2004168,2565969],[1531652,2246944,2695467],[1542605,2039285,2586197],[1546730,2258413,2701251],[1564597,2059276,2598077],[1568722,2276128,2710170],[1569217,2063992,2601032],[1622253,2106019,2623646],[1628683,2114944,2628053],[1661155,2142414,2642531],[1672162,2351713,2744059],[1674265,2152567,2648047],[1687330,2163895,2654282],[1694024,2368073,2751602],[1698025,2173597,2659636],[1704977,2179541,2663169],[1709102,2379542,2757386],[1709597,2184257,2666124],[1750298,1991922,2559238],[1771635,2232871,2688893],[1784097,2242817,2693675],[1799034,2255869,2699874],[1801170,2256577,2587637],[1801244,2440650,2781550],[1805246,2443086,2782754],[1805741,2261010,2702863],[1814080,2264659,2704386],[1820510,2273584,2708793],[1831517,2462123,2790815],[1833620,2283737,2714309],[1835518,2285830,2715524],[1867218,2309233,2725625],[1895716,2328270,2733686],[1901824,2334391,2736727],[1907711,2514413,2809846],[1919235,2515782,2810347],[1923895,2152724,2518258],[1924107,2353525,2744915],[1924452,2353853,2746141],[1928078,2356132,2746322],[1936569,2161351,2652905],[1938656,2363946,2749810],[1953593,2376998,2756009],[1955729,2377706,2664609],[1955803,2539945,2819797],[1960300,2382139,2758998],[1981852,2395256,2763547],[1987739,2393887,2763046],[2014688,2230327,2687516],[2016775,2421855,2774201],[2019859,2423024,2774789],[2022353,2581851,2833318],[2026096,2435625,2779520],[2036435,2585097,2834520],[2037077,2437162,2780136],[2041100,2440364,2782207],[2041847,2440022,2781268],[2049953,2444801,2783483],[2055766,2450313,2706874],[2055840,2602475,2840533],[2072024,2283894,2606320],[2072236,2463935,2791671],[2072581,2464263,2792897],[2076207,2466542,2793078],[2095993,2478072,2796914],[2098487,2474826,2795712],[2102230,2301772,2722391],[2123811,2496819,2803428],[2129624,2502331,2736174],[2129698,2495450,2802927],[2132351,2503268,2806070],[2134065,2642808,2852574],[2134707,2511713,2808767],[2147935,2646048,2853582],[2148062,2515616,2810291],[2152309,2518640,2812031],[2160115,2522319,2813036],[2161679,2523268,2749187],[2162609,2658823,2857431],[2166140,2364103,2655817],[2166352,2534920,2817767],[2166697,2535248,2753684],[2177333,2536457,2818383],[2181356,2539659,2820454],[2182103,2539317,2819515],[2193782,2546539,2822263],[2203904,2552381,2823986],[2205618,2549141,2822978],[2206260,2391187,2761967],[2229091,2568402,2829037],[2230655,2569351,2773578],[2231585,2565156,2827835],[2235116,2422012,2690428],[2235328,2414394,2770967],[2235673,2414722,2685191],[2239243,2695701,2867458],[2239370,2581685,2833262],[2240737,2578376,2832287],[2252261,2585311,2834533],[2263367,2445465,2705953],[2263521,2591330,2836757],[2264373,2591753,2784835],[2265235,2709070,2871097],[2265877,2599775,2839454],[2268800,2602189,2788476],[2269547,2596388,2838370],[2279232,2603678,2840978],[2283479,2606702,2842718],[2288264,2609356,2717045],[2294383,2612388,2844098],[2302100,2616809,2799016],[2305659,2614961,2844686],[2305786,2474660,2795656],[2307153,2621577,2846508],[2317010,2625728,2847610],[2326978,2497483,2735253],[2327132,2631570,2849333],[2327984,2631993,2804780],[2328846,2628330,2848325],[2329488,2492750,2801848],[2332411,2495164,2731347],[2333158,2636628,2850946],[2336591,2643022,2852587],[2337376,2640040,2851803],[2357192,2656759,2815405],[2358342,2523102,2749177],[2359584,2651880,2814176],[2360372,2751836,2881339],[2360499,2658657,2857375],[2361866,2655348,2856400],[2363688,2660970,2817145],[2373390,2662283,2858646],[2377326,2663018,2755734],[2381787,2542538,2667485],[2383079,2668178,2860949],[2387290,2669918,2861124],[2393383,2551307,2766088],[2393601,2673227,2825380],[2397456,2549355,2822991],[2398241,2677482,2862850],[2407005,2680770,2863657],[2407647,2561681,2826804],[2415101,2563092,2768605],[2416251,2569185,2773568],[2417493,2686491,2830177],[2418281,2683343,2864245],[2418408,2564990,2827779],[2419775,2689959,2866067],[2421597,2567303,2770345],[2423807,2693042,2832010],[2426015,2693342,2866883],[2435953,2697549,2776891],[2441006,2590091,2702317],[2444066,2707670,2838622],[2445070,2591967,2785069],[2447001,2709284,2871110],[2447786,2706302,2870326],[2460831,2604508,2713643],[2461837,2712733,2790314],[2467011,2609770,2717368],[2467785,2717673,2873919],[2469968,2612302,2794404],[2472762,2720029,2845435],[2476442,2616643,2799006],[2476973,2721769,2846530],[2478855,2724992,2846231],[2481063,2725292,2875265],[2484642,2726298,2875678],[2488853,2728038,2875853],[2488980,2625562,2847554],[2494946,2495806,2630496],[2496084,2626930,2801016],[2497088,2632207,2805014],[2499019,2628544,2848338],[2499804,2735602,2877579],[2503905,2738313,2851636],[2513909,2644974,2739268],[2514127,2741720,2807464],[2518767,2650065,2745975],[2521896,2750483,2815352],[2525310,2749477,2880764],[2536777,2662852,2755724],[2538019,2754984,2818678],[2540301,2667063,2758452],[2543338,2668125,2759270],[2545328,2669820,2822040],[2547741,2761135,2862108],[2548579,2549924,2673141],[2550912,2673441,2825614],[2553018,2765133,2862683],[2558115,2766249,2884717],[2558550,2560298,2680684],[2561874,2680984,2863670],[2566772,2567430,2685025],[2567979,2681990,2768552],[2571393,2773868,2886063],[2574908,2775929,2831957],[2579787,2777158,2831214],[2583467,2697383,2776881],[2583998,2778898,2832309],[2585880,2699589,2782121],[2588088,2701922,2782421],[2601971,2602831,2711236],[2604113,2712947,2790548],[2606829,2716327,2792731],[2611562,2718800,2794351],[2613608,2719976,2795062],[2614460,2615598,2721671],[2618109,2798054,2846178],[2622527,2726245,2799151],[2623044,2624517,2727940],[2627365,2627768,2629113],[2630101,2630689,2731561],[2641408,2807935,2851061],[2642246,2643591,2741634],[2644579,2741934,2807698],[2646685,2743792,2811933],[2660439,2661097,2753518],[2665060,2758057,2820668],[2671451,2672401,2762262],[2678721,2679944,2767376],[2682507,2682842,2683980],[2694348,2777105,2832668],[2695200,2696338,2778800],[2698849,2780431,2835660],[2708105,2708508,2709853],[2710841,2711429,2788690],[2729298,2729571,2730521],[2739944,2740894,2809062],[2751000,2751335,2752473],[2786427,2786700,2787650] ] cell #4804 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1930893],[2009012],[2091560],[2178441],[2196193],[2224658],[2250200],[2296959],[2319421],[2342864],[2354969],[2371329],[2405793],[2409581],[2430812],[2438364],[2453274],[2465379],[2487627],[2516703],[2518280],[2526319],[2530107],[2537659],[2542271],[2572402],[2578867],[2587520],[2594652],[2603296],[2604765],[2606342],[2622068],[2634892],[2639182],[2640495],[2655839],[2661671],[2664492],[2676624],[2677937],[2690450],[2691599],[2692327],[2705444],[2706757],[2711980],[2723549],[2724277],[2734744],[2736057],[2737038],[2737746],[2747734],[2748462],[2763858],[2764566],[2772125],[2772853],[2775087],[2783794],[2784502],[2794950],[2797212],[2803739],[2804447],[2813334],[2822356],[2829335],[2844226], [1744622,1989754,1989940],[1879446,2112776,2112962],[1885322,2322755,2493952],[1923913,2352544,2648182],[1971865,2195997,2195999],[1972064,2389663,2390180],[1975419,2198985,2199171],[2004040,2412287,2566077],[2041467,2439755,2587559],[2058176,2271416,2271602],[2064052,2456608,2600977],[2072042,2462954,2714444],[2087464,2297041,2297825],[2113824,2319225,2319227],[2114023,2491226,2491743],[2117378,2322213,2322399],[2141294,2342668,2342670],[2141493,2510189,2510706],[2144848,2345656,2345842],[2152457,2518084,2518086],[2166158,2527786,2749945],[2173469,2532813,2659744],[2181723,2539050,2664531],[2184317,2540993,2666069],[2215531,2405597,2405599],[2215730,2403584,2560789],[2220562,2409663,2410447],[2225448,2567119,2771169],[2235134,2573869,2774336],[2246104,2430894,2431678],[2254749,2438168,2438170],[2254948,2586371,2586888],[2258303,2441156,2441342],[2261070,2590781,2702808],[2263385,2593207,2784191],[2269167,2596121,2706796],[2272464,2453078,2453080],[2272663,2598251,2598768],[2276018,2456066,2456252],[2283627,2606146,2606148],[2285702,2607471,2715632],[2312735,2314892,2487709],[2323026,2629890,2802783],[2326996,2633447,2804136],[2332778,2636361,2736096],[2350873,2516785,2517569],[2352604,2648221,2648738],[2355759,2650412,2745117],[2356004,2650577,2746430],[2358612,2652996,2813535],[2358689,2653107,2748063],[2362202,2526123,2526125],[2362401,2524110,2654456],[2363836,2655643,2655645],[2367233,2530189,2530973],[2372119,2660786,2817969],[2375878,2537463,2537465],[2376077,2663343,2663860],[2379432,2540451,2540637],[2381805,2667536,2821136],[2382199,2667753,2758943],[2393401,2674205,2823874],[2408001,2681840,2827157],[2412997,2684684,2828581],[2416521,2687607,2829536],[2416598,2687718,2772454],[2420111,2572206,2572208],[2420310,2570193,2689067],[2421745,2690254,2690256],[2428352,2578671,2578673],[2428551,2693849,2697838],[2436527,2698481,2780678],[2439810,2587602,2588386],[2439954,2700385,2700424],[2441969,2701711,2781406],[2442976,2590239,2590425],[2444253,2704176,2704178],[2444859,2704242,2784004],[2445298,2704438,2837129],[2446588,2448745,2594734],[2456879,2710630,2840389],[2460849,2714187,2841742],[2461283,2604847,2605631],[2463014,2714483,2715000],[2466169,2716674,2791873],[2466414,2716839,2793186],[2466631,2717101,2793225],[2468999,2718159,2843792],[2476712,2722482,2845259],[2476789,2722593,2796749],[2483400,2621872,2621874],[2483599,2617098,2725799],[2489750,2728947,2847881],[2496271,2733476,2733478],[2496877,2733542,2803949],[2497316,2733738,2849705],[2498606,2500763,2634974],[2504092,2637914,2637916],[2505698,2737708,2740191],[2508114,2640577,2645465],[2513927,2742698,2853470],[2515123,2742790,2810658],[2515234,2646007,2646872],[2520119,2745634,2811366],[2521921,2747547,2747562],[2522761,2747772,2813499],[2527846,2749984,2753973],[2528527,2750333,2856753],[2533523,2753177,2858177],[2535822,2754616,2818925],[2537047,2756100,2859132],[2537124,2756211,2819254],[2539105,2664574,2665358],[2539249,2756520,2756559],[2541264,2757846,2819653],[2544509,2759642,2860904],[2545515,2760955,2760957],[2550701,2762902,2823687],[2551140,2763098,2861966],[2551798,2557227,2678019],[2553205,2675356,2675358],[2554811,2671698,2764528],[2562425,2681804,2863910],[2568004,2771938,2771953],[2568844,2772163,2829500],[2573929,2685480,2774375],[2574933,2691412,2691427],[2576024,2775288,2866564],[2576500,2775506,2777525],[2576611,2692261,2696525],[2577188,2775903,2832556],[2583737,2779611,2868031],[2583814,2779722,2834355],[2584699,2698309,2698874],[2584895,2779807,2834818],[2591000,2783758,2783770],[2593760,2784464,2786947],[2596176,2706839,2711727],[2596320,2785824,2785863],[2596775,2786076,2870653],[2603185,2789546,2841345],[2603902,2790671,2841555],[2604341,2790867,2872477],[2608181,2792390,2842053],[2610897,2718123,2873871],[2611587,2794763,2794778],[2613458,2795034,2844495],[2615785,2619812,2724211],[2616302,2796458,2845223],[2618134,2723362,2723377],[2619225,2797413,2874946],[2619701,2720396,2797631],[2620389,2798028,2846777],[2624704,2728862,2800836],[2630987,2636416,2736139],[2631240,2803703,2803715],[2634000,2729818,2804409],[2636560,2805769,2805808],[2637290,2737002,2737014],[2638176,2806442,2877998],[2638383,2737536,2740919],[2638579,2806612,2808220],[2639071,2806813,2851952],[2644368,2809702,2853283],[2644807,2809898,2879060],[2645718,2742766,2743225],[2653472,2813753,2815772],[2653583,2748396,2752660],[2654160,2814150,2814423],[2656092,2750297,2881004],[2661867,2818054,2858931],[2662511,2818963,2859096],[2668545,2821592,2821660],[2669253,2822320,2822332],[2670827,2822534,2861408],[2672426,2675825,2764356],[2674732,2763822,2763834],[2675618,2824358,2884196],[2676021,2761420,2824528],[2676513,2824729,2862999],[2679969,2768016,2826901],[2681748,2767623,2827073],[2684167,2688194,2772787],[2688083,2768972,2829754],[2688771,2830151,2830424],[2691637,2775252,2886358],[2691972,2775482,2778233],[2692523,2831788,2866998],[2694198,2832640,2867267],[2697042,2834064,2867995],[2704645,2784292,2787675],[2704841,2837299,2838907],[2705333,2837500,2837718],[2717958,2843668,2843715],[2721104,2723922,2797607],[2723587,2797377,2890812],[2724473,2846009,2875380],[2726665,2799123,2847007],[2727373,2800547,2847679],[2728751,2800112,2847703],[2730546,2733945,2804237],[2734141,2801301,2849875],[2734633,2850076,2850294],[2739320,2852130,2878502],[2748107,2813729,2816480],[2748658,2855901,2856071],[2766534,2825733,2863274],[2768212,2826475,2863785],[2769680,2772498,2829730],[2773049,2865568,2865738], [2119235,2494160,2494964,2732325,2802390,2849221],[2211941,2405181,2559329,2766735,2767367,2863351],[2224872,2566055,2567042,2771058,2828146,2864818],[2260160,2590109,2701129,2703016,2835634,2869549],[2277875,2601185,2601989,2789454,2839996,2871993],[2288571,2609634,2609788,2717300,2843375,2843414],[2311445,2487203,2623698,2799523,2800003,2875633],[2318809,2493340,2628144,2801502,2802134,2876261],[2323227,2629477,2630329,2802979,2848623,2876695],[2355183,2650335,2745006,2746408,2854325,2880093],[2371543,2659722,2660709,2817858,2857742,2881912],[2381289,2666277,2667081,2757264,2859747,2860020],[2391777,2392488,2548955,2761621,2762253,2861532],[2402235,2559957,2679279,2766699,2826260,2884669],[2409157,2565653,2683161,2827557,2828037,2885116],[2437752,2589196,2699965,2780422,2835019,2887433],[2442170,2702150,2781602,2782801,2868781,2887867],[2452662,2600365,2708884,2839108,2839740,2888748],[2457080,2710217,2711069,2840585,2871395,2889182],[2465593,2715610,2716597,2791762,2872848,2873066],[2475323,2475955,2614779,2795434,2795914,2874318],[2483975,2622341,2726629,2726641,2846795,2875566],[2490394,2628772,2729856,2801466,2848408,2891432],[2512303,2513014,2642622,2808421,2809053,2878626],[2516279,2649578,2744111,2810549,2853954,2893045],[2529683,2659320,2751654,2857153,2857633,2893965],[2541465,2757433,2758285,2819849,2882662,2882832],[2543623,2668291,2668509,2668521,2860806,2860837],[2549583,2550136,2671736,2761585,2823061,2883749],[2582348,2582980,2695519,2833040,2833520,2886805],[2585539,2701146,2780716,2834603,2834983,2896872],[2597419,2709512,2786985,2839072,2871180,2897492],[2613422,2613434,2613893,2720142,2844351,2874220],[2643250,2643803,2740229,2808385,2852657,2892598],[2694162,2694174,2694633,2777271,2867123,2886707] ] cell #4805 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1931006],[2009125],[2091673],[2178554],[2196251],[2224771],[2250313],[2296961],[2319479],[2342922],[2355082],[2371442],[2405851],[2409583],[2430814],[2438422],[2453332],[2465492],[2487629],[2516705],[2518338],[2526377],[2530109],[2537717],[2542384],[2572460],[2578925],[2587522],[2594654],[2603847],[2604767],[2606400],[2622126],[2634894],[2640209],[2640497],[2655897],[2662087],[2664494],[2677651],[2677939],[2690508],[2691601],[2693146],[2706471],[2706759],[2712323],[2723551],[2725096],[2735771],[2736059],[2737091],[2738424],[2747736],[2749281],[2763911],[2765244],[2772127],[2773672],[2775126],[2783847],[2785180],[2794952],[2797251],[2803792],[2805125],[2813373],[2822409],[2829374],[2844265], [1724879,2196001,2389583],[1744735,1989745,1989758],[1879559,2112767,2112780],[1880549,2319229,2491146],[1911150,2342672,2510109],[1923907,2352663,2648184],[1975532,2198976,2198989],[1994469,2405601,2560709],[2039288,2438172,2586291],[2041469,2439868,2700310],[2058289,2271407,2271420],[2059279,2453082,2598171],[2072036,2463073,2714446],[2088307,2297032,2297045],[2106022,2487700,2487713],[2117491,2322204,2322217],[2118099,2322572,2322757],[2144961,2345647,2345660],[2152570,2518088,2648141],[2163898,2526127,2654376],[2166152,2527905,2749947],[2179544,2537467,2663263],[2181725,2539163,2756445],[2196116,2196755,2389665],[2213115,2405716,2560791],[2221405,2409654,2409667],[2223740,2412289,2412508],[2224463,2567121,2774606],[2232874,2572210,2688987],[2235128,2573988,2774338],[2242820,2578675,2693769],[2246947,2430885,2430898],[2258416,2441147,2441160],[2263379,2595018,2784193],[2264662,2594725,2594738],[2269169,2596234,2785749],[2276131,2456057,2456070],[2276739,2456425,2456610],[2283740,2606150,2714403],[2309236,2621876,2725719],[2319344,2319983,2491228],[2322193,2629909,2805553],[2326990,2635258,2804138],[2328273,2634965,2634978],[2332780,2636474,2805694],[2334394,2637918,2737160],[2342787,2343426,2510191],[2351716,2516776,2516789],[2358552,2654473,2813588],[2358691,2654687,2813657],[2359786,2526242,2654458],[2363949,2655647,2749904],[2368076,2530180,2530193],[2370411,2532815,2533034],[2371134,2660788,2750215],[2379545,2540442,2540455],[2380153,2540810,2540995],[2381799,2542594,2821138],[2382056,2667570,2667755],[2393395,2678303,2823876],[2393890,2678010,2678023],[2395259,2675360,2763980],[2408449,2681893,2828989],[2412233,2684696,2830805],[2416461,2689084,2829589],[2416600,2689298,2829658],[2417695,2572325,2689069],[2421858,2690258,2774295],[2423042,2691465,2775076],[2438287,2438926,2586373],[2440013,2587652,2700426],[2440653,2587593,2587606],[2443089,2590230,2590243],[2443697,2590598,2590783],[2444804,2704180,2783916],[2444878,2705537,2837118],[2445248,2705699,2837168],[2453197,2453836,2598253],[2456046,2710649,2785608],[2460843,2605131,2841744],[2462126,2604838,2604851],[2464461,2607473,2607692],[2465184,2714714,2716676],[2466533,2716841,2717060],[2466633,2609419,2843300],[2470476,2718212,2843955],[2474829,2724202,2724215],[2476652,2725816,2845312],[2476791,2726030,2845381],[2477175,2621991,2725801],[2478090,2723415,2797201],[2490132,2728986,2849293],[2495453,2736130,2736143],[2496822,2733480,2803861],[2496896,2734837,2849694],[2497266,2734999,2849744],[2503281,2737041,2806286],[2513921,2640861,2853472],[2514416,2640568,2640581],[2515785,2645998,2646011],[2518203,2518842,2648223],[2521112,2650579,2650798],[2521835,2648452,2650414],[2522337,2747600,2813323],[2522773,2748853,2855616],[2528975,2750386,2812988],[2532759,2753189,2814804],[2536448,2754618,2755749],[2536987,2663360,2859185],[2537126,2663574,2859254],[2537582,2538221,2663345],[2539308,2664624,2756561],[2539948,2664565,2664578],[2540431,2756304,2757865],[2545770,2759681,2861016],[2546542,2760959,2822478],[2548604,2676181,2764530],[2549159,2764294,2764394],[2550720,2765672,2861955],[2551090,2765834,2862005],[2552394,2763861,2824202],[2562768,2768397,2864961],[2565159,2772778,2772791],[2567505,2690373,2774377],[2568420,2771991,2829324],[2568856,2773244,2865283],[2577501,2775341,2831388],[2578367,2775905,2776906],[2578790,2584200,2693851],[2581854,2692252,2692265],[2583677,2693866,2868084],[2583816,2694080,2868153],[2585055,2698483,2699614],[2585115,2698247,2698347],[2590219,2700169,2701730],[2591343,2783797,2836973],[2596379,2706889,2785865],[2597157,2786115,2836717],[2602478,2706830,2706843],[2603633,2789599,2790386],[2603921,2713227,2872466],[2604291,2713389,2872516],[2606265,2606904,2714485],[2607417,2791062,2792402],[2611978,2793897,2873934],[2612406,2794816,2844215],[2613511,2796866,2874250],[2614298,2724191,2797684],[2614974,2797565,2797634],[2616314,2798682,2874625],[2620702,2797466,2845609],[2621568,2798030,2799031],[2625731,2800827,2800840],[2627793,2734301,2804411],[2628348,2804175,2804275],[2631583,2803742,2849549],[2636619,2736189,2805810],[2638739,2642271,2737710],[2639437,2806481,2851176],[2639995,2806866,2807536],[2642826,2737474,2737574],[2644387,2738852,2879049],[2644757,2739014,2879099],[2645987,2742843,2743630],[2646061,2742724,2742793],[2650523,2744306,2745646],[2655339,2749202,2814152],[2655762,2661172,2749986],[2656435,2815197,2855294],[2658826,2748387,2748400],[2662249,2818093,2818726],[2662523,2755400,2882377],[2668598,2821850,2860836],[2669931,2822359,2861211],[2670866,2823946,2883725],[2671499,2764474,2824567],[2676879,2824397,2862223],[2677437,2824782,2825452],[2680709,2768372,2827075],[2680788,2826839,2826939],[2682680,2772767,2829807],[2683356,2829688,2829757],[2689950,2773593,2830153],[2692241,2695038,2775559],[2692718,2831503,2866405],[2693308,2831827,2832357],[2694251,2774741,2886737],[2695714,2775440,2775509],[2697054,2776557,2887112],[2698427,2779846,2780479],[2705001,2708533,2784466],[2706257,2784907,2837553],[2709088,2784230,2784330],[2717997,2843848,2873847],[2724668,2845724,2874787],[2725258,2846048,2846578],[2726718,2846825,2847197],[2727778,2800816,2847756],[2728051,2847637,2847706],[2729619,2804355,2849914],[2735557,2804852,2850129],[2737654,2739992,2806651],[2739359,2806030,2892574],[2748376,2751173,2813806],[2749443,2814224,2855940],[2751849,2813687,2813756],[2766573,2863155,2863407],[2767424,2827019,2863824],[2773834,2830225,2865607],[2784410,2786748,2837338], [2118192,2322913,2494958,2731286,2736423,2849223],[2211881,2560448,2560806,2766788,2827090,2863514],[2223906,2412304,2566982,2770085,2774392,2864871],[2276832,2456766,2601983,2707123,2788415,2871995],[2288422,2466927,2609569,2609782,2793318,2843416],[2311395,2624639,2624959,2799562,2847812,2875745],[2318749,2491243,2629263,2801555,2804426,2876424],[2322334,2493547,2630279,2802191,2805715,2876734],[2370577,2532830,2660649,2750001,2816885,2881965],[2380246,2541151,2664858,2667075,2820393,2859749],[2382755,2668548,2759357,2759486,2860916,2883457],[2389680,2392428,2550074,2761674,2764545,2861695],[2402247,2679930,2680360,2826020,2863740,2884732],[2409107,2563834,2684102,2827596,2829863,2885228],[2443790,2587886,2590103,2590939,2835636,2836637],[2452602,2598268,2710003,2784481,2839161,2888911],[2456187,2600572,2711019,2785770,2839797,2889221],[2464627,2607488,2714500,2716537,2842458,2872901],[2472438,2613461,2719821,2795149,2845402,2890520],[2473504,2475905,2615720,2795473,2797740,2874430],[2484318,2726090,2726668,2799367,2875505,2875645],[2490406,2627444,2730507,2848168,2849830,2891495],[2510206,2512954,2643741,2737725,2808474,2878789],[2521278,2648238,2650275,2650594,2854378,2855048],[2529633,2657501,2752595,2813862,2857192,2894077],[2540572,2665664,2756466,2758235,2859821,2882701],[2548255,2550148,2672387,2822821,2824483,2883812],[2579463,2694201,2776950,2831181,2832755,2896580],[2580529,2582930,2696460,2775615,2833079,2886917],[2586030,2586388,2589136,2698498,2835072,2868381],[2590360,2700331,2702100,2702403,2868820,2869350],[2597431,2708184,2787636,2837254,2870940,2897555],[2641922,2643815,2740880,2806567,2852417,2892661],[2646807,2647127,2649528,2742899,2853993,2879317],[2698835,2699265,2701158,2779762,2868496,2887274] ] cell #4806 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1808316,2262705],[1889952,2326316],[1976551,2392721],[2068682,2460169],[2087645,2473588],[2118510,2494284],[2145980,2513247],[2196006,2548360],[2220743,2563918],[2246285,2580613],[2259435,2589429],[2277150,2601309],[2315073,2625043],[2319234,2627549],[2342677,2642027],[2351054,2647211],[2367414,2657585],[2380564,2666401],[2405606,2680465],[2438177,2699370],[2439991,2700415],[2448926,2705783],[2453087,2708289],[2461464,2713473],[2466511,2716830],[2500944,2735083],[2508295,2739098],[2518093,2744411],[2526132,2748958],[2536426,2754607],[2537472,2755505],[2539286,2756550],[2557408,2765918],[2572215,2773349],[2578345,2775894],[2578680,2776662],[2596357,2785854],[2603404,2789499],[2606155,2791167],[2621546,2798019],[2621881,2798787],[2636597,2805799],[2637923,2806387],[2639766,2806766],[2655317,2814141],[2655652,2814909],[2662071,2818024],[2675365,2824303],[2677208,2824682],[2689928,2830142],[2690263,2830910],[2691513,2831429],[2693130,2831758],[2704185,2837074],[2706028,2837453],[2723463,2845650],[2725080,2845979],[2733485,2849650],[2735328,2850029],[2737075,2851211],[2747648,2855542],[2749265,2855871],[2760964,2861312],[2763895,2862258],[2772039,2865209],[2773656,2865538],[2783831,2869734],[2794864,2874134],[2803776,2876987],[2822393,2883647], [1596053,2296911,2296950],[1616489,2104065,2311189],[1755128,2219448,2408901],[1756168,2409533,2409572],[1787880,2430764,2430803],[1801044,2256740,2587566],[1854580,2299656,2475699],[1874571,2487579,2487618],[1921593,2516655,2516694],[1923867,2352509,2648173],[1941399,2366119,2529427],[1942439,2530059,2530098],[1955603,2377869,2664538],[1972954,2389654,2548929],[1991891,2559303,2560780],[2004137,2412278,2566029],[2033310,2433509,2582724],[2041347,2439484,2587511],[2053301,2594604,2594643],[2055640,2450476,2706803],[2069722,2604717,2604756],[2071996,2462919,2714435],[2088203,2297050,2614676],[2105918,2487718,2623595],[2114913,2491217,2628118],[2127159,2634844,2634883],[2129498,2502494,2736103],[2137877,2640447,2640486],[2142383,2510180,2642596],[2154629,2519400,2649322],[2159907,2524491,2748070],[2161320,2652970,2654447],[2166112,2527751,2749936],[2173566,2532804,2659696],[2181603,2538779,2664483],[2209430,2677889,2677928],[2221301,2409672,2683058],[2224113,2224308,2684506],[2228883,2570574,2772461],[2230296,2687581,2689058],[2235088,2573834,2774327],[2236862,2691317,2691590],[2246843,2430903,2695416],[2255838,2586362,2699939],[2263015,2593162,2784105],[2263339,2593172,2784182],[2264558,2594743,2704335],[2269047,2595850,2706748],[2273553,2598242,2708858],[2285799,2607462,2715584],[2288138,2609519,2793232],[2301190,2617479,2796756],[2301741,2722456,2725790],[2303278,2723267,2723540],[2322222,2322468,2731042],[2326626,2633402,2804050],[2326950,2633412,2804127],[2328169,2634983,2733635],[2332658,2636090,2736048],[2333951,2736773,2736991],[2351612,2516794,2744008],[2353494,2648212,2744980],[2356101,2650568,2746382],[2357991,2651503,2747725],[2358076,2652679,2813488],[2358343,2653042,2813572],[2367972,2530198,2751551],[2370784,2370979,2752999],[2375554,2664241,2819261],[2376967,2663334,2756074],[2381759,2667501,2821127],[2391156,2762227,2764519],[2393031,2674160,2823788],[2393355,2674170,2823865],[2393786,2678028,2762995],[2394816,2763593,2763811],[2413812,2684657,2828879],[2414363,2771032,2774366],[2415900,2686114,2772116],[2415985,2687290,2829489],[2416252,2687653,2829573],[2423026,2774887,2775057],[2435043,2698219,2834362],[2435594,2693840,2779585],[2437131,2698472,2780396],[2440549,2587611,2781499],[2444361,2703070,2783747],[2444862,2704203,2837099],[2456075,2456321,2788171],[2460479,2714142,2841656],[2460803,2714152,2841733],[2462022,2604856,2790764],[2463904,2714474,2791736],[2464834,2465029,2792212],[2471320,2718765,2794941],[2473739,2724220,2795379],[2474257,2720707,2844882],[2474386,2795758,2797584],[2476176,2722165,2845212],[2476443,2722528,2845296],[2478074,2797012,2797182],[2486137,2726976,2847326],[2492719,2802108,2804400],[2494594,2731026,2849135],[2494918,2736401,2849212],[2495349,2736148,2802876],[2496379,2732370,2803692],[2496880,2733503,2849675],[2511682,2737699,2809027],[2513557,2742653,2853384],[2513881,2742663,2853461],[2514312,2640586,2809795],[2515342,2742743,2810393],[2518239,2648312,2811210],[2520934,2811664,2812869],[2521485,2521680,2812718],[2522321,2746833,2813304],[2534338,2753150,2858475],[2534889,2749975,2817832],[2536511,2755783,2859085],[2536778,2756146,2859169],[2539844,2664583,2819746],[2540460,2540706,2820149],[2542947,2758902,2821266],[2546099,2759966,2822309],[2547385,2761020,2861371],[2548344,2764442,2822747],[2549001,2761658,2861679],[2549143,2823076,2824498],[2550704,2762863,2861936],[2559375,2766772,2863498],[2561650,2767341,2827064],[2564069,2772796,2827502],[2564587,2769283,2864441],[2564716,2827881,2829707],[2566506,2774163,2864771],[2566773,2770069,2864855],[2568404,2771224,2829305],[2580764,2692270,2832985],[2581282,2777836,2867654],[2581411,2775459,2833364],[2583201,2779294,2867984],[2583468,2779657,2868068],[2585099,2779777,2834618],[2587864,2590063,2835625],[2589739,2835548,2836377],[2590248,2590494,2836393],[2599744,2784455,2839714],[2601619,2788155,2871907],[2601943,2707101,2871984],[2602374,2706848,2840482],[2603905,2790632,2872447],[2606301,2714574,2841897],[2608996,2792363,2842351],[2609547,2609742,2843405],[2610773,2793823,2843631],[2612390,2794152,2844196],[2613495,2794989,2874215],[2614282,2797668,2844518],[2614544,2795404,2874377],[2623463,2799493,2875692],[2625194,2800845,2847447],[2625288,2799847,2847656],[2626574,2803273,2876100],[2627533,2804323,2848094],[2628190,2801539,2876408],[2628332,2848423,2849845],[2629893,2805537,2876665],[2641052,2807820,2878465],[2642011,2737622,2852343],[2642668,2808458,2878773],[2642810,2806582,2852672],[2644371,2809663,2879030],[2646016,2647362,2853899],[2647880,2810969,2853778],[2648009,2649799,2854278],[2650066,2854362,2855032],[2655798,2750075,2856551],[2657736,2748405,2857098],[2658254,2816083,2881535],[2658383,2813706,2857477],[2660173,2749772,2881865],[2660440,2816869,2881949],[2664836,2667035,2859738],[2666711,2820133,2859661],[2667220,2667466,2860506],[2668582,2821615,2860801],[2668856,2821979,2883578],[2670797,2761220,2883700],[2678340,2766504,2884620],[2679155,2825946,2863190],[2680449,2826987,2863555],[2680772,2826275,2863755],[2681877,2828973,2885013],[2682664,2829791,2864077],[2682926,2827527,2885175],[2690409,2774466,2866218],[2694235,2832595,2886702],[2695022,2775543,2867290],[2695284,2833010,2886864],[2698395,2699354,2868422],[2700011,2835056,2868365],[2700153,2701714,2868751],[2705934,2784800,2870219],[2707314,2783328,2888587],[2708273,2784378,2870866],[2708930,2839145,2888895],[2709072,2837269,2871195],[2710633,2785592,2889152],[2712278,2713624,2872422],[2714271,2716061,2872801],[2716328,2842442,2872885],[2717758,2717928,2873822],[2718196,2843939,2890428],[2726702,2846962,2875530],[2727762,2847740,2875780],[2728917,2849240,2891383],[2735234,2804745,2877472],[2737349,2806266,2892427],[2738044,2739249,2878406],[2739290,2808020,2892549],[2742827,2743614,2879352],[2743876,2853924,2879264],[2748942,2814064,2880649],[2750370,2812972,2893862],[2751157,2813790,2881171],[2751419,2857123,2894024],[2754530,2755489,2882303],[2756288,2757849,2882632],[2759612,2860963,2895182],[2764169,2824182,2895527],[2764864,2766069,2884604],[2773333,2830065,2885948],[2775325,2831372,2896488],[2775817,2776646,2886621],[2784891,2837537,2888267],[2786046,2836664,2897443],[2789583,2790370,2889474],[2797450,2845593,2898569],[2797942,2798771,2891075],[2804836,2850113,2892026],[2806412,2851123,2899173],[2806850,2807520,2892496],[2824328,2862170,2900513],[2824766,2825436,2895596] ] cell #4807 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1374209],[1466096],[1503947],[1504678],[1548593],[1570585],[1596513],[1628854],[1633366],[1633720],[1633734],[1661326],[1677315],[1678046],[1699177],[1699908],[1710965],[1713032],[1724673],[1745232],[1750469],[1754606],[1756628],[1760626],[1761417],[1788340],[1799205],[1804071],[1804085],[1820681],[1825193],[1825547],[1825561],[1836670],[1837401],[1838502],[1845409],[1848711],[1853018],[1868702],[1870051],[1875031],[1879018],[1880056],[1880343],[1884804],[1899303],[1910944],[1920031],[1922053],[1926842],[1931503],[1940877],[1942899],[1946897],[1947688],[1958276],[1958630],[1958644],[1960567],[1966888],[1974001],[1976029],[1979331],[1989797],[1994263],[1998268],[1999617],[2002575],[2009622],[2024139],[2027441],[2031748],[2037757],[2039082],[2046318],[2047432],[2048781],[2057748],[2058786],[2059073],[2063534],[2068160],[2074180],[2074971],[2076153],[2082290],[2088853],[2091132],[2092170],[2100273],[2102947],[2109885],[2112819],[2115960],[2121290],[2122639],[2136317],[2137355],[2143430],[2145458],[2148760],[2156902],[2159226],[2167697],[2169046],[2172004],[2177279],[2178013],[2179051],[2183799],[2188089],[2192191],[2198781],[2199028],[2200377],[2207870],[2208908],[2215141],[2216737],[2221951],[2225268],[2228202],[2240683],[2240930],[2242279],[2247493],[2249772],[2250810],[2254359],[2258913],[2260552],[2268525],[2271459],[2274600],[2281279],[2289479],[2296407],[2299424],[2300509],[2307099],[2307346],[2308695],[2314334],[2315419],[2322009],[2323605],[2332136],[2345452],[2345699],[2347048],[2350315],[2354541],[2355579],[2361812],[2363408],[2368622],[2371939],[2374873],[2382837],[2388697],[2391234],[2402101],[2404638],[2412046],[2419721],[2421317],[2430260],[2433277],[2434362],[2437209],[2440952],[2441199],[2442548],[2455862],[2457458],[2465989],[2472520],[2484400],[2492797],[2495752],[2509223],[2511760],[2532572],[2540247],[2541843],[2579545],[2599822],[2602777], [370616,2197441],[469911,2320669],[491142,2344112],[552873,2406253],[588854,2253019],[603764,2454522],[644600,2485036],[657642,2494412],[689747,2152364],[689874,1924278],[699544,2526779],[712082,2374148],[748067,2558308],[758055,2563486],[771097,2572862],[782195,2427484],[797054,2041807],[803240,2592061],[816282,2601437],[822845,2283534],[822972,2072407],[844727,2616168],[856053,2482532],[869386,2627123],[879374,2632301],[887862,2503999],[917496,2651975],[924154,2363743],[924281,2166523],[927484,2657153],[939013,2182063],[940526,2666529],[961297,2672899],[962636,2673535],[965981,2553112],[997524,2686586],[1004182,2421652],[1004309,2235499],[1006001,2575003],[1023457,2696908],[1034783,2589557],[1037419,2444160],[1038520,2266830],[1045082,2269507],[1048116,2707863],[1058104,2713041],[1082040,2615692],[1084700,2721864],[1087637,2618204],[1117195,2731655],[1120540,2496178],[1121641,2330441],[1128203,2333118],[1129883,2334760],[1147568,2741392],[1148907,2742028],[1152252,2646779],[1158281,2745500],[1161671,2521991],[1162877,1936740],[1163608,2361826],[1183795,2755079],[1190453,2185746],[1190580,1959836],[1200780,2545422],[1206219,2761691],[1207693,2672496],[1211837,2207213],[1214188,2395625],[1241395,2684074],[1244055,2770440],[1246992,2568074],[1248198,2014859],[1248929,2419735],[1273867,2696432],[1276527,2778993],[1279464,2698944],[1286207,2781879],[1287546,2782515],[1289998,2261587],[1291180,2447547],[1291194,2053761],[1309022,2788784],[1312367,2279633],[1313468,2067395],[1320030,2076167],[1329306,2611657],[1335010,2615056],[1336921,2475195],[1340429,2102401],[1341160,2307113],[1363152,2624611],[1368591,2801572],[1370065,2730616],[1376560,2325198],[1377742,2499565],[1377756,2127619],[1396010,2337777],[1401449,2808491],[1402923,2740989],[1407067,2135660],[1409418,2516151],[1414763,2519168],[1417423,2812126],[1421363,2163692],[1436625,2752567],[1439285,2817240],[1442222,2373244],[1443428,1953764],[1444159,2177293],[1450304,2820762],[1453209,2544786],[1460020,2385512],[1465607,2549449],[1470962,2398002],[1470976,2209890],[1482816,2398642],[1492470,2766805],[1492824,2680039],[1498528,2683438],[1500439,2565525],[1508169,2232668],[1525682,2425869],[1531386,2695796],[1533297,2582220],[1536805,2026267],[1537536,2240697],[1542975,2835089],[1544449,2587942],[1559528,2448187],[1564967,2839178],[1566441,2787745],[1572936,2279930],[1574118,2278993],[1574132,2070182],[1578281,2607230],[1580941,2842813],[1584079,2469493],[1594491,2477744],[1601302,2309030],[1612244,2480917],[1615967,2623975],[1621987,2728133],[1622778,2487075],[1628365,2628638],[1645574,2500205],[1648439,2503363],[1655250,2338862],[1660837,2643116],[1666192,2337137],[1666206,2138337],[1671896,2646143],[1673807,2520253],[1687700,2813605],[1688054,2525164],[1689991,2661498],[1693758,2751931],[1695669,2659192],[1703399,2179338],[1705347,2859202],[1706821,2664914],[1723348,2394615],[1733760,2552476],[1740571,2399727],[1744194,2559823],[1749980,2681078],[1772005,2829606],[1772359,2571247],[1774296,2567831],[1775906,2423332],[1784467,2868101],[1786318,2422696],[1793129,2242614],[1798716,2585405],[1807794,2591425],[1813814,2785262],[1814605,2449272],[1815787,2711283],[1820192,2709378],[1831251,2712405],[1833162,2608315],[1859027,2478380],[1867588,2845329],[1889430,2631665],[1895450,2805207],[1896241,2501290],[1897423,2630543],[1907445,2738506],[1909619,2333750],[1929731,2750403],[1930465,2522627],[1936251,2749571],[1938198,2533657],[1953275,2662377],[1967926,2670013],[1987473,2765326],[2007850,2681910],[2008584,2568710],[2014370,2773962],[2016317,2413131],[2019585,2775358],[2025778,2693436],[2047135,2597285],[2082043,2718229],[2083639,2612696],[2095719,2797483],[2101912,2725386],[2120993,2490260],[2132091,2639565],[2157597,2656517],[2191106,2545898],[2203644,2677007],[2226573,2562850],[2236940,2692800],[2292016,2612060],[2303356,2724750] ] cell #4808 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2413811],[2474256],[2486136],[2494593],[2520933],[2534337],[2542946],[2549002],[2559376],[2564586],[2566774],[2581281],[2589738],[2601618],[2608995],[2610137],[2614552],[2623471],[2628191],[2642669],[2647879],[2650067],[2658253],[2660441],[2666710],[2670976],[2678519],[2682934],[2695292],[2700012],[2708931],[2716329],[2739469],[2743884],[2751427], [1334899,2087177],[1355785,2311228],[1497311,2408940],[1498417,2220275],[1503436,2224311],[1531275,2245817],[1597499,2475838],[1600400,2475738],[1618975,2311328],[1621876,2314605],[1632795,2322267],[1671785,2350586],[1692541,2529466],[1693647,2366946],[1698666,2370982],[1726231,2550406],[1747077,2402505],[1757614,2409040],[1760515,2412317],[1789326,2582863],[1792227,2582763],[1800867,2439523],[1801043,2256739],[1810802,2445181],[1813703,2448458],[1824622,2456120],[1831140,2460996],[1836159,2465032],[1881901,2490664],[1892438,2497199],[1895339,2500476],[1907334,2507827],[1912502,2644073],[1923039,2649461],[1923870,2352507],[1925940,2649361],[1928719,2521683],[1933348,2523031],[1943885,2529566],[1946786,2532843],[1955426,2538818],[1955602,2377868],[1957705,2540505],[1977997,2551023],[1987362,2556940],[2011467,2569114],[2018754,2574821],[2040640,2701416],[2042793,2702033],[2043135,2590066],[2045747,2590293],[2055463,2595889],[2055639,2450475],[2060631,2597689],[2071168,2604224],[2071999,2462917],[2074069,2607501],[2076848,2609745],[2089533,2615282],[2093025,2616572],[2094888,2618022],[2119956,2630212],[2120298,2494921],[2129321,2636129],[2129497,2502493],[2130792,2637037],[2147426,2644690],[2149440,2646369],[2153132,2744614],[2153446,2649825],[2153922,2745904],[2156791,2650607],[2159010,2651793],[2159906,2524490],[2166115,2527749],[2180896,2662781],[2183049,2758168],[2183391,2667038],[2186003,2667265],[2197622,2672263],[2197950,2672314],[2202345,2674479],[2222631,2683664],[2225647,2566532],[2226123,2684954],[2227986,2686404],[2228882,2570573],[2235091,2573832],[2236311,2690877],[2248173,2696022],[2251665,2697312],[2253200,2698711],[2253528,2698762],[2257249,2701735],[2261962,2703299],[2263014,2593161],[2263342,2593170],[2278596,2710952],[2278938,2601946],[2280610,2712631],[2284302,2791370],[2284616,2716087],[2285092,2792660],[2288137,2609518],[2294140,2719328],[2298125,2720851],[2298367,2720961],[2301189,2617478],[2302727,2722827],[2316099,2728359],[2317538,2626890],[2320850,2730383],[2321178,2730434],[2323969,2629914],[2325573,2732599],[2326625,2633401],[2326953,2633410],[2339542,2738732],[2344293,2740756],[2344621,2740807],[2349016,2742972],[2349258,2743082],[2357440,2747012],[2358102,2652689],[2358344,2653043],[2364511,2815112],[2369302,2752157],[2372318,2660199],[2372794,2753447],[2374329,2754846],[2375553,2664240],[2378378,2757870],[2381762,2667499],[2384573,2669780],[2386519,2760413],[2390605,2761787],[2393030,2674159],[2393358,2674168],[2400407,2765552],[2406434,2767853],[2406762,2767904],[2408048,2682132],[2410747,2769427],[2410989,2769537],[2415349,2771403],[2416011,2687300],[2416253,2687654],[2422420,2831113],[2427665,2776406],[2431978,2777980],[2432220,2778090],[2435042,2698218],[2436580,2779956],[2444883,2704211],[2449952,2785488],[2451391,2707630],[2454703,2787512],[2455031,2787563],[2457822,2710654],[2459668,2789838],[2460478,2714141],[2460806,2714150],[2467745,2793842],[2469046,2718942],[2470769,2794501],[2476202,2722175],[2476444,2722529],[2482713,2798531],[2488082,2800294],[2488324,2800404],[2489523,2729096],[2492168,2801668],[2496901,2733511],[2501970,2805433],[2505099,2738273],[2507287,2807323],[2511131,2808587],[2513556,2742652],[2513884,2742661],[2526960,2814653],[2528574,2750625],[2531273,2816227],[2531515,2816337],[2536537,2755793],[2536779,2756147],[2543480,2821629],[2544282,2760179],[2547701,2761039],[2550725,2762871],[2554212,2765093],[2556400,2825239],[2558075,2825965],[2561099,2826624],[2573043,2830654],[2576071,2776071],[2583227,2779304],[2583469,2779658],[2595349,2838010],[2596548,2786225],[2599193,2839274],[2603926,2790640],[2613750,2795003],[2619272,2798196],[2622669,2846976],[2635589,2850586],[2637949,2806979],[2641368,2807839],[2644392,2809671],[2675391,2824895],[2694490,2832609], [802786,1552161,2445081],[878920,1638207,2497099],[962182,1730179,2550923],[1057650,1830034,2604124],[1079692,1851071,2614471],[1116741,1885849,2630112],[1148453,1916450,2644590],[1205648,1971733,2671483],[1239047,2000628,2682853],[1271519,2029801,2695211],[1287092,2044588,2701933],[1308568,2064579,2710852],[1361910,2108928,2727951],[1368020,2113692,2729603],[1400878,2141162,2739976],[1412415,2151120,2743803],[1434277,2170057,2751346],[1449850,2184844,2758068],[1491899,2215399,2767408],[1542404,2254617,2780463],[1545144,2256966,2781294],[1558286,2267568,2785080],[1564396,2272332,2786732],[1575933,2282290,2790559],[1581826,2287961,2716869],[1644332,2331179,2805025],[1657127,2340292,2807709],[1674064,2352273,2811113],[1687129,2362070,2814208],[1702123,2374657,2754897],[1704776,2375746,2818710],[1707516,2378095,2819541],[1742448,2401157,2825625],[1771434,2419979,2830209],[1781284,2427993,2776457],[1783896,2428220,2832341],[1816482,2450702,2838396],[1827729,2459426,2789728],[1833419,2462683,2841800],[1864405,2483041,2798582],[1867017,2483268,2846562],[1898118,2502720,2850972],[1899983,2503589,2851119],[1903989,2507045,2807213],[1935843,2527288,2814704],[1938455,2527515,2856454],[1949883,2535875,2818203],[1980011,2552702,2862166],[1984017,2556158,2825129],[2013962,2573371,2830705],[2016574,2573598,2866121],[2018426,2574770,2831448],[2022475,2577794,2832107],[2048112,2591651,2869642],[2052118,2595107,2837900],[2094560,2617971,2845669],[2098609,2620995,2846328],[2121970,2631891,2876895],[2125976,2635347,2850476],[2131034,2637147,2851225],[2158682,2651742,2855561],[2162731,2654766,2856220],[2192871,2670239,2883623],[2202587,2674589,2862272],[2227658,2686353,2865228],[2231707,2689377,2865887],[2262204,2703409,2869748],[2293812,2719277,2874153],[2325815,2732709,2877001],[2386761,2760523,2883661] ] cell #4809 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2413805],[2474201],[2486081],[2494488],[2520927],[2534331],[2542940],[2548958],[2559332],[2564531],[2566685],[2581226],[2589633],[2601513],[2608989],[2610167],[2614561],[2623480],[2628147],[2642625],[2647824],[2649978],[2658198],[2660352],[2666605],[2671006],[2678549],[2682943],[2695301],[2699968],[2708887],[2716240],[2739499],[2743893],[2751436], [1334900,2087180],[1355786,2311231],[1497312,2408943],[1498418,2220278],[1503430,2224312],[1531276,2245820],[1597493,2475839],[1600401,2475741],[1618969,2311329],[1621877,2314608],[1632789,2322268],[1671786,2350589],[1692542,2529469],[1693648,2366949],[1698660,2370983],[1726232,2550409],[1747078,2402508],[1757608,2409041],[1760516,2412320],[1789320,2582864],[1792228,2582766],[1800868,2439526],[1801037,2256736],[1810796,2445182],[1813704,2448461],[1824616,2456121],[1831141,2460999],[1836153,2465033],[1881902,2490667],[1892432,2497200],[1895340,2500479],[1907335,2507830],[1912503,2644076],[1923033,2649462],[1923871,2352512],[1925941,2649364],[1928713,2521684],[1933349,2523034],[1943879,2529567],[1946787,2532846],[1955427,2538821],[1955596,2377865],[1957699,2540506],[1977991,2551024],[1987363,2556943],[2011468,2569117],[2018755,2574824],[2040641,2701419],[2042787,2702034],[2043129,2590067],[2045741,2590294],[2055464,2595892],[2055633,2450472],[2060632,2597692],[2071162,2604225],[2072000,2462922],[2074070,2607504],[2076842,2609746],[2089527,2615283],[2093026,2616575],[2094889,2618025],[2119950,2630213],[2120292,2494922],[2129322,2636132],[2129491,2502490],[2130793,2637078],[2147420,2644691],[2149434,2646370],[2153126,2744615],[2153391,2649826],[2153923,2745907],[2156792,2650610],[2159011,2651796],[2159900,2524487],[2166116,2527754],[2180897,2662784],[2183043,2758169],[2183385,2667039],[2185997,2667266],[2197517,2672264],[2197951,2672317],[2202346,2674520],[2222625,2683665],[2225592,2566533],[2226124,2684957],[2227987,2686407],[2228876,2570570],[2235092,2573837],[2236310,2690907],[2248167,2696023],[2251666,2697315],[2253095,2698712],[2253529,2698765],[2257205,2701734],[2261963,2703340],[2262909,2593106],[2263343,2593175],[2278590,2710953],[2278932,2601947],[2280604,2712632],[2284296,2791371],[2284561,2716088],[2285093,2792663],[2288131,2609515],[2294141,2719331],[2298126,2720892],[2298278,2720960],[2301183,2617475],[2302726,2722857],[2316093,2728360],[2317483,2626891],[2320745,2730384],[2321179,2730437],[2323925,2629913],[2325574,2732640],[2326520,2633346],[2326954,2633415],[2339536,2738733],[2344188,2740757],[2344622,2740810],[2349017,2743013],[2349169,2743081],[2357439,2747042],[2358103,2652703],[2358255,2652999],[2364505,2815113],[2369296,2752158],[2372263,2660200],[2372795,2753450],[2374224,2754847],[2375547,2664237],[2378334,2757869],[2381763,2667504],[2384518,2669781],[2386520,2760454],[2390604,2761817],[2392925,2674104],[2393359,2674173],[2400401,2765553],[2406329,2767854],[2406763,2767907],[2408004,2682131],[2410748,2769468],[2410900,2769536],[2415348,2771433],[2416012,2687314],[2416164,2687610],[2422414,2831114],[2427560,2776407],[2431979,2778021],[2432131,2778089],[2435036,2698215],[2436579,2779986],[2444882,2704220],[2449946,2785489],[2451336,2707631],[2454598,2787513],[2455032,2787566],[2457778,2710653],[2459579,2789837],[2460373,2714086],[2460807,2714155],[2467746,2793856],[2469002,2718941],[2470768,2794531],[2476203,2722189],[2476355,2722485],[2482608,2798532],[2488083,2800335],[2488235,2800403],[2489532,2729126],[2492167,2801698],[2496900,2733520],[2501964,2805434],[2505044,2738274],[2507198,2807322],[2511130,2808617],[2513451,2742597],[2513885,2742666],[2526855,2814654],[2528530,2750624],[2531274,2816268],[2531426,2816336],[2536538,2755807],[2536690,2756103],[2543479,2821638],[2544291,2760209],[2547702,2761053],[2550724,2762880],[2554157,2765094],[2556311,2825238],[2558076,2825979],[2561098,2826654],[2572938,2830655],[2576027,2776070],[2583228,2779318],[2583380,2779614],[2595260,2838009],[2596557,2786255],[2599192,2839304],[2603925,2790649],[2613749,2795012],[2619228,2798195],[2622668,2846985],[2635500,2850585],[2637958,2807009],[2641369,2807853],[2644391,2809680],[2675400,2824925],[2694489,2832618], [802780,1552162,2445084],[878914,1638208,2497102],[962176,1730180,2550926],[1057644,1830035,2604127],[1079686,1851072,2614474],[1116735,1885850,2630115],[1148447,1916451,2644593],[1205642,1971734,2671524],[1239041,2000629,2682856],[1271513,2029802,2695214],[1287086,2044589,2701936],[1308562,2064580,2710855],[1361904,2108929,2727954],[1368014,2113693,2729644],[1400872,2141163,2740017],[1412409,2151121,2743806],[1434271,2170058,2751349],[1449844,2184845,2758071],[1491893,2215400,2767449],[1542398,2254618,2780504],[1545138,2256967,2781297],[1558280,2267569,2785083],[1564390,2272333,2786773],[1575927,2282291,2790562],[1581820,2287962,2716872],[1644326,2331180,2805028],[1657121,2340293,2807712],[1674058,2352274,2811154],[1687123,2362071,2814249],[1702117,2374658,2754900],[1704770,2375747,2818751],[1707510,2378096,2819544],[1742442,2401158,2825628],[1771428,2419980,2830250],[1781278,2427994,2776460],[1783890,2428221,2832382],[1816476,2450703,2838399],[1827674,2459427,2789769],[1833413,2462684,2841841],[1864399,2483042,2798585],[1867011,2483269,2846603],[1898112,2502721,2850975],[1899977,2503590,2851254],[1903934,2507046,2807254],[1935837,2527289,2814707],[1938449,2527516,2856495],[1949839,2535874,2818233],[1980005,2552703,2862301],[1983962,2556159,2825170],[2013956,2573372,2830708],[2016568,2573599,2866162],[2018321,2574771,2831462],[2022431,2577793,2832137],[2048106,2591652,2869777],[2052063,2595108,2837941],[2094455,2617972,2845683],[2098565,2620994,2846358],[2121964,2631892,2877030],[2125921,2635348,2850517],[2130945,2637146,2851234],[2158577,2651743,2855575],[2162687,2654765,2856250],[2192865,2670240,2883690],[2202498,2674588,2862281],[2227553,2686354,2865242],[2231663,2689376,2865917],[2262115,2703408,2869757],[2293707,2719278,2874167],[2325726,2732708,2877010],[2386672,2760522,2883670] ] cell #4810 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1552026,2262791],[1638072,2326402],[1730044,2392807],[1829899,2460255],[1851004,2473635],[1885714,2494370],[1916315,2513333],[1971781,2548364],[2000561,2563965],[2029734,2580660],[2044453,2589515],[2064444,2601395],[2108861,2625090],[2113740,2627553],[2141210,2642031],[2151053,2647258],[2169990,2657632],[2184709,2666487],[2215447,2680469],[2254665,2699374],[2256899,2700462],[2267501,2705830],[2272380,2708293],[2282223,2713520],[2287826,2716916],[2331112,2735130],[2340225,2739145],[2352321,2744415],[2362118,2748962],[2373872,2754944],[2375794,2755509],[2378028,2756597],[2401090,2765965],[2420027,2773353],[2426497,2776504],[2428268,2776666],[2450635,2785901],[2458784,2789772],[2462731,2791171],[2481545,2798629],[2483316,2798791],[2502653,2805846],[2503637,2806391],[2505771,2807257],[2525792,2814751],[2527563,2814913],[2535312,2818230],[2552750,2824307],[2554884,2825173],[2571875,2830752],[2573646,2830914],[2574692,2831465],[2576678,2832134],[2591699,2837078],[2593833,2837944],[2617893,2845686],[2619879,2846355],[2631939,2849654],[2634073,2850520],[2637082,2851231],[2651664,2855578],[2653650,2856247],[2670287,2861316],[2674524,2862278],[2686275,2865245],[2688261,2865914],[2703344,2869754],[2719199,2874170],[2732644,2877007],[2760458,2883667], [1355650,2104151,2484734],[1497176,2219534,2563184],[1503428,2224244,2566355],[1596414,2297736,2614361],[1600265,2299742,2615866],[1632647,2322315,2629388],[1692406,2366205,2656851],[1698658,2370915,2660022],[1725198,2390263,2671552],[1756529,2410358,2682743],[1760380,2412364,2684248],[1788241,2431589,2695101],[1792092,2433595,2696606],[1824474,2456168,2710128],[1836151,2464965,2715910],[1850756,2087224,2614305],[1874932,2312646,2727841],[1880868,2491826,2729672],[1911469,2510789,2740045],[1921954,2517480,2743693],[1925805,2519486,2745198],[1928711,2521616,2746708],[1942800,2530884,2751236],[1946651,2532890,2752741],[1957557,2540553,2757344],[1994788,2403667,2767477],[2000313,2220322,2682687],[2029486,2245864,2695045],[2039607,2586971,2780532],[2041708,2588297,2781184],[2043127,2588570,2783156],[2045599,2590341,2782712],[2053662,2446499,2784970],[2059598,2598851,2786801],[2070083,2605542,2790449],[2073934,2607548,2791954],[2076840,2609678,2717211],[2108613,2314652,2727785],[2120290,2629832,2631171],[2127520,2498517,2804915],[2138238,2645376,2807599],[2148572,2646417,2810188],[2150805,2350633,2743637],[2152889,2648821,2811182],[2153054,2648360,2744567],[2153342,2648551,2812454],[2156656,2650654,2812460],[2164217,2524193,2814277],[2169742,2366993,2751180],[2179863,2663943,2818779],[2181964,2665269,2819431],[2183383,2665542,2757788],[2185855,2667313,2758625],[2209791,2551709,2825515],[2225543,2684242,2685293],[2233193,2570276,2830278],[2239880,2696070,2831737],[2243139,2697921,2832410],[2252343,2698633,2834454],[2252743,2698809,2834460],[2256651,2439570,2781128],[2256734,2439671,2700323],[2257165,2700619,2836275],[2267253,2448505,2784914],[2269408,2711638,2838286],[2278930,2710572,2711911],[2279742,2712679,2789942],[2281975,2461043,2790393],[2284059,2715083,2841869],[2284224,2714622,2791323],[2284512,2714813,2791948],[2306296,2615330,2845958],[2309555,2617181,2846631],[2317389,2729042,2729164],[2323885,2730924,2731815],[2330864,2500523,2804859],[2333019,2630898,2850862],[2336673,2740678,2851428],[2337073,2740854,2851434],[2337886,2738780,2807427],[2339977,2507874,2807543],[2348374,2743016,2853499],[2348502,2743017,2853529],[2352515,2352529,2744425],[2361009,2752205,2855850],[2364268,2754056,2856523],[2364433,2750123,2815065],[2372214,2752735,2753786],[2373472,2754768,2818271],[2377780,2538865,2819375],[2377863,2538966,2756458],[2378294,2756754,2820031],[2384424,2759737,2760247],[2397538,2672185,2862475],[2397938,2672361,2862481],[2398751,2765600,2825343],[2400842,2556987,2825459],[2407925,2768465,2768564],[2418918,2683712,2865517],[2422177,2685563,2866190],[2422342,2774514,2831066],[2424540,2574868,2831471],[2425260,2778024,2866577],[2425388,2778025,2866607],[2426097,2776328,2832175],[2436017,2779983,2868177],[2447083,2787434,2869951],[2447483,2787610,2869957],[2448296,2785536,2838114],[2450387,2595936,2838230],[2450470,2596037,2785762],[2451242,2786171,2786293],[2457738,2788053,2788944],[2458912,2789773,2840937],[2462925,2462939,2791181],[2468923,2793965,2794363],[2474107,2721753,2795529],[2479588,2618069,2845692],[2480308,2720895,2874959],[2480436,2720896,2874989],[2481145,2798453,2846396],[2485987,2623126,2799618],[2489490,2728407,2876045],[2489529,2729123,2800863],[2499101,2730305,2877204],[2499501,2730481,2877210],[2500314,2805481,2850690],[2502405,2636176,2850806],[2502488,2636277,2805707],[2504253,2637081,2851201],[2504950,2806537,2807047],[2505188,2808614,2878013],[2505899,2807258,2851762],[2519277,2746805,2812400],[2523835,2651840,2855584],[2524485,2652249,2813670],[2524555,2816271,2880458],[2524683,2816272,2880488],[2525392,2814575,2856288],[2527757,2527771,2814923],[2528451,2815265,2815364],[2542868,2667664,2821314],[2544288,2760206,2821663],[2548879,2762489,2822889],[2553366,2674523,2862248],[2554063,2824453,2824963],[2554301,2761814,2884211],[2555012,2825174,2862809],[2559253,2678948,2826088],[2561956,2767775,2884968],[2562356,2767951,2884974],[2564437,2682589,2827652],[2566452,2567940,2770714],[2569918,2686451,2865251],[2570568,2686860,2829671],[2570638,2769471,2885757],[2570766,2769472,2885787],[2571475,2830576,2865955],[2573840,2573854,2830924],[2575372,2690904,2866455],[2575948,2831571,2831969],[2581132,2778882,2833135],[2588170,2782990,2836059],[2592315,2703343,2869724],[2593012,2703666,2837224],[2593178,2593192,2837229],[2593250,2839301,2888135],[2593961,2837945,2870285],[2596554,2786252,2838469],[2607339,2716007,2843087],[2609513,2717017,2843313],[2610164,2793690,2843683],[2613351,2719375,2874176],[2614558,2795947,2844566],[2617473,2722138,2845394],[2618573,2722854,2874837],[2619149,2845792,2846190],[2623477,2726371,2847010],[2625830,2800338,2891320],[2625958,2800339,2891350],[2628068,2729525,2848236],[2629666,2630771,2802542],[2632555,2732643,2876977],[2633252,2732966,2849800],[2633418,2633432,2849805],[2633490,2801695,2891894],[2634201,2850521,2877538],[2637955,2807006,2851259],[2642546,2809289,2852485],[2647730,2812015,2854049],[2648679,2812668,2854770],[2652344,2747039,2880336],[2652706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] cell #4811 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1552164,2262783],[1638210,2326394],[1730182,2392799],[1830037,2460247],[1851074,2473627],[1885852,2494362],[1916453,2513325],[1971783,2548296],[2000631,2563957],[2029804,2580652],[2044591,2589507],[2064582,2601387],[2108931,2625082],[2113742,2627485],[2141212,2641963],[2151123,2647250],[2170060,2657624],[2184847,2666479],[2215449,2680401],[2254667,2699306],[2256969,2700454],[2267571,2705822],[2272382,2708225],[2282293,2713512],[2287964,2716908],[2331182,2735122],[2340295,2739137],[2352323,2744347],[2362120,2748894],[2374660,2754936],[2375796,2755441],[2378098,2756589],[2401160,2765957],[2420029,2773285],[2427996,2776496],[2428270,2776598],[2450705,2785893],[2459429,2789718],[2462733,2791103],[2483044,2798621],[2483318,2798723],[2502723,2805838],[2503639,2806132],[2507048,2807203],[2527291,2814743],[2527565,2814845],[2535873,2818195],[2552752,2824048],[2556161,2825119],[2573374,2830744],[2573648,2830846],[2574773,2831267],[2577792,2832099],[2591701,2836819],[2595110,2837890],[2617974,2845488],[2620993,2846320],[2631941,2849395],[2635350,2850466],[2637145,2851096],[2651745,2855380],[2654764,2856212],[2670289,2861186],[2674587,2862143],[2686356,2865047],[2689375,2865879],[2703407,2869619],[2719280,2874067],[2732707,2876872],[2760521,2883600], [1334902,2087216,2473423],[1355788,2104143,2484827],[1497314,2219526,2563277],[1498420,2220314,2563753],[1531278,2245856,2580448],[1600403,2299734,2615959],[1621879,2314644,2624878],[1671788,2350625,2647046],[1692544,2366197,2656944],[1693650,2366985,2657420],[1726234,2390255,2671916],[1747080,2403659,2679459],[1760518,2412356,2684341],[1792230,2433587,2696699],[1800870,2439562,2587346],[1801035,2439673,2439903],[1813706,2448497,2705618],[1831143,2461035,2713308],[1851731,2297738,2720654],[1871722,2312648,2726923],[1881904,2491818,2730036],[1895342,2500515,2734918],[1907337,2507866,2738933],[1912505,2510781,2740409],[1923873,2518032,2518218],[1925943,2519478,2745291],[1933351,2524185,2747952],[1946789,2532882,2752834],[1955429,2538857,2664318],[1955594,2538968,2539198],[1987365,2556979,2765753],[2001288,2410360,2769230],[2004473,2224314,2684545],[2011470,2570268,2772343],[2018757,2574860,2775025],[2030461,2431591,2777783],[2040643,2586963,2780896],[2050452,2446501,2784052],[2055466,2595928,2706583],[2055631,2596039,2596269],[2060634,2598843,2787165],[2072002,2606094,2606280],[2074072,2607540,2792047],[2093028,2617173,2796638],[2094891,2618061,2797150],[2117691,2322317,2730978],[2124310,2498519,2803997],[2129324,2636168,2735883],[2129489,2636279,2636509],[2130795,2637027,2806185],[2151780,2517482,2810916],[2153925,2648813,2811546],[2156794,2650646,2812553],[2159013,2651832,2746971],[2159898,2652251,2654722],[2166118,2655591,2655777],[2170717,2530886,2816030],[2173902,2370985,2753038],[2180899,2663935,2819143],[2197953,2672353,2823214],[2201118,2551711,2823735],[2202348,2674469,2824101],[2226126,2685555,2828761],[2227989,2686443,2771362],[2228874,2686862,2689333],[2235094,2690202,2690388],[2236309,2690869,2831321],[2251668,2697913,2834244],[2253531,2698801,2834756],[2257626,2588299,2835495],[2261965,2703289,2783247],[2262960,2703747,2705904],[2263345,2703834,2705913],[2276331,2456170,2788107],[2282950,2605544,2841603],[2285095,2715075,2842233],[2286135,2465035,2792251],[2288129,2609454,2717019],[2294143,2719367,2794290],[2297315,2615332,2844748],[2298128,2720841,2844801],[2301181,2722140,2726065],[2302725,2722819,2845542],[2321181,2730473,2848561],[2324346,2630900,2849082],[2325576,2732589,2803192],[2326571,2733047,2735204],[2326956,2733134,2735213],[2344624,2740846,2852810],[2347789,2645378,2853331],[2349019,2742962,2853697],[2352653,2648362,2854189],[2356437,2521686,2812757],[2357438,2747004,2812921],[2358105,2747236,2748839],[2358298,2747354,2749133],[2372797,2754048,2858357],[2375545,2663609,2755355],[2378755,2665271,2859608],[2379745,2540555,2820085],[2381765,2667445,2758695],[2386522,2760403,2821898],[2389533,2672266,2861574],[2390603,2761779,2861628],[2392976,2762742,2766039],[2393361,2762829,2766048],[2406765,2767943,2826413],[2409937,2683714,2864307],[2410750,2769417,2864360],[2413803,2566433,2770716],[2415347,2771395,2828922],[2416014,2771627,2773230],[2416207,2771745,2773524],[2431168,2696072,2867520],[2431981,2777970,2867573],[2435034,2694115,2779269],[2436578,2779948,2868314],[2440124,2590069,2836227],[2443289,2590343,2836329],[2444881,2783516,2784822],[2455034,2787602,2871333],[2458199,2711640,2871854],[2460424,2713594,2790176],[2460809,2713603,2790263],[2463063,2714624,2872712],[2466847,2609748,2843444],[2467748,2793661,2843834],[2470767,2794493,2843888],[2473388,2720959,2874350],[2473709,2721634,2795911],[2476205,2796195,2798668],[2476398,2796313,2798962],[2487983,2728409,2875915],[2488085,2800284,2847245],[2491096,2730386,2876303],[2492166,2801660,2876357],[2494539,2629474,2802623],[2494924,2636730,2802710],[2496899,2803461,2804767],[2510059,2740759,2878668],[2511129,2808579,2878722],[2513502,2739219,2809542],[2513887,2739228,2809629],[2517059,2646419,2853644],[2517872,2649828,2854715],[2520925,2746786,2812402],[2527895,2750125,2880944],[2530463,2752207,2881401],[2531276,2816217,2881454],[2534329,2660100,2817516],[2536540,2755386,2818427],[2536733,2755680,2818545],[2539419,2667041,2860340],[2542584,2667315,2860442],[2542938,2667645,2821316],[2543478,2821500,2860936],[2547704,2822585,2823932],[2548535,2762402,2823179],[2550723,2823417,2825367],[2558078,2825784,2863393],[2560659,2767856,2884865],[2561097,2826616,2863447],[2563718,2769535,2885148],[2564039,2682470,2828034],[2566535,2690042,2828318],[2566728,2684306,2828436],[2573978,2774516,2886243],[2580413,2778088,2886837],[2580734,2778763,2833517],[2583230,2776543,2833801],[2583423,2776837,2833919],[2586241,2698714,2868260],[2587311,2701733,2869092],[2589684,2782798,2836140],[2595008,2785538,2888402],[2596490,2601949,2840316],[2598121,2787515,2888790],[2599191,2839266,2888844],[2601564,2710214,2840229],[2603924,2790301,2841067],[2605121,2712681,2872167],[2605934,2716090,2873238],[2608987,2715988,2843089],[2610129,2793715,2843607],[2613748,2844403,2845422],[2614213,2795963,2844761],[2622667,2846847,2875665],[2623007,2625164,2800000],[2624843,2800402,2891283],[2626893,2732523,2847932],[2627724,2729438,2848526],[2629912,2735848,2848764],[2635248,2805483,2892161],[2640851,2738782,2878280],[2641371,2806016,2852181],[2642202,2809202,2852775],[2644390,2807451,2853013],[2647011,2743080,2879237],[2647332,2810546,2811896],[2650021,2812518,2854833],[2654326,2814656,2893714],[2655431,2660202,2857914],[2657385,2816335,2893997],[2657706,2750963,2857630],[2660395,2752799,2858032],[2663213,2754849,2882141],[2664283,2757868,2882973],[2666656,2757430,2860253],[2669783,2760119,2861070],[2670968,2822639,2861347],[2678293,2765602,2884478],[2678511,2766121,2863166],[2678861,2680640,2826378],[2682130,2771327,2863962],[2682595,2768694,2864320],[2688937,2830657,2896294],[2693719,2776409,2886554],[2694488,2831201,2867175],[2694953,2833569,2867533],[2699545,2834721,2835800],[2703223,2707633,2870704],[2705583,2838008,2897343],[2706548,2710652,2871536],[2708464,2786567,2871298],[2713273,2789836,2889359],[2716283,2792012,2873356],[2718940,2794255,2874001],[2725669,2798534,2891008],[2726387,2727693,2847205],[2729088,2803152,2876076],[2734883,2850584,2899049],[2736926,2738276,2878164],[2738898,2807321,2892449],[2739461,2852235,2878441],[2743545,2853657,2854483],[2746936,2750623,2881056],[2751088,2815494,2881414],[2760171,2821858,2883554],[2763746,2765096,2884362],[2765718,2825237,2895549],[2774990,2776069,2886488],[2783207,2786217,2888563],[2797115,2798194,2890942],[2806145,2806971,2892403],[2824061,2824887,2895503] ] cell #4812 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2413806],[2474202],[2486082],[2494489],[2520928],[2534332],[2542941],[2548956],[2559330],[2564532],[2566683],[2581227],[2589634],[2601514],[2608990],[2610135],[2614550],[2623469],[2628145],[2642623],[2647825],[2649976],[2658199],[2660350],[2666606],[2670974],[2678517],[2682932],[2695290],[2699966],[2708885],[2716238],[2739467],[2743882],[2751425], [1334903,2087219],[1355789,2104146],[1497315,2219529],[1498421,2220317],[1503431,2224315],[1531279,2245859],[1597494,2297739],[1600404,2299737],[1618970,2312649],[1621880,2314647],[1632790,2322318],[1671789,2350628],[1692545,2366200],[1693651,2366988],[1698661,2370986],[1726235,2390258],[1747081,2403662],[1757609,2410361],[1760519,2412359],[1789321,2431592],[1792231,2433590],[1800871,2439565],[1801038,2256737],[1810797,2446502],[1813707,2448500],[1824617,2456171],[1831144,2461038],[1836154,2465036],[1881905,2491821],[1892433,2498520],[1895343,2500518],[1907338,2507869],[1912506,2510784],[1923034,2517483],[1923874,2352510],[1925944,2519481],[1928714,2521687],[1933352,2524188],[1943880,2530887],[1946790,2532885],[1955430,2538860],[1955597,2377866],[1957700,2540556],[1977992,2551712],[1987366,2556982],[2011471,2570271],[2018758,2574863],[2040644,2586966],[2042788,2588300],[2043130,2590070],[2045742,2590344],[2055467,2595931],[2055634,2450473],[2060635,2598846],[2071163,2605545],[2072003,2462920],[2074073,2607543],[2076843,2609749],[2089528,2615333],[2093029,2617176],[2094892,2618064],[2119951,2630901],[2120293,2494925],[2129325,2636171],[2129492,2502491],[2130796,2637038],[2147421,2645379],[2149435,2646420],[2153127,2648363],[2153392,2649829],[2153926,2648816],[2156795,2650649],[2159014,2651835],[2159901,2524488],[2166119,2527752],[2180900,2663938],[2183044,2665272],[2183386,2667042],[2185998,2667316],[2197518,2672267],[2197954,2672356],[2202349,2674480],[2222626,2683715],[2225593,2566536],[2226127,2685558],[2227990,2686446],[2228877,2570571],[2235095,2573835],[2236308,2690875],[2248168,2696073],[2251669,2697916],[2253096,2698715],[2253532,2698804],[2257203,2701732],[2261966,2703300],[2262910,2593107],[2263346,2593173],[2278591,2711641],[2278933,2601950],[2280605,2712682],[2284297,2714625],[2284562,2716091],[2285096,2715078],[2288132,2609516],[2294144,2719370],[2298129,2720852],[2298276,2720958],[2301184,2617476],[2302724,2722825],[2316094,2728410],[2317484,2626894],[2320746,2730387],[2321182,2730476],[2323923,2629911],[2325577,2732600],[2326521,2633347],[2326957,2633413],[2339537,2738783],[2344189,2740760],[2344625,2740849],[2349020,2742973],[2349167,2743079],[2357437,2747010],[2358106,2652690],[2358253,2652997],[2364506,2750126],[2369297,2752208],[2372264,2660203],[2372798,2754051],[2374225,2754850],[2375548,2664238],[2378332,2757867],[2381766,2667502],[2384519,2669784],[2386523,2760414],[2390602,2761785],[2392926,2674105],[2393362,2674171],[2400402,2765603],[2406330,2767857],[2406766,2767946],[2408002,2682129],[2410751,2769428],[2410898,2769534],[2415346,2771401],[2416015,2687301],[2416162,2687608],[2422415,2774517],[2427561,2776410],[2431982,2777981],[2432129,2778087],[2435037,2698216],[2436577,2779954],[2444880,2704209],[2449947,2785539],[2451337,2707634],[2454599,2787516],[2455035,2787605],[2457776,2710651],[2459577,2789835],[2460374,2714087],[2460810,2714153],[2467749,2793843],[2469000,2718939],[2470766,2794499],[2476206,2722176],[2476353,2722483],[2482609,2798535],[2488086,2800295],[2488233,2800401],[2489521,2729094],[2492165,2801666],[2496898,2733509],[2501965,2805484],[2505045,2738277],[2507196,2807320],[2511128,2808585],[2513452,2742598],[2513888,2742664],[2526856,2814657],[2528528,2750622],[2531277,2816228],[2531424,2816334],[2536541,2755794],[2536688,2756101],[2543477,2821627],[2544280,2760177],[2547705,2761040],[2550722,2762869],[2554158,2765097],[2556309,2825236],[2558079,2825966],[2561096,2826622],[2572939,2830658],[2576025,2776068],[2583231,2779305],[2583378,2779612],[2595258,2838007],[2596546,2786223],[2599190,2839272],[2603923,2790638],[2613747,2795001],[2619226,2798193],[2622666,2846974],[2635498,2850583],[2637947,2806977],[2641372,2807840],[2644389,2809669],[2675389,2824893],[2694487,2832607], [802781,1552165,2262786],[878915,1638211,2326397],[962177,1730183,2392802],[1057645,1830038,2460250],[1079687,1851075,2473630],[1116736,1885853,2494365],[1148448,1916454,2513328],[1205643,1971784,2548361],[1239042,2000632,2563960],[1271514,2029805,2580655],[1287087,2044592,2589510],[1308563,2064583,2601390],[1361905,2108932,2625085],[1368015,2113743,2627550],[1400873,2141213,2642028],[1412410,2151124,2647253],[1434272,2170061,2657627],[1449845,2184848,2666482],[1491894,2215450,2680466],[1542399,2254668,2699371],[1545139,2256970,2700457],[1558281,2267572,2705825],[1564391,2272383,2708290],[1575928,2282294,2713515],[1581821,2287965,2716911],[1644327,2331183,2735125],[1657122,2340296,2739140],[1674059,2352324,2744412],[1687124,2362121,2748959],[1702118,2374661,2754939],[1704771,2375797,2755506],[1707511,2378099,2756592],[1742443,2401161,2765960],[1771429,2420030,2773350],[1781279,2427997,2776499],[1783891,2428271,2776663],[1816477,2450706,2785896],[1827675,2459430,2789729],[1833414,2462734,2791168],[1864400,2483045,2798624],[1867012,2483319,2798788],[1898113,2502724,2805841],[1899978,2503640,2806388],[1903935,2507049,2807214],[1935838,2527292,2814746],[1938450,2527566,2814910],[1949837,2535872,2818201],[1980006,2552753,2824304],[1983963,2556162,2825130],[2013957,2573375,2830747],[2016569,2573649,2830911],[2018322,2574774,2831449],[2022429,2577791,2832105],[2048107,2591702,2837075],[2052064,2595111,2837901],[2094456,2617975,2845670],[2098563,2620992,2846326],[2121965,2631942,2849651],[2125922,2635351,2850477],[2130943,2637144,2851223],[2158578,2651746,2855562],[2162685,2654763,2856218],[2192866,2670290,2861313],[2202496,2674586,2862270],[2227554,2686357,2865229],[2231661,2689374,2865885],[2262113,2703406,2869746],[2293708,2719281,2874154],[2325724,2732706,2876999],[2386670,2760520,2883659] ] cell #4813 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [383178],[469069],[536459],[602922],[627881],[657588],[683130],[730176],[759051],[786521],[798513],[816228],[864724],[870432],[899605],[909543],[928480],[940472],[982149],[1029171],[1031500],[1034729],[1043454],[1049162],[1059100],[1126575],[1139233],[1151207],[1155958],[1168420],[1184841],[1187170],[1223538],[1253741],[1262919],[1266657],[1278274],[1284238],[1299348],[1316073],[1348965],[1352703],[1385910],[1388286],[1391763],[1408239],[1425677],[1429415],[1446996],[1475092],[1478569],[1512483],[1516221],[1518237],[1522201],[1551804],[1555281],[1560180],[1604799],[1608763],[1624852],[1637850],[1641327],[1646226],[1647986],[1680609],[1682308],[1684573],[1720706],[1733307],[1751919],[1764914],[1766613],[1768878],[1807341],[1808422],[1838053],[1846037],[1856385],[1868397],[1876456],[1888977],[1890058],[1931050],[1952884],[1962654],[1967473],[1976657],[1988654],[2009169],[2035115],[2068788],[2078786],[2086898],[2091717],[2102644],[2146086],[2178598],[2187786],[2195524],[2245538],[2250357],[2296104],[2342195],[2429957] ] cell #4814 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037907,2262931],[1121028,2326542],[1211224,2392947],[1312855,2460395],[1335488,2473680],[1373596,2494510],[1406454,2513473],[1465518,2548339],[1499006,2564010],[1531864,2580705],[1547980,2589655],[1569972,2601535],[1622465,2625135],[1628276,2627528],[1660748,2642006],[1672374,2647303],[1694236,2657677],[1710352,2666627],[1749891,2680444],[1798627,2699349],[1801456,2587797],[1814292,2705875],[1820103,2708268],[1831729,2713565],[1837889,2466444],[1895928,2735175],[1907923,2739190],[1923700,2648004],[1936162,2748937],[1951783,2536359],[1953186,2755484],[1956015,2664769],[1987951,2766010],[2014281,2773328],[2025365,2578278],[2025689,2776641],[2056052,2707034],[2067531,2603399],[2071829,2714266],[2101499,2621479],[2101823,2798766],[2129910,2736334],[2131352,2806261],[2136726,2639761],[2165621,2655250],[2165945,2749767],[2177439,2662076],[2202905,2824177],[2208279,2677203],[2234597,2689861],[2234921,2774158],[2236722,2691508],[2241705,2693135],[2262522,2783323],[2267896,2706023],[2303138,2723458],[2308121,2725085],[2326133,2803268],[2331507,2735323],[2334230,2737080],[2357851,2747643],[2362834,2749270],[2387079,2821974],[2395095,2763900],[2415760,2772034],[2420743,2773661],[2444640,2783836],[2471180,2794859],[2496658,2803781],[2546378,2822398], [840265,1595986,2614287],[859177,2104291,2622871],[987315,2219674,2682334],[988394,1756101,2682669],[992862,1761104,2684598],[1018995,1787813,2695027],[1080692,2091043,2720702],[1083607,2299882,2721498],[1102168,1869962,2726971],[1105083,1874504,2727767],[1115862,1884715,2731021],[1153819,1921526,2743619],[1173586,2366345,2750827],[1174665,1942372,2751162],[1179133,1947375,2753091],[1207123,2199340,2761663],[1228985,1990109,2766777],[1240047,1999528,2769278],[1242962,2004070,2770074],[1272519,2249683,2777831],[1275434,2433735,2778627],[1284074,2041280,2700158],[1293995,2048692,2784100],[1296910,2053234,2784896],[1307689,2063445,2788150],[1313934,2069655,2790375],[1318402,2074658,2792304],[1369495,2113131,2801544],[1380557,2122550,2804045],[1383472,2127092,2804841],[1396498,2137810,2807525],[1402353,2346011,2808463],[1413415,2354452,2810964],[1414287,1923858,2648288],[1416330,2519626,2811760],[1418768,2157380,2812810],[1424215,2159538,2813577],[1435277,2168957,2816078],[1438192,2173499,2816874],[1446832,2181536,2756293],[1448971,2183710,2820128],[1472657,2200288,2823783],[1483304,2209363,2825441],[1511021,2228514,2829578],[1518835,2236795,2831377],[1543879,2441511,2835061],[1544712,1801051,2587724],[1545341,2260139,2590054],[1546144,2442459,2835543],[1549079,2260463,2836372],[1560016,2268980,2785597],[1565871,2271771,2839150],[1576933,2281190,2841651],[1577805,2071987,2714550],[1579848,2285732,2842447],[1582286,2288550,2609733],[1598937,2298685,2844877],[1603034,2300821,2845301],[1605397,2303211,2845598],[1635415,2323516,2849130],[1646062,2332591,2805542],[1647810,2333946,2851130],[1667887,2346959,2853379],[1670322,2349576,2853773],[1673799,2354950,2649794],[1674641,2518429,2811582],[1675539,2520565,2854367],[1678534,2356034,2855037],[1681207,2357924,2812977],[1689515,2166103,2750051],[1706251,2375185,2859174],[1707084,1955610,2664696],[1707713,2381268,2667026],[1708516,2541754,2859656],[1711451,2381592,2667138],[1727044,2391016,2764437],[1727642,2391089,2861684],[1733131,2394811,2862177],[1759052,2411307,2864436],[1763149,2413443,2864860],[1765512,2415833,2828978],[1773820,2235079,2774442],[1775332,2423031,2691454],[1790764,2432538,2867649],[1794861,2434674,2868073],[1796626,2436991,2698390],[1797224,2437064,2868370],[1800590,2441974,2701719],[1807165,2444356,2836671],[1809020,2263330,2784776],[1816050,2055647,2706961],[1816679,2277854,2601934],[1827242,2457369,2871902],[1829677,2459986,2712196],[1833154,2465360,2716056],[1833996,2606491,2842269],[1834894,2608627,2872890],[1846635,2471253,2843944],[1852389,2474381,2874384],[1852565,2474665,2797673],[1858453,2478079,2723404],[1876376,2488642,2847321],[1882714,2492579,2804318],[1883312,2492652,2876413],[1888801,2496374,2849247],[1890656,2326941,2804721],[1897686,2129505,2736261],[1898315,2119214,2494909],[1906977,2507605,2737962],[1913315,2511542,2737617],[1913913,2511615,2878778],[1919402,2515337,2879271],[1919578,2515621,2742832],[1929891,2522326,2747589],[1930874,2358071,2813897],[1931620,2159914,2748821],[1938190,2371310,2660168],[1939032,2655988,2858393],[1945323,2531833,2881530],[1949420,2533969,2881954],[1951185,2536286,2754525],[1955149,2541269,2757854],[1960091,2381750,2667196],[1967297,2546094,2860970],[1973427,2549148,2764383],[1977255,2393346,2764840],[1987005,2556718,2764782],[1995594,2561510,2826982],[1996192,2561583,2863503],[2001946,2564711,2885182],[2002122,2564995,2829796],[2005942,2225385,2413819],[2008010,2568409,2771980],[2008993,2415980,2829898],[2009739,2228890,2773212],[2016309,2224639,2566501],[2017151,2690599,2828797],[2024767,2578205,2775812],[2031119,2581406,2886871],[2031295,2581690,2775548],[2037183,2585104,2698336],[2047127,2451901,2707309],[2048207,2444867,2705526],[2048294,2263253,2594856],[2055106,2595667,2784718],[2055186,2456884,2710638],[2061444,2599604,2784373],[2062042,2599677,2888900],[2067707,2603683,2789588],[2069386,2460794,2712254],[2076416,2288145,2609177],[2078082,2610768,2843802],[2083065,2612395,2794805],[2091541,2476171,2797775],[2092287,2301197,2724636],[2100901,2621406,2797937],[2104613,2314326,2487831],[2109256,2625283,2875699],[2109432,2625567,2847745],[2115386,2628337,2804264],[2118616,2323118,2494832],[2120985,2318048,2626569],[2122065,2496885,2734826],[2122152,2326864,2635096],[2128964,2635907,2804663],[2129044,2323031,2629898],[2132083,2506794,2737344],[2136902,2640045,2806855],[2142856,2642815,2737563],[2146684,2513872,2738020],[2156434,2355696,2520941],[2158083,2529025,2750375],[2159168,2358555,2654523],[2165023,2655177,2814059],[2171375,2658378,2894031],[2171551,2658662,2813795],[2175371,2372056,2534345],[2178422,2536506,2754363],[2179168,2375561,2662030],[2186580,2542954,2542998],[2187559,2668587,2821839],[2191098,2386268,2668851],[2194820,2547380,2823900],[2199803,2550709,2765661],[2199890,2393269,2678141],[2203636,2555907,2764164],[2208455,2677487,2824771],[2211180,2679150,2863361],[2211884,2405124,2560856],[2216163,2680777,2826928],[2219996,2409785,2412038],[2224815,2413073,2566985],[2227059,2408499,2681882],[2228144,2416464,2689134],[2233999,2689788,2830060],[2237426,2577551,2775330],[2250181,2583196,2775650],[2250927,2435050,2692686],[2259541,2442061,2589977],[2261284,2596984,2707497],[2268072,2706307,2837542],[2274026,2709077,2784319],[2277256,2456971,2601857],[2280705,2603910,2713216],[2280792,2460717,2604969],[2287604,2466106,2609003],[2289178,2467612,2610714],[2292502,2470526,2718201],[2295877,2613500,2796855],[2297163,2299416,2300204],[2300451,2476655,2725866],[2303842,2620752,2797455],[2310787,2726707,2847186],[2311014,2486772,2624786],[2318752,2491293,2493283],[2324895,2489959,2626757],[2331683,2735607,2850118],[2334457,2639264,2738140],[2341491,2641047,2805984],[2346474,2644376,2738841],[2346561,2513795,2640699],[2350307,2516907,2519948],[2355126,2520195,2650278],[2366667,2530311,2532564],[2371486,2533599,2660652],[2374815,2536990,2663410],[2380670,2541356,2666949],[2385209,2545597,2669647],[2388396,2547326,2547568],[2389730,2391720,2392431],[2395322,2676706,2764960],[2401800,2557942,2679096],[2408726,2563661,2565222],[2429730,2694240,2774730],[2431016,2433269,2434057],[2434304,2583680,2693916],[2437695,2586438,2589139],[2452605,2598318,2600308],[2465536,2608257,2716540],[2473331,2474892,2475524],[2508922,2640993,2641235],[2510256,2512246,2512957],[2515848,2646954,2649147],[2529252,2657328,2658889],[2580356,2581917,2582549] ] cell #4815 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037912,2262927],[1121033,2326538],[1211229,2392943],[1312860,2460391],[1335493,2473676],[1373601,2494506],[1406459,2513469],[1465523,2548316],[1499011,2564006],[1531869,2580701],[1547985,2589651],[1569977,2601531],[1622470,2625131],[1628281,2627505],[1660753,2641983],[1672379,2647299],[1694241,2657673],[1710357,2666623],[1749896,2680421],[1798632,2699326],[1801461,2587795],[1814297,2705871],[1820108,2708245],[1831734,2713561],[1837894,2466442],[1895933,2735171],[1907928,2739186],[1923705,2647981],[1936167,2748914],[1951788,2536357],[1953191,2755461],[1956020,2664767],[1987956,2766006],[2014286,2773305],[2025370,2578276],[2025694,2776618],[2056057,2707032],[2067640,2603376],[2071834,2714243],[2101504,2621477],[2101828,2798743],[2129915,2736332],[2131357,2806238],[2136835,2639738],[2165626,2655248],[2165950,2749744],[2177533,2662060],[2202910,2824154],[2208388,2677180],[2234602,2689859],[2234926,2774135],[2236776,2690978],[2241799,2693119],[2262527,2783300],[2268005,2706000],[2303192,2722928],[2308215,2725069],[2326138,2803245],[2331616,2735300],[2334274,2736662],[2357905,2747113],[2362928,2749254],[2387084,2821951],[2395139,2763482],[2415814,2771504],[2420837,2773645],[2444684,2783418],[2471234,2794602],[2496702,2803363],[2546422,2822198], [840270,1595984,2614271],[859182,2104287,2726439],[987320,2219670,2768746],[988399,1756099,2682653],[1019000,1787811,2695011],[1083612,2299878,2796015],[1105088,1874502,2727751],[1153824,1921524,2743603],[1173591,2366341,2815546],[1174670,1942370,2751146],[1207128,2199338,2823319],[1228990,1990107,2766407],[1242967,2004068,2770058],[1243306,1761109,2684594],[1275439,2433731,2833621],[1284079,2041278,2700142],[1296915,2053232,2784880],[1313939,2069653,2790359],[1336410,2091048,2796072],[1358402,1869967,2726496],[1369500,2113129,2801174],[1372497,1884720,2730998],[1383477,2127090,2804825],[1396503,2137808,2807509],[1402358,2346009,2852915],[1414292,2152624,2648332],[1416335,2519622,2854535],[1424220,2159536,2813207],[1438197,2173497,2816858],[1438536,1947380,2753087],[1446837,2181534,2756277],[1483309,2209361,2825425],[1499928,1999533,2768803],[1511026,2228512,2829208],[1518840,2236793,2831361],[1532786,2249688,2833678],[1543884,2441509,2868994],[1544720,2041445,2587778],[1554778,2048697,2783625],[1560021,2268978,2785581],[1565876,2271769,2838780],[1568873,2063450,2788127],[1577810,2283794,2714594],[1579853,2285730,2842431],[1580192,2074663,2792300],[1603039,2300819,2845101],[1605402,2303209,2845582],[1640824,2122555,2803570],[1646067,2332589,2805526],[1647919,2333923,2851136],[1673296,2354457,2854592],[1675544,2520563,2879935],[1678539,2356032,2855021],[1678878,2157385,2812806],[1681212,2357922,2812961],[1689520,2364003,2750095],[1695158,2168962,2815603],[1706256,2375183,2858804],[1707092,2181701,2664750],[1709253,2183715,2820105],[1727647,2391087,2861668],[1731690,2200293,2823526],[1733240,2394788,2862183],[1763154,2413441,2864660],[1765517,2415831,2828962],[1773825,2421912,2774486],[1775426,2423015,2690936],[1794866,2434672,2867873],[1797229,2437062,2868354],[1801590,2260144,2702217],[1802378,2442464,2869201],[1805397,2260468,2836349],[1807274,2444333,2836677],[1809025,2445365,2785508],[1816058,2269145,2707015],[1832651,2281195,2841176],[1834899,2608625,2890057],[1838233,2288555,2793461],[1846640,2471251,2843928],[1852498,2474358,2874390],[1853215,2298690,2844854],[1858547,2478063,2722886],[1883317,2492650,2876397],[1887360,2323521,2848873],[1888910,2496351,2849253],[1890661,2497383,2805453],[1897694,2332756,2736315],[1913918,2511613,2878762],[1917961,2346964,2853122],[1919511,2515314,2879277],[1920228,2349581,2853750],[1923521,2355059,2745673],[1924324,2518434,2879688],[1929985,2522310,2747071],[1930983,2522800,2814443],[1931628,2358667,2749699],[1949425,2533967,2881754],[1956149,2381273,2758352],[1956937,2541759,2883082],[1959956,2381597,2820935],[1960096,2542438,2667285],[1967406,2546071,2860976],[1973521,2549132,2761846],[1973673,2391070,2761888],[1977260,2551207,2765572],[1996197,2561581,2863487],[2002055,2564688,2885188],[2002772,2411312,2864413],[2008104,2568393,2771462],[2009102,2568883,2830444],[2009747,2416576,2774090],[2031228,2581383,2886877],[2031945,2432543,2867626],[2037277,2585088,2780015],[2037429,2437045,2780057],[2041104,2442068,2782198],[2048301,2591744,2705510],[2048398,2445348,2594910],[2056186,2277859,2711136],[2062047,2599675,2888884],[2066090,2457374,2871645],[2068357,2459991,2840851],[2069391,2604408,2712651],[2071650,2465469,2792429],[2072453,2606496,2889810],[2076424,2466609,2609281],[2078136,2610238,2843808],[2083159,2612379,2794560],[2088934,2474709,2795647],[2091650,2616341,2798321],[2092295,2476767,2725514],[2109365,2625260,2875705],[2110082,2488647,2847298],[2115480,2628321,2801727],[2115632,2492633,2801769],[2119219,2130044,2630396],[2122159,2631984,2734810],[2122256,2497366,2635150],[2137552,2507610,2851547],[2142950,2642799,2808646],[2143102,2511596,2808688],[2146689,2644874,2738752],[2148841,2515665,2810282],[2159257,2523151,2654567],[2165766,2371419,2753216],[2166569,2655993,2894353],[2171484,2658355,2894037],[2172201,2531838,2881507],[2177685,2536340,2818304],[2178531,2662550,2754636],[2179176,2537102,2662505],[2181360,2541363,2820445],[2187603,2668169,2821823],[2194874,2671077,2823906],[2199897,2673218,2765645],[2199994,2551190,2678195],[2209105,2556723,2862594],[2211234,2678620,2863367],[2216257,2680761,2826683],[2216409,2561564,2826725],[2222032,2565039,2827770],[2224748,2234742,2684723],[2225393,2225465,2567097],[2228233,2569234,2689178],[2235545,2690604,2885504],[2241951,2578259,2832208],[2247574,2581734,2833253],[2250290,2697081,2776196],[2250935,2583792,2693564],[2261765,2451955,2786326],[2268722,2595672,2870070],[2268804,2456978,2788467],[2274120,2709061,2839333],[2274272,2599658,2839375],[2280011,2603727,2840969],[2280799,2712724,2713200],[2280896,2604391,2605023],[2289162,2610181,2610196],[2295921,2720020,2796839],[2297217,2475373,2476005],[2300540,2616692,2725910],[2308367,2621460,2846429],[2310831,2726289,2847170],[2311495,2487253,2487885],[2315500,2625611,2847545],[2318102,2325376,2729197],[2323125,2332415,2731338],[2323222,2323277,2630379],[2332333,2635912,2877323],[2334938,2506848,2807080],[2338943,2640089,2851794],[2341545,2739570,2805990],[2346568,2738825,2741711],[2346665,2640753,2644857],[2355704,2355776,2650390],[2357241,2529069,2815396],[2363080,2655231,2856321],[2368703,2658706,2857366],[2372064,2372136,2660764],[2374904,2662901,2663454],[2382216,2543006,2759097],[2385690,2386322,2760280],[2388380,2671020,2671035],[2389774,2549973,2550526],[2395803,2555961,2824996],[2399808,2677531,2862841],[2401784,2678563,2678578],[2402625,2560347,2560900],[2408543,2415150,2768596],[2409207,2409839,2565703],[2413162,2413212,2685074],[2420989,2689842,2865988],[2423856,2577595,2832001],[2429774,2774714,2777149],[2431070,2582398,2583030],[2434393,2693960,2697432],[2442165,2442220,2702200],[2443843,2596968,2786269],[2449353,2706351,2870317],[2457075,2457130,2711119],[2466114,2466186,2716652],[2470017,2470570,2794395],[2473315,2615375,2615851],[2478904,2620796,2846222],[2484719,2624294,2624770],[2489943,2495861,2729140],[2490784,2491337,2629162],[2501371,2735651,2877570],[2503682,2639248,2807023],[2508906,2739513,2739528],[2510300,2643640,2644193],[2516329,2516961,2649628],[2520284,2520334,2746024],[2529733,2530365,2659370],[2533688,2533738,2753567],[2541460,2541515,2758335],[2545105,2545581,2760223],[2552795,2676690,2824939],[2563169,2563645,2683757],[2580340,2696115,2696591],[2585929,2586482,2701536],[2597809,2598362,2709902],[2608346,2608396,2792780],[2646462,2646938,2745183],[2656836,2657312,2752250] ] cell #4816 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037913,2262788],[1121034,2326399],[1211230,2392804],[1312861,2460252],[1335494,2473632],[1373602,2494367],[1406460,2513330],[1465524,2548337],[1499012,2563962],[1531870,2580657],[1547986,2589512],[1569978,2601392],[1622471,2625087],[1628282,2627526],[1660754,2642004],[1672380,2647255],[1694242,2657629],[1710358,2666484],[1749897,2680442],[1798633,2699347],[1801462,2587793],[1814298,2705827],[1820109,2708266],[1831735,2713517],[1837895,2466440],[1895934,2735127],[1907929,2739142],[1923706,2648002],[1936168,2748935],[1951789,2536355],[1953192,2755482],[1956021,2664765],[1987957,2765962],[2014287,2773326],[2025371,2578274],[2025695,2776639],[2056058,2707030],[2067641,2603397],[2071835,2714264],[2101505,2621475],[2101829,2798764],[2129916,2736330],[2131358,2806259],[2136836,2639759],[2165627,2655246],[2165951,2749765],[2177535,2662078],[2202911,2824175],[2208389,2677201],[2234603,2689857],[2234927,2774156],[2236777,2691506],[2241801,2693137],[2262528,2783321],[2268006,2706021],[2303193,2723456],[2308217,2725087],[2326139,2803266],[2331617,2735321],[2334276,2737082],[2357906,2747641],[2362930,2749272],[2387085,2821972],[2395141,2763902],[2415815,2772032],[2420839,2773663],[2444686,2783838],[2471235,2794857],[2496704,2803783],[2546424,2822400], [840271,1595982,2614289],[859183,2104148,2622873],[987321,2219531,2682336],[988400,1756097,2682671],[992856,1761110,2684550],[1019001,1787809,2695029],[1080686,2091049,2720700],[1083613,2299739,2721500],[1102162,1869968,2726969],[1105089,1874500,2727769],[1115856,1884721,2731019],[1153825,1921522,2743621],[1173592,2366202,2750829],[1174671,1942368,2751164],[1179127,1947381,2753043],[1207129,2199336,2761665],[1228991,1990105,2766779],[1240041,1999534,2769276],[1242968,2004066,2770076],[1272513,2249689,2777829],[1275440,2433592,2778629],[1284080,2041276,2700160],[1293989,2048698,2784098],[1296916,2053230,2784898],[1307683,2063451,2788148],[1313940,2069651,2790377],[1318396,2074664,2792256],[1369501,2113127,2801546],[1380551,2122556,2804043],[1383478,2127088,2804843],[1396504,2137806,2807527],[1402359,2346007,2808465],[1413409,2354458,2810962],[1414293,1923789,2648334],[1416336,2519483,2811762],[1418762,2157386,2812762],[1424221,2159534,2813579],[1435271,2168963,2816076],[1438198,2173495,2816876],[1446838,2181532,2756295],[1448965,2183716,2820126],[1472651,2200294,2823781],[1483310,2209359,2825443],[1511027,2228510,2829580],[1518841,2236791,2831379],[1543885,2441507,2835063],[1544721,1800978,2587779],[1545335,2260145,2589985],[1546138,2442465,2835541],[1549073,2260469,2836370],[1560022,2268976,2785599],[1565877,2271767,2839152],[1576927,2281196,2841649],[1577811,2071918,2714596],[1579854,2285728,2842449],[1582280,2288556,2717386],[1598931,2298691,2844875],[1603040,2300817,2845303],[1605403,2303207,2845600],[1635409,2323522,2849128],[1646068,2332587,2805544],[1647920,2333944,2851137],[1667881,2346965,2853377],[1670316,2349582,2853771],[1673796,2355060,2649792],[1674635,2518435,2854395],[1675545,2520561,2854369],[1678540,2356030,2855039],[1681213,2357920,2812979],[1689521,2166034,2750097],[1706257,2375181,2859176],[1707093,1955537,2664751],[1707707,2381274,2666957],[1708510,2541760,2859654],[1711445,2381598,2758499],[1727041,2391071,2764435],[1727648,2391085,2861686],[1733241,2394809,2862184],[1759046,2411313,2864434],[1763155,2413439,2864862],[1765518,2415829,2828980],[1773826,2235010,2774488],[1775428,2423033,2691456],[1790758,2432544,2867647],[1794867,2434670,2868075],[1796623,2437046,2698388],[1797230,2437060,2868372],[1800591,2442070,2701721],[1807275,2444354,2836678],[1809026,2263261,2785510],[1816059,2055574,2707016],[1816673,2277860,2601865],[1827236,2457375,2871900],[1829671,2459992,2789616],[1833151,2465470,2716054],[1833990,2606497,2872918],[1834900,2608623,2872892],[1846641,2471249,2843946],[1852499,2474379,2874391],[1852566,2474711,2797675],[1858549,2478081,2723406],[1876370,2488648,2847319],[1882711,2492634,2804316],[1883318,2492648,2876415],[1888911,2496372,2849254],[1890662,2326872,2805455],[1897695,2129432,2736316],[1898309,2119220,2494840],[1906971,2507611,2806883],[1913312,2511597,2737615],[1913919,2511611,2878780],[1919512,2515335,2879278],[1919579,2515667,2742834],[1929987,2522328,2747591],[1930984,2358069,2814444],[1931629,2159841,2749700],[1938187,2371420,2660166],[1939026,2655994,2881982],[1945317,2531839,2881528],[1949426,2533965,2881956],[1951182,2536341,2754523],[1955150,2541365,2757856],[1960097,2381681,2667287],[1967407,2546092,2860977],[1973523,2549150,2764385],[1977261,2393277,2765574],[1986999,2556724,2824799],[1995591,2561565,2826980],[1996198,2561579,2863505],[2002056,2564709,2885189],[2002123,2565041,2829798],[2005936,2225394,2413746],[2008106,2568411,2771982],[2009103,2415978,2830445],[2009748,2228817,2774091],[2016306,2224749,2566499],[2017145,2690605,2864888],[2024764,2578260,2775810],[2031229,2581404,2886878],[2031296,2581736,2775550],[2037279,2585106,2698338],[2047124,2451956,2707307],[2048303,2444869,2705528],[2048399,2263250,2594911],[2055100,2595673,2837570],[2055187,2456980,2710640],[2061441,2599659,2784371],[2062048,2599673,2888902],[2067708,2603729,2789590],[2069392,2460725,2712653],[2076425,2288072,2609282],[2078137,2610766,2843809],[2083161,2612397,2794807],[2091651,2476169,2798322],[2092296,2301124,2725515],[2100898,2621461,2797935],[2104610,2314323,2487886],[2109366,2625281,2875706],[2109433,2625613,2847747],[2115482,2628339,2804266],[2118613,2323223,2494829],[2120982,2318103,2626567],[2122161,2496887,2734828],[2122257,2326861,2635151],[2128958,2635913,2850146],[2129045,2323127,2629900],[2132080,2506849,2737342],[2136903,2640091,2806857],[2142952,2642817,2737565],[2146690,2513803,2738754],[2156428,2355705,2520868],[2158084,2529071,2750377],[2159259,2358556,2654569],[2165020,2655232,2814057],[2171485,2658376,2894038],[2171552,2658708,2813797],[2175365,2372065,2534272],[2178532,2536504,2754637],[2179177,2375488,2662506],[2186574,2543007,2667869],[2187605,2668589,2821841],[2191095,2386323,2668849],[2194875,2547378,2823907],[2199899,2550711,2765663],[2199995,2393266,2678196],[2203633,2555962,2764162],[2208456,2677533,2824773],[2211235,2679148,2863368],[2211885,2405125,2560902],[2216259,2680779,2826930],[2219993,2409840,2412035],[2224816,2413164,2566986],[2227060,2408545,2681884],[2228235,2416465,2689180],[2233996,2689843,2830058],[2237427,2577597,2775332],[2250291,2583194,2776197],[2250936,2434977,2693565],[2259538,2442166,2589974],[2261286,2596986,2707499],[2268073,2706353,2837544],[2274122,2709079,2784321],[2277253,2457076,2601854],[2280801,2603912,2713218],[2280897,2460714,2605024],[2287598,2466115,2608930],[2289180,2467614,2610716],[2292503,2470572,2718203],[2295923,2613502,2796857],[2297218,2299413,2300201],[2300542,2476656,2725912],[2303843,2620798,2797457],[2310833,2726709,2847188],[2311016,2486774,2624788],[2318753,2491339,2493284],[2324897,2489961,2626759],[2331684,2735653,2850120],[2334459,2639266,2738142],[2341546,2641045,2805991],[2346570,2644378,2738843],[2346666,2513792,2640754],[2350304,2516962,2519945],[2355127,2520286,2650279],[2366664,2530366,2532561],[2371487,2533690,2660653],[2374906,2536991,2663456],[2380667,2541461,2666946],[2385211,2545599,2669649],[2388398,2547328,2547570],[2389776,2391721,2392432],[2395324,2676708,2764962],[2401802,2557944,2679098],[2408728,2563663,2565224],[2429776,2694242,2774732],[2431071,2433266,2434054],[2434395,2583681,2693962],[2437696,2586484,2589140],[2452606,2598364,2600309],[2465537,2608348,2716541],[2473333,2474894,2475526],[2508924,2640995,2641237],[2510302,2512247,2512958],[2515850,2646956,2649149],[2529254,2657330,2658891],[2580358,2581919,2582551] ] cell #4817 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037769,1808310],[1120890,1889946],[1211086,1976545],[1312717,2068676],[1335424,2087639],[1373458,2118504],[1406316,2145974],[1465588,2195841],[1498942,2220737],[1531800,2246279],[1547842,2259429],[1569834,2277144],[1622401,2315067],[1628346,2319069],[1660818,2342512],[1672310,2351048],[1694172,2367408],[1710214,2380558],[1749961,2405441],[1798697,2438012],[1801392,2439985],[1814228,2448920],[1820173,2452922],[1831665,2461458],[1837751,2466505],[1895864,2500938],[1907859,2508289],[1923770,2517928],[1936232,2525967],[1950751,2536420],[1953256,2537307],[1955951,2539280],[1987887,2557402],[2014351,2572050],[2023343,2578339],[2025759,2578515],[2055988,2596351],[2066687,2603379],[2071899,2605990],[2099477,2621540],[2101893,2621716],[2129846,2636591],[2131422,2637217],[2134952,2639741],[2163599,2655311],[2166015,2655487],[2176649,2662057],[2202975,2674659],[2206505,2677183],[2232575,2689922],[2234991,2690098],[2236674,2690981],[2240053,2693116],[2262592,2703479],[2266122,2706003],[2303090,2722931],[2306469,2725066],[2326203,2732779],[2329733,2735303],[2334183,2736659],[2357803,2747116],[2361182,2749251],[2387149,2760593],[2395048,2763479],[2415712,2771507],[2419091,2773642],[2444593,2783415],[2471132,2794605],[2496611,2803360],[2546331,2822195], [859039,1616483,2484856],[987177,1755122,2563306],[1079411,1596047,2296814],[1083469,1854574,2615988],[1173448,1941393,2656973],[1205997,1972948,2672973],[1238766,1756162,2409436],[1242824,2004131,2565932],[1243309,1761040,2412779],[1271238,1787874,2430667],[1275296,2033304,2696728],[1335284,1851885,2616059],[1361629,1874565,2487482],[1368369,2114907,2627197],[1372354,1884785,2493600],[1401227,2142377,2741466],[1412134,1921587,2516558],[1416192,2154623,2745320],[1433996,1942433,2529962],[1438054,2173560,2659599],[1438539,1947311,2533305],[1492248,1991885,2558382],[1498802,2001442,2563377],[1531660,2030615,2696799],[1542753,2255832,2781953],[1544863,2041341,2587375],[1558005,2053295,2594507],[1564745,2273547,2707937],[1568730,2063515,2600625],[1575652,2069716,2604620],[1579710,2285793,2715487],[1580195,2074594,2607963],[1622261,1871876,2484927],[1644051,2127153,2634747],[1656846,2137871,2640350],[1672170,2151934,2745391],[1674339,2152687,2518220],[1674413,2353488,2812200],[1678396,2356095,2746285],[1678881,2157316,2651069],[1687478,2161314,2652049],[1694032,2170871,2657044],[1705125,2376961,2755153],[1707235,2181597,2664347],[1709110,2183780,2665717],[1742167,2209424,2677792],[1771783,2230290,2686660],[1778128,2236856,2691020],[1784245,2435588,2779067],[1796192,2437125,2780099],[1801034,2041510,2439902],[1801252,2257780,2782406],[1801593,2258117,2702280],[1805254,2260533,2702456],[1814088,2050606,2591952],[1816201,2269041,2706612],[1831525,2283104,2712932],[1833694,2283857,2606282],[1833768,2463898,2842887],[1838236,2288486,2717331],[1861249,2303272,2722970],[1867366,2301735,2721938],[1895724,2124464,2632192],[1897837,2332652,2735912],[1901147,2333926,2736639],[1903804,2511676,2808730],[1907719,2347943,2741919],[1918558,2515317,2810259],[1919243,2349646,2743152],[1923469,2353176,2745676],[1924255,2352804,2811293],[1932687,2357985,2747155],[1938730,2364066,2655779],[1938804,2534883,2817314],[1955593,2181766,2539197],[1955811,2378909,2820653],[1956152,2379246,2758415],[1959813,2381662,2758591],[1981175,2394791,2763459],[1983832,2391150,2761930],[1987747,2201272,2673426],[2010806,2415894,2771546],[2016849,2421975,2690390],[2016923,2414357,2770514],[2019817,2423012,2774784],[2021676,2581386,2833230],[2022361,2432608,2778160],[2036393,2585085,2834515],[2036534,2436943,2780060],[2041058,2440322,2782195],[2049276,2444336,2783395],[2050943,2445428,2705915],[2051933,2599738,2839417],[2055630,2269210,2596268],[2055848,2458353,2788675],[2056189,2458690,2711199],[2067372,2460056,2789908],[2071598,2463586,2792432],[2072384,2463214,2841980],[2084871,2471314,2794644],[2095951,2478060,2796909],[2097810,2474361,2795624],[2098495,2298755,2721031],[2123134,2496354,2803340],[2124801,2497446,2735215],[2125791,2492713,2801811],[2129488,2332821,2636508],[2129706,2324500,2731546],[2130047,2324837,2630459],[2134023,2642796,2852569],[2134164,2511494,2808691],[2135637,2507675,2807393],[2148020,2515574,2810279],[2159897,2358732,2654721],[2160073,2522307,2813031],[2161002,2522803,2748849],[2161932,2658358,2857343],[2162617,2531903,2816407],[2165714,2534571,2753219],[2166500,2528046,2856634],[2176790,2536238,2818307],[2181314,2539617,2820442],[2186278,2542501,2667447],[2193105,2546074,2822175],[2201609,2551270,2766050],[2205576,2549129,2822973],[2205717,2390968,2761891],[2207190,2556788,2825309],[2217969,2561644,2826767],[2228873,2416641,2689332],[2229049,2568390,2829032],[2229978,2568886,2773240],[2230908,2564691,2827747],[2231593,2411377,2769607],[2234690,2414045,2684726],[2235476,2574129,2866301],[2239328,2581643,2833250],[2240194,2578157,2832211],[2261663,2597361,2786329],[2262959,2445246,2705903],[2264331,2591741,2784830],[2265193,2709058,2871092],[2265334,2599556,2839378],[2266807,2595737,2838080],[2268758,2602147,2788464],[2279190,2603636,2840966],[2283441,2604471,2713605],[2288128,2466674,2609453],[2289555,2610241,2843844],[2294341,2612376,2844093],[2301180,2476832,2726064],[2301423,2616344,2798678],[2305744,2474618,2795644],[2306610,2621358,2846432],[2316333,2625263,2847522],[2317018,2488712,2800474],[2325274,2490336,2729200],[2326570,2497264,2735203],[2327942,2631981,2804775],[2328804,2628318,2848320],[2328945,2492531,2801772],[2330418,2635977,2850656],[2332369,2495122,2731335],[2334836,2639641,2807083],[2337334,2639998,2851791],[2348280,2644937,2739230],[2353861,2520924,2650455],[2357150,2656717,2815393],[2358300,2523060,2749135],[2360457,2658615,2857363],[2361323,2655129,2856324],[2375544,2537167,2663608],[2376649,2662553,2755396],[2382147,2542937,2667796],[2383037,2668166,2860944],[2385588,2545974,2760283],[2388773,2671080,2823942],[2392975,2551088,2766038],[2393559,2673215,2825375],[2395701,2677083,2824999],[2398199,2677440,2862838],[2402177,2678623,2863403],[2406963,2680758,2863652],[2407104,2561462,2826728],[2413802,2414730,2567162],[2415059,2563050,2768593],[2416209,2569143,2773526],[2418366,2564948,2827767],[2419232,2689740,2865991],[2423765,2693000,2831998],[2435033,2583857,2694114],[2435276,2697084,2776553],[2440463,2589683,2702098],[2443840,2707431,2786266],[2447744,2706260,2870314],[2460423,2604289,2713593],[2461795,2712721,2790309],[2464271,2608986,2716717],[2467546,2610178,2717655],[2469926,2612260,2794392],[2472720,2720017,2845430],[2473708,2475271,2616244],[2476400,2616601,2798964],[2478813,2724950,2846219],[2484600,2726286,2875673],[2485112,2487151,2625163],[2488938,2625520,2847542],[2494538,2495263,2630277],[2495858,2626691,2729137],[2499762,2735560,2877567],[2503679,2738074,2807020],[2509299,2739573,2806026],[2513501,2644755,2739218],[2514085,2741708,2807459],[2516227,2647331,2745576],[2518725,2650023,2745933],[2534328,2535256,2660829],[2536735,2662810,2755682],[2539758,2666655,2758233],[2545102,2669581,2760220],[2547502,2671017,2761117],[2548537,2549882,2673099],[2552792,2764894,2824936],[2557876,2678560,2766231],[2558508,2560256,2680642],[2563562,2564038,2565601],[2566730,2567388,2684983],[2579745,2777146,2831209],[2580733,2582296,2696984],[2583425,2697341,2776839],[2585838,2699547,2782079],[2601563,2602288,2711017],[2606787,2716285,2792689],[2614221,2615372,2721432],[2622805,2624291,2727701],[2627323,2627726,2629071],[2641169,2739510,2807917],[2642204,2643549,2741592],[2646459,2743553,2811694],[2657229,2657705,2659268],[2660397,2661055,2753476],[2682268,2682603,2683754],[2694961,2696112,2778561],[2708063,2708466,2709811],[2750761,2751096,2752247] ] cell #4818 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2225402],[2297920],[2312830],[2323337],[2355713],[2372073],[2390392],[2403796],[2410542],[2413263],[2431773],[2442280],[2457190],[2466123],[2467633],[2473800],[2485680],[2491955],[2510918],[2517664],[2520385],[2531068],[2533789],[2541575],[2543015],[2547589],[2557963],[2564130],[2580825],[2587100],[2598980],[2608447],[2641256],[2647423],[2657797], [1079102,2296871],[1238457,2409493],[1243439,2412860],[1270929,2430724],[1356176,2485012],[1361320,2487539],[1372434,2493685],[1411825,2516615],[1433687,2530019],[1438669,2533386],[1486687,2558439],[1497702,2563462],[1502846,2565989],[1544554,2439444],[1544729,2256617],[1552552,2592037],[1557696,2594564],[1568810,2600710],[1575343,2604677],[1580325,2608044],[1600791,2616144],[1616697,2622892],[1627583,2627254],[1638598,2632277],[1643742,2634804],[1656537,2640407],[1674104,2352394],[1679011,2651150],[1681917,2652106],[1692932,2657129],[1698076,2659656],[1706926,2538739],[1707101,2377746],[1709190,2665802],[1729431,2673030],[1730570,2673511],[1741858,2677849],[1755336,2682355],[1766222,2686717],[1776061,2691277],[1792618,2696884],[1802713,2442703],[1805334,2702541],[1815892,2595810],[1816067,2450353],[1819410,2707994],[1830425,2713017],[1833459,2462804],[1835569,2715544],[1838366,2609819],[1853152,2721367],[1854788,2721519],[1855994,2721995],[1859182,2723227],[1886240,2731631],[1887695,2323760],[1897528,2636050],[1897703,2502371],[1899234,2736757],[1915702,2741523],[1916841,2742004],[1920165,2743488],[1924610,2520184],[1926331,2745476],[1928129,2746342],[1930620,2651463],[1931637,2523308],[1938495,2527636],[1941607,2750848],[1952493,2755210],[1957272,2541998],[1959893,2667185],[1973733,2549425],[1974156,2762187],[1979262,2763577],[2002709,2769943],[2005551,2770571],[2006075,2413062],[2008739,2686074],[2009756,2569391],[2016614,2573719],[2018077,2574658],[2031882,2778496],[2033518,2778648],[2034724,2779124],[2037489,2585381],[2037912,2780356],[2042150,2589389],[2043840,2782010],[2044979,2782491],[2047363,2703054],[2048513,2446683],[2048936,2592143],[2064970,2788760],[2066425,2457613],[2068294,2712243],[2072739,2608246],[2076433,2609396],[2083794,2718725],[2088784,2795742],[2088985,2615187],[2092304,2616849],[2094211,2617859],[2110019,2727636],[2111729,2490236],[2115692,2628614],[2116115,2802068],[2119313,2494244],[2121221,2732354],[2122371,2498701],[2122794,2632383],[2137489,2738009],[2143162,2643092],[2143585,2808987],[2148691,2810377],[2148892,2646274],[2153201,2811629],[2154837,2811781],[2156043,2812257],[2158333,2651630],[2159157,2651869],[2159358,2524322],[2172138,2816743],[2174980,2817371],[2175504,2533588],[2177745,2662353],[2179185,2663058],[2182406,2666361],[2185235,2820738],[2186043,2667386],[2189602,2545874],[2192122,2759950],[2197273,2672151],[2200109,2551893],[2200532,2673617],[2209042,2764829],[2216469,2681054],[2216892,2767301],[2218462,2562981],[2221882,2827865],[2222083,2683569],[2227309,2686241],[2228133,2686480],[2228334,2570405],[2242011,2693412],[2247424,2833348],[2247625,2695927],[2250944,2697589],[2252851,2698599],[2262665,2592705],[2268659,2784765],[2270369,2597261],[2274332,2709354],[2274755,2839674],[2277953,2601269],[2280062,2712536],[2281011,2605726],[2281434,2713123],[2284371,2842316],[2287213,2842944],[2289455,2793807],[2291174,2612191],[2293463,2719165],[2300440,2721758],[2300641,2617310],[2308427,2725362],[2315350,2799831],[2315551,2728264],[2317082,2626778],[2320501,2730271],[2326276,2632945],[2332270,2804710],[2336273,2639541],[2338994,2738637],[2343944,2740644],[2346780,2645560],[2347203,2742110],[2363140,2749547],[2364580,2858440],[2365133,2656648],[2368553,2857461],[2368754,2752062],[2374804,2754973],[2375005,2664072],[2382968,2759562],[2384117,2669668],[2388673,2761004],[2392681,2673703],[2397138,2676983],[2399859,2765457],[2402077,2825930],[2406085,2767741],[2421049,2773938],[2422489,2828844],[2425027,2692931],[2434293,2778887],[2434494,2698050],[2449404,2785393],[2450935,2707518],[2454354,2787400],[2460129,2713685],[2472651,2719897],[2480075,2724881],[2484531,2799443],[2501422,2805338],[2504643,2738161],[2509199,2807804],[2513207,2742196],[2553756,2764981],[2579676,2777026], [595225,1808524,2703632],[661641,1890160,2732932],[734874,1976759,2762627],[820281,2068890,2790061],[840742,2087720,2795354],[875130,2118718,2802508],[904303,2146188,2809427],[956923,2195926,2822731],[988871,2220818,2827477],[1019472,2246360,2832960],[1033869,2259643,2836025],[1053860,2277358,2840114],[1105560,2315148,2847422],[1111482,2319154,2848078],[1143194,2342597,2852327],[1154296,2351129,2853874],[1175142,2367489,2857073],[1189539,2380772,2860138],[1231924,2405526,2863539],[1281833,2438097,2868406],[1284551,2257040,2835585],[1297387,2449001,2870194],[1303309,2453007,2870850],[1314411,2461539,2872397],[1319841,2076258,2716790],[1383949,2501019,2877447],[1396975,2508370,2878381],[1414089,2352193,2854262],[1427154,2526052,2880633],[1441984,2178168,2754567],[1444591,2537392,2882287],[1447309,2378169,2859698],[1483781,2557483,2884579],[1513960,2572135,2885932],[1524324,2242434,2775854],[1526945,2578600,2886605],[1560493,2450776,2871944],[1571810,2279861,2789483],[1577607,2462603,2872785],[1610886,2308850,2797979],[1613507,2621801,2891059],[1646539,2502794,2849172],[1648573,2637553,2892345],[1653018,2338793,2806750],[1686696,2363563,2814101],[1689317,2527435,2881849],[1701138,2373980,2754734],[1733894,2674995,2895445],[1738339,2399658,2824666],[1771001,2421472,2830102],[1773622,2573518,2864755],[1775638,2423308,2831413],[1780299,2427316,2776294],[1807928,2591263,2888555],[1812373,2449203,2837437],[1858759,2478356,2845634],[1863420,2482364,2798419],[1889564,2631503,2876068],[1894009,2501221,2850013],[1899435,2503494,2806362],[1930197,2522603,2855526],[1934858,2526611,2814541],[1968060,2669516,2883496],[1979463,2552607,2824278],[2008316,2568686,2865193],[2012977,2572694,2830542],[2047564,2591556,2837049],[2083371,2612672,2874118],[2121422,2631796,2849625],[2192323,2670144,2861287] ] cell #4819 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1163209,2358312],[1248530,2416221],[1340761,2476412],[1443760,2536747],[1466208,2548549],[1504279,2566742],[1537137,2583437],[1596024,2614276],[1628966,2627738],[1661438,2642216],[1677647,2650035],[1699509,2660409],[1711364,2542321],[1750581,2680654],[1756139,2682658],[1787851,2695016],[1799317,2699559],[1820793,2708478],[1829590,2603784],[1837002,2716297],[1874542,2727756],[1906890,2640146],[1921564,2743608],[1924390,2648389],[1936852,2749147],[1942410,2751151],[1951050,2662065],[1953876,2755694],[1986918,2677588],[2014971,2773538],[2024632,2693124],[2026379,2776851],[2041318,2700147],[2053272,2784885],[2055019,2706408],[2067600,2603418],[2069693,2790364],[2072519,2714651],[2100766,2725074],[2102513,2798976],[2127130,2804830],[2128877,2735708],[2131295,2736667],[2136795,2639780],[2137848,2807514],[2164888,2749259],[2166635,2750152],[2181574,2756282],[2202848,2763487],[2208348,2677222],[2209401,2825430],[2233864,2773650],[2235611,2774543],[2236736,2690996],[2236833,2831366],[2262465,2783423],[2267965,2706042],[2269018,2785586],[2303152,2722946],[2303249,2845587],[2326076,2803368],[2331576,2735342],[2332629,2805531],[2357865,2747131],[2357962,2812966],[2387022,2822203],[2415774,2771522],[2415871,2828967],[2471194,2794620],[2471291,2843933], [730089,1724816,2549216],[870345,1880486,2628405],[899518,1911087,2642883],[976938,2211641,2678848],[982062,1994406,2680845],[1029084,2039225,2585172],[1049075,2059216,2709145],[1099908,2104386,2726514],[1110651,2318509,2729425],[1115775,2117428,2731422],[1116169,1885405,2731231],[1155871,2152507,2517833],[1156019,2152664,2352809],[1168333,2163835,2749338],[1184754,2179481,2662144],[1210337,2392188,2762389],[1226742,1990147,2766412],[1237787,2219769,2768821],[1242901,2004108,2770063],[1253654,2232811,2773729],[1266570,2242757,2693203],[1284151,2256517,2439975],[1291735,2263026,2783643],[1302478,2452362,2786554],[1307602,2276068,2788551],[1307996,2064135,2788360],[1315986,2283677,2605895],[1316134,2283834,2463219],[1339778,2299977,2796090],[1352616,2309173,2725153],[1367252,2113169,2801179],[1378297,2326637,2803588],[1388199,2334331,2736887],[1405567,2512714,2809189],[1421972,2159576,2813212],[1429328,2363886,2655392],[1429476,2364043,2528051],[1433017,2366440,2815621],[1438131,2173537,2816863],[1446909,2377646,2539270],[1448884,2379482,2820529],[1449278,2184400,2820338],[1470389,2199378,2823324],[1471517,2393042,2823544],[1475005,2395196,2763707],[1508778,2228552,2829213],[1516134,2421795,2690003],[1516282,2421952,2574134],[1518102,2423020,2774965],[1536154,2433830,2833696],[1547093,2588896,2835787],[1548992,2443026,2782282],[1549386,2261153,2836582],[1551717,2444741,2703184],[1552833,2445405,2595742],[1560093,2450253,2596341],[1563628,2271809,2838785],[1574673,2460490,2841194],[1579787,2285770,2842436],[1598850,2474766,2795872],[1601911,2300859,2845106],[1604664,2478068,2797090],[1634275,2494605,2848891],[1637763,2496759,2732484],[1638879,2497423,2635982],[1646139,2502271,2636581],[1647879,2333965,2637417],[1665619,2346049,2852920],[1666747,2513568,2853140],[1670235,2515722,2810507],[1674745,2156347,2746081],[1676664,2519721,2854610],[1678473,2356072,2855026],[1680474,2522315,2746911],[1681606,2358605,2362606],[1682221,2523208,2655301],[1704008,2375223,2858809],[1711512,2381667,2542478],[1711758,2382282,2821343],[1720619,2546479,2760080],[1726909,2549137,2823154],[1727581,2391127,2861673],[1730851,2551247,2556793],[1733200,2394830,2674859],[1758965,2565096,2827995],[1762026,2413481,2864665],[1764779,2568398,2771302],[1765911,2416514,2420515],[1766526,2569291,2689912],[1790677,2581791,2833478],[1793738,2434712,2867878],[1796491,2585093,2834696],[1797163,2437102,2868359],[1800640,2259406,2782203],[1803498,2441549,2868999],[1804626,2589750,2869219],[1807234,2444375,2591127],[1808287,2591749,2705982],[1808300,2445308,2448910],[1826102,2601630,2871663],[1830706,2460061,2604448],[1834100,2287517,2792837],[1837828,2466482,2843137],[1837966,2466495,2609296],[1845902,2612384,2794230],[1852458,2474400,2721231],[1852615,2298628,2795652],[1855683,2476705,2483804],[1856298,2616749,2621530],[1876289,2625668,2799961],[1882579,2628326,2848501],[1883251,2492690,2876402],[1886521,2119153,2630436],[1888870,2496393,2631367],[1889923,2631989,2735282],[1889936,2497326,2500928],[1913180,2642804,2852750],[1913852,2511653,2878767],[1917122,2507680,2644914],[1919471,2515356,2743352],[1919628,2349519,2810287],[1923481,2355019,2745715],[1927451,2520603,2879940],[1930943,2522842,2525872],[1939136,2175284,2753624],[1945236,2658763,2857591],[1948297,2534007,2881759],[1951722,2536397,2858563],[1952182,2376282,2537040],[1952797,2536410,2662958],[1955199,2380535,2820450],[1959185,2666722,2883100],[1961866,2668174,2759860],[1967366,2546113,2669380],[1972269,2391770,2392481],[1973633,2391030,2761906],[1976522,2673223,2677162],[1976535,2551150,2557392],[1995459,2680766,2826353],[1996131,2561621,2863492],[2002015,2564730,2769807],[2002172,2411250,2827775],[2005240,2224865,2567035],[2005855,2017255,2685131],[2009062,2568925,2571955],[2025304,2578316,2866705],[2031188,2581425,2778360],[2031345,2432481,2833258],[2034413,2428756,2583730],[2035028,2578329,2697489],[2037389,2437005,2780075],[2041990,2587835,2887574],[2045260,2260078,2702257],[2055236,2277121,2788472],[2061309,2709066,2871273],[2061981,2599715,2888889],[2065251,2277793,2711176],[2067757,2459929,2840974],[2068653,2603358,2712729],[2068666,2461448,2604351],[2071610,2465429,2792471],[2075580,2608665,2890062],[2078096,2610256,2718444],[2086110,2720025,2722726],[2087629,2475333,2475965],[2091610,2616383,2621621],[2101438,2621517,2875087],[2103825,2726294,2799741],[2109325,2625302,2727500],[2109482,2488585,2847550],[2114228,2318802,2493333],[2115592,2492593,2801787],[2118481,2129094,2731343],[2118494,2323237,2630339],[2136952,2507548,2851799],[2141698,2512296,2513007],[2143062,2511556,2808706],[2145951,2639720,2741716],[2145964,2508279,2644817],[2155732,2355176,2650328],[2158133,2365879,2815401],[2165560,2655288,2880586],[2165726,2371379,2753258],[2171444,2658397,2816607],[2171601,2531776,2857371],[2174669,2371536,2660702],[2177645,2536300,2818322],[2178491,2537212,2662592],[2182246,2664807,2894734],[2185516,2381207,2758392],[2187294,2543465,2543750],[2194834,2671095,2674364],[2195746,2549664,2550217],[2208505,2556661,2862846],[2211194,2678638,2767020],[2211934,2215935,2405174],[2216369,2561524,2826743],[2219208,2227109,2768601],[2220727,2409167,2565663],[2224708,2234702,2684765],[2234536,2689899,2885885],[2237476,2427116,2832006],[2241911,2578219,2832226],[2244750,2690776,2777154],[2246269,2582358,2582990],[2250250,2578420,2697123],[2255153,2437745,2589189],[2259419,2442180,2702160],[2261725,2451915,2786344],[2268122,2595610,2870322],[2269690,2707072,2897787],[2272868,2452655,2600358],[2274232,2599618,2839393],[2277134,2457090,2711079],[2286902,2465586,2716590],[2288633,2467154,2793501],[2292552,2293263,2794400],[2295612,2613735,2614020],[2303892,2482164,2846227],[2308327,2621420,2846447],[2310522,2484102,2622654],[2311455,2315057,2487213],[2318062,2325336,2729215],[2318974,2490475,2628853],[2331733,2635850,2877575],[2333301,2736372,2891727],[2334898,2506808,2807098],[2341505,2636922,2739588],[2342417,2643331,2643884],[2351038,2516289,2649588],[2356932,2528760,2750610],[2363040,2655191,2856339],[2367398,2529693,2659330],[2380548,2541475,2758295],[2385650,2386282,2760298],[2395763,2555921,2825014],[2402316,2405346,2560038],[2408234,2414841,2682117],[2420949,2689802,2866006],[2423547,2577286,2776056],[2429465,2694475,2694760],[2437917,2585620,2701227],[2452827,2597500,2709593],[2469708,2470261,2718927],[2478595,2620487,2798181] ] cell #4820 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1163210,2358189],[1248531,2416098],[1340762,2476289],[1443761,2536624],[1466209,2548510],[1504280,2566619],[1537138,2583314],[1596025,2614293],[1628967,2627699],[1661439,2642177],[1677648,2649912],[1699510,2660286],[1711365,2542319],[1750582,2680615],[1756140,2682675],[1787852,2695033],[1799318,2699520],[1820794,2708439],[1829591,2603782],[1837003,2716174],[1874543,2727773],[1906891,2640144],[1921565,2743625],[1924391,2648387],[1936853,2749108],[1942411,2751168],[1951051,2662082],[1953877,2755655],[1986919,2677586],[2014972,2773499],[2024633,2693141],[2026380,2776812],[2041319,2700164],[2053273,2784902],[2055020,2706406],[2067598,2603394],[2069694,2790381],[2072520,2714649],[2100767,2725091],[2102514,2798937],[2127131,2804847],[2128878,2735706],[2131296,2737086],[2136793,2639756],[2137849,2807531],[2164889,2749276],[2166636,2750150],[2181575,2756299],[2202849,2763906],[2208346,2677198],[2209402,2825447],[2233865,2773667],[2235612,2774541],[2236734,2691503],[2236834,2831383],[2262466,2783842],[2267963,2706018],[2269019,2785603],[2303150,2723453],[2303250,2845604],[2326077,2803787],[2331574,2735318],[2332630,2805548],[2357863,2747638],[2357963,2812983],[2387023,2822404],[2415772,2772029],[2415872,2828984],[2471192,2794854],[2471292,2843950], [730090,1724814,2548334],[870346,1880484,2627523],[874640,1885406,2731192],[899519,1911085,2642001],[976939,2211518,2558305],[977089,1990148,2766783],[982063,1994404,2680439],[992483,2004109,2770080],[1029085,2039223,2699344],[1049076,2059214,2708263],[1053370,2064136,2788321],[1099909,2104384,2726966],[1110652,2318386,2627120],[1110802,2113170,2801550],[1115776,2117426,2731016],[1155872,2152505,2647999],[1163360,2159577,2813583],[1168334,2163833,2748932],[1178754,2173538,2816880],[1184755,2179479,2755479],[1189049,2184401,2820299],[1210338,2392065,2672896],[1210488,2199379,2761669],[1237788,2219767,2769273],[1248681,2228553,2829584],[1253655,2232809,2773323],[1266571,2242755,2776636],[1284152,2041396,2587736],[1288501,2261154,2836543],[1291736,2263024,2784095],[1302479,2452239,2707860],[1302629,2271810,2839156],[1307603,2276066,2788145],[1315987,2283675,2714261],[1318023,2285771,2842453],[1339779,2299975,2720697],[1340912,2300860,2845307],[1352617,2309171,2798761],[1378298,2326635,2804040],[1388200,2334329,2806256],[1405568,2512591,2741389],[1405718,2346050,2808469],[1414224,1923843,2518373],[1414817,2156348,2650341],[1418389,2356073,2855043],[1429329,2363884,2749762],[1433018,2366438,2816073],[1443911,2375224,2859180],[1446910,2181652,2664708],[1448885,2379480,2820123],[1451259,2382283,2759048],[1468433,2391128,2861690],[1471518,2393040,2823778],[1475006,2395194,2824172],[1504430,2413482,2864866],[1516135,2421793,2774153],[1518103,2423037,2831343],[1536155,2433828,2777826],[1537288,2434713,2868079],[1540800,2437103,2868376],[1544381,2259407,2701725],[1547094,2588773,2781876],[1547244,2441550,2835067],[1548993,2443024,2836367],[1551718,2444739,2783318],[1560094,2269096,2706973],[1574674,2460488,2841646],[1577742,2071972,2606435],[1578335,2287518,2716603],[1581907,2466483,2792969],[1598303,2298629,2797679],[1598851,2474764,2844872],[1604665,2478085,2845564],[1631191,2492691,2876419],[1634276,2494603,2849125],[1637764,2496757,2803263],[1646140,2332707,2736273],[1647877,2333941,2637752],[1663663,2511654,2878784],[1666748,2513566,2853374],[1669688,2349520,2742838],[1670236,2515720,2853768],[1673742,2355017,2649789],[1676665,2519719,2810959],[1677798,2520604,2854373],[1680475,2522332,2812943],[1682222,2358618,2749657],[1689452,2166088,2655932],[1690045,2175285,2660715],[1699660,2534008,2881960],[1703172,2536398,2818119],[1706753,2380536,2757860],[1720620,2546477,2821969],[1726910,2549154,2861650],[1726987,2391028,2764432],[1733198,2394806,2675194],[1751700,2561622,2863509],[1758418,2411251,2829802],[1758966,2565094,2864431],[1764780,2568415,2828944],[1766527,2416527,2774048],[1773757,2235064,2690543],[1774350,2005856,2567048],[1783412,2578317,2831853],[1790130,2432482,2775554],[1790678,2581789,2867644],[1796492,2585110,2868336],[1796569,2437003,2698385],[1801542,2587836,2868846],[1804627,2589748,2835538],[1807232,2444351,2704014],[1808288,2444873,2785166],[1808957,2263315,2706506],[1815719,2277122,2710644],[1823018,2599716,2888906],[1826103,2601628,2871897],[1829043,2459930,2789594],[1833097,2465427,2716051],[1837153,2608666,2872896],[1837967,2466560,2609239],[1845903,2612401,2843910],[1852456,2474376,2724049],[1856299,2476718,2725472],[1866533,2621518,2846074],[1875742,2488586,2847751],[1876290,2625666,2847316],[1882580,2628343,2876379],[1882657,2492591,2804313],[1886524,2119151,2494894],[1888868,2496369,2733314],[1889924,2496891,2805111],[1890593,2326926,2735806],[1897355,2118482,2629904],[1906343,2507549,2806861],[1913181,2642821,2878744],[1913258,2511554,2737612],[1919469,2515332,2645845],[1929663,2365880,2750381],[1930941,2358066,2654234],[1931041,2159773,2526412],[1937971,2655289,2855966],[1938133,2371377,2660163],[1944689,2531777,2813801],[1945237,2658761,2881525],[1951128,2536298,2754520],[1952798,2537053,2662463],[1956101,2664808,2882727],[1959186,2666720,2859651],[1960028,2381735,2542419],[1961867,2668593,2821805],[1967364,2546089,2760793],[1976523,2550715,2765230],[1977192,2393331,2677686],[1986371,2556662,2824777],[1990344,2215073,2405886],[1995460,2680783,2863469],[1995537,2561522,2826977],[2002013,2564706,2772625],[2005308,2224806,2413678],[2007782,2219209,2681888],[2009060,2415975,2688845],[2009160,2228749,2572495],[2016090,2689900,2865633],[2016252,2224706,2566496],[2019517,2427117,2775336],[2024710,2578217,2775807],[2031186,2581401,2692099],[2035029,2583743,2693522],[2045263,2260076,2590039],[2047070,2451913,2707304],[2048356,2263196,2594868],[2054472,2595611,2837548],[2056138,2707073,2889247],[2061310,2709083,2888866],[2061387,2599616,2784368],[2065254,2277791,2601919],[2068654,2603916,2712309],[2069323,2460779,2603882],[2078094,2610763,2794125],[2081975,2293264,2718207],[2086111,2613506,2796821],[2091608,2476166,2725577],[2091708,2301056,2622161],[2095651,2482165,2797461],[2100844,2621418,2797932],[2103826,2726713,2847152],[2104556,2314269,2487843],[2109323,2625278,2800674],[2113366,2319514,2321941],[2118559,2323180,2494775],[2120928,2318060,2626564],[2122214,2326807,2635108],[2128330,2635851,2850124],[2129996,2736373,2876760],[2132026,2506806,2737339],[2145952,2644382,2738410],[2146621,2513857,2640244],[2155800,2355117,2520800],[2157594,2528736,2656514],[2164966,2655189,2814054],[2171442,2658373,2748234],[2174737,2371477,2534204],[2178489,2536501,2663121],[2178589,2375420,2537752],[2185519,2381205,2667011],[2187270,2382834,2544085],[2191041,2386280,2668846],[2194832,2547375,2763382],[2196286,2198713,2199575],[2199952,2393212,2678153],[2203579,2555919,2764159],[2211192,2679145,2826248],[2211395,2404635,2560567],[2219939,2409797,2411981],[2226570,2408210,2562847],[2233942,2689800,2830055],[2236937,2577262,2692797],[2244751,2694246,2774696],[2250248,2583191,2693627],[2250348,2434909,2578960],[2254291,2438457,2441746],[2259484,2442123,2589920],[2272006,2453367,2455794],[2277199,2457033,2601800],[2280854,2460660,2604981],[2286970,2465527,2608862],[2288636,2467152,2717440],[2292013,2470237,2612057],[2295588,2472222,2472517],[2297175,2299359,2300147],[2303353,2620463,2724747],[2310498,2484397,2623274],[2318263,2491004,2492794],[2341503,2641042,2736562],[2342957,2345384,2346246],[2346623,2513738,2640711],[2350250,2516919,2519891],[2366610,2530323,2532507],[2380613,2541418,2666892],[2389441,2391231,2391942],[2429441,2579247,2579542],[2431028,2433212,2434000],[2437206,2586149,2588650],[2452116,2598029,2599819],[2509967,2511757,2512468] ] cell #4821 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162989,2358315],[1248310,2416224],[1340541,2476415],[1443540,2536750],[1466134,2548552],[1504059,2566745],[1536917,2583440],[1596022,2614294],[1628892,2627741],[1661364,2642219],[1677427,2650038],[1699289,2660412],[1750507,2680657],[1756137,2682676],[1787849,2695034],[1799243,2699562],[1820719,2708481],[1836782,2716300],[1874540,2727774],[1921562,2743626],[1924316,2648390],[1936778,2749150],[1942408,2751169],[1953802,2755697],[1959948,2542322],[2014897,2773541],[2026305,2776854],[2041316,2700165],[2053270,2784903],[2068349,2603785],[2069691,2790382],[2072445,2714652],[2102439,2798979],[2127128,2804848],[2137544,2640147],[2137846,2807532],[2166561,2750153],[2177576,2662083],[2181572,2756300],[2209097,2677589],[2209399,2825448],[2235537,2774544],[2236831,2831384],[2241842,2693142],[2268714,2706409],[2269016,2785604],[2279917,2712327],[2303247,2845605],[2308258,2725092],[2332325,2735709],[2332627,2805549],[2334317,2737087],[2338849,2738428],[2357960,2812984],[2362971,2749277],[2395182,2763907],[2399714,2765248],[2415869,2828985],[2420880,2773668],[2423319,2775130],[2444727,2783843],[2449259,2785184],[2471289,2843951],[2478367,2797255],[2496745,2803788],[2501277,2805129],[2522614,2813377],[2546465,2822405],[2568697,2829378],[2612683,2844269], [956978,1724817,2671503],[976718,2211644,2678773],[1110431,2318512,2729350],[1111537,1880487,2729623],[1116180,1885331,2731234],[1143249,1911088,2739996],[1207142,2199376,2761670],[1210117,2392191,2762314],[1229004,1990145,2766784],[1231979,1994407,2767428],[1242981,2004106,2770081],[1281888,2039226,2780483],[1302258,2452365,2786479],[1303364,2059217,2786752],[1308007,2064061,2788363],[1336402,2299978,2795477],[1358394,2104387,2799566],[1369514,2113167,2801551],[1372489,2117429,2802195],[1402372,2346047,2808470],[1405347,2512717,2809114],[1414144,2152508,2744310],[1424234,2159574,2813584],[1427209,2163836,2814228],[1438211,2173535,2816881],[1444646,2179482,2818730],[1449289,2184326,2820341],[1499920,2219770,2827600],[1511040,2228550,2829585],[1514015,2232812,2830229],[1527000,2242758,2832361],[1532778,2433831,2833083],[1543898,2441547,2835068],[1544784,2041461,2700446],[1546873,2588899,2835712],[1549397,2261079,2836585],[1554770,2263027,2837172],[1565890,2271807,2839157],[1568865,2276069,2839801],[1577662,2283678,2791066],[1579867,2285768,2842454],[1603053,2300857,2845308],[1613562,2309174,2846582],[1640816,2326638,2849748],[1648628,2334332,2851180],[1673288,2519722,2853997],[1674122,1923911,2648375],[1674756,2355768,2650406],[1675558,2520601,2854374],[1678553,2356070,2855044],[1689372,2363887,2814808],[1695150,2366441,2857196],[1706270,2375221,2859181],[1707156,2181717,2756581],[1709245,2379483,2859825],[1711769,2382208,2667747],[1727661,2391125,2861691],[1731682,2393043,2862009],[1733949,2395197,2862227],[1763168,2413479,2864867],[1773677,2421796,2830809],[1775469,2423038,2866412],[1794880,2434710,2868080],[1797243,2437100,2868377],[1800645,2442111,2701726],[1801475,2587833,2835565],[1802370,2589751,2868824],[1805389,2443027,2869354],[1807983,2444742,2836721],[1816122,2269161,2785885],[1832643,2460491,2872520],[1833477,2072040,2714637],[1834111,2466178,2716668],[1834913,2608663,2872897],[1837908,2466480,2716770],[1852620,2474752,2797680],[1853207,2474767,2874434],[1858590,2478086,2874794],[1883331,2492688,2876420],[1887352,2494606,2876738],[1889619,2496760,2849297],[1897758,2332772,2805830],[1899290,2503285,2737045],[1913932,2511651,2878785],[1917953,2513569,2879103],[1919633,2515708,2742839],[1920220,2515723,2879321],[1923473,2520240,2745650],[1930028,2522333,2855301],[1931692,2358683,2814735],[1938513,2166156,2750138],[1939147,2372128,2660780],[1949439,2534005,2881961],[1951802,2536395,2754547],[1955204,2541406,2757861],[1956034,2664805,2859678],[1956929,2666723,2882705],[1968115,2546480,2861020],[1973564,2549155,2883819],[1973625,2549436,2824571],[1979318,2552398,2763865],[1996211,2561619,2863510],[2002177,2565082,2829803],[2002764,2565097,2885232],[2008147,2568416,2864968],[2009811,2416592,2830736],[2016632,2235132,2774529],[2017266,2225457,2567113],[2025384,2578314,2775834],[2031350,2581777,2775555],[2031937,2581792,2886921],[2037320,2585111,2887281],[2037381,2585392,2779850],[2047419,2591347,2783801],[2048344,2444874,2837862],[2048954,2263383,2785551],[2055241,2457021,2710645],[2056071,2707070,2871924],[2062061,2599713,2888907],[2066082,2601631,2889225],[2067762,2603770,2789595],[2071602,2608302,2792406],[2076488,2466625,2716900],[2083202,2612402,2873941],[2088840,2614978,2797638],[2092359,2476783,2798613],[2101518,2621515,2797959],[2109487,2625654,2847752],[2110074,2625669,2875749],[2115523,2628344,2891502],[2115584,2628625,2849918],[2119233,2323778,2494962],[2121277,2631587,2803746],[2122202,2496892,2850438],[2122812,2326994,2805496],[2129099,2323168,2629905],[2129929,2736370,2849152],[2136957,2640132,2806862],[2142993,2642822,2892668],[2143054,2643103,2806655],[2148747,2646065,2742797],[2158138,2529112,2750382],[2159213,2522777,2748857],[2159300,2358610,2654610],[2165640,2655286,2814081],[2165718,2533644,2753193],[2171606,2658749,2813802],[2172193,2658764,2894081],[2177637,2662364,2818097],[2179240,2537118,2754928],[2186061,2381803,2667328],[2187646,2668594,2860923],[2192178,2669935,2822363],[2199940,2550716,2825091],[2200550,2393399,2765615],[2208510,2677574,2824778],[2211939,2405179,2560943],[2216300,2680784,2884739],[2216361,2681065,2863828],[2221938,2683360,2829761],[2224870,2413205,2567040],[2227114,2408586,2681889],[2228189,2568860,2773248],[2228276,2416519,2689221],[2234616,2689897,2830082],[2234694,2413118,2684700],[2237481,2577638,2775337],[2241903,2693423,2831831],[2247480,2695718,2775513],[2250999,2583808,2776488],[2260158,2442721,2590107],[2261717,2597272,2786119],[2262775,2445300,2705814],[2268127,2706394,2837549],[2274163,2709084,2897562],[2274224,2709365,2837342],[2277873,2457631,2601987],[2280842,2603917,2789690],[2281452,2460847,2712694],[2288569,2609786,2609837],[2289466,2718001,2843852],[2292557,2470613,2718208],[2295964,2613507,2845409],[2300496,2616318,2798686],[2300583,2476710,2725953],[2303897,2620839,2797462],[2308319,2725373,2846052],[2310874,2726714,2875652],[2311447,2487205,2625074],[2315406,2728055,2847710],[2318807,2491380,2493338],[2323229,2494354,2630331],[2325328,2490247,2728990],[2326386,2497318,2735114],[2331738,2735694,2850125],[2334890,2639552,2806485],[2346611,2644383,2807175],[2347221,2513925,2738795],[2355181,2520327,2650333],[2356867,2656439,2750535],[2363032,2749558,2855944],[2368609,2751853,2813760],[2371541,2533731,2660707],[2374860,2662527,2755404],[2374947,2537045,2663497],[2381287,2542016,2667079],[2382759,2543390,2668552],[2385642,2545885,2759685],[2388684,2670870,2823950],[2389817,2391775,2392486],[2392791,2551142,2765949],[2395755,2676994,2824401],[2402088,2766577,2863411],[2402251,2559973,2680364],[2409159,2563949,2565655],[2414776,2562772,2682042],[2420941,2773949,2865611],[2423482,2692722,2775981],[2429817,2694247,2831188],[2434349,2697058,2776561],[2434436,2583735,2694003],[2437750,2586525,2589194],[2442172,2589499,2702152],[2452660,2598405,2600363],[2457082,2601379,2711071],[2460239,2604343,2713504],[2465591,2608389,2716595],[2469643,2611982,2718852],[2472442,2613465,2613660],[2473619,2475325,2475957],[2478530,2724672,2798106],[2484322,2622579,2726672],[2490410,2627448,2628788],[2509210,2739363,2806034],[2510343,2512301,2513012],[2513317,2644809,2739129],[2516281,2647242,2649580],[2529685,2657616,2659322],[2541467,2666471,2758287],[2548259,2549599,2550152],[2579467,2694205,2694400],[2580644,2582350,2582982],[2585555,2699269,2701162],[2597435,2708188,2709528],[2641926,2643266,2643819] ] cell #4822 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162983,2358319],[1248304,2416228],[1340535,2476419],[1443534,2536754],[1466128,2548556],[1504053,2566749],[1536911,2583444],[1596016,2614296],[1628886,2627745],[1661358,2642223],[1677421,2650042],[1699283,2660416],[1750501,2680661],[1756131,2682678],[1787843,2695036],[1799237,2699566],[1820713,2708485],[1836776,2716304],[1874534,2727776],[1921556,2743628],[1924310,2648394],[1936772,2749154],[1942402,2751171],[1953796,2755701],[1959942,2542326],[2014891,2773545],[2026299,2776858],[2041310,2700167],[2053264,2784905],[2068343,2603789],[2069685,2790384],[2072439,2714656],[2102433,2798983],[2127122,2804850],[2137538,2640151],[2137840,2807534],[2166555,2750157],[2177476,2662085],[2181566,2756302],[2209091,2677593],[2209393,2825450],[2235531,2774548],[2236825,2831386],[2241742,2693144],[2268708,2706413],[2269010,2785606],[2279832,2712325],[2303241,2845607],[2308158,2725094],[2332319,2735713],[2332621,2805551],[2334267,2737089],[2338764,2738426],[2357954,2812986],[2362871,2749279],[2395132,2763909],[2399629,2765246],[2415863,2828987],[2420780,2773670],[2423279,2775128],[2444677,2783845],[2449174,2785182],[2471283,2843953],[2478327,2797253],[2496695,2803790],[2501192,2805127],[2522574,2813375],[2546415,2822407],[2568657,2829376],[2612643,2844267], [956972,1724821,2671501],[976712,2211648,2678771],[1110425,2318516,2729348],[1111531,1880491,2729621],[1116181,1885325,2731238],[1143243,1911092,2739994],[1207143,2199370,2761672],[1210111,2392195,2762312],[1229005,1990139,2766786],[1231973,1994411,2767426],[1242982,2004100,2770083],[1281882,2039230,2780481],[1302252,2452369,2786477],[1303358,2059221,2786750],[1308008,2064055,2788367],[1336396,2299982,2795475],[1358388,2104391,2799564],[1369515,2113161,2801553],[1372483,2117433,2802193],[1402373,2346041,2808472],[1405341,2512721,2809112],[1414138,2152512,2744308],[1424235,2159568,2813586],[1427203,2163840,2814226],[1438212,2173529,2816883],[1444640,2179486,2818728],[1449290,2184320,2820345],[1499914,2219774,2827598],[1511041,2228544,2829587],[1514009,2232816,2830227],[1526994,2242762,2832359],[1532772,2433835,2833081],[1543899,2441541,2835070],[1544778,2041465,2700406],[1546867,2588903,2835710],[1549398,2261073,2836589],[1554764,2263031,2837170],[1565891,2271801,2839159],[1568859,2276073,2839799],[1577656,2283682,2791064],[1579868,2285762,2842456],[1603054,2300851,2845310],[1613556,2309178,2846580],[1640810,2326642,2849746],[1648622,2334336,2851178],[1673282,2519726,2853995],[1674113,1923912,2648325],[1674757,2355762,2650410],[1675559,2520595,2854376],[1678554,2356064,2855046],[1689366,2363891,2814806],[1695144,2366445,2857194],[1706271,2375215,2859183],[1707150,2181721,2756541],[1709239,2379487,2859823],[1711770,2382202,2667751],[1727662,2391119,2861693],[1731676,2393047,2862007],[1733943,2395201,2862225],[1763169,2413473,2864869],[1773671,2421800,2830807],[1775369,2423040,2866407],[1794881,2434704,2868082],[1797244,2437094,2868379],[1800646,2442011,2701728],[1801476,2587827,2835598],[1802364,2589755,2868822],[1805383,2443031,2869352],[1807977,2444746,2836719],[1816116,2269165,2785845],[1832637,2460495,2872518],[1833468,2072041,2714587],[1834112,2466172,2716672],[1834914,2608657,2872899],[1837909,2466474,2716803],[1852621,2474702,2797682],[1853201,2474771,2874432],[1858490,2478088,2874789],[1883332,2492682,2876422],[1887346,2494610,2876736],[1889613,2496764,2849295],[1897752,2332776,2805790],[1899205,2503283,2737043],[1913933,2511645,2878787],[1917947,2513573,2879101],[1919634,2515658,2742841],[1920214,2515727,2879319],[1923472,2520155,2745648],[1929928,2522335,2855296],[1931686,2358687,2814132],[1938504,2166157,2750088],[1939148,2372122,2660784],[1949440,2533999,2881963],[1951803,2536389,2754580],[1955205,2541306,2757863],[1956035,2664799,2859711],[1956923,2666727,2882703],[1968109,2546484,2861018],[1973464,2549157,2883814],[1973624,2549396,2824569],[1979233,2552396,2763863],[1996212,2561613,2863512],[2002178,2565032,2829805],[2002758,2565101,2885230],[2008047,2568418,2864963],[2009805,2416596,2830133],[2016623,2235133,2774479],[2017267,2225451,2567117],[2025385,2578308,2775867],[2031351,2581727,2775557],[2031931,2581796,2886919],[2037220,2585113,2887276],[2037380,2585352,2779848],[2047334,2591345,2783799],[2048244,2444876,2837425],[2048945,2263384,2784813],[2055242,2456921,2710647],[2056072,2707064,2871957],[2062062,2599707,2888909],[2066076,2601635,2889223],[2067763,2603720,2789597],[2071601,2608217,2792404],[2076482,2466629,2716821],[2083102,2612404,2873936],[2088755,2614976,2797636],[2092353,2476787,2798010],[2101519,2621509,2797992],[2109488,2625604,2847754],[2110068,2625673,2875747],[2115423,2628346,2891497],[2115583,2628585,2849916],[2119234,2323769,2494963],[2121192,2631585,2803744],[2122102,2496894,2850001],[2122803,2326995,2804758],[2129100,2323068,2629907],[2129930,2736364,2849185],[2136958,2640082,2806864],[2142893,2642824,2892663],[2143053,2643063,2806653],[2148662,2646063,2742795],[2158139,2529062,2750384],[2159128,2522775,2748855],[2159205,2358611,2654560],[2165641,2655280,2814114],[2165717,2533559,2753191],[2171607,2658699,2813804],[2172187,2658768,2894079],[2177636,2662324,2818095],[2179234,2537122,2754598],[2186052,2381804,2667233],[2187596,2668596,2860918],[2192093,2669933,2822361],[2199840,2550718,2824654],[2200541,2393400,2764877],[2208511,2677524,2824780],[2211940,2405180,2560893],[2216200,2680786,2884734],[2216360,2681025,2863826],[2221853,2683358,2829759],[2224871,2413110,2567041],[2227115,2408536,2681891],[2228104,2568858,2773246],[2228181,2416520,2689171],[2234617,2689891,2830115],[2234693,2413033,2684698],[2237482,2577588,2775339],[2241902,2693383,2831829],[2247395,2695716,2775511],[2250993,2583812,2775885],[2260159,2442712,2590108],[2261716,2597232,2786117],[2262696,2445299,2705774],[2268128,2706344,2837551],[2274063,2709086,2897557],[2274223,2709325,2837340],[2277874,2457622,2601988],[2280742,2603919,2789471],[2281443,2460848,2712291],[2288570,2609787,2609828],[2289426,2717999,2843850],[2292558,2470563,2718210],[2295914,2613509,2845404],[2300411,2616316,2798684],[2300488,2476711,2725903],[2303898,2620789,2797464],[2308318,2725333,2846050],[2310824,2726716,2875647],[2311446,2487204,2625034],[2315321,2728053,2847708],[2318808,2491330,2493339],[2323228,2494275,2630330],[2325327,2490207,2728988],[2326307,2497317,2735074],[2331739,2735644,2850127],[2334889,2639512,2806483],[2346511,2644385,2806738],[2347212,2513926,2738057],[2355182,2520232,2650334],[2356865,2656437,2750533],[2363031,2749518,2855942],[2368524,2751851,2813758],[2371542,2533636,2660708],[2374775,2662525,2755402],[2374852,2537046,2663447],[2381288,2542007,2667080],[2382757,2543388,2668550],[2385641,2545845,2759683],[2388644,2670868,2823948],[2389767,2391776,2392487],[2392712,2551141,2765909],[2395754,2676954,2824399],[2402048,2766575,2863409],[2402249,2559971,2680362],[2409158,2563909,2565654],[2414774,2562770,2682040],[2420940,2773909,2865609],[2423480,2692720,2775979],[2429767,2694249,2831183],[2434264,2697056,2776559],[2434341,2583736,2693953],[2437751,2586475,2589195],[2442171,2589420,2702151],[2452661,2598355,2600364],[2457081,2601300,2711070],[2460160,2604342,2713464],[2465592,2608294,2716596],[2469641,2611980,2718850],[2472440,2613463,2613658],[2473579,2475324,2475956],[2478528,2724670,2798104],[2484320,2622577,2726670],[2490408,2627446,2628786],[2509170,2739361,2806032],[2510293,2512302,2513013],[2513238,2644808,2739089],[2516280,2647202,2649579],[2529684,2657576,2659321],[2541466,2666392,2758286],[2548257,2549597,2550150],[2579465,2694203,2694398],[2580604,2582349,2582981],[2585553,2699267,2701160],[2597433,2708186,2709526],[2641924,2643264,2643817] ] cell #4823 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162840,2358320],[1248161,2416229],[1340392,2476420],[1443391,2536755],[1466059,2548557],[1503910,2566750],[1536768,2583445],[1596019,2614297],[1628817,2627746],[1661289,2642224],[1677278,2650043],[1699140,2660417],[1750432,2680662],[1756134,2682679],[1787846,2695037],[1799168,2699567],[1820644,2708486],[1836633,2716305],[1874537,2727777],[1921559,2743629],[1924241,2648395],[1936703,2749155],[1942405,2751172],[1953727,2755702],[1959799,2542327],[2014822,2773546],[2026230,2776859],[2041313,2700168],[2053267,2784906],[2067358,2603790],[2069688,2790385],[2072370,2714657],[2102364,2798984],[2127125,2804851],[2135623,2640152],[2137843,2807535],[2166486,2750158],[2176688,2662086],[2181569,2756303],[2207176,2677594],[2209396,2825451],[2235462,2774549],[2236828,2831387],[2240092,2693145],[2266793,2706414],[2269013,2785607],[2279107,2712324],[2303244,2845608],[2306508,2725095],[2330404,2735714],[2332624,2805552],[2334222,2737090],[2337251,2738425],[2357957,2812987],[2361221,2749280],[2395087,2763910],[2398116,2765245],[2415866,2828988],[2419130,2773671],[2423240,2775127],[2444632,2783846],[2447661,2785181],[2471286,2843954],[2478288,2797252],[2496650,2803791],[2499679,2805126],[2522535,2813374],[2546370,2822408],[2568618,2829375],[2612604,2844266], [976569,2211649,2678770],[1110282,2318517,2729347],[1116178,1885256,2731239],[1205843,1724822,2671500],[1206006,2199373,2761673],[1209968,2392196,2762311],[1242833,2004103,2770084],[1302109,2452370,2786476],[1308005,2063986,2788368],[1335270,2299983,2795474],[1368215,1880492,2729620],[1368378,2113164,2801554],[1372340,2117434,2802192],[1401073,1911093,2739993],[1401236,2346044,2808473],[1405198,2512722,2809111],[1438063,2173532,2816884],[1449287,2184251,2820346],[1492094,1994412,2767425],[1492257,1990142,2766787],[1498788,2219775,2827597],[1531646,2433836,2833080],[1542599,2039231,2780480],[1542762,2441544,2835071],[1546724,2588904,2835709],[1549395,2261004,2836590],[1564591,2059222,2786749],[1564754,2271804,2839160],[1568716,2276074,2839798],[1579719,2285765,2842457],[1622247,2104392,2799563],[1672156,2519727,2853994],[1674259,2152513,2744307],[1674422,2520598,2854377],[1674754,2353847,2650411],[1678405,2356067,2855047],[1687324,2163841,2814225],[1687487,2159571,2813587],[1694018,2366446,2857193],[1704971,2179487,2818727],[1705134,2375218,2859184],[1709096,2379488,2859822],[1711767,2382133,2667752],[1771629,2232817,2830226],[1771792,2228547,2829588],[1784091,2242763,2832358],[1784254,2434707,2868083],[1796201,2437097,2868380],[1800586,2440361,2701729],[1801164,2041466,2700367],[1801238,2589756,2868821],[1801401,2587830,2835599],[1805240,2443032,2869351],[1814074,2263032,2837169],[1831511,2460496,2872517],[1833614,2283683,2791063],[1833777,2608660,2872900],[1834109,2464257,2716673],[1837760,2466477,2716804],[1867212,2309179,2846579],[1867375,2300854,2845311],[1895710,2326643,2849745],[1901818,2334337,2851177],[1903813,2511648,2878788],[1907705,2513574,2879100],[1918668,2515613,2742842],[1919229,2515728,2879318],[1923422,2518642,2745647],[1923824,1923909,2648280],[1938650,2363892,2814805],[1938813,2534002,2881964],[1939145,2535242,2660785],[1950760,2536392,2754581],[1955145,2539656,2757864],[1955723,2181722,2756502],[1955797,2666728,2882702],[1955960,2664802,2859712],[1981846,2395202,2862224],[1983841,2391122,2861694],[1987733,2393048,2862006],[2016769,2421801,2830806],[2016932,2413476,2864870],[2017264,2414716,2567118],[2019856,2423041,2866409],[2021786,2581682,2775558],[2022347,2581797,2886918],[2023352,2578311,2775868],[2036432,2585114,2887278],[2036487,2585313,2779847],[2049947,2444747,2836718],[2051942,2599710,2888910],[2055182,2602186,2710648],[2055760,2269166,2785806],[2055834,2601636,2889222],[2055997,2707067,2871958],[2066797,2603675,2789598],[2071551,2606704,2792403],[2071953,2072038,2714542],[2095990,2478089,2874791],[2097920,2474657,2797683],[2098481,2474772,2874431],[2099486,2621512,2797993],[2123805,2496765,2849294],[2125800,2492685,2876423],[2129040,2495161,2629908],[2129618,2332777,2805751],[2129692,2494611,2876735],[2129855,2736367,2849186],[2132353,2503282,2806309],[2134062,2642825,2892665],[2134117,2643024,2806652],[2135062,2640037,2806865],[2147937,2646062,2810106],[2158024,2656756,2750385],[2160112,2522336,2855298],[2161673,2358688,2814405],[2162042,2658654,2813805],[2162603,2658769,2894078],[2163608,2655283,2814115],[2165667,2660972,2753190],[2166069,2166154,2750043],[2176743,2662285,2818094],[2193776,2546485,2861017],[2203906,2552395,2824225],[2205615,2549158,2883816],[2205670,2549357,2824568],[2206615,2677479,2824781],[2217978,2561616,2863513],[2227000,2563089,2681892],[2229088,2568419,2864965],[2230649,2416597,2830406],[2231018,2564987,2829806],[2231579,2565102,2885229],[2232584,2689894,2830116],[2234643,2567305,2684697],[2235045,2235130,2774434],[2237367,2693039,2775340],[2239245,2695715,2831655],[2240147,2693344,2831828],[2258126,2590020,2590105],[2261616,2707672,2786116],[2263296,2263381,2785148],[2263523,2591344,2836996],[2264370,2444877,2837643],[2265232,2709087,2897559],[2265287,2709286,2837339],[2266232,2706299,2837552],[2288258,2466630,2793168],[2288495,2609784,2717421],[2292443,2612299,2718211],[2294380,2612405,2873938],[2302094,2476788,2846759],[2303783,2724989,2797465],[2305661,2614975,2845876],[2306563,2725294,2846049],[2316443,2625559,2847755],[2317004,2625674,2875746],[2324846,2494875,2494960],[2325227,2626932,2728987],[2326907,2326992,2805093],[2327134,2631584,2849572],[2327981,2496895,2850219],[2328843,2628347,2891499],[2328898,2628546,2849915],[2329843,2735599,2850128],[2334789,2738315,2806482],[2353286,2650062,2650219],[2356864,2750491,2750532],[2358339,2358496,2749174],[2359586,2522774,2814184],[2360374,2751850,2855768],[2361276,2749479,2855941],[2377320,2537123,2818907],[2379255,2666992,2667077],[2381716,2381801,2758769],[2383076,2668597,2883501],[2385541,2669822,2759682],[2387292,2669932,2861234],[2391661,2548576,2550626],[2393312,2393397,2825693],[2393598,2550719,2862924],[2395654,2765135,2824398],[2402725,2405065,2680681],[2407002,2680787,2884736],[2407057,2680986,2863825],[2414155,2566769,2566926],[2414773,2681998,2682039],[2416248,2416405,2773565],[2417495,2568857,2830185],[2418283,2683357,2865435],[2419185,2773870,2865608],[2423479,2775937,2775978],[2435947,2583813,2832538],[2437636,2699586,2701636],[2440416,2701924,2702051],[2445072,2445199,2785071],[2458699,2601900,2601985],[2460760,2460845,2790627],[2461834,2603920,2841270],[2463696,2716324,2716481],[2467787,2717998,2873927],[2469640,2718808,2718849],[2472759,2613510,2874739],[2475224,2614462,2616197],[2476439,2476596,2799003],[2476975,2616315,2846538],[2478527,2798062,2798103],[2484639,2726717,2891184],[2485065,2487104,2727942],[2488855,2728052,2875963],[2490884,2493224,2627765],[2495216,2630103,2630230],[2497090,2497217,2805016],[2512187,2642243,2644293],[2513838,2513923,2807777],[2514124,2644386,2851877],[2516180,2743794,2745529],[2534681,2660436,2660593],[2536774,2536931,2755721],[2538021,2662524,2818686],[2539711,2758059,2758186],[2543346,2543387,2759509],[2547743,2670867,2862116],[2549596,2671459,2672798],[2550914,2551041,2825616],[2558117,2766574,2884725],[2558207,2559970,2767384],[2563515,2565554,2682844],[2579784,2694250,2866357],[2582249,2695202,2696937],[2583464,2583621,2776878],[2584000,2697055,2832317],[2585552,2780439,2781778],[2597909,2600249,2708505],[2602241,2710843,2710970],[2604115,2604242,2790550],[2613616,2613657,2719844],[2622535,2622576,2799390],[2627022,2628785,2729579],[2641410,2739360,2851069],[2643263,2739952,2741291],[2644581,2644708,2807700],[2657182,2659221,2751337],[2694356,2694397,2776973],[2707762,2709525,2786708] ] cell #4824 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421589,2159265],[1508395,2228241],[1601528,2300548],[1703625,2374912],[1725410,2389782],[1761643,2413170],[1793355,2434401],[1850594,2473356],[1881080,2491345],[1911681,2510308],[1927068,2520292],[1947914,2533696],[1995000,2560908],[2000151,2563686],[2029324,2580381],[2039819,2586490],[2059810,2598370],[2075197,2608354],[2108451,2624811],[2150643,2646979],[2153101,2648340],[2164429,2654575],[2169580,2657353],[2180075,2663462],[2185972,2667293],[2233405,2689186],[2243351,2693968],[2256489,2700183],[2267091,2705551],[2280579,2712659],[2281813,2713241],[2284271,2714602],[2309767,2725918],[2330702,2734851],[2339511,2738760],[2339815,2738866],[2364480,2750103],[2374005,2754674],[2377618,2756318],[2400376,2765580],[2400680,2765686],[2422389,2774494],[2423447,2774841],[2427341,2776234],[2449921,2785516],[2450225,2785622],[2459405,2789713],[2478495,2796966],[2482389,2798359],[2501939,2805461],[2502243,2805567],[2503519,2806102],[2507024,2807198],[2522742,2813088],[2526636,2814481],[2552632,2824018],[2556137,2825114],[2568825,2829089],[2572719,2830482],[2574749,2831262],[2591581,2836789],[2595086,2837885],[2612811,2844150],[2617950,2845483],[2631821,2849365],[2635326,2850461],[2651721,2855375],[2670169,2861156],[2686332,2865042],[2719256,2874062], [1205617,1971761,2389518],[1226359,1989836,2558353],[1366869,2112858,2627168],[1367989,2113720,2491081],[1400847,2141190,2510044],[1470006,2199067,2672944],[1491868,2215427,2560644],[1542373,2254645,2586226],[1563245,2271498,2707908],[1564365,2272360,2598106],[1597468,2297716,2721619],[1618944,2312626,2622992],[1632764,2322295,2629459],[1665236,2345738,2741437],[1674033,2352301,2517857],[1674202,2352427,2352677],[1687098,2362098,2654311],[1704745,2375774,2663198],[1726110,2196873,2762370],[1746956,2213233,2678829],[1757583,2410338,2682455],[1771403,2420007,2688922],[1783865,2428248,2693704],[1789295,2431569,2778748],[1801012,2439651,2439857],[1803115,2441238,2781924],[1810771,2446479,2703732],[1824591,2456148,2710199],[1833388,2462711,2605919],[1833557,2462837,2463087],[1866986,2483296,2725654],[1881780,2320101,2729406],[1885102,2118022,2629723],[1892407,2498497,2733032],[1899952,2503617,2736911],[1912381,2343544,2809170],[1923008,2517460,2811881],[1933227,2359904,2747322],[1938424,2527543,2655416],[1938593,2527669,2527919],[1943854,2530864,2750948],[1955571,2538946,2539152],[1957674,2540533,2757415],[1977966,2551689,2762727],[1979980,2552730,2763731],[2004349,2223834,2684274],[2011346,2417813,2771713],[2016543,2573626,2690027],[2016712,2573752,2574002],[2018102,2574598,2774937],[2040519,2439044,2835768],[2042762,2588277,2836125],[2045716,2590321,2782783],[2048081,2591679,2703208],[2049034,2592176,2595032],[2055608,2596017,2596223],[2060510,2453954,2786535],[2063832,2276662,2710463],[2071137,2605522,2790161],[2089502,2615310,2795896],[2092904,2477293,2796281],[2094236,2617799,2797062],[2119925,2630878,2802608],[2121939,2631919,2732508],[2122892,2632416,2635272],[2129466,2636257,2636463],[2130771,2637022,2806180],[2147395,2645356,2809527],[2149409,2646397,2810531],[2153801,2518960,2854801],[2158358,2651570,2746883],[2159462,2652131,2654667],[2159875,2652229,2654676],[2173778,2370505,2752767],[2180775,2538339,2818513],[2183018,2665249,2860238],[2184097,2380076,2757679],[2186141,2542608,2667419],[2192840,2670267,2760104],[2196393,2549564,2823030],[2197298,2672091,2823126],[2200630,2673650,2678317],[2202324,2674464,2824096],[2222600,2683692,2828019],[2226002,2567623,2828404],[2227334,2686181,2771274],[2228438,2686742,2689278],[2228851,2686840,2689287],[2248142,2696050,2833502],[2251544,2584318,2833887],[2252876,2698539,2834668],[2256847,2587765,2868705],[2260850,2443620,2783047],[2261941,2703284,2783242],[2262690,2703572,2705502],[2262912,2703723,2705856],[2278565,2711618,2840214],[2281532,2605145,2713156],[2284971,2607022,2873324],[2286011,2464555,2791980],[2288106,2609408,2716997],[2293488,2719105,2794202],[2296896,2615212,2844718],[2298104,2720836,2844796],[2300745,2722020,2726010],[2301158,2722118,2726019],[2316068,2728387,2799985],[2319621,2628753,2848377],[2320526,2730211,2848473],[2323858,2494152,2731770],[2325552,2732584,2803187],[2326301,2732872,2734802],[2326523,2733023,2735156],[2343064,2643231,2852626],[2343969,2740584,2852722],[2347301,2640875,2742143],[2348995,2742957,2853692],[2352911,2520902,2812380],[2356313,2521206,2812486],[2358081,2747231,2748834],[2369271,2752185,2857615],[2372673,2661290,2858000],[2375109,2663554,2755235],[2375522,2663563,2755333],[2377976,2664737,2882586],[2381979,2542915,2821294],[2382993,2759302,2821815],[2386498,2760398,2821893],[2389509,2672242,2861569],[2389874,2673055,2762212],[2392706,2762567,2765637],[2392928,2762718,2765991],[2405993,2681193,2863709],[2406110,2767681,2826325],[2409518,2683594,2864277],[2410726,2769412,2864355],[2413367,2566014,2770596],[2413780,2574236,2770694],[2415990,2771622,2773225],[2430749,2695952,2867490],[2431957,2777965,2867568],[2434598,2694060,2779149],[2435011,2694069,2779247],[2438564,2585520,2834572],[2439469,2589414,2835965],[2442801,2703008,2782630],[2450583,2707002,2888507],[2453474,2709493,2871149],[2454379,2787340,2871245],[2457711,2601177,2788899],[2460154,2713192,2790001],[2460376,2713546,2790152],[2463321,2608964,2843067],[2466723,2609268,2843173],[2467088,2609626,2793431],[2467724,2793656,2843829],[2472676,2795094,2796831],[2473661,2721610,2795887],[2476181,2796190,2798663],[2484556,2799183,2847162],[2487564,2728289,2875885],[2488061,2800279,2847240],[2491072,2730362,2876298],[2491437,2627279,2802093],[2494269,2636075,2802448],[2494491,2629450,2802599],[2502601,2736302,2892266],[2510035,2740735,2878663],[2510400,2741548,2809012],[2513232,2738817,2809367],[2513454,2739171,2809518],[2516640,2646299,2853614],[2517848,2649804,2854710],[2520489,2746367,2812282],[2526519,2749686,2880803],[2528153,2534306,2817494],[2530044,2752087,2881371],[2531252,2816212,2881449],[2533893,2659681,2817396],[2536516,2755381,2818422],[2537859,2662492,2858685],[2538764,2666386,2860078],[2542096,2666269,2820877],[2543355,2759380,2821492],[2547680,2822580,2823927],[2548236,2762279,2823072],[2558054,2825779,2863388],[2558464,2561000,2767326],[2560635,2767832,2884860],[2563006,2686099,2827217],[2563991,2682446,2828010],[2566511,2690018,2828313],[2572602,2774077,2886102],[2579067,2693551,2866922],[2579701,2774706,2832700],[2580686,2778739,2833493],[2583206,2776538,2833796],[2586217,2698690,2868255],[2586582,2780381,2782035],[2589636,2782774,2836116],[2594589,2785418,2888372],[2595835,2601294,2840054],[2598097,2787491,2888785],[2598462,2708019,2839699],[2601516,2710190,2840205],[2604702,2712561,2872137],[2605910,2716066,2873233],[2608551,2715569,2842969],[2612216,2718750,2844015],[2613625,2795172,2844395],[2622268,2725501,2875304],[2622544,2726113,2846839],[2622983,2625116,2799976],[2626869,2732499,2847927],[2627425,2729315,2848419],[2634829,2805363,2892131],[2640432,2738662,2878250],[2641347,2806011,2852176],[2641903,2809079,2852668],[2647284,2810522,2811872],[2651488,2656673,2856813],[2654302,2814632,2893709],[2655407,2660178,2857909],[2657658,2750939,2857606],[2663189,2754825,2882136],[2666608,2757406,2860229],[2669759,2760095,2861065],[2677874,2765482,2884448],[2678738,2680341,2826271],[2682007,2771220,2863954],[2688913,2830633,2896289],[2691302,2692956,2866787],[2693695,2776385,2886549],[2694365,2832778,2867167],[2699246,2834614,2835677],[2703199,2707609,2870699],[2708165,2786444,2871191],[2718817,2794148,2873993],[2723252,2724906,2875169],[2725645,2798510,2891003],[2736902,2738252,2878159],[2746829,2750500,2881048],[2763722,2765072,2884357],[2774883,2775946,2886480],[2797008,2798071,2890934] ] cell #4825 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1681571,2159176],[1765876,2228152],[1855648,2300459],[1952147,2374823],[1972234,2389738],[2005205,2413081],[2034378,2434312],[2087377,2473377],[2114193,2491301],[2141663,2510264],[2155697,2520203],[2174634,2533607],[2215900,2560864],[2220475,2563707],[2246017,2580402],[2255118,2586446],[2272833,2598326],[2286867,2608265],[2314805,2624832],[2350786,2647000],[2352774,2648296],[2362571,2654531],[2367146,2657374],[2376247,2663418],[2381632,2667204],[2420480,2689142],[2428721,2693924],[2439723,2700204],[2448658,2705572],[2460026,2712262],[2461196,2713262],[2463184,2714558],[2483769,2725874],[2500676,2734872],[2507645,2738028],[2508027,2738887],[2528016,2750059],[2535923,2754391],[2539018,2756339],[2556758,2764848],[2557140,2765707],[2574099,2774450],[2575682,2774862],[2577842,2775678],[2595707,2784784],[2596089,2785643],[2603383,2789486],[2618883,2796987],[2621043,2797803],[2635947,2804729],[2636329,2805588],[2637820,2806083],[2639745,2806753],[2652654,2813109],[2654814,2813925],[2675262,2823999],[2677187,2824669],[2687265,2829110],[2689425,2829926],[2691492,2831248],[2704082,2836770],[2706007,2837440],[2719786,2844171],[2723442,2845469],[2733382,2849346],[2735307,2850016],[2747627,2855361],[2760861,2861137],[2772018,2865028],[2794843,2874048], [1465558,2195990,2389547],[1486341,1989747,2402398],[1627237,2112769,2490557],[1628316,2319218,2491110],[1660788,2342661,2510073],[1674203,2352678,2518143],[1729085,2198978,2550299],[1749931,2405590,2560673],[1798667,2438161,2586255],[1801007,2439859,2587550],[1819064,2271409,2597582],[1820143,2453071,2598135],[1833558,2463088,2606205],[1851855,2297034,2614790],[1871846,2487702,2623709],[1884755,2322206,2629488],[1915356,2345649,2643966],[1923740,2517886,2518077],[1936202,2526116,2654340],[1938594,2527920,2655702],[1953226,2537456,2663227],[1955566,2539154,2664522],[1972842,2196106,2671865],[1991779,2405706,2679408],[2001412,2409656,2683172],[2014321,2572199,2688951],[2016713,2574003,2690313],[2025729,2578664,2693733],[2030585,2430887,2695530],[2043494,2441149,2701309],[2049035,2595033,2704588],[2050576,2594727,2704449],[2055603,2596225,2706787],[2063485,2456059,2710228],[2071869,2605948,2606139],[2101863,2621865,2725683],[2114801,2319334,2729985],[2117815,2118017,2629679],[2122893,2635273,2733888],[2124434,2634967,2733749],[2129461,2636465,2736087],[2131392,2637907,2736940],[2142271,2342777,2740358],[2151904,2516778,2744122],[2159463,2654668,2747967],[2159870,2654678,2748054],[2161208,2526232,2747901],[2165985,2655445,2655636],[2170841,2530182,2751665],[2183750,2540444,2757444],[2186142,2542609,2758806],[2200631,2678318,2763248],[2201242,2678012,2763109],[2202945,2675349,2763760],[2223730,2224001,2684295],[2228439,2689279,2772358],[2228846,2689289,2772445],[2230184,2572315,2772292],[2234961,2690056,2690247],[2236359,2691374,2774915],[2255726,2438277,2780845],[2257750,2587595,2781613],[2260503,2590232,2782812],[2262562,2703237,2704169],[2262657,2705492,2783966],[2262911,2705855,2784084],[2273441,2453187,2787114],[2276455,2276657,2710419],[2281533,2605146,2791017],[2283074,2604840,2790878],[2288101,2609410,2793216],[2298725,2724204,2795925],[2300746,2726011,2796653],[2301153,2726021,2796740],[2301629,2621981,2796587],[2302775,2723324,2797040],[2323859,2629851,2803129],[2324470,2736132,2802990],[2326173,2732537,2733469],[2326268,2734792,2803911],[2326522,2735155,2804029],[2333930,2736978,2806163],[2347302,2640876,2810048],[2347913,2640570,2809909],[2349616,2646000,2810560],[2353382,2518193,2811495],[2357488,2746861,2747509],[2358055,2748826,2813475],[2370401,2370672,2752788],[2375110,2663555,2819158],[2375517,2663565,2819245],[2376855,2537572,2819092],[2378879,2664567,2819860],[2379869,2380071,2757635],[2387119,2760133,2760948],[2389875,2671931,2823229],[2389910,2676171,2823051],[2390653,2764303,2823104],[2392673,2765627,2823649],[2392927,2765990,2823767],[2394795,2763798,2824079],[2411347,2772780,2828048],[2413368,2684356,2828776],[2413775,2690639,2828863],[2414251,2690363,2828710],[2415397,2771252,2771900],[2415964,2773217,2829476],[2432578,2692254,2833531],[2434599,2694061,2834259],[2435006,2694071,2834346],[2435482,2578780,2834193],[2436628,2698256,2834646],[2439884,2587711,2835306],[2442802,2781752,2783175],[2443413,2443615,2783003],[2444340,2783225,2783734],[2457712,2710591,2840735],[2458323,2706832,2840596],[2460121,2713182,2841517],[2460375,2713545,2841635],[2463792,2606255,2842182],[2464451,2464722,2792001],[2467089,2717230,2793377],[2470817,2794180,2794725],[2472290,2796812,2844416],[2473438,2724117,2844699],[2473660,2720686,2844861],[2474365,2797571,2844779],[2476155,2798655,2845199],[2488682,2800014,2800829],[2491438,2730051,2848576],[2491473,2734291,2848398],[2492216,2804184,2848451],[2494236,2735898,2848996],[2494490,2731005,2849114],[2496358,2803170,2803679],[2510401,2740424,2852825],[2510436,2638729,2852647],[2511179,2737483,2852700],[2513199,2738807,2853245],[2513453,2739170,2853363],[2515321,2742730,2853675],[2518469,2520897,2811648],[2520490,2811561,2812568],[2521102,2521373,2812507],[2531873,2748389,2857644],[2533894,2752849,2858372],[2534301,2656028,2858459],[2534777,2655752,2858306],[2536490,2755373,2859072],[2539179,2664683,2859419],[2542097,2757807,2819999],[2542708,2542910,2821250],[2544153,2821513,2821796],[2546078,2821876,2822296],[2547364,2823913,2861358],[2548228,2761561,2861605],[2548323,2764421,2861555],[2561001,2679474,2826428],[2561036,2768362,2863730],[2561147,2826303,2826848],[2562620,2771377,2863975],[2563768,2772693,2864258],[2563990,2769262,2864420],[2564695,2829694,2864338],[2566485,2774142,2864758],[2579315,2774687,2867188],[2580463,2692167,2867471],[2580685,2777815,2867633],[2581390,2775446,2867551],[2583180,2776530,2867971],[2585045,2586618,2834593],[2586583,2780911,2834771],[2587361,2589381,2835409],[2589635,2835527,2836356],[2596250,2706948,2870544],[2598463,2787180,2871348],[2598498,2704991,2871170],[2599241,2784239,2871223],[2601261,2706598,2871768],[2601515,2788134,2871886],[2606531,2608959,2842335],[2608552,2792062,2842248],[2609164,2609435,2843194],[2610752,2843618,2843815],[2611092,2794305,2874014],[2613398,2795155,2874203],[2623342,2846860,2847143],[2624893,2800742,2875866],[2625115,2726955,2847305],[2625267,2847223,2847643],[2626553,2803252,2876087],[2627417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] cell #4826 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421590,2159268],[1508396,2228244],[1601529,2300551],[1703626,2374915],[1725411,2389785],[1761644,2413173],[1793356,2434404],[1850595,2473378],[1881081,2491348],[1911682,2510311],[1927069,2520295],[1947915,2533699],[1995001,2560911],[2000152,2563708],[2029325,2580403],[2039820,2586493],[2059811,2598373],[2075198,2608357],[2108452,2624833],[2150644,2647001],[2153102,2648343],[2164430,2654578],[2169581,2657375],[2180076,2663465],[2185973,2667296],[2233406,2689189],[2243352,2693971],[2256490,2700205],[2267092,2705573],[2280580,2712662],[2281814,2713263],[2284272,2714605],[2309768,2725921],[2330703,2734873],[2339512,2738763],[2339816,2738888],[2364481,2750106],[2374006,2754675],[2377619,2756340],[2400377,2765583],[2400681,2765708],[2422390,2774497],[2423448,2774863],[2427342,2776235],[2449922,2785519],[2450226,2785644],[2459403,2789711],[2478496,2796988],[2482390,2798360],[2501940,2805464],[2502244,2805589],[2503520,2806103],[2507022,2807196],[2522743,2813110],[2526637,2814482],[2552633,2824019],[2556135,2825112],[2568826,2829111],[2572720,2830483],[2574747,2831260],[2591582,2836790],[2595084,2837883],[2612812,2844172],[2617948,2845481],[2631822,2849366],[2635324,2850459],[2651719,2855373],[2670170,2861157],[2686330,2865040],[2719254,2874060], [1205618,1971764,2389550],[1226360,1989839,2402401],[1366870,2112861,2490560],[1367990,2113723,2491113],[1400848,2141193,2510076],[1470007,2199070,2550302],[1491869,2215430,2560676],[1542374,2254648,2586258],[1563246,2271501,2597585],[1564366,2272363,2598138],[1597469,2297719,2614793],[1618945,2312629,2623712],[1632765,2322298,2629491],[1665237,2345741,2643969],[1674034,2352304,2517889],[1674197,2352428,2352675],[1687099,2362101,2654343],[1704746,2375777,2663230],[1726111,2196874,2671866],[1746957,2213234,2679409],[1757584,2410341,2683175],[1771404,2420010,2688954],[1783866,2428251,2693736],[1789296,2431572,2695533],[1801013,2439654,2439860],[1803116,2441241,2701312],[1810772,2446482,2704452],[1824592,2456151,2710231],[1833389,2462714,2605951],[1833552,2462838,2463085],[1866987,2483299,2725686],[1881781,2320102,2729986],[1885103,2118023,2629726],[1892408,2498500,2733752],[1899953,2503620,2736943],[1912382,2343545,2740359],[1923009,2517463,2744125],[1933228,2359905,2747902],[1938425,2527546,2655448],[1938588,2527670,2527917],[1943855,2530867,2751668],[1955572,2538949,2539155],[1957675,2540536,2757447],[1977967,2551692,2763112],[1979981,2552733,2763763],[2004350,2223835,2684296],[2011347,2417814,2772293],[2016544,2573629,2690059],[2016707,2573753,2574000],[2018103,2574599,2774938],[2040520,2439045,2780846],[2042763,2588280,2781616],[2045717,2590324,2782815],[2048082,2591682,2703240],[2049029,2592177,2595030],[2055609,2596020,2596226],[2060511,2453955,2787115],[2063833,2276663,2710466],[2071138,2605525,2790881],[2089503,2615313,2795928],[2092905,2477294,2796588],[2094237,2617800,2797063],[2119926,2630881,2802993],[2121940,2631922,2732540],[2122887,2632417,2635270],[2129467,2636260,2636466],[2130769,2637020,2806178],[2147396,2645359,2809912],[2149410,2646400,2810563],[2153802,2518961,2811496],[2158359,2651571,2746884],[2159303,2652132,2654613],[2159876,2652232,2654679],[2173779,2370506,2752789],[2180776,2538340,2819093],[2183019,2665252,2819863],[2184098,2380077,2757682],[2186136,2542606,2667420],[2192841,2670270,2760136],[2196394,2549565,2823052],[2197299,2672092,2823127],[2200625,2673651,2678315],[2202322,2674462,2824094],[2222601,2683695,2828051],[2226003,2567624,2828711],[2227335,2686182,2771275],[2228279,2686743,2689224],[2228852,2686843,2689290],[2248143,2696053,2833534],[2251545,2584319,2834194],[2252877,2698540,2834669],[2256848,2587766,2835307],[2260851,2443621,2783050],[2261939,2703282,2783240],[2262691,2703573,2705503],[2262771,2703721,2705810],[2278566,2711621,2840599],[2281527,2605143,2713157],[2284972,2607023,2842183],[2286012,2464556,2792002],[2288107,2609411,2717000],[2293489,2719106,2794203],[2296897,2615213,2844719],[2298102,2720834,2844794],[2300586,2722021,2725956],[2301159,2722121,2726022],[2316069,2728390,2800017],[2319622,2628754,2848399],[2320527,2730212,2848474],[2323853,2494153,2731771],[2325550,2732582,2803185],[2326302,2732873,2734803],[2326382,2733021,2735110],[2343065,2643232,2852648],[2343970,2740585,2852723],[2347296,2640873,2742144],[2348993,2742955,2853690],[2352912,2520903,2812383],[2356314,2521207,2812508],[2358079,2747229,2748832],[2369272,2752188,2857647],[2372674,2661291,2858307],[2374950,2663500,2755236],[2375523,2663566,2755336],[2377977,2664738,2859420],[2381980,2542916,2821297],[2382994,2759303,2821816],[2386496,2760396,2821891],[2389507,2672240,2861567],[2389820,2673056,2762213],[2392707,2762568,2765638],[2392787,2762716,2765945],[2405994,2681194,2863731],[2406111,2767682,2826326],[2409519,2683595,2864278],[2410724,2769410,2864353],[2413208,2566015,2770597],[2413781,2574237,2770697],[2415988,2771620,2773223],[2430750,2695953,2867491],[2431955,2777963,2867566],[2434439,2694006,2779150],[2435012,2694072,2779250],[2438565,2585521,2834594],[2439470,2589415,2835966],[2442796,2703009,2782631],[2450584,2707003,2870545],[2453475,2709494,2871171],[2454380,2787341,2871246],[2457706,2601178,2788900],[2460155,2713193,2790002],[2460235,2713500,2790150],[2463322,2608965,2843070],[2466724,2609269,2843195],[2467083,2609627,2793432],[2467722,2793654,2843827],[2472677,2795095,2796832],[2473615,2721608,2795885],[2476179,2796188,2798661],[2484557,2799184,2847163],[2487565,2728290,2875886],[2488059,2800277,2847238],[2491070,2730360,2876296],[2491383,2627280,2802094],[2494270,2636076,2802449],[2494350,2629448,2802597],[2502602,2736303,2877798],[2510033,2740733,2878661],[2510346,2741549,2809013],[2513233,2738818,2809368],[2513313,2739125,2809516],[2516641,2646300,2853615],[2517846,2649802,2854708],[2520330,2746368,2812283],[2526520,2749687,2880825],[2528154,2534307,2817497],[2530045,2752088,2881372],[2531250,2816210,2881447],[2533734,2659682,2817397],[2536514,2755379,2818420],[2537860,2662493,2858707],[2538765,2666387,2860079],[2542091,2666270,2820878],[2543353,2759378,2821485],[2547678,2822578,2823925],[2548234,2762277,2823064],[2558052,2825777,2863386],[2558465,2560946,2767327],[2560633,2767830,2884858],[2563007,2686100,2827218],[2563945,2682444,2828008],[2566509,2690016,2828311],[2572603,2774078,2886124],[2579068,2693552,2866944],[2579702,2774707,2832701],[2580640,2778737,2833491],[2583204,2776536,2833794],[2586215,2698688,2868253],[2586528,2780382,2782036],[2589495,2782772,2836114],[2594590,2785419,2888373],[2595836,2601295,2840055],[2598095,2787489,2888783],[2598408,2708020,2839700],[2601375,2710188,2840203],[2604703,2712562,2872138],[2605908,2716064,2873231],[2608392,2715570,2842970],[2612217,2718751,2844016],[2613623,2795170,2844388],[2622269,2725502,2875326],[2622542,2726111,2846832],[2622981,2625070,2799974],[2626867,2732497,2847925],[2627423,2729313,2848411],[2634830,2805364,2892132],[2640433,2738663,2878251],[2641345,2806009,2852174],[2641901,2809077,2852660],[2647238,2810520,2811870],[2651489,2656674,2856814],[2654300,2814630,2893707],[2655405,2660176,2857907],[2657612,2750937,2857604],[2663187,2754823,2882134],[2666467,2757404,2860227],[2669757,2760093,2861063],[2677875,2765483,2884449],[2678736,2680339,2826263],[2682005,2771212,2863947],[2688911,2830631,2896287],[2691303,2692957,2866788],[2693693,2776383,2886547],[2694363,2832776,2867160],[2699244,2834606,2835675],[2703197,2707607,2870697],[2708163,2786442,2871183],[2718815,2794140,2873986],[2723253,2724907,2875170],[2725643,2798508,2891001],[2736900,2738250,2878157],[2746821,2750498,2881041],[2763720,2765070,2884355],[2774875,2775944,2886473],[2797000,2798069,2890927] ] cell #4827 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1681572,2159179],[1765877,2228155],[1855649,2300462],[1952148,2374826],[1972235,2389741],[2005206,2413084],[2034379,2434315],[2087378,2473457],[2114194,2491304],[2141664,2510267],[2155698,2520206],[2174635,2533610],[2215901,2560867],[2220476,2563787],[2246018,2580482],[2255119,2586449],[2272834,2598329],[2286868,2608268],[2314806,2624912],[2350787,2647080],[2352775,2648299],[2362572,2654534],[2367147,2657454],[2376248,2663421],[2381633,2667207],[2420481,2689145],[2428722,2693927],[2439724,2700284],[2448659,2705652],[2460027,2712265],[2461197,2713342],[2463185,2714561],[2483770,2725877],[2500677,2734952],[2507646,2738031],[2508028,2738967],[2528017,2750062],[2535924,2754402],[2539019,2756419],[2556759,2764851],[2557141,2765787],[2574100,2774453],[2575683,2775200],[2577843,2775689],[2595708,2784787],[2596090,2785723],[2603382,2789492],[2618884,2797325],[2621044,2797814],[2635948,2804732],[2636330,2805668],[2637821,2806325],[2639744,2806759],[2652655,2813447],[2654815,2813936],[2675263,2824241],[2677186,2824675],[2687266,2829448],[2689426,2829937],[2691491,2831422],[2704083,2837012],[2706006,2837446],[2719787,2844339],[2723441,2845643],[2733383,2849588],[2735306,2850022],[2747626,2855535],[2760862,2861250],[2772017,2865202],[2794842,2874127], [1465559,2195948,2195993],[1486342,1989750,2211597],[1627238,2112772,2318465],[1628317,2319176,2319221],[1660789,2342619,2342664],[1674212,2152863,2518144],[1729086,2198981,2392144],[1749932,2405548,2405593],[1798668,2438119,2438164],[1801008,2256692,2587553],[1819065,2271412,2452318],[1820144,2453029,2453074],[1833567,2284033,2606206],[1851856,2297037,2474123],[1871847,2486003,2487705],[1884756,2322209,2493707],[1915357,2345652,2512670],[1923741,2352215,2518080],[1936203,2526074,2526119],[1938603,2364242,2655703],[1953227,2537414,2537459],[1955567,2377821,2664525],[1972843,2196107,2548798],[1991780,2405707,2559172],[2001413,2409659,2564453],[2014322,2572157,2572202],[2016722,2422151,2690314],[2025730,2578622,2578667],[2030586,2430890,2581148],[2043495,2441152,2588852],[2049044,2446814,2704589],[2050577,2593028,2594730],[2055604,2450428,2706790],[2063486,2456062,2600732],[2071870,2462625,2606142],[2101864,2621823,2621868],[2114802,2319335,2627987],[2117816,2118018,2629682],[2122902,2498832,2733889],[2124435,2633268,2634970],[2129462,2502446,2736090],[2131393,2637575,2637910],[2142272,2342778,2642465],[2151905,2516781,2647746],[2159523,2524432,2747968],[2159871,2524443,2748057],[2161209,2526233,2652839],[2165986,2527457,2655639],[2170842,2530185,2658120],[2183751,2540447,2665824],[2186151,2542677,2758807],[2200640,2552024,2763249],[2201243,2674026,2678015],[2202946,2675017,2675352],[2223731,2224002,2684375],[2228499,2570515,2772359],[2228847,2570526,2772448],[2230185,2572316,2687450],[2234962,2573540,2690250],[2236360,2691112,2691385],[2255727,2438278,2699808],[2257751,2587598,2700950],[2260504,2590235,2702563],[2262563,2591285,2704172],[2262658,2592680,2783977],[2262961,2593108,2784083],[2273442,2453188,2708727],[2276456,2276658,2710422],[2281542,2605857,2791018],[2283075,2604843,2714008],[2288102,2609471,2793219],[2298726,2721389,2724207],[2300806,2617420,2796654],[2301154,2617431,2796743],[2301630,2621982,2722325],[2302776,2723062,2723335],[2323868,2629852,2803130],[2324471,2732146,2736135],[2326174,2631525,2733472],[2326269,2632920,2803922],[2326572,2633348,2804028],[2333929,2736766,2736984],[2347311,2645691,2810049],[2347914,2640573,2742519],[2349617,2646003,2743510],[2353383,2518194,2744849],[2357489,2651298,2747520],[2358054,2652672,2813481],[2370402,2370673,2752868],[2375170,2664182,2819159],[2375518,2664193,2819248],[2376856,2537573,2755943],[2378880,2664570,2757085],[2379870,2380072,2757638],[2387120,2669538,2760951],[2389911,2676172,2761533],[2390502,2671932,2823230],[2390654,2762022,2764314],[2392674,2673678,2823660],[2392977,2674106,2823766],[2394794,2763586,2763804],[2403906,2679475,2826429],[2411348,2769965,2772783],[2413428,2684357,2828777],[2413776,2690640,2828866],[2414252,2690364,2770901],[2415398,2685909,2771911],[2415963,2687283,2829482],[2432579,2692257,2778518],[2434659,2698160,2834260],[2435007,2698171,2834349],[2435483,2578781,2779454],[2436629,2698267,2780191],[2439885,2587712,2781207],[2442811,2781753,2783176],[2443414,2443616,2783006],[2444339,2703063,2783740],[2457721,2710592,2840736],[2458324,2706835,2789275],[2460122,2713660,2841528],[2460425,2714088,2841634],[2463793,2606256,2791605],[2464452,2464723,2792081],[2467098,2717231,2793378],[2470818,2718560,2794736],[2472291,2719860,2844427],[2473439,2724118,2795317],[2474203,2720685,2844860],[2474364,2795751,2797577],[2476154,2722158,2845205],[2486083,2726954,2847304],[2488683,2727658,2800832],[2491474,2734292,2801414],[2492065,2730052,2848577],[2492217,2801903,2804195],[2494237,2735899,2849007],[2494540,2731004,2849113],[2496357,2732363,2803685],[2510437,2638730,2808333],[2511028,2740425,2852826],[2511180,2737494,2808822],[2513200,2742171,2853256],[2513503,2742599,2853362],[2515320,2742736,2810386],[2518470,2520898,2811651],[2520550,2811562,2812569],[2521103,2521374,2812587],[2531874,2748392,2816765],[2533954,2752850,2858373],[2534302,2656029,2858462],[2534778,2655753,2817701],[2536489,2755776,2859078],[2539180,2664684,2819454],[2542106,2757808,2820000],[2542709,2542911,2821253],[2544154,2759525,2821524],[2546077,2759959,2822302],[2547363,2761013,2861364],[2548322,2764420,2822740],[2548631,2761567,2861602],[2559005,2766681,2863421],[2561037,2768363,2826588],[2561148,2767136,2826859],[2562621,2771378,2863986],[2563769,2772694,2827440],[2564533,2769261,2864419],[2564694,2827874,2829700],[2566484,2774141,2864764],[2579316,2776989,2867199],[2580464,2692168,2832923],[2581228,2777814,2867632],[2581389,2775452,2833357],[2583179,2779287,2867977],[2585046,2586619,2834931],[2587210,2780912,2834772],[2587362,2589382,2835420],[2589685,2835526,2836355],[2596251,2706949,2838309],[2598499,2704992,2839020],[2599090,2787181,2871349],[2599242,2784250,2839509],[2601262,2706599,2871779],[2601565,2788133,2871885],[2606532,2608960,2842338],[2608612,2792063,2842249],[2609165,2609436,2843274],[2610751,2793816,2843624],[2611093,2794306,2874025],[2613404,2720124,2874201],[2622323,2726611,2875516],[2623343,2799406,2846871],[2624894,2800743,2847385],[2625266,2799840,2847649],[2626552,2803251,2876093],[2627511,2804301,2848087],[2627820,2801448,2876331],[2636491,2736249,2850885],[2641030,2807813,2878458],[2641989,2737600,2852336],[2642298,2808367,2878696],[2645914,2647062,2853837],[2647826,2810947,2853756],[2647987,2649777,2854271],[2654704,2748809,2856184],[2656288,2746987,2881080],[2657436,2748303,2857036],[2658200,2816061,2881513],[2658361,2813699,2857470],[2660151,2749750,2881858],[2662018,2663591,2859044],[2664334,2666354,2859533],[2666657,2820111,2859639],[2668273,2668491,2860787],[2668834,2821957,2883571],[2679133,2825939,2863183],[2680427,2826965,2863548],[2681786,2828896,2884999],[2689315,2773200,2865851],[2691833,2775041,2886512],[2692674,2694097,2867111],[2694144,2777253,2886688],[2698373,2699332,2868415],[2699641,2834965,2868288],[2705634,2784698,2870157],[2707292,2783306,2888580],[2708251,2784356,2870859],[2708560,2839054,2888818],[2712176,2713324,2872360],[2714249,2716039,2872794],[2718105,2843862,2890414],[2723783,2797166,2890966],[2724624,2726047,2875493],[2734934,2804643,2877410],[2737327,2806244,2892420],[2737942,2738949,2878344],[2748920,2814042,2880642],[2750279,2812895,2893848],[2754508,2755467,2882296],[2764147,2824160,2895520],[2764762,2765769,2884542],[2773311,2830043,2885941],[2775234,2831295,2896474],[2775795,2776624,2886614],[2797359,2845516,2898555],[2797920,2798749,2891068] ] cell #4828 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2413738],[2474253],[2486133],[2494590],[2520860],[2534264],[2549004],[2559378],[2564583],[2566776],[2581278],[2589735],[2601615],[2608922],[2610169],[2614563],[2623482],[2628193],[2642671],[2647876],[2650069],[2658250],[2660443],[2666707],[2667861],[2671008],[2678551],[2682945],[2695303],[2700014],[2708933],[2716331],[2739501],[2743895],[2751438], [1334829,2473392],[1498347,2563722],[1503433,2566363],[1531205,2580417],[1616855,2623002],[1621806,2624847],[1632722,2629469],[1671715,2647015],[1693577,2657389],[1698663,2660030],[1745051,2678865],[1755494,2682465],[1760445,2684310],[1800797,2587315],[1800970,2439790],[1808682,2703742],[1813633,2705587],[1824549,2710209],[1831070,2713277],[1836156,2715918],[1854946,2721629],[1869811,2726427],[1879875,2729442],[1890318,2733042],[1895269,2734887],[1907264,2738902],[1923800,2518113],[1928716,2746716],[1931322,2747358],[1941765,2750958],[1946716,2752803],[1955356,2664287],[1955529,2539085],[1957632,2757425],[1975848,2762406],[1976917,2762737],[1987292,2765722],[1999377,2768734],[2009441,2771749],[2018684,2774994],[2033676,2778758],[2043132,2589996],[2045674,2782793],[2055393,2706552],[2055566,2596156],[2058605,2786571],[2069048,2790171],[2071929,2606175],[2073999,2792016],[2076845,2717397],[2089460,2795906],[2090892,2796003],[2091989,2796317],[2094818,2797119],[2118876,2802618],[2120295,2494851],[2129251,2735852],[2129424,2636396],[2130790,2806150],[2145277,2809206],[2146346,2809537],[2149367,2810541],[2153443,2649823],[2154995,2811891],[2156721,2812522],[2158940,2746940],[2159833,2653142],[2166045,2655672],[2168806,2815534],[2178870,2818549],[2183388,2666968],[2185930,2758530],[2197619,2672261],[2197880,2823183],[2202343,2824066],[2222558,2828029],[2225087,2828440],[2225644,2566530],[2227916,2771331],[2228809,2687753],[2235021,2690283],[2236313,2690909],[2248100,2833512],[2249532,2833609],[2250629,2833923],[2253197,2698709],[2253458,2834725],[2257251,2701737],[2258732,2835804],[2259801,2836135],[2261960,2783212],[2263011,2593158],[2263272,2704558],[2277516,2840224],[2278935,2601876],[2280537,2789647],[2284613,2716085],[2288064,2717136],[2294070,2794259],[2298123,2844766],[2298369,2720963],[2301116,2722628],[2302729,2722859],[2316026,2799995],[2317535,2626888],[2320847,2730381],[2321108,2848530],[2323971,2629916],[2325571,2803157],[2326622,2633398],[2326883,2733858],[2339469,2806914],[2344290,2740754],[2344551,2852779],[2349014,2853662],[2349260,2743084],[2352869,2854426],[2354301,2854523],[2355398,2854837],[2357442,2747044],[2358100,2747754],[2358346,2653045],[2369229,2857625],[2371758,2858036],[2372315,2660197],[2374326,2754844],[2375480,2756246],[2378380,2757872],[2380930,2860248],[2381692,2758776],[2384570,2669778],[2386517,2821863],[2390607,2761819],[2393027,2674156],[2393288,2763218],[2400334,2824830],[2406431,2767851],[2406692,2826382],[2408050,2682134],[2410745,2864325],[2410991,2769539],[2415351,2771435],[2416009,2772145],[2416255,2687656],[2427662,2776404],[2431976,2867538],[2432222,2778092],[2434969,2779757],[2436582,2779988],[2444885,2704222],[2449879,2837601],[2451388,2707628],[2454700,2787510],[2454961,2871302],[2457824,2710656],[2459670,2789840],[2460475,2714138],[2460736,2790987],[2463279,2872949],[2465808,2873360],[2467743,2843693],[2469048,2718944],[2470771,2794533],[2476200,2796440],[2476446,2722531],[2482710,2798529],[2488080,2847210],[2488326,2800406],[2489534,2729128],[2492170,2801700],[2496903,2733522],[2501897,2850177],[2505096,2738271],[2507289,2807325],[2511133,2808619],[2513553,2742649],[2513814,2810018],[2526957,2814651],[2528111,2882013],[2528576,2750627],[2531271,2881419],[2531517,2816339],[2536535,2818945],[2536781,2756149],[2543482,2821640],[2544293,2760211],[2547699,2822512],[2550727,2762882],[2554209,2765091],[2556402,2825241],[2558073,2863252],[2561101,2826656],[2573040,2830652],[2574194,2864919],[2576073,2776073],[2583225,2834046],[2583471,2779660],[2595351,2838012],[2596559,2786257],[2599195,2839306],[2603928,2790651],[2613752,2795014],[2619274,2798198],[2622671,2846987],[2635591,2850588],[2637960,2807011],[2641366,2852108],[2644394,2809682],[2675402,2824927],[2694492,2832620], [802783,2048541,2783556],[878917,2122399,2803501],[962179,2200137,2823457],[1057647,2281039,2841107],[1079689,2297245,2844543],[1116738,2323365,2848804],[1148450,2346808,2853053],[1205575,2389528,2861433],[1239044,2409867,2864102],[1271516,2431098,2867315],[1287089,2442308,2869132],[1308565,2457218,2871576],[1361907,2487913,2875805],[1367947,2491091,2876162],[1400805,2510054,2878527],[1412412,2516989,2879377],[1434274,2530393,2881196],[1449847,2541603,2883013],[1491826,2560654,2884792],[1542331,2586236,2887334],[1545141,2440051,2868858],[1558283,2594938,2888292],[1564323,2598116,2888649],[1575930,2605051,2889499],[1581823,2287891,2792981],[1644329,2635178,2892051],[1657124,2640781,2892521],[1673991,2517867,2879600],[1687056,2654321,2893641],[1702120,2374587,2818131],[1704703,2663208,2894494],[1707513,2539346,2882739],[1742445,2678223,2895621],[1771361,2688932,2896221],[1781281,2427923,2831865],[1783823,2693714,2896538],[1816479,2596417,2889259],[1827726,2459424,2840763],[1833346,2605929,2889722],[1864402,2482971,2846086],[1866944,2725664,2898619],[1898115,2636657,2876772],[1899910,2736921,2899182],[1903986,2507043,2851459],[1935840,2527218,2855978],[1938382,2655426,2894265],[1949885,2535877,2818235],[1979938,2763741,2900522],[1984014,2556156,2862506],[2013959,2573301,2865645],[2016501,2690037,2885416],[2018423,2574768,2866465],[2022477,2577796,2832139],[2048039,2703218,2897452],[2052115,2595105,2869982],[2094557,2617969,2874847],[2098611,2620997,2846360],[2121897,2732518,2891392],[2125973,2635345,2877235],[2131036,2637149,2851236],[2158679,2651740,2880346],[2162733,2654768,2856252],[2192798,2760114,2895191],[2202589,2674591,2862283],[2227655,2686351,2885645],[2231709,2689379,2865919],[2262206,2703411,2869759],[2293809,2719275,2890478],[2325817,2732711,2877012],[2386763,2760525,2883672] ] cell #4829 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [548464],[653233],[733959],[811873],[840618],[874215],[903388],[957207],[988747],[1019348],[1032954],[1052945],[1105436],[1111766],[1143478],[1154172],[1175018],[1188624],[1232208],[1282117],[1284427],[1288076],[1297263],[1303593],[1314287],[1383825],[1396851],[1409248],[1414373],[1427438],[1444875],[1447185],[1483657],[1514244],[1523210],[1527229],[1538872],[1544941],[1560369],[1577891],[1609772],[1613791],[1646415],[1650719],[1651989],[1668325],[1685582],[1689601],[1707313],[1736040],[1737310],[1769887],[1773906],[1777534],[1779304],[1810074],[1811344],[1816279],[1860655],[1862425],[1877465],[1891710],[1892980],[1897915],[1901208],[1932093],[1933733],[1933863],[1969166],[1981236],[1996397],[2010212],[2011852],[2011982],[2049337],[2050349],[2076645],[2084277],[2093410],[2103185],[2110215],[2123195],[2124207],[2161063],[2181281],[2188327],[2193166],[2201015],[2210621],[2230039],[2252050],[2282847],[2290054],[2296645],[2301484],[2309992],[2347686],[2376710],[2383158],[2389272],[2430498],[2435337],[2472841],[2509798],[2579866] ] cell #4830 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [802784,2048546],[878918,2122404],[962180,2200142],[1057648,2281044],[1079690,2297250],[1116739,2323370],[1148451,2346813],[1205576,2389561],[1239045,2409872],[1271517,2431103],[1287090,2442313],[1308566,2457223],[1361908,2487918],[1367948,2491124],[1400806,2510087],[1412413,2516994],[1434275,2530398],[1449848,2541608],[1491827,2560687],[1542332,2586269],[1545142,2440053],[1558284,2594943],[1564324,2598149],[1575931,2605056],[1581824,2287893],[1644330,2635183],[1657125,2640786],[1673992,2517900],[1687057,2654354],[1702121,2374589],[1704704,2663241],[1707514,2539348],[1742446,2678228],[1771362,2688965],[1781282,2427925],[1783824,2693747],[1816480,2596419],[1827727,2459457],[1833347,2605962],[1864403,2482973],[1866945,2725697],[1898116,2636659],[1899911,2736954],[1903987,2507076],[1935841,2527220],[1938383,2655459],[1949887,2535903],[1979939,2763774],[1984015,2556189],[2013960,2573303],[2016502,2690070],[2018424,2575557],[2022479,2577822],[2048040,2703251],[2052116,2595138],[2094558,2618758],[2098613,2621023],[2121898,2732551],[2125974,2635378],[2131038,2637800],[2158680,2652529],[2162735,2654794],[2192799,2760147],[2202591,2675242],[2227656,2687140],[2231711,2689405],[2262208,2704062],[2293810,2719661],[2325819,2733362],[2386765,2760841], [644144,1869816,2484822],[757599,1999382,2563272],[762694,1503434,2566368],[840638,1854947,2614804],[844271,2090897,2615954],[874235,1632723,2629502],[927028,2168811,2656939],[932123,1698664,2660035],[957336,1975850,2671911],[988767,1755495,2683186],[992400,1760447,2684336],[1019368,2033677,2695544],[1023001,2249537,2696694],[1052965,1824550,2710242],[1062743,1836157,2715923],[1079415,1334831,2473418],[1105456,1616856,2623723],[1111895,1879877,2730031],[1143607,2145279,2740404],[1154192,2154996,2744136],[1157825,2354306,2745286],[1160138,1928717,2746721],[1175038,1941766,2751679],[1178671,1946718,2752829],[1188644,1957633,2757458],[1232337,1745053,2679454],[1238770,1498349,2563748],[1271242,1531207,2580443],[1282246,2258734,2780891],[1284447,2259802,2781627],[1284733,2043133,2442762],[1288096,2045675,2782826],[1297283,1808683,2704463],[1303722,2058607,2787160],[1314307,2069049,2790892],[1317940,2074001,2792042],[1320253,2076846,2467049],[1361633,1621808,2624873],[1383845,1890319,2733763],[1396871,2146347,2809923],[1409268,2149368,2810574],[1412138,1671717,2647041],[1413819,2153444,2520144],[1414502,2355400,2811541],[1414660,2352870,2745035],[1418306,2156723,2812548],[1427567,1931324,2747947],[1434000,1693579,2657415],[1445004,2178872,2819138],[1447205,2380931,2819874],[1447491,2183389,2542057],[1450854,2185931,2542189],[1483677,1976918,2763123],[1514373,2009443,2772338],[1523230,2248101,2833545],[1527358,2250631,2834239],[1539140,2253198,2584920],[1539749,2253460,2834751],[1544259,2257253,2589361],[1544815,1800971,2439791],[1544867,1800799,2587341],[1558009,1813635,2705613],[1560389,2277517,2840610],[1560675,2278936,2457672],[1572786,2280538,2603214],[1575656,1831072,2713303],[1577337,2284614,2608206],[1578020,2465810,2842228],[1578178,2463280,2791791],[1609792,2089461,2795939],[1613920,2091991,2796633],[1644055,1895271,2734913],[1646435,2118877,2803004],[1646721,2120296,2323819],[1652257,2344291,2638604],[1652866,2344553,2852805],[1653994,2339470,2639100],[1656850,1907266,2738928],[1668372,2349047,2853663],[1668563,2349262,2645893],[1674163,1674343,2518115],[1685602,2369230,2857658],[1689047,2372316,2533548],[1689730,2371760,2858352],[1689888,2528112,2817887],[1701512,2374327,2661892],[1706631,2378382,2666333],[1707187,1955530,2539086],[1707239,1955358,2664313],[1737578,2197620,2676046],[1738187,2197882,2823209],[1739315,2400335,2676542],[1742171,1987294,2765748],[1769907,2222559,2828062],[1773352,2225645,2413022],[1774035,2225089,2828756],[1774193,2574195,2771087],[1778132,2018686,2775020],[1779351,2432009,2867539],[1779542,2432224,2692147],[1780673,2427663,2692548],[1795328,2436608,2698303],[1806748,2451389,2596800],[1811612,2454701,2704866],[1812221,2454963,2871328],[1813349,2449880,2705362],[1815597,2457826,2601241],[1816153,2055567,2596157],[1816205,2055395,2706578],[1827918,2459672,2712155],[1833518,1833698,2606177],[1861253,2094820,2797145],[1862472,2298156,2844767],[1862663,2298371,2724097],[1863794,2482711,2724498],[1877485,2316027,2800028],[1888384,2317536,2489775],[1893248,2320848,2734166],[1893857,2321110,2848556],[1894985,2501898,2734662],[1897233,2323973,2494216],[1897789,2129425,2636397],[1897841,2129253,2735878],[1900644,2505097,2638201],[1901255,2130823,2806151],[1902940,2511159,2737530],[1904178,2507291,2737921],[1925586,2355799,2520861],[1929476,2528578,2656267],[1931723,2159834,2653143],[1932691,2158942,2746966],[1933910,2531304,2881420],[1934101,2531519,2748282],[1935232,2526958,2748683],[1938554,1938734,2655674],[1960464,2382239,2667862],[1965950,2384571,2544534],[1980672,2554210,2675643],[1981283,2202376,2824067],[1982968,2390633,2764350],[1984206,2556404,2764741],[1996665,2406432,2768237],[1997274,2406694,2826408],[2007051,2225488,2413739],[2007595,2408052,2562600],[2009842,2228810,2687754],[2010810,2227918,2771357],[2012029,2410778,2864326],[2012220,2410993,2772673],[2013351,2573041,2773074],[2016673,2016853,2690285],[2019330,2576075,2691812],[2019915,2236339,2691421],[2042524,2442540,2589736],[2046511,2596573,2597071],[2048773,2263012,2593159],[2048995,2050947,2704560],[2049384,2261993,2783213],[2051069,2599221,2784286],[2052307,2595353,2784677],[2073715,2466209,2608923],[2076519,2288065,2717137],[2081788,2469050,2611072],[2084875,2294072,2794285],[2090194,2300272,2474254],[2092390,2301117,2722629],[2095464,2619276,2723762],[2096049,2302755,2723371],[2104681,2107909,2486134],[2110262,2488113,2847211],[2110453,2488328,2800722],[2119687,2323597,2494591],[2120369,2489548,2490046],[2122631,2326623,2633399],[2122853,2124805,2733860],[2123242,2325604,2803158],[2124927,2492196,2804231],[2126165,2635593,2804622],[2131467,2637974,2639351],[2150101,2520016,2647877],[2153635,2520613,2650071],[2159117,2161110,2747755],[2159586,2358348,2653047],[2160171,2357468,2747556],[2176480,2372159,2534265],[2179271,2375481,2756247],[2182780,2541835,2666708],[2186102,2186282,2758778],[2190482,2544307,2545684],[2193213,2386550,2821864],[2198526,2392491,2549006],[2200369,2393028,2674157],[2200591,2201613,2763220],[2203020,2675416,2676793],[2210668,2558862,2863253],[2211944,2214886,2559380],[2217105,2561127,2826895],[2220064,2223292,2564584],[2225836,2413491,2566778],[2228093,2230086,2772146],[2228562,2416257,2687658],[2229147,2415377,2771947],[2248834,2434125,2581279],[2251030,2434970,2779758],[2254104,2589199,2700016],[2262637,2264429,2704236],[2278327,2457450,2601616],[2281271,2460476,2714139],[2281493,2283445,2790989],[2284805,2608675,2716333],[2289265,2467902,2610681],[2290101,2468532,2843694],[2294439,2470797,2794772],[2298800,2475510,2614577],[2300400,2301531,2796441],[2300869,2476448,2722533],[2310340,2623322,2847001],[2311000,2313710,2623496],[2318812,2321754,2628195],[2326248,2328040,2733536],[2345197,2513017,2642673],[2347040,2513554,2742650],[2347262,2348284,2810020],[2349691,2649133,2743909],[2366735,2369963,2658251],[2372507,2534017,2660445],[2374764,2376757,2818946],[2375233,2536783,2756151],[2383506,2544133,2821654],[2388212,2389319,2822513],[2388483,2547293,2547858],[2392653,2393657,2762896],[2401389,2401887,2679063],[2408712,2411422,2682959],[2432653,2582535,2695317],[2434253,2435384,2834047],[2434722,2583473,2779662],[2452665,2455607,2708935],[2460101,2461893,2790665],[2472270,2473189,2795028],[2508738,2509845,2852109],[2509009,2640960,2641525],[2513179,2514183,2809696],[2529238,2531948,2751452],[2579295,2580214,2832634] ] cell #4831 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421445,2358318],[1508251,2416227],[1601384,2476418],[1703481,2536753],[1725336,2548555],[1761499,2566748],[1793211,2583443],[1850538,2614316],[1881006,2627744],[1911607,2642222],[1926924,2650041],[1947770,2660415],[1994926,2680660],[2000095,2682698],[2029268,2695056],[2039745,2699565],[2059736,2708484],[2075053,2716303],[2108395,2727796],[2150587,2743648],[2153027,2744606],[2164355,2749153],[2169524,2751191],[2180001,2755700],[2185828,2667257],[2233331,2773544],[2243277,2776857],[2256433,2781139],[2267035,2784925],[2279715,2712623],[2281757,2790404],[2284197,2791362],[2309693,2798982],[2330646,2804870],[2337859,2738724],[2339759,2807554],[2364406,2815104],[2373278,2754742],[2377562,2819386],[2398724,2765544],[2400624,2825470],[2422315,2831105],[2423391,2831482],[2425903,2776302],[2448269,2785480],[2450169,2838241],[2458763,2789760],[2478439,2845703],[2480951,2798427],[2500287,2805425],[2502187,2850817],[2503421,2806370],[2505750,2807245],[2522686,2855595],[2525198,2814549],[2552534,2824286],[2554863,2825161],[2568769,2865262],[2571281,2830550],[2574671,2831453],[2591483,2837057],[2593812,2837932],[2612755,2874187],[2617872,2845674],[2631723,2849633],[2634052,2850508],[2651643,2855566],[2670071,2861295],[2686254,2865233],[2719178,2874158], [1226215,2211647,2558227],[1366725,2318515,2627042],[1372979,2117948,2629778],[1465930,2392300,2671563],[1469862,2392194,2672818],[1502800,2223778,2684259],[1563101,2452368,2707782],[1569355,2276588,2710518],[1596387,2475830,2720400],[1628688,2318621,2729683],[1632620,2322259,2730938],[1661160,2512826,2740056],[1665092,2512720,2741311],[1698030,2370449,2752752],[1709735,2380002,2757734],[1725074,1971725,2671515],[1750303,2211753,2767488],[1756502,2409032,2768976],[1788214,2582855,2777529],[1799039,2589008,2780543],[1802971,2588902,2781798],[1805879,2443546,2783102],[1820515,2452474,2786812],[1824447,2456112,2788067],[1835523,2464499,2791965],[1874905,2311320,2800116],[1880744,2113684,2729635],[1911345,2141154,2740008],[1921927,2649453,2810662],[1924112,2650147,2811193],[1925560,2519250,2746768],[1928083,2521150,2812471],[1936574,2358424,2814288],[1942773,2529558,2815776],[1953598,2536859,2818790],[1957530,2540497,2820045],[1960438,2542841,2667627],[1994664,2215391,2767440],[2007025,2566415,2567913],[2014693,2416333,2830289],[2026101,2583549,2832421],[2037082,2585464,2834471],[2039483,2254609,2780495],[2041681,2702025,2835241],[2041852,2700518,2781302],[2042144,2587976,2782691],[2045572,2590285,2836289],[2053635,2445173,2837722],[2059474,2272324,2786764],[2070056,2604216,2841349],[2072241,2716409,2841880],[2073689,2607312,2715970],[2076212,2609212,2716877],[2102235,2476524,2846642],[2119307,2629367,2630577],[2127493,2497191,2850298],[2134712,2643175,2851445],[2138211,2644682,2851956],[2148111,2646201,2810167],[2148545,2646361,2853543],[2152765,2352265,2811145],[2152856,2352371,2744446],[2153300,2648530,2812442],[2164093,2362062,2814240],[2166357,2660521,2856534],[2176454,2660082,2661580],[2177338,2662436,2754905],[2179739,2375738,2818742],[2181937,2758160,2859354],[2182108,2756653,2819549],[2182400,2664948,2757323],[2206265,2549508,2862492],[2209764,2551015,2863003],[2218406,2681944,2682102],[2225501,2684230,2685272],[2233069,2419971,2830241],[2235333,2566854,2866201],[2239419,2695854,2831716],[2239853,2696014,2866621],[2240742,2693495,2776465],[2243015,2428212,2832373],[2252149,2698607,2868178],[2252301,2698612,2834442],[2256697,2256710,2781144],[2265882,2709437,2869968],[2269381,2710944,2870479],[2269552,2785957,2838404],[2277947,2710107,2711317],[2279281,2712463,2789808],[2283935,2462675,2841832],[2284026,2462781,2791202],[2284470,2714792,2791936],[2291118,2718263,2718912],[2305835,2615114,2845937],[2306269,2615274,2875003],[2307158,2725445,2798590],[2309431,2483260,2846594],[2317347,2729021,2729152],[2329493,2628697,2877221],[2332992,2630204,2877732],[2333163,2805902,2850980],[2335663,2503581,2851245],[2336479,2740652,2878014],[2336631,2740657,2851416],[2337425,2738564,2807293],[2348353,2743004,2853498],[2360548,2751989,2855829],[2360982,2752149,2880502],[2361871,2749630,2814712],[2364144,2527507,2856486],[2364235,2527613,2814944],[2365077,2750437,2750595],[2372172,2752723,2753765],[2373430,2754747,2818259],[2377826,2377839,2819391],[2384382,2759716,2760235],[2390336,2673190,2761725],[2396528,2552694,2862292],[2397344,2672159,2884212],[2397496,2672164,2862463],[2398290,2765384,2825209],[2403740,2558599,2766839],[2407652,2681137,2884985],[2407699,2682054,2768383],[2418457,2683496,2865496],[2418891,2683656,2885801],[2419780,2774021,2830713],[2422053,2573590,2866153],[2422144,2573696,2830945],[2424166,2574666,2866456],[2424971,2775392,2776041],[2425239,2778012,2866576],[2426055,2776307,2832163],[2441011,2703027,2782574],[2446073,2591643,2869768],[2446807,2592120,2837250],[2446889,2787408,2888136],[2447041,2787413,2869939],[2447835,2785320,2837980],[2450433,2450446,2838246],[2451200,2786150,2786281],[2467016,2609645,2843508],[2468697,2718864,2793883],[2474065,2721711,2795508],[2479214,2617867,2874838],[2480019,2797517,2798166],[2480287,2720883,2874958],[2481103,2798432,2846384],[2485945,2623084,2799597],[2489029,2728191,2876024],[2489463,2728351,2891364],[2491899,2627414,2801606],[2494171,2495811,2731714],[2498091,2631883,2877021],[2498825,2632360,2849826],[2498907,2730279,2891895],[2499059,2730284,2877192],[2499853,2805265,2850556],[2502451,2502464,2850822],[2504232,2637069,2851200],[2504908,2806516,2807035],[2510862,2741683,2808525],[2518816,2746586,2812184],[2523461,2651638,2880337],[2524266,2652033,2813639],[2524448,2524461,2855705],[2524534,2816259,2880457],[2525350,2814554,2856276],[2528225,2750547,2815183],[2540306,2666288,2820821],[2542670,2667363,2860541],[2543402,2759343,2821604],[2547179,2670231,2883681],[2548653,2762255,2822807],[2552017,2673594,2862087],[2553345,2674511,2862247],[2554021,2824432,2824951],[2559027,2678714,2826006],[2561762,2767749,2895755],[2561914,2767754,2884956],[2564395,2682547,2827631],[2566233,2567479,2770498],[2569544,2686249,2885636],[2570349,2686644,2829640],[2570531,2570544,2865372],[2570617,2769459,2885756],[2571433,2830555,2865943],[2575722,2775993,2831489],[2581090,2778840,2833114],[2587044,2782170,2835123],[2588128,2782948,2836038],[2592294,2703331,2869723],[2592713,2592818,2869783],[2592970,2703645,2837203],[2598924,2708154,2839212],[2601196,2602836,2788843],[2605850,2713100,2872598],[2606878,2715788,2842871],[2609476,2609489,2873594],[2612977,2719173,2890469],[2613672,2794978,2795135],[2617254,2721922,2845363],[2617436,2617449,2874714],[2618923,2798118,2845710],[2622481,2799451,2898658],[2622591,2726076,2846951],[2625809,2800326,2891319],[2627842,2729291,2848154],[2629624,2630729,2802521],[2632534,2732631,2876976],[2632953,2633058,2877036],[2633210,2732945,2849779],[2642320,2809055,2852403],[2645684,2742087,2879181],[2647688,2811973,2854028],[2652694,2652771,2855602],[2658062,2751040,2857227],[2659900,2661146,2817298],[2664016,2755137,2859236],[2664198,2664211,2882466],[2665100,2757580,2860151],[2668431,2759570,2895158],[2670406,2760445,2883636],[2673711,2673816,2883975],[2673968,2762640,2862040],[2678444,2825970,2895657],[2687305,2687382,2865269],[2694412,2832584,2832741],[2697994,2779051,2868135],[2698176,2698189,2887201],[2699663,2835653,2868482],[2708582,2786420,2870926],[2710364,2711469,2840127],[2713693,2713798,2889523],[2713950,2790074,2872551],[2717862,2793847,2890371],[2719905,2720282,2890513],[2722180,2722257,2874611],[2742204,2742309,2892824],[2742461,2809440,2879134],[2755798,2755875,2882363],[2761044,2761324,2883698],[2777034,2777411,2896573],[2779309,2779386,2887098],[2807844,2808124,2892547] ] cell #4832 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1886530],[1973196],[1992133],[2005379],[2045269],[2065260],[2088483],[2106198],[2115155],[2118623],[2142625],[2155871],[2174808],[2185525],[2187320],[2196464],[2212824],[2221581],[2247123],[2256080],[2259548],[2273795],[2277263],[2287041],[2288642],[2295638],[2310548],[2319692],[2343135],[2351892],[2368252],[2380677],[2429491],[2438635],[2453545], [730084,1971809],[870340,2113768],[874745,2118111],[899513,2141238],[977095,2211875],[982057,2215475],[992489,2223900],[1029079,2254693],[1049070,2272408],[1053475,2276751],[1099903,2311404],[1110808,2318743],[1115770,2322343],[1155866,2152401],[1156028,1923914],[1163366,2358546],[1168328,2362146],[1178760,2370571],[1184749,2375822],[1189154,2380165],[1210494,2392422],[1226594,2402342],[1237782,2409116],[1248687,2416455],[1253649,2420055],[1266565,2428296],[1284146,2041460],[1288606,2443709],[1291730,2445257],[1302635,2452596],[1307597,2456196],[1315981,2283571],[1316143,2072043],[1318029,2464621],[1339773,2475914],[1340918,2476646],[1352611,2483344],[1367104,2490501],[1378292,2497275],[1388194,2504036],[1405724,2512948],[1415901,2156342],[1418395,2521272],[1429323,2363780],[1429485,2166159],[1433012,2529642],[1443917,2536981],[1446904,2181716],[1448879,2540581],[1451364,2382277],[1468439,2550068],[1470241,2550243],[1471512,2551099],[1475000,2553149],[1504436,2566976],[1505816,2005850],[1516129,2421689],[1516291,2235135],[1517983,2574930],[1536149,2582939],[1537294,2583671],[1540806,2586024],[1545507,2259287],[1547250,2589130],[1548987,2590369],[1551712,2444197],[1552842,2263386],[1560088,2269160],[1563480,2597526],[1574668,2604300],[1579419,2287512],[1581913,2466363],[1598374,2298569],[1598845,2615729],[1604545,2618131],[1631197,2629257],[1634270,2630288],[1634778,2118362],[1637758,2496215],[1638888,2326997],[1646134,2332771],[1647773,2333991],[1663669,2643735],[1665471,2643910],[1666742,2644766],[1669759,2349460],[1670230,2646816],[1674866,2354913],[1676659,2649537],[1677804,2650269],[1680355,2521918],[1681745,2161562],[1682216,2358682],[1699666,2660643],[1701046,2175279],[1703178,2535771],[1707879,2380416],[1711521,2381806],[1720614,2545459],[1726790,2672423],[1727051,2390979],[1730860,2393402],[1733094,2394856],[1751706,2560442],[1753693,2219149],[1758489,2411191],[1758960,2684111],[1762476,2224602],[1764660,2568001],[1766050,2230538],[1766521,2416591],[1783418,2577137],[1790201,2432422],[1790672,2696469],[1796372,2698871],[1796633,2436954],[1801548,2701078],[1803350,2701253],[1804621,2702109],[1807128,2444401],[1808168,2444856],[1808429,2264838],[1823024,2709997],[1826097,2711028],[1826605,2277002],[1829114,2459870],[1830715,2460850],[1834221,2465323],[1837159,2716531],[1837961,2466624],[1842576,2293204],[1845783,2611584],[1852352,2474426],[1855822,2301983],[1856293,2476782],[1866539,2620338],[1875813,2488526],[1876284,2624648],[1878161,2318011],[1882460,2730543],[1882721,2492542],[1888764,2496419],[1889804,2496874],[1890065,2328449],[1906414,2507489],[1913061,2740916],[1913322,2511505],[1917131,2513928],[1919365,2515382],[1930837,2359495],[1937977,2654109],[1939964,2365820],[1944760,2531717],[1945231,2752604],[1948747,2371273],[1951192,2536249],[1952321,2377209],[1952792,2537117],[1956107,2757213],[1959180,2758244],[1961807,2668542],[1964239,2386231],[1967260,2546139],[1976403,2550698],[1976664,2394066],[1986442,2556602],[1995340,2679966],[1995601,2561473],[1997354,2408260],[2001909,2564756],[2008956,2417404],[2016096,2688720],[2021306,2427057],[2024774,2578168],[2031082,2581451],[2034552,2435836],[2035023,2583807],[2054543,2595551],[2056144,2789403],[2056891,2451864],[2061190,2787672],[2061451,2599567],[2068534,2603899],[2068795,2462302],[2078045,2610789],[2079726,2470287],[2086051,2613455],[2091504,2476884],[2097440,2482105],[2100908,2621369],[2103766,2726662],[2109219,2625328],[2128401,2635791],[2130002,2732274],[2133668,2506757],[2145832,2644365],[2146093,2514592],[2165030,2655140],[2166783,2528786],[2171338,2658423],[2178385,2537930],[2194783,2547401],[2205221,2555870],[2211143,2679171],[2234006,2689751],[2238366,2577312],[2244691,2694195],[2250144,2583909],[2304782,2620513],[2341454,2641068], [347141,1421824,2522868],[396254,1508630,2568951],[451147,1601763,2616409],[516780,1703860,2662618],[533564,1725499,2671628],[561557,1761878,2684791],[585000,1793590,2697149],[627508,1850660,2720393],[654693,1881169,2729748],[680235,1911770,2740121],[691868,1927303,2745741],[708228,1948149,2753284],[753426,1995089,2767553],[758678,2000217,2768969],[786148,2029390,2777522],[795618,2039908,2780608],[813333,2059899,2786877],[824966,2075432,2792497],[864351,2108517,2800109],[909170,2150709,2810655],[911527,1924385,2745061],[922855,2164518,2814353],[928107,2169646,2815769],[937577,2180164,2818855],[941936,1711359,2542215],[1002883,2233494,2830354],[1015143,2243440,2832486],[1031127,2041199,2781403],[1043081,2267157,2837715],[1056322,1829585,2603240],[1058727,2281879,2841342],[1061084,2072514,2791817],[1096779,2309856,2846707],[1126202,2330768,2850291],[1136366,1906885,2639126],[1138860,2339881,2851949],[1170813,2166630,2817913],[1181335,1950931,2661668],[1186797,2181455,2819650],[1220671,1986913,2676568],[1223165,2400746,2862996],[1256134,2235606,2771113],[1258384,2423951,2866561],[1263085,2024513,2692324],[1296481,2055014,2705388],[1298975,2268899,2840386],[1310307,2067494,2603444],[1344430,2478999,2874943],[1349131,2100647,2724274],[1383043,2128872,2734688],[1385537,2332510,2802780],[1387723,2131236,2737035],[1392830,2136689,2639806],[1421142,2357336,2856750],[1425843,2164769,2748459],[1474529,2202789,2763855],[1479636,2208242,2677248],[1507948,2415245,2827154],[1512649,2233745,2772850],[1518244,2236685,2691529],[1551241,2262406,2783791],[1556348,2267859,2706068],[1591591,2470112,2843789],[1604806,2303101,2723479],[1637287,2326017,2803736],[1642394,2331470,2735368],[1680616,2357814,2747664],[1720143,2386963,2822353],[1764921,2415723,2772055],[1846044,2471143,2794880] ] cell #4833 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1886531],[1973197],[1992134],[2005380],[2045270],[2065261],[2088486],[2106201],[2115156],[2118626],[2142626],[2155872],[2174809],[2185526],[2187415],[2196496],[2212856],[2221584],[2247126],[2256081],[2259551],[2273796],[2277266],[2287042],[2288643],[2295733],[2310643],[2319724],[2343167],[2351895],[2368255],[2380680],[2429586],[2438667],[2453577], [730075,1971812],[870331,2113771],[874746,2118036],[899504,2141241],[977096,2211872],[982048,2215478],[992490,2223897],[1029070,2254696],[1049061,2272411],[1053476,2276676],[1099894,2311407],[1110809,2318740],[1115761,2322346],[1155857,2152404],[1156029,1923915],[1163367,2358543],[1168319,2362149],[1178761,2370568],[1184740,2375825],[1189155,2380090],[1210495,2392419],[1226373,2402437],[1237773,2409119],[1248688,2416452],[1253640,2420058],[1266556,2428299],[1284137,2041463],[1288607,2443634],[1291721,2445260],[1302636,2452593],[1307588,2456199],[1315972,2283574],[1316144,2072044],[1318030,2464618],[1339764,2475917],[1340919,2476643],[1352602,2483347],[1366883,2490596],[1378283,2497278],[1388185,2504039],[1405725,2512945],[1415902,2156333],[1418396,2521269],[1429314,2363783],[1429486,2166160],[1433003,2529645],[1443918,2536978],[1446895,2181719],[1448870,2540584],[1451365,2382268],[1468440,2550065],[1470020,2550338],[1471503,2551102],[1474991,2553152],[1504437,2566973],[1505817,2005841],[1516120,2421692],[1516292,2235136],[1517980,2574931],[1536140,2582942],[1537295,2583668],[1540807,2586021],[1545508,2259284],[1547251,2589127],[1548978,2590372],[1551703,2444200],[1552843,2263387],[1560079,2269163],[1563259,2597621],[1574659,2604303],[1579420,2287503],[1581914,2466360],[1598375,2298566],[1598836,2615732],[1604542,2618132],[1631198,2629254],[1634261,2630291],[1634779,2118359],[1637749,2496218],[1638889,2326998],[1646125,2332774],[1647776,2334086],[1663670,2643732],[1665250,2644005],[1666733,2644769],[1669760,2349457],[1670221,2646819],[1674869,2354916],[1676650,2649540],[1677805,2650266],[1680352,2521919],[1681746,2161563],[1682207,2358685],[1699667,2660640],[1701047,2175270],[1703179,2535768],[1707880,2380413],[1711522,2381807],[1720605,2545462],[1726787,2672424],[1727054,2390982],[1730861,2393403],[1733097,2394951],[1751707,2560439],[1753694,2219146],[1758490,2411188],[1758951,2684114],[1762479,2224605],[1764657,2568002],[1766051,2230539],[1766512,2416594],[1783419,2577134],[1790202,2432419],[1790663,2696472],[1796369,2698872],[1796636,2436957],[1801549,2701075],[1803129,2701348],[1804612,2702112],[1807131,2444496],[1808165,2444857],[1808432,2264841],[1823025,2709994],[1826088,2711031],[1826606,2276999],[1829115,2459867],[1830716,2460851],[1834224,2465326],[1837160,2716528],[1837952,2466627],[1842577,2293201],[1845780,2611585],[1852355,2474521],[1855823,2301984],[1856284,2476785],[1866540,2620335],[1875814,2488523],[1876275,2624651],[1878164,2318014],[1882457,2730544],[1882724,2492545],[1888767,2496514],[1889801,2496875],[1890068,2328452],[1906415,2507486],[1913058,2740917],[1913325,2511508],[1917132,2513929],[1919368,2515477],[1930840,2359527],[1937978,2654106],[1939965,2365817],[1944761,2531714],[1945222,2752607],[1948750,2371276],[1951195,2536252],[1952322,2377210],[1952783,2537120],[1956108,2757210],[1959171,2758247],[1961804,2668543],[1964242,2386234],[1967263,2546234],[1976400,2550699],[1976667,2394069],[1986443,2556599],[1995337,2679967],[1995604,2561476],[1997386,2408355],[2001912,2564851],[2008959,2417436],[2016097,2688717],[2021307,2427054],[2024777,2578171],[2031085,2581546],[2034553,2435837],[2035014,2583810],[2054544,2595548],[2056145,2789400],[2056894,2451867],[2061187,2787673],[2061454,2599570],[2068531,2603900],[2068798,2462305],[2078048,2610821],[2079758,2470382],[2086048,2613456],[2091507,2476916],[2097441,2482102],[2100911,2621372],[2103763,2726663],[2109222,2625423],[2128402,2635788],[2130003,2732271],[2133671,2506760],[2145829,2644366],[2146096,2514595],[2165033,2655143],[2166815,2528881],[2171341,2658518],[2178388,2537962],[2194786,2547433],[2205224,2555873],[2211146,2679203],[2234009,2689754],[2238398,2577407],[2244688,2694196],[2250147,2583941],[2304814,2620608],[2341457,2641100], [347142,1421603,2522963],[396255,1508409,2569046],[451148,1601542,2616504],[516781,1703639,2662713],[533565,1725424,2671660],[561558,1761657,2684886],[585001,1793369,2697244],[627509,1850657,2720394],[654694,1881094,2729780],[680236,1911695,2740153],[691869,1927082,2745836],[708229,1947928,2753379],[753427,1995014,2767585],[758679,2000214,2768970],[786149,2029387,2777523],[795619,2039833,2780640],[813334,2059824,2786909],[824967,2075211,2792592],[864352,2108514,2800110],[909171,2150706,2810656],[911528,1924376,2745064],[922856,2164443,2814385],[928108,2169643,2815770],[937578,2180089,2818887],[941937,1711350,2542218],[1002884,2233419,2830386],[1015144,2243365,2832518],[1031128,2041196,2781404],[1043082,2267154,2837716],[1056323,1829576,2603243],[1058728,2281876,2841343],[1061085,2072505,2791820],[1096780,2309781,2846739],[1126203,2330765,2850292],[1136367,1906876,2639129],[1138861,2339878,2851950],[1170814,2166621,2817916],[1181336,1950928,2661669],[1186798,2181452,2819651],[1220672,1986904,2676571],[1223166,2400743,2862997],[1256135,2235597,2771116],[1258385,2423948,2866562],[1263086,2024510,2692325],[1296482,2055005,2705391],[1298976,2268896,2840387],[1310310,2067497,2603539],[1344431,2478996,2874944],[1349132,2100644,2724275],[1383044,2128863,2734691],[1385538,2332507,2802781],[1387724,2131233,2737036],[1392833,2136692,2639901],[1421143,2357333,2856751],[1425844,2164766,2748460],[1474530,2202786,2763856],[1479639,2208245,2677343],[1507949,2415242,2827155],[1512650,2233742,2772851],[1518247,2236688,2691561],[1551242,2262403,2783792],[1556351,2267862,2706163],[1591592,2470109,2843790],[1604809,2303104,2723511],[1637288,2326014,2803737],[1642397,2331473,2735463],[1680619,2357817,2747696],[1720144,2386960,2822354],[1764924,2415726,2772087],[1846047,2471146,2794912] ] cell #4834 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2119164],[2197070],[2213430],[2224932],[2260089],[2277804],[2297868],[2312778],[2320298],[2323285],[2343741],[2355243],[2371603],[2381218],[2382792],[2389959],[2403363],[2410490],[2431721],[2439241],[2442228],[2454151],[2457138],[2465653],[2467165],[2472475],[2484355],[2491522],[2510485],[2517612],[2531016],[2541523],[2579500],[2586667],[2598547], [956896,2195900],[1111455,2319128],[1116299,2322845],[1143167,2342571],[1226753,2402614],[1231897,2405500],[1242912,2412426],[1281806,2438071],[1303282,2452981],[1308126,2456698],[1356149,2484986],[1367263,2490773],[1372407,2493659],[1414062,2352167],[1414237,2152731],[1421983,2523140],[1427127,2526026],[1438142,2532952],[1444564,2537366],[1449408,2541083],[1470400,2550515],[1486556,2558263],[1497675,2563436],[1508789,2569223],[1513933,2572109],[1526918,2578574],[1544702,2256565],[1549516,2590871],[1552525,2592011],[1563639,2597798],[1568783,2600684],[1577580,2462577],[1577755,2283901],[1579798,2607610],[1600764,2616118],[1601922,2616681],[1613480,2621775],[1627452,2627078],[1638571,2632251],[1648546,2637527],[1665630,2644182],[1675875,2355686],[1678484,2650716],[1689290,2527409],[1689465,2364110],[1692905,2657103],[1704019,2662890],[1707074,2377694],[1709163,2665776],[1711888,2542988],[1727592,2672731],[1729300,2672854],[1730543,2673485],[1733867,2674969],[1762037,2685063],[1763485,2225375],[1773595,2573492],[1773770,2422019],[1775365,2691089],[1792591,2696858],[1793749,2697421],[1797174,2699179],[1801758,2442007],[1803509,2701525],[1805307,2702515],[1807901,2591237],[1808970,2445472],[1816040,2450301],[1819279,2707818],[1830398,2712991],[1835230,2466096],[1837839,2609123],[1852682,2474698],[1853125,2721341],[1858486,2723039],[1883262,2730851],[1886213,2731605],[1886740,2323064],[1889537,2631477],[1890606,2497490],[1897676,2502319],[1899208,2503318],[1913863,2741224],[1915571,2741347],[1916814,2741978],[1919695,2515654],[1920138,2743462],[1924558,2520158],[1926304,2745450],[1927462,2746013],[1929924,2651275],[1931167,2360101],[1931610,2523256],[1948308,2753556],[1949756,2372046],[1951733,2661976],[1956317,2541302],[1960041,2542545],[1968033,2669490],[1973460,2761999],[1973681,2549399],[1977205,2551314],[1979236,2552431],[1996142,2680274],[1997960,2408532],[2002239,2565028],[2002682,2769917],[2006023,2413036],[2008043,2685886],[2009286,2418010],[2009729,2569339],[2025315,2692632],[2031412,2581723],[2031855,2778470],[2037216,2780168],[2037437,2585355],[2042001,2781711],[2043709,2781834],[2044952,2782465],[2047337,2591380],[2048240,2591723],[2048461,2446631],[2061992,2787980],[2064943,2788734],[2065470,2456917],[2067824,2603716],[2069336,2604515],[2072687,2608220],[2075591,2792769],[2076406,2609344],[2080332,2470559],[2083098,2718537],[2088758,2615011],[2091834,2477490],[2092277,2616797],[2101449,2724582],[2109549,2625600],[2109992,2727610],[2111677,2490210],[2115419,2801880],[2115640,2628588],[2121195,2631620],[2122098,2631963],[2122319,2498649],[2137019,2640078],[2142889,2808799],[2143110,2643066],[2146634,2644981],[2148665,2646098],[2159131,2523889],[2165571,2748767],[2167389,2529058],[2171668,2658695],[2172111,2816717],[2175452,2533562],[2177693,2662327],[2178715,2538536],[2179158,2663006],[2182257,2819958],[2185208,2820712],[2187592,2759502],[2189550,2545848],[2192096,2669968],[2199836,2673197],[2200057,2551841],[2208572,2677520],[2216196,2767113],[2216417,2681028],[2218029,2562805],[2221856,2683393],[2228107,2569972],[2234547,2773158],[2238972,2577584],[2241959,2693386],[2247398,2695751],[2250474,2584515],[2250917,2697537],[2268189,2706340],[2269701,2840694],[2270317,2597235],[2274059,2839486],[2274280,2709328],[2280738,2712703],[2280959,2605674],[2289429,2718019],[2290741,2612015],[2295910,2719837],[2300414,2616877],[2305388,2620785],[2308375,2725336],[2310820,2799383],[2315324,2728088],[2331800,2735640],[2333312,2803088],[2336221,2639515],[2346507,2741690],[2346728,2645508],[2363088,2749521],[2364700,2656472],[2368527,2751886],[2374778,2663639],[2388647,2670888],[2397086,2676957],[2402051,2766595],[2420997,2773912],[2424594,2692755],[2429763,2776966],[2434267,2697617],[2479642,2724705],[2509173,2739381], [503698,1681786,2651930],[564563,1766091,2686541],[631966,1855863,2721819],[711234,1952362,2755034],[730613,1972311,2761481],[763136,2005420,2770395],[790606,2034593,2778948],[840215,2087286,2795294],[870869,2114270,2801362],[900042,2141740,2808281],[913628,2155912,2812081],[932565,2174849,2817195],[982586,2215977,2826536],[988344,2220384,2827417],[1018945,2245926,2832900],[1029608,2255195,2834879],[1049599,2272910,2838968],[1063185,2287082,2842768],[1105033,2314714,2847362],[1153769,2350695,2853814],[1156395,2153174,2811603],[1168857,2362648,2856132],[1174615,2367055,2857013],[1185278,2376324,2858992],[1190393,1959866,2667159],[1254178,2420557,2865799],[1267094,2428798,2867059],[1284024,2256344,2835397],[1296860,2448567,2870134],[1311316,2068267,2712217],[1313884,2461105,2872337],[1316510,2284344,2842290],[1353140,2483846,2875441],[1383422,2500585,2877387],[1393839,2137462,2737983],[1396448,2507936,2878321],[1429852,2364553,2858414],[1441029,2177472,2754379],[1446782,2377473,2859510],[1480645,2209015,2764803],[1483254,2557049,2884519],[1516658,2422462,2828818],[1518785,2575238,2886385],[1523369,2241738,2775666],[1557357,2268632,2784739],[1559966,2450080,2871756],[1571758,2279835,2712360],[1605347,2618439,2890839],[1609931,2308154,2797791],[1643403,2332243,2804684],[1646012,2502098,2848984],[1648103,2334263,2806302],[1652966,2338767,2738461],[1681157,2522226,2881031],[1685741,2362867,2813913],[1733424,2395128,2824218],[1738287,2399632,2765281],[1765462,2568309,2863937],[1770046,2420776,2829914],[1775586,2423282,2775148],[1807458,2444673,2836989],[1812321,2449177,2785217],[1846585,2611892,2873898],[1858707,2478330,2797273],[1889094,2496691,2849565],[1893957,2501195,2805162],[1930145,2522577,2813395],[1967590,2546411,2861227],[2008264,2568660,2829396],[2083319,2612646,2844287] ] cell #4835 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2323792],[2390498],[2403902],[2413424],[2442735],[2457645],[2474207],[2486087],[2492061],[2494544],[2511024],[2520546],[2533950],[2542030],[2543407],[2548658],[2559032],[2564537],[2581232],[2587206],[2589689],[2599086],[2601569],[2608608],[2609851],[2613677],[2622596],[2627847],[2642325],[2647830],[2658204],[2666661],[2694417],[2699668],[2708587], [1205542,2389513],[1367914,2491076],[1372985,2494079],[1400772,2510039],[1486719,2558459],[1491793,2560639],[1502878,2566009],[1542298,2586221],[1564290,2598101],[1569361,2601104],[1616822,2622987],[1627615,2627274],[1632689,2629454],[1673958,2517852],[1674136,2352555],[1681949,2652126],[1687023,2654306],[1698108,2659676],[1704670,2663193],[1709741,2666196],[1729463,2673050],[1744929,2678790],[1755461,2682450],[1766254,2686737],[1771328,2688917],[1783790,2693699],[1800937,2439744],[1805885,2702935],[1808649,2703727],[1819442,2708014],[1824516,2710194],[1833313,2605914],[1833491,2462965],[1835601,2715564],[1854913,2721614],[1856026,2722015],[1866911,2725649],[1879753,2729367],[1890285,2733027],[1899877,2736906],[1915734,2741543],[1925566,2520827],[1928161,2746362],[1938349,2655411],[1938527,2527797],[1941732,2750943],[1952525,2755230],[1955496,2539039],[1957599,2757410],[1960444,2667828],[1974188,2762207],[1975726,2762331],[1976884,2762722],[1979905,2763726],[2005583,2770591],[2007031,2413705],[2016468,2690022],[2016646,2573880],[2018097,2774890],[2033643,2778743],[2034756,2779144],[2037944,2780376],[2042256,2589409],[2043872,2782030],[2045641,2782778],[2048006,2703203],[2048968,2593218],[2055533,2596110],[2058483,2786496],[2069015,2790156],[2073695,2608889],[2076290,2716810],[2089146,2615207],[2089427,2795891],[2094231,2797015],[2116147,2802088],[2118843,2802603],[2119419,2494264],[2121864,2732503],[2122826,2633458],[2129391,2636350],[2130775,2637074],[2143617,2809007],[2145155,2809131],[2146313,2809522],[2149053,2646294],[2149334,2810526],[2153397,2649808],[2154962,2811876],[2156075,2812277],[2158353,2746836],[2159519,2524428],[2159800,2653096],[2175012,2817391],[2176460,2534231],[2178200,2754587],[2182512,2666381],[2186075,2667547],[2192765,2760099],[2197293,2823079],[2197573,2672246],[2200564,2674216],[2202328,2674516],[2216924,2767321],[2218568,2563001],[2222244,2683589],[2222525,2828014],[2225598,2566515],[2227329,2771227],[2228495,2570511],[2228776,2687707],[2242466,2775874],[2247786,2695947],[2248067,2833497],[2252871,2834621],[2253151,2698694],[2257072,2835605],[2258610,2835729],[2259768,2836120],[2261945,2703336],[2262685,2704206],[2262965,2593112],[2274787,2839694],[2277483,2840209],[2278059,2601289],[2280223,2712556],[2281466,2714198],[2284567,2716070],[2287245,2842964],[2288031,2717090],[2291280,2612211],[2293483,2794155],[2298108,2720888],[2300802,2617416],[2301083,2722582],[2308882,2797999],[2315712,2728284],[2315993,2799980],[2317489,2626873],[2320521,2848426],[2320801,2730366],[2325556,2732636],[2326296,2733506],[2326576,2633352],[2339155,2738657],[2343964,2852675],[2344244,2740739],[2347235,2742709],[2348999,2743009],[2358085,2652699],[2363595,2814121],[2365239,2656668],[2368915,2752082],[2369196,2857610],[2372269,2660182],[2374280,2754829],[2375166,2664178],[2375447,2756200],[2378201,2859718],[2380897,2860233],[2382988,2821618],[2384524,2669763],[2386502,2760450],[2392701,2762866],[2392981,2674110],[2400020,2765477],[2406105,2826278],[2406385,2767836],[2407704,2682059],[2410730,2769464],[2415994,2687310],[2421504,2830122],[2425133,2692951],[2427616,2776389],[2431961,2778017],[2434655,2698156],[2434936,2779711],[2449565,2785413],[2450808,2871964],[2451342,2707613],[2454374,2871198],[2454654,2787495],[2460149,2790635],[2460429,2714092],[2467728,2793852],[2468702,2718869],[2472671,2794992],[2476185,2722185],[2480181,2724901],[2482664,2798514],[2484551,2846965],[2488065,2800331],[2501583,2805358],[2502826,2849192],[2505050,2738256],[2513227,2809666],[2513507,2742603],[2526911,2814636],[2528230,2750552],[2531256,2816264],[2536520,2755803],[2547684,2761049],[2554163,2765076],[2558058,2825975],[2572994,2830637],[2575727,2775998],[2579696,2832598],[2583210,2779314],[2618928,2798123],[2641351,2807849], [695135,1931200,2747283],[766688,2009319,2771674],[845257,2091867,2796242],[936117,2178748,2818474],[957474,2196320,2822776],[993386,2224965,2828365],[1023987,2250507,2833848],[1079134,2296891,2844521],[1112033,2319548,2848123],[1143745,2342991,2852372],[1158811,2355276,2854762],[1179657,2371636,2857961],[1232475,2405920,2863584],[1238489,2409513,2864080],[1270961,2430744,2867293],[1282384,2438491,2868451],[1303860,2453401,2870895],[1318926,2465686,2873285],[1361352,2487559,2875783],[1411857,2516635,2879355],[1414640,2352836,2854411],[1427705,2526446,2880678],[1433719,2530039,2881174],[1445142,2537786,2882332],[1450834,2185897,2758515],[1514511,2572529,2885977],[1527496,2578994,2886650],[1544586,2439464,2868754],[1557728,2594584,2888270],[1572766,2280504,2789632],[1575375,2604697,2889477],[1578158,2463246,2872934],[1614058,2622195,2891104],[1643774,2634824,2892029],[1653974,2339436,2806899],[1656569,2640427,2892499],[1689868,2528078,2881998],[1701244,2374000,2818027],[1706958,2538759,2882635],[1739295,2400301,2824815],[1741890,2677869,2895599],[1774173,2574161,2864904],[1776093,2691297,2896491],[1780405,2427336,2831761],[1813329,2449846,2837586],[1815924,2595830,2889155],[1827680,2459409,2789765],[1859214,2723247,2898572],[1863526,2482384,2845982],[1894965,2501864,2850162],[1897560,2636070,2876668],[1899596,2503514,2851214],[1903940,2507028,2807250],[1930652,2651483,2893865],[1934964,2526631,2855874],[1979624,2552627,2862261],[1983968,2556141,2825166],[2008771,2686094,2885016],[2013083,2572714,2865541],[2018377,2574753,2831458],[2047725,2591576,2869737],[2052069,2595090,2837937],[2083826,2718745,2890431],[2094511,2617954,2845679],[2121583,2631816,2876990],[2125927,2635330,2850513],[2158633,2651725,2855571],[2192484,2670164,2883650],[2227609,2686336,2865238],[2293763,2719260,2874163] ] cell #4836 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [343840],[434170],[508572],[569437],[595813],[662229],[695169],[716108],[735462],[766722],[802769],[820869],[845291],[875718],[878903],[904891],[936151],[957508],[962165],[993420],[1024021],[1034457],[1054448],[1057633],[1079675],[1112067],[1116724],[1143779],[1148436],[1158845],[1179691],[1190127],[1205564],[1232509],[1239030],[1271502],[1282418],[1287075],[1303894],[1308551],[1318960],[1320429],[1361893],[1367936],[1400794],[1412398],[1414674],[1427739],[1434260],[1445176],[1449833],[1450868],[1491815],[1514545],[1527530],[1542320],[1545127],[1558269],[1564312],[1572800],[1575916],[1578192],[1581809],[1614092],[1644315],[1654008],[1657110],[1673980],[1687045],[1689902],[1702106],[1704692],[1707499],[1739329],[1742431],[1771350],[1774207],[1781267],[1783812],[1813363],[1816465],[1827669],[1833335],[1864388],[1866933],[1894999],[1898101],[1899899],[1903929],[1935826],[1938371],[1979927],[1983957],[2013945],[2016490],[2018316],[2048028],[2052058],[2094450],[2121886],[2125916],[2158572],[2192787],[2227548],[2293702] ] cell #4837 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [875725],[957512],[993424],[994005],[1034464],[1054455],[1079663],[1112071],[1116553],[1116712],[1143783],[1158849],[1159430],[1179695],[1180276],[1190134],[1205282],[1232513],[1235476],[1239018],[1243658],[1271490],[1282422],[1286904],[1287063],[1303898],[1308380],[1308539],[1318964],[1319545],[1320436],[1325324],[1331571],[1361881],[1364907],[1367654],[1400512],[1408844],[1412386],[1417026],[1430706],[1434248],[1438888],[1449662],[1449821],[1451453],[1454711],[1456099],[1466980],[1488842],[1491533],[1495089],[1521700],[1522806],[1527947],[1539291],[1542038],[1561283],[1564030],[1572362],[1580544],[1581638],[1586569],[1597381],[1608262],[1609368],[1614687],[1617469],[1618857],[1629738],[1633305],[1649941],[1651329],[1652408],[1653570],[1662210],[1668457],[1684072],[1685178],[1690319],[1701663],[1701861],[1714139],[1725838],[1735262],[1736650],[1737729],[1738891],[1746684],[1757496],[1760843],[1768377],[1769483],[1778396],[1779436],[1780824],[1781022],[1789208],[1800089],[1809296],[1810684],[1811763],[1812925],[1821565],[1825132],[1849818],[1857070],[1861517],[1862557],[1863945],[1864143],[1877061],[1881508],[1885015],[1890932],[1892320],[1893399],[1894561],[1912109],[1922921],[1925162],[1932955],[1933995],[1935383],[1935581],[1943767],[1947114],[1954648],[1958215],[1968388],[1973338],[1977879],[1992275],[1996816],[2006627],[2011074],[2012114],[2013502],[2013700],[2028548],[2035800],[2040247],[2042675],[2042873],[2046257],[2060238],[2063745],[2071050],[2073291],[2074397],[2078162],[2088625],[2092632],[2106340],[2110347],[2115297],[2119838],[2120036],[2142767],[2147308],[2157119],[2176056],[2180503],[2182931],[2183129],[2184010],[2187328],[2194900],[2196472],[2211260],[2212832],[2221723],[2247265],[2251272],[2256222],[2260763],[2273937],[2278478],[2278676],[2295646],[2310556],[2319700],[2341571],[2343143],[2352034],[2368394],[2429499],[2438643],[2453553], 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] cell #4838 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4839 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4840 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4841 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4842 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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[343852,1156375],[417139,1284468],[434182,1316490],[499154,1413778],[508584,1429832],[518702,1447226],[535003,1737537],[569449,1516638],[587344,1539099],[595825,1558517],[600647,1560410],[611776,1577296],[656132,1893207],[662241,1644563],[667063,1646456],[681674,1652216],[695491,1427868],[695751,1687798],[700848,1689006],[710572,1701471],[716120,1451190],[735474,1742679],[754003,1996624],[767044,1514674],[767304,1772103],[772401,1773311],[781473,1780632],[801352,1806707],[802592,1813401],[803098,1558395],[814772,1811571],[820881,1576164],[825703,1582138],[845613,1614221],[845873,1867686],[855331,1863753],[859721,2104640],[875322,2119646],[877486,1888343],[878726,1895037],[879232,1644441],[888894,1900603],[904903,1657358],[915172,1929331],[917112,1686773],[923432,1935191],[936473,1445305],[936733,1705445],[941830,1711061],[949989,1965909],[961988,1987060],[962494,1742557],[967013,1980631],[976594,2211465],[987859,2220023],[995200,2007450],[997140,1771078],[1003460,2013310],[1007195,2019185],[1024343,1527659],[1024603,1784565],[1034061,2042483],[1035514,1806524],[1038451,2048732],[1054052,2278286],[1056216,1828278],[1057456,1830838],[1057962,1576042],[1071394,2081643],[1076115,2093881],[1083072,2090153],[1084151,2300231],[1084316,1866661],[1088831,2095319],[1104548,2107868],[1110307,2318333],[1118635,1888160],[1121572,2122590],[1131097,1900420],[1136260,1904538],[1148259,1907032],[1148765,1657236],[1153284,2150060],[1162865,2159441],[1174130,2366694],[1181471,1950019],[1183411,1704420],[1189731,2182739],[1194841,2190180],[1197755,1965726],[1202548,1978875],[1208887,2198381],[1209993,2392012],[1211768,2200328],[1215402,1980448],[1220565,1984566],[1230749,2214741],[1242427,2223251],[1248186,2228417],[1263221,2022611],[1267942,2017747],[1274899,2248793],[1275978,2434084],[1276143,1783540],[1280658,2253959],[1296375,2052667],[1302134,2452186],[1310462,1827822],[1313399,2281230],[1324175,2080972],[1335221,2298498],[1338135,2089970],[1340417,2300724],[1349267,2098745],[1357213,2313408],[1360127,2107685],[1371259,2321609],[1374140,2323556],[1382937,2126525],[1390071,2131165],[1392985,1904082],[1397778,1898847],[1404117,2345052],[1405223,2512538],[1406998,2346999],[1410632,2149877],[1415795,2153995],[1416874,2519975],[1425979,2162867],[1437657,2369922],[1443416,2375088],[1465831,2197710],[1466084,2389853],[1476877,2202718],[1479791,1984110],[1487693,2214070],[1498739,2411120],[1501653,2223068],[1503935,2413346],[1505710,2226196],[1512785,2231843],[1520551,2018514],[1531597,2432351],[1534511,2248610],[1536793,2434577],[1545643,2257385],[1546749,2588720],[1548524,2442499],[1553589,2262335],[1556503,2052211],[1567635,2455462],[1570516,2457409],[1579313,2285165],[1607113,2094648],[1622198,2488455],[1628589,2320938],[1628842,2491416],[1634914,2324105],[1639635,2325946],[1642549,2126069],[1661061,2344381],[1661314,2510379],[1672107,2349389],[1675021,2153539],[1677303,2520468],[1682923,2158770],[1693969,2531646],[1696883,2369739],[1699165,2533872],[1700940,2372867],[1708015,2378514],[1710896,2541794],[1721385,2386892],[1750204,2406522],[1750457,2560979],[1753829,2408622],[1762631,2225740],[1767228,2227746],[1798940,2253288],[1799193,2586561],[1814025,2595480],[1820416,2454791],[1820669,2598441],[1826741,2457958],[1831462,2459799],[1834376,2284709],[1836658,2608530],[1842712,2470649],[1847272,2293900],[1878316,2318138],[1895661,2635720],[1907656,2507418],[1936475,2527048],[1936728,2654646],[1940100,2529148],[1948902,2372411],[1953499,2374417],[1953752,2663533],[1964394,2386358],[1987684,2556531],[1997398,2408367],[2014594,2573131],[2014847,2689257],[2021442,2577674],[2026002,2427753],[2026255,2694039],[2057046,2451991],[2079770,2470394],[2097576,2620875],[2102136,2482801],[2102389,2725989],[2133823,2506884],[2166827,2528893],[2205376,2555997],[2238410,2577419],[2304826,2620620] ] cell #4843 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473090],[560710],[606943],[614251],[651587],[657369],[707381],[715261],[715863],[721316],[755818],[800403],[810227],[816009],[818913],[824119],[825421],[830997],[841581],[861572],[866960],[890745],[892978],[914251],[925247],[934471],[934628],[940253],[947006],[958280],[968864],[971097],[979126],[989710],[1009727],[1011927],[1012084],[1020311],[1026381],[1034510],[1040302],[1042535],[1045690],[1055470],[1055867],[1066096],[1080089],[1091363],[1093563],[1093720],[1101565],[1112839],[1116079],[1123423],[1125656],[1133277],[1135065],[1135514],[1135911],[1144551],[1150918],[1155135],[1157368],[1165397],[1167597],[1167754],[1175981],[1181369],[1203589],[1212540],[1217582],[1219370],[1219819],[1220216],[1225451],[1239444],[1243157],[1243343],[1245471],[1250718],[1252918],[1253075],[1257923],[1258016],[1262630],[1263119],[1271916],[1278247],[1283190],[1285390],[1285547],[1293392],[1295180],[1295629],[1296026],[1304666],[1307906],[1315250],[1317483],[1335659],[1341843],[1343969],[1344062],[1348676],[1349165],[1365961],[1372263],[1372827],[1374912],[1375069],[1379954],[1381742],[1382191],[1382588],[1387827],[1391736],[1398819],[1407770],[1412812],[1415049],[1415446],[1420681],[1420774],[1425388],[1425877],[1434674],[1438387],[1438573],[1440701],[1445948],[1448148],[1448305],[1449188],[1459338],[1466256],[1467978],[1468071],[1472054],[1474633],[1478542],[1494598],[1496567],[1499177],[1502714],[1504964],[1505361],[1507487],[1507580],[1512194],[1512683],[1518210],[1532035],[1538219],[1540345],[1540438],[1545541],[1549296],[1551345],[1552474],[1555254],[1562337],[1568639],[1569203],[1571288],[1571445],[1576330],[1578567],[1578964],[1580043],[1580229],[1590166],[1591130],[1591223],[1593612],[1595798],[1598478],[1604772],[1622636],[1624563],[1625777],[1626516],[1629014],[1630736],[1630829],[1634812],[1637391],[1638520],[1641300],[1654568],[1661486],[1663208],[1663301],[1667284],[1669863],[1672545],[1678729],[1678915],[1680582],[1681849],[1691797],[1694407],[1697944],[1700194],[1700591],[1702717],[1702810],[1707913],[1709019],[1709583],[1715470],[1716479],[1719248],[1720247],[1722018],[1730492],[1739889],[1750629],[1751245],[1751338],[1751892],[1753727],[1755913],[1758593],[1764887],[1766154],[1781993],[1782957],[1783050],[1785439],[1787625],[1790305],[1799365],[1805163],[1805727],[1808395],[1817604],[1818343],[1820841],[1822563],[1822656],[1826639],[1829218],[1829290],[1830347],[1835437],[1841121],[1842610],[1846010],[1852158],[1855926],[1865114],[1866078],[1866171],[1868370],[1871140],[1872149],[1874316],[1875917],[1877688],[1886162],[1890031],[1901741],[1902750],[1905519],[1906518],[1906590],[1908289],[1916763],[1919152],[1921338],[1927997],[1937516],[1937609],[1939998],[1942184],[1944864],[1951426],[1952425],[1962627],[1963766],[1973230],[1976630],[1981769],[1982778],[1985547],[1986546],[1986618],[1988433],[1990678],[1992167],[2001715],[2005483],[2015635],[2015728],[2019851],[2021340],[2022270],[2025008],[2030888],[2034656],[2036427],[2036996],[2044901],[2049870],[2050879],[2054647],[2054719],[2056418],[2064892],[2068761],[2078565],[2086871],[2088010],[2095985],[2097474],[2098404],[2101142],[2105725],[2115189],[2123728],[2124737],[2128505],[2128577],[2133195],[2134057],[2134626],[2142659],[2146059],[2152207],[2155975],[2160107],[2161596],[2162526],[2165264],[2171144],[2174912],[2185157],[2193699],[2195303],[2201545],[2204748],[2205610],[2206179],[2221108],[2229083],[2230572],[2231502],[2234240],[2245511],[2246650],[2256114],[2264365],[2265227],[2265796],[2273829],[2283377],[2287145],[2294375],[2302017],[2316927],[2327976],[2328838],[2329407],[2341974],[2348216],[2351419],[2367779],[2377243],[2383071],[2393593],[2406997],[2407566],[2435870],[2461829],[2472754],[2484634],[2514119],[2579779] ] cell #4844 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4845 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4846 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4847 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4848 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4849 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4850 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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[343884,690043],[417176,797206],[434214,823141],[499093,910780],[508616,924450],[518739,939165],[569481,1004478],[586435,1025994],[595857,1040713],[600684,1045234],[611715,1060337],[662273,1123834],[667100,1128355],[672790,1134678],[695432,1165784],[695788,1165840],[700787,1170066],[709663,1181664],[716152,1190749],[735506,1212951],[741766,1218983],[766985,1251105],[767341,1251161],[772340,1255387],[779634,1263414],[801226,1289537],[802590,1293272],[803032,1294154],[805888,1294793],[820913,1315661],[825740,1320182],[845554,1342230],[845910,1342286],[853492,1349460],[877360,1376099],[878724,1379834],[879166,1380716],[882022,1381355],[888768,1389084],[904935,1408181],[915170,1419387],[917108,1423502],[921593,1426172],[936414,1446335],[936770,1446391],[941769,1450617],[949863,1458453],[961986,1471934],[962428,1472816],[966887,1475890],[984210,1494211],[995198,1506193],[997136,1510308],[1001621,1512978],[1007193,1519219],[1024284,1538606],[1024640,1538662],[1032222,1545836],[1035510,1550007],[1038325,1552602],[1056090,1572475],[1057454,1576210],[1057896,1577092],[1071392,1588757],[1076113,1593424],[1082946,1599735],[1084312,1602321],[1088829,1605781],[1100181,1617119],[1104422,1621211],[1117923,1635107],[1118631,1636053],[1121446,1638648],[1131093,1648969],[1136134,1653683],[1148257,1667164],[1148699,1668046],[1153158,1671120],[1162863,1681591],[1181469,1701423],[1183407,1705538],[1187892,1708208],[1194839,1715282],[1197751,1717869],[1202544,1722386],[1208885,1728026],[1211642,1730620],[1215398,1734290],[1220439,1739004],[1226256,1744653],[1230747,1748872],[1238060,1755758],[1242301,1759850],[1248184,1765896],[1263219,1780584],[1267940,1785251],[1274773,1791562],[1276139,1794148],[1280656,1797608],[1296249,1813038],[1309750,1826934],[1310458,1827880],[1313273,1830475],[1324171,1841489],[1335219,1850961],[1338131,1853548],[1340051,1855210],[1340415,1855668],[1349265,1863705],[1357211,1870952],[1360123,1873539],[1366766,1879477],[1371257,1883696],[1374014,1886290],[1382811,1894674],[1390069,1901553],[1392981,1904140],[1397774,1908657],[1404115,1914297],[1406872,1916891],[1410628,1920561],[1415669,1925275],[1425977,1935143],[1433290,1942029],[1437531,1946121],[1443414,1952167],[1465827,1972109],[1466082,1972254],[1469903,1975450],[1476875,1981581],[1479787,1984168],[1487689,1991046],[1498737,2000518],[1501649,2003105],[1503933,2005225],[1505584,2006740],[1512783,2013262],[1520547,2020219],[1531595,2029691],[1534507,2032278],[1536427,2033940],[1536791,2034398],[1545641,2042435],[1548398,2045029],[1553587,2049682],[1556499,2052269],[1563142,2058207],[1567633,2062426],[1570390,2065020],[1579187,2073404],[1607109,2096353],[1622196,2108818],[1628585,2114068],[1628840,2114213],[1634912,2119598],[1639633,2123540],[1642545,2126127],[1661057,2141538],[1661312,2141683],[1665133,2144879],[1672105,2151010],[1675017,2153597],[1676937,2155259],[1677301,2155717],[1682919,2160475],[1693967,2169947],[1696879,2172534],[1699163,2174654],[1700814,2176169],[1708013,2182691],[1710770,2185285],[1721383,2193511],[1750200,2215775],[1750455,2215920],[1753827,2219325],[1762627,2225798],[1767224,2229451],[1798936,2254993],[1799191,2255138],[1803012,2258334],[1814023,2267458],[1820412,2272708],[1820667,2272853],[1826739,2278238],[1831460,2282180],[1834372,2284767],[1836656,2286887],[1842710,2293380],[1847268,2294743],[1878312,2318196],[1895659,2331069],[1907654,2340182],[1936471,2362446],[1936726,2362591],[1940098,2365996],[1948898,2372469],[1953495,2376122],[1953750,2376267],[1964390,2386416],[1987682,2401047],[1997366,2408272],[2014590,2420355],[2014845,2420500],[2021440,2427233],[2025998,2428596],[2026253,2428741],[2057042,2452049],[2079738,2470299],[2097574,2482281],[2102132,2483644],[2102387,2483789],[2133819,2506942],[2166795,2528798],[2205372,2556055],[2238378,2577324],[2304794,2620525] ] cell #4851 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [344030],[359901],[416898],[434360],[435573],[495820],[499073],[508762],[515817],[518461],[520366],[569627],[574841],[575975],[586415],[600406],[608442],[608754],[611695],[638452],[639586],[666822],[672770],[673734],[674046],[685128],[693687],[698069],[699203],[700767],[709349],[709643],[741746],[742710],[743022],[765240],[769622],[770756],[772320],[775958],[778296],[779320],[779614],[798226],[801206],[805868],[806832],[807144],[818226],[833395],[849816],[852154],[853178],[853472],[866390],[876491],[877340],[882002],[882966],[883278],[887305],[887413],[888748],[892291],[912139],[912451],[915002],[917917],[920255],[921279],[921573],[940185],[949843],[960678],[965424],[965532],[966867],[970410],[977375],[981524],[984190],[994528],[994840],[995030],[997945],[1000283],[1001307],[1001601],[1006324],[1007025],[1028546],[1031908],[1032202],[1036862],[1036970],[1038305],[1041848],[1055221],[1061696],[1062008],[1071224],[1081591],[1082926],[1085121],[1087960],[1088661],[1100161],[1104402],[1106905],[1111088],[1115237],[1117609],[1117903],[1119983],[1120091],[1121426],[1124969],[1129974],[1146949],[1151803],[1153138],[1156681],[1161994],[1162695],[1163051],[1163159],[1180799],[1181111],[1184216],[1187578],[1187872],[1192459],[1200223],[1200331],[1208016],[1208717],[1210774],[1211622],[1214279],[1224701],[1226044],[1230579],[1235764],[1238040],[1240946],[1242281],[1244476],[1244784],[1247315],[1248016],[1248372],[1248480],[1273418],[1274753],[1276948],[1279787],[1280488],[1290089],[1291503],[1302915],[1307064],[1309436],[1309730],[1311918],[1313253],[1316796],[1323387],[1325612],[1329629],[1332839],[1337012],[1340031],[1340247],[1340603],[1340711],[1353523],[1354831],[1362703],[1365211],[1366554],[1370388],[1371089],[1373146],[1373994],[1376651],[1378065],[1395561],[1403246],[1403947],[1406004],[1406852],[1409509],[1417844],[1430994],[1433270],[1436176],[1437511],[1439706],[1440014],[1442545],[1443246],[1443602],[1443710],[1453631],[1456403],[1460111],[1462858],[1465043],[1467268],[1469691],[1471285],[1482367],[1489130],[1493147],[1495049],[1496357],[1500530],[1503549],[1503765],[1504229],[1521988],[1526005],[1529215],[1533388],[1536407],[1536623],[1536979],[1537087],[1547530],[1548378],[1559079],[1561587],[1562930],[1566764],[1567465],[1569522],[1570370],[1573027],[1574441],[1581362],[1586076],[1586529],[1589956],[1593231],[1594913],[1597685],[1608550],[1612567],[1619161],[1622869],[1625616],[1630026],[1632449],[1634043],[1645125],[1651633],[1655341],[1658088],[1660273],[1662498],[1664921],[1666515],[1676917],[1677133],[1677597],[1684360],[1688377],[1690279],[1691587],[1695760],[1698779],[1698995],[1699459],[1709902],[1710750],[1715089],[1716318],[1725798],[1736954],[1740662],[1746191],[1746644],[1753346],[1757800],[1768665],[1772682],[1777903],[1778356],[1781783],[1785058],[1786740],[1789512],[1795967],[1800377],[1802800],[1804394],[1806046],[1810988],[1814696],[1817443],[1821853],[1824276],[1825870],[1836272],[1836488],[1836952],[1842229],[1857358],[1861024],[1861477],[1864904],[1870759],[1881468],[1892624],[1896332],[1901360],[1902589],[1903579],[1912069],[1918771],[1923225],[1928832],[1932462],[1932915],[1939617],[1944071],[1950526],[1954936],[1957359],[1958953],[1978183],[1981388],[1982617],[1983607],[2010581],[2011034],[2020959],[2021889],[2023118],[2036088],[2040207],[2045401],[2049489],[2051708],[2060198],[2066900],[2071354],[2084646],[2092592],[2097093],[2098023],[2099252],[2123347],[2125566],[2135165],[2147612],[2148314],[2162145],[2163374],[2180463],[2193318],[2194353],[2206718],[2217744],[2231121],[2232350],[2239622],[2251232],[2266335],[2290699],[2306038],[2316546],[2329946],[2341024],[2360751],[2403321],[2418660],[2489232] ] cell #4852 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1495283],[1503546],[1503694],[1571905],[1586763],[1625407],[1632440],[1653113],[1677062],[1690513],[1698776],[1698924],[1716109],[1738434],[1753337],[1777694],[1778590],[1795758],[1810839],[1812468],[1817234],[1824267],[1836269],[1836417],[1842220],[1860815],[1861711],[1892475],[1894104],[1901351],[1902380],[1903370],[1918762],[1928829],[1932253],[1932906],[1939608],[1950317],[1957350],[1978034],[1981379],[1982408],[1983398],[2010372],[2011025],[2020950],[2021880],[2022909],[2045392],[2049480],[2051499],[2066891],[2071205],[2084437],[2092583],[2097084],[2098014],[2099043],[2123338],[2125357],[2135156],[2147463],[2148305],[2162136],[2163165],[2180454],[2193309],[2194344],[2206709],[2217535],[2231112],[2232141],[2239613],[2251223],[2266326],[2290690],[2306029],[2316537],[2329937],[2341015],[2360742],[2403312],[2418651],[2489223], 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2199266],[1736805,2397233],[1745448,2215718],[1745982,1988802],[1746635,1989661],[1752293,1994726],[1755019,1999478],[1757651,1999841],[1759280,1769026],[1760988,2573917],[1762961,2004028],[1768522,2420298],[1770423,2233131],[1778347,2424657],[1785049,2430022],[1786731,2429086],[1789363,2249996],[1800234,2436515],[1802135,2260918],[1802791,2586730],[1806047,2590612],[1819479,2271697],[1821710,2593748],[1823611,2704724],[1834706,2285690],[1854471,2090993],[1857215,2483587],[1861468,2479705],[1870750,2102709],[1880272,2114011],[1881459,2112683],[1885170,1887117],[1912060,2345563],[1915771,2345937],[1923076,2354765],[1941290,2168907],[1943922,2169270],[1947259,2527834],[1949232,2173457],[1954793,2376065],[1956694,2184165],[1972052,1976245],[2033201,2249633],[2035945,2428539],[2040198,2441063],[2043909,2441437],[2059002,2272651],[2060189,2271323],[2063900,2065847],[2074542,2463002],[2141481,2145674],[2154520,2354402],[2157264,2352592],[2254936,2259129] ] cell #4853 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [344434],[359914],[394558],[417445],[434764],[435539],[473707],[495874],[499704],[515084],[515744],[519008],[520321],[555519],[562001],[574895],[575902],[586479],[607560],[608496],[608664],[612326],[619368],[638506],[639513],[651733],[672834],[673788],[673956],[685130],[698123],[699130],[702190],[708672],[709340],[709707],[721462],[731601],[741810],[742764],[742932],[750538],[755332],[769676],[770683],[778008],[778298],[779311],[779678],[798153],[805932],[806886],[807054],[810373],[818228],[830511],[841727],[851866],[852156],[853169],[853536],[861718],[866444],[871857],[876418],[882066],[883020],[883188],[887307],[887404],[890891],[892293],[901030],[912193],[912361],[919967],[920257],[921270],[921637],[924761],[940112],[943845],[957794],[965426],[965523],[969010],[970412],[977429],[978640],[984254],[989856],[992948],[994582],[994750],[999995],[1000285],[1001298],[1001665],[1006326],[1009241],[1020457],[1030596],[1031899],[1032266],[1036864],[1036961],[1040448],[1041850],[1050587],[1055148],[1061750],[1061918],[1076928],[1081582],[1086131],[1087962],[1090877],[1098404],[1100225],[1106907],[1111142],[1112353],[1116225],[1116391],[1117600],[1117967],[1119985],[1120082],[1123569],[1124971],[1130116],[1144065],[1151794],[1155281],[1156683],[1161996],[1163053],[1163150],[1164911],[1176127],[1179219],[1180853],[1181021],[1186266],[1187569],[1187936],[1200225],[1200322],[1208018],[1210828],[1212686],[1214421],[1224703],[1226046],[1235755],[1236283],[1238104],[1240937],[1242671],[1243489],[1244786],[1247317],[1248374],[1248471],[1250232],[1268755],[1273409],[1277958],[1279789],[1282704],[1290231],[1291505],[1302969],[1304180],[1308052],[1308218],[1309427],[1309794],[1311909],[1315396],[1316798],[1318488],[1323389],[1325603],[1328357],[1329631],[1337154],[1340095],[1340605],[1340702],[1341357],[1353525],[1362694],[1365001],[1365213],[1366556],[1370390],[1372141],[1376793],[1378067],[1395552],[1403248],[1406058],[1407916],[1409651],[1418854],[1430985],[1431513],[1433334],[1436167],[1437901],[1438719],[1440016],[1442547],[1443604],[1443701],[1445462],[1449334],[1449500],[1453633],[1456193],[1456405],[1460253],[1462930],[1465045],[1467259],[1469693],[1471287],[1482358],[1489121],[1493149],[1495051],[1495368],[1500672],[1504220],[1521979],[1524733],[1526007],[1533530],[1536471],[1536981],[1537078],[1537733],[1547584],[1549442],[1549608],[1559070],[1561377],[1561589],[1562932],[1566766],[1568517],[1573169],[1574443],[1579557],[1580375],[1586148],[1586531],[1586848],[1593233],[1594915],[1597687],[1608541],[1611295],[1612569],[1619163],[1623011],[1630017],[1634045],[1645116],[1651423],[1651635],[1655483],[1658160],[1660275],[1662489],[1664923],[1666517],[1676981],[1677588],[1678243],[1679061],[1684351],[1688379],[1690281],[1690598],[1695902],[1699450],[1701757],[1708897],[1715091],[1725800],[1736744],[1736956],[1740804],[1746263],[1746646],[1757802],[1768656],[1772684],[1777975],[1778358],[1778675],[1780918],[1785060],[1786742],[1789514],[1796039],[1800368],[1802802],[1804396],[1805041],[1810990],[1814838],[1821844],[1825872],[1828091],[1836943],[1857349],[1861096],[1861479],[1861796],[1864039],[1870761],[1881470],[1892626],[1896474],[1901362],[1903651],[1904351],[1912071],[1918773],[1918962],[1923227],[1932534],[1932917],[1935477],[1944073],[1954927],[1958955],[1978185],[1981390],[1983679],[1984379],[2010653],[2011036],[2013596],[2021891],[2022080],[2036079],[2040209],[2049491],[2051780],[2052480],[2060200],[2071356],[2084718],[2092594],[2098025],[2098214],[2123349],[2125638],[2126338],[2147614],[2162147],[2162336],[2180465],[2193320],[2194355],[2217816],[2231123],[2231312],[2251234],[2290701],[2316548],[2316737],[2341026],[2403323] ] cell #4854 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [383166],[469057],[536447],[602910],[627869],[657576],[683118],[730097],[759039],[786509],[798501],[816216],[864712],[870353],[899526],[909531],[928468],[940460],[982070],[1029092],[1031488],[1034717],[1043442],[1049083],[1059088],[1126563],[1139221],[1151195],[1155879],[1168341],[1184762],[1187158],[1223526],[1253662],[1262907],[1266578],[1278268],[1284159],[1299336],[1315994],[1348953],[1352624],[1385898],[1388207],[1391757],[1408241],[1425665],[1429336],[1446917],[1475013],[1478563],[1512471],[1516142],[1518231],[1522203],[1551725],[1555275],[1560101],[1604793],[1608765],[1624840],[1637771],[1641321],[1646147],[1647988],[1680603],[1682229],[1684575],[1720627],[1733309],[1751913],[1764908],[1766534],[1768880],[1807343],[1808416],[1837974],[1846031],[1856306],[1868391],[1876458],[1888979],[1890052],[1931052],[1952805],[1962648],[1967475],[1976651],[1988656],[2009171],[2035036],[2068782],[2078788],[2086892],[2091719],[2102647],[2146080],[2178600],[2187789],[2195526],[2245532],[2250359],[2296107],[2342197],[2429960] ] cell #4855 : |C| = 756 W-rep = phi[336,14]+phi[420,13] special rep = phi[420,13] , dim = 420 orbit = A4 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 420 84 tau_infinity subcells with 1 member(s) 336 tau_infinity subcells with 2 member(s) subcells = [ [1633422],[1760352],[1825249],[1878936],[1884545],[1946623],[1958332],[1966806],[1998570],[2046374],[2057666],[2063275],[2073906],[2082592],[2112003],[2136235],[2156628],[2167999],[2177931],[2183540],[2191375],[2207788],[2241232],[2242197],[2252715],[2260293],[2270643],[2280232],[2307648],[2308613],[2337045],[2338046],[2339164],[2348828],[2363326],[2374057],[2397910],[2398911],[2400029],[2421235],[2425714],[2427393],[2436010],[2447455],[2449574],[2480762],[2482441],[2499473],[2501592],[2503532],[2505181],[2525009],[2526688],[2552645],[2554294],[2562328],[2571092],[2572771],[2574624],[2591594],[2593243],[2617825],[2626284],[2631834],[2633483],[2651596],[2652144],[2670182],[2681231],[2686207],[2686755],[2703598],[2719131],[2722033],[2726151],[2732898],[2755248],[2759418],[2762593],[2779162],[2790027],[2795210],[2809393],[2832816], [1373177,1886515],[1502747,2005172],[1503580,1761181],[1569553,2065245],[1582349,2288627],[1596433,2091050],[1626549,2112508],[1632535,2118433],[1632666,1884722],[1697977,2174601],[1698810,1947452],[1709933,2185510],[1711387,2381599],[1719281,2191880],[1725181,2199330],[1754411,2219160],[1756548,1999535],[1760363,2004060],[1788260,2249690],[1806077,2045254],[1818376,2271148],[1824362,2277073],[1824493,2063452],[1829613,2459993],[1835470,2286834],[1836303,2074735],[1837797,2466434],[1839424,2289881],[1845214,2293215],[1850383,2299693],[1869969,1874951],[1878411,2317624],[1880851,2113121],[1905552,2338551],[1906913,2507612],[1911452,2346001],[1921973,2354459],[1924413,2518436],[1928030,2155664],[1928863,2157457],[1940682,2365831],[1942819,2168964],[1946634,2173489],[1951459,2374562],[1951691,2536349],[1957445,2380487],[1957576,2183717],[1966281,2385844],[1970044,2389099],[1985580,2399416],[1986941,2556725],[1988981,2210448],[1990099,1994771],[1999940,2219485],[2018154,2423734],[2023944,2427068],[2025041,2427898],[2025273,2578268],[2029113,2433546],[2037029,2253433],[2039590,2441501],[2041727,2442466],[2041959,2587787],[2045487,2259358],[2045618,2260470],[2048699,2053681],[2055042,2595674],[2057141,2451477],[2059581,2271761],[2067473,2603356],[2067965,2459881],[2070102,2281197],[2072542,2606498],[2073917,2285722],[2077350,2467373],[2094288,2478782],[2100078,2482116],[2101175,2482946],[2101407,2621469],[2104102,2108240],[2122557,2127539],[2128900,2635914],[2134659,2344526],[2135710,2506370],[2136668,2639718],[2137160,2507500],[2138257,2346966],[2139473,2509625],[2148460,2349471],[2148591,2349583],[2150432,2519437],[2152380,2647961],[2152872,2520555],[2156639,2356024],[2158410,2357119],[2159528,2164200],[2165297,2527193],[2165529,2655240],[2166658,2655995],[2169369,2366156],[2177406,2535862],[2179846,2375175],[2181983,2541761],[2182215,2664759],[2197350,2549851],[2197457,2672117],[2197855,2206212],[2200295,2209810],[2207263,2555483],[2208221,2677160],[2208713,2556613],[2227386,2415028],[2228504,2233176],[2234273,2573276],[2234505,2689851],[2235634,2690606],[2235990,2574398],[2236097,2690774],[2239768,2432433],[2239899,2432545],[2241672,2577781],[2243122,2434664],[2252091,2436567],[2252726,2437054],[2252928,2585807],[2253035,2698565],[2256278,2589466],[2262742,2266880],[2265829,2454936],[2267838,2705980],[2268330,2595562],[2269427,2457376],[2269659,2707024],[2281602,2460206],[2283550,2714223],[2284042,2608617],[2293540,2469895],[2298247,2615225],[2298580,2306184],[2298692,2306315],[2300811,2309538],[2302406,2617599],[2302513,2722724],[2308088,2620982],[2320578,2629040],[2320685,2730237],[2321083,2329440],[2323523,2333038],[2326353,2330491],[2331449,2735280],[2331941,2635802],[2333270,2736324],[2333704,2636900],[2336421,2511118],[2337056,2511605],[2339604,2513284],[2344021,2643518],[2344128,2740610],[2348325,2515294],[2349138,2646312],[2357226,2746909],[2360897,2531728],[2361028,2531840],[2362801,2654753],[2363759,2749724],[2364251,2533959],[2374164,2754700],[2377407,2666438],[2382812,2544762],[2383006,2544955],[2384904,2669073],[2385011,2759858],[2390592,2397286],[2391079,2397921],[2392758,2400469],[2394569,2674342],[2402565,2766395],[2406162,2560225],[2406269,2767707],[2406667,2407599],[2410869,2683607],[2411202,2418806],[2411314,2418937],[2413433,2422160],[2415135,2771300],[2420710,2689364],[2421668,2774115],[2422672,2579520],[2422865,2579714],[2423841,2774963],[2425211,2581363],[2427500,2776260],[2432100,2695965],[2444114,2703162],[2444176,2783280],[2446831,2599180],[2447466,2599667],[2450014,2601346],[2454431,2709780],[2454538,2787366],[2459548,2712574],[2467599,2611278],[2469447,2718422],[2470002,2794228],[2472495,2477720],[2472689,2477913],[2474338,2480259],[2478889,2797088],[2482548,2798385],[2484375,2623951],[2484569,2624144],[2484951,2726474],[2485052,2799299],[2486467,2727193],[2486574,2799739],[2488204,2728302],[2488537,2489378],[2488649,2489509],[2490724,2801162],[2492155,2498849],[2492642,2499484],[2494321,2502032],[2494428,2802474],[2496132,2732462],[2496194,2803225],[2502984,2641222],[2503953,2736865],[2504015,2806218],[2507167,2738675],[2521967,2656492],[2522160,2656686],[2524506,2658335],[2526795,2814507],[2531395,2752100],[2545376,2760058],[2545438,2821931],[2547555,2552097],[2549958,2823152],[2550466,2823307],[2553066,2763685],[2553128,2824134],[2556280,2765495],[2557929,2679660],[2558283,2680015],[2558477,2680208],[2559777,2766998],[2560332,2826351],[2561086,2561704],[2561573,2562339],[2562825,2568050],[2563019,2568243],[2563401,2768781],[2563502,2827333],[2564668,2570589],[2566654,2770609],[2572878,2830508],[2574979,2692775],[2575172,2692969],[2585914,2834694],[2589573,2835991],[2591046,2707484],[2592077,2836905],[2595229,2785431],[2597749,2838768],[2601453,2840080],[2611633,2612035],[2611826,2612229],[2615646,2795850],[2615708,2844834],[2616083,2796050],[2616184,2844963],[2618180,2724725],[2618373,2724919],[2622404,2622422],[2622858,2727419],[2624565,2799939],[2624627,2847278],[2625240,2625781],[2626744,2631286],[2627098,2730592],[2627292,2730785],[2629147,2848499],[2632317,2849481],[2635469,2805376],[2637336,2738127],[2643625,2852748],[2644133,2852903],[2646733,2810485],[2646795,2853730],[2649947,2812295],[2657068,2815581],[2657169,2856929],[2660321,2817409],[2666545,2860104],[2668354,2668372],[2669299,2669634],[2672472,2672874],[2672665,2673068],[2673551,2861871],[2674778,2764947],[2678401,2678416],[2682321,2769726],[2684028,2827973],[2684090,2864393],[2696386,2833456],[2696448,2867606],[2696823,2833656],[2696924,2867735],[2698920,2781854],[2699113,2782048],[2701476,2868982],[2707838,2787721],[2708032,2787914],[2709887,2871271],[2713057,2872253],[2716209,2842982],[2717819,2717834],[2720205,2720223],[2721150,2721485],[2731671,2876600],[2740965,2741367],[2741158,2741561],[2742044,2878965],[2743271,2811747],[2745415,2854570],[2745516,2879797],[2750814,2816526],[2752521,2857569],[2752583,2881487],[2761281,2761296],[2777334,2777352],[2778279,2778614],[2782531,2887772],[2788800,2889087],[2808081,2808096],[2820778,2894932] ] cell #4856 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1243618],[1372232],[1438848],[1451320],[1495529],[1502616],[1568608],[1580504],[1581779],[1587009],[1625452],[1633440],[1679190],[1690759],[1697846],[1702076],[1708988],[1711195],[1716154],[1726278],[1747124],[1752961],[1760562],[1761175],[1778836],[1781237],[1805132],[1817279],[1825267],[1828252],[1828484],[1835339],[1841844],[1851833],[1861957],[1864358],[1871824],[1881948],[1884592],[1884733],[1902425],[1904512],[1904744],[1912549],[1919121],[1927899],[1933395],[1935796],[1939232],[1946833],[1947446],[1949870],[1950362],[1958350],[1961446],[1972464],[1982453],[1984540],[1984772],[1991401],[1998617],[2001390],[2003946],[2011514],[2013915],[2020574],[2022239],[2022462],[2022954],[2030563],[2036898],[2040687],[2043088],[2046392],[2050554],[2052641],[2052873],[2060678],[2063322],[2063463],[2066515],[2074116],[2074729],[2082639],[2085690],[2093072],[2096708],[2098373],[2098596],[2099088],[2103405],[2112282],[2114423],[2120251],[2124412],[2126499],[2126731],[2130875],[2130976],[2134528],[2134780],[2141893],[2147842],[2151882],[2153969],[2154201],[2156838],[2157451],[2160830],[2162495],[2162718],[2163210],[2168046],[2170819],[2173375],[2180943],[2183344],[2183587],[2183728],[2191654],[2197997],[2201220],[2202428],[2202529],[2206081],[2206333],[2218788],[2226170],[2226402],[2229806],[2231471],[2231694],[2232186],[2236468],[2239150],[2241279],[2244330],[2251712],[2253575],[2255348],[2257236],[2257728],[2260340],[2260481],[2262045],[2262146],[2265698],[2265950],[2270922],[2273063],[2278891],[2280279],[2283052],[2285139],[2285371],[2285608],[2292843],[2298208],[2298309],[2298703],[2301251],[2302884],[2305566],[2307695],[2316896],[2321225],[2323956],[2324448],[2325656],[2325757],[2329309],[2329561],[2334016],[2338325],[2339211],[2344668],[2347891],[2348875],[2349099],[2349200],[2349594],[2353004],[2355910],[2357597],[2358286],[2360279],[2365459],[2372841],[2373073],[2374336],[2376477],[2378365],[2378857],[2386602],[2386703],[2388230],[2390576],[2390762],[2394881],[2399190],[2400076],[2406809],[2407468],[2408035],[2410830],[2410931],[2411325],[2413873],[2415506],[2416195],[2418188],[2425761],[2426696],[2427672],[2432061],[2432162],[2432556],[2435104],[2436433],[2436551],[2436737],[2444426],[2445040],[2449621],[2455078],[2457809],[2458301],[2459509],[2459610],[2463414],[2468550],[2469033],[2470926],[2472141],[2476386],[2480809],[2481744],[2482720],[2488165],[2488266],[2488660],[2488760],[2489793],[2492139],[2492325],[2496444],[2497058],[2501639],[2505604],[2507128],[2507229],[2508756],[2511102],[2511288],[2514827],[2522893],[2525056],[2526967],[2528561],[2531356],[2531457],[2531851],[2534399],[2536032],[2536721],[2544004],[2544552],[2546164],[2548989],[2550882],[2554717],[2556241],[2556342],[2557771],[2558880],[2559363],[2561070],[2561256],[2562471],[2566716],[2568976],[2571139],[2573050],[2575575],[2576058],[2576204],[2577951],[2579166],[2583411],[2593666],[2595190],[2595291],[2596818],[2599164],[2599350],[2604083],[2610512],[2610943],[2614822],[2616434],[2618776],[2619259],[2619405],[2621152],[2622372],[2623193],[2623741],[2626331],[2628178],[2630071],[2633906],[2635430],[2635531],[2637671],[2638219],[2642656],[2644549],[2650009],[2652547],[2653030],[2653176],[2654923],[2656138],[2660383],[2662643],[2668322],[2671351],[2671782],[2675113],[2675661],[2679325],[2681654],[2683204],[2687158],[2687641],[2687787],[2689534],[2691683],[2695562],[2697174],[2699999],[2701892],[2703933],[2704481],[2708918],[2710811],[2716271],[2719679],[2720173],[2722516],[2723633],[2728455],[2729902],[2733233],[2733781],[2739844],[2740275],[2744154],[2747818],[2751697],[2756134],[2758027],[2760712],[2763141],[2766164],[2772209],[2777302],[2779645],[2780762],[2787031],[2790910],[2793758],[2796504],[2809941],[2819009],[2822682],[2834110],[2852278] ] cell #4857 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1762319],[1851118],[1885896],[1886509],[1927744],[1948590],[1972212],[2000675],[2004779],[2005042],[2005183],[2029848],[2044635],[2045248],[2064626],[2065239],[2075873],[2077731],[2087073],[2104542],[2108975],[2112443],[2114171],[2117584],[2118319],[2141641],[2151167],[2155534],[2155675],[2170104],[2174208],[2174471],[2174612],[2184891],[2185504],[2186648],[2191815],[2194469],[2197790],[2210829],[2211832],[2215878],[2219106],[2219925],[2220171],[2223857],[2236371],[2245713],[2253368],[2255096],[2259244],[2263182],[2271083],[2272811],[2276224],[2276959],[2286441],[2286704],[2286845],[2288621],[2293161],[2298526],[2300133],[2302787],[2311090],[2314501],[2317697],[2318700],[2321018],[2326793],[2338486],[2341140],[2344461],[2349417],[2350482],[2356743],[2357500],[2358503],[2365777],[2366596],[2366842],[2370528],[2374497],[2379638],[2380373],[2381469],[2385917],[2390665],[2392379],[2393198],[2399351],[2401537],[2406602],[2408802],[2411148],[2415409],[2416412],[2427014],[2427833],[2432379],[2433986],[2436640],[2443182],[2444943],[2451550],[2452553],[2454871],[2459285],[2459827],[2460646],[2464578],[2468050],[2470829],[2475429],[2475600],[2476603],[2482062],[2482881],[2487309],[2488483],[2492228],[2494761],[2496961],[2506272],[2506443],[2507446],[2511191],[2512905],[2513724],[2516385],[2519877],[2521229],[2527128],[2529328],[2531674],[2536938],[2543511],[2548006],[2550025],[2550785],[2555385],[2555556],[2556559],[2560399],[2561159],[2565759],[2566933],[2573211],[2582454],[2582625],[2583628],[2585981],[2589087],[2589906],[2594334],[2595508],[2599253],[2601786],[2603986],[2610184],[2613781],[2615378],[2622700],[2624297],[2629214],[2634574],[2635748],[2641673],[2643692],[2644452],[2646465],[2649052],[2649223],[2650226],[2659426],[2660600],[2666878],[2671023],[2678566],[2683760],[2685794],[2694521],[2696118],[2709954],[2715314],[2716488],[2739516],[2752253],[2754287], [627487,2474451],[758657,2564781],[786127,2581476],[864330,2625353],[909149,2515407],[928086,2658448],[977074,2678894],[992468,2684816],[1031106,2439419],[1031263,2257013],[1043060,2706093],[1058706,2603469],[1099769,2726442],[1110787,2729471],[1126181,2735393],[1138839,2639831],[1156007,2352752],[1163345,2747387],[1178739,2753309],[1186776,2538714],[1186933,2378142],[1210473,2762435],[1223144,2677273],[1237648,2768749],[1248666,2771778],[1258363,2691252],[1291596,2783571],[1298954,2595785],[1299111,2450749],[1302614,2786600],[1316122,2463162],[1318008,2792522],[1339639,2796018],[1340897,2796346],[1344409,2723202],[1378158,2803516],[1385516,2636025],[1385673,2502767],[1387386,2736815],[1405703,2809235],[1418374,2745766],[1421121,2651438],[1422265,2527335],[1429464,2527994],[1432878,2815549],[1443896,2818578],[1468418,2762162],[1471378,2823472],[1474192,2763635],[1504415,2828469],[1507927,2686049],[1509071,2573418],[1516270,2574077],[1517940,2575075],[1536015,2833624],[1537273,2833952],[1540785,2780331],[1547229,2835833],[1550904,2703112],[1552208,2267615],[1552821,2595685],[1574534,2841122],[1581892,2466320],[1582049,2288008],[1591570,2718700],[1596695,2844634],[1598037,2795800],[1602204,2483088],[1604502,2618276],[1631176,2802043],[1634136,2848819],[1636950,2732412],[1638254,2331226],[1638867,2635925],[1663648,2808962],[1666608,2853068],[1669422,2810435],[1676525,2854538],[1677783,2854866],[1680312,2522063],[1681408,2654737],[1681549,2362549],[1699645,2858065],[1703157,2535728],[1704301,2374704],[1711500,2381610],[1719806,2760008],[1724972,2761834],[1726747,2672568],[1730226,2401204],[1730839,2556736],[1751685,2767276],[1756810,2864193],[1758152,2827923],[1764617,2568146],[1765713,2689348],[1765854,2420458],[1783397,2577094],[1788522,2867406],[1789864,2833406],[1794031,2428040],[1796329,2699016],[1801527,2701035],[1804487,2869147],[1808125,2448354],[1823003,2839649],[1825963,2871591],[1828777,2602889],[1830081,2282337],[1830694,2460004],[1837138,2873389],[1839864,2718372],[1845740,2611729],[1850617,2720992],[1855485,2620966],[1855626,2483747],[1866518,2620295],[1875213,2847078],[1875476,2799889],[1880642,2801715],[1882417,2730688],[1889761,2500372],[1906077,2638775],[1911243,2808634],[1913018,2741061],[1916497,2340339],[1917110,2507623],[1922235,2879468],[1923577,2744710],[1937956,2654066],[1943081,2881287],[1944423,2857519],[1950888,2535935],[1951984,2535846],[1952125,2376225],[1956086,2757170],[1959046,2883028],[1961764,2669141],[1970484,2674292],[1976360,2556836],[1986105,2676217],[1989421,2766948],[1994562,2826671],[1995297,2680111],[2000174,2769568],[2016075,2688677],[2018594,2690924],[2024470,2577854],[2029347,2778121],[2034215,2577765],[2034356,2428699],[2039381,2780003],[2041156,2701795],[2053943,2869850],[2054206,2705037],[2056123,2789360],[2059372,2839321],[2061147,2787817],[2068491,2460892],[2070364,2889590],[2071706,2791466],[2086008,2617667],[2094728,2722874],[2100604,2621055],[2103723,2727261],[2108474,2800435],[2127801,2877103],[2128064,2734337],[2129981,2732231],[2131193,2637178],[2138519,2892891],[2139913,2636850],[2145789,2507723],[2150666,2743113],[2158850,2747059],[2163991,2856267],[2164726,2654826],[2165822,2817562],[2169603,2816368],[2179637,2818250],[2181412,2757930],[2202746,2674620],[2210072,2884042],[2227826,2771450],[2232967,2865934],[2233702,2689437],[2234798,2770762],[2242913,2832154],[2244648,2574466],[2261821,2838537],[2262363,2703440],[2267114,2838041],[2268856,2710714],[2281836,2789869],[2293980,2794548],[2309329,2846375],[2325432,2800931],[2325974,2732740],[2330725,2850617],[2332467,2629974],[2334994,2851327],[2339838,2807354],[2357293,2750656],[2385746,2821731],[2386920,2760554],[2395859,2862374],[2400703,2825270],[2415202,2682163],[2423908,2776102],[2443846,2786272],[2470069,2718973],[2478956,2798227],[2495864,2729143],[2503685,2807026],[2545108,2760226],[2552798,2824942] ] cell #4858 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1762393],[1852109],[1872100],[1886041],[1886566],[1927818],[1948664],[1960535],[1973135],[1992072],[2001666],[2004983],[2005318],[2030839],[2044780],[2045305],[2064771],[2065296],[2075947],[2076901],[2087837],[2105552],[2111666],[2115094],[2118270],[2142564],[2152158],[2155475],[2155810],[2171095],[2174412],[2174747],[2185036],[2185561],[2185724],[2189539],[2193923],[2210283],[2218414],[2220935],[2224405],[2246477],[2252591],[2256019],[2259195],[2270306],[2273734],[2276910],[2279611],[2286645],[2286980],[2289716],[2290269],[2291126],[2297857],[2312767],[2317151],[2322431],[2336210],[2336921],[2337755],[2340594],[2348725],[2351246],[2365085],[2367606],[2371076],[2373720],[2380324],[2384186],[2388934],[2390344],[2397075],[2397786],[2398620],[2402891],[2403748],[2410479],[2412440],[2424122],[2424979],[2425611],[2426345],[2431710],[2436094],[2446620],[2447331],[2448165],[2451004],[2456284],[2459135],[2465126],[2473869],[2479170],[2480027],[2480659],[2481393],[2485749],[2491907],[2498638],[2499349],[2500183],[2504712],[2505265],[2506122],[2509460],[2510870],[2517601],[2519146],[2521777],[2523417],[2524274],[2524906],[2525640],[2531005],[2532966],[2540669],[2551830],[2553825],[2554378],[2555235],[2562204],[2564199],[2567809],[2569500],[2570357],[2570989],[2571723],[2580894],[2587052],[2588418],[2590457],[2592774],[2593327],[2594184],[2598932],[2605663],[2607208],[2607624],[2612933],[2615817],[2617262],[2624736],[2626181],[2631019],[2633014],[2633567],[2634424],[2645497],[2646904],[2647492],[2648902],[2650730],[2657866],[2661476],[2664024],[2665390],[2668232],[2672745],[2673772],[2680288],[2681315],[2684199],[2685644],[2696557],[2698002],[2699193],[2711759],[2713754],[2715164],[2717636],[2720083],[2721093],[2726352],[2727362],[2730865],[2741238],[2742265],[2743214],[2752692],[2754137],[2761098],[2766212],[2769669],[2777212],[2778222],[2787994],[2807898],[2816469], [840192,1852583],[988321,2002140],[1018922,2031313],[1031337,1544965],[1105010,2109450],[1153746,1919596],[1156064,1674306],[1174592,2171569],[1187007,1707337],[1226730,2211902],[1242889,2224833],[1284001,1800608],[1296837,2268090],[1299185,1816303],[1313861,2067725],[1316179,1833661],[1356021,2311132],[1367240,2318770],[1383399,2331701],[1385747,1897939],[1396425,2136920],[1421960,2358573],[1422339,1933757],[1429521,1938697],[1438119,2371504],[1446759,1955167],[1470377,2392449],[1483231,2208473],[1497547,2408844],[1508766,2416482],[1509145,2011876],[1516327,2016816],[1518762,2237444],[1552353,2050830],[1552397,2444985],[1552878,2050910],[1559943,2055204],[1563616,2452623],[1579775,2465554],[1582123,2076669],[1600636,2475642],[1601899,2476673],[1602278,2093434],[1605324,2303860],[1638399,2124688],[1638443,2497003],[1638924,2124768],[1645989,2129062],[1647861,2334575],[1665607,2512975],[1678461,2355144],[1681134,2158101],[1681349,2160809],[1681684,2161501],[1692777,2529370],[1703996,2537008],[1704375,2181305],[1711557,2186245],[1727569,2391738],[1730371,2201496],[1730415,2550827],[1730896,2201576],[1733182,2395440],[1762014,2567003],[1765439,2227077],[1765654,2229785],[1765989,2230477],[1775379,2423569],[1792463,2582667],[1793726,2583698],[1794105,2252074],[1797151,2437713],[1803486,2589157],[1807216,2261402],[1808076,2264192],[1830226,2283328],[1830270,2604028],[1830751,2283408],[1837816,2287702],[1846562,2292520],[1851165,2614448],[1852440,2475010],[1855426,2301230],[1855761,2301922],[1858500,2478617],[1883239,2493301],[1886085,2630016],[1888852,2325013],[1889712,2327803],[1913840,2512264],[1916642,2348167],[1916686,2644494],[1917167,2348247],[1919453,2515966],[1926176,2649265],[1927439,2650296],[1929938,2356954],[1948285,2660670],[1951710,2373748],[1951925,2376456],[1952260,2377148],[1967348,2385327],[1969707,2388175],[1971897,2548451],[1973474,2549686],[1976311,2393420],[1996119,2405142],[2000722,2682830],[2001997,2565340],[2008057,2414863],[2025292,2426373],[2029895,2695188],[2031170,2582035],[2034156,2435083],[2034491,2435775],[2037230,2585642],[2041978,2588446],[2044824,2701837],[2061969,2600326],[2064815,2710756],[2067582,2458866],[2068442,2461656],[2075568,2716558],[2079487,2468495],[2083112,2469730],[2085316,2472244],[2087300,2614377],[2101426,2481421],[2109022,2727928],[2109307,2486890],[2113856,2627640],[2115433,2628875],[2136777,2505853],[2139136,2508701],[2141326,2642118],[2142903,2643353],[2145740,2513946],[2151214,2743780],[2152489,2648633],[2165548,2525668],[2170151,2751323],[2171426,2659007],[2177486,2535389],[2182234,2665418],[2185080,2757972],[2188805,2544107],[2208330,2554966],[2212585,2558825],[2215563,2680556],[2216210,2560060],[2220398,2682759],[2234524,2571751],[2238127,2575520],[2241752,2576755],[2243956,2579269],[2245940,2695117],[2254781,2699461],[2256358,2700696],[2267662,2785057],[2267947,2593915],[2269678,2711787],[2272496,2708380],[2274073,2709615],[2282384,2790536],[2283659,2714895],[2304543,2618721],[2308168,2619956],[2312033,2623296],[2314728,2727857],[2331273,2805002],[2331558,2634155],[2333289,2631047],[2335476,2637774],[2340386,2807686],[2350709,2743709],[2359256,2652492],[2362234,2749049],[2362881,2653727],[2363868,2753868],[2367069,2751252],[2375910,2755596],[2377487,2756831],[2396341,2675216],[2401251,2825602],[2417165,2687103],[2420143,2773440],[2420790,2688338],[2421777,2685375],[2428384,2776753],[2444285,2786408],[2445886,2704036],[2448581,2784986],[2450094,2789021],[2461119,2790465],[2471874,2719624],[2483432,2798878],[2496303,2729279],[2497904,2733336],[2500599,2804931],[2502112,2731892],[2504124,2807162],[2507950,2807615],[2522240,2815459],[2545547,2760362],[2546992,2760815],[2553237,2825078],[2557063,2825531],[2568323,2768659],[2575252,2832064],[2590989,2838585],[2611906,2794458],[2618453,2846285],[2631229,2800979],[2637279,2851599],[2669242,2822003],[2674721,2862646] ] cell #4859 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1886536],[1973199],[1992136],[2005382],[2045275],[2065266],[2088481],[2106196],[2115158],[2118621],[2142628],[2155874],[2174811],[2185531],[2187316],[2196460],[2212820],[2221579],[2247121],[2256083],[2259546],[2273798],[2277261],[2287044],[2288648],[2295634],[2310544],[2319688],[2343131],[2351890],[2368250],[2380675],[2429487],[2438631],[2453541], [730083,1971806],[870339,2113765],[874751,2118110],[899512,2141235],[977101,2211874],[982056,2215472],[992495,2223899],[1029078,2254690],[1049069,2272405],[1053481,2276750],[1099902,2311401],[1110814,2318742],[1115769,2322340],[1155865,2152398],[1156034,1923917],[1163372,2358545],[1168327,2362143],[1178766,2370570],[1184748,2375819],[1189160,2380164],[1210500,2392421],[1226593,2402338],[1237781,2409113],[1248693,2416454],[1253648,2420052],[1266564,2428293],[1284145,2041458],[1288612,2443708],[1291729,2445254],[1302641,2452595],[1307596,2456193],[1315980,2283568],[1316149,2072046],[1318035,2464620],[1339772,2475911],[1340924,2476645],[1352610,2483341],[1367103,2490497],[1378291,2497272],[1388193,2504033],[1405730,2512947],[1415907,2156341],[1418401,2521271],[1429322,2363777],[1429491,2166162],[1433011,2529639],[1443923,2536980],[1446903,2181714],[1448878,2540578],[1451370,2382276],[1468445,2550067],[1470240,2550239],[1471511,2551096],[1474999,2553146],[1504442,2566975],[1505822,2005849],[1516128,2421686],[1516297,2235138],[1517982,2574928],[1536148,2582936],[1537300,2583670],[1540812,2586023],[1545510,2259286],[1547256,2589129],[1548986,2590366],[1551711,2444194],[1552848,2263389],[1560087,2269158],[1563479,2597522],[1574667,2604297],[1579425,2287511],[1581919,2466362],[1598377,2298568],[1598844,2615726],[1604544,2618129],[1631203,2629256],[1634269,2630285],[1634781,2118361],[1637757,2496212],[1638894,2327000],[1646133,2332769],[1647770,2333987],[1663675,2643734],[1665470,2643906],[1666741,2644763],[1669762,2349459],[1670229,2646813],[1674864,2354910],[1676658,2649534],[1677810,2650268],[1680354,2521916],[1681748,2161565],[1682215,2358680],[1699672,2660642],[1701052,2175278],[1703184,2535770],[1707882,2380415],[1711527,2381809],[1720613,2545456],[1726789,2672421],[1727049,2390976],[1730866,2393405],[1733091,2394852],[1751712,2560441],[1753696,2219148],[1758492,2411190],[1758959,2684108],[1762474,2224599],[1764659,2567999],[1766053,2230541],[1766520,2416589],[1783424,2577136],[1790204,2432421],[1790671,2696466],[1796371,2698869],[1796631,2436951],[1801554,2701077],[1803349,2701249],[1804620,2702106],[1807125,2444397],[1808167,2444854],[1808427,2264836],[1823030,2709996],[1826096,2711025],[1826608,2277001],[1829117,2459869],[1830721,2460853],[1834219,2465320],[1837165,2716530],[1837960,2466622],[1842579,2293203],[1845782,2611582],[1852349,2474422],[1855825,2301986],[1856292,2476780],[1866545,2620337],[1875816,2488525],[1876283,2624645],[1878159,2318008],[1882459,2730541],[1882719,2492539],[1888761,2496415],[1889803,2496872],[1890063,2328447],[1906417,2507488],[1913060,2740914],[1913320,2511502],[1917137,2513931],[1919362,2515378],[1930834,2359491],[1937983,2654108],[1939967,2365819],[1944763,2531716],[1945230,2752601],[1948745,2371270],[1951190,2536246],[1952324,2377212],[1952791,2537115],[1956113,2757212],[1959179,2758241],[1961806,2668540],[1964237,2386228],[1967257,2546135],[1976402,2550696],[1976662,2394064],[1986445,2556601],[1995339,2679964],[1995599,2561470],[1997350,2408256],[2001906,2564752],[2008953,2417400],[2016102,2688719],[2021309,2427056],[2024772,2578165],[2031079,2581447],[2034555,2435839],[2035022,2583805],[2054546,2595550],[2056150,2789402],[2056889,2451861],[2061189,2787670],[2061449,2599564],[2068533,2603897],[2068793,2462300],[2078042,2610785],[2079722,2470283],[2086050,2613453],[2091501,2476880],[2097443,2482104],[2100906,2621366],[2103765,2726660],[2109216,2625324],[2128404,2635790],[2130008,2732273],[2133666,2506754],[2145831,2644363],[2146091,2514590],[2165028,2655137],[2166779,2528782],[2171335,2658419],[2178382,2537926],[2194780,2547397],[2205219,2555867],[2211140,2679167],[2234004,2689748],[2238362,2577308],[2244690,2694193],[2250141,2583905],[2304778,2620509],[2341451,2641064], [347147,1421823,2522864],[396260,1508629,2568947],[451153,1601762,2616405],[516786,1703859,2662614],[533570,1725498,2671624],[561563,1761877,2684787],[585006,1793589,2697145],[627514,1850659,2720391],[654699,1881168,2729744],[680241,1911769,2740117],[691874,1927302,2745737],[708234,1948148,2753280],[753432,1995088,2767549],[758684,2000216,2768967],[786154,2029389,2777520],[795624,2039907,2780604],[813339,2059898,2786873],[824972,2075431,2792493],[864357,2108516,2800107],[909176,2150708,2810653],[911533,1924384,2745058],[922861,2164517,2814349],[928113,2169645,2815767],[937583,2180163,2818851],[941942,1711358,2542212],[1002889,2233493,2830350],[1015149,2243439,2832482],[1031133,2041198,2781401],[1043087,2267156,2837713],[1056328,1829584,2603237],[1058733,2281878,2841340],[1061090,2072513,2791814],[1096785,2309855,2846703],[1126208,2330767,2850289],[1136372,1906884,2639123],[1138866,2339880,2851947],[1170819,2166629,2817910],[1181338,1950930,2661666],[1186803,2181454,2819648],[1220677,1986912,2676565],[1223171,2400745,2862994],[1256140,2235605,2771110],[1258390,2423950,2866559],[1263088,2024512,2692322],[1296487,2055013,2705385],[1298981,2268898,2840384],[1310305,2067491,2603440],[1344436,2478998,2874941],[1349134,2100646,2724272],[1383049,2128871,2734685],[1385543,2332509,2802778],[1387726,2131235,2737033],[1392828,2136686,2639802],[1421148,2357335,2856748],[1425846,2164768,2748457],[1474532,2202788,2763853],[1479634,2208239,2677244],[1507954,2415244,2827152],[1512652,2233744,2772848],[1518242,2236682,2691525],[1551244,2262405,2783789],[1556346,2267856,2706064],[1591597,2470111,2843787],[1604804,2303098,2723475],[1637290,2326016,2803734],[1642392,2331467,2735364],[1680614,2357811,2747660],[1720146,2386962,2822351],[1764919,2415720,2772051],[1846042,2471140,2794876] ] cell #4860 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1762320],[1851119],[1885897],[1886500],[1927745],[1948591],[1972213],[2000676],[2004704],[2005039],[2005184],[2029849],[2044636],[2045239],[2064627],[2065230],[2075874],[2077734],[2087076],[2104539],[2108976],[2112440],[2114172],[2117581],[2118323],[2141642],[2151168],[2155531],[2155676],[2170105],[2174133],[2174468],[2174613],[2184892],[2185495],[2186649],[2191812],[2194472],[2197787],[2210832],[2211836],[2215879],[2219110],[2219922],[2220174],[2223861],[2236374],[2245716],[2253365],[2255097],[2259248],[2263179],[2271080],[2272812],[2276221],[2276963],[2286366],[2286701],[2286846],[2288612],[2293165],[2298530],[2300130],[2302790],[2311093],[2314504],[2317700],[2318704],[2321015],[2326790],[2338483],[2341143],[2344458],[2349421],[2350485],[2356668],[2357503],[2358507],[2365781],[2366593],[2366845],[2370532],[2374494],[2379635],[2380377],[2381466],[2385920],[2390668],[2392383],[2393195],[2399348],[2401540],[2406599],[2408805],[2411152],[2415412],[2416416],[2427018],[2427830],[2432383],[2433983],[2436643],[2443179],[2444946],[2451553],[2452557],[2454868],[2459282],[2459831],[2460643],[2464582],[2468053],[2470832],[2475426],[2475603],[2476607],[2482066],[2482878],[2487306],[2488487],[2492231],[2494758],[2496964],[2506269],[2506446],[2507450],[2511194],[2512909],[2513721],[2516382],[2519874],[2521233],[2527125],[2529331],[2531678],[2536942],[2543514],[2548009],[2550029],[2550788],[2555382],[2555559],[2556563],[2560403],[2561162],[2565756],[2566937],[2573208],[2582451],[2582628],[2583632],[2585985],[2589091],[2589903],[2594331],[2595512],[2599256],[2601783],[2603989],[2610185],[2613784],[2615379],[2622703],[2624298],[2629218],[2634571],[2635752],[2641676],[2643696],[2644455],[2646466],[2649049],[2649226],[2650230],[2659423],[2660604],[2666875],[2671024],[2678567],[2683761],[2685791],[2694524],[2696119],[2709958],[2715311],[2716492],[2739517],[2752254],[2754284], 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] cell #4861 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1762331],[1852181],[1872172],[1886185],[1886495],[1927756],[1948602],[1973205],[1992142],[2001738],[2004980],[2005458],[2030911],[2044924],[2045234],[2064915],[2065225],[2075885],[2087840],[2105555],[2111663],[2115164],[2118272],[2142634],[2152230],[2155472],[2155950],[2171167],[2174409],[2174887],[2185180],[2185490],[2186660],[2189536],[2193926],[2210286],[2218416],[2220938],[2224332],[2246480],[2252588],[2256089],[2259197],[2270303],[2273804],[2276912],[2286642],[2287120],[2288607],[2289719],[2290272],[2291128],[2297854],[2312764],[2317154],[2322428],[2336207],[2336918],[2340597],[2348727],[2351249],[2365087],[2367609],[2371003],[2373717],[2380326],[2381407],[2384189],[2388937],[2390346],[2397072],[2397783],[2402894],[2403750],[2410476],[2412442],[2424125],[2424981],[2425613],[2426342],[2431707],[2436097],[2446617],[2447328],[2451007],[2456281],[2459137],[2459223],[2465053],[2473872],[2479173],[2480029],[2480661],[2481390],[2485752],[2491909],[2498635],[2499346],[2504715],[2505268],[2506124],[2506210],[2509463],[2510872],[2517598],[2521704],[2523420],[2524276],[2524908],[2525637],[2531002],[2532968],[2540666],[2551827],[2553828],[2554381],[2555237],[2555323],[2562201],[2564202],[2569503],[2570359],[2570991],[2571720],[2580897],[2587054],[2588415],[2590454],[2592777],[2593330],[2594186],[2594272],[2598934],[2605660],[2607626],[2612936],[2615814],[2617264],[2624733],[2626183],[2631016],[2633017],[2633570],[2634426],[2634512],[2645494],[2646901],[2647495],[2648904],[2648990],[2650732],[2657869],[2664026],[2665387],[2668235],[2672747],[2673775],[2680290],[2681318],[2684196],[2685646],[2685732],[2696554],[2698004],[2699195],[2711756],[2713757],[2715166],[2715252],[2717650],[2720086],[2721101],[2726355],[2727370],[2730867],[2741240],[2742268],[2743222],[2752689],[2754139],[2754225],[2761112],[2766226],[2769677],[2777215],[2778230],[2787996],[2807912],[2816477], 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] cell #4862 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [2005949],[2088545],[2106260],[2118685],[2119204],[2156441],[2175378],[2186587],[2197012],[2213372],[2221643],[2224588],[2224874],[2247185],[2259610],[2260129],[2277325],[2277844],[2287611],[2288540],[2297353],[2312263],[2317430],[2320240],[2322992],[2343683],[2351954],[2354899],[2355185],[2368314],[2371259],[2371545],[2380739],[2381258],[2381461],[2384465],[2388014],[2401418],[2407967],[2409975],[2412871],[2431206],[2436373],[2439183],[2441935],[2451283],[2454093],[2456845],[2459277],[2465309],[2465595],[2467931],[2468334],[2468965],[2474148],[2486028],[2489577],[2493732],[2504991],[2505544],[2506264],[2508540],[2515089],[2517097],[2528493],[2530501],[2533397],[2535668],[2541230],[2544336],[2547887],[2548921],[2554104],[2554657],[2555377],[2558664],[2559295],[2564478],[2566021],[2575359],[2575990],[2576466],[2577034],[2581173],[2584722],[2593053],[2593606],[2594326],[2596602],[2600757],[2603151],[2608055],[2614606],[2618560],[2619191],[2619667],[2620235],[2623525],[2628110],[2633293],[2633846],[2634566],[2638003],[2638406],[2639037],[2641554],[2642588],[2647771],[2649044],[2651161],[2652331],[2652962],[2653438],[2654006],[2658145],[2659688],[2665849],[2674051],[2675445],[2675848],[2676479],[2681594],[2682988],[2685786],[2686942],[2687573],[2688049],[2688617],[2695346],[2699931],[2700975],[2702588],[2704265],[2704668],[2705299],[2708850],[2714033],[2715306],[2715576],[2719463],[2721414],[2722448],[2727683],[2728717],[2732171],[2733565],[2733968],[2734599],[2742544],[2743535],[2743938],[2744972],[2746374],[2751481],[2754279],[2756066],[2757110],[2759326],[2762219],[2762925],[2767333],[2768039],[2769990],[2771024],[2778543],[2779577],[2780388],[2789300],[2790694],[2791728],[2793629],[2795118],[2795733],[2799207],[2799822],[2802100],[2809019],[2809725],[2810368],[2816790],[2817824],[2822553],[2825752],[2827856],[2832724],[2833339],[2839706],[2852149],[2857452], [1079110,1850629],[1238465,2000186],[1270937,2029359],[1284245,1801199],[1361328,2108486],[1411833,2150678],[1414277,1923997],[1433695,2169615],[1447003,1955758],[1486695,2211844],[1502854,2223869],[1544562,2041168],[1557704,2267126],[1560187,2055795],[1575351,2281848],[1577795,2072126],[1616708,2311130],[1627591,2318712],[1643750,2330737],[1646233,2129653],[1656545,2339850],[1681925,2358515],[1682315,2161708],[1689505,2166242],[1698084,2370540],[1706934,2181424],[1729439,2392391],[1741866,2400715],[1755347,2408842],[1766230,2416424],[1766620,2230684],[1773810,2235218],[1776069,2423920],[1808491,2264900],[1808535,2444983],[1809010,2264977],[1815900,2268868],[1819418,2452565],[1835577,2464590],[1838060,2288293],[1854799,2475640],[1856002,2476615],[1856392,2302129],[1859190,2478968],[1890127,2328511],[1890171,2497001],[1890646,2328588],[1897536,2332479],[1899281,2503747],[1915710,2512917],[1928137,2521241],[1930628,2357305],[1930823,2359474],[1931109,2360043],[1941618,2529368],[1952501,2536950],[1952891,2377355],[1960081,2381889],[1974164,2550037],[1976726,2394128],[1976770,2550825],[1977245,2394205],[1979309,2552860],[2005559,2566945],[2008747,2415214],[2008942,2417383],[2009228,2417952],[2018109,2574956],[2033529,2582665],[2034732,2583640],[2035122,2435982],[2037920,2585993],[2043848,2589099],[2047410,2443908],[2048168,2446116],[2068857,2462364],[2068901,2604026],[2069376,2462441],[2076266,2466332],[2083802,2470081],[2087731,2614446],[2088831,2615440],[2091490,2476863],[2091776,2477432],[2094243,2618157],[2116123,2629226],[2118729,2630014],[2121268,2495926],[2122026,2498134],[2143593,2643704],[2146155,2514654],[2146199,2644492],[2146674,2514731],[2148738,2646527],[2154848,2649263],[2156051,2650238],[2158365,2521944],[2174988,2660612],[2178176,2535740],[2178371,2537909],[2178657,2538478],[2192169,2545170],[2194202,2547356],[2195973,2671583],[2197305,2672449],[2199764,2551326],[2216900,2560411],[2220829,2682828],[2221929,2683822],[2227341,2568027],[2242442,2577106],[2246371,2695186],[2247471,2696180],[2250130,2583888],[2250416,2584457],[2252883,2698897],[2257048,2701047],[2259654,2701835],[2274763,2709966],[2277369,2710754],[2279908,2602951],[2280666,2605159],[2287221,2716500],[2290548,2610744],[2293495,2611610],[2295345,2613481],[2296903,2720419],[2308858,2620307],[2315159,2727926],[2315397,2624359],[2319201,2729703],[2320533,2730569],[2338840,2638837],[2340873,2641023],[2342644,2740076],[2343976,2740942],[2346435,2644993],[2351140,2743778],[2352240,2744772],[2363571,2654078],[2367500,2751321],[2368600,2752315],[2374012,2661694],[2378177,2757182],[2380783,2757970],[2383897,2668568],[2399705,2676279],[2403170,2679126],[2405573,2767508],[2406117,2679992],[2409525,2768995],[2421480,2688689],[2424401,2691484],[2427348,2692350],[2429198,2694221],[2430756,2777548],[2438144,2780563],[2439476,2781429],[2449012,2785055],[2449250,2705099],[2450784,2789372],[2453054,2786832],[2454386,2787698],[2461550,2790534],[2462650,2791528],[2479449,2723434],[2482396,2724300],[2485460,2726688],[2487571,2800135],[2501030,2805000],[2501268,2734399],[2502802,2732243],[2504423,2737061],[2508381,2807684],[2516647,2810681],[2523696,2747619],[2526099,2814308],[2526643,2748485],[2527482,2817624],[2530051,2815795],[2537439,2818810],[2538771,2819676],[2553536,2763881],[2557494,2825600],[2569779,2772010],[2572182,2830309],[2572726,2772876],[2573565,2770824],[2578647,2832441],[2591310,2838685],[2592485,2783817],[2594596,2837741],[2595842,2840412],[2604709,2841368],[2613212,2794835],[2621848,2846662],[2631550,2801079],[2632725,2803762],[2634836,2850317],[2636082,2802806],[2637600,2851699],[2640439,2851975],[2651495,2856837],[2669563,2822103],[2670597,2822379],[2675042,2862746],[2677881,2863022],[2686106,2827241],[2691309,2866811],[2703045,2870672],[2718757,2844039],[2723259,2875193],[2732345,2847900],[2736748,2878132],[2759941,2861038],[2763568,2884330] ] cell #4863 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [548460],[653229],[733955],[811869],[840614],[874211],[903384],[956991],[988743],[1019344],[1032950],[1052941],[1105432],[1111550],[1143262],[1154168],[1175014],[1188620],[1231992],[1281901],[1284423],[1288072],[1297259],[1303377],[1314283],[1383821],[1396847],[1409244],[1414157],[1427222],[1444659],[1447181],[1483653],[1514028],[1523206],[1527013],[1538814],[1544797],[1560365],[1577675],[1609768],[1613575],[1646411],[1648641],[1651931],[1668273],[1685578],[1689385],[1707169],[1733962],[1737252],[1769883],[1773690],[1775580],[1779252],[1807996],[1811286],[1816135],[1858701],[1862373],[1877461],[1889632],[1892922],[1897771],[1899383],[1930139],[1931705],[1933811],[1968128],[1979411],[1996339],[2008258],[2009824],[2011930],[2047512],[2048455],[2076501],[2083313],[2092372],[2103127],[2110163],[2121370],[2122313],[2159306],[2179253],[2188269],[2192271],[2200051],[2210569],[2228282],[2251012],[2280953],[2290002],[2296587],[2300589],[2309977],[2346722],[2374953],[2383143],[2389220],[2430440],[2434442],[2472826],[2509746],[2579851] ] cell #4864 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1886537],[1973200],[1992137],[2005383],[2045276],[2065267],[2088482],[2106197],[2115159],[2118622],[2142629],[2155875],[2174812],[2185532],[2187319],[2196463],[2212823],[2221580],[2247122],[2256084],[2259547],[2273799],[2277262],[2287045],[2288649],[2295637],[2310547],[2319691],[2343134],[2351891],[2368251],[2380676],[2429490],[2438634],[2453544], [730074,1971808],[870330,2113767],[874752,2118035],[899503,2141237],[977102,2211871],[982047,2215474],[992496,2223896],[1029069,2254692],[1049060,2272407],[1053482,2276675],[1099893,2311403],[1110815,2318739],[1115760,2322342],[1155856,2152400],[1156035,1923918],[1163373,2358542],[1168318,2362145],[1178767,2370567],[1184739,2375821],[1189161,2380089],[1210501,2392418],[1226372,2402341],[1237772,2409115],[1248694,2416451],[1253639,2420054],[1266555,2428295],[1284136,2041459],[1288613,2443633],[1291720,2445256],[1302642,2452592],[1307587,2456195],[1315971,2283570],[1316150,2072047],[1318036,2464617],[1339763,2475913],[1340925,2476642],[1352601,2483343],[1366882,2490500],[1378282,2497274],[1388184,2504035],[1405731,2512944],[1415908,2156332],[1418402,2521268],[1429313,2363779],[1429492,2166163],[1433002,2529641],[1443924,2536977],[1446894,2181715],[1448869,2540580],[1451371,2382267],[1468446,2550064],[1470019,2550242],[1471502,2551098],[1474990,2553148],[1504443,2566972],[1505823,2005840],[1516119,2421688],[1516298,2235139],[1517979,2574929],[1536139,2582938],[1537301,2583667],[1540813,2586020],[1545511,2259283],[1547257,2589126],[1548977,2590368],[1551702,2444196],[1552849,2263390],[1560078,2269159],[1563258,2597525],[1574658,2604299],[1579426,2287502],[1581920,2466359],[1598378,2298565],[1598835,2615728],[1604541,2618130],[1631204,2629253],[1634260,2630287],[1634782,2118358],[1637748,2496214],[1638895,2327001],[1646124,2332770],[1647772,2333990],[1663676,2643731],[1665249,2643909],[1666732,2644765],[1669763,2349456],[1670220,2646815],[1674865,2354912],[1676649,2649536],[1677811,2650265],[1680351,2521917],[1681749,2161566],[1682206,2358681],[1699673,2660639],[1701053,2175269],[1703185,2535767],[1707883,2380412],[1711528,2381810],[1720604,2545458],[1726786,2672422],[1727050,2390978],[1730867,2393406],[1733093,2394855],[1751713,2560438],[1753697,2219145],[1758493,2411187],[1758950,2684110],[1762475,2224601],[1764656,2568000],[1766054,2230542],[1766511,2416590],[1783425,2577133],[1790205,2432418],[1790662,2696468],[1796368,2698870],[1796632,2436953],[1801555,2701074],[1803128,2701252],[1804611,2702108],[1807127,2444400],[1808164,2444855],[1808428,2264837],[1823031,2709993],[1826087,2711027],[1826609,2276998],[1829118,2459866],[1830722,2460854],[1834220,2465322],[1837166,2716527],[1837951,2466623],[1842580,2293200],[1845779,2611583],[1852351,2474425],[1855826,2301987],[1856283,2476781],[1866546,2620334],[1875817,2488522],[1876274,2624647],[1878160,2318010],[1882456,2730542],[1882720,2492541],[1888763,2496418],[1889800,2496873],[1890064,2328448],[1906418,2507485],[1913057,2740915],[1913321,2511504],[1917138,2513932],[1919364,2515381],[1930836,2359494],[1937984,2654105],[1939968,2365816],[1944764,2531713],[1945221,2752603],[1948746,2371272],[1951191,2536248],[1952325,2377213],[1952782,2537116],[1956114,2757209],[1959170,2758243],[1961803,2668541],[1964238,2386230],[1967259,2546138],[1976399,2550697],[1976663,2394065],[1986446,2556598],[1995336,2679965],[1995600,2561472],[1997353,2408259],[2001908,2564755],[2008955,2417403],[2016103,2688716],[2021310,2427053],[2024773,2578167],[2031081,2581450],[2034556,2435840],[2035013,2583806],[2054547,2595547],[2056151,2789399],[2056890,2451863],[2061186,2787671],[2061450,2599566],[2068530,2603898],[2068794,2462301],[2078044,2610788],[2079725,2470286],[2086047,2613454],[2091503,2476883],[2097444,2482101],[2100907,2621368],[2103762,2726661],[2109218,2625327],[2128405,2635787],[2130009,2732270],[2133667,2506756],[2145828,2644364],[2146092,2514591],[2165029,2655139],[2166782,2528785],[2171337,2658422],[2178384,2537929],[2194782,2547400],[2205220,2555869],[2211142,2679170],[2234005,2689750],[2238365,2577311],[2244687,2694194],[2250143,2583908],[2304781,2620512],[2341453,2641067], [347148,1421602,2522867],[396261,1508408,2568950],[451154,1601541,2616408],[516787,1703638,2662617],[533571,1725423,2671627],[561564,1761656,2684790],[585007,1793368,2697148],[627515,1850656,2720392],[654700,1881093,2729747],[680242,1911694,2740120],[691875,1927081,2745740],[708235,1947927,2753283],[753433,1995013,2767552],[758685,2000213,2768968],[786155,2029386,2777521],[795625,2039832,2780607],[813340,2059823,2786876],[824973,2075210,2792496],[864358,2108513,2800108],[909177,2150705,2810654],[911534,1924375,2745060],[922862,2164442,2814352],[928114,2169642,2815768],[937584,2180088,2818854],[941943,1711349,2542214],[1002890,2233418,2830353],[1015150,2243364,2832485],[1031134,2041195,2781402],[1043088,2267153,2837714],[1056329,1829575,2603239],[1058734,2281875,2841341],[1061091,2072504,2791816],[1096786,2309780,2846706],[1126209,2330764,2850290],[1136373,1906875,2639125],[1138867,2339877,2851948],[1170820,2166620,2817912],[1181339,1950927,2661667],[1186804,2181451,2819649],[1220678,1986903,2676567],[1223172,2400742,2862995],[1256141,2235596,2771112],[1258391,2423947,2866560],[1263089,2024509,2692323],[1296488,2055004,2705387],[1298982,2268895,2840385],[1310306,2067493,2603443],[1344437,2478995,2874942],[1349135,2100643,2724273],[1383050,2128862,2734687],[1385544,2332506,2802779],[1387727,2131232,2737034],[1392829,2136688,2639805],[1421149,2357332,2856749],[1425847,2164765,2748458],[1474533,2202785,2763854],[1479635,2208241,2677247],[1507955,2415241,2827153],[1512653,2233741,2772849],[1518243,2236684,2691528],[1551245,2262402,2783790],[1556347,2267858,2706067],[1591598,2470108,2843788],[1604805,2303100,2723478],[1637291,2326013,2803735],[1642393,2331469,2735367],[1680615,2357813,2747663],[1720147,2386959,2822352],[1764920,2415722,2772054],[1846043,2471142,2794879] ] cell #4865 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [976570],[1110283],[1209969],[1302110],[1335271],[1372341],[1405199],[1465784],[1498789],[1531647],[1546725],[1568717],[1622248],[1628542],[1661014],[1672157],[1694019],[1709097],[1750157],[1798893],[1801239],[1805241],[1814075],[1820369],[1831512],[1895711],[1907706],[1919230],[1923966],[1936428],[1953452],[1955798],[1987734],[2014547],[2022348],[2025955],[2036388],[2041636],[2055835],[2072095],[2098482],[2102089],[2129693],[2132986],[2134018],[2147897],[2162604],[2166211],[2181892],[2204539],[2205571],[2231580],[2235187],[2237877],[2239205],[2264156],[2265188],[2269336],[2304293],[2305621],[2317005],[2327767],[2328799],[2332947],[2335254],[2359006],[2360219],[2360334],[2387925],[2396119],[2406958],[2416915],[2418128],[2418243],[2445664],[2446370],[2466800],[2471624],[2477608],[2484287],[2488815],[2497682],[2498388],[2524052],[2538654],[2543935],[2546770],[2551580],[2557826],[2570135],[2584633],[2605413],[2610567],[2614205],[2617040],[2622304],[2645247],[2663802],[2668254],[2671406],[2694945],[2697780],[2720105],[2739899],[2777234] ] cell #4866 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1886538],[1973201],[1992138],[2005384],[2045277],[2065268],[2088487],[2106202],[2115160],[2118627],[2142630],[2155876],[2174813],[2185533],[2187416],[2196497],[2212857],[2221585],[2247127],[2256085],[2259552],[2273800],[2277267],[2287046],[2288650],[2295734],[2310644],[2319725],[2343168],[2351896],[2368256],[2380681],[2429587],[2438668],[2453578], [730072,1971813],[870328,2113772],[874753,2117963],[899501,2141242],[977103,2211869],[982045,2215479],[992497,2223894],[1029067,2254697],[1049058,2272412],[1053483,2276603],[1099891,2311408],[1110816,2318737],[1115758,2322347],[1155854,2152405],[1156036,1923919],[1163374,2358540],[1168316,2362150],[1178768,2370565],[1184737,2375826],[1189162,2380017],[1210502,2392416],[1226230,2402438],[1237770,2409120],[1248695,2416449],[1253637,2420059],[1266553,2428300],[1284134,2041464],[1288614,2443561],[1291718,2445261],[1302643,2452590],[1307585,2456200],[1315969,2283575],[1316151,2072048],[1318037,2464615],[1339761,2475918],[1340926,2476640],[1352599,2483348],[1366740,2490597],[1378280,2497279],[1388182,2504040],[1405732,2512942],[1415909,2156330],[1418403,2521266],[1429311,2363784],[1429493,2166164],[1433000,2529646],[1443925,2536975],[1446892,2181720],[1448867,2540585],[1451372,2382265],[1468447,2550062],[1469877,2550339],[1471500,2551103],[1474988,2553153],[1504444,2566970],[1505824,2005838],[1516117,2421693],[1516299,2235140],[1517977,2574932],[1536137,2582943],[1537302,2583665],[1540814,2586018],[1545512,2259281],[1547258,2589124],[1548975,2590373],[1551700,2444201],[1552850,2263391],[1560076,2269164],[1563116,2597622],[1574656,2604304],[1579427,2287500],[1581921,2466357],[1598379,2298563],[1598833,2615733],[1604539,2618133],[1631205,2629251],[1634258,2630292],[1634783,2118356],[1637746,2496219],[1638896,2327002],[1646122,2332775],[1647777,2334087],[1663677,2643729],[1665107,2644006],[1666730,2644770],[1669764,2349454],[1670218,2646820],[1674870,2354917],[1676647,2649541],[1677812,2650263],[1680349,2521920],[1681750,2161567],[1682204,2358686],[1699674,2660637],[1701054,2175267],[1703186,2535765],[1707884,2380410],[1711529,2381811],[1720602,2545463],[1726784,2672425],[1727055,2390983],[1730868,2393407],[1733098,2394952],[1751714,2560436],[1753698,2219143],[1758494,2411185],[1758948,2684115],[1762480,2224606],[1764654,2568003],[1766055,2230543],[1766509,2416595],[1783426,2577131],[1790206,2432416],[1790660,2696473],[1796366,2698873],[1796637,2436958],[1801556,2701072],[1802986,2701349],[1804609,2702113],[1807132,2444497],[1808162,2444858],[1808433,2264842],[1823032,2709991],[1826085,2711032],[1826610,2276996],[1829119,2459864],[1830723,2460855],[1834225,2465327],[1837167,2716525],[1837949,2466628],[1842581,2293198],[1845777,2611586],[1852356,2474522],[1855827,2301988],[1856281,2476786],[1866547,2620332],[1875818,2488520],[1876272,2624652],[1878165,2318015],[1882454,2730545],[1882725,2492546],[1888768,2496515],[1889798,2496876],[1890069,2328453],[1906419,2507483],[1913055,2740918],[1913326,2511509],[1917139,2513933],[1919369,2515478],[1930841,2359528],[1937985,2654103],[1939969,2365814],[1944765,2531711],[1945219,2752608],[1948751,2371277],[1951196,2536253],[1952326,2377214],[1952780,2537121],[1956115,2757207],[1959168,2758248],[1961801,2668544],[1964243,2386235],[1967264,2546235],[1976397,2550700],[1976668,2394070],[1986447,2556596],[1995334,2679968],[1995605,2561477],[1997387,2408356],[2001913,2564852],[2008960,2417437],[2016104,2688714],[2021311,2427051],[2024778,2578172],[2031086,2581547],[2034557,2435841],[2035011,2583811],[2054548,2595545],[2056152,2789397],[2056895,2451868],[2061184,2787674],[2061455,2599571],[2068528,2603901],[2068799,2462306],[2078049,2610822],[2079759,2470383],[2086045,2613457],[2091508,2476917],[2097445,2482099],[2100912,2621373],[2103760,2726664],[2109223,2625424],[2128406,2635785],[2130010,2732268],[2133672,2506761],[2145826,2644367],[2146097,2514596],[2165034,2655144],[2166816,2528882],[2171342,2658519],[2178389,2537963],[2194787,2547434],[2205225,2555874],[2211147,2679204],[2234010,2689755],[2238399,2577408],[2244685,2694197],[2250148,2583942],[2304815,2620609],[2341458,2641101], [347149,1421460,2522964],[396262,1508266,2569047],[451155,1601399,2616505],[516788,1703496,2662714],[533572,1725351,2671661],[561565,1761514,2684887],[585008,1793226,2697245],[627516,1850654,2720395],[654701,1881021,2729781],[680243,1911622,2740154],[691876,1926939,2745837],[708236,1947785,2753380],[753434,1994941,2767586],[758686,2000211,2768971],[786156,2029384,2777524],[795626,2039760,2780641],[813341,2059751,2786910],[824974,2075068,2792593],[864359,2108511,2800111],[909178,2150703,2810657],[911535,1924373,2745065],[922863,2164370,2814386],[928115,2169640,2815771],[937585,2180016,2818888],[941944,1711347,2542219],[1002891,2233346,2830387],[1015151,2243292,2832519],[1031135,2041193,2781405],[1043089,2267151,2837717],[1056330,1829573,2603244],[1058735,2281873,2841344],[1061092,2072502,2791821],[1096787,2309708,2846740],[1126210,2330762,2850293],[1136374,1906873,2639130],[1138868,2339875,2851951],[1170821,2166618,2817917],[1181340,1950925,2661670],[1186805,2181449,2819652],[1220679,1986901,2676572],[1223173,2400740,2862998],[1256142,2235594,2771117],[1258392,2423945,2866563],[1263090,2024507,2692326],[1296489,2055002,2705392],[1298983,2268893,2840388],[1310311,2067498,2603540],[1344438,2478993,2874945],[1349136,2100641,2724276],[1383051,2128860,2734692],[1385545,2332504,2802782],[1387728,2131230,2737037],[1392834,2136693,2639902],[1421150,2357330,2856752],[1425848,2164763,2748461],[1474534,2202783,2763857],[1479640,2208246,2677344],[1507956,2415239,2827156],[1512654,2233739,2772852],[1518248,2236689,2691562],[1551246,2262400,2783793],[1556352,2267863,2706164],[1591599,2470106,2843791],[1604810,2303105,2723512],[1637292,2326011,2803738],[1642398,2331474,2735464],[1680620,2357818,2747697],[1720148,2386957,2822355],[1764925,2415727,2772088],[1846048,2471147,2794913] ] cell #4867 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1762326],[1851192],[1886112],[1886497],[1927751],[1948597],[1972283],[2000749],[2004629],[2005036],[2005392],[2029922],[2044851],[2045236],[2064842],[2065227],[2075880],[2077739],[2087081],[2104536],[2109049],[2112437],[2114242],[2117578],[2118328],[2141712],[2151241],[2155528],[2155884],[2170178],[2174058],[2174465],[2174821],[2185107],[2185492],[2186655],[2191809],[2194477],[2197784],[2210837],[2211841],[2215949],[2219115],[2219919],[2220179],[2223866],[2236379],[2245721],[2253362],[2255167],[2259253],[2263176],[2271077],[2272882],[2276218],[2276968],[2286291],[2286698],[2287054],[2288609],[2293170],[2298535],[2300127],[2302795],[2311098],[2314509],[2317705],[2318709],[2321012],[2326787],[2338480],[2341148],[2344455],[2349426],[2350490],[2356593],[2357508],[2358512],[2365786],[2366590],[2366850],[2370537],[2374491],[2379632],[2380382],[2381463],[2385925],[2390673],[2392388],[2393192],[2399345],[2401545],[2406596],[2408810],[2411157],[2415417],[2416421],[2427023],[2427827],[2432388],[2433980],[2436648],[2443176],[2444951],[2451558],[2452562],[2454865],[2459279],[2459836],[2460640],[2464587],[2468058],[2470837],[2475423],[2475608],[2476612],[2482071],[2482875],[2487303],[2488492],[2492236],[2494755],[2496969],[2506266],[2506451],[2507455],[2511199],[2512914],[2513718],[2516379],[2519871],[2521238],[2527122],[2529336],[2531683],[2536947],[2543519],[2548014],[2550034],[2550793],[2555379],[2555564],[2556568],[2560408],[2561167],[2565753],[2566942],[2573205],[2582448],[2582633],[2583637],[2585990],[2589096],[2589900],[2594328],[2595517],[2599261],[2601780],[2603994],[2610220],[2613789],[2615418],[2622708],[2624337],[2629223],[2634568],[2635757],[2641681],[2643701],[2644460],[2646505],[2649046],[2649231],[2650235],[2659420],[2660609],[2666872],[2671059],[2678602],[2683800],[2685788],[2694529],[2696158],[2709963],[2715308],[2716497],[2739552],[2752293],[2754281], [627475,2298253],[758645,2410875],[786115,2432106],[864318,2488210],[909137,2349144],[928074,2531401],[977062,2558483],[992456,2566660],[1031094,2256284],[1031270,2041801],[1043048,2595235],[1058694,2459554],[1099399,2622898],[1110775,2627298],[1126169,2635475],[1138827,2507173],[1155995,2152943],[1163333,2652150],[1178727,2660327],[1186764,2377413],[1186940,2182057],[1210461,2673074],[1223132,2556286],[1237278,2682361],[1248654,2686761],[1258351,2575178],[1291226,2703638],[1298942,2450020],[1299118,2269501],[1302602,2708038],[1316110,2284113],[1317996,2716215],[1339269,2721525],[1340885,2722039],[1344397,2618379],[1377788,2732938],[1385504,2502038],[1385680,2333112],[1387380,2637376],[1405691,2741567],[1418362,2649953],[1421109,2522166],[1422272,2362754],[1429452,2364322],[1432508,2750854],[1443884,2755254],[1468406,2672671],[1471008,2762633],[1474186,2674818],[1504403,2770615],[1507915,2568249],[1509078,2420663],[1516258,2422231],[1517949,2575083],[1535645,2778654],[1537261,2779168],[1540773,2699119],[1547217,2782054],[1550898,2591086],[1552424,2267689],[1552809,2449043],[1574164,2790067],[1581880,2466329],[1582056,2288224],[1591558,2611832],[1596545,2795360],[1598031,2721190],[1602211,2483952],[1604511,2618284],[1631164,2730791],[1633766,2802514],[1636944,2631326],[1638470,2331300],[1638855,2501061],[1663636,2741164],[1666238,2809433],[1669416,2743311],[1676155,2811787],[1677771,2812301],[1680321,2522071],[1681402,2525855],[1681758,2362620],[1699633,2817415],[1703145,2535737],[1704308,2376430],[1711488,2381819],[1719800,2669339],[1724966,2761870],[1726756,2672576],[1730442,2401278],[1730827,2557525],[1751673,2680214],[1756660,2827483],[1758146,2769766],[1764626,2568154],[1765707,2571938],[1766063,2420529],[1783385,2577103],[1788372,2832966],[1789858,2778319],[1794038,2428904],[1796338,2699024],[1801515,2701044],[1804117,2836031],[1808134,2448362],[1822991,2787920],[1825593,2840120],[1828771,2602929],[1830297,2282411],[1830682,2461581],[1837126,2842988],[1839858,2718408],[1845749,2611737],[1850626,2721000],[1855479,2621604],[1855835,2483818],[1866506,2620304],[1875063,2847428],[1875470,2727459],[1880636,2801751],[1882426,2730696],[1889770,2500380],[1906071,2638815],[1911237,2808670],[1913027,2741069],[1916713,2340413],[1917098,2508412],[1922085,2853880],[1923571,2744750],[1937944,2654075],[1942931,2857079],[1944417,2816566],[1950897,2535943],[1951978,2537195],[1952334,2376296],[1956074,2757179],[1958676,2860144],[1961773,2669149],[1970478,2674328],[1976369,2556844],[1986099,2676257],[1989415,2766984],[1994556,2826707],[1995306,2680119],[2000183,2769576],[2016063,2688686],[2018588,2690960],[2024479,2577862],[2029356,2778129],[2034209,2578403],[2034565,2428770],[2039375,2780039],[2041165,2701803],[2053793,2870200],[2054200,2705077],[2056111,2789369],[2059366,2839357],[2061156,2787825],[2068500,2460900],[2070214,2872403],[2071700,2791506],[2086017,2617675],[2094722,2722910],[2100613,2621063],[2103732,2727269],[2108483,2800443],[2127651,2877453],[2128058,2734377],[2129969,2732240],[2131202,2637186],[2138369,2878387],[2139907,2636886],[2145798,2507731],[2150675,2743121],[2158844,2747095],[2163985,2856303],[2164735,2654834],[2165816,2817602],[2169612,2816376],[2179631,2818286],[2181421,2757938],[2202755,2674628],[2209922,2884585],[2227820,2771486],[2232961,2865970],[2233711,2689445],[2234792,2770802],[2242907,2832190],[2244657,2574474],[2261815,2838663],[2262372,2703448],[2267123,2838049],[2268865,2710722],[2281845,2789877],[2293974,2794584],[2309323,2846411],[2325426,2801057],[2325983,2732748],[2330734,2850625],[2332476,2629982],[2334988,2851677],[2339847,2807362],[2357302,2750664],[2385740,2822081],[2386929,2760562],[2395853,2862724],[2400712,2825278],[2415211,2682171],[2423917,2776110],[2443886,2786308],[2470078,2718981],[2478965,2798235],[2495904,2729179],[2503725,2807062],[2545148,2760262],[2552838,2824978] ] cell #4868 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [1886542],[1973273],[1992210],[2005526],[2045281],[2065272],[2088552],[2106267],[2115232],[2118760],[2142702],[2156018],[2174955],[2185537],[2187324],[2196468],[2212828],[2221650],[2247192],[2256157],[2259685],[2273872],[2277400],[2287188],[2288654],[2295642],[2310552],[2319696],[2343139],[2351961],[2368321],[2380814],[2429495],[2438639],[2453549], [730071,1971815],[870327,2113774],[874760,2117962],[899500,2141244],[977107,2211868],[982044,2215481],[992501,2223893],[1029066,2254699],[1049057,2272414],[1053490,2276602],[1099890,2311410],[1110820,2318736],[1115757,2322349],[1155853,2152407],[1156040,1924061],[1163378,2358539],[1168315,2362152],[1178772,2370564],[1184736,2375828],[1189169,2380016],[1210506,2392415],[1226229,2402346],[1237769,2409122],[1248699,2416448],[1253636,2420061],[1266552,2428302],[1284133,2041597],[1288621,2443560],[1291717,2445263],[1302647,2452589],[1307584,2456202],[1315968,2283577],[1316155,2072190],[1318041,2464614],[1339760,2475920],[1340930,2476639],[1352598,2483350],[1366739,2490505],[1378279,2497281],[1388181,2504042],[1405736,2512941],[1415916,2156329],[1418407,2521265],[1429310,2363786],[1429497,2166306],[1432999,2529648],[1443929,2536974],[1446891,2181853],[1448866,2540587],[1451379,2382264],[1468451,2550061],[1469876,2550247],[1471499,2551105],[1474987,2553155],[1504448,2566969],[1505831,2005837],[1516116,2421695],[1516303,2235282],[1517976,2574964],[1536136,2582945],[1537306,2583664],[1540818,2586017],[1545584,2259280],[1547262,2589123],[1548974,2590375],[1551699,2444203],[1552854,2265041],[1560075,2269297],[1563115,2597530],[1574655,2604306],[1579434,2287499],[1581925,2466356],[1598521,2298562],[1598832,2615735],[1604538,2618165],[1631209,2629250],[1634257,2630294],[1634855,2118355],[1637745,2496221],[1638900,2328652],[1646121,2332908],[1647779,2333995],[1663681,2643728],[1665106,2643914],[1666729,2644772],[1669906,2349453],[1670217,2646822],[1674935,2354919],[1676646,2649543],[1677816,2650262],[1680348,2521952],[1681892,2161639],[1682203,2360180],[1699678,2660636],[1701061,2175266],[1703190,2535764],[1707956,2380409],[1711533,2381953],[1720601,2545465],[1726783,2672457],[1727188,2390985],[1730872,2394269],[1733100,2394860],[1751718,2560435],[1753770,2219142],[1758636,2411184],[1758947,2684117],[1762545,2224608],[1764653,2568035],[1766197,2230615],[1766508,2418089],[1783430,2577130],[1790348,2432415],[1790659,2696475],[1796365,2698905],[1796770,2436960],[1801560,2701071],[1802985,2701257],[1804608,2702115],[1807134,2444405],[1808161,2446124],[1808566,2264907],[1823036,2709990],[1826084,2711034],[1826682,2276995],[1829261,2459863],[1830727,2462505],[1834290,2465329],[1837171,2716524],[1837948,2466761],[1842653,2293197],[1845776,2611618],[1852358,2474430],[1855969,2302060],[1856280,2477569],[1866551,2620331],[1875960,2488519],[1876271,2624654],[1878230,2318017],[1882453,2730577],[1882858,2492548],[1888770,2496423],[1889797,2498142],[1890202,2328518],[1906561,2507482],[1913054,2740950],[1913459,2511511],[1917143,2514795],[1919371,2515386],[1930843,2359499],[1937989,2654102],[1940041,2365813],[1944907,2531710],[1945218,2752610],[1948816,2371279],[1951329,2536255],[1952468,2377286],[1952779,2538615],[1956119,2757206],[1959167,2758250],[1961800,2668576],[1964308,2386237],[1967266,2546143],[1976396,2551334],[1976801,2394135],[1986589,2556595],[1995333,2680000],[1995738,2561479],[1997358,2408264],[2001915,2564760],[2008962,2417408],[2016108,2688713],[2021383,2427050],[2024911,2578174],[2031088,2581455],[2034699,2435913],[2035010,2584594],[2054690,2595544],[2056156,2789396],[2056960,2451870],[2061183,2787706],[2061588,2599573],[2068527,2605167],[2068932,2462371],[2078051,2610793],[2079730,2470291],[2086044,2613489],[2091510,2476888],[2097517,2482098],[2101045,2621375],[2103759,2726696],[2109225,2625332],[2128548,2635784],[2130014,2732267],[2133737,2506763],[2145825,2645001],[2146230,2514661],[2165167,2655146],[2166787,2528790],[2171344,2658427],[2178391,2537934],[2194789,2547405],[2205290,2555876],[2211149,2679175],[2234143,2689757],[2238370,2577316],[2244684,2694229],[2250150,2583913],[2304786,2620517],[2341460,2641072], [347156,1421459,2522872],[396269,1508265,2568955],[451162,1601398,2616413],[516795,1703495,2662622],[533579,1725350,2671632],[561572,1761513,2684795],[585015,1793225,2697153],[627520,1850653,2720427],[654708,1881020,2729752],[680250,1911621,2740125],[691883,1926938,2745745],[708243,1947784,2753288],[753441,1994940,2767557],[758690,2000210,2769003],[786160,2029383,2777556],[795633,2039759,2780612],[813348,2059750,2786881],[824981,2075067,2792501],[864363,2108510,2800143],[909182,2150702,2810689],[911542,1924372,2745067],[922870,2164369,2814357],[928119,2169639,2815803],[937592,2180015,2818859],[941951,1711346,2542221],[1002898,2233345,2830358],[1015158,2243291,2832490],[1031139,2041192,2781437],[1043093,2267150,2837749],[1056337,1829572,2603246],[1058739,2281872,2841376],[1061099,2072501,2791823],[1096794,2309707,2846711],[1126214,2330761,2850325],[1136381,1906872,2639132],[1138872,2339874,2851983],[1170828,2166617,2817919],[1181412,1950924,2661702],[1186809,2181448,2819684],[1220686,1986900,2676574],[1223177,2400739,2863030],[1256149,2235593,2771119],[1258396,2423944,2866819],[1263162,2024506,2692358],[1296496,2055001,2705394],[1298987,2268892,2840420],[1310376,2067500,2603448],[1344442,2478992,2875201],[1349208,2100640,2724308],[1383058,2128859,2734694],[1385549,2332503,2802814],[1387870,2131229,2737069],[1392899,2136695,2639810],[1421154,2357329,2856845],[1425920,2164762,2748493],[1474676,2202782,2763889],[1479705,2208248,2677252],[1507960,2415238,2827249],[1512726,2233738,2772884],[1518381,2236691,2691533],[1551388,2262399,2783825],[1556417,2267865,2706072],[1591603,2470105,2844047],[1604943,2303107,2723483],[1637434,2326010,2803770],[1642463,2331476,2735372],[1680753,2357820,2747668],[1720290,2386956,2822387],[1765058,2415729,2772059],[1846181,2471149,2794884] ] cell #4869 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [590601],[690001],[713829],[796666],[809417],[823099],[885551],[906190],[920158],[924408],[938625],[1000186],[1004436],[1010686],[1040378],[1040671],[1044694],[1055747],[1064281],[1086322],[1092322],[1123499],[1123792],[1127815],[1135791],[1161162],[1164860],[1165459],[1166356],[1186457],[1190707],[1212616],[1212909],[1220096],[1246483],[1250181],[1250780],[1251677],[1259278],[1278149],[1289127],[1293245],[1295906],[1315326],[1315619],[1319642],[1327677],[1341306],[1341905],[1345324],[1363715],[1375689],[1379807],[1382468],[1388674],[1407846],[1408139],[1415326],[1419360],[1422036],[1441713],[1445411],[1446010],[1458043],[1462809],[1469333],[1471907],[1475480],[1486989],[1491195],[1505241],[1506166],[1508842],[1519192],[1524053],[1537682],[1538281],[1541700],[1552192],[1572065],[1576183],[1578844],[1586027],[1588730],[1593397],[1599325],[1601975],[1605754],[1610615],[1616401],[1620801],[1627885],[1632091],[1638238],[1653273],[1658039],[1664563],[1667137],[1670710],[1686425],[1700471],[1701396],[1704072],[1715255],[1725296],[1727999],[1729733],[1730210],[1738594],[1746142],[1748845],[1755040],[1759440],[1762090],[1770730],[1777854],[1780557],[1785224],[1791152],[1793802],[1797581],[1802442],[1812628],[1819712],[1823918],[1830065],[1850934],[1851102],[1854492],[1860975],[1863678],[1870925],[1880966],[1883669],[1885880],[1887424],[1894264],[1901526],[1911567],[1914270],[1916004],[1916481],[1924865],[1927515],[1932413],[1935116],[1941311],[1945711],[1948361],[1957001],[1981554],[1994886],[2000491],[2000659],[2006330],[2010532],[2013235],[2029664],[2029832],[2033222],[2039705],[2042408],[2044142],[2044619],[2049655],[2059696],[2062399],[2064610],[2066154],[2072994],[2075644],[2084597],[2108791],[2108959],[2112634],[2119571],[2123513],[2150983],[2151151],[2154541],[2164315],[2169920],[2170088],[2175759],[2179961],[2182664],[2184875],[2192006],[2193484],[2219298],[2233291],[2243237],[2267431],[2267599],[2271274],[2278211],[2282153],[2282321],[2293353],[2309653],[2317655],[2331042],[2331210],[2338677],[2340155],[2340323],[2365969],[2385875],[2399542],[2401020],[2401188],[2427206],[2451508],[2482254],[2506401],[2555514], [841657,1336790],[861648,1358782],[958342,1467356],[979188,1489218],[989786,1500308],[993139,1245677],[1020387,1533166],[1079942,1596828],[1101418,1618304],[1112901,1630114],[1116155,1374988],[1116448,1375281],[1144613,1662586],[1155211,1673676],[1157574,1419045],[1176057,1695538],[1179410,1440907],[1190831,1190870],[1202268,1722053],[1224130,1742899],[1239297,1756943],[1242620,1504824],[1243219,1505423],[1271769,1788655],[1283252,1800465],[1285466,1549372],[1285759,1549665],[1304728,1821941],[1307982,1571364],[1308275,1571657],[1317689,1318679],[1320284,1320329],[1322816,1840294],[1323895,1841156],[1364640,1877723],[1364878,1625567],[1372116,1634665],[1397498,1908324],[1412665,1922368],[1414909,1678192],[1415508,1678791],[1434527,1943214],[1437850,1700054],[1438449,1700653],[1448224,1449264],[1448517,1449557],[1450625,1450628],[1455832,1963801],[1456070,1716269],[1464472,1970914],[1487413,1990713],[1495343,1753512],[1520271,2019886],[1539024,2036462],[1539192,1795918],[1545394,1805016],[1561016,2056453],[1561254,1817394],[1568492,1826492],[1572483,1572486],[1578427,1579506],[1579026,1580105],[1586823,1842395],[1597114,2088045],[1597352,1851948],[1606833,2096020],[1618590,2105760],[1618828,1871939],[1651062,2133230],[1651300,1902540],[1652141,2134092],[1652309,1903530],[1653691,1653694],[1659702,2140343],[1668643,1918937],[1682643,2160142],[1690573,1939783],[1701564,1701634],[1707766,1708872],[1726092,1973015],[1736383,2204783],[1736621,1982568],[1737462,2205645],[1737630,1983558],[1739012,1739015],[1746938,1991952],[1757229,2221143],[1757467,2001505],[1766948,2229118],[1778650,2021125],[1779622,2022055],[1780725,1780795],[1788941,2246685],[1789179,2030678],[1810417,2264400],[1810655,2050669],[1811496,2265262],[1811664,2051659],[1813046,1813049],[1827998,1828066],[1846992,2294410],[1861771,2097259],[1862743,2098189],[1863846,1863916],[1881762,2114974],[1884986,2117908],[1892053,2328011],[1892291,2124527],[1893132,2328873],[1893300,2125517],[1894682,1894685],[1904258,1904326],[1912363,2142444],[1922654,2351454],[1922892,2151997],[1925283,1925286],[1933209,2161381],[1934181,2162311],[1935284,1935354],[1943500,2367814],[1943738,2170934],[1961956,2383106],[1977612,2393628],[1977850,2201335],[1984286,1984354],[1996549,2407032],[1996717,2217695],[2004331,2224174],[2004501,2224342],[2006748,2006751],[2011328,2230357],[2012300,2231287],[2013403,2013473],[2040501,2255899],[2042576,2042646],[2052387,2052455],[2060492,2273614],[2063716,2276548],[2070783,2461864],[2071021,2283167],[2073412,2073415],[2077689,2467689],[2086200,2472789],[2087806,2300324],[2092886,2301802],[2103915,2484669],[2104733,2315234],[2110533,2316712],[2119739,2119809],[2126245,2126313],[2147041,2514154],[2147279,2348006],[2153715,2153783],[2173760,2370845],[2173930,2371013],[2176177,2176180],[2180757,2377028],[2182832,2182902],[2183981,2379962],[2194427,2547645],[2196375,2392571],[2210787,2558019],[2212024,2405975],[2220116,2220904],[2225916,2225984],[2244840,2579814],[2246446,2434177],[2251526,2435655],[2260734,2443506],[2278379,2278449],[2284885,2284953],[2285993,2464895],[2286163,2465063],[2296770,2475558],[2311048,2487438],[2318892,2319603],[2341098,2641312],[2343046,2513097],[2351215,2520068],[2356295,2521546],[2356465,2521714],[2366787,2367575],[2372587,2372655],[2408760,2409392],[2430623,2582583],[2438546,2589279],[2452745,2453456],[2516514,2649181],[2529286,2529918] ] cell #4870 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [797472],[825839],[910813],[939431],[941786],[1026027],[1030798],[1045500],[1056107],[1060370],[1063781],[1128621],[1134711],[1136151],[1150552],[1170099],[1181697],[1182024],[1186468],[1219016],[1220456],[1255420],[1259872],[1262264],[1263447],[1263774],[1278429],[1289570],[1294826],[1296266],[1298646],[1310565],[1310667],[1345918],[1348310],[1349493],[1349820],[1376132],[1381388],[1382828],[1385208],[1389117],[1391918],[1393088],[1393190],[1415686],[1419771],[1422630],[1425022],[1426205],[1426532],[1441187],[1458486],[1475923],[1478724],[1479894],[1479996],[1494244],[1505601],[1506577],[1509436],[1511828],[1513011],[1513338],[1518568],[1519603],[1523527],[1545869],[1546196],[1549779],[1552407],[1552635],[1554316],[1555436],[1556606],[1556708],[1579204],[1589141],[1591959],[1599768],[1605130],[1606165],[1610089],[1617152],[1621244],[1624197],[1635140],[1635467],[1635825],[1638453],[1638681],[1640362],[1641482],[1642652],[1642754],[1648324],[1648741],[1671153],[1675124],[1675226],[1680940],[1681767],[1681975],[1685899],[1700831],[1708241],[1708568],[1713602],[1717641],[1727375],[1728410],[1730425],[1730653],[1731228],[1733645],[1734062],[1745323],[1749256],[1752074],[1755791],[1759883],[1762734],[1762836],[1765245],[1766072],[1766280],[1770204],[1775399],[1791595],[1796957],[1797992],[1801916],[1807679],[1808096],[1826967],[1827294],[1830280],[1830508],[1832189],[1834479],[1834581],[1839402],[1839569],[1846368],[1849281],[1851175],[1852903],[1853320],[1855243],[1855844],[1856052],[1858520],[1869272],[1869461],[1873311],[1879203],[1880147],[1883045],[1884080],[1886095],[1886323],[1886898],[1889315],[1889732],[1913646],[1914681],[1916696],[1916924],[1917499],[1919916],[1920333],[1929958],[1942062],[1946154],[1949005],[1949107],[1951516],[1952343],[1952551],[1956475],[1967073],[1967811],[1970022],[1970189],[1972292],[1973494],[1976120],[1976331],[1988959],[1989126],[1995925],[1998838],[1999027],[2000732],[2002460],[2002877],[2004800],[2005401],[2005609],[2008077],[2025098],[2028011],[2029905],[2031633],[2032050],[2033973],[2034574],[2034782],[2037250],[2044834],[2045062],[2057933],[2058877],[2061775],[2062810],[2064825],[2065053],[2065628],[2068045],[2068462],[2082860],[2083132],[2085336],[2087153],[2090542],[2101232],[2109032],[2109770],[2111981],[2112148],[2114251],[2115453],[2118079],[2118290],[2136502],[2137240],[2139451],[2139618],[2141721],[2142923],[2145549],[2145760],[2151224],[2155292],[2155893],[2156101],[2165354],[2168267],[2168456],[2170161],[2171889],[2172306],[2174229],[2174830],[2175038],[2177506],[2185090],[2185318],[2188825],[2191353],[2191520],[2194105],[2208055],[2208793],[2215958],[2216230],[2218434],[2220251],[2223640],[2234330],[2241500],[2241772],[2243976],[2245793],[2249182],[2255176],[2259004],[2259215],[2267672],[2268410],[2270621],[2270788],[2272891],[2274093],[2276719],[2276930],[2282394],[2286462],[2287063],[2287271],[2290451],[2291146],[2307916],[2308188],[2312053],[2314581],[2317333],[2331283],[2332021],[2335496],[2338024],[2338191],[2340396],[2340776],[2348745],[2350562],[2353951],[2356764],[2362629],[2362901],[2365105],[2366922],[2370311],[2376305],[2380133],[2380344],[2384368],[2396361],[2398889],[2399056],[2401261],[2403073],[2420538],[2420810],[2424304],[2424999],[2425631],[2428779],[2436276],[2443677],[2445906],[2448434],[2451186],[2459155],[2460972],[2464361],[2479352],[2480047],[2480679],[2483827],[2497924],[2500452],[2504894],[2505447],[2506142],[2507803],[2521012],[2523599],[2524926],[2535571],[2547012],[2554007],[2554560],[2555255],[2556916],[2569682],[2571009],[2574546],[2576937],[2584955],[2593509],[2594204],[2613115],[2617747],[2620138],[2626201],[2633749],[2634444],[2638639],[2653909],[2669221],[2676081],[2681497],[2688520],[2704901],[2727341],[2734201],[2768272] ] cell #4871 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4872 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4873 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4874 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4875 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4876 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1031744],[1063847],[1064287],[1155603],[1182158],[1187414],[1190213],[1259875],[1263908],[1278432],[1278613],[1283700],[1299592],[1310569],[1311066],[1315718],[1345921],[1349954],[1386154],[1391921],[1392102],[1393092],[1393589],[1408585],[1422633],[1426666],[1429060],[1441190],[1441371],[1446458],[1478727],[1478908],[1479898],[1480395],[1509439],[1513472],[1515866],[1518572],[1522547],[1523530],[1523711],[1546330],[1550440],[1552411],[1554319],[1555439],[1555620],[1556610],[1557107],[1559642],[1572103],[1591962],[1605134],[1609109],[1610092],[1610273],[1635601],[1636486],[1638457],[1640365],[1641485],[1641666],[1642656],[1643153],[1645688],[1648327],[1649402],[1653311],[1675128],[1675625],[1679869],[1680944],[1681770],[1684919],[1685902],[1686083],[1708702],[1713605],[1718302],[1727379],[1730429],[1731231],[1733648],[1734723],[1738632],[1752077],[1752258],[1762738],[1763235],[1764174],[1765249],[1766075],[1769224],[1770207],[1770388],[1775449],[1776832],[1796961],[1801919],[1802100],[1806299],[1807682],[1808757],[1812666],[1827428],[1830284],[1832192],[1834483],[1834980],[1839366],[1844307],[1846372],[1849284],[1851179],[1852906],[1853981],[1855847],[1858570],[1859953],[1869275],[1870240],[1873972],[1876802],[1879207],[1883049],[1886099],[1886901],[1887082],[1887935],[1889318],[1890393],[1894302],[1900195],[1913650],[1916700],[1917502],[1919919],[1920994],[1924903],[1930008],[1931391],[1949009],[1949506],[1951520],[1952346],[1956478],[1956659],[1965501],[1967077],[1967814],[1969986],[1972295],[1973544],[1974927],[1976992],[1980223],[1988923],[1990370],[1993864],[1995929],[1998841],[1999806],[2000736],[2002463],[2003538],[2005404],[2006368],[2008127],[2009510],[2025102],[2028014],[2029909],[2031636],[2032711],[2034577],[2037300],[2038683],[2044838],[2048324],[2057937],[2061779],[2064829],[2065631],[2065812],[2068048],[2069123],[2073032],[2078012],[2082863],[2083182],[2087117],[2089745],[2091321],[2092058],[2101236],[2104044],[2107460],[2109036],[2109773],[2111945],[2113392],[2114254],[2115503],[2116886],[2118951],[2122182],[2136506],[2137243],[2139415],[2141724],[2142973],[2144356],[2146421],[2149652],[2151228],[2155896],[2165358],[2168270],[2169235],[2170165],[2171892],[2172967],[2174833],[2175797],[2177556],[2178939],[2185094],[2187626],[2191317],[2194750],[2199601],[2199920],[2208059],[2208796],[2211110],[2215961],[2216280],[2219427],[2220215],[2222843],[2224419],[2225156],[2234334],[2241503],[2241822],[2245757],[2248385],[2249961],[2250698],[2255179],[2259876],[2267676],[2268413],[2270585],[2272032],[2272894],[2274143],[2275526],[2277591],[2280822],[2282398],[2287066],[2289375],[2295944],[2299635],[2307919],[2308238],[2310854],[2314545],[2317978],[2322829],[2323148],[2331287],[2332024],[2334297],[2337988],[2340400],[2341421],[2346272],[2346591],[2350526],[2354730],[2355467],[2362632],[2362951],[2366098],[2366886],[2369514],[2371090],[2371827],[2376308],[2381005],[2386198],[2388593],[2395162],[2398853],[2401265],[2401997],[2408566],[2412257],[2420541],[2420860],[2423228],[2428782],[2429797],[2433488],[2441772],[2442091],[2444707],[2448398],[2451831],[2456682],[2457001],[2460936],[2465140],[2465877],[2470593],[2474732],[2478276],[2483830],[2490156],[2496725],[2500416],[2506724],[2507767],[2509119],[2515688],[2519379],[2521791],[2522523],[2529092],[2532783],[2541067],[2541386],[2545794],[2546445],[2549345],[2555837],[2556880],[2565062],[2568606],[2574510],[2577618],[2581757],[2585301],[2590855],[2597181],[2603750],[2607441],[2612592],[2617711],[2620819],[2625634],[2628534],[2639461],[2640112],[2643012],[2650547],[2658729],[2662273],[2669185],[2676903],[2677554],[2680974],[2693332],[2698451],[2706374],[2709274],[2725282],[2727305],[2735674],[2737678],[2749467],[2764498],[2773858],[2784434],[2804379],[2827043] ] cell #4877 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1284716],[1319711],[1320236],[1413805],[1441854],[1447474],[1450630],[1520203],[1524194],[1538956],[1539126],[1544271],[1560658],[1571999],[1572488],[1577323],[1606765],[1610756],[1646704],[1652073],[1652243],[1653207],[1653696],[1668575],[1682575],[1686566],[1689033],[1701328],[1701498],[1706643],[1737394],[1737564],[1738528],[1739017],[1766880],[1770871],[1773338],[1775884],[1779554],[1780489],[1780659],[1802583],[1806734],[1808544],[1810349],[1811428],[1811598],[1812562],[1813051],[1815609],[1827930],[1846924],[1859005],[1862675],[1863610],[1863780],[1887565],[1888370],[1890180],[1891985],[1893064],[1893234],[1894198],[1894687],[1897245],[1899675],[1900630],[1904190],[1924799],[1925288],[1929488],[1930443],[1931187],[1934113],[1935048],[1935218],[1957142],[1961888],[1965936],[1973979],[1976779],[1977544],[1979703],[1980658],[1984218],[1996481],[1996651],[2006264],[2006753],[2007607],[2008562],[2009306],[2012232],[2013167],[2013337],[2018163],[2019342],[2037735],[2042340],[2042510],[2046625],[2047804],[2048759],[2052319],[2066295],[2068910],[2070715],[2072928],[2073417],[2077685],[2081800],[2083617],[2086132],[2087740],[2089225],[2090180],[2091854],[2094297],[2095476],[2103847],[2104667],[2107895],[2110465],[2112568],[2115938],[2118738],[2119503],[2119673],[2120483],[2121662],[2122617],[2126177],[2131581],[2143408],[2146208],[2146973],[2149132],[2150087],[2153647],[2158419],[2159598],[2175693],[2176182],[2177991],[2178735],[2182596],[2182766],[2190596],[2191940],[2192563],[2194423],[2196307],[2197359],[2198538],[2200355],[2203134],[2210783],[2211956],[2214898],[2216715],[2219230],[2220050],[2220838],[2222323],[2223278],[2224952],[2225848],[2227395],[2228574],[2242257],[2244772],[2246380],[2247865],[2248820],[2250494],[2252937],[2254116],[2259663],[2262751],[2271208],[2274578],[2277378],[2278143],[2278313],[2280302],[2281257],[2284817],[2289403],[2293285],[2293549],[2296766],[2298914],[2300258],[2300881],[2308673],[2311044],[2313824],[2315168],[2315791],[2317651],[2318824],[2319535],[2320587],[2321766],[2323583],[2326362],[2338611],[2339234],[2341094],[2342978],[2344030],[2345209],[2347026],[2349805],[2351149],[2355263],[2363386],[2365901],[2366721],[2367509],[2368994],[2369949],[2371623],[2372519],[2374066],[2375245],[2380792],[2383015],[2385871],[2388621],[2392503],[2392767],[2399476],[2400099],[2402025],[2405907],[2406171],[2408756],[2409388],[2411536],[2412880],[2413503],[2421295],[2427138],[2427402],[2430619],[2432767],[2434111],[2434734],[2438478],[2442526],[2449021],[2449644],[2451504],[2452677],[2453388],[2454440],[2455619],[2457436],[2460215],[2461559],[2465673],[2467685],[2472698],[2475554],[2482186],[2482450],[2484578],[2487434],[2490184],[2494066],[2494330],[2501039],[2501662],[2503541],[2506397],[2508390],[2509147],[2513029],[2513293],[2516510],[2520002],[2520625],[2526433],[2526697],[2529282],[2529914],[2532062],[2533406],[2534029],[2537773],[2541821],[2545822],[2547641],[2552654],[2555510],[2557503],[2558015],[2563028],[2565884],[2572516],[2572780],[2574710],[2578981],[2579723],[2582579],[2589211],[2589475],[2591603],[2594459],[2597209],[2601091],[2601355],[2604572],[2608064],[2608687],[2612238],[2615234],[2617911],[2622182],[2626830],[2631843],[2634699],[2639489],[2640302],[2641308],[2646321],[2649177],[2651170],[2651682],[2656695],[2659551],[2666183],[2666447],[2669720],[2670191],[2672203],[2676931],[2677744],[2683616],[2686293],[2690817],[2692978],[2695974],[2698651],[2702922],[2707570],[2712583],[2715439],[2719217],[2722767],[2724928],[2728311],[2730323],[2738213],[2738684],[2740696],[2746237],[2752109],[2754786],[2759901],[2765033],[2765504],[2767793],[2776346],[2779896],[2785440],[2787452],[2798471],[2799782],[2805385],[2806701],[2814593],[2824617],[2830594],[2837388],[2849964],[2863874] ] cell #4878 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4879 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4880 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1415895],[1451358],[1505810],[1545433],[1579413],[1581695],[1634704],[1668682],[1674801],[1701040],[1701992],[1707805],[1711142],[1753551],[1762411],[1779661],[1781153],[1795607],[1826531],[1828037],[1828431],[1834156],[1842434],[1862782],[1864274],[1878031],[1901107],[1903219],[1904297],[1904691],[1918518],[1934220],[1935712],[1939822],[1948682],[1950031],[1950166],[1964109],[1973054],[1981135],[1983247],[1984325],[1984719],[1991991],[1997351],[2012339],[2013831],[2021164],[2021636],[2022623],[2022758],[2043004],[2049236],[2051348],[2052426],[2052820],[2056761],[2066647],[2079723],[2088353],[2097298],[2097770],[2098757],[2098892],[2106068],[2110572],[2115013],[2120167],[2123094],[2125206],[2126284],[2126678],[2131177],[2133538],[2134912],[2142483],[2153754],[2154148],[2159453],[2160962],[2161420],[2161892],[2162879],[2163014],[2166780],[2183260],[2187317],[2193065],[2196461],[2202730],[2205091],[2206465],[2212063],[2212821],[2217384],[2221451],[2224213],[2225955],[2226349],[2228429],[2229938],[2230396],[2230868],[2231855],[2231990],[2236634],[2238363],[2246993],[2255938],[2257397],[2257532],[2262347],[2262919],[2264708],[2266082],[2273653],[2278807],[2284924],[2285318],[2289515],[2295635],[2298510],[2300736],[2301383],[2301841],[2303050],[2304779],[2310545],[2311564],[2316293],[2318931],[2319689],[2322618],[2322800],[2324117],[2324252],[2325958],[2326530],[2328319],[2329693],[2333988],[2343132],[2349401],[2351762],[2353136],[2357763],[2359492],[2368122],[2370884],[2372626],[2373020],[2375100],[2376609],[2377067],[2378526],[2378661],[2382763],[2386904],[2388733],[2389865],[2390928],[2392610],[2392935],[2393936],[2394853],[2402137],[2402255],[2408257],[2408634],[2409276],[2411132],[2412214],[2412768],[2413358],[2414005],[2415672],[2417401],[2429488],[2432363],[2434589],[2435236],[2435694],[2436903],[2438632],[2444398],[2452784],[2453542],[2456471],[2456653],[2457970],[2458105],[2459811],[2460383],[2462172],[2463546],[2464934],[2470284],[2470661],[2471092],[2472446],[2473668],[2474423],[2476074],[2476881],[2484326],[2488467],[2489697],[2490296],[2490414],[2491428],[2492491],[2493504],[2494498],[2496416],[2507430],[2509259],[2510391],[2511454],[2513136],[2513461],[2514462],[2515379],[2520480],[2521585],[2528783],[2529160],[2529802],[2531658],[2532740],[2533294],[2533884],[2534531],[2536198],[2537927],[2540856],[2541038],[2544456],[2545934],[2546136],[2547398],[2548263],[2550156],[2556543],[2560991],[2561422],[2562551],[2562776],[2563998],[2564753],[2577309],[2577686],[2578117],[2579471],[2580693],[2581448],[2583099],[2583906],[2586573],[2589318],[2589643],[2590644],[2590826],[2595492],[2596722],[2597321],[2597439],[2598453],[2599516],[2600529],[2601523],[2603441],[2607398],[2607952],[2608542],[2610786],[2611023],[2611986],[2613469],[2620510],[2620887],[2621318],[2625123],[2625325],[2627452],[2635732],[2638123],[2639601],[2639803],[2641065],[2641930],[2643823],[2647291],[2649697],[2650504],[2651058],[2654658],[2655089],[2656218],[2656443],[2657665],[2658420],[2661814],[2663545],[2665621],[2666615],[2668556],[2675565],[2677043],[2677245],[2679168],[2680368],[2689269],[2689700],[2691526],[2691763],[2692470],[2692726],[2694051],[2694209],[2698408],[2699273],[2701166],[2702360],[2705863],[2706065],[2708192],[2712106],[2713553],[2723476],[2723713],[2724420],[2724676],[2726001],[2726676],[2735163],[2735365],[2737049],[2737635],[2737872],[2739178],[2742801],[2742856],[2747661],[2748605],[2748861],[2755408],[2763869],[2764455],[2764692],[2765998],[2772052],[2772996],[2773252],[2775517],[2775572],[2776565],[2783805],[2784391],[2784628],[2794877],[2797642],[2797697],[2798690],[2803750],[2804336],[2804573],[2806038],[2813764],[2813819],[2822367],[2823954],[2827000],[2829765],[2829820],[2843856],[2847714],[2847769],[2863415] ] cell #4881 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4882 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658128],[762114],[816768],[825868],[867435],[873977],[931543],[941012],[941845],[947481],[985273],[1035269],[1046165],[1052707],[1056231],[1062163],[1063838],[1069463],[1080564],[1102040],[1107946],[1133752],[1136275],[1159558],[1171544],[1181844],[1182149],[1188386],[1195436],[1206956],[1218057],[1220580],[1228818],[1239919],[1243521],[1261290],[1263594],[1263899],[1272391],[1278986],[1287838],[1293867],[1296390],[1299773],[1310424],[1310813],[1321952],[1335816],[1347336],[1349640],[1349945],[1357808],[1369328],[1372738],[1373043],[1380429],[1382952],[1390666],[1392475],[1392947],[1393336],[1402186],[1408936],[1413287],[1415810],[1424048],[1426352],[1426657],[1435149],[1438751],[1441055],[1463608],[1472529],[1477472],[1479281],[1479753],[1480142],[1485470],[1499334],[1502735],[1503124],[1505725],[1510854],[1513158],[1513463],[1518328],[1518429],[1522898],[1523395],[1532192],[1538787],[1543712],[1546016],[1546321],[1554184],[1555993],[1556465],[1556854],[1565704],[1569114],[1569419],[1576805],[1579328],[1580407],[1596791],[1602867],[1604890],[1604991],[1609460],[1609957],[1626366],[1626537],[1632553],[1635287],[1635592],[1640230],[1642039],[1642511],[1642900],[1648194],[1651904],[1658838],[1667759],[1672702],[1674983],[1675372],[1679093],[1680700],[1680801],[1685270],[1685767],[1694564],[1697965],[1698354],[1700955],[1706084],[1708388],[1708693],[1709494],[1709799],[1719098],[1719269],[1725539],[1727135],[1727236],[1731096],[1733515],[1737225],[1752631],[1754429],[1756906],[1762593],[1762982],[1765005],[1765106],[1769575],[1770072],[1775553],[1788618],[1794694],[1796717],[1796818],[1801784],[1805638],[1805943],[1807549],[1808614],[1811259],[1818193],[1818364],[1824380],[1827114],[1827419],[1832057],[1834338],[1834727],[1835458],[1835847],[1845232],[1846128],[1846229],[1848429],[1850364],[1852773],[1858674],[1875309],[1877153],[1878278],[1881209],[1882805],[1882906],[1886766],[1889185],[1890250],[1892895],[1905369],[1905540],[1911810],[1913406],[1913507],[1917367],[1919786],[1922331],[1928018],[1928407],[1930112],[1931258],[1940700],[1943177],[1948864],[1949253],[1951276],[1951377],[1951447],[1956343],[1957463],[1963465],[1964356],[1967681],[1969328],[1976849],[1985397],[1985568],[1995129],[1995685],[1995786],[1996312],[1997986],[1999921],[2002330],[2008231],[2009377],[2023962],[2024858],[2024959],[2025029],[2027159],[2029094],[2031503],[2037017],[2039948],[2045505],[2048428],[2057008],[2059939],[2061535],[2061636],[2065496],[2067915],[2067983],[2068980],[2079108],[2080358],[2083286],[2088600],[2091925],[2100096],[2100992],[2101093],[2101163],[2103100],[2105424],[2106315],[2108221],[2109640],[2111287],[2118808],[2122286],[2132894],[2133785],[2134647],[2137110],[2137178],[2138757],[2146278],[2148478],[2150413],[2165114],[2165215],[2165285],[2167415],[2169350],[2171759],[2178806],[2188242],[2189160],[2197096],[2200024],[2204447],[2205338],[2206200],[2208663],[2208731],[2210390],[2212206],[2213456],[2221698],[2225023],[2234090],[2234191],[2234261],[2237748],[2238998],[2239786],[2247240],[2250565],[2252212],[2259733],[2264064],[2264955],[2265817],[2268280],[2268348],[2269927],[2277448],[2280926],[2289823],[2296560],[2297478],[2304164],[2305414],[2306202],[2312388],[2320324],[2327675],[2328566],[2329428],[2331891],[2331959],[2335831],[2336542],[2343767],[2346695],[2352009],[2355334],[2358877],[2360127],[2360915],[2368369],[2371694],[2380862],[2387833],[2389041],[2394183],[2396696],[2397407],[2407587],[2410100],[2416786],[2418036],[2418824],[2430413],[2431331],[2439267],[2446241],[2446952],[2454177],[2462419],[2465744],[2471495],[2477516],[2489396],[2498259],[2498970],[2509567],[2514709],[2517222],[2530626],[2538562],[2543555],[2551451],[2561825],[2584541],[2605284],[2613825],[2622744],[2645118],[2694565] ] cell #4883 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [690124],[797309],[823222],[910861],[924531],[939268],[942188],[959243],[1004559],[1027111],[1043730],[1045337],[1059376],[1060418],[1064203],[1113802],[1126851],[1128458],[1139509],[1145514],[1168778],[1169007],[1170147],[1182781],[1185199],[1185428],[1190269],[1223814],[1233165],[1254099],[1254328],[1255468],[1265637],[1267015],[1267244],[1289692],[1296572],[1297235],[1305629],[1311192],[1313596],[1314259],[1351683],[1353061],[1353290],[1356381],[1373675],[1376254],[1383134],[1383797],[1389239],[1393715],[1396160],[1396823],[1419602],[1426839],[1428395],[1441226],[1444276],[1458608],[1476045],[1480521],[1482966],[1483629],[1486576],[1497907],[1506408],[1513645],[1515201],[1517533],[1519434],[1523566],[1526630],[1548059],[1550196],[1552757],[1557233],[1570051],[1571968],[1588972],[1599890],[1600996],[1604095],[1605996],[1610128],[1613192],[1621366],[1627472],[1636242],[1638803],[1643279],[1647348],[1648363],[1649158],[1653176],[1671275],[1675751],[1681806],[1685938],[1693137],[1710431],[1717263],[1718058],[1728241],[1729320],[1730775],[1732669],[1733684],[1734479],[1738497],[1749087],[1760005],[1763361],[1766111],[1770243],[1775853],[1791717],[1792823],[1797823],[1801955],[1807718],[1812531],[1819299],[1830630],[1835106],[1843328],[1852942],[1853737],[1855883],[1858974],[1872933],[1873728],[1883911],[1886445],[1886937],[1889354],[1894167],[1914512],[1915591],[1917046],[1919955],[1920750],[1924768],[1926536],[1930412],[1946276],[1949632],[1952382],[1956514],[1967850],[1972331],[1973948],[1992885],[1998877],[2002499],[2003294],[2005440],[2006233],[2008531],[2031672],[2032467],[2034613],[2037704],[2043729],[2045184],[2062641],[2065175],[2065667],[2068084],[2072897],[2082899],[2083586],[2109809],[2112537],[2114290],[2115907],[2137279],[2141760],[2143377],[2155932],[2168306],[2171928],[2172723],[2174869],[2175662],[2177960],[2185440],[2191909],[2208832],[2215997],[2216684],[2218769],[2241539],[2242226],[2255215],[2268449],[2271177],[2272930],[2274547],[2287102],[2292824],[2307955],[2308642],[2332060],[2338580],[2362668],[2363355],[2365440],[2376344],[2399445],[2420577],[2421264],[2426677],[2428818],[2481725],[2483866], 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] cell #4884 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1634624],[1725385],[1761548],[1762360],[1804975],[1826451],[1838448],[1850986],[1881055],[1885624],[1885696],[1911656],[1926973],[1927785],[1947819],[1948631],[1959534],[1960502],[1971566],[1994975],[1997895],[2000543],[2004939],[2029716],[2039794],[2044363],[2044435],[2059785],[2064354],[2064426],[2075102],[2075914],[2076147],[2080267],[2085003],[2108843],[2111622],[2113525],[2118121],[2140995],[2148387],[2151035],[2155431],[2167324],[2169972],[2174368],[2177273],[2184619],[2184691],[2188492],[2189495],[2197005],[2213365],[2215232],[2218101],[2223961],[2238907],[2239695],[2240677],[2243643],[2252547],[2254450],[2270262],[2272165],[2276761],[2279557],[2286601],[2290813],[2297813],[2305323],[2306111],[2307093],[2310123],[2311720],[2312723],[2320233],[2322387],[2335163],[2336166],[2336877],[2337701],[2343676],[2348412],[2360036],[2360824],[2361806],[2364772],[2370632],[2373676],[2380175],[2383289],[2390031],[2396028],[2397031],[2397742],[2398566],[2403435],[2410435],[2417945],[2418733],[2419715],[2424666],[2425298],[2426301],[2431666],[2439176],[2440946],[2443719],[2445573],[2446576],[2447287],[2448111],[2454086],[2456240],[2464682],[2472972],[2477425],[2479714],[2480346],[2481349],[2489305],[2491594],[2495746],[2497591],[2498594],[2499305],[2500129],[2510557],[2517557],[2519092],[2521333],[2523961],[2524593],[2525596],[2530961],[2538471],[2540241],[2540625],[2546679],[2550129],[2551786],[2560503],[2562160],[2567755],[2570044],[2570676],[2571679],[2579997],[2584450],[2586085],[2586739],[2588374],[2590413],[2598619],[2602771],[2605619],[2607154],[2610276],[2615773],[2616949],[2624692],[2625868],[2629318],[2630975],[2643796],[2645453],[2646860],[2661422],[2663711],[2665346],[2668112],[2671115],[2672397],[2678658],[2679940],[2684155],[2696513],[2697689],[2698845],[2710058],[2711715],[2719963],[2726232],[2730517],[2739608],[2740890],[2752648],[2777092],[2787646], 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] cell #4885 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [797473],[825494],[825840],[910814],[934761],[939432],[941787],[1008330],[1012217],[1025830],[1026028],[1030801],[1045501],[1055632],[1056108],[1060371],[1089966],[1093853],[1128622],[1134514],[1134712],[1135676],[1136152],[1150555],[1164000],[1167887],[1170100],[1181500],[1181698],[1186471],[1218819],[1219017],[1219981],[1220457],[1249321],[1253208],[1255421],[1258178],[1262267],[1263250],[1263448],[1285680],[1289571],[1291618],[1293523],[1294629],[1294827],[1295791],[1296267],[1298649],[1310670],[1330529],[1344224],[1348313],[1349296],[1349494],[1375202],[1376133],[1378180],[1380085],[1381191],[1381389],[1382353],[1382829],[1385211],[1387956],[1389118],[1393193],[1415211],[1415687],[1419774],[1420936],[1421795],[1425025],[1426008],[1426206],[1448438],[1453303],[1458487],[1468233],[1471400],[1472185],[1474762],[1475924],[1479999],[1494047],[1494245],[1505126],[1505602],[1506580],[1507742],[1508601],[1511831],[1512814],[1513012],[1517960],[1519606],[1540600],[1545672],[1545870],[1549828],[1551474],[1552636],[1556711],[1571578],[1574556],[1576461],[1578729],[1579205],[1583531],[1589144],[1591385],[1594585],[1596717],[1598607],[1599769],[1601734],[1604522],[1606168],[1616061],[1617153],[1621245],[1624200],[1626833],[1630991],[1634158],[1634943],[1635141],[1635874],[1637520],[1638682],[1642757],[1648790],[1663463],[1666630],[1667415],[1669992],[1671154],[1675229],[1680332],[1681978],[1700356],[1700832],[1702972],[1703831],[1708044],[1708242],[1717690],[1719565],[1720376],[1722800],[1725470],[1726767],[1728413],[1730654],[1734111],[1743646],[1745326],[1749259],[1751500],[1754700],[1755792],[1756832],[1758722],[1759884],[1761849],[1762839],[1764637],[1766283],[1783212],[1786412],[1788544],[1790434],[1791596],[1793561],[1796349],[1797995],[1804509],[1808145],[1818660],[1822818],[1825985],[1826770],[1826968],[1829347],[1830509],[1834584],[1839668],[1845503],[1845760],[1850442],[1853369],[1855244],[1856055],[1866333],[1869503],[1873360],[1875235],[1876046],[1878470],[1880150],[1881140],[1882437],[1884083],[1886324],[1889781],[1905836],[1906647],[1909071],[1911741],[1913038],[1914684],[1916925],[1920382],[1922257],[1927274],[1937771],[1940971],[1942063],[1943103],[1944993],[1946155],[1948120],[1949110],[1950908],[1952554],[1959068],[1961784],[1966340],[1970288],[1976123],[1976380],[1985864],[1986675],[1989225],[1995060],[1995317],[1999069],[1999999],[2002926],[2004801],[2005612],[2015890],[2024233],[2024490],[2029172],[2032099],[2033974],[2034785],[2039879],[2045063],[2053965],[2054776],[2057200],[2058880],[2059870],[2061167],[2062813],[2065054],[2068511],[2070386],[2075403],[2077971],[2086028],[2090584],[2100367],[2100624],[2103743],[2108299],[2112247],[2118082],[2118339],[2127823],[2128634],[2131213],[2135769],[2138541],[2139717],[2145552],[2145809],[2150491],[2155293],[2156104],[2164489],[2164746],[2168498],[2169428],[2172355],[2174230],[2175041],[2180135],[2185319],[2191619],[2194709],[2202766],[2207322],[2210094],[2211069],[2219126],[2223682],[2233465],[2233722],[2236611],[2243411],[2244668],[2249224],[2259007],[2259264],[2262383],[2266939],[2270887],[2276722],[2276979],[2281661],[2286463],[2287274],[2293181],[2298546],[2303027],[2309827],[2317937],[2325994],[2330550],[2338290],[2339663],[2341380],[2349437],[2353993],[2356765],[2357740],[2365797],[2370353],[2380136],[2380393],[2386157],[2386940],[2390905],[2399155],[2400528],[2411168],[2415649],[2422924],[2427034],[2432399],[2436880],[2443680],[2451790],[2459847],[2464403],[2471069],[2477972],[2482082],[2488503],[2492468],[2506683],[2507466],[2511431],[2521054],[2531694],[2536175],[2545014],[2555796],[2556579],[2561399],[2578094],[2584997],[2595528],[2599493],[2621295],[2624203],[2635768],[2638681],[2655066],[2676123],[2689677],[2704943],[2734243],[2768314] ] cell #4886 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [499473],[590478],[612095],[689560],[701167],[713706],[732247],[772720],[793376],[803522],[809294],[822658],[872503],[879656],[885428],[901676],[917860],[918089],[923967],[935335],[942149],[962918],[983230],[997888],[998117],[1003995],[1013831],[1036241],[1037569],[1038232],[1051233],[1058386],[1064158],[1085064],[1085293],[1095467],[1100112],[1116943],[1119362],[1120690],[1121353],[1131824],[1149189],[1160605],[1162619],[1169501],[1184159],[1184388],[1190266],[1198482],[1210886],[1211549],[1216129],[1226249],[1237991],[1245926],[1247940],[1254822],[1258721],[1276891],[1277120],[1287294],[1288962],[1291939],[1308770],[1311189],[1312517],[1313180],[1327120],[1331929],[1338862],[1339982],[1340171],[1344767],[1360854],[1366759],[1375524],[1378501],[1388509],[1393712],[1406116],[1406779],[1411359],[1421479],[1433221],[1441156],[1443170],[1450052],[1455069],[1457878],[1462644],[1468776],[1469896],[1471721],[1475315],[1480518],[1490638],[1502380],[1508285],[1523496],[1528305],[1535238],[1536358],[1536547],[1541143],[1557230],[1563135],[1571900],[1574877],[1585862],[1596351],[1599160],[1601418],[1610058],[1617827],[1620636],[1631534],[1634479],[1643276],[1650299],[1653108],[1657874],[1664006],[1665126],[1666951],[1670545],[1675748],[1676868],[1685868],[1697610],[1703515],[1725131],[1725370],[1735620],[1738429],[1745977],[1756466],[1759275],[1761533],[1763358],[1770173],[1777689],[1788178],[1790987],[1793245],[1801885],[1803005],[1804830],[1809654],[1812463],[1823361],[1826306],[1835103],[1860810],[1874869],[1880801],[1881040],[1886867],[1891290],[1894099],[1911402],[1911641],[1921891],[1924700],[1926958],[1932248],[1942737],[1945546],[1947804],[1949629],[1956444],[1959389],[1968746],[1994721],[1994960],[1998087],[2006165],[2010367],[2039540],[2039779],[2053599],[2059531],[2059770],[2065597],[2070020],[2072829],[2075087],[2080459],[2084432],[2111819],[2127457],[2138175],[2164150],[2164389],[2167516],[2175594],[2179796],[2180035],[2189692],[2209728],[2218116],[2233126],[2233365],[2239099],[2243072],[2243311],[2270459],[2290828],[2305515],[2309488],[2309727],[2336363],[2364787],[2397228],[2424681],[2479729], 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] cell #4887 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4888 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1099384],[1237263],[1339254],[1432493],[1465902],[1502772],[1535630],[1596259],[1628660],[1661132],[1676140],[1698002],[1750275],[1756374],[1788086],[1799011],[1820487],[1835495],[1874777],[1921799],[1924084],[1928055],[1936546],[1942645],[1953570],[2014665],[2026073],[2037054],[2041553],[2053507],[2069928],[2072213],[2102207],[2127365],[2134684],[2138083],[2147889],[2152831],[2166329],[2181809],[2206237],[2209636],[2235305],[2238289],[2239197],[2252130],[2265854],[2269253],[2284001],[2304705],[2305613],[2329465],[2332864],[2335246],[2336460],[2359418],[2360326],[2364210],[2396111],[2397325],[2407624],[2417327],[2418235],[2422119],[2424147],[2445656],[2446782],[2446870],[2472036],[2479195],[2488807],[2497674],[2498800],[2498888],[2523442],[2524044],[2542645],[2546762],[2551992],[2557818],[2561743],[2569525],[2570127],[2592799],[2605825],[2610559],[2612958],[2617032],[2622462],[2633039],[2645659],[2663794],[2668412],[2671398],[2673797],[2678348],[2697772],[2713779],[2717766],[2720263],[2739891],[2742290],[2761228],[2777392],[2808028] ] cell #4889 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037914,1552027],[1121035,1638073],[1211231,1730045],[1312862,1829900],[1335495,1851005],[1373603,1885715],[1406461,1916316],[1465793,1971735],[1499013,2000562],[1531871,2029735],[1547987,2044454],[1569979,2064445],[1622472,2108862],[1628551,2113694],[1661023,2141164],[1672381,2151054],[1694243,2169991],[1710359,2184710],[1750166,2215401],[1798902,2254619],[1801463,2256900],[1814299,2267502],[1820378,2272334],[1831736,2282224],[1837896,2287827],[1895935,2331113],[1907930,2340226],[1923975,2352275],[1936437,2362072],[1951790,2373873],[1953461,2375748],[1956022,2378029],[1987958,2401091],[2014556,2419981],[2025372,2426498],[2025964,2428222],[2056059,2450636],[2067587,2458837],[2072104,2462685],[2101506,2481546],[2102098,2483270],[2129917,2502654],[2132995,2503591],[2136782,2505824],[2165628,2525793],[2166220,2527517],[2177482,2535361],[2204548,2552704],[2208335,2554937],[2234604,2571876],[2235196,2573600],[2238132,2574740],[2241748,2576727],[2264165,2591653],[2267952,2593886],[2304548,2617941],[2308164,2619928],[2327776,2631893],[2331563,2634126],[2335472,2637126],[2359261,2651712],[2362877,2653699],[2387934,2670241],[2396337,2674568],[2417170,2686323],[2420786,2688310],[2445882,2703388],[2471879,2719247],[2497900,2732688],[2546988,2760502], [840272,1596250,1850637],[859184,1355651,2104346],[987322,1497177,2219729],[988401,1756365,2000194],[1019002,1788077,2029367],[1031323,1801342,2041645],[1083614,1600266,2299937],[1105090,1874768,2108494],[1153826,1921790,2150686],[1156075,1924147,2152822],[1173593,1692407,2366400],[1174672,1942636,2169623],[1186993,1955901,2181901],[1207130,1725199,2392399],[1228992,1994789,2211852],[1242969,1760381,2223877],[1275441,1792093,2433790],[1284081,2041176,2041544],[1296917,2053498,2267134],[1299171,2055938,2269345],[1313941,2069919,2281856],[1316190,2072276,2283992],[1336272,1596421,2475840],[1358264,1874939,2311330],[1369502,1880869,2318720],[1383479,2127356,2330745],[1385733,2129796,2332956],[1396505,2138074,2339858],[1402360,1911470,2512925],[1416337,1925806,2519681],[1422325,2164613,2360228],[1424222,2164218,2358523],[1429532,2166392,2364201],[1438199,1946652,2370548],[1446839,2181432,2181800],[1483311,2209627,2400723],[1499790,1756536,2409042],[1503298,1503500,2224245],[1509131,2233589,2418137],[1511028,2233194,2416432],[1516338,2235368,2422110],[1518842,2238280,2423928],[1532648,1788248,2582865],[1543886,2039608,2589107],[1552073,2267548,2446625],[1552889,2267703,2446773],[1554640,2053669,2445183],[1560023,2268876,2269244],[1565878,2059599,2452573],[1579855,2073935,2464598],[1582109,2076591,2466809],[1602264,2309951,2477617],[1603041,2309556,2476623],[1605404,2304696,2478976],[1632654,1633009,2322269],[1638119,2331159,2498643],[1638935,2331314,2498791],[1640686,2127527,2497201],[1646069,2332487,2332855],[1647866,2335178,2503830],[1673158,1921961,2649463],[1675546,2152890,2650246],[1678541,2156657,2521249],[1681214,2357313,2359409],[1681354,2361918,2523976],[1681418,2362483,2524270],[1695020,1942807,2529568],[1698528,1698730,2370916],[1704361,2180259,2538663],[1706258,2179864,2536958],[1711568,2186178,2542636],[1727649,2397939,2550045],[1730091,2401137,2551835],[1730907,2401292,2551983],[1731552,2209798,2551025],[1733187,2396043,2552943],[1762379,2224485,2567947],[1763156,2422178,2566953],[1765519,2415222,2417318],[1765659,2419827,2570059],[1765723,2420392,2570353],[1775375,2424094,2575018],[1794091,2243535,2584642],[1794868,2243140,2583648],[1797231,2252744,2586001],[1802240,2041715,2702035],[1807221,2443991,2445588],[1808072,2448326,2592746],[1824481,1824836,2456122],[1829946,2282270,2605668],[1830762,2282425,2605816],[1832513,2070090,2604226],[1834901,2284060,2716508],[1836021,1836223,2464966],[1846642,2470089,2472027],[1851051,2297862,2615822],[1851245,2306303,2615284],[1852445,2480361,2615523],[1855431,2483116,2616964],[1855495,2483681,2617258],[1858496,2479142,2618219],[1883319,2499502,2629234],[1885761,2322436,2631024],[1886577,2333369,2631172],[1887222,2333026,2630214],[1888857,2496009,2497606],[1889708,2500344,2632986],[1913920,2337074,2643712],[1916362,2340272,2645502],[1917178,2340427,2645650],[1917823,2138245,2644692],[1919458,2348427,2646610],[1924186,2153061,2744616],[1927804,2519284,2521857],[1928581,1928783,2521617],[1929934,2522006,2523389],[1948650,2371156,2661614],[1949427,2364269,2660620],[1951930,2375594,2663726],[1951994,2376159,2664020],[1956799,2181971,2758170],[1957564,1957919,2540507],[1960521,2382078,2542875],[1967353,2545253,2546694],[1969712,2552213,2671130],[1971902,2397791,2672233],[1972146,2390340,2672741],[1973470,2554350,2672511],[1976307,2556808,2673744],[1996199,2560419,2562357],[2000608,2410484,2684204],[2000802,2418925,2683666],[2002002,2570691,2683905],[2004988,2421782,2685346],[2005052,2412436,2685640],[2008053,2568089,2569472],[2029781,2431715,2696562],[2029975,2239887,2696024],[2031175,2425313,2696263],[2034161,2428068,2697704],[2034225,2428633,2697998],[2037226,2436066,2698959],[2042058,2045316,2588571],[2044500,2588423,2590462],[2045606,2045961,2590295],[2062049,2447484,2709974],[2064491,2456289,2711764],[2065307,2269758,2711912],[2065952,2269415,2710954],[2068438,2460864,2713726],[2072315,2284231,2791372],[2075933,2465206,2607346],[2076710,2076912,2609679],[2079492,2610291,2611394],[2083108,2611672,2612905],[2085312,2617615,2720055],[2087045,2473841,2721091],[2087296,2480655,2720940],[2108908,2312772,2624741],[2109102,2489497,2728361],[2109312,2624442,2625883],[2111671,2496308,2729250],[2113861,2499354,2730353],[2114105,2491903,2730861],[2115429,2633539,2730631],[2118266,2502108,2731864],[2139141,2503100,2739623],[2141331,2336926,2740726],[2141575,2510866,2741234],[2142899,2505237,2741004],[2145736,2507695,2742237],[2148579,2151294,2646371],[2151100,2517606,2646909],[2152494,2155480,2648604],[2155544,2648898,2650726],[2166431,2364440,2815114],[2170037,2531010,2752697],[2170231,2361016,2752159],[2171431,2524608,2752398],[2174417,2363873,2753839],[2174481,2532962,2754133],[2182314,2185572,2665543],[2184756,2540674,2665395],[2185862,2186217,2667267],[2188801,2668204,2669089],[2189544,2545552,2760333],[2193895,2547949,2761096],[2212590,2678673,2679776],[2215568,2562209,2767823],[2215812,2403744,2680284],[2216206,2680054,2681287],[2218410,2568319,2768631],[2220143,2564171,2769667],[2220394,2570985,2769516],[2235407,2422349,2831115],[2243952,2574414,2777184],[2245685,2580866,2778220],[2245936,2425607,2778069],[2252596,2254786,2698681],[2255030,2587048,2699189],[2256354,2259191,2700668],[2267742,2448303,2785490],[2270311,2444290,2786379],[2272501,2447336,2787482],[2272745,2598928,2787990],[2274069,2593299,2787760],[2276906,2450090,2788993],[2279749,2282464,2712633],[2283664,2286650,2714866],[2286714,2607620,2715160],[2290241,2467993,2717634],[2291122,2611902,2794430],[2312029,2726324,2727209],[2314473,2485721,2727360],[2314724,2626177,2800383],[2317123,2631227,2800977],[2331353,2500321,2805435],[2336215,2504129,2807133],[2337893,2340466,2738734],[2340566,2641616,2807896],[2348721,2350705,2743061],[2350454,2647464,2743212],[2362239,2525645,2814623],[2365081,2522236,2815431],[2366814,2657838,2816467],[2367065,2524902,2816316],[2373725,2375915,2754816],[2377483,2380320,2756803],[2384158,2669240,2822001],[2397080,2553242,2825049],[2398758,2401331,2765554],[2401480,2402863,2766210],[2420148,2571728,2830624],[2424975,2575248,2832036],[2426350,2428389,2776376],[2448577,2594180,2837989],[2450976,2590987,2838583],[2459131,2461115,2789817],[2480023,2618449,2846257],[2481398,2483437,2798501],[2500595,2634420,2850565],[2504684,2637277,2851597],[2506118,2507946,2807302],[2553797,2674719,2862644],[2555231,2557059,2825218] ] cell #4890 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4891 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1504755],[1596581],[1633802],[1634603],[1678123],[1699985],[1711965],[1725317],[1756696],[1761341],[1761480],[1788408],[1804153],[1804954],[1825629],[1826430],[1837478],[1838427],[1850346],[1875099],[1877961],[1880987],[1885518],[1911588],[1922121],[1926766],[1926905],[1942967],[1947612],[1947751],[1958712],[1959513],[1959749],[1964039],[1969310],[1994907],[1997674],[1999903],[2029076],[2036700],[2039726],[2044257],[2056691],[2059717],[2064248],[2067308],[2074895],[2075034],[2079090],[2080046],[2088283],[2105998],[2108203],[2111269],[2133468],[2134330],[2135573],[2138739],[2148166],[2150395],[2167103],[2169332],[2176956],[2184513],[2189142],[2196784],[2205021],[2205883],[2207126],[2210372],[2212188],[2213144],[2221381],[2224416],[2237730],[2238686],[2239474],[2240360],[2246923],[2252194],[2264638],[2265500],[2266743],[2269909],[2279336],[2289805],[2297460],[2304146],[2305102],[2305890],[2306776],[2312370],[2320012],[2322548],[2328249],[2329111],[2330354],[2335813],[2336524],[2337480],[2343455],[2351692],[2353797],[2358859],[2359815],[2360603],[2361489],[2368052],[2371087],[2389023],[2393866],[2396678],[2397389],[2398345],[2407270],[2410082],[2412537],[2414666],[2416768],[2417724],[2418512],[2419398],[2431313],[2438955],[2440629],[2446223],[2446934],[2447890],[2453865],[2456401],[2462102],[2464207],[2465137],[2471477],[2474312],[2477204],[2486192],[2489084],[2495429],[2498241],[2498952],[2499908],[2509549],[2514392],[2517204],[2518871],[2521788],[2530608],[2533063],[2535192],[2538250],[2539924],[2540786],[2543537],[2549054],[2551433],[2559428],[2561807],[2564642],[2567534],[2581337],[2584229],[2590574],[2602454],[2605266],[2606933],[2607721],[2610139],[2613807],[2614554],[2622726],[2623473],[2628243],[2642721],[2645100],[2647935],[2650827],[2658309],[2661201],[2670978],[2678521],[2682936],[2694547],[2695294],[2700064],[2708983],[2739471],[2743886],[2751429], [797131,1545105],[840344,1852594],[911250,1674458],[939090,1707477],[988473,2002151],[1019074,2031324],[1030972,1800619],[1045159,1816443],[1060807,1833813],[1105162,2109461],[1128280,1898079],[1153898,1919607],[1163685,1936953],[1170536,1938849],[1174744,2171580],[1186642,1955178],[1226882,2211913],[1243041,2224844],[1249006,2015072],[1255857,2016968],[1291262,2053829],[1292063,2053986],[1296989,2268101],[1298820,2055215],[1314013,2067736],[1320107,1838137],[1341237,2102614],[1356032,2311247],[1367392,2318781],[1377824,2127687],[1378625,2127844],[1383551,2331712],[1385382,2129073],[1396577,2136931],[1420019,2158112],[1421287,2163667],[1421426,2164336],[1422112,2358584],[1438271,2371515],[1444236,1953977],[1451087,1960144],[1470529,2392460],[1471044,2209958],[1471845,2210115],[1483383,2208484],[1497558,2408959],[1506825,2227088],[1508093,2232643],[1508232,2233312],[1508918,2416493],[1519851,2237455],[1537613,2026480],[1549912,2261517],[1551830,2266843],[1552408,2445100],[1563768,2452634],[1574200,2070250],[1575001,2070407],[1579927,2465565],[1581758,2076118],[1589389,2292531],[1600647,2475757],[1601226,2309005],[1601365,2309674],[1602051,2476684],[1606413,2303871],[1635958,2325128],[1637876,2330454],[1638454,2497118],[1648874,2334690],[1665759,2512986],[1666274,2138405],[1667075,2138562],[1678613,2355155],[1679359,2357043],[1692788,2529485],[1702055,2177244],[1703323,2179313],[1703462,2179982],[1704148,2537019],[1717774,2385442],[1722291,2394551],[1728658,2391749],[1729848,2400432],[1730426,2550942],[1734195,2395555],[1749504,2405153],[1762166,2567014],[1763664,2414952],[1776322,2423658],[1781216,2240648],[1792474,2582782],[1793053,2242589],[1793192,2243258],[1793878,2583709],[1798240,2437724],[1803638,2589168],[1827785,2279135],[1829703,2281565],[1830281,2604143],[1841394,2469429],[1843797,2469819],[1848117,2477842],[1851176,2614490],[1853453,2475125],[1859443,2478706],[1864337,2307064],[1873444,2487005],[1884328,2493312],[1886096,2630131],[1904045,2337279],[1908562,2333686],[1914929,2512275],[1916119,2339567],[1916697,2644609],[1920466,2516081],[1926187,2649380],[1927591,2650307],[1935775,2361777],[1948437,2660681],[1949935,2373323],[1963153,2544884],[1972014,2549385],[1974417,2549775],[1984073,2398144],[1990951,2559759],[1993354,2560149],[2000733,2682872],[2003010,2565455],[2013894,2419686],[2020124,2423268],[2022527,2425948],[2026847,2422794],[2029906,2695230],[2032183,2582150],[2038173,2585731],[2043067,2440917],[2044835,2701952],[2052174,2447689],[2063058,2600337],[2064826,2710871],[2075720,2716569],[2087397,2615154],[2096258,2478316],[2098661,2480996],[2105112,2624073],[2109033,2727970],[2113973,2628574],[2116376,2628964],[2120230,2495717],[2126032,2499707],[2132582,2503461],[2141443,2643052],[2143846,2643442],[2151225,2743822],[2153502,2518670],[2160380,2522563],[2162783,2525243],[2170162,2751365],[2172439,2659122],[2183323,2540212],[2185091,2758087],[2204135,2552574],[2215680,2681014],[2220495,2683536],[2225703,2567333],[2229356,2568646],[2231759,2571326],[2246037,2695894],[2254898,2585341],[2257301,2588021],[2263752,2591523],[2267673,2785099],[2272613,2709314],[2275016,2709704],[2278870,2602742],[2282395,2790578],[2284672,2606732],[2294648,2612632],[2314825,2728231],[2317594,2626960],[2324021,2630622],[2327363,2631763],[2331284,2805044],[2340397,2807728],[2350806,2646241],[2362351,2749507],[2367166,2752029],[2372374,2661000],[2376027,2662313],[2378430,2664993],[2384629,2669850],[2387521,2670111],[2401262,2825644],[2408100,2682189],[2420260,2773898],[2428501,2693372],[2448678,2785360],[2451447,2707700],[2457874,2711362],[2461216,2712503],[2469098,2718999],[2483549,2725322],[2489525,2729098],[2500696,2805305],[2505155,2738343],[2508047,2738604],[2528626,2750682],[2544284,2760181],[2554268,2765163],[2557160,2765424],[2576123,2776128],[2596550,2786227],[2619324,2798253],[2637951,2806981],[2675393,2824897] ] cell #4892 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [976561],[1110274],[1209960],[1302101],[1335262],[1372332],[1405190],[1465772],[1498780],[1531638],[1546716],[1568708],[1622239],[1628530],[1661002],[1672148],[1694010],[1709088],[1750145],[1798881],[1801230],[1805232],[1814066],[1820357],[1831503],[1895702],[1907697],[1919221],[1923954],[1936416],[1953440],[1955789],[1987725],[2014535],[2022339],[2025943],[2036340],[2041624],[2055826],[2072083],[2098473],[2102077],[2129684],[2132974],[2133970],[2147866],[2162595],[2166199],[2181880],[2204527],[2205523],[2231571],[2235175],[2237829],[2239174],[2264144],[2265140],[2269324],[2304245],[2305590],[2316996],[2327755],[2328751],[2332935],[2335223],[2358958],[2360207],[2360303],[2387913],[2396088],[2406910],[2416867],[2418116],[2418212],[2445633],[2446322],[2466788],[2471576],[2477596],[2484239],[2488784],[2497651],[2498340],[2524021],[2538642],[2543887],[2546739],[2551532],[2557795],[2570104],[2584621],[2605365],[2610536],[2614157],[2617009],[2622319],[2645199],[2663771],[2668269],[2671375],[2694897],[2697749],[2720120],[2739868],[2777249] ] cell #4893 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [417171],[499396],[518734],[590161],[600679],[612018],[629529],[667095],[686462],[695783],[701090],[713389],[760699],[767336],[772643],[788169],[803280],[803445],[808977],[819560],[825735],[845905],[865442],[879414],[879579],[885111],[894615],[915853],[917144],[917797],[930128],[936765],[942072],[962676],[962841],[972734],[977275],[993580],[995881],[997172],[997825],[1007876],[1024635],[1035546],[1037540],[1044172],[1058144],[1058309],[1063841],[1072075],[1084348],[1085001],[1089512],[1099417],[1110988],[1118667],[1120661],[1127293],[1131129],[1148947],[1149112],[1159005],[1160576],[1163546],[1179851],[1182152],[1183443],[1184096],[1197787],[1202580],[1209568],[1210674],[1210857],[1215434],[1231430],[1237296],[1245897],[1248867],[1258692],[1263902],[1276175],[1276828],[1281339],[1291244],[1302815],[1310494],[1312488],[1319120],[1324207],[1327091],[1331900],[1338167],[1339287],[1341098],[1344738],[1349948],[1360159],[1371940],[1377806],[1393017],[1397810],[1404798],[1405904],[1406087],[1410664],[1426660],[1432526],[1441127],[1444097],[1455040],[1465863],[1468747],[1471026],[1479823],[1487725],[1490609],[1501685],[1504616],[1513466],[1520583],[1523467],[1528276],[1534543],[1535663],[1537474],[1541114],[1546324],[1547430],[1556535],[1568316],[1574182],[1596322],[1596563],[1607145],[1610029],[1617798],[1628621],[1631505],[1633784],[1635595],[1642581],[1650270],[1661093],[1663977],[1666256],[1675053],[1676173],[1677984],[1682955],[1685839],[1696915],[1699846],[1708696],[1735591],[1750236],[1756437],[1756678],[1762663],[1767260],[1770144],[1788149],[1788390],[1798972],[1801856],[1804135],[1809625],[1820448],[1823332],[1825611],[1827422],[1834408],[1837339],[1847304],[1874840],[1875081],[1878348],[1886838],[1891261],[1921862],[1922103],[1936507],[1942708],[1942949],[1948934],[1953531],[1956415],[1958694],[1964426],[1968717],[1998058],[2014626],[2026034],[2053570],[2053811],[2057078],[2065568],[2069991],[2070232],[2080430],[2102168],[2111291],[2127428],[2127669],[2133855],[2138146],[2138387],[2167487],[2189164],[2205408],[2209699],[2209940],[2239070],[2269931],[2305486],[2335835],[2396700], 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] cell #4894 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917345,1421450],[997373,1508256],[1084549,1601389],[1183644,1703486],[1206140,1725341],[1243904,1761504],[1276376,1793216],[1335146,1850543],[1368512,1881011],[1401370,1911612],[1417272,1926929],[1439134,1947775],[1492391,1994931],[1498664,2000100],[1531522,2029273],[1542896,2039750],[1564888,2059741],[1580790,2075058],[1622123,2108400],[1672032,2150592],[1674556,2153032],[1687621,2164360],[1693894,2169529],[1705268,2180006],[1711294,2185833],[1771926,2233336],[1784388,2243282],[1801114,2256438],[1813950,2267040],[1828583,2279720],[1831387,2281762],[1833911,2284202],[1867509,2309698],[1895586,2330651],[1904843,2337864],[1907581,2339764],[1938947,2364411],[1949984,2373345],[1955673,2377567],[1984871,2398729],[1987609,2400629],[2017066,2422320],[2020511,2423396],[2022576,2425970],[2052972,2448274],[2055710,2450174],[2066591,2458819],[2096645,2478444],[2098710,2481018],[2126830,2500292],[2129568,2502192],[2132631,2503483],[2134856,2505806],[2160767,2522691],[2162832,2525265],[2204184,2552596],[2206409,2554919],[2229743,2568774],[2231808,2571348],[2237927,2574722],[2263801,2591545],[2266026,2593868],[2295035,2612760],[2304343,2617923],[2327412,2631785],[2329637,2634108],[2359056,2651694],[2387570,2670133],[2416965,2686305],[2471674,2719229], 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78479,2665015],[2184690,2665190,2665901],[2188489,2383286,2668098],[2189339,2544628,2760315],[2196025,2397586,2672215],[2212385,2678655,2679758],[2215229,2403432,2679266],[2216067,2407657,2681142],[2218098,2562412,2768525],[2220544,2418561,2683558],[2222769,2570673,2683887],[2238735,2576172,2776150],[2239523,2246086,2695916],[2240747,2428888,2693500],[2243640,2579994,2777078],[2248311,2425295,2696245],[2252391,2438196,2698663],[2254447,2586736,2780703],[2265887,2273000,2709442],[2269485,2269557,2785962],[2270106,2596894,2786361],[2272162,2598616,2786972],[2275065,2446956,2709726],[2279385,2461265,2712525],[2286550,2463490,2714848],[2290810,2610884,2794324],[2305151,2619373,2798275],[2307163,2483936,2725450],[2310120,2311717,2726218],[2314874,2489133,2728253],[2319253,2499149,2730335],[2333096,2333168,2805907],[2336010,2638295,2807115],[2336721,2342696,2740708],[2337529,2508096,2738626],[2360652,2367215,2752051],[2361876,2362738,2749635],[2364769,2656079,2815325],[2369440,2524590,2752380],[2373520,2537491,2754798],[2396875,2675737,2825031],[2398394,2557209,2765446],[2405625,2562004,2767805],[2419785,2420647,2774026],[2424663,2691624,2831930],[2426145,2578699,2776358],[2447131,2453106,2787464],[2447939,2448727,2785382],[2479711,2723574,2846151],[2481193,2621900,2798483],[2499957,2500745,2805327],[2525440,2526151,2814605],[2571523,2572234,2830606] ] cell #4895 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1079100],[1238455],[1270927],[1361318],[1411823],[1433685],[1486685],[1502844],[1544552],[1544731],[1557694],[1575341],[1616695],[1627581],[1643740],[1656535],[1674102],[1681915],[1698074],[1706924],[1707103],[1729429],[1741856],[1755334],[1766220],[1776059],[1808522],[1815890],[1816069],[1819408],[1833457],[1835567],[1854786],[1855992],[1859180],[1890158],[1897526],[1897705],[1899232],[1915700],[1928127],[1930618],[1931639],[1938493],[1941605],[1952491],[1974154],[1976757],[1979260],[2005549],[2008737],[2009758],[2016612],[2018079],[2033516],[2034722],[2037910],[2043838],[2047361],[2048702],[2048934],[2068888],[2076256],[2076435],[2083792],[2087718],[2088782],[2092306],[2094213],[2116113],[2118716],[2121219],[2122560],[2122792],[2143583],[2146186],[2148689],[2154835],[2156041],[2158335],[2159155],[2159527],[2174978],[2178166],[2179187],[2186041],[2192120],[2195924],[2197275],[2200298],[2200530],[2216890],[2220816],[2221880],[2227311],[2228131],[2228503],[2242432],[2246358],[2247422],[2250946],[2252853],[2257038],[2259641],[2262667],[2274753],[2277356],[2279859],[2281200],[2281432],[2287211],[2289453],[2293465],[2296873],[2300438],[2300810],[2308848],[2315146],[2315348],[2319152],[2320503],[2326278],[2338791],[2342595],[2343946],[2346969],[2347201],[2351127],[2352191],[2363561],[2367487],[2368551],[2373982],[2374802],[2375174],[2378167],[2380770],[2382970],[2388671],[2392683],[2399656],[2402075],[2405524],[2406087],[2409495],[2421470],[2423306],[2427318],[2430726],[2434291],[2434663],[2438095],[2439446],[2448999],[2449201],[2450774],[2453005],[2454356],[2460131],[2461537],[2462601],[2472653],[2478354],[2482366],[2484533],[2487541],[2501017],[2501219],[2502792],[2503496],[2508368],[2509197],[2513209],[2516617],[2522601],[2526050],[2526613],[2527433],[2530021],[2537390],[2538741],[2552609],[2557481],[2568684],[2572133],[2572696],[2573516],[2578598],[2579678],[2591261],[2591558],[2594566],[2595812],[2604679],[2612670],[2621799],[2631501],[2631798],[2634806],[2636052],[2637551],[2640409],[2651465],[2669514],[2670146],[2674993],[2677851],[2686076],[2691279],[2703076],[2718727],[2723229],[2732376],[2736779],[2759972],[2763599], 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] cell #4896 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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[1761258,2225479],[1869975,2488655],[1884728,2323529],[1885472,2323824],[1947529,2372150],[1960387,2382230],[1990097,2561571],[1999541,2411320],[2003991,2413024],[2004058,2413431],[2004774,2566373],[2063458,2457382],[2064202,2457677],[2074812,2466200],[2076775,2467054],[2077698,2717792],[2087499,2614806],[2091056,2298698],[2103996,2625225],[2112327,2489777],[2113119,2492640],[2117316,2494215],[2117413,2629504],[2157534,2355790],[2168970,2531846],[2173420,2533550],[2173487,2533957],[2174203,2660040],[2183723,2541767],[2184467,2542062],[2185927,2542238],[2191699,2544536],[2194436,2761254],[2196076,2671910],[2199328,2391077],[2210796,2678374],[2218999,2562599],[2219379,2564653],[2220597,2683188],[2223700,2684335],[2246139,2695546],[2249696,2432551],[2260476,2442472],[2261220,2442767],[2270967,2596802],[2271759,2599665],[2275956,2601240],[2276053,2710244],[2280534,2603263],[2285653,2608208],[2285720,2608615],[2286436,2715928],[2293054,2611071],[2296779,2720586],[2299587,2474323],[2314927,2623725],[2317664,2626453],[2319304,2730030],[2338370,2638203],[2339466,2639149],[2341107,2808054],[2342747,2740403],[2345999,2511603],[2349589,2354465],[2350908,2744138],[2352866,2745084],[2355955,2520146],[2356022,2520553],[2356738,2746726],[2365670,2656266],[2366050,2658320],[2367268,2751681],[2370371,2752828],[2374381,2661894],[2379370,2666332],[2379467,2757460],[2385884,2668735],[2388129,2547264],[2399235,2675645],[2400331,2676591],[2405676,2679453],[2409401,2769162],[2426907,2691811],[2427717,2692550],[2430632,2777715],[2433440,2581348],[2436478,2584922],[2437052,2441499],[2438247,2780890],[2439845,2781629],[2442914,2589360],[2443011,2782828],[2448780,2704465],[2449876,2705411],[2451517,2707193],[2453157,2787159],[2459720,2712154],[2461318,2790894],[2463276,2791840],[2464421,2792041],[2468449,2610652],[2481955,2723761],[2482765,2724500],[2487447,2726855],[2500798,2733765],[2501894,2734711],[2505649,2638606],[2506410,2737228],[2507339,2737920],[2508149,2809925],[2508655,2640931],[2515172,2645892],[2515269,2810576],[2515279,2519331],[2516523,2810848],[2518163,2811540],[2521072,2812547],[2526202,2747946],[2527012,2748685],[2528108,2817936],[2529927,2815962],[2537542,2819137],[2539140,2819876],[2554762,2676048],[2555523,2764048],[2556452,2764740],[2557262,2763125],[2558779,2679034],[2572285,2772337],[2573095,2773076],[2574191,2771136],[2575474,2691392],[2576549,2692146],[2576646,2833547],[2578750,2834238],[2584679,2584837],[2585015,2834750],[2593711,2704868],[2594472,2783984],[2595401,2784676],[2596211,2840612],[2604585,2841535],[2606225,2842227],[2618675,2723342],[2619750,2724096],[2619847,2795941],[2621951,2796632],[2633951,2734168],[2634712,2803929],[2635641,2804621],[2636451,2803006],[2638363,2638521],[2638699,2852804],[2640315,2853263],[2645700,2853666],[2652446,2747527],[2653521,2748281],[2653618,2857660],[2655722,2858351],[2675805,2675963],[2676141,2823208],[2677757,2823667],[2681699,2768239],[2687057,2771918],[2688132,2772672],[2688229,2828064],[2690333,2828755],[2690830,2867247],[2691954,2867542],[2704625,2704783],[2704961,2871327],[2719578,2794743],[2722780,2844475],[2723904,2844770],[2728800,2800721],[2728897,2800030],[2733925,2734083],[2734261,2848555],[2736460,2878480],[2748089,2881423],[2759914,2821572],[2763280,2861386],[2767996,2768154],[2768332,2826407],[2772480,2864329],[2794023,2843646],[2799103,2799795],[2800529,2847214],[2825711,2826146] ] cell #4897 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1421586],[1508392],[1601525],[1703622],[1725407],[1761640],[1793352],[1850539],[1881077],[1911678],[1927065],[1947911],[1994997],[2000096],[2029269],[2039816],[2059807],[2075194],[2108396],[2150588],[2153098],[2164426],[2169525],[2180072],[2185969],[2233402],[2243348],[2256434],[2267036],[2280576],[2281758],[2284268],[2309764],[2330647],[2339508],[2339760],[2364477],[2374002],[2377563],[2400373],[2400625],[2422386],[2423392],[2427338],[2449918],[2450170],[2459408],[2478440],[2482386],[2501936],[2502188],[2503516],[2507027],[2522687],[2526633],[2552629],[2556140],[2568770],[2572716],[2574752],[2591578],[2595089],[2612756],[2617953],[2631818],[2635329],[2651724],[2670166],[2686335],[2719259], [1205614,1724837,1971719],[1226356,1486192,1990011],[1366866,1627088,2113033],[1367986,1880507,2113678],[1400844,1911108,2141148],[1470003,1728936,2199242],[1491865,1994427,2215385],[1542370,2039246,2254603],[1563242,1818915,2271673],[1564362,2059237,2272318],[1597465,1850857,2299998],[1618941,2104407,2108714],[1632761,1884606,2117449],[1633425,1885099,2118019],[1665233,1915207,2345913],[1674030,2152528,2352259],[1674207,1924189,2352372],[1687095,2163856,2362056],[1704742,2179502,2375732],[1725238,1726104,2392301],[1746950,1994828,2211754],[1757580,2000414,2219790],[1760420,2004343,2223779],[1761249,2413777,2574233],[1771400,2232832,2419965],[1783862,2242778,2428206],[1789292,2029587,2433851],[1801009,2041752,2439609],[1803112,2043345,2441413],[1810768,2263047,2267354],[1824588,2063336,2276089],[1825252,2063829,2276659],[1833385,2283698,2462669],[1833562,2072318,2462782],[1866983,2309194,2483254],[1880908,1881774,2318622],[1884598,2494266,2636072],[1892404,2326658,2330965],[1899949,2334352,2503575],[1911509,1912375,2512827],[1923005,2150906,2519742],[1933221,2164257,2358425],[1938421,2363907,2527501],[1938598,2166434,2527614],[1943851,2169843,2366461],[1946691,2173772,2370450],[1947520,2528150,2534303],[1955568,2182008,2538904],[1957671,2183601,2379503],[1958335,2184094,2380073],[1960378,2381976,2542912],[1977963,2393063,2400943],[1979977,2395217,2552688],[1998623,2563003,2686096],[2003943,2566514,2690021],[2011340,2233233,2416334],[2016540,2421816,2573584],[2016717,2235410,2573697],[2018099,2423231,2574626],[2039647,2040513,2589009],[2041929,2256841,2700519],[2042759,2256752,2589771],[2045713,2260354,2443047],[2046377,2260847,2443617],[2048078,2444762,2591637],[2049039,2267745,2592121],[2055605,2269452,2595975],[2059638,2060504,2452475],[2063328,2595832,2601291],[2071134,2282076,2460511],[2073974,2286005,2464500],[2074803,2463318,2608961],[2076361,2466717,2609213],[2082645,2612213,2718747],[2089499,2474787,2480823],[2092898,2309595,2476525],[2094233,2478279,2617827],[2112279,2626872,2732502],[2119922,2494626,2502506],[2121936,2496780,2631877],[2122897,2331356,2632361],[2129463,2333063,2636215],[2130774,2503431,2637045],[2147392,2340078,2513589],[2149406,2348889,2515743],[2152929,2153795,2650148],[2156696,2356307,2521151],[2157525,2352908,2520899],[2158355,2522526,2651598],[2159581,2362414,2652128],[2159872,2362705,2652187],[2168052,2651485,2656670],[2173372,2655410,2660181],[2178271,2537853,2662437],[2179903,2180769,2536860],[2182185,2377970,2756654],[2183015,2377881,2666743],[2183593,2538761,2666383],[2186146,2186220,2667364],[2191651,2669762,2760098],[2192837,2546500,2670225],[2196387,2397978,2549509],[2197295,2549348,2554296],[2200635,2401334,2673595],[2202327,2552544,2674487],[2218687,2682030,2771232],[2222597,2565117,2571153],[2225996,2422217,2566855],[2227331,2568609,2686209],[2228557,2420323,2686739],[2228848,2420614,2686798],[2241285,2691299,2692953],[2242537,2579061,2693496],[2243179,2251538,2583550],[2248139,2425775,2581812],[2252783,2438558,2585465],[2252873,2436012,2585304],[2260346,2439466,2589411],[2261944,2591493,2703307],[2262687,2448401,2703600],[2263018,2448732,2703726],[2269629,2450577,2785958],[2270919,2703202,2707612],[2278562,2450488,2601651],[2280285,2604699,2712558],[2281537,2282467,2713101],[2284099,2284965,2716410],[2285605,2605913,2716069],[2288103,2288175,2716955],[2292742,2718840,2794160],[2293485,2612595,2719133],[2296893,2480815,2615209],[2298107,2615124,2619390],[2300864,2483612,2722017],[2301155,2483903,2722076],[2307701,2723249,2724903],[2308953,2622262,2725446],[2316065,2625689,2626345],[2319615,2499541,2628698],[2320523,2628537,2633485],[2325555,2631733,2732607],[2326298,2500419,2732900],[2326629,2500750,2733026],[2333240,2502595,2805903],[2337113,2343058,2643176],[2338322,2736905,2738255],[2339217,2640429,2738659],[2340469,2347306,2742088],[2343966,2505183,2643015],[2348881,2516637,2646296],[2348998,2514812,2646211],[2355907,2517851,2649807],[2358084,2525890,2747254],[2363666,2526513,2749631],[2364308,2372667,2660522],[2365358,2746841,2750523],[2369268,2525070,2658784],[2374333,2663192,2754828],[2375228,2376090,2755232],[2375519,2376381,2755291],[2382990,2669188,2759420],[2386501,2670081,2760421],[2389512,2554714,2672245],[2392703,2556883,2762595],[2393034,2557214,2762721],[2399187,2763725,2765075],[2400082,2677871,2765479],[2405987,2562396,2681138],[2406107,2680977,2681233],[2409515,2571145,2683591],[2410729,2683506,2687772],[2415993,2571973,2771645],[2421575,2572596,2774022],[2425767,2430746,2695949],[2426595,2774895,2775969],[2427669,2693698,2776388],[2428564,2434717,2779146],[2428855,2435008,2779205],[2431960,2576189,2695864],[2436430,2586220,2698693],[2447523,2453468,2709438],[2449627,2594586,2785415],[2454376,2593245,2709277],[2460151,2460939,2790029],[2460482,2461270,2790155],[2467727,2718462,2793743],[2472673,2617714,2795212],[2476184,2621639,2796213],[2481643,2797020,2798094],[2482717,2725648,2798513],[2484553,2726153,2727308],[2487561,2626337,2728286],[2488064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[1885480,1885483,2323863,2494146,2502897,2731715],[1961345,2382905,2543378,2759403,2759790,2821549],[1972077,2199383,2391132,2554824,2673052,2762209],[1990152,2215743,2558461,2561626,2681761,2767323],[2004053,2004113,2413486,2566011,2573942,2770593],[2064210,2064213,2450879,2457716,2601171,2788844],[2076783,2076786,2288354,2467093,2609620,2843509],[2085589,2472588,2613648,2722656,2795195,2844452],[2087451,2299969,2474758,2619799,2721613,2795890],[2103304,2484468,2622567,2726136,2799080,2799671],[2104378,2314879,2622986,2625660,2728849,2799979],[2113174,2114036,2492695,2627276,2634013,2802090],[2117365,2117420,2494597,2629453,2636403,2802602],[2141506,2346054,2505711,2511658,2741545,2809009],[2173482,2173542,2527859,2534012,2659678,2817393],[2184475,2184478,2378272,2542101,2666263,2820822],[2195764,2391960,2549120,2675788,2762302,2823084],[2211413,2405364,2678761,2680749,2767979,2826283],[2219761,2220549,2565088,2682449,2688181,2828013],[2244229,2579613,2690706,2694388,2832801,2867224],[2246091,2433822,2576598,2581783,2778742,2833496],[2254961,2436540,2437107,2441554,2780378,2782032],[2257143,2261228,2261231,2442806,2703002,2782575],[2271814,2272676,2593773,2599720,2708016,2839696],[2276005,2276060,2596163,2601622,2710193,2840208],[2285715,2285775,2463027,2608670,2715566,2842966],[2318281,2318992,2628309,2729338,2733908,2848431],[2342435,2512486,2638346,2642787,2809102,2852680],[2350860,2515221,2515714,2519713,2810525,2811875],[2352617,2356017,2356077,2520608,2746364,2812279],[2366432,2367220,2653570,2658755,2750942,2857609],[2379419,2379474,2539092,2666714,2757409,2860232],[2437935,2584662,2585076,2588668,2834626,2835700],[2439797,2442963,2443018,2589742,2782777,2836119],[2452134,2452845,2704608,2709049,2786467,2871203] ] cell #4898 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1334830],[1498348],[1531206],[1544812],[1621807],[1671716],[1674162],[1693578],[1707184],[1745052],[1760446],[1800798],[1813634],[1816150],[1831071],[1833517],[1869815],[1879876],[1895270],[1897786],[1907265],[1931323],[1931720],[1938553],[1946717],[1955357],[1975849],[1987293],[1999381],[2009442],[2009839],[2016672],[2018685],[2048545],[2048841],[2048994],[2055394],[2058606],[2074000],[2076516],[2090896],[2091990],[2092387],[2094819],[2122403],[2122699],[2122852],[2129252],[2130822],[2145278],[2156722],[2158941],[2159116],[2159651],[2168810],[2178871],[2179268],[2186101],[2197881],[2200141],[2200437],[2200590],[2202375],[2225088],[2227917],[2228092],[2228627],[2236340],[2249536],[2250630],[2251027],[2253459],[2258733],[2261992],[2262638],[2281043],[2281339],[2281492],[2287892],[2294071],[2297249],[2298155],[2300399],[2300934],[2302756],[2321109],[2323369],[2325603],[2326249],[2344552],[2346812],[2347108],[2347261],[2349046],[2354305],[2355399],[2357469],[2371759],[2374588],[2374763],[2375298],[2386549],[2388211],[2389560],[2390634],[2392654],[2406693],[2409871],[2410777],[2415378],[2427924],[2431102],[2432008],[2434252],[2434787],[2436609],[2440052],[2442312],[2454962],[2457222],[2459456],[2460102],[2465809],[2468531],[2470798],[2472271],[2473419],[2482972],[2487917],[2488112],[2491123],[2492197],[2507075],[2508737],[2510086],[2511160],[2513180],[2516993],[2517899],[2527219],[2530397],[2531303],[2535904],[2539347],[2541607],[2544134],[2556188],[2558861],[2560686],[2561128],[2563749],[2573302],[2575556],[2577823],[2579296],[2580444],[2586268],[2587342],[2594942],[2595137],[2596418],[2598148],[2599222],[2605055],[2605961],[2618757],[2621024],[2623323],[2624874],[2635182],[2635377],[2636658],[2637801],[2640785],[2647042],[2652528],[2654353],[2654795],[2655458],[2657416],[2663240],[2664314],[2675243],[2678227],[2687139],[2688964],[2689406],[2690069],[2693746],[2703250],[2704063],[2705614],[2706579],[2713304],[2719660],[2725696],[2732550],[2733363],[2734914],[2735879],[2736953],[2738929],[2746967],[2760146],[2760842],[2763773],[2765749],[2771358],[2775021],[2783217],[2794286],[2797146],[2803162],[2806155],[2821868],[2824071], 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] cell #4899 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1681564],[1765869],[1855641],[1952140],[1972227],[2005198],[2034371],[2087231],[2114186],[2141656],[2155690],[2174627],[2215893],[2220329],[2245871],[2255111],[2272826],[2286860],[2314659],[2350640],[2352767],[2362564],[2367000],[2376240],[2381625],[2420473],[2428714],[2439577],[2448512],[2460019],[2461050],[2463177],[2483762],[2500530],[2507638],[2507881],[2528009],[2535893],[2538872],[2556751],[2556994],[2574092],[2574875],[2577812],[2595700],[2595943],[2603365],[2618076],[2621013],[2635940],[2636183],[2637165],[2639727],[2651847],[2654784],[2674607],[2677169],[2686458],[2689395],[2690967],[2703427],[2705989],[2719382],[2722917],[2732727],[2735289],[2747102],[2760541],[2771493],[2794591], [1465551,1971776,2195869],[1486334,1744615,1989851],[1627230,1879439,2112873],[1628309,2113735,2319097],[1660781,2141205,2342540],[1729078,1975412,2199082],[1749924,2215442,2405469],[1798660,2254660,2438040],[1819057,2058169,2271513],[1820136,2272375,2452950],[1851848,2087457,2297731],[1871839,2312641,2314885],[1884748,2117371,2322310],[1885403,2117808,2322761],[1915349,2144841,2345753],[1923733,2352316,2517956],[1923901,2152987,2518047],[1936195,2362113,2525995],[1953219,2375789,2537335],[1972073,1972835,2390270],[1991772,2215739,2403674],[2001405,2220555,2410353],[2004049,2223994,2412371],[2004844,2567125,2690632],[2014314,2420022,2572078],[2025722,2428263,2578543],[2030578,2246097,2431584],[2041473,2256829,2587474],[2043487,2258296,2441253],[2050569,2446494,2448738],[2063478,2276011,2456163],[2064133,2276448,2456614],[2071862,2462726,2606018],[2072030,2284157,2606109],[2101856,2483311,2621744],[2114032,2114794,2491833],[2117362,2629932,2735868],[2124427,2498512,2500756],[2131385,2503632,2637245],[2141502,2142264,2510796],[2151897,2350866,2517475],[2161201,2362410,2524200],[2165978,2527558,2655515],[2166146,2364366,2655606],[2170834,2367226,2530879],[2173478,2370665,2532897],[2174273,2656021,2660792],[2181729,2377958,2664446],[2183743,2379425,2540548],[2184398,2379862,2540999],[2186419,2542701,2667759],[2201235,2551704,2557220],[2202938,2552745,2674687],[2219045,2682150,2771347],[2223652,2684712,2774124],[2230177,2420319,2570283],[2234954,2573641,2690126],[2235122,2422275,2690217],[2236329,2574714,2690891],[2254957,2255719,2586978],[2256997,2439877,2700469],[2257743,2439803,2588292],[2260496,2442969,2590336],[2261151,2443406,2590787],[2262555,2591694,2703507],[2263373,2449087,2703849],[2269173,2450565,2706711],[2272672,2273434,2598858],[2276002,2706568,2710672],[2283067,2461276,2605537],[2285711,2464715,2607555],[2286506,2606524,2716680],[2287992,2609428,2716923],[2293100,2718960,2794275],[2298718,2615325,2619805],[2301622,2483608,2617188],[2302745,2617915,2722841],[2317907,2729186,2803234],[2324463,2630893,2636409],[2326166,2631934,2732807],[2326984,2501105,2733149],[2332784,2502583,2736011],[2333912,2637103,2736595],[2347906,2508107,2645371],[2349609,2515227,2646412],[2352613,2353375,2648828],[2356013,2521366,2650661],[2356808,2518462,2650418],[2357458,2651686,2747026],[2358442,2526248,2747374],[2358695,2526501,2747454],[2365716,2746956,2750643],[2370323,2749733,2753205],[2374688,2663583,2754951],[2376086,2376848,2663950],[2378126,2539172,2756604],[2378872,2539098,2665264],[2379416,2664303,2757888],[2381793,2381863,2758710],[2386127,2760269,2821940],[2387112,2670282,2760621],[2389903,2554820,2672368],[2390623,2672207,2675799],[2393389,2557569,2762844],[2394777,2674545,2763415],[2408181,2768529,2828904],[2411340,2683707,2688187],[2414244,2573938,2685570],[2415367,2686297,2771417],[2416351,2572331,2771765],[2416604,2572584,2771845],[2426953,2775010,2776089],[2428024,2694089,2776511],[2428560,2435475,2697928],[2432571,2576604,2696065],[2436536,2586611,2698816],[2436598,2584673,2698655],[2442960,2587331,2701753],[2444322,2703365,2783351],[2444901,2594463,2783538],[2445153,2594715,2783614],[2450733,2596243,2785908],[2451760,2783289,2786315],[2458316,2596169,2711633],[2459766,2713293,2789856],[2460837,2461625,2790278],[2463023,2463785,2715090],[2464373,2714232,2792418],[2466637,2466705,2793140],[2470208,2794328,2843870],[2470787,2719221,2794515],[2473408,2619796,2720979],[2474347,2720917,2723907],[2476542,2621997,2796333],[2476795,2622250,2796413],[2482001,2797135,2798214],[2483072,2726039,2798636],[2488675,2728402,2728855],[2491466,2634009,2730488],[2492186,2730327,2733919],[2496340,2732665,2803296],[2496919,2634703,2803483],[2497171,2634955,2803559],[2502751,2636483,2805853],[2505707,2510429,2740861],[2506653,2806227,2807069],[2507385,2738918,2807341],[2508456,2513915,2809644],[2511149,2638357,2740700],[2515218,2647031,2743100],[2515303,2645703,2743038],[2521024,2647970,2745662],[2522789,2654205,2813140],[2527319,2654696,2814758],[2527855,2534770,2754063],[2528707,2812903,2815329],[2531866,2653576,2752200],[2536145,2755450,2818293],[2536877,2537588,2818565],[2537130,2537841,2818645],[2543498,2759905,2821566],[2546060,2760479,2822131],[2548305,2676093,2761877],[2550743,2677748,2823439],[2550995,2678000,2823515],[2555766,2824143,2824985],[2556498,2765738,2825257],[2561029,2681757,2767958],[2561117,2767797,2767990],[2563738,2688178,2769555],[2564677,2769493,2772483],[2568872,2688816,2829141],[2573402,2689307,2830759],[2576595,2580433,2778108],[2577233,2831303,2831934],[2578064,2776607,2832197],[2578796,2583567,2833939],[2579049,2583820,2834019],[2581372,2691957,2778046],[2584967,2699315,2780046],[2593769,2598491,2787617],[2595447,2705603,2838028],[2599211,2704619,2787456],[2603944,2604576,2841089],[2604196,2604828,2841165],[2610227,2794096,2843653],[2613768,2722771,2844469],[2616330,2725548,2845034],[2620434,2845524,2846155],[2621265,2798732,2846418],[2622687,2799097,2799786],[2624863,2728846,2800422],[2625249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[2118180,2118183,2494952,2629844,2636758,2802725],[2187241,2543436,2668102,2821553,2821765,2860812],[2196122,2392318,2549526,2676187,2762422,2823199],[2211771,2405722,2678881,2681155,2768378,2826398],[2223746,2223796,2566872,2684326,2690379,2828456],[2276820,2276823,2596518,2601977,2710584,2840331],[2288410,2288413,2466875,2609776,2717223,2843459],[2295559,2613706,2719953,2796781,2844456,2874226],[2297022,2475810,2615254,2724192,2796061,2844843],[2310469,2622625,2726222,2799084,2846801,2847112],[2311300,2487690,2726485,2728331,2800817,2847287],[2318639,2319350,2628715,2729458,2734307,2848546],[2322194,2322239,2630184,2730987,2736120,2848862],[2342793,2512844,2638745,2643193,2809222,2852795],[2370417,2370467,2655768,2660539,2752819,2858052],[2380234,2380237,2539447,2667069,2757800,2860355],[2389412,2550164,2672056,2764273,2823252,2861610],[2402263,2560538,2766340,2767646,2826818,2863429],[2409012,2409644,2683636,2768792,2772768,2864402],[2429412,2694446,2774656,2777082,2867228,2886713],[2430875,2582835,2692242,2695994,2833667,2867615],[2438293,2585061,2585482,2589026,2834741,2835820],[2440152,2443778,2443781,2590097,2783168,2836242],[2452492,2453203,2705007,2709455,2786587,2871318],[2456047,2456092,2706820,2710924,2788116,2871634],[2464467,2464517,2606271,2716427,2792032,2873376],[2490422,2490975,2730176,2801107,2804154,2876339],[2509938,2643831,2737453,2740549,2852848,2878704],[2516766,2645988,2646341,2649433,2853739,2854581],[2518209,2521118,2521168,2650165,2812538,2854853],[2529538,2530170,2748377,2752129,2815592,2881496],[2540432,2540477,2664555,2758140,2820094,2883071],[2586120,2698226,2698504,2701174,2868296,2868927],[2587583,2590220,2590265,2702005,2836338,2869190],[2597447,2598000,2784209,2787305,2838713,2888826] ] cell #4900 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1504754],[1596580],[1633801],[1634600],[1678122],[1699984],[1711964],[1725318],[1756695],[1761403],[1761481],[1788407],[1804152],[1804951],[1825628],[1826427],[1837477],[1838424],[1850349],[1875098],[1878148],[1880988],[1885574],[1911589],[1922120],[1926828],[1926906],[1942966],[1947674],[1947752],[1958711],[1959510],[1959679],[1964226],[1969313],[1994908],[1997845],[1999906],[2004785],[2029079],[2036887],[2039727],[2044313],[2056878],[2059718],[2064304],[2067238],[2074957],[2075035],[2079093],[2080217],[2088470],[2106185],[2108206],[2111272],[2117649],[2133655],[2134517],[2135503],[2138742],[2148337],[2150398],[2167274],[2169335],[2174214],[2177143],[2184569],[2189145],[2196955],[2205208],[2206070],[2207056],[2210375],[2212191],[2213315],[2221568],[2223911],[2237733],[2238857],[2239645],[2240547],[2247110],[2252197],[2264825],[2265687],[2266673],[2269912],[2276289],[2279507],[2286447],[2289808],[2297463],[2304149],[2305273],[2306061],[2306963],[2312373],[2320183],[2328436],[2329298],[2330284],[2335816],[2336527],[2337651],[2343626],[2351879],[2353727],[2356749],[2358862],[2359986],[2360774],[2361676],[2368239],[2370582],[2379703],[2389026],[2394053],[2396681],[2397392],[2398516],[2407457],[2410085],[2414596],[2416771],[2417895],[2418683],[2419585],[2431316],[2439126],[2440816],[2443247],[2446226],[2446937],[2448061],[2454036],[2462289],[2464137],[2464632],[2471480],[2475494],[2477375],[2487374],[2489255],[2495616],[2498244],[2498955],[2500079],[2509552],[2514579],[2516450],[2517207],[2519042],[2521283],[2530611],[2535122],[2538421],[2540111],[2543540],[2550079],[2551436],[2560453],[2561810],[2565824],[2567705],[2582519],[2584400],[2586035],[2602641],[2605269],[2607104],[2610159],[2613810],[2615365],[2622729],[2624284],[2629268],[2643746],[2645103],[2646452],[2659491],[2661372],[2670998],[2678541],[2683747],[2694550],[2696105],[2710008],[2739491],[2752240], [627490,1852587],[758660,2002144],[786130,2031317],[797130,1545104],[864333,2109454],[909152,1919600],[911247,1674454],[928089,2171573],[939089,1707476],[977077,2211906],[992471,2224837],[1031109,1800612],[1043063,2268094],[1045158,1816442],[1058709,2067729],[1060804,1833809],[1099775,2311243],[1110790,2318774],[1126184,2331705],[1128279,1898078],[1138842,2136924],[1163348,2358577],[1163684,1936952],[1170533,1938845],[1178742,2371508],[1186779,1955171],[1210476,2392453],[1223147,2208477],[1237654,2408955],[1248669,2416486],[1249005,2015071],[1255854,2016964],[1258366,2237448],[1291261,2053828],[1291602,2445096],[1292060,2053982],[1298957,2055208],[1302617,2452627],[1318011,2465558],[1320106,1838136],[1339645,2475753],[1340900,2476677],[1341236,2102613],[1344412,2303864],[1377823,2127686],[1378164,2497114],[1378622,2127840],[1385519,2129066],[1387451,2334686],[1405706,2512979],[1418377,2355148],[1421124,2158105],[1421349,2163663],[1421427,2164337],[1432884,2529481],[1443899,2537012],[1444235,1953976],[1451084,1960140],[1468421,2391742],[1471043,2209957],[1471384,2550938],[1471842,2210111],[1474257,2395551],[1504418,2567007],[1507930,2227081],[1508155,2232639],[1508233,2233313],[1517994,2423661],[1536021,2582778],[1537276,2583702],[1537612,2026479],[1540788,2437717],[1547232,2589161],[1550969,2261513],[1551886,2266846],[1574199,2070249],[1574540,2604139],[1574998,2070403],[1581895,2076046],[1591573,2292524],[1596701,2614486],[1598102,2475121],[1601288,2309001],[1601366,2309675],[1604556,2478709],[1631179,2493305],[1634142,2630127],[1637015,2325124],[1637932,2330457],[1663651,2512268],[1666273,2138404],[1666614,2644605],[1667072,2138558],[1669487,2516077],[1676531,2649376],[1677786,2650300],[1680366,2357046],[1699648,2660674],[1703160,2177172],[1703385,2179309],[1703463,2179983],[1719871,2385438],[1722478,2394547],[1725037,2549381],[1726801,2549778],[1729904,2400435],[1751688,2405146],[1756816,2682868],[1758217,2565451],[1764671,2414955],[1783400,2240576],[1788528,2695226],[1789929,2582146],[1793115,2242585],[1793193,2243259],[1796383,2585734],[1801530,2440845],[1804493,2701948],[1823006,2600330],[1825969,2710867],[1828842,2279131],[1829759,2281568],[1837141,2716562],[1841581,2469425],[1845794,2469822],[1848288,2477845],[1850671,2615157],[1866521,2306992],[1875219,2727966],[1875541,2487001],[1880707,2628570],[1882471,2628967],[1906142,2337275],[1908749,2333682],[1911308,2643048],[1913072,2643445],[1916175,2339570],[1922241,2743818],[1923642,2518666],[1937959,2361705],[1943087,2751361],[1944488,2659118],[1950942,2373326],[1956089,2540140],[1959052,2758083],[1963324,2544887],[1986170,2398140],[1991138,2559755],[1994627,2681010],[1995351,2560152],[2000228,2683539],[2016078,2419614],[2020311,2423264],[2024524,2425951],[2027018,2422797],[2029401,2695897],[2039446,2585337],[2041210,2588024],[2053949,2785095],[2054271,2447685],[2056126,2602670],[2059437,2709310],[2061201,2709707],[2070370,2790574],[2071771,2606728],[2096445,2478312],[2100658,2480999],[2105283,2624076],[2108528,2728234],[2127807,2805040],[2128129,2499703],[2129984,2495645],[2132753,2503464],[2138525,2807724],[2150720,2646244],[2160567,2522559],[2164056,2749503],[2164780,2525246],[2165887,2660996],[2169657,2752032],[2179702,2662309],[2181466,2664996],[2204306,2552577],[2210078,2825640],[2229543,2568642],[2233032,2773894],[2233756,2571329],[2234863,2567329],[2242978,2693368],[2261886,2707696],[2263923,2591526],[2267168,2785363],[2268910,2711365],[2281890,2712506],[2294835,2612628],[2309394,2725318],[2325497,2626956],[2327534,2631766],[2330779,2805308],[2332521,2630625],[2335059,2738339],[2339892,2738607],[2357347,2750685],[2385811,2669846],[2387692,2670114],[2395924,2765159],[2400757,2765427],[2415256,2682192],[2423962,2776131],[2443833,2786247],[2470123,2719002],[2479010,2798256],[2495851,2729118],[2503672,2807001],[2545095,2760201],[2552785,2824917] ] cell #4901 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [976552],[1110265],[1209951],[1302092],[1335253],[1372323],[1405181],[1465563],[1498771],[1531629],[1546707],[1568699],[1622230],[1628321],[1660793],[1672139],[1694001],[1709079],[1749936],[1798672],[1801221],[1805223],[1814057],[1820148],[1831494],[1895693],[1907688],[1919212],[1923745],[1936207],[1953231],[1955780],[1987716],[2014326],[2022330],[2025734],[2036301],[2041485],[2055817],[2071874],[2098464],[2101868],[2129675],[2131397],[2133931],[2147838],[2162586],[2165990],[2181741],[2202950],[2205484],[2231562],[2234966],[2236452],[2239146],[2262567],[2265101],[2269185],[2302868],[2305562],[2316987],[2326178],[2328712],[2332796],[2334012],[2357581],[2358707],[2360275],[2387124],[2394877],[2406871],[2415490],[2416616],[2418184],[2444422],[2445024],[2466649],[2470910],[2476807],[2484200],[2488756],[2496440],[2497042],[2522889],[2537142],[2543848],[2546160],[2550866],[2557767],[2568972],[2583832],[2604067],[2610508],[2614118],[2616430],[2622335],[2644533],[2662639],[2668285],[2671347],[2694858],[2697170],[2720136],[2739840],[2777265] ] cell #4902 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1226210],[1366720],[1469857],[1563096],[1596382],[1632615],[1665087],[1724888],[1756497],[1788209],[1802966],[1824442],[1874900],[1880558],[1911159],[1921922],[1942768],[1957525],[1994478],[2039297],[2041676],[2045567],[2053630],[2059288],[2070051],[2127488],[2138206],[2148540],[2152579],[2163907],[2179553],[2181932],[2209759],[2232883],[2239848],[2242829],[2252121],[2256589],[2269376],[2283749],[2306264],[2309245],[2332987],[2334403],[2336451],[2348334],[2360977],[2363958],[2377718],[2395268],[2397316],[2418886],[2421867],[2423108],[2425220],[2444813],[2446861],[2450325],[2478156],[2480268],[2489458],[2496831],[2498879],[2502343],[2503331],[2522403],[2523280],[2524515],[2546551],[2552444],[2561734],[2568486],[2569363],[2570598],[2591393],[2591837],[2609368],[2612472],[2616821],[2622453],[2625790],[2631633],[2632077],[2651943],[2663030],[2668403],[2669981],[2673311],[2678425],[2686554],[2697561],[2712817],[2717843],[2720254],[2721832],[2726085],[2741804],[2755047],[2759352],[2761305],[2777383],[2778961],[2795144],[2808105],[2832750] ] cell #4903 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917484,1681567],[997512,1765872],[1084688,1855644],[1183783,1952143],[1206207,1972230],[1244043,2005201],[1276515,2034374],[1334934,2087192],[1368579,2114189],[1401437,2141659],[1417411,2155693],[1439273,2174630],[1492458,2215896],[1498452,2220290],[1531310,2245832],[1542963,2255114],[1564955,2272829],[1580929,2286863],[1621911,2314620],[1671820,2350601],[1674623,2352770],[1687688,2362567],[1693682,2366961],[1705335,2376243],[1711433,2381628],[1771993,2420476],[1784455,2428717],[1800902,2439538],[1813738,2448473],[1829659,2460022],[1831175,2461011],[1833978,2463180],[1867576,2483765],[1895374,2500491],[1906959,2507641],[1907369,2507842],[1939014,2528012],[1950935,2535948],[1955461,2538833],[1986987,2556754],[1987397,2556955],[2017133,2574095],[2018789,2574836],[2024517,2577867],[2055088,2595703],[2055498,2595904],[2067487,2603412],[2094923,2618037],[2100651,2621068],[2128946,2635943],[2129356,2636144],[2131240,2637191],[2136682,2639774],[2159045,2651808],[2164773,2654839],[2202793,2674633],[2208235,2677216],[2228021,2686419],[2233749,2689450],[2236678,2690990],[2262410,2703453],[2267852,2706036],[2294175,2719343],[2303094,2722940],[2326021,2732753],[2331463,2735336],[2357807,2747125],[2386967,2760567],[2415716,2771516],[2471136,2794614], [730158,1465554,1971826],[748055,1486337,2211698],[869374,1627233,2318566],[870414,1628312,2113785],[899587,1660784,2141255],[961285,1729081,2392245],[982131,1749927,2215492],[1029153,1798663,2254710],[1048104,1819060,2452419],[1049144,1820139,2272425],[1080674,1851851,2475931],[1102150,1871842,2311421],[1115844,1884751,2322360],[1147556,1915352,2512771],[1155940,1923736,2152418],[1156087,1923905,1924195],[1168402,1936198,2362163],[1184823,1953222,2375839],[1206995,1726266,2550421],[1228857,1747112,2402520],[1240029,2001408,2409133],[1253723,2014317,2420072],[1266639,2025725,2428313],[1272501,2030581,2582956],[1284220,2041476,2041743],[1286195,2043490,2588953],[1293977,2050572,2445274],[1307671,2063481,2456213],[1316055,2071865,2283588],[1316202,2072034,2072324],[1352685,2101859,2483361],[1369367,1881936,2490679],[1372848,1633354,2322764],[1380539,2124430,2497292],[1388268,2131388,2504053],[1402225,1912537,2644088],[1413397,2151900,2649554],[1424087,1933383,2523046],[1429397,2165981,2363797],[1429544,2166150,2166440],[1435259,2170837,2529659],[1446978,2181732,2181999],[1448953,2183746,2540598],[1472639,2201238,2551116],[1475074,2202941,2553166],[1503163,1760550,2412332],[1510893,2011502,2569129],[1516203,2234957,2421706],[1516350,2235126,2235416],[1517987,2236384,2575088],[1543751,2040675,2701431],[1546126,2257746,2702126],[1549061,2260499,2590386],[1551786,2262558,2444214],[1552901,2263377,2267751],[1560162,2269176,2269443],[1565743,2060666,2597704],[1569224,1825181,2456617],[1576915,2283070,2604317],[1598919,2298721,2615746],[1602906,2093060,2616587],[1604549,2302800,2618289],[1635397,2324466,2630305],[1637832,2326169,2496232],[1638947,2326988,2331362],[1646208,2332787,2333054],[1647766,2333959,2637411],[1667869,2347909,2644783],[1670304,2349612,2646833],[1675411,2153957,2745919],[1680359,2357513,2522076],[1681479,2358550,2362544],[1682290,2358698,2362696],[1698393,1946821,2532858],[1706123,2180931,2662796],[1708498,2378875,2758261],[1709604,1958264,2541002],[1711580,2186226,2381797],[1720688,2387115,2545476],[1725578,2197985,2672329],[1726794,2390678,2672581],[1730919,2393393,2401340],[1733087,2394824,2674853],[1759034,2411343,2684128],[1763021,2226158,2684969],[1764664,2415422,2568159],[1765784,2416459,2420453],[1766595,2416607,2420605],[1790746,2432574,2696486],[1794733,2251700,2697327],[1796376,2436653,2699029],[1801326,2257001,2781309],[1805748,2046306,2590790],[1807121,2444369,2591121],[1808172,2444956,2448367],[1808177,2445250,2448847],[1827224,2458319,2711045],[1830774,2282473,2460841],[1834766,2285127,2792675],[1835886,2074104,2607516],[1838035,2288166,2466640],[1845787,2470842,2611742],[1850664,2298573,2721005],[1852345,2474394,2721225],[1855556,2476650,2483742],[1856367,2476798,2483894],[1876358,2488678,2624665],[1881248,2321213,2730449],[1882464,2492241,2730701],[1886589,2118190,2494956],[1888757,2496387,2631361],[1889808,2496974,2500385],[1889813,2497268,2500865],[1911849,2344656,2740822],[1913065,2511204,2741074],[1917190,2340475,2513919],[1919358,2515350,2743346],[1924459,2156416,2650421],[1928446,2156826,2650622],[1930830,2522836,2525866],[1945305,2531869,2752621],[1949292,2372829,2753462],[1952055,2376220,2536985],[1952866,2376372,2537133],[1955885,2378130,2819556],[1960307,2186562,2667762],[1961811,2543524,2669154],[1967253,2546107,2669374],[1971802,2390972,2761900],[1972207,2392426,2550072],[1976407,2550798,2556849],[1976412,2551092,2557329],[1995168,2406797,2767919],[1995344,2561172,2680124],[2000221,2411195,2769581],[2001902,2564724,2769801],[2005113,2223904,2566980],[2005924,2235680,2567128],[2008949,2568919,2571949],[2029394,2432426,2778134],[2031075,2581419,2778354],[2034286,2428694,2583675],[2035097,2428846,2583823],[2039987,2253563,2698777],[2041203,2259291,2701808],[2045328,2443788,2590101],[2055922,2450737,2838411],[2059978,2455066,2787578],[2061194,2599266,2787830],[2065319,2276830,2601981],[2068538,2460905,2603999],[2068543,2461385,2604293],[2072588,2287586,2716683],[2076575,2287996,2716884],[2076924,2288420,2609780],[2078038,2610250,2718438],[2086055,2613794,2617680],[2087566,2475907,2615722],[2091497,2616377,2621615],[2103770,2622713,2727274],[2108521,2488530,2800448],[2109212,2625296,2727494],[2113761,2492535,2801781],[2114166,2318747,2629261],[2118366,2332514,2629987],[2118371,2322336,2630281],[2129780,2502755,2850987],[2141231,2511498,2808700],[2141636,2512952,2643739],[2145836,2507736,2644465],[2145841,2508216,2644759],[2150713,2349464,2743126],[2152394,2354906,2745709],[2155605,2521276,2650273],[2164597,2527323,2814719],[2166704,2175353,2660795],[2169650,2531721,2816381],[2171331,2658391,2816601],[2174542,2370575,2660647],[2178378,2537206,2662586],[2180243,2374692,2754912],[2181459,2380420,2757943],[2185584,2380244,2667073],[2187288,2543744,2668111],[2194776,2671089,2674358],[2195740,2550211,2672396],[2211136,2678632,2767014],[2211879,2215873,2560446],[2215468,2561466,2826737],[2219153,2415249,2682176],[2220664,2409109,2684104],[2224595,2421682,2684759],[2233573,2573406,2830720],[2243519,2428028,2776472],[2244695,2574479,2694534],[2246206,2582932,2696462],[2250137,2578414,2697117],[2254686,2436947,2780069],[2255091,2586028,2589134],[2259296,2590362,2702102],[2267161,2595555,2838054],[2268903,2277006,2710727],[2272401,2599560,2839387],[2272806,2452600,2710001],[2277011,2456189,2711021],[2281883,2459874,2789882],[2283564,2465316,2792465],[2286775,2464625,2716535],[2293208,2470116,2718986],[2295606,2614014,2719962],[2309935,2483076,2798597],[2310516,2484096,2726231],[2311397,2314994,2624641],[2318004,2496208,2729209],[2318968,2490469,2730516],[2330772,2635795,2850630],[2339885,2507493,2807367],[2341447,2636916,2739582],[2342411,2643878,2740889],[2350975,2646809,2649530],[2357340,2365824,2750669],[2362139,2655133,2856333],[2363773,2371266,2753252],[2367335,2529635,2752597],[2375815,2536242,2818316],[2380425,2540574,2758237],[2386224,2545452,2760292],[2400750,2556606,2825283],[2402310,2405340,2679939],[2408228,2567974,2768538],[2420048,2689744,2866000],[2423955,2427061,2776115],[2428289,2578161,2832220],[2429459,2694754,2777091],[2437911,2698844,2701221],[2444190,2451857,2786338],[2452821,2597494,2787645],[2470255,2611557,2794337],[2479003,2482109,2798240],[2483337,2621362,2846441],[2504029,2506750,2807092],[2521891,2528754,2815338],[2553142,2555863,2825008],[2574903,2577280,2831943],[2618104,2620481,2846164] ] cell #4904 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1373168],[1502676],[1569544],[1582340],[1625512],[1632471],[1697906],[1709924],[1711240],[1716214],[1753433],[1761193],[1806068],[1817339],[1824298],[1828529],[1835399],[1837654],[1842316],[1851893],[1871884],[1877578],[1884793],[1885398],[1902485],[1904789],[1927959],[1939704],[1947464],[1950422],[1950654],[1957381],[1963656],[1972936],[1982513],[1984817],[1991873],[2001450],[2003987],[2004119],[2021046],[2023014],[2023246],[2030623],[2036958],[2045423],[2050614],[2052918],[2056308],[2063523],[2064128],[2066577],[2066987],[2074747],[2077867],[2087900],[2097180],[2099148],[2099380],[2105615],[2112323],[2114895],[2117320],[2124472],[2126776],[2133085],[2134588],[2134842],[2135252],[2142365],[2148396],[2151942],[2154246],[2157469],[2161302],[2163270],[2163502],[2170879],[2173416],[2173548],[2176573],[2183788],[2184393],[2191695],[2194605],[2201280],[2204638],[2206141],[2206395],[2206805],[2210965],[2219003],[2220998],[2226447],[2230278],[2232246],[2232478],[2236507],[2236569],[2239704],[2239977],[2246540],[2252110],[2255820],[2257788],[2258020],[2260541],[2261146],[2264255],[2265758],[2266012],[2266422],[2270963],[2273535],[2275960],[2283112],[2285416],[2285649],[2285781],[2293058],[2298763],[2301723],[2302923],[2302985],[2306120],[2306393],[2317833],[2324508],[2324740],[2327866],[2329369],[2329623],[2330033],[2334113],[2336440],[2338366],[2341276],[2347951],[2349654],[2351309],[2353066],[2353476],[2355951],[2356083],[2357636],[2357698],[2360833],[2361106],[2365674],[2367669],[2373118],[2374377],[2376949],[2378917],[2379149],[2379374],[2386053],[2390801],[2390863],[2391138],[2393483],[2394978],[2397305],[2399231],[2407528],[2411385],[2413935],[2414345],[2415545],[2415607],[2418742],[2419015],[2423097],[2426911],[2427713],[2432616],[2435576],[2436474],[2436776],[2436838],[2437113],[2440246],[2442918],[2444523],[2445141],[2446850],[2451686],[2458361],[2458593],[2459724],[2461719],[2463476],[2463886],[2470965],[2471027],[2472336],[2474325],[2474548],[2478145],[2481959],[2482761],[2488720],[2489314],[2489855],[2492364],[2492426],[2492701],[2495046],[2496541],[2497159],[2498868],[2505645],[2506579],[2507343],[2511327],[2511389],[2511664],[2514009],[2515176],[2515281],[2515504],[2522392],[2522990],[2527008],[2531911],[2534461],[2534871],[2536071],[2536133],[2539541],[2544199],[2544614],[2546261],[2547266],[2550983],[2554758],[2555692],[2556456],[2561295],[2561357],[2561632],[2561723],[2562666],[2564655],[2564878],[2568475],[2569073],[2573091],[2576553],[2577990],[2578052],[2579361],[2581350],[2581573],[2584681],[2591826],[2593707],[2595405],[2596880],[2599389],[2599451],[2599726],[2602071],[2603566],[2604184],[2610654],[2611138],[2612461],[2614884],[2616531],[2619754],[2621191],[2621253],[2622442],[2623388],[2623803],[2625227],[2625450],[2626455],[2630172],[2632066],[2633947],[2635645],[2637866],[2638281],[2638365],[2639928],[2640933],[2644650],[2653525],[2654962],[2655024],[2656333],[2658322],[2658545],[2662740],[2668392],[2668737],[2671977],[2673300],[2675308],[2675723],[2675807],[2677370],[2678376],[2679036],[2679520],[2681695],[2683266],[2684913],[2688136],[2689573],[2689635],[2691394],[2691878],[2695624],[2697271],[2701993],[2704128],[2704543],[2704627],[2706190],[2707195],[2710912],[2712806],[2717794],[2720243],[2720588],[2723344],[2723828],[2726857],[2728804],[2730097],[2733428],[2733843],[2733927],[2735490],[2737230],[2740470],[2741793],[2744216],[2745863],[2747529],[2748013],[2751759],[2753406],[2758128],[2760907],[2761256],[2763203],[2764050],[2767998],[2769164],[2771920],[2772404],[2777372],[2777717],[2780957],[2783986],[2787226],[2790972],[2792619],[2794745],[2796699],[2799105],[2803931],[2808056],[2810003],[2810850],[2815964],[2819204],[2821574],[2823669],[2834305],[2841537],[2844477],[2853265],[2867249] ] cell #4905 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [911509],[1031539],[1061066],[1155651],[1170795],[1187209],[1190699],[1207954],[1256116],[1279725],[1297592],[1299387],[1314616],[1315766],[1320130],[1370326],[1384154],[1385949],[1397180],[1403184],[1427608],[1427873],[1429108],[1442483],[1445045],[1445310],[1450689],[1483986],[1493085],[1514414],[1514679],[1515914],[1525943],[1527399],[1527664],[1550560],[1557446],[1558114],[1566702],[1572621],[1575093],[1575761],[1612505],[1613961],[1614226],[1617050],[1633981],[1636606],[1643492],[1644160],[1649522],[1653829],[1656287],[1656955],[1679698],[1686758],[1688315],[1701361],[1704405],[1718422],[1734843],[1739150],[1741608],[1742276],[1744949],[1755689],[1764003],[1771063],[1772620],[1774962],[1776661],[1780522],[1783525],[1804332],[1806509],[1808877],[1813184],[1825808],[1827807],[1844136],[1854101],[1855141],[1858083],[1859782],[1863643],[1866646],[1874092],[1879773],[1888145],[1890513],[1894820],[1898832],[1899708],[1900405],[1904067],[1921114],[1925421],[1931220],[1935081],[1941960],[1958891],[1965014],[1965711],[1974756],[1975746],[1977112],[1978860],[1979736],[1980433],[1984095],[1993693],[2003658],[2006886],[2009339],[2013200],[2018499],[2032831],[2033871],[2038512],[2042373],[2047837],[2052196],[2058503],[2069243],[2073550],[2080957],[2089258],[2089955],[2091887],[2094633],[2106973],[2107670],[2116715],[2119071],[2119536],[2121695],[2126054],[2144185],[2145175],[2146541],[2149165],[2149862],[2153524],[2155190],[2158755],[2173087],[2176315],[2178768],[2182629],[2192596],[2196340],[2197695],[2214055],[2219263],[2222356],[2223053],[2224985],[2225725],[2227731],[2247898],[2248595],[2250527],[2253273],[2258630],[2259996],[2275355],[2277711],[2278176],[2280335],[2284694],[2293318],[2293885],[2315824],[2318123],[2319568],[2320923],[2339267],[2343011],[2344366],[2355296],[2365934],[2369027],[2369724],[2371656],[2372396],[2374402],[2381125],[2386343],[2400132],[2405940],[2406507],[2408239],[2427171],[2427738],[2438511],[2449677],[2451976],[2453421],[2454776],[2465706],[2470266],[2482219],[2482786],[2501695],[2506869],[2526466],[2527033],[2528765],[2537806],[2555982],[2572549],[2573116],[2577291],[2579014],[2620492],[2622215], [874892,1646744],[957377,1738228],[992441,1774076],[993109,1774341],[1053622,1560698],[1064348,1320276],[1079520,1863294],[1111936,1893898],[1115513,1897278],[1115671,1897946],[1143648,1652907],[1178712,1689771],[1179380,1690036],[1189301,1447514],[1190801,1451250],[1205277,1982898],[1232378,1997315],[1235404,2007640],[1238875,2012851],[1242577,2016203],[1271347,1780173],[1282287,1539790],[1284756,1288753],[1303763,1812262],[1307340,1815642],[1307498,1816310],[1317981,1578061],[1318649,1578326],[1319728,1581614],[1325252,2081833],[1331566,2093639],[1361738,2111084],[1364835,2120819],[1367649,2124857],[1400507,1902870],[1412243,1669194],[1414543,1418347],[1414808,1419015],[1430634,1929521],[1434105,1934732],[1437807,1938084],[1441871,1701837],[1448622,1706676],[1448780,1707344],[1454706,2189938],[1456027,2190932],[1466908,2198571],[1488770,2214931],[1491528,2217035],[1495084,2226737],[1521628,2019375],[1524211,1780998],[1527942,2017505],[1542033,1795258],[1544304,1548730],[1544972,1548888],[1561211,2046961],[1564025,2050999],[1572290,1827963],[1579463,1833048],[1586564,2292180],[1597309,2299250],[1608190,2095509],[1610773,1864119],[1614682,2310231],[1617464,2313166],[1618785,2314160],[1629666,2321799],[1633369,2494099],[1649936,2130923],[1651257,2131917],[1653498,1904223],[1662138,2345242],[1668452,1918395],[1668608,1668964],[1673693,1678149],[1684000,2159631],[1686583,1935557],[1690314,2157761],[1701591,1950118],[1714134,2383397],[1725833,2391398],[1735257,2202476],[1736578,2203470],[1738819,1984251],[1746679,2404802],[1757424,2411872],[1760771,2413536],[1768305,2228607],[1770888,2013676],[1778391,2237104],[1779431,2021513],[1779587,1779943],[1780752,2022710],[1789136,2433103],[1795559,1795875],[1800017,2254149],[1802600,2042849],[1809291,2262093],[1810612,2263087],[1812853,2052352],[1821493,2455652],[1825196,2601124],[1849813,2473080],[1856998,2300914],[1861512,2303520],[1862552,2097647],[1862708,1863064],[1863873,2098844],[1881503,2492961],[1884943,2494666],[1887582,2120012],[1890927,2325704],[1892248,2326698],[1894489,2126210],[1903171,1903487],[1912104,2511924],[1922849,2350141],[1925090,2153680],[1932950,2358233],[1933990,2161769],[1934146,1934502],[1935311,2162966],[1943695,2532398],[1947042,2534062],[1954576,2375278],[1957159,2183105],[1958279,2666216],[1968383,2386650],[1972410,2392536],[1977807,2393103],[1983199,1983515],[2006555,2225881],[2011069,2416142],[2012109,2230745],[2012265,2012621],[2013430,2231942],[2028543,2580105],[2035728,2434767],[2040242,2437373],[2042603,2257484],[2046321,2702955],[2051300,2051616],[2060233,2599986],[2063673,2601691],[2066312,2278652],[2070978,2460551],[2073219,2284850],[2074325,2608720],[2078157,2468156],[2087763,2476026],[2092627,2476333],[2110342,2316170],[2110498,2110854],[2114369,2318857],[2119766,2324204],[2125158,2125474],[2141839,2513062],[2147236,2513629],[2157047,2520658],[2175984,2372552],[2180498,2536668],[2182859,2378613],[2183938,2666783],[2187299,2543755],[2194895,2548112],[2195751,2550222],[2211255,2401643],[2211989,2216076],[2217336,2217652],[2220861,2409228],[2246403,2583051],[2251267,2583358],[2255294,2589244],[2260691,2589811],[2273009,2452710],[2278406,2458057],[2295617,2614025],[2310527,2484107],[2311516,2315191],[2318979,2490480],[2341566,2641779],[2342422,2643889],[2351172,2649649],[2367532,2529754],[2402321,2405351],[2429470,2694765],[2437922,2701232],[2452832,2597505] ] cell #4906 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117470],[1206177],[1243941],[1244651],[1287821],[1309297],[1320400],[1335387],[1368549],[1373264],[1373421],[1401407],[1417309],[1418019],[1439171],[1439881],[1450579],[1451408],[1465253],[1492428],[1495453],[1498905],[1503674],[1531763],[1542933],[1547648],[1547805],[1564925],[1569640],[1569797],[1580827],[1581537],[1581701],[1586933],[1592984],[1622364],[1625387],[1628011],[1660483],[1668821],[1672273],[1677042],[1690683],[1694135],[1698904],[1701998],[1710020],[1710177],[1714842],[1716089],[1726202],[1747048],[1749626],[1753099],[1778760],[1779800],[1781159],[1784811],[1795738],[1798362],[1817214],[1819838],[1828176],[1836397],[1841982],[1851768],[1861881],[1862921],[1864280],[1868069],[1870512],[1871759],[1881872],[1885350],[1901113],[1902360],[1903350],[1904436],[1912473],[1918524],[1933319],[1934359],[1935718],[1939370],[1950297],[1962326],[1972602],[1981141],[1982388],[1983378],[1984464],[1991539],[2001325],[2004441],[2011438],[2012478],[2013837],[2020712],[2021642],[2022889],[2030498],[2040611],[2043010],[2049242],[2050489],[2051479],[2052565],[2060602],[2064080],[2086570],[2092996],[2096846],[2097776],[2099023],[2110711],[2114561],[2117728],[2120173],[2123100],[2124347],[2125337],[2126423],[2142031],[2151817],[2153893],[2160968],[2161898],[2163145],[2170754],[2173870],[2180867],[2183266],[2184345],[2193071],[2197203],[2201155],[2213563],[2217515],[2226094],[2229944],[2230874],[2232121],[2245210],[2251636],[2255486],[2257663],[2261098],[2273201],[2276368],[2278813],[2282987],[2285063],[2286103],[2289521],[2297995],[2301389],[2312905],[2316299],[2320431],[2324383],[2343874],[2347826],[2356405],[2372765],[2376615],[2378792],[2379782],[2382797],[2388739],[2389964],[2402143],[2403368],[2410617],[2431848],[2435242],[2439374],[2443326],[2454284],[2458236],[2472480],[2484360],[2491527],[2509265],[2510490],[2517739],[2531143],[2579505],[2586672],[2598552], [499466,1156371],[533231,1467837],[590481,1284471],[612088,1316486],[654360,1630595],[679902,1663067],[689628,1413849],[701160,1429828],[713709,1447229],[753093,1751104],[772713,1516634],[795285,1540204],[803515,1558513],[809297,1560413],[813000,1822422],[822726,1577367],[859659,1870141],[874412,1885928],[879649,1644559],[885431,1646459],[917382,1687658],[918092,1687801],[922522,1937375],[924035,1689077],[937244,1702576],[942142,1451186],[962911,1742675],[976737,1990018],[987797,1999707],[997410,1771963],[998120,1772106],[1002550,2015494],[1004063,1773382],[1014810,1782816],[1036309,1806846],[1037575,1813407],[1037732,1814191],[1038389,2048871],[1053142,2064658],[1058379,1576160],[1064161,1582141],[1084089,2091222],[1084586,1867546],[1085296,1867689],[1096446,1865937],[1110450,2113040],[1119430,1888482],[1120696,1895043],[1120853,1895827],[1121510,2122729],[1131892,1900742],[1149182,1657354],[1160611,1929337],[1162604,1935897],[1163008,2159447],[1174068,2169136],[1183681,1705305],[1184391,1705448],[1188821,2184923],[1190334,1711136],[1198550,1966048],[1210136,2199249],[1210892,1987066],[1211049,1987850],[1211706,2200467],[1216197,1980770],[1245932,2007456],[1247925,2014016],[1248329,2228423],[1258727,2019191],[1275916,2249862],[1276413,1784425],[1277123,1784568],[1288273,2044667],[1288947,2046799],[1302277,2271680],[1311257,1828425],[1312523,1830844],[1312680,1831628],[1313337,2281369],[1327126,2081649],[1331935,2093887],[1338930,2090292],[1340156,2101558],[1340560,2300730],[1344773,2095325],[1360922,2108007],[1374078,2323695],[1375509,2120657],[1388494,2131755],[1393780,1904685],[1405366,2345920],[1406122,1907038],[1406279,1907822],[1406936,2347138],[1411427,2150199],[1416812,2354631],[1441162,1950025],[1443155,1952921],[1443559,2375094],[1455075,2190186],[1457863,2190770],[1462629,2202012],[1466153,2389859],[1468782,2198387],[1475300,2203308],[1480586,1984713],[1490644,2214747],[1502448,2223390],[1504078,2413352],[1523502,2022617],[1528311,2017753],[1535306,2248932],[1536532,2025424],[1536936,2434583],[1541149,2253965],[1546892,2441420],[1548462,2442638],[1557298,2052814],[1570454,2457548],[1571885,2066653],[1585847,2291716],[1596357,2298504],[1599145,2299088],[1610064,2098751],[1617833,2313414],[1620621,2313998],[1628911,2491422],[1631540,2321615],[1643344,2126672],[1650305,2131171],[1653093,2134918],[1657859,2130459],[1661383,2510385],[1664012,2345058],[1670530,2349979],[1675816,2154142],[1677446,2520474],[1685874,2162873],[1697678,2370061],[1699308,2533878],[1710834,2541933],[1725116,2390934],[1735626,2202724],[1738414,2206471],[1745962,2404338],[1750526,2560985],[1756472,2411126],[1759260,2411710],[1763426,2226343],[1770179,2231849],[1777674,2236640],[1788184,2432357],[1790972,2432941],[1799262,2586567],[1801891,2257391],[1809660,2262341],[1812448,2266088],[1820738,2598447],[1823367,2455468],[1835171,2285312],[1836801,2608536],[1860795,2303056],[1874875,2488461],[1880786,2492497],[1886873,2324111],[1891296,2325952],[1894084,2329699],[1911387,2511460],[1921897,2349395],[1924685,2353142],[1932233,2357769],[1936797,2654652],[1942743,2531652],[1945531,2532236],[1949697,2373014],[1953821,2663539],[1956450,2378520],[1968752,2386898],[1994706,2561428],[1998093,2408628],[2006150,2414011],[2010352,2415678],[2014916,2689263],[2026324,2694045],[2039525,2436909],[2053605,2595486],[2059516,2599522],[2065603,2457964],[2070026,2459805],[2072814,2463552],[2080465,2470655],[2084417,2471098],[2102458,2725995],[2111804,2490302],[2127463,2635726],[2138181,2507424],[2164135,2655095],[2167522,2529154],[2175579,2534537],[2179781,2536204],[2189677,2545940],[2209734,2556537],[2218034,2562810],[2233111,2689706],[2239105,2577680],[2243057,2578123],[2270444,2597327],[2290746,2612020],[2305521,2620881],[2309473,2621324],[2336348,2639607],[2364705,2656477],[2397213,2677049],[2424599,2692760],[2479647,2724710] ] cell #4907 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473091],[560713],[606944],[614252],[651590],[657367],[707384],[715262],[715915],[721319],[755816],[800404],[810230],[816007],[819020],[824122],[825475],[830995],[841584],[861575],[866888],[890748],[893085],[914254],[925245],[934474],[934742],[940251],[946934],[958278],[968867],[971204],[979124],[989713],[993040],[1009725],[1011930],[1012198],[1020314],[1026384],[1034508],[1040305],[1042642],[1045618],[1055404],[1055865],[1065882],[1080017],[1091361],[1093566],[1093834],[1101493],[1112837],[1116082],[1116350],[1123426],[1125763],[1133205],[1135068],[1135448],[1135909],[1144549],[1150916],[1155138],[1157475],[1165395],[1167600],[1167868],[1175984],[1179311],[1181297],[1203375],[1212543],[1217510],[1219373],[1219753],[1220214],[1225237],[1239372],[1242694],[1243155],[1245578],[1250716],[1252921],[1253189],[1257709],[1257878],[1262628],[1263047],[1271844],[1278242],[1283188],[1285393],[1285661],[1293320],[1295183],[1295563],[1296024],[1304664],[1307909],[1308177],[1315253],[1317590],[1318580],[1335662],[1341841],[1343755],[1343924],[1348674],[1349093],[1365024],[1365747],[1372191],[1374915],[1375183],[1379882],[1381745],[1382125],[1382586],[1387685],[1391731],[1398605],[1407773],[1412740],[1414983],[1415444],[1418946],[1420467],[1420636],[1425386],[1425805],[1434602],[1437924],[1438385],[1440808],[1445946],[1448151],[1448419],[1449191],[1449459],[1456216],[1459124],[1466254],[1467764],[1467933],[1471982],[1474491],[1478537],[1494601],[1495488],[1499180],[1504898],[1505359],[1507273],[1507442],[1512192],[1512611],[1518205],[1532038],[1538217],[1540131],[1540300],[1545469],[1549299],[1549567],[1551203],[1552336],[1555249],[1561400],[1562123],[1568567],[1571291],[1571559],[1576258],[1578501],[1578962],[1579580],[1580041],[1586968],[1590916],[1591085],[1593540],[1595796],[1598336],[1604767],[1622639],[1624561],[1625711],[1629012],[1630522],[1630691],[1634740],[1637249],[1638382],[1641295],[1651446],[1654354],[1661484],[1662994],[1663163],[1667212],[1669721],[1672548],[1678266],[1678727],[1680577],[1681707],[1690718],[1694410],[1700128],[1700589],[1701780],[1702503],[1702672],[1707841],[1708947],[1715398],[1716413],[1720105],[1722016],[1730354],[1736767],[1739675],[1750627],[1751031],[1751200],[1751887],[1753655],[1755911],[1758451],[1764882],[1766012],[1778795],[1780941],[1782743],[1782912],[1785367],[1787623],[1790163],[1796062],[1799363],[1805091],[1808390],[1817538],[1820839],[1822349],[1822518],[1826567],[1828211],[1829076],[1830209],[1841119],[1842538],[1846005],[1852092],[1855784],[1861916],[1864062],[1865864],[1866033],[1868365],[1871068],[1872083],[1874314],[1875775],[1877686],[1886024],[1890026],[1901669],[1902684],[1903674],[1904471],[1906376],[1908287],[1916625],[1919080],[1921336],[1935500],[1937302],[1937471],[1939926],[1942182],[1944722],[1952283],[1962622],[1963764],[1973158],[1976625],[1981697],[1982712],[1983702],[1984499],[1986404],[1988431],[1990676],[1992095],[2001649],[2005341],[2013619],[2015421],[2015590],[2019849],[2021268],[2022198],[2030822],[2034514],[2036425],[2044763],[2049798],[2050813],[2051803],[2052600],[2054505],[2056416],[2064754],[2068756],[2078563],[2086866],[2088008],[2095983],[2097402],[2098332],[2105723],[2115117],[2123656],[2124671],[2125661],[2126458],[2128363],[2133193],[2134055],[2142587],[2146054],[2152141],[2155833],[2160105],[2161524],[2162454],[2171078],[2174770],[2185019],[2193627],[2195301],[2201479],[2204746],[2205608],[2217839],[2221106],[2229081],[2230500],[2231430],[2245506],[2246648],[2256042],[2264363],[2265225],[2273757],[2283311],[2287003],[2294373],[2301945],[2316855],[2327974],[2328836],[2341972],[2348150],[2351417],[2367777],[2377171],[2383069],[2393591],[2406995],[2435798],[2461827],[2472752],[2484632],[2514117],[2579777] ] cell #4908 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1031584],[1156320],[1187254],[1283782],[1299432],[1316435],[1320175],[1337225],[1385994],[1409722],[1427918],[1429777],[1445355],[1446540],[1451135],[1500743],[1514724],[1516583],[1527709],[1533601],[1558185],[1558462],[1559724],[1573240],[1575832],[1576109],[1581674],[1614271],[1623082],[1644231],[1644508],[1645770],[1655554],[1657026],[1657303],[1680021],[1686784],[1687441],[1695973],[1701971],[1704431],[1705088],[1740875],[1742347],[1742624],[1745272],[1761721],[1764326],[1771089],[1771746],[1776984],[1781132],[1783551],[1784208],[1806535],[1813382],[1814909],[1827833],[1830819],[1844459],[1860105],[1864253],[1866672],[1867329],[1869830],[1880096],[1888171],[1895018],[1896545],[1898858],[1900431],[1904093],[1907013],[1927146],[1929312],[1931543],[1935691],[1947992],[1950000],[1965737],[1975079],[1976069],[1978886],[1980459],[1984121],[1987041],[1994016],[1999396],[2007431],[2009662],[2013810],[2017728],[2018525],[2019166],[2022592],[2038835],[2042983],[2048560],[2052222],[2058826],[2075275],[2080983],[2081624],[2089981],[2090911],[2092210],[2093862],[2094659],[2095300],[2098726],[2107696],[2117038],[2120146],[2122418],[2126080],[2131146],[2144508],[2145498],[2149888],[2153550],[2158781],[2162848],[2168825],[2179091],[2183239],[2190161],[2197721],[2198362],[2200156],[2202699],[2214081],[2214722],[2223079],[2225308],[2225751],[2227757],[2231824],[2248621],[2249551],[2250850],[2253299],[2253940],[2257366],[2258953],[2262316],[2275678],[2278786],[2281058],[2284720],[2293911],[2297264],[2298479],[2313389],[2318149],[2320949],[2321590],[2323384],[2324086],[2325927],[2344392],[2345033],[2346827],[2349370],[2354320],[2355619],[2369750],[2371979],[2372422],[2374428],[2378495],[2386369],[2386873],[2406533],[2408603],[2409886],[2411101],[2427764],[2431117],[2432332],[2442327],[2452002],[2454802],[2455443],[2457237],[2457939],[2459780],[2466029],[2470630],[2482812],[2487932],[2488436],[2489985],[2506895],[2507399],[2517008],[2527059],[2529129],[2530412],[2531627],[2541622],[2545623],[2556008],[2556512],[2573142],[2577655],[2594957],[2595461],[2597010],[2605070],[2620856],[2635197],[2635701],[2639290],[2640800],[2676732],[2678242], [993131,1774386],[1079591,1863365],[1115742,1898017],[1116452,1898294],[1179402,1690081],[1190823,1451295],[1205960,1983795],[1238946,2012922],[1242630,2016229],[1242787,2016886],[1271418,1780244],[1307569,1816381],[1308279,1816658],[1318671,1578371],[1320288,1582265],[1334578,2097609],[1361809,2111155],[1364888,2120845],[1368332,2125754],[1372104,2129000],[1401190,1903767],[1412314,1669265],[1414853,1419037],[1434176,1934803],[1437860,1938110],[1438017,1938767],[1448851,1707415],[1449561,1707692],[1450707,1711075],[1456080,2190958],[1462332,2201811],[1492211,2217932],[1495331,2226960],[1498096,2230707],[1530954,2021475],[1542716,1796155],[1545043,1548959],[1545320,1549669],[1561264,2046987],[1564708,2051896],[1568480,2055142],[1572639,1828292],[1579516,1833074],[1579673,1833731],[1585550,2291515],[1586811,2292403],[1597362,2299276],[1618838,2314186],[1621555,2316132],[1625090,2325039],[1651310,2131943],[1653847,1904552],[1657562,2130258],[1671464,1918357],[1673719,1678202],[1674376,1678359],[1690561,2157984],[1693326,2161731],[1701644,1950144],[1708860,1955105],[1715792,2385353],[1726080,2391621],[1736631,2203496],[1739168,1984580],[1743041,2401571],[1745665,2404137],[1746926,2405025],[1757477,2411898],[1761120,2566382],[1777377,2236439],[1778638,2237327],[1780805,2022736],[1789189,2433129],[1795441,2036288],[1795585,1795928],[1800546,1805004],[1810665,2263113],[1813202,2052681],[1816917,2261428],[1828054,2066757],[1840436,2468084],[1851471,2475036],[1860498,2302855],[1861759,2303743],[1863926,2098870],[1871462,2486916],[1881750,2493184],[1884996,2494692],[1892301,2326724],[1894838,2126539],[1902063,2334601],[1903053,2133918],[1903197,1903540],[1904314,2135022],[1912351,2512147],[1918628,1918925],[1922902,2350167],[1925439,2154009],[1931936,2357568],[1933197,2358456],[1935364,2162992],[1943748,2532424],[1947391,2660049],[1971056,2548040],[1977860,2393129],[1982091,2395466],[1983081,2205471],[1983225,1983568],[1984342,2206575],[2001028,2565366],[2004319,2566886],[2006904,2226210],[2010055,2415477],[2011316,2416365],[2013483,2231968],[2021746,2022043],[2030201,2582061],[2040489,2437596],[2042656,2257510],[2050192,2445011],[2051182,2265088],[2051326,2051669],[2052443,2266192],[2060480,2600209],[2063726,2601717],[2071031,2460577],[2073568,2285179],[2074674,2715937],[2084120,2470897],[2087816,2476052],[2092874,2476556],[2097880,2098177],[2119819,2324230],[2124050,2497029],[2125040,2328699],[2125184,2125527],[2126301,2329803],[2140485,2641707],[2147289,2513655],[2151520,2515992],[2153771,2353246],[2157396,2746735],[2162002,2162299],[2170457,2659033],[2173748,2660553],[2176333,2372881],[2180745,2536891],[2182912,2378639],[2183991,2666809],[2187663,2543835],[2196363,2550586],[2200858,2550853],[2217218,2406858],[2217362,2217705],[2220914,2409254],[2225972,2414115],[2230978,2231275],[2246456,2583077],[2251514,2583581],[2260744,2589837],[2278459,2458083],[2282690,2604054],[2284941,2463656],[2285981,2716441],[2289204,2610448],[2295981,2614105],[2296743,2615893],[2310891,2484187],[2311542,2315244],[2316403,2316700],[2319591,2490844],[2343034,2644253],[2347529,2644520],[2351225,2649675],[2356283,2650179],[2367585,2529780],[2372643,2534641],[2388422,2671287],[2401826,2557707],[2402685,2405963],[2409365,2563211],[2429834,2694845],[2430596,2696633],[2438534,2701596],[2453444,2597869],[2484761,2487411],[2508948,2739780],[2516487,2745225],[2529891,2656878] ] cell #4909 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [994068],[1079864],[1117116],[1117445],[1159493],[1180339],[1190903],[1206248],[1239219],[1243706],[1244222],[1271691],[1287467],[1287796],[1308943],[1309272],[1319608],[1320375],[1334590],[1362082],[1364955],[1368620],[1373222],[1401478],[1412587],[1417074],[1417590],[1434449],[1438936],[1439452],[1450225],[1450554],[1450641],[1456147],[1462344],[1492499],[1495411],[1498108],[1530966],[1539339],[1543004],[1547606],[1561331],[1564996],[1569598],[1572499],[1580592],[1581108],[1585562],[1586891],[1597429],[1618905],[1621567],[1625102],[1651377],[1652456],[1653707],[1657574],[1668779],[1671476],[1690641],[1693338],[1701711],[1709978],[1715804],[1726160],[1736698],[1737777],[1739028],[1743053],[1745677],[1747006],[1757544],[1777389],[1778718],[1779758],[1780872],[1789256],[1795453],[1810732],[1811811],[1813062],[1816929],[1828134],[1840448],[1851483],[1860510],[1861839],[1862879],[1863993],[1871474],[1881830],[1885063],[1892368],[1893447],[1894698],[1902075],[1903065],[1904394],[1912431],[1922969],[1925299],[1931948],[1933277],[1934317],[1935431],[1943815],[1971068],[1977927],[1982103],[1983093],[1984422],[1996864],[2001040],[2004399],[2004650],[2006764],[2010067],[2011396],[2012436],[2013550],[2030213],[2040569],[2042723],[2050204],[2051194],[2052523],[2060560],[2063793],[2071098],[2073428],[2084132],[2088673],[2092954],[2106388],[2110669],[2119886],[2124062],[2125052],[2126381],[2140497],[2147356],[2151532],[2153851],[2170469],[2173828],[2174079],[2176193],[2180825],[2182979],[2184058],[2187675],[2197161],[2200870],[2213521],[2217230],[2221771],[2226052],[2247313],[2251594],[2260811],[2278526],[2282702],[2285021],[2286061],[2286312],[2289310],[2295993],[2297413],[2310903],[2312323],[2320389],[2343832],[2347541],[2352082],[2356363],[2356614],[2368442],[2372723],[2388528],[2401932],[2410035],[2429846],[2431266],[2439332],[2454242],[2509054],[2517157],[2530561], [417205,1031589],[499441,1156318],[518768,1187259],[590164,1283710],[600713,1299437],[612063,1316433],[629532,1609119],[667129,1385999],[686465,1408595],[695817,1427923],[701135,1429775],[713392,1446468],[760702,1769234],[767370,1514729],[772688,1516581],[788172,1522557],[803161,1558458],[803490,1558460],[808980,1559652],[819563,1572113],[825769,1320180],[845939,1614276],[865445,1876812],[879295,1644504],[879624,1644506],[885114,1645698],[894618,1653321],[915856,1679879],[917147,1686779],[917663,1687729],[930131,1684929],[936799,1445360],[942117,1451133],[962557,1742620],[962886,1742622],[972737,1738642],[977278,1990380],[993583,2006378],[995884,1764184],[997175,1771084],[997691,1772034],[1007879,1776842],[1024669,1527714],[1035549,1806530],[1037533,1813394],[1044175,1812676],[1058025,1576105],[1058354,1576107],[1063844,1581600],[1072078,1844317],[1084351,1866667],[1084867,1867617],[1089515,1859963],[1099420,2104087],[1110991,2113402],[1118670,1888166],[1120654,1895030],[1127296,1894312],[1131132,1900426],[1148828,1657299],[1149157,1657301],[1159008,1924913],[1160569,1929324],[1163549,1931401],[1179854,2175807],[1182155,1701823],[1183446,1704426],[1183962,1705376],[1197790,1965732],[1202583,1978881],[1209571,1974937],[1210677,2199611],[1210850,1987053],[1215437,1980454],[1231433,1993874],[1237299,2219470],[1245890,2007443],[1248870,2009520],[1258685,2019178],[1263905,1780984],[1276178,1783546],[1276694,1784496],[1281342,2038693],[1291247,2048555],[1302818,2272042],[1310497,1827828],[1312481,1830831],[1319123,2073042],[1324210,2080978],[1327084,2081636],[1331893,2093874],[1338170,2089976],[1339290,2299678],[1341101,2092068],[1344731,2095312],[1349951,1864105],[1360162,2107691],[1371943,2116896],[1377809,2122413],[1393020,1904088],[1397813,1898853],[1404801,2144366],[1405907,2346282],[1406080,1907025],[1410667,2149883],[1426663,1935543],[1432529,2366141],[1441120,1950012],[1444100,2178949],[1455033,2190173],[1465866,2197716],[1468740,2198374],[1471029,2200151],[1479826,1984116],[1487728,2214076],[1490602,2214734],[1501688,2223074],[1504619,2225166],[1513469,2013662],[1520586,2018520],[1523460,2022604],[1528269,2017740],[1534546,2248616],[1535666,2433531],[1537477,2250708],[1541107,2253952],[1546327,2042835],[1547433,2441782],[1556538,2052217],[1568319,2275536],[1574185,2281053],[1596315,2298491],[1596566,2297259],[1607148,2094654],[1610022,2098738],[1617791,2313401],[1628624,2320944],[1631498,2321602],[1633787,2323379],[1635598,2119998],[1642584,2126075],[1650263,2131158],[1661096,2344387],[1663970,2345045],[1666259,2346822],[1675056,2153545],[1676176,2519422],[1677987,2355477],[1682958,2158776],[1685832,2162860],[1696918,2369745],[1699849,2371837],[1708699,2183091],[1735584,2202711],[1750239,2406528],[1756430,2411113],[1756681,2409881],[1762666,2225746],[1767263,2227752],[1770137,2231836],[1788142,2432344],[1788393,2431112],[1798975,2253294],[1801849,2257378],[1804138,2442322],[1809618,2262328],[1820451,2454797],[1823325,2455455],[1825614,2457232],[1827425,2278638],[1834411,2284715],[1837342,2465887],[1847307,2293906],[1874833,2488448],[1875084,2487927],[1878351,2318144],[1886831,2324098],[1891254,2325939],[1921855,2349382],[1922106,2517003],[1936510,2527054],[1942701,2531639],[1942952,2530407],[1948937,2372417],[1953534,2374423],[1956408,2378507],[1958697,2541617],[1964429,2386364],[1968710,2386885],[1998051,2408615],[2014629,2573137],[2026037,2427759],[2053563,2595473],[2053814,2594952],[2057081,2451997],[2065561,2457951],[2069984,2459792],[2070235,2605065],[2080423,2470642],[2102171,2482807],[2111222,2490091],[2127421,2635713],[2127672,2635192],[2133858,2506890],[2138139,2507411],[2138390,2640795],[2167480,2529141],[2189095,2545729],[2205411,2556003],[2209692,2556524],[2209943,2678237],[2239063,2577667],[2269862,2597116],[2305479,2620868],[2335766,2639396],[2396631,2676838] ] cell #4910 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1156367],[1284473],[1316482],[1413857],[1429824],[1447231],[1451182],[1467845],[1516630],[1540212],[1558509],[1560415],[1576156],[1577375],[1582143],[1630603],[1644555],[1646461],[1657350],[1663075],[1687513],[1687803],[1689085],[1702584],[1705160],[1705450],[1711141],[1742671],[1751112],[1771818],[1772108],[1773390],[1782824],[1784280],[1784570],[1806854],[1813412],[1814043],[1822430],[1828430],[1830849],[1831480],[1865945],[1867401],[1867691],[1870149],[1885936],[1888490],[1895048],[1895679],[1900750],[1904690],[1907043],[1907674],[1929342],[1935893],[1937383],[1950030],[1952917],[1966056],[1980778],[1984718],[1987071],[1987702],[1990023],[1999715],[2007461],[2014012],[2015502],[2017758],[2019196],[2022622],[2025420],[2044675],[2046795],[2048879],[2052819],[2064666],[2066649],[2081654],[2090300],[2091230],[2093892],[2095330],[2098756],[2101554],[2108015],[2113045],[2120653],[2122737],[2126677],[2130455],[2131176],[2131751],[2134914],[2150207],[2154147],[2159452],[2162878],[2169144],[2184931],[2190191],[2190766],[2198392],[2199254],[2200475],[2202008],[2202729],[2203304],[2206467],[2214752],[2223398],[2226348],[2228428],[2231854],[2236636],[2248940],[2249870],[2253970],[2257396],[2262346],[2266084],[2271685],[2281377],[2285317],[2291712],[2298509],[2299084],[2300735],[2303052],[2313419],[2313994],[2321620],[2323703],[2324116],[2325957],[2329695],[2345063],[2345925],[2347146],[2349400],[2349975],[2353138],[2354639],[2357765],[2370069],[2373019],[2375099],[2378525],[2386903],[2389864],[2390930],[2404334],[2408633],[2411131],[2411706],[2413357],[2414007],[2415674],[2432362],[2432937],[2434588],[2436905],[2441425],[2442646],[2455473],[2457556],[2457969],[2459810],[2463548],[2470660],[2471094],[2488466],[2490298],[2491427],[2492493],[2507429],[2510390],[2511456],[2520479],[2529159],[2531657],[2532232],[2533883],[2534533],[2536200],[2541941],[2545936],[2556542],[2560990],[2561424],[2562791],[2577685],[2578119],[2586572],[2595491],[2597323],[2598452],[2599518],[2608541],[2612001],[2620886],[2621320],[2635731],[2639603],[2654657],[2655091],[2656458],[2663544],[2677045],[2689268],[2689702],[2692741],[2694050],[2724691],[2726000], 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] cell #4911 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [393672],[472525],[514198],[520605],[555337],[560660],[606378],[613416],[613936],[619186],[651537],[692849],[702008],[707331],[709965],[714696],[715837],[721266],[731419],[750356],[755328],[777826],[779936],[799838],[810177],[818746],[818887],[824069],[830507],[841531],[851684],[853794],[861522],[871675],[890695],[892811],[892952],[900848],[906561],[914201],[919785],[921895],[924757],[933962],[934421],[943841],[957790],[968814],[970930],[971071],[978636],[989660],[992766],[999813],[1001923],[1009237],[1011057],[1011418],[1011877],[1020261],[1026331],[1030414],[1032524],[1040252],[1042368],[1042509],[1050405],[1055377],[1076924],[1085949],[1090873],[1092693],[1093054],[1093513],[1098400],[1112349],[1116029],[1116209],[1118225],[1123373],[1125489],[1125630],[1130112],[1130277],[1135015],[1135421],[1144061],[1150220],[1155085],[1157201],[1157342],[1164907],[1166727],[1167088],[1167547],[1175931],[1179037],[1186084],[1188194],[1206369],[1212490],[1214417],[1214582],[1219320],[1219726],[1236279],[1242667],[1243293],[1245304],[1245445],[1250228],[1252048],[1252409],[1252868],[1257851],[1261932],[1268751],[1277776],[1282700],[1284881],[1285340],[1290227],[1290392],[1295130],[1295536],[1304176],[1307856],[1308036],[1310052],[1315200],[1317316],[1317457],[1318306],[1328353],[1335609],[1337150],[1337315],[1341353],[1343897],[1347978],[1364086],[1364997],[1368741],[1372199],[1374403],[1374862],[1376789],[1376954],[1381692],[1382098],[1387625],[1401599],[1407720],[1409647],[1409812],[1414956],[1418672],[1420609],[1421757],[1424690],[1431509],[1437897],[1438523],[1440534],[1440675],[1445458],[1447639],[1448098],[1449138],[1449318],[1456189],[1460249],[1460414],[1462926],[1465277],[1467906],[1474431],[1492620],[1494548],[1495496],[1495725],[1499127],[1500668],[1500833],[1504871],[1507415],[1508563],[1511496],[1524729],[1531985],[1533526],[1533691],[1537729],[1540273],[1543125],[1549246],[1549426],[1551143],[1552309],[1561373],[1565117],[1568575],[1570779],[1571238],[1573165],[1573330],[1578474],[1579553],[1580179],[1586144],[1586976],[1587205],[1591058],[1593008],[1601696],[1611291],[1622586],[1623007],[1623172],[1623865],[1625684],[1628035],[1630664],[1637189],[1638355],[1651419],[1655479],[1655644],[1658156],[1660507],[1663136],[1672495],[1678239],[1678865],[1681647],[1690726],[1690955],[1694357],[1695898],[1696063],[1700101],[1701753],[1702645],[1703793],[1708955],[1714866],[1716386],[1720045],[1726474],[1730327],[1736740],[1740800],[1740965],[1743365],[1746259],[1747320],[1749650],[1751173],[1753123],[1761811],[1765952],[1777971],[1778803],[1779032],[1780914],[1782885],[1784835],[1793523],[1796035],[1798386],[1805099],[1814834],[1814999],[1817511],[1819862],[1822491],[1828219],[1830182],[1840760],[1842006],[1852065],[1855724],[1861092],[1861924],[1862153],[1864035],[1866006],[1868093],[1870536],[1872056],[1882144],[1885997],[1896470],[1896635],[1901137],[1902657],[1903647],[1904479],[1912745],[1916598],[1918548],[1919088],[1927236],[1932530],[1933591],[1935473],[1937444],[1939394],[1948082],[1952223],[1962350],[1971380],[1972626],[1981165],[1982685],[1983675],[1984507],[1991563],[2001622],[2010649],[2011710],[2013592],[2015563],[2020736],[2021666],[2022206],[2030795],[2034454],[2040883],[2044736],[2049266],[2050786],[2051776],[2052608],[2060874],[2064727],[2075365],[2084714],[2086594],[2093268],[2096870],[2097800],[2098340],[2114585],[2123124],[2124644],[2125634],[2126466],[2140809],[2142055],[2152114],[2160992],[2161922],[2162462],[2171051],[2181139],[2184992],[2193095],[2201452],[2217812],[2229968],[2230898],[2231438],[2245234],[2251908],[2255510],[2273225],[2283284],[2289545],[2301413],[2316323],[2316863],[2348123],[2376639],[2388763],[2402167],[2435266],[2509289] ] cell #4912 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4913 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4914 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1244675],[1335459],[1373493],[1374240],[1418043],[1439905],[1451432],[1466028],[1498977],[1503725],[1503879],[1531835],[1547877],[1548624],[1569869],[1570616],[1581561],[1582438],[1595773],[1622436],[1625438],[1628786],[1633532],[1661258],[1672345],[1677093],[1677247],[1694207],[1698955],[1699109],[1710249],[1710996],[1711162],[1716140],[1721993],[1750401],[1753369],[1755888],[1787600],[1795789],[1799137],[1803883],[1817265],[1820613],[1825359],[1828451],[1836448],[1836602],[1841096],[1842252],[1851819],[1871810],[1874291],[1877663],[1902411],[1903401],[1904711],[1908264],[1918794],[1921313],[1939640],[1942159],[1950348],[1958442],[1963741],[1972872],[1982439],[1983429],[1984739],[1988408],[1990653],[1991809],[2001376],[2004716],[2019826],[2020982],[2021912],[2022940],[2030549],[2036402],[2050540],[2051530],[2052840],[2056393],[2066923],[2078540],[2087985],[2095960],[2097116],[2098046],[2099074],[2105700],[2114831],[2117779],[2124398],[2125388],[2126698],[2133170],[2134032],[2135188],[2142301],[2151868],[2154168],[2160082],[2161238],[2162168],[2163196],[2170805],[2174145],[2195278],[2201206],[2204723],[2205585],[2206741],[2217566],[2221083],[2224031],[2226369],[2229058],[2230214],[2231144],[2232172],[2246625],[2255756],[2257714],[2264340],[2265202],[2266358],[2273471],[2276419],[2283038],[2285338],[2286378],[2294350],[2298046],[2301659],[2312956],[2316569],[2324434],[2327951],[2328813],[2329969],[2341949],[2347877],[2351394],[2353412],[2356680],[2367754],[2370702],[2373040],[2376885],[2378843],[2379833],[2383046],[2390507],[2393568],[2403911],[2406972],[2410668],[2414281],[2431899],[2435512],[2443377],[2458287],[2461804],[2463822],[2464752],[2467585],[2472729],[2473786],[2484609],[2485666],[2492070],[2511033],[2514094],[2517790],[2521403],[2531194],[2534807],[2547541],[2557915],[2564116],[2579754],[2580811],[2587215],[2599095],[2641208],[2647409],[2657783], 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] cell #4915 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #4916 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1244676],[1335460],[1373494],[1374243],[1418044],[1439906],[1451433],[1466029],[1498978],[1503728],[1503880],[1531836],[1547878],[1548627],[1569870],[1570619],[1581562],[1582441],[1595774],[1622437],[1625441],[1628787],[1633533],[1661259],[1672346],[1677096],[1677248],[1694208],[1698958],[1699110],[1710250],[1710999],[1711168],[1716143],[1721994],[1750402],[1753370],[1755889],[1787601],[1795792],[1799138],[1803884],[1817268],[1820614],[1825360],[1828457],[1836451],[1836603],[1841097],[1842253],[1851822],[1871813],[1874292],[1877664],[1902414],[1903404],[1904717],[1908265],[1918795],[1921314],[1939641],[1942160],[1950351],[1958443],[1963742],[1972873],[1982442],[1983432],[1984745],[1988409],[1990654],[1991810],[2001379],[2004722],[2019827],[2020983],[2021913],[2022943],[2030552],[2036403],[2050543],[2051533],[2052846],[2056394],[2066924],[2078541],[2087986],[2095961],[2097117],[2098047],[2099077],[2105701],[2114832],[2117782],[2124401],[2125391],[2126704],[2133171],[2134033],[2135189],[2142302],[2151871],[2154174],[2160083],[2161239],[2162169],[2163199],[2170808],[2174151],[2195279],[2201209],[2204724],[2205586],[2206742],[2217569],[2221084],[2224032],[2226375],[2229059],[2230215],[2231145],[2232175],[2246626],[2255757],[2257717],[2264341],[2265203],[2266359],[2273472],[2276422],[2283041],[2285344],[2286384],[2294351],[2298049],[2301660],[2312959],[2316570],[2324437],[2327952],[2328814],[2329970],[2341950],[2347880],[2351395],[2353413],[2356686],[2367755],[2370703],[2373046],[2376886],[2378846],[2379836],[2383047],[2390508],[2393569],[2403912],[2406973],[2410671],[2414282],[2431902],[2435513],[2443380],[2458290],[2461805],[2463823],[2464753],[2467586],[2472730],[2473787],[2484610],[2485667],[2492071],[2511034],[2514095],[2517793],[2521404],[2531197],[2534808],[2547542],[2557916],[2564117],[2579755],[2580812],[2587216],[2599096],[2641209],[2647410],[2657784], 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] cell #4917 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1414600],[1545052],[1578118],[1673772],[1689828],[1707424],[1711668],[1727017],[1774133],[1796599],[1814463],[1816390],[1831900],[1833127],[1838084],[1882687],[1896099],[1898026],[1908094],[1913288],[1936597],[1936900],[1938163],[1951158],[1953621],[1953924],[1959722],[1988122],[1995567],[2014716],[2015019],[2016282],[2024740],[2026124],[2026427],[2047100],[2053046],[2053616],[2061417],[2067281],[2069467],[2070037],[2100874],[2102258],[2102561],[2104586],[2118589],[2120958],[2126904],[2127474],[2132056],[2135546],[2137622],[2138192],[2157862],[2163643],[2164996],[2176683],[2179289],[2191071],[2203609],[2207099],[2209175],[2209745],[2211663],[2219969],[2226838],[2232619],[2233972],[2236055],[2237205],[2240087],[2242565],[2259514],[2261493],[2263226],[2266716],[2277229],[2279111],[2292281],[2299389],[2300177],[2302471],[2303621],[2306503],[2308981],[2314299],[2318531],[2325104],[2326837],[2330327],[2333662],[2334217],[2334666],[2337255],[2350280],[2353770],[2358334],[2361216],[2366640],[2380643],[2384969],[2385418],[2391499],[2392210],[2393242],[2394527],[2395082],[2395531],[2398120],[2404903],[2412011],[2414639],[2416243],[2419125],[2423244],[2433242],[2434030],[2437474],[2440356],[2444627],[2447665],[2452384],[2460690],[2464180],[2469405],[2474652],[2475101],[2476434],[2478292],[2486532],[2486981],[2493062],[2494805],[2495156],[2496645],[2499683],[2512025],[2512736],[2513768],[2515608],[2516057],[2518646],[2519921],[2522539],[2532537],[2535165],[2536769],[2539651],[2546365],[2548571],[2549361],[2559735],[2563084],[2564982],[2565431],[2566764],[2567309],[2568622],[2581677],[2582126],[2583459],[2585317],[2588918],[2589950],[2600087],[2601830],[2602181],[2603670],[2606708],[2612294],[2612608],[2625554],[2626936],[2627760],[2628550],[2640032],[2642238],[2643028],[2650057],[2656751],[2658649],[2659098],[2660431],[2660976],[2662289],[2666922],[2669826],[2677474],[2680676],[2680990],[2682009],[2693034],[2693348],[2699581],[2706294],[2707676],[2708500],[2709290],[2716319],[2718819],[2724984],[2725298],[2735594],[2738319],[2749169],[2749483],[2750502],[2755716],[2765139],[2773560],[2773874],[2775948],[2776873],[2798073],[2798998], 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] cell #4918 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4919 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4920 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473647],[561422],[592590],[607500],[614282],[651656],[658156],[691733],[708093],[715818],[715874],[721385],[755887],[792581],[799081],[810296],[816796],[818924],[824831],[825413],[831066],[841650],[861641],[866894],[890814],[891854],[892989],[906379],[925316],[934540],[934620],[941040],[946940],[958349],[968933],[969973],[971108],[979195],[989779],[1009796],[1010875],[1011996],[1012076],[1020380],[1025633],[1040371],[1041411],[1042546],[1045624],[1055390],[1055936],[1065888],[1080023],[1091432],[1092511],[1093632],[1093712],[1101499],[1112908],[1116148],[1123492],[1124532],[1125667],[1133211],[1134317],[1135434],[1135980],[1144620],[1155204],[1157379],[1165466],[1166545],[1167666],[1167746],[1176050],[1181303],[1203381],[1212609],[1217516],[1218622],[1219739],[1220285],[1225243],[1234471],[1239378],[1243226],[1243477],[1245482],[1250787],[1251866],[1252987],[1253067],[1257715],[1257785],[1257864],[1263053],[1271850],[1283259],[1285459],[1285539],[1293326],[1294432],[1295549],[1296095],[1304735],[1307975],[1315319],[1317494],[1336783],[1341912],[1343761],[1343831],[1343910],[1349099],[1358775],[1363904],[1365753],[1372197],[1372964],[1374981],[1375061],[1379888],[1380994],[1382111],[1382657],[1387691],[1398611],[1407839],[1412746],[1414969],[1415515],[1420473],[1420543],[1420622],[1425811],[1434608],[1438456],[1438707],[1440712],[1446017],[1448217],[1448297],[1449257],[1459130],[1467363],[1467770],[1467919],[1471988],[1474497],[1489225],[1493850],[1495494],[1500301],[1502650],[1504884],[1505430],[1507279],[1507349],[1507428],[1512617],[1533159],[1538288],[1540137],[1540286],[1545475],[1549365],[1551209],[1552243],[1552322],[1562129],[1568573],[1569340],[1571357],[1571437],[1576264],[1578487],[1579033],[1580112],[1580363],[1586974],[1590922],[1590992],[1591071],[1593546],[1596841],[1598342],[1615022],[1618317],[1625486],[1625697],[1630121],[1630528],[1630677],[1634746],[1637255],[1638289],[1638368],[1654360],[1662593],[1663000],[1663149],[1667218],[1669727],[1673669],[1678798],[1679049],[1681713],[1690724],[1695531],[1697880],[1700114],[1700660],[1702509],[1702658],[1707847],[1708953],[1709720],[1714474],[1715404],[1716188],[1716399],[1720111],[1722066],[1730261],[1730340],[1739681],[1742912],[1751037],[1751186],[1753661],[1756956],[1758457],[1766018],[1778801],[1782749],[1782898],[1785373],[1788668],[1790169],[1800472],[1805097],[1805864],[1817313],[1817524],[1821948],[1822355],[1822504],[1826573],[1828217],[1829082],[1830116],[1830195],[1835373],[1840307],[1841169],[1842544],[1850153],[1852078],[1855790],[1861922],[1865870],[1866019],[1871074],[1872069],[1875781],[1877736],[1886010],[1901675],[1902459],[1902670],[1904477],[1906382],[1908337],[1916532],[1916611],[1919086],[1922381],[1927933],[1937308],[1937457],[1939932],[1943227],[1944728],[1950396],[1952289],[1963814],[1970927],[1973164],[1981703],[1982487],[1982698],[1984505],[1986410],[1990726],[1992101],[2001635],[2005347],[2015427],[2015576],[2019899],[2021274],[2022204],[2022988],[2028883],[2030808],[2034520],[2036475],[2036932],[2044749],[2049804],[2050799],[2052606],[2054511],[2056466],[2064740],[2088058],[2096033],[2097408],[2098338],[2099122],[2105773],[2115123],[2123662],[2124657],[2126464],[2128369],[2133243],[2134105],[2134562],[2140356],[2142593],[2152127],[2155839],[2160155],[2161530],[2162460],[2163244],[2171064],[2174776],[2185005],[2193633],[2201465],[2204796],[2205658],[2206115],[2221156],[2229131],[2230506],[2231436],[2232220],[2246698],[2256048],[2264413],[2265275],[2265732],[2273763],[2283297],[2287009],[2294423],[2301951],[2316861],[2328024],[2328886],[2329343],[2348136],[2351467],[2367827],[2377177],[2383119],[2393641],[2407045],[2407502],[2435804],[2461877],[2472802],[2484682],[2514167],[2579827] ] cell #4921 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4922 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1545100],[1674457],[1707472],[1800618],[1816438],[1833812],[1838132],[1852593],[1898074],[1919606],[1936948],[1938848],[1953972],[1955177],[1960143],[2002150],[2015067],[2016967],[2026475],[2031323],[2053684],[2053985],[2055214],[2067735],[2070105],[2070406],[2076117],[2102609],[2109460],[2127542],[2127843],[2129072],[2136930],[2138260],[2138561],[2158111],[2163666],[2164199],[2171579],[2177243],[2179312],[2179845],[2208483],[2209813],[2210114],[2211912],[2224843],[2227087],[2232642],[2233175],[2237454],[2240647],[2242588],[2243121],[2261516],[2266844],[2268100],[2279134],[2281566],[2292530],[2303870],[2307063],[2309004],[2309537],[2311246],[2318780],[2325127],[2330455],[2331711],[2333685],[2334689],[2337278],[2339568],[2355154],[2357044],[2358583],[2361776],[2371514],[2373324],[2385441],[2391748],[2392459],[2394550],[2395554],[2398143],[2400433],[2405152],[2408958],[2414953],[2416492],[2419685],[2422795],[2423267],[2423659],[2425949],[2437723],[2440916],[2445099],[2447688],[2452633],[2465564],[2469428],[2469820],[2475124],[2475756],[2476683],[2477843],[2478315],[2478707],[2480997],[2487004],[2493311],[2495716],[2497117],[2499706],[2503462],[2512274],[2512985],[2516080],[2518669],[2522562],[2525244],[2529484],[2537018],[2540211],[2544885],[2549384],[2549776],[2550941],[2552575],[2559758],[2560150],[2565454],[2567013],[2567332],[2568645],[2571327],[2582149],[2582781],[2583708],[2585340],[2585732],[2588022],[2589167],[2591524],[2600336],[2602741],[2604142],[2606731],[2612631],[2614489],[2615155],[2624074],[2626959],[2628573],[2628965],[2630130],[2630623],[2631764],[2643051],[2643443],[2644608],[2646242],[2649379],[2650306],[2659121],[2660680],[2660999],[2662312],[2664994],[2669849],[2670112],[2681013],[2682190],[2682871],[2683537],[2693371],[2695229],[2695895],[2701951],[2707699],[2709313],[2709705],[2710870],[2711363],[2712504],[2716568],[2719000],[2725321],[2727969],[2728232],[2729107],[2738342],[2738605],[2743821],[2749506],[2750683],[2751364],[2752030],[2758086],[2760190],[2765162],[2765425],[2773897],[2776129],[2785098],[2785361],[2786236],[2790577],[2798254],[2805043],[2805306],[2806990],[2807727],[2824906],[2825643], 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] cell #4923 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4924 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [840176],[988305],[1018906],[1104994],[1153730],[1174576],[1226714],[1242873],[1283985],[1284175],[1296821],[1313845],[1355660],[1367224],[1383383],[1396409],[1414198],[1421944],[1438103],[1446743],[1446933],[1470361],[1483215],[1497186],[1508750],[1518746],[1552036],[1559927],[1560117],[1563600],[1577716],[1579759],[1600275],[1601883],[1605308],[1638082],[1645973],[1646163],[1647799],[1665591],[1678445],[1681118],[1682245],[1689426],[1692416],[1703980],[1727553],[1730054],[1733120],[1761998],[1765423],[1766550],[1773731],[1775341],[1792102],[1793710],[1797135],[1803470],[1807154],[1808697],[1808931],[1829909],[1837800],[1837990],[1846546],[1851014],[1852378],[1856322],[1858462],[1883223],[1885724],[1888790],[1890333],[1890567],[1913824],[1916325],[1919391],[1925815],[1927423],[1929900],[1930863],[1931309],[1948269],[1951694],[1952821],[1960002],[1967286],[1971835],[1973436],[1976932],[1977166],[1996103],[2000571],[2001935],[2008019],[2008982],[2009428],[2025276],[2029744],[2031108],[2035052],[2037192],[2041962],[2044463],[2048216],[2061953],[2064454],[2067520],[2069063],[2069297],[2075552],[2078071],[2083074],[2087262],[2091530],[2091976],[2101410],[2108871],[2109245],[2113794],[2115395],[2122074],[2136715],[2141264],[2142865],[2146361],[2146595],[2151063],[2152427],[2165532],[2170000],[2171364],[2177448],[2178411],[2178857],[2182218],[2184719],[2187568],[2194809],[2199812],[2208268],[2211169],[2215501],[2216172],[2220360],[2234508],[2236711],[2241714],[2245902],[2250170],[2250616],[2254719],[2256320],[2267511],[2267885],[2269662],[2272434],[2274035],[2280714],[2282233],[2283597],[2295886],[2303127],[2308130],[2310796],[2314690],[2331122],[2331496],[2333273],[2334239],[2340235],[2341480],[2346483],[2350671],[2357840],[2362172],[2362843],[2363806],[2367031],[2375848],[2377449],[2395104],[2401100],[2415749],[2420081],[2420752],[2421715],[2428322],[2429739],[2444223],[2444649],[2448543],[2450056],[2461081],[2471169],[2483370],[2496241],[2496667],[2500561],[2502074],[2504062],[2507912],[2522202],[2545485],[2546387],[2553175],[2557025],[2568285],[2575214],[2591047],[2611868],[2618415],[2631287],[2637337],[2669300],[2674779], [1373178,2119125],[1502748,2224628],[1503581,2224254],[1503643,2005879],[1569554,2277765],[1582350,2467126],[1583514,2610491],[1596434,2475940],[1616870,2316041],[1626550,2318037],[1632536,2323040],[1632667,2322369],[1632737,2118891],[1697978,2371299],[1698811,2370925],[1698873,2175308],[1709934,2381179],[1711388,2542241],[1711844,2382306],[1719282,2386257],[1722783,2671330],[1725182,2550491],[1743629,2557750],[1745038,2406679],[1754412,2408508],[1755509,2222573],[1756549,2409142],[1760364,2412402],[1760432,2225074],[1788261,2582965],[1806078,2260050],[1818377,2451890],[1824363,2456893],[1824494,2456222],[1824564,2277531],[1829614,2603266],[1835471,2465349],[1836304,2464975],[1836366,2287541],[1845215,2470535],[1850425,2615936],[1854961,2089475],[1869486,2488047],[1874952,2311430],[1878453,2490028],[1879862,2321095],[1880852,2490749],[1905553,2506783],[1906914,2639152],[1909054,2739823],[1911453,2644158],[1921974,2649563],[1924414,2745087],[1928031,2354939],[1928864,2521626],[1928926,2156371],[1940683,2529034],[1941780,2369244],[1942820,2529668],[1946635,2532928],[1946703,2371745],[1951460,2536275],[1957446,2541278],[1957577,2540607],[1957647,2380945],[1966323,2545666],[1975835,2197867],[1985581,2555896],[1986942,2676594],[1994772,2402590],[1999052,2410712],[1999982,2563254],[2023945,2577560],[2025042,2578194],[2029155,2696676],[2033691,2248115],[2037030,2436980],[2039591,2701501],[2041728,2702135],[2045488,2441983],[2045619,2590395],[2045689,2259816],[2053682,2445283],[2055043,2705414],[2057183,2597053],[2058592,2454948],[2059582,2597774],[2067966,2603692],[2070103,2604326],[2072543,2791843],[2073918,2607586],[2073986,2465795],[2077954,2289247],[2090567,2298090],[2100079,2620761],[2101176,2621395],[2108282,2484804],[2127540,2497301],[2128901,2734714],[2134660,2511531],[2135752,2639333],[2137161,2640054],[2138258,2644792],[2145264,2344538],[2148461,2515630],[2148592,2646842],[2149382,2155010],[2150474,2745268],[2152873,2745989],[2156640,2650692],[2156708,2355385],[2164201,2523116],[2165298,2655166],[2166659,2817939],[2168481,2531238],[2169411,2656921],[2179847,2662866],[2181984,2758270],[2194692,2388465],[2206213,2391005],[2207305,2676775],[2208714,2677496],[2209811,2551125],[2211052,2401869],[2233177,2569199],[2234274,2689777],[2235635,2771139],[2236594,2423100],[2239769,2581699],[2239900,2696495],[2243123,2697397],[2249207,2431943],[2252113,2436863],[2252727,2699155],[2253445,2258719],[2265830,2599593],[2266922,2591829],[2268331,2706316],[2269428,2711054],[2281644,2712809],[2284043,2792745],[2303010,2478148],[2306185,2474674],[2306316,2615755],[2309539,2616657],[2329441,2492568],[2330533,2632069],[2331942,2735616],[2333039,2630314],[2336443,2511414],[2337057,2741200],[2339646,2741796],[2341363,2508991],[2348326,2743272],[2348981,2353976],[2357723,2522395],[2360898,2658671],[2361029,2752630],[2364252,2753532],[2390888,2397308],[2397922,2672707],[2400511,2673303],[2407600,2561499],[2415632,2568478],[2418807,2565004],[2418938,2684137],[2422161,2685039],[2422907,2777375],[2425212,2778280],[2446853,2599476],[2447467,2787956],[2471052,2612464],[2477955,2720246],[2480260,2721151],[2489379,2625576],[2489510,2624674],[2492451,2498871],[2499485,2730827],[2502985,2808082],[2524507,2816527],[2544997,2668395],[2552098,2761282],[2561382,2561726],[2562340,2680250],[2570590,2769727],[2611279,2717820],[2622445,2624186],[2625782,2727420],[2678402,2679661] ] cell #4925 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1421449],[1508255],[1601388],[1703485],[1725340],[1761503],[1793215],[1850542],[1881010],[1911611],[1926928],[1947774],[1994930],[2000099],[2029272],[2039749],[2059740],[2075057],[2108399],[2150591],[2153031],[2164359],[2169528],[2180005],[2185832],[2233335],[2243281],[2256437],[2267039],[2279719],[2281761],[2284201],[2309697],[2330650],[2337863],[2339763],[2364410],[2373344],[2377566],[2398728],[2400628],[2422319],[2423395],[2425969],[2448273],[2450173],[2458820],[2478443],[2481017],[2500291],[2502191],[2503482],[2505807],[2522690],[2525264],[2552595],[2554920],[2568773],[2571347],[2574723],[2591544],[2593869],[2612759],[2617924],[2631784],[2634109],[2651695],[2670132],[2686306],[2719230], [1226219,1486191,1990065],[1366729,1627087,2113087],[1465763,1724951,1971718],[1469866,1728935,2199296],[1563105,1818914,2271727],[1596391,1850856,2300112],[1628521,1880621,2113677],[1632624,1884605,2117563],[1633119,1633419,2117952],[1660993,1911222,2141147],[1665096,1915206,2345967],[1674506,1924042,2352375],[1725208,1725235,2392304],[1750136,1994541,2215384],[1756506,2000413,2219904],[1760390,1760417,2223782],[1761243,2422524,2567917],[1788218,2029586,2433965],[1798872,2039360,2254602],[1801293,2041615,2439608],[1802975,2043344,2441467],[1820348,2059351,2272317],[1824451,2063335,2276203],[1824946,1825246,2276592],[1833861,2072171,2462785],[1874909,2104521,2108713],[1880878,1880905,2318625],[1884538,2502016,2630643],[1911479,1911506,2512830],[1921931,2150905,2519856],[1923556,1923945,2352258],[1936407,2163970,2362055],[1938897,2166287,2527617],[1942777,2169842,2366575],[1946661,1946688,2370453],[1947514,2364615,2661584],[1953431,2179616,2375731],[1955852,2181871,2538903],[1957534,2183600,2379617],[1958029,1958329,2380006],[1960192,2381934,2667367],[1960372,2186327,2542845],[1994798,1994825,2211757],[1997778,2568193,2682210],[2003893,2573429,2685329],[2014526,2232946,2419964],[2017016,2235263,2573700],[2025934,2242892,2428205],[2039617,2039644,2589012],[2041685,2256751,2589885],[2041854,2256909,2700522],[2045576,2260353,2443161],[2046071,2046371,2443550],[2053639,2263161,2267353],[2054034,2265022,2592124],[2055889,2269315,2595974],[2059608,2059635,2452478],[2063268,2449998,2711383],[2070060,2282075,2460625],[2070455,2462486,2713104],[2071685,2072074,2462668],[2073944,2073971,2464503],[2074797,2284406,2607316],[2076214,2287836,2609216],[2076542,2466779,2716954],[2080150,2611776,2719020],[2102068,2309308,2483253],[2111516,2631385,2729233],[2127497,2326772,2330964],[2127892,2328633,2632364],[2129747,2332926,2636214],[2132965,2334973,2503574],[2138215,2340077,2513703],[2138610,2514776,2742091],[2148549,2348888,2516364],[2152899,2152926,2650151],[2153236,2157519,2519254],[2156666,2156693,2521154],[2164227,2164254,2358428],[2164264,2359919,2652094],[2164564,2360198,2652186],[2165801,2166190,2527500],[2167207,2522110,2750703],[2173322,2527346,2753822],[2177340,2373882,2662440],[2179873,2179900,2536863],[2179910,2538354,2755198],[2180210,2538633,2755290],[2181941,2377880,2666857],[2182110,2378038,2756657],[2183533,2377391,2665014],[2189389,2669398,2760316],[2204518,2395838,2552687],[2209768,2393177,2400942],[2210163,2394250,2673598],[2218099,2685915,2768531],[2233203,2233230,2416337],[2233240,2417828,2686705],[2233540,2418107,2686797],[2234777,2235166,2573583],[2237751,2423679,2574625],[2238790,2575122,2776149],[2239857,2425774,2582433],[2240744,2426507,2693499],[2243149,2243176,2583553],[2243186,2584333,2779112],[2243486,2584612,2779204],[2252215,2436011,2585752],[2252753,2252780,2585468],[2256262,2260286,2588042],[2261800,2264135,2591636],[2266864,2446244,2703599],[2267350,2446470,2703697],[2269385,2450487,2601765],[2269554,2450645,2785961],[2270156,2591145,2786362],[2279440,2458905,2712524],[2281586,2605287,2790028],[2282072,2605513,2790126],[2284069,2284096,2716413],[2285555,2462514,2714849],[2290811,2718566,2794330],[2304167,2478727,2617826],[2305206,2618323,2798274],[2306273,2475408,2480822],[2307160,2481555,2725449],[2309565,2309592,2476528],[2309602,2477308,2721983],[2309902,2477587,2722075],[2325411,2327746,2631876],[2330475,2498262,2732899],[2330961,2498488,2732997],[2332996,2494740,2502505],[2333165,2502663,2805906],[2335161,2503813,2637044],[2336060,2637435,2807116],[2336545,2505182,2643463],[2337083,2337110,2643179],[2337584,2505892,2738625],[2339588,2645121,2809394],[2340074,2645347,2809492],[2348410,2514811,2646593],[2348495,2348821,2646262],[2352104,2355857,2648587],[2357064,2358880,2651597],[2360986,2525069,2659405],[2361873,2525802,2749634],[2361901,2523959,2747253],[2364278,2364305,2660525],[2364770,2651304,2815331],[2373570,2535414,2754799],[2375577,2663709,2818444],[2385725,2387904,2670224],[2396026,2552926,2674486],[2396925,2674877,2825032],[2397410,2549796,2554295],[2397948,2397975,2549512],[2398449,2555005,2765445],[2400453,2551454,2762594],[2400939,2551680,2762692],[2414973,2416789,2686208],[2418895,2565738,2571152],[2419782,2571885,2774025],[2419810,2570042,2771644],[2422187,2422214,2566858],[2422815,2694568,2832817],[2424664,2691118,2831936],[2425296,2576188,2696246],[2425381,2425707,2695915],[2426195,2576780,2776359],[2428051,2697687,2833818],[2436119,2436380,2698664],[2443974,2445571,2703306],[2446955,2593244,2709725],[2447493,2447520,2709441],[2447994,2593954,2785381],[2469840,2471498,2719132],[2477863,2613828,2795211],[2479712,2723068,2846157],[2480344,2615506,2619389],[2480429,2480755,2615175],[2481243,2619981,2798484],[2483099,2616947,2796212],[2487288,2489467,2626344],[2495992,2497589,2732606],[2498973,2628985,2633484],[2499511,2499538,2628701],[2500012,2634194,2805326],[2503083,2739606,2852262],[2505290,2505551,2740709],[2524591,2653160,2752381],[2524676,2525002,2752050],[2525490,2653752,2814606],[2543558,2544905,2759419],[2545236,2546677,2760420],[2552196,2671113,2822666],[2554403,2554664,2672216],[2560170,2561828,2681232],[2562366,2562393,2681141],[2570674,2683888,2687771],[2570759,2571085,2683557],[2571573,2688363,2830607],[2593352,2593613,2787465],[2610274,2611377,2793742],[2622747,2624094,2726152],[2624425,2625866,2728439],[2625951,2626277,2728252],[2633592,2633853,2730336],[2678656,2679759,2766148],[2681340,2681601,2767806], [1633500,2118187,2333391,2495813,2631181,2731718],[1725245,2196888,2397985,2549579,2672615,2762482],[1760427,2223849,2422224,2567638,2685414,2770559],[1825327,2269780,2276827,2602838,2711921,2788847],[1838319,2076732,2288417,2467018,2609688,2843512],[1850853,2297707,2480819,2615301,2721249,2796108],[1880915,2320116,2499548,2628768,2729518,2730735],[1884602,2322286,2502502,2630869,2731917,2802573],[1911516,2337120,2343559,2643246,2741108,2809282],[1946698,2364315,2370520,2661305,2753907,2817359],[1958410,2182336,2380241,2540308,2665552,2820825],[1971564,2390029,2554278,2672058,2762028,2823254],[1994835,2213248,2562403,2678941,2680158,2681208],[2000410,2410329,2571149,2683683,2768839,2769825],[2029583,2425771,2431560,2696041,2778378,2833714],[2039654,2252790,2439059,2585535,2699063,2835880],[2042080,2046452,2441013,2443785,2588580,2782578],[2059645,2447530,2453969,2709508,2786647,2787864],[2063332,2450484,2456139,2711609,2789046,2840179],[2073981,2284106,2464570,2607037,2714934,2842932],[2085001,2472970,2617533,2719955,2795182,2844458],[2108710,2312617,2626341,2726532,2727518,2728378],[2113523,2491592,2633467,2730178,2801109,2801909],[2140993,2505165,2510555,2740551,2808828,2852850],[2150902,2348885,2517451,2646388,2743370,2854628],[2152936,2156703,2518975,2521221,2648672,2812245],[2169839,2525066,2530855,2752176,2815639,2816625],[2183597,2377877,2540524,2665240,2756856,2860203],[2188490,2383287,2668104,2669007,2759390,2821555],[2215230,2403433,2681215,2766342,2767142,2767648],[2243641,2574332,2579995,2777084,2832788,2867230],[2254448,2435994,2586737,2698506,2780197,2868929],[2256748,2260350,2588268,2590312,2700721,2836090],[2272163,2593227,2598617,2787307,2838715,2839515],[2310121,2311718,2726123,2726224,2727127,2799086] ] cell #4926 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1414599],[1545049],[1578117],[1673766],[1689827],[1707421],[1711667],[1727011],[1774132],[1796593],[1814462],[1816387],[1831899],[1833121],[1838081],[1882681],[1896098],[1898023],[1908093],[1913282],[1936596],[1936897],[1938157],[1951152],[1953620],[1953921],[1959649],[1988121],[1995561],[2014715],[2015016],[2016276],[2024734],[2026123],[2026424],[2047094],[2053043],[2053617],[2061411],[2067208],[2069464],[2070038],[2100868],[2102257],[2102558],[2104580],[2118583],[2120952],[2126901],[2127475],[2132050],[2135473],[2137619],[2138193],[2157859],[2163646],[2164990],[2176680],[2179292],[2191065],[2203603],[2207026],[2209172],[2209746],[2211660],[2219963],[2226835],[2232622],[2233966],[2236052],[2237202],[2240084],[2242568],[2259508],[2261496],[2263220],[2266643],[2277223],[2279114],[2292278],[2299383],[2300171],[2302468],[2303618],[2306500],[2308984],[2314293],[2318528],[2325107],[2326831],[2330254],[2333665],[2334214],[2334669],[2337258],[2350274],[2353697],[2358331],[2361213],[2366634],[2380637],[2384966],[2385421],[2391496],[2392207],[2393236],[2394530],[2395079],[2395534],[2398123],[2404900],[2412005],[2414566],[2416240],[2419122],[2423247],[2433236],[2434024],[2437471],[2440353],[2444624],[2447668],[2452381],[2460684],[2464107],[2469408],[2474649],[2475104],[2476431],[2478295],[2486529],[2486984],[2493059],[2494799],[2495153],[2496642],[2499686],[2512022],[2512733],[2513762],[2515605],[2516060],[2518649],[2519915],[2522542],[2532531],[2535092],[2536766],[2539648],[2546362],[2548568],[2549364],[2559738],[2563081],[2564979],[2565434],[2566761],[2567312],[2568625],[2581674],[2582129],[2583456],[2585320],[2588915],[2589944],[2600084],[2601824],[2602178],[2603667],[2606711],[2612291],[2612611],[2625551],[2626939],[2627757],[2628553],[2640029],[2642235],[2643031],[2650054],[2656748],[2658646],[2659101],[2660428],[2660979],[2662292],[2666916],[2669829],[2677471],[2680673],[2680993],[2682032],[2693031],[2693351],[2699578],[2706291],[2707679],[2708497],[2709293],[2716316],[2718842],[2724981],[2725301],[2735591],[2738322],[2749166],[2749486],[2750525],[2755713],[2765142],[2773557],[2773877],[2775971],[2776870],[2798096],[2798995], [1373184,2130080],[1465952,2206287],[1502822,2235355],[1503621,2235656],[1569560,2056222],[1582356,1838269],[1596369,2306251],[1628710,2329515],[1632524,2332400],[1632602,2332974],[1661182,2134734],[1698052,2166379],[1698851,2166680],[1709940,1956185],[1711822,1960283],[1724627,2397285],[1750325,2407674],[1753486,2415090],[1756484,2418873],[1760240,2421606],[1788196,2239835],[1799061,2037104],[1801626,1806084],[1820537,2265904],[1824351,2268789],[1824429,2269363],[1835545,2072263],[1836344,2072564],[1837618,2076055],[1842369,2469957],[1847895,2477719],[1874887,2489445],[1877971,2496093],[1880297,2498848],[1885410,2731250],[1910898,2336420],[1921909,2148527],[1924134,1928105],[1924435,1928904],[1939757,2357181],[1942755,2360964],[1946511,2363697],[1950618,2177181],[1957434,2181345],[1957512,2181919],[1962931,2544761],[1964049,2545337],[1972989,2549913],[1991926,2560287],[1994217,2561703],[1997452,2568049],[2004172,2685014],[2021099,2423796],[2023210,2240585],[2026625,2422671],[2039036,2252090],[2041089,2045476],[2041663,2045554],[2056701,2444075],[2059027,2446830],[2064140,2788379],[2067040,2279221],[2073794,2283488],[2079824,2611632],[2088293,2615607],[2097233,2478844],[2099344,2307001],[2102856,2622403],[2104890,2623950],[2106008,2624526],[2114948,2629102],[2117477,2731570],[2132360,2503338],[2133478,2503914],[2135305,2337365],[2142418,2643580],[2147944,2348341],[2148051,2148449],[2152318,2156516],[2161355,2523091],[2163466,2361714],[2166881,2521966],[2173601,2753507],[2176966,2373399],[2184405,2820357],[2187998,2668353],[2196562,2672471],[2203913,2552451],[2205031,2553027],[2206858,2398230],[2212922,2680014],[2221391,2683989],[2230331,2569174],[2232442,2419623],[2238464,2574978],[2239252,2425227],[2239359,2239757],[2240370,2426024],[2246933,2696347],[2252270,2252603],[2255873,2585869],[2257984,2440854],[2261158,2836601],[2263530,2591400],[2264648,2591976],[2266475,2447775],[2273588,2709842],[2276117,2788699],[2285834,2792720],[2296316,2720204],[2301776,2616632],[2304880,2618179],[2305668,2480275],[2305775,2306173],[2306786,2481072],[2319790,2730591],[2324704,2495654],[2327141,2631640],[2328259,2632216],[2330086,2499793],[2336600,2336933],[2343233,2740964],[2351702,2646694],[2353529,2518756],[2356136,2745964],[2359593,2651950],[2360381,2524522],[2360488,2360886],[2361499,2525319],[2368062,2752482],[2377002,2662841],[2379113,2540149],[2379531,2820677],[2387299,2669988],[2391191,2673130],[2393876,2673450],[2397465,2397798],[2414398,2567419],[2417502,2686561],[2418290,2570605],[2418397,2418795],[2419408,2571402],[2430169,2777333],[2435629,2697372],[2437166,2782110],[2438733,2698919],[2440639,2588097],[2443075,2782430],[2447010,2447343],[2453643,2787720],[2458557,2602679],[2462112,2712956],[2463939,2606818],[2467794,2717850],[2474815,2721680],[2476982,2721839],[2488862,2625797],[2488969,2489367],[2492754,2627354],[2495439,2630698],[2499028,2499361],[2511717,2741623],[2514402,2741943],[2515771,2811942],[2534924,2661086],[2538028,2755054],[2539934,2665069],[2543380,2759405],[2547750,2761312],[2549122,2762304],[2558124,2678432],[2558539,2561685],[2561883,2562216],[2565145,2682516],[2581840,2778809],[2584007,2778968],[2585078,2835702],[2599779,2708094],[2602464,2711438],[2613650,2795197],[2622569,2726138],[2623053,2625717],[2628311,2729340],[2641417,2808112],[2642789,2809104],[2658812,2751009],[2678763,2680751],[2694390,2832803],[2709051,2786469] ] cell #4927 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [859011],[987149],[1083441],[1173420],[1205969],[1242796],[1275268],[1334842],[1368341],[1401199],[1416164],[1438026],[1492220],[1498360],[1531218],[1542725],[1564717],[1579682],[1621819],[1671728],[1674385],[1678368],[1687450],[1693590],[1705097],[1771755],[1784217],[1796164],[1800810],[1813646],[1831083],[1833740],[1867338],[1895282],[1903776],[1907277],[1918406],[1923813],[1938776],[1955369],[1983804],[1987305],[2016895],[2018697],[2021524],[2036281],[2051905],[2055406],[2071942],[2094831],[2097658],[2125763],[2129264],[2130934],[2133911],[2158953],[2161780],[2166058],[2202487],[2205464],[2217941],[2227929],[2230756],[2235034],[2236432],[2262104],[2263285],[2265081],[2294083],[2302848],[2316181],[2325715],[2326896],[2328692],[2357561],[2358244],[2381705],[2386661],[2393301],[2401654],[2406851],[2415470],[2416153],[2445004],[2460749],[2468167],[2470890],[2476344],[2484180],[2497022],[2513827],[2536679],[2543828],[2548123],[2550846],[2557639],[2583369],[2604047],[2610380],[2614098],[2641790],[2644513],[2671219],[2694838],[2739712] ] cell #4928 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1681776],[1766081],[1855853],[1952352],[1972301],[2005410],[2034583],[2087195],[2114260],[2141730],[2155902],[2174839],[2185902],[2215967],[2220293],[2245835],[2255185],[2272900],[2280509],[2287072],[2314623],[2339441],[2350604],[2352841],[2362638],[2366964],[2374077],[2376314],[2400306],[2420547],[2427413],[2428788],[2439541],[2448476],[2449851],[2459473],[2461014],[2463251],[2482461],[2483836],[2500494],[2501869],[2503552],[2507092],[2507845],[2526708],[2528083],[2538836],[2552665],[2556205],[2556958],[2572791],[2574166],[2574783],[2574839],[2591614],[2595154],[2595907],[2617984],[2618040],[2631854],[2635394],[2636147],[2651755],[2651811],[2670202],[2686366],[2686422],[2719290],[2719346], [1205547,1973654,2195829],[1367919,2115613,2319057],[1400777,2143083,2342500],[1486546,1744610,2211803],[1491798,2216390,2405429],[1542303,2037410,2438000],[1564295,2274253,2452910],[1616827,2311476,2314880],[1627442,1879434,2318671],[1632694,2117366,2323258],[1633116,1885407,2322835],[1673963,1923502,2517916],[1674132,1674505,2518011],[1687028,2363061,2525955],[1704675,2177666,2537295],[1729290,1975407,2392350],[1745064,2215740,2402523],[1755466,2220550,2409188],[1760458,2004050,2412335],[1761246,2413710,2422521],[1771333,2420970,2572038],[1783795,2241932,2578503],[1800942,1801290,2587434],[1808654,2445329,2448733],[1819269,2058164,2452524],[1824521,2276006,2457111],[1824943,2064137,2456688],[1833318,2071631,2605978],[1833487,1833860,2606073],[1854918,2087452,2475986],[1866916,2308348,2621704],[1879888,2114033,2490682],[1884595,2494341,2502052],[1890290,2497347,2500751],[1899882,2334919,2637205],[1915561,2144836,2512876],[1931335,2362411,2523049],[1938354,2165747,2655475],[1938523,1938896,2655570],[1941737,2367221,2529714],[1946729,2173479,2532861],[1947517,2364612,2534236],[1955501,1955849,2664406],[1957604,2379420,2541496],[1958026,2184402,2541073],[1960191,2186071,2758674],[1960375,2186324,2667833],[1972074,1975861,2550424],[1976889,2551171,2557215],[1979910,2395784,2674647],[1998620,2563039,2568263],[2003944,2566579,2573460],[2009454,2420320,2569132],[2016473,2234723,2690086],[2016642,2017015,2690181],[2018174,2423754,2690888],[2033648,2246092,2583011],[2043699,2258291,2589058],[2045646,2442201,2442964],[2046068,2261155,2590861],[2048011,2261746,2703467],[2048964,2054033,2703813],[2055538,2055886,2706671],[2058618,2272673,2597707],[2063325,2450034,2601366],[2069020,2461271,2604372],[2070454,2281462,2790242],[2074012,2285712,2607519],[2074800,2284403,2608894],[2076286,2287904,2716887],[2076539,2288036,2793100],[2082642,2611846,2612249],[2089432,2475354,2619800],[2092002,2483609,2616590],[2094308,2478802,2722838],[2112280,2626903,2631445],[2118848,2630360,2636404],[2121869,2325357,2732767],[2122822,2127891,2733113],[2129396,2129744,2735971],[2130839,2503878,2637046],[2138609,2347231,2809608],[2141503,2145290,2644091],[2146318,2508102,2644838],[2149339,2515222,2516310],[2153233,2157522,2520832],[2154967,2350861,2649609],[2156734,2356014,2650625],[2158430,2357139,2747023],[2159578,2164263,2652164],[2159805,2164561,2747414],[2168049,2522180,2656706],[2173373,2527377,2660246],[2178196,2374600,2754915],[2178883,2376087,2662799],[2179909,2375225,2755268],[2180207,2375452,2818605],[2183590,2377427,2666458],[2191652,2669458,2669793],[2192770,2385671,2760581],[2197370,2549871,2675796],[2197893,2554821,2672332],[2200560,2210162,2762808],[2202392,2552991,2674488],[2218752,2682031,2685917],[2222530,2565684,2688182],[2225100,2573939,2684972],[2227406,2415048,2771414],[2228554,2233239,2686775],[2228781,2233537,2771805],[2241282,2575192,2692989],[2242462,2427936,2776475],[2243185,2434714,2779182],[2243483,2434941,2833979],[2248072,2576599,2582379],[2250642,2428561,2697330],[2252948,2584670,2585827],[2253471,2436537,2698780],[2254958,2258745,2701434],[2256298,2260343,2589486],[2257068,2440064,2781312],[2259773,2439798,2702181],[2262009,2444039,2703308],[2262762,2266900,2783535],[2263019,2267351,2703757],[2270920,2591205,2707643],[2277488,2596164,2711100],[2280282,2459568,2712594],[2281622,2460226,2841086],[2282073,2460483,2790186],[2285606,2462545,2716134],[2292807,2718568,2718841],[2293560,2469915,2794512],[2298172,2615571,2619391],[2298267,2480812,2615245],[2300861,2309601,2722053],[2301088,2309899,2796373],[2307698,2618393,2724939],[2308878,2482984,2798600],[2315998,2487234,2728850],[2320598,2629060,2733916],[2321121,2634010,2730452],[2325620,2496057,2732608],[2326373,2330511,2803480],[2326630,2330962,2733057],[2338323,2637495,2738286],[2339214,2507187,2738695],[2339624,2513304,2853032],[2340075,2513561,2809552],[2344041,2638354,2643538],[2344564,2505708,2740825],[2348878,2349158,2646332],[2349063,2514813,2646658],[2352135,2355908,2649872],[2352614,2355411,2745922],[2358149,2361932,2747255],[2363591,2527231,2814722],[2365423,2651306,2750524],[2369201,2653571,2659351],[2371771,2527856,2753465],[2374334,2535996,2754859],[2375608,2536584,2818446],[2378197,2539359,2819559],[2380902,2539093,2758316],[2383026,2544975,2821563],[2386566,2545301,2760422],[2390726,2554715,2672276],[2392778,2400489,2823436],[2393035,2400940,2762752],[2399188,2674937,2765106],[2400079,2556300,2765515],[2406182,2560245,2767987],[2406705,2681758,2767922],[2410794,2683953,2687773],[2410889,2571142,2683627],[2416058,2419841,2771646],[2421500,2573314,2830723],[2422885,2579734,2867238],[2425764,2432120,2695985],[2426660,2691120,2775970],[2427670,2577915,2776419],[2428082,2583274,2833820],[2432025,2576190,2696311],[2436431,2436701,2698724],[2449624,2595249,2785451],[2450804,2596430,2838414],[2454451,2704616,2709800],[2454974,2593770,2787581],[2463024,2465821,2792678],[2467758,2611437,2793744],[2472709,2477933,2844466],[2476249,2483130,2796214],[2481708,2723070,2798095],[2482718,2621116,2798544],[2484589,2624164,2799094],[2488129,2624490,2728441],[2488224,2626334,2728322],[2492289,2633904,2730396],[2501642,2635489,2805396],[2502822,2636670,2850990],[2503143,2641381,2852264],[2505602,2511252,2740769],[2525059,2531415,2752120],[2526965,2654887,2814666],[2531320,2653162,2752446],[2547714,2552256,2822668],[2558088,2679819,2766150],[2561220,2681652,2767866],[2573048,2689498,2830667],[2593664,2599314,2787525], [1633499,1885477,2323788,2333390,2494864,2802689],[1725244,2199380,2391129,2397984,2672685,2673088],[1760426,2004110,2413483,2422223,2566674,2770629],[1825326,2064207,2269779,2457641,2601889,2840295],[1838318,2076731,2076780,2609847,2717410,2873762],[1850854,2299970,2474759,2480820,2721309,2721644],[1880914,2113171,2492692,2499547,2627312,2730805],[1884603,2117421,2494598,2502503,2630035,2802633],[1911515,2337119,2346051,2511655,2741178,2741581],[1946697,2173539,2364314,2534009,2660341,2817429],[1958409,2182335,2184472,2542026,2666981,2860319],[1961410,2383352,2543379,2669009,2759392,2759404],[1971595,2392025,2549121,2554280,2762030,2762303],[1990149,1994834,2558497,2561623,2562402,2680228],[2000411,2219762,2565089,2571150,2682480,2769885],[2029584,2425772,2433823,2581784,2778438,2778773],[2039653,2252789,2437104,2441551,2699133,2782068],[2042079,2046451,2261225,2442731,2590009,2836206],[2059644,2271811,2447529,2599717,2708052,2787934],[2063333,2276061,2450485,2601623,2710775,2840239],[2073980,2284105,2285772,2608667,2716229,2843002],[2085654,2473035,2613649,2617535,2795184,2795196],[2103369,2310186,2622568,2726125,2726137,2727129],[2104379,2108711,2623017,2625661,2626342,2727578],[2113554,2318346,2628310,2633469,2729339,2801911],[2141024,2505167,2512551,2642788,2808830,2809103],[2150903,2348886,2515715,2519714,2743430,2811906],[2152935,2156702,2356074,2520605,2649967,2812315],[2169840,2366433,2525067,2658756,2750973,2816685],[2183598,2377878,2379475,2666715,2757991,2860263],[2211478,2215261,2678762,2680750,2681217,2767144],[2244294,2574334,2580060,2694389,2832790,2832802],[2254479,2435996,2585077,2588733,2780199,2835701],[2256749,2260351,2443019,2589743,2701856,2836150],[2272194,2452199,2593229,2709050,2786468,2839517] ] cell #4929 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [956886],[1111445],[1143157],[1231887],[1281796],[1303272],[1356139],[1372397],[1414052],[1414240],[1427117],[1444554],[1486346],[1497665],[1513923],[1526908],[1544692],[1552515],[1568773],[1577570],[1577758],[1600754],[1613470],[1627242],[1638561],[1648536],[1681576],[1689280],[1689468],[1692895],[1707064],[1709153],[1729090],[1730533],[1733857],[1765881],[1773585],[1773773],[1775361],[1792581],[1805297],[1807891],[1808973],[1816030],[1819069],[1830388],[1853115],[1855653],[1858482],[1886203],[1889527],[1890609],[1897666],[1899212],[1915361],[1916804],[1920128],[1926294],[1929920],[1931368],[1931600],[1952152],[1959856],[1960044],[1968023],[1972239],[1973456],[1977208],[1979240],[2002672],[2005210],[2008039],[2009487],[2009719],[2031845],[2034383],[2037212],[2043499],[2044942],[2047341],[2048236],[2048646],[2064933],[2068257],[2069339],[2076396],[2083094],[2087282],[2088762],[2092035],[2092267],[2109982],[2114198],[2115415],[2121199],[2122094],[2122504],[2137452],[2141668],[2142885],[2146637],[2148669],[2153164],[2155702],[2159135],[2172101],[2174639],[2177468],[2178916],[2179148],[2185198],[2187588],[2192100],[2195904],[2199832],[2200242],[2209005],[2215905],[2216192],[2220380],[2221860],[2228111],[2241734],[2245922],[2247402],[2250675],[2250907],[2255123],[2256340],[2268622],[2272838],[2274055],[2279839],[2280734],[2281144],[2284334],[2286872],[2289433],[2295906],[2300418],[2308150],[2310816],[2314710],[2315328],[2319132],[2332233],[2334259],[2338771],[2342575],[2346503],[2346913],[2350691],[2352171],[2362576],[2362863],[2364543],[2367051],[2368531],[2374782],[2376252],[2377469],[2388651],[2395124],[2399636],[2402055],[2405504],[2420485],[2420772],[2422452],[2423286],[2428726],[2429759],[2434271],[2438075],[2444669],[2448563],[2449181],[2450076],[2452985],[2461101],[2462581],[2478334],[2483774],[2496687],[2500581],[2501199],[2502094],[2507932],[2509177],[2522222],[2522581],[2526030],[2527413],[2537370],[2546407],[2557045],[2568305],[2568664],[2572113],[2573496],[2575234],[2578578],[2591241],[2611888],[2612650],[2618435],[2621779],[2631481],[2637531],[2651307],[2669494],[2674973],[2685918],[2691121],[2718569],[2723071], [1503636,2225365],[1632595,2323060],[1633431,2322773],[1633496,2119167],[1698866,2372036],[1711837,2542978],[1712941,2668373],[1725241,2550511],[1745097,2406738],[1754471,2408528],[1760299,2413040],[1760423,2412422],[1760491,2225133],[1824422,2456913],[1825258,2456626],[1825323,2277807],[1836359,2466086],[1837842,2609119],[1838315,2467168],[1845274,2470555],[1848620,2720224],[1850855,2616122],[1868611,2622423],[1869916,2488596],[1878883,2490214],[1879921,2321154],[1880911,2490769],[1884604,2493663],[1884669,2323470],[1911512,2644178],[1928919,2355676],[1940742,2529054],[1946570,2533566],[1946694,2532948],[1946762,2371804],[1951736,2661972],[1957505,2541298],[1958341,2541011],[1958406,2381221],[1966753,2545852],[1971631,2672875],[1975894,2197926],[1989706,2561087],[1994831,2402610],[1998177,2562826],[1999482,2411261],[2000412,2563440],[2024004,2577580],[2025318,2692628],[2027350,2777353],[2029585,2696862],[2039650,2701521],[2042004,2781707],[2045547,2442003],[2046383,2590799],[2046448,2260092],[2057613,2597239],[2058651,2455007],[2059641,2597794],[2063334,2600688],[2063399,2457323],[2068025,2603712],[2073853,2608224],[2073977,2607606],[2074045,2465854],[2082199,2612036],[2090997,2298639],[2100138,2620781],[2101452,2724578],[2108712,2484990],[2112728,2492156],[2113590,2627099],[2136182,2639519],[2137220,2640074],[2141060,2741368],[2145323,2344597],[2148520,2515650],[2150904,2745454],[2152932,2746009],[2156575,2520162],[2156699,2650712],[2156767,2355444],[2164260,2523136],[2165574,2748763],[2167606,2656493],[2168911,2531787],[2169841,2657107],[2177878,2662331],[2179906,2662886],[2182260,2819954],[2183599,2665780],[2183664,2541708],[2187481,2382813],[2198937,2390593],[2207735,2676961],[2208773,2677516],[2215297,2558284],[2233236,2569219],[2234550,2773154],[2239828,2581719],[2240839,2692776],[2242144,2693390],[2243182,2697417],[2249637,2432492],[2252662,2585359],[2252786,2699175],[2253504,2258778],[2254515,2781855],[2256750,2782469],[2260352,2702519],[2260417,2442413],[2267352,2592015],[2268390,2706336],[2269704,2840690],[2271368,2599181],[2272230,2707839],[2282074,2712995],[2284102,2792765],[2295799,2472496],[2306244,2474694],[2307255,2724726],[2308560,2725340],[2309598,2616677],[2310709,2484376],[2330963,2632255],[2332001,2735636],[2333315,2803084],[2334152,2503339],[2336992,2643070],[2337116,2741220],[2340076,2741982],[2345608,2511119],[2348342,2515543],[2348887,2743466],[2349530,2354406],[2360957,2658691],[2361968,2651951],[2363273,2749525],[2364311,2753552],[2375644,2755055],[2377879,2820716],[2395017,2552452],[2397857,2549403],[2397981,2672727],[2400941,2673489],[2418866,2565024],[2419877,2686562],[2421182,2773916],[2422220,2685059],[2425228,2581612],[2425773,2778474],[2428118,2778969],[2429652,2579521],[2435997,2780200],[2436568,2441108],[2444562,2591401],[2447402,2709332],[2447526,2787976],[2450486,2788738],[2474587,2480276],[2480821,2721345],[2483166,2721840],[2489438,2625596],[2496580,2631641],[2499420,2628592],[2499544,2730847],[2502504,2731609],[2503179,2808113],[2505168,2808831],[2524523,2658584],[2525068,2816721],[2546300,2669989],[2552292,2761313],[2554281,2762031],[2562275,2681032],[2562399,2680270],[2564917,2570606],[2571151,2769921],[2574335,2832791],[2593230,2839518],[2611473,2717851],[2617536,2795185],[2625489,2625798],[2626343,2727614],[2633470,2801912],[2669010,2759393],[2678433,2679855],[2681218,2767145],[2726126,2727130] ] cell #4930 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1552166],[1638212],[1730184],[1830039],[1851076],[1885854],[1916455],[1971738],[2000633],[2029806],[2044593],[2064584],[2108933],[2113697],[2141167],[2151125],[2170062],[2184849],[2215404],[2254622],[2256971],[2267573],[2272337],[2282295],[2287966],[2331184],[2340297],[2352278],[2362075],[2374662],[2375751],[2378100],[2401162],[2419984],[2427998],[2428225],[2450707],[2459493],[2462688],[2483046],[2483273],[2502725],[2503594],[2507112],[2527293],[2527520],[2535931],[2552707],[2556225],[2573376],[2573603],[2574803],[2577850],[2591656],[2595174],[2618004],[2621051],[2631896],[2635414],[2637174],[2651775],[2654822],[2670244],[2674616],[2686386],[2689433],[2703436],[2719310],[2732736],[2760550], [1334904,1850643,2087175],[1355790,1616352,2104352],[1497316,1754991,2219735],[1498422,2000200,2220273],[1531280,2029373,2245815],[1600405,1854443,2299943],[1621881,2108500,2314603],[1671790,2150692,2350584],[1692546,1941262,2366406],[1693652,2169629,2366944],[1726236,1972024,2392405],[1747082,2211858,2215690],[1760520,2004000,2223883],[1760869,1761178,2224316],[1792232,2033173,2433796],[1800872,2041182,2439521],[1801039,1801335,2439628],[1813708,2267140,2448456],[1831145,2281862,2460994],[1850908,1851860,2475843],[1871851,2108765,2311333],[1881906,2113983,2318726],[1884657,1884760,2322272],[1885474,2494926,2502858],[1895344,2330751,2500474],[1907339,2339864,2507825],[1912507,2141453,2512931],[1923875,1924150,2517991],[1925945,2154492,2519687],[1933353,2358529,2362361],[1946791,2173429,2370554],[1947140,1947449,2370987],[1955431,2181438,2538816],[1955598,1955894,2538923],[1987367,2400729,2556938],[2000465,2001417,2409045],[2003993,2566599,2573480],[2011472,2416438,2420270],[2018759,2423934,2574819],[2029638,2030590,2582868],[2040645,2254908,2589113],[2050581,2267405,2445186],[2055468,2268882,2595887],[2055635,2055931,2595994],[2060636,2272623,2452579],[2063387,2063490,2456125],[2064204,2450840,2601951],[2072004,2072279,2606053],[2074074,2285662,2464604],[2074423,2074732,2465037],[2076584,2288133,2716974],[2076777,2288315,2609750],[2093030,2476629,2483559],[2094893,2478982,2618020],[2112329,2626923,2631465],[2117315,2629970,2636021],[2124439,2331016,2497204],[2129326,2332493,2636127],[2129493,2129789,2636234],[2130859,2503898,2637047],[2150957,2151909,2649466],[2153128,2352779,2744619],[2153927,2352564,2650252],[2156796,2355964,2521255],[2157145,2157454,2521688],[2159015,2357319,2651791],[2159902,2164606,2652206],[2166120,2166395,2655550],[2169894,2170846,2529571],[2173422,2527397,2660266],[2180252,2375549,2755310],[2180901,2376037,2536964],[2183652,2183755,2540510],[2184469,2378233,2667043],[2185999,2381637,2667270],[2186181,2381767,2758654],[2191701,2669478,2669813],[2197955,2550051,2554771],[2201247,2400994,2551028],[2202412,2553011,2674489],[2218998,2682159,2686045],[2226128,2566959,2573889],[2227991,2415228,2686402],[2228878,2233582,2686817],[2235096,2235371,2690161],[2236367,2575071,2690887],[2243528,2435038,2779224],[2251670,2428511,2583654],[2253533,2436487,2586007],[2256803,2257755,2702038],[2257104,2261222,2590071],[2260405,2260508,2590298],[2262029,2444059,2703309],[2263068,2267411,2703777],[2263347,2267706,2703793],[2270969,2591225,2707663],[2275955,2595781,2710710],[2280606,2460031,2712636],[2282127,2283079,2604229],[2282133,2460532,2790206],[2282428,2460811,2790222],[2284298,2463189,2791375],[2285097,2462974,2716514],[2285655,2462565,2716154],[2293053,2718696,2718969],[2294145,2470095,2719326],[2298192,2615591,2619392],[2298730,2480874,2615287],[2301185,2309944,2722095],[2302783,2618272,2722837],[2317693,2729106,2732375],[2321183,2629240,2633960],[2324475,2502557,2630217],[2325640,2496077,2732609],[2326679,2331022,2733077],[2326958,2331317,2733093],[2338372,2637515,2738306],[2339538,2507650,2738737],[2340129,2347918,2644695],[2340135,2513610,2809572],[2340430,2513889,2809588],[2344626,2505658,2643718],[2348940,2349621,2646374],[2349083,2514814,2646678],[2352155,2355957,2649892],[2357496,2522059,2747022],[2358169,2361952,2747256],[2358395,2362359,2747383],[2364507,2528021,2815117],[2365669,2651434,2750652],[2372799,2527806,2660626],[2374383,2536016,2754879],[2375628,2536604,2818447],[2376035,2536830,2818574],[2377932,2378884,2758173],[2379369,2538710,2757926],[2385913,2759971,2760189],[2386586,2545321,2760423],[2390661,2672564,2675795],[2390746,2554764,2672296],[2393084,2401000,2762772],[2393363,2401295,2762788],[2399237,2674957,2765126],[2400403,2556763,2765557],[2406767,2560425,2681708],[2410814,2683973,2687774],[2411352,2571204,2683669],[2415405,2568142,2771413],[2416078,2419861,2771647],[2416304,2420268,2771774],[2422416,2574104,2831118],[2425826,2432583,2696027],[2426906,2691248,2776098],[2427719,2577935,2776439],[2428102,2583294,2833821],[2428509,2583520,2833948],[2432045,2576191,2696331],[2436480,2436721,2698744],[2436636,2584669,2699012],[2439415,2442913,2701791],[2444939,2448350,2783534],[2449948,2595712,2785493],[2450539,2458328,2710957],[2451546,2703075,2786235],[2455036,2593720,2709980],[2459719,2603465,2789865],[2460888,2603982,2841085],[2467778,2611457,2793745],[2470825,2611725,2794511],[2474447,2619749,2720988],[2476269,2483150,2796215],[2476495,2483557,2796342],[2481954,2723198,2798223],[2482767,2621136,2798564],[2488149,2624510,2728442],[2488687,2626396,2728364],[2492224,2730684,2733915],[2492309,2633953,2730416],[2496957,2500368,2803479],[2501966,2635952,2805438],[2503163,2641401,2852265],[2505651,2511272,2740789],[2506439,2736778,2806989],[2507338,2639827,2807350],[2507719,2644448,2853031],[2511187,2638353,2741057],[2515171,2515403,2743109],[2525121,2531878,2752162],[2527014,2654907,2814686],[2531340,2653163,2752466],[2543507,2669137,2821562],[2547734,2552276,2822669],[2550781,2556832,2823435],[2555552,2763598,2824905],[2556451,2677269,2825266],[2558108,2679839,2766151],[2561155,2680107,2767986],[2561240,2681701,2767886],[2564777,2688131,2769564],[2573097,2689518,2830687],[2574462,2694517,2867237],[2576548,2581472,2778117],[2593713,2599334,2787545],[2595400,2706089,2838037],[2599249,2704615,2787813],[2613777,2617663,2844465],[2622696,2727257,2799093],[2625349,2728799,2800431],[2635640,2735389,2850613],[2653520,2658444,2816364], [1761255,2004851,2413807,2422566,2567137,2770671],[1850914,2300019,2474808,2480880,2721329,2721664],[1884663,2117470,2494647,2502563,2630055,2802653],[1947526,2174280,2364657,2534333,2660804,2817471],[1960384,2186369,2186426,2542942,2667771,2860714],[1972022,2392271,2549479,2554769,2762158,2762431],[2000471,2219811,2565138,2571210,2682500,2769905],[2003998,2223749,2566825,2573887,2684812,2828465],[2029644,2425832,2433872,2581833,2778458,2778793],[2063393,2276110,2450545,2601672,2710795,2840259],[2074809,2284448,2286513,2608991,2716692,2843044],[2077727,2468046,2610147,2718335,2793724,2793733],[2087069,2475596,2614956,2619380,2795763,2795981],[2104428,2108771,2623037,2625710,2626402,2727598],[2113981,2318592,2628668,2633958,2729467,2802039],[2141451,2505656,2512797,2643146,2808958,2809231],[2150963,2348946,2515764,2519763,2743450,2811926],[2153278,2157531,2356815,2520929,2650430,2812357],[2169900,2366482,2525127,2658805,2750993,2816705],[2173427,2370420,2527804,2660492,2753305,2858061],[2183658,2377938,2379524,2666764,2758011,2860283],[2194465,2548002,2670986,2674255,2822648,2822657],[2210825,2401533,2678529,2766130,2766139,2766911],[2211724,2215688,2678890,2681108,2681706,2767272],[2220167,2408798,2683338,2687762,2768712,2827886],[2245709,2576179,2582621,2695696,2833369,2833587],[2254906,2436485,2585435,2588979,2780327,2835829],[2256809,2260411,2443068,2589792,2701876,2836170],[2272621,2452445,2593718,2709408,2786596,2839645],[2285660,2462972,2464470,2716380,2792518,2873385],[2311086,2314497,2726405,2728033,2728430,2799852],[2341136,2636813,2641669,2739479,2852244,2852253],[2350478,2514802,2646043,2649219,2810398,2854501],[2352562,2355962,2521121,2650118,2745762,2854862],[2366838,2529324,2653151,2751831,2815512,2857482] ] cell #4931 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1634559],[1725382],[1761545],[1762301],[1804910],[1826386],[1850987],[1881052],[1885413],[1885686],[1885697],[1911653],[1926970],[1927726],[1947816],[1948572],[1959469],[1961412],[1971597],[1990276],[1994972],[1998747],[2000544],[2004237],[2004995],[2029717],[2039791],[2044425],[2044436],[2059782],[2064143],[2064416],[2064427],[2075099],[2075855],[2076992],[2082769],[2085656],[2089332],[2103371],[2104495],[2108844],[2112396],[2113298],[2113556],[2117537],[2130841],[2141026],[2149239],[2151036],[2155487],[2159705],[2168176],[2169973],[2173666],[2174424],[2184408],[2184681],[2184692],[2186630],[2191768],[2197743],[2199507],[2202394],[2211480],[2215263],[2218754],[2219878],[2222430],[2228681],[2241409],[2244296],[2247972],[2253321],[2254481],[2261161],[2262011],[2263135],[2271036],[2271938],[2272196],[2276177],[2280409],[2285899],[2286657],[2287798],[2292809],[2298174],[2300086],[2300988],[2307825],[2310188],[2315898],[2318348],[2320971],[2325622],[2326746],[2338439],[2339341],[2344414],[2346178],[2349065],[2356201],[2358151],[2365425],[2366549],[2369101],[2373844],[2374450],[2375352],[2379591],[2383354],[2386568],[2391834],[2392027],[2393151],[2399304],[2400206],[2405238],[2406555],[2410796],[2413610],[2416060],[2426469],[2426662],[2427786],[2432027],[2433939],[2434841],[2437809],[2441678],[2443135],[2449751],[2452201],[2454824],[2460599],[2467760],[2473037],[2475382],[2476251],[2481517],[2481710],[2482834],[2487262],[2488131],[2493397],[2494714],[2501769],[2512360],[2512553],[2513677],[2516338],[2519830],[2520732],[2525764],[2527081],[2531322],[2534136],[2536586],[2543393],[2547716],[2549602],[2558090],[2559976],[2565712],[2571847],[2573164],[2580062],[2582407],[2583276],[2585558],[2588542],[2588735],[2589859],[2600422],[2601739],[2608794],[2613663],[2622582],[2628791],[2631143],[2641383],[2643269],[2659379],[2665514],[2666831],[2694403],[2709531],[2711883], [533101,2390728],[654230,2492291],[679772,2511254],[752963,2561222],[795155,2436703],[812870,2599316],[859529,2623019],[874282,2630037],[911064,2352137],[911206,2153073],[922392,2654889],[937114,2535998],[976946,2678776],[987667,2682482],[1002420,2689500],[1014680,2577917],[1031245,2256882],[1038259,2703759],[1053012,2710777],[1060621,2462547],[1060763,2284243],[1083959,2721646],[1096316,2621118],[1110659,2729353],[1121380,2733059],[1130767,2637497],[1163217,2747269],[1170350,2527379],[1170492,2364452],[1173938,2750975],[1186915,2378011],[1188691,2757993],[1210345,2762317],[1211576,2762754],[1215072,2674939],[1248538,2771660],[1255671,2573462],[1255813,2422361],[1257540,2691134],[1275786,2778775],[1288143,2701858],[1290882,2591207],[1292019,2448315],[1299093,2450618],[1302486,2786482],[1313207,2790188],[1337805,2721311],[1340769,2796228],[1343586,2723084],[1373948,2802635],[1377444,2631447],[1378581,2500333],[1385655,2502636],[1387339,2503880],[1405575,2809117],[1406806,2809554],[1410302,2743432],[1416682,2811908],[1420298,2651320],[1421491,2164401],[1422247,2525775],[1443768,2818460],[1450901,2381422],[1451043,2185874],[1460904,2669460],[1466216,2822882],[1467595,2762044],[1471801,2398770],[1474145,2552993],[1501323,2769887],[1504287,2828351],[1507104,2685931],[1508297,2233377],[1509053,2571858],[1534181,2778440],[1537145,2833834],[1539962,2780213],[1547101,2835715],[1548332,2836152],[1550857,2444041],[1551998,2593784],[1552009,2267484],[1570324,2840241],[1573820,2459238],[1574957,2279761],[1582031,2287809],[1590747,2718582],[1596153,2720874],[1597990,2615573],[1601430,2309739],[1602186,2481528],[1623662,2727580],[1628974,2848229],[1630353,2801925],[1636903,2496059],[1638044,2634024],[1638055,2331095],[1656134,2506225],[1661446,2852478],[1662825,2808844],[1667031,2337905],[1669375,2646660],[1674691,2649005],[1677655,2854748],[1681361,2361934],[1696553,2816687],[1699517,2857947],[1702334,2535305],[1703527,2180047],[1704283,2373855],[1710704,2860265],[1713511,2669023],[1719759,2545303],[1724925,2672278],[1730016,2554835],[1730027,2401073],[1741455,2555338],[1750589,2826081],[1750862,2767158],[1756268,2769450],[1758105,2683955],[1765666,2419843],[1782574,2576671],[1787980,2778003],[1789817,2696313],[1793257,2243323],[1794013,2426480],[1799325,2868557],[1800704,2700612],[1815489,2594287],[1820801,2871001],[1822180,2839531],[1828730,2459475],[1829871,2458735],[1829882,2282206],[1834046,2715267],[1837010,2873271],[1839817,2611439],[1849190,2617549],[1855438,2483132],[1865695,2619872],[1869181,2727143],[1874671,2800317],[1875429,2624492],[1880595,2730398],[1897125,2634527],[1899782,2637060],[1906030,2507094],[1911196,2740771],[1916287,2505722],[1916298,2340208],[1921693,2742995],[1923530,2649874],[1936860,2855677],[1937133,2653643],[1939082,2754240],[1942539,2816250],[1944376,2752448],[1951937,2375610],[1953884,2882438],[1955263,2756747],[1970437,2552258],[1979810,2674502],[1986058,2556207],[1989374,2679821],[1994515,2767868],[2014979,2865344],[2015252,2688254],[2017201,2685747],[2018547,2574785],[2026387,2887173],[2027920,2574348],[2034168,2428084],[2039334,2698726],[2047911,2703322],[2053401,2837923],[2054159,2595156],[2055300,2788937],[2059325,2787527],[2069822,2789751],[2071659,2716136],[2094681,2617986],[2102521,2874686],[2121769,2732622],[2127259,2850499],[2128017,2635396],[2129158,2731808],[2137977,2807236],[2139866,2503145],[2158197,2815258],[2158803,2651757],[2163944,2814668],[2165775,2660248],[2179590,2754861],[2192670,2760436],[2209530,2825152],[2227173,2768458],[2227779,2686368],[2232920,2830669],[2234751,2566581],[2237540,2831564],[2242866,2776421],[2261774,2707645],[2292616,2793958],[2293933,2719292],[2303956,2845785],[2309282,2798546],[2325385,2626905],[2334947,2738288],[2356870,2750538],[2385699,2669795],[2395812,2765108],[2414779,2682045],[2423485,2775984],[2469646,2718855],[2478533,2798109] ] cell #4932 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [802923,1808513],[879057,1890149],[962319,1976748],[1057787,2068879],[1079759,2087709],[1116878,2118707],[1148590,2146177],[1205577,2195846],[1239114,2220807],[1271586,2246349],[1287229,2259632],[1308705,2277347],[1361977,2315137],[1367949,2319074],[1400807,2342517],[1412482,2351118],[1434344,2367478],[1449987,2380761],[1491828,2405446],[1542333,2438017],[1545211,2440055],[1558353,2448990],[1564325,2452927],[1576000,2461528],[1581963,2287895],[1644399,2501008],[1657194,2508359],[1673993,2517933],[1687058,2525972],[1703228,2374591],[1704705,2537312],[1707583,2539350],[1742515,2557472],[1771363,2572055],[1783468,2427927],[1783825,2578520],[1816549,2596421],[1828780,2459490],[1833348,2605995],[1866589,2482975],[1866946,2621721],[1898185,2636661],[1899912,2637222],[1906080,2507109],[1938027,2527222],[1938384,2655492],[1950886,2535933],[1979940,2674664],[1986108,2556222],[2016146,2573305],[2016503,2690103],[2018597,2574800],[2024468,2577852],[2048041,2703484],[2054209,2595171],[2094731,2618001],[2100602,2621053],[2121899,2732784],[2128067,2635411],[2131191,2637176],[2158853,2651772],[2164724,2654824],[2192800,2760598],[2202744,2674618],[2227829,2686383],[2233700,2689435],[2262361,2703438],[2293983,2719307],[2325972,2732738],[2386918,2760552], [627558,1334833,2088957],[644283,1616686,2311371],[757738,1755325,2409083],[758728,1498351,2222055],[786198,1531209,2247597],[844410,1854777,2475881],[864401,1621810,2315523],[909220,1671719,2148864],[927167,1941596,2529609],[928157,1693581,2368726],[958437,1975852,2550549],[979283,1745055,2402648],[992539,1760449,2413235],[1023140,2033507,2582906],[1031177,1800801,2041127],[1031322,1800972,1801341],[1043131,1813637,2449376],[1058777,1831074,2280034],[1080543,1854948,2616064],[1102019,1616857,2484932],[1112996,1879879,2490807],[1126252,1895273,2501394],[1138910,1907268,2338966],[1144708,2145281,2644216],[1156078,1923804,1924144],[1157964,2154826,2649504],[1165554,1931326,2523174],[1178810,1946720,2533761],[1186847,1955360,2181383],[1186992,1955531,1955900],[1223215,1987296,2399831],[1239898,1755496,2563382],[1243314,1503503,2412849],[1250875,2009445,2569257],[1258434,2018688,2423879],[1272370,2033678,2696804],[1283347,2258736,2701559],[1293846,1808684,2591957],[1299025,2055397,2268827],[1299170,2055568,2055937],[1304823,2058609,2597832],[1316193,2071933,2072273],[1318079,2074003,2608419],[1342000,2091993,2616715],[1344480,2094822,2478927],[1372717,1632724,2493605],[1380408,1890320,2632197],[1385587,2129255,2332438],[1385732,2129426,2129795],[1387389,2130856,2503895],[1413266,2154997,2745396],[1415603,2355402,2746047],[1418445,2156725,2520357],[1421192,2158944,2357264],[1422324,2159835,2164612],[1429535,2166049,2166389],[1435128,1941767,2657049],[1438544,1698733,2533375],[1446105,2178874,2662924],[1468489,2197884,2549996],[1472508,1976919,2673431],[1474195,2202409,2553008],[1505518,2225091,2685097],[1507998,2227920,2415173],[1509130,2228811,2233588],[1516341,2235025,2235365],[1517938,2236369,2575073],[1538376,2250633,2697455],[1540856,2253462,2585952],[1545995,2259803,2782411],[1550907,2262026,2444056],[1552072,2263185,2267547],[1552892,2263276,2267700],[1569093,1824551,2600630],[1576784,2069050,2712937],[1579121,2465812,2792803],[1580200,1836226,2608033],[1582108,2076590,2288066],[1591641,2294074,2470040],[1596770,2089462,2721036],[1598040,2298189,2615588],[1602263,2301118,2309950],[1604500,2302785,2618274],[1631247,2321112,2629185],[1635266,2118878,2731551],[1636953,2325637,2496074],[1638118,2326796,2331158],[1638938,2326887,2331311],[1663719,2344555,2643663],[1667738,2146348,2741924],[1669425,2349080,2646675],[1674490,2352871,2811298],[1678886,1928786,2651139],[1680310,2357498,2522061],[1681411,2358166,2361949],[1681419,2358501,2362484],[1700748,2371762,2753590],[1704360,2180258,2375482],[1708367,2380932,2820658],[1709473,1957634,2665722],[1711571,2186175,2381696],[1719809,2386583,2545318],[1724975,2197793,2672293],[1726745,2390663,2672566],[1730090,2393201,2401136],[1730910,2393292,2401289],[1751756,2406696,2560370],[1756885,2222560,2769612],[1758155,2410811,2683970],[1762378,2004854,2413740],[1764615,2415407,2568144],[1765716,2416075,2419858],[1765724,2416410,2420393],[1788597,2248102,2778165],[1789867,2432042,2696328],[1794090,2243534,2434971],[1796327,2436638,2699014],[1801598,2045319,2590000],[1805617,2045676,2702461],[1808123,2444941,2448352],[1823074,2454965,2709925],[1827093,2277518,2788680],[1829945,2282269,2460649],[1830765,2282422,2460740],[1833845,2463281,2841985],[1838241,2076915,2717401],[1839867,2467775,2611454],[1845738,2470827,2611727],[1850615,2298524,2720990],[1851050,2300136,2475432],[1855488,2476266,2483147],[1855496,2476601,2483682],[1875288,2316028,2800479],[1875479,2488146,2624507],[1880645,2321021,2730413],[1882415,2492226,2730686],[1885760,2117587,2494764],[1886580,2130052,2494855],[1889759,2496959,2500370],[1911246,2344464,2740786],[1913016,2511189,2741059],[1916361,2340271,2513727],[1917181,2340424,2513818],[1922310,2149369,2743157],[1923580,2155537,2649889],[1927803,2356818,2520862],[1938881,2528113,2856639],[1943156,2369231,2816412],[1944426,2531337,2752463],[1948649,2174283,2534266],[1951987,2375625,2536601],[1951995,2376160,2536936],[1956157,2185575,2666972],[1960176,2185932,2758596],[1960520,2186429,2667863],[1961762,2543509,2669139],[1970487,2547731,2552273],[1972147,2392377,2550023],[1976358,2550783,2556834],[1989424,2558105,2679836],[1994565,2406605,2767883],[1995295,2561157,2680109],[2000172,2411146,2769566],[2000607,2219928,2565762],[2005045,2234801,2566596],[2005053,2223855,2566931],[2017000,2574196,2866306],[2029345,2432377,2778119],[2029780,2433989,2582457],[2034218,2428099,2583291],[2034226,2428634,2583626],[2039384,2253371,2698741],[2041154,2259242,2701793],[2044499,2443185,2589909],[2054018,2449881,2838085],[2056194,2065310,2601880],[2059375,2454874,2787542],[2061145,2599251,2787815],[2064490,2276227,2601789],[2068489,2460890,2603984],[2070439,2280539,2789913],[2071709,2286707,2716151],[2075932,2286516,2608924],[2077729,2468048,2610158],[2086006,2613779,2617665],[2087071,2475598,2615364],[2103721,2622698,2727259],[2104545,2108907,2487312],[2108472,2488481,2800433],[2112446,2325435,2626920],[2114106,2318698,2629212],[2118317,2332465,2629972],[2127876,2501899,2850661],[2138594,2339471,2807398],[2139916,2503160,2641398],[2141576,2512903,2643690],[2145787,2507721,2644450],[2150664,2349415,2743111],[2151099,2516388,2519880],[2155545,2521227,2650224],[2163994,2527131,2814683],[2165825,2174474,2660263],[2169601,2531672,2816366],[2170036,2366599,2659429],[2174482,2370526,2660598],[2179640,2374500,2754876],[2181410,2380371,2757928],[2184755,2379641,2666881],[2191818,2385749,2669810],[2194467,2548004,2670997],[2210147,2400336,2825314],[2210827,2401535,2678540],[2211830,2215813,2560397],[2219104,2415200,2682161],[2220169,2408800,2683746],[2232970,2573214,2830684],[2242916,2427836,2776436],[2244646,2574464,2694519],[2245711,2582623,2696104],[2255031,2585979,2589085],[2261824,2271086,2707660],[2267112,2595506,2838039],[2268854,2276957,2710712],[2272746,2452551,2709952],[2281834,2459825,2789867],[2286715,2464576,2716486],[2293159,2470067,2718971],[2309332,2482884,2798561],[2311088,2314499,2624283],[2317695,2495850,2729117],[2330723,2635746,2850615],[2334997,2338489,2738303],[2339836,2507444,2807352],[2341138,2641671,2739490],[2350480,2646451,2649221],[2357291,2365775,2750654],[2366840,2529326,2752239],[2385915,2545094,2760200],[2395862,2399354,2765123],[2400701,2556557,2825268],[2423906,2427012,2776100],[2443832,2451548,2786246],[2478954,2482060,2798225],[2503671,2506441,2807000],[2552784,2555554,2824916] ] cell #4933 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291358,2262922],[1377920,2326533],[1471140,2392938],[1574296,2460386],[1596605,2473671],[1633898,2494501],[1666370,2513464],[1724843,2548279],[1756720,2564001],[1788432,2580696],[1804249,2589646],[1825725,2601526],[1875123,2625126],[1880513,2627468],[1911114,2641946],[1922145,2647294],[1942991,2657668],[1958808,2666618],[1994433,2680384],[2039252,2699289],[2041899,2700498],[2053853,2705866],[2059243,2708208],[2070274,2713556],[2076331,2609192],[2127711,2735166],[2138429,2739181],[2152534,2744330],[2163862,2748877],[2178241,2662416],[2179508,2755424],[2182155,2756633],[2209982,2766001],[2232838,2773268],[2242507,2693475],[2242784,2776581],[2269599,2785937],[2279862,2712347],[2283704,2791086],[2308923,2725425],[2309200,2798706],[2333210,2805882],[2334358,2806115],[2338794,2738448],[2363636,2749610],[2363913,2814828],[2373979,2754670],[2395223,2824031],[2399659,2765268],[2421545,2774001],[2421822,2830829],[2423309,2774824],[2427315,2776230],[2444768,2836802],[2449204,2785204],[2478357,2796949],[2482363,2798355],[2496786,2849378],[2501222,2805149],[2503493,2806098],[2522604,2813071],[2526610,2814477],[2546506,2861169],[2552606,2824014],[2568687,2829072],[2572693,2830478],[2591555,2836785],[2612673,2844133],[2631795,2849361],[2670143,2861152], [1079175,1850518,2474453],[1099531,2104282,2622963],[1237410,2219665,2682426],[1238530,2000075,2564783],[1271002,2029248,2581478],[1339401,2299873,2721590],[1361393,2108375,2625355],[1411898,2150567,2515409],[1432640,2366336,2750919],[1433760,2169504,2658450],[1467015,2392280,2762437],[1488877,2211733,2678896],[1502919,2223758,2684818],[1535777,2433726,2778719],[1544627,2256413,2439421],[1544800,2256544,2256871],[1557769,2267015,2706095],[1575416,2281737,2603471],[1597335,2300004,2796035],[1618811,2104413,2726459],[1629773,2318601,2729473],[1643815,2330626,2735395],[1656610,2339739,2639833],[1662245,2512806,2809237],[1674177,2352351,2352625],[1676287,2519617,2811852],[1684107,2358404,2747389],[1698149,2370429,2753311],[1706999,2377542,2538716],[1707172,2377673,2378000],[1741931,2400604,2677275],[1757450,2219796,2768766],[1760878,2004689,2684589],[1768412,2416313,2771780],[1776134,2423371,2691254],[1789162,2433857,2833641],[1800124,2588988,2835835],[1810638,2263053,2783588],[1815965,2450149,2595787],[1816138,2450280,2450607],[1821600,2452454,2786602],[1833532,2462761,2463035],[1835642,2464479,2792524],[1857105,2476504,2796348],[1859255,2478419,2723204],[1884969,2117455,2730961],[1892274,2326664,2803533],[1897601,2502167,2636027],[1897774,2502298,2502625],[1899235,2503305,2736832],[1922875,2519748,2854555],[1925197,2650127,2854868],[1928202,2521130,2745768],[1930693,2522666,2651440],[1931708,2523235,2526543],[1938568,2527593,2527867],[1943721,2366467,2815566],[1947149,2174118,2753082],[1954683,2536839,2818580],[1974229,2549488,2762164],[1977833,2393069,2823489],[1979263,2552418,2763652],[2006662,2566834,2828471],[2008812,2568749,2686051],[2009827,2569318,2572626],[2016687,2573676,2573950],[2018076,2574594,2774933],[2035835,2583529,2833954],[2037985,2585444,2780333],[2042629,2589777,2869164],[2047364,2591367,2703129],[2048575,2592038,2594972],[2049009,2592100,2594980],[2063699,2276095,2788090],[2071004,2460517,2841139],[2073326,2716389,2873391],[2074432,2286351,2792295],[2076504,2466747,2609323],[2083867,2612735,2718702],[2087789,2474793,2844731],[2088785,2614998,2795817],[2092375,2616776,2622292],[2094210,2617795,2797058],[2116188,2628677,2802045],[2119792,2494632,2848836],[2121222,2631607,2732429],[2122433,2632278,2635212],[2122867,2632340,2635220],[2143658,2643155,2808964],[2147262,2513595,2853085],[2148692,2646085,2810452],[2152970,2648416,2879565],[2157154,2356653,2812801],[2158332,2651566,2746879],[2159158,2651917,2654198],[2159411,2652105,2654616],[2176091,2660501,2858067],[2179256,2537883,2662985],[2182885,2666749,2883045],[2183964,2379509,2820068],[2186116,2542556,2667343],[2192123,2669955,2760025],[2195927,2549426,2823013],[2197272,2672087,2823122],[2200171,2673512,2678257],[2200605,2673574,2678265],[2216965,2681117,2767278],[2220887,2565123,2864290],[2221883,2683380,2827940],[2225473,2412929,2685158],[2227308,2686177,2771270],[2228134,2686528,2688809],[2228387,2686716,2689227],[2246429,2581818,2867503],[2247425,2695738,2833423],[2251015,2579091,2697516],[2252850,2698535,2834664],[2257113,2442776,2782554],[2260717,2443053,2836312],[2262664,2703568,2705498],[2274828,2709417,2839651],[2278432,2601657,2871608],[2281073,2605085,2713018],[2281507,2605093,2713080],[2284140,2714678,2889687],[2288324,2467063,2843488],[2289456,2717695,2794089],[2293462,2719101,2794198],[2296870,2615186,2844714],[2297279,2616145,2721368],[2300441,2721806,2725541],[2300694,2721994,2725959],[2315217,2625695,2875898],[2315351,2728075,2799906],[2319155,2628615,2848360],[2320500,2730207,2848469],[2323399,2493686,2731632],[2323833,2502867,2731694],[2326275,2732868,2734798],[2342598,2643093,2852609],[2343943,2740580,2852718],[2346842,2640815,2742005],[2347276,2640823,2742067],[2351198,2515749,2853627],[2352194,2520185,2812068],[2355784,2651219,2746108],[2364349,2750179,2893813],[2367558,2658790,2881384],[2368554,2751873,2857536],[2372144,2533455,2753651],[2374805,2663085,2755021],[2375058,2663503,2755209],[2378242,2542071,2820801],[2381846,2542348,2860425],[2382224,2542784,2821370],[2382967,2759298,2821811],[2388674,2761157,2763346],[2389823,2673029,2762186],[2392680,2762563,2765633],[2402078,2766271,2826212],[2405527,2681055,2863692],[2406084,2767677,2826321],[2409492,2683568,2864273],[2409901,2563463,2769944],[2413063,2573519,2770382],[2413316,2565988,2770570],[2422258,2774570,2896393],[2430723,2695926,2867486],[2431132,2696885,2778497],[2434294,2693591,2778935],[2434547,2694009,2779123],[2438098,2585382,2834555],[2439443,2589388,2835961],[2442342,2702542,2782492],[2449070,2706435,2888385],[2450849,2457686,2788823],[2453008,2709355,2871132],[2454353,2787336,2871241],[2457252,2600711,2788761],[2460128,2713188,2789997],[2461608,2603811,2872150],[2462604,2608247,2842755],[2466194,2608113,2792864],[2467569,2717804,2793644],[2472650,2795090,2796827],[2473303,2721455,2795747],[2484530,2799179,2847158],[2485013,2487947,2727637],[2487538,2728263,2875881],[2490237,2631504,2801038],[2491386,2627253,2802067],[2494243,2636049,2802444],[2501088,2735735,2892144],[2508439,2640173,2878263],[2509200,2736526,2807957],[2510349,2741522,2808986],[2513206,2738813,2809363],[2516614,2646273,2853610],[2517023,2743489,2745477],[2520438,2746341,2812256],[2526053,2749548,2880786],[2527436,2533589,2817182],[2530018,2752061,2881367],[2530427,2657130,2816744],[2533842,2659655,2817370],[2537393,2662354,2858668],[2538738,2666360,2860074],[2541637,2665803,2820739],[2545875,2669517,2822062],[2547525,2761266,2822568],[2557552,2677615,2884461],[2557899,2678386,2825767],[2558438,2560949,2767300],[2562980,2686073,2827213],[2563633,2682291,2827870],[2572136,2773939,2886085],[2578601,2693413,2866905],[2579675,2774702,2832696],[2580328,2778584,2833353],[2586531,2780355,2782009],[2591264,2597262,2838644],[2594563,2785392,2888368],[2595809,2601268,2840050],[2598411,2707993,2839673],[2604676,2712535,2872133],[2608500,2715543,2842943],[2612190,2718724,2844011],[2621802,2725363,2875287],[2622828,2624758,2799836],[2626714,2732359,2847915],[2634803,2805337,2892127],[2637554,2639542,2851658],[2640406,2738636,2878246],[2641192,2808066,2852164],[2646926,2810382,2811717],[2651462,2656647,2856809],[2657300,2750784,2857466],[2669604,2759955,2861053],[2674996,2676984,2862705],[2677848,2765456,2884444],[2691276,2692930,2866783],[2703059,2707454,2870687],[2723226,2724880,2875165],[2736762,2738097,2878147],[2763582,2764917,2884345] ] cell #4934 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1544961],[1596120],[1674308],[1707333],[1756235],[1787947],[1800671],[1816299],[1833663],[1874638],[1897935],[1921660],[1933753],[1938699],[1942506],[1955230],[1990243],[2004204],[2011872],[2016818],[2050758],[2050912],[2053368],[2055267],[2069789],[2076665],[2093430],[2104161],[2113265],[2124616],[2124770],[2127226],[2129125],[2137944],[2158164],[2159672],[2160811],[2161433],[2173633],[2181301],[2186247],[2199474],[2201424],[2201578],[2209497],[2219544],[2227140],[2228648],[2229787],[2230409],[2237507],[2252070],[2261404],[2262801],[2264190],[2271905],[2283256],[2283410],[2285866],[2287765],[2292583],[2299752],[2300955],[2301232],[2301854],[2303923],[2325015],[2326412],[2327801],[2334577],[2346145],[2348095],[2348249],[2356168],[2356952],[2366215],[2373811],[2375319],[2376458],[2377080],[2385329],[2388177],[2391801],[2392817],[2393418],[2395442],[2405205],[2413577],[2414861],[2423567],[2426436],[2433605],[2434808],[2435085],[2435707],[2437776],[2441645],[2458868],[2460265],[2461654],[2468497],[2469728],[2472242],[2473645],[2475012],[2478615],[2481484],[2486892],[2493364],[2494380],[2505855],[2508703],[2512327],[2513343],[2513944],[2515968],[2519496],[2520699],[2525731],[2534103],[2535387],[2544105],[2548453],[2549684],[2554968],[2558827],[2560058],[2563975],[2565342],[2571814],[2575522],[2576753],[2579267],[2580670],[2582037],[2585640],[2588509],[2589525],[2593917],[2600389],[2601405],[2608761],[2614375],[2618723],[2619954],[2623294],[2625100],[2627642],[2628873],[2631110],[2634157],[2637772],[2642120],[2643351],[2647268],[2648635],[2652494],[2653725],[2657642],[2659009],[2665481],[2666497],[2675214],[2680558],[2682757],[2685377],[2687105],[2688336],[2695115],[2699463],[2700694],[2704034],[2705840],[2708382],[2709613],[2711850],[2713530],[2714897],[2719626],[2727855],[2729281],[2731890],[2733334],[2735140],[2739155],[2743707],[2749051],[2751250],[2753870],[2755598],[2756829],[2760364],[2760813],[2765975],[2768657],[2773442],[2776755],[2784984],[2786410],[2789019],[2790463],[2794456],[2798880],[2800973],[2804929],[2807164],[2807613],[2815457],[2821997],[2825080],[2825529],[2832062],[2838579],[2846283],[2851593],[2862640], [1761272,2226528],[1852037,2299555],[1872028,2314465],[1884935,2324652],[1885463,2324806],[1947543,2373199],[1960401,2186522],[1973067,2391844],[1992004,2405248],[2001594,2412177],[2003936,2413854],[2004247,2414476],[2030767,2433408],[2063665,2458505],[2064193,2458659],[2074826,2285497],[2076766,2288455],[2087835,2474877],[2105550,2486757],[2111559,2489740],[2115026,2493407],[2117273,2494981],[2142496,2512370],[2152086,2350446],[2154327,2157548],[2171023,2532703],[2173365,2534380],[2173676,2535002],[2183930,2379061],[2184458,2379215],[2185786,2381445],[2189432,2544499],[2193921,2547277],[2210281,2557651],[2218318,2562572],[2220933,2565207],[2224402,2684563],[2246475,2581902],[2255951,2437819],[2257932,2260683],[2258086,2261211],[2270199,2596765],[2273666,2600432],[2275913,2602006],[2279673,2459261],[2285598,2463395],[2285909,2464017],[2289714,2610392],[2290267,2610665],[2291030,2611044],[2297750,2614769],[2312660,2623688],[2317149,2626466],[2322329,2731135],[2336103,2638166],[2337817,2506248],[2340592,2640944],[2351244,2515833],[2352985,2355900],[2353607,2356211],[2364989,2656239],[2367604,2658874],[2371073,2753056],[2373613,2535462],[2379327,2539476],[2384184,2668748],[2388932,2671231],[2390248,2671883],[2396968,2675608],[2398682,2555361],[2402889,2679047],[2403652,2679426],[2410372,2683151],[2412349,2770162],[2424120,2691405],[2424883,2691784],[2426238,2576828],[2431603,2695509],[2436092,2584692],[2436167,2436423],[2440181,2442871],[2446513,2704428],[2448227,2594310],[2451002,2707206],[2456182,2788264],[2459039,2602990],[2465123,2792269],[2473867,2720599],[2479168,2723355],[2479931,2723734],[2481286,2620029],[2485747,2726868],[2491811,2730003],[2498531,2733728],[2500245,2634550],[2504710,2737241],[2505263,2638376],[2505338,2505594],[2506026,2638876],[2509458,2739724],[2510774,2740376],[2514928,2515129],[2517494,2744101],[2519208,2649028],[2521774,2812775],[2523415,2747540],[2524178,2747919],[2525533,2653800],[2530898,2751644],[2532875,2816962],[2540567,2820242],[2551723,2763088],[2553823,2764061],[2554376,2675818],[2554451,2554707],[2555139,2676318],[2564197,2769175],[2567871,2685770],[2569498,2771931],[2570261,2772310],[2571616,2688411],[2576305,2576506],[2580892,2777728],[2586956,2780863],[2588311,2700769],[2590355,2836486],[2592772,2783997],[2593325,2704638],[2593400,2593656],[2594088,2705138],[2598836,2787132],[2605556,2790857],[2607270,2715290],[2607533,2842535],[2612931,2794756],[2615344,2796156],[2617166,2796605],[2619506,2619707],[2630912,2731965],[2633012,2803942],[2633565,2733938],[2633640,2633896],[2634328,2734438],[2645390,2809888],[2646431,2854676],[2647490,2810861],[2648806,2744811],[2650639,2855125],[2653277,2653478],[2657864,2815975],[2661538,2754263],[2663928,2819110],[2665283,2756904],[2668230,2821585],[2672346,2823380],[2673770,2823680],[2681313,2768009],[2681388,2681644],[2683726,2768887],[2685548,2770863],[2687888,2688089],[2696084,2833762],[2697906,2834211],[2698794,2869055],[2711652,2789094],[2713752,2841548],[2715068,2791567],[2717630,2843651],[2720081,2844488],[2720817,2844900],[2726350,2799116],[2726580,2728421],[2728556,2728757],[2730466,2801235],[2740839,2852976],[2742263,2853276],[2742938,2879734],[2752219,2815687],[2754041,2817663],[2761092,2861391],[2766206,2825716],[2766468,2767936],[2769393,2827270],[2777210,2867260],[2777946,2867672],[2787595,2838841],[2799236,2800260],[2807892,2878485],[2816193,2856866] ] cell #4935 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421443,2159434],[1508249,2228410],[1601382,2300717],[1703479,2375081],[1725334,2389846],[1761497,2413339],[1793209,2434570],[1850536,2473463],[1881004,2491409],[1911605,2510372],[1926922,2520461],[1947768,2533865],[1994924,2560972],[2000093,2563793],[2029266,2580488],[2039743,2586554],[2059734,2598434],[2075051,2608523],[2108393,2624918],[2150585,2647086],[2153025,2648404],[2164353,2654639],[2169522,2657460],[2179999,2663526],[2185826,2542336],[2233329,2689250],[2243275,2694032],[2256431,2700290],[2267033,2705658],[2279713,2603799],[2281755,2713348],[2284195,2714666],[2309691,2725982],[2330644,2734958],[2337857,2640161],[2339757,2738973],[2364404,2750167],[2373276,2662208],[2377560,2756425],[2398722,2677603],[2400622,2765793],[2422313,2774558],[2423389,2775206],[2425901,2693267],[2448267,2706423],[2450167,2785729],[2458767,2712420],[2478437,2797331],[2480949,2725217],[2500285,2735723],[2502185,2805674],[2503419,2737140],[2505754,2738521],[2522684,2813453],[2525196,2749402],[2552532,2763960],[2554867,2765341],[2568767,2829454],[2571279,2773793],[2574675,2775165],[2591481,2783896],[2593816,2785277],[2612753,2844345],[2617876,2797290],[2631721,2803841],[2634056,2805222],[2651647,2813412],[2670069,2822458],[2686258,2829413],[2719182,2844304], [1226213,1990005,2211440],[1366723,2113027,2318308],[1373049,2117946,2322839],[1465938,2389676,2392298],[1469860,2199236,2391987],[1502808,2223776,2412300],[1563099,2271667,2452161],[1569425,2276586,2456692],[1596385,2299992,2473507],[1628696,2318619,2491239],[1632618,2117443,2493550],[1661168,2510202,2512824],[1665090,2345907,2512513],[1698038,2370447,2532826],[1709805,2380000,2541077],[1724831,1725072,2548352],[1750311,2211751,2560802],[1756500,2219784,2563837],[1762366,2224459,2567911],[1788212,2433845,2580532],[1799047,2586384,2589006],[1802969,2441407,2588695],[1805949,2443544,2590865],[1820523,2452472,2598264],[1824445,2276083,2600575],[1835531,2464497,2607484],[1874903,2104401,2624962],[1880501,1880742,2627541],[1885627,2322189,2630575],[1911102,1911343,2642019],[1921925,2519736,2647130],[1924048,2352369,2744444],[1924120,2648234,2650145],[1927791,2519248,2521831],[1928091,2521148,2650590],[1936582,2358422,2654469],[1942771,2366455,2657504],[1948637,2371130,2661578],[1953606,2536857,2663356],[1957528,2379497,2665667],[1960508,2382052,2542839],[1994421,1994662,2680457],[1997898,2408445,2681942],[2004938,2412236,2685276],[2014701,2416331,2689080],[2026109,2583547,2693862],[2037090,2585462,2698494],[2039240,2039481,2699362],[2041609,2256708,2781148],[2041679,2589765,2700334],[2041860,2587820,2700516],[2044366,2587974,2590215],[2045570,2443041,2702406],[2053633,2263041,2705702],[2059231,2059472,2708281],[2064357,2456042,2711315],[2070054,2460505,2713392],[2072177,2462779,2791200],[2072249,2714496,2716407],[2075920,2465180,2607310],[2076220,2466467,2609210],[2080270,2470472,2718261],[2102243,2476522,2725812],[2111621,2490135,2729025],[2118196,2495819,2731712],[2127491,2326652,2735002],[2134720,2643173,2737721],[2138209,2513583,2739017],[2148390,2645983,2646199],[2148543,2515737,2742902],[2152522,2152763,2744403],[2155430,2648534,2650526],[2163850,2164091,2748950],[2166293,2527611,2814942],[2166365,2660519,2749997],[2167327,2528971,2750435],[2174367,2532762,2753769],[2177346,2536382,2662434],[2179496,2179737,2755497],[2181865,2377837,2819395],[2181935,2666737,2756469],[2182116,2664792,2756651],[2184622,2540427,2664946],[2189494,2545773,2759720],[2197008,2550132,2761723],[2206273,2549506,2764541],[2209762,2393057,2765837],[2213368,2560506,2766837],[2218046,2562865,2768399],[2223964,2567758,2770496],[2232826,2233067,2773341],[2235269,2573694,2830943],[2235341,2566852,2774388],[2238910,2577497,2775390],[2239698,2692237,2695852],[2239851,2581806,2775618],[2240750,2578301,2693493],[2242772,2243013,2776654],[2252147,2585236,2779767],[2252546,2698430,2698616],[2265028,2592118,2837248],[2265890,2709435,2784477],[2269309,2450444,2838250],[2269379,2601645,2785773],[2269560,2707057,2785955],[2270261,2597160,2786154],[2276836,2602844,2788841],[2279560,2603629,2712461],[2283692,2283933,2791159],[2286600,2607420,2714796],[2288426,2467024,2843506],[2290758,2612075,2793899],[2297812,2615772,2795512],[2305326,2620698,2797515],[2306114,2615112,2724187],[2306267,2474781,2797743],[2307166,2621502,2725443],[2309188,2309429,2798779],[2312722,2624691,2799601],[2320236,2629321,2801604],[2322386,2630974,2802525],[2328639,2632358,2849824],[2329501,2628695,2804422],[2332920,2502462,2850826],[2332990,2494620,2805718],[2333171,2736357,2805900],[2334346,2335661,2806379],[2336165,2639440,2806520],[2336477,2642947,2806572],[2336876,2737657,2740661],[2337704,2639991,2738562],[2343679,2643799,2808523],[2348357,2646158,2742726],[2360039,2652031,2813637],[2360192,2524459,2855709],[2360827,2748372,2751987],[2360980,2658778,2813865],[2361879,2655273,2749628],[2363901,2364142,2814901],[2364717,2656532,2815199],[2370635,2661425,2817296],[2373675,2662252,2754751],[2380250,2540314,2820819],[2381940,2667361,2860539],[2382852,2759359,2759488],[2389976,2672389,2822823],[2394256,2673592,2862085],[2395211,2396526,2824295],[2397030,2676882,2824436],[2397342,2549280,2824488],[2397741,2672168,2764477],[2398569,2677433,2765382],[2403380,2679932,2826022],[2407660,2681135,2827086],[2410434,2684154,2827635],[2417948,2686642,2829638],[2418101,2570542,2865376],[2418736,2683494,2772763],[2418889,2565111,2829866],[2419788,2689884,2774019],[2421810,2422051,2830902],[2423163,2424164,2831400],[2424611,2692815,2831505],[2425243,2695811,2775442],[2426300,2693311,2776311],[2431665,2696512,2833118],[2439179,2586088,2835121],[2441019,2443794,2782572],[2444756,2446071,2837066],[2446176,2592816,2869791],[2446575,2703649,2837207],[2446887,2709209,2837259],[2447286,2784413,2787417],[2448114,2706253,2785318],[2454089,2710061,2839210],[2456239,2711714,2840131],[2462492,2713098,2872596],[2464685,2607157,2842869],[2466773,2609487,2873598],[2472535,2719823,2795151],[2477428,2721920,2845361],[2477581,2617447,2874718],[2478211,2479212,2845621],[2479659,2724765,2845726],[2480291,2615071,2797567],[2481348,2725261,2798436],[2484415,2726092,2799369],[2489308,2728189,2800812],[2489461,2625683,2847815],[2491539,2730509,2848170],[2496774,2498089,2849642],[2498194,2633056,2877044],[2498593,2732949,2849783],[2498905,2628469,2849835],[2499304,2730288,2804358],[2500132,2735553,2805263],[2503378,2504236,2806288],[2510502,2740882,2852419],[2514782,2742085,2879179],[2517556,2646859,2854032],[2519095,2521336,2812182],[2522458,2523459,2855513],[2523906,2652775,2855618],[2524538,2751946,2813689],[2525595,2749446,2814558],[2530960,2752647,2857231],[2538474,2755135,2859234],[2538627,2664209,2882470],[2540624,2665345,2860155],[2546494,2547177,2861304],[2551386,2673814,2883983],[2551785,2762644,2862044],[2552491,2553349,2824204],[2561760,2680909,2863745],[2562159,2767758,2827022],[2568541,2569542,2865180],[2569989,2687386,2865285],[2570621,2683453,2829690],[2571678,2773837,2830559],[2579560,2776952,2832757],[2584453,2779049,2868133],[2584606,2698187,2887205],[2586684,2698837,2868498],[2588373,2590412,2836042],[2591440,2592298,2836975],[2598564,2787638,2870942],[2605219,2713796,2889531],[2605618,2790078,2872555],[2612527,2612975,2874105],[2613560,2720280,2890526],[2616894,2722261,2874627],[2622479,2726767,2875511],[2625813,2728148,2847639],[2631680,2632538,2849551],[2645053,2742307,2892832],[2645452,2809444,2879138],[2663656,2755879,2882379],[2668429,2668647,2883463],[2670028,2670410,2861213],[2670905,2761328,2883727],[2678448,2766612,2863157],[2694300,2777409,2896586],[2697634,2779390,2887114],[2717866,2718036,2873849],[2739398,2808128,2892576] ] cell #4936 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [859017],[987155],[1083447],[1173426],[1205975],[1242802],[1275274],[1334913],[1368347],[1401205],[1416170],[1438032],[1492226],[1498431],[1531289],[1542731],[1564723],[1579688],[1621890],[1671799],[1674391],[1678374],[1687456],[1693661],[1705103],[1771761],[1784223],[1796170],[1800881],[1813717],[1831154],[1833746],[1867344],[1895353],[1903782],[1907348],[1918409],[1923884],[1938782],[1955440],[1983810],[1987376],[2016901],[2018768],[2021527],[2036278],[2051911],[2055477],[2072013],[2094902],[2097661],[2125769],[2129335],[2130937],[2133908],[2159024],[2161783],[2166129],[2202490],[2205461],[2217947],[2228000],[2230759],[2235105],[2236429],[2262107],[2263356],[2265078],[2294154],[2302845],[2316184],[2325718],[2326967],[2328689],[2357558],[2358247],[2381776],[2386664],[2393372],[2401657],[2406848],[2415467],[2416156],[2445001],[2460820],[2468170],[2470887],[2476347],[2484177],[2497019],[2513898],[2536682],[2543825],[2548126],[2550843],[2557616],[2583372],[2604044],[2610357],[2614095],[2641793],[2644510],[2671196],[2694835],[2739689] ] cell #4937 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1099382],[1237261],[1339252],[1432491],[1465900],[1502770],[1535628],[1596065],[1628658],[1661130],[1676138],[1698000],[1750273],[1756180],[1787892],[1799009],[1820485],[1835493],[1874583],[1921605],[1924082],[1928053],[1936544],[1942451],[1953568],[2014663],[2026071],[2037052],[2041359],[2053313],[2069734],[2072211],[2102205],[2127171],[2134682],[2137889],[2147859],[2152705],[2166327],[2181615],[2206235],[2209442],[2235303],[2236874],[2239167],[2252101],[2265852],[2269059],[2283875],[2303290],[2305583],[2329463],[2332670],[2334033],[2336431],[2358003],[2360296],[2364084],[2394898],[2397296],[2407622],[2415912],[2418205],[2421993],[2423088],[2444443],[2445446],[2446841],[2471332],[2478136],[2488777],[2496461],[2497464],[2498859],[2522383],[2522910],[2542519],[2546181],[2551288],[2557788],[2561714],[2568466],[2568993],[2591817],[2604489],[2610529],[2612452],[2616451],[2622433],[2632057],[2644955],[2662660],[2668383],[2671368],[2673291],[2678335],[2697191],[2712797],[2717753],[2720234],[2739861],[2741784],[2761215],[2777363],[2808015] ] cell #4938 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2413810],[2474255],[2486135],[2494592],[2520932],[2534336],[2542945],[2549003],[2559377],[2564585],[2566775],[2581280],[2589737],[2601617],[2608994],[2610138],[2614553],[2623472],[2628192],[2642670],[2647878],[2650068],[2658252],[2660442],[2666709],[2670977],[2678520],[2682935],[2695293],[2700013],[2708932],[2716330],[2739470],[2743885],[2751428], [1334905,2087174],[1355791,2311225],[1497317,2408937],[1498423,2220272],[1503435,2224317],[1531281,2245814],[1597498,2475844],[1600406,2475735],[1618974,2311334],[1621882,2314602],[1632794,2322273],[1671791,2350583],[1692547,2529463],[1693653,2366943],[1698665,2370988],[1726237,2550403],[1747083,2402502],[1757613,2409046],[1760521,2412314],[1789325,2582869],[1792233,2582760],[1800873,2439520],[1801042,2256738],[1810801,2445187],[1813709,2448455],[1824621,2456126],[1831146,2460993],[1836158,2465038],[1881907,2490661],[1892437,2497205],[1895345,2500473],[1907340,2507824],[1912508,2644070],[1923038,2649467],[1923876,2352504],[1925946,2649358],[1928718,2521689],[1933354,2523028],[1943884,2529572],[1946792,2532840],[1955432,2538815],[1955601,2377867],[1957704,2540511],[1977996,2551029],[1987368,2556937],[2011473,2569111],[2018760,2574818],[2040646,2701413],[2042792,2702039],[2043134,2590072],[2045746,2590299],[2055469,2595886],[2055638,2450474],[2060637,2597686],[2071167,2604230],[2072005,2462914],[2074075,2607498],[2076847,2609751],[2089532,2615288],[2093031,2616569],[2094894,2618019],[2119955,2630218],[2120297,2494927],[2129327,2636126],[2129496,2502492],[2130860,2637035],[2147425,2644696],[2149439,2646375],[2153131,2744620],[2153445,2649893],[2153928,2745901],[2156797,2650604],[2159016,2651790],[2159905,2524489],[2166121,2527746],[2180902,2662778],[2183048,2758174],[2183390,2667044],[2186002,2667271],[2197621,2672297],[2197956,2672311],[2202413,2674477],[2222630,2683670],[2225646,2566600],[2226129,2684951],[2227992,2686401],[2228881,2570572],[2235097,2573829],[2236366,2690878],[2248172,2696028],[2251671,2697309],[2253199,2698745],[2253534,2698759],[2257250,2701790],[2262030,2703297],[2263013,2593160],[2263348,2593167],[2278595,2710958],[2278937,2601952],[2280609,2712637],[2284301,2791376],[2284615,2716155],[2285098,2792657],[2288136,2609517],[2294146,2719325],[2298193,2720849],[2298368,2720987],[2301188,2617477],[2302782,2722828],[2316098,2728365],[2317537,2626924],[2320849,2730417],[2321184,2730431],[2323970,2629969],[2325641,2732597],[2326624,2633400],[2326959,2633407],[2339541,2738738],[2344292,2740790],[2344627,2740804],[2349084,2742970],[2349259,2743108],[2357495,2747013],[2358170,2652687],[2358345,2653044],[2364510,2815118],[2369301,2752163],[2372317,2660267],[2372800,2753444],[2374328,2754880],[2375552,2664239],[2378379,2757925],[2381768,2667496],[2384572,2669814],[2386587,2760411],[2390660,2761788],[2393029,2674158],[2393364,2674165],[2400406,2765558],[2406433,2767887],[2406768,2767901],[2408049,2682158],[2410815,2769425],[2410990,2769563],[2415404,2771404],[2416079,2687298],[2416254,2687655],[2422419,2831119],[2427664,2776440],[2432046,2777978],[2432221,2778116],[2435041,2698217],[2436635,2779957],[2444938,2704212],[2449951,2785494],[2451390,2707664],[2454702,2787546],[2455037,2787560],[2457823,2710709],[2459669,2789864],[2460477,2714140],[2460812,2714147],[2467779,2793840],[2469047,2718968],[2470824,2794502],[2476270,2722173],[2476445,2722530],[2482712,2798565],[2488150,2800292],[2488325,2800430],[2489524,2729097],[2492223,2801669],[2496956,2733512],[2501969,2805439],[2505098,2738307],[2507288,2807349],[2511186,2808588],[2513555,2742651],[2513890,2742658],[2526959,2814687],[2528575,2750651],[2531341,2816225],[2531516,2816363],[2536605,2755791],[2536780,2756148],[2543506,2821630],[2544283,2760180],[2547735,2761037],[2550780,2762872],[2554211,2765127],[2556401,2825265],[2558109,2825963],[2561154,2826625],[2573042,2830688],[2576072,2776097],[2583295,2779302],[2583470,2779659],[2595350,2838036],[2596549,2786226],[2599248,2839275],[2603981,2790641],[2613776,2795004],[2619273,2798222],[2622695,2846977],[2635590,2850612],[2637950,2806980],[2641402,2807837],[2644447,2809672],[2675392,2824896],[2694516,2832610], [802785,1552167,2445078],[878919,1638213,2497096],[962181,1730185,2550920],[1057649,1830040,2604121],[1079691,1851077,2614468],[1116740,1885855,2630109],[1148452,1916456,2644587],[1205647,1971739,2671481],[1239046,2000634,2682850],[1271518,2029807,2695208],[1287091,2044594,2701930],[1308567,2064585,2710849],[1361909,2108934,2727948],[1368019,2113698,2729601],[1400877,2141168,2739974],[1412414,2151126,2743800],[1434276,2170063,2751343],[1449849,2184850,2758065],[1491898,2215405,2767406],[1542403,2254623,2780461],[1545143,2256972,2781291],[1558285,2267574,2785077],[1564395,2272338,2786730],[1575932,2282296,2790556],[1581825,2287967,2716866],[1644331,2331185,2805022],[1657126,2340298,2807706],[1674063,2352279,2811111],[1687128,2362076,2814206],[1702122,2374663,2754894],[1704775,2375752,2818708],[1707515,2378101,2819538],[1742447,2401163,2825622],[1771433,2419985,2830207],[1781283,2427999,2776454],[1783895,2428226,2832339],[1816481,2450708,2838393],[1827728,2459494,2789726],[1833418,2462689,2841798],[1864404,2483047,2798579],[1867016,2483274,2846560],[1898117,2502726,2850969],[1899982,2503595,2851117],[1903988,2507113,2807211],[1935842,2527294,2814701],[1938454,2527521,2856452],[1949884,2535930,2818204],[1980010,2552708,2862164],[1984016,2556226,2825127],[2013961,2573377,2830702],[2016573,2573604,2866119],[2018425,2574804,2831446],[2022476,2577849,2832108],[2048111,2591657,2869640],[2052117,2595175,2837898],[2094559,2618005,2845667],[2098610,2621050,2846329],[2121969,2631897,2876893],[2125975,2635415,2850474],[2131035,2637173,2851226],[2158681,2651776,2855559],[2162732,2654821,2856221],[2192870,2670245,2883621],[2202588,2674615,2862273],[2227657,2686387,2865226],[2231708,2689432,2865888],[2262205,2703435,2869749],[2293811,2719311,2874151],[2325816,2732735,2877002],[2386762,2760549,2883662] ] cell #4939 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [802926,1552160],[879060,1638206],[962322,1730178],[1057790,1830033],[1079762,1851070],[1116881,1885848],[1148593,1916449],[1205650,1971732],[1239117,2000627],[1271589,2029800],[1287232,2044587],[1308708,2064578],[1361980,2108927],[1368022,2113691],[1400880,2141161],[1412485,2151119],[1434347,2170056],[1449990,2184843],[1491901,2215398],[1542406,2254616],[1545214,2256965],[1558356,2267567],[1564398,2272331],[1576003,2282289],[1581966,2287960],[1644402,2331178],[1657197,2340291],[1674066,2352272],[1687131,2362069],[1703231,2374656],[1704778,2375745],[1707586,2378094],[1742518,2401156],[1771436,2419978],[1783471,2427992],[1783898,2428219],[1816552,2450701],[1828783,2459425],[1833421,2462682],[1866592,2483040],[1867019,2483267],[1898188,2502719],[1899985,2503588],[1906083,2507044],[1938030,2527287],[1938457,2527514],[1950885,2535878],[1980013,2552701],[1986111,2556157],[2016149,2573370],[2016576,2573597],[2018600,2574769],[2024467,2577797],[2048114,2591650],[2054212,2595106],[2094734,2617970],[2100601,2620998],[2121972,2631890],[2128070,2635346],[2131190,2637150],[2158856,2651741],[2164723,2654769],[2192873,2670238],[2202743,2674592],[2227832,2686352],[2233699,2689380],[2262360,2703412],[2293986,2719276],[2325971,2732712],[2386917,2760526], 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779],[2194412,2547630,2670996],[2196180,2392376,2550022],[2210153,2400409,2765551],[2210772,2558004,2678539],[2211829,2405780,2560396],[2219103,2415199,2682135],[2219931,2220719,2565765],[2223854,2224645,2566930],[2232973,2573217,2830653],[2242919,2427839,2776405],[2244645,2690806,2694493],[2246261,2433992,2582460],[2250187,2578854,2583625],[2259351,2443188,2589912],[2261827,2271089,2707629],[2267111,2595505,2838013],[2268853,2276956,2710657],[2276230,2277066,2601792],[2281833,2459824,2789841],[2286522,2287592,2608997],[2293158,2470066,2718945],[2296755,2475543,2615363],[2309335,2482887,2798530],[2311033,2487423,2624282],[2317640,2495849,2729116],[2318697,2319408,2629211],[2330722,2635745,2850589],[2335000,2338492,2738272],[2339835,2507443,2807326],[2341083,2641297,2739489],[2342851,2512902,2643689],[2351030,2516391,2519883],[2354956,2521226,2650223],[2357290,2365774,2750628],[2366602,2367390,2659432],[2370525,2371316,2660597],[2379644,2380480,2666884],[2385860,2545093,2760199],[2395865,2399357,2765092],[2400700,2556556,2825242],[2408745,2409377,2683745],[2423905,2427011,2776074],[2430608,2582568,2696103],[2438351,2585978,2589084],[2443831,2451493,2786245],[2452550,2453261,2709951],[2464575,2465366,2716485],[2478953,2482059,2798199],[2503670,2506386,2806999],[2516499,2646450,2649166],[2529271,2529903,2752238],[2552783,2555499,2824915] ] cell #4940 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #4941 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ 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[1486210,1744614,1989950],[1627106,1879438,2112972],[1725069,1971875,2195868],[1728954,1975411,2199181],[1818933,2058168,2271612],[1850875,2087456,2297835],[1880739,2113834,2319096],[1884624,2117370,2322409],[1885093,1885396,2322702],[1911340,2141304,2342539],[1915225,2144840,2345852],[1924191,2152847,2518050],[1972047,1972069,2390273],[1994659,2215541,2405468],[2000432,2220554,2410457],[2004023,2004045,2412374],[2004837,2574227,2685826],[2029605,2246096,2431688],[2039478,2254759,2438039],[2041746,2256705,2587473],[2043363,2258295,2441352],[2059469,2272474,2452949],[2063354,2276010,2456262],[2063823,2064126,2456555],[2072320,2284017,2606112],[2108732,2312745,2314884],[2114006,2114028,2491836],[2117311,2636012,2731879],[2141476,2141498,2510799],[2150924,2350865,2517579],[2152467,2152760,2517955],[2164088,2362212,2525994],[2166436,2364226,2655609],[2169861,2367225,2530983],[2173452,2173474,2532900],[2174266,2528144,2754319],[2179734,2375888,2537334],[2182002,2377834,2664445],[2183619,2379424,2540647],[2184088,2184391,2540940],[2186222,2542661,2758713],[2186412,2381970,2667700],[2215713,2215735,2403677],[2218356,2686012,2768646],[2223613,2689974,2770790],[2233064,2420121,2572077],[2235412,2422135,2690220],[2243010,2428362,2578542],[2254931,2254953,2586981],[2256770,2439802,2588396],[2256925,2439937,2700472],[2260372,2442968,2590435],[2260841,2261144,2590728],[2267372,2446598,2448737],[2267747,2446798,2703852],[2269446,2450441,2706710],[2272646,2272668,2598861],[2275951,2595772,2789008],[2282094,2461275,2605641],[2282469,2605841,2790281],[2283637,2283930,2606017],[2285685,2285707,2607558],[2286499,2463312,2715346],[2287852,2466397,2716926],[2288169,2609484,2793139],[2291068,2718663,2794445],[2309426,2483410,2621743],[2317306,2732436,2801045],[2330983,2498616,2500755],[2331358,2498816,2733152],[2333057,2502459,2736010],[2335658,2504102,2637244],[2340096,2508106,2645475],[2340471,2645675,2809647],[2348907,2515226,2646882],[2352587,2352609,2648831],[2352902,2356801,2649084],[2355987,2356009,2650664],[2362384,2362406,2524203],[2362416,2524216,2747350],[2362699,2524456,2747453],[2363846,2364139,2655514],[2365027,2651401,2815446],[2370284,2655363,2817590],[2373898,2535805,2754954],[2376060,2376082,2663953],[2376092,2663966,2818541],[2376375,2664206,2818644],[2377899,2539097,2665368],[2378054,2539232,2756607],[2379365,2538701,2756818],[2384341,2760032,2822069],[2396523,2553215,2674686],[2400961,2551808,2557219],[2401336,2552008,2762847],[2407733,2771229,2827167],[2420293,2420315,2570286],[2420325,2570299,2771741],[2420608,2570539,2771844],[2421755,2422048,2690125],[2424109,2575033,2690890],[2424921,2691215,2832051],[2425793,2576603,2696535],[2426523,2577171,2776514],[2428534,2428556,2697931],[2428566,2697944,2833915],[2428849,2698184,2834018],[2436081,2584672,2698974],[2436510,2436532,2698819],[2439406,2442909,2700683],[2444263,2446068,2703506],[2448341,2592761,2783537],[2448730,2592929,2783595],[2450506,2596168,2711737],[2450661,2596303,2785911],[2451159,2703136,2838651],[2459077,2602979,2789832],[2460879,2713741,2841088],[2461268,2713909,2841146],[2462997,2463019,2715093],[2464334,2605866,2791494],[2468731,2794157,2843965],[2479157,2618234,2722840],[2479969,2723165,2846272],[2480841,2615795,2619804],[2481571,2620372,2798639],[2483582,2483604,2617191],[2483614,2617204,2796309],[2483897,2617444,2796412],[2496281,2498086,2732806],[2500359,2633001,2803482],[2500748,2633169,2803540],[2502524,2630997,2636408],[2502679,2636543,2805856],[2504189,2637364,2736594],[2504867,2736839,2851665],[2505252,2638356,2741019],[2505681,2505703,2740864],[2506064,2638865,2807317],[2507710,2742252,2853034],[2508099,2742420,2853092],[2514855,2645702,2743299],[2514917,2515167,2743076],[2517804,2520985,2744738],[2522021,2523404,2747025],[2525088,2653575,2752670],[2525818,2654143,2814761],[2525843,2652728,2813139],[2527829,2527851,2754066],[2528259,2746838,2856763],[2535544,2661709,2818274],[2537183,2755832,2858736],[2545525,2547174,2760620],[2553302,2674806,2763414],[2553980,2763659,2862712],[2554365,2672526,2675798],[2554794,2554816,2672371],[2555177,2676307,2825233],[2556823,2673759,2823438],[2557212,2673927,2823496],[2568104,2569487,2771416],[2571171,2684177,2688186],[2571901,2688754,2830762],[2571926,2687339,2829140],[2573912,2573934,2685573],[2574429,2777199,2867240],[2575756,2774892,2866737],[2576232,2691956,2778307],[2576294,2576544,2778084],[2576910,2692365,2832178],[2578391,2779343,2867805],[2584737,2584928,2780027],[2591074,2592251,2783350],[2593314,2704618,2787775],[2593743,2593765,2787620],[2594126,2705127,2838004],[2611687,2612920,2794514],[2617630,2720070,2844468],[2618957,2797017,2875119],[2619433,2721178,2723906],[2619495,2619745,2720955],[2620111,2724315,2846399],[2621592,2722214,2845033],[2624714,2626363,2728854],[2631314,2632491,2803295],[2633554,2730646,2733918],[2633983,2634005,2730491],[2634366,2734427,2850580],[2636874,2807964,2878486],[2638421,2638612,2808658],[2653204,2748091,2816554],[2653266,2653516,2816331],[2653882,2748500,2856291],[2668219,2669104,2821565],[2669327,2670363,2822130],[2674316,2761164,2861392],[2675863,2676054,2761858],[2680069,2681302,2767989],[2681731,2681753,2767961],[2687815,2769754,2772482],[2687877,2688127,2769531],[2688493,2772891,2865958],[2704683,2704874,2839345],[2717702,2718396,2843652],[2726339,2727224,2799096],[2727447,2728483,2800531],[2728545,2728795,2800398],[2733983,2734174,2801739],[2766278,2766972,2825717],[2768054,2768245,2826695], [1885482,2322921,2502899,2631197,2732308,2802728],[1972079,2390286,2554826,2672384,2762125,2823369],[2004055,2412387,2573944,2685586,2770852,2828432],[2064212,2450881,2456774,2711937,2789437,2840334],[2076785,2288356,2466935,2609704,2717283,2843462],[2087449,2474024,2619797,2721045,2795824,2844972],[2114038,2491849,2634015,2730504,2801224,2802006],[2117363,2493614,2636401,2732047,2802821,2848843],[2141508,2505713,2510812,2740877,2808925,2852965],[2173484,2527861,2532913,2754079,2817652,2858028],[2184477,2378274,2541159,2665568,2757247,2860358],[2195717,2548687,2675785,2761765,2823081,2861705],[2215745,2403690,2681763,2766457,2767239,2767974],[2220547,2564354,2688179,2769621,2827342,2827947],[2246089,2576596,2581049,2778174,2833430,2867744],[2254963,2436542,2586994,2698832,2780294,2869044],[2257145,2261230,2588596,2590947,2701112,2836245],[2272678,2593775,2598874,2787633,2838830,2839612],[2276003,2596161,2600639,2789176,2840427,2871615],[2285717,2463029,2607571,2715106,2791556,2873352],[2295111,2613967,2722653,2795044,2844449,2874229],[2314877,2485904,2728847,2799308,2799913,2800488],[2318945,2627876,2733905,2801646,2847968,2848428],[2342388,2638343,2642354,2808565,2852677,2878799],[2350858,2515219,2647647,2743166,2810459,2879806],[2352619,2356019,2648844,2650677,2744800,2854829],[2367218,2653568,2658021,2816421,2856938,2857543],[2379417,2539090,2665731,2756986,2819691,2883052],[2383663,2543697,2759252,2759787,2821546,2860815],[2405317,2559061,2767976,2825820,2826280,2826602],[2428964,2690703,2694707,2832650,2867221,2886716],[2437888,2584659,2699697,2779934,2834623,2887606],[2439795,2442961,2700851,2702470,2781444,2869171],[2452798,2704605,2708616,2839252,2870740,2871200],[2484049,2485226,2799077,2799133,2799668,2846804] ] cell #4942 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1414464],[1544904],[1577982],[1673760],[1689692],[1707276],[1727005],[1773997],[1796587],[1811174],[1816242],[1833115],[1882675],[1892810],[1897878],[1913276],[1933542],[1933696],[1938151],[1951146],[1960268],[1978369],[1995555],[2011661],[2011815],[2016270],[2024728],[2047088],[2050017],[2050691],[2061405],[2071540],[2076608],[2093219],[2093373],[2100862],[2104574],[2118577],[2120946],[2123875],[2124549],[2132044],[2147798],[2157730],[2160796],[2164984],[2181090],[2181244],[2185699],[2191059],[2200683],[2201357],[2203597],[2211531],[2219957],[2226706],[2229772],[2233960],[2237073],[2251859],[2252013],[2259502],[2261389],[2263214],[2277217],[2279586],[2282515],[2283189],[2292149],[2295329],[2299377],[2300165],[2301217],[2303489],[2314287],[2318399],[2325000],[2326825],[2334562],[2337730],[2347354],[2348028],[2350268],[2358202],[2366628],[2373377],[2376443],[2380631],[2383881],[2385314],[2388162],[2391367],[2392078],[2393230],[2395427],[2398595],[2404771],[2411999],[2416111],[2426002],[2429182],[2433230],[2434018],[2435070],[2437342],[2448140],[2452252],[2458853],[2460678],[2468482],[2473564],[2474997],[2476302],[2481050],[2485444],[2486877],[2492930],[2494793],[2500158],[2504407],[2505840],[2508688],[2511893],[2512604],[2513756],[2515953],[2519121],[2519909],[2525297],[2532525],[2536637],[2548438],[2548523],[2553520],[2554953],[2558812],[2563894],[2565327],[2566632],[2567784],[2571380],[2575507],[2580589],[2582022],[2583327],[2588075],[2588786],[2589938],[2592469],[2593902],[2599955],[2601818],[2607183],[2618708],[2625019],[2627627],[2627712],[2630676],[2632709],[2634142],[2642105],[2642190],[2647187],[2648620],[2649925],[2652479],[2657561],[2658994],[2660299],[2661451],[2665047],[2666910],[2670581],[2680543],[2680628],[2682243],[2685362],[2687090],[2699448],[2699533],[2705759],[2708367],[2708452],[2711416],[2713449],[2714882],[2716187],[2719053],[2719611],[2729266],[2735059],[2739074],[2749036],[2749121],[2750736],[2753855],[2755583],[2755668],[2760349],[2765894],[2768533],[2773427],[2773512],[2776182],[2776740],[2776825],[2786395],[2794332],[2798307],[2798865],[2798950],[2807149],[2815333],[2825065],[2831938],[2846159], [1633514,2120328],[1726425,2198862],[1747271,2215222],[1760707,2226317],[1761232,2226471],[1825341,2278968],[1838333,2076878],[1851970,2299488],[1871961,2314398],[1882095,2322090],[1884533,2323911],[1884868,2324585],[1912696,2345533],[1946978,2372988],[1947503,2373142],[1958424,2183421],[1960361,2186465],[1972430,2391209],[1991367,2404613],[1997773,2407951],[2001527,2412110],[2003897,2413839],[2030700,2433341],[2040834,2254440],[2043165,2046466],[2060825,2455943],[2063263,2457764],[2063598,2458438],[2074261,2285286],[2074786,2285440],[2076071,2287709],[2080145,2468949],[2085034,2472157],[2102749,2484037],[2111520,2489725],[2114389,2492772],[2118107,2731205],[2141859,2511735],[2152019,2350379],[2154116,2156983],[2154270,2157508],[2167202,2528477],[2170956,2532636],[2173326,2534365],[2177197,2373755],[2183528,2378320],[2183863,2378994],[2187891,2543685],[2188523,2544020],[2189393,2544484],[2196883,2548905],[2213243,2559279],[2218132,2562487],[2223844,2684482],[2238785,2575974],[2240601,2426380],[2243674,2579182],[2255314,2437184],[2257191,2260281],[2257865,2260616],[2270160,2596750],[2273029,2599797],[2276747,2788334],[2279435,2458938],[2285559,2463380],[2290844,2610959],[2296209,2613955],[2297711,2614754],[2305201,2619175],[2307017,2481428],[2311751,2623209],[2312621,2623673],[2320111,2628094],[2322290,2731120],[2335194,2637687],[2336064,2638151],[2337579,2505925],[2343554,2642572],[2348443,2514843],[2348528,2348816],[2352970,2355861],[2359914,2652946],[2361730,2525675],[2364803,2656154],[2370515,2752975],[2373574,2535447],[2380161,2820312],[2390062,2671798],[2396059,2675129],[2396929,2675593],[2398444,2555038],[2403466,2679341],[2410333,2683136],[2417823,2687557],[2419639,2571758],[2424697,2691699],[2425329,2576220],[2425414,2425702],[2426199,2576813],[2430062,2694695],[2431564,2695494],[2436152,2436384],[2439054,2699915],[2440870,2588453],[2443705,2836556],[2445604,2703949],[2446474,2704413],[2447989,2593987],[2453964,2708834],[2456143,2788249],[2464565,2792188],[2477303,2722432],[2479745,2723649],[2480377,2619421],[2480462,2480750],[2481247,2620014],[2491625,2729918],[2495670,2631054],[2497622,2733249],[2498492,2733713],[2500007,2634227],[2505323,2505555],[2510588,2740291],[2517455,2744086],[2518970,2648705],[2521216,2812694],[2523992,2747834],[2524624,2653192],[2524709,2524997],[2525494,2653785],[2530859,2751629],[2538349,2756050],[2540165,2665425],[2540528,2820227],[2546710,2760728],[2549574,2762515],[2551684,2763073],[2554436,2554668],[2567633,2685447],[2570075,2772225],[2570707,2687803],[2570792,2571080],[2571577,2688396],[2584328,2779561],[2585530,2835913],[2586770,2780778],[2588272,2700754],[2590316,2836471],[2593385,2593617],[2598650,2787047],[2602695,2711794],[2605517,2790842],[2607032,2714967],[2610307,2793774],[2615305,2796141],[2616980,2796520],[2625899,2728471],[2625984,2626272],[2628763,2729551],[2630873,2731950],[2633625,2633857],[2643241,2809315],[2645351,2809873],[2646392,2854661],[2661300,2753940],[2663742,2819025],[2665244,2756889],[2668106,2821557],[2671146,2822698],[2672060,2823256],[2678689,2766180],[2678974,2681203],[2681373,2681605],[2683687,2768872],[2696045,2833747],[2697720,2834126],[2698508,2868931],[2709503,2786680],[2711613,2789079],[2719957,2844460],[2726226,2799088],[2726565,2728382],[2730180,2801111],[2739639,2852294],[2740553,2852852],[2752180,2815672],[2766344,2767650],[2777086,2867232],[2787309,2838717] ] cell #4943 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162823,1931202],[1248144,2009321],[1340375,2091869],[1443374,2178750],[1466042,2196322],[1503893,2224967],[1536751,2250509],[1596005,2296859],[1628800,2319550],[1661272,2342993],[1677261,2355278],[1699123,2371638],[1750415,2405922],[1756120,2409481],[1787832,2430712],[1799151,2438493],[1820627,2453403],[1836616,2465688],[1874523,2487527],[1921545,2516603],[1924224,2518409],[1936686,2526448],[1942391,2530007],[1953710,2537788],[1959782,2381572],[2014805,2572531],[2026213,2578996],[2041299,2587420],[2053253,2594552],[2067341,2459966],[2069674,2604665],[2072353,2606471],[2102347,2622197],[2127111,2634792],[2135606,2507585],[2137829,2640395],[2166469,2655968],[2176557,2535982],[2181555,2664392],[2207159,2556698],[2209382,2677837],[2235445,2690579],[2236814,2691065],[2239961,2577901],[2266776,2595647],[2268999,2706657],[2279008,2603436],[2303230,2723015],[2306377,2621102],[2330387,2635887],[2332610,2735957],[2334063,2637850],[2337152,2639798],[2357943,2747200],[2361090,2654873],[2394928,2675292],[2398017,2677240],[2415852,2771591],[2418999,2689484],[2423117,2691521],[2444473,2704112],[2447562,2706060],[2471272,2794689],[2478165,2723471],[2496491,2733412],[2499580,2735360],[2522412,2747656],[2546211,2760891],[2568495,2772047],[2612481,2794872], [1226202,1744931,1989738],[1366712,1879755,2112760],[1373114,1885239,2118103],[1465498,1724825,2389483],[1465944,2196117,2199359],[1469849,1975728,2198969],[1502814,2004089,2223741],[1503633,2004839,2414699],[1563088,2058485,2271400],[1569490,2063969,2276743],[1596374,2091023,2297025],[1628256,1880495,2491046],[1628702,2113150,2319345],[1632530,2117357,2495030],[1632607,1884695,2322197],[1660728,1911096,2510009],[1661174,2342788,2346030],[1665079,2145157,2345640],[1674356,2152645,2648121],[1698044,2173518,2370412],[1698863,2174268,2535225],[1709870,2184234,2380157],[1711834,2186414,2382116],[1749871,1994415,2560609],[1750317,1990128,2405717],[1753492,2219040,2562650],[1756489,1999508,2409647],[1760238,2223655,2567206],[1788201,2249663,2430878],[1798607,2039234,2586191],[1799053,2438288,2441530],[1801147,2256526,2700244],[1801409,2440079,2587816],[1802958,2258612,2441140],[1806014,2260987,2443701],[1820083,2059225,2598071],[1820529,2271790,2453198],[1824357,2275997,2602055],[1824434,2063425,2456050],[1833711,2283815,2714383],[1835537,2285751,2464462],[1836356,2286501,2464240],[1837768,2287919,2466463],[1842375,2293095,2611122],[1869942,1874892,2487693],[1877969,2317910,2626582],[1885489,2324854,2630417],[1921914,2354432,2516769],[1923680,2152516,2648041],[1924126,2518204,2520584],[1928097,2356053,2521113],[1928916,2353830,2356803],[1936142,2163844,2654276],[1936588,2159557,2526243],[1938747,2364024,2749884],[1939763,2365711,2656317],[1942760,2168937,2530173],[1946509,2370326,2660873],[1950768,2374615,2536378],[1953166,2179490,2663163],[1953612,2375204,2537583],[1955706,2377655,2756379],[1955968,2539374,2664788],[1957440,2379411,2539525],[1957517,2183690,2540435],[1964047,2386130,2668864],[1972995,2391197,2671961],[1991932,2561691,2679504],[1997346,2408252,2681798],[2004178,2414404,2684863],[2014261,2232820,2688887],[2014707,2228533,2572326],[2016866,2421933,2774275],[2021105,2426948,2691862],[2023360,2427951,2578297],[2025669,2242766,2693669],[2026115,2434693,2578791],[2037096,2437083,2585056],[2041668,2442439,2587586],[2045482,2440230,2442955],[2045559,2260443,2590223],[2048672,2053622,2594718],[2050960,2445386,2783712],[2055743,2450262,2785683],[2056005,2596445,2707053],[2056699,2451763,2707322],[2064219,2458707,2711157],[2067046,2459761,2603516],[2070043,2281170,2604831],[2071809,2283686,2714303],[2072255,2606266,2608646],[2073792,2464376,2606605],[2076792,2288503,2793482],[2079718,2470279,2718117],[2088291,2474813,2720715],[2097239,2481996,2723812],[2099494,2482999,2621498],[2101803,2309182,2725619],[2102249,2300840,2621992],[2106006,2625715,2726984],[2114954,2492760,2730081],[2117475,2495437,2731440],[2122530,2127480,2634958],[2124818,2497404,2803657],[2129601,2502280,2805628],[2129863,2636685,2736353],[2131332,2334340,2736721],[2133476,2506656,2737357],[2134726,2511634,2638740],[2135311,2507380,2639878],[2138198,2346939,2640561],[2142424,2511723,2740454],[2148455,2515213,2515454],[2148532,2349556,2645991],[2156514,2518543,2521027],[2161361,2522940,2747997],[2161656,2523217,2813266],[2163616,2527246,2655269],[2165925,2363895,2749804],[2166371,2533988,2655763],[2166775,2528778,2750291],[2173607,2534930,2753356],[2176964,2536148,2662162],[2181924,2541734,2664558],[2184484,2379263,2758373],[2186295,2542459,2821075],[2187312,2668503,2759372],[2196456,2549110,2761579],[2200268,2209751,2678003],[2201626,2551228,2823613],[2202885,2395205,2763541],[2205029,2555769,2764177],[2206279,2391108,2676182],[2206864,2556493,2677320],[2212816,2680739,2766693],[2221389,2565143,2769291],[2230337,2569023,2772388],[2230632,2569300,2829267],[2232592,2573329,2689880],[2234901,2421804,2774195],[2235347,2413462,2690374],[2236418,2423104,2774758],[2238358,2577304,2775246],[2239763,2576590,2581523],[2239840,2432518,2692245],[2240368,2578067,2693221],[2246931,2581838,2777844],[2252117,2436687,2698231],[2252601,2584970,2585190],[2255879,2437172,2780941],[2258134,2261237,2702238],[2262502,2444750,2783477],[2264239,2591833,2836841],[2264646,2591846,2784113],[2265896,2599696,2705002],[2266481,2595442,2706140],[2269368,2457349,2706823],[2273594,2599785,2787210],[2276115,2602462,2788569],[2283458,2604429,2841263],[2285840,2463945,2792569],[2288241,2609305,2843234],[2295630,2613416,2795164],[2298665,2306256,2724195],[2301782,2616481,2796683],[2302077,2616758,2845160],[2302834,2478152,2796883],[2304774,2620505,2797371],[2306179,2474498,2619791],[2306784,2621268,2725171],[2310540,2726105,2726623],[2319684,2628299,2801460],[2323496,2332979,2736123],[2326113,2496768,2803422],[2327850,2632073,2849417],[2328257,2632086,2804058],[2329507,2492671,2734302],[2330092,2635682,2735440],[2333983,2503335,2736996],[2336447,2511238,2737458],[2336931,2638654,2642901],[2343127,2642777,2808379],[2348297,2644895,2853209],[2348338,2515374,2645712],[2351700,2515769,2810977],[2353535,2356142,2745813],[2357547,2522399,2813005],[2359487,2651947,2813493],[2360892,2653562,2658495],[2360969,2531813,2748380],[2361497,2655039,2749356],[2368060,2658810,2816091],[2377008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] cell #4944 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162817,1931196],[1248138,2009315],[1340369,2091863],[1443368,2178744],[1466036,2196316],[1503887,2224961],[1536745,2250503],[1595999,2296856],[1628794,2319544],[1661266,2342987],[1677255,2355272],[1699117,2371632],[1750409,2405916],[1756114,2409478],[1787826,2430709],[1799145,2438487],[1820621,2453397],[1836610,2465682],[1874517,2487524],[1921539,2516600],[1924218,2518403],[1936680,2526442],[1942385,2530004],[1953704,2537782],[1959776,2381566],[2014799,2572525],[2026207,2578990],[2041293,2587417],[2053247,2594549],[2067335,2459960],[2069668,2604662],[2072347,2606465],[2102341,2622191],[2127105,2634789],[2135600,2507579],[2137823,2640392],[2166463,2655962],[2176554,2535979],[2181549,2664389],[2207153,2556692],[2209376,2677834],[2235439,2690573],[2236808,2691062],[2239958,2577898],[2266770,2595641],[2268993,2706654],[2279010,2603438],[2303224,2723012],[2306374,2621099],[2330381,2635881],[2332604,2735954],[2334060,2637847],[2337154,2639800],[2357937,2747197],[2361087,2654870],[2394925,2675289],[2398019,2677242],[2415846,2771588],[2418996,2689481],[2423119,2691523],[2444470,2704109],[2447564,2706062],[2471266,2794686],[2478167,2723473],[2496488,2733409],[2499582,2735362],[2522414,2747658],[2546208,2760888],[2568497,2772049],[2612483,2794874], [976546,1744925,1989740],[1110259,1879749,2112762],[1116365,1885233,2118104],[1206020,2196118,2199353],[1209945,1975722,2198971],[1242847,2004083,2223742],[1302086,2058479,2271402],[1308192,2063963,2276744],[1335247,2091017,2297027],[1368392,2113144,2319346],[1372317,1884689,2322199],[1401250,2342789,2346024],[1405175,2145151,2345642],[1438077,2173512,2370413],[1449474,2184228,2380158],[1465492,1465495,2389485],[1492271,1990122,2405718],[1498765,1999502,2409649],[1504744,2004840,2414693],[1531623,2249657,2430880],[1542776,2438289,2441524],[1546701,2258606,2441142],[1549582,2260981,2443702],[1564768,2271784,2453199],[1568693,2063419,2456052],[1579733,2285745,2464463],[1622224,1869936,2487695],[1628250,1628253,2491048],[1633658,2117358,2495027],[1660722,1660725,2510011],[1672133,2354426,2516771],[1674362,2152639,2648118],[1674436,2518205,2520578],[1678112,2353824,2356804],[1678419,2356047,2521114],[1687501,2159551,2526244],[1693995,2168931,2530175],[1699974,2174269,2535219],[1705148,2375198,2537584],[1709073,2183684,2540437],[1711954,2186415,2382110],[1749865,1749868,2560611],[1753628,2219041,2562647],[1761349,2223657,2567208],[1771806,2228527,2572327],[1784268,2434687,2578792],[1796215,2437077,2585057],[1798601,1798604,2586193],[1801141,2041417,2700246],[1801215,2442433,2587588],[1801415,2440080,2587810],[1804009,2440227,2442956],[1805217,2260437,2590225],[1814051,2048666,2594720],[1820077,1820080,2598073],[1825485,2275998,2602052],[1831488,2281164,2604833],[1833717,2283809,2714380],[1833791,2606267,2608640],[1837467,2286502,2464234],[1837774,2287920,2466457],[1842511,2293096,2611119],[1867389,2300834,2621993],[1878094,2317912,2626584],[1885498,2324860,2630411],[1895687,2122524,2634960],[1903827,2511628,2638741],[1907682,2346933,2640563],[1919053,2515214,2515451],[1919206,2349550,2645993],[1923674,1923677,2648043],[1926774,2518545,2521029],[1936136,1936139,2654278],[1938753,2364018,2749881],[1938827,2533982,2655764],[1939899,2365712,2656314],[1947620,2370328,2660875],[1950774,2374616,2536372],[1953160,1953163,2663165],[1955700,2181673,2756381],[1955774,2541728,2664560],[1955974,2539375,2664782],[1958568,2379412,2539522],[1964172,2386132,2668866],[1973131,2391908,2671958],[1983855,2391102,2676183],[1987710,2200262,2678005],[1992068,2405312,2679501],[1997348,2408254,2681809],[2004311,2414540,2684860],[2014255,2014258,2688889],[2016872,2421927,2774272],[2016946,2413456,2690375],[2021241,2426949,2691859],[2022171,2576591,2581520],[2022324,2432512,2692247],[2023366,2427952,2578291],[2025663,2025666,2693671],[2036298,2436684,2698232],[2036833,2584972,2585192],[2050966,2445380,2783709],[2051956,2599690,2705003],[2055737,2269117,2785685],[2055811,2457343,2706825],[2056011,2596446,2707047],[2056824,2451765,2707324],[2064228,2458713,2711151],[2067182,2459762,2603513],[2071803,2071806,2714305],[2074903,2464378,2606607],[2076801,2288509,2793476],[2079720,2470281,2718128],[2088416,2475440,2720717],[2097375,2481997,2723809],[2098305,2474495,2619792],[2098458,2298659,2724197],[2099500,2483000,2621492],[2101797,2101800,2725621],[2106131,2487320,2726986],[2115090,2493471,2730078],[2117595,2495562,2731442],[2124824,2497398,2803654],[2125814,2492665,2734303],[2129595,2332728,2805630],[2129669,2323490,2736125],[2129869,2636686,2736347],[2131326,2131329,2736723],[2133601,2506658,2737359],[2133928,2511235,2737459],[2134463,2638656,2642903],[2135447,2507381,2639875],[2142560,2512434,2740451],[2147840,2515376,2645723],[2161497,2522937,2747994],[2161650,2358639,2813268],[2162427,2653563,2658492],[2162580,2531807,2748382],[2163622,2527247,2655263],[2165919,2165922,2749806],[2166777,2528780,2750302],[2173740,2535066,2753353],[2177089,2536150,2662164],[2184493,2379269,2758367],[2186301,2542453,2821072],[2187314,2668296,2668514],[2196458,2549588,2761590],[2201632,2551222,2823610],[2202879,2202882,2763543],[2205154,2555771,2764179],[2205481,2390709,2764279],[2206016,2549236,2676098],[2207000,2556494,2677317],[2212818,2559962,2766704],[2217992,2561596,2768374],[2221514,2565770,2769293],[2230473,2569020,2772385],[2230626,2416548,2829269],[2231403,2564825,2688174],[2231556,2411281,2772773],[2232598,2573330,2689874],[2234895,2234898,2774197],[2236415,2236449,2774759],[2238360,2577306,2775257],[2239148,2581445,2691977],[2240493,2578069,2693223],[2247056,2582465,2777846],[2256015,2437883,2780938],[2258140,2261246,2702232],[2262496,2262499,2783479],[2264236,2445021,2836842],[2264771,2591848,2784115],[2265098,2599297,2784215],[2265633,2704918,2709165],[2266617,2595443,2706137],[2273730,2600496,2787207],[2276235,2602587,2788571],[2283464,2604423,2841260],[2285973,2464081,2792566],[2288235,2466581,2843236],[2295632,2613427,2720147],[2301918,2616478,2796680],[2302071,2476739,2845162],[2302831,2302865,2796884],[2304776,2620507,2797382],[2305564,2474420,2723927],[2306909,2621270,2725173],[2310542,2622346,2726634],[2316828,2625397,2728842],[2316981,2488616,2800822],[2319686,2628777,2801471],[2326107,2326110,2803424],[2327847,2497039,2849418],[2328382,2632088,2804060],[2328709,2492272,2804160],[2329244,2628425,2734218],[2330228,2635683,2735437],[2333985,2334014,2737007],[2343129,2643255,2808390],[2348303,2644889,2853206],[2351825,2516396,2810979],[2353671,2356275,2745810],[2357544,2357578,2813006],[2359489,2522891,2813504],[2360277,2658417,2748112],[2361622,2655041,2749358],[2368185,2659437,2816093],[2377144,2662687,2819185],[2377297,2537074,2858865],[2379649,2540057,2820549],[2387053,2387056,2822259],[2393464,2550863,2861808],[2393999,2673322,2823798],[2394850,2394879,2763827],[2406868,2561203,2826824],[2407403,2680865,2768289],[2415453,2415487,2829007],[2417398,2568974,2829505],[2418186,2564750,2772503],[2419531,2689652,2773749],[2429485,2694167,2777276],[2435771,2697218,2834286],[2435924,2583764,2867934],[2438629,2585544,2834988],[2440762,2443193,2782302],[2444395,2444424,2783763],[2453539,2709517,2839077],[2461700,2604064,2872190],[2462235,2712828,2841666],[2470873,2470907,2844068],[2472317,2614115,2874235],[2476878,2616432,2845228],[2484197,2623369,2846810],[2488758,2625322,2800552],[2496413,2496442,2803708],[2513990,2644530,2878902],[2514525,2741815,2853394],[2537924,2662641,2859101],[2543845,2544180,2860821],[2546133,2546162,2822325],[2547395,2671349,2861413],[2557769,2679165,2825738],[2579342,2694855,2886722],[2583903,2697172,2868000],[2610510,2610783,2843673],[2641062,2739842,2878507] ] cell #4945 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1205538],[1367910],[1400768],[1414246],[1491789],[1542294],[1544686],[1564286],[1577764],[1616818],[1632685],[1673954],[1687019],[1689474],[1704666],[1707058],[1744744],[1755457],[1771324],[1773779],[1783786],[1808645],[1808979],[1816024],[1824512],[1833309],[1854909],[1866907],[1879568],[1890281],[1890615],[1897660],[1899873],[1931015],[1931509],[1931594],[1938345],[1941728],[1957595],[1960050],[1975541],[1976880],[1977214],[1979901],[2009134],[2009628],[2009713],[2016464],[2018132],[2033639],[2045637],[2048002],[2048191],[2048778],[2058298],[2069011],[2069345],[2076390],[2089423],[2091682],[2092176],[2092261],[2094266],[2118839],[2121860],[2122049],[2122636],[2130807],[2144970],[2146309],[2146643],[2149330],[2154958],[2158388],[2159101],[2178563],[2179057],[2179142],[2185893],[2192761],[2196260],[2197328],[2199787],[2200374],[2202360],[2222521],[2224780],[2227364],[2228077],[2248063],[2250322],[2250816],[2250901],[2252906],[2258425],[2259764],[2261977],[2277479],[2280500],[2280689],[2281276],[2293518],[2295368],[2296926],[2298140],[2300384],[2315989],[2319488],[2320556],[2325588],[2339432],[2342931],[2343999],[2346458],[2347045],[2349031],[2352832],[2355091],[2369192],[2371451],[2374035],[2374748],[2380893],[2383920],[2386534],[2388196],[2389545],[2400297],[2405860],[2406140],[2409548],[2410762],[2427371],[2429221],[2430779],[2431993],[2434237],[2438431],[2439499],[2449842],[2453341],[2454409],[2459441],[2463242],[2465501],[2468516],[2482419],[2485483],[2487594],[2488097],[2491108],[2501860],[2504446],[2507060],[2508722],[2510071],[2516670],[2517884],[2526386],[2526666],[2528074],[2530074],[2531288],[2537726],[2538794],[2553559],[2556173],[2558846],[2560671],[2572469],[2572749],[2574157],[2575541],[2578934],[2586253],[2592508],[2594619],[2595122],[2595865],[2598133],[2604732],[2605946],[2618742],[2622135],[2632748],[2634859],[2635362],[2636105],[2640462],[2651518],[2652513],[2654338],[2655443],[2663225],[2670620],[2677904],[2686129],[2687124],[2688949],[2690054],[2691332],[2693731],[2703235],[2718780],[2719645],[2723282],[2725681],[2732535],[2736938],[2746843],[2760131],[2763758],[2771234],[2774897],[2794162],[2797022], [1633505,2119173],[1745238,2215147],[1760632,2225274],[1761248,2225359],[1825332,2277813],[1838324,2467174],[1870048,2314331],[1880062,2322015],[1884597,2323015],[1884801,2323602],[1885409,2494019],[1946903,2371945],[1947519,2372030],[1958415,2381227],[1960377,2542972],[1961378,2543686],[1972076,2548944],[1976035,2198787],[1989672,2404614],[1998622,2407990],[1999614,2412043],[2003947,2413006],[2004052,2566044],[2046457,2260098],[2058792,2455868],[2063327,2456868],[2063531,2457455],[2064139,2601044],[2074186,2465995],[2074802,2466080],[2076288,2609074],[2082644,2468988],[2085622,2613956],[2087455,2614788],[2091129,2299421],[2103337,2484038],[2112283,2489759],[2112694,2492773],[2114035,2628133],[2117369,2629486],[2141505,2642611],[2145464,2345458],[2156908,2355585],[2157524,2355670],[2168051,2528516],[2169043,2532569],[2173376,2533532],[2173481,2659711],[2178198,2661927],[2183592,2541253],[2183796,2541840],[2184404,2666136],[2191655,2544518],[2195797,2671799],[2198903,2391210],[2215742,2559318],[2218720,2562488],[2220553,2683170],[2241284,2576013],[2242464,2692583],[2244262,2694696],[2246095,2695528],[2249769,2433274],[2254365,2258919],[2254960,2699954],[2257070,2781662],[2260345,2441958],[2260549,2442545],[2261157,2702875],[2270923,2596784],[2271334,2599798],[2272675,2708873],[2276009,2710226],[2280284,2603174],[2285609,2608190],[2285714,2715599],[2292775,2610960],[2295278,2472158],[2307700,2619214],[2308880,2724533],[2314883,2623707],[2319025,2729919],[2338326,2638185],[2339216,2639060],[2342468,2740292],[2345574,2511736],[2348880,2515112],[2350312,2354538],[2350864,2744120],[2352616,2744995],[2355911,2520128],[2356016,2746397],[2362413,2652985],[2363593,2748718],[2365391,2656155],[2367224,2751663],[2374337,2661876],[2376089,2756089],[2378199,2819909],[2379423,2757442],[2383830,2544021],[2399191,2675627],[2400081,2676502],[2405397,2679342],[2420322,2687596],[2421502,2773109],[2425766,2576489],[2426628,2691700],[2427673,2692532],[2428563,2779600],[2429131,2579183],[2436434,2584904],[2436539,2780411],[2437185,2441074],[2437968,2780779],[2439801,2781611],[2442967,2782810],[2448736,2704447],[2449626,2705322],[2450806,2840645],[2452878,2787048],[2461274,2790876],[2463026,2791751],[2480814,2619690],[2481676,2723650],[2482721,2724482],[2483611,2722471],[2485393,2623210],[2500754,2733747],[2501644,2734622],[2502824,2803039],[2504356,2637688],[2505605,2638588],[2505710,2809042],[2508105,2809907],[2514844,2515022],[2515225,2810558],[2525061,2653461],[2525923,2747835],[2526968,2748667],[2527858,2817847],[2537263,2819026],[2539096,2819858],[2553469,2675130],[2554718,2676030],[2554823,2762242],[2557218,2763107],[2571144,2688072],[2572006,2772226],[2573051,2773058],[2573941,2771047],[2576221,2576399],[2576602,2833529],[2578471,2834127],[2584664,2834628],[2592418,2703950],[2593667,2704850],[2593772,2839729],[2596167,2840594],[2619422,2619600],[2619803,2795923],[2621672,2796521],[2626336,2728740],[2632658,2733250],[2633907,2734150],[2634012,2802123],[2636407,2802988],[2636973,2852295],[2638348,2852682],[2653193,2653371],[2653574,2857642],[2670530,2760729],[2674415,2822699],[2675790,2823086],[2681655,2768221],[2681760,2767356],[2687804,2687982],[2688185,2828046],[2690708,2867226],[2704610,2871205],[2718495,2793775],[2722658,2844454],[2728472,2728650],[2728853,2800012],[2733910,2848433],[2759792,2821551],[2766181,2767071],[2767981,2826285],[2799082,2799673] ] cell #4946 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1808318],[1889954],[1976553],[2068684],[2087647],[2118512],[2145982],[2195882],[2220745],[2246287],[2259437],[2277152],[2315075],[2319110],[2342553],[2351056],[2367416],[2380566],[2405482],[2438053],[2439993],[2448928],[2452963],[2461466],[2466513],[2500946],[2508297],[2517969],[2526008],[2536428],[2537348],[2539288],[2557410],[2572091],[2578347],[2578556],[2596359],[2603427],[2606031],[2621548],[2621757],[2636599],[2637258],[2639789],[2655319],[2655528],[2662091],[2674700],[2677231],[2689930],[2690139],[2691005],[2693150],[2703520],[2706051],[2722955],[2725100],[2732820],[2735351],[2736674],[2747140],[2749285],[2760634],[2763494],[2771531],[2773676],[2783430],[2794629],[2803375],[2822210], [1596055,2087320,2296841],[1616491,1869524,2104247],[1755130,1999090,2219630],[1756170,2220418,2409463],[1787882,2245960,2430694],[1854582,2090605,2299838],[1874573,2314748,2487509],[1921595,2350729,2516585],[1941401,2168519,2366301],[1942441,2367089,2529989],[1972956,2196079,2390364],[1991893,2403768,2405679],[2004139,2223703,2412460],[2004466,2004768,2412787],[2033312,2249245,2433691],[2041349,2256378,2587402],[2041501,2041784,2587487],[2053303,2448601,2594534],[2069724,2461139,2604647],[2087496,2088316,2474051],[2106031,2314924,2485931],[2114915,2319307,2491927],[2117410,2117500,2493641],[2118173,2630467,2636723],[2127161,2500619,2634774],[2137879,2507970,2640377],[2142385,2342750,2510890],[2152695,2152952,2648103],[2154631,2354014,2519582],[2161322,2524294,2526205],[2173568,2370374,2532986],[2173895,2174197,2533313],[2181605,2377507,2664374],[2181757,2182040,2664459],[2209432,2557083,2677819],[2220594,2221414,2564381],[2223695,2684774,2690012],[2230298,2570377,2572288],[2236864,2575272,2691047],[2246136,2246956,2581076],[2255840,2438250,2587072],[2264671,2448777,2592956],[2269049,2450114,2706639],[2269201,2269484,2706724],[2273555,2453160,2598952],[2276050,2276140,2600666],[2276813,2596483,2711207],[2283865,2284122,2714365],[2285801,2464424,2607644],[2286128,2286430,2607971],[2288207,2466665,2793153],[2288403,2466840,2717339],[2301743,2617282,2621954],[2303280,2618473,2722997],[2317950,2729224,2732493],[2322155,2731369,2735830],[2328282,2500795,2633196],[2332660,2502132,2735939],[2332812,2333095,2736024],[2333974,2637426,2736599],[2350905,2351725,2647674],[2352795,2518347,2744574],[2353496,2518166,2648922],[2356103,2521075,2650750],[2356430,2356732,2651077],[2357993,2522260,2747182],[2358723,2362737,2747467],[2364074,2364331,2749866],[2367265,2368085,2658048],[2370366,2655401,2753267],[2376413,2537158,2818658],[2376969,2537545,2664044],[2379464,2379554,2665758],[2380227,2539412,2758423],[2381653,2542393,2758632],[2381828,2542509,2821057],[2386170,2760089,2760307],[2391158,2672765,2676144],[2393899,2557259,2673954],[2394839,2674868,2763419],[2408411,2768608,2771309],[2414365,2685664,2690336],[2415902,2568343,2771573],[2416632,2420646,2771858],[2421983,2422240,2774257],[2423046,2691177,2774756],[2428887,2583848,2834032],[2435596,2578753,2698022],[2437133,2585018,2699213],[2439842,2440662,2700878],[2440117,2443771,2702288],[2443008,2443098,2702497],[2444384,2591136,2783355],[2445196,2448784,2783652],[2445436,2449052,2783694],[2451803,2703193,2786353],[2456008,2706530,2788498],[2460047,2603856,2789949],[2461315,2462135,2713936],[2461322,2604239,2841203],[2461590,2604479,2841245],[2463205,2606409,2791330],[2463906,2606228,2715184],[2464416,2605904,2792480],[2470438,2794237,2794407],[2471322,2611926,2794671],[2474409,2721240,2723911],[2474838,2619844,2721072],[2476823,2483935,2796426],[2478094,2723127,2796881],[2489974,2800970,2803159],[2492721,2730885,2734264],[2495462,2636448,2732074],[2496402,2631376,2803300],[2497214,2500802,2803597],[2497454,2501070,2803639],[2506696,2736896,2807107],[2507666,2640218,2807434],[2508146,2514425,2742447],[2508153,2644705,2853149],[2508421,2644945,2853191],[2511684,2638702,2741258],[2515266,2515794,2743193],[2515365,2645707,2743361],[2517842,2521067,2745724],[2522341,2651363,2813003],[2522851,2525881,2813144],[2523019,2526199,2813219],[2528037,2655906,2815072],[2528937,2746918,2815408],[2534891,2655725,2754157],[2536188,2662153,2818331],[2537221,2662601,2858741],[2537539,2662769,2858816],[2539137,2539957,2757013],[2540393,2664265,2820476],[2545612,2821865,2821994],[2546122,2669389,2822135],[2549163,2762087,2764276],[2549225,2676136,2761915],[2551038,2557266,2823553],[2551278,2557534,2823595],[2555809,2763716,2825023],[2556779,2677660,2825350],[2561652,2680308,2768335],[2564739,2769816,2772487],[2565168,2688226,2769648],[2568424,2685974,2829004],[2568934,2571964,2829145],[2569102,2572282,2829220],[2574120,2690517,2831073],[2576643,2581863,2778201],[2577463,2774972,2832013],[2578107,2693212,2832235],[2578429,2697132,2867810],[2578747,2697300,2867885],[2581434,2691961,2778369],[2585010,2585181,2780084],[2585119,2698229,2780256],[2587293,2590181,2782229],[2591775,2594425,2836839],[2595728,2706480,2838121],[2596208,2602487,2789203],[2596999,2783214,2838576],[2599746,2704964,2788014],[2603595,2712373,2840981],[2604538,2712755,2872187],[2610265,2718453,2843657],[2612410,2718625,2844065],[2615024,2724153,2795659],[2616392,2621630,2845038],[2616560,2621948,2845113],[2620664,2797097,2846234],[2621308,2725162,2846456],[2625311,2727509,2800536],[2625740,2728894,2800515],[2628352,2801968,2804157],[2628414,2734256,2801796],[2632015,2634665,2849415],[2635968,2735780,2850697],[2636931,2739597,2878491],[2638694,2642892,2808715],[2639279,2806152,2851590],[2639957,2738474,2851806],[2640268,2741742,2878899],[2642830,2737456,2808887],[2645949,2646111,2810294],[2653615,2658835,2816448],[2655079,2749347,2856348],[2658406,2748096,2816616],[2668181,2759867,2860818],[2671104,2674373,2861397],[2673249,2677710,2861805],[2676721,2824068,2862637],[2677399,2765294,2862853],[2678647,2767029,2825722],[2680792,2767201,2826821],[2680854,2768327,2826752],[2683406,2772729,2827782],[2689690,2773738,2866015],[2690783,2777161,2886719],[2692203,2695764,2833265],[2704956,2709154,2839402],[2706219,2785230,2870329],[2709092,2784212,2839574],[2720032,2722733,2874232],[2726301,2799748,2846807],[2728101,2800778,2847557],[2735519,2805175,2877582],[2748338,2751899,2857378], [2004850,2224471,2567153,2574265,2685203,2828549],[2087503,2475853,2615297,2619851,2795881,2796099],[2117417,2322282,2630227,2636455,2731431,2848900],[2174279,2371142,2528182,2660820,2753696,2858145],[2186425,2382008,2382064,2667787,2759010,2860669],[2196073,2550394,2672302,2676138,2823161,2823331],[2220601,2409055,2683679,2688233,2768830,2828004],[2223697,2412305,2684942,2690330,2770408,2864672],[2246143,2576650,2582878,2696037,2833487,2833705],[2276057,2456135,2596215,2710967,2788560,2871672],[2286512,2463350,2465192,2716708,2792909,2873469],[2289193,2610437,2717627,2794021,2843644,2843648],[2296732,2615882,2720814,2723902,2844768,2844897],[2311343,2314931,2726523,2728374,2728901,2799970],[2319301,2490652,2730422,2734258,2801186,2848508],[2342744,2638696,2644061,2740795,2852757,2852927],[2350912,2515273,2646384,2649476,2810516,2854619],[2352940,2356814,2521843,2650446,2746153,2854946],[2367272,2529581,2653622,2752172,2815630,2857600],[2370368,2532831,2655719,2753435,2817208,2881766],[2379471,2539144,2540520,2758183,2820538,2883109],[2388411,2671276,2761089,2763278,2861384,2861388],[2401815,2557696,2766203,2825709,2825713,2826144],[2402493,2405673,2766419,2767892,2768329,2826360],[2409354,2563200,2769390,2772478,2827267,2864327],[2430585,2691952,2696622,2777943,2867540,2867669],[2438244,2585012,2698750,2701404,2834703,2869006],[2439849,2443015,2590308,2702048,2782291,2869228],[2453154,2597677,2704958,2787551,2838792,2871280],[2464418,2606222,2607489,2792648,2842781,2890069],[2484750,2487400,2799233,2800257,2800527,2847212],[2508937,2736458,2739769,2807889,2878478,2878482],[2516476,2645698,2742935,2745214,2853664,2879731],[2518160,2521069,2650595,2745892,2812094,2879947],[2529880,2656867,2748087,2816190,2856863,2881421] ] cell #4947 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [747907],[869226],[961137],[1047956],[1079545],[1115696],[1147408],[1205850],[1238900],[1271372],[1286047],[1307523],[1361763],[1368222],[1401080],[1412268],[1434130],[1448805],[1492101],[1542606],[1544997],[1548913],[1558139],[1564598],[1575786],[1644185],[1656980],[1669219],[1674266],[1687331],[1704978],[1707369],[1742301],[1771636],[1780198],[1784098],[1795367],[1801171],[1816335],[1833621],[1863319],[1867219],[1897971],[1901825],[1902979],[1918418],[1934757],[1938657],[1955730],[1981853],[1983007],[2012876],[2016776],[2019954],[2021536],[2049954],[2051108],[2055767],[2096088],[2097670],[2111109],[2123812],[2124966],[2129625],[2132437],[2160210],[2161680],[2161792],[2193783],[2203990],[2217144],[2229186],[2230656],[2230768],[2263607],[2264468],[2288265],[2294478],[2302101],[2310379],[2316193],[2327218],[2328079],[2359670],[2377327],[2383545],[2387376],[2393696],[2401666],[2417579],[2435954],[2461932],[2468179],[2473228],[2477059],[2483969],[2514222],[2538105],[2543617],[2548135],[2580253],[2584084],[2613887],[2641802],[2694627] ] cell #4948 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1886527],[1972272],[2005243],[2005848],[2045266],[2065257],[2087627],[2114231],[2118109],[2118360],[2118492],[2141701],[2155735],[2156340],[2174672],[2175277],[2185522],[2187292],[2195744],[2211873],[2215938],[2219147],[2220725],[2223898],[2224600],[2246267],[2255156],[2259285],[2259417],[2272871],[2276749],[2277000],[2277132],[2286905],[2287510],[2288639],[2293202],[2295610],[2298567],[2310520],[2311402],[2315055],[2318009],[2318741],[2318972],[2322341],[2333963],[2342415],[2349458],[2351036],[2354911],[2358544],[2365818],[2367396],[2370569],[2371271],[2380163],[2380414],[2380546],[2382275],[2386229],[2390977],[2392420],[2394828],[2402314],[2405344],[2408232],[2409114],[2411189],[2416453],[2427055],[2429463],[2432420],[2436952],[2437915],[2443707],[2444373],[2445255],[2451862],[2452594],[2452825],[2456194],[2459868],[2464619],[2465321],[2466361],[2470259],[2474398],[2475912],[2476644],[2482103],[2484100],[2488524],[2490473],[2492540],[2496391],[2497273],[2506755],[2507487],[2511503],[2512946],[2515354],[2521270],[2522840],[2528758],[2529640],[2531715],[2535769],[2536247],[2536979],[2540579],[2543748],[2546111],[2550066],[2550215],[2551097],[2555868],[2556600],[2560440],[2561471],[2564728],[2566974],[2568923],[2577135],[2577284],[2578166],[2581423],[2582937],[2583669],[2586022],[2589128],[2590367],[2595549],[2597498],[2599565],[2604298],[2610254],[2614018],[2615727],[2616381],[2620336],[2620485],[2621367],[2624646],[2625300],[2629255],[2630286],[2635789],[2643733],[2643882],[2644764],[2646814],[2649535],[2650267],[2654107],[2655138],[2658395],[2660641],[2662590],[2668132],[2671093],[2672408],[2678636],[2679951],[2684109],[2688718],[2689749],[2694758],[2696467],[2697121],[2698856],[2701076],[2701225],[2702107],[2709995],[2711026],[2716529],[2719983],[2726252],[2730528],[2732272],[2739586],[2740901],[2752602],[2757211],[2758242],[2777112],[2787657],[2789401], [730082,2549214],[870338,2628403],[899511,2642881],[982055,2680843],[1029077,2585170],[1049068,2709143],[1099901,2726512],[1115768,2731420],[1155864,2517831],[1156025,2352812],[1168326,2749336],[1184747,2662142],[1226592,2766370],[1237780,2768819],[1253647,2773727],[1266563,2693201],[1284144,2439973],[1291728,2783641],[1307595,2788549],[1315979,2605893],[1316140,2463222],[1339771,2796088],[1352609,2725151],[1367102,2801137],[1378290,2803586],[1388192,2736885],[1421822,2813170],[1429321,2655390],[1429482,2528054],[1433010,2815619],[1446902,2539268],[1448877,2820527],[1470239,2823282],[1471510,2823542],[1474998,2763705],[1508628,2829171],[1516127,2690001],[1516288,2574137],[1517981,2774923],[1536147,2833694],[1548985,2782280],[1551710,2703182],[1552839,2595745],[1560086,2596339],[1563478,2838743],[1574666,2841192],[1598843,2795870],[1601761,2845064],[1604543,2797048],[1634268,2848889],[1637756,2732482],[1638885,2635985],[1646132,2636579],[1647771,2637415],[1665469,2852878],[1666740,2853138],[1670228,2810505],[1676657,2854608],[1680353,2746869],[1681609,2362609],[1682214,2655299],[1703858,2858767],[1711357,2542213],[1711518,2381670],[1720612,2760078],[1725497,2861514],[1726788,2823112],[1730857,2556796],[1733092,2674857],[1758958,2827993],[1761876,2864623],[1764658,2771260],[1765914,2420518],[1766519,2689910],[1790670,2833476],[1793588,2867836],[1796370,2834654],[1803348,2868957],[1804619,2869217],[1807126,2591125],[1808166,2705967],[1808298,2448908],[1826095,2871661],[1829583,2603238],[1830712,2460064],[1837959,2466493],[1845781,2794188],[1850658,2795610],[1852350,2721229],[1855686,2483807],[1856291,2621528],[1876282,2799959],[1881167,2876243],[1882458,2848459],[1888762,2631365],[1889802,2735267],[1889934,2500926],[1906883,2639124],[1911768,2878608],[1913059,2852708],[1917128,2507683],[1919363,2743350],[1924383,2745059],[1927301,2879898],[1930835,2525870],[1945229,2857589],[1948147,2881717],[1950929,2661653],[1952185,2376285],[1952790,2536408],[1959178,2883098],[1961805,2759818],[1967258,2669378],[1971807,2761904],[1976401,2677147],[1976533,2557390],[1986911,2676566],[1995087,2863333],[1995338,2826311],[2000215,2827733],[2001907,2769805],[2008954,2571953],[2024511,2692309],[2029388,2833216],[2031080,2778358],[2034416,2428759],[2035021,2578327],[2039906,2887415],[2041197,2781388],[2055012,2705386],[2059897,2888730],[2061188,2871231],[2067492,2603416],[2068532,2603343],[2068664,2461446],[2072512,2791815],[2075430,2890020],[2078043,2718442],[2086049,2722684],[2091502,2621619],[2100645,2724259],[2103764,2799699],[2108515,2847508],[2109217,2727498],[2113766,2801785],[2128870,2734686],[2131234,2736625],[2136687,2639778],[2141236,2808704],[2145830,2639705],[2145962,2508277],[2150707,2810245],[2152399,2745713],[2164516,2880427],[2164767,2748444],[2166628,2817911],[2169644,2857329],[2171336,2816605],[2178383,2537210],[2180162,2894575],[2181453,2819635],[2194781,2674362],[2202787,2763445],[2208240,2677220],[2211141,2767018],[2215473,2826741],[2233492,2885726],[2233743,2772835],[2235604,2771111],[2236683,2690994],[2243438,2896797],[2244689,2690734],[2250142,2578418],[2254691,2780073],[2262404,2783381],[2267155,2870280],[2267857,2706040],[2268897,2840371],[2272406,2839391],[2281877,2840932],[2283569,2792469],[2303099,2722944],[2309854,2890737],[2326015,2803326],[2330766,2877533],[2331468,2735340],[2332508,2802765],[2339879,2851757],[2341452,2636920],[2357334,2856735],[2357812,2747129],[2362144,2856337],[2363778,2753256],[2375820,2818320],[2386961,2822161],[2400744,2862804],[2415243,2827139],[2415721,2771520],[2420053,2866004],[2421687,2684763],[2423949,2866546],[2428294,2832224],[2444195,2786342],[2470110,2843774],[2471141,2794618],[2478997,2874928],[2483342,2846445],[2496213,2729213],[2504034,2807096],[2521903,2815359],[2545457,2760296],[2553147,2825012],[2567986,2768559],[2574915,2831964],[2611569,2794358],[2618116,2846185] ] cell #4949 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037905,2048534],[1121026,2122392],[1211222,2200130],[1312853,2281032],[1335486,2297238],[1373594,2323358],[1406452,2346801],[1465516,2389470],[1499004,2409860],[1531862,2431091],[1547978,2442301],[1569970,2457211],[1622463,2487906],[1628274,2491033],[1660746,2509996],[1672372,2516982],[1694234,2530386],[1710350,2541596],[1749889,2560596],[1798625,2586178],[1801454,2587799],[1814290,2594931],[1820101,2598058],[1831727,2605044],[1837887,2466446],[1895926,2635171],[1907921,2640774],[1923698,2648028],[1936160,2654263],[1951781,2536361],[1953184,2663150],[1956013,2664771],[1987949,2678216],[2014279,2688874],[2025363,2578280],[2025687,2693656],[2056050,2707036],[2067529,2603423],[2071827,2714290],[2101497,2621481],[2101821,2725606],[2129908,2736336],[2131350,2736708],[2136724,2639785],[2165619,2655252],[2165943,2749791],[2177438,2662095],[2202903,2763528],[2208277,2677227],[2234595,2689863],[2234919,2774182],[2236720,2691001],[2241704,2693154],[2262520,2783464],[2267894,2706047],[2303136,2722951],[2308120,2725104],[2326131,2803409],[2331505,2735347],[2334229,2736678],[2357849,2747136],[2362833,2749289],[2387077,2822244],[2395094,2763498],[2415758,2771527],[2420742,2773680],[2444639,2783434],[2471178,2794625],[2496657,2803379],[2546377,2822214], [840263,1595988,2298256],[859175,1869804,2484960],[987313,1999370,2563410],[988392,1756103,2410878],[1018993,1787815,2432109],[1083605,2090885,2616092],[1105081,1874506,2488213],[1153817,1921528,2349147],[1173584,2168799,2657077],[1174663,1942374,2531404],[1207121,2199342,2673077],[1228983,1990111,2558486],[1242960,2004072,2566663],[1275432,2249525,2696832],[1284072,2041282,2256287],[1284235,2041438,2041794],[1296908,2053236,2595238],[1313932,2069657,2459557],[1336260,2091041,2721571],[1358252,1869960,2622944],[1369493,2113133,2627301],[1383470,2127094,2635478],[1396496,2137812,2507176],[1402351,2346013,2741570],[1414285,2152628,2152944],[1416328,2354294,2745424],[1424213,2159540,2652153],[1438190,2173501,2660330],[1446830,2181538,2377416],[1446993,2181694,2182050],[1483302,2209365,2556289],[1499778,1999526,2682407],[1503289,1761102,2566356],[1511019,2228516,2686764],[1518833,2236797,2575181],[1532636,2249681,2778700],[1543877,2441513,2782057],[1554628,2048690,2703684],[1560014,2268982,2450023],[1560177,2269138,2269494],[1565869,2271773,2708041],[1577803,2283798,2284114],[1579846,2285734,2716218],[1603032,2300823,2722042],[1605395,2303213,2618382],[1632997,1884713,2629411],[1640674,2122548,2732984],[1646060,2332593,2502041],[1646223,2332749,2333105],[1647808,2333970,2637422],[1673146,2354450,2811833],[1675537,2520567,2812304],[1678532,2356036,2649956],[1681205,2357926,2522169],[1682305,2358660,2362747],[1689513,2364007,2364323],[1695008,2168955,2750900],[1698519,1947373,2660023],[1706249,2375187,2755257],[1727640,2391091,2672674],[1731540,2200286,2762679],[1733129,2394835,2674864],[1763147,2413445,2770618],[1765510,2415835,2568252],[1766610,2416569,2420656],[1773818,2421916,2422232],[1775331,2423050,2691181],[1794859,2434676,2779171],[1797222,2437066,2699122],[1802228,2442457,2836077],[1807163,2444380,2591132],[1808357,2445292,2448967],[1809018,2445369,2449044],[1824824,2063443,2710151],[1832501,2281188,2790113],[1834892,2608629,2842991],[1836012,2074656,2715911],[1838050,2288217,2466602],[1846633,2471255,2611835],[1851233,2298683,2795693],[1852387,2474405,2721236],[1856382,2476760,2483945],[1858452,2478098,2723131],[1883310,2492654,2730794],[1887210,2323514,2802560],[1888799,2496398,2631372],[1889993,2497310,2500985],[1890654,2497387,2501062],[1913911,2511617,2741167],[1917811,2346957,2809479],[1919400,2515361,2743357],[1924174,2518427,2854213],[1928572,2157378,2746709],[1929890,2522345,2651367],[1930872,2522847,2525877],[1930990,2523106,2526361],[1949418,2533971,2817418],[1952881,2376423,2537095],[1956787,2541752,2860190],[1957907,2183708,2757367],[1960089,2381820,2542442],[1967295,2546118,2669385],[1971844,2391014,2761911],[1973426,2549167,2762091],[1976592,2551134,2557449],[1977253,2551211,2557526],[1996190,2561585,2680217],[2000790,2411305,2827816],[2001944,2564735,2769812],[2005939,2224473,2567090],[2008009,2568428,2685978],[2008991,2568930,2571960],[2009109,2569189,2572444],[2029963,2432536,2833299],[2031117,2581430,2778365],[2035112,2428897,2583785],[2037182,2585123,2780260],[2042049,2260137,2702221],[2045949,2260461,2782735],[2048206,2591779,2594429],[2062040,2599679,2787923],[2065940,2457367,2840166],[2068723,2461505,2604335],[2069384,2461582,2604412],[2072303,2606489,2872736],[2076701,2288548,2793465],[2078080,2610261,2718449],[2083064,2612414,2718629],[2087252,2474664,2795663],[2087686,2475949,2615764],[2091539,2616388,2621626],[2091657,2616647,2622110],[2109090,2488640,2847591],[2109254,2625307,2727505],[2113803,2492577,2801792],[2115385,2628356,2801972],[2118551,2322378,2630323],[2119212,2333360,2630400],[2122064,2632019,2634669],[2141273,2511540,2808711],[2142855,2642834,2808891],[2146021,2508336,2644801],[2146682,2508413,2644878],[2151282,2349574,2810328],[2152436,2354948,2745720],[2156431,2521845,2650383],[2166419,2655986,2880968],[2170219,2531831,2857412],[2171373,2658402,2816612],[2175368,2371144,2660757],[2178420,2537217,2662597],[2178538,2537701,2662856],[2182305,2381266,2758356],[2186205,2381590,2820982],[2186577,2382066,2759090],[2187558,2668185,2759871],[2194818,2671100,2674369],[2196235,2550481,2672697],[2199802,2673253,2677714],[2211178,2678643,2767025],[2215510,2561508,2826748],[2216162,2680796,2767205],[2220350,2564994,2827786],[2220784,2409151,2684146],[2224637,2421724,2684770],[2224755,2412392,2685029],[2235395,2690597,2886267],[2245892,2581689,2833269],[2246326,2582974,2696504],[2250179,2578425,2697128],[2250297,2578909,2697387],[2254728,2436989,2780080],[2256310,2441973,2782233],[2259476,2590404,2702144],[2267730,2595665,2870363],[2269749,2277852,2711140],[2272443,2599602,2839398],[2274025,2709096,2839578],[2277191,2456231,2711063],[2280704,2604542,2712759],[2282452,2459984,2841015],[2283606,2465358,2792476],[2287601,2465194,2716645],[2289197,2610441,2717647],[2295876,2720036,2722737],[2296736,2615886,2721098],[2310786,2726305,2799752],[2311439,2315114,2624683],[2314680,2625566,2847561],[2318046,2496250,2729220],[2319463,2490739,2730817],[2323030,2502064,2731373],[2331341,2635905,2877616],[2340454,2507603,2851840],[2341489,2636927,2739593],[2342906,2644148,2741190],[2346473,2640272,2741746],[2350661,2515620,2810298],[2351095,2646851,2649572],[2355066,2650682,2745979],[2362181,2655175,2856344],[2363815,2371308,2753263],[2367021,2658661,2857382],[2367455,2529677,2752639],[2371426,2532918,2753522],[2375857,2536284,2818327],[2377439,2541268,2820480],[2380605,2540616,2758279],[2386266,2545494,2760303],[2388415,2671280,2761109],[2401319,2556716,2862887],[2401819,2557700,2766223],[2402580,2405835,2680240],[2408498,2568275,2768612],[2409358,2563204,2769674],[2420090,2689786,2866011],[2428331,2578203,2832231],[2429729,2690787,2777165],[2430589,2696626,2778227],[2438406,2699145,2701491],[2444232,2451899,2786349],[2448533,2706306,2870333],[2450046,2456883,2788502],[2453316,2597764,2787946],[2461071,2603682,2840985],[2465476,2607576,2792735],[2470525,2611858,2794411],[2483379,2621404,2846452],[2484754,2487404,2727367],[2489978,2631234,2800990],[2500551,2735606,2877586],[2504071,2506792,2807103],[2507902,2640044,2851810],[2508941,2739773,2807909],[2516480,2743219,2745218],[2522192,2529024,2815412],[2529884,2656871,2816474],[2545616,2669247,2822014],[2553184,2555905,2825019],[2557015,2677486,2862857],[2575204,2577550,2832017],[2590994,2597003,2838596],[2618405,2620751,2846238],[2637284,2639283,2851610],[2674726,2676725,2862657] ] cell #4950 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291211,2048548],[1377773,2122406],[1470993,2200144],[1574149,2281046],[1596530,2297252],[1633751,2323372],[1666223,2346815],[1724840,2389597],[1756645,2409874],[1788357,2431105],[1804102,2442315],[1825578,2457225],[1875048,2487920],[1880510,2491160],[1911111,2510123],[1922070,2516996],[1942916,2530400],[1958661,2541610],[1994430,2560723],[2039249,2586305],[2041824,2587813],[2053778,2594945],[2059240,2598185],[2070199,2605058],[2076184,2466460],[2127636,2635185],[2138354,2640788],[2152531,2648155],[2163859,2654390],[2177310,2536375],[2179505,2663277],[2182080,2664785],[2209907,2678230],[2232835,2689001],[2240714,2578294],[2242781,2693783],[2269524,2707050],[2279059,2603550],[2283701,2714417],[2307130,2621495],[2309197,2725733],[2333135,2736350],[2334355,2737174],[2337203,2639912],[2361843,2655266],[2363910,2749918],[2373259,2662191],[2395220,2763994],[2398068,2677354],[2419752,2689877],[2421819,2774309],[2423197,2691572],[2425884,2693250],[2444765,2783930],[2447613,2706174],[2478245,2723522],[2480932,2725200],[2496783,2803875],[2499631,2735474],[2503402,2737123],[2522492,2747707],[2525179,2749385],[2546503,2822492],[2552515,2763943],[2568575,2772098],[2571262,2773776],[2591464,2783879],[2612561,2794923],[2631704,2803824],[2670052,2822441], [1355636,1869818,2104058],[1497162,1999384,2219441],[1503568,2004614,2224392],[1596002,1850523,2473446],[1596427,2297061,2300001],[1600251,2090899,2299649],[1632660,2117452,2322233],[1633487,2118169,2495783],[1692392,2168813,2366112],[1698798,2174043,2371063],[1725184,2199356,2389647],[1756117,2000080,2563776],[1756542,2219793,2409683],[1760293,2223691,2567257],[1760366,2004086,2412271],[1787829,2029253,2580471],[1788254,2430914,2433854],[1792078,2249539,2433502],[1801186,2256541,2700324],[1824487,2276092,2456086],[1825314,2276809,2602808],[1836291,2286276,2465113],[1838306,2288399,2466988],[1874520,2108380,2624901],[1874945,2104410,2487729],[1878024,2317946,2626633],[1880854,2113147,2491210],[1884488,2322160,2630558],[1911455,2346027,2510173],[1921542,2150572,2647069],[1921967,2516805,2519745],[1924012,2352356,2744427],[1924263,2518421,2648413],[1925791,2354308,2519393],[1928851,2356578,2521764],[1942388,2169509,2657443],[1942813,2366464,2530209],[1946564,2370362,2660924],[1946637,2173515,2532797],[1955745,2377670,2756459],[1957570,2379506,2540471],[1958397,2380223,2540278],[1959821,2381584,2542345],[1964102,2386166,2668915],[1990125,1994774,2560773],[1997728,2408416,2681925],[2004857,2414738,2685155],[2039593,2441527,2586355],[2041296,2256418,2700273],[2041721,2587622,2589774],[2045612,2443050,2590259],[2046439,2440983,2443767],[2053250,2267020,2705641],[2053675,2263050,2594754],[2055782,2450277,2785763],[2056754,2451799,2707373],[2059584,2271787,2598235],[2063218,2456013,2711298],[2067380,2459978,2603808],[2069671,2281742,2713331],[2070096,2460514,2604867],[2072141,2462766,2791183],[2072392,2606483,2714675],[2073847,2464412,2606656],[2073920,2285748,2607455],[2080100,2470443,2718244],[2088346,2474868,2720766],[2106061,2625770,2727035],[2111205,2490074,2728925],[2117530,2495492,2731520],[2127108,2330631,2734941],[2127533,2326661,2634994],[2129640,2502295,2805708],[2133531,2506692,2737408],[2135645,2507597,2640170],[2137826,2339744,2738956],[2138251,2513592,2640597],[2148585,2515746,2646027],[2152875,2520581,2648205],[2156569,2518594,2521063],[2156642,2356050,2650561],[2159554,2164203,2654440],[2161695,2523232,2813671],[2166257,2527598,2814925],[2166508,2655980,2750176],[2167157,2528942,2750418],[2174286,2535264,2753648],[2177019,2536184,2662242],[2179849,2375201,2663327],[2181552,2377547,2756408],[2181977,2664594,2666746],[2183483,2540398,2664929],[2186432,2382155,2821367],[2189078,2545712,2759620],[2196838,2549529,2761706],[2205084,2555805,2764228],[2207198,2556710,2677612],[2209379,2400609,2765776],[2209804,2393066,2678039],[2213198,2681158,2766820],[2221444,2565198,2769342],[2223799,2567588,2770479],[2228530,2233179,2689051],[2230671,2569315,2829672],[2235233,2573681,2830926],[2235484,2690591,2774567],[2236811,2423376,2775189],[2238740,2577468,2775373],[2239893,2581815,2692281],[2240423,2578103,2693301],[2243125,2434690,2693833],[2246986,2581893,2777895],[2252656,2585006,2585270],[2252729,2437080,2698465],[2260236,2587957,2590186],[2264701,2591926,2784164],[2264992,2592105,2837231],[2266815,2595659,2706432],[2268996,2450154,2785712],[2269421,2601654,2706859],[2269845,2597099,2786054],[2276170,2602517,2788649],[2279390,2603600,2712444],[2284045,2608643,2714467],[2286519,2464279,2792861],[2288280,2609320,2843314],[2289293,2717936,2793711],[2297396,2614949,2795412],[2300837,2309541,2725783],[2302116,2616773,2845395],[2303227,2478424,2797314],[2305156,2620669,2797498],[2306309,2474790,2724231],[2306839,2621304,2725251],[2312306,2728026,2799501],[2320066,2628718,2801587],[2328312,2632166,2804109],[2328603,2632345,2849807],[2330426,2635899,2735732],[2332607,2502172,2805657],[2333032,2494629,2736159],[2334097,2503342,2806283],[2335749,2639379,2806420],[2336986,2638690,2642981],[2337059,2511631,2737692],[2337534,2639962,2738545],[2343509,2643196,2808506],[2348345,2515488,2742721],[2348771,2645954,2646182],[2351755,2515824,2811028],[2353869,2356821,2746105],[2357940,2522671,2813436],[2359538,2651954,2855613],[2359869,2652014,2813620],[2361022,2658787,2748416],[2361552,2655075,2749436],[2364254,2533985,2749968],[2368115,2658865,2816142],[2370470,2661255,2817279],[2377342,2662982,2859268],[2379584,2539987,2820627],[2381904,2667348,2860522],[2388511,2670805,2822635],[2391105,2397924,2764512],[2393929,2673400,2823847],[2394220,2673579,2862068],[2394962,2552455,2824199],[2396614,2676821,2824336],[2397851,2549314,2676132],[2398399,2677404,2765365],[2401915,2766117,2766512],[2410018,2683331,2827535],[2413459,2422163,2774359],[2415849,2568754,2829437],[2417447,2686565,2865280],[2417778,2686625,2829621],[2418931,2565120,2772807],[2419461,2689686,2773827],[2423146,2574621,2775065],[2425231,2581557,2775437],[2425657,2692208,2695835],[2431249,2695689,2833018],[2435969,2697513,2868167],[2436007,2585219,2698236],[2439009,2585485,2835104],[2440692,2443128,2782380],[2444507,2591404,2836970],[2446159,2703595,2837107],[2447396,2704952,2709243],[2447469,2599693,2784448],[2447944,2706224,2785301],[2453919,2709458,2839193],[2462165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] cell #4951 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291212,2048549],[1377774,2122407],[1470994,2200145],[1574150,2281047],[1596531,2297253],[1633752,2323373],[1666224,2346816],[1724841,2389598],[1756646,2409875],[1788358,2431106],[1804103,2442316],[1825579,2457226],[1875049,2487921],[1880511,2491161],[1911112,2510124],[1922071,2516997],[1942917,2530401],[1958662,2541611],[1994431,2560724],[2039250,2586306],[2041825,2587814],[2053779,2594946],[2059241,2598186],[2070200,2605059],[2076185,2466461],[2127637,2635186],[2138355,2640789],[2152532,2648156],[2163860,2654391],[2177311,2536376],[2179506,2663278],[2182081,2664786],[2209908,2678231],[2232836,2689002],[2240715,2578295],[2242782,2693784],[2269525,2707051],[2279060,2603551],[2283702,2714418],[2307131,2621496],[2309198,2725734],[2333136,2736351],[2334356,2737175],[2337204,2639913],[2361844,2655267],[2363911,2749919],[2373258,2662190],[2395221,2763995],[2398069,2677355],[2419753,2689878],[2421820,2774310],[2423198,2691573],[2425883,2693249],[2444766,2783931],[2447614,2706175],[2478246,2723523],[2480931,2725199],[2496784,2803876],[2499632,2735475],[2503401,2737122],[2522493,2747708],[2525178,2749384],[2546504,2822493],[2552514,2763942],[2568576,2772099],[2571261,2773775],[2591463,2783878],[2612562,2794924],[2631703,2803823],[2670051,2822440], [1099385,1869819,2311056],[1237264,1999385,2408768],[1243506,2004615,2412853],[1335295,2300002,2473532],[1339255,2090900,2475566],[1372365,2117453,2493575],[1432494,2168814,2529294],[1438736,2174044,2533379],[1465903,2199357,2548404],[1498813,2219794,2563862],[1502773,2004087,2565896],[1531671,2433855,2580557],[1535631,2249540,2582591],[1568741,2276093,2600600],[1580392,2286277,2608037],[1596003,1596260,2473445],[1622272,2104411,2624987],[1628661,2113148,2627593],[1634609,2322903,2495784],[1661133,2346028,2642071],[1672181,2519746,2647155],[1676141,2354309,2649189],[1679078,2356579,2651143],[1694043,2366465,2657529],[1698003,2173516,2659563],[1709121,2379507,2665692],[1750276,1990126,2680509],[1756118,1756375,2563775],[1761344,2412261,2567258],[1787830,1788087,2580470],[1799012,2441528,2699414],[1801189,2256542,2700325],[1801263,2589775,2700359],[1804960,2440984,2590929],[1805265,2443051,2702431],[1814099,2263051,2705727],[1820488,2271788,2708333],[1826436,2456756,2602809],[1831536,2460515,2713417],[1835496,2285749,2715451],[1838433,2466917,2466989],[1874521,1874778,2624900],[1877964,2490160,2626634],[1885517,2493522,2630557],[1895735,2326662,2735027],[1907730,2513593,2739042],[1919254,2515747,2742927],[1921543,1921800,2647068],[1924013,2152832,2744426],[1924085,2520582,2744455],[1924266,2648411,2648414],[1926769,2518595,2650551],[1928056,2356051,2746249],[1936547,2159555,2749002],[1942389,1942646,2657442],[1947615,2532787,2660925],[1953571,2375202,2755549],[1955748,2377671,2756460],[1955822,2666747,2756494],[1959519,2540279,2541141],[1959824,2542343,2542346],[1964042,2545798,2668916],[1987758,2393067,2765862],[1997673,2562917,2681924],[2014666,2228531,2773393],[2022372,2581816,2775643],[2026074,2434691,2776706],[2036703,2585271,2698455],[2037055,2437081,2779908],[2041297,2041554,2700272],[2044256,2587956,2702378],[2053251,2053508,2705640],[2055785,2450278,2785764],[2055859,2601655,2785798],[2056694,2597185,2707374],[2064247,2600547,2711297],[2067383,2603806,2603809],[2069672,2069929,2713330],[2072142,2284002,2791182],[2072214,2608644,2791211],[2072395,2714673,2714676],[2074898,2606657,2607445],[2080045,2612127,2718243],[2088286,2474315,2720767],[2098506,2474791,2797768],[2102208,2300838,2798831],[2106001,2486195,2727036],[2111204,2490073,2728919],[2127109,2127366,2734940],[2129643,2502296,2805709],[2129717,2494630,2805743],[2133471,2639465,2737409],[2134333,2642982,2737682],[2134685,2511632,2806713],[2135648,2640168,2640171],[2137827,2138084,2738955],[2147890,2515489,2810073],[2148165,2646181,2742874],[2161698,2523233,2813672],[2162628,2658788,2813890],[2166258,2364211,2814924],[2166330,2533986,2814953],[2166511,2750174,2750177],[2167102,2656584,2750417],[2176959,2662243,2662277],[2181553,2181810,2756407],[2184512,2664928,2665639],[2189077,2545711,2759614],[2196783,2549053,2761705],[2205024,2676907,2764229],[2205886,2549315,2764502],[2206238,2391106,2824629],[2207201,2677610,2677613],[2209380,2209637,2765775],[2213143,2559427,2766819],[2221384,2564645,2769343],[2224491,2414741,2685156],[2230674,2569316,2829673],[2231604,2565121,2829891],[2235234,2422120,2830925],[2235306,2413460,2830954],[2235487,2774565,2774568],[2236812,2238290,2775188],[2238685,2692867,2775372],[2239198,2581558,2831622],[2239473,2695834,2775590],[2240363,2693302,2693336],[2246926,2581340,2777896],[2252129,2585218,2779779],[2264641,2591927,2784165],[2264993,2446783,2837230],[2265503,2709244,2784438],[2265855,2599694,2837400],[2266818,2706430,2706433],[2268997,2269254,2785711],[2269844,2597098,2786048],[2279335,2712443,2712472],[2288283,2609321,2843315],[2289292,2717760,2717930],[2297395,2614546,2795406],[2302119,2616774,2845396],[2303228,2304706,2797313],[2305101,2724817,2797497],[2305614,2474533,2845843],[2305889,2615094,2797715],[2306779,2725252,2725286],[2312305,2623465,2799495],[2317029,2625693,2847840],[2320011,2628242,2801586],[2322551,2495432,2731521],[2328252,2632167,2804110],[2328604,2498801,2849806],[2329114,2628504,2804383],[2329466,2492669,2849976],[2330429,2735730,2735733],[2332608,2332865,2805656],[2334098,2335247,2806276],[2335748,2639378,2806414],[2336459,2642929,2806584],[2337479,2738544,2738573],[2343454,2642720,2808505],[2351695,2647938,2811029],[2353872,2521863,2746106],[2357941,2359419,2813435],[2359539,2524045,2855606],[2359814,2652013,2813619],[2360327,2658530,2855735],[2360602,2751969,2813837],[2361492,2749437,2749471],[2368055,2658312,2816143],[2371162,2535267,2753649],[2377345,2662983,2859269],[2381905,2542646,2860521],[2382084,2382158,2821368],[2388510,2670799,2761222],[2393869,2673401,2823848],[2394221,2551993,2862067],[2394963,2396112,2824192],[2396613,2676820,2824330],[2397324,2549262,2824500],[2398344,2765364,2765393],[2401914,2678342,2766506],[2407273,2680944,2827047],[2407625,2561600,2863886],[2410017,2682928,2827529],[2412536,2567533,2770478],[2415850,2417328,2829436],[2417448,2570128,2865273],[2417723,2686624,2829620],[2418236,2564863,2865402],[2418511,2683476,2829838],[2419401,2773828,2773862],[2423145,2424146,2775059],[2431248,2695286,2833012],[2435972,2697514,2868168],[2438954,2700063,2835103],[2440632,2590577,2782381],[2444508,2445657,2836963],[2446158,2592798,2837101],[2446869,2709191,2837271],[2447889,2785300,2785329],[2453864,2708982,2839192],[2456404,2602457,2788650],[2462105,2712907,2841716],[2462457,2605826,2872578],[2464282,2465212,2792862],[2471270,2472037,2844327],[2476928,2617033,2874615],[2477203,2721902,2845343],[2478193,2479194,2797184],[2488808,2625435,2875930],[2489083,2728171,2847787],[2496526,2497675,2849539],[2498176,2633038,2849677],[2498887,2628451,2849847],[2499907,2805245,2805274],[2509036,2739292,2808022],[2514395,2741894,2853444],[2514747,2645660,2879161],[2517139,2743878,2853926],[2518870,2650826,2812164],[2522440,2523441,2813306],[2530543,2751421,2857125],[2533062,2661200,2817278],[2537974,2663795,2882367],[2538249,2755117,2859216],[2539927,2540789,2820628],[2546246,2546763,2861201],[2547445,2671399,2883706],[2551368,2673796,2861938],[2557819,2679215,2884626],[2561742,2680891,2863757],[2568523,2569524,2829307],[2583953,2697773,2887102],[2584228,2779031,2868115],[2605201,2713778,2872449],[2606932,2607720,2842851],[2610560,2610833,2873828],[2612509,2612957,2844198],[2613542,2720262,2874217],[2622461,2726749,2875532],[2641112,2739892,2892555],[2645035,2742289,2879032],[2668411,2668629,2860803],[2694282,2777391,2886704] ] cell #4952 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291202,2048542],[1377764,2122400],[1470984,2200138],[1574140,2281040],[1596521,2297246],[1633742,2323366],[1666214,2346809],[1724834,2389500],[1756636,2409868],[1788348,2431099],[1804093,2442309],[1825569,2457219],[1875039,2487914],[1880504,2491063],[1911105,2510026],[1922061,2516990],[1942907,2530394],[1958652,2541604],[1994424,2560626],[2039243,2586208],[2041815,2587807],[2053769,2594939],[2059234,2598088],[2070190,2605052],[2076175,2466454],[2127627,2635179],[2138345,2640782],[2152525,2648058],[2163853,2654293],[2177301,2536369],[2179499,2663180],[2182071,2664779],[2209898,2678224],[2232829,2688904],[2240705,2578288],[2242775,2693686],[2269515,2707044],[2279025,2603453],[2283695,2714320],[2307121,2621489],[2309191,2725636],[2333126,2736344],[2334349,2736738],[2337169,2639815],[2361834,2655260],[2363904,2749821],[2373235,2662114],[2395214,2763558],[2398034,2677257],[2419743,2689871],[2421813,2774212],[2423134,2691538],[2425860,2693173],[2444759,2783494],[2447579,2706077],[2478182,2723488],[2480908,2725123],[2496777,2803439],[2499597,2735377],[2503354,2737099],[2522429,2747673],[2525155,2749308],[2546497,2822274],[2552467,2763919],[2568512,2772064],[2571238,2773699],[2591416,2783855],[2612498,2794889],[2631656,2803800],[2670004,2822417], [1099375,1869812,2104057],[1237254,1999378,2219440],[1243509,2004605,2224393],[1335298,2297062,2299995],[1339245,2090893,2299648],[1372368,2117446,2322234],[1432484,2168807,2366111],[1438739,2174034,2371064],[1465893,2199350,2389646],[1498816,2219787,2409684],[1502763,2004080,2412270],[1531674,2430915,2433848],[1535621,2249533,2433501],[1568744,2276086,2456087],[1580395,2286267,2465114],[1595996,1596058,2473369],[1622275,2104404,2487730],[1628651,2113141,2491209],[1634612,2118170,2495774],[1661123,2346021,2510172],[1672184,2516806,2519739],[1676131,2354302,2519392],[1679081,2356569,2521765],[1694046,2366458,2530210],[1697993,2173509,2532796],[1709124,2379500,2540472],[1750266,1990119,2560772],[1756111,1756173,2563699],[1761409,2223692,2567223],[1787823,1787885,2580394],[1799002,2441521,2586354],[1801192,2256535,2700261],[1801266,2587623,2589768],[1804963,2440974,2443768],[1805268,2443044,2590260],[1814102,2263044,2594755],[1820478,2271781,2598234],[1826439,2276810,2602799],[1831539,2460508,2604868],[1835486,2285742,2607454],[1838436,2288400,2466979],[1874514,1874576,2624824],[1878154,2317947,2626599],[1885572,2322159,2630534],[1895738,2326655,2634995],[1907733,2513586,2640598],[1919257,2515740,2646028],[1921536,1921598,2646992],[1924003,2152698,2744379],[1924075,2520575,2648204],[1924269,2518422,2648407],[1926834,2518560,2521064],[1928046,2356044,2650560],[1936537,2159548,2654439],[1942382,1942444,2657366],[1947680,2370363,2660890],[1953561,2375195,2663326],[1955751,2377664,2756396],[1955825,2664595,2666740],[1959522,2380224,2540269],[1959827,2381585,2542339],[1964232,2386167,2668881],[1987761,2393060,2678040],[1997843,2408415,2681901],[2004866,2414744,2685149],[2014656,2228524,2689050],[2022375,2581809,2692282],[2026064,2434684,2693832],[2036893,2585007,2585207],[2037045,2437074,2698464],[2041290,2041352,2700196],[2044311,2587933,2590185],[2053244,2053306,2705564],[2055788,2450271,2785700],[2055862,2601648,2706860],[2056884,2451800,2707339],[2064302,2456012,2711274],[2067386,2459979,2603802],[2069665,2069727,2713254],[2072132,2283868,2791135],[2072204,2608637,2714466],[2072398,2606484,2714669],[2074963,2464413,2606622],[2080215,2470442,2718220],[2088476,2475500,2720732],[2098509,2474784,2724232],[2102198,2300831,2725782],[2106191,2487380,2727001],[2111181,2489997,2728932],[2117655,2495622,2731457],[2127102,2127164,2734864],[2129646,2502289,2805645],[2129720,2494623,2736160],[2133661,2506693,2737374],[2134523,2638691,2642918],[2134675,2511625,2737691],[2135651,2507598,2640164],[2137820,2137882,2738879],[2147855,2515391,2742718],[2148335,2645953,2646134],[2161701,2523226,2813283],[2162631,2658781,2748417],[2166248,2364077,2814877],[2166320,2533979,2749967],[2166514,2655981,2750170],[2167272,2528941,2750394],[2174295,2535270,2753642],[2177149,2536185,2662179],[2181546,2181608,2756331],[2184567,2540397,2664905],[2186441,2382161,2821361],[2189054,2545635,2759627],[2196953,2550077,2761682],[2205214,2555806,2764194],[2206076,2549251,2676133],[2206228,2391099,2764511],[2207204,2556711,2677606],[2209373,2209435,2765699],[2213313,2560451,2766796],[2221574,2565830,2769308],[2223909,2567703,2770431],[2230677,2569309,2829284],[2231607,2565114,2772808],[2235224,2421986,2830878],[2235296,2413453,2774358],[2235490,2690592,2774561],[2236805,2236867,2774854],[2238855,2577467,2775349],[2239163,2581460,2775434],[2239643,2692207,2695787],[2240553,2578104,2693238],[2247116,2582525,2777861],[2252106,2585142,2698243],[2264831,2591863,2784130],[2264983,2445439,2836937],[2265693,2704953,2709180],[2265845,2599687,2784447],[2266821,2595660,2706426],[2268990,2269052,2785635],[2269821,2597022,2786061],[2276295,2602647,2788586],[2279505,2603599,2712396],[2286528,2464285,2792855],[2288286,2609314,2843251],[2289216,2717773,2717943],[2297372,2615353,2795419],[2302122,2616767,2845177],[2303221,2303283,2796979],[2305271,2620668,2797474],[2305579,2474435,2797559],[2306059,2615047,2724157],[2306969,2621305,2725188],[2312282,2624272,2799508],[2317032,2625686,2800857],[2320181,2629266,2801563],[2328442,2632103,2804075],[2328594,2497457,2849513],[2329304,2628440,2734253],[2329456,2492662,2804392],[2330432,2635900,2735726],[2332601,2332663,2805580],[2334000,2334029,2806054],[2335725,2639302,2806427],[2336436,2642853,2737470],[2337649,2639961,2738497],[2343624,2643744,2808482],[2351885,2516456,2810994],[2353875,2356830,2746099],[2357934,2357996,2813101],[2359504,2522906,2855418],[2359984,2651966,2813596],[2360292,2658432,2813681],[2360772,2748342,2751922],[2361682,2655076,2749373],[2368245,2659497,2816108],[2370580,2661370,2817231],[2377348,2662976,2858880],[2379709,2540117,2820564],[2381895,2542512,2860474],[2388434,2670812,2761235],[2394059,2673337,2823813],[2394211,2551281,2861903],[2394865,2394894,2823970],[2396590,2676744,2824343],[2397301,2549186,2764290],[2398514,2677403,2765317],[2401838,2678355,2766519],[2407463,2680880,2768324],[2407615,2561593,2827056],[2409994,2683735,2827542],[2415843,2415905,2829102],[2417413,2568989,2865085],[2417893,2686577,2829597],[2418201,2564765,2829682],[2418681,2683429,2772733],[2419591,2689687,2773764],[2423069,2423093,2775072],[2431225,2696093,2833025],[2435975,2697507,2867949],[2439124,2586033,2835080],[2440822,2443253,2782317],[2444410,2444439,2836741],[2446135,2591822,2837114],[2446846,2709115,2784226],[2448059,2706223,2785253],[2454034,2710006,2839169],[2462295,2712843,2841681],[2462447,2604482,2872285],[2464630,2607102,2842804],[2471263,2471325,2844163],[2476893,2616447,2874522],[2477373,2721855,2845320],[2478117,2478141,2797197],[2488773,2625337,2847631],[2489253,2728124,2800782],[2496428,2496457,2849317],[2498153,2632062,2849690],[2498864,2628375,2804171],[2500077,2735523,2805198],[2508960,2739305,2808035],[2514585,2741830,2853409],[2514737,2644948,2878997],[2517116,2646440,2853939],[2519040,2521281,2812117],[2522364,2522388,2813319],[2530520,2752228,2857138],[2537939,2662656,2882179],[2538419,2755070,2859193],[2546148,2546177,2861108],[2547410,2671364,2883719],[2551345,2673296,2861951],[2557784,2679180,2863149],[2561719,2680815,2826835],[2568447,2568471,2829320],[2583918,2697187,2887009],[2584398,2778984,2868092],[2605178,2712802,2872462],[2610525,2610798,2873841],[2612433,2612457,2844211],[2613519,2720239,2874246],[2622438,2726726,2846821],[2641077,2739857,2892568],[2645012,2741789,2879045],[2668388,2668606,2860832],[2694259,2777368,2886733] ] cell #4953 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [859026],[987164],[1083456],[1173435],[1205984],[1242811],[1275283],[1335128],[1368356],[1401214],[1416179],[1438041],[1492235],[1498646],[1531504],[1542740],[1564732],[1579697],[1622105],[1672014],[1674400],[1678383],[1687465],[1693876],[1705112],[1771770],[1784232],[1796179],[1801096],[1813932],[1831369],[1833755],[1867353],[1895568],[1903791],[1907563],[1918454],[1924027],[1938791],[1955655],[1983819],[1987591],[2016910],[2020493],[2021572],[2036312],[2051920],[2055692],[2072156],[2096627],[2097706],[2125778],[2129550],[2132473],[2133942],[2160749],[2161828],[2166272],[2204026],[2205495],[2217956],[2229725],[2230804],[2235248],[2237801],[2263643],[2265007],[2265112],[2295017],[2304217],[2316229],[2327254],[2328618],[2328723],[2358930],[2359706],[2381919],[2387412],[2394235],[2401702],[2406882],[2416839],[2417615],[2446294],[2462471],[2468215],[2471548],[2477095],[2484211],[2498312],[2514761],[2538141],[2543859],[2548171],[2551504],[2557600],[2584120],[2605337],[2610341],[2614129],[2641838],[2645171],[2671180],[2694869],[2739673] ] cell #4954 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162981,2159422],[1248302,2228398],[1340533,2300705],[1443532,2375069],[1466126,2389834],[1504051,2413327],[1536909,2434558],[1596014,2473357],[1628884,2491397],[1661356,2510360],[1677419,2520449],[1699281,2533853],[1750499,2560960],[1756129,2563687],[1787841,2580382],[1799235,2586542],[1820711,2598422],[1836774,2608511],[1874532,2624812],[1921554,2646980],[1924308,2648392],[1936770,2654627],[1942400,2657354],[1953794,2663514],[1959940,2542324],[2014889,2689238],[2026297,2694020],[2041308,2700184],[2053262,2705552],[2068341,2603787],[2069683,2713242],[2072437,2714654],[2102431,2725970],[2127120,2734852],[2137536,2640149],[2137838,2738867],[2166553,2750155],[2177474,2662102],[2181564,2756319],[2209089,2677591],[2209391,2765687],[2235529,2774546],[2236823,2774842],[2241740,2693161],[2268706,2706411],[2269008,2785623],[2279834,2712342],[2303239,2796967],[2308156,2725111],[2332317,2735711],[2332619,2805568],[2334265,2736685],[2338766,2738443],[2357952,2813089],[2362869,2749296],[2395130,2763505],[2399631,2765263],[2415861,2829090],[2420778,2773687],[2423281,2774819],[2444675,2783441],[2449176,2785199],[2471281,2844151],[2478329,2796944],[2496693,2803386],[2501194,2805144],[2522576,2813066],[2546413,2822221],[2568659,2829067],[2612645,2844128], [956970,1724819,2390733],[976710,1989993,2558414],[1110423,2113015,2627229],[1111529,1880489,2492296],[1143241,1911090,2511259],[1210109,2199224,2673005],[1231971,1994409,2561227],[1281880,2039228,2436708],[1302250,2271655,2707969],[1303356,2059219,2599321],[1336394,2299980,2721651],[1358386,2104389,2623024],[1372481,2117431,2630042],[1405339,2345895,2741498],[1414136,2152510,2352142],[1414303,2152654,2152997],[1427201,2163838,2654894],[1444638,2179484,2536003],[1466881,2199368,2762371],[1488743,1990137,2678830],[1499912,2219772,2682487],[1514007,2232814,2689505],[1526992,2242760,2577922],[1532770,2433833,2778780],[1544776,2256520,2256817],[1546865,2441395,2781985],[1554762,2263029,2703764],[1568857,2276071,2710782],[1577654,2283680,2462552],[1577821,2283824,2284167],[1613554,2309176,2621123],[1629639,2113159,2729407],[1633131,1885323,2629775],[1640808,2326640,2733064],[1648620,2334334,2637502],[1662111,2346039,2809171],[1673280,2519724,2811913],[1683973,2159566,2747323],[1689364,2363889,2527384],[1689531,2364033,2364376],[1695142,2366443,2750980],[1707148,2377649,2377946],[1709237,2379485,2757998],[1731674,2393045,2762759],[1733941,2395199,2674944],[1760744,2004098,2684275],[1768278,2228542,2771714],[1773669,2421798,2573467],[1773836,2421942,2422285],[1775367,2423057,2691188],[1799990,2441539,2835769],[1802362,2589753,2836157],[1805381,2443029,2701863],[1807975,2444744,2591212],[1809036,2445395,2449097],[1816114,2450256,2450553],[1821466,2271799,2786536],[1824958,2064053,2710515],[1832635,2460493,2790193],[1853199,2474769,2721316],[1856971,2300849,2796282],[1858488,2478105,2723138],[1887344,2494608,2802640],[1889611,2496762,2631452],[1890672,2497413,2501115],[1897750,2502274,2502571],[1899207,2503300,2736827],[1917945,2513571,2809559],[1920212,2515725,2743437],[1925063,2520593,2854802],[1929926,2522352,2651374],[1931045,2523142,2526416],[1931684,2523211,2526489],[1947015,2173527,2752768],[1954549,2375213,2818514],[1956921,2666725,2860270],[1958041,2184318,2757731],[1960107,2381873,2542468],[1968107,2546482,2669465],[1972383,2391117,2823031],[1973462,2549174,2762098],[1977271,2551237,2557579],[1979235,2552413,2763647],[2002756,2565099,2769892],[2006528,2413471,2828405],[2008045,2568435,2685985],[2009164,2569225,2572499],[2009803,2569294,2572572],[2031929,2581794,2778445],[2035701,2434702,2833888],[2037218,2585130,2780267],[2041767,2587825,2868706],[2046083,2261071,2783099],[2047336,2591362,2703124],[2048242,2591786,2594436],[2048350,2592010,2594862],[2066074,2601633,2840246],[2069402,2461635,2604438],[2073192,2608655,2873325],[2074298,2285760,2791981],[2076480,2466693,2609299],[2083100,2612421,2718636],[2087288,2474700,2795670],[2088757,2614993,2795812],[2091712,2616683,2622165],[2092351,2616752,2622238],[2110066,2625671,2727585],[2114342,2492680,2848378],[2115421,2628363,2801979],[2119230,2322917,2630426],[2121194,2631602,2732424],[2122100,2632026,2634676],[2122208,2632250,2635102],[2141812,2511643,2852627],[2142891,2642841,2808898],[2146700,2508466,2644904],[2148664,2646080,2810447],[2153248,2355760,2746084],[2157020,2356062,2812487],[2159130,2651912,2654193],[2172185,2658766,2816692],[2175957,2533997,2858001],[2178593,2537756,2662892],[2179232,2537829,2662961],[2182023,2664797,2882587],[2186339,2382200,2821346],[2187594,2668192,2759878],[2192095,2669950,2760020],[2195899,2549398,2823008],[2196290,2550517,2672733],[2199838,2673260,2677721],[2199946,2673484,2678147],[2216049,2561611,2863710],[2216198,2680803,2767212],[2220386,2565030,2827793],[2221855,2683375,2827935],[2224810,2412428,2685065],[2225449,2422536,2685134],[2228106,2686523,2688804],[2245928,2581725,2833276],[2247397,2695733,2833418],[2250352,2578964,2697423],[2250991,2579037,2697492],[2255267,2437092,2834573],[2256346,2442009,2782240],[2260155,2590943,2702247],[2269467,2707062,2888508],[2272982,2599705,2871150],[2274061,2709103,2839585],[2277870,2456770,2711166],[2280740,2604549,2712766],[2280848,2604975,2712990],[2284418,2466170,2792840],[2288190,2466472,2843174],[2288566,2466931,2793491],[2289428,2717690,2794084],[2295912,2720043,2722744],[2297169,2616117,2721340],[2300413,2721801,2725536],[2310822,2726312,2799759],[2314716,2625602,2847568],[2315323,2728070,2799901],[2319127,2628587,2848355],[2319518,2490775,2730853],[2323066,2502100,2731380],[2323174,2493658,2731604],[2333078,2736362,2892267],[2342570,2643065,2852604],[2342961,2644184,2741226],[2346509,2640279,2741753],[2346617,2640705,2741977],[2350697,2515656,2810305],[2352166,2520157,2812063],[2355121,2650718,2746015],[2362720,2655278,2880804],[2364627,2372120,2753627],[2367057,2658697,2857389],[2368526,2751868,2857531],[2371481,2532954,2753558],[2374777,2663080,2755016],[2376396,2536387,2858686],[2377475,2541304,2820487],[2381284,2541155,2758382],[2382774,2668334,2759266],[2388646,2761152,2763341],[2389400,2672836,2761991],[2402050,2766266,2826207],[2402616,2405890,2680276],[2405499,2681027,2863687],[2408534,2568311,2768619],[2409791,2563435,2769916],[2413035,2573491,2770377],[2420629,2689889,2886103],[2428870,2578306,2866923],[2429765,2690794,2777172],[2431022,2696857,2778469],[2434266,2693586,2778930],[2438070,2585354,2834550],[2438461,2699181,2701527],[2442117,2702514,2782464],[2448569,2706342,2870340],[2450082,2456919,2788509],[2452980,2709327,2871127],[2453371,2597800,2787982],[2457027,2600683,2788733],[2461107,2603718,2840992],[2462576,2608219,2842750],[2465531,2607612,2792771],[2470561,2611894,2794418],[2472457,2720185,2795058],[2483918,2621507,2875305],[2484337,2622384,2799147],[2484985,2487837,2727609],[2490209,2631476,2801033],[2490963,2627060,2801872],[2500587,2735642,2877593],[2507938,2640080,2851817],[2509172,2736521,2807952],[2509926,2741329,2808791],[2516913,2743461,2745449],[2522228,2529060,2815419],[2526025,2749520,2880781],[2527408,2533561,2817177],[2530317,2657102,2816716],[2537365,2662326,2858663],[2541412,2665775,2820711],[2545847,2669489,2822057],[2557051,2677522,2862864],[2558245,2560526,2767105],[2562787,2685878,2827181],[2572108,2773911,2886080],[2575240,2577586,2832024],[2578573,2693385,2866900],[2579482,2777314,2832664],[2586108,2780160,2781816],[2591236,2597234,2838639],[2597988,2707800,2839478],[2611997,2718529,2843979],[2618441,2620787,2846245],[2621774,2725335,2875282],[2637526,2639514,2851653],[2651267,2656454,2856777],[2674968,2676956,2862700],[2691081,2692737,2866751],[2723031,2724687,2875133] ] cell #4955 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [747898],[869217],[961128],[1047947],[1079536],[1115687],[1147399],[1205629],[1238891],[1271363],[1286038],[1307514],[1361754],[1368001],[1400859],[1412259],[1434121],[1448796],[1491880],[1542385],[1544988],[1548904],[1558130],[1564377],[1575777],[1644176],[1656971],[1669210],[1674045],[1687110],[1704757],[1707360],[1742292],[1771415],[1780189],[1783877],[1795317],[1801024],[1816326],[1833400],[1863310],[1866998],[1897962],[1899964],[1902929],[1918381],[1934748],[1938436],[1955583],[1979992],[1982957],[2012867],[2016555],[2018267],[2021499],[2048093],[2051058],[2055620],[2094401],[2097633],[2111100],[2121951],[2124916],[2129478],[2130909],[2158523],[2159887],[2161755],[2192852],[2202462],[2217094],[2227499],[2228863],[2230731],[2262079],[2262855],[2288118],[2293653],[2301170],[2310329],[2316156],[2325690],[2326466],[2358219],[2375534],[2383495],[2386636],[2392871],[2401629],[2416128],[2435023],[2460319],[2468142],[2473178],[2476319],[2483990],[2513397],[2536654],[2543638],[2548098],[2580203],[2583344],[2613908],[2641765],[2694648] ] cell #4956 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [976559],[1110272],[1209958],[1302099],[1335260],[1372330],[1405188],[1465570],[1498778],[1531636],[1546714],[1568706],[1622237],[1628328],[1660800],[1672146],[1694008],[1709086],[1749943],[1798679],[1801228],[1805230],[1814064],[1820155],[1831501],[1895700],[1907695],[1919219],[1923752],[1936214],[1953238],[1955787],[1987723],[2014333],[2022337],[2025741],[2036305],[2041492],[2055824],[2071881],[2098471],[2101875],[2129682],[2131404],[2133935],[2147833],[2162593],[2165997],[2181748],[2202957],[2205488],[2231569],[2234973],[2236456],[2239141],[2262574],[2265105],[2269192],[2302872],[2305557],[2316994],[2326185],[2328716],[2332803],[2334007],[2357585],[2358714],[2360270],[2387131],[2394872],[2406875],[2415494],[2416623],[2418179],[2444417],[2445028],[2466656],[2470914],[2476814],[2484204],[2488751],[2496435],[2497046],[2522884],[2537149],[2543852],[2546155],[2550870],[2557762],[2568967],[2583839],[2604071],[2610503],[2614122],[2616425],[2622316],[2644537],[2662634],[2668266],[2671342],[2694862],[2697165],[2720117],[2739835],[2777246] ] cell #4957 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2323860],[2390440],[2403844],[2413311],[2442803],[2457713],[2467090],[2474155],[2486035],[2492003],[2494442],[2510966],[2520433],[2533837],[2542098],[2543365],[2548643],[2559017],[2564485],[2581180],[2587148],[2589587],[2599028],[2601467],[2608495],[2613635],[2622554],[2627832],[2642310],[2647778],[2658152],[2666559],[2694375],[2699653],[2708572], [1205621,1971716],[1226363,2211638],[1366873,2318506],[1367993,2113675],[1372981,2118026],[1400851,2141145],[1467042,2392308],[1470010,2392185],[1488904,2211761],[1491872,2215382],[1502946,2223786],[1542377,2254600],[1563249,2452359],[1564369,2272315],[1569357,2276666],[1597472,2475821],[1618948,2311311],[1629800,2318629],[1632768,2322250],[1662272,2512834],[1665240,2512711],[1674037,2352256],[1674204,2152858],[1684134,2358432],[1687102,2362053],[1698176,2370457],[1704749,2375729],[1709737,2380080],[1757587,2409023],[1768439,2416341],[1771407,2419962],[1783869,2428203],[1789299,2582846],[1800151,2589016],[1801016,2256686],[1803119,2588893],[1805881,2443624],[1810775,2445164],[1821627,2452482],[1824595,2456103],[1833392,2462666],[1833559,2284028],[1835669,2464507],[1857132,2476532],[1866990,2483251],[1892411,2497182],[1899956,2503572],[1923012,2649444],[1925224,2650155],[1925562,2520906],[1928229,2521158],[1938428,2527498],[1938595,2364237],[1943858,2529549],[1954710,2536867],[1955575,2377815],[1957678,2540488],[1960440,2542919],[1974256,2549516],[1977970,2551006],[1979984,2552685],[2006689,2566862],[2007027,2413784],[2016547,2573581],[2016714,2422146],[2018178,2574610],[2035862,2583557],[2038012,2585472],[2041926,2700526],[2042198,2589490],[2042766,2702016],[2045720,2590276],[2048085,2591634],[2049036,2446809],[2055612,2450422],[2071141,2604207],[2073353,2716417],[2073691,2608968],[2076358,2609220],[2089033,2615249],[2089506,2615265],[2094312,2617811],[2116215,2628705],[2119361,2494345],[2119929,2630195],[2121943,2631874],[2122894,2498827],[2129470,2502440],[2130835,2637032],[2143685,2643183],[2147399,2644673],[2148940,2646336],[2149413,2646352],[2153345,2649868],[2158434,2651582],[2159406,2524370],[2159879,2524437],[2176118,2660529],[2176456,2534310],[2178268,2662444],[2182182,2756661],[2182454,2666462],[2183022,2758151],[2186143,2542672],[2192844,2670222],[2197374,2672103],[2197471,2672272],[2200632,2552019],[2202388,2674474],[2216992,2681145],[2218510,2563043],[2222131,2683631],[2222604,2683647],[2225546,2566575],[2227410,2686193],[2228382,2570453],[2228855,2570520],[2242534,2693503],[2247673,2695989],[2248146,2696005],[2252952,2698551],[2253049,2698720],[2262005,2703294],[2262766,2592691],[2262863,2593060],[2269626,2785965],[2274855,2709445],[2278001,2601370],[2278569,2710935],[2280110,2712598],[2281534,2605852],[2284515,2716130],[2288110,2609465],[2291222,2612253],[2293564,2719117],[2298168,2720846],[2300689,2617358],[2301162,2617425],[2308950,2725453],[2315599,2728326],[2316072,2728342],[2317437,2626899],[2320602,2730223],[2320699,2730392],[2325616,2732594],[2326377,2632931],[2326474,2633300],[2333237,2805910],[2339042,2738699],[2344045,2740596],[2344142,2740765],[2347303,2645686],[2349059,2742967],[2358145,2652684],[2363663,2749638],[2365181,2656710],[2368802,2752124],[2369275,2752140],[2372217,2660242],[2374178,2754855],[2375053,2664120],[2375526,2664187],[2383030,2759548],[2384472,2669789],[2386562,2760408],[2392782,2673689],[2392879,2674058],[2399907,2765519],[2406186,2767693],[2406283,2767862],[2407689,2682017],[2410790,2769422],[2416054,2687295],[2421572,2774029],[2425075,2692993],[2427514,2776415],[2432021,2777975],[2434542,2698098],[2435015,2698165],[2449452,2785455],[2451290,2707639],[2454455,2787352],[2454552,2787521],[2460230,2713671],[2460327,2714040],[2467754,2793837],[2468687,2718827],[2472713,2719883],[2476245,2722170],[2480123,2724943],[2482562,2798540],[2484593,2799429],[2488125,2800289],[2501470,2805400],[2504998,2738282],[2513308,2742182],[2513405,2742551],[2526809,2814662],[2528215,2750510],[2531316,2816222],[2536580,2755788],[2547710,2761034],[2554111,2765102],[2558084,2825960],[2572892,2830663],[2575712,2775956],[2579738,2777012],[2583270,2779299],[2618913,2798081],[2641377,2807834], [695131,1421593,2358309],[766684,1508399,2416218],[845253,1601532,2476409],[936113,1703629,2536744],[957470,1725414,2548546],[993382,1761647,2566739],[1023983,1793359,2583434],[1079202,1850546,2614260],[1112029,1881084,2627735],[1143741,1911685,2642213],[1158807,1927072,2650032],[1179653,1947918,2660406],[1232471,1995004,2680651],[1238557,2000103,2682642],[1271029,2029276,2695000],[1282380,2039823,2699556],[1303856,2059814,2708475],[1318922,2075201,2716294],[1361420,2108403,2727740],[1411925,2150595,2743592],[1414636,2153105,2744597],[1427701,2164433,2749144],[1433787,2169532,2751135],[1445138,2180079,2755691],[1450830,2185976,2667248],[1514507,2233409,2773535],[1527492,2243355,2776848],[1544654,2256441,2781083],[1557796,2267043,2784869],[1572762,2280583,2712614],[1575443,2281765,2790348],[1578154,2284275,2791353],[1614054,2309771,2798973],[1643842,2330654,2804814],[1653970,2339515,2738715],[1656637,2339767,2807498],[1689864,2364484,2815095],[1701186,2374081,2754686],[1707026,2377570,2819330],[1739291,2400380,2765535],[1741958,2400632,2825414],[1774169,2422393,2831096],[1776161,2423399,2831289],[1780347,2427417,2776246],[1813325,2449925,2785471],[1815992,2450177,2838185],[1827628,2459469,2789723],[1859282,2478447,2845510],[1863468,2482465,2798371],[1894961,2501943,2805416],[1897628,2502195,2850761],[1899483,2503556,2806348],[1903888,2507088,2807208],[1930720,2522694,2855402],[1934906,2526712,2814493],[1979511,2552669,2824264],[1983916,2556201,2825124],[2008839,2568777,2865069],[2013025,2572795,2830494],[2018275,2574779,2831443],[2047612,2591618,2837035],[2052017,2595150,2837895],[2083894,2612763,2874089],[2094409,2617980,2845664],[2121470,2631858,2849611],[2125875,2635390,2850471],[2158531,2651751,2855556],[2192371,2670206,2861273],[2227507,2686362,2865223],[2293661,2719286,2874148] ] cell #4958 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2323866],[2390500],[2403904],[2413426],[2442809],[2457719],[2467096],[2474205],[2486085],[2492063],[2494542],[2511026],[2520548],[2533952],[2542104],[2543366],[2548644],[2559018],[2564535],[2581230],[2587208],[2589687],[2599088],[2601567],[2608610],[2613636],[2622555],[2627833],[2642311],[2647828],[2658202],[2666659],[2694376],[2699654],[2708573], [1205615,1971717],[1226357,2211639],[1366867,2318507],[1367987,2113676],[1372987,2118020],[1400845,2141146],[1467048,2392302],[1470004,2392186],[1488910,2211755],[1491866,2215383],[1502952,2223780],[1542371,2254601],[1563243,2452360],[1564363,2272316],[1569363,2276660],[1597466,2475822],[1618942,2311312],[1629806,2318623],[1632762,2322251],[1662278,2512828],[1665234,2512712],[1674031,2352257],[1674210,2152861],[1684140,2358426],[1687096,2362054],[1698182,2370451],[1704743,2375730],[1709743,2380074],[1757581,2409024],[1768445,2416335],[1771401,2419963],[1783863,2428204],[1789293,2582847],[1800157,2589010],[1801010,2256687],[1803113,2588894],[1805887,2443618],[1810769,2445165],[1821633,2452476],[1824589,2456104],[1833386,2462667],[1833565,2284031],[1835675,2464501],[1857138,2476526],[1866984,2483252],[1892405,2497183],[1899950,2503573],[1923006,2649445],[1925230,2650149],[1925568,2520900],[1928235,2521152],[1938422,2527499],[1938601,2364240],[1943852,2529550],[1954716,2536861],[1955569,2377816],[1957672,2540489],[1960446,2542913],[1974262,2549510],[1977964,2551007],[1979978,2552686],[2006695,2566856],[2007033,2413778],[2016541,2573582],[2016720,2422149],[2018100,2574611],[2035868,2583551],[2038018,2585466],[2041932,2700520],[2042258,2589412],[2042760,2702017],[2045714,2590277],[2048079,2591635],[2049042,2446812],[2055606,2450423],[2071135,2604208],[2073359,2716411],[2073697,2608962],[2076364,2609214],[2089148,2615210],[2089500,2615266],[2094234,2617812],[2116221,2628699],[2119421,2494267],[2119923,2630196],[2121937,2631875],[2122900,2498830],[2129464,2502441],[2130773,2637033],[2143691,2643177],[2147393,2644674],[2149055,2646297],[2149407,2646353],[2153395,2649806],[2158356,2651583],[2159521,2524430],[2159873,2524438],[2176124,2660523],[2176462,2534304],[2178274,2662438],[2182188,2756655],[2182514,2666384],[2183016,2758152],[2186149,2542675],[2192838,2670223],[2197296,2672104],[2197571,2672244],[2200638,2552022],[2202326,2674475],[2216998,2681139],[2218570,2563004],[2222246,2683592],[2222598,2683648],[2225596,2566513],[2227332,2686194],[2228497,2570513],[2228849,2570521],[2242540,2693497],[2247788,2695950],[2248140,2696006],[2252874,2698552],[2253149,2698692],[2261943,2703295],[2262688,2592692],[2262963,2593110],[2269632,2785959],[2274861,2709439],[2278061,2601292],[2278563,2710936],[2280225,2712559],[2281540,2605855],[2284565,2716068],[2288104,2609466],[2291282,2612214],[2293486,2719118],[2298106,2720847],[2300804,2617418],[2301156,2617426],[2308956,2725447],[2315714,2728287],[2316066,2728343],[2317487,2626871],[2320524,2730224],[2320799,2730364],[2325554,2732595],[2326299,2632932],[2326574,2633350],[2333243,2805904],[2339157,2738660],[2343967,2740597],[2344242,2740737],[2347309,2645689],[2348997,2742968],[2358083,2652685],[2363669,2749632],[2365241,2656671],[2368917,2752085],[2369269,2752141],[2372267,2660180],[2374278,2754827],[2375168,2664180],[2375520,2664188],[2382991,2759549],[2384522,2669761],[2386500,2760409],[2392704,2673690],[2392979,2674108],[2400022,2765480],[2406108,2767694],[2406383,2767834],[2407690,2682018],[2410728,2769423],[2415992,2687296],[2421578,2774023],[2425135,2692954],[2427614,2776387],[2431959,2777976],[2434657,2698158],[2435009,2698166],[2449567,2785416],[2451340,2707611],[2454377,2787353],[2454652,2787493],[2460152,2713672],[2460427,2714090],[2467726,2793838],[2468688,2718828],[2472674,2719884],[2476183,2722171],[2480183,2724904],[2482662,2798512],[2484554,2799430],[2488063,2800290],[2501585,2805361],[2505048,2738254],[2513230,2742183],[2513505,2742601],[2526909,2814634],[2528216,2750511],[2531254,2816223],[2536518,2755789],[2547682,2761035],[2554161,2765074],[2558056,2825961],[2572992,2830635],[2575713,2775957],[2579699,2777013],[2583208,2779300],[2618914,2798082],[2641349,2807835], [695137,1421587,2358310],[766690,1508393,2416219],[845259,1601526,2476410],[936119,1703623,2536745],[957476,1725408,2548547],[993388,1761641,2566740],[1023989,1793353,2583435],[1079208,1850540,2614261],[1112035,1881078,2627736],[1143747,1911679,2642214],[1158813,1927066,2650033],[1179659,1947912,2660407],[1232477,1994998,2680652],[1238563,2000097,2682643],[1271035,2029270,2695001],[1282386,2039817,2699557],[1303862,2059808,2708476],[1318928,2075195,2716295],[1361426,2108397,2727741],[1411931,2150589,2743593],[1414642,2153099,2744598],[1427707,2164427,2749145],[1433793,2169526,2751136],[1445144,2180073,2755692],[1450836,2185970,2667249],[1514513,2233403,2773536],[1527498,2243349,2776849],[1544660,2256435,2781084],[1557802,2267037,2784870],[1572768,2280577,2712615],[1575449,2281759,2790349],[1578160,2284269,2791354],[1614060,2309765,2798974],[1643848,2330648,2804815],[1653976,2339509,2738716],[1656643,2339761,2807499],[1689870,2364478,2815096],[1701246,2374003,2754687],[1707032,2377564,2819331],[1739297,2400374,2765536],[1741964,2400626,2825415],[1774175,2422387,2831097],[1776167,2423393,2831290],[1780407,2427339,2776247],[1813331,2449919,2785472],[1815998,2450171,2838186],[1827678,2459407,2789724],[1859288,2478441,2845511],[1863528,2482387,2798372],[1894967,2501937,2805417],[1897634,2502189,2850762],[1899598,2503517,2806349],[1903938,2507026,2807209],[1930726,2522688,2855403],[1934966,2526634,2814494],[1979626,2552630,2824265],[1983966,2556139,2825125],[2008845,2568771,2865070],[2013085,2572717,2830495],[2018375,2574751,2831444],[2047727,2591579,2837036],[2052067,2595088,2837896],[2083900,2612757,2874090],[2094509,2617952,2845665],[2121585,2631819,2849612],[2125925,2635328,2850472],[2158631,2651723,2855557],[2192486,2670167,2861274],[2227607,2686334,2865224],[2293761,2719258,2874149] ] cell #4959 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [695270,1931199],[766823,2009318],[845392,2091866],[936252,2178747],[957541,2196319],[993521,2224964],[1024122,2250506],[1079136,2296890],[1112100,2319547],[1143812,2342990],[1158946,2355275],[1179792,2371635],[1232542,2405919],[1238491,2409512],[1270963,2430743],[1282451,2438490],[1303927,2453400],[1319061,2465685],[1361354,2487558],[1411859,2516634],[1414707,2352835],[1427772,2526445],[1433721,2530038],[1445209,2537785],[1450969,2185896],[1514578,2572528],[1527563,2578993],[1544588,2439463],[1557730,2594583],[1573888,2280503],[1575377,2604696],[1578225,2463245],[1614125,2622194],[1643776,2634823],[1656202,2339435],[1656571,2640426],[1689935,2528077],[1702337,2373999],[1706960,2538758],[1741523,2400300],[1741892,2677868],[1774240,2574160],[1776095,2691296],[1782577,2427335],[1815557,2449845],[1815926,2595829],[1828729,2459410],[1859216,2723246],[1865698,2482383],[1897193,2501863],[1897562,2636069],[1899785,2503513],[1906029,2507029],[1930654,2651482],[1937136,2526630],[1979813,2552626],[1986057,2556142],[2008773,2686093],[2015255,2572713],[2018546,2574754],[2047914,2591575],[2054158,2595091],[2083828,2718744],[2094680,2617955],[2121772,2631815],[2128016,2635331],[2158802,2651726],[2192673,2670163],[2227778,2686337],[2293932,2719261], [533169,1205541,2389514],[548599,1744928,2678775],[653368,1879752,2729352],[654298,1367913,2491077],[679840,1400771,2510040],[734094,1975725,2762316],[753031,1491792,2560640],[795223,1542297,2586222],[812008,2058482,2786481],[812938,1564289,2598102],[841685,1854912,2721615],[861676,1616821,2622988],[874350,1632688,2629455],[903523,2145154,2809116],[911132,1673957,2517853],[922460,1687022,2654307],[937182,1704669,2663194],[958313,1729465,2673049],[979159,1486721,2558458],[989814,1755460,2682451],[1002488,1771327,2688918],[1014748,1783789,2693700],[1020415,2033642,2778744],[1031313,1800936,2439913],[1033089,2258609,2835714],[1040406,1808648,2703728],[1053080,1824515,2710195],[1060689,1833312,2605915],[1096384,1866910,2725650],[1112872,1627617,2627273],[1116183,1373052,2494078],[1123527,1890284,2733028],[1130835,1899876,2736907],[1144584,1915736,2741542],[1155239,2154961,2811877],[1156016,1674138,2352744],[1165430,1681951,2652125],[1170418,1938348,2655412],[1176085,1941731,2750944],[1186983,1955495,2539208],[1188759,1957598,2757411],[1212644,1976883,2762723],[1215140,1979904,2763727],[1243190,1502880,2566008],[1250751,1766256,2686736],[1255739,2016467,2690023],[1257543,2018096,2774903],[1283223,2043874,2782029],[1285494,2259767,2836121],[1288211,2045640,2782779],[1290950,2048005,2703204],[1299161,2055532,2596279],[1304699,1819444,2708013],[1308010,1569428,2601103],[1315354,2069014,2790157],[1316131,1833493,2463154],[1337873,2089426,2795892],[1341876,1856028,2722014],[1343589,2094230,2797028],[1375016,2118842,2802604],[1377512,2121863,2732504],[1385723,2129390,2636519],[1387338,2130776,2503433],[1407874,2146312,2809523],[1410370,2149333,2810527],[1415479,2156077,2812276],[1420301,2158352,2746849],[1422315,2159799,2654119],[1429473,1938529,2527986],[1438420,1698110,2659675],[1445981,1952527,2755229],[1448252,2380896,2860234],[1449292,1709808,2666195],[1460972,2192764,2760100],[1466289,1974190,2762206],[1467598,2197292,2823092],[1474144,2202329,2552546],[1501391,2222524,2828015],[1505394,2005585,2770590],[1507107,2227328,2771240],[1509121,2228775,2688730],[1516279,2016648,2574069],[1534249,2248066,2833498],[1538252,2034758,2779143],[1539965,2252870,2834634],[1545085,2257074,2835604],[1549400,1805952,2702934],[1550856,2261946,2591495],[1552001,2262684,2705013],[1552830,2048970,2594402],[1571392,2277482,2840210],[1578997,2287247,2842963],[1580076,1835603,2715563],[1582099,2288030,2466373],[1590750,2293482,2794168],[1596156,2089335,2615206],[1597989,2298109,2615126],[1602254,2301082,2620348],[1623730,2315992,2799981],[1629047,2116149,2802087],[1630356,2320520,2848439],[1636902,2325557,2631735],[1638047,2326295,2734313],[1638876,2122828,2634642],[1661519,2143619,2809006],[1662828,2343963,2852688],[1669374,2349000,2646213],[1674759,1927794,2520826],[1678762,1928163,2746361],[1681360,2358086,2525892],[1681476,2159708,2362541],[1696621,2369195,2857611],[1700624,2175014,2817390],[1704351,2375446,2535781],[1707457,2378203,2859717],[1711509,2186077,2381537],[1711772,1960511,2667827],[1713514,2382987,2759798],[1719758,2386503,2670083],[1724924,2197742,2672247],[1730019,2392700,2676193],[1730848,2200566,2555453],[1750662,2216926,2767320],[1750865,2406104,2826291],[1756271,2222433,2683588],[1758104,2410731,2683508],[1762369,2017269,2413704],[1765665,2415995,2571975],[1765781,2228684,2420450],[1787983,2247975,2695946],[1789816,2431962,2695866],[1794081,2434935,2577147],[1799398,2037946,2780375],[1800707,2044428,2589408],[1808178,2263134,2448848],[1816423,2450810,2871963],[1820874,2274789,2839693],[1822183,2454373,2871211],[1829874,2460148,2602865],[1830703,2281468,2459353],[1834114,2075923,2608888],[1838117,2076292,2716809],[1839816,2467729,2718464],[1849193,2472670,2722664],[1855437,2476186,2621641],[1855553,2300991,2483739],[1869184,2484550,2799679],[1874674,2315901,2728283],[1875428,2488066,2728203],[1880594,2320970,2730367],[1885486,1886518,2323794],[1885689,2129161,2494263],[1889814,2326745,2500866],[1898059,2502828,2849191],[1911195,2344413,2740740],[1916290,2513226,2638751],[1917119,2347237,2506340],[1921696,2149242,2646293],[1923529,2155486,2649809],[1936933,2363597,2814120],[1939150,1948640,2534230],[1942542,2369104,2752081],[1944375,2531257,2752001],[1951936,2536521,2537232],[1952052,2375355,2376217],[1953957,2178202,2754586],[1955266,2184684,2666380],[1961347,2382907,2543392],[1970436,2547685,2674384],[1972204,2199510,2391837],[1976413,2393150,2557330],[1989373,2558059,2767040],[1990279,2215870,2405241],[1994514,2406554,2767837],[1998750,2227176,2563000],[2004240,2005110,2413613],[2004994,2234750,2566516],[2015052,2421506,2830121],[2026460,2242468,2775873],[2027923,2579695,2690714],[2034167,2578440,2583211],[2034283,2428691,2434844],[2039333,2253320,2698695],[2045257,2261234,2442737],[2053404,2449754,2785412],[2055303,2064419,2601288],[2059324,2454823,2787496],[2064216,2065248,2457647],[2068544,2460598,2461386],[2069825,2280412,2712555],[2071658,2286656,2716071],[2076789,2288630,2609853],[2082772,2292619,2612210],[2085591,2472590,2613662],[2087567,2300085,2475381],[2102594,2308884,2797998],[2103306,2484470,2622581],[2104494,2314995,2487261],[2112395,2325384,2626874],[2113301,2114163,2493400],[2117536,2118372,2494713],[2127262,2501772,2805357],[2137980,2339344,2738656],[2139865,2636942,2641352],[2141633,2346181,2512363],[2145842,2508217,2513676],[2155602,2356204,2520735],[2158200,2168179,2656667],[2163943,2527080,2814637],[2165774,2174423,2660183],[2173669,2174539,2534139],[2179589,2374449,2754830],[2184481,2185513,2542032],[2191767,2385698,2669764],[2195766,2391962,2549601],[2209533,2400209,2765476],[2211415,2405366,2559975],[2218689,2414778,2682044],[2219877,2220665,2565711],[2232919,2573163,2830638],[2237543,2241412,2692950],[2242865,2427785,2776390],[2244231,2579615,2694402],[2246207,2433938,2582406],[2255088,2437812,2441681],[2259297,2443134,2589858],[2261773,2271035,2707614],[2271941,2272803,2600425],[2276176,2277012,2601738],[2285902,2286772,2608797],[2292744,2469645,2718854],[2303959,2307828,2724900],[2309281,2482833,2798515],[2318283,2318994,2628790],[2334946,2338438,2738257],[2342437,2512488,2643268],[2350976,2516337,2519829],[2356869,2365360,2750537],[2366548,2367336,2659378],[2379590,2380426,2666830],[2395811,2399303,2765077],[2423484,2426597,2775983],[2437937,2585557,2588670],[2452136,2452847,2709530],[2478532,2481645,2798108] ] cell #4960 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2567087],[2614890],[2623809],[2630178],[2650380],[2660754],[2671972],[2679515],[2683272],[2684908],[2695630],[2701999],[2710918],[2716642],[2717640],[2720548],[2726817],[2730092],[2740465],[2744222],[2745858],[2751765],[2753401],[2758134],[2759087],[2761102],[2766216],[2769124],[2777677],[2780952],[2787221],[2792614],[2807902],[2810810],[2815924], [1595989,2473349],[1756104,2563679],[1761027,2566357],[1787816,2580374],[1869805,2622889],[1869957,2622945],[1874507,2624804],[1884710,2629412],[1921529,2646972],[1942375,2657346],[1947298,2660024],[1990112,2678822],[1999371,2682352],[1999523,2682408],[2004073,2684267],[2041283,2700176],[2041435,2587577],[2048687,2703685],[2053237,2705544],[2063440,2710152],[2069658,2713234],[2074581,2715912],[2090886,2721516],[2091038,2721572],[2113134,2729399],[2122545,2732985],[2127095,2734844],[2137813,2738859],[2152629,2648166],[2157303,2746710],[2159541,2747315],[2168800,2750845],[2168952,2750901],[2173502,2752760],[2181539,2756311],[2181691,2664549],[2183705,2757368],[2199343,2762363],[2200283,2762680],[2209366,2765679],[2228517,2771706],[2236798,2774834],[2249526,2778645],[2249678,2778701],[2258104,2702222],[2260458,2782736],[2268983,2785615],[2269135,2706814],[2271774,2786528],[2281185,2790114],[2283799,2714428],[2285735,2791973],[2288473,2793466],[2298680,2795694],[2300824,2796274],[2303214,2796959],[2323511,2802561],[2324824,2630401],[2332594,2805560],[2332746,2736114],[2333971,2806061],[2346014,2809163],[2346954,2809480],[2349571,2810329],[2353072,2745721],[2354295,2811778],[2354447,2811834],[2356037,2812479],[2357927,2813081],[2358657,2748081],[2364008,2749929],[2375188,2818506],[2379233,2758357],[2381587,2820983],[2390869,2761912],[2391092,2823023],[2394836,2823977],[2411302,2827817],[2413446,2828397],[2413941,2684771],[2415836,2829082],[2416566,2772472],[2421917,2774320],[2423049,2774769],[2432533,2833300],[2434677,2833880],[2436844,2780081],[2437067,2834565],[2440241,2782232],[2441514,2835761],[2442454,2836078],[2444381,2836748],[2445147,2704549],[2445370,2784175],[2457364,2840167],[2458677,2711141],[2459981,2841016],[2463482,2792477],[2466599,2793243],[2471256,2844143],[2474406,2844677],[2474543,2795662],[2476757,2796767],[2478097,2796894],[2488637,2847592],[2489861,2729221],[2492432,2801793],[2492655,2848370],[2495041,2731372],[2496399,2849324],[2497165,2733849],[2497388,2804120],[2507600,2851841],[2511395,2808712],[2511618,2852619],[2515362,2853573],[2515499,2810297],[2518424,2854214],[2520568,2854794],[2522344,2813016],[2522848,2813466],[2522985,2748008],[2531828,2857413],[2533972,2857993],[2534467,2753264],[2536139,2818328],[2537092,2819272],[2539536,2820479],[2541749,2860191],[2542443,2821120],[2544620,2760304],[2546119,2861115],[2549166,2822958],[2550989,2763209],[2551212,2823858],[2556713,2862888],[2561363,2826749],[2561586,2863702],[2562661,2768611],[2564736,2864236],[2564873,2827785],[2568427,2829017],[2568931,2829467],[2569068,2772399],[2578058,2832232],[2581431,2867449],[2581568,2833268],[2583782,2834373],[2585122,2834500],[2591778,2783946],[2595662,2870364],[2596886,2786350],[2599457,2839399],[2599680,2871142],[2602066,2788501],[2603561,2840984],[2604190,2790978],[2604413,2841726],[2606486,2872737],[2608630,2873317],[2610262,2873863],[2611133,2794410],[2612413,2844078],[2616389,2845190],[2616526,2796694],[2621259,2846453],[2625308,2875844],[2625445,2847560],[2626415,2800983],[2628355,2848305],[2632018,2803891],[2635902,2877617],[2638287,2807104],[2639923,2851809],[2642833,2852554],[2644656,2810009],[2644879,2853454],[2655030,2856345],[2655983,2880969],[2656328,2815411],[2658403,2881330],[2658540,2857381],[2662598,2859063],[2662735,2819199],[2668184,2860856],[2668697,2822007],[2671101,2861333],[2673252,2823629],[2675729,2825020],[2677365,2862856],[2678644,2884661],[2680795,2863637],[2689641,2866012],[2690594,2886268],[2691873,2832016],[2697129,2867962],[2697266,2834300],[2706185,2870332],[2707155,2838589],[2709095,2871077],[2712758,2841497],[2720035,2844370],[2723823,2846237],[2726304,2875585],[2735485,2877585],[2737190,2851603],[2739594,2878427],[2741745,2853225],[2764010,2862650],[2777164,2867142], [1037756,2048535,2703629],[1120877,2122393,2732929],[1211073,2200131,2762624],[1312704,2281033,2790058],[1335411,2297239,2795351],[1373445,2323359,2802505],[1406303,2346802,2809424],[1465513,2389471,2822725],[1498929,2409861,2827474],[1531787,2431092,2832957],[1547829,2442302,2836022],[1569821,2457212,2840111],[1622388,2487907,2847419],[1628271,2491034,2848072],[1660743,2509997,2852321],[1672297,2516983,2853871],[1694159,2530387,2857070],[1710201,2541597,2860135],[1749886,2560597,2863533],[1798622,2586179,2868400],[1801379,2587800,2868698],[1814215,2594932,2870191],[1820098,2598059,2870844],[1831652,2605045,2872394],[1837738,2466447,2843166],[1895851,2635172,2877444],[1907846,2640775,2878378],[1923695,2648029,2879511],[1936157,2654264,2880627],[1950738,2536362,2858678],[1953181,2663151,2882281],[1955938,2664772,2882579],[1987874,2678217,2884576],[2014276,2688875,2885926],[2023330,2578281,2866915],[2025684,2693657,2886599],[2055975,2707037,2888500],[2066583,2603424,2872096],[2071824,2714291,2889633],[2099464,2621482,2875297],[2101818,2725607,2891053],[2129833,2736337,2892259],[2131347,2736709,2892326],[2134848,2639786,2878209],[2163586,2655253,2880796],[2165940,2749792,2893759],[2176568,2662094,2858613],[2202900,2763529,2895426],[2206401,2677228,2884407],[2232562,2689864,2886095],[2234916,2774183,2896339],[2236575,2691002,2886350],[2239972,2693153,2866850],[2262517,2783465,2897220],[2266018,2706048,2888331],[2302991,2722952,2890804],[2306388,2725103,2875232],[2326128,2803410,2898926],[2329629,2735348,2892090],[2334108,2736677,2877950],[2357704,2747137,2893510],[2361101,2749288,2880731],[2387074,2822245,2900431],[2394973,2763497,2884148],[2415613,2771528,2896090],[2419010,2773679,2886030],[2444518,2783433,2888072],[2471033,2794626,2898399],[2496536,2803378,2891831],[2546256,2822213,2895231] ] cell #4961 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162824,1931203],[1248145,2009322],[1340376,2091870],[1443375,2178751],[1466043,2196323],[1503894,2224968],[1536752,2250510],[1596006,2296860],[1628801,2319551],[1661273,2342994],[1677262,2355279],[1699124,2371639],[1750416,2405923],[1756121,2409482],[1787833,2430713],[1799152,2438494],[1820628,2453404],[1836617,2465689],[1874524,2487528],[1921546,2516604],[1924225,2518410],[1936687,2526449],[1942392,2530008],[1953711,2537789],[1959783,2381573],[2014806,2572532],[2026214,2578997],[2041300,2587421],[2053254,2594553],[2067342,2459967],[2069675,2604666],[2072354,2606472],[2102348,2622198],[2127112,2634793],[2135607,2507586],[2137830,2640396],[2166470,2655969],[2176558,2535983],[2181556,2664393],[2207160,2556699],[2209383,2677838],[2235446,2690580],[2236815,2691066],[2239962,2577902],[2266777,2595648],[2269000,2706658],[2279007,2603435],[2303231,2723016],[2306378,2621103],[2330388,2635888],[2332611,2735958],[2334064,2637851],[2337151,2639797],[2357944,2747201],[2361091,2654874],[2394929,2675293],[2398016,2677239],[2415853,2771592],[2419000,2689485],[2423116,2691520],[2444474,2704113],[2447561,2706059],[2471273,2794690],[2478164,2723470],[2496492,2733413],[2499579,2735359],[2522411,2747655],[2546212,2760892],[2568494,2772046],[2612480,2794871], [976553,1744932,2402333],[1110266,1879756,2490492],[1116362,1885240,2494082],[1206017,2199360,2548873],[1209952,1975729,2550234],[1242844,2004090,2565978],[1302093,2058486,2597517],[1308189,2063970,2601107],[1335254,2091024,2614720],[1368389,2113151,2628062],[1372324,1884696,2629423],[1401247,2346031,2642540],[1405182,2145158,2643901],[1438074,2173519,2659645],[1449471,2184235,2666199],[1465499,1465564,2389482],[1492268,1990129,2559247],[1498772,1999509,2683102],[1504741,2224450,2414700],[1531630,2249664,2695460],[1542773,2441531,2699883],[1546708,2258613,2701244],[1549579,2260988,2702938],[1564765,2271791,2708802],[1568700,2063426,2710163],[1579730,2285752,2715533],[1622231,1869943,2623639],[1628257,1628322,2491045],[1633590,2322150,2495031],[1660729,1660794,2510008],[1672140,2354433,2744052],[1674359,2152646,2648122],[1674433,2520585,2744924],[1678109,2353831,2521822],[1678416,2356054,2746331],[1687498,2159558,2652914],[1694002,2168938,2751595],[1699971,2371121,2535226],[1705145,2375205,2756018],[1709080,2183691,2757379],[1711951,2382043,2382117],[1749872,1749937,2560608],[1753427,2407919,2562651],[1761289,2412208,2567205],[1771803,2228534,2687525],[1784265,2434694,2779529],[1796212,2437084,2780145],[1798608,1798673,2586190],[1801148,2041486,2700243],[1801222,2442440,2781543],[1801412,2587817,2701062],[1803941,2440231,2590176],[1805224,2260444,2782747],[1814058,2048673,2704379],[1820084,1820149,2598070],[1825417,2456003,2602056],[1831495,2281171,2790808],[1833714,2283816,2714384],[1833788,2608647,2791680],[1837464,2464241,2465171],[1837771,2466347,2466464],[1842310,2468917,2611123],[1867386,2300841,2722400],[1877909,2489691,2626581],[1895694,2122531,2733679],[1903824,2511635,2808776],[1907689,2346940,2809839],[1918852,2515455,2645944],[1919213,2349557,2810340],[1923681,1923746,2648040],[1926714,2518542,2650498],[1936143,1936208,2654275],[1938750,2364025,2749885],[1938824,2533989,2817776],[1939698,2528445,2656318],[1947560,2532734,2660872],[1950771,2535755,2536379],[1953167,1953232,2663162],[1955707,2181742,2756378],[1955781,2541735,2819790],[1955971,2664789,2757197],[1958500,2539526,2540388],[1963987,2544450,2668863],[1972930,2390565,2671962],[1983852,2391109,2761976],[1987717,2200269,2763039],[1991867,2403969,2679505],[1997345,2408251,2681789],[2014262,2014327,2688886],[2016869,2421934,2774276],[2016943,2413463,2770976],[2021040,2575942,2691863],[2021970,2581524,2692198],[2022331,2432519,2833311],[2023363,2577121,2578298],[2025670,2025735,2693668],[2036302,2436688,2834482],[2036648,2585189,2698402],[2050963,2445387,2783713],[2051953,2599697,2839463],[2055744,2269186,2785682],[2055818,2457350,2840526],[2056008,2707054,2789387],[2056639,2596716,2707321],[2066981,2603103,2603517],[2071810,2071875,2714302],[2074843,2606604,2607392],[2079717,2470278,2718108],[2088231,2474260,2720714],[2097174,2619143,2723813],[2098104,2474499,2724148],[2098465,2298666,2795705],[2099497,2620322,2621499],[2101804,2101869,2725618],[2105946,2486140,2726983],[2114889,2492128,2730082],[2118202,2324857,2630418],[2124821,2497405,2803658],[2125811,2492672,2801857],[2129602,2332797,2805627],[2129676,2323497,2802920],[2129866,2732258,2736354],[2131333,2131398,2736720],[2133416,2638117,2737356],[2133932,2511239,2852536],[2134278,2642900,2737629],[2135246,2638989,2639879],[2142359,2511091,2740455],[2147837,2515373,2742739],[2161296,2522941,2747998],[2161657,2358708,2813265],[2162226,2658496,2748333],[2162587,2531814,2857424],[2163619,2654093,2655270],[2165926,2165991,2749803],[2166774,2528777,2750282],[2176904,2661808,2662161],[2186298,2542460,2821076],[2187311,2668276,2668494],[2196455,2548634,2761570],[2201629,2551229,2823614],[2202886,2202951,2763540],[2204969,2675559,2764176],[2205485,2390713,2822940],[2205831,2549233,2764449],[2206799,2676431,2677321],[2212815,2559008,2766684],[2217989,2561603,2826813],[2221329,2564590,2769290],[2224089,2414339,2684864],[2230272,2569024,2772389],[2230633,2416617,2829266],[2231202,2564829,2772724],[2231563,2411288,2827828],[2232595,2688704,2689881],[2234902,2234967,2774194],[2236419,2236453,2774751],[2238357,2577303,2775237],[2239145,2581442,2775455],[2240308,2692464,2693220],[2246871,2581285,2777843],[2255814,2587273,2780942],[2258137,2443800,2702239],[2262503,2262568,2783476],[2264240,2445025,2836834],[2264586,2591845,2784112],[2265102,2599301,2871059],[2265448,2709162,2784385],[2266416,2705251,2706141],[2273529,2599153,2787211],[2276842,2458710,2711158],[2283461,2604430,2841264],[2288242,2466650,2843233],[2288432,2288506,2793483],[2295629,2613407,2720127],[2301717,2616482,2796684],[2302078,2476808,2845159],[2302835,2302869,2796876],[2304773,2620504,2797362],[2305561,2474417,2797580],[2306724,2724414,2725170],[2310539,2622326,2726614],[2316627,2625401,2800773],[2316988,2488623,2847603],[2319683,2627823,2801451],[2322496,2495377,2731439],[2326114,2326179,2803421],[2327851,2497043,2849410],[2328197,2632085,2804057],[2328713,2492276,2848287],[2329059,2628422,2804330],[2330027,2734551,2735441],[2333982,2334011,2736987],[2343126,2642301,2808370],[2348300,2644896,2853210],[2351640,2647883,2810976],[2353470,2521461,2745814],[2357548,2357582,2812998],[2359486,2522888,2813484],[2360274,2658414,2813702],[2361437,2748599,2749355],[2368000,2658257,2816090],[2370760,2534865,2753357],[2376943,2662691,2819189],[2377304,2537143,2858862],[2379266,2380256,2758374],[2387060,2387125,2822256],[2393468,2550867,2861800],[2393814,2673319,2823795],[2394847,2394876,2763807],[2406872,2561207,2863619],[2407218,2680862,2826994],[2415457,2415491,2828999],[2417395,2568971,2829485],[2418183,2564747,2829703],[2419346,2772990,2773746],[2429482,2694147,2777256],[2435570,2697222,2834290],[2435931,2583833,2867931],[2438626,2699644,2834968],[2440577,2590522,2782299],[2444392,2444421,2783743],[2453536,2708563,2839057],[2456349,2602402,2788568],[2461704,2604068,2872182],[2462050,2712825,2841663],[2463880,2464810,2792570],[2470877,2470911,2844060],[2472321,2614119,2874209],[2476875,2616429,2845208],[2484201,2623373,2875524],[2488755,2625319,2847652],[2496410,2496439,2803688],[2513994,2644534,2878894],[2514340,2741812,2853391],[2537921,2662638,2859081],[2539872,2540734,2820546],[2543849,2544184,2860795],[2546130,2546159,2822305],[2547392,2671346,2861367],[2557766,2679162,2863186],[2579346,2694859,2886696],[2583900,2697169,2867980],[2610507,2610780,2843627],[2641059,2739839,2878461] ] cell #4962 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1886534],[1972344],[2005453],[2005839],[2045273],[2065264],[2087692],[2114303],[2118034],[2118357],[2118690],[2141773],[2155945],[2156331],[2174882],[2175268],[2185529],[2187295],[2195747],[2211870],[2216010],[2219144],[2220790],[2223895],[2224603],[2246332],[2255228],[2259282],[2259615],[2272943],[2276674],[2276997],[2277330],[2287115],[2287501],[2288646],[2293199],[2295613],[2298564],[2310523],[2311405],[2315120],[2318012],[2318738],[2318975],[2322344],[2333966],[2342418],[2349455],[2351101],[2354914],[2358541],[2365815],[2367461],[2370566],[2371274],[2380088],[2380411],[2380744],[2382266],[2386232],[2390980],[2392417],[2394831],[2402317],[2405347],[2408235],[2409117],[2411186],[2416450],[2427052],[2429466],[2432417],[2436955],[2437918],[2443632],[2444376],[2445258],[2451865],[2452591],[2452828],[2456197],[2459865],[2464616],[2465324],[2466358],[2470262],[2474401],[2475915],[2476641],[2482100],[2484103],[2488521],[2490476],[2492543],[2496394],[2497276],[2506758],[2507484],[2511506],[2512943],[2515357],[2521267],[2522843],[2528761],[2529643],[2531712],[2535766],[2536250],[2536976],[2540582],[2543751],[2546114],[2550063],[2550218],[2551100],[2555871],[2556597],[2560437],[2561474],[2564731],[2566971],[2568926],[2577132],[2577287],[2578169],[2581426],[2582940],[2583666],[2586019],[2589125],[2590370],[2595546],[2597501],[2599568],[2604301],[2610257],[2614021],[2615730],[2616384],[2620333],[2620488],[2621370],[2624649],[2625303],[2629252],[2630289],[2635786],[2643730],[2643885],[2644767],[2646817],[2649538],[2650264],[2654104],[2655141],[2658398],[2660638],[2662593],[2668158],[2671096],[2672437],[2678639],[2679980],[2684112],[2688715],[2689752],[2694761],[2696470],[2697124],[2698885],[2701073],[2701228],[2702110],[2709992],[2711029],[2716526],[2720009],[2726278],[2730557],[2732269],[2739589],[2740930],[2752605],[2757208],[2758245],[2777138],[2787686],[2789398], [730073,2390729],[870329,2492292],[899502,2511255],[982046,2561223],[1029068,2436704],[1049059,2599317],[1099892,2623020],[1115759,2630038],[1155855,2352138],[1156032,2153004],[1168317,2654890],[1184738,2535999],[1226371,2678792],[1237771,2682483],[1253638,2689501],[1266554,2577918],[1284135,2256815],[1291719,2703760],[1307586,2710778],[1315970,2462548],[1316147,2284174],[1339762,2721647],[1352600,2621119],[1366881,2729369],[1378281,2733060],[1388183,2637498],[1421601,2747285],[1429312,2527380],[1429489,2364383],[1433001,2750976],[1446893,2377944],[1448868,2757994],[1470018,2762333],[1471501,2762755],[1474989,2674940],[1508407,2771676],[1516118,2573463],[1516295,2422292],[1517978,2691150],[1536138,2778776],[1548976,2701859],[1551701,2591208],[1552846,2449104],[1560077,2450551],[1563257,2786498],[1574657,2790189],[1598834,2721312],[1601540,2796244],[1604540,2723100],[1634259,2802636],[1637747,2631448],[1638892,2501122],[1646123,2502569],[1647774,2637418],[1665248,2809133],[1666731,2809555],[1670219,2743433],[1676648,2811909],[1680350,2651336],[1681819,2362681],[1682205,2526487],[1703637,2818476],[1711348,2542216],[1711525,2381880],[1720603,2669461],[1725422,2822778],[1726785,2762060],[1730864,2557586],[1733095,2674860],[1758949,2769888],[1761655,2828367],[1764655,2685947],[1766124,2420590],[1766510,2572570],[1790661,2778441],[1793367,2833850],[1796367,2780229],[1803127,2835731],[1804610,2836153],[1807129,2591128],[1808163,2594417],[1808496,2448973],[1826086,2840242],[1829574,2603241],[1830719,2461642],[1837950,2466691],[1845778,2718598],[1850655,2795636],[1852353,2721232],[1855896,2483879],[1856282,2622236],[1876273,2727581],[1881092,2848125],[1882455,2801941],[1888765,2631368],[1889799,2634657],[1890132,2500991],[1906874,2639127],[1911693,2852374],[1913056,2808860],[1917135,2508473],[1919366,2743353],[1924374,2745062],[1927080,2854764],[1930838,2525873],[1945220,2816688],[1947926,2857963],[1950926,2661682],[1952395,2376357],[1952781,2537827],[1959169,2860266],[1961802,2759844],[1967261,2669381],[1971810,2761907],[1976398,2677702],[1976731,2557455],[1986902,2676569],[1995012,2863586],[1995335,2767174],[2000212,2827759],[2001910,2769808],[2008957,2571956],[2024508,2692338],[2029385,2833242],[2031083,2778361],[2034626,2428831],[2035012,2579035],[2039831,2868453],[2041194,2781417],[2055003,2705389],[2059822,2870897],[2061185,2839547],[2067495,2603419],[2068529,2604530],[2068862,2461511],[2072503,2791818],[2075209,2873287],[2078046,2718445],[2086046,2722710],[2091505,2621622],[2100642,2724288],[2103761,2799725],[2108512,2847534],[2109220,2727501],[2113769,2801788],[2128861,2734689],[2131231,2736651],[2136690,2639781],[2141239,2808707],[2145827,2640260],[2146160,2508342],[2150704,2810271],[2152402,2745716],[2164441,2880680],[2164764,2748473],[2166619,2817914],[2169641,2857355],[2171339,2816608],[2178386,2537213],[2180087,2882334],[2181450,2819664],[2194784,2674365],[2202784,2763471],[2208243,2677223],[2211144,2767021],[2215476,2826744],[2233417,2885979],[2233740,2772864],[2235595,2771114],[2236686,2690997],[2243363,2886652],[2244686,2690760],[2250145,2578421],[2254694,2780076],[2262401,2783407],[2267152,2870306],[2267860,2706043],[2268894,2840400],[2272409,2839394],[2281874,2840958],[2283572,2792472],[2303102,2722947],[2309779,2891106],[2326012,2803352],[2330763,2877559],[2331471,2735343],[2332505,2802794],[2339876,2851783],[2341455,2636923],[2357331,2856825],[2357815,2747132],[2362147,2856340],[2363781,2753259],[2375823,2818323],[2386958,2822187],[2400741,2862830],[2415240,2827229],[2415724,2771523],[2420056,2866007],[2421690,2684766],[2423946,2866799],[2428297,2832227],[2444198,2786345],[2470107,2844027],[2471144,2794621],[2478994,2875181],[2483345,2846448],[2496216,2729216],[2504037,2807099],[2521932,2815385],[2545460,2760299],[2553150,2825015],[2568015,2768585],[2574944,2831990],[2611598,2794384],[2618145,2846211] ] cell #4963 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291364,2262921],[1377926,2326532],[1471146,2392937],[1574302,2460385],[1596611,2473670],[1633904,2494500],[1666376,2513463],[1724849,2548278],[1756726,2564000],[1788438,2580695],[1804255,2589645],[1825731,2601525],[1875129,2625125],[1880519,2627467],[1911120,2641945],[1922151,2647293],[1942997,2657667],[1958814,2666617],[1994439,2680383],[2039258,2699288],[2041905,2700497],[2053859,2705865],[2059249,2708207],[2070280,2713555],[2076337,2609191],[2127717,2735165],[2138435,2739180],[2152540,2744329],[2163868,2748876],[2178247,2662415],[2179514,2755423],[2182161,2756632],[2209988,2766000],[2232844,2773267],[2242513,2693474],[2242790,2776580],[2269605,2785936],[2279952,2712346],[2283710,2791085],[2308929,2725424],[2309206,2798705],[2333216,2805881],[2334364,2806114],[2338884,2738447],[2363642,2749609],[2363919,2814827],[2374052,2754669],[2395229,2824030],[2399749,2765267],[2421551,2774000],[2421828,2830828],[2423354,2774823],[2427388,2776229],[2444774,2836801],[2449294,2785203],[2478402,2796948],[2482436,2798354],[2496792,2849377],[2501312,2805148],[2503527,2806097],[2522649,2813070],[2526683,2814476],[2546512,2861168],[2552640,2824013],[2568732,2829071],[2572766,2830477],[2591589,2836784],[2612718,2844132],[2631829,2849360],[2670177,2861151], [1079181,1850517,2474452],[1099537,2104281,2622962],[1237416,2219664,2682425],[1238536,2000074,2564782],[1271008,2029247,2581477],[1339407,2299872,2721589],[1361399,2108374,2625354],[1411904,2150566,2515408],[1432646,2366335,2750918],[1433766,2169503,2658449],[1467021,2392279,2762436],[1488883,2211732,2678895],[1502925,2223757,2684817],[1503280,2004695,2684588],[1535783,2433725,2778718],[1544633,2256412,2439420],[1544794,2256550,2256868],[1557775,2267014,2706094],[1575422,2281736,2603470],[1597480,2300010,2796034],[1618956,2104419,2726458],[1629779,2318600,2729472],[1632776,2117461,2730960],[1643821,2330625,2735394],[1656616,2339738,2639832],[1662251,2512805,2809236],[1674183,2352350,2352624],[1676293,2519616,2811851],[1684113,2358403,2747388],[1698155,2370428,2753310],[1698510,2174124,2753081],[1707005,2377541,2538715],[1707166,2377679,2377997],[1741937,2400603,2677274],[1757595,2219802,2768765],[1768418,2416312,2771779],[1776140,2423370,2691253],[1789307,2433863,2833640],[1800130,2588987,2835834],[1810783,2263059,2783587],[1815971,2450148,2595786],[1816132,2450286,2450604],[1821606,2452453,2786601],[1824603,2276101,2788089],[1833538,2462760,2463034],[1835648,2464478,2792523],[1836003,2286357,2792294],[1857111,2476503,2796347],[1859261,2478418,2723203],[1892419,2326670,2803532],[1897607,2502166,2636026],[1897768,2502304,2502622],[1899325,2503304,2736831],[1923020,2519754,2854554],[1925203,2650126,2854867],[1928208,2521129,2745767],[1928563,2356659,2812800],[1930699,2522665,2651439],[1931702,2523241,2526540],[1938574,2527592,2527866],[1943866,2366473,2815565],[1954689,2536838,2818579],[1957686,2379515,2820067],[1974235,2549487,2762163],[1977978,2393075,2823488],[1979353,2552417,2763651],[2006668,2566833,2828470],[2008818,2568748,2686050],[2009821,2569324,2572623],[2016693,2573675,2573949],[2018149,2574593,2774932],[2035841,2583528,2833953],[2037991,2585443,2780332],[2042040,2442782,2782553],[2042774,2589783,2869163],[2045728,2443059,2836311],[2047454,2591366,2703128],[2048400,2592083,2594912],[2049015,2592099,2594979],[2071149,2460523,2841138],[2073332,2716388,2873390],[2076498,2466744,2609329],[2076692,2467069,2843487],[2083873,2612734,2718701],[2088875,2614997,2795816],[2089514,2474799,2844730],[2092369,2616782,2622289],[2094283,2617794,2797057],[2116194,2628676,2802044],[2119937,2494638,2848835],[2121312,2631606,2732428],[2122258,2632323,2635152],[2122873,2632339,2635219],[2143664,2643154,2808963],[2147407,2513601,2853084],[2148782,2646084,2810451],[2149421,2515755,2853626],[2152386,2520275,2812067],[2153113,2648422,2879564],[2158405,2651565,2746878],[2159248,2651916,2654197],[2159256,2652139,2654566],[2176097,2660500,2858066],[2179250,2537880,2662991],[2182296,2542077,2820800],[2183030,2666755,2883044],[2185984,2542354,2860424],[2186122,2542555,2667342],[2192213,2669954,2760024],[2197345,2672086,2823121],[2197463,2549471,2823012],[2199996,2673557,2678197],[2200611,2673573,2678264],[2216971,2681116,2767277],[2221973,2683379,2827939],[2222612,2565129,2864289],[2225467,2413792,2685164],[2227381,2686176,2771269],[2228224,2686527,2688808],[2228232,2686750,2689177],[2247515,2695737,2833422],[2248154,2581824,2867502],[2251009,2579088,2697522],[2252923,2698534,2834663],[2253041,2585427,2834554],[2256273,2589461,2835960],[2262737,2703567,2705497],[2269740,2457692,2788822],[2274834,2709416,2839650],[2278577,2601663,2871607],[2280591,2603817,2872149],[2280898,2605025,2713063],[2281513,2605092,2713079],[2283556,2608337,2842754],[2284283,2714684,2889686],[2289501,2717694,2794088],[2293535,2719100,2794197],[2297219,2615714,2616190],[2298242,2615220,2844713],[2300531,2721805,2725540],[2300539,2722028,2725909],[2315441,2728074,2799905],[2316080,2625701,2875897],[2320573,2730206,2848468],[2320691,2628660,2848359],[2323224,2494434,2731677],[2323839,2333351,2731693],[2326348,2732867,2734797],[2339523,2640179,2878262],[2344016,2740579,2852717],[2344134,2643138,2852608],[2346667,2640755,2742050],[2347282,2640822,2742066],[2349133,2646307,2853609],[2355778,2520914,2746114],[2363765,2533679,2817181],[2364492,2750185,2893812],[2368644,2751872,2857535],[2369283,2658796,2881383],[2372138,2534318,2753657],[2374170,2662399,2858667],[2374895,2663084,2755020],[2374903,2663453,2755243],[2377402,2666433,2860073],[2382218,2542927,2821376],[2383001,2759297,2821810],[2388719,2761156,2763345],[2389773,2672660,2673063],[2392753,2762562,2765632],[2400388,2677621,2884460],[2402123,2766270,2826211],[2406157,2767676,2826320],[2406275,2681100,2863691],[2409841,2563508,2684096],[2410864,2683602,2864272],[2413153,2421674,2770381],[2413161,2566649,2770604],[2422401,2774576,2896392],[2427506,2693458,2866904],[2431072,2696454,2696930],[2432095,2695960,2867485],[2434384,2693590,2778934],[2434392,2693959,2779157],[2442167,2589579,2782537],[2444182,2597307,2838643],[2449933,2706441,2888384],[2450009,2601341,2840049],[2454426,2787335,2871240],[2454544,2709400,2871131],[2457077,2601459,2788806],[2459543,2712569,2872132],[2460201,2713187,2789996],[2466188,2608976,2792870],[2467568,2717665,2717803],[2472684,2795089,2796826],[2473302,2721119,2721454],[2482554,2725408,2875286],[2484564,2799178,2847157],[2485058,2487887,2624633],[2488199,2728297,2875880],[2490282,2496200,2801037],[2491336,2627287,2730780],[2494316,2502027,2802443],[2501951,2735741,2892143],[2504021,2639587,2851657],[2507162,2738670,2878245],[2509245,2736525,2807956],[2510299,2741153,2741556],[2513279,2738812,2809362],[2516963,2646801,2745522],[2520283,2649942,2812290],[2522155,2656681,2856808],[2526801,2749593,2880785],[2530367,2657175,2752589],[2531390,2752095,2881366],[2533687,2660316,2817404],[2541462,2666551,2820784],[2545444,2545920,2822061],[2547524,2761127,2761265],[2553134,2677029,2862704],[2556275,2765490,2884443],[2557898,2678385,2766241],[2558472,2560899,2680203],[2563014,2568238,2827212],[2563632,2682290,2769695],[2572884,2773984,2886084],[2575167,2692964,2866782],[2579709,2774701,2832695],[2580327,2778248,2778583],[2586481,2699108,2782043],[2591015,2707453,2838614],[2595224,2785426,2888367],[2598361,2708027,2787909],[2608345,2716204,2842977],[2611821,2612224,2844010],[2618368,2724914,2875164],[2622827,2624757,2727388],[2626713,2631255,2801008],[2635464,2805371,2892126],[2637305,2738096,2851628],[2641191,2807927,2808065],[2646925,2743240,2811716],[2657299,2750783,2816495],[2669268,2669603,2822032],[2674747,2764916,2862675] ] cell #4964 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [2005872],[2087751],[2118749],[2119128],[2156364],[2175301],[2196296],[2220849],[2224325],[2224631],[2224941],[2246391],[2259674],[2260053],[2277389],[2277768],[2287534],[2289201],[2296740],[2311433],[2315179],[2318040],[2319524],[2322372],[2323035],[2342967],[2351160],[2354942],[2355252],[2367520],[2370996],[2371302],[2371612],[2380803],[2381182],[2382299],[2386260],[2388419],[2391008],[2401823],[2402585],[2405896],[2408503],[2409145],[2409362],[2412397],[2423054],[2430593],[2436983],[2438467],[2441978],[2445286],[2451893],[2453377],[2456225],[2456888],[2465046],[2465352],[2465662],[2467129],[2470530],[2474669],[2475943],[2478102],[2484758],[2487408],[2489982],[2490744],[2492571],[2497304],[2506786],[2508945],[2511534],[2515625],[2516484],[2521697],[2522349],[2523111],[2529029],[2529671],[2529888],[2532923],[2536278],[2540610],[2541273],[2542244],[2545620],[2549171],[2550486],[2551128],[2555899],[2557704],[2561502],[2563208],[2564999],[2568432],[2569194],[2577555],[2578197],[2581694],[2582968],[2585127],[2590398],[2591783],[2597007],[2597769],[2599596],[2603269],[2603687],[2604329],[2607581],[2610445],[2612418],[2615758],[2615890],[2616652],[2620756],[2621398],[2624677],[2625571],[2628360],[2630317],[2632023],[2639155],[2639287],[2640049],[2642838],[2644153],[2644795],[2646845],[2649566],[2650687],[2655169],[2656875],[2658666],[2662861],[2668189],[2671284],[2672702],[2673257],[2676597],[2676729],[2677491],[2680245],[2680800],[2684140],[2685034],[2689780],[2696498],[2696630],[2697392],[2699150],[2701496],[2702138],[2705417],[2706311],[2709100],[2711057],[2712763],[2717668],[2720040],[2721122],[2726309],[2727391],[2730822],[2734717],[2735611],[2739777],[2741195],[2741750],[2743243],[2745090],[2745222],[2745984],[2752633],[2753527],[2758273],[2761130],[2766244],[2769698],[2771142],[2777169],[2778251],[2787951],[2791846],[2792740],[2807930],[2816498],[2817942], [840179,2474450],[988308,2564780],[1018909,2581475],[1104997,2625352],[1153733,2515406],[1174579,2658447],[1226717,2678893],[1242876,2684815],[1283988,2439418],[1284168,2256874],[1296824,2706092],[1313848,2603468],[1355799,2726429],[1367227,2729470],[1383386,2735392],[1396412,2639830],[1414201,2352623],[1421947,2747386],[1438106,2753308],[1446746,2538713],[1446926,2378003],[1470364,2762434],[1483218,2677272],[1497325,2768736],[1508753,2771777],[1518749,2691251],[1552175,2783558],[1559930,2595784],[1560110,2450610],[1563603,2786599],[1577719,2463033],[1579762,2792521],[1600414,2796005],[1601886,2796345],[1605311,2723201],[1638221,2803503],[1645976,2636024],[1646156,2502628],[1647802,2736802],[1665594,2809234],[1678448,2745765],[1681121,2651437],[1682238,2526546],[1689429,2527865],[1692555,2815536],[1703983,2818577],[1727556,2762161],[1730193,2823459],[1733123,2763622],[1762001,2828468],[1765426,2686048],[1766543,2572629],[1773734,2573948],[1775336,2691185],[1792241,2833611],[1793713,2833951],[1797138,2780330],[1803473,2835832],[1807157,2703099],[1808555,2449032],[1808934,2594978],[1830048,2841109],[1837803,2609094],[1837983,2466750],[1846549,2718699],[1851085,2844545],[1852381,2795787],[1856315,2622295],[1858457,2723135],[1883226,2802042],[1885863,2848806],[1888793,2732399],[1890191,2501050],[1890570,2635218],[1913827,2808961],[1916464,2853055],[1919394,2810422],[1925954,2854525],[1927426,2854865],[1929895,2651371],[1930866,2654183],[1931176,2526422],[1948272,2858064],[1951697,2661947],[1952814,2537886],[1960005,2542554],[1967289,2759995],[1971838,2822986],[1973431,2762095],[1976790,2557514],[1977169,2678263],[1996106,2767275],[2000642,2864104],[2001938,2827910],[2008014,2685982],[2008985,2688794],[2009295,2572505],[2025279,2692603],[2029815,2867317],[2031111,2833393],[2035045,2579094],[2037187,2780264],[2041965,2781682],[2044602,2869134],[2048211,2594433],[2061956,2839648],[2064593,2871578],[2067523,2711998],[2068921,2461570],[2069300,2605091],[2075555,2873388],[2078074,2794062],[2083069,2718633],[2087257,2795667],[2091533,2725526],[2091843,2622171],[2101413,2724553],[2108942,2875807],[2109248,2799876],[2113797,2848333],[2115390,2801976],[2122069,2634673],[2136718,2737764],[2141267,2852582],[2142860,2808895],[2146219,2508401],[2146598,2640821],[2151134,2879379],[2152430,2811384],[2165535,2748738],[2170071,2881198],[2171367,2857506],[2177443,2662099],[2178414,2663070],[2178724,2537762],[2182221,2819929],[2184858,2883015],[2187563,2759875],[2194812,2763319],[2199807,2677718],[2208271,2764584],[2211172,2826185],[2215504,2863665],[2216167,2767209],[2220355,2827790],[2234511,2773129],[2236714,2774797],[2241709,2693158],[2245897,2833273],[2250173,2693576],[2250483,2578970],[2254722,2834528],[2256315,2782237],[2267582,2888294],[2267888,2784520],[2269665,2840665],[2272437,2871105],[2274030,2839582],[2280709,2604546],[2282304,2889501],[2283600,2842071],[2295881,2722741],[2303130,2796922],[2308125,2725108],[2310791,2799756],[2314685,2847565],[2331193,2892053],[2331499,2804465],[2333276,2803059],[2334234,2736682],[2340306,2892523],[2341483,2736499],[2346478,2640276],[2350666,2810302],[2357843,2813044],[2362175,2880759],[2362838,2749293],[2363809,2858195],[2367026,2857386],[2375851,2858641],[2377444,2820484],[2395099,2763502],[2401171,2895623],[2415752,2829045],[2420084,2886058],[2420747,2773684],[2421718,2828599],[2428325,2866878],[2429734,2690791],[2444226,2870712],[2444644,2783438],[2448538,2870337],[2450051,2788506],[2461076,2840989],[2471172,2844106],[2483373,2875260],[2496244,2847940],[2496662,2803383],[2500556,2877590],[2502069,2731377],[2504065,2878172],[2507907,2851814],[2522197,2815416],[2545488,2861078],[2546382,2822218],[2553178,2884370],[2557020,2862861],[2568280,2768616],[2575209,2832021],[2591018,2838617],[2611863,2794415],[2618410,2846242],[2631258,2801011],[2637308,2851631],[2669271,2822035],[2674750,2862678] ] cell #4965 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291365,2445082],[1377927,2497100],[1471147,2550924],[1574303,2604125],[1596612,2614472],[1633905,2630113],[1666377,2644591],[1724850,2671507],[1756727,2682854],[1788439,2695212],[1804256,2701934],[1825732,2710853],[1875130,2727952],[1880520,2729627],[1911121,2740000],[1922152,2743804],[1942998,2751347],[1958815,2758069],[1994440,2767432],[2039259,2780487],[2041906,2700495],[2053860,2785081],[2059250,2786756],[2070281,2790560],[2076338,2609189],[2127718,2805026],[2138436,2807710],[2152541,2744314],[2163869,2814232],[2178248,2662413],[2179515,2818734],[2182162,2756630],[2209989,2825626],[2232845,2830233],[2242514,2693472],[2242791,2832365],[2269606,2785934],[2279953,2712331],[2283711,2791070],[2308930,2725422],[2309207,2846586],[2333217,2805879],[2334365,2851184],[2338885,2738432],[2363643,2749607],[2363920,2814812],[2374051,2754657],[2395230,2862231],[2399750,2765252],[2421552,2773998],[2421829,2830813],[2423355,2775134],[2427387,2776217],[2444775,2836725],[2449295,2785188],[2478403,2797259],[2482435,2798342],[2496793,2849301],[2501313,2805133],[2503526,2806331],[2522650,2813381],[2526682,2814464],[2546513,2861024],[2552639,2824247],[2568733,2829382],[2572765,2830465],[2591588,2837018],[2612719,2844273],[2631828,2849594],[2670176,2861256], [1079182,1850515,2720363],[1099538,2311229,2726414],[1237417,2408941,2768721],[1238537,2000072,2768939],[1243311,2004696,2770259],[1271009,2029245,2777492],[1336415,2300011,2795481],[1339408,2475739,2795990],[1358407,2104420,2799570],[1361400,2108372,2800079],[1372502,2117462,2802199],[1411905,2150564,2810625],[1432647,2529467,2815521],[1433767,2169501,2815739],[1438541,2174125,2817059],[1467022,2392277,2822866],[1488884,2211730,2826065],[1499933,2219803,2827604],[1502926,2223755,2828113],[1532791,2433864,2833087],[1535784,2582764,2833596],[1544634,2256410,2781054],[1554783,2263060,2837176],[1557776,2267012,2837685],[1568878,2276102,2839805],[1575423,2281734,2841312],[1580197,2286358,2842632],[1629780,2318598,2848213],[1640829,2326671,2849752],[1643822,2330623,2850261],[1656617,2339736,2851919],[1662252,2512803,2852462],[1673301,2519755,2854001],[1674184,2152676,2744551],[1676294,2649362,2854510],[1678883,2356660,2855222],[1684114,2358401,2855661],[1695163,2366474,2857200],[1698156,2370426,2857709],[1707006,2377539,2819301],[1709258,2379516,2859829],[1731695,2393076,2862013],[1741938,2400601,2862966],[1768419,2416310,2865328],[1776141,2423368,2866443],[1800131,2588985,2868541],[1800955,2041512,2700482],[1801595,2442783,2702269],[1802383,2589784,2868828],[1805402,2443060,2869358],[1815972,2450146,2838156],[1821607,2452451,2870985],[1832656,2460524,2872524],[1833539,2283846,2791307],[1835649,2464476,2873033],[1838238,2467070,2717320],[1853220,2474800,2874438],[1857112,2476501,2874670],[1859262,2478416,2874825],[1887365,2494639,2876742],[1897608,2502164,2850732],[1899326,2503289,2877911],[1917966,2513602,2879107],[1920233,2515756,2879325],[1923523,2520276,2745654],[1924329,2648423,2854391],[1925204,2650124,2879652],[1928209,2521127,2880060],[1930700,2522663,2855332],[1938575,2364055,2815049],[1954690,2536836,2882422],[1955514,2181768,2756617],[1956154,2542078,2758404],[1956942,2666756,2882709],[1959961,2542355,2758495],[1973675,2549472,2824575],[1974236,2549485,2883850],[1979354,2552402,2884109],[2002777,2565130,2885236],[2006669,2566831,2885468],[2008819,2568746,2864999],[2016694,2421964,2831050],[2018148,2574581,2775102],[2031950,2581825,2886925],[2035842,2583526,2887157],[2037431,2585428,2779854],[2037992,2585441,2887312],[2041103,2589460,2782185],[2047455,2591351,2869578],[2049016,2445417,2838098],[2055551,2269212,2785921],[2056191,2457693,2711188],[2066095,2601664,2889229],[2068362,2603818,2789612],[2071652,2608338,2792410],[2072458,2714685,2872914],[2073333,2716386,2889774],[2083874,2612732,2873972],[2088876,2614982,2890591],[2088933,2615219,2845898],[2094282,2617782,2797227],[2110087,2625702,2875753],[2115634,2628661,2849922],[2116195,2628674,2891533],[2121313,2631591,2876831],[2122874,2497435,2850674],[2129409,2332823,2805866],[2130049,2323840,2630448],[2137557,2640180,2806879],[2143104,2643139,2806659],[2143665,2643152,2892699],[2148783,2646069,2892958],[2148840,2646306,2810128],[2158404,2651553,2813349],[2159249,2522781,2856200],[2159818,2358734,2814771],[2165768,2533680,2753197],[2166574,2750186,2881978],[2172206,2658797,2894085],[2176098,2660498,2894317],[2177687,2662400,2818101],[2181359,2666432,2820432],[2186123,2542490,2758609],[2192214,2669939,2883528],[2197344,2672074,2824543],[2200612,2551259,2825327],[2209110,2677622,2824795],[2216411,2681101,2863832],[2216972,2681114,2884770],[2221974,2683364,2895877],[2222031,2683601,2865457],[2225470,2413723,2567164],[2227380,2686164,2829350],[2228225,2568864,2865867],[2228794,2416643,2830772],[2234744,2413154,2684704],[2235550,2774577,2864884],[2241953,2693459,2831835],[2247516,2695722,2896651],[2247573,2695959,2831677],[2252922,2698522,2779822],[2261767,2597308,2786123],[2262736,2591731,2784840],[2262811,2445350,2705850],[2268727,2706442,2837566],[2268803,2601340,2788454],[2274274,2709401,2837346],[2274835,2709414,2897593],[2280010,2712568,2840815],[2281514,2604460,2789926],[2288049,2466676,2716936],[2289502,2718005,2873913],[2293534,2719088,2844241],[2300532,2616322,2846308],[2301101,2476834,2798649],[2308369,2725409,2846056],[2311497,2487255,2625110],[2315442,2728059,2891211],[2315499,2728296,2875985],[2320572,2730194,2849890],[2323279,2494390,2630381],[2325378,2490283,2728994],[2326347,2631971,2804785],[2326422,2497368,2735150],[2332338,2735742,2850142],[2332414,2494315,2731325],[2334940,2639588,2806489],[2338942,2738669,2851511],[2344015,2740567,2806627],[2347283,2644926,2807411],[2355781,2520845,2650457],[2357240,2656680,2815242],[2358179,2523150,2749098],[2363082,2749594,2855948],[2368645,2751857,2899868],[2368702,2752094,2855790],[2372141,2534249,2660831],[2374896,2662531,2818183],[2375465,2537169,2754964],[2382221,2667798,2667846],[2383000,2759531,2860954],[2385692,2545921,2759689],[2388720,2670874,2862102],[2392752,2673205,2825385],[2392827,2551192,2765985],[2395805,2677030,2824405],[2399807,2765489,2862558],[2402124,2766581,2884711],[2402624,2560346,2680605],[2406156,2767664,2863800],[2409209,2563985,2565705],[2413211,2566609,2685073],[2415149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] cell #4966 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117427],[1206175],[1243939],[1244601],[1287778],[1309254],[1335388],[1368547],[1373261],[1373422],[1401405],[1417307],[1417969],[1439169],[1439831],[1450536],[1465254],[1492426],[1495450],[1498906],[1503675],[1531764],[1542931],[1547645],[1547806],[1564923],[1569637],[1569798],[1580825],[1581487],[1582512],[1586930],[1592985],[1622365],[1625388],[1628012],[1660484],[1668818],[1672274],[1677043],[1690680],[1694136],[1698905],[1710017],[1710178],[1711991],[1714843],[1716090],[1726199],[1747045],[1749627],[1753100],[1778757],[1779797],[1784812],[1795739],[1798363],[1817215],[1819839],[1828173],[1836398],[1837554],[1841983],[1851769],[1861878],[1862918],[1868070],[1870513],[1871760],[1881869],[1885275],[1901114],[1902361],[1903351],[1904433],[1912470],[1918525],[1933316],[1934356],[1939371],[1950298],[1950484],[1962327],[1972603],[1981142],[1982389],[1983379],[1984461],[1991540],[2001326],[2004438],[2011435],[2012475],[2020713],[2021643],[2022890],[2023076],[2030499],[2040608],[2049243],[2050490],[2051480],[2052562],[2060599],[2064005],[2086571],[2092993],[2096847],[2097777],[2099024],[2099210],[2110708],[2114562],[2117729],[2123101],[2124348],[2125338],[2126420],[2142032],[2151818],[2153890],[2160969],[2161899],[2163146],[2163332],[2170755],[2173867],[2180864],[2184270],[2193072],[2197200],[2201156],[2213560],[2217516],[2226091],[2229945],[2230875],[2232122],[2232308],[2245211],[2251633],[2255487],[2257664],[2257850],[2261023],[2273202],[2276369],[2282988],[2285060],[2286100],[2289522],[2297996],[2301390],[2312906],[2316300],[2320428],[2324384],[2324570],[2343871],[2347827],[2356402],[2372762],[2376616],[2378793],[2378979],[2379783],[2382798],[2388740],[2389965],[2402144],[2403369],[2410618],[2431849],[2435243],[2439371],[2443327],[2454281],[2458237],[2458423],[2472481],[2484361],[2491528],[2509266],[2510491],[2517740],[2531144],[2579506],[2586673],[2598553], [499423,1674591],[533228,2205684],[590431,1801356],[612045,1833946],[654357,2328912],[679899,2134131],[689625,1923436],[701117,1938982],[713659,1955915],[753090,2407071],[772670,2017101],[795282,2036501],[803472,2053007],[809247,2055952],[812997,2265301],[822723,2071565],[859656,2485079],[874409,2495230],[879606,2126865],[885381,2129810],[917380,1687656],[918042,2163563],[922519,2361290],[924032,2165681],[937241,2176757],[942099,1711329],[962868,1984906],[976588,2558269],[987794,2563529],[997408,1771961],[998070,2232539],[1002547,2419199],[1004060,2234657],[1014807,2240161],[1036306,2261630],[1037572,2265922],[1037733,1814192],[1038386,2445213],[1053139,2602255],[1058336,1828618],[1064111,1837715],[1084086,2616211],[1084584,1867544],[1085246,2099441],[1096443,2306577],[1110301,2627084],[1119427,2325241],[1120693,2329533],[1120854,1895828],[1121507,2497231],[1131889,2334803],[1149139,1904878],[1160608,2357018],[1162605,1935898],[1162859,2522928],[1174065,2657196],[1183679,1705303],[1184341,1950715],[1188818,2539725],[1190331,1959564],[1198547,2385555],[1209987,2672860],[1210889,2206305],[1211050,1987851],[1211703,2551055],[1216194,2395668],[1245929,2414927],[1247926,2014017],[1248180,2569011],[1258724,2423633],[1275913,2696951],[1276411,1784423],[1277073,2023307],[1288270,2440430],[1288948,2046800],[1302128,2707824],[1311254,2067055],[1312520,2066487],[1312681,1831629],[1313334,2604256],[1327123,2469794],[1331932,2302305],[1338927,2475238],[1340157,2101559],[1340411,2616469],[1344770,2478681],[1360919,2487118],[1374075,2630244],[1375510,2120658],[1388495,2131756],[1393777,2135320],[1405217,2741353],[1406119,2134752],[1406280,1907823],[1406933,2644722],[1411424,2516194],[1416809,2745543],[1441159,2176545],[1443156,1952922],[1443410,2662678],[1455072,2384803],[1457864,2190771],[1462630,2202013],[1466078,2671949],[1468779,2549750],[1475301,2203309],[1480583,2206873],[1490641,2560124],[1502445,2565568],[1503929,2684851],[1523499,2239949],[1528308,2235889],[1535303,2582263],[1536533,2025425],[1536787,2697209],[1541146,2585706],[1546743,2781840],[1548459,2702065],[1557295,2266490],[1570451,2710984],[1571886,2066654],[1585848,2291717],[1596354,2474486],[1599146,2299089],[1610061,2306365],[1617830,2486366],[1620622,2313999],[1628836,2730069],[1631537,2628939],[1643341,2330101],[1650302,2334051],[1653094,2134919],[1657860,2130460],[1661308,2740442],[1664009,2643417],[1670531,2349980],[1675813,2353544],[1677297,2745801],[1685871,2361078],[1697675,2659235],[1699159,2753344],[1710831,2758200],[1725117,2390935],[1735623,2394916],[1738415,2206472],[1745963,2404339],[1750451,2679492],[1756469,2564816],[1759261,2411711],[1763423,2414413],[1770176,2418987],[1777675,2236641],[1788181,2581511],[1790973,2432942],[1799187,2780929],[1801888,2440218],[1809657,2444461],[1812449,2266089],[1820663,2787198],[1823364,2709679],[1835168,2463954],[1836652,2792557],[1860796,2303057],[1874872,2625388],[1880787,2492498],[1886870,2495018],[1891293,2496479],[1894085,2329700],[1911388,2511461],[1921894,2515442],[1924686,2353143],[1932234,2357770],[1936722,2747985],[1942740,2658483],[1945532,2532237],[1949694,2534939],[1953746,2819176],[1956447,2539513],[1968749,2546199],[1994707,2561429],[1998090,2562638],[2006151,2414012],[2010353,2415679],[2014841,2772376],[2026249,2834277],[2039526,2436910],[2053602,2706128],[2059517,2599523],[2065600,2602043],[2070023,2603504],[2072815,2463553],[2080462,2611110],[2084418,2471099],[2102383,2796671],[2111805,2490303],[2127460,2735428],[2138178,2639866],[2164136,2655096],[2167519,2656305],[2175580,2534538],[2179782,2536205],[2189678,2545941],[2209731,2677308],[2218035,2562811],[2233112,2689707],[2239102,2691850],[2243058,2578124],[2270445,2597328],[2290747,2612021],[2305518,2723800],[2309474,2621325],[2336349,2639608],[2364706,2656478],[2397214,2677050],[2424600,2692761],[2479648,2724711] ] cell #4967 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291218,2262926],[1377780,2326537],[1471000,2392942],[1574156,2460390],[1596537,2473675],[1633758,2494505],[1666230,2513468],[1724847,2548298],[1756652,2564005],[1788364,2580700],[1804109,2589650],[1825585,2601530],[1875055,2625130],[1880517,2627487],[1911118,2641965],[1922077,2647298],[1942923,2657672],[1958668,2666622],[1994437,2680403],[2039256,2699308],[2041831,2700502],[2053785,2705870],[2059247,2708227],[2070206,2713560],[2076191,2609196],[2127643,2735170],[2138361,2739185],[2152538,2744349],[2163866,2748896],[2177317,2662420],[2179512,2755443],[2182087,2756637],[2209914,2766005],[2232842,2773287],[2240721,2693479],[2242788,2776600],[2269531,2785941],[2279138,2712366],[2283708,2791105],[2307137,2725429],[2309204,2798725],[2333142,2805886],[2334362,2806134],[2337282,2738467],[2361850,2749614],[2363917,2814847],[2373320,2754681],[2395227,2824050],[2398147,2765287],[2419759,2774005],[2421826,2830848],[2423271,2775154],[2425945,2776241],[2444772,2836821],[2447692,2785223],[2478319,2797279],[2480993,2798366],[2496790,2849397],[2499710,2805168],[2503458,2806343],[2522566,2813401],[2525240,2814488],[2546510,2861188],[2552571,2824259],[2568649,2829402],[2571323,2830489],[2591520,2837030],[2612635,2844293],[2631760,2849606],[2670108,2861268], [1099391,2104286,2622839],[1237270,2219669,2682302],[1243441,2004621,2684593],[1335120,1850522,2614255],[1335289,2300008,2720656],[1339261,2299877,2721466],[1372359,2117459,2730980],[1432500,2366340,2750795],[1438671,2174050,2753086],[1465909,2392284,2761627],[1498638,2000079,2682637],[1498807,2219800,2769232],[1502779,2223762,2770042],[1531496,2029252,2694995],[1531665,2433861,2777785],[1535637,2433730,2778595],[1568735,2276099,2788109],[1580327,2286283,2792299],[1622097,2108379,2727735],[1622266,2104417,2726925],[1628667,2318605,2801508],[1661139,2512810,2808427],[1672006,2150571,2743587],[1672175,2519752,2810918],[1676147,2519621,2811728],[1679013,2356585,2812805],[1693868,2169508,2751130],[1694037,2366471,2816032],[1698009,2370433,2816842],[1709115,2379513,2820087],[1750282,2211737,2766741],[1799018,2588992,2835025],[1801088,2256417,2781078],[1801257,2589781,2835497],[1802715,2440990,2702979],[1805259,2443057,2836331],[1813924,2267019,2784864],[1814093,2263057,2784054],[1820494,2452458,2839114],[1831361,2281741,2790343],[1831530,2460521,2841605],[1835502,2464483,2842415],[1838368,2466995,2609597],[1887697,2494123,2495790],[1895560,2330630,2804809],[1895729,2326668,2803999],[1907555,2339743,2807493],[1907724,2513599,2853333],[1919248,2515753,2853646],[1924019,2152808,2744483],[1924091,2650131,2854331],[1924260,2648420,2811579],[1924552,2518673,2746215],[1928062,2521134,2855005],[1936553,2358408,2813541],[1953577,2536843,2859138],[1955647,2377546,2819325],[1955816,2666753,2859610],[1957274,2540285,2666240],[1959818,2542352,2667135],[1987583,2400608,2825409],[1987752,2393073,2823737],[2006017,2565862,2567336],[2014672,2416317,2829542],[2020485,2423375,2831284],[2022366,2581822,2867522],[2026080,2583533,2868037],[2036588,2585344,2779874],[2037061,2585448,2868277],[2041427,2041648,2700398],[2042098,2588018,2782664],[2055684,2450153,2838180],[2055853,2601661,2871856],[2066427,2601148,2602815],[2067377,2603815,2712193],[2072148,2283978,2791239],[2072220,2716393,2872854],[2072389,2714682,2842266],[2072681,2606735,2715417],[2096619,2478423,2845505],[2098500,2474797,2844750],[2102214,2476508,2845265],[2111616,2626523,2626963],[2119261,2629340,2630619],[2129542,2502171,2850756],[2129711,2494636,2849084],[2132384,2503324,2851086],[2134218,2643055,2806679],[2134691,2643159,2878685],[2135642,2640177,2737959],[2147968,2646104,2879227],[2148065,2646238,2810140],[2160741,2522670,2855397],[2162622,2658794,2881403],[2166264,2364187,2814981],[2166336,2660505,2881918],[2166505,2750183,2858390],[2175446,2659529,2661003],[2176844,2662316,2754479],[2181683,2181904,2756533],[2182354,2664990,2757296],[2189489,2668805,2669853],[2203937,2552437,2862133],[2205771,2549388,2824595],[2206244,2549492,2861591],[2207195,2677619,2764779],[2218360,2681846,2682186],[2229717,2568753,2865064],[2231598,2565127,2864309],[2235240,2422096,2830982],[2235312,2566838,2864824],[2235481,2774574,2828794],[2237727,2574605,2831418],[2239276,2695757,2886827],[2239373,2695891,2831689],[2240248,2693375,2775766],[2252191,2698546,2834407],[2263554,2591386,2869609],[2264999,2446759,2837830],[2265388,2709317,2837366],[2265861,2709421,2888807],[2266812,2706439,2784715],[2269127,2269348,2785837],[2270256,2707263,2707703],[2277901,2710080,2711359],[2279235,2712500,2789552],[2291072,2718165,2718996],[2295009,2612739,2874084],[2297807,2614493,2616298],[2304143,2617806,2845639],[2305692,2615017,2874340],[2305789,2615151,2845910],[2306664,2725325,2797891],[2312717,2485166,2727973],[2317023,2625699,2875917],[2317063,2626725,2729084],[2327165,2631626,2876862],[2328610,2498777,2850406],[2328999,2628577,2849942],[2329472,2628681,2876320],[2330423,2735739,2804660],[2332738,2332959,2805782],[2336160,2737298,2738346],[2336521,2740591,2851381],[2337379,2738601,2806819],[2353866,2650372,2651243],[2358649,2360231,2814436],[2358856,2651577,2855531],[2359617,2523895,2856031],[2360405,2751892,2893987],[2360502,2752026,2855802],[2361377,2749510,2814013],[2365031,2750339,2750679],[2381911,2542622,2821085],[2382152,2542808,2759079],[2384098,2669615,2760167],[2387323,2669974,2883590],[2390290,2671647,2673144],[2394227,2551969,2863111],[2397025,2764118,2765166],[2397386,2672098,2862428],[2398244,2765421,2824735],[2403694,2558553,2767572],[2407158,2681017,2863852],[2407631,2681121,2884882],[2410429,2563616,2682875],[2412953,2414735,2567079],[2416558,2418140,2830437],[2416765,2686188,2865198],[2417526,2569978,2865698],[2418314,2683399,2885138],[2418411,2683533,2865469],[2419286,2773901,2830014],[2424925,2775294,2776125],[2431660,2695233,2697038],[2440517,2701955,2702790],[2445103,2446570,2785102],[2446220,2592686,2837654],[2446931,2787347,2869904],[2447789,2785357,2837506],[2450916,2707465,2786213],[2462463,2605802,2841457],[2464276,2608137,2716634],[2466591,2466812,2793199],[2467580,2610125,2793812],[2467818,2718025,2890390],[2471474,2719112,2874123],[2473781,2720332,2721426],[2476749,2477620,2846790],[2477006,2616883,2875340],[2479973,2797419,2798250],[2485661,2622799,2800048],[2488886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] cell #4968 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2225476],[2297922],[2312832],[2323339],[2355787],[2372147],[2382227],[2390390],[2403794],[2410544],[2413261],[2431775],[2442282],[2457192],[2466197],[2467581],[2473782],[2485662],[2491953],[2510916],[2517666],[2520383],[2531070],[2533787],[2541577],[2547537],[2557911],[2564112],[2580807],[2587098],[2598978],[2608445],[2641204],[2647405],[2657779], [1079176,1850521],[1099532,2104285],[1237411,2219668],[1238531,2000078],[1243444,2004690],[1271003,2029251],[1336421,2300005],[1339402,2299876],[1358413,2104414],[1361394,2108378],[1372508,2117456],[1411899,2150570],[1432641,2366339],[1433761,2169507],[1438674,2174119],[1467016,2392283],[1488878,2211736],[1499939,2219797],[1502920,2223761],[1532797,2433858],[1535778,2433729],[1544628,2256416],[1544803,2041651],[1554789,2263054],[1557770,2267018],[1568884,2276096],[1575417,2281740],[1580330,2286352],[1629774,2318604],[1640835,2326665],[1643816,2330629],[1656611,2339742],[1662246,2512809],[1673307,2519749],[1674178,2152807],[1676288,2519620],[1679016,2356654],[1684108,2358407],[1695169,2366468],[1698150,2370432],[1707000,2377545],[1707175,2181907],[1709264,2379510],[1731701,2393070],[1741932,2400607],[1768413,2416316],[1776135,2423374],[1800125,2588991],[1802389,2589778],[1802718,2442777],[1805408,2443054],[1815966,2450152],[1816141,2269351],[1821601,2452457],[1832662,2460518],[1833533,2283977],[1835643,2464482],[1838371,2467064],[1853226,2474794],[1857106,2476507],[1859256,2478422],[1887371,2494633],[1887700,2323834],[1897602,2502170],[1897777,2332962],[1899236,2503323],[1917972,2513596],[1920239,2515750],[1924335,2648417],[1924612,2520186],[1925198,2650130],[1928203,2521133],[1930694,2522669],[1931711,2360234],[1938569,2364186],[1954684,2536842],[1956948,2666750],[1957277,2542072],[1959967,2542349],[1973735,2549427],[1974230,2549491],[1979264,2552436],[2002783,2565124],[2006077,2413064],[2006663,2566837],[2008813,2568752],[2009830,2418143],[2016688,2422095],[2018075,2574606],[2031956,2581819],[2035836,2583532],[2037491,2585383],[2037986,2585447],[2042148,2589387],[2047365,2591385],[2048515,2446685],[2049010,2446758],[2066101,2601658],[2066430,2457687],[2068368,2603812],[2072464,2714679],[2072741,2608248],[2073327,2716392],[2076507,2466815],[2083868,2612738],[2088786,2615016],[2088983,2615185],[2092378,2477623],[2094209,2617807],[2110093,2625696],[2111731,2490238],[2115694,2628616],[2116189,2628680],[2119311,2494242],[2121223,2631625],[2122373,2498703],[2122868,2498776],[2137563,2640174],[2143164,2643094],[2143659,2643158],[2148693,2646103],[2148890,2646272],[2158331,2651578],[2159159,2523894],[2159356,2524320],[2166580,2750180],[2172212,2658791],[2175506,2533590],[2176092,2660504],[2177747,2662355],[2179259,2538669],[2182404,2666359],[2186117,2542621],[2189604,2545876],[2192124,2669973],[2197271,2672099],[2200111,2551895],[2200606,2551968],[2209116,2677616],[2216471,2681056],[2216966,2681120],[2218460,2562979],[2221884,2683398],[2222081,2683567],[2227307,2686189],[2228135,2569977],[2228332,2570403],[2235556,2774571],[2242013,2693414],[2247426,2695756],[2247623,2695925],[2251018,2584648],[2252849,2698547],[2262663,2592687],[2268733,2706436],[2270371,2597263],[2274334,2709356],[2274829,2709420],[2277951,2601267],[2280060,2712534],[2281013,2605728],[2281508,2605801],[2289457,2718024],[2291172,2612189],[2293461,2719113],[2300442,2616882],[2300639,2617308],[2308429,2725364],[2315352,2728093],[2315549,2728262],[2317064,2626726],[2320499,2730219],[2326274,2632927],[2332344,2735736],[2336275,2639543],[2338992,2738635],[2343942,2740592],[2346782,2645562],[2347277,2645635],[2363142,2749549],[2365131,2656646],[2368555,2751891],[2368752,2752060],[2374806,2663644],[2375003,2664070],[2382966,2759544],[2384099,2669616],[2388675,2670893],[2392679,2673685],[2397140,2676985],[2399857,2765455],[2402079,2766600],[2406083,2767689],[2421051,2773940],[2425025,2692929],[2434295,2697622],[2434492,2698048],[2449402,2785391],[2450917,2707466],[2454352,2787348],[2460127,2713667],[2472649,2719879],[2480073,2724879],[2484529,2799425],[2501420,2805336],[2504625,2738109],[2509201,2739386],[2513205,2742178],[2553738,2764929],[2579674,2777008], [595230,1291359,2262925],[661646,1377921,2326536],[734879,1471141,2392941],[820286,1574297,2460389],[840747,1596606,2473674],[875135,1633899,2494504],[904308,1666371,2513467],[956997,1724844,2548297],[988876,1756721,2564004],[1019477,1788433,2580699],[1033874,1804250,2589649],[1053865,1825726,2601529],[1105565,1875124,2625129],[1111556,1880514,2627486],[1143268,1911115,2641964],[1154301,1922146,2647297],[1175147,1942992,2657671],[1189544,1958809,2666621],[1231998,1994434,2680402],[1281907,2039253,2699307],[1284556,2041900,2700501],[1297392,2053854,2705869],[1303383,2059244,2708226],[1314416,2070275,2713559],[1319846,2076332,2609195],[1383954,2127712,2735169],[1396980,2138430,2739184],[1414163,2152535,2744348],[1427228,2163863,2748895],[1441989,2178242,2662419],[1444665,2179509,2755442],[1447314,2182156,2756636],[1483786,2209983,2766004],[1514034,2232839,2773286],[1524329,2242508,2693478],[1527019,2242785,2776599],[1560498,2269600,2785940],[1571812,2279863,2712365],[1577681,2283705,2791104],[1610891,2308924,2725428],[1613581,2309201,2798724],[1646544,2333211,2805885],[1648647,2334359,2806133],[1653020,2338795,2738466],[1686701,2363637,2749613],[1689391,2363914,2814846],[1701136,2373978,2754682],[1733968,2395224,2824049],[1738341,2399660,2765286],[1771006,2421546,2774004],[1773696,2421823,2830847],[1775640,2423310,2775153],[1780297,2427314,2776242],[1808002,2444769,2836820],[1812375,2449205,2785222],[1858761,2478358,2797278],[1863418,2482362,2798367],[1889638,2496787,2849396],[1894011,2501223,2805167],[1899433,2503492,2806344],[1930199,2522605,2813400],[1934856,2526609,2814489],[1968134,2546507,2861187],[1979461,2552605,2824260],[2008318,2568688,2829401],[2012975,2572692,2830490],[2047562,2591554,2837031],[2083373,2612674,2844292],[2121420,2631794,2849607],[2192321,2670142,2861269] ] cell #4969 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421592,2358306],[1508398,2416215],[1601531,2476406],[1703628,2536741],[1725413,2548543],[1761646,2566736],[1793358,2583431],[1850545,2614246],[1881083,2627732],[1911684,2642210],[1927071,2650029],[1947917,2660403],[1995003,2680648],[2000102,2682628],[2029275,2694986],[2039822,2699553],[2059813,2708472],[2075200,2716291],[2108402,2727726],[2150594,2743578],[2153104,2744594],[2164432,2749141],[2169531,2751121],[2180078,2755688],[2185975,2667245],[2233408,2773532],[2243354,2776845],[2256440,2781069],[2267042,2784855],[2280582,2712611],[2281764,2790334],[2284274,2791350],[2309770,2798970],[2330653,2804800],[2339514,2738712],[2339766,2807484],[2364483,2815092],[2374080,2754672],[2377569,2819316],[2400379,2765532],[2400631,2825400],[2422392,2831093],[2423398,2831275],[2427416,2776232],[2449924,2785468],[2450176,2838171],[2459470,2789714],[2478446,2845496],[2482464,2798357],[2501942,2805413],[2502194,2850747],[2503555,2806100],[2507089,2807199],[2522693,2855388],[2526711,2814479],[2552668,2824016],[2556202,2825115],[2568776,2865055],[2572794,2830480],[2574780,2831263],[2591617,2836787],[2595151,2837886],[2612762,2874075],[2617981,2845484],[2631857,2849363],[2635391,2850462],[2651752,2855376],[2670205,2861154],[2686363,2865043],[2719287,2874063], [1205620,1971713,2549213],[1226362,2211635,2678845],[1366872,2318503,2729422],[1367992,2113672,2628402],[1400850,2141142,2642880],[1470009,2392182,2762386],[1491871,2215379,2680842],[1542376,2254597,2585169],[1563248,2452356,2786551],[1564368,2272312,2709142],[1597471,2475818,2796087],[1618947,2311308,2726511],[1632767,2322247,2731419],[1633122,2118025,2731225],[1665239,2512708,2809186],[1674036,2352253,2517830],[1674201,2352378,2352676],[1687101,2362050,2749335],[1704748,2375726,2662141],[1726245,2392307,2823294],[1747091,2211760,2766382],[1757586,2409020,2768818],[1760529,2223785,2770033],[1771406,2419959,2773726],[1783868,2428200,2693200],[1789298,2582843,2833693],[1801015,2439603,2439854],[1803118,2588890,2835784],[1810774,2445161,2783640],[1824594,2456100,2788548],[1824949,2276665,2788354],[1833391,2462663,2605892],[1833556,2462788,2463086],[1866989,2483248,2725150],[1881915,2318628,2801149],[1892410,2497179,2803585],[1899955,2503569,2736884],[1912516,2512833,2852890],[1923011,2649441,2854607],[1933362,2358431,2813182],[1938427,2527495,2655389],[1938592,2527620,2527918],[1943857,2529546,2815618],[1946800,2370456,2816833],[1955574,2538898,2539149],[1957677,2540485,2820526],[1958032,2380079,2820332],[1977969,2551003,2823541],[1979983,2552682,2763704],[2011481,2416340,2829183],[2016546,2573578,2690000],[2016711,2573703,2574001],[2018177,2574596,2774935],[2040654,2589015,2868969],[2042765,2702013,2869216],[2045719,2590273,2782279],[2046074,2443623,2836576],[2048084,2591631,2703181],[2049033,2592127,2595031],[2055611,2595969,2596220],[2060645,2452481,2838755],[2071140,2604204,2841191],[2074083,2464506,2842406],[2089505,2615262,2795869],[2093039,2476531,2845076],[2094311,2617797,2797060],[2119928,2630192,2848888],[2121942,2631871,2732481],[2122891,2632367,2635271],[2129469,2636209,2636460],[2130836,2637023,2806181],[2147398,2644670,2853137],[2149412,2646349,2810504],[2153239,2520905,2812332],[2153936,2650154,2879910],[2156805,2521157,2854996],[2158433,2651568,2746881],[2159461,2652167,2654666],[2159878,2652181,2654673],[2180910,2536866,2858779],[2183021,2758148,2883097],[2186140,2542607,2667370],[2186330,2542918,2860689],[2192843,2670219,2760077],[2197373,2672089,2823124],[2197964,2549515,2861582],[2200629,2673601,2678316],[2202389,2674465,2824097],[2222603,2683644,2827992],[2226137,2566861,2864635],[2227409,2686179,2771272],[2228437,2686778,2689277],[2228854,2686792,2689284],[2248145,2696002,2833475],[2251679,2583556,2867848],[2252951,2698537,2834666],[2253542,2585471,2868268],[2256301,2589489,2835963],[2256980,2700525,2887483],[2262006,2703285,2783243],[2262765,2703570,2705500],[2262913,2703754,2705857],[2278568,2710932,2871660],[2281531,2605144,2713107],[2284409,2608967,2843019],[2285106,2716416,2890032],[2287975,2609219,2873519],[2288109,2609405,2716949],[2293563,2719103,2794200],[2298169,2720837,2844797],[2298270,2615248,2844716],[2300744,2722056,2726009],[2301161,2722070,2726016],[2316071,2728339,2799958],[2320601,2730209,2848471],[2321192,2628704,2876311],[2323857,2494935,2731721],[2325617,2732585,2803188],[2326376,2732870,2734800],[2326524,2733054,2735157],[2344044,2740582,2852720],[2344635,2643182,2878676],[2347300,2640874,2742094],[2349060,2742958,2853693],[2349161,2646335,2853612],[2352132,2649869,2854711],[2358146,2747232,2748835],[2364618,2534309,2817446],[2369274,2752137,2857588],[2372808,2660528,2881729],[2374671,2662443,2882149],[2375108,2663553,2755271],[2375525,2663560,2755285],[2377430,2666461,2860076],[2378109,2756660,2894643],[2383029,2759300,2821813],[2386563,2760399,2821894],[2389873,2672688,2673091],[2390723,2672273,2861570],[2392781,2762565,2765635],[2392929,2762749,2765992],[2406185,2767679,2826323],[2406776,2681144,2884873],[2410791,2769413,2864356],[2410892,2683630,2864275],[2413366,2566677,2770632],[2413783,2422527,2770646],[2416055,2771623,2773226],[2428007,2693502,2886562],[2432022,2777966,2867569],[2432123,2695988,2867488],[2434597,2694059,2779185],[2435014,2694066,2779199],[2436698,2698721,2868256],[2442800,2590080,2782581],[2450037,2601369,2840052],[2450716,2785964,2897417],[2454454,2787338,2871243],[2455045,2709444,2888798],[2457710,2601960,2788850],[2459571,2712597,2872135],[2460229,2713190,2789999],[2460377,2713547,2790183],[2462542,2716131,2873234],[2467087,2609759,2843515],[2467755,2793657,2843830],[2472712,2795092,2796829],[2473662,2721306,2721641],[2476246,2796191,2798664],[2483055,2725452,2891016],[2484592,2799181,2847160],[2488126,2800280,2847241],[2488227,2728325,2875883],[2491436,2627315,2730808],[2492286,2730393,2876299],[2494344,2502055,2802446],[2494492,2630032,2802630],[2502734,2805909,2899123],[2507190,2738698,2878248],[2510399,2741181,2741584],[2511249,2740766,2878664],[2513307,2738815,2809365],[2513455,2739172,2809549],[2520488,2649970,2812318],[2522183,2656709,2856811],[2527302,2749637,2893722],[2527374,2660243,2857910],[2531317,2816213,2881450],[2531418,2752123,2881369],[2533892,2660344,2817432],[2535993,2754856,2882137],[2536581,2755382,2818423],[2542095,2667052,2820828],[2543356,2759279,2759381],[2547711,2822581,2823928],[2548237,2762007,2762280],[2556303,2765518,2884446],[2558085,2825780,2863389],[2558500,2560999,2680231],[2561217,2767863,2884861],[2563042,2568266,2827215],[2563992,2682477,2769882],[2566576,2573457,2828314],[2573385,2774028,2896302],[2575195,2692992,2866785],[2577912,2776416,2886550],[2579737,2774704,2832698],[2580687,2778435,2778770],[2583271,2776539,2833797],[2586581,2699136,2782071],[2589637,2701853,2836147],[2591202,2707640,2870700],[2595252,2785454,2888370],[2598461,2708055,2787937],[2599311,2787522,2888786],[2601517,2710772,2840236],[2608550,2716232,2843005],[2611849,2612252,2844013],[2613626,2795071,2795173],[2618396,2724942,2875167],[2621113,2798541,2891004],[2622545,2726114,2799160],[2623014,2625117,2727575],[2626900,2631442,2847928],[2627426,2729316,2801888],[2635492,2805399,2892129],[2637492,2738283,2878160],[2641378,2806012,2852177],[2641904,2808807,2809080],[2647285,2743427,2811903],[2651283,2750501,2856790],[2654884,2814663,2893710],[2657659,2750970,2816682],[2666609,2757988,2860260],[2669455,2669790,2861066],[2674934,2765103,2884358],[2678739,2680342,2767121],[2682008,2685894,2827194],[2689495,2830664,2896290],[2691097,2775947,2866764],[2694366,2832677,2832779],[2699247,2780176,2835678],[2708166,2786445,2839494],[2718545,2718818,2843992],[2723047,2798072,2875146] ] cell #4970 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [747892],[869211],[961122],[1047941],[1079530],[1115681],[1147393],[1205556],[1238885],[1271357],[1286032],[1307508],[1361748],[1367928],[1400786],[1412253],[1434115],[1448790],[1491807],[1542312],[1544982],[1548898],[1558124],[1564304],[1575771],[1644170],[1656965],[1669204],[1673972],[1687037],[1704684],[1707354],[1742286],[1771342],[1780183],[1783804],[1795314],[1800951],[1816320],[1833327],[1863304],[1866925],[1897956],[1899891],[1902926],[1918383],[1934742],[1938363],[1955510],[1979919],[1982954],[2012861],[2016482],[2018264],[2021501],[2048020],[2051055],[2055547],[2094398],[2097635],[2111094],[2121878],[2124913],[2129405],[2130911],[2158520],[2159814],[2161757],[2192779],[2202464],[2217091],[2227496],[2228790],[2230733],[2262081],[2262852],[2288045],[2293650],[2301097],[2310326],[2316158],[2325692],[2326463],[2358221],[2375461],[2383492],[2386638],[2392868],[2401631],[2416130],[2434950],[2460316],[2468144],[2473175],[2476321],[2483992],[2513394],[2536656],[2543640],[2548100],[2580200],[2583346],[2613910],[2641767],[2694650] ] cell #4971 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2323791],[2390497],[2403901],[2413423],[2442734],[2457644],[2474206],[2486086],[2492060],[2494543],[2511023],[2520545],[2533949],[2542029],[2543367],[2548645],[2559019],[2564536],[2581231],[2587205],[2589688],[2599085],[2601568],[2608607],[2609850],[2613637],[2622556],[2627834],[2642312],[2647829],[2658203],[2666660],[2694377],[2699655],[2708574], [1205548,2195828],[1367920,2319056],[1372984,2322836],[1400778,2342499],[1486547,2402427],[1486718,2402524],[1491799,2405428],[1502877,2412336],[1542304,2437999],[1564296,2452909],[1569360,2456689],[1616828,2484914],[1627443,2490586],[1627614,2490683],[1632695,2493587],[1673964,2517915],[1674135,2352554],[1681948,2523050],[1687029,2525954],[1698107,2532862],[1704676,2537294],[1709740,2541074],[1729291,2550328],[1729462,2550425],[1755467,2563364],[1766253,2569133],[1771334,2572037],[1783796,2578502],[1800943,2439743],[1805884,2590862],[1808655,2591939],[1819270,2597611],[1819441,2597708],[1824522,2600612],[1833319,2605977],[1833490,2462964],[1835600,2607520],[1854919,2616046],[1856025,2616591],[1866917,2621703],[1890291,2632179],[1899883,2637204],[1915562,2643995],[1915733,2644092],[1925565,2520833],[1928160,2650626],[1938355,2655474],[1938526,2527796],[1941738,2657031],[1952524,2662800],[1955502,2539038],[1957605,2665704],[1960443,2667834],[1974187,2672333],[1976890,2673413],[1979911,2674646],[2005582,2684973],[2007030,2413711],[2016474,2690085],[2016645,2573879],[2018175,2690879],[2033649,2696786],[2034755,2697331],[2037943,2698781],[2042255,2589487],[2043700,2701338],[2043871,2701435],[2045647,2702443],[2048012,2703466],[2048967,2593217],[2055539,2596109],[2069021,2712919],[2073694,2608895],[2076289,2716888],[2089145,2615246],[2089433,2721018],[2094309,2722829],[2116146,2730453],[2118849,2731533],[2119418,2494342],[2121870,2732766],[2122825,2633457],[2129397,2636349],[2130838,2637034],[2143616,2740826],[2146319,2741906],[2149052,2646333],[2149340,2743139],[2153396,2649871],[2154968,2745378],[2156074,2745923],[2158431,2747014],[2159518,2524427],[2159806,2653095],[2175011,2753466],[2176459,2534237],[2178199,2754916],[2182511,2666459],[2186074,2667546],[2192771,2760580],[2197371,2761789],[2197572,2672275],[2200563,2674215],[2202391,2674476],[2216923,2767923],[2218567,2563040],[2222243,2683628],[2222531,2769594],[2225597,2566578],[2227407,2771405],[2228494,2570510],[2228782,2687706],[2242465,2776476],[2247785,2695986],[2248073,2778147],[2252949,2779958],[2253150,2698723],[2257071,2781313],[2259774,2782393],[2262008,2703296],[2262763,2704213],[2262964,2593111],[2274786,2787582],[2277489,2788662],[2278058,2601367],[2280222,2712595],[2281465,2714197],[2284566,2716133],[2287244,2792679],[2288037,2717089],[2291279,2612250],[2293561,2794503],[2298171,2720848],[2300801,2617415],[2301089,2722581],[2308881,2798601],[2315711,2728323],[2315999,2800461],[2317488,2626902],[2320599,2801670],[2320800,2730395],[2325619,2732596],[2326374,2733513],[2326575,2633351],[2339154,2738696],[2344042,2808589],[2344243,2740768],[2347234,2742708],[2349062,2742969],[2358148,2652686],[2363594,2814723],[2365238,2656707],[2368914,2752121],[2369202,2816394],[2372268,2660245],[2374279,2754858],[2375165,2664177],[2375453,2756199],[2378200,2819560],[2380903,2820640],[2383027,2821631],[2384523,2669792],[2386565,2760410],[2392779,2762873],[2392980,2674109],[2400019,2765516],[2406183,2826626],[2406384,2767865],[2407691,2682019],[2410793,2769424],[2416057,2687297],[2421503,2830724],[2425132,2692990],[2427615,2776418],[2432024,2777977],[2434654,2698155],[2434942,2779710],[2449564,2785452],[2450807,2838415],[2451341,2707642],[2454452,2839276],[2454653,2787524],[2460227,2790642],[2460428,2714091],[2467757,2793839],[2468689,2718829],[2472710,2795005],[2476248,2722172],[2480180,2724940],[2482663,2798543],[2484590,2846978],[2488128,2800291],[2501582,2805397],[2502825,2850991],[2505049,2738285],[2513305,2809673],[2513506,2742602],[2526910,2814665],[2528217,2750512],[2531319,2816224],[2536583,2755790],[2547713,2761036],[2554162,2765105],[2558087,2825962],[2572993,2830666],[2575714,2775958],[2579735,2832611],[2583273,2779301],[2618915,2798083],[2641380,2807836], [695134,1681777,2522953],[766687,1766082,2569036],[845256,1855854,2616494],[936116,1952353,2662703],[957473,1972302,2671650],[993385,2005411,2684876],[1023986,2034584,2697234],[1079133,2087196,2720346],[1112032,2114261,2729770],[1143744,2141731,2740143],[1158810,2155903,2745826],[1179656,2174840,2753369],[1232474,2215968,2767575],[1238488,2220294,2768922],[1270960,2245836,2777475],[1282383,2255186,2780630],[1303859,2272901,2786899],[1318925,2287073,2792582],[1361351,2314624,2800062],[1411856,2350605,2810608],[1414639,2352842,2811280],[1427704,2362639,2814375],[1433718,2366965,2815722],[1445141,2376315,2818877],[1450833,2185903,2758578],[1514510,2420548,2830376],[1527495,2428789,2832508],[1544585,2439542,2835187],[1557727,2448477,2837668],[1572765,2280510,2789895],[1575374,2461015,2841295],[1578157,2463252,2841967],[1614057,2483837,2846729],[1643773,2500495,2850244],[1653973,2339442,2807380],[1656568,2507846,2851902],[1689867,2528084,2856621],[1701243,2374078,2818205],[1706957,2538837,2859300],[1739294,2400307,2825296],[1741889,2556959,2862949],[1774172,2574167,2866288],[1776092,2574840,2866400],[1780404,2427414,2832109],[1813328,2449852,2838067],[1815923,2595908,2870425],[1827679,2459472,2789725],[1859213,2618041,2874782],[1863525,2482462,2846330],[1894964,2501870,2850643],[1897559,2636148,2877678],[1899595,2503553,2851227],[1903939,2507091,2807210],[1930651,2651812,2880281],[1934963,2526709,2856222],[1979623,2552666,2862274],[1983967,2556204,2825126],[2008770,2686423,2885580],[2013082,2572792,2865889],[2018376,2574782,2831445],[2047724,2591615,2869750],[2052068,2595153,2837897],[2083825,2719347,2890460],[2094510,2617983,2845666],[2121582,2631855,2877003],[2125926,2635393,2850473],[2158632,2651754,2855558],[2192483,2670203,2883663],[2227608,2686365,2865225],[2293762,2719289,2874150] ] cell #4972 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917482,2159428],[997510,2228404],[1084686,2300711],[1183781,2375075],[1206205,2389840],[1244041,2413333],[1276513,2434564],[1334864,2473404],[1368577,2491403],[1401435,2510366],[1417409,2520455],[1439271,2533859],[1492456,2560966],[1498382,2563734],[1531240,2580429],[1542961,2586548],[1564953,2598428],[1580927,2608517],[1621841,2624859],[1671750,2647027],[1674621,2518394],[1687686,2654633],[1693612,2657401],[1705333,2663520],[1711431,2381557],[1771991,2689244],[1784453,2694026],[1800832,2587327],[1813668,2705599],[1829657,2459951],[1831105,2713289],[1833976,2606456],[1867574,2725976],[1895304,2734899],[1906957,2507570],[1907299,2738914],[1939012,2655953],[1950933,2535889],[1955391,2664299],[1986985,2556683],[1987327,2765734],[2017131,2690564],[2018719,2775006],[2024515,2577808],[2055086,2595632],[2055428,2706564],[2067488,2603369],[2094853,2797131],[2100649,2621009],[2128944,2635872],[2129286,2735864],[2131238,2637161],[2136683,2639731],[2158975,2746952],[2164771,2654780],[2202791,2674603],[2208236,2677173],[2227951,2771343],[2233747,2689391],[2236679,2690971],[2262408,2703423],[2267853,2705993],[2294105,2794271],[2303095,2722921],[2326019,2732723],[2331464,2735293],[2357808,2747106],[2386965,2760537],[2415717,2771497],[2471137,2794595], [730156,1465483,2548309],[748053,1989999,2766368],[869372,2113021,2801135],[870412,1628241,2627498],[899585,1660713,2641976],[961283,2199230,2823280],[982129,1749856,2680414],[1029151,1798592,2699319],[1048102,2271661,2838741],[1049142,1820068,2708238],[1080672,2091008,2796065],[1102148,1869927,2726489],[1115842,1884680,2730991],[1147554,2345901,2852876],[1155938,1923665,2647974],[1168400,1936127,2748907],[1184821,1953151,2755454],[1206990,1975883,2762418],[1228852,1745086,2678877],[1240027,1999493,2768796],[1253721,2014246,2773298],[1266637,2025654,2776611],[1272499,2249648,2833671],[1284218,2041405,2587681],[1286193,2441401,2868955],[1293975,2048657,2783618],[1307669,2063410,2788120],[1316053,2071794,2714236],[1352683,2101788,2798736],[1369362,1879910,2729454],[1372846,1633352,2629781],[1380537,2122515,2803563],[1388266,2131317,2806231],[1402220,2145312,2809218],[1413395,2354417,2854585],[1414220,1923835,2518315],[1424082,1931357,2747370],[1429395,2165910,2749737],[1435257,2168922,2815596],[1446976,2181661,2664653],[1448951,2183675,2820098],[1472637,2200253,2823519],[1475072,2202870,2824147],[1503158,1760480,2684322],[1510888,2009476,2771761],[1516201,2234886,2774128],[1517985,2236325,2831308],[1543746,2258767,2835816],[1546124,2442424,2869194],[1549059,2260428,2836342],[1551784,2262487,2783293],[1560160,2269105,2706918],[1565738,2058640,2786583],[1569222,1825179,2710521],[1576913,2281155,2841169],[1577738,2071964,2606377],[1598917,2298650,2844847],[1602901,2092024,2796329],[1604547,2302741,2845529],[1635395,2323481,2848866],[1637830,2326098,2803238],[1646206,2332716,2736218],[1647767,2333916,2637107],[1667867,2346924,2853115],[1670302,2349541,2853743],[1675406,2355433,2854849],[1680357,2357454,2812908],[1682288,2358627,2748778],[1689448,2166080,2655874],[1698388,1946751,2752815],[1706118,2178905,2818561],[1708496,2541719,2883075],[1709602,1958262,2757737],[1720686,2387044,2821944],[1725573,2197915,2823195],[1726792,2390619,2861615],[1733088,2394781,2674549],[1759032,2411272,2864406],[1763016,2225122,2828452],[1764662,2415363,2828909],[1766593,2416536,2773169],[1773753,2235056,2690485],[1790744,2432503,2867619],[1794728,2250664,2833935],[1796374,2436594,2868301],[1801321,2440086,2868870],[1805746,2046304,2783105],[1807122,2444326,2703369],[1808170,2444897,2784484],[1808953,2263307,2705479],[1827222,2457334,2871638],[1834761,2465843,2873372],[1835881,2074034,2792028],[1838033,2466569,2609134],[1845785,2470783,2843875],[1850662,2298571,2720975],[1852346,2474351,2720921],[1856365,2476727,2724593],[1876356,2488607,2847291],[1881243,2321143,2848542],[1882462,2492182,2876344],[1888758,2496344,2732669],[1889806,2496915,2804429],[1890589,2326918,2734779],[1911844,2344586,2852791],[1913063,2511145,2878709],[1919359,2515307,2743042],[1924457,2156414,2650350],[1928441,2156756,2812534],[1930831,2522793,2654209],[1930928,2358548,2526354],[1945303,2531798,2881500],[1949287,2371793,2858048],[1952864,2537062,2661987],[1955880,2539381,2882751],[1960024,2381727,2542306],[1960305,2186560,2759057],[1961809,2543494,2821770],[1967254,2546064,2760483],[1971803,2390973,2761881],[1976405,2550739,2764548],[1977188,2393323,2676659],[1995163,2406727,2826394],[1995342,2561113,2863434],[2000219,2411193,2769551],[2001903,2564681,2769497],[2005922,2235678,2567057],[2008950,2568876,2688820],[2009047,2416457,2572437],[2029392,2432424,2778104],[2031076,2581376,2778050],[2035095,2583752,2692643],[2039982,2253493,2834737],[2041201,2259289,2701749],[2048251,2445251,2594813],[2055917,2596452,2889271],[2059973,2454996,2871314],[2061192,2599207,2888831],[2068536,2603940,2711962],[2069319,2460771,2603331],[2072586,2287584,2716612],[2076570,2287926,2792993],[2078039,2610231,2794100],[2086053,2613764,2796786],[2091498,2616334,2725552],[2091595,2476648,2622103],[2103768,2622683,2847117],[2108519,2488528,2800418],[2109213,2625253,2800364],[2113762,2492536,2801762],[2118185,2119147,2494886],[2118364,2332512,2629928],[2122109,2497269,2635053],[2129775,2636692,2876784],[2141232,2511499,2808681],[2145834,2644406,2737728],[2146617,2513849,2639217],[2150711,2349462,2743096],[2152395,2354907,2745666],[2164592,2527253,2855990],[2166702,2175351,2660724],[2169648,2531719,2816351],[2171332,2658348,2816297],[2178379,2662543,2663096],[2178476,2536983,2537694],[2180238,2374622,2818143],[2181457,2380418,2757884],[2187245,2543440,2668130],[2194777,2671070,2763357],[2196228,2392424,2550070],[2199847,2551093,2678098],[2211137,2678613,2826223],[2211877,2405828,2560444],[2215469,2561467,2826718],[2219151,2415247,2682146],[2223902,2224693,2566978],[2224596,2421683,2684716],[2233568,2573336,2865657],[2243514,2427958,2831877],[2244693,2694504,2774661],[2250138,2693602,2697074],[2250235,2578902,2583673],[2254687,2436948,2780050],[2260072,2443783,2590031],[2267159,2595553,2838024],[2268901,2277004,2710668],[2272402,2599561,2839368],[2276825,2277787,2601911],[2280749,2604294,2604926],[2281881,2459872,2789852],[2283565,2465317,2792422],[2288415,2467148,2717432],[2293206,2470114,2718956],[2295563,2613710,2719981],[2297120,2475908,2615723],[2309930,2483006,2846098],[2310473,2622629,2726250],[2311398,2487788,2624642],[2318005,2496209,2729190],[2318745,2319456,2629259],[2322337,2323075,2630282],[2330770,2635793,2850600],[2339883,2507491,2807337],[2341448,2736537,2739563],[2342899,2512950,2643737],[2346518,2640656,2644760],[2355004,2521274,2650271],[2357338,2365822,2750639],[2362140,2655134,2856314],[2363774,2371267,2753209],[2370573,2371364,2660645],[2375816,2536243,2818297],[2380239,2381201,2667003],[2386225,2545453,2760273],[2389416,2550168,2672406],[2400748,2556604,2825253],[2402267,2560542,2679949],[2408185,2567984,2768557],[2409110,2409742,2684105],[2420049,2689745,2865981],[2423953,2427059,2776085],[2428290,2578162,2832201],[2429416,2694450,2777110],[2430973,2582933,2696463],[2438399,2586026,2589132],[2442018,2590363,2702103],[2444191,2451858,2786319],[2452598,2453309,2709999],[2456190,2456928,2711022],[2464623,2465414,2716533],[2470212,2611567,2794356],[2479001,2482107,2798210],[2483338,2621363,2846422],[2490426,2490979,2730526],[2504030,2506751,2807073],[2509942,2643835,2740899],[2516864,2646810,2649531],[2521901,2528711,2815357],[2529636,2530268,2752598],[2540575,2541313,2758238],[2553143,2555864,2824989],[2574913,2577237,2831962],[2586124,2698854,2701178],[2597451,2598004,2787655],[2618114,2620438,2846183] ] cell #4973 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [644127],[757582],[844254],[927011],[957319],[992383],[1022984],[1079115],[1111878],[1143590],[1157808],[1178654],[1232320],[1238470],[1270942],[1282229],[1303705],[1317923],[1361333],[1411838],[1414485],[1418289],[1427550],[1433700],[1444987],[1514356],[1527341],[1539732],[1544567],[1557709],[1575356],[1578003],[1613903],[1643755],[1652849],[1656550],[1668312],[1674117],[1689713],[1706939],[1738170],[1741871],[1774018],[1776074],[1779291],[1795284],[1812204],[1815905],[1833472],[1859195],[1862412],[1893840],[1897541],[1899422],[1902896],[1930633],[1933850],[1938508],[1979450],[1982924],[1997257],[2008752],[2011969],[2016627],[2018234],[2047551],[2048949],[2051025],[2083807],[2094368],[2110202],[2121409],[2122807],[2124883],[2158490],[2159345],[2186056],[2192310],[2200545],[2210608],[2217061],[2227466],[2228321],[2262822],[2281447],[2290041],[2293620],[2300628],[2310296],[2326433],[2347216],[2374992],[2383462],[2389259],[2392838],[2401403],[2434481],[2460286],[2467916],[2473145],[2509785],[2513364],[2547872],[2580170],[2641539] ] cell #4974 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421813,2522954],[1508619,2569037],[1601752,2616495],[1703849,2662704],[1725488,2671651],[1761867,2684877],[1793579,2697235],[1850548,2720355],[1881158,2729771],[1911759,2740144],[1927292,2745827],[1948138,2753370],[1959871,2667243],[1995078,2767576],[2000105,2768931],[2029278,2777484],[2039897,2780631],[2059888,2786900],[2068272,2712609],[2075421,2792583],[2108405,2800071],[2137467,2738710],[2150597,2810617],[2153179,2744592],[2164507,2814376],[2169534,2815731],[2177571,2754649],[2180153,2818878],[2209020,2765530],[2233483,2830377],[2241837,2776209],[2243429,2832509],[2256443,2781046],[2267045,2837677],[2268637,2785466],[2279919,2712343],[2281767,2841304],[2284349,2791348],[2308253,2798334],[2309845,2846730],[2330656,2850253],[2332248,2805411],[2334312,2806089],[2338851,2738444],[2339769,2851911],[2362966,2814456],[2364558,2815090],[2377572,2819293],[2395177,2824005],[2399716,2765264],[2400634,2862958],[2420875,2830457],[2422467,2831091],[2423321,2774820],[2423401,2866435],[2444722,2836776],[2449261,2785200],[2450179,2838148],[2478369,2796945],[2478449,2874817],[2496740,2849352],[2501279,2805145],[2502197,2850724],[2522616,2813067],[2522696,2855324],[2546460,2861143],[2568699,2829068],[2568779,2864991],[2612685,2844129],[2612765,2873964], [956901,1971711,2672115],[1111460,2113670,2730235],[1143172,2141140,2740608],[1226583,2402428,2766393],[1231902,2215377,2767705],[1281811,2254595,2698563],[1303287,2272310,2787364],[1356154,2311306,2799297],[1367093,2490587,2801160],[1372412,2322245,2802472],[1372830,2118100,2802343],[1414067,2352251,2647959],[1414228,2352381,2518374],[1427132,2362048,2814505],[1444569,2375724,2754698],[1470230,2550329,2823305],[1486700,2211763,2825857],[1497680,2409018,2827331],[1502859,2223788,2828105],[1513938,2419957,2830506],[1526923,2428198,2776258],[1544707,2439601,2587731],[1552530,2445159,2836903],[1563469,2597612,2838766],[1568788,2456098,2840078],[1569206,2276740,2839949],[1577585,2462661,2714221],[1577746,2462791,2606436],[1600769,2475816,2844961],[1613485,2483246,2798383],[1627596,2318631,2848005],[1638576,2497177,2849479],[1648551,2503567,2806216],[1665460,2643996,2852901],[1681930,2358434,2855453],[1689295,2527493,2749722],[1689456,2527623,2655933],[1692910,2529544,2856927],[1698089,2370459,2857701],[1707079,2538896,2664703],[1709168,2540483,2860102],[1709586,2380154,2859973],[1729444,2392310,2861742],[1730548,2551001,2861869],[1733872,2552680,2824132],[1766235,2416343,2865120],[1773600,2573576,2774113],[1773761,2573706,2690544],[1775464,2574573,2831340],[1792596,2582841,2867733],[1803339,2701339,2868980],[1805312,2590271,2835989],[1805730,2443698,2869502],[1807906,2591629,2783278],[1808961,2592130,2706507],[1816045,2595967,2706968],[1819423,2452484,2870777],[1830403,2604202,2872251],[1835582,2464509,2873025],[1853130,2615260,2844832],[1856007,2476534,2874557],[1858585,2617774,2845561],[1886218,2630190,2876598],[1889542,2631869,2803223],[1890597,2632370,2735807],[1897681,2636207,2736268],[1899292,2503301,2736828],[1915715,2512836,2878836],[1916819,2644668,2878963],[1920143,2646347,2853728],[1924441,2355691,2812330],[1926309,2649439,2879795],[1928142,2521160,2880052],[1930023,2651545,2812940],[1931042,2523189,2526413],[1931615,2652179,2749652],[1952506,2536869,2882214],[1960032,2542420,2667373],[1960289,2542993,2860687],[1968038,2670217,2821929],[1973559,2672066,2861647],[1974169,2549518,2883842],[1977196,2673604,2677687],[1979320,2552414,2763648],[2002687,2683642,2864391],[2005564,2566864,2885355],[2008142,2686156,2828941],[2009161,2569272,2572496],[2009734,2686790,2774043],[2031860,2696000,2867604],[2034737,2583559,2887044],[2037315,2698514,2868333],[2037925,2585474,2887304],[2041142,2442106,2835940],[2043853,2589018,2887643],[2044957,2702011,2887770],[2047421,2591363,2703125],[2048339,2703547,2785163],[2048351,2592050,2594863],[2064948,2710930,2889085],[2069327,2603883,2713110],[2072570,2466101,2843017],[2076271,2609222,2873496],[2076411,2609234,2716947],[2083197,2719080,2843907],[2088842,2614994,2795813],[2088972,2474747,2844705],[2091709,2616730,2622162],[2092282,2722068,2725467],[2109997,2728337,2847276],[2115518,2730186,2876376],[2116128,2628707,2891525],[2119155,2323773,2731724],[2121279,2631603,2732425],[2122197,2732847,2805108],[2122209,2632290,2635103],[2142988,2740559,2878741],[2143598,2643185,2892691],[2146625,2640245,2742097],[2148749,2646081,2810448],[2148879,2515703,2853601],[2152353,2520242,2812064],[2156056,2650157,2893284],[2159215,2651913,2654194],[2166686,2372051,2817444],[2172116,2752135,2881485],[2174993,2660531,2894204],[2178181,2662446,2882085],[2178590,2537753,2662939],[2179163,2662458,2755283],[2181398,2541401,2860053],[2185213,2758146,2894930],[2187641,2759289,2821802],[2192180,2669951,2760021],[2196287,2550011,2550564],[2197430,2549438,2823009],[2199935,2762542,2765227],[2199947,2673524,2678148],[2216295,2767656,2863466],[2216905,2681147,2884762],[2221940,2683376,2827936],[2222070,2565077,2864264],[2224807,2413250,2685112],[2225380,2235662,2770644],[2228191,2686524,2688805],[2242447,2693505,2886451],[2247482,2695734,2833419],[2247612,2581772,2867477],[2250349,2578961,2697470],[2250922,2693517,2779197],[2253008,2585394,2834551],[2257053,2700528,2896965],[2260080,2442716,2782584],[2268842,2457016,2840029],[2274158,2787315,2888863],[2274768,2709447,2897585],[2277795,2457626,2788853],[2280049,2603765,2872124],[2280837,2712306,2789976],[2280849,2604976,2713030],[2283523,2608304,2842751],[2287226,2716419,2898178],[2289468,2717691,2794085],[2295959,2795081,2796818],[2297170,2615681,2616157],[2300498,2721802,2725537],[2308863,2725455,2890905],[2310869,2799170,2847149],[2315408,2728071,2799902],[2315538,2625649,2875872],[2319515,2490822,2629200],[2320658,2628627,2848356],[2323163,2332453,2802423],[2323175,2494401,2731644],[2338981,2640127,2878237],[2342958,2643678,2644231],[2344101,2643105,2852605],[2346606,2738407,2809342],[2346618,2640706,2742017],[2355118,2520372,2746062],[2357279,2529107,2856800],[2363576,2749640,2893611],[2363732,2533646,2817178],[2368611,2751869,2857532],[2368741,2658744,2881358],[2371478,2533776,2753605],[2374137,2662366,2858664],[2374862,2663081,2755017],[2378182,2756663,2900182],[2381209,2542011,2820831],[2382775,2668155,2668335],[2388686,2761153,2763342],[2389401,2672434,2672837],[2399846,2677569,2884435],[2402090,2766267,2826208],[2402663,2405887,2560385],[2406242,2681067,2863688],[2408581,2415188,2827204],[2409792,2563475,2684063],[2413120,2421641,2770378],[2421485,2774031,2896191],[2423894,2577633,2866774],[2427473,2693425,2866901],[2429812,2774693,2832687],[2431023,2696421,2696897],[2434351,2693587,2778931],[2438458,2585967,2701574],[2442118,2589546,2782504],[2444149,2597274,2838640],[2449391,2706389,2888359],[2450789,2785967,2901393],[2453368,2597847,2709940],[2454511,2709367,2871128],[2457028,2601426,2788773],[2465528,2608434,2792818],[2467156,2609832,2843518],[2470055,2470608,2844002],[2472458,2720006,2720186],[2478942,2620834,2875156],[2482521,2725375,2875283],[2484338,2622385,2726275],[2485025,2487838,2624600],[2490249,2496167,2801034],[2490964,2627061,2730554],[2501409,2735689,2892118],[2502807,2805912,2898881],[2503988,2639554,2851654],[2509212,2736522,2807953],[2509927,2740927,2741330],[2516914,2646768,2745489],[2521929,2656455,2815382],[2526768,2749560,2880782],[2530318,2657142,2752556],[2541413,2666518,2820751],[2545411,2545887,2822058],[2553101,2676996,2862701],[2558246,2560527,2679977],[2562788,2568012,2768582],[2572851,2773951,2886081],[2574941,2692738,2831987],[2579483,2777135,2777315],[2586109,2698882,2781817],[2597989,2707801,2787683],[2611595,2611998,2794381],[2618142,2724688,2846208] ] cell #4975 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [994027],[1079730],[1116779],[1117403],[1159452],[1180298],[1206107],[1239085],[1243709],[1243871],[1271557],[1287130],[1287754],[1308606],[1309230],[1319567],[1334583],[1361948],[1364958],[1368479],[1373212],[1401337],[1412453],[1417077],[1417239],[1434315],[1438939],[1439101],[1449888],[1450512],[1451475],[1456150],[1462337],[1492358],[1495401],[1498101],[1530959],[1539342],[1542863],[1547596],[1561334],[1564855],[1569588],[1580595],[1580757],[1582488],[1585555],[1586881],[1597432],[1618908],[1621560],[1625095],[1651380],[1652459],[1657567],[1668769],[1671469],[1690631],[1693331],[1701714],[1709968],[1711099],[1715797],[1726150],[1736701],[1737780],[1743046],[1745670],[1746996],[1757547],[1761054],[1777382],[1778708],[1779748],[1780875],[1789259],[1795446],[1810735],[1811814],[1816922],[1828124],[1828316],[1840441],[1851476],[1860503],[1861829],[1862869],[1863996],[1871467],[1881820],[1885066],[1892371],[1893450],[1902068],[1903058],[1904384],[1904576],[1912421],[1922972],[1931941],[1933267],[1934307],[1935434],[1943818],[1947325],[1971061],[1977930],[1982096],[1983086],[1984412],[1984604],[1996867],[2001033],[2004389],[2010060],[2011386],[2012426],[2013553],[2030206],[2040559],[2042726],[2050197],[2051187],[2052513],[2052705],[2060550],[2063796],[2071101],[2074608],[2084125],[2088676],[2092944],[2106391],[2110659],[2119889],[2124055],[2125045],[2126371],[2126563],[2140490],[2147359],[2151525],[2153841],[2154033],[2157330],[2170462],[2173818],[2180815],[2182982],[2184061],[2187668],[2197151],[2200863],[2213511],[2217223],[2221774],[2226042],[2226234],[2247316],[2251584],[2260814],[2278529],[2282695],[2285011],[2285203],[2286051],[2289228],[2295986],[2297384],[2310896],[2312294],[2320379],[2343822],[2347534],[2352085],[2356353],[2368445],[2372713],[2372905],[2388446],[2401850],[2410006],[2429839],[2431237],[2439322],[2454232],[2508972],[2517128],[2530532], [417164,1545182],[447516,2097885],[499399,1674523],[518727,1707554],[557926,2230983],[581369,2021751],[590226,1800551],[600672,1816520],[612021,1833878],[649019,2316408],[667088,1898156],[688237,1918633],[695776,1935881],[701093,1938914],[704597,2162007],[713454,1955110],[748513,2402690],[762474,2414120],[767329,2014000],[772646,2017033],[802824,1558324],[803448,2052939],[807659,2266197],[809042,2055147],[821335,2066762],[825728,1581864],[845898,1864443],[859053,2484785],[869832,2490849],[878958,1644370],[879582,2126797],[883793,2329808],[885176,2129005],[895528,2135027],[915918,2157989],[917150,2162666],[917312,1687588],[917942,2358461],[931903,2534646],[936758,1702161],[942075,1711261],[961743,2550591],[962220,1742486],[962844,1984838],[973647,2206580],[987191,2563235],[995946,2226965],[997178,2231642],[997340,1771893],[997970,2416370],[1007941,2237332],[1024628,1781322],[1035552,2261467],[1037523,1813387],[1037783,2445050],[1048562,2597874],[1057688,1575971],[1058312,1828550],[1062523,2463661],[1063906,1837505],[1072140,2292408],[1083483,2615917],[1084354,2098544],[1084516,1867476],[1085146,2476561],[1089577,2303748],[1118673,2325078],[1120644,1895023],[1120904,2497068],[1131135,2334640],[1148014,2644258],[1148491,1657165],[1149115,1904810],[1159918,2353251],[1160559,1929317],[1173462,2656902],[1182217,1950435],[1183449,1949818],[1183611,1705235],[1184241,2536896],[1197793,2385392],[1202586,2201850],[1209633,2391626],[1210840,1987046],[1211100,2550892],[1215440,2395505],[1231495,2405030],[1244501,2566891],[1245880,2007436],[1258675,2019171],[1263967,2023027],[1275310,2696657],[1276181,2022410],[1276343,1784355],[1276973,2583586],[1281404,2437601],[1286653,2701601],[1310500,2066525],[1312471,1830824],[1312731,2604093],[1324213,2291554],[1327074,2081629],[1331883,2093867],[1335438,2614832],[1338173,2475075],[1344721,2095305],[1350013,2099161],[1360165,2486955],[1372005,2493189],[1373472,2630081],[1393023,2134790],[1397816,2130297],[1404863,2512152],[1406070,1907018],[1406330,2644559],[1410670,2516031],[1416206,2745249],[1417869,2650184],[1426725,2163283],[1439731,2660558],[1441110,1950005],[1455023,2190166],[1465869,2390772],[1468730,2198367],[1479829,2206343],[1487731,2404176],[1490592,2214727],[1498956,2683214],[1501691,2565405],[1513531,2232259],[1520589,2236478],[1523450,2022597],[1528259,2017733],[1531814,2695572],[1534549,2582100],[1541097,2253945],[1546389,2257801],[1547856,2701902],[1556541,2265960],[1568381,2600214],[1569848,2710821],[1581387,2716446],[1596305,2298484],[1607151,2302894],[1610012,2098731],[1617781,2313394],[1622415,2623751],[1628627,2492335],[1631488,2321595],[1635660,2324521],[1642587,2329571],[1650253,2131151],[1661099,2511298],[1663960,2345038],[1672324,2744164],[1675059,2353014],[1682961,2357607],[1685822,2162853],[1694186,2751707],[1696921,2659072],[1708761,2378930],[1710228,2758037],[1735574,2202704],[1750242,2561266],[1756420,2411106],[1762669,2413883],[1767266,2415516],[1770127,2231829],[1788132,2432337],[1798978,2436747],[1801839,2257371],[1809608,2262321],[1814242,2704491],[1820454,2599360],[1823315,2455448],[1827487,2458374],[1831679,2790920],[1834414,2463424],[1847310,2470936],[1874823,2488441],[1878354,2489803],[1886821,2324091],[1891244,2325932],[1895878,2733791],[1907873,2809951],[1921845,2349375],[1936513,2654933],[1942691,2531632],[1948940,2534409],[1953537,2536042],[1956398,2378500],[1964432,2544562],[1968700,2386878],[1987901,2763151],[1998041,2408608],[2014632,2689544],[2026040,2577961],[2053553,2595466],[2057084,2596828],[2065551,2457944],[2069974,2459785],[2080413,2470635],[2102174,2621162],[2111193,2490009],[2127411,2635706],[2133861,2638229],[2138129,2507404],[2167470,2529134],[2189066,2545647],[2205414,2675671],[2209682,2556517],[2239053,2577660],[2269833,2597034],[2305469,2620861],[2335737,2639314],[2396602,2676756] ] cell #4976 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162833,2159427],[1248154,2228403],[1340385,2300710],[1443384,2375074],[1466052,2389839],[1503903,2413332],[1536761,2434563],[1596012,2473381],[1628810,2491402],[1661282,2510365],[1677271,2520454],[1699133,2533858],[1750425,2560965],[1756127,2563711],[1787839,2580406],[1799161,2586547],[1820637,2598427],[1836626,2608516],[1874530,2624836],[1921552,2647004],[1924234,2648397],[1936696,2654632],[1942398,2657378],[1953720,2663519],[1959792,2542329],[2014815,2689243],[2026223,2694025],[2041306,2700208],[2053260,2705576],[2067351,2603792],[2069681,2713266],[2072363,2714659],[2102357,2725975],[2127118,2734876],[2135616,2640154],[2137836,2738891],[2166479,2750160],[2176597,2662126],[2181562,2756343],[2207169,2677596],[2209389,2765711],[2235455,2774551],[2236821,2774866],[2240001,2693185],[2266786,2706416],[2269006,2785647],[2279035,2712357],[2303237,2796991],[2306417,2725135],[2330397,2735716],[2332617,2805592],[2334137,2737111],[2337179,2738458],[2357950,2813113],[2361130,2749320],[2395002,2763931],[2398044,2765278],[2415859,2829114],[2419039,2773711],[2423173,2775145],[2444547,2783867],[2447589,2785214],[2471279,2844175],[2478221,2797270],[2496565,2803812],[2499607,2805159],[2522468,2813392],[2546285,2822429],[2568551,2829393],[2612537,2844284], [976562,1989998,2558260],[1110275,2113020,2627075],[1116302,1885249,2629780],[1206011,2199366,2671869],[1209961,2199229,2672851],[1242838,2004096,2684299],[1302102,2271660,2707815],[1308129,2063979,2710520],[1335263,2299985,2720647],[1368383,2113157,2729989],[1372333,2117436,2730971],[1401241,2346037,2740362],[1405191,2345900,2741344],[1438068,2173525,2752792],[1449411,2184244,2757736],[1465773,1724824,2548289],[1492262,1990135,2679412],[1498781,2219777,2769223],[1531639,2433838,2777776],[1542767,2441537,2780849],[1546717,2441400,2781831],[1549519,2260997,2783104],[1564759,2271797,2787118],[1568709,2276076,2788100],[1579724,2285758,2792005],[1622240,2104394,2726916],[1628531,1880494,2627478],[1661003,1911095,2641956],[1672149,2519729,2810909],[1674427,2520591,2811499],[1675878,2353840,2651194],[1678410,2356060,2812511],[1687492,2159564,2747905],[1694011,2366448,2816023],[1705139,2375211,2819096],[1709089,2379490,2820078],[1711891,2382126,2542759],[1750146,1994414,2680394],[1763488,2412904,2414709],[1771797,2228540,2772296],[1784259,2434700,2834197],[1796206,2437090,2834597],[1798882,2039233,2699299],[1801231,2589758,2835488],[1801406,2587823,2781655],[1801696,2440270,2702367],[1805233,2443034,2836322],[1814067,2263034,2784045],[1820358,2059224,2708218],[1831504,2460498,2841596],[1833782,2608653,2842186],[1835233,2464250,2608088],[1837765,2466470,2609067],[1867380,2300847,2796591],[1886678,2493511,2495070],[1895703,2326645,2803990],[1903818,2511641,2852651],[1907698,2513576,2853324],[1918727,2515528,2742863],[1919222,2515730,2853637],[1923955,2152515,2744340],[1924051,2152652,2648195],[1924502,2518570,2746206],[1936417,2163843,2748887],[1938818,2533995,2858310],[1949759,2533430,2535235],[1950765,2536385,2661920],[1953441,2179489,2755434],[1955790,2666730,2859601],[1955965,2664795,2819902],[1956255,2539565,2665628],[1983846,2391115,2823055],[1987726,2393050,2823728],[1997838,2562558,2562690],[2005967,2565853,2567233],[2014536,2232819,2773278],[2016937,2413469,2828714],[2021845,2581597,2775579],[2022340,2581799,2867513],[2023357,2578304,2692576],[2025944,2242765,2776591],[2036341,2585154,2868231],[2036538,2585246,2779865],[2041599,2041625,2700300],[2051947,2599703,2871174],[2055827,2601638,2871847],[2056002,2707060,2840638],[2065408,2600536,2602095],[2066856,2603590,2712113],[2072084,2283685,2791096],[2072180,2283822,2714457],[2072631,2606632,2715408],[2080210,2611030,2611162],[2097979,2474572,2797704],[2098474,2474774,2844741],[2099491,2621505,2724526],[2102078,2309181,2798716],[2111566,2626514,2626609],[2125805,2492678,2848402],[2129685,2494613,2849075],[2129860,2736360,2803032],[2132975,2334339,2806125],[2133971,2642865,2878639],[2134168,2642957,2806670],[2135121,2639952,2737879],[2147865,2646095,2810091],[2162101,2658569,2813826],[2162596,2658771,2881394],[2163613,2655276,2748711],[2166200,2363894,2814838],[2166296,2364031,2749958],[2167267,2656225,2656357],[2175396,2659520,2660900],[2176794,2662218,2754470],[2181855,2181881,2756435],[2189439,2668796,2668891],[2196948,2550685,2672001],[2204528,2395204,2824041],[2205524,2549198,2861545],[2205721,2549290,2824586],[2206674,2677394,2764699],[2213308,2402784,2679544],[2217983,2561609,2863734],[2218026,2562802,2681776],[2231077,2564902,2829827],[2231572,2565104,2864300],[2232589,2689887,2773102],[2235176,2421803,2830839],[2235272,2421940,2774349],[2237830,2423081,2831238],[2238850,2691770,2691902],[2239173,2695748,2831640],[2240198,2693277,2775757],[2258131,2590967,2702245],[2264145,2444749,2836812],[2265031,2445393,2784204],[2265141,2709127,2888761],[2265338,2709219,2837357],[2266291,2706214,2784635],[2269299,2269325,2785739],[2270206,2707254,2707349],[2288500,2466955,2793489],[2290738,2612012,2718095],[2297757,2616248,2720742],[2304246,2478129,2845459],[2305266,2723720,2723852],[2305589,2615008,2845861],[2306614,2725227,2797882],[2312667,2485116,2727011],[2316502,2625474,2847776],[2316997,2625676,2875908],[2320176,2490943,2730121],[2322941,2324851,2630424],[2327756,2496767,2849388],[2328642,2497411,2804149],[2328752,2628387,2876274],[2328949,2628479,2849933],[2329902,2735514,2804580],[2332910,2332936,2805684],[2335222,2503315,2806294],[2336110,2737289,2737384],[2343619,2644352,2740494],[2353345,2650991,2745887],[2358959,2522376,2855351],[2359979,2523014,2748037],[2360182,2360208,2813647],[2360302,2751883,2855753],[2361327,2749412,2814004],[2364697,2656469,2750269],[2379260,2541179,2758380],[2381943,2542466,2821149],[2382789,2668263,2759494],[2387914,2546487,2861179],[2389956,2672792,2761557],[2394259,2551235,2823887],[2396087,2552428,2824210],[2396975,2764109,2764204],[2403360,2558201,2766671],[2406911,2680827,2884836],[2407108,2680919,2863843],[2410379,2563566,2769318],[2412701,2414214,2684937],[2416868,2568459,2865018],[2417888,2569097,2772428],[2418091,2418117,2829648],[2418211,2683390,2865420],[2419236,2773803,2830005],[2424591,2692752,2775224],[2431610,2696988,2777871],[2439119,2701695,2780981],[2440467,2702740,2782356],[2445632,2591377,2836981],[2446147,2446323,2837089],[2446520,2591902,2784140],[2454029,2597968,2787250],[2456794,2458704,2711164],[2462495,2604436,2841755],[2463755,2607885,2792643],[2466763,2466789,2843290],[2471577,2612445,2874038],[2472472,2719829,2720114],[2477368,2616555,2796723],[2477571,2477597,2845371],[2479639,2724702,2797349],[2484240,2726738,2891157],[2484352,2622313,2799375],[2488783,2728085,2875948],[2491519,2627016,2801438],[2493884,2495267,2731496],[2497650,2631617,2849557],[2498165,2498341,2849665],[2498538,2632142,2804085],[2510482,2741285,2808357],[2514785,2644902,2853483],[2517501,2745580,2811004],[2523886,2524020,2813471],[2530905,2657233,2816118],[2533227,2534740,2753430],[2538414,2662764,2819228],[2538617,2538643,2859244],[2539762,2666001,2820603],[2543888,2668618,2883474],[2546738,2669965,2861219],[2551357,2551533,2861926],[2551730,2673376,2823823],[2557794,2766592,2884666],[2569969,2570103,2829472],[2579497,2776958,2777243],[2584393,2697295,2834329],[2584596,2584622,2868143],[2586664,2781772,2834955],[2598544,2707756,2839044],[2600909,2602292,2788625],[2605190,2605366,2872437],[2605563,2712882,2841691],[2610535,2718016,2873868],[2613531,2614158,2874196],[2616874,2617008,2845195],[2645024,2645200,2879020],[2645397,2741869,2853419],[2663636,2663770,2859068],[2670885,2671374,2861338],[2694271,2694898,2886683],[2697614,2697748,2867967],[2739378,2739867,2878432] ] cell #4977 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1552173,2262782],[1638219,2326393],[1730191,2392798],[1830046,2460246],[1851083,2473626],[1885861,2494361],[1916462,2513324],[1971789,2548295],[2000640,2563956],[2029813,2580651],[2044600,2589506],[2064591,2601386],[2108940,2625081],[2113748,2627484],[2141218,2641962],[2151132,2647249],[2170069,2657623],[2184856,2666478],[2215455,2680400],[2254673,2699305],[2256978,2700453],[2267580,2705821],[2272388,2708224],[2282302,2713511],[2287973,2716907],[2331191,2735121],[2340304,2739136],[2352329,2744346],[2362126,2748893],[2374669,2754935],[2375802,2755440],[2378107,2756588],[2401169,2765956],[2420035,2773284],[2428005,2776495],[2428276,2776597],[2450714,2785892],[2459497,2789717],[2462739,2791102],[2483053,2798620],[2483324,2798722],[2502732,2805837],[2503645,2806131],[2507116,2807202],[2527300,2814742],[2527571,2814844],[2535926,2818194],[2552758,2824047],[2556229,2825118],[2573383,2830743],[2573654,2830845],[2574807,2831266],[2577845,2832098],[2591707,2836818],[2595178,2837889],[2618008,2845487],[2621046,2846319],[2631947,2849394],[2635418,2850465],[2637169,2851095],[2651779,2855379],[2654817,2856211],[2670295,2861185],[2674611,2862142],[2686390,2865046],[2689428,2865878],[2703431,2869618],[2719314,2874066],[2732731,2876871],[2760545,2883599], [1334911,2087215,2473422],[1355797,2104142,2484826],[1497323,2219525,2563276],[1498429,2220313,2563752],[1531287,2245855,2580447],[1600412,2299733,2615958],[1621888,2314643,2624877],[1671797,2350624,2647045],[1692553,2366196,2656943],[1693659,2366984,2657419],[1726243,2390254,2671915],[1747089,2403658,2679458],[1760527,2412355,2684340],[1760876,2224323,2684544],[1792239,2433586,2696698],[1800879,2439561,2587345],[1801028,2439679,2439899],[1813715,2448496,2705617],[1831152,2461034,2713307],[1851867,2297744,2720653],[1871858,2312654,2726922],[1881913,2491817,2730035],[1884767,2322323,2730977],[1895351,2500514,2734917],[1907346,2507865,2738932],[1912514,2510780,2740408],[1923882,2518031,2518217],[1925952,2519477,2745290],[1933360,2524184,2747951],[1946798,2532881,2752833],[1947147,2370994,2753037],[1955438,2538856,2664317],[1955587,2538974,2539194],[1987374,2556978,2765752],[2001424,2410366,2769229],[2011479,2570267,2772342],[2018766,2574859,2775024],[2030597,2431597,2777782],[2040652,2586962,2780895],[2050588,2446507,2784051],[2055475,2595927,2706582],[2055624,2596045,2596265],[2060643,2598842,2787164],[2063497,2456176,2788106],[2072011,2606093,2606279],[2074081,2607539,2792046],[2074430,2465044,2792250],[2093037,2617172,2796637],[2094900,2618060,2797149],[2124446,2498525,2803996],[2129333,2636167,2735882],[2129482,2636285,2636505],[2130863,2637026,2806184],[2151916,2517488,2810915],[2153934,2648812,2811545],[2156803,2650645,2812552],[2157152,2521695,2812756],[2159022,2651831,2746970],[2159891,2652257,2654718],[2166127,2655590,2655776],[2170853,2530892,2816029],[2180908,2663934,2819142],[2183762,2540561,2820084],[2197962,2672352,2823213],[2201254,2551717,2823734],[2202416,2674468,2824100],[2226135,2685554,2828760],[2227998,2686442,2771361],[2228867,2686868,2689329],[2235103,2690201,2690387],[2236362,2690868,2831320],[2251677,2697912,2834243],[2253540,2698800,2834755],[2257111,2590078,2836226],[2257762,2588305,2835494],[2260515,2590349,2836328],[2262033,2703288,2783246],[2262814,2703781,2705853],[2263354,2703833,2705912],[2283086,2605550,2841602],[2285104,2715074,2842232],[2288122,2609450,2717025],[2288322,2609757,2843443],[2294152,2719366,2794289],[2298196,2720840,2844800],[2298737,2615338,2844747],[2301174,2722146,2726061],[2302778,2722818,2845541],[2321190,2730472,2848560],[2324482,2630906,2849081],[2325644,2732588,2803191],[2326425,2733081,2735153],[2326965,2733133,2735212],[2344633,2740845,2852809],[2347925,2645384,2853330],[2349087,2742961,2853696],[2349628,2646425,2853643],[2352159,2649896,2854714],[2352786,2648368,2854188],[2357491,2747003,2812920],[2358173,2747235,2748838],[2358175,2747378,2749094],[2372806,2754047,2858356],[2375538,2663605,2755361],[2378240,2667050,2860339],[2378891,2665277,2859607],[2381644,2667321,2860441],[2381774,2667444,2758694],[2386590,2760402,2821897],[2390656,2761778,2861627],[2390750,2672300,2861573],[2392830,2762776,2765988],[2393370,2762828,2766047],[2406774,2767942,2826412],[2410818,2769416,2864359],[2411359,2683720,2864306],[2413796,2567144,2770722],[2415400,2771394,2828921],[2416082,2771626,2773229],[2416084,2771769,2773485],[2432049,2777969,2867572],[2432590,2696078,2867519],[2435027,2694111,2779275],[2436631,2779947,2868313],[2436725,2698748,2868259],[2439410,2701786,2869091],[2444934,2783515,2784821],[2450847,2601958,2840315],[2455043,2787601,2871332],[2458335,2711646,2871853],[2460038,2712687,2872166],[2460278,2713543,2790210],[2460818,2713602,2790262],[2462569,2716158,2873237],[2463196,2714630,2872711],[2467782,2793660,2843833],[2470820,2794492,2843887],[2473658,2721333,2721668],[2474442,2720983,2874349],[2476273,2796194,2798667],[2476275,2796337,2798923],[2488153,2800283,2847244],[2488694,2728415,2875914],[2492219,2801659,2876356],[2492313,2730420,2876302],[2494393,2630059,2802657],[2494933,2502865,2802709],[2496952,2803460,2804766],[2507657,2738788,2878279],[2511182,2808578,2878721],[2511276,2740793,2878667],[2513356,2739168,2809576],[2513896,2739227,2809628],[2515398,2743104,2879236],[2520918,2650437,2812408],[2527401,2660270,2857913],[2528028,2750131,2880943],[2531344,2816216,2881453],[2531885,2752213,2881400],[2534322,2660811,2817522],[2536020,2754883,2882140],[2536608,2755385,2818426],[2536610,2755641,2818569],[2538705,2757921,2882972],[2542931,2667778,2821322],[2543502,2821499,2860935],[2547738,2822584,2823931],[2548496,2762153,2762426],[2550776,2823416,2825366],[2556770,2765608,2884477],[2558112,2825783,2863392],[2561150,2826615,2863446],[2561244,2767890,2884864],[2563988,2682504,2769909],[2564772,2769559,2885147],[2566603,2573484,2828317],[2566605,2684807,2828460],[2574111,2774522,2886242],[2577939,2776443,2886553],[2580683,2778462,2778797],[2581467,2778112,2886836],[2583298,2776542,2833800],[2583300,2776798,2833943],[2589538,2701880,2836174],[2591229,2707667,2870703],[2595719,2785544,2888401],[2595776,2710705,2871535],[2599244,2839265,2888843],[2599338,2787549,2888789],[2601418,2710799,2840263],[2603460,2789860,2889358],[2603977,2790300,2841066],[2608980,2716699,2843095],[2610128,2793641,2793714],[2613772,2844402,2845421],[2614212,2795744,2795962],[2621140,2798568,2891007],[2622691,2846846,2875664],[2623041,2625113,2727602],[2625344,2800426,2891282],[2626927,2631469,2847931],[2627685,2729462,2802034],[2629965,2636016,2848763],[2635959,2805489,2892160],[2637519,2738310,2878163],[2639822,2807345,2892448],[2641405,2806015,2852180],[2642163,2808953,2809226],[2644443,2807450,2853012],[2647281,2743454,2811930],[2649898,2745757,2854857],[2651429,2750647,2881055],[2654911,2814690,2893713],[2657655,2750997,2816709],[2658439,2816359,2893996],[2660272,2753300,2858056],[2666510,2758015,2860287],[2669482,2669817,2861069],[2670967,2822565,2822638],[2674961,2765130,2884361],[2677264,2825261,2895548],[2678510,2766120,2825764],[2678885,2680601,2767267],[2682154,2686040,2863961],[2682594,2768693,2827867],[2689522,2830691,2896293],[2691243,2776093,2886487],[2694512,2831200,2867174],[2694952,2833350,2833568],[2699506,2780322,2835824],[2703056,2786216,2870684],[2706084,2838032,2897342],[2708425,2786591,2839640],[2716160,2792513,2873380],[2718691,2718964,2874000],[2723193,2798218,2890941],[2726386,2727692,2799833],[2729087,2732356,2847912],[2735384,2850608,2899048],[2736759,2806970,2878144],[2739460,2852161,2852234],[2743544,2810379,2854482],[2751087,2815493,2857463],[2759952,2760170,2861050],[2763579,2824886,2884342] ] cell #4978 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1552381,2445076],[1638427,2497094],[1730399,2550918],[1830254,2604119],[1851149,2614466],[1886069,2630107],[1916670,2644585],[1971741,2671470],[2000706,2682848],[2029879,2695206],[2044808,2701928],[2064799,2710847],[2076262,2716864],[2109006,2727946],[2113700,2729590],[2141170,2739963],[2151198,2743798],[2170135,2751341],[2178172,2754892],[2185064,2758063],[2215407,2767395],[2242438,2776452],[2254625,2780450],[2257044,2781289],[2267646,2785075],[2272340,2786719],[2279949,2789715],[2282368,2790554],[2308854,2798577],[2331257,2805020],[2338881,2807200],[2340370,2807704],[2352281,2811100],[2362078,2814195],[2363567,2814699],[2374054,2754671],[2375754,2818697],[2378173,2819536],[2399746,2825116],[2401235,2825620],[2419987,2830196],[2421476,2830700],[2423351,2831264],[2427390,2776231],[2428228,2832328],[2449291,2837887],[2450780,2838391],[2462691,2841787],[2478399,2845485],[2482438,2798356],[2483276,2846549],[2501309,2850463],[2502798,2850967],[2503529,2806099],[2503597,2851106],[2522646,2855377],[2526685,2814478],[2527523,2856441],[2552642,2824015],[2552710,2862153],[2568729,2865044],[2572768,2830479],[2573606,2866108],[2591591,2836786],[2591659,2869629],[2612715,2874064],[2631831,2849362],[2631899,2876882],[2670179,2861153],[2670247,2883610], [1079106,2087172,2615029],[1238461,2220270,2683411],[1270933,2245812,2695769],[1356005,2311223,2726471],[1361324,2314600,2728106],[1411829,2350581,2646116],[1433691,2366941,2751904],[1486691,2402500,2766424],[1497531,2408935,2768778],[1502850,2412312,2770413],[1503274,2224389,2770253],[1544558,2439518,2587298],[1544725,2439631,2439904],[1557700,2448453,2785235],[1575347,2460991,2712378],[1600620,2475733,2796047],[1616836,2311336,2799263],[1627587,2490659,2801191],[1632703,2322275,2802162],[1643746,2500471,2805180],[1656541,2507822,2738479],[1674108,2517988,2518213],[1681921,2523026,2813224],[1692761,2529461,2815578],[1698080,2532838,2817213],[1698504,2371060,2817053],[1706930,2538813,2664270],[1707097,2538926,2539199],[1729435,2550401,2823336],[1741862,2556935,2765299],[1755475,2409048,2827297],[1766226,2569109,2829225],[1776065,2574816,2774977],[1792447,2582758,2833653],[1808663,2445189,2836869],[1815896,2595884,2706535],[1816063,2595997,2596270],[1819414,2597684,2838797],[1824530,2456128,2839768],[1833463,2606050,2606275],[1835573,2607496,2842786],[1835997,2465110,2842626],[1854927,2475846,2844927],[1855998,2616567,2845118],[1859186,2618017,2797102],[1890299,2497207,2849445],[1897532,2636124,2735835],[1897699,2636237,2636510],[1899322,2637024,2806182],[1915706,2644068,2852932],[1926160,2649356,2854567],[1928133,2650602,2812099],[1928557,2521761,2855216],[1930624,2651788,2746923],[1931633,2652209,2654723],[1938499,2655547,2655772],[1941746,2529574,2856893],[1952497,2662776,2858821],[1957613,2540513,2859792],[1974160,2672309,2823166],[1976898,2551031,2861835],[1979350,2674466,2824098],[2005555,2684949,2864677],[2008743,2686399,2771314],[2009752,2686820,2689334],[2016618,2690158,2690383],[2018151,2574595,2774934],[2033657,2582871,2867699],[2034728,2697307,2867890],[2037916,2698757,2834708],[2042034,2442707,2836183],[2043844,2701411,2869011],[2045655,2590301,2869321],[2047451,2703286,2783244],[2048572,2592080,2594969],[2048940,2703790,2705908],[2069029,2604232,2872217],[2076429,2609455,2716977],[2076686,2609823,2873739],[2083798,2719323,2794242],[2088872,2720838,2844798],[2089441,2615290,2874360],[2092300,2722098,2726066],[2094285,2617796,2797059],[2116119,2730429,2848513],[2118857,2630220,2876564],[2121309,2732586,2803189],[2122430,2632320,2635209],[2122798,2733090,2735208],[2143589,2740802,2852762],[2146327,2644698,2878929],[2148779,2742959,2853694],[2149348,2646377,2879247],[2152383,2520272,2854712],[2154976,2649469,2879761],[2156047,2745899,2879952],[2158407,2651567,2746880],[2159245,2747233,2748836],[2159412,2652141,2654617],[2174984,2753442,2881771],[2179181,2663610,2755313],[2182290,2542002,2860296],[2185911,2667273,2883202],[2186047,2667440,2758651],[2192210,2760400,2821895],[2197347,2672088,2823123],[2197460,2549468,2861571],[2200168,2673554,2678254],[2200536,2762785,2766043],[2216896,2767899,2826365],[2221970,2769414,2864357],[2222539,2683672,2885158],[2225398,2413719,2770674],[2227383,2686178,2771271],[2228221,2771624,2773227],[2228388,2686752,2689228],[2247512,2777967,2867570],[2248081,2696030,2886847],[2250940,2694116,2779227],[2252925,2698536,2834665],[2253038,2585424,2868257],[2256275,2589463,2835962],[2259782,2702041,2887736],[2262739,2703569,2705499],[2269734,2457617,2840272],[2274759,2787558,2871285],[2277497,2710960,2889051],[2280518,2712639,2889369],[2281070,2605082,2713060],[2281438,2713598,2790219],[2283553,2608334,2873235],[2287217,2792655,2890074],[2289498,2793658,2843831],[2293537,2719102,2794199],[2297276,2615711,2616187],[2298244,2615222,2844715],[2300528,2796192,2798665],[2300695,2722030,2725960],[2315438,2800281,2847242],[2316007,2728367,2891293],[2320575,2730208,2848470],[2320688,2628657,2876300],[2323396,2494431,2731674],[2323764,2333345,2802666],[2326350,2732869,2734799],[2339450,2738740,2892459],[2344018,2740581,2852719],[2344131,2643135,2878665],[2346839,2640812,2742047],[2347207,2739223,2809585],[2349135,2646309,2853611],[2352850,2744622,2893087],[2355709,2520841,2812360],[2363762,2533676,2857911],[2368641,2816214,2881451],[2369210,2752165,2894007],[2372069,2534245,2817474],[2374167,2662396,2882138],[2374892,2755383,2818424],[2375059,2663504,2755245],[2377404,2666435,2860075],[2380911,2758176,2894896],[2383003,2759299,2821812],[2388716,2822582,2823929],[2389824,2672662,2673065],[2392755,2762564,2765634],[2400315,2765560,2895559],[2402120,2825781,2863390],[2406159,2767678,2826322],[2406272,2681097,2884862],[2409898,2563505,2684093],[2410866,2683604,2864274],[2413150,2421671,2828315],[2413317,2566651,2770606],[2427503,2693455,2886551],[2431129,2696451,2696927],[2432097,2695962,2867487],[2434381,2776540,2833798],[2434548,2694010,2779159],[2442339,2589576,2782534],[2444179,2597304,2870701],[2449860,2785496,2897353],[2450011,2601343,2840051],[2454428,2787337,2871242],[2454541,2709397,2888787],[2457249,2601456,2788803],[2459545,2712571,2872134],[2460203,2713189,2789998],[2463260,2791378,2897981],[2466119,2608903,2843047],[2467570,2717667,2717805],[2472686,2795091,2796828],[2473304,2721121,2721456],[2482551,2725405,2891005],[2484566,2799180,2847159],[2485055,2487944,2624630],[2488201,2728299,2875882],[2490279,2496197,2847929],[2491387,2627289,2730782],[2494318,2502029,2802445],[2501878,2805441,2899059],[2504018,2639584,2878161],[2507164,2738672,2878247],[2509242,2806013,2852178],[2510350,2741155,2741558],[2513281,2738814,2809364],[2517020,2646798,2745519],[2520439,2649944,2812292],[2522157,2656683,2856810],[2526798,2749590,2893711],[2528092,2815120,2899772],[2530424,2657172,2752586],[2531392,2752097,2881368],[2533843,2660318,2817406],[2541634,2666548,2820781],[2543011,2667842,2860717],[2545441,2545917,2861067],[2547526,2761129,2761267],[2553131,2677026,2884359],[2556277,2765492,2884445],[2557900,2678387,2766243],[2558474,2560950,2680205],[2563016,2568240,2827214],[2563634,2682292,2769697],[2572881,2773981,2896291],[2574175,2831121,2900853],[2575169,2692966,2866784],[2579711,2774703,2832697],[2580329,2778250,2778585],[2586532,2699110,2782045],[2591017,2707455,2838616],[2595226,2785428,2888369],[2598412,2708029,2787911],[2608501,2716206,2842979],[2611823,2612226,2844012],[2618370,2724916,2875166],[2622829,2624759,2727390],[2626715,2631257,2801010],[2635466,2805373,2892128],[2637307,2738098,2851630],[2641193,2807929,2808067],[2646927,2743242,2811718],[2657301,2750785,2816497],[2669270,2669605,2822034],[2674749,2764918,2862677] ] cell #4979 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2225401],[2297919],[2312829],[2323336],[2355712],[2372072],[2390391],[2403795],[2410541],[2413262],[2431772],[2442279],[2457189],[2466122],[2467582],[2473783],[2485663],[2491954],[2510917],[2517663],[2520384],[2531067],[2533788],[2541574],[2543014],[2547538],[2557912],[2564113],[2580808],[2587099],[2598979],[2608446],[2641205],[2647406],[2657780], [1079107,2087171],[1238462,2220269],[1243438,2224390],[1270934,2245811],[1356006,2484852],[1356175,2311337],[1361325,2314599],[1372433,2322276],[1411830,2350580],[1433692,2366940],[1438668,2371061],[1486692,2402499],[1497532,2563302],[1497701,2409049],[1502851,2412311],[1544559,2439517],[1544728,2256616],[1552551,2445190],[1557701,2448452],[1568809,2456129],[1575348,2460990],[1580324,2465111],[1600621,2615984],[1600790,2475847],[1627588,2490658],[1638597,2497208],[1643747,2500470],[1656542,2507821],[1674109,2352393],[1679010,2521762],[1681922,2523025],[1692762,2656969],[1692931,2529575],[1698081,2532837],[1706931,2538812],[1707100,2377745],[1709189,2540514],[1729436,2550400],[1730569,2551032],[1741863,2556934],[1766227,2569108],[1776066,2574815],[1792448,2696724],[1792617,2582872],[1802712,2442708],[1805333,2590302],[1815897,2595883],[1816066,2450352],[1819415,2597683],[1830424,2604233],[1833464,2462803],[1835574,2607495],[1838365,2609824],[1853151,2615291],[1855999,2616566],[1859187,2618016],[1886239,2630221],[1887694,2323765],[1897533,2636123],[1897702,2502370],[1899323,2637015],[1915707,2644067],[1916840,2644699],[1920164,2646378],[1924609,2520273],[1926161,2745316],[1926330,2649470],[1928134,2650601],[1930625,2651787],[1931636,2523307],[1938500,2527635],[1952498,2662775],[1957271,2542003],[1959892,2667274],[1973732,2549469],[1974161,2672308],[1979351,2674457],[2002708,2683673],[2005556,2684948],[2006074,2413151],[2008744,2686398],[2009755,2569390],[2016619,2573718],[2018150,2574607],[2031881,2696031],[2034729,2697306],[2037488,2585425],[2037917,2698756],[2042149,2589462],[2043845,2701410],[2044978,2702042],[2047452,2703277],[2048512,2446682],[2048941,2592142],[2064969,2710961],[2066424,2457618],[2068293,2712640],[2072738,2608335],[2076432,2609395],[2083799,2719322],[2088873,2720829],[2088984,2615221],[2092303,2616848],[2094284,2617808],[2110018,2728368],[2111728,2490280],[2115691,2628658],[2116120,2730428],[2119312,2494317],[2121310,2732577],[2122370,2498700],[2122799,2632382],[2137488,2738741],[2143161,2643136],[2143590,2740801],[2148780,2742950],[2148891,2646308],[2153200,2744623],[2156048,2745898],[2158406,2651579],[2159246,2651876],[2159357,2524321],[2172137,2752166],[2174985,2753441],[2175503,2533677],[2177744,2662397],[2179184,2663057],[2182405,2666434],[2185234,2758177],[2186048,2667385],[2189601,2545918],[2192211,2760391],[2197346,2672100],[2200108,2551892],[2200537,2673616],[2209041,2765561],[2216468,2681098],[2216897,2767898],[2218461,2563015],[2221971,2769405],[2222082,2683603],[2227382,2686190],[2228222,2686487],[2228333,2570404],[2242010,2693456],[2247513,2777958],[2247624,2695961],[2250943,2697588],[2252924,2698548],[2262738,2592688],[2268658,2785497],[2270368,2597305],[2274331,2709398],[2274760,2787557],[2277952,2601342],[2280061,2712570],[2281010,2605725],[2281439,2713122],[2284370,2791379],[2287218,2792654],[2289499,2793829],[2291173,2612225],[2293536,2719114],[2300529,2721765],[2300640,2617309],[2308426,2725406],[2315439,2800272],[2315550,2728298],[2317065,2626727],[2320574,2730220],[2326349,2632928],[2332269,2805442],[2336272,2639585],[2338993,2738671],[2344017,2740593],[2346779,2645559],[2347208,2742109],[2363139,2749591],[2364579,2815121],[2365132,2656682],[2368642,2816205],[2368753,2752096],[2374893,2754980],[2375004,2664071],[2383002,2759545],[2384100,2669617],[2388717,2761026],[2392754,2673686],[2397137,2677027],[2399858,2765491],[2402121,2825952],[2406158,2767690],[2421048,2773982],[2422488,2831122],[2425026,2692965],[2434382,2778894],[2434493,2698049],[2449403,2785427],[2450918,2707467],[2454427,2787349],[2460202,2713668],[2472685,2719880],[2480074,2724915],[2484565,2799426],[2501421,2805372],[2504626,2738110],[2509243,2807826],[2513280,2742179],[2553739,2764930],[2579710,2777009], [595224,1552382,2591877],[661640,1638428,2632117],[734873,1730400,2673351],[820280,1830255,2712857],[840741,1851150,2720483],[875129,1886070,2731471],[904302,1916671,2741844],[956922,1971742,2761406],[988870,2000707,2769059],[1019471,2029880,2777612],[1033868,2044809,2782331],[1053859,2064800,2788600],[1105559,2109007,2800199],[1111481,2113701,2801287],[1143193,2141171,2808206],[1154295,2151199,2810745],[1175141,2170136,2815859],[1189538,2185065,2820578],[1231923,2215408,2826461],[1281832,2254626,2834804],[1284550,2257045,2781288],[1297386,2267647,2837805],[1303308,2272341,2838893],[1314410,2282369,2841432],[1319840,2076263,2716863],[1383948,2331258,2850381],[1396974,2340371,2852039],[1414088,2352282,2811091],[1427153,2362079,2856057],[1441983,2178173,2754891],[1444590,2375755,2858917],[1447308,2378174,2819535],[1483780,2401236,2863086],[1513959,2419988,2865724],[1524323,2242439,2776451],[1526944,2428229,2866984],[1560492,2450781,2838390],[1571809,2279950,2789706],[1577606,2462692,2841778],[1610885,2308855,2798576],[1613506,2483277,2875366],[1646538,2502799,2850966],[1648572,2503598,2877927],[1653017,2338882,2807191],[1686695,2363568,2814698],[1689316,2527524,2856432],[1701137,2374053,2754683],[1733893,2552711,2884125],[1738338,2399747,2825107],[1771000,2421477,2830699],[1773621,2573607,2866099],[1775637,2423352,2831435],[1780298,2427389,2776243],[1807927,2591660,2869594],[1812372,2449292,2837878],[1858758,2478400,2845656],[1863419,2482437,2798368],[1889563,2631900,2876847],[1894008,2501310,2850454],[1899434,2503528,2806345],[1930196,2522647,2855548],[1934857,2526684,2814490],[1968059,2670248,2883544],[1979462,2552641,2824261],[2008315,2568730,2865215],[2012976,2572767,2830491],[2047563,2591590,2837032],[2083370,2612716,2874140],[2121421,2631830,2849608],[2192322,2670178,2861270] ] cell #4980 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2225407],[2297984],[2312894],[2323461],[2355718],[2372078],[2390446],[2403850],[2410606],[2413372],[2431837],[2442404],[2457314],[2466128],[2467583],[2473784],[2485664],[2492009],[2510972],[2517728],[2520494],[2531132],[2533898],[2541699],[2543020],[2547539],[2557913],[2564114],[2580809],[2587154],[2599034],[2608556],[2641206],[2647407],[2657781], [1079101,2296872],[1238456,2409494],[1243447,2412859],[1270928,2430725],[1356181,2485011],[1361319,2487540],[1372439,2493684],[1411824,2516616],[1433686,2530020],[1438677,2533385],[1486686,2558440],[1497707,2563461],[1502845,2565990],[1544553,2439445],[1544734,2256741],[1552557,2592036],[1557695,2594565],[1568815,2600709],[1575342,2604678],[1580333,2608043],[1600796,2616143],[1616696,2622842],[1627582,2627255],[1638603,2632276],[1643741,2634805],[1656536,2640408],[1674103,2352503],[1679019,2651149],[1681916,2652107],[1692937,2657128],[1698075,2659657],[1706925,2538740],[1707106,2377870],[1709195,2665801],[1729430,2673031],[1730575,2673510],[1741857,2677850],[1755335,2682305],[1766221,2686718],[1776060,2691278],[1792623,2696883],[1802721,2442702],[1805339,2702540],[1815891,2595811],[1816072,2450477],[1819409,2707995],[1830430,2713016],[1833458,2462913],[1835568,2715545],[1838374,2609818],[1853157,2721366],[1854787,2721469],[1855993,2721996],[1859181,2723228],[1886245,2731630],[1887703,2323759],[1897527,2636051],[1897708,2502495],[1899233,2736770],[1915701,2741524],[1916846,2742003],[1920170,2743487],[1924674,2520183],[1926336,2745475],[1928128,2746343],[1930619,2651464],[1931642,2524492],[1938494,2527745],[1941606,2750798],[1952492,2755211],[1957280,2541997],[1959898,2667184],[1973857,2549424],[1974155,2762188],[1979261,2763590],[2002714,2769942],[2005550,2770572],[2006139,2413061],[2008738,2686075],[2009761,2570575],[2016613,2573828],[2018078,2574608],[2031887,2778495],[2033517,2778598],[2034723,2779125],[2037613,2585380],[2037911,2780357],[2042204,2589390],[2043839,2782011],[2044984,2782490],[2047362,2703067],[2048637,2446747],[2048935,2593166],[2064975,2788759],[2066433,2457612],[2068299,2712242],[2072803,2608245],[2076438,2609520],[2083793,2718726],[2088783,2795755],[2089094,2615188],[2092309,2617480],[2094212,2617809],[2110024,2727635],[2111793,2490235],[2115816,2628613],[2116114,2802069],[2119367,2494245],[2121220,2732367],[2122495,2498765],[2122793,2633406],[2137494,2738008],[2143286,2643091],[2143584,2808988],[2148690,2810390],[2149001,2646275],[2153206,2811628],[2154836,2811731],[2156042,2812258],[2158334,2651580],[2159156,2652676],[2159467,2524376],[2172143,2816742],[2174979,2817372],[2175568,2533587],[2177869,2662352],[2179190,2664242],[2182460,2666362],[2185240,2820737],[2186042,2667495],[2189666,2545873],[2192121,2759963],[2197274,2672101],[2200233,2551957],[2200531,2674164],[2209047,2764828],[2216593,2681053],[2216891,2767302],[2218516,2562982],[2221881,2827878],[2222192,2683570],[2227310,2686191],[2228132,2687287],[2228443,2570459],[2242135,2693411],[2247423,2833361],[2247734,2695928],[2250949,2698220],[2252852,2698549],[2262666,2592689],[2268664,2784764],[2270433,2597260],[2274456,2709353],[2274754,2839675],[2278007,2601270],[2280171,2712537],[2281135,2605790],[2281433,2714146],[2284376,2842315],[2287212,2842945],[2289454,2793820],[2291228,2612192],[2293464,2719115],[2300439,2722162],[2300750,2617364],[2308551,2725361],[2315349,2799844],[2315660,2728265],[2317066,2626728],[2320502,2730221],[2326277,2632929],[2332275,2804709],[2336337,2639540],[2339103,2738638],[2343945,2740594],[2346904,2645624],[2347202,2742657],[2363264,2749546],[2364585,2858439],[2365187,2656649],[2368552,2857474],[2368863,2752063],[2374803,2755780],[2375114,2664126],[2382969,2759546],[2384101,2669618],[2388672,2761017],[2392682,2673687],[2397202,2676982],[2399968,2765458],[2402076,2825943],[2406086,2767691],[2421173,2773937],[2422494,2828843],[2425081,2692932],[2434292,2779291],[2434603,2698104],[2449513,2785394],[2450919,2707468],[2454355,2787350],[2460130,2713669],[2472652,2719881],[2480129,2724882],[2484532,2799427],[2501531,2805339],[2504627,2738111],[2509198,2807817],[2513208,2742180],[2553740,2764931],[2579677,2777010], [595233,1808523,2703582],[661649,1890159,2732882],[734882,1976758,2762577],[820289,2068889,2790011],[840750,2087719,2795338],[875138,2118717,2802458],[904311,2146187,2809377],[956928,2195925,2822744],[988879,2220817,2827461],[1019480,2246359,2832944],[1033877,2259642,2835975],[1053868,2277357,2840064],[1105568,2315147,2847406],[1111487,2319153,2848091],[1143199,2342596,2852340],[1154304,2351128,2853858],[1175150,2367488,2857057],[1189547,2380771,2860088],[1231929,2405525,2863552],[1281838,2438096,2868419],[1284559,2257039,2835586],[1297395,2449000,2870178],[1303314,2453006,2870863],[1314419,2461538,2872381],[1319849,2076257,2716791],[1383957,2501018,2877431],[1396983,2508369,2878365],[1414094,2352192,2854275],[1427159,2526051,2880646],[1441992,2178167,2754568],[1444596,2537391,2882300],[1447317,2378168,2859699],[1483789,2557482,2884563],[1513965,2572134,2885945],[1524332,2242433,2775855],[1526950,2578599,2886618],[1560501,2450775,2871945],[1571874,2279860,2789496],[1577612,2462602,2872798],[1610894,2308849,2797980],[1613512,2621800,2891072],[1646547,2502793,2849173],[1648578,2637552,2892424],[1653082,2338792,2806763],[1686704,2363562,2814102],[1689322,2527434,2881862],[1701192,2373981,2754684],[1733899,2674994,2895524],[1738403,2399657,2824679],[1771009,2421471,2830103],[1773627,2573517,2864768],[1775762,2423307,2831426],[1780353,2427317,2776244],[1807933,2591262,2888584],[1812437,2449202,2837450],[1858883,2478355,2845647],[1863474,2482365,2798369],[1889569,2631502,2876097],[1894073,2501220,2850026],[1899544,2503495,2806346],[1930321,2522602,2855539],[1934912,2526612,2814491],[1968065,2669515,2883575],[1979572,2552608,2824262],[2008440,2568685,2865206],[2013031,2572695,2830492],[2047673,2591557,2837033],[2083495,2612671,2874131],[2121531,2631797,2849609],[2192432,2670145,2861271] ] cell #4981 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1681574,2358184],[1765879,2416093],[1855651,2476284],[1952150,2536619],[1972237,2548505],[2005208,2566614],[2034381,2583309],[2087238,2614259],[2114196,2627694],[2141666,2642172],[2155700,2649907],[2174637,2660281],[2215903,2680610],[2220336,2682641],[2245878,2694999],[2255121,2699515],[2272836,2708434],[2286870,2716169],[2314666,2727739],[2350647,2743591],[2352777,2744556],[2362574,2749103],[2367007,2751134],[2376250,2755650],[2381635,2758614],[2420483,2773494],[2428724,2776807],[2439584,2781082],[2448519,2784868],[2460029,2789931],[2461057,2790347],[2463187,2791312],[2483772,2798932],[2500537,2804813],[2507648,2807416],[2507888,2807497],[2528019,2815054],[2535952,2818199],[2538879,2819329],[2556761,2825332],[2557001,2825413],[2574102,2831055],[2574882,2831288],[2577871,2832103],[2595710,2838103],[2595950,2838184],[2603407,2840891],[2618083,2845509],[2621072,2846324],[2635950,2850679],[2636190,2850760],[2637195,2851100],[2639769,2851716],[2651854,2855401],[2654843,2856216],[2674637,2862147],[2677211,2862763],[2686465,2865068],[2689454,2865883],[2690985,2866385],[2703457,2869623],[2706031,2870239],[2719389,2874088],[2722935,2874767],[2732757,2876876],[2735331,2877492],[2747120,2880266],[2760571,2883604],[2771511,2885565],[2794609,2890445], [1465561,2195864,2548331],[1486344,2211513,2558302],[1627240,2318381,2627117],[1628319,2319092,2627520],[1660791,2342535,2641998],[1729088,2392060,2672893],[1749934,2405464,2680436],[1798670,2438035,2699341],[1819067,2452234,2707857],[1820146,2452945,2708260],[1851858,2474033,2720694],[1871849,2485913,2726963],[1884758,2493623,2731013],[1885097,2322771,2731187],[1915359,2512586,2741386],[1923743,2517951,2647996],[1923894,2518054,2518257],[1936205,2525990,2748929],[1953229,2537330,2755476],[1972966,2390277,2761631],[1991903,2403681,2766745],[2001415,2564363,2769270],[2004149,2412378,2770046],[2014324,2572073,2773320],[2025732,2578538,2776633],[2030588,2581058,2777823],[2041483,2587469,2587634],[2043497,2588768,2781873],[2050579,2592938,2784092],[2063488,2600648,2788142],[2063827,2456624,2788316],[2071872,2606013,2714258],[2072023,2606116,2606319],[2101866,2621739,2798758],[2114925,2491840,2801512],[2124437,2633178,2804037],[2131395,2637240,2806253],[2142395,2510803,2808431],[2151907,2647656,2810956],[2161332,2524207,2813545],[2165988,2655510,2749759],[2166139,2655613,2655816],[2170844,2658030,2816070],[2173578,2532904,2816846],[2181739,2664441,2664606],[2183753,2665740,2820120],[2184092,2541009,2820294],[2201245,2673936,2823775],[2202948,2674682,2824169],[2230308,2570290,2829546],[2234964,2690121,2774150],[2235115,2690224,2690427],[2236388,2690873,2831325],[2255850,2586985,2835029],[2257753,2700860,2835535],[2260506,2702479,2836364],[2260845,2590797,2836538],[2262565,2703502,2783315],[2263366,2703856,2705952],[2269183,2706706,2706871],[2273565,2598865,2839118],[2283077,2713918,2841643],[2285811,2607562,2842419],[2298728,2721054,2844869],[2301753,2617195,2845269],[2302804,2722823,2845546],[2324473,2732056,2849122],[2326176,2732802,2803260],[2326977,2733156,2735252],[2332794,2736006,2736171],[2333954,2736584,2851138],[2347916,2742429,2853371],[2349619,2743175,2853765],[2352906,2650428,2854928],[2353506,2648835,2854335],[2356113,2650668,2855009],[2357517,2747008,2812925],[2358341,2747404,2749176],[2358705,2747449,2749184],[2376979,2663957,2859142],[2378882,2756995,2859648],[2381786,2667484,2758717],[2381974,2667769,2860651],[2387122,2760616,2821966],[2390682,2761783,2861632],[2391168,2672375,2861595],[2393382,2762851,2766087],[2394819,2763404,2862185],[2411350,2769630,2864428],[2414375,2685577,2864828],[2415426,2771399,2828926],[2416250,2771795,2773567],[2416614,2771840,2773575],[2432581,2778183,2867641],[2435606,2697935,2868041],[2436657,2779952,2868318],[2437143,2698823,2868281],[2439436,2701812,2869096],[2440003,2700476,2868686],[2444364,2783340,2836679],[2444960,2783520,2784826],[2445069,2783632,2785068],[2458326,2789185,2871894],[2460830,2713642,2790285],[2463316,2716690,2873451],[2463916,2715097,2872858],[2466523,2716930,2873532],[2466647,2717042,2793135],[2470846,2794497,2843892],[2474389,2795569,2874392],[2474468,2721009,2874354],[2476441,2796363,2799005],[2476805,2796408,2799013],[2488685,2800497,2847313],[2492245,2801664,2876361],[2492731,2730495,2876324],[2494945,2630477,2802732],[2496382,2803285,2849255],[2496978,2803465,2804771],[2497087,2803577,2805013],[2511208,2808583,2878726],[2511694,2740868,2878689],[2513908,2739267,2809651],[2515345,2810204,2879279],[2515424,2743130,2879241],[2517822,2745704,2879857],[2522831,2813129,2814171],[2528148,2660802,2858127],[2531876,2816430,2881522],[2534901,2754070,2881922],[2536438,2754958,2882162],[2536776,2755723,2818595],[2537140,2755731,2818640],[2538731,2757947,2882977],[2539298,2756611,2882567],[2543528,2821504,2860940],[2546102,2822120,2860978],[2548578,2762179,2762452],[2549205,2761895,2883792],[2550802,2823421,2825371],[2550911,2823533,2825613],[2561176,2826620,2863451],[2561662,2767965,2884886],[2564719,2827692,2885190],[2564798,2769585,2885152],[2566771,2684833,2828486],[2567135,2574231,2828531],[2568914,2829130,2830172],[2578357,2776518,2886575],[2581414,2833175,2886879],[2581493,2778138,2886841],[2583466,2776880,2833969],[2583830,2776888,2834014],[2585161,2780064,2887254],[2590090,2702298,2836249],[2595802,2710731,2871540],[2596369,2785915,2888488],[2599270,2839270,2888848],[2599756,2787624,2888811],[2601970,2711217,2840338],[2603486,2789886,2889363],[2604003,2790305,2841071],[2604112,2790547,2841183],[2605884,2792460,2889979],[2609769,2717349,2843466],[2610245,2843613,2873914],[2613798,2844407,2845426],[2614459,2795861,2796079],[2616372,2845023,2846525],[2621558,2798643,2891029],[2622717,2846851,2875669],[2625291,2847467,2875707],[2625370,2800452,2891287],[2627767,2729488,2802060],[2628394,2801776,2891475],[2629991,2636042,2848768],[2630100,2731411,2848880],[2636609,2805860,2892247],[2639848,2807371,2892453],[2642245,2808979,2809252],[2642872,2808695,2892641],[2644469,2807455,2853017],[2644578,2807697,2853129],[2650064,2745783,2854883],[2651455,2750673,2881060],[2655329,2814765,2893735],[2655381,2753247,2881676],[2658386,2857288,2894039],[2658465,2816385,2894001],[2660438,2753326,2858082],[2662133,2818311,2894414],[2662581,2818673,2858726],[2667062,2758433,2860362],[2668091,2821491,2821542],[2671084,2861353,2862103],[2671446,2823071,2823241],[2677290,2825287,2895553],[2678627,2863172,2884712],[2678911,2680683,2767293],[2680834,2826732,2895731],[2682180,2686066,2863966],[2682841,2768810,2827984],[2684754,2689992,2864582],[2689940,2830766,2896315],[2691269,2776119,2886492],[2693192,2832215,2896505],[2694538,2831205,2867179],[2695199,2833467,2833685],[2697112,2832304,2867795],[2699588,2780348,2835850],[2701921,2782271,2869208],[2703173,2786333,2888569],[2706110,2838058,2897347],[2708507,2786617,2839666],[2709134,2839382,2897535],[2710840,2788540,2871652],[2716326,2792539,2873406],[2718717,2718990,2874005],[2719942,2844394,2844445],[2723219,2798244,2890946],[2725142,2846436,2898586],[2726211,2799073,2846838],[2726503,2727939,2799950],[2729204,2732473,2876082],[2729566,2801096,2848418],[2735410,2850634,2899053],[2736876,2807087,2892409],[2739577,2851056,2878447],[2739939,2852667,2852837],[2743791,2810496,2854599],[2746828,2815318,2881047],[2749327,2856328,2899722],[2751334,2815610,2857580],[2758056,2820518,2883089],[2760069,2760287,2883560],[2763696,2825003,2895509],[2766329,2767371,2826270],[2768518,2771219,2863953],[2773718,2865995,2900803],[2774882,2831923,2886479],[2777071,2867166,2867217],[2780426,2834613,2868916],[2786695,2838702,2871190],[2794147,2794317,2873992],[2797007,2846144,2890933] ] cell #4982 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2494882],[2549045],[2559419],[2566817],[2590027],[2601907],[2614854],[2623773],[2628234],[2630142],[2642712],[2650110],[2660484],[2666999],[2668120],[2671730],[2679273],[2683236],[2695594],[2700055],[2701963],[2708974],[2710882],[2716372],[2717428],[2719971],[2726240],[2729850],[2740223],[2744186],[2751729],[2758098],[2777100],[2780710],[2786979], [1465488,2389458],[1628246,2491021],[1633278,2494071],[1660718,2509984],[1744921,2558322],[1745082,2558392],[1749861,2560584],[1760476,2565942],[1798597,2586166],[1820073,2598046],[1825105,2601096],[1869932,2622932],[1879745,2627137],[1879906,2627207],[1884685,2629399],[1923670,2648016],[1923831,2518154],[1931353,2652059],[1936132,2654251],[1946747,2659609],[1953156,2663138],[1958188,2666188],[1975718,2672913],[1975879,2672983],[1999498,2682395],[2009472,2686670],[2014251,2688862],[2025659,2693644],[2041410,2587541],[2046230,2702927],[2048662,2703672],[2058475,2707877],[2058636,2707947],[2063415,2710139],[2071799,2714278],[2071960,2606216],[2074030,2715497],[2091013,2721559],[2092020,2721948],[2101793,2725594],[2122520,2732972],[2131322,2736696],[2145147,2741406],[2145308,2741476],[2154291,2650355],[2156752,2746295],[2165915,2749779],[2166076,2655713],[2168927,2750888],[2178901,2755163],[2181666,2664513],[2183680,2757355],[2186486,2759062],[2197911,2761940],[2200258,2762667],[2202875,2763516],[2225118,2770524],[2226492,2567062],[2234891,2774170],[2235052,2690324],[2236383,2774754],[2249653,2778688],[2250660,2779077],[2253489,2780109],[2257292,2701807],[2258602,2781893],[2258763,2781963],[2260433,2782723],[2262492,2783452],[2263303,2704599],[2269110,2706778],[2281160,2790101],[2285461,2716617],[2287922,2793051],[2298410,2721004],[2298655,2795681],[2302799,2796879],[2321139,2801821],[2323486,2802548],[2324012,2629986],[2326103,2803397],[2326914,2733899],[2332721,2736078],[2333958,2736613],[2344582,2808740],[2346929,2809467],[2349301,2743125],[2349546,2810316],[2353036,2745708],[2354422,2811821],[2355429,2812210],[2357512,2813001],[2358387,2653086],[2358632,2748045],[2371789,2817324],[2373163,2660729],[2374618,2818356],[2378421,2757942],[2381723,2758817],[2387049,2822232],[2390677,2822943],[2390833,2761899],[2393319,2763259],[2394823,2763433],[2406723,2826777],[2408091,2682175],[2411032,2769580],[2411277,2827804],[2413905,2684758],[2415421,2829002],[2416296,2687697],[2416541,2772436],[2427954,2832260],[2432263,2778133],[2432508,2833287],[2436652,2834485],[2436808,2780068],[2440082,2835338],[2442429,2836065],[2444368,2783369],[2444955,2783941],[2445111,2704513],[2454992,2839427],[2457339,2840154],[2457865,2710726],[2459711,2789881],[2460767,2791028],[2463446,2792464],[2465839,2842897],[2466574,2793207],[2469089,2718985],[2470841,2844063],[2474393,2795598],[2476487,2722572],[2476732,2796731],[2483002,2846481],[2488367,2800447],[2488612,2847579],[2489825,2729208],[2492240,2848290],[2492396,2801780],[2496386,2803314],[2496973,2803886],[2497129,2733813],[2507330,2807366],[2511203,2852539],[2511359,2808699],[2513845,2810059],[2515349,2810233],[2522835,2747766],[2527249,2856373],[2528617,2750668],[2531558,2816380],[2531803,2857400],[2534431,2753251],[2536103,2818315],[2536822,2756190],[2537067,2819236],[2539377,2859451],[2541724,2860178],[2543523,2860851],[2544584,2760291],[2546106,2822149],[2550797,2823624],[2550953,2763173],[2556443,2825282],[2561171,2863622],[2561327,2826736],[2562419,2768547],[2564723,2827721],[2568918,2772157],[2573332,2866040],[2576114,2776114],[2578022,2832219],[2581418,2833204],[2583512,2779701],[2583757,2834337],[2595392,2838053],[2596448,2870576],[2596850,2786337],[2599265,2871062],[2599421,2839386],[2603998,2841492],[2604154,2790942],[2610249,2843709],[2610891,2794346],[2613793,2844365],[2616376,2796452],[2619315,2798239],[2621223,2846440],[2622712,2875580],[2625295,2847496],[2635632,2850629],[2636688,2877829],[2638251,2807091],[2644464,2853220],[2644620,2809973],[2654994,2856332],[2656086,2815347],[2658390,2857317],[2662585,2818957],[2671088,2822528],[2675693,2825007],[2678631,2863268],[2689605,2865999],[2691631,2831952],[2694533,2867137],[2697116,2834058],[2723581,2846173],[2739581,2852124], [917336,1931192,2651989],[997364,2009311,2686600],[1084540,2091859,2721878],[1183635,2178740,2755093],[1206131,2196312,2761497],[1243895,2224957,2770454],[1276367,2250499,2779007],[1334860,2296824,2795271],[1368503,2319540,2801378],[1401361,2342983,2808297],[1417263,2355268,2812140],[1439125,2371628,2817254],[1492382,2405912,2826552],[1498378,2409446,2827394],[1531236,2430677,2832877],[1542887,2438483,2834895],[1564879,2453393,2838984],[1580781,2465678,2842827],[1621837,2487492,2847339],[1671746,2516568,2853791],[1674547,2518399,2854201],[1687612,2526438,2856148],[1693608,2529972,2856990],[1705259,2537778,2859008],[1711285,2381562,2820970],[1771917,2572521,2865815],[1784379,2578986,2867075],[1800828,2587385,2868618],[1813664,2594517,2870111],[1828574,2459956,2841003],[1831101,2604630,2872314],[1833902,2606461,2872724],[1867500,2622187,2875457],[1895300,2634757,2877364],[1904834,2507575,2851828],[1907295,2640360,2878298],[1938938,2655958,2880956],[1949926,2535947,2858598],[1955387,2664357,2882499],[1984862,2556688,2862875],[1987323,2677802,2884496],[2017057,2690569,2886255],[2018715,2691030,2886318],[2022518,2577866,2866835],[2052963,2595637,2870351],[2055424,2706622,2888420],[2066547,2603411,2840920],[2094849,2722980,2890772],[2098652,2621067,2875217],[2126821,2635877,2877604],[2129282,2735922,2892179],[2131077,2637190,2877945],[2134812,2639773,2851745],[2158971,2747165,2893478],[2162774,2654838,2880716],[2202630,2674632,2884143],[2206365,2677215,2862792],[2227947,2771556,2896058],[2231750,2689449,2886015],[2236539,2690989,2866481],[2262247,2703452,2888067],[2265982,2706035,2870268],[2294101,2794654,2898386],[2302955,2722939,2874863],[2325858,2732752,2891826],[2329593,2735335,2877521],[2357668,2747124,2880362],[2386804,2760566,2895226],[2415577,2771515,2885661],[2470997,2794613,2890494] ] cell #4983 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [644133],[757588],[844260],[927017],[957325],[992389],[1022990],[1079190],[1111884],[1143596],[1157814],[1178660],[1232326],[1238545],[1271017],[1282235],[1303711],[1317929],[1361408],[1411913],[1414491],[1418295],[1427556],[1433775],[1444993],[1514362],[1527347],[1539738],[1544642],[1557784],[1575431],[1578009],[1613909],[1643830],[1652855],[1656625],[1668315],[1674192],[1689719],[1707014],[1738176],[1741946],[1774024],[1776149],[1779294],[1795281],[1812210],[1815980],[1833547],[1859270],[1862415],[1893846],[1897616],[1899425],[1902893],[1930708],[1933853],[1938583],[1979453],[1982921],[1997263],[2008827],[2011972],[2016702],[2018231],[2047554],[2049024],[2051022],[2083882],[2094365],[2110205],[2121412],[2122882],[2124880],[2158487],[2159348],[2186131],[2192313],[2200620],[2210611],[2217058],[2227463],[2228324],[2262819],[2281522],[2290044],[2293617],[2300631],[2310293],[2326430],[2347291],[2374995],[2383459],[2389262],[2392835],[2401374],[2434484],[2460283],[2467887],[2473142],[2509788],[2513361],[2547843],[2580167],[2641510] ] cell #4984 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162987,2358311],[1248308,2416220],[1340539,2476411],[1443538,2536746],[1466132,2548548],[1504057,2566741],[1536915,2583436],[1596020,2614275],[1628890,2627737],[1661362,2642215],[1677425,2650034],[1699287,2660408],[1750505,2680653],[1756135,2682657],[1787847,2695015],[1799241,2699558],[1820717,2708477],[1836780,2716296],[1874538,2727755],[1921560,2743607],[1924314,2648388],[1936776,2749146],[1942406,2751150],[1953800,2755693],[1959946,2542320],[2014895,2773537],[2026303,2776850],[2041314,2700146],[2053268,2784884],[2068347,2603783],[2069689,2790363],[2072443,2714650],[2102437,2798975],[2127126,2804829],[2137542,2640145],[2137844,2807513],[2166559,2750151],[2177574,2662064],[2181570,2756281],[2209095,2677587],[2209397,2825429],[2235535,2774542],[2236829,2831365],[2241840,2693123],[2268712,2706407],[2269014,2785585],[2279916,2712314],[2303245,2845586],[2308256,2725073],[2332323,2735707],[2332625,2805530],[2334315,2736666],[2338848,2738415],[2357958,2812965],[2362969,2749258],[2395180,2763486],[2399713,2765235],[2415867,2828966],[2420878,2773649],[2423318,2774806],[2444725,2783422],[2449258,2785171],[2471287,2843932],[2478366,2796931],[2496743,2803367],[2501276,2805116],[2522613,2813053],[2546463,2822202],[2568696,2829054],[2612682,2844115], [956976,1724815,2671490],[976716,2211640,2766367],[1110429,2318508,2801134],[1111535,1880485,2729610],[1143247,1911086,2739983],[1210115,2392187,2823279],[1231977,1994405,2767415],[1281886,2039224,2780470],[1302256,2452361,2838740],[1303362,2059215,2786739],[1336400,2299976,2844947],[1358392,2104385,2799283],[1372487,2117427,2802182],[1372836,1885329,2731230],[1405345,2512713,2852875],[1414142,2152506,2744297],[1427207,2163834,2814215],[1444644,2179480,2818717],[1467030,2199374,2823323],[1488892,1990143,2766411],[1499918,2219768,2827317],[1502934,2004104,2770062],[1514013,2232810,2830216],[1526998,2242756,2832348],[1532776,2433829,2867719],[1544782,2256516,2700445],[1546871,2588895,2868954],[1554768,2263025,2836889],[1568863,2276067,2839788],[1569212,2064059,2788359],[1577660,2283676,2791053],[1613560,2309172,2846569],[1629788,2113165,2801178],[1640814,2326636,2849465],[1648626,2334330,2851167],[1662260,2346045,2852919],[1673286,2519720,2879781],[1674120,2152660,2648373],[1684122,2159572,2813211],[1689370,2363885,2814795],[1695148,2366439,2856913],[1698164,2173533,2816862],[1707154,2377645,2756580],[1709243,2379481,2859812],[1709592,2184324,2820337],[1731680,2393041,2861855],[1733947,2395195,2862214],[1768427,2228548,2829212],[1773675,2421794,2830796],[1775467,2423019,2866422],[1800139,2441545,2868998],[1802368,2589749,2887756],[1805387,2443025,2869341],[1805736,2261077,2836581],[1807981,2444740,2836708],[1816120,2450252,2785884],[1821615,2271805,2838784],[1832641,2460489,2872237],[1833475,2283830,2714635],[1835657,2285766,2842435],[1853205,2474765,2874421],[1857120,2300855,2845105],[1858588,2478067,2874804],[1887350,2494604,2876584],[1889617,2496758,2849284],[1897756,2502270,2805829],[1899289,2503272,2736634],[1917951,2513567,2878949],[1920218,2515721,2879308],[1924447,2355766,2746080],[1925212,2520599,2879939],[1928217,2356068,2855025],[1930026,2522314,2855311],[1931690,2523207,2814734],[1938511,2364039,2750136],[1954698,2375219,2858808],[1956927,2666721,2894916],[1960295,2382206,2821342],[1968113,2546478,2861007],[1973562,2549136,2883829],[1974244,2391123,2861672],[1979317,2552385,2763454],[2002762,2565095,2885219],[2006677,2413477,2864664],[2008145,2568397,2864978],[2009809,2569290,2830735],[2016630,2421948,2774527],[2031935,2581790,2886908],[2035850,2434708,2867877],[2037318,2585092,2887291],[2038000,2437098,2868358],[2041145,2442109,2782202],[2041914,2587831,2887573],[2047418,2591334,2783390],[2048342,2591748,2837865],[2048952,2445401,2785549],[2066080,2601629,2889071],[2072576,2466176,2792836],[2073341,2608661,2890061],[2076346,2466478,2843136],[2076486,2609295,2716899],[2083200,2612383,2873951],[2088839,2614965,2795619],[2088975,2474750,2795651],[2092357,2616748,2798612],[2110072,2625667,2875736],[2115521,2628325,2891512],[2116203,2492686,2876401],[2121276,2631574,2803335],[2122200,2631988,2850441],[2122810,2497419,2805494],[2142991,2642803,2892678],[2143673,2511649,2878766],[2148746,2646052,2810254],[2148882,2515706,2810286],[2152350,2520239,2812035],[2159212,2651884,2748844],[2159298,2523192,2654608],[2166692,2372126,2753623],[2172191,2658762,2894068],[2176106,2534003,2881758],[2178256,2536393,2858562],[2179238,2662957,2754927],[2181401,2541404,2820449],[2182170,2664803,2894733],[2186059,2542474,2667326],[2187644,2668173,2860933],[2192177,2669922,2822170],[2197427,2549435,2822995],[2199938,2673222,2825094],[2200548,2551243,2765613],[2216298,2680765,2884749],[2216980,2561617,2863491],[2221937,2683347,2827742],[2222073,2565080,2827774],[2225455,2235668,2685130],[2228188,2686495,2773235],[2228274,2569275,2689219],[2242522,2578312,2866704],[2247479,2695705,2833225],[2247615,2581775,2833257],[2250997,2697488,2776487],[2253005,2585391,2834537],[2262774,2592047,2705813],[2268845,2457019,2788471],[2269614,2707068,2897786],[2274161,2709065,2897572],[2274843,2599711,2888888],[2280052,2603768,2840973],[2280840,2712728,2789693],[2281450,2604444,2712692],[2283520,2608301,2842722],[2289465,2717677,2843839],[2295962,2720024,2845419],[2300495,2721773,2798673],[2300581,2616733,2725951],[2308938,2621513,2875086],[2310872,2726293,2875662],[2315405,2728042,2847517],[2315541,2625652,2847549],[2320655,2628624,2848342],[2323166,2332456,2731342],[2323776,2323848,2630432],[2326385,2632287,2735113],[2333225,2736368,2891726],[2338984,2640130,2851798],[2344098,2643102,2852591],[2346609,2741715,2807178],[2347219,2644910,2738793],[2357282,2529110,2815400],[2363651,2655284,2880585],[2363729,2533643,2817149],[2368608,2751840,2857338],[2368744,2658747,2857370],[2374134,2662363,2858650],[2374859,2754988,2755391],[2374945,2662942,2663495],[2382746,2668129,2668141],[2388683,2761139,2823937],[2389815,2550014,2550567],[2392790,2673521,2765948],[2399849,2677572,2862845],[2402087,2766253,2863398],[2402666,2560388,2560941],[2406239,2681064,2863674],[2408584,2415191,2768600],[2413117,2421638,2770349],[2413203,2413253,2685115],[2421560,2689895,2885884],[2423897,2577636,2832005],[2427470,2693422,2866887],[2429815,2777153,2831198],[2434348,2776548,2778902],[2434434,2694001,2697473],[2442719,2442791,2702253],[2444146,2597271,2838626],[2449394,2706392,2870321],[2454508,2709364,2871114],[2457629,2457701,2711172],[2460238,2713027,2713503],[2467078,2609835,2793497],[2470058,2470611,2794399],[2472429,2719980,2719992],[2473618,2615678,2616154],[2478945,2620837,2846226],[2482518,2725372,2875269],[2484309,2726249,2726261],[2485022,2624597,2625073],[2490246,2496164,2801020],[2490825,2491378,2629203],[2494353,2494398,2731641],[2501412,2735692,2877574],[2503985,2639551,2851640],[2509209,2806021,2807939],[2510341,2643681,2644234],[2513316,2739128,2742014],[2520325,2520375,2746065],[2521900,2656426,2815356],[2526765,2749557,2880768],[2533729,2533779,2753608],[2542014,2542086,2758388],[2545408,2545884,2822044],[2548246,2672405,2672808],[2553098,2676993,2862687],[2558217,2679948,2680351],[2562759,2567983,2768556],[2563472,2563948,2684060],[2572848,2773948,2886067],[2574912,2692709,2831961],[2579454,2777109,2777121],[2580643,2696418,2696894],[2585970,2586523,2701577],[2589498,2589543,2782501],[2597850,2598403,2709943],[2601378,2601423,2788770],[2608387,2608437,2792821],[2611566,2611969,2794355],[2618113,2724659,2846182],[2627032,2627435,2730525],[2641913,2740898,2741301],[2646765,2647241,2745486],[2657139,2657615,2752553],[2666470,2666515,2820748],[2698853,2699256,2781788],[2707772,2708175,2787654] ] cell #4985 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1504696],[1596578],[1633799],[1634541],[1678064],[1699926],[1725319],[1756693],[1761117],[1761468],[1761482],[1788405],[1804150],[1804892],[1825626],[1826368],[1837419],[1839427],[1850386],[1870102],[1875096],[1879069],[1880989],[1884855],[1885634],[1911590],[1922118],[1926893],[1926907],[1942964],[1947388],[1947739],[1947753],[1958709],[1959451],[1960585],[1966939],[1970047],[1974052],[1988984],[1990224],[1994909],[1998695],[1999668],[1999943],[2004185],[2018157],[2029116],[2037808],[2039728],[2044373],[2048832],[2057799],[2059719],[2063585],[2064364],[2074671],[2075022],[2075036],[2076974],[2082717],[2089280],[2091183],[2094291],[2104105],[2108243],[2112006],[2113246],[2116011],[2122690],[2136368],[2139476],[2143481],[2149187],[2150435],[2157393],[2158413],[2159653],[2168124],[2169097],[2169372],[2173614],[2178064],[2183850],[2184629],[2185797],[2191378],[2197353],[2199455],[2200428],[2207921],[2210451],[2216788],[2219488],[2222378],[2227389],[2228629],[2241357],[2242330],[2247920],[2249823],[2252931],[2260603],[2262745],[2270646],[2271886],[2274651],[2279684],[2280357],[2281330],[2285847],[2289884],[2293543],[2299475],[2299696],[2300936],[2307773],[2308746],[2314385],[2315846],[2320581],[2323656],[2326356],[2337828],[2338049],[2339289],[2344024],[2346126],[2347099],[2350366],[2354592],[2356149],[2363459],[2366159],[2369049],[2375300],[2383009],[2389102],[2391782],[2392761],[2398693],[2398914],[2400154],[2405186],[2406165],[2412097],[2413558],[2421368],[2433328],[2433549],[2434789],[2437757],[2441626],[2442599],[2448238],[2449699],[2454434],[2457509],[2460209],[2467617],[2472692],[2474897],[2484572],[2486777],[2493345],[2500256],[2501717],[2509628],[2512308],[2513287],[2515853],[2519219],[2519440],[2520680],[2532623],[2534084],[2541894],[2547573],[2557947],[2565227],[2567882],[2579717],[2581922],[2600370],[2607281],[2608742],[2641240],[2658894],[2661549], [447388,2298250],[557798,2410872],[581241,2432103],[648891,2488207],[688109,2349141],[704469,2531398],[748385,2558480],[762346,2566657],[796929,2256281],[797072,2041872],[807531,2595232],[821207,2459551],[859190,2622876],[869704,2627295],[883665,2635472],[895400,2507170],[911188,2153010],[917814,2652147],[931775,2660324],[938888,2377410],[939031,2182128],[961615,2673071],[973519,2556283],[987328,2682339],[997842,2686758],[1006822,2575175],[1037920,2703616],[1044957,2450017],[1045100,2269572],[1048434,2708035],[1060745,2284180],[1062395,2716212],[1083620,2721503],[1085018,2722036],[1088458,2618376],[1121041,2732916],[1128078,2502035],[1128221,2333183],[1129934,2637354],[1147886,2741564],[1159790,2649950],[1162492,2522163],[1163626,2361891],[1170474,2364389],[1173599,2750832],[1184113,2755251],[1208514,2672668],[1211237,2762611],[1214239,2674796],[1244373,2770612],[1247813,2568246],[1248947,2419800],[1255795,2422298],[1257488,2423737],[1275447,2778632],[1276845,2779165],[1280285,2699116],[1286525,2782051],[1290049,2591064],[1291259,2053826],[1292001,2448252],[1312868,2790045],[1319905,2287746],[1320048,2076232],[1330127,2611829],[1335501,2795498],[1336972,2721168],[1341178,2307178],[1343534,2478785],[1370886,2730788],[1373609,2802492],[1376611,2631304],[1377821,2127684],[1378563,2500270],[1403744,2741161],[1406467,2809411],[1409469,2743289],[1416343,2811765],[1417741,2812298],[1420246,2357122],[1421414,2525141],[1421428,2164338],[1439603,2817412],[1443043,2373792],[1444177,2177358],[1451025,2185811],[1460071,2669317],[1465658,2672135],[1467543,2549854],[1471041,2209955],[1471783,2398707],[1493645,2680211],[1499019,2827621],[1500490,2769744],[1507052,2415031],[1508220,2571224],[1508234,2233314],[1526503,2426417],[1531877,2833104],[1533348,2778297],[1537554,2240762],[1539910,2585810],[1545270,2588490],[1547993,2836009],[1551946,2266883],[1567262,2787917],[1569985,2840098],[1572987,2458753],[1574197,2070247],[1574939,2279698],[1581259,2842985],[1584130,2611296],[1590695,2469898],[1596101,2615228],[1601353,2480894],[1601367,2309676],[1613065,2481465],[1622478,2799587],[1622829,2727437],[1628416,2730255],[1630301,2629043],[1637992,2330494],[1655301,2505740],[1660888,2740628],[1662773,2643521],[1666271,2138402],[1667013,2337842],[1672387,2854018],[1673858,2648520],[1688875,2525712],[1694249,2857217],[1695720,2816544],[1702282,2374060],[1703450,2373221],[1703464,2179984],[1707642,2665462],[1710365,2860122],[1713459,2544958],[1723399,2552115],[1729964,2400472],[1740622,2554853],[1744245,2679678],[1750031,2767725],[1750810,2560228],[1756216,2683610],[1773180,2571795],[1775957,2574642],[1782522,2427396],[1787928,2695968],[1793180,2425846],[1793194,2243260],[1798767,2698583],[1800652,2589469],[1814305,2837193],[1814656,2593802],[1816608,2711831],[1820243,2787384],[1822128,2709783],[1829819,2281605],[1831742,2872541],[1833213,2714782],[1849138,2477916],[1859078,2617843],[1865643,2482444],[1869129,2624147],[1874619,2728305],[1895941,2849769],[1896292,2634042],[1898244,2631091],[1899730,2503535],[1907936,2879124],[1909670,2503002],[1916235,2339607],[1921641,2646315],[1930516,2651614],[1936302,2814525],[1937081,2526691],[1938249,2753755],[1942487,2752103],[1953326,2754718],[1955211,2666441],[1979758,2552648],[1987964,2862030],[2008635,2686225],[2014421,2830526],[2015200,2572774],[2016368,2685262],[2025829,2776278],[2027868,2422868],[2047186,2786140],[2047859,2591597],[2053349,2785434],[2055248,2601349],[2069770,2712577],[2083690,2719149],[2101963,2798403],[2121044,2729011],[2121717,2631837],[2127207,2805379],[2129106,2494324],[2132142,2806506],[2137925,2738678],[2158145,2656689],[2191157,2759706],[2192618,2670185],[2203695,2824422],[2209478,2765498],[2227121,2563022],[2237488,2692972],[2261289,2707502],[2292564,2612232],[2303904,2724922],[2324900,2626762],[2334462,2738145],[2385214,2669652],[2395327,2764965] ] cell #4986 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162988,2358188],[1248309,2416097],[1340540,2476288],[1443539,2536623],[1466133,2548509],[1504058,2566618],[1536916,2583313],[1596021,2614292],[1628891,2627698],[1661363,2642176],[1677426,2649911],[1699288,2660285],[1750506,2680614],[1756136,2682674],[1787848,2695032],[1799242,2699519],[1820718,2708438],[1836781,2716173],[1874539,2727772],[1921561,2743624],[1924315,2648386],[1936777,2749107],[1942407,2751167],[1953801,2755654],[1959947,2542318],[2014896,2773498],[2026304,2776811],[2041315,2700163],[2053269,2784901],[2068348,2603781],[2069690,2790380],[2072444,2714648],[2102438,2798936],[2127127,2804846],[2137543,2640143],[2137845,2807530],[2166560,2750149],[2177575,2662081],[2181571,2756298],[2209096,2677585],[2209398,2825446],[2235536,2774540],[2236830,2831382],[2241841,2693140],[2268713,2706405],[2269015,2785602],[2279918,2712328],[2303246,2845603],[2308257,2725090],[2332324,2735705],[2332626,2805547],[2334316,2737085],[2338850,2738429],[2357959,2812982],[2362970,2749275],[2395181,2763905],[2399715,2765249],[2415868,2828983],[2420879,2773666],[2423320,2775131],[2444726,2783841],[2449260,2785185],[2471288,2843949],[2478368,2797256],[2496744,2803786],[2501278,2805130],[2522615,2813378],[2546464,2822403],[2568698,2829379],[2612684,2844270], [956977,1724813,2671504],[976717,2211517,2678774],[1110430,2318385,2729351],[1111536,1880483,2729624],[1116174,1885330,2731191],[1143248,1911084,2739997],[1207136,2199375,2761668],[1210116,2392064,2762315],[1228998,1990144,2766782],[1231978,1994403,2767429],[1242975,2004105,2770079],[1281887,2039222,2780484],[1302257,2452238,2786480],[1303363,2059213,2786753],[1308001,2064060,2788320],[1336401,2299974,2795478],[1358393,2104383,2799567],[1369508,2113166,2801549],[1372488,2117425,2802196],[1402366,2346046,2808468],[1405346,2512590,2809115],[1414143,2152504,2744311],[1424228,2159573,2813582],[1427208,2163832,2814229],[1438205,2173534,2816879],[1444645,2179478,2818731],[1449283,2184325,2820298],[1499919,2219766,2827601],[1511034,2228549,2829583],[1514014,2232808,2830230],[1526999,2242754,2832362],[1532777,2433827,2833084],[1543892,2441546,2835066],[1544783,2041395,2700447],[1546872,2588772,2835713],[1549391,2261078,2836542],[1554769,2263023,2837173],[1565884,2271806,2839155],[1568864,2276065,2839802],[1577661,2283674,2791067],[1579861,2285767,2842452],[1603047,2300856,2845306],[1613561,2309170,2846583],[1640815,2326634,2849749],[1648627,2334328,2851181],[1673287,2519718,2853998],[1674121,1923840,2648374],[1674750,2355767,2650340],[1675552,2520600,2854372],[1678547,2356069,2855042],[1689371,2363883,2814809],[1695149,2366437,2857197],[1706264,2375220,2859179],[1707155,2181651,2756582],[1709244,2379479,2859826],[1711763,2382207,2759047],[1727655,2391124,2861689],[1731681,2393039,2862010],[1733948,2395193,2862228],[1763162,2413478,2864865],[1773676,2421792,2830810],[1775468,2423036,2866423],[1794874,2434709,2868078],[1797237,2437099,2868375],[1800642,2442110,2701724],[1801469,2587832,2868845],[1802369,2589747,2868825],[1805388,2443023,2869355],[1807982,2444738,2836722],[1816121,2269095,2785886],[1832642,2460487,2872521],[1833476,2071969,2714636],[1834105,2466177,2716602],[1834907,2608662,2872895],[1837902,2466479,2792968],[1852617,2474751,2797678],[1853206,2474763,2874435],[1858589,2478084,2874805],[1883325,2492687,2876418],[1887351,2494602,2876739],[1889618,2496756,2849298],[1897757,2332706,2805831],[1899291,2503286,2737046],[1913926,2511650,2878783],[1917952,2513565,2879104],[1919630,2515707,2742837],[1920219,2515719,2879322],[1923474,2520241,2745651],[1930027,2522331,2855312],[1931691,2358617,2814736],[1938512,2166085,2750137],[1939141,2372127,2660714],[1949433,2534004,2881959],[1951796,2536394,2818118],[1955201,2541405,2757859],[1956028,2664804,2882726],[1956928,2666719,2882706],[1968114,2546476,2861021],[1973563,2549153,2883830],[1973626,2549437,2824572],[1979319,2552399,2763866],[1996205,2561618,2863508],[2002174,2565081,2829801],[2002763,2565093,2885233],[2008146,2568414,2864979],[2009810,2416526,2830737],[2016631,2235061,2774528],[2017260,2225456,2567047],[2025378,2578313,2831852],[2031347,2581776,2775553],[2031936,2581788,2886922],[2037319,2585109,2887292],[2037382,2585393,2779851],[2047420,2591348,2783802],[2048343,2444872,2837866],[2048953,2263312,2785550],[2055238,2457020,2710643],[2056065,2707069,2889246],[2062055,2599712,2888905],[2066081,2601627,2889226],[2067759,2603769,2789593],[2071603,2608303,2792407],[2076487,2466559,2716901],[2083201,2612400,2873952],[2088841,2614979,2797639],[2092358,2476717,2798614],[2101512,2621514,2846073],[2109484,2625653,2847750],[2110073,2625665,2875750],[2115522,2628342,2891513],[2115585,2628626,2849919],[2119227,2323777,2494891],[2121278,2631588,2803747],[2122201,2496890,2850442],[2122811,2326923,2805495],[2129096,2323167,2629903],[2129923,2736369,2876759],[2136954,2640131,2806860],[2142992,2642820,2892679],[2143055,2643104,2806656],[2148748,2646066,2742798],[2158135,2529111,2750380],[2159214,2522778,2748858],[2159299,2358607,2654609],[2165634,2655285,2855965],[2165719,2533645,2753194],[2171603,2658748,2813800],[2172192,2658760,2894082],[2177638,2662365,2818098],[2179239,2537052,2754929],[2186060,2381732,2667327],[2187645,2668592,2860934],[2192179,2669936,2822364],[2199939,2550714,2825095],[2200549,2393328,2765614],[2208507,2677573,2824776],[2211936,2405176,2560942],[2216299,2680782,2884750],[2216362,2681066,2863829],[2221939,2683361,2829762],[2224867,2413204,2567037],[2227111,2408585,2681887],[2228190,2568861,2773249],[2228275,2416516,2689220],[2234610,2689896,2865632],[2234695,2413119,2684701],[2237478,2577637,2775335],[2241904,2693424,2831832],[2247481,2695719,2775514],[2250998,2583742,2776489],[2260152,2442720,2590036],[2261718,2597273,2786120],[2262776,2445301,2705815],[2268124,2706393,2837547],[2274162,2709082,2897573],[2274225,2709366,2837343],[2277867,2457630,2601916],[2280841,2603915,2789694],[2281451,2460776,2712693],[2288563,2609836,2717437],[2289467,2718002,2843853],[2292554,2470612,2718206],[2295963,2613505,2845420],[2300497,2616319,2798687],[2300582,2476707,2725952],[2303894,2620838,2797460],[2308320,2725374,2846053],[2310873,2726712,2875663],[2311448,2487206,2625075],[2315407,2728056,2847711],[2318804,2491379,2493335],[2323230,2494355,2630332],[2325329,2490248,2728991],[2326387,2497319,2735115],[2331735,2735693,2850123],[2334891,2639553,2806486],[2346610,2644381,2807179],[2347220,2513854,2738794],[2355178,2520326,2650330],[2356868,2656440,2750536],[2363033,2749559,2855945],[2368610,2751854,2813761],[2371538,2533730,2660704],[2374861,2662528,2755405],[2374946,2537042,2663496],[2381281,2542015,2667008],[2382760,2543391,2668553],[2385643,2545886,2759686],[2388685,2670871,2823951],[2389816,2391772,2392483],[2392792,2551143,2765950],[2395756,2676995,2824402],[2402089,2766578,2863412],[2402252,2559974,2680365],[2409160,2563950,2565656],[2414777,2562773,2682043],[2420942,2773950,2865612],[2423483,2692723,2775982],[2429816,2694245,2831199],[2434350,2697059,2776562],[2434435,2583732,2694002],[2437747,2586524,2589191],[2442173,2589500,2702153],[2452657,2598404,2600360],[2457083,2601380,2711072],[2460240,2604344,2713505],[2465588,2608388,2716592],[2469644,2611983,2718853],[2472443,2613466,2613661],[2473620,2475326,2475958],[2478531,2724673,2798107],[2484323,2622580,2726673],[2490411,2627449,2628789],[2509211,2739364,2806035],[2510342,2512298,2513009],[2513318,2644810,2739130],[2516282,2647243,2649581],[2529686,2657617,2659323],[2541468,2666472,2758288],[2548260,2549600,2550153],[2579468,2694206,2694401],[2580645,2582351,2582983],[2585556,2699270,2701163],[2597436,2708189,2709529],[2641927,2643267,2643820] ] cell #4987 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1244627],[1335457],[1373491],[1374188],[1417995],[1439857],[1466031],[1498975],[1503793],[1503882],[1531833],[1547875],[1548572],[1569867],[1570564],[1581513],[1595780],[1622434],[1625644],[1628789],[1633599],[1661261],[1672343],[1677161],[1677250],[1694205],[1699023],[1699112],[1710247],[1710944],[1712017],[1716346],[1722000],[1750404],[1753569],[1755895],[1761048],[1787607],[1795995],[1799140],[1803950],[1817471],[1820616],[1825426],[1836516],[1836605],[1838481],[1841103],[1842452],[1852025],[1872016],[1874298],[1877670],[1884923],[1902617],[1903607],[1908271],[1918994],[1921320],[1939840],[1942166],[1947319],[1950554],[1958509],[1959682],[1963748],[1973072],[1982645],[1983635],[1988415],[1990660],[1992009],[2001582],[2004252],[2019833],[2021182],[2022112],[2023146],[2030755],[2036409],[2050746],[2051736],[2056400],[2063653],[2067123],[2067241],[2074602],[2078547],[2087992],[2095967],[2097316],[2098246],[2099280],[2105707],[2115031],[2124604],[2125594],[2133177],[2134039],[2135388],[2135506],[2142501],[2152074],[2157324],[2160089],[2161438],[2162368],[2163402],[2171011],[2173681],[2183918],[2195285],[2201412],[2204730],[2205592],[2206941],[2207059],[2217772],[2221090],[2229065],[2230414],[2231344],[2232378],[2246632],[2255956],[2257920],[2260671],[2264347],[2265209],[2266558],[2266676],[2273671],[2283244],[2285914],[2294357],[2299543],[2301859],[2314453],[2316769],[2324640],[2327958],[2328820],[2330169],[2330287],[2341956],[2348083],[2350434],[2351401],[2353612],[2353730],[2356216],[2367761],[2377085],[2379049],[2383053],[2391849],[2393575],[2405253],[2406979],[2412165],[2414481],[2414599],[2433396],[2435712],[2437824],[2458493],[2461811],[2464022],[2464140],[2467620],[2472736],[2474900],[2484616],[2486780],[2493412],[2512375],[2514101],[2515856],[2532691],[2535007],[2535125],[2547576],[2557950],[2565230],[2579761],[2581925],[2600437],[2641243],[2658897], [447391,2305760],[557801,2418382],[581244,2239344],[590457,1801425],[648894,2488954],[688112,2148036],[689853,1924213],[704472,2360473],[713685,1955984],[748388,2558524],[762349,2567404],[796932,2041074],[807534,2447760],[809273,2056021],[821210,2279206],[822951,2072342],[859047,2622879],[869707,2627339],[883668,2499778],[885407,2129879],[895403,2337350],[917817,2523076],[918068,2163632],[924260,2166458],[931778,2661071],[938891,2181330],[961618,2673115],[973522,2398215],[987185,2682342],[997845,2569159],[998096,2232608],[1004288,2235434],[1006825,2423781],[1037777,2591856],[1037802,1814261],[1038499,2266765],[1044960,2268774],[1048437,2708079],[1062398,2606803],[1064137,1837784],[1083477,2721506],[1085021,2616617],[1085272,2099510],[1088461,2478829],[1120898,2632096],[1120923,1895897],[1121620,2330376],[1128081,2332385],[1130002,2503794],[1147889,2741608],[1159793,2518741],[1162495,2357166],[1162723,2361049],[1162812,1936675],[1173456,2750835],[1184116,2662826],[1184367,1950784],[1190559,1959771],[1208517,2549898],[1211094,2673330],[1211119,1987920],[1211816,2207148],[1214307,2552907],[1244376,2684999],[1247816,2415075],[1248044,2418958],[1248133,2014794],[1257555,2237187],[1275304,2778635],[1276848,2697357],[1277099,2023376],[1280288,2585854],[1286528,2782095],[1290117,2443955],[1291059,2053028],[1312725,2712836],[1312750,1831698],[1313447,2067330],[1319908,2076032],[1330130,2469942],[1335432,2720725],[1337040,2615487],[1340275,2306336],[1340364,2102336],[1343601,2303603],[1370889,2629087],[1373466,2731450],[1376679,2495973],[1377621,2126886],[1403747,2643565],[1406324,2741823],[1406349,1907892],[1407046,2135595],[1409537,2646574],[1416200,2811768],[1417744,2745949],[1420313,2157844],[1439606,2753492],[1443046,2177158],[1443274,2176516],[1443363,1953699],[1460139,2545217],[1462886,2394410],[1465726,2549244],[1467610,2391481],[1470841,2209157],[1493648,2560272],[1498950,2769301],[1500558,2683869],[1507119,2226820],[1526506,2240562],[1531808,2777854],[1533416,2696227],[1536651,2239920],[1536740,2026202],[1539977,2437456],[1545273,2440831],[1547850,2782310],[1567265,2709827],[1569842,2788579],[1573055,2279018],[1573997,2069449],[1581262,2792705],[1586104,2469288],[1590762,2292263],[1593454,2302453],[1596168,2474634],[1613068,2306978],[1622409,2726994],[1622897,2624406],[1628484,2628433],[1630368,2493044],[1655369,2337162],[1658116,2333545],[1660956,2642911],[1662840,2512007],[1666071,2137604],[1672318,2810987],[1673926,2518553],[1688878,2361691],[1694180,2816101],[1695788,2752362],[1702349,2176665],[1707645,2540126],[1710222,2820557],[1715312,2384951],[1740690,2398027],[1746219,2559618],[1750099,2680873],[1750877,2404885],[1756283,2564964],[1773183,2419600],[1777931,2423127],[1782589,2240069],[1785281,2236037],[1787995,2581659],[1798835,2585200],[1800719,2440338],[1814236,2784123],[1814724,2447572],[1816611,2602656],[1820311,2709173],[1822195,2600069],[1831673,2841674],[1833281,2606615],[1861052,2478175],[1865710,2306485],[1870982,2486514],[1874686,2625536],[1895872,2804068],[1896360,2499590],[1898247,2495631],[1901583,2334199],[1907867,2853402],[1921708,2515590],[1932490,2522422],[1936370,2749366],[1937148,2361198],[1938317,2660883],[1942554,2658631],[1953394,2662172],[1955278,2539633],[1981611,2395064],[1987895,2823806],[2010609,2568505],[2014489,2773757],[2015267,2419107],[2016436,2567216],[2025897,2693231],[2047254,2707332],[2049712,2444609],[2053416,2706276],[2055315,2602163],[2069837,2603652],[2084674,2612491],[2102031,2725181],[2121112,2626592],[2123570,2496627],[2127274,2735576],[2129173,2495138],[2132210,2737367],[2137992,2640014],[2158212,2656733],[2191225,2668874],[2193541,2546347],[2203763,2764187],[2209545,2677456],[2227188,2563066],[2237555,2693016],[2261292,2707505],[2292631,2612276],[2303971,2724966],[2324903,2626765],[2334465,2738148],[2385217,2669655],[2395330,2764968] ] cell #4988 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162839,2358316],[1248160,2416225],[1340391,2476416],[1443390,2536751],[1466058,2548553],[1503909,2566746],[1536767,2583441],[1596018,2614295],[1628816,2627742],[1661288,2642220],[1677277,2650039],[1699139,2660413],[1750431,2680658],[1756133,2682677],[1787845,2695035],[1799167,2699563],[1820643,2708482],[1836632,2716301],[1874536,2727775],[1921558,2743627],[1924240,2648391],[1936702,2749151],[1942404,2751170],[1953726,2755698],[1959798,2542323],[2014821,2773542],[2026229,2776855],[2041312,2700166],[2053266,2784904],[2067357,2603786],[2069687,2790383],[2072369,2714653],[2102363,2798980],[2127124,2804849],[2135622,2640148],[2137842,2807533],[2166485,2750154],[2176687,2662084],[2181568,2756301],[2207175,2677590],[2209395,2825449],[2235461,2774545],[2236827,2831385],[2240091,2693143],[2266792,2706410],[2269012,2785605],[2279108,2712326],[2303243,2845606],[2306507,2725093],[2330403,2735710],[2332623,2805550],[2334221,2737088],[2337252,2738427],[2357956,2812985],[2361220,2749278],[2395086,2763908],[2398117,2765247],[2415865,2828986],[2419129,2773669],[2423241,2775129],[2444631,2783844],[2447662,2785183],[2471285,2843952],[2478289,2797254],[2496649,2803789],[2499680,2805128],[2522536,2813376],[2546369,2822406],[2568619,2829377],[2612605,2844268], [976568,2211645,2678772],[1110281,2318513,2729349],[1116177,1885255,2731235],[1205842,1724818,2671502],[1206005,2199372,2761671],[1209967,2392192,2762313],[1242832,2004102,2770082],[1302108,2452366,2786478],[1308004,2063985,2788364],[1335269,2299979,2795476],[1368214,1880488,2729622],[1368377,2113163,2801552],[1372339,2117430,2802194],[1401072,1911089,2739995],[1401235,2346043,2808471],[1405197,2512718,2809113],[1438062,2173531,2816882],[1449286,2184250,2820342],[1492093,1994408,2767427],[1492256,1990141,2766785],[1498787,2219771,2827599],[1531645,2433832,2833082],[1542598,2039227,2780482],[1542761,2441543,2835069],[1546723,2588900,2835711],[1549394,2261003,2836586],[1564590,2059218,2786751],[1564753,2271803,2839158],[1568715,2276070,2839800],[1579718,2285764,2842455],[1622246,2104388,2799565],[1672155,2519723,2853996],[1674258,2152509,2744309],[1674421,2520597,2854375],[1674753,2353846,2650407],[1678404,2356066,2855045],[1687323,2163837,2814227],[1687486,2159570,2813585],[1694017,2366442,2857195],[1704970,2179483,2818729],[1705133,2375217,2859182],[1709095,2379484,2859824],[1711766,2382132,2667748],[1771628,2232813,2830228],[1771791,2228546,2829586],[1784090,2242759,2832360],[1784253,2434706,2868081],[1796200,2437096,2868378],[1800585,2440360,2701727],[1801163,2041462,2700368],[1801237,2589752,2868823],[1801400,2587829,2835566],[1805239,2443028,2869353],[1814073,2263028,2837171],[1831510,2460492,2872519],[1833613,2283679,2791065],[1833776,2608659,2872898],[1834108,2464256,2716669],[1837759,2466476,2716771],[1867211,2309175,2846581],[1867374,2300853,2845309],[1895709,2326639,2849747],[1901817,2334333,2851179],[1903812,2511647,2878786],[1907704,2513570,2879102],[1918667,2515612,2742840],[1919228,2515724,2879320],[1923423,2518643,2745649],[1923823,1923908,2648279],[1938649,2363888,2814807],[1938812,2534001,2881962],[1939144,2535241,2660781],[1950759,2536391,2754548],[1955144,2539655,2757862],[1955722,2181718,2756503],[1955796,2666724,2882704],[1955959,2664801,2859679],[1981845,2395198,2862226],[1983840,2391121,2861692],[1987732,2393044,2862008],[2016768,2421797,2830808],[2016931,2413475,2864868],[2017263,2414715,2567114],[2019855,2423039,2866415],[2021785,2581681,2775556],[2022346,2581793,2886920],[2023351,2578310,2775835],[2036431,2585112,2887284],[2036488,2585314,2779849],[2049946,2444743,2836720],[2051941,2599709,2888908],[2055181,2602185,2710646],[2055759,2269162,2785807],[2055833,2601632,2889224],[2055996,2707066,2871925],[2066796,2603674,2789596],[2071552,2606705,2792405],[2071952,2072037,2714541],[2095989,2478087,2874797],[2097919,2474656,2797681],[2098480,2474768,2874433],[2099485,2621511,2797960],[2123804,2496761,2849296],[2125799,2492684,2876421],[2129039,2495160,2629906],[2129617,2332773,2805752],[2129691,2494607,2876737],[2129854,2736366,2849153],[2132354,2503284,2806310],[2134061,2642823,2892671],[2134118,2643025,2806654],[2135061,2640036,2806863],[2147938,2646064,2810107],[2158023,2656755,2750383],[2160111,2522334,2855304],[2161672,2358684,2814406],[2162041,2658653,2813803],[2162602,2658765,2894080],[2163607,2655282,2814082],[2165668,2660973,2753192],[2166068,2166153,2750042],[2176744,2662286,2818096],[2193775,2546481,2861019],[2203907,2552397,2824226],[2205614,2549156,2883822],[2205671,2549358,2824570],[2206614,2677478,2824779],[2217977,2561615,2863511],[2226999,2563088,2681890],[2229087,2568417,2864971],[2230648,2416593,2830407],[2231017,2564986,2829804],[2231578,2565098,2885231],[2232583,2689893,2830083],[2234644,2567306,2684699],[2235044,2235129,2774433],[2237366,2693038,2775338],[2239246,2695717,2831656],[2240148,2693345,2831830],[2258125,2590019,2590104],[2261617,2707673,2786118],[2263295,2263380,2785147],[2263524,2591346,2836997],[2264369,2444875,2837646],[2265231,2709085,2897565],[2265288,2709287,2837341],[2266231,2706298,2837550],[2288257,2466626,2793169],[2288494,2609783,2717420],[2292442,2612298,2718209],[2294379,2612403,2873944],[2302093,2476784,2846760],[2303782,2724988,2797463],[2305662,2614977,2845877],[2306564,2725295,2846051],[2316442,2625558,2847753],[2317003,2625670,2875748],[2324845,2494874,2494959],[2325228,2626933,2728989],[2326906,2326991,2805092],[2327135,2631586,2849573],[2327980,2496893,2850222],[2328842,2628345,2891505],[2328899,2628547,2849917],[2329842,2735598,2850126],[2334790,2738316,2806484],[2353285,2650061,2650218],[2356866,2750492,2750534],[2358338,2358495,2749173],[2359587,2522776,2814185],[2360375,2751852,2855769],[2361277,2749480,2855943],[2377319,2537119,2818908],[2379254,2666991,2667076],[2381715,2381800,2758768],[2383075,2668595,2883506],[2385542,2669823,2759684],[2387293,2669934,2861235],[2391660,2548575,2550625],[2393311,2393396,2825692],[2393597,2550717,2862927],[2395655,2765136,2824400],[2402724,2405064,2680680],[2407001,2680785,2884742],[2407058,2680987,2863827],[2414154,2566768,2566925],[2414775,2681999,2682041],[2416247,2416404,2773564],[2417496,2568859,2830186],[2418284,2683359,2865436],[2419186,2773871,2865610],[2423481,2775938,2775980],[2435946,2583809,2832539],[2437635,2699585,2701635],[2440417,2701925,2702052],[2445073,2445200,2785072],[2458698,2601899,2601984],[2460759,2460844,2790626],[2461833,2603918,2841273],[2463695,2716323,2716480],[2467788,2718000,2873928],[2469642,2718809,2718851],[2472758,2613508,2874744],[2475225,2614463,2616198],[2476438,2476595,2799002],[2476976,2616317,2846539],[2478529,2798063,2798105],[2484638,2726715,2891189],[2485066,2487105,2727943],[2488856,2728054,2875964],[2490883,2493223,2627764],[2495217,2630104,2630231],[2497091,2497218,2805017],[2512186,2642242,2644292],[2513837,2513922,2807776],[2514123,2644384,2851880],[2516181,2743795,2745530],[2534680,2660435,2660592],[2536773,2536930,2755720],[2538022,2662526,2818687],[2539712,2758060,2758187],[2543347,2543389,2759510],[2547744,2670869,2862117],[2549598,2671460,2672799],[2550915,2551042,2825617],[2558118,2766576,2884726],[2558208,2559972,2767385],[2563516,2565555,2682845],[2579783,2694248,2866362],[2582250,2695203,2696938],[2583463,2583620,2776877],[2584001,2697057,2832318],[2585554,2780440,2781779],[2597908,2600248,2708504],[2602242,2710844,2710971],[2604116,2604243,2790551],[2613617,2613659,2719845],[2622536,2622578,2799391],[2627023,2628787,2729580],[2641411,2739362,2851070],[2643265,2739953,2741292],[2644582,2644709,2807701],[2657183,2659222,2751338],[2694357,2694399,2776974],[2707763,2709527,2786709] ] cell #4989 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2413731],[2474197],[2486077],[2494484],[2520853],[2534257],[2548959],[2559333],[2564527],[2566686],[2581222],[2589629],[2601509],[2608915],[2610168],[2614562],[2623481],[2628148],[2642626],[2647820],[2649979],[2658194],[2660353],[2666601],[2667854],[2671007],[2678550],[2682944],[2695302],[2699969],[2708888],[2716241],[2739500],[2743894],[2751437], [1334835,2296806],[1498353,2409428],[1503423,2412851],[1531211,2430659],[1616688,2622890],[1616848,2484934],[1621812,2487474],[1632715,2493607],[1671721,2516550],[1693583,2529954],[1698653,2533377],[1745057,2558374],[1755327,2682353],[1755487,2563384],[1760451,2565924],[1800803,2587367],[1800963,2439684],[1808675,2591959],[1813639,2594499],[1824542,2600632],[1831076,2604612],[1836146,2608035],[1854779,2721517],[1854939,2616066],[1879881,2627189],[1890311,2632199],[1895275,2634739],[1907270,2640342],[1923806,2518023],[1928706,2651141],[1931328,2652041],[1941598,2750846],[1941758,2657051],[1946722,2659591],[1955362,2664339],[1955522,2538979],[1957625,2665724],[1975854,2672965],[1976910,2673433],[1987298,2677784],[2009447,2686652],[2018690,2691012],[2033509,2778646],[2033669,2696806],[2043122,2590002],[2045667,2702463],[2055399,2706604],[2055559,2596050],[2058611,2707929],[2069041,2712939],[2071935,2606085],[2074005,2715479],[2076835,2717403],[2089453,2721038],[2091995,2721930],[2094824,2722962],[2118869,2731553],[2120285,2494857],[2129257,2735904],[2129417,2636290],[2130858,2736582],[2145283,2741458],[2146339,2741926],[2149360,2743159],[2153387,2649891],[2154828,2811779],[2154988,2745398],[2156727,2746277],[2158946,2747147],[2159826,2652262],[2166051,2655582],[2178876,2755145],[2183378,2666974],[2185923,2758598],[2197513,2672295],[2197886,2761922],[2202411,2763402],[2222551,2769614],[2225093,2770506],[2225588,2566598],[2227922,2771538],[2228802,2686873],[2235027,2690193],[2236365,2690908],[2248093,2778167],[2250635,2779059],[2253091,2698743],[2253464,2780091],[2257206,2701789],[2258738,2781945],[2259794,2782413],[2262028,2783338],[2262905,2593102],[2263278,2703825],[2277509,2788682],[2278925,2601882],[2280530,2789915],[2284557,2716153],[2288057,2717030],[2294076,2794636],[2298191,2795567],[2298279,2720986],[2301109,2722151],[2302781,2722858],[2316019,2800481],[2317479,2626922],[2320741,2730415],[2321114,2801803],[2323926,2629968],[2325639,2803283],[2326516,2633342],[2326889,2733125],[2339462,2807400],[2344184,2740788],[2344557,2808722],[2349082,2810202],[2349170,2743107],[2352862,2811300],[2355404,2812192],[2357494,2747043],[2358168,2747211],[2358256,2653000],[2369222,2816414],[2371764,2817306],[2372259,2660265],[2374220,2754878],[2375473,2755366],[2378335,2757924],[2380923,2820660],[2381698,2758686],[2384514,2669812],[2386585,2822118],[2390659,2761818],[2392921,2674100],[2393294,2762820],[2400327,2825316],[2406325,2767885],[2406698,2826759],[2408005,2682157],[2410813,2827690],[2410901,2769562],[2415403,2771434],[2416077,2771602],[2416165,2687611],[2427556,2776438],[2432044,2833173],[2432132,2778115],[2434962,2779280],[2436634,2779987],[2444937,2704221],[2449872,2838087],[2451332,2707662],[2454594,2787544],[2454967,2839409],[2457779,2710708],[2459580,2789863],[2460369,2714082],[2460742,2790254],[2463272,2841987],[2465814,2842879],[2467777,2843697],[2469003,2718967],[2470823,2794532],[2476268,2796170],[2476356,2722486],[2482604,2798563],[2488148,2847465],[2488236,2800429],[2489533,2729127],[2492222,2801699],[2496955,2733521],[2501890,2850663],[2505040,2738305],[2507199,2807348],[2511185,2808618],[2513447,2742593],[2513820,2809620],[2526851,2814685],[2528104,2856641],[2528531,2750650],[2531339,2857286],[2531427,2816362],[2536603,2818402],[2536691,2756104],[2543505,2821639],[2544292,2760210],[2547733,2822516],[2550779,2762881],[2554153,2765125],[2556312,2825264],[2558107,2863256],[2561153,2826655],[2572934,2830686],[2574187,2866308],[2576028,2776096],[2583293,2833776],[2583381,2779615],[2595261,2838035],[2596558,2786256],[2599247,2839305],[2603980,2790650],[2613775,2795013],[2619229,2798221],[2622694,2846986],[2635501,2850611],[2637959,2807010],[2641400,2852112],[2644446,2809681],[2675401,2824926],[2694515,2832619], [802773,1808515,2703630],[878907,1890151,2732930],[962169,1976750,2762625],[1057637,2068881,2790059],[1079679,2087711,2795352],[1116728,2118709,2802506],[1148440,2146179,2809425],[1205568,2195848,2822721],[1239034,2220809,2827475],[1271506,2246351,2832958],[1287079,2259634,2836023],[1308555,2277349,2840112],[1361897,2315139,2847420],[1367940,2319076,2848068],[1400798,2342519,2852317],[1412402,2351120,2853872],[1434264,2367480,2857071],[1449837,2380763,2860136],[1491819,2405448,2863529],[1542324,2438019,2868396],[1545131,2440057,2835320],[1558273,2448992,2870192],[1564316,2452929,2870840],[1575920,2461530,2872395],[1581813,2287897,2793033],[1644319,2501010,2877445],[1657114,2508361,2878379],[1673984,2517935,2854087],[1687049,2525974,2880623],[1702110,2374593,2818338],[1704696,2537314,2882277],[1707503,2539352,2859433],[1742435,2557474,2884577],[1771354,2572057,2885922],[1781271,2427929,2832242],[1783816,2578522,2886595],[1816469,2596423,2870558],[1827670,2459492,2840889],[1833339,2605997,2872610],[1864392,2482977,2846463],[1866937,2621723,2891049],[1898105,2636663,2877811],[1899903,2637224,2892315],[1903930,2507111,2851714],[1935830,2527224,2856355],[1938375,2655494,2880842],[1949840,2535929,2818234],[1979931,2674666,2895415],[1983958,2556224,2862761],[2013949,2573307,2866022],[2016494,2690105,2886141],[2018317,2574802,2866469],[2022432,2577848,2832138],[2048032,2703486,2888001],[2052059,2595173,2870237],[2094451,2618003,2874851],[2098566,2621049,2846359],[2121890,2732786,2891760],[2125917,2635413,2877490],[2130946,2637172,2851235],[2158573,2651774,2880350],[2162688,2654820,2856251],[2192791,2760600,2895180],[2202499,2674614,2862282],[2227549,2686385,2885649],[2231664,2689431,2865918],[2262116,2703434,2869758],[2293703,2719309,2890482],[2325727,2732734,2877011],[2386673,2760548,2883671] ] cell #4990 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [992896],[1064459],[1116157],[1179167],[1190493],[1242595],[1307984],[1312407],[1318436],[1319888],[1364853],[1396050],[1414803],[1418802],[1437825],[1443026],[1449266],[1456045],[1482856],[1526486],[1545253],[1545375],[1549374],[1559568],[1561229],[1572837],[1578321],[1579481],[1582320],[1613048],[1645614],[1651275],[1655151],[1673708],[1674733],[1678167],[1688858],[1690031],[1701609],[1707625],[1707747],[1711746],[1736596],[1740472],[1773163],[1774336],[1774826],[1780770],[1795574],[1795893],[1800565],[1814506],[1816591],[1816713],[1833063],[1834088],[1837522],[1857947],[1863891],[1896142],[1898227],[1898349],[1903186],[1903505],[1918647],[1929385],[1935329],[1938099],[1939124],[1950133],[1950452],[1955124],[1964878],[1983214],[1983533],[2007504],[2013448],[2016218],[2017243],[2019239],[2021765],[2022725],[2023044],[2046976],[2051315],[2051634],[2055161],[2066776],[2081697],[2095373],[2097899],[2098859],[2099178],[2106837],[2120834],[2125173],[2125492],[2129019],[2131932],[2135041],[2158003],[2162021],[2162981],[2163300],[2190947],[2198435],[2203485],[2206594],[2214795],[2217351],[2217670],[2226979],[2230997],[2231957],[2232276],[2237346],[2254013],[2257499],[2257818],[2263102],[2266211],[2292422],[2299265],[2303762],[2311531],[2314175],[2316422],[2321663],[2324219],[2324538],[2326713],[2329822],[2345106],[2350156],[2353265],[2358475],[2378628],[2378947],[2391640],[2393118],[2402449],[2402704],[2405044],[2409243],[2411887],[2414134],[2416384],[2433118],[2437615],[2455516],[2458072],[2458391],[2460566],[2463675],[2476041],[2476575],[2490608],[2490863],[2493203],[2494681],[2512166],[2513644],[2529769],[2532413],[2534660],[2536910],[2550350],[2550605],[2566905],[2583066],[2583600],[2589826],[2597633],[2597888],[2600228],[2601706],[2629794],[2644017],[2644272],[2649664],[2650198],[2660572],[2666798],[2701360],[2701615],[2710534],[2716460],[2757750],[2783118] ] cell #4991 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1243347],[1372821],[1438577],[1502575],[1569197],[1580233],[1625343],[1678919],[1697805],[1709577],[1716045],[1801631],[1805721],[1817170],[1835298],[1838274],[1838560],[1902316],[1924283],[1924432],[1927858],[1950253],[1956190],[1959841],[1960280],[1982344],[2022845],[2036792],[2041083],[2041806],[2056227],[2067400],[2072412],[2072561],[2075987],[2076166],[2098979],[2130085],[2134422],[2135665],[2148045],[2152322],[2163101],[2166528],[2166677],[2177048],[2177292],[2181339],[2182062],[2205975],[2207218],[2232077],[2235504],[2235653],[2239353],[2240452],[2240696],[2252274],[2265592],[2266835],[2268783],[2269506],[2278990],[2279215],[2283492],[2305769],[2306868],[2307112],[2329203],[2330446],[2332394],[2333117],[2336604],[2337134],[2337359],[2357175],[2360482],[2361581],[2361825],[2363701],[2373403],[2397469],[2397999],[2398224],[2407362],[2415084],[2418391],[2419490],[2419734],[2421610],[2422693],[2423790],[2426028],[2440721],[2444079],[2447014],[2447544],[2447769],[2469951],[2477741],[2478838],[2481076],[2488963],[2495521],[2496097],[2499032],[2499562],[2499787],[2503918],[2518750],[2521988],[2523085],[2525323],[2540016],[2544783],[2545341],[2549907],[2553031],[2558533],[2560281],[2561887],[2567413],[2568071],[2569168],[2571406],[2575000],[2585863],[2588101],[2591980],[2602546],[2606812],[2611654],[2615611],[2616626],[2618201],[2623057],[2623972],[2624530],[2627348],[2629096],[2630702],[2632220],[2643574],[2646698],[2661080],[2662835],[2665073],[2672493],[2673124],[2673454],[2678778],[2680036],[2682520],[2683993],[2685008],[2696351],[2697366],[2698941],[2708088],[2709836],[2711442],[2712960],[2721684],[2729355],[2730613],[2731244],[2731574],[2740986],[2741617],[2741947],[2745958],[2751013],[2752486],[2753501],[2762319],[2778813],[2782104],[2782434],[2786484],[2787742],[2788373],[2788703],[2792714],[2809119],[2811946],[2820351],[2820681],[2835717],[2836595] ] cell #4992 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1838553],[1959764],[2004662],[2067323],[2076096],[2117931],[2135588],[2174091],[2177222],[2207141],[2223626],[2240626],[2266758],[2276571],[2278991],[2286324],[2307042],[2317319],[2330369],[2337135],[2353812],[2356626],[2361755],[2370297],[2379985],[2384354],[2398000],[2414681],[2419664],[2422694],[2440895],[2441031],[2443529],[2447545],[2451172],[2464222],[2464347],[2467036],[2477742],[2495695],[2495831],[2499563],[2504880],[2518526],[2519233],[2520998],[2521989],[2535207],[2535557],[2540190],[2540326],[2542824],[2544784],[2553993],[2567189],[2567896],[2568072],[2575001],[2576923],[2584767],[2584941],[2587919],[2602720],[2602856],[2606588],[2607295],[2609060],[2611655],[2618202],[2620124],[2623973],[2626541],[2630520],[2638451],[2638625],[2645782],[2653895],[2660856],[2661563],[2661739],[2661913],[2664891],[2668823],[2672494],[2675893],[2676067],[2680037],[2681868],[2688506],[2692036],[2692395],[2692569],[2698942],[2704713],[2704887],[2707281],[2711260],[2712044],[2718187],[2720674],[2723986],[2724345],[2724519],[2726943],[2730614],[2734013],[2734187],[2737316],[2737810],[2740987],[2748171],[2748530],[2748704],[2750361],[2761649],[2764136],[2764630],[2766763],[2768084],[2768258],[2769250],[2772562],[2772921],[2773095],[2775316],[2777803],[2781474],[2781648],[2784072],[2784566],[2787743],[2797441],[2799338],[2800611],[2801530],[2802271],[2802851],[2803025],[2804017],[2804511],[2808449],[2810936],[2811430],[2813563],[2816050],[2819721],[2819895],[2823755],[2825850],[2825899],[2827372],[2828174],[2828645],[2829564],[2835047],[2839136],[2839877],[2840457],[2840631],[2841623],[2842117],[2845002],[2845287],[2847998],[2848047],[2848687],[2853351],[2856968],[2857770],[2858241],[2859160],[2859901],[2861735],[2861784],[2867774],[2868059],[2869430],[2870770],[2870819],[2871459],[2873094],[2878829],[2878878],[2879836],[2880121],[2882896],[2887636],[2887685],[2887931] ] cell #4993 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2004518],[2077055],[2117794],[2173947],[2185945],[2223665],[2276434],[2280552],[2286180],[2287878],[2317920],[2339484],[2352884],[2356482],[2370336],[2374574],[2379848],[2386140],[2400349],[2427910],[2440038],[2440169],[2443392],[2449894],[2451773],[2459391],[2463294],[2464386],[2466892],[2482958],[2501912],[2506666],[2507010],[2517834],[2518448],[2521037],[2527205],[2528126],[2536158],[2539333],[2539464],[2542687],[2549217],[2555779],[2556123],[2573288],[2574209],[2574445],[2578077],[2584980],[2585173],[2587285],[2595072],[2596404],[2596535],[2605896],[2606510],[2609099],[2617646],[2621278],[2628406],[2635312],[2636644],[2636775],[2638664],[2642884],[2645765],[2651417],[2655049],[2655393],[2656007],[2661952],[2662145],[2664257],[2669120],[2676106],[2680846],[2686028],[2689660],[2690004],[2690618],[2691231],[2692019],[2692608],[2693204],[2703185],[2704926],[2706522],[2709146],[2712027],[2718679],[2723181],[2723969],[2724558],[2725154],[2726515],[2727240],[2731423],[2732485],[2734226],[2735822],[2736888],[2737793],[2746895],[2748154],[2748743],[2749339],[2760081],[2762141],[2763708],[2764613],[2766396],[2767255],[2768297],[2768822],[2771286],[2772545],[2773134],[2773730],[2774949],[2780310],[2781687],[2782283],[2783644],[2784549],[2788552],[2794214],[2795873],[2796091],[2797074],[2799962],[2800594],[2801163],[2802022],[2803064],[2803589],[2804494],[2808941],[2810508],[2811413],[2813196],[2815622],[2819934],[2820530],[2823138],[2823308],[2823545],[2825882],[2826337],[2827996],[2828628],[2829197],[2833479],[2833697],[2834680],[2838769],[2839628],[2840670],[2841195],[2842100],[2845090],[2848030],[2848485],[2848892],[2852734],[2852904],[2853141],[2854611],[2857592],[2858224],[2858793],[2861767],[2864649],[2867862],[2868983],[2869220],[2870802],[2871257],[2871664],[2876496],[2878861],[2879924],[2881743],[2883101],[2887668],[2888983],[2890046],[2894828],[2897166] ] cell #4994 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [359926],[435542],[515747],[520316],[575905],[608659],[639516],[673951],[699133],[709329],[742927],[770686],[779300],[798156],[807049],[853158],[876421],[883183],[887393],[912356],[921259],[940115],[965512],[993138],[994745],[1001287],[1031888],[1036950],[1055151],[1061913],[1081571],[1116220],[1116449],[1117589],[1120071],[1151783],[1163139],[1179409],[1181016],[1187558],[1190830],[1200311],[1235744],[1240926],[1242624],[1243287],[1248460],[1273398],[1308047],[1308276],[1309416],[1311898],[1318678],[1320285],[1325592],[1340691],[1362683],[1364882],[1372119],[1395541],[1419044],[1430974],[1436156],[1437854],[1438517],[1443690],[1449329],[1449558],[1450698],[1456074],[1467248],[1482347],[1489110],[1495346],[1504209],[1521968],[1537067],[1549437],[1549666],[1559059],[1561258],[1568495],[1572630],[1579510],[1580173],[1586826],[1597356],[1608530],[1618832],[1630006],[1645105],[1651304],[1653838],[1662478],[1677577],[1678196],[1678859],[1684340],[1690576],[1699439],[1701638],[1708875],[1736625],[1739159],[1757471],[1761111],[1768645],[1778653],[1780799],[1789183],[1795922],[1800357],[1805019],[1810659],[1813193],[1821833],[1828069],[1836932],[1857338],[1861774],[1863920],[1884990],[1892295],[1894829],[1903534],[1904329],[1918940],[1922896],[1925430],[1935358],[1943742],[1947382],[1954916],[1977854],[1983562],[1984357],[2006895],[2013477],[2022058],[2036068],[2042650],[2051663],[2052458],[2063720],[2071025],[2073559],[2074665],[2087810],[2098192],[2119813],[2125521],[2126316],[2147283],[2157387],[2162314],[2176324],[2182906],[2183985],[2217699],[2220908],[2231290],[2246450],[2260738],[2278453],[2315238],[2316715],[2351219],[2367579] ] cell #4995 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [499549],[590566],[612171],[689496],[701243],[713794],[772796],[792348],[805445],[809382],[822594],[881579],[885516],[891621],[919856],[920123],[923903],[934307],[942225],[963851],[969740],[999884],[1000151],[1003931],[1011763],[1036107],[1039725],[1040314],[1041178],[1060309],[1064246],[1086020],[1086287],[1093399],[1119228],[1122846],[1123435],[1124299],[1131690],[1150122],[1160743],[1164831],[1167433],[1186155],[1186422],[1190202],[1198348],[1211963],[1212552],[1215995],[1234238],[1246064],[1250152],[1252754],[1258859],[1277847],[1278114],[1285226],[1289098],[1291805],[1311055],[1314673],[1315262],[1327258],[1332067],[1338728],[1341277],[1344905],[1356449],[1360720],[1374748],[1375660],[1378367],[1388645],[1393578],[1407193],[1407782],[1411225],[1421617],[1441294],[1445382],[1447984],[1455207],[1458014],[1462780],[1468914],[1471587],[1475451],[1480384],[1486244],[1490776],[1497975],[1502246],[1508423],[1523634],[1528443],[1535104],[1537653],[1541281],[1557096],[1571124],[1572036],[1574743],[1585998],[1596489],[1599296],[1601064],[1601556],[1610196],[1617965],[1620772],[1627140],[1631672],[1634345],[1643142],[1650437],[1653244],[1658010],[1664144],[1666817],[1670681],[1675614],[1686006],[1693205],[1697476],[1703653],[1725267],[1725438],[1728988],[1735758],[1738565],[1746113],[1756604],[1759411],[1761671],[1763224],[1770311],[1777825],[1788316],[1791123],[1792891],[1793383],[1802023],[1804696],[1809792],[1812599],[1818967],[1823499],[1826172],[1834969],[1860946],[1875007],[1880937],[1881108],[1887005],[1891428],[1894235],[1911538],[1911709],[1915259],[1922029],[1924836],[1926604],[1927096],[1932384],[1942875],[1945682],[1947942],[1949495],[1956582],[1959255],[1968884],[1994857],[1995028],[1998945],[2006301],[2010503],[2039676],[2039847],[2043397],[2053737],[2059667],[2059838],[2065735],[2070158],[2072965],[2075225],[2082967],[2084568],[2112605],[2127595],[2138313],[2164286],[2164457],[2168374],[2175730],[2179932],[2180103],[2191977],[2209866],[2218707],[2233262],[2233433],[2241607],[2243208],[2243379],[2271245],[2292762],[2308023],[2309624],[2309795],[2338648],[2365378],[2399513],[2426615],[2481663], 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] cell #4996 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [690230],[716206],[796691],[823328],[825439],[906215],[910762],[924637],[934646],[938650],[941772],[1004665],[1010711],[1012102],[1025976],[1044719],[1055772],[1056093],[1060319],[1092347],[1093738],[1127840],[1132285],[1134660],[1135816],[1136137],[1150415],[1161187],[1166381],[1167772],[1170048],[1181543],[1181646],[1216590],[1218965],[1220121],[1220442],[1246508],[1251702],[1253093],[1255369],[1259303],[1262127],[1263293],[1263396],[1285565],[1289519],[1292400],[1294775],[1295931],[1296252],[1310530],[1327702],[1345349],[1348173],[1349339],[1349442],[1363740],[1375087],[1376081],[1378962],[1381337],[1382493],[1382814],[1387999],[1389066],[1393053],[1415351],[1415672],[1419129],[1421838],[1422061],[1423765],[1424885],[1426051],[1426154],[1448323],[1458435],[1461302],[1469358],[1474805],[1475872],[1479859],[1487014],[1491220],[1494193],[1505266],[1505587],[1505935],[1508644],[1508867],[1510571],[1511691],[1512857],[1512960],[1518533],[1518961],[1541725],[1545715],[1545818],[1551517],[1552372],[1552584],[1556571],[1571463],[1578869],[1579190],[1584229],[1588499],[1598650],[1599717],[1601777],[1602000],[1602584],[1605095],[1605523],[1617101],[1621193],[1624060],[1627910],[1632116],[1634986],[1635089],[1637563],[1638418],[1638630],[1642617],[1647845],[1664588],[1670035],[1671102],[1675089],[1680905],[1681333],[1700496],[1700817],[1703874],[1704097],[1705801],[1708087],[1708190],[1713003],[1713191],[1720419],[1723498],[1725513],[1727340],[1727768],[1729758],[1730390],[1730602],[1733166],[1744344],[1744545],[1748614],[1754743],[1755740],[1758765],[1759832],[1761892],[1762115],[1762699],[1765210],[1765638],[1790477],[1791544],[1793604],[1793827],[1794411],[1796922],[1797350],[1807200],[1819737],[1823943],[1826813],[1826916],[1829390],[1830245],[1830457],[1834444],[1845546],[1846333],[1848682],[1848870],[1851140],[1852424],[1855192],[1855410],[1868673],[1868861],[1876089],[1879168],[1879369],[1881183],[1883010],[1883438],[1885428],[1886060],[1886272],[1888836],[1906690],[1909769],[1911784],[1913611],[1914039],[1916029],[1916661],[1916873],[1919437],[1927317],[1927540],[1941014],[1942011],[1945036],[1946103],[1948163],[1948386],[1948970],[1951481],[1951909],[1967038],[1967332],[1969691],[1971693],[1975342],[1986718],[1995103],[1995890],[1998239],[1998427],[2000697],[2001981],[2004749],[2004967],[2024276],[2025063],[2027412],[2027600],[2029870],[2031154],[2033922],[2034140],[2039922],[2044167],[2044799],[2045011],[2054819],[2057898],[2058099],[2059913],[2061740],[2062168],[2064158],[2064790],[2065002],[2067566],[2075446],[2075669],[2079471],[2082261],[2082449],[2085248],[2100410],[2101197],[2108997],[2109291],[2111650],[2113652],[2117301],[2128677],[2136467],[2136761],[2139120],[2141122],[2144771],[2151189],[2155241],[2155459],[2164532],[2165319],[2167668],[2167856],[2170126],[2171410],[2174178],[2174396],[2180178],[2184423],[2185055],[2185267],[2188737],[2189523],[2208020],[2208314],[2212569],[2215359],[2218346],[2233508],[2234295],[2238111],[2240901],[2241089],[2243454],[2243888],[2252575],[2254577],[2258226],[2261176],[2267637],[2267931],[2270290],[2272292],[2275941],[2282359],[2286411],[2286629],[2291058],[2304527],[2307317],[2307505],[2309870],[2311965],[2331248],[2331542],[2335408],[2336194],[2336905],[2340361],[2348657],[2356713],[2359240],[2362030],[2365017],[2373704],[2375706],[2379355],[2396273],[2397059],[2397770],[2401226],[2417149],[2419939],[2424911],[2425543],[2426329],[2428180],[2442899],[2445818],[2447315],[2459067],[2471858],[2479959],[2480591],[2481377],[2483228],[2497836],[2499333],[2503241],[2506054],[2515157],[2524838],[2525624],[2546924],[2552354],[2555167],[2562188],[2570921],[2571707],[2576534],[2594116],[2611535],[2619735],[2626113],[2634356],[2653506],[2679917],[2688117],[2728785] ] cell #4997 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [590602],[689999],[713830],[796664],[809418],[823097],[885552],[906188],[920159],[924406],[938623],[1000187],[1004434],[1010684],[1040563],[1040669],[1044692],[1055745],[1064282],[1086323],[1092320],[1123684],[1123790],[1127813],[1135789],[1161160],[1164858],[1165660],[1166354],[1186458],[1190705],[1212801],[1212907],[1220094],[1246481],[1250179],[1250981],[1251675],[1259276],[1278150],[1289125],[1293254],[1295904],[1315511],[1315617],[1319640],[1327675],[1341304],[1342106],[1345322],[1363713],[1375687],[1379816],[1382466],[1388672],[1408031],[1408137],[1415324],[1419369],[1422034],[1441711],[1445409],[1446211],[1458041],[1462807],[1469331],[1471916],[1475478],[1486987],[1491193],[1505239],[1506175],[1508840],[1519201],[1524051],[1537680],[1538482],[1541698],[1552190],[1572063],[1576192],[1578842],[1586025],[1588739],[1593406],[1599323],[1601973],[1605763],[1610613],[1616399],[1620799],[1627883],[1632089],[1638236],[1653271],[1658037],[1664561],[1667146],[1670708],[1686423],[1700469],[1701405],[1704070],[1715264],[1725294],[1728008],[1729731],[1730208],[1738592],[1746140],[1748854],[1755038],[1759438],[1762088],[1770728],[1777852],[1780566],[1785233],[1791150],[1793800],[1797590],[1802440],[1812626],[1819710],[1823916],[1830063],[1850943],[1851100],[1854490],[1860973],[1863687],[1870934],[1880964],[1883678],[1885878],[1887422],[1894262],[1901535],[1911565],[1914279],[1916002],[1916479],[1924863],[1927513],[1932411],[1935125],[1941309],[1945709],[1948359],[1956999],[1981563],[1994884],[2000500],[2000657],[2006328],[2010530],[2013244],[2029673],[2029830],[2033220],[2039703],[2042417],[2044140],[2044617],[2049664],[2059694],[2062408],[2064608],[2066152],[2072992],[2075642],[2084595],[2108800],[2108957],[2112632],[2119580],[2123522],[2150992],[2151149],[2154539],[2164313],[2169929],[2170086],[2175757],[2179959],[2182673],[2184873],[2192004],[2193493],[2219307],[2233289],[2243235],[2267440],[2267597],[2271272],[2278220],[2282162],[2282319],[2293362],[2309651],[2317713],[2331051],[2331208],[2338675],[2340164],[2340321],[2365978],[2385933],[2399540],[2401029],[2401186],[2427215],[2451566],[2482263],[2506459],[2555572], [762914,1245678],[841842,1339030],[861833,1361022],[874512,1375173],[874868,1375279],[932343,1440908],[942288,1190871],[958543,1469585],[979389,1491447],[989971,1502548],[992206,1504822],[992648,1505624],[1020572,1535406],[1053242,1571549],[1053598,1571655],[1062963,1317690],[1064324,1320327],[1079951,1598991],[1101427,1620467],[1108406,1625565],[1113102,1632343],[1115468,1634674],[1144814,1664815],[1155396,1411527],[1157575,1160358],[1176242,1697778],[1178477,1700052],[1178919,1700854],[1188921,1448409],[1189277,1448515],[1190208,1450626],[1195896,1716267],[1202277,1722158],[1224139,1743004],[1235359,1753521],[1239306,1759106],[1271778,1790818],[1283453,1541952],[1285651,1288373],[1285757,1288729],[1300233,1817392],[1304929,1824170],[1307295,1826501],[1311061,1572484],[1317746,1578425],[1318188,1579227],[1322825,1840399],[1323904,1841261],[1325207,1842404],[1336276,1851946],[1358268,1871937],[1364649,1877828],[1391126,1902538],[1393584,1653692],[1397507,1908429],[1412674,1670376],[1414907,1418112],[1415709,1418554],[1430589,1939792],[1434536,1945377],[1441515,1701562],[1448577,1707775],[1455841,1963906],[1464481,1971019],[1466863,1973024],[1477932,1982566],[1480390,1739013],[1487422,1990818],[1488725,1991961],[1499794,2001503],[1520280,2019991],[1521583,2021134],[1523855,1780723],[1532652,2030676],[1539033,1795404],[1539190,1539481],[1545403,1548685],[1554644,2050667],[1557102,1813047],[1561025,2056558],[1572245,1828007],[1597123,2088150],[1606842,2096125],[1608145,2097268],[1610417,1863844],[1618599,2105865],[1629621,2114983],[1633013,2117906],[1640690,2124525],[1643148,1894683],[1651071,2133335],[1652150,1903016],[1652307,1652598],[1653453,1904267],[1659711,2140448],[1662093,2142453],[1668652,1668919],[1673162,2151995],[1675620,1925284],[1682652,2160247],[1683955,2161390],[1686227,1935282],[1695024,2170932],[1731556,2201333],[1736392,2204888],[1737471,1983044],[1737628,1737919],[1738774,1984295],[1757238,2221248],[1760726,2224183],[1760909,2224340],[1763230,2006749],[1766957,2229223],[1768260,2230366],[1770532,2013401],[1779631,1779898],[1788950,2246790],[1799972,2255908],[1802244,2042574],[1810426,2264505],[1811505,2051145],[1811662,1811953],[1812808,2052396],[1821448,2273623],[1824840,2276546],[1832517,2283165],[1834975,2073413],[1847001,2294515],[1851249,2300322],[1856953,2301811],[1862752,1863019],[1887226,2119737],[1892062,2328116],[1893141,2125003],[1893298,1893589],[1894444,2126254],[1917827,2348004],[1922663,2351559],[1925045,2153724],[1934190,1934457],[1943509,2367919],[1946997,2370854],[1947180,2371011],[1949501,2176178],[1954531,2377037],[1956803,2182830],[1957923,2379960],[1961965,2383582],[1972365,2392580],[1977621,2393733],[1996558,2217181],[1996715,1997006],[2000806,2220114],[2006510,2225925],[2012309,2012576],[2029979,2434175],[2035683,2435664],[2045965,2443504],[2065956,2278377],[2070792,2461969],[2073174,2284894],[2074280,2464904],[2074463,2465061],[2077747,2468066],[2086209,2473265],[2087089,2475616],[2103924,2310416],[2104731,2109106],[2110542,2110809],[2114324,2318901],[2141794,2513106],[2147050,2514259],[2151298,2520066],[2157002,2521555],[2157185,2521712],[2170235,2366785],[2175939,2372596],[2194485,2548022],[2210845,2401553],[2212033,2216031],[2220187,2408818],[2244849,2580290],[2245729,2582641],[2255249,2589288],[2272964,2452754],[2311106,2314517],[2341156,2641689],[2350498,2649239],[2366858,2529344] ] cell #4998 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [359927],[435544],[515749],[520313],[575907],[608656],[639518],[673948],[699135],[709254],[742924],[770688],[779225],[798158],[807046],[853083],[876423],[883180],[886261],[912353],[921184],[940117],[964380],[993140],[994742],[1001212],[1031813],[1035818],[1055153],[1061910],[1070536],[1116340],[1116446],[1117514],[1118939],[1131401],[1150651],[1179411],[1181013],[1187483],[1190832],[1198059],[1215706],[1229891],[1235595],[1242618],[1243420],[1262363],[1308167],[1308273],[1309341],[1310766],[1318680],[1320282],[1325443],[1338439],[1348409],[1360431],[1364876],[1372125],[1393289],[1410936],[1419046],[1425121],[1430825],[1437848],[1438650],[1449449],[1449555],[1450623],[1456068],[1467099],[1480095],[1488961],[1495352],[1501957],[1511927],[1521819],[1534815],[1549557],[1549663],[1556807],[1561252],[1568501],[1572481],[1579504],[1580306],[1586832],[1597350],[1608381],[1618826],[1624296],[1629857],[1642853],[1651298],[1653689],[1662329],[1675325],[1678190],[1678992],[1684191],[1690582],[1697187],[1701632],[1708881],[1736619],[1739010],[1745422],[1757465],[1760962],[1762935],[1768496],[1778659],[1780793],[1789177],[1795916],[1800208],[1805025],[1810653],[1813044],[1821684],[1828075],[1834680],[1857189],[1861780],[1863914],[1869565],[1880246],[1884984],[1892289],[1894680],[1903528],[1904335],[1918946],[1922890],[1925281],[1935352],[1943736],[1947233],[1949206],[1954767],[1976219],[1977848],[1983556],[1984363],[1999131],[2004499],[2006746],[2013471],[2022064],[2035919],[2042644],[2051657],[2052464],[2058976],[2063714],[2071019],[2073410],[2074516],[2087804],[2090646],[2098198],[2119807],[2125515],[2126322],[2145648],[2147277],[2157238],[2162320],[2168560],[2173928],[2176175],[2182900],[2183979],[2217693],[2220902],[2231296],[2246444],[2249286],[2259103],[2260732],[2278447],[2286161],[2315232],[2316721],[2351213],[2354055],[2356463],[2367573] ] cell #4999 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [797477],[825844],[910821],[939436],[941907],[1026035],[1030794],[1045505],[1056293],[1060378],[1063905],[1128626],[1134719],[1136337],[1150548],[1170107],[1181705],[1182216],[1186464],[1219024],[1220642],[1255428],[1262260],[1263455],[1263966],[1278288],[1289578],[1294834],[1296452],[1298642],[1310432],[1310663],[1348306],[1349501],[1350012],[1376140],[1381396],[1383014],[1385204],[1389125],[1391777],[1392955],[1393186],[1415872],[1419767],[1425018],[1426213],[1426724],[1441046],[1458494],[1475931],[1478583],[1479761],[1479992],[1494252],[1505787],[1506573],[1511824],[1513019],[1513530],[1518437],[1519599],[1520333],[1523386],[1545877],[1546388],[1549771],[1552643],[1555295],[1556473],[1556704],[1579390],[1589137],[1599776],[1604999],[1606161],[1606895],[1609948],[1617160],[1621252],[1624193],[1635148],[1635659],[1635817],[1638689],[1641341],[1642519],[1642750],[1648185],[1648733],[1671161],[1674991],[1675222],[1680809],[1681971],[1682705],[1685758],[1701017],[1708249],[1708760],[1717633],[1727244],[1728406],[1730661],[1733506],[1734054],[1745319],[1749252],[1751933],[1755799],[1759891],[1762601],[1762832],[1765114],[1766276],[1767010],[1770063],[1775391],[1791603],[1796826],[1797988],[1801775],[1807540],[1808088],[1808622],[1810479],[1826975],[1827486],[1830516],[1834346],[1834577],[1839561],[1846237],[1847054],[1852764],[1853312],[1855251],[1856048],[1858512],[1868411],[1869421],[1873303],[1878286],[1880143],[1882914],[1884076],[1886331],[1886757],[1889176],[1889724],[1890258],[1892115],[1913515],[1914677],[1916932],[1919777],[1920325],[1929950],[1931249],[1942070],[1946162],[1948872],[1949103],[1951385],[1952547],[1956334],[1962668],[1964364],[1967672],[1970181],[1973486],[1976116],[1976323],[1976857],[1977674],[1988227],[1989118],[1995794],[1997977],[1998987],[2002321],[2002869],[2004808],[2005605],[2008069],[2009368],[2024967],[2031494],[2032042],[2033981],[2034778],[2037242],[2045070],[2057016],[2058873],[2061644],[2062806],[2065061],[2065487],[2067906],[2068454],[2068988],[2070845],[2078359],[2080349],[2083124],[2085328],[2086912],[2088608],[2090502],[2091916],[2101101],[2106323],[2109631],[2111249],[2112140],[2115445],[2118075],[2118282],[2118816],[2133793],[2137101],[2139610],[2142915],[2145545],[2145752],[2146286],[2147103],[2155300],[2156097],[2165223],[2167406],[2168416],[2171750],[2172298],[2174237],[2175034],[2177498],[2178797],[2185326],[2188817],[2189122],[2191512],[2194026],[2195097],[2197087],[2205346],[2208654],[2213447],[2216222],[2218426],[2221706],[2223600],[2225014],[2234199],[2238989],[2241764],[2243968],[2245552],[2247248],[2249142],[2250556],[2259000],[2259207],[2259741],[2264963],[2268271],[2269889],[2270780],[2274085],[2276715],[2276922],[2277456],[2286470],[2287267],[2290372],[2291138],[2297440],[2305405],[2308180],[2312045],[2312350],[2317254],[2320315],[2328574],[2331882],[2335488],[2335793],[2338183],[2340697],[2341768],[2343758],[2348737],[2352017],[2353911],[2355325],[2356772],[2360118],[2362893],[2365097],[2368377],[2370271],[2371685],[2380129],[2380336],[2380870],[2384289],[2394191],[2396353],[2396658],[2399048],[2402994],[2410062],[2418027],[2420802],[2424225],[2424991],[2425623],[2431293],[2436197],[2439258],[2443673],[2445898],[2446203],[2451107],[2454168],[2459147],[2462427],[2464321],[2465735],[2477507],[2479273],[2480039],[2480671],[2497916],[2498221],[2504815],[2505368],[2506134],[2514717],[2517184],[2520972],[2523520],[2524918],[2530588],[2535492],[2538553],[2547004],[2551413],[2553928],[2554481],[2555247],[2569603],[2571001],[2576858],[2584532],[2584881],[2593430],[2594196],[2605246],[2613036],[2613587],[2620059],[2626193],[2633670],[2634436],[2638565],[2645080],[2653830],[2668674],[2676007],[2681418],[2688441],[2694327],[2704827],[2726794],[2734127],[2768198] ] cell #5000 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [690235],[716211],[796701],[823333],[825504],[906225],[910757],[924642],[934771],[938660],[941829],[1004670],[1010721],[1012227],[1025971],[1044729],[1055782],[1056215],[1060314],[1092357],[1093863],[1127850],[1134655],[1135826],[1136259],[1150268],[1161197],[1166391],[1167897],[1170043],[1181401],[1181641],[1218960],[1220131],[1220564],[1246518],[1251712],[1253218],[1255364],[1259313],[1261980],[1263151],[1263391],[1285690],[1289514],[1294770],[1295941],[1296374],[1310383],[1327712],[1345359],[1348026],[1349197],[1349437],[1363750],[1375212],[1376076],[1381332],[1382503],[1382936],[1387859],[1389061],[1389813],[1392906],[1415361],[1415794],[1419119],[1422071],[1424738],[1425909],[1426149],[1448448],[1458430],[1469368],[1474665],[1475867],[1476619],[1479712],[1487024],[1491230],[1494188],[1505276],[1505709],[1505925],[1508877],[1511544],[1512715],[1512955],[1518388],[1518951],[1541735],[1545573],[1545813],[1551377],[1552579],[1553331],[1556424],[1571588],[1578879],[1579312],[1588489],[1598510],[1599712],[1602010],[1604950],[1605513],[1617096],[1621188],[1623913],[1627920],[1632126],[1634844],[1635084],[1637423],[1638625],[1639377],[1642470],[1647835],[1664598],[1669895],[1671097],[1674942],[1680760],[1681323],[1681881],[1683808],[1700506],[1700939],[1704107],[1707945],[1708185],[1713181],[1720279],[1721127],[1727195],[1727758],[1729768],[1730597],[1733156],[1743413],[1744498],[1748604],[1753759],[1755735],[1758625],[1759827],[1762125],[1762552],[1765065],[1765628],[1766186],[1768113],[1790337],[1791539],[1793837],[1796777],[1797340],[1807190],[1808573],[1819747],[1823953],[1826671],[1826911],[1829250],[1830452],[1834297],[1840808],[1842642],[1846188],[1848860],[1852414],[1855187],[1855400],[1855958],[1856806],[1867862],[1868851],[1875949],[1878237],[1879322],[1882865],[1883428],[1885438],[1886267],[1888826],[1890209],[1906550],[1913466],[1914029],[1916039],[1916868],[1919427],[1927550],[1940030],[1942006],[1944896],[1946098],[1948396],[1948823],[1951336],[1951899],[1952457],[1954384],[1962119],[1964315],[1967322],[1969681],[1971428],[1973262],[1975295],[1976808],[1986578],[1992199],[1995745],[1997428],[1998417],[2001971],[2004744],[2004957],[2005515],[2021372],[2024918],[2027590],[2031144],[2033917],[2034130],[2034688],[2035536],[2044177],[2045006],[2054679],[2056967],[2058052],[2061595],[2062158],[2064168],[2064997],[2067556],[2068939],[2075679],[2079461],[2079800],[2082439],[2085156],[2086363],[2088559],[2097506],[2101052],[2106274],[2109281],[2111640],[2115221],[2117254],[2118767],[2128537],[2133744],[2136751],[2139110],[2140857],[2142691],[2144724],[2146237],[2155236],[2155449],[2156007],[2161628],[2165174],[2166857],[2167846],[2171400],[2174173],[2174386],[2174944],[2184433],[2185262],[2188645],[2189513],[2196538],[2205297],[2208304],[2212559],[2212898],[2218254],[2221657],[2230604],[2234150],[2238101],[2238440],[2241079],[2243796],[2245003],[2247199],[2252565],[2256146],[2258179],[2259692],[2261186],[2264914],[2267921],[2270280],[2273861],[2275894],[2277407],[2286406],[2286619],[2287177],[2290966],[2302049],[2304517],[2304856],[2307495],[2311873],[2319766],[2328525],[2331532],[2335316],[2336184],[2336895],[2343209],[2348565],[2351968],[2356708],[2359230],[2359569],[2364925],[2368328],[2373694],[2377275],[2379308],[2380821],[2394142],[2396181],[2397049],[2397760],[2417139],[2417478],[2424819],[2425451],[2426319],[2435902],[2438709],[2442852],[2445726],[2447305],[2453619],[2458975],[2462378],[2471848],[2476958],[2479867],[2480499],[2481367],[2497744],[2499323],[2505962],[2514668],[2515071],[2524746],[2525614],[2538004],[2546832],[2547475],[2555075],[2562178],[2570829],[2571697],[2576448],[2583983],[2594024],[2610863],[2619649],[2626021],[2634264],[2641142],[2653420],[2679245],[2688031],[2728699] ] cell #5001 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1284184],[1334963],[1414190],[1446942],[1498481],[1531339],[1544402],[1560126],[1577708],[1621940],[1646172],[1671849],[1682254],[1689418],[1693711],[1706774],[1745185],[1760579],[1766559],[1773723],[1808915],[1808923],[1813767],[1815740],[1831204],[1837999],[1856331],[1869542],[1880009],[1890551],[1890559],[1895403],[1897376],[1907398],[1929684],[1930769],[1931456],[1931515],[1946850],[1952830],[1959994],[1975982],[1977150],[1977158],[1987426],[1999108],[2007803],[2008888],[2009575],[2009634],[2019538],[2035061],[2046592],[2048143],[2048272],[2058739],[2069281],[2069289],[2074133],[2076106],[2081996],[2090623],[2091436],[2092123],[2092182],[2095672],[2120450],[2122001],[2122130],[2131548],[2145411],[2146579],[2146587],[2156855],[2157648],[2168537],[2177232],[2178317],[2179004],[2179063],[2190563],[2194064],[2198734],[2199739],[2199868],[2203101],[2215094],[2225221],[2226624],[2236991],[2240636],[2249263],[2250076],[2250763],[2250822],[2254312],[2258866],[2279090],[2280641],[2280770],[2290410],[2292067],[2295247],[2297141],[2298881],[2303407],[2307052],[2313791],[2321962],[2323096],[2337234],[2340735],[2345405],[2346410],[2346539],[2349772],[2354032],[2355532],[2361765],[2371892],[2373295],[2383799],[2389628],[2391285],[2398099],[2403032],[2404689],[2409763],[2411503],[2419674],[2424263],[2425920],[2429100],[2430994],[2432734],[2437260],[2440905],[2442039],[2447644],[2455815],[2456949],[2465942],[2473482],[2479311],[2480968],[2485362],[2487809],[2491191],[2492848],[2495705],[2499662],[2504325],[2510154],[2511811],[2516885],[2518625],[2523558],[2525215],[2530289],[2532029],[2540200],[2541334],[2553438],[2560754],[2563812],[2567288],[2569641],[2571298],[2580507],[2586336],[2587993],[2592387],[2594834],[2598216],[2599873],[2602730],[2604947],[2606687],[2613074],[2624937],[2626664],[2630594],[2632627],[2635074],[2640677],[2647105],[2654421],[2657479],[2660955],[2663308],[2664965],[2668946],[2670499],[2678119],[2681961],[2689032],[2693814],[2705677],[2707404],[2711334],[2713367],[2718280],[2725764],[2728935],[2734977],[2737439],[2738992],[2750454],[2759630],[2764259],[2765812],[2775409],[2786064],[2797534],[2806430],[2824346], [1504758,2005888],[1617088,1874130],[1634019,2119109],[1634608,2119117],[1678126,2156380],[1699988,2175317],[1711968,2382315],[1745244,1993988],[1755727,2003696],[1761408,2224534],[1761693,2225280],[1804370,2260034],[1804959,2260042],[1825846,2277749],[1826435,2277757],[1837481,2287550],[1838432,2467118],[1854139,1855179],[1869413,2107279],[1878153,2317292],[1880068,2117010],[1885578,2322967],[1921152,2155228],[1926833,2354845],[1927118,2355591],[1941998,2173125],[1947679,2371205],[1947964,2371951],[1958929,2381163],[1959518,2381171],[1959754,2542147],[1964231,2384327],[1975051,1976041],[1988219,2210344],[1997849,2407869],[1998979,2222662],[2004793,2566259],[2032869,2033909],[2036892,2436235],[2038807,2258925],[2044317,2441910],[2056883,2451145],[2058798,2275650],[2064308,2456820],[2067313,2603133],[2074962,2465255],[2075247,2466001],[2078351,2289777],[2080221,2468867],[2088475,2474010],[2089564,2090494],[2106190,2485890],[2111241,2317212],[2117654,2629569],[2133660,2504853],[2134522,2505406],[2135578,2639019],[2144480,2145470],[2148341,2514991],[2149471,2353903],[2167278,2528395],[2168408,2369333],[2174222,2659926],[2177148,2535530],[2184573,2541205],[2189114,2384247],[2193984,2194018],[2195089,2388995],[2196959,2548823],[2205213,2553966],[2206075,2554519],[2207131,2676461],[2213319,2559197],[2221573,2564340],[2223915,2684400],[2238861,2575892],[2239649,2576368],[2240552,2576896],[2247115,2581035],[2248204,2249134],[2252166,2436189],[2264830,2592915],[2265692,2593468],[2266748,2705281],[2269881,2451065],[2276294,2710309],[2279511,2603053],[2286455,2715814],[2290330,2290364],[2297432,2473930],[2305277,2619093],[2306065,2619569],[2306968,2620097],[2312342,2485810],[2320187,2628012],[2328441,2633155],[2329303,2633708],[2330359,2734581],[2335785,2504773],[2336496,2505360],[2337655,2638939],[2340655,2340689],[2341760,2509521],[2343630,2642490],[2351884,2647633],[2353802,2744954],[2356757,2746612],[2359990,2652864],[2360778,2653340],[2361681,2653868],[2368244,2658007],[2370586,2752893],[2379708,2757525],[2394058,2673913],[2396650,2553886],[2397361,2554473],[2398520,2676381],[2402952,2402986],[2407462,2681456],[2410054,2564260],[2414671,2771006],[2417899,2687475],[2418687,2687951],[2419590,2688479],[2424183,2424217],[2431285,2580955],[2439130,2699833],[2440821,2700837],[2443252,2782893],[2446195,2592835],[2446906,2593422],[2448065,2705201],[2454040,2708752],[2462294,2713895],[2464212,2791710],[2464636,2792106],[2475499,2720797],[2477379,2722350],[2479231,2479265],[2487379,2727066],[2489259,2728619],[2495621,2732033],[2498213,2633075],[2498924,2633662],[2500083,2734501],[2514584,2742406],[2516455,2811059],[2517176,2647553],[2519046,2744874],[2521287,2812612],[2523478,2523512],[2530580,2657927],[2535197,2817806],[2538425,2755968],[2540116,2756972],[2550083,2761742],[2551405,2673833],[2560457,2766856],[2561779,2681410],[2565829,2769373],[2567709,2770926],[2569561,2569595],[2582524,2777926],[2584404,2779479],[2586039,2835140],[2602646,2789162],[2605238,2713815],[2607108,2791630],[2612994,2613028],[2613579,2720299],[2615356,2795422],[2622498,2726786],[2624275,2799511],[2629272,2801623],[2643750,2808542],[2645072,2742326],[2646443,2853942],[2659496,2816173],[2661376,2817726],[2668448,2668666],[2670815,2761238],[2678358,2766522],[2683738,2827545],[2694319,2777428],[2696096,2833028],[2710012,2839229],[2717776,2717946],[2739308,2808038],[2752231,2857141] ] cell #5002 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917498,2159185],[997526,2228161],[1084702,2300468],[1183797,2374832],[1190455,2185752],[1206221,2389747],[1244057,2413090],[1276529,2434321],[1312369,2279639],[1335012,2473490],[1368593,2491310],[1396012,2337783],[1401451,2510273],[1414765,2519174],[1417425,2520212],[1439287,2533616],[1442224,2373303],[1482818,2398648],[1492472,2560873],[1498530,2563820],[1525684,2425928],[1531388,2580515],[1542977,2586455],[1544451,2588001],[1559530,2448193],[1564969,2598335],[1572942,2279889],[1578283,2607236],[1580943,2608274],[1612246,2480976],[1621989,2624945],[1645576,2500211],[1648441,2504333],[1655256,2338821],[1671898,2647113],[1687702,2654540],[1688056,2525223],[1689993,2661504],[1693760,2657487],[1705349,2663427],[1706823,2664973],[1733762,2553446],[1740577,2399686],[1772007,2689151],[1772361,2571306],[1774298,2567837],[1775912,2424382],[1784469,2693933],[1807796,2592395],[1813816,2705685],[1814611,2449231],[1815789,2711342],[1831253,2713375],[1859033,2479430],[1867590,2725883],[1889432,2632635],[1895452,2734985],[1896247,2501249],[1897425,2630602],[1907447,2739000],[1929733,2750462],[1930471,2523677],[1967928,2670507],[1987475,2765820],[2007852,2681969],[2008590,2569760],[2019587,2775417],[2082045,2718288],[2083645,2613193],[2095721,2797542], [370618,1465613,2195954],[469913,1628371,2319182],[472965,1633368,2629688],[491144,1660843,2342625],[548915,1745234,2559205],[552875,1749986,2405554],[560940,1760628,2684408],[588856,1798722,2438125],[603766,1820198,2453035],[606818,1825195,2710428],[644602,1870057,2486009],[653684,1880058,2628020],[657644,1884810,2493713],[689749,1673813,2352221],[695586,1931505,2652872],[699546,1936257,2526080],[707611,1946899,2752901],[712084,1953281,2537420],[715136,1958278,2757644],[734410,1976031,2548831],[748069,1989756,2211603],[758057,1999623,2564459],[767139,2009624,2687483],[771099,2014376,2572163],[782197,2025784,2578628],[797056,1544682,2256891],[800278,2046320,2783012],[803242,2048787,2593034],[812324,2058788,2708760],[816284,2063540,2600738],[822847,1833168,2462631],[824349,2074182,2792114],[844729,2091138,2474129],[845708,2092172,2722358],[856055,2101918,2621829],[869388,2112778,2318471],[879376,2122645,2633274],[887864,2132097,2637581],[903839,2145460,2642498],[911196,1414254,2153069],[911660,1678048,2355666],[914481,2156904,2812620],[924156,1938204,2527463],[927486,2169052,2658126],[936568,2179053,2755976],[939015,1707054,2378020],[940528,2183805,2665830],[942237,1960569,2542968],[959785,2198783,2761750],[961299,2198987,2392150],[962638,2200383,2674032],[965983,2203650,2675023],[993837,2225270,2770934],[1004184,2016323,2573546],[1006003,2236999,2691139],[1023459,2249778,2581154],[1024438,2250812,2779487],[1027653,2254361,2835148],[1030932,1804073,2441918],[1033405,2258915,2699841],[1034785,2260558,2702569],[1037421,2047141,2591291],[1045084,1816020,2450627],[1048118,2271418,2452324],[1058106,2281285,2714014],[1060753,1577772,2284239],[1061217,1837403,2466076],[1064038,2076155,2609034],[1081531,1853020,2619577],[1082042,2299430,2721395],[1087639,2303415,2723089],[1114344,2322011,2801631],[1117197,2323611,2732152],[1120542,2120999,2631531],[1128205,1897656,2502645],[1129889,1899262,2335396],[1146056,2345454,2808550],[1147570,2345658,2512676],[1148909,2347054,2742525],[1151743,1920033,2514999],[1152254,2350321,2743516],[1155623,1926848,2354880],[1158283,2354547,2647752],[1159262,2355581,2744882],[1161673,2157656,2651325],[1163610,1931590,2525784],[1170482,1689482,2364448],[1170946,1699910,2372026],[1180108,2371941,2817734],[1183323,2177281,2661853],[1186602,1958632,2541213],[1200782,2191112,2669544],[1207695,2391293,2762049],[1207926,1974007,2554638],[1214194,1979290,2396261],[1233707,2215143,2766864],[1240886,2002577,2687959],[1241397,2412052,2769971],[1246994,2226632,2685936],[1248931,2009709,2571867],[1255803,1773787,2422357],[1256267,1504680,2225355],[1266179,2240685,2692509],[1273358,2031750,2576376],[1273869,2433283,2778524],[1279466,2437268,2780218],[1279697,2037763,2436354],[1284695,2440954,2781588],[1286209,2441158,2588858],[1287548,2442554,2700956],[1290004,2047391,2445806],[1291182,2048151,2593789],[1292009,1808987,2448311],[1298780,1825549,2456828],[1306171,2455864,2839237],[1309024,2457464,2789281],[1311858,2068162,2603061],[1315738,2074977,2465290],[1319377,2465991,2791638],[1320032,2076386,2287818],[1329308,2292075,2718587],[1336927,2088812,2480579],[1341162,2092257,2481537],[1352225,2307101,2724459],[1362643,2109887,2728627],[1363154,2314340,2727664],[1370067,2492856,2801930],[1370298,2115966,2633827],[1374217,1634549,2119181],[1376566,2121249,2497824],[1377744,2122009,2634029],[1378571,1890623,2500329],[1385342,1633722,2322975],[1395501,2137357,2638947],[1402925,2511819,2808849],[1403156,2143436,2505525],[1409424,2148719,2348645],[1419979,1940879,2528403],[1421369,1930804,2362018],[1421487,1682183,2164397],[1428937,2361814,2748644],[1429080,1947694,2371240],[1436116,2172006,2653348],[1436627,2532578,2816771],[1442455,2178019,2535649],[1444161,2179138,2373864],[1447453,2540249,2819835],[1450306,2541849,2757091],[1451033,1960058,2185870],[1453211,2383807,2669028],[1460026,2192150,2546912],[1470964,2199747,2554840],[1471791,1977222,2398766],[1482307,2208910,2676389],[1486953,1749464,1994968],[1492826,2404697,2767163],[1493057,2216743,2681575],[1500445,2221910,2570909],[1504169,1761541,2005817],[1506785,1754608,2407877],[1508175,2008923,2419927],[1508293,1766488,2233373],[1515743,2419723,2773035],[1515886,1761423,2224569],[1519811,2024141,2575900],[1525915,2242285,2577015],[1533303,2247452,2425531],[1537538,2250897,2426489],[1548601,1804900,2260106],[1550532,2057754,2451264],[1552018,1808849,2267493],[1559019,2268527,2705209],[1560637,2602779,2840571],[1566443,2599881,2839536],[1566674,2274606,2593587],[1570593,1826376,2277821],[1574120,2280649,2458740],[1574947,2069353,2279757],[1584085,2290529,2611523],[1589349,1845411,2468875],[1594493,2295255,2617554],[1601308,2091471,2483216],[1601426,1856260,2309735],[1606373,2100275,2619101],[1612477,2308701,2620216],[1615969,2485370,2727148],[1617022,1874064,2108853],[1622784,2315378,2626101],[1627849,1881048,1884288],[1633953,1885706,2119043],[1636578,1879024,2317411],[1638064,1890485,2331104],[1645065,2332138,2734509],[1646683,2495754,2802965],[1649494,2136323,2504972],[1666194,2346418,2505727],[1667021,2146651,2337901],[1677537,1926966,2156309],[1679282,2167656,2365548],[1688287,2363414,2653987],[1695675,2368581,2524826],[1699399,1947812,2175246],[1703405,2178352,2375694],[1703523,1952759,2180043],[1710973,1959459,2381235],[1712991,1961535,2188725],[1718394,1966894,2384446],[1723354,2194183,2552342],[1725378,1728618,1729697],[1730036,1977084,2401082],[1734815,2207876,2554085],[1744200,2403151,2679905],[1744533,1993277,2215347],[1755661,2000553,2003630],[1763587,1998227,2218877],[1772592,2421323,2688598],[1776245,2240889,2426785],[1786320,2429108,2574353],[1793135,2250111,2428168],[1793253,2034990,2243319],[1798200,2039787,2044106],[1804304,2044445,2259968],[1819676,2059778,2063018],[1825780,2064436,2277683],[1829891,2069215,2282215],[1836892,2075095,2287479],[1838510,2076982,2467182],[1843720,2082249,2292932],[1848670,2085236,2085779],[1850996,1854073,1855113],[1859366,2307305,2481833],[1868661,2103494,2311953],[1879357,2113640,2116299],[1909625,2340854,2503229],[1911649,1914889,1915968],[1916307,2146513,2340217],[1921086,2151045,2155162],[1941932,2169982,2173059],[1958863,2184701,2381097],[1971681,1974340,1975330],[2027400,2243876,2244419],[2029726,2032803,2033843],[2038096,2254565,2258214],[2058087,2272280,2274939],[2141110,2143769,2144759] ] cell #5003 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117428],[1206176],[1243940],[1244604],[1287779],[1309255],[1335390],[1368548],[1373334],[1373424],[1401406],[1417308],[1417972],[1439170],[1439834],[1450537],[1465260],[1492427],[1495665],[1498908],[1503744],[1531766],[1542932],[1547718],[1547808],[1564924],[1569710],[1569800],[1580826],[1581490],[1582513],[1587145],[1592991],[1622367],[1625595],[1628018],[1633299],[1660490],[1669033],[1672276],[1677112],[1690895],[1694138],[1698974],[1710090],[1710180],[1711994],[1714849],[1716297],[1726414],[1747260],[1749633],[1753106],[1760696],[1778972],[1780012],[1784818],[1795946],[1798369],[1817422],[1819845],[1825126],[1828388],[1836467],[1837627],[1841989],[1851976],[1862093],[1863133],[1868076],[1870519],[1871967],[1882084],[1884874],[1901120],[1902568],[1903558],[1904648],[1912685],[1918531],[1933531],[1934571],[1939377],[1946967],[1950505],[1950627],[1958209],[1962333],[1972609],[1981148],[1982596],[1983586],[1984676],[1991546],[2001533],[2011650],[2012690],[2020719],[2021649],[2023097],[2023219],[2030706],[2040823],[2046251],[2049249],[2050697],[2051687],[2052777],[2060814],[2063604],[2074250],[2086577],[2093208],[2096853],[2097783],[2099231],[2099353],[2110923],[2114568],[2123107],[2124555],[2125545],[2126635],[2142038],[2152025],[2154105],[2156972],[2160975],[2161905],[2163353],[2163475],[2170962],[2181079],[2183869],[2193078],[2198851],[2201363],[2215211],[2217723],[2226306],[2229951],[2230881],[2232329],[2232451],[2245217],[2251848],[2254429],[2255493],[2257871],[2257993],[2260622],[2273208],[2283195],[2285275],[2289528],[2299494],[2301396],[2314404],[2316306],[2322079],[2324591],[2324713],[2345522],[2348034],[2350385],[2372977],[2376622],[2379000],[2379122],[2382840],[2388746],[2391237],[2402150],[2404641],[2412116],[2433347],[2435249],[2437212],[2455932],[2458444],[2458566],[2472523],[2484403],[2492800],[2509272],[2511763],[2532642],[2579548],[2599825], [370619,2205690],[469914,2328918],[491145,2134137],[499424,1674592],[552876,2407077],[588857,2036507],[590434,1801358],[603767,2265307],[612046,1833947],[644603,2485085],[657645,2495236],[689750,1923442],[699547,2361296],[701118,1938983],[712085,2176763],[713662,1955917],[747928,2558311],[758058,2563535],[771100,2419205],[772671,2017102],[782198,2240167],[803243,2445219],[803473,2053008],[809250,2055954],[816285,2602261],[822848,2071571],[844730,2616217],[856056,2306583],[869247,2627126],[879377,2497237],[879607,2126866],[885384,2129812],[887865,2334809],[917357,2522932],[917381,1687657],[918045,2163565],[924157,2165687],[927487,2657202],[940529,2539731],[942100,1711330],[961158,2672902],[962639,2551061],[962869,1984907],[965984,2395674],[997385,2569015],[997409,1771962],[998073,2232541],[1004185,2234663],[1006071,2423637],[1023460,2696957],[1034786,2440436],[1037422,2261636],[1037645,2265926],[1037735,1814194],[1047977,2707866],[1058107,2604262],[1058337,1828619],[1064114,1837717],[1082043,2475244],[1084561,2616473],[1084585,1867545],[1085249,2099443],[1087707,2478685],[1117198,2630250],[1120543,2325247],[1120766,2329537],[1120856,1895830],[1129953,2131762],[1147429,2741395],[1148910,2644728],[1149140,1904879],[1152255,2516200],[1158284,2745549],[1161741,2357022],[1162674,1935904],[1183656,2662682],[1183680,1705304],[1184344,1950717],[1190456,1959633],[1200783,2385561],[1206152,2671953],[1207763,2549754],[1210962,2206309],[1211052,1987853],[1214258,2203315],[1241398,2565574],[1243916,2684855],[1247062,2414931],[1247995,2014023],[1273870,2582269],[1276388,2697213],[1276412,1784424],[1277076,2023309],[1279534,2585710],[1286068,2781882],[1287549,2702071],[1290068,2046806],[1309025,2710990],[1312370,2067192],[1312593,2066491],[1312683,1831631],[1329376,2469798],[1332147,2302309],[1335080,2474490],[1336991,2299095],[1340226,2101565],[1363155,2487124],[1368524,2730073],[1370135,2628943],[1376630,2120664],[1396013,2135457],[1401382,2740446],[1402993,2643421],[1406192,2134756],[1406282,1907825],[1409488,2349986],[1414766,2353681],[1417284,2745805],[1436628,2659241],[1439146,2753348],[1442292,2176549],[1443225,1952928],[1450307,2758206],[1455287,2384807],[1460090,2190777],[1462837,2202019],[1465677,2390941],[1482819,2207010],[1492403,2679496],[1492894,2560128],[1498598,2564820],[1500509,2411717],[1525752,2239953],[1528523,2235893],[1531456,2581515],[1533367,2432948],[1536602,2025431],[1542908,2780933],[1544519,2440222],[1559531,2266627],[1564900,2787202],[1566511,2709683],[1573006,2066660],[1578284,2464091],[1580802,2792561],[1586055,2291723],[1612314,2306369],[1618045,2486370],[1622057,2625392],[1622848,2314005],[1628435,2492504],[1645577,2330238],[1650517,2334055],[1655320,2134925],[1658067,2130466],[1660907,2511467],[1671966,2515446],[1673877,2353149],[1687633,2747989],[1688124,2361082],[1689994,2535076],[1693828,2658487],[1695739,2532243],[1705280,2819180],[1706891,2539517],[1735838,2394920],[1740641,2206478],[1746170,2404345],[1750050,2561435],[1771938,2772380],[1772429,2418991],[1774299,2414550],[1777882,2236647],[1784400,2834281],[1798786,2436916],[1809872,2444465],[1813884,2706132],[1814675,2266095],[1815857,2602047],[1820262,2599529],[1831321,2603508],[1833232,2463559],[1861003,2303063],[1867521,2796675],[1891508,2496483],[1895520,2735432],[1896311,2329706],[1897493,2495022],[1907515,2639870],[1929801,2656309],[1932441,2357776],[1936321,2655102],[1938268,2534544],[1953345,2536211],[1968964,2546203],[1987543,2677312],[2007920,2562642],[2010560,2415685],[2014440,2689713],[2016387,2414018],[2019655,2691854],[2025848,2578130],[2047205,2597334],[2082113,2611114],[2084625,2471105],[2095789,2723804],[2101982,2621331],[2121063,2490309],[2132161,2639614],[2157600,2656520],[2191176,2545947],[2203714,2677056],[2226576,2562853],[2236943,2692803],[2292019,2612063],[2303359,2724753] ] cell #5004 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1504688],[1633438],[1633724],[1634554],[1678056],[1699918],[1712948],[1725380],[1745236],[1754610],[1760630],[1761419],[1761543],[1804075],[1804905],[1825265],[1825551],[1826381],[1837411],[1845413],[1848627],[1850992],[1853022],[1868618],[1870053],[1879020],[1880060],[1881050],[1884806],[1885702],[1899219],[1911651],[1920035],[1926844],[1926968],[1931507],[1940881],[1946901],[1947690],[1947814],[1958348],[1958634],[1959464],[1960577],[1966890],[1971638],[1974003],[1976033],[1979247],[1989713],[1994970],[1998184],[1999619],[2000549],[2002579],[2009626],[2024143],[2027357],[2029722],[2031752],[2037759],[2039789],[2044441],[2046390],[2047348],[2048783],[2057750],[2058790],[2059780],[2063536],[2064432],[2068164],[2074184],[2074973],[2075097],[2076157],[2076987],[2082206],[2088769],[2091134],[2092174],[2100277],[2108849],[2109889],[2112735],[2113597],[2115962],[2121206],[2122641],[2136319],[2137359],[2141067],[2143432],[2145462],[2148676],[2151041],[2156906],[2159142],[2167613],[2169048],[2169978],[2172008],[2177283],[2178015],[2179055],[2183801],[2184697],[2187488],[2192107],[2198785],[2198944],[2200379],[2207872],[2208912],[2215145],[2215304],[2216739],[2221867],[2225272],[2228118],[2240687],[2240846],[2242281],[2247409],[2249774],[2250814],[2254363],[2254522],[2258917],[2260554],[2268529],[2271375],[2272237],[2274602],[2281281],[2289440],[2295806],[2299426],[2300425],[2307103],[2307262],[2308697],[2310716],[2314336],[2315335],[2322013],[2323607],[2332140],[2345456],[2345615],[2347050],[2350317],[2354543],[2355583],[2361816],[2363410],[2368538],[2371943],[2374789],[2382887],[2388658],[2391260],[2402062],[2404664],[2412048],[2419725],[2421319],[2429659],[2433279],[2434278],[2437235],[2440956],[2441115],[2442550],[2455866],[2457460],[2465993],[2472570],[2484450],[2492823],[2495756],[2509184],[2511786],[2532574],[2540251],[2541845],[2579595],[2599848],[2602781], [370626,2195911],[469921,2319139],[491152,2342582],[552883,2405511],[588864,2438082],[603774,2452992],[644610,2484997],[657652,2493670],[689757,2352178],[699554,2526037],[712092,2537377],[748277,2558358],[758065,2563447],[771107,2572120],[782205,2578585],[797064,2256887],[803250,2592022],[816292,2600695],[822855,2462588],[844737,2616129],[856063,2621786],[869596,2627173],[879384,2632262],[887872,2637538],[911201,2153071],[917706,2652025],[924164,2527420],[927494,2657114],[939023,2378016],[940536,2665787],[961507,2672949],[962646,2673496],[965991,2674980],[997734,2686636],[1004192,2573503],[1006005,2691137],[1023467,2696869],[1034793,2702526],[1037429,2591248],[1045092,2450623],[1048326,2707913],[1058114,2713002],[1060758,2284241],[1082050,2721352],[1084910,2721914],[1087641,2723087],[1117205,2731616],[1120550,2631488],[1128213,2502641],[1129885,2334159],[1147778,2741442],[1148917,2741989],[1152262,2743473],[1158291,2745461],[1161675,2651323],[1163618,2525780],[1170487,2364450],[1184005,2755129],[1190463,2185748],[1200790,2669501],[1206291,2761717],[1207697,2762047],[1214190,2395024],[1241405,2769928],[1244265,2770490],[1246996,2685934],[1248939,2571863],[1255808,2422359],[1273877,2778481],[1276737,2779043],[1279468,2780216],[1286417,2781929],[1287556,2782476],[1290000,2444569],[1291184,2593787],[1292014,2448313],[1309032,2788745],[1312377,2279635],[1320040,2287814],[1329310,2718585],[1335014,2615106],[1336923,2474594],[1341170,2481533],[1363162,2727621],[1368663,2801598],[1370069,2801928],[1376562,2496587],[1377746,2634027],[1378576,2500331],[1396020,2337779],[1401521,2808517],[1402927,2808847],[1409420,2515550],[1414773,2519170],[1417633,2812176],[1421365,2361975],[1421489,2164399],[1436635,2816728],[1439495,2817290],[1442226,2373270],[1444169,2373860],[1450314,2820723],[1451038,2185872],[1453213,2669026],[1460022,2546307],[1465609,2549410],[1470966,2554838],[1471796,2398768],[1482826,2398644],[1492542,2766831],[1492828,2767161],[1498532,2683488],[1500441,2564924],[1508171,2419884],[1508295,2233375],[1525686,2425895],[1531390,2695846],[1533299,2581619],[1537546,2426485],[1543047,2835115],[1544453,2587968],[1552014,2267489],[1559538,2448189],[1565039,2839204],[1566445,2839534],[1572938,2279846],[1574122,2458738],[1574952,2279759],[1578291,2607232],[1581151,2842863],[1584081,2611480],[1594495,2617552],[1601304,2483173],[1601428,2309737],[1612248,2480943],[1615971,2727146],[1621991,2728183],[1622780,2625496],[1628367,2628599],[1638060,2331100],[1645584,2500207],[1648443,2503413],[1655252,2338778],[1660839,2643077],[1666196,2505725],[1667026,2337903],[1671900,2646193],[1673809,2520169],[1687772,2813631],[1688058,2525190],[1690001,2661500],[1693762,2751981],[1695671,2658591],[1703401,2375651],[1703525,2180045],[1705419,2859228],[1706825,2664940],[1723350,2552299],[1730032,2401078],[1733764,2552526],[1740573,2399643],[1744196,2679862],[1749982,2681039],[1772077,2829632],[1772363,2571273],[1774306,2567833],[1775908,2423293],[1784539,2868127],[1786322,2574351],[1793131,2428125],[1793255,2243321],[1798718,2585366],[1807798,2591475],[1813818,2785312],[1814607,2449188],[1815791,2711309],[1820194,2709339],[1829887,2282211],[1831255,2712455],[1833164,2608231],[1859029,2478341],[1867660,2845355],[1889434,2631715],[1895454,2805257],[1896243,2501206],[1897427,2630569],[1907449,2738556],[1909621,2503186],[1916303,2340213],[1929735,2750429],[1930467,2522588],[1936253,2749532],[1938200,2533573],[1953277,2662338],[1967930,2670063],[1987477,2765376],[2007854,2681936],[2008586,2568671],[2014372,2773923],[2016319,2413047],[2019589,2775384],[2025780,2693397],[2047137,2597246],[2082047,2718255],[2083641,2612657],[2095723,2797509],[2101914,2725347],[2120995,2490221],[2132093,2639526],[2157623,2656567],[2191108,2545859],[2203646,2676968],[2226599,2562900],[2236966,2692850],[2292042,2612110],[2303382,2724800] ] cell #5005 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ 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2136324,2504973],[1666197,2346419,2505728],[1667027,2146652,2337904],[1677538,1926969,2156310],[1679283,2167657,2365549],[1688288,2363415,2653988],[1695676,2368582,2524827],[1699400,1947815,2175247],[1703406,2178353,2375695],[1703526,1952760,2180046],[1710974,1959465,2381236],[1712992,1961536,2188726],[1718395,1966895,2384447],[1723355,2194184,2552343],[1725381,1728619,1729698],[1730037,1977085,2401083],[1734816,2207877,2554086],[1744201,2403152,2679906],[1744534,1993278,2215348],[1755662,2000554,2003631],[1763588,1998228,2218878],[1772593,2421324,2688599],[1776246,2240890,2426786],[1786323,2429109,2574354],[1793136,2250112,2428169],[1793256,2034991,2243322],[1798201,2039790,2044107],[1804305,2044446,2259969],[1819677,2059781,2063019],[1825781,2064437,2277684],[1829892,2069216,2282216],[1836893,2075098,2287480],[1838511,2076988,2467183],[1843721,2082250,2292933],[1848671,2085237,2085780],[1850997,1854074,1855114],[1859367,2307306,2481834],[1868662,2103495,2311954],[1879358,2113641,2116300],[1909626,2340855,2503230],[1911652,1914890,1915969],[1916308,2146514,2340218],[1921087,2151046,2155163],[1941933,2169983,2173060],[1958864,2184702,2381098],[1971682,1974341,1975331],[2027401,2243877,2244420],[2029727,2032804,2033844],[2038097,2254566,2258215],[2058088,2272281,2274940],[2141111,2143770,2144760] ] cell #5006 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [695468,1930898],[767021,2009017],[845590,2091565],[936450,2178446],[957614,2196198],[993719,2224663],[1024320,2250205],[1079147,2296887],[1112173,2319426],[1143885,2342869],[1159144,2354974],[1179990,2371334],[1190470,2185888],[1232615,2405798],[1238502,2409509],[1270974,2430740],[1282524,2438369],[1304000,2453279],[1312384,2280495],[1319259,2465384],[1361365,2487555],[1396027,2339427],[1411870,2516631],[1414780,2352827],[1427845,2526324],[1433732,2530035],[1442372,2373996],[1445282,2537664],[1482833,2400292],[1514651,2572407],[1525832,2427332],[1527636,2578872],[1544599,2439460],[1557741,2594580],[1559545,2449837],[1573078,2279851],[1575388,2604693],[1578298,2463237],[1612394,2482380],[1614198,2622073],[1643787,2634820],[1645591,2501855],[1648517,2503510],[1655392,2338783],[1656582,2640423],[1688204,2526627],[1690008,2528069],[1706971,2538755],[1733838,2552623],[1740713,2399648],[1741903,2677865],[1772509,2572710],[1774313,2574152],[1775978,2423298],[1776106,2691293],[1807872,2591572],[1814747,2449193],[1815937,2595826],[1859099,2478346],[1859227,2723243],[1889508,2631812],[1896383,2501211],[1897573,2636066],[1930537,2522593],[1930665,2651479],[1968004,2670160],[2008656,2568676],[2008784,2686090],[2083711,2612662],[2083839,2718741], [370633,1205533,2195916],[469928,1367905,2319144],[491159,1400763,2342587],[548797,1744627,2402476],[552890,1491784,2405516],[588871,1542289,2438087],[603781,1564281,2452997],[644617,1616813,2485002],[653566,1879451,2490635],[657659,1632680,2493675],[657953,1373125,2493957],[689764,1673949,2352183],[699561,1687014,2526042],[712099,1704661,2537382],[734292,1975424,2550377],[748411,1486732,2558455],[758072,1755452,2563452],[762372,1502891,2566005],[771114,1771319,2572125],[782212,1783781,2578590],[797071,1800928,2256957],[803257,1808640,2592027],[812206,2058181,2597660],[816299,1824507,2600700],[816593,1569501,2600982],[822862,1833304,2462593],[844744,1854904,2616134],[856070,1866902,2621791],[869730,1627628,2627270],[879391,1890276,2632267],[887879,1899868,2637543],[903721,2144853,2644044],[911211,1674149,2153145],[917840,1681962,2652122],[924171,1938340,2527425],[927501,1941723,2657119],[931801,1698121,2659672],[939030,1955487,2378086],[940543,1957590,2665792],[940837,1709881,2666074],[961641,1729476,2673046],[962653,1976875,2673501],[965998,1979896,2674985],[997868,1766267,2686733],[1004199,2016459,2573508],[1006151,2018093,2691172],[1023474,2033634,2696874],[1033287,2258308,2701387],[1034800,2045632,2702531],[1035094,1806025,2702813],[1037436,2047997,2591253],[1045099,2055524,2450693],[1048460,1819455,2708010],[1058121,2069006,2713007],[1060768,1833504,2284315],[1062421,1835614,2715560],[1082057,2089418,2721357],[1085044,1856039,2722011],[1087787,2094227,2723122],[1117212,2118834,2731621],[1120557,2121855,2631493],[1128220,2129382,2502711],[1130025,1899224,2334164],[1147912,1915747,2741539],[1148924,2146304,2741994],[1152269,2149325,2743478],[1156556,1678063,2520818],[1158298,2154953,2745466],[1159816,1928174,2746358],[1161821,2158349,2651358],[1163625,2159791,2527279],[1170497,1938540,2364524],[1184139,1952538,2755226],[1190764,1960584,2667819],[1200797,2192756,2669506],[1207843,2197289,2762082],[1208540,1974201,2762203],[1214330,1979252,2395029],[1241412,2222516,2769933],[1244399,2005596,2770587],[1247142,2227325,2685969],[1248946,2228767,2573362],[1255818,2016659,2422433],[1273884,2248058,2778486],[1276871,2034769,2779140],[1279614,2252867,2780251],[1280311,2037957,2780372],[1283820,1804221,2589405],[1286551,2043885,2782026],[1287563,2259759,2782481],[1290140,2047353,2444574],[1291330,2262681,2595056],[1292024,2048981,2449965],[1309039,2277474,2788750],[1316671,1837418,2608880],[1319931,2076303,2716806],[1320047,2287952,2288022],[1329456,2293479,2718620],[1337063,2088774,2474599],[1337263,1853096,2615203],[1341177,2301074,2483032],[1363169,2315984,2727626],[1370215,2320517,2801963],[1370912,2116160,2802084],[1376702,2121211,2496592],[1377892,2326292,2635296],[1378586,2122839,2501983],[1403073,2343960,2808882],[1403770,2143630,2809003],[1409560,2148681,2515555],[1409760,1920109,2646290],[1413831,1926984,2520174],[1417767,2156088,2812273],[1421505,2159147,2361980],[1421633,1931581,2164473],[1430013,1699925,2534222],[1436642,2369187,2816733],[1439629,2175025,2817387],[1443069,2178213,2754583],[1444176,2374648,2375438],[1446578,1958780,2666377],[1450321,2380888,2820728],[1451048,2186016,2186088],[1453287,2382984,2669061],[1460162,2192112,2546312],[1467819,1974073,2549415],[1471112,2392697,2556107],[1471806,2200577,2400420],[1492974,2406101,2767196],[1493671,2216937,2767317],[1500581,2221872,2564929],[1500781,2002653,2683585],[1504695,1516819,2413696],[1508311,2228123,2419889],[1508439,2009700,2233449],[1526529,2242479,2775870],[1533439,2247414,2581624],[1533639,2031826,2695943],[1537553,2427984,2434927],[1540186,2037829,2585371],[1545296,2257085,2835601],[1552152,2048853,2267559],[1559762,1825697,2601285],[1566591,2454370,2839569],[1567288,2274800,2839690],[1573278,2068238,2712552],[1574268,2459375,2460145],[1574962,2280623,2281479],[1577349,2075113,2608236],[1581285,2287258,2842960],[1584151,2289445,2611485],[1594569,2472667,2617587],[1601444,2300430,2483178],[1601572,2092248,2309811],[1613091,2308895,2797995],[1616045,2484547,2727181],[1622920,2315340,2625501],[1623120,2109963,2728280],[1630577,2116032,2628604],[1633870,1645808,2494260],[1634564,1634567,2323805],[1638198,2122711,2331170],[1655592,2137433,2738653],[1663049,2143502,2643082],[1666342,2506994,2513223],[1667036,2339555,2347248],[1680059,1940955,2656664],[1688901,2363608,2814117],[1689059,1947830,2533578],[1695811,2368543,2658596],[1696011,2172082,2752078],[1702558,2178085,2662343],[1703541,2374794,2375656],[1703669,2179129,2180119],[1707668,2378214,2859714],[1712953,2187454,2187493],[1723420,2388663,2552304],[1725454,1975117,1976107],[1730170,2200449,2401148],[1740913,2208986,2765473],[1744266,2402067,2679867],[1745310,1994054,1995044],[1751086,2216809,2681044],[1754684,1764364,2562997],[1761559,1773364,2413052],[1761687,1761759,2225346],[1773206,2421517,2830118],[1777022,2024217,2692947],[1782798,2242351,2693402],[1786396,2574386,2579692],[1793271,2428130,2434283],[1793399,2243395,2250888],[1804915,1804918,2442748],[1806828,2057820,2597251],[1814947,2268603,2785409],[1816634,2450821,2871960],[1822404,2274672,2709344],[1826391,1826394,2457658],[1830025,2281351,2282281],[1844497,1845487,2612207],[1848632,2295772,2295811],[1851062,2090274,2091204],[1860143,2100351,2724897],[1865919,2308767,2725352],[1868623,2310682,2310721],[1870123,2107989,2108919],[1879090,1888464,2490226],[1880134,1881124,2117076],[1885840,1885910,2323677],[1896583,2332214,2805354],[1898270,2502839,2849188],[1900724,2136389,2639531],[1909691,2503191,2509189],[1911725,2144546,2145536],[1916441,2340283,2347120],[1927112,1927184,2355657],[1929037,2167618,2528920],[1937357,2363480,2749537],[1947958,1948030,2372017],[1959474,1959477,2542043],[1966030,1966960,2545864],[1971643,2198087,2198949],[1980752,2207942,2676973],[1989718,2214447,2215309],[1998189,2007156,2408394],[1999689,2000619,2223372],[2015476,2421389,2773928],[2018891,2240851,2577446],[2027362,2429625,2429664],[2029792,2248914,2249844],[2038873,2039863,2258991],[2044579,2044649,2442620],[2058864,2059854,2275716],[2064570,2064640,2457530],[2075241,2075313,2466067],[2076997,2077000,2609864],[2081349,2082211,2470421],[2095025,2307267,2620647],[2112740,2113602,2321315],[2141072,2344758,2345620],[2150181,2151111,2354613],[2169118,2170048,2370043],[2184835,2184905,2541915],[2253665,2254527,2441120],[2271380,2272242,2455168] ] cell #5007 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [503828,1681443],[564693,1765748],[632096,1855520],[711364,1952019],[730683,1972171],[763266,2005077],[790736,2034250],[840225,2087279],[870939,2114130],[900112,2141600],[913758,2155569],[932695,2174506],[982656,2215837],[988354,2220377],[1018955,2245919],[1029678,2255055],[1049669,2272770],[1063315,2286739],[1105043,2314707],[1153779,2350688],[1156465,2153161],[1168927,2362508],[1174625,2367048],[1185348,2376184],[1190523,1959853],[1254248,2420417],[1267164,2428658],[1284034,2256337],[1296870,2448560],[1312437,2068254],[1313894,2461098],[1316580,2284331],[1353210,2483706],[1383432,2500578],[1396080,2137449],[1396458,2507929],[1429922,2364540],[1442229,2177465],[1446792,2377466],[1482886,2209002],[1483264,2557042],[1516728,2422449],[1518795,2575231],[1525689,2241731],[1559598,2268619],[1559976,2450073],[1572934,2279842],[1605357,2618432],[1612251,2308147],[1645644,2332230],[1646022,2502091],[1648446,2334256],[1655248,2338774],[1681167,2522219],[1688061,2362860],[1733767,2395121],[1740569,2399639],[1765472,2568302],[1772366,2420769],[1775904,2423289],[1807801,2444666],[1814603,2449184],[1846595,2611885],[1859025,2478337],[1889437,2496684],[1896239,2501202],[1930463,2522584],[1967933,2546404],[2008582,2568667],[2083637,2612653], [370686,956883,2195907],[383302,1486213,2558306],[469193,1627109,2627121],[469981,1111442,2319135],[491212,1143154,2342578],[536583,1728957,2672897],[552943,1231884,2405507],[588924,1281793,2438078],[603046,1818936,2707861],[603834,1303269,2452988],[628846,1600751,2616125],[646561,1356136,2484993],[657712,1372394,2493666],[683254,1915228,2741390],[689817,1414049,2352174],[699614,1427114,2526033],[712152,1444551,2537373],[731409,1470410,2550508],[750346,1226763,2402607],[760016,1497662,2563443],[771167,1513920,2572116],[782265,1526905,2578581],[787486,1792578,2696865],[797124,1544689,2256883],[798637,2043366,2781877],[805201,1552512,2592018],[816352,1568770,2600691],[822915,1577567,2462584],[856123,1613467,2621782],[871665,1367273,2490766],[874656,1116369,2322705],[881335,1638558,2632258],[887932,1648533,2637534],[900838,1665640,2644175],[910508,1926291,2745457],[911207,1414247,2153074],[919775,1421993,2523133],[924224,1689277,2527416],[929445,1692892,2657110],[939083,1707061,2378012],[940596,1709150,2665783],[963607,1730530,2673492],[966051,1733854,2674976],[992756,1242922,2412419],[999803,1508799,2569216],[1004252,1773582,2573499],[1006008,1775358,2691135],[1030404,1803519,2701518],[1032465,2044939,2782472],[1034853,1805294,2702522],[1037489,1807888,2591244],[1045152,1816027,2450619],[1050395,1563649,2597791],[1053386,1308196,2456558],[1060065,1830385,2712998],[1060764,1577765,2284244],[1082110,1853112,2721348],[1085939,1601932,2616674],[1087644,1858479,2723085],[1118166,1886200,2731612],[1120610,1889524,2631484],[1128273,1897663,2502637],[1129881,1899215,2334155],[1149878,1916801,2741985],[1152322,1920125,2743469],[1157191,1927472,2746006],[1161678,1929917,2651321],[1163678,1931597,2525776],[1170493,1689475,2364453],[1179027,1438152,2532945],[1186074,1704029,2662883],[1188135,2185195,2820719],[1189065,1449478,2540943],[1200850,1968020,2669497],[1206359,1727602,2672724],[1207700,1973453,2762045],[1214186,1979243,2395020],[1241465,2002669,2769924],[1245294,1762047,2685056],[1246999,2008036,2685932],[1248999,2009716,2571859],[1255814,1773780,2422362],[1273937,2031842,2778477],[1277766,1793759,2697414],[1279471,2037209,2780214],[1284510,2042011,2781704],[1288517,1549586,2590731],[1289996,2047344,2444565],[1291187,2048233,2593785],[1292020,1808980,2448316],[1309993,2064930,2788741],[1317306,2075601,2792762],[1318296,1579808,2607603],[1320100,2076393,2287810],[1329313,2083091,2718583],[1335017,1853025,2474691],[1336919,2088765,2474590],[1341230,2092264,2481529],[1363222,2109979,2727617],[1368731,1883272,2730844],[1370072,2115412,2801926],[1376558,2121202,2496583],[1377749,2122091,2634025],[1378582,1890616,2500334],[1401589,1913873,2741217],[1402930,2142882,2808845],[1409416,2148672,2515546],[1414833,1678116,2355673],[1418662,1678494,2650709],[1421361,2159138,2361971],[1421492,1931510,2164402],[1436695,2172098,2816724],[1440524,1948318,2753549],[1444229,2179145,2373856],[1447268,2182267,2819951],[1451044,1960051,2185875],[1451275,1711958,2542975],[1453216,2187585,2669024],[1460018,2192103,2546303],[1465605,1973999,2549406],[1470969,2199829,2554836],[1471802,1977215,2398771],[1492610,1996152,2680267],[1492831,2216189,2767159],[1498535,2002582,2565021],[1500437,2221863,2564920],[1504748,1774366,2225362],[1508167,2228114,2419880],[1508298,2009629,2233378],[1531393,2031755,2581716],[1533295,2247405,2581615],[1537606,2250904,2426481],[1543115,1797184,2699172],[1544456,1804078,2442000],[1552010,2048779,2267485],[1560452,2269711,2840687],[1565107,2062002,2787973],[1566448,2274052,2839532],[1574125,2280731,2458736],[1574958,2069346,2279762],[1578351,1837471,2466083],[1582180,1837849,2609116],[1584077,2289436,2611476],[1594498,2295903,2617550],[1601300,2300421,2483169],[1601431,2092177,2309740],[1615974,2310813,2727144],[1621994,2109892,2625593],[1622776,2315331,2625492],[1628363,2115958,2628595],[1633506,1634560,2119174],[1633727,1897430,2323057],[1638056,2122637,2331096],[1646498,2333322,2803081],[1660835,2143428,2643073],[1666199,2346500,2505723],[1667032,2146644,2337906],[1671903,1920038,2515647],[1673805,1926840,2520165],[1687840,2165581,2748760],[1690061,1699978,2372033],[1693765,2172011,2658688],[1695667,2368534,2658587],[1703397,2374785,2375647],[1703528,2179058,2180048],[1705487,1951743,2661969],[1706828,1958637,2541295],[1712944,2187484,2382835],[1723346,2388654,2552295],[1725383,1976036,2198788],[1730028,2200375,2401074],[1744192,2402058,2679858],[1745239,1994973,2215148],[1749978,2216735,2681035],[1754613,2007857,2408525],[1760633,1761546,2225275],[1761415,2016315,2413043],[1772145,2234557,2773151],[1784607,2025325,2692625],[1786325,2429756,2574349],[1793127,2428121,2434274],[1793258,2243324,2250817],[1798714,2037755,2585362],[1804911,2046458,2260099],[1813821,2268532,2706333],[1815794,1825554,2456910],[1820190,2274598,2709335],[1825333,1826387,2277814],[1829883,2281277,2282207],[1831258,2068167,2603709],[1833160,2074969,2608227],[1838325,2076993,2467175],[1845416,2082050,2470552],[1848623,2295802,2472518],[1850988,2091130,2299422],[1867728,2101459,2724575],[1868614,2310712,2484398],[1870049,2108845,2314332],[1879016,2120991,2490217],[1880063,1881053,2322016],[1884802,1885698,2323603],[1895457,2332143,2735633],[1907452,2137362,2640071],[1909617,2503182,2509180],[1911654,2145465,2345459],[1916299,2340209,2347046],[1926971,2156909,2355586],[1929738,1940884,2529051],[1936249,2363406,2749528],[1938196,1947686,2533569],[1946904,1947817,2371946],[1953273,2178011,2662334],[1958416,1959470,2381228],[1966886,2191104,2545855],[1971634,2198940,2391232],[1987480,2208915,2677513],[1989709,2215300,2404636],[1998180,2226571,2562848],[1999615,2000545,2412044],[2014368,2421315,2773919],[2019592,2024146,2577577],[2025776,2242277,2693393],[2027353,2429655,2579543],[2029718,2249770,2433275],[2039792,2254366,2258920],[2044437,2260550,2442546],[2047133,2057746,2597242],[2058793,2059783,2455869],[2063532,2064428,2457456],[2074187,2075100,2465996],[2082202,2292014,2612058],[2095726,2100280,2620778],[2101910,2308693,2725343],[2112731,2113593,2492795],[2132089,2136315,2639522],[2141063,2345611,2511758],[2151037,2350313,2354539],[2157595,2167609,2656515],[2169044,2169974,2532570],[2183797,2184693,2541841],[2203642,2207868,2676964],[2236938,2240842,2692798],[2254518,2437207,2441111],[2271371,2272233,2599820],[2303354,2307258,2724748] ] cell #5008 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [461381],[556881],[631121],[703552],[730498],[762291],[789761],[840494],[870754],[899927],[912783],[931720],[982471],[988623],[1019224],[1029493],[1049484],[1062340],[1105312],[1154048],[1156280],[1159735],[1168742],[1174894],[1185163],[1254063],[1266979],[1279235],[1284303],[1297139],[1314163],[1316395],[1353025],[1383701],[1392724],[1396727],[1408357],[1414446],[1429737],[1447061],[1479530],[1483533],[1516543],[1521010],[1522319],[1538822],[1556242],[1560245],[1577964],[1607572],[1608881],[1642288],[1646291],[1650105],[1651939],[1683382],[1684691],[1689674],[1735426],[1737260],[1752880],[1767687],[1768996],[1773979],[1777484],[1809460],[1811156],[1811294],[1847731],[1860605],[1876574],[1891096],[1892792],[1892930],[1932043],[1933119],[1960250],[1968552],[1978351],[1988772],[1996347],[2010162],[2011238],[2050299],[2071522],[2078904],[2084227],[2092796],[2103135],[2124157],[2147780],[2180667],[2188277],[2195642],[2200965],[2210216],[2251436],[2282797],[2289649],[2296595],[2342313],[2347636],[2388867],[2430448],[2509393] ] cell #5009 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [503829,1681444],[564694,1765749],[632097,1855521],[711365,1952020],[730684,1972172],[763267,2005078],[790737,2034251],[840226,2087280],[870940,2114131],[900113,2141601],[913759,2155570],[932696,2174507],[982657,2215838],[988355,2220378],[1018956,2245920],[1029679,2255056],[1049670,2272771],[1063316,2286740],[1105044,2314708],[1153780,2350689],[1156466,2153162],[1168928,2362509],[1174626,2367049],[1185349,2376185],[1190524,1959854],[1254249,2420418],[1267165,2428659],[1284035,2256338],[1296871,2448561],[1312438,2068255],[1313895,2461099],[1316581,2284332],[1353211,2483707],[1383433,2500579],[1396081,2137450],[1396459,2507930],[1429923,2364541],[1442230,2177466],[1446793,2377467],[1482887,2209003],[1483265,2557043],[1516729,2422450],[1518796,2575232],[1525690,2241732],[1559599,2268620],[1559977,2450074],[1572939,2279847],[1605358,2618433],[1612252,2308148],[1645645,2332231],[1646023,2502092],[1648447,2334257],[1655253,2338779],[1681168,2522220],[1688062,2362861],[1733768,2395122],[1740574,2399644],[1765473,2568303],[1772367,2420770],[1775909,2423294],[1807802,2444667],[1814608,2449189],[1846596,2611886],[1859030,2478342],[1889438,2496685],[1896244,2501207],[1930468,2522589],[1967934,2546405],[2008587,2568672],[2083642,2612658], [370687,956884,2195912],[383303,1486214,2558359],[469194,1627110,2627174],[469982,1111443,2319140],[491213,1143155,2342583],[536584,1728958,2672950],[552944,1231885,2405512],[588925,1281794,2438083],[603047,1818937,2707914],[603835,1303270,2452993],[628847,1600752,2616130],[646562,1356137,2484998],[657713,1372395,2493671],[683255,1915229,2741443],[689818,1414050,2352179],[699615,1427115,2526038],[712153,1444552,2537378],[731410,1470411,2550509],[750347,1226764,2402608],[760017,1497663,2563448],[771168,1513921,2572121],[782266,1526906,2578586],[787487,1792579,2696870],[797125,1544690,2256888],[798638,2043367,2781930],[805202,1552513,2592023],[816353,1568771,2600696],[822916,1577568,2462589],[856124,1613468,2621787],[871666,1367274,2490767],[874657,1116370,2322706],[881336,1638559,2632263],[887933,1648534,2637539],[900839,1665641,2644176],[910509,1926292,2745462],[911208,1414248,2153075],[919776,1421994,2523134],[924225,1689278,2527421],[929446,1692893,2657115],[939084,1707062,2378017],[940597,1709151,2665788],[963608,1730531,2673497],[966052,1733855,2674981],[992757,1242923,2412420],[999804,1508800,2569217],[1004253,1773583,2573504],[1006009,1775359,2691138],[1030405,1803520,2701519],[1032466,2044940,2782477],[1034854,1805295,2702527],[1037490,1807889,2591249],[1045153,1816028,2450624],[1050396,1563650,2597792],[1053387,1308197,2456559],[1060066,1830386,2713003],[1060765,1577766,2284245],[1082111,1853113,2721353],[1085940,1601933,2616675],[1087645,1858480,2723088],[1118167,1886201,2731617],[1120611,1889525,2631489],[1128274,1897664,2502642],[1129886,1899220,2334160],[1149879,1916802,2741990],[1152323,1920126,2743474],[1157192,1927473,2746007],[1161679,1929918,2651324],[1163679,1931598,2525781],[1170494,1689476,2364454],[1179028,1438153,2532946],[1186075,1704030,2662884],[1188136,2185196,2820724],[1189066,1449479,2540944],[1200851,1968021,2669502],[1206360,1727603,2672725],[1207701,1973454,2762048],[1214191,1979248,2395025],[1241466,2002670,2769929],[1245295,1762048,2685057],[1247000,2008037,2685935],[1249000,2009717,2571864],[1255815,1773781,2422363],[1273938,2031843,2778482],[1277767,1793760,2697415],[1279472,2037210,2780217],[1284511,2042012,2781705],[1288518,1549587,2590732],[1290001,2047349,2444570],[1291188,2048234,2593788],[1292021,1808981,2448317],[1309994,2064931,2788746],[1317307,2075602,2792763],[1318297,1579809,2607604],[1320101,2076394,2287815],[1329314,2083092,2718586],[1335018,1853026,2474692],[1336924,2088770,2474595],[1341231,2092265,2481534],[1363223,2109980,2727622],[1368732,1883273,2730845],[1370073,2115413,2801929],[1376563,2121207,2496588],[1377750,2122092,2634028],[1378583,1890617,2500335],[1401590,1913874,2741218],[1402931,2142883,2808848],[1409421,2148677,2515551],[1414834,1678117,2355674],[1418663,1678495,2650710],[1421366,2159143,2361976],[1421493,1931511,2164403],[1436696,2172099,2816729],[1440525,1948319,2753550],[1444230,2179146,2373861],[1447269,2182268,2819952],[1451045,1960052,2185876],[1451276,1711959,2542976],[1453217,2187586,2669027],[1460023,2192108,2546308],[1465610,1974004,2549411],[1470970,2199830,2554839],[1471803,1977216,2398772],[1492611,1996153,2680268],[1492832,2216190,2767162],[1498536,2002583,2565022],[1500442,2221868,2564925],[1504749,1774367,2225363],[1508172,2228119,2419885],[1508299,2009630,2233379],[1531394,2031756,2581717],[1533300,2247410,2581620],[1537607,2250905,2426486],[1543116,1797185,2699173],[1544457,1804079,2442001],[1552015,2048784,2267490],[1560453,2269712,2840688],[1565108,2062003,2787974],[1566449,2274053,2839535],[1574126,2280732,2458739],[1574959,2069347,2279763],[1578352,1837472,2466084],[1582181,1837850,2609117],[1584082,2289441,2611481],[1594499,2295904,2617553],[1601305,2300426,2483174],[1601432,2092178,2309741],[1615975,2310814,2727147],[1621995,2109893,2625594],[1622781,2315336,2625497],[1628368,2115963,2628600],[1633507,1634561,2119175],[1633728,1897431,2323058],[1638061,2122642,2331101],[1646499,2333323,2803082],[1660840,2143433,2643078],[1666200,2346501,2505726],[1667033,2146645,2337907],[1671904,1920039,2515648],[1673810,1926845,2520170],[1687841,2165582,2748761],[1690062,1699979,2372034],[1693766,2172012,2658689],[1695672,2368539,2658592],[1703402,2374790,2375652],[1703529,2179059,2180049],[1705488,1951744,2661970],[1706829,1958638,2541296],[1712949,2187489,2382888],[1723351,2388659,2552300],[1725384,1976037,2198789],[1730033,2200380,2401079],[1744197,2402063,2679863],[1745240,1994974,2215149],[1749983,2216740,2681040],[1754614,2007858,2408526],[1760634,1761547,2225276],[1761420,2016320,2413048],[1772146,2234558,2773152],[1784608,2025326,2692626],[1786326,2429757,2574352],[1793132,2428126,2434279],[1793259,2243325,2250818],[1798719,2037760,2585367],[1804912,2046459,2260100],[1813822,2268533,2706334],[1815795,1825555,2456911],[1820195,2274603,2709340],[1825334,1826388,2277815],[1829888,2281282,2282212],[1831259,2068168,2603710],[1833165,2074974,2608232],[1838326,2076994,2467176],[1845417,2082051,2470553],[1848628,2295807,2472571],[1850993,2091135,2299427],[1867729,2101460,2724576],[1868619,2310717,2484451],[1870054,2108850,2314337],[1879021,2120996,2490222],[1880064,1881054,2322017],[1884807,1885703,2323608],[1895458,2332144,2735634],[1907453,2137363,2640072],[1909622,2503187,2509185],[1911655,2145466,2345460],[1916304,2340214,2347051],[1926972,2156910,2355587],[1929739,1940885,2529052],[1936254,2363411,2749533],[1938201,1947691,2533574],[1946905,1947818,2371947],[1953278,2178016,2662339],[1958417,1959471,2381229],[1966891,2191109,2545860],[1971639,2198945,2391261],[1987481,2208916,2677514],[1989714,2215305,2404665],[1998185,2226600,2562901],[1999620,2000550,2412049],[2014373,2421320,2773924],[2019593,2024147,2577578],[2025781,2242282,2693398],[2027358,2429660,2579596],[2029723,2249775,2433280],[2039793,2254367,2258921],[2044442,2260555,2442551],[2047138,2057751,2597247],[2058794,2059784,2455870],[2063537,2064433,2457461],[2074188,2075101,2465997],[2082207,2292043,2612111],[2095727,2100281,2620779],[2101915,2308698,2725348],[2112736,2113598,2492824],[2132094,2136320,2639527],[2141068,2345616,2511787],[2151042,2350318,2354544],[2157624,2167614,2656568],[2169049,2169979,2532575],[2183802,2184698,2541846],[2203647,2207873,2676969],[2236967,2240847,2692851],[2254523,2437236,2441116],[2271376,2272238,2599849],[2303383,2307263,2724801] ] cell #5010 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [383173],[469064],[536454],[602917],[627876],[657583],[683125],[730171],[759046],[786516],[798508],[816223],[864719],[870427],[899600],[909538],[928475],[940467],[982144],[1029166],[1031495],[1034724],[1043449],[1049157],[1059095],[1126570],[1139228],[1151202],[1155953],[1168415],[1184836],[1187165],[1223533],[1253736],[1262914],[1266652],[1278272],[1284233],[1299343],[1316068],[1348960],[1352698],[1385905],[1388281],[1391761],[1408242],[1425672],[1429410],[1446991],[1475087],[1478567],[1512478],[1516216],[1518235],[1522204],[1551799],[1555279],[1560175],[1604797],[1608766],[1624847],[1637845],[1641325],[1646221],[1647989],[1680607],[1682303],[1684576],[1720701],[1733310],[1751917],[1764912],[1766608],[1768881],[1807344],[1808420],[1838048],[1846035],[1856380],[1868395],[1876459],[1888980],[1890056],[1931053],[1952879],[1962652],[1967476],[1976655],[1988657],[2009172],[2035110],[2068786],[2078789],[2086896],[2091720],[2102667],[2146084],[2178601],[2187809],[2195527],[2245536],[2250360],[2296127],[2342198],[2429980] ] cell #5011 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [747905],[869224],[961135],[1047954],[1079543],[1115694],[1147406],[1205636],[1238898],[1271370],[1286045],[1307521],[1361761],[1368008],[1400866],[1412266],[1434128],[1448803],[1491887],[1542392],[1544995],[1548911],[1558137],[1564384],[1575784],[1644183],[1656978],[1669217],[1674052],[1687117],[1704764],[1707367],[1742299],[1771422],[1780196],[1783884],[1795321],[1801031],[1816333],[1833407],[1863317],[1867005],[1897969],[1899971],[1902933],[1918376],[1934755],[1938443],[1955590],[1979999],[1982961],[2012874],[2016562],[2018271],[2021494],[2048100],[2051062],[2055627],[2094405],[2097628],[2111107],[2121958],[2124920],[2129485],[2130904],[2158527],[2159894],[2161750],[2192859],[2202457],[2217098],[2227503],[2228870],[2230726],[2262074],[2262859],[2288125],[2293657],[2301177],[2310333],[2316151],[2325685],[2326470],[2358214],[2375541],[2383499],[2386631],[2392875],[2401624],[2416123],[2435030],[2460323],[2468137],[2473182],[2476314],[2483959],[2513401],[2536649],[2543607],[2548093],[2580207],[2583339],[2613877],[2641760],[2694617] ] cell #5012 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1031345],[1079248],[1156059],[1187015],[1238603],[1271075],[1283847],[1299193],[1316174],[1361466],[1385755],[1411971],[1422347],[1429516],[1433833],[1446605],[1486833],[1502992],[1509153],[1516322],[1552647],[1552873],[1557842],[1559789],[1575489],[1582131],[1602286],[1616508],[1627729],[1638693],[1638919],[1643888],[1645835],[1656683],[1680086],[1681292],[1681967],[1682063],[1698222],[1704383],[1711552],[1729577],[1730665],[1730891],[1742004],[1755147],[1764391],[1765597],[1766272],[1766368],[1777049],[1794113],[1806263],[1808034],[1808335],[1819556],[1830520],[1830746],[1835715],[1837662],[1844524],[1854599],[1855369],[1856044],[1856140],[1860170],[1887899],[1889670],[1889971],[1900159],[1915848],[1916936],[1917162],[1928275],[1929063],[1941418],[1950662],[1951868],[1952543],[1952639],[1965465],[1969545],[1975144],[1976269],[1976570],[1980187],[1994081],[2005697],[2007182],[2018917],[2023254],[2033329],[2034099],[2034774],[2034870],[2038900],[2043986],[2066629],[2068400],[2068701],[2079325],[2081375],[2085179],[2087664],[2089709],[2095051],[2099388],[2107424],[2117103],[2118529],[2134894],[2138974],[2144573],[2145698],[2145999],[2149616],[2154648],[2156189],[2163510],[2175126],[2176611],[2188668],[2196063],[2198113],[2206447],[2212423],[2214473],[2220762],[2222807],[2232486],[2237965],[2240015],[2243819],[2246304],[2248349],[2253691],[2258028],[2259454],[2266064],[2275743],[2277169],[2287359],[2296986],[2304381],[2306431],[2311896],[2315092],[2319291],[2321341],[2324748],[2329675],[2335339],[2342734],[2344784],[2351073],[2353118],[2359094],[2361144],[2367433],[2369478],[2379157],[2380583],[2396204],[2405663],[2409608],[2413987],[2417003],[2419053],[2430839],[2438234],[2440284],[2445749],[2448945],[2453144],[2455194],[2458601],[2461483],[2463528],[2471712],[2487654],[2489907],[2495084],[2497767],[2500963],[2508314],[2516730],[2526189],[2530134],[2534513],[2537529],[2539579],[2544666],[2546855],[2557427],[2562704],[2572272],[2578737],[2594679],[2596932],[2602109],[2604792],[2611176],[2621938],[2626425],[2634919],[2638333],[2640522],[2656371],[2668707],[2675775],[2677964],[2691916],[2707165],[2723866],[2737200],[2764020], [1415929,1927826],[1451392,1960543],[1505844,1762401],[1545881,2045074],[1546445,2045300],[1579447,2075955],[1582394,2076896],[1599780,1855255],[1617164,1621256],[1635152,1886335],[1635716,1886561],[1671165,2155304],[1674858,2155418],[1675218,2156093],[1701074,1948672],[1708253,2185330],[1708817,2185556],[1711239,2185716],[1728402,1976112],[1745315,1749248],[1755803,1759895],[1762468,2004926],[1762828,2005601],[1791607,2033985],[1795664,2252429],[1797984,2258996],[1801647,2259153],[1826979,2065065],[1827543,2065291],[1828528,2279603],[1834213,2286588],[1834573,2287263],[1853258,2090492],[1869411,1873249],[1878088,2111504],[1880139,1884072],[1886629,2118228],[1903276,2336759],[1904788,2337747],[1914673,2145541],[1918678,2348588],[1920271,2353901],[1942074,1946166],[1948739,2174355],[1949099,2175030],[1950223,2373558],[1956206,2380282],[1964166,2189377],[1969424,2194016],[1983304,2397624],[1984816,2398612],[1988217,1988361],[1997789,2218277],[1998977,2002815],[2021796,2425474],[2022815,2426183],[2031988,2249132],[2036355,2436187],[2051405,2447169],[2052917,2448157],[2056818,2270144],[2058869,2062802],[2065359,2276868],[2066807,2458998],[2078349,2078493],[2079204,2290362],[2080161,2290989],[2088410,2297695],[2097930,2480522],[2098949,2481231],[2106125,2312605],[2111239,2111383],[2125263,2499187],[2126775,2500175],[2133595,2336048],[2133985,2505358],[2135072,2505985],[2138853,2340687],[2154245,2519138],[2162052,2524769],[2163071,2525478],[2167218,2364948],[2168406,2172244],[2189112,2189256],[2195087,2195231],[2196899,2390207],[2205148,2396913],[2205538,2554471],[2206625,2555098],[2212302,2402984],[2213259,2403611],[2217441,2562042],[2221508,2410317],[2224424,2412804],[2226446,2567801],[2231028,2570852],[2232047,2571561],[2237844,2424215],[2238801,2424842],[2247050,2431548],[2257589,2588256],[2264765,2446458],[2265155,2593420],[2266242,2594047],[2269879,2270023],[2285415,2607200],[2297430,2297574],[2304260,2479263],[2305217,2479890],[2311621,2623855],[2312340,2312484],[2316453,2626044],[2320127,2491770],[2322675,2493822],[2324309,2630857],[2328376,2498476],[2328766,2633660],[2329853,2634287],[2335783,2335927],[2341758,2341902],[2343570,2510733],[2351819,2517439],[2353296,2648765],[2358973,2523510],[2359930,2524137],[2368179,2530843],[2371095,2533330],[2373117,2661468],[2378718,2665228],[2393993,2551668],[2396648,2396792],[2402735,2679558],[2406925,2681408],[2409333,2683318],[2410052,2410196],[2412652,2566104],[2414165,2685507],[2416882,2569593],[2417839,2570220],[2431283,2431427],[2439070,2586915],[2446193,2446337],[2453980,2598795],[2456528,2600847],[2458162,2711597],[2462229,2605501],[2463706,2715027],[2465145,2607988],[2471591,2613026],[2476131,2614936],[2477319,2617125],[2484254,2726784],[2484700,2726827],[2490894,2730135],[2498211,2498355],[2514519,2645335],[2517174,2517318],[2521796,2651094],[2529859,2751811],[2530578,2530722],[2533178,2659771],[2534691,2754000],[2538365,2663887],[2540913,2665939],[2543902,2668664],[2550636,2672015],[2551403,2551547],[2557610,2766531],[2563150,2769134],[2583156,2695676],[2584344,2697865],[2590701,2702678],[2597919,2787264],[2605236,2605380],[2607836,2715659],[2610351,2717955],[2613577,2614172],[2615832,2720558],[2644303,2740508],[2645070,2645214],[2649754,2744268],[2650942,2746457],[2656817,2815934],[2670824,2671190],[2694317,2694912],[2696572,2777687],[2701646,2780995],[2739317,2739683],[2745164,2810820] ] cell #5013 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [503700,1681584],[564565,1765889],[631968,1855661],[711236,1952160],[730615,1972247],[763138,2005218],[790608,2034391],[840217,2087334],[870871,2114206],[900044,2141676],[913630,2155710],[932567,2174647],[982588,2215913],[988346,2220432],[1018947,2245974],[1029610,2255131],[1049601,2272846],[1063187,2286880],[1105035,2314762],[1153771,2350743],[1156397,2153172],[1168859,2362584],[1174617,2367103],[1185280,2376260],[1190395,1959864],[1254180,2420493],[1267096,2428734],[1284026,2256392],[1296862,2448615],[1311318,2068265],[1313886,2461153],[1316512,2284342],[1353142,2483782],[1383424,2500633],[1393841,2137460],[1396450,2507984],[1429854,2364551],[1441031,2177520],[1446784,2377521],[1480647,2209013],[1483256,2557097],[1516660,2422460],[1518787,2575286],[1523371,2241786],[1557359,2268630],[1559968,2450128],[1571763,2279877],[1605349,2618487],[1609933,2308202],[1643405,2332241],[1646014,2502146],[1648105,2335510],[1652971,2338809],[1681159,2522274],[1685743,2362915],[1733426,2396375],[1738292,2399674],[1765464,2568357],[1770048,2420824],[1775591,2424370],[1807460,2445920],[1812326,2449219],[1846587,2611940],[1858712,2479418],[1889096,2497938],[1893962,2501237],[1930150,2523665],[1967592,2547026],[2008269,2569748],[2083324,2613181], [383174,1486354,2211591],[469065,1627250,2318459],[472967,1116301,2322781],[533485,1470402,2390378],[536455,1729098,2392138],[560885,1242914,2412474],[602918,1819077,2452312],[606820,1308128,2456634],[627877,1600762,2474117],[654614,1367265,2491941],[657584,1372405,2493701],[680156,1665632,2510904],[683126,1915369,2512664],[707556,1438144,2533000],[715138,1449410,2541019],[730172,956894,2195942],[753347,1226755,2403782],[759047,1497673,2564447],[786517,1792589,2581142],[795539,1803511,2587086],[798509,2043507,2588846],[800280,1549518,2590807],[813254,1563641,2598966],[816224,1568781,2600726],[824294,1579800,2607658],[864720,1356147,2485997],[870428,1111453,2319170],[899601,1143165,2342613],[909539,1926302,2647740],[911448,1927464,2648936],[911662,1675877,2156327],[914426,1678486,2650764],[922776,1421985,2524308],[928476,1692903,2658114],[937498,1704021,2664058],[940468,1709161,2665818],[942239,1711890,2382262],[982145,1231895,2405542],[1002804,1508791,2570391],[1015064,1793751,2698036],[1026624,1797176,2699227],[1029167,1281804,2438113],[1030860,1801760,2259229],[1031496,2044950,2700944],[1031629,2042003,2701020],[1034725,1805305,2702557],[1043450,1552523,2593022],[1049158,1303280,2453023],[1059096,1830396,2714002],[1061005,2075593,2715198],[1061219,1835232,2287497],[1063983,1837841,2466305],[1096700,1601924,2617296],[1126571,1638569,2633262],[1135308,1913865,2741272],[1139229,1916812,2742513],[1150614,1919697,2348759],[1151203,1920136,2743504],[1155548,1924563,2354868],[1155954,1414060,2352209],[1156043,1414239,2152733],[1168416,1427125,2526068],[1170734,1948310,2754171],[1170948,1949758,2175264],[1182294,1951735,2535713],[1184837,1444562,2537408],[1186530,1956319,2380358],[1187166,2185206,2757079],[1187299,2182259,2757155],[1219613,1727594,2672779],[1223534,1730541,2674020],[1253737,1513931,2572151],[1256055,1762039,2685678],[1256269,1763487,2005835],[1262326,2031414,2425645],[1262915,2031853,2778512],[1264044,2025317,2577079],[1266653,1526916,2578616],[1278273,2037264,2780170],[1278558,2037442,2436342],[1284131,1284234,2256570],[1295423,2061994,2788028],[1298708,2065472,2276944],[1299344,2064941,2789269],[1299477,2269703,2789345],[1310729,2067826,2459169],[1315663,2072692,2465278],[1316069,1577578,2462619],[1316158,1577757,2283903],[1348372,1852684,2480693],[1348961,1853123,2721383],[1350090,2101451,2620280],[1352699,1613478,2621817],[1381985,1883264,2730899],[1385270,1886742,2118304],[1385906,1886211,2732140],[1386039,2333314,2732216],[1388282,1648544,2637569],[1391762,2142937,2808801],[1392047,2143115,2505513],[1393252,2137021,2506156],[1408245,2148707,2514962],[1419833,2167391,2365119],[1425084,2171670,2524940],[1425673,2172109,2816759],[1426802,2165573,2654051],[1429005,2175457,2371228],[1429411,1689288,2527451],[1429500,1689467,2364112],[1441316,2177698,2535637],[1446889,1446992,2377699],[1475088,1733865,2675011],[1478568,1973508,2762001],[1478853,1973686,2554626],[1480058,2208574,2555269],[1494841,1996144,2680322],[1506639,1997962,2218448],[1511890,2002241,2571023],[1512479,2002680,2769959],[1513608,2234549,2688662],[1515811,2006028,2224557],[1516217,1773593,2573534],[1516306,1773772,2422021],[1518236,1775413,2691091],[1519665,2238974,2425013],[1522207,2247440,2576339],[1523656,2241964,2577003],[1546466,2045284,2260091],[1550385,2270322,2451252],[1551800,1807899,2591279],[1552857,1808972,2445474],[1555280,2274107,2839488],[1555565,2274285,2593575],[1556770,2268191,2594218],[1560073,1560176,2450306],[1582415,2288657,2467167],[1589203,2080334,2291160],[1604798,1858534,2723041],[1606227,2305390,2480061],[1608769,2088800,2619540],[1610218,2308380,2620204],[1624259,2109551,2626215],[1624848,2109990,2727652],[1635737,1886545,2119166],[1636431,2111682,2317399],[1637846,1889535,2631519],[1638903,1890608,2497492],[1641326,2115467,2801882],[1641611,2115645,2633815],[1642816,2331802,2634458],[1646119,1646222,2502324],[1647992,1899250,2504296],[1649347,2336226,2504960],[1675288,2156163,2355245],[1679270,2364748,2365536],[1680608,1929972,2651277],[1682037,1931169,2360103],[1682201,1682304,2523261],[1684579,2368569,2653311],[1686028,2363093,2653975],[1708838,2185540,2381220],[1711536,1960043,2542547],[1718247,2189555,2384434],[1720702,1968031,2669532],[1728472,1976182,2197072],[1730875,1977207,2551316],[1733313,1979278,2553409],[1734668,2397091,2554073],[1745385,1749318,2213432],[1751918,2216244,2767115],[1752203,2216422,2681563],[1762898,2005671,2224934],[1763575,2218077,2218865],[1764913,2008091,2685888],[1766342,2009288,2418012],[1766506,1766609,2569344],[1768884,2221898,2687922],[1770333,2421002,2688586],[1776233,2424642,2426773],[1798054,2259066,2439243],[1802045,2259821,2442233],[1807347,2047379,2592358],[1808110,1808421,2591725],[1808702,2048466,2446636],[1827564,2065275,2277806],[1830730,2069338,2604517],[1834643,2287333,2465655],[1837946,1838049,2609349],[1843708,2290789,2292920],[1846036,2083146,2718539],[1853926,2091266,2297873],[1856114,2091836,2477492],[1856278,1856381,2616802],[1859354,2479690,2481821],[1868396,2312067,2799385],[1870185,1873917,2312783],[1876462,2315366,2728590],[1880209,1884142,2320300],[1887027,2118896,2323290],[1888983,2121237,2632598],[1889746,1890057,2631965],[1890338,2122324,2498654],[1914743,2145611,2343743],[1917146,2146636,2644983],[1920939,2354675,2517617],[1930792,1931056,2523937],[1949169,2175100,2371605],[1952613,2178717,2538538],[1952777,1952880,2663011],[1956604,2380950,2541528],[1961523,2187836,2383770],[1962653,2188839,2759504],[1967479,2192138,2670470],[1974328,2198877,2390007],[1976345,1976656,2673199],[1976937,2200062,2551846],[1988660,2403139,2766643],[1989646,1993265,2403411],[1999751,2003483,2410495],[2008911,2009175,2570020],[2032656,2249906,2431726],[2034844,2250476,2584517],[2035008,2035111,2697542],[2038084,2441048,2586715],[2058939,2062872,2454153],[2065757,2277536,2457143],[2068476,2068787,2712705],[2069068,2280964,2605679],[2078792,2290517,2718067],[2085350,2086897,2719839],[2085767,2295218,2296154],[2091459,2091723,2616925],[2102694,2103482,2485333],[2112668,2116287,2491570],[2143757,2345548,2510533],[2145774,2146085,2741692],[2146366,2346733,2645513],[2169180,2172912,2531021],[2178340,2178604,2663687],[2194171,2195530,2670936],[2243990,2245537,2776968],[2244407,2429071,2430007],[2250099,2250363,2697665],[2271308,2274927,2598595],[2340842,2342201,2739429] ] cell #5014 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [383182],[469073],[536463],[602926],[627885],[657592],[683134],[730380],[759055],[786525],[798517],[816232],[864728],[870636],[899809],[909547],[928484],[940476],[982353],[1029375],[1031504],[1034733],[1043458],[1049366],[1059104],[1126579],[1139237],[1151211],[1156162],[1168624],[1185045],[1187174],[1223542],[1253945],[1262923],[1266861],[1278340],[1284374],[1299352],[1316277],[1348969],[1352907],[1385914],[1390496],[1391829],[1408303],[1425681],[1429619],[1447132],[1477302],[1478635],[1512487],[1516425],[1520385],[1522265],[1554014],[1555347],[1560316],[1606947],[1608827],[1624856],[1640060],[1641393],[1646362],[1650051],[1682757],[1684491],[1684637],[1721810],[1735372],[1751985],[1767062],[1768796],[1768942],[1809406],[1810531],[1838189],[1847106],[1857489],[1868463],[1876520],[1891042],[1892167],[1933065],[1955067],[1962720],[1968498],[1977726],[1988718],[2011184],[2036219],[2070897],[2078850],[2086964],[2092742],[2102670],[2147155],[2180613],[2187812],[2195588],[2245604],[2251382],[2296130],[2342259],[2429983] ] cell #5015 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [503709,1681451],[564574,1765756],[631977,1855528],[711245,1952027],[730624,1972179],[763147,2005085],[790617,2034258],[840223,2087331],[870880,2114138],[900053,2141608],[913639,2155577],[932576,2174514],[982597,2215845],[988352,2220429],[1018953,2245971],[1029619,2255063],[1049610,2272778],[1063196,2286747],[1105041,2314759],[1153777,2350740],[1156406,2153169],[1168868,2362516],[1174623,2367100],[1185289,2376192],[1190404,1959861],[1254189,2420425],[1267105,2428666],[1284032,2256389],[1296868,2448612],[1311327,2068262],[1313892,2461150],[1316521,2284339],[1353151,2483714],[1383430,2500630],[1393850,2137457],[1396456,2507981],[1429863,2364548],[1441099,2177517],[1446790,2377518],[1480656,2209010],[1483262,2557094],[1516669,2422457],[1518793,2575283],[1523439,2241783],[1557368,2268627],[1559974,2450125],[1571826,2279884],[1605355,2618484],[1610001,2308199],[1643414,2332238],[1646020,2502143],[1648238,2335507],[1653034,2338816],[1681165,2522271],[1685811,2362912],[1733559,2396372],[1738355,2399681],[1765470,2568354],[1770116,2420821],[1775714,2424377],[1807593,2445917],[1812389,2449226],[1846593,2611937],[1858835,2479425],[1889229,2497935],[1894025,2501244],[1930273,2523672],[1967725,2547023],[2008392,2569755],[2083447,2613188], [383183,1486221,2211598],[469074,1627117,2318466],[472968,1116310,2322713],[533486,1470408,2390375],[536464,1728965,2392145],[560886,1242920,2412471],[602927,1818944,2452319],[606821,1308137,2456566],[627886,1600759,2474124],[654615,1367271,2491938],[657593,1372402,2493708],[680157,1665638,2510901],[683135,1915236,2512671],[707557,1438150,2532997],[715139,1449419,2540951],[730381,956891,2195949],[753348,1226761,2403779],[759056,1497670,2564454],[786526,1792586,2581149],[795540,1803517,2587083],[798518,2043374,2588853],[800281,1549527,2590739],[813255,1563647,2598963],[816233,1568778,2600733],[824295,1579806,2607655],[864729,1356144,2486004],[870637,1111450,2319177],[899810,1143162,2342620],[909548,1926299,2647747],[911449,1927470,2648933],[911663,1675886,2156324],[914427,1678492,2650761],[922777,1421991,2524305],[928485,1692900,2658121],[937499,1704027,2664055],[940477,1709158,2665825],[942240,1711899,2382259],[982354,1231892,2405549],[1002805,1508797,2570388],[1015065,1793757,2698033],[1026625,1797182,2699224],[1029376,1281801,2438120],[1030861,1801828,2259226],[1031505,2044947,2700951],[1031630,2042009,2701017],[1034734,1805302,2702564],[1043459,1552520,2593029],[1049367,1303277,2453030],[1059105,1830393,2714009],[1061006,2075599,2715195],[1061220,1835241,2287494],[1063984,1837847,2466302],[1096701,1601930,2617293],[1126580,1638566,2633269],[1135309,1913871,2741269],[1139238,1916809,2742520],[1150615,1919830,2348756],[1151212,1920133,2743511],[1155551,1924626,2354875],[1156044,1414245,2152866],[1156163,1414057,2352216],[1168625,1427122,2526075],[1170735,1948316,2754168],[1170949,1949767,2175261],[1182295,1951741,2535710],[1185046,1444559,2537415],[1186531,1956387,2380355],[1187175,2185203,2757086],[1187300,2182265,2757152],[1219614,1727600,2672776],[1223543,1730538,2674027],[1253946,1513928,2572158],[1256056,1762045,2685675],[1256270,1763496,2005832],[1262327,2031547,2425642],[1262924,2031850,2778519],[1264045,2025323,2577076],[1266862,1526913,2578623],[1278341,2037261,2780192],[1278561,2037565,2436349],[1284128,1284375,2256693],[1295424,2062000,2788025],[1298709,2065540,2276941],[1299353,2064938,2789276],[1299478,2269709,2789342],[1310730,2067959,2459166],[1315666,2072755,2465285],[1316159,1577763,2284036],[1316278,1577575,2462626],[1348373,1852817,2480690],[1348970,1853120,2721390],[1350091,2101457,2620277],[1352908,1613475,2621824],[1381986,1883270,2730896],[1385271,1886810,2118301],[1385915,1886208,2732147],[1386040,2333320,2732213],[1390497,1648541,2637576],[1391830,2142934,2808823],[1392050,2143238,2505520],[1393253,2137154,2506153],[1408308,2148714,2514967],[1419834,2167459,2365116],[1425085,2171803,2524937],[1425682,2172106,2816766],[1426803,2165579,2654048],[1429008,2175520,2371235],[1429501,1689473,2364245],[1429620,1689285,2527458],[1441319,2177821,2535644],[1446886,1447133,2377822],[1477303,1733862,2675018],[1478636,1973505,2762023],[1478856,1973809,2554633],[1480059,2208707,2555266],[1494842,1996150,2680319],[1506640,1998030,2218445],[1511891,2002374,2571020],[1512488,2002677,2769966],[1513609,2234555,2688659],[1515814,2006091,2224564],[1516307,1773778,2422154],[1516426,1773590,2573541],[1519666,2239042,2425010],[1520386,1775410,2691113],[1522270,2247447,2576344],[1523659,2242087,2577010],[1546467,2045285,2260097],[1550388,2270385,2451259],[1552858,1808978,2446817],[1554015,1807896,2591286],[1555348,2274104,2839510],[1555568,2274408,2593582],[1556771,2268324,2594215],[1560070,1560317,2450429],[1582416,2288658,2467173],[1589204,2080402,2291157],[1606228,2305458,2480058],[1606948,1858531,2723063],[1608832,2088807,2619545],[1610221,2308503,2620211],[1624260,2109684,2626212],[1624857,2109987,2727659],[1635738,1886546,2119172],[1636434,2111745,2317406],[1638904,1890614,2498835],[1640061,1889532,2631526],[1641394,2115464,2801904],[1641614,2115768,2633822],[1642817,2331935,2634455],[1646116,1646363,2502447],[1649350,2336289,2504967],[1650056,1899257,2504301],[1675289,2156164,2355378],[1679277,2364753,2365543],[1682038,1931302,2360171],[1682198,1684492,2524444],[1682758,1929969,2651299],[1684642,2368576,2653316],[1686031,2363216,2653982],[1708839,2185541,2381226],[1711537,1960049,2542680],[1718250,2189618,2384441],[1721811,1968028,2669539],[1728473,1976183,2197140],[1730876,1977213,2552027],[1734671,2397154,2554080],[1735377,1979285,2553414],[1745386,1749319,2213500],[1751986,2216241,2767137],[1752206,2216545,2681570],[1762899,2005672,2225067],[1763582,2218082,2218872],[1766343,2009421,2418080],[1766503,1768797,2570527],[1767063,2008088,2685910],[1768947,2221905,2687927],[1770336,2421125,2688593],[1776240,2424647,2426780],[1798055,2259067,2439311],[1802048,2259824,2442356],[1808107,1810532,2592681],[1808705,2048589,2446699],[1809411,2047386,2592363],[1827565,2065276,2277812],[1830731,2069344,2605860],[1834644,2287334,2465788],[1837943,1838190,2609472],[1843715,2290794,2292927],[1847107,2083143,2718561],[1853929,2091269,2297936],[1856115,2091969,2477560],[1856275,1857490,2617432],[1859361,2479695,2481828],[1868464,2312064,2799407],[1870188,1873920,2312846],[1876525,2315373,2728595],[1880210,1884143,2320368],[1887030,2118899,2323413],[1889743,1892168,2632921],[1890341,2122447,2498717],[1891047,2121244,2632603],[1914744,2145612,2343811],[1917147,2146642,2645694],[1920942,2354678,2517680],[1930799,1933070,2523942],[1949170,2175101,2371738],[1952614,2178850,2538606],[1952774,1955068,2664194],[1956607,2380953,2541651],[1961530,2187841,2383775],[1962721,2188836,2759526],[1968503,2192145,2670475],[1974335,2198882,2390012],[1976342,1977727,2673679],[1976940,2200185,2551909],[1988723,2403146,2766648],[1989651,1993272,2403416],[1999754,2003486,2410558],[2008918,2011189,2570025],[2032659,2249909,2431789],[2034845,2250609,2584585],[2035005,2036220,2698172],[2038091,2441053,2586720],[2058940,2062873,2454221],[2065760,2277539,2457266],[2068473,2070898,2713661],[2069071,2281087,2605742],[2078855,2290524,2718072],[2085347,2086965,2719861],[2085774,2295223,2296159],[2091466,2092747,2616930],[2102699,2103489,2485338],[2112673,2116294,2491575],[2143764,2345553,2510538],[2145771,2147156,2742172],[2146369,2346856,2645576],[2169183,2172915,2531084],[2178347,2180618,2663692],[2194178,2195593,2670941],[2243987,2245605,2776990],[2244414,2429076,2430012],[2250106,2251387,2697670],[2271313,2274934,2598600],[2340849,2342264,2739434] ] cell #5016 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [503715,1681445],[564580,1765750],[631983,1855522],[711251,1952021],[730630,1972173],[763153,2005079],[790623,2034252],[840229,2087281],[870886,2114132],[900059,2141602],[913645,2155571],[932582,2174508],[982603,2215839],[988358,2220379],[1018959,2245921],[1029625,2255057],[1049616,2272772],[1063202,2286741],[1105047,2314709],[1153783,2350690],[1156412,2153163],[1168874,2362510],[1174629,2367050],[1185295,2376186],[1190410,1959855],[1254195,2420419],[1267111,2428660],[1284038,2256339],[1296874,2448562],[1311333,2068256],[1313898,2461100],[1316527,2284333],[1353157,2483708],[1383436,2500580],[1393856,2137451],[1396462,2507931],[1429869,2364542],[1441240,2177467],[1446796,2377468],[1480662,2209004],[1483268,2557044],[1516675,2422451],[1518799,2575233],[1523580,2241733],[1557374,2268621],[1559980,2450075],[1571956,2279845],[1605361,2618434],[1610142,2308149],[1643420,2332232],[1646026,2502093],[1648377,2334258],[1653164,2338777],[1681171,2522221],[1685952,2362862],[1733698,2395123],[1738485,2399642],[1765476,2568304],[1770257,2420771],[1775841,2423292],[1807732,2444668],[1812519,2449187],[1846599,2611887],[1858962,2478340],[1889368,2496686],[1894155,2501205],[1930400,2522587],[1967864,2546406],[2008519,2568670],[2083574,2612656], [383189,1486215,2402470],[469080,1627111,2490629],[533367,956885,2195910],[536470,1728959,2550371],[602933,1818938,2597654],[627892,1600753,2616128],[654496,1111444,2319138],[657599,1372396,2493669],[657956,1116316,2322707],[680038,1143156,2342581],[683141,1915230,2644038],[730514,1470414,2550510],[753229,1231886,2405510],[759062,1497664,2563446],[762307,1242926,2412421],[786532,1792580,2696868],[795421,1281795,2438081],[798524,2043368,2701381],[813136,1303271,2452991],[816239,1568772,2600694],[816596,1308143,2456560],[864735,1356138,2484996],[870770,1367277,2490768],[899943,1665644,2644177],[909554,1926293,2745460],[911330,1414051,2352177],[922658,1427116,2526036],[928491,1692894,2657113],[931736,1438156,2532947],[937380,1444553,2537376],[940483,1709152,2665786],[940840,1449425,2540945],[982487,1226767,2402609],[1002686,1513922,2572119],[1014946,1526907,2578584],[1029509,1803523,2701520],[1031451,1544691,2256820],[1031511,2044941,2782475],[1034740,1805296,2702525],[1035097,1549533,2590733],[1043465,1552514,2592021],[1049500,1563653,2597793],[1059111,1830387,2713001],[1060887,1577569,2462587],[1062356,1579812,2607605],[1096582,1613469,2621785],[1126586,1638560,2632261],[1133088,1648535,2637537],[1139244,1916803,2741988],[1151218,1920127,2743472],[1156033,1414251,2153005],[1156296,1927476,2746008],[1156559,1675892,2355675],[1159751,1678498,2650711],[1168758,1421997,2523135],[1170616,1689279,2527419],[1185179,1704033,2662885],[1187121,1707063,2377949],[1187181,2185197,2820722],[1190767,1711905,2542977],[1217393,1733856,2674979],[1223549,1730532,2673495],[1254079,1508803,2569218],[1255937,1773584,2573502],[1259925,1775360,2691153],[1262930,2031844,2778480],[1266995,1793763,2697416],[1278482,2037211,2780232],[1279251,1797188,2699174],[1283750,1801969,2442002],[1284576,2042015,2781706],[1293203,1807890,2591247],[1299299,1816029,2450556],[1299359,2064932,2788744],[1316148,1577769,2284175],[1316411,2075605,2792764],[1316674,1835247,2466085],[1319866,1837853,2609118],[1345971,1858481,2723103],[1348976,1853114,2721351],[1353041,1601936,2616676],[1379765,1889526,2631487],[1385861,1897665,2502574],[1385921,1886202,2731615],[1389671,1899218,2503443],[1391971,2142884,2808863],[1392740,1913877,2741219],[1408438,2148675,2646223],[1408635,1919969,2515649],[1413762,1924756,2520168],[1422683,1929919,2651339],[1424568,1931599,2526492],[1425688,2172100,2816727],[1429490,1689479,2364384],[1429753,1948322,2753551],[1430016,1949773,2372035],[1442009,1951747,2661971],[1446508,1956528,2541297],[1447334,2182271,2819953],[1462105,1968022,2669500],[1476477,1979246,2552556],[1478777,1973455,2762063],[1479546,1727606,2672726],[1509489,2008038,2685950],[1511374,2009718,2572575],[1512494,2002671,2769927],[1516296,1773784,2422293],[1516559,1762051,2685058],[1516822,1763502,2225364],[1522400,2247408,2695876],[1522597,2031686,2581718],[1524349,2025329,2692627],[1539083,2037692,2585365],[1552847,1808984,2449105],[1553189,2047347,2591505],[1554369,2048235,2594420],[1555489,2274054,2839550],[1556258,2062006,2787975],[1559692,2065681,2456912],[1560518,2269715,2840689],[1572153,2068098,2603711],[1577280,2072885,2608230],[1582237,2076395,2466696],[1592012,2083093,2718601],[1603387,2092266,2622241],[1608962,2088768,2615136],[1609159,1852956,2474693],[1610911,2101463,2724577],[1624863,2109981,2727620],[1638893,1890620,2501123],[1639235,2121205,2631745],[1640415,2122093,2634660],[1641535,2115414,2801944],[1642304,1883276,2730846],[1645738,1886951,2323059],[1646564,2333326,2803083],[1652200,2143365,2643076],[1653361,2137293,2640073],[1679919,2168320,2529053],[1681820,1931441,2362682],[1683666,2159141,2525902],[1684772,2368537,2752011],[1684969,2171942,2658690],[1686721,2165585,2748762],[1688990,2175650,2533572],[1701455,2177948,2662337],[1706604,2179147,2537832],[1711526,1960055,2381881],[1713655,2187587,2759847],[1720985,2192106,2670093],[1730865,1977219,2557587],[1731281,2199831,2677705],[1737521,1973936,2549409],[1738682,2208846,2677515],[1752127,2216191,2767177],[1752896,1996156,2680269],[1764224,1998891,2408527],[1766125,2009560,2420591],[1767971,2228117,2571985],[1769077,2221866,2683518],[1769274,2002513,2565023],[1771026,2234561,2773153],[1773295,2006221,2413046],[1776882,2241553,2577579],[1780616,2242214,2693396],[1795214,2250906,2579040],[1802738,2045274,2260103],[1806691,2271165,2597245],[1808501,2048716,2448978],[1811555,2274535,2709338],[1812716,2268463,2706335],[1830720,2069350,2461643],[1832242,2280733,2604533],[1838391,2288647,2467179],[1839946,2289439,2718474],[1844357,2082913,2470554],[1849334,2295905,2722713],[1855897,2092108,2483880],[1856664,2300424,2621651],[1860003,2307969,2620780],[1863737,2308630,2725346],[1869325,2310815,2799728],[1876655,2315334,2728213],[1876852,2109823,2625595],[1886535,1887720,2119178],[1888327,2112525,2490220],[1890137,2122574,2500996],[1893191,2115895,2628598],[1894352,2332074,2735635],[1900587,2338568,2639525],[1917136,2146648,2508474],[1917552,2346502,2640263],[1924953,2155946,2355517],[1929031,2365370,2528914],[1935175,2363343,2749531],[1952396,2178989,2376358],[1954242,2374788,2537242],[1957297,2185530,2381232],[1961357,2187448,2382917],[1965893,2191897,2545858],[1970566,2388657,2674394],[1972345,1974977,2199651],[1976736,2200312,2557460],[1980615,2399433,2676967],[1989503,2402061,2767050],[1990420,1993914,2216011],[1996608,2216672,2681038],[2005454,2006418,2225206],[2007150,2218699,2408388],[2013294,2421252,2773922],[2018885,2426607,2577440],[2028064,2429758,2690763],[2034627,2250748,2428832],[2035394,2434277,2578450],[2038733,2255229,2441822],[2042467,2259620,2442483],[2065265,2066450,2277818],[2068867,2281214,2461516],[2073082,2287116,2465927],[2081343,2292754,2470415],[2085601,2295766,2472600],[2087697,2090137,2300215],[2095019,2481655,2620641],[2103316,2310676,2484480],[2104624,2107852,2315125],[2113442,2114304,2116936],[2118695,2119630,2323540],[2139995,2509183,2636952],[2141774,2144406,2346322],[2146165,2346983,2508347],[2150044,2351106,2519959],[2174883,2175847,2371877],[2182723,2380749,2541778],[2195776,2198081,2391972],[2211425,2214441,2405376],[2220007,2220795,2223235],[2244241,2429619,2579625],[2246337,2248777,2434068],[2253659,2437947,2588680],[2272082,2272944,2275576],[2277335,2278270,2457393],[2318293,2319004,2321309],[2342447,2344752,2512498],[2366678,2367466,2369906],[2452146,2452857,2455162] ] cell #5017 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [690236],[716212],[796702],[823334],[825505],[906226],[910760],[924643],[934772],[938661],[941838],[1004671],[1010722],[1012228],[1025974],[1044730],[1055783],[1056224],[1060317],[1092358],[1093864],[1127851],[1132283],[1134658],[1135827],[1136268],[1150413],[1161198],[1166392],[1167898],[1170046],[1181550],[1181644],[1216588],[1218963],[1220132],[1220573],[1246519],[1251713],[1253219],[1255367],[1259314],[1262125],[1263300],[1263394],[1285691],[1289517],[1292398],[1294773],[1295942],[1296383],[1310528],[1327713],[1345360],[1348171],[1349346],[1349440],[1363751],[1375213],[1376079],[1378960],[1381335],[1382504],[1382945],[1388006],[1389064],[1393051],[1415362],[1415803],[1419124],[1421845],[1422072],[1423763],[1424883],[1426058],[1426152],[1448449],[1458433],[1461300],[1469369],[1474812],[1475870],[1479857],[1487025],[1491231],[1494191],[1505277],[1505718],[1505930],[1508651],[1508878],[1510569],[1511689],[1512864],[1512958],[1518531],[1518956],[1541736],[1545722],[1545816],[1551524],[1552370],[1552582],[1556569],[1571589],[1578880],[1579321],[1584227],[1588494],[1598657],[1599715],[1601784],[1602011],[1602582],[1605093],[1605518],[1617099],[1621191],[1624058],[1627921],[1632127],[1634993],[1635087],[1637570],[1638416],[1638628],[1642615],[1647840],[1664599],[1670042],[1671100],[1675087],[1680903],[1681328],[1700507],[1700948],[1703881],[1704108],[1705799],[1708094],[1708188],[1713001],[1713186],[1720426],[1723496],[1725520],[1727338],[1727763],[1729769],[1730388],[1730600],[1733161],[1744342],[1744543],[1748609],[1754750],[1755738],[1758772],[1759830],[1761899],[1762126],[1762697],[1765208],[1765633],[1790484],[1791542],[1793611],[1793838],[1794409],[1796920],[1797345],[1807195],[1819748],[1823954],[1826820],[1826914],[1829397],[1830243],[1830455],[1834442],[1845553],[1846331],[1848680],[1848865],[1851138],[1852419],[1855190],[1855405],[1868671],[1868856],[1876096],[1879166],[1879367],[1881190],[1883008],[1883433],[1885439],[1886058],[1886270],[1888831],[1906697],[1909767],[1911791],[1913609],[1914034],[1916040],[1916659],[1916871],[1919432],[1927324],[1927551],[1941021],[1942009],[1945043],[1946101],[1948170],[1948397],[1948968],[1951479],[1951904],[1967036],[1967327],[1969686],[1971691],[1975340],[1986725],[1995110],[1995888],[1998237],[1998422],[2000695],[2001976],[2004747],[2004962],[2024283],[2025061],[2027410],[2027595],[2029868],[2031149],[2033920],[2034135],[2039929],[2044178],[2044797],[2045009],[2054826],[2057896],[2058097],[2059920],[2061738],[2062163],[2064169],[2064788],[2065000],[2067561],[2075453],[2075680],[2079466],[2082259],[2082444],[2085246],[2100417],[2101195],[2108995],[2109286],[2111645],[2113650],[2117299],[2128684],[2136465],[2136756],[2139115],[2141120],[2144769],[2151187],[2155239],[2155454],[2164539],[2165317],[2167666],[2167851],[2170124],[2171405],[2174176],[2174391],[2180185],[2184434],[2185053],[2185265],[2188735],[2189518],[2208018],[2208309],[2212564],[2215357],[2218344],[2233515],[2234293],[2238106],[2240899],[2241084],[2243461],[2243886],[2252570],[2254575],[2258224],[2261187],[2267635],[2267926],[2270285],[2272290],[2275939],[2282357],[2286409],[2286624],[2291056],[2304522],[2307315],[2307500],[2309877],[2311963],[2331246],[2331537],[2335406],[2336189],[2336900],[2340359],[2348655],[2356711],[2359235],[2362028],[2365015],[2373699],[2375704],[2379353],[2396271],[2397054],[2397765],[2401224],[2417144],[2419937],[2424909],[2425541],[2426324],[2428178],[2442897],[2445816],[2447310],[2459065],[2471853],[2479957],[2480589],[2481372],[2483226],[2497834],[2499328],[2503239],[2506052],[2515155],[2524836],[2525619],[2546922],[2552352],[2555165],[2562183],[2570919],[2571702],[2576532],[2594114],[2611533],[2619733],[2626111],[2634354],[2653504],[2679915],[2688115],[2728783] ] cell #5018 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [689896],[797038],[822994],[910773],[924303],[938997],[1004331],[1025987],[1038542],[1045066],[1060330],[1121663],[1128187],[1134671],[1163588],[1163592],[1170059],[1181657],[1190602],[1211859],[1218976],[1248909],[1248913],[1255380],[1263407],[1289530],[1291025],[1291916],[1294786],[1313490],[1320014],[1341140],[1341144],[1349453],[1376092],[1377587],[1378478],[1381348],[1389077],[1407089],[1419250],[1421258],[1426165],[1444139],[1444143],[1450610],[1458446],[1470807],[1471698],[1475883],[1494204],[1506056],[1508064],[1512971],[1519082],[1537516],[1537520],[1545829],[1549883],[1552595],[1572468],[1573963],[1574854],[1588620],[1593287],[1599728],[1601197],[1605644],[1617112],[1621204],[1635100],[1635929],[1638641],[1648845],[1653676],[1666037],[1666928],[1671113],[1681454],[1701286],[1703294],[1708201],[1715145],[1717745],[1722262],[1727889],[1730613],[1734166],[1738997],[1744649],[1748735],[1755751],[1759843],[1765759],[1780447],[1785114],[1791555],[1793024],[1797471],[1813031],[1826927],[1827756],[1830468],[1841365],[1850824],[1853424],[1855203],[1855531],[1863568],[1870815],[1873415],[1879473],[1883559],[1886283],[1894667],[1901416],[1904016],[1908533],[1914160],[1916884],[1920437],[1925268],[1935006],[1942022],[1946114],[1952030],[1971985],[1972182],[1975446],[1981444],[1984044],[1990922],[2000381],[2002981],[2005088],[2006733],[2013125],[2020095],[2029554],[2032154],[2033933],[2034261],[2042298],[2045022],[2049545],[2052145],[2058203],[2062289],[2065013],[2073397],[2096229],[2108681],[2113944],[2114141],[2119461],[2123403],[2126003],[2141414],[2141611],[2144875],[2150873],[2153473],[2155252],[2155580],[2160351],[2169810],[2172410],[2174517],[2176162],[2182554],[2185278],[2193374],[2215651],[2215848],[2218610],[2225674],[2229327],[2254869],[2255066],[2258330],[2267321],[2272584],[2272781],[2278101],[2282043],[2284643],[2286750],[2291322],[2294619],[2317565],[2330932],[2340045],[2362322],[2362519],[2365281],[2372345],[2375998],[2376195],[2384600],[2400910],[2407772],[2420231],[2420428],[2425175],[2428472],[2428669],[2451418],[2468770],[2480223],[2483520],[2483717],[2505126],[2528298],[2554239],[2575795],[2618996], [875758,1374231],[977317,1231472],[993622,1504658],[994043,1504662],[1034497,1548615],[1054488,1570607],[1064415,1838524],[1100089,1360831],[1111030,1371982],[1116552,1633565],[1116920,1634456],[1159047,1678026],[1159468,1678030],[1179893,1699888],[1180314,1699892],[1190167,1710987],[1190878,1960551],[1209610,1210716],[1226028,1490417],[1235475,1753402],[1237968,1502357],[1243665,1761312],[1281381,1547472],[1286903,1803916],[1287271,1804807],[1302857,1568358],[1308379,1825392],[1308747,1826283],[1319162,1837381],[1319583,1837385],[1319666,2075998],[1325323,1842285],[1338839,1339959],[1353507,1614631],[1364914,1877932],[1366538,1631313],[1404840,1405946],[1408843,1918827],[1411336,1676845],[1417033,1926737],[1430705,1939673],[1433198,1697587],[1438895,1947583],[1441737,2177059],[1449661,1958475],[1450029,1959366],[1453615,1714083],[1456106,1964010],[1466979,1972905],[1468555,1469675],[1488841,1991842],[1495033,1753270],[1521699,2021015],[1522805,2021945],[1524077,2240463],[1535215,1536335],[1539298,2036671],[1540922,1802784],[1561290,2056662],[1562914,1823140],[1572361,2066956],[1580551,2074866],[1586513,1842153],[1593155,1593215],[1594897,1849762],[1597388,2088254],[1608261,2097149],[1609367,2098079],[1610639,2306879],[1618864,2105969],[1629737,2114864],[1651336,2133439],[1652415,2134301],[1653569,2135221],[1662209,2142334],[1663785,1664905],[1668401,1918755],[1684071,2161271],[1685177,2162201],[1686449,2361592],[1690263,1939541],[1701670,2176927],[1715013,1715073],[1725782,1972773],[1736657,2204992],[1737736,2205854],[1738890,2206774],[1746628,1991710],[1757503,2221352],[1760842,2224064],[1768376,2230247],[1769482,2231177],[1770754,2419501],[1778340,2020883],[1779380,2021873],[1780831,2240331],[1784982,1785042],[1786724,2028492],[1789215,2246894],[1800088,2255789],[1802466,2440732],[1810691,2264609],[1811770,2265471],[1812924,2266391],[1821564,2273504],[1857069,2301692],[1861461,2097017],[1862501,2098007],[1863952,2306747],[1870683,1870743],[1877060,2316602],[1881452,2114732],[1885022,2322519],[1885286,2322716],[1887448,2495532],[1892327,2328220],[1893406,2329082],[1894560,2330002],[1901284,1901344],[1912053,2142202],[1922928,2351663],[1925161,2353445],[1932899,2161139],[1933939,2162129],[1935390,2361460],[1943774,2368023],[1947113,2370735],[1954647,2376918],[1957025,2540027],[1973337,2390540],[1977886,2393837],[1981312,1981372],[1992274,2403944],[1996823,2407241],[2006626,2414314],[2011018,2230115],[2012058,2231105],[2013509,2419369],[2035799,2435545],[2040191,2255657],[2042682,2440600],[2049413,2049473],[2060182,2273372],[2063752,2456372],[2064016,2456569],[2066178,2602557],[2071057,2462073],[2073290,2463855],[2074396,2464785],[2088632,2474283],[2092576,2301560],[2106347,2486163],[2110291,2316530],[2115296,2492103],[2119845,2495400],[2123271,2123331],[2142766,2511066],[2147315,2514363],[2157118,2521436],[2176055,2534840],[2180447,2376786],[2182938,2539895],[2184017,2540757],[2184281,2540954],[2193242,2193302],[2194337,2389348],[2196448,2548726],[2210697,2403305],[2212808,2559100],[2221730,2564613],[2247272,2581308],[2251216,2435413],[2256221,2587248],[2260770,2590545],[2261034,2590742],[2273936,2599128],[2278485,2602425],[2290130,2290683],[2295150,2472909],[2310060,2485265],[2319676,2627915],[2341008,2509874],[2343119,2642393],[2352041,2647906],[2368401,2658280],[2383226,2383702],[2429003,2579934],[2438619,2699736],[2453529,2708655] ] cell #5019 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [590472],[689846],[713700],[796657],[809288],[822944],[885422],[906181],[918083],[924253],[938616],[998111],[1004281],[1010677],[1038363],[1038492],[1044685],[1055738],[1064152],[1085287],[1092313],[1121484],[1121613],[1127806],[1135782],[1161153],[1162639],[1163390],[1166347],[1184382],[1190552],[1211680],[1211809],[1220087],[1246474],[1247960],[1248711],[1251668],[1259269],[1277114],[1288982],[1291009],[1295897],[1313311],[1313440],[1319633],[1327668],[1340191],[1340942],[1345315],[1363706],[1375544],[1377571],[1382459],[1388529],[1406910],[1407039],[1415317],[1419234],[1422027],[1441704],[1443190],[1443941],[1457898],[1462664],[1469324],[1470791],[1475335],[1486980],[1491186],[1505232],[1506040],[1508833],[1519066],[1524044],[1536567],[1537318],[1541691],[1552047],[1571920],[1573947],[1578835],[1585882],[1588604],[1593271],[1599180],[1601966],[1605628],[1610606],[1616395],[1620656],[1627876],[1632082],[1638093],[1653128],[1657894],[1664554],[1666021],[1670565],[1686416],[1700462],[1701270],[1704063],[1715129],[1725151],[1727873],[1729724],[1730065],[1738449],[1745997],[1748719],[1755034],[1759295],[1762081],[1770721],[1777709],[1780431],[1785098],[1791007],[1793793],[1797455],[1802433],[1812483],[1819703],[1823909],[1829920],[1850808],[1851025],[1854486],[1860830],[1863552],[1870799],[1880821],[1883543],[1885735],[1887415],[1894119],[1901400],[1911422],[1914144],[1915995],[1916336],[1924720],[1927506],[1932268],[1934990],[1941305],[1945566],[1948352],[1956992],[1981428],[1994741],[2000365],[2000582],[2006185],[2010387],[2013109],[2029538],[2029755],[2033216],[2039560],[2042282],[2044133],[2044474],[2049529],[2059551],[2062273],[2064465],[2066145],[2072849],[2075635],[2084452],[2108665],[2108882],[2111839],[2119445],[2123387],[2150857],[2151074],[2154535],[2164170],[2169794],[2170011],[2175614],[2179816],[2182538],[2184730],[2189712],[2193358],[2218594],[2233146],[2243092],[2267305],[2267522],[2270479],[2278085],[2282027],[2282244],[2291306],[2309508],[2317115],[2330916],[2331133],[2336383],[2340029],[2340246],[2365265],[2384150],[2397248],[2400894],[2401111],[2425159],[2450968],[2480207],[2504676],[2553789], 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] cell #5020 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5021 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5022 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5023 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [417387],[435741],[499129],[518950],[520388],[586471],[590077],[600895],[608776],[611751],[613965],[667311],[672826],[674068],[685467],[700823],[709699],[710044],[713305],[741802],[743044],[772376],[778635],[779670],[780015],[791975],[801262],[805924],[807166],[808893],[818265],[818565],[852493],[853528],[853873],[877396],[882058],[883300],[885027],[888804],[891248],[892330],[892630],[912473],[915701],[920594],[921629],[921974],[933934],[949899],[966923],[969367],[970449],[970749],[984246],[994862],[995729],[1000622],[1001657],[1002002],[1006249],[1006363],[1007724],[1011390],[1032258],[1032603],[1035380],[1038361],[1040805],[1041887],[1042187],[1062030],[1071923],[1082982],[1087885],[1087999],[1089360],[1093026],[1100217],[1104458],[1107244],[1117959],[1118304],[1118501],[1121482],[1123926],[1125008],[1125308],[1130249],[1130963],[1153194],[1156720],[1157020],[1161919],[1162033],[1163394],[1167060],[1181133],[1187928],[1188273],[1197621],[1208055],[1209416],[1211678],[1214554],[1215268],[1226995],[1231278],[1233865],[1238096],[1242337],[1244823],[1245123],[1247240],[1247354],[1248715],[1252381],[1257574],[1274809],[1279826],[1281187],[1284853],[1290364],[1291078],[1291428],[1291542],[1309786],[1310131],[1313309],[1316835],[1317135],[1321889],[1329554],[1329668],[1337287],[1338001],[1340087],[1340946],[1343620],[1354171],[1355487],[1359993],[1365250],[1367505],[1370427],[1371788],[1374050],[1374375],[1376926],[1377640],[1377990],[1378104],[1403285],[1404646],[1406908],[1409784],[1410498],[1420332],[1421729],[1433326],[1437567],[1440053],[1440353],[1442584],[1443945],[1447611],[1454279],[1456442],[1460386],[1463545],[1467629],[1470642],[1470860],[1471210],[1471324],[1484162],[1485407],[1493186],[1495697],[1497013],[1500805],[1501519],[1503605],[1504464],[1507138],[1508535],[1526044],[1533663],[1534377],[1536463],[1537322],[1539996],[1548434],[1561626],[1563881],[1566803],[1568164],[1570426],[1570751],[1573302],[1574016],[1574366],[1574480],[1584528],[1587177],[1590781],[1593473],[1595561],[1597724],[1600102],[1601668],[1612606],[1619200],[1623144],[1625058],[1626303],[1630387],[1633400],[1633618],[1634082],[1651672],[1655616],[1658775],[1662859],[1665872],[1666090],[1666440],[1666554],[1676973],[1677832],[1688416],[1690927],[1692243],[1696035],[1696749],[1698835],[1699694],[1702368],[1703765],[1710806],[1715331],[1715760],[1719035],[1722218],[1723797],[1726446],[1736993],[1740937],[1747292],[1750896],[1753588],[1757839],[1760217],[1761783],[1772721],[1779004],[1782608],[1785300],[1787388],[1789551],[1791929],[1793495],[1803751],[1803969],[1804433],[1811027],[1814971],[1816885],[1818130],[1822214],[1825227],[1825445],[1825909],[1836328],[1837187],[1841321],[1842471],[1851439],[1862125],[1865729],[1871001],[1871430],[1877888],[1882116],[1892663],[1896607],[1901602],[1902031],[1905306],[1908489],[1910068],[1912717],[1919013],[1923264],[1925642],[1927208],[1928888],[1933563],[1937167],[1939859],[1944110],[1946488],[1948054],[1958310],[1958528],[1958992],[1963966],[1978222],[1981630],[1982059],[1985334],[1990878],[2000996],[2011682],[2015286],[2020051],[2021201],[2022131],[2030169],[2036627],[2040855],[2046352],[2049731],[2050160],[2056618],[2060846],[2067142],[2071393],[2073771],[2075337],[2093240],[2096185],[2097335],[2098265],[2123589],[2124018],[2133395],[2134257],[2135407],[2147651],[2151488],[2156493],[2160307],[2162387],[2170425],[2176883],[2181111],[2193560],[2200826],[2204948],[2205810],[2206960],[2229283],[2231363],[2240287],[2251880],[2252525],[2265427],[2266577],[2282658],[2294575],[2295511],[2306703],[2316788],[2329038],[2330188],[2336855],[2347497],[2361416],[2384063],[2397720],[2407197],[2419325],[2429364],[2447265],[2485626],[2499283],[2562138] ] cell #5024 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [911231],[1031223],[1060788],[1155638],[1170517],[1186893],[1207941],[1255838],[1279712],[1292044],[1299071],[1315753],[1370313],[1378606],[1385633],[1403171],[1422218],[1422225],[1429095],[1442470],[1451068],[1471826],[1493072],[1509024],[1509031],[1515901],[1525930],[1550547],[1551863],[1552724],[1566689],[1574982],[1582009],[1602157],[1602164],[1612492],[1617037],[1633968],[1636593],[1637909],[1638770],[1649509],[1667056],[1679392],[1681271],[1688302],[1704254],[1704261],[1711131],[1718409],[1729881],[1730742],[1734830],[1744643],[1755676],[1763697],[1765576],[1772607],[1776355],[1793984],[1793991],[1804319],[1806242],[1808864],[1825795],[1828420],[1829736],[1830597],[1843830],[1848150],[1854088],[1855128],[1855348],[1859476],[1874079],[1879467],[1887878],[1890500],[1900138],[1904680],[1916152],[1917013],[1921101],[1930914],[1941947],[1949968],[1951847],[1958878],[1963186],[1965444],[1969524],[1974450],[1975440],[1977099],[1980166],[1984708],[1993387],[2003645],[2009033],[2022560],[2026880],[2032818],[2033858],[2034078],[2038206],[2052809],[2058197],[2066608],[2069230],[2079304],[2087430],[2089688],[2091581],[2098694],[2105145],[2107403],[2116409],[2119058],[2126667],[2132615],[2134873],[2138953],[2143879],[2144869],[2146528],[2149595],[2154137],[2155177],[2162816],[2173074],[2178462],[2196042],[2196214],[2204168],[2206426],[2212402],[2220528],[2222786],[2224679],[2226338],[2231792],[2237944],[2246070],[2248328],[2250221],[2257334],[2258324],[2259983],[2263785],[2266043],[2275049],[2277698],[2285307],[2304360],[2314858],[2319270],[2319442],[2324054],[2327396],[2329654],[2342713],[2342885],[2350839],[2353097],[2354990],[2359073],[2367199],[2369457],[2371350],[2373009],[2378463],[2381112],[2387554],[2405642],[2405814],[2408133],[2413966],[2416982],[2438213],[2438385],[2448711],[2453123],[2453295],[2457907],[2461249],[2463507],[2465400],[2469131],[2471691],[2489886],[2500729],[2508080],[2526168],[2526340],[2528659],[2534492],[2537508],[2537680],[2544645],[2557193],[2562462],[2572251],[2572423],[2576156],[2578716],[2578888],[2596911],[2610934],[2619357],[2621917],[2622089],[2638312],[2656129],[2675754],[2691674],[2723624], [1117472,1634584],[1226988,1491377],[1244152,1762272],[1244656,1762279],[1287823,1804935],[1309299,1826411],[1320402,2077017],[1356348,1621333],[1367498,1632273],[1373269,1885551],[1373642,1886412],[1417520,1927697],[1418024,1927704],[1439382,1948543],[1439886,1948550],[1450581,1959494],[1451413,2186608],[1469515,1470635],[1486041,1748552],[1495458,1997707],[1497874,1759972],[1503681,2004905],[1541882,1803744],[1547653,2044290],[1548026,2045151],[1563874,1824100],[1569645,2064281],[1570018,2065142],[1581038,2075826],[1581542,2075833],[1581709,2287663],[1586938,2080079],[1599857,1600963],[1614415,1868024],[1625394,2111483],[1626937,1883376],[1664745,1665865],[1668826,2148199],[1671242,1926503],[1677049,2155397],[1690688,2167136],[1693104,1946243],[1698911,2174334],[1702006,2373654],[1710025,2184546],[1710398,2185407],[1713867,1962281],[1716096,2189356],[1726207,2196817],[1727706,1728785],[1747053,2213177],[1753054,1997590],[1778765,2238719],[1779805,2239507],[1781167,2426279],[1791684,1792790],[1795745,2252408],[1797288,2043194],[1817221,2270123],[1818764,2062106],[1828181,2279369],[1836404,2286567],[1841937,2079962],[1848033,1848083],[1849546,2086525],[1851775,2297674],[1861886,2305135],[1862926,2305923],[1864288,2481327],[1871766,2312584],[1881877,2320045],[1885358,2493973],[1902367,2336027],[1903357,2336738],[1904441,2337513],[1912478,2343488],[1913977,1915056],[1918479,2148132],[1933324,2359848],[1934364,2360636],[1935726,2525574],[1939325,2167019],[1950304,2373537],[1963069,1963119],[1972557,2196700],[1982395,2396892],[1983385,2397603],[1984469,2398378],[1991494,2213060],[2001332,2410296],[2004446,2412570],[2011443,2417757],[2012483,2418545],[2013845,2571657],[2020667,2238602],[2021597,2239440],[2022896,2426162],[2026763,2026813],[2028276,2245165],[2030505,2431527],[2040616,2438988],[2043018,2588352],[2050496,2446437],[2051486,2447148],[2052570,2447923],[2060607,2453898],[2064088,2600998],[2093001,2477237],[2096801,2305018],[2097731,2305856],[2099030,2481210],[2105028,2105078],[2110716,2489117],[2114516,2319928],[2117735,2493801],[2120181,2630953],[2124354,2498455],[2125344,2499166],[2126428,2499941],[2132498,2132548],[2141986,2343371],[2151824,2517418],[2153898,2518904],[2160923,2359731],[2161853,2360569],[2163152,2525457],[2170761,2530822],[2173875,2533096],[2180872,2538283],[2183274,2665324],[2184353,2666090],[2197208,2549087],[2201162,2551647],[2204051,2204101],[2213568,2559461],[2217522,2562021],[2226099,2567567],[2229899,2417640],[2230829,2418478],[2232128,2571540],[2251641,2584262],[2255441,2438871],[2257670,2588235],[2261106,2702829],[2263668,2263718],[2273156,2453781],[2276375,2600826],[2278821,2711693],[2282994,2605480],[2285068,2606966],[2286108,2607754],[2298002,2614915],[2301344,2477120],[2312912,2623834],[2316254,2489050],[2320436,2628276],[2324390,2630836],[2327279,2327329],[2343879,2642754],[2347833,2645314],[2356410,2650860],[2372770,2661234],[2376570,2538166],[2378799,2665207],[2379789,2665918],[2387437,2387487],[2388323,2548196],[2389950,2671773],[2401727,2558973],[2403354,2679316],[2410624,2683297],[2431855,2695655],[2435197,2584145],[2439379,2700097],[2443333,2702657],[2454289,2709016],[2458243,2711576],[2468240,2468643],[2472132,2613930],[2484012,2623184],[2491513,2729893],[2508849,2641863],[2510476,2740266],[2517746,2744247],[2531150,2751790],[2543660,2543995],[2579157,2694670],[2586658,2780753],[2598538,2787022] ] cell #5025 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658845],[762979],[799770],[817485],[825917],[867510],[874906],[913471],[932408],[941729],[941857],[947556],[985346],[1026249],[1033645],[1046240],[1053636],[1056243],[1063028],[1063830],[1069536],[1080639],[1102115],[1107885],[1133827],[1134933],[1136287],[1150771],[1171617],[1181919],[1182141],[1189315],[1195375],[1207029],[1218132],[1219238],[1220592],[1228891],[1239994],[1243533],[1261363],[1262483],[1263669],[1263891],[1272466],[1278236],[1293942],[1295048],[1296402],[1299712],[1310351],[1310886],[1321758],[1335755],[1347409],[1348529],[1349715],[1349937],[1357747],[1369401],[1372813],[1373035],[1380504],[1381610],[1382964],[1390605],[1391725],[1392874],[1393409],[1402259],[1413362],[1415822],[1424121],[1425241],[1426427],[1426649],[1435224],[1438763],[1440994],[1463414],[1472604],[1477411],[1478531],[1479680],[1480215],[1485276],[1494466],[1499273],[1502662],[1503197],[1505737],[1510927],[1512047],[1513233],[1513455],[1518134],[1518199],[1518288],[1523334],[1532131],[1543785],[1546091],[1546313],[1554123],[1555243],[1556392],[1556927],[1565777],[1569189],[1569411],[1576880],[1579340],[1580419],[1597875],[1602940],[1604696],[1604761],[1604850],[1609896],[1619351],[1624416],[1625498],[1626172],[1632492],[1635362],[1635584],[1640169],[1641289],[1642438],[1642973],[1648068],[1658644],[1667834],[1672641],[1674910],[1675445],[1679105],[1680506],[1680571],[1680660],[1685706],[1694503],[1697892],[1698427],[1700967],[1706157],[1708463],[1708685],[1709569],[1709791],[1716200],[1718904],[1726580],[1726941],[1727095],[1731035],[1733389],[1747426],[1751881],[1753454],[1757990],[1762520],[1763055],[1764811],[1764876],[1764965],[1770011],[1789702],[1794767],[1796523],[1796677],[1801723],[1805713],[1805935],[1807423],[1808384],[1808473],[1817325],[1817999],[1824319],[1827189],[1827411],[1831996],[1834265],[1834800],[1835385],[1835920],[1842337],[1845934],[1845999],[1846088],[1848368],[1851297],[1852647],[1868359],[1871288],[1878205],[1882250],[1882611],[1882765],[1886705],[1889059],[1890020],[1890109],[1902471],[1905175],[1912851],[1913212],[1913366],[1917306],[1919660],[1923415],[1927945],[1928480],[1931132],[1939725],[1944261],[1948791],[1949326],[1950408],[1951082],[1951236],[1956282],[1957402],[1962616],[1963404],[1964283],[1967555],[1969365],[1976619],[1976708],[1982499],[1985203],[1988302],[1995491],[1995645],[1997925],[2000854],[2002204],[2009251],[2021067],[2023000],[2024664],[2024818],[2027098],[2030027],[2031377],[2036944],[2040989],[2045444],[2056935],[2060980],[2061341],[2061495],[2065435],[2067008],[2067789],[2068750],[2068839],[2078434],[2079145],[2080297],[2086860],[2088527],[2091799],[2097201],[2099134],[2100798],[2100952],[2105363],[2106242],[2109514],[2111324],[2118667],[2132833],[2133712],[2134574],[2135273],[2136984],[2138794],[2146048],[2146137],[2148417],[2151346],[2163256],[2164920],[2165074],[2167354],[2170283],[2171633],[2178680],[2189197],[2195172],[2197035],[2204386],[2205265],[2206127],[2206826],[2208537],[2212243],[2213395],[2221625],[2224897],[2232232],[2233896],[2234050],[2237785],[2238937],[2239725],[2245500],[2247167],[2250439],[2252249],[2259592],[2264003],[2264882],[2265744],[2266443],[2268154],[2269964],[2277307],[2297515],[2304201],[2305353],[2306141],[2312425],[2320263],[2327614],[2328493],[2329355],[2330054],[2331765],[2335868],[2336579],[2341843],[2343706],[2351936],[2355208],[2358914],[2360066],[2360854],[2368296],[2371568],[2380721],[2387772],[2394110],[2396733],[2397444],[2407514],[2410137],[2416823],[2417975],[2418763],[2431368],[2439206],[2446278],[2446989],[2454116],[2462346],[2465618],[2471532],[2477455],[2489335],[2498296],[2499007],[2514636],[2517259],[2530663],[2538501],[2543592],[2551488],[2561862],[2584480],[2605321],[2613862],[2622781],[2645155],[2694602] ] cell #5026 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5027 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5028 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5029 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [393585],[472959],[514111],[560698],[606812],[613329],[651575],[692762],[707369],[715130],[721304],[797493],[800272],[810215],[824107],[825860],[890733],[911233],[911654],[914239],[934459],[939452],[942231],[968852],[1011915],[1026369],[1030851],[1031219],[1045521],[1060790],[1061211],[1063796],[1093551],[1128642],[1135053],[1150605],[1155562],[1167585],[1170519],[1170940],[1182039],[1186521],[1186889],[1219358],[1252906],[1255840],[1256261],[1262317],[1263789],[1278572],[1292046],[1295168],[1298699],[1299067],[1310720],[1315677],[1320469],[1348363],[1349835],[1378608],[1381730],[1385261],[1385629],[1392061],[1393243],[1419824],[1422221],[1425075],[1426547],[1429019],[1441330],[1451070],[1471828],[1478867],[1480049],[1494586],[1506630],[1509027],[1511881],[1513353],[1515825],[1519656],[1523670],[1546211],[1550399],[1551853],[1555579],[1556761],[1574984],[1582005],[1589194],[1602160],[1606218],[1610232],[1624250],[1635482],[1636445],[1637899],[1641625],[1642807],[1649361],[1667058],[1675279],[1679382],[1682028],[1686042],[1704257],[1708583],[1718261],[1728463],[1729871],[1734682],[1745376],[1749309],[1752217],[1762889],[1763687],[1766333],[1770347],[1776345],[1793987],[1798045],[1802059],[1808716],[1827309],[1829726],[1834634],[1843820],[1848140],[1853940],[1856105],[1859466],[1870199],[1873931],[1880200],[1884133],[1887041],[1890352],[1914734],[1916142],[1920953],[1949160],[1952604],[1956618],[1963176],[1974440],[1976173],[1976951],[1989766],[1993377],[1999765],[2003497],[2005662],[2026870],[2032670],[2034835],[2038196],[2058930],[2062863],[2065771],[2069082],[2091280],[2105135],[2112788],[2116399],[2118132],[2118910],[2143869],[2145602],[2146380],[2156154],[2169194],[2172926],[2175091],[2198997],[2249920],[2259057],[2259835],[2271428],[2275039],[2276772],[2277550],[2287324],[2345668],[2354689],[2380186],[2380964],[2441168],[2443730] ] cell #5030 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [590766],[614233],[689526],[713994],[715866],[792378],[796640],[809582],[818916],[822624],[825426],[885716],[891651],[892981],[906164],[923933],[934337],[934633],[938599],[969770],[971100],[1003961],[1010660],[1011793],[1012089],[1025687],[1036137],[1041208],[1042538],[1044668],[1055478],[1055721],[1092296],[1093429],[1093725],[1119258],[1124329],[1125659],[1127789],[1131720],[1134371],[1135522],[1135765],[1157371],[1161136],[1166330],[1167463],[1167759],[1181357],[1198378],[1216025],[1218676],[1219827],[1220070],[1234268],[1245474],[1246457],[1251651],[1252784],[1253080],[1258024],[1259252],[1260014],[1263107],[1285256],[1285552],[1288841],[1291835],[1294486],[1295637],[1295880],[1317486],[1327651],[1338758],[1344070],[1345298],[1346060],[1349153],[1356479],[1360750],[1363689],[1374778],[1375074],[1375403],[1378397],[1381048],[1382199],[1382442],[1387815],[1388388],[1411255],[1415057],[1415300],[1420782],[1422010],[1422772],[1425865],[1440704],[1448014],[1448310],[1457757],[1468079],[1469307],[1471617],[1474621],[1475194],[1486963],[1491169],[1493904],[1498005],[1502276],[1504972],[1505215],[1507588],[1508816],[1509578],[1512671],[1518014],[1535134],[1540446],[1541674],[1545529],[1551333],[1551906],[1552482],[1554458],[1571154],[1571450],[1574773],[1578575],[1578818],[1583780],[1591231],[1592101],[1598466],[1599039],[1601094],[1601949],[1604576],[1615076],[1616228],[1620515],[1625785],[1627859],[1630837],[1632065],[1634375],[1634800],[1637379],[1637952],[1638528],[1640504],[1663309],[1664537],[1666847],[1669851],[1670424],[1680386],[1681837],[1693235],[1697506],[1700202],[1700445],[1702818],[1704046],[1707901],[1714528],[1716487],[1720235],[1723049],[1726821],[1729707],[1729924],[1730500],[1731370],[1742813],[1743895],[1751346],[1753715],[1754867],[1758581],[1759154],[1761209],[1762064],[1764691],[1766142],[1783058],[1790293],[1790866],[1792921],[1793776],[1796403],[1804726],[1817612],[1819686],[1822664],[1823892],[1826202],[1826627],[1829206],[1829779],[1830355],[1832331],[1840208],[1842598],[1845814],[1848308],[1850207],[1852166],[1854319],[1855914],[1866179],[1872157],[1875905],[1877637],[1878719],[1882491],[1885377],[1885594],[1886170],[1902758],[1906506],[1909320],[1913092],[1915978],[1916195],[1916771],[1917641],[1926634],[1927489],[1937617],[1939986],[1941138],[1944852],[1945425],[1947480],[1948335],[1950962],[1952413],[1959285],[1963344],[1963715],[1966589],[1969490],[1970828],[1973218],[1982786],[1986534],[1992155],[1995371],[1997865],[2001723],[2003876],[2005471],[2015736],[2021328],[2024544],[2027038],[2028937],[2030896],[2033049],[2034644],[2044116],[2044333],[2044909],[2050887],[2054635],[2056367],[2057449],[2061221],[2064107],[2064324],[2064900],[2074763],[2075618],[2079270],[2080237],[2087959],[2097462],[2100678],[2105303],[2105674],[2111449],[2115177],[2124745],[2128493],[2132773],[2133144],[2136018],[2138919],[2140257],[2142647],[2148357],[2152215],[2154368],[2155963],[2157485],[2161584],[2164800],[2167294],[2171152],[2173305],[2174900],[2184372],[2184589],[2185165],[2189322],[2201553],[2204326],[2204697],[2207571],[2212368],[2221057],[2230560],[2233776],[2237910],[2238877],[2239665],[2246599],[2252374],[2256102],[2261125],[2263943],[2264314],[2270089],[2273817],[2279527],[2283385],[2285538],[2287133],[2302005],[2304326],[2305293],[2306081],[2327554],[2327925],[2335993],[2336704],[2337671],[2348224],[2351368],[2355840],[2359039],[2360794],[2367728],[2373503],[2377231],[2387712],[2393542],[2396858],[2397569],[2398536],[2416948],[2418703],[2426128],[2435858],[2436318],[2447114],[2448081],[2461778],[2471657],[2472395],[2481176],[2489275],[2499132],[2500099],[2505489],[2514068],[2525423],[2544258],[2554602],[2561987],[2571506],[2579420],[2593551],[2623447],[2633791],[2681539] ] cell #5031 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [689947],[797097],[823045],[910775],[924354],[939056],[1004382],[1025989],[1038593],[1045125],[1060332],[1121714],[1128246],[1134673],[1163589],[1163651],[1170061],[1181659],[1190653],[1211910],[1218978],[1248910],[1248972],[1255382],[1263409],[1289532],[1291030],[1291915],[1294788],[1313541],[1320073],[1341141],[1341203],[1349455],[1376094],[1377592],[1378477],[1381350],[1389079],[1407140],[1419255],[1421257],[1426167],[1444140],[1444202],[1450612],[1458448],[1470812],[1471697],[1475885],[1494206],[1506061],[1508063],[1512973],[1519087],[1537517],[1537579],[1545831],[1549882],[1552597],[1572470],[1573968],[1574853],[1588625],[1593292],[1599730],[1601196],[1605649],[1617114],[1621206],[1635102],[1635928],[1638643],[1648844],[1653678],[1666042],[1666927],[1671115],[1681459],[1701291],[1703293],[1708203],[1715150],[1717744],[1722261],[1727894],[1730615],[1734165],[1738999],[1744651],[1748740],[1755753],[1759845],[1765764],[1780452],[1785119],[1791557],[1793023],[1797476],[1813033],[1826929],[1827755],[1830470],[1841364],[1850829],[1853423],[1855205],[1855536],[1863573],[1870820],[1873414],[1879475],[1883564],[1886285],[1894669],[1901421],[1904015],[1908532],[1914165],[1916886],[1920436],[1925270],[1935011],[1942024],[1946116],[1952035],[1971984],[1972187],[1975448],[1981449],[1984043],[1990921],[2000386],[2002980],[2005093],[2006735],[2013130],[2020094],[2029559],[2032153],[2033935],[2034266],[2042303],[2045024],[2049550],[2052144],[2058205],[2062294],[2065015],[2073399],[2096228],[2108686],[2113943],[2114146],[2119466],[2123408],[2126002],[2141413],[2141616],[2144877],[2150878],[2153472],[2155254],[2155585],[2160350],[2169815],[2172409],[2174522],[2176164],[2182559],[2185280],[2193379],[2215650],[2215853],[2218615],[2225673],[2229326],[2254868],[2255071],[2258332],[2267326],[2272583],[2272786],[2278106],[2282048],[2284642],[2286755],[2291327],[2294618],[2317564],[2330937],[2340050],[2362321],[2362524],[2365286],[2372344],[2375997],[2376200],[2384599],[2400915],[2407771],[2420230],[2420433],[2425180],[2428471],[2428674],[2451417],[2468769],[2480228],[2483519],[2483722],[2505125],[2528297],[2554238],[2575794],[2618995], 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] cell #5032 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #5033 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [394141],[473156],[501263],[514667],[555401],[561372],[592099],[607009],[613885],[619250],[651606],[685712],[691683],[702072],[708043],[715327],[716285],[721335],[731483],[750420],[755335],[777890],[778880],[792531],[810246],[818810],[824781],[825458],[830514],[841600],[851748],[852738],[861591],[871739],[890764],[891804],[892875],[900912],[905827],[919849],[920839],[924764],[934490],[934665],[941751],[943848],[957797],[968883],[969923],[970994],[978643],[989729],[992830],[999877],[1000867],[1009244],[1010323],[1011946],[1012121],[1020330],[1030478],[1040321],[1041361],[1042432],[1050469],[1055384],[1056072],[1076931],[1086013],[1090880],[1091959],[1093582],[1093757],[1098407],[1107489],[1112356],[1116098],[1116333],[1123442],[1124482],[1125553],[1130119],[1130191],[1135428],[1136116],[1144068],[1155154],[1157265],[1164914],[1165993],[1167616],[1167791],[1176000],[1179101],[1181309],[1186148],[1207493],[1212559],[1214424],[1214496],[1219733],[1220421],[1229355],[1234421],[1236286],[1242674],[1243427],[1245368],[1250235],[1251314],[1252937],[1253112],[1257858],[1263059],[1268758],[1277840],[1282707],[1285409],[1285584],[1290234],[1290306],[1295543],[1296231],[1304183],[1307925],[1308160],[1315269],[1317380],[1318370],[1328360],[1336733],[1337157],[1341360],[1343904],[1349105],[1358725],[1363352],[1365004],[1369865],[1372206],[1374931],[1375106],[1376796],[1376868],[1382105],[1382793],[1387697],[1402723],[1407789],[1409654],[1414963],[1415651],[1418736],[1420616],[1421671],[1425817],[1431516],[1437904],[1438657],[1440598],[1445465],[1448167],[1448342],[1449207],[1449442],[1456196],[1460256],[1460328],[1462933],[1466362],[1467913],[1474503],[1484795],[1488224],[1495503],[1500251],[1500675],[1504878],[1505566],[1507422],[1508477],[1512623],[1524736],[1533109],[1533533],[1537736],[1540280],[1544249],[1545481],[1549315],[1549550],[1551215],[1552316],[1561380],[1566241],[1568582],[1571307],[1571482],[1573172],[1578481],[1579169],[1579560],[1580313],[1585161],[1586151],[1586983],[1591065],[1593064],[1598348],[1601610],[1611298],[1614540],[1623014],[1625691],[1629120],[1630671],[1634752],[1637261],[1638362],[1651426],[1655486],[1658163],[1661592],[1663143],[1669733],[1673619],[1678246],[1678999],[1681719],[1690733],[1695481],[1695905],[1700108],[1700796],[1701760],[1702652],[1703707],[1707853],[1708962],[1713992],[1714922],[1716393],[1720117],[1724430],[1730334],[1736747],[1740807],[1746266],[1751180],[1753179],[1753667],[1758463],[1766024],[1777978],[1778810],[1780921],[1782892],[1784891],[1790175],[1793437],[1796042],[1799471],[1805106],[1814841],[1817518],[1820947],[1822498],[1826579],[1828226],[1829088],[1830189],[1842062],[1842550],[1849671],[1852072],[1855796],[1861099],[1861931],[1864042],[1866013],[1870592],[1872063],[1875787],[1886004],[1896477],[1901193],[1902664],[1903654],[1904486],[1906388],[1910701],[1916605],[1918604],[1919095],[1932537],[1935480],[1937451],[1939450],[1939938],[1944734],[1952295],[1972682],[1973170],[1981221],[1982692],[1983682],[1984514],[1986416],[1991619],[1992107],[2001629],[2005353],[2010656],[2013599],[2015570],[2020792],[2021280],[2021722],[2022213],[2028401],[2030802],[2034526],[2044743],[2049322],[2050793],[2051783],[2052615],[2054517],[2064734],[2084721],[2096926],[2097414],[2097856],[2098347],[2114641],[2115129],[2123180],[2124651],[2125641],[2126473],[2128375],[2142111],[2142599],[2152121],[2155845],[2161048],[2161536],[2161978],[2162469],[2171058],[2174782],[2184999],[2193151],[2201459],[2217819],[2230024],[2230512],[2230954],[2231445],[2255566],[2256054],[2273281],[2273769],[2283291],[2287015],[2289601],[2301469],[2301957],[2316379],[2316870],[2348130],[2376695],[2377183],[2388819],[2402223],[2435322],[2435810],[2509345] ] cell #5034 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [499688],[520593],[590132],[612310],[613941],[685522],[689468],[701382],[709970],[713360],[715842],[772935],[778690],[779941],[792320],[808948],[818620],[818892],[822566],[852548],[853799],[885082],[891593],[892685],[892957],[905808],[915756],[920649],[921900],[923875],[933970],[934279],[969712],[970804],[971076],[995784],[1000677],[1001928],[1003903],[1007779],[1010304],[1011426],[1011735],[1032529],[1036079],[1041150],[1042242],[1042514],[1055365],[1071978],[1089415],[1091940],[1093062],[1093371],[1107299],[1118230],[1119200],[1124271],[1125363],[1125635],[1130172],[1130285],[1131662],[1135409],[1157075],[1157347],[1160439],[1163449],[1165974],[1167096],[1167405],[1188199],[1198320],[1209471],[1214477],[1214590],[1215967],[1219714],[1227050],[1231333],[1234210],[1245178],[1245450],[1245760],[1248770],[1251295],[1252417],[1252726],[1257839],[1258555],[1281242],[1284889],[1285198],[1290287],[1290400],[1291777],[1295524],[1310057],[1317190],[1317462],[1326954],[1337323],[1338700],[1341001],[1343885],[1344601],[1356421],[1360692],[1363333],[1367560],[1371843],[1374411],[1374720],[1376849],[1376962],[1378339],[1382086],[1387415],[1404701],[1409820],[1411197],[1414944],[1420597],[1421313],[1421652],[1421765],[1440408],[1440680],[1444000],[1447647],[1447956],[1452834],[1460309],[1460422],[1467894],[1468610],[1470697],[1471559],[1474221],[1484776],[1486051],[1490472],[1495733],[1497947],[1500841],[1502218],[1504519],[1504859],[1507403],[1508119],[1508458],[1508571],[1533699],[1535076],[1537377],[1540261],[1540977],[1550933],[1552297],[1563936],[1568219],[1570787],[1571096],[1573338],[1574715],[1578462],[1585142],[1587213],[1591046],[1594116],[1598066],[1601036],[1601252],[1601591],[1601704],[1614425],[1615592],[1623180],[1625672],[1626947],[1630652],[1631368],[1633455],[1634317],[1636979],[1638343],[1655652],[1663124],[1663840],[1665927],[1666789],[1669451],[1677887],[1690963],[1693177],[1696071],[1697448],[1699749],[1700089],[1702633],[1703349],[1703688],[1703801],[1713877],[1716374],[1719835],[1722442],[1724411],[1726482],[1728795],[1730315],[1740973],[1747328],[1751161],[1753064],[1754231],[1758181],[1761151],[1761367],[1761819],[1779040],[1782873],[1785943],[1789893],[1792863],[1793079],[1793418],[1793531],[1803806],[1804668],[1815007],[1817499],[1818774],[1822479],[1823195],[1825282],[1826144],[1828806],[1830170],[1837242],[1841545],[1841947],[1845034],[1848093],[1849556],[1852053],[1862161],[1865994],[1872044],[1875505],[1878112],[1882152],[1884465],[1885985],[1896643],[1902645],[1906106],[1908713],[1910682],[1912753],[1915066],[1916586],[1926576],[1926792],[1927244],[1933599],[1937432],[1939335],[1940502],[1944452],[1947422],[1947638],[1948090],[1958365],[1959227],[1963129],[1964190],[1972567],[1982673],[1986134],[1991102],[1991504],[1997650],[2001610],[2011718],[2015551],[2020275],[2020677],[2023764],[2026823],[2028286],[2030783],[2036851],[2040891],[2043204],[2044724],[2046407],[2050774],[2054235],[2056842],[2060882],[2063195],[2064715],[2074705],[2074921],[2075373],[2080022],[2093276],[2096409],[2096811],[2099898],[2105088],[2114526],[2124632],[2128093],[2132558],[2133619],[2134481],[2141996],[2148142],[2152102],[2157427],[2160531],[2160933],[2167079],[2171039],[2177107],[2181147],[2183460],[2184980],[2201440],[2204111],[2205172],[2206034],[2229507],[2229909],[2238662],[2239450],[2240511],[2251916],[2255451],[2260213],[2263728],[2265651],[2273166],[2279312],[2283272],[2294799],[2301354],[2305078],[2305866],[2306927],[2327339],[2329262],[2337456],[2348111],[2348698],[2360579],[2361640],[2376580],[2387497],[2388333],[2398321],[2407421],[2418488],[2419549],[2425584],[2435207],[2447866],[2468653],[2480632],[2489060],[2499884],[2508859],[2524879],[2558983],[2570962],[2626154] ] cell #5035 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5036 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [911656],[942233],[1030856],[1061213],[1063863],[1150610],[1155552],[1170942],[1182174],[1186526],[1190277],[1256263],[1262322],[1263924],[1278562],[1298704],[1310725],[1311200],[1315667],[1348368],[1349970],[1385266],[1389674],[1392051],[1393248],[1393723],[1408441],[1419829],[1425080],[1426682],[1429009],[1441234],[1441320],[1476480],[1478857],[1480054],[1480529],[1506635],[1511886],[1513488],[1515815],[1519661],[1522403],[1523574],[1523660],[1546346],[1550389],[1553192],[1555569],[1556766],[1557241],[1571959],[1589199],[1606223],[1608965],[1610136],[1610222],[1624255],[1635617],[1636435],[1639238],[1641615],[1642812],[1643287],[1648371],[1649351],[1653167],[1675284],[1675759],[1679280],[1681814],[1682033],[1683669],[1684775],[1685946],[1686032],[1708718],[1718251],[1720988],[1728468],[1733692],[1734672],[1738488],[1745381],[1749314],[1752207],[1762894],[1763369],[1763585],[1766119],[1766338],[1767974],[1769080],[1770251],[1770337],[1775844],[1776243],[1798050],[1801963],[1802049],[1807726],[1808504],[1808706],[1812522],[1827444],[1834639],[1835114],[1839949],[1843718],[1852950],[1853930],[1855891],[1856110],[1856667],[1858965],[1859364],[1870189],[1873921],[1876658],[1880205],[1884138],[1886945],[1887031],[1889362],[1890140],[1890342],[1894158],[1899260],[1914739],[1919963],[1920943],[1924759],[1930403],[1930802],[1949165],[1949640],[1952390],[1952609],[1954245],[1956522],[1956608],[1961389],[1961533],[1967858],[1970569],[1972339],[1973939],[1974338],[1976178],[1976739],[1976941],[1979288],[1989506],[1989683],[1993275],[1998885],[1999755],[2002507],[2003487],[2005448],[2005667],[2006224],[2008522],[2008921],[2031680],[2032660],[2034621],[2034840],[2035397],[2037695],[2038094],[2047389],[2058935],[2062868],[2065675],[2065761],[2068092],[2068870],[2069072],[2072888],[2082907],[2083577],[2085633],[2085777],[2087700],[2088810],[2091270],[2091469],[2103348],[2103492],[2109817],[2112528],[2112705],[2114298],[2115898],[2116297],[2118137],[2118698],[2118900],[2121247],[2137287],[2139998],[2141768],[2143368],[2143767],[2145607],[2146168],[2146370],[2148717],[2155940],[2156159],[2168314],[2169184],[2171936],[2172916],[2174877],[2175096],[2175653],[2177951],[2178350],[2191900],[2192148],[2194181],[2195808],[2198914],[2208840],[2216005],[2216675],[2218731],[2218875],[2220798],[2221908],[2224368],[2224567],[2241547],[2242217],[2244273],[2244417],[2246340],[2247450],[2249910],[2250109],[2255223],[2259062],[2259623],[2259825],[2268457],[2271168],[2271345],[2272938],[2274538],[2274937],[2276777],[2277338],[2277540],[2279887],[2287110],[2287329],[2290527],[2292786],[2292930],[2295289],[2307963],[2308633],[2315128],[2315376],[2317409],[2319036],[2322142],[2332068],[2338571],[2338819],[2340852],[2342479],[2345585],[2351109],[2354679],[2354878],[2362676],[2363346],[2365402],[2365546],[2367469],[2368579],[2371039],[2371238],[2376352],[2380191],[2380752],[2380954],[2383841],[2384444],[2399436],[2399684],[2403149],[2405408],[2407911],[2420585],[2421255],[2424380],[2426639],[2426783],[2428826],[2429142],[2436352],[2437979],[2441085],[2443735],[2448981],[2449229],[2451262],[2452889],[2455995],[2461519],[2465089],[2465288],[2468909],[2479428],[2481687],[2481831],[2483874],[2485404],[2500999],[2501247],[2504367],[2504970],[2505523],[2508350],[2515033],[2521740],[2523675],[2525934],[2528437],[2535647],[2537274],[2540380],[2553480],[2554083],[2554636],[2557463],[2569758],[2572017],[2575934],[2576410],[2577013],[2578482],[2590168],[2592429],[2593585],[2603095],[2613191],[2619135],[2619611],[2620214],[2621683],[2632669],[2633825],[2636984],[2638981],[2645936],[2653382],[2653985],[2670541],[2674426],[2676423],[2681573],[2687993],[2688596],[2692190],[2705243],[2718506],[2724140],[2728661],[2734543],[2748325],[2767082],[2772716],[2800765] ] cell #5037 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1031278],[1155983],[1186948],[1283767],[1299126],[1316098],[1337210],[1385688],[1409707],[1422280],[1429440],[1446525],[1500728],[1509086],[1516246],[1533586],[1552720],[1552797],[1559709],[1573225],[1582064],[1602219],[1623067],[1638766],[1638843],[1645755],[1655539],[1680006],[1681281],[1682043],[1695958],[1704316],[1711476],[1730738],[1730815],[1740860],[1745257],[1761706],[1764311],[1765586],[1766348],[1776969],[1794046],[1806252],[1808042],[1814894],[1830593],[1830670],[1837582],[1844444],[1855358],[1856120],[1860090],[1869547],[1880081],[1887888],[1889678],[1896530],[1900148],[1917009],[1917086],[1927131],[1929071],[1931528],[1947977],[1950582],[1951857],[1952619],[1965454],[1969534],[1975064],[1976054],[1976277],[1980176],[1994001],[1999113],[2007190],[2009647],[2018925],[2023174],[2034088],[2034850],[2038820],[2048277],[2058811],[2066618],[2068408],[2075260],[2079314],[2081383],[2085187],[2089698],[2090628],[2092195],[2095059],[2099308],[2107413],[2117023],[2122135],[2134883],[2138963],[2144493],[2145483],[2145706],[2149605],[2163430],[2168542],[2176619],[2179076],[2188676],[2196052],[2198121],[2199873],[2206436],[2212412],[2214481],[2222796],[2225293],[2232406],[2237954],[2240023],[2243827],[2248338],[2249268],[2250835],[2253699],[2257948],[2258938],[2266053],[2275663],[2280775],[2296994],[2297146],[2304370],[2306439],[2311904],[2319280],[2321349],[2323101],[2324668],[2329664],[2335347],[2342723],[2344792],[2346544],[2353107],[2354037],[2355604],[2359083],[2361152],[2369467],[2371964],[2379077],[2396212],[2405652],[2409616],[2409768],[2413976],[2416992],[2419061],[2430847],[2430999],[2438223],[2440292],[2442044],[2445757],[2453133],[2455202],[2456954],[2458521],[2463517],[2466014],[2471701],[2487662],[2487814],[2489896],[2495092],[2497775],[2516738],[2516890],[2526178],[2530142],[2530294],[2534502],[2537518],[2539587],[2541339],[2544655],[2546863],[2562712],[2572261],[2578726],[2594687],[2594839],[2596921],[2602117],[2604800],[2604952],[2611184],[2621927],[2626458],[2634927],[2635079],[2638322],[2640530],[2640682],[2656379],[2668740],[2675764],[2677972],[2678124],[2691924],[2707198],[2723874],[2737233],[2764053], [1243637,1762334],[1356344,1874205],[1372602,1886408],[1373164,1886485],[1438867,1948605],[1451339,2186663],[1486813,1994061],[1497870,2003771],[1502675,2004915],[1502972,2005677],[1568978,2065138],[1569540,2065215],[1580523,2075888],[1582336,2288597],[1600959,1854214],[1616215,2107283],[1625511,2111493],[1627709,2117083],[1632478,2118236],[1679209,1927759],[1693100,2173200],[1697905,2174344],[1698202,2175106],[1709358,2185403],[1709920,2185480],[1711167,2381342],[1716213,2189366],[1729557,1975124],[1742800,2210348],[1753440,2218285],[1754854,2222666],[1761189,2566264],[1792786,2032944],[1805502,2045147],[1806064,2045224],[1817338,2270133],[1819536,2275723],[1824305,2276876],[1828456,2459108],[1835398,2286577],[1835695,2287339],[1840195,2289781],[1842323,2290997],[1851892,2297684],[1854306,2089568],[1871883,2312594],[1877624,2317216],[1884792,2493811],[1902484,2336037],[1904716,2506095],[1915828,2144553],[1921227,1926499],[1927958,2155407],[1928255,2156169],[1939711,2364956],[1941125,2369337],[1947460,2659931],[1950421,2373547],[1957388,2380290],[1963702,2384251],[1969477,2193988],[1970815,2388999],[1972943,2390215],[1982512,2396902],[1984744,2555208],[1991880,2403619],[2001449,2410306],[2004126,2566112],[2021053,2424850],[2023013,2426172],[2030622,2431537],[2033036,2248208],[2036957,2252418],[2038880,2043966],[2045430,2259161],[2050613,2446447],[2052845,2594157],[2056354,2451069],[2063522,2600836],[2066994,2459006],[2074743,2715819],[2079257,2290334],[2087946,2473934],[2097187,2479898],[2099147,2481220],[2105661,2485814],[2114902,2491778],[2124471,2498465],[2126703,2634397],[2133131,2504777],[2134587,2336748],[2135259,2505993],[2138906,2340659],[2140244,2509525],[2142372,2510741],[2148403,2348596],[2149475,2154355],[2151941,2517428],[2154173,2648875],[2157465,2746617],[2161309,2524145],[2163269,2525467],[2170878,2530832],[2173555,2659779],[2183787,2665928],[2201279,2551657],[2204684,2553890],[2206140,2397613],[2206812,2555106],[2212355,2402956],[2221044,2564264],[2226374,2685617],[2230285,2570228],[2232245,2571550],[2237897,2424187],[2239711,2425482],[2246586,2580959],[2252170,2252361],[2255827,2586923],[2257787,2588245],[2260540,2702667],[2264301,2592839],[2265757,2447158],[2266429,2594055],[2273542,2598803],[2283111,2605490],[2285343,2715137],[2285788,2715667],[2298762,2614925],[2301730,2617133],[2304313,2479235],[2306127,2480530],[2324507,2630846],[2327912,2633079],[2329368,2499176],[2330040,2634295],[2336500,2336691],[2347950,2645324],[2349653,2744257],[2351355,2647557],[2353483,2648773],[2356090,2746465],[2359026,2523482],[2360840,2524777],[2367715,2657931],[2373045,2754110],[2376956,2663895],[2378916,2665217],[2391145,2672023],[2393529,2673837],[2397365,2397556],[2407527,2562031],[2411384,2683307],[2414352,2685515],[2416935,2569565],[2418749,2570860],[2432615,2695665],[2435583,2697873],[2437120,2781003],[2446910,2447101],[2458360,2711586],[2461765,2713819],[2463893,2715035],[2471644,2612998],[2472382,2720303],[2474328,2720591],[2488719,2623844],[2489321,2626052],[2492708,2730143],[2498928,2499119],[2511671,2740516],[2514055,2742330],[2515284,2810853],[2531910,2751800],[2534878,2754008],[2544245,2668452],[2547269,2761259],[2561639,2679566],[2561783,2561974],[2564658,2769167],[2579407,2777432],[2581353,2777720],[2599733,2787272],[2610657,2717797],[2622502,2623434],[2625230,2726860],[2640936,2808059],[2658325,2815967],[2678379,2679039] ] cell #5038 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1031751],[1064294],[1155613],[1187421],[1190353],[1278623],[1283687],[1299599],[1311276],[1315728],[1319789],[1386161],[1392112],[1393799],[1408572],[1429070],[1441381],[1441932],[1446445],[1478918],[1480605],[1515876],[1520199],[1522534],[1523721],[1524272],[1538952],[1550450],[1555630],[1557317],[1559629],[1572009],[1572090],[1606761],[1609096],[1610283],[1610834],[1636496],[1641676],[1643363],[1645675],[1649412],[1652069],[1653217],[1653298],[1675835],[1679856],[1682571],[1684906],[1686093],[1686644],[1701324],[1718312],[1734733],[1737390],[1738538],[1738619],[1752268],[1763445],[1764161],[1766876],[1769211],[1770398],[1770949],[1775894],[1776819],[1780485],[1802110],[1802661],[1806154],[1808554],[1808767],[1810345],[1811424],[1812572],[1812653],[1835190],[1844294],[1846920],[1853991],[1859015],[1859940],[1863606],[1870250],[1873982],[1876789],[1887092],[1887643],[1887790],[1890190],[1890403],[1891981],[1893060],[1894208],[1894289],[1899671],[1900050],[1921004],[1924809],[1924890],[1930453],[1931183],[1931378],[1935044],[1949716],[1956669],[1957220],[1961884],[1965356],[1973989],[1974914],[1976789],[1977002],[1977540],[1979699],[1980078],[1990357],[1993851],[1996477],[1999816],[2003548],[2006274],[2006355],[2008572],[2009302],[2009497],[2013163],[2018120],[2032721],[2037745],[2038670],[2042336],[2047800],[2048179],[2065822],[2066373],[2068920],[2069133],[2070711],[2072938],[2073019],[2077709],[2077833],[2083627],[2086128],[2087750],[2089221],[2089600],[2091331],[2091850],[2092045],[2094254],[2103843],[2104007],[2107315],[2112578],[2113379],[2115948],[2116873],[2118748],[2118961],[2119499],[2121658],[2122037],[2143418],[2144343],[2146218],[2146431],[2146969],[2149128],[2149507],[2158376],[2169245],[2172977],[2175703],[2175784],[2178001],[2178731],[2178926],[2182592],[2191950],[2192559],[2194447],[2194571],[2196303],[2197316],[2199588],[2199775],[2210807],[2210931],[2216725],[2219226],[2219390],[2220848],[2222319],[2222698],[2224429],[2224948],[2225143],[2227352],[2242267],[2244768],[2246390],[2247861],[2248240],[2249971],[2250490],[2250685],[2252894],[2259673],[2259886],[2271218],[2272019],[2274588],[2275513],[2277388],[2277601],[2278139],[2280298],[2280677],[2293281],[2293506],[2295356],[2296790],[2299598],[2308683],[2315178],[2315787],[2317675],[2317799],[2319531],[2320544],[2322816],[2323003],[2338621],[2339230],[2341118],[2341242],[2342974],[2343987],[2346259],[2346446],[2351159],[2354740],[2355259],[2355454],[2363396],[2365897],[2366061],[2367519],[2368990],[2369369],[2371100],[2371619],[2371814],[2374023],[2380802],[2381015],[2383908],[2385895],[2386019],[2388140],[2399486],[2400095],[2405903],[2406128],[2407978],[2409412],[2412220],[2421305],[2427134],[2427359],[2429209],[2430643],[2433451],[2438474],[2441759],[2441946],[2449031],[2449640],[2451528],[2451652],[2453384],[2454397],[2456669],[2456856],[2461569],[2465150],[2465669],[2465864],[2468460],[2468976],[2482182],[2482407],[2485471],[2487458],[2489703],[2501049],[2501658],[2504434],[2506421],[2506545],[2508400],[2508666],[2515100],[2516534],[2519342],[2521801],[2526429],[2526654],[2528504],[2529938],[2532746],[2537769],[2541054],[2541241],[2544462],[2553547],[2555534],[2555658],[2557513],[2558790],[2572512],[2572737],[2575485],[2576001],[2576477],[2578977],[2584848],[2590842],[2592496],[2594483],[2596728],[2603162],[2604596],[2607404],[2618686],[2619202],[2619678],[2622178],[2632736],[2634723],[2638129],[2638532],[2639048],[2640326],[2650510],[2652457],[2653449],[2661820],[2670608],[2675571],[2675974],[2676490],[2677768],[2687068],[2688060],[2690841],[2692476],[2698414],[2704794],[2705310],[2719589],[2722791],[2724426],[2728728],[2734094],[2734610],[2737641],[2748611],[2759925],[2764461],[2768165],[2773002],[2784397],[2799806],[2804342],[2827006] ] cell #5039 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5040 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5041 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5042 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5043 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1031468],[1156194],[1187138],[1283786],[1299316],[1316309],[1337229],[1385878],[1409726],[1424585],[1429651],[1446544],[1500747],[1511391],[1516457],[1533605],[1554736],[1555101],[1559728],[1573244],[1582254],[1603404],[1623086],[1640782],[1641147],[1645774],[1655558],[1680025],[1683454],[1684010],[1695977],[1706621],[1711687],[1731648],[1732013],[1740879],[1745276],[1761725],[1764330],[1767759],[1768315],[1776988],[1795231],[1806367],[1810113],[1814913],[1832609],[1832974],[1837601],[1844463],[1856452],[1857008],[1860109],[1869662],[1880100],[1888003],[1891749],[1896549],[1900263],[1917919],[1918284],[1927150],[1929152],[1931547],[1947996],[1950601],[1954030],[1954586],[1965569],[1969649],[1975083],[1976073],[1977308],[1980291],[1994020],[1999228],[2007271],[2009666],[2019006],[2023193],[2035182],[2035738],[2038839],[2048392],[2058830],[2066733],[2070479],[2075279],[2079429],[2081464],[2085268],[2089813],[2090743],[2092214],[2095140],[2099327],[2107528],[2117042],[2122250],[2134998],[2139078],[2144512],[2145502],[2146737],[2149720],[2163449],[2168657],[2176700],[2179095],[2188757],[2196167],[2198202],[2199988],[2206551],[2212527],[2214562],[2222911],[2225312],[2232425],[2238069],[2240104],[2243908],[2248453],[2249383],[2250854],[2253780],[2257967],[2258957],[2266168],[2275682],[2280890],[2297075],[2297211],[2304485],[2306520],[2311985],[2319395],[2321430],[2323216],[2324687],[2329779],[2335428],[2342838],[2344873],[2346659],[2353222],[2354152],[2355623],[2359198],[2361233],[2369582],[2371983],[2379096],[2396293],[2405767],[2409697],[2409833],[2414091],[2417107],[2419142],[2430928],[2431064],[2438338],[2440373],[2442159],[2445838],[2453248],[2455283],[2457069],[2458540],[2463632],[2466033],[2471816],[2487743],[2487879],[2490382],[2495173],[2497856],[2516819],[2516955],[2526293],[2530223],[2530359],[2534617],[2537633],[2539668],[2541454],[2546020],[2546944],[2563101],[2572376],[2578841],[2594768],[2594904],[2597407],[2602198],[2604881],[2605017],[2612311],[2622042],[2626695],[2635008],[2635144],[2639687],[2640611],[2640747],[2656768],[2669585],[2677129],[2678053],[2678189],[2693051],[2707435],[2725001],[2738078],[2764898], 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] cell #5044 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #5045 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #5046 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5047 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #5048 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5049 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #5050 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5051 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5052 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5053 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5054 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1762391],[1851193],[1886113],[1886565],[1927816],[1948662],[1960533],[1972279],[2000750],[2004982],[2005388],[2029923],[2044852],[2045304],[2064843],[2065295],[2075945],[2076900],[2087049],[2109050],[2111665],[2114238],[2118271],[2141708],[2151242],[2155474],[2155880],[2170179],[2174411],[2174817],[2185108],[2185560],[2185723],[2189538],[2193899],[2215945],[2218415],[2220147],[2224404],[2245689],[2252590],[2255163],[2259196],[2270305],[2272878],[2276911],[2279610],[2286644],[2287050],[2290245],[2291127],[2297856],[2312766],[2314477],[2317127],[2322430],[2336209],[2336920],[2337754],[2340570],[2348726],[2350458],[2365086],[2366818],[2371075],[2373719],[2380325],[2384162],[2390345],[2397074],[2397785],[2398619],[2401484],[2402867],[2403749],[2410478],[2412441],[2424098],[2424980],[2425612],[2426344],[2431709],[2436070],[2446619],[2447330],[2448164],[2450980],[2456283],[2459136],[2465125],[2467997],[2473845],[2479146],[2480028],[2480660],[2481392],[2485725],[2491908],[2498637],[2499348],[2500182],[2504688],[2505241],[2506123],[2510871],[2517600],[2519145],[2521776],[2523393],[2524275],[2524907],[2525639],[2531004],[2532967],[2540668],[2547953],[2551829],[2553801],[2554354],[2555236],[2562203],[2564175],[2567808],[2569476],[2570358],[2570990],[2571722],[2580870],[2587053],[2588417],[2590456],[2592750],[2593303],[2594185],[2598933],[2605662],[2607207],[2607625],[2612909],[2615816],[2617263],[2624735],[2626182],[2631018],[2632990],[2633543],[2634425],[2641620],[2645496],[2646903],[2647468],[2648903],[2650731],[2657842],[2661475],[2664025],[2665389],[2668208],[2672746],[2673748],[2680289],[2681291],[2684198],[2685645],[2696556],[2698003],[2699194],[2711758],[2713730],[2715165],[2717649],[2720059],[2721100],[2726328],[2727369],[2730866],[2741239],[2742241],[2743221],[2752691],[2754138],[2761111],[2766225],[2769676],[2777188],[2778229],[2787995],[2807911],[2816476], [840191,2088949],[988320,2222047],[1018921,2247589],[1031335,1801349],[1105009,2315515],[1153745,2148856],[1156063,1924140],[1174591,2368718],[1187005,1955908],[1226729,2402640],[1242888,2413227],[1284000,2041119],[1296836,2449368],[1299183,2055945],[1313860,2280026],[1316178,2072269],[1356020,2484863],[1367239,2490799],[1383398,2501386],[1385745,2129803],[1396424,2338958],[1421959,2523166],[1422337,2164620],[1429520,2166385],[1438118,2533753],[1446758,2181375],[1470376,2550541],[1483230,2399823],[1497546,2563313],[1508765,2569249],[1509143,2233596],[1516326,2235361],[1518761,2423871],[1552396,2591888],[1552425,2267690],[1552877,2267696],[1559942,2268819],[1563615,2597824],[1579774,2608411],[1582121,2076598],[1600635,2615995],[1601898,2616707],[1602276,2309958],[1605323,2478919],[1638442,2632128],[1638471,2331301],[1638923,2331307],[1645988,2332430],[1647860,2503826],[1665606,2644208],[1678460,2520349],[1681133,2357256],[1681348,2361914],[1681754,2362616],[1692776,2656980],[1703995,2662916],[1704373,2180266],[1711556,2186171],[1727568,2549988],[1730414,2673362],[1730443,2401279],[1730895,2401285],[1733181,2552939],[1762013,2685089],[1765438,2415165],[1765653,2419823],[1766059,2420525],[1775380,2575022],[1792462,2696735],[1793725,2697447],[1794103,2243542],[1797150,2585944],[1803485,2701551],[1807215,2443987],[1808077,2448330],[1830269,2712868],[1830298,2282412],[1830750,2282418],[1837815,2287698],[1846561,2470032],[1851164,2720494],[1852439,2615519],[1855425,2483112],[1855831,2483814],[1858501,2618223],[1883238,2629177],[1886084,2731482],[1888851,2496005],[1889713,2500348],[1913839,2643655],[1916685,2741855],[1916714,2340414],[1917166,2340420],[1919452,2646606],[1926175,2745327],[1927438,2746039],[1929939,2522010],[1948284,2753582],[1951709,2373744],[1951924,2375590],[1952330,2376292],[1967347,2545249],[1969706,2552209],[1971896,2672229],[1973475,2672515],[1976312,2556812],[1996118,2560362],[2000721,2769070],[2001996,2683901],[2008058,2568093],[2025291,2426369],[2029894,2777623],[2031169,2696259],[2034155,2428064],[2034561,2428766],[2037231,2698963],[2041977,2588442],[2044823,2782342],[2061968,2709917],[2064814,2788611],[2067581,2458833],[2068443,2460868],[2075567,2792795],[2079486,2611390],[2083113,2611676],[2085317,2617619],[2087301,2720944],[2101425,2481417],[2109021,2800210],[2109306,2624438],[2113855,2730349],[2115434,2730635],[2136776,2505820],[2139135,2503096],[2141325,2740722],[2142904,2741008],[2145741,2507699],[2151213,2810756],[2152488,2648600],[2165547,2525664],[2170150,2815870],[2171425,2752394],[2177487,2535365],[2182233,2665414],[2185079,2820589],[2188806,2669093],[2208329,2554933],[2212584,2679772],[2215562,2767819],[2216211,2680058],[2220399,2769520],[2234523,2571747],[2238126,2574736],[2241753,2576731],[2243957,2574418],[2245941,2778073],[2254780,2698677],[2256359,2700672],[2267661,2837816],[2267946,2593882],[2269677,2711783],[2272495,2787478],[2274074,2787764],[2282383,2841443],[2283658,2714862],[2304542,2617937],[2308169,2619932],[2312034,2727213],[2314729,2800387],[2331272,2850392],[2331557,2634122],[2333288,2631043],[2335477,2637130],[2340385,2852050],[2350710,2743065],[2359255,2651708],[2362233,2814619],[2362882,2653703],[2363867,2753835],[2367070,2816320],[2375909,2754812],[2377488,2756807],[2396342,2674572],[2401250,2863097],[2417164,2686319],[2420142,2830620],[2420791,2688314],[2421776,2685342],[2428383,2776372],[2444284,2786375],[2445887,2703392],[2448582,2837993],[2450095,2788997],[2461120,2789821],[2471873,2719243],[2483431,2798497],[2496302,2729246],[2497905,2732692],[2500600,2850569],[2502113,2731868],[2504123,2807129],[2507951,2807306],[2522241,2815435],[2545546,2760329],[2546993,2760506],[2553236,2825045],[2557064,2825222],[2568324,2768635],[2575253,2832040],[2590996,2838598],[2611907,2794434],[2618454,2846261],[2631236,2800992],[2637286,2851612],[2669249,2822016],[2674728,2862659] ] cell #5055 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [393589],[472955],[514115],[560688],[606808],[613333],[651565],[692766],[707359],[715126],[721294],[797497],[800268],[810205],[824097],[825864],[890723],[911294],[911650],[914229],[934449],[939456],[942227],[968842],[1011905],[1026359],[1030844],[1031286],[1045525],[1060851],[1061207],[1063786],[1093541],[1128646],[1135043],[1150598],[1155564],[1167575],[1170580],[1170936],[1182029],[1186514],[1186956],[1219348],[1252896],[1255901],[1256257],[1262310],[1263779],[1278574],[1292107],[1295158],[1298692],[1299134],[1310713],[1315679],[1320473],[1348356],[1349825],[1378669],[1381720],[1385254],[1385696],[1392063],[1393236],[1419817],[1422288],[1425068],[1426537],[1429021],[1441332],[1451131],[1471889],[1478869],[1480042],[1494576],[1506623],[1509094],[1511874],[1513343],[1515827],[1519649],[1523672],[1546201],[1550401],[1551858],[1555581],[1556754],[1575045],[1582072],[1589187],[1602227],[1606211],[1610234],[1624243],[1635472],[1636447],[1637904],[1641627],[1642800],[1649363],[1667119],[1675272],[1679387],[1682021],[1686044],[1704324],[1708573],[1718263],[1728456],[1729876],[1734684],[1745369],[1749302],[1752219],[1762882],[1763692],[1766326],[1770349],[1776350],[1794054],[1798038],[1802061],[1808718],[1827299],[1829731],[1834627],[1843825],[1848145],[1853942],[1856098],[1859471],[1870201],[1873933],[1880193],[1884126],[1887043],[1890354],[1914727],[1916147],[1920955],[1949153],[1952597],[1956620],[1963181],[1974445],[1976166],[1976953],[1989768],[1993382],[1999767],[2003499],[2005655],[2026875],[2032672],[2034828],[2038201],[2058923],[2062856],[2065773],[2069084],[2091282],[2105140],[2112790],[2116404],[2118125],[2118912],[2143874],[2145595],[2146382],[2156147],[2169196],[2172928],[2175084],[2198999],[2249922],[2259050],[2259837],[2271430],[2275044],[2276765],[2277552],[2287317],[2345670],[2354691],[2380179],[2380966],[2441170],[2443723] ] cell #5056 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [393676],[472533],[514202],[520609],[555345],[560659],[606386],[613420],[613990],[619194],[651536],[692853],[702016],[707330],[710069],[714704],[715890],[721265],[731427],[750364],[755324],[777834],[780040],[799846],[810176],[818754],[818995],[824068],[830503],[841530],[851692],[853898],[861521],[871683],[874819],[890694],[892819],[893060],[900856],[906569],[914200],[919793],[921999],[924753],[933966],[934420],[943837],[957786],[968813],[970938],[971179],[978632],[989659],[992774],[993015],[999821],[1002027],[1009233],[1011065],[1011422],[1011876],[1020260],[1026330],[1030422],[1032628],[1040251],[1042376],[1042617],[1050413],[1053549],[1055373],[1076920],[1085957],[1090869],[1092701],[1093058],[1093512],[1098396],[1112345],[1115574],[1116028],[1118329],[1123372],[1125497],[1125738],[1130108],[1130281],[1135014],[1135417],[1144057],[1150213],[1155084],[1157209],[1157450],[1164903],[1166735],[1167092],[1167546],[1175930],[1179045],[1179286],[1186092],[1188298],[1189228],[1206377],[1212489],[1214413],[1214586],[1219319],[1219722],[1235539],[1236275],[1242663],[1245312],[1245553],[1250224],[1252056],[1252413],[1252867],[1257847],[1261925],[1268747],[1277784],[1282696],[1284885],[1285339],[1288680],[1290223],[1290396],[1295129],[1295532],[1304172],[1307401],[1307855],[1310156],[1315199],[1317324],[1317565],[1318314],[1318555],[1325387],[1328349],[1335608],[1337146],[1337319],[1341349],[1343893],[1347971],[1364094],[1364993],[1368749],[1374407],[1374861],[1376785],[1376958],[1381691],[1382094],[1387618],[1401607],[1407719],[1409643],[1409816],[1414952],[1418680],[1418921],[1420605],[1421761],[1424683],[1430769],[1431505],[1437893],[1440542],[1440783],[1445454],[1447643],[1448097],[1448683],[1449137],[1456185],[1460245],[1460418],[1462922],[1465273],[1467902],[1474424],[1492628],[1494547],[1495729],[1499126],[1500664],[1500837],[1504867],[1507411],[1508567],[1511489],[1521763],[1524725],[1531984],[1533522],[1533695],[1537725],[1540269],[1543133],[1548791],[1549245],[1551136],[1552305],[1561369],[1565125],[1570783],[1571237],[1572425],[1573161],[1573334],[1578470],[1579549],[1586140],[1587209],[1591054],[1593004],[1601700],[1608325],[1611287],[1622585],[1623003],[1623176],[1623858],[1625680],[1628031],[1630660],[1637182],[1638351],[1651415],[1653633],[1655475],[1655648],[1658152],[1660503],[1663132],[1669097],[1672494],[1678235],[1681640],[1690959],[1694356],[1695894],[1696067],[1700097],[1701749],[1702641],[1703797],[1714862],[1716382],[1720038],[1726478],[1730323],[1736736],[1738954],[1740796],[1740969],[1743358],[1746255],[1747324],[1749646],[1751169],[1753119],[1761815],[1765945],[1777967],[1779036],[1780076],[1780910],[1782881],[1784831],[1793527],[1796031],[1798382],[1812988],[1814830],[1815003],[1817507],[1819858],[1822487],[1830178],[1840753],[1842002],[1852061],[1855717],[1861088],[1862157],[1863197],[1864031],[1866002],[1868089],[1870532],[1872052],[1882148],[1885993],[1894624],[1896466],[1896639],[1901133],[1902653],[1903643],[1912749],[1916594],[1918544],[1927240],[1932526],[1933595],[1934635],[1935469],[1937440],[1939390],[1948086],[1952216],[1962346],[1971373],[1972622],[1981161],[1982681],[1983671],[1991559],[2001618],[2010645],[2011714],[2012754],[2013588],[2015559],[2020732],[2021662],[2030791],[2034447],[2040887],[2044732],[2049262],[2050782],[2051772],[2060878],[2064723],[2075369],[2084710],[2086590],[2093272],[2096866],[2097796],[2110987],[2114581],[2123120],[2124640],[2125630],[2140802],[2142051],[2152110],[2160988],[2161918],[2171047],[2181143],[2184988],[2193091],[2201448],[2217808],[2229964],[2230894],[2245230],[2251912],[2255506],[2273221],[2283280],[2289541],[2301409],[2316319],[2348119],[2376635],[2388759],[2402163],[2435262],[2509285] ] cell #5057 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #5058 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [994031],[1080913],[1102389],[1117049],[1117405],[1159456],[1180302],[1207310],[1229172],[1240268],[1243711],[1244156],[1272740],[1287400],[1287756],[1308876],[1309232],[1319571],[1335697],[1357689],[1364960],[1369682],[1373221],[1402540],[1413636],[1417079],[1417524],[1435498],[1438941],[1439386],[1450158],[1450514],[1451479],[1456152],[1462400],[1484262],[1495410],[1499215],[1532073],[1539344],[1544066],[1547605],[1561336],[1566058],[1569597],[1580597],[1581042],[1582490],[1584628],[1585618],[1586890],[1597434],[1618910],[1625158],[1651382],[1652461],[1657630],[1668778],[1672583],[1690640],[1694445],[1701716],[1709977],[1711101],[1715860],[1723897],[1726159],[1736703],[1737782],[1745733],[1747005],[1757549],[1761056],[1777445],[1778717],[1779757],[1780877],[1789261],[1795509],[1810737],[1811816],[1816985],[1828133],[1828318],[1851539],[1860566],[1861838],[1862878],[1863998],[1871530],[1881829],[1885068],[1892373],[1893452],[1902131],[1903121],[1904393],[1904578],[1910168],[1912430],[1922974],[1932004],[1933276],[1934316],[1935436],[1943820],[1947327],[1977932],[1982159],[1983149],[1984421],[1984606],[1996869],[2001096],[2004398],[2010123],[2011395],[2012435],[2013555],[2030269],[2040568],[2042728],[2050260],[2051250],[2052522],[2052707],[2060559],[2063798],[2071103],[2074610],[2084188],[2088678],[2092953],[2106393],[2110668],[2119891],[2124118],[2125108],[2126380],[2126565],[2147361],[2151588],[2153850],[2154035],[2157332],[2170525],[2173827],[2180824],[2182984],[2184063],[2187731],[2197160],[2200926],[2213520],[2217286],[2221776],[2226051],[2226236],[2247318],[2251593],[2260816],[2278531],[2282758],[2285020],[2285205],[2286060],[2289233],[2296049],[2297389],[2310959],[2312299],[2320388],[2343831],[2347597],[2352087],[2356362],[2368447],[2372722],[2372907],[2388451],[2401855],[2410011],[2429902],[2431242],[2439331],[2454241],[2508977],[2517133],[2530537], [417168,1031348],[447518,1609108],[499401,1156053],[518731,1187018],[557928,1769223],[581371,1522546],[590228,1283699],[600676,1299196],[612023,1316168],[649021,1876801],[667092,1385758],[688239,1408584],[695780,1422350],[701095,1429510],[704599,1684918],[713456,1446457],[748515,1990369],[762476,2006367],[767333,1509156],[772648,1516316],[803094,1294216],[803450,1552867],[807661,1812665],[809044,1559641],[821337,1572102],[825732,1582134],[845902,1602289],[859055,2104082],[869834,2113391],[879228,1380778],[879584,1638913],[883795,1894301],[885178,1645687],[895530,1653310],[915920,1679868],[917152,1681280],[917597,1424402],[917944,1931390],[931905,2175796],[936762,1704386],[942077,1711546],[961745,2199600],[962490,1472878],[962846,1730885],[973649,1738631],[987193,2219465],[995948,1764173],[997180,1765585],[997625,1511208],[997972,2009509],[1007943,1776831],[1024632,1794116],[1035554,1806251],[1037532,1554065],[1037785,2048276],[1048564,2272031],[1057958,1577154],[1058314,1830740],[1062525,2073031],[1063908,1837514],[1072142,1844306],[1083485,2299673],[1084356,1855357],[1084801,1603221],[1085148,2092057],[1089579,1859952],[1118675,1887887],[1120653,1640111],[1120906,2122134],[1131137,1900147],[1148016,2346271],[1148761,1668108],[1149117,1917156],[1159920,1924902],[1160568,1679492],[1173464,2366136],[1182219,1950444],[1183451,1951856],[1183896,1706438],[1184243,2178938],[1197795,1965453],[1202588,1969533],[1209635,1974926],[1210849,1730977],[1211102,2199872],[1215442,1980175],[1231497,1993863],[1244503,2225155],[1245889,1763797],[1258684,1776455],[1263969,2023036],[1275312,2433526],[1276183,2034087],[1276628,1795048],[1276975,2250697],[1281406,2038682],[1286655,2441771],[1310502,2066617],[1312480,1831938],[1312733,2280774],[1324215,2079313],[1327083,1843930],[1331892,1848250],[1335440,2297145],[1338175,2089697],[1344730,1859576],[1350015,2099170],[1360167,2107412],[1372007,2116885],[1373474,2323100],[1393025,2134882],[1397818,2138962],[1404865,2144355],[1406079,1917248],[1406332,2346543],[1410672,2149604],[1416208,2519417],[1417871,2355466],[1426727,2163292],[1439733,2371826],[1441119,1950068],[1455032,1963286],[1465871,2196051],[1468739,1974550],[1479831,2206435],[1487733,2212411],[1490601,1993487],[1498958,2409767],[1501693,2222795],[1513533,2232268],[1520591,2237953],[1523459,2022660],[1528268,2026980],[1531816,2430998],[1534551,2248337],[1541106,2038306],[1546391,2257810],[1547858,2442043],[1556543,2266052],[1568383,2275525],[1569850,2456953],[1581389,2465876],[1596314,2087530],[1607153,2304369],[1610021,2098794],[1617790,2105245],[1622417,2487813],[1628629,2319279],[1631497,2116509],[1635662,2324530],[1642589,2329663],[1650262,2132715],[1661101,2342722],[1663969,2143979],[1672326,2516889],[1675061,2353106],[1682963,2359082],[1685831,2162916],[1694188,2530293],[1696923,2369466],[1708763,2378939],[1710230,2541338],[1735583,2204268],[1750244,2405651],[1756429,2220628],[1762671,2413975],[1767268,2416991],[1770136,2231892],[1788141,2246170],[1798980,2438222],[1801848,2257434],[1809617,2263885],[1814244,2594838],[1820456,2453132],[1823324,2275149],[1827489,2458383],[1831681,2604951],[1834416,2463516],[1847312,2471700],[1874832,2314958],[1878356,2489895],[1886830,2324154],[1891253,2327496],[1895880,2635078],[1907875,2640681],[1921854,2350939],[1936515,2526177],[1942700,2367299],[1948942,2534501],[1953539,2537517],[1956407,2378563],[1964434,2544654],[1968709,2387654],[1987903,2678123],[1998050,2408671],[2014634,2572260],[2026042,2578725],[2053562,2448811],[2057086,2596920],[2065560,2458007],[2069983,2461349],[2080422,2470698],[2102176,2621926],[2111198,2490014],[2127420,2500829],[2133863,2638321],[2138138,2508180],[2167479,2529197],[2189071,2545652],[2205416,2675763],[2209691,2557293],[2239062,2577723],[2269838,2597039],[2305478,2620924],[2335742,2639319],[2396607,2676761] ] cell #5059 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [994030],[1079798],[1116917],[1117404],[1159455],[1180301],[1206179],[1239153],[1243710],[1244015],[1271625],[1287268],[1287755],[1308744],[1309231],[1319570],[1334587],[1362016],[1364959],[1368551],[1373216],[1401409],[1412521],[1417078],[1417383],[1434383],[1438940],[1439245],[1450026],[1450513],[1451478],[1456151],[1462341],[1492430],[1495405],[1498105],[1530963],[1539343],[1542935],[1547600],[1561335],[1564927],[1569592],[1580596],[1580901],[1582489],[1585559],[1586885],[1597433],[1618909],[1621564],[1625099],[1651381],[1652460],[1657571],[1668773],[1671473],[1690635],[1693335],[1701715],[1709972],[1711100],[1715801],[1726154],[1736702],[1737781],[1743050],[1745674],[1747000],[1757548],[1761055],[1777386],[1778712],[1779752],[1780876],[1789260],[1795450],[1810736],[1811815],[1816926],[1828128],[1828317],[1840445],[1851480],[1860507],[1861833],[1862873],[1863997],[1871471],[1881824],[1885067],[1892372],[1893451],[1902072],[1903062],[1904388],[1904577],[1912425],[1922973],[1931945],[1933271],[1934311],[1935435],[1943819],[1947326],[1971065],[1977931],[1982100],[1983090],[1984416],[1984605],[1996868],[2001037],[2004393],[2010064],[2011390],[2012430],[2013554],[2030210],[2040563],[2042727],[2050201],[2051191],[2052517],[2052706],[2060554],[2063797],[2071102],[2074609],[2084129],[2088677],[2092948],[2106392],[2110663],[2119890],[2124059],[2125049],[2126375],[2126564],[2140494],[2147360],[2151529],[2153845],[2154034],[2157331],[2170466],[2173822],[2180819],[2182983],[2184062],[2187672],[2197155],[2200867],[2213515],[2217227],[2221775],[2226046],[2226235],[2247317],[2251588],[2260815],[2278530],[2282699],[2285015],[2285204],[2286055],[2289230],[2295990],[2297386],[2310900],[2312296],[2320383],[2343826],[2347538],[2352086],[2356357],[2368446],[2372717],[2372906],[2388448],[2401852],[2410008],[2429843],[2431239],[2439326],[2454236],[2508974],[2517130],[2530534], [417167,1545250],[447517,2097889],[499400,1674595],[518730,1707622],[557927,2230987],[581370,2021755],[590227,1800555],[600675,1816588],[612022,1833950],[649020,2316412],[667091,1898224],[688238,1918637],[695779,1938066],[701094,1938986],[704598,2162011],[713455,1955114],[748514,2402694],[762475,2414124],[767332,2016185],[772647,2017105],[802962,1558392],[803449,2055060],[807660,2266201],[809043,2055151],[821336,2066766],[825731,1582002],[845901,1866628],[859054,2484787],[869833,2490853],[879096,1644438],[879583,2128918],[883794,2329812],[885177,2129009],[895529,2135031],[915919,2157993],[917151,2164650],[917456,1687660],[917943,2358465],[931904,2534650],[936761,1703267],[942076,1711405],[961744,2550595],[962358,1742554],[962845,1986959],[973648,2206584],[987192,2563237],[995947,2226969],[997179,2233626],[997484,1771965],[997971,2416374],[1007942,2237336],[1024631,1783507],[1035553,2261549],[1037527,1813391],[1037784,2445132],[1048563,2597878],[1057826,1576039],[1058313,1829631],[1062524,2463665],[1063907,1837509],[1072141,2292412],[1083484,2615919],[1084355,2100528],[1084660,1867548],[1085147,2476565],[1089578,2303752],[1118674,2325160],[1120648,1895027],[1120905,2497150],[1131136,2334722],[1148015,2644262],[1148629,1657233],[1149116,1906931],[1159919,2353255],[1160563,1929321],[1173463,2656904],[1182218,1950439],[1183450,1950812],[1183755,1705307],[1184242,2536900],[1197794,2385474],[1202587,2201932],[1209634,2391630],[1210844,1987050],[1211101,2550974],[1215441,2395587],[1231496,2405034],[1244502,2566895],[1245884,2007440],[1258679,2019175],[1263968,2023031],[1275311,2696659],[1276182,2024394],[1276487,1784427],[1276974,2583590],[1281405,2437605],[1286654,2701605],[1310501,2066568],[1312475,1830828],[1312732,2604175],[1324214,2291636],[1327078,2081633],[1331887,2093871],[1335439,2614875],[1338174,2475157],[1344725,2095309],[1350014,2099165],[1360166,2487037],[1372006,2493193],[1373473,2630163],[1393024,2134833],[1397817,2130379],[1404864,2512156],[1406074,1907022],[1406331,2644641],[1410671,2516113],[1416207,2745251],[1417870,2650188],[1426726,2163287],[1439732,2660562],[1441114,1950009],[1455027,2190170],[1465870,2390854],[1468734,2198371],[1479830,2206386],[1487732,2404258],[1490596,2214731],[1498957,2683257],[1501692,2565487],[1513532,2232263],[1520590,2236560],[1523454,2022601],[1528263,2017737],[1531815,2695615],[1534550,2582182],[1541101,2253949],[1546390,2257805],[1547857,2701984],[1556542,2266003],[1568382,2600218],[1569849,2710903],[1581388,2716450],[1596309,2298488],[1607152,2302976],[1610016,2098735],[1617785,2313398],[1622416,2623794],[1628628,2492417],[1631492,2321599],[1635661,2324525],[1642588,2329614],[1650257,2131155],[1661100,2511380],[1663964,2345042],[1672325,2744207],[1675060,2353057],[1682962,2357689],[1685826,2162857],[1694187,2751750],[1696922,2659154],[1708762,2378934],[1710229,2758119],[1735578,2202708],[1750243,2561348],[1756424,2411110],[1762670,2413926],[1767267,2415598],[1770131,2231833],[1788136,2432341],[1798979,2436829],[1801843,2257375],[1809612,2262325],[1814243,2704534],[1820455,2599442],[1823319,2455452],[1827488,2458378],[1831680,2790963],[1834415,2463467],[1847311,2471018],[1874827,2488445],[1878355,2489846],[1886825,2324095],[1891248,2325936],[1895879,2733834],[1907874,2809994],[1921849,2349379],[1936514,2655015],[1942695,2531636],[1948941,2534452],[1953538,2536124],[1956402,2378504],[1964433,2544605],[1968704,2386882],[1987902,2763194],[1998045,2408612],[2014633,2689626],[2026041,2578043],[2053557,2595470],[2057085,2596871],[2065555,2457948],[2069978,2459789],[2080417,2470639],[2102175,2621244],[2111195,2490011],[2127415,2635710],[2133862,2638272],[2138133,2507408],[2167474,2529138],[2189068,2545649],[2205415,2675714],[2209686,2556521],[2239057,2577664],[2269835,2597036],[2305473,2620865],[2335739,2639316],[2396604,2676758] ] cell #5060 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [548448],[653217],[733943],[811857],[840602],[874199],[903372],[956910],[988731],[1019332],[1032938],[1052929],[1105420],[1111469],[1143181],[1154156],[1175002],[1188608],[1231911],[1281820],[1284411],[1288060],[1297247],[1303296],[1314271],[1383809],[1396835],[1409232],[1414076],[1427141],[1444578],[1447169],[1483641],[1513947],[1523194],[1526932],[1538808],[1544716],[1560353],[1577594],[1609756],[1613494],[1646399],[1648560],[1651925],[1668278],[1685566],[1689304],[1707088],[1733881],[1737246],[1769871],[1773609],[1775574],[1779257],[1807915],[1811280],[1816054],[1858695],[1862378],[1877449],[1889551],[1892916],[1897690],[1899388],[1930133],[1931624],[1933816],[1968047],[1979416],[1996333],[2008252],[2009743],[2011935],[2047517],[2048449],[2076420],[2083307],[2092291],[2103121],[2110168],[2121375],[2122307],[2159311],[2179172],[2188263],[2192276],[2200045],[2210574],[2228287],[2250931],[2280947],[2290007],[2296581],[2300594],[2310028],[2346716],[2374958],[2383194],[2389225],[2430434],[2434447],[2472877],[2509751],[2579902] ] cell #5061 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [747904],[869223],[961134],[1047953],[1079542],[1115693],[1147405],[1205635],[1238897],[1271369],[1286044],[1307520],[1361760],[1368007],[1400865],[1412265],[1434127],[1448802],[1491886],[1542391],[1544994],[1548910],[1558136],[1564383],[1575783],[1644182],[1656977],[1669216],[1674051],[1687116],[1704763],[1707366],[1742298],[1771421],[1780195],[1783883],[1795320],[1801030],[1816332],[1833406],[1863316],[1867004],[1897968],[1899970],[1902932],[1918378],[1934754],[1938442],[1955589],[1979998],[1982960],[2012873],[2016561],[2018270],[2021496],[2048099],[2051061],[2055626],[2094404],[2097630],[2111106],[2121957],[2124919],[2129484],[2130906],[2158526],[2159893],[2161752],[2192858],[2202459],[2217097],[2227502],[2228869],[2230728],[2262076],[2262858],[2288124],[2293656],[2301176],[2310332],[2316153],[2325687],[2326469],[2358216],[2375540],[2383498],[2386633],[2392874],[2401626],[2416125],[2435029],[2460322],[2468139],[2473181],[2476316],[2483967],[2513400],[2536651],[2543615],[2548095],[2580206],[2583341],[2613885],[2641762],[2694625] ] cell #5062 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [976558],[1110271],[1209957],[1302098],[1335259],[1372329],[1405187],[1465569],[1498777],[1531635],[1546713],[1568705],[1622236],[1628327],[1660799],[1672145],[1694007],[1709085],[1749942],[1798678],[1801227],[1805229],[1814063],[1820154],[1831500],[1895699],[1907694],[1919218],[1923751],[1936213],[1953237],[1955786],[1987722],[2014332],[2022336],[2025740],[2036304],[2041491],[2055823],[2071880],[2098470],[2101874],[2129681],[2131403],[2133934],[2147835],[2162592],[2165996],[2181747],[2202956],[2205487],[2231568],[2234972],[2236455],[2239143],[2262573],[2265104],[2269191],[2302871],[2305559],[2316993],[2326184],[2328715],[2332802],[2334009],[2357584],[2358713],[2360272],[2387130],[2394874],[2406874],[2415493],[2416622],[2418181],[2444419],[2445027],[2466655],[2470913],[2476813],[2484203],[2488753],[2496437],[2497045],[2522886],[2537148],[2543851],[2546157],[2550869],[2557764],[2568969],[2583838],[2604070],[2610505],[2614121],[2616427],[2622318],[2644536],[2662636],[2668268],[2671344],[2694861],[2697167],[2720119],[2739837],[2777248] ] cell #5063 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [695119,1421819],[766672,1508625],[845241,1601758],[936101,1703855],[957458,1725494],[993370,1761873],[1023971,1793585],[1079121,1850603],[1112017,1881164],[1143729,1911765],[1158795,1927298],[1179641,1948144],[1232459,1995084],[1238476,2000160],[1270948,2029333],[1282368,2039903],[1303844,2059894],[1318910,2075427],[1361339,2108460],[1411844,2150652],[1414624,2153185],[1427689,2164513],[1433706,2169589],[1445126,2180159],[1450818,1959877],[1514495,2233489],[1527480,2243435],[1544573,2256498],[1557715,2267100],[1572750,2068278],[1575362,2281822],[1578142,2284355],[1614042,2309851],[1643761,2330711],[1653958,2137473],[1656556,2339824],[1689852,2364564],[1701180,2177626],[1706945,2377627],[1739279,2209026],[1741877,2400689],[1774157,2422473],[1776080,2423456],[1780341,2241892],[1813313,2268643],[1815911,2450234],[1827633,2279965],[1859201,2478504],[1863462,2308308],[1894949,2332254],[1897547,2502252],[1899477,2335566],[1903893,2338897],[1930639,2522751],[1934900,2363021],[1979505,2396431],[1983921,2399762],[2008758,2568834],[2013019,2420930],[2018280,2424413],[2047606,2445976],[2052022,2449307],[2083813,2612820],[2094414,2479461],[2121464,2497994],[2125880,2501325],[2158536,2523708],[2192365,2547082],[2227512,2569791],[2293666,2613224], [747894,1226589,1989832],[869213,1367099,2112854],[874846,1372969,2118106],[956907,1205558,1971757],[957370,1729450,2196882],[961124,1470236,2199063],[992434,1502865,2223843],[993121,1761231,2007015],[1047943,1563475,2271494],[1053576,1569345,2276746],[1079532,1600775,2297712],[1111466,1367930,2113716],[1111929,1627602,2320110],[1115521,1884532,2119355],[1115683,1372418,2322291],[1143178,1400788,2141186],[1143641,1915721,2343553],[1147395,1665466,2345734],[1156236,1674123,2352436],[1178705,1698095,2370514],[1179392,1947502,2176444],[1189255,1709725,2380160],[1190813,1960360,1960428],[1231908,1491809,2215423],[1232371,1486706,2213242],[1235412,1997772,2218504],[1238887,1497686,2410334],[1242572,2003898,2225551],[1271359,1792602,2431565],[1281817,1542314,2254641],[1282280,2043859,2439053],[1284343,1800953,2439647],[1284581,2257059,2440869],[1286034,1803345,2441234],[1288707,1805869,2443704],[1303293,1564306,2272356],[1303756,1819429,2453963],[1307348,2063262,2277995],[1307510,1568794,2456144],[1316351,1833478,2462846],[1317974,1835588,2464564],[1318661,2073679,2074785],[1319871,2076070,2076277],[1325260,2080144,2291216],[1356160,1361750,2312622],[1364830,2111521,2317442],[1412255,1926315,2517456],[1414073,1673974,2352297],[1414536,2156062,2518969],[1418340,1928148,2521215],[1419027,1925550,2157507],[1427138,1687039,2362094],[1427601,1681936,2359913],[1429693,1938514,2527678],[1430642,2167201,2365175],[1434117,1692916,2530860],[1437802,2173327,2372222],[1442014,2177196,2178187],[1444575,1704686,2375770],[1445038,1952512,2538348],[1447101,1955512,2538942],[1447339,2378188,2540164],[1448630,2182448,2183527],[1448792,1709174,2540529],[1456022,2189394,2384477],[1466916,1972418,2390434],[1488778,2216084,2403838],[1494910,1998303,2407740],[1513944,1771344,2420003],[1514407,1766241,2417822],[1516499,2016633,2573761],[1521636,2238784,2425069],[1524354,2240600,2242453],[1526929,1783806,2428244],[1527392,2034743,2584327],[1539783,2037931,2585529],[1544984,2044963,2588273],[1548738,2042192,2260280],[1548900,1805318,2590317],[1552536,1558126,2446475],[1555143,2048955,2592185],[1560285,2055549,2596013],[1560523,2450795,2602694],[1561206,2270161,2451295],[1572298,2279434,2280104],[1575773,1830409,2605518],[1577591,1833329,2462707],[1578054,2287232,2607031],[1579458,2284520,2285560],[1586390,2082325,2468738],[1597304,2087758,2474160],[1608198,2305200,2480117],[1610916,2307016,2308869],[1613491,1866927,2483292],[1613954,1856013,2477302],[1618780,2315186,2486040],[1629674,2114377,2491997],[1633512,1887725,2323779],[1638582,1644172,2498493],[1641189,2122813,2632425],[1646331,2129407,2636253],[1646569,2495669,2502813],[1648557,1899893,2503613],[1651252,2336065,2505003],[1652900,2143604,2643240],[1653506,2337578,2339036],[1656967,1916825,2645352],[1662146,2141847,2510960],[1668972,2148934,2348815],[1669206,1920149,2646393],[1678144,2153350,2355862],[1684008,2159400,2524364],[1684460,2159816,2652225],[1686726,2361729,2363582],[1689301,1938365,2527539],[1689764,2174999,2661299],[1690140,2167732,2528266],[1701586,2373575,2374183],[1707356,2185219,2665245],[1711729,2186062,2667428],[1713067,2383670,2543704],[1725659,2195724,2548694],[1730554,1742288,2551685],[1732055,2200551,2673659],[1733878,1979921,2552726],[1736573,2396930,2554116],[1738221,1974175,2549573],[1738827,2398443,2399901],[1746505,2405324,2559068],[1757419,2220856,2564490],[1760779,2006563,2413305],[1768313,2228376,2570447],[1768765,2228792,2686836],[1771031,2419638,2421491],[1773606,2016484,2573622],[1774069,2005570,2567632],[1775519,2018266,2574574],[1778217,2240965,2575763],[1779951,2247667,2425701],[1780185,2031866,2696046],[1780747,2426200,2427519],[1789131,2246398,2581185],[1795316,2037370,2698515],[1795870,2253054,2436385],[1800025,2255302,2587142],[1802743,2046464,2442722],[1807912,2048022,2591675],[1810201,2262854,2703548],[1810607,2262868,2593065],[1812255,2274774,2709502],[1812861,2447988,2449446],[1816322,2064954,2711614],[1821501,2273017,2599022],[1825339,2066455,2457632],[1833016,2281453,2713165],[1838158,2288047,2716993],[1838331,1838396,2609838],[1848746,2295118,2613974],[1853136,1863306,2615306],[1857006,2300683,2617352],[1857458,2301099,2722114],[1858640,2094400,2617775],[1861338,2307381,2618964],[1863072,2089027,2480749],[1863868,2481248,2482567],[1868737,2484056,2485233],[1881329,2318952,2627883],[1884938,2119761,2494447],[1886224,1897958,2630874],[1889548,2121880,2631915],[1891837,2326465,2732848],[1892243,2326479,2633305],[1893891,2116134,2628762],[1894497,2500006,2501464],[1899338,2130912,2504196],[1902928,2143043,2740560],[1903482,2344147,2505556],[1911930,2342395,2642361],[1918326,2347222,2742152],[1918384,2148795,2514862],[1922844,2351167,2647783],[1925098,2157055,2520427],[1930078,2158522,2651546],[1932776,2358222,2652735],[1934510,2368796,2524996],[1934744,2172122,2752181],[1935306,2525495,2526814],[1943690,2367527,2658157],[1947050,2175992,2533831],[1954584,2375047,2664114],[1955036,2375463,2755329],[1957302,1958422,2542017],[1968044,2192781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] cell #5064 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162831,1931014],[1248152,2009133],[1340383,2091681],[1443382,2178562],[1466050,2196259],[1503901,2224779],[1536759,2250321],[1596072,2296967],[1628808,2319487],[1661280,2342930],[1677269,2355090],[1699131,2371450],[1750423,2405859],[1756187,2409589],[1787899,2430820],[1799159,2438430],[1820635,2453340],[1836624,2465500],[1874590,2487635],[1921612,2516711],[1924232,2518346],[1936694,2526385],[1942458,2530115],[1953718,2537725],[1959790,2542392],[2014813,2572468],[2026221,2578933],[2041366,2587528],[2053320,2594660],[2067349,2603855],[2069741,2604773],[2072361,2606408],[2102355,2622134],[2127178,2634900],[2135614,2640217],[2137896,2640503],[2166477,2655905],[2176562,2662131],[2181622,2664500],[2207167,2677659],[2209449,2677945],[2235453,2690516],[2236881,2691607],[2239966,2693190],[2266784,2706479],[2269066,2706765],[2279002,2712352],[2303297,2723557],[2306382,2725140],[2330395,2735779],[2332677,2736065],[2334068,2737116],[2337146,2738453],[2358010,2747742],[2361095,2749325],[2394933,2763936],[2398011,2765273],[2415919,2772133],[2419004,2773716],[2423111,2775140],[2444478,2783872],[2447556,2785209],[2471339,2794958],[2478159,2797265],[2496496,2803817],[2499574,2805154],[2522406,2813387],[2546216,2822434],[2568489,2829388],[2612475,2844279], [976560,1744743,2211447],[1110273,1879567,2318315],[1116304,1885247,2322828],[1206013,1972973,2389671],[1209959,1975540,2391994],[1242840,2004156,2412295],[1302100,2058297,2452168],[1308131,2063977,2456681],[1335261,2088315,2473514],[1368385,2114932,2491234],[1372331,2117499,2493557],[1401243,2142402,2510197],[1405189,2144969,2512520],[1438070,2173585,2532821],[1449413,2184242,2541066],[1465571,1724887,2389580],[1492264,1991910,2560797],[1498779,2221413,2563844],[1531637,2246955,2580539],[1542769,2255857,2586379],[1546715,2258424,2588702],[1549521,2260995,2590854],[1564761,2273572,2598259],[1568707,2276139,2600582],[1579726,2285818,2607479],[1622238,2106030,2624969],[1628329,1880557,2491143],[1660801,1911158,2510106],[1672147,2351724,2647137],[1674429,2353513,2648229],[1675880,2353838,2651203],[1678412,2356120,2650585],[1687494,2161339,2654464],[1694009,2368084,2657511],[1705141,2376986,2663351],[1709087,2379553,2665674],[1711893,2382124,2542768],[1749944,1994477,2560706],[1763490,2412913,2414707],[1771799,2230315,2689075],[1784261,2435613,2693857],[1796208,2437150,2698489],[1798680,2039296,2586288],[1801229,2440661,2700341],[1801408,2440010,2587706],[1801698,2440235,2702372],[1805231,2443097,2702413],[1814065,2264670,2705709],[1820156,2059287,2598168],[1831502,2462134,2713399],[1833784,2463923,2714491],[1835235,2464248,2608097],[1837767,2466530,2609159],[1867382,2301760,2725807],[1886680,2493516,2495035],[1895701,2328281,2735009],[1903820,2511701,2737716],[1907696,2514424,2739024],[1918729,2515459,2742868],[1919220,2515793,2742909],[1923753,2152578,2648138],[1924053,2152712,2518150],[1924500,2518537,2746201],[1936215,2163906,2654373],[1938820,2534908,2749992],[1949761,2533439,2535233],[1950767,2536445,2662012],[1953239,2179552,2663260],[1955788,2539956,2756476],[1955967,2539305,2664678],[1956257,2539530,2665633],[1983848,2391175,2764536],[1987724,2393898,2765844],[1997840,2562563,2562655],[2005965,2565848,2567200],[2014334,2232882,2688984],[2016939,2414382,2774383],[2021847,2581528,2775584],[2022338,2581862,2775625],[2023359,2578364,2692668],[2025742,2242828,2693766],[2036306,2585159,2779804],[2036536,2585184,2779860],[2041493,2041608,2587547],[2051949,2599763,2784472],[2055825,2602486,2785780],[2056004,2596376,2706943],[2065410,2600541,2602060],[2066858,2603521,2712118],[2071882,2283748,2714400],[2072182,2283882,2606212],[2072629,2606599,2715403],[2080212,2611035,2611127],[2097981,2474503,2797709],[2098472,2474837,2797750],[2099493,2621565,2724618],[2101876,2309244,2725716],[2111564,2626509,2626576],[2125807,2492738,2804417],[2129683,2495461,2805725],[2129862,2636616,2736243],[2131405,2334402,2737157],[2133936,2642870,2806609],[2134166,2642895,2806665],[2135123,2639883,2737884],[2147832,2646090,2810088],[2162103,2658500,2813831],[2162594,2658834,2813872],[2163615,2655336,2748803],[2165998,2363957,2749901],[2166298,2364091,2655709],[2167269,2656230,2656322],[2175394,2659515,2660867],[2176792,2662156,2754465],[2181749,2181864,2664519],[2189437,2668791,2668858],[2196950,2550687,2671966],[2202958,2395267,2763977],[2205489,2549203,2824525],[2205719,2549228,2824581],[2206676,2677325,2764704],[2213310,2402786,2679509],[2217985,2561669,2827081],[2218021,2562797,2681773],[2231079,2564833,2829832],[2231570,2565167,2829873],[2232591,2689947,2773194],[2234974,2421866,2774292],[2235274,2422000,2690320],[2236457,2423086,2775084],[2238852,2691775,2691867],[2239140,2695743,2831637],[2240196,2693215,2775752],[2258133,2590969,2702305],[2262575,2444812,2783913],[2265033,2445453,2704595],[2265106,2709132,2837296],[2265336,2709157,2837352],[2266293,2706145,2784640],[2269193,2269308,2706784],[2270204,2707249,2707316],[2288502,2466957,2717356],[2290733,2612007,2718092],[2297755,2616246,2720709],[2302873,2478134,2797209],[2305268,2723725,2723817],[2305556,2615003,2845858],[2306612,2725165,2797877],[2312665,2485114,2726978],[2316504,2625405,2847781],[2316995,2625739,2847822],[2320178,2490945,2730086],[2322943,2324853,2630484],[2326186,2496830,2803858],[2328644,2497471,2733895],[2328717,2628392,2849872],[2328947,2628417,2849928],[2329904,2735445,2804585],[2332804,2332919,2736084],[2334006,2503310,2806291],[2336108,2737284,2737351],[2343621,2644354,2740459],[2353347,2650993,2745818],[2357586,2522381,2813331],[2358715,2360191,2748051],[2359981,2522945,2748002],[2360269,2751878,2855750],[2361325,2749350,2813999],[2364692,2656464,2750266],[2379262,2541181,2758440],[2381945,2542526,2758813],[2382784,2668260,2759491],[2387132,2546550,2822475],[2389951,2672789,2761554],[2394261,2551295,2763255],[2394871,2552423,2824207],[2396973,2764104,2764171],[2403355,2558198,2766668],[2406876,2680832,2863782],[2407106,2680857,2863838],[2410377,2563564,2769285],[2412703,2414216,2684868],[2415495,2568464,2829332],[2416624,2418100,2772442],[2417890,2569028,2772393],[2418178,2683385,2865417],[2419234,2773741,2830000],[2424586,2692747,2775221],[2431608,2696986,2777838],[2439121,2701697,2780946],[2440465,2702738,2782294],[2444416,2591372,2836978],[2445029,2446152,2783956],[2446518,2591840,2784107],[2454031,2597970,2787215],[2456796,2458706,2711224],[2462497,2604496,2791024],[2463757,2607887,2792574],[2466657,2466772,2793213],[2470915,2612450,2844223],[2472467,2719826,2720111],[2476815,2477580,2796737],[2477370,2616486,2796688],[2479634,2724697,2797346],[2484205,2726743,2875595],[2484347,2622310,2799372],[2488750,2728080,2875945],[2491514,2627013,2801435],[2493882,2495265,2731434],[2496434,2631612,2849554],[2497047,2498170,2803901],[2498536,2632080,2804052],[2510477,2741282,2808354],[2514787,2644962,2810055],[2517499,2745578,2810971],[2522883,2523881,2813468],[2530903,2657231,2816085],[2533229,2534742,2753361],[2537150,2538626,2819242],[2538416,2662695,2819193],[2539760,2665999,2820541],[2543853,2668623,2860866],[2546154,2669960,2861216],[2550871,2551362,2823639],[2551728,2673314,2823790],[2557761,2766587,2884663],[2568966,2569964,2829469],[2579492,2776955,2777240],[2583840,2584605,2834343],[2584395,2697226,2834294],[2586659,2781769,2834952],[2598539,2707753,2839041],[2600907,2602290,2788563],[2604072,2605195,2841507],[2605561,2712820,2841658],[2610502,2718011,2873865],[2613536,2614123,2844380],[2616424,2616869,2845192],[2644538,2645029,2853235],[2645395,2741807,2853386],[2662633,2663631,2859065],[2670880,2671341,2861335],[2694276,2694863,2867152],[2697164,2697609,2867964],[2739373,2739834,2878429] ] cell #5065 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421441,1931013],[1508247,2009132],[1601380,2091680],[1703477,2178561],[1725332,2196258],[1761495,2224778],[1793207,2250320],[1850586,2296966],[1881002,2319486],[1911603,2342929],[1926920,2355089],[1947766,2371449],[1994922,2405858],[2000143,2409588],[2029316,2430819],[2039741,2438429],[2059732,2453339],[2075049,2465499],[2108443,2487634],[2150635,2516710],[2153023,2518345],[2164351,2526384],[2169572,2530114],[2179997,2537724],[2185824,2542391],[2233327,2572467],[2243273,2578932],[2256481,2587527],[2267083,2594659],[2279711,2603854],[2281805,2604772],[2284193,2606407],[2309689,2622133],[2330694,2634899],[2337855,2640216],[2339807,2640502],[2364402,2655904],[2373251,2662130],[2377610,2664499],[2398720,2677658],[2400672,2677944],[2422311,2690515],[2423439,2691606],[2425876,2693189],[2448265,2706478],[2450217,2706764],[2458743,2712353],[2478487,2723556],[2480924,2725139],[2500283,2735778],[2502235,2736064],[2503370,2737115],[2505730,2738454],[2522734,2747741],[2525171,2749324],[2552483,2763935],[2554843,2765274],[2568817,2772132],[2571254,2773715],[2574632,2775141],[2591432,2783871],[2593792,2785210],[2612803,2794957],[2617833,2797266],[2631672,2803816],[2634032,2805155],[2651604,2813388],[2670020,2822433],[2686215,2829389],[2719139,2844280], [1226211,1744742,2211445],[1366721,1879566,2318313],[1373048,2117944,2322827],[1465937,2196865,2389670],[1469858,1975539,2391992],[1502807,2223826,2412294],[1563097,2058296,2452166],[1569424,2276584,2456680],[1596383,2088314,2473512],[1628695,2320093,2491233],[1632616,2117498,2493555],[1661167,2343536,2510196],[1665088,2144968,2512518],[1698037,2370497,2532820],[1709804,2379998,2541065],[1724886,1724889,2389578],[1750310,2213225,2560796],[1756498,2221412,2563842],[1762365,2412912,2567909],[1788210,2246954,2580537],[1799046,2439036,2586378],[1802967,2258423,2588700],[1805948,2443542,2590853],[1820522,2453946,2598258],[1824443,2276138,2600580],[1835530,2464547,2607478],[1874901,2106029,2624967],[1880556,1880559,2491141],[1885569,2493515,2630550],[1911157,1911160,2510104],[1921923,2351723,2647135],[1924047,2352419,2648189],[1924119,2518952,2648228],[1927790,2519246,2651202],[1928090,2521198,2650584],[1936581,2359896,2654463],[1942769,2368083,2657509],[1948636,2533438,2661576],[1953605,2538331,2663350],[1957526,2379552,2665672],[1960507,2542767,2542837],[1994476,1994479,2560704],[1997725,2562562,2681917],[2004886,2565849,2685252],[2014700,2417805,2689074],[2026108,2584310,2693856],[2037089,2585512,2698488],[2039295,2039298,2586286],[2041607,2256590,2700305],[2041677,2440660,2700339],[2041859,2587705,2587757],[2044308,2587949,2702371],[2045568,2443096,2702411],[2053631,2264669,2705707],[2059286,2059289,2598166],[2064299,2600540,2711290],[2070052,2462133,2713397],[2072176,2462829,2714451],[2072248,2607014,2714490],[2075919,2607308,2608096],[2076219,2609158,2609260],[2080097,2611034,2718236],[2102242,2477285,2725806],[2111464,2626510,2729001],[2127489,2328280,2735007],[2134719,2643223,2737715],[2138207,2514423,2739022],[2148217,2646150,2742867],[2148541,2515792,2742907],[2152577,2152580,2648136],[2155378,2648510,2746202],[2163905,2163908,2654371],[2166292,2527661,2749952],[2166364,2661282,2749991],[2167154,2656229,2750410],[2174315,2659516,2753745],[2177345,2662011,2662484],[2179551,2179554,2663258],[2181863,2377719,2756440],[2181933,2539955,2756474],[2182115,2664677,2664729],[2184564,2664921,2665632],[2189337,2668792,2759696],[2196835,2549105,2761698],[2206272,2549556,2764535],[2209760,2393897,2765842],[2213195,2559479,2766812],[2218022,2562798,2768388],[2232881,2232884,2688982],[2235268,2573744,2774343],[2235340,2567615,2774382],[2238737,2691774,2775365],[2239525,2695803,2775583],[2239849,2581861,2775623],[2240749,2692667,2693543],[2242827,2242830,2693764],[2252122,2585158,2779781],[2252389,2698573,2779861],[2265027,2592168,2784198],[2265889,2709485,2784471],[2269307,2450326,2785744],[2269377,2602485,2785778],[2269559,2706942,2706994],[2270104,2707250,2786130],[2279387,2712117,2712412],[2283747,2283750,2714398],[2286548,2714772,2715404],[2290734,2612008,2793888],[2297655,2614896,2795488],[2305153,2723724,2797490],[2305941,2615063,2797708],[2306265,2474836,2797748],[2307165,2724617,2725493],[2309243,2309246,2725714],[2312565,2623815,2799577],[2320063,2628294,2801579],[2322937,2495818,2731762],[2328638,2632408,2804143],[2329500,2628745,2804416],[2332918,2502344,2805689],[2332988,2495460,2805723],[2333170,2736242,2736294],[2334401,2334404,2737155],[2336008,2737285,2806496],[2336452,2642869,2806586],[2336719,2740618,2806666],[2337531,2737883,2738513],[2343506,2642772,2808498],[2348333,2646091,2810074],[2359866,2651982,2813612],[2360190,2523281,2813652],[2360654,2751938,2813830],[2360978,2658833,2813870],[2361878,2748802,2749678],[2363956,2363959,2749899],[2364693,2656465,2815188],[2373518,2754466,2754708],[2381939,2667411,2821143],[2382785,2759348,2759477],[2389952,2671716,2822812],[2394255,2673642,2823881],[2395266,2395269,2763975],[2396873,2764105,2824412],[2397317,2549202,2824502],[2397584,2672125,2824582],[2398396,2764703,2765333],[2403356,2679259,2826011],[2407659,2681185,2827080],[2410277,2683278,2827611],[2412588,2567585,2770447],[2417775,2686593,2829613],[2418099,2569364,2829653],[2418563,2683445,2829831],[2418887,2565166,2829871],[2419787,2773193,2774069],[2421865,2421868,2774290],[2423085,2423109,2775061],[2424587,2692748,2831494],[2425219,2695744,2831623],[2426143,2775753,2776268],[2431508,2695636,2833094],[2439006,2700115,2835096],[2441018,2590963,2782622],[2444811,2444814,2783911],[2446151,2591838,2837103],[2446418,2703606,2837183],[2446862,2709131,2837273],[2447129,2787374,2837353],[2447941,2784639,2785269],[2453916,2709034,2839185],[2456790,2602843,2788891],[2462491,2713148,2841749],[2466771,2609369,2843295],[2466951,2467023,2793423],[2472468,2719812,2795140],[2477255,2721871,2845336],[2477579,2616822,2845376],[2478133,2478157,2797186],[2479635,2724698,2845715],[2480267,2615004,2845844],[2481191,2797878,2798393],[2484348,2726081,2799358],[2489135,2728140,2847780],[2489459,2625738,2847820],[2491515,2729836,2848159],[2493782,2630817,2802482],[2496829,2496832,2803856],[2498169,2632078,2849679],[2498436,2732906,2849759],[2498880,2628391,2849849],[2499147,2730245,2849929],[2499959,2804584,2805214],[2503311,2503330,2806277],[2510478,2740209,2852408],[2514781,2742135,2853477],[2517399,2744228,2854008],[2518922,2650878,2812133],[2522380,2522404,2813308],[2523882,2651942,2855607],[2524514,2751879,2855736],[2525438,2814000,2814515],[2530803,2751771,2857207],[2533114,2661252,2817247],[2538301,2755086,2859209],[2538625,2663031,2859249],[2540313,2541175,2820869],[2546549,2546552,2822473],[2551361,2673312,2861940],[2551628,2762601,2862020],[2552424,2552443,2824193],[2561735,2680831,2863759],[2562002,2767715,2863839],[2568463,2568487,2829309],[2569965,2686553,2865274],[2570597,2683386,2865403],[2571521,2830001,2830516],[2579493,2776941,2832746],[2584280,2779000,2868108],[2584604,2697562,2868148],[2586660,2780696,2868487],[2588216,2702638,2835999],[2591373,2591392,2836964],[2598540,2786965,2870931],[2600807,2711557,2840088],[2605194,2712818,2872451],[2605461,2790035,2872531],[2606984,2607772,2842820],[2612449,2612473,2844200],[2613535,2720255,2874219],[2616870,2721831,2874616],[2622454,2726742,2875534],[2625789,2728081,2875931],[2631613,2631632,2849540],[2645028,2741805,2879034],[2645295,2809401,2879114],[2663632,2755046,2882368],[2665188,2665899,2860112],[2668404,2668622,2860805],[2669961,2669980,2861202],[2670881,2761304,2883707],[2678424,2766588,2884627],[2694275,2777384,2886706],[2697610,2778960,2887103],[2717842,2718012,2873829],[2739374,2808104,2892556] ] cell #5066 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117436],[1207374],[1229236],[1244220],[1244603],[1287787],[1309263],[1336589],[1358581],[1369746],[1373263],[1373714],[1402604],[1417588],[1417971],[1439450],[1439833],[1450545],[1466340],[1488202],[1495452],[1500107],[1503683],[1532965],[1544130],[1547647],[1548098],[1566122],[1569639],[1570090],[1581106],[1581489],[1582521],[1586932],[1593042],[1614518],[1625396],[1629098],[1661570],[1668820],[1673475],[1677051],[1690682],[1695337],[1698913],[1710019],[1710470],[1711993],[1713970],[1714900],[1716098],[1726201],[1747047],[1753157],[1778759],[1779799],[1784869],[1795747],[1799449],[1817223],[1820925],[1828175],[1836406],[1837556],[1842040],[1849649],[1851777],[1861880],[1862920],[1870570],[1871768],[1881871],[1885277],[1901171],[1902369],[1903359],[1904435],[1912472],[1918582],[1933318],[1934358],[1939428],[1950306],[1950486],[1972660],[1981199],[1982397],[1983387],[1984463],[1991597],[2001334],[2004440],[2011437],[2012477],[2020770],[2021700],[2022898],[2023078],[2028379],[2030507],[2040610],[2049300],[2050498],[2051488],[2052564],[2060601],[2064007],[2092995],[2096904],[2097834],[2099032],[2099212],[2110710],[2114619],[2117737],[2123158],[2124356],[2125346],[2126422],[2142089],[2151826],[2153892],[2161026],[2161956],[2163154],[2163334],[2170763],[2173869],[2180866],[2184272],[2193129],[2197202],[2201164],[2213562],[2217524],[2226093],[2230002],[2230932],[2232130],[2232310],[2251635],[2255544],[2257672],[2257852],[2261025],[2273259],[2276377],[2282996],[2285062],[2286102],[2289579],[2298004],[2301447],[2312914],[2316357],[2320430],[2324392],[2324572],[2343873],[2347835],[2356404],[2372764],[2376673],[2378801],[2378981],[2379791],[2382802],[2388797],[2389969],[2402201],[2403373],[2410626],[2431857],[2435300],[2439373],[2443335],[2454283],[2458245],[2458425],[2472485],[2484365],[2491532],[2509323],[2510495],[2517748],[2531152],[2579510],[2586677],[2598557], [499432,1156117],[533230,1737527],[590433,1284192],[612054,1316232],[654359,1893197],[679901,1652206],[689627,1413768],[701126,1429574],[713661,1446950],[753092,1996614],[772679,1516380],[795284,1539089],[803481,1552931],[809249,1560134],[812999,1811561],[822725,1577286],[859658,2104630],[874411,2119636],[879615,1638977],[885383,1646180],[917661,1424466],[918044,1682262],[922521,1935181],[924034,1688996],[937243,1701461],[942108,1711610],[962877,1730949],[976590,2211460],[987796,2220013],[997689,1511272],[998072,1766567],[1002549,2013300],[1004062,1773301],[1014809,1780622],[1036308,1806697],[1037574,1808049],[1038025,1554957],[1038388,2048722],[1053141,2278276],[1058345,1830804],[1064113,1838007],[1084088,2300221],[1084865,1603285],[1085248,1856339],[1096445,1863743],[1110303,2318328],[1119429,1888333],[1120695,1889685],[1121146,1641003],[1121509,2122580],[1131891,1900593],[1149148,1917220],[1160610,1929078],[1162613,1683432],[1162861,2159188],[1174067,2366684],[1183960,1706502],[1184343,1952838],[1188820,2182729],[1190333,1959572],[1198549,1965899],[1209989,2392007],[1210891,1976284],[1211342,1731869],[1211705,2200318],[1216196,1980621],[1245931,2007197],[1247934,1767737],[1248182,2228164],[1258726,2018932],[1275915,2434074],[1276692,1795112],[1277075,2035069],[1288272,2042473],[1288956,1806345],[1302130,2452181],[1311256,2067063],[1312522,2068415],[1312973,1832830],[1313336,2281220],[1327125,2081390],[1331934,2085194],[1338929,2090143],[1340165,1856430],[1340413,2300471],[1344772,2095066],[1360921,2107858],[1374077,2323546],[1375518,1887981],[1388503,1900241],[1393779,2135328],[1405219,2512533],[1406121,2145713],[1406572,1918140],[1406935,2346989],[1411426,2150050],[1416811,2519965],[1441161,2176626],[1443164,1954008],[1443412,2374835],[1455074,2188683],[1457872,1965547],[1462638,1969627],[1466080,2389750],[1468781,2198128],[1475309,1980269],[1480585,2206881],[1490643,2214488],[1502447,2223241],[1503931,2413093],[1523501,2240030],[1528310,2243834],[1535305,2248783],[1536541,2035160],[1536789,2434324],[1541148,2253706],[1546745,2588715],[1548461,2442489],[1557297,2266498],[1570453,2457399],[1571894,2066711],[1585856,2079407],[1596356,2297001],[1599154,2089791],[1610063,2306446],[1617832,2311911],[1620630,2107506],[1628838,2491313],[1631539,2321356],[1643343,2330109],[1650304,2335354],[1653102,2134976],[1657868,2139056],[1661310,2510276],[1664011,2344799],[1670539,2149698],[1675815,2353552],[1677299,2520215],[1685873,2361159],[1697677,2369912],[1699161,2533619],[1710833,2541784],[1725125,2196145],[1735625,2396219],[1738423,2206529],[1745971,2212505],[1750453,2560876],[1756471,2409623],[1759269,2222889],[1763425,2414421],[1770178,2419068],[1777683,2238047],[1788183,2430854],[1790981,2248431],[1799189,2586458],[1801890,2440299],[1809659,2445764],[1812457,2266146],[1820665,2598338],[1823366,2455209],[1835170,2463962],[1836654,2608277],[1860804,2304463],[1874874,2487669],[1880795,2319373],[1886872,2495099],[1891295,2497782],[1894093,2329757],[1911396,2342816],[1921896,2516745],[1924694,2353200],[1932242,2359176],[1936724,2654543],[1942742,2530149],[1945540,2369560],[1949696,2534947],[1953748,2663430],[1956449,2539594],[1968751,2546870],[1994715,2405745],[1998092,2562719],[2006159,2414069],[2010361,2417085],[2014843,2689154],[2026251,2693936],[2039534,2438316],[2053604,2594694],[2059525,2453226],[2065602,2602124],[2070025,2604807],[2072823,2463610],[2080464,2611191],[2084426,2471794],[2102385,2725886],[2111813,2490360],[2127462,2634934],[2138180,2640537],[2164144,2526271],[2167521,2656386],[2175588,2534595],[2179790,2537611],[2189686,2545998],[2209733,2677979],[2218039,2562815],[2233120,2572354],[2239104,2691931],[2243066,2578819],[2270453,2597385],[2290751,2612025],[2305520,2723881],[2309482,2622020],[2336357,2639665],[2364710,2656482],[2397222,2677107],[2424604,2692765],[2479652,2724715] ] cell #5067 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [802768,1552388],[878902,1638434],[962164,1730406],[1057632,1830261],[1079674,1851156],[1116723,1886076],[1148435,1916677],[1205563,1971792],[1239029,2000713],[1271501,2029886],[1287074,2044815],[1308550,2064806],[1361892,2109013],[1367935,2113751],[1400793,2141221],[1412397,2151205],[1434259,2170142],[1449832,2185071],[1491814,2215458],[1542319,2254676],[1545126,2257051],[1558268,2267653],[1564311,2272391],[1575915,2282375],[1581808,2076269],[1644314,2331264],[1657109,2340377],[1673979,2352332],[1687044,2362129],[1702105,2178179],[1704691,2375805],[1707498,2378180],[1742430,2401242],[1771349,2420038],[1781266,2242445],[1783811,2428279],[1816464,2450787],[1827668,2280000],[1833334,2462742],[1864387,2308861],[1866932,2483327],[1898100,2502805],[1899898,2503648],[1903928,2338932],[1935825,2363574],[1938370,2527574],[1949844,2374093],[1979926,2552761],[1983956,2399797],[2013944,2421483],[2016489,2573657],[2018315,2424448],[2022436,2427429],[2048027,2591710],[2052057,2449342],[2094449,2479496],[2098570,2482477],[2121885,2631950],[2125915,2501360],[2130950,2504465],[2158571,2523743],[2162692,2526724],[2192786,2670298],[2202503,2553578],[2227547,2569826],[2231668,2572807],[2262120,2592527],[2293701,2613259],[2325731,2632767],[2386677,2670639], [644128,1356012,2104138],[757583,1497538,2219521],[762831,1503418,2224396],[840647,1854934,2297747],[844255,1600627,2299729],[874244,1632710,2322326],[927012,1692768,2366192],[932260,1698648,2371067],[957320,1729442,2390250],[988776,1755482,2410369],[992384,1502857,2412351],[1019377,2033664,2431600],[1022985,1792454,2433582],[1052974,1824537,2456179],[1062880,1836141,2465117],[1079113,1079116,2087211],[1105465,1616843,2312657],[1111879,1627594,2491813],[1117460,1885457,2120280],[1143591,1915713,2510776],[1154201,2154983,2517491],[1157809,1926167,2519473],[1160275,1928701,2521768],[1175047,1941753,2530895],[1178655,1698087,2532877],[1188653,1957620,2540564],[1232321,1486698,2403654],[1238468,1238471,2220309],[1243720,2003933,2225586],[1270940,1270943,2245851],[1282230,2043851,2586958],[1284388,1800958,2439682],[1284456,2259789,2588308],[1287811,2043117,2261205],[1288105,2045662,2590352],[1297292,1808670,2446510],[1303706,1819421,2598838],[1309287,2064187,2278920],[1314316,2069036,2605553],[1317924,1835580,2607535],[1320390,2076760,2076830],[1361331,1361334,2314639],[1364969,2111556,2317477],[1373206,2117275,2323930],[1383854,1890306,2498528],[1396880,2146334,2645387],[1409277,2149355,2646428],[1411836,1411839,2350620],[1414416,1674118,2518027],[1414486,2156054,2648808],[1414669,2352857,2519140],[1417088,2153385,2355897],[1418290,1928140,2650641],[1427551,1681928,2524180],[1433698,1433701,2366980],[1438950,2173362,2372257],[1444988,1952504,2663930],[1447146,1955517,2538977],[1447214,2380918,2665280],[1450569,2183373,2184452],[1450863,2185718,2185918],[1456161,2189429,2384512],[1483686,1976905,2551720],[1495395,2218320,2408009],[1514357,1766233,2570263],[1523239,2248088,2696081],[1527342,2034735,2697908],[1539353,2253089,2436420],[1539733,2037923,2698796],[1544565,1544568,2439557],[1547590,2257210,2442873],[1557707,1557710,2448492],[1560330,2055554,2596048],[1560398,2277504,2711649],[1561345,2270196,2451330],[1569582,2275915,2457783],[1572795,2279605,2280525],[1575354,1575357,2461030],[1577934,1833473,2606089],[1578004,2287224,2715070],[1578187,2463267,2607202],[1580606,2284555,2285595],[1586875,2291032,2469007],[1597443,2088687,2474195],[1609801,2089448,2615341],[1613904,1856005,2617168],[1618919,2106402,2486075],[1624934,2112039,2489580],[1643753,1643756,2500510],[1646376,2129412,2636288],[1646444,2118864,2630909],[1651391,2336100,2505038],[1652470,2344182,2505591],[1652850,2143596,2740841],[1654003,2337749,2339457],[1656548,1656551,2507861],[1668313,2148830,2742944],[1668763,2349174,2515131],[1684505,2159821,2652260],[1685611,2369217,2752216],[1689644,1938509,2655586],[1689714,2174991,2754043],[1689897,2528099,2661470],[1690625,2364991,2528535],[1701725,2373610,2374218],[1706937,1706940,2538852],[1709962,2378339,2379329],[1715636,2191411,2544339],[1726144,2197145,2548963],[1736712,2396965,2554151],[1737791,2197511,2554704],[1738171,1974167,2672348],[1739324,2398614,2400322],[1741869,1741872,2556974],[1746990,2213505,2559337],[1757558,2221785,2564525],[1761276,2007060,2413726],[1768810,2228797,2686871],[1769916,2222546,2683723],[1773949,2016628,2690197],[1774019,2005562,2685550],[1774202,2567803,2574182],[1776072,1776075,2574855],[1778702,2424885,2576032],[1779292,2247563,2777952],[1779742,2432136,2576508],[1780886,2426235,2427554],[1789270,2247327,2581220],[1795285,2252964,2584725],[1810746,2262903,2593100],[1811126,2048950,2703829],[1811825,2454592,2593653],[1812205,2274766,2787597],[1813358,2448159,2449867],[1815903,1815906,2595923],[1816761,2270679,2596605],[1828118,2459041,2459584],[1838203,2288052,2717028],[1839460,2467934,2468337],[1851315,2297356,2614609],[1857503,2301104,2722149],[1859193,1859196,2618056],[1861823,2479933,2619233],[1862413,2088923,2720823],[1862863,2298283,2619709],[1864007,2481283,2482602],[1871306,2312266,2623528],[1877494,2316014,2728418],[1881814,2320373,2628152],[1885077,2119900,2494482],[1892382,2326514,2633340],[1892762,2122808,2733129],[1893461,2320739,2633893],[1893841,2116126,2730468],[1894994,2500177,2501885],[1897539,1897542,2636163],[1899373,1899423,2637009],[1901907,2338082,2638006],[1902897,2344057,2638409],[1904378,2506028,2507203],[1912415,2343816,2642630],[1922983,2352096,2647818],[1925595,2157552,2520848],[1930631,1930634,2651827],[1932811,2159346,2747218],[1933261,2358260,2653004],[1933851,2368692,2816199],[1934301,2531431,2653480],[1935445,2525530,2526849],[1943829,2368456,2658192],[1947547,2176489,2534252],[1955081,2375468,2755364],[1960220,2186057,2758690],[1960405,1960473,2667849],[1970080,2388017,2547890],[1977941,2392919,2674098],[1978321,2200546,2762824],[1979401,1979451,2674451],[1981935,2398947,2675448],[1982925,2197386,2675851],[1984406,2555141,2556316],[1989017,2401421,2558667],[1996878,2406323,2681641],[1997258,2216903,2767938],[2000872,2409978,2682991],[2004383,2226036,2566690],[2008750,2008753,2686438],[2010930,2228322,2771609],[2011380,2416169,2687615],[2011970,2222021,2769399],[2012420,2410905,2688091],[2013564,2571613,2572932],[2018190,2018235,2575362],[2030045,2431209,2695349],[2036233,2434957,2779278],[2040553,2439316,2699973],[2042737,2260825,2589627],[2047502,2047552,2703271],[2050036,2262823,2704268],[2051026,2454467,2704671],[2052507,2594090,2595265],[2060544,2454226,2708892],[2063807,2278540,2601507],[2071112,2460367,2714080],[2071492,2281448,2790258],[2073724,2074830,2608910],[2083805,2083808,2719362],[2092488,2300629,2796177],[2092938,2476360,2722490],[2094324,2094369,2618563],[2110203,2315489,2800266],[2110653,2488240,2728759],[2121360,2121410,2732571],[2123894,2326434,2733568],[2124884,2320614,2733971],[2126365,2634330,2635505],[2139509,2508543,2641557],[2147370,2513445,2742591],[2147750,2347217,2809624],[2151364,2517100,2743941],[2153835,2356347,2649983],[2158446,2158491,2652334],[2170301,2530504,2751484],[2173812,2372707,2660357],[2180359,2374993,2818409],[2180809,2536695,2756108],[2182993,2184072,2666599],[2192261,2192311,2760385],[2194249,2389260,2822576],[2200702,2392839,2762928],[2210609,2403217,2825775],[2217062,2406198,2768042],[2227422,2227467,2686945],[2251128,2434482,2833783],[2251578,2583385,2779619],[2282534,2460287,2790697],[2285005,2286045,2716245],[2290042,2290595,2793652],[2293576,2293621,2719466],[2295387,2473146,2795121],[2310297,2485502,2799210],[2340920,2509786,2852172],[2347373,2513365,2809728],[2383463,2383939,2759329],[2429240,2580171,2832727] ] cell #5068 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117476],[1207375],[1229237],[1244221],[1244650],[1287827],[1309303],[1320406],[1336588],[1358580],[1369747],[1373260],[1373713],[1402605],[1417589],[1418018],[1439451],[1439880],[1450585],[1451407],[1466339],[1488201],[1495449],[1500106],[1503682],[1532964],[1544131],[1547644],[1548097],[1566123],[1569636],[1570089],[1581107],[1581536],[1581628],[1586929],[1593041],[1614517],[1625395],[1629097],[1661569],[1668817],[1673474],[1677050],[1690679],[1695336],[1698912],[1701851],[1710016],[1710469],[1713969],[1714899],[1716097],[1726198],[1747044],[1753156],[1778756],[1779796],[1781012],[1784868],[1795746],[1799448],[1817222],[1820924],[1828172],[1836405],[1842039],[1849648],[1851776],[1861877],[1862917],[1864133],[1870569],[1871767],[1881868],[1901170],[1902368],[1903358],[1904432],[1912469],[1918581],[1933315],[1934355],[1935571],[1939427],[1950305],[1972659],[1981198],[1982396],[1983386],[1984460],[1991596],[2001333],[2004437],[2011434],[2012474],[2013690],[2020769],[2021699],[2022897],[2028378],[2030506],[2040607],[2042863],[2049299],[2050497],[2051487],[2052561],[2060598],[2092992],[2096903],[2097833],[2099031],[2110707],[2114618],[2117736],[2117984],[2120026],[2123157],[2124355],[2125345],[2126419],[2142088],[2151825],[2153889],[2161025],[2161955],[2163153],[2170762],[2173866],[2180863],[2183119],[2193128],[2197199],[2201163],[2213559],[2217523],[2226090],[2230001],[2230931],[2232129],[2251632],[2255543],[2257671],[2273258],[2276376],[2276624],[2278666],[2282995],[2285059],[2286099],[2289578],[2298003],[2301446],[2312913],[2316356],[2320427],[2324391],[2343870],[2347834],[2356401],[2372761],[2376672],[2378800],[2379790],[2380038],[2382801],[2388796],[2389968],[2402200],[2403372],[2410625],[2431856],[2435299],[2439370],[2443334],[2443582],[2454280],[2458244],[2472484],[2484364],[2491531],[2509322],[2510494],[2517747],[2531151],[2579509],[2586676],[2598556], [499472,911407],[590480,1031418],[612094,1060964],[689562,1155572],[701166,1170693],[713708,1187088],[732249,1478877],[772719,1256014],[793378,1278582],[803521,1294331],[809296,1299266],[822660,1315687],[872505,1641635],[879655,1380893],[885430,1385828],[901678,1392071],[917662,1424467],[918091,1424535],[923969,1429029],[935337,1441340],[942148,1451244],[962917,1472993],[983232,1752227],[997690,1511273],[998119,1511341],[1003997,1515835],[1013833,1523680],[1036243,1550409],[1037571,1554077],[1038024,1554956],[1051235,1555589],[1058385,1577269],[1064160,1582204],[1084866,1603286],[1085295,1603354],[1095469,1610242],[1100114,1870209],[1116945,1887051],[1119364,1636455],[1120692,1640123],[1121145,1641002],[1131826,1649371],[1149188,1668223],[1160607,1679504],[1162612,1683431],[1169503,1686052],[1183961,1706503],[1184390,1706571],[1190268,1711065],[1198484,1718271],[1210888,1730989],[1211341,1731868],[1216131,1734692],[1226251,1989773],[1237993,1999775],[1245928,1763809],[1247933,1767736],[1254824,1770357],[1258723,1776467],[1276693,1795113],[1277122,1795181],[1287296,1802069],[1288955,1806344],[1291941,1808726],[1308772,2065781],[1311191,1828282],[1312519,1831950],[1312972,1832829],[1327122,1843942],[1331931,1848262],[1338864,1853950],[1339984,2091290],[1340164,1856429],[1344769,1859588],[1360856,1873941],[1366761,2112795],[1375517,1887980],[1378503,1890362],[1388502,1900240],[1393714,1904542],[1406118,1917260],[1406571,1918139],[1411361,1920963],[1421481,1931026],[1433223,2169204],[1441158,1950080],[1443163,1954007],[1450054,1956628],[1455071,1963298],[1457871,1965546],[1462637,1969626],[1468778,1974562],[1469898,2199004],[1471723,1976961],[1475308,1980268],[1480520,1984570],[1490640,1993499],[1502382,2003507],[1508287,2009145],[1523498,2022672],[1528307,2026992],[1535240,2032680],[1536360,2249930],[1536540,2035159],[1541145,2038318],[1557232,2052671],[1563137,2271435],[1571893,2066710],[1574879,2069092],[1585855,2079406],[1596353,2087542],[1599153,2089790],[1601420,2091693],[1610060,2098806],[1617829,2105257],[1620629,2107505],[1631536,2116521],[1634481,2118920],[1643278,2126529],[1650301,2132727],[1653101,2134975],[1657867,2139055],[1664008,2143991],[1665128,2345675],[1666953,2146390],[1670538,2149697],[1675750,2153999],[1676870,2354699],[1685870,2162928],[1697612,2172936],[1703517,2178574],[1725124,2196144],[1725372,2196271],[1735622,2204280],[1738422,2206528],[1745970,2212504],[1756468,2220640],[1759268,2222888],[1761535,2224791],[1763360,2226200],[1770175,2231904],[1777682,2238046],[1788180,2246182],[1790980,2248430],[1793247,2250333],[1801887,2257446],[1803007,2441175],[1804832,2259845],[1809656,2263897],[1812456,2266145],[1823363,2275161],[1826308,2277560],[1835105,2285169],[1860803,2304462],[1874871,2314970],[1880794,2319372],[1881042,2319499],[1886869,2324166],[1891292,2327508],[1894092,2329756],[1911395,2342815],[1911643,2342942],[1921893,2350951],[1924693,2353199],[1926960,2355102],[1932241,2359175],[1942739,2367311],[1945539,2369559],[1947806,2371462],[1949631,2372871],[1956446,2378575],[1959391,2380974],[1968748,2387666],[1994714,2405744],[1994962,2405871],[1998089,2408683],[2006158,2414068],[2010360,2417084],[2039533,2438315],[2039781,2438442],[2053601,2448823],[2059524,2453225],[2059772,2453352],[2065599,2458019],[2070022,2461361],[2072822,2463609],[2075089,2465512],[2080461,2470710],[2084425,2471793],[2111812,2490359],[2127459,2500841],[2138177,2508192],[2164143,2526270],[2164391,2526397],[2167518,2529209],[2175587,2534594],[2179789,2537610],[2180037,2537737],[2189685,2545997],[2209730,2557305],[2218038,2562814],[2233119,2572353],[2233367,2572480],[2239101,2577735],[2243065,2578818],[2243313,2578945],[2270452,2597384],[2290750,2612024],[2305517,2620936],[2309481,2622019],[2309729,2622146],[2336356,2639664],[2364709,2656481],[2397221,2677106],[2424603,2692764],[2479651,2724714] ] cell #5069 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #5070 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1634630],[1725457],[1761690],[1762354],[1804981],[1826457],[1838454],[1851054],[1881127],[1885621],[1885832],[1911728],[1927115],[1927779],[1947961],[1948625],[1959540],[1960496],[1971568],[1995047],[1997892],[2000611],[2004941],[2029784],[2039866],[2044360],[2044571],[2059857],[2064351],[2064562],[2075244],[2075908],[2076076],[2080264],[2085005],[2108911],[2111624],[2113527],[2118115],[2140997],[2148384],[2151103],[2155433],[2167321],[2170040],[2174370],[2177202],[2184616],[2184827],[2188494],[2189497],[2197002],[2213362],[2215234],[2218103],[2223958],[2238904],[2239692],[2240606],[2243645],[2252549],[2254452],[2270264],[2272167],[2276755],[2279554],[2286603],[2290815],[2297815],[2305320],[2306108],[2307022],[2310125],[2311722],[2312725],[2320230],[2322389],[2335165],[2336168],[2336879],[2337698],[2343673],[2348414],[2360033],[2360821],[2361735],[2364774],[2370629],[2373678],[2380169],[2383291],[2390033],[2396030],[2397033],[2397744],[2398563],[2403437],[2410437],[2417942],[2418730],[2419644],[2424668],[2425300],[2426303],[2431668],[2439173],[2440875],[2443713],[2445575],[2446578],[2447289],[2448108],[2454083],[2456242],[2464679],[2472974],[2477422],[2479716],[2480348],[2481351],[2489302],[2491596],[2495675],[2497593],[2498596],[2499307],[2500126],[2510559],[2517559],[2519089],[2521330],[2523963],[2524595],[2525598],[2530963],[2538468],[2540170],[2540627],[2546681],[2550126],[2551788],[2560500],[2562162],[2567752],[2570046],[2570678],[2571681],[2579999],[2584447],[2586082],[2586741],[2588376],[2590415],[2598621],[2602700],[2605621],[2607151],[2610278],[2615775],[2616951],[2624694],[2625870],[2629315],[2630977],[2643793],[2645455],[2646862],[2661419],[2663713],[2665348],[2668113],[2671117],[2672398],[2678660],[2679941],[2684157],[2696515],[2697691],[2698846],[2710055],[2711717],[2719964],[2726233],[2730518],[2739610],[2740891],[2752650],[2777093],[2787647], [730085,1973644],[870341,2115603],[899514,2143073],[911277,1674515],[982058,2216380],[1029080,2037400],[1031298,1801285],[1049071,2274243],[1060834,1833870],[1099904,2311466],[1115771,2323248],[1155867,1923492],[1168329,2363051],[1170563,1938906],[1184750,2177656],[1186968,1955844],[1226598,2402443],[1237783,2409178],[1253650,2420960],[1255884,2017025],[1266566,2241922],[1291731,2445319],[1292090,2054043],[1299146,2055881],[1307598,2457101],[1315982,2071621],[1339774,2475976],[1352612,2308338],[1367108,2490602],[1378293,2497337],[1378652,2127901],[1385708,2129739],[1388195,2334909],[1421636,2164476],[1421828,2522969],[1422300,2164556],[1429324,2165737],[1433013,2529704],[1448880,2541486],[1451114,1960201],[1470245,2550344],[1471513,2551161],[1471872,2210172],[1475001,2395774],[1508442,2233452],[1508634,2569052],[1509106,2233532],[1516130,2234713],[1518041,2423674],[1536150,2583001],[1548988,2442191],[1551713,2261736],[1551933,2266859],[1552144,2267551],[1563484,2597627],[1574669,2604362],[1575028,2070464],[1582084,2076534],[1598846,2475344],[1601575,2309814],[1601767,2616510],[1602239,2309894],[1604603,2478722],[1634271,2630350],[1637759,2325347],[1637979,2330470],[1638190,2331162],[1647819,2503817],[1665475,2644011],[1666743,2644828],[1667102,2138619],[1670231,2516300],[1676660,2649599],[1680413,2357059],[1681307,2361905],[1703672,2180122],[1703864,2662719],[1704336,2180202],[1711360,2185694],[1720615,2385661],[1725503,2671666],[1726848,2549791],[1729951,2400448],[1730162,2401140],[1733140,2552930],[1758961,2565674],[1761882,2684892],[1764718,2414968],[1765612,2419814],[1790673,2582369],[1793402,2243398],[1793594,2697250],[1794066,2243478],[1796430,2585747],[1803354,2701354],[1804622,2702171],[1807174,2443978],[1826098,2711090],[1829586,2279581],[1829806,2281581],[1830017,2282273],[1845841,2469835],[1848335,2477858],[1850718,2615170],[1852398,2615510],[1855384,2483103],[1876285,2487224],[1881173,2729786],[1882518,2628980],[1888810,2495996],[1906886,2337725],[1911774,2740159],[1913119,2643458],[1916222,2339583],[1916433,2340275],[1919411,2646597],[1924386,2519116],[1927307,2745842],[1945232,2659341],[1948153,2753385],[1950989,2373339],[1951883,2375581],[1959181,2758306],[1963371,2544900],[1967306,2545240],[1969665,2552200],[1971855,2672220],[1986914,2398590],[1995093,2767591],[1995398,2560165],[2000275,2683552],[2001955,2683892],[2024571,2425964],[2027065,2422810],[2029448,2695910],[2031128,2696250],[2034114,2428055],[2039912,2780646],[2041257,2588037],[2055015,2448135],[2059903,2786915],[2061248,2709720],[2067540,2458824],[2072515,2607178],[2075436,2792598],[2079445,2611381],[2100705,2481012],[2105330,2624089],[2108575,2728247],[2109265,2624429],[2113814,2730340],[2128873,2500153],[2132800,2503477],[2136735,2505811],[2139094,2503087],[2141284,2740713],[2150767,2646257],[2152447,2648591],[2164522,2814391],[2164827,2525259],[2166631,2661446],[2169704,2752045],[2171384,2752385],[2180168,2818893],[2181513,2665009],[2204353,2552590],[2208288,2554924],[2212543,2679763],[2215521,2767810],[2233498,2830392],[2233803,2571342],[2235607,2567779],[2238085,2574727],[2243444,2832524],[2254739,2698668],[2263970,2591539],[2267215,2785376],[2267905,2593873],[2268957,2711378],[2272454,2787469],[2281937,2712519],[2283617,2714853],[2304501,2617928],[2309860,2846745],[2327581,2631779],[2330826,2805321],[2331516,2634113],[2332568,2630638],[2339939,2738620],[2357394,2750698],[2359214,2651699],[2362192,2814610],[2363826,2753826],[2375868,2754803],[2387739,2670127],[2400804,2765440],[2415303,2682205],[2417123,2686310],[2420101,2830611],[2421735,2685333],[2424009,2776144],[2428342,2776363],[2444243,2786366],[2470170,2719015],[2471832,2719234],[2479057,2798269],[2483390,2798488],[2496261,2729237],[2504082,2807120],[2521893,2815340],[2545505,2760320],[2553195,2825036],[2567976,2768540],[2574905,2831945],[2611559,2794339],[2618106,2846166] ] cell #5071 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1504702],[1596652],[1633945],[1634535],[1678070],[1699932],[1725388],[1756767],[1761400],[1761621],[1788479],[1804296],[1804886],[1825772],[1826362],[1837425],[1850352],[1875170],[1878145],[1881058],[1885576],[1911659],[1922192],[1926825],[1927046],[1943038],[1947671],[1947892],[1958855],[1959445],[1960591],[1964223],[1969316],[1994978],[1997847],[1999909],[2004710],[2029082],[2036884],[2039797],[2044315],[2056875],[2059788],[2064306],[2074954],[2075175],[2076968],[2079096],[2080219],[2088467],[2106182],[2108209],[2111275],[2117646],[2133652],[2134514],[2138745],[2148339],[2150401],[2167276],[2169338],[2174139],[2177140],[2184571],[2185729],[2189148],[2196957],[2205205],[2206067],[2210378],[2212194],[2213317],[2221565],[2223913],[2237736],[2238859],[2239647],[2240544],[2247107],[2252200],[2264822],[2265684],[2269915],[2276286],[2279509],[2279616],[2286372],[2289811],[2297466],[2304152],[2305275],[2306063],[2306960],[2312376],[2320185],[2328433],[2329295],[2335819],[2336530],[2337653],[2337760],[2343628],[2351876],[2356674],[2358865],[2359988],[2360776],[2361673],[2368236],[2370584],[2379700],[2389029],[2394050],[2396684],[2397395],[2398518],[2398625],[2407454],[2410088],[2416774],[2417897],[2418685],[2419582],[2431319],[2439128],[2440813],[2443244],[2446229],[2446940],[2448063],[2448170],[2454038],[2462286],[2464634],[2471483],[2475491],[2477377],[2487371],[2489257],[2495613],[2498247],[2498958],[2500081],[2500188],[2509555],[2514576],[2516447],[2517210],[2519044],[2519151],[2521285],[2530614],[2538423],[2540108],[2543543],[2550081],[2551439],[2560455],[2561813],[2565821],[2567707],[2567814],[2582516],[2584402],[2586037],[2602638],[2605272],[2607106],[2607213],[2610160],[2613813],[2615366],[2622732],[2624285],[2629270],[2643748],[2645106],[2646453],[2659488],[2661374],[2661481],[2670999],[2678542],[2683748],[2694553],[2696106],[2710010],[2739492],[2752241], 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] cell #5072 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037749,2048544],[1120870,2122402],[1211066,2200140],[1312697,2281042],[1335404,2297248],[1373438,2323368],[1406296,2346811],[1465509,2389502],[1498922,2409870],[1531780,2431101],[1547822,2442311],[1569814,2457221],[1622381,2487916],[1628267,2491065],[1660739,2510028],[1672290,2516992],[1694152,2530396],[1710194,2541606],[1749882,2560628],[1798618,2586210],[1801372,2587809],[1814208,2594941],[1820094,2598090],[1831645,2605054],[1837731,2466456],[1895844,2635181],[1907839,2640784],[1923691,2648060],[1936153,2654295],[1950731,2536371],[1953177,2663182],[1955931,2664781],[1987867,2678226],[2014272,2688906],[2023323,2578290],[2025680,2693688],[2055968,2707046],[2066540,2603455],[2071820,2714322],[2099457,2621491],[2101814,2725638],[2129826,2736346],[2131343,2736740],[2134805,2639817],[2163579,2655262],[2165936,2749823],[2176531,2662110],[2202896,2763560],[2206358,2677259],[2232555,2689873],[2234912,2774214],[2236493,2691540],[2239935,2693169],[2262513,2783496],[2265975,2706079],[2302909,2723490],[2306351,2725119],[2326124,2803441],[2329586,2735379],[2334037,2737095],[2357622,2747675],[2361064,2749304],[2387070,2822276],[2394902,2763915],[2415531,2772066],[2418973,2773695],[2444447,2783851],[2470951,2794891],[2496465,2803796],[2546185,2822413], [859019,1869814,2484769],[987157,1999380,2563219],[992975,1761020,2566366],[1079573,2091034,2614740],[1083449,2090895,2615901],[1115724,1884706,2629443],[1173428,2168809,2656886],[1179246,1947291,2660033],[1205977,2199352,2671853],[1238928,1999519,2683122],[1242804,2004082,2684283],[1271400,2249674,2695480],[1275276,2249535,2696641],[1307551,2063436,2710183],[1318515,2074574,2715921],[1334915,1595998,2473365],[1361791,1869953,2623659],[1368349,2113143,2729973],[1401207,2346023,2740346],[1412296,2354443,2744072],[1416172,2354304,2745233],[1418881,2157296,2746719],[1434158,2168948,2751615],[1438034,2173511,2752776],[1448833,2183701,2757399],[1492228,1990121,2679396],[1498433,1756113,2563695],[1531291,1787825,2580390],[1542733,2441523,2780833],[1545025,2442450,2781563],[1546450,2258097,2590921],[1548941,2260454,2782767],[1558167,2048683,2704399],[1564725,2271783,2787102],[1575814,2281181,2790828],[1579690,2285744,2791989],[1582399,2288466,2466909],[1621892,1874516,2624820],[1635721,2322895,2324817],[1644213,2122541,2733699],[1657008,2346950,2809859],[1669247,2349567,2810360],[1671801,1921538,2646988],[1674393,2520577,2811483],[1674575,2518420,2745080],[1674860,2353029,2650518],[1678376,2356046,2812495],[1687458,2159550,2747889],[1693663,1942384,2657362],[1705105,2375197,2819080],[1707397,2541745,2819810],[1708822,2379226,2541133],[1711313,2381583,2542234],[1742329,2200279,2763059],[1762470,2412228,2413898],[1771763,2228526,2772280],[1780226,2432529,2833331],[1784225,2434686,2834181],[1795666,2436762,2698422],[1796172,2437076,2834581],[1800883,2041292,2700192],[1801196,2041431,2587495],[1801640,2440204,2702351],[1813719,2053246,2705560],[1816363,2457360,2840546],[1827548,2456748,2458670],[1828602,2459977,2603259],[1831156,2069667,2713250],[1833748,2608639,2842170],[1833930,2606482,2791836],[1834215,2463439,2607412],[1863347,2298676,2795725],[1867346,2300833,2796575],[1878090,2489711,2489818],[1886622,2493495,2495004],[1895355,2127104,2734860],[1897999,2323507,2802940],[1903278,2511313,2737649],[1903784,2511627,2852635],[1904862,2507596,2639145],[1907350,2137822,2738875],[1918411,2515393,2853558],[1918671,2515428,2742847],[1923886,1924005,2648095],[1934785,2531824,2857444],[1938784,2533981,2858294],[1938966,2655979,2817932],[1948741,2532754,2534424],[1950225,2536057,2661828],[1955442,2181548,2756327],[1955755,2181687,2664467],[1956199,2539499,2665612],[1964168,2544470,2544577],[1983306,2390787,2764469],[1983812,2391101,2823039],[1984890,2556709,2676587],[1987378,2209375,2765695],[1997782,2562542,2562624],[2012904,2411298,2827848],[2016903,2413455,2828698],[2017085,2690590,2771132],[2018770,2236807,2774850],[2021529,2581462,2867434],[2021789,2581497,2775563],[2022817,2577976,2692484],[2036275,2585138,2779799],[2051407,2599375,2784405],[2051913,2599689,2871158],[2052991,2595658,2705407],[2055479,2268992,2785631],[2055792,2269131,2706732],[2056820,2596736,2596843],[2065352,2600520,2602029],[2066800,2603490,2712097],[2072015,2072134,2714357],[2080154,2611014,2611096],[2088412,2476133,2614847],[2094904,2303223,2796975],[2097663,2474437,2844662],[2097923,2474472,2797688],[2098951,2621177,2724434],[2106127,2311623,2623766],[2111137,2488633,2847623],[2111177,2489993,2626420],[2125265,2492350,2804350],[2125771,2492664,2848386],[2126849,2635898,2734707],[2129337,2332603,2805576],[2129650,2332742,2736032],[2130939,2334002,2806046],[2133597,2638137,2638244],[2133905,2642849,2806604],[2135065,2639852,2737863],[2154319,2521870,2650376],[2159026,2357936,2813097],[2161705,2358653,2747475],[2161785,2658434,2881315],[2162045,2658469,2813810],[2163073,2654948,2748619],[2166131,2166250,2749858],[2167211,2656209,2656291],[2186514,2382091,2759083],[2189050,2545631,2668702],[2196892,2550629,2671935],[2202492,2394867,2823962],[2205150,2675579,2675686],[2205458,2549182,2824520],[2206618,2677294,2764683],[2213252,2402728,2679478],[2217443,2561281,2827014],[2217949,2561595,2863718],[2221510,2409335,2683229],[2224498,2226520,2567083],[2228002,2415845,2829098],[2230681,2416562,2771866],[2230761,2564767,2864221],[2231021,2564802,2829811],[2232049,2689559,2773010],[2235107,2235226,2774249],[2236426,2423065,2775079],[2238794,2691754,2691836],[2247052,2583158,2695587],[2257591,2590703,2701917],[2262109,2444412,2836733],[2263358,2264985,2783686],[2264767,2445065,2704506],[2265075,2709111,2837291],[2266235,2706114,2784619],[2269817,2597018,2707160],[2285489,2465219,2716638],[2288290,2466595,2793161],[2289212,2610346,2717950],[2294156,2471265,2844159],[2297368,2615827,2720553],[2302126,2476753,2796434],[2302842,2478113,2797204],[2305210,2723704,2723786],[2312278,2484695,2726822],[2316186,2625339,2875829],[2316446,2625374,2847760],[2320120,2490887,2730055],[2322677,2324311,2630096],[2325720,2496430,2849309],[2326969,2328596,2803631],[2328378,2497083,2733806],[2328686,2628371,2849867],[2329846,2735414,2804564],[2335721,2639298,2737195],[2343563,2644296,2740428],[2351821,2649756,2744179],[2353289,2650935,2745787],[2357555,2522360,2813326],[2358249,2359506,2813121],[2359923,2522914,2747971],[2368181,2529861,2751722],[2371169,2373191,2660750],[2377352,2537088,2818666],[2378720,2540915,2758052],[2381778,2381897,2821049],[2386666,2546150,2861100],[2388430,2670819,2671185],[2393374,2394213,2823587],[2393995,2550907,2763166],[2396586,2676740,2764015],[2401659,2679182,2884655],[2401834,2557605,2766526],[2406845,2680811,2863777],[2409990,2563145,2769129],[2412645,2414158,2684837],[2415464,2568443,2829327],[2416158,2417415,2829122],[2417832,2568997,2772362],[2431221,2696567,2777682],[2435979,2583778,2834040],[2439063,2701639,2780915],[2444998,2446131,2783951],[2453973,2597912,2787184],[2456530,2458164,2710836],[2460822,2462449,2841237],[2462231,2604108,2790935],[2463699,2607829,2792543],[2468172,2610800,2873857],[2470884,2612429,2844218],[2476349,2476895,2845015],[2477312,2616455,2796657],[2484174,2726722,2875590],[2497016,2498149,2803896],[2508956,2739312,2739678],[2513900,2514739,2853183],[2514521,2644574,2809966],[2517112,2745159,2810815],[2530516,2656812,2815929],[2533171,2534684,2753330],[2536684,2537941,2858718],[2538358,2662664,2819162],[2543822,2668602,2860861],[2547412,2548128,2861327],[2550840,2551341,2823634],[2583374,2583920,2867787],[2584337,2697195,2834263],[2604041,2605174,2841502],[2613515,2614092,2844375],[2641079,2641795,2878421],[2644507,2645008,2853230],[2694255,2694832,2867147] ] cell #5073 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1244684],[1336657],[1358649],[1373782],[1374242],[1418052],[1439914],[1451441],[1467214],[1489076],[1500175],[1503727],[1504175],[1533033],[1548166],[1548626],[1570158],[1570618],[1581570],[1582440],[1596820],[1618296],[1625440],[1629972],[1633540],[1662444],[1673543],[1677095],[1677543],[1695405],[1698957],[1699405],[1710538],[1710998],[1711164],[1716142],[1722045],[1742891],[1753377],[1756935],[1788647],[1795791],[1800323],[1803891],[1817267],[1821799],[1825367],[1828453],[1836450],[1836898],[1840286],[1841148],[1842260],[1851821],[1871812],[1877715],[1902413],[1903403],[1904713],[1908316],[1918802],[1922360],[1939648],[1943206],[1950350],[1958450],[1963793],[1970906],[1972880],[1982441],[1983431],[1984741],[1990705],[1991817],[2001378],[2004718],[2019878],[2020990],[2021920],[2022942],[2030551],[2036454],[2050542],[2051532],[2052842],[2056445],[2066931],[2088037],[2096012],[2097124],[2098054],[2099076],[2105752],[2114839],[2117781],[2124400],[2125390],[2126700],[2133222],[2134084],[2135196],[2140335],[2142309],[2151870],[2154170],[2160134],[2161246],[2162176],[2163198],[2170807],[2174147],[2201208],[2204775],[2205637],[2206749],[2217568],[2221135],[2224039],[2226371],[2229110],[2230222],[2231152],[2232174],[2246677],[2255764],[2257716],[2264392],[2265254],[2266366],[2273479],[2276421],[2283040],[2285340],[2286380],[2294402],[2298048],[2301667],[2312958],[2316577],[2324436],[2328003],[2328865],[2329977],[2347879],[2351446],[2353420],[2356682],[2367806],[2370710],[2373042],[2376893],[2378845],[2379835],[2383098],[2390515],[2393620],[2403919],[2407024],[2410670],[2414289],[2431901],[2435520],[2443379],[2458289],[2461856],[2463830],[2464760],[2467589],[2472781],[2473790],[2484661],[2485670],[2492078],[2511041],[2514146],[2517792],[2521411],[2531196],[2534815],[2547545],[2557919],[2564120],[2579806],[2580815],[2587223],[2599103],[2641212],[2647413],[2657787], [590514,1031472],[627625,1337221],[689907,1156192],[713742,1187142],[758795,1500739],[786265,1533597],[796804,1283778],[809330,1299320],[823005,1316307],[864468,1623078],[885464,1385882],[909287,1409718],[918125,1424589],[924314,1429649],[928224,1695969],[938763,1446536],[977212,1745268],[992606,1761717],[998153,1511395],[1004342,1516455],[1038093,1555025],[1038553,1555099],[1043198,1814905],[1044832,1559720],[1058844,1573236],[1064194,1582258],[1085329,1603408],[1099560,1869657],[1110925,1880092],[1121214,1641071],[1121674,1641145],[1126319,1896541],[1127953,1645766],[1138977,1655550],[1161372,1680017],[1162657,1683449],[1163105,1684306],[1163483,1931539],[1178877,1947988],[1184424,1706625],[1190613,1711685],[1210611,1976065],[1211410,1731937],[1211870,1732011],[1223282,1740871],[1237439,1999223],[1246693,1764322],[1247978,1767754],[1248426,1768611],[1248804,2009658],[1259488,1776980],[1277156,1795235],[1289000,1806362],[1291000,1810123],[1291387,2048387],[1302752,2058822],[1313041,1832898],[1313501,1832972],[1318146,2075271],[1319780,1837593],[1327887,1844455],[1339430,2090738],[1340209,1856447],[1340657,1857304],[1341035,2092206],[1345534,1860101],[1375562,1887998],[1377562,1891759],[1377949,2122245],[1388547,1900258],[1405841,2145494],[1406640,1918208],[1407100,1918282],[1418512,1927142],[1419225,1929162],[1432669,2168652],[1441923,1950593],[1443208,1954025],[1443656,1954882],[1444034,2179087],[1457916,1965564],[1462682,1969644],[1469543,1975075],[1470782,1977318],[1471169,2199983],[1475353,1980286],[1491405,1994012],[1504553,2225304],[1506031,2007281],[1519057,2019016],[1524263,2023185],[1535806,2249378],[1536585,2035177],[1537033,2036034],[1537411,2250846],[1541910,2038831],[1547367,2258949],[1571938,2066728],[1573938,2070489],[1574325,2280885],[1585900,2079424],[1588595,2081474],[1593262,2085278],[1596634,2297206],[1599198,2089808],[1605619,2095150],[1610825,2099319],[1620674,2107523],[1632301,2117034],[1633927,2323211],[1653146,2134993],[1657912,2139073],[1664773,2144504],[1666012,2146747],[1666399,2346654],[1670583,2149715],[1676316,2354147],[1677921,2355615],[1686635,2163441],[1699783,2371975],[1701261,2176710],[1715120,2188767],[1725169,2196162],[1727864,2198212],[1738467,2206546],[1746015,2212522],[1748710,2214572],[1756749,2409828],[1759313,2222906],[1770940,2232417],[1777727,2238064],[1780422,2240114],[1785089,2243918],[1788461,2431059],[1791025,2248448],[1797446,2253790],[1802652,2257959],[1804278,2442154],[1812501,2266163],[1824128,2275674],[1825754,2457064],[1837276,2466025],[1850799,2297085],[1860848,2304480],[1863543,2306530],[1870790,2311995],[1875152,2487874],[1880839,2319390],[1883534,2321440],[1887634,2324679],[1894137,2329774],[1901391,2335438],[1911440,2342833],[1914135,2344883],[1922174,2516950],[1924738,2353217],[1932286,2359193],[1934981,2361243],[1943020,2530354],[1945584,2369577],[1957211,2379088],[1958837,2541449],[1981419,2396303],[1994759,2405762],[2000356,2409707],[2006203,2414086],[2010405,2417102],[2013100,2419152],[2029529,2430938],[2039578,2438333],[2042273,2440383],[2049520,2445848],[2053882,2594899],[2059569,2453243],[2062264,2455293],[2066364,2458532],[2070303,2605012],[2072867,2463627],[2084470,2471811],[2108656,2487753],[2111857,2490377],[2119436,2495183],[2123378,2497866],[2127740,2635139],[2138458,2640742],[2150848,2516829],[2164188,2526288],[2169785,2530233],[2175632,2534612],[2179834,2537628],[2182529,2539678],[2189730,2546015],[2193349,2546954],[2210011,2678184],[2218585,2563111],[2233164,2572371],[2243110,2578836],[2267296,2594778],[2270497,2597402],[2278076,2602208],[2282018,2604891],[2291297,2612321],[2309526,2622037],[2317072,2626734],[2330907,2635018],[2336401,2639682],[2340020,2640621],[2365256,2656778],[2384107,2669624],[2397266,2677124],[2400885,2678063],[2425150,2693061],[2450925,2707474],[2480198,2725011],[2504633,2738117],[2553746,2764937] ] cell #5074 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [461365],[556865],[631105],[703536],[730482],[762275],[789745],[840203],[870738],[899911],[912767],[931704],[982455],[988332],[1018933],[1029477],[1049468],[1062324],[1105021],[1153757],[1156264],[1159719],[1168726],[1174603],[1185147],[1254047],[1266963],[1279219],[1284012],[1296848],[1313872],[1316379],[1353009],[1383410],[1392708],[1396436],[1408288],[1414225],[1429721],[1446770],[1479514],[1483242],[1516527],[1518773],[1522250],[1538767],[1556226],[1559954],[1577743],[1605335],[1608812],[1642272],[1646000],[1648035],[1651884],[1681145],[1684622],[1689453],[1733356],[1737205],[1752864],[1765450],[1768927],[1773758],[1775533],[1807390],[1808958],[1811239],[1846573],[1858654],[1876505],[1889026],[1890594],[1892875],[1930092],[1931099],[1960029],[1967522],[1977193],[1988703],[1996292],[2008211],[2009218],[2048408],[2069324],[2078835],[2083266],[2091766],[2103080],[2122266],[2146622],[2178647],[2188222],[2195573],[2200004],[2210215],[2250406],[2280906],[2289648],[2296540],[2342244],[2346675],[2388866],[2430393],[2509392] ] cell #5075 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [695120,1681784],[766673,1766089],[845242,1855861],[936102,1952360],[957459,1972309],[993371,2005418],[1023972,2034591],[1079122,2087242],[1112018,2114268],[1143730,2141738],[1158796,2155910],[1179642,2174847],[1232460,2215975],[1238477,2220340],[1270949,2245882],[1282369,2255193],[1303845,2272908],[1318911,2287080],[1361340,2314670],[1411845,2350651],[1414625,2352849],[1427690,2362646],[1433707,2367011],[1445127,2376322],[1450819,2185910],[1514496,2420555],[1527481,2428796],[1544574,2439588],[1557716,2448523],[1572751,2280517],[1575363,2461061],[1578143,2463259],[1614043,2483844],[1643762,2500541],[1653959,2339449],[1656557,2507892],[1689853,2528091],[1701181,2374124],[1706946,2538883],[1739280,2400314],[1741878,2557005],[1774158,2574174],[1776081,2574886],[1780342,2427460],[1813314,2449859],[1815912,2595954],[1827632,2459507],[1859202,2618087],[1863463,2482508],[1894950,2501877],[1897548,2636194],[1899478,2504496],[1903892,2507126],[1930640,2651858],[1934901,2526755],[1979506,2553609],[1983920,2556239],[2008759,2686469],[2013020,2572838],[2018279,2575573],[2047607,2592558],[2052021,2595188],[2083814,2719393],[2094413,2618774],[2121465,2632798],[2125879,2635428],[2158535,2652545],[2192366,2670670],[2227511,2687156],[2293665,2719677], [548449,1486554,2211512],[653218,1627450,2318380],[658041,1372970,2322843],[730521,1729451,2390281],[733944,1729298,2392059],[762314,1502866,2412382],[811858,1819277,2452233],[816681,1569346,2456696],[840603,1854926,2474032],[870777,1627603,2491844],[874200,1632702,2493622],[899950,1915722,2510807],[903373,1915569,2512585],[931743,1698096,2532908],[940925,1709726,2541081],[956911,1205555,2195863],[982494,1486707,2403685],[988732,1755474,2564362],[1019333,2033656,2581057],[1029516,2043860,2586989],[1032939,2043707,2588767],[1035182,1805870,2590869],[1049507,1819430,2598869],[1052930,1824529,2600647],[1062363,1835589,2607566],[1105421,1616835,2485912],[1111470,1367927,2319091],[1143182,1400785,2342534],[1154157,2154975,2647655],[1156303,2156063,2648839],[1157556,1925551,2356790],[1159758,1928149,2650672],[1168765,1681937,2524211],[1175003,1941745,2658029],[1185186,1952513,2663961],[1188609,1957612,2665739],[1190852,1960429,2186401],[1231912,1491806,2405463],[1245659,2004826,2007016],[1254086,1766242,2570294],[1267002,2034744,2697939],[1279258,2037932,2698827],[1281821,1542311,2438034],[1284412,2259781,2700859],[1284583,2257060,2588464],[1284832,2042193,2442904],[1288061,2045654,2702478],[1297248,1808662,2592937],[1303297,1564303,2452944],[1314272,2069028,2713917],[1316418,2287233,2715101],[1317671,2073680,2286488],[1319873,2076278,2287720],[1353048,1856014,2617199],[1374354,2117306,2119356],[1383810,1890298,2633177],[1392747,2143605,2740872],[1396836,2146326,2742428],[1408708,2148935,2515162],[1409233,2149347,2743174],[1414077,1673971,2517950],[1414466,1674124,2352437],[1414861,2153349,2520993],[1427142,1687036,2525989],[1429760,2175000,2754074],[1440889,2174255,2176445],[1442016,2178188,2373766],[1444579,1704683,2537329],[1447170,2380910,2756994],[1447341,2378189,2665436],[1447590,2182449,2379360],[1479553,1974176,2672379],[1483642,1976897,2673935],[1495604,2218351,2218505],[1504776,2223621,2225550],[1513948,1771341,2572072],[1516566,2005571,2685581],[1522670,2247668,2576539],[1523195,2248080,2778182],[1524356,2242454,2426391],[1526933,1783803,2578537],[1538809,2252995,2779946],[1539144,2253053,2584936],[1544717,1544912,2439646],[1556265,2274775,2787628],[1560354,2277496,2789184],[1560525,2450796,2711805],[1570730,2275946,2277996],[1572226,2280105,2459072],[1577595,1833326,2606012],[1577984,1833479,2462847],[1578379,2284519,2464342],[1587084,2291063,2291217],[1609232,2089028,2619740],[1609757,2089440,2721053],[1610918,2308870,2481439],[1613495,1866924,2621738],[1625519,2317314,2317441],[1642311,2116135,2730499],[1646400,2118856,2732055],[1646571,2502814,2631065],[1648561,1899890,2637239],[1651926,2344088,2808577],[1652261,2344146,2638620],[1653434,2339037,2506059],[1668277,2349097,2645799],[1685042,2368797,2653511],[1685567,2369209,2816429],[1686728,2363583,2525686],[1689305,1938362,2655509],[1689694,1938515,2527679],[1690834,2365022,2365176],[1700006,2370292,2372221],[1701516,2374182,2535552],[1707089,1707284,2538941],[1716221,2384349,2384476],[1726353,2199724,2390435],[1733882,1979918,2674681],[1737247,2197417,2761777],[1737582,2197475,2676062],[1738755,2399902,2555172],[1747199,1990493,2403839],[1752903,2216912,2767969],[1752959,2218786,2407721],[1769347,2222126,2688122],[1769872,2222538,2769629],[1771033,2421492,2571769],[1773610,2016481,2690120],[1773999,2016634,2573762],[1775575,2018221,2690867],[1778911,2424916,2425070],[1779256,2432059,2692053],[1780677,2427518,2576918],[1802745,2261255,2442723],[1807916,2048019,2703501],[1811176,2048956,2592186],[1811281,2454498,2839264],[1811616,2454556,2704882],[1812789,2449447,2594121],[1816055,1816250,2596012],[1817346,2451167,2451294],[1838398,2076810,2609839],[1841842,2292841,2468719],[1851900,2300276,2474159],[1858696,2094355,2722817],[1862032,2479964,2480118],[1862377,2298206,2724003],[1863798,2482566,2620119],[1871891,2104685,2486039],[1876925,2315594,2728790],[1877450,2316006,2800496],[1882023,2113515,2491998],[1885507,1887727,2323780],[1889552,2121877,2732801],[1892812,2122814,2632426],[1892917,2320645,2801658],[1893252,2320703,2734182],[1894425,2501465,2634361],[1897691,1897886,2636252],[1899387,2130873,2637706],[1902492,2504875,2505002],[1912624,2346395,2510961],[1925026,2356556,2520428],[1930134,2158477,2747002],[1931625,1933704,2652224],[1933470,2159401,2524365],[1933815,2531354,2748188],[1935236,2526813,2653890],[1939230,2365457,2528247],[1957304,2184502,2542018],[1960270,2186063,2667429],[1961444,2383175,2544039],[1968048,2192778,2760615],[1972462,2391920,2548675],[1978371,2200552,2673660],[1979415,2202426,2675148],[1982520,2553988,2554115],[1991399,2211373,2559049],[1996334,2406229,2826614],[1996669,2406287,2768253],[2001457,2220068,2564489],[2004592,2006491,2413306],[2008253,2227453,2771393],[2009744,2011823,2686835],[2011589,2228377,2570448],[2011934,2410828,2772579],[2013355,2572896,2688501],[2020572,2426694,2575744],[2030630,2434129,2581184],[2040762,2441895,2587143],[2042528,2443458,2589591],[2047516,2262043,2703968],[2048450,2050067,2703541],[2050621,2262867,2593064],[2060753,2272155,2599023],[2064237,2066457,2457633],[2071542,2281454,2713166],[2073155,2286254,2608490],[2076421,2076616,2716992],[2083308,2293607,2794491],[2085688,2472176,2472858],[2092292,2093381,2722113],[2093147,2300684,2617353],[2096706,2481742,2618945],[2103122,2485533,2846972],[2103403,2310009,2623228],[2110167,2488163,2800628],[2114421,2318241,2627864],[2117860,2119691,2494446],[2121374,2325654,2733268],[2122308,2123925,2732841],[2124479,2326478,2633304],[2141891,2512446,2642342],[2147800,2347223,2742153],[2151949,2520020,2647782],[2159310,2160828,2652716],[2170886,2366739,2658156],[2174021,2175920,2533832],[2179173,2181252,2755328],[2181018,2375048,2664115],[2182784,2379914,2666563],[2188264,2383970,2821625],[2192275,2386600,2760747],[2200046,2200733,2762536],[2201287,2392883,2674062],[2210573,2558878,2825992],[2228286,2229804,2687327],[2244328,2579201,2579883],[2250932,2252021,2779242],[2251787,2434537,2698093],[2255346,2588628,2699685],[2273061,2452094,2708604],[2276500,2278331,2601471],[2280948,2282565,2789970],[2283119,2460331,2714044],[2290006,2468548,2793869],[2295418,2296582,2794999],[2300593,2301249,2722202],[2346717,2347404,2809336],[2347958,2513409,2742555],[2374957,2376475,2755820],[2388228,2389224,2761066],[2429271,2430435,2832605],[2434446,2435102,2779331],[2508754,2509750,2807866] ] cell #5076 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291203,2048543],[1377765,2122401],[1470985,2200139],[1574141,2281041],[1596522,2297247],[1633743,2323367],[1666215,2346810],[1724835,2389501],[1756637,2409869],[1788349,2431100],[1804094,2442310],[1825570,2457220],[1875040,2487915],[1880505,2491064],[1911106,2510027],[1922062,2516991],[1942908,2530395],[1958653,2541605],[1994425,2560627],[2039244,2586209],[2041816,2587808],[2053770,2594940],[2059235,2598089],[2070191,2605053],[2076176,2466455],[2127628,2635180],[2138346,2640783],[2152526,2648059],[2163854,2654294],[2177302,2536370],[2179500,2663181],[2182072,2664780],[2209899,2678225],[2232830,2688905],[2240706,2578289],[2242776,2693687],[2269516,2707045],[2279026,2603454],[2283696,2714321],[2307122,2621490],[2309192,2725637],[2333127,2736345],[2334350,2736739],[2337170,2639816],[2361835,2655261],[2363905,2749822],[2373232,2662111],[2395215,2763559],[2398035,2677258],[2419744,2689872],[2421814,2774213],[2423135,2691539],[2425857,2693170],[2444760,2783495],[2447580,2706078],[2478183,2723489],[2480905,2725120],[2496778,2803440],[2499598,2735378],[2503351,2737096],[2522430,2747674],[2525152,2749305],[2546498,2822275],[2552464,2763916],[2568513,2772065],[2571235,2773696],[2591413,2783852],[2612499,2794890],[2631653,2803797],[2670001,2822414], [1099376,1869813,2484770],[1237255,1999379,2563220],[1243507,2004606,2566365],[1335296,2299996,2614739],[1339246,2090894,2615902],[1372366,2117447,2629442],[1432485,2168808,2656887],[1438737,2174035,2660032],[1465894,2199351,2671854],[1498814,2219788,2683121],[1502764,2004081,2684284],[1531672,2433849,2695479],[1535622,2249534,2696642],[1568742,2276087,2710182],[1580393,2286268,2715920],[1595997,1596059,2473366],[1622273,2104405,2623658],[1628652,2113142,2729974],[1634610,2322894,2495775],[1661124,2346022,2740347],[1672182,2519740,2744071],[1676132,2354303,2745234],[1679079,2356570,2746718],[1694044,2366459,2751614],[1697994,2173510,2752777],[1709122,2379501,2757398],[1750267,1990120,2679397],[1756112,1756174,2563696],[1761345,2412227,2567224],[1787824,1787886,2580391],[1799003,2441522,2780834],[1801190,2256536,2700262],[1801264,2589769,2781562],[1804961,2440975,2590920],[1805266,2443045,2782766],[1814100,2263045,2704398],[1820479,2271782,2787103],[1826437,2456747,2602800],[1831537,2460509,2790827],[1835487,2285743,2791990],[1838434,2466908,2466980],[1874515,1874577,2624821],[1877965,2489710,2626600],[1885516,2493496,2630531],[1895736,2326656,2733698],[1907731,2513587,2809858],[1919255,2515741,2810359],[1921537,1921599,2646989],[1924004,2152699,2744376],[1924076,2520576,2811484],[1924267,2648408,2745079],[1926770,2518561,2650517],[1928047,2356045,2812496],[1936538,2159549,2747890],[1942383,1942445,2657363],[1947616,2532753,2660891],[1953562,2375196,2819081],[1955749,2377665,2756397],[1955823,2666741,2819809],[1959520,2540270,2541132],[1959825,2542233,2542340],[1964043,2544469,2668882],[1987759,2393061,2763058],[1997672,2562543,2681898],[2014657,2228525,2772281],[2022373,2581810,2833330],[2026065,2434685,2834182],[2036704,2585208,2698421],[2037046,2437075,2834582],[2041291,2041353,2700193],[2044255,2587930,2702352],[2053245,2053307,2705561],[2055786,2450272,2785701],[2055860,2601649,2840545],[2056695,2596735,2707340],[2064246,2600521,2711271],[2067384,2603258,2603803],[2069666,2069728,2713251],[2072133,2283869,2791132],[2072205,2608638,2842171],[2072396,2714670,2791835],[2074899,2606623,2607411],[2080044,2611015,2718217],[2088287,2474316,2720733],[2098507,2474785,2795724],[2102199,2300832,2796576],[2106002,2486196,2727002],[2111178,2489994,2728918],[2127103,2127165,2734861],[2129644,2502290,2805646],[2129718,2494624,2802939],[2133472,2638136,2737375],[2134334,2642919,2737648],[2134676,2511626,2852636],[2135649,2639144,2640165],[2137821,2137883,2738876],[2147856,2515392,2853560],[2148164,2646131,2742848],[2161699,2523227,2813284],[2162629,2658782,2857443],[2166249,2364078,2814874],[2166321,2533980,2858295],[2166512,2750171,2817931],[2167101,2656210,2750391],[2176960,2661827,2662180],[2181547,2181609,2756328],[2184511,2664902,2665613],[2189051,2545632,2759613],[2196782,2549052,2761679],[2205025,2675578,2764195],[2205887,2549252,2764468],[2206229,2391100,2823040],[2207202,2676586,2677607],[2209374,2209436,2765696],[2213142,2559426,2766793],[2221385,2564646,2769309],[2224492,2414742,2685150],[2230675,2569310,2829285],[2231605,2565115,2827847],[2235225,2421987,2830875],[2235297,2413454,2828699],[2235488,2771131,2774562],[2236806,2236868,2774851],[2238684,2691755,2775346],[2239164,2581461,2867436],[2239472,2695784,2775564],[2240364,2692483,2693239],[2246927,2581341,2777862],[2252103,2585139,2779778],[2264642,2591864,2784131],[2264984,2445440,2836934],[2265504,2709181,2784404],[2265846,2599688,2871159],[2266819,2705406,2706427],[2268991,2269053,2785632],[2269818,2597019,2786047],[2279334,2712098,2712393],[2288284,2609315,2843252],[2289213,2717759,2717929],[2297369,2614545,2795405],[2302120,2616768,2845178],[2303222,2303284,2796976],[2305100,2723705,2797471],[2305580,2474436,2844664],[2305888,2615044,2797689],[2306780,2724433,2725189],[2312279,2623464,2799494],[2317030,2625687,2847622],[2320010,2628241,2801560],[2322552,2495433,2731458],[2328253,2632104,2804076],[2328595,2497458,2849510],[2329115,2628441,2804349],[2329457,2492663,2848387],[2330430,2734706,2735727],[2332602,2332664,2805577],[2334001,2334030,2806048],[2335722,2639299,2806413],[2336433,2642850,2806583],[2337478,2737864,2738494],[2343453,2642719,2808479],[2351696,2647939,2810995],[2353873,2521864,2746100],[2357935,2357997,2813098],[2359505,2522907,2855412],[2359813,2651963,2813593],[2360293,2658433,2881317],[2360601,2751919,2813811],[2361493,2748618,2749374],[2368056,2658313,2816109],[2371163,2535268,2753643],[2377346,2662977,2858881],[2381896,2542513,2860471],[2382085,2382159,2821362],[2388431,2670798,2761221],[2393870,2673338,2823814],[2394212,2551282,2861900],[2394866,2394895,2823964],[2396587,2676741,2824329],[2397298,2549183,2824499],[2398343,2764684,2765314],[2401835,2678341,2766505],[2407274,2680881,2827013],[2407616,2561594,2863719],[2409991,2682927,2827528],[2412535,2567532,2770428],[2415844,2415906,2829099],[2417414,2568990,2865079],[2417722,2686574,2829594],[2418202,2564766,2864223],[2418510,2683426,2829812],[2419402,2773009,2773765],[2423066,2423090,2775058],[2431222,2695285,2833011],[2435973,2697508,2867950],[2438953,2700062,2835077],[2440633,2590578,2782318],[2444411,2444440,2836735],[2446132,2591819,2837100],[2446843,2709112,2837270],[2447888,2784620,2785250],[2453863,2708981,2839166],[2456405,2602458,2788587],[2462106,2712844,2841682],[2462448,2604483,2872282],[2464283,2465213,2792856],[2471264,2471326,2844160],[2476894,2616448,2874516],[2477202,2721852,2845317],[2478114,2478138,2797183],[2488774,2625338,2875831],[2489082,2728121,2847761],[2496429,2496458,2849311],[2498150,2632059,2849676],[2498861,2628372,2849846],[2499906,2804565,2805195],[2508957,2739291,2808021],[2514396,2741831,2853410],[2514738,2644949,2878994],[2517113,2743877,2853925],[2518869,2650825,2812114],[2522361,2522385,2813305],[2530517,2751420,2857124],[2533061,2661199,2817228],[2537940,2662657,2882173],[2538248,2755067,2859190],[2539928,2540790,2820565],[2546149,2546178,2861102],[2547411,2671365,2883703],[2551342,2673293,2861937],[2557785,2679181,2884623],[2561716,2680812,2863756],[2568444,2568468,2829306],[2583919,2697188,2887003],[2584227,2778981,2868089],[2605175,2712799,2872448],[2606931,2607719,2842801],[2610526,2610799,2873825],[2612430,2612454,2844197],[2613516,2720236,2874216],[2622435,2726723,2875531],[2641078,2739858,2892552],[2645009,2741786,2879031],[2668385,2668603,2860802],[2694256,2777365,2886703] ] cell #5077 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291216,2048370],[1377778,2122228],[1470998,2199966],[1574154,2280868],[1596535,2297189],[1633756,2323194],[1666228,2346637],[1724902,2389593],[1756650,2409811],[1788362,2431042],[1804107,2442137],[1825583,2457047],[1875053,2487857],[1880572,2491156],[1911173,2510119],[1922075,2516933],[1942921,2530337],[1958666,2541432],[1994492,2560719],[2039311,2586301],[2041829,2587750],[2053783,2594882],[2059302,2598181],[2070204,2604995],[2076189,2609253],[2127641,2635122],[2138359,2640725],[2152593,2648151],[2163921,2654386],[2177315,2662477],[2179567,2663273],[2182085,2664722],[2209912,2678167],[2232897,2688997],[2240719,2693536],[2242843,2693779],[2269529,2706987],[2279064,2712370],[2283763,2714413],[2307135,2725486],[2309259,2725729],[2333140,2736287],[2334417,2737170],[2337208,2738471],[2361848,2749671],[2363972,2749914],[2373253,2754677],[2395282,2763990],[2398073,2765291],[2419757,2774062],[2421881,2774305],[2423202,2775158],[2425878,2776237],[2444827,2783926],[2447618,2785227],[2478250,2797283],[2480926,2798362],[2496845,2803871],[2499636,2805172],[2503396,2806339],[2522497,2813405],[2525173,2814484],[2546565,2822488],[2552509,2824255],[2568580,2829406],[2571256,2830485],[2591458,2837026],[2612566,2844297],[2631698,2849602],[2670046,2861264], [1099389,1869640,2311060],[1237268,1999206,2408772],[1243443,2004619,2412843],[1335291,2088330,2473527],[1339259,2090721,2475570],[1372361,2117514,2493570],[1432498,2168635,2529298],[1438673,2174048,2533369],[1465907,2196858,2548408],[1498809,2221428,2563857],[1502777,2223819,2565900],[1531667,2246970,2580552],[1535635,2249361,2582595],[1568737,2276154,2600595],[1580329,2286281,2608027],[1596267,1850579,2473449],[1622268,2106045,2624982],[1628665,2320086,2627597],[1661137,2343529,2642075],[1672177,2351739,2647150],[1676145,2354130,2649193],[1679015,2356583,2651133],[1694039,2368099,2657524],[1698007,2370490,2659567],[1709117,2379568,2665687],[1750280,2213218,2680513],[1756382,2000136,2563779],[1788094,2029309,2580474],[1799016,2439029,2699418],[1801259,2440676,2700354],[1802717,2440988,2702987],[1805261,2443112,2702426],[1814095,2264685,2705722],[1820492,2453939,2708337],[1831532,2462149,2713412],[1835500,2464540,2715455],[1838370,2466993,2609605],[1874785,2108436,2624904],[1887699,2494131,2495788],[1895731,2328296,2735022],[1907726,2514439,2739037],[1919250,2515808,2742922],[1921807,2150628,2647072],[1924089,2518945,2744459],[1924262,2518361,2648308],[1924554,2518599,2746219],[1928060,2521191,2746253],[1936551,2359889,2749006],[1942653,2169565,2657446],[1953575,2538324,2755553],[1955818,2539971,2756489],[1957276,2540283,2666248],[1959820,2542407,2667216],[1987754,2393913,2765857],[2006019,2565866,2567262],[2014670,2417798,2773397],[2022368,2581877,2775638],[2026078,2584303,2776710],[2036590,2585275,2779878],[2037059,2585505,2779912],[2041561,2256474,2700276],[2041650,2256603,2587576],[2042096,2587951,2782660],[2053515,2267076,2705644],[2055855,2602501,2785793],[2066429,2601156,2602813],[2067379,2603870,2712274],[2069936,2281798,2713334],[2072218,2607007,2791215],[2072391,2606423,2714570],[2072683,2606661,2715421],[2098502,2474852,2797763],[2102212,2477278,2798835],[2111618,2626527,2626638],[2119259,2629336,2630552],[2127373,2330687,2734944],[2129713,2495476,2805738],[2134220,2642986,2806683],[2134689,2643216,2806717],[2135644,2640232,2738040],[2138091,2339800,2738959],[2147894,2646108,2810093],[2148063,2646176,2810136],[2152816,2152839,2648169],[2162624,2658849,2813885],[2166334,2661275,2814957],[2166507,2655920,2750071],[2175448,2659533,2660929],[2176846,2662247,2754483],[2181817,2377603,2756411],[2181906,2377732,2664548],[2182352,2664923,2757292],[2189491,2668809,2668920],[2205773,2549319,2824599],[2206242,2549549,2824633],[2207197,2677674,2764860],[2209644,2400665,2765779],[2218358,2681842,2681919],[2231600,2565182,2829886],[2235310,2567608,2830958],[2235483,2690531,2774462],[2238297,2423432,2775192],[2239202,2695761,2831642],[2239371,2695829,2831685],[2240250,2693306,2775770],[2252124,2698542,2834394],[2265390,2709248,2837370],[2265859,2709478,2837404],[2266814,2706494,2784796],[2269261,2450210,2785715],[2269350,2450339,2706813],[2270258,2707267,2707378],[2277899,2710076,2711292],[2279233,2712438,2789548],[2283986,2284009,2714431],[2291070,2718161,2718238],[2297809,2616300,2720771],[2304713,2478480,2797317],[2305618,2615021,2845863],[2305787,2615089,2845906],[2306666,2725256,2797895],[2312719,2485168,2727040],[2317025,2625754,2847835],[2317059,2626721,2728908],[2329001,2628508,2849946],[2329470,2628738,2849980],[2330425,2735794,2804741],[2332872,2502228,2805660],[2332961,2502357,2736113],[2335251,2503328,2806296],[2336162,2737302,2737413],[2336454,2740587,2851368],[2337377,2738539,2806815],[2353868,2651245,2746167],[2359426,2522727,2813439],[2360233,2523294,2748080],[2360331,2751896,2855755],[2360500,2751964,2855798],[2361379,2749441,2814017],[2364195,2364218,2749932],[2365029,2750335,2750412],[2382154,2542810,2759024],[2384094,2669611,2759603],[2390288,2673142,2761700],[2396116,2552441,2824212],[2397027,2764122,2764233],[2397319,2672094,2862415],[2398242,2765359,2824731],[2403692,2558551,2766814],[2407160,2680948,2863856],[2407629,2681178,2863890],[2410431,2563618,2769347],[2412955,2414737,2685217],[2417335,2568810,2829440],[2418142,2569377,2772471],[2418240,2683403,2865422],[2418409,2683471,2865465],[2419288,2773832,2830018],[2422104,2422127,2774323],[2424141,2574601,2831405],[2424923,2775290,2775367],[2431662,2697040,2777900],[2440519,2702792,2782385],[2445661,2591390,2836983],[2446572,2591931,2784169],[2446767,2446790,2784178],[2446864,2787343,2869891],[2447787,2785295,2837502],[2450912,2707461,2786037],[2464278,2608139,2792923],[2466814,2609382,2793242],[2467576,2717749,2793799],[2472044,2612796,2844331],[2473777,2721419,2795395],[2477622,2616835,2796766],[2479189,2617802,2845626],[2479971,2797415,2797492],[2485657,2622792,2799484],[2488812,2728098,2875950],[2488981,2728166,2875993],[2491851,2627366,2801581],[2493936,2495319,2731525],[2497679,2631630,2849559],[2498590,2632171,2804114],[2498785,2498808,2804123],[2498882,2730214,2877144],[2499805,2805240,2850078],[2504620,2738104,2806403],[2510814,2741635,2808500],[2517553,2745632,2811033],[2518768,2746538,2812159],[2523436,2651573,2855518],[2523899,2524049,2813473],[2524218,2652008,2813614],[2530957,2657285,2816147],[2533481,2535263,2753710],[2538668,2663044,2819271],[2539814,2666053,2820632],[2542630,2542653,2821123],[2546767,2669978,2861221],[2547532,2760996,2761211],[2551782,2673405,2823852],[2551977,2552000,2823861],[2553733,2764924,2824319],[2557823,2766605,2884668],[2557906,2678331,2825922],[2561737,2767684,2884908],[2564107,2682255,2827518],[2566185,2567431,2770473],[2569519,2686184,2865185],[2569982,2570132,2829474],[2570301,2686619,2829615],[2580802,2778548,2833001],[2584647,2697575,2834372],[2586996,2782122,2835098],[2592682,2592793,2837090],[2598876,2708106,2839187],[2600961,2602344,2788654],[2605615,2712911,2841720],[2605810,2605833,2841729],[2606830,2715740,2842846],[2610564,2718029,2873870],[2612952,2719108,2874110],[2616887,2617037,2845197],[2617206,2721897,2845338],[2622456,2799420,2891158],[2632922,2633033,2849666],[2641199,2807796,2808011],[2645449,2741898,2853448],[2645644,2645667,2853457],[2647400,2811681,2853915],[2657774,2750748,2857114],[2659852,2661098,2817273],[2663649,2663799,2859070],[2663968,2755112,2859211],[2668406,2759539,2883475],[2670898,2671403,2861340],[2673680,2673791,2861927],[2697627,2697777,2867969],[2697946,2779026,2868110],[2713662,2713773,2872438],[2719874,2720257,2874197],[2739391,2739896,2878434],[2742173,2742284,2879021],[2777003,2777386,2886684] ] cell #5078 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [690948],[716251],[764397],[797558],[824046],[825450],[875823],[906292],[911687],[933826],[934657],[939517],[941764],[985545],[994076],[1010788],[1012113],[1026045],[1054553],[1055849],[1056085],[1061244],[1069735],[1092424],[1093749],[1108578],[1134729],[1135893],[1136129],[1150270],[1166458],[1167783],[1171816],[1180347],[1181395],[1181715],[1196068],[1207228],[1219034],[1220198],[1220434],[1229090],[1234893],[1251779],[1253104],[1261562],[1261982],[1263145],[1263465],[1285576],[1294844],[1296008],[1296244],[1300405],[1310385],[1324741],[1336448],[1347608],[1348028],[1349191],[1349511],[1358440],[1363817],[1369600],[1375098],[1381406],[1382570],[1382806],[1387853],[1389815],[1391298],[1392908],[1402458],[1415428],[1415664],[1424320],[1424740],[1425903],[1426223],[1430123],[1448334],[1452718],[1466397],[1474659],[1476621],[1478104],[1479714],[1487091],[1488259],[1494262],[1499966],[1503396],[1505343],[1505579],[1511126],[1511546],[1512709],[1513029],[1518390],[1521117],[1532824],[1543984],[1545567],[1545887],[1551371],[1553333],[1554816],[1556426],[1565976],[1571474],[1578946],[1579182],[1594000],[1598504],[1603139],[1604952],[1607679],[1615476],[1617170],[1623915],[1627987],[1629155],[1633185],[1633385],[1634838],[1635158],[1637417],[1639379],[1640862],[1642472],[1647948],[1661627],[1669889],[1673334],[1674944],[1680762],[1681875],[1683489],[1683810],[1695196],[1698626],[1700573],[1700809],[1706356],[1707939],[1708259],[1720273],[1721129],[1727197],[1729835],[1731728],[1733269],[1743415],[1744500],[1753753],[1754115],[1755809],[1758619],[1760260],[1761081],[1762554],[1765067],[1766180],[1767794],[1768115],[1785827],[1790331],[1794966],[1796779],[1799506],[1807303],[1808575],[1819814],[1820982],[1825012],[1825212],[1826665],[1826985],[1829244],[1832689],[1834299],[1836119],[1840810],[1842636],[1844918],[1846190],[1852527],[1855261],[1855952],[1856487],[1856808],[1867864],[1875943],[1877991],[1878239],[1879324],[1882867],[1884514],[1888939],[1890211],[1906544],[1913468],[1916106],[1917999],[1919540],[1928679],[1940024],[1940386],[1942080],[1944890],[1946531],[1947352],[1948825],[1951338],[1952451],[1954065],[1954386],[1958095],[1958295],[1962121],[1964069],[1964317],[1967435],[1969739],[1971430],[1973256],[1975297],[1976810],[1986572],[1992193],[1995747],[1997430],[1997754],[2002084],[2005509],[2021366],[2023648],[2024920],[2031257],[2033991],[2034682],[2035217],[2035538],[2044244],[2046137],[2046337],[2054673],[2056721],[2056969],[2058054],[2061597],[2063244],[2067669],[2068941],[2073814],[2074635],[2079519],[2079802],[2080126],[2085158],[2086365],[2088561],[2097500],[2099782],[2101054],[2106276],[2109394],[2115215],[2118769],[2128531],[2133498],[2133746],[2136864],[2139168],[2140859],[2142685],[2144726],[2146239],[2155310],[2156001],[2156536],[2157357],[2161622],[2165176],[2166859],[2167183],[2171513],[2174938],[2176986],[2183509],[2188647],[2196540],[2205051],[2205299],[2208417],[2212617],[2212900],[2221659],[2230598],[2234152],[2238159],[2238442],[2238766],[2240390],[2243798],[2245005],[2247201],[2252623],[2256140],[2258181],[2259694],[2260262],[2264916],[2268034],[2273855],[2277409],[2279416],[2287171],[2302043],[2304575],[2304858],[2305182],[2306806],[2311875],[2319768],[2328527],[2331645],[2335318],[2336953],[2337560],[2343211],[2348567],[2348797],[2351970],[2359288],[2359571],[2361519],[2368330],[2377269],[2380823],[2394144],[2396183],[2397818],[2398425],[2417197],[2417480],[2419428],[2425453],[2425683],[2435896],[2438711],[2445728],[2447363],[2447970],[2453621],[2462380],[2471906],[2476960],[2480501],[2480731],[2497746],[2499381],[2499988],[2514670],[2524748],[2524978],[2538006],[2546834],[2547477],[2562236],[2570831],[2571061],[2583985],[2610865],[2626023],[2626253],[2641144],[2679247] ] cell #5079 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [994069],[1080915],[1102391],[1117051],[1117444],[1159494],[1180340],[1190904],[1207308],[1229170],[1240270],[1243702],[1244154],[1272742],[1287402],[1287795],[1308878],[1309271],[1319609],[1320374],[1335695],[1357687],[1364951],[1369680],[1373219],[1402538],[1413638],[1417070],[1417522],[1435500],[1438932],[1439384],[1450160],[1450553],[1450634],[1456143],[1462398],[1484260],[1495408],[1499213],[1532071],[1539335],[1544064],[1547603],[1561327],[1566056],[1569595],[1572492],[1580588],[1581040],[1584626],[1585616],[1586888],[1597425],[1618901],[1625156],[1651373],[1652452],[1653700],[1657628],[1668776],[1672581],[1690638],[1694443],[1701707],[1709975],[1715858],[1723895],[1726157],[1736694],[1737773],[1739021],[1745731],[1747003],[1757540],[1777443],[1778715],[1779755],[1780868],[1789252],[1795507],[1810728],[1811807],[1813055],[1816983],[1828131],[1851537],[1860564],[1861836],[1862876],[1863989],[1871528],[1881827],[1885059],[1892364],[1893443],[1894691],[1902129],[1903119],[1904391],[1910166],[1912428],[1922965],[1925292],[1932002],[1933274],[1934314],[1935427],[1943811],[1977923],[1982157],[1983147],[1984419],[1996860],[2001094],[2004396],[2004646],[2006757],[2010121],[2011393],[2012433],[2013546],[2030267],[2040566],[2042719],[2050258],[2051248],[2052520],[2060557],[2063789],[2071094],[2073421],[2084186],[2088669],[2092951],[2106384],[2110666],[2119882],[2124116],[2125106],[2126378],[2147352],[2151586],[2153848],[2170523],[2173825],[2174075],[2176186],[2180822],[2182975],[2184054],[2187729],[2197158],[2200924],[2213518],[2217284],[2221767],[2226049],[2247309],[2251591],[2260807],[2278522],[2282756],[2285018],[2286058],[2286308],[2289231],[2296047],[2297387],[2310957],[2312297],[2320386],[2343829],[2347595],[2352078],[2356360],[2356610],[2368438],[2372720],[2388449],[2401853],[2410009],[2429900],[2431240],[2439329],[2454239],[2508975],[2517131],[2530535], [417206,797254],[499440,911356],[518769,939213],[590098,1030817],[600714,1045282],[612062,1060913],[667130,1128403],[685488,1150571],[695818,1165888],[701134,1170642],[713326,1186487],[767371,1251209],[772687,1255963],[778656,1262283],[803096,1294218],[803489,1294280],[808914,1298665],[818586,1310686],[825770,1320230],[845940,1342334],[852514,1348329],[879230,1380780],[879623,1380842],[885048,1385227],[892651,1393209],[915722,1419790],[917143,1423515],[917595,1424400],[920615,1425041],[936800,1446439],[942116,1451193],[962492,1472880],[962885,1472942],[970770,1480015],[995750,1506596],[997171,1510321],[997623,1511206],[1000643,1511847],[1007745,1519622],[1024670,1538710],[1035545,1550020],[1037530,1554063],[1042208,1556727],[1057960,1577156],[1058353,1577218],[1063778,1581603],[1071944,1589160],[1084347,1602334],[1084799,1603219],[1089381,1606184],[1107265,1624216],[1118666,1636066],[1120651,1640109],[1125329,1642773],[1131128,1648982],[1148763,1668110],[1149156,1668172],[1157041,1675245],[1160566,1679490],[1163415,1681994],[1182021,1701826],[1183442,1705551],[1183894,1706436],[1197786,1717882],[1202579,1722399],[1209437,1728429],[1210847,1730975],[1215433,1734303],[1227016,1745342],[1231299,1749275],[1245144,1762855],[1245887,1763795],[1248736,1766299],[1258682,1776453],[1263771,1780987],[1276174,1794161],[1276626,1795046],[1281208,1798011],[1291243,1808337],[1310493,1827893],[1312478,1831936],[1317156,1834600],[1324206,1841502],[1327081,1843928],[1331890,1848248],[1338166,1853561],[1340967,1856071],[1344728,1859574],[1349817,1864108],[1355689,1869560],[1360158,1873552],[1367526,1880166],[1371809,1884099],[1377805,1889973],[1393016,1904153],[1397809,1908670],[1404667,1914700],[1406077,1917246],[1410663,1920574],[1426529,1935546],[1440374,1949126],[1441117,1950066],[1443966,1952570],[1455030,1963284],[1465862,1972122],[1468737,1974548],[1470663,1976139],[1471025,1976572],[1479822,1984181],[1487724,1991059],[1490599,1993485],[1497215,1999126],[1501684,2003118],[1504485,2005628],[1513335,2013665],[1520582,2020232],[1523457,2022658],[1528266,2026978],[1534542,2032291],[1537343,2034801],[1541104,2038304],[1546193,2042838],[1556534,2052282],[1563902,2058896],[1568185,2062829],[1574181,2068703],[1596312,2087528],[1596562,2087666],[1600304,2090641],[1607144,2096366],[1610019,2098792],[1617788,2105243],[1628620,2114081],[1631495,2116507],[1633783,2118531],[1635464,2120001],[1642580,2126140],[1650260,2132713],[1661092,2141551],[1663967,2143977],[1665893,2145568],[1666255,2146001],[1675052,2153610],[1677853,2156120],[1682954,2160488],[1685829,2162914],[1692445,2168555],[1696914,2172547],[1699715,2175057],[1708565,2183094],[1735581,2204266],[1750235,2215788],[1756427,2220626],[1756677,2220764],[1762662,2225811],[1767259,2229464],[1770134,2231890],[1788139,2246168],[1788389,2246306],[1792131,2249281],[1798971,2255006],[1801846,2257432],[1803772,2259023],[1804134,2259456],[1809615,2263883],[1820447,2272721],[1823322,2275147],[1825610,2277171],[1827291,2278641],[1834407,2284780],[1837208,2287290],[1847303,2294756],[1874830,2314956],[1875080,2315094],[1878347,2318209],[1886828,2324152],[1891251,2327494],[1921852,2350937],[1922102,2351075],[1925844,2354050],[1936506,2362459],[1942698,2367297],[1942948,2367435],[1948933,2372482],[1953530,2376135],[1956405,2378561],[1958693,2380585],[1964425,2386429],[1968707,2387652],[1998048,2408669],[2014625,2420368],[2026033,2428609],[2053560,2448809],[2053810,2448947],[2057077,2452062],[2065558,2458005],[2069981,2461347],[2070231,2461485],[2080420,2470696],[2102167,2483657],[2111196,2490012],[2127418,2500827],[2127668,2500965],[2133854,2506955],[2138136,2508178],[2138386,2508316],[2167477,2529195],[2189069,2545650],[2205407,2556068],[2209689,2557291],[2209939,2557429],[2239060,2577721],[2269836,2597037],[2305476,2620922],[2335740,2639317],[2396605,2676759] ] cell #5080 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1284251],[1334965],[1414264],[1447009],[1498483],[1531341],[1544404],[1560193],[1577782],[1621942],[1646239],[1671851],[1682321],[1689492],[1693713],[1706776],[1745187],[1760581],[1766626],[1773797],[1808843],[1808997],[1813769],[1815742],[1831206],[1838066],[1856398],[1869646],[1880011],[1890479],[1890633],[1895405],[1897378],[1907400],[1929686],[1930771],[1931445],[1931458],[1946852],[1952897],[1960068],[1975984],[1977078],[1977232],[1987428],[1999212],[2007805],[2008890],[2009564],[2009577],[2019540],[2035128],[2046594],[2048140],[2048376],[2058741],[2069209],[2069363],[2074135],[2076108],[2081998],[2090727],[2091438],[2092112],[2092125],[2095674],[2120452],[2121998],[2122234],[2131550],[2145413],[2146507],[2146661],[2156857],[2157645],[2168641],[2177234],[2178319],[2178993],[2179006],[2190565],[2194066],[2198736],[2199736],[2199972],[2203103],[2215096],[2225223],[2226621],[2236988],[2240638],[2249367],[2250078],[2250752],[2250765],[2254314],[2258868],[2279092],[2280638],[2280874],[2290412],[2292064],[2295244],[2297195],[2298883],[2303404],[2307054],[2313793],[2321964],[2323200],[2337236],[2340737],[2345407],[2346407],[2346643],[2349774],[2354136],[2355534],[2361767],[2371894],[2373292],[2383796],[2389630],[2391282],[2398101],[2403034],[2404686],[2409817],[2411505],[2419676],[2424265],[2425917],[2429097],[2431048],[2432736],[2437257],[2440907],[2442143],[2447646],[2455817],[2457053],[2465944],[2473479],[2479313],[2480965],[2485359],[2487863],[2491193],[2492845],[2495707],[2499664],[2504322],[2510156],[2511808],[2516939],[2518627],[2523560],[2525212],[2530343],[2532031],[2540202],[2541438],[2553435],[2560756],[2563809],[2567290],[2569643],[2571295],[2580504],[2586338],[2587990],[2592384],[2594888],[2598218],[2599870],[2602732],[2605001],[2606689],[2613076],[2624934],[2626666],[2630591],[2632624],[2635128],[2640731],[2647102],[2654423],[2657476],[2660957],[2663310],[2664962],[2668948],[2670496],[2678173],[2681958],[2689034],[2693816],[2705674],[2707406],[2711331],[2713364],[2718277],[2725766],[2728927],[2734974],[2737441],[2738989],[2750451],[2759622],[2764261],[2765809],[2775406],[2786056],[2797531],[2806422],[2824338], [1503653,2005955],[1617016,2108120],[1632883,2119037],[1633483,2119191],[1698883,2175384],[1711854,2186593],[1745174,2215083],[1755655,2223503],[1760292,2224536],[1760568,2225210],[1824710,2277677],[1825310,2277831],[1836376,2287617],[1838302,2288527],[1855107,2090405],[1869410,2313689],[1878023,2317294],[1879998,2321951],[1884492,2322964],[1928936,2156447],[1941926,2370174],[1946563,2371207],[1946839,2371881],[1957793,2381091],[1958393,2381245],[1959748,2381391],[1964101,2384329],[1975971,2198723],[1988216,2401460],[1997732,2407866],[1998976,2411401],[2004784,2566313],[2033837,2249045],[2045835,2259962],[2046435,2260116],[2056753,2451147],[2058728,2455804],[2063222,2456817],[2067307,2459207],[2073846,2465257],[2074122,2465931],[2078348,2467973],[2080104,2468864],[2088345,2474012],[2090491,2298779],[2106060,2485892],[2111238,2489619],[2117529,2629571],[2133530,2504855],[2135572,2506194],[2145400,2345394],[2150312,2155156],[2156568,2354847],[2156844,2355521],[2167161,2528392],[2168405,2531927],[2174213,2659980],[2177018,2535532],[2183487,2541202],[2189111,2544378],[2194015,2388056],[2195086,2547929],[2196842,2548820],[2205083,2553968],[2207125,2555307],[2213202,2559194],[2221443,2564342],[2223803,2684397],[2238744,2575889],[2240422,2576898],[2246985,2581037],[2249131,2432632],[2252655,2436237],[2254301,2258855],[2260240,2441907],[2264700,2592917],[2266742,2594256],[2269878,2596644],[2276169,2710311],[2279394,2603050],[2286446,2715868],[2290361,2468376],[2297429,2614648],[2305160,2619090],[2306838,2620099],[2312339,2623567],[2320070,2628009],[2328311,2633157],[2330353,2634496],[2335782,2638045],[2336985,2505408],[2337538,2638936],[2340686,2508582],[2341757,2641596],[2343513,2642487],[2348775,2514988],[2349670,2353900],[2351754,2647635],[2353796,2648974],[2356748,2746666],[2359873,2652861],[2361551,2653870],[2368114,2658009],[2370474,2752890],[2379583,2757527],[2393928,2673915],[2396647,2675487],[2397850,2554521],[2398403,2676378],[2402983,2558706],[2410051,2683030],[2414665,2685716],[2417782,2687472],[2419460,2688481],[2424214,2575401],[2425661,2576365],[2431282,2695388],[2436046,2436186],[2439013,2699830],[2440691,2700839],[2443127,2782895],[2446192,2704307],[2447395,2593470],[2447948,2705198],[2453923,2708749],[2462164,2713897],[2464206,2715236],[2464524,2792103],[2474867,2720799],[2477262,2722347],[2479262,2618602],[2480709,2619566],[2495491,2732035],[2498210,2733607],[2499413,2633710],[2499966,2734498],[2505217,2505357],[2514454,2742408],[2515823,2811061],[2517173,2743980],[2518929,2744871],[2521175,2812609],[2523509,2652373],[2524956,2653337],[2530577,2751523],[2535191,2754209],[2538308,2755965],[2539986,2756974],[2549533,2761739],[2551402,2762967],[2554330,2554470],[2562268,2681458],[2565197,2769375],[2567592,2770923],[2569592,2686984],[2571039,2687948],[2581892,2777928],[2584287,2779476],[2585489,2835137],[2593279,2593419],[2602516,2789164],[2605235,2790736],[2606991,2791627],[2613025,2719505],[2613576,2795246],[2614951,2795414],[2625769,2727068],[2626231,2728616],[2628722,2801620],[2633519,2633659],[2643200,2808539],[2645069,2809767],[2646038,2853934],[2658864,2816175],[2661259,2817723],[2668663,2759454],[2670807,2822637],[2681162,2766853],[2681267,2681407],[2683333,2827537],[2694316,2832852],[2695691,2833020],[2709462,2839226],[2717938,2793713],[2726187,2726783],[2728028,2799503],[2739300,2852233],[2751826,2857133],[2766119,2766514] ] cell #5081 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421440,1931012],[1508246,2009131],[1601379,2091679],[1703476,2178560],[1725331,2196257],[1761494,2224777],[1793206,2250319],[1850585,2296965],[1881001,2319485],[1911602,2342928],[1926919,2355088],[1947765,2371448],[1994921,2405857],[2000142,2409587],[2029315,2430818],[2039740,2438428],[2059731,2453338],[2075048,2465498],[2108442,2487633],[2150634,2516709],[2153022,2518344],[2164350,2526383],[2169571,2530113],[2179996,2537723],[2185823,2542390],[2233326,2572466],[2243272,2578931],[2256480,2587526],[2267082,2594658],[2279710,2603853],[2281804,2604771],[2284192,2606406],[2309688,2622132],[2330693,2634898],[2337854,2640215],[2339806,2640501],[2364401,2655903],[2373250,2662129],[2377609,2664498],[2398719,2677657],[2400671,2677943],[2422310,2690514],[2423438,2691605],[2425875,2693188],[2448264,2706477],[2450216,2706763],[2458744,2712354],[2478486,2723555],[2480923,2725138],[2500282,2735777],[2502234,2736063],[2503369,2737114],[2505731,2738455],[2522733,2747740],[2525170,2749323],[2552482,2763934],[2554844,2765275],[2568816,2772131],[2571253,2773714],[2574633,2775142],[2591431,2783870],[2593793,2785211],[2612802,2794956],[2617834,2797267],[2631671,2803815],[2634033,2805156],[2651605,2813389],[2670019,2822432],[2686216,2829390],[2719140,2844281], [1486199,1744741,1989742],[1627095,1879565,2112764],[1633421,2117943,2118098],[1724885,1971770,2389579],[1725237,2196115,2196864],[1728943,1975538,2198973],[1760419,2223739,2223825],[1761245,2224462,2567908],[1818922,2058295,2271404],[1825248,2276583,2276738],[1850864,2088313,2297029],[1880555,2113729,2491142],[1880907,2319343,2320092],[1884540,2322192,2630549],[1884613,2117497,2322201],[1911156,2141199,2510105],[1911508,2342786,2343535],[1915214,2144967,2345644],[1924044,2352418,2648188],[1946690,2370410,2370496],[1947516,2371133,2661575],[1958331,2379997,2380152],[1960374,2382055,2542836],[1994475,2215436,2560705],[1994827,2213224,2405715],[1997780,2408448,2681916],[2000421,2221411,2409651],[2003891,2412232,2685253],[2029594,2246953,2430882],[2039294,2254654,2586287],[2039646,2438286,2439035],[2041606,2439660,2700306],[2041856,2440012,2587756],[2043352,2258422,2441144],[2046373,2443541,2443696],[2059285,2272369,2598167],[2059637,2453196,2453945],[2063270,2456045,2711289],[2063343,2276137,2456054],[2072173,2462828,2714450],[2073973,2464460,2464546],[2074799,2465183,2607307],[2076216,2466532,2609259],[2080152,2470475,2718235],[2106028,2108721,2487697],[2111514,2490131,2729002],[2118189,2495815,2731761],[2150913,2351722,2516773],[2152576,2352310,2648137],[2152928,2518202,2518951],[2156695,2521111,2521197],[2157521,2519245,2521834],[2163904,2362107,2654372],[2164256,2359895,2526241],[2166289,2527660,2749951],[2167209,2528974,2750409],[2169850,2368082,2530177],[2173320,2532758,2753746],[2177342,2536447,2662483],[2179550,2375783,2663259],[2179902,2537581,2538330],[2181862,2538955,2756441],[2182112,2539307,2664728],[2183535,2540430,2664920],[2183608,2379551,2540439],[2189387,2545769,2759697],[2196890,2549581,2761697],[2213250,2681210,2766811],[2218023,2562799,2768392],[2223851,2567640,2770446],[2232880,2420016,2688983],[2233232,2417804,2572324],[2235265,2573743,2774342],[2238792,2577500,2775364],[2240746,2578366,2693542],[2242826,2428257,2693765],[2243178,2578789,2584309],[2252782,2585054,2585511],[2256759,2440659,2587590],[2260288,2587948,2590218],[2260361,2443095,2590227],[2264668,2267361,2594722],[2265024,2592167,2784197],[2269306,2596026,2785745],[2269556,2596378,2706993],[2270154,2597156,2786131],[2276829,2602840,2788890],[2279442,2603632,2712411],[2282083,2462132,2604835],[2283746,2462720,2714399],[2284098,2606264,2607013],[2285553,2607416,2714773],[2288419,2467020,2793422],[2290735,2612009,2793892],[2297705,2615299,2795489],[2305208,2620701,2797489],[2307162,2621567,2725492],[2309242,2483305,2725715],[2309594,2477284,2621990],[2312615,2728376,2799578],[2320118,2628770,2801578],[2322284,2630867,2802483],[2328279,2330972,2634962],[2328635,2632407,2804142],[2332917,2636266,2805690],[2333167,2636618,2736293],[2334400,2503626,2737156],[2336058,2639436,2806497],[2337112,2638738,2643222],[2337586,2639994,2738512],[2340085,2514422,2640565],[2343561,2643248,2808497],[2348823,2645986,2646149],[2348896,2515791,2645995],[2355855,2648511,2650522],[2359921,2651981,2813611],[2360189,2652238,2813653],[2361875,2655338,2749677],[2363955,2527552,2749900],[2364307,2655761,2661281],[2364694,2656466,2815192],[2370522,2661307,2817246],[2373568,2662248,2754709],[2377888,2539954,2664562],[2380243,2540310,2820868],[2381936,2667410,2821142],[2382786,2759481,2821538],[2389953,2672051,2822816],[2393896,2400950,2678007],[2394252,2673641,2823880],[2395265,2552739,2763976],[2396923,2676878,2824413],[2397977,2549555,2676180],[2398451,2677436,2765332],[2403357,2767641,2826015],[2410327,2683681,2827612],[2417830,2686592,2829612],[2418098,2686849,2829654],[2419784,2689949,2774068],[2421864,2573635,2774291],[2422216,2567614,2690372],[2423084,2574629,2775067],[2424588,2692749,2831498],[2425709,2692240,2695802],[2425782,2581860,2692249],[2426193,2693307,2776269],[2431558,2696039,2833095],[2436015,2585157,2698238],[2436378,2698426,2698574],[2439061,2585537,2835095],[2441015,2443787,2782621],[2444810,2591688,2783912],[2446150,2703603,2837109],[2446468,2703607,2837184],[2447522,2705000,2709484],[2447996,2706256,2785268],[2450495,2602484,2706827],[2453971,2709510,2839184],[2456137,2711607,2840089],[2462488,2713147,2841748],[2464572,2607039,2842819],[2466770,2717006,2843296],[2472469,2719816,2844441],[2474835,2480830,2724199],[2477310,2721870,2845335],[2477578,2722127,2845377],[2478132,2617830,2797192],[2479636,2724699,2845719],[2480757,2615062,2724190],[2481241,2725257,2798394],[2484349,2799069,2799362],[2491516,2730171,2848163],[2495459,2502513,2736127],[2496828,2631928,2803857],[2498168,2732903,2849685],[2498486,2732907,2849760],[2499540,2628744,2734300],[2500014,2735556,2805213],[2503312,2637041,2806281],[2505186,2642868,2737465],[2505549,2737653,2740619],[2510479,2740544,2852412],[2514778,2742134,2853476],[2514808,2646092,2742719],[2517449,2646386,2854009],[2518977,2521223,2812132],[2522379,2651601,2813314],[2523883,2747250,2855611],[2525004,2748375,2751937],[2525077,2658832,2748384],[2525488,2749442,2814516],[2530853,2752174,2857208],[2538356,2755085,2859208],[2538624,2755342,2859250],[2540522,2665238,2860113],[2546548,2670276,2822474],[2549201,2554299,2764285],[2551360,2762598,2861946],[2551678,2762602,2862021],[2552425,2674483,2824197],[2554662,2672126,2764473],[2562395,2681184,2768371],[2565165,2571160,2772775],[2568462,2686212,2829315],[2569966,2771641,2865278],[2571087,2683444,2772766],[2571571,2773833,2830517],[2576185,2695745,2775435],[2579494,2776945,2867213],[2584335,2778999,2868107],[2584603,2779256,2868149],[2586661,2698499,2868491],[2588266,2590310,2836000],[2591374,2703303,2836968],[2593248,2709130,2784221],[2593611,2784409,2787375],[2598541,2787300,2870935],[2605193,2790032,2872457],[2605511,2790036,2872532],[2612448,2719136,2844206],[2613534,2795215,2874241],[2615005,2619386,2797560],[2616871,2796209,2874620],[2625737,2626352,2800824],[2626279,2728139,2800815],[2628390,2633488,2804166],[2631614,2732603,2849544],[2633851,2730246,2804354],[2645027,2809398,2879040],[2645345,2809402,2879115],[2653157,2751880,2813682],[2663633,2818441,2882372],[2668621,2759423,2860827],[2669962,2760417,2861206],[2670882,2822663,2883720],[2680830,2681236,2826830],[2681599,2767716,2827018],[2683387,2687768,2829683],[2694274,2832821,2886728],[2697611,2833815,2887107],[2718013,2793739,2873842],[2726156,2726741,2846816],[2728082,2728436,2847632],[2739375,2852259,2892569],[2766145,2766589,2863150] ] cell #5082 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561350],[657425],[708021],[716234],[755874],[762058],[816065],[824759],[825506],[831053],[867379],[914891],[925303],[931487],[934773],[940309],[941818],[947425],[958336],[979182],[984784],[1009783],[1012229],[1034566],[1046109],[1055923],[1056204],[1062107],[1068974],[1080508],[1091419],[1093865],[1101984],[1112895],[1116381],[1133696],[1135967],[1136248],[1144607],[1150974],[1159502],[1165453],[1167899],[1171055],[1181323],[1181788],[1192316],[1206467],[1218001],[1220272],[1220553],[1228329],[1239863],[1243213],[1243494],[1250774],[1253220],[1260801],[1262686],[1263073],[1263538],[1272335],[1278930],[1283246],[1285692],[1293811],[1296082],[1296363],[1304722],[1308208],[1310324],[1332696],[1341899],[1346847],[1348732],[1349119],[1349584],[1354688],[1368839],[1372217],[1372682],[1375214],[1380373],[1382644],[1382925],[1387546],[1387711],[1392419],[1392847],[1401697],[1408262],[1413231],[1415502],[1415783],[1423559],[1425444],[1425831],[1426296],[1435093],[1438443],[1438724],[1446004],[1448450],[1449490],[1466312],[1472473],[1474352],[1474517],[1479225],[1479653],[1495514],[1496214],[1502635],[1505417],[1505698],[1510365],[1512250],[1512637],[1513102],[1518261],[1522224],[1529072],[1538275],[1543223],[1545495],[1545960],[1549598],[1551064],[1551229],[1555937],[1556365],[1565215],[1568593],[1569058],[1571590],[1576749],[1579020],[1579301],[1580099],[1580380],[1586994],[1589813],[1596735],[1598197],[1598362],[1602378],[1604823],[1608786],[1624619],[1625471],[1629070],[1634766],[1635231],[1637110],[1637275],[1641983],[1642411],[1648009],[1661542],[1667703],[1669582],[1669747],[1674883],[1678785],[1679066],[1680633],[1681733],[1684596],[1690744],[1691444],[1697865],[1700647],[1700928],[1705595],[1707867],[1708332],[1708973],[1709438],[1716173],[1719966],[1720131],[1722508],[1724645],[1727068],[1733330],[1750685],[1752575],[1753681],[1756850],[1758312],[1758477],[1762493],[1764938],[1766038],[1768901],[1778821],[1781640],[1788562],[1790024],[1790189],[1794205],[1796650],[1799421],[1805117],[1805582],[1807364],[1808446],[1817298],[1820897],[1826593],[1827058],[1828237],[1828937],[1829102],[1834238],[1835358],[1841611],[1842564],[1846061],[1847913],[1855810],[1861942],[1864761],[1875253],[1875636],[1875801],[1876479],[1878178],[1880315],[1882738],[1889000],[1890082],[1902444],[1904497],[1906237],[1906402],[1908779],[1910916],[1913339],[1919106],[1922275],[1927918],[1931073],[1939952],[1943121],[1944583],[1944748],[1948764],[1950381],[1951209],[1952309],[1962949],[1964256],[1967496],[1973184],[1976681],[1982472],[1984525],[1986265],[1986430],[1988677],[1991168],[1992121],[1994235],[1995618],[1997470],[2005367],[2009192],[2020341],[2021294],[2022224],[2022973],[2024791],[2026643],[2034540],[2036917],[2039054],[2052626],[2054366],[2054531],[2056908],[2059045],[2061468],[2068812],[2078809],[2079842],[2088500],[2091740],[2096475],[2097428],[2098358],[2099107],[2100925],[2102874],[2104908],[2106215],[2115143],[2118640],[2126484],[2128224],[2128389],[2132378],[2133685],[2134547],[2142613],[2146110],[2147962],[2155859],[2160597],[2161550],[2162480],[2163229],[2165047],[2166899],[2174796],[2178621],[2188016],[2195547],[2196580],[2203931],[2205238],[2206100],[2212940],[2221598],[2229573],[2230526],[2231456],[2232205],[2234023],[2238482],[2239270],[2247140],[2250380],[2256068],[2259565],[2263548],[2264855],[2265717],[2273783],[2277280],[2287029],[2294865],[2296334],[2301971],[2304898],[2305686],[2316881],[2319808],[2327159],[2328466],[2329328],[2342218],[2343251],[2351909],[2359611],[2360399],[2368269],[2377197],[2380694],[2387317],[2394083],[2407487],[2417520],[2418308],[2430187],[2435824],[2438751],[2453661],[2462319],[2467812],[2477000],[2488880],[2514609],[2538046],[2547768],[2558142],[2584025],[2641435] ] cell #5083 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1504760],[1596654],[1633947],[1634597],[1678128],[1699990],[1711970],[1725387],[1756769],[1761338],[1761620],[1788481],[1804298],[1804948],[1825774],[1826424],[1837483],[1838421],[1850348],[1875172],[1877958],[1881057],[1885520],[1911658],[1922194],[1926763],[1927045],[1943040],[1947609],[1947891],[1958857],[1959507],[1959676],[1964036],[1969312],[1994977],[1997676],[1999905],[2029078],[2036697],[2039796],[2044259],[2056688],[2059787],[2064250],[2067235],[2074892],[2075174],[2079092],[2080048],[2088280],[2105995],[2108205],[2111271],[2133465],[2134327],[2135500],[2138741],[2148168],[2150397],[2167105],[2169334],[2176953],[2184515],[2189144],[2196786],[2205018],[2205880],[2207053],[2210374],[2212190],[2213146],[2221378],[2224343],[2237732],[2238688],[2239476],[2240357],[2246920],[2252196],[2264635],[2265497],[2266670],[2269911],[2279338],[2289807],[2297462],[2304148],[2305104],[2305892],[2306773],[2312372],[2320014],[2322545],[2328246],[2329108],[2330281],[2335815],[2336526],[2337482],[2343457],[2351689],[2353724],[2358861],[2359817],[2360605],[2361486],[2368049],[2371014],[2389025],[2393863],[2396680],[2397391],[2398347],[2407267],[2410084],[2412539],[2414593],[2416770],[2417726],[2418514],[2419395],[2431315],[2438957],[2440626],[2446225],[2446936],[2447892],[2453867],[2456398],[2462099],[2464134],[2465064],[2471479],[2474309],[2477206],[2486189],[2489086],[2495426],[2498243],[2498954],[2499910],[2509551],[2514389],[2517206],[2518873],[2521715],[2530610],[2533065],[2535119],[2538252],[2539921],[2540783],[2543539],[2549056],[2551435],[2559430],[2561809],[2564639],[2567536],[2581334],[2584231],[2590571],[2602451],[2605268],[2606935],[2607723],[2610140],[2613809],[2614555],[2622728],[2623474],[2628245],[2642723],[2645102],[2647932],[2650829],[2658306],[2661203],[2670979],[2678522],[2682937],[2694549],[2695295],[2700066],[2708985],[2739472],[2743887],[2751430], [797136,1545108],[840338,1852588],[911244,1674455],[939095,1707480],[988467,2002145],[1019068,2031318],[1030966,1800613],[1045164,1816446],[1060801,1833810],[1105156,2109455],[1128285,1898082],[1153892,1919601],[1163690,1936956],[1170530,1938846],[1174738,2171574],[1186636,1955172],[1226876,2211907],[1243035,2224838],[1249011,2015075],[1255851,2016965],[1291407,2053902],[1292057,2053983],[1296983,2268095],[1298814,2055209],[1314007,2067730],[1320112,1838140],[1341242,2102617],[1355817,2311244],[1367386,2318775],[1377969,2127760],[1378619,2127841],[1383545,2331706],[1385376,2129067],[1396571,2136925],[1420013,2158106],[1421284,2163664],[1421566,2164406],[1422106,2358578],[1438265,2371509],[1444241,1953980],[1451081,1960141],[1470523,2392454],[1471189,2210031],[1471839,2210112],[1483377,2208478],[1497343,2408956],[1506819,2227082],[1508090,2232640],[1508372,2233382],[1508912,2416487],[1519845,2237449],[1537618,2026483],[1549909,2261514],[1551832,2266845],[1552193,2445097],[1563762,2452628],[1574345,2070323],[1574995,2070404],[1579921,2465559],[1581752,2076047],[1589383,2292525],[1600432,2475754],[1601223,2309002],[1601505,2309744],[1602045,2476678],[1606407,2303865],[1635955,2325125],[1637878,2330456],[1638239,2497115],[1648871,2334687],[1665753,2512980],[1666419,2138478],[1667069,2138559],[1678607,2355149],[1679361,2357045],[1692573,2529482],[1702049,2177173],[1703320,2179310],[1703602,2180052],[1704142,2537013],[1717771,2385439],[1722288,2394548],[1728652,2391743],[1729850,2400434],[1730211,2550939],[1734192,2395552],[1749498,2405147],[1762160,2567008],[1763666,2414954],[1776324,2423660],[1781210,2240577],[1792259,2582779],[1793050,2242586],[1793332,2243328],[1793872,2583703],[1798234,2437718],[1803632,2589162],[1827782,2279132],[1829705,2281567],[1830066,2604140],[1841391,2469426],[1843799,2469821],[1848119,2477844],[1851103,2614487],[1853450,2475122],[1859445,2478708],[1864331,2306993],[1873441,2487002],[1884322,2493306],[1885881,2630128],[1904042,2337276],[1908559,2333683],[1914923,2512269],[1916121,2339569],[1916482,2644606],[1920463,2516078],[1925972,2649377],[1927585,2650301],[1935769,2361706],[1948431,2660675],[1949937,2373325],[1963155,2544886],[1972011,2549382],[1974419,2549777],[1984070,2398141],[1990948,2559756],[1993356,2560151],[2000660,2682869],[2003007,2565452],[2013888,2419615],[2020121,2423265],[2022529,2425950],[2026849,2422796],[2029833,2695227],[2032180,2582147],[2038175,2585733],[2043061,2440846],[2044620,2701949],[2052171,2447686],[2063052,2600331],[2064611,2710868],[2075714,2716563],[2087399,2615156],[2096255,2478313],[2098663,2480998],[2105114,2624075],[2108960,2727967],[2113970,2628571],[2116378,2628966],[2120224,2495646],[2126029,2499704],[2132584,2503463],[2141440,2643049],[2143848,2643444],[2151152,2743819],[2153499,2518667],[2160377,2522560],[2162785,2525245],[2170089,2751362],[2172436,2659119],[2183317,2540141],[2184876,2758084],[2204137,2552576],[2215677,2681011],[2220497,2683538],[2225700,2567330],[2229353,2568643],[2231761,2571328],[2246039,2695896],[2254895,2585338],[2257303,2588023],[2263754,2591525],[2267600,2785096],[2272610,2709311],[2275018,2709706],[2278864,2602671],[2282322,2790575],[2284669,2606729],[2294645,2612629],[2314827,2728233],[2317591,2626957],[2324023,2630624],[2327365,2631765],[2331211,2805041],[2340324,2807725],[2350808,2646243],[2362348,2749504],[2367168,2752031],[2372371,2660997],[2376024,2662310],[2378432,2664995],[2384626,2669847],[2387523,2670113],[2401189,2825641],[2408102,2682191],[2420257,2773895],[2428498,2693369],[2448680,2785362],[2451444,2707697],[2457876,2711364],[2461218,2712505],[2469100,2719001],[2483546,2725319],[2489526,2729099],[2500698,2805307],[2505152,2738340],[2508049,2738606],[2528628,2750684],[2544285,2760182],[2554265,2765160],[2557162,2765426],[2576125,2776130],[2596551,2786228],[2619326,2798255],[2637952,2806982],[2675394,2824898] ] cell #5084 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [417865],[435761],[474127],[499756],[519428],[520390],[562053],[586531],[590788],[607980],[608778],[612378],[613962],[651785],[658865],[672886],[674070],[685535],[708724],[709759],[710041],[714016],[721514],[741862],[743046],[756021],[778703],[779730],[780012],[791978],[805984],[807168],[810425],[817505],[818259],[818633],[831200],[841779],[852561],[853588],[853870],[861770],[866892],[882118],[883302],[890943],[891251],[892324],[892698],[912475],[920662],[921689],[921971],[925450],[933937],[946938],[958483],[969062],[969370],[970443],[970817],[979329],[984306],[989908],[994864],[1000690],[1001717],[1001999],[1006252],[1006357],[1009930],[1011393],[1020509],[1032318],[1032600],[1040500],[1040808],[1041881],[1042255],[1045622],[1062032],[1065886],[1080021],[1087888],[1087993],[1091566],[1093029],[1100277],[1101497],[1107312],[1113042],[1116277],[1118019],[1118301],[1123621],[1123929],[1125002],[1125376],[1130252],[1133209],[1144754],[1155333],[1156714],[1157088],[1161922],[1162027],[1165600],[1167063],[1176179],[1181135],[1187988],[1188270],[1203379],[1208049],[1212738],[1214557],[1217514],[1225241],[1227063],[1233868],[1238156],[1239376],[1243360],[1243541],[1244817],[1245191],[1247243],[1247348],[1250921],[1252384],[1257713],[1271848],[1279820],[1283393],[1284856],[1290367],[1291431],[1291536],[1293324],[1304869],[1308104],[1309846],[1310128],[1315448],[1316829],[1317203],[1329557],[1329662],[1337290],[1340147],[1342046],[1343759],[1354174],[1355490],[1365244],[1365751],[1367573],[1370421],[1372195],[1373030],[1374378],[1376929],[1377993],[1378098],[1379886],[1398609],[1403279],[1407968],[1409787],[1412744],[1420471],[1421732],[1433386],[1434606],[1438590],[1438771],[1440047],[1440421],[1442578],[1446151],[1447614],[1449386],[1454282],[1456436],[1459128],[1460389],[1467768],[1470710],[1471213],[1471318],[1471986],[1484165],[1493180],[1495492],[1495700],[1497016],[1500808],[1502589],[1507277],[1508538],[1526038],[1533666],[1536523],[1538422],[1540135],[1549494],[1561620],[1562127],[1563949],[1566797],[1568571],[1569406],[1570754],[1573305],[1574369],[1574474],[1576262],[1580246],[1580427],[1584531],[1586972],[1587180],[1590920],[1593544],[1595564],[1597718],[1600105],[1601671],[1612600],[1619194],[1623147],[1625061],[1625357],[1630526],[1634076],[1651666],[1654358],[1655619],[1662998],[1665940],[1666443],[1666548],[1667216],[1677033],[1678932],[1679113],[1688410],[1690722],[1690930],[1692246],[1696038],[1697819],[1702507],[1703768],[1708951],[1709786],[1715402],[1715763],[1716059],[1722221],[1723800],[1726449],[1736987],[1739679],[1740940],[1747295],[1751035],[1757833],[1761786],[1772715],[1778799],[1779007],[1782747],[1785371],[1787391],[1789545],[1791932],[1793498],[1803819],[1804427],[1805095],[1805930],[1811021],[1814974],[1816888],[1817184],[1822353],[1825903],[1828215],[1835312],[1841324],[1851442],[1861920],[1862128],[1865868],[1871072],[1871433],[1882119],[1892657],[1896610],[1901673],[1902034],[1902330],[1904475],[1908492],[1910071],[1912720],[1919084],[1923258],[1925645],[1927211],[1927872],[1933566],[1937306],[1944104],[1948057],[1950267],[1958986],[1978216],[1981701],[1982062],[1982358],[1984503],[1990881],[2000999],[2011685],[2015425],[2020054],[2022202],[2022859],[2030172],[2036630],[2036806],[2040858],[2049802],[2050163],[2052604],[2060849],[2071387],[2075340],[2093243],[2096188],[2098336],[2098993],[2123660],[2124021],[2126462],[2134260],[2134436],[2147645],[2151491],[2160310],[2162458],[2163115],[2170428],[2181114],[2193631],[2200829],[2205813],[2205989],[2229286],[2231434],[2232091],[2251883],[2265430],[2265606],[2282661],[2294578],[2295514],[2316859],[2329041],[2329217],[2347500],[2384066],[2407200],[2407376],[2429367],[2485629] ] cell #5085 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5086 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #5087 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [911405],[1031420],[1060962],[1155646],[1170691],[1187090],[1207949],[1256012],[1279720],[1294329],[1299268],[1315761],[1370321],[1380891],[1385830],[1403179],[1424399],[1424537],[1429103],[1442478],[1451242],[1472991],[1493080],[1511205],[1511343],[1515909],[1525938],[1550555],[1554082],[1554884],[1566697],[1577267],[1582206],[1603218],[1603356],[1612500],[1617045],[1633976],[1636601],[1640128],[1640930],[1649517],[1668221],[1679509],[1683427],[1688310],[1706435],[1706573],[1711139],[1718417],[1730994],[1731796],[1734838],[1744760],[1755684],[1763814],[1767732],[1772615],[1776472],[1795045],[1795183],[1804327],[1806340],[1808872],[1825803],[1828428],[1831955],[1832757],[1843947],[1848267],[1854096],[1855136],[1856425],[1859593],[1874087],[1879584],[1887976],[1890508],[1900236],[1904688],[1917265],[1918067],[1921109],[1931031],[1941955],[1950085],[1954003],[1958886],[1963303],[1965542],[1969622],[1974567],[1975557],[1977107],[1980264],[1984716],[1993504],[2003653],[2009150],[2022677],[2026997],[2032826],[2033866],[2035155],[2038323],[2052817],[2058314],[2066706],[2069238],[2079402],[2087547],[2089786],[2091698],[2098811],[2105262],[2107501],[2116526],[2119066],[2126675],[2132732],[2134971],[2139051],[2143996],[2144986],[2146536],[2149693],[2154145],[2155185],[2162933],[2173082],[2178579],[2196140],[2196276],[2204285],[2206524],[2212500],[2220645],[2222884],[2224796],[2226346],[2231909],[2238042],[2246187],[2248426],[2250338],[2257451],[2258441],[2259991],[2263902],[2266141],[2275166],[2277706],[2285315],[2304458],[2314975],[2319368],[2319504],[2324171],[2327513],[2329752],[2342811],[2342947],[2350956],[2353195],[2355107],[2359171],[2367316],[2369555],[2371467],[2373017],[2378580],[2381120],[2387671],[2405740],[2405876],[2408688],[2414064],[2417080],[2438311],[2438447],[2448828],[2453221],[2453357],[2458024],[2461366],[2463605],[2465517],[2470715],[2471789],[2490355],[2500846],[2508197],[2526266],[2526402],[2529214],[2534590],[2537606],[2537742],[2545993],[2557310],[2562795],[2572349],[2572485],[2577740],[2578814],[2578950],[2597380],[2612005],[2620941],[2622015],[2622151],[2639660],[2656462],[2677102],[2692745],[2724695], 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] cell #5088 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917328,1931198],[997356,2009317],[1084532,2091865],[1183627,2178746],[1206123,2196318],[1243887,2224963],[1276359,2250505],[1334855,2296858],[1368495,2319546],[1401353,2342989],[1417255,2355274],[1439117,2371634],[1492374,2405918],[1498373,2409480],[1531231,2430711],[1542879,2438489],[1564871,2453399],[1580773,2465684],[1621832,2487526],[1671741,2516602],[1674539,2518405],[1687604,2526444],[1693603,2530006],[1705251,2537784],[1711277,2381568],[1771909,2572527],[1784371,2578992],[1800823,2587419],[1813659,2594551],[1828566,2459962],[1831096,2604664],[1833894,2606467],[1867492,2622193],[1895295,2634791],[1904826,2507581],[1907290,2640394],[1938930,2655964],[1949877,2535981],[1955382,2664391],[1984854,2556694],[1987318,2677836],[2017049,2690575],[2018710,2691064],[2022469,2577900],[2052955,2595643],[2055419,2706656],[2066509,2603434],[2094844,2723014],[2098603,2621101],[2126813,2635883],[2129277,2735956],[2130983,2637849],[2134774,2639796],[2158966,2747199],[2162725,2654872],[2202536,2675291],[2206327,2677238],[2227942,2771590],[2231701,2689483],[2236462,2691519],[2262153,2704111],[2265944,2706058],[2294096,2794688],[2302878,2723469],[2325764,2733411],[2329555,2735358],[2357591,2747654],[2386710,2760890],[2415500,2772045],[2470920,2794870], [747899,1744927,2402332],[869218,1879751,2490491],[874755,1633270,2494077],[957362,1975874,2548871],[961129,1975724,2550233],[992426,1760471,2565976],[1047948,2058481,2597516],[1053485,1825097,2601102],[1079537,2091019,2614719],[1111921,1879901,2628060],[1115688,1884691,2629422],[1143633,2145303,2642538],[1147400,2145153,2643900],[1178697,1946742,2659643],[1189164,1958180,2666194],[1205630,1465494,2389481],[1232363,1745077,2559245],[1238892,1999504,2683101],[1271364,2249659,2695459],[1282272,2258758,2699881],[1286039,2258608,2701243],[1288616,2046222,2702933],[1303748,2058631,2708800],[1307515,2063421,2710162],[1317966,2074025,2715531],[1361755,1869938,2623638],[1368002,1628252,2491044],[1400860,1660724,2510007],[1412260,2354428,2744051],[1414528,2355424,2744922],[1415911,2154283,2521817],[1418332,2156747,2746329],[1427593,1931348,2652912],[1434122,2168933,2751594],[1445030,2178896,2756016],[1448797,2183686,2757378],[1451374,2186478,2382038],[1491881,1749867,2560607],[1505826,2224445,2226484],[1514399,2009467,2687523],[1527384,2250655,2779527],[1539775,2253484,2780143],[1542386,1798603,2586189],[1544989,2442435,2781542],[1545168,2440077,2701008],[1545443,2257243,2590174],[1548905,2260439,2782746],[1558131,2048668,2704378],[1564378,1820079,2598069],[1575778,2281166,2790807],[1578046,2465834,2791678],[1579429,2285453,2465166],[1581850,2287917,2466293],[1613946,2092015,2722398],[1634714,2322148,2323963],[1644177,2122526,2733678],[1652892,2344577,2808774],[1656972,2346935,2809838],[1668692,2349207,2645942],[1669211,2349552,2810339],[1674046,1923676,2648039],[1674366,1923826,2518060],[1674798,2352998,2650497],[1687111,1936138,2654274],[1689756,2371784,2817774],[1701056,2371116,2373155],[1702147,2374613,2535701],[1704758,1953162,2663161],[1707361,2541730,2819789],[1707540,2539372,2757143],[1707815,2378372,2540386],[1738213,2197906,2761974],[1742293,2200264,2763038],[1753561,2407917,2408042],[1762408,2412207,2413867],[1771416,2014257,2688885],[1774061,2225113,2770974],[1779671,2432169,2692196],[1780190,2432514,2833310],[1781308,2427949,2577067],[1783878,2025665,2693667],[1795318,2436686,2834479],[1795604,2436731,2698401],[1801025,1801143,2587464],[1812247,2454987,2839461],[1816327,2457345,2840525],[1816506,2596443,2789333],[1826541,2456001,2457816],[1828047,2459617,2603101],[1833401,2071805,2714301],[1833721,2071955,2606122],[1834153,2463408,2607391],[1842444,2468915,2469040],[1862792,2298316,2724146],[1863311,2298661,2795704],[1864429,2482997,2620268],[1866999,2101799,2725617],[1878028,2489690,2489787],[1893883,2321134,2801855],[1897963,2323492,2802919],[1898142,2636683,2732204],[1899965,2131328,2736719],[1902930,2511237,2852533],[1903216,2511282,2737628],[1904307,2507236,2638987],[1918380,2515372,2742769],[1934230,2531464,2748331],[1934749,2531809,2857423],[1935867,2527244,2654039],[1938437,2165921,2749802],[1938757,2166071,2655619],[1939832,2528443,2528568],[1948679,2532733,2534393],[1950163,2536026,2661807],[1955584,1955702,2664436],[1964106,2544449,2544546],[1973064,2392620,2548996],[1979993,2202881,2763539],[1982958,2390711,2822937],[1983244,2390756,2764448],[1984335,2556349,2676429],[1992001,2212073,2559370],[1997300,2406718,2826811],[1997344,2408250,2562428],[2012349,2410938,2772722],[2012868,2411283,2827827],[2013986,2573327,2688650],[2016556,2234897,2774193],[2016876,2235047,2690230],[2018268,2236417,2774748],[2021174,2575940,2576065],[2021498,2581441,2775485],[2022755,2577945,2692463],[2043159,2443807,2590022],[2048094,2262498,2783475],[2050970,2263298,2703862],[2051059,2599299,2871056],[2051345,2599344,2784384],[2052436,2595298,2705249],[2055621,2055739,2706701],[2056758,2596715,2596812],[2076872,2288439,2717423],[2079716,2470277,2610900],[2088350,2476071,2614816],[2094402,2302833,2796873],[2097308,2619141,2619266],[2097632,2474416,2797610],[2098889,2621146,2724413],[2106065,2311561,2623735],[2110582,2488273,2800771],[2111101,2488618,2847602],[2115023,2318941,2628185],[2118209,2120322,2494877],[2121952,2326109,2803420],[2124828,2326909,2733162],[2124917,2492274,2848284],[2125203,2492319,2804329],[2126294,2635538,2734549],[2129479,2129597,2736001],[2130908,2333981,2737017],[2133535,2638116,2638213],[2142493,2513146,2642663],[2153764,2521595,2650016],[2158524,2357546,2812995],[2159888,2161652,2747444],[2161430,2358293,2653037],[2161754,2658413,2813732],[2163011,2654917,2748598],[2166773,2528776,2656095],[2183415,2380263,2666994],[2186305,2381718,2758723],[2187310,2543626,2668524],[2192853,2387055,2822255],[2196454,2550139,2671739],[2201636,2393314,2762857],[2202461,2394846,2763837],[2205088,2675558,2675655],[2212814,2402238,2679282],[2217095,2561205,2863616],[2217381,2561250,2826993],[2221448,2409273,2683198],[2224223,2225965,2566723],[2227500,2415455,2828996],[2228864,2230628,2771835],[2230406,2416202,2687648],[2230730,2564746,2829733],[2231987,2689528,2772989],[2238356,2577302,2691640],[2246990,2583096,2695556],[2255948,2589328,2700006],[2257529,2590641,2701886],[2262078,2444391,2783773],[2262856,2264238,2783504],[2264705,2445034,2704475],[2273663,2452794,2708925],[2276849,2278962,2601902],[2283468,2460762,2790291],[2284934,2464944,2716278],[2288119,2288237,2793130],[2293654,2470875,2844057],[2295628,2613437,2613896],[2301171,2302073,2796403],[2301851,2476393,2722523],[2304772,2620503,2723590],[2310330,2623371,2875577],[2310538,2483978,2726644],[2316155,2625318,2847682],[2319682,2490397,2729859],[2322615,2324249,2630065],[2325689,2496409,2803718],[2326467,2327849,2803449],[2328316,2497052,2733775],[2343125,2643806,2740232],[2348307,2513840,2809657],[2351759,2649694,2744148],[2358218,2359485,2747775],[2368119,2529799,2751691],[2370894,2372636,2660390],[2375535,2377299,2818635],[2377077,2536728,2756141],[2378658,2540853,2758021],[2383496,2544182,2860848],[2386635,2546129,2822335],[2392872,2393466,2823405],[2393933,2550876,2763135],[2401628,2679161,2863277],[2416127,2417394,2772166],[2429481,2694177,2694636],[2435024,2435926,2834009],[2435704,2583418,2779652],[2438625,2701149,2780719],[2453535,2597422,2786988],[2456468,2458102,2710805],[2460320,2461702,2841055],[2462169,2604077,2790904],[2468141,2610779,2843718],[2472319,2473179,2844362],[2476318,2476874,2796461],[2513398,2513992,2853001],[2514459,2644543,2809935],[2536653,2537920,2818966],[2547391,2548097,2822537],[2579344,2580204,2867134],[2583343,2583899,2834067],[2641058,2641764,2852133] ] cell #5089 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473634],[561424],[592577],[607487],[651658],[658157],[691735],[708095],[715805],[721387],[755888],[792583],[799082],[810298],[816797],[824833],[825936],[831067],[841652],[861643],[866895],[890816],[891856],[906380],[925317],[934542],[941041],[941803],[946941],[958350],[968935],[969975],[979196],[989781],[992999],[1009797],[1010876],[1011998],[1020382],[1025634],[1040373],[1041413],[1045625],[1055937],[1056124],[1063760],[1065889],[1080024],[1091433],[1092512],[1093634],[1101500],[1112909],[1116150],[1116288],[1123494],[1124534],[1133212],[1134318],[1135981],[1136168],[1144621],[1155206],[1165467],[1166546],[1167668],[1176052],[1179270],[1181304],[1182003],[1203382],[1212611],[1217517],[1218623],[1220286],[1220473],[1225244],[1234473],[1239379],[1242683],[1243227],[1250788],[1251867],[1252989],[1257716],[1257786],[1263054],[1263753],[1271851],[1283260],[1285461],[1293327],[1294433],[1296096],[1296283],[1304736],[1307977],[1308115],[1310337],[1315321],[1318539],[1336785],[1341913],[1343762],[1343832],[1349100],[1349799],[1358777],[1363905],[1365013],[1365754],[1372198],[1374983],[1379889],[1380995],[1382658],[1382845],[1387692],[1392860],[1398612],[1407841],[1412747],[1415516],[1415703],[1418905],[1420474],[1420544],[1425812],[1426511],[1434609],[1437913],[1438457],[1446018],[1448219],[1449259],[1449397],[1456205],[1459131],[1467364],[1467771],[1471989],[1474498],[1479666],[1489226],[1493851],[1495495],[1500303],[1505431],[1505618],[1507280],[1507350],[1512618],[1513317],[1518274],[1533161],[1538289],[1540138],[1545476],[1546175],[1549367],[1549505],[1551210],[1552244],[1556378],[1561389],[1562130],[1568574],[1571359],[1576265],[1579034],[1579221],[1579569],[1580113],[1586975],[1590923],[1590993],[1593547],[1596842],[1598343],[1604836],[1615023],[1618318],[1630122],[1630529],[1634747],[1635446],[1637256],[1638290],[1642424],[1651435],[1654361],[1662594],[1663001],[1667219],[1669728],[1673671],[1674896],[1678255],[1678799],[1680646],[1681714],[1690725],[1695533],[1700661],[1700848],[1701769],[1702510],[1707848],[1708547],[1708954],[1714475],[1715405],[1720112],[1722067],[1727081],[1730262],[1736756],[1739682],[1742913],[1751038],[1753662],[1756957],[1758458],[1762506],[1764951],[1766019],[1778802],[1780930],[1782750],[1785374],[1788669],[1790170],[1796051],[1796663],[1800473],[1805098],[1808459],[1821949],[1822356],[1826574],[1827273],[1828218],[1829083],[1830117],[1834251],[1840308],[1841170],[1842545],[1846074],[1850154],[1855791],[1861923],[1864051],[1865871],[1871075],[1875782],[1877737],[1878191],[1882751],[1890095],[1901676],[1903663],[1904478],[1906383],[1908338],[1913352],[1916533],[1919087],[1922382],[1935489],[1937309],[1939933],[1943228],[1944729],[1948777],[1951222],[1952290],[1963815],[1964269],[1970928],[1973165],[1976694],[1981704],[1983691],[1984506],[1986411],[1990727],[1992102],[1995631],[2005348],[2013608],[2015428],[2019900],[2021275],[2022205],[2024804],[2028884],[2034521],[2036476],[2049805],[2051792],[2052607],[2054512],[2056467],[2056921],[2061481],[2068825],[2088059],[2088513],[2096034],[2097409],[2098339],[2100938],[2105774],[2106228],[2115124],[2118653],[2123663],[2125650],[2126465],[2128370],[2133244],[2133698],[2134106],[2140357],[2142594],[2146123],[2155840],[2160156],[2161531],[2162461],[2165060],[2174777],[2193634],[2204797],[2205251],[2205659],[2217828],[2221157],[2221611],[2229132],[2230507],[2231437],[2234036],[2246699],[2247153],[2256049],[2259578],[2264414],[2264868],[2265276],[2273764],[2277293],[2287010],[2294424],[2301952],[2316862],[2328025],[2328479],[2328887],[2351468],[2351922],[2367828],[2368282],[2377178],[2380707],[2383120],[2393642],[2394096],[2407046],[2435805],[2461878],[2462332],[2472803],[2484683],[2514168],[2514622],[2579828] ] cell #5090 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [595226,1808530],[661642,1890166],[734875,1976765],[820282,2068896],[840743,2087726],[875131,2118724],[904304,2146194],[956924,2195971],[988872,2220824],[1019473,2246366],[1033870,2259649],[1053861,2277364],[1105561,2315154],[1111483,2319199],[1143195,2342642],[1154297,2351135],[1175143,2367495],[1189540,2380778],[1231925,2405571],[1281834,2438142],[1284552,2257043],[1297388,2449007],[1303310,2453052],[1314412,2461545],[1319842,2076261],[1383950,2501025],[1396976,2508376],[1414090,2352238],[1427155,2526097],[1441985,2178171],[1444592,2537437],[1447310,2378172],[1483782,2557489],[1513961,2572180],[1524325,2242437],[1526946,2578645],[1560494,2450779],[1571811,2279906],[1577608,2462648],[1610887,2308853],[1613508,2621846],[1646540,2502797],[1648574,2637598],[1653019,2338838],[1686697,2363566],[1689318,2527480],[1701140,2374016],[1733895,2675040],[1738340,2399703],[1771002,2421475],[1773623,2573563],[1775639,2424399],[1780301,2427352],[1807929,2591308],[1812374,2449248],[1858760,2479447],[1863422,2482400],[1889565,2631548],[1894010,2501266],[1899437,2504427],[1930198,2523694],[1934860,2526647],[1968061,2669561],[1979465,2553540],[2008317,2569777],[2012979,2572730],[2047566,2592489],[2083372,2613210],[2121424,2632729],[2192325,2670601], [461373,1616703,2311185],[556873,1755342,2408897],[561204,1243440,2412866],[627901,1600792,2474146],[631113,1854794,2475695],[657608,1372435,2493730],[703544,1941613,2529423],[707875,1438670,2533392],[730490,1729434,2548925],[759071,1497703,2564476],[762283,1502849,2566025],[786541,1792619,2581171],[789753,2033524,2582720],[816248,1568811,2600755],[824613,1580326,2608050],[840280,1079105,2296907],[864744,1356177,2486026],[870746,1627586,2628114],[899919,1915705,2642592],[909563,1926332,2647769],[912775,2154843,2649318],[914745,1679012,2651156],[928500,1692933,2658143],[931712,1698079,2659692],[940492,1709191,2665847],[982463,1486690,2559299],[988409,1238460,2409529],[1019010,1270932,2430760],[1029485,2043843,2699935],[1031520,2044980,2700973],[1031759,1802714,2260124],[1034749,1805335,2702586],[1043474,1552553,2593051],[1049476,1819413,2708854],[1059120,1830426,2714031],[1062332,1835572,2715580],[1064302,1838367,2288535],[1105098,1361323,2487575],[1126595,1638599,2633291],[1139253,1916842,2742542],[1151227,1920166,2743533],[1153834,1411828,2516651],[1155617,1924611,2354897],[1156272,2156046,2744976],[1156421,2153202,2648985],[1159727,1928132,2746378],[1168734,1681920,2652966],[1174680,1433690,2530055],[1185155,1952496,2756070],[1187190,2185236,2757108],[1187429,1957273,2381253],[1190419,1959894,2381402],[1223558,1730571,2674049],[1254055,1766225,2687577],[1262939,2031883,2778541],[1266971,2034727,2779581],[1278627,2037490,2436371],[1279227,2037915,2780392],[1283684,2042152,2441939],[1284089,1544557,2439480],[1284253,1544730,2256618],[1296925,1557699,2594600],[1299368,2064971,2789298],[1299607,2066426,2277839],[1311342,2068295,2459218],[1313949,1575346,2604713],[1315732,2072740,2465307],[1316387,2287216,2791732],[1316536,2284372,2715247],[1348985,1853153,2721412],[1353017,1855997,2722452],[1383487,1643745,2634840],[1385930,1886241,2732169],[1386169,1887696,2119199],[1392116,2143163,2505542],[1392716,2143588,2809023],[1393865,2137490,2506205],[1396513,1656540,2640443],[1408293,2148736,2810378],[1408569,2148894,2515093],[1414272,1414302,2352396],[1425697,2172139,2816788],[1429074,2175505,2371257],[1429729,2174983,2817828],[1429878,2364581,2754220],[1441385,2177746,2535666],[1446442,2182408,2541234],[1446847,1706929,2538775],[1447011,1707102,2377747],[1478922,1973734,2554655],[1479522,1974159,2762223],[1480671,2209043,2555318],[1483319,1741861,2677885],[1512503,2002710,2769988],[1515880,2006076,2224586],[1516535,2005554,2771028],[1516684,2422490,2685727],[1518850,1776064,2691313],[1522255,2247469,2833349],[1522531,2247627,2576470],[1523725,2242012,2577032],[1538768,2252887,2584788],[1550454,2270370,2451281],[1555634,2274333,2593604],[1556234,2274758,2839710],[1557383,2268660,2594267],[1559626,2277955,2456849],[1560031,1815895,2595846],[1560195,1816068,2450354],[1572087,2280064,2603155],[1577790,1577820,2462806],[1605412,1859185,2723263],[1608817,2088829,2795743],[1609093,2088987,2619671],[1610287,2308428,2620233],[1624872,2110020,2727681],[1636500,2111730,2317428],[1641680,2115693,2633844],[1642280,2116118,2802104],[1643429,2332271,2634507],[1645672,2119315,2322996],[1646077,1897531,2636086],[1646241,1897704,2502372],[1648040,1899279,2736758],[1649416,2336274,2504989],[1651885,2343980,2638472],[1653295,2338996,2639041],[1675901,2156449,2355714],[1679853,2365135,2528497],[1681222,1930623,2651499],[1682323,1931638,2523309],[1684627,2368598,2857462],[1684903,2368756,2653442],[1686097,2363141,2654004],[1689500,1689530,2527638],[1711914,2186595,2543016],[1718316,2189603,2384463],[1733361,1979307,2763578],[1734737,2397139,2554102],[1737206,2197309,2675914],[1738616,2399861,2676483],[1752272,2216470,2681592],[1752872,2216895,2767337],[1763511,2005957,2225403],[1764158,2218464,2407971],[1765527,2008742,2686110],[1766628,2009757,2569392],[1768932,2221927,2827866],[1769208,2222085,2688053],[1770402,2421050,2688615],[1773805,1773835,2573721],[1775534,2018113,2575425],[1776816,2425029,2575994],[1802114,2259890,2442281],[1806147,2450956,2451645],[1807395,2047408,2703055],[1808771,2048514,2446684],[1809005,1809035,2592145],[1811240,2454390,2704734],[1812650,2449406,2705303],[1835256,2287619,2466124],[1838068,2076434,2609397],[1844291,2291176,2468969],[1846650,2083797,2718761],[1853995,2091335,2297921],[1856400,2092305,2616850],[1858655,2094247,2618626],[1859937,2480077,2619195],[1870254,1873986,2312831],[1876510,2315395,2799832],[1876786,2315553,2728721],[1887096,2118965,2323338],[1887783,2317103,2317792],[1889031,2121266,2732355],[1890407,2122372,2498702],[1890641,1890671,2632385],[1892876,2320537,2734034],[1894286,2501424,2734603],[1900043,2504664,2506538],[1921008,2354744,2517665],[1924887,2355451,2520387],[1930093,2158369,2652397],[1930821,1931104,2651870],[1931375,2159360,2524324],[1949782,2175386,2372074],[1952899,2179186,2663059],[1956673,2381019,2541576],[1960076,1960106,2667388],[1965349,2384138,2386012],[1967527,2192167,2759951],[1974911,2199585,2390394],[1977006,2200110,2551894],[1977240,1977270,2673619],[1980071,2553777,2555651],[1988708,2403168,2825931],[1990354,1993848,2403798],[1996293,2406121,2768105],[1999820,2003552,2410543],[2006352,2225140,2413265],[2008212,2227345,2687008],[2008940,2009223,2686481],[2009494,2228336,2570407],[2032725,2249975,2431774],[2035130,2250945,2697590],[2038667,2441756,2587102],[2048172,2048409,2592726],[2065826,2277605,2457191],[2069137,2281012,2605727],[2069371,2069401,2713125],[2073016,2465861,2608449],[2077826,2289668,2468400],[2078840,2290546,2793808],[2083267,2293499,2719529],[2089593,2299567,2473821],[2091488,2091771,2721759],[2092042,2300643,2617312],[2103081,2485464,2799464],[2103976,2107308,2485701],[2113376,2116870,2491957],[2122030,2122267,2632966],[2144340,2346256,2510920],[2146435,2346781,2645561],[2146669,2146699,2742112],[2149500,2519311,2647444],[2169249,2172981,2531069],[2175781,2371811,2533791],[2178369,2178652,2754974],[2178923,2375007,2664074],[2188223,2383901,2759583],[2194200,2195578,2761005],[2194564,2388080,2388886],[2199768,2200005,2673724],[2210235,2210924,2558730],[2219359,2222691,2564151],[2248233,2433420,2580846],[2250128,2250411,2778888],[2250682,2434496,2698052],[2272016,2275510,2598982],[2280670,2280907,2713706],[2295349,2296541,2719918],[2340871,2342249,2807805],[2341235,2508606,2509412],[2346439,2346676,2742217],[2366030,2369362,2657818],[2429202,2430394,2777047] ] cell #5091 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2225395],[2297916],[2312826],[2323333],[2355706],[2372066],[2390393],[2403797],[2410538],[2413264],[2431769],[2442276],[2457186],[2466116],[2467634],[2473801],[2485681],[2491956],[2510919],[2517660],[2520386],[2531064],[2533790],[2541571],[2543008],[2547590],[2557964],[2564131],[2580826],[2587101],[2598981],[2608448],[2641257],[2647424],[2657798], [1079108,2087173],[1238463,2220271],[1243432,2224391],[1270935,2245813],[1356007,2484854],[1356169,2311338],[1361326,2314601],[1372427,2322277],[1411831,2350582],[1433693,2366942],[1438662,2371062],[1486693,2402501],[1497533,2563304],[1497695,2409050],[1502852,2412313],[1544560,2439519],[1544722,2256613],[1552545,2445191],[1557702,2448454],[1568803,2456130],[1575349,2460992],[1580318,2465112],[1600622,2615986],[1600784,2475848],[1627589,2490660],[1638591,2497209],[1643748,2500472],[1656543,2507823],[1674110,2352395],[1679004,2521763],[1681923,2523027],[1692763,2656971],[1692925,2529576],[1698082,2532839],[1706932,2538814],[1707094,2377742],[1709183,2540515],[1729437,2550402],[1730563,2551033],[1741864,2556936],[1766228,2569110],[1776067,2574817],[1792449,2696726],[1792611,2582873],[1802706,2442709],[1805327,2590303],[1815898,2595885],[1816060,2450349],[1819416,2597685],[1830418,2604234],[1833465,2462805],[1835575,2607497],[1838359,2609825],[1853145,2615292],[1856000,2616568],[1859188,2618018],[1886233,2630222],[1887688,2323766],[1897534,2636125],[1897696,2502367],[1899324,2637016],[1915708,2644069],[1916834,2644700],[1920158,2646379],[1924606,2520274],[1926162,2745318],[1926324,2649471],[1928135,2650603],[1930626,2651789],[1931630,2523304],[1938501,2527637],[1952499,2662777],[1957265,2542004],[1959886,2667275],[1973729,2549470],[1974162,2672310],[1979352,2674458],[2002702,2683674],[2005557,2684950],[2006071,2413152],[2008745,2686400],[2009749,2569387],[2016620,2573720],[2018152,2574659],[2031875,2696032],[2034730,2697308],[2037485,2585426],[2037918,2698758],[2042151,2589464],[2043846,2701412],[2044972,2702043],[2047453,2703278],[2048509,2446679],[2048942,2592144],[2064963,2710962],[2066418,2457619],[2068287,2712641],[2072735,2608336],[2076426,2609392],[2083800,2719324],[2088874,2720830],[2088986,2615223],[2092297,2616845],[2094286,2617860],[2110012,2728369],[2111725,2490281],[2115688,2628659],[2116121,2730430],[2119314,2494319],[2121311,2732578],[2122367,2498697],[2122800,2632384],[2137482,2738742],[2143158,2643137],[2143591,2740803],[2148781,2742951],[2148893,2646310],[2153194,2744624],[2156049,2745900],[2158408,2651631],[2159247,2651877],[2159359,2524323],[2172131,2752167],[2174986,2753443],[2175500,2533678],[2177741,2662398],[2179178,2663054],[2182407,2666436],[2185228,2758178],[2186049,2667387],[2189598,2545919],[2192212,2760392],[2197348,2672152],[2200105,2551889],[2200538,2673618],[2209035,2765562],[2216465,2681099],[2216898,2767900],[2218463,2563017],[2221972,2769406],[2222084,2683605],[2227384,2686242],[2228223,2686488],[2228335,2570406],[2242007,2693457],[2247514,2777959],[2247626,2695963],[2250937,2697585],[2252926,2698600],[2262740,2592706],[2268652,2785498],[2270365,2597306],[2274328,2709399],[2274761,2787559],[2277954,2601344],[2280063,2712572],[2281007,2605722],[2281440,2713124],[2284364,2791380],[2287219,2792656],[2289500,2793830],[2291175,2612227],[2293538,2719166],[2300530,2721766],[2300642,2617311],[2308423,2725407],[2315440,2800273],[2315552,2728300],[2317083,2626779],[2320576,2730272],[2326351,2632946],[2332263,2805443],[2336269,2639586],[2338995,2738673],[2344019,2740645],[2346776,2645556],[2347209,2742111],[2363136,2749592],[2364573,2815122],[2365134,2656684],[2368643,2816206],[2368755,2752098],[2374894,2754981],[2375006,2664073],[2383004,2759563],[2384118,2669669],[2388718,2761027],[2392756,2673704],[2397134,2677028],[2399860,2765493],[2402122,2825953],[2406160,2767742],[2421045,2773983],[2422482,2831123],[2425028,2692967],[2434383,2778895],[2434495,2698051],[2449405,2785429],[2450936,2707519],[2454429,2787401],[2460204,2713686],[2472687,2719898],[2480076,2724917],[2484567,2799444],[2501423,2805374],[2504644,2738162],[2509244,2807827],[2513282,2742197],[2553757,2764982],[2579712,2777027], [595218,1552383,2591879],[661634,1638429,2632119],[734867,1730401,2673353],[820274,1830256,2712859],[840735,1851151,2720485],[875123,1886071,2731473],[904296,1916672,2741846],[956916,1971743,2761407],[988864,2000708,2769061],[1019465,2029881,2777614],[1033862,2044810,2782333],[1053853,2064801,2788602],[1105553,2109008,2800201],[1111475,2113702,2801288],[1143187,2141172,2808207],[1154289,2151200,2810747],[1175135,2170137,2815861],[1189532,2185066,2820580],[1231917,2215409,2826462],[1281826,2254627,2834805],[1284544,2257046,2781290],[1297380,2267648,2837807],[1303302,2272342,2838894],[1314404,2282370,2841434],[1319834,2076264,2716865],[1383942,2331259,2850383],[1396968,2340372,2852041],[1414082,2352283,2811092],[1427147,2362080,2856058],[1441977,2178174,2754893],[1444584,2375756,2858918],[1447302,2378175,2819537],[1483774,2401237,2863088],[1513953,2419989,2865725],[1524317,2242440,2776453],[1526938,2428230,2866985],[1560486,2450782,2838392],[1571806,2279951,2789707],[1577600,2462693,2841779],[1610879,2308856,2798578],[1613500,2483278,2875367],[1646532,2502800,2850968],[1648566,2503599,2877928],[1653014,2338883,2807192],[1686689,2363569,2814700],[1689310,2527525,2856433],[1701139,2374055,2754735],[1733887,2552712,2884126],[1738335,2399748,2825108],[1770994,2421478,2830701],[1773615,2573608,2866100],[1775634,2423353,2831436],[1780300,2427391,2776295],[1807921,2591661,2869595],[1812369,2449293,2837879],[1858755,2478401,2845657],[1863421,2482439,2798420],[1889557,2631901,2876848],[1894005,2501311,2850455],[1899436,2503530,2806363],[1930193,2522648,2855549],[1934859,2526686,2814542],[1968053,2670249,2883545],[1979464,2552643,2824279],[2008312,2568731,2865216],[2012978,2572769,2830543],[2047565,2591592,2837050],[2083367,2612717,2874141],[2121423,2631832,2849626],[2192324,2670180,2861288] ] cell #5092 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1552020,2048369],[1638066,2122227],[1730038,2199965],[1829893,2280867],[1850998,2297188],[1885708,2323193],[1916309,2346636],[1971774,2389592],[2000555,2409810],[2029728,2431041],[2044447,2442136],[2064438,2457046],[2108855,2487856],[2113733,2491155],[2141203,2510118],[2151047,2516932],[2169984,2530336],[2184703,2541431],[2215440,2560718],[2254658,2586300],[2256893,2587749],[2267495,2594881],[2272373,2598180],[2282217,2604994],[2287820,2609252],[2331106,2635121],[2340219,2640724],[2352314,2648150],[2362111,2654385],[2373866,2662476],[2375787,2663272],[2378022,2664721],[2401084,2678166],[2420020,2688996],[2426491,2693535],[2428261,2693778],[2450629,2706986],[2458759,2712369],[2462724,2714412],[2481539,2725485],[2483309,2725728],[2502647,2736286],[2503630,2737169],[2505746,2738470],[2525786,2749670],[2527556,2749913],[2535298,2754678],[2552743,2763989],[2554859,2765290],[2571869,2774061],[2573639,2774304],[2574648,2775157],[2576664,2776238],[2591692,2783925],[2593808,2785226],[2617849,2797282],[2619865,2798363],[2631932,2803870],[2634048,2805171],[2637053,2806340],[2651620,2813404],[2653636,2814485],[2670280,2822487],[2674495,2824256],[2686231,2829405],[2688247,2830486],[2703315,2837027],[2719155,2844296],[2732615,2849603],[2760429,2861265], [1355644,1869639,2104061],[1497170,1999205,2219444],[1503502,2224238,2224388],[1596423,2297060,2297729],[1600259,2090720,2299652],[1632656,2322232,2322308],[1692400,2168634,2366115],[1698732,2370909,2371059],[1725192,2196857,2389650],[1756538,2409682,2410351],[1760374,2223818,2412274],[1788250,2430913,2431582],[1792086,2249360,2433505],[1824483,2456085,2456161],[1836225,2464959,2465109],[1850578,1850580,2473450],[1874941,2312639,2487728],[1880862,2320085,2491213],[1886579,2322907,2631165],[1911463,2343528,2510176],[1921963,2516804,2517473],[1925799,2354129,2519396],[1928785,2521610,2521760],[1942809,2530208,2530877],[1946645,2370489,2532800],[1957566,2540470,2540546],[1994782,2213217,2560776],[2000135,2000137,2563780],[2004990,2412265,2685268],[2029308,2029310,2580475],[2039601,2439028,2586358],[2041647,2439664,2700319],[2041717,2587621,2588290],[2045318,2588564,2590933],[2045608,2590258,2590334],[2053671,2446492,2594753],[2059592,2453938,2598238],[2065309,2456760,2711905],[2070092,2604866,2605535],[2073928,2464539,2607458],[2076914,2466921,2609672],[2108435,2108437,2624905],[2111673,2490164,2729017],[2118264,2493517,2731801],[2127529,2498510,2634993],[2138247,2640596,2645369],[2148581,2646026,2646410],[2150627,2150629,2647073],[2152815,2352413,2744431],[2152883,2518944,2648208],[2153063,2518358,2648353],[2155482,2648526,2650555],[2156650,2521190,2650564],[2164211,2359888,2654443],[2169564,2169566,2657447],[2174419,2532791,2753761],[2179857,2538323,2663330],[2181903,2538959,2756454],[2181973,2664593,2665262],[2185574,2541145,2665536],[2185864,2542404,2667306],[2189546,2545802,2759712],[2209800,2551702,2678038],[2218408,2562912,2768451],[2224487,2567949,2770707],[2233187,2417797,2689054],[2239889,2692280,2696063],[2243133,2584302,2693836],[2252598,2698459,2698589],[2252737,2585504,2698468],[2256473,2256475,2700277],[2259189,2700605,2702373],[2267075,2267077,2705645],[2269347,2596030,2785758],[2269417,2706858,2711631],[2270313,2597189,2786146],[2276904,2600542,2788930],[2279751,2603867,2712672],[2281797,2281799,2713335],[2283985,2462823,2791187],[2284053,2607006,2714470],[2284233,2606420,2714615],[2286652,2607449,2714788],[2291120,2612122,2793951],[2297864,2615824,2795504],[2306305,2615323,2724230],[2309549,2477277,2725786],[2312774,2624743,2799593],[2317060,2626722,2800873],[2322438,2631026,2802498],[2330686,2330688,2734945],[2332958,2636270,2805703],[2333028,2630891,2736158],[2336217,2639469,2806512],[2336928,2737686,2740634],[2337067,2643215,2737695],[2337895,2640229,2738773],[2339799,2339801,2738960],[2348349,2646107,2742728],[2348719,2742869,2742988],[2360230,2652242,2813666],[2361018,2748415,2752198],[2364194,2527655,2814929],[2364262,2661274,2749971],[2364442,2655917,2750116],[2365079,2656579,2815251],[2371158,2661616,2817507],[2373727,2662281,2754724],[2377602,2377604,2756412],[2380318,2665634,2756740],[2382080,2542877,2821307],[2384095,2669612,2821673],[2390338,2672739,2822875],[2397082,2676911,2824428],[2397793,2672141,2764506],[2397932,2549548,2764515],[2398760,2677671,2765593],[2400664,2400666,2765780],[2403742,2680282,2826074],[2410486,2684206,2827627],[2412434,2685638,2828344],[2418139,2686853,2829667],[2418927,2683705,2772806],[2422103,2573738,2830930],[2422171,2567607,2774362],[2422351,2690528,2774507],[2423431,2423433,2775193],[2424973,2692862,2831557],[2425235,2695760,2775444],[2425605,2775585,2777996],[2426352,2693340,2776284],[2431717,2696564,2833110],[2436003,2698543,2779768],[2446627,2703622,2837199],[2446766,2592162,2837235],[2447338,2784442,2787390],[2447477,2709477,2784451],[2448305,2706491,2785529],[2450209,2450211,2785716],[2450913,2707462,2838479],[2456291,2711766,2840104],[2459129,2712467,2789744],[2465208,2607348,2843080],[2466811,2717010,2843309],[2467577,2793700,2793795],[2473778,2721084,2844576],[2477619,2722131,2845390],[2478479,2478481,2797318],[2480021,2724812,2845778],[2480283,2615020,2797569],[2480653,2720867,2797710],[2481400,2725290,2798409],[2485658,2727353,2847020],[2489499,2728400,2800855],[2491901,2730859,2848222],[2498645,2732922,2849775],[2498784,2632402,2849811],[2499356,2730261,2804387],[2499495,2628737,2804396],[2500323,2735791,2805474],[2502227,2502229,2805661],[2503327,2503346,2806290],[2504621,2738105,2851269],[2505174,2740588,2806573],[2506116,2738568,2807229],[2510864,2741232,2852471],[2517608,2646911,2854024],[2519286,2521859,2812393],[2522726,2522728,2813440],[2523898,2651958,2855620],[2524268,2747262,2855670],[2524530,2751895,2813691],[2524900,2813832,2816243],[2525647,2749475,2814531],[2531012,2752699,2857223],[2532960,2754131,2857940],[2538665,2755346,2859263],[2540676,2665397,2860128],[2542629,2667405,2860526],[2547533,2760992,2822624],[2551837,2762617,2862036],[2551976,2673636,2862072],[2552440,2552459,2824206],[2553734,2764925,2862316],[2554287,2672095,2824489],[2555229,2765388,2825145],[2557907,2766106,2825918],[2562211,2767731,2827051],[2562350,2681177,2827060],[2564108,2769660,2864135],[2568809,2568811,2829441],[2569981,2686569,2865287],[2570351,2771653,2865337],[2570613,2683402,2829692],[2570983,2769443,2829833],[2571730,2773866,2830532],[2574602,2574617,2831401],[2580803,2778213,2867348],[2584644,2779260,2868162],[2587046,2699187,2868550],[2588425,2590464,2836015],[2591389,2591408,2836977],[2592683,2703591,2869792],[2593236,2787344,2837260],[2594178,2785324,2837916],[2598926,2787988,2870994],[2605670,2790051,2872547],[2605809,2713142,2872583],[2607618,2715158,2873264],[2612795,2612797,2844332],[2616886,2721847,2874629],[2617256,2796221,2874679],[2617803,2617818,2845622],[2625805,2728097,2847641],[2626175,2800310,2847782],[2631629,2631648,2849553],[2632923,2732891,2877045],[2633476,2730215,2849836],[2634418,2805269,2850492],[2641200,2807792,2852220],[2645504,2809417,2879130],[2645643,2742129,2879166],[2647401,2743205,2879410],[2648896,2650724,2854741],[2651574,2651589,2855514],[2657775,2816460,2881229],[2663648,2755062,2882381],[2664018,2818453,2882431],[2669977,2669996,2861215],[2670897,2761320,2883729],[2673681,2762586,2883984],[2678440,2766604,2863159],[2681224,2767685,2863746],[2686185,2686200,2865181],[2697626,2778976,2887116],[2697996,2833827,2887166],[2713663,2790020,2889532],[2717858,2718028,2873851],[2719109,2719124,2874106],[2719875,2795203,2890527],[2726144,2799421,2875512],[2739390,2808120,2892578],[2742174,2809386,2892833],[2759411,2759540,2883464],[2777004,2832809,2896587] ] cell #5093 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1156246],[1284339],[1316361],[1413853],[1429703],[1447097],[1467841],[1516509],[1540208],[1555153],[1560281],[1577371],[1630599],[1641199],[1646327],[1663071],[1684230],[1684456],[1689081],[1702580],[1711739],[1732065],[1751108],[1768535],[1768761],[1773386],[1782820],[1806850],[1810145],[1810820],[1822426],[1833026],[1838154],[1857228],[1857454],[1865941],[1870145],[1885932],[1888486],[1891781],[1892456],[1900746],[1918336],[1929184],[1932733],[1937379],[1954806],[1955032],[1959657],[1966052],[1977340],[1978015],[1980774],[1989865],[1999711],[2007303],[2010852],[2015498],[2019038],[2035958],[2036184],[2044671],[2046654],[2048875],[2064662],[2067216],[2070511],[2071186],[2081496],[2085300],[2090296],[2091226],[2092410],[2095172],[2108011],[2112887],[2120512],[2122733],[2131610],[2135481],[2146769],[2147444],[2150203],[2159294],[2169140],[2176732],[2180281],[2184927],[2188789],[2190625],[2194126],[2198234],[2199096],[2200471],[2203163],[2207034],[2214594],[2223394],[2228270],[2240136],[2243940],[2248936],[2249866],[2251050],[2253812],[2266651],[2271527],[2279152],[2281373],[2290472],[2297107],[2298943],[2300577],[2306552],[2312017],[2313853],[2321462],[2323699],[2330262],[2335460],[2337296],[2340797],[2344905],[2345767],[2347142],[2349834],[2353705],[2354635],[2361265],[2370065],[2374941],[2389690],[2389811],[2396325],[2398161],[2403094],[2409729],[2411565],[2413199],[2414574],[2419174],[2424325],[2430960],[2432796],[2434430],[2440405],[2441267],[2442642],[2445870],[2447706],[2455315],[2457552],[2464115],[2479373],[2487775],[2491253],[2491374],[2495205],[2497888],[2499724],[2510216],[2510337],[2516851],[2518687],[2520321],[2523620],[2530255],[2532091],[2533725],[2535100],[2539700],[2541937],[2546976],[2560816],[2560937],[2563133],[2567350],[2569703],[2586398],[2586519],[2594800],[2598278],[2598399],[2602230],[2604913],[2606749],[2608383],[2612343],[2613136],[2626977],[2635040],[2640643],[2654483],[2654604],[2656800],[2661017],[2663370],[2663491],[2669867],[2678085],[2682002],[2689094],[2689215],[2693083],[2693876],[2693997],[2707717],[2718812],[2725033],[2725826],[2725947],[2738360],[2750495],[2765180],[2775941],[2798066], [1467138,1976258],[1489000,1745461],[1546474,2046474],[1582423,1838341],[1597517,2091337],[1618993,1870256],[1629896,1880285],[1633522,1635745],[1662368,2145687],[1675364,2157277],[1675864,2157503],[1708846,1958432],[1711877,1960356],[1725616,2198875],[1746462,1989644],[1757632,1999822],[1761001,1762974],[1761227,1763474],[1789344,2249977],[1800247,2259142],[1801688,2260224],[1802116,2260899],[1821723,2059015],[1825349,1827572],[1834719,2074555],[1835219,2074781],[1837610,2076060],[1847933,2295216],[1867924,2102692],[1881286,2112666],[1884476,1886670],[1885151,1887098],[1911887,2345546],[1918719,2348709],[1923057,2354746],[1924507,2355819],[1943903,2169251],[1947272,1949245],[1947498,1949745],[1950610,2177186],[1956247,2183471],[1956675,2184146],[1962181,2187834],[1962969,2383768],[1997490,2218075],[1997661,1997830],[2003855,2005972],[2021837,2425595],[2023202,2240590],[2026663,2429069],[2036543,2436297],[2040025,2441046],[2060016,2271306],[2063206,2065400],[2063881,2065828],[2066848,2279323],[2072636,2285517],[2079862,2290787],[2080033,2080202],[2086425,2296152],[2097971,2480643],[2099336,2307006],[2104928,2485331],[2111428,2111571],[2132398,2504294],[2134173,2505468],[2135113,2337467],[2147982,2514960],[2162093,2524890],[2163458,2361719],[2166919,2364746],[2167090,2167259],[2173284,2175401],[2176799,2373482],[2189301,2189444],[2196600,2390005],[2196771,2196940],[2203951,2553407],[2205726,2554581],[2206666,2398332],[2212960,2403409],[2213131,2213300],[2231069,2570973],[2232434,2419628],[2238502,2424640],[2238673,2238842],[2239290,2576337],[2240203,2426107],[2245065,2430005],[2257976,2440859],[2263568,2592356],[2265343,2593530],[2266283,2447877],[2270068,2270211],[2297619,2297762],[2304918,2479688],[2305089,2305258],[2305706,2619538],[2306619,2481155],[2312529,2312672],[2316494,2626165],[2319828,2491568],[2319999,2320168],[2322778,2494041],[2324696,2495659],[2327179,2632596],[2328954,2633770],[2329894,2499895],[2335972,2336115],[2343271,2510531],[2343442,2343611],[2353337,2518858],[2359631,2523935],[2359802,2359971],[2360419,2653309],[2361332,2525402],[2379105,2540154],[2387337,2670468],[2396837,2396980],[2402776,2680725],[2407113,2681518],[2410241,2410384],[2412524,2412693],[2414206,2567521],[2417540,2570018],[2417711,2417880],[2418328,2687920],[2419241,2571485],[2431472,2431615],[2438771,2586713],[2438942,2439111],[2440472,2588180],[2446382,2446525],[2453681,2598593],[2453852,2454021],[2456631,2601066],[2458549,2602684],[2463747,2606920],[2467832,2718065],[2477020,2616923],[2477191,2477360],[2485121,2727987],[2488900,2728588],[2490935,2627809],[2493746,2493889],[2495272,2630781],[2498400,2498543],[2517363,2517506],[2530767,2530910],[2533050,2533219],[2534732,2661188],[2538066,2663685],[2538237,2538406],[2539767,2665152],[2541016,2666158],[2543350,2759513],[2547788,2670934],[2548620,2550677],[2551592,2551735],[2558162,2766641],[2558211,2767388],[2563571,2682889],[2584045,2697663],[2584216,2584385],[2590804,2702897],[2597960,2708549],[2600771,2600914],[2602297,2711521],[2605425,2605568],[2607708,2607877],[2613620,2719848],[2614507,2616253],[2622539,2799394],[2627026,2729583],[2641455,2739427],[2642287,2644344],[2645259,2645402],[2650814,2650983],[2657238,2751382],[2665863,2666006],[2671463,2672802],[2694360,2776977],[2695247,2696993],[2699630,2701687],[2702602,2702745],[2707766,2786712],[2739956,2741295],[2743839,2745585],[2780443,2781782] ] cell #5094 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1552174,2262780],[1638220,2326391],[1730192,2392796],[1830047,2460244],[1851084,2473624],[1885862,2494359],[1916463,2513322],[1971790,2548357],[2000641,2563954],[2029814,2580649],[2044601,2589504],[2064592,2601384],[2108941,2625079],[2113749,2627546],[2141219,2642024],[2151133,2647247],[2170070,2657621],[2184857,2666476],[2215456,2680462],[2254674,2699367],[2256979,2700451],[2267581,2705819],[2272389,2708286],[2282303,2713509],[2287974,2716905],[2331192,2735119],[2340305,2739134],[2352330,2744408],[2362127,2748955],[2374670,2754933],[2375803,2755502],[2378108,2756586],[2401170,2765954],[2420036,2773346],[2428006,2776493],[2428277,2776659],[2450715,2785890],[2459498,2789708],[2462740,2791164],[2483054,2798618],[2483325,2798784],[2502733,2805835],[2503646,2806384],[2507117,2807193],[2527301,2814740],[2527572,2814906],[2535925,2818188],[2552759,2824300],[2556230,2825109],[2573384,2830741],[2573655,2830907],[2574808,2831437],[2577844,2832092],[2591708,2837071],[2595179,2837880],[2618009,2845658],[2621045,2846313],[2631948,2849647],[2635419,2850456],[2637168,2851216],[2651780,2855550],[2654816,2856205],[2670296,2861309],[2674610,2862263],[2686391,2865217],[2689427,2865872],[2703430,2869739],[2719315,2874142],[2732730,2876992],[2760544,2883652], [1334912,2087213,2473451],[1355798,2104140,2311062],[1497324,2219523,2408774],[1498430,2220311,2563781],[1503287,2224324,2566292],[1531288,2245853,2580476],[1597487,2297745,2614354],[1600413,2299731,2475572],[1618963,2312655,2727834],[1621889,2314641,2624906],[1632783,2322324,2629381],[1671798,2350622,2647074],[1692554,2366194,2529300],[1693660,2366982,2657448],[1698517,2370995,2659959],[1726244,2390252,2548410],[1747090,2403656,2680515],[1757602,2410367,2682736],[1760528,2412353,2565902],[1789314,2431598,2695094],[1792240,2433584,2582597],[1800880,2439559,2700278],[1810790,2446508,2784963],[1813716,2448494,2705646],[1824610,2456177,2710121],[1831153,2461032,2713336],[1836010,2465045,2715847],[1881914,2491815,2627599],[1892426,2498526,2804908],[1895352,2500512,2734946],[1907347,2507863,2738961],[1912515,2510778,2642077],[1923027,2517489,2743686],[1923883,2352397,2648248],[1925953,2519475,2649195],[1928570,2521696,2746645],[1933361,2524182,2749008],[1943873,2530893,2751229],[1946799,2532879,2659569],[1955439,2538854,2756413],[1957693,2540562,2757337],[1977985,2551718,2825508],[1987375,2556976,2765781],[2011480,2570265,2773399],[2018767,2574857,2775194],[2040653,2586960,2699420],[2041490,2256611,2587668],[2042047,2590079,2782600],[2042781,2588306,2781177],[2045735,2590350,2782705],[2055476,2595925,2785717],[2060644,2598840,2708339],[2071156,2605551,2790442],[2072012,2462807,2714510],[2074082,2607537,2715457],[2076699,2609758,2793401],[2089521,2615339,2845951],[2093038,2617170,2798837],[2094901,2618058,2797319],[2119944,2630907,2850855],[2129334,2636165,2805662],[2130864,2637017,2806313],[2147414,2645385,2807592],[2149428,2646426,2810181],[2152390,2649897,2812029],[2153120,2648369,2811231],[2153935,2648810,2744461],[2156804,2650643,2746255],[2159023,2651829,2813441],[2166128,2527639,2750011],[2180909,2663932,2755555],[2181746,2377740,2664640],[2182303,2667051,2820847],[2183037,2665278,2819424],[2185991,2667322,2820952],[2197467,2672301,2862447],[2197963,2672350,2824635],[2202417,2674459,2824229],[2222619,2683721,2865510],[2226136,2685552,2830960],[2227999,2686440,2829442],[2235104,2573722,2774402],[2236361,2690862,2831415],[2248161,2696079,2831730],[2251678,2697910,2776712],[2253045,2698749,2834426],[2253541,2698798,2779914],[2256268,2701785,2835929],[2262034,2703279,2837000],[2263355,2592146,2785116],[2269190,2450347,2706905],[2269747,2601959,2788869],[2278584,2711647,2838279],[2280598,2712688,2840868],[2283560,2716159,2842716],[2284290,2714631,2841918],[2285105,2715072,2791217],[2294153,2719364,2844333],[2298197,2720831,2845880],[2298237,2720982,2874974],[2302777,2722812,2845636],[2316087,2728416,2876038],[2320695,2730421,2877176],[2321191,2730470,2849982],[2325645,2732579,2849576],[2326966,2632386,2805061],[2332801,2502365,2736205],[2333358,2494934,2731740],[2339530,2738789,2851564],[2344138,2740794,2851400],[2344634,2740843,2806719],[2349088,2742952,2810110],[2349128,2743103,2853514],[2357490,2746997,2855528],[2358174,2651878,2814188],[2358712,2523302,2749218],[2363769,2660271,2817143],[2364499,2750132,2856572],[2369290,2752214,2855843],[2372807,2754045,2814959],[2374174,2754884,2858539],[2377397,2757920,2860042],[2381775,2667389,2758737],[2386591,2760393,2861238],[2390655,2761772,2862425],[2393371,2673620,2825661],[2400395,2765609,2862611],[2406279,2767891,2884940],[2406775,2767940,2863892],[2410819,2769407,2865439],[2410859,2769558,2885772],[2413799,2567142,2685225],[2415399,2771388,2865195],[2416083,2686489,2830189],[2416621,2569385,2773609],[2421678,2566604,2770343],[2422408,2774523,2866239],[2427510,2776444,2866681],[2432050,2777960,2831659],[2432090,2778111,2866592],[2436630,2779941,2834404],[2444186,2707668,2838515],[2444933,2703536,2837651],[2444995,2592087,2785067],[2449940,2785545,2870087],[2450004,2710704,2840018],[2454548,2787550,2869923],[2455044,2787599,2837406],[2459538,2789859,2872037],[2460819,2713126,2790595],[2466654,2609390,2717076],[2467783,2793831,2873931],[2470819,2794486,2874120],[2476274,2721767,2846542],[2476812,2616843,2799047],[2482558,2798569,2875063],[2485062,2624637,2727938],[2488154,2800274,2875967],[2488194,2800425,2891335],[2492218,2801653,2877154],[2494438,2630026,2731681],[2496204,2626928,2800909],[2496951,2732836,2850227],[2497013,2632327,2805012],[2501958,2805490,2877340],[2502022,2629964,2802412],[2504025,2738311,2851305],[2507157,2807344,2878082],[2511181,2808572,2851378],[2513897,2742113,2807745],[2520921,2650435,2746175],[2522150,2750646,2856713],[2522854,2652134,2814339],[2526805,2814691,2880562],[2531345,2816207,2855772],[2531385,2816358,2880473],[2534325,2660809,2753718],[2536609,2754982,2818690],[2537147,2663052,2755765],[2542934,2667776,2759032],[2543501,2821620,2883511],[2545448,2669818,2821709],[2547739,2761028,2862120],[2550775,2762531,2862932],[2550837,2673561,2825612],[2553138,2765131,2862352],[2556270,2825260,2884280],[2558113,2825954,2884729],[2558467,2680198,2767539],[2561149,2826609,2884918],[2563512,2682840,2684100],[2566644,2684777,2770599],[2568233,2682153,2827117],[2568937,2686745,2830340],[2572888,2830692,2885861],[2575162,2776092,2866524],[2583299,2778896,2832321],[2583837,2697583,2776922],[2589583,2701847,2782541],[2590984,2786210,2838580],[2595219,2838031,2888204],[2599243,2839259,2869901],[2601463,2710766,2788810],[2603976,2789965,2841278],[2604038,2713067,2790546],[2608983,2716697,2792931],[2610122,2717631,2793809],[2611816,2718963,2843752],[2613771,2794994,2874749],[2614458,2615718,2616194],[2616395,2722023,2846693],[2618363,2798217,2874906],[2622690,2846967,2891194],[2622796,2727357,2800045],[2627282,2729734,2730775],[2631224,2729081,2800974],[2635459,2850607,2891963],[2637274,2806964,2851594],[2641406,2807828,2851073],[2644442,2809331,2851885],[2644504,2742054,2807696],[2646805,2743790,2745526],[2649937,2745727,2812285],[2657179,2751333,2752593],[2660311,2753270,2817399],[2662604,2755238,2818841],[2666555,2757982,2820788],[2669237,2760164,2821998],[2670961,2761006,2761093],[2671614,2672655,2673058],[2674716,2824880,2862641],[2678504,2766207,2825932],[2682259,2768905,2769664],[2694511,2832600,2866367],[2695198,2696458,2696934],[2697135,2779152,2832472],[2699103,2780594,2782038],[2708022,2786863,2787904],[2716199,2792483,2842972],[2720329,2721088,2721423],[2739454,2807806,2807893],[2740107,2741148,2741551],[2743209,2810591,2811685],[2750752,2815705,2816464],[2777458,2778217,2778552] ] cell #5095 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [859029],[987167],[1083459],[1173438],[1205987],[1242814],[1275286],[1335134],[1368359],[1401217],[1416182],[1438044],[1492238],[1498652],[1531510],[1542743],[1564735],[1579700],[1622111],[1672020],[1674403],[1678386],[1687468],[1693882],[1705115],[1771773],[1784235],[1796182],[1801102],[1813938],[1831375],[1833758],[1867356],[1895574],[1903794],[1907569],[1918457],[1924033],[1938794],[1955661],[1983822],[1987597],[2016913],[2020499],[2021575],[2036309],[2051923],[2055698],[2072162],[2096633],[2097709],[2125781],[2129556],[2132476],[2133939],[2160755],[2161831],[2166278],[2204029],[2205492],[2217959],[2229731],[2230807],[2235254],[2237798],[2263646],[2265013],[2265109],[2295023],[2304214],[2316232],[2327257],[2328624],[2328720],[2358927],[2359709],[2381925],[2387415],[2394241],[2401705],[2406879],[2416836],[2417618],[2446291],[2462477],[2468218],[2471545],[2477098],[2484208],[2498309],[2514767],[2538144],[2543856],[2548174],[2551501],[2557599],[2584123],[2605334],[2610340],[2614126],[2641841],[2645168],[2671179],[2694866],[2739672] ] cell #5096 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162834,2159431],[1248155,2228407],[1340386,2300714],[1443385,2375078],[1466053,2389843],[1503904,2413336],[1536762,2434567],[1596013,2473383],[1628811,2491406],[1661283,2510369],[1677272,2520458],[1699134,2533862],[1750426,2560969],[1756128,2563713],[1787840,2580408],[1799162,2586551],[1820638,2598431],[1836627,2608520],[1874531,2624838],[1921553,2647006],[1924235,2648401],[1936697,2654636],[1942399,2657380],[1953721,2663523],[1959793,2542333],[2014816,2689247],[2026224,2694029],[2041307,2700210],[2053261,2705578],[2067352,2603796],[2069682,2713268],[2072364,2714663],[2102358,2725979],[2127119,2734878],[2135617,2640158],[2137837,2738893],[2166480,2750164],[2176598,2662128],[2181563,2756345],[2207170,2677600],[2209390,2765713],[2235456,2774555],[2236822,2774868],[2240002,2693187],[2266787,2706420],[2269007,2785649],[2279033,2712355],[2303238,2796993],[2306418,2725137],[2330398,2735720],[2332618,2805594],[2334138,2737113],[2337177,2738456],[2357951,2813115],[2361131,2749322],[2395003,2763933],[2398042,2765276],[2415860,2829116],[2419040,2773713],[2423171,2775143],[2444548,2783869],[2447587,2785212],[2471280,2844177],[2478219,2797268],[2496566,2803814],[2499605,2805157],[2522466,2813390],[2546286,2822431],[2568549,2829391],[2612535,2844282], [976563,1990002,2558258],[1110276,2113024,2627073],[1116303,1885250,2629784],[1206012,2199367,2671871],[1209962,2199233,2672849],[1242839,2004097,2684301],[1302103,2271664,2707813],[1308130,2063980,2710524],[1335264,2299989,2720645],[1368384,2113158,2729991],[1372334,2117440,2730969],[1401242,2346038,2740364],[1405192,2345904,2741342],[1438069,2173526,2752794],[1449412,2184245,2757740],[1465774,1724828,2548287],[1492263,1990136,2679414],[1498782,2219781,2769221],[1531640,2433842,2777774],[1542768,2441538,2780851],[1546718,2441404,2781829],[1549520,2260998,2783108],[1564760,2271798,2787120],[1568710,2276080,2788098],[1579725,2285759,2792007],[1622241,2104398,2726914],[1628532,1880498,2627476],[1661004,1911099,2641954],[1672150,2519733,2810907],[1674428,2520592,2811501],[1675879,2353841,2651198],[1678411,2356061,2812513],[1687493,2159565,2747907],[1694012,2366452,2816021],[1705140,2375212,2819098],[1709090,2379494,2820076],[1711892,2382127,2542763],[1750147,1994418,2680392],[1763489,2412908,2414710],[1771798,2228541,2772298],[1784260,2434701,2834199],[1796207,2437091,2834599],[1798883,2039237,2699297],[1801232,2589762,2835486],[1801407,2587824,2781698],[1801697,2440271,2702369],[1805234,2443038,2836320],[1814068,2263038,2784043],[1820359,2059228,2708216],[1831505,2460502,2841594],[1833783,2608654,2842188],[1835234,2464251,2608092],[1837766,2466471,2609110],[1867381,2300848,2796593],[1886679,2493513,2495071],[1895704,2326649,2803988],[1903819,2511642,2852653],[1907699,2513580,2853322],[1918728,2515529,2742865],[1919223,2515734,2853635],[1923956,2152519,2744338],[1924052,2152653,2648196],[1924501,2518568,2746204],[1936418,2163847,2748885],[1938819,2533996,2858312],[1949760,2533434,2535236],[1950766,2536386,2661963],[1953442,2179493,2755432],[1955791,2666734,2859599],[1955966,2664796,2819945],[1956256,2539566,2665630],[1983847,2391116,2823057],[1987727,2393054,2823726],[1997839,2562560,2562691],[2005966,2565851,2567231],[2014537,2232823,2773276],[2016938,2413470,2828716],[2021846,2581598,2775581],[2022341,2581803,2867511],[2023358,2578305,2692619],[2025945,2242769,2776589],[2036342,2585156,2868223],[2036537,2585244,2779863],[2041603,2041626,2700298],[2051948,2599704,2871176],[2055828,2601642,2871845],[2056003,2707061,2840681],[2065409,2600538,2602096],[2066857,2603591,2712115],[2072085,2283689,2791094],[2072181,2283823,2714458],[2072630,2606630,2715406],[2080211,2611032,2611163],[2097980,2474573,2797706],[2098475,2474778,2844739],[2099492,2621506,2724569],[2102079,2309185,2798714],[2111565,2626512,2626607],[2125806,2492679,2848404],[2129686,2494617,2849073],[2129861,2736361,2803075],[2132976,2334343,2806123],[2133972,2642867,2878631],[2134167,2642955,2806668],[2135122,2639953,2737881],[2147863,2646093,2810090],[2162102,2658570,2813828],[2162597,2658775,2881392],[2163614,2655277,2748754],[2166201,2363898,2814836],[2166297,2364032,2749959],[2167268,2656227,2656358],[2175395,2659518,2660898],[2176793,2662216,2754468],[2181859,2181882,2756433],[2189438,2668794,2668889],[2196949,2550686,2672002],[2204529,2395208,2824039],[2205525,2549200,2861537],[2205720,2549288,2824584],[2206675,2677395,2764701],[2213309,2402785,2679545],[2217984,2561610,2863736],[2218024,2562800,2681775],[2231078,2564903,2829829],[2231573,2565108,2864298],[2232590,2689888,2773145],[2235177,2421807,2830837],[2235273,2421941,2774350],[2237831,2423083,2831230],[2238851,2691772,2691903],[2239171,2695746,2831639],[2240197,2693275,2775755],[2258132,2590968,2702246],[2264146,2444753,2836810],[2265032,2445394,2784205],[2265142,2709129,2888753],[2265337,2709217,2837355],[2266292,2706215,2784637],[2269303,2269326,2785737],[2270205,2707252,2707347],[2288501,2466956,2793490],[2290736,2612010,2718094],[2297756,2616247,2720740],[2304247,2478131,2845451],[2305267,2723722,2723853],[2305587,2615006,2845860],[2306613,2725225,2797880],[2312666,2485115,2727009],[2316503,2625475,2847778],[2316998,2625680,2875906],[2320177,2490944,2730122],[2322942,2324852,2630425],[2327757,2496771,2849386],[2328643,2497412,2804150],[2328753,2628389,2876266],[2328948,2628477,2849931],[2329903,2735515,2804582],[2332914,2332937,2805682],[2335220,2503313,2806293],[2336109,2737287,2737382],[2343620,2644353,2740495],[2353346,2650992,2745888],[2358960,2522378,2855343],[2359980,2523015,2748038],[2360186,2360209,2813645],[2360300,2751881,2855752],[2361326,2749410,2814002],[2364695,2656467,2750268],[2379261,2541180,2758381],[2381944,2542467,2821150],[2382787,2668262,2759493],[2387915,2546491,2861177],[2389954,2672791,2761556],[2394260,2551236,2823888],[2396085,2552426,2824209],[2396974,2764107,2764202],[2403358,2558200,2766670],[2406912,2680829,2884828],[2407107,2680917,2863841],[2410378,2563565,2769316],[2412702,2414215,2684938],[2416869,2568461,2865010],[2417889,2569098,2772429],[2418095,2418118,2829646],[2418209,2683388,2865419],[2419235,2773801,2830003],[2424589,2692750,2775223],[2431609,2696987,2777869],[2439120,2701696,2780982],[2440466,2702739,2782354],[2445630,2591375,2836980],[2446149,2446324,2837086],[2446519,2591900,2784138],[2454030,2597969,2787251],[2456795,2458705,2711165],[2462496,2604437,2841756],[2463756,2607886,2792644],[2466767,2466790,2843288],[2471578,2612447,2874030],[2472470,2719828,2720113],[2477369,2616556,2796724],[2477575,2477598,2845369],[2479637,2724700,2797348],[2484241,2726740,2891154],[2484350,2622312,2799374],[2488781,2728083,2875947],[2491517,2627015,2801437],[2493883,2495266,2731494],[2497648,2631615,2849556],[2498167,2498342,2849662],[2498537,2632140,2804083],[2510480,2741284,2808356],[2514786,2644903,2853484],[2517500,2745579,2811002],[2523884,2524018,2813470],[2530904,2657232,2816116],[2533228,2534741,2753431],[2538415,2662765,2819229],[2538621,2538644,2859242],[2539761,2666000,2820601],[2543889,2668620,2883471],[2546736,2669963,2861218],[2551359,2551534,2861923],[2551729,2673374,2823821],[2557792,2766590,2884665],[2569967,2570101,2829471],[2579495,2776957,2777242],[2584394,2697296,2834330],[2584600,2584623,2868141],[2586662,2781771,2834954],[2598542,2707755,2839043],[2600908,2602291,2788623],[2605192,2605367,2872434],[2605562,2712880,2841689],[2610533,2718014,2873867],[2613533,2614159,2874193],[2616872,2617006,2845194],[2645026,2645201,2879017],[2645396,2741867,2853417],[2663634,2663768,2859067],[2670883,2671372,2861337],[2694273,2694899,2886680],[2697612,2697746,2867966],[2739376,2739865,2878431] ] cell #5097 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2630489],[2672004],[2679547],[2684940],[2702310],[2711229],[2717361],[2720738],[2727007],[2730124],[2731492],[2740497],[2745890],[2753433],[2758445],[2759259],[2761550],[2766664],[2769314],[2777867],[2780984],[2782352],[2787253],[2788621],[2792646],[2795051],[2799140],[2801431],[2808350],[2811000],[2816114],[2820599],[2832657],[2834948],[2839037], [1724882,2389486],[1744738,2402337],[1879562,2490496],[1880552,2491049],[1885252,2494013],[1911153,2510012],[1972978,2548868],[1975535,2550238],[1991915,2559242],[1994472,2560612],[2004161,2565973],[2039291,2586194],[2058292,2597521],[2059282,2598074],[2063982,2601038],[2088310,2614724],[2106025,2623643],[2114937,2628057],[2117494,2629427],[2142407,2642535],[2144964,2643905],[2152573,2648044],[2152717,2518152],[2161344,2652909],[2163901,2654279],[2173590,2659640],[2179547,2663166],[2184247,2666130],[2221408,2683106],[2230320,2687520],[2232877,2688890],[2242823,2693672],[2246950,2695464],[2255862,2699878],[2256583,2587545],[2258419,2701248],[2261000,2702869],[2264665,2704383],[2273577,2708797],[2276134,2710167],[2283743,2714306],[2283887,2606214],[2285823,2715528],[2301765,2722395],[2309239,2725622],[2328276,2733683],[2334397,2736724],[2351719,2744056],[2353518,2744919],[2353843,2746147],[2356125,2746326],[2363952,2749807],[2364096,2655711],[2368079,2751599],[2376991,2756013],[2377712,2664517],[2379548,2757383],[2382129,2759004],[2391180,2761971],[2393893,2763043],[2395262,2763544],[2414387,2770971],[2414712,2685197],[2421861,2774198],[2422005,2690322],[2423062,2774771],[2435618,2779524],[2437155,2780140],[2440015,2781272],[2440273,2782245],[2440656,2781547],[2443092,2782751],[2444807,2783480],[2445458,2704597],[2450319,2706782],[2462129,2790812],[2463928,2791675],[2464253,2792903],[2466535,2793082],[2474575,2795675],[2474832,2795709],[2478110,2796896],[2492743,2801852],[2495073,2731385],[2495456,2802924],[2496825,2803425],[2497476,2733897],[2502337,2736082],[2503295,2806059],[2511706,2808771],[2514419,2809843],[2515531,2810310],[2515788,2810344],[2518566,2812058],[2522357,2813018],[2523017,2748040],[2523274,2748049],[2534913,2817771],[2535238,2753690],[2536450,2818387],[2539310,2819519],[2539568,2820492],[2539951,2819794],[2542531,2758815],[2546545,2822260],[2549179,2822960],[2549286,2823003],[2551300,2763257],[2552408,2823975],[2561674,2826808],[2562693,2768624],[2564905,2827798],[2565162,2827832],[2567229,2770372],[2568440,2829019],[2569100,2772431],[2569357,2772440],[2578369,2832291],[2581600,2833281],[2581857,2833315],[2585135,2834502],[2585242,2834545],[2591357,2836746],[2591791,2783948],[2591898,2784136],[2596381,2838374],[2599768,2839458],[2602098,2788514],[2602481,2840530],[2603593,2840997],[2604501,2791026],[2606628,2842745],[2609362,2793211],[2611165,2794423],[2612426,2844080],[2614988,2844675],[2616558,2796726],[2616815,2796735],[2621570,2846512],[2625477,2847573],[2625734,2847607],[2626605,2801028],[2628368,2848307],[2628475,2848350],[2631597,2849322],[2632031,2803893],[2632138,2804081],[2636621,2850950],[2639955,2851822],[2642846,2852556],[2642953,2852599],[2644967,2810057],[2646075,2853571],[2651907,2813464],[2655341,2856404],[2656360,2815424],[2658572,2857394],[2658829,2857428],[2660896,2817172],[2662214,2858658],[2662767,2819231],[2663024,2819240],[2668197,2860858],[2668887,2822052],[2669945,2861113],[2673265,2823631],[2673372,2823819],[2677397,2862869],[2680808,2863639],[2680915,2863682],[2681769,2827174],[2683370,2864234],[2686518,2829465],[2689952,2866071],[2691905,2832029],[2693273,2866895],[2695728,2867447],[2697298,2834332],[2697555,2834341],[2706217,2870345],[2707345,2838634],[2709108,2871079],[2709215,2871122],[2712771,2841499],[2712878,2841687],[2717685,2873861],[2718088,2843972],[2720048,2844372],[2721796,2845188],[2723855,2846250],[2725223,2875277],[2726317,2875587],[2728065,2875842],[2735517,2877598],[2737380,2851648],[2741758,2853227],[2741865,2853415],[2749408,2880776],[2750262,2856770],[2751863,2881328],[2755011,2859061],[2761147,2861331],[2764200,2862695],[2766261,2884659],[2773799,2886075],[2775217,2866744],[2777177,2867144],[2778925,2867960],[2797342,2875126],[2807947,2878425], [1162836,1931009,2522863],[1248157,2009128,2568946],[1340388,2091676,2616404],[1443387,2178557,2662613],[1466055,2196254,2671623],[1503906,2224774,2684786],[1536764,2250316,2697144],[1596077,2296855,2720378],[1628813,2319482,2729743],[1661285,2342925,2740116],[1677274,2355085,2745736],[1699136,2371445,2753279],[1750428,2405854,2767548],[1756192,2409477,2768954],[1787904,2430708,2777507],[1799164,2438425,2780603],[1820640,2453335,2786872],[1836629,2465495,2792492],[1874595,2487523,2800094],[1921617,2516599,2810640],[1924237,2518341,2811253],[1936699,2526380,2814348],[1942463,2530003,2815754],[1953723,2537720,2818850],[1959795,2542387,2820998],[2014818,2572463,2830349],[2026226,2578928,2832481],[2041371,2587416,2835219],[2053325,2594548,2837700],[2067354,2603850,2841031],[2069746,2604661,2841327],[2072366,2606403,2841940],[2102360,2622129,2846702],[2127183,2634788,2850276],[2135619,2640212,2851856],[2137901,2640391,2851934],[2166482,2655900,2856594],[2176600,2662107,2858615],[2181627,2664388,2859332],[2207172,2677654,2862903],[2209454,2677833,2862981],[2235458,2690511,2866261],[2236886,2691061,2866493],[2240004,2693166,2866852],[2266789,2706474,2870379],[2269071,2706653,2870457],[2279031,2712337,2872094],[2303302,2723011,2874875],[2306420,2725116,2875234],[2330400,2735774,2877632],[2332682,2735953,2877710],[2334140,2736690,2877952],[2337175,2738438,2878207],[2358015,2747196,2880374],[2361133,2749301,2880733],[2395005,2763510,2884150],[2398040,2765258,2884405],[2415924,2771587,2885673],[2419042,2773692,2886032],[2423169,2774814,2886348],[2444550,2783446,2888074],[2447585,2785194,2888329],[2471344,2794685,2890506],[2478217,2796939,2890802],[2496568,2803391,2891833],[2499603,2805139,2892088],[2522464,2813061,2893508],[2546288,2822226,2895233],[2568547,2829062,2896088],[2612533,2844123,2898397] ] cell #5098 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1374219],[1466172],[1504097],[1504669],[1548603],[1570595],[1596585],[1628930],[1633646],[1633878],[1661402],[1677465],[1678037],[1699327],[1699899],[1710975],[1724635],[1750545],[1753616],[1756700],[1761356],[1788412],[1799281],[1803997],[1804229],[1820757],[1825473],[1825705],[1836820],[1837392],[1838512],[1842499],[1847903],[1875103],[1878101],[1880305],[1885269],[1910906],[1919041],[1922125],[1926781],[1939887],[1942971],[1947627],[1958556],[1958788],[1960558],[1962939],[1964179],[1973119],[1992056],[1994225],[1997460],[2004299],[2021229],[2022159],[2026633],[2036840],[2039044],[2056831],[2059035],[2063999],[2067170],[2074910],[2076079],[2079832],[2088423],[2097363],[2098293],[2102864],[2104898],[2106138],[2115078],[2117602],[2132368],[2133608],[2134470],[2135435],[2142548],[2147952],[2161485],[2162415],[2166889],[2173728],[2177096],[2177205],[2184264],[2188006],[2196570],[2203921],[2205161],[2206023],[2206988],[2212930],[2221521],[2230461],[2231391],[2238472],[2239260],[2240500],[2240609],[2247063],[2256003],[2261017],[2263538],[2264778],[2265640],[2266605],[2273718],[2276242],[2285961],[2296324],[2301906],[2304888],[2305676],[2306916],[2307025],[2316816],[2319798],[2327149],[2328389],[2329251],[2330216],[2343241],[2351832],[2353659],[2356263],[2359601],[2360389],[2361629],[2361738],[2368192],[2377132],[2379656],[2387307],[2391896],[2394006],[2405300],[2407410],[2414528],[2417510],[2418298],[2419538],[2419647],[2430177],[2435759],[2437871],[2438741],[2440769],[2440878],[2443200],[2453651],[2462242],[2464069],[2467802],[2475447],[2476990],[2487327],[2488870],[2493459],[2495569],[2495678],[2512422],[2514532],[2516403],[2535054],[2538036],[2540064],[2540173],[2543397],[2547758],[2549606],[2558132],[2559980],[2565777],[2582472],[2584015],[2585562],[2600484],[2602594],[2602703],[2613667],[2622586],[2628795],[2641425],[2643273],[2659444],[2694407],[2709535], [533095,2397473],[654224,2499036],[679766,2336608],[689884,1924354],[752957,2561891],[795149,2252278],[797045,2041879],[812864,2447018],[822982,2072483],[859523,2623061],[874276,2630706],[911058,2152326],[922386,2525327],[924291,2166599],[937108,2373407],[939004,2182135],[976582,2678780],[987661,2682524],[1002414,2571410],[1004319,2235575],[1014674,2426032],[1038253,2591984],[1038530,2268752],[1045073,2269579],[1053006,2711446],[1060615,2283496],[1083953,2721688],[1096310,2481080],[1110295,2729357],[1121374,2632224],[1121651,2332363],[1128194,2333190],[1130761,2503922],[1162853,2652024],[1163027,1936816],[1163599,2363616],[1170344,2363705],[1173932,2751017],[1188685,2665077],[1190590,1959986],[1209981,2762321],[1211570,2673458],[1211847,2209135],[1215066,2553035],[1248174,2686635],[1248348,2014935],[1248920,2421525],[1255665,2421614],[1257602,2575052],[1275780,2778817],[1288137,2588105],[1290876,2444083],[1291106,2449124],[1291338,2053833],[1302122,2786486],[1313201,2712964],[1313478,2068387],[1320021,2076311],[1337799,2615615],[1340405,2721913],[1340579,2102477],[1341151,2308903],[1343648,2618253],[1373942,2731578],[1377438,2496101],[1377668,2501142],[1377900,2127691],[1387404,2334677],[1405211,2809121],[1406800,2741951],[1407077,2137582],[1410296,2646702],[1416676,2811950],[1420360,2522040],[1421302,2163654],[1443404,2755128],[1443578,1953840],[1444150,2178221],[1450895,2185685],[1460898,2545345],[1466072,2761716],[1467657,2672545],[1470888,2399579],[1471120,2209962],[1474210,2395542],[1501317,2683997],[1503923,2770489],[1507166,2568123],[1508108,2232630],[1534175,2696355],[1536781,2779042],[1536955,2026343],[1537527,2242487],[1540024,2698993],[1546737,2835719],[1548326,2782438],[1550922,2261504],[1570318,2788707],[1573814,2279572],[1574044,2279782],[1574276,2070254],[1590809,2611706],[1593501,2477793],[1596215,2615105],[1598055,2475112],[1601241,2308992],[1623656,2624534],[1628830,2801597],[1630415,2730665],[1636968,2325115],[1656128,2337716],[1661302,2808516],[1662887,2741038],[1666118,2338714],[1666350,2138409],[1669440,2516068],[1674685,2519107],[1677291,2812175],[1696547,2752490],[1699153,2817289],[1702396,2373269],[1703338,2179300],[1710698,2820685],[1715359,2544835],[1719824,2385429],[1722431,2394538],[1724990,2549372],[1741449,2398581],[1750445,2766830],[1750924,2680088],[1756330,2683487],[1758170,2565442],[1782636,2425894],[1785328,2422745],[1788042,2695845],[1789882,2582137],[1793068,2242576],[1799181,2835114],[1800766,2587967],[1815483,2448126],[1820657,2839203],[1822242,2787794],[1828795,2279122],[1834040,2607169],[1836646,2842862],[1841534,2469416],[1865757,2480942],[1871029,2624024],[1874733,2728182],[1875494,2486992],[1880660,2628561],[1897119,2500144],[1901630,2503412],[1906095,2337266],[1908702,2333673],[1911261,2643039],[1921755,2646192],[1923595,2518657],[1936716,2813630],[1937195,2525189],[1939076,2661437],[1942601,2751980],[1944441,2659109],[1953740,2859227],[1955325,2664939],[1981658,2552525],[1986123,2398131],[1991091,2559746],[1994580,2681001],[2014835,2829631],[2015314,2571272],[2017195,2567770],[2020264,2423255],[2026243,2868126],[2039399,2585328],[2049759,2591474],[2053463,2785311],[2054224,2447676],[2055362,2711308],[2059390,2709301],[2069884,2712454],[2071724,2606719],[2096398,2478303],[2102377,2845354],[2123617,2631714],[2127321,2805256],[2128082,2499694],[2129220,2630568],[2138039,2738555],[2158259,2750428],[2160520,2522550],[2164009,2749494],[2165840,2660987],[2179655,2662300],[2193588,2670062],[2209592,2765375],[2227235,2681935],[2229496,2568633],[2232985,2773885],[2234816,2567320],[2237602,2775383],[2242931,2693359],[2261839,2707687],[2292678,2718254],[2294788,2612619],[2304018,2797508],[2309347,2725309],[2325450,2626947],[2335012,2738330],[2356874,2750542],[2385764,2669837],[2395877,2765150],[2414783,2682049],[2423489,2775988],[2469650,2718859],[2478537,2798113] ] cell #5099 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2567155],[2614893],[2623812],[2630181],[2650448],[2660822],[2667789],[2671969],[2679512],[2683275],[2684905],[2695633],[2702002],[2710921],[2716710],[2717639],[2720547],[2726816],[2730089],[2740462],[2744225],[2745855],[2751768],[2753398],[2758137],[2761101],[2766215],[2769123],[2777676],[2780949],[2787218],[2792611],[2807901],[2810809],[2815923], [1596051,2296811],[1616487,2484853],[1755126,2563303],[1756166,2409433],[1761030,2412783],[1787878,2430664],[1851878,2616063],[1854578,2615985],[1871869,2484931],[1874569,2487479],[1884778,2493604],[1921591,2516555],[1941397,2656970],[1942437,2529959],[1947301,2533309],[1972952,2672970],[1991889,2558379],[2001435,2563381],[2004135,2565929],[2030608,2696803],[2033308,2696725],[2041345,2587372],[2041503,2439786],[2050599,2591956],[2053299,2594504],[2063508,2600629],[2069720,2604617],[2074584,2607967],[2114911,2627194],[2124457,2632196],[2127157,2634744],[2137875,2640347],[2142381,2741463],[2151927,2745395],[2152691,2518117],[2154627,2745317],[2157306,2651073],[2161318,2652046],[2170864,2657048],[2173564,2659596],[2181601,2664344],[2181759,2539081],[2183773,2665721],[2201265,2673430],[2209428,2677789],[2230294,2686657],[2236860,2691017],[2255836,2781950],[2257773,2782410],[2258107,2702284],[2260526,2702460],[2269045,2706609],[2269203,2596152],[2273551,2707934],[2283097,2712936],[2283861,2606179],[2285797,2715484],[2288476,2717335],[2298748,2721035],[2301739,2721935],[2303276,2722967],[2324493,2731550],[2324827,2630463],[2332656,2735909],[2332814,2636392],[2333973,2736615],[2347936,2741923],[2349639,2743156],[2352797,2811297],[2353075,2745723],[2353492,2812197],[2356099,2746282],[2357989,2747152],[2358725,2653138],[2364070,2655676],[2376965,2755150],[2378902,2820657],[2379236,2758419],[2381655,2758595],[2390872,2761914],[2391154,2761927],[2394838,2763435],[2411370,2769611],[2413944,2684773],[2414361,2770511],[2415898,2771543],[2416634,2687749],[2421979,2690287],[2423047,2774768],[2432601,2778164],[2435592,2779064],[2436847,2780083],[2437129,2780096],[2440238,2782230],[2444383,2783371],[2445150,2704552],[2445432,2704562],[2458346,2788679],[2458680,2711203],[2460049,2789912],[2463207,2841984],[2463485,2792479],[2463902,2842884],[2466667,2717132],[2471318,2794641],[2474408,2795600],[2474540,2795660],[2476825,2722624],[2478095,2796893],[2488705,2800478],[2489864,2729223],[2492435,2801795],[2492717,2801808],[2495038,2731370],[2496401,2803316],[2497168,2733852],[2497450,2733862],[2507668,2807397],[2511398,2808714],[2511680,2808727],[2515364,2810235],[2515496,2810295],[2522342,2813015],[2522850,2747768],[2522982,2748005],[2528039,2856638],[2531896,2816411],[2534470,2753266],[2534887,2817311],[2536142,2818330],[2537160,2756242],[2539533,2820477],[2542505,2758780],[2544623,2760306],[2546121,2822151],[2549164,2822957],[2550992,2763212],[2551274,2763222],[2556781,2825313],[2561366,2826751],[2561648,2826764],[2562658,2768609],[2564738,2827723],[2564870,2827783],[2568425,2829016],[2568933,2772159],[2569065,2772396],[2574122,2866305],[2578061,2832234],[2581433,2833206],[2581565,2833266],[2583850,2779753],[2585120,2834499],[2591776,2783945],[2595730,2838084],[2596889,2786352],[2599460,2839401],[2599742,2839414],[2602063,2788499],[2603558,2840982],[2604193,2790981],[2604475,2790991],[2610264,2843711],[2611130,2794408],[2612411,2844077],[2616391,2796454],[2616523,2796691],[2621262,2846455],[2625310,2847498],[2625442,2847558],[2626414,2800982],[2628353,2848304],[2632016,2803890],[2635970,2850660],[2638290,2807106],[2639920,2851807],[2642831,2852553],[2644659,2810012],[2644941,2810022],[2655033,2856347],[2656325,2815409],[2658405,2857319],[2658537,2857379],[2662600,2818959],[2662732,2819196],[2668182,2860855],[2668696,2822006],[2671103,2822530],[2673250,2823628],[2675732,2825022],[2677362,2862854],[2678646,2863270],[2680793,2863636],[2689644,2866014],[2691870,2832014],[2697131,2834060],[2697263,2834297],[2706182,2870330],[2707154,2838588],[2709093,2871076],[2712756,2841496],[2720033,2844369],[2723820,2846235],[2726302,2875584],[2735482,2877583],[2737189,2851602],[2739596,2852126],[2741743,2853224],[2764009,2862649],[2777162,2867141], [1037759,1808314,2591878],[1120880,1889950,2632118],[1211076,1976549,2673352],[1312707,2068680,2712858],[1335414,2087643,2720484],[1373448,2118508,2731472],[1406306,2145978,2741845],[1465581,2195845,2761416],[1498932,2220741,2769060],[1531790,2246283,2777613],[1547832,2259433,2782332],[1569824,2277148,2788601],[1622391,2315071,2800200],[1628339,2319073,2801297],[1660811,2342516,2808216],[1672300,2351052,2810746],[1694162,2367412,2815860],[1710204,2380562,2820579],[1749954,2405445,2826471],[1798690,2438016,2834814],[1801382,2439989,2835325],[1814218,2448924,2837806],[1820166,2452926,2838903],[1831655,2461462,2841433],[1837741,2466509,2793038],[1895854,2500942,2850382],[1907849,2508293,2852040],[1923763,2517932,2854120],[1936225,2525971,2856067],[1950741,2536424,2818343],[1953249,2537311,2858927],[1955941,2539284,2859438],[1987877,2557406,2863087],[2014344,2572054,2865734],[2023333,2578343,2832247],[2025752,2578519,2866994],[2055978,2596355,2870563],[2066586,2603426,2840922],[2071892,2605994,2872643],[2099467,2621544,2846468],[2101886,2621720,2875376],[2129836,2636595,2877816],[2131415,2637221,2877959],[2134851,2639788,2851747],[2163589,2655315,2856360],[2166008,2655491,2880875],[2176565,2662092,2858612],[2202968,2674663,2884157],[2206404,2677230,2862794],[2232565,2689926,2866027],[2234984,2690102,2886174],[2236578,2691004,2866483],[2239969,2693151,2866849],[2262585,2703483,2888081],[2266021,2706050,2870270],[2302994,2722954,2874865],[2306385,2725101,2875231],[2326196,2732783,2891840],[2329632,2735350,2877523],[2334105,2736675,2877949],[2357707,2747139,2880364],[2361098,2749286,2880730],[2387142,2760597,2895240],[2394970,2763495,2884147],[2415616,2771530,2885663],[2419007,2773677,2886029],[2444515,2783431,2888071],[2471036,2794628,2890496],[2496533,2803376,2891830],[2546253,2822211,2895230] ] cell #5100 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2567156],[2614894],[2623813],[2630182],[2650449],[2660823],[2667790],[2671967],[2679510],[2683276],[2684903],[2695634],[2702003],[2710922],[2716711],[2717623],[2720541],[2726810],[2730087],[2740460],[2744226],[2745853],[2751769],[2753396],[2758138],[2761085],[2766199],[2769117],[2777670],[2780947],[2787216],[2792609],[2807885],[2810803],[2815917], [1596056,2296840],[1616492,2311118],[1755131,2408830],[1756171,2409462],[1761031,2412788],[1787883,2430693],[1851879,2474052],[1854583,2475628],[1871870,2485932],[1874574,2487508],[1884779,2493642],[1921596,2516584],[1941402,2529356],[1942442,2529988],[1947302,2533314],[1972957,2548853],[1991894,2559227],[2001436,2564382],[2004140,2565958],[2030609,2581077],[2033313,2582653],[2041350,2587401],[2041504,2439787],[2050600,2592957],[2053304,2594533],[2063509,2600667],[2069725,2604646],[2074585,2607972],[2114916,2628042],[2124458,2633197],[2127162,2634773],[2137880,2640376],[2142386,2642520],[2151928,2647675],[2152696,2518116],[2154632,2649251],[2157307,2651078],[2161323,2652894],[2170865,2658049],[2173569,2659625],[2181606,2664373],[2181760,2539082],[2183774,2665759],[2201266,2673955],[2209433,2677818],[2230299,2687505],[2236865,2691046],[2255841,2699863],[2257774,2700879],[2258108,2702289],[2260527,2702498],[2269050,2706638],[2269204,2596153],[2273556,2708782],[2283098,2713937],[2283866,2606178],[2285802,2715513],[2288477,2717340],[2298749,2721073],[2301744,2722380],[2303281,2722996],[2324494,2732075],[2324828,2630468],[2332661,2735938],[2332815,2636393],[2333975,2736593],[2347937,2742448],[2349640,2743194],[2352798,2744575],[2353076,2745725],[2353497,2744904],[2356104,2746311],[2357994,2747181],[2358726,2653139],[2364075,2655675],[2376970,2755998],[2378903,2757014],[2379237,2758424],[2381656,2758633],[2390873,2761916],[2391159,2761956],[2394840,2763413],[2411371,2769649],[2413945,2684775],[2414366,2770956],[2415903,2771572],[2416635,2687750],[2421984,2690286],[2423045,2774752],[2432602,2778202],[2435597,2779509],[2436848,2780085],[2437134,2780125],[2440236,2782228],[2444385,2783349],[2445151,2704553],[2445437,2704561],[2458347,2789204],[2458681,2711208],[2460050,2789950],[2463208,2791331],[2463486,2792481],[2463907,2791660],[2466668,2717133],[2471323,2794670],[2474410,2795578],[2474538,2795658],[2476826,2722625],[2478093,2796877],[2488706,2800516],[2489865,2729225],[2492436,2801797],[2492722,2801837],[2495036,2731368],[2496403,2803294],[2497169,2733853],[2497455,2733861],[2507669,2807435],[2511399,2808716],[2511685,2808756],[2515366,2810213],[2515494,2810293],[2522340,2812999],[2522852,2747761],[2522980,2748003],[2528040,2815073],[2531897,2816449],[2534471,2753268],[2534892,2817756],[2536143,2818332],[2537161,2756243],[2539531,2820475],[2542510,2758779],[2544624,2760308],[2546123,2822129],[2549162,2822941],[2550993,2763213],[2551279,2763221],[2556782,2825351],[2561367,2826753],[2561653,2826793],[2562656,2768607],[2564740,2827701],[2564868,2827781],[2568423,2829000],[2568935,2772152],[2569063,2772394],[2574123,2831074],[2578062,2832236],[2581435,2833184],[2581563,2833264],[2583851,2779754],[2585118,2834483],[2591774,2783939],[2595731,2838122],[2596890,2786354],[2599461,2839403],[2599747,2839443],[2602061,2788497],[2603556,2840980],[2604194,2790982],[2604480,2790990],[2610266,2843704],[2611128,2794406],[2612409,2844061],[2616393,2796447],[2616521,2796689],[2621263,2846457],[2625312,2847476],[2625440,2847556],[2626408,2800966],[2628351,2848288],[2632014,2803884],[2635971,2850698],[2638291,2807108],[2639918,2851805],[2642829,2852537],[2644660,2810013],[2644946,2810021],[2655034,2856349],[2656323,2815407],[2658407,2857297],[2658535,2857377],[2662602,2818952],[2662730,2819194],[2668180,2860849],[2668690,2821990],[2671105,2822523],[2673248,2823622],[2675733,2825024],[2677360,2862852],[2678648,2863263],[2680791,2863620],[2689645,2866016],[2691868,2832012],[2697133,2834053],[2697261,2834295],[2706180,2870328],[2707148,2838572],[2709091,2871060],[2712754,2841490],[2720031,2844363],[2723818,2846233],[2726300,2875578],[2735480,2877581],[2737183,2851586],[2739598,2852119],[2741741,2853218],[2764003,2862633],[2777160,2867135], [1037760,1808319,2444971],[1120881,1889955,2496989],[1211077,1976554,2550813],[1312708,2068685,2604014],[1335415,2087648,2614434],[1373449,2118513,2630002],[1406307,2145983,2644480],[1465582,2195883,2671521],[1498933,2220746,2682816],[1531791,2246288,2695174],[1547833,2259438,2701823],[1569825,2277153,2710742],[1622392,2315076,2727914],[1628340,2319111,2729641],[1660812,2342554,2740014],[1672301,2351057,2743766],[1694163,2367417,2751309],[1710205,2380567,2757958],[1749955,2405483,2767446],[1798691,2438054,2780501],[1801383,2439994,2781257],[1814219,2448929,2785043],[1820167,2452964,2786770],[1831656,2461467,2790522],[1837742,2466514,2793067],[1895855,2500947,2804988],[1907850,2508298,2807672],[1923764,2517970,2811151],[1936226,2526009,2814246],[1950742,2536429,2818372],[1953250,2537349,2818748],[1955942,2539289,2819504],[1987878,2557411,2825588],[2014345,2572092,2830247],[2023334,2578348,2832276],[2025753,2578557,2832379],[2055979,2596360,2838359],[2066587,2603428,2840900],[2071893,2606032,2841838],[2099468,2621549,2846497],[2101887,2621758,2846600],[2129837,2636600,2850935],[2131416,2637259,2851251],[2134852,2639790,2851725],[2163590,2655320,2856389],[2166009,2655529,2856492],[2176563,2662090,2858596],[2202969,2674701,2862298],[2206405,2677232,2862772],[2232566,2689931,2866056],[2234985,2690140,2866159],[2236579,2691006,2866476],[2239967,2693149,2866833],[2262586,2703521,2869774],[2266022,2706052,2870248],[2302995,2722956,2874858],[2306383,2725099,2875215],[2326197,2732821,2877027],[2329633,2735352,2877501],[2334103,2736673,2877943],[2357708,2747141,2880357],[2361096,2749284,2880714],[2387143,2760635,2883687],[2394968,2763493,2884141],[2415617,2771532,2885656],[2419005,2773675,2886013],[2444513,2783429,2888065],[2471037,2794630,2890489],[2496531,2803374,2891824],[2546251,2822209,2895224] ] cell #5101 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2567150],[2614849],[2623768],[2630098],[2650443],[2660817],[2667784],[2671933],[2679476],[2683231],[2684835],[2695589],[2701919],[2710838],[2716705],[2717637],[2720545],[2726814],[2730053],[2740426],[2744181],[2745785],[2751724],[2753328],[2758054],[2761099],[2766213],[2769121],[2777674],[2780913],[2787182],[2792541],[2807899],[2810807],[2815921], [1596057,2296842],[1616493,2311120],[1755132,2408832],[1756172,2409464],[1761025,2412789],[1787884,2430695],[1851873,2474053],[1854584,2475630],[1871864,2485933],[1874575,2487510],[1884773,2493643],[1921597,2516586],[1941403,2529358],[1942443,2529990],[1947296,2533315],[1972958,2548855],[1991895,2559229],[2001430,2564383],[2004141,2565960],[2030603,2581078],[2033314,2582655],[2041351,2587403],[2041498,2439784],[2050594,2592958],[2053305,2594535],[2063503,2600668],[2069726,2604648],[2074579,2607973],[2114917,2628044],[2124452,2633198],[2127163,2634775],[2137881,2640378],[2142387,2642522],[2151922,2647676],[2152697,2518118],[2154633,2649253],[2157301,2651079],[2161324,2652896],[2170859,2658050],[2173570,2659627],[2181607,2664375],[2181754,2539079],[2183768,2665760],[2201260,2673956],[2209434,2677820],[2230300,2687507],[2236866,2691048],[2255842,2699865],[2257768,2700880],[2258102,2702290],[2260521,2702499],[2269051,2706640],[2269198,2596150],[2273557,2708784],[2283092,2713938],[2283867,2606180],[2285803,2715515],[2288471,2717341],[2298743,2721074],[2301745,2722382],[2303282,2722998],[2324488,2732076],[2324822,2630469],[2332662,2735940],[2332809,2636390],[2333976,2736616],[2347931,2742449],[2349634,2743195],[2352792,2744576],[2353031,2745726],[2353498,2744906],[2356105,2746313],[2357995,2747183],[2358720,2653136],[2364076,2655677],[2376971,2756000],[2378897,2757015],[2379231,2758425],[2381650,2758634],[2390789,2761917],[2391160,2761958],[2394841,2763436],[2411365,2769650],[2413900,2684776],[2414367,2770958],[2415904,2771574],[2416629,2687747],[2421985,2690288],[2423044,2774766],[2432596,2778203],[2435598,2779511],[2436764,2780086],[2437135,2780127],[2440202,2782227],[2444386,2783372],[2445067,2704508],[2445438,2704563],[2458341,2789205],[2458675,2711209],[2460044,2789951],[2463202,2791332],[2463441,2792482],[2463908,2791662],[2466662,2717130],[2471324,2794672],[2474411,2795601],[2474470,2795657],[2476820,2722622],[2478092,2796891],[2488700,2800517],[2489820,2729226],[2492352,2801798],[2492723,2801839],[2495002,2731367],[2496404,2803317],[2497085,2733808],[2497456,2733863],[2507663,2807436],[2511315,2808717],[2511686,2808758],[2515367,2810236],[2515426,2810292],[2522339,2813013],[2522853,2747769],[2522912,2747969],[2528034,2815074],[2531891,2816450],[2534426,2753269],[2534893,2817758],[2536059,2818333],[2537155,2756240],[2539497,2820474],[2542511,2758781],[2544579,2760309],[2546124,2822152],[2549161,2822955],[2550909,2763168],[2551280,2763223],[2556776,2825352],[2561283,2826754],[2561654,2826795],[2562622,2768606],[2564741,2827724],[2564800,2827780],[2568422,2829014],[2568936,2772160],[2568995,2772360],[2574117,2831075],[2577978,2832237],[2581436,2833207],[2581495,2833263],[2583845,2779751],[2585117,2834497],[2591773,2783943],[2595725,2838123],[2596845,2786355],[2599377,2839404],[2599748,2839445],[2602027,2788496],[2603488,2840979],[2604110,2790937],[2604481,2790992],[2610267,2843712],[2611094,2794405],[2612408,2844075],[2616394,2796455],[2616453,2796655],[2621179,2846458],[2625313,2847499],[2625372,2847555],[2626412,2800980],[2628350,2848302],[2632013,2803888],[2635965,2850699],[2638246,2807109],[2639850,2851804],[2642828,2852551],[2644576,2809968],[2644947,2810023],[2654950,2856350],[2656289,2815406],[2658408,2857320],[2658467,2857376],[2662603,2818960],[2662662,2819160],[2668179,2860853],[2668694,2822004],[2671106,2822531],[2673247,2823626],[2675688,2825025],[2677292,2862851],[2678649,2863271],[2680790,2863634],[2689561,2866017],[2691834,2832011],[2697134,2834061],[2697193,2834261],[2706112,2870327],[2707152,2838586],[2709090,2871074],[2712753,2841494],[2720030,2844367],[2723784,2846232],[2726299,2875582],[2735412,2877580],[2737187,2851600],[2739599,2852127],[2741740,2853222],[2764007,2862647],[2777159,2867139], [1037754,1808320,2444973],[1120875,1889956,2496991],[1211071,1976555,2550815],[1312702,2068686,2604016],[1335409,2087649,2614436],[1373443,2118514,2630004],[1406301,2145984,2644482],[1465576,2195884,2671522],[1498927,2220747,2682818],[1531785,2246289,2695176],[1547827,2259439,2701825],[1569819,2277154,2710744],[1622386,2315077,2727916],[1628334,2319112,2729642],[1660806,2342555,2740015],[1672295,2351058,2743768],[1694157,2367418,2751311],[1710199,2380568,2757960],[1749949,2405484,2767447],[1798685,2438055,2780502],[1801377,2439995,2781259],[1814213,2448930,2785045],[1820161,2452965,2786771],[1831650,2461468,2790524],[1837736,2466515,2793069],[1895849,2500948,2804990],[1907844,2508299,2807674],[1923758,2517971,2811152],[1936220,2526010,2814247],[1950736,2536430,2818374],[1953244,2537350,2818749],[1955936,2539290,2819506],[1987872,2557412,2825590],[2014339,2572093,2830248],[2023328,2578349,2832278],[2025747,2578558,2832380],[2055973,2596361,2838361],[2066542,2603429,2840923],[2071887,2606033,2841839],[2099462,2621550,2846499],[2101881,2621759,2846601],[2129831,2636601,2850937],[2131410,2637260,2851252],[2134807,2639791,2851748],[2163584,2655321,2856391],[2166003,2655530,2856493],[2176529,2662089,2858610],[2202963,2674702,2862299],[2206360,2677233,2862795],[2232560,2689932,2866058],[2234979,2690141,2866160],[2236495,2691007,2866484],[2239933,2693148,2866847],[2262580,2703522,2869775],[2265977,2706053,2870271],[2302911,2722957,2874866],[2306349,2725098,2875229],[2326191,2732822,2877028],[2329588,2735353,2877524],[2334035,2736672,2877947],[2357624,2747142,2880365],[2361062,2749283,2880728],[2387137,2760636,2883688],[2394900,2763492,2884145],[2415533,2771533,2885664],[2418971,2773674,2886027],[2444445,2783428,2888069],[2470953,2794631,2890497],[2496463,2803373,2891828],[2546183,2822208,2895228] ] cell #5102 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [797148],[911237],[939107],[1030812],[1045176],[1060794],[1128297],[1150566],[1163702],[1170523],[1186482],[1249023],[1255844],[1262278],[1291982],[1292050],[1298660],[1310681],[1320124],[1341254],[1348324],[1378544],[1378612],[1385222],[1393204],[1419785],[1421271],[1422150],[1425036],[1444253],[1451074],[1471764],[1471832],[1480010],[1506591],[1508077],[1508956],[1511842],[1519617],[1537630],[1549896],[1551848],[1556722],[1574920],[1574988],[1581598],[1589155],[1601210],[1602089],[1606179],[1624211],[1635942],[1637894],[1642768],[1648858],[1666994],[1667062],[1675240],[1679377],[1681989],[1701821],[1703307],[1704186],[1717758],[1722275],[1728424],[1729866],[1734179],[1745337],[1749270],[1762850],[1763682],[1766294],[1776340],[1780982],[1793037],[1793916],[1798006],[1808213],[1827769],[1829721],[1834595],[1841378],[1843815],[1848135],[1853437],[1856066],[1859461],[1864103],[1869558],[1873428],[1880161],[1884094],[1889849],[1904029],[1908546],[1914695],[1916137],[1920450],[1935541],[1949121],[1949953],[1952565],[1963171],[1971998],[1974435],[1976134],[1976448],[1984057],[1990935],[1993372],[1999124],[2002994],[2005623],[2013660],[2020108],[2022545],[2026865],[2032167],[2034796],[2038191],[2042833],[2052158],[2058891],[2062824],[2068579],[2087415],[2087602],[2090639],[2096242],[2098679],[2105130],[2113957],[2116394],[2118407],[2119996],[2126016],[2132600],[2141427],[2143864],[2145563],[2145877],[2153486],[2156115],[2160364],[2162801],[2168553],[2172423],[2175052],[2183089],[2204153],[2215664],[2220513],[2220700],[2225687],[2229340],[2231777],[2246055],[2246242],[2249279],[2254882],[2257319],[2259018],[2259332],[2263770],[2272597],[2275034],[2277047],[2278636],[2284656],[2287285],[2294632],[2314843],[2315030],[2317578],[2324039],[2327381],[2350824],[2351011],[2354048],[2362335],[2367184],[2367371],[2372358],[2376011],[2378448],[2380461],[2384613],[2387539],[2408118],[2420244],[2428485],[2448696],[2448883],[2451431],[2457892],[2461234],[2461421],[2469116],[2483533],[2489588],[2500714],[2500901],[2505139],[2508065],[2508252],[2528644],[2544347],[2554252],[2557178],[2557365],[2576141],[2596613],[2619342],[2638014],[2675456], 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] cell #5103 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1930899],[2009018],[2091566],[2178447],[2196199],[2224664],[2250206],[2296963],[2319427],[2342870],[2354975],[2371335],[2405799],[2409585],[2430816],[2438370],[2453280],[2465385],[2487631],[2516707],[2518286],[2526325],[2530111],[2537665],[2542277],[2572408],[2578873],[2587524],[2594656],[2603302],[2604769],[2606348],[2622074],[2634896],[2639188],[2640499],[2655845],[2661705],[2664496],[2676630],[2677941],[2690456],[2691603],[2692361],[2705450],[2706761],[2712004],[2723553],[2724311],[2734750],[2736061],[2737072],[2737770],[2747738],[2748496],[2763892],[2764590],[2772129],[2772887],[2775111],[2783828],[2784526],[2794954],[2797236],[2803773],[2804471],[2813358],[2822390],[2829359],[2844250], 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[2118198,2494151,2495821,2732319,2802394,2803120],[2197010,2548877,2550134,2761655,2761980,2861790],[2213370,2559251,2560508,2766769,2825905,2826817],[2223966,2565982,2567760,2770980,2828180,2828651],[2276838,2601176,2602846,2789448,2840000,2840726],[2288428,2467026,2609625,2717294,2793368,2843379],[2297810,2614715,2615770,2795458,2795700,2874498],[2312720,2623634,2624689,2799547,2846927,2847598],[2320238,2628066,2629323,2801536,2801861,2848053],[2322384,2629418,2630972,2802915,2848647,2849022],[2343681,2642544,2643801,2808455,2808780,2878884],[2370637,2659649,2661427,2817780,2857776,2858247],[2380252,2540316,2666268,2757258,2819990,2860024],[2389937,2671760,2672386,2822820,2822932,2883859],[2403341,2679303,2679929,2826019,2863192,2863611],[2410432,2683097,2684152,2827581,2827823,2864042],[2431663,2695455,2696510,2833064,2833306,2886985],[2439181,2586090,2699887,2780149,2835053,2887691],[2441021,2443796,2701123,2703007,2781743,2869553],[2454091,2708806,2710063,2839142,2839467,2870825],[2456237,2710158,2711712,2840521,2871419,2871794],[2464687,2607159,2715537,2791684,2842123,2873100],[2472119,2613917,2719820,2795148,2844383,2890521],[2483999,2623171,2726089,2799366,2846827,2875506],[2491500,2729880,2730506,2848167,2848279,2876102],[2510463,2740253,2740879,2852416,2852528,2892708],[2517554,2646857,2744047,2810335,2853978,2893225],[2519097,2521338,2744928,2746335,2811436,2880127],[2530958,2751590,2752645,2857177,2857419,2881136],[2540622,2665343,2757374,2819785,2859548,2882856],[2543647,2543982,2759356,2759485,2821480,2883458],[2579144,2694657,2776949,2832754,2867155,2896581],[2586645,2698834,2780740,2834474,2868495,2896982],[2588371,2590410,2781538,2782742,2835435,2887891],[2598525,2787009,2787635,2870939,2871051,2888589] ] cell #5104 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421594,2522959],[1508400,2569042],[1601533,2616500],[1703630,2662709],[1725415,2671656],[1761648,2684882],[1793360,2697240],[1850547,2720367],[1881085,2729776],[1911686,2740149],[1927073,2745832],[1947919,2753375],[1995005,2767581],[2000104,2768943],[2029277,2777496],[2039824,2780636],[2059815,2786905],[2075202,2792588],[2108404,2800083],[2150596,2810629],[2153106,2744595],[2164434,2814381],[2169533,2815743],[2180080,2818883],[2185977,2667246],[2233410,2830382],[2243356,2832514],[2256442,2781058],[2267044,2837689],[2280584,2712612],[2281766,2841316],[2284276,2791351],[2309772,2846735],[2330655,2850265],[2339516,2738713],[2339768,2851923],[2364485,2815093],[2374082,2754661],[2377571,2819305],[2400381,2765533],[2400633,2862970],[2422394,2831094],[2423400,2866447],[2427418,2776221],[2449926,2785469],[2450178,2838160],[2459467,2789703],[2478448,2874829],[2482466,2798346],[2501944,2805414],[2502196,2850736],[2503557,2806335],[2507086,2807188],[2522695,2855336],[2526713,2814468],[2552670,2824251],[2556199,2825104],[2568778,2865003],[2572796,2830469],[2574777,2831432],[2591619,2837022],[2595148,2837875],[2612764,2873976],[2617978,2845653],[2631859,2849598],[2635388,2850451],[2651749,2855545],[2670207,2861260],[2686360,2865212],[2719284,2874137], [1205622,1971714,2761403],[1226364,2402433,2766347],[1366874,2490592,2801114],[1367994,2113673,2801284],[1372842,2118027,2802348],[1400852,2141143,2808203],[1467036,2392309,2822870],[1470011,2550334,2823259],[1488898,2211762,2826069],[1491873,2215380,2826458],[1502940,2223787,2828117],[1542378,2254598,2834801],[1563250,2597617,2838720],[1564370,2272313,2838890],[1569218,2276667,2839954],[1597473,2475819,2844607],[1618949,2311309,2847051],[1629794,2318630,2848217],[1632769,2322248,2848606],[1662266,2512835,2852466],[1665241,2644001,2852855],[1674038,2352254,2811088],[1684128,2358433,2855665],[1687103,2362051,2856054],[1698170,2370458,2857713],[1704750,2375727,2858914],[1709598,2380081,2859978],[1757588,2409021,2864166],[1768433,2416342,2865332],[1771408,2419960,2865721],[1783870,2428201,2866981],[1789300,2582844,2867379],[1800145,2589017,2868545],[1801017,2256568,2781250],[1803120,2701344,2868934],[1805742,2443625,2869507],[1810776,2445162,2869823],[1821621,2452483,2870989],[1824596,2456101,2871378],[1833393,2462664,2841775],[1835663,2464508,2873037],[1857126,2476533,2874674],[1866991,2483249,2875363],[1892412,2497180,2877076],[1899957,2503570,2877924],[1923013,2649442,2879441],[1923818,2152725,2744582],[1924453,2520907,2746132],[1925218,2650156,2879656],[1928223,2521159,2880064],[1938429,2527496,2856429],[1943859,2529547,2881260],[1954704,2536868,2882426],[1955576,2377697,2819497],[1957679,2540486,2882815],[1960301,2542920,2758989],[1974250,2549517,2883854],[1977971,2551004,2884015],[1979985,2552683,2884122],[2006683,2566863,2885472],[2016548,2573579,2866096],[2018179,2574585,2886325],[2035856,2583558,2887161],[2038006,2585473,2887316],[2041148,2589491,2782189],[2041920,2700527,2868864],[2042767,2702014,2887545],[2045721,2590274,2887850],[2048086,2591632,2869591],[2055613,2450304,2838352],[2071142,2604205,2889563],[2071947,2283895,2791338],[2072582,2608969,2792888],[2073347,2716418,2889778],[2076352,2609221,2792987],[2088978,2615250,2845902],[2089507,2615263,2890604],[2094313,2617786,2890779],[2116209,2628706,2891537],[2119930,2630193,2891698],[2121944,2631872,2876844],[2129471,2502322,2850928],[2130833,2637012,2806308],[2143679,2643184,2892703],[2147400,2644671,2892864],[2148885,2646337,2810132],[2149414,2646350,2892971],[2152348,2649866,2812024],[2158435,2651557,2880240],[2159880,2523259,2856382],[2166063,2364104,2815080],[2166698,2534311,2753675],[2176112,2660530,2894321],[2178262,2662445,2818137],[2181404,2666463,2820436],[2182176,2756662,2882745],[2183023,2758149,2894705],[2192845,2670220,2883541],[2197375,2672078,2895286],[2197425,2672270,2862442],[2202386,2674454,2824224],[2216986,2681146,2884774],[2222076,2683632,2865461],[2222605,2683645,2895890],[2227411,2686168,2885539],[2228856,2569342,2866049],[2235039,2422013,2831081],[2235674,2413785,2685182],[2242528,2693504,2831871],[2247618,2695990,2831681],[2248147,2696003,2896664],[2252953,2698526,2896839],[2253003,2698718,2834421],[2262003,2703274,2836995],[2262767,2591735,2870231],[2263290,2445466,2838129],[2268848,2601371,2788458],[2269620,2785966,2889265],[2274849,2709446,2897597],[2278570,2710933,2897758],[2280055,2712599,2840819],[2283518,2716128,2842711],[2288111,2609347,2793060],[2293565,2719092,2890400],[2298166,2720826,2845875],[2301163,2616800,2846490],[2308944,2725454,2846092],[2315544,2728327,2875989],[2316073,2728340,2891224],[2320603,2730198,2898786],[2320653,2730390,2877171],[2323854,2494869,2630497],[2325614,2732574,2849571],[2326378,2631975,2877484],[2326901,2497484,2850705],[2332459,2494346,2731329],[2333231,2805911,2876778],[2338987,2738700,2851515],[2344046,2740571,2899277],[2344096,2740763,2851395],[2349057,2742947,2810105],[2357285,2656711,2815246],[2358143,2651873,2814183],[2358210,2523195,2749129],[2363657,2749639,2855984],[2363727,2660240,2817138],[2368747,2752125,2855794],[2369276,2752138,2899881],[2374132,2754853,2858534],[2375527,2663009,2818365],[2381710,2542539,2758640],[2383031,2759535,2883503],[2386560,2760388,2861233],[2392783,2673209,2862755],[2393306,2551308,2825358],[2399852,2765520,2862562],[2402669,2560391,2680636],[2406187,2767668,2895686],[2406237,2767860,2884935],[2410788,2769402,2865434],[2413256,2566640,2685118],[2415194,2563044,2768446],[2416052,2686484,2830184],[2416119,2569278,2773520],[2421566,2774030,2865651],[2421636,2566573,2770338],[2423900,2692994,2831552],[2427468,2776413,2866676],[2432019,2777955,2831654],[2435016,2697540,2832269],[2442797,2590014,2702318],[2444144,2707637,2838510],[2444964,2592045,2785036],[2449397,2785456,2870038],[2454456,2787327,2901298],[2454506,2787519,2869918],[2457707,2601894,2711237],[2460231,2712715,2840883],[2460754,2604509,2789957],[2467084,2717369,2717415],[2467752,2793826,2873926],[2470061,2612254,2793946],[2472714,2719870,2874741],[2476243,2721762,2846537],[2476310,2616736,2798958],[2478948,2724944,2845773],[2482516,2798538,2875058],[2484594,2799416,2891186],[2485020,2624595,2727907],[2488123,2800269,2875962],[2490828,2627720,2629206],[2494396,2629995,2731639],[2496162,2626897,2800904],[2496982,2632285,2804981],[2501415,2805401,2877291],[2503983,2738280,2851300],[2513309,2741702,2851708],[2513832,2644975,2807442],[2520378,2649933,2746068],[2521889,2750490,2815336],[2526763,2814660,2880557],[2531314,2816202,2855767],[2533782,2660307,2753611],[2536578,2754977,2818685],[2536645,2662945,2755676],[2542092,2666986,2758453],[2543345,2668109,2759508],[2545406,2669787,2821704],[2547708,2761023,2862115],[2548531,2550017,2550570],[2550806,2673519,2825581],[2553096,2765100,2862347],[2558082,2825949,2884724],[2558206,2679937,2767383],[2563470,2682809,2684058],[2567972,2681997,2768536],[2572846,2830661,2885856],[2574901,2775936,2831941],[2579739,2776999,2866359],[2583268,2778891,2832316],[2583335,2697476,2776833],[2585973,2699541,2701580],[2589541,2701816,2782499],[2597853,2708460,2709946],[2601421,2710735,2788768],[2604007,2713025,2790515],[2608440,2716195,2792824],[2611555,2718807,2794335],[2613615,2719843,2719960],[2614427,2615676,2616152],[2618102,2798061,2846162],[2622534,2726229,2799389],[2627021,2729578,2730514],[2641375,2807823,2851068],[2642198,2643684,2644237],[2644473,2742012,2807665],[2646763,2743759,2745484],[2657137,2751302,2752551],[2666513,2757951,2820746],[2671458,2672394,2672797],[2694355,2776972,2777089],[2695167,2696416,2696892],[2698842,2780438,2781777],[2707761,2786707,2787643],[2739951,2740887,2741290] ] cell #5105 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2119158],[2197067],[2213427],[2224929],[2260083],[2277798],[2297869],[2312779],[2320295],[2323286],[2343738],[2355240],[2371600],[2381212],[2382793],[2389960],[2403364],[2410491],[2431722],[2439238],[2442229],[2454148],[2457139],[2465650],[2467159],[2472476],[2484356],[2491523],[2510486],[2517613],[2531017],[2541524],[2579501],[2586668],[2598548], [956902,1971712],[1111461,2113671],[1116293,2118101],[1143173,2141141],[1226584,2402430],[1226747,2211764],[1231903,2215378],[1242906,2223789],[1281812,2254596],[1303288,2272311],[1308120,2276741],[1356155,2311307],[1367094,2490589],[1367257,2318632],[1372413,2322246],[1414068,2352252],[1414231,2152728],[1421977,2358435],[1427133,2362049],[1438136,2370460],[1444570,2375725],[1449402,2380155],[1470231,2550331],[1470394,2392311],[1497681,2409019],[1508783,2416344],[1513939,2419958],[1526924,2428199],[1544708,2256566],[1549510,2443699],[1552531,2445160],[1563470,2597614],[1563633,2452485],[1568789,2456099],[1577586,2462662],[1577749,2283898],[1579792,2464510],[1600770,2475817],[1601916,2476535],[1613486,2483247],[1638577,2497178],[1648552,2503568],[1665461,2643998],[1665624,2512837],[1675869,2355692],[1678478,2521161],[1689296,2527494],[1689459,2364107],[1692911,2529545],[1704013,2536870],[1707080,2377695],[1709169,2540484],[1711882,2542994],[1727586,2549519],[1730549,2551002],[1733873,2552681],[1762031,2566865],[1763479,2225381],[1773601,2573577],[1773764,2422016],[1775465,2574584],[1792597,2582842],[1793743,2583560],[1797168,2585475],[1801755,2442107],[1803340,2701341],[1803503,2589019],[1805313,2590272],[1807907,2591630],[1808964,2445469],[1816046,2450302],[1830404,2604203],[1835224,2466102],[1837833,2609223],[1852679,2474748],[1853131,2615261],[1858586,2617785],[1883256,2628708],[1886219,2630191],[1886737,2323164],[1889543,2631870],[1890600,2497487],[1897682,2502320],[1899293,2503319],[1913857,2643186],[1916820,2644669],[1919692,2515704],[1920144,2646348],[1924559,2520243],[1926310,2649440],[1927456,2650158],[1930024,2651556],[1931164,2360098],[1931616,2523257],[1948302,2660532],[1949750,2372052],[1951727,2662447],[1956314,2541402],[1960035,2542542],[1968039,2670218],[1973560,2672077],[1973682,2549439],[1977199,2551311],[1979321,2552432],[1996136,2681148],[1997957,2408582],[2002236,2565078],[2002688,2683643],[2006024,2413121],[2008143,2686167],[2009283,2418007],[2009735,2569340],[2025309,2693506],[2031409,2581773],[2031861,2696001],[2037316,2698525],[2037438,2585395],[2041995,2700529],[2044958,2702012],[2047422,2591381],[2048340,2591734],[2048462,2446632],[2061986,2709448],[2064949,2710931],[2065467,2457017],[2067821,2603766],[2069330,2604512],[2072688,2608305],[2075585,2716420],[2076412,2609345],[2080329,2470609],[2083198,2719091],[2088843,2615012],[2091831,2477487],[2092283,2616798],[2101443,2725456],[2109546,2625650],[2109998,2728338],[2111678,2490250],[2115519,2730197],[2115641,2628628],[2121280,2631621],[2122198,2631974],[2122320,2498650],[2137016,2640128],[2142989,2740570],[2143111,2643106],[2146628,2644978],[2148750,2646099],[2159216,2523890],[2165565,2749641],[2167386,2529108],[2171665,2658745],[2172117,2752136],[2175453,2533647],[2177694,2662367],[2178712,2538533],[2179164,2663007],[2182251,2756664],[2185214,2758147],[2187642,2759534],[2189551,2545888],[2192181,2669969],[2199936,2673208],[2200058,2551842],[2208569,2677570],[2216296,2767667],[2216418,2681068],[2218030,2562806],[2221941,2683394],[2228192,2569973],[2234541,2774032],[2238969,2577634],[2241960,2693426],[2247483,2695752],[2250471,2584512],[2250923,2697538],[2268186,2706390],[2269695,2785968],[2270318,2597275],[2274159,2787326],[2274281,2709368],[2280838,2712714],[2280960,2605675],[2289469,2718020],[2290742,2612016],[2295960,2719869],[2300499,2616878],[2305385,2620835],[2308376,2725376],[2310870,2799415],[2315409,2728089],[2331797,2735690],[2333306,2805913],[2336222,2639555],[2346607,2741701],[2346729,2645509],[2363089,2749561],[2364701,2656473],[2368612,2751887],[2374863,2663640],[2388687,2670889],[2397087,2676997],[2402091,2766596],[2420998,2773952],[2424595,2692756],[2429813,2776998],[2434352,2697618],[2479643,2724706],[2509213,2739382], [503692,1421814,2522956],[564557,1508620,2569039],[631960,1601753,2616497],[711228,1703850,2662706],[730607,1725489,2671653],[763130,1761868,2684879],[790600,1793580,2697237],[840209,1850549,2720366],[870863,1881159,2729773],[900036,1911760,2740146],[913622,1927293,2745829],[932559,1948139,2753372],[982580,1995079,2767578],[988338,2000106,2768942],[1018939,2029279,2777495],[1029602,2039898,2780633],[1049593,2059889,2786902],[1063179,2075422,2792585],[1105027,2108406,2800082],[1153763,2150598,2810628],[1156389,2153180,2744593],[1168851,2164508,2814378],[1174609,2169535,2815742],[1185272,2180154,2818880],[1190387,1959872,2667244],[1254172,2233484,2830379],[1267088,2243430,2832511],[1284018,2256444,2781057],[1296854,2267046,2837688],[1311310,2068273,2712610],[1313878,2281768,2841315],[1316504,2284350,2791349],[1353134,2309846,2846732],[1383416,2330657,2850264],[1393833,2137468,2738711],[1396442,2339770,2851922],[1429846,2364559,2815091],[1441026,2177572,2754660],[1446776,2377573,2819304],[1480639,2209021,2765531],[1483248,2400635,2862969],[1516652,2422468,2831092],[1518779,2423402,2866446],[1523366,2241838,2776220],[1557351,2268638,2785467],[1559960,2450180,2838159],[1571759,2279920,2712361],[1605341,2478450,2874828],[1609928,2308254,2798345],[1643397,2332249,2805412],[1646006,2502198,2850735],[1648100,2334313,2806334],[1652967,2338852,2738462],[1681151,2522697,2855335],[1685738,2362967,2814467],[1733421,2395178,2824250],[1738288,2399717,2765282],[1765456,2568780,2865002],[1770043,2420876,2830468],[1775587,2423322,2775149],[1807455,2444723,2837021],[1812322,2449262,2785218],[1846579,2612766,2873975],[1858708,2478370,2797274],[1889091,2496741,2849597],[1893958,2501280,2805163],[1930146,2522617,2813396],[1967587,2546461,2861259],[2008265,2568700,2829397],[2083320,2612686,2844288] ] cell #5106 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2323862],[2390442],[2403846],[2413313],[2442805],[2457715],[2467092],[2474153],[2486033],[2492005],[2494440],[2510968],[2520435],[2533839],[2542100],[2543362],[2548640],[2559014],[2564483],[2581178],[2587150],[2589585],[2599030],[2601465],[2608497],[2613632],[2622551],[2627829],[2642307],[2647776],[2658150],[2666557],[2694372],[2699650],[2708569], [1205619,1971768],[1226361,1989843],[1366871,2112865],[1367991,2113727],[1372983,2118024],[1400849,2141197],[1467044,2196875],[1470008,2199074],[1488906,2213235],[1491870,2215434],[1502948,2223836],[1542375,2254652],[1563247,2271505],[1564367,2272367],[1569359,2276664],[1597470,2297723],[1618946,2312633],[1629802,2320103],[1632766,2322302],[1662274,2343546],[1665238,2345745],[1674035,2352308],[1674206,2152860],[1684136,2359906],[1687100,2362105],[1698178,2370507],[1704747,2375781],[1709739,2380078],[1757585,2410345],[1768441,2417815],[1771405,2420014],[1783867,2428255],[1789297,2431576],[1800153,2439046],[1801014,2256694],[1803117,2441245],[1805883,2443622],[1810773,2446486],[1821629,2453956],[1824593,2456155],[1833390,2462718],[1833561,2284030],[1835671,2464557],[1857134,2477295],[1866988,2483303],[1892409,2498504],[1899954,2503624],[1923010,2517467],[1925226,2518962],[1925564,2520904],[1928231,2521208],[1938426,2527550],[1938597,2364239],[1943856,2530871],[1954712,2538341],[1955573,2377823],[1957676,2540540],[1960442,2542917],[1974258,2549566],[1977968,2551696],[1979982,2552737],[2006691,2567625],[2007029,2413782],[2016545,2573633],[2016716,2422148],[2018104,2574614],[2035864,2584320],[2038014,2585522],[2041928,2587767],[2042200,2589416],[2042764,2588284],[2045718,2590328],[2048083,2591686],[2049038,2446811],[2055610,2450430],[2071139,2605529],[2073355,2607024],[2073693,2608966],[2076360,2609270],[2089035,2615214],[2089504,2615317],[2094238,2617815],[2116217,2628755],[2119363,2494271],[2119927,2630885],[2121941,2631926],[2122896,2498829],[2129468,2502448],[2130768,2637029],[2143687,2643233],[2147397,2645363],[2148942,2646301],[2149411,2646404],[2153343,2649801],[2158360,2651586],[2159408,2524372],[2159877,2524445],[2176120,2661292],[2176458,2534308],[2178270,2662494],[2182184,2664739],[2182456,2666388],[2183020,2665256],[2186145,2542674],[2192842,2670274],[2197300,2672107],[2197469,2672239],[2200634,2552021],[2202321,2674471],[2216994,2681195],[2218512,2563008],[2222133,2683596],[2222602,2683699],[2225544,2566508],[2227336,2686197],[2228384,2570455],[2228853,2570528],[2242536,2693553],[2247675,2695954],[2248144,2696057],[2252878,2698555],[2253047,2698687],[2261938,2703291],[2262692,2592695],[2262861,2593058],[2269628,2707004],[2274857,2709495],[2278003,2601296],[2278567,2711625],[2280112,2712563],[2281536,2605854],[2284513,2716063],[2288108,2609473],[2291224,2612218],[2293490,2719121],[2298101,2720843],[2300691,2617360],[2301160,2617433],[2308952,2725503],[2315601,2728291],[2316070,2728394],[2317435,2626866],[2320528,2730227],[2320697,2730359],[2325549,2732591],[2326303,2632935],[2326472,2633298],[2333239,2736304],[2339044,2738664],[2343971,2740600],[2344140,2740732],[2347305,2645688],[2348992,2742964],[2358078,2652681],[2363665,2749688],[2365183,2656675],[2368804,2752089],[2369273,2752192],[2372215,2660175],[2374176,2754822],[2375055,2664122],[2375524,2664195],[2382995,2759552],[2384470,2669756],[2386495,2760405],[2392708,2673693],[2392877,2674056],[2399909,2765484],[2406112,2767697],[2406281,2767829],[2407686,2682014],[2410723,2769419],[2415987,2687292],[2421574,2774079],[2425077,2692958],[2427512,2776382],[2431954,2777972],[2434544,2698100],[2435013,2698173],[2449454,2785420],[2451288,2707606],[2454381,2787356],[2454550,2787488],[2460156,2713675],[2460325,2714038],[2467721,2793834],[2468684,2718824],[2472678,2719887],[2476178,2722167],[2480125,2724908],[2482560,2798507],[2484558,2799433],[2488058,2800286],[2501472,2805365],[2504996,2738249],[2513234,2742186],[2513403,2742549],[2526807,2814629],[2528212,2750507],[2531249,2816219],[2536513,2755785],[2547677,2761031],[2554109,2765069],[2558051,2825957],[2572890,2830630],[2575709,2775953],[2579703,2777016],[2583203,2779296],[2618910,2798078],[2641344,2807831], [695133,1421591,2159272],[766686,1508397,2228248],[845255,1601530,2300555],[936115,1703627,2374919],[957472,1725412,2389789],[993384,1761645,2413177],[1023985,1793357,2434408],[1079204,1850596,2473459],[1112031,1881082,2491352],[1143743,1911683,2510315],[1158809,1927070,2520299],[1179655,1947916,2533703],[1232473,1995002,2560915],[1238559,2000153,2563789],[1271031,2029326,2580484],[1282382,2039821,2586497],[1303858,2059812,2598377],[1318924,2075199,2608361],[1361422,2108453,2624914],[1411927,2150645,2647082],[1414638,2153103,2648347],[1427703,2164431,2654582],[1433789,2169582,2657456],[1445140,2180077,2663469],[1450832,2185974,2667300],[1514509,2233407,2689193],[1527494,2243353,2693975],[1544656,2256491,2700286],[1557798,2267093,2705654],[1572764,2280581,2712666],[1575445,2281815,2713344],[1578156,2284273,2714609],[1614056,2309769,2725925],[1643844,2330704,2734954],[1653972,2339513,2738767],[1656639,2339817,2738969],[1689866,2364482,2750110],[1701188,2374007,2754690],[1707028,2377620,2756421],[1739293,2400378,2765587],[1741960,2400682,2765789],[1774171,2422391,2774501],[1776163,2423449,2775202],[1780349,2427343,2776250],[1813327,2449923,2785523],[1815994,2450227,2785725],[1827626,2459402,2789720],[1859284,2478497,2797327],[1863470,2482391,2798375],[1894963,2501941,2805468],[1897630,2502245,2805670],[1899485,2503521,2806352],[1903886,2507021,2807205],[1930722,2522744,2813449],[1934908,2526638,2814497],[1979513,2552634,2824268],[1983914,2556134,2825121],[2008841,2568827,2829450],[2013027,2572721,2830498],[2018273,2574746,2831440],[2047614,2591583,2837039],[2052015,2595083,2837892],[2083896,2612813,2844341],[2094407,2617947,2845661],[2121472,2631823,2849615],[2125873,2635323,2850468],[2158529,2651718,2855553],[2192373,2670171,2861277],[2227505,2686329,2865220],[2293659,2719253,2874145] ] cell #5107 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421457,2159267],[1508263,2228243],[1601396,2300550],[1703493,2374914],[1725348,2389784],[1761511,2413172],[1793223,2434403],[1850599,2473456],[1881018,2491347],[1911619,2510310],[1926936,2520294],[1947782,2533698],[1994938,2560910],[2000156,2563786],[2029329,2580481],[2039757,2586492],[2059748,2598372],[2075065,2608356],[2108456,2624911],[2150648,2647079],[2153039,2648342],[2164367,2654577],[2169585,2657453],[2180013,2663464],[2185840,2667295],[2233343,2689188],[2243289,2693970],[2256494,2700283],[2267096,2705651],[2279727,2712661],[2281818,2713341],[2284209,2714604],[2309705,2725920],[2330707,2734951],[2337871,2738762],[2339820,2738966],[2364418,2750105],[2373349,2754664],[2377623,2756418],[2398736,2765582],[2400685,2765786],[2422327,2774496],[2423452,2775199],[2425974,2776224],[2448281,2785518],[2450230,2785722],[2458814,2789701],[2478500,2797324],[2481022,2798349],[2500299,2805463],[2502248,2805667],[2503487,2806338],[2505801,2807186],[2522747,2813446],[2525269,2814471],[2552600,2824254],[2554914,2825102],[2568830,2829447],[2571352,2830472],[2574717,2831430],[2591549,2837025],[2593863,2837873],[2612816,2844338],[2617918,2845651],[2631789,2849601],[2634103,2850449],[2651689,2855543],[2670137,2861263],[2686300,2865210],[2719224,2874135], [1226227,1989838,2402289],[1366737,2112860,2490448],[1372840,2117960,2494003],[1465771,1971763,2548355],[1465924,2196878,2548415],[1469874,2199069,2550190],[1502794,2223839,2565907],[1563113,2271500,2597473],[1569216,2276600,2601028],[1596399,2297718,2614352],[1628529,2113722,2627544],[1628682,2320106,2627604],[1632632,2322297,2629379],[1661001,2141192,2642022],[1661154,2343549,2642082],[1665104,2345740,2643857],[1698024,2370510,2659574],[1709596,2380014,2666120],[1750144,2215429,2680460],[1750297,2213238,2680520],[1756514,2410340,2682734],[1788226,2431571,2695092],[1798880,2254647,2699365],[1799033,2439049,2699425],[1802983,2441240,2701200],[1805740,2443558,2702859],[1820356,2272362,2708284],[1820509,2453959,2708344],[1824459,2456150,2710119],[1835517,2464560,2715462],[1874917,2312628,2727832],[1921939,2517462,2743684],[1923953,2352303,2744406],[1924106,2518965,2744466],[1924451,2519262,2746137],[1928077,2521211,2746260],[1936415,2362100,2748953],[1936568,2359909,2749013],[1942785,2530866,2751227],[1953439,2375776,2755500],[1953592,2538344,2755560],[1957542,2540535,2757335],[1960299,2542853,2758994],[2014534,2420009,2773344],[2014687,2417818,2773404],[2025942,2428250,2776657],[2026095,2584323,2776717],[2037076,2585525,2779919],[2041099,2588047,2782192],[2041623,2256573,2700372],[2041693,2588279,2781175],[2041846,2587770,2781235],[2045584,2590323,2782703],[2053647,2446481,2784961],[2070068,2605524,2790440],[2072082,2462713,2791162],[2072235,2607027,2791222],[2072580,2607324,2792893],[2076206,2609273,2793016],[2102076,2483298,2798782],[2102229,2477298,2798842],[2127505,2498499,2804906],[2132973,2503619,2806382],[2134706,2643236,2806724],[2138223,2645358,2807590],[2148061,2646267,2810135],[2148557,2646399,2810179],[2152308,2648581,2812022],[2152709,2152723,2648277],[2166198,2527545,2814904],[2166351,2661295,2814964],[2166696,2661592,2753680],[2177332,2662497,2818166],[2181355,2665019,2820439],[2181879,2377702,2756507],[2181949,2665251,2819422],[2182102,2664742,2819482],[2204526,2552732,2824298],[2206259,2549569,2824640],[2209776,2551691,2825506],[2235174,2573628,2830905],[2235327,2567628,2830965],[2235672,2567925,2685187],[2237756,2574588,2831420],[2239369,2695920,2831684],[2239865,2696052,2831728],[2240736,2693556,2831900],[2252220,2698529,2834409],[2252260,2698658,2834419],[2264143,2591681,2837069],[2265876,2709498,2837411],[2268799,2711388,2788461],[2269323,2450309,2785811],[2269393,2711620,2838277],[2269546,2707007,2838337],[2279231,2712529,2840822],[2283478,2714843,2842709],[2283879,2283893,2714539],[2304172,2617789,2845641],[2305785,2615180,2845905],[2306281,2615312,2845949],[2307152,2725506,2846121],[2327754,2631921,2849645],[2329487,2628758,2849987],[2332410,2630648,2731332],[2332934,2502327,2805756],[2333004,2630880,2850853],[2333157,2736307,2850913],[2335155,2637010,2851206],[2336550,2740574,2851383],[2336590,2740703,2851393],[2337375,2738630,2851518],[2348404,2742945,2853504],[2357191,2750708,2815249],[2358885,2651560,2855533],[2360206,2523264,2814410],[2360498,2752055,2855797],[2360994,2752187,2855841],[2361865,2749691,2856013],[2363687,2753816,2817136],[2364088,2364102,2750040],[2373389,2754793,2858532],[2387912,2670269,2861307],[2396020,2674452,2862253],[2397415,2672081,2862430],[2397455,2672210,2862440],[2398240,2765450,2862565],[2407646,2681198,2863897],[2415100,2682215,2768449],[2416794,2686171,2865200],[2418115,2569347,2830411],[2418407,2683562,2865464],[2418903,2683694,2865508],[2419774,2774082,2865680],[2421596,2685323,2770336],[2421997,2422011,2774431],[2423806,2776154,2831555],[2425290,2777953,2866582],[2426014,2776353,2866674],[2441005,2702302,2702316],[2444065,2786356,2838508],[2445450,2445464,2785145],[2445565,2703272,2869729],[2446249,2591738,2837656],[2446960,2787330,2869906],[2447000,2787459,2869916],[2447785,2785386,2870041],[2466787,2609352,2793173],[2467010,2717353,2717367],[2469967,2719025,2793949],[2471503,2719095,2874125],[2477595,2616805,2846764],[2478854,2798279,2845776],[2480338,2720824,2874964],[2481062,2798478,2875056],[2488979,2728257,2875992],[2489475,2728389,2876036],[2495805,2630481,2630495],[2496083,2729227,2800902],[2497468,2497482,2805090],[2497583,2732572,2876982],[2498267,2631978,2850232],[2498978,2730201,2877159],[2499018,2730330,2877169],[2499803,2805331,2877294],[2503904,2807110,2851298],[2518766,2745852,2745974],[2521887,2815314,2815334],[2522979,2523101,2814401],[2523953,2651871,2856032],[2524585,2816200,2880463],[2525309,2814600,2880555],[2538641,2663014,2818912],[2540300,2758437,2758451],[2542523,2542537,2758766],[2543563,2759538,2883516],[2545327,2760310,2821702],[2546671,2760386,2883642],[2549923,2671676,2673140],[2551292,2551306,2825690],[2551459,2673212,2862937],[2553017,2825026,2862345],[2558549,2560297,2767601],[2561833,2767671,2884923],[2561873,2767800,2884933],[2567429,2684902,2685024],[2567970,2768514,2768534],[2569062,2569184,2830402],[2570036,2686482,2865699],[2570668,2769400,2885762],[2571392,2830601,2885854],[2574899,2831919,2831939],[2584620,2697545,2832543],[2585879,2780656,2782120],[2588087,2782323,2782420],[2591869,2591966,2837797],[2602830,2711221,2711235],[2604493,2604507,2790624],[2605292,2712718,2841283],[2606828,2792608,2792730],[2610268,2793824,2890391],[2611553,2794313,2794333],[2613833,2719873,2874754],[2615597,2720475,2721670],[2616520,2616642,2846755],[2616941,2721760,2875341],[2618100,2846140,2846160],[2622752,2799419,2891199],[2623043,2624516,2800191],[2625860,2800267,2891325],[2627364,2629112,2729796],[2630688,2731463,2731560],[2632109,2632206,2850373],[2643590,2740169,2741633],[2644959,2644973,2807774],[2645126,2741705,2851890],[2646684,2810737,2811932],[2661096,2753395,2753517],[2662729,2662851,2818903],[2663703,2754975,2858892],[2665059,2820570,2820667],[2668087,2668107,2821610],[2671107,2761021,2884075],[2672392,2761381,2762257],[2673343,2673440,2863078],[2678650,2825947,2895677],[2678716,2679935,2826436],[2682506,2683979,2769051],[2694573,2777002,2866372],[2696337,2777604,2778799],[2697260,2697382,2832534],[2697681,2778889,2866959],[2698840,2834779,2835655],[2708104,2709852,2786925],[2711428,2788592,2788689],[2712849,2712946,2841424],[2719938,2719958,2794984],[2726207,2726227,2846957],[2729293,2730512,2801262],[2739600,2807821,2877877],[2740885,2808181,2809057],[2741836,2741933,2852031],[2750999,2752472,2815851],[2777067,2777087,2832590],[2786422,2787641,2838868] ] cell #5108 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421599,2159262],[1508405,2228238],[1601538,2300545],[1703635,2374909],[1725420,2389779],[1761653,2413167],[1793365,2434398],[1850601,2473374],[1881090,2491342],[1911691,2510305],[1927078,2520289],[1947924,2533693],[1995010,2560905],[2000158,2563704],[2029331,2580399],[2039829,2586487],[2059820,2598367],[2075207,2608351],[2108458,2624829],[2150650,2646997],[2153111,2648337],[2164439,2654572],[2169587,2657371],[2180085,2663459],[2185982,2667290],[2233415,2689183],[2243361,2693965],[2256496,2700201],[2267098,2705569],[2280589,2712656],[2281820,2713259],[2284281,2714599],[2309777,2725915],[2330709,2734869],[2339521,2738757],[2339822,2738884],[2364490,2750100],[2374084,2754651],[2377625,2756336],[2400386,2765577],[2400687,2765704],[2422399,2774491],[2423454,2774859],[2427420,2776211],[2449931,2785513],[2450232,2785640],[2459465,2789695],[2478502,2796984],[2482468,2798336],[2501949,2805458],[2502250,2805585],[2503559,2806091],[2507084,2807180],[2522749,2813106],[2526715,2814458],[2552672,2824007],[2556197,2825096],[2568832,2829107],[2572798,2830459],[2574775,2831253],[2591621,2836778],[2595146,2837867],[2612818,2844168],[2617976,2845474],[2631861,2849354],[2635386,2850443],[2651747,2855366],[2670209,2861145],[2686358,2865033],[2719282,2874053], [1205627,1971758,2389488],[1226369,1989833,2402339],[1366879,2112855,2490498],[1367999,2113717,2491051],[1400857,2141187,2510014],[1470016,2199064,2550240],[1491878,2215424,2560614],[1542383,2254642,2586196],[1563255,2271495,2597523],[1564375,2272357,2598076],[1597478,2297713,2614726],[1618954,2312623,2623645],[1632774,2322292,2629429],[1633129,2118032,2629720],[1665246,2345735,2643907],[1674043,2352298,2648046],[1687108,2362095,2654281],[1704755,2375771,2663168],[1726252,2196880,2671862],[1747098,2213240,2679405],[1757593,2410335,2683108],[1760536,2223841,2684292],[1771413,2420004,2688892],[1783875,2428245,2693674],[1789305,2431566,2695466],[1801022,2439648,2587636],[1803125,2441235,2701250],[1810781,2446476,2704385],[1824601,2456145,2710169],[1824956,2276672,2710460],[1833398,2462708,2714308],[1866996,2483293,2725624],[1881922,2320108,2729982],[1892417,2498494,2733685],[1899962,2503614,2736726],[1912523,2343551,2740355],[1923018,2517457,2744058],[1923888,2352434,2518254],[1933369,2359911,2747898],[1938434,2527540,2749809],[1943864,2530861,2751601],[1946807,2370512,2752785],[1955581,2538943,2664608],[1957684,2540530,2757385],[1958039,2380086,2757676],[1977976,2551686,2763045],[1979990,2552727,2763546],[2011488,2417820,2772289],[2016553,2573623,2774200],[2018181,2574575,2774788],[2040661,2439051,2780842],[2042772,2588274,2781549],[2045726,2590318,2782753],[2046081,2443630,2783044],[2048091,2591676,2783482],[2055618,2596014,2706873],[2060652,2453961,2787111],[2071147,2605519,2790814],[2072017,2462844,2606316],[2074090,2464562,2791998],[2089512,2615307,2795711],[2093046,2477300,2796584],[2094315,2617776,2796913],[2119935,2630875,2802926],[2121949,2631916,2803427],[2129476,2636254,2736173],[2130831,2637004,2806069],[2147405,2645353,2809845],[2149419,2646394,2810346],[2153246,2520912,2812377],[2153943,2518967,2811492],[2156812,2521213,2812504],[2158437,2651547,2813035],[2159885,2652226,2749186],[2166133,2527676,2655813],[2180917,2538346,2819089],[2183028,2665246,2819796],[2186337,2542925,2821291],[2192850,2670264,2822262],[2197377,2672068,2822977],[2197971,2549571,2823048],[2202384,2674446,2823985],[2222610,2683689,2827834],[2226144,2567630,2828707],[2227413,2686158,2829036],[2228861,2686837,2773577],[2235109,2573759,2690424],[2248152,2696047,2833317],[2251686,2584325,2834190],[2252955,2698516,2834519],[2253549,2585527,2834590],[2256305,2589493,2835942],[2256987,2587772,2835303],[2262001,2703266,2836756],[2262769,2703549,2784834],[2263360,2592183,2705949],[2278575,2711615,2840532],[2284416,2608974,2843064],[2285113,2607029,2842179],[2287982,2609275,2843191],[2288116,2716994,2717044],[2293567,2719082,2844097],[2298164,2720818,2844685],[2298274,2615252,2844707],[2301168,2722115,2799015],[2316078,2728384,2847609],[2320605,2730188,2848324],[2321199,2628760,2848395],[2325612,2732566,2849332],[2326380,2732849,2804779],[2326971,2632423,2735249],[2344048,2740561,2852573],[2344642,2643238,2852644],[2349055,2742939,2853581],[2349165,2646339,2853603],[2352127,2649864,2854692],[2358141,2747213,2814175],[2358212,2652171,2749131],[2364625,2534316,2817491],[2369281,2752182,2857430],[2372815,2661297,2858303],[2374678,2662499,2858703],[2375532,2755330,2755733],[2377434,2666465,2860055],[2378116,2664744,2859416],[2381780,2667426,2667481],[2383033,2759291,2860948],[2386558,2760380,2861123],[2390718,2672268,2861560],[2392785,2762544,2825379],[2393376,2673657,2766084],[2406189,2767658,2863656],[2406783,2681200,2863727],[2410786,2769394,2864244],[2410896,2683634,2864266],[2413790,2422534,2770691],[2416050,2771604,2830176],[2416121,2686782,2773522],[2428014,2693558,2866940],[2432017,2777947,2867457],[2432127,2695992,2867479],[2435021,2776890,2779244],[2436693,2698716,2868246],[2444962,2703749,2785034],[2450041,2601373,2840031],[2450723,2707009,2870541],[2454458,2787317,2871096],[2455052,2709500,2871167],[2459575,2712601,2872126],[2460233,2789978,2790313],[2460824,2713163,2713639],[2462537,2716126,2873215],[2467750,2793647,2873918],[2472716,2795083,2845434],[2476241,2796172,2846529],[2476312,2722060,2798960],[2483062,2725508,2875322],[2484596,2799172,2875677],[2488121,2800261,2875852],[2488231,2728329,2875874],[2492281,2730388,2876289],[2494348,2502059,2802425],[2494939,2494942,2731777],[2496980,2733049,2804979],[2502741,2736309,2877794],[2507194,2738702,2878239],[2511244,2740761,2878654],[2513311,2807463,2809344],[2513902,2739264,2742150],[2522187,2656713,2856802],[2527309,2749693,2880821],[2527369,2660238,2857891],[2531312,2816194,2881338],[2531422,2752127,2881360],[2535988,2754851,2882127],[2536576,2818404,2818677],[2536647,2755275,2755678],[2543337,2759263,2759269],[2547706,2822571,2862107],[2548533,2672692,2673095],[2550804,2762744,2825579],[2556307,2765522,2884437],[2558080,2825770,2884716],[2558504,2680235,2680638],[2561212,2767858,2884851],[2563046,2568270,2827206],[2566571,2573452,2828295],[2566642,2566681,2770636],[2573392,2774084,2886120],[2575199,2692996,2866776],[2577907,2776411,2886540],[2579741,2831213,2832689],[2583266,2832308,2833778],[2583337,2776835,2779189],[2590084,2590087,2782637],[2591197,2707635,2870690],[2595256,2785458,2888361],[2599306,2787517,2888776],[2601964,2601967,2788906],[2604005,2790178,2790513],[2609763,2609766,2793438],[2611853,2612256,2844004],[2613607,2795055,2795061],[2614425,2721301,2721636],[2618400,2724946,2875158],[2621108,2798536,2890994],[2622526,2799144,2799150],[2623009,2727570,2727905],[2626895,2631437,2847918],[2627319,2627722,2730812],[2629993,2630027,2802625],[2635496,2805403,2892120],[2637487,2738278,2878150],[2641373,2851060,2852167],[2642200,2741185,2741588],[2644471,2807663,2809544],[2649935,2649974,2812322],[2651264,2750482,2856774],[2654879,2814658,2893700],[2660309,2660348,2817436],[2667056,2667059,2820884],[2669450,2669785,2861056],[2671450,2761988,2762261],[2674929,2765098,2884348],[2678720,2767102,2767375],[2681989,2685875,2827178],[2682472,2682807,2769877],[2689490,2830659,2896280],[2691078,2775928,2866748],[2694347,2832661,2832667],[2695165,2778430,2778765],[2699140,2699543,2782075],[2701814,2701848,2836142],[2708059,2708462,2787941],[2710733,2710767,2840231],[2716197,2716236,2843009],[2718526,2718799,2843976],[2723028,2798053,2875130],[2729297,2729570,2801869],[2739943,2808788,2809061],[2743422,2743757,2811898],[2750965,2751300,2816677],[2757949,2757983,2860255],[2780157,2780430,2835659],[2786426,2786699,2839475] ] cell #5109 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917489,2159274],[997517,2228250],[1084693,2300557],[1183788,2374921],[1206212,2389791],[1244048,2413179],[1276520,2434410],[1334871,2473430],[1368584,2491354],[1401442,2510317],[1417416,2520301],[1439278,2533705],[1492463,2560917],[1498389,2563760],[1531247,2580455],[1542968,2586499],[1564960,2598379],[1580934,2608363],[1621848,2624885],[1671757,2647053],[1674628,2518392],[1687693,2654584],[1693619,2657427],[1705340,2663471],[1711438,2381555],[1771998,2689195],[1784460,2693977],[1800839,2587353],[1813675,2705625],[1829664,2459949],[1831112,2713315],[1833983,2606454],[1867581,2725927],[1895311,2734925],[1906964,2507568],[1907306,2738940],[1939019,2655951],[1951054,2535915],[1955398,2664325],[1986992,2556681],[1987334,2765760],[2017138,2690562],[2018726,2775032],[2024636,2577834],[2055093,2595630],[2055435,2706590],[2067596,2603392],[2094860,2797157],[2100770,2621035],[2128951,2635870],[2129293,2735890],[2131299,2637812],[2136791,2639754],[2158982,2746978],[2164892,2654806],[2202852,2675254],[2208344,2677196],[2227958,2771369],[2233868,2689417],[2236732,2691501],[2262469,2704074],[2267961,2706016],[2294112,2794297],[2303148,2723451],[2326080,2733374],[2331572,2735316],[2357861,2747636],[2387026,2760853],[2415770,2772027],[2471190,2794852], [730163,1465481,2548332],[748060,1989845,2558303],[869379,2112867,2627118],[870419,1628239,2627521],[874646,1633359,2629732],[899592,1660711,2641999],[958452,1975890,2671923],[961290,2199076,2672894],[979298,1745093,2679466],[982136,1749854,2680437],[992554,1760487,2684348],[1029158,1798590,2699342],[1048109,2271507,2707858],[1049149,1820066,2708261],[1053376,1825186,2710472],[1080679,2091006,2720695],[1102155,1869925,2726964],[1113011,1879917,2730043],[1115849,1884678,2731014],[1144723,2145319,2740416],[1147561,2345747,2741387],[1155945,1923663,2647997],[1165569,1931364,2747959],[1168407,1936125,2748930],[1178825,1946758,2752841],[1184828,1953149,2755477],[1189055,1958269,2757688],[1240034,1999491,2769271],[1250890,2009483,2772350],[1253728,2014244,2773321],[1266644,2025652,2776634],[1272506,2249646,2777824],[1283362,2258774,2780903],[1284225,1800925,2587734],[1286200,2441247,2781874],[1288507,2046311,2783056],[1293982,2048655,2784093],[1304838,2058647,2787172],[1307676,2063408,2788143],[1316060,2071792,2714259],[1318094,2074041,2792054],[1342015,2092031,2796645],[1352690,2101786,2798759],[1380544,2122513,2804038],[1388273,2131315,2806254],[1413402,2354415,2810957],[1414230,1674144,2518376],[1414823,2156421,2520815],[1415618,2355440,2811553],[1418460,2156763,2812560],[1429402,2165908,2749760],[1435264,2168920,2816071],[1446120,2178912,2819150],[1446983,1955484,2664706],[1448958,2183673,2820121],[1451265,2186567,2667816],[1468504,2197922,2823221],[1472644,2200251,2823776],[1475079,2202868,2824170],[1505533,2225129,2828768],[1516208,2234884,2774151],[1518106,2236351,2831319],[1538391,2250671,2834251],[1540871,2253500,2834763],[1544384,2259410,2589373],[1545226,2440093,2835569],[1546131,2442422,2835536],[1549066,2260426,2836365],[1551791,2262485,2783316],[1560167,2055521,2706971],[1576920,2281153,2841644],[1577748,1833499,2606438],[1578341,2287591,2608877],[1579136,2465850,2842240],[1581978,2287933,2716774],[1598306,2298632,2724109],[1598924,2298648,2844870],[1604668,2302767,2845540],[1631262,2321150,2848568],[1635402,2323479,2849123],[1637837,2326096,2803261],[1646213,2129379,2736271],[1647875,2333939,2637750],[1663734,2344593,2852817],[1667874,2346922,2853372],[1669691,2349523,2645905],[1670309,2349539,2853766],[1673740,2355015,2649787],[1680478,2357480,2812919],[1682295,2159788,2749655],[1689458,1938535,2655935],[1690051,2175358,2534219],[1700763,2371800,2858364],[1703243,2374629,2754551],[1706756,2380539,2666345],[1707598,2539388,2859682],[1708503,2541717,2859649],[1720693,2387042,2821967],[1726913,2390645,2861626],[1726985,2391026,2764430],[1733196,2394804,2675192],[1751771,2406734,2826420],[1758421,2411254,2772685],[1759039,2411270,2864429],[1764783,2415389,2828920],[1766600,2228764,2774046],[1773763,2016654,2690546],[1774356,2005929,2413693],[1783483,2427965,2775838],[1790133,2432485,2692159],[1790751,2432501,2867642],[1796495,2436620,2868312],[1796567,2437001,2698383],[1807230,2444349,2704012],[1808291,2262649,2785157],[1808963,2048976,2706509],[1815722,2277125,2601253],[1816564,2596459,2871928],[1823089,2455003,2871340],[1827229,2457332,2871895],[1829046,2459933,2712167],[1833095,2465425,2716049],[1838040,2288019,2609237],[1845906,2470809,2843886],[1852454,2474374,2724047],[1856372,2301071,2725470],[1866604,2483013,2797963],[1875745,2488589,2800734],[1876363,2488605,2847314],[1882583,2492208,2876355],[1882655,2492589,2804311],[1886595,2119157,2323800],[1888866,2496367,2733312],[1889927,2326260,2805102],[1890599,2122834,2735809],[1897358,2118485,2494228],[1898200,2636699,2849156],[1906346,2507552,2737933],[1913184,2511171,2878720],[1913256,2511552,2737610],[1919467,2515330,2645843],[1929666,2365883,2656279],[1930939,2358064,2654232],[1931044,2159776,2526415],[1938042,2527260,2814085],[1938131,2371375,2660161],[1944692,2531780,2748294],[1945310,2531796,2881523],[1951126,2536296,2754518],[1952871,2375435,2662461],[1960034,2186083,2542422],[1961870,2544145,2821781],[1967362,2546087,2760791],[1976526,2392665,2765221],[1977198,2200572,2677689],[1986374,2556665,2764753],[1990347,2215076,2405889],[1995463,2561139,2863445],[1995535,2561520,2826975],[2002011,2564704,2772623],[2005311,2224809,2413681],[2007785,2219212,2562612],[2009058,2415973,2688843],[2009163,2228752,2572498],[2016161,2573343,2830086],[2016250,2224704,2566494],[2019520,2427120,2691824],[2024708,2578215,2775805],[2031184,2581399,2692097],[2035102,2434924,2693520],[2045334,2260082,2442743],[2047068,2451911,2707302],[2048354,2263194,2594866],[2054475,2595614,2784689],[2061313,2599233,2888842],[2061385,2599614,2784366],[2065325,2277797,2457653],[2068657,2460113,2712300],[2069329,2281474,2603885],[2076930,2467158,2609859],[2078092,2610761,2794123],[2081978,2293267,2611084],[2086114,2472282,2796797],[2091606,2476164,2725575],[2091711,2301059,2622164],[2095654,2482168,2723774],[2100842,2621416,2797930],[2103829,2623334,2847128],[2104554,2314267,2487841],[2109321,2625276,2800672],[2113369,2319517,2321944],[2118557,2323178,2494773],[2120926,2318058,2626562],[2122212,2326805,2635106],[2128333,2635854,2804634],[2132024,2506804,2737337],[2145955,2513191,2738401],[2146627,2347243,2640247],[2155803,2355120,2520803],[2157592,2528734,2656512],[2164964,2655187,2814052],[2171440,2658371,2748232],[2174740,2371480,2534207],[2178487,2536499,2663119],[2178592,2375423,2537755],[2185590,2381211,2542038],[2187268,2382832,2544083],[2191039,2386278,2668844],[2194830,2547373,2763380],[2196289,2198716,2199578],[2199950,2393210,2678151],[2203577,2555917,2764157],[2211190,2679143,2826246],[2211393,2404633,2560565],[2219937,2409795,2411979],[2226568,2408208,2562845],[2233940,2689798,2830053],[2236935,2577260,2692795],[2244754,2579307,2774672],[2250246,2583189,2693625],[2250351,2434912,2578963],[2254294,2438460,2441749],[2259482,2442121,2589918],[2272009,2453370,2455797],[2277197,2457031,2601798],[2280852,2460658,2604979],[2286973,2465530,2608865],[2292011,2470235,2612055],[2295586,2472220,2472515],[2297173,2299357,2300145],[2303351,2620461,2724745],[2310496,2484395,2623272],[2318261,2491002,2492792],[2341501,2641040,2736560],[2342960,2345387,2346249],[2346621,2513736,2640709],[2350248,2516917,2519889],[2366608,2530321,2532505],[2380611,2541416,2666890],[2389439,2391229,2391940],[2429439,2579245,2579540],[2431026,2433210,2433998],[2437204,2586147,2588648],[2452114,2598027,2599817],[2509965,2511755,2512466] ] cell #5110 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1163208,2358185],[1248529,2416094],[1340760,2476285],[1443759,2536620],[1466207,2548506],[1504278,2566615],[1537136,2583310],[1596023,2614274],[1628965,2627695],[1661437,2642173],[1677646,2649908],[1699508,2660282],[1711363,2542316],[1750580,2680611],[1756138,2682656],[1787850,2695014],[1799316,2699516],[1820792,2708435],[1829589,2603779],[1837001,2716170],[1874541,2727754],[1906889,2640141],[1921563,2743606],[1924389,2648384],[1936851,2749104],[1942409,2751149],[1951049,2662063],[1953875,2755651],[1986917,2677583],[2014970,2773495],[2024631,2693122],[2026378,2776808],[2041317,2700145],[2053271,2784883],[2055018,2706403],[2067595,2603372],[2069692,2790362],[2072518,2714646],[2100765,2725072],[2102512,2798933],[2127129,2804828],[2128876,2735703],[2131294,2736665],[2136790,2639734],[2137847,2807512],[2164887,2749257],[2166634,2750147],[2181573,2756280],[2202847,2763485],[2208343,2677176],[2209400,2825428],[2233863,2773648],[2235610,2774538],[2236731,2690974],[2236832,2831364],[2262464,2783421],[2267960,2705996],[2269017,2785584],[2303147,2722924],[2303248,2845585],[2326075,2803366],[2331571,2735296],[2332628,2805529],[2357860,2747109],[2357961,2812964],[2387021,2822201],[2415769,2771500],[2415870,2828965],[2471189,2794598],[2471290,2843931], [730088,1724811,2548312],[870344,1880481,2627501],[899517,1911082,2641979],[976937,2211514,2678807],[982061,1994401,2680417],[1029083,2039220,2699322],[1049074,2059211,2708241],[1099907,2104381,2726492],[1110650,2318382,2729384],[1115774,2117423,2730994],[1116168,1885404,2731188],[1155870,2152502,2647977],[1168332,2163830,2748910],[1184753,2179476,2755457],[1210336,2392061,2762348],[1226741,1990146,2766410],[1237786,2219764,2768799],[1242900,2004107,2770061],[1253653,2232806,2773301],[1266569,2242752,2776614],[1284150,2256512,2587733],[1291734,2263021,2783621],[1302477,2452235,2786513],[1307601,2276063,2788123],[1307995,2064134,2788317],[1315985,2283672,2714239],[1339777,2299972,2796068],[1352615,2309168,2798739],[1367251,2113168,2801177],[1378296,2326632,2803566],[1388198,2334326,2806234],[1405566,2512587,2809148],[1414222,2152663,2518371],[1421971,2159575,2813210],[1429327,2363881,2749740],[1433016,2366435,2815599],[1438130,2173536,2816861],[1446908,2377641,2664705],[1448883,2379477,2820101],[1449277,2184399,2820295],[1470388,2199377,2823322],[1471516,2393037,2823522],[1475004,2395191,2824150],[1508777,2228551,2829211],[1516133,2421790,2774131],[1518101,2423018,2831341],[1536153,2433825,2833674],[1547092,2588769,2835746],[1548991,2443021,2836345],[1549385,2261152,2836539],[1551716,2444736,2783296],[1560092,2450248,2706970],[1563627,2271808,2838783],[1574672,2460485,2841172],[1577740,2283833,2606433],[1579786,2285769,2842434],[1598849,2474761,2844850],[1601910,2300858,2845104],[1604663,2478066,2845562],[1634274,2494600,2848869],[1637762,2496754,2803241],[1646138,2502266,2736270],[1647874,2333919,2637110],[1665618,2346048,2852918],[1666746,2513563,2853118],[1670234,2515717,2853746],[1674744,2156346,2746076],[1676663,2519716,2854588],[1678472,2356071,2855024],[1680473,2522313,2812941],[1682220,2523203,2749654],[1689450,2364042,2655930],[1704007,2375222,2858807],[1711757,2382281,2821338],[1720618,2546474,2821947],[1726908,2549135,2861648],[1727580,2391126,2861671],[1733195,2394784,2674552],[1758964,2565091,2864409],[1762025,2413480,2864663],[1764778,2568396,2828942],[1766525,2569286,2774045],[1773755,2421951,2690541],[1790676,2581786,2867622],[1793737,2434711,2867876],[1796490,2585091,2868334],[1797162,2437101,2868357],[1800639,2259405,2782201],[1803497,2441548,2868997],[1804625,2589745,2869197],[1807229,2444329,2703372],[1808286,2591747,2785164],[1808955,2445404,2706504],[1826101,2601625,2871641],[1834099,2287516,2792832],[1837827,2466481,2843135],[1837965,2609236,2609291],[1845901,2612382,2843908],[1852453,2474354,2720924],[1852614,2298627,2795650],[1856297,2616744,2725469],[1876288,2625663,2847294],[1882578,2628324,2876377],[1883250,2492689,2876400],[1888865,2496347,2732672],[1889922,2631987,2805109],[1890591,2497422,2735804],[1913179,2642802,2878742],[1913851,2511652,2878765],[1919466,2515310,2743045],[1919627,2349518,2810285],[1923476,2355014,2745669],[1927450,2520602,2879938],[1930938,2522796,2654212],[1931039,2358604,2526410],[1939135,2175283,2753619],[1945235,2658758,2881503],[1948296,2534006,2881757],[1951721,2536396,2858561],[1952796,2662460,2662953],[1955198,2380534,2820448],[1959184,2666717,2883078],[1960026,2542417,2542477],[1961865,2668172,2821803],[1967361,2546067,2760486],[1973628,2391025,2761884],[1976521,2673221,2765228],[1977190,2551246,2677684],[1995458,2680764,2863467],[1996130,2561620,2863490],[2002010,2564684,2769500],[2002171,2411249,2827773],[2005854,2017254,2685126],[2009057,2568879,2688823],[2009158,2416513,2572493],[2025303,2578315,2866703],[2031183,2581379,2778053],[2031344,2432480,2833256],[2035027,2693519,2697484],[2037384,2437000,2780053],[2041989,2587834,2887572],[2048353,2445303,2594865],[2055235,2277120,2788470],[2061308,2709064,2888864],[2061980,2599714,2888887],[2067756,2459928,2840972],[2068652,2712307,2712727],[2069321,2603880,2604447],[2071605,2465424,2792425],[2075579,2608664,2890060],[2078091,2610234,2794103],[2086109,2720023,2796819],[2091605,2616337,2725555],[2091706,2476704,2622159],[2101437,2621516,2875085],[2103824,2726292,2847150],[2109320,2625256,2800367],[2109481,2488584,2847548],[2115587,2492588,2801765],[2118480,2129093,2731341],[2119149,2119152,2630435],[2122211,2497321,2635105],[2136951,2507547,2851797],[2143057,2511551,2808684],[2145950,2738408,2741714],[2146619,2640242,2644913],[2158132,2365878,2815399],[2165559,2655287,2880584],[2165721,2371374,2753212],[2171439,2658351,2816300],[2171600,2531775,2857369],[2177640,2536295,2818300],[2178486,2662546,2663099],[2178587,2537039,2537750],[2182245,2664806,2894732],[2187248,2543424,2543443],[2194829,2671073,2763360],[2196284,2391769,2392480],[2199949,2551145,2678150],[2208504,2556660,2862844],[2211189,2678616,2826226],[2211933,2405173,2405884],[2216364,2561519,2826721],[2219207,2227108,2768599],[2224703,2234697,2684719],[2224804,2224864,2567034],[2234535,2689898,2885883],[2237475,2427115,2832004],[2241906,2578214,2832204],[2244749,2774694,2777152],[2250245,2693605,2697077],[2250346,2578958,2583729],[2260074,2260077,2702256],[2261720,2451910,2786322],[2268121,2595609,2870320],[2269689,2707071,2897785],[2274227,2599613,2839371],[2277789,2277792,2711175],[2280851,2604346,2604978],[2292551,2293262,2794398],[2295566,2613694,2613713],[2297172,2475328,2475960],[2303891,2482163,2846225],[2308322,2621415,2846425],[2310476,2622613,2622632],[2311450,2487208,2487840],[2318057,2325331,2729193],[2318801,2319512,2493332],[2323177,2323232,2630334],[2331732,2635849,2877573],[2333300,2736371,2891725],[2334893,2506803,2807076],[2341500,2736540,2739566],[2342955,2512295,2513006],[2346620,2640708,2644812],[2355115,2355175,2650327],[2356886,2528714,2750569],[2363035,2655186,2856317],[2371475,2371535,2660701],[2381203,2381206,2758391],[2385645,2386277,2760276],[2389419,2549618,2550171],[2395758,2555916,2824992],[2402270,2559992,2560545],[2408188,2414795,2682076],[2409162,2409794,2565658],[2420944,2689797,2865984],[2423501,2577240,2776015],[2429419,2694434,2694453],[2431025,2582353,2582985],[2437744,2438455,2589188],[2442120,2442175,2702155],[2452654,2453365,2600357],[2457030,2457085,2711074],[2465525,2465585,2716589],[2467150,2467153,2793500],[2469662,2470215,2718886],[2478549,2620441,2798140],[2490429,2490982,2628807],[2509945,2643285,2643838],[2516284,2516916,2649583],[2529688,2530320,2659325],[2541415,2541470,2758290],[2585574,2586127,2701181],[2597454,2598007,2709547] ] cell #5111 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2119165],[2197071],[2213431],[2224933],[2260090],[2277805],[2297870],[2312780],[2320299],[2323287],[2343742],[2355244],[2371604],[2381219],[2382856],[2389980],[2403384],[2410492],[2431723],[2439242],[2442230],[2454152],[2457140],[2465654],[2467166],[2472539],[2484419],[2491543],[2510506],[2517614],[2531018],[2541525],[2579564],[2586688],[2598568], [956897,2195902],[1111456,2319130],[1116300,2322846],[1143168,2342573],[1226754,2402615],[1231898,2405502],[1242913,2412427],[1281807,2438073],[1303283,2452983],[1308127,2456699],[1356150,2484988],[1367264,2490774],[1372408,2493661],[1414063,2352169],[1414238,2152732],[1421984,2523141],[1427128,2526028],[1438143,2532953],[1444565,2537368],[1449409,2541084],[1470401,2550516],[1486557,2558327],[1497676,2563438],[1508790,2569224],[1513934,2572111],[1526919,2578576],[1544703,2256567],[1549517,2590872],[1552526,2592013],[1563640,2597799],[1568784,2600686],[1577581,2462579],[1577756,2283902],[1579799,2607611],[1600765,2616120],[1601923,2616682],[1613481,2621777],[1627453,2627142],[1638572,2632253],[1648547,2637529],[1665631,2644183],[1675876,2355687],[1678485,2650717],[1689291,2527411],[1689466,2364111],[1692906,2657105],[1704020,2662891],[1707075,2377696],[1709164,2665778],[1711889,2542989],[1727593,2672732],[1729301,2672918],[1730544,2673487],[1733868,2674971],[1762038,2685064],[1763486,2225376],[1773596,2573494],[1773771,2422020],[1775366,2691090],[1792592,2696860],[1793750,2697422],[1797175,2699180],[1801759,2442008],[1803510,2701526],[1805308,2702517],[1807902,2591239],[1808971,2445473],[1816041,2450303],[1819280,2707882],[1830399,2712993],[1835231,2466097],[1837840,2609124],[1852683,2474699],[1853126,2721343],[1858487,2723040],[1883263,2730852],[1886214,2731607],[1886741,2323065],[1889538,2631479],[1890607,2497491],[1897677,2502321],[1899210,2503382],[1913864,2741225],[1915572,2741411],[1916815,2741980],[1919696,2515655],[1920139,2743464],[1924560,2520160],[1926305,2745452],[1927463,2746014],[1929925,2651276],[1931168,2360102],[1931611,2523258],[1948309,2753557],[1949757,2372047],[1951734,2661977],[1956318,2541303],[1960042,2542546],[1968034,2669492],[1973461,2762000],[1973683,2549401],[1977206,2551315],[1979238,2552495],[1996143,2680275],[1997961,2408533],[2002240,2565029],[2002683,2769919],[2006025,2413038],[2008044,2685887],[2009287,2418011],[2009730,2569341],[2025316,2692633],[2031413,2581724],[2031856,2778472],[2037217,2780169],[2037439,2585357],[2042002,2781712],[2043710,2781898],[2044953,2782467],[2047339,2591444],[2048241,2591724],[2048463,2446633],[2061993,2787981],[2064944,2788736],[2065471,2456918],[2067825,2603717],[2069337,2604516],[2072689,2608222],[2075592,2792770],[2076407,2609346],[2080333,2470560],[2083099,2718538],[2088760,2615075],[2091835,2477491],[2092278,2616799],[2101450,2724583],[2109550,2625601],[2109993,2727612],[2111679,2490212],[2115420,2801881],[2115642,2628590],[2121197,2631684],[2122099,2631964],[2122321,2498651],[2137020,2640079],[2142890,2808800],[2143112,2643068],[2146635,2644982],[2148667,2646162],[2159133,2523910],[2165572,2748768],[2167390,2529059],[2171669,2658696],[2172112,2816719],[2175454,2533564],[2177695,2662329],[2178716,2538537],[2179159,2663008],[2182258,2819959],[2185209,2820714],[2187593,2759503],[2189552,2545850],[2192098,2670032],[2199837,2673198],[2200059,2551843],[2208573,2677521],[2216197,2767114],[2216419,2681030],[2218050,2562869],[2221858,2683457],[2228109,2569993],[2234548,2773159],[2238973,2577585],[2241961,2693388],[2247400,2695815],[2250475,2584516],[2250918,2697539],[2268190,2706341],[2269702,2840695],[2270319,2597237],[2274060,2839487],[2274282,2709330],[2280739,2712704],[2280961,2605676],[2289431,2718040],[2290762,2612079],[2295911,2719838],[2300416,2616898],[2305389,2620786],[2308377,2725338],[2310821,2799384],[2315326,2728152],[2331801,2735641],[2333313,2803089],[2336223,2639517],[2346508,2741691],[2346730,2645510],[2363090,2749523],[2364721,2656536],[2368529,2751950],[2374780,2663660],[2388649,2670909],[2397088,2676959],[2402053,2766616],[2420999,2773914],[2424615,2692819],[2429764,2776967],[2434269,2697638],[2479663,2724769],[2509175,2739402], [503699,1681787,2651994],[564564,1766092,2686605],[631967,1855864,2721883],[711235,1952363,2755098],[730614,1972312,2761502],[763137,2005421,2770459],[790607,2034594,2779012],[840216,2087287,2795295],[870870,2114271,2801383],[900043,2141741,2808302],[913629,2155913,2812145],[932566,2174850,2817259],[982587,2215978,2826557],[988345,2220385,2827418],[1018946,2245927,2832901],[1029609,2255196,2834900],[1049600,2272911,2838989],[1063186,2287083,2842832],[1105034,2314715,2847363],[1153770,2350696,2853815],[1156396,2153175,2811605],[1168858,2362649,2856153],[1174616,2367056,2857014],[1185279,2376325,2859013],[1190394,1959867,2667161],[1254179,2420558,2865820],[1267095,2428799,2867080],[1284025,2256345,2835398],[1296861,2448568,2870135],[1311317,2068268,2712219],[1313885,2461106,2872338],[1316511,2284345,2842292],[1353141,2483847,2875462],[1383423,2500586,2877388],[1393840,2137463,2737985],[1396449,2507937,2878322],[1429853,2364554,2858416],[1441030,2177473,2754380],[1446783,2377474,2859511],[1480646,2209016,2764805],[1483255,2557050,2884520],[1516659,2422463,2828820],[1518786,2575239,2886386],[1523370,2241739,2775667],[1557358,2268633,2784741],[1559967,2450081,2871757],[1571760,2279837,2712424],[1605348,2618440,2890840],[1609932,2308155,2797792],[1643404,2332244,2804686],[1646013,2502099,2848985],[1648104,2334264,2806303],[1652968,2338769,2738525],[1681158,2522227,2881032],[1685742,2362868,2813914],[1733425,2395129,2824219],[1738289,2399634,2765345],[1765463,2568310,2863938],[1770047,2420777,2829915],[1775588,2423284,2775169],[1807459,2444674,2836990],[1812323,2449179,2785281],[1846586,2611893,2873899],[1858709,2478332,2797294],[1889095,2496692,2849566],[1893959,2501197,2805226],[1930147,2522579,2813416],[1967591,2546412,2861228],[2008266,2568662,2829417],[2083321,2612648,2844308] ] cell #5112 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291370,2048357],[1377932,2122215],[1471152,2199953],[1574308,2280855],[1596617,2297176],[1633910,2323181],[1666382,2346624],[1724909,2389464],[1756732,2409798],[1788444,2431029],[1804261,2442124],[1825737,2457034],[1875135,2487844],[1880579,2491027],[1911180,2509990],[1922157,2516920],[1943003,2530324],[1958820,2541419],[1994499,2560590],[2039318,2586172],[2041911,2587737],[2053865,2594869],[2059309,2598052],[2070286,2604982],[2076343,2609240],[2127723,2635109],[2138441,2640712],[2152600,2648022],[2163928,2654257],[2178253,2662464],[2179574,2663144],[2182167,2664709],[2209994,2678154],[2232904,2688868],[2242519,2693523],[2242850,2693650],[2269611,2706974],[2279955,2712318],[2283770,2714284],[2308935,2725473],[2309266,2725600],[2333222,2736274],[2334424,2736702],[2338887,2738419],[2363648,2749658],[2363979,2749785],[2374049,2754646],[2395289,2763522],[2399752,2765239],[2421557,2774049],[2421888,2774176],[2423357,2774810],[2427385,2776206],[2444834,2783458],[2449297,2785175],[2478405,2796935],[2482433,2798331],[2496852,2803403],[2501315,2805120],[2503524,2806086],[2522652,2813057],[2526680,2814453],[2546572,2822238],[2552637,2824002],[2568735,2829058],[2572763,2830454],[2591586,2836773],[2612721,2844119],[2631826,2849349],[2670174,2861140], [1079187,1850566,2296813],[1099543,1869627,2484855],[1237422,1999193,2563305],[1238542,2000123,2409435],[1271014,2029296,2430666],[1339413,2090708,2615987],[1361405,2108423,2487481],[1411910,2150615,2516557],[1432652,2168622,2656972],[1433772,2169552,2529961],[1467027,2196845,2672972],[1488889,2213205,2558381],[1502931,2223806,2565931],[1503286,2004701,2566294],[1535789,2249348,2696727],[1544639,2256461,2587374],[1557781,2267063,2594506],[1575428,2281785,2604619],[1597486,2088337,2721565],[1618962,2106052,2622938],[1629785,2320073,2627196],[1632782,2117521,2629405],[1643827,2330674,2634746],[1656622,2339787,2640349],[1662257,2343516,2741465],[1674189,2352399,2518219],[1676299,2354117,2745319],[1684119,2359876,2652048],[1698161,2370477,2659598],[1698516,2174130,2659961],[1707011,2377590,2664346],[1741943,2400652,2677791],[1757601,2221435,2682401],[1768424,2417785,2686659],[1776146,2423419,2691019],[1789313,2246977,2778694],[1800136,2439016,2781952],[1801027,2256610,2439898],[1810789,2264692,2703678],[1815977,2450197,2706611],[1821612,2453926,2707936],[1824609,2276161,2710145],[1833544,2462809,2606281],[1835654,2464527,2715486],[1836009,2286363,2715849],[1857117,2477265,2721937],[1859267,2478467,2722969],[1892425,2328303,2732978],[1897613,2502215,2735911],[1899328,2503276,2736638],[1923026,2351746,2811827],[1925209,2518932,2812199],[1928214,2521178,2746284],[1928569,2356665,2746647],[1930705,2522714,2747154],[1938580,2527641,2655778],[1943872,2368106,2750894],[1954695,2538311,2755152],[1955586,2377739,2539193],[1957692,2379575,2757361],[1974241,2549536,2761929],[1977984,2393920,2762673],[1979356,2552389,2763458],[2006674,2567595,2770513],[2008824,2568797,2771545],[2016699,2573724,2690389],[2018146,2574570,2774783],[2035847,2584290,2779066],[2037997,2585492,2780098],[2042046,2442788,2782602],[2042780,2440683,2836071],[2045734,2443119,2782729],[2047457,2591338,2783394],[2049021,2592148,2705914],[2055623,2450346,2596264],[2071155,2462156,2790107],[2073338,2606994,2842886],[2076698,2467075,2793403],[2083879,2612783,2794643],[2088878,2614969,2795623],[2089520,2474859,2795687],[2094280,2617771,2796908],[2116200,2628725,2801810],[2119943,2495483,2802554],[2121315,2631578,2803339],[2122879,2632388,2735214],[2129481,2502364,2636504],[2143670,2643203,2808729],[2147413,2514446,2809473],[2148785,2646056,2810258],[2149427,2515815,2810322],[2152389,2520278,2812039],[2153119,2518368,2854207],[2158402,2651542,2813030],[2159251,2651888,2748848],[2159890,2523301,2654717],[2176103,2661262,2817313],[2182302,2542083,2820849],[2183036,2539978,2860184],[2185990,2542414,2820976],[2186128,2667391,2667446],[2192216,2669926,2822174],[2197342,2672063,2822972],[2197466,2549474,2822999],[2200617,2673622,2766049],[2216977,2681165,2826766],[2221976,2683351,2827746],[2222618,2565189,2827810],[2227378,2686153,2829031],[2228227,2686499,2773239],[2228866,2569384,2689328],[2247518,2695709,2833229],[2248160,2581884,2833293],[2252920,2698511,2834514],[2253044,2585430,2834541],[2256270,2589458,2835937],[2262734,2703544,2784829],[2262813,2592086,2705852],[2269746,2457698,2788871],[2274840,2709465,2839416],[2278583,2602508,2840160],[2280597,2603877,2841009],[2281519,2713128,2713604],[2283559,2608340,2842726],[2284289,2606430,2872730],[2288121,2609389,2609449],[2289504,2717681,2843843],[2293532,2719077,2844092],[2298239,2615217,2844702],[2300534,2721777,2798677],[2301173,2616842,2726060],[2315444,2728046,2847521],[2316086,2625761,2847585],[2320570,2730183,2848319],[2320694,2628663,2848346],[2323845,2333357,2731742],[2326345,2732844,2804774],[2326424,2632326,2735152],[2339529,2640239,2851834],[2344013,2740556,2852568],[2344137,2643141,2852595],[2347288,2739229,2742115],[2349130,2646304,2853598],[2358177,2652136,2749096],[2363768,2533682,2817153],[2364498,2655927,2880962],[2368647,2751844,2857342],[2369289,2658856,2857406],[2374173,2662402,2858654],[2374898,2754992,2755395],[2375537,2663051,2663604],[2377399,2666430,2860050],[2382998,2759286,2860943],[2388722,2761143,2823941],[2392750,2762539,2825374],[2392829,2673560,2765987],[2400394,2677681,2862881],[2402126,2766257,2863402],[2406154,2767653,2863651],[2406278,2681103,2863678],[2410861,2683599,2864261],[2413156,2421677,2770353],[2413795,2413798,2685224],[2416086,2686747,2773487],[2422407,2690538,2886261],[2427509,2693461,2866891],[2432092,2695957,2867474],[2434387,2776552,2778906],[2435026,2694110,2697582],[2444185,2597310,2838630],[2449939,2706501,2870357],[2450006,2601338,2840026],[2454423,2787312,2871091],[2454547,2709403,2871118],[2459540,2712566,2872121],[2460198,2789973,2790308],[2460277,2713066,2713542],[2467545,2717645,2717654],[2472681,2795078,2845429],[2473657,2615717,2616193],[2476277,2722025,2798925],[2482557,2725411,2875273],[2484561,2799167,2875672],[2485061,2624636,2625112],[2488196,2728294,2875869],[2490285,2496203,2801024],[2494313,2502024,2802420],[2494392,2494437,2731680],[2501957,2735801,2877610],[2504024,2639590,2851644],[2507159,2738667,2878234],[2509248,2806025,2807943],[2513276,2807458,2809339],[2513355,2739167,2742053],[2520917,2520920,2746174],[2522152,2656678,2856797],[2526804,2749596,2880772],[2531387,2752092,2881355],[2534321,2534324,2753717],[2536612,2755240,2755643],[2542930,2542933,2759031],[2545447,2545923,2822048],[2547501,2761107,2761116],[2548498,2672657,2673060],[2553137,2677032,2862691],[2556272,2765487,2884432],[2557875,2766221,2766230],[2558469,2680200,2680603],[2563011,2568235,2827201],[2563511,2563987,2684099],[2566607,2566646,2770601],[2572887,2773987,2886071],[2575164,2692961,2866771],[2579706,2831208,2832684],[2580682,2696457,2696933],[2583302,2776800,2779154],[2589537,2589582,2782540],[2590992,2707430,2838594],[2595221,2785423,2888356],[2601417,2601462,2788809],[2608979,2608982,2792930],[2611818,2612221,2843999],[2614220,2721096,2721431],[2618365,2724911,2875153],[2622804,2727365,2727700],[2626690,2631232,2800988],[2627284,2627687,2730777],[2635461,2805368,2892115],[2637282,2738073,2851608],[2641168,2807907,2807916],[2642165,2741150,2741553],[2646804,2647280,2745525],[2649900,2649939,2812287],[2657178,2657654,2752592],[2660274,2660313,2817401],[2666509,2666554,2820787],[2669245,2669580,2822012],[2674724,2764893,2862655],[2682267,2682602,2769672],[2694960,2778225,2778560],[2699105,2699508,2782040],[2708024,2708427,2787906],[2716162,2716201,2842974],[2743217,2743552,2811693],[2750760,2751095,2816472] ] cell #5113 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291224,2048360],[1377786,2122218],[1471006,2199956],[1574162,2280858],[1596543,2297179],[1633764,2323184],[1666236,2346627],[1724907,2389493],[1756658,2409801],[1788370,2431032],[1804115,2442127],[1825591,2457037],[1875061,2487847],[1880577,2491056],[1911178,2510019],[1922083,2516923],[1942929,2530327],[1958674,2541422],[1994497,2560619],[2039316,2586201],[2041837,2587740],[2053791,2594872],[2059307,2598081],[2070212,2604985],[2076197,2609243],[2127649,2635112],[2138367,2640715],[2152598,2648051],[2163926,2654286],[2177323,2662467],[2179572,2663173],[2182093,2664712],[2209920,2678157],[2232902,2688897],[2240727,2693526],[2242848,2693679],[2269537,2706977],[2279141,2712321],[2283768,2714313],[2307143,2725476],[2309264,2725629],[2333148,2736277],[2334422,2736731],[2337285,2738422],[2361856,2749661],[2363977,2749814],[2373316,2754644],[2395287,2763551],[2398150,2765242],[2419765,2774052],[2421886,2774205],[2423274,2774813],[2425941,2776204],[2444832,2783487],[2447695,2785178],[2478322,2796938],[2480989,2798329],[2496850,2803432],[2499713,2805123],[2503454,2806084],[2522569,2813060],[2525236,2814451],[2546570,2822267],[2552567,2824000],[2568652,2829061],[2571319,2830452],[2591516,2836771],[2612638,2844122],[2631756,2849347],[2670104,2861138], [1099397,1869630,2484776],[1237276,1999196,2563226],[1335126,1850569,2473372],[1339267,2090711,2615908],[1432506,2168625,2656893],[1465915,2196848,2671860],[1498644,2000126,2563702],[1502785,2223809,2684290],[1503284,2004627,2566297],[1531502,2029299,2580397],[1535643,2249351,2696648],[1596407,2088335,2614731],[1622103,2108426,2624827],[1628673,2320076,2729980],[1632640,2117519,2629434],[1661145,2343519,2740353],[1672012,2150618,2646995],[1676153,2354120,2745240],[1693874,2169555,2657369],[1698015,2370480,2752783],[1698514,2174056,2659964],[1750288,2213208,2679403],[1756522,2221433,2683113],[1788234,2246975,2695471],[1799024,2439019,2780840],[1801094,2256464,2700199],[1813930,2267066,2705567],[1820500,2453929,2787109],[1824467,2276159,2710174],[1831367,2281788,2713257],[1835508,2464530,2791996],[1836007,2286289,2715852],[1874925,2106050,2623650],[1895566,2330677,2734867],[1907561,2339790,2738882],[1921947,2351744,2744063],[1924025,2352402,2648246],[1924097,2518935,2811490],[1928068,2521181,2812502],[1928567,2356591,2746650],[1936559,2359879,2747896],[1942793,2368104,2751606],[1953583,2538314,2819087],[1955653,2377593,2756334],[1957550,2379573,2757390],[1987589,2400655,2765702],[2014678,2417788,2772287],[2020491,2423422,2774857],[2026086,2584293,2834188],[2037067,2585495,2834588],[2041495,2256608,2587670],[2041701,2440681,2781554],[2042044,2440996,2782605],[2045592,2443117,2782758],[2053655,2264690,2704390],[2055690,2450200,2785638],[2070076,2462154,2790819],[2072154,2462812,2714508],[2072226,2606997,2842177],[2076696,2467001,2793406],[2096625,2478470,2796982],[2102220,2477268,2796582],[2127513,2328301,2733690],[2129548,2502218,2805583],[2132387,2503279,2806074],[2134697,2643206,2852642],[2138231,2514444,2809850],[2147971,2646059,2853586],[2148565,2515813,2810351],[2152345,2518676,2812042],[2153047,2518366,2811260],[2160747,2522717,2813104],[2166270,2527644,2750009],[2166342,2661265,2858301],[2181751,2377737,2664642],[2181957,2539976,2819801],[2182300,2540291,2820852],[2185848,2542412,2821005],[2203940,2552392,2823990],[2206250,2549539,2823046],[2209784,2393918,2763050],[2229723,2568800,2829105],[2235246,2573727,2774400],[2235318,2567598,2828705],[2237723,2574568,2831243],[2239279,2695712,2867462],[2239873,2581882,2833322],[2252187,2698509,2868236],[2252297,2585347,2834544],[2256234,2588014,2835935],[2263557,2591341,2836761],[2265005,2592151,2785114],[2265867,2709468,2871165],[2269195,2450344,2706907],[2269401,2602506,2840537],[2269744,2602821,2788874],[2279735,2603875,2841038],[2283515,2606738,2842729],[2284217,2606428,2841947],[2295015,2612786,2844166],[2304139,2617769,2845464],[2305695,2614972,2844690],[2306289,2474857,2795716],[2327168,2631581,2849337],[2328616,2632391,2805059],[2329478,2628728,2848393],[2332806,2502362,2736207],[2333012,2495481,2802931],[2333355,2495796,2731745],[2336517,2740554,2878644],[2336627,2643058,2852598],[2337879,2640237,2851863],[2348467,2646234,2853596],[2358717,2523299,2749220],[2358852,2651540,2855356],[2359620,2651891,2814180],[2360408,2751847,2881343],[2361002,2658854,2857435],[2363724,2661006,2817156],[2364426,2655925,2856601],[2373426,2662319,2858657],[2377363,2664986,2860048],[2381917,2667394,2758735],[2387326,2669929,2861128],[2394233,2673625,2825659],[2397382,2672061,2861550],[2397492,2549391,2823002],[2398744,2677679,2862910],[2407637,2681168,2863725],[2416626,2569382,2773611],[2416761,2686151,2865023],[2417529,2686502,2830181],[2418317,2683354,2864249],[2418911,2565187,2827839],[2421633,2567339,2770356],[2422335,2690536,2866268],[2425353,2695887,2867472],[2426051,2693378,2866894],[2444102,2707706,2838633],[2445106,2592003,2785105],[2446216,2703542,2837647],[2446927,2787310,2888766],[2447037,2709320,2871121],[2448289,2706499,2870386],[2449970,2711355,2840024],[2458877,2712496,2872119],[2462469,2713131,2790593],[2466659,2609387,2717078],[2467821,2717684,2873923],[2471470,2719075,2874043],[2476817,2616840,2799049],[2477009,2721780,2846534],[2480401,2615147,2844700],[2481099,2725328,2875276],[2488889,2728049,2875857],[2489483,2625759,2847614],[2496120,2626966,2801027],[2497124,2632243,2805050],[2498234,2732842,2850223],[2498945,2730181,2876279],[2499055,2628580,2848349],[2500307,2735799,2877639],[2501988,2630615,2802418],[2503941,2738349,2851647],[2505864,2738597,2878232],[2514759,2742118,2807743],[2519270,2650440,2746172],[2522082,2750675,2856795],[2522946,2652066,2814368],[2524648,2752022,2881353],[2525346,2749513,2880775],[2537152,2663049,2755767],[2538055,2754995,2818682],[2542861,2667781,2759029],[2543530,2759284,2883507],[2545364,2669856,2822051],[2547777,2761146,2862112],[2550948,2673477,2825650],[2551426,2762537,2862928],[2553054,2765169,2862694],[2554977,2765417,2884430],[2558151,2766260,2884721],[2561800,2767651,2884841],[2561910,2681020,2863681],[2567147,2567933,2685222],[2568165,2682182,2827199],[2569029,2686677,2830369],[2570731,2683529,2864259],[2571429,2773904,2886074],[2575094,2776121,2866769],[2583842,2697580,2776924],[2584034,2778909,2832313],[2588124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] cell #5114 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291362,2048365],[1377924,2122223],[1471144,2199961],[1574300,2280863],[1596609,2297184],[1633902,2323189],[1666374,2346632],[1724904,2389496],[1756724,2409806],[1788436,2431037],[1804253,2442132],[1825729,2457042],[1875127,2487852],[1880574,2491059],[1911175,2510022],[1922149,2516928],[1942995,2530332],[1958812,2541427],[1994494,2560622],[2039313,2586204],[2041903,2587745],[2053857,2594877],[2059304,2598084],[2070278,2604990],[2076335,2609248],[2127715,2635117],[2138433,2640720],[2152595,2648054],[2163923,2654289],[2178245,2662472],[2179569,2663176],[2182159,2664717],[2209986,2678162],[2232899,2688900],[2242511,2693531],[2242845,2693682],[2269603,2706982],[2279866,2712350],[2283765,2714316],[2308927,2725481],[2309261,2725632],[2333214,2736282],[2334419,2736734],[2338798,2738451],[2363640,2749666],[2363974,2749817],[2373974,2754666],[2395284,2763554],[2399663,2765271],[2421549,2774057],[2421883,2774208],[2423313,2774827],[2427310,2776226],[2444829,2783490],[2449208,2785207],[2478361,2796952],[2482358,2798351],[2496847,2803435],[2501226,2805152],[2503488,2806094],[2522608,2813074],[2526605,2814473],[2546567,2822270],[2552601,2824010],[2568691,2829075],[2572688,2830474],[2591550,2836781],[2612677,2844136],[2631790,2849357],[2670138,2861148], [1079179,1850574,2296918],[1099535,1869635,2311196],[1237414,1999201,2408908],[1238534,2000131,2409540],[1271006,2029304,2430771],[1339405,2090716,2475706],[1361397,2108431,2487586],[1411902,2150623,2516662],[1432644,2168630,2529434],[1433764,2169560,2530066],[1467019,2196853,2548936],[1488881,2213213,2559310],[1502923,2223814,2566036],[1535781,2249356,2582731],[1544631,2256469,2439491],[1544796,2256605,2256870],[1557773,2267071,2594611],[1575420,2281793,2604724],[1597342,2088332,2614734],[1618818,2106047,2623653],[1629777,2320081,2628125],[1643819,2330682,2634851],[1656614,2339795,2640454],[1662249,2343524,2642603],[1674181,2352407,2352632],[1676291,2354125,2649329],[1684111,2359884,2652977],[1698153,2370485,2659703],[1707003,2377598,2538786],[1707168,2377734,2377999],[1741935,2400660,2677896],[1757457,2221430,2683116],[1760882,2004693,2566302],[1768416,2417793,2687588],[1776138,2423427,2691324],[1789169,2246972,2695474],[1800128,2439024,2699946],[1810645,2264687,2704393],[1815969,2450205,2595857],[1816134,2450341,2450606],[1821604,2453934,2708865],[1833536,2462817,2463042],[1835646,2464535,2715591],[1857109,2477273,2722463],[1859259,2478475,2723274],[1884976,2117516,2629437],[1892281,2328298,2733693],[1897605,2502223,2636097],[1897770,2502359,2502624],[1899239,2503308,2736835],[1922882,2351741,2744066],[1925201,2518940,2744987],[1928206,2521186,2746389],[1930697,2522722,2651510],[1931704,2523296,2526542],[1938572,2527649,2527874],[1943728,2368101,2751609],[1947153,2174122,2659969],[1954687,2538319,2756081],[1974233,2549544,2762234],[1977840,2393915,2763053],[1979267,2552421,2763655],[2006666,2567603,2771039],[2008816,2568805,2686121],[2009823,2569379,2572625],[2016691,2573732,2573957],[2018071,2574590,2774929],[2035839,2584298,2779592],[2037989,2585500,2780403],[2042636,2440678,2781557],[2047368,2591370,2703132],[2048402,2592042,2594914],[2049013,2592156,2594987],[2063706,2276156,2710177],[2071011,2462151,2790822],[2073330,2607002,2791743],[2074436,2286355,2715857],[2076500,2466746,2609384],[2083871,2612791,2718772],[2087796,2474854,2795719],[2088789,2615001,2795820],[2092371,2616837,2622291],[2094205,2617791,2797054],[2116192,2628733,2802115],[2119799,2495478,2802934],[2121226,2631610,2732432],[2122260,2632282,2635154],[2122871,2632396,2635227],[2143662,2643211,2809034],[2147269,2514441,2809853],[2148696,2646088,2810455],[2152977,2518363,2811263],[2157158,2356657,2746655],[2158327,2651562,2746875],[2159162,2651920,2654201],[2159254,2652100,2654564],[2176095,2661270,2817839],[2179252,2537882,2663046],[2182892,2539973,2819804],[2183971,2379570,2757393],[2186120,2542563,2667399],[2192127,2669958,2760028],[2195931,2549430,2823016],[2197267,2672083,2823118],[2199998,2673516,2678199],[2200609,2673630,2678272],[2216969,2681173,2767348],[2220894,2565184,2827842],[2221887,2683383,2827943],[2225469,2412936,2685219],[2227303,2686173,2771266],[2228138,2686531,2688812],[2228230,2686711,2689175],[2246436,2581879,2833325],[2247429,2695741,2833426],[2251011,2579090,2697577],[2252845,2698531,2834660],[2257117,2442780,2782610],[2260724,2443114,2782761],[2262659,2703564,2705494],[2274832,2709473,2839721],[2278439,2602503,2840540],[2280900,2605027,2713022],[2281511,2605100,2713136],[2284147,2606425,2841950],[2288328,2467067,2793411],[2289460,2717698,2794092],[2293457,2719097,2794194],[2296865,2615181,2844710],[2297221,2616149,2721372],[2300445,2721809,2725544],[2300537,2721989,2725907],[2315224,2625756,2847617],[2315355,2728078,2799909],[2319159,2628619,2848363],[2320495,2730203,2848465],[2323226,2493690,2731636],[2323837,2502871,2731750],[2326270,2732864,2734794],[2342602,2643097,2852612],[2343938,2740576,2852714],[2346669,2640757,2742009],[2347280,2640830,2742123],[2351205,2515810,2810354],[2352198,2520189,2812071],[2355780,2651226,2746169],[2364356,2655922,2856604],[2367565,2658851,2857438],[2368558,2751876,2857539],[2372140,2533462,2753712],[2374809,2663088,2755024],[2374901,2663451,2755204],[2378246,2542075,2820857],[2381853,2542409,2821008],[2382220,2542791,2759026],[2382962,2759294,2821807],[2388678,2761160,2763349],[2389771,2673024,2762181],[2392675,2762559,2765629],[2402082,2766274,2826215],[2405531,2681059,2863695],[2406079,2767673,2826317],[2409487,2683563,2864269],[2409843,2563467,2769948],[2413067,2573523,2770385],[2413159,2565983,2770565],[2422265,2690533,2866271],[2430718,2695921,2867482],[2431074,2696889,2778501],[2434298,2693594,2778938],[2434390,2693957,2779118],[2438102,2585386,2834558],[2439438,2589383,2835957],[2442169,2702546,2782496],[2449077,2706496,2870389],[2450853,2457690,2788879],[2453012,2709359,2871135],[2454348,2787332,2871237],[2457079,2600715,2788765],[2460123,2713184,2789993],[2461615,2603872,2841041],[2462608,2608251,2842758],[2466190,2608120,2792925],[2467565,2717800,2793633],[2472645,2795086,2796823],[2473299,2721451,2795734],[2484525,2799175,2847154],[2485017,2487889,2727641],[2487533,2728258,2875877],[2490241,2631508,2801041],[2491334,2627248,2802062],[2494238,2636044,2802440],[2501095,2735796,2877642],[2508446,2640234,2851866],[2509204,2736529,2807960],[2510297,2741517,2808981],[2513201,2738809,2809359],[2516609,2646268,2853606],[2516965,2743493,2745481],[2520281,2746336,2812251],[2526057,2749552,2880789],[2527440,2533593,2817185],[2530013,2752056,2881363],[2530369,2657134,2816748],[2533685,2659650,2817365],[2537397,2662358,2858671],[2538733,2666355,2860070],[2541464,2665807,2820743],[2545879,2669521,2822065],[2547521,2761262,2822557],[2557559,2677676,2862913],[2557895,2678382,2825756],[2558433,2560897,2767295],[2562975,2686068,2827209],[2563629,2682287,2827857],[2572140,2773943,2886088],[2578605,2693417,2866908],[2579670,2774698,2832692],[2580324,2778580,2833340],[2586479,2780350,2782004],[2591268,2597266,2838647],[2594558,2785387,2888364],[2595804,2601263,2840046],[2598359,2707988,2839668],[2604671,2712530,2872129],[2608343,2715538,2842938],[2612185,2718719,2844007],[2621806,2725367,2875290],[2622824,2624754,2799823],[2626710,2732346,2847904],[2634798,2805332,2892123],[2637558,2639546,2851661],[2640401,2738631,2878242],[2641188,2808062,2852153],[2646922,2810369,2811713],[2651457,2656642,2856805],[2657296,2750780,2857453],[2669600,2759942,2861042],[2675000,2676988,2862708],[2677843,2765451,2884440],[2691271,2692925,2866779],[2703046,2707450,2870676],[2723221,2724875,2875161],[2736749,2738093,2878136],[2763569,2764913,2884334] ] cell #5115 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1552171,2048266],[1638217,2122124],[1730189,2199862],[1830044,2280764],[1851081,2297135],[1885859,2323090],[1916460,2346533],[1971944,2389590],[2000638,2409757],[2029811,2430988],[2044598,2442033],[2064589,2456943],[2108938,2487803],[2113903,2491153],[2141373,2510116],[2151130,2516879],[2170067,2530283],[2184854,2541328],[2215610,2560716],[2254828,2586298],[2256976,2587696],[2267578,2594828],[2272543,2598178],[2282300,2604941],[2287971,2609149],[2331189,2635068],[2340302,2640671],[2352484,2648148],[2362281,2654383],[2374667,2662002],[2375957,2663270],[2378105,2664668],[2401167,2678113],[2420190,2688994],[2428003,2692658],[2428431,2693776],[2450712,2706933],[2459464,2712016],[2462894,2714410],[2483051,2724608],[2483479,2725726],[2502730,2736233],[2504592,2737167],[2507083,2737782],[2527298,2748793],[2527726,2749911],[2535896,2754393],[2553705,2763987],[2556196,2764602],[2573381,2773184],[2573809,2774302],[2575564,2775123],[2577815,2775680],[2592654,2783923],[2595145,2784538],[2618765,2797248],[2621016,2797805],[2632894,2803868],[2635385,2804483],[2637793,2806316],[2652536,2813370],[2654787,2813927],[2670766,2822485],[2675235,2824232],[2687147,2829371],[2689398,2829928],[2704055,2837003],[2719668,2844262],[2733355,2849579],[2760834,2861241], [1334909,2087312,2087362],[1355795,1869536,2104239],[1497321,1999102,2219622],[1498427,2220410,2220460],[1531285,2245952,2246002],[1544805,2041653,2439779],[1600410,2090617,2299830],[1621886,2314740,2314790],[1671795,2350721,2350771],[1674176,2152813,2518128],[1692551,2168531,2366293],[1693657,2367081,2367131],[1707177,2181909,2539074],[1726241,2196091,2390356],[1747087,2403760,2405691],[1760525,2223715,2412452],[1792237,2249257,2433683],[1800877,2256370,2439708],[1813713,2448593,2448643],[1816143,2269353,2596145],[1831150,2461131,2461181],[1833531,2283983,2606190],[1851738,2087488,2473972],[1871729,2314916,2485852],[1881911,2319319,2491919],[1895349,2500611,2500661],[1897779,2332964,2636385],[1907344,2507962,2508012],[1912512,2342762,2510882],[1925950,2354026,2519574],[1931713,2360236,2653131],[1933358,2524286,2526217],[1938567,2364192,2655687],[1946796,2370386,2532978],[1955436,2377499,2539003],[1987372,2557075,2557125],[2001295,2220586,2564302],[2004480,2004688,2566253],[2009832,2418145,2687742],[2011477,2570369,2572300],[2016686,2422101,2690298],[2018764,2575264,2575667],[2030468,2246128,2580997],[2040650,2438262,2587064],[2048517,2446687,2704470],[2049008,2446764,2704573],[2050459,2448769,2592877],[2055473,2450106,2596074],[2060641,2453172,2598944],[2074079,2464436,2607636],[2076509,2466817,2717125],[2092380,2477625,2722617],[2093035,2617274,2621966],[2094898,2618465,2618868],[2117402,2117698,2629531],[2122375,2498705,2733770],[2122866,2498782,2733873],[2124317,2500787,2633117],[2129331,2502124,2636314],[2130830,2637326,2637661],[2151787,2350897,2647595],[2153932,2518178,2648914],[2156801,2521087,2650742],[2159020,2522252,2652639],[2159124,2523879,2747808],[2159354,2524318,2747940],[2170724,2367257,2657969],[2173909,2174117,2659920],[2179261,2538671,2756235],[2180906,2537557,2664036],[2186115,2542627,2758791],[2197960,2672757,2676156],[2200113,2551897,2763130],[2200604,2551974,2763233],[2201125,2557251,2673875],[2202383,2674768,2675103],[2225478,2566440,2771193],[2226133,2685656,2690348],[2227996,2568335,2687250],[2228100,2569962,2772199],[2228330,2570401,2772331],[2236332,2691103,2691376],[2251020,2584650,2779746],[2251675,2578765,2698014],[2253538,2585030,2699205],[2257633,2439834,2700799],[2262000,2591036,2703923],[2262630,2592671,2783968],[2276042,2276338,2710271],[2281015,2605730,2790899],[2281506,2605807,2791002],[2282957,2461307,2713857],[2285102,2606240,2715176],[2286142,2286350,2715808],[2294150,2611918,2719771],[2297322,2619836,2720525],[2297924,2614811,2795946],[2298163,2721140,2723958],[2300407,2616867,2796494],[2300637,2617306,2796626],[2302748,2723053,2723326],[2312834,2623730,2800035],[2321188,2730877,2734276],[2323341,2629509,2803011],[2323832,2636737,2803114],[2324353,2636440,2731995],[2325611,2631276,2733223],[2326241,2632911,2803913],[2344631,2638714,2741250],[2346784,2645564,2809930],[2347275,2645641,2810033],[2347796,2508138,2742368],[2349054,2645754,2743261],[2352660,2518304,2744500],[2355789,2745141,2746793],[2356444,2356652,2746606],[2357461,2651289,2747511],[2372149,2660107,2817993],[2372804,2655737,2754149],[2374771,2663629,2818999],[2375001,2664068,2819131],[2378762,2539129,2756934],[2379456,2379752,2757487],[2382229,2667652,2758967],[2386557,2669289,2760702],[2388219,2670863,2822611],[2389568,2676053,2761456],[2390388,2671904,2823202],[2390626,2762013,2764305],[2392646,2673669,2823651],[2403792,2679447,2826401],[2406772,2680300,2768347],[2409944,2688218,2769101],[2410546,2683193,2828069],[2410785,2769716,2772534],[2413029,2690077,2828617],[2413259,2684329,2828749],[2415370,2685900,2771902],[2431175,2576635,2777654],[2431777,2695551,2833552],[2432016,2692008,2778269],[2434260,2697607,2834100],[2434490,2698046,2834232],[2436601,2698258,2780182],[2440131,2442775,2781737],[2442284,2781634,2782833],[2443000,2443296,2782855],[2455041,2704976,2788006],[2457194,2710249,2840617],[2457685,2596497,2840720],[2458206,2596200,2789124],[2460094,2713651,2841519],[2463070,2606366,2791256],[2466199,2715995,2791897],[2466854,2467062,2793362],[2468539,2717994,2793687],[2470790,2718551,2794727],[2472263,2719851,2844418],[2473411,2724090,2795308],[2473766,2720570,2844755],[2485646,2726839,2847199],[2487990,2728886,2800241],[2488120,2727409,2800583],[2489782,2732558,2847958],[2491131,2734173,2801337],[2491951,2730024,2848549],[2492189,2801894,2804186],[2494209,2735871,2848998],[2508745,2739356,2852207],[2510094,2638611,2808256],[2510914,2740397,2852798],[2511152,2737485,2808813],[2513172,2742162,2853247],[2515258,2517066,2810787],[2517668,2744143,2810581],[2517907,2520151,2811402],[2520381,2811534,2812541],[2527902,2655863,2814998],[2530470,2653607,2815901],[2531072,2751686,2857665],[2531311,2748143,2816516],[2533555,2655466,2858213],[2533785,2752822,2858345],[2539426,2542070,2819984],[2541579,2757465,2819881],[2542295,2542591,2821102],[2544126,2759516,2821515],[2544541,2760154,2861096],[2547248,2671202,2861341],[2557622,2679018,2863160],[2558869,2766570,2825810],[2560694,2768244,2826511],[2561120,2767127,2826850],[2562593,2771350,2863977],[2563741,2772666,2827431],[2564096,2769146,2864314],[2573985,2690474,2830999],[2579288,2776980,2867190],[2580436,2692140,2832914],[2580791,2777699,2867527],[2584927,2586276,2834854],[2587096,2780884,2834744],[2587334,2589354,2835411],[2595015,2705468,2837847],[2596807,2703258,2870730],[2598156,2704873,2838943],[2598976,2787153,2871321],[2599214,2784241,2839500],[2601234,2706571,2871770],[2603320,2605128,2841474],[2605969,2608213,2842089],[2608443,2792035,2842221],[2610363,2610636,2843601],[2611065,2794278,2874016],[2623315,2799397,2846862],[2624866,2800715,2847376],[2626437,2803146,2876070],[2635255,2734768,2850423],[2638208,2736961,2878190],[2639206,2640858,2852081],[2640915,2739695,2878435],[2645886,2647034,2853828],[2647389,2810832,2853651],[2654361,2748690,2856107],[2656260,2746959,2881071],[2657408,2748275,2857027],[2657763,2815946,2881408],[2661899,2663248,2858967],[2664306,2666326,2859524],[2668719,2821852,2883548],[2675650,2763781,2884388],[2676648,2678300,2863128],[2688972,2773081,2865774],[2691805,2775013,2886503],[2692555,2693754,2867034],[2705606,2784670,2870148],[2707177,2783201,2888557],[2712148,2713296,2872351],[2723755,2797138,2890957],[2724505,2725704,2875416],[2734906,2804615,2877401],[2737212,2806139,2892397],[2737914,2738921,2878335],[2764032,2824055,2895497],[2764734,2765741,2884533] ] cell #5116 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2494953],[2549048],[2559422],[2566820],[2590098],[2601978],[2609777],[2614852],[2623771],[2628237],[2630140],[2642715],[2650113],[2660487],[2667070],[2668097],[2671722],[2679265],[2683234],[2695592],[2700058],[2701961],[2708977],[2710880],[2716375],[2719948],[2726217],[2729842],[2740215],[2744184],[2751727],[2758096],[2777077],[2780702],[2786971], [1465555,2195830],[1486338,2402429],[1627234,2490588],[1628313,2319058],[1633281,2322765],[1660785,2342501],[1726263,2550422],[1729082,2550330],[1747109,2402521],[1749928,2405430],[1760547,2412333],[1798664,2438001],[1819061,2597613],[1820140,2452911],[1825108,2456618],[1851852,2616048],[1871843,2484916],[1881933,2490680],[1884752,2493589],[1912534,2644089],[1915353,2643997],[1923737,2517917],[1923902,2352551],[1933380,2523047],[1936199,2525956],[1946818,2532859],[1953223,2537296],[1958191,2541003],[2001409,2563366],[2011499,2569130],[2014318,2572039],[2025726,2578504],[2030582,2696788],[2040672,2701432],[2041477,2439745],[2043491,2701340],[2046233,2590791],[2050573,2591941],[2060663,2597705],[2063482,2600614],[2071866,2605979],[2072031,2462961],[2074101,2607517],[2093057,2616588],[2101860,2621705],[2124431,2632181],[2131389,2637206],[2151901,2745380],[2153954,2745920],[2154294,2650422],[2156823,2650623],[2165982,2655476],[2166147,2527793],[2170838,2657033],[2180928,2662797],[2181733,2539040],[2183747,2665706],[2186489,2667763],[2197982,2672330],[2201239,2673415],[2202942,2674648],[2226155,2684970],[2226495,2567129],[2234958,2690087],[2235123,2573876],[2236385,2690880],[2251697,2697328],[2253560,2698778],[2256998,2781310],[2257295,2701809],[2257747,2782395],[2260500,2702445],[2262559,2703468],[2263374,2593214],[2269177,2596111],[2283071,2712921],[2285124,2792676],[2285464,2716684],[2287993,2716885],[2298413,2721006],[2298722,2721020],[2302801,2722830],[2321210,2730450],[2324015,2629988],[2324467,2731535],[2326170,2732768],[2326985,2633454],[2332788,2636351],[2333956,2736590],[2344653,2740823],[2347910,2741908],[2349304,2743127],[2349613,2743141],[2353034,2745706],[2357514,2747015],[2358390,2653089],[2358699,2653097],[2372826,2753463],[2373166,2660796],[2374689,2754913],[2378127,2819557],[2378424,2757944],[2378876,2820642],[2381794,2667543],[2387116,2760582],[2390679,2761790],[2390831,2761897],[2393390,2674212],[2394821,2763410],[2406794,2767920],[2408094,2682177],[2411035,2769582],[2411344,2769596],[2413903,2684756],[2415423,2771406],[2416299,2687700],[2416608,2687708],[2428025,2776473],[2432266,2778135],[2432575,2778149],[2436654,2779959],[2436806,2780066],[2444366,2783346],[2444957,2704214],[2445109,2704511],[2450734,2838412],[2455063,2787579],[2457868,2710728],[2458320,2788664],[2459714,2789883],[2460838,2714194],[2463444,2792462],[2466641,2717091],[2469092,2718987],[2470843,2794504],[2474391,2795575],[2476490,2722575],[2476799,2722583],[2483073,2798598],[2488370,2800449],[2488679,2800463],[2489823,2729206],[2492242,2801671],[2492394,2801778],[2496384,2803291],[2496975,2733514],[2497127,2733811],[2502752,2850988],[2507333,2807368],[2511205,2808590],[2511357,2808697],[2513916,2742705],[2515347,2810210],[2522833,2747758],[2527320,2814720],[2528620,2750670],[2531561,2816382],[2531870,2816396],[2534429,2753249],[2536101,2818313],[2536825,2756193],[2537134,2756201],[2543525,2821632],[2544582,2760289],[2546104,2822126],[2550799,2762874],[2550951,2763171],[2556446,2825284],[2561173,2826627],[2561325,2826734],[2562411,2768524],[2564721,2827698],[2568916,2772149],[2573403,2830721],[2576117,2776116],[2578020,2832217],[2581416,2833181],[2583515,2779704],[2583824,2779712],[2595395,2838055],[2596848,2786335],[2599267,2839277],[2599419,2839384],[2604000,2790643],[2604152,2790940],[2610247,2843701],[2610883,2794323],[2613795,2795006],[2616374,2796444],[2619318,2798241],[2621221,2846438],[2622714,2846979],[2625293,2847473],[2635635,2850631],[2638249,2807089],[2644466,2809674],[2644618,2809971],[2654992,2856330],[2656078,2815324],[2658388,2857294],[2662583,2818949],[2671086,2822520],[2675691,2825005],[2678629,2863260],[2689603,2865997],[2691623,2831929],[2694535,2832612],[2697114,2834050],[2723573,2846150],[2739579,2852116], [917339,1681568,2522955],[997367,1765873,2569038],[1084543,1855645,2616496],[1183638,1952144,2662705],[1206134,1972231,2671652],[1243898,2005202,2684878],[1276370,2034375,2697236],[1334931,2087193,2720347],[1368506,2114190,2729772],[1401364,2141660,2740145],[1417266,2155694,2745828],[1439128,2174631,2753371],[1492385,2215897,2767577],[1498449,2220291,2768923],[1531307,2245833,2777476],[1542890,2255115,2780632],[1564882,2272830,2786901],[1580784,2286864,2792584],[1621908,2314621,2800063],[1671817,2350602,2810609],[1674550,2352771,2811282],[1687615,2362568,2814377],[1693679,2366962,2815723],[1705262,2376244,2818879],[1711288,2381629,2758580],[1771920,2420477,2830378],[1784382,2428718,2832510],[1800899,2439539,2835188],[1813735,2448474,2837669],[1828577,2460023,2789897],[1831172,2461012,2841296],[1833905,2463181,2841969],[1867503,2483766,2846731],[1895371,2500492,2850245],[1904837,2507642,2807382],[1907366,2507843,2851903],[1938941,2528013,2856623],[1949929,2535949,2818206],[1955458,2538834,2859301],[1984865,2556755,2825298],[1987394,2556956,2862950],[2017060,2574096,2866290],[2018786,2574837,2866401],[2022521,2577868,2832110],[2052966,2595704,2838069],[2055495,2595905,2870426],[2066545,2603409,2840897],[2094920,2618038,2874783],[2098655,2621069,2846331],[2126824,2635944,2850645],[2129353,2636145,2877679],[2131080,2637192,2851228],[2134810,2639771,2851722],[2159042,2651809,2880282],[2162777,2654840,2856223],[2202633,2674634,2862275],[2206363,2677213,2862769],[2228018,2686420,2885581],[2231753,2689451,2865890],[2236537,2690987,2866473],[2262250,2703454,2869751],[2265980,2706033,2870245],[2294172,2719344,2890461],[2302953,2722937,2874855],[2325861,2732754,2877004],[2329591,2735333,2877498],[2357666,2747122,2880354],[2386807,2760568,2883664],[2415575,2771513,2885653],[2470995,2794611,2890486] ] cell #5117 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2494947],[2548998],[2559372],[2566725],[2590092],[2601972],[2609771],[2614814],[2623733],[2628187],[2630063],[2642665],[2650018],[2660392],[2667064],[2668118],[2671728],[2679271],[2683196],[2695554],[2700008],[2701884],[2708927],[2710803],[2716280],[2719969],[2726238],[2729848],[2740221],[2744146],[2751689],[2758019],[2777098],[2780708],[2786977], [1465556,2195832],[1486339,2402431],[1627235,2490590],[1628314,2319060],[1633275,2322766],[1660786,2342503],[1726257,2550423],[1729083,2550332],[1747103,2402522],[1749929,2405432],[1760541,2412334],[1798665,2438003],[1819062,2597615],[1820141,2452913],[1825102,2456619],[1851853,2616050],[1871844,2484918],[1881927,2490681],[1884753,2493591],[1912528,2644090],[1915354,2643999],[1923738,2517919],[1923896,2352548],[1933374,2523048],[1936200,2525958],[1946812,2532860],[1953224,2537298],[1958185,2541004],[2001410,2563368],[2011493,2569131],[2014319,2572041],[2025727,2578506],[2030583,2696790],[2040666,2701433],[2041478,2439749],[2043492,2701342],[2046227,2590792],[2050574,2591943],[2060657,2597706],[2063483,2600616],[2071867,2605981],[2072025,2462958],[2074095,2607518],[2093051,2616589],[2101861,2621707],[2124432,2632183],[2131390,2637208],[2151902,2745382],[2153948,2745921],[2154288,2650423],[2156817,2650624],[2165983,2655478],[2166141,2527790],[2170839,2657035],[2180922,2662798],[2181734,2539044],[2183748,2665708],[2186483,2667764],[2197976,2672331],[2201240,2673417],[2202943,2674650],[2226149,2684971],[2226489,2567130],[2234959,2690089],[2235117,2573873],[2236386,2690912],[2251691,2697329],[2253554,2698779],[2256992,2781311],[2257245,2701810],[2257748,2782397],[2260501,2702447],[2262560,2703470],[2263368,2593211],[2269178,2596115],[2283072,2712923],[2285118,2792677],[2285458,2716685],[2287987,2716886],[2298318,2721007],[2298723,2721022],[2302802,2722862],[2321204,2730451],[2323965,2629989],[2324468,2731537],[2326171,2732770],[2326979,2633451],[2332789,2636355],[2333955,2736611],[2344647,2740824],[2347911,2741910],[2349209,2743128],[2349614,2743143],[2352996,2745705],[2357515,2747047],[2358295,2653039],[2358700,2653101],[2372820,2753464],[2373160,2660797],[2374683,2754914],[2378121,2819558],[2378374,2757945],[2378877,2820644],[2381788,2667540],[2387117,2760584],[2390680,2761822],[2390754,2761896],[2393384,2674209],[2394820,2763431],[2406788,2767921],[2408044,2682178],[2410940,2769583],[2411345,2769598],[2413865,2684755],[2415424,2771438],[2416204,2687650],[2416609,2687712],[2428019,2776474],[2432171,2778136],[2432576,2778151],[2436655,2779991],[2436729,2780065],[2444365,2783367],[2444958,2704225],[2445032,2704473],[2450728,2838413],[2455057,2787580],[2457818,2710729],[2458321,2788666],[2459619,2789884],[2460832,2714191],[2463406,2792461],[2466642,2717095],[2469042,2718988],[2470844,2794536],[2474390,2795596],[2476395,2722525],[2476800,2722587],[2483067,2798599],[2488275,2800450],[2488680,2800465],[2489785,2729205],[2492243,2801703],[2492317,2801777],[2496383,2803312],[2496976,2733525],[2497050,2733773],[2502746,2850989],[2507238,2807369],[2511206,2808622],[2511280,2808696],[2513910,2742702],[2515346,2810231],[2522832,2747764],[2527314,2814721],[2528570,2750671],[2531466,2816383],[2531871,2816398],[2534391,2753248],[2536024,2818312],[2536730,2756143],[2537135,2756205],[2543526,2821643],[2544544,2760288],[2546103,2822147],[2550800,2762885],[2550874,2763133],[2556351,2825285],[2561174,2826659],[2561248,2826733],[2562417,2768545],[2564720,2827719],[2568915,2772155],[2573397,2830722],[2576067,2776117],[2577943,2832216],[2581415,2833202],[2583420,2779654],[2583825,2779716],[2595300,2838056],[2596810,2786334],[2599268,2839309],[2599342,2839383],[2604001,2790654],[2604075,2790902],[2610246,2843707],[2610889,2794344],[2613796,2795017],[2616373,2796450],[2619268,2798242],[2621144,2846437],[2622715,2846990],[2625292,2847494],[2635540,2850632],[2638211,2807088],[2644467,2809685],[2644541,2809933],[2654915,2856329],[2656084,2815345],[2658387,2857315],[2662582,2818955],[2671085,2822526],[2675653,2825004],[2678628,2863266],[2689526,2865996],[2691629,2831950],[2694536,2832623],[2697113,2834056],[2723579,2846171],[2739578,2852122], [917333,1681569,2522957],[997361,1765874,2569040],[1084537,1855646,2616498],[1183632,1952145,2662707],[1206128,1972232,2671654],[1243892,2005203,2684880],[1276364,2034376,2697238],[1334925,2087194,2720379],[1368500,2114191,2729774],[1401358,2141661,2740147],[1417260,2155695,2745830],[1439122,2174632,2753373],[1492379,2215898,2767579],[1498443,2220292,2768955],[1531301,2245834,2777508],[1542884,2255116,2780634],[1564876,2272831,2786903],[1580778,2286865,2792586],[1621902,2314622,2800095],[1671811,2350603,2810641],[1674544,2352772,2811284],[1687609,2362569,2814379],[1693673,2366963,2815755],[1705256,2376245,2818881],[1711282,2381630,2758582],[1771914,2420478,2830380],[1784376,2428719,2832512],[1800893,2439540,2835220],[1813729,2448475,2837701],[1828571,2460024,2789899],[1831166,2461013,2841328],[1833899,2463182,2841971],[1867497,2483767,2846733],[1895365,2500493,2850277],[1904831,2507643,2807384],[1907360,2507844,2851935],[1938935,2528014,2856625],[1949879,2535950,2818238],[1955452,2538835,2859333],[1984859,2556756,2825300],[1987388,2556957,2862982],[2017054,2574097,2866292],[2018780,2574838,2866494],[2022471,2577869,2832142],[2052960,2595705,2838071],[2055489,2595906,2870458],[2066507,2603408,2840918],[2094914,2618039,2874876],[2098605,2621070,2846363],[2126818,2635945,2850647],[2129347,2636146,2877711],[2130985,2637193,2851239],[2134772,2639770,2851743],[2159036,2651810,2880375],[2162727,2654841,2856255],[2202538,2674635,2862286],[2206325,2677212,2862790],[2228012,2686421,2885674],[2231703,2689452,2865922],[2236460,2690986,2866479],[2262155,2703455,2869762],[2265942,2706032,2870266],[2294166,2719345,2890507],[2302876,2722936,2874861],[2325766,2732755,2877015],[2329553,2735332,2877519],[2357589,2747121,2880360],[2386712,2760569,2883675],[2415498,2771512,2885659],[2470918,2794610,2890492] ] cell #5118 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1681442,2358191],[1765747,2416100],[1855519,2476291],[1952018,2536626],[1972170,2548512],[2005076,2566621],[2034249,2583316],[2087236,2614314],[2114129,2627701],[2141599,2642179],[2155568,2649914],[2174505,2660288],[2215836,2680617],[2220334,2682696],[2245876,2695054],[2255054,2699522],[2272769,2708441],[2286738,2716176],[2314664,2727794],[2350645,2743646],[2352710,2744563],[2362507,2749110],[2367005,2751189],[2376183,2755657],[2381503,2758621],[2420416,2773501],[2428657,2776814],[2439582,2781137],[2448517,2784923],[2459319,2789938],[2461055,2790402],[2463120,2791319],[2483705,2798939],[2500535,2804868],[2506306,2807423],[2507886,2807552],[2527952,2815061],[2535378,2818241],[2538877,2819384],[2555419,2825339],[2556999,2825468],[2574035,2831062],[2574880,2831480],[2576744,2832145],[2594368,2838110],[2595948,2838239],[2602915,2840916],[2618081,2845701],[2619945,2846366],[2634608,2850686],[2636188,2850815],[2637143,2851242],[2638801,2851741],[2651852,2855593],[2653716,2856258],[2674585,2862289],[2676243,2862788],[2686463,2865260],[2688327,2865925],[2690946,2866477],[2703405,2869765],[2705063,2870264],[2719387,2874185],[2722896,2874859],[2732705,2877018],[2734363,2877517],[2747081,2880358],[2760519,2883678],[2771472,2885657],[2794570,2890490], [1486212,2211520,2558229],[1627108,2318388,2627044],[1633273,2322704,2629774],[1725071,2195871,2671517],[1725221,2390275,2671561],[1728956,2392067,2672820],[1760403,2412376,2684257],[1818935,2452241,2707784],[1825100,2456557,2710514],[1850877,2474040,2720402],[1880741,2319099,2729637],[1880891,2491838,2729681],[1884626,2493630,2730940],[1911342,2342542,2740010],[1911492,2510801,2740054],[1915227,2512593,2741313],[1946674,2532902,2752750],[1958183,2540942,2757730],[1994661,2405471,2767442],[1994811,2403679,2767486],[2000434,2564370,2768978],[2029607,2581065,2777531],[2039480,2438042,2780497],[2039630,2586983,2780541],[2043365,2588775,2781800],[2046225,2590730,2783098],[2059471,2452952,2786766],[2059621,2598863,2786810],[2063356,2600655,2788069],[2073957,2607560,2791963],[2108734,2485920,2800118],[2150926,2647663,2810664],[2152762,2517958,2811147],[2152912,2648833,2811191],[2154286,2649086,2812852],[2156679,2650666,2812469],[2164090,2525997,2814242],[2164240,2524205,2814286],[2169863,2658037,2815778],[2179736,2537337,2818744],[2179886,2663955,2818788],[2183621,2665747,2820047],[2186481,2667702,2758885],[2226487,2684640,2685828],[2233066,2572080,2830243],[2233216,2570288,2830287],[2243012,2578545,2832375],[2243162,2697933,2832419],[2252766,2698821,2834469],[2256707,2439752,2781194],[2256772,2700867,2835243],[2256922,2700474,2781264],[2257201,2700685,2836286],[2260374,2702486,2836291],[2267374,2592945,2837724],[2282096,2713925,2841351],[2283932,2606020,2841834],[2284082,2715095,2841878],[2285456,2715348,2792346],[2287849,2716928,2793074],[2309428,2621746,2846596],[2309578,2617193,2846640],[2323921,2730935,2731881],[2330985,2633185,2850300],[2335660,2637247,2851247],[2337096,2740866,2851443],[2340098,2742436,2851958],[2348538,2743078,2853540],[2348909,2743182,2853545],[2352417,2352546,2744506],[2352960,2744736,2854968],[2364141,2655517,2856488],[2364291,2754068,2856532],[2373158,2753133,2754321],[2373895,2754956,2818379],[2377836,2539047,2819441],[2377901,2757002,2859356],[2378051,2756609,2819511],[2378330,2756820,2820042],[2396525,2674689,2862294],[2397961,2672373,2862490],[2400963,2673943,2863005],[2407961,2768575,2768648],[2413829,2770005,2770788],[2422050,2690128,2866155],[2422200,2685575,2866199],[2424111,2690915,2866462],[2425424,2778086,2866618],[2425795,2778190,2866623],[2426520,2776516,2832283],[2436083,2779994,2868184],[2436142,2780025,2868199],[2446070,2703509,2869770],[2447506,2787622,2869966],[2450443,2596118,2838296],[2450508,2789192,2870481],[2450658,2785913,2838366],[2457774,2788064,2789010],[2458948,2789834,2840948],[2462827,2462956,2791262],[2463370,2791492,2842378],[2468959,2794374,2794447],[2479159,2722865,2874844],[2480472,2720957,2875000],[2480843,2721061,2875005],[2481568,2798641,2846504],[2489715,2800995,2801043],[2498088,2732809,2877023],[2499524,2730493,2877219],[2502461,2636358,2850872],[2502526,2732063,2877734],[2502676,2805858,2850942],[2504187,2736609,2877935],[2505254,2808625,2878020],[2505313,2808656,2878035],[2505935,2807319,2851773],[2514853,2810229,2879189],[2523406,2747050,2880343],[2524458,2653104,2856171],[2524719,2816333,2880499],[2525090,2816437,2880504],[2525815,2814763,2856396],[2527659,2527788,2815004],[2528487,2815375,2815448],[2534355,2816805,2817588],[2535437,2818272,2858625],[2544474,2822019,2822067],[2547176,2760623,2883683],[2548915,2761515,2762525],[2553300,2763429,2884133],[2554367,2761825,2884218],[2554426,2761856,2884233],[2555048,2825235,2862820],[2559289,2678984,2826570],[2562379,2767963,2884983],[2562415,2768543,2827160],[2569489,2771441,2885642],[2570541,2687715,2865838],[2570802,2769533,2885798],[2571173,2769637,2885803],[2571898,2830764,2866063],[2573742,2573871,2831005],[2575984,2831980,2832053],[2576230,2833200,2886393],[2576803,2832176,2866862],[2588593,2782620,2783187],[2592166,2593209,2837853],[2592249,2783365,2888057],[2592763,2704228,2870105],[2593316,2839312,2888142],[2593375,2839343,2888157],[2593997,2838006,2870296],[2596740,2838601,2838649],[2609486,2717098,2843261],[2609701,2717242,2793421],[2610887,2794342,2843958],[2612922,2794539,2890475],[2614744,2795346,2796131],[2617446,2722590,2875480],[2619185,2846201,2846274],[2619431,2795594,2890847],[2620004,2846397,2875244],[2623663,2726555,2847414],[2625994,2800400,2891361],[2626365,2800504,2891366],[2628104,2729561,2801396],[2629863,2631194,2731760],[2632406,2633449,2850429],[2632489,2803310,2891816],[2633003,2733528,2877358],[2633556,2801706,2891901],[2633615,2801737,2891916],[2634237,2850582,2877549],[2638141,2851615,2851663],[2642582,2808315,2809325],[2648715,2812158,2812704],[2652007,2652956,2856166],[2652726,2747762,2880611],[2653202,2857313,2893553],[2653775,2856289,2880743],[2656082,2815343,2856756],[2664208,2756208,2859031],[2665565,2757819,2820867],[2667409,2667538,2821108],[2668116,2759245,2860841],[2668221,2821646,2895170],[2670361,2822145,2895216],[2671726,2822709,2823232],[2673640,2674207,2863134],[2673761,2762888,2884490],[2675583,2862662,2862710],[2679269,2766320,2863517],[2681304,2826662,2895761],[2681363,2826693,2895776],[2683126,2768862,2827469],[2684492,2685457,2770472],[2686618,2687567,2865833],[2687337,2772153,2885910],[2687813,2827717,2896133],[2688386,2865956,2886042],[2691627,2831948,2866730],[2695484,2832952,2833737],[2698186,2779719,2867098],[2699925,2834913,2835923],[2700744,2836017,2836461],[2703624,2704403,2870186],[2708844,2786690,2839002],[2710603,2711934,2788889],[2713146,2714189,2841480],[2713743,2790657,2872308],[2714977,2792198,2842845],[2717700,2843705,2898363],[2719967,2795037,2844355],[2720072,2795020,2890762],[2721896,2722442,2875475],[2722212,2796448,2891037],[2723577,2846169,2875112],[2726236,2799126,2875570],[2726341,2846993,2898670],[2728481,2847492,2898716],[2729846,2801087,2848056],[2731110,2731940,2802500],[2732924,2733703,2877439],[2740219,2852305,2852828],[2742133,2742700,2852087],[2742254,2809688,2878292],[2744076,2853866,2854651],[2751619,2815662,2857065],[2752985,2753950,2817272],[2755111,2756060,2859026],[2755830,2818953,2882265],[2756879,2820217,2860130],[2761162,2822524,2895398],[2762619,2763063,2884571],[2766276,2863264,2900580],[2777096,2832643,2867127],[2777201,2832626,2886308],[2779025,2779571,2867093],[2779341,2834054,2886583],[2780706,2868384,2868907],[2786975,2838693,2870828],[2788239,2789069,2840106],[2790053,2790832,2872389],[2807962,2852120,2892298],[2809419,2809863,2878373] ] cell #5119 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162844,1931001],[1248165,2009120],[1340396,2091668],[1443395,2178549],[1466063,2196246],[1503914,2224766],[1536772,2250308],[1596082,2296818],[1628821,2319474],[1661293,2342917],[1677282,2355077],[1699144,2371437],[1750436,2405846],[1756197,2409440],[1787909,2430671],[1799172,2438417],[1820648,2453327],[1836637,2465487],[1874600,2487486],[1921622,2516562],[1924245,2518333],[1936707,2526372],[1942468,2529966],[1953731,2537712],[1959803,2542379],[2014826,2572455],[2026234,2578920],[2041376,2587379],[2053330,2594511],[2067362,2603842],[2069751,2604624],[2072374,2606395],[2102368,2622121],[2127188,2634751],[2135627,2640204],[2137906,2640354],[2166490,2655892],[2176689,2662067],[2181632,2664351],[2207180,2677646],[2209459,2677796],[2235466,2690503],[2236891,2691024],[2240093,2693126],[2266797,2706466],[2269076,2706616],[2279106,2712312],[2303307,2722974],[2306509,2725076],[2330408,2735766],[2332687,2735916],[2334223,2736669],[2337250,2738413],[2358020,2747159],[2361222,2749261],[2395088,2763489],[2398115,2765233],[2415929,2771550],[2419131,2773652],[2423239,2774804],[2444633,2783425],[2447660,2785169],[2471349,2794648],[2478287,2796929],[2496651,2803370],[2499678,2805114],[2522534,2813051],[2546371,2822205],[2568617,2829052],[2612603,2844113], [976573,1744730,2558326],[1110286,1879554,2627141],[1205847,1724874,2389462],[1209972,1975527,2672917],[1302113,2058284,2707881],[1335274,2088302,2721563],[1368219,1880544,2491025],[1372344,2117486,2629403],[1372839,1885260,2494005],[1401077,1911145,2509988],[1405202,2144956,2741410],[1465923,1972983,2672977],[1492098,1994464,2560588],[1498792,2221400,2682399],[1502793,2004166,2565936],[1531650,2246942,2778692],[1542603,2039283,2586170],[1546728,2258411,2781897],[1564595,2059274,2598050],[1568720,2276126,2710143],[1569215,2063990,2601030],[1622251,2106017,2622936],[1628681,2114942,2627201],[1661153,2142412,2741470],[1672160,2351711,2811825],[1674263,2152565,2648020],[1687328,2163893,2654255],[1694022,2368071,2750892],[1698023,2173595,2659603],[1704975,2179539,2663142],[1709100,2379540,2757359],[1709595,2184255,2666122],[1750296,1991920,2558386],[1771633,2232869,2688866],[1784095,2242815,2693648],[1799032,2255867,2781957],[1801168,2256575,2587635],[1801242,2440648,2836069],[1805244,2443084,2782727],[1805739,2261008,2702861],[1814078,2264657,2703676],[1820508,2273582,2707941],[1831515,2462121,2790105],[1833618,2283735,2714282],[1835516,2285828,2715491],[1867216,2309231,2725598],[1895714,2328268,2732976],[1901822,2334389,2736700],[1907709,2514411,2809471],[1919233,2515780,2810320],[1923893,2152722,2518256],[1924105,2353523,2812204],[1924450,2353851,2746139],[1928076,2356130,2746289],[1936567,2161349,2652053],[1938654,2363944,2749783],[1953591,2376996,2755157],[1955727,2377704,2664607],[1955801,2539943,2860182],[1960298,2382137,2758996],[1981850,2395254,2763520],[1987737,2393885,2762671],[2014686,2230325,2686664],[2016773,2421853,2774174],[2019857,2423022,2774787],[2022351,2581849,2833291],[2026094,2435623,2779071],[2036433,2585095,2834518],[2037075,2437160,2780103],[2041098,2440362,2782205],[2041845,2440020,2835332],[2049951,2444799,2783456],[2055764,2450311,2706872],[2055838,2602473,2840158],[2072022,2283892,2606318],[2072234,2463933,2842891],[2072579,2464261,2792895],[2076205,2466540,2793045],[2095991,2478070,2796912],[2098485,2474824,2795685],[2102228,2301770,2721942],[2123809,2496817,2803401],[2129622,2502329,2736172],[2129696,2495448,2802552],[2132352,2503270,2806071],[2134063,2642806,2852572],[2134705,2511711,2808734],[2147936,2646050,2853583],[2148060,2515614,2810289],[2152310,2518641,2812033],[2160113,2522317,2813034],[2161677,2523266,2749185],[2162607,2658821,2857404],[2166138,2364101,2655815],[2166350,2534918,2817318],[2166695,2535246,2753682],[2177331,2536455,2818350],[2181354,2539657,2820452],[2182101,2539315,2859445],[2193780,2546537,2822236],[2203905,2552383,2823987],[2205616,2549139,2822976],[2206258,2391185,2761934],[2229089,2568400,2829035],[2230653,2569349,2773576],[2231583,2565154,2827808],[2235114,2422010,2690426],[2235326,2414392,2770518],[2235671,2414720,2685189],[2239244,2695703,2867459],[2239368,2581683,2833260],[2240735,2578374,2832254],[2252262,2585312,2834535],[2263365,2445463,2705951],[2263522,2591332,2836758],[2264371,2591751,2784833],[2265233,2709068,2871095],[2265875,2599773,2839421],[2268798,2602187,2788474],[2269545,2596386,2870570],[2279230,2603676,2840976],[2283480,2606703,2842720],[2288262,2609354,2717043],[2294381,2612386,2844096],[2302098,2616807,2799014],[2305660,2614963,2844687],[2305784,2474658,2795654],[2307151,2621575,2846475],[2317008,2625726,2847583],[2326976,2497481,2735251],[2327133,2631572,2849334],[2327982,2631991,2804778],[2328844,2628328,2848323],[2329486,2492748,2801815],[2332409,2495162,2731345],[2333156,2636626,2877823],[2336592,2643023,2852589],[2337374,2640038,2851801],[2357190,2656757,2815403],[2358340,2523100,2749175],[2359585,2651882,2814177],[2360373,2751838,2881340],[2360497,2658655,2857373],[2361864,2655346,2856367],[2363689,2660971,2817147],[2373391,2662284,2858648],[2377324,2663016,2755732],[2381785,2542536,2667483],[2383077,2668176,2860947],[2387291,2669920,2861125],[2393381,2551305,2766086],[2393599,2673225,2825378],[2397457,2549356,2822993],[2398239,2677480,2862848],[2407003,2680768,2863655],[2407645,2561679,2826771],[2415099,2563090,2768603],[2416249,2569183,2773566],[2417494,2686493,2830178],[2418282,2683345,2864246],[2418406,2564988,2827777],[2419773,2689957,2866034],[2421598,2567304,2770347],[2423805,2693040,2832008],[2426016,2693343,2866885],[2435951,2697547,2776889],[2441004,2590089,2702315],[2444067,2707671,2838624],[2445071,2591968,2785070],[2447002,2709285,2871112],[2447784,2706300,2870324],[2460829,2604506,2713641],[2461835,2712731,2790312],[2467009,2609768,2717366],[2467786,2717675,2873920],[2469966,2612300,2794402],[2472760,2720027,2845433],[2476440,2616641,2799004],[2476974,2721771,2846531],[2478853,2724990,2846229],[2481064,2725293,2875267],[2484640,2726296,2875676],[2488854,2728040,2875854],[2488978,2625560,2847552],[2494944,2495804,2630494],[2496085,2626931,2801018],[2497089,2632208,2805015],[2499020,2628545,2848340],[2499802,2735600,2877577],[2503906,2738314,2851638],[2513907,2644972,2739266],[2514125,2741718,2807462],[2518765,2650063,2745973],[2521898,2750484,2815354],[2525311,2749478,2880766],[2536775,2662850,2755722],[2538020,2754986,2818679],[2540299,2667061,2758450],[2543339,2668127,2759271],[2545329,2669821,2822042],[2547742,2761137,2862109],[2548577,2549922,2673139],[2550913,2673442,2825615],[2553019,2765134,2862685],[2558116,2766251,2884718],[2558548,2560296,2680682],[2561875,2680985,2863672],[2566770,2567428,2685023],[2567981,2681991,2768554],[2571394,2773869,2886065],[2574910,2775930,2831959],[2579785,2777156,2831212],[2583465,2697381,2776879],[2583999,2778900,2832310],[2585878,2699587,2782119],[2588089,2701923,2782422],[2601969,2602829,2711234],[2604114,2712948,2790549],[2606827,2716325,2792729],[2611564,2718801,2794353],[2613609,2719978,2795063],[2614461,2615599,2721672],[2618111,2798055,2846180],[2622528,2726247,2799152],[2623045,2624518,2727941],[2627363,2627766,2629111],[2630102,2630690,2731562],[2641409,2807937,2851062],[2642244,2643589,2741632],[2644580,2741935,2807699],[2646686,2743793,2811934],[2660437,2661095,2753516],[2665061,2758058,2820669],[2671452,2672403,2762263],[2678722,2679946,2767377],[2682508,2682843,2683981],[2694349,2777107,2832669],[2695201,2696339,2778801],[2698851,2780432,2835661],[2708103,2708506,2709851],[2710842,2711430,2788691],[2729299,2729572,2730523],[2739945,2740896,2809063],[2751001,2751336,2752474],[2786428,2786701,2787652] ] cell #5120 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [695136,1931016],[766689,2009135],[845258,2091683],[936118,2178564],[957475,2196261],[993387,2224781],[1023988,2250323],[1079135,2296927],[1112034,2319489],[1143746,2342932],[1158812,2355092],[1179658,2371452],[1232476,2405861],[1238490,2409549],[1270962,2430780],[1282385,2438432],[1303861,2453342],[1318927,2465502],[1361353,2487595],[1411858,2516671],[1414641,2352833],[1427706,2526387],[1433720,2530075],[1445143,2537727],[1450835,2185894],[1514512,2572470],[1527497,2578935],[1544587,2439500],[1557729,2594620],[1572767,2280501],[1575376,2604733],[1578159,2463243],[1614059,2622136],[1643775,2634860],[1653975,2339433],[1656570,2640463],[1689869,2528075],[1701245,2374036],[1706959,2538795],[1739296,2400298],[1741891,2677905],[1774174,2574158],[1776094,2691333],[1780406,2427372],[1813330,2449843],[1815925,2595866],[1827682,2459440],[1859215,2723283],[1863527,2482420],[1894966,2501861],[1897561,2636106],[1899597,2504447],[1903942,2507059],[1930653,2651519],[1934965,2526667],[1979625,2553560],[1983970,2556172],[2008772,2686130],[2013084,2572750],[2018379,2575540],[2047726,2592509],[2052071,2595121],[2083827,2718781],[2094513,2618741],[2121584,2632749],[2125929,2635361],[2158635,2652512],[2192485,2670621],[2227611,2687123],[2293765,2719644], [548465,1744745,2402395],[653234,1879569,2490554],[657954,1372986,2494020],[730512,1729464,2548945],[733960,1975542,2550296],[762305,1502879,2566045],[811874,2058299,2597579],[816594,1569362,2601045],[840619,1854910,2614787],[870768,1627616,2628134],[874216,1632686,2629485],[899941,1915735,2642612],[903389,2144971,2643963],[931734,1698109,2659712],[940838,1709742,2666137],[957208,1205539,2389544],[982485,1486720,2559319],[988748,1755458,2683169],[1019349,2033640,2695527],[1029507,2043873,2699955],[1032955,2258426,2701306],[1035095,1805886,2702876],[1049498,1819443,2708874],[1052946,1824513,2710225],[1062354,1835602,2715600],[1105437,1616819,2623706],[1111767,1367911,2491107],[1143479,1400769,2510070],[1154173,2154959,2744119],[1156294,2156076,2744996],[1156557,1925567,2355671],[1159749,1928162,2746398],[1168756,1681950,2652986],[1175019,1941729,2751662],[1185177,1952526,2756090],[1188625,1957596,2757441],[1190765,1960445,2542973],[1232209,1491790,2560670],[1254077,1766255,2687597],[1266993,2034757,2779601],[1279249,2037945,2780412],[1282118,1542295,2586252],[1283748,2042257,2441959],[1284428,2259765,2781610],[1284574,2257073,2781663],[1288077,2045638,2782809],[1297264,1808646,2704446],[1303594,1564287,2598132],[1314288,2069012,2790875],[1316409,2287246,2791752],[1316672,2073696,2466081],[1319864,2076291,2609075],[1353039,1856027,2722472],[1383826,1890282,2733746],[1392738,2143618,2809043],[1396852,2146310,2809906],[1408633,2149054,2515113],[1409249,2149331,2810557],[1413756,2153399,2520127],[1414249,1674137,2352556],[1414374,1673955,2517883],[1427439,1687020,2654337],[1429751,2175013,2817848],[1430014,2176461,2372031],[1442007,2178201,2661928],[1444876,1704667,2663224],[1446506,2182513,2541254],[1447186,2380894,2819857],[1447332,2378202,2819910],[1479544,1974189,2762243],[1483658,1976881,2763106],[1514245,1771325,2688948],[1516557,2005584,2771048],[1516820,2007032,2225360],[1522595,2247787,2576490],[1523211,2248064,2833528],[1524347,2242467,2692584],[1527230,1783787,2693730],[1538873,2252907,2834622],[1539077,2253153,2584903],[1544687,1544942,2439746],[1556256,2274788,2839730],[1559690,2278060,2456869],[1560370,2277480,2840593],[1560516,2450809,2840646],[1572151,2280224,2603175],[1577274,2284569,2608189],[1577767,1833492,2462966],[1577892,1833310,2605945],[1609157,2089147,2619691],[1609773,2089424,2795922],[1610909,2308883,2724534],[1613792,1866908,2725680],[1642302,2116148,2802124],[1645736,2119420,2323016],[1646416,2118840,2802987],[1646562,2502827,2803040],[1650720,1899874,2736937],[1651990,2344000,2852676],[1652194,2344246,2638587],[1653359,2339156,2639061],[1668327,2349030,2645800],[1679917,2365240,2528517],[1684967,2368916,2653462],[1685583,2369193,2857641],[1686719,2363596,2748719],[1688984,2372271,2533531],[1689477,1938528,2527798],[1689602,1938346,2655442],[1701449,2374282,2661875],[1707059,1707314,2539041],[1736041,1979902,2763757],[1737311,2197329,2823080],[1737515,2197575,2676029],[1738680,2400021,2676503],[1752894,2216925,2767357],[1764222,2218569,2407991],[1769272,2222245,2688073],[1769888,2222522,2828045],[1771024,2421505,2773110],[1773289,2225600,2413005],[1773782,2016647,2573881],[1773907,2016465,2690053],[1776880,2425134,2576014],[1777535,2018133,2774891],[1779306,2431992,2692054],[1780610,2427618,2692531],[1802736,2260101,2442736],[1806685,2451344,2596783],[1808982,2048969,2593219],[1810075,2048003,2703234],[1811345,2454410,2871199],[1811549,2454656,2704849],[1812714,2449566,2705323],[1816025,1816280,2596112],[1838389,2467177,2609852],[1844355,2291281,2468989],[1860001,2480182,2619215],[1860656,2094267,2797016],[1862427,2298139,2724004],[1863731,2482666,2724481],[1876850,2315713,2728741],[1877466,2315990,2800011],[1887718,2119176,2323793],[1888321,2317491,2489758],[1890618,2122827,2633459],[1891711,2121861,2732534],[1892981,2320557,2848427],[1893185,2320803,2734149],[1894350,2501584,2734623],[1897661,1897916,2636352],[1900581,2505052,2638184],[1901210,2130806,2637707],[1924951,2355515,2520547],[1928990,2528248,2528839],[1931439,2159520,2524429],[1931595,1933734,2653098],[1932094,2158389,2746837],[1933865,2531287,2748189],[1935169,2526913,2748666],[1957295,2381230,2542031],[1960053,2186076,2667548],[1965887,2384526,2544517],[1969167,2192762,2760130],[1974975,2199649,2390499],[1977217,2200565,2674217],[1980609,2554165,2675626],[1981238,2202359,2675149],[1990418,1993912,2403903],[1996398,2406141,2826279],[1996602,2406387,2768220],[2006416,2225204,2413425],[2007109,2407722,2408313],[2009558,2228496,2570512],[2009714,2011853,2687709],[2010213,2227365,2771228],[2011984,2410761,2772580],[2013288,2572996,2773057],[2018844,2575745,2577365],[2038731,2441820,2587207],[2042461,2442477,2589691],[2048192,2050350,2704207],[2048710,2262967,2593114],[2049339,2261976,2703969],[2066448,2277816,2457646],[2069348,2281467,2714199],[2073080,2465925,2608609],[2076391,2076646,2717092],[2081302,2468720,2470340],[2084278,2293519,2794156],[2090131,2300209,2474209],[2092106,2300803,2617417],[2092262,2093411,2722584],[2094978,2618946,2620566],[2103186,2485484,2846966],[2104618,2107846,2486089],[2110217,2488096,2800629],[2113440,2116934,2492062],[2119624,2323534,2494546],[2122050,2124208,2733507],[2122568,2326578,2633354],[2123197,2325587,2733269],[2144404,2346320,2511025],[2146646,2347236,2742710],[2150038,2519953,2647832],[2159100,2161065,2652717],[2175845,2371875,2533951],[2178987,2375167,2664179],[2179143,2181282,2756202],[2182717,2541772,2666663],[2187373,2383176,2544040],[2188328,2383921,2821619],[2193168,2386533,2760748],[2198040,2391921,2548676],[2199788,2201016,2762867],[2200306,2392983,2674112],[2210623,2558845,2825993],[2211374,2214400,2559050],[2220001,2223229,2564539],[2228076,2230041,2687328],[2248771,2434062,2581234],[2250746,2434656,2698157],[2250902,2252051,2779713],[2253618,2588629,2699686],[2272080,2275574,2599087],[2278264,2457387,2601571],[2280690,2282848,2790636],[2281208,2460431,2714094],[2290056,2468515,2793870],[2295369,2296646,2794993],[2295691,2472177,2472859],[2300383,2301486,2722203],[2310010,2310601,2623229],[2318242,2321268,2627865],[2344711,2512447,2642343],[2346459,2347687,2809667],[2346977,2513509,2742605],[2366672,2369900,2658206],[2374747,2376712,2755821],[2388195,2389274,2761067],[2429222,2430499,2832599],[2429544,2579202,2579884],[2434236,2435339,2779332],[2452095,2455121,2708605],[2508721,2509800,2807867] ] cell #5121 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291587,2445079],[1378149,2497097],[1471369,2550921],[1574525,2604122],[1596686,2614469],[1634127,2630110],[1666599,2644588],[1724852,2671493],[1756801,2682851],[1788513,2695209],[1804478,2701931],[1825954,2710850],[1837818,2609188],[1875204,2727949],[1880522,2729613],[1911123,2739986],[1922226,2743801],[1943072,2751344],[1951712,2662412],[1959037,2758066],[1994442,2767418],[2025294,2693471],[2039261,2780473],[2041980,2700494],[2053934,2785078],[2059252,2786742],[2067636,2712317],[2070355,2790557],[2101428,2725421],[2127792,2805023],[2136831,2738418],[2138510,2807707],[2152543,2744300],[2163871,2814218],[2165550,2749606],[2177537,2662098],[2179517,2818720],[2182236,2756629],[2208384,2765238],[2210063,2825623],[2232847,2830219],[2234526,2773997],[2236772,2774809],[2241803,2693157],[2242793,2832351],[2268001,2785174],[2269680,2785933],[2283713,2791056],[2303188,2796934],[2308219,2725107],[2309209,2846572],[2331612,2805119],[2333291,2805878],[2334278,2736681],[2334367,2851170],[2357901,2813056],[2362932,2749292],[2363922,2814798],[2395143,2763501],[2395232,2862217],[2415810,2829057],[2420841,2773683],[2421831,2830799],[2444688,2783437],[2444777,2836711],[2471230,2844118],[2496706,2803382],[2496795,2849287],[2546426,2822217],[2546515,2861010], [840194,1850514,2615031],[988323,2000071,2683413],[1018924,2029244,2695771],[1099760,2311226,2726473],[1105012,2108371,2728108],[1153748,2150563,2646118],[1174594,2169500,2751906],[1226732,2211729,2766426],[1237639,2408938,2768780],[1242891,2223754,2770415],[1243299,2004770,2770256],[1284003,2256409,2587300],[1284156,2256553,2440026],[1296839,2267011,2785237],[1313863,2281733,2712380],[1339630,2475736,2796049],[1356163,2104422,2799286],[1367242,2318597,2801193],[1372421,2117464,2802185],[1383401,2330622,2805182],[1396427,2339735,2738481],[1414216,2352347,2518324],[1421962,2358400,2813226],[1432869,2529464,2815580],[1438121,2370425,2817215],[1438529,2174199,2817056],[1446761,2377538,2664272],[1446914,2377682,2539321],[1470379,2392276,2823338],[1483233,2400600,2765301],[1497689,2219805,2827320],[1508768,2416309,2829227],[1518764,2423367,2774979],[1536006,2582761,2833655],[1552539,2263062,2836892],[1559945,2450145,2706537],[1560098,2450289,2596392],[1563618,2452450,2838799],[1568797,2276104,2839791],[1577734,2462757,2606386],[1579777,2464475,2842788],[1580185,2286432,2842629],[1600778,2300013,2844950],[1601901,2476500,2845120],[1605326,2478415,2797104],[1638585,2326673,2849468],[1645991,2502163,2735837],[1646144,2502307,2636632],[1647915,2503275,2806205],[1665609,2512802,2852934],[1676516,2649359,2854569],[1678463,2521126,2812101],[1678871,2356734,2855219],[1681136,2522662,2746925],[1682226,2523244,2655352],[1689444,2527589,2655883],[1692919,2366476,2856916],[1703998,2536835,2858823],[1709177,2379518,2859815],[1727571,2549484,2823168],[1730557,2393078,2861858],[1733236,2552388,2824121],[1762016,2566830,2864679],[1765441,2568745,2771316],[1766531,2569327,2689963],[1773749,2573672,2690494],[1775430,2423053,2691184],[1792605,2433866,2867722],[1793728,2583525,2867892],[1797153,2585440,2834710],[1801583,2260068,2782550],[1803488,2588984,2869013],[1805321,2443062,2869344],[1807270,2591337,2783267],[1808351,2445344,2448961],[1808949,2592096,2706457],[1830412,2460526,2872240],[1837971,2466546,2609332],[1838226,2467144,2843484],[1846564,2612731,2794244],[1852494,2614968,2844821],[1853139,2474802,2874424],[1856303,2616785,2621581],[1858551,2478101,2723134],[1883241,2628673,2848515],[1886227,2494641,2876587],[1888906,2631577,2803212],[1889987,2497362,2500979],[1890585,2632336,2735757],[1913842,2643151,2852764],[1916828,2513604,2878952],[1919507,2646055,2853717],[1920152,2515758,2879311],[1923517,2355055,2812038],[1926318,2519757,2879784],[1927441,2650123,2879954],[1929989,2522348,2651370],[1930979,2651887,2749244],[1930992,2523155,2526363],[1948287,2660497,2881773],[1952802,2536461,2662994],[1956142,2381197,2820797],[1959880,2542357,2860395],[1960020,2542370,2667339],[1967402,2669925,2821918],[1973525,2549170,2762094],[1973669,2391066,2822998],[1976586,2551186,2557443],[1977184,2673570,2677637],[1996121,2681113,2826367],[2002051,2683350,2864380],[2002696,2565132,2885222],[2005860,2225389,2685167],[2008108,2568431,2685981],[2009098,2686498,2773635],[2009111,2569238,2572446],[2031224,2695708,2867593],[2031869,2581827,2886911],[2035033,2578380,2697525],[2037281,2585126,2780263],[2037425,2437041,2834540],[2041108,2442072,2782236],[2044966,2589786,2887759],[2048305,2591782,2594432],[2056179,2277783,2788819],[2061971,2709413,2871287],[2064957,2601666,2889074],[2068281,2603820,2872059],[2068717,2461499,2604387],[2069315,2603833,2713076],[2071646,2465465,2842725],[2075570,2716385,2890076],[2078132,2717680,2794074],[2083163,2612417,2718632],[2087680,2475369,2476001],[2088938,2474713,2795666],[2091646,2721776,2725059],[2091659,2616696,2622112],[2109361,2728045,2847265],[2110006,2625704,2875739],[2115484,2628359,2801975],[2115628,2492629,2848345],[2118545,2323273,2630375],[2119143,2130037,2731690],[2122163,2632022,2634672],[2137476,2640182,2878104],[2142954,2642837,2808894],[2143098,2511592,2852594],[2146015,2508330,2644853],[2146613,2640195,2742063],[2148845,2515669,2810301],[2153188,2648425,2893151],[2156352,2355700,2746117],[2165762,2371415,2817152],[2171480,2751843,2881474],[2172125,2658799,2894071],[2175289,2372060,2753660],[2177681,2536336,2858653],[2178527,2662050,2754991],[2178540,2537703,2662905],[2181364,2541367,2820483],[2185222,2666758,2894919],[2187607,2668188,2759874],[2194870,2761142,2763331],[2196237,2549977,2550530],[2199901,2673256,2677717],[2209029,2677624,2884302],[2211230,2766256,2826197],[2216261,2680799,2767208],[2216405,2561560,2863677],[2220778,2409203,2565699],[2222036,2565043,2827789],[2224744,2234738,2770352],[2224757,2413216,2685078],[2241947,2578255,2866890],[2246320,2582394,2583026],[2247578,2581738,2833272],[2250286,2693109,2778905],[2250299,2578911,2697436],[2259470,2442216,2702196],[2261761,2451951,2838629],[2268646,2706444,2888226],[2268808,2456982,2788505],[2274124,2709099,2839581],[2274268,2599654,2871117],[2277185,2457126,2711115],[2280015,2603731,2840988],[2280803,2604545,2712762],[2284358,2714687,2898045],[2287522,2466110,2792873],[2289200,2610215,2610444],[2295925,2720039,2722740],[2296739,2615413,2615889],[2308363,2621456,2875272],[2310835,2726308,2799755],[2311491,2315108,2487249],[2315504,2625615,2847564],[2318098,2325372,2801023],[2319465,2490788,2629166],[2323129,2332419,2731376],[2332257,2735744,2891985],[2334934,2506844,2851643],[2338947,2640093,2851813],[2341541,2736511,2807942],[2342908,2643644,2644197],[2346572,2640275,2741749],[2351089,2516325,2649624],[2355068,2520338,2746028],[2357245,2529073,2815415],[2363076,2655227,2880771],[2364567,2750188,2900014],[2367449,2529729,2659366],[2368707,2658710,2857385],[2371428,2533742,2753571],[2380599,2541511,2758331],[2382287,2543002,2821379],[2385686,2386318,2822047],[2388418,2671054,2671283],[2395799,2555957,2862690],[2399812,2677535,2862860],[2401822,2557703,2678597],[2402629,2405837,2560351],[2408547,2415154,2768615],[2409361,2563207,2683795],[2420985,2689838,2886070],[2422476,2774579,2896023],[2423860,2577599,2832020],[2429778,2690790,2777168],[2430592,2696153,2696629],[2438408,2585933,2701540],[2443881,2597006,2786303],[2449357,2706355,2870336],[2453318,2597813,2709906],[2465478,2608400,2792784],[2470021,2470574,2794414],[2478908,2620800,2846241],[2484757,2487407,2624332],[2489981,2495899,2729174],[2501375,2735655,2877589],[2503720,2639286,2807057],[2508944,2739547,2739776],[2516483,2646500,2745221],[2529887,2656874,2752288],[2545143,2545619,2760257],[2552833,2676728,2824973] ] cell #5122 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291588,2444972],[1378150,2496990],[1471370,2550814],[1574526,2604015],[1596687,2614435],[1634128,2630003],[1666600,2644481],[1724853,2671506],[1756802,2682817],[1788514,2695175],[1804479,2701824],[1825955,2710743],[1837819,2609187],[1875205,2727915],[1880523,2729626],[1911124,2739999],[1922227,2743767],[1943073,2751310],[1951713,2662411],[1959038,2757959],[1994443,2767431],[2025295,2693470],[2039262,2780486],[2041981,2700493],[2053935,2785044],[2059253,2786755],[2067637,2712330],[2070356,2790523],[2101429,2725420],[2127793,2804989],[2136832,2738431],[2138511,2807673],[2152544,2744313],[2163872,2814231],[2165551,2749605],[2177536,2662079],[2179518,2818733],[2182237,2756628],[2208385,2765251],[2210064,2825589],[2232848,2830232],[2234527,2773996],[2236773,2775133],[2241802,2693138],[2242794,2832364],[2268002,2785187],[2269681,2785932],[2283714,2791069],[2303189,2797258],[2308218,2725088],[2309210,2846585],[2331613,2805132],[2333292,2805877],[2334277,2737083],[2334368,2851183],[2357902,2813380],[2362931,2749273],[2363923,2814811],[2395142,2763903],[2395233,2862230],[2415811,2829381],[2420840,2773664],[2421832,2830812],[2444687,2783839],[2444778,2836724],[2471231,2844272],[2496705,2803784],[2496796,2849300],[2546425,2822401],[2546516,2861023], [840195,1850513,2614290],[988324,2000070,2682672],[992850,2004771,2770222],[1018925,2029243,2695030],[1099761,2311119,2622874],[1099916,2104423,2799569],[1105013,2108370,2727770],[1115783,2117465,2802198],[1153749,2150562,2743622],[1174595,2169499,2751165],[1179121,2174200,2817022],[1226733,2211728,2766780],[1237640,2408831,2682337],[1237795,2219806,2827603],[1242892,2223753,2770077],[1284004,2256408,2700161],[1291743,2263063,2837175],[1296840,2267010,2784899],[1307610,2276105,2839804],[1313864,2281732,2790378],[1318390,2286433,2842595],[1339631,2475629,2721501],[1339786,2300014,2795480],[1367243,2318596,2801547],[1378305,2326674,2849751],[1383402,2330621,2804844],[1396428,2339734,2807528],[1414217,2152616,2648335],[1418756,2356735,2855185],[1421963,2358399,2813580],[1432870,2529357,2750830],[1433025,2366477,2857199],[1438122,2370424,2816877],[1446762,2377537,2756296],[1448892,2379519,2859828],[1470380,2392275,2761666],[1471525,2393079,2862012],[1483234,2400599,2825444],[1508769,2416308,2829581],[1518765,2423366,2831380],[1536007,2582654,2778630],[1536162,2433867,2833086],[1544714,2041447,2587775],[1545329,2260069,2702209],[1549000,2443063,2869357],[1559946,2450144,2785600],[1563619,2452449,2839153],[1574681,2460527,2872523],[1577735,2283786,2714597],[1579778,2464474,2842450],[1582274,2467145,2793453],[1598858,2474803,2874437],[1601902,2476499,2845304],[1605327,2478414,2845601],[1634283,2494642,2876741],[1645992,2502162,2805545],[1647916,2503288,2851153],[1665610,2512801,2808466],[1666755,2513605,2879106],[1670243,2515759,2879324],[1673793,2355056,2745653],[1676517,2649252,2811763],[1676672,2519758,2854000],[1678464,2521125,2855040],[1681137,2522661,2812980],[1689445,2363995,2750098],[1703999,2536834,2859177],[1707086,2181703,2664747],[1707701,2381198,2758344],[1711372,2542358,2820915],[1727038,2391067,2824574],[1727572,2549483,2861687],[1733237,2552401,2862200],[1758973,2565133,2885235],[1762017,2566829,2864863],[1765442,2568744,2828981],[1773750,2421904,2774489],[1775429,2423034,2691457],[1790685,2581828,2886924],[1793729,2583524,2868076],[1796620,2437042,2779853],[1797154,2585439,2868373],[1800592,2442071,2701722],[1803489,2588983,2835064],[1804634,2589787,2868827],[1807271,2591350,2836694],[1808950,2445357,2785511],[1816052,2269147,2707012],[1816667,2277784,2711128],[1826110,2601667,2889228],[1829598,2603821,2840831],[1833148,2465466,2792409],[1846565,2612730,2843947],[1852495,2614981,2874407],[1852567,2474712,2797676],[1858550,2478082,2723407],[1876297,2625705,2875752],[1882708,2492630,2849921],[1883242,2628672,2876416],[1888907,2631590,2849270],[1890586,2497375,2805456],[1897688,2332758,2736312],[1898303,2119144,2630388],[1906898,2640183,2851527],[1913309,2511593,2806658],[1913843,2643150,2878781],[1919508,2646068,2879294],[1919580,2515668,2742835],[1924398,2648426,2879668],[1927442,2650122,2854370],[1929988,2522329,2747592],[1930980,2522780,2814450],[1931622,2358669,2749696],[1938184,2371416,2753196],[1945244,2658800,2894084],[1948288,2660496,2881957],[1951179,2536337,2818100],[1955151,2541366,2757857],[1959193,2666759,2882708],[1960021,2542430,2667288],[1967403,2669938,2860993],[1973524,2549151,2764386],[1977185,2551199,2765575],[1986926,2677625,2862574],[1995588,2561561,2863831],[1996122,2681112,2863506],[2002052,2683363,2885205],[2002124,2565042,2829799],[2005863,2225387,2567099],[2008107,2568412,2771983],[2009099,2568863,2830451],[2009741,2416578,2774087],[2016303,2224745,2684703],[2024761,2578256,2831834],[2031225,2695721,2886894],[2031297,2581737,2775551],[2037280,2585107,2698339],[2047121,2451952,2786122],[2048304,2444870,2705529],[2048395,2263247,2594907],[2055027,2706445,2870050],[2055188,2456981,2710641],[2061438,2599655,2837345],[2061972,2709412,2888903],[2067709,2603730,2789591],[2069316,2604400,2712654],[2072527,2714688,2889790],[2075571,2716384,2872893],[2076418,2466611,2609278],[2078133,2718004,2843825],[2083162,2612398,2794808],[2091647,2616321,2798328],[2092289,2476769,2725511],[2100895,2621457,2846055],[2104607,2314320,2487882],[2109362,2728058,2875722],[2109434,2625614,2847748],[2115483,2628340,2804267],[2118610,2323219,2494826],[2120979,2318099,2728993],[2122162,2496888,2734829],[2122253,2326858,2635147],[2128885,2735745,2877303],[2129046,2323128,2629901],[2132077,2506845,2806488],[2136904,2640092,2806858],[2142953,2642818,2737566],[2146614,2644866,2738755],[2156355,2355698,2650392],[2158085,2529072,2750378],[2159260,2358557,2654570],[2165017,2655228,2855947],[2166643,2750189,2894333],[2171481,2751856,2894054],[2171553,2658709,2813798],[2175292,2372058,2660766],[2178528,2662530,2754643],[2179170,2537104,2662502],[2187606,2668590,2821842],[2191092,2386319,2759688],[2194871,2670873,2823923],[2199900,2550712,2765664],[2199991,2393263,2678192],[2203630,2555958,2824404],[2208457,2677534,2824774],[2211231,2766580,2863384],[2211886,2405126,2560903],[2216260,2680780,2826931],[2219990,2409836,2412032],[2224817,2413165,2566987],[2227061,2408546,2681885],[2228236,2416466,2689181],[2233993,2689839,2865614],[2235619,2774580,2885484],[2237428,2577598,2775333],[2250287,2697061,2776203],[2250929,2583794,2693561],[2259535,2442162,2589971],[2261287,2596987,2707500],[2268074,2706354,2837545],[2274123,2709080,2784322],[2277250,2457072,2601851],[2280802,2603913,2713219],[2280893,2460711,2605020],[2287525,2466108,2716654],[2289181,2467615,2610717],[2292504,2470573,2718204],[2295924,2613503,2796858],[2297214,2299410,2300198],[2300543,2476657,2725913],[2303844,2620799,2797458],[2310834,2726710,2847189],[2311017,2486775,2624789],[2318754,2491340,2493285],[2324898,2489962,2626760],[2331685,2735654,2850121],[2334460,2639267,2738143],[2341542,2739366,2806007],[2346571,2644379,2738844],[2346662,2513789,2640750],[2350301,2516958,2519942],[2355128,2520287,2650280],[2366661,2530362,2532558],[2371488,2533691,2660654],[2374907,2536992,2663457],[2380664,2541457,2666943],[2382290,2543000,2759099],[2385212,2545600,2669650],[2388399,2547329,2547571],[2389777,2391722,2392433],[2395325,2676709,2764963],[2401803,2557945,2679099],[2408729,2563664,2565225],[2429777,2694243,2774733],[2431067,2433263,2434051],[2434396,2583682,2693963],[2437697,2586485,2589141],[2452607,2598365,2600310],[2465538,2608349,2716542],[2473334,2474895,2475527],[2508925,2640996,2641238],[2510303,2512248,2512959],[2515851,2646957,2649150],[2529255,2657331,2658892],[2580359,2581920,2582552] ] cell #5123 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291219,2445087],[1377781,2497105],[1471001,2550929],[1574157,2604130],[1596538,2614477],[1633759,2630118],[1666231,2644596],[1724848,2671510],[1756653,2682859],[1788365,2695217],[1804110,2701939],[1825586,2710858],[1875056,2727957],[1880518,2729630],[1911119,2740003],[1922078,2743809],[1942924,2751352],[1958669,2758074],[1994438,2767435],[2039257,2780490],[2041832,2700500],[2053786,2785086],[2059248,2786759],[2070207,2790565],[2076192,2609194],[2127644,2805031],[2138362,2807715],[2152539,2744317],[2163867,2814235],[2177318,2662418],[2179513,2818737],[2182088,2756635],[2209915,2825631],[2232843,2830236],[2240722,2693477],[2242789,2832368],[2269532,2785939],[2279139,2712334],[2283709,2791073],[2307138,2725427],[2309205,2846589],[2333143,2805884],[2334363,2851187],[2337283,2738435],[2361851,2749612],[2363918,2814815],[2373318,2754655],[2395228,2862234],[2398148,2765255],[2419760,2774003],[2421827,2830816],[2423272,2775137],[2425943,2776215],[2444773,2836728],[2447693,2785191],[2478320,2797262],[2480991,2798340],[2496791,2849304],[2499711,2805136],[2503456,2806329],[2522567,2813384],[2525238,2814462],[2546511,2861027],[2552569,2824245],[2568650,2829385],[2571321,2830463],[2591518,2837016],[2612636,2844276],[2631758,2849592],[2670106,2861254], [1099392,2311234,2726412],[1237271,2408946,2768719],[1243308,2004622,2770264],[1335121,1850520,2720361],[1335283,2300009,2795484],[1339262,2475744,2795988],[1372353,2117460,2802202],[1432501,2529472,2815519],[1438538,2174051,2817064],[1465910,2392282,2822864],[1498639,2000077,2768937],[1498801,2219801,2827607],[1502780,2223760,2828111],[1531497,2029250,2777490],[1531659,2433862,2833090],[1535638,2582769,2833594],[1568729,2276100,2839808],[1580194,2286284,2842637],[1622098,2108377,2800077],[1622260,2104418,2799573],[1628668,2318603,2848211],[1661140,2512808,2852460],[1672007,2150569,2810623],[1672169,2519753,2854004],[1676148,2649367,2854508],[1678880,2356586,2855227],[1693869,2169506,2815737],[1694031,2366472,2857203],[1698010,2370431,2857707],[1709109,2379514,2859832],[1750283,2211735,2826063],[1799019,2588990,2868539],[1801089,2256415,2781052],[1801251,2589782,2868831],[1801592,2440991,2702274],[1805253,2443058,2869361],[1813925,2267017,2837683],[1814087,2263058,2837179],[1820495,2452456,2870983],[1831362,2281739,2841310],[1831524,2460522,2872527],[1835503,2464481,2873031],[1838235,2466996,2717325],[1895561,2330628,2850259],[1895723,2326669,2849755],[1907556,2339741,2851917],[1907718,2513600,2879110],[1919242,2515754,2879328],[1923468,2518674,2745657],[1924020,2152681,2744481],[1924092,2650129,2879650],[1924254,2648421,2854420],[1928063,2521132,2880058],[1936554,2358406,2855659],[1953578,2536841,2882420],[1955648,2377544,2819299],[1955810,2666754,2882712],[1956151,2540286,2758409],[1959812,2542353,2758524],[1987584,2400606,2862964],[1987746,2393074,2862016],[2014673,2416315,2865326],[2020486,2423373,2866441],[2022360,2581823,2886928],[2026081,2583531,2887155],[2036533,2585345,2779857],[2037062,2585446,2887310],[2041057,2588016,2782183],[2041428,2041509,2700399],[2055685,2450151,2838154],[2055847,2601662,2889232],[2056188,2602816,2711193],[2067371,2603816,2789641],[2071597,2606736,2792413],[2072149,2283851,2791237],[2072221,2716391,2889772],[2072383,2714683,2872943],[2096620,2478421,2874823],[2098494,2474798,2874441],[2102215,2476506,2874668],[2129543,2502169,2850730],[2129705,2494637,2876745],[2130046,2495791,2630453],[2132385,2503292,2877905],[2134163,2643056,2806662],[2134692,2643157,2892697],[2135636,2640178,2806908],[2147969,2646072,2892952],[2148019,2646236,2810126],[2160742,2522668,2855330],[2162616,2658795,2894088],[2165713,2661004,2753200],[2166265,2364060,2814979],[2166337,2660503,2894315],[2166499,2750184,2882007],[2176789,2662317,2818104],[2181313,2664988,2820430],[2181684,2181765,2756534],[2203938,2552405,2884103],[2205716,2549389,2824578],[2206245,2549490,2883848],[2207189,2677620,2824824],[2229718,2568751,2864997],[2231592,2565128,2885239],[2234689,2567337,2684707],[2235241,2421969,2830980],[2235313,2566836,2885466],[2235475,2774575,2864913],[2237725,2574579,2831417],[2239277,2695725,2896645],[2239327,2695889,2831675],[2240193,2693376,2831838],[2252189,2698520,2834406],[2261662,2707704,2786126],[2263555,2591354,2869572],[2265000,2445422,2837828],[2265333,2709318,2837349],[2265862,2709419,2897591],[2266806,2706440,2837595],[2268757,2711357,2788452],[2269128,2269209,2785838],[2279189,2712498,2840813],[2295010,2612737,2873970],[2304141,2617780,2845638],[2305693,2614985,2890585],[2305743,2615149,2845896],[2306609,2725326,2846059],[2317017,2625700,2875756],[2325273,2626964,2728997],[2327166,2631594,2876825],[2328611,2497440,2850404],[2328944,2628578,2849925],[2329473,2628679,2891531],[2330417,2735740,2850171],[2332368,2630617,2731323],[2332739,2332820,2805783],[2334835,2738347,2806492],[2336519,2740565,2851380],[2337333,2738599,2851509],[2353860,2650373,2650454],[2357149,2750677,2815240],[2358650,2358731,2814437],[2358854,2651551,2855530],[2359618,2522784,2856028],[2360406,2751860,2899862],[2360456,2752024,2855788],[2361322,2749511,2855951],[2381912,2542495,2821083],[2382146,2667795,2759080],[2385587,2669854,2759692],[2387324,2669942,2883522],[2394228,2551264,2863109],[2395700,2765167,2824408],[2397384,2672072,2862427],[2398198,2765419,2862556],[2407103,2681018,2863835],[2407632,2681119,2884768],[2414729,2567080,2567161],[2415058,2682184,2768440],[2416559,2416640,2830438],[2416763,2686162,2865197],[2417527,2568867,2865695],[2418315,2683367,2895871],[2418365,2683531,2865455],[2419231,2773902,2865618],[2423764,2776123,2831546],[2440462,2701956,2702097],[2443828,2786212,2786242],[2445104,2445245,2785103],[2446218,2591729,2837653],[2446929,2787321,2869903],[2447743,2785355,2870032],[2462464,2604465,2841455],[2464270,2716635,2716716],[2466592,2466673,2793200],[2467819,2718008,2890387],[2469925,2718994,2793940],[2471472,2719086,2874122],[2475270,2614494,2616243],[2476750,2476831,2846791],[2477007,2616325,2875337],[2478812,2798248,2845767],[2485111,2487150,2727974],[2488887,2728062,2891205],[2488937,2728226,2875983],[2495262,2630135,2630276],[2495846,2729083,2729113],[2497122,2497263,2805048],[2498236,2631969,2850229],[2498947,2730192,2877156],[2499761,2805300,2877285],[2503667,2806966,2806996],[2514754,2644931,2852062],[2516226,2743826,2745575],[2518724,2745821,2745932],[2522948,2523059,2814370],[2535255,2660747,2660828],[2537085,2537166,2818939],[2538053,2662534,2858888],[2539757,2758091,2758232],[2543532,2759529,2883513],[2545090,2760166,2760196],[2547775,2670877,2884071],[2549881,2671645,2673098],[2550946,2551087,2825648],[2551428,2673203,2862934],[2552780,2824882,2824912],[2558149,2766584,2895673],[2558507,2560255,2767570],[2561802,2767662,2884920],[2563561,2565600,2682876],[2567387,2684871,2684982],[2569031,2569142,2830371],[2582295,2695234,2696983],[2583775,2583856,2832570],[2584032,2697065,2866955],[2585837,2780625,2782078],[2602287,2710875,2711016],[2604147,2604288,2790582],[2605261,2712709,2841280],[2606786,2792577,2792688],[2610124,2610154,2793811],[2613802,2719864,2874751],[2615360,2720331,2721425],[2616489,2616600,2846724],[2622721,2799410,2891196],[2622798,2624279,2800047],[2627322,2629070,2729765],[2641442,2739370,2877873],[2643548,2740138,2741591],[2644613,2644754,2807732],[2645095,2741696,2851887],[2646447,2810593,2811687],[2657228,2659267,2751369],[2661054,2753364,2753475],[2662698,2662809,2818872],[2670963,2670993,2761008],[2678506,2678536,2825934],[2682261,2683742,2768907],[2694542,2776993,2866369],[2696100,2777460,2778554],[2697229,2697340,2832503],[2708062,2709810,2786894],[2739456,2739486,2807808],[2750754,2752235,2815707] ] cell #5124 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1552172,2262779],[1638218,2326390],[1730190,2392795],[1830045,2460243],[1851082,2473623],[1885860,2494358],[1916461,2513321],[1971788,2548277],[2000639,2563953],[2029812,2580648],[2044599,2589503],[2064590,2601383],[2108939,2625078],[2113747,2627466],[2141217,2641944],[2151131,2647246],[2170068,2657620],[2184855,2666475],[2215454,2680382],[2254672,2699287],[2256977,2700450],[2267579,2705818],[2272387,2708206],[2282301,2713508],[2287972,2716904],[2331190,2735118],[2340303,2739133],[2352328,2744328],[2362125,2748875],[2374668,2754932],[2375801,2755422],[2378106,2756585],[2401168,2765953],[2420034,2773266],[2428004,2776492],[2428275,2776579],[2450713,2785889],[2459496,2789716],[2462738,2791084],[2483052,2798617],[2483323,2798704],[2502731,2805834],[2503644,2806113],[2507115,2807201],[2527299,2814739],[2527570,2814826],[2535928,2818196],[2552757,2824029],[2556228,2825117],[2573382,2830740],[2573653,2830827],[2574806,2831265],[2577847,2832100],[2591706,2836800],[2595177,2837888],[2618007,2845486],[2621048,2846321],[2631946,2849376],[2635417,2850464],[2637171,2851097],[2651778,2855378],[2654819,2856213],[2670294,2861167],[2674613,2862144],[2686389,2865045],[2689430,2865880],[2703433,2869620],[2719313,2874065],[2732733,2876873],[2760547,2883601], [1334910,2087212,2473396],[1355796,2104139,2622912],[1497322,2219522,2682375],[1498428,2220310,2563726],[1531286,2245852,2580421],[1600411,2299730,2721539],[1621887,2314640,2624851],[1671796,2350621,2647019],[1692552,2366193,2750868],[1693658,2366981,2657393],[1726242,2390251,2762410],[1747088,2403655,2678869],[1760526,2412352,2684314],[1760875,2224322,2684541],[1792238,2433583,2778668],[1800878,2439558,2587319],[1801033,2439678,2439901],[1813714,2448493,2705591],[1831151,2461031,2713281],[1851866,2297743,2796033],[1871857,2312653,2726457],[1881912,2491814,2729446],[1884766,2322322,2730959],[1895350,2500511,2734891],[1907345,2507862,2738906],[1912513,2510777,2809210],[1923881,2518028,2518215],[1925951,2519474,2811801],[1933359,2524181,2747362],[1946797,2532878,2752807],[1947146,2370993,2753034],[1955437,2538853,2664291],[1955592,2538973,2539196],[1987373,2556975,2765726],[2001423,2410365,2768764],[2011478,2570264,2771753],[2018765,2574856,2774998],[2030596,2431596,2833639],[2040651,2586959,2835808],[2050587,2446506,2783586],[2055474,2595924,2706556],[2055629,2596044,2596267],[2060642,2598839,2786575],[2063496,2456175,2788088],[2072010,2606090,2606277],[2074080,2607536,2792020],[2074429,2465043,2792247],[2093036,2617169,2796321],[2094899,2618057,2797123],[2124445,2498524,2803531],[2129332,2636164,2735856],[2129487,2636284,2636507],[2130862,2637025,2806183],[2151915,2517487,2854553],[2153933,2648809,2854841],[2156802,2650642,2812526],[2157151,2521694,2812753],[2159021,2651828,2746944],[2159896,2652256,2654720],[2166126,2655587,2655774],[2170852,2530891,2815564],[2180907,2663931,2818553],[2183761,2540560,2820066],[2197961,2672349,2823187],[2201253,2551716,2823487],[2202415,2674467,2824099],[2226134,2685551,2828444],[2227997,2686439,2771335],[2228872,2686867,2689331],[2235102,2690198,2690385],[2236364,2690870,2831322],[2251676,2697909,2833927],[2253539,2698797,2834729],[2257110,2590077,2836223],[2257761,2588304,2869162],[2260514,2590348,2836310],[2262032,2703287,2783245],[2262958,2703780,2705902],[2263353,2703830,2705910],[2283085,2605549,2841137],[2285103,2715071,2873364],[2288127,2609452,2717024],[2288321,2609756,2843440],[2294151,2719363,2794263],[2298195,2720839,2844799],[2298736,2615337,2844729],[2301179,2722145,2726063],[2302780,2722820,2845543],[2321189,2730469,2848534],[2324481,2630905,2848834],[2325643,2732587,2803190],[2326569,2733080,2735202],[2326964,2733130,2735210],[2344632,2740842,2852783],[2347924,2645383,2853083],[2349086,2742960,2853695],[2349627,2646424,2853625],[2352158,2649895,2854713],[2352785,2648367,2879563],[2357493,2747005,2812922],[2358172,2747234,2748837],[2358299,2747380,2749134],[2372805,2754044,2858040],[2375543,2663607,2755360],[2378239,2667049,2860336],[2378890,2665276,2883043],[2381643,2667320,2860423],[2381773,2667442,2758691],[2386589,2760401,2821896],[2390658,2761780,2861629],[2390749,2672299,2861572],[2392974,2762775,2766037],[2393369,2762825,2766045],[2406773,2767939,2826386],[2410817,2769415,2864358],[2411358,2683719,2864288],[2413801,2567143,2770721],[2415402,2771396,2828923],[2416081,2771625,2773228],[2416208,2771771,2773525],[2432048,2777968,2867571],[2432589,2696077,2867501],[2435032,2694113,2779274],[2436633,2779949,2868315],[2436724,2698747,2868258],[2439412,2701788,2869093],[2444936,2783517,2784823],[2450846,2601957,2840312],[2455042,2787598,2871306],[2458334,2711645,2871606],[2460037,2712686,2872148],[2460422,2713592,2790209],[2460817,2713600,2790259],[2462568,2716157,2873236],[2463195,2714629,2889685],[2467781,2793659,2843832],[2470822,2794494,2843889],[2473707,2721332,2721667],[2474444,2720985,2874351],[2476272,2796193,2798666],[2476399,2796339,2798963],[2488152,2800282,2847243],[2488693,2728414,2875896],[2492221,2801661,2876358],[2492312,2730419,2876301],[2494537,2630058,2802656],[2494932,2502864,2802706],[2496954,2803462,2804768],[2507656,2738787,2878261],[2511184,2808580,2878723],[2511275,2740792,2878666],[2513500,2739217,2809575],[2513895,2739225,2809625],[2515400,2743106,2879238],[2520923,2650436,2812407],[2527400,2660269,2857912],[2528027,2750130,2893811],[2531343,2816215,2881452],[2531884,2752212,2881382],[2534327,2660810,2817521],[2536019,2754882,2882139],[2536607,2755384,2818425],[2536734,2755681,2818571],[2538707,2757923,2882974],[2542936,2667777,2821321],[2543504,2821501,2860937],[2547737,2822583,2823930],[2548536,2762155,2762428],[2550778,2823418,2825368],[2556769,2765607,2884459],[2558111,2825782,2863391],[2561152,2826617,2863448],[2561243,2767889,2884863],[2564037,2682503,2769908],[2564774,2769561,2885149],[2566602,2573483,2828316],[2566729,2684809,2828462],[2574110,2774521,2896391],[2577938,2776442,2886552],[2580732,2778461,2778796],[2581469,2778114,2886838],[2583297,2776541,2833799],[2583424,2776838,2833945],[2589682,2701879,2836173],[2591228,2707666,2870702],[2595718,2785543,2888383],[2595778,2710707,2871537],[2599246,2839267,2888845],[2599337,2787548,2888788],[2601562,2710798,2840262],[2603462,2789862,2889360],[2603979,2790302,2841068],[2608985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] cell #5125 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1552029,2445085],[1638075,2497103],[1730047,2550927],[1829902,2604128],[1851007,2614475],[1885717,2630116],[1916318,2644594],[1971737,2671525],[2000564,2682857],[2029737,2695215],[2044456,2701937],[2064447,2710856],[2108864,2727955],[2113696,2729645],[2141166,2740018],[2151056,2743807],[2169993,2751350],[2184712,2758072],[2215403,2767450],[2254621,2780505],[2256902,2781298],[2267504,2785084],[2272336,2786774],[2282226,2790563],[2287829,2716873],[2331115,2805029],[2340228,2807713],[2352277,2811155],[2362074,2814250],[2373875,2754901],[2375750,2818752],[2378031,2819545],[2401093,2825629],[2419983,2830251],[2426500,2776461],[2428224,2832383],[2450638,2838400],[2458839,2789770],[2462687,2841842],[2481548,2798586],[2483272,2846604],[2502656,2850976],[2503593,2851255],[2505826,2807255],[2525795,2814708],[2527519,2856496],[2535357,2818232],[2552706,2862302],[2554939,2825171],[2571878,2830709],[2573602,2866163],[2574742,2831463],[2576723,2832136],[2591655,2869778],[2593888,2837942],[2617943,2845684],[2619924,2846357],[2631895,2877031],[2634128,2850518],[2637122,2851233],[2651714,2855576],[2653695,2856249],[2670243,2883691],[2674564,2862280],[2686325,2865243],[2688306,2865916],[2703384,2869756],[2719249,2874168],[2732684,2877009],[2760498,2883669], [1355653,2311232,2622813],[1497179,2408944,2682276],[1503426,2224247,2684591],[1596252,2087181,2720373],[1596412,2475842,2720410],[1600268,2475742,2721440],[1632645,2322271,2730948],[1692409,2529470,2750769],[1698656,2370918,2753084],[1725201,2550410,2761433],[1756367,2220279,2768949],[1756527,2409044,2768986],[1760383,2412321,2770016],[1788079,2245821,2777502],[1788239,2582867,2777539],[1792095,2582767,2778569],[1824472,2456124,2788077],[1836149,2464968,2792297],[1874770,2314609,2800089],[1874930,2311332,2800126],[1880871,2490668,2801314],[1911472,2644077,2808233],[1921792,2350590,2810635],[1921952,2649465,2810672],[1925808,2649365,2811702],[1928709,2521619,2812803],[1942638,2366950,2815749],[1942798,2529570,2815786],[1946654,2532847,2816816],[1957555,2540509,2820055],[1994791,2402509,2826488],[2039610,2701420,2834831],[2041546,2439527,2835214],[2041706,2702037,2835251],[2043125,2588573,2783154],[2045597,2590297,2836299],[2053500,2448462,2837695],[2053660,2445185,2837732],[2059601,2597693,2838920],[2069921,2461000,2841322],[2070081,2604228,2841359],[2073937,2607505,2842389],[2076838,2609681,2717209],[2120288,2629830,2631174],[2127358,2500480,2850271],[2127518,2497203,2850308],[2138076,2507831,2851929],[2138236,2644694,2851966],[2148570,2646373,2853553],[2152824,2352513,2811198],[2152892,2745908,2854137],[2153052,2744618,2811289],[2153340,2648606,2812452],[2156659,2650611,2854979],[2164220,2523035,2856084],[2179866,2662785,2858944],[2181802,2538822,2859327],[2181962,2758172,2859364],[2183381,2665545,2757786],[2185853,2667269,2758587],[2209629,2556944,2862976],[2209789,2551027,2863013],[2225541,2684240,2685348],[2233196,2569118,2865751],[2238282,2574825,2866488],[2239878,2696026,2866631],[2243142,2697316,2867011],[2252341,2698683,2834452],[2252746,2698766,2868210],[2256534,2256732,2781215],[2257166,2700664,2836277],[2269246,2595893,2870452],[2269406,2710956,2870489],[2278928,2710570,2711914],[2279740,2712635,2789904],[2283994,2462923,2841885],[2284062,2792664,2872660],[2284222,2791374,2841976],[2284510,2714868,2791946],[2304698,2618026,2874870],[2306294,2615286,2875013],[2309558,2616576,2875393],[2317387,2729162,2729252],[2323886,2730926,2731860],[2332857,2636133,2877705],[2333017,2630216,2877742],[2335180,2637079,2877936],[2336671,2740728,2851426],[2337076,2740811,2878046],[2337884,2738736,2807389],[2348429,2743014,2879190],[2348503,2743057,2853531],[2359411,2651797,2880369],[2361007,2752161,2880512],[2364203,2527755,2856539],[2364271,2753451,2880892],[2364431,2815116,2856630],[2372212,2752733,2753841],[2373470,2754818,2818269],[2377663,2377861,2819462],[2378295,2756799,2820033],[2384422,2760245,2760335],[2396045,2674521,2884134],[2397536,2672235,2862473],[2397941,2672318,2884244],[2398749,2765556,2825305],[2407926,2768566,2768627],[2417320,2686408,2885668],[2418916,2683668,2885811],[2422112,2573838,2866206],[2422180,2684958,2886191],[2422340,2831117,2866297],[2424090,2690906,2866461],[2425315,2778022,2886394],[2425389,2778065,2866609],[2426095,2776378,2832173],[2436062,2779985,2868183],[2445590,2703341,2888058],[2446775,2593176,2870207],[2447081,2787484,2869949],[2447486,2787567,2888168],[2448294,2785492,2838076],[2450270,2450468,2838317],[2451240,2786291,2786381],[2457739,2788055,2788989],[2458913,2789813,2840939],[2468924,2794365,2794426],[2472029,2719332,2890501],[2474105,2720500,2721751],[2479138,2722856,2874843],[2480363,2720893,2890848],[2480437,2720936,2874991],[2481143,2798503,2846394],[2485985,2623124,2800216],[2489488,2728363,2891374],[2489531,2729125,2800961],[2497608,2732641,2891817],[2498793,2633416,2877460],[2499099,2730355,2877202],[2499504,2730438,2891927],[2500312,2805437,2850652],[2502288,2502486,2850893],[2504948,2807045,2807135],[2505233,2808616,2878019],[2505900,2807298,2851764],[2519275,2746098,2746803],[2523225,2524483,2856192],[2523385,2747041,2880342],[2523978,2652704,2880612],[2524610,2816269,2893554],[2524684,2816312,2880490],[2525390,2814625,2856286],[2528452,2815366,2815427],[2542638,2667505,2860494],[2542866,2667662,2821360],[2544290,2760208,2821985],[2546696,2760455,2895217],[2548880,2761494,2762490],[2551985,2674174,2884592],[2554061,2824961,2825051],[2554346,2761816,2884217],[2555013,2825214,2862811],[2559254,2678949,2826549],[2561954,2767825,2884966],[2562359,2767908,2895787],[2564435,2682587,2769076],[2566450,2567938,2685148],[2569308,2570566,2865859],[2569468,2771432,2885641],[2570061,2687315,2885911],[2570693,2769469,2896134],[2570767,2769512,2885789],[2571473,2830626,2865953],[2575949,2831971,2832032],[2581130,2777629,2778880],[2588168,2782348,2782988],[2591894,2593010,2837822],[2592742,2704219,2870104],[2593295,2839303,2888141],[2593962,2837985,2870287],[2596556,2786254,2838567],[2605818,2714156,2872410],[2607337,2716005,2792854],[2609313,2609511,2843282],[2610166,2717618,2843689],[2610293,2793857,2898364],[2612901,2794530,2890474],[2614560,2795264,2795950],[2616766,2617471,2875501],[2616966,2722190,2891038],[2619150,2846192,2846253],[2623479,2726374,2847332],[2625885,2800336,2898717],[2625959,2800379,2891352],[2628069,2729526,2801375],[2629664,2630769,2731488],[2632134,2633250,2850398],[2632982,2733519,2877357],[2633535,2801697,2891900],[2634202,2850561,2877540],[2637957,2807008,2851581],[2642547,2808294,2809290],[2645652,2742667,2878394],[2647728,2810762,2812013],[2648680,2812137,2812669],[2651986,2652921,2856145],[2658102,2751080,2815876],[2660117,2661605,2753641],[2662975,2664233,2859052],[2663728,2755808,2882266],[2665140,2757620,2820595],[2668200,2821637,2895169],[2671005,2761080,2822508],[2671132,2761054,2895399],[2673368,2674008,2863103],[2673740,2762879,2884489],[2675399,2824924,2862628],[2678548,2766194,2863248],[2678675,2825980,2900581],[2681283,2826653,2895760],[2682942,2768681,2827387],[2684457,2685422,2770451],[2686597,2687532,2865812],[2695300,2832870,2833556],[2697506,2698211,2867119],[2697706,2779319,2886584],[2699890,2834892,2835888],[2708809,2786655,2838981],[2710404,2711509,2788617],[2712874,2713990,2841449],[2713722,2790648,2872307],[2714942,2792163,2842824],[2720051,2795011,2890761],[2721875,2722407,2875454],[2726320,2846984,2898669],[2739498,2807880,2852104],[2739625,2807854,2892299],[2741861,2742501,2852056],[2742233,2809679,2878291],[2743892,2853784,2854470],[2751435,2815481,2856983],[2752950,2753915,2817251],[2755090,2756025,2859005],[2777180,2832617,2886307],[2779004,2779536,2867072] ] cell #5126 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2005875],[2088541],[2106256],[2118681],[2156367],[2175304],[2197014],[2213374],[2221639],[2224876],[2247181],[2259606],[2277321],[2287537],[2289220],[2297376],[2312286],[2320242],[2343685],[2351950],[2355187],[2368310],[2371547],[2380735],[2382302],[2388438],[2401842],[2409998],[2431229],[2439185],[2454095],[2465597],[2508964],[2517120],[2530524], [840189,2087256],[988318,2220354],[992971,2224399],[1018919,2245896],[1099928,2311437],[1105007,2314684],[1115795,2322376],[1153743,2350665],[1174589,2367025],[1179242,2371070],[1226727,2402584],[1237807,2409149],[1242886,2412396],[1283998,2256314],[1284171,2041518],[1291755,2445290],[1296834,2448537],[1307622,2456229],[1313858,2461075],[1318511,2465120],[1339798,2475947],[1356015,2484777],[1367237,2490743],[1378317,2497308],[1383396,2500555],[1396422,2507906],[1414211,2152675],[1418877,2521771],[1421957,2523110],[1433037,2529675],[1438116,2532922],[1446756,2377443],[1446929,2181774],[1448904,2540614],[1470374,2550485],[1471537,2551132],[1483228,2557019],[1497541,2563227],[1508763,2569193],[1518759,2575208],[1536174,2582972],[1546446,2260063],[1549012,2590402],[1559940,2450050],[1560113,2269218],[1563613,2597768],[1574693,2604333],[1577729,2283845],[1579772,2607580],[1582395,2467139],[1598870,2615762],[1600630,2615909],[1601896,2616651],[1605321,2618409],[1634295,2630321],[1635717,2119138],[1645986,2502068],[1646159,2332829],[1647806,2637296],[1665604,2644152],[1666767,2644799],[1670255,2646849],[1674924,2354946],[1676684,2649570],[1678458,2650686],[1681131,2522196],[1682241,2358740],[1689439,2364054],[1692771,2656894],[1703993,2662860],[1708818,2381192],[1711384,2542248],[1727109,2391012],[1727566,2672701],[1733127,2674738],[1758985,2684144],[1762011,2685033],[1762534,2224635],[1765436,2568279],[1766546,2416649],[1773744,2421963],[1775335,2423073],[1790697,2696502],[1792457,2696649],[1793723,2697391],[1796691,2436987],[1797148,2699149],[1801702,2441977],[1803483,2701495],[1804646,2702142],[1807161,2591006],[1808487,2264896],[1808944,2445416],[1826122,2711061],[1827544,2277778],[1829610,2603273],[1834279,2465356],[1837986,2466682],[1846559,2611862],[1852385,2721110],[1852626,2474668],[1856318,2476840],[1858456,2478121],[1876309,2624681],[1878219,2318044],[1882779,2492575],[1883236,2730821],[1886684,2323034],[1888797,2631246],[1890123,2328507],[1890580,2497434],[1906910,2639159],[1913380,2511538],[1913837,2741194],[1919398,2743231],[1919639,2515624],[1924410,2745094],[1926170,2745241],[1927436,2745983],[1929894,2522368],[1930870,2522767],[1931111,2360045],[1945256,2752637],[1948282,2753526],[1948805,2371306],[1951250,2536282],[1952817,2537175],[1956261,2541272],[1959205,2758277],[1960015,2542489],[1964297,2386264],[1967293,2669259],[1973430,2549190],[1976722,2394124],[1977179,2551258],[1986938,2676601],[1995659,2561506],[1996116,2680244],[1997904,2408502],[2001942,2769686],[2002183,2564998],[2008013,2568451],[2008989,2568850],[2009230,2417954],[2024832,2578201],[2031115,2778239],[2031356,2581693],[2035048,2583865],[2037186,2585146],[2048210,2446139],[2055039,2705421],[2056949,2451897],[2061509,2599600],[2061966,2787950],[2065414,2456887],[2067768,2603686],[2068853,2462360],[2069310,2604459],[2072539,2791850],[2075565,2792739],[2078078,2717964],[2080276,2470529],[2083068,2612437],[2091537,2616308],[2091778,2477434],[2100966,2621402],[2109252,2727379],[2109493,2625570],[2111185,2490001],[2115389,2628379],[2122068,2498157],[2128897,2734721],[2133726,2506790],[2136963,2640048],[2142859,2642857],[2146151,2514650],[2146608,2644925],[2165088,2655173],[2166655,2817946],[2167333,2529028],[2171371,2816486],[2171612,2658665],[2178418,2662517],[2178659,2538480],[2187562,2668610],[2189058,2545639],[2194816,2670833],[2199806,2551349],[2205279,2555903],[2208516,2677490],[2211176,2766540],[2216166,2680819],[2234064,2689784],[2235631,2771146],[2238916,2577554],[2250177,2697048],[2250418,2584459],[2268133,2706310],[2269825,2597026],[2274029,2709119],[2280708,2605182],[2295880,2613523],[2305332,2620755],[2310790,2726730],[2331744,2735610],[2335729,2639306],[2341487,2739326],[2346477,2645016],[2396594,2676748],[2429733,2694263], [420946,1552391,2591802],[475994,1638437,2632042],[537231,1730409,2673276],[609847,1830264,2712782],[627990,1851159,2720461],[658360,1886079,2731396],[683902,1916680,2741769],[730109,1971842,2761426],[759160,2000716,2769037],[786630,2029889,2777590],[799285,2044818,2782256],[817000,2064809,2788525],[864833,2109016,2800177],[870365,2113801,2801307],[899538,2141271,2808226],[909652,2151208,2810723],[928589,2170145,2815837],[941244,2185074,2820503],[982082,2215508,2826481],[1029104,2254726,2834824],[1031609,2041975,2781681],[1043563,2267656,2837783],[1049095,2272441,2838913],[1059209,2282378,2841410],[1063963,1837813,2609093],[1126684,2331267,2850359],[1139342,2340380,2852017],[1155891,2152434,2811372],[1168353,2362179,2856077],[1182274,1951707,2661946],[1184774,2375855,2858937],[1187279,2182231,2819928],[1223647,2401245,2863064],[1253674,2420088,2865744],[1264024,2025289,2692602],[1266590,2428329,2867004],[1299457,2269675,2840664],[1310365,2067527,2711986],[1316006,2283604,2842059],[1350070,2101423,2724552],[1352636,2483377,2875386],[1386019,2333286,2803058],[1388219,2504069,2878004],[1392888,2136722,2737752],[1426782,2165545,2748737],[1429348,2363813,2858183],[1440973,2177442,2662118],[1475025,2553182,2884202],[1479694,2208275,2764572],[1513588,2234521,2773128],[1516154,2421722,2828587],[1518302,2236718,2775093],[1523313,2241708,2693177],[1551737,2444230,2870659],[1556406,2267892,2784508],[1604864,2303134,2797218],[1609875,2308124,2725127],[1637783,2496248,2847887],[1642452,2331503,2804453],[1648047,2334233,2737103],[1680674,2357847,2813340],[1685685,2362837,2749312],[1720639,2545492,2860910],[1733368,2395098,2763923],[1764979,2415756,2829341],[1769990,2420746,2773703],[1807402,2444643,2783859],[1846102,2471176,2844232],[1889038,2496661,2803804],[1967534,2546381,2822421] ] cell #5127 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2005876],[2088542],[2106257],[2118682],[2156368],[2175305],[2197017],[2213377],[2221640],[2224879],[2247182],[2259607],[2277322],[2287538],[2289300],[2297403],[2312313],[2320245],[2343688],[2351951],[2355190],[2368311],[2371550],[2380736],[2382303],[2388518],[2401922],[2410025],[2431256],[2439188],[2454098],[2465600],[2509044],[2517147],[2530551], [840181,2087258],[988310,2220356],[992972,2224327],[1018911,2245898],[1099929,2311435],[1104999,2314686],[1115796,2322374],[1153735,2350667],[1174581,2367027],[1179243,2370998],[1226719,2402586],[1237808,2409147],[1242878,2412398],[1283990,2256316],[1284172,2041519],[1291756,2445288],[1296826,2448539],[1307623,2456227],[1313850,2461077],[1318512,2465048],[1339799,2475945],[1355801,2484857],[1367229,2490745],[1378318,2497306],[1383388,2500557],[1396414,2507908],[1414203,2152678],[1418878,2521699],[1421949,2523112],[1433038,2529673],[1438108,2532924],[1446748,2377445],[1446930,2181775],[1448905,2540612],[1470366,2550487],[1471538,2551130],[1483220,2557021],[1497327,2563307],[1508755,2569195],[1518751,2575210],[1536175,2582970],[1546447,2260055],[1549013,2590400],[1559932,2450052],[1560114,2269219],[1563605,2597770],[1574694,2604331],[1577721,2283848],[1579764,2607582],[1582396,2467131],[1598871,2615760],[1600416,2615989],[1601888,2616653],[1605313,2618411],[1634296,2630319],[1635718,2119130],[1645978,2502070],[1646160,2332830],[1647804,2637297],[1665596,2644154],[1666768,2644797],[1670256,2646847],[1674925,2354944],[1676685,2649568],[1678450,2650688],[1681123,2522198],[1682242,2358741],[1689431,2364057],[1692557,2656974],[1703985,2662862],[1708819,2381184],[1711385,2542246],[1727110,2391010],[1727558,2672703],[1733125,2674739],[1758986,2684142],[1762003,2685035],[1762535,2224633],[1765428,2568281],[1766547,2416650],[1773736,2421966],[1775337,2423153],[1790698,2696500],[1792243,2696729],[1793715,2697393],[1796692,2436985],[1797140,2699151],[1801705,2441979],[1803475,2701497],[1804647,2702140],[1807159,2591007],[1808488,2264897],[1808936,2445419],[1826123,2711059],[1827545,2277770],[1829611,2603271],[1834280,2465354],[1837987,2466683],[1846551,2611864],[1852383,2721111],[1852629,2474670],[1856319,2476841],[1858458,2478201],[1876310,2624679],[1878220,2318042],[1882780,2492573],[1883228,2730823],[1886687,2323036],[1888795,2631247],[1890124,2328508],[1890572,2497437],[1906911,2639157],[1913381,2511536],[1913829,2741196],[1919396,2743232],[1919642,2515626],[1924411,2745092],[1925956,2745321],[1927428,2745985],[1929896,2522448],[1930868,2522768],[1931114,2360048],[1945257,2752635],[1948274,2753528],[1948806,2371304],[1951251,2536280],[1952818,2537176],[1956264,2541274],[1959206,2758275],[1960007,2542492],[1964298,2386262],[1967291,2669260],[1973432,2549270],[1976723,2394125],[1977171,2551261],[1986939,2676599],[1995660,2561504],[1996108,2680246],[1997907,2408504],[2001940,2769687],[2002186,2565000],[2008015,2568531],[2008987,2568851],[2009233,2417957],[2024833,2578199],[2031113,2778240],[2031359,2581695],[2035049,2583866],[2037188,2585226],[2048212,2446166],[2055040,2705419],[2056950,2451895],[2061510,2599598],[2061958,2787952],[2065417,2456889],[2067771,2603688],[2068854,2462361],[2069302,2604462],[2072540,2791848],[2075557,2792741],[2078076,2717965],[2080279,2470531],[2083070,2612517],[2091535,2616309],[2091781,2477437],[2100967,2621400],[2109250,2727380],[2109496,2625572],[2111212,2490081],[2115391,2628459],[2122070,2498184],[2128898,2734719],[2133727,2506788],[2136966,2640050],[2142861,2642937],[2146152,2514651],[2146600,2644928],[2165089,2655171],[2166656,2817944],[2167336,2529030],[2171369,2816487],[2171615,2658667],[2178416,2662518],[2178662,2538483],[2187564,2668637],[2189085,2545719],[2194814,2670834],[2199808,2551376],[2205280,2555901],[2208519,2677492],[2211174,2766541],[2216168,2680899],[2234065,2689782],[2235632,2771144],[2238919,2577556],[2250175,2697049],[2250421,2584462],[2268136,2706312],[2269852,2597106],[2274031,2709199],[2280710,2605209],[2295882,2613550],[2305335,2620757],[2310792,2726757],[2331747,2735612],[2335756,2639386],[2341485,2739327],[2346479,2645043],[2396621,2676828],[2429735,2694290], [420947,1552177,2591882],[475995,1638223,2632122],[537232,1730195,2673356],[609848,1830050,2712862],[627991,1851087,2720488],[658361,1885865,2731476],[683903,1916466,2741849],[730110,1971840,2761427],[759161,2000644,2769064],[786631,2029817,2777617],[799286,2044604,2782336],[817001,2064595,2788605],[864834,2108944,2800204],[870366,2113799,2801308],[899539,2141269,2808227],[909653,2151136,2810750],[928590,2170073,2815864],[941245,2184860,2820583],[982083,2215506,2826482],[1029105,2254724,2834825],[1031610,2041967,2781683],[1043564,2267584,2837810],[1049096,2272439,2838914],[1059210,2282306,2841437],[1063964,1837805,2609095],[1126685,2331195,2850386],[1139343,2340308,2852044],[1155892,2152432,2811373],[1168354,2362177,2856078],[1182275,1951699,2661948],[1184775,2375853,2858938],[1187280,2182223,2819930],[1223648,2401173,2863091],[1253675,2420086,2865745],[1264025,2025281,2692604],[1266591,2428327,2867005],[1299458,2269667,2840666],[1310366,2067525,2711987],[1316007,2283602,2842060],[1350071,2101415,2724554],[1352637,2483375,2875387],[1386020,2333278,2803060],[1388220,2504067,2878005],[1392889,2136720,2737753],[1426783,2165537,2748739],[1429349,2363811,2858184],[1440976,2177444,2662198],[1475026,2553180,2884203],[1479695,2208273,2764573],[1513589,2234513,2773130],[1516155,2421720,2828588],[1518303,2236716,2775094],[1523316,2241710,2693257],[1551738,2444228,2870660],[1556407,2267890,2784509],[1604865,2303132,2797219],[1609878,2308126,2725207],[1637784,2496246,2847888],[1642453,2331501,2804454],[1648050,2334235,2737130],[1680675,2357845,2813341],[1685688,2362839,2749392],[1720640,2545490,2860911],[1733371,2395100,2763950],[1764980,2415754,2829342],[1769993,2420748,2773783],[1807405,2444645,2783886],[1846103,2471174,2844233],[1889041,2496663,2803831],[1967537,2546383,2822448] ] cell #5128 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2225408],[2297985],[2312895],[2323462],[2355719],[2372079],[2390448],[2403852],[2410607],[2413374],[2431838],[2442405],[2457315],[2466129],[2467635],[2473802],[2485682],[2492011],[2510974],[2517729],[2520496],[2531133],[2533900],[2541700],[2543021],[2547591],[2557965],[2564132],[2580827],[2587156],[2599036],[2608558],[2641258],[2647425],[2657799], [1079092,2296874],[1238447,2409496],[1243448,2412791],[1270919,2430727],[1356182,2485008],[1361310,2487542],[1372440,2493681],[1411815,2516618],[1433677,2530022],[1438678,2533317],[1486677,2558442],[1497708,2563458],[1502836,2565992],[1544544,2439447],[1544735,2256742],[1552558,2592033],[1557686,2594567],[1568816,2600706],[1575333,2604680],[1580334,2607975],[1600797,2616140],[1616495,2622894],[1627573,2627257],[1638604,2632273],[1643732,2634807],[1656527,2640410],[1674094,2352505],[1679020,2651081],[1681907,2652109],[1692938,2657125],[1698066,2659659],[1706916,2538742],[1707107,2377871],[1709196,2665798],[1729421,2673033],[1730576,2673507],[1741848,2677852],[1755134,2682357],[1766212,2686720],[1776051,2691280],[1792624,2696880],[1802722,2442693],[1805340,2702537],[1815882,2595813],[1816073,2450478],[1819400,2707997],[1830431,2713013],[1833449,2462915],[1835559,2715547],[1838375,2609809],[1853158,2721363],[1854586,2721521],[1855984,2721998],[1859172,2723230],[1886246,2731627],[1887704,2323750],[1897518,2636053],[1897709,2502496],[1899230,2736771],[1915692,2741526],[1916847,2742000],[1920171,2743484],[1924675,2520180],[1926337,2745472],[1928119,2746345],[1930610,2651466],[1931643,2524493],[1938485,2527747],[1941405,2750850],[1952483,2755213],[1957281,2541988],[1959899,2667181],[1973858,2549421],[1974146,2762190],[1979258,2763591],[2002715,2769939],[2005541,2770574],[2006140,2413058],[2008729,2686077],[2009762,2570576],[2016604,2573830],[2018080,2574660],[2031888,2778492],[2033316,2778650],[2034714,2779127],[2037614,2585377],[2037902,2780359],[2042206,2589392],[2043830,2782013],[2044985,2782487],[2047359,2703068],[2048638,2446748],[2048926,2593168],[2064976,2788756],[2066434,2457603],[2068300,2712239],[2072804,2608242],[2076439,2609521],[2083784,2718728],[2088780,2795756],[2089096,2615190],[2092310,2617481],[2094214,2617861],[2110025,2727632],[2111794,2490232],[2115817,2628610],[2116105,2802071],[2119369,2494247],[2121217,2732368],[2122496,2498766],[2122784,2633408],[2137495,2738005],[2143287,2643088],[2143575,2808990],[2148687,2810391],[2149003,2646277],[2153207,2811625],[2154635,2811783],[2156033,2812260],[2158336,2651632],[2159153,2652677],[2159469,2524378],[2172144,2816739],[2174970,2817374],[2175569,2533584],[2177870,2662349],[2179191,2664243],[2182462,2666364],[2185241,2820734],[2186033,2667497],[2189667,2545870],[2192118,2759964],[2197276,2672153],[2200234,2551958],[2200522,2674166],[2209048,2764825],[2216594,2681050],[2216882,2767304],[2218518,2562984],[2221878,2827879],[2222194,2683572],[2227312,2686243],[2228129,2687288],[2228445,2570461],[2242136,2693408],[2247420,2833362],[2247736,2695930],[2250950,2698221],[2252854,2698601],[2262668,2592707],[2268665,2784761],[2270434,2597257],[2274457,2709350],[2274745,2839677],[2278009,2601272],[2280173,2712539],[2281136,2605791],[2281424,2714148],[2284377,2842312],[2287203,2842947],[2289451,2793821],[2291230,2612194],[2293466,2719167],[2300436,2722163],[2300752,2617366],[2308552,2725358],[2315346,2799845],[2315662,2728267],[2317084,2626780],[2320504,2730273],[2326279,2632947],[2332276,2804706],[2336338,2639537],[2339105,2738640],[2343947,2740646],[2346905,2645625],[2347193,2742659],[2363265,2749543],[2364586,2858436],[2365189,2656651],[2368549,2857475],[2368865,2752065],[2374800,2755781],[2375116,2664128],[2382971,2759564],[2384119,2669670],[2388669,2761018],[2392684,2673705],[2397203,2676979],[2399970,2765460],[2402073,2825944],[2406088,2767743],[2421174,2773934],[2422495,2828840],[2425083,2692934],[2434289,2779292],[2434605,2698106],[2449515,2785396],[2450937,2707520],[2454357,2787402],[2460132,2713687],[2472654,2719899],[2480131,2724884],[2484534,2799445],[2501533,2805341],[2504645,2738163],[2509195,2807818],[2513210,2742198],[2553758,2764983],[2579679,2777028], [595234,1808322,2703634],[661650,1889958,2732934],[734883,1976557,2762629],[820290,2068688,2790063],[840751,2087651,2795356],[875139,2118516,2802510],[904312,2145986,2809429],[956929,2195922,2822745],[988880,2220749,2827479],[1019481,2246291,2832962],[1033878,2259441,2836027],[1053869,2277156,2840116],[1105569,2315079,2847424],[1111488,2319150,2848092],[1143200,2342593,2852341],[1154305,2351060,2853876],[1175151,2367420,2857075],[1189548,2380570,2860140],[1231930,2405522,2863553],[1281839,2438093,2868420],[1284560,2257030,2835588],[1297396,2448932,2870196],[1303315,2453003,2870864],[1314420,2461470,2872399],[1319850,2076248,2716793],[1383958,2500950,2877449],[1396984,2508301,2878383],[1414095,2352189,2854276],[1427160,2526048,2880647],[1441993,2178158,2754570],[1444597,2537388,2882301],[1447318,2378159,2859701],[1483790,2557414,2884581],[1513966,2572131,2885946],[1524333,2242424,2775857],[1526951,2578596,2886619],[1560502,2450766,2871947],[1571875,2279857,2789497],[1577613,2462599,2872799],[1610895,2308840,2797982],[1613513,2621797,2891073],[1646548,2502784,2849175],[1648579,2637549,2892425],[1653083,2338789,2806764],[1686705,2363553,2814104],[1689323,2527431,2881863],[1701194,2373983,2754736],[1733900,2674991,2895525],[1738404,2399654,2824680],[1771010,2421462,2830105],[1773628,2573514,2864769],[1775763,2423304,2831427],[1780355,2427319,2776296],[1807934,2591259,2888585],[1812438,2449199,2837451],[1858884,2478352,2845648],[1863476,2482367,2798421],[1889570,2631499,2876098],[1894074,2501217,2850027],[1899546,2503497,2806364],[1930322,2522599,2855540],[1934914,2526614,2814543],[1968066,2669512,2883576],[1979574,2552610,2824280],[2008441,2568682,2865207],[2013033,2572697,2830544],[2047675,2591559,2837051],[2083496,2612668,2874132],[2121533,2631799,2849627],[2192434,2670147,2861289] ] cell #5129 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [417154],[518717],[600662],[667078],[695766],[767319],[802818],[825718],[845888],[878952],[917323],[936748],[962214],[994017],[997351],[1024618],[1057682],[1079724],[1084527],[1116773],[1148485],[1159442],[1180288],[1183622],[1206118],[1239079],[1243882],[1271551],[1276354],[1287124],[1308600],[1319557],[1334850],[1361942],[1368490],[1401348],[1412447],[1417250],[1434309],[1439112],[1449882],[1451465],[1492369],[1498368],[1531226],[1542874],[1545176],[1558318],[1564866],[1575965],[1580768],[1581858],[1621827],[1644364],[1657159],[1671736],[1674534],[1687599],[1693598],[1702155],[1705246],[1707548],[1711272],[1742480],[1771904],[1781316],[1784366],[1800818],[1813654],[1816514],[1828561],[1831091],[1833889],[1864437],[1867487],[1895290],[1898150],[1904821],[1907285],[1935875],[1938925],[1949875],[1955377],[1984849],[1987313],[2013994],[2017044],[2018705],[2022467],[2052950],[2055414],[2094839],[2098601],[2126808],[2129272],[2130981],[2158961],[2162723],[2202534],[2227937],[2231699],[2262151],[2294091],[2325762],[2386708] ] cell #5130 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [994063],[1079731],[1116780],[1117448],[1159488],[1180334],[1190898],[1206106],[1239086],[1243712],[1243870],[1271558],[1287131],[1287799],[1308607],[1309275],[1319603],[1320378],[1334582],[1361949],[1364961],[1368478],[1373211],[1401336],[1412454],[1417080],[1417238],[1434316],[1438942],[1439100],[1449889],[1450557],[1450716],[1456153],[1462336],[1492357],[1495400],[1498100],[1530958],[1539345],[1542862],[1547595],[1561337],[1564854],[1569587],[1572648],[1580598],[1580756],[1585554],[1586880],[1597435],[1618911],[1621559],[1625094],[1651383],[1652462],[1653856],[1657566],[1668768],[1671468],[1690630],[1693330],[1701717],[1709967],[1715796],[1726149],[1736704],[1737783],[1739177],[1743045],[1745669],[1746995],[1757550],[1761129],[1777381],[1778707],[1779747],[1780878],[1789262],[1795445],[1810738],[1811817],[1813211],[1816921],[1828123],[1840440],[1851475],[1860502],[1861828],[1862868],[1863999],[1871466],[1881819],[1885069],[1892374],[1893453],[1894847],[1902067],[1903057],[1904383],[1912420],[1922975],[1925448],[1931940],[1933266],[1934306],[1935437],[1943821],[1947400],[1971060],[1977933],[1982095],[1983085],[1984411],[1996870],[2001032],[2004388],[2006913],[2010059],[2011385],[2012425],[2013556],[2030205],[2040558],[2042729],[2050196],[2051186],[2052512],[2060549],[2063799],[2071104],[2073577],[2074683],[2084124],[2088679],[2092943],[2106394],[2110658],[2119892],[2124054],[2125044],[2126370],[2140489],[2147362],[2151524],[2153840],[2157405],[2170461],[2173817],[2176342],[2180814],[2182985],[2184064],[2187667],[2197150],[2200862],[2213510],[2217222],[2221777],[2226041],[2247319],[2251583],[2260817],[2278532],[2282694],[2285010],[2286050],[2289227],[2295985],[2297383],[2310895],[2312293],[2320378],[2343821],[2347533],[2352088],[2356352],[2368448],[2372712],[2388445],[2401849],[2410005],[2429838],[2431236],[2439321],[2454231],[2508971],[2517127],[2530531], [417200,1031586],[447519,1337226],[499444,1156321],[518763,1187256],[557929,1500744],[581372,1533602],[590229,1283783],[600708,1299434],[612066,1316436],[649022,1623083],[667124,1385996],[688240,1409723],[695812,1427920],[701138,1429778],[704600,1695974],[713457,1446541],[748516,1745273],[762477,1761722],[767365,1514726],[772691,1516584],[802825,1558325],[803493,1558463],[807662,1814910],[809045,1559725],[821338,1573241],[825764,1320177],[845934,1614273],[859202,1869831],[869835,1880097],[878959,1644371],[879627,1644509],[883796,1896546],[885179,1645771],[895531,1655555],[915921,1680022],[917153,1686785],[917311,1687587],[917945,1931544],[931906,1947993],[936794,1445357],[942120,1451136],[961746,1976070],[962221,1742487],[962889,1742625],[973650,1740876],[987340,1999397],[995949,1764327],[997181,1771090],[997339,1771892],[997973,2009663],[1007944,1776985],[1024664,1527711],[1035555,1806536],[1037522,1813386],[1037932,2048561],[1048565,2058827],[1057689,1575972],[1058357,1576110],[1062526,2075276],[1063909,1581675],[1072143,1844460],[1083632,2090912],[1084357,1866673],[1084515,1867475],[1085149,2092211],[1089580,1860106],[1118676,1888172],[1120643,1895022],[1121053,2122419],[1131138,1900432],[1148017,2145499],[1148492,1657166],[1149160,1657304],[1159921,1927147],[1160558,1929316],[1173611,2168826],[1182220,1701972],[1183452,1704432],[1183610,1705234],[1184244,2179092],[1197796,1965738],[1202589,1978887],[1209636,1975080],[1210839,1987045],[1211249,2200157],[1215443,1980460],[1231498,1994017],[1244504,2225309],[1245879,2007435],[1258674,2019170],[1263970,1781133],[1275459,2249552],[1276184,1783552],[1276342,1784354],[1276976,2250851],[1281407,2038836],[1286656,2258954],[1310503,1827834],[1312470,1830823],[1312880,2281059],[1324216,2080984],[1327073,2081628],[1331882,2093866],[1335513,2297265],[1338176,2089982],[1344720,2095304],[1350016,1864254],[1360168,2107697],[1372008,2117039],[1373621,2323385],[1393026,1904094],[1397819,1898859],[1404866,2144509],[1406069,1907017],[1406479,2346828],[1410673,2149889],[1416355,2354321],[1417872,2355620],[1426728,1935692],[1439734,2371980],[1441109,1950004],[1455022,2190165],[1465872,2197722],[1468729,2198366],[1479832,1984122],[1487734,2214082],[1490591,2214726],[1499031,2409887],[1501694,2223080],[1513534,2013811],[1520592,2018526],[1523449,2022596],[1528258,2017732],[1531889,2431118],[1534552,2248622],[1541096,2253944],[1546392,2042984],[1548005,2442328],[1556544,2052223],[1568384,2275679],[1569997,2457238],[1581390,2466030],[1596304,2298483],[1607154,2094660],[1610011,2098730],[1617780,2313393],[1622490,2487933],[1628630,2320950],[1631487,2321594],[1635663,2120147],[1642590,2126081],[1650252,2131150],[1661102,2344393],[1663959,2345037],[1672399,2517009],[1675062,2153551],[1682964,2158782],[1685821,2162852],[1694261,2530413],[1696924,2369751],[1708764,2183240],[1710377,2541623],[1735573,2202703],[1750245,2406534],[1756419,2411105],[1762672,2225752],[1767269,2227758],[1770126,2231828],[1788131,2432336],[1798981,2253300],[1801838,2257370],[1809607,2262320],[1814317,2594958],[1820457,2454803],[1823314,2455447],[1827490,2278787],[1831754,2605071],[1834417,2284721],[1847313,2293912],[1874822,2488440],[1878357,2318150],[1886820,2324090],[1891243,2325931],[1895953,2635198],[1907948,2640801],[1921844,2349374],[1936516,2527060],[1942690,2531631],[1948943,2372423],[1953540,2374429],[1956397,2378499],[1964435,2386370],[1968699,2386877],[1987976,2678243],[1998040,2408607],[2014635,2573143],[2026043,2427765],[2053552,2595465],[2057087,2452003],[2065550,2457943],[2069973,2459784],[2080412,2470634],[2102177,2482813],[2111192,2490008],[2127410,2635705],[2133864,2506896],[2138128,2507403],[2167469,2529133],[2189065,2545646],[2205417,2556009],[2209681,2556516],[2239052,2577659],[2269832,2597033],[2305468,2620860],[2335736,2639313],[2396601,2676755] ] cell #5131 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [994066],[1079799],[1116918],[1117446],[1159491],[1180337],[1190901],[1206178],[1239154],[1243707],[1244014],[1271626],[1287269],[1287797],[1308745],[1309273],[1319606],[1320376],[1334586],[1362017],[1364956],[1368550],[1373215],[1401408],[1412522],[1417075],[1417382],[1434384],[1438937],[1439244],[1450027],[1450555],[1450642],[1456148],[1462340],[1492429],[1495404],[1498104],[1530962],[1539340],[1542934],[1547599],[1561332],[1564926],[1569591],[1572500],[1580593],[1580900],[1585558],[1586884],[1597430],[1618906],[1621563],[1625098],[1651378],[1652457],[1653708],[1657570],[1668772],[1671472],[1690634],[1693334],[1701712],[1709971],[1715800],[1726153],[1736699],[1737778],[1739029],[1743049],[1745673],[1746999],[1757545],[1777385],[1778711],[1779751],[1780873],[1789257],[1795449],[1810733],[1811812],[1813063],[1816925],[1828127],[1840444],[1851479],[1860506],[1861832],[1862872],[1863994],[1871470],[1881823],[1885064],[1892369],[1893448],[1894699],[1902071],[1903061],[1904387],[1912424],[1922970],[1925300],[1931944],[1933270],[1934310],[1935432],[1943816],[1971064],[1977928],[1982099],[1983089],[1984415],[1996865],[2001036],[2004392],[2004651],[2006765],[2010063],[2011389],[2012429],[2013551],[2030209],[2040562],[2042724],[2050200],[2051190],[2052516],[2060553],[2063794],[2071099],[2073429],[2084128],[2088674],[2092947],[2106389],[2110662],[2119887],[2124058],[2125048],[2126374],[2140493],[2147357],[2151528],[2153844],[2170465],[2173821],[2174080],[2176194],[2180818],[2182980],[2184059],[2187671],[2197154],[2200866],[2213514],[2217226],[2221772],[2226045],[2247314],[2251587],[2260812],[2278527],[2282698],[2285014],[2286054],[2286313],[2289229],[2295989],[2297385],[2310899],[2312295],[2320382],[2343825],[2347537],[2352083],[2356356],[2356615],[2368443],[2372716],[2388447],[2401851],[2410007],[2429842],[2431238],[2439325],[2454235],[2508973],[2517129],[2530533], [417203,1031588],[499442,1156319],[518766,1187258],[590165,1283711],[600711,1299436],[612064,1316434],[629533,1609120],[667127,1385998],[686466,1408596],[695815,1427922],[701136,1429776],[713393,1446469],[760703,1769235],[767368,1514728],[772689,1516582],[788173,1522558],[802963,1558393],[803491,1558461],[808981,1559653],[819564,1572114],[825767,1320179],[845937,1614275],[865446,1876813],[879097,1644439],[879625,1644507],[885115,1645699],[894619,1653322],[915857,1679880],[917148,1686780],[917455,1687659],[930132,1684930],[936797,1445359],[942118,1451134],[962359,1742555],[962887,1742623],[972738,1738643],[977279,1990381],[993584,2006379],[995885,1764185],[997176,1771085],[997483,1771964],[1007880,1776843],[1024667,1527713],[1035550,1806531],[1037526,1813390],[1044176,1812677],[1057827,1576040],[1058355,1576108],[1063845,1581601],[1072079,1844318],[1084352,1866668],[1084659,1867547],[1089516,1859964],[1099421,2104088],[1110992,2113403],[1118671,1888167],[1120647,1895026],[1127297,1894313],[1131133,1900427],[1148630,1657234],[1149158,1657302],[1159009,1924914],[1160562,1929320],[1163550,1931402],[1179855,2175808],[1182156,1701824],[1183447,1704427],[1183754,1705306],[1197791,1965733],[1202584,1978882],[1209572,1974938],[1210678,2199612],[1210843,1987049],[1215438,1980455],[1231434,1993875],[1237300,2219471],[1245883,2007439],[1248871,2009521],[1258678,2019174],[1263906,1780985],[1276179,1783547],[1276486,1784426],[1281343,2038694],[1291248,2048556],[1302819,2272043],[1310498,1827829],[1312474,1830827],[1319124,2073043],[1324211,2080979],[1327077,2081632],[1331886,2093870],[1338171,2089977],[1339291,2299679],[1341102,2092069],[1344724,2095308],[1349952,1864106],[1360163,2107692],[1371944,2116897],[1377810,2122414],[1393021,1904089],[1397814,1898854],[1404802,2144367],[1405908,2346283],[1406073,1907021],[1410668,2149884],[1426664,1935544],[1432530,2366142],[1441113,1950008],[1444101,2178950],[1455026,2190169],[1465867,2197717],[1468733,2198370],[1471030,2200152],[1479827,1984117],[1487729,2214077],[1490595,2214730],[1501689,2223075],[1504620,2225167],[1513470,2013663],[1520587,2018521],[1523453,2022600],[1528262,2017736],[1534547,2248617],[1535667,2433532],[1537478,2250709],[1541100,2253948],[1546328,2042836],[1547434,2441783],[1556539,2052218],[1568320,2275537],[1574186,2281054],[1596308,2298487],[1596567,2297260],[1607149,2094655],[1610015,2098734],[1617784,2313397],[1628625,2320945],[1631491,2321598],[1633788,2323380],[1635599,2119999],[1642585,2126076],[1650256,2131154],[1661097,2344388],[1663963,2345041],[1666260,2346823],[1675057,2153546],[1676177,2519423],[1677988,2355478],[1682959,2158777],[1685825,2162856],[1696919,2369746],[1699850,2371838],[1708700,2183092],[1735577,2202707],[1750240,2406529],[1756423,2411109],[1756682,2409882],[1762667,2225747],[1767264,2227753],[1770130,2231832],[1788135,2432340],[1788394,2431113],[1798976,2253295],[1801842,2257374],[1804139,2442323],[1809611,2262324],[1820452,2454798],[1823318,2455451],[1825615,2457233],[1827426,2278639],[1834412,2284716],[1837343,2465888],[1847308,2293907],[1874826,2488444],[1875085,2487928],[1878352,2318145],[1886824,2324094],[1891247,2325935],[1921848,2349378],[1922107,2517004],[1936511,2527055],[1942694,2531635],[1942953,2530408],[1948938,2372418],[1953535,2374424],[1956401,2378503],[1958698,2541618],[1964430,2386365],[1968703,2386881],[1998044,2408611],[2014630,2573138],[2026038,2427760],[2053556,2595469],[2053815,2594953],[2057082,2451998],[2065554,2457947],[2069977,2459788],[2070236,2605066],[2080416,2470638],[2102172,2482808],[2111194,2490010],[2127414,2635709],[2127673,2635193],[2133859,2506891],[2138132,2507407],[2138391,2640796],[2167473,2529137],[2189067,2545648],[2205412,2556004],[2209685,2556520],[2209944,2678238],[2239056,2577663],[2269834,2597035],[2305472,2620864],[2335738,2639315],[2396603,2676757] ] cell #5132 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [644142],[757597],[844269],[927026],[957334],[992398],[1022999],[1079413],[1111893],[1143605],[1157823],[1178669],[1232335],[1238768],[1271240],[1282244],[1303720],[1317938],[1361631],[1412136],[1414500],[1418304],[1427565],[1433998],[1445002],[1514371],[1527356],[1539747],[1544865],[1558007],[1575654],[1578018],[1613918],[1644053],[1652864],[1656848],[1668370],[1674341],[1689728],[1707237],[1738185],[1742169],[1774033],[1778130],[1779349],[1795327],[1812219],[1816203],[1833696],[1861251],[1862470],[1893855],[1897839],[1901253],[1902939],[1932689],[1933908],[1938732],[1981281],[1982967],[1997272],[2010808],[2012027],[2016851],[2019914],[2049382],[2050945],[2051068],[2084873],[2096048],[2110260],[2123240],[2124803],[2124926],[2160170],[2161108],[2186280],[2193211],[2201611],[2210666],[2217104],[2229146],[2230084],[2264428],[2283443],[2290099],[2294438],[2301529],[2310339],[2328039],[2348282],[2376755],[2383505],[2389317],[2393656],[2401376],[2435382],[2461892],[2467889],[2473188],[2509843],[2514182],[2547845],[2580213],[2641512] ] cell #5133 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1099381],[1237260],[1339251],[1432490],[1465899],[1502769],[1535627],[1596064],[1628657],[1661129],[1676137],[1697999],[1750272],[1756179],[1787891],[1799008],[1820484],[1835492],[1874582],[1921604],[1924081],[1928052],[1936543],[1942450],[1953567],[2014662],[2026070],[2037051],[2041358],[2053312],[2069733],[2072210],[2102204],[2127170],[2134681],[2137888],[2147858],[2152704],[2166326],[2181614],[2206234],[2209441],[2235302],[2236873],[2239166],[2252104],[2265851],[2269058],[2283874],[2303289],[2305582],[2329462],[2332669],[2334032],[2336434],[2358002],[2360295],[2364083],[2394897],[2397299],[2407621],[2415911],[2418204],[2421992],[2423091],[2444442],[2445445],[2446844],[2471331],[2478139],[2488776],[2496460],[2497463],[2498862],[2522386],[2522909],[2542518],[2546180],[2551287],[2557787],[2561717],[2568469],[2568992],[2591820],[2604488],[2610528],[2612455],[2616450],[2622436],[2632060],[2644954],[2662659],[2668386],[2671367],[2673294],[2678347],[2697190],[2712800],[2717765],[2720237],[2739860],[2741787],[2761227],[2777366],[2808027] ] cell #5134 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2005948],[2088544],[2106259],[2118684],[2156440],[2175377],[2186586],[2197013],[2213373],[2221642],[2224875],[2247184],[2259609],[2277324],[2287610],[2289218],[2297374],[2312284],[2320241],[2343684],[2351953],[2355186],[2368313],[2371546],[2380738],[2388436],[2401840],[2409996],[2431227],[2439184],[2454094],[2465596],[2508962],[2517118],[2530522], [840264,1595992],[859176,1869808],[987314,1999374],[988393,1756107],[992977,1761103],[1018994,1787819],[1080698,2091042],[1083606,2090889],[1102174,1869961],[1105082,1874510],[1115868,1884714],[1153818,1921532],[1173585,2168803],[1174664,1942378],[1179248,1947374],[1207122,2199346],[1228984,1990115],[1240053,1999527],[1242961,2004076],[1272525,2249682],[1275433,2249529],[1284073,2041286],[1284244,1801198],[1294001,2048691],[1296909,2053240],[1307695,2063444],[1313933,2069661],[1318517,2074657],[1369494,2113137],[1380563,2122549],[1383471,2127098],[1396497,2137816],[1402352,2346017],[1413421,2354451],[1414286,1923999],[1416329,2354298],[1418883,2157379],[1424214,2159544],[1435283,2168956],[1438191,2173505],[1446831,2181542],[1447002,1955757],[1448977,2183709],[1472663,2200287],[1483303,2209369],[1511020,2228520],[1518834,2236801],[1543878,2441517],[1546150,2442458],[1546452,2260138],[1549085,2260462],[1560015,2268986],[1560186,2055794],[1565870,2271777],[1576939,2281189],[1577804,2072128],[1579847,2285738],[1582401,2288549],[1598943,2298684],[1603033,2300827],[1605396,2303217],[1635421,2323515],[1635723,2119213],[1646061,2332597],[1646232,2129652],[1647809,2333998],[1667893,2346958],[1670328,2349575],[1674647,2518428],[1674927,2354949],[1675538,2520571],[1678533,2356040],[1681206,2357930],[1682314,2161707],[1689514,2166244],[1706250,2375191],[1708522,2541753],[1708824,2381267],[1711457,2381591],[1727112,2391015],[1727641,2391095],[1733130,2394863],[1759058,2411306],[1762537,2224638],[1763148,2413449],[1765511,2415839],[1766619,2230683],[1773819,2235220],[1775333,2423071],[1790770,2432537],[1794860,2434680],[1796694,2436990],[1797223,2437070],[1801701,2441975],[1807164,2444408],[1808490,2264899],[1809019,2264979],[1827248,2457368],[1827550,2277853],[1829683,2459985],[1834002,2606490],[1834282,2465359],[1834893,2608633],[1838059,2288292],[1846634,2471259],[1852388,2474433],[1852625,2474666],[1856391,2302128],[1858454,2478119],[1876382,2488641],[1878222,2318047],[1882782,2492578],[1883311,2492658],[1886683,2323032],[1888800,2496426],[1890126,2328510],[1890655,2328590],[1906983,2507604],[1913383,2511541],[1913912,2511621],[1919401,2515389],[1919638,2515622],[1929892,2522366],[1930873,2359502],[1931110,2360044],[1939038,2655987],[1945329,2531832],[1948808,2371309],[1949419,2533975],[1951253,2536285],[1952890,2377354],[1956260,2541270],[1960090,2381891],[1964300,2386267],[1967296,2546146],[1973428,2549188],[1976725,2394127],[1977254,2394207],[1987011,2556717],[1995662,2561509],[1996191,2561589],[1997903,2408500],[2001945,2564763],[2002182,2564996],[2008011,2568449],[2008992,2417411],[2009229,2417953],[2017157,2690598],[2024835,2578204],[2031118,2581458],[2031355,2581691],[2035121,2435981],[2037184,2585144],[2048208,2446137],[2055112,2595666],[2056952,2451900],[2061512,2599603],[2062041,2599683],[2065413,2456885],[2067767,2603684],[2068856,2462363],[2069385,2462443],[2078081,2610796],[2080275,2470527],[2083066,2612435],[2091540,2476891],[2091777,2477433],[2100969,2621405],[2109255,2625335],[2109492,2625568],[2111183,2489999],[2115387,2628377],[2122066,2498155],[2128970,2635906],[2133729,2506793],[2136962,2640046],[2142857,2642855],[2146154,2514653],[2146683,2514733],[2165091,2655176],[2167332,2529026],[2171374,2658430],[2171611,2658663],[2178421,2537937],[2178658,2538479],[2187560,2668608],[2189056,2545637],[2194819,2547408],[2199804,2551347],[2205282,2555906],[2208515,2677488],[2211179,2679178],[2216164,2680817],[2234067,2689787],[2238915,2577552],[2250180,2583916],[2250417,2584458],[2268132,2706308],[2269823,2597024],[2274027,2709117],[2280706,2605180],[2295878,2613521],[2305331,2620753],[2310788,2726728],[2331743,2735608],[2335727,2639304],[2341490,2641075],[2346475,2645014],[2396592,2676746],[2429731,2694261], [420952,1037906,2048538],[476000,1121027,2122396],[537237,1211223,2200134],[609853,1312854,2281036],[627996,1335487,2297242],[658366,1373595,2323362],[683908,1406453,2346805],[730182,1465517,2389498],[759166,1499005,2409864],[786636,1531863,2431095],[799291,1547979,2442305],[817006,1569971,2457215],[864839,1622464,2487910],[870438,1628275,2491061],[899611,1660747,2510024],[909658,1672373,2516986],[928595,1694235,2530390],[941250,1710351,2541600],[982155,1749890,2560624],[1029177,1798626,2586206],[1031615,1801455,2587803],[1043569,1814291,2594935],[1049168,1820102,2598086],[1059215,1831728,2605048],[1063969,1837888,2466450],[1126690,1895927,2635175],[1139348,1907922,2640778],[1155964,1923699,2648056],[1168426,1936161,2654291],[1182280,1951782,2536365],[1184847,1953185,2663178],[1187285,1956014,2664775],[1223653,1987950,2678220],[1253747,2014280,2688902],[1264030,2025364,2578284],[1266663,2025688,2693684],[1299463,2056051,2707040],[1310368,2067530,2603451],[1316079,2071828,2714318],[1350076,2101498,2621485],[1352709,2101822,2725634],[1386025,2129909,2736340],[1388292,2131351,2736736],[1392891,2136725,2639813],[1426788,2165620,2655256],[1429421,2165944,2749819],[1440972,2177440,2662116],[1475098,2202904,2763556],[1479697,2208278,2677255],[1513594,2234596,2689867],[1516227,2234920,2774210],[1518305,2236721,2691536],[1523312,2241706,2693175],[1551810,2262521,2783492],[1556409,2267895,2706075],[1604867,2303137,2723486],[1609874,2308122,2725125],[1637856,2326132,2803437],[1642455,2331506,2735375],[1648046,2334231,2737101],[1680677,2357850,2747671],[1685684,2362835,2749310],[1720712,2387078,2822272],[1733367,2395096,2763921],[1764982,2415759,2772062],[1769989,2420744,2773701],[1807401,2444641,2783857],[1846105,2471179,2794887],[1889037,2496659,2803802],[1967533,2546379,2822419] ] cell #5135 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2005882],[2088613],[2106328],[2118821],[2156374],[2175311],[2197079],[2213439],[2221711],[2225006],[2247253],[2259746],[2277461],[2287544],[2289223],[2297379],[2312289],[2320307],[2343750],[2352022],[2355317],[2368382],[2371677],[2380875],[2382309],[2388441],[2401845],[2410001],[2431232],[2439250],[2454160],[2465727],[2508967],[2517123],[2530527], [840180,2087260],[988309,2220358],[992981,2224326],[1018910,2245900],[1099935,2311434],[1104998,2314688],[1115802,2322373],[1153734,2350669],[1174580,2367029],[1179252,2370997],[1226718,2402588],[1237814,2409146],[1242877,2412400],[1283989,2256318],[1284178,2041658],[1291762,2445287],[1296825,2448541],[1307629,2456226],[1313849,2461079],[1318521,2465047],[1339805,2475944],[1355800,2484780],[1367228,2490747],[1378324,2497305],[1383387,2500559],[1396413,2507910],[1414202,2152805],[1418887,2521698],[1421948,2523114],[1433044,2529672],[1438107,2532926],[1446747,2377447],[1446936,2181914],[1448911,2540611],[1470365,2550489],[1471544,2551129],[1483219,2557023],[1497326,2563230],[1508754,2569197],[1518750,2575212],[1536181,2582969],[1546456,2260054],[1549019,2590399],[1559931,2450054],[1560120,2269358],[1563604,2597772],[1574700,2604330],[1577720,2283975],[1579763,2607584],[1582405,2467130],[1598877,2615759],[1600415,2615912],[1601887,2616655],[1605312,2618413],[1634302,2630318],[1635727,2119129],[1645977,2502072],[1646166,2332969],[1647803,2637322],[1665595,2644156],[1666774,2644796],[1670262,2646846],[1674996,2354943],[1676691,2649567],[1678449,2650690],[1681122,2522200],[1682248,2360241],[1689430,2364184],[1692556,2656897],[1703984,2662864],[1708828,2381183],[1711391,2542245],[1727249,2391009],[1727557,2672705],[1733124,2674764],[1758992,2684141],[1762002,2685037],[1762606,2224632],[1765427,2568283],[1766553,2418150],[1773735,2422093],[1775339,2423076],[1790704,2696499],[1792242,2696652],[1793714,2697395],[1796831,2436984],[1797139,2699153],[1801767,2441981],[1803474,2701499],[1804653,2702139],[1807158,2591032],[1808627,2264968],[1808935,2446756],[1826129,2711058],[1827554,2277769],[1829617,2603270],[1834351,2465353],[1837993,2466822],[1846550,2611866],[1852382,2721136],[1852756,2474672],[1856325,2477630],[1858460,2478124],[1876316,2624678],[1878291,2318041],[1882919,2492572],[1883227,2730825],[1886749,2323038],[1888794,2631272],[1890263,2328579],[1890571,2498774],[1906917,2639156],[1913520,2511535],[1913828,2741198],[1919395,2743257],[1919769,2515628],[1924417,2745091],[1925955,2745244],[1927427,2745987],[1929898,2522371],[1930867,2523875],[1931241,2360110],[1945263,2752634],[1948273,2753530],[1948877,2371303],[1951390,2536279],[1952824,2538676],[1956326,2541276],[1959212,2758274],[1960006,2542619],[1964369,2386261],[1967290,2669285],[1973434,2549193],[1976862,2394196],[1977170,2551966],[1986945,2676598],[1995799,2561503],[1996107,2680248],[1997969,2408506],[2001939,2769712],[2002313,2565002],[2008017,2568454],[2008986,2569958],[2009360,2418019],[2024972,2578198],[2031112,2778265],[2031486,2581697],[2035055,2584655],[2037190,2585149],[2048214,2446142],[2055046,2705418],[2057021,2451894],[2061649,2599597],[2061957,2787954],[2065479,2456891],[2067898,2603690],[2068993,2462432],[2069301,2605799],[2072546,2791847],[2075556,2792743],[2078075,2717990],[2080341,2470533],[2083072,2612440],[2091534,2616863],[2091908,2477499],[2101106,2621399],[2109249,2727405],[2109623,2625574],[2111188,2490004],[2115393,2628382],[2122072,2498160],[2128904,2734718],[2133798,2506787],[2137093,2640052],[2142863,2642860],[2146291,2514722],[2146599,2645633],[2165228,2655170],[2166662,2817943],[2167398,2529032],[2171368,2816512],[2171742,2658669],[2178415,2663625],[2178789,2538545],[2187566,2668613],[2189061,2545642],[2194813,2670859],[2199810,2551352],[2205351,2555900],[2208646,2677494],[2211173,2766566],[2216170,2680822],[2234204,2689781],[2235638,2771143],[2238981,2577558],[2250174,2697603],[2250548,2584524],[2268263,2706314],[2269828,2597029],[2274033,2709122],[2280712,2605185],[2295884,2613526],[2305397,2620759],[2310794,2726733],[2331874,2735614],[2335732,2639309],[2341484,2739352],[2346481,2645019],[2396597,2676751],[2429737,2694266], [420956,1552176,2591805],[476004,1638222,2632045],[537241,1730194,2673279],[609857,1830049,2712785],[628000,1851086,2720464],[658370,1885864,2731399],[683912,1916465,2741772],[730116,1971839,2761452],[759170,2000643,2769040],[786640,2029816,2777593],[799295,2044603,2782259],[817010,2064594,2788528],[864843,2108943,2800180],[870372,2113798,2801333],[899545,2141268,2808252],[909662,2151135,2810726],[928599,2170072,2815840],[941254,2184859,2820506],[982089,2215505,2826507],[1029111,2254723,2834850],[1031619,2041966,2781685],[1043573,2267583,2837786],[1049102,2272438,2838939],[1059219,2282305,2841413],[1063973,1837804,2609097],[1126694,2331194,2850362],[1139352,2340307,2852020],[1155898,2152431,2811398],[1168360,2362176,2856103],[1182284,1951698,2661950],[1184781,2375852,2858963],[1187289,2182222,2819932],[1223657,2401172,2863067],[1253681,2420085,2865770],[1264034,2025280,2692606],[1266597,2428326,2867030],[1299467,2269666,2840668],[1310437,2067524,2712012],[1316013,2283601,2842085],[1350080,2101414,2724556],[1352643,2483374,2875412],[1386029,2333277,2803062],[1388226,2504066,2878186],[1392960,2136719,2737778],[1426792,2165536,2748741],[1429355,2363810,2858209],[1441038,2177446,2662121],[1475032,2553179,2884384],[1479766,2208272,2764598],[1513598,2234512,2773132],[1516161,2421719,2828613],[1518442,2236715,2775119],[1523378,2241712,2693180],[1551744,2444227,2870726],[1556478,2267889,2784534],[1605004,2303131,2797244],[1609940,2308128,2725130],[1637790,2496245,2847954],[1642524,2331500,2804479],[1648177,2334237,2737106],[1680814,2357844,2813366],[1685750,2362841,2749315],[1720646,2545489,2861092],[1733498,2395102,2763926],[1765119,2415753,2829367],[1770055,2420750,2773706],[1807532,2444647,2783862],[1846242,2471173,2844258],[1889168,2496665,2803807],[1967664,2546385,2822424] ] cell #5136 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2005883],[2088614],[2106329],[2118822],[2156375],[2175312],[2197084],[2213444],[2221712],[2225011],[2247254],[2259747],[2277462],[2287545],[2289305],[2297408],[2312318],[2320312],[2343755],[2352023],[2355322],[2368383],[2371682],[2380876],[2382310],[2388523],[2401927],[2410030],[2431261],[2439255],[2454165],[2465732],[2509049],[2517152],[2530556], [840178,2087265],[988307,2220363],[992982,2224256],[1018908,2245905],[1099936,2311432],[1104996,2314693],[1115803,2322371],[1153732,2350674],[1174578,2367034],[1179253,2370927],[1226716,2402593],[1237815,2409144],[1242875,2412405],[1283987,2256323],[1284179,2041659],[1291763,2445285],[1296823,2448546],[1307630,2456224],[1313847,2461084],[1318522,2464977],[1339806,2475942],[1355662,2484862],[1367226,2490752],[1378325,2497303],[1383385,2500564],[1396411,2507915],[1414200,2152810],[1418888,2521628],[1421946,2523119],[1433045,2529670],[1438105,2532931],[1446745,2377452],[1446937,2181915],[1448912,2540609],[1470363,2550494],[1471545,2551127],[1483217,2557028],[1497188,2563312],[1508752,2569202],[1518748,2575217],[1536182,2582967],[1546457,2260052],[1549020,2590397],[1559929,2450059],[1560121,2269359],[1563602,2597777],[1574701,2604328],[1577718,2283980],[1579761,2607589],[1582406,2467128],[1598878,2615757],[1600277,2615994],[1601885,2616660],[1605310,2618418],[1634303,2630316],[1635728,2119127],[1645975,2502077],[1646167,2332970],[1647801,2637325],[1665593,2644161],[1666775,2644794],[1670263,2646844],[1674997,2354941],[1676692,2649565],[1678447,2650695],[1681120,2522205],[1682249,2360242],[1689428,2364189],[1692418,2656979],[1703982,2662869],[1708829,2381181],[1711392,2542243],[1727250,2391007],[1727555,2672710],[1733122,2674767],[1758993,2684139],[1762000,2685042],[1762607,2224630],[1765425,2568288],[1766554,2418151],[1773733,2422098],[1775344,2423158],[1790705,2696497],[1792104,2696734],[1793712,2697400],[1796832,2436982],[1797137,2699158],[1801772,2441986],[1803472,2701504],[1804654,2702137],[1807156,2591035],[1808628,2264969],[1808933,2446761],[1826130,2711056],[1827555,2277767],[1829618,2603268],[1834352,2465351],[1837994,2466823],[1846548,2611871],[1852380,2721139],[1852761,2474677],[1856326,2477631],[1858465,2478206],[1876317,2624676],[1878292,2318039],[1882920,2492570],[1883225,2730830],[1886754,2323043],[1888792,2631275],[1890264,2328580],[1890569,2498779],[1906918,2639154],[1913521,2511533],[1913826,2741203],[1919393,2743260],[1919774,2515633],[1924418,2745089],[1925817,2745326],[1927425,2745992],[1929903,2522453],[1930865,2523878],[1931246,2360115],[1945264,2752632],[1948271,2753535],[1948878,2371301],[1951391,2536277],[1952825,2538677],[1956331,2541281],[1959213,2758272],[1960004,2542624],[1964370,2386259],[1967288,2669288],[1973439,2549275],[1976863,2394197],[1977168,2551971],[1986946,2676596],[1995800,2561501],[1996105,2680253],[1997974,2408511],[2001937,2769715],[2002318,2565007],[2008022,2568536],[2008984,2569961],[2009365,2418024],[2024973,2578196],[2031110,2778268],[2031491,2581702],[2035056,2584656],[2037195,2585231],[2048219,2446171],[2055047,2705416],[2057022,2451892],[2061650,2599595],[2061955,2787959],[2065484,2456896],[2067903,2603695],[2068994,2462433],[2069299,2605804],[2072547,2791845],[2075554,2792748],[2078073,2717993],[2080346,2470538],[2083077,2612522],[2091532,2616866],[2091913,2477504],[2101107,2621397],[2109247,2727408],[2109628,2625579],[2111217,2490086],[2115398,2628464],[2122077,2498189],[2128905,2734716],[2133799,2506785],[2137098,2640057],[2142868,2642942],[2146292,2514723],[2146597,2645638],[2165229,2655168],[2166663,2817941],[2167403,2529037],[2171366,2816515],[2171747,2658674],[2178413,2663628],[2178794,2538550],[2187571,2668642],[2189090,2545724],[2194811,2670862],[2199815,2551381],[2205352,2555898],[2208651,2677499],[2211171,2766569],[2216175,2680904],[2234205,2689779],[2235639,2771141],[2238986,2577563],[2250172,2697606],[2250553,2584529],[2268268,2706319],[2269857,2597111],[2274038,2709204],[2280717,2605214],[2295889,2613555],[2305402,2620764],[2310799,2726762],[2331879,2735619],[2335761,2639391],[2341482,2739355],[2346486,2645048],[2396626,2676833],[2429742,2694295], [420957,1552038,2591887],[476005,1638084,2632127],[537242,1730056,2673361],[609858,1829911,2712867],[628001,1851016,2720493],[658371,1885726,2731481],[683913,1916327,2741854],[730117,1971837,2761455],[759171,2000573,2769069],[786641,2029746,2777622],[799296,2044465,2782341],[817011,2064456,2788610],[864844,2108873,2800209],[870373,2113796,2801336],[899546,2141266,2808255],[909663,2151065,2810755],[928600,2170002,2815869],[941255,2184721,2820588],[982090,2215503,2826510],[1029112,2254721,2834853],[1031620,2041964,2781690],[1043574,2267513,2837815],[1049103,2272436,2838942],[1059220,2282235,2841442],[1063974,1837802,2609102],[1126695,2331124,2850391],[1139353,2340237,2852049],[1155899,2152429,2811401],[1168361,2362174,2856106],[1182285,1951696,2661955],[1184782,2375850,2858966],[1187290,2182220,2819937],[1223658,2401102,2863096],[1253682,2420083,2865773],[1264035,2025278,2692611],[1266598,2428324,2867033],[1299468,2269664,2840673],[1310438,2067522,2712015],[1316014,2283599,2842088],[1350081,2101412,2724561],[1352644,2483372,2875415],[1386030,2333275,2803067],[1388227,2504064,2878189],[1392961,2136717,2737781],[1426793,2165534,2748746],[1429356,2363808,2858212],[1441043,2177451,2662203],[1475033,2553177,2884387],[1479767,2208270,2764601],[1513599,2234510,2773137],[1516162,2421717,2828616],[1518443,2236713,2775122],[1523383,2241717,2693262],[1551745,2444225,2870729],[1556479,2267887,2784537],[1605005,2303129,2797247],[1609945,2308133,2725212],[1637791,2496243,2847957],[1642525,2331498,2804482],[1648182,2334242,2737135],[1680815,2357842,2813369],[1685755,2362846,2749397],[1720647,2545487,2861095],[1733503,2395107,2763955],[1765120,2415751,2829370],[1770060,2420755,2773788],[1807537,2444652,2783891],[1846243,2471171,2844261],[1889173,2496670,2803836],[1967669,2546390,2822453] ] cell #5137 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [1156546],[1190270],[1190754],[1283737],[1311193],[1316661],[1319653],[1389678],[1393716],[1408445],[1408622],[1413769],[1430003],[1441227],[1441724],[1446495],[1476484],[1480522],[1516809],[1522407],[1522584],[1523567],[1524064],[1539090],[1553196],[1557234],[1559679],[1571963],[1572140],[1577287],[1608969],[1609146],[1610129],[1610626],[1639242],[1643280],[1645725],[1648364],[1652207],[1653171],[1653348],[1675752],[1679906],[1681807],[1683673],[1684779],[1684956],[1685939],[1686436],[1688997],[1701462],[1720992],[1733685],[1737528],[1738492],[1738669],[1763362],[1764211],[1766112],[1767978],[1769084],[1769261],[1770244],[1770741],[1773302],[1775848],[1776869],[1780623],[1801956],[1802453],[1806698],[1807719],[1808508],[1811562],[1812526],[1812703],[1835107],[1839953],[1844344],[1852943],[1855884],[1856671],[1858969],[1859990],[1863744],[1876662],[1876839],[1886938],[1887435],[1888334],[1889355],[1890144],[1893198],[1894162],[1894339],[1899309],[1900594],[1919956],[1924763],[1924940],[1929122],[1930407],[1931428],[1935182],[1949633],[1952383],[1954249],[1956515],[1957012],[1961360],[1965900],[1967851],[1970573],[1972332],[1973943],[1974964],[1976743],[1979337],[1980622],[1989510],[1990407],[1993901],[1996615],[1998878],[2002500],[2005441],[2006228],[2006405],[2007241],[2008526],[2009547],[2013301],[2018976],[2031673],[2034614],[2035401],[2037699],[2038720],[2042474],[2047438],[2048723],[2065668],[2066165],[2068085],[2068874],[2072892],[2073069],[2081434],[2082900],[2083581],[2085604],[2087704],[2088859],[2090144],[2092095],[2095110],[2103319],[2104631],[2107859],[2109810],[2112532],[2113429],[2114291],[2115902],[2116923],[2118702],[2119637],[2121296],[2122581],[2137280],[2140002],[2141761],[2143372],[2144393],[2146172],[2148766],[2150051],[2155933],[2159232],[2168307],[2171929],[2174870],[2175657],[2175834],[2177955],[2178976],[2182730],[2187533],[2191904],[2192197],[2195779],[2198172],[2199638],[2200319],[2208833],[2211428],[2214532],[2215998],[2216679],[2218702],[2220014],[2220802],[2221957],[2223242],[2225193],[2228208],[2241540],[2242221],[2244244],[2246344],[2247499],[2248784],[2250735],[2253750],[2255216],[2259627],[2268450],[2271172],[2272069],[2272931],[2274542],[2275563],[2277342],[2278277],[2279936],[2281221],[2287103],[2289485],[2292757],[2295851],[2300222],[2300515],[2307956],[2308637],[2310761],[2315132],[2315425],[2318296],[2319007],[2321400],[2322866],[2323547],[2332061],[2338575],[2338868],[2342450],[2344843],[2346309],[2346990],[2351113],[2355504],[2362669],[2363350],[2365373],[2366685],[2367473],[2368628],[2369913],[2371864],[2374879],[2376345],[2380756],[2382920],[2388703],[2391975],[2399440],[2399733],[2402107],[2405379],[2408473],[2412844],[2413137],[2420578],[2421259],[2423338],[2426610],[2428819],[2429704],[2434075],[2434368],[2437950],[2441809],[2442490],[2448985],[2449278],[2452149],[2452860],[2455253],[2456719],[2457400],[2461523],[2465914],[2470500],[2472603],[2478386],[2481658],[2483867],[2484483],[2490266],[2493538],[2501003],[2501296],[2503446],[2508354],[2509229],[2512501],[2519966],[2520259],[2522633],[2525905],[2528999],[2533370],[2533663],[2537245],[2541104],[2541785],[2545904],[2549455],[2552559],[2557467],[2562933],[2568716],[2571988],[2577525],[2578453],[2579628],[2585411],[2588683],[2590892],[2591508],[2597291],[2600563],[2608028],[2608321],[2612143],[2612702],[2615139],[2620726],[2621654],[2628644],[2631748],[2636955],[2639571],[2643122],[2646226],[2651134],[2656600],[2662383],[2665655],[2670096],[2674397],[2677013],[2681084],[2683521],[2692883],[2693442],[2695879],[2702394],[2709384],[2712488],[2718477],[2724833],[2725392],[2728216],[2738589],[2742890],[2749577],[2752014],[2765409],[2767053],[2773968],[2775606],[2785345],[2797731],[2805290],[2813853],[2829854],[2847803] ] cell #5138 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [590598],[690003],[713826],[796738],[809414],[823101],[842457],[885548],[907267],[920155],[924410],[938697],[990586],[1000183],[1004438],[1021187],[1040313],[1040673],[1044766],[1056824],[1064278],[1086319],[1106235],[1123434],[1123794],[1127887],[1137947],[1161306],[1164865],[1165389],[1176857],[1186454],[1190709],[1212551],[1212911],[1222252],[1226950],[1244114],[1246627],[1250186],[1250710],[1259422],[1278146],[1289132],[1293243],[1298062],[1315261],[1315621],[1319714],[1327821],[1341311],[1341835],[1345468],[1355821],[1367460],[1375694],[1379805],[1384624],[1388679],[1407781],[1408141],[1417482],[1419358],[1422180],[1439344],[1441857],[1445416],[1445940],[1458048],[1462814],[1469477],[1470597],[1471905],[1475485],[1491339],[1497347],[1506164],[1508986],[1519190],[1524197],[1537687],[1538211],[1541844],[1552197],[1563836],[1572070],[1576181],[1581000],[1586032],[1588728],[1593395],[1599330],[1600436],[1602119],[1605752],[1610759],[1620806],[1632235],[1638243],[1653278],[1658044],[1664707],[1665827],[1667135],[1670715],[1686569],[1692577],[1701394],[1704216],[1715253],[1725301],[1727997],[1730215],[1738599],[1746147],[1748843],[1759445],[1762234],[1770874],[1777859],[1780555],[1785222],[1791157],[1792263],[1793946],[1797579],[1802586],[1803706],[1812633],[1824062],[1830070],[1850932],[1851107],[1860980],[1863676],[1870923],[1880971],[1883667],[1885885],[1887568],[1894269],[1901524],[1911572],[1914268],[1916486],[1924870],[1925976],[1927659],[1932418],[1935114],[1945716],[1948505],[1957145],[1981552],[1994891],[2000489],[2000664],[2006335],[2010537],[2013233],[2029662],[2029837],[2039710],[2042406],[2044624],[2049653],[2059701],[2062397],[2064615],[2066298],[2072999],[2075788],[2084602],[2108789],[2108964],[2112639],[2119569],[2123511],[2150981],[2151156],[2164320],[2169918],[2170093],[2175764],[2179966],[2182662],[2184880],[2192011],[2193482],[2219296],[2233296],[2243242],[2267429],[2267604],[2271279],[2278209],[2282151],[2282326],[2293351],[2309658],[2317653],[2331040],[2331215],[2338682],[2340153],[2340328],[2365967],[2385873],[2399547],[2401018],[2401193],[2427204],[2451506],[2482252],[2506399],[2555512], [841592,1335670],[861583,1622647],[958272,1466248],[979118,1750621],[989721,1499188],[993136,1245674],[1020322,1532046],[1079940,1595785],[1101416,1874303],[1112831,1629006],[1116090,1374923],[1116450,1375283],[1144543,1661478],[1155146,1672556],[1157571,1419042],[1175992,1694418],[1179407,1440904],[1190828,1190867],[1202266,1722005],[1224128,1988420],[1239295,1755900],[1242625,1504829],[1243149,1505353],[1271767,1787612],[1283182,1799357],[1285401,1549307],[1285761,1549667],[1304658,1820833],[1307917,1571299],[1308277,1571659],[1317686,1318676],[1320286,1320331],[1322814,2078552],[1323893,1841108],[1364638,1877675],[1364883,1625572],[1372114,1634663],[1397496,1908276],[1412663,1921325],[1414914,1678197],[1415438,1678721],[1434525,1942171],[1437855,1700059],[1438379,1700583],[1448159,1449199],[1448519,1449559],[1450636,1450699],[1455830,1963753],[1456075,1716274],[1464470,2195290],[1487411,1990665],[1495341,1753510],[1520269,2019838],[1539022,2036414],[1539197,1795923],[1545392,1805014],[1561014,2056405],[1561259,1817399],[1568490,1826490],[1572494,1572631],[1578432,1579511],[1578956,1580035],[1586821,1842393],[1597112,2087997],[1597357,1851953],[1606831,2095972],[1618588,2105712],[1618833,1871944],[1651060,2133182],[1651305,1902545],[1652139,2134044],[1652314,1903535],[1653702,1653839],[1659700,2341961],[1668641,1918935],[1682641,2160094],[1690571,1939781],[1701569,1701639],[1707764,1708870],[1726090,1973013],[1736381,2204735],[1736626,1982573],[1737460,2205597],[1737635,1983563],[1739023,1739160],[1746936,1991950],[1757227,2221095],[1757472,2001510],[1761112,2224347],[1766946,2229070],[1778648,2021123],[1779620,2022053],[1780730,1780800],[1788939,2246637],[1789184,2030683],[1810415,2264352],[1810660,2050674],[1811494,2265214],[1811669,2051664],[1813057,1813194],[1827996,1828064],[1846990,2294362],[1861769,2097257],[1862741,2098187],[1863851,1863921],[1881760,2114972],[1884991,2117913],[1892051,2327963],[1892296,2124532],[1893130,2328825],[1893305,2125522],[1894693,1894830],[1904256,1904324],[1912361,2142442],[1922652,2351406],[1922897,2152002],[1925294,1925431],[1933207,2161379],[1934179,2162309],[1935289,1935359],[1943498,2367766],[1943743,2170939],[1947383,2371018],[1961954,2383058],[1977610,2393580],[1977855,2201340],[1984284,1984352],[1996547,2406984],[1996722,2217700],[2004329,2224172],[2006759,2006896],[2011326,2230355],[2012298,2231285],[2013408,2013478],[2040499,2255897],[2042581,2042651],[2052385,2052453],[2060490,2273612],[2063721,2276553],[2070781,2461816],[2071026,2283172],[2073423,2073560],[2074666,2465068],[2077687,2467687],[2086198,2472741],[2087811,2300329],[2092884,2301800],[2103913,2484621],[2104738,2315239],[2110531,2316710],[2119744,2119814],[2126243,2126311],[2147039,2514106],[2147284,2348011],[2153713,2153781],[2157388,2521719],[2173758,2370843],[2176188,2176325],[2180755,2377026],[2182837,2182907],[2183986,2379967],[2194425,2547643],[2196373,2392569],[2210785,2558017],[2212022,2405973],[2220121,2220909],[2225914,2225982],[2244838,2579766],[2246451,2434182],[2251524,2435653],[2260739,2443511],[2278384,2278454],[2284883,2284951],[2285991,2464893],[2296768,2475556],[2311046,2487436],[2318890,2319601],[2341096,2641310],[2343044,2513095],[2351220,2520073],[2356293,2521544],[2366792,2367580],[2372585,2372653],[2408758,2409390],[2430621,2582581],[2438544,2589277],[2452743,2453454],[2516512,2649179],[2529284,2529916] ] cell #5139 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [690039],[797209],[823137],[910855],[924446],[939168],[959237],[1004474],[1027105],[1040709],[1045237],[1060412],[1113796],[1123830],[1128358],[1145508],[1165594],[1165843],[1170141],[1182775],[1190745],[1212947],[1233159],[1250915],[1251164],[1255462],[1265631],[1289686],[1293278],[1293948],[1305623],[1315657],[1320185],[1342040],[1342289],[1351677],[1356375],[1373669],[1376248],[1379840],[1380510],[1389233],[1408177],[1419393],[1423491],[1428389],[1446145],[1446394],[1450692],[1458602],[1471940],[1472610],[1476039],[1486367],[1497901],[1506199],[1510297],[1515195],[1519225],[1538416],[1538665],[1548053],[1549996],[1552751],[1570045],[1572624],[1576216],[1576886],[1588763],[1593430],[1599884],[1600990],[1602310],[1605787],[1621360],[1627263],[1636042],[1638797],[1648958],[1653832],[1667170],[1667840],[1671269],[1681597],[1693131],[1701429],[1705527],[1710425],[1715288],[1717858],[1722375],[1728032],[1729111],[1730769],[1734279],[1739153],[1748878],[1759999],[1765902],[1780590],[1785257],[1791711],[1792817],[1794137],[1797614],[1813187],[1819090],[1827869],[1830624],[1841478],[1850967],[1853537],[1855674],[1863711],[1870958],[1873528],[1883702],[1886439],[1894823],[1901559],[1904129],[1908646],[1914303],[1915382],[1917040],[1920550],[1925424],[1926530],[1935149],[1946270],[1952173],[1972098],[1972260],[1981587],[1984157],[1991035],[2000524],[2003094],[2005231],[2006889],[2013268],[2020208],[2029697],[2032267],[2034404],[2042441],[2043520],[2045178],[2049688],[2052258],[2062432],[2065169],[2073553],[2096342],[2108824],[2114057],[2114219],[2119604],[2123546],[2126116],[2141527],[2141689],[2151016],[2153586],[2155723],[2160464],[2169953],[2172523],[2174660],[2176318],[2182697],[2185434],[2193517],[2215764],[2215926],[2219331],[2225787],[2229440],[2254982],[2255144],[2267464],[2272697],[2272859],[2278244],[2282186],[2284756],[2286893],[2293386],[2294732],[2318185],[2331075],[2340188],[2362435],[2362597],[2366002],[2372458],[2376111],[2376273],[2386405],[2401053],[2408241],[2420344],[2420506],[2427239],[2428585],[2428747],[2452038],[2470268],[2482287],[2483633],[2483795],[2506931],[2528767],[2556044],[2577293],[2620494], 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] cell #5140 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [762892],[874037],[932321],[942266],[985333],[992158],[1052767],[1062941],[1063865],[1069523],[1108358],[1160336],[1171604],[1178429],[1182176],[1188446],[1190260],[1195848],[1207016],[1228878],[1234947],[1261350],[1263926],[1287898],[1300185],[1310873],[1311183],[1317698],[1324795],[1336228],[1347396],[1349972],[1358220],[1369388],[1373070],[1391078],[1393396],[1393706],[1402246],[1408996],[1418064],[1424108],[1426684],[1430177],[1441085],[1441467],[1452897],[1466451],[1477884],[1480202],[1480512],[1488313],[1499746],[1503184],[1503494],[1510914],[1513490],[1521171],[1522958],[1523425],[1523807],[1532604],[1539433],[1543772],[1546348],[1554596],[1556914],[1557224],[1565764],[1569446],[1571833],[1594179],[1602927],[1607733],[1609520],[1609987],[1610369],[1615655],[1629209],[1632583],[1632965],[1635619],[1640642],[1642960],[1643270],[1648127],[1648224],[1652550],[1653041],[1661681],[1668293],[1673114],[1675432],[1675742],[1683543],[1685330],[1685797],[1686179],[1694976],[1698414],[1698724],[1706144],[1708720],[1709826],[1725599],[1731508],[1733448],[1733545],[1737871],[1738362],[1754294],[1754459],[1760314],[1763042],[1763352],[1767848],[1769635],[1770102],[1770484],[1775721],[1779272],[1786006],[1794754],[1799560],[1801814],[1802196],[1805970],[1807482],[1807579],[1811905],[1812396],[1821036],[1824410],[1824792],[1827446],[1832469],[1834787],[1835097],[1835907],[1836217],[1845097],[1845262],[1851201],[1852706],[1852803],[1856541],[1858842],[1862393],[1877213],[1878898],[1881269],[1886796],[1887178],[1889118],[1889215],[1893541],[1894032],[1899403],[1911870],[1917779],[1919719],[1919816],[1924633],[1928467],[1928777],[1930280],[1931288],[1933831],[1940565],[1940730],[1946585],[1949313],[1949623],[1954119],[1956373],[1956755],[1957493],[1957875],[1966768],[1967614],[1967711],[1969793],[1971579],[1973816],[1979431],[1995189],[1996958],[1998016],[2000758],[2002263],[2002360],[2006098],[2008399],[2009407],[2011950],[2023827],[2023992],[2029931],[2031436],[2031533],[2035271],[2037572],[2040008],[2045535],[2045917],[2047532],[2048596],[2057628],[2059999],[2065526],[2065908],[2067848],[2067945],[2068013],[2072762],[2073868],[2079573],[2080388],[2083454],[2085016],[2091955],[2099961],[2100126],[2109058],[2109573],[2109670],[2110183],[2111752],[2113538],[2115775],[2121390],[2122454],[2136197],[2137043],[2137140],[2137208],[2139222],[2141008],[2143245],[2148508],[2151250],[2156590],[2159326],[2167445],[2170187],[2171692],[2171789],[2175527],[2177828],[2177893],[2178836],[2188505],[2189625],[2192291],[2197126],[2200192],[2207750],[2208596],[2208693],[2208761],[2210589],[2212671],[2213486],[2215245],[2216552],[2218114],[2225053],[2228302],[2238213],[2239028],[2239816],[2242094],[2242159],[2243656],[2250595],[2252677],[2254463],[2268213],[2268310],[2268378],[2270392],[2272178],[2274415],[2281094],[2290022],[2290826],[2297943],[2300609],[2304629],[2305444],[2306232],[2308510],[2308575],[2310136],[2311733],[2312853],[2320354],[2323420],[2331824],[2331921],[2331989],[2335176],[2336296],[2337007],[2343797],[2346863],[2348425],[2355364],[2359342],[2360157],[2360945],[2363223],[2363288],[2364785],[2371724],[2374973],[2383302],[2389240],[2390044],[2396041],[2397161],[2397872],[2403448],[2410565],[2417251],[2418066],[2418854],[2421132],[2421197],[2424679],[2425311],[2431796],[2434462],[2439297],[2442363],[2445586],[2446706],[2447417],[2454207],[2457273],[2465774],[2471960],[2472985],[2477546],[2479727],[2480359],[2489426],[2491607],[2497604],[2498724],[2499435],[2509766],[2510570],[2517687],[2523974],[2524606],[2531091],[2538592],[2541658],[2546692],[2551916],[2562290],[2570057],[2570689],[2580010],[2584571],[2586752],[2598632],[2605749],[2610289],[2616962],[2625881],[2645583],[2663724],[2671128],[2678671],[2697702],[2739621] ] cell #5141 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [797346],[911468],[939305],[1030897],[1045374],[1061025],[1064240],[1081496],[1128495],[1151708],[1169044],[1170754],[1185465],[1186567],[1190658],[1240851],[1254365],[1256075],[1267281],[1273323],[1297302],[1297551],[1298745],[1311823],[1314326],[1314575],[1319710],[1353327],[1362608],[1383864],[1384113],[1385307],[1395466],[1396890],[1397139],[1419944],[1426869],[1427539],[1436081],[1441853],[1444306],[1444976],[1482272],[1483696],[1483945],[1486918],[1504134],[1506750],[1513675],[1514345],[1519776],[1524193],[1526660],[1527330],[1550226],[1557417],[1558984],[1571998],[1575064],[1589314],[1606338],[1610755],[1613222],[1613892],[1616716],[1627814],[1636272],[1643463],[1645030],[1647378],[1649188],[1653206],[1656258],[1677502],[1679669],[1682148],[1686565],[1699364],[1701332],[1718088],[1728583],[1729662],[1732699],[1734509],[1738527],[1741579],[1749429],[1755355],[1763974],[1766453],[1770870],[1774933],[1775883],[1776632],[1780493],[1798165],[1802582],[1808543],[1812561],[1819641],[1836857],[1843358],[1844107],[1853767],[1854807],[1856225],[1858054],[1859004],[1859753],[1863614],[1873758],[1884253],[1887564],[1890179],[1894197],[1899679],[1914854],[1915933],[1920780],[1924798],[1930442],[1935052],[1941626],[1952724],[1957141],[1964985],[1973978],[1974727],[1976778],[1979707],[1992915],[1993664],[2003324],[2005782],[2006263],[2008561],[2013171],[2032497],[2033537],[2034955],[2037734],[2038483],[2042344],[2044071],[2047808],[2062983],[2066294],[2068909],[2072927],[2083616],[2087739],[2089229],[2106944],[2112567],[2115937],[2116686],[2118737],[2119507],[2121666],[2143407],[2144156],[2146207],[2149136],[2154856],[2156274],[2172753],[2175211],[2175692],[2177990],[2182600],[2191939],[2192567],[2216714],[2219234],[2220837],[2222327],[2242256],[2246379],[2247869],[2259662],[2271207],[2274577],[2275326],[2277377],[2278147],[2280306],[2287444],[2293289],[2308672],[2315167],[2315795],[2317708],[2338610],[2339238],[2351148],[2363385],[2365905],[2367508],[2368998],[2380791],[2385928],[2399475],[2400103],[2421294],[2427142],[2449020],[2449648],[2451561],[2461558],[2482190],[2501038],[2501666],[2506454],[2508389],[2555567],[2557502], 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] cell #5142 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ 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[840197,2088953],[988326,2222051],[1018927,2247593],[1031331,1801347],[1105015,2315519],[1153751,2148860],[1156069,1924142],[1174597,2368722],[1187001,1955906],[1226735,2402644],[1242894,2413231],[1284006,2041123],[1296842,2449372],[1299179,2055943],[1313866,2280030],[1316184,2072271],[1356026,2484865],[1367245,2490803],[1383404,2501390],[1385741,2129801],[1396430,2338962],[1421965,2523170],[1422333,2164618],[1429526,2166387],[1438124,2533757],[1446764,2181379],[1470382,2550545],[1483236,2399827],[1497552,2563315],[1508771,2569253],[1509139,2233594],[1516332,2235363],[1518767,2423875],[1552211,2267618],[1552402,2591890],[1552883,2267698],[1559948,2268823],[1563621,2597828],[1579780,2608415],[1582117,2076596],[1600641,2615997],[1601904,2616711],[1602272,2309956],[1605329,2478923],[1638257,2331229],[1638448,2632130],[1638929,2331309],[1645994,2332434],[1647863,2503828],[1665612,2644212],[1678466,2520353],[1681139,2357260],[1681351,2361916],[1681548,2362548],[1692782,2656982],[1704001,2662920],[1704369,2180264],[1711562,2186173],[1727574,2549992],[1730229,2401207],[1730420,2673364],[1730901,2401287],[1733184,2552941],[1762019,2685093],[1765444,2415169],[1765656,2419825],[1765853,2420457],[1775377,2575020],[1792468,2696737],[1793731,2697451],[1794099,2243540],[1797156,2585948],[1803491,2701555],[1807218,2443989],[1808074,2448328],[1830084,2282340],[1830275,2712870],[1830756,2282420],[1837821,2287760],[1846567,2470036],[1851170,2720496],[1852442,2615521],[1855428,2483114],[1855625,2483746],[1858498,2618221],[1883244,2629181],[1886090,2731484],[1888854,2496007],[1889710,2500346],[1913845,2643659],[1916500,2340342],[1916691,2741857],[1917172,2340422],[1919455,2646608],[1926181,2745329],[1927444,2746043],[1929936,2522008],[1948290,2753586],[1951715,2373806],[1951927,2375592],[1952124,2376224],[1967350,2545251],[1969709,2552211],[1971899,2672231],[1973472,2672513],[1976309,2556810],[1996124,2560366],[2000727,2769072],[2001999,2683903],[2008055,2568091],[2025297,2426431],[2029900,2777625],[2031172,2696261],[2034158,2428066],[2034355,2428698],[2037228,2698961],[2041983,2588504],[2044829,2782344],[2061974,2709921],[2064820,2788613],[2067584,2458835],[2068440,2460866],[2075573,2792799],[2079489,2611392],[2083110,2611674],[2085314,2617617],[2087298,2720942],[2101431,2481479],[2109027,2800212],[2109309,2624440],[2113858,2730351],[2115431,2730633],[2136779,2505822],[2139138,2503098],[2141328,2740724],[2142901,2741006],[2145738,2507697],[2151219,2810758],[2152491,2648602],[2165553,2525726],[2170156,2815872],[2171428,2752396],[2177484,2535363],[2182239,2665476],[2185085,2820591],[2188803,2669091],[2208332,2554935],[2212587,2679774],[2215565,2767821],[2216208,2680056],[2220396,2769518],[2234529,2571809],[2238129,2574738],[2241750,2576729],[2243954,2574416],[2245938,2778071],[2254783,2698679],[2256356,2700670],[2267667,2837818],[2267949,2593884],[2269683,2711845],[2272498,2787480],[2274071,2787762],[2282389,2841445],[2283661,2714864],[2304545,2617939],[2308166,2619930],[2312031,2727211],[2314726,2800385],[2331278,2850394],[2331560,2634124],[2333294,2631105],[2335474,2637128],[2340391,2852052],[2350707,2743063],[2359258,2651710],[2362236,2814621],[2362879,2653701],[2363870,2753837],[2367067,2816318],[2375912,2754814],[2377485,2756805],[2396339,2674570],[2401256,2863099],[2417167,2686321],[2420145,2830622],[2420788,2688312],[2421779,2685344],[2428386,2776374],[2444287,2786377],[2445884,2703390],[2448579,2837991],[2450092,2788995],[2461117,2789819],[2471876,2719245],[2483434,2798499],[2496305,2729248],[2497902,2732690],[2500597,2850567],[2502110,2731866],[2504126,2807131],[2507948,2807304],[2522238,2815433],[2545549,2760331],[2546990,2760504],[2553239,2825047],[2557061,2825220],[2568321,2768633],[2575250,2832038],[2590988,2838584],[2611904,2794432],[2618451,2846259],[2631228,2800978],[2637278,2851598],[2669241,2822002],[2674720,2862645] ] cell #5143 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [590515],[689902],[713743],[796731],[809331],[823000],[842450],[885465],[907260],[918126],[924309],[938690],[990579],[998154],[1004337],[1021180],[1038299],[1038548],[1044759],[1056817],[1064195],[1085330],[1106228],[1121420],[1121669],[1127880],[1137940],[1161299],[1162649],[1163319],[1176850],[1184425],[1190608],[1211616],[1211865],[1222245],[1226943],[1244107],[1246620],[1247970],[1248640],[1259415],[1277157],[1288992],[1291006],[1298055],[1313247],[1313496],[1319707],[1327814],[1340201],[1340871],[1345461],[1355681],[1367453],[1375554],[1377568],[1384617],[1388539],[1406846],[1407095],[1417475],[1419231],[1422173],[1439337],[1441850],[1443200],[1443870],[1457908],[1462674],[1469470],[1470590],[1470788],[1475345],[1491332],[1497207],[1506037],[1508979],[1519063],[1524190],[1536577],[1537247],[1541837],[1552057],[1563829],[1571930],[1573944],[1580993],[1585892],[1588601],[1593268],[1599190],[1600296],[1602112],[1605625],[1610752],[1620666],[1632228],[1638103],[1653138],[1657904],[1664700],[1665820],[1666018],[1670575],[1686562],[1692437],[1701267],[1704209],[1715126],[1725161],[1727870],[1730075],[1738459],[1746007],[1748716],[1759305],[1762227],[1770867],[1777719],[1780428],[1785095],[1791017],[1792123],[1793939],[1797452],[1802579],[1803699],[1812493],[1824055],[1829930],[1850805],[1851035],[1860840],[1863549],[1870796],[1880831],[1883540],[1885745],[1887561],[1894129],[1901397],[1911432],[1914141],[1916346],[1924730],[1925836],[1927652],[1932278],[1934987],[1945576],[1948498],[1957138],[1981425],[1994751],[2000362],[2000592],[2006195],[2010397],[2013106],[2029535],[2029765],[2039570],[2042279],[2044484],[2049526],[2059561],[2062270],[2064475],[2066291],[2072859],[2075781],[2084462],[2108662],[2108892],[2111849],[2119442],[2123384],[2150854],[2151084],[2164180],[2169791],[2170021],[2175624],[2179826],[2182535],[2184740],[2189722],[2193355],[2218591],[2233156],[2243102],[2267302],[2267532],[2270489],[2278082],[2282024],[2282254],[2291303],[2309518],[2317136],[2330913],[2331143],[2336393],[2340026],[2340256],[2365262],[2384171],[2397258],[2400891],[2401121],[2425156],[2450989],[2480204],[2504697],[2553810], [762909,1244685],[859569,1623702],[874322,1373988],[874871,1374237],[932338,1439915],[942283,1451442],[977048,1751659],[987707,1501363],[992212,1503719],[992442,1504389],[1053052,1570364],[1053601,1570613],[1062958,1581571],[1064327,1582435],[1083999,1337845],[1099179,1875342],[1108412,1625432],[1110761,1631150],[1115460,1633546],[1160353,1418053],[1173978,1696593],[1178483,1698949],[1178713,1699619],[1188731,1710744],[1189280,1710993],[1190279,1711087],[1195902,1716134],[1210447,1468392],[1224001,1988464],[1235351,1753383],[1237058,1758018],[1275826,1534221],[1288183,1548372],[1288732,1548621],[1300239,1817259],[1302588,1822977],[1307287,1825373],[1311202,1828304],[1317752,1836442],[1317982,1837112],[1322687,2078596],[1325199,1842266],[1336282,1851813],[1339049,1597903],[1358274,1871804],[1364511,1877769],[1391132,1902405],[1393725,1904564],[1405677,1663622],[1410342,1416722],[1418118,1677087],[1418348,1677757],[1430581,1939654],[1432288,1944289],[1441521,1950342],[1448569,1958456],[1455703,1963847],[1462577,1722099],[1464343,2195334],[1466855,1972886],[1477938,1982433],[1480531,1984592],[1488717,1991823],[1499800,2001370],[1503513,2224275],[1521575,2020996],[1523861,2022934],[1532658,2030543],[1535425,1789730],[1539487,1795783],[1540759,1547203],[1548677,1803897],[1554650,2050534],[1557243,2052693],[1560887,2056499],[1572237,2066937],[1585795,1841202],[1596985,2088091],[1608137,2097130],[1610423,2099068],[1618461,2105806],[1629613,2114845],[1633019,2117773],[1640696,2124392],[1643289,2126551],[1650933,2133276],[1652604,1903395],[1653445,2135202],[1657807,1908370],[1659573,2342005],[1662085,2142315],[1668911,1918808],[1669288,1675935],[1673168,2151862],[1675761,2154021],[1683947,2161252],[1686233,2163190],[1695030,2170799],[1698743,2370946],[1731562,2201200],[1736254,2204829],[1737925,1983423],[1738766,2206755],[1745910,1990759],[1757100,2221189],[1760718,2224045],[1763371,2226222],[1768252,2230228],[1770538,2232166],[1777622,2019932],[1779890,2021926],[1788812,2246731],[1795345,1795686],[1799964,2255770],[1802250,2257708],[1810288,2264446],[1811959,2051524],[1812800,2266372],[1821440,2273485],[1824846,2276413],[1832523,2283032],[1835116,2285191],[1836236,2464996],[1851255,2298040],[1856945,2301673],[1860743,2096066],[1863011,2098060],[1887232,2324428],[1891924,2328057],[1893595,2125382],[1894436,2329983],[1902957,1903298],[1917833,2347871],[1922525,2351500],[1925037,2353426],[1928796,2521647],[1932181,2160188],[1934449,2162182],[1943371,2367860],[1946989,2370716],[1949642,2372893],[1954523,2376899],[1956809,2378837],[1957929,2379827],[1972357,2390521],[1977483,2393674],[1982985,1983326],[1997012,2217560],[2000812,2410662],[2006502,2414295],[2010300,2229164],[2012568,2231158],[2029985,2431893],[2035675,2435526],[2045971,2443371],[2051086,2051427],[2065962,2458281],[2070654,2461910],[2073166,2463836],[2074272,2464766],[2084365,2294456],[2085493,2473206],[2087058,2473854],[2109112,2312950],[2110801,2316583],[2114316,2492084],[2124944,2125285],[2141786,2511047],[2146912,2514200],[2151304,2517784],[2156994,2521417],[2170241,2531188],[2175931,2534821],[2188982,2383523],[2193908,2547962],[2216023,2403925],[2217122,2217463],[2220156,2564184],[2244133,2580231],[2245698,2580879],[2255241,2587229],[2272956,2599109],[2290254,2468006],[2310357,2312210],[2314486,2485734],[2340579,2641629],[2350467,2647477],[2366827,2657851],[2401493,2402876] ] cell #5144 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1226216],[1366726],[1469863],[1563102],[1596388],[1632621],[1665093],[1725078],[1756503],[1788215],[1802972],[1824448],[1874906],[1880748],[1911349],[1921928],[1942774],[1957531],[1994668],[2039487],[2041682],[2045573],[2053636],[2059478],[2070057],[2127494],[2138212],[2148546],[2152769],[2164097],[2179743],[2181938],[2209765],[2233073],[2239854],[2243019],[2252150],[2256714],[2269382],[2283939],[2306270],[2309435],[2332993],[2335667],[2336480],[2348355],[2360983],[2364148],[2377843],[2396532],[2397345],[2418892],[2422057],[2424167],[2425241],[2446077],[2446890],[2450450],[2479215],[2480289],[2489464],[2498095],[2498908],[2502468],[2504234],[2523462],[2524465],[2524536],[2547183],[2553347],[2561763],[2569545],[2570548],[2570619],[2592296],[2592819],[2609493],[2612978],[2617453],[2622482],[2625811],[2632536],[2633059],[2652773],[2664215],[2668432],[2670408],[2673817],[2678446],[2687384],[2698193],[2713799],[2717864],[2720283],[2722259],[2726086],[2742310],[2755877],[2759353],[2761326],[2777412],[2779388],[2795145],[2808126],[2832751] ] cell #5145 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162990,1681435],[1248311,1765740],[1340542,1855512],[1443541,1952011],[1466135,1972163],[1504060,2005069],[1536918,2034242],[1596280,2087190],[1628893,2114122],[1661365,2141592],[1677428,2155561],[1699290,2174498],[1750508,2215829],[1756395,2220288],[1788107,2245830],[1799244,2255047],[1820720,2272762],[1836783,2286731],[1874798,2314618],[1921820,2350599],[1924317,2352703],[1936779,2362500],[1942666,2366959],[1953803,2376176],[1959949,2381496],[2014898,2420409],[2026306,2428650],[2041574,2439536],[2053528,2448471],[2068350,2459312],[2069949,2461009],[2072446,2463113],[2102440,2483698],[2127386,2500489],[2137545,2506299],[2138104,2507840],[2166562,2527945],[2177527,2535374],[2181830,2538831],[2209098,2555412],[2209657,2556953],[2235538,2574028],[2238310,2574834],[2241793,2576740],[2268715,2594361],[2269274,2595902],[2279869,2602919],[2304726,2618035],[2308209,2619941],[2332326,2634601],[2332885,2636142],[2335517,2637139],[2338801,2638805],[2359439,2651806],[2362922,2653712],[2396382,2674581],[2399666,2676247],[2417348,2686417],[2420831,2688323],[2424362,2690950],[2445927,2703401],[2449211,2705067],[2472057,2719341],[2479410,2722900],[2497945,2732701],[2501229,2734367],[2523657,2747085],[2547033,2760515],[2569740,2771476],[2613173,2794574], [956979,1725064,1971822],[976719,1486205,2211694],[1110432,1627101,2318562],[1111538,1880734,2113781],[1143250,1911335,2141251],[1156088,1924196,2152852],[1210118,1728949,2392241],[1231980,1994654,2215488],[1281889,2039473,2254706],[1284214,2041741,2256700],[1302259,1818928,2452415],[1303365,2059464,2272421],[1316203,2072325,2284022],[1336403,1850870,2475927],[1358395,2108727,2311417],[1372490,1884619,2322356],[1405348,1915220,2512767],[1414145,2152414,2152755],[1427210,2164083,2362159],[1429545,2166441,2364231],[1444647,2179729,2375835],[1446972,2181997,2377829],[1466893,1725229,2550419],[1488755,1994819,2402518],[1499921,2000427,2409129],[1514016,2233059,2420068],[1516351,2235417,2422140],[1527001,2243005,2428309],[1532779,2029600,2582952],[1546874,2043358,2588949],[1552902,2267752,2446803],[1554771,2267367,2445270],[1560156,2269441,2450436],[1568866,2063349,2456209],[1577663,2283584,2283925],[1613563,2309421,2483357],[1629651,1880899,2490677],[1633140,1633348,2322697],[1638948,2331363,2498821],[1640817,2330978,2497288],[1646202,2333052,2502454],[1648629,2335653,2504049],[1662123,1911500,2644086],[1673289,2150919,2649550],[1681480,2362545,2524315],[1682284,2362694,2524451],[1683985,2164248,2523044],[1689373,2363793,2364134],[1695151,2169856,2529655],[1709246,2183614,2540594],[1711581,2186227,2542666],[1730920,2401341,2552013],[1731683,2400956,2551112],[1733950,2396518,2553162],[1760411,1760756,2412330],[1765785,2420454,2570398],[1766589,2420603,2570534],[1768290,2233224,2569127],[1773678,2421702,2422043],[1775420,2424107,2575031],[1800002,2039638,2701429],[1802371,2256765,2702122],[1805390,2260367,2590382],[1807984,2444210,2446063],[1808117,2448339,2592759],[1808176,2448846,2593014],[1821478,2059629,2597702],[1824967,1825175,2456550],[1830775,2282474,2605846],[1832644,2282089,2604313],[1838029,2288164,2609479],[1853208,2480836,2615742],[1855557,2483743,2617303],[1856361,2483892,2617439],[1856983,2309586,2616585],[1858541,2479155,2618232],[1886590,2322929,2631202],[1887353,2502519,2630301],[1889620,2496228,2498081],[1889753,2500357,2632999],[1889812,2500864,2633254],[1899242,2504191,2637366],[1917191,2340476,2645680],[1917954,2340091,2644779],[1920221,2348902,2646829],[1925075,2152920,2745917],[1929979,2522019,2523402],[1930784,2525845,2652730],[1946682,1947027,2532856],[1952056,2376221,2664065],[1952860,2376370,2664201],[1954561,2179894,2662794],[1956930,2377894,2758257],[1958050,1958258,2540935],[1968116,2545472,2547169],[1972208,2390385,2672786],[1972395,2397969,2672327],[1973515,2554363,2672524],[1976352,2556821,2673757],[1976411,2557328,2674012],[1979270,2553304,2674808],[2002765,2571166,2684124],[2005114,2412481,2685685],[2005918,2422545,2685821],[2006540,2422208,2684967],[2008098,2568102,2569485],[2008903,2571928,2687341],[2031938,2425788,2696482],[2034287,2428695,2698043],[2035091,2428844,2698179],[2035713,2243170,2697325],[2037271,2436079,2698972],[2041779,2256930,2781307],[2045329,2588601,2590955],[2046092,2046300,2590723],[2047371,2591076,2592253],[2065320,2456782,2711942],[2066083,2450501,2711041],[2068483,2460877,2713739],[2068542,2461384,2713994],[2073204,2284090,2792673],[2073965,2074310,2607514],[2076925,2466943,2609709],[2083153,2611685,2612918],[2085357,2617628,2720068],[2087341,2480700,2720953],[2087565,2474109,2721375],[2088792,2619435,2721180],[2091451,2621594,2722216],[2110075,2624661,2626358],[2114167,2491948,2730906],[2114354,2499532,2730447],[2115474,2633552,2730644],[2118311,2502153,2731877],[2118370,2493693,2732132],[2121229,2631316,2632493],[2141637,2510911,2741279],[2141824,2337104,2740820],[2142944,2505250,2741017],[2145781,2507708,2742250],[2145840,2508215,2742505],[2148699,2514857,2743301],[2153257,2156410,2649079],[2155606,2648943,2650771],[2156687,2157032,2650620],[2172194,2525083,2752617],[2174543,2533007,2754178],[2175347,2364636,2754314],[2175969,2364299,2753460],[2178332,2537185,2755834],[2182035,2378059,2819554],[2185585,2541167,2665573],[2186348,2186556,2667695],[2188846,2668217,2669102],[2192130,2669329,2670365],[2194163,2674318,2761166],[2195719,2548689,2761985],[2195934,2554618,2761860],[2215874,2403789,2680329],[2216061,2562387,2767917],[2216251,2680067,2681300],[2218455,2568364,2768644],[2220439,2571030,2769529],[2220663,2564439,2769951],[2221890,2687817,2769756],[2224549,2573526,2770792],[2243997,2574427,2777197],[2245981,2425652,2778082],[2246205,2581134,2778504],[2247432,2576234,2778309],[2250091,2578393,2779345],[2252774,2255279,2698775],[2255092,2587093,2699234],[2256399,2259236,2700681],[2259295,2700936,2702549],[2269479,2450666,2838409],[2272807,2598973,2788035],[2272994,2447514,2787576],[2274114,2593312,2787773],[2276951,2450135,2789006],[2277010,2600718,2789261],[2284427,2287580,2715341],[2286776,2607665,2715205],[2287857,2288202,2716882],[2290509,2717704,2718398],[2291167,2611947,2794443],[2295113,2613969,2795048],[2312074,2726337,2727222],[2314769,2626222,2800396],[2314993,2485989,2727644],[2315358,2727449,2728485],[2317391,2631511,2801047],[2318947,2627878,2801866],[2319162,2633807,2801741],[2333090,2502684,2850985],[2340834,2636876,2807966],[2342390,2642356,2808785],[2342605,2505505,2808660],[2348766,2350750,2743074],[2350974,2647732,2743496],[2352201,2354860,2744740],[2362732,2525823,2814717],[2365126,2522281,2815444],[2367110,2524947,2816329],[2367334,2658106,2816751],[2368561,2653206,2816556],[2371220,2527443,2817592],[2373903,2376408,2754910],[2377528,2380365,2756816],[2380424,2665810,2757071],[2383665,2543699,2759256],[2384426,2669524,2822071],[2403131,2766280,2766974],[2405319,2559063,2767099],[2405534,2681555,2826697],[2407735,2685872,2827171],[2420641,2571906,2830718],[2425020,2575293,2832049],[2426528,2428882,2776470],[2428966,2694709,2832654],[2436334,2438105,2780029],[2437890,2699699,2780154],[2448622,2594225,2838002],[2451244,2591271,2838653],[2452800,2708618,2839472],[2453015,2593567,2839347],[2459176,2461160,2789830],[2462611,2465270,2791496],[2468733,2718523,2843969],[2480068,2618494,2846270],[2481576,2483930,2798595],[2484051,2485228,2799137],[2500640,2634465,2850578],[2504952,2637561,2851667],[2506163,2507991,2807315],[2526060,2653967,2856293],[2528261,2651261,2856767],[2535629,2537400,2818276],[2554065,2675003,2862714],[2555276,2557104,2825231],[2572143,2688578,2865960],[2575758,2691075,2866741],[2576995,2578608,2832180],[2618959,2723025,2875123],[2620196,2621809,2846401] ] cell #5146 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [658131],[762119],[816771],[825871],[867440],[873978],[931548],[941015],[941852],[947486],[985274],[1035272],[1046170],[1052708],[1056238],[1062168],[1063835],[1069464],[1080569],[1102045],[1107947],[1133757],[1136282],[1159563],[1171545],[1181849],[1182146],[1188387],[1195437],[1206957],[1218062],[1220587],[1228819],[1239924],[1243528],[1261291],[1263599],[1263896],[1272396],[1278991],[1287839],[1293872],[1296397],[1299774],[1310421],[1310814],[1321953],[1335817],[1347337],[1349645],[1349942],[1357809],[1369329],[1372743],[1373040],[1380434],[1382959],[1390667],[1392480],[1392944],[1393337],[1402187],[1408937],[1413292],[1415817],[1424049],[1426357],[1426654],[1435154],[1438758],[1441056],[1463609],[1472534],[1477473],[1479286],[1479750],[1480143],[1485471],[1499335],[1502732],[1503125],[1505732],[1510855],[1513163],[1513460],[1518329],[1518426],[1522899],[1523396],[1532193],[1538788],[1543713],[1546021],[1546318],[1554185],[1555998],[1556462],[1556855],[1565705],[1569119],[1569416],[1576810],[1579335],[1580414],[1596796],[1602868],[1604891],[1604988],[1609461],[1609958],[1626367],[1626534],[1632554],[1635292],[1635589],[1640231],[1642044],[1642508],[1642901],[1648195],[1651905],[1658839],[1667764],[1672703],[1674980],[1675373],[1679100],[1680701],[1680798],[1685271],[1685768],[1694565],[1697962],[1698355],[1700962],[1706085],[1708393],[1708690],[1709499],[1709796],[1719099],[1719266],[1725540],[1727136],[1727233],[1731097],[1733516],[1737226],[1752636],[1754430],[1756911],[1762590],[1762983],[1765006],[1765103],[1769576],[1770073],[1775554],[1788623],[1794695],[1796718],[1796815],[1801785],[1805643],[1805940],[1807550],[1808611],[1811260],[1818194],[1818361],[1824381],[1827119],[1827416],[1832058],[1834335],[1834728],[1835455],[1835848],[1845233],[1846129],[1846226],[1848430],[1850365],[1852774],[1858675],[1875314],[1877154],[1878275],[1881210],[1882806],[1882903],[1886767],[1889186],[1890247],[1892896],[1905370],[1905537],[1911811],[1913407],[1913504],[1917368],[1919787],[1922336],[1928015],[1928408],[1930113],[1931259],[1940701],[1943182],[1948861],[1949254],[1951277],[1951374],[1951444],[1956344],[1957464],[1963466],[1964353],[1967682],[1969329],[1976846],[1985398],[1985565],[1995130],[1995686],[1995783],[1996313],[1997987],[1999922],[2002331],[2008232],[2009378],[2023963],[2024859],[2024956],[2025026],[2027160],[2029095],[2031504],[2037014],[2039949],[2045506],[2048429],[2057005],[2059940],[2061536],[2061633],[2065497],[2067916],[2067984],[2068977],[2079109],[2080359],[2083287],[2088597],[2091926],[2100097],[2100993],[2101090],[2101160],[2103101],[2105425],[2106312],[2108222],[2109641],[2111288],[2118805],[2122287],[2132895],[2133782],[2134644],[2137111],[2137179],[2138758],[2146275],[2148479],[2150414],[2165115],[2165212],[2165282],[2167416],[2169351],[2171760],[2178807],[2188243],[2189161],[2197097],[2200025],[2204448],[2205335],[2206197],[2208664],[2208732],[2210391],[2212207],[2213457],[2221695],[2225024],[2234091],[2234188],[2234258],[2237749],[2238999],[2239787],[2247237],[2250566],[2252213],[2259730],[2264065],[2264952],[2265814],[2268281],[2268349],[2269928],[2277445],[2280927],[2289824],[2296561],[2297479],[2304165],[2305415],[2306203],[2312389],[2320325],[2327676],[2328563],[2329425],[2331892],[2331960],[2335832],[2336543],[2343768],[2346696],[2352006],[2355335],[2358878],[2360128],[2360916],[2368366],[2371695],[2380859],[2387834],[2389042],[2394180],[2396697],[2397408],[2407584],[2410101],[2416787],[2418037],[2418825],[2430414],[2431332],[2439268],[2446242],[2446953],[2454178],[2462416],[2465745],[2471496],[2477517],[2489397],[2498260],[2498971],[2509568],[2514706],[2517223],[2530627],[2538563],[2543556],[2551452],[2561826],[2584542],[2605285],[2613826],[2622745],[2645119],[2694566] ] cell #5147 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1634631],[1725458],[1761691],[1762357],[1804982],[1826458],[1838455],[1851053],[1881128],[1885564],[1885831],[1911729],[1927116],[1927782],[1947962],[1948628],[1959541],[1960499],[1971565],[1995048],[1997720],[2000610],[2004890],[2029783],[2039867],[2044303],[2044570],[2059858],[2064294],[2064561],[2075245],[2075911],[2076144],[2080092],[2085002],[2108910],[2111468],[2113524],[2140994],[2148212],[2151102],[2155382],[2167149],[2170039],[2174319],[2177270],[2184559],[2184826],[2188491],[2189341],[2196830],[2213190],[2215231],[2218100],[2238732],[2239520],[2240674],[2243642],[2252393],[2254449],[2270108],[2272164],[2279382],[2286552],[2290812],[2297659],[2305148],[2305936],[2307090],[2310122],[2311719],[2312569],[2320058],[2322862],[2335162],[2336012],[2336723],[2337526],[2343501],[2348411],[2359861],[2360649],[2361803],[2364771],[2373522],[2383288],[2390030],[2396027],[2396877],[2397588],[2398391],[2403434],[2410281],[2412583],[2417770],[2418558],[2419712],[2424665],[2425297],[2426147],[2431512],[2439001],[2440943],[2445572],[2446422],[2447133],[2447936],[2453911],[2456715],[2472971],[2477250],[2479713],[2480345],[2481195],[2489130],[2491593],[2493786],[2495743],[2497590],[2498440],[2499151],[2499954],[2510556],[2517403],[2518917],[2523960],[2524592],[2525442],[2530807],[2533109],[2538296],[2540238],[2541100],[2546678],[2549100],[2551632],[2559474],[2562006],[2567580],[2570043],[2570675],[2571525],[2579996],[2584275],[2586738],[2588220],[2590888],[2598618],[2600811],[2602768],[2605465],[2606979],[2607767],[2610275],[2614900],[2616948],[2623819],[2625867],[2628289],[2630821],[2642767],[2645299],[2650873],[2661247],[2663710],[2665192],[2665903],[2668099],[2671114],[2671724],[2678657],[2679267],[2683282],[2695640],[2697688],[2700110],[2702642],[2709029],[2711561],[2719950],[2726219],[2729844],[2739607],[2740217],[2744232],[2751775],[2777079],[2780704],[2786973], [911278,1674516],[957053,1973649],[1031301,1801288],[1060835,1833871],[1111612,2115608],[1143324,2143078],[1155726,1923497],[1170564,1938907],[1186971,1955847],[1232054,2216385],[1255885,2017026],[1281963,2037405],[1292091,2054044],[1299149,2055884],[1303439,2274248],[1315841,2071626],[1356306,2311471],[1372564,2323253],[1378653,2127902],[1385711,2129742],[1421637,2164477],[1422303,2164559],[1427284,2363056],[1429183,2165742],[1444721,2177661],[1451115,1960202],[1471873,2210173],[1486573,2402446],[1497832,2409183],[1508443,2233453],[1509109,2233535],[1514090,2420965],[1515989,2234718],[1527075,2241927],[1550635,2261741],[1551876,2266862],[1552143,2267550],[1552682,2445324],[1568940,2457106],[1575029,2070465],[1582087,2076537],[1600921,2475981],[1601576,2309815],[1602242,2309897],[1613637,2308343],[1627469,2490605],[1636681,2325352],[1637922,2330473],[1638189,2331161],[1638728,2497342],[1649597,2334914],[1667103,2138620],[1679405,2357062],[1681256,2361902],[1681803,2522972],[1693062,2529709],[1703673,2180123],[1704339,2180205],[1709320,2541491],[1711219,2185762],[1718497,2385666],[1729317,2550347],[1729894,2400451],[1730161,2401139],[1730700,2551166],[1734918,2395779],[1763710,2414971],[1765561,2419811],[1766108,2569055],[1776368,2423677],[1792748,2583006],[1793403,2243399],[1794069,2243481],[1805464,2442196],[1806227,2443975],[1819296,2597630],[1828508,2279649],[1829749,2281584],[1830016,2282272],[1830555,2604367],[1843843,2469838],[1848163,2477861],[1854176,2475349],[1855333,2483100],[1855880,2616513],[1859489,2478725],[1874167,2487229],[1886370,2630355],[1887863,2495993],[1900123,2503814],[1904768,2337793],[1915588,2644014],[1916165,2339586],[1916432,2340274],[1916971,2644833],[1921189,2516305],[1926461,2649604],[1949981,2373342],[1951832,2375578],[1952379,2662722],[1963199,2544903],[1965429,2545237],[1969509,2552197],[1972328,2671669],[1974463,2549794],[1980151,2552927],[1984796,2398658],[1993400,2560168],[2003733,2565679],[2005437,2684895],[2022573,2425967],[2026893,2422813],[2032906,2582374],[2034063,2428052],[2034610,2697253],[2038219,2585750],[2043726,2701357],[2045109,2702176],[2052897,2448203],[2065100,2711095],[2066593,2458821],[2079289,2611378],[2087443,2615173],[2089673,2615507],[2098707,2481015],[2105158,2624092],[2107388,2624426],[2114287,2729789],[2116422,2628983],[2126755,2500221],[2132628,2503480],[2134858,2505808],[2138938,2503084],[2141757,2740162],[2143892,2643461],[2149580,2646594],[2154225,2519184],[2155929,2745845],[2162829,2525262],[2173162,2659346],[2174866,2753388],[2185365,2758311],[2196027,2672217],[2204181,2552593],[2206411,2554921],[2212387,2679760],[2215994,2767594],[2220541,2683555],[2222771,2683889],[2226426,2567847],[2231805,2571345],[2237929,2574724],[2246083,2695913],[2248313,2696247],[2255212,2780649],[2257347,2588040],[2263798,2591542],[2266028,2593870],[2272927,2786918],[2275062,2709723],[2285395,2607246],[2287099,2792601],[2304345,2617925],[2314871,2728250],[2319255,2730337],[2324067,2630641],[2327409,2631782],[2329639,2634110],[2342698,2740710],[2350852,2646260],[2353082,2648588],[2359058,2651696],[2362665,2814394],[2367212,2752048],[2369442,2752382],[2373097,2661514],[2376341,2818896],[2378476,2665012],[2387567,2670130],[2405627,2767807],[2408146,2682208],[2413951,2685330],[2416967,2686307],[2420574,2830395],[2428815,2832527],[2438198,2698665],[2448724,2785379],[2453108,2787466],[2457920,2711381],[2461262,2712522],[2463492,2714850],[2469144,2719018],[2471676,2719231],[2483863,2846748],[2489871,2729234],[2500742,2805324],[2508093,2738623],[2526153,2814607],[2528672,2750701],[2534477,2753823],[2537493,2754800],[2544630,2760317],[2557206,2765443],[2562413,2768526],[2572236,2830608],[2576169,2776147],[2578701,2776360],[2596896,2786363],[2610885,2794325],[2619370,2798272],[2621902,2798485],[2638297,2807117],[2656080,2815326],[2675739,2825033],[2691625,2831931],[2723575,2846152] ] cell #5148 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [499433],[590428],[612055],[689557],[701127],[713656],[732244],[772680],[793373],[803482],[809244],[822655],[872500],[879616],[885378],[901673],[917859],[918039],[923964],[935332],[942109],[962878],[983227],[997887],[998067],[1003992],[1013828],[1036238],[1037566],[1038233],[1051230],[1058346],[1064108],[1085063],[1085243],[1095464],[1100109],[1116940],[1119359],[1120687],[1121354],[1131821],[1149149],[1160602],[1162620],[1169498],[1184158],[1184338],[1190263],[1198479],[1210883],[1211550],[1216126],[1226246],[1237988],[1245923],[1247941],[1254819],[1258718],[1276890],[1277070],[1287291],[1288963],[1291936],[1308767],[1311186],[1312514],[1313181],[1327117],[1331926],[1338859],[1339979],[1340172],[1344764],[1360851],[1366756],[1375525],[1378498],[1388510],[1393709],[1406113],[1406780],[1411356],[1421476],[1433218],[1441153],[1443171],[1450049],[1455066],[1457879],[1462645],[1468773],[1469893],[1471718],[1475316],[1480515],[1490635],[1502377],[1508282],[1523493],[1528302],[1535235],[1536355],[1536548],[1541140],[1557227],[1563132],[1571901],[1574874],[1585863],[1596348],[1599161],[1601415],[1610055],[1617824],[1620637],[1631531],[1634476],[1643273],[1650296],[1653109],[1657875],[1664003],[1665123],[1666948],[1670546],[1675745],[1676865],[1685865],[1697607],[1703512],[1725132],[1725367],[1735617],[1738430],[1745978],[1756463],[1759276],[1761530],[1763355],[1770170],[1777690],[1788175],[1790988],[1793242],[1801882],[1803002],[1804827],[1809651],[1812464],[1823358],[1826303],[1835100],[1860811],[1874866],[1880802],[1881037],[1886864],[1891287],[1894100],[1911403],[1911638],[1921888],[1924701],[1926955],[1932249],[1942734],[1945547],[1947801],[1949626],[1956441],[1959386],[1968743],[1994722],[1994957],[1998084],[2006166],[2010368],[2039541],[2039776],[2053596],[2059532],[2059767],[2065594],[2070017],[2072830],[2075084],[2080456],[2084433],[2111820],[2127454],[2138172],[2164151],[2164386],[2167513],[2175595],[2179797],[2180032],[2189693],[2209725],[2218117],[2233127],[2233362],[2239096],[2243073],[2243308],[2270460],[2290829],[2305512],[2309489],[2309724],[2336364],[2364788],[2397229],[2424682],[2479730], [658143,1117437],[748430,1493690],[762391,1244418],[762891,1244598],[816783,1309264],[825883,1582522],[859503,1623636],[869749,1370931],[874033,1373255],[874256,1373922],[931820,1439648],[932320,1439828],[941027,1450546],[942265,1711988],[961660,1208559],[976349,1750717],[985329,1495444],[987641,1501297],[992164,1503690],[1035284,1287788],[1048479,1567307],[1052763,1569631],[1052986,1570298],[1062440,1581304],[1062940,1581484],[1063858,1837548],[1069519,1586924],[1083933,1337779],[1097136,1868131],[1108364,1625403],[1110062,1630208],[1147931,1403789],[1159835,1417786],[1160335,1417966],[1171600,1690674],[1173912,1696527],[1178435,1698920],[1182169,1950478],[1188442,1710011],[1188665,1710678],[1193280,1962388],[1195854,1716105],[1207012,1726193],[1209748,1467450],[1228874,1747039],[1235015,1753216],[1261346,1778751],[1263919,2023070],[1275760,1534155],[1280330,1286570],[1287894,1547639],[1288117,1548306],[1300191,1817230],[1301889,1822035],[1310869,1828167],[1317704,1836413],[1324863,1842099],[1331829,1593101],[1333660,2086632],[1336234,1851784],[1347392,1861872],[1349965,2099204],[1358226,1871775],[1369384,1881863],[1373063,2117979],[1391084,1902376],[1393392,1904427],[1402242,1912464],[1404978,1662680],[1408992,1668812],[1410276,1416656],[1418070,1677058],[1424104,1933310],[1426677,2163326],[1430245,1939487],[1441473,1950313],[1454969,1714959],[1466519,1972719],[1477890,1982404],[1480198,1984455],[1488381,1991656],[1499752,2001341],[1503180,2004432],[1510910,2011429],[1513483,2232302],[1521239,2020829],[1522954,1779791],[1523813,2022905],[1528205,1784928],[1530036,2245272],[1532610,2030514],[1539439,1795754],[1539817,1546504],[1543768,2040602],[1546341,2257844],[1554602,2050505],[1556910,2052556],[1565760,2060593],[1569439,2276619],[1602923,2092987],[1607801,2096963],[1609516,1862912],[1610375,2099039],[1617727,1870629],[1629277,2114678],[1632971,2117744],[1635612,2324564],[1640648,2124363],[1642956,2126414],[1650199,1901230],[1652556,1903366],[1661749,2142148],[1668347,1668715],[1673120,2151833],[1675428,2153884],[1683611,2161085],[1685326,1934350],[1686185,2163161],[1694982,2170770],[1698410,2173861],[1706140,2180858],[1708713,2378973],[1709819,2380033],[1725595,2197194],[1731514,2201171],[1735520,1981258],[1737877,1983394],[1763038,2226085],[1767916,2230061],[1769631,2012469],[1770490,2232137],[1779326,1779694],[1794750,2251627],[1799628,2255603],[1802202,2257679],[1805963,2443577],[1809554,2049359],[1811911,2051495],[1821104,2273318],[1824798,2276384],[1827439,2458417],[1832475,2283003],[1834783,2285054],[1835903,2286094],[1851207,2298011],[1856609,2301506],[1862447,1862815],[1877209,2110702],[1881265,2320422],[1887184,2324399],[1891190,2123217],[1893547,2125353],[1911866,2343865],[1917785,2347842],[1928463,2356396],[1933885,1934253],[1949309,2372756],[1954187,2376732],[1956761,2378808],[1957881,2379798],[1968646,2193188],[1969861,2389294],[1971582,2390047],[1995185,2213554],[1996964,2217531],[2000764,2410633],[2012004,2012372],[2029937,2431864],[2035339,2435359],[2040004,2439365],[2045923,2443342],[2059995,2454275],[2065914,2458252],[2079641,2290076],[2085019,2472988],[2109064,2312921],[2110237,2110605],[2113541,2491610],[2139290,2509820],[2141011,2510573],[2151256,2517755],[2170193,2531159],[2188508,2383305],[2210643,2212739],[2215248,2403451],[2243659,2580013],[2254466,2586755],[2272181,2598635],[2310139,2311736] ] cell #5149 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037765,1552028],[1120886,1638074],[1211082,1730046],[1312713,1829901],[1335420,1851006],[1373454,1885716],[1406312,1916317],[1465790,1971736],[1498938,2000563],[1531796,2029736],[1547838,2044455],[1569830,2064446],[1622397,2108863],[1628548,2113695],[1661020,2141165],[1672306,2151055],[1694168,2169992],[1710210,2184711],[1750163,2215402],[1798899,2254620],[1801388,2256901],[1814224,2267503],[1820375,2272335],[1831661,2282225],[1837747,2287828],[1895860,2331114],[1907855,2340227],[1923972,2352276],[1936434,2362073],[1950747,2373874],[1953458,2375749],[1955947,2378030],[1987883,2401092],[2014553,2419982],[2023339,2426499],[2025961,2428223],[2055984,2450637],[2066636,2458838],[2072101,2462686],[2099473,2481547],[2102095,2483271],[2129842,2502655],[2132992,2503592],[2134901,2505825],[2163595,2525794],[2166217,2527518],[2176603,2535358],[2204545,2552705],[2206454,2554938],[2232571,2571877],[2235193,2573601],[2237972,2574741],[2240007,2576724],[2264162,2591654],[2266071,2593887],[2304388,2617942],[2306423,2619925],[2327773,2631894],[2329682,2634127],[2335331,2637123],[2359101,2651713],[2361136,2653696],[2387931,2670242],[2396196,2674565],[2417010,2686324],[2419045,2688307],[2445741,2703385],[2471719,2719248],[2497759,2732685],[2546847,2760499], [1031324,1801343,2041642],[1079333,1596251,1850638],[1099689,1355652,2104347],[1156072,1924148,2152823],[1186994,1955902,2181898],[1237568,1497178,2219730],[1238688,1756366,2000195],[1271160,1788078,2029368],[1283932,2041177,2041545],[1299172,2055939,2269342],[1316187,2072277,2283993],[1339559,1600267,2299938],[1361551,1874769,2108495],[1385734,2129797,2332953],[1412056,1921791,2150687],[1422326,2164614,2360225],[1429529,2166393,2364202],[1432798,1692408,2366401],[1433918,1942637,2169624],[1446690,2181433,2181801],[1467173,1725200,2392400],[1489035,1994790,2211853],[1503077,1760382,2223878],[1503497,1761036,2224246],[1509132,2233590,2418134],[1516335,2235369,2422111],[1535935,1792094,2433791],[1552074,2267549,2446465],[1552886,2267704,2446774],[1557927,2053499,2267135],[1559874,2268877,2269245],[1575574,2069920,2281857],[1582110,2076592,2466806],[1596418,1597353,2475841],[1602265,2309952,2477614],[1618829,1874936,2311331],[1629931,1880870,2318721],[1632651,1884987,2322270],[1638120,2331160,2498483],[1638932,2331315,2498792],[1643973,2127357,2330746],[1645920,2332488,2332856],[1656768,2138075,2339859],[1662403,1911471,2512926],[1676445,1925807,2519682],[1680171,2357314,2359410],[1681299,2361919,2523977],[1681417,2362482,2524129],[1684265,2164219,2358524],[1698307,1946653,2370549],[1698727,1947307,2370917],[1704362,2180260,2538660],[1711565,2186179,2542637],[1730092,2401138,2551675],[1730904,2401293,2551984],[1742089,2209628,2400724],[1756533,1757468,2409043],[1762380,2412947,2567944],[1764476,2415223,2417319],[1765604,2419828,2570060],[1765722,2420391,2570212],[1768570,2233195,2416433],[1777134,2238281,2423929],[1788245,1789180,2582866],[1794092,2243536,2584639],[1800282,2039609,2589108],[1806270,2443992,2445589],[1808026,2448323,2592743],[1810656,2053666,2445184],[1821758,2059600,2452574],[1824478,2063717,2456123],[1829947,2282271,2605508],[1830759,2282426,2605817],[1835800,2073936,2464599],[1836220,2074590,2464967],[1844609,2470090,2472028],[1851052,2297702,2614943],[1855376,2483117,2616965],[1855494,2483680,2617117],[1857263,2309557,2476624],[1860255,2304697,2478977],[1885762,2493829,2630864],[1886574,2324833,2631173],[1887906,2496010,2497607],[1889662,2500341,2632983],[1892292,2127524,2497202],[1900166,2335179,2503831],[1916363,2340273,2645342],[1917175,2340428,2645651],[1921958,1922893,2649464],[1925355,2152891,2650247],[1927805,2519281,2651237],[1928360,2156658,2521250],[1928780,2157312,2521618],[1929055,2522003,2523386],[1942804,1943739,2529569],[1948651,2533473,2661611],[1951875,2375595,2663727],[1951993,2376158,2663879],[1954841,2179865,2536959],[1957561,2183982,2540508],[1960522,2542802,2542872],[1965472,2545254,2546695],[1969552,2552214,2671131],[1972145,2390199,2672007],[1975229,2397940,2550046],[1976261,2556805,2673741],[1977851,2209795,2551026],[1980194,2396044,2552944],[1994166,2560420,2562358],[2000609,2410324,2683325],[2004933,2413994,2685347],[2005051,2566096,2685499],[2006820,2422179,2566954],[2007174,2568086,2569469],[2018909,2424091,2575015],[2029782,2431555,2695683],[2034106,2428069,2697705],[2034224,2428632,2697857],[2035993,2243141,2583649],[2038985,2252745,2586002],[2041712,2042647,2702036],[2044501,2588263,2702685],[2045313,2258113,2588572],[2045603,2260735,2590296],[2064492,2600854,2711604],[2065304,2458686,2711913],[2068392,2460861,2713723],[2070087,2071022,2604227],[2073484,2284061,2716509],[2075934,2607343,2608131],[2076909,2288482,2609680],[2079332,2610292,2611395],[2081367,2611669,2612902],[2085171,2617612,2720052],[2087042,2473838,2720542],[2087807,2306300,2615285],[2089716,2480362,2615524],[2095043,2479139,2618216],[2107431,2624443,2625884],[2108909,2312612,2623862],[2111511,2489914,2729251],[2114104,2491762,2730127],[2117188,2499503,2629235],[2118220,2495076,2731861],[2119810,2333023,2630215],[2138242,2147280,2644693],[2138981,2503101,2739624],[2141574,2510725,2740500],[2144658,2337075,2643713],[2145690,2507692,2742234],[2148576,2351216,2646372],[2149623,2348428,2646611],[2151101,2517446,2744275],[2152988,2153058,2744617],[2155425,2353125,2648605],[2155543,2648757,2746449],[2170038,2530850,2751818],[2174362,2534520,2753840],[2174480,2659763,2753992],[2176249,2364270,2660621],[2181968,2182903,2758171],[2184757,2665235,2665946],[2185569,2379242,2665544],[2185859,2381864,2667268],[2188660,2668201,2669086],[2189384,2544673,2760334],[2193892,2547946,2761086],[2196070,2397631,2672234],[2198105,2554347,2672508],[2212430,2678674,2679777],[2214465,2680051,2681284],[2215811,2403603,2679550],[2218269,2562696,2768628],[2220140,2564168,2769118],[2220905,2418922,2683667],[2222814,2570692,2683906],[2239884,2246447,2696025],[2243811,2574411,2777181],[2245682,2580863,2777671],[2248356,2425314,2696264],[2252436,2438241,2698682],[2253683,2436063,2698956],[2255029,2586907,2780987],[2259145,2440276,2700665],[2269412,2278450,2710955],[2270151,2596939,2786380],[2272744,2598787,2787256],[2275828,2447485,2709975],[2276860,2602101,2788990],[2279746,2461626,2712634],[2284158,2284228,2791373],[2286595,2463535,2714867],[2286713,2715019,2715651],[2290238,2467990,2717624],[2290981,2611168,2794427],[2296978,2480514,2720937],[2311888,2726321,2727206],[2314470,2485718,2726811],[2315235,2489494,2728362],[2317120,2626409,2800967],[2319298,2499194,2730354],[2321333,2633536,2730628],[2336055,2638340,2807134],[2336766,2342741,2740727],[2337890,2508457,2738735],[2340563,2641613,2807886],[2344776,2505234,2741001],[2348580,2516722,2743058],[2350451,2647461,2810804],[2361013,2367576,2752160],[2364367,2364437,2815115],[2364940,2656363,2815428],[2366811,2657835,2815918],[2369485,2524609,2752399],[2373565,2537536,2754817],[2380274,2539571,2756800],[2384155,2668691,2821991],[2396920,2675782,2825050],[2398755,2557570,2765555],[2401477,2402860,2766200],[2405670,2562049,2767824],[2409600,2570844,2769513],[2422276,2422346,2831116],[2424834,2691908,2832033],[2425466,2430831,2778066],[2426190,2578744,2776377],[2447176,2453151,2787483],[2448300,2449088,2785491],[2450973,2707149,2838573],[2455186,2593296,2787757],[2458990,2604784,2789814],[2479882,2723858,2846254],[2481238,2621945,2798502],[2487646,2626036,2800380],[2500318,2501106,2805436],[2504681,2737184,2851587],[2505977,2640514,2807299],[2524761,2530126,2816313],[2525485,2526196,2814624],[2553794,2764004,2862634],[2555090,2677956,2825215],[2571568,2572279,2830625],[2594039,2594671,2837986],[2634279,2634911,2850562] ] cell #5150 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [1205544],[1367916],[1400774],[1414315],[1491795],[1542300],[1544761],[1564292],[1577833],[1616824],[1632691],[1673960],[1687025],[1689543],[1704672],[1707133],[1744934],[1755463],[1771330],[1773848],[1783792],[1808651],[1809048],[1816099],[1824518],[1833315],[1854915],[1866913],[1879758],[1890287],[1890684],[1897735],[1899879],[1931205],[1931371],[1931669],[1938351],[1941734],[1957601],[1960119],[1975731],[1976886],[1977283],[1979907],[2009324],[2009490],[2009788],[2016470],[2018135],[2033645],[2045643],[2048008],[2048194],[2048645],[2058488],[2069017],[2069414],[2076465],[2089429],[2091872],[2092038],[2092336],[2094269],[2118845],[2121866],[2122052],[2122503],[2130805],[2145160],[2146315],[2146712],[2149336],[2154964],[2158391],[2159099],[2178753],[2178919],[2179217],[2185899],[2192767],[2196325],[2197331],[2199790],[2200241],[2202358],[2222527],[2224970],[2227367],[2228075],[2248069],[2250512],[2250678],[2250976],[2252909],[2258615],[2259770],[2261975],[2277485],[2280506],[2280692],[2281143],[2293521],[2295371],[2296929],[2298138],[2300382],[2315995],[2319553],[2320559],[2325586],[2339438],[2342996],[2344002],[2346461],[2346912],[2349029],[2352838],[2355281],[2369198],[2371641],[2374038],[2374746],[2380899],[2383923],[2386532],[2388194],[2389543],[2400303],[2405925],[2406143],[2409551],[2410760],[2427374],[2429224],[2430782],[2431991],[2434235],[2438496],[2439502],[2449848],[2453406],[2454412],[2459439],[2463248],[2465691],[2468514],[2482422],[2485486],[2487597],[2488095],[2491106],[2501866],[2504449],[2507058],[2508720],[2510069],[2516673],[2517882],[2526451],[2526669],[2528080],[2530077],[2531286],[2537791],[2538797],[2553562],[2556171],[2558844],[2560669],[2572534],[2572752],[2574163],[2575539],[2578999],[2586251],[2592511],[2594622],[2595120],[2595868],[2598131],[2604735],[2605944],[2618740],[2622200],[2632751],[2634862],[2635360],[2636108],[2640465],[2651521],[2652511],[2654336],[2655441],[2663223],[2670623],[2677907],[2686132],[2687122],[2688947],[2690052],[2691335],[2693729],[2703233],[2718783],[2719643],[2723285],[2725679],[2732533],[2736936],[2746842],[2760129],[2763756],[2771233],[2774896],[2794161],[2797021], [1633502,2119242],[1745100,2406741],[1760494,2225136],[1761247,2225434],[1825329,2277882],[1838321,2288578],[1869915,2488595],[1879924,2321157],[1884596,2323018],[1884668,2323469],[1885408,2494084],[1946765,2371807],[1947518,2372105],[1958412,2381296],[1960376,2382185],[1961376,2668321],[1972075,2548947],[1975897,2197929],[1989670,2561069],[1998621,2407993],[1999481,2411260],[2003945,2413004],[2004051,2566047],[2046454,2260167],[2058654,2455010],[2063326,2456871],[2063398,2457322],[2064138,2601109],[2074048,2465857],[2074801,2466155],[2076287,2466297],[2082643,2468991],[2085620,2720172],[2087453,2614786],[2090996,2298638],[2103335,2622371],[2112281,2489757],[2112692,2492138],[2114034,2628136],[2117367,2629484],[2141504,2642614],[2145326,2344600],[2156770,2355447],[2157523,2355745],[2168050,2528519],[2168910,2531786],[2173374,2533530],[2173480,2659714],[2178197,2535705],[2183591,2541256],[2183663,2541707],[2184403,2666201],[2191653,2544516],[2195795,2671781],[2198901,2390575],[2215741,2559321],[2218718,2562470],[2220551,2683168],[2241283,2576016],[2242463,2577071],[2244260,2777301],[2246093,2695526],[2249636,2432491],[2253507,2258781],[2254959,2699957],[2257069,2701012],[2260344,2441961],[2260416,2442412],[2261156,2702940],[2270921,2596782],[2271332,2599163],[2272674,2708876],[2276007,2710224],[2280283,2603177],[2285607,2608188],[2285713,2715602],[2292773,2610942],[2295276,2472140],[2307699,2619217],[2308879,2620272],[2314881,2623705],[2319023,2729901],[2338324,2638183],[2339215,2639063],[2342466,2740274],[2345572,2511101],[2348879,2515115],[2349529,2354405],[2350862,2744118],[2352615,2744998],[2355909,2520126],[2356015,2746400],[2362412,2652988],[2363592,2654043],[2365389,2656137],[2367222,2751661],[2374335,2661874],[2376088,2756092],[2378198,2757147],[2379421,2757440],[2383828,2544003],[2399189,2675625],[2400080,2676505],[2405395,2679324],[2420321,2687599],[2421501,2688654],[2425765,2576492],[2426626,2691682],[2427671,2692530],[2428562,2779603],[2429129,2579165],[2436432,2584902],[2436538,2780414],[2436550,2441072],[2437966,2780761],[2439799,2781609],[2442965,2782808],[2448734,2704445],[2449625,2705325],[2450805,2789337],[2452876,2787030],[2461272,2790874],[2463025,2791754],[2480813,2619693],[2481674,2723632],[2482719,2724480],[2483610,2722474],[2485391,2623192],[2500752,2733745],[2501643,2734625],[2502823,2732208],[2504354,2637670],[2505603,2638586],[2505709,2809045],[2508103,2809905],[2514826,2515020],[2515223,2810556],[2525060,2653464],[2525921,2747817],[2526966,2748665],[2527857,2817850],[2537261,2819008],[2539094,2819856],[2553467,2675112],[2554716,2676028],[2554822,2762245],[2557216,2763105],[2571143,2688075],[2572004,2772208],[2573049,2773056],[2573940,2771050],[2576203,2576397],[2576600,2833527],[2578469,2834109],[2584663,2834627],[2592416,2703932],[2593665,2704848],[2593771,2839732],[2596165,2840592],[2619404,2619598],[2619801,2795921],[2621670,2796503],[2626335,2728743],[2632656,2733232],[2633905,2734148],[2634011,2802126],[2636405,2802986],[2636971,2852277],[2638347,2852681],[2653175,2653369],[2653572,2857640],[2670528,2760711],[2674413,2822681],[2675789,2823085],[2681653,2768219],[2681759,2767359],[2687786,2687980],[2688183,2828044],[2690707,2867225],[2704609,2871204],[2718493,2793757],[2722657,2844453],[2728454,2728648],[2728851,2800010],[2733909,2848432],[2759791,2821550],[2766163,2767069],[2767980,2826284],[2799081,2799672] ] cell #5151 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1552163],[1638209],[1730181],[1830036],[1851073],[1885851],[1916452],[1971782],[2000630],[2029803],[2044590],[2064581],[2108930],[2113741],[2141211],[2151122],[2170059],[2184846],[2215448],[2254666],[2256968],[2267570],[2272381],[2282292],[2287963],[2331181],[2340294],[2352322],[2362119],[2374659],[2375795],[2378097],[2401159],[2420028],[2427995],[2428269],[2450704],[2459428],[2462732],[2483043],[2483317],[2502722],[2503638],[2507047],[2527290],[2527564],[2535876],[2552751],[2556160],[2573373],[2573647],[2574772],[2577795],[2591700],[2595109],[2617973],[2620996],[2631940],[2635349],[2637148],[2651744],[2654767],[2670288],[2674590],[2686355],[2689378],[2703410],[2719279],[2732710],[2760524], [1334901,1850588,2087218],[1355787,1616355,1869649],[1497313,1754994,1999215],[1498419,2000145,2220316],[1531277,2029318,2245858],[1600402,1854446,2090730],[1621878,2108445,2314646],[1671787,2150637,2350627],[1692543,1941265,2168644],[1693649,2169574,2366987],[1726233,1972027,2196867],[1747079,2213227,2215693],[1760517,2004003,2223828],[1761179,2004472,2224313],[1792229,2033176,2249370],[1800869,2256483,2439564],[1801040,2041783,2439672],[1813705,2267085,2448499],[1831142,2281807,2461037],[1850909,1851730,2297737],[1871721,2108766,2312647],[1881903,2113986,2320095],[1884658,2117690,2322316],[1885475,2494923,2636729],[1895341,2330696,2500517],[1907336,2339809,2507868],[1912504,2141456,2343538],[1923872,2152958,2518034],[1925942,2154495,2354139],[1933350,2359898,2362364],[1946788,2173432,2370499],[1947450,2173901,2370984],[1955428,2377612,2538859],[1955599,2182039,2538967],[1987364,2400674,2556981],[2000466,2001287,2410359],[2003994,2566534,2690041],[2011469,2417807,2420273],[2018756,2423441,2574862],[2029639,2030460,2431590],[2040642,2254911,2439038],[2050451,2267406,2446500],[2055465,2450219,2595930],[2055636,2269483,2596038],[2060633,2272626,2453948],[2063388,2276330,2456169],[2064205,2596489,2601948],[2072001,2284128,2606096],[2074071,2285665,2464549],[2074733,2286134,2465034],[2076778,2466846,2609747],[2093027,2477287,2483562],[2094890,2478489,2618063],[2112330,2626892,2732522],[2117314,2629915,2735851],[2124309,2331017,2498518],[2129323,2502237,2636170],[2129494,2333094,2636278],[2130794,2503451,2637049],[2150958,2151779,2517481],[2153129,2352652,2648361],[2153924,2352567,2518954],[2156793,2355967,2521200],[2157455,2356436,2521685],[2159012,2522736,2651834],[2159903,2362736,2652250],[2166117,2364337,2655593],[2169895,2170716,2530885],[2173423,2655430,2660201],[2180898,2376040,2538333],[2183653,2379744,2540554],[2184470,2539418,2667040],[2186000,2542583,2667314],[2191702,2669782,2760118],[2197952,2549558,2554774],[2201117,2400995,2551710],[2202347,2552564,2674491],[2218997,2682133,2771330],[2226125,2567617,2573892],[2227988,2568819,2686445],[2228879,2420645,2686861],[2235093,2422246,2690204],[2236312,2574697,2690886],[2251667,2428514,2584312],[2253530,2436490,2585514],[2256804,2257625,2588298],[2260406,2443288,2590342],[2261223,2440123,2590068],[2261964,2591513,2703311],[2263069,2448783,2703746],[2263344,2449058,2703836],[2270970,2703222,2707632],[2275954,2706551,2710655],[2280607,2605120,2712680],[2282128,2282949,2605543],[2284299,2463062,2714623],[2285094,2462977,2607016],[2285656,2605933,2716089],[2288134,2288206,2717018],[2293052,2718943,2794258],[2294142,2612805,2719369],[2297314,2480875,2615331],[2298127,2615144,2619394],[2301186,2483934,2722139],[2302728,2617898,2722836],[2317638,2729105,2803160],[2321180,2628747,2633963],[2324345,2502558,2630899],[2325575,2631753,2732611],[2326680,2500801,2733046],[2326955,2501076,2733136],[2338373,2736925,2738275],[2339539,2640850,2738781],[2340130,2347788,2645377],[2344623,2505661,2643225],[2348941,2517058,2646418],[2349018,2514816,2646231],[2355958,2517871,2649827],[2357441,2651669,2747021],[2358104,2525910,2747258],[2358394,2526200,2747357],[2364508,2527894,2750124],[2365668,2746939,2750626],[2372796,2527809,2661284],[2374384,2663212,2754848],[2375550,2376412,2755354],[2377933,2378754,2665270],[2379368,2664286,2757871],[2381764,2381834,2758697],[2385858,2760188,2821866],[2386521,2670101,2760425],[2389532,2554765,2672265],[2390606,2672190,2675794],[2393085,2557265,2762741],[2393360,2557540,2762831],[2399238,2763745,2765095],[2400404,2678292,2765601],[2406764,2681187,2681711],[2409936,2571205,2683713],[2410749,2683526,2687776],[2415350,2686280,2771412],[2416013,2571993,2771649],[2416303,2572283,2771748],[2422417,2573977,2774515],[2425827,2431167,2696071],[2426905,2774993,2776072],[2427720,2693718,2776408],[2428886,2435039,2779268],[2431980,2576193,2695884],[2436481,2586240,2698713],[2436581,2584668,2698638],[2442912,2587314,2701736],[2444884,2594446,2783533],[2449949,2595007,2785537],[2450540,2458198,2711639],[2451491,2783215,2786234],[2455033,2593723,2709487],[2459718,2713276,2789839],[2460533,2461321,2790175],[2460808,2461596,2790265],[2467747,2718482,2793747],[2470770,2719204,2794510],[2473391,2619748,2720962],[2476204,2621659,2796217],[2476494,2621949,2796316],[2481953,2797118,2798197],[2482768,2725668,2798533],[2487982,2626397,2728408],[2488084,2728221,2728444],[2491095,2633954,2730385],[2492169,2730310,2733914],[2496902,2634686,2803478],[2501967,2635247,2805482],[2505652,2510058,2740758],[2506384,2806153,2806988],[2507337,2738901,2807324],[2508152,2513611,2809541],[2508427,2513886,2809631],[2511132,2638352,2740683],[2515170,2647014,2743083],[2525122,2530462,2752206],[2527015,2654325,2814655],[2531275,2653165,2752019],[2536539,2537250,2818449],[2536829,2537540,2818548],[2543481,2759888,2821561],[2547703,2674402,2822671],[2550726,2677731,2823434],[2555497,2824069,2824904],[2556450,2765721,2825240],[2558077,2766153,2767058],[2560658,2681702,2767855],[2561100,2767780,2767985],[2563721,2688130,2769538],[2573098,2688936,2830656],[2576547,2580416,2778091],[2578458,2583229,2833823],[2578748,2583519,2833922],[2593714,2598120,2787514],[2595399,2705586,2838011],[2599194,2704614,2787439],[2603927,2604559,2841084],[2613751,2722754,2844464],[2622670,2799092,2799769],[2624846,2728798,2800405],[2635639,2734886,2850587],[2636960,2641370,2852267],[2640289,2644393,2853030],[2653519,2657388,2816338],[2690804,2694491,2867236], [2004849,2004852,2413808,2566432,2574264,2770715],[2077672,2467672,2610146,2793732,2794022,2843645],[2087502,2300020,2474809,2619850,2721633,2795910],[2104429,2314930,2623006,2625711,2728900,2799999],[2117416,2117471,2494648,2629473,2636454,2802622],[2174278,2174281,2528181,2534334,2660099,2817515],[2186424,2186427,2382007,2542943,2667644,2821315],[2194410,2547628,2670985,2763279,2822656,2861385],[2196074,2392270,2549478,2676139,2762405,2823182],[2210770,2558002,2678528,2766138,2825710,2826145],[2211723,2405674,2678864,2681107,2768330,2826381],[2219812,2220600,2565139,2682469,2688232,2828033],[2223698,2223748,2566824,2684309,2690331,2828439],[2246142,2433873,2576649,2581834,2778762,2833516],[2276056,2276111,2596214,2601673,2710213,2840228],[2286511,2286514,2463349,2608992,2715987,2843088],[2296753,2475541,2614955,2723903,2795980,2844769],[2311031,2487421,2726404,2728032,2800528,2847213],[2318591,2319302,2628667,2729441,2734259,2848529],[2341081,2641295,2736459,2739478,2852252,2878479],[2342745,2512796,2638697,2643145,2809205,2852778],[2350911,2515272,2515765,2519764,2810545,2811895],[2352939,2356813,2356816,2520930,2746785,2812401],[2366483,2367271,2653621,2658806,2750962,2857629],[2370369,2370419,2655720,2660491,2752802,2858035],[2379470,2379525,2539143,2666765,2757429,2860252],[2408743,2409375,2683337,2768711,2772479,2864328],[2430606,2582566,2691953,2695695,2833586,2867541],[2438245,2585013,2585434,2588978,2834724,2835803],[2439848,2443014,2443069,2589793,2782797,2836139],[2452444,2453155,2704959,2709407,2786570,2871301],[2464419,2464469,2606223,2716379,2792015,2873359],[2516497,2645699,2646042,2649164,2853665,2854500],[2518161,2521070,2521120,2650117,2812521,2854836],[2529269,2529901,2748088,2751830,2815511,2881422] ] cell #5152 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037908,1808313],[1121029,1889949],[1211225,1976548],[1312856,2068679],[1335489,2087642],[1373597,2118507],[1406455,2145977],[1465584,2195844],[1499007,2220740],[1531865,2246282],[1547981,2259432],[1569973,2277147],[1622466,2315070],[1628342,2319072],[1660814,2342515],[1672375,2351051],[1694237,2367411],[1710353,2380561],[1749957,2405444],[1798693,2438015],[1801457,2439988],[1814293,2448923],[1820169,2452925],[1831730,2461461],[1837890,2466508],[1895929,2500941],[1907924,2508292],[1923766,2517931],[1936228,2525970],[1951784,2536423],[1953252,2537310],[1956016,2539283],[1987952,2557405],[2014347,2572053],[2025366,2578342],[2025755,2578518],[2056053,2596354],[2067532,2603425],[2071895,2605993],[2101500,2621543],[2101889,2621719],[2129911,2636594],[2131418,2637220],[2136727,2639787],[2165622,2655314],[2166011,2655490],[2177436,2662093],[2202971,2674662],[2208280,2677229],[2234598,2689925],[2234987,2690101],[2236723,2691003],[2241702,2693152],[2262588,2703482],[2267897,2706049],[2303139,2722953],[2308118,2725102],[2326199,2732782],[2331508,2735349],[2334227,2736676],[2357852,2747138],[2362831,2749287],[2387145,2760596],[2395092,2763496],[2415761,2771529],[2420740,2773678],[2444637,2783432],[2471181,2794627],[2496655,2803377],[2546375,2822212], [840266,1596050,2087272],[859178,1616486,2311278],[987316,1755125,2408990],[988395,1756165,2220370],[1018996,1787877,2245912],[1083608,1854577,2475788],[1105084,1874568,2314700],[1153820,1921590,2350681],[1173587,1941396,2529516],[1174666,1942436,2367041],[1207124,1972951,2550501],[1228986,1991888,2402600],[1242963,2004134,2412412],[1275435,2033307,2582813],[1284075,2041344,2256330],[1284227,2041506,2041789],[1296911,2053298,2448553],[1313935,2069719,2461091],[1336266,1851881,2616062],[1358258,1871872,2484930],[1369496,2114910,2490759],[1383473,2127156,2500571],[1396499,2137874,2507922],[1402354,2142380,2644168],[1414288,2152690,2152948],[1416331,2154626,2649411],[1424216,2161317,2523126],[1438193,2173563,2532938],[1446833,2181600,2377459],[1446985,2181762,2182045],[1483305,2209427,2557035],[1499784,2001438,2563380],[1503292,1761105,2412782],[1511022,2230293,2569209],[1518836,2236859,2575224],[1532642,2030611,2696802],[1543880,2255835,2701511],[1554634,2050602,2591955],[1560017,2269044,2450066],[1560169,2269206,2269489],[1565872,2273550,2597784],[1577806,2283860,2284118],[1579849,2285796,2607596],[1603035,2301738,2616667],[1605398,2303275,2618425],[1633003,1884781,2493603],[1640680,2124460,2632195],[1646063,2332655,2502084],[1646215,2332817,2333100],[1647811,2333972,2637424],[1673152,2151930,2745394],[1675540,2353491,2745999],[1678535,2356098,2650702],[1681208,2357988,2522212],[1682297,2358728,2362742],[1689516,2364069,2364327],[1695014,2170867,2657047],[1698522,1947376,2533308],[1706252,2376964,2662876],[1727643,2391153,2672717],[1731546,2201268,2673429],[1733132,2394837,2674866],[1763150,2414360,2685049],[1765513,2415897,2568295],[1766602,2416637,2420651],[1773821,2421978,2422236],[1775329,2423048,2691179],[1794862,2435591,2697407],[1797225,2437128,2699165],[1802234,2257776,2782409],[1807166,2444382,2591134],[1808233,2445295,2448903],[1809021,2445431,2449048],[1824830,2063511,2600628],[1832507,2283100,2712935],[1834895,2463901,2792755],[1836015,2074659,2607966],[1838042,2288212,2466670],[1846636,2471317,2611878],[1851239,2298751,2721034],[1852390,2474407,2721238],[1856374,2476828,2483940],[1858450,2478096,2723129],[1883313,2492716,2730837],[1887216,2324496,2731549],[1888802,2496400,2631374],[1889869,2497313,2500921],[1890657,2497449,2501066],[1913914,2511679,2741210],[1917817,2347939,2741922],[1919403,2515363,2743359],[1924180,2352800,2811296],[1928575,2157381,2651072],[1929888,2522343,2651365],[1930875,2522849,2525879],[1930879,2523104,2526305],[1949421,2534886,2753542],[1952873,2376418,2537163],[1956793,2378905,2820656],[1957913,2183776,2665720],[1960092,2381824,2542504],[1967298,2546120,2669387],[1971847,2391017,2761913],[1973424,2549165,2762089],[1976468,2551137,2557385],[1977256,2551273,2557530],[1996193,2561647,2680260],[2000796,2411373,2769610],[2001947,2564737,2769814],[2005931,2224479,2567158],[2008007,2568426,2685976],[2008994,2568932,2571962],[2008998,2569187,2572388],[2029969,2432604,2778163],[2031120,2581432,2778367],[2035104,2428892,2583853],[2037180,2585121,2780258],[2042052,2260140,2702283],[2045955,2260529,2702459],[2048204,2591777,2594427],[2062043,2599741,2787966],[2065946,2458349,2788678],[2068599,2461441,2604338],[2069387,2461586,2604474],[2072309,2463210,2841983],[2076704,2288551,2717334],[2078083,2610263,2718451],[2083062,2612412,2718627],[2087250,2474662,2795661],[2087622,2475952,2615767],[2091542,2616390,2621628],[2091546,2616645,2622054],[2109096,2488708,2800477],[2109257,2625309,2727507],[2113806,2492580,2801794],[2115383,2628354,2801970],[2118427,2322381,2630326],[2119215,2333363,2630462],[2122062,2632017,2634667],[2141276,2511543,2808713],[2142853,2642832,2808889],[2145897,2508272,2644804],[2146685,2508417,2644940],[2151288,2349642,2743155],[2152439,2354951,2745722],[2156423,2521851,2650451],[2166425,2528042,2856637],[2170225,2531899,2816410],[2171376,2658404,2816614],[2175360,2371150,2660825],[2178423,2537219,2662599],[2178427,2537645,2662854],[2182308,2381269,2758418],[2186211,2381658,2758594],[2186569,2382072,2667792],[2187556,2668183,2759869],[2194821,2671102,2674371],[2196179,2550479,2672695],[2199800,2673251,2677712],[2211181,2678645,2767027],[2215513,2561511,2826750],[2216160,2680794,2767203],[2220348,2564992,2827784],[2220720,2409154,2684149],[2224640,2421727,2684772],[2224644,2412390,2685027],[2235401,2574125,2866304],[2245890,2581687,2833267],[2246262,2582977,2696507],[2250182,2578427,2697130],[2250186,2578853,2697385],[2254731,2436992,2780082],[2256308,2441971,2782231],[2259352,2590407,2702147],[2267736,2595733,2838083],[2269752,2277855,2711202],[2272446,2599605,2839400],[2274023,2709094,2839576],[2277067,2456234,2711066],[2280702,2604540,2712757],[2282458,2460052,2789911],[2283609,2465361,2792478],[2287593,2465200,2716713],[2289195,2610439,2717633],[2295874,2720034,2722735],[2296734,2615884,2721090],[2310784,2726303,2799750],[2311442,2315050,2624686],[2314678,2625564,2847559],[2318049,2496253,2729222],[2319407,2490737,2730815],[2323028,2502062,2731371],[2331347,2635973,2850659],[2340460,2507671,2807396],[2341492,2636929,2739595],[2342850,2644146,2741188],[2346471,2640270,2741744],[2350659,2515618,2810296],[2351031,2646854,2649575],[2354955,2650680,2745977],[2362184,2655178,2856346],[2363818,2371311,2753265],[2367019,2658659,2857380],[2367391,2529680,2752642],[2371315,2532916,2753520],[2375860,2536287,2818329],[2377437,2541266,2820478],[2380481,2540619,2758282],[2386269,2545497,2760305],[2388413,2671278,2761095],[2401325,2556784,2825312],[2401817,2557698,2766209],[2402578,2405779,2680238],[2408496,2568273,2768610],[2409356,2563202,2769666],[2420093,2689789,2866013],[2428334,2578206,2832233],[2429727,2690785,2777163],[2430587,2696624,2778219],[2438350,2699143,2701489],[2444235,2451902,2786351],[2448531,2706304,2870331],[2450044,2456881,2788500],[2453260,2597762,2787944],[2461069,2603680,2840983],[2465365,2607574,2792733],[2470523,2611856,2794409],[2483382,2621407,2846454],[2484752,2487402,2727359],[2489976,2631226,2800976],[2500549,2735604,2877584],[2504074,2506795,2807105],[2507900,2640042,2851808],[2508939,2739771,2807895],[2516478,2743211,2745216],[2522190,2529022,2815410],[2529882,2656869,2816466],[2545614,2669239,2822000],[2553187,2555908,2825021],[2557013,2677484,2862855],[2575202,2577548,2832015],[2590986,2597001,2838582],[2618403,2620749,2846236],[2637276,2639281,2851596],[2674718,2676723,2862643] ] cell #5153 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1244681],[1335532],[1373640],[1374241],[1418049],[1439911],[1451438],[1466102],[1499050],[1503726],[1504027],[1531908],[1548024],[1548625],[1570016],[1570617],[1581567],[1582439],[1595777],[1622509],[1625439],[1628860],[1633536],[1661332],[1672418],[1677094],[1677395],[1694280],[1698956],[1699257],[1710396],[1710997],[1711163],[1716141],[1721997],[1750475],[1753373],[1755892],[1787604],[1795790],[1799211],[1803887],[1817266],[1820687],[1825363],[1828452],[1836449],[1836750],[1841100],[1842256],[1851820],[1871811],[1874295],[1877667],[1902412],[1903402],[1904712],[1908268],[1918798],[1921317],[1939644],[1942163],[1950349],[1958446],[1963745],[1972876],[1982440],[1983430],[1984740],[1988412],[1990657],[1991813],[2001377],[2004717],[2019830],[2020986],[2021916],[2022941],[2030550],[2036406],[2050541],[2051531],[2052841],[2056397],[2066927],[2078544],[2087989],[2095964],[2097120],[2098050],[2099075],[2105704],[2114835],[2117780],[2124399],[2125389],[2126699],[2133174],[2134036],[2135192],[2142305],[2151869],[2154169],[2160086],[2161242],[2162172],[2163197],[2170806],[2174146],[2195282],[2201207],[2204727],[2205589],[2206745],[2217567],[2221087],[2224035],[2226370],[2229062],[2230218],[2231148],[2232173],[2246629],[2255760],[2257715],[2264344],[2265206],[2266362],[2273475],[2276420],[2283039],[2285339],[2286379],[2294354],[2298047],[2301663],[2312957],[2316573],[2324435],[2327955],[2328817],[2329973],[2341953],[2347878],[2351398],[2353416],[2356681],[2367758],[2370706],[2373041],[2376889],[2378844],[2379834],[2383050],[2390511],[2393572],[2403915],[2406976],[2410669],[2414285],[2431900],[2435516],[2443378],[2458288],[2461808],[2463826],[2464756],[2467587],[2472733],[2473788],[2484613],[2485668],[2492074],[2511037],[2514098],[2517791],[2521407],[2531195],[2534811],[2547543],[2557917],[2564118],[2579758],[2580813],[2587219],[2599099],[2641210],[2647411],[2657785], [590511,1284528],[627624,1598269],[689906,1414549],[713739,1447286],[758794,1758384],[786264,1790096],[796803,1544347],[809327,1560470],[823004,1578067],[864467,1875708],[885461,1646516],[909286,1669654],[918122,1687858],[924313,1689777],[928223,1944655],[938762,1706719],[977211,1990310],[992605,2005274],[998150,1772163],[1004341,1774082],[1037951,1814336],[1038552,1814412],[1043197,2054438],[1044831,1815685],[1058843,1829009],[1064191,1582198],[1085326,1867746],[1099559,2104305],[1110924,2113332],[1121072,1895972],[1121673,1896048],[1126318,2128296],[1127952,1897321],[1138976,1906309],[1161371,1929629],[1162656,1935917],[1162957,1936746],[1163482,2159739],[1178876,2174703],[1184421,1705505],[1190612,1711617],[1210610,2199541],[1211268,1987995],[1211869,1988071],[1223281,1986337],[1237438,2219688],[1246692,2007748],[1247977,2014036],[1248278,2014865],[1248803,2228715],[1259487,2019483],[1277153,1784625],[1288999,2046819],[1290996,2053025],[1291386,2262945],[1302751,2271972],[1312899,1831773],[1313500,1831849],[1318145,2286936],[1319779,1837590],[1327886,2081941],[1339429,2299896],[1340208,2101578],[1340509,2102407],[1341034,2301022],[1345533,2095617],[1375561,2120677],[1377558,2126883],[1377948,2326556],[1388546,2131775],[1405840,2346212],[1406498,1907967],[1407099,1908043],[1418511,2155766],[1419221,2157841],[1432668,2366359],[1441922,1950590],[1443207,1952941],[1443508,1953770],[1444033,2375386],[1457915,2190790],[1462681,2202032],[1469542,2198679],[1470778,2209154],[1471168,2392961],[1475352,2203328],[1491404,2215039],[1504552,2413644],[1506027,2226817],[1519053,2237184],[1524262,2023182],[1535805,2433749],[1536584,2025444],[1536885,2026273],[1537410,2434875],[1541909,2254257],[1547366,2441712],[1571937,2066673],[1573934,2069446],[1574324,2460409],[1585899,2291736],[1588591,2292260],[1593258,2302450],[1596633,2473694],[1599197,2299108],[1605615,2303600],[1610824,2099316],[1620673,2314018],[1632300,2321907],[1633926,2494524],[1653145,2134938],[1657911,2130479],[1664772,2345350],[1666008,2137601],[1666398,2513487],[1670582,2349999],[1676315,2519640],[1677920,2520766],[1686634,2163438],[1699782,2534170],[1701257,2176662],[1715116,2384948],[1725168,2390954],[1727860,2391478],[1738466,2206491],[1746014,2404358],[1748706,2404882],[1756748,2564024],[1759312,2411730],[1770939,2232414],[1777726,2236660],[1780418,2240066],[1785085,2236034],[1788460,2580719],[1791024,2432961],[1797442,2437453],[1802651,2257956],[1804277,2589669],[1812500,2266108],[1824127,2455760],[1825753,2601549],[1837275,2608828],[1850795,2474631],[1860847,2303076],[1863539,2306482],[1870786,2486511],[1875151,2625149],[1880838,2492517],[1883530,2493041],[1887633,2324676],[1894136,2329719],[1901387,2334196],[1911439,2511480],[1914131,2512004],[1922173,2647317],[1924737,2353162],[1932285,2357789],[1934977,2361195],[1943019,2657691],[1945583,2532256],[1957210,2379085],[1958836,2666641],[1981415,2395061],[1994758,2561448],[2000352,2564961],[2006202,2414031],[2010404,2415698],[2013096,2419104],[2029525,2581656],[2039577,2436929],[2042269,2440335],[2049516,2444606],[2053881,2705889],[2059568,2599542],[2062260,2600066],[2066363,2458529],[2070302,2713579],[2072866,2463572],[2084469,2471118],[2108652,2625533],[2111856,2490322],[2119432,2495135],[2123374,2496624],[2127739,2735189],[2138457,2739204],[2150844,2515587],[2164187,2655115],[2169781,2658628],[2175631,2534557],[2179833,2536224],[2182525,2539630],[2189729,2545960],[2193345,2546344],[2210010,2766024],[2218581,2563063],[2233163,2689726],[2243109,2578143],[2267292,2706273],[2270496,2597347],[2278072,2602160],[2282014,2603649],[2291293,2612273],[2309525,2621344],[2317070,2626732],[2330903,2735573],[2336400,2639627],[2340016,2640011],[2365252,2656730],[2384105,2669622],[2397265,2677069],[2400881,2677453],[2425146,2693013],[2450923,2707472],[2480194,2724963],[2504631,2738115],[2553744,2764935] ] cell #5154 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117475],[1206315],[1244289],[1244649],[1287826],[1309302],[1320405],[1335533],[1368687],[1373259],[1373783],[1401545],[1417657],[1418017],[1439519],[1439879],[1450584],[1451406],[1465261],[1492566],[1495448],[1499051],[1503684],[1531909],[1543071],[1547643],[1548167],[1565063],[1569635],[1570159],[1581175],[1581535],[1581627],[1586928],[1592992],[1622510],[1625397],[1628019],[1660491],[1668816],[1672419],[1677052],[1690678],[1694281],[1698914],[1701850],[1710015],[1710539],[1714850],[1716099],[1726197],[1747043],[1749634],[1753107],[1778755],[1779795],[1781011],[1784819],[1795748],[1798370],[1817224],[1819846],[1828171],[1836407],[1841990],[1851778],[1861876],[1862916],[1864132],[1868077],[1870520],[1871769],[1881867],[1901121],[1902370],[1903360],[1904431],[1912468],[1918532],[1933314],[1934354],[1935570],[1939378],[1950307],[1962334],[1972610],[1981149],[1982398],[1983388],[1984459],[1991547],[2001335],[2004436],[2011433],[2012473],[2013689],[2020720],[2021650],[2022899],[2030508],[2040606],[2042862],[2049250],[2050499],[2051489],[2052560],[2060597],[2086578],[2092991],[2096854],[2097784],[2099033],[2110706],[2114569],[2117738],[2117983],[2120025],[2123108],[2124357],[2125347],[2126418],[2142039],[2151827],[2153888],[2160976],[2161906],[2163155],[2170764],[2173865],[2180862],[2183118],[2193079],[2197198],[2201165],[2213558],[2217525],[2226089],[2229952],[2230882],[2232131],[2245218],[2251631],[2255494],[2257673],[2273209],[2276378],[2276623],[2278665],[2282997],[2285058],[2286098],[2289529],[2298005],[2301397],[2312915],[2316307],[2320426],[2324393],[2343869],[2347836],[2356400],[2372760],[2376623],[2378802],[2379792],[2380037],[2382865],[2388747],[2389989],[2402151],[2403393],[2410627],[2431858],[2435250],[2439369],[2443336],[2443581],[2454279],[2458246],[2472548],[2484428],[2491552],[2509273],[2510515],[2517749],[2531153],[2579573],[2586697],[2598577], [499471,1156374],[590479,1284469],[612093,1316489],[689561,1413779],[701165,1429831],[713707,1447227],[732248,1737538],[772718,1516637],[793377,1539100],[803520,1558516],[809295,1560411],[822659,1577297],[872504,1893208],[879654,1644562],[885429,1646457],[901677,1652217],[917730,1687796],[918090,1687799],[923968,1689007],[935336,1701472],[942147,1451189],[962916,1742678],[983231,1996625],[997758,1772101],[998118,1772104],[1003996,1773312],[1013832,1780633],[1036242,1806708],[1037570,1813402],[1038094,1814337],[1051234,1811572],[1058384,1576163],[1064159,1582139],[1084934,1867684],[1085294,1867687],[1095468,1863754],[1100113,2104641],[1116944,2119647],[1119363,1888344],[1120691,1895038],[1121215,1895973],[1131825,1900604],[1149187,1657357],[1160606,1929332],[1162614,1935905],[1169502,1935192],[1184029,1705443],[1184389,1705446],[1190267,1711062],[1198483,1965910],[1210887,1987061],[1211411,1987996],[1216130,1980632],[1226250,2211466],[1237992,2220024],[1245927,2007451],[1247935,2014024],[1254823,2013311],[1258722,2019186],[1276761,1784563],[1277121,1784566],[1287295,2042484],[1288957,2046807],[1291940,2048733],[1308771,2278287],[1311190,1828279],[1312518,1830839],[1313042,1831774],[1327121,2081644],[1331930,2093882],[1338863,2090154],[1339983,2300232],[1340166,2101566],[1344768,2095320],[1360855,2107869],[1366760,2318334],[1375519,2120665],[1378502,2122591],[1388504,2131763],[1393713,1904539],[1406117,1907033],[1406641,1907968],[1411360,2150061],[1421480,2159442],[1433222,2366695],[1441157,1950020],[1443165,1952929],[1450053,2182740],[1455070,2190181],[1457873,2190778],[1462639,2202020],[1468777,2198382],[1469897,2392013],[1471722,2200329],[1475310,2203316],[1480519,1984567],[1490639,2214742],[1502381,2223252],[1508286,2228418],[1523497,2022612],[1528306,2017748],[1535239,2248794],[1536359,2434085],[1536542,2025432],[1541144,2253960],[1557231,2052668],[1563136,2452187],[1571895,2066661],[1574878,2281231],[1585857,2291724],[1596352,2298499],[1599155,2299096],[1601419,2300725],[1610059,2098746],[1617828,2313409],[1620631,2314006],[1631535,2321610],[1634480,2323557],[1643277,2126526],[1650300,2131166],[1653103,2134926],[1657869,2130467],[1664007,2345053],[1665127,2512539],[1666952,2347000],[1670540,2349987],[1675749,2153996],[1676869,2519976],[1685869,2162868],[1697611,2369923],[1703516,2375089],[1725126,2390942],[1725371,2389854],[1735621,2202719],[1738424,2206479],[1745972,2404346],[1756467,2411121],[1759270,2411718],[1761534,2413347],[1763359,2226197],[1770174,2231844],[1777684,2236648],[1788179,2432352],[1790982,2432949],[1793246,2434578],[1801886,2257386],[1803006,2588721],[1804831,2442500],[1809655,2262336],[1812458,2266096],[1823362,2455463],[1826307,2457410],[1835104,2285166],[1860805,2303064],[1874870,2488456],[1880796,2492505],[1881041,2491417],[1886868,2324106],[1891291,2325947],[1894094,2329707],[1911397,2511468],[1911642,2510380],[1921892,2349390],[1924695,2353150],[1926959,2520469],[1932243,2357777],[1942738,2531647],[1945541,2532244],[1947805,2533873],[1949630,2372868],[1956445,2378515],[1959390,2541795],[1968747,2386893],[1994716,2561436],[1994961,2560980],[1998088,2408623],[2006160,2414019],[2010362,2415686],[2039535,2436917],[2039780,2586562],[2053600,2595481],[2059526,2599530],[2059771,2598442],[2065598,2457959],[2070021,2459800],[2072824,2463560],[2075088,2608531],[2080460,2470650],[2084427,2471106],[2111814,2490310],[2127458,2635721],[2138176,2507419],[2164145,2655103],[2164390,2654647],[2167517,2529149],[2175589,2534545],[2179791,2536212],[2180036,2663534],[2189687,2545948],[2209729,2556532],[2218059,2562878],[2233121,2689714],[2233366,2689258],[2239100,2577675],[2243067,2578131],[2243312,2694040],[2270454,2597335],[2290771,2612088],[2305516,2620876],[2309483,2621332],[2309728,2725990],[2336358,2639615],[2364730,2656545],[2397223,2677057],[2424624,2692828],[2479672,2724778] ] cell #5155 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [473093],[560717],[606946],[614254],[651594],[657368],[707388],[715264],[715921],[721323],[755817],[800406],[810234],[816008],[819026],[824126],[825472],[830996],[841588],[861579],[866889],[890752],[893091],[914258],[925246],[934478],[934739],[940252],[946935],[958279],[968871],[971210],[979125],[989717],[993046],[1009726],[1011934],[1012195],[1020318],[1026388],[1034509],[1040309],[1042648],[1045619],[1055398],[1055866],[1065883],[1080018],[1091362],[1093570],[1093831],[1101494],[1112838],[1116086],[1116347],[1123430],[1125769],[1133206],[1135072],[1135442],[1135910],[1144550],[1150917],[1155142],[1157481],[1165396],[1167604],[1167865],[1175988],[1179317],[1181298],[1203376],[1212547],[1217511],[1219377],[1219747],[1220215],[1225238],[1239373],[1242688],[1243156],[1245584],[1250717],[1252925],[1253186],[1257710],[1257872],[1262629],[1263048],[1271845],[1278243],[1283189],[1285397],[1285658],[1293321],[1295187],[1295557],[1296025],[1304665],[1307913],[1308174],[1315257],[1317596],[1318586],[1335666],[1341842],[1343756],[1343918],[1348675],[1349094],[1365018],[1365748],[1372192],[1374919],[1375180],[1379883],[1381749],[1382119],[1382587],[1387686],[1391732],[1398606],[1407777],[1412741],[1414977],[1415445],[1418952],[1420468],[1420630],[1425387],[1425806],[1434603],[1437918],[1438386],[1440814],[1445947],[1448155],[1448416],[1449195],[1449456],[1456210],[1459125],[1466255],[1467765],[1467927],[1471983],[1474492],[1478538],[1494605],[1495489],[1499184],[1504892],[1505360],[1507274],[1507436],[1512193],[1512612],[1518206],[1532042],[1538218],[1540132],[1540294],[1545470],[1549303],[1549564],[1551204],[1552330],[1555250],[1561394],[1562124],[1568568],[1571295],[1571556],[1576259],[1578495],[1578963],[1579574],[1580042],[1586969],[1590917],[1591079],[1593541],[1595797],[1598337],[1604768],[1622643],[1624562],[1625705],[1629013],[1630523],[1630685],[1634741],[1637250],[1638376],[1641296],[1651440],[1654355],[1661485],[1662995],[1663157],[1667213],[1669722],[1672552],[1678260],[1678728],[1680578],[1681708],[1690719],[1694414],[1700122],[1700590],[1701774],[1702504],[1702666],[1707842],[1708948],[1715399],[1716407],[1720106],[1722017],[1730348],[1736761],[1739676],[1750628],[1751032],[1751194],[1751888],[1753656],[1755912],[1758452],[1764883],[1766013],[1778796],[1780935],[1782744],[1782906],[1785368],[1787624],[1790164],[1796056],[1799364],[1805092],[1808391],[1817532],[1820840],[1822350],[1822512],[1826568],[1828212],[1829077],[1830203],[1841120],[1842539],[1846006],[1852086],[1855785],[1861917],[1864056],[1865865],[1866027],[1868366],[1871069],[1872077],[1874315],[1875776],[1877687],[1886018],[1890027],[1901670],[1902678],[1903668],[1904472],[1906377],[1908288],[1916619],[1919081],[1921337],[1935494],[1937303],[1937465],[1939927],[1942183],[1944723],[1952284],[1962623],[1963765],[1973159],[1976626],[1981698],[1982706],[1983696],[1984500],[1986405],[1988432],[1990677],[1992096],[2001643],[2005342],[2013613],[2015422],[2015584],[2019850],[2021269],[2022199],[2030816],[2034515],[2036426],[2044757],[2049799],[2050807],[2051797],[2052601],[2054506],[2056417],[2064748],[2068757],[2078564],[2086867],[2088009],[2095984],[2097403],[2098333],[2105724],[2115118],[2123657],[2124665],[2125655],[2126459],[2128364],[2133194],[2134056],[2142588],[2146055],[2152135],[2155834],[2160106],[2161525],[2162455],[2171072],[2174771],[2185013],[2193628],[2195302],[2201473],[2204747],[2205609],[2217833],[2221107],[2229082],[2230501],[2231431],[2245507],[2246649],[2256043],[2264364],[2265226],[2273758],[2283305],[2287004],[2294374],[2301946],[2316856],[2327975],[2328837],[2341973],[2348144],[2351418],[2367778],[2377172],[2383070],[2393592],[2406996],[2435799],[2461828],[2472753],[2484633],[2514118],[2579778] ] cell #5156 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1374272],[1466174],[1504099],[1504726],[1548656],[1570648],[1582470],[1596582],[1628932],[1633581],[1633875],[1661404],[1677467],[1678094],[1699329],[1699956],[1711028],[1711936],[1724628],[1750547],[1753418],[1756697],[1761293],[1788409],[1799283],[1803932],[1804226],[1820759],[1825408],[1825702],[1836822],[1837449],[1837615],[1842301],[1847896],[1875100],[1877913],[1880298],[1910899],[1918843],[1922122],[1926718],[1939689],[1942968],[1947564],[1950615],[1958491],[1958785],[1962932],[1963991],[1972921],[1991858],[1994218],[1997453],[2021031],[2021961],[2023207],[2026626],[2036652],[2039037],[2056643],[2059028],[2066972],[2074847],[2079825],[2088235],[2097165],[2098095],[2099341],[2102857],[2104891],[2105950],[2114880],[2118046],[2132361],[2133420],[2134282],[2135237],[2142350],[2147945],[2161287],[2162217],[2163463],[2166882],[2176908],[2187999],[2196563],[2203914],[2204973],[2205835],[2206790],[2212923],[2221333],[2224080],[2230263],[2231193],[2232439],[2238465],[2239253],[2240312],[2246875],[2255805],[2257981],[2263531],[2264590],[2265452],[2266407],[2273520],[2276686],[2296317],[2301708],[2304881],[2305669],[2306728],[2316618],[2319791],[2322500],[2324701],[2327142],[2328201],[2329063],[2330018],[2343234],[2351644],[2353461],[2359594],[2360382],[2361441],[2368004],[2370751],[2376934],[2379110],[2380100],[2387300],[2390556],[2393818],[2403960],[2407222],[2414330],[2417503],[2418291],[2419350],[2430170],[2435561],[2438734],[2440581],[2443644],[2453644],[2456353],[2458554],[2462054],[2463871],[2464801],[2467795],[2474264],[2476983],[2486144],[2488863],[2492119],[2495381],[2511082],[2514344],[2521452],[2534856],[2538029],[2539876],[2540738],[2543369],[2547751],[2548647],[2558125],[2559021],[2564594],[2581289],[2584008],[2587264],[2590526],[2599144],[2602406],[2613639],[2622558],[2627836],[2641418],[2642314],[2647887],[2658261],[2694379],[2699657],[2708576], [689937,1414607],[730222,1727013],[797102,1545051],[823035,1578125],[870478,1882683],[899651,1913284],[910922,1673768],[924344,1689835],[939061,1707423],[982195,1995563],[1004372,1774140],[1029217,1796595],[1038583,1814470],[1045130,1816389],[1049208,2061413],[1060479,1833123],[1100041,2104582],[1115908,2118585],[1121704,1896106],[1128251,1898025],[1163029,1936818],[1163656,1936899],[1168466,2164992],[1170208,1938159],[1184887,1951154],[1190643,1711675],[1211900,1988129],[1226383,2211662],[1237920,2219965],[1248350,2014937],[1248977,2015018],[1253787,2233968],[1255529,2016278],[1266703,2024736],[1289753,2047096],[1291041,2053045],[1291335,2053830],[1291868,2263222],[1307735,2277225],[1313531,1831907],[1320078,1838083],[1339911,2300173],[1340581,2102479],[1341208,2102560],[1352749,2100870],[1366893,2318530],[1376315,2120954],[1377603,2126903],[1377897,2127688],[1378430,2326833],[1389300,2132052],[1407130,1908101],[1419266,2157861],[1421239,2163647],[1421613,2358333],[1433150,2366636],[1443580,1953842],[1444207,1953923],[1449017,2380639],[1450759,1959651],[1458669,2191067],[1470030,2392209],[1470823,2209174],[1471117,2209959],[1471650,2393238],[1476106,2203605],[1506072,2226837],[1508045,2232623],[1508419,2416242],[1519098,2237204],[1536287,2434026],[1536957,2026345],[1537584,2026426],[1549125,2259510],[1549864,2261497],[1563269,2452383],[1572691,2067210],[1573979,2069466],[1574273,2070251],[1574806,2460686],[1588636,2292280],[1593303,2302470],[1599951,2299385],[1601178,2308985],[1601552,2476433],[1605660,2303620],[1621427,2314295],[1634408,2494801],[1635910,2325108],[1648826,2334670],[1653899,2135475],[1665260,2512735],[1666053,2137621],[1666347,2138406],[1666880,2513764],[1671336,2350276],[1676797,2519917],[1701302,2176682],[1703275,2179293],[1703649,2536768],[1715161,2384968],[1717726,2385422],[1722243,2394531],[1725434,2548570],[1727905,2391498],[1734147,2395535],[1739220,2207028],[1748751,2404902],[1760066,2412007],[1761667,2566763],[1780463,2240086],[1785130,2236054],[1791778,2433238],[1793005,2242569],[1793379,2583458],[1797487,2437473],[1803139,2588917],[1804759,2589946],[1813254,2266645],[1826235,2601826],[1827737,2279115],[1841346,2469409],[1850840,2474651],[1853405,2475105],[1863584,2306502],[1870831,2486531],[1873396,2486985],[1881104,2627759],[1883575,2493061],[1894890,2330256],[1901432,2334216],[1903997,2337259],[1908514,2333666],[1911705,2642237],[1914176,2512024],[1920418,2516061],[1925491,2353699],[1927092,2650056],[1935022,2361215],[1946337,2532533],[1947938,2660430],[1959318,2666918],[1971966,2549365],[1981460,2395081],[1984025,2398124],[1990903,2559739],[1995024,2680675],[2000397,2564981],[2002962,2565435],[2006956,2414568],[2013141,2419124],[2020076,2423248],[2029570,2581676],[2032135,2582130],[2039843,2699580],[2042314,2440355],[2049561,2444626],[2052126,2447669],[2059834,2708499],[2062305,2600086],[2073620,2464109],[2075221,2716318],[2096210,2478296],[2108697,2625553],[2113925,2628554],[2119477,2495155],[2123419,2496644],[2125984,2499687],[2141395,2643032],[2150889,2515607],[2153454,2518650],[2160332,2522543],[2164453,2749168],[2169826,2658648],[2172391,2659102],[2176385,2535094],[2180099,2755715],[2182570,2539650],[2193390,2546364],[2215632,2680994],[2218626,2563083],[2225655,2567313],[2229308,2568626],[2233429,2773559],[2243375,2776872],[2254850,2585321],[2267337,2706293],[2272565,2709294],[2278117,2602180],[2282059,2603669],[2284624,2606712],[2291338,2612293],[2294600,2612612],[2309791,2798997],[2317546,2626940],[2330948,2735593],[2340061,2640031],[2362303,2749487],[2365297,2656750],[2372326,2660980],[2375979,2662293],[2384581,2669830],[2400926,2677473],[2407693,2682021],[2420212,2773878],[2425191,2693033],[2428453,2693352],[2451399,2707680],[2468691,2718831],[2480239,2724983],[2483501,2725302],[2505107,2738323],[2528219,2750514],[2554220,2765143],[2575716,2775960],[2618917,2798085] ] cell #5157 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1552033],[1638079],[1730051],[1829906],[1851011],[1885721],[1916322],[1971785],[2000568],[2029741],[2044460],[2064451],[2108868],[2113744],[2141214],[2151060],[2169997],[2184716],[2215451],[2254669],[2256906],[2267508],[2272384],[2282230],[2287833],[2331119],[2340232],[2352325],[2362122],[2373879],[2375798],[2378035],[2401097],[2420031],[2426504],[2428272],[2450642],[2458840],[2462735],[2481552],[2483320],[2502660],[2503641],[2505827],[2525799],[2527567],[2535359],[2552754],[2554940],[2571882],[2573650],[2574743],[2576725],[2591703],[2593889],[2617944],[2619926],[2631943],[2634129],[2637124],[2651715],[2653697],[2670291],[2674566],[2686326],[2688308],[2703386],[2719250],[2732686],[2760500], [1355657,1616354,1869758],[1497183,1754993,1999324],[1596256,1850697,2087217],[1600272,1854445,2090839],[1692413,1941264,2168753],[1725205,1972026,2196981],[1756371,2000254,2220315],[1760387,2004002,2223937],[1760872,1761172,2224251],[1788083,2029427,2245857],[1792099,2033175,2249479],[1801336,2041639,2439675],[1850884,1850905,2297740],[1874774,2108554,2314645],[1880875,2113985,2320209],[1884633,1884654,2322319],[1885468,2502861,2631178],[1911476,2141455,2343652],[1921796,2150746,2350626],[1924153,2152828,2518033],[1925812,2154494,2354248],[1942642,2169683,2366986],[1946658,2173431,2370608],[1947143,1947443,2370922],[1955895,2181895,2538970],[1994795,2213341,2215692],[2000441,2000462,2410362],[2003938,2573449,2685349],[2029614,2029635,2431593],[2039614,2254910,2439152],[2041236,2041550,2439563],[2053504,2267194,2448498],[2055932,2269339,2596041],[2059605,2272625,2454062],[2063363,2063384,2456172],[2064198,2450843,2711918],[2069925,2281916,2461036],[2072282,2283998,2606095],[2073941,2285664,2464658],[2074426,2074726,2464972],[2076585,2466803,2717021],[2076771,2288318,2609685],[2108741,2108762,2312650],[2111561,2631405,2729253],[2117269,2635995,2731862],[2127362,2330805,2500516],[2129790,2332950,2636281],[2138080,2339918,2507867],[2150933,2150954,2517484],[2152896,2352566,2519068],[2153055,2352717,2648364],[2156663,2355966,2521309],[2157148,2157448,2521623],[2164224,2360012,2362363],[2164607,2360222,2652253],[2166398,2364207,2655592],[2169870,2169891,2530888],[2173367,2527366,2753842],[2179870,2376039,2538447],[2180253,2538657,2755357],[2181492,2181806,2538858],[2183628,2183649,2540557],[2184463,2378236,2665549],[2185856,2381510,2667317],[2186184,2542642,2758696],[2189434,2669418,2760336],[2209633,2400783,2556980],[2218314,2685995,2768629],[2233200,2417921,2420272],[2233583,2418131,2686864],[2235374,2422116,2690203],[2238286,2423988,2574861],[2243146,2428513,2584426],[2243529,2584636,2779271],[2252750,2436489,2586061],[2256779,2256800,2588301],[2257107,2261216,2588577],[2260381,2260402,2590345],[2267381,2267402,2446503],[2267412,2446515,2703717],[2267709,2446779,2703835],[2268936,2269250,2595929],[2270201,2591165,2786382],[2275909,2595755,2788991],[2279743,2459326,2712683],[2282103,2282124,2605546],[2282134,2605558,2790146],[2282431,2605822,2790264],[2284066,2462976,2607130],[2284225,2463127,2714626],[2285600,2462534,2714869],[2291026,2718646,2794428],[2304702,2479036,2618062],[2309562,2477401,2483561],[2309945,2477611,2722142],[2317121,2732373,2800971],[2330992,2331013,2498521],[2331023,2498533,2733017],[2331320,2498797,2733135],[2332547,2332861,2636169],[2335181,2503833,2637048],[2336105,2637455,2807136],[2337080,2505660,2643772],[2337887,2506313,2738784],[2340105,2340126,2645380],[2340136,2645392,2809512],[2340433,2645656,2809630],[2348430,2514815,2646613],[2348916,2348937,2646421],[2352124,2355902,2648607],[2357373,2359415,2651833],[2361921,2523979,2747257],[2362358,2524174,2747333],[2364275,2527808,2661398],[2364434,2527959,2750127],[2364985,2651384,2815429],[2373615,2535434,2754819],[2375597,2663729,2818448],[2376034,2663924,2818524],[2377908,2377929,2665273],[2379323,2538684,2756801],[2384156,2759969,2821995],[2396046,2552946,2674490],[2396970,2674897,2825052],[2397945,2550105,2554773],[2398752,2555426,2765604],[2400970,2400991,2551713],[2401001,2551725,2762712],[2401298,2551989,2762830],[2415282,2417324,2686444],[2419830,2570062,2771648],[2420267,2570257,2771724],[2422184,2567731,2573891],[2422343,2574042,2774518],[2424092,2575016,2690885],[2424879,2691198,2832034],[2425316,2576192,2696266],[2425802,2425823,2696074],[2426240,2576800,2776379],[2428071,2697707,2833822],[2428508,2697902,2833898],[2436064,2584667,2698957],[2436139,2436425,2698684],[2439389,2442867,2700666],[2443994,2445591,2703310],[2447490,2593722,2710034],[2448297,2594375,2785540],[2448324,2592744,2783532],[2450515,2450536,2711642],[2450974,2703073,2838577],[2459035,2602962,2789815],[2460862,2713724,2841083],[2470149,2472033,2719368],[2479140,2618217,2722835],[2479927,2723148,2846255],[2480364,2615526,2619393],[2480850,2480871,2615334],[2481288,2620001,2798504],[2483119,2616967,2796216],[2483556,2617162,2796292],[2496012,2497609,2732610],[2499508,2629294,2633962],[2500315,2634615,2805485],[2500342,2632984,2803477],[2502533,2502554,2630902],[2503103,2739626,2852266],[2504682,2736776,2851591],[2505235,2638351,2741002],[2505310,2505596,2740729],[2506022,2638848,2807300],[2507693,2742235,2853029],[2514900,2515125,2743059],[2522004,2523387,2747020],[2524611,2653164,2752401],[2525097,2525118,2752209],[2525535,2653772,2814626],[2545256,2546697,2760424],[2552216,2671133,2822670],[2553795,2763596,2862638],[2554348,2672509,2675793],[2554423,2554709,2672236],[2555135,2676290,2825216],[2556806,2673742,2823433],[2560479,2562363,2681710],[2568087,2569470,2771411],[2570694,2683908,2687775],[2571180,2571201,2683716],[2571618,2688383,2830627],[2574412,2777182,2867235],[2576277,2576502,2778067],[2593297,2704613,2787758],[2593372,2593658,2787485],[2594084,2705110,2837987],[2610294,2611397,2793746],[2611670,2612903,2794509],[2617613,2720053,2844463],[2619478,2619703,2720938],[2624445,2625886,2728443],[2626372,2626393,2728411],[2633537,2730629,2733913],[2633612,2633898,2730356],[2634324,2734410,2850563],[2653249,2653474,2816314],[2668202,2669087,2821560],[2678676,2679779,2766152],[2680052,2681285,2767984],[2681360,2681646,2767826],[2687860,2688085,2769514],[2726322,2727207,2799091],[2728528,2728753,2800381], [1761256,2224476,2422567,2567941,2685835,2770718],[1850915,2297752,2480881,2615346,2721269,2796128],[1884664,2322331,2502564,2630914,2731937,2802593],[1947527,2364658,2371147,2661608,2754328,2817518],[1960385,2186370,2382069,2542869,2667709,2821318],[1972021,2390244,2554768,2672342,2762108,2823352],[2000472,2410374,2571211,2683728,2768859,2769845],[2003997,2412345,2573886,2685544,2770835,2828415],[2029645,2425833,2431605,2696086,2778398,2833734],[2063394,2450546,2456184,2711654,2789066,2840199],[2074810,2284449,2465197,2607340,2715355,2843091],[2087043,2473839,2619378,2720815,2795761,2844898],[2108772,2312662,2626403,2726552,2727538,2728423],[2113980,2491807,2633957,2730462,2801207,2801989],[2141450,2505655,2510770,2740835,2808908,2852948],[2150964,2348947,2517496,2646433,2743390,2854648],[2153279,2157532,2519278,2521848,2649093,2812404],[2169901,2525128,2530900,2752221,2815659,2816645],[2173426,2527803,2532871,2754037,2817635,2858011],[2183659,2377939,2540569,2665285,2756876,2860223],[2193893,2547947,2674253,2761090,2822646,2861389],[2215687,2403648,2681705,2766440,2767222,2767932],[2220141,2564169,2687760,2769391,2827268,2827884],[2245683,2576177,2580864,2777944,2833367,2867670],[2254905,2436484,2586952,2698790,2780277,2869027],[2256810,2260412,2588313,2590357,2700741,2836110],[2272620,2593717,2598832,2787591,2838813,2839595],[2285659,2462971,2607529,2715064,2791539,2873335],[2290239,2467991,2717628,2718333,2793722,2843649],[2314471,2485719,2728428,2799234,2799850,2800258],[2340564,2636811,2641614,2807890,2852242,2878483],[2350452,2514800,2647462,2742936,2810396,2879732],[2352561,2355961,2648802,2650635,2744783,2854812],[2366812,2653149,2657836,2816191,2856864,2857480],[2401478,2402861,2766128,2766204,2766909,2825714] ] cell #5158 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037741,1808519],[1120862,1890155],[1211058,1976754],[1312689,2068885],[1335396,2087715],[1373430,2118713],[1406288,2146183],[1465501,2195885],[1498914,2220813],[1531772,2246355],[1547814,2259638],[1569806,2277353],[1622373,2315143],[1628259,2319113],[1660731,2342556],[1672282,2351124],[1694144,2367484],[1710186,2380767],[1749874,2405485],[1798610,2438056],[1801364,2440061],[1814200,2448996],[1820086,2452966],[1831637,2461534],[1837723,2287901],[1895836,2501014],[1907831,2508365],[1923683,2517972],[1936145,2526011],[1950723,2374597],[1953169,2537351],[1955923,2539356],[1987859,2557478],[2014264,2572094],[2023315,2427933],[2025672,2578559],[2055960,2596427],[2066535,2459529],[2071812,2606034],[2099449,2482981],[2101806,2621760],[2129818,2636667],[2131335,2637261],[2134800,2507148],[2163571,2527228],[2165928,2655531],[2176537,2535962],[2202888,2674703],[2206353,2556261],[2232547,2573311],[2234904,2690142],[2236488,2575595],[2239941,2577881],[2262505,2703523],[2265970,2595210],[2302904,2618796],[2306357,2621082],[2326116,2732823],[2329581,2635450],[2334043,2637830],[2357617,2652567],[2361070,2654853],[2387062,2760637],[2394908,2675272],[2415526,2687178],[2418979,2689464],[2444453,2704092],[2470946,2719699],[2496471,2733392],[2546191,2760871], [1099371,1616692,1869522],[1237250,1755331,1999088],[1243569,1761012,2004773],[1334839,1595994,2296839],[1335304,2087498,2091026],[1339241,1854783,2090603],[1372374,1884698,2117412],[1373174,1885471,2324809],[1432480,1941602,2168517],[1438799,1947283,2174202],[1465889,1975858,2196077],[1498357,1756109,2409461],[1498822,1999511,2220596],[1502679,2003990,2413893],[1502759,1760455,2223701],[1531215,1787821,2430692],[1531680,2246138,2249666],[1535617,2033513,2249243],[1544955,2041423,2587490],[1568750,2063428,2276052],[1569550,2064201,2458662],[1580455,2074566,2286435],[1582346,2076774,2288458],[1621816,1874512,2487507],[1622281,1869945,2314926],[1625515,2112326,2489813],[1628647,1879885,2319305],[1632470,2117317,2495010],[1661119,2145287,2342748],[1671725,1921534,2516583],[1672190,2350907,2354435],[1674311,2152634,2648101],[1674577,2352865,2518412],[1676127,2154832,2354012],[1679141,2157288,2356737],[1693587,1942380,2529987],[1694052,2168940,2367267],[1697909,2173419,2534419],[1697989,1946726,2370372],[1707327,2181679,2664462],[1709130,2183693,2379466],[1709930,2184466,2379218],[1711315,2185926,2381575],[1716217,2191698,2544572],[1745061,1750262,2405677],[1753432,2219000,2562630],[1761264,2226522,2567075],[1798998,2258742,2438248],[1800807,2041288,2587400],[1801272,2439844,2442442],[1805274,2260446,2443010],[1806074,2258089,2261219],[1813643,2053242,2594532],[1814108,2048675,2448779],[1816293,2269123,2706727],[1817342,2270966,2596838],[1820474,2058615,2453158],[1824297,2275957,2602035],[1828604,2280533,2459969],[1831080,2069663,2604645],[1831545,2281173,2461317],[1833666,2283804,2714363],[1833932,2463275,2606474],[1835402,2285652,2463434],[1835482,2074009,2464422],[1842315,2293055,2611102],[1851896,2298766,2614842],[1871887,2488723,2623761],[1877542,2317724,2626454],[1884796,2324511,2630091],[1895279,2127100,2634772],[1895744,2122533,2500797],[1897929,2332734,2736027],[1902488,2338369,2638239],[1904864,2339465,2507588],[1907274,2137818,2640375],[1907739,2346942,2508148],[1919263,2349559,2515268],[1924071,2355408,2518164],[1927962,2353024,2355954],[1928042,2156731,2521073],[1931332,1936533,2526203],[1933747,2358645,2747470],[1938702,2364013,2749864],[1938968,2528107,2655971],[1939703,2365671,2656297],[1947535,2373193,2660742],[1950425,2374380,2536052],[1953557,2178880,2537543],[1955366,2181544,2664372],[1955831,2539139,2541737],[1957380,2379371,2539505],[1960393,2186516,2759075],[1963620,2385944,2668736],[1972935,2391137,2671941],[1982516,2399234,2675681],[1984892,2400330,2556701],[1987302,2209371,2677817],[1987767,2200271,2557261],[1991872,2561631,2679484],[2001453,2411388,2683224],[2004118,2414344,2684843],[2009451,2014652,2572286],[2011866,2416554,2771861],[2016821,2421922,2774255],[2017087,2574190,2690582],[2018694,2236803,2691045],[2021045,2426908,2691842],[2022381,2432521,2576645],[2023017,2427716,2577971],[2026060,2250639,2578751],[2030626,2432619,2695582],[2036961,2436477,2436757],[2037041,2253468,2585016],[2045422,2440210,2442915],[2050617,2445060,2704501],[2050915,2445375,2783692],[2052993,2449875,2595650],[2055403,2268988,2706637],[2055868,2457352,2596210],[2056272,2451577,2707194],[2063526,2458364,2710831],[2066986,2459721,2603496],[2072200,2465818,2606226],[2074818,2285491,2716630],[2076659,2466587,2793156],[2077758,2610653,2717793],[2087864,2474324,2720587],[2091999,2102194,2621952],[2093424,2476745,2796429],[2094828,2303219,2722995],[2097179,2481956,2723792],[2098515,2298668,2619846],[2099151,2482764,2621172],[2105579,2625226,2726856],[2114894,2492700,2730061],[2124475,2497078,2733801],[2124773,2497393,2803637],[2126851,2501893,2635890],[2129261,2332599,2735937],[2129726,2323499,2636450],[2130895,2334027,2736598],[2133049,2506470,2737229],[2134591,2505648,2511308],[2134671,2344561,2638700],[2135251,2507340,2639858],[2142364,2511663,2740434],[2147853,2349119,2645706],[2148395,2515173,2515434],[2151945,2349657,2744174],[2154321,2157540,2650368],[2158950,2357932,2747180],[2160850,2522904,2813143],[2161301,2522920,2747977],[2162637,2531816,2653617],[2163273,2527011,2654943],[2166316,2371768,2655723],[2170882,2531914,2751717],[2173547,2534870,2753336],[2181295,2537080,2818661],[2183791,2378920,2758047],[2186250,2542448,2821055],[2194496,2547265,2761255],[2197890,2206224,2676142],[2201283,2550902,2763161],[2201581,2551217,2823593],[2202448,2394892,2763418],[2204602,2555583,2764049],[2206144,2390782,2554761],[2206804,2556453,2677300],[2210856,2678375,2679035],[2220962,2564654,2769163],[2225097,2235292,2690334],[2227926,2415841,2771571],[2229826,2568987,2829144],[2230277,2569003,2772368],[2231613,2411290,2688228],[2232249,2573094,2689554],[2236398,2423095,2691393],[2239161,2432081,2691960],[2239703,2576550,2581503],[2246504,2581349,2777716],[2252064,2583770,2834035],[2252108,2436667,2584680],[2255819,2437112,2780921],[2257791,2260544,2701912],[2262065,2444437,2783354],[2264219,2591824,2783985],[2265761,2593710,2599370],[2265841,2454971,2704962],[2266421,2595402,2706120],[2273534,2599725,2787190],[2283115,2604103,2790930],[2283413,2604418,2841243],[2285780,2463885,2792549],[2294080,2471261,2794669],[2298228,2305577,2723910],[2301271,2616445,2845037],[2301722,2616461,2796663],[2302814,2478143,2723343],[2306119,2474478,2619751],[2317038,2488625,2728896],[2321118,2329452,2734262],[2325676,2496455,2803299],[2327830,2632064,2803930],[2329372,2492345,2633950],[2330032,2635642,2735420],[2336438,2511218,2638364],[2341167,2640932,2808055],[2347954,2644569,2809961],[2348252,2644884,2853189],[2351273,2515280,2810849],[2353475,2356082,2745793],[2357527,2522390,2747528],[2360290,2531376,2748095],[2360832,2653522,2658475],[2367633,2658321,2815963],[2376497,2662654,2858740],[2376948,2662670,2819168],[2386622,2546175,2822134],[2388250,2671362,2861396],[2390692,2397303,2675806],[2393447,2673298,2823668],[2406702,2407611,2768333],[2407531,2561276,2681698],[2410850,2418199,2772486],[2415436,2568473,2771919],[2418741,2564808,2688133],[2435124,2697185,2867809],[2435575,2697201,2834269],[2446848,2599280,2704626],[2461683,2712804,2841536],[2468570,2610523,2843656],[2470856,2612459,2794744],[2472300,2720241,2844476],[2488185,2488771,2800535],[2489313,2625380,2728801],[2492255,2498866,2733926],[2508776,2739855,2878490],[2513973,2741791,2853264],[2544163,2668390,2821573],[2557782,2558900,2825721],[2561186,2561721,2767997],[2579325,2777370,2867248],[2622440,2623352,2799104] ] cell #5159 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1681573],[1765878],[1855650],[1952149],[1972236],[2005207],[2034380],[2087237],[2114195],[2141665],[2155699],[2174636],[2215902],[2220335],[2245877],[2255120],[2272835],[2286869],[2314665],[2350646],[2352776],[2362573],[2367006],[2376249],[2381634],[2420482],[2428723],[2439583],[2448518],[2460028],[2461056],[2463186],[2483771],[2500536],[2507647],[2507887],[2528018],[2535951],[2538878],[2556760],[2557000],[2574101],[2574881],[2577870],[2595709],[2595949],[2603410],[2618082],[2621071],[2635949],[2636189],[2637194],[2639772],[2651853],[2654842],[2674636],[2677214],[2686464],[2689453],[2690988],[2703456],[2706034],[2719388],[2722938],[2732756],[2735334],[2747123],[2760570],[2771514],[2794612], [1465560,1971881,2195865],[1486343,1744612,1989956],[1627239,1879436,2112978],[1628318,2113840,2319093],[1660790,2141310,2342536],[1729087,1975409,2199187],[1749933,2215547,2405465],[1798669,2254765,2438036],[1819066,2058166,2271618],[1820145,2272480,2452946],[1851857,2087454,2297841],[1871848,2312751,2314882],[1884757,2117368,2322415],[1885096,1885401,2322770],[1915358,2144838,2345858],[1923742,2152473,2517952],[1923899,1924190,2518053],[1936204,2362218,2525991],[1953228,2375894,2537331],[1972071,1972965,2390276],[1991902,2215737,2403680],[2001414,2220552,2410463],[2004047,2004148,2412377],[2004842,2567134,2574230],[2014323,2420127,2572074],[2025731,2428368,2578539],[2030587,2246094,2431694],[2041482,2041749,2587470],[2043496,2258293,2441358],[2050578,2446604,2448735],[2063487,2276008,2456268],[2063826,2064131,2456623],[2071871,2283643,2606014],[2072028,2072319,2606115],[2101865,2483416,2621740],[2114030,2114924,2491839],[2117360,2629990,2636041],[2124436,2498622,2500753],[2131394,2504108,2637241],[2141500,2142394,2510802],[2151906,2350863,2517585],[2161331,2362408,2524206],[2165987,2363852,2655511],[2166144,2166435,2655612],[2170843,2367223,2530989],[2173476,2173577,2532903],[2174271,2528147,2660801],[2181738,2182005,2664442],[2183752,2379422,2540653],[2184091,2184396,2541008],[2186221,2381791,2758716],[2186417,2381973,2667768],[2201244,2551814,2557217],[2202947,2553221,2674683],[2219043,2682179,2686065],[2223653,2684757,2689995],[2230307,2420317,2570289],[2234963,2421761,2690122],[2235120,2235411,2690223],[2236387,2575091,2690889],[2254955,2255849,2586984],[2256995,2440002,2700475],[2257752,2439800,2588402],[2260505,2442966,2590441],[2260844,2261149,2590796],[2262564,2444269,2703503],[2263371,2267746,2703855],[2269182,2269449,2706707],[2272670,2273564,2598864],[2276000,2595801,2710730],[2282468,2460835,2790284],[2283076,2461273,2605647],[2285709,2285810,2607561],[2286504,2463315,2716689],[2287990,2466522,2716929],[2288172,2466646,2793136],[2293098,2718716,2718989],[2298727,2615801,2619802],[2301752,2483606,2617194],[2302803,2618292,2722839],[2317908,2729207,2732476],[2324472,2631003,2636406],[2326175,2496287,2732803],[2326982,2331357,2733155],[2332793,2333060,2736007],[2333957,2637409,2736596],[2340470,2513913,2809650],[2347915,2508104,2645481],[2349618,2515224,2646888],[2352611,2353505,2648834],[2352905,2356806,2650427],[2356011,2356112,2650667],[2357516,2522079,2747024],[2358440,2362415,2747403],[2358704,2362702,2747450],[2365714,2651454,2750672],[2370324,2655384,2753250],[2374686,2536437,2754957],[2376084,2376978,2663956],[2376091,2536875,2818594],[2376378,2537139,2818641],[2378124,2539297,2756610],[2378881,2539095,2665374],[2379414,2538730,2757946],[2386128,2760072,2760290],[2387121,2545531,2760617],[2390681,2672584,2675797],[2391167,2554818,2672374],[2393387,2401335,2762850],[2394822,2674851,2763416],[2408226,2768530,2771231],[2411349,2684183,2688184],[2414374,2573936,2685576],[2415425,2568162,2771415],[2416349,2420324,2771794],[2416613,2420611,2771841],[2426951,2691268,2776118],[2428022,2578356,2776517],[2428558,2435605,2697934],[2428565,2583565,2833968],[2428852,2583829,2834015],[2432580,2576601,2696541],[2436534,2437142,2698822],[2436656,2584671,2699032],[2439435,2442958,2701811],[2444367,2591119,2783352],[2444959,2448370,2783536],[2445154,2448731,2783635],[2450731,2596368,2785914],[2451761,2703176,2786336],[2458325,2596166,2711743],[2459764,2603485,2789885],[2460908,2604002,2841087],[2461269,2604197,2841186],[2463021,2463915,2715096],[2464374,2605887,2792463],[2470253,2794159,2794329],[2470845,2611745,2794513],[2474392,2721223,2723908],[2474467,2619794,2721008],[2476540,2483613,2796362],[2476804,2483900,2796409],[2481999,2723218,2798243],[2483070,2621557,2798642],[2488684,2624720,2728852],[2492244,2730704,2733917],[2492730,2634007,2730494],[2496385,2631359,2803297],[2496977,2500388,2803481],[2497172,2500749,2803580],[2502749,2636608,2805859],[2505705,2511693,2740867],[2506654,2736879,2807090],[2507383,2639847,2807370],[2507739,2644468,2853033],[2508100,2644663,2853132],[2511207,2638355,2741077],[2515216,2515423,2743129],[2515348,2645704,2743344],[2517825,2521025,2745707],[2522834,2525864,2813141],[2527317,2655328,2814764],[2527853,2534900,2754069],[2528752,2746840,2815330],[2531875,2653573,2752676],[2536146,2662136,2818314],[2537204,2662584,2858738],[2543527,2669157,2821564],[2546105,2669372,2822132],[2549208,2676094,2761898],[2550801,2556852,2823437],[2550996,2557213,2823536],[2555767,2763699,2825006],[2556496,2677289,2825286],[2561175,2680127,2767988],[2561661,2681755,2767964],[2564722,2769799,2772484],[2564797,2688176,2769584],[2568917,2571947,2829142],[2573400,2689939,2830765],[2574482,2694537,2867239],[2576593,2581492,2778137],[2577278,2774894,2831935],[2578065,2693195,2832218],[2578412,2697115,2867807],[2581417,2691958,2778352],[2584968,2585164,2780067],[2593767,2599755,2787623],[2595445,2706109,2838057],[2599269,2704617,2787833],[2610248,2718436,2843654],[2613797,2617683,2844467],[2616375,2621613,2845035],[2620479,2797019,2846156],[2621266,2725145,2846439],[2622716,2727277,2799095],[2625294,2727492,2800533],[2625369,2728844,2800451],[2628397,2734214,2801779],[2635685,2735409,2850633],[2636914,2739580,2878488],[2638652,2642875,2808698],[2653565,2658464,2816384],[2655037,2749330,2856331],[2658389,2748093,2816599],[2671087,2674356,2861394],[2678630,2767012,2825719],[2680837,2768285,2826735],[2689648,2773721,2865998],[2704914,2709137,2839385], [1885481,2118181,2494950,2502898,2630476,2802731],[1972078,2392316,2549524,2554825,2762178,2762451],[2004054,2223794,2566870,2573943,2684832,2828485],[2064211,2276821,2450880,2601975,2711216,2840337],[2076784,2288355,2288411,2609774,2717348,2843465],[2087450,2475811,2615255,2619798,2795864,2796082],[2114037,2318637,2628713,2634014,2729487,2802059],[2117364,2322240,2630185,2636402,2731414,2848883],[2141507,2505712,2512842,2643191,2808978,2809251],[2173483,2370465,2527860,2660537,2753325,2858081],[2184476,2378273,2380235,2667067,2758432,2860361],[2187286,2543742,2668103,2759789,2821548,2821554],[2195738,2550209,2672057,2675787,2823083,2823253],[2211769,2215744,2678910,2681153,2681762,2767292],[2220548,2409013,2683637,2688180,2768813,2827987],[2246090,2576597,2582836,2695995,2833470,2833688],[2254962,2436541,2585480,2589024,2780347,2835849],[2257144,2261229,2443779,2590095,2702297,2836248],[2272677,2452490,2593774,2709453,2786616,2839665],[2276004,2456093,2596162,2710925,2788543,2871655],[2285716,2463028,2464515,2716425,2792538,2873405],[2295604,2614012,2719954,2722655,2844451,2844457],[2310514,2484094,2726223,2799079,2799085,2799670],[2311301,2314878,2726506,2728332,2728848,2799953],[2318966,2490467,2730177,2733907,2801108,2848430],[2342409,2638345,2643876,2740550,2852679,2852849],[2350859,2515220,2646342,2649434,2810499,2854602],[2352618,2356018,2521166,2650163,2745782,2854882],[2367219,2529539,2653569,2752130,2815613,2857583],[2379418,2539091,2540478,2758141,2820521,2883092],[2402308,2405338,2766341,2767647,2767978,2826282],[2429457,2690705,2694752,2777083,2867223,2867229],[2437909,2584661,2698505,2701219,2834625,2868928],[2439796,2442962,2590266,2702006,2782274,2869211],[2452819,2597492,2704607,2787306,2838714,2871202] ] cell #5160 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917481,1931191],[997509,2009310],[1084685,2091858],[1183780,2178739],[1206204,2196311],[1244040,2224956],[1276512,2250498],[1334863,2296823],[1368576,2319539],[1401434,2342982],[1417408,2355267],[1439270,2371627],[1492455,2405911],[1498381,2409445],[1531239,2430676],[1542960,2438482],[1564952,2453392],[1580926,2465677],[1621840,2487491],[1671749,2516567],[1674620,2518398],[1687685,2526437],[1693611,2529971],[1705332,2537777],[1711430,2381561],[1771990,2572520],[1784452,2578985],[1800831,2587384],[1813667,2594516],[1829656,2459955],[1831104,2604629],[1833975,2606460],[1867573,2622186],[1895303,2634756],[1906956,2507574],[1907298,2640359],[1939011,2655957],[1950932,2535946],[1955390,2664356],[1986984,2556687],[1987326,2677801],[2017130,2690568],[2018718,2691029],[2024514,2577865],[2055085,2595636],[2055427,2706621],[2067489,2603414],[2094852,2722979],[2100648,2621066],[2128943,2635876],[2129285,2735921],[2131237,2637189],[2136684,2639776],[2158974,2747164],[2164770,2654837],[2202790,2674631],[2208237,2677218],[2227950,2771555],[2233746,2689448],[2236680,2690992],[2262407,2703451],[2267854,2706038],[2294104,2794653],[2303096,2722942],[2326018,2732751],[2331465,2735338],[2357809,2747127],[2386964,2760565],[2415718,2771518],[2471138,2794616], [730155,1465487,2197447],[748052,1744920,2402555],[869371,1879744,2490714],[870411,1628245,2320675],[899584,1660717,2344118],[961282,1975717,2550456],[982128,1749860,2406259],[1029150,1798596,2253025],[1048101,2058474,2597739],[1049141,1820072,2454528],[1080671,2091012,2616174],[1102147,1869931,2485042],[1115841,1884684,2494418],[1147553,2145146,2644123],[1155937,1923669,2152370],[1156096,1923834,1924201],[1168399,1936131,2526785],[1184820,1953155,2374154],[1206989,1975882,2672982],[1228851,1745085,2558391],[1240026,1999497,2563492],[1253720,2014250,2572868],[1266636,2025658,2427490],[1272498,2249652,2696914],[1284217,2041409,2041739],[1286192,2258601,2701466],[1293974,2048661,2592067],[1307668,2063414,2601443],[1316052,2071798,2283540],[1316211,2071963,2072330],[1352682,2101792,2482538],[1369361,1879909,2627206],[1372845,1633351,2494070],[1380536,2122519,2632307],[1388265,2131321,2504005],[1402219,2145311,2741475],[1413394,2354421,2745506],[1424081,1931356,2652058],[1429394,2165914,2363749],[1429553,2166079,2166446],[1435256,2168926,2657159],[1446975,2181665,2181995],[1448950,2183679,2666535],[1472636,2200257,2673541],[1475071,2202874,2553118],[1503157,1760479,2565941],[1510887,2009475,2686669],[1516200,2234890,2421658],[1516359,2235055,2235422],[1517984,2236382,2575086],[1543745,2258766,2781962],[1546123,2442428,2782521],[1549058,2260432,2589563],[1551783,2262491,2444166],[1552910,2263306,2267757],[1560159,2269109,2269439],[1565737,2058639,2707946],[1569221,1825178,2601095],[1576912,2281159,2713047],[1598916,2298654,2615698],[1602900,2092023,2721947],[1604546,2302798,2618287],[1635394,2323485,2731661],[1637829,2326102,2496184],[1638956,2326917,2331368],[1646205,2332720,2333050],[1647768,2333961,2637413],[1667866,2346928,2742034],[1670301,2349545,2646785],[1675405,2355432,2812209],[1680356,2357511,2522074],[1681612,2358547,2362612],[1682287,2358631,2362692],[1698387,1946750,2659608],[1706117,2178904,2755162],[1708495,2541723,2820768],[1709601,1958261,2666187],[1711589,2186232,2381726],[1720685,2387048,2545428],[1725572,2197914,2761939],[1726791,2390676,2672579],[1730928,2393322,2401346],[1733089,2394826,2674855],[1759031,2411276,2684080],[1763015,2225121,2770523],[1764661,2415420,2568157],[1765917,2416456,2420521],[1766592,2416540,2420601],[1790743,2432507,2696438],[1794727,2250663,2779076],[1796373,2436651,2699027],[1801320,2440085,2835337],[1805745,2046303,2702926],[1807123,2444371,2591123],[1808169,2444954,2448365],[1808297,2445252,2448907],[1827221,2457338,2788790],[1830783,2282479,2460770],[1834760,2465842,2842896],[1835880,2074033,2715496],[1838032,2288162,2466573],[1845784,2470840,2611740],[1850661,2298570,2721003],[1852347,2474396,2721227],[1855689,2476647,2483810],[1856364,2476731,2483890],[1876355,2488611,2624617],[1881242,2321142,2801820],[1882461,2492239,2730699],[1886598,2118184,2494885],[1888759,2496389,2631363],[1889805,2496972,2500383],[1889933,2497270,2500925],[1911843,2344585,2808739],[1913062,2511202,2741072],[1917199,2340481,2513848],[1919360,2515352,2743348],[1924456,2156413,2650354],[1928440,2156755,2746294],[1930832,2522838,2525868],[1945302,2531802,2752573],[1949286,2371792,2817323],[1952188,2376288,2536982],[1952863,2376368,2537066],[1955879,2539380,2859450],[1960304,2186559,2759061],[1961808,2543522,2669152],[1967255,2546109,2669376],[1971804,2390974,2761902],[1972275,2392423,2550069],[1976404,2550796,2556847],[1976532,2551094,2557389],[1995162,2406726,2826776],[1995341,2561170,2680122],[2000218,2411192,2769579],[2001904,2564726,2769803],[2005246,2223901,2566977],[2005921,2235677,2567061],[2008951,2568921,2571951],[2029391,2432423,2778132],[2031077,2581421,2778356],[2034419,2428762,2583672],[2035094,2428842,2583756],[2039981,2253492,2780108],[2041200,2259288,2701806],[2045337,2443782,2590030],[2055916,2596451,2870575],[2059972,2454995,2839426],[2061191,2599264,2787828],[2065328,2276824,2601910],[2068535,2460903,2603997],[2068663,2461445,2604295],[2072585,2287583,2716616],[2076569,2287925,2793050],[2076933,2288414,2717431],[2078040,2610252,2718440],[2086052,2613792,2617678],[2087626,2475909,2615724],[2091499,2616379,2621617],[2103767,2622711,2727272],[2108518,2488527,2800446],[2109214,2625298,2727496],[2113763,2492537,2801783],[2114234,2318744,2629258],[2118363,2332511,2629985],[2118491,2322338,2630283],[2129774,2636691,2877828],[2141233,2511500,2808702],[2141704,2512949,2643736],[2145833,2507734,2644463],[2145961,2508276,2644761],[2150710,2349461,2743124],[2152396,2354908,2745711],[2155738,2521273,2650270],[2164591,2527252,2856372],[2166701,2175350,2660728],[2169647,2531718,2816379],[2171333,2658393,2816603],[2174675,2370572,2660644],[2178380,2537208,2662588],[2180237,2374621,2818355],[2181456,2380417,2757941],[2185593,2380238,2667002],[2187290,2543746,2668131],[2194778,2671091,2674360],[2195742,2550213,2672407],[2211138,2678634,2767016],[2211876,2215941,2560443],[2215470,2561468,2826739],[2219150,2415246,2682174],[2220724,2409111,2684106],[2224597,2421684,2684761],[2233567,2573335,2866039],[2243513,2427957,2832259],[2244692,2574477,2694532],[2246266,2582934,2696464],[2250139,2578416,2697119],[2254688,2436949,2780071],[2255159,2586025,2589131],[2259416,2590364,2702104],[2267158,2595552,2838052],[2268900,2277003,2710725],[2272403,2599562,2839389],[2272874,2452597,2709998],[2277131,2456191,2711023],[2281880,2459871,2789880],[2283566,2465318,2792467],[2286908,2464622,2716532],[2293205,2470113,2718984],[2295608,2614016,2719982],[2309929,2483005,2846480],[2310518,2484098,2726251],[2311399,2315054,2624643],[2318006,2496210,2729211],[2318970,2490471,2730527],[2330769,2635792,2850628],[2339882,2507490,2807365],[2341449,2636918,2739584],[2342413,2643880,2740900],[2351035,2646811,2649532],[2357337,2365821,2750667],[2362141,2655135,2856335],[2363775,2371268,2753254],[2367395,2529637,2752599],[2375817,2536244,2818318],[2380545,2540576,2758239],[2386226,2545454,2760294],[2400747,2556603,2825281],[2402312,2405342,2679950],[2408230,2567985,2768558],[2420050,2689746,2866002],[2423952,2427058,2776113],[2428291,2578163,2832222],[2429461,2694756,2777111],[2437913,2698855,2701223],[2444192,2451859,2786340],[2452823,2597496,2787656],[2470257,2611568,2794357],[2479000,2482106,2798238],[2483339,2621364,2846443],[2504031,2506752,2807094],[2521902,2528756,2815358],[2553144,2555865,2825010],[2574914,2577282,2831963],[2618115,2620483,2846184] ] cell #5161 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1552022,2262933],[1638068,2326544],[1730040,2392949],[1829895,2460397],[1851000,2473682],[1885710,2494512],[1916311,2513475],[1971730,2548365],[2000557,2564012],[2029730,2580707],[2044449,2589657],[2064440,2601537],[2108857,2625137],[2113689,2627554],[2141159,2642032],[2151049,2647305],[2169986,2657679],[2184705,2666629],[2215396,2680470],[2254614,2699375],[2256895,2700509],[2267497,2705877],[2272329,2708294],[2282219,2713567],[2287822,2609203],[2331108,2735177],[2340221,2739192],[2352270,2744416],[2362067,2748963],[2373868,2662427],[2375743,2755510],[2378024,2756644],[2401086,2766012],[2419976,2773354],[2426493,2693486],[2428217,2776667],[2450631,2785948],[2458780,2712433],[2462680,2791172],[2481541,2725436],[2483265,2798792],[2502649,2805893],[2503586,2806392],[2505767,2738534],[2525788,2749621],[2527512,2814914],[2535316,2754730],[2552699,2824308],[2554880,2765354],[2571871,2774012],[2573595,2830915],[2574688,2775178],[2576682,2776290],[2591648,2837079],[2593829,2785290],[2617889,2797303],[2619883,2798415],[2631888,2849655],[2634069,2805235],[2637086,2806358],[2651660,2813425],[2653654,2814537],[2670236,2861317],[2674528,2824274],[2686271,2829426],[2688265,2830538],[2703348,2837045],[2719195,2844317],[2732648,2849621],[2760462,2861283], [1355646,2104293,2311053],[1497172,2219676,2408765],[1503501,2224240,2412854],[1596422,2473533,2475835],[1600261,2299884,2475563],[1632655,2322264,2493576],[1692402,2366347,2529291],[1698731,2370911,2533380],[1725194,2392291,2548401],[1756537,2409037,2563863],[1760376,2223769,2565893],[1788249,2580558,2582860],[1792088,2433737,2582588],[1824482,2456117,2600601],[1836224,2464961,2608038],[1850529,1850749,2614304],[1874940,2311325,2624988],[1880864,2318612,2627590],[1886578,2322904,2631167],[1911465,2512817,2642068],[1921962,2647156,2649458],[1925801,2519628,2649186],[1928784,2521612,2651144],[1942808,2529563,2657530],[1946647,2370440,2659560],[1957565,2540502,2665693],[1994784,2211744,2680506],[2000086,2000306,2682686],[2004989,2412262,2685289],[2029259,2029479,2695044],[2039603,2588999,2699411],[2041646,2439620,2781161],[2041716,2700360,2702030],[2045317,2588566,2590930],[2045607,2590290,2702432],[2053670,2445178,2705728],[2059594,2452465,2708330],[2065308,2456757,2711907],[2070091,2604221,2713418],[2073930,2464490,2715448],[2076913,2466918,2609674],[2108386,2108606,2727784],[2111672,2490161,2729038],[2118265,2493519,2731819],[2127528,2497196,2735028],[2138246,2644687,2739043],[2148580,2646366,2742928],[2150578,2150798,2743636],[2152817,2352522,2811162],[2152885,2650138,2744452],[2153062,2648412,2744611],[2155481,2648547,2650552],[2156652,2521141,2746246],[2164213,2358415,2748999],[2169515,2169735,2751179],[2174418,2532788,2753782],[2179859,2536850,2755546],[2181902,2538915,2819408],[2181972,2756495,2758165],[2185573,2541142,2665538],[2185863,2542344,2667262],[2189545,2545799,2759733],[2209799,2551020,2765863],[2218409,2562914,2768469],[2224486,2567948,2770663],[2233189,2416324,2773390],[2239888,2696019,2775644],[2243135,2583540,2776703],[2252597,2698456,2698629],[2252739,2585455,2779905],[2256424,2256644,2781127],[2259190,2700623,2702375],[2267026,2267246,2784913],[2269346,2595986,2838263],[2269416,2710949,2785799],[2270312,2597186,2786167],[2276905,2600544,2788948],[2279750,2603807,2712628],[2281748,2281968,2790392],[2283987,2462932,2841849],[2284055,2716400,2791208],[2284232,2714674,2791367],[2286651,2607446,2714809],[2291121,2612124,2793969],[2297863,2615823,2795525],[2306304,2615279,2797769],[2309551,2476515,2798828],[2312773,2624742,2799614],[2317078,2626774,2800874],[2322437,2631025,2802538],[2330637,2330857,2804858],[2332957,2636226,2850839],[2333027,2630209,2805744],[2336216,2639466,2806533],[2336927,2737683,2740674],[2337069,2643166,2806710],[2337894,2640169,2738729],[2339750,2339970,2807542],[2348370,2646171,2810067],[2348720,2742871,2743021],[2360229,2652198,2855722],[2361017,2752154,2813891],[2364196,2527764,2856503],[2364264,2660512,2814950],[2364441,2750175,2815109],[2365080,2656581,2815269],[2371157,2661615,2817463],[2373726,2662278,2754764],[2377553,2377773,2819374],[2380319,2665636,2756758],[2382079,2542876,2860706],[2384113,2669664,2821674],[2390339,2672740,2822893],[2397081,2676908,2824449],[2397792,2672181,2764503],[2397934,2549499,2824626],[2398759,2677611,2765549],[2400615,2400835,2825458],[2403743,2680283,2826092],[2410485,2684205,2827648],[2412435,2685639,2828377],[2418138,2686809,2865389],[2418926,2683661,2829892],[2422105,2573847,2866170],[2422173,2566845,2830951],[2422350,2774566,2831110],[2423382,2424533,2831470],[2424974,2692864,2831575],[2425256,2695824,2831616],[2425606,2775587,2778029],[2426351,2693337,2776324],[2431716,2696563,2833131],[2436021,2698595,2779769],[2446626,2703662,2837220],[2446768,2593185,2869861],[2447337,2784439,2787430],[2447479,2709428,2837397],[2448304,2706431,2785485],[2450160,2450380,2838229],[2450931,2707514,2838480],[2456290,2711765,2840144],[2459130,2712469,2789777],[2465207,2607347,2843036],[2466810,2716966,2873611],[2467629,2793701,2793796],[2473796,2721085,2844577],[2477618,2722087,2874731],[2478430,2479581,2845691],[2480022,2724814,2845796],[2480304,2615084,2845837],[2480654,2720900,2797712],[2481399,2725287,2798449],[2485676,2727354,2847021],[2489498,2728356,2847841],[2491902,2730860,2848240],[2498644,2732962,2849796],[2498786,2633425,2877114],[2499355,2730301,2804384],[2499497,2628688,2849973],[2500322,2735731,2805430],[2502178,2502398,2850805],[2503391,2504249,2851195],[2504639,2738157,2851270],[2505192,2740640,2806574],[2506117,2738570,2807262],[2510865,2741233,2852489],[2517607,2646910,2854045],[2519285,2521858,2812349],[2522677,2523828,2855583],[2523919,2652788,2880384],[2524269,2747295,2855688],[2524551,2751959,2855729],[2524901,2813834,2816276],[2525646,2749472,2814571],[2531011,2752698,2857244],[2532961,2754132,2857973],[2538664,2755302,2882483],[2540675,2665396,2860168],[2542631,2667514,2883264],[2547585,2760993,2822625],[2551836,2762657,2862057],[2551978,2674183,2884053],[2552504,2553362,2862242],[2553752,2764977,2862317],[2554305,2672147,2824490],[2555230,2765390,2825178],[2557959,2766107,2825919],[2562210,2767771,2827048],[2562352,2681128,2863883],[2564126,2769661,2864136],[2568760,2569911,2865250],[2570002,2687399,2885683],[2570352,2771686,2865355],[2570634,2683466,2865396],[2570984,2769476,2829835],[2571729,2773863,2830572],[2574654,2575376,2831402],[2580821,2778214,2867349],[2584643,2779216,2887218],[2587047,2699188,2868568],[2588424,2590463,2836055],[2591453,2592311,2869718],[2592701,2704282,2869793],[2593254,2787396,2837261],[2594179,2785326,2837949],[2598927,2787989,2871012],[2605669,2790091,2872568],[2605811,2714165,2889601],[2607619,2715159,2873297],[2612746,2613344,2874175],[2616907,2722274,2890694],[2617257,2796254,2874697],[2617855,2618577,2845623],[2625826,2728161,2875924],[2626176,2800343,2847784],[2631693,2632551,2876971],[2632941,2733582,2877046],[2633494,2730267,2849837],[2634419,2805271,2850525],[2641252,2807793,2852221],[2645503,2809457,2879151],[2645645,2742676,2892902],[2647419,2743206,2879411],[2648897,2650725,2854774],[2651626,2652348,2855515],[2657793,2816461,2881230],[2663669,2755892,2894532],[2664019,2818486,2882449],[2670041,2670423,2883631],[2670918,2761341,2895249],[2673699,2762942,2883985],[2678461,2766625,2884616],[2681242,2767737,2863747],[2686237,2686959,2865182],[2697647,2779403,2896754],[2697997,2833860,2887184],[2713681,2790711,2889533],[2717879,2718049,2890363],[2719161,2719480,2874107],[2719893,2795221,2890528],[2726162,2799439,2875513],[2739411,2808141,2899240],[2742192,2809742,2892834],[2759429,2759558,2883465],[2777022,2832827,2896588] ] cell #5162 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917485,1681562],[997513,1765867],[1084689,1855639],[1183784,1952138],[1206208,1972225],[1244044,2005196],[1276516,2034369],[1334935,2087188],[1368580,2114184],[1401438,2141654],[1417412,2155688],[1439274,2174625],[1492459,2215891],[1498453,2220286],[1531311,2245828],[1542964,2255109],[1564956,2272824],[1580930,2286858],[1621912,2314616],[1671821,2350597],[1674624,2352765],[1687689,2362562],[1693683,2366957],[1705336,2376238],[1711434,2381623],[1771994,2420471],[1784456,2428712],[1800903,2439534],[1813739,2448469],[1829660,2460017],[1831176,2461007],[1833979,2463175],[1867577,2483760],[1895375,2500487],[1906960,2507636],[1907370,2507838],[1939015,2528007],[1950936,2535891],[1955462,2538829],[1986988,2556749],[1987398,2556951],[2017134,2574090],[2018790,2574832],[2024518,2577810],[2055089,2595698],[2055499,2595900],[2067486,2603367],[2094924,2618033],[2100652,2621011],[2128947,2635938],[2129357,2636140],[2131241,2637163],[2136681,2639729],[2159046,2651804],[2164774,2654782],[2202794,2674605],[2208234,2677171],[2228022,2686415],[2233750,2689393],[2236677,2690969],[2262411,2703425],[2267851,2705991],[2294176,2719339],[2303093,2722919],[2326022,2732725],[2331462,2735291],[2357806,2747104],[2386968,2760539],[2415715,2771495],[2471135,2794593], [730159,1465549,1971728],[748056,1486332,2211650],[869375,1627228,2318518],[870415,1628307,2113687],[899588,1660779,2141157],[961286,1729076,2392197],[982132,1749922,2215394],[1029154,1798658,2254612],[1048105,1819055,2452371],[1049145,1820134,2272327],[1080675,1851846,2475833],[1102151,1871837,2311323],[1115845,1884746,2322262],[1147557,1915347,2512723],[1155941,1923731,2352268],[1168403,1936193,2362065],[1184824,1953217,2375741],[1206996,1726267,2550417],[1228858,1747113,2402516],[1240030,2001403,2409035],[1253724,2014312,2419974],[1266640,2025720,2428215],[1272502,2030576,2582858],[1284221,2041471,2256827],[1286196,2043485,2588905],[1293978,2050567,2445176],[1307672,2063476,2456115],[1316056,2071860,2462678],[1352686,2101854,2483263],[1369368,1881937,2490675],[1372849,1633355,2322759],[1380540,2124425,2497194],[1388269,2131383,2503584],[1402226,1912538,2644084],[1413398,2151895,2649456],[1414295,1923906,2152992],[1424088,1933384,2523042],[1429398,2165976,2527510],[1435260,2170832,2529561],[1446979,2181727,2377956],[1448954,2183741,2540500],[1472640,2201233,2551018],[1475075,2202936,2552697],[1503164,1760551,2412328],[1510894,2011503,2569125],[1516204,2234952,2573593],[1517988,2236327,2574712],[1543752,2040676,2701427],[1546127,2257741,2702028],[1549062,2260494,2590288],[1551787,2262553,2591646],[1560163,2269171,2450563],[1565744,2060667,2597700],[1569225,1825182,2456612],[1576916,2283065,2604219],[1577813,2072035,2284162],[1598920,2298716,2615277],[1602907,2093061,2616583],[1604550,2302743,2617913],[1635398,2324461,2630207],[1637833,2326164,2631886],[1646209,2332782,2502581],[1647765,2333914,2637105],[1667870,2347904,2644685],[1670305,2349607,2646364],[1675412,2153958,2745915],[1680360,2357456,2651684],[1682291,2358693,2526499],[1689523,2166151,2364371],[1698394,1946822,2532854],[1706124,2180932,2662792],[1708499,2378870,2758163],[1709605,1958265,2540997],[1720689,2387110,2670234],[1725579,2197986,2672325],[1726795,2390621,2672205],[1733086,2394779,2674547],[1759035,2411338,2683659],[1763022,2226159,2684965],[1764665,2415365,2686295],[1766596,2416602,2572582],[1773828,2235127,2422280],[1790747,2432569,2696017],[1794734,2251701,2697323],[1796377,2436596,2698653],[1801327,2257002,2781305],[1805749,2046307,2590785],[1807120,2444324,2703367],[1808173,2444899,2594461],[1809028,2263378,2449092],[1827225,2458314,2710947],[1834767,2285128,2792671],[1835887,2074105,2607512],[1838036,2466635,2466703],[1845788,2470785,2719219],[1850665,2298574,2720977],[1852344,2474349,2720919],[1856368,2476793,2622248],[1876359,2488673,2728354],[1881249,2321214,2730445],[1882465,2492184,2730325],[1888756,2496342,2732667],[1889809,2496917,2634701],[1890664,2326989,2501110],[1911850,2344657,2740818],[1913066,2511147,2740698],[1919357,2515305,2743040],[1924460,2156417,2650416],[1928447,2156827,2650618],[1930829,2522791,2654207],[1930931,2358551,2526357],[1945306,2531864,2752152],[1949293,2372830,2753458],[1952867,2537128,2537839],[1955886,2378131,2819552],[1960099,2381798,2381868],[1960308,2186563,2667757],[1961812,2543496,2759903],[1967252,2546062,2760481],[1971801,2390971,2761879],[1976408,2550741,2677746],[1977263,2393394,2557574],[1995169,2406798,2767915],[1995345,2561115,2767795],[2000222,2411196,2769553],[2001901,2564679,2769495],[2005925,2235681,2567123],[2008948,2568874,2688818],[2009050,2416460,2572440],[2029395,2432427,2778106],[2031074,2581374,2778048],[2035098,2579047,2583818],[2039988,2253564,2698773],[2041204,2259292,2701751],[2048249,2445249,2594811],[2055923,2450738,2838407],[2059979,2455067,2787574],[2061195,2599209,2787454],[2068539,2603942,2604574],[2069394,2460842,2461630],[2072589,2287587,2716678],[2076576,2287997,2716880],[2078037,2610229,2794098],[2086056,2613766,2722769],[2091496,2616332,2725550],[2091598,2476651,2622106],[2103771,2622685,2799784],[2108522,2488531,2800420],[2109211,2625251,2800362],[2113760,2492534,2801760],[2118191,2119222,2494957],[2118367,2332515,2629930],[2122107,2497267,2635051],[2129781,2502756,2850983],[2141230,2511497,2808679],[2145837,2640304,2644408],[2146692,2508461,2513920],[2150714,2349465,2743098],[2152393,2354905,2745664],[2164598,2527324,2814715],[2166705,2175354,2660790],[2169651,2531722,2816353],[2171330,2658346,2816295],[2178377,2662541,2663094],[2178479,2536986,2537697],[2180244,2374693,2754908],[2181460,2380421,2757886],[2187243,2543438,2668110],[2194775,2671068,2763355],[2196231,2392427,2550073],[2199845,2551091,2678096],[2211135,2678611,2826221],[2211880,2405831,2560447],[2215467,2561465,2826716],[2219154,2415250,2682148],[2223905,2224696,2566981],[2224594,2421681,2684714],[2233574,2573407,2830716],[2243520,2428029,2776468],[2244696,2690819,2694506],[2250136,2693600,2697072],[2250238,2578905,2583676],[2254685,2436946,2780048],[2260147,2443789,2590102],[2267162,2595556,2838026],[2268904,2277007,2710670],[2272400,2599559,2839366],[2276831,2277862,2601982],[2280747,2604292,2604924],[2281884,2459875,2789854],[2283563,2465315,2792420],[2288421,2288558,2609781],[2293209,2470117,2718958],[2295561,2613708,2719961],[2297118,2475906,2615721],[2309936,2483077,2798593],[2310471,2622627,2726230],[2311396,2487786,2624640],[2318003,2496207,2729188],[2318748,2319459,2629262],[2322335,2323073,2630280],[2330773,2635796,2850602],[2339886,2507494,2807339],[2341446,2736535,2739561],[2342902,2512953,2643740],[2346516,2640654,2644758],[2355007,2521277,2650274],[2357341,2365825,2750641],[2362138,2655132,2856312],[2363772,2371265,2753207],[2370576,2371367,2660648],[2375814,2536241,2818295],[2380245,2381276,2667074],[2386223,2545451,2760271],[2389414,2550166,2672395],[2400751,2556607,2825255],[2402265,2560540,2679938],[2408183,2567973,2768537],[2409108,2409740,2684103],[2420047,2689743,2865979],[2423956,2427062,2776087],[2428288,2578160,2832199],[2429414,2694448,2777090],[2430971,2582931,2696461],[2438402,2586029,2589135],[2442016,2590361,2702101],[2444189,2451856,2786317],[2452601,2453312,2710002],[2456188,2456926,2711020],[2464626,2465417,2716536],[2470210,2611556,2794336],[2479004,2482110,2798212],[2483336,2621361,2846420],[2490424,2490977,2730515],[2504028,2506749,2807071],[2509940,2643833,2740888],[2516862,2646808,2649529],[2521890,2528709,2815337],[2529634,2530266,2752596],[2540573,2541311,2758236],[2553141,2555862,2824987],[2574902,2577235,2831942],[2586122,2698843,2701176],[2597449,2598002,2787644],[2618103,2620436,2846163] ] cell #5163 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421446,1931018],[1508252,2009137],[1601385,2091685],[1703482,2178566],[1725337,2196263],[1761500,2224783],[1793212,2250325],[1850591,2296968],[1881007,2319491],[1911608,2342934],[1926925,2355094],[1947771,2371454],[1994927,2405863],[2000148,2409590],[2029321,2430821],[2039746,2438434],[2059737,2453344],[2075054,2465504],[2108448,2487636],[2150640,2516712],[2153028,2518350],[2164356,2526389],[2169577,2530116],[2180002,2537729],[2185829,2542396],[2233332,2572472],[2243278,2578937],[2256486,2587529],[2267088,2594661],[2279716,2603859],[2281810,2604774],[2284198,2606412],[2309694,2622138],[2330699,2634901],[2337860,2640221],[2339812,2640504],[2364407,2655909],[2373279,2662211],[2377615,2664501],[2398725,2677663],[2400677,2677946],[2422316,2690520],[2423444,2691608],[2425904,2693270],[2448270,2706483],[2450222,2706766],[2458765,2712418],[2478492,2723558],[2480952,2725220],[2500288,2735783],[2502240,2736066],[2503422,2737143],[2505752,2738519],[2522739,2747743],[2525199,2749405],[2552535,2763963],[2554865,2765339],[2568822,2772134],[2571282,2773796],[2574673,2775163],[2591484,2783899],[2593814,2785275],[2612808,2794959],[2617874,2797288],[2631724,2803844],[2634054,2805220],[2651645,2813410],[2670072,2822461],[2686256,2829411],[2719180,2844302], [1486195,1744747,1989741],[1627091,1879571,2112763],[1633420,2117949,2118097],[1724891,1971766,2389577],[1725236,2196114,2196870],[1728939,1975544,2198972],[1760418,2223738,2223831],[1761244,2224461,2567914],[1818918,2058301,2271403],[1825247,2276589,2276737],[1850860,2088319,2297028],[1880561,2113725,2491140],[1880906,2319342,2320098],[1884539,2322191,2630578],[1884609,2117503,2322200],[1911162,2141195,2510103],[1911507,2342785,2343541],[1915210,2144973,2345643],[1924043,2352424,2648191],[1946689,2370409,2370502],[1947515,2371132,2661581],[1958330,2380003,2380151],[1960373,2382054,2542842],[1994481,2215432,2560703],[1994826,2213230,2405714],[1997779,2408447,2681945],[2000417,2221417,2409650],[2003892,2412235,2685274],[2029590,2246959,2430881],[2039300,2254650,2586285],[2039645,2438285,2439041],[2041612,2439656,2700304],[2041855,2440011,2587762],[2043348,2258428,2441143],[2046372,2443547,2443695],[2059291,2272365,2598165],[2059636,2453195,2453951],[2063269,2456044,2711318],[2063339,2276143,2456053],[2072172,2462834,2714453],[2073972,2464459,2464552],[2074798,2465182,2607313],[2076215,2466531,2609265],[2080151,2470474,2718264],[2106034,2108717,2487696],[2111515,2490134,2729023],[2118188,2495814,2731767],[2150909,2351728,2516772],[2152582,2352306,2648135],[2152927,2518201,2518957],[2156694,2521110,2521203],[2157520,2519251,2521833],[2163910,2362103,2654370],[2164255,2359901,2526240],[2166288,2527666,2749954],[2167208,2528973,2750438],[2169846,2368088,2530176],[2173321,2532761,2753767],[2177341,2536446,2662489],[2179556,2375779,2663257],[2179901,2537580,2538336],[2181868,2538951,2756439],[2182111,2539306,2664734],[2183534,2540429,2664949],[2183604,2379557,2540438],[2189388,2545772,2759718],[2196889,2549580,2761726],[2213249,2681209,2766840],[2218044,2562863,2768393],[2223850,2567639,2770499],[2232886,2420012,2688981],[2233231,2417810,2572323],[2235264,2573749,2774345],[2238791,2577499,2775393],[2240745,2578365,2693548],[2242832,2428253,2693763],[2243177,2578788,2584315],[2252781,2585053,2585517],[2256755,2440665,2587589],[2260287,2587977,2590217],[2260357,2443101,2590226],[2264674,2267357,2594721],[2265023,2592173,2784200],[2269312,2596022,2785743],[2269555,2596377,2706999],[2270155,2597159,2786152],[2276828,2602839,2788896],[2279441,2603631,2712464],[2282079,2462138,2604834],[2283752,2462716,2714397],[2284097,2606263,2607019],[2285554,2607419,2714794],[2288418,2467019,2793428],[2290756,2612073,2793893],[2297706,2615300,2795510],[2305207,2620700,2797518],[2307161,2621566,2725498],[2309248,2483301,2725713],[2309593,2477290,2621989],[2312616,2728377,2799599],[2320117,2628769,2801607],[2322285,2630868,2802523],[2328285,2330968,2634961],[2328634,2632413,2804145],[2332923,2636262,2805688],[2333166,2636617,2736299],[2334406,2503622,2737154],[2336059,2639439,2806518],[2337111,2638737,2643228],[2337585,2639993,2738565],[2340081,2514428,2640564],[2343560,2643247,2808526],[2348822,2645985,2646202],[2348892,2515797,2645994],[2355856,2648532,2650525],[2359920,2652034,2813640],[2360195,2652234,2813651],[2361874,2655337,2749683],[2363961,2527548,2749898],[2364306,2655760,2661287],[2364715,2656530,2815193],[2370521,2661306,2817299],[2373569,2662251,2754749],[2377884,2539960,2664561],[2380242,2540309,2820874],[2381935,2667416,2821145],[2382850,2759482,2821539],[2389974,2672052,2822817],[2393902,2400946,2678006],[2394251,2673647,2823883],[2395271,2552735,2763974],[2396924,2676881,2824434],[2397976,2549561,2676179],[2398450,2677435,2765385],[2403378,2767642,2826016],[2410328,2683682,2827633],[2417829,2686645,2829641],[2418104,2686845,2829652],[2419783,2689948,2774074],[2421870,2573631,2774289],[2422215,2567620,2690371],[2423166,2574627,2775066],[2424609,2692813,2831499],[2425708,2692239,2695855],[2425778,2581866,2692248],[2426194,2693310,2776309],[2431559,2696040,2833116],[2436013,2585239,2698237],[2436379,2698429,2698614],[2439060,2585536,2835124],[2441014,2443786,2782627],[2444816,2591684,2783910],[2446179,2703601,2837108],[2446469,2703647,2837205],[2447521,2704999,2709490],[2447995,2706255,2785321],[2450491,2602490,2706826],[2453970,2709509,2839213],[2456138,2711608,2840129],[2462487,2713153,2841751],[2464571,2607038,2842872],[2466776,2717002,2843294],[2472533,2719817,2844442],[2474841,2480826,2724198],[2477309,2721923,2845364],[2477584,2722123,2845375],[2478214,2617828,2797191],[2479657,2724763,2845720],[2480756,2615115,2724189],[2481242,2725260,2798434],[2484413,2799070,2799363],[2491537,2730172,2848164],[2495465,2502509,2736126],[2496834,2631924,2803855],[2498197,2732901,2849684],[2498487,2732947,2849781],[2499539,2628750,2734299],[2500013,2735555,2805266],[2503376,2637043,2806282],[2505184,2642950,2737464],[2505550,2737656,2740659],[2510500,2740545,2852413],[2514777,2742140,2853479],[2514810,2646156,2742720],[2517450,2646387,2854030],[2518976,2521222,2812185],[2522461,2651599,2813313],[2523904,2747252,2855612],[2525003,2748374,2751990],[2525073,2658838,2748383],[2525489,2749445,2814556],[2530854,2752175,2857229],[2538355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] cell #5164 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421436,2159430],[1508242,2228406],[1601375,2300713],[1703472,2375077],[1725327,2389842],[1761490,2413335],[1793202,2434566],[1850531,2473382],[1880997,2491405],[1911598,2510368],[1926915,2520457],[1947761,2533861],[1994917,2560968],[2000088,2563712],[2029261,2580407],[2039736,2586550],[2059727,2598430],[2075044,2608519],[2108388,2624837],[2150580,2647005],[2153018,2648400],[2164346,2654635],[2169517,2657379],[2179992,2663522],[2185819,2542332],[2233322,2689246],[2243268,2694028],[2256426,2700209],[2267028,2705577],[2279706,2603795],[2281750,2713267],[2284188,2714662],[2309684,2725978],[2330639,2734877],[2337850,2640157],[2339752,2738892],[2364397,2750163],[2373248,2662127],[2377555,2756344],[2398715,2677599],[2400617,2765712],[2422306,2774554],[2423384,2774867],[2425873,2693186],[2448260,2706419],[2450162,2785648],[2458746,2712356],[2478432,2796992],[2480921,2725136],[2500278,2735719],[2502180,2805593],[2503367,2737112],[2505733,2738457],[2522679,2813114],[2525168,2749321],[2552480,2763932],[2554846,2765277],[2568762,2829115],[2571251,2773712],[2574635,2775144],[2591429,2783868],[2593795,2785213],[2612748,2844176],[2617836,2797269],[2631669,2803813],[2634035,2805158],[2651607,2813391],[2670017,2822430],[2686218,2829392],[2719142,2844283], [1226206,1990001,2211438],[1366716,2113023,2318306],[1373050,2117939,2322840],[1465939,2389677,2392293],[1469853,2199232,2391985],[1502809,2223771,2412301],[1563092,2271663,2452159],[1569426,2276579,2456693],[1596378,2299988,2473505],[1628697,2318614,2491240],[1632611,2117439,2493548],[1661169,2510203,2512819],[1665083,2345903,2512511],[1698039,2370442,2532827],[1709806,2379993,2541078],[1724827,1724883,2548288],[1750312,2211746,2560803],[1756493,2219780,2563835],[1762367,2224460,2567904],[1788205,2433841,2580530],[1799048,2586385,2589001],[1802962,2441403,2588693],[1805950,2443537,2590866],[1820524,2452467,2598265],[1824438,2276079,2600573],[1835532,2464492,2607485],[1874896,2104397,2624960],[1880497,1880553,2627477],[1885628,2322190,2630547],[1911098,1911154,2641955],[1921918,2519732,2647128],[1924049,2352364,2744392],[1924121,2648235,2650140],[1927792,2519241,2521832],[1928092,2521143,2650591],[1936583,2358417,2654470],[1942764,2366451,2657502],[1948638,2371131,2661571],[1953607,2536852,2663357],[1957521,2379493,2665665],[1960509,2382053,2542832],[1994417,1994473,2680393],[1997899,2408446,2681914],[2004937,2412234,2685255],[2014702,2416326,2689081],[2026110,2583542,2693863],[2037091,2585457,2698495],[2039236,2039292,2699298],[2041602,2256584,2781108],[2041672,2589761,2700332],[2041861,2587821,2700511],[2044367,2587946,2590216],[2045563,2443037,2702404],[2053626,2263037,2705700],[2059227,2059283,2708217],[2064358,2456043,2711287],[2070047,2460501,2713390],[2072178,2462774,2791148],[2072250,2714497,2716402],[2075921,2465181,2607303],[2076221,2466468,2609205],[2080271,2470473,2718233],[2102244,2476517,2725813],[2111620,2490133,2729004],[2118197,2495820,2731707],[2127484,2326648,2735000],[2134721,2643168,2737722],[2138202,2513579,2739015],[2148391,2645984,2646147],[2148536,2515733,2742900],[2152518,2152574,2744339],[2155429,2648513,2650524],[2163846,2163902,2748886],[2166294,2527606,2814890],[2166366,2660514,2749998],[2167328,2528972,2750407],[2174366,2532760,2753748],[2177347,2536383,2662429],[2179492,2179548,2755433],[2181858,2377713,2819355],[2181928,2666733,2756467],[2182117,2664793,2756646],[2184623,2540428,2664918],[2189493,2545771,2759699],[2197009,2550133,2761695],[2206274,2549501,2764542],[2209755,2393053,2765835],[2213369,2560507,2766809],[2218025,2562801,2768398],[2223965,2567759,2770444],[2232822,2232878,2773277],[2235270,2573689,2830891],[2235342,2566847,2774389],[2238911,2577498,2775362],[2239699,2692238,2695800],[2239844,2581802,2775616],[2240751,2578302,2693488],[2242768,2242824,2776590],[2252119,2585155,2779764],[2252545,2698428,2698576],[2265029,2592113,2836950],[2265891,2709430,2784478],[2269302,2450320,2838210],[2269372,2601641,2785771],[2269561,2707058,2785950],[2270260,2597158,2786133],[2276837,2602845,2788836],[2279561,2603630,2712409],[2283688,2283744,2791095],[2286599,2607418,2714775],[2288427,2467025,2843501],[2290737,2612011,2793898],[2297811,2615771,2795491],[2305327,2620699,2797487],[2306115,2615060,2724188],[2306260,2474777,2797741],[2307167,2621503,2725438],[2309184,2309240,2798715],[2312721,2624690,2799580],[2320237,2629322,2801576],[2322385,2630973,2802485],[2328640,2632353,2849526],[2329502,2628690,2804423],[2332913,2502338,2850786],[2332983,2494616,2805716],[2333172,2736358,2805895],[2334342,2334398,2806124],[2336164,2639438,2806499],[2336449,2642866,2806569],[2336875,2737655,2740621],[2337705,2639992,2738510],[2343680,2643800,2808495],[2348336,2646094,2742725],[2360040,2651979,2813609],[2360185,2523275,2855488],[2360828,2748373,2751935],[2360973,2658774,2813863],[2361880,2655274,2749623],[2363897,2363953,2814837],[2364696,2656468,2815198],[2370636,2661426,2817244],[2373674,2662250,2754711],[2380251,2540315,2820814],[2381941,2667356,2860487],[2382788,2759358,2759487],[2389955,2672388,2822822],[2394257,2673587,2861916],[2395207,2395263,2824040],[2397029,2676880,2824415],[2397314,2549199,2824485],[2397740,2672128,2764475],[2398570,2677434,2765330],[2403359,2679931,2826021],[2407661,2681130,2827087],[2410433,2684153,2827614],[2417949,2686590,2829610],[2418094,2569358,2865155],[2418737,2683442,2772764],[2418882,2565107,2829864],[2419789,2689885,2774014],[2421806,2421862,2830838],[2423082,2423106,2831232],[2424590,2692751,2831504],[2425222,2695747,2775441],[2426299,2693309,2776271],[2431664,2696511,2833097],[2439180,2586089,2835093],[2441020,2443795,2782567],[2444752,2444808,2836811],[2446148,2591835,2869650],[2446574,2703609,2837186],[2446859,2709128,2837256],[2447285,2784411,2787377],[2448115,2706254,2785266],[2454090,2710062,2839182],[2456238,2711713,2840091],[2462493,2713093,2872298],[2464686,2607158,2842817],[2466766,2609363,2873558],[2472471,2719822,2795150],[2477429,2721868,2845333],[2477574,2616816,2874592],[2478130,2478154,2845453],[2479638,2724701,2845725],[2480270,2615007,2797566],[2481347,2725259,2798396],[2484351,2726091,2799368],[2489309,2728137,2800813],[2489454,2625679,2847813],[2491518,2730508,2848169],[2496770,2496826,2849387],[2498166,2632075,2876903],[2498592,2732909,2849762],[2498877,2628388,2849832],[2499303,2730248,2804356],[2500133,2735554,2805211],[2503314,2503333,2806287],[2510481,2740881,2852418],[2514783,2742080,2879010],[2517555,2646858,2854011],[2519096,2521337,2812130],[2522377,2522401,2855345],[2523885,2651945,2855617],[2524517,2751882,2813688],[2525594,2749444,2814518],[2530959,2752646,2857210],[2538475,2755083,2859206],[2538620,2663025,2882249],[2540623,2665344,2860115],[2546490,2546546,2861178],[2551358,2673309,2883910],[2551784,2762604,2862023],[2552427,2552446,2824203],[2561732,2680828,2863742],[2562158,2767718,2827020],[2568460,2568484,2865012],[2569968,2686556,2865284],[2570600,2683389,2829689],[2571677,2773835,2830519],[2579496,2776951,2832756],[2584454,2778997,2868105],[2584599,2697556,2887079],[2586663,2698836,2868497],[2588372,2590411,2836002],[2591376,2591395,2836974],[2598543,2787637,2870941],[2605191,2712815,2889390],[2605617,2790038,2872534],[2612446,2612470,2874032],[2613532,2720252,2890523],[2616873,2721834,2874626],[2622451,2726739,2875508],[2625792,2728084,2847638],[2631616,2631635,2849550],[2645025,2741802,2892759],[2645451,2809404,2879117],[2663635,2755049,2882378],[2668401,2668619,2883460],[2669964,2669983,2861212],[2670884,2761307,2883726],[2678427,2766591,2863156],[2694272,2777381,2896583],[2697613,2778963,2887113],[2717845,2718015,2873848],[2739377,2808107,2892575] ] cell #5165 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291361,2048361],[1377923,2122219],[1471143,2199957],[1574299,2280859],[1596608,2297180],[1633901,2323185],[1666373,2346628],[1724903,2389468],[1756723,2409802],[1788435,2431033],[1804252,2442128],[1825728,2457038],[1875126,2487848],[1880573,2491031],[1911174,2509994],[1922148,2516924],[1942994,2530328],[1958811,2541423],[1994493,2560594],[2039312,2586176],[2041902,2587741],[2053856,2594873],[2059303,2598056],[2070277,2604986],[2076334,2609244],[2127714,2635113],[2138432,2640716],[2152594,2648026],[2163922,2654261],[2178244,2662468],[2179568,2663148],[2182158,2664713],[2209985,2678158],[2232898,2688872],[2242510,2693527],[2242844,2693654],[2269602,2706978],[2279865,2712348],[2283764,2714288],[2308926,2725477],[2309260,2725604],[2333213,2736278],[2334418,2736706],[2338797,2738449],[2363639,2749662],[2363973,2749789],[2373977,2754668],[2395283,2763526],[2399662,2765269],[2421548,2774053],[2421882,2774180],[2423312,2774825],[2427313,2776228],[2444828,2783462],[2449207,2785205],[2478360,2796950],[2482361,2798353],[2496846,2803407],[2501225,2805150],[2503491,2806096],[2522607,2813072],[2526608,2814475],[2546566,2822242],[2552604,2824012],[2568690,2829073],[2572691,2830476],[2591553,2836783],[2612676,2844134],[2631793,2849359],[2670141,2861150], [1079178,1850570,2296880],[1099534,1869631,2484888],[1237413,1999197,2563338],[1238533,2000127,2409502],[1271005,2029300,2430733],[1339404,2090712,2616020],[1361396,2108427,2487548],[1411901,2150619,2516624],[1432643,2168626,2657005],[1433763,2169556,2530028],[1467018,2196849,2673039],[1488880,2213209,2558448],[1502922,2223810,2565998],[1535780,2249352,2696760],[1544630,2256465,2439453],[1544795,2256604,2256869],[1557772,2267067,2594573],[1575419,2281789,2604686],[1597341,2088331,2721569],[1618817,2106046,2622942],[1629776,2320077,2627263],[1643818,2330678,2634813],[1656613,2339791,2640416],[1662248,2343520,2741532],[1674180,2352403,2352628],[1676290,2354121,2745352],[1684110,2359880,2652115],[1698152,2370481,2659665],[1707002,2377594,2538748],[1707167,2377733,2377998],[1741934,2400656,2677858],[1757456,2221429,2682405],[1760881,2004692,2566298],[1768415,2417789,2686726],[1776137,2423423,2691286],[1789168,2246971,2778698],[1800127,2439020,2782019],[1810644,2264686,2703682],[1815968,2450201,2595819],[1816133,2450340,2450605],[1821603,2453930,2708003],[1833535,2462813,2463038],[1835645,2464531,2715553],[1857108,2477269,2722004],[1859258,2478471,2723236],[1884975,2117515,2629409],[1892280,2328297,2732982],[1897604,2502219,2636059],[1897769,2502358,2502623],[1899238,2503306,2736833],[1922881,2351740,2811831],[1925200,2518936,2812266],[1928205,2521182,2746351],[1930696,2522718,2651472],[1931703,2523295,2526541],[1938571,2527645,2527870],[1943727,2368100,2750898],[1947152,2174121,2659965],[1954686,2538315,2755219],[1974232,2549540,2762196],[1977839,2393914,2762677],[1979266,2552419,2763653],[2006665,2567599,2770580],[2008815,2568801,2686083],[2009822,2569378,2572624],[2016690,2573728,2573953],[2018074,2574592,2774931],[2035838,2584294,2779133],[2037988,2585496,2780365],[2042635,2440677,2836075],[2047367,2591368,2703130],[2048401,2592041,2594913],[2049012,2592152,2594983],[2063705,2276155,2710149],[2071010,2462150,2790111],[2073329,2606998,2842953],[2074435,2286354,2715853],[2076499,2466745,2609383],[2083870,2612787,2718734],[2087795,2474853,2795691],[2088788,2614999,2795818],[2092370,2616836,2622290],[2094208,2617793,2797056],[2116191,2628729,2802077],[2119798,2495477,2802558],[2121225,2631608,2732430],[2122259,2632281,2635153],[2122870,2632392,2635223],[2143661,2643207,2808996],[2147268,2514440,2809477],[2148695,2646086,2810453],[2152976,2518362,2854211],[2157157,2356656,2746651],[2158330,2651564,2746877],[2159161,2651918,2654199],[2159255,2652103,2654565],[2176094,2661266,2817380],[2179251,2537881,2663045],[2182891,2539972,2860188],[2183970,2379569,2757365],[2186119,2542559,2667395],[2192126,2669956,2760026],[2195930,2549429,2823014],[2197270,2672085,2823120],[2199997,2673515,2678198],[2200608,2673626,2678268],[2216968,2681169,2767310],[2220893,2565183,2827814],[2221886,2683381,2827941],[2225468,2412935,2685218],[2227306,2686175,2771268],[2228137,2686529,2688810],[2228231,2686714,2689176],[2246435,2581878,2833297],[2247428,2695739,2833424],[2251010,2579089,2697576],[2252848,2698533,2834662],[2257116,2442779,2782606],[2260723,2443113,2782733],[2262662,2703566,2705496],[2274831,2709469,2839683],[2278438,2602502,2840164],[2280899,2605026,2713021],[2281510,2605096,2713132],[2284146,2606424,2872734],[2288327,2467066,2793407],[2289459,2717696,2794090],[2293460,2719099,2794196],[2296868,2615184,2844712],[2297220,2616148,2721371],[2300444,2721807,2725542],[2300538,2721992,2725908],[2315223,2625755,2847589],[2315354,2728076,2799907],[2319158,2628618,2848361],[2320498,2730205,2848467],[2323225,2493689,2731635],[2323836,2502870,2731746],[2326273,2732866,2734796],[2342601,2643096,2852610],[2343941,2740578,2852716],[2346668,2640756,2742008],[2347279,2640826,2742119],[2351204,2515809,2810326],[2352197,2520188,2812069],[2355779,2651225,2746168],[2364355,2655921,2880966],[2367564,2658850,2857410],[2368557,2751874,2857537],[2372139,2533461,2753711],[2374808,2663086,2755022],[2374902,2663452,2755207],[2378245,2542074,2820853],[2381852,2542408,2820980],[2382219,2542790,2759025],[2382965,2759296,2821809],[2388677,2761158,2763347],[2389772,2673027,2762184],[2392678,2762561,2765631],[2402081,2766272,2826213],[2405530,2681058,2863693],[2406082,2767675,2826319],[2409490,2683566,2864271],[2409842,2563466,2769947],[2413066,2573522,2770383],[2413160,2565986,2770568],[2422264,2690532,2886265],[2430721,2695924,2867484],[2431073,2696888,2778500],[2434297,2693592,2778936],[2434391,2693958,2779121],[2438101,2585385,2834556],[2439441,2589386,2835959],[2442168,2702545,2782495],[2449076,2706495,2870361],[2450852,2457689,2788875],[2453011,2709358,2871133],[2454351,2787334,2871239],[2457078,2600714,2788764],[2460126,2713186,2789995],[2461614,2603871,2841013],[2462607,2608250,2842756],[2466189,2608119,2792924],[2467567,2717802,2793634],[2472648,2795088,2796825],[2473301,2721453,2795735],[2484528,2799177,2847156],[2485016,2487888,2727640],[2487536,2728261,2875879],[2490240,2631507,2801039],[2491335,2627251,2802065],[2494241,2636047,2802442],[2501094,2735795,2877614],[2508445,2640233,2851838],[2509203,2736527,2807958],[2510298,2741520,2808984],[2513204,2738811,2809361],[2516612,2646271,2853608],[2516964,2743492,2745480],[2520282,2746339,2812254],[2526056,2749551,2880787],[2527439,2533592,2817183],[2530016,2752059,2881365],[2530368,2657133,2816747],[2533686,2659653,2817368],[2537396,2662357,2858669],[2538736,2666358,2860072],[2541463,2665806,2820742],[2545878,2669520,2822063],[2547523,2761264,2822558],[2557558,2677675,2862885],[2557897,2678384,2825757],[2558436,2560898,2767298],[2562978,2686071,2827211],[2563631,2682289,2827858],[2572139,2773942,2886086],[2578604,2693416,2866906],[2579673,2774700,2832694],[2580326,2778582,2833341],[2586480,2780353,2782007],[2591267,2597265,2838645],[2594561,2785390,2888366],[2595807,2601266,2840048],[2598360,2707991,2839671],[2604674,2712533,2872131],[2608344,2715541,2842941],[2612188,2718722,2844009],[2621805,2725366,2875288],[2622826,2624756,2799824],[2626712,2732347,2847905],[2634801,2805335,2892125],[2637557,2639545,2851659],[2640404,2738634,2878244],[2641190,2808064,2852154],[2646924,2810370,2811715],[2651460,2656645,2856807],[2657298,2750782,2857454],[2669602,2759943,2861043],[2674999,2676987,2862706],[2677846,2765454,2884442],[2691274,2692928,2866781],[2703047,2707452,2870677],[2723224,2724878,2875163],[2736750,2738095,2878137],[2763570,2764915,2884335] ] cell #5166 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [859023],[987161],[1083453],[1173432],[1205981],[1242808],[1275280],[1334919],[1368353],[1401211],[1416176],[1438038],[1492232],[1498437],[1531295],[1542737],[1564729],[1579694],[1621896],[1671805],[1674397],[1678380],[1687462],[1693667],[1705109],[1771767],[1784229],[1796176],[1800887],[1813723],[1831160],[1833752],[1867350],[1895359],[1903788],[1907354],[1918412],[1923890],[1938788],[1955446],[1983816],[1987382],[2016907],[2018774],[2021530],[2036276],[2051917],[2055483],[2072019],[2094908],[2097664],[2125775],[2129341],[2130940],[2133906],[2159030],[2161786],[2166135],[2202493],[2205459],[2217953],[2228006],[2230762],[2235111],[2236427],[2262110],[2263362],[2265076],[2294160],[2302843],[2316187],[2325721],[2326973],[2328687],[2357556],[2358250],[2381782],[2386667],[2393378],[2401660],[2406846],[2415465],[2416159],[2444999],[2460826],[2468173],[2470885],[2476350],[2484175],[2497017],[2513904],[2536685],[2543823],[2548129],[2550841],[2557614],[2583375],[2604042],[2610355],[2614093],[2641796],[2644508],[2671194],[2694833],[2739687] ] cell #5167 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2413804],[2474200],[2486080],[2494487],[2520926],[2534330],[2542939],[2548957],[2559331],[2564530],[2566684],[2581225],[2589632],[2601512],[2608988],[2610136],[2614551],[2623470],[2628146],[2642624],[2647823],[2649977],[2658197],[2660351],[2666604],[2670975],[2678518],[2682933],[2695291],[2699967],[2708886],[2716239],[2739468],[2743883],[2751426], [1334906,2087176],[1355792,2311227],[1497318,2408939],[1498424,2220274],[1503429,2224318],[1531282,2245816],[1597492,2475845],[1600407,2475737],[1618968,2311335],[1621883,2314604],[1632788,2322274],[1671792,2350585],[1692548,2529465],[1693654,2366945],[1698659,2370989],[1726238,2550405],[1747084,2402504],[1757607,2409047],[1760522,2412316],[1789319,2582870],[1792234,2582762],[1800874,2439522],[1801036,2256735],[1810795,2445188],[1813710,2448457],[1824615,2456127],[1831147,2460995],[1836152,2465039],[1881908,2490663],[1892431,2497206],[1895346,2500475],[1907341,2507826],[1912509,2644072],[1923032,2649468],[1923877,2352506],[1925947,2649360],[1928712,2521690],[1933355,2523030],[1943878,2529573],[1946793,2532842],[1955433,2538817],[1955595,2377864],[1957698,2540512],[1977990,2551030],[1987369,2556939],[2011474,2569113],[2018761,2574820],[2040647,2701415],[2042786,2702040],[2043128,2590073],[2045740,2590300],[2055470,2595888],[2055632,2450471],[2060638,2597688],[2071161,2604231],[2072006,2462916],[2074076,2607500],[2076841,2609752],[2089526,2615289],[2093032,2616571],[2094895,2618021],[2119949,2630219],[2120291,2494928],[2129328,2636128],[2129490,2502489],[2130861,2637036],[2147419,2644697],[2149433,2646376],[2153125,2744621],[2153390,2649894],[2153929,2745903],[2156798,2650606],[2159017,2651792],[2159899,2524486],[2166122,2527748],[2180903,2662780],[2183042,2758175],[2183384,2667045],[2185996,2667272],[2197516,2672298],[2197957,2672313],[2202414,2674478],[2222624,2683671],[2225591,2566601],[2226130,2684953],[2227993,2686403],[2228875,2570569],[2235098,2573831],[2236363,2690876],[2248166,2696029],[2251672,2697311],[2253094,2698746],[2253535,2698761],[2257204,2701787],[2262031,2703298],[2262908,2593105],[2263349,2593169],[2278589,2710959],[2278931,2601953],[2280603,2712638],[2284295,2791377],[2284560,2716156],[2285099,2792659],[2288130,2609514],[2294147,2719327],[2298194,2720850],[2298277,2720984],[2301182,2617474],[2302779,2722826],[2316092,2728366],[2317482,2626925],[2320744,2730418],[2321185,2730433],[2323924,2629966],[2325642,2732598],[2326519,2633345],[2326960,2633409],[2339535,2738739],[2344187,2740791],[2344628,2740806],[2349085,2742971],[2349168,2743105],[2357492,2747011],[2358171,2652688],[2358254,2652998],[2364504,2815119],[2369295,2752164],[2372262,2660268],[2372801,2753446],[2374223,2754881],[2375546,2664236],[2378333,2757922],[2381769,2667498],[2384517,2669815],[2386588,2760412],[2390657,2761786],[2392924,2674103],[2393365,2674167],[2400400,2765559],[2406328,2767888],[2406769,2767903],[2408003,2682155],[2410816,2769426],[2410899,2769560],[2415401,2771402],[2416080,2687299],[2416163,2687609],[2422413,2831120],[2427559,2776441],[2432047,2777979],[2432130,2778113],[2435035,2698214],[2436632,2779955],[2444935,2704210],[2449945,2785495],[2451335,2707665],[2454597,2787547],[2455038,2787562],[2457777,2710706],[2459578,2789861],[2460372,2714085],[2460813,2714149],[2467780,2793841],[2469001,2718965],[2470821,2794500],[2476271,2722174],[2476354,2722484],[2482607,2798566],[2488151,2800293],[2488234,2800427],[2489522,2729095],[2492220,2801667],[2496953,2733510],[2501963,2805440],[2505043,2738308],[2507197,2807346],[2511183,2808586],[2513450,2742596],[2513891,2742660],[2526854,2814688],[2528529,2750648],[2531342,2816226],[2531425,2816360],[2536606,2755792],[2536689,2756102],[2543503,2821628],[2544281,2760178],[2547736,2761038],[2550777,2762870],[2554156,2765128],[2556310,2825262],[2558110,2825964],[2561151,2826623],[2572937,2830689],[2576026,2776094],[2583296,2779303],[2583379,2779613],[2595259,2838033],[2596547,2786224],[2599245,2839273],[2603978,2790639],[2613773,2795002],[2619227,2798219],[2622692,2846975],[2635499,2850609],[2637948,2806978],[2641403,2807838],[2644444,2809670],[2675390,2824894],[2694513,2832608], [802779,1552168,2445080],[878913,1638214,2497098],[962175,1730186,2550922],[1057643,1830041,2604123],[1079685,1851078,2614470],[1116734,1885856,2630111],[1148446,1916457,2644589],[1205641,1971740,2671482],[1239040,2000635,2682852],[1271512,2029808,2695210],[1287085,2044595,2701932],[1308561,2064586,2710851],[1361903,2108935,2727950],[1368013,2113699,2729602],[1400871,2141169,2739975],[1412408,2151127,2743802],[1434270,2170064,2751345],[1449843,2184851,2758067],[1491892,2215406,2767407],[1542397,2254624,2780462],[1545137,2256973,2781293],[1558279,2267575,2785079],[1564389,2272339,2786731],[1575926,2282297,2790558],[1581819,2287968,2716868],[1644325,2331186,2805024],[1657120,2340299,2807708],[1674057,2352280,2811112],[1687122,2362077,2814207],[1702116,2374664,2754896],[1704769,2375753,2818709],[1707509,2378102,2819540],[1742441,2401164,2825624],[1771427,2419986,2830208],[1781277,2428000,2776456],[1783889,2428227,2832340],[1816475,2450709,2838395],[1827673,2459495,2789727],[1833412,2462690,2841799],[1864398,2483048,2798581],[1867010,2483275,2846561],[1898111,2502727,2850971],[1899976,2503596,2851118],[1903933,2507114,2807212],[1935836,2527295,2814703],[1938448,2527522,2856453],[1949838,2535927,2818202],[1980004,2552709,2862165],[1983961,2556227,2825128],[2013955,2573378,2830704],[2016567,2573605,2866120],[2018320,2574805,2831447],[2022430,2577846,2832106],[2048105,2591658,2869641],[2052062,2595176,2837899],[2094454,2618006,2845668],[2098564,2621047,2846327],[2121963,2631898,2876894],[2125920,2635416,2850475],[2130944,2637170,2851224],[2158576,2651777,2855560],[2162686,2654818,2856219],[2192864,2670246,2883622],[2202497,2674612,2862271],[2227552,2686388,2865227],[2231662,2689429,2865886],[2262114,2703432,2869747],[2293706,2719312,2874152],[2325725,2732732,2877000],[2386671,2760546,2883660] ] cell #5168 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [802924,2048540],[879058,2122398],[962320,2200136],[1057788,2281038],[1079760,2297244],[1116879,2323364],[1148591,2346807],[1205578,2389527],[1239115,2409866],[1271587,2431097],[1287230,2442307],[1308706,2457217],[1361978,2487912],[1367950,2491090],[1400808,2510053],[1412483,2516988],[1434345,2530392],[1449988,2541602],[1491829,2560653],[1542334,2586235],[1545212,2440050],[1558354,2594937],[1564326,2598115],[1576001,2605050],[1581964,2287890],[1644400,2635177],[1657195,2640780],[1673994,2517866],[1687059,2654320],[1703229,2374586],[1704706,2663207],[1707584,2539345],[1742516,2678222],[1771364,2688931],[1783469,2427922],[1783826,2693713],[1816550,2596416],[1828781,2459423],[1833349,2605928],[1866590,2482970],[1866947,2725663],[1898186,2636656],[1899913,2736920],[1906081,2507042],[1938028,2527217],[1938385,2655425],[1950887,2535880],[1979941,2763740],[1986109,2556155],[2016147,2573300],[2016504,2690036],[2018598,2574767],[2024469,2577799],[2048042,2703217],[2054210,2595104],[2094732,2617968],[2100603,2621000],[2121900,2732517],[2128068,2635344],[2131192,2637152],[2158854,2651739],[2164725,2654771],[2192801,2760113],[2202745,2674594],[2227830,2686350],[2233701,2689382],[2262362,2703414],[2293984,2719274],[2325973,2732714],[2386919,2760528], [627559,1334828,2473395],[644284,1869810,2726441],[757739,1999376,2768748],[758729,1498346,2563725],[786199,1531204,2580420],[844411,2090891,2796017],[864402,1621805,2624850],[909221,1671714,2647018],[927168,2168805,2815548],[928158,1693576,2657392],[958438,1975847,2762409],[979284,1745050,2678868],[992540,1760444,2684313],[1023141,2249531,2833623],[1031178,1800796,2587318],[1043132,1813632,2705590],[1058778,1831069,2713280],[1080544,1854949,2721628],[1102020,1616858,2623001],[1112997,1879874,2729445],[1126253,1895268,2734890],[1138911,1907263,2738905],[1144709,2145276,2809209],[1156079,1923799,2518269],[1157965,2354300,2854537],[1165555,1931321,2747361],[1178811,1946715,2752806],[1186848,1955355,2664290],[1223216,1987291,2765725],[1239899,1755497,2682464],[1243315,1503504,2566362],[1250876,2009440,2771752],[1258435,2018683,2774997],[1272371,2033679,2778757],[1283348,2258731,2835807],[1284154,1800973,2439965],[1293847,1808685,2703741],[1299026,2055392,2706555],[1304824,2058604,2786574],[1316194,2071928,2606331],[1318080,2073998,2792019],[1342001,2091988,2796320],[1344481,2094817,2797122],[1372718,1632725,2629468],[1380409,1890321,2733041],[1385588,2129250,2735855],[1387390,2130789,2806160],[1413267,2154998,2811890],[1415604,2355397,2854840],[1418446,2156720,2812525],[1421193,2158939,2746943],[1429536,2166044,2655828],[1435129,1941768,2750957],[1438545,1698734,2660029],[1446106,2178869,2818552],[1446912,1955532,2539260],[1468490,2197879,2823186],[1472509,1976920,2762736],[1474196,2202342,2824076],[1505519,2225086,2828443],[1507999,2227915,2771334],[1516342,2235020,2690439],[1517939,2236316,2574701],[1538377,2250628,2833926],[1540857,2253457,2834728],[1545996,2259804,2836134],[1550908,2261959,2783222],[1552893,2263271,2705433],[1560096,2055569,2596331],[1569094,1824552,2710208],[1576785,2069051,2790170],[1579122,2465807,2873363],[1580201,1836227,2715917],[1591642,2294069,2794262],[1596771,2089463,2795905],[1598041,2298122,2844776],[1604501,2302732,2617902],[1631248,2321107,2848533],[1635267,2118879,2802617],[1636954,2325570,2803167],[1638939,2326882,2734733],[1646142,2129427,2636571],[1663720,2344550,2852782],[1667739,2146349,2809536],[1669426,2349013,2853672],[1674491,2352872,2854425],[1678887,1928787,2746715],[1680311,2357445,2651673],[1681412,2358099,2748426],[1682224,2159836,2654171],[1700749,2371757,2858039],[1708368,2380933,2860247],[1709474,1957635,2757424],[1711572,2381691,2542260],[1719810,2386516,2821873],[1724976,2197794,2672260],[1726746,2390610,2672194],[1730911,2393287,2676613],[1751757,2406691,2826385],[1756886,2222561,2828028],[1758156,2410744,2864335],[1764616,2415354,2686284],[1765717,2416008,2772817],[1766529,2228812,2688782],[1788598,2248103,2833511],[1789868,2431975,2867548],[1796328,2436585,2698642],[1801599,2045320,2589995],[1805618,2045677,2782792],[1808124,2444888,2594450],[1808230,2263186,2448900],[1823075,2454960,2871305],[1827094,2277519,2840223],[1830766,2460735,2603285],[1833846,2463282,2872948],[1837969,2288067,2466425],[1838242,2076916,2717396],[1839868,2467742,2794029],[1845739,2470774,2719208],[1850616,2298525,2720966],[1855489,2476199,2724241],[1856301,2301119,2620400],[1875289,2316029,2799994],[1875480,2488079,2847220],[1880646,2321022,2730380],[1882416,2492173,2730314],[1886581,2130053,2494850],[1889760,2496906,2634690],[1889866,2326797,2500918],[1911247,2344465,2740753],[1913017,2511136,2740687],[1917182,2513813,2639171],[1922311,2149370,2810540],[1923581,2155538,2649822],[1930882,2358502,2526308],[1938882,2528114,2882012],[1943157,2369232,2857624],[1944427,2531270,2881429],[1951988,2536534,2661635],[1952800,2375483,2535833],[1956158,2185576,2666967],[1960177,2185933,2758529],[1961763,2543485,2759892],[1970488,2547698,2763286],[1976359,2550730,2677735],[1976465,2393202,2557382],[1989425,2558072,2826152],[1994566,2406606,2767850],[1995296,2561104,2767784],[2000173,2411147,2769542],[2004855,2005858,2413741],[2005046,2234802,2566529],[2009001,2416411,2572391],[2017001,2574197,2864918],[2029346,2432378,2778095],[2034219,2583224,2692291],[2035031,2434972,2577199],[2039385,2253372,2698708],[2041155,2259243,2701740],[2054019,2449882,2837600],[2056195,2065311,2601875],[2059376,2454875,2787509],[2061146,2599198,2787443],[2068490,2603931,2604563],[2068596,2460650,2461438],[2070440,2280540,2789646],[2071710,2286708,2716084],[2077676,2467676,2610183],[2086007,2613755,2722758],[2087619,2300137,2475433],[2091549,2476602,2622057],[2103722,2622674,2799773],[2104546,2315047,2487313],[2108473,2488482,2800409],[2112447,2325436,2626887],[2117588,2118424,2494765],[2118318,2332466,2629919],[2127877,2501900,2850176],[2138595,2339472,2806913],[2139917,2641365,2736466],[2145788,2640293,2644397],[2145894,2508269,2513728],[2150665,2349416,2743087],[2156350,2356819,2520863],[2163995,2527132,2814650],[2165826,2174475,2660196],[2169602,2531673,2816342],[2174284,2175287,2534267],[2178430,2536937,2537648],[2179641,2374501,2754843],[2181411,2380372,2757875],[2186430,2382285,2667864],[2191819,2385750,2669777],[2194414,2547632,2671022],[2196182,2392378,2550024],[2210148,2400337,2824829],[2210774,2558006,2678565],[2211831,2405782,2560398],[2219105,2415201,2682137],[2219929,2220717,2565763],[2223856,2224647,2566932],[2232971,2573215,2830651],[2242917,2427837,2776403],[2244647,2690808,2694495],[2246259,2433990,2582458],[2250189,2578856,2583627],[2259349,2443186,2589910],[2261825,2271087,2707627],[2267113,2595507,2838015],[2268855,2276958,2710659],[2276228,2277064,2601790],[2281835,2459826,2789843],[2286517,2287520,2608925],[2293160,2470068,2718947],[2296757,2475545,2615377],[2309333,2482885,2798528],[2311035,2487425,2624296],[2317642,2495863,2729142],[2318699,2319410,2629213],[2330724,2635747,2850591],[2334998,2338490,2738270],[2339837,2507445,2807328],[2341085,2641299,2739515],[2342853,2512904,2643691],[2351028,2516389,2519881],[2354958,2521228,2650225],[2357292,2365776,2750630],[2366600,2367388,2659430],[2370527,2371318,2660599],[2379642,2380478,2666882],[2385862,2545107,2760225],[2395863,2399355,2765090],[2400702,2556558,2825244],[2408747,2409379,2683759],[2423907,2427013,2776076],[2430610,2582570,2696117],[2438353,2585980,2589086],[2443845,2451495,2786271],[2452552,2453263,2709953],[2464577,2465368,2716487],[2478955,2482061,2798201],[2503684,2506388,2807025],[2516501,2646464,2649168],[2529273,2529905,2752252],[2552797,2555501,2824941] ] cell #5169 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421598,2159264],[1508404,2228240],[1601537,2300547],[1703634,2374911],[1725419,2389781],[1761652,2413169],[1793364,2434400],[1850600,2473355],[1881089,2491344],[1911690,2510307],[1927077,2520291],[1947923,2533695],[1995009,2560907],[2000157,2563685],[2029330,2580380],[2039828,2586489],[2059819,2598369],[2075206,2608353],[2108457,2624810],[2150649,2646978],[2153110,2648339],[2164438,2654574],[2169586,2657352],[2180084,2663461],[2185981,2667292],[2233414,2689185],[2243360,2693967],[2256495,2700182],[2267097,2705550],[2280588,2712658],[2281819,2713240],[2284280,2714601],[2309776,2725917],[2330708,2734850],[2339520,2738759],[2339821,2738865],[2364489,2750102],[2374083,2754673],[2377624,2756317],[2400385,2765579],[2400686,2765685],[2422398,2774493],[2423453,2774840],[2427419,2776233],[2449930,2785515],[2450231,2785621],[2459468,2789712],[2478501,2796965],[2482467,2798358],[2501948,2805460],[2502249,2805566],[2503558,2806101],[2507087,2807197],[2522748,2813087],[2526714,2814480],[2552671,2824017],[2556200,2825113],[2568831,2829088],[2572797,2830481],[2574778,2831261],[2591620,2836788],[2595149,2837884],[2612817,2844149],[2617979,2845482],[2631860,2849364],[2635389,2850460],[2651750,2855374],[2670208,2861155],[2686361,2865041],[2719285,2874061], [1205626,1971760,2389517],[1226368,1989835,2558352],[1366878,2112857,2627167],[1367998,2113719,2491080],[1400856,2141189,2510043],[1470015,2199066,2672943],[1491877,2215426,2560643],[1542382,2254644,2586225],[1563254,2271497,2707907],[1564374,2272359,2598105],[1597477,2297715,2721618],[1618953,2312625,2622991],[1632773,2322294,2629458],[1633128,2118031,2629722],[1665245,2345737,2741436],[1674042,2352300,2517856],[1674195,2352433,2352673],[1687107,2362097,2654310],[1704754,2375773,2663197],[1726251,2196879,2762369],[1747097,2213239,2678828],[1757592,2410337,2682454],[1760535,2223840,2684273],[1771412,2420006,2688921],[1783874,2428247,2693703],[1789304,2431568,2778747],[1801021,2439650,2439856],[1803124,2441237,2781923],[1810780,2446478,2703731],[1824600,2456147,2710198],[1824955,2276671,2710462],[1833397,2462710,2605918],[1833550,2462843,2463083],[1866995,2483295,2725653],[1881921,2320107,2729405],[1892416,2498496,2733031],[1899961,2503616,2736910],[1912522,2343550,2809169],[1923017,2517459,2811880],[1933368,2359910,2747321],[1938433,2527542,2655415],[1938586,2527675,2527915],[1943863,2530863,2750947],[1946806,2370511,2752766],[1955580,2538945,2539151],[1957683,2540532,2757414],[1958038,2380085,2757678],[1977975,2551688,2762726],[1979989,2552729,2763730],[2011487,2417819,2771712],[2016552,2573625,2690026],[2016705,2573758,2573998],[2018180,2574597,2774936],[2040660,2439050,2835767],[2042771,2588276,2836124],[2045725,2590320,2782782],[2046080,2443629,2783046],[2048090,2591678,2703207],[2049027,2592182,2595028],[2055617,2596016,2596222],[2060651,2453960,2786534],[2071146,2605521,2790160],[2074089,2464561,2791979],[2089511,2615309,2795895],[2093045,2477299,2796280],[2094314,2617798,2797061],[2119934,2630877,2802607],[2121948,2631918,2732507],[2122885,2632422,2635268],[2129475,2636256,2636462],[2130834,2637021,2806179],[2147404,2645355,2809526],[2149418,2646396,2810530],[2153245,2520911,2812379],[2153942,2518966,2854800],[2156811,2521212,2812485],[2158436,2651569,2746882],[2159301,2652170,2654611],[2159884,2652228,2654675],[2180916,2538345,2818512],[2183027,2665248,2860237],[2186134,2542604,2667425],[2186336,2542924,2821293],[2192849,2670266,2760103],[2197376,2672090,2823125],[2197970,2549570,2823029],[2200623,2673656,2678313],[2202387,2674463,2824095],[2222609,2683691,2828018],[2226143,2567629,2828403],[2227412,2686180,2771273],[2228277,2686781,2689222],[2228860,2686839,2689286],[2248151,2696049,2833501],[2251685,2584324,2833886],[2252954,2698538,2834667],[2253548,2585526,2834571],[2256304,2589492,2835964],[2256986,2587771,2868704],[2262004,2703283,2783241],[2262768,2703571,2705501],[2262772,2703752,2705811],[2278574,2711617,2840213],[2281525,2605141,2713162],[2284415,2608973,2843066],[2285112,2607028,2873323],[2287981,2609274,2843172],[2288115,2609407,2716996],[2293566,2719104,2794201],[2298167,2720835,2844795],[2298273,2615251,2844717],[2300584,2722059,2725954],[2301167,2722117,2726018],[2316077,2728386,2799984],[2320604,2730210,2848472],[2321198,2628759,2848376],[2323851,2494941,2731776],[2325615,2732583,2803186],[2326379,2732871,2734801],[2326383,2733052,2735111],[2344047,2740583,2852721],[2344641,2643237,2852625],[2347294,2640871,2742149],[2349058,2742956,2853691],[2349164,2646338,2853613],[2352130,2649867,2854709],[2358144,2747230,2748833],[2364624,2534315,2817493],[2369280,2752184,2857614],[2372814,2661296,2857999],[2374677,2662498,2858684],[2374948,2663498,2755274],[2375531,2663562,2755332],[2377433,2666464,2860077],[2378115,2664743,2882585],[2383032,2759301,2821814],[2386561,2760397,2821892],[2389818,2672691,2673094],[2390721,2672271,2861568],[2392784,2762566,2765636],[2392788,2762747,2765946],[2406188,2767680,2826324],[2406782,2681199,2863708],[2410789,2769411,2864354],[2410895,2683633,2864276],[2413206,2566680,2770635],[2413789,2422533,2770693],[2416053,2771621,2773224],[2428013,2693557,2866921],[2432020,2777964,2867567],[2432126,2695991,2867489],[2434437,2694004,2779188],[2435020,2694068,2779246],[2436696,2698719,2868254],[2442794,2590086,2782636],[2450040,2601372,2840053],[2450722,2707008,2888506],[2454457,2787339,2871244],[2455051,2709499,2871148],[2457704,2601966,2788905],[2459574,2712600,2872136],[2460232,2713191,2790000],[2460236,2713501,2790181],[2462540,2716129,2873232],[2467081,2609765,2793437],[2467753,2793655,2843828],[2472715,2795093,2796830],[2473616,2721304,2721639],[2476244,2796189,2798662],[2483061,2725507,2875303],[2484595,2799182,2847161],[2488124,2800278,2847239],[2488230,2728328,2875884],[2491381,2627318,2730811],[2492284,2730391,2876297],[2494347,2502058,2802447],[2494351,2630030,2802628],[2502740,2736308,2892265],[2507193,2738701,2878249],[2510344,2741184,2741587],[2511247,2740764,2878662],[2513310,2738816,2809366],[2513314,2739126,2809547],[2520328,2649973,2812321],[2522186,2656712,2856812],[2527308,2749692,2880802],[2527372,2660241,2857908],[2531315,2816211,2881448],[2531421,2752126,2881370],[2533732,2660347,2817435],[2535991,2754854,2882135],[2536579,2755380,2818421],[2542089,2667058,2820883],[2543354,2759277,2759379],[2547709,2822579,2823926],[2548235,2762005,2762278],[2556306,2765521,2884447],[2558083,2825778,2863387],[2558503,2560944,2680234],[2561215,2767861,2884859],[2563045,2568269,2827216],[2563946,2682475,2769880],[2566574,2573455,2828312],[2573391,2774083,2886101],[2575198,2692995,2866786],[2577910,2776414,2886548],[2579740,2774705,2832699],[2580641,2778433,2778768],[2583269,2776537,2833795],[2586526,2699139,2782074],[2589496,2701851,2836145],[2591200,2707638,2870698],[2595255,2785457,2888371],[2598406,2708058,2787940],[2599309,2787520,2888784],[2601376,2710770,2840234],[2608390,2716235,2843008],[2611852,2612255,2844014],[2613624,2795069,2795171],[2618399,2724945,2875168],[2621111,2798539,2891002],[2622543,2726112,2799158],[2623012,2625071,2727573],[2626898,2631440,2847926],[2627424,2729314,2801886],[2635495,2805402,2892130],[2637490,2738281,2878158],[2641376,2806010,2852175],[2641902,2808805,2809078],[2647239,2743425,2811901],[2651281,2750499,2856788],[2654882,2814661,2893708],[2657613,2750968,2816680],[2666468,2757986,2860258],[2669453,2669788,2861064],[2674932,2765101,2884356],[2678737,2680340,2767119],[2682006,2685892,2827192],[2689493,2830662,2896288],[2691095,2775945,2866762],[2694364,2832675,2832777],[2699245,2780174,2835676],[2708164,2786443,2839492],[2718543,2718816,2843990],[2723045,2798070,2875144] ] cell #5170 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1244633],[1335530],[1373638],[1374185],[1418001],[1439863],[1466103],[1499048],[1503722],[1504028],[1531906],[1548022],[1548569],[1570014],[1570561],[1581519],[1595778],[1622507],[1625435],[1628861],[1633537],[1661333],[1672416],[1677090],[1677396],[1694278],[1698952],[1699258],[1710394],[1710941],[1712023],[1716137],[1721998],[1750476],[1753374],[1755893],[1787605],[1795786],[1799212],[1803888],[1817262],[1820688],[1825364],[1836445],[1836751],[1838478],[1841101],[1842257],[1851816],[1871807],[1874296],[1877668],[1902408],[1903398],[1908269],[1918799],[1921318],[1939645],[1942164],[1950345],[1958447],[1959611],[1963746],[1972877],[1982436],[1983426],[1988413],[1990658],[1991814],[2001373],[2004641],[2019831],[2020987],[2021917],[2022937],[2030546],[2036407],[2050537],[2051527],[2056398],[2066928],[2067102],[2078545],[2087990],[2095965],[2097121],[2098051],[2099071],[2105705],[2114836],[2117776],[2124395],[2125385],[2133175],[2134037],[2135193],[2135367],[2142306],[2151865],[2160087],[2161243],[2162173],[2163193],[2170802],[2174070],[2195283],[2201203],[2204728],[2205590],[2206746],[2206920],[2217563],[2221088],[2224036],[2229063],[2230219],[2231149],[2232169],[2246630],[2255761],[2257711],[2264345],[2265207],[2266363],[2266537],[2273476],[2276416],[2283035],[2286303],[2294355],[2298043],[2301664],[2312953],[2316574],[2324431],[2327956],[2328818],[2329974],[2330148],[2341954],[2347874],[2351399],[2353417],[2353591],[2356605],[2367759],[2370707],[2376890],[2378840],[2379830],[2383051],[2390512],[2393573],[2403916],[2406977],[2410665],[2414286],[2414460],[2431896],[2435517],[2443374],[2458284],[2461809],[2463827],[2464001],[2464757],[2467588],[2472734],[2473789],[2484614],[2485669],[2492075],[2511038],[2514099],[2517787],[2521408],[2531191],[2534812],[2534986],[2547544],[2557918],[2564119],[2579759],[2580814],[2587220],[2599100],[2641211],[2647412],[2657786], [590463,1801498],[627620,2305758],[689850,1924285],[713691,1956057],[758790,2418380],[786260,2239342],[796799,2041072],[809279,2056094],[822948,2072414],[864463,2488952],[885413,2129952],[909282,2148034],[918074,2165663],[924257,2166530],[928219,2360471],[938758,2181328],[977207,2558522],[992601,2567402],[998102,2234639],[1004285,2235506],[1037949,1814334],[1038496,2268683],[1043193,2447758],[1044827,2268772],[1058839,2279204],[1064143,1837931],[1085278,2101541],[1099411,2622847],[1110920,2627337],[1121070,1895970],[1121617,2332294],[1126314,2499776],[1127948,2332383],[1138972,2337348],[1161367,2357164],[1162652,2362773],[1162958,1936747],[1163478,2523074],[1178872,2661069],[1184373,1951825],[1190556,1959917],[1210606,2673113],[1211266,1987993],[1211813,2209066],[1223277,2398213],[1237290,2682310],[1246688,2415073],[1247973,2420682],[1248279,2014866],[1248799,2569157],[1259483,2423779],[1277105,2025407],[1288995,2444013],[1290997,2053026],[1291238,2591914],[1302747,2708077],[1312897,1831771],[1313444,2068318],[1318141,2606801],[1319775,2075970],[1327882,2469940],[1339281,2721474],[1340204,2308060],[1340510,2102408],[1341030,2616615],[1345529,2478827],[1375557,2496031],[1377559,2126884],[1377800,2632154],[1388542,2503852],[1405836,2741606],[1406496,1907965],[1407043,2137513],[1418507,2518739],[1419222,2157842],[1432520,2750803],[1441918,2177031],[1443203,2177378],[1443509,1953771],[1444029,2662824],[1457911,2545275],[1462677,2394468],[1469538,2549896],[1470779,2209155],[1471020,2673388],[1475348,2552965],[1491400,2560270],[1504548,2684997],[1506028,2226818],[1519054,2237185],[1524258,2240435],[1535657,2778603],[1536580,2241644],[1536886,2026274],[1537406,2697355],[1541905,2585852],[1547362,2782093],[1571933,2279047],[1573935,2069447],[1574176,2712894],[1585895,2469346],[1588592,2292261],[1593259,2302451],[1596557,2720754],[1599193,2615545],[1605616,2303601],[1610820,2306851],[1620669,2624464],[1632296,2629085],[1633778,2731508],[1653141,2337191],[1657907,2333603],[1664768,2643563],[1666009,2137602],[1666250,2741881],[1670578,2646632],[1676167,2811736],[1677916,2745947],[1686630,2361564],[1699778,2753490],[1701258,2176663],[1715117,2384949],[1725164,2549302],[1727861,2391479],[1738462,2398056],[1746010,2559676],[1748707,2404883],[1756672,2769330],[1759308,2683927],[1770935,2419473],[1777722,2423185],[1780419,2240067],[1785086,2236035],[1788384,2777883],[1791020,2696285],[1797443,2437454],[1802647,2440704],[1804129,2782368],[1812496,2447601],[1824123,2709825],[1825605,2788637],[1837271,2792703],[1850796,2474632],[1860843,2478233],[1863540,2306483],[1870787,2486512],[1875075,2727023],[1880834,2628491],[1883531,2493042],[1887629,2495504],[1894132,2499619],[1901388,2334197],[1911435,2642969],[1914132,2512005],[1922097,2811016],[1924733,2518582],[1932281,2522480],[1934978,2361196],[1942943,2816130],[1945579,2752420],[1957206,2539999],[1958688,2820615],[1981416,2395062],[1994754,2680931],[2000353,2564962],[2006198,2567245],[2010400,2568563],[2013097,2419105],[2029526,2581657],[2039573,2585258],[2042270,2440336],[2049517,2444607],[2053805,2784152],[2059564,2709231],[2062261,2600067],[2066359,2602529],[2070226,2841703],[2072862,2606644],[2084465,2612549],[2108653,2625534],[2111852,2626621],[2119433,2495136],[2123375,2496625],[2127663,2804097],[2138381,2853431],[2150845,2515588],[2164183,2749424],[2169782,2658629],[2175627,2660912],[2179829,2662230],[2182526,2539631],[2189725,2668903],[2193346,2546345],[2209934,2823835],[2218582,2563064],[2233159,2773815],[2243105,2693289],[2267293,2706274],[2270492,2707361],[2278073,2602161],[2282015,2603650],[2291294,2612274],[2309521,2725239],[2317071,2626733],[2330904,2735574],[2336396,2737396],[2340017,2640012],[2365253,2656731],[2384106,2669623],[2397261,2764216],[2400882,2677454],[2425147,2693014],[2450924,2707473],[2480195,2724964],[2504632,2738116],[2553745,2764936] ] cell #5171 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421451,2358314],[1508257,2416223],[1601390,2476414],[1703487,2536749],[1725342,2548551],[1761505,2566744],[1793217,2583439],[1850544,2614263],[1881012,2627740],[1911613,2642218],[1926930,2650037],[1947776,2660411],[1994932,2680656],[2000101,2682645],[2029274,2695003],[2039751,2699561],[2059742,2708480],[2075059,2716299],[2108401,2727743],[2150593,2743595],[2153033,2744602],[2164361,2749149],[2169530,2751138],[2180007,2755696],[2185834,2667253],[2233337,2773540],[2243283,2776853],[2256439,2781086],[2267041,2784872],[2279721,2712619],[2281763,2790351],[2284203,2791358],[2309699,2798978],[2330652,2804817],[2337865,2738720],[2339765,2807501],[2364412,2815100],[2373346,2754689],[2377568,2819333],[2398730,2765540],[2400630,2825417],[2422321,2831101],[2423397,2831292],[2425971,2776249],[2448275,2785476],[2450175,2838188],[2458816,2789721],[2478445,2845513],[2481019,2798374],[2500293,2805421],[2502193,2850764],[2503484,2806351],[2505803,2807206],[2522692,2855405],[2525266,2814496],[2552597,2824267],[2554916,2825122],[2568775,2865072],[2571349,2830497],[2574719,2831441],[2591546,2837038],[2593865,2837893],[2612761,2874092],[2617920,2845662],[2631786,2849614],[2634105,2850469],[2651691,2855554],[2670134,2861276],[2686302,2865221],[2719226,2874146], [1226221,2211643,2678746],[1366731,2318511,2729323],[1372978,2117954,2731233],[1465765,1971721,2671476],[1465929,2392306,2761635],[1469868,2392190,2762287],[1502799,2223784,2770050],[1563107,2452364,2786452],[1569354,2276594,2788362],[1596393,2475826,2795447],[1628523,2113680,2729596],[1628687,2318627,2801516],[1632626,2322255,2802168],[1660995,2141150,2739969],[1661159,2512832,2808435],[1665098,2512716,2809087],[1698029,2370455,2816850],[1709734,2380008,2820340],[1750138,2215387,2767401],[1750302,2211759,2766749],[1756508,2409028,2827570],[1788220,2582851,2833053],[1798874,2254605,2780456],[1799038,2589014,2835033],[1802977,2588898,2835685],[1805878,2443552,2836584],[1820350,2272320,2786725],[1820514,2452480,2839122],[1824453,2456108,2839774],[1835522,2464505,2842423],[1874911,2311316,2799536],[1921933,2649449,2853967],[1923947,2352261,2811106],[1924111,2650153,2854339],[1925559,2519256,2746762],[1928082,2521156,2855013],[1936409,2362058,2814201],[1936573,2358430,2813549],[1942779,2529554,2857166],[1953433,2375734,2818703],[1953597,2536865,2859146],[1957536,2540493,2859798],[1960437,2542847,2667621],[2007024,2566409,2567919],[2014528,2419967,2830202],[2014692,2416339,2829550],[2025936,2428208,2832334],[2026100,2583555,2868045],[2037081,2585470,2868285],[2041617,2256691,2781192],[2041687,2702021,2868794],[2041851,2700524,2835595],[2042143,2588044,2782672],[2045578,2590281,2869327],[2053641,2445169,2837142],[2070062,2604212,2872490],[2072076,2462671,2841793],[2072240,2716415,2872862],[2073688,2607318,2715964],[2076211,2609218,2716800],[2102070,2483256,2846555],[2102234,2476530,2845273],[2119306,2629348,2630645],[2127499,2497187,2849718],[2132967,2503577,2851112],[2134711,2643181,2878693],[2138217,2644678,2879073],[2148110,2646264,2810148],[2148551,2646357,2879253],[2152644,2152855,2744509],[2153299,2648583,2812430],[2166192,2527503,2856447],[2166356,2660527,2881926],[2176453,2660076,2661586],[2177337,2662442,2754577],[2181873,2377820,2819439],[2181943,2758156,2882675],[2182107,2756659,2859708],[2182399,2665016,2757304],[2204520,2552690,2862159],[2206264,2549514,2861599],[2209770,2551011,2861979],[2218405,2681854,2682212],[2225500,2684218,2685325],[2235168,2573586,2866114],[2235332,2566860,2864832],[2237753,2574613,2866378],[2239418,2695917,2831697],[2239859,2696010,2886853],[2240741,2693501,2775864],[2252217,2698554,2887247],[2252300,2698660,2834430],[2264137,2591639,2869635],[2265881,2709443,2888815],[2269317,2450427,2838294],[2269387,2710940,2889195],[2269551,2785963,2871954],[2277946,2710088,2711385],[2279280,2712526,2789560],[2283814,2284025,2791265],[2284469,2714845,2791924],[2291117,2718173,2719022],[2304169,2617814,2874760],[2305834,2615177,2845918],[2306275,2615270,2874366],[2307157,2725451,2797989],[2317346,2728960,2729229],[2327748,2631879,2876888],[2329492,2628703,2876328],[2332928,2502445,2850870],[2332998,2630200,2876708],[2333162,2805908,2849182],[2335157,2637030,2851207],[2336547,2740599,2892634],[2336630,2740705,2851404],[2337424,2738627,2806827],[2348406,2742965,2853505],[2358882,2651585,2880259],[2360200,2524442,2856169],[2360547,2752052,2855810],[2360988,2752145,2894013],[2361870,2749636,2814111],[2364023,2364234,2815007],[2365076,2750347,2750705],[2372171,2752711,2753818],[2373429,2754795,2818067],[2384381,2759655,2760312],[2387906,2670227,2883616],[2390335,2671673,2673189],[2396022,2674472,2862254],[2397412,2672106,2883785],[2397495,2672212,2862451],[2398289,2765447,2824743],[2403739,2558598,2767598],[2407651,2681143,2884890],[2407687,2682015,2768515],[2416791,2686196,2885558],[2418109,2570525,2865836],[2418456,2683559,2865477],[2418897,2683652,2885164],[2419779,2774027,2830112],[2421932,2422143,2831008],[2424970,2775302,2776151],[2425292,2777973,2866583],[2426054,2776355,2831801],[2441010,2702237,2703026],[2445385,2446806,2837856],[2445567,2703292,2869730],[2446246,2592694,2870102],[2446957,2787355,2897528],[2447040,2787461,2869927],[2447834,2785383,2837514],[2451199,2786089,2786358],[2466781,2609470,2843259],[2467015,2609644,2793481],[2468685,2718825,2794314],[2471500,2719120,2890438],[2474064,2720477,2721710],[2477589,2617430,2875478],[2480018,2797427,2798276],[2480340,2720844,2874965],[2481102,2798480,2846022],[2485944,2623083,2800193],[2489028,2728254,2876005],[2489469,2728347,2891299],[2491898,2627413,2729793],[2494170,2495810,2630416],[2497403,2498824,2850432],[2497585,2732592,2876983],[2498264,2632934,2877355],[2498975,2730226,2891468],[2499058,2730332,2877180],[2499852,2805328,2850090],[2504907,2806455,2807112],[2510861,2740166,2741682],[2518815,2745849,2746585],[2522976,2524265,2814398],[2523955,2652682,2856033],[2524587,2816220,2880464],[2525349,2814602,2855914],[2528213,2750508,2815315],[2538635,2664192,2859029],[2540305,2666287,2758372],[2542458,2542669,2821111],[2543363,2668088,2821611],[2543560,2759551,2895167],[2546673,2760406,2883643],[2548641,2761382,2762258],[2551227,2552016,2863137],[2551456,2673692,2884487],[2554020,2824371,2825028],[2559015,2678717,2826437],[2561830,2767696,2895724],[2561913,2767802,2884944],[2564394,2682546,2769053],[2566232,2567478,2684899],[2569059,2570348,2830399],[2570038,2687293,2865700],[2570670,2769420,2885763],[2571432,2830603,2865581],[2575710,2775954,2831920],[2581089,2777606,2778839],[2584614,2698170,2867096],[2587043,2780653,2782169],[2588127,2782325,2782947],[2591871,2592969,2837799],[2598923,2708153,2786922],[2601195,2602835,2711156],[2604428,2605849,2841483],[2605289,2713674,2872305],[2606877,2715787,2792605],[2610270,2793835,2890392],[2613633,2719939,2794985],[2613830,2719886,2890759],[2616517,2617253,2846752],[2616943,2722168,2875342],[2618911,2798079,2846141],[2622552,2726208,2846958],[2622749,2799432,2898667],[2625862,2800287,2891326],[2627830,2729294,2801263],[2629623,2630728,2731465],[2632111,2633209,2850375],[2642308,2808182,2809058],[2644894,2645683,2852090],[2645123,2742185,2878289],[2647687,2810739,2811972],[2658061,2751039,2815853],[2659899,2661145,2753392],[2662726,2664015,2818900],[2663705,2755786,2858893],[2665099,2757579,2820572],[2671109,2761032,2884076],[2673345,2673967,2863080],[2678652,2825958,2895678],[2694373,2777068,2832591],[2694570,2777015,2886305],[2697257,2697993,2832531],[2697683,2779297,2866960],[2699651,2834780,2835656],[2708570,2786423,2838869],[2710363,2711468,2788594],[2712851,2713949,2841426],[2739602,2807832,2877878],[2741838,2742460,2852033] ] cell #5172 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2323861],[2390441],[2403845],[2413312],[2442804],[2457714],[2467091],[2474154],[2486034],[2492004],[2494441],[2510967],[2520434],[2533838],[2542099],[2543364],[2548642],[2559016],[2564484],[2581179],[2587149],[2589586],[2599029],[2601466],[2608496],[2613634],[2622553],[2627831],[2642309],[2647777],[2658151],[2666558],[2694374],[2699652],[2708571], [1205616,1971720],[1226358,2211642],[1366868,2318510],[1367988,2113679],[1372982,2118021],[1400846,2141149],[1467043,2392303],[1470005,2392189],[1488905,2211756],[1491867,2215386],[1502947,2223781],[1542372,2254604],[1563244,2452363],[1564364,2272319],[1569358,2276661],[1597467,2475825],[1618943,2311315],[1629801,2318624],[1632763,2322254],[1662273,2512829],[1665235,2512715],[1674032,2352260],[1674205,2152859],[1684135,2358427],[1687097,2362057],[1698177,2370452],[1704744,2375733],[1709738,2380075],[1757582,2409027],[1768440,2416336],[1771402,2419966],[1783864,2428207],[1789294,2582850],[1800152,2589011],[1801011,2256690],[1803114,2588897],[1805882,2443619],[1810770,2445168],[1821628,2452477],[1824590,2456107],[1833387,2462670],[1833560,2284029],[1835670,2464502],[1857133,2476527],[1866985,2483255],[1892406,2497186],[1899951,2503576],[1923007,2649448],[1925225,2650150],[1925563,2520901],[1928230,2521153],[1938423,2527502],[1938596,2364238],[1943853,2529553],[1954711,2536862],[1955570,2377819],[1957673,2540492],[1960441,2542914],[1974257,2549511],[1977965,2551010],[1979979,2552689],[2006690,2566857],[2007028,2413779],[2016542,2573585],[2016715,2422147],[2018101,2574612],[2035863,2583552],[2038013,2585467],[2041927,2700521],[2042199,2589413],[2042761,2702020],[2045715,2590280],[2048080,2591638],[2049037,2446810],[2055607,2450426],[2071136,2604211],[2073354,2716412],[2073692,2608963],[2076359,2609215],[2089034,2615211],[2089501,2615269],[2094235,2617813],[2116216,2628700],[2119362,2494268],[2119924,2630199],[2121938,2631878],[2122895,2498828],[2129465,2502444],[2130770,2637031],[2143686,2643178],[2147394,2644677],[2148941,2646298],[2149408,2646356],[2153344,2649803],[2158357,2651584],[2159407,2524371],[2159874,2524441],[2176119,2660524],[2176457,2534305],[2178269,2662439],[2182183,2756656],[2182455,2666385],[2183017,2758155],[2186144,2542673],[2192839,2670226],[2197297,2672105],[2197470,2672241],[2200633,2552020],[2202323,2674473],[2216993,2681140],[2218511,2563005],[2222132,2683593],[2222599,2683651],[2225545,2566510],[2227333,2686195],[2228383,2570454],[2228850,2570524],[2242535,2693498],[2247674,2695951],[2248141,2696009],[2252875,2698553],[2253048,2698689],[2261940,2703293],[2262689,2592693],[2262862,2593059],[2269627,2785960],[2274856,2709440],[2278002,2601293],[2278564,2710939],[2280111,2712560],[2281535,2605853],[2284514,2716065],[2288105,2609469],[2291223,2612215],[2293487,2719119],[2298103,2720845],[2300690,2617359],[2301157,2617429],[2308951,2725448],[2315600,2728288],[2316067,2728346],[2317436,2626868],[2320525,2730225],[2320698,2730361],[2325551,2732593],[2326300,2632933],[2326473,2633299],[2333238,2805905],[2339043,2738661],[2343968,2740598],[2344141,2740734],[2347304,2645687],[2348994,2742966],[2358080,2652683],[2363664,2749633],[2365182,2656672],[2368803,2752086],[2369270,2752144],[2372216,2660177],[2374177,2754824],[2375054,2664121],[2375521,2664191],[2382992,2759550],[2384471,2669758],[2386497,2760407],[2392705,2673691],[2392878,2674057],[2399908,2765481],[2406109,2767695],[2406282,2767831],[2407688,2682016],[2410725,2769421],[2415989,2687294],[2421573,2774024],[2425076,2692955],[2427513,2776384],[2431956,2777974],[2434543,2698099],[2435010,2698169],[2449453,2785417],[2451289,2707608],[2454378,2787354],[2454551,2787490],[2460153,2713673],[2460326,2714039],[2467723,2793836],[2468686,2718826],[2472675,2719885],[2476180,2722169],[2480124,2724905],[2482561,2798509],[2484555,2799431],[2488060,2800288],[2501471,2805362],[2504997,2738251],[2513231,2742184],[2513404,2742550],[2526808,2814631],[2528214,2750509],[2531251,2816221],[2536515,2755787],[2547679,2761033],[2554110,2765071],[2558053,2825959],[2572891,2830632],[2575711,2775955],[2579700,2777014],[2583205,2779298],[2618912,2798080],[2641346,2807833], [695132,1421588,2358313],[766685,1508394,2416222],[845254,1601527,2476413],[936114,1703624,2536748],[957471,1725409,2548550],[993383,1761642,2566743],[1023984,1793354,2583438],[1079203,1850541,2614262],[1112030,1881079,2627739],[1143742,1911680,2642217],[1158808,1927067,2650036],[1179654,1947913,2660410],[1232472,1994999,2680655],[1238558,2000098,2682644],[1271030,2029271,2695002],[1282381,2039818,2699560],[1303857,2059809,2708479],[1318923,2075196,2716298],[1361421,2108398,2727742],[1411926,2150590,2743594],[1414637,2153100,2744601],[1427702,2164428,2749148],[1433788,2169527,2751137],[1445139,2180074,2755695],[1450831,2185971,2667252],[1514508,2233404,2773539],[1527493,2243350,2776852],[1544655,2256436,2781085],[1557797,2267038,2784871],[1572763,2280578,2712618],[1575444,2281760,2790350],[1578155,2284270,2791357],[1614055,2309766,2798977],[1643843,2330649,2804816],[1653971,2339510,2738719],[1656638,2339762,2807500],[1689865,2364479,2815099],[1701187,2374004,2754688],[1707027,2377565,2819332],[1739292,2400375,2765539],[1741959,2400627,2825416],[1774170,2422388,2831100],[1776162,2423394,2831291],[1780348,2427340,2776248],[1813326,2449920,2785475],[1815993,2450172,2838187],[1827627,2459404,2789722],[1859283,2478442,2845512],[1863469,2482388,2798373],[1894962,2501938,2805420],[1897629,2502190,2850763],[1899484,2503518,2806350],[1903887,2507023,2807207],[1930721,2522689,2855404],[1934907,2526635,2814495],[1979512,2552631,2824266],[1983915,2556136,2825123],[2008840,2568772,2865071],[2013026,2572718,2830496],[2018274,2574748,2831442],[2047613,2591580,2837037],[2052016,2595085,2837894],[2083895,2612758,2874091],[2094408,2617949,2845663],[2121471,2631820,2849613],[2125874,2635325,2850470],[2158530,2651720,2855555],[2192372,2670168,2861275],[2227506,2686331,2865222],[2293660,2719255,2874147] ] cell #5173 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2413737],[2474252],[2486132],[2494589],[2520859],[2534263],[2549005],[2559379],[2564582],[2566777],[2581277],[2589734],[2601614],[2608921],[2610170],[2614564],[2623483],[2628194],[2642672],[2647875],[2650070],[2658249],[2660444],[2666706],[2667860],[2671009],[2678552],[2682946],[2695304],[2700015],[2708934],[2716332],[2739502],[2743896],[2751439], [1334834,2296809],[1498352,2409431],[1503432,2412850],[1531210,2430662],[1616687,2484851],[1616854,2484933],[1621811,2487477],[1632721,2493606],[1671720,2516553],[1693582,2529957],[1698662,2533376],[1745056,2558377],[1755326,2563301],[1755493,2563383],[1760450,2565927],[1800802,2587370],[1800969,2439789],[1808681,2591958],[1813638,2594502],[1824548,2600631],[1831075,2604615],[1836155,2608034],[1854778,2615983],[1854945,2616065],[1879880,2627192],[1890317,2632198],[1895274,2634742],[1907269,2640345],[1923805,2518114],[1928715,2651140],[1931327,2652044],[1941597,2656968],[1941764,2657050],[1946721,2659594],[1955361,2664342],[1955528,2539084],[1957631,2665723],[1975853,2672968],[1976916,2673432],[1987297,2677787],[2009446,2686655],[2018689,2691015],[2033508,2696723],[2033675,2696805],[2043131,2590001],[2045673,2702462],[2055398,2706607],[2055565,2596155],[2058610,2707932],[2069047,2712938],[2071934,2606176],[2074004,2715482],[2076844,2717402],[2089459,2721037],[2091994,2721933],[2094823,2722965],[2118875,2731552],[2120294,2494856],[2129256,2735907],[2129423,2636395],[2130857,2736592],[2145282,2741461],[2146345,2741925],[2149366,2743158],[2153442,2649890],[2154827,2745315],[2154994,2745397],[2156726,2746280],[2158945,2747150],[2159832,2653141],[2166050,2655673],[2178875,2755148],[2183387,2666973],[2185929,2758597],[2197618,2672294],[2197885,2761925],[2202410,2763412],[2222557,2769613],[2225092,2770509],[2225643,2566597],[2227921,2771541],[2228808,2687752],[2235026,2690284],[2236368,2690910],[2248099,2778166],[2250634,2779062],[2253196,2698742],[2253463,2780094],[2257252,2701792],[2258737,2781948],[2259800,2782412],[2262027,2783348],[2263010,2593157],[2263277,2704559],[2277515,2788681],[2278934,2601881],[2280536,2789914],[2284612,2716152],[2288063,2717135],[2294075,2794639],[2298190,2795577],[2298370,2720989],[2301115,2722627],[2302784,2722860],[2316025,2800480],[2317534,2626921],[2320846,2730414],[2321113,2801806],[2323972,2629971],[2325638,2803293],[2326621,2633397],[2326888,2733859],[2339468,2807399],[2344289,2740787],[2344556,2808725],[2349081,2810212],[2349261,2743110],[2352868,2811299],[2355403,2812195],[2357497,2747045],[2358167,2747760],[2358347,2653046],[2369228,2816413],[2371763,2817309],[2372314,2660264],[2374325,2754877],[2375479,2756245],[2378381,2757927],[2380929,2820659],[2381697,2758777],[2384569,2669811],[2386584,2822128],[2390662,2761820],[2393026,2674155],[2393293,2763219],[2400333,2825315],[2406430,2767884],[2406697,2826762],[2408051,2682160],[2410812,2827700],[2410992,2769565],[2415406,2771436],[2416076,2772151],[2416256,2687657],[2427661,2776437],[2432043,2833183],[2432223,2778118],[2434968,2779756],[2436637,2779989],[2444940,2704223],[2449878,2838086],[2451387,2707661],[2454699,2787543],[2454966,2839412],[2457825,2710711],[2459671,2789866],[2460474,2714137],[2460741,2790988],[2463278,2841986],[2465813,2842882],[2467776,2843703],[2469049,2718970],[2470826,2794534],[2476267,2796446],[2476447,2722532],[2482709,2798562],[2488147,2847475],[2488327,2800432],[2489535,2729129],[2492225,2801701],[2496958,2733523],[2501896,2850662],[2505095,2738304],[2507290,2807351],[2511188,2808620],[2513552,2742648],[2513819,2810019],[2526956,2814684],[2528110,2856640],[2528577,2750653],[2531338,2857296],[2531518,2816365],[2536602,2818951],[2536782,2756150],[2543508,2821641],[2544294,2760212],[2547732,2822522],[2550782,2762883],[2554208,2765124],[2556403,2825267],[2558106,2863262],[2561156,2826657],[2573039,2830685],[2574193,2866307],[2576074,2776099],[2583292,2834052],[2583472,2779661],[2595352,2838038],[2596560,2786258],[2599250,2839307],[2603983,2790652],[2613778,2795015],[2619275,2798224],[2622697,2846988],[2635592,2850614],[2637961,2807012],[2641399,2852118],[2644449,2809683],[2675403,2824928],[2694518,2832621], [802782,1808514,2591876],[878916,1890150,2632116],[962178,1976749,2673350],[1057646,2068880,2712856],[1079688,2087710,2720482],[1116737,2118708,2731470],[1148449,2146178,2741843],[1205574,2195847,2761393],[1239043,2220808,2769058],[1271515,2246350,2777611],[1287088,2259633,2782330],[1308564,2277348,2788599],[1361906,2315138,2800198],[1367946,2319075,2801274],[1400804,2342518,2808193],[1412411,2351119,2810744],[1434273,2367479,2815858],[1449846,2380762,2820577],[1491825,2405447,2826448],[1542330,2438018,2834791],[1545140,2440056,2835323],[1558282,2448991,2837804],[1564322,2452928,2838880],[1575929,2461529,2841431],[1581822,2287896,2793036],[1644328,2501009,2850380],[1657123,2508360,2852038],[1673990,2517934,2854097],[1687055,2525973,2856044],[1702119,2374592,2818341],[1704702,2537313,2858904],[1707512,2539351,2859436],[1742444,2557473,2863085],[1771360,2572056,2865711],[1781280,2427928,2832245],[1783822,2578521,2866971],[1816478,2596422,2870561],[1827725,2459491,2840899],[1833345,2605996,2872620],[1864401,2482976,2846466],[1866943,2621722,2875353],[1898114,2636662,2877814],[1899909,2637223,2877898],[1903985,2507110,2851724],[1935839,2527223,2856358],[1938381,2655493,2880852],[1949886,2535932,2818236],[1979937,2674665,2884096],[1984013,2556223,2862771],[2013958,2573306,2866025],[2016500,2690104,2886151],[2018422,2574801,2866475],[2022478,2577851,2832140],[2048038,2703485,2888020],[2052114,2595172,2870247],[2094556,2618002,2874857],[2098612,2621052,2846361],[2121896,2732785,2891779],[2125972,2635412,2877500],[2131037,2637175,2851237],[2158678,2651773,2880356],[2162734,2654823,2856253],[2192797,2760599,2895210],[2202590,2674617,2862284],[2227654,2686384,2885655],[2231710,2689434,2865920],[2262207,2703437,2869760],[2293808,2719308,2890488],[2325818,2732737,2877013],[2386764,2760551,2883673] ] cell #5174 : |C| = 105 W-rep = phi[105,15] special rep = phi[105,15] , dim = 105 orbit = D4 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [548454],[653223],[733949],[811863],[840608],[874205],[903378],[956985],[988737],[1019338],[1032944],[1052935],[1105426],[1111544],[1143256],[1154162],[1175008],[1188614],[1231986],[1281895],[1284417],[1288066],[1297253],[1303371],[1314277],[1383815],[1396841],[1409238],[1414151],[1427216],[1444653],[1447175],[1483647],[1514022],[1523200],[1527007],[1538811],[1544791],[1560359],[1577669],[1609762],[1613569],[1646405],[1648635],[1651928],[1668275],[1685572],[1689379],[1707163],[1733956],[1737249],[1769877],[1773684],[1775577],[1779254],[1807990],[1811283],[1816129],[1858698],[1862375],[1877455],[1889626],[1892919],[1897765],[1899385],[1930136],[1931699],[1933813],[1968122],[1979413],[1996336],[2008255],[2009818],[2011932],[2047514],[2048452],[2076495],[2083310],[2092366],[2103124],[2110165],[2121372],[2122310],[2159308],[2179247],[2188266],[2192273],[2200048],[2210571],[2228284],[2251006],[2280950],[2290004],[2296584],[2300591],[2309991],[2346719],[2374955],[2383157],[2389222],[2430437],[2434444],[2472840],[2509748],[2579865] ] cell #5175 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037911,2262784],[1121032,2326395],[1211228,2392800],[1312859,2460248],[1335492,2473628],[1373600,2494363],[1406458,2513326],[1465522,2548314],[1499010,2563958],[1531868,2580653],[1547984,2589508],[1569976,2601388],[1622469,2625083],[1628280,2627503],[1660752,2641981],[1672378,2647251],[1694240,2657625],[1710356,2666480],[1749895,2680419],[1798631,2699324],[1801460,2587789],[1814296,2705823],[1820107,2708243],[1831733,2713513],[1837893,2466436],[1895932,2735123],[1907927,2739138],[1923704,2647979],[1936166,2748912],[1951787,2536351],[1953190,2755459],[1956019,2664761],[1987955,2765958],[2014285,2773303],[2025369,2578270],[2025693,2776616],[2056056,2707026],[2067639,2603374],[2071833,2714241],[2101503,2621471],[2101827,2798741],[2129914,2736326],[2131356,2806236],[2136834,2639736],[2165625,2655242],[2165949,2749742],[2177534,2662061],[2202909,2824152],[2208387,2677178],[2234601,2689853],[2234925,2774133],[2236775,2690976],[2241800,2693120],[2262526,2783298],[2268004,2705998],[2303191,2722926],[2308216,2725070],[2326137,2803243],[2331615,2735298],[2334275,2736663],[2357904,2747111],[2362929,2749255],[2387083,2821949],[2395140,2763483],[2415813,2771502],[2420838,2773646],[2444685,2783419],[2471233,2794600],[2496703,2803364],[2546423,2822199], [840269,1595978,2614272],[859181,2104144,2726440],[987319,2219527,2768747],[988398,1756093,2682654],[1018999,1787805,2695012],[1083611,2299735,2796016],[1105087,1874496,2727752],[1153823,1921518,2743604],[1173590,2366198,2815547],[1174669,1942364,2751147],[1207127,2199332,2823320],[1228989,1990101,2766408],[1242966,2004062,2770059],[1243305,1761108,2684546],[1275438,2433588,2833622],[1284078,2041272,2700143],[1296914,2053226,2784881],[1313938,2069647,2790360],[1336409,2091047,2796070],[1358401,1869966,2726494],[1369499,2113123,2801175],[1372496,1884719,2730996],[1383476,2127084,2804826],[1396502,2137802,2807510],[1402357,2346003,2852916],[1414291,2152618,2648333],[1416334,2519479,2854536],[1424219,2159530,2813208],[1438196,2173491,2816859],[1438535,1947379,2753039],[1446836,2181528,2756278],[1483308,2209355,2825426],[1499927,1999532,2768801],[1511025,2228506,2829209],[1518839,2236787,2831362],[1532785,2249687,2833676],[1543883,2441503,2868995],[1544719,2041444,2587777],[1554777,2048696,2783623],[1560020,2268972,2785582],[1565875,2271763,2838781],[1568872,2063449,2788125],[1577809,2283788,2714595],[1579852,2285724,2842432],[1580191,2074662,2792252],[1603038,2300813,2845102],[1605401,2303203,2845583],[1640823,2122554,2803568],[1646066,2332583,2805527],[1647918,2333921,2851152],[1673295,2354456,2854590],[1675543,2520557,2879936],[1678538,2356026,2855022],[1678877,2157384,2812758],[1681211,2357916,2812962],[1689519,2363997,2750096],[1695157,2168961,2815601],[1706255,2375177,2858805],[1707091,2181700,2664749],[1709252,2183714,2820103],[1727646,2391081,2861669],[1731689,2200292,2823524],[1733239,2394786,2862199],[1763153,2413435,2864661],[1765516,2415825,2828963],[1773824,2421906,2774487],[1775427,2423016,2690937],[1794865,2434666,2867874],[1797228,2437056,2868355],[1801589,2260143,2702211],[1802377,2442463,2869199],[1805396,2260467,2836347],[1807273,2444331,2836693],[1809024,2445359,2785509],[1816057,2269144,2707014],[1832650,2281194,2841174],[1834898,2608619,2890058],[1838232,2288554,2793455],[1846639,2471245,2843929],[1852497,2474356,2874406],[1853214,2298689,2844852],[1858548,2478064,2722887],[1883316,2492644,2876398],[1887359,2323520,2848871],[1888909,2496349,2849269],[1890660,2497377,2805454],[1897693,2332755,2736314],[1913917,2511607,2878763],[1917960,2346963,2853120],[1919510,2515312,2879293],[1920227,2349580,2853748],[1923520,2355058,2745671],[1924323,2518433,2879686],[1929986,2522311,2747072],[1930982,2522798,2814449],[1931627,2358666,2749698],[1949424,2533961,2881755],[1956148,2381272,2758346],[1956936,2541758,2883080],[1959955,2381596,2820933],[1960095,2542432,2667286],[1967405,2546069,2860992],[1973522,2549133,2761847],[1973672,2391069,2761886],[1977259,2551201,2765573],[1996196,2561575,2863488],[2002054,2564686,2885204],[2002771,2411311,2864411],[2008105,2568394,2771463],[2009101,2568881,2830450],[2009746,2416575,2774089],[2031227,2581381,2886893],[2031944,2432542,2867624],[2037278,2585089,2780016],[2037428,2437044,2780055],[2041105,2442069,2782199],[2048302,2591745,2705511],[2048397,2445347,2594909],[2056185,2277858,2711130],[2062046,2599669,2888885],[2066089,2457373,2871643],[2068356,2459990,2840849],[2069390,2604402,2712652],[2071649,2465468,2792427],[2072452,2606495,2889808],[2076423,2466608,2609280],[2078135,2610236,2843824],[2083160,2612380,2794561],[2088935,2474710,2795648],[2091649,2616339,2798327],[2092294,2476766,2725513],[2109364,2625258,2875721],[2110081,2488646,2847296],[2115481,2628322,2801728],[2115631,2492632,2801767],[2119218,2130043,2630390],[2122160,2631985,2734811],[2122255,2497365,2635149],[2137551,2507609,2851545],[2142951,2642800,2808647],[2143101,2511595,2808686],[2146688,2644868,2738753],[2148842,2515666,2810283],[2159258,2523152,2654568],[2165765,2371418,2753214],[2166568,2655992,2894351],[2171483,2658353,2894053],[2172200,2531837,2881505],[2177684,2536339,2818302],[2178530,2662548,2754642],[2179175,2537101,2662504],[2181361,2541364,2820446],[2187604,2668170,2821824],[2194873,2671075,2823922],[2199898,2673219,2765646],[2199993,2551189,2678194],[2209104,2556722,2862592],[2211233,2678618,2863383],[2216258,2680762,2826684],[2216408,2561563,2826723],[2222033,2565040,2827771],[2224747,2234741,2684721],[2225392,2225464,2567096],[2228234,2569235,2689179],[2235544,2690603,2885502],[2241950,2578258,2832206],[2247575,2581735,2833254],[2250289,2697079,2776202],[2250934,2583791,2693563],[2261764,2451954,2786324],[2268721,2595671,2870068],[2268805,2456979,2788468],[2274121,2709062,2839334],[2274271,2599657,2839373],[2280012,2603728,2840970],[2280800,2712725,2713201],[2280895,2604390,2605022],[2289163,2610182,2610197],[2295922,2720021,2796840],[2297216,2475372,2476004],[2300541,2616693,2725911],[2308366,2621459,2846427],[2310832,2726290,2847171],[2311494,2487252,2487884],[2315501,2625612,2847546],[2318101,2325375,2729195],[2323126,2332416,2731339],[2323221,2323276,2630378],[2332332,2635911,2877321],[2334937,2506847,2807078],[2338944,2640090,2851795],[2341544,2739568,2806006],[2346569,2738826,2741712],[2346664,2640752,2644856],[2355703,2355775,2650389],[2357242,2529070,2815397],[2363079,2655230,2856319],[2368704,2658707,2857367],[2372063,2372135,2660763],[2374905,2662902,2663455],[2382215,2543005,2759096],[2385689,2386321,2760278],[2388381,2671021,2671036],[2389775,2549974,2550527],[2395802,2555960,2824994],[2399809,2677532,2862842],[2401785,2678564,2678579],[2402626,2560348,2560901],[2408544,2415151,2768597],[2409206,2409838,2565702],[2413163,2413213,2685075],[2420988,2689841,2865986],[2423857,2577596,2832002],[2429775,2774715,2777150],[2431069,2582397,2583029],[2434394,2693961,2697433],[2442164,2442219,2702199],[2443844,2596969,2786270],[2449354,2706352,2870318],[2457074,2457129,2711118],[2466113,2466185,2716651],[2470018,2470571,2794396],[2473316,2615376,2615852],[2478905,2620797,2846223],[2484720,2624295,2624771],[2489944,2495862,2729141],[2490785,2491338,2629163],[2501372,2735652,2877571],[2503683,2639249,2807024],[2508907,2739514,2739529],[2510301,2643641,2644194],[2516328,2516960,2649627],[2520285,2520335,2746025],[2529732,2530364,2659369],[2533689,2533739,2753568],[2541459,2541514,2758334],[2545106,2545582,2760224],[2552796,2676691,2824940],[2563170,2563646,2683758],[2580341,2696116,2696592],[2585930,2586483,2701537],[2597810,2598363,2709903],[2608347,2608397,2792781],[2646463,2646939,2745184],[2656837,2657313,2752251] ] cell #5176 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2323785],[2390437],[2403841],[2413308],[2442728],[2457638],[2474157],[2486037],[2492000],[2494444],[2510963],[2520430],[2533834],[2542023],[2543406],[2548657],[2559031],[2564487],[2581182],[2587145],[2589589],[2599025],[2601469],[2608492],[2609844],[2613676],[2622595],[2627846],[2642324],[2647780],[2658154],[2666561],[2694416],[2699667],[2708586], [1205549,2195827],[1367921,2319055],[1372975,2322837],[1400779,2342498],[1486548,2558325],[1486712,2402525],[1491800,2405427],[1502871,2412337],[1542305,2437998],[1564297,2452908],[1569351,2456690],[1616829,2484913],[1627444,2627140],[1627608,2490684],[1632696,2493586],[1673965,2517914],[1674129,2352439],[1681942,2523051],[1687030,2525953],[1698101,2532863],[1704677,2537293],[1709731,2541075],[1729292,2672916],[1729456,2550426],[1755468,2563363],[1766247,2569134],[1771335,2572036],[1783797,2578501],[1800944,2439644],[1805875,2590863],[1808656,2591938],[1819271,2707880],[1819435,2597709],[1824523,2600611],[1833320,2605976],[1833484,2462849],[1835594,2607521],[1854920,2616045],[1856019,2616592],[1866918,2621702],[1890292,2632178],[1899884,2637203],[1915563,2741409],[1915727,2644093],[1925556,2520834],[1928154,2650627],[1938356,2655473],[1938520,2527681],[1941739,2657030],[1952518,2662801],[1955503,2538939],[1957606,2665703],[1960434,2667835],[1974181,2672334],[1976891,2673412],[1979912,2674645],[2005576,2684974],[2007021,2413712],[2016475,2690084],[2016639,2573764],[2018176,2690866],[2033650,2696785],[2034749,2697332],[2037937,2698782],[2042195,2589488],[2043701,2781896],[2043865,2701436],[2045648,2702442],[2048013,2703465],[2048961,2592188],[2055540,2596010],[2069022,2712918],[2073685,2608896],[2076283,2716889],[2089030,2615247],[2089434,2721017],[2094310,2722816],[2116140,2730454],[2118850,2731532],[2119358,2494343],[2121871,2732765],[2122819,2632428],[2129398,2636250],[2130837,2637073],[2143610,2740827],[2146320,2741905],[2148937,2646334],[2149341,2743138],[2153347,2649870],[2154969,2745377],[2156068,2745924],[2158432,2747001],[2159403,2524367],[2159807,2652222],[2175005,2753467],[2176450,2534238],[2178193,2754917],[2182451,2666460],[2186068,2667431],[2192772,2760579],[2197372,2761776],[2197473,2672274],[2200557,2673662],[2202390,2674515],[2216917,2767924],[2218507,2563041],[2222128,2683629],[2222532,2769593],[2225548,2566577],[2227408,2771392],[2228379,2570450],[2228783,2686833],[2242459,2776477],[2247670,2695987],[2248074,2778146],[2252950,2779945],[2253051,2698722],[2257065,2781314],[2259775,2782392],[2262007,2703335],[2262764,2703540],[2262865,2593062],[2274780,2787583],[2277490,2788661],[2277998,2601368],[2280107,2712596],[2281459,2713168],[2284517,2716132],[2287238,2792680],[2288038,2716990],[2291219,2612251],[2293562,2794490],[2298170,2720887],[2300686,2617355],[2301090,2722111],[2308875,2798602],[2315596,2728324],[2316000,2800460],[2317439,2626901],[2320600,2801657],[2320701,2730394],[2325618,2732635],[2326375,2732840],[2326476,2633302],[2339039,2738697],[2344043,2808576],[2344144,2740767],[2347228,2742155],[2349061,2743008],[2358147,2652698],[2363588,2814724],[2365178,2656708],[2368799,2752122],[2369203,2816393],[2372219,2660244],[2374180,2754857],[2375050,2664117],[2375454,2755326],[2378194,2819561],[2380904,2820639],[2383028,2821624],[2384474,2669791],[2386564,2760449],[2392780,2762535],[2392881,2674060],[2399904,2765517],[2406184,2826613],[2406285,2767864],[2407703,2682058],[2410792,2769463],[2416056,2687309],[2421497,2830725],[2425072,2692991],[2427516,2776417],[2432023,2778016],[2434539,2698095],[2434943,2779240],[2449449,2785453],[2450801,2838416],[2451292,2707641],[2454453,2839263],[2454554,2787523],[2460228,2789969],[2460329,2714042],[2467756,2793851],[2468701,2718868],[2472711,2794998],[2476247,2722184],[2480120,2724941],[2482564,2798542],[2484591,2846971],[2488127,2800330],[2501467,2805398],[2502819,2850992],[2505000,2738284],[2513306,2809335],[2513407,2742553],[2526811,2814664],[2528229,2750551],[2531318,2816263],[2536582,2755802],[2547712,2761048],[2554113,2765104],[2558086,2825974],[2572894,2830665],[2575726,2775997],[2579736,2832604],[2583272,2779313],[2618927,2798122],[2641379,2807848], [695125,1681778,2651992],[766678,1766083,2686603],[845247,1855855,2721881],[936107,1952354,2755096],[957464,1972303,2761500],[993376,2005412,2770457],[1023977,2034585,2779010],[1079127,2087197,2795281],[1112023,2114262,2801381],[1143735,2141732,2808300],[1158801,2155904,2812143],[1179647,2174841,2817257],[1232465,2215969,2826555],[1238482,2220295,2827404],[1270954,2245837,2832887],[1282374,2255187,2834898],[1303850,2272902,2838987],[1318916,2287074,2842830],[1361345,2314625,2847349],[1411850,2350606,2853801],[1414630,2352843,2811279],[1427695,2362640,2856151],[1433712,2366966,2857000],[1445132,2376316,2859011],[1450824,2185904,2758577],[1514501,2420549,2865818],[1527486,2428790,2867078],[1544579,2439543,2835174],[1557721,2448478,2870121],[1572756,2280511,2789894],[1575368,2461016,2872324],[1578148,2463253,2841966],[1614048,2483838,2875460],[1643767,2500496,2877374],[1653964,2339443,2807379],[1656562,2507847,2878308],[1689858,2528085,2856620],[1701183,2374079,2818192],[1706951,2538838,2859287],[1739285,2400308,2825295],[1741883,2556960,2884506],[1774163,2574168,2866287],[1776086,2574841,2886337],[1780344,2427415,2832096],[1813319,2449853,2838066],[1815917,2595909,2870412],[1827630,2459471,2789764],[1859207,2618042,2890791],[1863465,2482463,2846317],[1894955,2501871,2850642],[1897553,2636149,2877665],[1899480,2503554,2851220],[1903890,2507090,2807249],[1930645,2651813,2880252],[1934903,2526710,2856209],[1979508,2552667,2862267],[1983918,2556203,2825165],[2008764,2686424,2885551],[2013022,2572793,2865876],[2018277,2574781,2831457],[2047609,2591616,2869743],[2052019,2595152,2837936],[2083819,2719348,2890412],[2094411,2617982,2845678],[2121467,2631856,2876996],[2125877,2635392,2850512],[2158533,2651753,2855570],[2192368,2670204,2883656],[2227509,2686364,2865237],[2293663,2719288,2874162] ] cell #5177 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1116219],[1190954],[1243288],[1308046],[1319950],[1372120],[1438518],[1443088],[1449328],[1450875],[1495347],[1526548],[1545315],[1549436],[1568496],[1573794],[1580174],[1586827],[1613110],[1656108],[1674665],[1674795],[1678860],[1688920],[1690577],[1702189],[1707687],[1708876],[1711808],[1741429],[1773225],[1778654],[1782429],[1800559],[1801572],[1805020],[1815463],[1816653],[1828070],[1834020],[1834150],[1838215],[1861775],[1865550],[1897099],[1898289],[1898732],[1904330],[1918641],[1918941],[1923448],[1936988],[1939056],[1939186],[1955118],[1956131],[1959579],[1978760],[1984358],[2015107],[2017175],[2017305],[2021759],[2022059],[2036513],[2046861],[2052459],[2055155],[2056168],[2066770],[2067070],[2071577],[2080857],[2097893],[2098193],[2120719],[2126317],[2129013],[2130026],[2131817],[2134143],[2135035],[2135335],[2157997],[2162015],[2162315],[2165693],[2176769],[2190832],[2203370],[2205696],[2206588],[2206888],[2213955],[2226973],[2230991],[2231291],[2234669],[2237340],[2240173],[2261642],[2265313],[2266205],[2266505],[2292416],[2299150],[2303756],[2306589],[2314060],[2316416],[2316716],[2325253],[2328924],[2329816],[2330116],[2334815],[2350041],[2353259],[2353559],[2358469],[2361302],[2385567],[2391634],[2395680],[2402698],[2405038],[2407083],[2411772],[2414128],[2414428],[2416378],[2419211],[2433003],[2437609],[2440442],[2445225],[2463669],[2463969],[2475250],[2476569],[2484868],[2485091],[2487130],[2490857],[2493197],[2495242],[2497243],[2512160],[2516206],[2532298],[2534654],[2534954],[2536904],[2539737],[2550599],[2551067],[2563318],[2563541],[2565580],[2566899],[2582275],[2583594],[2597882],[2600222],[2602267],[2604268],[2616000],[2616223],[2630256],[2644266],[2644734],[2650192],[2656985],[2657208],[2659247],[2660566],[2684605],[2696740],[2696963],[2701609],[2702077],[2710996],[2716454],[2745332],[2745555],[2753098],[2758212],[2792311],[2812817] ] cell #5178 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1372884],[1503266],[1569260],[1632430],[1698496],[1709640],[1753327],[1805784],[1824257],[1835989],[1842210],[1924495],[1928549],[1939598],[1957340],[1960343],[1960650],[2020940],[2041949],[2042026],[2045382],[2066881],[2072624],[2076381],[2076678],[2097074],[2135146],[2148295],[2152331],[2153080],[2166740],[2178291],[2182205],[2182282],[2185638],[2185951],[2206699],[2235716],[2239603],[2242557],[2252283],[2256248],[2266316],[2269649],[2269726],[2279465],[2280558],[2283501],[2284250],[2306019],[2308973],[2329927],[2333260],[2333337],[2336613],[2337609],[2339490],[2348481],[2360732],[2363686],[2363710],[2364459],[2373412],[2373933],[2377377],[2397478],[2398474],[2400355],[2418641],[2421595],[2421619],[2422368],[2425367],[2426037],[2427269],[2444088],[2447023],[2448019],[2449900],[2449984],[2458891],[2480415],[2481085],[2482317],[2489213],[2496106],[2499041],[2500037],[2501918],[2502002],[2503041],[2503927],[2505878],[2519000],[2522096],[2524662],[2525332],[2526564],[2545350],[2552154],[2553040],[2554991],[2561896],[2567663],[2568179],[2570745],[2571415],[2572647],[2575108],[2588110],[2591103],[2591989],[2593940],[2607062],[2611335],[2611762],[2615620],[2618309],[2623066],[2624539],[2625937],[2630711],[2631343],[2632229],[2634180],[2637393],[2646707],[2648658],[2652080],[2661330],[2665082],[2669356],[2672601],[2673463],[2674835],[2678927],[2679717],[2680144],[2682529],[2684002],[2685400],[2686691],[2696360],[2699049],[2711451],[2712969],[2714920],[2721207],[2721693],[2721969],[2726419],[2727476],[2729504],[2730721],[2731583],[2741094],[2741956],[2743328],[2751022],[2752495],[2753893],[2755184],[2762468],[2768726],[2769783],[2770269],[2770545],[2778336],[2778822],[2779098],[2782443],[2786633],[2787850],[2788712],[2795995],[2809268],[2811955],[2812231],[2815526],[2816583],[2817069],[2817345],[2820690],[2833601],[2835866],[2842642],[2842918],[2854515],[2855232] ] cell #5179 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1885147],[1960641],[2004454],[2063877],[2076304],[2117281],[2173883],[2178214],[2184142],[2185881],[2218326],[2242480],[2257086],[2260895],[2275921],[2280488],[2286116],[2291038],[2308896],[2339420],[2352820],[2352956],[2356418],[2363609],[2364997],[2373934],[2378215],[2379335],[2382024],[2400285],[2421518],[2424891],[2427270],[2439398],[2440105],[2442879],[2449830],[2450822],[2459047],[2463230],[2463366],[2466828],[2479939],[2482318],[2501848],[2502840],[2503042],[2506034],[2514909],[2515137],[2517813],[2526565],[2528062],[2528198],[2538693],[2539400],[2542174],[2552155],[2555147],[2572648],[2574145],[2574281],[2576286],[2576514],[2584746],[2591104],[2594096],[2595764],[2596471],[2602971],[2603199],[2605875],[2611336],[2619487],[2619715],[2631344],[2634336],[2636004],[2636711],[2637394],[2638430],[2638857],[2639085],[2651393],[2653258],[2653486],[2655372],[2661718],[2669357],[2674836],[2675872],[2676299],[2676527],[2679718],[2686004],[2687869],[2688097],[2689983],[2691207],[2692374],[2703145],[2704692],[2705119],[2705347],[2718655],[2721208],[2723157],[2724324],[2727477],[2728537],[2728765],[2732445],[2733992],[2734419],[2734647],[2736848],[2743329],[2744792],[2745020],[2747342],[2748509],[2760041],[2762117],[2763668],[2766449],[2767231],[2768063],[2769784],[2770844],[2771072],[2771733],[2772900],[2778337],[2780286],[2781453],[2783604],[2791548],[2791776],[2795833],[2796301],[2799275],[2799317],[2799922],[2801216],[2801998],[2802830],[2803549],[2808917],[2810468],[2816584],[2817644],[2817872],[2818533],[2819700],[2823361],[2823505],[2827309],[2827351],[2827956],[2828424],[2833439],[2833907],[2838822],[2839604],[2840436],[2841155],[2844939],[2844981],[2848852],[2852957],[2853101],[2854821],[2856905],[2856947],[2857552],[2858020],[2864540],[2867711],[2867753],[2869036],[2869180],[2871624],[2873344],[2879773],[2879815],[2881634],[2883061],[2889937],[2893431] ] cell #5180 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [435777],[520353],[608696],[613907],[673988],[709936],[742964],[779907],[807086],[818239],[853765],[883220],[892304],[912393],[921866],[970423],[994782],[1001894],[1006337],[1032495],[1041861],[1061950],[1087973],[1116486],[1118196],[1124982],[1156694],[1162007],[1181053],[1188165],[1208029],[1243354],[1243603],[1244797],[1247328],[1279800],[1291516],[1308313],[1310023],[1316809],[1320322],[1329642],[1365224],[1370401],[1372149],[1372819],[1378078],[1403259],[1438584],[1438833],[1440027],[1442558],[1449595],[1451305],[1456416],[1471298],[1493160],[1495376],[1502567],[1526018],[1549703],[1561600],[1566777],[1568525],[1569195],[1574454],[1580240],[1580489],[1581683],[1586856],[1597698],[1612580],[1619174],[1625335],[1634056],[1651646],[1666528],[1678926],[1679175],[1688390],[1690606],[1697797],[1701980],[1708905],[1709575],[1716037],[1726125],[1736967],[1746971],[1757813],[1772695],[1778683],[1781141],[1789525],[1804407],[1805049],[1805719],[1811001],[1817162],[1825883],[1828099],[1835290],[1861804],[1864262],[1881795],[1885332],[1892637],[1902308],[1904359],[1912396],[1918970],[1923238],[1927850],[1933242],[1935700],[1944084],[1950245],[1958966],[1978196],[1982336],[1984387],[2004364],[2011361],[2013819],[2022088],[2022837],[2036784],[2040534],[2042992],[2052488],[2060525],[2064062],[2071367],[2092919],[2098222],[2098971],[2120155],[2126346],[2134414],[2147625],[2153816],[2162344],[2163093],[2173793],[2180790],[2183248],[2184327],[2196408],[2205967],[2226017],[2231320],[2232069],[2251559],[2261080],[2265584],[2278795],[2284986],[2286026],[2316745],[2319636],[2329195],[2343079],[2356328],[2372688],[2406008],[2407354],[2438579],[2453489] ] cell #5181 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [435779],[520357],[608700],[613904],[673992],[709933],[742968],[779904],[807090],[818164],[853762],[883224],[892229],[912397],[921863],[970348],[994786],[1001891],[1005198],[1032492],[1041786],[1061954],[1086834],[1116490],[1118193],[1124907],[1156619],[1160868],[1181057],[1188162],[1196920],[1243544],[1243600],[1244722],[1246189],[1258984],[1278661],[1308317],[1310020],[1316734],[1320326],[1327383],[1345030],[1359292],[1365075],[1372143],[1373025],[1392150],[1438774],[1438830],[1439952],[1441419],[1449599],[1451302],[1456267],[1469039],[1478956],[1490901],[1495370],[1502578],[1523759],[1541406],[1549707],[1555668],[1561451],[1568519],[1569401],[1580430],[1580486],[1581608],[1586850],[1597549],[1610321],[1619025],[1625346],[1631797],[1641714],[1651497],[1664269],[1679116],[1679172],[1686131],[1690600],[1697808],[1701831],[1708899],[1709781],[1716048],[1726119],[1736818],[1746965],[1752306],[1757664],[1770436],[1778677],[1780992],[1789376],[1802148],[1805043],[1805925],[1810852],[1817173],[1823624],[1828093],[1835301],[1861798],[1864113],[1870288],[1881789],[1885183],[1887130],[1892488],[1902319],[1904353],[1912390],[1918964],[1923089],[1927861],[1933236],[1935551],[1943935],[1950256],[1956707],[1978047],[1982347],[1984381],[1989777],[1999854],[2004358],[2011355],[2013670],[2022082],[2022848],[2036795],[2040528],[2042843],[2052482],[2060519],[2063913],[2065860],[2071218],[2091369],[2092913],[2098216],[2098982],[2112799],[2117835],[2120006],[2126340],[2134425],[2147476],[2153810],[2162338],[2163104],[2169283],[2173787],[2180784],[2183099],[2184178],[2196402],[2199008],[2205978],[2226011],[2231314],[2232080],[2250009],[2251553],[2260931],[2265595],[2271439],[2276475],[2278646],[2284980],[2286020],[2316739],[2319630],[2329206],[2343073],[2345679],[2354778],[2356322],[2372682],[2379889],[2406002],[2407365],[2438573],[2441179],[2443433],[2453483] ] cell #5182 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1038137,2262710],[1121258,2326321],[1211454,2392726],[1313085,2460174],[1319916,2287752],[1335576,2473593],[1373826,2494289],[1406684,2513252],[1443054,2373798],[1465663,2548387],[1499094,2563923],[1526514,2426423],[1531952,2580618],[1545281,2588496],[1548210,2589434],[1570202,2601314],[1572992,2458802],[1613076,2481471],[1622553,2625048],[1628421,2627576],[1655306,2505789],[1660893,2642054],[1672462,2647216],[1673863,2648569],[1688886,2525718],[1694324,2657590],[1702288,2374025],[1707653,2665468],[1710582,2666406],[1740627,2554902],[1750036,2680492],[1773191,2571801],[1775962,2575456],[1782528,2427361],[1798772,2699397],[1814380,2705788],[1814661,2593851],[1816619,2711837],[1820248,2708316],[1831817,2713478],[1833218,2714831],[1859083,2618657],[1865649,2482409],[1896016,2735088],[1896297,2634091],[1898255,2631097],[1899736,2504436],[1908011,2739103],[1930521,2652428],[1936307,2748985],[1937087,2526656],[1938254,2753804],[1953331,2755532],[1979764,2553549],[1988039,2765923],[2008640,2687039],[2014426,2773376],[2015206,2572739],[2016373,2685311],[2025834,2776689],[2047191,2786189],[2047865,2592498],[2083695,2719560],[2101968,2798814],[2121049,2729060],[2121723,2632738],[2132147,2806555],[2191162,2759755],[2192624,2670610],[2203700,2824471], [447399,1596107,2296916],[557809,1756222,2409538],[561198,1761192,2684511],[581252,1787934,2430769],[644622,1870107,2623622],[648902,1874625,2487584],[657664,1884860,2731069],[688120,1921647,2516660],[704480,1942493,2530064],[707869,1947463,2753004],[748396,1990230,2559308],[758077,1999673,2683085],[762357,2004191,2566034],[796940,1800658,2439489],[803262,2048837,2704362],[807542,2053355,2594609],[816304,2063590,2788198],[821218,2069776,2604722],[824607,2074746,2792217],[844749,2091188,2614703],[859407,2104070,2311194],[869715,2113252,2628123],[879396,2122695,2733662],[883676,2127213,2634849],[895411,2137931,2640452],[911199,1674085,2352695],[914739,2157468,2812723],[917825,2159659,2652975],[927506,2169102,2751578],[931786,2173620,2659701],[938899,1955217,2538784],[940548,2183855,2820176],[961626,2199461,2548934],[962658,2200433,2763022],[973530,2209484,2677894],[987545,2219453,2408906],[997853,2228635,2687586],[1006833,2237494,2691322],[1023479,2249828,2695443],[1031250,1544746,2256941],[1031753,1804903,2442684],[1034805,2260608,2836420],[1044968,2055254,2595855],[1048445,2271892,2708863],[1058126,2281335,2790791],[1060756,1833440,2463105],[1062406,2285853,2715589],[1064296,2076985,2609800],[1082062,2299480,2795547],[1083837,2299661,2475704],[1085029,2300942,2722461],[1088469,2303910,2723272],[1117217,2323661,2802903],[1128089,2129112,2636095],[1129939,2334511,2736793],[1147897,2346132,2642601],[1148929,2347104,2809822],[1152274,2350371,2854067],[1155687,1926898,2520106],[1158303,2354597,2744035],[1159801,2356155,2746387],[1162503,2158151,2651508],[1170485,1938476,2527937],[1173816,2366124,2529432],[1184124,2375306,2756079],[1186920,1707118,2378070],[1187423,1959462,2541979],[1190475,2185802,2667107],[1207990,1974057,2675945],[1208525,2391788,2762232],[1214244,2395376,2763613],[1241417,2412102,2827670],[1244384,2413564,2771037],[1247824,2227127,2686119],[1255806,2016595,2574020],[1257494,2018122,2424294],[1273889,2433333,2833153],[1275664,2433514,2582729],[1276856,2434795,2779590],[1279761,2037813,2584819],[1280296,2437763,2780401],[1283756,2044379,2441948],[1286536,2441632,2699944],[1287568,2442604,2781526],[1290054,2261338,2703090],[1292012,2048917,2594353],[1299098,1816084,2450677],[1299601,1826379,2457594],[1309044,2457514,2840509],[1312389,2279689,2712136],[1315802,2075027,2608168],[1330138,2292570,2718770],[1336977,2474946,2795778],[1337199,2089286,2619680],[1343540,2094256,2479342],[1363174,2314390,2799636],[1370362,2116016,2734065],[1370897,2493351,2802113],[1376616,2324949,2732390],[1378574,2122775,2634593],[1385660,1897720,2502695],[1386163,1634552,2323741],[1396032,2337833,2737902],[1403220,2143486,2638503],[1403755,2512314,2809032],[1409474,2515902,2810413],[1409696,2149193,2515102],[1414785,2519224,2811522],[1416560,2519405,2649327],[1417752,2520686,2744985],[1420252,2158378,2523589],[1421419,2159079,2653633],[1422252,1931654,2525834],[1429144,1947744,2533510],[1436647,2532628,2857266],[1439614,2534090,2817837],[1442519,2178069,2661791],[1446514,2184635,2541243],[1450326,2541899,2819773],[1451036,2186024,2381488],[1460076,2385263,2759986],[1467549,2197318,2554550],[1471794,2200513,2555404],[1482838,2398698,2764722],[1493121,2216793,2768136],[1493656,2405192,2767346],[1500495,2565276,2827901],[1500717,2222384,2688062],[1504700,1762306,2225419],[1507058,2227354,2569672],[1508225,2228055,2688244],[1509058,2009773,2571917],[1515950,1761473,2412984],[1525979,2242335,2692447],[1533353,2581971,2833384],[1533575,2247926,2576479],[1539916,2252896,2436266],[1550596,2057804,2596699],[1551952,2048181,2448424],[1552068,1808913,2267543],[1559550,2448243,2784658],[1559698,2064370,2456858],[1566738,2274656,2704765],[1567273,2600376,2839719],[1573214,2280363,2603164],[1574950,2281415,2459304],[1578303,2607286,2842209],[1581270,2608748,2791741],[1582036,2076450,2287868],[1584135,2468431,2718350],[1590701,2293508,2613105],[1601358,2300362,2619862],[1602191,2092321,2481587],[1612541,2308751,2724397],[1617086,1874128,2108903],[1622834,2486826,2799867],[1623056,2315852,2728730],[1630307,2320546,2633739],[1634017,1885756,2119107],[1636642,1879074,2489674],[1637998,2122039,2500442],[1638114,1890549,2331154],[1645596,2500261,2804603],[1645744,1885640,2323005],[1649558,2136373,2638100],[1655528,2339295,2639050],[1662779,2343989,2505437],[1667024,2347184,2506291],[1678068,1927731,2355730],[1679995,2168130,2528506],[1681427,1931517,2362492],[1688351,2363464,2748582],[1690013,2661554,2858333],[1695725,2658943,2857497],[1695947,2369055,2653451],[1699930,1948577,2372090],[1703455,2374726,2535295],[1704288,2179202,2373914],[1713465,2383910,2669211],[1718458,1966944,2544433],[1723404,2388111,2674270],[1729970,2199777,2556906],[1730086,1977148,2401132],[1734879,2207926,2675542],[1740849,2400160,2676492],[1744250,2558761,2766926],[1745246,1993990,2215821],[1750816,2406130,2681487],[1755725,2000603,2003694],[1761695,2005061,2225282],[1764300,1998701,2407980],[1765732,2009636,2420401],[1772656,2421373,2772973],[1774318,2567887,2828737],[1776958,2241363,2576003],[1793185,2434215,2576661],[1794018,2250961,2426539],[1804368,2044495,2260032],[1806156,2270611,2451654],[1814883,2449705,2705312],[1822134,2454399,2593499],[1825844,2064486,2277747],[1829825,2280679,2460962],[1829941,2069279,2282265],[1837423,2075860,2466140],[1839392,2077835,2290441],[1844433,2082723,2468978],[1849144,2295358,2617737],[1851046,1854137,1855177],[1855504,2092184,2483690],[1860079,2307779,2619204],[1869135,2485473,2727331],[1869451,2107317,2314571],[1880070,2114114,2117012],[1887792,2111971,2317801],[1896519,2501723,2734612],[1900052,2338014,2506547],[1909675,2508637,2636828],[1916241,2346448,2507793],[1916357,2146577,2340267],[1921150,2151095,2155226],[1927120,2155553,2355593],[1941996,2170032,2173123],[1947966,2174490,2371953],[1952003,2179065,2376168],[1958927,2184751,2381161],[1960589,2186635,2543032],[1965358,2191343,2386021],[1970012,2194095,2194573],[1972155,1975053,1976043],[1980080,2398879,2555660],[1988949,2210933,2403063],[1999017,2220241,2222700],[2027874,2429211,2574536],[2029776,2032867,2033907],[2034234,2250824,2428642],[2038809,2255039,2258927],[2058800,2272754,2275652],[2075249,2286723,2466003],[2087143,2089602,2090532],[2139441,2340766,2341244],[2141584,2144482,2145472],[2149509,2350552,2353941],[2168446,2366912,2369371],[2245783,2248242,2249172] ] cell #5183 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [803131,2048264],[879265,2122122],[962527,2199860],[1057995,2280762],[1079834,2297133],[1117086,2323088],[1148798,2346531],[1205587,2389523],[1239189,2409755],[1271661,2430986],[1287437,2442031],[1308913,2456941],[1319921,2287882],[1362052,2487801],[1367959,2491086],[1400817,2510049],[1412557,2516877],[1434419,2530281],[1443059,2374578],[1450195,2541326],[1491838,2560649],[1526519,2427914],[1542343,2586231],[1545286,2440042],[1558428,2594826],[1564335,2598111],[1573132,2459419],[1576075,2604939],[1613081,2482962],[1644474,2635066],[1655446,2507038],[1657269,2640669],[1674003,2517862],[1687068,2654316],[1688891,2527209],[1702418,2373991],[1704715,2663203],[1707658,2539337],[1740767,2556151],[1742590,2678111],[1771373,2688927],[1773196,2573292],[1776032,2574763],[1782658,2427327],[1783835,2693709],[1814801,2595100],[1816624,2596408],[1833358,2605924],[1859153,2617964],[1865779,2482375],[1866956,2725659],[1896437,2635340],[1898260,2636648],[1899798,2503505],[1899922,2736916],[1930591,2651735],[1937217,2526622],[1938394,2655421],[1979826,2552618],[1979950,2763736],[2008710,2686346],[2015336,2572705],[2016513,2690032],[2047927,2591567],[2048051,2703213],[2083765,2719270],[2121785,2631807],[2121909,2732513],[2192686,2670155],[2192810,2760109], [447404,1334820,2296882],[557814,1498338,2409504],[581257,1531196,2430735],[644491,1869534,2484890],[648907,1621797,2487550],[688125,1671706,2516626],[704485,1693568,2530030],[748401,1745042,2558450],[757946,1999100,2563340],[762362,1760436,2566000],[762686,1503578,2566251],[796945,1800788,2439455],[807547,1813624,2594575],[821223,1831061,2604688],[844618,2090615,2616022],[859545,1616867,2622997],[869720,1879866,2627265],[874298,1632734,2629464],[883681,1895260,2634815],[895416,1907255,2640418],[911204,1923791,2352757],[917830,1931313,2652117],[927375,2168529,2657007],[931791,1946707,2659667],[932115,1698808,2659918],[938904,1955347,2538750],[961631,1975839,2673041],[973535,1987283,2677860],[987683,1755506,2682460],[997858,2009432,2686728],[1006838,2018675,2691288],[1023348,2249255,2696762],[1031258,1800982,2257011],[1038275,1808694,2703737],[1044973,2055384,2595821],[1048450,2058596,2708005],[1053028,1824561,2710204],[1060761,2071920,2463167],[1062411,2073990,2715555],[1062735,1836301,2715806],[1083975,1854958,2721624],[1085034,2091980,2722006],[1088474,2094809,2723238],[1121396,1890330,2733037],[1128094,2129242,2636061],[1130079,2130785,2736818],[1147902,2145268,2741534],[1158172,2354024,2745354],[1159806,2156712,2746353],[1160130,1928861,2746604],[1162508,2158931,2651474],[1170490,2166036,2527999],[1173954,1941777,2750953],[1184129,2178861,2755221],[1186928,1955541,2378140],[1188707,1957644,2757420],[1208530,2197871,2762198],[1211592,1976929,2762732],[1214384,2202338,2763638],[1244389,2225078,2770582],[1247829,2227907,2686085],[1255811,2235012,2574082],[1257624,2018088,2423220],[1275802,2033688,2778753],[1276861,2250620,2779135],[1280301,2253449,2780367],[1284725,1804908,2589987],[1286541,2258723,2782021],[1288159,2045686,2782788],[1290194,2261955,2703115],[1292017,2263263,2595690],[1299106,2055578,2450747],[1313223,2069060,2790166],[1320245,2076990,2717388],[1330143,2294061,2718736],[1337117,2298118,2795803],[1337821,2089472,2795901],[1343670,2094222,2478268],[1370902,2321099,2802079],[1373964,2118888,2802613],[1376756,2325566,2732415],[1378579,2326874,2635930],[1385668,2129436,2502765],[1403760,2344542,2808998],[1406822,2146358,2809532],[1409614,2349009,2810438],[1410318,2149379,2810536],[1413885,1927038,2649818],[1416698,2155007,2811886],[1417757,2355389,2812268],[1420382,2158344,2522515],[1421559,2358095,2654740],[1422260,2159845,2527333],[1439619,2371749,2817382],[1447483,1959467,2666959],[1450917,2185942,2758525],[1451041,2381615,2381683],[1460216,2386512,2760011],[1467679,2197284,2549337],[1467873,1974127,2672256],[1471799,2393279,2556741],[1493661,2406683,2767312],[1500635,2410740,2827926],[1501339,2222570,2828024],[1507188,2227320,2568598],[1508365,2416004,2689351],[1509066,2228821,2573416],[1533493,2431971,2833409],[1534197,2248112,2833507],[1540046,2252862,2585293],[1540240,2037883,2698704],[1544329,2044509,2589400],[1548348,2259813,2836130],[1552082,2262676,2448390],[1552206,2048907,2267613],[1560667,1826384,2601867],[1567278,2454952,2839685],[1570340,2277528,2840219],[1573836,2280549,2789642],[1574955,2460009,2460727],[1577403,2075167,2716080],[1581275,2465799,2842955],[1582044,2288006,2288076],[1584205,2467738,2718375],[1590831,2293474,2612584],[1598251,2089348,2615198],[1601498,2476195,2620969],[1602199,2301128,2483086],[1622974,2488075,2799892],[1623678,2316038,2799990],[1630437,2320512,2628526],[1630631,2116086,2730376],[1634557,1646713,2494842],[1638128,2326287,2500408],[1638252,2122765,2331224],[1656150,2339481,2806909],[1662909,2343955,2643004],[1663103,2143556,2740749],[1667029,2507628,2513805],[1669636,2149255,2646285],[1674707,2352881,2854421],[1681554,2159721,2362554],[1689113,1947884,2660192],[1695865,2531266,2857522],[1696569,2369241,2857620],[1702612,2178139,2754839],[1703595,2535849,2536530],[1704296,2374702,2375492],[1706701,2184765,2666372],[1710720,2380942,2860243],[1713527,2382979,2669177],[1723474,2547694,2674295],[1730100,2392692,2556872],[1730224,2200503,2401202],[1741471,2400346,2824825],[1744320,2558068,2766951],[1750946,2406096,2680966],[1751140,2216863,2767846],[1758366,2222446,2683580],[1761613,1773418,2566525],[1762314,1762317,2413750],[1765859,2228697,2420463],[1782852,2242405,2776399],[1790078,2247988,2695938],[1793325,2577768,2583220],[1794026,2428038,2434981],[1806882,2057874,2707623],[1815505,2449891,2837596],[1815667,2064500,2601280],[1822264,2454365,2709266],[1822458,2274726,2787505],[1828991,2280425,2712547],[1829955,2460140,2460928],[1830079,2281405,2282335],[1834062,2463291,2872944],[1839358,2289333,2289367],[1849206,2472662,2617703],[1851116,2090328,2091258],[1855631,2301004,2483752],[1865973,2308821,2798524],[1869197,2484542,2727297],[1870177,2108043,2108973],[1875690,2315914,2728275],[1879144,1888518,2626883],[1885770,1897303,2494255],[1885894,1885964,2323731],[1897141,2501909,2850172],[1900778,2136443,2738266],[1906291,2339357,2738648],[1909745,2636853,2641361],[1916371,2507759,2513218],[1916495,2340337,2347174],[1927739,1927742,2520872],[1929611,2168192,2656659],[1937411,2363534,2814646],[1939098,2528123,2882008],[1944637,2369117,2752073],[1948585,1948588,2534276],[1952130,2375368,2376230],[1966084,1967014,2669773],[1969978,2388551,2388585],[1972217,2198661,2199523],[1980806,2207996,2765086],[1986319,2400222,2765468],[1988915,2401955,2401989],[1990292,2215021,2215883],[1998763,2007730,2562992],[1999743,2000673,2223426],[2005188,2005256,2413626],[2015530,2421443,2830647],[2017217,2574206,2864914],[2019465,2241425,2692942],[2027936,2574502,2579687],[2029846,2248968,2249898],[2034361,2428704,2434857],[2044633,2044703,2442674],[2046550,2270577,2597139],[2054420,2449767,2785404],[2064624,2064694,2457584],[2075868,2075871,2608934],[2081923,2082785,2612202],[2087109,2298839,2299627],[2095599,2307841,2724892],[2104036,2313749,2314537],[2111937,2120408,2490114],[2113314,2114176,2321889],[2128278,2501785,2805349],[2131506,2337980,2639419],[2139407,2509077,2509111],[2141646,2345332,2346194],[2150235,2151165,2354667],[2155680,2155748,2520748],[2169172,2170102,2370097],[2174617,2174685,2534152],[2184889,2184959,2541969],[2186643,2186646,2667873],[2190521,2191309,2545752],[2203059,2398845,2676861],[2219419,2220207,2411461],[2245749,2432692,2433480],[2254239,2255101,2441694],[2271954,2272816,2455742],[2286850,2286918,2608810],[2349730,2350518,2519371],[2366090,2366878,2531987] ] cell #5184 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [803132,2048269],[879266,2122127],[962528,2199865],[1057996,2280767],[1079835,2297138],[1117087,2323093],[1148799,2346536],[1205588,2389557],[1239190,2409760],[1271662,2430991],[1287438,2442036],[1308914,2456946],[1319922,2287887],[1362053,2487806],[1367960,2491120],[1400818,2510083],[1412558,2516882],[1434420,2530286],[1443060,2374583],[1450196,2541331],[1491839,2560683],[1526520,2427919],[1542344,2586265],[1545287,2440047],[1558429,2594831],[1564336,2598145],[1573133,2459453],[1576076,2604944],[1613082,2482967],[1644475,2635071],[1655447,2507072],[1657270,2640674],[1674004,2517896],[1687069,2654350],[1688892,2527214],[1702423,2374030],[1704716,2663237],[1707659,2539342],[1740768,2556185],[1742591,2678116],[1771374,2688961],[1773197,2573297],[1776033,2575553],[1782663,2427366],[1783836,2693743],[1814802,2595134],[1816625,2596413],[1833359,2605958],[1859154,2618754],[1865784,2482414],[1866957,2725693],[1896438,2635374],[1898261,2636653],[1899803,2504441],[1899923,2736950],[1930592,2652525],[1937222,2526661],[1938395,2655455],[1979831,2553554],[1979951,2763770],[2008711,2687136],[2015341,2572744],[2016514,2690066],[2047932,2592503],[2048052,2703247],[2083766,2719657],[2121790,2632743],[2121910,2732547],[2192691,2670615],[2192811,2760143], [447405,1334825,2296921],[557815,1498343,2409543],[561199,1503579,2566256],[581258,1531201,2430774],[644492,1869539,2311199],[644623,1616868,2623719],[648908,1621802,2487589],[657665,1632735,2629498],[688126,1671711,2516665],[704486,1693573,2530069],[707870,1698809,2659923],[748402,1745047,2559313],[757947,1999105,2408911],[758078,1755507,2683182],[762363,1760441,2566039],[796946,1800793,2439494],[803263,1808695,2704459],[807548,1813629,2594614],[816305,1824562,2710238],[821224,1831066,2604727],[824608,1836302,2715811],[844619,2090620,2475709],[844750,1854959,2614800],[869721,1879871,2628128],[879397,1890331,2733759],[883682,1895265,2634854],[895417,1907260,2640457],[911205,1674088,2352762],[914740,1928862,2746609],[917831,1931318,2652980],[927376,2168534,2529437],[927507,1941778,2751675],[931792,1946712,2659706],[938905,1955352,2538789],[940549,1957645,2757454],[961632,1975844,2548939],[962659,1976930,2763119],[973536,1987288,2677899],[997859,2009437,2687591],[1006839,2018680,2691327],[1023349,2249260,2582734],[1023480,2033689,2695540],[1031259,1544747,2257012],[1031754,1804909,2442687],[1034806,2045687,2782822],[1044974,2055389,2595860],[1048451,2058601,2708868],[1058127,2069061,2790888],[1060762,1833443,2463172],[1062412,2073995,2715594],[1064297,2076991,2609803],[1082063,2089473,2795935],[1085035,2091985,2722466],[1088475,2094814,2723277],[1117218,2118889,2803000],[1128095,2129247,2636100],[1130080,2130819,2736821],[1147903,2145273,2642606],[1148930,2146359,2809919],[1152275,2149380,2810570],[1155688,1927039,2520140],[1158173,2354029,2649332],[1158304,2155008,2744132],[1159807,2156717,2746392],[1162509,2158936,2651513],[1170491,1938479,2528004],[1184130,2178866,2756084],[1186929,1707119,2378141],[1187424,1959468,2541982],[1190476,2185943,2667141],[1207991,1974128,2676042],[1208531,2197876,2762237],[1214385,2202372,2763641],[1241418,2222571,2828058],[1244390,2225083,2771042],[1247830,2227912,2686124],[1255812,2016598,2574087],[1257629,2018127,2424299],[1273890,2248113,2833541],[1276862,2250625,2779595],[1279762,2037884,2584916],[1280302,2253454,2780406],[1283759,2044514,2441953],[1286542,2258728,2699949],[1287569,2259814,2781623],[1290195,2261989,2703118],[1292018,2048920,2595695],[1299107,1816085,2450748],[1299602,1826385,2457597],[1309045,2277529,2840606],[1312390,2280550,2712199],[1315803,2075168,2608202],[1330144,2294066,2718775],[1337118,2298152,2795806],[1337202,2089353,2619685],[1343675,2094261,2479347],[1363175,2316039,2800024],[1370363,2116087,2734162],[1370903,2321104,2802118],[1376757,2325600,2732418],[1378580,2122778,2635935],[1385669,1897721,2502766],[1386164,1634558,2323744],[1396033,2339482,2737965],[1403221,2143557,2638600],[1403761,2344547,2809037],[1409615,2349043,2810441],[1409699,2149260,2515107],[1414786,2352882,2811585],[1417758,2355394,2744990],[1420387,2158383,2523594],[1421560,2159113,2654743],[1422261,1931655,2527334],[1429145,1947885,2533544],[1436648,2369242,2857654],[1439620,2371754,2817842],[1442520,2178140,2661888],[1446517,2184770,2541248],[1450327,2380943,2819870],[1451042,2186027,2381620],[1460217,2386546,2760014],[1467684,2197323,2554555],[1471800,2200516,2556746],[1482839,2400347,2764785],[1493122,2216864,2768233],[1493662,2406688,2767351],[1500636,2410774,2827929],[1500720,2222451,2688067],[1504701,1762315,2225420],[1507193,2227359,2569677],[1508366,2228089,2689354],[1509067,2009774,2573417],[1515951,1761614,2413018],[1525980,2242406,2692544],[1533494,2432005,2833412],[1533578,2247993,2576484],[1540051,2252901,2436271],[1550597,2057875,2596796],[1552087,2048186,2448429],[1552207,1808914,2267614],[1559551,2449892,2784721],[1559701,2064505,2456863],[1566739,2274727,2704862],[1567279,2454957,2839724],[1573217,2280430,2603169],[1574956,2281418,2460014],[1578304,2463292,2842272],[1581276,2465804,2791746],[1582045,2076451,2288007],[1584206,2468528,2718378],[1590836,2293513,2613110],[1601499,2300396,2620972],[1602200,2092322,2483087],[1612542,2308822,2724494],[1617087,1874129,2108974],[1622975,2488109,2799895],[1623059,2315919,2728735],[1630442,2320551,2633744],[1634018,1885895,2119108],[1636643,1879145,2489771],[1638133,2122044,2500447],[1638253,1890550,2331225],[1645597,2501910,2804666],[1645747,1885775,2323010],[1649559,2136444,2638197],[1655531,2339362,2639055],[1662914,2343994,2505442],[1667030,2347187,2507633],[1678069,1927740,2355731],[1679998,2168197,2528511],[1681559,1931520,2362559],[1688352,2363535,2748679],[1690014,2528124,2858396],[1695866,2531300,2857525],[1695950,2369122,2653456],[1699931,1948586,2372091],[1703596,2374760,2535852],[1704297,2179203,2374703],[1713532,2383915,2669216],[1718459,1967015,2544530],[1723475,2388208,2674298],[1730105,2199782,2556911],[1730225,1977149,2401203],[1734880,2207997,2675639],[1740852,2400227,2676497],[1744321,2558858,2766954],[1745249,1993993,2215888],[1750951,2406135,2681492],[1755726,2000674,2003695],[1761698,2005193,2225285],[1764303,1998768,2407985],[1765864,2009639,2420468],[1772657,2421444,2773070],[1774319,2574207,2828800],[1776961,2241430,2576008],[1793326,2434249,2577771],[1794027,2250962,2428039],[1804369,2044634,2260033],[1806161,2270616,2451659],[1814886,2449772,2705317],[1822269,2454404,2593504],[1825845,2064625,2277748],[1829960,2280684,2460967],[1830080,2069280,2282336],[1837424,2075869,2466141],[1839397,2077840,2290446],[1844436,2082790,2468983],[1849211,2295363,2617742],[1851117,1854138,1855178],[1855636,2092187,2483757],[1860082,2307846,2619209],[1869202,2485478,2727336],[1869456,2107322,2314576],[1880073,2114181,2117015],[1887797,2111976,2317806],[1896522,2501790,2734617],[1900057,2338019,2506552],[1909746,2508734,2636856],[1916376,2346453,2507798],[1916496,2146578,2340338],[1921151,2151166,2155227],[1927123,2155685,2355596],[1941997,2170103,2173124],[1947969,2174622,2371956],[1952135,2179068,2376235],[1958928,2184890,2381162],[1960590,2186644,2543033],[1965363,2191348,2386026],[1970017,2194100,2194578],[1972222,1975056,1976046],[1980085,2398884,2555665],[1988954,2210938,2403068],[1999022,2220246,2222705],[2027941,2429216,2574541],[2029847,2032868,2033908],[2034366,2250827,2428709],[2038812,2255106,2258930],[2058803,2272821,2275655],[2075252,2286855,2466006],[2087148,2089607,2090537],[2139446,2340771,2341249],[2141651,2144485,2145475],[2149514,2350557,2353946],[2168451,2366917,2369376],[2245788,2248247,2249177] ] cell #5185 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [595363,1808321],[661779,1889957],[735012,1976556],[820419,2068687],[840815,2087650],[875268,2118515],[904441,2145985],[956931,2195921],[988944,2220748],[1019545,2246290],[1034007,2259440],[1053998,2277155],[1105633,2315078],[1111490,2319149],[1143202,2342592],[1154369,2351059],[1175215,2367419],[1189677,2380569],[1231932,2405521],[1281841,2438092],[1284624,2257029],[1297460,2448931],[1303317,2453002],[1314484,2461469],[1319979,2076247],[1384022,2500949],[1397048,2508300],[1414097,2352188],[1427162,2526047],[1443117,2178157],[1444599,2537387],[1447382,2378158],[1483854,2557413],[1513968,2572130],[1526577,2242423],[1526953,2578595],[1560566,2450765],[1572993,2279856],[1577615,2462598],[1613139,2308839],[1613515,2621796],[1646612,2502783],[1648581,2637548],[1655307,2338788],[1688949,2363552],[1689325,2527430],[1702281,2373984],[1733902,2674990],[1740628,2399653],[1773254,2421461],[1773630,2573513],[1775963,2423303],[1782521,2427320],[1807936,2591258],[1814662,2449198],[1859084,2478351],[1865642,2482368],[1889572,2631498],[1896298,2501216],[1899729,2503498],[1930522,2522598],[1937080,2526615],[1968068,2669511],[1979757,2552611],[2008641,2568681],[2015199,2572698],[2047858,2591560],[2083696,2612667],[2121716,2631800],[2192617,2670148], [447462,1079091,2296875],[461510,1616494,2622875],[557010,1755133,2682338],[557872,1238446,2409497],[581315,1270918,2430728],[631250,1854585,2721502],[648965,1361309,2487543],[688183,1411814,2516619],[703681,1941404,2750831],[704543,1433676,2530023],[731518,1729420,2673034],[750455,1486676,2558443],[762420,1502835,2565993],[789890,2033315,2778631],[797003,1544543,2439448],[807605,1557685,2594568],[821281,1575332,2604681],[841567,1600799,2616139],[861558,1356184,2485007],[871774,1627572,2627258],[883739,1643731,2634808],[895474,1656526,2640411],[900947,1915691,2741527],[911262,1674093,2352688],[912912,2154634,2811764],[919884,1681906,2652110],[931849,1698065,2659660],[938962,1706915,2538743],[973593,1741847,2677853],[989696,1497710,2563457],[992865,1243512,2412790],[999912,1766211,2686721],[1006896,1776050,2691281],[1020297,1792626,2696879],[1030513,2043829,2782014],[1031254,1544737,2256942],[1040288,1552560,2592032],[1045031,1815881,2595814],[1050504,1819399,2707998],[1060819,1833448,2463098],[1062469,1835558,2715548],[1086048,1855983,2721999],[1088532,1859171,2723231],[1116065,1372442,2493680],[1123409,1638606,2632272],[1128152,1897517,2636054],[1129940,1899229,2736790],[1155121,1926339,2745471],[1157300,2156032,2812261],[1159864,1928118,2746346],[1162566,1930609,2651467],[1170548,1938484,2527930],[1175967,1692940,2657124],[1179136,1438742,2533316],[1186183,1952482,2755214],[1186924,1707109,2378071],[1208588,1974145,2762191],[1212526,1730578,2673506],[1214245,1979257,2763610],[1245403,2005540,2770575],[1247887,2008728,2686078],[1255869,2016603,2574013],[1257487,2018081,2423213],[1277875,2034713,2779128],[1280359,2037901,2780360],[1285376,2044987,2782486],[1290055,2047358,2703087],[1292075,2048925,2594346],[1299102,1816075,2450678],[1307892,1568818,2600705],[1315236,1830433,2713012],[1317415,2287202,2842948],[1318405,1580398,2607974],[1330201,2083783,2718729],[1335645,1853160,2721362],[1336978,2088779,2795775],[1343533,2094215,2478261],[1370960,2116104,2802072],[1374898,1886248,2731626],[1376617,2121216,2732387],[1378637,2122783,2634586],[1385664,1897711,2502696],[1403818,2143574,2808991],[1407756,1916849,2741999],[1409475,2148686,2810410],[1414586,2153209,2811624],[1418771,1679084,2651080],[1420245,2158337,2522508],[1421420,2159152,2653630],[1422256,1931645,2525835],[1440633,2174969,2817375],[1448134,2185243,2820733],[1449174,1709198,2665797],[1451099,2186032,2381481],[1460077,2192117,2759983],[1465664,1974058,2549420],[1467542,2197277,2549330],[1471857,2200521,2555397],[1493719,2216881,2767305],[1499163,2002717,2769938],[1500496,2221877,2827898],[1507051,2227313,2568591],[1508226,2228128,2688241],[1509062,2009764,2571918],[1532021,2031890,2778491],[1533354,2247419,2833381],[1539909,2252855,2585286],[1545344,1804966,2442692],[1549282,1805342,2702536],[1551945,2262669,2448383],[1552069,2048838,2267544],[1567336,2274744,2839678],[1571274,2064978,2788755],[1575013,2281423,2459297],[1578104,2284379,2842311],[1582040,2076441,2287869],[1582289,1838439,2609808],[1584136,2289450,2718347],[1590694,2293467,2612577],[1596100,2089279,2615191],[1601359,2300435,2619859],[1602195,2092312,2481588],[1622622,2110027,2727631],[1622835,2315345,2799864],[1628422,2116017,2628609],[1630300,2320505,2628519],[1634615,1898318,2323749],[1637991,2326280,2500401],[1638115,2122696,2331155],[1660894,2143487,2643087],[1662772,2343948,2642997],[1667087,2347192,2506284],[1672531,1920173,2743483],[1673864,1926899,2520179],[1681420,2159652,2362485],[1689814,2364588,2858435],[1694393,2172146,2816738],[1695726,2368548,2857494],[1703456,2374799,2535292],[1704292,2179193,2373915],[1707716,1959525,2541987],[1711654,1959901,2667180],[1713458,2382972,2669170],[1723405,2388668,2674267],[1729963,2392685,2556865],[1730087,2200434,2401133],[1744251,2402072,2766923],[1750037,2216794,2681049],[1750809,2406089,2680959],[1756215,2222377,2683573],[1761261,1762310,2225410],[1761474,2016374,2413057],[1765725,2228628,2420394],[1774119,2422497,2828839],[1787927,2247919,2695931],[1793186,2434288,2576658],[1794022,2250952,2426540],[1798773,2037814,2585376],[1800651,2044372,2589393],[1814449,2268667,2784760],[1816682,1826442,2457602],[1820249,2274657,2709349],[1822127,2454358,2709259],[1829818,2460133,2460921],[1829942,2281336,2282266],[1831886,2068302,2712238],[1833219,2075028,2608241],[1839351,2289360,2467616],[1849137,2472655,2617696],[1851047,2091189,2299481],[1855497,2300935,2483683],[1869128,2484535,2727290],[1870108,2108904,2314391],[1874618,2315845,2728268],[1879075,2121050,2490231],[1884861,1885757,2323662],[1885633,2129105,2494248],[1896085,2332278,2804705],[1908080,2137497,2738004],[1909676,2509194,2636825],[1916234,2507752,2513211],[1916358,2340268,2347105],[1921640,2149186,2646278],[1927735,2157537,2355721],[1936308,2363465,2749542],[1938255,1947745,2533583],[1942486,2369048,2752066],[1947532,1948581,2372081],[1951996,2375299,2376161],[1953332,2178070,2662348],[1955210,2184628,2666365],[1960390,2186639,2543023],[1966945,2191163,2545869],[1969971,2388578,2547572],[1972148,2199454,2391781],[1988108,2209050,2764824],[1988908,2401982,2557946],[1990223,2215814,2405185],[1998694,2227120,2562985],[1999674,2000604,2412103],[2004184,2005054,2413557],[2014427,2421374,2773933],[2025835,2242336,2693407],[2027867,2574495,2579680],[2029777,2249829,2433334],[2034227,2428635,2434788],[2044496,2260609,2442605],[2047192,2057805,2597256],[2053348,2449698,2785397],[2055247,2064363,2601273],[2063591,2064487,2457515],[2069769,2280356,2712540],[2074815,2075864,2466131],[2082716,2292563,2612195],[2087102,2299620,2474896],[2101969,2308752,2725357],[2104029,2314530,2486776],[2111930,2324899,2626761],[2113245,2114107,2493344],[2127206,2501716,2805342],[2132148,2136374,2639536],[2137924,2339288,2738641],[2139400,2509104,2641239],[2141577,2346125,2512307],[2151096,2350372,2354598],[2155546,2356148,2520679],[2158144,2168123,2656652],[2169103,2170033,2532629],[2173613,2174483,2534083],[2183856,2184752,2541900],[2191302,2385213,2669651],[2203701,2207927,2676978],[2209477,2400153,2765461],[2219412,2220200,2565226],[2237487,2241356,2692935],[2245742,2433473,2581921],[2255032,2437756,2441625],[2261288,2270570,2707501],[2271885,2272747,2600369],[2285846,2286716,2608741],[2303903,2307772,2724885],[2334461,2337973,2738144],[2350511,2515852,2519364],[2366083,2366871,2658893],[2395326,2398838,2764964] ] cell #5186 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [595364,1808197],[661780,1889833],[735013,1976432],[820420,2068563],[840816,2087586],[875269,2118391],[904442,2145861],[956932,2195919],[988945,2220684],[1019546,2246226],[1034008,2259316],[1053999,2277031],[1105634,2315014],[1111491,2319147],[1143203,2342590],[1154370,2350995],[1175216,2367355],[1189678,2380445],[1231933,2405519],[1281842,2438090],[1284625,2257027],[1297461,2448867],[1303318,2453000],[1314485,2461405],[1319980,2076245],[1384023,2500885],[1397049,2508236],[1414098,2352186],[1427163,2526045],[1443118,2178155],[1444600,2537385],[1447383,2378156],[1483855,2557349],[1513969,2572128],[1526578,2242421],[1526954,2578593],[1560567,2450763],[1572994,2279854],[1577616,2462596],[1613140,2308837],[1613516,2621794],[1646613,2502781],[1648582,2637546],[1655308,2338786],[1688950,2363550],[1689326,2527428],[1702284,2373987],[1733903,2674988],[1740629,2399651],[1773255,2421459],[1773631,2573511],[1775964,2423301],[1782524,2427323],[1807937,2591256],[1814663,2449196],[1859085,2478349],[1865645,2482371],[1889573,2631496],[1896299,2501214],[1899732,2503501],[1930523,2522596],[1937083,2526618],[1968069,2669509],[1979760,2552614],[2008642,2568679],[2015202,2572701],[2047861,2591563],[2083697,2612665],[2121719,2631803],[2192620,2670151], [447463,1079089,2296878],[461511,1616370,2622916],[557011,1755009,2682379],[557873,1238444,2409500],[581316,1270916,2430731],[631251,1854461,2721543],[648966,1361307,2487546],[688184,1411812,2516622],[703682,1941280,2750872],[704544,1433674,2530026],[731519,1729418,2673037],[750456,1486674,2558446],[762421,1502833,2565996],[789891,2033191,2778672],[797004,1544541,2439451],[807606,1557683,2594571],[821282,1575330,2604684],[841568,1600800,2616137],[861559,1356185,2485005],[871775,1627570,2627261],[883740,1643729,2634811],[895475,1656524,2640414],[900948,1915689,2741530],[911263,1674091,2352691],[912913,2154510,2811805],[919885,1681904,2652113],[931850,1698063,2659663],[938963,1706913,2538746],[973594,1741845,2677856],[989697,1497711,2563455],[992866,1243513,2412726],[999913,1766209,2686724],[1006897,1776048,2691284],[1020298,1792627,2696877],[1030514,2043827,2782017],[1031255,1544738,2256943],[1040289,1552561,2592030],[1045032,1815879,2595817],[1050505,1819397,2708001],[1060820,1833446,2463101],[1062470,1835556,2715551],[1086049,1855981,2722002],[1088533,1859169,2723234],[1116066,1372443,2493678],[1123410,1638607,2632270],[1128153,1897515,2636057],[1129941,1899227,2736791],[1155122,1926340,2745469],[1157301,2156030,2812264],[1159865,1928116,2746349],[1162567,1930607,2651470],[1170549,1938482,2527933],[1175968,1692941,2657122],[1179137,1438743,2533252],[1186184,1952480,2755217],[1186925,1707110,2378072],[1208589,1974143,2762194],[1212527,1730579,2673504],[1214246,1979255,2763611],[1245404,2005538,2770578],[1247888,2008726,2686081],[1255870,2016601,2574016],[1257490,2018084,2423216],[1277876,2034711,2779131],[1280360,2037899,2780363],[1285377,2044988,2782484],[1290056,2047356,2703088],[1292076,2048923,2594349],[1299103,1816076,2450679],[1307893,1568819,2600703],[1315237,1830434,2713010],[1317416,2287200,2842951],[1318406,1580399,2607910],[1330202,2083781,2718732],[1335646,1853161,2721360],[1336979,2088777,2795776],[1343536,2094218,2478264],[1370961,2116102,2802075],[1374899,1886249,2731624],[1376618,2121214,2732388],[1378638,2122781,2634589],[1385665,1897712,2502697],[1403819,2143572,2808994],[1407757,1916850,2741997],[1409476,2148684,2810411],[1414587,2153210,2811622],[1418772,1679085,2651016],[1420248,2158340,2522511],[1421421,2159150,2653631],[1422257,1931646,2525836],[1440634,2174967,2817378],[1448135,2185244,2820731],[1449175,1709199,2665795],[1451100,2186030,2381484],[1460078,2192115,2759984],[1465665,1974059,2549418],[1467545,2197280,2549333],[1471858,2200519,2555400],[1493720,2216879,2767308],[1499164,2002718,2769936],[1500497,2221875,2827899],[1507054,2227316,2568594],[1508227,2228126,2688242],[1509063,2009765,2571919],[1532022,2031891,2778489],[1533355,2247417,2833382],[1539912,2252858,2585289],[1545345,1804967,2442690],[1549283,1805343,2702534],[1551948,2262672,2448386],[1552070,2048839,2267545],[1567337,2274742,2839681],[1571275,2064979,2788753],[1575014,2281421,2459300],[1578105,2284380,2842309],[1582041,2076442,2287870],[1582290,1838440,2609806],[1584137,2289448,2718348],[1590697,2293470,2612580],[1596103,2089282,2615194],[1601360,2300433,2619860],[1602196,2092313,2481589],[1622623,2110028,2727629],[1622836,2315343,2799865],[1628423,2116018,2628607],[1630303,2320508,2628522],[1634616,1898319,2323747],[1637994,2326283,2500404],[1638116,2122697,2331156],[1660895,2143488,2643085],[1662775,2343951,2643000],[1667088,2347190,2506287],[1672532,1920174,2743481],[1673865,1926900,2520177],[1681423,2159655,2362488],[1689815,2364589,2858433],[1694394,2172147,2816736],[1695727,2368546,2857495],[1703457,2374797,2535293],[1704293,2179194,2373916],[1707717,1959526,2541985],[1711655,1959902,2667178],[1713461,2382975,2669173],[1723406,2388666,2674268],[1729966,2392688,2556868],[1730088,2200435,2401134],[1744252,2402070,2766924],[1750038,2216795,2681047],[1750812,2406092,2680962],[1756218,2222380,2683576],[1761262,1762311,2225411],[1761475,2016375,2413055],[1765728,2228631,2420397],[1774120,2422498,2828837],[1787930,2247922,2695934],[1793187,2434286,2576659],[1794023,2250953,2426541],[1798774,2037815,2585374],[1800654,2044375,2589396],[1814450,2268668,2784758],[1816683,1826443,2457600],[1820250,2274658,2709347],[1822130,2454361,2709262],[1829821,2460136,2460924],[1829943,2281337,2282267],[1831887,2068303,2712236],[1833220,2075029,2608239],[1839354,2289363,2467657],[1849140,2472658,2617699],[1851048,2091190,2299482],[1855500,2300938,2483686],[1869131,2484538,2727293],[1870109,2108905,2314392],[1874621,2315848,2728271],[1879076,2121051,2490229],[1884862,1885758,2323663],[1885636,2129108,2494251],[1896086,2332279,2804703],[1908081,2137498,2738002],[1909677,2509192,2636826],[1916237,2507755,2513214],[1916359,2340269,2347106],[1921643,2149189,2646281],[1927736,2157538,2355722],[1936309,2363466,2749540],[1938256,1947746,2533581],[1942489,2369051,2752069],[1947533,1948582,2372082],[1951999,2375302,2376164],[1953333,2178071,2662346],[1955213,2184631,2666368],[1960391,2186640,2543024],[1966946,2191164,2545867],[1969974,2388581,2547613],[1972151,2199457,2391784],[1988109,2209051,2764822],[1988911,2401985,2557987],[1990226,2215817,2405188],[1998697,2227123,2562988],[1999675,2000605,2412104],[2004187,2005057,2413560],[2014428,2421375,2773931],[2025836,2242337,2693405],[2027870,2574498,2579683],[2029778,2249830,2433335],[2034230,2428638,2434791],[2044497,2260610,2442606],[2047193,2057806,2597254],[2053351,2449701,2785400],[2055250,2064366,2601276],[2063592,2064488,2457516],[2069772,2280359,2712543],[2074816,2075865,2466132],[2082719,2292566,2612198],[2087105,2299623,2474918],[2101970,2308753,2725355],[2104032,2314533,2486798],[2111933,2324921,2626802],[2113248,2114110,2493347],[2127209,2501719,2805345],[2132149,2136375,2639534],[2137927,2339291,2738644],[2139403,2509107,2641280],[2141580,2346128,2512310],[2151097,2350373,2354599],[2155549,2356151,2520682],[2158147,2168126,2656655],[2169104,2170034,2532630],[2173616,2174486,2534086],[2183857,2184753,2541901],[2191305,2385235,2669692],[2203702,2207928,2676976],[2209480,2400156,2765464],[2219415,2220203,2565248],[2237490,2241359,2692938],[2245745,2433476,2581943],[2255035,2437759,2441628],[2261310,2270573,2707542],[2271888,2272750,2600372],[2285849,2286719,2608744],[2303906,2307775,2724888],[2334483,2337976,2738185],[2350514,2515874,2519367],[2366086,2366874,2658915],[2395348,2398841,2765005] ] cell #5187 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [595365,1808203],[661781,1889839],[735014,1976438],[820421,2068569],[840817,2087592],[875270,2118397],[904443,2145867],[956933,2195964],[988946,2220690],[1019547,2246232],[1034009,2259322],[1054000,2277037],[1105635,2315020],[1111492,2319192],[1143204,2342635],[1154371,2351001],[1175217,2367361],[1189679,2380451],[1231934,2405564],[1281843,2438135],[1284626,2257033],[1297462,2448873],[1303319,2453045],[1314486,2461411],[1319981,2076251],[1384024,2500891],[1397050,2508242],[1414099,2352231],[1427164,2526090],[1443119,2178161],[1444601,2537430],[1447384,2378162],[1483856,2557355],[1513970,2572173],[1526579,2242427],[1526955,2578638],[1560568,2450769],[1572995,2279899],[1577617,2462641],[1613141,2308843],[1613517,2621839],[1646614,2502787],[1648583,2637591],[1655309,2338831],[1688951,2363556],[1689327,2527473],[1702289,2374026],[1733904,2675033],[1740630,2399696],[1773256,2421465],[1773632,2573556],[1775965,2424392],[1782529,2427362],[1807938,2591301],[1814664,2449241],[1859086,2479440],[1865650,2482410],[1889574,2631541],[1896300,2501259],[1899737,2504437],[1930524,2523687],[1937088,2526657],[1968070,2669554],[1979765,2553550],[2008643,2569770],[2015207,2572740],[2047866,2592499],[2083698,2613203],[2121724,2632739],[2192625,2670611], [447464,1079095,2296917],[461512,1616376,2311195],[557012,1755015,2408907],[557874,1238450,2409539],[561203,1243514,2412732],[581317,1270922,2430770],[628857,1600801,2474139],[631252,1854467,2475705],[646572,1356186,2486019],[648967,1361313,2487585],[657723,1372444,2493723],[688185,1411818,2516661],[703683,1941286,2529433],[704545,1433680,2530065],[707874,1438744,2533258],[731520,1729424,2548935],[750457,1486680,2559309],[760027,1497712,2564469],[762422,1502839,2566035],[787497,1792628,2581164],[789892,2033197,2582730],[797005,1544547,2439490],[805212,1552562,2593044],[807607,1557689,2594610],[816363,1568820,2600748],[821283,1575336,2604723],[824612,1580400,2607916],[871776,1627576,2628124],[881346,1638608,2633284],[883741,1643735,2634850],[895476,1656530,2640453],[900949,1915695,2642602],[910519,1926341,2647762],[911264,1414193,2352696],[912914,2154516,2649328],[914744,1679086,2651022],[919886,1681910,2652976],[929456,1692942,2658136],[931851,1698069,2659702],[938964,1706919,2538785],[940607,1709200,2665840],[963618,1730580,2674042],[973595,1741851,2677895],[999914,1766215,2687587],[1006898,1776054,2691323],[1030515,2043833,2699945],[1031256,1284185,2256944],[1031758,1804968,2260045],[1032476,2044989,2700966],[1034864,1805344,2702579],[1045033,1815885,2595856],[1050506,1819403,2708864],[1060076,1830435,2714024],[1060821,1577711,2463106],[1062471,1835562,2715590],[1064301,1838441,2467121],[1082121,1853162,2721405],[1086050,1855987,2722462],[1088534,1859175,2723273],[1118177,1886250,2732162],[1128154,1897521,2636096],[1129942,1899272,2736794],[1149889,1916851,2742535],[1152333,1920175,2743526],[1155690,1926901,2354890],[1156476,2153211,2745038],[1157302,2156036,2744986],[1159866,1928122,2746388],[1162568,1930613,2651509],[1170550,1689421,2527938],[1186185,1952486,2756080],[1186926,1446943,2378073],[1187428,1959527,2381174],[1188146,2185245,2757101],[1190534,1959903,2542192],[1207993,1974060,2554648],[1208590,1974149,2762233],[1214247,1979300,2763614],[1241476,2002719,2769981],[1245405,2005544,2771038],[1247889,2008732,2686120],[1255871,1773726,2574021],[1257495,2018123,2424295],[1273948,2031892,2778534],[1277877,2034717,2779591],[1279764,2037816,2436364],[1280361,2037905,2780402],[1283757,2044380,2441949],[1290057,2047401,2703091],[1292077,1808926,2594354],[1299104,1560127,2450680],[1299606,1826444,2277760],[1310004,2064980,2789291],[1312448,2068304,2603217],[1315805,2075030,2465300],[1316591,2284381,2791794],[1317417,2287206,2791742],[1330203,2083787,2718771],[1336980,2088822,2795779],[1337200,2089287,2619681],[1343541,2094257,2479343],[1363233,2110029,2727674],[1370365,2116019,2633837],[1370962,2116108,2802114],[1376619,2121259,2732391],[1378639,1890562,2634594],[1385666,1646173,2502698],[1386168,1634617,2119120],[1396091,2137499,2639103],[1403223,2143489,2505535],[1403820,2143578,2809033],[1409477,2148729,2810414],[1409697,2149194,2515103],[1420253,2158379,2523590],[1421422,1930814,2653634],[1422258,1682255,2525837],[1429147,1947747,2371250],[1429933,2364590,2817890],[1436706,2172148,2816781],[1440635,2174973,2817838],[1442522,2178072,2535659],[1446515,2184636,2541244],[1451101,1959997,2381489],[1460079,2192160,2759987],[1467550,2197319,2554551],[1471859,1977161,2555405],[1482897,2209052,2676545],[1493124,2216796,2681585],[1493721,2216885,2767347],[1500498,2221920,2827902],[1500718,2222385,2688063],[1504759,1762312,2005889],[1507059,2227355,2569673],[1508228,2008933,2688245],[1509064,1766560,2571920],[1515953,1761476,2224579],[1516739,2422499,2771090],[1525982,2242338,2577025],[1533356,2247462,2833385],[1533576,2247927,2576480],[1539917,2252897,2436267],[1550599,2057807,2451274],[1551953,2048182,2448425],[1552071,1808916,2267546],[1559609,2268669,2705365],[1559699,2064371,2456859],[1566741,2274659,2593597],[1567338,2274748,2839720],[1573215,2280364,2603165],[1575015,2069292,2459305],[1582042,1838000,2287871],[1584138,2290539,2718351],[1590702,2293509,2613106],[1601361,2091481,2619863],[1602197,1856332,2481590],[1612544,2308754,2620226],[1617089,1874131,2108906],[1622837,2315388,2799868],[1623057,2315853,2728731],[1630308,2320547,2633740],[1634020,1885759,2119110],[1636645,1879077,2317421],[1637999,2122040,2500443],[1638117,1890552,2331157],[1645655,2332280,2734665],[1645745,1885641,2323006],[1649561,2136376,2504982],[1655529,2339296,2639051],[1662780,2343990,2505438],[1667089,2146590,2506292],[1678127,1927737,2156381],[1679996,2168131,2528507],[1681428,1931518,2362493],[1688354,2363467,2653997],[1695728,2368591,2857498],[1695948,2369056,2653452],[1699989,1948583,2175318],[1703458,2178362,2535296],[1704294,1952831,2373917],[1711969,2186641,2382316],[1713466,2383911,2669212],[1718461,1966947,2384456],[1723407,2194193,2674271],[1729971,2199778,2556907],[1730089,1977151,2401135],[1734882,2207929,2554095],[1740850,2400161,2676493],[1744253,2403161,2766927],[1745247,1993991,2215822],[1750817,2406131,2681488],[1755728,2000606,2003697],[1761696,2005062,2225283],[1764301,1998702,2407981],[1765733,2009637,2420402],[1772659,2421376,2688608],[1776959,2241364,2576004],[1793188,2250121,2576662],[1794024,2035062,2426542],[1804371,2044498,2260035],[1806157,2270612,2451655],[1814884,2449706,2705313],[1822135,2454400,2593500],[1825847,2064489,2277750],[1829826,2280680,2460963],[1829944,2069282,2282268],[1837482,2075866,2287551],[1839393,2077836,2290442],[1844434,2082724,2468979],[1849145,2295359,2617738],[1851049,1854140,1855180],[1855505,2092185,2483691],[1860080,2307780,2619205],[1869136,2485474,2727332],[1869452,2107318,2314572],[1880071,2114115,2117013],[1887793,2111972,2317802],[1896520,2501724,2734613],[1900053,2338015,2506548],[1909678,2340864,2636829],[1916242,2346449,2507794],[1916360,2146580,2340270],[1921153,2151098,2155229],[1927121,2155554,2355594],[1941999,2170035,2173126],[1947967,2174491,2371954],[1952004,2179066,2376169],[1958930,2184754,2381164],[1965359,2191344,2386022],[1970013,2194096,2194574],[1972156,1975054,1976044],[1980081,2398880,2555661],[1988950,2210934,2403064],[1999018,2220242,2222701],[2027875,2429212,2574537],[2029779,2032870,2033910],[2034235,2250825,2428643],[2038810,2255040,2258928],[2058801,2272755,2275653],[2075250,2286724,2466004],[2087144,2089603,2090533],[2139442,2340767,2341245],[2141585,2144483,2145473],[2149510,2350553,2353942],[2168447,2366913,2369372],[2245784,2248243,2249173] ] cell #5188 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [595371,1808198],[661787,1889834],[735020,1976433],[820427,2068564],[840823,2087587],[875276,2118392],[904449,2145862],[956939,2195920],[988952,2220685],[1019553,2246227],[1034015,2259317],[1054006,2277032],[1105641,2315015],[1111498,2319148],[1143210,2342591],[1154377,2350996],[1175223,2367356],[1189685,2380446],[1231940,2405520],[1281849,2438091],[1284632,2257028],[1297468,2448868],[1303325,2453001],[1314492,2461406],[1319987,2076246],[1384030,2500886],[1397056,2508237],[1414105,2352187],[1427170,2526046],[1443125,2178156],[1444607,2537386],[1447390,2378157],[1483862,2557350],[1513976,2572129],[1526585,2242422],[1526961,2578594],[1560574,2450764],[1573136,2279855],[1577623,2462597],[1613147,2308838],[1613523,2621795],[1646620,2502782],[1648589,2637547],[1655450,2338787],[1688957,2363551],[1689333,2527429],[1702419,2373992],[1733910,2674989],[1740771,2399652],[1773262,2421460],[1773638,2573512],[1776036,2423302],[1782659,2427328],[1807944,2591257],[1814805,2449197],[1859157,2478350],[1865780,2482376],[1889580,2631497],[1896441,2501215],[1899799,2503506],[1930595,2522597],[1937218,2526623],[1968076,2669510],[1979827,2552619],[2008714,2568680],[2015337,2572706],[2047928,2591568],[2083769,2612666],[2121786,2631808],[2192687,2670156], [447470,1079090,2296883],[461518,1616371,2484891],[557018,1755010,2563341],[557880,1238445,2409505],[581323,1270917,2430736],[631258,1854462,2616023],[648973,1361308,2487551],[688191,1411813,2516627],[703689,1941281,2657008],[704551,1433675,2530031],[731526,1729419,2673042],[750463,1486675,2558451],[762428,1502834,2566001],[762693,1243520,2412727],[789898,2033192,2696763],[797011,1544542,2439456],[807613,1557684,2594576],[821289,1575331,2604689],[841702,1600807,2616138],[861693,1356192,2485006],[871782,1627571,2627266],[874367,1372450,2493679],[883747,1643730,2634816],[895482,1656525,2640419],[900955,1915690,2741535],[911270,1674092,2352758],[912920,2154511,2745355],[919892,1681905,2652118],[931857,1698064,2659668],[932122,1438750,2533253],[938970,1706914,2538751],[973601,1741846,2677861],[989831,1497718,2563456],[999920,1766210,2686729],[1006904,1776049,2691289],[1020432,1792634,2696878],[1030521,2043828,2782022],[1031265,1544745,2257015],[1040423,1552568,2592031],[1045039,1815880,2595822],[1050512,1819398,2708006],[1053097,1568826,2600704],[1060827,1833447,2463168],[1062477,1835557,2715556],[1062742,1580406,2607911],[1086056,1855982,2722007],[1088540,1859170,2723239],[1123544,1638614,2632271],[1128160,1897516,2636062],[1130083,1899228,2736819],[1155256,1926347,2745470],[1157308,2156031,2812269],[1159872,1928117,2746354],[1160137,1679092,2651017],[1162574,1930608,2651475],[1170556,1938483,2528000],[1176102,1692948,2657123],[1186191,1952481,2755222],[1186935,1707117,2378144],[1188776,1709206,2665796],[1208596,1974144,2762199],[1212661,1730586,2673505],[1214388,1979256,2763639],[1245411,2005539,2770583],[1247895,2008727,2686086],[1255877,2016602,2574083],[1257625,2018089,2423221],[1277883,2034712,2779136],[1280367,2037900,2780368],[1284732,1804974,2442691],[1285511,2044995,2782485],[1288228,1805350,2702535],[1290198,2047357,2703116],[1292083,2048924,2595691],[1299113,1816083,2450751],[1315371,1830441,2713011],[1317423,2287201,2842956],[1320252,1838447,2609807],[1330209,2083782,2718737],[1337121,2088778,2795804],[1337890,1853168,2721361],[1343671,2094223,2478269],[1370968,2116103,2802080],[1375033,1886256,2731625],[1376760,2121215,2732416],[1378645,2122782,2635931],[1385675,1897719,2502769],[1403826,2143573,2808999],[1407891,1916857,2741998],[1409618,2148685,2810439],[1410387,1920181,2743482],[1413889,1927042,2520178],[1414724,2153217,2811623],[1420383,2158345,2522516],[1421563,2159151,2654741],[1422267,1931653,2527337],[1440641,2174968,2817383],[1447490,1959533,2541986],[1448269,2185251,2820732],[1450986,1959909,2667179],[1451107,2186031,2381616],[1460220,2192116,2760012],[1467680,2197285,2549338],[1467877,1974131,2549419],[1471865,2200520,2556742],[1493727,2216880,2767313],[1500639,2221876,2827927],[1501408,2002725,2769937],[1507189,2227321,2568599],[1508369,2228127,2689352],[1509073,2009772,2573420],[1533497,2247418,2833410],[1534266,2031898,2778490],[1540047,2252863,2585294],[1540244,2037887,2585375],[1544330,2044510,2589401],[1552083,2262677,2448391],[1552210,2048911,2267617],[1560674,1826450,2457601],[1567344,2274743,2839686],[1571409,2064986,2788754],[1573905,2068310,2712237],[1575021,2281422,2460010],[1577407,2075171,2608240],[1578242,2284387,2842310],[1582051,2076449,2288010],[1584209,2289449,2718376],[1590832,2293475,2612585],[1598252,2089349,2615199],[1601502,2300434,2620970],[1602206,2092320,2483090],[1622978,2315344,2799893],[1623747,2110035,2727630],[1630438,2320513,2628527],[1630635,2116090,2628608],[1634623,1646720,2323748],[1638129,2326288,2500409],[1638256,2122769,2331228],[1656219,2137505,2738003],[1662910,2343956,2643005],[1663107,2143560,2643086],[1667095,2347191,2507629],[1669637,2149256,2646286],[1681555,2159722,2362555],[1689117,1947888,2533582],[1689952,2364596,2858434],[1695869,2368547,2857523],[1696638,2172154,2816737],[1702616,2178143,2662347],[1703599,2374798,2535850],[1704303,2179201,2374706],[1706702,2184766,2666373],[1713528,2382980,2669178],[1723478,2388667,2674296],[1730101,2392693,2556873],[1730228,2200507,2401206],[1741540,2209058,2764823],[1744324,2402071,2766952],[1750947,2406097,2680967],[1751144,2216867,2681048],[1758367,2222447,2683581],[1761617,1773422,2413056],[1762321,1762386,2225418],[1765860,2228698,2420464],[1774257,2422505,2828838],[1782856,2242409,2693406],[1790079,2247989,2695939],[1793329,2434287,2577769],[1794033,2250960,2428042],[1806886,2057878,2597255],[1815574,2268675,2784759],[1815668,2064501,2601281],[1822265,2454366,2709267],[1822462,2274730,2709348],[1828992,2280426,2712548],[1829956,2460141,2460929],[1830083,2281409,2282339],[1839359,2289334,2289368],[1849207,2472663,2617704],[1851120,2090332,2091262],[1855632,2301005,2483753],[1865977,2308825,2725356],[1869198,2484543,2727298],[1870181,2108047,2108977],[1875691,2315915,2728276],[1879148,1888522,2490230],[1885771,1897304,2494256],[1885898,1885968,2323735],[1897210,2332286,2804704],[1900782,2136447,2639535],[1906292,2339358,2738649],[1909749,2509193,2636854],[1916372,2507760,2513219],[1916499,2340341,2347178],[1927746,1927811,2355729],[1929612,2168193,2656660],[1937415,2363538,2749541],[1944638,2369118,2752074],[1948592,1948657,2372089],[1952131,2375369,2376231],[1960528,2186650,2543031],[1966088,1967018,2545868],[1969979,2388552,2388586],[1972218,2198662,2199524],[1980810,2208000,2676977],[1986320,2400223,2765469],[1988916,2401956,2401990],[1990293,2215022,2215884],[1998764,2007731,2562993],[1999747,2000677,2223430],[2005189,2005257,2413627],[2015534,2421447,2773932],[2019466,2241426,2692943],[2027937,2574503,2579688],[2029850,2248972,2249902],[2034362,2428705,2434858],[2044637,2044707,2442678],[2046551,2270578,2597140],[2054421,2449768,2785405],[2064628,2064698,2457588],[2075875,2075940,2466139],[2081924,2082786,2612203],[2087110,2298840,2299628],[2095600,2307842,2724893],[2104037,2313750,2314538],[2111938,2120409,2490115],[2113315,2114177,2321890],[2128279,2501786,2805350],[2131507,2337981,2639420],[2139408,2509078,2509112],[2141647,2345333,2346195],[2150239,2151169,2354671],[2155681,2155749,2520749],[2169176,2170106,2370101],[2174618,2174686,2534153],[2184893,2184963,2541973],[2190522,2191310,2545753],[2203060,2398846,2676862],[2219420,2220208,2411462],[2245750,2432693,2433481],[2254240,2255102,2441695],[2271955,2272817,2455743],[2286851,2286919,2608811],[2349731,2350519,2519372],[2366091,2366879,2531988] ] cell #5189 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [595235,1808329],[661651,1889965],[734884,1976564],[820291,2068695],[840752,2087658],[875140,2118523],[904313,2145993],[956930,2195968],[988881,2220756],[1019482,2246298],[1033879,2259448],[1053870,2277163],[1105570,2315086],[1111489,2319196],[1143201,2342639],[1154306,2351067],[1175152,2367427],[1189549,2380577],[1231931,2405568],[1281840,2438139],[1284561,2257037],[1297397,2448939],[1303316,2453049],[1314421,2461477],[1319851,2076255],[1383959,2500957],[1396985,2508308],[1414096,2352235],[1427161,2526094],[1441994,2178165],[1444598,2537434],[1447319,2378166],[1483791,2557421],[1513967,2572177],[1524334,2242431],[1526952,2578642],[1560503,2450773],[1571876,2279903],[1577614,2462645],[1610896,2308847],[1613514,2621843],[1646549,2502791],[1648580,2637595],[1653084,2338835],[1686706,2363560],[1689324,2527477],[1701197,2374019],[1733901,2675037],[1738405,2399700],[1771011,2421469],[1773629,2573560],[1775764,2424396],[1780358,2427355],[1807935,2591305],[1812439,2449245],[1858885,2479444],[1863479,2482403],[1889571,2631545],[1894075,2501263],[1899549,2504430],[1930323,2523691],[1934917,2526650],[1968067,2669558],[1979577,2553543],[2008442,2569774],[2013036,2572733],[2047678,2592492],[2083497,2613207],[2121536,2632732],[2192437,2670604], [461382,1616502,2311188],[556882,1755141,2408900],[561200,1243449,2412798],[627897,1600798,2474143],[631122,1854593,2475698],[657604,1372441,2493727],[703553,1941412,2529426],[707871,1438679,2533324],[730499,1729428,2548928],[759067,1497709,2564473],[762292,1502843,2566028],[786537,1792625,2581168],[789762,2033323,2582723],[816244,1568817,2600752],[824609,1580335,2607982],[840495,1079099,2296910],[864740,1356183,2486023],[870755,1627580,2628117],[899928,1915699,2642595],[909559,1926338,2647766],[912784,2154642,2649321],[914741,1679021,2651088],[928496,1692939,2658140],[931721,1698073,2659695],[940488,1709197,2665844],[982472,1486684,2559302],[988624,1238454,2409532],[1019225,1270926,2430763],[1029494,2043837,2699938],[1031516,2044986,2700970],[1031755,1802723,2260049],[1034745,1805341,2702583],[1043470,1552559,2593048],[1049485,1819407,2708857],[1059116,1830432,2714028],[1062341,1835566,2715583],[1064298,1838376,2467125],[1105313,1361317,2487578],[1126591,1638605,2633288],[1139249,1916848,2742539],[1151223,1920172,2743530],[1154049,1411822,2516654],[1155615,1924676,2354894],[1156281,2156040,2744979],[1156417,2153208,2745042],[1159736,1928126,2746381],[1168743,1681914,2652969],[1174895,1433684,2530058],[1185164,1952490,2756073],[1187186,2185242,2757105],[1187425,1957282,2381178],[1190415,1959900,2542196],[1223554,1730577,2674046],[1254064,1766219,2687580],[1262935,2031889,2778538],[1266980,2034721,2779584],[1278625,2037615,2436368],[1279236,2037909,2780395],[1283685,2042209,2441942],[1284182,1544736,2256743],[1284304,1544551,2439483],[1297140,1557693,2594603],[1299364,2064977,2789295],[1299603,2066435,2277764],[1311338,2068301,2603221],[1314164,1575340,2604716],[1315730,2072805,2465304],[1316396,2287210,2791735],[1316532,2284378,2791798],[1348981,1853159,2721409],[1353026,1855991,2722455],[1383702,1643739,2634843],[1385926,1886247,2732166],[1386165,1887705,2119124],[1392114,2143288,2505539],[1392725,2143582,2809026],[1393861,2137496,2639107],[1396728,1656534,2640446],[1408358,2148733,2810392],[1408570,2149006,2515096],[1414197,1414447,2352508],[1425693,2172145,2816785],[1429072,2175570,2371254],[1429738,2174977,2817831],[1429874,2364587,2817894],[1441383,2177871,2535663],[1446443,2182465,2541237],[1446940,1707108,2377872],[1447062,1706923,2538778],[1478920,1973859,2554652],[1479531,1974153,2762226],[1480667,2209049,2676549],[1483534,1741855,2677888],[1512499,2002716,2769985],[1515878,2006141,2224583],[1516544,2005548,2771031],[1516680,2422496,2771094],[1521011,1776058,2691316],[1522320,2247466,2833363],[1522532,2247739,2576473],[1523723,2242137,2577029],[1538825,2252890,2584791],[1550452,2270435,2451278],[1555632,2274458,2593601],[1556243,2274752,2839713],[1557379,2268666,2705369],[1559627,2278012,2456852],[1560124,1816074,2450479],[1560246,1815889,2595849],[1572088,2280176,2603158],[1577715,1577965,2462918],[1607573,1859179,2723266],[1608882,2088826,2795757],[1609094,2089099,2619674],[1610285,2308553,2620230],[1624868,2110026,2727678],[1636498,2111795,2317425],[1641678,2115818,2633841],[1642289,2116112,2802107],[1643425,2332277,2734669],[1645673,2119372,2322999],[1646170,1897710,2502497],[1646292,1897525,2636089],[1649414,2336339,2504986],[1650106,1899276,2736772],[1651942,2343983,2638475],[1653296,2339108,2639044],[1675897,2156378,2355720],[1679854,2365192,2528500],[1682252,1931644,2524494],[1683383,1930617,2651502],[1684692,2368595,2857476],[1684904,2368868,2653445],[1686095,2363266,2654001],[1689425,1689675,2527750],[1711910,2382313,2543022],[1718314,2189668,2384460],[1734735,2397204,2554099],[1735427,1979304,2763592],[1737263,2197312,2675917],[1738617,2399973,2676486],[1752270,2216595,2681589],[1752881,2216889,2767340],[1763507,2005886,2225409],[1764159,2218521,2407974],[1766557,2009763,2570577],[1767688,2008736,2686113],[1768997,2221924,2827880],[1769209,2222197,2688056],[1770400,2421175,2688612],[1773730,1773980,2573833],[1776817,2425086,2575997],[1777487,2018116,2575428],[1802112,2259888,2442406],[1806150,2450959,2451648],[1808769,2048639,2446749],[1808930,1811157,2593171],[1809461,2047405,2703069],[1811297,2454393,2704737],[1812651,2449518,2705306],[1835252,2287548,2466130],[1837997,2076440,2609522],[1844292,2291233,2468972],[1847732,2083791,2718764],[1853993,2091333,2297986],[1856329,2092311,2617482],[1859938,2480134,2619198],[1860608,2094250,2618629],[1870252,1873984,2312896],[1876575,2315392,2799846],[1876787,2315665,2728724],[1887094,2118963,2323463],[1887786,2317106,2317795],[1890405,2122497,2498767],[1890566,1892793,2633411],[1891097,2121263,2732369],[1892933,2320540,2734037],[1894287,2501536,2734606],[1900046,2504667,2506541],[1921006,2354742,2517730],[1924888,2355452,2520499],[1930818,1933120,2652678],[1931376,2159472,2524381],[1932046,2158372,2652400],[1949778,2175315,2372080],[1952828,2179192,2664244],[1956671,2381017,2541701],[1960001,1960251,2667500],[1965352,2384141,2386015],[1968553,2192164,2759965],[1974912,2199586,2390451],[1977004,2200235,2551959],[1977165,1978352,2674169],[1980074,2553780,2555654],[1988773,2403165,2825945],[1990355,1993849,2403855],[1996350,2406124,2768108],[1999818,2003550,2410608],[2006353,2225141,2413377],[2008937,2011239,2687289],[2009495,2228448,2570464],[2010165,2227348,2687011],[2032723,2249973,2431839],[2035059,2250951,2698222],[2038668,2441757,2587159],[2048175,2050302,2592729],[2065824,2277603,2457316],[2069135,2281137,2605792],[2069296,2071523,2714151],[2073017,2465862,2608561],[2077829,2289671,2468403],[2078905,2290543,2793822],[2084230,2293502,2719532],[2089596,2299570,2473824],[2091485,2092797,2722164],[2092043,2300755,2617369],[2103138,2485467,2799467],[2103979,2107311,2485704],[2113377,2116871,2492014],[2122033,2124160,2632969],[2144341,2346257,2510977],[2146433,2346906,2645626],[2146594,2147781,2742662],[2149503,2519314,2647447],[2169247,2172979,2531134],[2175782,2371812,2533903],[2178366,2180668,2755782],[2178924,2375119,2664131],[2188280,2383904,2759586],[2194197,2195643,2761019],[2194567,2388083,2388889],[2199771,2200968,2673727],[2210238,2210927,2558733],[2219362,2222694,2564154],[2248236,2433423,2580849],[2250125,2251437,2779293],[2250683,2434608,2698109],[2272017,2275511,2599039],[2280673,2282800,2713709],[2295352,2296598,2719921],[2340868,2342314,2807819],[2341238,2508609,2509415],[2346442,2347639,2742220],[2366033,2369365,2657821],[2429205,2430451,2777050] ] cell #5190 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [595240,1808323],[661656,1889959],[734889,1976558],[820296,2068689],[840757,2087652],[875145,2118517],[904318,2145987],[956935,2195923],[988886,2220750],[1019487,2246292],[1033884,2259442],[1053875,2277157],[1105575,2315080],[1111494,2319151],[1143206,2342594],[1154311,2351061],[1175157,2367421],[1189554,2380571],[1231936,2405523],[1281845,2438094],[1284566,2257031],[1297402,2448933],[1303321,2453004],[1314426,2461471],[1319856,2076249],[1383964,2500951],[1396990,2508302],[1414101,2352190],[1427166,2526049],[1441999,2178159],[1444603,2537389],[1447324,2378160],[1483796,2557415],[1513972,2572132],[1524339,2242425],[1526957,2578597],[1560508,2450767],[1572011,2279858],[1577619,2462600],[1610901,2308841],[1613519,2621798],[1646554,2502785],[1648585,2637550],[1653219,2338790],[1686711,2363554],[1689329,2527432],[1701320,2373985],[1733906,2674992],[1738540,2399655],[1771016,2421463],[1773634,2573515],[1775896,2423305],[1780481,2427321],[1807940,2591260],[1812574,2449200],[1859017,2478353],[1863602,2482369],[1889576,2631500],[1894210,2501218],[1899667,2503499],[1930455,2522600],[1935040,2526616],[1968072,2669513],[1979695,2552612],[2008574,2568683],[2013159,2572699],[2047796,2591561],[2083629,2612669],[2121654,2631801],[2192555,2670149], [461387,1616496,2484884],[556887,1755135,2563334],[627766,1079093,2296876],[631127,1854587,2616016],[703558,1941406,2657001],[730504,1729422,2673035],[758936,1238448,2409498],[762297,1502837,2565994],[762689,1243454,2412792],[786406,1270920,2430729],[789767,2033317,2696756],[840633,1600803,2616141],[864609,1361311,2487544],[870760,1627574,2627259],[874230,1372446,2493682],[899933,1915693,2741528],[909428,1411816,2516620],[912789,2154636,2745348],[928365,1433678,2530024],[931726,1698067,2659661],[932118,1438684,2533318],[982477,1486678,2558444],[988762,1497714,2563459],[1019363,1792630,2696881],[1029499,2043831,2782015],[1031385,1544545,2439449],[1043339,1557687,2594569],[1049490,1819401,2707999],[1052960,1568822,2600707],[1058985,1575334,2604682],[1062346,1835560,2715549],[1062738,1580340,2607976],[1105451,1356188,2485009],[1126460,1643733,2634809],[1139118,1656528,2640412],[1154187,1926343,2745473],[1156221,1674095,2352626],[1156286,2156034,2812262],[1159741,1928120,2746347],[1160133,1679026,2651082],[1168748,1681908,2652111],[1175033,1692944,2657126],[1185169,1952484,2755215],[1187055,1706917,2538744],[1188639,1709202,2665799],[1223423,1741849,2677854],[1254069,1766213,2686722],[1260684,1776052,2691282],[1266985,2034715,2779129],[1279241,2037903,2780361],[1284169,1544741,2256875],[1284442,2044991,2782488],[1284728,1802728,2442694],[1288091,1805346,2702538],[1297278,1552564,2592034],[1299233,1815883,2595815],[1314302,1830437,2713014],[1316336,1833450,2463036],[1316401,2287204,2842949],[1320248,1838381,2609810],[1346730,1859173,2723232],[1353031,1855985,2722000],[1383840,1638610,2632274],[1385795,1897519,2636055],[1389726,1899231,2736803],[1392730,2143576,2808992],[1396866,1916853,2742001],[1408493,2148688,2810423],[1409263,1920177,2743485],[1413817,1924811,2520181],[1414655,2153213,2811626],[1423442,1930611,2651468],[1429678,1938486,2527868],[1429743,2174971,2817376],[1446927,1707113,2378004],[1447200,2185247,2820735],[1447486,1957287,2541989],[1450849,1959905,2667182],[1476532,1979259,2763623],[1479536,1974147,2762192],[1483672,1730582,2673508],[1510248,2008730,2686079],[1516484,2016605,2573951],[1516549,2005542,2770576],[1520195,2018082,2574706],[1522455,2247421,2833394],[1523225,2031894,2778493],[1538948,2252856,2698647],[1539138,2037747,2585378],[1544263,2042332,2589394],[1553244,2047360,2703100],[1555128,2048927,2594981],[1556248,2274746,2839679],[1560111,1816079,2450611],[1560384,2064982,2788757],[1560670,2066440,2457604],[1572781,2068306,2712240],[1577335,2072940,2608243],[1578173,2284383,2842313],[1592771,2083785,2718730],[1606757,2094216,2617907],[1609017,2088781,2795788],[1609787,1853164,2721364],[1639290,2121218,2732400],[1641174,2122785,2635221],[1642294,2116106,2802073],[1646157,1897715,2502629],[1646430,1886252,2731628],[1646716,1887710,2323751],[1652065,2343949,2740692],[1652255,2143420,2643089],[1653989,2137501,2738006],[1668567,2149124,2646279],[1682239,1931649,2526547],[1682567,2158338,2651678],[1683721,2159154,2654184],[1684827,2368550,2857507],[1685597,2172150,2816740],[1689045,2175705,2533585],[1689883,2364592,2858437],[1701510,2178003,2662350],[1706635,2182588,2666366],[1711714,2186034,2542557],[1721040,2192119,2759996],[1732040,2200523,2678266],[1737386,2197278,2672199],[1737576,1973991,2549422],[1739310,2209054,2764826],[1752886,2216883,2767306],[1766544,2009768,2572630],[1766872,2227314,2686289],[1768026,2228130,2688795],[1769132,2221879,2827911],[1769902,2002721,2769940],[1773350,2006276,2413059],[1774188,2422501,2828841],[1779546,2247857,2695932],[1780671,2242269,2693409],[1806746,2271220,2597258],[1808556,2048771,2449033],[1810341,2262670,2594455],[1811420,2454359,2787448],[1811610,2274590,2709351],[1813344,2268671,2784762],[1815601,2278135,2601274],[1827922,2280294,2712541],[1833001,2281425,2605094],[1837984,2076445,2466751],[1840001,2289452,2794063],[1846916,2293468,2719213],[1856316,2092316,2622296],[1856719,2300437,2725527],[1862667,2089217,2615192],[1863792,2308685,2725359],[1876710,2315347,2799877],[1877480,2110031,2727633],[1888382,2112580,2490233],[1890192,2122629,2501051],[1891977,2326281,2634695],[1893056,2320506,2730319],[1893246,2115950,2628611],[1894980,2332282,2804707],[1897237,2119495,2494249],[1900642,2338623,2639538],[1904182,2339226,2738642],[1918311,2347194,2640824],[1925581,2156365,2355725],[1929480,2365893,2656653],[1931179,2159590,2526425],[1934105,2368986,2752067],[1935230,2363398,2749544],[1952815,2179197,2537887],[1954297,2374801,2663071],[1960459,2382300,2543027],[1961880,2382973,2759897],[1965948,2191952,2545871],[1970621,2388670,2763320],[1976791,2200367,2557515],[1977536,2392686,2677740],[1980670,2399488,2676980],[1984210,2400091,2765462],[1989558,2402074,2826186],[1996473,2406090,2767789],[1996663,2216727,2681051],[2005873,2007046,2225414],[2007599,2219222,2562986],[2009298,2228566,2572508],[2012224,2222315,2683574],[2013349,2421307,2773935],[2019334,2427130,2692936],[2035046,2250956,2579095],[2035449,2434290,2693577],[2042522,2259675,2442538],[2046544,2451500,2597133],[2052311,2449636,2785398],[2068922,2281269,2461571],[2070707,2460134,2604568],[2073710,2287535,2466135],[2077681,2289327,2467681],[2081792,2293277,2612196],[2086124,2472656,2722763],[2087752,2090192,2300270],[2091846,2300873,2622174],[2095468,2482178,2724886],[2103839,2484536,2799778],[2104679,2107907,2315180],[2110457,2315783,2728269],[2118750,2119685,2323595],[2120402,2317647,2490108],[2126169,2501654,2805343],[2131500,2506393,2639413],[2140050,2509196,2736500],[2146220,2347038,2508402],[2146965,2513212,2640298],[2150099,2351161,2520014],[2153639,2355255,2520617],[2175302,2176475,2372085],[2178727,2375237,2537765],[2182778,2380804,2541833],[2190515,2385867,2545746],[2194419,2388545,2547637],[2196299,2198530,2392495],[2203053,2555506,2676855],[2210779,2401949,2558011],[2211948,2214890,2405899],[2220062,2220850,2223290],[2224944,2225840,2413495],[2244764,2579681,2690813],[2246392,2248832,2434123],[2250486,2434726,2578973],[2254108,2438470,2589203],[2277390,2278325,2457448],[2284809,2465665,2608679],[2296762,2298833,2475550],[2311040,2313743,2487430],[2318816,2319527,2321758],[2341090,2509071,2641304],[2342970,2345201,2513021],[2349724,2516506,2649173],[2366733,2367521,2369961],[2371615,2372511,2534021],[2408752,2409384,2411455],[2430615,2432686,2582575],[2452669,2453380,2455611],[2529278,2529910,2531981] ] cell #5191 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [595241,1808204],[661657,1889840],[734890,1976439],[820297,2068570],[840758,2087593],[875146,2118398],[904319,2145868],[956936,2195965],[988887,2220691],[1019488,2246233],[1033885,2259323],[1053876,2277038],[1105576,2315021],[1111495,2319193],[1143207,2342636],[1154312,2351002],[1175158,2367362],[1189555,2380452],[1231937,2405565],[1281846,2438136],[1284567,2257034],[1297403,2448874],[1303322,2453046],[1314427,2461412],[1319857,2076252],[1383965,2500892],[1396991,2508243],[1414102,2352232],[1427167,2526091],[1442000,2178162],[1444604,2537431],[1447325,2378163],[1483797,2557356],[1513973,2572174],[1524340,2242428],[1526958,2578639],[1560509,2450770],[1572012,2279900],[1577620,2462642],[1610902,2308844],[1613520,2621840],[1646555,2502788],[1648586,2637592],[1653220,2338832],[1686712,2363557],[1689330,2527474],[1701325,2374024],[1733907,2675034],[1738541,2399697],[1771017,2421466],[1773635,2573557],[1775897,2424393],[1780486,2427360],[1807941,2591302],[1812575,2449242],[1859018,2479441],[1863607,2482408],[1889577,2631542],[1894211,2501260],[1899672,2504435],[1930456,2523688],[1935045,2526655],[1968073,2669555],[1979700,2553548],[2008575,2569771],[2013164,2572738],[2047801,2592497],[2083630,2613204],[2121659,2632737],[2192560,2670609], [461388,1616377,2311193],[556888,1755016,2408905],[561201,1243455,2412733],[627767,1079096,2296915],[627898,1600804,2474140],[631128,1854468,2475703],[657605,1372447,2493724],[703559,1941287,2529431],[707872,1438685,2533259],[730505,1729425,2548933],[758937,1238451,2409537],[759068,1497715,2564470],[762298,1502840,2566033],[786407,1270923,2430768],[786538,1792631,2581165],[789768,2033198,2582728],[816245,1568823,2600749],[824610,1580341,2607917],[864610,1361314,2487583],[864741,1356189,2486020],[870761,1627577,2628122],[899934,1915696,2642600],[909429,1411819,2516659],[909560,1926344,2647763],[912790,2154517,2649326],[914742,1679027,2651023],[928366,1433681,2530063],[928497,1692945,2658137],[931727,1698070,2659700],[940489,1709203,2665841],[982478,1486681,2559307],[1029500,2043834,2699943],[1031386,1544548,2439488],[1031517,2044992,2700967],[1031756,1802729,2260046],[1034746,1805347,2702580],[1043340,1557690,2594608],[1043471,1552565,2593045],[1049491,1819404,2708862],[1058986,1575337,2604721],[1059117,1830438,2714025],[1062347,1835563,2715588],[1064299,1838382,2467122],[1126461,1643736,2634848],[1126592,1638611,2633285],[1139119,1656531,2640451],[1139250,1916854,2742536],[1151224,1920178,2743527],[1155616,1924812,2354891],[1156222,1414194,2352631],[1156287,2156037,2744984],[1156418,2153214,2745039],[1159742,1928123,2746386],[1168749,1681911,2652974],[1185170,1952487,2756078],[1187056,1706920,2538783],[1187187,2185248,2757102],[1187426,1957288,2381175],[1190416,1959906,2542193],[1223424,1741852,2677893],[1223555,1730583,2674043],[1254070,1766216,2687585],[1260685,1776055,2691321],[1262936,2031895,2778535],[1266986,2034718,2779589],[1278626,2037748,2436365],[1279242,2037906,2780400],[1283688,2042337,2441947],[1284170,1284183,2256876],[1299234,1815886,2595854],[1299365,2064983,2789292],[1299604,2066441,2277761],[1311339,2068307,2603218],[1315731,2072941,2465301],[1316337,1577712,2463041],[1316402,2287207,2791740],[1316533,2284384,2791795],[1346731,1859176,2723271],[1348982,1853165,2721406],[1353032,1855988,2722460],[1385796,1897522,2636094],[1385927,1886253,2732163],[1386166,1887711,2119121],[1389727,1899273,2736806],[1392115,2143421,2505536],[1392731,2143579,2809031],[1393862,2137502,2639104],[1408494,2148730,2810426],[1408573,2149129,2515101],[1423443,1930614,2651507],[1425694,2172151,2816782],[1429073,2175706,2371251],[1429679,1689422,2527873],[1429744,2174974,2817836],[1429875,2364593,2817891],[1441384,2178004,2535660],[1446446,2182593,2541242],[1446928,1446941,2378005],[1476533,1979301,2763626],[1478921,1973992,2554649],[1479537,1974150,2762231],[1480668,2209055,2676546],[1510249,2008733,2686118],[1512500,2002722,2769982],[1515879,2006277,2224580],[1516485,1773727,2573956],[1516550,2005545,2771036],[1516681,2422502,2771091],[1520200,2018121,2575486],[1522456,2247463,2833397],[1522535,2247862,2576478],[1523724,2242270,2577026],[1538953,2252895,2584849],[1550453,2271221,2451275],[1553245,2047402,2703103],[1555129,1808927,2594986],[1555633,2274591,2593598],[1556249,2274749,2839718],[1557380,2268672,2705366],[1559630,2278140,2456857],[1560112,1560125,2450612],[1572091,2280299,2603163],[1592772,2083788,2718769],[1606762,2094255,2618687],[1609018,2088823,2795791],[1609097,2089222,2619679],[1610286,2308686,2620227],[1624869,2110032,2727675],[1636499,2112581,2317422],[1639291,2121260,2732403],[1641175,1890563,2635226],[1641679,2115951,2633838],[1642295,2116109,2802112],[1643426,2332283,2734666],[1645676,2119500,2323004],[1646158,1646171,2502630],[1649415,2338624,2504983],[1652070,2343988,2638533],[1653299,2339231,2639049],[1675898,2156366,2156379],[1679857,2365898,2528505],[1682240,1682253,2526548],[1682572,2158377,2652458],[1683722,1930815,2654187],[1684828,2368592,2857510],[1684907,2368991,2653450],[1686096,2363399,2653998],[1711715,1959998,2542562],[1711911,2382301,2382314],[1718315,2191953,2384457],[1721041,2192161,2759999],[1732041,1977162,2678271],[1734736,2399489,2554096],[1737391,2197317,2675975],[1738620,2400096,2676491],[1752271,2216728,2681586],[1752887,2216886,2767345],[1763508,2005874,2005887],[1764162,2219227,2407979],[1766545,1766558,2572631],[1766877,2227353,2687069],[1768027,2008934,2688798],[1769133,2221921,2827914],[1769212,2222320,2688061],[1770401,2421308,2688609],[1776820,2427135,2576002],[1802113,2259676,2259889],[1806155,2451529,2451653],[1808557,1808770,2449034],[1810346,2048180,2594484],[1811425,2454398,2704795],[1812654,2449641,2705311],[1833002,2069293,2605099],[1835253,2287536,2287549],[1837985,1837998,2466752],[1840002,2290540,2794066],[1844295,2293282,2468977],[1846921,2293507,2719590],[1853994,2087753,2091334],[1856317,1856330,2622297],[1856720,2091482,2725530],[1859941,2482183,2619203],[1870253,1873985,2315181],[1876711,2315389,2799880],[1876790,2315788,2728729],[1887095,2118751,2118964],[1887791,2317676,2317800],[1890193,1890406,2501052],[1891982,2122038,2634724],[1893061,2320545,2734095],[1894290,2501659,2734611],[1900051,2506422,2506546],[1918312,2146591,2640829],[1921007,2351162,2354743],[1924891,2355260,2355455],[1931184,1931379,2526430],[1949779,2175303,2175316],[1952816,1952829,2537888],[1954298,2178363,2663074],[1956672,2380805,2381018],[1961885,2383909,2759926],[1965357,2385896,2386020],[1970622,2194194,2763323],[1974915,2196304,2199589],[1976792,1977005,2557516],[1977541,2199776,2677769],[1980079,2555535,2555659],[1989559,2403162,2826189],[1990358,1993852,2405904],[1996478,2406129,2768166],[1999819,2003551,2220851],[2006356,2224949,2225144],[2009303,2009498,2572513],[2032724,2246393,2249974],[2035047,2035060,2579096],[2035450,2250122,2693580],[2038671,2438475,2441760],[2065825,2277391,2277604],[2068923,2069136,2461572],[2070712,2280678,2604597],[2073020,2465670,2465865],[2077710,2077834,2468461],[2086129,2295357,2722792],[2089601,2296791,2299599],[2091851,2092046,2622179],[2103844,2485472,2799807],[2104008,2107316,2487459],[2113380,2116874,2319532],[2140051,2340865,2736503],[2144344,2342975,2346260],[2146221,2146434,2508403],[2146970,2346447,2640327],[2149508,2516535,2519343],[2169248,2172980,2367522],[2175785,2371620,2371815],[2178732,2178927,2537770],[2194448,2194572,2388141],[2210808,2210932,2558791],[2219391,2222699,2409413],[2244769,2429210,2690842],[2248241,2430644,2433452],[2250491,2250686,2578978],[2272020,2275514,2453385],[2341119,2341243,2508667],[2366062,2369370,2529939] ] cell #5192 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [797092],[911175],[939051],[1030884],[1045120],[1060732],[1081483],[1128241],[1151695],[1163646],[1170461],[1186554],[1240838],[1248967],[1255782],[1273310],[1291981],[1291988],[1298732],[1311810],[1320068],[1341198],[1362595],[1378543],[1378550],[1385294],[1395453],[1419931],[1421274],[1422151],[1436068],[1444197],[1451012],[1471763],[1471770],[1482259],[1486905],[1504121],[1506737],[1508080],[1508957],[1519763],[1537574],[1549899],[1551849],[1558971],[1574919],[1574926],[1581670],[1589301],[1601213],[1602090],[1606325],[1616389],[1627801],[1635945],[1637895],[1645017],[1648861],[1666993],[1667000],[1677489],[1679378],[1682135],[1699351],[1701967],[1703310],[1704187],[1717761],[1722278],[1728570],[1729649],[1729867],[1734182],[1749416],[1755028],[1763683],[1766440],[1776341],[1781128],[1793040],[1793917],[1798152],[1808216],[1819628],[1827772],[1829722],[1836844],[1841381],[1843816],[1848136],[1853440],[1854480],[1856212],[1859462],[1864249],[1873431],[1884240],[1889852],[1904032],[1908549],[1914841],[1915920],[1916138],[1920453],[1935687],[1941299],[1949954],[1952711],[1963172],[1972001],[1974436],[1976451],[1984060],[1990938],[1993373],[2002997],[2005769],[2013806],[2020111],[2022546],[2026866],[2032170],[2033210],[2034942],[2038192],[2042979],[2044058],[2052161],[2062970],[2068582],[2087416],[2087605],[2096245],[2098680],[2105131],[2113960],[2116395],[2118410],[2120142],[2126019],[2132601],[2141430],[2143865],[2145880],[2153489],[2154529],[2156261],[2160367],[2162802],[2172426],[2175198],[2183235],[2204154],[2215667],[2220514],[2220703],[2225690],[2229343],[2231778],[2246056],[2246245],[2254885],[2257320],[2259335],[2263771],[2272600],[2275035],[2277050],[2278782],[2284659],[2287431],[2294635],[2314844],[2315033],[2317581],[2324040],[2327382],[2350825],[2351014],[2362338],[2367185],[2367374],[2372361],[2376014],[2378449],[2380464],[2384616],[2387540],[2408119],[2420247],[2428488],[2448697],[2448886],[2451434],[2457893],[2461235],[2461424],[2469117],[2483536],[2489589],[2500715],[2500904],[2505142],[2508066],[2508255],[2528645],[2544348],[2554255],[2557179],[2557368],[2576142],[2596614],[2619343],[2638015],[2675457], [994065,1504716],[1100154,1360896],[1116985,1634521],[1117450,1634528],[1159490,1678084],[1180336,1699946],[1190900,1960605],[1226921,1491310],[1238033,1502422],[1243714,1761328],[1244085,1762205],[1287336,1804872],[1287801,1804879],[1308812,1826348],[1309277,1826355],[1319605,1837439],[1320380,2076961],[1338904,1340024],[1355473,1620458],[1364963,1877948],[1367431,1632206],[1373218,1885537],[1411401,1676910],[1417082,1926753],[1417453,1927630],[1433263,1697652],[1438944,1947599],[1439315,1948476],[1450094,1959431],[1450559,1959438],[1450718,2185657],[1456155,1964026],[1469448,1470568],[1484148,1742995],[1495407,1997693],[1496999,1759097],[1535280,1536400],[1539347,2036687],[1541815,1803677],[1547602,2044276],[1561339,2056678],[1563807,1824033],[1569594,2064267],[1572650,2279484],[1580600,2074882],[1580971,2075759],[1584514,1840390],[1586887,2080065],[1597437,2088270],[1598982,1600088],[1618913,2105985],[1625044,1877819],[1651385,2133455],[1652464,2134317],[1653858,2337628],[1664678,1665798],[1668775,2148185],[1670367,1925628],[1690637,2167122],[1692229,1945368],[1701719,2176943],[1709974,2184532],[1715746,1963897],[1722149,1722204],[1723783,1971010],[1726156,2196803],[1736706,2205008],[1737785,2205870],[1739179,2398493],[1747002,2213163],[1757552,2221368],[1761131,2412745],[1778714,2238705],[1779754,2239493],[1780880,2240347],[1789264,2246910],[1790809,1791915],[1795395,2036613],[1810740,2264625],[1811819,2265487],[1813213,2448038],[1816871,2056549],[1828130,2279355],[1841252,1841307],[1851425,2088141],[1861835,2305121],[1862875,2305909],[1864001,2306763],[1871416,2105856],[1881826,2320031],[1885071,2322535],[1892376,2328236],[1893455,2329098],[1894849,2500056],[1902017,2133326],[1903007,2134243],[1904390,2337499],[1908420,1908475],[1910054,2140439],[1912427,2343474],[1922977,2351679],[1925450,2519019],[1933273,2359834],[1934313,2360622],[1935439,2361476],[1943823,2368039],[1947402,2533271],[1977935,2393853],[1982045,2204879],[1983035,2205796],[1984418,2398364],[1990809,1990864],[1996872,2407257],[2000982,2221239],[2004395,2412556],[2006915,2567682],[2011392,2417743],[2012432,2418531],[2013558,2419385],[2019982,2020037],[2030155,2246781],[2040565,2438974],[2042731,2440616],[2050146,2264496],[2051136,2265413],[2052519,2447909],[2060556,2453884],[2063801,2456388],[2071106,2462089],[2073579,2607081],[2074685,2607929],[2088681,2474299],[2092950,2477223],[2096116,2096171],[2106396,2486179],[2110665,2489103],[2119894,2495416],[2124004,2328107],[2124994,2329024],[2126377,2499927],[2147364,2514379],[2151474,2351550],[2153847,2518890],[2157407,2651035],[2160238,2160293],[2170411,2367910],[2173824,2533082],[2176344,2661349],[2180821,2538269],[2182987,2539911],[2184066,2540773],[2197157,2549073],[2200812,2393724],[2213517,2559447],[2217172,2407183],[2221779,2564629],[2226048,2567553],[2229214,2229269],[2247321,2581324],[2251590,2584248],[2260819,2590561],[2278534,2602441],[2282644,2461960],[2285017,2606952],[2286057,2607740],[2294506,2294561],[2295497,2473256],[2297365,2614618],[2310407,2485612],[2312275,2623537],[2320385,2628262],[2343828,2642740],[2347483,2514250],[2352090,2647922],[2356359,2650846],[2368450,2658296],[2372719,2661220],[2383573,2384049],[2388026,2547899],[2401430,2558676],[2409987,2683000],[2429350,2580281],[2431218,2695358],[2439328,2700083],[2454238,2709002],[2467943,2468346],[2508552,2641566],[2517109,2743950],[2530513,2751493] ] cell #5193 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5194 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ 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] cell #5195 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [472981],[561194],[606834],[657475],[707865],[715152],[755992],[800294],[816115],[824603],[831171],[911676],[914735],[925421],[940359],[942253],[1009901],[1031284],[1031749],[1034616],[1056041],[1061233],[1064292],[1091537],[1136085],[1151094],[1155611],[1155982],[1170962],[1186954],[1187419],[1190286],[1220390],[1256283],[1262806],[1278621],[1283696],[1296200],[1299132],[1299597],[1311209],[1315726],[1316097],[1348852],[1382762],[1385694],[1386159],[1392110],[1393732],[1408581],[1422286],[1425564],[1429068],[1429439],[1441379],[1446454],[1451513],[1478916],[1480538],[1509092],[1512370],[1515874],[1516245],[1522543],[1523719],[1550448],[1552796],[1555628],[1557250],[1559638],[1572099],[1582070],[1602225],[1609105],[1610281],[1624739],[1636494],[1638842],[1641674],[1643296],[1645684],[1649410],[1653307],[1675768],[1679865],[1681275],[1684915],[1686091],[1704322],[1711475],[1718310],[1730814],[1734731],[1738628],[1752266],[1763378],[1764170],[1765580],[1769220],[1770396],[1776828],[1794052],[1802108],[1806246],[1808765],[1812662],[1830669],[1835123],[1844303],[1853989],[1855352],[1859949],[1870248],[1873980],[1876798],[1887090],[1887882],[1890401],[1894298],[1900142],[1917085],[1921002],[1924899],[1931387],[1949649],[1951851],[1956667],[1965448],[1969528],[1974923],[1977000],[1980170],[1990366],[1993860],[1999814],[2003546],[2006364],[2009506],[2032719],[2034082],[2038679],[2065820],[2069131],[2073028],[2079308],[2089692],[2091329],[2092054],[2104079],[2107407],[2113388],[2116882],[2118959],[2138957],[2144352],[2146429],[2149599],[2169243],[2172975],[2175793],[2178935],[2199597],[2212406],[2219462],[2222790],[2224427],[2225152],[2248332],[2249969],[2250694],[2259884],[2272028],[2275522],[2277599],[2299670],[2346268],[2354738],[2355463],[2366133],[2369461],[2371098],[2371823],[2381013],[2433523],[2441768],[2465148],[2465873],[2519414],[2521799] ] cell #5196 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ 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] cell #5197 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [561986],[658212],[692297],[708657],[716272],[755943],[762922],[799137],[816852],[825395],[825512],[831122],[867453],[906435],[913414],[925372],[932351],[934779],[941096],[941816],[947499],[958405],[979251],[984791],[1009852],[1010931],[1012235],[1026192],[1046183],[1055992],[1056202],[1062971],[1068981],[1080582],[1091488],[1092567],[1093871],[1102058],[1112964],[1116387],[1133770],[1134876],[1136036],[1136246],[1144676],[1150216],[1165522],[1166601],[1167905],[1171062],[1181318],[1181862],[1192323],[1206474],[1218075],[1219181],[1220341],[1220551],[1228336],[1239937],[1243282],[1243492],[1250843],[1251922],[1253226],[1260808],[1261928],[1263068],[1263612],[1272409],[1283315],[1285698],[1293885],[1294991],[1296151],[1296361],[1304791],[1308214],[1310331],[1332703],[1341968],[1346854],[1347974],[1349114],[1349658],[1354695],[1363960],[1368846],[1372212],[1372756],[1375220],[1380447],[1381553],[1382713],[1382923],[1387553],[1387621],[1387706],[1392854],[1401704],[1413305],[1415571],[1415781],[1423566],[1424686],[1425826],[1426370],[1435167],[1438512],[1438722],[1446073],[1448456],[1449496],[1467419],[1472547],[1474359],[1474427],[1474512],[1479660],[1489281],[1494409],[1495509],[1496221],[1502642],[1505486],[1505696],[1510372],[1511492],[1512632],[1513176],[1518268],[1529079],[1538344],[1543230],[1545490],[1546034],[1549604],[1551071],[1551139],[1551224],[1556372],[1565222],[1568588],[1569132],[1571596],[1576823],[1579089],[1579299],[1580168],[1580378],[1586989],[1589820],[1597818],[1598204],[1598357],[1602385],[1604830],[1619294],[1623861],[1625478],[1630177],[1634761],[1635305],[1637117],[1637185],[1637270],[1642418],[1662649],[1667777],[1669589],[1669742],[1674890],[1678854],[1679064],[1680640],[1681643],[1681728],[1690739],[1691451],[1697872],[1700716],[1700926],[1705602],[1707862],[1708406],[1708968],[1709512],[1716180],[1719973],[1720041],[1720126],[1722515],[1725642],[1727075],[1743361],[1746488],[1753676],[1757933],[1758319],[1758472],[1762500],[1764945],[1765948],[1766033],[1778816],[1781647],[1789645],[1790031],[1790184],[1794212],[1796657],[1800528],[1805112],[1805656],[1808453],[1817305],[1822004],[1826588],[1827132],[1828232],[1828944],[1829097],[1834245],[1835365],[1840756],[1841618],[1842559],[1846068],[1847959],[1855720],[1855805],[1861937],[1864768],[1867950],[1875643],[1875796],[1878185],[1881312],[1882745],[1890089],[1902451],[1904492],[1906244],[1906397],[1908786],[1911913],[1913346],[1919101],[1923358],[1927925],[1939947],[1944204],[1944590],[1944743],[1948771],[1950388],[1951216],[1952219],[1952304],[1962207],[1962995],[1964263],[1971376],[1973179],[1976688],[1982479],[1984520],[1986272],[1986425],[1991175],[1992116],[1995625],[1997516],[2005362],[2020348],[2021289],[2022219],[2022980],[2024798],[2026689],[2034450],[2034535],[2036924],[2040051],[2052621],[2054373],[2054526],[2056915],[2060042],[2061475],[2068819],[2079888],[2086451],[2088507],[2096482],[2097423],[2098353],[2099114],[2100932],[2104954],[2106222],[2115138],[2118647],[2126479],[2128231],[2128384],[2132424],[2133692],[2134554],[2140805],[2142608],[2146117],[2148008],[2155854],[2160604],[2161545],[2162475],[2163236],[2165054],[2166945],[2174791],[2196626],[2203977],[2205245],[2206107],[2212986],[2221605],[2229580],[2230521],[2231451],[2232212],[2234030],[2238528],[2239316],[2245091],[2247147],[2256063],[2259572],[2263594],[2264862],[2265724],[2273778],[2277287],[2287024],[2294872],[2301966],[2304944],[2305732],[2316876],[2319854],[2327205],[2328473],[2329335],[2343297],[2351916],[2359657],[2360445],[2368276],[2377192],[2380701],[2387363],[2394090],[2407494],[2417566],[2418354],[2435819],[2438797],[2453707],[2462326],[2467858],[2477046],[2488926],[2514616],[2538092],[2547814],[2558188],[2584071],[2641481] ] cell #5198 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [689945],[797100],[823043],[910850],[924352],[939059],[959232],[1004380],[1027100],[1038591],[1045128],[1060407],[1113791],[1121712],[1128249],[1145503],[1163524],[1163654],[1170136],[1182770],[1190651],[1211908],[1233154],[1248845],[1248975],[1255457],[1265626],[1289681],[1291036],[1291845],[1305618],[1313539],[1320076],[1341076],[1341206],[1351672],[1356370],[1373664],[1376243],[1377598],[1378407],[1389228],[1407138],[1419261],[1421253],[1428384],[1444075],[1444205],[1450687],[1458597],[1470818],[1471627],[1476034],[1486235],[1497896],[1506067],[1508059],[1515190],[1519093],[1537452],[1537582],[1548048],[1549878],[1552746],[1570040],[1572619],[1573974],[1574783],[1588631],[1593298],[1599879],[1600985],[1601192],[1605655],[1621355],[1627131],[1635924],[1638792],[1648840],[1653827],[1666048],[1666857],[1671264],[1681465],[1693126],[1701297],[1703289],[1710420],[1715156],[1717740],[1722257],[1727900],[1728979],[1730764],[1734161],[1739148],[1748746],[1759994],[1765770],[1780458],[1785125],[1791706],[1792812],[1793019],[1797482],[1813182],[1818958],[1827751],[1830619],[1841360],[1850835],[1853419],[1855542],[1863579],[1870826],[1873410],[1883570],[1886434],[1894818],[1901427],[1904011],[1908528],[1914171],[1915250],[1917035],[1920432],[1925419],[1926525],[1935017],[1946265],[1952041],[1971980],[1972193],[1981455],[1984039],[1990917],[2000392],[2002976],[2005099],[2006884],[2013136],[2020090],[2029565],[2032149],[2034272],[2042309],[2043388],[2045173],[2049556],[2052140],[2062300],[2065164],[2073548],[2096224],[2108692],[2113939],[2114152],[2119472],[2123414],[2125998],[2141409],[2141622],[2150884],[2153468],[2155591],[2160346],[2169821],[2172405],[2174528],[2176313],[2182565],[2185429],[2193385],[2215646],[2215859],[2218621],[2225669],[2229322],[2254864],[2255077],[2267332],[2272579],[2272792],[2278112],[2282054],[2284638],[2286761],[2291333],[2294614],[2317560],[2330943],[2340056],[2362317],[2362530],[2365292],[2372340],[2375993],[2376206],[2384595],[2400921],[2407748],[2420226],[2420439],[2425186],[2428467],[2428680],[2451413],[2468746],[2480234],[2483515],[2483728],[2505121],[2528274],[2554234],[2575771],[2618972], [874896,1374280],[977253,1491446],[992647,1504594],[993108,1504724],[1053626,1570656],[1064352,1582478],[1100018,1621404],[1110966,1632342],[1115509,1633576],[1115885,1634385],[1178918,1699824],[1179379,1699954],[1189305,1711036],[1190800,1711934],[1210652,1469584],[1226023,1748555],[1235400,1753413],[1237897,1760043],[1242583,1761307],[1288757,1548664],[1302793,1824169],[1307336,1825403],[1307712,1826212],[1318187,1837317],[1318648,1837447],[1319721,1837543],[1325248,1842296],[1339888,1599928],[1353502,1868027],[1364841,1877927],[1366533,1883379],[1405882,1664814],[1418553,1677962],[1419014,1678092],[1430630,1939684],[1433127,1946314],[1437813,1947578],[1441864,1950473],[1448618,1958486],[1448994,1959295],[1453610,1962284],[1456033,1964005],[1466904,1972916],[1469670,1727709],[1488766,1991853],[1495028,1997593],[1521624,2021026],[1524204,2023065],[1536264,1791755],[1541951,1547408],[1548726,1803927],[1549102,1804736],[1561217,2056657],[1562909,2062109],[1572286,2066967],[1579469,2074861],[1586508,2079965],[1593210,1848036],[1594892,2086528],[1597315,2088249],[1608186,2097160],[1610766,2099199],[1618791,2105964],[1629662,2114875],[1633362,2322727],[1651263,2133434],[1653494,2135232],[1662134,2142345],[1664900,1913980],[1668960,1918838],[1671313,1676774],[1678155,1926732],[1683996,2161282],[1686576,2163321],[1690258,2167022],[1701597,2176922],[1715068,1963072],[1725777,2196703],[1736584,2204987],[1738815,2206785],[1746623,2213063],[1757430,2221347],[1760767,2224075],[1768301,2230258],[1770881,2232297],[1778335,2238605],[1779939,2021956],[1780758,2240326],[1785037,2026766],[1786719,2245168],[1789142,2246889],[1795881,2036666],[1797291,1802779],[1800013,2255800],[1802593,2257839],[1810618,2264604],[1812849,2266402],[1821489,2273515],[1825189,2456580],[1856994,2301703],[1861456,2305021],[1863060,2098090],[1863879,2306742],[1870738,2105031],[1881447,2319931],[1884949,2322514],[1887575,2324559],[1892254,2328215],[1894485,2330013],[1901339,2132501],[1903493,2134296],[1912048,2343374],[1918482,1918750],[1922855,2351658],[1925086,2353456],[1932894,2359734],[1934498,2162212],[1935317,2361455],[1943701,2368018],[1947038,2370746],[1954572,2376929],[1957152,2378968],[1958272,2540965],[1972406,2390551],[1977813,2393832],[1981367,2204054],[1983521,2205849],[2006551,2414325],[2011013,2417643],[2012617,2231188],[2013436,2419364],[2021600,2021868],[2035724,2435556],[2040186,2438874],[2042609,2440595],[2046314,2590753],[2049468,2263671],[2051622,2265466],[2060177,2453784],[2063679,2456367],[2066305,2458412],[2070984,2462068],[2073215,2463866],[2074321,2464796],[2087769,2474278],[2092571,2477123],[2097734,2098002],[2110850,2316613],[2114365,2492114],[2119772,2495395],[2123326,2327282],[2125480,2329077],[2141835,2511077],[2147242,2514358],[2157043,2521447],[2161856,2162124],[2175980,2534851],[2180442,2538169],[2182865,2539890],[2183944,2540752],[2193297,2387440],[2194332,2548199],[2195732,2548702],[2216072,2403955],[2217658,2407236],[2220867,2564608],[2230832,2231100],[2246409,2581303],[2251211,2584148],[2255290,2587259],[2260697,2590540],[2273005,2599139],[2278412,2602420],[2290678,2468243],[2295126,2613982],[2315197,2486158],[2316257,2316525],[2318960,2627891],[2341003,2641866],[2342403,2642369],[2351178,2647901],[2367538,2658275],[2383678,2543712],[2401730,2403300],[2405332,2559076],[2428979,2694722],[2437903,2699712],[2452813,2708631],[2484064,2485241] ] cell #5199 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1504766],[1597737],[1619213],[1634095],[1634595],[1678134],[1699996],[1711976],[1726427],[1747273],[1757852],[1761336],[1761764],[1789564],[1804446],[1804946],[1825922],[1826422],[1837489],[1838419],[1851280],[1871271],[1877956],[1882097],[1885522],[1912698],[1923277],[1926761],[1927189],[1944123],[1947607],[1948035],[1959005],[1959505],[1959671],[1964034],[1969348],[1988285],[1997678],[2000837],[2030010],[2036695],[2040836],[2044261],[2056686],[2060827],[2064252],[2067230],[2074890],[2075318],[2078417],[2079128],[2080050],[2088278],[2105993],[2111307],[2133463],[2134325],[2135495],[2138777],[2148170],[2151329],[2167107],[2170266],[2176951],[2184517],[2189180],[2195155],[2196788],[2205016],[2205878],[2207048],[2212226],[2213148],[2221376],[2224338],[2237768],[2238690],[2239478],[2240355],[2246918],[2252232],[2264633],[2265495],[2266665],[2269947],[2279340],[2297498],[2304184],[2305106],[2305894],[2306771],[2312408],[2320016],[2322543],[2328244],[2329106],[2330276],[2335851],[2336562],[2337484],[2341826],[2343459],[2351687],[2353719],[2358897],[2359819],[2360607],[2361484],[2368047],[2371009],[2393861],[2396716],[2397427],[2398349],[2407265],[2410120],[2412541],[2414588],[2416806],[2417728],[2418516],[2419393],[2431351],[2438959],[2440624],[2446261],[2446972],[2447894],[2453869],[2456396],[2462097],[2464129],[2465059],[2471515],[2474307],[2477208],[2486187],[2489088],[2495424],[2498279],[2498990],[2499912],[2514387],[2517242],[2518875],[2521710],[2530646],[2533067],[2535114],[2538254],[2539919],[2540781],[2543575],[2549058],[2551471],[2559432],[2561845],[2564637],[2567538],[2581332],[2584233],[2590569],[2602449],[2605304],[2606937],[2607725],[2610141],[2613845],[2614556],[2622764],[2623475],[2628247],[2642725],[2645138],[2647930],[2650831],[2658304],[2661205],[2670980],[2678523],[2682938],[2694585],[2695296],[2700068],[2708987],[2739473],[2743888],[2751431], [797142,1284394],[840333,1598272],[911242,1414411],[939101,1447152],[988462,1758387],[1019063,1790099],[1030961,1544350],[1045170,1560336],[1060799,1577929],[1105151,1875711],[1128291,1646382],[1153887,1669657],[1163696,1684511],[1170528,1689639],[1174733,1944658],[1186631,1706722],[1226871,1990313],[1243030,2005277],[1249017,1768816],[1255849,1773944],[1291555,1811040],[1292055,1811121],[1296978,2054441],[1298809,1815688],[1314002,1829012],[1320118,1838209],[1341248,1857509],[1355812,2104166],[1367381,2113335],[1378117,1892676],[1378617,1892757],[1383540,2128299],[1385371,1897324],[1396566,1906312],[1420008,1929632],[1421282,1932759],[1421710,1933544],[1422101,2159742],[1438260,2174706],[1444247,1955087],[1451079,1960215],[1470518,2199544],[1471337,1978235],[1471837,1978316],[1483372,1986340],[1497338,2219549],[1506814,2007751],[1508088,2010878],[1508516,2011663],[1508907,2228718],[1519840,2019486],[1537624,2036239],[1549907,2046680],[1551834,2050001],[1552188,2262806],[1563757,2271975],[1574493,2071406],[1574993,2071487],[1579916,2286939],[1581747,2076054],[1589378,2081944],[1600427,2299757],[1601221,2092436],[1601649,2093221],[1602040,2301025],[1606402,2095620],[1635953,2120538],[1637880,2123859],[1638234,2326417],[1648869,2131636],[1665748,2346215],[1666567,2147664],[1667067,2147745],[1678602,2155769],[1679363,2157714],[1692568,2366220],[1702044,2177180],[1703318,2180307],[1703746,2181092],[1704137,2375389],[1717769,2190651],[1722286,2194152],[1728647,2198682],[1729852,2200667],[1730206,2392822],[1734190,2203189],[1749493,2215042],[1762155,2413647],[1763668,2226690],[1776326,2237057],[1781205,2240584],[1792254,2433610],[1793048,2251076],[1793476,2251861],[1793867,2434878],[1798229,2254260],[1803627,2441715],[1827780,2279178],[1829707,2282499],[1830061,2460270],[1841389,2290498],[1843801,2292133],[1848121,2295313],[1851098,2473650],[1853448,2298969],[1859447,2303473],[1864326,2307000],[1873439,2313879],[1884317,2321910],[1885876,2494385],[1904040,2337322],[1908557,2340823],[1914918,2345353],[1916123,2347338],[1916477,2513348],[1920461,2349860],[1925967,2519501],[1927580,2520769],[1935764,2361713],[1948426,2534173],[1949939,2373361],[1963157,2383865],[1972009,2389716],[1974421,2391351],[1984068,2398187],[1990946,2403120],[1993358,2404755],[2000655,2563980],[2003005,2411591],[2013883,2419622],[2020119,2424351],[2022531,2425986],[2026851,2429166],[2029828,2580675],[2032178,2432822],[2038177,2437326],[2043056,2440853],[2044615,2589530],[2052169,2447732],[2063047,2455763],[2064606,2601410],[2075709,2608831],[2087401,2473548],[2096253,2479399],[2098665,2481034],[2105116,2485428],[2108955,2625105],[2113968,2491279],[2116380,2492914],[2120219,2495653],[2126027,2499750],[2132586,2504391],[2141438,2510242],[2143850,2511877],[2151147,2647273],[2153497,2518713],[2160375,2523646],[2162787,2525281],[2170084,2657647],[2172434,2532117],[2183312,2540148],[2184871,2666502],[2204139,2553504],[2215675,2560842],[2220499,2563878],[2225698,2567376],[2229351,2569729],[2231763,2571364],[2246041,2580573],[2254893,2586424],[2257305,2588059],[2263756,2592453],[2267595,2705845],[2272608,2598304],[2275020,2599939],[2278859,2602678],[2282317,2713535],[2284667,2606775],[2294643,2613162],[2314829,2625003],[2317589,2627003],[2324025,2630660],[2327367,2632693],[2331206,2735145],[2340319,2739160],[2350810,2647171],[2362346,2654509],[2367170,2657545],[2372369,2661043],[2376022,2663396],[2378434,2665031],[2384624,2669893],[2387525,2670565],[2401184,2765980],[2408104,2682227],[2420255,2689120],[2428496,2693902],[2448682,2705743],[2451442,2707743],[2457878,2711400],[2461220,2713433],[2469102,2719037],[2483544,2725852],[2489527,2729100],[2500700,2735043],[2505150,2738386],[2508051,2739058],[2528630,2750720],[2544286,2760183],[2554263,2765206],[2557164,2765878],[2576127,2776166],[2596552,2786229],[2619328,2798291],[2637953,2806983],[2675395,2824899] ] cell #5200 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [472983],[561191],[606836],[657404],[707862],[715154],[755853],[800296],[816044],[824600],[831032],[911678],[914732],[925282],[940288],[942255],[1009762],[1031285],[1031746],[1034545],[1055902],[1061235],[1064289],[1091398],[1135946],[1150953],[1155605],[1155981],[1170964],[1186955],[1187416],[1190215],[1220251],[1256285],[1262665],[1278615],[1283695],[1296061],[1299133],[1299594],[1311068],[1315720],[1316096],[1348711],[1382623],[1385695],[1386156],[1392104],[1393591],[1408580],[1422287],[1425423],[1429062],[1429438],[1441373],[1446453],[1451515],[1478910],[1480397],[1509093],[1512229],[1515868],[1516244],[1522542],[1523713],[1550442],[1552795],[1555622],[1557109],[1559637],[1572098],[1582071],[1602226],[1609104],[1610275],[1624598],[1636488],[1638841],[1641668],[1643155],[1645683],[1649404],[1653306],[1675627],[1679864],[1681274],[1684914],[1686085],[1704323],[1711474],[1718304],[1730813],[1734725],[1738627],[1752260],[1763237],[1764169],[1765579],[1769219],[1770390],[1776827],[1794053],[1802102],[1806245],[1808759],[1812661],[1830668],[1834982],[1844302],[1853983],[1855351],[1859948],[1870242],[1873974],[1876797],[1887084],[1887881],[1890395],[1894297],[1900141],[1917084],[1920996],[1924898],[1931386],[1949508],[1951850],[1956661],[1965447],[1969527],[1974922],[1976994],[1980169],[1990365],[1993859],[1999808],[2003540],[2006363],[2009505],[2032713],[2034081],[2038678],[2065814],[2069125],[2073027],[2079307],[2089691],[2091323],[2092053],[2104078],[2107406],[2113387],[2116881],[2118953],[2138956],[2144351],[2146423],[2149598],[2169237],[2172969],[2175792],[2178934],[2199596],[2212405],[2219461],[2222789],[2224421],[2225151],[2248331],[2249963],[2250693],[2259878],[2272027],[2275521],[2277593],[2299669],[2346267],[2354732],[2355462],[2366132],[2369460],[2371092],[2371822],[2381007],[2433522],[2441767],[2465142],[2465872],[2519413],[2521793] ] cell #5201 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [472985],[561188],[606838],[657395],[707859],[715156],[755844],[800298],[816035],[824597],[831023],[911680],[914729],[925273],[940279],[942257],[1009753],[1031350],[1031743],[1034536],[1055893],[1061237],[1064286],[1091389],[1135937],[1150944],[1155599],[1156051],[1170966],[1187020],[1187413],[1190206],[1220242],[1256287],[1262656],[1278609],[1283697],[1296052],[1299198],[1299591],[1311059],[1315714],[1316166],[1348702],[1382614],[1385760],[1386153],[1392098],[1393582],[1408582],[1422352],[1425414],[1429056],[1429508],[1441367],[1446455],[1451517],[1478904],[1480388],[1509158],[1512220],[1515862],[1516314],[1522544],[1523707],[1550436],[1552865],[1555616],[1557100],[1559639],[1572100],[1582136],[1602291],[1609106],[1610269],[1624589],[1636482],[1638911],[1641662],[1643146],[1645685],[1649398],[1653308],[1675618],[1679866],[1681278],[1684916],[1686079],[1704388],[1711544],[1718298],[1730883],[1734719],[1738629],[1752254],[1763228],[1764171],[1765583],[1769221],[1770384],[1776829],[1794118],[1802096],[1806249],[1808753],[1812663],[1830738],[1834973],[1844304],[1853977],[1855355],[1859950],[1870236],[1873968],[1876799],[1887078],[1887885],[1890389],[1894299],[1900145],[1917154],[1920990],[1924900],[1931388],[1949499],[1951854],[1956655],[1965451],[1969531],[1974924],[1976988],[1980173],[1990367],[1993861],[1999802],[2003534],[2006365],[2009507],[2032707],[2034085],[2038680],[2065808],[2069119],[2073029],[2079311],[2089695],[2091317],[2092055],[2104080],[2107410],[2113389],[2116883],[2118947],[2138960],[2144353],[2146417],[2149602],[2169231],[2172963],[2175794],[2178936],[2199598],[2212409],[2219463],[2222793],[2224415],[2225153],[2248335],[2249957],[2250695],[2259872],[2272029],[2275523],[2277587],[2299671],[2346269],[2354726],[2355464],[2366134],[2369464],[2371086],[2371824],[2381001],[2433524],[2441769],[2465136],[2465874],[2519415],[2521787] ] cell #5202 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [472987],[561187],[606840],[657394],[707858],[715158],[755843],[800300],[816034],[824596],[831022],[911682],[914728],[925272],[940278],[942259],[1009752],[1031475],[1031742],[1034535],[1055892],[1061239],[1064285],[1091388],[1135936],[1150943],[1155598],[1156187],[1170968],[1187145],[1187412],[1190205],[1220241],[1256289],[1262655],[1278608],[1283703],[1296051],[1299323],[1299590],[1311058],[1315713],[1316302],[1348701],[1382613],[1385885],[1386152],[1392097],[1393581],[1408588],[1424592],[1425413],[1429055],[1429644],[1441366],[1446461],[1451519],[1478903],[1480387],[1511398],[1512219],[1515861],[1516450],[1522550],[1523706],[1550435],[1555094],[1555615],[1557099],[1559645],[1572106],[1582261],[1603411],[1609112],[1610268],[1624588],[1636481],[1641140],[1641661],[1643145],[1645691],[1649397],[1653314],[1675617],[1679872],[1683441],[1684922],[1686078],[1706628],[1711680],[1718297],[1732006],[1734718],[1738635],[1752253],[1763227],[1764177],[1767746],[1769227],[1770383],[1776835],[1795238],[1802095],[1806354],[1808752],[1812669],[1832967],[1834972],[1844310],[1853976],[1856439],[1859956],[1870235],[1873967],[1876805],[1887077],[1887990],[1890388],[1894305],[1900250],[1918277],[1920989],[1924906],[1931394],[1949498],[1954017],[1956654],[1965556],[1969636],[1974930],[1976987],[1980278],[1990373],[1993867],[1999801],[2003533],[2006371],[2009513],[2032706],[2035169],[2038686],[2065807],[2069118],[2073035],[2079416],[2089800],[2091316],[2092061],[2104083],[2107515],[2113395],[2116889],[2118946],[2139065],[2144359],[2146416],[2149707],[2169230],[2172962],[2175800],[2178942],[2199604],[2212514],[2219466],[2222898],[2224414],[2225159],[2248440],[2249956],[2250701],[2259871],[2272035],[2275529],[2277586],[2299674],[2346275],[2354725],[2355470],[2366137],[2369569],[2371085],[2371830],[2381000],[2433527],[2441775],[2465135],[2465880],[2519418],[2521786] ] cell #5203 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [802767,1552387],[878901,1638433],[962163,1730405],[1057631,1830260],[1079673,1851155],[1116722,1886075],[1148434,1916676],[1205562,1971791],[1239028,2000712],[1271500,2029885],[1287073,2044814],[1308549,2064805],[1361891,2109012],[1367934,2113750],[1400792,2141220],[1412396,2151204],[1434258,2170141],[1449831,2185070],[1491813,2215457],[1542318,2254675],[1545125,2257050],[1558267,2267652],[1564310,2272390],[1575914,2282374],[1581807,2076268],[1644313,2331263],[1657108,2340376],[1673978,2352331],[1687043,2362128],[1702104,2178178],[1704690,2375804],[1707497,2378179],[1742429,2401241],[1771348,2420037],[1781265,2242444],[1783810,2428278],[1816463,2450786],[1827667,2279999],[1833333,2462741],[1864386,2308860],[1866931,2483326],[1898099,2502804],[1899897,2503647],[1903927,2338931],[1935824,2363573],[1938369,2527573],[1949843,2374092],[1979925,2552760],[1983955,2399796],[2013943,2421482],[2016488,2573656],[2018314,2424447],[2022435,2427428],[2048026,2591709],[2052056,2449341],[2094448,2479495],[2098569,2482476],[2121884,2631949],[2125914,2501359],[2130949,2504464],[2158570,2523742],[2162691,2526723],[2192785,2670297],[2202502,2553577],[2227546,2569825],[2231667,2572806],[2262119,2592526],[2293700,2613258],[2325730,2632766],[2386676,2670638], [859013,1356011,2104137],[987151,1497537,2219520],[993078,1503417,2224395],[1079112,1334844,2087210],[1079583,1854933,2297746],[1083443,1600626,2299728],[1115734,1632709,2322325],[1116466,1885456,2120279],[1173422,1692767,2366191],[1179349,1698647,2371066],[1205971,1729441,2390249],[1238467,1498362,2220308],[1238938,1755481,2410368],[1242639,2003932,2225585],[1242798,1502856,2412350],[1270939,1531220,2245850],[1271410,2033663,2431599],[1275270,1792453,2433581],[1284382,1800957,2439681],[1307561,1824536,2456178],[1308293,2064186,2278919],[1318618,1836140,2465116],[1320302,2076759,2076829],[1361330,1621821,2314638],[1361801,1616842,2312656],[1364897,2111555,2317476],[1368343,1627593,2491812],[1372100,2117274,2323929],[1401201,1915712,2510775],[1411835,1671730,2350619],[1412306,2154982,2517490],[1414415,1923815,2518026],[1414663,2352856,2519139],[1416166,1926166,2519472],[1418984,1928700,2521767],[1433697,1693592,2366979],[1434168,1941752,2530894],[1437869,2173361,2372256],[1438028,1698086,2532876],[1447140,1955516,2538976],[1448843,1957619,2540563],[1449575,2183372,2184451],[1450857,2185717,2185917],[1456089,2189428,2384511],[1486697,1492222,2403653],[1495327,2218319,2408008],[1542727,2043850,2586957],[1544564,1800812,2439556],[1545035,2259788,2588307],[1548951,2045661,2590351],[1549683,2043116,2261204],[1557706,1813648,2448491],[1558177,1808669,2446509],[1560324,2055553,2596047],[1561273,2270195,2451329],[1564719,1819420,2598837],[1568476,2275914,2457782],[1572789,2279604,2280524],[1575353,1831085,2461029],[1575824,2069035,2605552],[1577933,2071944,2606088],[1578181,2463266,2607201],[1579525,2284554,2285594],[1579684,1835579,2607534],[1586807,2291031,2469006],[1597371,2087825,2474194],[1618847,2315253,2486074],[1624933,2112038,2489562],[1643752,1895284,2500509],[1644223,1890305,2498527],[1646370,2129411,2636287],[1651319,2336099,2505037],[1653997,2337748,2339456],[1656547,1907279,2507860],[1657018,2146333,2645386],[1669257,2149354,2646427],[1674387,2156053,2648807],[1678211,2153384,2355896],[1678370,1928139,2650640],[1681927,1687452,2524179],[1684499,2159820,2652259],[1689643,2166060,2655585],[1689891,2528098,2661469],[1690557,2364990,2528534],[1701653,2373609,2374217],[1705099,1952503,2663929],[1706936,1955371,2538851],[1707407,2380917,2665279],[1708856,2378338,2379328],[1715635,2191410,2544321],[1726076,2196359,2548962],[1736640,2396964,2554150],[1739318,2398613,2400321],[1741868,1987307,2556973],[1742339,1976904,2551719],[1746922,2405959,2559336],[1757486,2220923,2564524],[1761270,2007054,2413725],[1766232,1771757,2570262],[1768804,2228796,2686870],[1773948,2235036,2690196],[1774196,2567802,2574181],[1776071,2018699,2574854],[1778634,2424884,2576031],[1780236,2248087,2696080],[1780814,2426234,2427553],[1784219,2034734,2697907],[1789198,2246465,2581219],[1795937,2253088,2436419],[1796166,2037922,2698795],[1805000,2257209,2442872],[1810674,2262902,2593099],[1811125,2263287,2703828],[1813352,2448158,2449866],[1815902,2055408,2595922],[1816373,2277503,2711648],[1816760,2270678,2596587],[1828050,2459040,2459583],[1833742,2287223,2715069],[1838197,2288051,2717027],[1839459,2468319,2610407],[1851314,2296721,2614591],[1856004,1867340,2617167],[1857497,2301103,2722148],[1859192,2094833,2618055],[1861755,2479932,2619232],[1863357,2089447,2615340],[1863935,2481282,2482601],[1871305,2487389,2623510],[1881746,2319587,2628151],[1885005,2119828,2494481],[1892310,2326513,2633339],[1892761,2326898,2733128],[1894988,2500176,2501884],[1897538,2129266,2636162],[1898009,2118863,2630908],[1899372,2130936,2637008],[1901906,2338081,2637988],[1903549,2344181,2505590],[1903778,2143595,2740840],[1904310,2506027,2507202],[1912347,2343030,2642629],[1918408,2148829,2742943],[1918921,2349173,2515130],[1922911,2351234,2647817],[1925589,2157546,2520847],[1930630,2158955,2651826],[1932810,2358246,2747217],[1933193,2358259,2653003],[1934795,2369216,2752215],[1935373,2525529,2526848],[1938778,2174990,2754042],[1943757,2367594,2658191],[1947541,2176483,2534251],[1955075,2375467,2755363],[1960219,2381707,2758689],[1960399,1960467,2667848],[1970079,2387999,2671246],[1974166,1983806,2672347],[1977869,2392918,2674097],[1978320,2393303,2762823],[1979400,2202489,2674450],[1981934,2398946,2675430],[1983577,2197510,2554703],[1984338,2555140,2556315],[1989016,2557666,2558649],[2000871,2409343,2682973],[2004315,2225968,2566689],[2005561,2016897,2685549],[2008749,2227931,2686437],[2010929,2416155,2771608],[2011312,2416168,2687614],[2012914,2222545,2683722],[2013492,2571612,2572931],[2018189,2236430,2575344],[2021526,2247562,2777951],[2022039,2432135,2576507],[2030044,2430574,2695331],[2036227,2434956,2779277],[2036279,2252963,2584707],[2040485,2438530,2699972],[2042665,2260753,2589626],[2047501,2262106,2703270],[2050035,2445002,2704250],[2051678,2454591,2593652],[2051907,2274765,2787596],[2052439,2594089,2595264],[2060476,2453440,2708891],[2063735,2278468,2601506],[2071040,2460366,2714079],[2071491,2460751,2790257],[2073718,2074824,2608909],[2083804,2294085,2719361],[2088922,2097660,2720822],[2092487,2476346,2796176],[2092870,2476359,2722489],[2094323,2302846,2618545],[2098173,2298282,2619708],[2111147,2316013,2728417],[2116125,2125765,2730467],[2121359,2325717,2732570],[2123893,2497020,2733550],[2125536,2320738,2633892],[2126297,2634329,2635504],[2133909,2344056,2638391],[2139508,2508525,2739739],[2147298,2513444,2742590],[2147749,2513829,2809623],[2151363,2516465,2743923],[2153767,2356279,2649982],[2158445,2357559,2652316],[2161782,2368691,2816198],[2162295,2531430,2653479],[2170300,2529869,2751466],[2173744,2372639,2660356],[2180358,2536681,2818408],[2180741,2536694,2756107],[2182921,2184000,2666598],[2192260,2386663,2760384],[2194248,2548125,2822575],[2197385,2205462,2675833],[2200701,2550844,2762910],[2216902,2217943,2767937],[2217714,2406322,2681640],[2222020,2230758,2769398],[2227421,2415468,2686927],[2231271,2410904,2688090],[2251127,2583371,2833782],[2251510,2583384,2779618],[2265079,2454466,2704653],[2282533,2604045,2790679],[2284937,2285977,2716244],[2290594,2468169,2793651],[2293575,2470888,2719448],[2295386,2614096,2795103],[2315488,2316183,2800265],[2316696,2488239,2728758],[2320613,2328690,2733953],[2340919,2641792,2852171],[2347372,2644511,2809710],[2383938,2543826,2759311],[2401656,2403216,2825774],[2406197,2406849,2768024],[2429239,2694836,2832709],[2484178,2485501,2799192] ] cell #5204 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291210,1808326],[1377772,1889962],[1470992,1976561],[1574148,2068692],[1596529,2087655],[1633750,2118520],[1666222,2145990],[1724896,2196013],[1756644,2220753],[1788356,2246295],[1804101,2259445],[1825577,2277160],[1875047,2315083],[1880566,2319241],[1911167,2342684],[1922069,2351064],[1942915,2367424],[1958660,2380574],[1994486,2405613],[2039305,2438184],[2041823,2440001],[2053777,2448936],[2059296,2453094],[2070198,2461474],[2076183,2466521],[2127635,2500954],[2138353,2508305],[2152587,2518100],[2163915,2526139],[2177309,2536436],[2179561,2537479],[2182079,2539296],[2209906,2557418],[2232891,2572222],[2240713,2578355],[2242837,2578687],[2269523,2596367],[2279030,2603458],[2283757,2606162],[2307129,2621556],[2309253,2621888],[2333134,2636607],[2334411,2637930],[2337174,2639820],[2361842,2655327],[2363966,2655659],[2373229,2662108],[2395276,2675372],[2398039,2677262],[2419751,2689938],[2421875,2690270],[2423139,2691543],[2425854,2693167],[2444821,2704192],[2447584,2706082],[2478187,2723493],[2480902,2725117],[2496839,2733492],[2499602,2735382],[2503348,2737093],[2522434,2747678],[2525149,2749302],[2546559,2760971],[2552461,2763913],[2568517,2772069],[2571232,2773693],[2591410,2783849],[2612503,2794894],[2631650,2803794],[2669998,2822411], [1099383,1616499,2104064],[1237262,1755138,2219447],[1243508,2004613,2224382],[1335297,2088324,2297057],[1339253,1854590,2299655],[1372367,2117508,2322229],[1432492,1941409,2366118],[1438738,2174042,2371053],[1465901,1972964,2389653],[1498815,2221422,2409679],[1502771,2004147,2412277],[1531673,2246964,2430910],[1535629,2033320,2433508],[1568743,2276148,2456082],[1580394,2286275,2465103],[1596063,1596066,2296949],[1622274,2106039,2487725],[1628659,2114923,2491216],[1634611,2322901,2495782],[1661131,2142393,2510179],[1672183,2351733,2516801],[1676139,2154639,2519399],[1679080,2356577,2521754],[1694045,2368093,2530205],[1698001,2173576,2532803],[1709123,2379562,2540467],[1750274,1991901,2560779],[1756178,1756181,2409571],[1761346,2412231,2567228],[1787890,1787893,2430802],[1799010,2255848,2586361],[1801191,2256597,2587573],[1801265,2440670,2587618],[1804962,2440982,2590927],[1805267,2443106,2590255],[1814101,2264679,2594750],[1820486,2273563,2598241],[1826438,2456754,2602807],[1831538,2462143,2604863],[1835494,2285809,2607461],[1838435,2466915,2466987],[1874581,1874584,2487617],[1877966,2489714,2626604],[1885515,2493493,2630528],[1895737,2328290,2634990],[1907732,2514433,2640593],[1919256,2515802,2646023],[1921603,1921606,2516693],[1924011,2152706,2648172],[1924083,2353504,2648211],[1924268,2518298,2518355],[1926771,2518565,2650521],[1928054,2356111,2650567],[1936545,2161330,2654446],[1942449,1942452,2530097],[1947617,2532757,2660895],[1953569,2376977,2663333],[1955750,2377726,2664545],[1955824,2539965,2664590],[1959521,2540277,2541139],[1959826,2542289,2542401],[1964044,2544473,2668886],[1987760,2393907,2678035],[1997671,2562540,2681895],[2014664,2230306,2689057],[2022374,2581871,2692277],[2026072,2435604,2693839],[2036705,2585212,2698425],[2037053,2437141,2698471],[2041357,2041360,2587510],[2044254,2587927,2702349],[2053311,2053314,2594642],[2055787,2450333,2706810],[2055861,2602495,2706855],[2056696,2596739,2707344],[2064245,2600518,2711268],[2067385,2603314,2603864],[2069732,2069735,2604755],[2072140,2283876,2714434],[2072212,2463914,2714473],[2072397,2606360,2606417],[2074900,2606627,2607415],[2080043,2611012,2718214],[2088288,2474317,2720737],[2098508,2474846,2724227],[2102206,2301751,2725789],[2106003,2486197,2727006],[2111175,2489991,2728916],[2127169,2127172,2634882],[2129645,2502351,2736110],[2129719,2495470,2736155],[2133473,2638140,2737379],[2134335,2642923,2737652],[2134683,2511692,2737698],[2135650,2639200,2640226],[2137887,2137890,2640485],[2147860,2515396,2742742],[2148163,2646128,2742845],[2161700,2523288,2748077],[2162630,2658843,2748412],[2166256,2364085,2749935],[2166328,2534899,2749974],[2166513,2655857,2655914],[2167100,2656207,2750388],[2176961,2661831,2662184],[2181613,2181616,2664482],[2184510,2664899,2665610],[2189048,2545629,2759611],[2196781,2549051,2761676],[2205026,2675582,2764199],[2205888,2549256,2764472],[2206236,2391166,2764518],[2207203,2676642,2677668],[2209440,2209443,2677927],[2213141,2559425,2766790],[2221386,2564647,2769313],[2224493,2414743,2685211],[2230676,2569371,2772468],[2231606,2565176,2772803],[2235232,2421994,2774326],[2235304,2414373,2774365],[2235489,2690468,2690525],[2236872,2236875,2691589],[2238683,2691752,2775343],[2239168,2581465,2775458],[2239471,2695781,2775561],[2240365,2692487,2693243],[2246928,2581342,2777866],[2252100,2585136,2779776],[2264643,2591868,2784135],[2264991,2445447,2784181],[2265505,2709185,2784408],[2265853,2599754,2784454],[2266820,2705462,2706488],[2269057,2269060,2706747],[2269815,2597016,2786045],[2279333,2712095,2712390],[2288285,2609376,2793239],[2289210,2717757,2717927],[2297366,2614543,2795403],[2302121,2616829,2796763],[2303288,2303291,2723539],[2305099,2723702,2797468],[2305584,2474440,2797583],[2305887,2615041,2797686],[2306781,2724437,2725193],[2312276,2623462,2799492],[2317031,2625748,2800852],[2320009,2628240,2801557],[2322553,2495434,2731462],[2328254,2632108,2804080],[2328602,2497465,2804126],[2329116,2628445,2804353],[2329464,2492729,2804399],[2330431,2734762,2735788],[2332668,2332671,2736047],[2334005,2334034,2736990],[2335719,2639296,2806411],[2336430,2642847,2806581],[2337477,2737861,2738491],[2343452,2642718,2808476],[2351697,2647940,2810999],[2353874,2521865,2746161],[2358001,2358004,2747724],[2359509,2522911,2813487],[2359812,2651960,2813590],[2360297,2658437,2813705],[2360600,2751916,2813808],[2361494,2748622,2749378],[2368057,2658314,2816113],[2371164,2535269,2753704],[2377347,2663038,2819268],[2381903,2542520,2821126],[2382086,2382160,2759018],[2388428,2670796,2761219],[2393871,2673342,2823818],[2394219,2551289,2823864],[2394870,2394899,2763810],[2396584,2676738,2824327],[2397295,2549180,2824497],[2398342,2764681,2765311],[2401832,2678339,2766503],[2407275,2680885,2827017],[2407623,2561660,2827063],[2409988,2682925,2827526],[2412534,2567531,2770425],[2415910,2415913,2772115],[2417418,2568994,2829488],[2417721,2686571,2829591],[2418206,2564770,2829706],[2418509,2683423,2829809],[2419403,2773013,2773769],[2423063,2423087,2775056],[2431219,2695283,2833009],[2435974,2697569,2834369],[2438952,2700061,2835074],[2440634,2590579,2782322],[2444415,2444444,2783746],[2446129,2591816,2837098],[2446840,2709109,2837268],[2447887,2784617,2785247],[2453862,2708980,2839163],[2456406,2602459,2788591],[2462107,2712848,2841686],[2462455,2604490,2841732],[2464284,2465214,2792917],[2471330,2471333,2794940],[2476898,2616452,2845211],[2477201,2721849,2845314],[2478111,2478135,2797181],[2488778,2625342,2847655],[2489081,2728118,2847758],[2496433,2496462,2803691],[2498147,2632056,2849674],[2498858,2628369,2849844],[2499905,2804562,2805192],[2508954,2739289,2808019],[2514397,2741835,2853414],[2514745,2644956,2853460],[2517110,2743875,2853923],[2518868,2650824,2812111],[2522358,2522382,2813303],[2530514,2751418,2857122],[2533060,2661198,2817225],[2537944,2662661,2859084],[2538247,2755064,2859187],[2539929,2540791,2820569],[2546153,2546182,2822308],[2547415,2671369,2861370],[2551339,2673290,2861935],[2557789,2679185,2863189],[2561713,2680809,2863754],[2568441,2568465,2829304],[2583923,2697192,2867983],[2584226,2778978,2868086],[2605172,2712796,2872446],[2606930,2607718,2842798],[2610530,2610803,2843630],[2612427,2612451,2844195],[2613513,2720233,2874214],[2622432,2726720,2875529],[2641082,2739862,2878464],[2645006,2741783,2879029],[2668382,2668600,2860800],[2694253,2777362,2886701] ] cell #5205 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917322,1681783],[997350,1766088],[1084526,1855860],[1183621,1952359],[1206117,1972308],[1243881,2005417],[1276353,2034590],[1334849,2087241],[1368489,2114267],[1401347,2141737],[1417249,2155909],[1439111,2174846],[1492368,2215974],[1498367,2220339],[1531225,2245881],[1542873,2255192],[1564865,2272907],[1580767,2287079],[1621826,2314669],[1671735,2350650],[1674533,2352848],[1687598,2362645],[1693597,2367010],[1705245,2376321],[1711271,2185909],[1771903,2420554],[1784365,2428795],[1800817,2439587],[1813653,2448522],[1828560,2280516],[1831090,2461060],[1833888,2463258],[1867486,2483843],[1895289,2500540],[1904820,2339448],[1907284,2507891],[1938924,2528090],[1949874,2374123],[1955376,2538882],[1984848,2400313],[1987312,2557004],[2017043,2574173],[2018704,2574885],[2022466,2427459],[2052949,2449858],[2055413,2595953],[2066511,2459505],[2094838,2618086],[2098600,2482507],[2126807,2501876],[2129271,2636193],[2130980,2504495],[2134776,2507124],[2158960,2651857],[2162722,2526754],[2202533,2553608],[2206329,2556237],[2227936,2686468],[2231698,2572837],[2236464,2575571],[2262150,2592557],[2265946,2595186],[2294090,2719392],[2302880,2618772],[2325761,2632797],[2329557,2635426],[2357593,2652543],[2386707,2670669],[2415502,2687154],[2470922,2719675], [747893,1486553,2211510],[869212,1627449,2318378],[874803,1633264,2322842],[957366,1975868,2390280],[961123,1729297,2392057],[992430,1760465,2412381],[1047942,1819276,2452231],[1053533,1825091,2456695],[1079531,1854925,2474030],[1111925,1879895,2491843],[1115682,1632701,2493620],[1143637,2145297,2510806],[1147394,1915568,2512583],[1178701,1946736,2532907],[1189212,1958174,2541080],[1205554,1205557,2195861],[1232367,1745071,2403684],[1238886,1755473,2564360],[1244665,2004825,2226478],[1271358,2033655,2581055],[1282276,2258752,2586988],[1286033,2043706,2588765],[1288664,2046216,2590868],[1303752,2058625,2598868],[1307509,1824528,2600645],[1317970,2074019,2607565],[1361749,1616834,2485910],[1367926,1367929,2319089],[1373273,2117305,2323960],[1400784,1400787,2342532],[1412254,2154974,2647653],[1414462,1923820,2518057],[1414532,2355418,2648838],[1418033,2154277,2356789],[1418336,2156741,2650671],[1427597,1931342,2524210],[1434116,1941744,2658027],[1439895,2174254,2373149],[1445034,2178890,2663960],[1448791,1957611,2665737],[1451422,2186400,2186472],[1491805,1491808,2405461],[1495462,2218350,2408039],[1503670,2223619,2413869],[1514403,2009461,2570293],[1527388,2250649,2697938],[1539779,2253478,2698826],[1542310,1542313,2438032],[1544911,1800952,2587466],[1544983,2259780,2700857],[1545172,2440071,2588463],[1547657,2257240,2442903],[1548899,2045653,2702476],[1558125,1808661,2592935],[1564302,1564305,2452942],[1569649,2275945,2457813],[1575772,2069027,2713915],[1577980,2071949,2606119],[1578050,2465828,2715100],[1581551,2285447,2286487],[1581854,2287719,2287911],[1586942,2291062,2469037],[1613950,2092009,2617198],[1625383,2317312,2489789],[1644171,1890297,2633175],[1652896,2344571,2740871],[1656966,2146325,2742426],[1668830,2349204,2515161],[1669205,2149346,2743172],[1673970,1673973,2517948],[1677038,2353000,2520991],[1687035,1687038,2525987],[1689690,2166065,2655616],[1689760,2371778,2754073],[1690692,2365021,2528565],[1698900,2370290,2534395],[1702151,2373765,2374607],[1704682,1704685,2537327],[1707283,1955511,2664438],[1707355,2380909,2756992],[1707544,2539366,2665435],[1710029,2378369,2379359],[1716085,2384347,2544548],[1726211,2197212,2548993],[1738217,2197900,2672378],[1742287,1976896,2673933],[1747057,2213572,2559367],[1752957,2218784,2562454],[1771340,1771343,2572070],[1773995,2235041,2690227],[1774065,2225107,2685580],[1778769,2424915,2576062],[1779809,2432166,2576538],[1780184,2248079,2778180],[1781312,2426390,2427943],[1783802,1783805,2578535],[1795315,2252994,2779940],[1795734,2436733,2584934],[1811172,2263292,2703859],[1812251,2454981,2787627],[1816249,2055548,2706703],[1816321,2277495,2789182],[1816510,2596437,2711804],[1817210,2451165,2596814],[1828185,2459071,2459614],[1833325,1833328,2606010],[1836393,2463410,2464340],[1841840,2292839,2610926],[1851764,2297991,2614818],[1861890,2479963,2619263],[1862930,2298313,2619739],[1863305,2089439,2721051],[1864433,2481438,2482991],[1866923,1866926,2621736],[1871755,2312901,2623737],[1881881,2320440,2628182],[1885503,2120326,2494871],[1892808,2326903,2733159],[1893887,2321128,2730498],[1897885,2129406,2736003],[1897957,2118855,2732053],[1898146,2631064,2636677],[1899889,1899892,2637237],[1902356,2504873,2638215],[1902927,2344087,2808571],[1903346,2511284,2638618],[1904445,2506058,2507233],[1912482,2343883,2642660],[1918382,2349095,2645747],[1933328,2358290,2653034],[1933703,2159815,2747446],[1934368,2531461,2653510],[1934743,2369208,2816427],[1935871,2525685,2527238],[1938361,1938364,2655507],[1939228,2365455,2656121],[1950293,2535550,2536028],[1960266,2381712,2758720],[1961442,2543652,2543987],[1972460,2389942,2671765],[1978367,2393308,2762854],[1979917,1979920,2674679],[1982384,2553986,2675657],[1982955,2197416,2761771],[1983374,2390758,2676060],[1984473,2555171,2556346],[1991397,2403346,2679308],[1997304,2406712,2767968],[2001321,2410613,2683200],[2004450,2226103,2566720],[2011447,2416199,2687645],[2011822,2228791,2771837],[2012487,2410935,2688121],[2012862,2222537,2769627],[2013990,2571768,2573321],[2016480,2016483,2690118],[2018220,2018265,2690861],[2020570,2426692,2691666],[2021500,2432057,2692001],[2022885,2576916,2577947],[2030494,2431844,2695558],[2040620,2439383,2700003],[2043163,2261251,2590016],[2048018,2048021,2703499],[2050066,2262853,2783508],[2050485,2445036,2704477],[2051056,2454497,2839258],[2051475,2599346,2704880],[2052574,2594120,2595295],[2060611,2454293,2708922],[2064233,2278966,2601896],[2071538,2460756,2790288],[2076615,2288046,2793132],[2076806,2076876,2717417],[2085686,2472124,2613922],[2093005,2476390,2722520],[2093380,2301098,2796405],[2094354,2094399,2722811],[2096704,2481740,2723616],[2097634,2298204,2723951],[2099019,2620117,2621148],[2103401,2484004,2623176],[2110720,2488270,2728789],[2111095,2316005,2800494],[2114419,2491505,2729885],[2117724,2324379,2630067],[2121876,2121879,2732799],[2123924,2326464,2803453],[2124343,2497054,2733777],[2124914,2320644,2801652],[2125333,2492321,2734180],[2126432,2634360,2635535],[2130871,2130910,2637654],[2141889,2510468,2740258],[2147796,2513834,2809654],[2151813,2517735,2744150],[2153902,2356414,2650013],[2158476,2158521,2746996],[2160826,2358220,2747801],[2161756,2531352,2748136],[2163141,2653888,2654919],[2170750,2531139,2751693],[2173879,2372774,2660387],[2180876,2536725,2756138],[2181251,2375462,2818637],[2183419,2184498,2666988],[2192777,2192780,2760613],[2200732,2392869,2823409],[2201151,2550878,2763137],[2202424,2202463,2675096],[2217092,2406228,2826608],[2217511,2561252,2768251],[2227452,2227497,2771387],[2229802,2416129,2772192],[2230732,2410826,2772527],[2232117,2688499,2689530],[2244326,2579149,2694662],[2251645,2583415,2779649],[2252020,2434951,2834011],[2255344,2586650,2780745],[2257659,2443322,2701888],[2262041,2262080,2703916],[2273059,2598530,2787014],[2276364,2458232,2710807],[2282564,2460317,2841059],[2282983,2604079,2790906],[2285072,2286112,2716275],[2293606,2293651,2794485],[2295417,2473176,2844401],[2301247,2476320,2796487],[2310327,2485532,2846845],[2316157,2488161,2800576],[2325652,2325691,2733216],[2347403,2513395,2853005],[2347822,2644545,2809937],[2376473,2536655,2818992],[2378788,2379778,2758023],[2383493,2383969,2821498],[2386598,2386637,2760695],[2388226,2548099,2822604],[2401630,2558876,2825803],[2429270,2580201,2867173],[2435100,2583345,2834093],[2468143,2468546,2793680],[2508752,2641766,2852200] ] cell #5206 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162825,1931204],[1248146,2009323],[1340377,2091871],[1443376,2178752],[1466044,2196324],[1503895,2224969],[1536753,2250511],[1596007,2296861],[1628802,2319552],[1661274,2342995],[1677263,2355280],[1699125,2371640],[1750417,2405924],[1756122,2409483],[1787834,2430714],[1799153,2438495],[1820629,2453405],[1836618,2465690],[1874525,2487529],[1921547,2516605],[1924226,2518411],[1936688,2526450],[1942393,2530009],[1953712,2537790],[1959784,2381574],[2014807,2572533],[2026215,2578998],[2041301,2587422],[2053255,2594554],[2067343,2459968],[2069676,2604667],[2072355,2606473],[2102349,2622199],[2127113,2634794],[2135608,2507587],[2137831,2640397],[2166471,2655970],[2176559,2535984],[2181557,2664394],[2207161,2556700],[2209384,2677839],[2235447,2690581],[2236816,2691067],[2239963,2577903],[2266778,2595649],[2269001,2706659],[2279004,2603432],[2303232,2723017],[2306379,2621104],[2330389,2635889],[2332612,2735959],[2334065,2637852],[2337148,2639794],[2357945,2747202],[2361092,2654875],[2394930,2675294],[2398013,2677236],[2415854,2771593],[2419001,2689486],[2423113,2691517],[2444475,2704114],[2447558,2706056],[2471274,2794691],[2478161,2723467],[2496493,2733414],[2499576,2735356],[2522408,2747652],[2546213,2760893],[2568491,2772043],[2612477,2794868], [976554,1744933,2402330],[1110267,1879757,2490489],[1116363,1885241,2494083],[1206018,2199361,2548874],[1209953,1975730,2550231],[1242845,2004091,2565979],[1302094,2058487,2597514],[1308190,2063971,2601108],[1335255,2091025,2614717],[1368390,2113152,2628063],[1372325,1884697,2629420],[1401248,2346032,2642541],[1405183,2145159,2643898],[1438075,2173520,2659646],[1449472,2184236,2666200],[1465500,1465565,2389479],[1492269,1990130,2559248],[1498773,1999510,2683099],[1504742,2224451,2414701],[1531631,2249665,2695457],[1542774,2441532,2699884],[1546709,2258614,2701241],[1549580,2260989,2702939],[1564766,2271792,2708803],[1568701,2063427,2710160],[1579731,2285753,2715534],[1622232,1869944,2623636],[1628258,1628323,2491042],[1633591,2322151,2495032],[1660730,1660795,2510005],[1672141,2354434,2744049],[1674360,2152647,2648123],[1674434,2520586,2744925],[1678110,2353832,2521823],[1678417,2356055,2746332],[1687499,2159559,2652915],[1694003,2168939,2751592],[1699972,2371122,2535227],[1705146,2375206,2756019],[1709081,2183692,2757376],[1711952,2382044,2382118],[1749873,1749938,2560605],[1753428,2407920,2562652],[1761288,2412205,2567202],[1771804,2228535,2687526],[1784266,2434695,2779530],[1796213,2437085,2780146],[1798609,1798674,2586187],[1801149,2041487,2700240],[1801223,2442441,2781540],[1801413,2587818,2701063],[1803942,2440232,2590177],[1805225,2260445,2782744],[1814059,2048674,2704376],[1820085,1820150,2598067],[1825418,2456004,2602057],[1831496,2281172,2790805],[1833715,2283817,2714385],[1833789,2608648,2791681],[1837465,2464242,2465172],[1837772,2466348,2466465],[1842311,2468918,2611124],[1867387,2300842,2722401],[1877908,2489688,2626578],[1895695,2122532,2733676],[1903825,2511636,2808777],[1907690,2346941,2809836],[1918853,2515456,2645945],[1919214,2349558,2810337],[1923682,1923747,2648037],[1926713,2518539,2650495],[1936144,1936209,2654272],[1938751,2364026,2749886],[1938825,2533990,2817777],[1939699,2528446,2656319],[1947559,2532731,2660869],[1950772,2535756,2536380],[1953168,1953233,2663159],[1955708,2181743,2756375],[1955782,2541736,2819787],[1955972,2664790,2757198],[1958501,2539527,2540389],[1963986,2544447,2668860],[1972931,2390566,2671963],[1983853,2391110,2761977],[1987718,2200270,2763036],[1991868,2403970,2679506],[1997342,2408248,2681787],[2014263,2014328,2688883],[2016870,2421935,2774277],[2016944,2413464,2770977],[2021041,2575943,2691864],[2021971,2581525,2692199],[2022332,2432520,2833308],[2023364,2577122,2578299],[2025671,2025736,2693665],[2036303,2436689,2834476],[2036647,2585186,2698399],[2050964,2445388,2783714],[2051954,2599698,2839464],[2055745,2269187,2785679],[2055819,2457351,2840523],[2056009,2707055,2789388],[2056638,2596713,2707318],[2066982,2603104,2603518],[2071811,2071876,2714299],[2074842,2606601,2607389],[2079714,2470275,2718106],[2088230,2474259,2720711],[2097175,2619144,2723814],[2098105,2474500,2724149],[2098466,2298667,2795702],[2099498,2620323,2621500],[2101805,2101870,2725615],[2105945,2486139,2726980],[2114890,2492129,2730083],[2118203,2324858,2630419],[2124822,2497406,2803659],[2125812,2492673,2801858],[2129603,2332798,2805624],[2129677,2323498,2802917],[2129867,2732259,2736355],[2131334,2131399,2736717],[2133415,2638114,2737353],[2133933,2511240,2852530],[2134277,2642897,2737626],[2135247,2638990,2639880],[2142360,2511092,2740456],[2147834,2515370,2742737],[2161297,2522942,2747999],[2161658,2358709,2813262],[2162227,2658497,2748334],[2162588,2531815,2857421],[2163620,2654094,2655271],[2165927,2165992,2749800],[2166771,2528774,2750280],[2176903,2661805,2662158],[2186299,2542461,2821077],[2187308,2668274,2668492],[2196452,2548632,2761568],[2201630,2551230,2823615],[2202887,2202952,2763537],[2204968,2675556,2764173],[2205486,2390714,2822934],[2205830,2549230,2764446],[2206800,2676432,2677322],[2212812,2559006,2766682],[2217990,2561604,2826814],[2221328,2564589,2769287],[2224090,2414340,2684865],[2230273,2569025,2772390],[2230634,2416618,2829263],[2231203,2564830,2772725],[2231564,2411289,2827825],[2232596,2688705,2689882],[2234903,2234968,2774191],[2236420,2236454,2774745],[2238354,2577300,2775235],[2239142,2581439,2775453],[2240307,2692461,2693217],[2246870,2581284,2777840],[2255815,2587274,2780943],[2258138,2443801,2702240],[2262504,2262569,2783473],[2264241,2445026,2836828],[2264585,2591842,2784109],[2265103,2599302,2871053],[2265447,2709159,2784382],[2266417,2705252,2706142],[2273530,2599154,2787212],[2276843,2458711,2711159],[2283462,2604431,2841265],[2288243,2466651,2843230],[2288433,2288507,2793484],[2295626,2613405,2720125],[2301718,2616483,2796685],[2302079,2476809,2845156],[2302836,2302870,2796870],[2304770,2620501,2797360],[2305558,2474414,2797578],[2306723,2724411,2725167],[2310536,2622324,2726612],[2316628,2625402,2800774],[2316989,2488624,2847600],[2319680,2627821,2801449],[2322495,2495376,2731436],[2326115,2326180,2803418],[2327852,2497044,2849404],[2328196,2632082,2804054],[2328714,2492277,2848281],[2329058,2628419,2804327],[2330028,2734552,2735442],[2333979,2334008,2736985],[2343123,2642299,2808368],[2348301,2644897,2853211],[2351639,2647882,2810973],[2353471,2521462,2745815],[2357549,2357583,2812992],[2359483,2522885,2813482],[2360271,2658411,2813700],[2361436,2748596,2749352],[2367999,2658256,2816087],[2370761,2534866,2753358],[2376944,2662692,2819190],[2377305,2537144,2858859],[2379267,2380257,2758375],[2387061,2387126,2822253],[2393469,2550868,2861794],[2393813,2673316,2823792],[2394844,2394873,2763805],[2406873,2561208,2863613],[2407217,2680859,2826991],[2415458,2415492,2828993],[2417392,2568968,2829483],[2418180,2564744,2829701],[2419345,2772987,2773743],[2429479,2694145,2777254],[2435571,2697223,2834291],[2435932,2583834,2867928],[2438623,2699642,2834966],[2440576,2590521,2782296],[2444389,2444418,2783741],[2453533,2708561,2839055],[2456348,2602401,2788565],[2461705,2604069,2872176],[2462049,2712822,2841660],[2463881,2464811,2792571],[2470878,2470912,2844054],[2472322,2614120,2874206],[2476872,2616426,2845206],[2484202,2623374,2875521],[2488752,2625316,2847650],[2496407,2496436,2803686],[2513995,2644535,2878888],[2514339,2741809,2853388],[2537918,2662635,2859079],[2539871,2540733,2820543],[2543850,2544185,2860792],[2546127,2546156,2822303],[2547389,2671343,2861365],[2557763,2679159,2863184],[2579347,2694860,2886693],[2583897,2697166,2867978],[2610504,2610777,2843625],[2641056,2739836,2878459] ] cell #5207 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [802774,1808521],[878908,1890157],[962170,1976756],[1057638,2068887],[1079680,2087717],[1116729,2118715],[1148441,2146185],[1205569,2195887],[1239035,2220815],[1271507,2246357],[1287080,2259640],[1308556,2277355],[1361898,2315145],[1367941,2319115],[1400799,2342558],[1412403,2351126],[1434265,2367486],[1449838,2380769],[1491820,2405487],[1542325,2438058],[1545132,2440063],[1558274,2448998],[1564317,2452968],[1575921,2461536],[1581814,2287903],[1644320,2501016],[1657115,2508367],[1673985,2517974],[1687050,2526013],[1702111,2374599],[1704697,2537353],[1707504,2539358],[1742436,2557480],[1771355,2572096],[1781272,2427935],[1783817,2578561],[1816470,2596429],[1827671,2459531],[1833340,2606036],[1864393,2482983],[1866938,2621762],[1898106,2636669],[1899904,2637263],[1903931,2507150],[1935831,2527230],[1938376,2655533],[1949842,2535960],[1979932,2674705],[1983959,2556263],[2013950,2573313],[2016495,2690144],[2018318,2575597],[2022434,2577879],[2048033,2703525],[2052060,2595212],[2094452,2618798],[2098568,2621080],[2121891,2732825],[2125918,2635452],[2130948,2637828],[2158574,2652569],[2162690,2654851],[2192792,2760639],[2202501,2675270],[2227550,2687180],[2231666,2689462],[2262118,2704090],[2293704,2719701],[2325729,2733390],[2386675,2760869], [644134,1616694,2311115],[757589,1755333,2408827],[762788,1503424,2412857],[840643,1854940,2474056],[844261,1854785,2475625],[874240,1632716,2493646],[927018,1941604,2529353],[932217,1698654,2533383],[957326,1975860,2548850],[988772,1755488,2564386],[992390,1760457,2565955],[1019373,2033670,2581081],[1022991,2033515,2582650],[1052970,1824543,2600671],[1062837,1836147,2608041],[1079191,1334841,2296837],[1105461,1616849,2485936],[1111885,1879887,2628039],[1143597,2145289,2642517],[1154197,2154989,2647679],[1157815,2154834,2649248],[1160232,1928707,2651147],[1175043,1941759,2658053],[1178661,1946728,2659622],[1188649,1957626,2665763],[1232327,1745063,2559224],[1238546,1498359,2409459],[1271018,1531217,2430690],[1282236,2258744,2699860],[1284452,2259795,2700883],[1285777,2043123,2443754],[1288101,2045668,2702502],[1297288,1808676,2592961],[1303712,2058617,2708779],[1314312,2069042,2713941],[1317930,2074011,2715510],[1320347,2076836,2288386],[1361409,1621818,2487505],[1375299,2118156,2120286],[1383850,1890312,2633201],[1396876,2146340,2742452],[1409273,2149361,2743198],[1411914,1671727,2516581],[1414492,2355410,2744901],[1414665,2352863,2648979],[1414928,2153388,2521017],[1418296,2156733,2746308],[1427557,1931334,2652891],[1433776,1693589,2529985],[1444994,2178882,2755995],[1447210,2380924,2757018],[1448535,2183379,2380210],[1450859,2185924,2381396],[1483682,1976911,2673959],[1504843,2223645,2225589],[1514363,2009453,2687502],[1523235,2248094,2778206],[1527348,2250641,2779506],[1539211,2253092,2584960],[1539739,2253470,2780122],[1544643,1800809,2587398],[1544963,1800964,2439685],[1545378,2257208,2590153],[1557785,1813645,2594530],[1560394,2277510,2789208],[1571675,2276796,2278926],[1572791,2280531,2459212],[1575432,1831082,2604643],[1578010,2465820,2791657],[1578183,2463273,2715241],[1578446,2284558,2464366],[1609797,2089454,2721077],[1613910,2092001,2722377],[1625586,2317338,2317480],[1634649,2322127,2323928],[1643831,1895281,2634770],[1646440,2118870,2732079],[1652328,2344185,2638644],[1652856,2344563,2808753],[1653999,2339463,2506199],[1656626,1907276,2640373],[1668316,2349121,2810203],[1668627,2349172,2645921],[1674193,1674313,2518025],[1685607,2369223,2816453],[1689720,2371770,2817753],[1689893,2528105,2754214],[1700073,2370316,2372260],[1701583,2374221,2535576],[1707015,1955368,2664370],[1707335,1955523,2538980],[1707750,2378337,2540365],[1716288,2384373,2384515],[1737649,2197514,2676086],[1738177,2197892,2761953],[1739320,2400328,2555312],[1741947,1987304,2677815],[1753496,2407896,2408007],[1769912,2222552,2769653],[1774025,2225099,2770953],[1774198,2574188,2685721],[1776150,2018696,2691043],[1779295,2432083,2833174],[1779606,2432134,2692175],[1780744,2427557,2576942],[1795283,2436665,2698302],[1811683,2454595,2704906],[1812211,2454973,2839440],[1813354,2449873,2594261],[1815981,2055405,2706635],[1816301,2055560,2596051],[1817413,2451191,2451333],[1826476,2455980,2457781],[1827982,2459582,2603080],[1833548,1833668,2606087],[1842379,2468894,2469005],[1851967,2300343,2474198],[1859271,2094830,2722993],[1862416,2298230,2795568],[1862727,2298281,2724125],[1863865,2482605,2620143],[1871958,2104752,2486078],[1877490,2316020,2800520],[1877540,2317722,2489547],[1893319,2320742,2734206],[1893847,2321120,2801834],[1894990,2501891,2634501],[1897617,2129263,2735935],[1897937,2129418,2636291],[1899426,2130897,2736583],[1902559,2504899,2505041],[1902895,2511216,2737529],[1904242,2507201,2638966],[1925591,2356841,2520854],[1930709,2158952,2747178],[1933755,2159827,2652263],[1933854,2531378,2857287],[1934165,2531429,2748310],[1935303,2526852,2653914],[1938584,1938704,2655584],[1939767,2528422,2528533],[1960469,2186452,2667855],[1963618,2385942,2544306],[1972999,2392555,2548961],[1979454,2202450,2763403],[1982587,2554012,2554154],[1982923,2390690,2764349],[1984270,2556314,2676408],[1991936,2212008,2559335],[1996736,2406326,2768277],[1997264,2406704,2826790],[2001524,2220135,2564528],[2004877,2007056,2413732],[2008828,2227928,2771569],[2011874,2228803,2686874],[2011973,2410852,2827691],[2012284,2410903,2772701],[2013422,2572935,2688525],[2016703,2016823,2690195],[2018233,2236396,2691420],[2021109,2575919,2576030],[2030697,2434196,2581223],[2042595,2443525,2589630],[2047555,2262067,2783339],[2049025,2050917,2703827],[2050688,2262906,2593103],[2051024,2599278,2784285],[2052371,2595263,2705228],[2056270,2451575,2596572],[2073720,2286539,2608916],[2076667,2288058,2717031],[2077756,2467901,2610680],[2083883,2294082,2794667],[2087862,2475509,2614576],[2093432,2301110,2722152],[2094367,2302812,2723370],[2097243,2619120,2619231],[2105577,2310999,2623495],[2110206,2488187,2847466],[2110517,2488238,2800750],[2114958,2318876,2628150],[2117927,2119758,2494485],[2121413,2325678,2803284],[2122883,2124775,2733127],[2124546,2326517,2633343],[2124882,2492253,2804230],[2126229,2635503,2734528],[2133047,2506468,2637973],[2142428,2513081,2642628],[2152016,2520087,2647821],[2153699,2521530,2649981],[2158489,2357525,2747555],[2159349,2160852,2747212],[2161365,2358258,2653002],[2170953,2366806,2658195],[2174306,2176485,2534258],[2181303,2375474,2755367],[2182851,2379981,2666602],[2186132,2186252,2758688],[2192314,2386624,2822119],[2194494,2547292,2547857],[2200621,2201583,2762822],[2201354,2392922,2674101],[2204600,2555581,2675415],[2210612,2558902,2863257],[2210854,2401388,2679062],[2217060,2561184,2826894],[2220960,2408711,2682958],[2224158,2225900,2566688],[2227465,2415434,2771946],[2228325,2229828,2771603],[2230341,2416167,2687613],[2246502,2582534,2695316],[2252072,2434963,2779281],[2255883,2589263,2699971],[2262821,2264217,2704235],[2273598,2452729,2708890],[2276567,2278398,2601510],[2281523,2283415,2790256],[2283186,2460370,2714083],[2284869,2464879,2716243],[2290045,2468572,2843698],[2293619,2470854,2794771],[2300632,2301273,2796171],[2301786,2476358,2722488],[2310295,2623350,2847000],[2326432,2327828,2733535],[2341165,2640959,2641524],[2347292,2348254,2809622],[2348025,2513448,2742594],[2351271,2649132,2743908],[2367631,2529237,2751451],[2370829,2372571,2660355],[2374996,2376499,2818403],[2377012,2536693,2756106],[2383461,2544161,2821653],[2388252,2389263,2822517],[2392837,2393445,2762895],[2434485,2435126,2833777],[2435639,2583383,2779617],[2460285,2461681,2790664],[2472298,2473144,2795027],[2508778,2509789,2852113],[2513363,2513971,2809695],[2579323,2580169,2832633] ] cell #5208 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2494948],[2548999],[2559373],[2566726],[2590093],[2601973],[2609772],[2614812],[2623731],[2628188],[2630061],[2642666],[2650019],[2660393],[2667065],[2668095],[2671720],[2679263],[2683194],[2695552],[2700009],[2701882],[2708928],[2710801],[2716281],[2719946],[2726215],[2729840],[2740213],[2744144],[2751687],[2758017],[2777075],[2780700],[2786969], [1465562,2195866],[1486345,2211515],[1627241,2318383],[1628320,2319094],[1633276,2322772],[1660792,2342537],[1726258,2390278],[1729089,2392062],[1747104,2403682],[1749935,2405466],[1760542,2412379],[1798671,2438037],[1819068,2452236],[1820147,2452947],[1825103,2456625],[1851859,2474035],[1871850,2485915],[1881928,2491841],[1884759,2493625],[1912529,2510804],[1915360,2512588],[1923744,2517953],[1923897,2352549],[1933375,2524208],[1936206,2525992],[1946813,2532905],[1953230,2537332],[1958186,2541010],[2001416,2564365],[2011494,2570291],[2014325,2572075],[2025733,2578540],[2030589,2581060],[2040667,2586986],[2041484,2439747],[2043498,2588770],[2046228,2590798],[2050580,2592940],[2060658,2598866],[2063489,2600650],[2071873,2606015],[2072026,2462959],[2074096,2607563],[2093052,2617196],[2101867,2621741],[2124438,2633180],[2131396,2637242],[2151908,2647658],[2153949,2648836],[2154289,2650429],[2156818,2650669],[2165989,2655512],[2166142,2527791],[2170845,2658032],[2180923,2663958],[2181740,2539042],[2183754,2665742],[2186484,2667770],[2197977,2672376],[2201246,2673938],[2202949,2674684],[2226150,2685578],[2226490,2567136],[2234965,2690123],[2235118,2573874],[2236389,2690881],[2251692,2697936],[2253555,2698824],[2256993,2700477],[2257246,2701813],[2257754,2700862],[2260507,2702481],[2262566,2703504],[2263369,2593212],[2269184,2596113],[2283078,2713920],[2285119,2715098],[2285459,2716691],[2287988,2716931],[2298319,2721010],[2298729,2721056],[2302805,2722831],[2321205,2730496],[2323966,2629992],[2324474,2732058],[2326177,2732804],[2326980,2633452],[2332795,2636353],[2333953,2736588],[2344648,2740869],[2347917,2742431],[2349210,2743131],[2349620,2743177],[2352994,2745703],[2357518,2747016],[2358296,2653040],[2358706,2653099],[2372821,2754071],[2373161,2660803],[2374684,2754959],[2378122,2756612],[2378375,2757948],[2378883,2756997],[2381789,2667541],[2387123,2760618],[2390683,2761791],[2390752,2761894],[2393385,2674210],[2394818,2763408],[2406789,2767966],[2408045,2682181],[2410941,2769586],[2411351,2769632],[2413863,2684753],[2415427,2771407],[2416205,2687651],[2416615,2687710],[2428020,2776519],[2432172,2778139],[2432582,2778185],[2436658,2779960],[2436727,2780063],[2444363,2783344],[2444961,2704215],[2445030,2704471],[2450729,2785916],[2455058,2787625],[2457819,2710732],[2458327,2789187],[2459620,2789887],[2460833,2714192],[2463404,2792459],[2466648,2717093],[2469043,2718991],[2470847,2794505],[2474388,2795573],[2476396,2722526],[2476806,2722585],[2483068,2798644],[2488276,2800453],[2488686,2800499],[2489783,2729203],[2492246,2801672],[2492315,2801775],[2496381,2803289],[2496979,2733515],[2497048,2733771],[2502747,2805861],[2507239,2807372],[2511209,2808591],[2511278,2808694],[2513911,2742703],[2515344,2810208],[2522830,2747756],[2527315,2814766],[2528571,2750674],[2531467,2816386],[2531877,2816432],[2534389,2753246],[2536022,2818310],[2536731,2756144],[2537141,2756203],[2543529,2821633],[2544542,2760286],[2546101,2822124],[2550803,2762875],[2550872,2763131],[2556352,2825288],[2561177,2826628],[2561246,2826731],[2562409,2768522],[2564718,2827696],[2568913,2772147],[2573398,2830767],[2576068,2776120],[2577941,2832214],[2581413,2833179],[2583421,2779655],[2583831,2779714],[2595301,2838059],[2596808,2786332],[2599271,2839278],[2599340,2839381],[2604004,2790644],[2604073,2790900],[2610244,2843699],[2610881,2794321],[2613799,2795007],[2616371,2796442],[2619269,2798245],[2621142,2846435],[2622718,2846980],[2625290,2847471],[2635541,2850635],[2638209,2807086],[2644470,2809675],[2644539,2809931],[2654913,2856327],[2656076,2815322],[2658385,2857292],[2662580,2818947],[2671083,2822518],[2675651,2825002],[2678626,2863258],[2689524,2865994],[2691621,2831927],[2694539,2832613],[2697111,2834048],[2723571,2846148],[2739576,2852114], [917334,1681575,2358186],[997362,1765880,2416095],[1084538,1855652,2476286],[1183633,1952151,2536621],[1206129,1972238,2548507],[1243893,2005209,2566616],[1276365,2034382,2583311],[1334926,2087239,2614311],[1368501,2114197,2627696],[1401359,2141667,2642174],[1417261,2155701,2649909],[1439123,2174638,2660283],[1492380,2215904,2680612],[1498444,2220337,2682693],[1531302,2245879,2695051],[1542885,2255122,2699517],[1564877,2272837,2708436],[1580779,2286871,2716171],[1621903,2314667,2727791],[1671812,2350648,2743643],[1674545,2352778,2744558],[1687610,2362575,2749105],[1693674,2367008,2751186],[1705257,2376251,2755652],[1711283,2381636,2758616],[1771915,2420484,2773496],[1784377,2428725,2776809],[1800894,2439585,2781134],[1813730,2448520,2784920],[1828572,2460030,2789933],[1831167,2461058,2790399],[1833900,2463188,2791314],[1867498,2483773,2798934],[1895366,2500538,2804865],[1904832,2507649,2807418],[1907361,2507889,2807549],[1938936,2528020,2815056],[1949880,2535953,2818207],[1955453,2538880,2819381],[1984860,2556762,2825334],[1987389,2557002,2825465],[2017055,2574103,2831057],[2018781,2574883,2831477],[2022472,2577872,2832111],[2052961,2595711,2838105],[2055490,2595951,2838236],[2066505,2603406,2840895],[2094915,2618084,2845698],[2098606,2621073,2846332],[2126819,2635951,2850681],[2129348,2636191,2850812],[2130986,2637196,2851229],[2134770,2639768,2851720],[2159037,2651855,2855590],[2162728,2654844,2856224],[2202539,2674638,2862276],[2206323,2677210,2862767],[2228013,2686466,2865257],[2231704,2689455,2865891],[2236458,2690984,2866471],[2262156,2703458,2869752],[2265940,2706030,2870243],[2294167,2719390,2874182],[2302874,2722934,2874853],[2325767,2732758,2877005],[2329551,2735330,2877496],[2357587,2747119,2880352],[2386713,2760572,2883665],[2415496,2771510,2885651],[2470916,2794608,2890484] ] cell #5209 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1552035,2262787],[1638081,2326398],[1730053,2392803],[1829908,2460251],[1851013,2473631],[1885723,2494366],[1916324,2513329],[1971787,2548362],[2000570,2563961],[2029743,2580656],[2044462,2589511],[2064453,2601391],[2108870,2625086],[2113746,2627551],[2141216,2642029],[2151062,2647254],[2169999,2657628],[2184718,2666483],[2215453,2680467],[2254671,2699372],[2256908,2700458],[2267510,2705826],[2272386,2708291],[2282232,2713516],[2287835,2716912],[2331121,2735126],[2340234,2739141],[2352327,2744413],[2362124,2748960],[2373881,2754940],[2375800,2755507],[2378037,2756593],[2401099,2765961],[2420033,2773351],[2426506,2776500],[2428274,2776664],[2450644,2785897],[2458842,2789730],[2462737,2791169],[2481554,2798625],[2483322,2798789],[2502662,2805842],[2503643,2806389],[2505829,2807215],[2525801,2814747],[2527569,2814911],[2535355,2818200],[2552756,2824305],[2554942,2825131],[2571884,2830748],[2573652,2830912],[2574745,2831450],[2576721,2832104],[2591705,2837076],[2593891,2837902],[2617946,2845671],[2619922,2846325],[2631945,2849652],[2634131,2850478],[2637120,2851222],[2651717,2855563],[2653693,2856217],[2670293,2861314],[2674562,2862269],[2686328,2865230],[2688304,2865884],[2703382,2869745],[2719252,2874155],[2732682,2876998],[2760496,2883658], [1355659,2104147,2484736],[1497185,2219530,2563186],[1503427,2224253,2566351],[1596258,2087220,2614307],[1596413,2297742,2614359],[1600274,2299738,2615868],[1632646,2322321,2629386],[1692415,2366201,2656853],[1698657,2370924,2660018],[1725207,2390259,2671554],[1756373,2220318,2682689],[1756528,2410364,2682741],[1760389,2412360,2684250],[1788085,2245860,2695047],[1788240,2431595,2695099],[1792101,2433591,2696608],[1824473,2456174,2710126],[1836150,2464974,2715906],[1874776,2314648,2727787],[1874931,2312652,2727839],[1880877,2491822,2729674],[1911478,2510785,2740047],[1921798,2350629,2743639],[1921953,2517486,2743691],[1925814,2519482,2745200],[1928710,2521625,2746704],[1942644,2366989,2751182],[1942799,2530890,2751234],[1946660,2532886,2752743],[1957556,2540559,2757342],[1994797,2403663,2767479],[2039616,2586967,2780534],[2041552,2439566,2781130],[2041707,2588303,2781182],[2043126,2588579,2783152],[2045598,2590347,2782710],[2053506,2448501,2784916],[2053661,2446505,2784968],[2059607,2598847,2786803],[2069927,2461039,2790395],[2070082,2605548,2790447],[2073943,2607544,2791956],[2076839,2609687,2717207],[2120289,2629828,2631180],[2127364,2500519,2804861],[2127519,2498523,2804913],[2138082,2507870,2807545],[2138237,2645382,2807597],[2148571,2646423,2810186],[2152830,2352511,2744485],[2152898,2648817,2811184],[2153053,2648366,2744529],[2153341,2648609,2812439],[2156665,2650650,2812462],[2164226,2524189,2814279],[2179872,2663939,2818781],[2181808,2538861,2819377],[2181963,2665275,2819429],[2183382,2665551,2757784],[2185854,2667319,2758553],[2209635,2556983,2825461],[2209790,2551715,2825513],[2225542,2684227,2685351],[2233202,2570272,2830280],[2238288,2574864,2831473],[2239879,2696076,2831735],[2243148,2697917,2832412],[2252342,2698686,2834439],[2252752,2698805,2834462],[2256594,2256733,2700396],[2257164,2700662,2836266],[2269252,2595932,2838232],[2269407,2711644,2838284],[2278929,2710568,2711920],[2279741,2712685,2789670],[2284000,2462921,2791241],[2284068,2715079,2841871],[2284223,2714628,2791285],[2284511,2714871,2791933],[2304704,2618065,2845694],[2306295,2615336,2845956],[2309564,2617177,2846633],[2317388,2728969,2729255],[2323884,2730915,2731858],[2332863,2636172,2850808],[2333018,2630904,2850860],[2335183,2637039,2851209],[2336672,2740731,2851413],[2337082,2740850,2851436],[2337885,2738786,2806937],[2348432,2742974,2853507],[2348501,2743055,2853520],[2359417,2651836,2855586],[2361008,2752211,2855848],[2364209,2527753,2814983],[2364277,2754052,2856525],[2364432,2750129,2815027],[2372213,2752720,2753844],[2373471,2754821,2818076],[2377723,2377862,2756531],[2378293,2756797,2820022],[2384423,2759664,2760338],[2396048,2674481,2862256],[2397537,2672238,2862460],[2397947,2672357,2862483],[2398750,2765606,2824853],[2407924,2768417,2768625],[2417326,2686447,2865253],[2418917,2683718,2865515],[2422118,2573836,2830984],[2422186,2685559,2866192],[2422341,2774520,2831028],[2424088,2690874,2866460],[2425318,2777982,2866585],[2425387,2778063,2866598],[2426096,2776381,2831810],[2436060,2779953,2868182],[2445593,2703301,2869732],[2446781,2593174,2837832],[2447082,2787487,2869936],[2447492,2787606,2869959],[2448295,2785542,2837624],[2450330,2450469,2785835],[2451241,2786098,2786384],[2457737,2788044,2788987],[2458911,2789811,2840790],[2468922,2793917,2794424],[2472035,2719371,2874178],[2474106,2720503,2721752],[2479136,2722824,2874842],[2480366,2720853,2874967],[2480435,2720934,2874980],[2481144,2798506,2846031],[2485986,2623125,2800219],[2489489,2728413,2876043],[2489520,2729093,2800960],[2497611,2732601,2876985],[2498799,2633414,2850408],[2499100,2730358,2877189],[2499510,2730477,2877212],[2500313,2805487,2850200],[2502348,2502487,2805780],[2504949,2806464,2807138],[2505231,2808584,2878018],[2505898,2807296,2851486],[2519276,2746158,2746804],[2523285,2524484,2814434],[2523383,2747009,2880341],[2523981,2652691,2856035],[2524613,2816229,2880466],[2524682,2816310,2880479],[2525391,2814628,2855923],[2528450,2815217,2815425],[2542644,2667503,2821087],[2542867,2667663,2759015],[2544279,2760176,2821984],[2546699,2760415,2883645],[2548878,2761492,2762488],[2551991,2674172,2863113],[2554062,2824380,2825054],[2554344,2761784,2884216],[2555011,2825212,2862533],[2559252,2678947,2826547],[2561955,2767828,2884953],[2562365,2767947,2884976],[2564436,2682588,2769079],[2566451,2567939,2685208],[2569368,2570567,2830435],[2569466,2771400,2885640],[2570064,2687302,2865702],[2570696,2769429,2885765],[2570765,2769510,2885778],[2571474,2830629,2865590],[2575947,2831523,2832030],[2581131,2777632,2778881],[2588169,2782351,2782989],[2591897,2593011,2837825],[2592740,2704208,2870103],[2593293,2839271,2888140],[2593960,2837983,2870009],[2596545,2786222,2838566],[2605824,2714154,2841459],[2607338,2716006,2792914],[2609373,2609512,2793197],[2610134,2717617,2843688],[2610296,2793844,2890394],[2612899,2794498,2890473],[2614549,2795263,2795949],[2616826,2617472,2846788],[2616969,2722177,2875344],[2619148,2845744,2846251],[2623468,2726373,2847331],[2625888,2800296,2891328],[2625957,2800377,2891341],[2628067,2729524,2801373],[2629665,2630770,2731491],[2632137,2633251,2850401],[2632980,2733508,2877356],[2633533,2801665,2891899],[2634200,2850559,2877262],[2637946,2806976,2851580],[2642545,2808292,2809288],[2645658,2742665,2852066],[2647729,2810765,2812014],[2648678,2812135,2812667],[2651984,2652919,2856143],[2658103,2751081,2815879],[2660118,2661606,2753701],[2663035,2664234,2818936],[2663731,2755795,2858895],[2665141,2757621,2820598],[2668198,2821626,2895168],[2670973,2761079,2822507],[2671135,2761041,2884078],[2673371,2674009,2863106],[2673738,2762868,2884488],[2675388,2824892,2862627],[2678516,2766193,2863247],[2678678,2825967,2895680],[2681281,2826621,2895759],[2682931,2768680,2827386],[2684455,2685420,2770449],[2686595,2687530,2865810],[2695289,2832869,2833555],[2697566,2698212,2832567],[2697709,2779306,2866962],[2699888,2834890,2835886],[2708807,2786653,2838979],[2710405,2711510,2788620],[2712877,2713991,2841452],[2713720,2790637,2872306],[2714940,2792161,2842822],[2720049,2795000,2890760],[2721873,2722405,2875452],[2726318,2846973,2898668],[2739466,2807879,2852103],[2739628,2807841,2877880],[2741864,2742502,2852059],[2742231,2809668,2878290],[2743881,2853783,2854469],[2751424,2815480,2856982],[2752948,2753913,2817249],[2755088,2756023,2859003],[2777178,2832606,2886306],[2779002,2779534,2867070] ] cell #5210 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421456,2159269],[1508262,2228245],[1601395,2300552],[1703492,2374916],[1725347,2389786],[1761510,2413174],[1793222,2434405],[1850598,2473379],[1881017,2491349],[1911618,2510312],[1926935,2520296],[1947781,2533700],[1994937,2560912],[2000155,2563709],[2029328,2580404],[2039756,2586494],[2059747,2598374],[2075064,2608358],[2108455,2624834],[2150647,2647002],[2153038,2648344],[2164366,2654579],[2169584,2657376],[2180012,2663466],[2185839,2667297],[2233342,2689190],[2243288,2693972],[2256493,2700206],[2267095,2705574],[2279726,2712663],[2281817,2713264],[2284208,2714606],[2309704,2725922],[2330706,2734874],[2337870,2738764],[2339819,2738889],[2364417,2750107],[2373348,2754676],[2377622,2756341],[2398735,2765584],[2400684,2765709],[2422326,2774498],[2423451,2774864],[2425973,2776236],[2448280,2785520],[2450229,2785645],[2458815,2789710],[2478499,2796989],[2481021,2798361],[2500298,2805465],[2502247,2805590],[2503486,2806104],[2505802,2807195],[2522746,2813111],[2525268,2814483],[2552599,2824020],[2554915,2825111],[2568829,2829112],[2571351,2830484],[2574718,2831259],[2591548,2836791],[2593864,2837882],[2612815,2844173],[2617919,2845480],[2631788,2849367],[2634104,2850458],[2651690,2855372],[2670136,2861158],[2686301,2865039],[2719225,2874059], [1226226,1989840,2558262],[1366736,2112862,2627077],[1465770,1971765,2548291],[1469873,2199071,2672853],[1563112,2271502,2707817],[1596398,2297720,2720649],[1628528,2113724,2627480],[1632631,2322299,2730973],[1633126,2117959,2629727],[1661000,2141194,2641958],[1665103,2345742,2741346],[1725215,2196877,2671867],[1750143,2215431,2680396],[1756513,2410342,2769225],[1760397,2223838,2684297],[1788225,2431573,2777778],[1798879,2254649,2699301],[1802982,2441242,2781833],[1820355,2272364,2708220],[1824458,2456152,2788102],[1824953,2276599,2710467],[1874916,2312630,2726918],[1880885,2320105,2729987],[1911486,2343548,2740360],[1921938,2517464,2810911],[1923952,2352305,2744342],[1936414,2362102,2748889],[1942784,2530868,2816025],[1946668,2370509,2752790],[1953438,2375778,2755436],[1957541,2540537,2820080],[1958036,2380013,2757683],[1994805,2213237,2679410],[2014533,2420011,2773280],[2025941,2428252,2776593],[2039624,2439048,2780847],[2041622,2439655,2700370],[2041692,2588281,2835490],[2045583,2590325,2836324],[2046078,2443557,2783051],[2053646,2446483,2784047],[2059615,2453958,2787116],[2070067,2605526,2841598],[2072081,2462715,2791098],[2073951,2464559,2792003],[2102075,2483300,2798718],[2127504,2498501,2803992],[2132972,2503621,2806127],[2138222,2645360,2853326],[2148556,2646401,2853639],[2152708,2352431,2648276],[2152906,2518964,2811497],[2153243,2519261,2812384],[2156673,2521210,2812509],[2164234,2359908,2747903],[2166197,2527547,2814840],[2179880,2538343,2819094],[2181878,2538950,2756505],[2181948,2665253,2859603],[2186334,2542852,2821298],[2204525,2552734,2824043],[2209775,2551693,2823730],[2233210,2417817,2772294],[2235173,2573630,2830841],[2237755,2574600,2831246],[2239864,2696054,2867515],[2243156,2584322,2834195],[2252219,2698541,2868239],[2252760,2585524,2834595],[2256266,2588046,2835967],[2256916,2587769,2835308],[2264142,2591683,2836814],[2269322,2596021,2785809],[2269392,2711622,2871849],[2283878,2462841,2714538],[2284076,2607026,2842184],[2284413,2607323,2843071],[2287843,2609272,2843196],[2304171,2617801,2845467],[2306280,2615314,2844743],[2309572,2477297,2796589],[2327753,2631923,2849390],[2332933,2636261,2805754],[2333003,2630882,2849077],[2335156,2637019,2851084],[2336549,2740586,2878647],[2337090,2643235,2852649],[2348405,2742954,2879225],[2348499,2646266,2853616],[2352099,2648582,2854707],[2358884,2651572,2855359],[2360205,2652233,2814408],[2360993,2752189,2881396],[2364087,2527673,2750039],[2364285,2661294,2858308],[2364622,2661591,2817498],[2373889,2662496,2858708],[2377395,2665018,2860080],[2378045,2664741,2859421],[2387911,2670271,2861181],[2396021,2674461,2862131],[2397414,2672093,2861553],[2397955,2549568,2823053],[2416793,2686183,2865026],[2418114,2686844,2830409],[2418902,2683696,2864302],[2421996,2573756,2774430],[2422194,2567627,2828712],[2422531,2567924,2770698],[2425291,2777962,2886825],[2425385,2695919,2867492],[2426514,2693555,2866945],[2436114,2698659,2868252],[2445449,2592180,2785144],[2445566,2703281,2869607],[2446248,2703574,2837650],[2446959,2787342,2888769],[2447500,2709497,2871172],[2450002,2711387,2840056],[2450652,2707006,2870546],[2458909,2712528,2872139],[2462509,2714844,2873230],[2466786,2717001,2793171],[2471502,2719107,2874046],[2477594,2722122,2846762],[2480339,2720833,2874338],[2480433,2615179,2844720],[2481562,2725505,2875327],[2489474,2728391,2875910],[2497467,2632420,2805089],[2497584,2732581,2876860],[2498266,2732874,2850226],[2498977,2730213,2876282],[2499518,2628757,2848400],[2502020,2630647,2802450],[2502670,2736306,2877799],[2505285,2740704,2878660],[2505896,2738629,2878252],[2522114,2750707,2856815],[2522978,2652098,2814400],[2523954,2747228,2856029],[2524586,2816209,2893985],[2524680,2752054,2881373],[2525809,2749690,2880826],[2527341,2753817,2857906],[2535409,2754794,2882133],[2538640,2755337,2818910],[2542522,2667423,2758765],[2543562,2759304,2883510],[2546672,2760395,2883588],[2551291,2673654,2825689],[2551458,2762569,2862931],[2554398,2672211,2861566],[2555009,2765449,2884450],[2561832,2767683,2884844],[2562373,2681197,2863732],[2568197,2682214,2827219],[2569061,2686709,2830401],[2570037,2771619,2865696],[2570669,2769409,2885136],[2570763,2683561,2864279],[2571892,2774081,2886125],[2573424,2685324,2828310],[2575126,2776153,2866789],[2576775,2776354,2886546],[2584619,2779251,2832541],[2588587,2702301,2782634],[2591140,2786357,2870696],[2591870,2703692,2837798],[2593347,2787460,2888782],[2593958,2785385,2888374],[2604492,2713160,2790623],[2605291,2790003,2841277],[2609695,2717352,2793435],[2610269,2793653,2890388],[2611780,2719024,2844017],[2613832,2795096,2874748],[2616519,2721987,2846754],[2616942,2796187,2875338],[2618327,2798278,2875171],[2619976,2798479,2891000],[2622751,2799185,2891193],[2625861,2800276,2891271],[2625955,2728256,2875887],[2630480,2631188,2731774],[2631380,2729228,2847924],[2632110,2732992,2850374],[2633587,2730331,2876295],[2634198,2805330,2892133],[2637430,2807111,2878156],[2644958,2742147,2807773],[2645125,2809369,2851884],[2648676,2745851,2812249],[2651279,2815311,2856786],[2653747,2814601,2893706],[2662728,2755202,2818902],[2663704,2818419,2858889],[2665559,2758436,2820881],[2668084,2759275,2821488],[2669393,2760311,2861062],[2671108,2822577,2884072],[2671675,2672619,2762486],[2673344,2762687,2863079],[2674872,2825027,2884354],[2678651,2825776,2895674],[2678945,2680162,2767600],[2681335,2767801,2884857],[2684901,2685418,2770563],[2685890,2768511,2827190],[2688358,2830602,2896286],[2691093,2831916,2866760],[2694572,2832702,2866366],[2697259,2779116,2832533],[2697682,2833793,2866956],[2699067,2780655,2835884],[2700716,2782324,2836085],[2711220,2711928,2788903],[2712850,2790121,2841425],[2714938,2792607,2842936],[2718541,2794310,2843988],[2719935,2795067,2844391],[2720476,2721244,2796103],[2723043,2846137,2875142],[2726204,2799156,2846835],[2726527,2727513,2800192],[2729522,2729795,2730739],[2731464,2731912,2802568],[2739601,2852173,2877874],[2740168,2741112,2809286],[2741837,2809487,2852032],[2743365,2810738,2854623],[2753394,2753911,2817363],[2756851,2820571,2860198],[2761378,2762003,2823234],[2766322,2767117,2826433],[2768834,2769052,2769820],[2777064,2832673,2867163],[2777605,2778373,2833709],[2780172,2834776,2868909],[2786651,2786924,2787868],[2788593,2789041,2840174],[2801089,2801259,2801884],[2808178,2808803,2852830],[2815634,2815852,2816620],[2838695,2838865,2839490] ] cell #5211 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291223,2048362],[1377785,2122220],[1471005,2199958],[1574161,2280860],[1596542,2297181],[1633763,2323186],[1666235,2346629],[1724906,2389469],[1756657,2409803],[1788369,2431034],[1804114,2442129],[1825590,2457039],[1875060,2487849],[1880576,2491032],[1911177,2509995],[1922082,2516925],[1942928,2530329],[1958673,2541424],[1994496,2560595],[2039315,2586177],[2041836,2587742],[2053790,2594874],[2059306,2598057],[2070211,2604987],[2076196,2609245],[2127648,2635114],[2138366,2640717],[2152597,2648027],[2163925,2654262],[2177322,2662469],[2179571,2663149],[2182092,2664714],[2209919,2678159],[2232901,2688873],[2240726,2693528],[2242847,2693655],[2269536,2706979],[2279140,2712349],[2283767,2714289],[2307142,2725478],[2309263,2725605],[2333147,2736279],[2334421,2736707],[2337284,2738450],[2361855,2749663],[2363976,2749790],[2373319,2754667],[2395286,2763527],[2398149,2765270],[2419764,2774054],[2421885,2774181],[2423273,2774826],[2425944,2776227],[2444831,2783463],[2447694,2785206],[2478321,2796951],[2480992,2798352],[2496849,2803408],[2499712,2805151],[2503457,2806095],[2522568,2813073],[2525239,2814474],[2546569,2822243],[2552570,2824011],[2568651,2829074],[2571322,2830475],[2591519,2836782],[2612637,2844135],[2631759,2849358],[2670107,2861149], [1099396,1869632,2622891],[1237275,1999198,2682354],[1335125,1850571,2473351],[1339266,2090713,2721518],[1432505,2168627,2750847],[1465914,2196850,2762365],[1498643,2000128,2563681],[1502784,2223811,2684269],[1503283,2004626,2566299],[1531501,2029301,2580376],[1535642,2249353,2778647],[1596406,2088334,2721570],[1622102,2108428,2624806],[1628672,2320078,2729401],[1632639,2117518,2629410],[1661144,2343521,2809165],[1672011,2150620,2646974],[1676152,2354122,2811780],[1693873,2169557,2657348],[1698014,2370482,2752762],[1698513,2174055,2659966],[1750287,2213210,2678824],[1756521,2221432,2682406],[1788233,2246974,2778699],[1799023,2439021,2835763],[1801093,2256466,2700178],[1813929,2267068,2705546],[1820499,2453931,2786530],[1824466,2276158,2710150],[1831366,2281790,2713236],[1835507,2464532,2791975],[1836006,2286288,2715854],[1874924,2106049,2622943],[1895565,2330679,2734846],[1907560,2339792,2738861],[1921946,2351743,2811832],[1924024,2352404,2648245],[1924096,2518937,2854796],[1928067,2521183,2812481],[1928566,2356590,2746652],[1936558,2359881,2747317],[1942792,2368103,2750899],[1953582,2538316,2818508],[1955652,2377595,2756313],[1957549,2379572,2757366],[1987588,2400657,2765681],[2014677,2417790,2771708],[2020490,2423424,2774836],[2026085,2584295,2833882],[2037066,2585497,2834567],[2041494,2256607,2587669],[2041700,2440680,2836076],[2042043,2440995,2782607],[2045591,2443116,2782734],[2053654,2264689,2703683],[2055689,2450202,2785617],[2070075,2462153,2790112],[2072153,2462814,2714507],[2072225,2606999,2873319],[2076695,2467000,2793408],[2096624,2478472,2796961],[2102219,2477270,2796276],[2127512,2328300,2732983],[2129547,2502220,2805562],[2132386,2503307,2806073],[2134696,2643208,2852621],[2138230,2514443,2809478],[2147970,2646087,2853585],[2148564,2515812,2810327],[2152344,2518675,2812070],[2153046,2518365,2854212],[2160746,2522719,2813083],[2166269,2527646,2750008],[2166341,2661267,2857995],[2181750,2377736,2664641],[2181956,2539975,2860189],[2182299,2540290,2820854],[2185847,2542411,2820981],[2203939,2552420,2823989],[2206249,2549541,2823025],[2209783,2393917,2762678],[2229722,2568802,2829084],[2235245,2573729,2774399],[2235317,2567600,2828399],[2237726,2574591,2831244],[2239278,2695740,2867461],[2239872,2581881,2833298],[2252190,2698532,2868237],[2252296,2585346,2834557],[2256237,2588017,2835958],[2263556,2591369,2836760],[2265004,2592153,2785113],[2265866,2709470,2871144],[2269194,2450343,2706906],[2269400,2602505,2840165],[2269743,2602820,2788876],[2279734,2603874,2841014],[2283514,2606737,2842757],[2284216,2606427,2872735],[2295014,2612788,2844145],[2304142,2617792,2845465],[2305694,2615000,2844689],[2306288,2474856,2795692],[2327167,2631609,2849336],[2328615,2632393,2805058],[2329477,2628730,2848372],[2332805,2502361,2736206],[2333011,2495480,2802559],[2333354,2495795,2731747],[2336520,2740577,2878645],[2336626,2643057,2852611],[2337878,2640236,2851839],[2348470,2646237,2853607],[2358716,2523298,2749219],[2358855,2651563,2855357],[2359619,2651919,2814179],[2360407,2751875,2881342],[2361001,2658853,2857411],[2363723,2661005,2817184],[2364425,2655924,2880967],[2373425,2662318,2858670],[2377366,2664989,2860071],[2381916,2667396,2758734],[2387325,2669957,2861127],[2394232,2673627,2825658],[2397385,2672084,2861551],[2397491,2549390,2823015],[2398743,2677678,2862886],[2407636,2681170,2863704],[2416625,2569381,2773610],[2416764,2686174,2865024],[2417528,2686530,2830180],[2418316,2683382,2864248],[2418910,2565186,2827815],[2421632,2567338,2770384],[2422334,2690535,2886266],[2425356,2695890,2867483],[2426050,2693377,2866907],[2444101,2707705,2838646],[2445105,2592002,2785104],[2446219,2703565,2837648],[2446930,2787333,2888767],[2447036,2709319,2871134],[2448288,2706498,2870362],[2449973,2711358,2840047],[2458880,2712499,2872130],[2462468,2713133,2790592],[2466658,2609386,2717077],[2467820,2717697,2873922],[2471473,2719098,2874044],[2476816,2616839,2799048],[2477008,2721808,2846533],[2480404,2615150,2844711],[2481098,2725327,2875289],[2488888,2728077,2875856],[2489482,2625758,2847590],[2496119,2626965,2801040],[2497123,2632242,2805049],[2498237,2732865,2850224],[2498948,2730204,2876280],[2499054,2628579,2848362],[2500306,2735798,2877615],[2501991,2630618,2802441],[2503940,2738348,2851660],[2505867,2738600,2878243],[2514758,2742120,2807742],[2519269,2650439,2746171],[2522085,2750678,2856806],[2522949,2652069,2814371],[2524651,2752025,2881364],[2525345,2749512,2880788],[2537151,2663048,2755766],[2538054,2755023,2818681],[2542860,2667780,2759028],[2543533,2759295,2883508],[2545363,2669855,2822064],[2547776,2761159,2862111],[2550947,2673476,2825649],[2551429,2762560,2862929],[2553053,2765168,2862707],[2554980,2765420,2884441],[2558150,2766273,2884720],[2561803,2767674,2884842],[2561909,2681019,2863694],[2567146,2567932,2685221],[2568168,2682185,2827210],[2569032,2686680,2830372],[2570734,2683532,2864270],[2571428,2773903,2886087],[2575097,2776124,2866780],[2583841,2697579,2776923],[2584033,2778937,2832312],[2588123,2701957,2782456],[2591013,2786207,2838612],[2593929,2785356,2888365],[2604148,2712982,2790583],[2605262,2789994,2841275],[2607331,2716701,2792927],[2610119,2717663,2793638],[2611751,2718995,2844008],[2613803,2795087,2874746],[2614495,2615633,2721706],[2616490,2721958,2846725],[2618298,2798249,2875162],[2622722,2799176,2891191],[2623079,2624552,2727975],[2625926,2728227,2875878],[2630136,2630724,2731596],[2631253,2729078,2801006],[2634169,2805301,2892124],[2637303,2806961,2851626],[2641443,2807959,2851064],[2644614,2741969,2807733],[2645096,2809360,2851882],[2646720,2743827,2811968],[2648647,2745822,2812220],[2660813,2661599,2753714],[2662699,2755173,2818873],[2665095,2758092,2820703],[2669266,2760161,2822030],[2670958,2761125,2822562],[2671646,2672590,2762457],[2674745,2824877,2862673],[2678501,2766239,2825761],[2678916,2680133,2767571],[2682542,2682877,2684015],[2684872,2685389,2770534],[2694543,2832693,2866364],[2695235,2696373,2778835],[2697230,2779087,2832504],[2699038,2780626,2835855],[2710876,2711464,2788725],[2714909,2792578,2842907],[2720326,2721117,2795953],[2726377,2727386,2800042],[2729493,2729766,2730710],[2739451,2807925,2852158],[2740139,2741083,2809257],[2743238,2810588,2854473],[2751035,2751370,2752508],[2753365,2753882,2817334],[2768684,2768902,2769693],[2777455,2778246,2833559],[2786622,2786895,2787839],[2815484,2815702,2816493] ] cell #5212 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2119171],[2197139],[2213499],[2225066],[2260096],[2277811],[2297931],[2312841],[2320367],[2323408],[2343810],[2355377],[2371737],[2381225],[2382859],[2389983],[2403387],[2410553],[2431784],[2439310],[2442351],[2454220],[2457261],[2465787],[2467172],[2472542],[2484422],[2491546],[2510509],[2517675],[2531079],[2541646],[2579567],[2586691],[2598571], [956888,2195905],[1111447,2319133],[1116309,2322775],[1143159,2342576],[1226760,2402612],[1231889,2405505],[1242919,2412424],[1281798,2438076],[1303274,2452986],[1308136,2456628],[1356141,2484991],[1367270,2490771],[1372399,2493664],[1414054,2352172],[1414244,2152865],[1421990,2523138],[1427119,2526031],[1438149,2532950],[1444556,2537371],[1449418,2541013],[1470407,2550513],[1486348,2558330],[1497667,2563441],[1508796,2569221],[1513925,2572114],[1526910,2578579],[1544694,2256688],[1549526,2590801],[1552517,2592016],[1563646,2597796],[1568775,2600689],[1577572,2462582],[1577762,2284035],[1579805,2607608],[1600756,2616123],[1601929,2616679],[1613472,2621780],[1627244,2627145],[1638563,2632256],[1648538,2637532],[1665637,2644180],[1675885,2355678],[1678491,2650714],[1689282,2527414],[1689472,2364244],[1692897,2657108],[1704026,2662888],[1707066,2377817],[1709155,2665781],[1711898,2542980],[1727599,2672729],[1729092,2672921],[1730535,2673490],[1733859,2674974],[1762044,2685061],[1763495,2225367],[1773587,2573497],[1773777,2422153],[1775363,2691110],[1792583,2696863],[1793756,2697419],[1797181,2699177],[1801827,2442005],[1803516,2701523],[1805299,2702520],[1807893,2591242],[1808977,2446816],[1816032,2450424],[1819071,2707885],[1830390,2712996],[1835240,2466088],[1837846,2609121],[1852816,2474696],[1853117,2721346],[1858484,2723060],[1883269,2730849],[1886205,2731610],[1886809,2323062],[1889529,2631482],[1890613,2498834],[1897668,2502442],[1899213,2503385],[1913870,2741222],[1915363,2741414],[1916806,2741983],[1919829,2515652],[1920130,2743467],[1924621,2520163],[1926296,2745455],[1927469,2746011],[1929922,2651296],[1931301,2360170],[1931602,2524439],[1948315,2753554],[1949766,2372038],[1951740,2661974],[1956386,2541300],[1960048,2542679],[1968025,2669495],[1973458,2762020],[1973804,2549404],[1977212,2552026],[1979241,2552498],[1996149,2680272],[1998029,2408530],[2002373,2565026],[2002674,2769922],[2006086,2413041],[2008041,2685907],[2009420,2418079],[2009721,2570522],[2025322,2692630],[2031546,2581721],[2031847,2778475],[2037214,2780189],[2037560,2585360],[2042008,2781709],[2043501,2781901],[2044944,2782470],[2047342,2591447],[2048238,2592678],[2048584,2446694],[2061999,2787978],[2064935,2788739],[2065539,2456915],[2067958,2603714],[2069343,2605859],[2072750,2608225],[2075598,2792767],[2076398,2609467],[2080401,2470557],[2083096,2718558],[2088763,2615078],[2091968,2477559],[2092269,2617427],[2101456,2724580],[2109683,2625598],[2109984,2727615],[2111740,2490215],[2115417,2801901],[2115763,2628593],[2121200,2631687],[2122096,2632918],[2122442,2498712],[2137153,2640076],[2142887,2808820],[2143233,2643071],[2146641,2645693],[2148670,2646165],[2159136,2523913],[2165578,2748765],[2167458,2529056],[2171802,2658693],[2172103,2816722],[2175515,2533567],[2177816,2662332],[2178849,2538605],[2179150,2664189],[2182264,2819956],[2185200,2820717],[2187590,2759523],[2189613,2545853],[2192101,2670035],[2199834,2673676],[2200180,2551904],[2208706,2677518],[2216194,2767134],[2216540,2681033],[2218053,2562872],[2221861,2683460],[2228112,2569996],[2234554,2773156],[2239041,2577582],[2242082,2693391],[2247403,2695818],[2250608,2584584],[2250909,2698167],[2268323,2706338],[2269708,2840692],[2270380,2597240],[2274057,2839507],[2274403,2709333],[2280736,2713658],[2281082,2605737],[2289434,2718043],[2290765,2612082],[2295908,2719858],[2300419,2616901],[2305457,2620783],[2308498,2725341],[2310818,2799404],[2315329,2728155],[2331934,2735638],[2333319,2803086],[2336284,2639520],[2346505,2742169],[2346851,2645571],[2363211,2749526],[2364724,2656539],[2368532,2751953],[2374783,2663663],[2388652,2670912],[2397149,2676962],[2402056,2766619],[2421120,2773917],[2424618,2692822],[2429761,2776987],[2434272,2697641],[2479666,2724772],[2509178,2739405], [503708,1681578,2651997],[564573,1765883,2686608],[631976,1855655,2721886],[711244,1952154,2755101],[730623,1972241,2761505],[763146,2005212,2770462],[790616,2034385,2779015],[840222,2087284,2795315],[870879,2114200,2801386],[900052,2141670,2808305],[913638,2155704,2812148],[932575,2174641,2817262],[982596,2215907,2826560],[988351,2220382,2827438],[1018952,2245924,2832921],[1029618,2255125,2834903],[1049609,2272840,2838992],[1063195,2286874,2842835],[1105040,2314712,2847383],[1153776,2350693,2853835],[1156405,2153166,2811608],[1168867,2362578,2856156],[1174622,2367053,2857034],[1185288,2376254,2859016],[1190403,1959858,2667164],[1254188,2420487,2865823],[1267104,2428728,2867083],[1284031,2256342,2835418],[1296867,2448565,2870155],[1311326,2068259,2712222],[1313891,2461103,2872358],[1316520,2284336,2842295],[1353150,2483776,2875465],[1383429,2500583,2877408],[1393849,2137454,2737988],[1396455,2507934,2878342],[1429862,2364545,2858419],[1441098,2177470,2754400],[1446789,2377471,2859531],[1480655,2209007,2764808],[1483261,2557047,2884540],[1516668,2422454,2828823],[1518792,2575236,2886510],[1523438,2241736,2775687],[1557367,2268624,2784744],[1559973,2450078,2871777],[1571821,2279840,2712427],[1605354,2618437,2890964],[1610000,2308152,2797812],[1643413,2332235,2804689],[1646019,2502096,2849005],[1648237,2334261,2806323],[1653029,2338772,2738528],[1681164,2522224,2881078],[1685810,2362865,2813934],[1733558,2395126,2824239],[1738350,2399637,2765348],[1765469,2568307,2863984],[1770115,2420774,2829935],[1775709,2423287,2775172],[1807592,2444671,2837010],[1812384,2449182,2785284],[1846592,2611890,2874023],[1858830,2478335,2797297],[1889228,2496689,2849586],[1894020,2501200,2805229],[1930268,2522582,2813419],[1967724,2546409,2861248],[2008387,2568665,2829420],[2083442,2612651,2844311] ] cell #5213 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [499413],[612035],[701107],[772660],[803462],[879596],[917374],[942089],[962858],[997402],[1037743],[1058326],[1084578],[1117417],[1120864],[1149129],[1183673],[1206169],[1211060],[1243933],[1276405],[1287768],[1309244],[1312691],[1335398],[1368541],[1373432],[1401399],[1406290],[1417301],[1439163],[1450526],[1465503],[1492420],[1498916],[1531774],[1542925],[1547816],[1564917],[1569808],[1580819],[1582502],[1622375],[1628261],[1660733],[1672284],[1674585],[1687650],[1694146],[1705297],[1710188],[1711323],[1749876],[1771955],[1784417],[1798612],[1801366],[1814202],[1820088],[1828612],[1831639],[1833940],[1837725],[1867538],[1895838],[1904872],[1907833],[1923685],[1936147],[1938976],[1950725],[1953171],[1955925],[1984900],[1987861],[2014266],[2017095],[2023317],[2025674],[2053001],[2055962],[2066537],[2071814],[2099451],[2101808],[2126859],[2129820],[2131337],[2134802],[2163573],[2165930],[2202890],[2206355],[2232549],[2234906],[2236490],[2262507],[2265972],[2302906],[2326118],[2329583],[2357619],[2387064],[2415528],[2470948] ] cell #5214 : |C| = 621 W-rep = phi[216,16]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 189 tau_infinity subcells with 1 member(s) 216 tau_infinity subcells with 2 member(s) subcells = [ [1117473],[1206247],[1244083],[1244652],[1287824],[1309300],[1320403],[1335461],[1368619],[1373265],[1373569],[1401477],[1417451],[1418020],[1439313],[1439882],[1450582],[1451409],[1465257],[1492498],[1495454],[1498979],[1503678],[1531837],[1543003],[1547649],[1547953],[1564995],[1569641],[1569945],[1580969],[1581538],[1581702],[1586934],[1592988],[1622438],[1625391],[1628015],[1660487],[1668822],[1672347],[1677046],[1690684],[1694209],[1698908],[1701999],[1710021],[1710325],[1714846],[1716093],[1726203],[1747049],[1749630],[1753103],[1778761],[1779801],[1781160],[1784815],[1795742],[1798366],[1817218],[1819842],[1828177],[1836401],[1841986],[1851772],[1861882],[1862922],[1864281],[1868073],[1870516],[1871763],[1881873],[1885351],[1901117],[1902364],[1903354],[1904437],[1912474],[1918528],[1933320],[1934360],[1935719],[1939374],[1950301],[1962330],[1972606],[1981145],[1982392],[1983382],[1984465],[1991543],[2001329],[2004442],[2011439],[2012479],[2013838],[2020716],[2021646],[2022893],[2030502],[2040612],[2043011],[2049246],[2050493],[2051483],[2052566],[2060603],[2064081],[2086574],[2092997],[2096850],[2097780],[2099027],[2110712],[2114565],[2117732],[2120174],[2123104],[2124351],[2125341],[2126424],[2142035],[2151821],[2153894],[2160972],[2161902],[2163149],[2170758],[2173871],[2180868],[2183267],[2184346],[2193075],[2197204],[2201159],[2213564],[2217519],[2226095],[2229948],[2230878],[2232125],[2245214],[2251637],[2255490],[2257667],[2261099],[2273205],[2276372],[2278814],[2282991],[2285064],[2286104],[2289525],[2297999],[2301393],[2312909],[2316303],[2320432],[2324387],[2343875],[2347830],[2356406],[2372766],[2376619],[2378796],[2379786],[2382799],[2388743],[2389966],[2402147],[2403370],[2410621],[2431852],[2435246],[2439375],[2443330],[2454285],[2458240],[2472482],[2484362],[2491529],[2509269],[2510492],[2517743],[2531147],[2579507],[2586674],[2598554], [499469,1156373],[533232,1467838],[590482,1284472],[612091,1316488],[654361,1630596],[679903,1663068],[689629,1413850],[701163,1429830],[713710,1447230],[753094,1751105],[772716,1516636],[795286,1540205],[803518,1558515],[809298,1560414],[813001,1822423],[822727,1577368],[859660,1870142],[874413,1885929],[879652,1644561],[885432,1646460],[917524,1687728],[918093,1687802],[922523,1937376],[924036,1689078],[937245,1702577],[942145,1451188],[962914,1742677],[976738,1990019],[987798,1999708],[997552,1772033],[998121,1772107],[1002551,2015495],[1004064,1773383],[1014811,1782817],[1036310,1806847],[1037576,1813408],[1037880,1814265],[1038390,2048872],[1053143,2064659],[1058382,1576162],[1064162,1582142],[1084090,2091223],[1084728,1867616],[1085297,1867690],[1096447,1865938],[1110451,2113041],[1119431,1888483],[1120697,1895044],[1121001,1895901],[1121511,2122730],[1131893,1900743],[1149185,1657356],[1160612,1929338],[1162608,1935901],[1163009,2159448],[1174069,2169137],[1183823,1705375],[1184392,1705449],[1188822,2184924],[1190335,1711137],[1198551,1966049],[1210137,2199250],[1210893,1987067],[1211197,1987924],[1211707,2200468],[1216198,1980771],[1245933,2007457],[1247929,2014020],[1248330,2228424],[1258728,2019192],[1275917,2249863],[1276555,1784495],[1277124,1784569],[1288274,2044668],[1288951,2046803],[1302278,2271681],[1311258,1828426],[1312524,1830845],[1312828,1831702],[1313338,2281370],[1327127,2081650],[1331936,2093888],[1338931,2090293],[1340160,2101562],[1340561,2300731],[1344774,2095326],[1360923,2108008],[1374079,2323696],[1375513,2120661],[1388498,2131759],[1393781,1904686],[1405367,2345921],[1406123,1907039],[1406427,1907896],[1406937,2347139],[1411428,2150200],[1416813,2354632],[1441163,1950026],[1443159,1952925],[1443560,2375095],[1455076,2190187],[1457867,2190774],[1462633,2202016],[1466154,2389860],[1468783,2198388],[1475304,2203312],[1480587,1984714],[1490645,2214748],[1502449,2223391],[1504079,2413353],[1523503,2022618],[1528312,2017754],[1535307,2248933],[1536536,2025428],[1536937,2434584],[1541150,2253966],[1546893,2441421],[1548463,2442639],[1557299,2052815],[1570455,2457549],[1571889,2066657],[1585851,2291720],[1596358,2298505],[1599149,2299092],[1610065,2098752],[1617834,2313415],[1620625,2314002],[1628912,2491423],[1631541,2321616],[1643345,2126673],[1650306,2131172],[1653097,2134922],[1657863,2130463],[1661384,2510386],[1664013,2345059],[1670534,2349983],[1675817,2154143],[1677447,2520475],[1685875,2162874],[1697679,2370062],[1699309,2533879],[1710835,2541934],[1725120,2390938],[1735627,2202725],[1738418,2206475],[1745966,2404342],[1750527,2560986],[1756473,2411127],[1759264,2411714],[1763427,2226344],[1770180,2231850],[1777678,2236644],[1788185,2432358],[1790976,2432945],[1799263,2586568],[1801892,2257392],[1809661,2262342],[1812452,2266092],[1820739,2598448],[1823368,2455469],[1835172,2285313],[1836802,2608537],[1860799,2303060],[1874876,2488462],[1880790,2492501],[1886874,2324112],[1891297,2325953],[1894088,2329703],[1911391,2511464],[1921898,2349396],[1924689,2353146],[1932237,2357773],[1936798,2654653],[1942744,2531653],[1945535,2532240],[1949698,2373015],[1953822,2663540],[1956451,2378521],[1968753,2386899],[1994710,2561432],[1998094,2408629],[2006154,2414015],[2010356,2415682],[2014917,2689264],[2026325,2694046],[2039529,2436913],[2053606,2595487],[2059520,2599526],[2065604,2457965],[2070027,2459806],[2072818,2463556],[2080466,2470656],[2084421,2471102],[2102459,2725996],[2111808,2490306],[2127464,2635727],[2138182,2507425],[2164139,2655099],[2167523,2529155],[2175583,2534541],[2179785,2536208],[2189681,2545944],[2209735,2556538],[2218036,2562812],[2233115,2689710],[2239106,2577681],[2243061,2578127],[2270448,2597331],[2290748,2612022],[2305522,2620882],[2309477,2621328],[2336352,2639611],[2364707,2656479],[2397217,2677053],[2424601,2692762],[2479649,2724712] ] cell #5215 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2119239],[2197073],[2213433],[2224935],[2260164],[2277879],[2288575],[2297867],[2312777],[2320301],[2323284],[2343744],[2355246],[2371606],[2381293],[2382790],[2389957],[2403361],[2410489],[2431720],[2439244],[2442227],[2454154],[2457137],[2465656],[2472473],[2484353],[2491520],[2510483],[2517611],[2531015],[2541522],[2579498],[2586665],[2598545], [956971,1724823],[976711,1989997],[1110424,2113019],[1111530,1880493],[1116305,1885324],[1143242,1911094],[1207148,2199369],[1210110,2199228],[1229010,1990138],[1231972,1994413],[1242987,2004099],[1281881,2039232],[1302251,2271659],[1303357,2059223],[1308132,2064054],[1336395,2299984],[1358387,2104393],[1369520,2113160],[1372482,2117435],[1402378,2346040],[1405340,2345899],[1414137,2152514],[1414312,1924054],[1424240,2159567],[1427202,2163842],[1438217,2173528],[1444639,2179488],[1449414,2184319],[1499913,2219776],[1511046,2228543],[1514008,2232818],[1526993,2242764],[1532771,2433837],[1543904,2441540],[1544777,2041598],[1546866,2441399],[1549522,2261072],[1554763,2263033],[1565896,2271800],[1568858,2276075],[1577655,2283684],[1577830,2072183],[1579873,2285761],[1603059,2300850],[1613555,2309180],[1640809,2326644],[1648621,2334338],[1673281,2519728],[1675564,2520594],[1675881,2355761],[1678559,2356063],[1689365,2363893],[1689540,2166299],[1695143,2366447],[1706276,2375214],[1707149,2181854],[1709238,2379489],[1711894,2382201],[1727667,2391118],[1731675,2393049],[1733942,2395203],[1763174,2413472],[1763491,2225450],[1773670,2421802],[1773845,2235275],[1775368,2423080],[1794886,2434703],[1797249,2437093],[1801481,2587826],[1801761,2442010],[1802363,2589757],[1805382,2443033],[1807976,2444748],[1809045,2265034],[1816115,2269298],[1832636,2460497],[1834919,2608656],[1835236,2466171],[1837914,2466473],[1852685,2474701],[1853200,2474773],[1858489,2478128],[1883337,2492681],[1886743,2323067],[1887345,2494612],[1889612,2496766],[1890681,2328645],[1897751,2332909],[1899206,2503316],[1913938,2511644],[1917946,2513575],[1919698,2515657],[1920213,2515729],[1924557,2520156],[1929927,2522375],[1931170,2360104],[1931685,2360181],[1949445,2533998],[1949762,2372121],[1951808,2536388],[1956040,2664798],[1956320,2541305],[1956922,2666729],[1960116,2381946],[1968108,2546486],[1973463,2549197],[1973680,2549397],[1977280,2394262],[1979234,2552429],[1996217,2561612],[1997963,2408535],[2002242,2565031],[2002757,2565103],[2006022,2413034],[2008046,2568458],[2009289,2418013],[2009804,2418090],[2025390,2578307],[2031415,2581726],[2031930,2581798],[2037219,2585153],[2037436,2585353],[2047335,2591378],[2048243,2446146],[2048460,2446630],[2056077,2707063],[2062067,2599706],[2065473,2456920],[2066075,2601637],[2067827,2603719],[2069411,2462498],[2072686,2608218],[2076481,2466762],[2080335,2470562],[2083101,2612444],[2088756,2615009],[2091837,2477493],[2092352,2477570],[2101524,2621508],[2109552,2625603],[2110067,2625675],[2111676,2490208],[2115422,2628386],[2115639,2628586],[2121193,2631618],[2122101,2498164],[2122318,2498648],[2129935,2736363],[2137022,2640081],[2142892,2642864],[2143109,2643064],[2146709,2514788],[2148663,2646096],[2159129,2523887],[2165646,2655279],[2167392,2529061],[2171671,2658698],[2172186,2658770],[2175451,2533560],[2177692,2662325],[2178718,2538539],[2179233,2538616],[2187595,2668617],[2189549,2545846],[2192094,2669966],[2199839,2551356],[2200056,2551840],[2208575,2677523],[2216199,2680826],[2216416,2681026],[2218027,2562803],[2221854,2683391],[2228105,2569970],[2234622,2689890],[2238975,2577587],[2241958,2693384],[2247396,2695749],[2250477,2584518],[2250992,2584595],[2268192,2706343],[2270316,2597233],[2274062,2709126],[2274279,2709326],[2280741,2605189],[2280958,2605673],[2289427,2718017],[2290739,2612013],[2295913,2613530],[2300412,2616875],[2305391,2620788],[2308374,2725334],[2310823,2726737],[2315322,2728086],[2331803,2735643],[2336220,2639513],[2346510,2645023],[2346727,2645507],[2363087,2749519],[2364698,2656470],[2368525,2751884],[2374776,2663637],[2388645,2670886],[2397085,2676955],[2402049,2766593],[2420996,2773910],[2424592,2692753],[2429766,2694270],[2434265,2697615],[2479640,2724703],[2509171,2739379], [503704,1162982,2159426],[564569,1248303,2228402],[631972,1340534,2300709],[711240,1443533,2375073],[730619,1466127,2389838],[763142,1504052,2413331],[790612,1536910,2434562],[840290,1596015,2473380],[870875,1628885,2491401],[900048,1661357,2510364],[913634,1677420,2520453],[932571,1699282,2533857],[982592,1750500,2560964],[988419,1756130,2563710],[1019020,1787842,2580405],[1029614,1799236,2586546],[1049605,1820712,2598426],[1063191,1836775,2608515],[1105108,1874533,2624835],[1153844,1921555,2647003],[1156401,1924309,2648396],[1168863,1936771,2654631],[1174690,1942401,2657377],[1185284,1953795,2663518],[1190399,1959941,2542328],[1254184,2014890,2689242],[1267100,2026298,2694024],[1284099,2041309,2700207],[1296935,2053263,2705575],[1311322,2068342,2603791],[1313959,2069684,2713265],[1316516,2072438,2714658],[1353146,2102432,2725974],[1383497,2127121,2734875],[1393845,2137537,2640153],[1396523,2137839,2738890],[1429858,2166554,2750159],[1441032,2177475,2662125],[1446857,2181565,2756342],[1480651,2209090,2677595],[1483329,2209392,2765710],[1516664,2235530,2774550],[1518860,2236824,2774865],[1523372,2241741,2693184],[1557363,2268707,2706415],[1560041,2269009,2785646],[1571757,2279833,2712358],[1605422,2303240,2796990],[1609934,2308157,2725134],[1643409,2332318,2735715],[1646087,2332620,2805591],[1648106,2334266,2737110],[1652965,2338765,2738459],[1681232,2357953,2813112],[1685744,2362870,2749319],[1733427,2395131,2763930],[1738286,2399630,2765279],[1765537,2415862,2829113],[1770049,2420779,2773710],[1775585,2423280,2775146],[1807461,2444676,2783866],[1812320,2449175,2785215],[1846660,2471282,2844174],[1858706,2478328,2797271],[1889097,2496694,2803811],[1893956,2501193,2805160],[1930144,2522575,2813393],[1967593,2546414,2822428],[2008263,2568658,2829394],[2083318,2612644,2844285] ] cell #5216 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2119170],[2197138],[2213498],[2225065],[2260095],[2277810],[2297928],[2312838],[2320366],[2323405],[2343809],[2355376],[2371736],[2381224],[2382794],[2389961],[2403365],[2410550],[2431781],[2439309],[2442348],[2454219],[2457258],[2465786],[2467171],[2472477],[2484357],[2491524],[2510487],[2517672],[2531076],[2541643],[2579502],[2586669],[2598549], [956887,2195903],[1111446,2319131],[1116308,2322774],[1143158,2342574],[1226759,2402611],[1231888,2405503],[1242918,2412423],[1281797,2438074],[1303273,2452984],[1308135,2456627],[1356140,2484989],[1367269,2490770],[1372398,2493662],[1414053,2352170],[1414243,2152864],[1421989,2523137],[1427118,2526029],[1438148,2532949],[1444555,2537369],[1449417,2541012],[1470406,2550512],[1486347,2558265],[1497666,2563439],[1508795,2569220],[1513924,2572112],[1526909,2578577],[1544693,2256685],[1549525,2590800],[1552516,2592014],[1563645,2597795],[1568774,2600687],[1577571,2462580],[1577761,2284034],[1579804,2607607],[1600755,2616121],[1601928,2616678],[1613471,2621778],[1627243,2627080],[1638562,2632254],[1648537,2637530],[1665636,2644179],[1675884,2355677],[1678490,2650713],[1689281,2527412],[1689471,2364243],[1692896,2657106],[1704025,2662887],[1707065,2377814],[1709154,2665779],[1711897,2542979],[1727598,2672728],[1729091,2672856],[1730534,2673488],[1733858,2674972],[1762043,2685060],[1763494,2225366],[1773586,2573495],[1773776,2422152],[1775362,2691109],[1792582,2696861],[1793755,2697418],[1797180,2699176],[1801826,2442004],[1803515,2701522],[1805298,2702518],[1807892,2591240],[1808976,2446815],[1816031,2450421],[1819070,2707820],[1830389,2712994],[1835239,2466087],[1837845,2609120],[1852815,2474695],[1853116,2721344],[1858483,2723059],[1883268,2730848],[1886204,2731608],[1886808,2323061],[1889528,2631480],[1890612,2498833],[1897667,2502439],[1899211,2503320],[1913869,2741221],[1915362,2741349],[1916805,2741981],[1919828,2515651],[1920129,2743465],[1924618,2520161],[1926295,2745453],[1927468,2746010],[1929921,2651295],[1931300,2360169],[1931601,2524436],[1948314,2753553],[1949765,2372037],[1951739,2661973],[1956385,2541299],[1960047,2542678],[1968024,2669493],[1973457,2762019],[1973801,2549402],[1977211,2552025],[1979239,2552433],[1996148,2680271],[1998028,2408529],[2002372,2565025],[2002673,2769920],[2006083,2413039],[2008040,2685906],[2009419,2418078],[2009720,2570519],[2025321,2692629],[2031545,2581720],[2031846,2778473],[2037213,2780188],[2037557,2585358],[2042007,2781708],[2043500,2781836],[2044943,2782468],[2047340,2591382],[2048237,2592677],[2048581,2446691],[2061998,2787977],[2064934,2788737],[2065538,2456914],[2067957,2603713],[2069342,2605858],[2072747,2608223],[2075597,2792766],[2076397,2609464],[2080400,2470556],[2083095,2718557],[2088761,2615013],[2091967,2477558],[2092268,2617424],[2101455,2724579],[2109682,2625597],[2109983,2727613],[2111737,2490213],[2115416,2801900],[2115760,2628591],[2121198,2631622],[2122095,2632917],[2122439,2498709],[2137152,2640075],[2142886,2808819],[2143230,2643069],[2146640,2645692],[2148668,2646100],[2159134,2523891],[2165577,2748764],[2167457,2529055],[2171801,2658692],[2172102,2816720],[2175512,2533565],[2177813,2662330],[2178848,2538604],[2179149,2664186],[2182263,2819955],[2185199,2820715],[2187589,2759522],[2189610,2545851],[2192099,2669970],[2199833,2673675],[2200177,2551901],[2208705,2677517],[2216193,2767133],[2216537,2681031],[2218031,2562807],[2221859,2683395],[2228110,2569974],[2234553,2773155],[2239040,2577581],[2242079,2693389],[2247401,2695753],[2250607,2584583],[2250908,2698164],[2268322,2706337],[2269707,2840691],[2270377,2597238],[2274056,2839506],[2274400,2709331],[2280735,2713657],[2281079,2605734],[2289432,2718021],[2290743,2612017],[2295907,2719857],[2300417,2616879],[2305456,2620782],[2308495,2725339],[2310817,2799403],[2315327,2728090],[2331933,2735637],[2333318,2803085],[2336281,2639518],[2346504,2742168],[2346848,2645568],[2363208,2749524],[2364702,2656474],[2368530,2751888],[2374781,2663641],[2388650,2670890],[2397146,2676960],[2402054,2766597],[2421117,2773915],[2424596,2692757],[2429760,2776986],[2434270,2697619],[2479644,2724707],[2509176,2739383], [503707,1681577,2651932],[564572,1765882,2686543],[631975,1855654,2721821],[711243,1952153,2755036],[730622,1972240,2761483],[763145,2005211,2770397],[790615,2034384,2778950],[840221,2087283,2795314],[870878,2114199,2801364],[900051,2141669,2808283],[913637,2155703,2812083],[932574,2174640,2817197],[982595,2215906,2826538],[988350,2220381,2827437],[1018951,2245923,2832920],[1029617,2255124,2834881],[1049608,2272839,2838970],[1063194,2286873,2842770],[1105039,2314711,2847382],[1153775,2350692,2853834],[1156404,2153165,2811606],[1168866,2362577,2856134],[1174621,2367052,2857033],[1185287,2376253,2858994],[1190402,1959857,2667162],[1254187,2420486,2865801],[1267103,2428727,2867061],[1284030,2256341,2835417],[1296866,2448564,2870154],[1311325,2068258,2712220],[1313890,2461102,2872357],[1316519,2284335,2842293],[1353149,2483775,2875443],[1383428,2500582,2877407],[1393848,2137453,2737986],[1396454,2507933,2878341],[1429861,2364544,2858417],[1441097,2177469,2754399],[1446788,2377470,2859530],[1480654,2209006,2764806],[1483260,2557046,2884539],[1516667,2422453,2828821],[1518791,2575235,2886509],[1523437,2241735,2775686],[1557366,2268623,2784742],[1559972,2450077,2871776],[1571818,2279838,2712362],[1605353,2618436,2890963],[1609999,2308151,2797811],[1643412,2332234,2804687],[1646018,2502095,2849004],[1648236,2334260,2806322],[1653026,2338770,2738463],[1681163,2522223,2881077],[1685809,2362864,2813933],[1733557,2395125,2824238],[1738347,2399635,2765283],[1765468,2568306,2863983],[1770114,2420773,2829934],[1775706,2423285,2775150],[1807591,2444670,2837009],[1812381,2449180,2785219],[1846591,2611889,2874022],[1858827,2478333,2797275],[1889227,2496688,2849585],[1894017,2501198,2805164],[1930265,2522580,2813397],[1967723,2546408,2861247],[2008384,2568663,2829398],[2083439,2612649,2844289] ] cell #5217 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [690037],[797210],[823135],[910856],[924444],[939169],[959238],[1004472],[1027106],[1040707],[1045238],[1060413],[1113797],[1123828],[1128359],[1145509],[1165458],[1165844],[1170142],[1182776],[1190743],[1212945],[1233160],[1250779],[1251165],[1255463],[1265632],[1289687],[1293279],[1293806],[1305624],[1315655],[1320186],[1341904],[1342290],[1351678],[1356376],[1373670],[1376249],[1379841],[1380368],[1389234],[1408175],[1419394],[1423487],[1428390],[1446009],[1446395],[1450693],[1458603],[1471941],[1472468],[1476040],[1486368],[1497902],[1506200],[1510293],[1515196],[1519226],[1538280],[1538666],[1548054],[1549992],[1552752],[1570046],[1572625],[1576217],[1576744],[1588764],[1593431],[1599885],[1600991],[1602306],[1605788],[1621361],[1627264],[1636038],[1638798],[1648954],[1653833],[1667171],[1667698],[1671270],[1681598],[1693132],[1701430],[1705523],[1710426],[1715289],[1717854],[1722371],[1728033],[1729112],[1730770],[1734275],[1739154],[1748879],[1760000],[1765903],[1780591],[1785258],[1791712],[1792818],[1794133],[1797615],[1813188],[1819091],[1827865],[1830625],[1841474],[1850968],[1853533],[1855675],[1863712],[1870959],[1873524],[1883703],[1886440],[1894824],[1901560],[1904125],[1908642],[1914304],[1915383],[1917041],[1920546],[1925425],[1926531],[1935150],[1946271],[1952174],[1972094],[1972261],[1981588],[1984153],[1991031],[2000525],[2003090],[2005232],[2006890],[2013269],[2020204],[2029698],[2032263],[2034405],[2042442],[2043521],[2045179],[2049689],[2052254],[2062433],[2065170],[2073554],[2096338],[2108825],[2114053],[2114220],[2119605],[2123547],[2126112],[2141523],[2141690],[2151017],[2153582],[2155724],[2160460],[2169954],[2172519],[2174661],[2176319],[2182698],[2185435],[2193518],[2215760],[2215927],[2219332],[2225783],[2229436],[2254978],[2255145],[2267465],[2272693],[2272860],[2278245],[2282187],[2284752],[2286894],[2293387],[2294728],[2318181],[2331076],[2340189],[2362431],[2362598],[2366003],[2372454],[2376107],[2376274],[2386401],[2401054],[2408194],[2420340],[2420507],[2427240],[2428581],[2428748],[2452034],[2470221],[2482288],[2483629],[2483796],[2506927],[2528720],[2556040],[2577246],[2620447], [958341,1466317],[979187,1750690],[1080503,1596730],[1101979,1875248],[1112900,1629075],[1116484,1375317],[1144612,1661547],[1206395,1724636],[1228257,1994226],[1239858,1756845],[1243218,1505422],[1243604,1505808],[1272330,1788557],[1283251,1799426],[1285795,1549701],[1304727,1820902],[1308311,1571693],[1320320,1320365],[1331624,1847904],[1353616,2102865],[1368767,1880306],[1372150,1634699],[1372677,1635226],[1401625,1910907],[1413226,1922270],[1415507,1678790],[1415893,1679176],[1435088,1943116],[1438448,1700652],[1438834,1701038],[1448553,1449593],[1451306,1451356],[1453724,2188007],[1454764,1962940],[1495142,1997461],[1495377,1753546],[1502563,1762421],[1528000,2026634],[1543151,2039045],[1545428,1805050],[1545955,1805577],[1565143,2059036],[1568526,1826526],[1569053,1827053],[1579025,1580104],[1579411,1580490],[1581621,1581684],[1586622,2079833],[1586857,1842429],[1595006,2296325],[1617522,2104899],[1625331,1878041],[1649994,2132369],[1668510,2147953],[1668677,1918971],[1674811,1927846],[1690372,2166890],[1690607,1939817],[1697793,1948692],[1701844,1701981],[1707800,1708906],[1708327,1709433],[1716033,1964119],[1725891,2196571],[1726126,1973049],[1735315,2203922],[1746737,2212931],[1746972,1991986],[1778449,2238473],[1778684,2021159],[1779489,2239261],[1779656,2022089],[1781005,1781142],[1786833,2430178],[1795617,2036780],[1809349,2263539],[1817158,2056771],[1828032,1828100],[1834166,1835286],[1851712,2088363],[1861570,2304889],[1861805,2097293],[1862610,2305677],[1862777,2098223],[1864126,1864263],[1871703,2106078],[1881561,2319799],[1881796,2115008],[1885333,2322795],[1890985,2327150],[1902304,2133548],[1903229,2134410],[1904292,1904360],[1912162,2343242],[1912397,2142478],[1933008,2359602],[1933243,2161415],[1934048,2360390],[1934215,2162345],[1935564,1935701],[1950176,1950241],[1968441,2387308],[1982332,2205101],[1983257,2205963],[1984320,1984388],[2001269,2221461],[2004365,2224208],[2011127,2417511],[2011362,2230391],[2012167,2418299],[2012334,2231321],[2013683,2013820],[2022768,2022833],[2030442,2247003],[2040300,2438742],[2040535,2255933],[2042856,2042993],[2050433,2264718],[2051358,2265580],[2052421,2052489],[2060291,2453652],[2060526,2273648],[2064063,2456648],[2078215,2467803],[2092685,2476991],[2092920,2301836],[2098902,2098967],[2110400,2488871],[2110567,2316746],[2117672,2322628],[2120019,2120156],[2124291,2328329],[2125216,2329191],[2126279,2126347],[2151761,2351772],[2153749,2153817],[2163024,2163089],[2170698,2368132],[2173794,2370879],[2180556,2538037],[2180791,2377062],[2183112,2183249],[2184328,2541033],[2187254,2543449],[2194953,2547759],[2196409,2392605],[2201099,2393946],[2211313,2558133],[2212058,2406009],[2217394,2407350],[2225950,2226018],[2232000,2232065],[2251325,2584016],[2251560,2435689],[2257542,2257607],[2261081,2590821],[2276312,2456481],[2278659,2278796],[2282931,2462182],[2284919,2284987],[2286027,2464929],[2295572,2613719],[2297296,2476084],[2310482,2622638],[2311574,2487964],[2318926,2319637],[2324262,2324327],[2341624,2641426],[2343080,2513131],[2347770,2514472],[2356329,2521580],[2372621,2372689],[2378671,2378736],[2379726,2540866],[2389425,2550177],[2402276,2560551],[2409286,2409918],[2429425,2694459],[2431149,2583109],[2438580,2589313],[2443270,2590654],[2452779,2453490],[2458115,2458180],[2490435,2490988],[2509951,2643844],[2517040,2649707],[2529812,2530444],[2586133,2701187],[2597460,2598013] ] cell #5218 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291367,1808191],[1377929,1889827],[1471149,1976426],[1574305,2068557],[1596614,2087580],[1633907,2118385],[1666379,2145855],[1725093,2195842],[1756729,2220678],[1788441,2246220],[1804258,2259310],[1825734,2277025],[1875132,2315008],[1880763,2319070],[1911364,2342513],[1922154,2350989],[1943000,2367349],[1958817,2380439],[1994683,2405442],[2039502,2438013],[2041908,2439926],[2053862,2448861],[2059493,2452923],[2070283,2461399],[2076340,2466386],[2127720,2500879],[2138438,2508230],[2152784,2517929],[2164112,2525968],[2178250,2535794],[2179758,2537308],[2182164,2539221],[2209991,2557343],[2233088,2572051],[2242516,2577160],[2243034,2578516],[2269608,2596292],[2279910,2602930],[2283954,2605991],[2308932,2620361],[2309450,2621717],[2333219,2636532],[2335682,2637218],[2338842,2638816],[2363645,2654132],[2364163,2655488],[2374010,2661676],[2396547,2674660],[2399707,2676258],[2421554,2688743],[2422072,2690099],[2424403,2690961],[2427346,2692332],[2446092,2703480],[2449252,2705078],[2479451,2722911],[2482394,2724282],[2498110,2732780],[2501270,2734378],[2504421,2736645],[2523698,2747096],[2526641,2748467],[2547198,2760594],[2553534,2763465],[2569781,2771487],[2572724,2772858],[2592483,2783401],[2613214,2794585],[2632723,2803346],[2670595,2822181], [1079184,1850743,2087268],[1099540,1616364,2311274],[1237419,1755003,2408986],[1238539,2000300,2220366],[1271011,2029473,2245908],[1284236,2041795,2256729],[1339410,1854455,2475784],[1361402,2108600,2314696],[1411907,2150792,2350677],[1414282,2152946,2352516],[1432649,1941274,2529512],[1433769,2169729,2367037],[1446994,2182051,2377858],[1467024,1972036,2550497],[1488886,2215702,2402596],[1502928,2004012,2412408],[1535786,2033185,2582809],[1544636,2256326,2256638],[1557778,2267240,2448549],[1560178,2269495,2450465],[1575425,2281962,2461087],[1577800,2284116,2462926],[1597347,1850899,2616060],[1618823,2108756,2484928],[1629782,2113995,2490755],[1643824,2330851,2500567],[1646224,2333106,2502483],[1656619,2339964,2507918],[1662254,2141465,2644164],[1676296,2154504,2649407],[1682306,2362748,2524480],[1684116,2362373,2523122],[1689510,2364325,2527758],[1698158,2173441,2532934],[1707008,2377455,2377767],[1741940,2400829,2557031],[1757462,2000456,2563378],[1760887,1761099,2412720],[1766611,2420657,2570563],[1768421,2420282,2569205],[1773815,2422234,2573841],[1776143,2424527,2575220],[1789174,2029629,2696800],[1800133,2254920,2701507],[1808358,2448968,2593055],[1809015,2449046,2593179],[1810650,2267396,2591953],[1815974,2450062,2450374],[1821609,2272635,2597780],[1835651,2285674,2607592],[1838051,2288218,2609508],[1856383,2483946,2617468],[1857114,2483571,2616663],[1859264,2479575,2618421],[1884648,1884981,2493601],[1889994,2500986,2633295],[1890651,2501064,2633419],[1892286,2331007,2632193],[1897610,2502080,2502392],[1899283,2504202,2637377],[1922887,2150948,2745392],[1925206,2352576,2745995],[1928211,2355976,2650698],[1930702,2522208,2523822],[1930825,2525856,2652741],[1930989,2526360,2652960],[1943733,2169885,2657045],[1947158,1947370,2533246],[1952882,2376424,2664230],[1954692,2376049,2662872],[1960086,2381822,2667508],[1974238,2554783,2672713],[1976593,2557450,2674053],[1977250,2557528,2674177],[1977845,2400985,2673427],[1979311,2553315,2674819],[2005940,2412941,2685850],[2006671,2573901,2685045],[2008821,2568291,2569905],[2008944,2571939,2687352],[2009108,2572443,2687571],[2018107,2575341,2691144],[2035113,2428898,2698208],[2035844,2428523,2697403],[2037994,2436499,2699161],[2042641,2256794,2782407],[2047412,2591087,2592264],[2048166,2594411,2704247],[2063378,2063711,2600626],[2068724,2461506,2714035],[2069381,2461584,2714159],[2071016,2282118,2712933],[2073335,2462986,2792751],[2074441,2074653,2607904],[2083876,2611874,2613338],[2087687,2474150,2721416],[2087801,2480865,2721032],[2088833,2619446,2721191],[2091492,2621605,2722227],[2091656,2622109,2722446],[2094241,2618542,2723094],[2116197,2633972,2730833],[2118552,2493734,2732173],[2119209,2502876,2732297],[2119804,2502548,2731547],[2121270,2631327,2632504],[2122024,2634651,2733547],[2143667,2505670,2741206],[2146022,2508337,2742546],[2146679,2508415,2742670],[2147274,2340120,2741920],[2148740,2514868,2743312],[2152982,2352732,2811294],[2156432,2649108,2651231],[2157163,2157375,2651010],[2158363,2651330,2652313],[2175369,2533467,2754343],[2176100,2527818,2753538],[2178373,2537196,2755845],[2178537,2537700,2756064],[2182897,2377923,2820654],[2183643,2183976,2665718],[2186578,2542796,2667724],[2192171,2669340,2670376],[2194204,2674329,2761177],[2195975,2554659,2761871],[2196234,2548919,2762217],[2197303,2675830,2762054],[2199762,2677696,2762907],[2216974,2680256,2681720],[2220785,2564480,2769992],[2220899,2571195,2769608],[2221931,2687828,2769767],[2224590,2573567,2770803],[2224754,2566019,2771022],[2227339,2685941,2686924],[2246327,2581175,2778545],[2246441,2425817,2778161],[2247473,2576245,2778320],[2250132,2578404,2779356],[2250296,2578908,2779575],[2252881,2584704,2780223],[2257122,2260134,2701101],[2259477,2700977,2702590],[2260396,2260729,2702457],[2274837,2593732,2787962],[2277192,2600759,2789302],[2277849,2450858,2789426],[2278444,2450530,2788676],[2280664,2604524,2790676],[2284152,2463142,2841981],[2287602,2608125,2715370],[2288333,2288545,2717272],[2290550,2717715,2718409],[2293493,2718592,2719445],[2295343,2722704,2795100],[2296718,2614588,2795732],[2296901,2619665,2795630],[2315115,2486030,2727685],[2315229,2626387,2800475],[2315399,2727460,2728496],[2317432,2631552,2801058],[2319203,2633848,2801752],[2319462,2628108,2802098],[2320531,2733950,2801935],[2322990,2636080,2802788],[2340875,2636887,2807977],[2342646,2505546,2808671],[2342905,2642586,2809017],[2343974,2638388,2808854],[2346433,2640254,2809707],[2348931,2351210,2743153],[2351096,2647773,2743537],[2352242,2354901,2744751],[2355065,2744970,2746372],[2364361,2527974,2856635],[2367456,2658147,2816792],[2367570,2525112,2816408],[2368602,2653217,2816567],[2371261,2527484,2817603],[2371425,2659686,2817822],[2378251,2381263,2757236],[2380606,2665851,2757112],[2381525,2381858,2758592],[2383895,2759308,2759838],[2384467,2669565,2822082],[2387996,2671243,2822552],[2403172,2766291,2766985],[2405575,2681596,2826708],[2405834,2559293,2767331],[2406115,2767168,2768021],[2407965,2686104,2827223],[2409340,2682970,2827855],[2409523,2688047,2827753],[2422270,2574057,2866302],[2429196,2690754,2832706],[2430571,2695328,2833338],[2430754,2576464,2833236],[2436375,2438146,2780040],[2438405,2699929,2780386],[2439474,2441933,2781411],[2449082,2594390,2838081],[2451285,2591312,2838664],[2453056,2593608,2839358],[2453315,2708848,2839704],[2454384,2704650,2839541],[2456843,2595840,2840394],[2459341,2461620,2789909],[2462652,2465311,2791507],[2465475,2715574,2791726],[2468316,2610404,2793628],[2468963,2718755,2844021],[2485458,2799189,2799719],[2487386,2623507,2799821],[2487569,2728715,2847528],[2489559,2732344,2847899],[2501100,2634630,2850657],[2504993,2637602,2851678],[2506328,2508451,2807394],[2508522,2739736,2852148],[2515087,2516645,2810265],[2516462,2743920,2810367],[2526101,2654008,2856304],[2528491,2651493,2856819],[2529866,2751463,2857451],[2530049,2653436,2857349],[2535670,2537441,2818287],[2538769,2541228,2819658],[2544318,2759940,2861037],[2554106,2675044,2862725],[2555441,2557564,2825310],[2557663,2558646,2825751],[2572184,2688619,2865971],[2575988,2691307,2866793],[2577036,2578649,2832191],[2594594,2705297,2870300],[2596584,2703044,2870671],[2603149,2604707,2840952],[2619189,2723257,2875175],[2620237,2621850,2846412],[2634834,2734597,2877553],[2637985,2736747,2878131],[2639035,2640437,2851777],[2675427,2763567,2884329],[2676477,2677879,2862824] ] cell #5219 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162841,1681436],[1248162,1765741],[1340393,1855513],[1443392,1952012],[1466060,1972164],[1503911,2005070],[1536769,2034243],[1596277,2087191],[1628818,2114123],[1661290,2141593],[1677279,2155562],[1699141,2174499],[1750433,2215830],[1756392,2220289],[1788104,2245831],[1799169,2255048],[1820645,2272763],[1836634,2286732],[1874795,2314619],[1921817,2350600],[1924242,2352704],[1936704,2362501],[1942663,2366960],[1953728,2376177],[1959800,2381497],[2014823,2420410],[2026231,2428651],[2041571,2439537],[2053525,2448472],[2067359,2459313],[2069946,2461010],[2072371,2463114],[2102365,2483699],[2127383,2500490],[2135624,2506300],[2138101,2507841],[2166487,2527946],[2176644,2535375],[2181827,2538832],[2207177,2555413],[2209654,2556954],[2235463,2574029],[2238307,2574835],[2240048,2576741],[2266794,2594362],[2269271,2595903],[2279067,2602918],[2304723,2618036],[2306464,2619942],[2330405,2634602],[2332882,2636143],[2335372,2637140],[2337211,2638804],[2359436,2651807],[2361177,2653713],[2396237,2674582],[2398076,2676246],[2417345,2686418],[2419086,2688324],[2424240,2690949],[2445782,2703402],[2447621,2705066],[2472054,2719342],[2479288,2722899],[2497800,2732702],[2499639,2734366],[2523535,2747084],[2546888,2760516],[2569618,2771475],[2613051,2794573], [1156098,1924203,2152849],[1205770,1725065,1971823],[1226512,1486206,2211695],[1284211,2041742,2256701],[1316213,2072332,2284019],[1367022,1627102,2318563],[1368142,1880735,2113782],[1401000,1911336,2141252],[1413996,2152415,2152756],[1429555,2166448,2364228],[1446969,2181998,2377830],[1470159,1728950,2392242],[1492021,1994655,2215489],[1516361,2235424,2422137],[1542526,2039474,2254707],[1552912,2267759,2446800],[1560153,2269442,2450437],[1563398,1818929,2452416],[1564518,2059465,2272422],[1577514,2283585,2283926],[1597623,1850871,2475928],[1619099,2108728,2311418],[1632917,1884620,2322357],[1633345,1885257,2322698],[1638958,2331370,2498818],[1646199,2333053,2502455],[1665389,1915221,2512768],[1681614,2362614,2524170],[1682281,2362695,2524452],[1687251,2164084,2362160],[1689224,2363794,2364135],[1704898,2179730,2375836],[1711591,2186234,2542663],[1725226,1726122,2550420],[1730930,2401348,2552010],[1746968,1994816,2402519],[1757738,2000428,2409130],[1760408,2004361,2412331],[1765919,2420523,2570253],[1766586,2420604,2570535],[1771556,2233060,2420069],[1773529,2421703,2422044],[1784018,2243006,2428310],[1789450,2029601,2582953],[1803268,2043359,2588950],[1806993,2444211,2446064],[1808067,2448340,2592760],[1808295,2448905,2592892],[1810926,2267368,2445271],[1824744,2063350,2456210],[1825172,2063987,2456551],[1830785,2282481,2605843],[1838026,2288165,2609480],[1855691,2483812,2617158],[1856358,2483893,2617440],[1867139,2309422,2483358],[1880896,1881792,2490678],[1886600,2494164,2631199],[1888629,2496229,2498082],[1889703,2500358,2633000],[1889931,2500923,2633132],[1892562,2330979,2497289],[1900889,2335654,2504050],[1911497,1912393,2644087],[1917201,2340483,2645677],[1923163,2150920,2649551],[1929096,2522020,2523403],[1930746,2525844,2652729],[1933239,2164245,2523045],[1944009,2169857,2529656],[1946679,2173790,2532857],[1952190,2376290,2663920],[1952857,2376371,2664202],[1957827,2183615,2540595],[1958255,2184252,2540936],[1966195,2545473,2547170],[1972277,2390240,2672048],[1976302,2556822,2673758],[1976530,2557387,2673890],[1978121,2400957,2551113],[1980917,2396519,2553163],[2005248,2566137,2685540],[2005915,2414717,2685822],[2007215,2568103,2569486],[2008865,2571927,2687340],[2011358,2233221,2569128],[2018950,2424108,2575032],[2034421,2428764,2697898],[2035088,2428845,2698180],[2039635,2040531,2701430],[2042917,2256766,2702123],[2045339,2588598,2703020],[2045869,2260368,2590383],[2046297,2261005,2590724],[2046569,2591075,2592252],[2059626,2060522,2597703],[2065330,2601189,2711939],[2068433,2460878,2713740],[2068661,2461443,2713872],[2071292,2282090,2604314],[2073962,2286023,2607515],[2076935,2609638,2609706],[2081408,2611686,2612919],[2085212,2617629,2720069],[2087624,2473987,2720774],[2090439,2480837,2615743],[2091413,2621593,2722215],[2092916,2309583,2616586],[2095084,2479156,2618233],[2108154,2624662,2626359],[2114236,2491803,2730168],[2118261,2495117,2731878],[2118489,2629546,2732010],[2120080,2502520,2630302],[2120427,2631315,2632492],[2131525,2504190,2637365],[2141706,2510766,2740541],[2145731,2507709,2742251],[2145959,2508274,2742383],[2147550,2340092,2644780],[2150346,2348903,2646830],[2152917,2153813,2745918],[2155740,2648798,2746490],[2156407,2353848,2649080],[2156684,2356325,2650621],[2174677,2659804,2754033],[2175344,2535243,2754315],[2178294,2537184,2755833],[2179891,2180787,2662795],[2183173,2377895,2758258],[2185595,2665570,2666281],[2186553,2382134,2667696],[2188701,2668218,2669103],[2190540,2669328,2670364],[2194041,2674317,2761165],[2195718,2548688,2761548],[2196405,2397966,2672328],[2198146,2554364,2672525],[2203078,2553303,2674807],[2214506,2680068,2681301],[2215943,2403644,2679591],[2218310,2562737,2768645],[2220722,2564317,2769350],[2223537,2571167,2684125],[2224511,2567265,2770791],[2226014,2422205,2684968],[2243167,2251556,2697326],[2243852,2574428,2777198],[2246264,2581012,2777903],[2249079,2425789,2696483],[2250053,2578392,2779344],[2252771,2438576,2698776],[2253724,2436080,2698973],[2255161,2586948,2781028],[2256859,2256927,2781308],[2259186,2440317,2700682],[2259414,2700814,2782870],[2272876,2598828,2787297],[2276901,2602142,2789007],[2277129,2710286,2789139],[2278720,2450502,2711042],[2284087,2284983,2792674],[2286910,2715060,2715692],[2287577,2464258,2715342],[2287854,2466735,2716883],[2290387,2717703,2718397],[2291022,2611209,2794444],[2295112,2613968,2795042],[2297019,2480555,2720954],[2298858,2619434,2721179],[2311929,2726338,2727223],[2313768,2727448,2728484],[2315052,2485867,2727043],[2317269,2626641,2801046],[2318946,2627877,2801429],[2319633,2499529,2730448],[2321374,2633553,2730645],[2337101,2343076,2740821],[2340712,2636875,2807965],[2342389,2642355,2808348],[2344817,2505251,2741018],[2348621,2516763,2743075],[2349749,2514856,2743300],[2351033,2647610,2811036],[2354822,2518602,2744739],[2364296,2372685,2753461],[2364981,2656404,2815445],[2367393,2657984,2816150],[2370208,2525084,2752618],[2371182,2660932,2817591],[2373900,2537871,2754911],[2377988,2378056,2819555],[2380315,2539612,2756817],[2380543,2756949,2757502],[2383664,2543698,2759250],[2384304,2668923,2822070],[2389605,2554496,2761859],[2403009,2766279,2766973],[2405318,2559062,2766662],[2406005,2562384,2767918],[2407734,2681767,2827165],[2409641,2570885,2769530],[2411480,2687816,2769755],[2424875,2691949,2832050],[2425507,2430872,2778083],[2426525,2579079,2776471],[2428965,2694708,2832648],[2432711,2576233,2778308],[2436212,2586313,2780028],[2437889,2699698,2834946],[2447511,2453486,2787577],[2450595,2450663,2838410],[2451122,2707381,2838652],[2452799,2708617,2839035],[2455227,2593313,2787774],[2459031,2604825,2789831],[2465232,2606664,2791495],[2468732,2718086,2843963],[2479923,2723899,2846271],[2481573,2622280,2798596],[2484050,2485227,2799131],[2487687,2626077,2800397],[2491168,2633685,2801740],[2502613,2502681,2850986],[2504830,2737416,2851666],[2505383,2510131,2808659],[2506018,2640555,2807316],[2524802,2530167,2816330],[2525820,2526531,2814718],[2528260,2750260,2856761],[2532006,2653205,2816555],[2535507,2663285,2818275],[2553943,2764236,2862713],[2555131,2677997,2825232],[2560731,2681433,2826696],[2571903,2572614,2830719],[2575757,2775215,2866735],[2576873,2693791,2832179],[2593445,2598193,2839346],[2594080,2594712,2838003],[2618958,2797340,2875117],[2620074,2725741,2846400],[2634320,2634952,2850579],[2653845,2654398,2856292],[2688456,2689009,2865959] ] cell #5220 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1681570],[1765875],[1855647],[1952146],[1972233],[2005204],[2034377],[2087376],[2114192],[2141662],[2155696],[2174633],[2215899],[2220474],[2246016],[2255117],[2272832],[2286866],[2314804],[2350785],[2352773],[2362570],[2367145],[2376246],[2381631],[2420479],[2428720],[2439722],[2448657],[2460025],[2461195],[2463183],[2483768],[2500675],[2507644],[2508026],[2528015],[2535922],[2539017],[2556757],[2557139],[2574098],[2575681],[2577841],[2595706],[2596088],[2603386],[2618882],[2621042],[2635946],[2636328],[2637819],[2639748],[2652653],[2654813],[2675261],[2677190],[2687264],[2689424],[2691495],[2704081],[2706010],[2719785],[2723445],[2733381],[2735310],[2747630],[2760860],[2772021],[2794846], [1465557,1971936,2195992],[1486340,1744617,1744638],[1627236,1879441,1879462],[1628315,2113895,2319220],[1660787,2141365,2342663],[1674208,2152986,2518142],[1729084,1975414,1975435],[1749930,2215602,2405592],[1798666,2254820,2438163],[1801006,2256835,2587552],[1819063,2058171,2058192],[1820142,2272535,2453073],[1833563,2284156,2606204],[1851854,2087459,2087480],[1871845,2314887,2314908],[1884754,2117373,2117394],[1885402,2117814,2118016],[1915355,2144843,2144864],[1923739,2352476,2518079],[1936201,2362273,2526118],[1938599,2364365,2655701],[1953225,2375949,2537458],[1955565,2377964,2664524],[1972072,1972841,2196105],[1991778,2215738,2405705],[2001411,2220557,2220578],[2004048,2223729,2224000],[2004843,2413774,2690638],[2014320,2420182,2572201],[2016718,2422274,2690312],[2025728,2428423,2578666],[2030584,2246099,2246120],[2043493,2258298,2258319],[2049040,2449086,2704587],[2050575,2448740,2448761],[2055602,2450571,2706789],[2063484,2276013,2276034],[2064132,2276454,2276656],[2071868,2462886,2606141],[2101862,2483471,2621867],[2114031,2114800,2319333],[2117361,2494235,2735897],[2122898,2501104,2733887],[2124433,2500758,2500779],[2129460,2502589,2736089],[2131391,2504584,2637909],[2141501,2142270,2342776],[2151903,2350868,2350889],[2159582,2526247,2747966],[2159869,2526507,2748056],[2161207,2362409,2526231],[2165984,2527718,2655638],[2170840,2367228,2367249],[2173477,2370400,2370671],[2174272,2534300,2656027],[2183749,2379427,2379448],[2184397,2379868,2380070],[2186147,2381862,2758805],[2186418,2542707,2542909],[2200636,2557568,2763247],[2201241,2557222,2557243],[2202944,2553697,2675351],[2219044,2562619,2771376],[2223654,2566488,2774145],[2228558,2572330,2772357],[2228845,2572590,2772447],[2230183,2420318,2572314],[2234960,2573801,2690249],[2236358,2575494,2691396],[2254956,2255725,2438276],[2256996,2439883,2587710],[2257749,2439805,2439826],[2260502,2442971,2442992],[2261150,2443412,2443614],[2262561,2592646,2704171],[2262656,2594492,2783988],[2263017,2594717,2784087],[2272671,2273440,2453186],[2276001,2601260,2706597],[2281538,2461624,2791016],[2283073,2461278,2461299],[2285710,2464450,2464721],[2286505,2606530,2608958],[2287991,2609163,2609434],[2288100,2466711,2793218],[2293099,2611091,2794304],[2298724,2619807,2619828],[2300865,2621996,2796652],[2301152,2622256,2796742],[2301628,2483607,2621980],[2302774,2618695,2723346],[2317909,2626556,2803255],[2324469,2636411,2636432],[2326172,2632886,2733471],[2326267,2634732,2803933],[2326628,2634957,2804032],[2333933,2637744,2736995],[2347307,2508455,2810047],[2347912,2508109,2508130],[2349615,2515229,2515250],[2352612,2353381,2518192],[2356012,2521101,2521372],[2356807,2518468,2520896],[2357487,2652466,2747531],[2358058,2654226,2813492],[2365715,2656286,2746985],[2370325,2660155,2749754],[2374687,2662016,2663589],[2375229,2537587,2819157],[2375516,2537847,2819247],[2376085,2376854,2537571],[2378125,2539178,2664682],[2378878,2539100,2539121],[2379415,2664332,2666352],[2386129,2668838,2821961],[2387118,2670758,2760950],[2389909,2554819,2676170],[2390652,2675809,2675983],[2392672,2677777,2823671],[2393033,2678002,2823770],[2394798,2675186,2763815],[2408202,2681797,2828905],[2411346,2688189,2688210],[2414250,2573937,2690362],[2415396,2687077,2771922],[2415967,2688837,2829493],[2426952,2691831,2775039],[2428023,2692672,2694095],[2428559,2435481,2578779],[2432577,2576606,2576627],[2434718,2578795,2834258],[2435005,2579055,2834348],[2436535,2585044,2586617],[2436627,2584683,2584857],[2442959,2587360,2589380],[2444343,2704006,2783751],[2450732,2596249,2706947],[2451762,2707296,2783310],[2458322,2596171,2596192],[2459765,2712174,2713322],[2460120,2604605,2841539],[2460481,2604830,2841638],[2463022,2463791,2606254],[2464375,2714253,2716043],[2470229,2718116,2843871],[2470816,2719598,2794747],[2472289,2722800,2844479],[2473437,2619795,2724116],[2474368,2723915,2724041],[2476158,2725569,2845216],[2482000,2723781,2797164],[2483071,2724622,2726045],[2488681,2728857,2728878],[2491472,2634008,2734290],[2492215,2733929,2734103],[2496361,2733306,2803696],[2502750,2636489,2736247],[2505706,2510435,2638728],[2506655,2737331,2806248],[2507384,2737940,2738947],[2511178,2638367,2638541],[2513198,2640335,2853267],[2513559,2640560,2853366],[2515217,2645912,2647060],[2515324,2645711,2645837],[2521026,2647991,2649781],[2527318,2654702,2748807],[2527854,2534776,2655751],[2528728,2750290,2812904],[2531872,2653578,2653599],[2536147,2754512,2755471],[2536493,2663113,2859089],[2544152,2759934,2821576],[2546081,2760785,2822313],[2547367,2763374,2861401],[2548326,2676095,2764424],[2555768,2764151,2824164],[2556497,2764760,2765767],[2561035,2681756,2768361],[2561146,2768000,2768174],[2563767,2688177,2772692],[2564698,2772491,2772617],[2573401,2689313,2773198],[2576594,2580462,2692166],[2577254,2775245,2831304],[2578066,2775799,2776628],[2579314,2690850,2867251],[2581393,2691965,2692091],[2583183,2693619,2867988],[2584969,2698377,2699336],[2593768,2598497,2704990],[2595446,2705632,2784696],[2599240,2704629,2704803],[2610755,2794117,2843661],[2620455,2797370,2845525],[2621267,2797924,2798753],[2623341,2799107,2799815],[2624892,2728845,2800741],[2625270,2800540,2800666],[2627515,2734215,2804305],[2635686,2734932,2804641],[2638653,2641993,2737604],[2641034,2736554,2878495],[2653566,2657434,2748301],[2655038,2748924,2814046],[2658365,2748100,2748226],[2679137,2825726,2826240],[2680431,2768286,2826969],[2689649,2773315,2830047],[2704915,2708255,2784360], [1885484,2118179,2323864,2629850,2636757,2803128],[1990153,2405721,2561627,2679473,2768377,2826427],[2004114,2223745,2413487,2684355,2690378,2828775],[2064214,2276819,2457717,2596517,2710590,2840734],[2076787,2288409,2466874,2467094,2717229,2793376],[2104377,2487692,2625659,2726958,2800819,2847308],[2113175,2319349,2492696,2730050,2734306,2848575],[2117419,2322196,2494596,2731008,2736122,2849117],[2173543,2370416,2534013,2655767,2752848,2858371],[2184479,2380233,2539446,2542102,2757806,2819998],[2187262,2544077,2668502,2759371,2821766,2860813],[2196121,2199384,2391133,2671930,2676186,2823228],[2211387,2560559,2680738,2766692,2826819,2863430],[2219760,2409646,2565087,2769265,2772770,2864423],[2261232,2440151,2442807,2443777,2781751,2783174],[2271815,2453202,2599721,2705006,2787179,2871347],[2276059,2456049,2601621,2706822,2788137,2871889],[2285776,2464466,2606270,2608671,2792061,2842247],[2295580,2472214,2613415,2795163,2796782,2874227],[2297024,2299968,2474757,2720689,2724194,2844864],[2310490,2623266,2726104,2726622,2846802,2847113],[2318255,2490996,2628298,2801459,2804155,2876340],[2342792,2346055,2511659,2638744,2740423,2852824],[2356078,2518208,2520609,2521117,2811560,2812567],[2366431,2530172,2658754,2748379,2816065,2881517],[2379473,2540434,2664557,2666713,2820115,2859643],[2389433,2391934,2549109,2761578,2764274,2861611],[2429433,2579239,2694155,2774657,2832769,2886714],[2430877,2433821,2581782,2692244,2777818,2867636],[2437108,2438292,2441555,2585060,2780910,2834770],[2443017,2587585,2589741,2590222,2835530,2836359],[2452108,2598021,2709038,2784210,2839065,2888827],[2509959,2512460,2642776,2737454,2808378,2878705],[2515713,2516768,2519712,2645990,2810951,2853760],[2585065,2586141,2588642,2698227,2834976,2868297] ] cell #5221 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162984,1931004],[1248305,2009123],[1340536,2091671],[1443535,2178552],[1466129,2196249],[1504054,2224769],[1536912,2250311],[1596079,2296821],[1628887,2319477],[1661359,2342920],[1677422,2355080],[1699284,2371440],[1750502,2405849],[1756194,2409443],[1787906,2430674],[1799238,2438420],[1820714,2453330],[1836777,2465490],[1874597,2487489],[1921619,2516565],[1924311,2518336],[1936773,2526375],[1942465,2529969],[1953797,2537715],[1959943,2542382],[2014892,2572458],[2026300,2578923],[2041373,2587382],[2053327,2594514],[2068344,2603845],[2069748,2604627],[2072440,2606398],[2102434,2622124],[2127185,2634754],[2137539,2640207],[2137903,2640357],[2166556,2655895],[2177477,2662104],[2181629,2664354],[2209092,2677649],[2209456,2677799],[2235532,2690506],[2236888,2691027],[2241743,2693163],[2268709,2706469],[2269073,2706619],[2279831,2712340],[2303304,2722977],[2308159,2725113],[2332320,2735769],[2332684,2735919],[2334268,2736687],[2338763,2738441],[2358017,2747162],[2362872,2749298],[2395133,2763507],[2399628,2765261],[2415926,2771553],[2420781,2773689],[2423278,2774817],[2444678,2783443],[2449173,2785197],[2471346,2794651],[2478326,2796942],[2496696,2803388],[2501191,2805142],[2522573,2813064],[2546416,2822223],[2568656,2829065],[2612642,2844126], [956973,1724877,2195913],[976713,1744733,2402473],[1110426,1879557,2490632],[1111532,1880547,2319141],[1143244,1911148,2342584],[1210112,1975530,2550374],[1231974,1994467,2405513],[1281883,2039286,2438084],[1302253,2058287,2597657],[1303359,2059277,2452994],[1336397,2088305,2616131],[1358389,2106020,2484999],[1372484,2117489,2493672],[1405342,2144959,2644041],[1414139,2152568,2352180],[1414304,2152719,2152998],[1427204,2163896,2526039],[1444641,2179542,2537379],[1466887,1972980,2672980],[1488749,1991917,2558389],[1499915,2221403,2563449],[1514010,2232872,2572122],[1526995,2242818,2578587],[1532773,2246945,2696871],[1544779,2256578,2256821],[1546868,2258414,2701384],[1554765,2264660,2592024],[1568860,2276129,2600697],[1577657,2283738,2462590],[1577822,2283889,2284168],[1613557,2309234,2621788],[1629645,2114939,2627204],[1633134,1885326,2494008],[1640811,2328271,2632264],[1648623,2334392,2637540],[1662117,2142409,2741473],[1673283,2351714,2745463],[1683979,2161346,2652056],[1689367,2363947,2527422],[1689532,2364098,2364377],[1695145,2368074,2657116],[1707151,2377707,2377950],[1709240,2379543,2665789],[1731677,2393888,2673498],[1733944,2395257,2674982],[1760750,2004163,2565939],[1768284,2230322,2686667],[1773672,2421856,2573505],[1773837,2422007,2422286],[1775370,2423059,2691190],[1799996,2255864,2781960],[1802365,2440651,2782478],[1805384,2443087,2702528],[1807978,2444802,2591250],[1809037,2445460,2449098],[1816117,2450314,2450557],[1821472,2273579,2707944],[1824961,2064056,2601033],[1832638,2462124,2713004],[1853202,2474827,2721354],[1856977,2301767,2721945],[1858491,2478107,2723140],[1887347,2495451,2731618],[1889614,2496820,2631490],[1890673,2497478,2501116],[1897753,2502332,2502575],[1899204,2503298,2736825],[1917948,2514414,2741991],[1920215,2515783,2743475],[1925069,2353520,2812207],[1929929,2522354,2651376],[1931046,2523145,2526417],[1931687,2523269,2526493],[1947021,2173592,2659606],[1954555,2376993,2755160],[1956924,2539946,2820725],[1958044,2184321,2666125],[1960108,2381874,2542533],[1968110,2546540,2669503],[1972389,2391182,2761937],[1973465,2549176,2762100],[1977272,2551302,2557580],[1979232,2552411,2763645],[2002759,2565157,2769930],[2006534,2414389,2770521],[2008048,2568437,2685987],[2009165,2569228,2572500],[2009806,2569352,2572576],[2031932,2581852,2778483],[2035707,2435620,2779074],[2037221,2585132,2780269],[2041773,2440017,2835335],[2046086,2261074,2702864],[2047333,2591360,2703122],[2048245,2591788,2594438],[2048349,2592007,2594861],[2066077,2602476,2788747],[2069403,2461636,2604503],[2073198,2463930,2842894],[2074304,2285825,2715494],[2076483,2466697,2609357],[2083103,2612423,2718638],[2087291,2474703,2795672],[2088754,2614991,2795810],[2091713,2616686,2622166],[2092354,2616810,2622242],[2110069,2625729,2727623],[2114348,2492745,2801818],[2115424,2628365,2801981],[2119231,2322923,2630491],[2121191,2631600,2732422],[2122103,2632028,2634678],[2122207,2632247,2635101],[2141818,2511708,2808737],[2142894,2642843,2808900],[2146701,2508467,2644969],[2148661,2646078,2810445],[2153251,2355763,2746142],[2157026,2356127,2746292],[2159127,2651910,2654191],[2172188,2658824,2816730],[2175963,2534915,2817321],[2178594,2537757,2662895],[2179235,2537833,2663019],[2182029,2539312,2859448],[2186342,2382203,2758999],[2187597,2668194,2759880],[2192092,2669948,2760018],[2195896,2549395,2823006],[2196291,2550520,2672736],[2199841,2673262,2677723],[2199945,2673481,2678146],[2216055,2561676,2826774],[2216201,2680805,2767214],[2220389,2565033,2827795],[2221852,2683373,2827933],[2224811,2412431,2685068],[2225452,2422539,2685192],[2228103,2686521,2688802],[2245931,2581728,2833278],[2247394,2695731,2833416],[2250353,2578965,2697426],[2250994,2579041,2697550],[2255273,2437157,2780106],[2256349,2442012,2782242],[2260156,2590949,2702312],[2269473,2596383,2870573],[2272988,2599770,2839424],[2274064,2709105,2839587],[2277871,2456776,2711231],[2280743,2604551,2712768],[2280847,2604974,2712987],[2284421,2466173,2792898],[2288196,2466537,2793048],[2288567,2466937,2717363],[2289425,2717688,2794082],[2295915,2720045,2722746],[2297168,2616114,2721337],[2300410,2721799,2725534],[2310825,2726314,2799761],[2314719,2625605,2847570],[2315320,2728068,2799899],[2319124,2628584,2848353],[2319519,2490778,2730856],[2323069,2502103,2731382],[2323173,2493655,2731601],[2333084,2636623,2877826],[2342567,2643062,2852602],[2342962,2644187,2741229],[2346512,2640281,2741755],[2346616,2640704,2741974],[2350700,2515659,2810307],[2352163,2520154,2812061],[2355122,2650721,2746018],[2362726,2655343,2856370],[2364630,2372123,2753685],[2367060,2658700,2857391],[2368523,2751866,2857529],[2371482,2532957,2753561],[2374774,2663078,2755014],[2376402,2536452,2818353],[2377478,2541307,2820489],[2381285,2541161,2758447],[2382772,2668332,2759265],[2388643,2761150,2763339],[2389398,2672834,2761990],[2402047,2766264,2826205],[2402619,2405891,2680279],[2405496,2681024,2863685],[2408537,2568314,2768621],[2409790,2563432,2769913],[2413032,2573488,2770375],[2420635,2689954,2866037],[2428876,2578371,2832257],[2429768,2690796,2777174],[2431021,2696854,2778466],[2434263,2693584,2778928],[2438067,2585351,2834548],[2438462,2699184,2701530],[2442116,2702511,2782461],[2448572,2706345,2870342],[2450085,2456922,2788511],[2452977,2709324,2871125],[2453372,2597803,2787985],[2457026,2600680,2788730],[2461110,2603721,2840994],[2462573,2608216,2842748],[2465532,2607615,2792774],[2470564,2611897,2794420],[2472455,2720183,2795057],[2483924,2621572,2846478],[2484335,2622382,2799146],[2484982,2487836,2727606],[2490206,2631473,2801031],[2490961,2627058,2801871],[2500590,2735645,2877595],[2507941,2640083,2851819],[2509169,2736519,2807950],[2509924,2741327,2808790],[2516912,2743458,2745446],[2522231,2529063,2815421],[2526022,2749517,2880779],[2527405,2533558,2817175],[2530316,2657099,2816713],[2537362,2662323,2858661],[2541411,2665772,2820708],[2545844,2669486,2822055],[2557054,2677525,2862866],[2558243,2560524,2767104],[2562785,2685877,2827180],[2572105,2773908,2886078],[2575243,2577589,2832026],[2578570,2693382,2866898],[2579480,2777312,2832663],[2586106,2780159,2781814],[2591233,2597231,2838637],[2597986,2707798,2839477],[2611995,2718528,2843978],[2618444,2620790,2846247],[2621771,2725332,2875280],[2637523,2639511,2851651],[2651266,2656452,2856776],[2674965,2676953,2862698],[2691080,2692735,2866750],[2723030,2724685,2875132] ] cell #5222 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1681446],[1765751],[1855523],[1952022],[1972174],[2005080],[2034253],[2087379],[2114133],[2141603],[2155572],[2174509],[2215840],[2220477],[2246019],[2255058],[2272773],[2286742],[2314807],[2350788],[2352714],[2362511],[2367148],[2376187],[2381507],[2420420],[2428661],[2439725],[2448660],[2459323],[2461198],[2463124],[2483709],[2500678],[2506310],[2508029],[2527956],[2535405],[2539020],[2555423],[2557142],[2574039],[2575684],[2576771],[2594372],[2596091],[2602938],[2618885],[2619972],[2634612],[2636331],[2637790],[2638824],[2652656],[2653743],[2675232],[2676266],[2687267],[2688354],[2691471],[2704052],[2705086],[2719788],[2723421],[2733352],[2734386],[2747606],[2760831],[2771997],[2794822], [1486216,1744616,1744866],[1627112,1879440,1879690],[1674357,2152846,2518145],[1725010,1725075,2195991],[1728960,1975413,1975663],[1801150,2256711,2587551],[1818939,2058170,2058420],[1833712,2284016,2606207],[1850881,2087458,2088443],[1880680,1880745,2319219],[1884630,2117372,2117622],[1885242,1885395,2322708],[1911281,1911346,2342662],[1915231,2144842,2145092],[1923615,2152766,2518078],[1938748,2364225,2655704],[1955709,2377840,2664523],[1972053,1972068,2196766],[1994600,1994665,2405591],[2000438,2220556,2221541],[2004029,2004044,2412519],[2004836,2414702,2685832],[2016867,2422134,2690315],[2029611,2246098,2247083],[2039419,2039484,2438162],[2043369,2258297,2258547],[2050961,2446797,2704590],[2055746,2450447,2706788],[2059410,2059475,2453072],[2063360,2276012,2276262],[2063972,2064125,2456561],[2071744,2283936,2606140],[2106158,2108738,2314886],[2114012,2114027,2319994],[2117310,2494999,2731908],[2124819,2498815,2733890],[2129604,2502465,2736088],[2141482,2141497,2343437],[2150930,2350867,2351852],[2161362,2524215,2747937],[2161659,2524462,2748055],[2164029,2164094,2526117],[2165860,2364145,2655637],[2169867,2367227,2368212],[2173458,2173473,2533045],[2174265,2535228,2754325],[2179675,2179740,2537457],[2183625,2379426,2379676],[2184237,2184390,2540946],[2186296,2542660,2758808],[2186411,2382119,2667706],[2201627,2552007,2763250],[2213126,2215719,2215734],[2218355,2562590,2768675],[2223615,2567180,2770811],[2230338,2570298,2772328],[2230635,2570545,2772446],[2233005,2233070,2572200],[2234836,2422054,2690248],[2242951,2243016,2578665],[2254937,2254952,2438937],[2256776,2439804,2440789],[2256924,2439943,2587663],[2260378,2442970,2443220],[2260990,2261143,2590734],[2261859,2446074,2704170],[2264208,2592790,2783987],[2264645,2592931,2784063],[2264798,2267378,2448739],[2272652,2272667,2453847],[2275950,2602024,2789037],[2282100,2461277,2462262],[2283459,2605840,2791019],[2285691,2285706,2607703],[2286498,2464243,2715352],[2287851,2466403,2717071],[2288244,2609490,2793217],[2291067,2611062,2794474],[2301783,2617203,2796623],[2302080,2617450,2796741],[2309367,2309432,2621866],[2317308,2626532,2801066],[2325470,2498092,2733470],[2327819,2633030,2803932],[2328256,2633171,2804008],[2328409,2330989,2500757],[2335032,2335664,2637908],[2340102,2508108,2514552],[2348298,2645674,2810050],[2348913,2515228,2516423],[2352593,2352608,2518853],[2353833,2356800,2649090],[2355993,2356008,2650809],[2356970,2523433,2747530],[2359461,2652749,2813491],[2359797,2362390,2362405],[2365026,2656257,2815475],[2370286,2660847,2817611],[2373897,2535811,2755760],[2376066,2376081,2538232],[2377009,2663965,2819128],[2377306,2664212,2819246],[2377905,2539099,2540084],[2378053,2539238,2664635],[2379364,2539494,2756847],[2384343,2668814,2822090],[2385784,2547180,2760949],[2393436,2673788,2823670],[2393873,2673929,2823746],[2394026,2400967,2557221],[2395897,2396529,2675350],[2407754,2681796,2827168],[2414879,2569516,2771921],[2417370,2687360,2829492],[2417706,2420299,2420314],[2423585,2424138,2691395],[2424920,2691802,2832080],[2425799,2576605,2582492],[2426522,2577177,2776917],[2428540,2428555,2584211],[2435636,2697943,2834229],[2435933,2698190,2834347],[2436110,2584682,2585658],[2436516,2436531,2699625],[2440199,2442908,2700712],[2443895,2592272,2783750],[2450512,2596170,2602614],[2450660,2596309,2706900],[2451161,2707272,2838672],[2459076,2603008,2790481],[2461672,2713770,2841538],[2462109,2713911,2841614],[2463003,2463018,2606915],[2464336,2606579,2791515],[2468752,2718115,2843966],[2469746,2612949,2794746],[2472260,2720099,2844478],[2475467,2480847,2619806],[2476850,2722235,2845215],[2477186,2483588,2483603],[2478633,2479186,2723345],[2479968,2723752,2846301],[2481570,2620378,2799042],[2487347,2626369,2728856],[2495589,2502530,2636410],[2495913,2632512,2803695],[2502678,2636549,2736200],[2503734,2504210,2736994],[2504869,2737307,2851686],[2505281,2638366,2643369],[2505687,2505702,2642282],[2506063,2638894,2807631],[2513962,2742281,2853266],[2514399,2742422,2853342],[2514876,2645710,2646514],[2514946,2515166,2743725],[2518517,2520987,2744759],[2525094,2653577,2659464],[2525817,2654149,2749213],[2527835,2527850,2661183],[2528280,2750289,2856764],[2535546,2661730,2818797],[2537896,2755853,2859088],[2544123,2668248,2821575],[2545157,2670384,2822312],[2547343,2761185,2861400],[2548615,2554800,2554815],[2549702,2554394,2675808],[2552847,2553323,2763814],[2553982,2764127,2862733],[2555176,2676336,2825547],[2560076,2681331,2767999],[2565797,2571177,2688188],[2567516,2573918,2573933],[2571900,2688760,2773604],[2575777,2775244,2866738],[2576253,2691964,2696167],[2576323,2576543,2695133],[2576912,2692386,2832428],[2579285,2777228,2867250],[2583875,2779364,2867987],[2584758,2584930,2780550],[2593343,2704628,2709631],[2593749,2593764,2708544],[2594125,2705156,2785002],[2610731,2717723,2843660],[2614393,2619524,2619744],[2615427,2619454,2723914],[2618978,2797369,2875120],[2620113,2724336,2846649],[2623312,2726368,2799106],[2624346,2728504,2800539],[2627804,2633989,2634004],[2628891,2633583,2733928],[2634365,2734456,2804947],[2638442,2638614,2740063],[2641010,2807985,2878494],[2653225,2748099,2752302],[2653295,2653515,2751268],[2653884,2748521,2814295],[2671570,2675884,2676056],[2679113,2766299,2825725],[2680720,2681737,2681752],[2682775,2687906,2688126],[2683809,2687836,2772490],[2688495,2772912,2830296],[2704704,2704876,2786819],[2727873,2728574,2728794],[2729690,2734004,2734176],[2767495,2768075,2768247], [1885490,2322920,2324855,2631196,2731297,2732314],[1972996,2390285,2391198,2671901,2672383,2823398],[1991933,2403689,2561692,2679444,2766486,2767973],[2004179,2412386,2414405,2685585,2770180,2770881],[2064220,2456773,2458708,2711936,2788426,2789443],[2076793,2288504,2466934,2609703,2717289,2793329],[2088290,2474026,2474812,2720665,2721047,2844993],[2106005,2485906,2625714,2726934,2799329,2800490],[2114955,2491848,2492761,2730021,2730503,2801253],[2117474,2493616,2495436,2732049,2802262,2802842],[2142425,2510811,2511724,2740394,2740876,2852994],[2173608,2532912,2534931,2754078,2816980,2817681],[2184485,2379264,2541158,2665567,2757253,2820404],[2196430,2548708,2549108,2761577,2761766,2861706],[2212790,2559082,2680737,2766691,2825821,2826603],[2221388,2564356,2565142,2769241,2769623,2827363],[2246930,2581051,2581837,2777794,2778176,2867765],[2255880,2437173,2586993,2698831,2780881,2869073],[2258135,2261238,2588595,2590946,2701118,2836648],[2273595,2598873,2599786,2787150,2787632,2838859],[2276114,2600641,2602461,2789178,2839868,2840448],[2285841,2463946,2607570,2715105,2791585,2842553],[2295132,2472891,2613414,2795045,2795162,2874230],[2310042,2485247,2726103,2726621,2799134,2846805],[2319658,2627897,2628297,2801458,2801647,2847969],[2343101,2642375,2642775,2808377,2808566,2878800],[2351699,2515768,2647649,2743168,2810927,2879827],[2353536,2356143,2648843,2650676,2744829,2855143],[2368059,2658023,2658809,2816041,2816423,2856959],[2379528,2539931,2665733,2756988,2819712,2859892],[2383208,2383684,2668501,2759253,2759370,2860816],[2428985,2579916,2694154,2832651,2832768,2886717],[2438601,2585064,2699718,2779935,2834975,2887607],[2440636,2443072,2700853,2702472,2781465,2869421],[2453511,2708637,2709037,2839064,2839253,2870741] ] cell #5223 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1552169,2048259],[1638215,2122117],[1730187,2199855],[1830042,2280757],[1851079,2297128],[1885857,2323083],[1916458,2346526],[1971942,2389467],[2000636,2409750],[2029809,2430981],[2044596,2442026],[2064587,2456936],[2108936,2487796],[2113901,2491030],[2141371,2509993],[2151128,2516872],[2170065,2530276],[2184852,2541321],[2215608,2560593],[2254826,2586175],[2256974,2587689],[2267576,2594821],[2272541,2598055],[2282298,2604934],[2287969,2609142],[2331187,2635061],[2340300,2640664],[2352482,2648025],[2362279,2654260],[2374665,2661995],[2375955,2663147],[2378103,2664661],[2401165,2678106],[2420188,2688871],[2428001,2692651],[2428429,2693653],[2450710,2706926],[2459462,2712000],[2462892,2714287],[2483049,2724601],[2483477,2725603],[2502728,2736226],[2504590,2736705],[2507081,2737766],[2527296,2748786],[2527724,2749788],[2535899,2754386],[2553703,2763525],[2556194,2764586],[2573379,2773177],[2573807,2774179],[2575562,2774799],[2577818,2775673],[2592652,2783461],[2595143,2784522],[2618763,2796924],[2621019,2797798],[2632892,2803406],[2635383,2804467],[2637796,2806078],[2652534,2813046],[2654790,2813920],[2670764,2822241],[2675238,2823994],[2687145,2829047],[2689401,2829921],[2704058,2836765],[2719666,2844108],[2733358,2849341],[2760837,2861132], [1334907,2087355,2296877],[1355793,1869529,2484885],[1497319,1999095,2563335],[1498425,2220453,2409499],[1531283,2245995,2430730],[1544801,2256872,2439777],[1600408,2090610,2616017],[1621884,2314783,2487545],[1671793,2350764,2516621],[1674174,2352627,2518121],[1692549,2168524,2657002],[1693655,2367124,2530025],[1707173,2378001,2539072],[1726239,2196084,2673036],[1747085,2405684,2558445],[1760523,2223708,2565995],[1792235,2249250,2696757],[1800875,2439450,2439701],[1813711,2448636,2594570],[1816139,2450608,2596143],[1831148,2461174,2604683],[1833529,2463037,2606183],[1851736,2087486,2721568],[1871727,2314914,2622941],[1881909,2319312,2627260],[1895347,2500654,2634810],[1897775,2502626,2636383],[1907342,2508005,2640413],[1912510,2342755,2741529],[1925948,2354019,2745349],[1931709,2526544,2653129],[1933356,2526210,2652112],[1938565,2527869,2655680],[1946794,2370379,2659662],[1955434,2538745,2538996],[1987370,2557118,2677855],[2001293,2220584,2682404],[2004478,2004686,2566246],[2009828,2572627,2687740],[2011475,2572293,2686723],[2016684,2573952,2690291],[2018762,2575660,2691283],[2030466,2246126,2778697],[2040648,2438255,2782016],[2048576,2594973,2704468],[2049006,2594982,2704566],[2050457,2448767,2703681],[2055471,2595816,2596067],[2060639,2453165,2708000],[2074077,2464429,2715550],[2076505,2466748,2717123],[2092376,2622293,2722615],[2093033,2621959,2722001],[2094896,2618861,2723233],[2117400,2117696,2629408],[2122434,2635213,2733768],[2122864,2635222,2733866],[2124315,2500785,2732981],[2129329,2636056,2636307],[2130828,2637645,2736804],[2151785,2350895,2811830],[2153930,2518171,2812263],[2156799,2521080,2746348],[2159018,2651469,2652632],[2159122,2654185,2747792],[2159410,2654615,2747943],[2170722,2367255,2750897],[2173907,2174115,2659913],[2179257,2537884,2756233],[2180904,2537550,2755216],[2186113,2542558,2758784],[2197958,2676149,2762193],[2200172,2678258,2763128],[2200602,2678267,2763226],[2201123,2557249,2762676],[2202381,2675087,2763624],[2225474,2566438,2771191],[2226131,2690341,2770577],[2227994,2686080,2687243],[2228098,2688796,2772183],[2228386,2689226,2772334],[2236335,2691369,2774910],[2251016,2579092,2779744],[2251673,2578758,2779130],[2253536,2585023,2780362],[2257631,2439832,2836074],[2261998,2703101,2703907],[2262633,2705487,2783961],[2276040,2276336,2710148],[2281074,2605086,2790897],[2281504,2605095,2790995],[2282955,2461305,2790110],[2285100,2606233,2842950],[2286140,2286348,2715801],[2294148,2718731,2719764],[2297280,2614809,2795944],[2297320,2619834,2795690],[2298161,2723942,2795789],[2300405,2725528,2796478],[2300693,2725958,2796629],[2302751,2723319,2797035],[2321186,2734269,2802074],[2323400,2629507,2803009],[2323830,2636735,2803107],[2324351,2636438,2802557],[2325609,2732401,2733207],[2326244,2734787,2803906],[2344629,2638707,2808993],[2346843,2640816,2809928],[2347273,2640825,2810026],[2347794,2508136,2809476],[2349052,2645738,2810424],[2352658,2518302,2854210],[2355785,2745139,2746791],[2356442,2356650,2746599],[2357464,2746856,2747504],[2372145,2660105,2817991],[2372802,2655730,2817377],[2374769,2663072,2818983],[2375057,2663502,2819134],[2378760,2539127,2860187],[2379454,2379750,2757364],[2382225,2667650,2758965],[2386555,2759997,2760686],[2388217,2763321,2822595],[2389566,2676051,2822988],[2389822,2671907,2823205],[2390629,2764298,2823099],[2392649,2765622,2823644],[2406770,2767307,2768340],[2409902,2683191,2828067],[2409942,2688216,2827813],[2410783,2772518,2827912],[2413027,2690075,2828601],[2413315,2684332,2828752],[2415373,2771247,2771895],[2431133,2695549,2833550],[2431173,2576633,2833296],[2432014,2691992,2833395],[2434258,2693578,2834084],[2434546,2694008,2834235],[2436604,2698251,2834641],[2440129,2442773,2781730],[2442343,2781632,2782831],[2442998,2443294,2782732],[2455039,2704969,2839680],[2457253,2710247,2840615],[2457683,2596495,2840713],[2458204,2596198,2840163],[2460097,2713177,2841512],[2463068,2606364,2872733],[2466195,2715993,2791895],[2466852,2467060,2793355],[2468537,2793671,2794064],[2470793,2794175,2794720],[2472266,2796807,2844411],[2473292,2720563,2844762],[2473414,2724093,2844694],[2487948,2623728,2800033],[2487988,2728884,2847588],[2488118,2799878,2800567],[2489780,2732556,2847942],[2491129,2734171,2848335],[2491385,2730027,2848552],[2492192,2804179,2848446],[2494212,2735874,2848991],[2508743,2736501,2852191],[2510092,2638609,2852584],[2510348,2740400,2852801],[2511155,2737478,2852695],[2513175,2738802,2853240],[2515256,2517064,2810325],[2517024,2744141,2810579],[2517905,2520149,2811386],[2520437,2811537,2812544],[2527900,2655861,2880965],[2530428,2751684,2857663],[2530468,2653605,2857409],[2531309,2748127,2857508],[2533553,2655464,2858197],[2533841,2752825,2858348],[2539424,2542068,2819977],[2541638,2757463,2819879],[2542293,2542589,2820979],[2544129,2821508,2821791],[2544539,2760152,2861080],[2547241,2761243,2861348],[2558867,2825794,2826187],[2560692,2768242,2863667],[2560948,2679450,2826404],[2561123,2826298,2826843],[2562596,2771353,2863970],[2563622,2769139,2864321],[2563744,2772669,2864253],[2573983,2690472,2886264],[2579291,2774682,2867183],[2580317,2777692,2867534],[2580439,2692143,2867466],[2584925,2586274,2834530],[2586530,2780887,2834747],[2587337,2589357,2835404],[2595013,2705466,2870360],[2596805,2703256,2870714],[2598154,2704871,2871107],[2598410,2787156,2871324],[2599217,2784234,2871218],[2601237,2706574,2871763],[2603318,2605126,2841012],[2605967,2608211,2842073],[2608499,2792038,2842224],[2610629,2717781,2843608],[2611068,2794281,2874009],[2623318,2846855,2847138],[2624747,2726832,2847206],[2624869,2800718,2875861],[2626430,2803153,2876077],[2635253,2734766,2877613],[2638206,2736959,2878174],[2639204,2640856,2851837],[2640908,2808043,2878442],[2645889,2647037,2853590],[2646915,2810825,2853658],[2654359,2748688,2880761],[2656263,2746962,2881064],[2657289,2815939,2881415],[2657411,2748278,2881347],[2661897,2663246,2858643],[2664309,2666329,2859517],[2668712,2821859,2883555],[2675648,2763779,2884372],[2676646,2678298,2862884],[2678363,2679011,2863167],[2688970,2773079,2886060],[2691808,2775016,2886496],[2692553,2693752,2866880],[2705609,2784673,2888348],[2707170,2783208,2888564],[2712151,2713299,2872113],[2723758,2797141,2890950],[2724503,2725702,2875262],[2734909,2804618,2892107],[2737205,2806146,2892404],[2737917,2738924,2878226],[2764025,2824062,2895504],[2764737,2765744,2884424] ] cell #5224 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291208,1808324],[1377770,1889960],[1470990,1976559],[1574146,2068690],[1596527,2087653],[1633748,2118518],[1666220,2145988],[1724894,2196011],[1756642,2220751],[1788354,2246293],[1804099,2259443],[1825575,2277158],[1875045,2315081],[1880564,2319239],[1911165,2342682],[1922067,2351062],[1942913,2367422],[1958658,2380572],[1994484,2405611],[2039303,2438182],[2041821,2439999],[2053775,2448934],[2059294,2453092],[2070196,2461472],[2076181,2466519],[2127633,2500952],[2138351,2508303],[2152585,2518098],[2163913,2526137],[2177307,2536434],[2179559,2537477],[2182077,2539294],[2209904,2557416],[2232889,2572220],[2240711,2578353],[2242835,2578685],[2269521,2596365],[2279028,2603456],[2283755,2606160],[2307127,2621554],[2309251,2621886],[2333132,2636605],[2334409,2637928],[2337172,2639818],[2361840,2655325],[2363964,2655657],[2373233,2662112],[2395274,2675370],[2398037,2677260],[2419749,2689936],[2421873,2690268],[2423137,2691541],[2425858,2693171],[2444819,2704190],[2447582,2706080],[2478185,2723491],[2480906,2725121],[2496837,2733490],[2499600,2735380],[2503352,2737097],[2522432,2747676],[2525153,2749306],[2546557,2760969],[2552465,2763917],[2568515,2772067],[2571236,2773697],[2591414,2783853],[2612501,2794892],[2631654,2803798],[2670002,2822415], [1355640,1616497,1869525],[1497166,1755136,1999091],[1503569,2004611,2004767],[1596061,1850576,2296948],[1596428,2087495,2088322],[1600255,1854588,2090606],[1632661,2117409,2117506],[1633488,2118172,2495780],[1692396,1941407,2168520],[1698799,2174040,2174196],[1725188,1972962,2196080],[1756176,2000133,2409570],[1756543,2220593,2221420],[1760294,2223694,2567226],[1760370,2004145,2223704],[1787888,2029306,2430801],[1788255,2246135,2246962],[1792082,2033318,2249246],[1801187,2256595,2587571],[1824488,2276049,2276146],[1825315,2276812,2602805],[1836292,2286273,2286429],[1838307,2288402,2466985],[1874579,2108433,2487616],[1874946,2106037,2314923],[1878025,2317949,2626602],[1880858,2114921,2319308],[1884487,2322157,2630532],[1911459,2142391,2342751],[1921601,2150625,2516692],[1921968,2350904,2351731],[1924009,2352409,2648171],[1924264,2352794,2518353],[1925795,2154637,2354015],[1928852,2356575,2356731],[1942447,2169562,2530096],[1942814,2367264,2368091],[1946565,2370365,2660893],[1946641,2173574,2370375],[1955746,2377724,2664543],[1957571,2379463,2379560],[1958398,2380226,2540275],[1959822,2381652,2542399],[1964103,2386169,2668884],[1991899,1994778,2405680],[1997727,2408413,2681899],[2004858,2414739,2685209],[2039597,2255846,2438251],[2041355,2256471,2587509],[2041722,2439841,2440668],[2045613,2443007,2443104],[2046440,2440980,2443770],[2053309,2267073,2594641],[2053676,2264677,2448776],[2055783,2450331,2706808],[2056755,2451802,2707342],[2059588,2273561,2453161],[2063217,2456010,2711272],[2067381,2460046,2603862],[2069730,2281795,2604754],[2070097,2461314,2462141],[2072138,2462819,2714433],[2072393,2463204,2606415],[2073848,2464415,2606625],[2073924,2285807,2464425],[2080099,2470440,2718218],[2088347,2474869,2720735],[2106062,2625771,2727004],[2111179,2489995,2728924],[2117531,2495493,2731460],[2127167,2330684,2634881],[2127534,2328288,2500794],[2129641,2502349,2736108],[2133532,2506695,2737377],[2135646,2507665,2640224],[2137885,2339797,2640484],[2138252,2508145,2514431],[2148586,2515265,2515800],[2152879,2353502,2518167],[2156570,2518563,2521066],[2156646,2356109,2521076],[2161328,2164207,2526206],[2161696,2523286,2748075],[2166254,2527651,2749934],[2166509,2528036,2655912],[2167156,2528939,2750392],[2174287,2535265,2753702],[2177020,2536187,2662182],[2179853,2376975,2537546],[2181611,2377600,2664481],[2181978,2539136,2539963],[2183482,2540395,2664903],[2186433,2382156,2759016],[2189052,2545633,2759619],[2196837,2549528,2761680],[2205085,2555808,2764197],[2207199,2556778,2677666],[2209438,2400662,2677926],[2209805,2393905,2557258],[2213197,2681157,2766794],[2221445,2565199,2769311],[2223798,2567587,2770429],[2230304,2233183,2572289],[2230672,2569369,2772466],[2235230,2573734,2774325],[2235485,2574119,2690523],[2236870,2423429,2691588],[2238739,2577465,2775347],[2239894,2576642,2581869],[2240424,2578106,2693241],[2243129,2435602,2578754],[2246987,2581894,2777864],[2252657,2585009,2585210],[2252733,2437139,2585019],[2260235,2587931,2590183],[2264702,2591866,2784133],[2264989,2592158,2784180],[2266816,2595727,2706486],[2269055,2450207,2706746],[2269422,2596207,2602493],[2269819,2597020,2786053],[2276171,2602518,2788589],[2279389,2603597,2712394],[2284049,2463912,2606229],[2286520,2464280,2792915],[2288281,2609374,2793237],[2289214,2717935,2793710],[2297370,2614948,2795411],[2301749,2309545,2621955],[2302117,2616827,2796761],[2303286,2478477,2723538],[2305155,2620666,2797472],[2306310,2474844,2619843],[2306840,2621307,2725191],[2312280,2728025,2799500],[2320065,2628717,2801561],[2328313,2632106,2804078],[2328600,2632398,2804125],[2330427,2635967,2735786],[2332666,2502225,2736046],[2333033,2495468,2636447],[2334003,2503344,2736998],[2335723,2639300,2806419],[2336987,2638693,2642921],[2337063,2511690,2638703],[2337533,2639959,2738495],[2343508,2643195,2808480],[2348347,2515394,2645714],[2348770,2645951,2646132],[2351756,2515825,2810997],[2353870,2356822,2746159],[2357999,2522724,2747723],[2359507,2651956,2813495],[2359868,2651964,2813594],[2361023,2653614,2658841],[2361553,2655078,2749376],[2364258,2534897,2655726],[2368116,2658866,2816111],[2370469,2661254,2817229],[2377343,2663036,2819266],[2379585,2539988,2820567],[2381901,2667401,2821125],[2388432,2670804,2822634],[2391164,2397928,2676145],[2393930,2673340,2823816],[2394217,2673632,2823863],[2394868,2552457,2763818],[2396588,2676742,2824335],[2397852,2549254,2676135],[2398398,2677401,2765315],[2401836,2766116,2766511],[2409992,2683330,2827534],[2414371,2422167,2690337],[2415908,2568807,2772114],[2417416,2686567,2829496],[2417777,2686575,2829595],[2418932,2565174,2688225],[2419462,2689689,2773767],[2423067,2574619,2775064],[2425233,2581463,2691968],[2425656,2692205,2695785],[2431223,2695688,2833017],[2435970,2697567,2834367],[2436005,2585140,2698235],[2439008,2585484,2835078],[2440693,2443129,2782320],[2444413,2591406,2783754],[2446133,2703593,2837106],[2447397,2704955,2709183],[2447473,2599752,2704965],[2447943,2706221,2785251],[2453918,2709457,2839167],[2462166,2712846,2841684],[2462453,2713138,2841731],[2464519,2606986,2842802],[2471328,2612793,2794939],[2474438,2480281,2723918],[2476896,2721845,2845219],[2477257,2721853,2845318],[2478115,2617820,2797189],[2480704,2615045,2724155],[2489504,2625746,2728893],[2492727,2499491,2734265],[2496431,2631646,2803699],[2498151,2732893,2849682],[2499415,2628443,2734255],[2499961,2735521,2805196],[2505176,2642851,2737462],[2508958,2739297,2852230],[2514456,2741833,2853412],[2514743,2742125,2853459],[2517114,2646035,2853931],[2518924,2521170,2812115],[2522362,2651591,2813311],[2524528,2658435,2748103],[2524951,2748340,2751920],[2530518,2751823,2857130],[2537942,2755060,2859092],[2538303,2755068,2859191],[2546151,2669994,2822316],[2547413,2761318,2861404],[2549184,2554289,2764282],[2551343,2762588,2861943],[2561658,2562346,2768336],[2562270,2680883,2768326],[2564768,2570611,2772494],[2568445,2686202,2829312],[2571034,2683427,2772731],[2583921,2778974,2867991],[2584282,2778982,2868090],[2593238,2709113,2784218],[2605176,2790022,2872454],[2610801,2717856,2843664],[2612431,2719126,2844203],[2613517,2795205,2874238],[2625340,2625803,2800543],[2626226,2728122,2800780],[2628373,2633478,2804163],[2641080,2808118,2878498],[2645010,2809388,2879037],[2668604,2759413,2860824],[2678438,2679183,2825729],[2680813,2681226,2826827],[2694257,2832811,2886725],[2726146,2726724,2846813] ] cell #5225 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037909,1808309],[1121030,1889945],[1211226,1976544],[1312857,2068675],[1335490,2087638],[1373598,2118503],[1406456,2145973],[1465585,2195840],[1499008,2220736],[1531866,2246278],[1547982,2259428],[1569974,2277143],[1622467,2315066],[1628343,2319068],[1660815,2342511],[1672376,2351047],[1694238,2367407],[1710354,2380557],[1749958,2405440],[1798694,2438011],[1801458,2439984],[1814294,2448919],[1820170,2452921],[1831731,2461457],[1837891,2466504],[1895930,2500937],[1907925,2508288],[1923767,2517927],[1936229,2525966],[1951785,2536419],[1953253,2537306],[1956017,2539279],[1987953,2557401],[2014348,2572049],[2025367,2578338],[2025756,2578514],[2056054,2596350],[2067533,2603378],[2071896,2605989],[2101501,2621539],[2101890,2621715],[2129912,2636590],[2131419,2637216],[2136728,2639740],[2165623,2655310],[2166012,2655486],[2177437,2662058],[2202972,2674658],[2208281,2677182],[2234599,2689921],[2234988,2690097],[2236724,2690980],[2241703,2693117],[2262589,2703478],[2267898,2706002],[2303140,2722930],[2308119,2725067],[2326200,2732778],[2331509,2735302],[2334228,2736660],[2357853,2747115],[2362832,2749252],[2387146,2760592],[2395093,2763480],[2415762,2771506],[2420741,2773643],[2444638,2783416],[2471182,2794604],[2496656,2803361],[2546376,2822196], [840267,1596046,2087184],[859179,1616482,2311235],[987317,1755121,2408947],[988396,1756161,2220282],[1018997,1787873,2245824],[1083609,1854573,2475745],[1105085,1874564,2314612],[1153821,1921586,2350593],[1173588,1941392,2529473],[1174667,1942432,2366953],[1207125,1972947,2550413],[1228987,1991884,2402512],[1242964,2004130,2412324],[1275436,2033303,2582770],[1284076,2041340,2439530],[1296912,2053294,2448465],[1313936,2069715,2461003],[1336267,1851882,2616058],[1358259,1871873,2484926],[1369497,2114906,2490671],[1383474,2127152,2500483],[1396500,2137870,2507834],[1402355,2142376,2644080],[1414289,2152686,2352634],[1416332,2154622,2649368],[1424217,2161313,2523038],[1438194,2173559,2532850],[1446834,2181596,2538825],[1483306,2209423,2556947],[1499785,2001439,2563376],[1503293,1761106,2412778],[1511023,2230289,2569121],[1518837,2236855,2574828],[1532643,2030612,2696798],[1543881,2255831,2701423],[1544786,2041507,2256863],[1554635,2050603,2591951],[1560018,2269040,2595896],[1565873,2273546,2597696],[1577807,2283856,2463044],[1579850,2285792,2607508],[1603036,2301734,2616579],[1605399,2303271,2618029],[1633004,1884782,2493599],[1640681,2124461,2632191],[1646064,2332651,2636136],[1647812,2333925,2637116],[1673153,2151931,2745390],[1675541,2353487,2745911],[1678536,2356094,2650614],[1681209,2357984,2651800],[1689517,2364065,2527876],[1695015,2170868,2657043],[1698523,1947377,2533304],[1706253,2376960,2662788],[1707158,2181763,2377992],[1727644,2391149,2672321],[1731547,2201269,2673425],[1733133,2394790,2674558],[1763151,2414356,2684961],[1765514,2415893,2686411],[1773822,2421974,2573959],[1775330,2423013,2690934],[1794863,2435587,2697319],[1797226,2437124,2698769],[1802235,2257777,2782405],[1807167,2444335,2703378],[1809022,2445427,2594989],[1816124,2269207,2450599],[1824831,2063512,2600624],[1832508,2283101,2712931],[1834896,2463897,2792667],[1836016,2074660,2607962],[1846637,2471313,2719335],[1851240,2298752,2721030],[1852391,2474360,2720930],[1858451,2478061,2722884],[1883314,2492712,2730441],[1887217,2324497,2731545],[1888803,2496353,2732678],[1890658,2497445,2635229],[1897760,2332818,2502617],[1913915,2511675,2740814],[1917818,2347940,2741918],[1919404,2515316,2743051],[1924181,2352801,2811292],[1928576,2157382,2651068],[1929889,2522308,2747069],[1930876,2522802,2654218],[1931694,2358729,2526535],[1949422,2534882,2753454],[1956794,2378906,2820652],[1957914,2183777,2665716],[1960093,2542500,2542565],[1967299,2546073,2760492],[1971848,2391018,2761890],[1973425,2549130,2761844],[1977257,2551269,2678274],[1996194,2561643,2767911],[2000797,2411374,2769606],[2001948,2564690,2769506],[2008008,2568391,2771460],[2008995,2568885,2688829],[2009813,2416638,2572618],[2029970,2432605,2778159],[2031121,2581385,2778059],[2037181,2585086,2780013],[2042053,2260141,2702279],[2045956,2260530,2702455],[2048205,2591742,2705508],[2048296,2445296,2594858],[2062044,2599737,2787570],[2065947,2458350,2788674],[2069388,2604470,2605102],[2072310,2463211,2841979],[2076490,2466671,2466739],[2076705,2288552,2717330],[2078084,2610240,2794109],[2083063,2612377,2794558],[2087251,2474663,2795645],[2091543,2616343,2725561],[2092361,2476829,2622284],[2109097,2488709,2800473],[2109258,2625262,2800373],[2113807,2492581,2801771],[2115384,2628319,2801725],[2119216,2333364,2630458],[2122063,2631982,2734808],[2122154,2497314,2635098],[2141277,2511544,2808690],[2142854,2642797,2808644],[2146686,2640832,2644936],[2151289,2349643,2743151],[2152440,2354952,2745675],[2159166,2523105,2654521],[2166426,2528043,2856633],[2170226,2531900,2816406],[2171377,2658357,2816306],[2178424,2662552,2663105],[2179242,2537164,2537875],[2182309,2381270,2758414],[2186212,2381659,2758590],[2187557,2668167,2821821],[2194822,2671079,2763366],[2199801,2673216,2765643],[2199892,2551138,2678143],[2211182,2678622,2826232],[2215514,2561512,2826727],[2216161,2680759,2826681],[2220349,2564993,2827768],[2224480,2225459,2567159],[2224641,2421728,2684725],[2228142,2569188,2689132],[2235402,2574126,2866300],[2245891,2581688,2833251],[2250183,2693611,2697083],[2251001,2579083,2583854],[2254732,2436993,2780059],[2256309,2441972,2782196],[2267737,2595734,2838079],[2269753,2277856,2711198],[2272447,2599606,2839377],[2274024,2709059,2839331],[2280703,2712722,2713198],[2280794,2604339,2604971],[2282459,2460053,2789907],[2283610,2465362,2792431],[2289160,2610194,2717646],[2295875,2720018,2796837],[2297165,2475953,2615768],[2300449,2616646,2725864],[2310785,2726287,2847168],[2311443,2487833,2624687],[2314679,2625565,2847543],[2318050,2496254,2729199],[2322382,2323120,2630327],[2323029,2502063,2731336],[2331348,2635974,2850655],[2340461,2507672,2807392],[2341493,2736546,2739572],[2346472,2738823,2741709],[2346563,2640701,2644805],[2350660,2515619,2810280],[2355770,2521852,2650452],[2362185,2655179,2856323],[2363819,2371312,2753218],[2367020,2658660,2857364],[2371151,2372130,2660826],[2374813,2662855,2663408],[2375861,2536288,2818306],[2377438,2541267,2820443],[2382073,2382210,2667793],[2386270,2545498,2760282],[2388378,2671033,2761108],[2389728,2550480,2672696],[2401326,2556785,2825308],[2401782,2678576,2766222],[2402579,2560854,2680239],[2408497,2568274,2768594],[2409155,2409787,2684150],[2412391,2413071,2685028],[2420094,2689790,2865990],[2428335,2578207,2832210],[2429728,2774712,2777147],[2431018,2582978,2696508],[2434302,2693914,2697386],[2442063,2590408,2702148],[2444236,2451903,2786328],[2448532,2706305,2870315],[2450045,2456882,2788465],[2456235,2456973,2711067],[2461070,2603681,2840967],[2465201,2466180,2716714],[2470524,2611857,2794393],[2473313,2615849,2721097],[2483383,2621408,2846431],[2484717,2624768,2727366],[2489941,2631233,2800989],[2490738,2491291,2730816],[2500550,2735605,2877568],[2504075,2506796,2807082],[2507901,2640043,2851792],[2508904,2739526,2807908],[2510254,2644147,2741189],[2516909,2646855,2649576],[2520193,2650681,2745978],[2522191,2529023,2815394],[2529681,2530313,2752643],[2532917,2533597,2753521],[2540620,2541358,2758283],[2545579,2669246,2822013],[2553188,2555909,2824998],[2557014,2677485,2862839],[2563167,2563643,2769673],[2575203,2577549,2831999],[2580338,2696589,2778226],[2586436,2699144,2701490],[2590993,2596966,2838595],[2597763,2598316,2787945],[2607575,2608255,2792734],[2618404,2620750,2846220],[2637283,2639246,2851609],[2646936,2743218,2745181],[2656834,2657310,2816473],[2674725,2676688,2862656] ] cell #5226 : |C| = 665 W-rep = phi[70,18]+phi[280,17]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 35 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 2 member(s) 70 tau_infinity subcells with 3 member(s) subcells = [ [2225477],[2297923],[2312833],[2323340],[2355788],[2372148],[2382228],[2390389],[2403793],[2410545],[2413260],[2431776],[2442283],[2457193],[2466198],[2467579],[2473780],[2485660],[2491952],[2510915],[2517667],[2520382],[2531071],[2533786],[2541578],[2547535],[2557909],[2564110],[2580805],[2587097],[2598977],[2608444],[2641202],[2647403],[2657777], [1079177,1850525],[1099533,2104289],[1237412,2219672],[1238532,2000082],[1243445,2004691],[1271004,2029255],[1336422,2300006],[1339403,2299880],[1358414,2104415],[1361395,2108382],[1372509,2117457],[1411900,2150574],[1432642,2366343],[1433762,2169511],[1438675,2174120],[1467017,2392287],[1488879,2211740],[1499940,2219798],[1502921,2223765],[1532798,2433859],[1535779,2433733],[1544629,2256420],[1544804,2041652],[1554790,2263055],[1557771,2267022],[1568885,2276097],[1575418,2281744],[1580331,2286353],[1629775,2318608],[1640836,2326666],[1643817,2330633],[1656612,2339746],[1662247,2512813],[1673308,2519750],[1674179,2152811],[1676289,2519624],[1679017,2356655],[1684109,2358411],[1695170,2366469],[1698151,2370436],[1707001,2377549],[1707176,2181908],[1709265,2379511],[1731702,2393071],[1741933,2400611],[1768414,2416320],[1776136,2423378],[1800126,2588995],[1802390,2589779],[1802719,2442778],[1805409,2443055],[1815967,2450156],[1816142,2269352],[1821602,2452461],[1832663,2460519],[1833534,2283981],[1835644,2464486],[1838372,2467065],[1853227,2474795],[1857107,2476511],[1859257,2478426],[1887372,2494634],[1887701,2323835],[1897603,2502174],[1897778,2332963],[1899237,2503325],[1917973,2513597],[1920240,2515751],[1924336,2648418],[1924613,2520187],[1925199,2650134],[1928204,2521137],[1930695,2522673],[1931712,2360235],[1938570,2364190],[1954685,2536846],[1956949,2666751],[1957278,2542073],[1959968,2542350],[1973736,2549428],[1974231,2549495],[1979265,2552438],[2002784,2565125],[2006078,2413065],[2006664,2566841],[2008814,2568756],[2009831,2418144],[2016689,2422099],[2018073,2574604],[2031957,2581820],[2035837,2583536],[2037492,2585384],[2037987,2585451],[2042147,2589385],[2047366,2591387],[2048516,2446686],[2049011,2446762],[2066102,2601659],[2066431,2457688],[2068369,2603813],[2072465,2714680],[2072742,2608249],[2073328,2716396],[2076508,2466816],[2083869,2612742],[2088787,2615018],[2088982,2615183],[2092379,2477624],[2094207,2617805],[2110094,2625697],[2111732,2490239],[2115695,2628617],[2116190,2628684],[2119310,2494240],[2121224,2631627],[2122374,2498704],[2122869,2498780],[2137564,2640175],[2143165,2643095],[2143660,2643162],[2148694,2646105],[2148889,2646270],[2158329,2651576],[2159160,2523896],[2159355,2524319],[2166581,2750181],[2172213,2658792],[2175507,2533591],[2176093,2660508],[2177748,2662356],[2179260,2538670],[2182403,2666357],[2186118,2542625],[2189605,2545877],[2192125,2669975],[2197269,2672097],[2200112,2551896],[2200607,2551972],[2209117,2677617],[2216472,2681057],[2216967,2681124],[2218459,2562977],[2221885,2683400],[2222080,2683565],[2227305,2686187],[2228136,2569979],[2228331,2570402],[2235557,2774572],[2242014,2693415],[2247427,2695758],[2247622,2695923],[2251019,2584649],[2252847,2698545],[2262661,2592685],[2268734,2706437],[2270372,2597264],[2274335,2709357],[2274830,2709424],[2277950,2601265],[2280059,2712532],[2281014,2605729],[2281509,2605805],[2289458,2718026],[2291171,2612187],[2293459,2719111],[2300443,2616884],[2300638,2617307],[2308430,2725365],[2315353,2728095],[2315548,2728260],[2317062,2626724],[2320497,2730217],[2326272,2632925],[2332345,2735737],[2336276,2639544],[2338991,2738633],[2343940,2740590],[2346783,2645563],[2347278,2645639],[2363143,2749550],[2365130,2656644],[2368556,2751893],[2368751,2752058],[2374807,2663646],[2375002,2664069],[2382964,2759542],[2384097,2669614],[2388676,2670895],[2392677,2673683],[2397141,2676986],[2399856,2765453],[2402080,2766602],[2406081,2767687],[2421052,2773941],[2425024,2692927],[2434296,2697624],[2434491,2698047],[2449401,2785389],[2450915,2707464],[2454350,2787346],[2460125,2713665],[2472647,2719877],[2480072,2724877],[2484527,2799423],[2501419,2805334],[2504623,2738107],[2509202,2739388],[2513203,2742176],[2553736,2764927],[2579672,2777006], [595231,1291360,2262929],[661647,1377922,2326540],[734880,1471142,2392945],[820287,1574298,2460393],[840748,1596607,2473678],[875136,1633900,2494508],[904309,1666372,2513471],[956998,1724845,2548299],[988877,1756722,2564008],[1019478,1788434,2580703],[1033875,1804251,2589653],[1053866,1825727,2601533],[1105566,1875125,2625133],[1111557,1880515,2627488],[1143269,1911116,2641966],[1154302,1922147,2647301],[1175148,1942993,2657675],[1189545,1958810,2666625],[1231999,1994435,2680404],[1281908,2039254,2699309],[1284557,2041901,2700505],[1297393,2053855,2705873],[1303384,2059245,2708228],[1314417,2070276,2713563],[1319847,2076333,2609199],[1383955,2127713,2735173],[1396981,2138431,2739188],[1414164,2152536,2744350],[1427229,2163864,2748897],[1441990,2178243,2662423],[1444666,2179510,2755444],[1447315,2182157,2756640],[1483787,2209984,2766008],[1514035,2232840,2773288],[1524330,2242509,2693482],[1527020,2242786,2776601],[1560499,2269601,2785944],[1571813,2279864,2712367],[1577682,2283706,2791106],[1610892,2308925,2725432],[1613582,2309202,2798726],[1646545,2333212,2805889],[1648648,2334360,2806135],[1653021,2338796,2738468],[1686702,2363638,2749617],[1689392,2363915,2814848],[1701135,2373976,2754680],[1733969,2395225,2824051],[1738342,2399661,2765288],[1771007,2421547,2774008],[1773697,2421824,2830849],[1775641,2423311,2775155],[1780296,2427312,2776240],[1808003,2444770,2836822],[1812376,2449206,2785224],[1858762,2478359,2797280],[1863417,2482360,2798365],[1889639,2496788,2849398],[1894012,2501224,2805169],[1899432,2503490,2806342],[1930200,2522606,2813402],[1934855,2526607,2814487],[1968135,2546508,2861189],[1979460,2552603,2824258],[2008319,2568689,2829403],[2012974,2572690,2830488],[2047561,2591552,2837029],[2083374,2612675,2844294],[2121419,2631792,2849605],[2192320,2670140,2861267] ] cell #5227 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1243353],[1320466],[1372820],[1438583],[1450940],[1502568],[1569196],[1573859],[1580239],[1581867],[1625336],[1656173],[1674730],[1678925],[1697798],[1703132],[1709576],[1716038],[1741494],[1783372],[1801502],[1801637],[1805720],[1815528],[1817163],[1828644],[1834085],[1835291],[1838280],[1866493],[1897164],[1902309],[1905944],[1923444],[1924431],[1927851],[1937931],[1939121],[1950246],[1956061],[1956196],[1960279],[1982337],[1985972],[2016050],[2017240],[2017638],[2022838],[2036509],[2036785],[2041080],[2054073],[2056098],[2056233],[2071573],[2072560],[2075980],[2093772],[2098972],[2127931],[2129956],[2130091],[2134139],[2134415],[2148042],[2157894],[2163094],[2165689],[2166676],[2176765],[2177041],[2181336],[2190071],[2205692],[2205968],[2226870],[2232070],[2234665],[2235652],[2237237],[2239350],[2240169],[2240445],[2261638],[2265309],[2265585],[2268780],[2279212],[2292313],[2303653],[2305766],[2306585],[2306861],[2313299],[2325249],[2328920],[2329196],[2332391],[2334811],[2337356],[2357172],[2360479],[2361298],[2361574],[2385563],[2391531],[2395676],[2398221],[2404935],[2407079],[2407355],[2415081],[2418388],[2419207],[2419483],[2423787],[2437506],[2440438],[2440714],[2445221],[2447766],[2469948],[2475246],[2478835],[2485087],[2487126],[2488960],[2493094],[2495238],[2495514],[2497239],[2499784],[2512057],[2516202],[2518747],[2523082],[2539733],[2540009],[2549904],[2551063],[2558337],[2558530],[2560278],[2563537],[2565576],[2567410],[2569165],[2582271],[2585860],[2600119],[2602263],[2602539],[2604264],[2606809],[2616219],[2616623],[2627152],[2627345],[2629093],[2630252],[2643571],[2644730],[2657204],[2659243],[2661077],[2662832],[2672928],[2673121],[2685005],[2696959],[2697363],[2702073],[2707892],[2708085],[2709833],[2710992],[2731241],[2741421],[2741614],[2745551],[2745955],[2753498],[2758208],[2781908],[2782101],[2788370],[2792711],[2820348],[2836592] ] cell #5228 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1503332],[1633109],[1698562],[1760200],[1824936],[1836055],[1838562],[1877871],[1928615],[1946471],[1958019],[1959915],[1963949],[2042092],[2046061],[2056601],[2068316],[2073754],[2076238],[2076744],[2133378],[2137511],[2153223],[2153226],[2156476],[2176866],[2178148],[2182348],[2186317],[2204931],[2209064],[2240270],[2242414],[2252508],[2256253],[2257020],[2268681],[2269792],[2279780],[2284393],[2284396],[2287646],[2306686],[2308830],[2332292],[2333403],[2336838],[2338712],[2348486],[2352112],[2361399],[2363543],[2364602],[2364605],[2373637],[2377382],[2378149],[2397703],[2399577],[2419308],[2421452],[2422511],[2422514],[2422743],[2425372],[2426262],[2436127],[2447248],[2449122],[2449989],[2450756],[2458896],[2462522],[2477791],[2480420],[2481310],[2499266],[2501140],[2502007],[2502774],[2505298],[2505883],[2522038],[2522101],[2524667],[2525557],[2527354],[2535422],[2544833],[2554411],[2554996],[2562121],[2568121],[2568184],[2570750],[2571640],[2573437],[2575050],[2575113],[2576788],[2588335],[2591153],[2593360],[2593945],[2611704],[2611767],[2618251],[2618314],[2619989],[2624022],[2625942],[2630936],[2631393],[2633600],[2634185],[2637443],[2648663],[2652085],[2653760],[2665307],[2669406],[2672543],[2672606],[2674885],[2678932],[2680086],[2680149],[2681348],[2685405],[2686696],[2688371],[2698991],[2699054],[2700729],[2703705],[2711676],[2714925],[2721257],[2721974],[2726540],[2727526],[2729509],[2730663],[2730726],[2731925],[2733005],[2741036],[2741099],[2743378],[2753898],[2755189],[2756864],[2762473],[2762700],[2766372],[2768847],[2769833],[2770550],[2778386],[2779103],[2786638],[2787792],[2787855],[2789054],[2790134],[2796116],[2801139],[2802354],[2802581],[2809273],[2809500],[2812236],[2815647],[2816633],[2817350],[2823284],[2833722],[2835871],[2836098],[2838745],[2839960],[2840187],[2842923],[2852880],[2854636],[2859984],[2860211],[2868959],[2869513] ] cell #5229 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1760925],[1838557],[1885080],[1947196],[1959912],[2003859],[2063810],[2068313],[2074479],[2076237],[2111432],[2137508],[2153220],[2157201],[2173288],[2178147],[2184075],[2189305],[2209061],[2242413],[2257019],[2257160],[2260828],[2268678],[2270072],[2279779],[2284390],[2285521],[2288371],[2308829],[2332289],[2335976],[2338711],[2352111],[2352889],[2355823],[2363542],[2364599],[2373486],[2378148],[2378289],[2381957],[2396841],[2399576],[2421451],[2422508],[2422742],[2426111],[2436126],[2436301],[2439396],[2449121],[2450755],[2450896],[2462521],[2463299],[2466233],[2477790],[2481159],[2501139],[2502773],[2502914],[2505297],[2505472],[2514907],[2522037],[2525406],[2527353],[2528131],[2535421],[2535596],[2538691],[2544832],[2554410],[2554585],[2568120],[2571489],[2573436],[2574214],[2575049],[2576284],[2576787],[2576962],[2591152],[2593359],[2593534],[2595762],[2602969],[2611703],[2618250],[2619485],[2619988],[2620163],[2624021],[2631392],[2633599],[2633774],[2636002],[2637442],[2638855],[2651391],[2653256],[2653759],[2653934],[2669405],[2672542],[2674884],[2676297],[2680085],[2681347],[2681522],[2686002],[2687867],[2688370],[2688545],[2691205],[2698990],[2700728],[2700903],[2703704],[2705117],[2718653],[2721256],[2723155],[2726539],[2727525],[2728535],[2730662],[2731924],[2732099],[2733004],[2734417],[2741035],[2743377],[2744790],[2747340],[2756863],[2757038],[2762115],[2762699],[2766371],[2766447],[2767229],[2768846],[2769832],[2770842],[2771731],[2778385],[2780284],[2787791],[2789053],[2789228],[2790133],[2791546],[2796115],[2796299],[2801138],[2801214],[2801996],[2802580],[2808915],[2809499],[2815646],[2816632],[2817642],[2818531],[2823283],[2823359],[2828422],[2833721],[2833905],[2836097],[2838744],[2838820],[2839602],[2840186],[2848706],[2852879],[2852955],[2854635],[2854819],[2858018],[2860210],[2868958],[2869034],[2871478],[2873342],[2882915],[2887950] ] cell #5230 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [520644],[613948],[709977],[715831],[779948],[818881],[853806],[892946],[921907],[933947],[971065],[1001935],[1011403],[1032536],[1042503],[1093039],[1118237],[1125624],[1130262],[1157336],[1167073],[1188206],[1214567],[1243644],[1245439],[1252394],[1284866],[1290377],[1310064],[1317451],[1337300],[1372888],[1373153],[1374388],[1376939],[1409797],[1421742],[1438874],[1440669],[1447624],[1451346],[1460399],[1495710],[1500818],[1502596],[1503264],[1508548],[1533676],[1569264],[1569529],[1570764],[1573315],[1580530],[1582325],[1587190],[1601681],[1623157],[1625364],[1632424],[1655629],[1679216],[1690940],[1696048],[1697826],[1698494],[1703778],[1709644],[1709909],[1711144],[1716066],[1726459],[1740950],[1747305],[1753321],[1761796],[1779017],[1793508],[1805788],[1806053],[1814984],[1817191],[1824251],[1828433],[1835319],[1835987],[1842204],[1851745],[1862138],[1871736],[1882129],[1896620],[1902337],[1904693],[1912730],[1927221],[1927879],[1928547],[1933576],[1939592],[1948067],[1950274],[1957334],[1982365],[1984721],[2001302],[2004698],[2011695],[2020934],[2022866],[2030475],[2036813],[2040868],[2045376],[2050466],[2052822],[2060859],[2066875],[2075350],[2093253],[2097068],[2099000],[2117705],[2124324],[2126680],[2134443],[2135140],[2148289],[2151794],[2154150],[2163122],[2170731],[2174127],[2181124],[2201132],[2205996],[2206693],[2226351],[2232098],[2239597],[2251893],[2257640],[2265613],[2266310],[2276345],[2282964],[2285320],[2286360],[2297329],[2306013],[2324360],[2329224],[2329921],[2347803],[2356662],[2360726],[2373022],[2378769],[2379759],[2407383],[2409951],[2418635],[2431182],[2443303],[2458213],[2487997],[2489207],[2517073],[2530477] ] cell #5231 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [614303],[715880],[818930],[825408],[892995],[934615],[971114],[1012071],[1042552],[1055309],[1093707],[1125673],[1135353],[1157385],[1167741],[1219658],[1245488],[1253062],[1256749],[1285534],[1295468],[1317500],[1342795],[1373202],[1375056],[1382030],[1414888],[1419507],[1440718],[1448292],[1457058],[1503543],[1503611],[1504803],[1506313],[1519339],[1539171],[1569578],[1571432],[1578406],[1582374],[1588877],[1605901],[1619816],[1625546],[1632446],[1633325],[1652288],[1698773],[1698841],[1700033],[1701543],[1709958],[1711812],[1716248],[1728146],[1737609],[1748992],[1753343],[1760202],[1780704],[1797728],[1806102],[1811643],[1817373],[1824273],[1825152],[1836266],[1836334],[1837526],[1842226],[1851927],[1863825],[1871918],[1877873],[1883816],[1893279],[1902519],[1914417],[1928826],[1928894],[1935263],[1939614],[1946473],[1950456],[1957356],[1958235],[1963951],[1972846],[1982547],[1991783],[1996696],[2001484],[2013382],[2020956],[2023048],[2030657],[2042555],[2045398],[2046277],[2050648],[2056603],[2062546],[2066897],[2073756],[2097090],[2099182],[2104712],[2114805],[2117887],[2119718],[2124506],[2133380],[2135162],[2142275],[2148311],[2151976],[2156478],[2161212],[2163304],[2170913],[2176868],[2182811],[2201314],[2204933],[2206715],[2211469],[2220095],[2224005],[2230188],[2232280],[2239619],[2240272],[2252510],[2255730],[2257822],[2266332],[2273445],[2276527],[2278358],[2283146],[2300303],[2301633],[2306035],[2306688],[2318337],[2322592],[2324542],[2329943],[2336840],[2347985],[2353386],[2360748],[2361401],[2366766],[2370676],[2376859],[2378951],[2379941],[2389914],[2392016],[2397705],[2414255],[2418657],[2419310],[2434156],[2435486],[2443485],[2447250],[2452190],[2456445],[2458395],[2463796],[2464726],[2489229],[2491477],[2499268],[2510440],[2512542],[2520047],[2521377],[2534781],[2540830],[2561040],[2562123],[2586622],[2588724],[2590618],[2598502] ] cell #5232 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [690040],[797211],[823138],[910857],[924447],[939170],[959239],[1004475],[1027107],[1040710],[1045239],[1060414],[1113798],[1123831],[1128360],[1145510],[1165526],[1165845],[1170143],[1182777],[1190746],[1212948],[1233161],[1250847],[1251166],[1255464],[1265633],[1289688],[1293280],[1293878],[1305625],[1315658],[1320187],[1341972],[1342291],[1351679],[1356377],[1373671],[1376250],[1379842],[1380440],[1389235],[1408178],[1419395],[1423489],[1428391],[1446077],[1446396],[1450694],[1458604],[1471942],[1472540],[1476041],[1486369],[1497903],[1506201],[1510295],[1515197],[1519227],[1538348],[1538667],[1548055],[1549994],[1552753],[1570047],[1572626],[1576218],[1576816],[1588765],[1593432],[1599886],[1600992],[1602308],[1605789],[1621362],[1627265],[1636040],[1638799],[1648956],[1653834],[1667172],[1667770],[1671271],[1681599],[1693133],[1701431],[1705525],[1710427],[1715290],[1717856],[1722373],[1728034],[1729113],[1730771],[1734277],[1739155],[1748880],[1760001],[1765904],[1780592],[1785259],[1791713],[1792819],[1794135],[1797616],[1813189],[1819092],[1827867],[1830626],[1841476],[1850969],[1853535],[1855676],[1863713],[1870960],[1873526],[1883704],[1886441],[1894825],[1901561],[1904127],[1908644],[1914305],[1915384],[1917042],[1920548],[1925426],[1926532],[1935151],[1946272],[1952175],[1972096],[1972262],[1981589],[1984155],[1991033],[2000526],[2003092],[2005233],[2006891],[2013270],[2020206],[2029699],[2032265],[2034406],[2042443],[2043522],[2045180],[2049690],[2052256],[2062434],[2065171],[2073555],[2096340],[2108826],[2114055],[2114221],[2119606],[2123548],[2126114],[2141525],[2141691],[2151018],[2153584],[2155725],[2160462],[2169955],[2172521],[2174662],[2176320],[2182699],[2185436],[2193519],[2215762],[2215928],[2219333],[2225785],[2229438],[2254980],[2255146],[2267466],[2272695],[2272861],[2278246],[2282188],[2284754],[2286895],[2293388],[2294730],[2318183],[2331077],[2340190],[2362433],[2362599],[2366004],[2372456],[2376109],[2376275],[2386403],[2401055],[2408196],[2420342],[2420508],[2427241],[2428583],[2428749],[2452036],[2470223],[2482289],[2483631],[2483797],[2506929],[2528722],[2556042],[2577248],[2620449], [958409,1467423],[979255,1489285],[1080575,1597811],[1102051,1619287],[1112968,1630181],[1116487,1375320],[1144680,1662653],[1206397,1725630],[1228259,1746476],[1239930,1757926],[1243286,1505490],[1243605,1505809],[1272402,1789638],[1283319,1800532],[1285798,1549704],[1304795,1822008],[1308314,1571696],[1320323,1320368],[1331626,1847947],[1353618,1867938],[1368769,1881300],[1372151,1634700],[1372749,1635298],[1401627,1911901],[1413298,1923351],[1415575,1678858],[1415894,1679177],[1435160,1944197],[1438516,1700720],[1438835,1701039],[1448556,1449596],[1451307,1451357],[1453726,1962195],[1454766,1962983],[1495144,1997504],[1495378,1753547],[1502565,1762423],[1528002,2026677],[1543153,2040039],[1545429,1805051],[1546027,1805649],[1565145,2060030],[1568527,1826527],[1569125,1827125],[1579093,1580172],[1579412,1580491],[1581622,1581685],[1586624,2079876],[1586858,1842430],[1595008,2086439],[1617524,2104942],[1625333,1878043],[1649996,2132412],[1668512,2147996],[1668678,1918972],[1674813,1927848],[1690374,2166933],[1690608,1939818],[1697795,1948694],[1701845,1701982],[1707801,1708907],[1708399,1709505],[1716035,1964121],[1725893,2196614],[1726127,1973050],[1735317,2203965],[1746739,2212974],[1746973,1991987],[1778451,2238516],[1778685,2021160],[1779491,2239304],[1779657,2022090],[1781006,1781143],[1786835,2245079],[1795619,2036782],[1809351,2263582],[1817160,2056773],[1828033,1828101],[1834168,1835288],[1851714,2088365],[1861572,2304932],[1861806,2097294],[1862612,2305720],[1862778,2098224],[1864127,1864264],[1871705,2106080],[1881563,2319842],[1881797,2115009],[1885334,2322796],[1890987,2327193],[1902306,2133550],[1903231,2134412],[1904293,1904361],[1912164,2343285],[1912398,2142479],[1933010,2359645],[1933244,2161416],[1934050,2360433],[1934216,2162346],[1935565,1935702],[1950178,1950243],[1968443,2387351],[1982334,2205103],[1983259,2205965],[1984321,1984389],[2001271,2221463],[2004366,2224209],[2011129,2417554],[2011363,2230392],[2012169,2418342],[2012335,2231322],[2013684,2013821],[2022770,2022835],[2030444,2247005],[2040302,2438785],[2040536,2255934],[2042857,2042994],[2050435,2264720],[2051360,2265582],[2052422,2052490],[2060293,2453695],[2060527,2273649],[2064064,2456649],[2078217,2467846],[2092687,2477034],[2092921,2301837],[2098904,2098969],[2110402,2488914],[2110568,2316747],[2117674,2322630],[2120020,2120157],[2124293,2328331],[2125218,2329193],[2126280,2126348],[2151763,2351774],[2153750,2153818],[2163026,2163091],[2170700,2368134],[2173795,2370880],[2180558,2538080],[2180792,2377063],[2183113,2183250],[2184329,2541034],[2187256,2543451],[2194955,2547802],[2196410,2392606],[2201101,2393948],[2211315,2558176],[2212059,2406010],[2217396,2407352],[2225951,2226019],[2232002,2232067],[2251327,2584059],[2251561,2435690],[2257544,2257609],[2261082,2590822],[2276314,2456483],[2278660,2278797],[2282933,2462184],[2284920,2284988],[2286028,2464930],[2295574,2613721],[2297298,2476086],[2310484,2622640],[2311576,2487966],[2318927,2319638],[2324264,2324329],[2341626,2641469],[2343081,2513132],[2347772,2514474],[2356330,2521581],[2372622,2372690],[2378673,2378738],[2379728,2540868],[2389427,2550179],[2402278,2560553],[2409288,2409920],[2429427,2694461],[2431151,2583111],[2438581,2589314],[2443272,2590656],[2452780,2453491],[2458117,2458182],[2490437,2490990],[2509953,2643846],[2517042,2649709],[2529814,2530446],[2586135,2701189],[2597462,2598015] ] cell #5233 : |C| = 378 W-rep = phi[378,14] special rep = phi[378,14] , dim = 378 orbit = A3+A2 depth of tau_infinity partitioning = 7 number of tau_infinity subcells = 378 378 tau_infinity subcells with 1 member(s) subcells = [ [911655],[942232],[1030855],[1061212],[1063862],[1150609],[1155554],[1170941],[1182173],[1186525],[1190271],[1256262],[1262321],[1263923],[1278564],[1298703],[1310724],[1311194],[1315669],[1348367],[1349969],[1385265],[1389676],[1392053],[1393247],[1393717],[1408443],[1419828],[1425079],[1426681],[1429011],[1441228],[1441322],[1476482],[1478859],[1480053],[1480523],[1506634],[1511885],[1513487],[1515817],[1519660],[1522405],[1523568],[1523662],[1546345],[1550391],[1553194],[1555571],[1556765],[1557235],[1571961],[1589198],[1606222],[1608967],[1610130],[1610224],[1624254],[1635616],[1636437],[1639240],[1641617],[1642811],[1643281],[1648365],[1649353],[1653169],[1675283],[1675753],[1679284],[1681808],[1682032],[1683671],[1684777],[1685940],[1686034],[1708717],[1718253],[1720990],[1728467],[1733686],[1734674],[1738490],[1745380],[1749313],[1752209],[1762893],[1763363],[1763589],[1766113],[1766337],[1767976],[1769082],[1770245],[1770339],[1775846],[1776247],[1798049],[1801957],[1802051],[1807720],[1808506],[1808708],[1812524],[1827443],[1834638],[1835108],[1839951],[1843722],[1852944],[1853932],[1855885],[1856109],[1856669],[1858967],[1859368],[1870191],[1873923],[1876660],[1880204],[1884137],[1886939],[1887033],[1889356],[1890142],[1890344],[1894160],[1899264],[1914738],[1919957],[1920945],[1924761],[1930405],[1930806],[1949164],[1949634],[1952384],[1952608],[1954247],[1956516],[1956610],[1961391],[1961537],[1967852],[1970571],[1972333],[1973941],[1974342],[1976177],[1976741],[1976943],[1979292],[1989508],[1989685],[1993279],[1998879],[1999757],[2002501],[2003489],[2005442],[2005666],[2006226],[2008524],[2008925],[2031674],[2032662],[2034615],[2034839],[2035399],[2037697],[2038098],[2047393],[2058934],[2062867],[2065669],[2065763],[2068086],[2068872],[2069074],[2072890],[2082901],[2083579],[2085635],[2085781],[2087702],[2088814],[2091272],[2091473],[2103350],[2103496],[2109811],[2112530],[2112707],[2114292],[2115900],[2116301],[2118136],[2118700],[2118902],[2121251],[2137281],[2140000],[2141762],[2143370],[2143771],[2145606],[2146170],[2146372],[2148721],[2155934],[2156158],[2168308],[2169186],[2171930],[2172918],[2174871],[2175095],[2175655],[2177953],[2178354],[2191902],[2192152],[2194185],[2195810],[2198916],[2208834],[2215999],[2216677],[2218733],[2218879],[2220800],[2221912],[2224370],[2224571],[2241541],[2242219],[2244275],[2244421],[2246342],[2247454],[2249912],[2250113],[2255217],[2259061],[2259625],[2259827],[2268451],[2271170],[2271347],[2272932],[2274540],[2274941],[2276776],[2277340],[2277542],[2279891],[2287104],[2287328],[2290531],[2292788],[2292934],[2295291],[2307957],[2308635],[2315130],[2315380],[2317413],[2319038],[2322144],[2332062],[2338573],[2338823],[2340856],[2342481],[2345587],[2351111],[2354681],[2354882],[2362670],[2363348],[2365404],[2365550],[2367471],[2368583],[2371041],[2371242],[2376346],[2380190],[2380754],[2380956],[2383843],[2384448],[2399438],[2399688],[2403153],[2405410],[2407913],[2420579],[2421257],[2424384],[2426641],[2426787],[2428820],[2429144],[2436356],[2437981],[2441087],[2443734],[2448983],[2449233],[2451266],[2452891],[2455997],[2461521],[2465091],[2465292],[2468911],[2479432],[2481689],[2481835],[2483868],[2485406],[2501001],[2501251],[2504369],[2504974],[2505527],[2508352],[2515035],[2521742],[2523679],[2525936],[2528439],[2535651],[2537276],[2540382],[2553482],[2554087],[2554640],[2557465],[2569762],[2572019],[2575936],[2576412],[2577017],[2578484],[2590170],[2592431],[2593589],[2603097],[2613195],[2619137],[2619613],[2620218],[2621685],[2632671],[2633829],[2636986],[2638983],[2645938],[2653384],[2653989],[2670543],[2674428],[2676425],[2681577],[2687995],[2688600],[2692192],[2705245],[2718508],[2724142],[2728663],[2734545],[2748327],[2767084],[2772718],[2800767] ] cell #5234 : |C| = 594 W-rep = phi[189,17]+phi[405,15] special rep = phi[405,15] , dim = 405 orbit = D4(a1)+A1 depth of tau_infinity partitioning = 8 number of tau_infinity subcells = 405 216 tau_infinity subcells with 1 member(s) 189 tau_infinity subcells with 2 member(s) subcells = [ [797252],[911359],[939211],[1030892],[1045280],[1060916],[1081491],[1128401],[1151703],[1165886],[1170645],[1186562],[1240846],[1251207],[1255966],[1273318],[1294153],[1294283],[1298740],[1311818],[1320228],[1342332],[1362603],[1380715],[1380845],[1385302],[1395461],[1419939],[1423521],[1424330],[1436076],[1446437],[1451196],[1472815],[1472945],[1482267],[1486913],[1504129],[1506745],[1510327],[1511136],[1519771],[1538708],[1550026],[1554059],[1558979],[1577091],[1577221],[1581678],[1589309],[1602340],[1603149],[1606333],[1616516],[1627809],[1636072],[1640105],[1645025],[1648988],[1668045],[1668175],[1677497],[1679486],[1682143],[1699359],[1701975],[1705557],[1706366],[1717888],[1722405],[1728578],[1729657],[1730971],[1734309],[1749424],[1755155],[1763791],[1766448],[1776449],[1781136],[1794167],[1794976],[1798160],[1808343],[1819636],[1827899],[1831932],[1836852],[1841508],[1843924],[1848244],[1853567],[1854607],[1856220],[1859570],[1864257],[1873558],[1884248],[1889979],[1904159],[1908676],[1914849],[1915928],[1917242],[1920580],[1935695],[1941426],[1950062],[1952719],[1963280],[1972128],[1974544],[1976578],[1984187],[1991065],[1993481],[2003124],[2005777],[2013814],[2020238],[2022654],[2026974],[2032297],[2033337],[2034950],[2038300],[2042987],[2044066],[2052288],[2062978],[2068709],[2087524],[2087672],[2096372],[2098788],[2105239],[2114087],[2116503],[2118537],[2120150],[2126146],[2132709],[2141557],[2143973],[2146007],[2153616],[2154656],[2156269],[2160494],[2162910],[2172553],[2175206],[2183243],[2204262],[2215794],[2220622],[2220770],[2225817],[2229470],[2231886],[2246164],[2246312],[2255012],[2257428],[2259462],[2263879],[2272727],[2275143],[2277177],[2278790],[2284786],[2287439],[2294762],[2314952],[2315100],[2318215],[2324148],[2327490],[2350933],[2351081],[2362465],[2367293],[2367441],[2372488],[2376141],[2378557],[2380591],[2386435],[2387648],[2408665],[2420374],[2428615],[2448805],[2448953],[2452068],[2458001],[2461343],[2461491],[2470692],[2483663],[2489989],[2500823],[2500971],[2506961],[2508174],[2508322],[2529191],[2545627],[2556074],[2557287],[2557435],[2577717],[2597014],[2620918],[2639294],[2676736], [993137,1505850],[1080850,1600065],[1102326,1621541],[1116022,1635573],[1116451,1635703],[1179408,1701080],[1190829,1451398],[1207238,1728696],[1229100,1749542],[1240205,1760180],[1242626,1762455],[1243079,1763264],[1272677,1791892],[1307849,1827400],[1308278,1827530],[1318677,1579453],[1320287,1582381],[1335691,1853272],[1357683,1873263],[1364884,1878075],[1369610,1884366],[1372112,1886641],[1402468,1914967],[1413573,1671450],[1415935,1419043],[1435435,1946451],[1437856,1948726],[1438309,1949535],[1449131,1708674],[1449560,1708804],[1450700,1711082],[1456076,1964153],[1462394,1969438],[1484256,1988375],[1495339,1997801],[1499209,2002829],[1532067,2032002],[1543994,1798278],[1546302,1549239],[1546432,1549668],[1561260,2056805],[1565986,2063096],[1568488,2065371],[1572632,1828299],[1579512,1834200],[1579965,1835009],[1584622,2078507],[1585612,2079218],[1586819,2080173],[1597358,2088397],[1618834,2106112],[1625152,2111397],[1651306,2133582],[1653840,1904559],[1657624,2138867],[1672577,1920285],[1674845,1678198],[1675654,1678651],[1690569,2167230],[1694439,2172258],[1701640,1950210],[1708868,1956218],[1715854,2189270],[1723891,2195245],[1726088,2196911],[1736627,2205135],[1739161,1984587],[1745727,2212316],[1746934,2213271],[1757473,2221495],[1761113,2412812],[1777439,2237858],[1778646,2238813],[1780801,2022802],[1789185,2247037],[1795503,2036369],[1795651,1795924],[1801659,1805012],[1810661,2264752],[1813195,2052688],[1816979,2270037],[1828062,2066819],[1851533,2297588],[1860560,2304274],[1861767,2305229],[1863922,2098936],[1871524,2312498],[1881758,2320139],[1884992,2322662],[1892297,2328363],[1894831,2126546],[1902125,2335941],[1903115,2133999],[1903263,1903536],[1904322,2135084],[1910162,2341916],[1912359,2343582],[1918690,1918933],[1922898,2351806],[1925432,2154016],[1931998,2358987],[1933205,2359942],[1935360,2163058],[1943744,2368166],[1947384,2533338],[1977856,2393980],[1982153,2396806],[1983143,2205552],[1983291,1983564],[1984350,2206637],[2001090,2410210],[2004327,2412664],[2006897,2226217],[2010117,2416896],[2011324,2417851],[2013479,2232034],[2021808,2022051],[2030263,2431441],[2040497,2439082],[2042652,2257576],[2050254,2446351],[2051244,2265169],[2051392,2051665],[2052451,2266254],[2060488,2453992],[2063722,2456515],[2071027,2462216],[2073561,2285186],[2074667,2607996],[2084182,2471605],[2087812,2476118],[2092882,2477331],[2097942,2098185],[2119815,2324296],[2124112,2498369],[2125102,2328780],[2125250,2125523],[2126309,2329865],[2147285,2514506],[2151582,2517332],[2153779,2353308],[2157389,2651102],[2162064,2162307],[2170519,2530736],[2173756,2533190],[2176326,2372888],[2180753,2538377],[2182908,2378705],[2183987,2540900],[2187725,2543916],[2196371,2550648],[2200920,2551561],[2217280,2406939],[2217428,2217701],[2220910,2409320],[2225980,2414177],[2231040,2231283],[2246452,2583143],[2251522,2584356],[2260740,2590688],[2278455,2458149],[2282752,2605394],[2284949,2463718],[2285989,2607848],[2289208,2610452],[2296043,2614186],[2296747,2615897],[2310953,2484268],[2311608,2315240],[2316465,2316708],[2319599,2490906],[2343042,2644315],[2347591,2645228],[2351221,2649741],[2356291,2650954],[2367581,2529846],[2372651,2534703],[2388426,2671291],[2401830,2557711],[2402747,2405971],[2409369,2563215],[2429896,2694926],[2430600,2696637],[2438542,2701658],[2453452,2597931],[2484765,2487415],[2508952,2739784],[2516491,2745229],[2529895,2656882] ] cell #5235 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291368,1808195],[1377930,1889831],[1471150,1976430],[1574306,2068561],[1596615,2087584],[1633908,2118389],[1666380,2145859],[1725094,2195880],[1756730,2220682],[1788442,2246224],[1804259,2259314],[1825735,2277029],[1875133,2315012],[1880764,2319108],[1911365,2342551],[1922155,2350993],[1943001,2367353],[1958818,2380443],[1994684,2405480],[2039503,2438051],[2041909,2439930],[2053863,2448865],[2059494,2452961],[2070284,2461403],[2076341,2466390],[2127721,2500883],[2138439,2508234],[2152785,2517967],[2164113,2526006],[2178251,2535798],[2179759,2537346],[2182165,2539225],[2209992,2557347],[2233089,2572089],[2242517,2577164],[2243035,2578554],[2269609,2596296],[2279911,2602932],[2283955,2606029],[2308933,2620365],[2309451,2621755],[2333220,2636536],[2335683,2637256],[2338843,2638818],[2363646,2654136],[2364164,2655526],[2374008,2661674],[2396548,2674698],[2399708,2676260],[2421555,2688747],[2422073,2690137],[2424404,2690963],[2427344,2692330],[2446093,2703518],[2449253,2705080],[2479452,2722913],[2482392,2724280],[2498111,2732818],[2501271,2734380],[2504419,2736643],[2523699,2747098],[2526639,2748465],[2547199,2760632],[2553532,2763463],[2569782,2771489],[2572722,2772856],[2592481,2783399],[2613215,2794587],[2632721,2803344],[2670593,2822179], [1079185,1850747,2087316],[1099541,1616368,2104243],[1237420,1755007,2219626],[1238540,2000304,2220414],[1271012,2029477,2245956],[1284228,2041790,2256730],[1339411,1854459,2299834],[1361403,2108604,2314744],[1411908,2150796,2350725],[1414283,2152950,2352520],[1432650,1941278,2366297],[1433770,2169733,2367085],[1446986,2182046,2377859],[1467025,1972040,2390360],[1488887,2215706,2403764],[1502929,2004016,2412456],[1535787,2033189,2433687],[1544637,2256374,2256642],[1557779,2267244,2448597],[1560170,2269490,2450466],[1575426,2281966,2461135],[1577801,2284120,2462930],[1597348,1850900,2474049],[1618824,2108757,2485929],[1629783,2113999,2491923],[1643825,2330855,2500615],[1646216,2333101,2502484],[1656620,2339968,2507966],[1662255,2141469,2510886],[1676297,2154508,2519578],[1682298,2362743,2524481],[1684117,2362377,2524290],[1689511,2364329,2527762],[1698159,2173445,2532982],[1707009,2377503,2377771],[1741941,2400833,2557079],[1757463,2000457,2564379],[1760888,1761100,2412724],[1766603,2420652,2570564],[1768422,2420286,2570373],[1773816,2422238,2573845],[1776144,2424531,2575268],[1789175,2029630,2581074],[1800134,2254924,2587068],[1808234,2448904,2593056],[1809016,2449050,2593183],[1810651,2267397,2592954],[1815975,2450110,2450378],[1821610,2272639,2598948],[1835652,2285678,2607640],[1838043,2288213,2609509],[1856375,2483941,2617469],[1857115,2483575,2617278],[1859265,2479579,2618469],[1884649,1884982,2493639],[1889870,2500922,2633296],[1890652,2501068,2633423],[1892287,2331008,2633194],[1897611,2502128,2502396],[1899284,2504204,2637379],[1922888,2150949,2647672],[1925207,2352580,2648918],[1928212,2355980,2650746],[1930703,2522256,2523826],[1930826,2525858,2652743],[1930878,2526304,2652958],[1943734,2169886,2658046],[1947159,1947371,2533250],[1952874,2376419,2664231],[1954693,2376053,2664040],[1960087,2381826,2667512],[1974239,2554787,2672761],[1976469,2557386,2674054],[1977251,2557532,2674181],[1977846,2400986,2673952],[1979312,2553317,2674821],[2005932,2412942,2685851],[2006672,2573905,2685660],[2008822,2568339,2569909],[2008945,2571941,2687354],[2008997,2572387,2687569],[2018105,2575339,2691142],[2035105,2428893,2698209],[2035845,2428527,2698018],[2037995,2436503,2699209],[2042642,2256795,2700876],[2047413,2591089,2592266],[2048164,2594409,2704245],[2063379,2063712,2600664],[2068600,2461442,2714036],[2069382,2461588,2714163],[2071017,2282119,2713934],[2073336,2462990,2715180],[2074442,2074654,2607908],[2083877,2611922,2613342],[2087623,2474151,2721417],[2087802,2480866,2721070],[2088834,2619448,2721193],[2091493,2621607,2722229],[2091545,2622053,2722444],[2094239,2618540,2723092],[2116198,2633976,2730881],[2118428,2493735,2732174],[2119210,2502877,2732301],[2119805,2502549,2732072],[2121271,2631329,2632506],[2122022,2634649,2733545],[2143668,2505674,2741254],[2145898,2508273,2742547],[2146680,2508419,2742674],[2147275,2340121,2742445],[2148741,2514870,2743314],[2152983,2352733,2744572],[2156424,2649109,2651232],[2157164,2157376,2651014],[2158361,2651328,2652311],[2175361,2533468,2754344],[2176101,2527822,2754153],[2178374,2537198,2755847],[2178426,2537644,2756062],[2182898,2377924,2757011],[2183644,2183977,2665756],[2186570,2542797,2667725],[2192172,2669342,2670378],[2194205,2674331,2761179],[2195976,2554660,2761873],[2196178,2548917,2762215],[2197301,2675828,2762052],[2199760,2677694,2762905],[2216975,2680304,2681724],[2220721,2564481,2769993],[2220900,2571196,2769646],[2221932,2687830,2769769],[2224591,2573568,2770805],[2224643,2566017,2771020],[2227337,2685939,2686922],[2246263,2581176,2778546],[2246442,2425818,2778199],[2247474,2576247,2778322],[2250133,2578406,2779358],[2250185,2578852,2779573],[2252879,2584702,2780221],[2257123,2260135,2701105],[2259353,2700978,2702591],[2260397,2260730,2702495],[2274838,2593736,2788010],[2277068,2600760,2789303],[2277850,2450859,2789430],[2278445,2450531,2789201],[2280662,2604522,2790674],[2284153,2463143,2791328],[2287594,2608126,2715371],[2288334,2288546,2717276],[2290551,2717717,2718411],[2293491,2718590,2719443],[2295341,2722702,2795098],[2296716,2614586,2795731],[2296899,2619663,2795628],[2315051,2486031,2727686],[2315230,2626388,2800513],[2315400,2727462,2728498],[2317433,2631553,2801060],[2319204,2633849,2801754],[2319406,2628106,2802096],[2320529,2733948,2801933],[2322988,2636078,2802786],[2340876,2636889,2807979],[2342647,2505547,2808673],[2342849,2642584,2809015],[2343972,2638386,2808852],[2346431,2640252,2809705],[2348932,2351211,2743191],[2351032,2647774,2743538],[2352243,2354902,2744753],[2354954,2744968,2746370],[2364362,2527975,2815070],[2367392,2658148,2816793],[2367571,2525113,2816446],[2368603,2653219,2816569],[2371262,2527485,2817605],[2371314,2659684,2817820],[2378252,2381264,2757240],[2380482,2665852,2757113],[2381526,2381859,2758630],[2383893,2759306,2759836],[2384468,2669566,2822084],[2387994,2671241,2822551],[2403173,2766293,2766987],[2405576,2681597,2826710],[2405778,2559291,2767329],[2406113,2767166,2768019],[2407963,2686102,2827221],[2409338,2682968,2827854],[2409521,2688045,2827751],[2422271,2574058,2831071],[2429194,2690752,2832704],[2430569,2695326,2833337],[2430752,2576462,2833234],[2436376,2438147,2780042],[2438349,2699927,2780384],[2439472,2441931,2781409],[2449083,2594391,2838119],[2451286,2591313,2838666],[2453057,2593609,2839360],[2453259,2708846,2839702],[2454382,2704648,2839539],[2456841,2595838,2840392],[2459342,2461621,2789947],[2462653,2465312,2791509],[2465364,2715572,2791724],[2468314,2610402,2793627],[2468961,2718753,2844019],[2485456,2799187,2799717],[2487384,2623505,2799820],[2487567,2728713,2847526],[2489557,2732343,2847898],[2501101,2634631,2850695],[2504994,2637603,2851680],[2506329,2508452,2807432],[2508520,2739734,2852147],[2515085,2516643,2810263],[2516460,2743918,2810366],[2526102,2654009,2856306],[2528489,2651491,2856817],[2529864,2751461,2857450],[2530047,2653434,2857347],[2535671,2537442,2818289],[2538767,2541226,2819656],[2544316,2759939,2861036],[2554107,2675045,2862727],[2555442,2557565,2825348],[2557661,2558644,2825750],[2572185,2688620,2865973],[2575986,2691305,2866791],[2577037,2578650,2832193],[2594592,2705295,2870298],[2596582,2703043,2870670],[2603147,2604705,2840950],[2619187,2723255,2875173],[2620238,2621851,2846414],[2634832,2734595,2877551],[2637983,2736746,2878130],[2639033,2640435,2851775],[2675425,2763566,2884328],[2676475,2677877,2862822] ] cell #5236 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162842,1681441],[1248163,1765746],[1340394,1855518],[1443393,1952017],[1466061,1972169],[1503912,2005075],[1536770,2034248],[1596278,2087235],[1628819,2114128],[1661291,2141598],[1677280,2155567],[1699142,2174504],[1750434,2215835],[1756393,2220333],[1788105,2245875],[1799170,2255053],[1820646,2272768],[1836635,2286737],[1874796,2314663],[1921818,2350644],[1924243,2352709],[1936705,2362506],[1942664,2367004],[1953729,2376182],[1959801,2381502],[2014824,2420415],[2026232,2428656],[2041572,2439581],[2053526,2448516],[2067360,2459318],[2069947,2461054],[2072372,2463119],[2102366,2483704],[2127384,2500534],[2135625,2506305],[2138102,2507885],[2166488,2527951],[2176645,2535377],[2181828,2538876],[2207178,2555418],[2209655,2556998],[2235464,2574034],[2238308,2574879],[2240049,2576743],[2266795,2594367],[2269272,2595947],[2279065,2602916],[2304724,2618080],[2306465,2619944],[2330406,2634607],[2332883,2636187],[2335373,2637142],[2337209,2638802],[2359437,2651851],[2361178,2653715],[2396238,2674584],[2398074,2676244],[2417346,2686462],[2419087,2688326],[2424238,2690947],[2445783,2703404],[2447619,2705064],[2472055,2719386],[2479286,2722897],[2497801,2732704],[2499637,2734364],[2523533,2747082],[2546889,2760518],[2569616,2771473],[2613049,2794571], [1156089,1924197,2152850],[1205771,1725070,1971876],[1226513,1486211,1989951],[1284212,2041747,2256706],[1316204,2072326,2284020],[1367023,1627107,2112973],[1368143,1880740,2113835],[1401001,1911341,2141305],[1413997,2152468,2152761],[1429546,2166442,2364229],[1446970,2182003,2377835],[1470160,1728955,2199182],[1492022,1994660,2215542],[1516352,2235418,2422138],[1542527,2039479,2254760],[1552903,2267753,2446801],[1560154,2269447,2450442],[1563399,1818934,2271613],[1564519,2059470,2272475],[1577515,2283638,2283931],[1597624,1850876,2297836],[1619100,2108733,2312746],[1632918,1884625,2322410],[1633346,1885258,2322703],[1638949,2331364,2498819],[1646200,2333058,2502460],[1665390,1915226,2345853],[1681481,2362546,2524171],[1682282,2362700,2524457],[1687252,2164089,2362213],[1689225,2363847,2364140],[1704899,2179735,2375889],[1711582,2186228,2542664],[1725227,1726123,2390274],[1730921,2401342,2552011],[1746969,1994817,2403678],[1757739,2000433,2410458],[1760409,2004362,2412375],[1765786,2420455,2570254],[1766587,2420609,2570540],[1771557,2233065,2420122],[1773530,2421756,2422049],[1784019,2243011,2428363],[1789451,2029606,2431689],[1803269,2043364,2441353],[1806994,2444264,2446069],[1808068,2448342,2592762],[1808175,2448845,2592890],[1810927,2267373,2446599],[1824745,2063355,2456263],[1825173,2063988,2456556],[1830776,2282475,2605844],[1838027,2288170,2609485],[1855558,2483744,2617159],[1856359,2483898,2617445],[1867140,2309427,2483411],[1880897,1881793,2491837],[1886591,2494165,2631200],[1888630,2496282,2498087],[1889704,2500360,2633002],[1889811,2500863,2633130],[1892563,2330984,2498617],[1900890,2335659,2504103],[1911498,1912394,2510800],[1917192,2340477,2645678],[1923164,2150925,2517580],[1929097,2522022,2523405],[1930744,2525842,2652727],[1933240,2164246,2524204],[1944010,2169862,2530984],[1946680,2173791,2532901],[1952057,2376222,2663921],[1952858,2376376,2664207],[1957828,2183620,2540648],[1958256,2184253,2540941],[1966196,2545526,2547175],[1972209,2390241,2672049],[1976303,2556824,2673760],[1976410,2557327,2673888],[1978122,2400962,2551809],[1980918,2396524,2553216],[2005115,2566138,2685541],[2005916,2414718,2685827],[2007216,2568105,2569488],[2008863,2571925,2687338],[2011359,2233222,2570287],[2018951,2424110,2575034],[2034288,2428696,2697899],[2035089,2428850,2698185],[2039636,2040532,2586982],[2042918,2256771,2588397],[2045330,2588599,2703021],[2045870,2260373,2590436],[2046298,2261006,2590729],[2046567,2591073,2592250],[2059627,2060523,2598862],[2065321,2601190,2711940],[2068434,2460880,2713742],[2068541,2461383,2713870],[2071293,2282095,2605642],[2073963,2286024,2607559],[2076926,2609639,2609707],[2081409,2611688,2612921],[2085213,2617631,2720071],[2087564,2473985,2720772],[2090440,2480842,2615796],[2091411,2621591,2722213],[2092917,2309584,2617192],[2095085,2479158,2618235],[2108155,2624715,2626364],[2114168,2491804,2730169],[2118262,2495118,2731880],[2118369,2629544,2732008],[2120081,2502525,2630998],[2120425,2631313,2632490],[2131523,2504188,2637363],[2141638,2510767,2740542],[2145732,2507711,2742253],[2145839,2508214,2742381],[2147551,2340097,2645476],[2150347,2348908,2646883],[2152918,2153814,2648832],[2155607,2648799,2746491],[2156408,2353849,2649085],[2156685,2356326,2650665],[2174544,2659805,2754034],[2175345,2535244,2754320],[2178292,2537182,2755831],[2179892,2180788,2663954],[2183174,2377900,2665369],[2185586,2665571,2666282],[2186554,2382135,2667701],[2188702,2668220,2669105],[2190538,2669326,2670362],[2194039,2674315,2761163],[2195716,2548686,2761547],[2196406,2397967,2672372],[2198147,2554366,2672527],[2203076,2553301,2674805],[2214507,2680070,2681303],[2215875,2403645,2679592],[2218311,2562738,2768647],[2220662,2564315,2769348],[2223538,2571172,2684178],[2224509,2567263,2770789],[2226015,2422206,2685574],[2243168,2251557,2697932],[2243853,2574430,2777200],[2246204,2581010,2777901],[2249080,2425794,2696536],[2250051,2578390,2779342],[2252772,2438577,2698820],[2253725,2436082,2698975],[2255093,2586949,2781029],[2256860,2256928,2700473],[2259187,2440318,2700684],[2259294,2700812,2782868],[2272808,2598829,2787298],[2276902,2602143,2789009],[2277009,2710284,2789137],[2278721,2450507,2711738],[2284088,2284984,2715094],[2286777,2715061,2715693],[2287578,2464259,2715347],[2287855,2466736,2716927],[2290385,2717701,2718395],[2291023,2611210,2794446],[2295110,2613966,2795041],[2297020,2480556,2720956],[2298856,2619432,2721177],[2311930,2726340,2727225],[2313766,2727446,2728482],[2314992,2485865,2727041],[2317267,2626639,2801044],[2318944,2627875,2801428],[2319634,2499530,2730492],[2321375,2633555,2730647],[2337102,2343077,2740865],[2340710,2636873,2807963],[2342387,2642353,2808347],[2344818,2505253,2741020],[2348622,2516764,2743077],[2349747,2514854,2743298],[2350973,2647608,2811034],[2354820,2518600,2744737],[2364297,2372686,2754067],[2364982,2656405,2815447],[2367333,2657982,2816148],[2370209,2525089,2752671],[2371180,2660930,2817589],[2373901,2537872,2754955],[2377989,2378057,2756608],[2380316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] cell #5237 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162985,1931008],[1248306,2009127],[1340537,2091675],[1443536,2178556],[1466130,2196253],[1504055,2224773],[1536913,2250315],[1596080,2296854],[1628888,2319481],[1661360,2342924],[1677423,2355084],[1699285,2371444],[1750503,2405853],[1756195,2409476],[1787907,2430707],[1799239,2438424],[1820715,2453334],[1836778,2465494],[1874598,2487522],[1921620,2516598],[1924312,2518340],[1936774,2526379],[1942466,2530002],[1953798,2537719],[1959944,2542386],[2014893,2572462],[2026301,2578927],[2041374,2587415],[2053328,2594547],[2068345,2603849],[2069749,2604660],[2072441,2606402],[2102435,2622128],[2127186,2634787],[2137540,2640211],[2137904,2640390],[2166557,2655899],[2177478,2662106],[2181630,2664387],[2209093,2677653],[2209457,2677832],[2235533,2690510],[2236889,2691060],[2241744,2693165],[2268710,2706473],[2269074,2706652],[2279829,2712338],[2303305,2723010],[2308160,2725115],[2332321,2735773],[2332685,2735952],[2334269,2736689],[2338761,2738439],[2358018,2747195],[2362873,2749300],[2395134,2763509],[2399626,2765259],[2415927,2771586],[2420782,2773691],[2423276,2774815],[2444679,2783445],[2449171,2785195],[2471347,2794684],[2478324,2796940],[2496697,2803390],[2501189,2805140],[2522571,2813062],[2546417,2822225],[2568654,2829063],[2612640,2844124], [956974,1724881,2195956],[976714,1744737,2211605],[1110427,1879561,2318473],[1111533,1880551,2319184],[1143245,1911152,2342627],[1210113,1975534,2392152],[1231975,1994471,2405556],[1281884,2039290,2438127],[1302254,2058291,2452326],[1303360,2059281,2453037],[1336398,2088309,2474131],[1358390,2106024,2486011],[1372485,2117493,2493715],[1405343,2144963,2512678],[1414140,2152572,2352223],[1414296,2152720,2152993],[1427205,2163900,2526082],[1444642,2179546,2537422],[1466888,1972981,2548867],[1488750,1991918,2559241],[1499916,2221407,2564461],[1514011,2232876,2572165],[1526996,2242822,2578630],[1532774,2246949,2581156],[1544780,2256582,2256825],[1546869,2258418,2588860],[1554766,2264664,2593036],[1568861,2276133,2600740],[1577658,2283742,2462633],[1577814,2283890,2284163],[1613558,2309238,2621831],[1629646,2114940,2628056],[1633135,1885327,2494012],[1640812,2328275,2633276],[1648624,2334396,2637583],[1662118,2142410,2642534],[1673284,2351718,2647754],[1683980,2161347,2652908],[1689368,2363951,2527465],[1689524,2364099,2364372],[1695146,2368078,2658128],[1707152,2377711,2377954],[1709241,2379547,2665832],[1731678,2393892,2674034],[1733945,2395261,2675025],[1760751,2004164,2565972],[1768285,2230323,2687519],[1773673,2421860,2573548],[1773829,2422008,2422281],[1775371,2423061,2691192],[1799997,2255865,2699877],[1802366,2440655,2700958],[1805385,2443091,2702571],[1807979,2444806,2591293],[1809029,2445461,2449093],[1816118,2450318,2450561],[1821473,2273580,2708796],[1824962,2064057,2601037],[1832639,2462128,2714016],[1853203,2474831,2721397],[1856978,2301768,2722394],[1858492,2478109,2723142],[1887348,2495455,2732154],[1889615,2496824,2631533],[1890665,2497479,2501111],[1897754,2502336,2502579],[1899202,2503296,2736823],[1917949,2514418,2742527],[1920216,2515787,2743518],[1925070,2353521,2744918],[1929930,2522356,2651378],[1930932,2523146,2526358],[1931688,2523273,2526497],[1947022,2173593,2659639],[1954556,2376994,2756012],[1956925,2539950,2757093],[1958045,2184322,2666129],[1960100,2381869,2542534],[1968111,2546544,2669546],[1972390,2391183,2761970],[1973466,2549178,2762102],[1977264,2551303,2557575],[1979230,2552409,2763643],[2002760,2565161,2769973],[2006535,2414390,2770970],[2008049,2568439,2685989],[2009051,2569229,2572441],[2009807,2569356,2572580],[2031933,2581856,2778526],[2035708,2435621,2779523],[2037222,2585134,2780271],[2041774,2440018,2781271],[2046087,2261075,2702868],[2047331,2591358,2703120],[2048246,2591790,2594440],[2048248,2592005,2594810],[2066078,2602480,2789283],[2069395,2461631,2604504],[2073199,2463931,2791674],[2074305,2285826,2715527],[2076484,2466701,2609361],[2083104,2612425,2718640],[2087292,2474704,2795674],[2088752,2614989,2795808],[2091599,2616687,2622107],[2092355,2616814,2622246],[2110070,2625733,2727666],[2114349,2492746,2801851],[2115425,2628367,2801983],[2119223,2322924,2630492],[2121189,2631598,2732420],[2122104,2632030,2634680],[2122106,2632245,2635050],[2141819,2511709,2808770],[2142895,2642845,2808902],[2146693,2508462,2644970],[2148659,2646076,2810443],[2153252,2355764,2746146],[2157027,2356128,2746325],[2159125,2651908,2654189],[2172189,2658828,2816773],[2175964,2534916,2817770],[2178480,2537698,2662896],[2179236,2537837,2663023],[2182030,2539313,2819518],[2186343,2382204,2759003],[2187598,2668196,2759882],[2192090,2669946,2760016],[2195894,2549393,2823004],[2196232,2550521,2672737],[2199842,2673264,2677725],[2199844,2673479,2678095],[2216056,2561677,2826807],[2216202,2680807,2767216],[2220390,2565034,2827797],[2221850,2683371,2827931],[2224697,2412432,2685069],[2225453,2422540,2685196],[2228101,2686519,2688800],[2245932,2581729,2833280],[2247392,2695729,2833414],[2250239,2578906,2697427],[2250995,2579045,2697554],[2255274,2437158,2780139],[2256350,2442013,2782244],[2260148,2590950,2702313],[2269474,2596384,2838373],[2272989,2599771,2839457],[2274065,2709107,2839589],[2277863,2456777,2711232],[2280744,2604553,2712770],[2280746,2604923,2712985],[2284422,2466174,2792902],[2288197,2466538,2793081],[2288559,2466938,2717364],[2289423,2717686,2794080],[2295916,2720047,2722748],[2297117,2616112,2721335],[2300408,2721797,2725532],[2310826,2726316,2799763],[2314720,2625606,2847572],[2315318,2728066,2799897],[2319122,2628582,2848351],[2319460,2490779,2730857],[2323070,2502104,2731384],[2323072,2493653,2731599],[2333085,2636624,2850949],[2342565,2643060,2852600],[2342903,2644188,2741230],[2346513,2640283,2741757],[2346515,2640653,2741972],[2350701,2515660,2810309],[2352161,2520152,2812059],[2355008,2650722,2746019],[2362727,2655344,2856403],[2364631,2372124,2753689],[2367061,2658701,2857393],[2368521,2751864,2857527],[2371368,2532958,2753562],[2374772,2663076,2755012],[2376403,2536453,2818386],[2377479,2541308,2820491],[2381277,2541162,2758448],[2382770,2668330,2759255],[2388641,2761148,2763337],[2389396,2672832,2761984],[2402045,2766262,2826203],[2402620,2405832,2680280],[2405494,2681022,2863683],[2408538,2568315,2768623],[2409739,2563430,2769911],[2413030,2573486,2770373],[2420636,2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] cell #5238 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037910,1808311],[1121031,1889947],[1211227,1976546],[1312858,2068677],[1335491,2087640],[1373599,2118505],[1406457,2145975],[1465586,2195878],[1499009,2220738],[1531867,2246280],[1547983,2259430],[1569975,2277145],[1622468,2315068],[1628344,2319106],[1660816,2342549],[1672377,2351049],[1694239,2367409],[1710355,2380559],[1749959,2405478],[1798695,2438049],[1801459,2439986],[1814295,2448921],[1820171,2452959],[1831732,2461459],[1837892,2466506],[1895931,2500939],[1907926,2508290],[1923768,2517965],[1936230,2526004],[1951786,2536421],[1953254,2537344],[1956018,2539281],[1987954,2557403],[2014349,2572087],[2025368,2578340],[2025757,2578552],[2056055,2596352],[2067534,2603380],[2071897,2606027],[2101502,2621541],[2101891,2621753],[2129913,2636592],[2131420,2637254],[2136729,2639742],[2165624,2655312],[2166013,2655524],[2177435,2662056],[2202973,2674696],[2208282,2677184],[2234600,2689923],[2234989,2690135],[2236725,2690982],[2241701,2693115],[2262590,2703516],[2267899,2706004],[2303141,2722932],[2308117,2725065],[2326201,2732816],[2331510,2735304],[2334226,2736658],[2357854,2747117],[2362830,2749250],[2387147,2760630],[2395091,2763478],[2415763,2771508],[2420739,2773641],[2444636,2783414],[2471183,2794606],[2496654,2803359],[2546374,2822194], [840268,1596048,2087227],[859180,1616484,2104154],[987318,1755123,2219537],[988397,1756163,2220325],[1018998,1787875,2245867],[1083610,1854575,2299745],[1105086,1874566,2314655],[1153822,1921588,2350636],[1173589,1941394,2366208],[1174668,1942434,2366996],[1207126,1972949,2390266],[1228988,1991886,2403670],[1242965,2004132,2412367],[1275437,2033305,2433598],[1284077,2041342,2439573],[1296913,2053296,2448508],[1313937,2069717,2461046],[1336268,1851883,2474047],[1358260,1871874,2485927],[1369498,2114908,2491829],[1383475,2127154,2500526],[1396501,2137872,2507877],[1402356,2142378,2510792],[1414290,2152688,2352636],[1416333,2154624,2519489],[1424218,2161315,2524196],[1438195,2173561,2532893],[1446835,2181598,2538868],[1483307,2209425,2556990],[1499786,2001440,2564377],[1503294,1761107,2412780],[1511024,2230291,2570279],[1518838,2236857,2574871],[1532644,2030613,2581072],[1543882,2255833,2586974],[1544787,2041508,2256864],[1554636,2050604,2592952],[1560019,2269042,2595939],[1565874,2273548,2598854],[1577808,2283858,2463046],[1579851,2285794,2607551],[1603037,2301736,2617184],[1605400,2303273,2618072],[1633005,1884783,2493637],[1640682,2124462,2633192],[1646065,2332653,2636179],[1647813,2333927,2637118],[1673154,2151932,2647670],[1675542,2353489,2648824],[1678537,2356096,2650657],[1681210,2357986,2651843],[1689518,2364067,2527878],[1695016,2170869,2658044],[1698524,1947378,2533306],[1706254,2376962,2663946],[1707159,2181764,2377993],[1727645,2391151,2672364],[1731548,2201270,2673950],[1733134,2394792,2674560],[1763152,2414358,2685566],[1765515,2415895,2686454],[1773823,2421976,2573961],[1775328,2423011,2690932],[1794864,2435589,2697924],[1797227,2437126,2698812],[1802236,2257778,2700874],[1807168,2444337,2703380],[1809023,2445429,2594991],[1816125,2269208,2450600],[1824832,2063513,2600662],[1832509,2283102,2713932],[1834897,2463899,2715086],[1836017,2074661,2607964],[1846638,2471315,2719378],[1851241,2298753,2721068],[1852392,2474362,2720932],[1858449,2478059,2722882],[1883315,2492714,2730484],[1887218,2324498,2732070],[1888804,2496355,2732680],[1890659,2497447,2635231],[1897761,2332819,2502618],[1913916,2511677,2740857],[1917819,2347941,2742443],[1919405,2515318,2743053],[1924182,2352802,2744570],[1928577,2157383,2651070],[1929887,2522306,2747067],[1930877,2522804,2654220],[1931695,2358730,2526536],[1949423,2534884,2754059],[1956795,2378907,2757009],[1957915,2183778,2665754],[1960094,2542502,2542567],[1967300,2546075,2760494],[1971849,2391019,2761892],[1973423,2549128,2761842],[1977258,2551271,2678276],[1996195,2561645,2767954],[2000798,2411375,2769644],[2001949,2564692,2769508],[2008006,2568389,2771458],[2008996,2568887,2688831],[2009814,2416639,2572619],[2029971,2432606,2778197],[2031122,2581387,2778061],[2037179,2585084,2780011],[2042054,2260142,2702281],[2045957,2260531,2702493],[2048203,2591740,2705506],[2048297,2445297,2594859],[2062045,2599739,2787613],[2065948,2458351,2789199],[2069389,2604472,2605104],[2072311,2463212,2791326],[2076491,2466672,2466740],[2076706,2288553,2717332],[2078085,2610242,2794111],[2083061,2612375,2794556],[2087249,2474661,2795643],[2091544,2616345,2725563],[2092362,2476830,2622285],[2109098,2488710,2800511],[2109259,2625264,2800375],[2113808,2492582,2801773],[2115382,2628317,2801723],[2119217,2333365,2630460],[2122061,2631980,2734806],[2122155,2497315,2635099],[2141278,2511545,2808692],[2142852,2642795,2808642],[2146687,2640834,2644938],[2151290,2349644,2743189],[2152441,2354953,2745677],[2159164,2523103,2654519],[2166427,2528044,2815068],[2170227,2531901,2816444],[2171378,2658359,2816308],[2178425,2662554,2663107],[2179243,2537165,2537876],[2182310,2381271,2758416],[2186213,2381660,2758628],[2187555,2668165,2821819],[2194823,2671081,2763368],[2199799,2673214,2765641],[2199893,2551139,2678144],[2211183,2678624,2826234],[2215515,2561513,2826729],[2216159,2680757,2826679],[2220347,2564991,2827766],[2224481,2225460,2567160],[2224642,2421729,2684727],[2228140,2569186,2689130],[2235403,2574127,2831069],[2245889,2581686,2833249],[2250184,2693613,2697085],[2251002,2579084,2583855],[2254733,2436994,2780061],[2256307,2441970,2782194],[2267738,2595735,2838117],[2269754,2277857,2711200],[2272448,2599607,2839379],[2274022,2709057,2839329],[2280701,2712720,2713196],[2280795,2604340,2604972],[2282460,2460054,2789945],[2283611,2465363,2792433],[2289158,2610192,2717632],[2295873,2720016,2796835],[2297166,2475954,2615769],[2300447,2616644,2725862],[2310783,2726285,2847166],[2311444,2487834,2624688],[2314677,2625563,2847541],[2318051,2496255,2729201],[2322383,2323121,2630328],[2323027,2502061,2731334],[2331349,2635975,2850693],[2340462,2507673,2807430],[2341494,2736548,2739574],[2346470,2738821,2741707],[2346564,2640702,2644806],[2350658,2515617,2810278],[2355771,2521853,2650453],[2362186,2655180,2856325],[2363820,2371313,2753220],[2367018,2658658,2857362],[2371152,2372131,2660827],[2374811,2662853,2663406],[2375862,2536289,2818308],[2377436,2541265,2820441],[2382074,2382211,2667794],[2386271,2545499,2760284],[2388376,2671031,2761094],[2389726,2550478,2672694],[2401327,2556786,2825346],[2401780,2678574,2766208],[2402577,2560852,2680237],[2408495,2568272,2768592],[2409156,2409788,2684151],[2412389,2413069,2685026],[2420095,2689791,2865992],[2428336,2578208,2832212],[2429726,2774710,2777145],[2431019,2582979,2696509],[2434300,2693912,2697384],[2442064,2590409,2702149],[2444237,2451904,2786330],[2448530,2706303,2870313],[2450043,2456880,2788463],[2456236,2456974,2711068],[2461068,2603679,2840965],[2465202,2466181,2716715],[2470522,2611855,2794391],[2473311,2615847,2721089],[2483384,2621409,2846433],[2484715,2624766,2727358],[2489939,2631225,2800975],[2490736,2491289,2730814],[2500548,2735603,2877566],[2504076,2506797,2807084],[2507899,2640041,2851790],[2508902,2739524,2807894],[2510252,2644145,2741187],[2516910,2646856,2649577],[2520191,2650679,2745976],[2522189,2529021,2815392],[2529682,2530314,2752644],[2532915,2533595,2753519],[2540621,2541359,2758284],[2545577,2669238,2821999],[2553189,2555910,2825000],[2557012,2677483,2862837],[2563165,2563641,2769665],[2575201,2577547,2831997],[2580336,2696587,2778218],[2586434,2699142,2701488],[2590985,2596964,2838581],[2597761,2598314,2787943],[2607573,2608253,2792732],[2618402,2620748,2846218],[2637275,2639244,2851595],[2646934,2743210,2745179],[2656832,2657308,2816465],[2674717,2676686,2862642] ] cell #5239 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917337,1931197],[997365,2009316],[1084541,2091864],[1183636,2178745],[1206132,2196317],[1243896,2224962],[1276368,2250504],[1334861,2296857],[1368504,2319545],[1401362,2342988],[1417264,2355273],[1439126,2371633],[1492383,2405917],[1498379,2409479],[1531237,2430710],[1542888,2438488],[1564880,2453398],[1580782,2465683],[1621838,2487525],[1671747,2516601],[1674548,2518404],[1687613,2526443],[1693609,2530005],[1705260,2537783],[1711286,2381567],[1771918,2572526],[1784380,2578991],[1800829,2587418],[1813665,2594550],[1828575,2459961],[1831102,2604663],[1833903,2606466],[1867501,2622192],[1895301,2634790],[1904835,2507580],[1907296,2640393],[1938939,2655963],[1949927,2535980],[1955388,2664390],[1984863,2556693],[1987324,2677835],[2017058,2690574],[2018716,2691063],[2022519,2577899],[2052964,2595642],[2055425,2706655],[2066549,2603437],[2094850,2723013],[2098653,2621100],[2126822,2635882],[2129283,2735955],[2131078,2637848],[2134814,2639799],[2158972,2747198],[2162775,2654871],[2202631,2675290],[2206367,2677241],[2227948,2771589],[2231751,2689482],[2236541,2691522],[2262248,2704110],[2265984,2706061],[2294102,2794687],[2302957,2723472],[2325859,2733410],[2329595,2735361],[2357670,2747657],[2386805,2760889],[2415579,2772048],[2470999,2794873], [747908,1744926,2402335],[869227,1879750,2490494],[874754,1633279,2494076],[957361,1975880,2548870],[961138,1975723,2550236],[992425,1760477,2565975],[1047957,2058480,2597519],[1053484,1825106,2601101],[1079546,2091018,2614722],[1111920,1879907,2628059],[1115697,1884690,2629425],[1143632,2145309,2642537],[1147409,2145152,2643903],[1178696,1946748,2659642],[1189163,1958189,2666193],[1205851,1465493,2389484],[1232362,1745083,2559244],[1238901,1999503,2683104],[1271373,2249658,2695462],[1282271,2258764,2699880],[1286048,2258607,2701246],[1288615,2046231,2702932],[1303747,2058637,2708799],[1307524,2063420,2710165],[1317965,2074031,2715530],[1361764,1869937,2623641],[1368223,1628251,2491047],[1401081,1660723,2510010],[1412269,2354427,2744054],[1414527,2355430,2744921],[1415910,2154292,2521816],[1418331,2156753,2746328],[1427592,1931354,2652911],[1434131,2168932,2751597],[1445029,2178902,2756015],[1448806,2183685,2757381],[1451373,2186487,2382037],[1492102,1749866,2560610],[1505825,2224444,2226493],[1514398,2009473,2687522],[1527383,2250661,2779526],[1539774,2253490,2780142],[1542607,1798602,2586192],[1544998,2442434,2781545],[1545167,2440083,2701007],[1545442,2257293,2590173],[1548914,2260438,2782749],[1558140,2048667,2704381],[1564599,1820078,2598072],[1575787,2281165,2790810],[1578045,2465840,2791677],[1579428,2285462,2465165],[1581849,2287923,2466292],[1613945,2092021,2722397],[1634713,2322147,2324013],[1644186,2122525,2733681],[1652891,2344583,2808773],[1656981,2346934,2809841],[1668691,2349302,2645941],[1669220,2349551,2810342],[1674267,1923675,2648042],[1674365,1923832,2518155],[1674799,2353038,2650500],[1687332,1936137,2654277],[1689755,2371790,2817773],[1701055,2371115,2373164],[1702146,2374619,2535700],[1704979,1953161,2663164],[1707370,2541729,2819792],[1707539,2539378,2757142],[1707814,2378422,2540385],[1738212,2197912,2761973],[1742302,2200263,2763041],[1753560,2407916,2408092],[1762409,2412210,2413907],[1771637,2014256,2688888],[1774060,2225119,2770973],[1779670,2432264,2692195],[1780199,2432513,2833313],[1781307,2427955,2577066],[1784099,2025664,2693670],[1795368,2436685,2834486],[1795605,2436810,2698404],[1801142,1801172,2587543],[1812246,2454993,2839460],[1816336,2457344,2840528],[1816505,2596449,2789332],[1826540,2456000,2457866],[1828046,2459712,2603100],[1833622,2071804,2714304],[1833720,2071961,2606217],[1834154,2463448,2607394],[1842443,2468914,2469090],[1862791,2298411,2724145],[1863320,2298660,2795707],[1864428,2483003,2620267],[1867220,2101798,2725620],[1878029,2489693,2489827],[1893882,2321140,2801854],[1897972,2323491,2802922],[1898141,2636689,2732203],[1901826,2131327,2736722],[1902980,2511236,2852540],[1903217,2511361,2737631],[1904306,2507331,2638986],[1918420,2515375,2742771],[1934229,2531559,2748330],[1934758,2531808,2857426],[1935866,2527250,2654038],[1938658,2165920,2749805],[1938756,2166077,2655714],[1939831,2528442,2528618],[1948680,2532736,2534433],[1950164,2536105,2661810],[1955701,1955731,2664515],[1964107,2544452,2544586],[1973063,2392619,2549046],[1981854,2202880,2763542],[1983008,2390710,2822944],[1983245,2390835,2764451],[1984334,2556444,2676428],[1992000,2212072,2559420],[1997299,2406724,2826810],[1997347,2408253,2562430],[2012348,2411033,2772721],[2012877,2411282,2827830],[2013985,2573333,2688649],[2016777,2234896,2774196],[2016875,2235053,2690325],[2019955,2236416,2774755],[2021173,2575939,2576115],[2021538,2581444,2775487],[2022756,2578024,2692466],[2043158,2443806,2590028],[2049955,2262497,2783478],[2050969,2263304,2704600],[2051109,2599298,2871063],[2051346,2599423,2784387],[2052435,2595393,2705248],[2055738,2055768,2706780],[2056759,2596718,2596852],[2076871,2288438,2717429],[2079719,2470280,2610902],[2088351,2476072,2614856],[2096089,2302832,2796880],[2097307,2619140,2619316],[2097672,2474419,2797612],[2098890,2621225,2724416],[2106066,2311562,2623775],[2110581,2488368,2800770],[2111110,2488617,2847605],[2115022,2318940,2628235],[2118208,2120321,2494883],[2123813,2326108,2803423],[2124827,2326915,2733900],[2124967,2492273,2848291],[2125204,2492398,2804332],[2126293,2635633,2734548],[2129596,2129626,2736080],[2132439,2333984,2737019],[2133536,2638119,2638253],[2142492,2513145,2642713],[2153763,2521594,2650111],[2160211,2357545,2813002],[2161429,2358388,2653087],[2161651,2161681,2748047],[2161794,2658416,2813734],[2163012,2654996,2748601],[2166776,2528779,2656097],[2183414,2380262,2667000],[2186304,2381724,2758818],[2187313,2543628,2668526],[2193784,2387054,2822258],[2196457,2550141,2671741],[2201635,2393320,2763260],[2203992,2394849,2763839],[2205089,2675561,2675695],[2212817,2402240,2679284],[2217145,2561204,2863623],[2217382,2561329,2826996],[2221449,2409274,2683238],[2224222,2225964,2566818],[2229187,2415454,2829003],[2230405,2416297,2687698],[2230627,2230657,2772438],[2230770,2564749,2829735],[2231988,2689607,2772992],[2238359,2577305,2691642],[2246991,2583097,2695596],[2255947,2589327,2700056],[2257530,2590642,2701965],[2263609,2444394,2783775],[2264237,2264469,2783942],[2264706,2445113,2704515],[2273662,2452793,2708975],[2276848,2278961,2601908],[2283467,2460768,2791029],[2284933,2464943,2716373],[2288236,2288266,2793209],[2294479,2470874,2844064],[2295631,2613439,2613898],[2301850,2476488,2722573],[2302072,2302102,2796733],[2304775,2620506,2723592],[2310380,2623370,2875581],[2310541,2483980,2726646],[2316195,2625321,2847684],[2319685,2490399,2729861],[2322616,2324250,2630144],[2327220,2496412,2803720],[2327848,2328080,2803887],[2328317,2497131,2733815],[2343128,2643808,2740234],[2348306,2513846,2810060],[2351760,2649695,2744188],[2359488,2359672,2747777],[2368120,2529800,2751731],[2370893,2372635,2660485],[2377076,2536823,2756191],[2377298,2377328,2819238],[2378659,2540854,2758100],[2383546,2544181,2860852],[2387378,2546132,2822337],[2393465,2393697,2823625],[2393934,2550955,2763175],[2401668,2679164,2863279],[2417397,2417581,2772168],[2429484,2694179,2694638],[2435703,2583513,2779702],[2435925,2435955,2834339],[2438628,2701151,2780721],[2453538,2597424,2786990],[2456469,2458103,2710884],[2461701,2461933,2841493],[2462170,2604156,2790944],[2468181,2610782,2843720],[2472318,2473229,2844366],[2476877,2477061,2796463],[2513991,2514223,2853221],[2514460,2644622,2809975],[2537923,2538107,2818968],[2547394,2548137,2822539],[2579343,2580254,2867138],[2583902,2584086,2834069],[2641061,2641804,2852135] ] cell #5240 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917483,2159432],[997511,2228408],[1084687,2300715],[1183782,2375079],[1206206,2389844],[1244042,2413337],[1276514,2434568],[1334865,2473432],[1368578,2491407],[1401436,2510370],[1417410,2520459],[1439272,2533863],[1492457,2560970],[1498383,2563762],[1531241,2580457],[1542962,2586552],[1564954,2598432],[1580928,2608521],[1621842,2624887],[1671751,2647055],[1674622,2518396],[1687687,2654637],[1693613,2657429],[1705334,2663524],[1711432,2381559],[1771992,2689248],[1784454,2694030],[1800833,2587355],[1813669,2705627],[1829658,2459953],[1831106,2713317],[1833977,2606458],[1867575,2725980],[1895305,2734927],[1906958,2507572],[1907300,2738942],[1939013,2655955],[1950934,2535917],[1955392,2664327],[1986986,2556685],[1987328,2765762],[2017132,2690566],[2018720,2775034],[2024516,2577836],[2055087,2595634],[2055429,2706592],[2067490,2603390],[2094854,2797159],[2100650,2621037],[2128945,2635874],[2129287,2735892],[2131239,2637814],[2136685,2639752],[2158976,2746980],[2164772,2654808],[2202792,2675256],[2208238,2677194],[2227952,2771371],[2233748,2689419],[2236681,2691499],[2262409,2704076],[2267855,2706014],[2294106,2794299],[2303097,2723449],[2326020,2733376],[2331466,2735314],[2357810,2747634],[2386966,2760855],[2415719,2772025],[2471139,2794850], [730157,1465485,2548330],[748054,1990003,2558301],[869373,2113025,2627116],[870413,1628243,2627519],[874652,1633353,2629785],[899586,1660715,2641997],[958458,1975884,2671925],[961284,2199234,2672892],[979304,1745087,2679468],[982130,1749858,2680435],[992560,1760481,2684350],[1029152,1798594,2699340],[1048103,2271665,2707856],[1049143,1820070,2708259],[1053382,1825180,2710525],[1080673,2091010,2720693],[1102149,1869929,2726962],[1113017,1879911,2730045],[1115843,1884682,2731012],[1144729,2145313,2740418],[1147555,2345905,2741385],[1155939,1923667,2647995],[1165575,1931358,2747961],[1168401,1936129,2748928],[1178831,1946752,2752843],[1184822,1953153,2755475],[1189061,1958263,2757741],[1240028,1999495,2769269],[1250896,2009477,2772352],[1253722,2014248,2773319],[1266638,2025656,2776632],[1272500,2249650,2777822],[1283368,2258768,2780905],[1284219,1800996,2587683],[1286194,2441405,2781872],[1288513,2046305,2783109],[1293976,2048659,2784091],[1304844,2058641,2787174],[1307670,2063412,2788141],[1316054,2071796,2714257],[1318100,2074035,2792056],[1342021,2092025,2796647],[1352684,2101790,2798757],[1380538,2122517,2804036],[1388267,2131319,2806252],[1413396,2354419,2810955],[1414221,1674219,2518316],[1414829,2156415,2520886],[1415624,2355434,2811555],[1418466,2156757,2812562],[1429396,2165912,2749758],[1435258,2168924,2816069],[1446126,2178906,2819152],[1446977,1955555,2664655],[1448952,2183677,2820119],[1451271,2186561,2542899],[1468510,2197916,2823223],[1472638,2200255,2823774],[1475073,2202872,2824168],[1505539,2225123,2828770],[1516202,2234888,2774149],[1517986,2236353,2831309],[1538397,2250665,2834253],[1540877,2253494,2834765],[1544387,2259290,2589375],[1545232,2440087,2781658],[1546125,2442426,2835534],[1549060,2260430,2836363],[1551785,2262489,2783314],[1560161,2055592,2706920],[1576914,2281157,2841642],[1577739,1833574,2606378],[1578347,2287585,2608948],[1579142,2465844,2842242],[1581984,2287927,2609070],[1598309,2298572,2724111],[1598918,2298652,2844868],[1604548,2302769,2845530],[1631268,2321144,2848570],[1635396,2323483,2849121],[1637831,2326100,2803259],[1646207,2129450,2736220],[1647769,2333937,2637748],[1663740,2344587,2852819],[1667868,2346926,2853370],[1669694,2349463,2645907],[1670303,2349543,2853764],[1673739,2354909,2649785],[1680358,2357482,2812909],[1682289,2159859,2748780],[1689449,1938610,2655875],[1690057,2175352,2534290],[1700769,2371794,2858366],[1703249,2374623,2661923],[1706759,2380419,2666347],[1707604,2539382,2819905],[1708497,2541721,2859647],[1720687,2387046,2821965],[1726793,2390647,2861616],[1726984,2390975,2764428],[1733090,2394802,2675190],[1751777,2406728,2826422],[1758424,2411194,2772687],[1759033,2411274,2864427],[1764663,2415391,2828910],[1766594,2228835,2773171],[1773754,2016729,2690486],[1774362,2005923,2413764],[1783489,2427959,2692579],[1790136,2432425,2692161],[1790745,2432505,2867640],[1796375,2436622,2868302],[1796566,2436950,2698381],[1807124,2444347,2704010],[1808171,2262651,2784485],[1808954,2049051,2705480],[1815725,2277005,2601255],[1816570,2596453,2840641],[1823095,2454997,2871342],[1827223,2457336,2871893],[1829049,2459873,2712169],[1833094,2465319,2716047],[1838034,2288090,2609136],[1845786,2470811,2843876],[1852348,2474372,2724045],[1856366,2301142,2724595],[1866610,2483007,2724529],[1875748,2488529,2800736],[1876357,2488609,2847312],[1882463,2492210,2876345],[1882654,2492538,2804309],[1886601,2119148,2323875],[1888760,2496365,2733310],[1889807,2326262,2804430],[1890590,2122909,2734780],[1897361,2118365,2494230],[1898206,2636693,2803035],[1906349,2507492,2737935],[1913064,2511173,2878710],[1913255,2511501,2737608],[1919361,2515328,2645841],[1929669,2365823,2656281],[1930833,2358062,2654230],[1930929,2159779,2526355],[1938048,2527254,2748714],[1938130,2371269,2660159],[1944695,2531720,2748296],[1945304,2531800,2881521],[1951125,2536245,2754516],[1952865,2375506,2661989],[1960025,2186158,2542307],[1961810,2544147,2821771],[1967256,2546085,2760789],[1976406,2392667,2764549],[1977189,2200647,2676660],[1986377,2556605,2764755],[1990350,2215079,2405829],[1995343,2561141,2863435],[1995534,2561469,2826973],[2001905,2564702,2772621],[2005314,2224694,2413684],[2007788,2219152,2562614],[2008952,2415971,2688841],[2009048,2228755,2572438],[2016167,2573337,2773105],[2016249,2224598,2566492],[2019523,2427060,2691826],[2024707,2578164,2775803],[2031078,2581397,2692095],[2035096,2434995,2692645],[2045340,2260073,2442818],[2047067,2451860,2707300],[2048253,2263193,2594815],[2054478,2595554,2784691],[2061193,2599235,2888832],[2061384,2599563,2784364],[2065331,2277788,2457728],[2068537,2460115,2711963],[2069320,2281549,2603332],[2076936,2467105,2467149],[2078041,2610759,2794121],[2081981,2293207,2611086],[2086054,2472284,2796787],[2091500,2476162,2725573],[2091596,2301062,2622104],[2095657,2482108,2723776],[2100841,2621365,2797928],[2103769,2623336,2847118],[2104553,2314266,2487790],[2109215,2625274,2800670],[2113372,2319457,2321947],[2118556,2323077,2494772],[2120925,2318007,2626560],[2122111,2326804,2635055],[2128336,2635794,2804636],[2132023,2506753,2737335],[2145835,2513193,2737729],[2146618,2347318,2639218],[2155806,2355005,2520806],[2157590,2528732,2656510],[2164963,2655136,2814050],[2171334,2658369,2748230],[2174743,2371365,2534210],[2178381,2536497,2663117],[2178477,2375426,2537695],[2185596,2381202,2542113],[2187266,2382830,2544081],[2191038,2386227,2668842],[2194779,2547371,2763378],[2196229,2198719,2199581],[2199849,2393209,2678100],[2203576,2555866,2764155],[2211139,2679141,2826244],[2211391,2404631,2560563],[2219936,2409744,2411978],[2226566,2408206,2562843],[2233939,2689747,2830051],[2236933,2577258,2692793],[2244694,2579309,2774662],[2250140,2583187,2693623],[2250236,2434915,2578903],[2254297,2438400,2441752],[2259481,2442020,2589917],[2272012,2453310,2455800],[2277196,2456930,2601797],[2280751,2460657,2604928],[2286976,2465415,2608868],[2292009,2470233,2612053],[2295584,2472218,2472513],[2297122,2299356,2300144],[2303349,2620459,2724743],[2310494,2484393,2623270],[2318259,2491000,2492790],[2341450,2641038,2736558],[2342900,2345390,2346252],[2346520,2513735,2640658],[2350247,2516866,2519888],[2366607,2530270,2532504],[2380610,2541315,2666889],[2389437,2391227,2391938],[2429437,2579243,2579538],[2430975,2433209,2433997],[2437202,2586145,2588646],[2452112,2598025,2599815],[2509963,2511753,2512464] ] cell #5241 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1064457],[1190373],[1243483],[1311296],[1319755],[1372958],[1393819],[1438713],[1441898],[1480625],[1502573],[1524238],[1557337],[1569334],[1571726],[1580369],[1610800],[1625341],[1643383],[1652934],[1675855],[1679055],[1686610],[1697803],[1709714],[1716043],[1738255],[1763465],[1770915],[1774711],[1802627],[1802757],[1805858],[1812289],[1817168],[1835210],[1835296],[1838410],[1857832],[1887609],[1887739],[1893925],[1902314],[1924526],[1925539],[1927856],[1929270],[1949736],[1950251],[1957186],[1957316],[1960417],[1964763],[1982342],[2005991],[2007004],[2007389],[2019124],[2022843],[2036562],[2036790],[2042123],[2066339],[2066469],[2072655],[2073668],[2075985],[2081582],[2095258],[2098977],[2106722],[2111590],[2119286],[2134192],[2134420],[2148090],[2163099],[2175420],[2176433],[2176818],[2177046],[2182379],[2189463],[2198320],[2205745],[2205973],[2214680],[2218385],[2232075],[2239398],[2240222],[2240450],[2253898],[2265362],[2265590],[2270230],[2277926],[2279260],[2291097],[2297781],[2305814],[2306638],[2306866],[2312691],[2321548],[2328973],[2329201],[2336134],[2337404],[2344991],[2360527],[2361351],[2361579],[2365056],[2390315],[2396999],[2398269],[2403719],[2407132],[2407360],[2410403],[2418436],[2419260],[2419488],[2424950],[2431634],[2440491],[2440719],[2446544],[2447814],[2455401],[2479998],[2485140],[2489008],[2491878],[2493908],[2495291],[2495519],[2498562],[2499832],[2510841],[2517525],[2518795],[2524245],[2530929],[2539786],[2540014],[2551754],[2558339],[2558578],[2563590],[2566212],[2567458],[2570328],[2587023],[2598903],[2600933],[2602316],[2602544],[2605587],[2606857],[2616272],[2617233],[2627154],[2627393],[2629739],[2645421],[2657257],[2659879],[2661125],[2663995],[2666025],[2672930],[2673169],[2697012],[2697973],[2702764],[2707894],[2708133],[2710479],[2715767],[2741423],[2741662],[2745604],[2746565],[2757695],[2781910],[2782149],[2783063] ] cell #5242 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1503471],[1582548],[1633255],[1698701],[1711185],[1760204],[1825082],[1828474],[1836194],[1837570],[1877875],[1904734],[1928754],[1946475],[1950570],[1958165],[1963953],[1984762],[2023162],[2043170],[2046207],[2052863],[2056605],[2066485],[2073758],[2076883],[2099296],[2120333],[2126721],[2133382],[2134750],[2154191],[2154268],[2156480],[2163418],[2176870],[2183426],[2186463],[2204935],[2206303],[2226392],[2226469],[2232394],[2235887],[2240274],[2252512],[2257187],[2257936],[2265920],[2278973],[2285361],[2285438],[2287650],[2302303],[2306690],[2323907],[2324656],[2329531],[2336842],[2348524],[2352974],[2357016],[2361403],[2373063],[2373140],[2373641],[2378316],[2379065],[2384801],[2397707],[2407947],[2413843],[2414925],[2419312],[2423631],[2425410],[2426266],[2436156],[2447252],[2457760],[2458509],[2458934],[2463384],[2468945],[2469792],[2478679],[2480458],[2481314],[2486364],[2489729],[2499270],[2505327],[2505921],[2524705],[2525561],[2528473],[2534369],[2535451],[2544488],[2548901],[2549748],[2554440],[2555034],[2559275],[2560122],[2562125],[2570788],[2571644],[2575970],[2576817],[2585704],[2588339],[2593389],[2593983],[2596754],[2614758],[2619171],[2620018],[2623677],[2625980],[2628090],[2628937],[2630940],[2633629],[2634223],[2638155],[2642568],[2643415],[2648701],[2652942],[2653789],[2665311],[2675597],[2678970],[2681377],[2683140],[2684478],[2685443],[2687553],[2688400],[2695498],[2699911],[2700758],[2704417],[2708830],[2709677],[2711680],[2714963],[2722428],[2726569],[2729547],[2731124],[2731201],[2731954],[2733717],[2744090],[2751633],[2752971],[2753936],[2756046],[2756893],[2762511],[2763077],[2766353],[2768876],[2779557],[2786676],[2788253],[2788330],[2789083],[2790846],[2792184],[2796145],[2801120],[2809311],[2809877],[2812690],[2815676],[2820231],[2820308],[2823265],[2833751],[2835909],[2836475],[2836552],[2838726],[2852861],[2854665],[2868940] ] cell #5243 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1582543],[1711182],[1828471],[1837569],[1904731],[1950569],[1984759],[2004736],[2023161],[2052860],[2066484],[2099295],[2118000],[2126718],[2134749],[2154188],[2163417],[2174165],[2206302],[2223592],[2226389],[2232393],[2235886],[2257935],[2265919],[2276640],[2285358],[2286398],[2302302],[2317246],[2323880],[2324655],[2329530],[2352973],[2356700],[2357015],[2370263],[2373060],[2379064],[2380054],[2384281],[2384800],[2413758],[2413842],[2414924],[2423630],[2436155],[2442823],[2443598],[2451099],[2457733],[2458508],[2463383],[2464313],[2467110],[2469791],[2478678],[2486363],[2489728],[2494196],[2504807],[2505326],[2520880],[2520964],[2534284],[2534368],[2535450],[2535484],[2542118],[2542893],[2544487],[2549747],[2553920],[2554439],[2560121],[2562527],[2576816],[2576850],[2584873],[2585703],[2589341],[2593388],[2596753],[2601221],[2608942],[2609026],[2610999],[2614757],[2620017],[2620051],[2623676],[2628936],[2633628],[2638154],[2638557],[2643414],[2645820],[2653788],[2653822],[2656194],[2661845],[2666313],[2671838],[2675596],[2675999],[2679381],[2681376],[2683139],[2688399],[2688433],[2691739],[2692074],[2692501],[2695497],[2700757],[2704416],[2704819],[2709676],[2712082],[2723689],[2724024],[2724451],[2726568],[2729958],[2731123],[2731953],[2733716],[2734119],[2737848],[2740331],[2744089],[2747874],[2748209],[2748636],[2751632],[2756892],[2763076],[2764668],[2766352],[2768190],[2768875],[2770117],[2772265],[2772600],[2773027],[2780818],[2781580],[2784604],[2787087],[2788252],[2789082],[2790845],[2796144],[2796560],[2800649],[2801119],[2802293],[2802957],[2804549],[2809876],[2811468],[2815675],[2816917],[2819065],[2819827],[2820230],[2822919],[2823264],[2826118],[2828683],[2833750],[2834166],[2836474],[2838725],[2839899],[2840563],[2842155],[2842490],[2848266],[2852515],[2852860],[2854664],[2855080],[2858279],[2859923],[2868594],[2868939],[2869452],[2871038] ] cell #5244 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [520645],[613950],[709979],[715832],[779950],[818882],[853808],[892947],[921909],[933948],[971066],[1001937],[1011404],[1032538],[1042504],[1093040],[1118239],[1125625],[1130263],[1157337],[1167074],[1188208],[1214568],[1243646],[1245440],[1252395],[1284867],[1290378],[1310066],[1317452],[1337301],[1373024],[1373154],[1374389],[1376940],[1409798],[1421743],[1438876],[1440670],[1447625],[1451348],[1460400],[1495711],[1500819],[1502597],[1503406],[1508549],[1533677],[1569400],[1569530],[1570765],[1573316],[1580532],[1582326],[1587191],[1601682],[1623158],[1625365],[1632428],[1655630],[1679218],[1690941],[1696049],[1697827],[1698636],[1703779],[1709780],[1709910],[1711145],[1716067],[1726460],[1740951],[1747306],[1753325],[1761797],[1779018],[1793509],[1805924],[1806054],[1814985],[1817192],[1824255],[1828434],[1835320],[1836129],[1842208],[1851746],[1862139],[1871737],[1882130],[1896621],[1902338],[1904694],[1912731],[1927222],[1927880],[1928689],[1933577],[1939596],[1948068],[1950275],[1957338],[1982366],[1984722],[2001303],[2004699],[2011696],[2020938],[2022867],[2030476],[2036814],[2040869],[2045380],[2050467],[2052823],[2060860],[2066879],[2075351],[2093254],[2097072],[2099001],[2117706],[2124325],[2126681],[2134444],[2135144],[2148293],[2151795],[2154151],[2163123],[2170732],[2174128],[2181125],[2201133],[2205997],[2206697],[2226352],[2232099],[2239601],[2251894],[2257641],[2265614],[2266314],[2276346],[2282965],[2285321],[2286361],[2297330],[2306017],[2324361],[2329225],[2329925],[2347804],[2356663],[2360730],[2373023],[2378770],[2379760],[2407384],[2409952],[2418639],[2431183],[2443304],[2458214],[2487998],[2489211],[2517074],[2530478] ] cell #5245 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [520646],[613952],[709981],[715829],[779952],[818879],[853810],[892944],[921911],[933873],[971063],[1001939],[1011329],[1032540],[1042501],[1092965],[1118241],[1125622],[1129133],[1157334],[1166999],[1188210],[1213438],[1243648],[1245437],[1252320],[1284792],[1289248],[1310068],[1317449],[1326254],[1373089],[1373151],[1374314],[1375810],[1388795],[1408668],[1438878],[1440667],[1447550],[1451350],[1458164],[1475601],[1489772],[1495564],[1502591],[1503476],[1522630],[1569465],[1569527],[1570690],[1572186],[1580534],[1582323],[1587044],[1599446],[1609192],[1620922],[1625359],[1632432],[1653394],[1670831],[1679220],[1685002],[1690794],[1697821],[1698706],[1709845],[1709907],[1711070],[1716061],[1726313],[1738715],[1747159],[1753329],[1759561],[1769307],[1778871],[1791273],[1805989],[1806051],[1812749],[1817186],[1824259],[1828287],[1835314],[1836199],[1842212],[1851740],[1861992],[1871731],[1876885],[1881983],[1894385],[1902332],[1904547],[1912584],[1924986],[1927874],[1928759],[1933430],[1939600],[1945832],[1950269],[1957342],[1982360],[1984575],[1990453],[2001297],[2004552],[2006451],[2011549],[2020942],[2022861],[2030470],[2036808],[2040722],[2045384],[2050461],[2052676],[2060713],[2066883],[2073115],[2093107],[2097076],[2098995],[2104090],[2113475],[2117700],[2124319],[2126534],[2134438],[2135148],[2148297],[2151789],[2154004],[2163117],[2170726],[2173981],[2175880],[2180978],[2199684],[2201127],[2205991],[2206701],[2219473],[2224134],[2226205],[2232093],[2239605],[2251747],[2257635],[2265608],[2266318],[2272115],[2276340],[2282959],[2285174],[2286214],[2297324],[2299681],[2306021],[2324355],[2329219],[2329929],[2346355],[2347798],[2356516],[2360734],[2366144],[2370805],[2372876],[2378764],[2379754],[2407378],[2409946],[2418643],[2431177],[2433534],[2441855],[2443298],[2458208],[2464855],[2487992],[2489215],[2517068],[2519425],[2521506],[2530472] ] cell #5246 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [520647],[613953],[709982],[715828],[779953],[818878],[853811],[892943],[921912],[933872],[971062],[1001940],[1011328],[1032541],[1042500],[1092964],[1118242],[1125621],[1129132],[1157333],[1166998],[1188211],[1213437],[1243649],[1245436],[1252319],[1284791],[1289247],[1310069],[1317448],[1326253],[1373149],[1373150],[1374313],[1375809],[1388794],[1408667],[1438879],[1440666],[1447549],[1451351],[1458163],[1475600],[1489771],[1495563],[1502590],[1503544],[1522629],[1569525],[1569526],[1570689],[1572185],[1580535],[1582322],[1587043],[1599445],[1609191],[1620921],[1625358],[1632438],[1653393],[1670830],[1679221],[1685001],[1690793],[1697820],[1698774],[1709905],[1709906],[1711069],[1716060],[1726312],[1738714],[1747158],[1753335],[1759560],[1769306],[1778870],[1791272],[1806049],[1806050],[1812748],[1817185],[1824265],[1828286],[1835313],[1836267],[1842218],[1851739],[1861991],[1871730],[1876884],[1881982],[1894384],[1902331],[1904546],[1912583],[1924985],[1927873],[1928827],[1933429],[1939606],[1945831],[1950268],[1957348],[1982359],[1984574],[1990452],[2001296],[2004551],[2006450],[2011548],[2020948],[2022860],[2030469],[2036807],[2040721],[2045390],[2050460],[2052675],[2060712],[2066889],[2073114],[2093106],[2097082],[2098994],[2104089],[2113474],[2117699],[2124318],[2126533],[2134437],[2135154],[2148303],[2151788],[2154003],[2163116],[2170725],[2173980],[2175879],[2180977],[2199683],[2201126],[2205990],[2206707],[2219472],[2224133],[2226204],[2232092],[2239611],[2251746],[2257634],[2265607],[2266324],[2272114],[2276339],[2282958],[2285173],[2286213],[2297323],[2299680],[2306027],[2324354],[2329218],[2329935],[2346354],[2347797],[2356515],[2360740],[2366143],[2370804],[2372875],[2378763],[2379753],[2407377],[2409945],[2418649],[2431176],[2433533],[2441854],[2443297],[2458207],[2464854],[2487991],[2489221],[2517067],[2519424],[2521505],[2530471] ] cell #5247 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1163219,2358121],[1248540,2416030],[1340771,2476221],[1443770,2536556],[1450903,2381427],[1466218,2548476],[1504289,2566551],[1537147,2583246],[1573822,2459243],[1596155,2614333],[1628976,2627665],[1656136,2506230],[1661448,2642143],[1674693,2649010],[1677657,2649844],[1699519,2660218],[1702336,2535345],[1741457,2555343],[1750591,2680581],[1756270,2682715],[1782576,2576711],[1787982,2695073],[1799327,2699486],[1800706,2700652],[1815491,2594292],[1820803,2708405],[1828735,2459445],[1834048,2715272],[1837012,2716106],[1865697,2619912],[1874673,2727813],[1897127,2634532],[1899784,2637730],[1906035,2507064],[1921695,2743665],[1936862,2749074],[1937135,2653683],[1939084,2754245],[1942541,2751208],[1953886,2755621],[1955265,2756787],[1979812,2675172],[1986063,2556177],[2014981,2773465],[2015254,2688294],[2017203,2685752],[2018552,2575545],[2026389,2776778],[2047913,2703992],[2053403,2784942],[2054164,2595126],[2055302,2788977],[2069824,2790421],[2094686,2618746],[2102523,2798903],[2121771,2733292],[2127261,2804887],[2128022,2635366],[2129160,2731848],[2137979,2807571],[2158199,2815298],[2158808,2652517],[2192672,2760771],[2209532,2825487],[2227175,2768498],[2227784,2687128],[2237542,2831604],[2292618,2793998],[2293938,2719649],[2303958,2845825], [533103,1724930,2389549],[654232,1880600,2491112],[657951,1885415,2731158],[679774,1911201,2510075],[748409,1990278,2679384],[752965,1994520,2560675],[762370,2004239,2770120],[795157,2039339,2586257],[812872,2059330,2598137],[816591,2064145,2788287],[859531,2104500,2623711],[869728,2113300,2729961],[874284,2117542,2629490],[911066,1923535,2517888],[917838,2159707,2747877],[922394,2163949,2654342],[931799,2173668,2816920],[937116,2179595,2663229],[940835,2184410,2820265],[961639,2199509,2671841],[976948,2211450,2402400],[987669,2219883,2683174],[997866,2228683,2772268],[1002422,2232925,2688953],[1014682,2242871,2693735],[1031247,1800922,2439919],[1035092,2261163,2836509],[1038261,2263140,2704451],[1048458,2271940,2787090],[1053014,2276182,2710230],[1060623,2071664,2605950],[1062419,2285901,2842493],[1083961,2300091,2614792],[1085042,2300990,2796563],[1096318,2309287,2725685],[1110661,2318318,2490559],[1121382,2326751,2733751],[1130769,2334952,2736942],[1147910,2346180,2740334],[1156012,1674147,2352743],[1156554,1927728,2520812],[1159814,2356203,2855083],[1170352,2165780,2655447],[1173940,2366554,2751667],[1184137,2375354,2819068],[1186917,1955481,2539214],[1188693,2379596,2757446],[1190762,2186632,2667813],[1208538,2391836,2822922],[1210347,2391997,2550301],[1211578,2393156,2763111],[1215074,2395817,2763762],[1244397,2413612,2828686],[1255673,2234756,2690058],[1257542,2423525,2774906],[1275788,2433944,2695532],[1276869,2434843,2834169],[1280309,2437811,2868597],[1283818,2044427,2589344],[1286549,2441680,2780821],[1288145,2443140,2782814],[1290884,2261779,2703239],[1299095,2055518,2596285],[1302488,2452171,2597584],[1313209,2460604,2790880],[1316127,1833502,2463153],[1316669,2075857,2608874],[1319929,2287800,2716745],[1337261,2089334,2724027],[1337807,2475387,2795927],[1343588,2478573,2797031],[1370910,2493399,2848269],[1373950,2494719,2802992],[1377446,2325390,2732539],[1385657,2129376,2636525],[1387344,2130811,2504360],[1403768,2512362,2852518],[1405577,2512523,2643968],[1406808,2513682,2809911],[1409758,2149241,2645823],[1410304,2516343,2810562],[1413825,2155492,2520132],[1416684,2519835,2744124],[1417765,2520734,2811471],[1420300,2356910,2746852],[1422249,2159785,2654125],[1429469,1938538,2527985],[1430011,1948574,2534216],[1439627,2534138,2858282],[1443067,2373846,2754498],[1446576,2184683,2666316],[1460906,2385704,2760135],[1467597,2549642,2823095],[1467813,2197748,2676034],[1474150,2202364,2553473],[1493669,2405240,2826121],[1500779,2222432,2772603],[1501325,2565717,2828050],[1507106,2414819,2771243],[1509055,2228761,2688736],[1516275,2016657,2574068],[1516817,1762303,2413690],[1526527,2426471,2775785],[1533637,2247974,2692077],[1534183,2582412,2833533],[1539964,2585598,2834637],[1540180,2253326,2584908],[1545294,2588544,2835516],[1547103,2588705,2701311],[1548334,2589864,2781615],[1550862,2261981,2592422],[1552000,2262620,2705016],[1552826,2048979,2594401],[1559760,2064418,2601224],[1567286,2600424,2871041],[1570326,2601744,2840598],[1573276,2280411,2712085],[1577343,2286662,2608194],[1581283,2608796,2842158],[1582033,2288016,2466379],[1590749,2469686,2794171],[1597995,2298144,2619604],[1602188,2301068,2620354],[1613089,2481519,2797910],[1623118,2315900,2800652],[1623664,2487267,2800016],[1630355,2628831,2848442],[1630571,2320976,2734154],[1634565,1886514,2323803],[1636908,2325592,2632662],[1638046,2326231,2734316],[1638872,2122837,2634641],[1645806,1885688,2494199],[1655590,2339343,2737851],[1662827,2643309,2852691],[1663043,2344419,2638592],[1669380,2349035,2515026],[1680057,2168178,2656197],[1681366,2159105,2525927],[1681475,1931579,2362540],[1688899,2525766,2814032],[1689053,2174429,2533536],[1696009,2369103,2748212],[1696555,2659384,2857646],[1702552,2374455,2661880],[1704285,2375432,2535787],[1707666,2665516,2859629],[1710706,2666836,2819862],[1711505,2186086,2381536],[1713513,2544063,2759801],[1719764,2386538,2670534],[1730018,2392636,2676196],[1730844,2200575,2555452],[1740911,2400208,2764671],[1745308,1994052,2215869],[1750864,2560016,2826294],[1751080,2406560,2768225],[1758110,2410766,2687986],[1761757,2005109,2225344],[1764362,1998749,2562530],[1765671,2228081,2572010],[1765780,2009698,2420449],[1773204,2571849,2830033],[1773358,2005000,2413010],[1777020,2241411,2691742],[1782792,2427791,2692536],[1789822,2431997,2576403],[1794015,2434921,2577153],[1804916,2045253,2442746],[1806822,2271041,2596788],[1808184,2048847,2448854],[1814945,2449753,2784607],[1816632,2711885,2871875],[1822182,2709571,2871214],[1822398,2454829,2704854],[1826392,2065244,2457656],[1829873,2460084,2602868],[1830699,2281477,2459352],[1839822,2468520,2718499],[1844495,2082771,2611002],[1849192,2472200,2722667],[1855443,2300388,2621676],[1855552,2092246,2483738],[1860141,2307827,2723692],[1865913,2482839,2724486],[1869183,2623252,2799682],[1870117,2107983,2315001],[1875434,2488101,2728654],[1880132,2114162,2117074],[1885904,2118378,2323671],[1888458,2112401,2489763],[1889820,2122705,2500872],[1896581,2501771,2804552],[1898268,2631145,2849103],[1900718,2338444,2638189],[1916289,2513162,2638754],[1917115,2347246,2506339],[1927182,2155601,2355655],[1928995,2365395,2528844],[1937351,2527086,2748671],[1944381,2531292,2653375],[1948028,2174538,2372015],[1951942,2374752,2537267],[1952051,2179127,2376216],[1959475,2185509,2542041],[1961382,2187378,2383834],[1966024,2191773,2544522],[1970442,2388200,2674419],[1972203,1975115,1976105],[1976419,2200443,2557336],[1980746,2399309,2675631],[1989379,2558850,2767075],[1989676,2214405,2405401],[1999683,2220671,2223366],[2007114,2218724,2408318],[2015470,2573169,2773062],[2018849,2426632,2577370],[2027922,2579225,2690717],[2034173,2434241,2578475],[2034282,2250886,2428690],[2038871,2255087,2258989],[2044643,2259303,2442614],[2058862,2272802,2275714],[2064634,2277018,2457524],[2068550,2281345,2461392],[2075311,2286771,2466065],[2076998,2288626,2609862],[2081307,2292779,2470345],[2085626,2295282,2295696],[2087573,2090268,2091198],[2094983,2481680,2620571],[2103341,2310606,2485397],[2112698,2319029,2321273],[2139871,2508726,2636977],[2141632,2144544,2145534],[2145848,2347114,2508223],[2150175,2350982,2354607],[2169112,2367342,2370037],[2184899,2380432,2541909],[2195801,2198045,2198907],[2244266,2429135,2429549],[2246213,2248908,2249838],[2253623,2437972,2441078],[2271338,2452882,2455126],[2342472,2344716,2345578] ] cell #5248 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917697,2159178],[997725,2228154],[1084901,2300461],[1183996,2374825],[1206282,2389740],[1244256,2413083],[1276728,2434314],[1334873,2473401],[1368654,2491303],[1401512,2510266],[1417624,2520205],[1439486,2533609],[1450908,2381550],[1492533,2560866],[1498391,2563731],[1531249,2580426],[1543038,2586448],[1565030,2598328],[1573827,2459944],[1581142,2608267],[1621850,2624856],[1656141,2507563],[1671759,2647024],[1674698,2518387],[1687763,2654533],[1693621,2657398],[1702471,2535886],[1705410,2663420],[1741462,2556676],[1772068,2689144],[1782711,2577805],[1784530,2693926],[1800841,2587324],[1813677,2705596],[1815496,2595625],[1828858,2459416],[1831114,2713286],[1834053,2606449],[1865832,2621006],[1867651,2725876],[1895313,2734896],[1897132,2635865],[1899851,2637158],[1906158,2507035],[1907308,2738911],[1937270,2654777],[1939089,2655946],[1955400,2664296],[1979879,2674600],[1986186,2556148],[1987336,2765731],[2015389,2689388],[2017208,2690557],[2018610,2574760],[2018728,2775003],[2047980,2703420],[2054287,2595097],[2055437,2706561],[2094744,2617961],[2094862,2797128],[2121838,2732720],[2128145,2635337],[2129295,2735861],[2158866,2651732],[2158984,2746949],[2192739,2760534],[2227842,2686343],[2227960,2771340],[2293996,2719267],[2294114,2794268], [533108,1465476,2389520],[654237,1628234,2491083],[679779,1660706,2510046],[748268,1989749,2558355],[752970,1749849,2560646],[795162,1798585,2586228],[812877,1820061,2598108],[859536,1869920,2622994],[869587,2112771,2627170],[874289,1884673,2629461],[874641,1633429,2629681],[911071,1923658,2517859],[922399,1936120,2654313],[937121,1953144,2663200],[961498,2198980,2672946],[977090,1745095,2678874],[987674,1999486,2682457],[992484,1760489,2684319],[1002427,2014239,2688924],[1014687,2025647,2693706],[1031252,2041398,2439977],[1038266,2048650,2703734],[1048317,2271411,2707910],[1053019,2063403,2710201],[1053371,1825256,2710421],[1060628,2071787,2605921],[1083966,2091001,2721621],[1096323,2101781,2725656],[1110803,1879919,2729451],[1121387,2122508,2733034],[1130774,2131310,2736913],[1147769,2345651,2741439],[1156020,1923844,2352810],[1163361,1931366,2747367],[1170357,2165903,2655418],[1173945,2168915,2750950],[1178755,1946760,2752812],[1186922,2181654,2539272],[1188698,2183668,2757417],[1189050,1958339,2757637],[1210489,1975892,2762415],[1211583,2200246,2762729],[1215079,2202863,2763733],[1248682,2009485,2771758],[1255678,2234879,2690029],[1257677,2236322,2774925],[1275793,2249641,2778750],[1286408,2441151,2781926],[1288150,2260421,2782785],[1288502,2046381,2783005],[1290889,2262480,2703210],[1299100,2269098,2596343],[1302630,2058649,2786580],[1313214,2281148,2790163],[1316135,2071973,2463220],[1318024,2074043,2792025],[1337812,2298643,2795898],[1340913,2092033,2796326],[1343723,2302738,2797050],[1373955,2323474,2802610],[1377451,2326091,2732510],[1385662,2332709,2636583],[1387467,2130782,2503439],[1405719,2145321,2809215],[1406813,2346917,2809529],[1410309,2349534,2810533],[1414818,1927733,2650343],[1416689,2354410,2811883],[1418390,2156765,2812531],[1420435,2357451,2746871],[1422254,2358620,2655303],[1429477,2166089,2528052],[1443912,2178914,2818558],[1451260,2186637,2759050],[1460911,2387037,2760106],[1467732,2390616,2823114],[1468434,2197924,2823192],[1474273,2202335,2552552],[1501330,2411265,2828021],[1504431,2225131,2828449],[1507241,2415360,2771262],[1509060,2416529,2689914],[1516283,2235065,2574135],[1534188,2432496,2833504],[1537289,2250673,2833932],[1540099,2436591,2834656],[1540801,2253502,2834734],[1544382,2044562,2701746],[1547245,2258776,2835813],[1548339,2442417,2836127],[1550985,2261952,2591501],[1552135,2444894,2705969],[1552834,2263316,2595743],[1570331,2457327,2840216],[1578336,2075862,2716605],[1581908,2287935,2792990],[1582038,2466497,2466562],[1590884,2470780,2794190],[1598118,2298115,2615132],[1598304,2089401,2720972],[1602193,2476720,2621532],[1623669,2488600,2799987],[1630490,2492179,2848461],[1631192,2321152,2848539],[1637031,2325563,2631741],[1638181,2496912,2735269],[1638880,2326927,2635983],[1662962,2511142,2852710],[1663664,2344595,2852788],[1669503,2349006,2646219],[1669689,2149308,2743093],[1673744,2155615,2649815],[1677799,2355442,2854846],[1681489,2358092,2525898],[1681607,2159774,2362607],[1690046,1948579,2660717],[1696560,2531791,2857617],[1699661,2371802,2858045],[1703173,2374631,2818140],[1704290,2536412,2537055],[1706754,2184818,2757881],[1710711,2541712,2860240],[1711513,2381668,2381736],[1713580,2543491,2759820],[1719887,2386509,2670089],[1726989,2197806,2672253],[1730153,2550736,2677149],[1730852,2393332,2556794],[1750999,2561110,2826313],[1751701,2406736,2826391],[1758233,2410737,2683514],[1758419,2222499,2769548],[1762308,1774351,2567050],[1765794,2416001,2571981],[1765912,2228750,2420516],[1783413,2427967,2831874],[1789945,2431968,2695872],[1790131,2248041,2778101],[1794020,2578331,2583745],[1796571,2253384,2698701],[1801543,2440095,2868867],[1808302,2263198,2448912],[1815720,2064553,2710665],[1822317,2599204,2871233],[1823019,2455005,2871311],[1829044,2280478,2789849],[1830008,2603345,2603937],[1830707,2460062,2460780],[1833099,2286785,2716077],[1837154,2465852,2873369],[1839880,2467735,2718470],[1849259,2613761,2722686],[1855566,2476192,2621647],[1855684,2301057,2483805],[1866534,2483015,2846095],[1869250,2622680,2799701],[1875557,2488072,2728209],[1875743,2315967,2800415],[1882659,2321034,2730373],[1885823,1897356,2629925],[1886522,1886525,2494895],[1889938,2326809,2500930],[1906344,2339410,2807334],[1913260,2344477,2740746],[1916424,2639707,2644403],[1917123,2507681,2513858],[1929664,2168245,2750636],[1937972,2527262,2855987],[1938135,2174552,2660189],[1944504,2531263,2752007],[1944690,2369170,2816348],[1951130,2374513,2754836],[1952065,2536527,2537238],[1952183,2375421,2376283],[1956102,2539390,2882748],[1961353,2382884,2382913],[1970500,2547691,2674390],[1972270,2198714,2199576],[1976537,2393214,2557394],[1986372,2400275,2825250],[1989437,2558065,2767046],[1990345,2215074,2215936],[1995539,2406618,2767843],[1998816,2007783,2682143],[2005123,2016254,2566522],[2005241,2005309,2413679],[2016091,2573345,2865654],[2019518,2241478,2776082],[2024712,2427849,2776396],[2027989,2690736,2694501],[2034296,2578446,2583217],[2034414,2428757,2434910],[2045261,2045264,2590040],[2047072,2271099,2707620],[2054473,2449820,2838021],[2056139,2596461,2889268],[2061389,2454887,2787502],[2065252,2065255,2601920],[2068668,2460662,2461450],[2081976,2082838,2718953],[2085597,2472567,2472596],[2087631,2299361,2300149],[2095652,2307894,2798207],[2100846,2482897,2798521],[2103312,2484447,2484476],[2104558,2314271,2315059],[2112459,2120930,2626880],[2113367,2114229,2321942],[2118496,2118561,2494777],[2128331,2501838,2850597],[2129997,2636701,2876781],[2132028,2338502,2738263],[2139929,2636948,2641358],[2141699,2345385,2346247],[2145966,2508281,2513740],[2155733,2155801,2520801],[2157620,2365366,2656564],[2164968,2527144,2814643],[2174670,2174738,2534205],[2185517,2185520,2667012],[2191043,2191831,2669770],[2195772,2391257,2391968],[2203581,2399367,2765083],[2211421,2404661,2405372],[2218695,2226596,2562897],[2219941,2220729,2411983],[2233944,2573227,2830644],[2236963,2426603,2692847],[2244237,2579592,2579621],[2246271,2433214,2434002],[2254292,2255154,2441747],[2259421,2259486,2589922],[2272007,2272869,2455795],[2277136,2277201,2601802],[2286903,2286971,2608863],[2288634,2288637,2717441],[2292039,2292750,2612107],[2303379,2481651,2724797],[2318289,2319000,2492820],[2342443,2511783,2512494],[2350252,2351040,2519893],[2366612,2367400,2532509],[2380550,2380615,2666894],[2437232,2437943,2588676],[2452142,2452853,2599845] ] cell #5249 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917698,2159181],[997726,2228157],[1084902,2300464],[1183997,2374828],[1206283,2389743],[1244257,2413086],[1276729,2434317],[1334874,2473428],[1368655,2491306],[1401513,2510269],[1417625,2520208],[1439487,2533612],[1450909,2381553],[1492534,2560869],[1498392,2563758],[1531250,2580453],[1543039,2586451],[1565031,2598331],[1573828,2459947],[1581143,2608270],[1621851,2624883],[1656142,2507566],[1671760,2647051],[1674699,2518390],[1687764,2654536],[1693622,2657425],[1702472,2535913],[1705411,2663423],[1741463,2556679],[1772069,2689147],[1782712,2577832],[1784531,2693929],[1800842,2587351],[1813678,2705623],[1815497,2595628],[1828861,2459448],[1831115,2713313],[1834054,2606452],[1865833,2621033],[1867652,2725879],[1895314,2734923],[1897133,2635868],[1899852,2637810],[1906161,2507067],[1907309,2738938],[1937271,2654804],[1939090,2655949],[1955401,2664323],[1979880,2675252],[1986189,2556180],[1987337,2765758],[2015390,2689415],[2017209,2690560],[2018613,2575548],[2018729,2775030],[2047981,2704072],[2054290,2595129],[2055438,2706588],[2094747,2618749],[2094863,2797155],[2121839,2733372],[2128148,2635369],[2129296,2735888],[2158869,2652520],[2158985,2746976],[2192740,2760851],[2227845,2687131],[2227961,2771367],[2293999,2719652],[2294115,2794295], [533109,1465479,2389552],[654238,1628237,2491115],[657952,1633430,2629684],[679780,1660709,2510078],[748269,1989752,2402403],[748410,1745096,2679464],[752971,1749852,2560678],[762371,1760490,2684346],[795163,1798588,2586260],[812878,1820064,2598140],[816592,1825257,2710424],[859537,1869923,2623714],[869588,2112774,2490562],[869729,1879920,2730041],[874290,1884676,2629493],[911072,1923661,2517891],[917839,1931367,2747957],[922400,1936123,2654345],[931800,1946761,2752839],[937122,1953147,2663232],[940836,1958340,2757640],[961499,2198983,2550304],[961640,1975893,2671921],[987675,1999489,2683177],[997867,2009486,2772348],[1002428,2014242,2688956],[1014688,2025650,2693738],[1031253,1800923,2439980],[1035093,2046382,2783008],[1038267,2048653,2704454],[1048318,2271414,2597587],[1048459,2058650,2787170],[1053020,2063406,2710233],[1060629,2071790,2605953],[1062420,2074044,2792052],[1083967,2091004,2614795],[1085043,2092034,2796643],[1096324,2101784,2725688],[1121388,2122511,2733754],[1130775,2131313,2736945],[1147770,2345654,2643971],[1147911,2145322,2740414],[1156021,1674148,2352811],[1156555,1927734,2520813],[1159815,2156766,2812558],[1170358,2165906,2655450],[1173946,2168918,2751670],[1184138,2178915,2819148],[1186923,1955482,2539275],[1188699,2183671,2757449],[1190763,2186638,2667814],[1208539,2197925,2823219],[1211584,2200249,2763114],[1215080,2202866,2763765],[1244398,2225132,2828766],[1255679,2234882,2690061],[1257678,2236349,2774926],[1275794,2249644,2695535],[1276870,2250674,2834249],[1280310,2253503,2834761],[1283819,2044563,2589371],[1286409,2441154,2701314],[1286550,2258777,2780901],[1288151,2260424,2782817],[1290890,2262483,2703242],[1299101,2055519,2596346],[1313215,2281151,2790883],[1316136,1833503,2463221],[1316670,2075863,2608875],[1319930,2287936,2716772],[1337262,2089402,2724107],[1337813,2298646,2795930],[1343724,2302765,2797051],[1370911,2321153,2848566],[1373956,2323477,2802995],[1377452,2326094,2732542],[1385663,2129377,2636586],[1387470,2130814,2504363],[1403769,2344596,2852815],[1406814,2346920,2809914],[1409759,2149309,2645903],[1410310,2349537,2810565],[1413826,2155618,2520135],[1416690,2354413,2744127],[1417766,2355443,2811551],[1420436,2357478,2746872],[1422255,2159786,2655306],[1429478,1938539,2528053],[1430012,1948580,2534217],[1439628,2371803,2858362],[1443068,2374632,2754549],[1446577,2184819,2666343],[1460912,2387040,2760138],[1467733,2390643,2823115],[1467814,2197809,2676037],[1474276,2202367,2553476],[1493670,2406737,2826418],[1500780,2222500,2772683],[1501331,2411268,2828053],[1507242,2415387,2771263],[1509061,2228762,2689917],[1516284,2016658,2574136],[1516818,1762309,2413691],[1526528,2427968,2775836],[1533638,2248042,2692157],[1534189,2432499,2833536],[1540100,2436618,2834657],[1540181,2253387,2584911],[1545295,2440096,2835567],[1548340,2442420,2781618],[1550988,2261984,2592425],[1552136,2262647,2705970],[1552835,2048980,2595744],[1559761,2064554,2601251],[1567287,2455006,2871338],[1570332,2457330,2840601],[1573277,2280479,2712165],[1577344,2286788,2608197],[1581284,2465853,2842238],[1582039,2288017,2466500],[1590885,2470807,2794191],[1598121,2298147,2619607],[1602194,2301069,2621535],[1613090,2483016,2797961],[1623119,2315968,2800732],[1623670,2488603,2800019],[1630491,2492206,2848462],[1630572,2321037,2734157],[1634566,1886523,2323804],[1637034,2325595,2632665],[1638182,2326258,2735270],[1638881,2122838,2635984],[1645807,1885824,2494226],[1655591,2339411,2737931],[1662963,2511169,2852711],[1663044,2344480,2638595],[1669506,2349038,2515029],[1680058,2168246,2656277],[1681492,2159108,2525930],[1681608,1931580,2362608],[1688900,2527263,2814083],[1689054,2174555,2533539],[1696010,2369171,2748292],[1696561,2531794,2857649],[1702553,2374516,2661883],[1704291,2375433,2536415],[1707667,2539391,2859680],[1710712,2541715,2819865],[1711514,2186087,2381669],[1713581,2544143,2759821],[1719890,2386541,2670537],[1730154,2392663,2677150],[1730853,2200576,2556795],[1740912,2400276,2764751],[1745309,1994053,2215937],[1751000,2561137,2826314],[1751081,2406621,2768228],[1758236,2410769,2687989],[1761758,2005242,2225345],[1764363,1998817,2562610],[1765797,2228084,2572013],[1765913,2009699,2420517],[1773205,2573346,2830084],[1773359,2005126,2413013],[1777021,2241479,2691822],[1782793,2427852,2692539],[1789948,2432000,2576406],[1794021,2434922,2578334],[1804917,2045262,2442747],[1806823,2271102,2596791],[1808305,2048848,2448915],[1814946,2449821,2784687],[1816633,2596462,2871926],[1822318,2599231,2871234],[1822399,2454890,2704857],[1826393,2065253,2457657],[1830009,2460111,2603346],[1830708,2281478,2460063],[1839883,2468523,2718502],[1844496,2082839,2611082],[1849260,2472280,2722687],[1855569,2300391,2621679],[1855685,2092247,2483806],[1860142,2307895,2723772],[1865914,2482900,2724489],[1869251,2623332,2799702],[1870118,2107984,2315062],[1875560,2488104,2728657],[1880133,2114230,2117075],[1885905,2118499,2323672],[1888459,2112462,2489766],[1889941,2122706,2500933],[1896582,2501839,2804632],[1898269,2636702,2849154],[1900719,2338505,2638192],[1916425,2513189,2639708],[1917124,2347247,2507682],[1927183,2155734,2355656],[1928998,2365398,2528847],[1937352,2527147,2748674],[1944507,2531295,2653378],[1948029,2174671,2372016],[1952068,2374755,2537270],[1952184,2179128,2376284],[1959476,2185518,2542042],[1961385,2187381,2383837],[1966025,2191834,2544525],[1970503,2388203,2674422],[1972271,1975116,1976106],[1976540,2200444,2557397],[1980747,2399370,2675634],[1989440,2558853,2767078],[1989679,2214408,2405404],[1999684,2220732,2223367],[2007117,2218727,2408321],[2015471,2573230,2773065],[2018852,2426635,2577373],[2027990,2579305,2690737],[2034299,2434244,2578478],[2034415,2250887,2428758],[2038872,2255155,2258990],[2044644,2259424,2442615],[2058863,2272870,2275715],[2064635,2277139,2457525],[2068671,2281346,2461453],[2075312,2286904,2466066],[2076999,2288635,2609863],[2081310,2292782,2470348],[2085629,2295285,2295699],[2087634,2090269,2091199],[2094986,2481683,2620574],[2103344,2310609,2485400],[2112701,2319032,2321276],[2139932,2508729,2636980],[2141700,2144545,2145535],[2145969,2347115,2508284],[2150176,2351043,2354608],[2169113,2367403,2370038],[2184900,2380553,2541910],[2195804,2198048,2198910],[2244269,2429138,2429552],[2246274,2248909,2249839],[2253626,2437975,2441081],[2271341,2452885,2455129],[2342475,2344719,2345581] ] cell #5250 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [695271,1931010],[766824,2009129],[845393,2091677],[936253,2178558],[957542,2196255],[993522,2224775],[1024123,2250317],[1079137,2296888],[1112101,2319483],[1143813,2342926],[1158947,2355086],[1179793,2371446],[1232543,2405855],[1238492,2409510],[1270964,2430741],[1282452,2438426],[1303928,2453336],[1319062,2465496],[1361355,2487556],[1411860,2516632],[1414708,2352828],[1427773,2526381],[1433722,2530036],[1445210,2537721],[1450970,2185889],[1514579,2572464],[1527564,2578929],[1544589,2439461],[1557731,2594581],[1573889,2280496],[1575378,2604694],[1578226,2463238],[1614126,2622130],[1643777,2634821],[1656203,2339428],[1656572,2640424],[1689936,2528070],[1702338,2373997],[1706961,2538756],[1741524,2400293],[1741893,2677866],[1774241,2574153],[1776096,2691294],[1782578,2427333],[1815558,2449838],[1815927,2595827],[1828731,2459412],[1859217,2723244],[1865699,2482381],[1897194,2501856],[1897563,2636067],[1899786,2503511],[1906031,2507031],[1930655,2651480],[1937137,2526628],[1979814,2552624],[1986059,2556144],[2008774,2686091],[2015256,2572711],[2018548,2574756],[2047915,2591573],[2054160,2595093],[2083829,2718742],[2094682,2617957],[2121773,2631813],[2128018,2635333],[2158804,2651728],[2192674,2670161],[2227780,2686339],[2293934,2719263], [533170,1205534,2389516],[548600,1744739,2678808],[653369,1879563,2729385],[654299,1367906,2491079],[679841,1400764,2510042],[734095,1975536,2762349],[753032,1491785,2560642],[795224,1542290,2586224],[812009,2058293,2786514],[812939,1564282,2598104],[841686,1854905,2721617],[861677,1616814,2622990],[874351,1632681,2629457],[903524,2144965,2809149],[911133,1673950,2517855],[922461,1687015,2654309],[937183,1704662,2663196],[958314,1729466,2673047],[979160,1486722,2558456],[989815,1755453,2682453],[1002489,1771320,2688920],[1014749,1783782,2693702],[1020416,2033635,2778746],[1031314,1800929,2439915],[1033090,2258420,2835747],[1040407,1808641,2703730],[1053081,1824508,2710197],[1060690,1833305,2605917],[1096385,1866903,2725652],[1112873,1627618,2627271],[1116184,1373053,2494014],[1123528,1890277,2733030],[1130836,1899869,2736909],[1144585,1915737,2741540],[1155240,2154954,2811879],[1156017,1674139,2352745],[1165431,1681952,2652123],[1170419,1938341,2655414],[1176086,1941724,2750946],[1186984,1955488,2539210],[1188760,1957591,2757413],[1212645,1976876,2762725],[1215141,1979897,2763729],[1243191,1502881,2566006],[1250752,1766257,2686734],[1255740,2016460,2690025],[1257544,2018094,2774904],[1283224,2043875,2782027],[1285495,2259760,2836123],[1288212,2045633,2782781],[1290951,2047998,2703206],[1299162,2055525,2596281],[1304700,1819445,2708011],[1308011,1569429,2601039],[1315355,2069007,2790159],[1316132,1833494,2463155],[1337874,2089419,2795894],[1341877,1856029,2722012],[1343590,2094228,2797029],[1375017,2118835,2802606],[1377513,2121856,2732506],[1385724,2129383,2636521],[1387340,2130778,2503435],[1407875,2146305,2809525],[1410371,2149326,2810529],[1415480,2156078,2812274],[1420302,2158350,2746850],[1422316,2159792,2654121],[1429474,1938530,2527987],[1438421,1698111,2659673],[1445982,1952528,2755227],[1448253,2380889,2860236],[1449293,1709809,2666131],[1460973,2192757,2760102],[1466290,1974191,2762204],[1467599,2197290,2823093],[1474146,2202331,2552548],[1501392,2222517,2828017],[1505395,2005586,2770588],[1507108,2227326,2771241],[1509122,2228768,2688732],[1516280,2016649,2574070],[1534250,2248059,2833500],[1538253,2034759,2779141],[1539966,2252868,2834635],[1545086,2257075,2835602],[1549401,1805953,2702870],[1550858,2261948,2591497],[1552002,2262682,2705014],[1552831,2048971,2594403],[1571393,2277475,2840212],[1578998,2287248,2842961],[1580077,1835604,2715561],[1582100,2288023,2466375],[1590751,2293480,2794169],[1596157,2089336,2615204],[1597991,2298111,2615128],[1602255,2301075,2620350],[1623731,2315985,2799983],[1629048,2116150,2802085],[1630357,2320518,2848440],[1636904,2325559,2631737],[1638048,2326293,2734314],[1638877,2122829,2634643],[1661520,2143620,2809004],[1662829,2343961,2852689],[1669376,2349002,2646215],[1674760,1927795,2520819],[1678763,1928164,2746359],[1681362,2358088,2525894],[1681477,2159709,2362542],[1696622,2369188,2857613],[1700625,2175015,2817388],[1704352,2375439,2535783],[1707458,2378204,2859715],[1711510,2186078,2381538],[1711773,1960512,2667820],[1713515,2382985,2759799],[1719760,2386505,2670085],[1724926,2197744,2672249],[1730020,2392698,2676194],[1730849,2200567,2555454],[1750663,2216927,2767318],[1750866,2406102,2826292],[1756272,2222434,2683586],[1758106,2410733,2683510],[1762370,2017270,2413697],[1765667,2415997,2571977],[1765782,2228685,2420451],[1787984,2247976,2695944],[1789818,2431964,2695868],[1794082,2434928,2577149],[1799399,2037947,2780373],[1800708,2044429,2589406],[1808180,2263136,2448850],[1816424,2450811,2871961],[1820875,2274790,2839691],[1822184,2454371,2871212],[1829875,2460146,2602866],[1830704,2281469,2459354],[1834115,2075924,2608881],[1838118,2076293,2716807],[1839818,2467731,2718466],[1849194,2472668,2722665],[1855439,2476188,2621643],[1855554,2300992,2483740],[1869185,2484548,2799680],[1874675,2315902,2728281],[1875430,2488068,2728205],[1880596,2320972,2730369],[1885487,1886519,2323795],[1885690,2129162,2494261],[1889816,2326747,2500868],[1898060,2502829,2849189],[1911197,2344415,2740742],[1916291,2513224,2638752],[1917120,2347238,2506341],[1921697,2149243,2646291],[1923531,2155488,2649811],[1936934,2363598,2814118],[1939151,1948641,2534223],[1942543,2369105,2752079],[1944377,2531259,2752003],[1951938,2536523,2537234],[1952053,2375356,2376218],[1953958,2178203,2754584],[1955267,2184685,2666378],[1961349,2382909,2543425],[1970438,2547687,2674386],[1972205,2199511,2391838],[1976415,2393152,2557332],[1989375,2558061,2767042],[1990280,2215871,2405242],[1994516,2406556,2767839],[1998751,2227177,2562998],[2004241,2005111,2413614],[2004996,2234752,2566518],[2015053,2421507,2830119],[2026461,2242469,2775871],[2027924,2579693,2690715],[2034169,2578442,2583213],[2034284,2428692,2434845],[2039335,2253322,2698697],[2045258,2261235,2442738],[2053405,2449755,2785410],[2055304,2064420,2601286],[2059326,2454825,2787498],[2064217,2065249,2457648],[2068546,2460600,2461388],[2069826,2280413,2712553],[2071660,2286658,2716073],[2076790,2288631,2609854],[2082773,2292620,2612208],[2085593,2472592,2613695],[2087569,2300087,2475383],[2102595,2308885,2797996],[2103308,2484472,2622614],[2104496,2314997,2487263],[2112397,2325386,2626876],[2113302,2114164,2493401],[2117538,2118374,2494715],[2127263,2501773,2805355],[2137981,2339345,2738654],[2139867,2636944,2641354],[2141634,2346182,2512364],[2145844,2508219,2513678],[2155603,2356205,2520736],[2158201,2168180,2656665],[2163945,2527082,2814639],[2165776,2174425,2660185],[2173670,2174540,2534140],[2179591,2374451,2754832],[2184482,2185514,2542033],[2191769,2385700,2669766],[2195768,2391964,2549619],[2209534,2400210,2765474],[2211417,2405368,2559993],[2218691,2414796,2682077],[2219879,2220667,2565713],[2232921,2573165,2830640],[2237544,2241413,2692948],[2242867,2427787,2776392],[2244233,2579617,2694435],[2246209,2433940,2582408],[2255089,2437813,2441682],[2259299,2443136,2589860],[2261775,2271037,2707616],[2271942,2272804,2600426],[2276178,2277014,2601740],[2285903,2286773,2608798],[2292746,2469663,2718887],[2303960,2307829,2724898],[2309283,2482835,2798517],[2318285,2318996,2628808],[2334948,2338440,2738259],[2342439,2512490,2643286],[2350978,2516339,2519831],[2356887,2365362,2750570],[2366550,2367338,2659380],[2379592,2380428,2666832],[2395813,2399305,2765079],[2423502,2426599,2776016],[2437939,2585575,2588672],[2452138,2452849,2709548],[2478550,2481647,2798141] ] cell #5251 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [695272,1930901],[766825,2009020],[845394,2091568],[936254,2178449],[957543,2196201],[993523,2224666],[1024124,2250208],[1079138,2296924],[1112102,2319429],[1143814,2342872],[1158948,2354977],[1179794,2371337],[1232544,2405801],[1238493,2409546],[1270965,2430777],[1282453,2438372],[1303929,2453282],[1319063,2465387],[1361356,2487592],[1411861,2516668],[1414709,2352830],[1427774,2526327],[1433723,2530072],[1445211,2537667],[1450971,2185891],[1514580,2572410],[1527565,2578875],[1544590,2439497],[1557732,2594617],[1573890,2280498],[1575379,2604730],[1578227,2463240],[1614127,2622076],[1643778,2634857],[1656204,2339430],[1656573,2640460],[1689937,2528072],[1702339,2374033],[1706962,2538792],[1741525,2400295],[1741894,2677902],[1774242,2574155],[1776097,2691330],[1782579,2427369],[1815559,2449840],[1815928,2595863],[1828734,2459444],[1859218,2723280],[1865700,2482417],[1897195,2501858],[1897564,2636103],[1899787,2504444],[1906034,2507063],[1930656,2651516],[1937138,2526664],[1979815,2553557],[1986062,2556176],[2008775,2686127],[2015257,2572747],[2018551,2575544],[2047916,2592506],[2054163,2595125],[2083830,2718778],[2094685,2618745],[2121774,2632746],[2128021,2635365],[2158807,2652516],[2192675,2670618],[2227783,2687127],[2293937,2719648], [533171,1205536,2389548],[548601,1744630,2402399],[653370,1879454,2490558],[654300,1367908,2491111],[657957,1373054,2493960],[679842,1400766,2510074],[731531,1729467,2548942],[734096,1975427,2550300],[750468,1486723,2559316],[753033,1491787,2560674],[762433,1502882,2566042],[795225,1542292,2586256],[812010,2058184,2597583],[812940,1564284,2598136],[816597,1569430,2600985],[841687,1854907,2614791],[861678,1616816,2623710],[871787,1627619,2628131],[874352,1632683,2629489],[900960,1915738,2642609],[903525,2144856,2643967],[911134,1673952,2517887],[919897,1681953,2652983],[922462,1687017,2654341],[931862,1698112,2659709],[937184,1704664,2663228],[940841,1709810,2666077],[989816,1755455,2683173],[999925,1766258,2687594],[1002490,1771322,2688952],[1014750,1783784,2693734],[1020417,2033637,2695531],[1030526,2043876,2699952],[1031315,1544684,2439918],[1033091,2258311,2701310],[1035098,1805954,2702816],[1040408,1808643,2704450],[1050517,1819446,2708871],[1053082,1824510,2710229],[1060691,1833307,2605949],[1062482,1835605,2715597],[1086061,1856030,2722469],[1096386,1866905,2725684],[1123529,1890279,2733750],[1130837,1899871,2736941],[1155241,2154956,2744123],[1156018,1414252,2352746],[1156560,1927796,2355668],[1157313,2156079,2744993],[1159877,1928165,2746395],[1170420,1938343,2655446],[1176087,1941726,2751666],[1186196,1952529,2756087],[1186985,1707056,2539213],[1188761,1957593,2757445],[1190768,1960513,2542970],[1208601,1974192,2762240],[1212646,1976878,2763110],[1215142,1979899,2763761],[1245416,2005587,2771045],[1255741,2016462,2690057],[1257545,2018130,2774905],[1277888,2034760,2779598],[1280372,2037948,2780409],[1283821,2044430,2441956],[1284637,2257076,2781660],[1285496,2259762,2781614],[1288213,2045635,2782813],[1290952,2048000,2703238],[1299163,1816022,2596284],[1315356,2069009,2790879],[1316133,1577770,2463156],[1316675,2075925,2466078],[1317428,2287249,2791749],[1319992,2076294,2609072],[1337264,2089337,2619688],[1337875,2089421,2795926],[1343591,2094264,2797030],[1370973,2116151,2802121],[1375018,2118837,2802991],[1377514,2121858,2732538],[1385725,1897658,2636524],[1387343,2130810,2504359],[1403831,2143621,2809040],[1407876,2146307,2809910],[1409761,2149244,2515110],[1410372,2149328,2810561],[1413824,2155491,2520131],[1420303,2158386,2746851],[1422317,1931592,2654124],[1429475,1689480,2527988],[1430017,1948642,2372028],[1440646,2175016,2817845],[1443130,2178204,2661925],[1446579,2184686,2541251],[1447395,2378205,2819907],[1448254,2380891,2819861],[1460974,2192759,2760134],[1467600,2197326,2823094],[1467812,2197747,2676033],[1474149,2202363,2553472],[1493732,2216928,2767354],[1500782,2222435,2688070],[1501393,2222519,2828049],[1507109,2227362,2771242],[1509123,2009711,2688735],[1516281,1773785,2574071],[1516823,1762371,2225357],[1526590,2242470,2692581],[1533640,2247977,2576487],[1534251,2248061,2833532],[1539967,2252904,2834636],[1540179,2253325,2584907],[1550861,2261980,2592421],[1552003,2048189,2705015],[1552832,1808985,2594404],[1559763,2064421,2456866],[1560579,2450812,2840643],[1567349,2274791,2839727],[1571394,2277477,2840597],[1573279,2280414,2603172],[1577342,2286661,2608193],[1582101,2076388,2466378],[1590752,2293516,2794170],[1597994,2298143,2619603],[1602256,2092259,2620353],[1613152,2308886,2724531],[1623121,2315903,2728738],[1623732,2315987,2800015],[1630358,2320554,2848441],[1630570,2320975,2734153],[1634628,1886520,2119179],[1636907,2325591,2632661],[1638049,2122047,2734315],[1638878,1890621,2634644],[1645809,1885691,2323013],[1646625,2502830,2803037],[1655593,2339346,2639058],[1662830,2343997,2852690],[1663042,2344418,2638591],[1669379,2349034,2515025],[1680060,2168181,2528514],[1681365,2159104,2525926],[1681478,1931582,2362543],[1688962,2363599,2748716],[1689052,2174428,2533535],[1696012,2369106,2653459],[1696623,2369190,2857645],[1702551,2374454,2661879],[1704353,2179140,2535786],[1711511,1960056,2381539],[1713516,2383918,2759800],[1719763,2386537,2670533],[1730021,2199785,2676195],[1730850,1977220,2555455],[1740914,2400211,2676500],[1745311,1994055,2215872],[1750867,2406138,2826293],[1751079,2406559,2768224],[1758109,2410765,2687985],[1761760,2005112,2225347],[1764365,1998752,2407988],[1765670,2228080,2572009],[1765783,2009701,2420452],[1773267,2421508,2773107],[1773357,2004999,2413009],[1777023,2241414,2576011],[1782791,2427790,2692535],[1789821,2431996,2576402],[1794083,2250899,2577152],[1804979,2045259,2260104],[1806821,2271040,2596787],[1808183,2048846,2448853],[1814948,2449756,2705320],[1822185,2454407,2871213],[1822397,2454828,2704853],[1826455,2065250,2277819],[1829876,2280687,2602867],[1830705,2069351,2459355],[1838452,2288632,2467180],[1839821,2468519,2718498],[1844498,2082774,2468986],[1849195,2295366,2722666],[1855442,2300387,2621675],[1855555,2092249,2483741],[1860144,2307830,2619212],[1865912,2482838,2724485],[1869186,2485481,2799681],[1870116,2107982,2315000],[1875433,2488100,2728653],[1880135,2114165,2117077],[1885903,2118377,2323670],[1888457,2112400,2489762],[1889819,2122704,2500871],[1896584,2501774,2734620],[1900717,2338443,2638188],[1916292,2346456,2638753],[1917121,2146649,2506342],[1927185,2155604,2355658],[1928994,2365394,2528843],[1937350,2527085,2748670],[1944380,2531291,2653374],[1948031,2174541,2372018],[1951941,2374751,2537266],[1952054,2179130,2376219],[1959538,2185515,2381233],[1961381,2187377,2383833],[1966023,2191772,2544521],[1970441,2388199,2674418],[1972206,1975118,1976108],[1976418,2200442,2557335],[1980745,2399308,2675630],[1989378,2558849,2767074],[1989675,2214404,2405400],[1999682,2220670,2223365],[2007113,2218723,2408317],[2015469,2573168,2773061],[2018848,2426631,2577369],[2027925,2429219,2690716],[2034172,2434240,2578474],[2034285,2250889,2428693],[2038874,2255090,2258992],[2044642,2259302,2442613],[2058865,2272805,2275717],[2064633,2277017,2457523],[2068549,2281344,2461391],[2075314,2286774,2466068],[2081306,2292778,2470344],[2085625,2295281,2295695],[2087572,2090267,2091197],[2094982,2481679,2620570],[2103340,2310605,2485396],[2112697,2319028,2321272],[2139870,2508725,2636976],[2141635,2144547,2145537],[2145847,2347113,2508222],[2150174,2350981,2354606],[2169111,2367341,2370036],[2184898,2380431,2541908],[2195800,2198044,2198906],[2244265,2429134,2429548],[2246212,2248907,2249837],[2253622,2437971,2441077],[2271337,2452881,2455125],[2342471,2344715,2345577] ] cell #5252 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [695277,1930897],[766830,2009016],[845399,2091564],[936259,2178445],[957548,2196197],[993528,2224662],[1024129,2250204],[1079143,2296886],[1112107,2319425],[1143819,2342868],[1158953,2354973],[1179799,2371333],[1232549,2405797],[1238498,2409508],[1270970,2430739],[1282458,2438368],[1303934,2453278],[1319068,2465383],[1361361,2487554],[1411866,2516630],[1414714,2352826],[1427779,2526323],[1433728,2530034],[1445216,2537663],[1450976,2185887],[1514585,2572406],[1527570,2578871],[1544595,2439459],[1557737,2594579],[1573895,2280494],[1575384,2604692],[1578232,2463236],[1614132,2622072],[1643783,2634819],[1656209,2339426],[1656578,2640422],[1689942,2528068],[1702474,2373995],[1706967,2538754],[1741530,2400291],[1741899,2677864],[1774247,2574151],[1776102,2691292],[1782714,2427331],[1815564,2449836],[1815933,2595825],[1828857,2459415],[1859223,2723242],[1865835,2482379],[1897200,2501854],[1897569,2636065],[1899854,2503509],[1906157,2507034],[1930661,2651478],[1937273,2526626],[1979882,2552622],[1986185,2556147],[2008780,2686089],[2015392,2572709],[2018609,2574759],[2047983,2591571],[2054286,2595096],[2083835,2718740],[2094743,2617960],[2121841,2631811],[2128144,2635336],[2158865,2651731],[2192742,2670159],[2227841,2686342],[2293995,2719266], [533176,1205532,2389519],[548606,1744626,2558354],[653375,1879450,2627169],[654305,1367904,2491082],[679847,1400762,2510045],[734101,1975423,2672945],[753038,1491783,2560645],[795230,1542288,2586227],[812015,2058180,2707909],[812945,1564280,2598107],[841692,1854903,2721620],[861683,1616812,2622993],[874357,1632679,2629460],[874647,1373059,2493956],[903530,2144852,2741438],[911139,1673948,2517858],[922467,1687013,2654312],[937189,1704660,2663199],[958453,1729472,2673045],[979299,1486728,2558454],[989821,1755451,2682456],[992555,1502887,2566004],[1002495,1771318,2688923],[1014755,1783780,2693705],[1020422,2033633,2778749],[1031320,1800927,2439976],[1033096,2258307,2781925],[1040413,1808639,2703733],[1053087,1824506,2710200],[1053377,1569435,2600981],[1060696,1833303,2605920],[1096391,1866901,2725655],[1113012,1627624,2627269],[1123534,1890275,2733033],[1130842,1899867,2736912],[1144724,1915743,2741538],[1155246,2154952,2811882],[1156026,1674145,2352813],[1165570,1681958,2652121],[1170425,1938339,2655417],[1176092,1941722,2750949],[1178826,1698117,2659671],[1186990,1955486,2539271],[1188766,1957589,2757416],[1189056,1709815,2666073],[1212651,1976874,2762728],[1215147,1979895,2763732],[1250891,1766263,2686732],[1255746,2016458,2690028],[1257680,2018092,2774924],[1283363,2043881,2782025],[1285501,2259758,2836126],[1288218,2045631,2782784],[1288508,1805959,2702812],[1290957,2047996,2703209],[1299168,2055523,2596342],[1304839,1819451,2708009],[1315361,2069005,2790162],[1316141,1833500,2463223],[1318095,1835610,2715559],[1337880,2089417,2795897],[1342016,1856035,2722010],[1343726,2094226,2797049],[1375023,2118833,2802609],[1377519,2121854,2732509],[1385730,2129381,2636582],[1387466,2130781,2503438],[1407881,2146303,2809528],[1410377,2149324,2810532],[1414824,1927801,2520817],[1415619,2156084,2812272],[1418461,1928170,2746357],[1420438,2158348,2746870],[1422322,2159790,2655302],[1429483,1938536,2528055],[1446121,1952534,2755225],[1448259,2380887,2860239],[1451266,1960518,2667818],[1460979,2192755,2760105],[1467735,2197288,2823113],[1468505,1974197,2762202],[1474272,2202334,2552551],[1501398,2222515,2828020],[1505534,2005592,2770586],[1507244,2227324,2771261],[1509128,2228766,2689913],[1516289,2016655,2574138],[1534256,2248057,2833503],[1538392,2034765,2779139],[1540102,2252866,2834655],[1540872,2037953,2780371],[1544385,2044565,2589404],[1545227,2257081,2835600],[1550984,2261951,2591500],[1552138,2262680,2705968],[1552840,2048977,2595746],[1571399,2277473,2840215],[1578342,2075930,2608879],[1579137,2287254,2842959],[1581979,2076299,2716805],[1582106,2288021,2466496],[1590887,2293478,2794189],[1598117,2298114,2615131],[1598307,2089404,2615202],[1602261,2301073,2621531],[1623737,2315983,2799986],[1630493,2320516,2848460],[1631263,2116156,2802083],[1637030,2325562,2631740],[1638184,2326291,2735268],[1638886,2122835,2635986],[1662965,2343959,2852709],[1663735,2143626,2809002],[1669502,2349005,2646218],[1669692,2149311,2646289],[1673743,2155614,2649814],[1681488,2358091,2525897],[1681610,2159777,2362610],[1690052,1948647,2534221],[1696628,2369186,2857616],[1700764,2175021,2817386],[1703244,2178209,2754582],[1704358,2375437,2536411],[1706757,2184821,2666376],[1707599,2378210,2859713],[1711519,2186084,2381671],[1713583,2382983,2759819],[1719886,2386508,2670088],[1726988,2197805,2672252],[1730156,2392696,2677148],[1730858,2200573,2556797],[1751002,2406100,2826312],[1751772,2216933,2767316],[1758232,2410736,2683513],[1758422,2222502,2683584],[1762376,1774357,2413695],[1765793,2416000,2571980],[1765915,2228753,2420519],[1783484,2242475,2775869],[1789944,2431967,2695871],[1790134,2248044,2695942],[1794088,2434926,2578330],[1796570,2253383,2698700],[1808301,2263197,2448911],[1815723,2064556,2601284],[1816565,2450817,2871959],[1822320,2454369,2871232],[1823090,2274796,2839689],[1829047,2280481,2712551],[1830011,2460144,2603344],[1830713,2281475,2460065],[1833098,2286784,2716076],[1839879,2467734,2718469],[1849262,2472666,2722685],[1855565,2476191,2621646],[1855687,2301060,2483808],[1866605,2308891,2797994],[1869253,2484546,2799700],[1875556,2488071,2728208],[1875746,2315970,2728279],[1882658,2321033,2730372],[1885826,1897359,2494259],[1886528,1886596,2323801],[1889937,2326808,2500929],[1898201,2502835,2849187],[1906347,2339413,2738652],[1913259,2344476,2740745],[1916427,2513222,2639706],[1917129,2347244,2507684],[1929667,2168248,2656663],[1938043,2363604,2814116],[1938134,2174551,2660188],[1944503,2531262,2752006],[1944693,2369173,2752077],[1951129,2374512,2754835],[1952064,2536526,2537237],[1952186,2375424,2376286],[1961352,2382883,2382912],[1970499,2547690,2674389],[1972273,2198717,2199579],[1976536,2393213,2557393],[1986375,2400278,2765472],[1989436,2558064,2767045],[1990348,2215077,2215939],[1995538,2406617,2767842],[1998819,2007786,2562996],[2005122,2016253,2566521],[2005244,2005312,2413682],[2016162,2421513,2830117],[2019521,2241481,2692946],[2024711,2427848,2776395],[2027992,2579691,2690735],[2034295,2578445,2583216],[2034417,2428760,2434913],[2045267,2045335,2442744],[2047071,2271098,2707619],[2054476,2449823,2785408],[2061388,2454886,2787501],[2065258,2065326,2457654],[2068667,2460661,2461449],[2076931,2288640,2609860],[2081979,2082841,2612206],[2085596,2472566,2472595],[2087630,2299360,2300148],[2095655,2307897,2724896],[2100845,2482896,2798520],[2103311,2484446,2484475],[2104557,2314270,2315058],[2112458,2120929,2626879],[2113370,2114232,2321945],[2118495,2118560,2494776],[2128334,2501841,2805353],[2132027,2338501,2738262],[2139928,2636947,2641357],[2141702,2345388,2346250],[2145965,2508280,2513739],[2155736,2155804,2520804],[2157619,2365365,2656563],[2164967,2527143,2814642],[2174673,2174741,2534208],[2185523,2185591,2542039],[2191042,2191830,2669769],[2195771,2391256,2391967],[2203580,2399366,2765082],[2211420,2404660,2405371],[2218694,2226595,2562896],[2219940,2220728,2411982],[2233943,2573226,2830643],[2236962,2426602,2692846],[2244236,2579591,2579620],[2246270,2433213,2434001],[2254295,2255157,2441750],[2259420,2259485,2589921],[2272010,2272872,2455798],[2277135,2277200,2601801],[2286906,2286974,2608866],[2292038,2292749,2612106],[2303378,2481650,2724796],[2318288,2318999,2492819],[2342442,2511782,2512493],[2350251,2351039,2519892],[2366611,2367399,2532508],[2380549,2380614,2666893],[2437231,2437942,2588675],[2452141,2452852,2599844] ] cell #5253 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [695278,1930902],[766831,2009021],[845400,2091569],[936260,2178450],[957549,2196202],[993529,2224667],[1024130,2250209],[1079144,2296925],[1112108,2319430],[1143820,2342873],[1158954,2354978],[1179800,2371338],[1232550,2405802],[1238499,2409547],[1270971,2430778],[1282459,2438373],[1303935,2453283],[1319069,2465388],[1361362,2487593],[1411867,2516669],[1414715,2352831],[1427780,2526328],[1433729,2530073],[1445217,2537668],[1450977,2185892],[1514586,2572411],[1527571,2578876],[1544596,2439498],[1557738,2594618],[1573896,2280499],[1575385,2604731],[1578233,2463241],[1614133,2622077],[1643784,2634858],[1656210,2339431],[1656579,2640461],[1689943,2528073],[1702475,2374034],[1706968,2538793],[1741531,2400296],[1741900,2677903],[1774248,2574156],[1776103,2691331],[1782715,2427370],[1815565,2449841],[1815934,2595864],[1828862,2459449],[1859224,2723281],[1865836,2482418],[1897201,2501859],[1897570,2636104],[1899855,2504445],[1906162,2507068],[1930662,2651517],[1937274,2526665],[1979883,2553558],[1986190,2556181],[2008781,2686128],[2015393,2572748],[2018614,2575549],[2047984,2592507],[2054291,2595130],[2083836,2718779],[2094748,2618750],[2121842,2632747],[2128149,2635370],[2158870,2652521],[2192743,2670619],[2227846,2687132],[2294000,2719653], [533177,1205537,2389553],[548607,1744631,2402404],[653376,1879455,2490563],[654306,1367909,2491116],[657958,1373060,2493961],[679848,1400767,2510079],[731532,1729473,2548943],[734102,1975428,2550305],[750469,1486729,2559317],[753039,1491788,2560679],[762434,1502888,2566043],[795231,1542293,2586261],[812016,2058185,2597588],[812946,1564285,2598141],[816598,1569436,2600986],[841693,1854908,2614796],[861684,1616817,2623715],[871788,1627625,2628132],[874358,1632684,2629494],[900961,1915744,2642610],[903531,2144857,2643972],[911140,1673953,2517892],[919898,1681959,2652984],[922468,1687018,2654346],[931863,1698118,2659710],[937190,1704665,2663233],[940842,1709816,2666078],[989822,1755456,2683178],[999926,1766264,2687595],[1002496,1771323,2688957],[1014756,1783785,2693739],[1020423,2033638,2695536],[1030527,2043882,2699953],[1031321,1544685,2439981],[1033097,2258312,2701315],[1035099,1805960,2702817],[1040414,1808644,2704455],[1050518,1819452,2708872],[1053088,1824511,2710234],[1060697,1833308,2605954],[1062483,1835611,2715598],[1086062,1856036,2722470],[1096392,1866906,2725689],[1123535,1890280,2733755],[1130843,1899872,2736946],[1155247,2154957,2744128],[1156027,1414253,2352814],[1156561,1927802,2355669],[1157314,2156085,2744994],[1159878,1928171,2746396],[1170426,1938344,2655451],[1176093,1941727,2751671],[1186197,1952535,2756088],[1186991,1707057,2539276],[1188767,1957594,2757450],[1190769,1960519,2542971],[1208602,1974198,2762241],[1212652,1976879,2763115],[1215148,1979900,2763766],[1245417,2005593,2771046],[1255747,2016463,2690062],[1257681,2018131,2774927],[1277889,2034766,2779599],[1280373,2037954,2780410],[1283822,2044566,2441957],[1284638,2257082,2781661],[1285502,2259763,2781619],[1288219,2045636,2782818],[1290958,2048001,2703243],[1299169,1816023,2596347],[1315362,2069010,2790884],[1316142,1577771,2463224],[1316676,2075931,2466079],[1317429,2287255,2791750],[1319993,2076300,2609073],[1337265,2089405,2619689],[1337881,2089422,2795931],[1343727,2094265,2797052],[1370974,2116157,2802122],[1375024,2118838,2802996],[1377520,2121859,2732543],[1385731,1897659,2636587],[1387471,2130815,2504364],[1403832,2143627,2809041],[1407882,2146308,2809915],[1409762,2149312,2515111],[1410378,2149329,2810566],[1413827,2155619,2520136],[1420439,2158387,2746873],[1422323,1931593,2655307],[1429484,1689481,2528056],[1430018,1948648,2372029],[1440647,2175022,2817846],[1443131,2178210,2661926],[1446580,2184822,2541252],[1447396,2378211,2819908],[1448260,2380892,2819866],[1460980,2192760,2760139],[1467736,2197327,2823116],[1467815,2197810,2676038],[1474277,2202368,2553477],[1493733,2216934,2767355],[1500783,2222503,2688071],[1501399,2222520,2828054],[1507245,2227363,2771264],[1509129,2009712,2689918],[1516290,1773786,2574139],[1516824,1762377,2225358],[1526591,2242476,2692582],[1533641,2248045,2576488],[1534257,2248062,2833537],[1540103,2252905,2834658],[1540182,2253388,2584912],[1550989,2261985,2592426],[1552139,2048190,2705971],[1552841,1808986,2595747],[1559764,2064557,2456867],[1560580,2450818,2840644],[1567350,2274797,2839728],[1571400,2277478,2840602],[1573280,2280482,2603173],[1577345,2286789,2608198],[1582107,2076389,2466501],[1590888,2293517,2794192],[1598122,2298148,2619608],[1602262,2092260,2621536],[1613153,2308892,2724532],[1623122,2315971,2728739],[1623738,2315988,2800020],[1630494,2320555,2848463],[1630573,2321038,2734158],[1634629,1886529,2119180],[1637035,2325596,2632666],[1638185,2122048,2735271],[1638887,1890622,2635987],[1645810,1885827,2323014],[1646626,2502836,2803038],[1655594,2339414,2639059],[1662966,2343998,2852712],[1663045,2344481,2638596],[1669507,2349039,2515030],[1680061,2168249,2528515],[1681493,2159109,2525931],[1681611,1931583,2362611],[1688963,2363605,2748717],[1689055,2174556,2533540],[1696013,2369174,2653460],[1696629,2369191,2857650],[1702554,2374517,2661884],[1704359,2179141,2536416],[1711520,1960057,2381672],[1713584,2383919,2759822],[1719891,2386542,2670538],[1730157,2199786,2677151],[1730859,1977221,2556798],[1740915,2400279,2676501],[1745312,1994056,2215940],[1751003,2406139,2826315],[1751082,2406622,2768229],[1758237,2410770,2687990],[1761761,2005245,2225348],[1764366,1998820,2407989],[1765798,2228085,2572014],[1765916,2009702,2420520],[1773268,2421514,2773108],[1773360,2005127,2413014],[1777024,2241482,2576012],[1782794,2427853,2692540],[1789949,2432001,2576407],[1794089,2250900,2578335],[1804980,2045268,2260105],[1806824,2271103,2596792],[1808306,2048849,2448916],[1814949,2449824,2705321],[1822321,2454408,2871235],[1822400,2454891,2704858],[1826456,2065259,2277820],[1830012,2280688,2603347],[1830714,2069352,2460066],[1838453,2288641,2467181],[1839884,2468524,2718503],[1844499,2082842,2468987],[1849263,2295367,2722688],[1855570,2300392,2621680],[1855688,2092250,2483809],[1860145,2307898,2619213],[1865915,2482901,2724490],[1869254,2485482,2799703],[1870119,2107985,2315063],[1875561,2488105,2728658],[1880136,2114233,2117078],[1885906,2118500,2323673],[1888460,2112463,2489767],[1889942,2122707,2500934],[1896585,2501842,2734621],[1900720,2338506,2638193],[1916428,2346457,2639709],[1917130,2146650,2507685],[1927186,2155737,2355659],[1928999,2365399,2528848],[1937353,2527148,2748675],[1944508,2531296,2653379],[1948032,2174674,2372019],[1952069,2374756,2537271],[1952187,2179131,2376287],[1959539,2185524,2381234],[1961386,2187382,2383838],[1966026,2191835,2544526],[1970504,2388204,2674423],[1972274,1975119,1976109],[1976541,2200445,2557398],[1980748,2399371,2675635],[1989441,2558854,2767079],[1989680,2214409,2405405],[1999685,2220733,2223368],[2007118,2218728,2408322],[2015472,2573231,2773066],[2018853,2426636,2577374],[2027993,2429220,2690738],[2034300,2434245,2578479],[2034418,2250890,2428761],[2038875,2255158,2258993],[2044645,2259425,2442616],[2058866,2272873,2275718],[2064636,2277140,2457526],[2068672,2281347,2461454],[2075315,2286907,2466069],[2081311,2292783,2470349],[2085630,2295286,2295700],[2087635,2090270,2091200],[2094987,2481684,2620575],[2103345,2310610,2485401],[2112702,2319033,2321277],[2139933,2508730,2636981],[2141703,2144548,2145538],[2145970,2347116,2508285],[2150177,2351044,2354609],[2169114,2367404,2370039],[2184901,2380554,2541911],[2195805,2198049,2198911],[2244270,2429139,2429553],[2246275,2248910,2249840],[2253627,2437976,2441082],[2271342,2452886,2455130],[2342476,2344720,2345582] ] cell #5254 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [695141,1931011],[766694,2009130],[845263,2091678],[936123,2178559],[957480,2196256],[993392,2224776],[1023993,2250318],[1079140,2296889],[1112039,2319484],[1143751,2342927],[1158817,2355087],[1179663,2371447],[1232481,2405856],[1238495,2409511],[1270967,2430742],[1282390,2438427],[1303866,2453337],[1318932,2465497],[1361358,2487557],[1411863,2516633],[1414646,2352829],[1427711,2526382],[1433725,2530037],[1445148,2537722],[1450840,2185890],[1514517,2572465],[1527502,2578930],[1544592,2439462],[1557734,2594582],[1572772,2280497],[1575381,2604695],[1578164,2463239],[1614064,2622131],[1643780,2634822],[1653980,2339429],[1656575,2640425],[1689874,2528071],[1701374,2373998],[1706964,2538757],[1739301,2400294],[1741896,2677867],[1774179,2574154],[1776099,2691295],[1780535,2427334],[1813335,2449839],[1815930,2595828],[1827796,2459411],[1859220,2723245],[1863656,2482382],[1894971,2501857],[1897566,2636068],[1899721,2503512],[1904056,2507030],[1930658,2651481],[1935094,2526629],[1979749,2552625],[1984084,2556143],[2008777,2686092],[2013213,2572712],[2018488,2574755],[2047850,2591574],[2052185,2595092],[2083832,2718743],[2094622,2617956],[2121708,2631814],[2126043,2635332],[2158744,2651727],[2192609,2670162],[2227720,2686338],[2293874,2719262], [548470,1744740,2558350],[653239,1879564,2627165],[730371,1205535,2389515],[733965,1975537,2672941],[811879,2058294,2707905],[840624,1854906,2721616],[870627,1367907,2491078],[874221,1632682,2629456],[874644,1372991,2494015],[899800,1400765,2510041],[903394,2144966,2741434],[957350,1729469,2673048],[982344,1491786,2560641],[988753,1755454,2682452],[992414,1502884,2566007],[1019354,2033636,2778745],[1029366,1542291,2586223],[1032960,2258421,2781921],[1049357,1564283,2598103],[1052951,1824509,2710196],[1053374,1569367,2601040],[1105442,1616815,2622989],[1111909,1627621,2627272],[1143621,1915740,2741541],[1154178,2154955,2811878],[1156153,1673951,2517854],[1168615,1687016,2654308],[1175024,1941725,2750945],[1178685,1698114,2659674],[1185036,1704663,2663195],[1188630,1957592,2757412],[1189053,1709747,2666132],[1232351,1486725,2558457],[1253936,1771321,2688919],[1266852,1783783,2693701],[1282260,2043878,2782028],[1284365,1800930,2439855],[1284433,2259761,2836122],[1288082,2045634,2782780],[1288505,1805891,2702871],[1297269,1808642,2703729],[1303736,1819448,2708012],[1314293,2069008,2790158],[1316268,1833306,2605916],[1317954,1835607,2715562],[1352898,1866904,2725651],[1383831,1890278,2733029],[1390487,1899870,2736908],[1396857,2146306,2809524],[1409254,2149327,2810528],[1414235,1674142,2352680],[1414516,2156081,2812275],[1414821,1925572,2520820],[1418320,1928167,2746360],[1427581,1681955,2652124],[1429610,1938342,2655413],[1445018,1952531,2755228],[1447123,1955489,2539150],[1447191,2380890,2860235],[1451263,1960450,2667821],[1477293,1979898,2763728],[1483663,1976877,2762724],[1514387,1766260,2686735],[1516416,2016461,2690024],[1520249,2018095,2774913],[1523216,2248060,2833499],[1527372,2034762,2779142],[1539002,2252869,2834644],[1539763,2037950,2780374],[1544317,2042386,2589407],[1545156,2257078,2835603],[1554005,2047999,2703205],[1560307,2055526,2596221],[1560375,2277476,2840211],[1577753,1833497,2463090],[1578034,2287251,2842962],[1578339,2073701,2608882],[1581838,2076296,2716808],[1606811,2094229,2797038],[1609778,2089420,2795893],[1613934,1856032,2722013],[1640051,2121857,2732505],[1646353,2129384,2636461],[1646421,2118836,2802605],[1649925,2130777,2637111],[1652119,2343962,2852698],[1652880,2143623,2809005],[1668441,2349001,2743046],[1668621,2149178,2646292],[1673682,2153513,2649810],[1682621,2158351,2746859],[1684482,2159793,2654674],[1685588,2369189,2857612],[1689463,1938533,2527922],[1689744,2175018,2817389],[1690049,2176466,2534224],[1702135,2178206,2754585],[1706689,2182642,2666379],[1707528,2378207,2859716],[1721801,2192758,2760101],[1735246,2202330,2674553],[1737440,2197291,2823102],[1738201,1974194,2762205],[1766926,2227327,2771250],[1768787,2228769,2689285],[1769893,2222518,2828016],[1773768,2016652,2574005],[1774049,2005589,2770589],[1774354,2007037,2413698],[1779420,2431963,2778054],[1779600,2247911,2695945],[1781296,2242472,2775872],[1795548,2253262,2698696],[1808968,2048974,2595035],[1809280,2261947,2703373],[1810395,2262683,2705490],[1811474,2454372,2871221],[1812235,2274793,2839692],[1815655,2278189,2601287],[1816494,2450814,2871962],[1827976,2280348,2712554],[1833037,2284683,2716072],[1838180,2288024,2609406],[1846970,2293481,2794178],[1857480,2301076,2726017],[1862541,2298110,2720925],[1862721,2089271,2615205],[1864417,2308888,2797997],[1877471,2315986,2799982],[1890604,2122832,2635275],[1890916,2325558,2732673],[1892031,2326294,2734790],[1893110,2320519,2848449],[1893871,2116153,2802086],[1897291,2119549,2494262],[1898130,2502832,2849190],[1903160,2344355,2740741],[1904236,2339280,2738655],[1929534,2365947,2656666],[1931233,2159644,2526479],[1932939,2358087,2654213],[1933979,2531258,2816301],[1934159,2369040,2752080],[1935855,2363601,2814119],[1938073,2372385,2660184],[1950107,2374391,2754831],[1955058,2375440,2663561],[1960039,2186081,2542611],[1961934,2382986,2821794],[1968372,2386504,2760487],[1977203,2200570,2678320],[1977590,2392699,2765625],[1983188,2197684,2672248],[1984264,2400145,2765475],[1996527,2406103,2826301],[1997288,2216930,2767319],[2007653,2219276,2562999],[2009352,2228620,2572562],[2011058,2415996,2688824],[2012098,2410732,2769501],[2012278,2222369,2683587],[2013974,2421510,2830120],[2016192,2225714,2566517],[2019388,2427184,2692949],[2022699,2427727,2776391],[2036210,2434929,2694067],[2043147,2260087,2442741],[2046950,2451965,2707615],[2048523,2263076,2594920],[2051289,2454765,2787497],[2052365,2449690,2785411],[2069334,2281472,2605148],[2070761,2460147,2713180],[2076860,2467163,2609857],[2078146,2467730,2794104],[2081846,2293331,2612209],[2086178,2472669,2796810],[2091900,2300927,2622228],[2092616,2476187,2725556],[2095522,2482232,2724899],[2098833,2482775,2798516],[2103893,2484549,2847141],[2110331,2488067,2800368],[2110511,2315837,2728282],[2119162,2120310,2323798],[2120808,2318112,2626875],[2122381,2326687,2635160],[2125147,2320912,2730368],[2126223,2501708,2805356],[2131906,2506858,2738258],[2146632,2347241,2640878],[2147019,2513225,2738805],[2153693,2355309,2520671],[2157615,2528715,2656559],[2162955,2527022,2814638],[2178781,2375291,2537819],[2180487,2536522,2663100],[2183403,2381216,2542036],[2187249,2382879,2543444],[2190921,2386332,2669765],[2194884,2547686,2763361],[2196353,2198584,2392549],[2200119,2393092,2678205],[2203459,2555971,2765078],[2211244,2558060,2826227],[2212002,2214944,2405953],[2217325,2406496,2767838],[2224998,2225894,2413549],[2226591,2408189,2562892],[2231931,2573105,2830639],[2236958,2577241,2692842],[2244818,2579694,2774685],[2250540,2434780,2579027],[2251256,2583212,2693606],[2254162,2438524,2589257],[2257473,2442290,2589800],[2277802,2278950,2457651],[2281021,2460540,2605033],[2284863,2465719,2608733],[2292034,2470216,2612102],[2295567,2472562,2613714],[2297227,2299239,2476015],[2303374,2620442,2724792],[2310477,2484442,2622633],[2311505,2314149,2487895],[2318870,2319581,2321812],[2323347,2324193,2494655],[2341555,2641353,2736541],[2343024,2345255,2513075],[2346790,2513618,2640763],[2350130,2516971,2649638],[2371669,2372565,2534075],[2378602,2541585,2666772],[2389420,2391252,2550172],[2402271,2404656,2560546],[2409217,2409849,2411861],[2429420,2579587,2694454],[2431080,2433092,2583040],[2437227,2586128,2701182],[2452723,2453434,2455665],[2457200,2458046,2601680],[2490430,2490983,2492815],[2509946,2511778,2643839],[2529743,2530375,2532387],[2597455,2598008,2599840] ] cell #5255 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [695142,1931017],[766695,2009136],[845264,2091684],[936124,2178565],[957481,2196262],[993393,2224782],[1023994,2250324],[1079141,2296928],[1112040,2319490],[1143752,2342933],[1158818,2355093],[1179664,2371453],[1232482,2405862],[1238496,2409550],[1270968,2430781],[1282391,2438433],[1303867,2453343],[1318933,2465503],[1361359,2487596],[1411864,2516672],[1414647,2352834],[1427712,2526388],[1433726,2530076],[1445149,2537728],[1450841,2185895],[1514518,2572471],[1527503,2578936],[1544593,2439501],[1557735,2594621],[1572773,2280502],[1575382,2604734],[1578165,2463244],[1614065,2622137],[1643781,2634861],[1653981,2339434],[1656576,2640464],[1689875,2528076],[1701375,2374037],[1706965,2538796],[1739302,2400299],[1741897,2677906],[1774180,2574159],[1776100,2691334],[1780536,2427373],[1813336,2449844],[1815931,2595867],[1827799,2459442],[1859221,2723284],[1863657,2482421],[1894972,2501862],[1897567,2636107],[1899722,2504448],[1904059,2507061],[1930659,2651520],[1935095,2526668],[1979750,2553561],[1984087,2556174],[2008778,2686131],[2013214,2572751],[2018491,2575542],[2047851,2592510],[2052188,2595123],[2083833,2718782],[2094625,2618743],[2121709,2632750],[2126046,2635363],[2158747,2652514],[2192610,2670622],[2227723,2687125],[2293877,2719646], [548471,1744746,2402397],[653240,1879570,2490556],[657955,1372992,2494021],[730372,1205540,2389546],[730513,1729470,2548946],[733966,1975543,2550298],[762306,1502885,2566046],[811880,2058300,2597581],[816595,1569368,2601046],[840625,1854911,2614789],[870628,1367912,2491109],[870769,1627622,2628135],[874222,1632687,2629487],[899801,1400770,2510072],[899942,1915741,2642613],[903395,2144972,2643965],[931735,1698115,2659713],[940839,1709748,2666138],[982345,1491791,2560672],[982486,1486726,2559320],[988754,1755459,2683171],[1019355,2033641,2695529],[1029367,1542296,2586254],[1029508,2043879,2699956],[1032961,2258427,2701308],[1035096,1805892,2702877],[1049358,1564288,2598134],[1049499,1819449,2708875],[1052952,1824514,2710227],[1062355,1835608,2715601],[1105443,1616820,2623708],[1154179,2154960,2744121],[1156154,1673956,2517885],[1156295,2156082,2744997],[1156558,1925573,2355672],[1159750,1928168,2746399],[1168616,1687021,2654339],[1168757,1681956,2652987],[1175025,1941730,2751664],[1185037,1704668,2663226],[1185178,1952532,2756091],[1188631,1957597,2757443],[1190766,1960451,2542974],[1253937,1771326,2688950],[1254078,1766261,2687598],[1266853,1783788,2693732],[1266994,2034763,2779602],[1279250,2037951,2780413],[1283749,2042387,2441960],[1284366,1544688,2439858],[1284434,2259766,2781612],[1284575,2257079,2781664],[1288083,2045639,2782811],[1297270,1808647,2704448],[1314294,2069013,2790877],[1316269,1833311,2605947],[1316410,2287252,2791753],[1316673,2073702,2466082],[1319865,2076297,2609076],[1352899,1866909,2725682],[1353040,1856033,2722473],[1383832,1890283,2733748],[1390488,1899875,2736939],[1392739,2143624,2809044],[1396858,2146311,2809908],[1408634,2149179,2515114],[1409255,2149332,2810559],[1413757,2153516,2520129],[1414236,1414250,2352681],[1429611,1938347,2655444],[1429752,2175019,2817849],[1430015,2176467,2372032],[1442008,2178207,2661929],[1446507,2182643,2541255],[1447124,1707060,2539153],[1447192,2380895,2819859],[1447333,2378208,2819911],[1477294,1979903,2763759],[1479545,1974195,2762244],[1483664,1976882,2763108],[1516417,2016466,2690055],[1516558,2005590,2771049],[1516821,2007038,2225361],[1520250,2018134,2774914],[1522596,2247912,2576491],[1523217,2248065,2833530],[1524348,2242473,2692585],[1539003,2252908,2834645],[1539078,2253265,2584905],[1554006,2048004,2703236],[1556257,2274794,2839731],[1559691,2278190,2456870],[1560308,1816026,2596224],[1560376,2277481,2840595],[1560517,2450815,2840647],[1572152,2280349,2603176],[1577275,2284686,2608191],[1577754,1577768,2463091],[1606812,2094268,2797039],[1609158,2089272,2619692],[1609779,2089425,2795924],[1610910,2308889,2724535],[1640052,2121862,2732536],[1642303,2116154,2802125],[1645737,2119550,2323017],[1646354,1897662,2636464],[1646422,2118841,2802989],[1646563,2502833,2803041],[1649928,2130808,2637753],[1652120,2344001,2852699],[1652195,2344358,2638589],[1653360,2339281,2639062],[1668444,2349032,2645846],[1679918,2365948,2528518],[1682622,2158390,2746860],[1684483,1931596,2654677],[1684968,2369041,2653463],[1685589,2369194,2857643],[1686720,2363602,2748720],[1688985,2372388,2533533],[1689464,1689478,2527923],[1701450,2374394,2661877],[1721802,2192763,2760132],[1735249,2202361,2675195],[1737441,2197330,2823103],[1737516,2197687,2676031],[1738681,2400146,2676504],[1752895,2216931,2767358],[1764223,2219277,2407992],[1766927,2227366,2771251],[1768788,2009715,2689288],[1769273,2222370,2688074],[1769894,2222523,2828047],[1771025,2421511,2773111],[1773290,2225717,2413007],[1773769,1773783,2574006],[1776881,2427185,2576015],[1779423,2431994,2692100],[1780611,2427730,2692533],[1802737,2260088,2260102],[1806686,2451968,2596785],[1808969,1808983,2595036],[1809283,2261978,2704015],[1810396,2048193,2705491],[1811475,2454411,2871222],[1811550,2454768,2704851],[1812715,2449691,2705324],[1838181,2076392,2609409],[1838390,2467164,2467178],[1844356,2293332,2468990],[1846971,2293520,2794179],[1857481,2092263,2726020],[1860002,2482233,2619216],[1862544,2298141,2724050],[1863732,2482778,2724483],[1876851,2315838,2728742],[1877472,2315991,2800013],[1887719,2119163,2119177],[1888322,2318115,2489760],[1890605,1890619,2635276],[1890919,2325589,2733315],[1892032,2122051,2734791],[1893111,2320558,2848450],[1893186,2320915,2734151],[1894351,2501709,2734624],[1900582,2506861,2638186],[1924952,2355310,2355516],[1928992,2528737,2528841],[1931234,1931440,2526480],[1932942,2159102,2654235],[1933982,2531289,2748235],[1935170,2527025,2748668],[1955059,2179144,2663564],[1957296,2381217,2381231],[1960040,1960054,2542612],[1961935,2383922,2821795],[1965888,2386335,2544519],[1968375,2386535,2760794],[1974976,2196354,2199650],[1977204,1977218,2678321],[1977591,2199789,2765626],[1980610,2555974,2675628],[1990419,1993913,2405954],[1996528,2406142,2826302],[1996603,2406499,2768222],[2006417,2224999,2225205],[2007111,2408211,2408315],[2009353,2009559,2572563],[2011061,2228078,2688846],[2012101,2410763,2772626],[2013289,2573108,2773059],[2018846,2577263,2577367],[2036211,2250903,2694070],[2038732,2438525,2441821],[2042462,2442293,2442478],[2048526,2048711,2594923],[2066449,2277803,2277817],[2069335,2069349,2605149],[2070762,2280691,2713181],[2073081,2465720,2465926],[2078149,2468517,2794126],[2081304,2470238,2470342],[2086179,2295370,2796811],[2090132,2297230,2300210],[2091901,2092107,2622229],[2092619,2300385,2725578],[2094980,2620464,2620568],[2103894,2485485,2847142],[2104619,2107847,2487898],[2110334,2488098,2800675],[2113441,2116935,2319582],[2119625,2323350,2323535],[2122384,2122569,2635163],[2144405,2343025,2346321],[2146633,2146647,2640879],[2147020,2346460,2738806],[2150039,2516974,2519954],[2175846,2371670,2371876],[2178782,2178988,2537820],[2180490,2374749,2663122],[2182718,2541588,2541773],[2187271,2187375,2544086],[2194887,2388197,2763383],[2198042,2389442,2391943],[2200122,2200307,2678208],[2211247,2558847,2826249],[2211396,2214402,2560568],[2220002,2223230,2409852],[2244819,2429223,2774686],[2248772,2431083,2434063],[2250541,2250747,2579028],[2251259,2434238,2693628],[2253620,2586150,2588651],[2272081,2275575,2453435],[2278265,2457203,2457388],[2281024,2281209,2605036],[2295589,2295693,2472223],[2310499,2310603,2623275],[2318264,2321270,2491005],[2341558,2508723,2736563],[2344713,2509968,2512469],[2346793,2346978,2640766],[2366673,2369901,2530378],[2429442,2429546,2579248],[2452117,2455123,2598030] ] cell #5256 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [561216],[657950],[707887],[762239],[816590],[824625],[868662],[914757],[931668],[940834],[950893],[1031771],[1035091],[1047392],[1062288],[1064314],[1137164],[1156049],[1156553],[1159683],[1183071],[1187441],[1190761],[1221469],[1265927],[1279183],[1283747],[1284120],[1299619],[1316164],[1316668],[1319798],[1351973],[1386181],[1392672],[1408632],[1413766],[1428685],[1429506],[1430010],[1441941],[1446505],[1446878],[1479478],[1515491],[1516312],[1516816],[1522594],[1524281],[1539087],[1552863],[1556190],[1559689],[1560062],[1572150],[1577284],[1582557],[1609156],[1610843],[1638909],[1642236],[1645735],[1646108],[1652204],[1653358],[1679916],[1682190],[1684966],[1686653],[1688994],[1701459],[1711542],[1730881],[1737525],[1738679],[1752828],[1764221],[1766495],[1769271],[1770958],[1773299],[1776879],[1780620],[1802670],[1806695],[1808045],[1811559],[1812713],[1830736],[1837935],[1844354],[1856267],[1860000],[1863741],[1876849],[1887652],[1888331],[1889681],[1893195],[1894349],[1900591],[1917152],[1924950],[1929074],[1931438],[1935179],[1952766],[1957229],[1965897],[1974974],[1976280],[1980619],[1990417],[1993911],[1996612],[2006415],[2007193],[2009557],[2013298],[2018928],[2034997],[2038730],[2042471],[2048720],[2066382],[2068411],[2073079],[2081386],[2085190],[2090141],[2092105],[2095062],[2104628],[2107856],[2113439],[2116933],[2119634],[2122578],[2144403],[2145709],[2150048],[2175844],[2178986],[2182727],[2188679],[2198124],[2199648],[2200316],[2211458],[2214484],[2220011],[2223239],[2225203],[2243830],[2248781],[2250745],[2253702],[2272079],[2275573],[2278274],[2281218],[2300219],[2311907],[2318326],[2321352],[2322876],[2323544],[2344795],[2346319],[2346987],[2355514],[2366682],[2369910],[2371874],[2392005],[2434072],[2441819],[2442487],[2452179],[2455205],[2456729],[2457397],[2465924],[2512531],[2519963],[2541114],[2541782],[2588713],[2590902] ] cell #5257 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [561218],[657947],[707889],[762168],[816587],[824627],[867559],[914759],[931597],[940831],[947605],[1031773],[1035088],[1046289],[1062217],[1064316],[1133876],[1156050],[1156550],[1159612],[1181968],[1187443],[1190758],[1218181],[1263718],[1279112],[1283744],[1284119],[1299621],[1316165],[1316665],[1319727],[1349764],[1386183],[1392601],[1408629],[1413765],[1426476],[1429507],[1430007],[1441870],[1446502],[1446877],[1479407],[1513282],[1516313],[1516813],[1522591],[1524210],[1539086],[1552864],[1556119],[1559686],[1560061],[1572147],[1577283],[1582559],[1609153],[1610772],[1638910],[1642165],[1645732],[1646107],[1652203],[1653355],[1679913],[1682189],[1684963],[1686582],[1688993],[1701458],[1711543],[1730882],[1737524],[1738676],[1752757],[1764218],[1766494],[1769268],[1770887],[1773298],[1776876],[1780619],[1802599],[1806694],[1808044],[1811558],[1812710],[1830737],[1837934],[1844351],[1856266],[1859997],[1863740],[1876846],[1887581],[1888330],[1889680],[1893194],[1894346],[1900590],[1917153],[1924947],[1929073],[1931435],[1935178],[1952765],[1957158],[1965896],[1974971],[1976279],[1980618],[1990414],[1993908],[1996611],[2006412],[2007192],[2009554],[2013297],[2018927],[2034996],[2038727],[2042470],[2048719],[2066311],[2068410],[2073076],[2081385],[2085189],[2090140],[2092102],[2095061],[2104627],[2107855],[2113436],[2116930],[2119633],[2122577],[2144400],[2145708],[2150047],[2175841],[2178983],[2182726],[2188678],[2198123],[2199645],[2200315],[2211457],[2214483],[2220010],[2223238],[2225200],[2243829],[2248780],[2250742],[2253701],[2272076],[2275570],[2278273],[2281217],[2300218],[2311906],[2318325],[2321351],[2322873],[2323543],[2344794],[2346316],[2346986],[2355511],[2366681],[2369909],[2371871],[2392004],[2434071],[2441816],[2442486],[2452178],[2455204],[2456726],[2457396],[2465921],[2512530],[2519962],[2541111],[2541781],[2588712],[2590899] ] cell #5258 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [561220],[657944],[707891],[762095],[816584],[824629],[867416],[914761],[931524],[940828],[947462],[1031775],[1035085],[1046146],[1062144],[1064318],[1133733],[1156118],[1156547],[1159539],[1181825],[1187445],[1190755],[1218038],[1263575],[1278967],[1283738],[1284191],[1299623],[1316233],[1316662],[1319654],[1349621],[1386185],[1392456],[1408623],[1413767],[1426333],[1429575],[1430004],[1441725],[1446496],[1446949],[1479262],[1513139],[1516381],[1516810],[1522585],[1524065],[1539088],[1552932],[1555974],[1559680],[1560133],[1572141],[1577285],[1582561],[1609147],[1610627],[1638978],[1642020],[1645726],[1646179],[1652205],[1653349],[1679907],[1682261],[1684957],[1686437],[1688995],[1701460],[1711611],[1730950],[1737526],[1738670],[1752612],[1764212],[1766566],[1769262],[1770742],[1773300],[1776870],[1780621],[1802454],[1806696],[1808048],[1811560],[1812704],[1830805],[1838006],[1844345],[1856338],[1859991],[1863742],[1876840],[1887436],[1888332],[1889684],[1893196],[1894340],[1900592],[1917221],[1924941],[1929077],[1931429],[1935180],[1952837],[1957013],[1965898],[1974965],[1976283],[1980620],[1990408],[1993902],[1996613],[2006406],[2007196],[2009548],[2013299],[2018931],[2035068],[2038721],[2042472],[2048721],[2066166],[2068414],[2073070],[2081389],[2085193],[2090142],[2092096],[2095065],[2104629],[2107857],[2113430],[2116924],[2119635],[2122579],[2144394],[2145712],[2150049],[2175835],[2178977],[2182728],[2188682],[2198127],[2199639],[2200317],[2211459],[2214487],[2220012],[2223240],[2225194],[2243833],[2248782],[2250736],[2253705],[2272070],[2275564],[2278275],[2281219],[2300220],[2311910],[2318327],[2321355],[2322867],[2323545],[2344798],[2346310],[2346988],[2355505],[2366683],[2369911],[2371865],[2392006],[2434073],[2441810],[2442488],[2452180],[2455208],[2456720],[2457398],[2465915],[2512532],[2519964],[2541105],[2541783],[2588714],[2590893] ] cell #5259 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [561222],[657941],[707893],[762086],[816581],[824631],[867407],[914763],[931515],[940825],[947453],[1031777],[1035082],[1046137],[1062135],[1064320],[1133724],[1156251],[1156544],[1159530],[1181816],[1187447],[1190752],[1218029],[1263566],[1278958],[1283732],[1284331],[1299625],[1316366],[1316659],[1319645],[1349612],[1386187],[1392447],[1408617],[1413771],[1426324],[1429708],[1430001],[1441716],[1446490],[1447089],[1479253],[1513130],[1516514],[1516807],[1522579],[1524056],[1539092],[1555158],[1555965],[1559674],[1560273],[1572135],[1577289],[1582563],[1609141],[1610618],[1641204],[1642011],[1645720],[1646319],[1652209],[1653343],[1679901],[1684448],[1684951],[1686428],[1688999],[1701464],[1711744],[1732070],[1737530],[1738664],[1752603],[1764206],[1768753],[1769256],[1770733],[1773304],[1776864],[1780625],[1802445],[1806700],[1810131],[1811564],[1812698],[1833031],[1838146],[1844339],[1857446],[1859985],[1863746],[1876834],[1887427],[1888336],[1891767],[1893200],[1894334],[1900596],[1918341],[1924935],[1929170],[1931423],[1935184],[1955024],[1957004],[1965902],[1974959],[1977326],[1980624],[1990402],[1993896],[1996617],[2006400],[2007289],[2009542],[2013303],[2019024],[2036176],[2038715],[2042476],[2048725],[2066157],[2070497],[2073064],[2081482],[2085286],[2090146],[2092090],[2095158],[2104633],[2107861],[2113424],[2116918],[2119639],[2122583],[2144388],[2146755],[2150053],[2175829],[2178971],[2182732],[2188775],[2198220],[2199633],[2200321],[2211461],[2214580],[2220016],[2223244],[2225188],[2243926],[2248786],[2250730],[2253798],[2272064],[2275558],[2278279],[2281223],[2300224],[2312003],[2318329],[2321448],[2322861],[2323549],[2344891],[2346304],[2346992],[2355499],[2366687],[2369915],[2371859],[2392008],[2434077],[2441804],[2442492],[2452182],[2455301],[2456714],[2457402],[2465909],[2512534],[2519968],[2541099],[2541787],[2588716],[2590887] ] cell #5260 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [561223],[657939],[707894],[762084],[816579],[824632],[867405],[914764],[931513],[940823],[947451],[1031778],[1035080],[1046135],[1062133],[1064321],[1064460],[1133722],[1156436],[1156542],[1159528],[1181814],[1187448],[1190434],[1190750],[1218027],[1263564],[1278956],[1283730],[1284532],[1299626],[1311357],[1316551],[1316657],[1319643],[1319822],[1349610],[1386188],[1392445],[1393880],[1408615],[1413780],[1426322],[1429893],[1429999],[1441714],[1441965],[1446488],[1447290],[1479251],[1480686],[1513128],[1516699],[1516805],[1522577],[1524054],[1524305],[1539101],[1555963],[1557398],[1559672],[1560474],[1571731],[1572133],[1577298],[1609139],[1610616],[1610867],[1642009],[1643444],[1645718],[1646520],[1652218],[1652939],[1653341],[1679899],[1684949],[1686426],[1686677],[1689008],[1701473],[1737539],[1738260],[1738662],[1752601],[1764204],[1769254],[1770731],[1770982],[1773313],[1774716],[1776862],[1780634],[1802443],[1806709],[1811573],[1812294],[1812696],[1844337],[1857837],[1859983],[1863755],[1876832],[1887425],[1888345],[1893209],[1893930],[1894332],[1900605],[1924933],[1929275],[1931421],[1935193],[1957002],[1964768],[1965911],[1974957],[1980633],[1990400],[1993894],[1996626],[2006398],[2007394],[2009540],[2013312],[2019129],[2038713],[2042485],[2048734],[2066155],[2073062],[2081587],[2090155],[2092088],[2095263],[2104642],[2106727],[2107870],[2113422],[2116916],[2119648],[2122592],[2144386],[2150062],[2175827],[2178969],[2182741],[2198325],[2199631],[2200330],[2211534],[2214685],[2220025],[2223253],[2225186],[2248795],[2250728],[2253903],[2272062],[2275556],[2278288],[2281232],[2300233],[2318402],[2321553],[2322859],[2323558],[2344996],[2346302],[2347001],[2355497],[2366696],[2369924],[2371857],[2392081],[2434086],[2441802],[2442501],[2452255],[2455406],[2456712],[2457411],[2465907],[2512607],[2519977],[2541097],[2541796],[2588789],[2590885] ] cell #5261 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [561224],[657940],[707895],[762085],[816580],[824633],[867406],[914765],[931514],[940824],[947452],[1031779],[1035081],[1046136],[1062134],[1064322],[1133723],[1156376],[1156543],[1159529],[1181815],[1187449],[1190751],[1218028],[1263565],[1278957],[1283731],[1284467],[1299627],[1316491],[1316658],[1319644],[1320472],[1349611],[1386189],[1392446],[1408616],[1413777],[1426323],[1429833],[1430000],[1441715],[1446489],[1447225],[1451191],[1479252],[1513129],[1516639],[1516806],[1522578],[1524055],[1539098],[1555964],[1558518],[1559673],[1560409],[1572134],[1576165],[1577295],[1582137],[1609140],[1610617],[1642010],[1644564],[1645719],[1646455],[1652215],[1653342],[1657359],[1679900],[1684950],[1686427],[1687797],[1689005],[1701470],[1705444],[1737536],[1738663],[1742680],[1752602],[1764205],[1769255],[1770732],[1772102],[1773310],[1776863],[1780631],[1784564],[1802444],[1806706],[1811570],[1812697],[1813400],[1830837],[1844338],[1859984],[1863752],[1867685],[1876833],[1887426],[1888342],[1893206],[1894333],[1895036],[1900602],[1907031],[1924934],[1929330],[1931422],[1935190],[1957003],[1965908],[1974958],[1980630],[1987059],[1990401],[1993895],[1996623],[2006399],[2007449],[2009541],[2013309],[2017746],[2019184],[2038714],[2042482],[2048731],[2066156],[2073063],[2081642],[2090152],[2092089],[2093880],[2095318],[2104639],[2107867],[2113423],[2116917],[2119645],[2122589],[2144387],[2150059],[2175828],[2178970],[2182738],[2190179],[2198380],[2199632],[2200327],[2211464],[2214740],[2220022],[2223250],[2225187],[2248792],[2250729],[2253958],[2272063],[2275557],[2278285],[2281229],[2300230],[2313407],[2318332],[2321608],[2322860],[2323555],[2345051],[2346303],[2346998],[2355498],[2366693],[2369921],[2371858],[2392011],[2434083],[2441803],[2442498],[2452185],[2455461],[2456713],[2457408],[2465908],[2512537],[2519974],[2541098],[2541793],[2588719],[2590886] ] cell #5262 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ 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2387057,2760614],[2197415,2205482,2761782],[2200731,2550864,2823420],[2201087,2550879,2763138],[2202425,2394878,2675084],[2205951,2390759,2676061],[2217995,2406711,2767967],[2222536,2231557,2769628],[2227451,2415488,2771398],[2229803,2568973,2772180],[2231335,2410934,2688120],[2232053,2688500,2689531],[2239147,2432058,2691989],[2244327,2579137,2777288],[2251574,2583414,2779648],[2252019,2583765,2834012],[2255345,2586097,2780733],[2257595,2443258,2701889],[2262042,2444423,2703904],[2265099,2454496,2839269],[2265568,2599347,2704881],[2273060,2597977,2787002],[2276300,2458168,2710808],[2282563,2604065,2841070],[2282919,2604080,2790907],[2285001,2286041,2716274],[2293605,2470908,2794496],[2295416,2614116,2844406],[2298205,2305563,2723939],[2301248,2616431,2796475],[2316004,2316982,2800495],[2316760,2488269,2728788],[2320643,2328710,2801663],[2325653,2496441,2733204],[2329179,2492322,2734181],[2347402,2644531,2853016],[2347758,2644546,2809938],[2360276,2531353,2748124],[2376474,2662640,2818980],[2378724,2379714,2758024],[2383968,2543846,2821503],[2386599,2546161,2760683],[2388227,2671348,2822592],[2406227,2406869,2826619],[2407338,2561253,2768252],[2410827,2418185,2772515],[2429269,2694856,2867178],[2435101,2697171,2834081],[2468547,2610509,2793668],[2484198,2485531,2846850],[2488162,2488757,2800564],[2508753,2739841,2852188],[2557768,2558877,2825791] ] cell #5263 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421447,1931019],[1508253,2009138],[1601386,2091686],[1703483,2178567],[1725338,2196264],[1761501,2224784],[1793213,2250326],[1850592,2296969],[1881008,2319492],[1911609,2342935],[1926926,2355095],[1947772,2371455],[1994928,2405864],[2000149,2409591],[2029322,2430822],[2039747,2438435],[2059738,2453345],[2075055,2465505],[2108449,2487637],[2150641,2516713],[2153029,2518351],[2164357,2526390],[2169578,2530117],[2180003,2537730],[2185830,2542397],[2233333,2572473],[2243279,2578938],[2256487,2587530],[2267089,2594662],[2279717,2603860],[2281811,2604775],[2284199,2606413],[2309695,2622139],[2330700,2634902],[2337861,2640222],[2339813,2640505],[2364408,2655910],[2373280,2662212],[2377616,2664502],[2398726,2677664],[2400678,2677947],[2422317,2690521],[2423445,2691609],[2425905,2693271],[2448271,2706484],[2450223,2706767],[2458762,2712415],[2478493,2723559],[2480953,2725221],[2500289,2735784],[2502241,2736067],[2503423,2737144],[2505749,2738516],[2522740,2747744],[2525200,2749406],[2552536,2763964],[2554862,2765336],[2568823,2772135],[2571283,2773797],[2574670,2775160],[2591485,2783900],[2593811,2785272],[2612809,2794960],[2617871,2797285],[2631725,2803845],[2634051,2805217],[2651642,2813407],[2670073,2822462],[2686253,2829408],[2719177,2844299], [1486200,1744748,2211443],[1627096,1879572,2318311],[1633418,2117950,2322833],[1724892,1971771,2389576],[1725234,2196871,2389673],[1728944,1975545,2391990],[1760416,2223832,2412297],[1761242,2412918,2567915],[1818923,2058302,2452164],[1825245,2276590,2456686],[1850865,2088320,2473510],[1880562,2113730,2491139],[1880904,2320099,2491236],[1884485,2493544,2630579],[1884614,2117504,2493553],[1911163,2141200,2510102],[1911505,2343542,2510199],[1915215,2144974,2512516],[1924038,2352425,2648192],[1946687,2370503,2532823],[1947513,2533444,2661582],[1958328,2380004,2541071],[1960371,2542773,2542843],[1994482,2215437,2560702],[1994824,2213231,2560799],[1997670,2562939,2681946],[2000422,2221418,2563840],[2003846,2565868,2685271],[2029595,2246960,2580535],[2039301,2254655,2586284],[2039643,2439042,2586381],[2041613,2439661,2700303],[2041850,2587760,2587763],[2043353,2258429,2588698],[2046370,2443548,2590859],[2059292,2272370,2598164],[2059634,2453952,2598261],[2063215,2600569,2711319],[2063344,2276144,2600578],[2072167,2462835,2714454],[2073970,2464553,2607481],[2074796,2607314,2608102],[2076210,2609263,2609266],[2080042,2612149,2718265],[2106035,2108722,2624965],[2111419,2626814,2729020],[2150914,2351729,2647133],[2152583,2352311,2648134],[2152925,2518958,2648231],[2156692,2521204,2650587],[2157518,2519252,2651208],[2163911,2362108,2654369],[2164253,2359902,2654466],[2166283,2527667,2749955],[2167099,2656606,2750439],[2169851,2368089,2657507],[2173275,2659535,2753764],[2177336,2662487,2662490],[2179557,2375784,2663256],[2179899,2538337,2663353],[2181869,2538956,2756438],[2182106,2664732,2664735],[2183480,2664950,2665661],[2183609,2379558,2665670],[2189292,2669704,2759715],[2196780,2548629,2761727],[2213140,2680734,2766841],[2218041,2562860,2768385],[2232887,2420017,2688980],[2233229,2417811,2689077],[2235259,2573750,2774346],[2238682,2692889,2775394],[2240740,2693546,2693549],[2242833,2428258,2693762],[2243175,2584316,2693859],[2252779,2585518,2698491],[2256760,2440666,2700337],[2260233,2587978,2702400],[2260362,2443102,2702409],[2264675,2267362,2705705],[2265018,2592174,2784201],[2269313,2596027,2785742],[2269550,2706997,2707000],[2270059,2707554,2786149],[2279332,2712465,2712494],[2282084,2462139,2713395],[2283753,2462721,2714396],[2284095,2607020,2714493],[2285508,2714791,2715423],[2290753,2612070,2793885],[2297610,2614498,2795507],[2305098,2724839,2797519],[2307156,2725496,2725499],[2309249,2483306,2725712],[2309591,2477291,2725809],[2312520,2727978,2799596],[2320008,2627818,2801608],[2322928,2495809,2731768],[2328286,2330973,2735005],[2328629,2632414,2804146],[2332924,2636267,2805687],[2333161,2736297,2736300],[2334407,2503627,2737153],[2335963,2738197,2806515],[2337109,2643229,2737718],[2337476,2738566,2738595],[2340086,2514429,2739020],[2343451,2642296,2808527],[2348718,2646203,2742896],[2348897,2515798,2742905],[2355810,2648529,2746221],[2359811,2652035,2813641],[2360196,2652239,2813650],[2361869,2749681,2749684],[2363962,2527553,2749897],[2364304,2661288,2749994],[2364712,2656527,2815185],[2373473,2754746,2754770],[2377889,2539961,2756472],[2381930,2667417,2821146],[2382847,2759474,2821535],[2389971,2671443,2822809],[2393903,2400951,2765840],[2394246,2673648,2823884],[2395272,2552740,2763973],[2396828,2765017,2824431],[2397974,2549562,2764538],[2398341,2765386,2765415],[2403375,2767368,2826008],[2410232,2682880,2827630],[2412533,2567530,2770500],[2417720,2686646,2829642],[2418105,2686850,2829651],[2419778,2774072,2774075],[2421871,2573636,2774288],[2422213,2567621,2774385],[2423167,2574630,2775055],[2424606,2692810,2831491],[2425604,2695856,2775612],[2425783,2581867,2775621],[2426098,2776306,2776330],[2431463,2695238,2833113],[2436016,2585240,2779775],[2436288,2698611,2779880],[2438951,2699639,2835125],[2441009,2590954,2782628],[2444817,2591689,2783909],[2446180,2703604,2837097],[2446373,2703644,2837202],[2447519,2709491,2784474],[2447886,2785322,2785351],[2450496,2602491,2785776],[2453861,2708558,2839214],[2456781,2602834,2788897],[2462482,2713154,2841752],[2466777,2717007,2843293],[2466942,2467014,2793429],[2472530,2719809,2844438],[2474842,2480831,2797746],[2477200,2721924,2845365],[2477585,2722128,2845374],[2478215,2617831,2797180],[2479654,2724760,2845712],[2480652,2615116,2797737],[2481146,2798431,2798455],[2484410,2799066,2799355],[2491534,2729563,2848156],[2493737,2630772,2802520],[2495466,2502514,2805721],[2496835,2631929,2803854],[2498198,2732904,2849673],[2498391,2732944,2849778],[2499537,2628751,2804419],[2499904,2805267,2805296],[2503373,2637040,2806274],[2505187,2642951,2806580],[2505459,2740656,2806685],[2510497,2739936,2852405],[2514772,2742141,2853480],[2514807,2646153,2810071],[2517354,2743830,2854027],[2518867,2650823,2812186],[2522462,2651602,2813302],[2523901,2747249,2855604],[2524899,2751991,2813859],[2525078,2658839,2813868],[2525393,2814553,2814577],[2530758,2751373,2857226],[2533059,2661197,2817300],[2538246,2755139,2859238],[2538631,2755343,2859247],[2540304,2541166,2820875],[2546555,2670277,2822471],[2549284,2554300,2824496],[2551390,2762599,2861934],[2551583,2762639,2862039],[2552486,2674482,2824190],[2554572,2672163,2824601],[2562392,2681191,2827083],[2565172,2571161,2829869],[2568545,2686213,2829303],[2569984,2771640,2865271],[2570982,2683498,2829860],[2571476,2830554,2830578],[2576184,2695806,2831620],[2579555,2776938,2867210],[2584225,2779053,2868137],[2584610,2779257,2868146],[2586679,2780423,2868484],[2588171,2702593,2836037],[2591435,2703302,2836961],[2593249,2709213,2837267],[2593521,2787412,2837372],[2598559,2786692,2870928],[2600762,2711512,2840126],[2605223,2790033,2872445],[2605416,2790073,2872550],[2606929,2607717,2842873],[2612531,2719137,2844194],[2613564,2795216,2874213],[2615066,2619385,2845841],[2616889,2796208,2874613],[2625744,2626353,2847818],[2626174,2728193,2847809],[2628473,2633489,2849843],[2631675,2732602,2849537],[2633761,2730283,2849948],[2645057,2809399,2879028],[2645250,2809439,2879133],[2653156,2751941,2855733],[2663651,2818440,2882365],[2665143,2665854,2860150],[2668651,2759424,2860799],[2670023,2760416,2861199],[2670900,2822662,2883704],[2680913,2681237,2863753],[2681509,2767753,2863858],[2683448,2687767,2865400],[2694304,2832822,2886700],[2697629,2833814,2887100],[2718031,2793738,2873826],[2726157,2726771,2875528],[2728143,2728435,2875928],[2739393,2852258,2892553],[2766144,2766607,2884624] ] cell #5264 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037742,1808520],[1120863,1890156],[1211059,1976755],[1312690,2068886],[1335397,2087716],[1373431,2118714],[1406289,2146184],[1465502,2195886],[1498915,2220814],[1531773,2246356],[1547815,2259639],[1569807,2277354],[1622374,2315144],[1628260,2319114],[1660732,2342557],[1672283,2351125],[1694145,2367485],[1710187,2380768],[1749875,2405486],[1798611,2438057],[1801365,2440062],[1814201,2448997],[1820087,2452967],[1831638,2461535],[1837724,2287902],[1895837,2501015],[1907832,2508366],[1923684,2517973],[1936146,2526012],[1950724,2374598],[1953170,2537352],[1955924,2539357],[1987860,2557479],[2014265,2572095],[2023316,2427934],[2025673,2578560],[2055961,2596428],[2066536,2459530],[2071813,2606035],[2099450,2482982],[2101807,2621761],[2129819,2636668],[2131336,2637262],[2134801,2507149],[2163572,2527229],[2165929,2655532],[2176536,2535961],[2202889,2674704],[2206354,2556262],[2232548,2573312],[2234905,2690143],[2236489,2575596],[2239940,2577880],[2262506,2703524],[2265971,2595211],[2302905,2618797],[2306356,2621081],[2326117,2732824],[2329582,2635451],[2334042,2637829],[2357618,2652568],[2361069,2654852],[2387063,2760638],[2394907,2675271],[2415527,2687179],[2418978,2689463],[2444452,2704091],[2470947,2719700],[2496470,2733391],[2546190,2760870], [859012,1616693,2311116],[987150,1755332,2408828],[993029,1761013,2412856],[1079578,2091027,2474055],[1083442,1854784,2475626],[1115729,1884699,2493645],[1173421,1941603,2529354],[1179300,1947284,2533382],[1205970,1975859,2548851],[1238933,1999512,2564385],[1242797,1760456,2565956],[1271405,2249667,2581080],[1275269,2033514,2582651],[1307556,2063429,2600670],[1318569,2074567,2608040],[1334840,1334843,2296838],[1361796,1869946,2485935],[1368342,1879886,2628040],[1374255,2118155,2324810],[1401200,2145288,2642518],[1412301,2354436,2647678],[1416165,2154833,2649249],[1418935,2157289,2651146],[1434163,2168941,2658052],[1438027,1946727,2659623],[1448838,2183694,2665762],[1492221,1745062,2559225],[1498358,1498361,2409460],[1503734,2223644,2413894],[1531216,1531219,2430691],[1542726,2258743,2699861],[1544958,2041424,2587491],[1545030,2442443,2700882],[1548639,2258090,2443753],[1548946,2260447,2702501],[1558172,2048676,2592960],[1564718,2058616,2708780],[1570631,2276795,2458663],[1575819,2281174,2713940],[1579683,2074010,2715511],[1582453,2288385,2288459],[1621817,1621820,2487506],[1625447,2317337,2489814],[1633530,2322128,2495009],[1644218,2122534,2633200],[1657013,2346943,2742451],[1669252,2349560,2743197],[1671726,1671729,2516582],[1674312,1923814,2648100],[1674386,2355409,2744902],[1674580,2518413,2648978],[1677102,2353025,2521016],[1678369,2156732,2746309],[1687451,1931333,2652892],[1693588,1693591,2529986],[1698964,2370315,2534420],[1705098,2178881,2755996],[1707330,2181680,2664463],[1707402,2541738,2757017],[1711011,2379219,2380209],[1711318,2381395,2381576],[1716149,2384372,2544573],[1742334,2200272,2673958],[1753367,2407897,2562629],[1771756,2009452,2687503],[1780231,2432522,2778205],[1784218,2250640,2779507],[1795798,2436758,2584959],[1796165,2253469,2780123],[1800808,1800811,2587399],[1803881,2440209,2590154],[1813644,1813647,2594531],[1816296,2269124,2706728],[1816368,2457353,2789207],[1817274,2451190,2596839],[1825357,2455981,2602034],[1828607,2459211,2459970],[1831081,1831084,2604644],[1833667,2071943,2714362],[1833741,2465819,2791658],[1833935,2606475,2715240],[1836457,2463435,2464365],[1842250,2468895,2611101],[1851828,2298055,2614843],[1863352,2298669,2721076],[1867339,2092000,2722378],[1871819,2312965,2623762],[1877541,2317723,2626442],[1895280,1895283,2634771],[1897932,2332735,2736028],[1898004,2323500,2732078],[1902420,2504898,2638240],[1903410,2511309,2638643],[1903777,2344562,2808754],[1904867,2506198,2507589],[1907275,1907278,2640374],[1918407,2349120,2810207],[1918792,2515433,2645922],[1933750,2358646,2747471],[1934790,2531817,2816452],[1938703,2166059,2749863],[1938777,2371769,2817754],[1938971,2655972,2754213],[1939638,2528423,2656296],[1950357,2535575,2536053],[1955367,1955370,2664371],[1958440,2539504,2540366],[1963619,2385943,2668724],[1972870,2390505,2671940],[1982448,2554011,2675682],[1983438,2390783,2676085],[1983805,2197891,2761954],[1984895,2555311,2556702],[1987303,1987306,2677816],[1991807,2403909,2679483],[2001385,2410677,2683225],[2004872,2226525,2567076],[2011869,2416555,2771862],[2012909,2411291,2769652],[2016822,2235035,2774254],[2016896,2225098,2770954],[2017090,2685720,2690583],[2018695,2018698,2691044],[2020980,2575920,2691841],[2021525,2432082,2833178],[2021910,2581502,2692176],[2022949,2576941,2577972],[2030558,2431908,2695583],[2036280,2436666,2698263],[2050549,2445061,2704502],[2050916,2263286,2783691],[2051539,2599371,2704905],[2051906,2454972,2839441],[2052996,2594260,2595651],[2055404,2055407,2706636],[2056271,2451576,2707182],[2066921,2603081,2603495],[2076662,2466588,2793157],[2077757,2610368,2610641],[2087863,2473771,2720575],[2093427,2476746,2796430],[2094829,2094832,2722994],[2097114,2619121,2723791],[2097659,2298229,2795572],[2098044,2474477,2724126],[2099083,2620142,2621173],[2105578,2485651,2726844],[2111142,2488626,2800519],[2114829,2492068,2730060],[2117788,2324443,2630092],[2124407,2497079,2733802],[2124774,2326897,2803636],[2125397,2492346,2734205],[2125764,2321119,2801835],[2126854,2634500,2635891],[2129262,2129265,2735936],[2130896,2130935,2736587],[2133048,2506469,2737217],[2133910,2511217,2737490],[2135186,2638967,2639857],[2142299,2511031,2740433],[2151877,2517799,2744175],[2154324,2356836,2650369],[2158951,2158954,2747179],[2160851,2358245,2813132],[2161236,2522919,2747976],[2161781,2531377,2857291],[2162166,2658474,2748311],[2163205,2653913,2654944],[2170814,2531203,2751718],[2174301,2373196,2660743],[2181298,2537081,2818662],[2186251,2381706,2821054],[2186447,2186519,2759076],[2194495,2547253,2671207],[2201215,2550903,2763162],[2201582,2393302,2823592],[2202449,2202488,2763407],[2204601,2555582,2764037],[2205463,2390691,2764310],[2206739,2676409,2677299],[2210855,2557627,2679023],[2217575,2561277,2768276],[2217942,2406703,2826791],[2220961,2564101,2769151],[2224029,2414279,2684842],[2227927,2227930,2771570],[2229827,2416154,2829133],[2230212,2569002,2772367],[2230757,2410851,2827695],[2231142,2564807,2772702],[2232181,2688524,2689555],[2236397,2236431,2691381],[2246503,2580796,2777704],[2252067,2583771,2834036],[2255754,2587213,2780920],[2257723,2443386,2701913],[2262066,2262105,2783343],[2264218,2445003,2783973],[2265080,2599279,2784246],[2266356,2705229,2706119],[2273469,2599093,2787189],[2276428,2458296,2710832],[2283047,2604104,2790931],[2283414,2460750,2841242],[2285494,2286534,2716631],[2294081,2294084,2794668],[2301272,2476345,2845026],[2301657,2616460,2796662],[2302813,2302847,2723331],[2316182,2488186,2847470],[2316567,2625379,2800751],[2325677,2325716,2803288],[2327829,2497021,2803918],[2328691,2492254,2804191],[2329967,2734529,2735419],[2341166,2640920,2739700],[2347886,2644570,2809962],[2348253,2513828,2853188],[2351272,2647394,2810837],[2353410,2521401,2745792],[2357526,2357560,2747516],[2367632,2657768,2815951],[2370700,2534805,2753335],[2376498,2536680,2858729],[2376883,2662669,2819167],[2378852,2379842,2758048],[2386623,2386662,2822123],[2388251,2548124,2861356],[2393446,2550845,2823656],[2401655,2558901,2863175],[2406850,2561185,2826855],[2415435,2415469,2771907],[2435125,2583370,2867798],[2435510,2697200,2834268],[2461682,2604046,2841524],[2463820,2464750,2792548],[2468168,2468571,2843616],[2470855,2470889,2794732],[2472299,2614097,2844423],[2484179,2623351,2846867],[2508777,2641791,2878450],[2513972,2644512,2853252],[2543827,2544162,2821520],[2579324,2694837,2867195] ] cell #5265 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037763,2262789],[1120884,2326400],[1211080,2392805],[1312711,2460253],[1335418,2473633],[1373452,2494368],[1406310,2513331],[1465520,2548338],[1498936,2563963],[1531794,2580658],[1547836,2589513],[1569828,2601393],[1622395,2625088],[1628278,2627527],[1660750,2642005],[1672304,2647256],[1694166,2657630],[1710208,2666485],[1749893,2680443],[1798629,2699348],[1801386,2587794],[1814222,2705828],[1820105,2708267],[1831659,2713518],[1837745,2466441],[1895858,2735128],[1907853,2739143],[1923702,2648003],[1936164,2748936],[1950745,2536356],[1953188,2755483],[1955945,2664766],[1987881,2765963],[2014283,2773327],[2023337,2578275],[2025691,2776640],[2055982,2707031],[2066684,2603398],[2071831,2714265],[2099471,2621476],[2101825,2798765],[2129840,2736331],[2131354,2806260],[2134949,2639760],[2163593,2655247],[2165947,2749766],[2176652,2662077],[2202907,2824176],[2206502,2677202],[2232569,2689858],[2234923,2774157],[2236671,2691507],[2240056,2693136],[2262524,2783322],[2266119,2706022],[2303087,2723457],[2306472,2725086],[2326135,2803267],[2329730,2735322],[2334186,2737081],[2357800,2747642],[2361185,2749271],[2387081,2821973],[2395051,2763901],[2415709,2772033],[2419094,2773662],[2444596,2783837],[2471129,2794858],[2496614,2803782],[2546334,2822399], [859033,2104149,2622872],[987171,2219532,2682335],[992853,1761034,2684551],[1079405,1595983,2614288],[1079560,2091045,2720701],[1083463,2299740,2721499],[1115711,1884717,2731020],[1173442,2366203,2750828],[1179124,1947305,2753044],[1205991,2199337,2761664],[1238760,1756098,2682670],[1238915,1999530,2769277],[1242818,2004067,2770075],[1271232,1787810,2695028],[1271387,2249685,2777830],[1275290,2433593,2778628],[1307538,2063447,2788149],[1318393,2074588,2792257],[1361623,1874501,2727768],[1361778,1869964,2726970],[1368363,2113128,2801545],[1401221,2346008,2808464],[1412128,1921523,2743620],[1412283,2354454,2810963],[1416186,2519484,2811761],[1418759,2157310,2812763],[1433990,1942369,2751163],[1434145,2168959,2816077],[1438048,2173496,2816875],[1448820,2183712,2820127],[1492242,1990106,2766778],[1542747,2441508,2835062],[1544857,2041277,2700159],[1545012,2442461,2835542],[1545332,2258111,2589986],[1548928,2260465,2836371],[1557999,2053231,2784897],[1558154,2048694,2784099],[1564739,2271768,2839151],[1575646,2069652,2790376],[1575801,2281192,2841650],[1579704,2285729,2842448],[1582277,2288480,2717387],[1644045,2127089,2804842],[1644200,2122552,2804044],[1656840,2137807,2807526],[1656995,2346961,2853378],[1669234,2349578,2853772],[1673731,2353173,2649793],[1674333,1923790,2648244],[1674407,2520562,2854368],[1674562,2518431,2854396],[1678390,2356031,2855038],[1687472,2159535,2813578],[1705119,2375182,2859175],[1707229,2181533,2756294],[1707384,2541756,2859655],[1707704,2379240,2666958],[1711300,2381594,2758500],[1742161,2209360,2825442],[1742316,2200290,2823782],[1771777,2228511,2829579],[1778122,2236792,2831378],[1780213,2432540,2867648],[1784239,2434671,2868074],[1795597,2436940,2698389],[1796186,2437061,2868371],[1800536,2440325,2701720],[1800961,1800975,2587673],[1816195,2268977,2785598],[1816350,2457371,2871901],[1816670,2458684,2601866],[1828589,2459988,2789617],[1833086,2463583,2716055],[1833688,2071919,2714506],[1833762,2608624,2872891],[1833917,2606493,2872919],[1861243,2303208,2845599],[1863334,2298687,2844876],[1867360,2300818,2845302],[1897831,2332588,2805543],[1897986,2323518,2849129],[1898306,2324831,2494841],[1901144,2333945,2851141],[1903209,2511491,2737616],[1903798,2511612,2878779],[1904849,2507607,2806884],[1918555,2515336,2879282],[1918618,2515577,2742833],[1932681,2357921,2812978],[1934772,2531835,2881529],[1938122,2534568,2660167],[1938724,2166035,2750007],[1938798,2533966,2881955],[1938953,2655990,2881983],[1950156,2536235,2754524],[1955095,2539620,2757855],[1955520,1955534,2664645],[1981172,2394810,2862188],[1983237,2390965,2764436],[1983826,2391086,2861685],[1984877,2556720,2824800],[2010800,2415830,2828979],[2012891,2411309,2864435],[2016241,2414042,2566500],[2016843,2235011,2774398],[2016917,2413440,2864861],[2017072,2690601,2864889],[2019820,2423032,2775104],[2021673,2581405,2886882],[2021736,2581646,2775549],[2022748,2578154,2775811],[2036396,2585105,2779824],[2046999,2597358,2707308],[2049273,2444355,2836682],[2050937,2263262,2785112],[2051338,2599553,2784372],[2051927,2599674,2888901],[2052978,2595669,2837571],[2055132,2602150,2710639],[2055557,2055571,2706910],[2066747,2603639,2789589],[2084865,2471250,2843945],[2095954,2478080,2797229],[2097807,2474380,2874395],[2097870,2474621,2797674],[2098882,2621355,2797936],[2111124,2488644,2847320],[2120857,2490333,2626568],[2123131,2496373,2849258],[2124795,2326873,2805057],[2125196,2492528,2804317],[2125785,2492649,2876414],[2126836,2635909,2850147],[2128990,2495125,2629899],[2129415,2129429,2736210],[2131955,2639638,2737343],[2134026,2642816,2806629],[2135012,2640001,2806856],[2154306,2520851,2520865],[2157974,2656720,2750376],[2159824,2159838,2749223],[2160076,2522327,2813351],[2160999,2358070,2814174],[2161929,2658377,2894042],[2161992,2658618,2813796],[2163004,2655126,2814058],[2186272,2381682,2758733],[2186501,2667852,2667866],[2190970,2545971,2668850],[2193102,2546093,2860981],[2201603,2393278,2825657],[2203508,2677080,2764163],[2205579,2549149,2824545],[2206565,2677443,2824772],[2217374,2561459,2826981],[2217963,2561580,2863504],[2226507,2413729,2413743],[2226950,2563053,2681883],[2228800,2228814,2773614],[2229052,2568410,2829352],[2229975,2415979,2830175],[2230905,2564710,2885193],[2230968,2564951,2829797],[2231980,2689737,2830059],[2237317,2693003,2775331],[2257522,2589680,2589849],[2261285,2707443,2707498],[2262956,2263125,2705900],[2264334,2444868,2784842],[2265196,2709078,2837316],[2266182,2706263,2837543],[2283435,2460726,2790591],[2285476,2608913,2608927],[2288055,2288069,2717081],[2289552,2610767,2873917],[2292393,2612263,2718202],[2294344,2612396,2844243],[2299288,2473705,2476064],[2301107,2301121,2799052],[2301420,2476170,2846528],[2303733,2724953,2797456],[2311554,2314198,2625160],[2316330,2625282,2875710],[2316393,2625523,2847746],[2324242,2494535,2494704],[2324896,2626703,2626758],[2326567,2326736,2735200],[2327945,2496886,2804787],[2328807,2628338,2849892],[2329793,2735563,2850119],[2334458,2738086,2738141],[2348274,2513804,2807741],[2350179,2647328,2649687],[2353236,2650026,2650169],[2358303,2358446,2749138],[2373178,2534255,2534269],[2375471,2375485,2755770],[2376646,2536505,2818676],[2378651,2666652,2666821],[2383040,2668588,2860956],[2385210,2669593,2669648],[2388770,2547379,2862106],[2391611,2548540,2550576],[2392972,2393141,2766035],[2393562,2550710,2825387],[2395323,2764906,2764961],[2402174,2679149,2884715],[2402675,2405015,2680645],[2406966,2680778,2863802],[2409266,2411910,2564035],[2414105,2566733,2566876],[2416212,2416355,2773529],[2433141,2580730,2583089],[2434960,2434974,2776927],[2435273,2583195,2832307],[2437586,2699550,2701586],[2458095,2601560,2601729],[2460420,2460589,2713590],[2461798,2603911,2790321],[2463646,2716288,2716431],[2467558,2467613,2717975],[2472723,2613501,2845442],[2474893,2614233,2615840],[2476403,2476546,2798967],[2484603,2726708,2875685],[2484708,2486773,2727713],[2490834,2493174,2627729],[2509296,2641046,2851059],[2512137,2642207,2644243],[2513498,2513667,2739215],[2514088,2644377,2807471],[2515849,2743565,2745172],[2529792,2532436,2657702],[2534631,2660400,2660543],[2536738,2536881,2755685],[2547514,2547569,2670844],[2557888,2557943,2766551],[2563158,2565223,2682615],[2579748,2694241,2831221],[2581918,2694973,2696580],[2583428,2583571,2776842],[2597859,2600199,2708469],[2641181,2641236,2739337],[2656825,2658890,2751108] ] cell #5266 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917344,2159275],[997372,2228251],[1084548,2300558],[1183643,2374922],[1206139,2389792],[1243903,2413180],[1276375,2434411],[1334868,2473431],[1368511,2491355],[1401369,2510318],[1417271,2520302],[1439133,2533706],[1492390,2560918],[1498386,2563761],[1531244,2580456],[1542895,2586500],[1564887,2598380],[1580789,2608364],[1621845,2624886],[1671754,2647054],[1674555,2518393],[1687620,2654585],[1693616,2657428],[1705267,2663472],[1711293,2381556],[1771925,2689196],[1784387,2693978],[1800836,2587354],[1813672,2705626],[1828582,2459950],[1831109,2713316],[1833910,2606455],[1867508,2725928],[1895308,2734926],[1904842,2507569],[1907303,2738941],[1938946,2655952],[1950038,2535916],[1955395,2664326],[1984870,2556682],[1987331,2765761],[2017065,2690563],[2018723,2775033],[2022630,2577835],[2052971,2595631],[2055432,2706591],[2066644,2603389],[2094857,2797158],[2098764,2621036],[2126829,2635871],[2129290,2735891],[2131184,2637813],[2134909,2639751],[2158979,2746979],[2162886,2654807],[2202737,2675255],[2206462,2677193],[2227955,2771370],[2231862,2689418],[2236631,2691498],[2262354,2704075],[2266079,2706013],[2294109,2794298],[2303047,2723448],[2325965,2733375],[2329690,2735313],[2357760,2747633],[2386911,2760854],[2415669,2772024],[2471089,2794849], [747915,1989846,2558300],[869234,2112868,2627115],[874643,1633286,2629733],[957199,1465482,2548329],[957349,1975887,2671924],[961145,2199077,2672891],[992413,1760484,2684349],[1047964,2271508,2707855],[1053373,1825113,2710473],[1079553,2091007,2720692],[1111758,1628240,2627518],[1111908,1879914,2730044],[1115704,1884679,2731011],[1143470,1660712,2641996],[1143620,2145316,2740417],[1147416,2345748,2741384],[1178684,1946755,2752842],[1189052,1958196,2757689],[1232200,1749855,2680434],[1232350,1745090,2679467],[1238908,1999492,2769268],[1271380,2249647,2777821],[1282109,1798591,2699339],[1282259,2258771,2780904],[1286055,2441248,2781871],[1288504,2046238,2783057],[1303585,1820067,2708258],[1303735,2058644,2787173],[1307531,2063409,2788140],[1317953,2074038,2792055],[1361771,1869926,2726961],[1412276,2354416,2810954],[1414365,1923664,2647994],[1414515,2355437,2811554],[1414820,2154299,2520816],[1418319,2156760,2812561],[1427430,1936126,2748927],[1427580,1931361,2747960],[1434138,2168921,2816068],[1444867,1953150,2755474],[1445017,2178909,2819151],[1448813,2183674,2820118],[1451262,2186494,2667817],[1514236,2014245,2773318],[1514386,2009480,2772351],[1527221,2025653,2776631],[1527371,2250668,2834252],[1539762,2253497,2834764],[1544316,2257404,2589374],[1544933,1800926,2587633],[1545005,2442423,2835533],[1545155,2440090,2835570],[1548921,2260427,2836362],[1558147,2048656,2784090],[1575794,2281154,2841641],[1577883,2071793,2714256],[1578033,2465847,2842241],[1578338,2285469,2608878],[1581837,2287930,2716775],[1613783,2101787,2798756],[1613933,2092028,2796646],[1644193,2122514,2804035],[1650711,2131316,2806251],[1652879,2344590,2852818],[1656988,2346923,2853369],[1668620,2349408,2645906],[1669227,2349540,2853763],[1673680,2353133,2649784],[1674128,1674141,2518261],[1689593,2165909,2749757],[1689743,2371797,2858365],[1690048,2373171,2534220],[1702134,2374626,2754552],[1706688,2378533,2666346],[1707305,1955485,2664605],[1707377,2541718,2859646],[1707527,2539385,2859683],[1736032,2202869,2824167],[1738200,2197919,2823222],[1742309,2200252,2823773],[1773898,2234885,2774148],[1774048,2225126,2828769],[1774353,2226500,2413694],[1777415,2236352,2831313],[1779599,2432370,2692160],[1780206,2432502,2867639],[1781295,2427962,2775839],[1795479,2436621,2868306],[1795546,2436900,2698380],[1810066,2262486,2783313],[1812234,2455000,2871341],[1815654,2457977,2601254],[1816271,2055522,2706870],[1816343,2457333,2871892],[1816493,2596456,2871929],[1827975,2459818,2712168],[1833035,2463543,2716046],[1833483,1833496,2606323],[1860536,2302768,2845534],[1862720,2298517,2724110],[1863327,2298649,2844867],[1864416,2483010,2797964],[1891702,2326097,2803258],[1893870,2321147,2848569],[1897290,2324124,2494229],[1897907,2129380,2736170],[1897979,2323480,2849120],[1898129,2636696,2849157],[1901104,2333936,2737047],[1903091,2511172,2878714],[1903158,2511451,2737607],[1904235,2507437,2737934],[1918515,2515327,2742799],[1929533,2529167,2656280],[1931974,2357481,2812913],[1933725,2159789,2749183],[1934158,2531665,2748295],[1934765,2531797,2881520],[1935854,2527257,2814086],[1938071,2534528,2660158],[1938519,1938532,2655820],[1950105,2536195,2754515],[1969158,2387043,2821964],[1981132,2394801,2763867],[1983119,2390646,2861620],[1983186,2390925,2764427],[1984263,2556550,2764754],[1997287,2406731,2826421],[2007652,2408641,2562613],[2010093,2415390,2828914],[2011844,2228765,2773574],[2012277,2411139,2772686],[2012884,2411271,2864426],[2013973,2573340,2830087],[2016190,2414002,2566491],[2016638,2016651,2690431],[2019387,2577693,2691825],[2021633,2581396,2775515],[2022697,2578114,2775802],[2043146,2442727,2442740],[2046948,2597318,2707299],[2048960,2048973,2705956],[2049233,2444346,2783803],[2050230,2262650,2784820],[2051220,2599234,2888836],[2051287,2599513,2784363],[2052364,2595499,2784690],[2076637,2288020,2717041],[2076859,2609843,2609856],[2081845,2470668,2611085],[2084158,2470810,2843880],[2093402,2301072,2799012],[2095521,2620894,2723775],[2097767,2474371,2797640],[2098831,2621315,2797927],[2110510,2488474,2800735],[2111117,2488606,2847311],[2120309,2323784,2323797],[2120806,2490293,2626559],[2122818,2122831,2735256],[2123091,2496364,2803748],[2124088,2326261,2804765],[2125078,2492209,2876349],[2125145,2492488,2804308],[2126222,2635739,2804635],[2131904,2639598,2737334],[2153692,2520487,2520670],[2157589,2656441,2656509],[2159460,2159643,2654665],[2160959,2358061,2748859],[2161889,2658368,2813762],[2162953,2655086,2814049],[2181273,2375436,2755730],[2183402,2542022,2542035],[2186067,2186080,2667488],[2187701,2544146,2860930],[2190919,2545931,2668841],[2193062,2546084,2822365],[2198583,2389872,2392548],[2200556,2200569,2766091],[2200896,2392666,2825365],[2203457,2677040,2764154],[2212001,2214943,2560998],[2217256,2561140,2863439],[2217323,2561419,2826972],[2225893,2413365,2413548],[2226565,2562774,2562842],[2228436,2228619,2689276],[2229935,2415970,2773250],[2230865,2564701,2829763],[2231929,2689697,2830050],[2236932,2692724,2692792],[2252042,2434925,2776887],[2254161,2586580,2589256],[2257471,2589640,2589798],[2262916,2263074,2705860],[2278949,2457637,2457650],[2281458,2281471,2713646],[2282728,2460114,2790299],[2284862,2608549,2608732],[2289512,2610758,2843854],[2292008,2611984,2612052],[2296019,2472283,2845416],[2299237,2473665,2476013],[2300743,2300926,2726008],[2301380,2476161,2798688],[2303348,2724674,2724742],[2310929,2623335,2875659],[2311503,2314147,2625120],[2316290,2625273,2847712],[2318869,2321811,2491435],[2324191,2494495,2494653],[2326527,2326685,2735160],[2345254,2510398,2513074],[2347227,2347240,2739271],[2347567,2513192,2807449],[2350128,2647288,2649636],[2372564,2533891,2534074],[2375107,2375290,2663552],[2376606,2536496,2755406],[2378600,2666612,2666770],[2382761,2382829,2668554],[2388730,2547370,2823952],[2391226,2548261,2550154],[2392932,2393090,2765995],[2402134,2679140,2863413],[2402253,2404630,2680366],[2409215,2411859,2563995],[2429872,2579308,2831195],[2433090,2580690,2583038],[2434596,2434779,2694058],[2435233,2583186,2776563],[2437201,2699271,2701164],[2452722,2455664,2598460],[2458044,2601520,2601678],[2460380,2460538,2713550],[2472444,2472512,2613467],[2484324,2484392,2726674],[2490412,2492789,2627450],[2509256,2641037,2806036],[2511752,2641928,2643821],[2513458,2513616,2739175],[2529741,2532385,2657662],[2579469,2579537,2694207],[2597437,2599814,2708190] ] cell #5267 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917342,2159271],[997370,2228247],[1084546,2300554],[1183641,2374918],[1206137,2389788],[1243901,2413176],[1276373,2434407],[1334866,2473403],[1368509,2491351],[1401367,2510314],[1417269,2520298],[1439131,2533702],[1492388,2560914],[1498384,2563733],[1531242,2580428],[1542893,2586496],[1564885,2598376],[1580787,2608360],[1621843,2624858],[1671752,2647026],[1674553,2518389],[1687618,2654581],[1693614,2657400],[1705265,2663468],[1711291,2381552],[1771923,2689192],[1784385,2693974],[1800834,2587326],[1813670,2705598],[1828580,2459946],[1831107,2713288],[1833908,2606451],[1867506,2725924],[1895306,2734898],[1904840,2507565],[1907301,2738913],[1938944,2655948],[1950036,2535888],[1955393,2664298],[1984868,2556678],[1987329,2765733],[2017063,2690559],[2018721,2775005],[2022628,2577807],[2052969,2595627],[2055430,2706563],[2066643,2603370],[2094855,2797130],[2098762,2621008],[2126827,2635867],[2129288,2735863],[2131182,2637160],[2134908,2639732],[2158977,2746951],[2162884,2654779],[2202735,2674602],[2206461,2677174],[2227953,2771342],[2231860,2689390],[2236630,2690972],[2262352,2703422],[2266078,2705994],[2294107,2794270],[2303046,2722922],[2325963,2732722],[2329689,2735294],[2357759,2747107],[2386909,2760536],[2415668,2771498],[2471088,2794596], [747913,1989842,2678805],[869232,2112864,2729382],[957197,1465478,2548310],[961143,2199073,2762346],[1047962,2271504,2786511],[1079551,2091003,2796066],[1111756,1628236,2627499],[1115702,1884675,2730992],[1116171,1633284,2629729],[1143468,1660708,2641977],[1147414,2345744,2809146],[1205999,1975885,2762417],[1232198,1749851,2680415],[1238906,1999488,2768797],[1242826,1760482,2684321],[1271378,2249643,2833672],[1282107,1798587,2699320],[1286053,2441244,2835744],[1303583,1820063,2708239],[1307529,2063405,2788121],[1307998,1825111,2710469],[1361769,1869922,2726490],[1368371,1879912,2729453],[1401229,2145314,2809217],[1412274,2354412,2854586],[1414363,1923660,2647975],[1427428,1936122,2748908],[1434136,2168917,2815597],[1438056,1946753,2752814],[1444865,1953146,2755455],[1448811,2183670,2820099],[1449280,1958194,2757685],[1492250,1745088,2678876],[1514234,2014241,2773299],[1527219,2025649,2776612],[1542755,2258769,2835815],[1544931,2041400,2587632],[1545003,2442419,2869195],[1548919,2260423,2836343],[1549388,2046236,2783053],[1558145,2048652,2783619],[1564747,2058642,2786582],[1575792,2281150,2841170],[1577881,2071789,2714237],[1579712,2074036,2792027],[1613781,2101783,2798737],[1644191,2122510,2803564],[1650709,2131312,2806232],[1656986,2346919,2853116],[1669225,2349536,2853744],[1674126,1923837,2518259],[1674415,2355435,2854848],[1674747,2154297,2650345],[1678398,2156758,2812533],[1687480,1931359,2747369],[1689591,2165905,2749738],[1705127,2178907,2818560],[1707303,2181656,2664604],[1707375,2541714,2883076],[1711760,2186492,2759052],[1736030,2202865,2824148],[1742307,2200248,2823520],[1771785,2009478,2771760],[1773896,2234881,2774129],[1777413,2236324,2831324],[1780204,2432498,2867620],[1784247,2250666,2833934],[1795477,2436593,2868317],[1796194,2253495,2834736],[1800582,2257402,2701748],[1801394,2440088,2868869],[1810064,2262482,2783294],[1816269,2269100,2706869],[1816341,2457329,2871639],[1833481,2071966,2606321],[1833770,2465845,2873371],[1834102,2285467,2716607],[1837753,2287928,2792992],[1860534,2302740,2845545],[1863325,2298645,2844848],[1867368,2092026,2796328],[1891700,2326093,2803239],[1897905,2332711,2736169],[1897977,2323476,2848867],[1901103,2333917,2736636],[1903089,2511144,2878725],[1903806,2344588,2852790],[1918514,2515308,2810256],[1918664,2349406,2743095],[1923425,2353132,2745667],[1931972,2357453,2812924],[1933723,2358622,2749182],[1934763,2531793,2881501],[1938517,2166082,2655818],[1938806,2371795,2858047],[1939138,2373169,2660719],[1950753,2374624,2818142],[1955141,2378531,2757883],[1955953,2539383,2882750],[1969156,2387039,2821945],[1981131,2394782,2763456],[1983117,2390618,2861631],[1983834,2197917,2823194],[2010091,2415362,2828925],[2011842,2416531,2773573],[2012882,2411267,2864407],[2016636,2235058,2690429],[2016925,2225124,2828451],[2017257,2226498,2567052],[2021632,2581377,2833227],[2021782,2432368,2778103],[2023345,2427960,2831876],[2036490,2436899,2780051],[2048958,2263309,2705954],[2049232,2444327,2783392],[2050228,2444896,2784825],[2051218,2599206,2888847],[2051935,2454998,2871313],[2055178,2457975,2710667],[2055990,2596454,2889270],[2066793,2459816,2789851],[2071554,2463542,2792423],[2076635,2466564,2717040],[2084156,2470782,2843891],[2093400,2476722,2799011],[2097766,2474352,2795621],[2097916,2298515,2720974],[2099479,2483008,2846097],[2111115,2488602,2847292],[2122816,2326920,2735254],[2123090,2496345,2803337],[2124086,2496914,2804770],[2125076,2492181,2876360],[2125793,2321145,2848541],[2129036,2324122,2629927],[2129848,2636694,2876783],[2134120,2511450,2808682],[2135058,2507435,2807336],[2158020,2529165,2750638],[2159458,2358492,2654663],[2160958,2522794,2748846],[2161888,2658349,2857340],[2162038,2531663,2816350],[2163601,2527255,2855989],[2165670,2534527,2753210],[2176746,2536194,2818298],[2181271,2537057,2755729],[2186065,2381729,2667486],[2187699,2543493,2860939],[2193061,2546065,2822172],[2200554,2393325,2766089],[2200894,2550738,2825370],[2205673,2390924,2761882],[2206611,2556548,2825252],[2217254,2561112,2863450],[2217971,2406729,2826393],[2226996,2408639,2682145],[2228434,2416401,2689274],[2229934,2568877,2773237],[2230864,2564682,2827744],[2231014,2411137,2769550],[2232577,2573338,2865656],[2234646,2414001,2684717],[2237363,2577691,2776084],[2240150,2578113,2832202],[2252040,2583747,2776886],[2258119,2442725,2590033],[2261619,2597317,2786320],[2262915,2445202,2705859],[2265290,2599512,2839369],[2266228,2595497,2838023],[2281456,2460773,2713644],[2282726,2603939,2790304],[2288488,2609841,2717434],[2289511,2610232,2843841],[2292439,2470666,2718955],[2296017,2613763,2845425],[2300741,2476592,2726006],[2301379,2616335,2798675],[2303779,2620892,2798209],[2306566,2621314,2846423],[2310927,2622682,2875668],[2316289,2625254,2847519],[2316439,2488472,2800417],[2323782,2324839,2494888],[2325230,2490292,2729191],[2326526,2497220,2735159],[2328901,2492487,2801763],[2329839,2635737,2850599],[2334792,2639597,2807074],[2347225,2513851,2739269],[2347565,2644405,2807454],[2353282,2520485,2650215],[2356884,2656428,2750567],[2361279,2655085,2856315],[2375105,2536927,2663550],[2376605,2662544,2755393],[2379248,2542020,2667005],[2382748,2543422,2668143],[2385544,2545930,2760274],[2388729,2671071,2823939],[2389870,2391657,2550622],[2392931,2551044,2765994],[2395657,2677039,2824990],[2402133,2678614,2863400],[2402721,2405061,2560996],[2407060,2561418,2826719],[2413363,2414151,2566922],[2414793,2562761,2682074],[2419188,2689696,2865982],[2423499,2692711,2776013],[2429870,2694503,2831204],[2434594,2583617,2694056],[2435232,2697075,2776550],[2437632,2586578,2701632],[2440419,2589639,2702054],[2457635,2458692,2601913],[2460379,2604245,2713549],[2463692,2608547,2716477],[2469660,2611971,2718884],[2472431,2613692,2719994],[2473664,2475227,2616200],[2478547,2724661,2798138],[2484311,2622611,2726263],[2485068,2487107,2625119],[2490880,2491433,2493220],[2494494,2495219,2630233],[2509255,2739564,2806023],[2510396,2512183,2644289],[2513457,2644711,2739174],[2516183,2647287,2745532],[2533889,2534677,2660589],[2539714,2666611,2758189],[2548248,2549616,2672810],[2558219,2559990,2680353],[2563518,2563994,2565557],[2579456,2694432,2777123],[2580689,2582252,2696940],[2585572,2699258,2781790],[2597905,2598458,2600245],[2601519,2602244,2710973],[2627034,2627437,2628805],[2641915,2643283,2741303],[2657185,2657661,2659224],[2707774,2708177,2709545] ] cell #5268 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [590446],[713674],[809262],[885396],[918057],[998085],[1037795],[1064126],[1085261],[1120916],[1162818],[1184356],[1211112],[1244616],[1248139],[1277088],[1312743],[1335450],[1340370],[1373484],[1406342],[1417984],[1439846],[1443369],[1466037],[1498968],[1503888],[1531826],[1536746],[1547868],[1569860],[1581502],[1596000],[1622427],[1628795],[1661267],[1672336],[1677256],[1694198],[1699118],[1710240],[1712006],[1750410],[1756115],[1787827],[1799146],[1801418],[1814254],[1820622],[1831691],[1836611],[1837777],[1874518],[1895890],[1907885],[1921540],[1924219],[1936681],[1942386],[1950777],[1953705],[1955977],[1959777],[1987913],[2014800],[2023369],[2026208],[2041294],[2053248],[2056014],[2067336],[2069669],[2072348],[2099503],[2102342],[2127106],[2129872],[2135601],[2137824],[2163625],[2166464],[2176555],[2181550],[2207154],[2209377],[2232601],[2235440],[2236809],[2239959],[2266771],[2268994],[2303225],[2306375],[2330382],[2332605],[2334061],[2357938],[2361088],[2394926],[2415847],[2418997],[2444471],[2471267],[2496489],[2546209] ] cell #5269 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917327,1681788],[997355,1766093],[1084531,1855865],[1183626,1952364],[1206122,1972313],[1243886,2005422],[1276358,2034595],[1334854,2087243],[1368494,2114272],[1401352,2141742],[1417254,2155914],[1439116,2174851],[1492373,2215979],[1498372,2220341],[1531230,2245883],[1542878,2255197],[1564870,2272912],[1580772,2287084],[1621831,2314671],[1671740,2350652],[1674538,2352853],[1687603,2362650],[1693602,2367012],[1705250,2376326],[1711276,2185914],[1771908,2420559],[1784370,2428800],[1800822,2439589],[1813658,2448524],[1828565,2280521],[1831095,2461062],[1833893,2463263],[1867491,2483848],[1895294,2500542],[1904825,2339453],[1907289,2507893],[1938929,2528095],[1949876,2374125],[1955381,2538884],[1984853,2400318],[1987317,2557006],[2017048,2574178],[2018709,2574887],[2022468,2427461],[2052954,2449863],[2055418,2595955],[2066510,2459504],[2094843,2618088],[2098602,2482509],[2126812,2501881],[2129276,2636195],[2130982,2504497],[2134775,2507123],[2158965,2651859],[2162724,2526756],[2202535,2553610],[2206328,2556236],[2227941,2686470],[2231700,2572839],[2236463,2575570],[2262152,2592559],[2265945,2595185],[2294095,2719394],[2302879,2618771],[2325763,2632799],[2329556,2635425],[2357592,2652542],[2386709,2670671],[2415501,2687153],[2470921,2719674], [976548,1486558,2211509],[1110261,1627454,2318377],[1116418,1633269,2322847],[1205559,1465497,2195860],[1206024,1975873,2390282],[1209947,1729302,2392056],[1242851,1760470,2412383],[1243622,2004830,2226483],[1302088,1819281,2452230],[1308245,1825096,2456700],[1335249,1854930,2474029],[1367931,1628255,2319088],[1368396,1879900,2491845],[1372165,2117307,2323962],[1372319,1632706,2493619],[1400789,1660727,2342531],[1401254,2145302,2510808],[1405177,1915573,2512582],[1414455,1923825,2518059],[1438081,1946741,2532909],[1438852,2174259,2373154],[1449527,1958179,2541085],[1451324,2186405,2186477],[1491810,1749870,2405460],[1492275,1745076,2403686],[1495392,2218352,2408041],[1498767,1755478,2564359],[1502550,2223618,2413868],[1531625,2033660,2581054],[1542315,1798606,2438031],[1542780,2258757,2586990],[1544916,2041419,2587465],[1545165,2440076,2588527],[1546703,2043711,2588764],[1549635,2046221,2590873],[1564307,1820082,2452941],[1564772,2058630,2598870],[1568541,2275947,2457815],[1568695,1824533,2600644],[1577973,2071954,2606121],[1579737,2074024,2607567],[1580508,2285452,2286492],[1581847,2287783,2287916],[1586872,2291064,2469039],[1616839,1622226,2485909],[1625318,2317311,2489788],[1672135,2154979,2647652],[1673975,1923679,2517947],[1674440,2355423,2648840],[1678423,2156746,2650673],[1679194,2154282,2356794],[1687040,1936141,2525986],[1687505,1931347,2524212],[1689683,2166070,2655618],[1690622,2365023,2528567],[1693997,1941749,2658026],[1697780,2370289,2534394],[1702144,2373829,2374612],[1704687,1953165,2537326],[1705152,2178895,2663962],[1707288,2181675,2664437],[1707537,2539371,2665499],[1708921,2378371,2379361],[1709075,1957616,2665736],[1716020,2384346,2544547],[1726141,2196424,2548995],[1746987,2406024,2559369],[1752956,2218783,2562440],[1771345,2014260,2572069],[1771810,2009466,2570295],[1773988,2235046,2690229],[1778699,2424917,2576064],[1781305,2426454,2427948],[1783807,2025668,2578534],[1784272,2250654,2697940],[1796219,2253483,2698828],[1801217,2259785,2700856],[1805065,2257242,2442905],[1805219,2045658,2702475],[1808666,1814053,2592934],[1811165,2263297,2703861],[1816254,2269119,2706702],[1816503,2596442,2711868],[1817145,2451164,2596813],[1828115,2459073,2459616],[1831490,2069032,2713914],[1833330,2071808,2606009],[1833795,2465833,2715102],[1835273,2463409,2464339],[1841839,2292838,2610912],[1851699,2297283,2614817],[1861820,2479965,2619265],[1864426,2481502,2482996],[1866928,2101802,2621735],[1867393,2092014,2617200],[1871690,2487951,2623736],[1881811,2319652,2628184],[1885496,2120319,2494876],[1890302,1895689,2633174],[1892801,2326908,2733161],[1897890,2332730,2736002],[1898139,2631128,2636682],[1899894,2131331,2637236],[1902291,2504872,2638214],[1903831,2344576,2740873],[1904375,2506060,2507235],[1907684,2146330,2742425],[1912412,2343095,2642662],[1918986,2349206,2515163],[1919208,2149351,2743171],[1927833,2352999,2520990],[1933258,2358292,2653036],[1933708,2358641,2747445],[1935864,2525749,2527243],[1938366,2165924,2655506],[1938831,2371783,2754075],[1939227,2365454,2656107],[1950228,2535549,2536027],[1955776,2380914,2756991],[1960259,2381717,2758722],[1961441,2543973,2668306],[1972459,2389387,2671751],[1976901,1987712,2673932],[1978360,2393313,2762856],[1979922,2202884,2674678],[1982319,2553985,2675656],[1983859,2197905,2672380],[1984403,2555173,2556348],[1991396,2560513,2679294],[2001256,2409905,2683199],[2004380,2226033,2566722],[2011377,2416201,2687647],[2011827,2416550,2771836],[2013983,2571832,2573326],[2016485,2234900,2690117],[2016950,2225112,2685582],[2018222,2236451,2690860],[2020569,2426691,2691652],[2022104,2432168,2576540],[2022326,2248084,2778179],[2022820,2576915,2577946],[2030429,2431136,2695557],[2036300,2252996,2779939],[2036767,2436732,2584933],[2040550,2438595,2700005],[2043156,2261244,2590021],[2048023,2262501,2703498],[2050068,2445023,2783507],[2050420,2445035,2704476],[2051960,2454986,2787629],[2052504,2594122,2595297],[2055813,2277500,2789181],[2060541,2453505,2708924],[2064226,2278959,2601901],[2071531,2460761,2790290],[2076620,2466583,2793131],[2076799,2076869,2717422],[2085685,2472110,2720157],[2089444,2098460,2721050],[2092935,2476392,2722522],[2093385,2476741,2796404],[2094356,2302867,2722810],[2096703,2481739,2723602],[2098238,2298315,2619741],[2098954,2620116,2621147],[2103400,2622356,2623162],[2114418,2490950,2729871],[2117659,2324314,2630066],[2118860,2129671,2732052],[2121881,2326112,2732798],[2123926,2497041,2803452],[2124278,2497053,2733776],[2125818,2321133,2730500],[2126362,2634362,2635537],[2130870,2334010,2637640],[2133930,2344089,2808570],[2134397,2511283,2638617],[2141888,2509913,2740244],[2147789,2513839,2809656],[2147836,2349094,2645733],[2151748,2517027,2744149],[2153832,2356344,2650015],[2158478,2357580,2746995],[2160825,2522887,2747787],[2162360,2531463,2653512],[2162582,2369213,2816426],[2163076,2653887,2654918],[2170685,2530431,2751692],[2173809,2372704,2660389],[2180806,2536727,2756140],[2181256,2537076,2818636],[2183412,2184491,2666993],[2192782,2387058,2760612],[2197418,2205483,2761770],[2200734,2550865,2823408],[2201086,2550877,2763136],[2202423,2394875,2675082],[2205950,2390757,2676059],[2217996,2406717,2767970],[2222542,2231558,2769626],[2227454,2415489,2771386],[2229801,2568970,2772178],[2231336,2410937,2688123],[2232052,2688498,2689529],[2239144,2432056,2691987],[2244325,2579135,2777286],[2251575,2583417,2779651],[2252025,2583766,2834010],[2255343,2586095,2780731],[2257594,2443257,2701887],[2262040,2444420,2703902],[2265100,2454499,2839257],[2265567,2599345,2704879],[2273058,2597975,2787000],[2276299,2458167,2710806],[2282566,2604066,2841058],[2282918,2604078,2790905],[2285002,2286042,2716277],[2293608,2470909,2794484],[2295419,2614117,2844400],[2298203,2305560,2723937],[2301246,2616428,2796473],[2316010,2316983,2800493],[2316761,2488272,2728791],[2320646,2328711,2801651],[2325651,2496438,2733202],[2329178,2492320,2734179],[2347405,2644532,2853004],[2347757,2644544,2809936],[2360273,2531351,2748122],[2376472,2662637,2818978],[2378723,2379713,2758022],[2383971,2543847,2821497],[2386597,2546158,2760681],[2388225,2671345,2822590],[2406230,2406870,2826607],[2407337,2561251,2768250],[2410825,2418182,2772513],[2429272,2694857,2867172],[2435099,2697168,2834079],[2468545,2610506,2793666],[2484199,2485534,2846844],[2488160,2488754,2800562],[2508751,2739838,2852186],[2557765,2558875,2825789] ] cell #5270 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162830,1681580],[1248151,1765885],[1340382,1855657],[1443381,1952156],[1466049,1972243],[1503900,2005214],[1536758,2034387],[1596071,2087383],[1628807,2114202],[1661279,2141672],[1677268,2155706],[1699130,2174643],[1750422,2215909],[1756186,2220481],[1787898,2246023],[1799158,2255127],[1820634,2272842],[1836623,2286876],[1874589,2314811],[1921611,2350792],[1924231,2352783],[1936693,2362580],[1942457,2367152],[1953717,2376256],[1959789,2381641],[2014812,2420489],[2026220,2428730],[2041365,2439729],[2053319,2448664],[2067348,2460035],[2069740,2461202],[2072360,2463193],[2102354,2483778],[2127177,2500682],[2135613,2507654],[2137895,2508033],[2166476,2528025],[2176561,2535986],[2181621,2539024],[2207166,2556767],[2209448,2557146],[2235452,2574108],[2236880,2575688],[2239965,2577905],[2266783,2595716],[2269065,2596095],[2279003,2603431],[2303296,2618889],[2306381,2621106],[2330394,2635956],[2332676,2636335],[2334067,2637854],[2337147,2639793],[2358009,2652660],[2361094,2654877],[2394932,2675296],[2398012,2677235],[2415918,2687271],[2419003,2689488],[2423112,2691516],[2444477,2704116],[2447557,2706055],[2471338,2719792],[2478160,2723466],[2496495,2733416],[2499575,2735355],[2522407,2747651],[2546215,2760895],[2568490,2772042],[2612476,2794867], [1226212,1486350,1989746],[1366722,1627246,2112768],[1373113,1885246,2118092],[1465567,1724890,2195989],[1465943,1972972,2196112],[1469859,1729094,2198977],[1502813,2004155,2223736],[1503632,2224456,2414706],[1563098,1819073,2271408],[1569489,2063976,2276732],[1596384,1851864,2297033],[1628325,1880560,2319217],[1628701,2114931,2319340],[1632467,2322153,2495034],[1632617,1884764,2322205],[1660797,1911161,2342660],[1661173,2142401,2342783],[1665089,1915365,2345648],[1674352,2152711,2518149],[1698043,2173584,2370407],[1698862,2371127,2535232],[1709869,2184241,2380146],[1711833,2382049,2382123],[1749940,1994480,2405589],[1750316,1991909,2405712],[1753364,2407922,2562654],[1756499,2001421,2409655],[1760181,2412204,2567201],[1788211,2030594,2430886],[1798676,2039299,2438160],[1799052,2255856,2438283],[1801154,2256591,2587549],[1801405,2439947,2440009],[1802968,2043503,2441148],[1806013,2260994,2443690],[1820152,2059290,2453070],[1820528,2273571,2453193],[1824294,2456006,2602059],[1824444,2063494,2456058],[1833707,2283881,2606211],[1835536,2285817,2464457],[1836355,2464247,2465177],[1837764,2466407,2466529],[1842247,2468920,2611126],[1871855,1874902,2487701],[1877852,2489687,2626577],[1921924,2151913,2516777],[1923749,2152581,2518076],[1924125,2353512,2518199],[1928096,2356119,2521108],[1928915,2353837,2521828],[1936211,2163909,2526115],[1936587,2161338,2526238],[1938743,2364090,2655708],[1939635,2528448,2656321],[1942770,2170850,2530181],[1946452,2532730,2660868],[1950764,2535815,2536444],[1953235,2179555,2537455],[1953611,2376985,2537578],[1955713,2377720,2664521],[1955964,2539242,2539304],[1957377,2539529,2540391],[1957527,2183759,2540443],[1963930,2544446,2668859],[1972867,2389935,2671965],[1991804,2561061,2679508],[1997341,2408247,2681779],[2014330,2232885,2572198],[2014706,2230314,2572321],[2016862,2421999,2690319],[2020977,2575945,2691866],[2023356,2577181,2578363],[2025738,2242831,2578663],[2026114,2435612,2578786],[2037095,2437149,2585051],[2041678,2257759,2587594],[2045419,2440234,2590179],[2045569,2260512,2590231],[2050585,2053632,2594726],[2050956,2445452,2704594],[2055750,2450327,2706786],[2056001,2596313,2596375],[2056582,2596712,2707317],[2066918,2603106,2603520],[2070053,2283083,2604839],[2071878,2283751,2606138],[2072254,2463922,2606261],[2073735,2606600,2607388],[2079713,2470274,2718098],[2088174,2473710,2720710],[2097111,2619146,2723816],[2099490,2620382,2621564],[2101872,2309247,2621864],[2102248,2301759,2621987],[2105889,2625165,2726979],[2114826,2491498,2730085],[2118195,2324850,2630483],[2124443,2127490,2634966],[2124814,2497470,2733894],[2129608,2502345,2736086],[2129859,2636553,2636615],[2131401,2334405,2637906],[2133359,2638113,2737352],[2134725,2511700,2638735],[2135183,2638992,2639882],[2138208,2347922,2640569],[2142296,2510461,2740458],[2148332,2515458,2645947],[2148542,2349625,2645999],[2156457,2518538,2650494],[2161233,2522944,2748001],[2161663,2523282,2748053],[2163612,2654153,2655335],[2165994,2363960,2655635],[2166370,2534907,2655758],[2166770,2528773,2750272],[2176847,2661804,2662157],[2181934,2378888,2664566],[2186291,2542525,2758812],[2187307,2668484,2759362],[2196451,2548227,2761560],[2201251,2209761,2678011],[2201622,2551294,2763254],[2202954,2395270,2675348],[2204912,2675555,2764172],[2206278,2391174,2676177],[2206736,2676434,2677324],[2212811,2680332,2766674],[2221272,2564040,2769286],[2224026,2414276,2684867],[2230209,2569027,2772392],[2230639,2569365,2772444],[2232588,2688764,2689946],[2234970,2421869,2690246],[2235346,2414381,2690369],[2236422,2423110,2691373],[2238353,2577299,2775227],[2239640,2581527,2692201],[2239850,2432587,2692253],[2240251,2692460,2693216],[2246814,2580735,2777839],[2252123,2436691,2698255],[2252489,2585185,2698398],[2255751,2586643,2780945],[2258130,2443793,2702304],[2262571,2444815,2704168],[2264243,2591839,2783965],[2264529,2591841,2784108],[2265895,2599762,2704997],[2266353,2705254,2706144],[2269378,2458332,2706831],[2273466,2598523,2787214],[2276835,2458703,2711223],[2283454,2604495,2791023],[2288248,2609370,2793215],[2288425,2288499,2717355],[2295625,2613397,2795154],[2298734,2306266,2724203],[2301654,2616485,2796687],[2302084,2616823,2796739],[2302838,2478158,2723323],[2304769,2620500,2797352],[2306056,2474502,2724151],[2306667,2724410,2725166],[2310535,2726095,2726604],[2319679,2627416,2801441],[2322439,2495320,2731435],[2324479,2332989,2736131],[2326182,2496833,2733468],[2327854,2632079,2803910],[2328140,2632081,2804053],[2329506,2492737,2734297],[2329964,2734554,2735444],[2333978,2503329,2736977],[2336453,2511242,2737482],[2336819,2642896,2737625],[2343122,2641894,2808360],[2348293,2644961,2810054],[2348332,2515369,2742729],[2351583,2647333,2810972],[2353407,2521398,2745817],[2357551,2522405,2747508],[2359482,2651941,2813474],[2360769,2658499,2748336],[2360979,2531882,2748388],[2361380,2748595,2749351],[2367943,2657707,2816086],[2370697,2534802,2753360],[2376880,2662694,2819192],[2377310,2663032,2819244],[2379259,2380249,2758439],[2387128,2546553,2760947],[2390716,2397318,2764302],[2393471,2673313,2823648],[2393757,2673315,2823791],[2394843,2552442,2763797],[2397684,2549229,2764445],[2407665,2561668,2768368],[2411356,2418888,2772779],[2415460,2568488,2771899],[2417391,2686552,2829475],[2418678,2564832,2772727],[2419289,2772986,2773742],[2425218,2581438,2775445],[2429478,2694137,2832760],[2435507,2697225,2834293],[2435937,2697563,2834345],[2438622,2699237,2834958],[2440520,2590465,2782295],[2444388,2591391,2783733],[2446863,2599304,2784238],[2447229,2709158,2784381],[2453532,2708156,2839047],[2456292,2602345,2788564],[2461707,2712819,2841516],[2461993,2712821,2841659],[2463817,2464747,2792573],[2470880,2612474,2794724],[2472324,2720256,2844415],[2474413,2480266,2797570],[2476871,2721830,2845198],[2488691,2489460,2800828],[2489250,2625404,2800776],[2492279,2498881,2804183],[2496406,2631631,2803678],[2499247,2628418,2804326],[2513997,2741806,2853244],[2514283,2741808,2853387],[2524513,2658410,2813692],[2537917,2755045,2859071],[2539815,2540677,2820542],[2544187,2668405,2821512],[2546126,2669979,2822295],[2547388,2761303,2861357],[2561210,2561736,2826847],[2562102,2680858,2826990],[2564743,2570596,2829693],[2579349,2777385,2867187],[2583896,2778959,2867970],[2610776,2717841,2843617],[2622455,2623376,2846859],[2625315,2625788,2847642],[2641055,2808103,2878451],[2678423,2679158,2863176] ] cell #5271 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037748,1808526],[1120869,1890162],[1211065,1976761],[1312696,2068892],[1335403,2087722],[1373437,2118720],[1406295,2146190],[1465508,2195889],[1498921,2220820],[1531779,2246362],[1547821,2259645],[1569813,2277360],[1622380,2315150],[1628266,2319117],[1660738,2342560],[1672289,2351131],[1694151,2367491],[1710193,2380774],[1749881,2405489],[1798617,2438060],[1801371,2440068],[1814207,2449003],[1820093,2452970],[1831644,2461541],[1837730,2287908],[1895843,2501021],[1907838,2508372],[1923690,2517976],[1936152,2526015],[1950730,2374604],[1953176,2537355],[1955930,2539363],[1987866,2557485],[2014271,2572098],[2023322,2427940],[2025679,2578563],[2055967,2596434],[2066539,2459533],[2071819,2606038],[2099456,2482988],[2101813,2621764],[2129825,2636674],[2131342,2637265],[2134804,2507152],[2163578,2527235],[2165935,2655535],[2176533,2535958],[2202895,2674707],[2206357,2556265],[2232554,2573318],[2234911,2690146],[2236492,2575599],[2239937,2577877],[2262512,2703527],[2265974,2595214],[2302908,2618800],[2306353,2621078],[2326123,2732827],[2329585,2635454],[2334039,2637826],[2357621,2652571],[2361066,2654849],[2387069,2760641],[2394904,2675268],[2415530,2687182],[2418975,2689460],[2444449,2704088],[2470950,2719703],[2496467,2733388],[2546187,2760867], [859018,1616699,2311113],[987156,1755338,2408825],[993030,1761019,2412862],[1079579,2091033,2474058],[1083448,1854790,2475623],[1115730,1884705,2493648],[1173427,1941609,2529351],[1179301,1947290,2533388],[1205976,1975865,2548848],[1238934,1999518,2564388],[1242803,1760462,2565953],[1271406,2249673,2581083],[1275275,2033520,2582648],[1307557,2063435,2600673],[1318570,2074573,2608046],[1334846,1334914,2296835],[1361797,1869952,2485938],[1368348,1879892,2628037],[1374256,2118161,2324816],[1401206,2145294,2642515],[1412302,2354442,2647681],[1416171,2154839,2649246],[1418936,2157295,2651152],[1434164,2168947,2658055],[1438033,1946733,2659620],[1448839,2183700,2665765],[1492227,1745068,2559222],[1498364,1498432,2409457],[1503735,2223647,2413897],[1531222,1531290,2430688],[1542732,2258749,2699858],[1544959,2041430,2587494],[1545031,2442449,2700885],[1548640,2258096,2443759],[1548947,2260453,2702504],[1558173,2048682,2592963],[1564724,2058622,2708777],[1570632,2276801,2458669],[1575820,2281180,2713943],[1579689,2074016,2715508],[1582454,2288391,2288465],[1621823,1621891,2487503],[1625448,2317340,2489817],[1633529,2322125,2495006],[1644219,2122540,2633203],[1657014,2346949,2742454],[1669253,2349566,2743200],[1671732,1671800,2516579],[1674318,1923885,2648097],[1674392,2355415,2744899],[1674581,2518419,2649038],[1677103,2353028,2521019],[1678375,2156738,2746306],[1687457,1931339,2652889],[1693594,1693662,2529983],[1698965,2370318,2534423],[1705104,2178887,2755993],[1707331,2181686,2664466],[1707403,2541744,2757020],[1711012,2379225,2380215],[1711319,2381455,2381582],[1716150,2384375,2544576],[1742335,2200278,2673961],[1753366,2407894,2562626],[1771762,2009458,2687500],[1780232,2432528,2778208],[1784224,2250646,2779504],[1795799,2436761,2584962],[1796171,2253475,2780120],[1800814,1800882,2587396],[1803880,2440206,2590151],[1813650,1813718,2594528],[1816297,2269130,2706731],[1816369,2457359,2789210],[1817275,2451193,2596842],[1825356,2455978,2602031],[1828608,2459271,2459976],[1831087,1831155,2604641],[1833673,2072014,2714359],[1833747,2465825,2791655],[1833936,2606481,2715300],[1836458,2463438,2464368],[1842249,2468892,2611098],[1851829,2298056,2614846],[1863353,2298675,2721079],[1867345,2092006,2722375],[1871820,2312966,2623765],[1877538,2317720,2626440],[1895286,1895354,2634768],[1897933,2332741,2736031],[1898005,2323506,2732081],[1902421,2504901,2638243],[1903411,2511312,2638646],[1903783,2344568,2808751],[1904868,2506258,2507595],[1907281,1907349,2640371],[1918410,2349123,2810199],[1918791,2515430,2645919],[1933751,2358652,2747474],[1934791,2531823,2816455],[1938709,2166130,2749860],[1938783,2371775,2817751],[1938972,2655978,2754273],[1939637,2528420,2656293],[1950358,2535578,2536056],[1955373,1955441,2664368],[1958439,2539501,2540363],[1963616,2385940,2668722],[1972869,2390504,2671937],[1982449,2554014,2675685],[1983439,2390786,2676088],[1983811,2197897,2761951],[1984896,2555371,2556708],[1987309,1987377,2677813],[1991806,2403908,2679480],[2001386,2410678,2683228],[2004873,2226526,2567082],[2011870,2416561,2771865],[2012910,2411297,2769655],[2016828,2235106,2774251],[2016902,2225104,2770951],[2017091,2685780,2690589],[2018701,2018769,2691041],[2020979,2575917,2691838],[2021528,2432085,2833170],[2021909,2581499,2692173],[2022950,2576944,2577975],[2030559,2431909,2695586],[2036277,2436663,2698261],[2050550,2445064,2704505],[2050922,2263357,2783688],[2051540,2599374,2704908],[2051912,2454978,2839438],[2052997,2594320,2595657],[2055410,2055478,2706633],[2056268,2451573,2707180],[2066920,2603078,2603492],[2076663,2466594,2793160],[2077754,2610366,2610639],[2087860,2473769,2720573],[2093428,2476752,2796433],[2094835,2094903,2722991],[2097113,2619118,2723788],[2097662,2298232,2795564],[2098043,2474474,2724123],[2099084,2620145,2621176],[2105575,2485649,2726842],[2111143,2488632,2800522],[2114828,2492067,2730057],[2117789,2324444,2630095],[2124408,2497082,2733805],[2124780,2326968,2803633],[2125398,2492349,2734208],[2125770,2321125,2801832],[2126855,2634560,2635897],[2129268,2129336,2735933],[2130899,2130938,2736579],[2133045,2506466,2737215],[2133907,2511214,2737488],[2135185,2638964,2639854],[2142298,2511030,2740430],[2151878,2517800,2744178],[2154325,2356837,2650375],[2158957,2159025,2747176],[2160854,2358248,2813124],[2161235,2522916,2747973],[2161784,2531380,2857283],[2162165,2658471,2748308],[2163206,2653916,2654947],[2170815,2531204,2751721],[2174302,2373197,2660749],[2181299,2537087,2818665],[2186257,2381777,2821051],[2186448,2186520,2759082],[2194492,2547251,2671205],[2201216,2550906,2763165],[2201588,2393373,2823589],[2202452,2202491,2763399],[2204598,2555579,2764035],[2205460,2390688,2764308],[2206738,2676406,2677296],[2210852,2557625,2679021],[2217576,2561280,2768279],[2217948,2406709,2826788],[2220958,2564099,2769149],[2224028,2414278,2684839],[2227933,2228001,2771567],[2229830,2416157,2829125],[2230211,2568999,2772364],[2230760,2410854,2827687],[2231141,2564804,2772699],[2232182,2688527,2689558],[2236394,2236428,2691379],[2246500,2580794,2777702],[2252068,2583777,2834039],[2255753,2587212,2780917],[2257724,2443387,2701916],[2262069,2262108,2783335],[2264215,2445000,2783971],[2265077,2599276,2784244],[2266355,2705226,2706116],[2273468,2599092,2787186],[2276429,2458297,2710835],[2283048,2604107,2790934],[2283420,2460821,2841239],[2285495,2286535,2716637],[2294087,2294155,2794665],[2301275,2476348,2845018],[2301656,2616457,2796659],[2302810,2302844,2723329],[2316185,2488189,2847462],[2316566,2625376,2800748],[2325680,2325719,2803280],[2327826,2497018,2803916],[2328688,2492251,2804189],[2329966,2734526,2735416],[2341163,2640918,2739698],[2347887,2644573,2809965],[2348259,2513899,2853185],[2351269,2647392,2810835],[2353409,2521400,2745789],[2357523,2357557,2747514],[2367629,2657766,2815949],[2370699,2534804,2753332],[2376501,2536683,2858721],[2376882,2662666,2819164],[2378853,2379843,2758051],[2386626,2386665,2822115],[2388254,2548127,2861352],[2393443,2550842,2823654],[2401658,2558904,2863171],[2406847,2561182,2826853],[2415432,2415466,2771905],[2435128,2583373,2867790],[2435509,2697197,2834265],[2461679,2604043,2841522],[2463819,2464749,2792545],[2468171,2468574,2843612],[2470852,2470886,2794730],[2472296,2614094,2844421],[2484176,2623348,2846865],[2508780,2641794,2878446],[2513969,2644509,2853250],[2543824,2544159,2821518],[2579321,2694834,2867193] ] cell #5272 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1552170,2048262],[1638216,2122120],[1730188,2199858],[1830043,2280760],[1851080,2297131],[1885858,2323086],[1916459,2346529],[1971943,2389494],[2000637,2409753],[2029810,2430984],[2044597,2442029],[2064588,2456939],[2108937,2487799],[2113902,2491057],[2141372,2510020],[2151129,2516875],[2170066,2530279],[2184853,2541324],[2215609,2560620],[2254827,2586202],[2256975,2587692],[2267577,2594824],[2272542,2598082],[2282299,2604937],[2287970,2609145],[2331188,2635064],[2340301,2640667],[2352483,2648052],[2362280,2654287],[2374666,2661998],[2375956,2663174],[2378104,2664664],[2401166,2678109],[2420189,2688898],[2428002,2692654],[2428430,2693680],[2450711,2706929],[2459463,2712001],[2462893,2714314],[2483050,2724604],[2483478,2725630],[2502729,2736229],[2504591,2736732],[2507082,2737767],[2527297,2748789],[2527725,2749815],[2535897,2754384],[2553704,2763552],[2556195,2764587],[2573380,2773180],[2573808,2774206],[2575563,2774800],[2577816,2775671],[2592653,2783488],[2595144,2784523],[2618764,2796925],[2621017,2797796],[2632893,2803433],[2635384,2804468],[2637794,2806076],[2652535,2813047],[2654788,2813918],[2670765,2822268],[2675236,2823992],[2687146,2829048],[2689399,2829919],[2704056,2836763],[2719667,2844109],[2733356,2849339],[2760835,2861130], [1334908,2087358,2296914],[1355794,1869532,2311192],[1497320,1999098,2408904],[1498426,2220456,2409536],[1531284,2245998,2430767],[1544802,2256873,2439778],[1600409,2090613,2475702],[1621885,2314786,2487582],[1671794,2350767,2516658],[1674175,2352630,2518124],[1692550,2168527,2529430],[1693656,2367127,2530062],[1707174,2378002,2539073],[1726240,2196087,2548932],[1747086,2405687,2559306],[1760524,2223711,2566032],[1792236,2249253,2582727],[1800876,2439487,2439704],[1813712,2448639,2594607],[1816140,2450609,2596144],[1831149,2461177,2604720],[1833530,2463040,2606186],[1851737,2087487,2614732],[1871728,2314915,2623651],[1881910,2319315,2628121],[1895348,2500657,2634847],[1897776,2502627,2636384],[1907343,2508008,2640450],[1912511,2342758,2642599],[1925949,2354022,2649325],[1931710,2526545,2653130],[1933357,2526213,2652973],[1938566,2527872,2655683],[1946795,2370382,2659699],[1955435,2538782,2538999],[1987371,2557121,2677892],[2001294,2220585,2683114],[2004479,2004687,2566249],[2009829,2572628,2687741],[2011476,2572296,2687584],[2016685,2573955,2690294],[2018763,2575663,2691320],[2030467,2246127,2695472],[2040649,2438258,2699942],[2048577,2594974,2704469],[2049007,2594985,2704569],[2050458,2448768,2704391],[2055472,2595853,2596070],[2060640,2453168,2708861],[2074078,2464432,2715587],[2076506,2466749,2717124],[2092377,2622294,2722616],[2093034,2621962,2722459],[2094897,2618864,2723270],[2117401,2117697,2629435],[2122435,2635214,2733769],[2122865,2635225,2733869],[2124316,2500786,2733691],[2129330,2636093,2636310],[2130829,2637646,2736805],[2151786,2350896,2744064],[2153931,2518174,2744983],[2156800,2521083,2746385],[2159019,2651506,2652635],[2159123,2654186,2747793],[2159409,2654614,2747941],[2170723,2367256,2751607],[2173908,2174116,2659916],[2179258,2537885,2756234],[2180905,2537553,2756077],[2186114,2542561,2758787],[2197959,2676152,2762230],[2200173,2678259,2763129],[2200603,2678270,2763229],[2201124,2557250,2763051],[2202382,2675088,2763625],[2225475,2566439,2771192],[2226132,2690344,2771035],[2227995,2686117,2687246],[2228099,2688797,2772184],[2228385,2689225,2772332],[2236333,2691367,2774908],[2251017,2579093,2779745],[2251674,2578761,2779588],[2253537,2585026,2780399],[2257632,2439833,2781555],[2261999,2703102,2703908],[2262631,2705485,2783959],[2276041,2276337,2710175],[2281075,2605087,2790898],[2281505,2605098,2790998],[2282956,2461306,2790820],[2285101,2606236,2791739],[2286141,2286349,2715804],[2294149,2718768,2719767],[2297281,2614810,2795945],[2297321,2619835,2795717],[2298162,2723943,2795790],[2300406,2725529,2796479],[2300692,2725957,2796627],[2302749,2723317,2797033],[2321187,2734272,2802111],[2323401,2629508,2803010],[2323831,2636736,2803110],[2324352,2636439,2802932],[2325610,2732402,2733208],[2326242,2734785,2803904],[2344630,2638710,2809030],[2346844,2640817,2809929],[2347274,2640828,2810029],[2347795,2508137,2809851],[2349053,2645739,2810425],[2352659,2518303,2811261],[2355786,2745140,2746792],[2356443,2356651,2746602],[2357462,2746854,2747502],[2372146,2660106,2817992],[2372803,2655733,2817835],[2374770,2663073,2818984],[2375056,2663501,2819132],[2378761,2539128,2819802],[2379455,2379751,2757391],[2382226,2667651,2758966],[2386556,2759998,2760687],[2388218,2763322,2822596],[2389567,2676052,2822989],[2389821,2671905,2823203],[2390627,2764296,2823097],[2392647,2765620,2823642],[2406771,2767344,2768343],[2409903,2683192,2828068],[2409943,2688217,2827840],[2410784,2772519,2827913],[2413028,2690076,2828602],[2413314,2684330,2828750],[2415371,2771245,2771893],[2431134,2695550,2833551],[2431174,2576634,2833323],[2432015,2691993,2833396],[2434259,2693579,2834085],[2434545,2694007,2834233],[2436602,2698249,2834639],[2440130,2442774,2781733],[2442344,2781633,2782832],[2442999,2443295,2782759],[2455040,2704972,2839717],[2457254,2710248,2840616],[2457684,2596496,2840716],[2458205,2596199,2840538],[2460095,2713175,2841510],[2463069,2606365,2841948],[2466196,2715994,2791896],[2466853,2467061,2793358],[2468538,2793672,2794065],[2470791,2794173,2794718],[2472264,2796805,2844409],[2473290,2720561,2844756],[2473412,2724091,2844692],[2487949,2623729,2800034],[2487989,2728885,2847615],[2488119,2799879,2800568],[2489781,2732557,2847943],[2491130,2734172,2848336],[2491384,2730025,2848550],[2492190,2804177,2848444],[2494210,2735872,2848989],[2508744,2736502,2852192],[2510093,2638610,2852585],[2510347,2740398,2852799],[2511153,2737476,2852693],[2513173,2738800,2853238],[2515257,2517065,2810352],[2517025,2744142,2810580],[2517906,2520150,2811387],[2520436,2811535,2812542],[2527901,2655862,2856602],[2530429,2751685,2857664],[2530469,2653606,2857436],[2531310,2748128,2857509],[2533554,2655465,2858198],[2533840,2752823,2858346],[2539425,2542069,2819980],[2541639,2757464,2819880],[2542294,2542590,2821006],[2544127,2821506,2821789],[2544540,2760153,2861081],[2547239,2761241,2861343],[2558868,2825795,2826188],[2560693,2768243,2863668],[2560947,2679448,2826402],[2561121,2826296,2826841],[2562594,2771351,2863968],[2563620,2769137,2864315],[2563742,2772667,2864251],[2573984,2690473,2866269],[2579289,2774680,2867181],[2580315,2777690,2867528],[2580437,2692141,2867464],[2584926,2586275,2834531],[2586529,2780885,2834745],[2587335,2589355,2835402],[2595014,2705467,2870387],[2596806,2703257,2870715],[2598155,2704872,2871108],[2598409,2787154,2871322],[2599215,2784232,2871216],[2601235,2706572,2871761],[2603319,2605127,2841039],[2605968,2608212,2842074],[2608498,2792036,2842222],[2610627,2717779,2843603],[2611066,2794279,2874007],[2623316,2846853,2847136],[2624745,2726830,2847200],[2624867,2800716,2875859],[2626428,2803147,2876072],[2635254,2734767,2877640],[2638207,2736960,2878175],[2639205,2640857,2851864],[2640906,2808041,2878437],[2645887,2647035,2853588],[2646913,2810823,2853652],[2654360,2748689,2880762],[2656261,2746960,2881062],[2657287,2815937,2881409],[2657409,2748276,2881345],[2661898,2663247,2858644],[2664307,2666327,2859515],[2668710,2821853,2883550],[2675649,2763780,2884373],[2676647,2678299,2862911],[2678361,2679009,2863162],[2688971,2773080,2886061],[2691806,2775014,2886494],[2692554,2693753,2866881],[2705607,2784671,2888346],[2707168,2783202,2888559],[2712149,2713297,2872111],[2723756,2797139,2890948],[2724504,2725703,2875263],[2734907,2804616,2892105],[2737203,2806140,2892399],[2737915,2738922,2878224],[2764023,2824056,2895499],[2764735,2765742,2884422] ] cell #5273 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162838,2159423],[1248159,2228399],[1340390,2300706],[1443389,2375070],[1466057,2389835],[1503908,2413328],[1536766,2434559],[1596017,2473358],[1628815,2491398],[1661287,2510361],[1677276,2520450],[1699138,2533854],[1750430,2560961],[1756132,2563688],[1787844,2580383],[1799166,2586543],[1820642,2598423],[1836631,2608512],[1874535,2624813],[1921557,2646981],[1924239,2648393],[1936701,2654628],[1942403,2657355],[1953725,2663515],[1959797,2542325],[2014820,2689239],[2026228,2694021],[2041311,2700185],[2053265,2705553],[2067356,2603788],[2069686,2713243],[2072368,2714655],[2102362,2725971],[2127123,2734853],[2135621,2640150],[2137841,2738868],[2166484,2750156],[2176686,2662103],[2181567,2756320],[2207174,2677592],[2209394,2765688],[2235460,2774547],[2236826,2774843],[2240090,2693162],[2266791,2706412],[2269011,2785624],[2279109,2712341],[2303242,2796968],[2306506,2725112],[2330402,2735712],[2332622,2805569],[2334220,2736686],[2337253,2738442],[2357955,2813090],[2361219,2749297],[2395085,2763506],[2398118,2765262],[2415864,2829091],[2419128,2773688],[2423242,2774818],[2444630,2783442],[2447663,2785198],[2471284,2844152],[2478290,2796943],[2496648,2803387],[2499681,2805143],[2522537,2813065],[2546368,2822222],[2568620,2829066],[2612606,2844127], [976567,1989994,2678787],[1110280,2113016,2729364],[1205841,1724820,2548273],[1209966,2199225,2762328],[1302107,2271656,2786493],[1335268,2299981,2796029],[1368213,1880490,2627462],[1372338,2117432,2730955],[1372833,1885254,2629776],[1401071,1911091,2641940],[1405196,2345896,2809128],[1465917,2199371,2762372],[1492092,1994410,2680378],[1498786,2219773,2768760],[1502787,2004101,2684276],[1531644,2433834,2833635],[1542597,2039229,2699283],[1546722,2441396,2835726],[1564589,2059220,2708202],[1568714,2276072,2788084],[1569209,2063984,2710516],[1622245,2104390,2726453],[1628675,2113162,2729408],[1661147,2346042,2809172],[1672154,2519725,2854549],[1674257,2152511,2744324],[1687322,2163839,2748871],[1694016,2366444,2815560],[1698017,2173530,2752769],[1704969,2179485,2755418],[1709094,2379486,2820062],[1709589,2184249,2757732],[1750290,1990140,2678831],[1771627,2232815,2773262],[1784089,2242761,2776575],[1799026,2441542,2835770],[1801162,2256521,2700369],[1801236,2589754,2869158],[1805238,2443030,2836306],[1805733,2261002,2783100],[1814072,2263030,2783582],[1820502,2271802,2786537],[1831509,2460494,2841133],[1833612,2283681,2791080],[1835510,2285763,2791982],[1867210,2309177,2798700],[1895708,2326641,2803527],[1901816,2334335,2806109],[1907703,2513572,2853079],[1919227,2515726,2853621],[1923822,2152657,2648278],[1924099,2520596,2854803],[1924444,2353845,2746085],[1928070,2356065,2812488],[1936561,2159569,2747324],[1938648,2363890,2814822],[1953585,2375216,2818515],[1955721,2377650,2756504],[1955795,2666726,2883039],[1960292,2382131,2821347],[1981844,2395200,2824025],[1987731,2393046,2823483],[2014680,2228545,2771715],[2016767,2421799,2830823],[2019854,2423058,2831245],[2022345,2581795,2867497],[2026088,2434705,2833889],[2036430,2585131,2868238],[2037069,2437095,2834574],[2041095,2440359,2782241],[2041839,2587828,2868707],[2049945,2444745,2836796],[2055758,2450257,2785808],[2055832,2601634,2871602],[2071951,2283827,2714540],[2072228,2608658,2873326],[2072573,2464255,2792841],[2076199,2466475,2843175],[2095988,2478106,2845466],[2098479,2474770,2844725],[2102222,2300852,2796283],[2123803,2496763,2849372],[2129616,2502275,2805753],[2129690,2494609,2848830],[2132355,2503299,2806072],[2134060,2642842,2878646],[2134699,2511646,2852628],[2147939,2646079,2853584],[2148057,2515611,2810306],[2152313,2518644,2812062],[2160110,2522353,2855358],[2161671,2523212,2814407],[2162601,2658767,2881378],[2166067,2364036,2750041],[2166344,2534000,2858002],[2166689,2535240,2753628],[2177325,2536390,2858687],[2181351,2539654,2820488],[2182095,2664800,2882588],[2193774,2546483,2861163],[2203908,2552412,2823988],[2205613,2549175,2861552],[2206252,2391120,2823032],[2229086,2568436,2865025],[2230647,2569295,2830408],[2231577,2565100,2864284],[2235043,2421945,2774432],[2235320,2413474,2828406],[2235665,2414714,2685135],[2239247,2695732,2867460],[2239365,2581680,2833277],[2240729,2578309,2866924],[2252265,2585315,2834549],[2263294,2445398,2785146],[2263525,2591361,2836759],[2264368,2591787,2837649],[2265230,2709104,2888768],[2265869,2599708,2871151],[2268795,2602184,2788510],[2269539,2707065,2888509],[2279227,2603673,2840993],[2283483,2606706,2842749],[2288256,2609300,2793170],[2294378,2612422,2874045],[2302092,2616753,2846761],[2305663,2614992,2844688],[2305781,2474655,2795671],[2307145,2621510,2875306],[2317002,2625672,2875892],[2326905,2497416,2805091],[2327136,2631601,2849335],[2327979,2632027,2850225],[2328841,2628364,2876281],[2329480,2492683,2848379],[2332406,2495159,2731381],[2333150,2736365,2892268],[2336595,2643026,2852603],[2337371,2640035,2851818],[2357187,2656754,2815420],[2358337,2523097,2749172],[2359588,2651911,2814178],[2360376,2751867,2881341],[2360494,2658652,2857390],[2361858,2655281,2880805],[2363692,2660974,2817176],[2373394,2662287,2858662],[2377318,2662962,2818909],[2381714,2542471,2758767],[2383074,2668193,2883509],[2387294,2669949,2861126],[2393310,2551240,2825691],[2393596,2673261,2862930],[2397460,2549359,2823007],[2398236,2677477,2862865],[2407000,2680804,2884843],[2407639,2561614,2863711],[2415096,2563087,2768620],[2416246,2569180,2773563],[2417497,2686522,2830179],[2418285,2683374,2864247],[2418403,2564985,2827794],[2419767,2689892,2886104],[2421601,2567307,2770376],[2423802,2693037,2832025],[2426019,2693346,2866899],[2435945,2697493,2832540],[2440998,2590018,2702250],[2444070,2707674,2838638],[2445074,2591971,2785073],[2447005,2709288,2871126],[2447781,2706297,2870341],[2460758,2604441,2790625],[2461832,2712767,2841276],[2467003,2717419,2793494],[2467789,2717689,2873921],[2469963,2612297,2794419],[2472757,2720044,2874747],[2476437,2616638,2799001],[2476977,2721800,2846532],[2478850,2724987,2846246],[2481067,2725296,2875281],[2484637,2726313,2891192],[2488857,2728069,2875855],[2488975,2625557,2847569],[2494873,2495798,2630429],[2496088,2626934,2801032],[2497092,2632211,2805018],[2499023,2628548,2848354],[2499799,2735597,2877594],[2503909,2738317,2851652],[2513836,2644907,2807775],[2514122,2741754,2851883],[2518762,2650060,2745970],[2521927,2750485,2815380],[2525314,2749481,2880780],[2536772,2662847,2755719],[2538023,2755015,2818680],[2540293,2666990,2758385],[2543340,2668153,2759272],[2545332,2669824,2822056],[2547745,2761151,2862110],[2548574,2549919,2673136],[2550916,2673445,2825618],[2553022,2765137,2862699],[2558119,2766265,2884719],[2558545,2560293,2680679],[2561878,2680988,2863686],[2566767,2567425,2685020],[2568010,2681992,2768580],[2571397,2773872,2886079],[2574939,2775931,2831985],[2579782,2777173,2866365],[2583462,2697378,2776876],[2584002,2778929,2832311],[2585875,2699584,2782116],[2588092,2701926,2782425],[2601898,2602823,2711169],[2604117,2712951,2790552],[2606824,2716322,2792726],[2611593,2718802,2794379],[2613610,2720004,2795064],[2614464,2615602,2721675],[2618140,2798056,2846206],[2622529,2726273,2799153],[2623048,2624521,2727944],[2627360,2627763,2629108],[2630105,2630693,2731565],[2641412,2807951,2851063],[2642241,2643586,2741629],[2644583,2741938,2807702],[2646689,2743796,2811937],[2660434,2661092,2753513],[2665064,2758061,2820672],[2671453,2672432,2762264],[2678723,2679975,2767378],[2682511,2682846,2683984],[2694350,2777133,2832670],[2695204,2696342,2778804],[2698880,2780433,2835662],[2708100,2708503,2709848],[2710845,2711433,2788694],[2729300,2729573,2730552],[2739946,2740925,2809064],[2751004,2751339,2752477],[2786429,2786702,2787681] ] cell #5274 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [590447],[713675],[809263],[885397],[918058],[998086],[1037796],[1064127],[1085262],[1120917],[1162819],[1184357],[1211113],[1244617],[1248140],[1277089],[1312744],[1335451],[1340371],[1373485],[1406343],[1417985],[1439847],[1443370],[1466038],[1498969],[1503889],[1531827],[1536747],[1547869],[1569861],[1581503],[1596001],[1622428],[1628796],[1661268],[1672337],[1677257],[1694199],[1699119],[1710241],[1712007],[1750411],[1756116],[1787828],[1799147],[1801419],[1814255],[1820623],[1831692],[1836612],[1837778],[1874519],[1895891],[1907886],[1921541],[1924220],[1936682],[1942387],[1950778],[1953706],[1955978],[1959778],[1987914],[2014801],[2023370],[2026209],[2041295],[2053249],[2056015],[2067337],[2069670],[2072349],[2099504],[2102343],[2127107],[2129873],[2135602],[2137825],[2163626],[2166465],[2176556],[2181551],[2207155],[2209378],[2232602],[2235441],[2236810],[2239960],[2266772],[2268995],[2303226],[2306376],[2330383],[2332606],[2334062],[2357939],[2361089],[2394927],[2415848],[2418998],[2444472],[2471268],[2496490],[2546210] ] cell #5275 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421595,1930891],[1508401,2009010],[1601534,2091558],[1703631,2178439],[1725416,2196191],[1761649,2224656],[1793361,2250198],[1850769,2296819],[1881086,2319419],[1911687,2342862],[1927074,2354967],[1947920,2371327],[1995006,2405791],[2000326,2409441],[2029499,2430672],[2039825,2438362],[2059816,2453272],[2075203,2465377],[2108626,2487487],[2150818,2516563],[2153107,2518278],[2164435,2526317],[2169755,2529967],[2180081,2537657],[2185978,2542269],[2233411,2572400],[2243357,2578865],[2256664,2587380],[2267266,2594512],[2280585,2603294],[2281988,2604625],[2284277,2606340],[2309773,2622066],[2330877,2634752],[2339517,2639180],[2339990,2640355],[2364486,2655837],[2374044,2661684],[2377793,2664352],[2400382,2676622],[2400855,2677797],[2422395,2690448],[2424553,2691025],[2427380,2692340],[2449927,2705442],[2450400,2706617],[2459434,2711994],[2479601,2722975],[2482428,2724290],[2501945,2734742],[2502418,2735917],[2504455,2736653],[2507053,2737760],[2523848,2747160],[2526675,2748475],[2553568,2763473],[2556166,2764580],[2569931,2771551],[2572758,2772866],[2575534,2774793],[2592517,2783409],[2595115,2784516],[2613364,2794649],[2618735,2796918],[2632757,2803354],[2635355,2804461],[2652506,2813040],[2670629,2822189],[2687117,2829041],[2719638,2844102], 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,2729870,2848412],[2491101,2734143,2848329],[2502607,2636558,2877824],[2508715,2736495,2852185],[2509912,2740243,2852661],[2510064,2638581,2852578],[2515121,2516679,2810273],[2516967,2744113,2810551],[2517877,2520121,2811380],[2526525,2654158,2856368],[2528525,2651527,2856827],[2530083,2653470,2857357],[2530371,2751656,2857635],[2531281,2748121,2857502],[2533525,2655436,2858191],[2535820,2537865,2818351],[2538803,2541262,2819666],[2541581,2757435,2819851],[2543972,2668305,2821486],[2544511,2760124,2861074],[2558839,2825788,2826181],[2560512,2679293,2826264],[2560664,2768214,2863661],[2562439,2771213,2863948],[2572608,2688769,2866035],[2576022,2691341,2866801],[2577186,2579073,2832255],[2579134,2777285,2867161],[2584897,2586246,2834524],[2586094,2780730,2834607],[2594628,2705331,2870308],[2596777,2703228,2870708],[2597974,2786999,2871184],[2598126,2704843,2871101],[2603183,2604741,2840960],[2605939,2608183,2842067],[2610911,2794141,2873987],[2619223,2723291,2875183],[2620387,2622274,2846476],[2622355,2623161,2846833],[2634868,2734631,2877561],[2638178,2736931,2878168],[2639069,2640471,2851785],[2654331,2748660,2880755],[2656106,2746822,2881042],[2661869,2663218,2858637],[2675620,2763751,2884366],[2676511,2677913,2862832],[2688942,2773051,2886054],[2691651,2774876,2886474],[2692525,2693724,2866874],[2723601,2797001,2890928],[2724475,2725674,2875256] ] cell #5276 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291220,1808192],[1377782,1889828],[1471002,1976427],[1574158,2068558],[1596539,2087581],[1633760,2118386],[1666232,2145856],[1725090,2195843],[1756654,2220679],[1788366,2246221],[1804111,2259311],[1825587,2277026],[1875057,2315009],[1880760,2319071],[1911361,2342514],[1922079,2350990],[1942925,2367350],[1958670,2380440],[1994680,2405443],[2039499,2438014],[2041833,2439927],[2053787,2448862],[2059490,2452924],[2070208,2461400],[2076193,2466387],[2127645,2500880],[2138363,2508231],[2152781,2517930],[2164109,2525969],[2177319,2535795],[2179755,2537309],[2182089,2539222],[2209916,2557344],[2233085,2572052],[2240723,2577161],[2243031,2578517],[2269533,2596293],[2279101,2602931],[2283951,2605992],[2307139,2620362],[2309447,2621718],[2333144,2636533],[2335679,2637219],[2337245,2638817],[2361852,2654133],[2364160,2655489],[2373285,2661675],[2396544,2674661],[2398110,2676259],[2419761,2688744],[2422069,2690100],[2424274,2690962],[2425910,2692331],[2446089,2703481],[2447655,2705079],[2479322,2722912],[2480958,2724281],[2498107,2732781],[2499673,2734379],[2504315,2736644],[2523569,2747097],[2525205,2748466],[2547195,2760595],[2553428,2763464],[2569652,2771488],[2571288,2772857],[2592377,2783400],[2613085,2794586],[2632617,2803345],[2670489,2822180], [1284243,2041799,2256726],[1335050,1850744,2087269],[1355936,1616365,2311275],[1414279,2152947,2352517],[1447001,2182055,2377855],[1497462,1755004,2408987],[1498568,2000301,2220367],[1531426,2029474,2245909],[1544489,2256327,2256639],[1560185,2269499,2450462],[1577797,2284117,2462927],[1600551,1854456,2475785],[1622027,2108601,2314697],[1646231,2333110,2502480],[1671936,2150793,2350678],[1682313,2362752,2524477],[1689507,2364326,2527759],[1692692,1941275,2529513],[1693798,2169730,2367038],[1706861,2377456,2377768],[1726384,1972037,2550498],[1747230,2215703,2402597],[1760666,2004013,2412409],[1761096,2004623,2412721],[1766618,2420661,2570560],[1773812,2422235,2573842],[1792378,2033186,2582810],[1808560,2449037,2592926],[1809012,2449047,2593180],[1813854,2267241,2448550],[1815827,2450063,2450375],[1831291,2281963,2461088],[1838058,2288222,2609505],[1850896,1851742,2616061],[1856390,2483950,2617465],[1871733,2108753,2484929],[1882054,2113996,2490756],[1884645,2117702,2493602],[1890196,2501055,2633166],[1890648,2501065,2633420],[1895490,2330852,2500568],[1897463,2502081,2502393],[1907485,2339965,2507919],[1912655,2141466,2644165],[1926091,2154505,2649408],[1929771,2522209,2523823],[1930780,2525857,2652742],[1931173,2526419,2652854],[1933501,2362374,2523123],[1946937,2173442,2532935],[1947367,2174052,2533247],[1952889,2376428,2664227],[1960083,2381823,2667509],[1976795,2557519,2673924],[1977247,2557529,2674178],[1987513,2400830,2557032],[2000453,2001299,2563379],[2005947,2566444,2685847],[2007890,2568292,2569906],[2008899,2571940,2687353],[2009292,2572502,2687465],[2011620,2420283,2569206],[2019625,2424528,2575221],[2029626,2030472,2696801],[2035120,2428902,2698205],[2040793,2254921,2701508],[2046603,2591088,2592265],[2048133,2594410,2704246],[2050463,2267393,2591954],[2060784,2272636,2597781],[2063375,2276342,2600627],[2068926,2461575,2713906],[2069378,2461585,2714160],[2074220,2285675,2607593],[2074650,2286285,2607905],[2082083,2611875,2613339],[2087756,2474021,2720808],[2091447,2621606,2722228],[2091840,2622168,2722340],[2093178,2483572,2616664],[2095759,2479576,2618422],[2118754,2629580,2732044],[2119206,2495792,2732298],[2120461,2631328,2632505],[2121991,2634650,2733546],[2124321,2331004,2632194],[2131559,2504203,2637378],[2146224,2508406,2742417],[2146676,2508416,2742671],[2150945,2151791,2745393],[2154075,2352577,2745996],[2156439,2649105,2746797],[2156942,2355977,2650699],[2157372,2356587,2651011],[2157638,2651329,2652312],[2169882,2170728,2657046],[2175376,2660111,2754340],[2178328,2537197,2755846],[2178721,2537759,2755958],[2181049,2376050,2662873],[2183640,2379756,2665719],[2186585,2667656,2667721],[2190574,2669341,2670377],[2194075,2674330,2761178],[2196293,2548813,2761732],[2198821,2554784,2672714],[2199729,2677695,2762906],[2201129,2400982,2673428],[2203112,2553316,2674820],[2215181,2680257,2681721],[2220854,2564351,2769384],[2224545,2567299,2770804],[2224938,2684390,2770916],[2226276,2573902,2685046],[2226614,2685940,2686923],[2236981,2575340,2691143],[2246396,2581046,2777937],[2250087,2578405,2779357],[2250480,2578967,2779469],[2251818,2428524,2697404],[2254399,2436500,2699162],[2256791,2257637,2782408],[2259679,2700848,2782904],[2260131,2440992,2701102],[2260393,2443300,2702458],[2277394,2710320,2789173],[2277846,2602817,2789427],[2280631,2604523,2790675],[2282115,2282961,2712934],[2285245,2462987,2792752],[2287609,2715367,2715999],[2288542,2466997,2717273],[2290421,2717716,2718410],[2292057,2718591,2719444],[2295237,2722703,2795099],[2296717,2614587,2795393],[2297326,2480862,2721033],[2298892,2619447,2721192],[2303397,2618541,2723093],[2313802,2727461,2728497],[2315184,2485901,2727077],[2317303,2626675,2801059],[2319521,2628002,2801613],[2322049,2633973,2730834],[2322957,2630584,2802787],[2324357,2502545,2731548],[2340117,2347800,2741921],[2340746,2636888,2807978],[2342964,2642480,2808532],[2345492,2505671,2741207],[2346400,2640253,2809706],[2348928,2517070,2743154],[2349783,2514869,2743313],[2351165,2647644,2811070],[2352664,2352729,2811295],[2354856,2518636,2744752],[2355249,2744864,2812602],[2367525,2658018,2816184],[2371216,2660966,2817604],[2371609,2752883,2817716],[2372947,2527819,2753539],[2377920,2378766,2820655],[2380808,2756983,2757536],[2381260,2540287,2757237],[2381522,2542595,2758593],[2383789,2759307,2759837],[2384338,2668957,2822083],[2387995,2671242,2822555],[2389639,2554530,2761872],[2391275,2675829,2762053],[2403043,2766292,2766986],[2404679,2767167,2768020],[2405893,2559187,2766846],[2407859,2681951,2827222],[2409339,2682969,2827516],[2409948,2571192,2769609],[2411514,2687829,2769768],[2425814,2431179,2778162],[2429090,2690753,2832705],[2430570,2695327,2832999],[2432745,2576246,2778321],[2436246,2586347,2780041],[2437250,2584703,2780222],[2438464,2699823,2835130],[2441900,2587983,2781410],[2450527,2458210,2788677],[2451156,2707415,2838665],[2453374,2708742,2839219],[2455902,2593733,2787963],[2456810,2711324,2840393],[2459338,2605132,2789910],[2463074,2463139,2841982],[2465266,2606698,2791508],[2465659,2791620,2792096],[2468315,2610403,2793631],[2468857,2718270,2844020],[2473472,2619559,2795629],[2485352,2799188,2799718],[2487385,2623506,2799482],[2487994,2626384,2800476],[2489558,2728906,2847902],[2491202,2633719,2801753],[2492838,2733949,2801934],[2504864,2737450,2851679],[2505417,2510165,2808672],[2506325,2640862,2807395],[2508521,2739735,2852151],[2511801,2638387,2808853],[2514981,2647095,2810264],[2516461,2743919,2853913],[2525109,2530474,2816409],[2527906,2527971,2856636],[2528385,2750444,2856818],[2529865,2751462,2857112],[2532040,2653218,2816568],[2535541,2663319,2818288],[2541195,2664955,2819657],[2544317,2759601,2861040],[2553977,2764270,2862726],[2555438,2678304,2825311],[2557662,2558645,2825754],[2560765,2681467,2826709],[2563802,2687941,2827752],[2573989,2574054,2866303],[2575882,2775399,2866792],[2576358,2580497,2833235],[2576907,2693825,2832192],[2593479,2598227,2839359],[2594387,2595019,2838082],[2596583,2786035,2870674],[2599863,2704649,2839540],[2603043,2713357,2840951],[2619083,2797524,2875174],[2620108,2725775,2846413],[2624927,2728609,2847527],[2634627,2635259,2850658],[2637984,2806401,2878134],[2638929,2738982,2851776],[2653330,2657469,2857348],[2653879,2654432,2856305],[2675426,2824317,2884332],[2676371,2765802,2862823],[2688490,2689043,2865972],[2705191,2705667,2870299],[2734491,2734967,2877552] ] cell #5277 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1552030],[1638076],[1730048],[1829903],[1851008],[1885718],[1916319],[1971939],[2000565],[2029738],[2044457],[2064448],[2108865],[2113898],[2141368],[2151057],[2169994],[2184713],[2215605],[2254823],[2256903],[2267505],[2272538],[2282227],[2287830],[2331116],[2340229],[2352479],[2362276],[2373876],[2375952],[2378032],[2401094],[2420185],[2426501],[2428426],[2450639],[2458811],[2462889],[2481549],[2483474],[2502657],[2504587],[2505798],[2525796],[2527721],[2535335],[2553700],[2554911],[2571879],[2573804],[2575465],[2576701],[2592649],[2593860],[2618666],[2619902],[2632889],[2634100],[2637720],[2652437],[2653673],[2670761],[2675162],[2687048],[2688284],[2703982],[2719569],[2733282],[2760761], [1544807,2041640,2439774],[1596185,1850757,2087360],[1616360,1616378,1616621],[1674171,2152825,2518126],[1707179,2181896,2539069],[1754999,1755017,1755260],[1756300,2000314,2220458],[1761173,2004683,2224248],[1788012,2029487,2246000],[1800736,2256652,2439706],[1816145,2269340,2596140],[1833526,2283995,2606188],[1850906,2087483,2088208],[1854451,1854469,1854712],[1874703,2108614,2314788],[1884655,2117397,2322473],[1885469,2323827,2631175],[1897781,2332951,2636380],[1921725,2150806,2350769],[1931715,2360223,2653126],[1938562,2364204,2655685],[1941270,1941288,1941531],[1942571,2169743,2367129],[1947444,2174112,2370919],[1955295,2377781,2539001],[1972032,1972050,1973089],[1992026,2215698,2215716],[2000463,2220581,2221306],[2003939,2412993,2685320],[2004008,2004026,2004269],[2009834,2418132,2687737],[2016681,2422113,2690296],[2029636,2246123,2246848],[2033181,2033199,2033442],[2048706,2446516,2704371],[2049003,2446776,2704571],[2053433,2267254,2448641],[2055332,2450388,2596072],[2063385,2276037,2456326],[2064199,2457680,2711915],[2069854,2281976,2461179],[2074727,2286345,2464969],[2076511,2466804,2717120],[2076772,2467057,2609682],[2092382,2477612,2722612],[2105923,2108763,2314911],[2111562,2489683,2729069],[2113991,2114009,2115048],[2117270,2494189,2731838],[2122564,2498534,2733671],[2122861,2498794,2733871],[2127291,2330865,2500659],[2129190,2502406,2636312],[2138009,2339978,2508010],[2141461,2141479,2142518],[2150955,2350892,2351617],[2153056,2518244,2518299],[2154500,2154518,2154761],[2157449,2356647,2521620],[2158229,2523836,2652637],[2159088,2523950,2747821],[2159525,2524175,2747867],[2161455,2362369,2362387],[2169892,2367252,2367977],[2173368,2533519,2753813],[2173437,2173455,2173698],[2179263,2538658,2756230],[2183650,2379451,2540711],[2184464,2542065,2665546],[2185857,2542290,2667471],[2186110,2542639,2758789],[2189435,2544442,2759764],[2200302,2551726,2763031],[2200599,2551986,2763231],[2209562,2400843,2557123],[2218315,2562520,2768488],[2227205,2569919,2687248],[2228064,2570033,2772212],[2228501,2570258,2772258],[2230431,2420278,2420296],[2237572,2424541,2575665],[2251022,2584637,2779741],[2254916,2254934,2255973],[2256801,2439829,2440554],[2260403,2442995,2590499],[2261217,2442770,2588574],[2261347,2592371,2703936],[2262610,2592720,2783982],[2264563,2267403,2448764],[2270202,2596708,2786198],[2272631,2272649,2273688],[2275910,2601214,2788967],[2279744,2603315,2713629],[2281204,2605559,2790800],[2281501,2605819,2791000],[2282125,2461302,2462027],[2284226,2606306,2606361],[2285601,2608177,2714840],[2285670,2285688,2285931],[2291027,2610992,2793988],[2292648,2613352,2719769],[2300371,2616938,2796507],[2300808,2617163,2796553],[2301876,2483567,2483585],[2303988,2479589,2618866],[2317097,2626451,2800871],[2324958,2632611,2733236],[2326221,2632960,2803927],[2328174,2331014,2500782],[2334520,2504309,2637674],[2336106,2638109,2806564],[2337888,2639201,2739254],[2340127,2508133,2514317],[2346973,2645393,2809831],[2347270,2645653,2810031],[2348938,2515253,2647367],[2352572,2352590,2353629],[2355903,2520115,2648578],[2355972,2355990,2356233],[2356900,2652391,2747525],[2364435,2655803,2655858],[2364986,2656187,2815288],[2373616,2661800,2755541],[2374735,2663700,2819012],[2375172,2663925,2819058],[2376045,2376063,2377102],[2377930,2539124,2539849],[2379324,2666306,2756777],[2384132,2668733,2821671],[2385272,2670483,2760715],[2388120,2670949,2822685],[2391866,2554779,2554797],[2392626,2673718,2823665],[2393791,2400992,2557246],[2395385,2553422,2675116],[2396971,2675551,2824480],[2398753,2676643,2766074],[2405270,2681716,2681734],[2414498,2573897,2573915],[2414809,2687002,2771916],[2422344,2690414,2690469],[2423515,2575419,2691390],[2424880,2691732,2831594],[2425824,2576630,2580769],[2426241,2692456,2776698],[2428519,2428537,2435729],[2434224,2697678,2834113],[2434661,2697903,2834159],[2436426,2584828,2699406],[2436495,2436513,2437841],[2442868,2589334,2700642],[2448298,2705463,2705939],[2450537,2596195,2602379],[2450950,2707191,2838477],[2459036,2712075,2790411],[2460074,2713700,2841533],[2462982,2463000,2464039],[2468440,2718080,2793761],[2469676,2719523,2794741],[2472190,2719912,2844473],[2473744,2480872,2619831],[2474955,2619408,2619553],[2478563,2618620,2723340],[2479928,2723682,2845815],[2481289,2724406,2798823],[2486835,2728458,2728603],[2493429,2633968,2633986],[2495354,2502555,2636435],[2500316,2734763,2735239],[2504658,2737226,2851267],[2505597,2638512,2642063],[2505666,2505684,2512392],[2506023,2737841,2807561],[2508646,2739442,2852281],[2513152,2742211,2853261],[2514830,2514975,2515911],[2515126,2645813,2743655],[2525119,2653602,2657741],[2525536,2748591,2748994],[2527814,2527832,2535024],[2544053,2759577,2821570],[2548396,2554710,2675954],[2549632,2675803,2675908],[2553771,2764046,2862314],[2555136,2764661,2825477],[2558770,2766167,2766656],[2560006,2767994,2768099],[2564074,2571202,2688213],[2565285,2687790,2687935],[2571619,2772982,2773385],[2576207,2576352,2581980],[2576503,2692067,2695063],[2579215,2777041,2867245],[2584677,2584782,2585588],[2593659,2704774,2708325],[2593728,2593746,2600454],[2594085,2784597,2784932],[2614323,2619704,2724017],[2623242,2799101,2799458],[2625199,2626394,2728881],[2627585,2633899,2734074],[2628821,2733923,2734028],[2634325,2804542,2804877],[2638361,2638466,2643299],[2653179,2653324,2658952],[2653475,2748202,2751198],[2680501,2681647,2768145],[2682705,2688086,2772593],[2704623,2704728,2709561],[2727803,2728754,2800642], [1761259,2224477,2225480,2567942,2684662,2771188],[1869976,2312663,2488656,2623631,2728424,2799645],[1884729,2322332,2323530,2630915,2731078,2802912],[1947530,2371148,2372151,2661609,2753155,2817988],[1960388,2382070,2382231,2542870,2758907,2758962],[1990096,2403649,2561570,2679374,2767933,2826111],[1999542,2410375,2411321,2683094,2683729,2827679],[2004057,2412346,2413430,2685545,2770110,2828676],[2063459,2456185,2457383,2711655,2788207,2840518],[2074813,2465198,2466201,2607341,2791892,2792368],[2091057,2297753,2298699,2614712,2615347,2795556],[2103970,2485695,2625223,2726853,2800255,2847018],[2113118,2491808,2492639,2729951,2730463,2848259],[2157535,2355791,2519279,2521849,2745136,2812874],[2168971,2530901,2531847,2751587,2752222,2857275],[2173486,2532872,2533956,2754038,2816910,2858272],[2183724,2540570,2541768,2665286,2819782,2820185],[2199327,2390245,2391076,2671831,2672343,2822912],[2210229,2558724,2678372,2679032,2825704,2825916],[2219353,2564145,2564651,2769160,2769388,2864133],[2249697,2431606,2432552,2695452,2696087,2833162],[2260477,2442473,2588314,2590358,2781535,2836429],[2271758,2598833,2599664,2787080,2787592,2871031],[2285719,2607530,2608614,2715065,2842148,2842483],[2289662,2468394,2610650,2717790,2793793,2843639],[2299561,2473815,2474321,2720584,2720812,2844574],[2345998,2510771,2511602,2740324,2740836,2852508],[2349590,2354466,2517497,2646434,2744044,2854076],[2356021,2520552,2648803,2650636,2811461,2855073],[2366024,2657812,2658318,2815960,2816188,2881227],[2388074,2388880,2547262,2760990,2761252,2861379],[2433414,2580840,2581346,2777713,2777941,2867346],[2437051,2441498,2586953,2698791,2780811,2868587],[2508600,2509406,2640929,2807790,2808052,2878473],[2515277,2519305,2647438,2742933,2810846,2879408] ] cell #5278 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1372887],[1451510],[1503265],[1569263],[1581934],[1632425],[1698495],[1703199],[1709643],[1711333],[1753322],[1783439],[1801569],[1805787],[1824252],[1829559],[1835988],[1842205],[1866560],[1906859],[1924359],[1924498],[1928548],[1937998],[1939593],[1950808],[1956128],[1957335],[1960346],[1986887],[2016117],[2020935],[2024390],[2041076],[2042025],[2045377],[2054988],[2056165],[2066876],[2072488],[2072627],[2076677],[2097069],[2100524],[2128846],[2130023],[2130375],[2135141],[2148038],[2148290],[2152328],[2164646],[2166604],[2166743],[2181332],[2182281],[2185633],[2201928],[2206694],[2233622],[2235580],[2235719],[2239346],[2239598],[2252280],[2261545],[2266311],[2268776],[2269725],[2279208],[2279460],[2283498],[2291632],[2305762],[2306014],[2325156],[2329922],[2332387],[2333336],[2334718],[2336610],[2337352],[2337604],[2357168],[2360475],[2360727],[2363707],[2373409],[2385470],[2395583],[2397475],[2398217],[2398469],[2404254],[2415077],[2418384],[2418636],[2421616],[2423783],[2426034],[2444085],[2447020],[2447762],[2448014],[2469944],[2475153],[2478831],[2481082],[2487033],[2488956],[2489208],[2496103],[2499038],[2499780],[2500032],[2503924],[2516109],[2518743],[2518995],[2523078],[2525329],[2545347],[2549900],[2553037],[2558526],[2560274],[2561893],[2565483],[2567406],[2567658],[2569161],[2571412],[2582178],[2585856],[2588107],[2591986],[2606805],[2607057],[2615617],[2616619],[2622900],[2623063],[2624536],[2627341],[2629089],[2630708],[2632226],[2643567],[2646704],[2659150],[2661073],[2661325],[2662828],[2665079],[2673117],[2673460],[2682363],[2682526],[2683999],[2685001],[2696357],[2697359],[2708081],[2709829],[2711448],[2712966],[2721527],[2721690],[2731580],[2741610],[2741953],[2745951],[2750856],[2751019],[2752492],[2753494],[2770266],[2778656],[2778819],[2782097],[2782440],[2788709],[2792707],[2811789],[2811952],[2817066],[2820687],[2842639],[2855229] ] cell #5279 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1633178],[1712064],[1760857],[1825005],[1837859],[1884452],[1947128],[1951753],[1958088],[1959844],[1997637],[2025335],[2042021],[2046130],[2063182],[2068245],[2074411],[2080009],[2101469],[2137440],[2153152],[2153295],[2157133],[2165591],[2167066],[2177379],[2182277],[2183447],[2186386],[2208993],[2234567],[2238649],[2241645],[2256251],[2257092],[2260200],[2268610],[2269721],[2279299],[2284322],[2284465],[2288303],[2305065],[2308061],[2332221],[2333332],[2333604],[2337443],[2348484],[2348685],[2352113],[2362774],[2364531],[2364674],[2377380],[2378221],[2381329],[2394469],[2398308],[2420683],[2422440],[2422583],[2425370],[2425571],[2436128],[2444014],[2447853],[2449987],[2450828],[2458894],[2459095],[2462523],[2469347],[2480418],[2480619],[2496032],[2499871],[2502005],[2502846],[2503853],[2505299],[2505881],[2506082],[2522099],[2524665],[2524866],[2527355],[2535423],[2545276],[2552966],[2554412],[2554994],[2555195],[2559677],[2568182],[2570748],[2570949],[2573438],[2575111],[2576789],[2591154],[2593361],[2593943],[2594144],[2611765],[2615546],[2618312],[2619990],[2624465],[2625940],[2626141],[2631394],[2633601],[2634183],[2634384],[2637444],[2646633],[2648661],[2648862],[2652083],[2653761],[2669407],[2672604],[2674886],[2678930],[2680147],[2681349],[2683928],[2685403],[2685604],[2686694],[2688372],[2696286],[2699052],[2700730],[2703706],[2714923],[2715124],[2721258],[2721972],[2726445],[2726541],[2727527],[2729507],[2730724],[2731926],[2733006],[2741097],[2743379],[2752421],[2753896],[2754097],[2755187],[2756865],[2762471],[2762701],[2768752],[2768848],[2769834],[2770548],[2778387],[2779101],[2786636],[2787853],[2789055],[2790135],[2796021],[2796117],[2802582],[2809271],[2809501],[2812234],[2815552],[2815648],[2816634],[2817348],[2828240],[2833627],[2833723],[2835869],[2836099],[2840188],[2842921],[2854541],[2854637],[2857836],[2860212],[2873160],[2880187] ] cell #5280 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [614301],[715876],[818926],[825409],[892991],[934616],[971110],[1012072],[1042548],[1055380],[1093708],[1125669],[1135424],[1157381],[1167742],[1219729],[1245484],[1253063],[1257854],[1285535],[1295539],[1317496],[1343900],[1373198],[1375057],[1382101],[1414959],[1420612],[1440714],[1448293],[1467909],[1503335],[1503612],[1504874],[1507418],[1540276],[1552312],[1569574],[1571433],[1578477],[1582370],[1591061],[1625687],[1630667],[1632450],[1633107],[1638358],[1663139],[1698565],[1698842],[1700104],[1702648],[1709954],[1711813],[1716389],[1730330],[1751176],[1753347],[1760194],[1782888],[1806098],[1817514],[1822494],[1824277],[1824934],[1830185],[1836058],[1836335],[1837597],[1842230],[1852068],[1866009],[1872059],[1877865],[1886000],[1902660],[1916601],[1928618],[1928895],[1937447],[1939618],[1946465],[1950597],[1957360],[1958017],[1963943],[1972850],[1982688],[1991787],[2001625],[2015566],[2020960],[2023189],[2030798],[2044739],[2045402],[2046059],[2050789],[2056595],[2064730],[2066901],[2073748],[2097094],[2099323],[2114809],[2118028],[2124647],[2133372],[2135166],[2142279],[2148315],[2152117],[2156470],[2161216],[2163445],[2171054],[2176860],[2184995],[2201455],[2204925],[2206719],[2224009],[2230192],[2232421],[2239623],[2240264],[2252502],[2255734],[2257963],[2266336],[2273449],[2276668],[2283287],[2301637],[2306039],[2306680],[2324683],[2329947],[2336832],[2348126],[2353390],[2360752],[2361393],[2370680],[2376863],[2379092],[2380082],[2389918],[2397697],[2414259],[2418661],[2419302],[2435490],[2443626],[2447242],[2458536],[2463800],[2464730],[2489233],[2491481],[2499260],[2510444],[2521381],[2534785],[2561044],[2562115],[2586626],[2598506] ] cell #5281 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421596,1930895],[1508402,2009014],[1601535,2091562],[1703632,2178443],[1725417,2196195],[1761650,2224660],[1793362,2250202],[1850770,2296852],[1881087,2319423],[1911688,2342866],[1927075,2354971],[1947921,2371331],[1995007,2405795],[2000327,2409474],[2029500,2430705],[2039826,2438366],[2059817,2453276],[2075204,2465381],[2108627,2487520],[2150819,2516596],[2153108,2518282],[2164436,2526321],[2169756,2530000],[2180082,2537661],[2185979,2542273],[2233412,2572404],[2243358,2578869],[2256665,2587413],[2267267,2594545],[2280586,2603298],[2281989,2604658],[2284278,2606344],[2309774,2622070],[2330878,2634785],[2339518,2639184],[2339991,2640388],[2364487,2655841],[2374045,2661686],[2377794,2664385],[2400383,2676626],[2400856,2677830],[2422396,2690452],[2424554,2691058],[2427381,2692342],[2449928,2705446],[2450401,2706650],[2459431,2711992],[2479602,2723008],[2482429,2724292],[2501946,2734746],[2502419,2735950],[2504456,2736655],[2507050,2737758],[2523849,2747193],[2526676,2748477],[2553569,2763475],[2556163,2764578],[2569932,2771584],[2572759,2772868],[2575531,2774791],[2592518,2783411],[2595112,2784514],[2613365,2794682],[2618732,2796916],[2632758,2803356],[2635352,2804459],[2652503,2813038],[2670630,2822191],[2687114,2829039],[2719635,2844100], [1205624,1971922,2195952],[1226366,1744624,2211601],[1366876,1879448,2318469],[1367996,2113881,2319180],[1400854,2141351,2342623],[1414305,2152999,2352543],[1470013,1975421,2392148],[1491875,2215588,2405552],[1542380,2254806,2438123],[1544774,2256823,2439757],[1563252,2058178,2452322],[1564372,2272521,2453033],[1577823,2284169,2462953],[1597475,2087466,2474127],[1618951,2314894,2486007],[1632771,2117380,2493711],[1665243,2144850,2512674],[1674040,2352219,2352462],[1687105,2362259,2526078],[1689533,2364378,2527785],[1704752,2375935,2537418],[1707146,2377952,2539052],[1726117,1972063,2548865],[1746963,2215729,2559239],[1757590,2220564,2564457],[1771410,2420168,2572161],[1773838,2422287,2573868],[1783872,2428409,2578626],[1789302,2246106,2581152],[1803122,2258305,2588856],[1809038,2449099,2593206],[1810778,2448747,2593032],[1816112,2450559,2596123],[1824598,2276020,2600736],[1833395,2462629,2462872],[1866993,2483457,2621827],[1881787,2114022,2628054],[1885109,1885321,2493954],[1890674,2501117,2633446],[1892414,2500765,2633272],[1897748,2502577,2636363],[1899959,2504570,2637579],[1912388,2141492,2642532],[1923015,2350875,2647750],[1931047,2526418,2652995],[1931682,2526495,2653109],[1933234,2362400,2652906],[1938431,2527461,2527704],[1943861,2367235,2658124],[1957681,2379434,2665828],[1960109,2381875,2667535],[1977273,2557581,2674204],[1977973,2557229,2674030],[1979987,2553683,2675021],[2004039,2004356,2565970],[2009166,2572501,2687606],[2009801,2572578,2687720],[2011353,2420309,2687517],[2016550,2573544,2573787],[2018142,2575351,2691154],[2040526,2254947,2699875],[2042769,2439812,2700954],[2045723,2442978,2702567],[2048088,2591289,2592632],[2048201,2594421,2704257],[2048348,2594860,2704437],[2060517,2272662,2708794],[2063839,2064051,2600979],[2069404,2461637,2714186],[2071144,2461285,2714012],[2076478,2466699,2717103],[2089509,2619814,2721393],[2091714,2622167,2722481],[2092349,2622244,2722595],[2092911,2483598,2722392],[2094276,2618552,2723104],[2119232,2494159,2732324],[2119932,2636418,2732150],[2121946,2631529,2632872],[2122059,2634661,2733557],[2122206,2635100,2733737],[2130797,2637637,2736796],[2146702,2508468,2742697],[2147402,2508116,2742523],[2149416,2515236,2743514],[2153808,2352603,2744916],[2158398,2651340,2652323],[2159091,2654177,2747784],[2173468,2173785,2659637],[2178595,2537758,2756099],[2179230,2537835,2756213],[2180782,2376076,2756010],[2183025,2539107,2757089],[2184104,2184316,2666071],[2192847,2669542,2670744],[2196292,2548954,2762252],[2196400,2554810,2761968],[2197338,2675840,2762064],[2199797,2677706,2762917],[2199944,2678145,2763097],[2202350,2675079,2763616],[2222607,2688196,2769969],[2224812,2566054,2771057],[2225447,2574243,2771171],[2226009,2573928,2770968],[2227374,2685951,2686934],[2228067,2688788,2772175],[2248149,2576613,2778522],[2250354,2578966,2779610],[2250989,2579043,2779724],[2251551,2428550,2779521],[2252916,2584714,2780233],[2256854,2439953,2781269],[2260157,2701128,2703015],[2260857,2261069,2702810],[2261967,2703093,2703899],[2277872,2601184,2789453],[2278572,2596178,2789279],[2280699,2604534,2790686],[2280846,2604973,2790866],[2284978,2463013,2791672],[2285701,2286018,2715525],[2288568,2609633,2717299],[2293528,2718602,2719455],[2295378,2722714,2795110],[2296936,2619700,2795640],[2297167,2614778,2795913],[2298130,2723934,2795781],[2300374,2725520,2796470],[2316075,2727662,2728864],[2319520,2628143,2802133],[2319628,2633999,2801849],[2320566,2733960,2801945],[2323025,2636115,2802798],[2323172,2629476,2802978],[2325578,2732393,2733199],[2342963,2642621,2809052],[2343071,2505697,2808768],[2344009,2638398,2808864],[2346468,2640264,2809717],[2346615,2640703,2809897],[2349021,2645730,2810416],[2352918,2355758,2745119],[2355123,2745005,2746407],[2356003,2356320,2746323],[2369278,2653585,2816769],[2371483,2659721,2817857],[2372118,2528160,2817971],[2372680,2527845,2817768],[2374738,2663064,2818975],[2377983,2539248,2819516],[2381286,2666276,2757263],[2381986,2382198,2758945],[2383930,2759318,2759848],[2386524,2759989,2760678],[2388186,2763313,2822587],[2389384,2671748,2823062],[2389535,2676020,2822980],[2405892,2559328,2767366],[2406000,2681747,2826805],[2406150,2767178,2768031],[2408000,2686139,2827233],[2409558,2688082,2827763],[2409789,2683160,2828036],[2410752,2772510,2827904],[2412996,2690044,2828593],[2429231,2690764,2832716],[2430789,2576499,2833246],[2431020,2695518,2833519],[2431983,2691984,2833387],[2434227,2693570,2834076],[2436526,2438571,2780137],[2438463,2699964,2780421],[2439509,2441968,2781421],[2442115,2781601,2782800],[2450590,2596319,2838371],[2453373,2708883,2839739],[2453481,2593759,2839455],[2454419,2704660,2839551],[2456878,2595875,2840404],[2457025,2710216,2840584],[2463328,2466168,2791875],[2465533,2715609,2791761],[2466413,2466730,2793079],[2468506,2793663,2794056],[2468998,2718790,2844031],[2472107,2720154,2844384],[2485493,2799199,2799729],[2487604,2728750,2847538],[2487835,2623697,2800002],[2488087,2799870,2800559],[2489749,2732525,2847934],[2490947,2729868,2848409],[2491098,2734140,2848327],[2502608,2636559,2850947],[2508712,2736493,2852183],[2509910,2740241,2852658],[2510061,2638578,2852576],[2515122,2516680,2810275],[2516911,2744110,2810548],[2517874,2520118,2811378],[2526526,2654159,2856401],[2528526,2651528,2856829],[2530084,2653471,2857359],[2530315,2751653,2857632],[2531278,2748119,2857500],[2533522,2655433,2858189],[2535821,2537866,2818384],[2538804,2541263,2819668],[2541410,2757432,2819848],[2543970,2668303,2821481],[2544508,2760121,2861072],[2558836,2825786,2826179],[2560510,2679291,2826261],[2560661,2768211,2863659],[2562437,2771210,2863943],[2572609,2688770,2866068],[2576023,2691342,2866803],[2577187,2579074,2832288],[2579132,2777283,2867156],[2584894,2586243,2834522],[2586092,2780728,2834604],[2594629,2705332,2870310],[2596774,2703225,2870706],[2597972,2786997,2871181],[2598123,2704840,2871099],[2603184,2604742,2840962],[2605936,2608180,2842065],[2610909,2794138,2873982],[2619224,2723292,2875185],[2620388,2622275,2846509],[2622353,2623159,2846828],[2634869,2734632,2877563],[2638175,2736928,2878166],[2639070,2640472,2851787],[2654328,2748657,2880753],[2656104,2746819,2881037],[2661866,2663215,2858635],[2675617,2763748,2884364],[2676512,2677914,2862834],[2688939,2773048,2886052],[2691649,2774873,2886469],[2692522,2693721,2866872],[2723599,2796998,2890923],[2724472,2725671,2875254] ] cell #5282 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291221,1808196],[1377783,1889832],[1471003,1976431],[1574159,2068562],[1596540,2087585],[1633761,2118390],[1666233,2145860],[1725091,2195881],[1756655,2220683],[1788367,2246225],[1804112,2259315],[1825588,2277030],[1875058,2315013],[1880761,2319109],[1911362,2342552],[1922080,2350994],[1942926,2367354],[1958671,2380444],[1994681,2405481],[2039500,2438052],[2041834,2439931],[2053788,2448866],[2059491,2452962],[2070209,2461404],[2076194,2466391],[2127646,2500884],[2138364,2508235],[2152782,2517968],[2164110,2526007],[2177320,2535799],[2179756,2537347],[2182090,2539226],[2209917,2557348],[2233086,2572090],[2240724,2577165],[2243032,2578555],[2269534,2596297],[2279102,2602933],[2283952,2606030],[2307140,2620366],[2309448,2621756],[2333145,2636537],[2335680,2637257],[2337246,2638819],[2361853,2654137],[2364161,2655527],[2373282,2661673],[2396545,2674699],[2398111,2676261],[2419762,2688748],[2422070,2690138],[2424275,2690964],[2425907,2692329],[2446090,2703519],[2447656,2705081],[2479323,2722914],[2480955,2724279],[2498108,2732819],[2499674,2734381],[2504312,2736642],[2523570,2747099],[2525202,2748464],[2547196,2760633],[2553425,2763462],[2569653,2771490],[2571285,2772855],[2592374,2783398],[2613086,2794588],[2632614,2803343],[2670486,2822178], [1284237,2041796,2256727],[1335051,1850748,2087317],[1355937,1616369,2104244],[1414280,2152951,2352521],[1446995,2182052,2377856],[1497463,1755008,2219627],[1498569,2000305,2220415],[1531427,2029478,2245957],[1544490,2256375,2256643],[1560179,2269496,2450463],[1577798,2284121,2462931],[1600552,1854460,2299835],[1622028,2108605,2314745],[1646225,2333107,2502481],[1671937,2150797,2350726],[1682307,2362749,2524478],[1689508,2364330,2527763],[1692693,1941279,2366298],[1693799,2169734,2367086],[1706862,2377504,2377772],[1726385,1972041,2390361],[1747231,2215707,2403765],[1760667,2004017,2412457],[1761097,2004624,2412725],[1766612,2420658,2570561],[1773813,2422239,2573846],[1792379,2033190,2433688],[1808359,2448969,2592927],[1809013,2449051,2593184],[1813855,2267245,2448598],[1815828,2450111,2450379],[1831292,2281967,2461136],[1838052,2288219,2609506],[1850897,1851743,2474050],[1856384,2483947,2617466],[1871734,2108754,2485930],[1882055,2114000,2491924],[1884646,2117703,2493640],[1889995,2500987,2633167],[1890649,2501069,2633424],[1895491,2330856,2500616],[1897464,2502129,2502397],[1907486,2339969,2507967],[1912656,2141470,2510887],[1926092,2154509,2519579],[1929772,2522257,2523827],[1930781,2525859,2652744],[1930988,2526359,2652851],[1933502,2362378,2524291],[1946938,2173446,2532983],[1947368,2174053,2533251],[1952883,2376425,2664228],[1960084,2381827,2667513],[1976594,2557451,2673925],[1977248,2557533,2674182],[1987514,2400834,2557080],[2000454,2001300,2564380],[2005941,2566445,2685848],[2007891,2568340,2569910],[2008900,2571942,2687355],[2009107,2572442,2687462],[2011621,2420287,2570374],[2019626,2424532,2575269],[2029627,2030473,2581075],[2035114,2428899,2698206],[2040794,2254925,2587069],[2046604,2591090,2592267],[2048130,2594408,2704244],[2050464,2267394,2592955],[2060785,2272640,2598949],[2063376,2276343,2600665],[2068725,2461507,2713907],[2069379,2461589,2714164],[2074221,2285679,2607641],[2074651,2286286,2607909],[2082084,2611923,2613343],[2087688,2474022,2720809],[2091448,2621608,2722230],[2091655,2622108,2722337],[2093179,2483576,2617279],[2095760,2479580,2618470],[2118553,2629581,2732045],[2119207,2495793,2732302],[2120462,2631330,2632507],[2121988,2634648,2733544],[2124322,2331005,2633195],[2131560,2504205,2637380],[2146023,2508338,2742418],[2146677,2508420,2742675],[2150946,2151792,2647673],[2154076,2352581,2648919],[2156433,2649106,2746798],[2156943,2355981,2650747],[2157373,2356588,2651015],[2157635,2651327,2652310],[2169883,2170729,2658047],[2175370,2660112,2754341],[2178329,2537199,2755848],[2178536,2537699,2755955],[2181050,2376054,2664041],[2183641,2379757,2665757],[2186579,2667657,2667722],[2190575,2669343,2670379],[2194076,2674332,2761180],[2196233,2548810,2761729],[2198822,2554788,2672762],[2199726,2677693,2762904],[2201130,2400983,2673953],[2203113,2553318,2674822],[2215182,2680305,2681725],[2220786,2564352,2769385],[2224546,2567300,2770806],[2224753,2684387,2770913],[2226277,2573906,2685661],[2226611,2685938,2686921],[2236978,2575338,2691141],[2246328,2581047,2777938],[2250088,2578407,2779359],[2250295,2578907,2779466],[2251819,2428528,2698019],[2254400,2436504,2699210],[2256792,2257638,2700877],[2259478,2700849,2782905],[2260132,2440993,2701106],[2260394,2443301,2702496],[2277193,2710321,2789174],[2277847,2602818,2789431],[2280628,2604521,2790673],[2282116,2282962,2713935],[2285246,2462991,2715181],[2287603,2715368,2716000],[2288543,2466998,2717277],[2290422,2717718,2718412],[2292054,2718589,2719442],[2295234,2722701,2795097],[2296715,2614585,2795390],[2297327,2480863,2721071],[2298893,2619449,2721194],[2303394,2618539,2723091],[2313803,2727463,2728499],[2315116,2485902,2727078],[2317304,2626676,2801061],[2319461,2627999,2801610],[2322050,2633977,2730882],[2322954,2630581,2802785],[2324358,2502546,2732073],[2340118,2347801,2742446],[2340747,2636890,2807980],[2342904,2642477,2808529],[2345493,2505675,2741255],[2346397,2640251,2809704],[2348929,2517071,2743192],[2349784,2514871,2743315],[2351097,2647645,2811071],[2352665,2352730,2744573],[2354857,2518637,2744754],[2355064,2744861,2812599],[2367457,2658019,2816185],[2371217,2660967,2817606],[2371424,2752880,2817713],[2372948,2527823,2754154],[2377921,2378767,2757012],[2380607,2756984,2757537],[2381261,2540288,2757241],[2381523,2542596,2758631],[2383786,2759305,2759835],[2384339,2668958,2822085],[2387993,2671240,2822547],[2389640,2554531,2761874],[2391272,2675827,2762051],[2403044,2766294,2766988],[2404676,2767165,2768018],[2405833,2559184,2766843],[2407856,2681948,2827220],[2409337,2682967,2827513],[2409949,2571193,2769647],[2411515,2687831,2769770],[2425815,2431180,2778200],[2429087,2690751,2832703],[2430568,2695325,2832996],[2432746,2576248,2778323],[2436247,2586348,2780043],[2437247,2584701,2780220],[2438404,2699820,2835127],[2441897,2587980,2781408],[2450528,2458211,2789202],[2451157,2707416,2838667],[2453314,2708739,2839216],[2455903,2593737,2788011],[2456807,2711321,2840391],[2459339,2605133,2789948],[2463075,2463140,2791329],[2465267,2606699,2791510],[2465474,2791617,2792093],[2468313,2610401,2793623],[2468854,2718267,2844018],[2473469,2619556,2795627],[2485349,2799186,2799716],[2487383,2623504,2799479],[2487995,2626385,2800514],[2489556,2728903,2847894],[2491203,2633720,2801755],[2492835,2733947,2801932],[2504865,2737451,2851681],[2505418,2510166,2808674],[2506326,2640863,2807433],[2508519,2739733,2852143],[2511798,2638385,2808851],[2514978,2647092,2810262],[2516459,2743917,2853910],[2525110,2530475,2816447],[2527907,2527972,2815071],[2528382,2750441,2856816],[2529863,2751460,2857109],[2532041,2653220,2816570],[2535542,2663320,2818290],[2541192,2664952,2819655],[2544315,2759598,2861032],[2553978,2764271,2862728],[2555439,2678305,2825349],[2557660,2558643,2825746],[2560766,2681468,2826711],[2563799,2687938,2827750],[2573990,2574055,2831072],[2575879,2775396,2866790],[2576355,2580494,2833233],[2576908,2693826,2832194],[2593480,2598228,2839361],[2594388,2595020,2838120],[2596581,2786032,2870666],[2599860,2704647,2839538],[2603040,2713354,2840949],[2619080,2797521,2875172],[2620109,2725776,2846415],[2624924,2728606,2847525],[2634628,2635260,2850696],[2637982,2806398,2878126],[2638926,2738979,2851774],[2653327,2657466,2857346],[2653880,2654433,2856307],[2675424,2824314,2884324],[2676368,2765799,2862821],[2688491,2689044,2865974],[2705188,2705664,2870297],[2734488,2734964,2877550] ] cell #5283 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1808199],[1889835],[1976434],[2068565],[2087588],[2118393],[2145863],[2196008],[2220686],[2246228],[2259318],[2277033],[2315016],[2319236],[2342679],[2350997],[2367357],[2380447],[2405608],[2438179],[2439934],[2448869],[2453089],[2461407],[2466394],[2500887],[2508238],[2518095],[2526134],[2535802],[2537474],[2539229],[2557351],[2572217],[2577168],[2578682],[2596300],[2602955],[2606157],[2620369],[2621883],[2636540],[2637925],[2638841],[2654140],[2655654],[2661690],[2675367],[2676283],[2688751],[2690265],[2691488],[2692346],[2704187],[2705103],[2723438],[2724296],[2733487],[2734403],[2737057],[2747623],[2748481],[2760966],[2763877],[2772014],[2772872],[2783813],[2794839],[2803758],[2822375], [1616372,1869526,1869752],[1755011,1999092,1999318],[1801188,2256724,2587568],[1850691,1850751,2296951],[1854463,2090607,2090833],[1924006,2352524,2648174],[1941282,2168521,2168747],[1955747,2377853,2664540],[1972044,2196081,2196975],[2000248,2000308,2409573],[2004020,2223705,2223931],[2004608,2004762,2412728],[2029421,2029481,2430804],[2033193,2249247,2249473],[2041230,2256646,2587512],[2055784,2450460,2706805],[2072135,2462934,2714436],[2087477,2087493,2297640],[2108548,2108608,2487619],[2114003,2319309,2320203],[2117391,2117407,2493767],[2118167,2495777,2732305],[2129642,2502478,2736105],[2141473,2342752,2343646],[2150740,2150800,2516695],[2154512,2354016,2354242],[2161697,2524475,2748072],[2166251,2527766,2749937],[2169677,2169737,2530099],[2173449,2370376,2370602],[2174037,2174191,2533254],[2181486,2377775,2664484],[2213335,2215710,2405681],[2220575,2220591,2410262],[2223650,2567197,2770828],[2230673,2570558,2772463],[2235227,2573849,2774328],[2246117,2246133,2431493],[2254928,2438252,2439146],[2264703,2592966,2784080],[2264986,2593187,2784183],[2267188,2267248,2594644],[2268930,2450382,2706749],[2272643,2453162,2454056],[2276031,2276047,2600792],[2276807,2602802,2789434],[2281910,2281970,2604757],[2285682,2464426,2464652],[2286270,2286424,2607912],[2288282,2609503,2793234],[2288397,2466982,2717280],[2302118,2617463,2796758],[2312550,2314905,2314921],[2317343,2626549,2801083],[2322121,2630511,2802802],[2328314,2633206,2804025],[2328597,2633427,2804128],[2330799,2330859,2634884],[2332541,2502400,2736049],[2339912,2339972,2640487],[2350886,2350902,2517384],[2352584,2518168,2519062],[2352727,2518293,2648269],[2355984,2521077,2521303],[2356572,2356726,2651018],[2357367,2523830,2747726],[2359478,2652766,2813496],[2359867,2652885,2813554],[2360006,2362381,2526207],[2367246,2367262,2530788],[2370321,2660864,2817628],[2376057,2537547,2538441],[2377344,2664225,2819263],[2379445,2379461,2665884],[2380221,2540272,2757244],[2381520,2542284,2758758],[2381898,2667516,2821128],[2384378,2668831,2822107],[2393931,2673964,2823763],[2394214,2674185,2823866],[2400777,2400837,2677929],[2407890,2681859,2827237],[2415276,2569913,2772117],[2417387,2687377,2829497],[2417776,2687496,2829555],[2417915,2420290,2572290],[2423982,2424535,2691591],[2428531,2578755,2584420],[2435971,2698203,2834364],[2436507,2585020,2586055],[2439823,2439839,2588201],[2440977,2443765,2701109],[2442989,2443005,2702623],[2443912,2592289,2783755],[2446112,2704261,2837104],[2446403,2448758,2448774],[2451196,2707289,2838689],[2455974,2711251,2840408],[2459336,2603309,2790616],[2461296,2461312,2605446],[2462167,2713946,2841631],[2462450,2714167,2841734],[2462994,2606230,2607124],[2463137,2606355,2714531],[2464371,2606596,2791532],[2468888,2718178,2844035],[2470143,2613346,2794942],[2476867,2722252,2845220],[2477256,2722371,2845278],[2477395,2483579,2621956],[2479030,2479583,2723541],[2489573,2728922,2847896],[2495930,2632529,2803700],[2498130,2733561,2849680],[2498421,2500776,2500792],[2503751,2504227,2736999],[2504904,2737324,2851703],[2505678,2638704,2643766],[2506323,2639195,2807766],[2508127,2508143,2645280],[2514457,2742457,2853359],[2514740,2742678,2853462],[2514893,2645715,2646531],[2515247,2515263,2743860],[2518534,2521022,2744776],[2521940,2652327,2813309],[2527826,2655727,2661392],[2527969,2655852,2750032],[2528416,2750352,2856833],[2535581,2661747,2818814],[2537913,2755870,2859093],[2538302,2755989,2859151],[2539118,2539134,2665173],[2540359,2664882,2819672],[2544332,2759617,2861034],[2545174,2670401,2822317],[2547360,2761202,2861405],[2550099,2554791,2676146],[2551322,2762921,2861941],[2551613,2557240,2557256],[2552864,2553340,2763819],[2554017,2764144,2862750],[2555436,2676637,2825682],[2560473,2681728,2768337],[2567725,2573909,2690338],[2568023,2686938,2829310],[2574052,2690463,2774423],[2574952,2575355,2775062],[2575913,2775307,2866807],[2576270,2691969,2696184],[2576624,2576640,2695268],[2576947,2692403,2832445],[2583892,2779381,2867992],[2584281,2779500,2868050],[2584718,2698233,2698893],[2584775,2584965,2780567],[2587910,2590147,2781425],[2593740,2704966,2710028],[2594385,2705457,2785137],[2596189,2596205,2711542],[2596598,2786051,2870668],[2603074,2712035,2841364],[2605155,2790690,2872452],[2610748,2717740,2843665],[2611606,2719459,2844201],[2613477,2795114,2874236],[2614528,2619825,2619841],[2615444,2619471,2723919],[2618153,2618556,2797187],[2619114,2797432,2875189],[2620148,2724353,2846666],[2624363,2728521,2800544],[2629288,2633980,2734266],[2630802,2636429,2636445],[2634625,2734757,2805082],[2637999,2806417,2878128],[2638402,2737460,2740938],[2638459,2638649,2740080],[2638960,2737801,2851971],[2641027,2808002,2878499],[2644989,2809721,2879035],[2645773,2645915,2810677],[2653242,2748104,2752319],[2653596,2653612,2751403],[2653919,2748538,2814312],[2668564,2759322,2860822],[2671587,2675901,2676091],[2672445,2675844,2764280],[2675441,2824333,2884326],[2676402,2764621,2863018],[2679130,2766316,2825730],[2679988,2768035,2826825],[2682910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[2004859,2412933,2414740,2685845,2770315,2771182],[2088348,2474061,2474870,2720682,2721082,2845010],[2106063,2485941,2625772,2726951,2799346,2800525],[2117532,2493651,2495494,2732084,2802279,2802859],[2174288,2533459,2535266,2754338,2817115,2817982],[2186434,2382157,2542788,2667719,2758956,2821223],[2196836,2548844,2549527,2761640,2761947,2861775],[2213196,2559218,2681156,2766754,2825890,2826784],[2221446,2564391,2565200,2769258,2769658,2827380],[2223797,2565949,2567586,2770947,2828165,2828636],[2246988,2581086,2581895,2777811,2778211,2867782],[2276172,2600676,2602519,2789213,2839885,2840465],[2286521,2464281,2608117,2715365,2791886,2842688],[2297349,2614602,2614946,2795409,2795560,2874448],[2312259,2623521,2728023,2799498,2846877,2847458],[2320064,2628033,2628716,2801521,2801828,2848038],[2343507,2642511,2643194,2808440,2808747,2878869],[2351757,2515826,2647684,2743203,2810944,2879844],[2353871,2356823,2649103,2651223,2745130,2855278],[2368117,2658058,2658867,2816058,2816458,2856976],[2370468,2659616,2661253,2817747,2857761,2858232],[2379586,2539989,2665768,2757023,2819729,2859909],[2388010,2547883,2670802,2822549,2822632,2883715],[2401414,2558660,2766114,2766509,2825748,2863145],[2409971,2682984,2683328,2827532,2827683,2863992],[2431202,2695342,2695686,2833015,2833166,2886935],[2439007,2585483,2699854,2780116,2835038,2887676],[2440694,2443130,2700888,2702507,2781482,2869438],[2453917,2708773,2709456,2839127,2839434,2870810],[2464518,2606985,2715504,2791651,2842108,2873085],[2467927,2468330,2717933,2793625,2793708,2873837],[2508536,2641550,2739295,2852145,2852228,2892564],[2517093,2646033,2743934,2810195,2853929,2893175],[2518923,2521169,2744895,2746302,2811421,2880112],[2530497,2751477,2751821,2857128,2857279,2881086] ] cell #5284 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037757,2048539],[1120878,2122397],[1211074,2200135],[1312705,2281037],[1335412,2297243],[1373446,2323363],[1406304,2346806],[1465514,2389499],[1498930,2409865],[1531788,2431096],[1547830,2442306],[1569822,2457216],[1622389,2487911],[1628272,2491062],[1660744,2510025],[1672298,2516987],[1694160,2530391],[1710202,2541601],[1749887,2560625],[1798623,2586207],[1801380,2587804],[1814216,2594936],[1820099,2598087],[1831653,2605049],[1837739,2466451],[1895852,2635176],[1907847,2640779],[1923696,2648057],[1936158,2654292],[1950739,2536366],[1953182,2663179],[1955939,2664776],[1987875,2678221],[2014277,2688903],[2023331,2578285],[2025685,2693685],[2055976,2707041],[2066584,2603452],[2071825,2714319],[2099465,2621486],[2101819,2725635],[2129834,2736341],[2131348,2736737],[2134849,2639814],[2163587,2655257],[2165941,2749820],[2176567,2662113],[2202901,2763557],[2206402,2677256],[2232563,2689868],[2234917,2774211],[2236576,2691537],[2239971,2693172],[2262518,2783493],[2266019,2706076],[2302992,2723487],[2306387,2725122],[2326129,2803438],[2329630,2735376],[2334107,2737098],[2357705,2747672],[2361100,2749307],[2387075,2822273],[2394972,2763918],[2415614,2772063],[2419009,2773698],[2444517,2783854],[2471034,2794888],[2496535,2803799],[2546255,2822416], [859027,1869809,2484772],[987165,1999375,2563222],[992974,1761028,2566361],[1079572,2091039,2614737],[1083457,2090890,2615904],[1115723,1884711,2629440],[1173436,2168804,2656889],[1179245,1947299,2660028],[1205985,2199347,2671856],[1238927,1999524,2683119],[1242812,2004077,2684286],[1271399,2249679,2695477],[1275284,2249530,2696644],[1307550,2063441,2710180],[1318514,2074582,2715916],[1335129,1595993,2473368],[1361790,1869958,2623656],[1368357,2113138,2729976],[1401215,2346018,2740349],[1412295,2354448,2744069],[1416180,2354299,2745236],[1418880,2157304,2746714],[1434157,2168953,2751612],[1438042,2173506,2752779],[1448832,2183706,2757396],[1492236,1990116,2679399],[1498647,1756108,2563698],[1531505,1787820,2580393],[1542741,2441518,2780836],[1545024,2442455,2781560],[1546449,2258105,2590916],[1548940,2260459,2782764],[1558166,2048688,2704396],[1564733,2271778,2787105],[1575813,2281186,2790825],[1579698,2285739,2791992],[1582398,2288474,2466904],[1622106,1874511,2624823],[1635720,2322890,2324825],[1644212,2122546,2733696],[1657007,2346955,2809856],[1669246,2349572,2810357],[1672015,1921533,2646991],[1674401,2520572,2811486],[1674574,2518425,2745031],[1674859,2353073,2650515],[1678384,2356041,2812498],[1687466,2159545,2747892],[1693877,1942379,2657365],[1705113,2375192,2819083],[1707396,2541750,2819807],[1708821,2379234,2541128],[1711312,2381588,2542185],[1742328,2200284,2763056],[1762469,2412225,2413942],[1771771,2228521,2772283],[1780225,2432534,2833328],[1784233,2434681,2834184],[1795665,2436845,2698419],[1796180,2437071,2834584],[1801097,2041287,2700195],[1801195,2041436,2587578],[1801641,2440240,2702354],[1813933,2053241,2705563],[1816362,2457365,2840543],[1827547,2456743,2458678],[1828601,2459982,2603210],[1831370,2069662,2713253],[1833756,2608634,2842173],[1833929,2606487,2791787],[1834214,2463483,2607409],[1863346,2298681,2795722],[1867354,2300828,2796578],[1878089,2489708,2489862],[1886623,2493498,2495040],[1895569,2127099,2734863],[1897998,2323512,2802937],[1903277,2511396,2737646],[1903792,2511622,2852638],[1904861,2507601,2639096],[1907564,2137817,2738878],[1918455,2515390,2853563],[1918672,2515498,2742850],[1924000,1924028,2648165],[1934784,2531829,2857441],[1938792,2533976,2858297],[1938965,2655984,2817883],[1948740,2532751,2534468],[1950224,2536140,2661825],[1955656,2181543,2756330],[1955754,2181692,2664550],[1956200,2539535,2665615],[1964167,2544467,2544621],[1983305,2390870,2764466],[1983820,2391096,2823042],[1984889,2556714,2676538],[1987592,2209370,2765698],[1997783,2562545,2562660],[2012903,2411303,2827845],[2016911,2413450,2828701],[2017084,2690595,2771083],[2020494,2236802,2774853],[2021573,2581459,2867439],[2021790,2581567,2775566],[2022816,2578059,2692481],[2036311,2585141,2779801],[2051406,2599458,2784402],[2051921,2599684,2871161],[2052990,2595663,2705358],[2055693,2268987,2785634],[2055791,2269136,2706815],[2056819,2596733,2596887],[2065353,2600523,2602065],[2066801,2603560,2712100],[2072129,2072157,2714427],[2080155,2611017,2611132],[2088411,2476132,2614891],[2096628,2303218,2796978],[2097707,2474434,2844667],[2097924,2474542,2797691],[2098950,2621260,2724431],[2106126,2311622,2623810],[2111136,2488638,2847620],[2111180,2489996,2626422],[2125264,2492433,2804347],[2125779,2492659,2848389],[2126848,2635903,2734658],[2129551,2332598,2805579],[2129649,2332747,2736115],[2132474,2333999,2806051],[2133596,2638134,2638288],[2133941,2642852,2806606],[2135066,2639922,2737866],[2154318,2521869,2650381],[2160750,2357931,2813100],[2161704,2358658,2748082],[2161829,2658431,2881320],[2162046,2658539,2813813],[2163072,2655031,2748616],[2166245,2166273,2749928],[2167212,2656212,2656327],[2186513,2382090,2759088],[2189053,2545634,2668704],[2196893,2550630,2671971],[2204027,2394864,2823967],[2205149,2675576,2675730],[2205494,2549185,2824522],[2206619,2677364,2764686],[2213253,2402729,2679514],[2217442,2561364,2827011],[2217957,2561590,2863721],[2221509,2409334,2683273],[2224497,2226519,2567088],[2229726,2415840,2829101],[2230680,2416567,2772473],[2230805,2564764,2864226],[2231022,2564872,2829814],[2232048,2689642,2773007],[2235221,2235249,2774319],[2237800,2423068,2775081],[2238795,2691757,2691872],[2247051,2583157,2695631],[2257590,2590702,2702000],[2263644,2444409,2836738],[2264766,2445148,2704550],[2264980,2265008,2784174],[2265111,2709114,2837293],[2266236,2706184,2784622],[2269820,2597021,2707162],[2285488,2465218,2716643],[2288289,2466600,2793244],[2289215,2610348,2717952],[2295018,2471260,2844162],[2297371,2615829,2720555],[2302125,2476758,2796768],[2304216,2478116,2797206],[2305211,2723707,2723822],[2312281,2484697,2726824],[2316230,2625336,2875834],[2316447,2625444,2847763],[2320121,2490888,2730091],[2322676,2324310,2630179],[2327255,2496427,2849314],[2328377,2497166,2733850],[2328591,2328619,2804119],[2328722,2628374,2849869],[2329847,2735484,2804567],[2335724,2639301,2737197],[2343564,2644297,2740464],[2351820,2649755,2744223],[2353290,2650936,2745857],[2358929,2522363,2813328],[2359503,2359707,2813463],[2359924,2522984,2748007],[2368180,2529860,2751766],[2371168,2373190,2660755],[2377351,2537093,2819273],[2378719,2540914,2758135],[2381892,2381920,2821119],[2387413,2546147,2861105],[2388433,2670821,2671187],[2393994,2550990,2763210],[2394208,2394236,2823857],[2396589,2676743,2764017],[2401703,2679179,2884658],[2401837,2557607,2766528],[2406881,2680814,2863779],[2409993,2563147,2769131],[2412646,2414159,2684907],[2416838,2568446,2829329],[2417412,2417616,2829464],[2417833,2569067,2772398],[2431224,2696569,2777684],[2435978,2583783,2834374],[2439064,2701640,2780951],[2446134,2446293,2783953],[2453974,2597913,2787220],[2456529,2458163,2710919],[2462230,2604191,2790979],[2462444,2462472,2841725],[2463700,2607830,2792613],[2468216,2610797,2873860],[2471547,2612432,2844220],[2476892,2477096,2845187],[2477313,2616525,2796693],[2484210,2726725,2875592],[2498152,2498311,2803898],[2508959,2739314,2739680],[2514520,2644657,2810010],[2514734,2514762,2853453],[2517115,2745161,2810817],[2530519,2656814,2815931],[2533172,2534685,2753400],[2537938,2538142,2859060],[2538359,2662734,2819198],[2543858,2668605,2860863],[2547409,2548172,2861330],[2551344,2551503,2823636],[2583917,2584121,2867959],[2584338,2697265,2834299],[2605177,2605336,2841504],[2613518,2614128,2844377],[2641076,2641839,2878424],[2645011,2645170,2853232],[2694258,2694868,2867149] ] cell #5285 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1190952],[1319820],[1373023],[1441963],[1450737],[1503407],[1524303],[1569399],[1572669],[1610865],[1632429],[1653877],[1686675],[1698637],[1701107],[1709779],[1739198],[1753326],[1770980],[1780268],[1802692],[1805923],[1813232],[1824256],[1836130],[1842209],[1863389],[1887674],[1894868],[1898629],[1925469],[1925604],[1928690],[1934827],[1939597],[1957251],[1957339],[1960482],[1978657],[2006934],[2007069],[2012946],[2020939],[2042119],[2043106],[2045381],[2046758],[2066404],[2066880],[2073598],[2073733],[2076819],[2080754],[2097073],[2119282],[2120269],[2120616],[2131714],[2135145],[2148086],[2148294],[2153322],[2176363],[2176498],[2182375],[2183362],[2185637],[2190729],[2203267],[2206698],[2213852],[2218381],[2225523],[2239394],[2239602],[2252323],[2266315],[2277922],[2278909],[2279256],[2279464],[2284492],[2291093],[2299047],[2305810],[2306018],[2313957],[2317369],[2329926],[2336653],[2337400],[2337608],[2349938],[2360523],[2360731],[2365052],[2372194],[2373452],[2384404],[2390311],[2397518],[2398265],[2398473],[2403715],[2411669],[2418432],[2418640],[2424946],[2426077],[2432900],[2447063],[2447810],[2448018],[2451222],[2474087],[2479994],[2481125],[2485967],[2489004],[2489212],[2491874],[2499081],[2499828],[2500036],[2504930],[2510837],[2518791],[2518999],[2524241],[2525372],[2532195],[2554043],[2558574],[2561936],[2564417],[2566208],[2567454],[2567662],[2570324],[2571455],[2581112],[2587019],[2588150],[2592992],[2598899],[2606853],[2607061],[2617229],[2622902],[2623106],[2627389],[2629646],[2630751],[2633232],[2647710],[2658084],[2659875],[2661121],[2661329],[2663991],[2665122],[2673165],[2673990],[2682365],[2682569],[2684557],[2697969],[2708129],[2710386],[2711491],[2713972],[2715763],[2721529],[2721733],[2741658],[2742483],[2746561],[2750858],[2751062],[2753050],[2757602],[2778658],[2778862],[2782145],[2782970],[2792263],[2811791],[2811995],[2812769] ] cell #5286 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1633321],[1712062],[1761005],[1825148],[1837713],[1884456],[1947276],[1950713],[1958231],[1959698],[1997641],[2023305],[2046273],[2063186],[2067257],[2074559],[2080013],[2099439],[2135522],[2154334],[2157281],[2163561],[2167070],[2176514],[2183451],[2186529],[2207075],[2226535],[2232537],[2238653],[2239918],[2258079],[2258082],[2260204],[2266692],[2279303],[2285504],[2288451],[2305069],[2306334],[2324799],[2324802],[2330303],[2333543],[2337447],[2348689],[2352979],[2353746],[2361047],[2373206],[2379208],[2379211],[2381333],[2394408],[2398312],[2413848],[2414615],[2418956],[2425575],[2436161],[2440187],[2443953],[2447857],[2458652],[2458655],[2459099],[2463389],[2464156],[2469286],[2480623],[2489734],[2494987],[2495971],[2499875],[2503792],[2505332],[2506086],[2514934],[2524870],[2534374],[2535141],[2535456],[2539482],[2544493],[2545215],[2552905],[2554445],[2555199],[2559616],[2562578],[2570953],[2576311],[2576822],[2593394],[2594148],[2596759],[2602012],[2602996],[2611050],[2614763],[2615485],[2619512],[2620023],[2623682],[2624404],[2626145],[2633634],[2634388],[2638160],[2638882],[2646572],[2648866],[2653283],[2653794],[2656245],[2671889],[2675602],[2676324],[2679432],[2681382],[2683145],[2683867],[2685608],[2687894],[2688405],[2691790],[2695503],[2696225],[2700763],[2704422],[2705144],[2715128],[2723740],[2726574],[2728562],[2730009],[2731129],[2731959],[2733722],[2734444],[2740382],[2744095],[2744817],[2747925],[2751638],[2752360],[2754101],[2756898],[2763082],[2766474],[2768881],[2770168],[2770231],[2770869],[2772316],[2780869],[2787138],[2788258],[2789088],[2790851],[2791573],[2796150],[2796611],[2799257],[2801241],[2809882],[2815681],[2816968],[2817031],[2817669],[2819116],[2820236],[2823386],[2827291],[2833756],[2834217],[2836480],[2838847],[2842541],[2842604],[2844921],[2852982],[2854670],[2855131],[2855194],[2856887],[2867693],[2869061],[2879755] ] cell #5287 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1712059],[1837710],[1885295],[1950710],[1959697],[2004595],[2023302],[2064025],[2067256],[2099436],[2117242],[2135521],[2163558],[2174024],[2176513],[2184290],[2207074],[2218242],[2232534],[2239917],[2258076],[2261043],[2266691],[2275882],[2286257],[2290954],[2306333],[2324796],[2330302],[2333542],[2353745],[2353886],[2356559],[2361046],[2364913],[2379205],[2379296],[2382172],[2394407],[2414614],[2414755],[2418955],[2424807],[2440186],[2440964],[2442840],[2443952],[2458649],[2458963],[2464155],[2464296],[2466969],[2469285],[2479855],[2494986],[2495764],[2495970],[2503791],[2505950],[2514933],[2515059],[2518524],[2535140],[2535281],[2539481],[2540259],[2542135],[2545214],[2552904],[2555063],[2559615],[2562577],[2567187],[2576310],[2576436],[2584765],[2594012],[2602011],[2602789],[2602995],[2603121],[2606586],[2611049],[2615484],[2619511],[2619637],[2624403],[2626539],[2634252],[2638449],[2638881],[2639007],[2646571],[2653282],[2653408],[2656244],[2660854],[2661737],[2668821],[2671888],[2675891],[2676323],[2676449],[2679431],[2683866],[2687893],[2688019],[2691789],[2692393],[2696224],[2704711],[2705143],[2705269],[2707279],[2720672],[2723739],[2724343],[2726941],[2728561],[2728687],[2730008],[2734011],[2734443],[2734569],[2737314],[2740381],[2744816],[2744942],[2747924],[2748528],[2752359],[2764134],[2766473],[2768082],[2769248],[2770167],[2770868],[2770994],[2772315],[2772919],[2777801],[2780868],[2781472],[2784070],[2787137],[2791572],[2791698],[2796610],[2799256],[2799336],[2801240],[2802269],[2802849],[2804015],[2810934],[2816048],[2816967],[2817668],[2817794],[2819115],[2819719],[2823385],[2823753],[2827290],[2827370],[2828212],[2834216],[2838846],[2839875],[2840455],[2841621],[2842540],[2844920],[2845000],[2852981],[2853349],[2855130],[2856886],[2856966],[2857808],[2859899],[2867692],[2867772],[2869060],[2869428],[2873132],[2879754],[2879834],[2880159] ] cell #5288 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [614302],[715878],[818928],[825410],[892993],[934617],[971112],[1012073],[1042550],[1055381],[1093709],[1125671],[1135425],[1157383],[1167743],[1219730],[1245486],[1253064],[1257855],[1285536],[1295540],[1317498],[1343901],[1373200],[1375058],[1382102],[1414960],[1420613],[1440716],[1448294],[1467910],[1503475],[1503613],[1504875],[1507419],[1540277],[1552313],[1569576],[1571434],[1578478],[1582372],[1591062],[1625688],[1630668],[1632451],[1633253],[1638359],[1663140],[1698705],[1698843],[1700105],[1702649],[1709956],[1711814],[1716390],[1730331],[1751177],[1753348],[1760198],[1782889],[1806100],[1817515],[1822495],[1824278],[1825080],[1830186],[1836198],[1836336],[1837598],[1842231],[1852069],[1866010],[1872060],[1877869],[1886001],[1902661],[1916602],[1928758],[1928896],[1937448],[1939619],[1946469],[1950598],[1957361],[1958163],[1963947],[1972851],[1982689],[1991788],[2001626],[2015567],[2020961],[2023190],[2030799],[2044740],[2045403],[2046205],[2050790],[2056599],[2064731],[2066902],[2073752],[2097095],[2099324],[2114810],[2118029],[2124648],[2133376],[2135167],[2142280],[2148316],[2152118],[2156474],[2161217],[2163446],[2171055],[2176864],[2184996],[2201456],[2204929],[2206720],[2224010],[2230193],[2232422],[2239624],[2240268],[2252506],[2255735],[2257964],[2266337],[2273450],[2276669],[2283288],[2301638],[2306040],[2306684],[2324684],[2329948],[2336836],[2348127],[2353391],[2360753],[2361397],[2370681],[2376864],[2379093],[2380083],[2389919],[2397701],[2414260],[2418662],[2419306],[2435491],[2443627],[2447246],[2458537],[2463801],[2464731],[2489234],[2491482],[2499264],[2510445],[2521382],[2534786],[2561045],[2562119],[2586627],[2598507] ] cell #5289 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [614304],[715881],[818931],[825407],[892996],[934614],[971115],[1012070],[1042553],[1055308],[1093706],[1125674],[1135352],[1157386],[1167740],[1219657],[1245489],[1253061],[1256748],[1285533],[1295467],[1317501],[1342794],[1373203],[1375055],[1382029],[1414887],[1419506],[1440719],[1448291],[1457057],[1503608],[1503610],[1504802],[1506312],[1519338],[1539170],[1569579],[1571431],[1578405],[1582375],[1588876],[1605900],[1619815],[1625545],[1632445],[1633395],[1652287],[1698838],[1698840],[1700032],[1701542],[1709959],[1711811],[1716247],[1728145],[1737608],[1748991],[1753342],[1760206],[1780703],[1797727],[1806103],[1811642],[1817372],[1824272],[1825222],[1836331],[1836333],[1837525],[1842225],[1851926],[1863824],[1871917],[1877877],[1883815],[1893278],[1902518],[1914416],[1928891],[1928893],[1935262],[1939613],[1946477],[1950455],[1957355],[1958305],[1963955],[1972845],[1982546],[1991782],[1996695],[2001483],[2013381],[2020955],[2023047],[2030656],[2042554],[2045397],[2046347],[2050647],[2056607],[2062545],[2066896],[2073760],[2097089],[2099181],[2104711],[2114804],[2117886],[2119717],[2124505],[2133384],[2135161],[2142274],[2148310],[2151975],[2156482],[2161211],[2163303],[2170912],[2176872],[2182810],[2201313],[2204937],[2206714],[2211468],[2220094],[2224004],[2230187],[2232279],[2239618],[2240276],[2252514],[2255729],[2257821],[2266331],[2273444],[2276526],[2278357],[2283145],[2300302],[2301632],[2306034],[2306692],[2318336],[2322591],[2324541],[2329942],[2336844],[2347984],[2353385],[2360747],[2361405],[2366765],[2370675],[2376858],[2378950],[2379940],[2389913],[2392015],[2397709],[2414254],[2418656],[2419314],[2434155],[2435485],[2443484],[2447254],[2452189],[2456444],[2458394],[2463795],[2464725],[2489228],[2491476],[2499272],[2510439],[2512541],[2520046],[2521376],[2534780],[2540829],[2561039],[2562127],[2586621],[2588723],[2590617],[2598501] ] cell #5290 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [614305],[715932],[819037],[825466],[893102],[934733],[971221],[993057],[1012189],[1042659],[1055316],[1093825],[1116341],[1125780],[1135360],[1157492],[1167859],[1179328],[1219665],[1242606],[1245595],[1253180],[1256756],[1285652],[1295475],[1308168],[1317607],[1318597],[1342802],[1364864],[1374283],[1375174],[1382037],[1414895],[1418963],[1419514],[1437836],[1440825],[1448410],[1449450],[1456056],[1457065],[1504720],[1504810],[1506320],[1519346],[1539178],[1548667],[1549558],[1561240],[1570659],[1571550],[1578413],[1579492],[1582481],[1588884],[1605908],[1619823],[1625553],[1633569],[1651286],[1652295],[1678088],[1678178],[1699950],[1700040],[1701550],[1701620],[1711039],[1711930],[1716255],[1728153],[1736607],[1737616],[1748999],[1753406],[1780711],[1780781],[1795904],[1797735],[1803920],[1811650],[1817380],[1825396],[1837443],[1837533],[1842289],[1851934],[1863832],[1863902],[1871925],[1883823],[1893286],[1902526],[1903516],[1914424],[1918831],[1935270],[1935340],[1939677],[1950463],[1958479],[1972909],[1982554],[1983544],[1991846],[1996703],[2001491],[2013389],[2013459],[2021019],[2021949],[2023055],[2030664],[2042562],[2050655],[2051645],[2062553],[2066960],[2097153],[2098083],[2099189],[2104719],[2114868],[2117894],[2119725],[2124513],[2125503],[2135225],[2142338],[2151983],[2161275],[2162205],[2163311],[2170920],[2182818],[2201321],[2206778],[2211540],[2217681],[2220102],[2224068],[2230251],[2231181],[2232287],[2255793],[2257829],[2266395],[2273508],[2276534],[2278365],[2283153],[2300310],[2301696],[2316606],[2318408],[2322720],[2324549],[2330006],[2347992],[2353449],[2366773],[2370739],[2376922],[2378958],[2379948],[2390544],[2392087],[2403948],[2414318],[2434163],[2435549],[2443492],[2452261],[2456573],[2458402],[2463859],[2464789],[2492107],[2511070],[2512613],[2520054],[2521440],[2534844],[2540958],[2587252],[2588795],[2590746],[2599132] ] cell #5291 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [614306],[715882],[818932],[825406],[892997],[934613],[971116],[1012069],[1042554],[1055307],[1093705],[1125675],[1135351],[1157387],[1167739],[1219656],[1243599],[1245490],[1253060],[1256747],[1285532],[1295466],[1317502],[1342793],[1373090],[1373204],[1375054],[1382028],[1414886],[1419505],[1438829],[1440720],[1448290],[1457056],[1502584],[1503609],[1504801],[1506311],[1519337],[1539169],[1569466],[1569580],[1571430],[1578404],[1580485],[1582376],[1588875],[1605899],[1619814],[1625352],[1625544],[1632444],[1652286],[1679171],[1697814],[1698839],[1700031],[1701541],[1709846],[1709960],[1711810],[1716054],[1716246],[1728144],[1737607],[1748990],[1753341],[1780702],[1797726],[1805990],[1806104],[1811641],[1817179],[1817371],[1824271],[1835307],[1836332],[1837524],[1842224],[1851925],[1863823],[1871916],[1883814],[1893277],[1902325],[1902517],[1914415],[1927867],[1928892],[1935261],[1939612],[1950262],[1950454],[1957354],[1972844],[1982353],[1982545],[1991781],[1996694],[2001482],[2013380],[2020954],[2022854],[2023046],[2030655],[2036801],[2042553],[2045396],[2050646],[2062544],[2066895],[2097088],[2098988],[2099180],[2104710],[2114803],[2117885],[2119716],[2124504],[2134431],[2135160],[2142273],[2148309],[2151974],[2161210],[2163110],[2163302],[2170911],[2182809],[2201312],[2205984],[2206713],[2211467],[2220093],[2224003],[2230186],[2232086],[2232278],[2239617],[2255728],[2257820],[2265601],[2266330],[2273443],[2276525],[2278356],[2283144],[2300301],[2301631],[2306033],[2318335],[2322590],[2324540],[2329212],[2329941],[2347983],[2353384],[2360746],[2366764],[2370674],[2376857],[2378949],[2379939],[2389912],[2392014],[2407371],[2414253],[2418655],[2434154],[2435484],[2443483],[2452188],[2456443],[2458393],[2463794],[2464724],[2489227],[2491475],[2510438],[2512540],[2520045],[2521375],[2534779],[2540828],[2561038],[2586620],[2588722],[2590616],[2598500] ] cell #5292 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [802925,2048371],[879059,2122229],[962321,2199967],[1057789,2280869],[1079761,2297190],[1116880,2323195],[1148592,2346638],[1205579,2389558],[1239116,2409812],[1271588,2431043],[1287231,2442138],[1308707,2457048],[1361979,2487858],[1367951,2491121],[1400809,2510084],[1412484,2516934],[1434346,2530338],[1449989,2541433],[1491830,2560684],[1542335,2586266],[1545213,2440048],[1558355,2594883],[1564327,2598146],[1576002,2604996],[1581965,2287888],[1644401,2635123],[1657196,2640726],[1673995,2517897],[1687060,2654351],[1703230,2374584],[1704707,2663238],[1707585,2539343],[1742517,2678168],[1771365,2688962],[1783470,2427920],[1783827,2693744],[1816551,2596414],[1828782,2459454],[1833350,2605959],[1866591,2482968],[1866948,2725694],[1898187,2636654],[1899914,2736951],[1906082,2507073],[1938029,2527215],[1938386,2655456],[1950889,2535906],[1979942,2763771],[1986110,2556186],[2016148,2573298],[2016505,2690067],[2018599,2575554],[2024471,2577825],[2048043,2703248],[2054211,2595135],[2094733,2618755],[2100605,2621026],[2121901,2732548],[2128069,2635375],[2131194,2637803],[2158855,2652526],[2164727,2654797],[2192802,2760144],[2202747,2675245],[2227831,2687137],[2233703,2689408],[2262364,2704065],[2293985,2719658],[2325975,2733365],[2386921,2760844], [627560,1334826,2473421],[644285,1869641,2484825],[757740,1999207,2563275],[758730,1498344,2563751],[762691,1503505,2566308],[786200,1531202,2580446],[841700,1854950,2614801],[844412,2090722,2615957],[861691,1616859,2623720],[864403,1621803,2624876],[874365,1632726,2629499],[909222,1671712,2647044],[927169,2168636,2656942],[928159,1693574,2657418],[932120,1698735,2659975],[958439,1975845,2671914],[979285,1745048,2679457],[989829,1755498,2683183],[992541,1760442,2684339],[1020430,2033680,2695541],[1023142,2249362,2696697],[1031179,1800794,2587344],[1040421,1808686,2704460],[1043133,1813630,2705616],[1053095,1824553,2710239],[1058779,1831067,2713306],[1062740,1836228,2715863],[1112998,1879872,2730034],[1123542,1890322,2733760],[1126254,1895266,2734916],[1138912,1907261,2738931],[1144710,2145274,2740407],[1155254,2154999,2744133],[1156080,1674089,2518271],[1157966,2354131,2745289],[1160135,1928788,2746661],[1165556,1931319,2747950],[1176100,1941769,2751676],[1178812,1946713,2752832],[1186849,1955353,2664316],[1188774,1957636,2757455],[1212659,1976921,2763120],[1223217,1987289,2765751],[1250877,2009438,2772341],[1258436,2018681,2775023],[1283349,2258729,2780894],[1284155,1544743,2439966],[1284730,2045321,2442688],[1285509,2259805,2781624],[1288226,2045678,2782823],[1299027,2055390,2706581],[1304825,2058602,2787163],[1315369,2069052,2790889],[1316195,1833444,2606333],[1318081,2073996,2792045],[1320250,2076917,2609804],[1337888,2089464,2795936],[1342002,2091986,2796636],[1344482,2094815,2797148],[1375031,2118880,2803001],[1385589,2129248,2735881],[1387391,2130820,2806161],[1407889,2146350,2809920],[1410385,2149371,2810571],[1413887,2155539,2520141],[1414722,2352873,2811586],[1415605,2355395,2811544],[1418447,2156718,2812551],[1421194,2158937,2746969],[1429537,1938480,2655830],[1446107,2178867,2819141],[1446913,1707115,2539261],[1447488,2185577,2541983],[1448267,2380934,2819871],[1450984,2185934,2667142],[1467875,2197795,2676043],[1468491,2197877,2823212],[1474197,2202373,2824077],[1501406,2222562,2828059],[1505520,2225084,2828759],[1508000,2227913,2771360],[1516343,2016599,2690441],[1517941,2236342,2575478],[1534264,2248104,2833542],[1538378,2250626,2834242],[1540242,2253373,2584917],[1540858,2253455,2834754],[1544324,2259245,2589364],[1550909,2261990,2783223],[1552894,2048921,2705435],[1560097,1816081,2596332],[1560672,2065312,2457598],[1571407,2277520,2840607],[1573903,2280541,2712200],[1577405,2286709,2608203],[1578240,2463283,2842273],[1579123,2465805,2842231],[1591643,2294067,2794288],[1598042,2298153,2844777],[1598246,2298527,2724100],[1604503,2302758,2618679],[1623745,2316030,2800025],[1630633,2321023,2734163],[1631249,2321105,2848559],[1636955,2325601,2803168],[1638940,2122779,2734735],[1646143,1897717,2636572],[1646718,1886582,2323745],[1656217,2339473,2737966],[1663105,2344466,2638601],[1663721,2344548,2852808],[1669427,2349044,2853673],[1669631,2349418,2645896],[1680313,2357471,2652450],[1681413,2159114,2748427],[1682225,1931651,2654172],[1689115,2174476,2533545],[1689950,2528115,2858397],[1696636,2369233,2857655],[1700750,2371755,2858355],[1702614,2374502,2661889],[1706696,2380374,2666336],[1711573,2186028,2542262],[1719811,2386547,2821874],[1726748,2390636,2675967],[1730912,2200517,2676615],[1741538,2400338,2764786],[1751142,2406607,2768234],[1751758,2406689,2826411],[1758157,2410775,2864336],[1758361,2411149,2772676],[1762384,2005859,2225416],[1764618,2415380,2687061],[1765718,2228090,2772818],[1766530,2009770,2688783],[1773420,2005047,2413019],[1774255,2574198,2828801],[1782854,2427838,2692545],[1789869,2432006,2867549],[1790073,2432380,2692150],[1796330,2436611,2584841],[1806884,2271088,2596797],[1808126,2262640,2594476],[1808231,2048909,2448901],[1815572,2449883,2784722],[1815662,2276960,2601244],[1822460,2454876,2704863],[1823076,2454958,2871331],[1828986,2459828,2712158],[1830767,2281419,2603287],[1837970,2076447,2466426],[1839869,2468529,2794030],[1845741,2470800,2719582],[1855490,2300397,2724242],[1856302,2092318,2620401],[1865975,2482886,2724495],[1870179,2108045,2315048],[1875481,2488110,2847221],[1875685,2488484,2800725],[1882418,2492199,2734087],[1885966,2118425,2323733],[1888520,2112448,2489772],[1889762,2326251,2634716],[1889867,2122767,2500919],[1897208,2501901,2804667],[1897298,2118320,2494219],[1900780,2338491,2638198],[1906286,2507447,2737924],[1913019,2511162,2638525],[1917183,2347188,2639173],[1927809,2156351,2355727],[1929606,2365778,2656270],[1930884,2159716,2526310],[1937413,2527133,2748680],[1944428,2531301,2881430],[1944632,2531675,2748285],[1948655,2175288,2372087],[1951989,2374761,2661636],[1952801,2179199,2535834],[1960526,2382286,2543029],[1961765,2544136,2759918],[1966086,2191820,2544531],[1970489,2388209,2763287],[1976361,2392656,2677761],[1976466,2200505,2557383],[1980808,2399356,2675640],[1986314,2556560,2764744],[1989426,2558859,2826153],[1990287,2215016,2405784],[1995298,2561130,2768158],[1999745,2220718,2223428],[2005251,2224649,2413621],[2007725,2219107,2562603],[2009003,2228692,2572393],[2015532,2573216,2773071],[2019460,2427015,2691815],[2034220,2434250,2692292],[2035032,2250958,2577200],[2044705,2259350,2442676],[2046514,2451521,2597074],[2054415,2595509,2784680],[2061148,2599224,2704787],[2064696,2277065,2457586],[2068492,2460104,2604589],[2068597,2281407,2461439],[2075938,2287521,2466137],[2077702,2289268,2468453],[2081918,2293162,2611075],[2086009,2472273,2722784],[2087620,2090330,2091260],[2091551,2300999,2622059],[2095594,2482063,2723765],[2103724,2623325,2799799],[2104000,2313713,2487451],[2113309,2319412,2321884],[2120372,2317668,2490049],[2128273,2635749,2804625],[2131470,2506414,2639354],[2139918,2508735,2736467],[2145790,2513182,2640319],[2145895,2347176,2508270],[2150237,2351029,2354669],[2155743,2354960,2520743],[2169174,2367389,2370099],[2174680,2371320,2534147],[2178432,2375363,2537650],[2184961,2380479,2541971],[2190485,2385888,2545687],[2194440,2388133,2388486],[2196184,2198656,2199518],[2203023,2555527,2676796],[2210800,2401890,2558783],[2219383,2409405,2411425],[2244649,2579298,2690834],[2246260,2248970,2249900],[2250191,2434852,2578858],[2254234,2438355,2441689],[2271949,2453265,2455737],[2286913,2465370,2608805],[2296783,2298803,2299591],[2341111,2508659,2509012],[2342855,2345327,2346189],[2349694,2516527,2519335],[2366054,2529931,2531951],[2430636,2432656,2433444] ] cell #5293 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [802930,2048367],[879064,2122225],[962326,2199963],[1057794,2280865],[1079766,2297186],[1116885,2323191],[1148597,2346634],[1205584,2389525],[1239121,2409808],[1271593,2431039],[1287236,2442134],[1308712,2457044],[1361984,2487854],[1367956,2491088],[1400814,2510051],[1412489,2516930],[1434351,2530334],[1449994,2541429],[1491835,2560651],[1542340,2586233],[1545218,2440044],[1558360,2594879],[1564332,2598113],[1576007,2604992],[1581970,2287884],[1644406,2635119],[1657201,2640722],[1674000,2517864],[1687065,2654318],[1703235,2374580],[1704712,2663205],[1707590,2539339],[1742522,2678164],[1771370,2688929],[1783475,2427916],[1783832,2693711],[1816556,2596410],[1828911,2459421],[1833355,2605926],[1866596,2482964],[1866953,2725661],[1898192,2636650],[1899919,2736918],[1906211,2507040],[1938034,2527211],[1938391,2655423],[1951003,2535882],[1979947,2763738],[1986239,2556153],[2016153,2573294],[2016510,2690034],[2018663,2574765],[2024585,2577801],[2048048,2703215],[2054340,2595102],[2094797,2617966],[2100719,2621002],[2121906,2732515],[2128198,2635342],[2131248,2637154],[2158919,2651737],[2164841,2654773],[2192807,2760111],[2202801,2674596],[2227895,2686348],[2233817,2689384],[2262418,2703416],[2294049,2719272],[2326029,2732716],[2386975,2760530], [627565,1334822,2473397],[644290,1869637,2622913],[757745,1999203,2682376],[758735,1498340,2563727],[786205,1531198,2580422],[844417,2090718,2721540],[864408,1621799,2624852],[909227,1671708,2647020],[927174,2168632,2750869],[928164,1693570,2657394],[958444,1975841,2762411],[979290,1745044,2678870],[992546,1760438,2684315],[992857,1503510,2566304],[1023147,2249358,2778669],[1031184,1800790,2587320],[1043138,1813626,2705592],[1058784,1831063,2713282],[1080687,1854955,2721626],[1102163,1616864,2622999],[1113003,1879868,2729447],[1115857,1632731,2629466],[1126259,1895262,2734892],[1138917,1907257,2738907],[1144715,2145270,2809211],[1156085,1923793,2518325],[1157971,2354127,2811802],[1165561,1931315,2747363],[1178817,1946709,2752808],[1179128,1698740,2659971],[1186854,1955349,2664292],[1223222,1987285,2765727],[1240042,1755503,2682462],[1250882,2009434,2771754],[1258441,2018677,2774999],[1272514,2033685,2778755],[1283354,2258725,2835809],[1284163,1800979,2440030],[1293990,1808691,2703739],[1299032,2055386,2706557],[1304830,2058598,2786576],[1307684,1824558,2710206],[1316200,2071922,2606387],[1318086,2073992,2792021],[1318397,1836233,2715859],[1342007,2091982,2796322],[1344487,2094811,2797124],[1380552,1890327,2733039],[1385594,2129244,2735857],[1387520,2130787,2806174],[1413410,2155004,2811888],[1415610,2355391,2854842],[1418452,2156714,2812527],[1418763,1928793,2746657],[1421199,2158933,2746945],[1429542,2166038,2655884],[1435272,1941774,2750955],[1446112,2178863,2818554],[1446921,1955538,2539325],[1448966,1957641,2757422],[1468496,2197873,2823188],[1472652,1976926,2762734],[1474326,2202340,2824090],[1505525,2225080,2828445],[1508005,2227909,2771336],[1516348,2235014,2690495],[1518055,2236318,2574703],[1538383,2250622,2833928],[1540863,2253451,2834730],[1545336,2045326,2589989],[1546139,2259810,2836132],[1549074,2045683,2782790],[1551038,2261957,2783236],[1552899,2263265,2706458],[1560105,2055575,2596396],[1576928,2069057,2790168],[1579128,2465801,2873365],[1582281,2076922,2717390],[1591648,2294063,2794264],[1598171,2298120,2844790],[1598932,2089469,2795903],[1604617,2302734,2617904],[1631254,2321101,2848535],[1635410,2118885,2802615],[1637084,2325568,2803181],[1638945,2326876,2735758],[1646151,2129433,2636636],[1663726,2344544,2852784],[1667882,2146355,2809534],[1669556,2349011,2853686],[1670317,2149376,2810538],[1673797,2155668,2649820],[1674636,2352878,2854423],[1680427,2357447,2651675],[1681542,2358097,2749234],[1682233,2159842,2655356],[1700755,2371751,2858041],[1707708,2185582,2666961],[1708511,2380939,2860245],[1711446,2185939,2758527],[1711578,2381685,2542371],[1719940,2386514,2821887],[1726862,2390612,2672196],[1727042,2197859,2672258],[1730917,2393281,2677638],[1751763,2406685,2826387],[1758286,2410742,2864349],[1759047,2222567,2828026],[1764732,2415356,2686286],[1765847,2416006,2773625],[1766538,2228818,2689967],[1789998,2431973,2867562],[1790759,2248109,2833509],[1796444,2436587,2698644],[1796624,2253437,2698706],[1800593,2259359,2701742],[1808240,2444890,2594452],[1808355,2263251,2448965],[1816674,2065317,2601869],[1823081,2454954,2871307],[1827237,2277525,2840221],[1829672,2280546,2789644],[1830772,2460729,2603834],[1833152,2286838,2716082],[1833991,2463288,2872946],[1837978,2288073,2466550],[1839933,2467740,2794043],[1845855,2470776,2719210],[1852568,2298581,2720968],[1855619,2476197,2725049],[1856310,2301125,2621585],[1875610,2488077,2847234],[1876371,2316035,2799992],[1882532,2492175,2730316],[1882712,2321087,2730378],[1886587,1898310,2494844],[1889876,2496908,2634692],[1889991,2326862,2500983],[1906972,2339478,2806911],[1913133,2511138,2740689],[1913313,2344530,2740751],[1917188,2513807,2640196],[1919581,2349472,2743089],[1930993,2358558,2526364],[1938188,2174605,2660194],[1939027,2528120,2882010],[1944557,2531268,2881443],[1945318,2369238,2857622],[1951183,2374566,2754841],[1952118,2536532,2662040],[1952809,2375489,2536465],[1955152,2380488,2757877],[1961819,2543487,2759894],[1970553,2547696,2763300],[1976475,2550732,2677737],[1976590,2393267,2557447],[1987000,2400343,2824827],[1989490,2558070,2826166],[1995412,2561106,2767786],[1995592,2406671,2767848],[2002125,2411203,2769544],[2005176,2016307,2566527],[2005867,2005937,2413747],[2009112,2416467,2572447],[2017146,2574203,2864916],[2024765,2427902,2776401],[2031298,2432434,2778097],[2034349,2583222,2693099],[2035040,2434978,2578384],[2047125,2271152,2707625],[2055101,2449888,2837598],[2055189,2277074,2710661],[2061262,2599200,2787445],[2061442,2454940,2787507],[2067710,2459882,2789845],[2068606,2603933,2604565],[2068721,2460715,2461503],[2077678,2467654,2467678],[2086063,2613757,2722760],[2087684,2299414,2300202],[2091660,2476658,2622113],[2100899,2482950,2798526],[2103778,2622676,2799775],[2104611,2314324,2315112],[2109435,2488538,2800411],[2112512,2120983,2626885],[2118434,2129047,2629921],[2118549,2118614,2494830],[2128959,2501906,2850174],[2132081,2338555,2738268],[2136905,2507501,2807330],[2139982,2641363,2736480],[2145904,2640295,2644399],[2146019,2508334,2513793],[2156359,2156429,2520869],[2158086,2365832,2750632],[2165021,2527197,2814648],[2171554,2531729,2816344],[2175296,2175366,2534273],[2178541,2536993,2537704],[2186575,2382294,2667870],[2191096,2191884,2669775],[2194416,2547610,2547634],[2196238,2391723,2392434],[2203634,2399420,2765088],[2208458,2556614,2825246],[2210776,2557984,2558008],[2211887,2405127,2405838],[2219161,2227062,2682139],[2219994,2220782,2412036],[2224758,2224818,2566988],[2233997,2573280,2830649],[2237429,2427069,2776078],[2244703,2690810,2694497],[2246324,2433267,2434055],[2250300,2578912,2583683],[2259474,2259539,2589975],[2261307,2451497,2707539],[2268075,2595563,2838017],[2277189,2277254,2601855],[2287529,2287599,2608931],[2292505,2293216,2718949],[2296759,2474915,2475547],[2303845,2482117,2798203],[2311037,2486795,2487427],[2317644,2324918,2626799],[2318755,2319466,2493286],[2331686,2635803,2850593],[2334480,2506390,2738182],[2341087,2641277,2641301],[2342909,2512249,2512960],[2350305,2351093,2519946],[2355069,2355129,2650281],[2366665,2367453,2532562],[2371429,2371489,2660655],[2380603,2380668,2666947],[2385232,2385864,2669689],[2395345,2555503,2765002],[2408749,2409381,2565245],[2430612,2581940,2582572],[2437698,2438409,2589142],[2452608,2453319,2600311],[2465479,2465539,2716543],[2515871,2516503,2649170],[2529275,2529907,2658912] ] cell #5294 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [802931,2048268],[879065,2122126],[962327,2199864],[1057795,2280766],[1079767,2297137],[1116886,2323092],[1148598,2346535],[1205585,2389556],[1239122,2409759],[1271594,2430990],[1287237,2442035],[1308713,2456945],[1361985,2487805],[1367957,2491119],[1400815,2510082],[1412490,2516881],[1434352,2530285],[1449995,2541330],[1491836,2560682],[1542341,2586264],[1545219,2440046],[1558361,2594830],[1564333,2598144],[1576008,2604943],[1581971,2287886],[1644407,2635070],[1657202,2640673],[1674001,2517895],[1687066,2654349],[1703236,2374582],[1704713,2663236],[1707591,2539341],[1742523,2678115],[1771371,2688960],[1783476,2427918],[1783833,2693742],[1816557,2596412],[1828912,2459452],[1833356,2605957],[1866597,2482966],[1866954,2725692],[1898193,2636652],[1899920,2736949],[1906212,2507071],[1938035,2527213],[1938392,2655454],[1951006,2535909],[1979948,2763769],[1986240,2556184],[2016154,2573296],[2016511,2690065],[2018664,2575552],[2024588,2577828],[2048049,2703246],[2054341,2595133],[2094798,2618753],[2100722,2621029],[2121907,2732546],[2128199,2635373],[2131251,2637806],[2158920,2652524],[2164844,2654800],[2192808,2760142],[2202804,2675248],[2227896,2687135],[2233820,2689411],[2262421,2704068],[2294050,2719656],[2326032,2733368],[2386978,2760847], [627566,1334824,2473424],[644291,1869538,2484828],[757746,1999104,2563278],[758736,1498342,2563754],[762692,1503511,2566255],[786206,1531200,2580449],[841701,1854956,2614799],[844418,2090619,2615960],[861692,1616865,2623718],[864409,1621801,2624879],[874366,1632732,2629497],[909228,1671710,2647047],[927175,2168533,2656945],[928165,1693572,2657421],[932121,1698741,2659922],[958445,1975843,2671917],[979291,1745046,2679460],[989830,1755504,2683181],[992547,1760440,2684342],[1020431,2033686,2695539],[1023148,2249259,2696700],[1031185,1800792,2587347],[1040422,1808692,2704458],[1043139,1813628,2705619],[1053096,1824559,2710237],[1058785,1831065,2713309],[1062741,1836234,2715810],[1113004,1879870,2730037],[1123543,1890328,2733758],[1126260,1895264,2734919],[1138918,1907259,2738934],[1144716,2145272,2740410],[1155255,2155005,2744131],[1156086,1674087,2518328],[1157972,2354028,2745292],[1160136,1928794,2746608],[1165562,1931317,2747953],[1176101,1941775,2751674],[1178818,1946711,2752835],[1186855,1955351,2664319],[1188775,1957642,2757453],[1212660,1976927,2763118],[1223223,1987287,2765754],[1250883,2009436,2772344],[1258442,2018679,2775026],[1283355,2258727,2780897],[1284164,1544744,2440031],[1284731,2045327,2442686],[1285510,2259811,2781622],[1288227,2045684,2782821],[1299033,2055388,2706584],[1304831,2058600,2787166],[1315370,2069058,2790887],[1316201,1833442,2606390],[1318087,2073994,2792048],[1320251,2076923,2609802],[1337889,2089470,2795934],[1342008,2091984,2796639],[1344488,2094813,2797151],[1375032,2118886,2802999],[1385595,2129246,2735884],[1387521,2130818,2806175],[1407890,2146356,2809918],[1410386,2149377,2810569],[1413888,2155669,2520139],[1414723,2352879,2811584],[1415611,2355393,2811547],[1418453,2156716,2812554],[1421200,2158935,2746972],[1429543,1938478,2655887],[1446113,2178865,2819144],[1446922,1707116,2539326],[1447489,2185583,2541981],[1448268,2380940,2819869],[1450985,2185940,2667140],[1467876,2197860,2676041],[1468497,2197875,2823215],[1474327,2202371,2824091],[1501407,2222568,2828057],[1505526,2225082,2828762],[1508006,2227911,2771363],[1516349,2016597,2690498],[1518058,2236345,2575481],[1534265,2248110,2833540],[1538384,2250624,2834245],[1540243,2253438,2584915],[1540864,2253453,2834757],[1544325,2259362,2589367],[1551039,2261988,2783237],[1552900,2048919,2706461],[1560106,1816082,2596397],[1560673,2065318,2457596],[1571408,2277526,2840605],[1573904,2280547,2712198],[1577406,2286839,2608201],[1578241,2463289,2842271],[1579129,2465803,2842234],[1591649,2294065,2794291],[1598172,2298151,2844791],[1598247,2298584,2724103],[1604620,2302761,2618682],[1623746,2316036,2800023],[1630634,2321088,2734161],[1631255,2321103,2848562],[1637085,2325599,2803182],[1638946,2122777,2735761],[1646152,1897718,2636637],[1646719,1886588,2323743],[1656218,2339479,2737964],[1663106,2344531,2638599],[1663727,2344546,2852811],[1669557,2349042,2853687],[1669632,2349475,2645899],[1680430,2357474,2652453],[1681543,2159112,2749235],[1682234,1931652,2655357],[1689116,2174606,2533543],[1689951,2528121,2858395],[1696637,2369239,2857653],[1700756,2371753,2858358],[1702615,2374567,2661887],[1706697,2380491,2666339],[1711579,2186026,2542374],[1719941,2386545,2821888],[1726865,2390639,2675970],[1730918,2200515,2677641],[1741539,2400344,2764784],[1751143,2406672,2768232],[1751764,2406687,2826414],[1758287,2410773,2864350],[1758362,2411206,2772679],[1762385,2005868,2225417],[1764735,2415383,2687064],[1765848,2228088,2773626],[1766539,2009771,2689968],[1773421,2005177,2413017],[1774256,2574204,2828799],[1782855,2427903,2692543],[1789999,2432004,2867563],[1790074,2432437,2692153],[1796447,2436614,2584844],[1806885,2271153,2596795],[1808243,2262643,2594479],[1808356,2048910,2448966],[1815573,2449889,2784720],[1815663,2277077,2601247],[1822461,2454941,2704861],[1823082,2454956,2871334],[1828987,2459885,2712161],[1830773,2281417,2603837],[1837979,2076448,2466551],[1839934,2468527,2794044],[1845858,2470803,2719585],[1855620,2300395,2725050],[1856311,2092319,2621586],[1865976,2482951,2724493],[1870180,2108046,2315113],[1875611,2488108,2847235],[1875686,2488541,2800728],[1882535,2492202,2734090],[1885967,2118550,2323734],[1888521,2112513,2489770],[1889879,2326254,2634719],[1889992,2122768,2500984],[1897209,2501907,2804665],[1897299,2118437,2494222],[1900781,2338556,2638196],[1906287,2507504,2737927],[1913136,2511165,2638528],[1917189,2347186,2640199],[1927810,2156360,2355728],[1929607,2365835,2656273],[1930996,2159717,2526367],[1937414,2527198,2748678],[1944558,2531299,2881444],[1944633,2531732,2748288],[1948656,2175297,2372088],[1952119,2374759,2662041],[1952810,2179200,2536466],[1960527,2382295,2543030],[1961822,2544139,2759921],[1966087,2191885,2544529],[1970554,2388207,2763301],[1976478,2392659,2677764],[1976591,2200506,2557448],[1980809,2399421,2675638],[1986315,2556617,2764747],[1989491,2558857,2826167],[1990288,2215017,2405841],[1995415,2561133,2768161],[1999746,2220783,2223429],[2005252,2224761,2413622],[2007726,2219164,2562606],[2009115,2228693,2572450],[2015533,2573281,2773069],[2019461,2427072,2691818],[2034350,2434248,2693100],[2035041,2250959,2578385],[2044706,2259475,2442677],[2046517,2451524,2597077],[2054416,2595566,2784683],[2061265,2599227,2704790],[2064697,2277190,2457587],[2068609,2460107,2604592],[2068722,2281408,2461504],[2075939,2287530,2466138],[2077705,2289271,2468456],[2081919,2293219,2611078],[2086066,2472276,2722787],[2087685,2090331,2091261],[2091663,2301000,2622116],[2095595,2482120,2723768],[2103781,2623328,2799802],[2104003,2313716,2487454],[2113310,2319469,2321885],[2120375,2317671,2490052],[2128274,2635806,2804628],[2131473,2506417,2639357],[2139983,2508733,2736481],[2145907,2513185,2640322],[2146020,2347177,2508335],[2150238,2351094,2354670],[2155744,2355072,2520744],[2169175,2367454,2370100],[2174681,2371432,2534148],[2178544,2375364,2537707],[2184962,2380604,2541972],[2190488,2385891,2545690],[2194443,2388136,2388489],[2196241,2198657,2199519],[2203026,2555530,2676799],[2210803,2401893,2558786],[2219386,2409408,2411428],[2244706,2579301,2690837],[2246325,2248971,2249901],[2250303,2434853,2578915],[2254235,2438412,2441690],[2271950,2453322,2455738],[2286914,2465482,2608806],[2296786,2298806,2299594],[2341114,2508662,2509015],[2342912,2345328,2346190],[2349697,2516530,2519338],[2366057,2529934,2531954],[2430639,2432659,2433447] ] cell #5295 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [802789,2048368],[878923,2122226],[962185,2199964],[1057653,2280866],[1079695,2297187],[1116744,2323192],[1148456,2346635],[1205581,2389526],[1239050,2409809],[1271522,2431040],[1287095,2442135],[1308571,2457045],[1361913,2487855],[1367953,2491089],[1400811,2510052],[1412418,2516931],[1434280,2530335],[1449853,2541430],[1491832,2560652],[1542337,2586234],[1545147,2440045],[1558289,2594880],[1564329,2598114],[1575936,2604993],[1581829,2287885],[1644335,2635120],[1657130,2640723],[1673997,2517865],[1687062,2654319],[1702126,2374581],[1704709,2663206],[1707519,2539340],[1742451,2678165],[1771367,2688930],[1781287,2427917],[1783829,2693712],[1816485,2596411],[1827846,2459422],[1833352,2605927],[1864408,2482965],[1866950,2725662],[1898121,2636651],[1899916,2736919],[1904106,2507041],[1935846,2527212],[1938388,2655424],[1949991,2535879],[1979944,2763739],[1984134,2556154],[2013965,2573295],[2016507,2690035],[2018538,2574766],[2022583,2577798],[2048045,2703216],[2052235,2595103],[2094672,2617967],[2098717,2620999],[2121903,2732516],[2126093,2635343],[2131137,2637151],[2158794,2651738],[2162839,2654770],[2192804,2760112],[2202690,2674593],[2227770,2686349],[2231815,2689381],[2262307,2703413],[2293924,2719273],[2325918,2732713],[2386864,2760527], [644149,1869638,2622910],[757604,1999204,2682373],[840485,1334823,2473394],[844276,2090719,2721537],[927033,2168633,2750866],[957341,1975842,2762408],[988614,1498341,2563724],[992405,1760439,2684312],[992854,1503439,2566305],[1019215,1531199,2580419],[1023006,2249359,2778666],[1079561,1854952,2721627],[1105303,1621800,2624849],[1111900,1879869,2729444],[1115712,1632728,2629467],[1143612,2145271,2809208],[1154039,1671709,2647017],[1157830,2354128,2811799],[1174885,1693571,2657391],[1178676,1946710,2752805],[1179125,1698669,2659972],[1232342,1745045,2678867],[1238916,1755500,2682463],[1271388,2033682,2778756],[1282251,2258726,2835806],[1284294,1800791,2587317],[1297130,1813627,2705589],[1303727,2058599,2786573],[1307539,1824555,2710207],[1314154,1831064,2713279],[1317945,2073993,2792018],[1318394,1836162,2715860],[1361779,1616861,2623000],[1383692,1895263,2734889],[1396718,1907258,2738904],[1412284,2155001,2811889],[1414437,1923794,2518214],[1414507,2355392,2854839],[1418311,2156715,2812524],[1418760,1928722,2746658],[1427572,1931316,2747360],[1434146,1941771,2750956],[1445009,2178864,2818551],[1447052,1955350,2664289],[1448821,1957638,2757423],[1483524,1987286,2765724],[1514378,2009435,2771751],[1521001,2018678,2774996],[1527363,2250623,2833925],[1539754,2253452,2834727],[1544726,1800976,2439905],[1545013,2259807,2836133],[1545333,2043138,2589990],[1548929,2045680,2782791],[1558155,1808688,2703740],[1560236,2055387,2706554],[1575802,2069054,2790169],[1577955,2071923,2606276],[1578025,2465802,2873362],[1582278,2076851,2717391],[1607563,2094812,2797121],[1613925,2091983,2796319],[1644201,1890324,2733040],[1646282,2129245,2735854],[1649975,2130788,2806166],[1652871,2344545,2852781],[1656996,2146352,2809535],[1668491,2349012,2853678],[1669235,2149373,2810539],[1673732,2153563,2649821],[1674563,2352875,2854424],[1683373,2158934,2746942],[1689665,2166039,2655773],[1689735,2371752,2858038],[1707098,1955535,2539200],[1707385,2380936,2860246],[1707705,2183394,2666962],[1711301,2185936,2758528],[1735296,2202341,2824082],[1738192,2197874,2823185],[1742317,1976923,2762735],[1767678,2227910,2771333],[1773970,2235015,2690384],[1774040,2225081,2828442],[1777368,2236315,2690938],[1779470,2431974,2867554],[1780214,2248106,2833510],[1795432,2436584,2780017],[1795598,2253312,2698707],[1800537,2257357,2701739],[1809330,2261958,2783228],[1811147,2263266,2705909],[1812226,2454955,2871304],[1816064,2055572,2596271],[1816351,2277522,2840222],[1816671,2278941,2601870],[1828590,2280543,2789645],[1833087,2284733,2716083],[1833918,2463285,2872947],[1847722,2294064,2794261],[1860489,2302731,2722888],[1862591,2298121,2844782],[1863335,2089466,2795904],[1890966,2325569,2803173],[1892783,2326877,2735209],[1893862,2321102,2848532],[1897700,2129430,2636511],[1897987,2118882,2802616],[1898307,2120301,2494845],[1903044,2511135,2808648],[1903210,2344405,2740752],[1904850,2339475,2806912],[1918619,2349361,2743086],[1931634,2159839,2654724],[1931927,2357444,2747073],[1932989,2358098,2748829],[1934029,2531269,2881435],[1934773,2369235,2857623],[1938123,2372435,2660195],[1938954,2528117,2882011],[1950157,2374441,2754842],[1955096,2378486,2757874],[1960241,2381686,2667441],[1968422,2386515,2821879],[1978342,2393282,2766044],[1983072,2390609,2761848],[1983238,2197734,2672259],[1984878,2400340,2824828],[1997279,2406686,2826384],[2009753,2228815,2689335],[2010046,2415353,2771464],[2011108,2416007,2773220],[2012148,2410743,2864341],[2012892,2222564,2828027],[2016242,2225764,2566528],[2017073,2574200,2864917],[2021737,2432323,2778094],[2022749,2427777,2776402],[2047000,2452015,2707626],[2048573,2263126,2594970],[2050183,2444887,2705512],[2051173,2599197,2839335],[2051339,2454815,2787508],[2052979,2449885,2837599],[2055133,2457930,2710658],[2066748,2459771,2789842],[2071513,2460730,2713599],[2076430,2288070,2609456],[2078196,2467741,2843818],[2084111,2470773,2794562],[2092301,2301122,2726067],[2092666,2476198,2798658],[2097871,2298470,2720965],[2098883,2482825,2798527],[2110381,2488078,2847226],[2111125,2316032,2799993],[2120858,2318162,2626886],[2122431,2326737,2635210],[2124041,2496905,2734812],[2125031,2492172,2801729],[2125197,2320962,2730379],[2126837,2501903,2850175],[2128991,2324077,2629918],[2131956,2506908,2738269],[2135013,2507390,2807327],[2147771,2513808,2739224],[2154307,2355710,2520866],[2157975,2529120,2750629],[2159413,2358447,2654618],[2161993,2531618,2816341],[2163005,2527072,2814649],[2179182,2375486,2663611],[2180537,2536533,2755376],[2186502,2543012,2667867],[2187654,2543484,2821825],[2190971,2386382,2669776],[2194934,2547697,2823916],[2200169,2393142,2678255],[2200849,2550729,2765647],[2203509,2556021,2765089],[2206566,2556503,2825243],[2211294,2558071,2863377],[2217209,2561103,2826685],[2217375,2406546,2767849],[2225399,2226508,2413744],[2226951,2408594,2682136],[2228389,2416356,2689229],[2230969,2411092,2769541],[2231981,2573155,2830650],[2237318,2577646,2776075],[2250941,2434975,2694117],[2251306,2583223,2776533],[2257523,2442340,2589850],[2261304,2596970,2707536],[2266183,2595452,2838014],[2281071,2460590,2605083],[2282681,2603930,2713202],[2285477,2466120,2608928],[2289164,2467651,2610198],[2292394,2470621,2718946],[2295972,2613754,2796841],[2297277,2299289,2476065],[2300696,2476547,2725961],[2303734,2620847,2798200],[2310882,2622673,2847172],[2311555,2314199,2487945],[2316394,2488427,2800408],[2323397,2324243,2494705],[2324915,2489945,2626796],[2329794,2635692,2850590],[2334477,2639250,2738179],[2341605,2641364,2806000],[2346840,2513668,2640813],[2347520,2644396,2738827],[2350180,2517021,2649688],[2353237,2520440,2650170],[2372070,2373179,2534270],[2375060,2536882,2663505],[2378652,2541635,2666822],[2385229,2545583,2669686],[2388382,2547607,2671037],[2389825,2391612,2550577],[2395342,2676692,2764999],[2401786,2557981,2678580],[2402676,2405016,2560951],[2409267,2409899,2411911],[2413318,2414106,2566877],[2429825,2694494,2774716],[2431130,2433142,2583090],[2434549,2583572,2694011],[2437587,2586533,2701587],[2457250,2458096,2601730],[2463647,2608502,2716432],[2473317,2474912,2615853],[2484721,2486792,2624772],[2490835,2491388,2493175],[2508908,2641274,2739530],[2510351,2512138,2644244],[2515868,2646940,2745185],[2529793,2530425,2532437],[2533844,2534632,2660544],[2563171,2563647,2565242],[2580342,2581937,2696593],[2597860,2598413,2600200],[2656838,2657314,2658909] ] cell #5296 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037762,2262928],[1120883,2326539],[1211079,2392944],[1312710,2460392],[1335417,2473677],[1373451,2494507],[1406309,2513470],[1465519,2548317],[1498935,2564007],[1531793,2580702],[1547835,2589652],[1569827,2601532],[1622394,2625132],[1628277,2627506],[1660749,2641984],[1672303,2647300],[1694165,2657674],[1710207,2666624],[1749892,2680422],[1798628,2699327],[1801385,2587796],[1814221,2705872],[1820104,2708246],[1831658,2713562],[1837744,2466443],[1895857,2735172],[1907852,2739187],[1923701,2647982],[1936163,2748915],[1950744,2536358],[1953187,2755462],[1955944,2664768],[1987880,2766007],[2014282,2773306],[2023336,2578277],[2025690,2776619],[2055981,2707033],[2066683,2603377],[2071830,2714244],[2099470,2621478],[2101824,2798744],[2129839,2736333],[2131353,2806239],[2134948,2639739],[2163592,2655249],[2165946,2749745],[2176650,2662059],[2202906,2824155],[2206501,2677181],[2232568,2689860],[2234922,2774136],[2236670,2690979],[2240054,2693118],[2262523,2783301],[2266118,2706001],[2303086,2722929],[2306470,2725068],[2326134,2803246],[2329729,2735301],[2334184,2736661],[2357799,2747114],[2361183,2749253],[2387080,2821952],[2395049,2763481],[2415708,2771505],[2419092,2773644],[2444594,2783417],[2471128,2794603],[2496612,2803362],[2546332,2822197], [859032,2104288,2726438],[987170,2219671,2768745],[1079404,1595985,2614270],[1083462,2299879,2796014],[1173441,2366342,2815545],[1205990,2199339,2823318],[1238759,1756100,2682652],[1242817,2004069,2770057],[1243302,1761033,2684595],[1271231,1787812,2695010],[1275289,2433732,2833620],[1335277,2091044,2796073],[1361622,1874503,2727750],[1368362,2113130,2801173],[1372347,1884716,2730999],[1401220,2346010,2852914],[1412127,1921525,2743602],[1416185,2519623,2854534],[1433989,1942371,2751145],[1438047,2173498,2816857],[1438532,1947304,2753088],[1492241,1990108,2766406],[1498795,1999529,2768804],[1531653,2249684,2833679],[1542746,2441510,2868993],[1544856,2041279,2700141],[1557998,2053233,2784879],[1564738,2271770,2838779],[1568723,2063446,2788128],[1575645,2069654,2790358],[1579703,2285731,2842430],[1580188,2074587,2792301],[1622254,1869963,2726497],[1644044,2127091,2804824],[1656839,2137809,2807508],[1672163,2354453,2854593],[1674332,2152625,2648242],[1674406,2520564,2879934],[1678389,2356033,2855020],[1678874,2157309,2812807],[1687471,2159537,2813206],[1694025,2168958,2815604],[1705118,2375184,2858803],[1707228,2181535,2756276],[1709103,2183711,2820106],[1742160,2209362,2825424],[1771776,2228513,2829207],[1778121,2236794,2831360],[1784238,2434673,2867872],[1796185,2437063,2868353],[1800960,2041441,2587672],[1801245,2442460,2869202],[1801586,2258110,2702218],[1805247,2260464,2836350],[1814081,2048693,2783626],[1816194,2268979,2785580],[1831518,2281191,2841177],[1833687,2283795,2714504],[1833761,2608626,2890056],[1838229,2288479,2793462],[1861242,2303210,2845581],[1867359,2300820,2845100],[1895717,2122551,2803571],[1897830,2332590,2805525],[1901143,2333924,2851140],[1903797,2511614,2878761],[1907712,2346960,2853123],[1918554,2515315,2879281],[1919236,2349577,2853751],[1923465,2353172,2745674],[1924248,2518430,2879689],[1932680,2357923,2812960],[1938723,2364004,2750005],[1938797,2533968,2881753],[1955519,2181697,2664644],[1955804,2541755,2883083],[1956145,2379239,2758353],[1959806,2381593,2820936],[1981171,2394789,2862187],[1983825,2391088,2861667],[1987740,2200289,2823527],[2010799,2415832,2828961],[2016842,2421913,2774396],[2016916,2413442,2864659],[2019818,2423014,2774785],[2021672,2581384,2886881],[2022354,2432539,2867627],[2036394,2585087,2834516],[2036530,2436939,2780058],[2041059,2440323,2782197],[2049272,2444334,2836681],[2050936,2445366,2785110],[2051926,2599676,2888883],[2055556,2269141,2706909],[2055841,2457370,2871646],[2056182,2458683,2711137],[2067365,2459987,2840852],[2071594,2463582,2792430],[2072377,2606492,2889811],[2084864,2471252,2843927],[2095952,2478062,2796910],[2097806,2474359,2874394],[2098488,2298686,2844855],[2123130,2496352,2849257],[2124794,2497384,2805055],[2125784,2492651,2876396],[2129414,2332752,2736209],[2129699,2323517,2848874],[2130040,2324830,2630397],[2134024,2642798,2852570],[2134160,2511490,2808689],[2135630,2507606,2851548],[2148021,2515575,2810281],[2159823,2358663,2749222],[2160074,2522309,2813032],[2160998,2522801,2814173],[2161928,2658356,2894041],[2162610,2531834,2881508],[2165710,2534567,2753217],[2166493,2655989,2894354],[2176786,2536234,2818305],[2181315,2539618,2820444],[2186271,2542439,2758731],[2193101,2546072,2860980],[2201602,2551208,2825655],[2205577,2549131,2822974],[2205713,2390964,2761889],[2207183,2556719,2862595],[2217962,2561582,2863486],[2228799,2416572,2773613],[2229050,2568392,2829033],[2229974,2568884,2830174],[2230904,2564689,2885192],[2231586,2411308,2864414],[2234686,2414041,2684724],[2235469,2690600,2885505],[2239329,2581644,2833252],[2240190,2578153,2832209],[2261659,2597357,2786327],[2262955,2445242,2705899],[2264332,2591743,2784831],[2265194,2709060,2871093],[2265330,2599552,2839376],[2266800,2595668,2870071],[2268759,2602148,2788466],[2279191,2603637,2840968],[2283434,2604409,2790589],[2288054,2466605,2717080],[2289551,2610239,2873916],[2294342,2612378,2844094],[2301106,2476763,2799051],[2301419,2616342,2846527],[2305745,2474619,2795646],[2306606,2621354,2846430],[2316329,2625261,2875709],[2317011,2488643,2847299],[2325270,2490332,2729198],[2326566,2497260,2735199],[2327943,2631983,2804776],[2328805,2628320,2848321],[2328941,2492527,2801770],[2330411,2635908,2877324],[2332370,2495123,2731337],[2334832,2639637,2807081],[2337335,2639999,2851793],[2348273,2644875,2807739],[2353854,2520850,2650386],[2357151,2656718,2815395],[2358301,2523061,2749136],[2360458,2658616,2857365],[2361319,2655125,2856322],[2375470,2537098,2755769],[2376645,2662551,2818675],[2382140,2667851,2759093],[2383038,2668168,2860945],[2385584,2545970,2760281],[2388769,2671078,2862105],[2392971,2551084,2766034],[2393560,2673217,2825376],[2395697,2677079,2824997],[2398200,2677441,2862840],[2402173,2678621,2884714],[2406964,2680760,2863653],[2407100,2561458,2826726],[2413728,2414723,2567093],[2415060,2563051,2768595],[2416210,2569144,2773527],[2418367,2564949,2827769],[2419228,2689736,2865989],[2423766,2693001,2832000],[2434959,2583788,2776926],[2435272,2697082,2832306],[2440459,2589679,2702094],[2443842,2707432,2786268],[2447745,2706261,2870316],[2460419,2604285,2713589],[2461796,2712723,2790310],[2464264,2608912,2716648],[2467547,2610180,2717656],[2469927,2612261,2794394],[2472721,2720019,2845431],[2473704,2475267,2616240],[2476401,2616602,2798965],[2478814,2724951,2846221],[2484601,2726288,2875674],[2485108,2487147,2625159],[2488939,2625521,2847544],[2494534,2495259,2630273],[2495860,2626692,2729139],[2499763,2735561,2877569],[2503681,2738075,2807022],[2509295,2739571,2851058],[2513497,2644751,2739214],[2514086,2741710,2807460],[2516223,2647327,2745572],[2518726,2650024,2745934],[2534254,2535249,2660760],[2536736,2662811,2755683],[2539754,2666651,2758229],[2545104,2669582,2760222],[2547503,2671019,2761118],[2548538,2549883,2673100],[2552794,2764895,2824938],[2557877,2678562,2766232],[2558509,2560257,2680643],[2563558,2564034,2565597],[2566731,2567389,2684984],[2579746,2777148,2831210],[2580729,2582292,2696980],[2583426,2697342,2776840],[2585839,2699548,2782080],[2601559,2602284,2711013],[2606788,2716286,2792690],[2614222,2615374,2721433],[2622806,2624293,2727702],[2627324,2627727,2629072],[2641170,2739512,2807918],[2642205,2643550,2741593],[2646461,2743554,2811695],[2657225,2657701,2659264],[2660398,2661056,2753477],[2682269,2682604,2683756],[2694962,2696114,2778562],[2708064,2708467,2709812],[2750762,2751097,2752249] ] cell #5297 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917343,2159429],[997371,2228405],[1084547,2300712],[1183642,2375076],[1206138,2389841],[1243902,2413334],[1276374,2434565],[1334867,2473405],[1368510,2491404],[1401368,2510367],[1417270,2520456],[1439132,2533860],[1492389,2560967],[1498385,2563735],[1531243,2580430],[1542894,2586549],[1564886,2598429],[1580788,2608518],[1621844,2624860],[1671753,2647028],[1674554,2518395],[1687619,2654634],[1693615,2657402],[1705266,2663521],[1711292,2381558],[1771924,2689245],[1784386,2694027],[1800835,2587328],[1813671,2705600],[1828581,2459952],[1831108,2713290],[1833909,2606457],[1867507,2725977],[1895307,2734900],[1904841,2507571],[1907302,2738915],[1938945,2655954],[1950037,2535890],[1955394,2664300],[1984869,2556684],[1987330,2765735],[2017064,2690565],[2018722,2775007],[2022629,2577809],[2052970,2595633],[2055431,2706565],[2066642,2603368],[2094856,2797132],[2098763,2621010],[2126828,2635873],[2129289,2735865],[2131183,2637162],[2134907,2639730],[2158978,2746953],[2162885,2654781],[2202736,2674604],[2206460,2677172],[2227954,2771344],[2231861,2689392],[2236629,2690970],[2262353,2703424],[2266077,2705992],[2294108,2794272],[2303045,2722920],[2325964,2732724],[2329688,2735292],[2357758,2747105],[2386910,2760538],[2415667,2771496],[2471087,2794594], [747914,1990000,2678803],[869233,2113022,2729380],[957198,1465484,2548308],[961144,2199231,2762344],[1047963,2271662,2786509],[1079552,2091009,2796064],[1111757,1628242,2627497],[1115703,1884681,2730990],[1116172,1633285,2629782],[1143469,1660714,2641975],[1147415,2345902,2809144],[1206000,1975886,2762419],[1232199,1749857,2680413],[1238907,1999494,2768795],[1242827,1760483,2684323],[1271379,2249649,2833670],[1282108,1798593,2699318],[1286054,2441402,2835742],[1303584,1820069,2708237],[1307530,2063411,2788119],[1307999,1825112,2710522],[1361770,1869928,2726488],[1368372,1879913,2729455],[1401230,2145315,2809219],[1412275,2354418,2854584],[1414364,1923666,2647973],[1427429,1936128,2748906],[1434137,2168923,2815595],[1438057,1946754,2752816],[1444866,1953152,2755453],[1448812,2183676,2820097],[1449281,1958195,2757738],[1492251,1745089,2678878],[1514235,2014247,2773297],[1527220,2025655,2776610],[1542756,2258770,2835817],[1544932,2041406,2587631],[1545004,2442425,2869193],[1548920,2260429,2836341],[1549389,2046237,2783106],[1558146,2048658,2783617],[1564748,2058643,2786584],[1575793,2281156,2841168],[1577882,2071795,2714235],[1579713,2074037,2792029],[1613782,2101789,2798735],[1644192,2122516,2803562],[1650710,2131318,2806230],[1656987,2346925,2853114],[1669226,2349542,2853742],[1674127,1923838,2518260],[1674416,2355436,2854850],[1674748,2154298,2650351],[1678399,2156759,2812535],[1687481,1931360,2747371],[1689592,2165911,2749736],[1705128,2178908,2818562],[1707304,2181662,2664603],[1707376,2541720,2883074],[1711761,2186493,2759058],[1736031,2202871,2824146],[1742308,2200254,2823518],[1771786,2009479,2771762],[1773897,2234887,2774127],[1777414,2236326,2831312],[1780205,2432504,2867618],[1784248,2250667,2833936],[1795478,2436595,2868305],[1796195,2253496,2834738],[1800583,2257403,2701750],[1801395,2440089,2868871],[1810065,2262488,2783292],[1816270,2269106,2706868],[1816342,2457335,2871637],[1833482,2071967,2606322],[1833771,2465846,2873373],[1834103,2285468,2716613],[1837754,2287929,2792994],[1860535,2302742,2845533],[1863326,2298651,2844846],[1867369,2092027,2796330],[1891701,2326099,2803237],[1897906,2332717,2736168],[1897978,2323482,2848865],[1901102,2333915,2736635],[1903090,2511146,2878713],[1903807,2344589,2852792],[1918513,2515306,2810255],[1918665,2349407,2743097],[1923424,2353131,2745665],[1931973,2357455,2812912],[1933724,2358628,2749181],[1934764,2531799,2881499],[1938518,2166083,2655819],[1938807,2371796,2858049],[1939139,2373170,2660725],[1950754,2374625,2818144],[1955142,2378532,2757885],[1955954,2539384,2882752],[1969157,2387045,2821943],[1981130,2394780,2763455],[1983118,2390620,2861619],[1983835,2197918,2823196],[2010092,2415364,2828913],[2011843,2416537,2773572],[2012883,2411273,2864405],[2016637,2235059,2690430],[2016926,2225125,2828453],[2017258,2226499,2567058],[2021631,2581375,2833226],[2021783,2432369,2778105],[2023346,2427961,2831878],[2036489,2436898,2780049],[2048959,2263310,2705955],[2049231,2444325,2783391],[2050229,2444898,2784819],[2051219,2599208,2888835],[2051936,2454999,2871315],[2055179,2457976,2710669],[2055991,2596455,2889272],[2066794,2459817,2789853],[2071553,2463541,2792421],[2076636,2466570,2717039],[2084157,2470784,2843879],[2093401,2476728,2799010],[2097765,2474350,2795620],[2097917,2298516,2720976],[2099480,2483009,2846099],[2111116,2488608,2847290],[2122817,2326921,2735255],[2123089,2496343,2803336],[2124087,2496916,2804764],[2125077,2492183,2876348],[2125794,2321146,2848543],[2129037,2324123,2629929],[2129849,2636695,2876785],[2134119,2511449,2808680],[2135059,2507436,2807338],[2158021,2529166,2750640],[2159459,2358493,2654664],[2160957,2522792,2748845],[2161887,2658347,2857339],[2162039,2531664,2816352],[2163602,2527256,2855991],[2165669,2534526,2753208],[2176745,2536193,2818296],[2181272,2537063,2755728],[2186066,2381730,2667487],[2187700,2543495,2860929],[2193060,2546063,2822171],[2200555,2393326,2766090],[2200895,2550740,2825364],[2205672,2390923,2761880],[2206612,2556549,2825254],[2217255,2561114,2863438],[2217972,2406730,2826395],[2226997,2408640,2682147],[2228435,2416402,2689275],[2229933,2568875,2773236],[2230863,2564680,2827743],[2231015,2411138,2769552],[2232578,2573339,2865658],[2234645,2414000,2684715],[2237364,2577692,2776086],[2240149,2578112,2832200],[2252041,2583753,2776885],[2258120,2442726,2590034],[2261618,2597316,2786318],[2262914,2445201,2705858],[2265289,2599511,2839367],[2266229,2595498,2838025],[2281457,2460774,2713645],[2282727,2603941,2790298],[2288489,2609842,2717435],[2289510,2610230,2843840],[2292440,2470667,2718957],[2296018,2613765,2845415],[2300742,2476593,2726007],[2301378,2616333,2798674],[2303780,2620893,2798211],[2306565,2621313,2846421],[2310928,2622684,2875658],[2316288,2625252,2847518],[2316440,2488473,2800419],[2323783,2324840,2494889],[2325229,2490291,2729189],[2326525,2497219,2735158],[2328900,2492486,2801761],[2329840,2635738,2850601],[2334791,2639596,2807072],[2347226,2513852,2739270],[2347566,2644407,2807448],[2353283,2520486,2650216],[2356882,2656427,2750565],[2361278,2655084,2856313],[2375106,2536928,2663551],[2376604,2662542,2755392],[2379249,2542021,2667006],[2382747,2543420,2668142],[2385543,2545929,2760272],[2388728,2671069,2823938],[2389871,2391658,2550623],[2392930,2551043,2765993],[2395656,2677038,2824988],[2402132,2678612,2863399],[2402722,2405062,2560997],[2407059,2561417,2826717],[2413364,2414152,2566923],[2414791,2562760,2682072],[2419187,2689695,2865980],[2423497,2692710,2776011],[2429871,2694505,2831194],[2434595,2583618,2694057],[2435231,2697073,2776549],[2437633,2586579,2701633],[2440418,2589638,2702053],[2457636,2458693,2601914],[2460378,2604244,2713548],[2463693,2608548,2716478],[2469658,2611970,2718882],[2472430,2613690,2719993],[2473663,2475226,2616199],[2478545,2724660,2798136],[2484310,2622609,2726262],[2485067,2487106,2625118],[2490881,2491434,2493221],[2494493,2495218,2630232],[2509254,2739562,2806022],[2510397,2512184,2644290],[2513456,2644710,2739173],[2516182,2647286,2745531],[2533890,2534678,2660590],[2539713,2666610,2758188],[2548247,2549614,2672809],[2558218,2559988,2680352],[2563517,2563993,2565556],[2579455,2694430,2777122],[2580688,2582251,2696939],[2585570,2699257,2781789],[2597906,2598459,2600246],[2601518,2602243,2710972],[2627033,2627436,2628803],[2641914,2643281,2741302],[2657184,2657660,2659223],[2707773,2708176,2709543] ] cell #5298 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1421452],[1508258],[1601391],[1703488],[1725343],[1761506],[1793218],[1850766],[1881013],[1911614],[1926931],[1947777],[1994933],[2000323],[2029496],[2039752],[2059743],[2075060],[2108623],[2150815],[2153034],[2164362],[2169752],[2180008],[2185835],[2233338],[2243284],[2256661],[2267263],[2279722],[2281985],[2284204],[2309700],[2330874],[2337866],[2339987],[2364413],[2373313],[2377790],[2398731],[2400852],[2422322],[2424550],[2425938],[2448276],[2450397],[2458788],[2479598],[2480986],[2500294],[2502415],[2504343],[2505775],[2523845],[2525233],[2553456],[2554888],[2569928],[2571316],[2575442],[2592405],[2593837],[2613361],[2618643],[2632645],[2634077],[2652414],[2670517],[2687025],[2719546], [1414317,1924037,2352539],[1465696,1725081,1971925],[1486202,1486222,1486479],[1544770,2041618,2439760],[1577835,2072166,2462949],[1627098,1627118,1627375],[1628454,1880751,2113884],[1633417,1885317,2117955],[1660926,1911352,2141354],[1673896,2152772,2352465],[1689545,2166282,2527781],[1707142,2181874,2539055],[1725233,1972059,1972847],[1728946,1728966,1729223],[1750069,1994671,2215591],[1760415,2004035,2224006],[1761241,2225443,2567920],[1773850,2235258,2573864],[1798805,2039490,2254809],[1809050,2265017,2593202],[1816108,2269318,2596126],[1818925,1818945,1819202],[1820281,2059481,2272524],[1825244,2064047,2276595],[1833251,2283942,2462875],[1850867,1850887,1851995],[1871986,2108724,2108744],[1880903,2114018,2114806],[1884484,2322985,2630612],[1884616,1884636,1884893],[1890686,2328628,2633442],[1897744,2332929,2636366],[1911504,2141488,2142276],[1915217,1915237,1915494],[1931373,2359810,2652882],[1931678,2360201,2653112],[1936340,2164100,2362262],[1938287,2364151,2527707],[1946686,2173464,2370677],[1947512,2372114,2661587],[1953364,2179746,2375938],[1958327,2184312,2380009],[1960121,2381929,2667531],[1960370,2382194,2542848],[1977285,2394245,2674200],[1991784,1994823,2215725],[1997669,2407887,2681979],[2000424,2000444,2001552],[2003848,2412970,2685297],[2009492,2417719,2687493],[2009797,2418110,2687723],[2014459,2233076,2420171],[2016406,2422060,2573790],[2025867,2243022,2428412],[2029597,2029617,2030725],[2039642,2254943,2255731],[2041849,2439889,2439949],[2043355,2043375,2043632],[2046369,2261065,2443553],[2047224,2446080,2592635],[2048161,2446213,2704294],[2048643,2446375,2704348],[2050716,2267364,2267384],[2059633,2272658,2273446],[2063214,2456838,2711352],[2063346,2063366,2063623],[2069416,2462481,2714182],[2073969,2285697,2464727],[2074795,2466164,2607319],[2076209,2466409,2609440],[2076474,2466782,2717106],[2080041,2468885,2718298],[2092040,2477199,2722368],[2092345,2477590,2722598],[2102001,2309438,2483460],[2111421,2489660,2729046],[2121082,2498098,2632875],[2122019,2498231,2733594],[2122501,2498393,2733648],[2124574,2330975,2330995],[2132180,2335670,2504573],[2146714,2514771,2742693],[2150916,2150936,2152044],[2152924,2352599,2353387],[2156691,2355999,2521378],[2157517,2355754,2519257],[2157666,2523530,2652360],[2159065,2523927,2747812],[2161213,2164252,2362396],[2167098,2528413,2750472],[2169853,2169873,2170981],[2173277,2533496,2753790],[2177335,2535817,2663595],[2178921,2538245,2755986],[2179226,2538636,2756216],[2179898,2376072,2376860],[2182105,2539184,2539244],[2183479,2541223,2664983],[2183611,2183631,2183888],[2189294,2544419,2759741],[2191195,2547186,2670747],[2199757,2551423,2762954],[2200239,2551585,2763008],[2201382,2400953,2400973],[2203733,2396535,2553686],[2218067,2562465,2768386],[2226642,2569613,2686971],[2228041,2570010,2772203],[2230189,2233228,2420305],[2237009,2424235,2575388],[2238681,2575910,2775427],[2240739,2577183,2694101],[2243174,2428546,2435487],[2250680,2584224,2779497],[2250985,2584615,2779727],[2252778,2436522,2586623],[2256762,2256782,2257890],[2260232,2441928,2588011],[2260364,2260384,2260641],[2261324,2592348,2703927],[2269549,2596255,2596315],[2270061,2596685,2786175],[2279331,2603071,2713385],[2280659,2605256,2790723],[2281141,2605418,2790777],[2282086,2282106,2283214],[2284094,2463009,2463797],[2285510,2608154,2714817],[2290779,2610937,2793886],[2292085,2613046,2719492],[2295265,2613597,2795233],[2299513,2480833,2480853],[2300348,2616915,2796498],[2301634,2309590,2483594],[2303425,2479283,2618589],[2305097,2619111,2797552],[2307155,2620384,2726051],[2314423,2626355,2626375],[2324610,2502516,2502536],[2324935,2632588,2733227],[2333160,2636495,2636555],[2334497,2504286,2637665],[2335965,2638086,2806541],[2337108,2505693,2510441],[2337475,2638957,2739010],[2340088,2340108,2348053],[2346428,2645090,2809754],[2346910,2645252,2809808],[2348717,2515009,2647123],[2348899,2348919,2350404],[2355812,2520092,2648555],[2361868,2654155,2654708],[2364303,2527841,2534782],[2364738,2656132,2815186],[2373475,2661777,2755518],[2374712,2663677,2819003],[2377891,2377911,2379019],[2383817,2668684,2759441],[2385249,2670460,2760706],[2388097,2670926,2822676],[2389915,2397973,2554806],[2391303,2554317,2554491],[2395362,2553399,2675107],[2396830,2675528,2824457],[2398340,2676399,2765830],[2404707,2681254,2681428],[2412135,2571163,2571183],[2414256,2422212,2573924],[2419777,2688766,2689319],[2424632,2691677,2831492],[2425603,2576386,2580525],[2425785,2425805,2433366],[2426100,2692433,2776675],[2429118,2694337,2832839],[2434201,2697655,2834104],[2436033,2436207,2437278],[2436290,2584805,2699383],[2447518,2593755,2598503],[2447885,2705219,2705695],[2450498,2450518,2458463],[2468417,2718057,2793752],[2473500,2480651,2619587],[2474932,2619399,2619530],[2479680,2723627,2845713],[2481148,2724383,2798800],[2485380,2726174,2726804],[2486812,2728449,2728580],[2491478,2499536,2633995],[2492866,2633506,2633680],[2499903,2734519,2734995],[2505204,2505378,2511829],[2505461,2638489,2642040],[2508623,2739419,2852272],[2514821,2514952,2515888],[2524898,2653358,2657497],[2525080,2525100,2532661],[2525395,2748568,2748971],[2548373,2554574,2675931],[2558747,2766158,2766633],[2561041,2562391,2681743],[2563830,2570981,2687969],[2565262,2687781,2687912],[2571478,2772959,2773362],[2576198,2576329,2581957],[2593266,2593440,2599891],[2593523,2704751,2708302],[2624955,2626173,2728637],[2627562,2633763,2734051],[2653170,2653301,2658929],[2680478,2681511,2768122], [1633504,2119244,2322927,2495808,2629856,2732320],[1745102,2213139,2406743,2559215,2680733,2766874],[1760496,2225138,2412532,2567529,2684418,2770944],[1825331,2277884,2456780,2602833,2710596,2789449],[1838323,2288580,2466941,2467013,2717235,2717295],[1869913,2312522,2488593,2623608,2727980,2799622],[1879926,2320007,2321159,2627817,2628030,2801641],[1884666,2323467,2493739,2630774,2731055,2802889],[1946767,2371809,2533058,2661196,2752911,2817744],[1958414,2381298,2540303,2541165,2757259,2757812],[1975899,2196779,2197931,2548628,2548841,2761760],[1989636,2403401,2561064,2679319,2767369,2826009],[1999479,2410234,2411258,2682882,2683071,2827656],[2046456,2260169,2441008,2590953,2701124,2783180],[2058656,2453860,2455012,2708557,2708770,2839247],[2063396,2457320,2600764,2711514,2788184,2840495],[2074050,2465859,2606928,2607716,2791648,2792124],[2090994,2297612,2298636,2614500,2614689,2795533],[2102684,2485323,2622366,2623187,2799067,2799356],[2112658,2491560,2492133,2729564,2729896,2848157],[2145328,2343450,2344602,2642295,2642508,2808560],[2156772,2355449,2518866,2650822,2744892,2812630],[2168908,2530760,2531784,2751375,2751564,2857252],[2183661,2541705,2665145,2665856,2819759,2820162],[2187826,2383760,2543998,2668316,2759475,2821536],[2198867,2389997,2390570,2671444,2671776,2822810],[2249634,2431465,2432489,2695240,2695429,2833139],[2253509,2258783,2438950,2699638,2699851,2835158],[2260414,2442410,2588173,2702595,2781512,2836406],[2271298,2598585,2599158,2786693,2787025,2870929],[2295208,2296144,2472135,2719810,2720167,2844439],[2345538,2510523,2511096,2739937,2740269,2852406],[2349527,2354403,2517356,2743832,2744021,2854053],[2429061,2429997,2579160,2776939,2777296,2867211],[2436545,2441038,2586705,2780424,2780756,2868485] ] cell #5299 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1421455],[1508261],[1601394],[1703491],[1725346],[1761509],[1793221],[1850597],[1881016],[1911617],[1926934],[1947780],[1994936],[2000154],[2029327],[2039755],[2059746],[2075063],[2108454],[2150646],[2153037],[2164365],[2169583],[2180011],[2185838],[2233341],[2243287],[2256492],[2267094],[2279725],[2281816],[2284207],[2309703],[2330705],[2337869],[2339818],[2364416],[2373347],[2377621],[2398734],[2400683],[2422325],[2423450],[2425972],[2448279],[2450228],[2458817],[2478498],[2481020],[2500297],[2502246],[2503485],[2505804],[2522745],[2525267],[2552598],[2554917],[2568828],[2571350],[2574720],[2591547],[2593866],[2612814],[2617921],[2631787],[2634106],[2651692],[2670135],[2686303],[2719227], [1226225,1486196,1744872],[1366735,1627092,1879696],[1465769,1725016,1971767],[1469872,1728940,1975669],[1563111,1818919,2058426],[1596397,1850861,2088449],[1628527,1880686,2113726],[1632630,1884610,2117628],[1633125,1633416,2117958],[1660999,1911287,2141196],[1665102,1915211,2145098],[1674507,1924036,2352430],[1725214,1725232,2196876],[1750142,1994606,2215433],[1756512,2000418,2221547],[1760396,1760414,2223837],[1761240,2422530,2567923],[1788224,2029591,2247089],[1798878,2039425,2254651],[1801299,2041621,2439657],[1802981,2043349,2258553],[1820354,2059416,2272366],[1824457,2063340,2276268],[1824952,1825243,2276598],[1833862,2072165,2462840],[1874915,2106164,2108718],[1880884,1880902,2320104],[1884483,2502019,2630646],[1911485,1911503,2343547],[1921937,2150910,2351858],[1923621,1923951,2352307],[1936413,2164035,2362104],[1938898,2166281,2527672],[1942783,2169847,2368218],[1946667,1946685,2370508],[1947511,2364621,2661590],[1953437,2179681,2375780],[1955858,2181877,2538952],[1957540,2183605,2379682],[1958035,1958326,2380012],[1960193,2381928,2667422],[1960369,2186333,2542851],[1994804,1994822,2213236],[1997668,2568196,2682213],[2003847,2573426,2685326],[2014532,2233011,2420013],[2017017,2235257,2573755],[2025940,2242957,2428254],[2039623,2039641,2439047],[2041691,2256756,2440795],[2041848,2256915,2587768],[2045582,2260358,2443226],[2046077,2046368,2443556],[2053645,2264804,2267358],[2054035,2265016,2592179],[2055895,2269321,2596023],[2059614,2059632,2453957],[2063213,2450001,2711386],[2070066,2282080,2462268],[2070456,2462480,2713159],[2071750,2072080,2462717],[2073950,2073968,2464558],[2074794,2284412,2607322],[2076208,2287842,2609271],[2076548,2466785,2717003],[2080040,2611779,2719023],[2102074,2309373,2483302],[2111420,2631382,2729230],[2127503,2328415,2330969],[2127893,2328627,2632419],[2129753,2332932,2636263],[2132971,2335038,2503623],[2138221,2340082,2514558],[2138611,2514770,2742146],[2148555,2348893,2516429],[2152905,2152923,2518963],[2153242,2157516,2519260],[2156672,2156690,2521209],[2164233,2164251,2359907],[2164265,2359809,2652097],[2164570,2360204,2652235],[2165866,2166196,2527549],[2167097,2522113,2750706],[2173276,2527343,2753819],[2177334,2373888,2662495],[2179879,2179897,2538342],[2179911,2538244,2755201],[2180216,2538639,2755339],[2181947,2377885,2540090],[2182104,2378044,2664740],[2183478,2377394,2665017],[2189293,2669395,2760313],[2204524,2395903,2552736],[2209774,2394032,2400947],[2210164,2394244,2673653],[2218096,2685913,2768519],[2233209,2233227,2417816],[2233241,2417718,2686708],[2233546,2418113,2686846],[2234842,2235172,2573632],[2237754,2423682,2574628],[2238680,2575125,2776152],[2239863,2425779,2582498],[2240738,2426513,2693554],[2243155,2243173,2584321],[2243187,2584223,2779115],[2243492,2584618,2779253],[2252218,2436014,2585755],[2252759,2252777,2585523],[2256265,2260231,2588045],[2261865,2264141,2591685],[2266867,2446247,2703602],[2267349,2446374,2703694],[2269391,2450492,2602620],[2269548,2450651,2707005],[2270060,2591142,2786359],[2279330,2458908,2712527],[2281589,2605290,2790031],[2282071,2605417,2790123],[2284075,2284093,2607025],[2285509,2462511,2714846],[2290808,2718564,2794318],[2304170,2478730,2617829],[2305096,2618326,2798277],[2306279,2475473,2480827],[2307154,2481561,2725504],[2309571,2309589,2477296],[2309603,2477198,2721986],[2309908,2477593,2722124],[2325476,2327752,2631925],[2330478,2498265,2732902],[2330960,2498392,2732994],[2333002,2495595,2502510],[2333159,2502669,2736305],[2335158,2503810,2637042],[2335964,2637432,2807113],[2336548,2505185,2643466],[2337089,2337107,2643234],[2337474,2505895,2738628],[2339591,2645124,2809397],[2340073,2645251,2809489],[2348407,2514809,2646590],[2348498,2348716,2646265],[2352101,2355811,2648584],[2357067,2358883,2651600],[2360992,2525074,2659470],[2361867,2525808,2749689],[2361898,2523956,2747251],[2364284,2364302,2661293],[2364767,2651302,2815319],[2373474,2535411,2754796],[2375574,2663706,2818442],[2385790,2387910,2670273],[2396023,2552923,2674484],[2396829,2674874,2825029],[2397413,2549799,2554298],[2397954,2397972,2549567],[2398339,2555008,2765448],[2400456,2551457,2762597],[2400938,2551584,2762689],[2414976,2416792,2686211],[2418901,2565803,2571157],[2419776,2571891,2774080],[2419807,2570039,2771642],[2422193,2422211,2567626],[2422818,2694571,2832820],[2424661,2691116,2831924],[2425293,2576186,2696243],[2425384,2425602,2695918],[2426099,2576777,2776356],[2428048,2697684,2833816],[2436116,2436289,2698661],[2443971,2445568,2703304],[2446958,2593247,2709728],[2447499,2447517,2709496],[2447884,2593957,2785384],[2469843,2471501,2719135],[2477866,2613831,2795214],[2479709,2723066,2846145],[2480341,2615503,2619387],[2480432,2480650,2615178],[2481147,2619978,2798481],[2483096,2616944,2796210],[2487353,2489473,2626349],[2495989,2497586,2732604],[2498976,2628988,2633487],[2499517,2499535,2628756],[2499902,2634197,2805329],[2503080,2739603,2852260],[2505287,2505460,2740706],[2524588,2653158,2752378],[2524679,2524897,2752053],[2525394,2653749,2814603],[2543561,2544908,2759422],[2545233,2546674,2760418],[2552193,2671110,2822664],[2554400,2554573,2672213],[2560173,2561831,2681235],[2562372,2562390,2681196],[2570671,2683885,2687769],[2570762,2570980,2683560],[2571477,2688360,2830604],[2593349,2593522,2787462],[2610271,2611374,2793740],[2622750,2624097,2726155],[2624422,2625863,2728437],[2625954,2626172,2728255],[2633589,2633762,2730333],[2678653,2679756,2766146],[2681337,2681510,2767803], [1633501,2322926,2333392,2495807,2631187,2731773],[1725246,2196778,2397986,2548627,2672618,2762485],[1760428,2412531,2422225,2567528,2685417,2770562],[1825328,2269781,2456779,2602832,2711927,2788902],[1838320,2076733,2466940,2467012,2609694,2793434],[1850852,2297611,2480818,2614499,2721246,2796105],[1880916,2320006,2499549,2627816,2729521,2730738],[1884601,2493738,2502501,2630773,2731914,2802570],[1911517,2337121,2343449,2642294,2741111,2809285],[1946699,2364316,2533057,2661195,2753910,2817362],[1958411,2182337,2540302,2541164,2665558,2820880],[1971561,2390026,2554276,2671447,2762026,2823242],[1994836,2213138,2562404,2678944,2680161,2680732],[2000409,2410233,2571148,2682881,2768836,2769822],[2029582,2425770,2431464,2695239,2778375,2833711],[2039655,2252791,2438949,2699066,2699637,2835883],[2042081,2046453,2441007,2588586,2590952,2782633],[2059646,2447531,2453859,2708556,2786650,2787867],[2063331,2450483,2600763,2711513,2789043,2840176],[2073982,2284107,2606927,2607715,2714937,2842935],[2084998,2472967,2617531,2719943,2795180,2844446],[2108709,2312521,2626340,2726529,2727515,2727979],[2113520,2491589,2633465,2729567,2801097,2801907],[2140990,2505163,2510552,2739940,2808826,2852838],[2150901,2348884,2517355,2743367,2743831,2854625],[2152937,2156704,2518865,2648675,2650821,2812248],[2169838,2525065,2530759,2751374,2815636,2816622],[2183596,2377876,2665144,2665855,2756853,2860200],[2188487,2383284,2668092,2669005,2759388,2821543],[2215227,2403430,2681213,2766330,2767140,2767372],[2243638,2574330,2579992,2777072,2832786,2867218],[2254445,2435992,2586734,2780195,2780427,2868917],[2256747,2260349,2588172,2700718,2702594,2836087],[2272160,2593225,2598614,2786696,2838703,2839513],[2310118,2311715,2726121,2726212,2727125,2799074] ] cell #5300 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291214,1808330],[1377776,1889966],[1470996,1976565],[1574152,2068696],[1596533,2087659],[1633754,2118524],[1666226,2145994],[1724900,2196014],[1756648,2220757],[1788360,2246299],[1804105,2259449],[1825581,2277164],[1875051,2315087],[1880570,2319242],[1911171,2342685],[1922073,2351068],[1942919,2367428],[1958664,2380578],[1994490,2405614],[2039309,2438185],[2041827,2440005],[2053781,2448940],[2059300,2453095],[2070202,2461478],[2076187,2466525],[2127639,2500958],[2138357,2508309],[2152591,2518101],[2163919,2526140],[2177313,2536440],[2179565,2537480],[2182083,2539300],[2209910,2557422],[2232895,2572223],[2240717,2578359],[2242841,2578688],[2269527,2596371],[2279062,2603553],[2283761,2606163],[2307133,2621560],[2309257,2621889],[2333138,2636611],[2334415,2637931],[2337206,2639915],[2361846,2655331],[2363970,2655660],[2373256,2662188],[2395280,2675373],[2398071,2677357],[2419755,2689942],[2421879,2690271],[2423200,2691575],[2425881,2693247],[2444825,2704193],[2447616,2706177],[2478248,2723525],[2480929,2725197],[2496843,2733493],[2499634,2735477],[2503399,2737120],[2522495,2747710],[2525176,2749382],[2546563,2760972],[2552512,2763940],[2568578,2772101],[2571259,2773773],[2591461,2783876],[2612564,2794926],[2631701,2803821],[2670049,2822438], [1355641,1616503,2104060],[1497167,1755142,2219443],[1503566,2004617,2224386],[1596067,1850577,2296945],[1596425,2088328,2297058],[1600256,1854594,2299651],[1632658,2117512,2322230],[1633485,2322905,2495786],[1692397,1941413,2366114],[1698796,2174046,2371057],[1725189,1972968,2389649],[1756182,2000134,2409567],[1756540,2221426,2409680],[1760234,2412263,2567260],[1760371,2004151,2412273],[1787894,2029307,2430798],[1788252,2246968,2430911],[1792083,2033324,2433504],[1801181,2256601,2587574],[1824485,2276152,2456083],[1825312,2456758,2602811],[1836289,2286279,2465107],[1838304,2466919,2466991],[1874585,2108434,2487613],[1874943,2106043,2487726],[1877905,2490162,2626636],[1880859,2114927,2491212],[1884437,2493520,2630555],[1911460,2142397,2510175],[1921607,2150626,2516689],[1921965,2351737,2516802],[1924015,2352410,2648168],[1924258,2518356,2518359],[1925796,2154643,2519395],[1928849,2356581,2521758],[1942453,2169563,2530093],[1942811,2368097,2530206],[1946505,2532789,2660927],[1946642,2173580,2532799],[1955740,2377730,2664546],[1957568,2379566,2540468],[1958395,2540281,2541143],[1959816,2542402,2542405],[1963983,2545800,2668918],[1991905,1994779,2560775],[1997622,2562915,2681922],[2039598,2255852,2586357],[2041361,2256472,2587506],[2041719,2440674,2587619],[2045610,2443110,2590256],[2046437,2440986,2590931],[2053315,2267074,2594638],[2053673,2264683,2594751],[2055777,2450337,2706811],[2056635,2597187,2707376],[2059589,2273567,2598237],[2063167,2600545,2711295],[2067375,2603865,2603868],[2069736,2281796,2604751],[2070094,2462147,2604864],[2072144,2462820,2714430],[2072387,2606418,2606421],[2073788,2606659,2607447],[2073925,2285813,2607457],[2079994,2612125,2718241],[2088227,2473763,2720769],[2105942,2625218,2727038],[2111202,2490071,2728913],[2127173,2330685,2634878],[2127531,2328294,2634991],[2129635,2502355,2736111],[2133412,2639467,2737411],[2135640,2640227,2640230],[2137891,2339798,2640481],[2138249,2514437,2640594],[2148583,2515806,2646024],[2152880,2353508,2648207],[2156510,2518597,2650553],[2156647,2356115,2650563],[2161334,2164208,2654442],[2161690,2523292,2748078],[2166260,2527652,2749931],[2166503,2655915,2655918],[2167051,2656582,2750415],[2176900,2662245,2662279],[2179854,2376981,2663329],[2181617,2377601,2664478],[2181975,2539969,2664591],[2183432,2664926,2665637],[2189075,2545709,2759608],[2196732,2548581,2761703],[2204965,2676909,2764231],[2207193,2677669,2677672],[2209444,2400663,2677923],[2209802,2393911,2678036],[2213092,2680686,2766817],[2221325,2564093,2769345],[2224483,2414733,2685215],[2230310,2233184,2689053],[2230666,2569375,2772469],[2235236,2573735,2774322],[2235479,2690526,2690529],[2236876,2423430,2691585],[2238634,2692865,2775370],[2239891,2581875,2692278],[2240304,2693304,2693338],[2243130,2435608,2693835],[2246867,2580788,2777898],[2252542,2585273,2698457],[2252734,2437145,2698467],[2260185,2587954,2702376],[2264582,2591929,2784167],[2264995,2592159,2784177],[2266810,2706489,2706492],[2269061,2450208,2706743],[2269419,2602499,2706856],[2269842,2597096,2786042],[2279284,2712441,2712470],[2284050,2463918,2714469],[2288275,2609380,2793240],[2289290,2717924,2793705],[2297393,2614209,2795400],[2301755,2309546,2725785],[2302111,2616833,2796764],[2303292,2478478,2723535],[2305050,2724815,2797495],[2306307,2474850,2724228],[2306720,2725254,2725288],[2312303,2727689,2799489],[2319960,2627770,2801584],[2322492,2495373,2731523],[2328193,2632169,2804112],[2328606,2632399,2804122],[2330421,2735789,2735792],[2332672,2502226,2736043],[2333030,2495474,2736156],[2334100,2503345,2736981],[2335746,2639376,2806408],[2336872,2642984,2737684],[2337064,2511696,2737694],[2337428,2738542,2738571],[2343403,2642248,2808503],[2348348,2515491,2742733],[2348670,2646179,2742872],[2351636,2647386,2811031],[2353864,2521855,2746165],[2358005,2522725,2747720],[2359541,2651957,2813478],[2359763,2652011,2813617],[2361020,2658847,2748413],[2361433,2749439,2749473],[2364259,2534903,2749970],[2367996,2657760,2816145],[2371154,2535259,2753708],[2377337,2663042,2819269],[2381907,2667402,2821122],[2382076,2382150,2759022],[2388508,2670793,2822629],[2391170,2397929,2764514],[2393810,2673403,2823850],[2394223,2673633,2823860],[2394965,2552458,2763801],[2396611,2676818,2824324],[2397737,2549317,2764504],[2398293,2765362,2765391],[2401912,2766111,2766500],[2410015,2682591,2827523],[2412485,2567482,2770476],[2414377,2422168,2774361],[2415914,2568808,2772111],[2417450,2686568,2829479],[2417672,2686622,2829618],[2418929,2565180,2772804],[2419342,2773830,2773864],[2423143,2574618,2775053],[2425234,2581560,2775449],[2425556,2695832,2775588],[2431246,2694949,2833006],[2435964,2697573,2834370],[2436004,2585216,2779773],[2438903,2699591,2835101],[2440573,2590518,2782383],[2444510,2591407,2783737],[2446156,2703592,2837095],[2447282,2709246,2784440],[2447474,2599758,2784450],[2447838,2785298,2785327],[2453813,2708510,2839190],[2456345,2602398,2788652],[2462046,2712909,2841718],[2462459,2713139,2841728],[2464274,2465204,2792921],[2471334,2612794,2794936],[2474535,2480282,2797574],[2476930,2721846,2845202],[2477152,2721900,2845341],[2478191,2617819,2797178],[2480604,2615092,2797713],[2489501,2625752,2800853],[2492733,2499492,2804395],[2496528,2631647,2803682],[2498174,2732892,2849671],[2499300,2628506,2804385],[2499856,2805243,2805272],[2505175,2642927,2806578],[2509034,2739286,2852225],[2514336,2741896,2853446],[2514749,2742126,2853456],[2517137,2743541,2853920],[2518819,2650775,2812162],[2522438,2651590,2813300],[2524529,2658532,2813696],[2524851,2751967,2813835],[2530541,2751084,2857119],[2533011,2661149,2817276],[2537976,2755061,2859075],[2538198,2755115,2859214],[2539868,2540730,2820630],[2546248,2669995,2822299],[2547447,2761319,2861361],[2549260,2554288,2824494],[2551366,2762587,2861932],[2561664,2562347,2827059],[2562155,2680946,2827049],[2564865,2570612,2829697],[2568521,2686201,2829301],[2570934,2683474,2829836],[2583955,2778975,2867974],[2584177,2779029,2868113],[2593237,2709189,2837265],[2605199,2790021,2872443],[2606881,2607669,2842849],[2610835,2717857,2843621],[2612507,2719125,2844192],[2613540,2795204,2874211],[2625437,2625804,2847646],[2626126,2728169,2847785],[2628449,2633477,2849841],[2641114,2808119,2878455],[2645033,2809387,2879026],[2668627,2759412,2860797],[2678439,2679217,2863180],[2680889,2681225,2863751],[2694280,2832810,2886698],[2726145,2726747,2875526] ] cell #5301 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1552039],[1638085],[1730057],[1829912],[1851017],[1885727],[1916328],[1971945],[2000574],[2029747],[2044466],[2064457],[2108874],[2113904],[2141374],[2151066],[2170003],[2184722],[2215611],[2254829],[2256912],[2267514],[2272544],[2282236],[2287839],[2331125],[2340238],[2352485],[2362282],[2373885],[2375958],[2378041],[2401103],[2420191],[2426510],[2428432],[2450648],[2458874],[2462895],[2481558],[2483480],[2502666],[2504593],[2505861],[2525805],[2527727],[2535382],[2553706],[2554974],[2571888],[2573810],[2575528],[2576748],[2592655],[2593923],[2618729],[2619949],[2632895],[2634163],[2637767],[2652500],[2653720],[2670767],[2675209],[2687111],[2688331],[2704029],[2719632],[2733329],[2760808], [1355663,1616361,1616630],[1497189,1755000,1755269],[1544957,2041633,2439780],[1596194,1596262,2087361],[1600278,1854452,1854721],[1674320,2152834,2518127],[1692419,1941271,1941540],[1707329,2181889,2539075],[1725211,1972033,1973098],[1756309,1756377,2220459],[1760393,2004009,2004278],[1761021,1761169,2224257],[1788021,1788089,2246001],[1792105,2033182,2033451],[1800745,2041556,2439707],[1816295,2269333,2596146],[1833675,2284004,2606189],[1850890,1850902,2088214],[1874712,1874780,2314789],[1880881,2113992,2115057],[1884639,1884651,2322479],[1885465,2324818,2631184],[1897931,2332944,2636386],[1911482,2141462,2142527],[1921734,1921802,2350770],[1925818,2154501,2154770],[1933749,2360216,2653132],[1938711,2364213,2655686],[1942580,1942648,2367130],[1946664,2173438,2173707],[1947292,1947440,2370928],[1955304,2181812,2539002],[1992035,1994801,2215699],[2000447,2000459,2221312],[2003888,2413860,2685383],[2011868,2418125,2687743],[2016830,2422122,2690297],[2029620,2029632,2246854],[2039620,2254917,2255982],[2050619,2446415,2704434],[2050924,2446785,2704572],[2053442,2053510,2448642],[2055341,2269256,2596073],[2059611,2272632,2273697],[2063369,2063381,2456332],[2064195,2458671,2711924],[2069863,2069931,2461180],[2073947,2285671,2285940],[2074575,2074723,2464978],[2076661,2466797,2717126],[2076768,2288467,2609691],[2093426,2477605,2722618],[2105929,2108747,2108759],[2111461,2489746,2729287],[2117231,2494976,2731885],[2124477,2498433,2733734],[2124782,2498803,2733872],[2127300,2127368,2500660],[2129199,2332867,2636313],[2138018,2138086,2508011],[2150939,2150951,2351623],[2152902,2352573,2353638],[2153049,2352723,2518250],[2156669,2355973,2356242],[2157297,2157445,2521629],[2158238,2359421,2652638],[2160817,2524013,2747822],[2161299,2524091,2747914],[2161464,2164230,2362370],[2169876,2169888,2367983],[2173317,2534386,2753876],[2179876,2376046,2377111],[2181297,2538651,2756236],[2183634,2183646,2540717],[2184460,2379227,2665555],[2185850,2381516,2667477],[2186259,2542648,2758790],[2189334,2544505,2760370],[2201285,2551625,2763094],[2201590,2551995,2763232],[2209571,2209639,2557124],[2218231,2562567,2768652],[2227214,2417330,2687249],[2229793,2570096,2772213],[2230275,2570174,2772305],[2230440,2233206,2420279],[2237581,2238292,2575666],[2243152,2428520,2435738],[2252066,2584630,2779747],[2252756,2436496,2437850],[2256785,2256797,2440560],[2258098,2261213,2588583],[2260387,2260399,2590505],[2261410,2445625,2703937],[2264185,2592767,2783981],[2264569,2267387,2267399],[2270101,2596771,2786416],[2275871,2602001,2789014],[2279737,2459332,2713635],[2282109,2282121,2462033],[2283117,2605458,2790863],[2283422,2605828,2791001],[2284072,2462983,2464048],[2284219,2463133,2606312],[2285550,2463401,2714903],[2290943,2611039,2794451],[2292657,2472039,2719770],[2301238,2617001,2796508],[2301720,2617079,2796600],[2301885,2309568,2483568],[2303997,2304708,2618867],[2317144,2626450,2800964],[2325021,2497643,2733237],[2327796,2633007,2803926],[2328180,2330998,2331010],[2334583,2335215,2637675],[2336005,2638172,2807170],[2337086,2505667,2512401],[2337881,2506319,2739260],[2340111,2340123,2514323],[2347956,2645292,2809894],[2348261,2645662,2810032],[2348464,2514831,2515974],[2348922,2348934,2647373],[2352991,2355852,2648641],[2356947,2523410,2747524],[2364281,2527815,2535033],[2364428,2527965,2655809],[2364902,2656234,2815452],[2373515,2535468,2755604],[2376464,2663763,2819013],[2376946,2663841,2819105],[2377914,2377926,2539855],[2379285,2539471,2756824],[2384179,2668732,2821988],[2385335,2546731,2760716],[2388183,2671167,2822686],[2391875,2397951,2554780],[2393413,2673765,2823664],[2393797,2400976,2400988],[2395448,2396080,2675117],[2396870,2675614,2825086],[2398746,2555432,2766080],[2405279,2562369,2681717],[2414507,2422190,2573898],[2414856,2569493,2771915],[2422337,2574048,2690420],[2423562,2424115,2691389],[2424796,2691779,2832057],[2425350,2576208,2582043],[2425808,2425820,2580775],[2426140,2576834,2776761],[2435091,2697741,2834114],[2435573,2697819,2834206],[2436087,2584676,2585635],[2436173,2436330,2699469],[2440176,2442829,2700689],[2447496,2593729,2600463],[2448291,2594381,2705945],[2450521,2450533,2602385],[2450997,2707190,2838570],[2458952,2602985,2790458],[2461649,2713747,2841532],[2468503,2610328,2793762],[2469723,2612926,2794740],[2472237,2720076,2844472],[2473750,2480856,2480868],[2475018,2480398,2619409],[2478610,2479163,2723339],[2479844,2723729,2846278],[2481188,2620035,2798886],[2486898,2625920,2728459],[2493438,2499514,2633969],[2495360,2502539,2502551],[2500309,2634621,2735245],[2504705,2737225,2851584],[2505258,2638360,2643346],[2505344,2505501,2642126],[2505939,2638871,2807608],[2508709,2739660,2852282],[2513939,2742258,2853260],[2514923,2515048,2743702],[2524645,2653180,2659015],[2525103,2525115,2657747],[2525435,2653806,2749057],[2544100,2668225,2821569],[2548459,2554457,2554614],[2549679,2554371,2675802],[2553818,2764045,2862631],[2555052,2676313,2825524],[2558833,2678710,2766168],[2560053,2681308,2767993],[2564080,2571186,2571198],[2565348,2570728,2687791],[2571518,2688417,2773448],[2576300,2576425,2695110],[2579262,2777205,2867244],[2593320,2704622,2709608],[2593406,2593563,2708388],[2594001,2705133,2784979],[2614370,2619501,2619626],[2623289,2726345,2799100],[2625205,2626378,2626390],[2627648,2633646,2633803],[2628868,2633560,2733922],[2634241,2734433,2804924],[2653272,2653397,2751245],[2680564,2681394,2681551],[2682752,2687883,2688008],[2727850,2728551,2728676], [1761266,2226524,2412938,2567935,2684668,2685841],[1851898,2297652,2298768,2614540,2614775,2796162],[1871889,2312562,2488725,2623694,2726586,2728020],[1884798,2324513,2493779,2630814,2731141,2731971],[1947537,2373195,2533464,2661602,2753161,2754334],[1960395,2186518,2542793,2542863,2667715,2758913],[1972933,2390161,2391135,2671679,2671878,2823375],[1991870,2403565,2561629,2679421,2766463,2767604],[2001455,2410274,2411390,2682922,2683157,2768893],[2004116,2414342,2566058,2685461,2770157,2770858],[2030628,2431505,2432621,2695280,2695515,2833768],[2063528,2458366,2600804,2711554,2788270,2789100],[2074820,2285493,2607334,2608122,2715361,2792374],[2087830,2473862,2474320,2720323,2720583,2844891],[2105545,2485742,2625222,2726852,2799227,2800039],[2114892,2491724,2492698,2729799,2729998,2801230],[2142362,2510687,2511661,2740172,2740371,2852971],[2151947,2349659,2517396,2743872,2744107,2854682],[2154323,2157542,2519272,2649099,2651228,2812880],[2170884,2530800,2531916,2751415,2751650,2815693],[2173545,2534868,2659725,2753954,2816957,2817658],[2183793,2378922,2665185,2665896,2756910,2820248],[2193916,2388927,2547261,2761083,2761251,2861382],[2210276,2402884,2678371,2679031,2766197,2825707],[2220928,2564192,2564650,2768899,2769159,2827261],[2246470,2580887,2581345,2777452,2777712,2867663],[2255817,2437110,2586869,2780659,2780858,2869050],[2257793,2260546,2588213,2700775,2702635,2836492],[2273532,2598749,2599723,2786928,2787127,2838836],[2285778,2463883,2714981,2715613,2791562,2842530],[2289709,2290262,2610649,2717621,2717789,2843642],[2340587,2509453,2640928,2807883,2808051,2878476],[2351239,2515276,2647485,2810585,2810845,2879725],[2353473,2356080,2648719,2744806,2746411,2855120],[2367599,2657859,2658317,2815699,2815959,2856857] ] cell #5302 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1421461],[1508267],[1601400],[1703497],[1725352],[1761515],[1793227],[1850772],[1881022],[1911623],[1926940],[1947786],[1994942],[2000329],[2029502],[2039761],[2059752],[2075069],[2108629],[2150821],[2153043],[2164371],[2169758],[2180017],[2185844],[2233347],[2243293],[2256667],[2267269],[2279731],[2281991],[2284213],[2309709],[2330880],[2337875],[2339993],[2364422],[2373386],[2377796],[2398740],[2400858],[2422331],[2424556],[2426011],[2448285],[2450403],[2458846],[2479604],[2481059],[2500303],[2502421],[2504416],[2505833],[2523851],[2525306],[2553529],[2554946],[2569934],[2571389],[2575500],[2592478],[2593895],[2613367],[2618701],[2632718],[2634135],[2652472],[2670590],[2687083],[2719604], [1226231,1486488,1744621],[1366741,1627384,1879445],[1414456,2152840,2352545],[1465705,1465775,1971919],[1469878,1729232,1975418],[1544919,2041627,2439754],[1563117,1819211,2058175],[1577974,2284010,2462955],[1596403,1852004,2087463],[1628463,1628533,2113878],[1632636,1884902,2117377],[1633272,1885392,2117964],[1660935,1661005,2141348],[1665108,1915503,2144847],[1673905,1923957,2352459],[1689684,2364219,2527787],[1707291,2181883,2539049],[1725220,1972065,1972853],[1750078,1750148,2215585],[1756518,2001561,2220561],[1760402,2004041,2224012],[1773989,2422128,2573870],[1788230,2030734,2246103],[1798814,1798884,2254803],[1802987,2043641,2258302],[1811166,2446791,2593208],[1816257,2269327,2596120],[1820290,1820360,2272518],[1824463,2063632,2276017],[1825099,2064122,2276604],[1833260,2072086,2462869],[1871995,1874921,2314891],[1880890,2114024,2114812],[1892802,2498809,2633448],[1897893,2332938,2636360],[1911491,2141494,2142282],[1921943,2152053,2350872],[1933259,2524125,2652955],[1933711,2360210,2653106],[1936349,1936419,2362256],[1938296,2166202,2527701],[1942789,2170990,2367232],[1946673,2173470,2370683],[1953373,1953443,2375932],[1957546,2183897,2379431],[1958182,2184387,2380018],[1960260,2542654,2667537],[1978361,2552001,2674206],[1991790,1994810,2215731],[2004833,2226486,2567929],[2011378,2570208,2687566],[2011830,2418119,2687717],[2014468,2014538,2420165],[2016415,2235178,2573784],[2025876,2025946,2428406],[2039629,2254949,2255737],[2041697,2257899,2439809],[2045588,2260650,2442975],[2046224,2261140,2443562],[2047233,2264147,2592629],[2050026,2446286,2704256],[2050419,2592859,2704406],[2050725,2053651,2448744],[2059620,2272664,2273452],[2070072,2283223,2461282],[2071532,2605834,2714188],[2073956,2285703,2464733],[2076623,2466791,2717100],[2092936,2617113,2722441],[2093388,2477599,2722592],[2102010,2102080,2483454],[2117265,2323920,2630685],[2121091,2327758,2632869],[2123884,2498304,2733556],[2124277,2633099,2733706],[2124583,2127509,2500762],[2132189,2132977,2504567],[2138227,2348062,2508113],[2147790,2645668,2742699],[2148561,2350413,2515233],[2152911,2352605,2353393],[2154285,2356797,2519266],[2156678,2356005,2521384],[2157739,2358922,2652322],[2160789,2523985,2747785],[2161219,2164239,2362402],[2174262,2373157,2661596],[2179885,2376078,2376866],[2180807,2663875,2756059],[2181259,2538645,2756210],[2181953,2379028,2539104],[2186408,2186480,2542857],[2191204,2387916,2670741],[2200692,2551496,2762916],[2201085,2673857,2763066],[2201391,2209780,2557226],[2203742,2204530,2553680],[2218125,2562438,2768512],[2218265,2407960,2682252],[2223582,2413832,2685355],[2226715,2416831,2686933],[2229765,2570068,2772176],[2230195,2233215,2420311],[2237082,2237793,2575350],[2239869,2433375,2576610],[2243161,2428552,2435493],[2251576,2697853,2779570],[2252028,2584624,2779721],[2252257,2437351,2584713],[2252765,2436528,2586629],[2256918,2256921,2439895],[2257200,2442863,2588084],[2261382,2445597,2703900],[2269397,2458472,2596175],[2275905,2457773,2711425],[2282524,2605329,2790685],[2282917,2713839,2790835],[2284081,2463015,2463803],[2285455,2286495,2607328],[2287845,2287848,2609446],[2290837,2610910,2794311],[2290977,2468958,2719062],[2292158,2471540,2719454],[2295338,2613870,2795109],[2299522,2306285,2619811],[2301210,2616973,2796471],[2301640,2309577,2483600],[2303498,2304209,2618551],[2314432,2489479,2728861],[2317236,2489718,2729259],[2324619,2333008,2636415],[2324993,2497615,2733200],[2334555,2335187,2637638],[2336587,2511902,2638397],[2337095,2505699,2510447],[2347363,2645163,2809716],[2347756,2742350,2809866],[2348436,2515946,2645731],[2348537,2515082,2647196],[2352963,2520954,2648613],[2360998,2532670,2653582],[2364290,2527847,2534788],[2364796,2656105,2815312],[2364936,2528486,2750745],[2370253,2534358,2753848],[2373891,2373894,2663601],[2376436,2663735,2818976],[2378047,2378050,2539190],[2378329,2379319,2665056],[2383890,2543600,2759317],[2384271,2544477,2760342],[2385307,2546703,2760679],[2388155,2671139,2822588],[2389921,2397960,2554812],[2391376,2397452,2675839],[2395420,2396052,2675080],[2404780,2561870,2768030],[2412144,2418907,2688193],[2414262,2422199,2573930],[2424690,2691650,2831917],[2424830,2575983,2776191],[2425322,2582015,2691985],[2425423,2576459,2580598],[2426516,2426519,2694107],[2429191,2694610,2832715],[2435063,2697713,2834077],[2436145,2584863,2699441],[2446997,2599964,2704659],[2447505,2593761,2598509],[2450654,2450657,2596261],[2451089,2596743,2786388],[2458947,2458986,2713458],[2463373,2464303,2714875],[2468475,2610300,2793664],[2473573,2480471,2619660],[2474990,2480370,2723935],[2479738,2723600,2846138],[2479878,2619184,2798316],[2481564,2481567,2726057],[2485453,2622789,2799198],[2486870,2625892,2800560],[2491484,2499523,2634001],[2492939,2499015,2733959],[2502672,2502675,2636501],[2504797,2638144,2807142],[2505316,2638547,2642098],[2505934,2505973,2739083],[2508681,2739632,2852184],[2524617,2658987,2748120],[2524718,2653431,2657570],[2525811,2525814,2654714],[2535440,2535474,2755576],[2548431,2554429,2675989],[2553910,2675586,2825058],[2555047,2555086,2765903],[2558805,2678682,2825787],[2561047,2562378,2681749],[2563903,2570801,2688042],[2565320,2570700,2772511],[2571894,2571897,2689325],[2576806,2576840,2776733],[2593378,2704809,2708360],[2593996,2594035,2705768],[2620007,2620041,2798858],[2625028,2625993,2728710],[2627620,2633618,2734109],[2634236,2634275,2735068],[2653778,2653812,2749029],[2680536,2681366,2768180],[2688389,2688423,2773420], [1726142,2196425,2390195,2548914,2671713,2762524],[1746988,2403599,2406025,2559288,2678983,2767638],[1851698,2297282,2473954,2614747,2720507,2796134],[1871689,2485834,2487950,2623666,2726558,2800223],[1881812,2319653,2491758,2628103,2729560,2729833],[1885497,2120320,2494155,2629862,2631190,2631193],[1912413,2343096,2510721,2642581,2740206,2809324],[1972423,2389385,2390055,2671749,2761379,2823235],[1991360,2403459,2560511,2679292,2766323,2826434],[2001255,2409904,2564284,2683129,2768865,2769083],[2004381,2226034,2566092,2684491,2685456,2685495],[2030428,2431135,2580979,2695487,2777636,2833740],[2040551,2438596,2586903,2699924,2780693,2835922],[2043157,2261245,2588589,2588592,2703011,2783186],[2060542,2453506,2598783,2708843,2786689,2786962],[2064227,2278960,2601180,2710602,2711930,2711933],[2076800,2076870,2609629,2609697,2609700,2717241],[2085027,2296202,2472108,2719936,2720155,2844392],[2102742,2311744,2622354,2623160,2726205,2846836],[2114382,2490948,2491618,2729869,2801090,2801260],[2117658,2324313,2629513,2731113,2731943,2731977],[2141852,2509911,2510581,2740242,2808179,2852831],[2151747,2517026,2647577,2744079,2810769,2854654],[2153833,2356345,2648714,2648753,2746445,2812703],[2170684,2530430,2657951,2751622,2815665,2815883],[2173810,2372705,2659759,2752984,2753949,2753988],[2183413,2184492,2665561,2665564,2666272,2757818],[2187884,2188516,2543971,2668085,2668304,2821489],[2243667,2430055,2579133,2777065,2777284,2867164],[2255307,2586093,2586763,2780729,2834777,2868910],[2257593,2443256,2700747,2700781,2782837,2836464],[2273022,2597973,2598643,2786998,2838696,2838866],[2276298,2458166,2710253,2788242,2789072,2789106],[2285003,2286043,2714976,2715015,2715647,2792197],[2378722,2379712,2756882,2756916,2757469,2820220] ] cell #5303 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162829,1681579],[1248150,1765884],[1340381,1855656],[1443380,1952155],[1466048,1972242],[1503899,2005213],[1536757,2034386],[1596070,2087382],[1628806,2114201],[1661278,2141671],[1677267,2155705],[1699129,2174642],[1750421,2215908],[1756185,2220480],[1787897,2246022],[1799157,2255126],[1820633,2272841],[1836622,2286875],[1874588,2314810],[1921610,2350791],[1924230,2352782],[1936692,2362579],[1942456,2367151],[1953716,2376255],[1959788,2381640],[2014811,2420488],[2026219,2428729],[2041364,2439728],[2053318,2448663],[2067347,2460034],[2069739,2461201],[2072359,2463192],[2102353,2483777],[2127176,2500681],[2135612,2507653],[2137894,2508032],[2166475,2528024],[2176560,2535985],[2181620,2539023],[2207165,2556766],[2209447,2557145],[2235451,2574107],[2236879,2575687],[2239964,2577904],[2266782,2595715],[2269064,2596094],[2279005,2603433],[2303295,2618888],[2306380,2621105],[2330393,2635955],[2332675,2636334],[2334066,2637853],[2337149,2639795],[2358008,2652659],[2361093,2654876],[2394931,2675295],[2398014,2677237],[2415917,2687270],[2419002,2689487],[2423114,2691518],[2444476,2704115],[2447559,2706057],[2471337,2719791],[2478162,2723468],[2496494,2733415],[2499577,2735357],[2522409,2747653],[2546214,2760894],[2568492,2772044],[2612478,2794869], [1226207,1486349,1989743],[1366717,1627245,2112765],[1373112,1885245,2118091],[1465566,1724884,2195986],[1465942,1972971,2196111],[1469854,1729093,2198974],[1502812,2004154,2223735],[1503631,2224455,2414705],[1563093,1819072,2271405],[1569488,2063975,2276731],[1596379,1851863,2297030],[1628324,1880554,2319214],[1628700,2114930,2319339],[1632466,2322152,2495033],[1632612,1884763,2322202],[1660796,1911155,2342657],[1661172,2142400,2342782],[1665084,1915364,2345645],[1674351,2152710,2518148],[1698042,2173583,2370406],[1698861,2371126,2535231],[1709868,2184240,2380145],[1711832,2382048,2382122],[1749939,1994474,2405586],[1750315,1991908,2405711],[1753363,2407921,2562653],[1756494,2001420,2409652],[1760182,2412206,2567203],[1788206,2030593,2430883],[1798675,2039293,2438157],[1799051,2255855,2438282],[1801153,2256585,2587546],[1801404,2439946,2440008],[1802963,2043502,2441145],[1806012,2260993,2443689],[1820151,2059284,2453067],[1820527,2273570,2453192],[1824293,2456005,2602058],[1824439,2063493,2456055],[1833706,2283880,2606210],[1835535,2285816,2464456],[1836354,2464246,2465176],[1837763,2466406,2466528],[1842246,2468919,2611125],[1871854,1874897,2487698],[1877853,2489689,2626579],[1921919,2151912,2516774],[1923748,2152575,2518073],[1924124,2353511,2518198],[1928095,2356118,2521107],[1928914,2353836,2521827],[1936210,2163903,2526112],[1936586,2161337,2526237],[1938742,2364089,2655707],[1939634,2528447,2656320],[1942765,2170849,2530178],[1946453,2532732,2660870],[1950763,2535814,2536443],[1953234,2179549,2537452],[1953610,2376984,2537577],[1955712,2377714,2664518],[1955963,2539241,2539303],[1957376,2539528,2540390],[1957522,2183758,2540440],[1963931,2544448,2668861],[1972866,2389934,2671964],[1991803,2561060,2679507],[1997343,2408249,2681781],[2014329,2232879,2572195],[2014705,2230313,2572320],[2016861,2421998,2690318],[2020976,2575944,2691865],[2023355,2577180,2578362],[2025737,2242825,2578660],[2026113,2435611,2578785],[2037094,2437148,2585050],[2041673,2257758,2587591],[2045418,2440233,2590178],[2045564,2260511,2590228],[2050584,2053627,2594723],[2050955,2445451,2704593],[2055749,2450321,2706783],[2056000,2596312,2596374],[2056583,2596714,2707319],[2066917,2603105,2603519],[2070048,2283082,2604836],[2071877,2283745,2606135],[2072253,2463921,2606260],[2073736,2606602,2607390],[2079715,2470276,2718100],[2088175,2473711,2720712],[2097110,2619145,2723815],[2099489,2620381,2621563],[2101871,2309241,2621861],[2102247,2301758,2621986],[2105890,2625166,2726981],[2114825,2491497,2730084],[2118194,2324849,2630482],[2124442,2127485,2634963],[2124813,2497469,2733893],[2129607,2502339,2736083],[2129858,2636552,2636614],[2131400,2334399,2637903],[2133360,2638115,2737354],[2134724,2511699,2638734],[2135182,2638991,2639881],[2138203,2347921,2640566],[2142295,2510460,2740457],[2148331,2515457,2645946],[2148537,2349624,2645996],[2156458,2518540,2650496],[2161232,2522943,2748000],[2161662,2523276,2748050],[2163611,2654152,2655334],[2165993,2363954,2655632],[2166369,2534906,2655757],[2166772,2528775,2750274],[2176848,2661806,2662159],[2181929,2378887,2664563],[2186290,2542524,2758811],[2187309,2668486,2759364],[2196453,2548229,2761562],[2201250,2209756,2678008],[2201621,2551293,2763253],[2202953,2395264,2675345],[2204913,2675557,2764174],[2206277,2391173,2676176],[2206735,2676433,2677323],[2212813,2680334,2766676],[2221273,2564041,2769288],[2224025,2414275,2684866],[2230208,2569026,2772391],[2230638,2569359,2772441],[2232587,2688763,2689945],[2234969,2421863,2690243],[2235345,2414380,2690368],[2236421,2423107,2691372],[2238355,2577301,2775229],[2239639,2581526,2692200],[2239845,2432586,2692250],[2240252,2692462,2693218],[2246815,2580736,2777841],[2252120,2436690,2698254],[2252490,2585187,2698400],[2255750,2586642,2780944],[2258129,2443792,2702303],[2262570,2444809,2704165],[2264242,2591836,2783964],[2264530,2591843,2784110],[2265894,2599761,2704996],[2266352,2705253,2706143],[2269373,2458331,2706828],[2273465,2598522,2787213],[2276834,2458702,2711222],[2283453,2604494,2791022],[2288247,2609364,2793212],[2288424,2288498,2717354],[2295627,2613399,2795156],[2298733,2306261,2724200],[2301653,2616484,2796686],[2302083,2616817,2796736],[2302837,2478155,2723322],[2304771,2620502,2797354],[2306055,2474501,2724150],[2306668,2724412,2725168],[2310537,2726097,2726606],[2319681,2627418,2801443],[2322440,2495321,2731437],[2324478,2332984,2736128],[2326181,2496827,2733465],[2327853,2632076,2803909],[2328141,2632083,2804055],[2329505,2492736,2734296],[2329963,2734553,2735443],[2333980,2503332,2736979],[2336450,2511241,2737481],[2336820,2642898,2737627],[2343124,2641896,2808362],[2348292,2644960,2810053],[2348335,2515371,2742731],[2351584,2647334,2810974],[2353406,2521397,2745816],[2357550,2522402,2747507],[2359484,2651944,2813476],[2360768,2658498,2748335],[2360974,2531881,2748385],[2361381,2748597,2749353],[2367944,2657708,2816088],[2370696,2534801,2753359],[2376879,2662693,2819191],[2377309,2663026,2819241],[2379258,2380248,2758438],[2387127,2546547,2760944],[2390715,2397315,2764301],[2393470,2673310,2823647],[2393758,2673317,2823793],[2394845,2552445,2763799],[2397685,2549231,2764447],[2407664,2561667,2768367],[2411355,2418883,2772776],[2415459,2568485,2771898],[2417393,2686555,2829477],[2418677,2564831,2772726],[2419290,2772988,2773744],[2425221,2581440,2775447],[2429480,2694139,2832762],[2435506,2697224,2834292],[2435936,2697557,2834342],[2438624,2699239,2834960],[2440521,2590466,2782297],[2444390,2591394,2783735],[2446860,2599303,2784237],[2447230,2709160,2784383],[2453534,2708158,2839049],[2456293,2602346,2788566],[2461706,2712816,2841515],[2461994,2712823,2841661],[2463816,2464746,2792572],[2470879,2612471,2794723],[2472323,2720253,2844414],[2474415,2480269,2797572],[2476873,2721833,2845200],[2488690,2489455,2800825],[2489249,2625403,2800775],[2492278,2498878,2804182],[2496408,2631634,2803680],[2499248,2628420,2804328],[2513996,2741803,2853243],[2514284,2741810,2853389],[2524516,2658412,2813694],[2537919,2755048,2859073],[2539816,2540678,2820544],[2544186,2668402,2821511],[2546128,2669982,2822297],[2547390,2761306,2861359],[2561209,2561733,2826846],[2562103,2680860,2826992],[2564745,2570599,2829695],[2579348,2777382,2867186],[2583898,2778962,2867972],[2610778,2717844,2843619],[2622452,2623375,2846858],[2625317,2625791,2847644],[2641057,2808106,2878453],[2678426,2679160,2863178] ] cell #5304 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [628738],[646453],[759908],[787378],[805093],[874548],[881227],[910400],[929337],[963499],[992873],[1032357],[1053278],[1059957],[1079900],[1116200],[1118058],[1149770],[1156352],[1179144],[1188027],[1188957],[1205591],[1239255],[1271727],[1284176],[1288409],[1308027],[1309885],[1316467],[1318413],[1334821],[1362118],[1367963],[1400821],[1412623],[1418779],[1429809],[1434485],[1446934],[1449309],[1451167],[1491842],[1498339],[1503644],[1516615],[1531197],[1542347],[1545352],[1549417],[1558494],[1560118],[1564339],[1576141],[1582297],[1616871],[1621798],[1632738],[1644540],[1646164],[1657335],[1671707],[1674007],[1674776],[1682246],[1687072],[1693569],[1698874],[1704719],[1707724],[1711789],[1711845],[1742656],[1745043],[1755510],[1760437],[1766551],[1771377],[1783839],[1800789],[1800986],[1808698],[1813625],[1816690],[1824565],[1831062],[1833362],[1834131],[1836367],[1837991],[1854962],[1856323],[1866960],[1869535],[1879867],[1890334],[1895261],[1898326],[1899926],[1907256],[1923792],[1928927],[1931314],[1938398],[1939167],[1941781],[1946708],[1952822],[1955348],[1955545],[1957648],[1975840],[1976933],[1979954],[1987284],[1999101],[2005880],[2009433],[2016517],[2017286],[2018676],[2033692],[2035053],[2045690],[2048055],[2055385],[2055582],[2058597],[2069064],[2071921],[2073991],[2089476],[2090616],[2091981],[2094810],[2118892],[2121913],[2129243],[2129440],[2130786],[2145269],[2146362],[2149383],[2155011],[2156372],[2156713],[2158932],[2159849],[2166037],[2168530],[2175309],[2178862],[2186715],[2192814],[2197872],[2202339],[2222574],[2225079],[2227908],[2228825],[2235013],[2248116],[2249256],[2250621],[2253450],[2258724],[2259817],[2261956],[2263264],[2277532],[2287542],[2288080],[2294062],[2298119],[2301132],[2316042],[2321100],[2325567],[2326875],[2344543],[2349010],[2354025],[2355390],[2358096],[2369245],[2371750],[2375496],[2380946],[2381684],[2382307],[2386513],[2393280],[2406684],[2410741],[2416005],[2431972],[2434985],[2454953],[2460728],[2465800],[2467739],[2476196],[2488076],[2513806],[2531267],[2536531],[2547695],[2558069],[2583221],[2641362] ] cell #5305 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [802790,2048372],[878924,2122230],[962186,2199968],[1057654,2280870],[1079696,2297191],[1116745,2323196],[1148457,2346639],[1205582,2389559],[1239051,2409813],[1271523,2431044],[1287096,2442139],[1308572,2457049],[1361914,2487859],[1367954,2491122],[1400812,2510085],[1412419,2516935],[1434281,2530339],[1449854,2541434],[1491833,2560685],[1542338,2586267],[1545148,2440049],[1558290,2594884],[1564330,2598147],[1575937,2604997],[1581830,2287889],[1644336,2635124],[1657131,2640727],[1673998,2517898],[1687063,2654352],[1702127,2374585],[1704710,2663239],[1707520,2539344],[1742452,2678169],[1771368,2688963],[1781288,2427921],[1783830,2693745],[1816486,2596415],[1827847,2459455],[1833353,2605960],[1864409,2482969],[1866951,2725695],[1898122,2636655],[1899917,2736952],[1904107,2507074],[1935847,2527216],[1938389,2655457],[1949993,2535905],[1979945,2763772],[1984135,2556187],[2013966,2573299],[2016508,2690068],[2018539,2575555],[2022585,2577824],[2048046,2703249],[2052236,2595136],[2094673,2618756],[2098719,2621025],[2121904,2732549],[2126094,2635376],[2131139,2637802],[2158795,2652527],[2162841,2654796],[2192805,2760145],[2202692,2675244],[2227771,2687138],[2231817,2689407],[2262309,2704064],[2293925,2719659],[2325920,2733364],[2386866,2760843], [644150,1869642,2484824],[757605,1999208,2563274],[762688,1503440,2566309],[840486,1334827,2473420],[840632,1854953,2614802],[844277,2090723,2615956],[874229,1632729,2629500],[927034,2168637,2656941],[932117,1698670,2659976],[957342,1975846,2671913],[988615,1498345,2563750],[988761,1755501,2683184],[992406,1760443,2684338],[1019216,1531203,2580445],[1019362,2033683,2695542],[1023007,2249363,2696696],[1052959,1824556,2710240],[1062737,1836163,2715864],[1105304,1621804,2624875],[1105450,1616862,2623721],[1111901,1879873,2730033],[1143613,2145275,2740406],[1154040,1671713,2647043],[1154186,2155002,2744134],[1157831,2354132,2745288],[1160132,1928723,2746662],[1174886,1693575,2657417],[1175032,1941772,2751677],[1178677,1946714,2752831],[1188638,1957639,2757456],[1232343,1745049,2679456],[1282252,2258730,2780893],[1284295,1800795,2587343],[1284441,2259808,2781625],[1284727,2043139,2442689],[1288090,2045681,2782824],[1297131,1813631,2705615],[1297277,1808689,2704461],[1303728,2058603,2787162],[1314155,1831068,2713305],[1314301,2069055,2790890],[1317946,2073997,2792044],[1320247,2076852,2609805],[1383693,1895267,2734915],[1383839,1890325,2733761],[1396719,1907262,2738930],[1396865,2146353,2809921],[1409262,2149374,2810572],[1413816,2153564,2520142],[1414438,1674090,2518216],[1414508,2355396,2811543],[1414654,2352876,2811587],[1418312,2156719,2812550],[1427573,1931320,2747949],[1445010,2178868,2819140],[1447053,1955354,2664315],[1447199,2380937,2819872],[1447485,2183395,2541984],[1450848,2185937,2667143],[1483525,1987290,2765750],[1483671,1976924,2763121],[1514379,2009439,2772340],[1521002,2018682,2775022],[1523224,2248107,2833543],[1527364,2250627,2834241],[1539137,2253313,2584918],[1539755,2253456,2834753],[1544260,2257359,2589363],[1544727,1544740,2439906],[1560237,2055391,2706580],[1560383,2277523,2840608],[1560669,2278942,2457599],[1572780,2280544,2712201],[1577334,2284734,2608204],[1577956,1833445,2606278],[1578026,2465806,2842230],[1578172,2463286,2842274],[1607564,2094816,2797147],[1609786,2089467,2795937],[1613926,2091987,2796635],[1646283,2129249,2735880],[1646429,2118883,2803002],[1646715,2120302,2323746],[1649976,2130821,2806167],[1652254,2344406,2638602],[1652872,2344549,2852807],[1653988,2339476,2737967],[1668492,2349045,2853679],[1668564,2349363,2645895],[1683374,2158938,2746968],[1685596,2369236,2857656],[1689044,2372436,2533546],[1689666,1938481,2655775],[1689736,2371756,2858354],[1689882,2528118,2858398],[1701509,2374442,2661890],[1706632,2378488,2666335],[1707099,1707112,2539201],[1735297,2202374,2824083],[1737575,2197735,2676044],[1738193,2197878,2823211],[1739309,2400341,2764787],[1767679,2227914,2771359],[1769901,2222565,2828060],[1773349,2225765,2413020],[1773971,2016600,2690386],[1774041,2225085,2828758],[1774187,2574201,2828802],[1777370,2236341,2691458],[1779471,2432007,2867555],[1779543,2432325,2692149],[1780670,2427778,2692546],[1795434,2436610,2698340],[1806745,2452016,2596798],[1809331,2261991,2783229],[1811148,2048922,2705911],[1811609,2454816,2704864],[1812227,2454959,2871330],[1813343,2449886,2784723],[1815598,2457932,2601243],[1816065,1816078,2596272],[1827919,2459773,2712157],[1847723,2294068,2794287],[1860491,2302757,2723408],[1862592,2298154,2844783],[1862664,2298472,2724099],[1863791,2482826,2724496],[1877479,2316033,2800026],[1888381,2318163,2489773],[1890967,2325602,2803174],[1892784,2122780,2735211],[1893245,2320963,2734164],[1893863,2321106,2848558],[1894979,2501904,2804668],[1897234,2324079,2494218],[1897701,1897714,2636512],[1900641,2506909,2638199],[1903046,2511161,2737567],[1904179,2507392,2737923],[1925580,2355711,2355724],[1929477,2529122,2656269],[1931635,1931648,2654725],[1931929,2357470,2747593],[1932990,2159115,2748830],[1934030,2531302,2881436],[1934102,2531620,2748284],[1935229,2527073,2748681],[1960242,2186029,2667443],[1960458,2543013,2543026],[1965947,2386383,2544532],[1968423,2386548,2821880],[1978343,2200518,2766046],[1980669,2556022,2675641],[1983074,2390635,2764387],[1984207,2556505,2764743],[1996662,2406547,2768235],[1997280,2406690,2826410],[2007045,2225400,2225413],[2007596,2408596,2562602],[2009754,2009767,2689336],[2010048,2415379,2771984],[2011109,2228091,2773221],[2012149,2410776,2864342],[2012221,2411094,2772675],[2013348,2573156,2773072],[2019331,2577648,2691814],[2042521,2442341,2442537],[2046513,2596988,2597073],[2048574,2048770,2594971],[2050185,2262639,2705530],[2051175,2599223,2784323],[2052308,2595454,2784679],[2071514,2281420,2713601],[2073709,2466121,2466134],[2076431,2076444,2609457],[2078197,2468530,2843819],[2081789,2470623,2611074],[2084113,2470799,2794809],[2090191,2297278,2300269],[2092302,2092315,2726068],[2092667,2300398,2798659],[2095465,2620849,2723764],[2104678,2107906,2487946],[2110382,2488111,2847227],[2110454,2488429,2800724],[2119684,2323398,2323594],[2120371,2489963,2490048],[2122432,2122628,2635211],[2124043,2326250,2734830],[2125033,2492198,2804268],[2126166,2635694,2804624],[2131469,2639268,2639353],[2147772,2347189,2739226],[2150098,2517022,2520013],[2153636,2520442,2520614],[2159415,2159587,2654620],[2176474,2372071,2372084],[2179183,2179196,2663612],[2180538,2374762,2755377],[2182777,2541636,2541832],[2187656,2544135,2821843],[2190484,2545601,2545686],[2194935,2388210,2823917],[2198527,2389827,2392492],[2200170,2200366,2678256],[2200851,2392655,2765665],[2203022,2676710,2676795],[2211295,2558860,2863378],[2211945,2214887,2560953],[2217211,2561129,2826932],[2220061,2223289,2409900],[2225837,2413320,2413492],[2228391,2228563,2689231],[2248831,2431131,2434122],[2250942,2250955,2694118],[2251307,2434251,2776534],[2254105,2586535,2589200],[2278324,2457251,2457447],[2281072,2281268,2605084],[2282683,2460103,2713220],[2284806,2608504,2608676],[2289182,2289267,2610718],[2295974,2472272,2796859],[2298802,2473335,2475528],[2300698,2300870,2725963],[2310884,2623324,2847190],[2311018,2313712,2624790],[2318813,2321755,2491390],[2341606,2508736,2806001],[2345198,2510353,2513018],[2346841,2347037,2640814],[2347522,2513181,2738845],[2349693,2646958,2649151],[2366732,2369960,2530426],[2372508,2533846,2534018],[2375062,2375234,2663507],[2388400,2388485,2547330],[2401804,2401889,2679100],[2408730,2411424,2563665],[2429827,2579297,2774734],[2432655,2580360,2582553],[2434551,2434723,2694013],[2452666,2455608,2598415],[2508926,2509011,2640997],[2529256,2531950,2657332] ] cell #5306 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1503333],[1582553],[1633108],[1698563],[1711401],[1760195],[1824935],[1829627],[1836056],[1837789],[1877866],[1906927],[1924427],[1928616],[1946466],[1951683],[1958018],[1963944],[1986955],[2025265],[2041951],[2042093],[2046060],[2055056],[2056596],[2067417],[2072556],[2073749],[2076745],[2101399],[2128914],[2133373],[2136612],[2152324],[2153225],[2156471],[2165521],[2166672],[2176861],[2182207],[2182349],[2186316],[2204926],[2208165],[2234497],[2235648],[2235957],[2240265],[2252276],[2252503],[2256250],[2267782],[2269651],[2269793],[2283494],[2284395],[2287641],[2302373],[2306681],[2331393],[2333262],[2333404],[2336606],[2336833],[2348483],[2357086],[2361394],[2363703],[2364604],[2373405],[2373632],[2377379],[2384871],[2397471],[2397698],[2414995],[2419303],[2421612],[2422513],[2423701],[2425369],[2426030],[2426257],[2444081],[2447016],[2447243],[2449986],[2458893],[2469862],[2478749],[2480417],[2481078],[2481305],[2486434],[2496099],[2499034],[2499261],[2502004],[2503920],[2505880],[2522098],[2524664],[2525325],[2525552],[2545343],[2549818],[2553033],[2554993],[2560192],[2561889],[2562116],[2568181],[2570747],[2571408],[2571635],[2575110],[2585774],[2588103],[2588330],[2591982],[2593942],[2611764],[2615613],[2618311],[2623059],[2624532],[2625939],[2629007],[2630704],[2630931],[2632222],[2634182],[2643485],[2646700],[2648660],[2652082],[2665075],[2665302],[2672603],[2673456],[2678795],[2678929],[2680146],[2682522],[2683995],[2685402],[2686693],[2696353],[2699051],[2709747],[2711444],[2711671],[2712962],[2714922],[2721686],[2721971],[2729372],[2729506],[2730723],[2731576],[2741096],[2741949],[2751015],[2752488],[2753895],[2755186],[2762336],[2762470],[2770547],[2778815],[2779100],[2782436],[2786501],[2786635],[2787852],[2788705],[2802351],[2809136],[2809270],[2811948],[2812233],[2817347],[2820683],[2835734],[2835868],[2839957],[2842920],[2859981],[2869510] ] cell #5307 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1681439],[1765744],[1855516],[1952015],[1972167],[2005073],[2034246],[2087375],[2114126],[2141596],[2155565],[2174502],[2215833],[2220473],[2246015],[2255051],[2272766],[2286735],[2314803],[2350784],[2352707],[2362504],[2367144],[2376180],[2381500],[2420413],[2428654],[2439721],[2448656],[2459316],[2461194],[2463117],[2483702],[2500674],[2506303],[2508025],[2527949],[2535354],[2539016],[2555416],[2557138],[2574032],[2575680],[2576720],[2594365],[2596087],[2602896],[2618881],[2619921],[2634605],[2636327],[2637739],[2638782],[2652652],[2653692],[2675181],[2676224],[2687263],[2688303],[2691429],[2704001],[2705044],[2719784],[2723379],[2733301],[2734344],[2747564],[2760780],[2771955],[2794780], [1486209,1744859,1989755],[1627105,1879683,2112777],[1633274,2118015,2322701],[1674218,2352547,2518141],[1725003,1971935,2195998],[1725222,2196104,2196762],[1728953,1975656,2198986],[1760404,2223728,2412515],[1801005,2439756,2439770],[1818932,2058413,2271417],[1825101,2276655,2456554],[1833573,2462957,2606203],[1850874,2088436,2297042],[1880673,2113894,2319226],[1880892,2319332,2319990],[1884623,2117615,2322214],[1911274,2141364,2342669],[1911493,2342775,2343433],[1915224,2145085,2345657],[1923608,2352475,2518085],[1938609,2527789,2655700],[1946675,2370399,2533041],[1955564,2539051,2539065],[1958184,2380069,2540939],[1994593,2215601,2405598],[1994812,2213122,2405704],[2000431,2221534,2409664],[2016728,2573872,2690311],[2029604,2247076,2430895],[2039412,2254819,2438169],[2039631,2438275,2438933],[2043362,2258540,2441157],[2046226,2443613,2590727],[2049050,2593210,2704586],[2055601,2596122,2596136],[2059403,2272534,2453079],[2059622,2453185,2453843],[2063353,2276255,2456067],[2071737,2462885,2606147],[2073958,2464449,2607699],[2106151,2108731,2487710],[2122908,2633450,2733886],[2129459,2636362,2636376],[2150923,2351845,2516786],[2152913,2518191,2518849],[2154287,2520895,2649083],[2156680,2521100,2650805],[2159648,2652957,2747886],[2159868,2653108,2653122],[2164022,2362272,2526124],[2164241,2359793,2526230],[2165853,2527717,2655644],[2169860,2368205,2530190],[2179668,2375948,2537464],[2179887,2537570,2538228],[2183618,2379669,2540452],[2186157,2667539,2758804],[2186482,2542908,2667699],[2200646,2674208,2763246],[2226488,2413773,2685825],[2228624,2687568,2772277],[2228844,2687719,2687733],[2232998,2420181,2572207],[2233217,2417702,2572313],[2234829,2573800,2690255],[2242944,2428422,2578672],[2243163,2578778,2584207],[2252767,2585043,2699621],[2256769,2440782,2587603],[2256923,2587659,2587709],[2257202,2589353,2700661],[2260371,2443213,2590240],[2261852,2592645,2704177],[2262629,2704243,2704320],[2263071,2704404,2784021],[2264791,2267371,2594735],[2281548,2714190,2791015],[2282093,2462255,2604848],[2284083,2606253,2606911],[2285457,2608957,2715345],[2287850,2609162,2717067],[2288099,2717102,2717116],[2300931,2722443,2796572],[2301151,2722594,2722608],[2309360,2483470,2621873],[2309579,2477182,2621979],[2323922,2494208,2731857],[2325463,2632885,2733477],[2326240,2733543,2733620],[2326682,2733704,2803966],[2328402,2330982,2634975],[2335025,2504583,2637915],[2337097,2638727,2642278],[2340095,2514545,2640578],[2347317,2742701,2810046],[2348539,2645832,2743674],[2348906,2516416,2646008],[2352961,2649758,2744717],[2356919,2652386,2747563],[2358035,2747771,2747825],[2364292,2655750,2661179],[2373159,2534299,2754318],[2373896,2662015,2755756],[2375295,2756061,2819077],[2375515,2756212,2756226],[2377898,2540077,2664575],[2378052,2664631,2664681],[2378331,2666325,2756796],[2385777,2670757,2760956],[2392645,2762903,2762980],[2393087,2763064,2823704],[2394019,2400960,2678020],[2395890,2553696,2675357],[2397962,2548611,2676169],[2407962,2562539,2768507],[2413830,2566465,2770769],[2414828,2686997,2771954],[2415944,2772162,2772216],[2422201,2567512,2690361],[2423534,2575414,2691428],[2425425,2692086,2695082],[2425792,2582485,2692262],[2426521,2692671,2776913],[2434784,2779572,2834178],[2435004,2779723,2779737],[2436059,2585607,2698310],[2436143,2698311,2780508],[2443853,2703940,2783769],[2447507,2704989,2708540],[2450505,2602607,2706840],[2450659,2706896,2706946],[2457775,2601233,2788986],[2458949,2712094,2790430],[2460093,2790672,2790749],[2460535,2790833,2841572],[2463371,2716020,2791473],[2468960,2611011,2794007],[2469695,2719518,2794779],[2472209,2795035,2795259],[2475460,2480840,2724212],[2476135,2796457,2796511],[2478582,2618615,2723378],[2480473,2614342,2724036],[2481569,2724621,2799038],[2487340,2626362,2800837],[2489716,2626490,2800938],[2495582,2502523,2736140],[2495871,2733240,2803714],[2499525,2627800,2734289],[2502677,2736196,2736246],[2503692,2637678,2737013],[2505230,2643318,2737537],[2505314,2737538,2740021],[2505936,2737860,2807580],[2513171,2809703,2809780],[2513613,2809864,2853300],[2514834,2646472,2742765],[2524720,2748221,2751217],[2525087,2659457,2748397],[2525816,2748806,2749209],[2528488,2656206,2815307],[2534356,2660132,2817569],[2535438,2754446,2818755],[2536470,2818962,2819016],[2544072,2759467,2821661],[2544475,2668772,2821738],[2545115,2760719,2822331],[2547301,2822533,2822689],[2549651,2554343,2764357],[2552805,2675120,2763833],[2554427,2671528,2764358],[2555049,2764680,2825496],[2560025,2681280,2826902],[2562380,2680716,2768360],[2562424,2562478,2827091],[2565790,2571170,2772788],[2570803,2682724,2772612],[2571899,2773197,2773600],[2575985,2691751,2831613],[2576211,2696125,2775481],[2576804,2775733,2832386],[2579234,2832641,2832865],[2583160,2834063,2834117],[2593292,2709580,2784293],[2593376,2784294,2786777],[2593998,2784616,2784951],[2596741,2707230,2838544],[2610689,2793765,2843714],[2610896,2610950,2843726],[2615385,2619412,2797606],[2619186,2723701,2845834],[2620005,2797858,2846607],[2623261,2726200,2847008],[2624304,2728462,2847678],[2625995,2727822,2800661],[2628840,2633532,2804238],[2633616,2729648,2804239],[2634238,2804561,2804896],[2638142,2737265,2851334],[2640968,2852129,2852285],[2653183,2752260,2813728],[2653776,2813980,2814253],[2656091,2656145,2856687],[2675584,2764085,2862381],[2679071,2766171,2863273],[2681364,2767453,2826903],[2683767,2687794,2829729],[2688387,2829981,2830254],[2691636,2691690,2866498],[2723586,2723640,2874880], [2043154,2442817,2588594,2781750,2783188,2836644],[2076867,2467104,2609702,2717243,2793325,2793375],[2120317,2323874,2629864,2631195,2731293,2803127],[2153697,2520675,2648716,2811480,2812705,2855092],[2183410,2542112,2665566,2757820,2819997,2820400],[2198588,2392553,2548916,2671850,2762526,2822931],[2212006,2214948,2559290,2678985,2679393,2826130],[2225898,2413553,2684493,2685458,2770129,2828695],[2254166,2589261,2699926,2780830,2835924,2868606],[2257468,2589795,2700745,2835464,2836462,2869379],[2278957,2457727,2710604,2711935,2788422,2840733],[2284867,2608737,2714978,2792199,2842167,2842502],[2299234,2476010,2614745,2720623,2796132,2844641],[2311500,2314144,2623664,2726556,2726892,2847085],[2318874,2321816,2628105,2729562,2729970,2848278],[2324188,2494650,2731111,2731941,2802220,2849051],[2345259,2513079,2642583,2740343,2809326,2852527],[2350125,2649633,2744077,2810885,2854652,2879475],[2372569,2534079,2752986,2753951,2816929,2858291],[2378597,2666767,2756880,2820218,2859577,2859850],[2391200,2550135,2671735,2671789,2823231,2861466],[2402234,2404604,2679278,2679332,2766319,2863285],[2409212,2411856,2683127,2768863,2769199,2864200],[2433087,2583035,2695485,2777752,2833738,2867413],[2437175,2701145,2780715,2780769,2868906,2887367],[2452727,2455669,2708845,2786691,2787099,2871050],[2458041,2601675,2788240,2789070,2839826,2871823],[2472148,2613433,2613892,2613946,2844352,2844429],[2483974,2484028,2623200,2726640,2799057,2875567],[2490393,2492763,2729855,2729909,2801086,2876195],[2511726,2643802,2740228,2740282,2852827,2878560],[2529738,2532382,2751620,2815663,2815999,2881294],[2543622,2543676,2544011,2668520,2821526,2860838],[2579173,2694173,2694632,2694686,2867124,2867201],[2597418,2599788,2786984,2787038,2838692,2888682] ] cell #5308 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421453,1930896],[1508259,2009015],[1601392,2091563],[1703489,2178444],[1725344,2196196],[1761507,2224661],[1793219,2250203],[1850767,2296853],[1881014,2319424],[1911615,2342867],[1926932,2354972],[1947778,2371332],[1994934,2405796],[2000324,2409475],[2029497,2430706],[2039753,2438367],[2059744,2453277],[2075061,2465382],[2108624,2487521],[2150816,2516597],[2153035,2518283],[2164363,2526322],[2169753,2530001],[2180009,2537662],[2185836,2542274],[2233339,2572405],[2243285,2578870],[2256662,2587414],[2267264,2594546],[2279723,2603299],[2281986,2604659],[2284205,2606345],[2309701,2622071],[2330875,2634786],[2337867,2639185],[2339988,2640389],[2364414,2655842],[2373314,2661687],[2377791,2664386],[2398732,2676627],[2400853,2677831],[2422323,2690453],[2424551,2691059],[2425939,2692343],[2448277,2705447],[2450398,2706651],[2458786,2711991],[2479599,2723009],[2480987,2724293],[2500295,2734747],[2502416,2735951],[2504344,2736656],[2505773,2737757],[2523846,2747194],[2525234,2748478],[2553457,2763476],[2554886,2764577],[2569929,2771585],[2571317,2772869],[2575440,2774790],[2592406,2783412],[2593835,2784513],[2613362,2794683],[2618641,2796915],[2632646,2803357],[2634075,2804458],[2652412,2813037],[2670518,2822192],[2687023,2829038],[2719544,2844099], [1414311,2153002,2352540],[1465697,1971923,2195953],[1486480,1744625,2211602],[1544771,2256824,2439758],[1577829,2284172,2462950],[1627376,1879449,2318470],[1628455,2113882,2319181],[1660927,2141352,2342624],[1673897,2352220,2352463],[1689539,2364381,2527782],[1707143,2377953,2539053],[1729224,1975422,2392149],[1750070,2215589,2405553],[1773844,2422290,2573865],[1798806,2254807,2438124],[1809044,2449102,2593203],[1816109,2450560,2596124],[1819203,2058179,2452323],[1820282,2272522,2453034],[1833252,2462630,2462873],[1851996,2087467,2474128],[1871987,2314895,2486008],[1884894,2117381,2493712],[1885318,2117956,2493955],[1890680,2501120,2633443],[1897745,2502578,2636364],[1915495,2144851,2512675],[1931237,2526483,2652883],[1931679,2526496,2653110],[1936341,2362260,2526079],[1938288,2527462,2527705],[1953365,2375936,2537419],[1960115,2381878,2667532],[1972060,1972848,2548866],[1977279,2557584,2674201],[1991785,2215726,2559240],[2001553,2220565,2564458],[2004036,2224007,2565971],[2009356,2572566,2687494],[2009798,2572579,2687721],[2014460,2420169,2572162],[2016407,2573545,2573788],[2025868,2428410,2578627],[2030726,2246107,2581153],[2043633,2258306,2588857],[2047225,2591290,2592633],[2048162,2594422,2704258],[2048518,2594915,2704346],[2050717,2448748,2593033],[2063624,2276021,2600737],[2064048,2276596,2600980],[2069410,2461640,2714183],[2076475,2466700,2717104],[2091904,2622232,2722369],[2092346,2622245,2722596],[2102002,2483458,2621828],[2114019,2114807,2628055],[2119238,2629857,2732321],[2121083,2631530,2632873],[2122020,2634662,2733558],[2122376,2635155,2733646],[2124575,2500766,2633273],[2132181,2504571,2637580],[2141489,2142277,2642533],[2146708,2508471,2742694],[2152045,2350876,2647751],[2157667,2651341,2652324],[2159063,2654176,2747783],[2161214,2362397,2652907],[2170982,2367236,2658125],[2173465,2370678,2659638],[2178785,2537823,2755987],[2179227,2537836,2756214],[2183889,2379435,2665829],[2184313,2380010,2666072],[2191196,2669543,2670745],[2196357,2548842,2761761],[2199758,2677707,2762918],[2200114,2678200,2763006],[2201383,2557230,2674031],[2203734,2553684,2675022],[2225002,2684419,2770945],[2225444,2567921,2771172],[2226643,2685952,2686935],[2228039,2688787,2772174],[2230190,2420306,2687518],[2237010,2575352,2691155],[2250544,2579031,2779498],[2250986,2579044,2779725],[2254944,2255732,2699876],[2257891,2439813,2700955],[2260163,2701125,2783181],[2260642,2442979,2702568],[2261066,2443554,2702811],[2261322,2703092,2703898],[2272659,2273447,2708795],[2277878,2710597,2789450],[2280660,2604535,2790687],[2281016,2605028,2790775],[2283215,2461286,2714013],[2285698,2464728,2715526],[2288574,2717236,2717296],[2292086,2718603,2719456],[2295266,2722715,2795111],[2297222,2614687,2795531],[2299514,2619815,2721394],[2300346,2725519,2796469],[2301635,2483595,2722393],[2303426,2618553,2723105],[2314424,2727663,2728865],[2319585,2628031,2801642],[2322986,2630613,2802799],[2323342,2731053,2802887],[2324611,2636419,2732151],[2324933,2732392,2733198],[2334495,2637636,2736795],[2343028,2642509,2808561],[2346429,2640265,2809718],[2346785,2640758,2809806],[2348054,2508117,2742524],[2350405,2515237,2743515],[2352600,2353388,2744917],[2355313,2744893,2812631],[2355755,2519258,2745120],[2356000,2521379,2746324],[2371673,2752912,2817745],[2372115,2661588,2817972],[2374710,2663063,2818974],[2376073,2376861,2756011],[2379020,2539108,2757090],[2381292,2757260,2757813],[2382195,2542849,2758946],[2383818,2759319,2759849],[2385247,2759988,2760677],[2388095,2763312,2822586],[2389383,2671747,2822804],[2389916,2554807,2761969],[2391304,2675841,2762065],[2395360,2675078,2763615],[2404708,2767179,2768032],[2405957,2559216,2766875],[2407888,2681980,2827234],[2409844,2683069,2827654],[2412136,2688197,2769970],[2412968,2685295,2828592],[2414257,2573925,2770969],[2428547,2435488,2779522],[2429119,2690765,2832717],[2431075,2695427,2833137],[2433367,2576614,2778523],[2434199,2693569,2834075],[2436523,2586624,2780138],[2437279,2584715,2780234],[2438528,2699852,2835159],[2439890,2439950,2781270],[2441929,2588012,2781422],[2442285,2781510,2836404],[2453438,2708771,2839248],[2456839,2711353,2840405],[2457195,2788182,2840493],[2458464,2596179,2789280],[2463010,2463798,2791673],[2465723,2791649,2792125],[2466165,2607320,2791876],[2466410,2609441,2793080],[2468415,2793662,2794055],[2468886,2718299,2844032],[2472106,2720153,2844386],[2473501,2619588,2795641],[2474930,2723933,2795780],[2485381,2799200,2799730],[2486810,2799869,2800558],[2487890,2623606,2799620],[2489658,2729044,2847933],[2490946,2729867,2848151],[2491479,2633996,2801850],[2492867,2733961,2801946],[2505694,2510442,2808769],[2508621,2736492,2852182],[2509909,2740240,2852400],[2511830,2638399,2808865],[2515010,2647124,2810276],[2515886,2645729,2810415],[2516966,2744019,2854051],[2520090,2648553,2811377],[2527842,2534783,2817769],[2528414,2750473,2856830],[2530370,2751562,2857250],[2532662,2653586,2816770],[2533494,2753788,2858188],[2535818,2663596,2818385],[2539185,2539245,2819517],[2541224,2664984,2819669],[2541580,2819757,2820160],[2543969,2668302,2821483],[2544417,2759739,2861071],[2548371,2675929,2822979],[2558745,2825785,2826178],[2560509,2679290,2826003],[2561042,2681744,2826806],[2562436,2768380,2863945],[2563831,2687970,2827764],[2565260,2772509,2827903],[2575911,2775428,2866804],[2576387,2580526,2833247],[2577184,2694102,2832289],[2579131,2777282,2867158],[2581955,2691983,2833386],[2584803,2699381,2834521],[2586091,2780727,2868479],[2593756,2598504,2839456],[2596256,2596316,2838372],[2596683,2786173,2870705],[2597971,2786996,2870923],[2599892,2704661,2839552],[2603072,2713386,2840963],[2608152,2714815,2842064],[2610908,2793880,2873984],[2619112,2797553,2875186],[2620385,2726052,2846510],[2622352,2623158,2846830],[2624956,2728638,2847539],[2627560,2734049,2848326],[2636496,2636556,2850948],[2638084,2806539,2878165],[2638487,2642038,2852575],[2638958,2739011,2851788],[2653359,2657498,2857360],[2654156,2654709,2856402],[2656103,2815180,2881039],[2658927,2748118,2857499],[2661775,2755516,2858634],[2675526,2824455,2884363],[2676400,2765831,2862835],[2680476,2768120,2863658],[2688767,2689320,2866069],[2691648,2831486,2886471],[2692431,2776673,2866871],[2704749,2708300,2871098],[2705220,2705696,2870311],[2723598,2845707,2890925],[2724381,2798798,2875253],[2734520,2734996,2877564],[2748566,2748969,2880752],[2772957,2773360,2886051] ] cell #5309 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1552032,2048267],[1638078,2122125],[1730050,2199863],[1829905,2280765],[1851010,2297136],[1885720,2323091],[1916321,2346534],[1971941,2389591],[2000567,2409758],[2029740,2430989],[2044459,2442034],[2064450,2456944],[2108867,2487804],[2113900,2491154],[2141370,2510117],[2151059,2516880],[2169996,2530284],[2184715,2541329],[2215607,2560717],[2254825,2586299],[2256905,2587697],[2267507,2594829],[2272540,2598179],[2282229,2604942],[2287832,2609150],[2331118,2635069],[2340231,2640672],[2352481,2648149],[2362278,2654384],[2373878,2662003],[2375954,2663271],[2378034,2664669],[2401096,2678114],[2420187,2688995],[2426503,2692659],[2428428,2693777],[2450641,2706934],[2458813,2712017],[2462891,2714411],[2481551,2724609],[2483476,2725727],[2502659,2736234],[2504589,2737168],[2505800,2737783],[2525798,2748794],[2527723,2749912],[2535331,2754392],[2553702,2763988],[2554913,2764603],[2571881,2773185],[2573806,2774303],[2575467,2775124],[2576697,2775679],[2592651,2783924],[2593862,2784539],[2618668,2797249],[2619898,2797804],[2632891,2803869],[2634102,2804484],[2637716,2806315],[2652439,2813371],[2653669,2813926],[2670763,2822486],[2675158,2824231],[2687050,2829372],[2688280,2829927],[2703978,2837002],[2719571,2844263],[2733278,2849578],[2760757,2861240], [1544811,2041656,2439776],[1596187,2087313,2087363],[1616623,1869537,2104240],[1674173,2152814,2518129],[1707183,2181912,2539071],[1755262,1999103,2219623],[1756302,2220411,2220461],[1788014,2245953,2246003],[1800738,2256371,2439709],[1816149,2269356,2596142],[1833528,2283984,2606191],[1854714,2090618,2299831],[1874705,2314741,2314791],[1897785,2332967,2636382],[1921727,2350722,2350772],[1931719,2360239,2653128],[1938564,2364193,2655688],[1941533,2168532,2366294],[1942573,2367082,2367132],[1955297,2377500,2539004],[1973091,2196092,2390357],[1992028,2403761,2405692],[2004271,2223716,2412453],[2004685,2224250,2566254],[2009838,2418148,2687739],[2016683,2422102,2690299],[2033444,2249258,2433684],[2048642,2446752,2704373],[2049005,2446765,2704574],[2053435,2448594,2448644],[2055334,2450107,2596075],[2069856,2461132,2461182],[2076515,2466820,2717122],[2087485,2088210,2473973],[2092386,2477628,2722614],[2105925,2314913,2485853],[2115050,2319320,2491920],[2117399,2322475,2629532],[2122500,2498770,2733673],[2122863,2498783,2733874],[2127293,2500612,2500662],[2129192,2502125,2636315],[2138011,2507963,2508013],[2142520,2342763,2510883],[2154763,2354027,2519575],[2158231,2522253,2652640],[2159090,2523880,2747809],[2159464,2524373,2747863],[2161457,2524287,2526218],[2173700,2370387,2532979],[2174114,2370921,2659921],[2179267,2538674,2756232],[2186112,2542628,2758792],[2200238,2551962,2763033],[2200601,2551975,2763234],[2209564,2557076,2557126],[2220583,2221308,2564303],[2225484,2684664,2771190],[2227207,2568336,2687251],[2228066,2569963,2772200],[2228440,2570456,2772254],[2230433,2570370,2572301],[2237574,2575265,2575668],[2246125,2246850,2580998],[2251026,2584653,2779743],[2255975,2438263,2587065],[2261349,2591037,2703924],[2262606,2592670,2783967],[2264565,2448766,2592878],[2273690,2453173,2598945],[2276039,2456328,2710272],[2281140,2605795,2790802],[2281503,2605808,2791003],[2285933,2464437,2607637],[2286347,2464971,2715809],[2292650,2611919,2719772],[2297989,2614714,2795558],[2300373,2616868,2796495],[2300747,2617361,2796549],[2301878,2617275,2621967],[2303990,2618466,2618869],[2312899,2623633,2799647],[2323466,2731080,2802914],[2323829,2631177,2803115],[2324960,2631277,2733224],[2326217,2632910,2803912],[2328176,2500784,2633118],[2334522,2637327,2637662],[2346909,2645629,2809833],[2347272,2645642,2810034],[2350894,2351619,2647596],[2353631,2518179,2648915],[2355795,2745138,2812876],[2356235,2521088,2650743],[2356649,2521622,2746607],[2356896,2651288,2747510],[2367254,2367979,2657970],[2372155,2753157,2817990],[2374737,2663630,2819000],[2375111,2664123,2819054],[2377104,2537558,2664037],[2379453,2540713,2757488],[2382235,2758909,2758964],[2385274,2669290,2760703],[2388122,2670864,2822612],[2390443,2671827,2822908],[2391868,2672758,2676157],[2392622,2673668,2823650],[2393793,2557248,2673876],[2395387,2674769,2675104],[2403847,2679370,2826107],[2405272,2680301,2768348],[2410611,2683096,2827681],[2412995,2685322,2828618],[2413369,2770106,2828672],[2414500,2685657,2690349],[2414805,2685899,2771901],[2423511,2691102,2691375],[2431842,2695454,2833164],[2434226,2697608,2834101],[2434600,2698101,2834155],[2435731,2578766,2698015],[2437843,2585031,2699206],[2439831,2440556,2700800],[2442409,2781537,2836431],[2442772,2588576,2781738],[2442997,2590501,2782856],[2457319,2788209,2840520],[2457682,2711917,2840721],[2460070,2713650,2841518],[2461304,2462029,2713858],[2464041,2606241,2715177],[2466205,2791894,2792370],[2467059,2609684,2793363],[2468442,2717995,2793688],[2469672,2718550,2794726],[2472186,2719850,2844417],[2473746,2619833,2720526],[2473765,2720569,2844565],[2474957,2721141,2723959],[2478559,2723052,2723325],[2485645,2726838,2847009],[2486837,2727410,2800584],[2489685,2729071,2847959],[2492006,2729947,2848255],[2493431,2730878,2734277],[2494185,2731834,2848997],[2495356,2636437,2731996],[2508135,2514319,2742369],[2508648,2739357,2852208],[2510969,2740320,2852504],[2512394,2638715,2741251],[2513148,2742161,2853246],[2515255,2647369,2810788],[2515913,2645755,2743262],[2517733,2744046,2854078],[2518246,2518301,2744501],[2520117,2648580,2811403],[2520491,2811457,2855069],[2531137,2751589,2857277],[2533521,2753815,2858214],[2533895,2816906,2858268],[2535026,2655738,2754150],[2539126,2539851,2756935],[2541704,2819784,2820187],[2542067,2665548,2819985],[2542292,2667473,2821103],[2544049,2759515,2821514],[2544444,2759766,2861097],[2547247,2671201,2861342],[2548398,2675956,2761457],[2549628,2762012,2764304],[2557621,2679017,2863161],[2558772,2766571,2825811],[2560002,2767126,2826849],[2562516,2768484,2863976],[2564076,2688215,2769102],[2564095,2769145,2864124],[2565287,2769717,2772535],[2576632,2580771,2777655],[2579211,2776979,2867189],[2580790,2777698,2867337],[2581982,2692009,2778270],[2584830,2699408,2834855],[2585584,2698257,2780181],[2587151,2780807,2868583],[2589330,2700638,2835410],[2596197,2602381,2789125],[2596710,2786200,2870731],[2599031,2787076,2871027],[2600456,2704977,2788007],[2601210,2788963,2871769],[2603317,2713631,2841475],[2606308,2606363,2791257],[2608179,2714842,2842090],[2608553,2842144,2842479],[2610362,2610635,2843602],[2610988,2793984,2874015],[2614319,2724013,2795307],[2623238,2799396,2846861],[2625201,2728883,2800242],[2626436,2800862,2876071],[2627587,2734076,2801338],[2628817,2801893,2804185],[2638111,2806566,2878191],[2638514,2642065,2808257],[2639203,2739256,2852082],[2640914,2739694,2878436],[2643295,2737484,2808812],[2645809,2743651,2853827],[2647388,2810831,2879399],[2653604,2657743,2815902],[2655805,2655860,2814999],[2656183,2815284,2881070],[2657762,2815945,2881218],[2658954,2748144,2816517],[2661802,2755543,2858968],[2666302,2756773,2859523],[2668718,2821662,2883549],[2675553,2824482,2884389],[2676645,2766076,2863129],[2680503,2768147,2826512],[2682701,2772589,2827430],[2690416,2690471,2831000],[2691728,2831590,2886502],[2692063,2695059,2832913],[2692458,2776700,2867035],[2704776,2708327,2838944],[2705465,2705941,2837848],[2707176,2838468,2888558],[2709557,2784240,2839499],[2712071,2790407,2872350],[2723678,2845811,2890956],[2724408,2798825,2875417],[2727799,2800638,2847375],[2734765,2735241,2850424],[2737211,2851258,2892398],[2737837,2807557,2878334],[2748198,2751194,2857026],[2748593,2748996,2856108],[2764031,2862305,2895498],[2764657,2825473,2884532],[2772984,2773387,2865775],[2784593,2784928,2870147],[2804538,2804873,2877400] ] cell #5310 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1681448],[1765753],[1855525],[1952024],[1972176],[2005082],[2034255],[2087381],[2114135],[2141605],[2155574],[2174511],[2215842],[2220479],[2246021],[2255060],[2272775],[2286744],[2314809],[2350790],[2352716],[2362513],[2367150],[2376189],[2381509],[2420422],[2428663],[2439727],[2448662],[2459325],[2461200],[2463126],[2483711],[2500680],[2506312],[2508031],[2527958],[2535407],[2539022],[2555425],[2557144],[2574041],[2575686],[2576773],[2594374],[2596093],[2602934],[2618887],[2619974],[2634614],[2636333],[2637792],[2638820],[2652658],[2653745],[2675234],[2676262],[2687269],[2688356],[2691467],[2704054],[2705082],[2719790],[2723417],[2733354],[2734382],[2747602],[2760833],[2771993],[2794818], [1486218,1744868,1989751],[1627114,1879692,2112773],[1674361,2352532,2518147],[1725012,1725077,2195994],[1728962,1975665,2198982],[1801152,2256713,2587554],[1818941,2058422,2271413],[1833716,2462942,2606209],[1850883,2088445,2297038],[1880682,1880747,2319222],[1884632,2117624,2322210],[1885244,2118090,2322710],[1911283,1911348,2342665],[1915233,2145094,2345653],[1923617,2152768,2518081],[1938752,2527774,2655706],[1955711,2377842,2664526],[1972055,2196110,2196768],[1994602,1994667,2405594],[2000440,2221543,2409660],[2004031,2223734,2412521],[2016871,2573857,2690317],[2029613,2247085,2430891],[2039421,2039486,2438165],[2043371,2258549,2441153],[2050965,2593195,2704592],[2055748,2450449,2706791],[2059412,2059477,2453075],[2063362,2276264,2456063],[2063974,2276730,2456563],[2071746,2283938,2606143],[2106160,2108740,2487706],[2114014,2319338,2319996],[2124823,2633435,2733892],[2129606,2502467,2736091],[2141484,2342781,2343439],[2150932,2351854,2516782],[2161298,2652850,2747939],[2161661,2524464,2748058],[2164031,2164096,2526120],[2165862,2364147,2655640],[2169869,2368214,2530186],[2173460,2370405,2533047],[2179677,2179742,2537460],[2183627,2379678,2540448],[2184239,2380144,2540948],[2186300,2667524,2758810],[2201631,2674193,2763252],[2213128,2215721,2405710],[2224454,2414704,2685834],[2230274,2687461,2772330],[2230637,2570547,2772449],[2233007,2233072,2572203],[2234838,2422056,2690251],[2242953,2243018,2578668],[2254939,2438281,2438939],[2256778,2440791,2587599],[2260380,2443222,2590236],[2260992,2443688,2590736],[2261861,2446076,2704173],[2264210,2592792,2783978],[2264584,2704321,2784059],[2264800,2267380,2594731],[2272654,2453191,2453849],[2282102,2462264,2604844],[2283463,2714175,2791021],[2285693,2464455,2607705],[2288246,2609492,2793220],[2301719,2722336,2796625],[2302082,2617452,2796744],[2309369,2309434,2621869],[2322120,2495001,2731910],[2325472,2498094,2733473],[2327821,2633032,2803923],[2328195,2733621,2804004],[2328411,2330991,2634971],[2335034,2335666,2637911],[2340104,2514554,2640574],[2348302,2742686,2810052],[2348915,2516425,2646004],[2352595,2518197,2518855],[2353835,2521826,2649092],[2355995,2521106,2650811],[2356972,2523435,2747521],[2359457,2652745,2813480],[2359799,2362392,2526236],[2371125,2535230,2754327],[2376068,2537576,2538234],[2376945,2755954,2819130],[2377308,2664214,2819249],[2377907,2540086,2664571],[2382047,2382121,2667708],[2385786,2547182,2760952],[2393438,2673790,2823661],[2393812,2762981,2823742],[2394028,2400969,2678016],[2395899,2396531,2675353],[2407750,2681785,2827159],[2407855,2562592,2768677],[2412179,2567176,2770807],[2414881,2569518,2771912],[2417366,2687356,2829481],[2417708,2420301,2572319],[2423587,2424140,2691386],[2425801,2582494,2692258],[2428542,2578784,2584213],[2435572,2779465,2834231],[2435935,2698192,2834350],[2436112,2585660,2698268],[2436518,2585049,2699627],[2439942,2439945,2587665],[2440201,2590146,2700714],[2443891,2592268,2783739],[2450514,2602616,2706836],[2455973,2602026,2789039],[2461674,2713772,2841529],[2462048,2790750,2841610],[2463005,2606259,2606917],[2464245,2465175,2715354],[2466402,2466405,2717073],[2468748,2718104,2843957],[2468853,2611064,2794476],[2469748,2612951,2794737],[2472262,2720101,2844428],[2475469,2480849,2724208],[2476846,2722231,2845204],[2477188,2483590,2621985],[2478635,2479188,2723336],[2487349,2626371,2800833],[2489633,2626528,2801062],[2495591,2502532,2736136],[2495909,2632508,2803684],[2503730,2504206,2736983],[2505283,2643371,2737495],[2505689,2638733,2642284],[2513964,2742283,2853257],[2514338,2809781,2853338],[2514872,2646510,2742735],[2514948,2645885,2743727],[2518513,2650469,2744755],[2525096,2659466,2748393],[2527837,2655756,2661185],[2528276,2750278,2856755],[2528381,2656259,2815477],[2532705,2660843,2817607],[2535810,2535813,2755762],[2537892,2755849,2859077],[2539237,2539240,2664637],[2539496,2540358,2756849],[2544125,2668250,2821525],[2544392,2668810,2822086],[2545153,2670380,2822301],[2547339,2761181,2861363],[2548617,2554802,2676175],[2549704,2554396,2764315],[2552843,2553319,2763803],[2560078,2681333,2826860],[2565799,2571179,2772784],[2567518,2573920,2690367],[2575773,2775233,2866729],[2575878,2691804,2832082],[2576249,2696163,2775451],[2576325,2692139,2695135],[2577176,2577179,2776919],[2579287,2777230,2867200],[2583871,2779360,2867976],[2584754,2698349,2780546],[2593345,2709633,2784251],[2593751,2704995,2708546],[2596308,2596311,2706902],[2596658,2707268,2838668],[2603010,2603039,2790483],[2606575,2607363,2791511],[2610727,2717719,2843623],[2614395,2619526,2724089],[2615423,2619450,2797576],[2618974,2797358,2875111],[2619079,2723754,2846303],[2620377,2620380,2799044],[2623314,2726370,2846872],[2624342,2728500,2847648],[2627806,2633991,2734295],[2628893,2633585,2804196],[2636548,2636551,2736202],[2638059,2737303,2851682],[2638438,2737576,2740059],[2638896,2638925,2807633],[2641006,2807981,2878457],[2653221,2752298,2813698],[2653297,2748274,2751270],[2654148,2654151,2749215],[2661726,2661750,2818793],[2671566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[1972932,2390567,2548809,2671903,2761544,2823400],[1991869,2403971,2559183,2679446,2766488,2826599],[2088229,2474258,2614662,2720661,2795365,2844989],[2105944,2486138,2623581,2726930,2799325,2847433],[2114891,2492130,2627998,2730023,2801255,2801425],[2118204,2324859,2629849,2731299,2732313,2732316],[2142361,2511093,2642476,2740396,2808344,2852996],[2196426,2548630,2548704,2761566,2822708,2861697],[2212786,2559004,2559078,2766680,2825812,2863516],[2221327,2564588,2683044,2769237,2827359,2827488],[2224091,2414341,2684386,2770182,2770883,2770912],[2246869,2581283,2695402,2777790,2832971,2867761],[2255816,2587275,2699819,2780883,2834942,2869075],[2258139,2443802,2701117,2701120,2783173,2836650],[2273531,2599155,2708738,2787152,2838861,2839031],[2276844,2458712,2710589,2788428,2789442,2789445],[2288434,2288508,2717228,2717288,2717291,2793331],[2295128,2472887,2613403,2720123,2795036,2874202],[2310038,2485243,2622322,2726610,2799125,2875517],[2319654,2627819,2627893,2801447,2847960,2848055],[2322494,2495375,2731028,2802258,2802838,2802862],[2343097,2642297,2642371,2808366,2852304,2878791],[2351638,2647881,2743994,2810923,2853885,2879823],[2353472,2521463,2744831,2744860,2812598,2855145],[2367998,2658255,2751537,2816037,2856955,2857084],[2370762,2534867,2752879,2816982,2817683,2817712],[2379268,2380258,2757252,2757255,2757805,2820406],[2383204,2383680,2668272,2668490,2759244,2860788],[2428981,2579912,2694143,2777252,2832642,2886689],[2438597,2699640,2699714,2834964,2868383,2887598],[2440575,2590520,2781461,2781485,2836379,2869417],[2453507,2708559,2708633,2839053,2870732,2870827],[2456347,2602400,2788157,2839864,2840444,2840468],[2463882,2464812,2791587,2791616,2792092,2842555],[2539870,2540732,2819708,2819732,2820135,2859888] ] cell #5311 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1808201],[1889837],[1976436],[2068567],[2087590],[2118395],[2145865],[2196010],[2220688],[2246230],[2259320],[2277035],[2315018],[2319238],[2342681],[2350999],[2367359],[2380449],[2405610],[2438181],[2439936],[2448871],[2453091],[2461409],[2466396],[2500889],[2508240],[2518097],[2526136],[2535804],[2537476],[2539231],[2557353],[2572219],[2577170],[2578684],[2596302],[2602957],[2606159],[2620371],[2621885],[2636542],[2637927],[2638843],[2654142],[2655656],[2661688],[2675369],[2676285],[2688753],[2690267],[2691490],[2692344],[2704189],[2705105],[2723440],[2724294],[2733489],[2734405],[2737055],[2747625],[2748479],[2760968],[2763875],[2772016],[2772870],[2783811],[2794841],[2803756],[2822373], [1616374,1869754,2104069],[1755013,1999320,2219452],[1761023,2224379,2412730],[1801197,2439767,2439782],[1850693,1850753,2296954],[1850892,2297054,2297642],[1854465,2090835,2299660],[1884641,2322226,2493769],[1924008,2352526,2518123],[1941284,2168749,2366123],[1947294,2371050,2533256],[1955756,2539062,2539077],[1972046,2196977,2389658],[2000250,2000310,2409576],[2000449,2409676,2410264],[2004022,2223933,2412282],[2029423,2029483,2430807],[2029622,2430907,2431495],[2033195,2249475,2433513],[2041232,2256648,2587515],[2055793,2596133,2596148],[2063371,2456079,2600794],[2072137,2462936,2606185],[2074577,2465100,2607914],[2108550,2108610,2487622],[2108749,2312552,2487722],[2114005,2320205,2491221],[2129651,2636373,2636388],[2141475,2343648,2510184],[2150742,2150802,2516698],[2150941,2516798,2517386],[2154514,2354244,2519404],[2157299,2521751,2651020],[2161706,2653119,2653134],[2166253,2527768,2655682],[2169679,2169739,2530102],[2169878,2530202,2530790],[2173451,2370604,2532808],[2181488,2377777,2664487],[2183636,2540464,2665886],[2213337,2215712,2560784],[2230682,2687730,2687745],[2235229,2573851,2690293],[2254930,2439148,2586366],[2256787,2587615,2588203],[2258100,2590924,2701111],[2260389,2590252,2702625],[2264768,2704344,2704436],[2264988,2593189,2704568],[2267190,2267250,2594647],[2267389,2446405,2594747],[2268932,2450384,2706752],[2272645,2454058,2598246],[2281912,2281972,2604760],[2282111,2604860,2605448],[2285684,2464654,2607466],[2288291,2717113,2717128],[2288469,2466912,2717282],[2302127,2722605,2722620],[2322898,2324820,2732307],[2328379,2733644,2733736],[2328599,2633429,2733868],[2330801,2330861,2634887],[2331000,2498423,2634987],[2332543,2502402,2736052],[2339914,2339974,2640490],[2340113,2640590,2645282],[2348924,2646020,2743862],[2352586,2519064,2648216],[2352725,2518292,2648271],[2352993,2650492,2744778],[2355986,2521305,2650572],[2357369,2523832,2747729],[2359480,2652768,2747782],[2359922,2747844,2747911],[2360008,2362383,2654451],[2376059,2538443,2663338],[2377353,2756223,2756238],[2377916,2664587,2665175],[2379229,2541136,2757246],[2381518,2542283,2758760],[2381900,2667518,2758786],[2393996,2763004,2763096],[2394216,2674187,2763228],[2400779,2400839,2677932],[2400978,2551615,2678032],[2412202,2413862,2770830],[2415278,2569915,2772120],[2417389,2687379,2772173],[2417831,2772235,2772302],[2417917,2420292,2689062],[2423984,2424537,2691594],[2425810,2692274,2695270],[2428533,2584422,2693844],[2435980,2779734,2779749],[2436175,2698372,2780569],[2436509,2586057,2698476],[2440173,2702330,2781423],[2443914,2592291,2783780],[2446110,2704259,2783949],[2450523,2706852,2711544],[2456751,2458673,2789436],[2459334,2603308,2790618],[2462232,2790773,2790865],[2462452,2714169,2790997],[2462996,2607126,2714478],[2463135,2606354,2714533],[2463403,2607386,2791534],[2470145,2613348,2794945],[2476869,2722254,2796468],[2477311,2796530,2796597],[2477397,2483581,2725794],[2479032,2479585,2723544],[2480858,2614530,2724224],[2489571,2626418,2847892],[2489656,2489748,2801085],[2493474,2494973,2802800],[2495932,2632531,2803725],[2498128,2733559,2803894],[2502541,2630804,2736152],[2503753,2504229,2737024],[2505346,2737599,2740082],[2505680,2643768,2737703],[2506321,2639194,2807768],[2514522,2809804,2809896],[2514742,2742680,2810028],[2514895,2646533,2742776],[2514920,2742807,2810675],[2521938,2652325,2813324],[2525105,2748409,2751405],[2527828,2661394,2749979],[2527967,2655851,2750034],[2532728,2534388,2817630],[2535470,2661773,2818816],[2537915,2755872,2818973],[2538357,2819035,2819102],[2539468,2665591,2819670],[2544330,2668700,2861030],[2544415,2544507,2822109],[2545176,2670403,2822342],[2547362,2761204,2822544],[2550101,2554793,2764523],[2551320,2762919,2823632],[2552866,2553342,2763844],[2554459,2671589,2764419],[2555434,2676636,2825684],[2560475,2681730,2827068],[2562497,2562564,2827235],[2567727,2573911,2774370],[2568021,2686936,2829325],[2571188,2682912,2772800],[2574050,2690462,2774425],[2574950,2575353,2775077],[2576272,2696186,2775492],[2576297,2775523,2777542],[2576836,2692429,2832447],[2583894,2779383,2834074],[2584336,2834136,2834203],[2584716,2698891,2779797],[2593408,2784355,2786838],[2593742,2710030,2784459],[2594383,2705456,2785139],[2596596,2707158,2870664],[2596681,2596773,2838691],[2600499,2601998,2840406],[2602982,2712052,2841362],[2605153,2790688,2841500],[2610750,2717742,2843725],[2610969,2611036,2844033],[2611604,2719457,2844216],[2613475,2795112,2844373],[2615446,2619473,2797617],[2618151,2618554,2797202],[2619498,2720413,2797648],[2620037,2724379,2846668],[2624365,2728523,2847689],[2626380,2728010,2800849],[2629290,2633982,2804404],[2633648,2729709,2804300],[2634623,2734756,2805084],[2637997,2737193,2878124],[2638082,2638174,2851705],[2638400,2740936,2806602],[2638868,2737818,2851969],[2641029,2808004,2852140],[2644987,2809719,2853228],[2653244,2752321,2813739],[2653269,2813770,2815789],[2653808,2748564,2814314],[2656164,2656231,2856831],[2668562,2759320,2860859],[2672443,2675842,2824518],[2675439,2764013,2884322],[2675524,2675616,2862752],[2676310,2764638,2863016],[2679132,2766318,2863284],[2679986,2768033,2863775],[2681396,2767514,2826964],[2683828,2687855,2829740],[2687880,2768989,2829771],[2688419,2772955,2830315],[2691709,2691776,2866805],[2694215,2832718,2867145],[2704662,2787692,2837289],[2705130,2784574,2837735],[2723659,2723726,2875187],[2726682,2799201,2875588],[2728548,2800129,2847720],[2730563,2733962,2849865],[2734430,2804519,2850311], [2088413,2476134,2614685,2614777,2795388,2796164],[2106128,2311624,2623604,2623696,2726588,2847456],[2154320,2521871,2649101,2745129,2812867,2812882],[2186515,2382092,2667717,2758900,2758915,2758955],[2196891,2550628,2671808,2671875,2822784,2823372],[2213251,2402727,2679351,2679418,2766460,2863592],[2221511,2409336,2683067,2683159,2768895,2827511],[2224499,2226521,2684655,2684670,2685843,2771181],[2247053,2583159,2695425,2695517,2832994,2833770],[2257592,2590704,2700777,2781508,2836402,2836494],[2285490,2465220,2715363,2791885,2792361,2792376],[2297347,2614600,2615825,2720551,2844497,2844884],[2312257,2484693,2623519,2726820,2799220,2875759],[2320119,2490886,2729928,2729995,2801227,2848131],[2322678,2324312,2731051,2731143,2731973,2802885],[2343562,2644295,2740301,2740368,2852380,2852968],[2351822,2649757,2744017,2744109,2853908,2854684],[2353288,2650934,2744803,2811438,2855050,2855117],[2368182,2529862,2751560,2751652,2815695,2857107],[2371170,2373192,2753148,2753163,2754336,2817981],[2378721,2540916,2756912,2819755,2820158,2820250],[2388008,2547881,2670817,2671183,2822545,2861323],[2401412,2557603,2558658,2766524,2825744,2884651],[2409969,2563143,2682982,2769127,2827254,2864056],[2412644,2414157,2770087,2770154,2770855,2828653],[2431200,2695340,2696565,2777680,2867269,2867656],[2439062,2701638,2780788,2780855,2868459,2869047],[2453972,2597911,2787057,2787124,2838833,2870903],[2456531,2458165,2788180,2788272,2789102,2840491],[2463698,2607828,2791559,2842125,2842460,2842527],[2467925,2468328,2610344,2717948,2793621,2873853],[2508534,2641548,2739310,2739676,2852141,2878417],[2517091,2743932,2745157,2810813,2879331,2879718],[2530495,2656810,2751475,2815927,2856850,2881150],[2533170,2534683,2816887,2816954,2817655,2858249] ] cell #5312 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [657973],[762690],[816613],[840634],[874231],[932119],[940857],[988763],[1019364],[1035114],[1052961],[1062739],[1105452],[1154188],[1156576],[1160134],[1175034],[1188640],[1190784],[1284188],[1284443],[1284729],[1288092],[1297279],[1314303],[1316691],[1320249],[1383841],[1396867],[1409264],[1413818],[1414187],[1414656],[1430033],[1446946],[1447201],[1447487],[1450850],[1483673],[1516839],[1523226],[1539139],[1544268],[1544742],[1560130],[1560385],[1560671],[1572782],[1577336],[1577705],[1578174],[1609788],[1646176],[1646431],[1646717],[1652256],[1653990],[1668572],[1682258],[1685598],[1689046],[1689415],[1689884],[1701511],[1706640],[1707114],[1712069],[1737577],[1739311],[1766563],[1769903],[1773351],[1773720],[1774189],[1779551],[1780672],[1806747],[1808920],[1811611],[1813345],[1815606],[1816080],[1827927],[1838003],[1856335],[1862672],[1863793],[1877481],[1888383],[1890556],[1893247],[1894981],[1897242],[1897716],[1900643],[1904187],[1925582],[1929485],[1930760],[1931650],[1934110],[1935231],[1952834],[1959991],[1960460],[1965949],[1977155],[1980671],[1984215],[1996664],[2007047],[2007604],[2008879],[2009769],[2012229],[2013350],[2019339],[2035065],[2042523],[2046583],[2048772],[2052316],[2069286],[2073711],[2076446],[2081797],[2090193],[2091427],[2092317],[2095473],[2104680],[2107908],[2110462],[2119686],[2120441],[2122630],[2126174],[2131539],[2146584],[2150100],[2153644],[2159595],[2176476],[2178308],[2179198],[2182779],[2190554],[2194055],[2198535],[2200368],[2203092],[2211953],[2214895],[2220063],[2223291],[2225415],[2225845],[2228571],[2248833],[2250067],[2250957],[2254113],[2278326],[2281270],[2284814],[2290401],[2298872],[2300271],[2300878],[2311069],[2313782],[2318821],[2321763],[2323596],[2340726],[2345206],[2347039],[2349763],[2355726],[2366734],[2369962],[2372086],[2372516],[2375242],[2392500],[2403023],[2408781],[2411494],[2413500],[2432725],[2434124],[2434731],[2442539],[2452674],[2455616],[2457449],[2466136],[2475579],[2513026],[2520015],[2520622],[2529307],[2532020],[2534026],[2541834],[2543028],[2582604],[2589208],[2608684],[2649202] ] cell #5313 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [762714],[874639],[932143],[992342],[1053369],[1062763],[1109678],[1160158],[1178613],[1189048],[1199408],[1284753],[1288500],[1301505],[1317882],[1320273],[1394638],[1414259],[1414816],[1418248],[1442787],[1447511],[1451258],[1481444],[1526247],[1539691],[1544315],[1544679],[1560695],[1577777],[1578334],[1581766],[1612809],[1646741],[1652808],[1668619],[1673686],[1688619],[1689487],[1690044],[1702063],[1706687],[1707051],[1738129],[1772924],[1773792],[1774349],[1779598],[1781224],[1795552],[1808992],[1812163],[1815653],[1816017],[1827974],[1833041],[1838568],[1862719],[1864345],[1890628],[1893799],[1897289],[1897653],[1903164],[1904234],[1929532],[1931587],[1934157],[1935783],[1938077],[1950111],[1960063],[1977227],[1983192],[1984262],[1997216],[2007651],[2009706],[2012276],[2013902],[2016196],[2019386],[2022703],[2043075],[2046954],[2048142],[2051293],[2052363],[2069358],[2076383],[2081844],[2092254],[2095520],[2098837],[2110509],[2120238],[2120812],[2122000],[2125151],[2126221],[2131910],[2146656],[2153691],[2157647],[2159642],[2162959],[2179135],[2183331],[2190925],[2198582],[2199738],[2203463],[2212000],[2214942],[2217329],[2225892],[2226623],[2228618],[2231935],[2236990],[2250894],[2254160],[2257477],[2263080],[2278878],[2280640],[2284861],[2292066],[2295246],[2299243],[2300925],[2303406],[2311509],[2314153],[2318868],[2321810],[2324197],[2326691],[2345253],[2346409],[2350134],[2372563],[2375289],[2378606],[2383798],[2391284],[2392547],[2393096],[2402294],[2404688],[2409221],[2411865],[2413547],[2429099],[2433096],[2434778],[2437259],[2452721],[2455663],[2458050],[2460544],[2476019],[2485361],[2490453],[2492847],[2494110],[2494659],[2511810],[2513073],[2513622],[2520669],[2529747],[2532391],[2534073],[2550195],[2583044],[2589255],[2589804],[2597478],[2599872],[2601135],[2601684],[2608731],[2643862],[2649642],[2666227],[2666776],[2701205],[2702966] ] cell #5314 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1503334],[1582554],[1633110],[1698564],[1711402],[1760201],[1824937],[1829628],[1836057],[1837791],[1877872],[1906928],[1924428],[1928617],[1946472],[1951685],[1958020],[1963950],[1986956],[2025267],[2041953],[2042094],[2046062],[2055057],[2056602],[2067423],[2072557],[2073755],[2076746],[2101401],[2128915],[2133379],[2136618],[2152330],[2153227],[2156477],[2165523],[2166673],[2176867],[2182209],[2182350],[2186318],[2204932],[2208171],[2234499],[2235649],[2235963],[2240271],[2252282],[2252509],[2256254],[2267788],[2269653],[2269794],[2283500],[2284397],[2287647],[2302379],[2306687],[2331399],[2333264],[2333405],[2336612],[2336839],[2348487],[2357092],[2361400],[2363709],[2364606],[2373411],[2373638],[2377383],[2384877],[2397477],[2397704],[2415001],[2419309],[2421618],[2422515],[2423707],[2425373],[2426036],[2426263],[2444087],[2447022],[2447249],[2449990],[2458897],[2469868],[2478755],[2480421],[2481084],[2481311],[2486440],[2496105],[2499040],[2499267],[2502008],[2503926],[2505884],[2522102],[2524668],[2525331],[2525558],[2545349],[2549824],[2553039],[2554997],[2560198],[2561895],[2562122],[2568185],[2570751],[2571414],[2571641],[2575114],[2585780],[2588109],[2588336],[2591988],[2593946],[2611768],[2615619],[2618315],[2623065],[2624538],[2625943],[2629013],[2630710],[2630937],[2632228],[2634186],[2643491],[2646706],[2648664],[2652086],[2665081],[2665308],[2672607],[2673462],[2678814],[2678933],[2680150],[2682528],[2684001],[2685406],[2686697],[2696359],[2699055],[2709753],[2711450],[2711677],[2712968],[2714926],[2721692],[2721975],[2729391],[2729510],[2730727],[2731582],[2741100],[2741955],[2751021],[2752494],[2753899],[2755190],[2762355],[2762474],[2770551],[2778821],[2779104],[2782442],[2786520],[2786639],[2787856],[2788711],[2802355],[2809155],[2809274],[2811954],[2812237],[2817351],[2820689],[2835753],[2835872],[2839961],[2842924],[2859985],[2869514] ] cell #5315 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1808194],[1889830],[1976429],[2068560],[2087583],[2118388],[2145858],[2196004],[2220681],[2246223],[2259313],[2277028],[2315011],[2319232],[2342675],[2350992],[2367352],[2380442],[2405604],[2438175],[2439929],[2448864],[2453085],[2461402],[2466389],[2500882],[2508233],[2518091],[2526130],[2535797],[2537470],[2539224],[2557346],[2572213],[2577163],[2578678],[2596295],[2602914],[2606153],[2620364],[2621879],[2636535],[2637921],[2638800],[2654135],[2655650],[2661658],[2675363],[2676242],[2688746],[2690261],[2691447],[2692314],[2704183],[2705062],[2723397],[2724264],[2733483],[2734362],[2737025],[2747582],[2748449],[2760962],[2763845],[2771973],[2772840],[2783781],[2794798],[2803726],[2822343], [1616367,1869541,1869747],[1755006,1999107,1999313],[1761098,2224306,2412723],[1801053,2256728,2587564],[1850686,2087367,2087369],[1850898,2297048,2297636],[1854458,2090622,2090828],[1884647,2322220,2493763],[1923865,2352519,2518135],[1941277,2168536,2168742],[1947369,2370977,2533249],[1955612,2377857,2664536],[1972039,2196096,2196970],[2000243,2220465,2220467],[2000455,2409670,2410258],[2004015,2223720,2223926],[2029416,2246007,2246009],[2029628,2430901,2431489],[2033188,2249262,2249468],[2041225,2439713,2439715],[2055649,2450464,2706801],[2063377,2456073,2600788],[2071994,2462929,2606197],[2074652,2465027,2607907],[2108543,2314795,2314797],[2108755,2312546,2487716],[2113998,2319324,2320198],[2119208,2494916,2732300],[2129507,2502482,2736101],[2141468,2342767,2343641],[2150735,2350776,2350778],[2150947,2516792,2517380],[2154507,2354031,2354237],[2157374,2521678,2651013],[2159916,2524479,2748068],[2166110,2527761,2655694],[2169672,2367136,2367138],[2169884,2530196,2530784],[2173444,2370391,2370597],[2181481,2539008,2539010],[2183642,2540458,2665880],[2213330,2215705,2405696],[2224547,2566483,2770787],[2228892,2570562,2772459],[2235086,2573844,2690305],[2254923,2438267,2439141],[2256793,2587609,2588197],[2260133,2590061,2701104],[2260395,2590246,2702619],[2263255,2592928,2784039],[2263337,2593182,2704580],[2267183,2448648,2448650],[2267395,2446399,2594741],[2268925,2596079,2596081],[2272638,2453177,2454051],[2277848,2601941,2789429],[2281905,2461186,2461188],[2282117,2604854,2605442],[2285677,2464441,2464647],[2288147,2609507,2793230],[2288544,2609740,2717275],[2301199,2617467,2796754],[2317305,2626508,2800956],[2322955,2629877,2802770],[2326866,2633168,2803984],[2326948,2633422,2733880],[2330794,2500666,2500668],[2331006,2498417,2634981],[2332536,2636319,2636321],[2339907,2508017,2508019],[2340119,2640584,2645276],[2348930,2646014,2743856],[2352579,2518183,2519057],[2352731,2648265,2648310],[2354858,2649776,2744735],[2355979,2521092,2521298],[2357362,2652644,2652646],[2358053,2652725,2747843],[2358553,2652852,2813522],[2360001,2362376,2526222],[2371218,2660150,2817587],[2375563,2664229,2819259],[2376052,2537562,2538436],[2377922,2664581,2665169],[2381262,2667033,2757239],[2381524,2667218,2758754],[2381757,2667511,2758798],[2384340,2668790,2821756],[2393271,2673926,2823722],[2393353,2674180,2763240],[2400772,2557130,2557132],[2400984,2551609,2678026],[2407857,2681827,2827144],[2415271,2687255,2687257],[2415962,2687336,2772234],[2416462,2687463,2829523],[2417910,2420285,2572305],[2423977,2575672,2575674],[2425816,2692268,2695264],[2428526,2578770,2584415],[2435052,2698207,2834360],[2436248,2698329,2780526],[2436502,2585035,2586050],[2441898,2701698,2781393],[2443871,2703958,2703977],[2444846,2704229,2783991],[2450529,2706846,2711538],[2451158,2707248,2838562],[2456808,2710617,2840376],[2459340,2712276,2790612],[2460719,2713908,2841590],[2460801,2714162,2791009],[2462989,2606245,2607119],[2463141,2714527,2714572],[2465268,2716038,2791491],[2468855,2718146,2843779],[2470138,2719776,2719778],[2476153,2722211,2796529],[2476653,2722338,2845246],[2477390,2483574,2621971],[2479025,2618873,2618875],[2480864,2614524,2724218],[2489541,2626460,2847845],[2495889,2733258,2733277],[2496864,2733529,2803936],[2502547,2630798,2736146],[2503710,2637696,2637715],[2504866,2737283,2851352],[2505419,2737556,2740039],[2505673,2638719,2643761],[2506327,2738042,2807762],[2513797,2742419,2853318],[2513879,2742673,2810040],[2514852,2645808,2646490],[2514979,2742777,2810645],[2521908,2747534,2747549],[2525111,2748403,2751399],[2527821,2655742,2661387],[2527973,2750028,2750073],[2528383,2750320,2856740],[2535543,2754464,2818773],[2536488,2755829,2819034],[2536988,2755956,2859119],[2541193,2757833,2819640],[2544300,2668742,2860868],[2545133,2760737,2760756],[2547319,2761075,2822707],[2550094,2554786,2676161],[2550688,2762889,2823674],[2552823,2675138,2675157],[2553979,2764103,2862399],[2554532,2671546,2764376],[2555440,2764862,2825678],[2560468,2681723,2768352],[2567720,2573904,2690353],[2567991,2771925,2771940],[2571194,2682906,2772794],[2574056,2774419,2774464],[2574920,2691399,2691414],[2575880,2775275,2866551],[2576229,2692062,2696143],[2576356,2775493,2777512],[2576909,2775751,2832404],[2583178,2779340,2834135],[2583678,2779467,2868018],[2584686,2698296,2698861],[2593481,2784312,2786795],[2593735,2704981,2710023],[2594389,2784798,2785133],[2596566,2707200,2870617],[2603041,2789533,2841332],[2603889,2790658,2841542],[2610707,2793783,2793878],[2611574,2794750,2794765],[2613445,2795021,2844482],[2615403,2619430,2724012],[2618121,2723349,2723364],[2619081,2797400,2874933],[2619557,2720383,2797618],[2620110,2797876,2846625],[2624322,2728480,2800637],[2626386,2728004,2800843],[2629283,2633975,2734281],[2633721,2729666,2804257],[2634629,2804743,2805078],[2637967,2737235,2877962],[2638370,2737523,2740906],[2638927,2806800,2851939],[2640986,2807875,2852303],[2644355,2809689,2853270],[2653201,2748197,2752278],[2653328,2813740,2815759],[2653881,2813998,2814271],[2668532,2821579,2821647],[2672413,2675812,2764343],[2675409,2764055,2884160],[2676369,2824716,2862986],[2679089,2766189,2826001],[2679956,2768003,2826888],[2681469,2767471,2826921],[2683785,2687812,2772588],[2687939,2768959,2829741],[2688492,2829999,2830272],[2694185,2832627,2867254],[2704632,2784279,2787662],[2705189,2837487,2837705],[2726652,2799110,2846994],[2728607,2800099,2847690],[2730533,2733932,2804224],[2734489,2850063,2850281], [2005944,2413821,2566446,2685849,2770311,2828877],[2104615,2314328,2485903,2726910,2727079,2847103],[2118618,2494834,2629582,2732046,2802238,2849069],[2156436,2520943,2649107,2746799,2811662,2855274],[2175373,2534347,2660113,2754342,2817111,2858473],[2186582,2542956,2667658,2667723,2821219,2821264],[2211882,2405122,2559185,2766722,2766844,2863338],[2219998,2412040,2564353,2769217,2769386,2864218],[2224813,2566983,2684388,2770914,2828133,2864805],[2259543,2589979,2700850,2782906,2835482,2869397],[2277258,2601859,2710322,2789175,2839844,2871841],[2287606,2609005,2715369,2716001,2842349,2842684],[2299418,2300206,2474023,2720641,2720810,2844659],[2310993,2486751,2623489,2726862,2799478,2875597],[2318750,2493281,2628000,2801489,2801611,2876248],[2350309,2519950,2647646,2810903,2811072,2879493],[2355124,2650276,2744862,2812600,2854312,2880080],[2366669,2532566,2658020,2816017,2816186,2881312],[2371484,2660650,2752881,2817714,2857729,2881899],[2380672,2666951,2756985,2757538,2859595,2859868],[2391718,2392429,2548811,2761608,2761730,2861519],[2401382,2557645,2679041,2679056,2825697,2863238],[2408705,2565201,2682952,2769169,2827512,2885080],[2433271,2434059,2581048,2777770,2777939,2867431],[2437693,2589137,2699821,2835006,2835128,2887420],[2452603,2600306,2708740,2839095,2839217,2888735],[2465534,2716538,2791618,2792094,2872835,2873053],[2467895,2610386,2610659,2610674,2843632,2843679],[2474871,2475503,2614570,2720593,2795389,2874282],[2512244,2512955,2642478,2808408,2808530,2878613],[2515827,2649126,2743902,2810855,2853909,2893009],[2529231,2658868,2751445,2815969,2857108,2893929],[2547271,2547286,2547851,2671225,2822498,2861372],[2581896,2582528,2695310,2777722,2832995,2886769],[2640938,2640953,2641518,2739718,2852094,2878466] ] cell #5316 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1681438],[1765743],[1855515],[1952014],[1972166],[2005072],[2034245],[2087374],[2114125],[2141595],[2155564],[2174501],[2215832],[2220472],[2246014],[2255050],[2272765],[2286734],[2314802],[2350783],[2352706],[2362503],[2367143],[2376179],[2381499],[2420412],[2428653],[2439720],[2448655],[2459315],[2461193],[2463116],[2483701],[2500673],[2506302],[2508024],[2527948],[2535353],[2539015],[2555415],[2557137],[2574031],[2575679],[2576719],[2594364],[2596086],[2602897],[2618880],[2619920],[2634604],[2636326],[2637738],[2638783],[2652651],[2653691],[2675180],[2676225],[2687262],[2688302],[2691430],[2704000],[2705045],[2719783],[2723380],[2733300],[2734345],[2747565],[2760779],[2771956],[2794781], [1674215,2152842,2518140],[1725002,1971931,2196000],[1744623,1744633,1744858],[1801004,2256703,2587560],[1833570,2284012,2606202],[1879447,1879457,1879682],[1880672,2113890,2319228],[1885394,2118014,2322700],[1911273,2141360,2342671],[1923607,2352471,2518087],[1938606,2364221,2655699],[1955563,2377832,2664532],[1972067,2196103,2196761],[1975420,1975430,1975655],[1994592,2215597,2405600],[2004043,2223727,2412514],[2004835,2413772,2685824],[2016725,2422130,2690310],[2039411,2254815,2438171],[2049047,2446793,2704585],[2055600,2450439,2706797],[2058177,2058187,2058412],[2059402,2272530,2453081],[2064124,2276654,2456553],[2071736,2462881,2606149],[2087465,2087475,2088435],[2106150,2314893,2314903],[2114026,2319331,2319989],[2117267,2494207,2731856],[2117379,2117389,2117614],[2122905,2498811,2733885],[2129458,2502457,2736097],[2141496,2342774,2343432],[2144849,2144859,2145084],[2159713,2524127,2747885],[2159867,2524454,2748064],[2164021,2362268,2526126],[2165852,2527713,2655646],[2173472,2370398,2533040],[2174264,2534298,2754317],[2179667,2375944,2537466],[2184389,2380068,2540938],[2186154,2542656,2758803],[2186410,2542907,2667698],[2200643,2552003,2763245],[2213121,2215733,2405703],[2218267,2562538,2768506],[2220563,2220573,2221533],[2223580,2566466,2770770],[2228689,2570210,2772276],[2228843,2570537,2772455],[2232997,2420177,2572209],[2234828,2573796,2690257],[2242943,2428418,2578674],[2246105,2246115,2247075],[2254951,2438274,2438932],[2256920,2587658,2587708],[2258304,2258314,2258539],[2261142,2443612,2590726],[2261851,2592641,2704179],[2262628,2592738,2784005],[2263131,2592857,2784022],[2264790,2448746,2448756],[2272666,2453184,2453842],[2275907,2601232,2788985],[2276019,2276029,2276254],[2281545,2605836,2791014],[2285705,2464448,2607698],[2286497,2608956,2715344],[2287847,2609161,2717066],[2288098,2609482,2793226],[2290979,2611010,2794006],[2300996,2617115,2796571],[2301150,2617442,2796750],[2309359,2483466,2621875],[2317234,2626491,2800939],[2325462,2632881,2733479],[2326239,2632978,2803950],[2326742,2633097,2803967],[2328401,2500764,2500774],[2335024,2504579,2637917],[2347314,2645670,2810045],[2350874,2350884,2351844],[2352607,2518190,2518848],[2356007,2521099,2650804],[2356799,2520894,2649082],[2356918,2652409,2747548],[2358036,2652708,2813498],[2359792,2362404,2526229],[2364938,2656205,2815306],[2367234,2367244,2368204],[2370251,2660133,2817570],[2373893,2662014,2755755],[2375360,2663877,2819076],[2375514,2664204,2819255],[2376080,2537569,2538227],[2378049,2664630,2664680],[2379321,2666324,2756795],[2379433,2379443,2379668],[2384269,2668773,2821739],[2385776,2670753,2760958],[2392644,2673736,2823688],[2393147,2673855,2823705],[2394018,2557228,2557238],[2395889,2553692,2675359],[2407713,2681803,2827092],[2414827,2687020,2771939],[2415945,2687319,2829499],[2417701,2420313,2572312],[2423533,2575437,2691413],[2424832,2691750,2831612],[2426518,2692670,2776912],[2428554,2578777,2584206],[2434849,2697855,2834177],[2435003,2698182,2834356],[2436530,2585042,2699620],[2439811,2439821,2440781],[2442865,2589352,2700660],[2442977,2442987,2443212],[2443854,2703960,2783757],[2450656,2706895,2706945],[2451087,2707231,2838545],[2458988,2712093,2790429],[2460092,2713718,2841556],[2460595,2713837,2841573],[2461284,2461294,2462254],[2463017,2606252,2606910],[2464301,2716021,2791474],[2468711,2718122,2843727],[2469694,2719541,2794764],[2472208,2719930,2844496],[2475459,2619813,2619823],[2476136,2722194,2845222],[2477181,2483602,2621978],[2478581,2618638,2723363],[2479880,2723700,2845833],[2481566,2724620,2799037],[2487339,2728863,2728873],[2495581,2636417,2636427],[2495872,2733260,2803702],[2502674,2736195,2736245],[2503693,2637698,2737001],[2504795,2737266,2851335],[2505701,2638726,2642277],[2505975,2737859,2807579],[2508115,2508125,2514544],[2513170,2742229,2853284],[2513673,2742348,2853301],[2515084,2645831,2743673],[2515235,2515245,2516415],[2520952,2649759,2744718],[2525813,2748805,2749208],[2527849,2655749,2661178],[2528239,2750296,2856688],[2535472,2754447,2818756],[2536471,2755812,2859095],[2539106,2539116,2540076],[2544071,2759595,2821593],[2545116,2760739,2822319],[2547302,2761058,2861407],[2548610,2554814,2676168],[2549650,2675826,2675926],[2552806,2675140,2763821],[2553908,2764086,2862382],[2555088,2764679,2825495],[2560024,2768017,2768117],[2565789,2688195,2688205],[2567511,2573932,2690360],[2571896,2773196,2773599],[2575736,2775251,2866499],[2576461,2692085,2695081],[2576612,2576622,2582484],[2576838,2775734,2832387],[2579233,2777059,2867268],[2583161,2779323,2867994],[2584700,2584800,2585606],[2584861,2698312,2780509],[2593763,2704988,2708539],[2594037,2784615,2784950],[2596177,2596187,2602606],[2610690,2793861,2843667],[2614341,2619662,2724035],[2615386,2723921,2723995],[2618937,2797376,2874881],[2620039,2797859,2846608],[2623260,2799124,2799476],[2624305,2800546,2800620],[2627799,2634003,2734288],[2628839,2733946,2734046],[2634277,2804560,2804895],[2638384,2638484,2643317],[2638545,2737539,2740022],[2640969,2807858,2878501],[2645717,2645791,2646473],[2653433,2748220,2751216],[2653584,2653594,2659456],[2653810,2813981,2814254],[2671529,2675987,2764359],[2679072,2825732,2825984],[2680715,2681751,2768359],[2682723,2688044,2772611],[2683768,2772497,2772571],[2688421,2829982,2830255],[2691971,2692045,2696126],[2704646,2704746,2709579],[2704807,2784295,2786778],[2727821,2728712,2800660],[2729649,2734107,2804240],[2748106,2748180,2752261],[2767454,2768178,2826904], [1885494,2323871,2494157,2631192,2731292,2803126],[1990284,2403601,2405246,2679392,2767640,2826129],[2004245,2413618,2566094,2685497,2770128,2828694],[2064224,2457724,2601182,2711932,2788421,2840732],[2076797,2467101,2609631,2609699,2793324,2793374],[2104491,2485832,2487258,2726893,2800221,2847086],[2113306,2491760,2493405,2729835,2729969,2848277],[2117533,2494710,2629511,2731975,2802221,2849052],[2173674,2534144,2659761,2753990,2816928,2858290],[2184489,2542109,2665563,2666274,2819996,2820399],[2199515,2390197,2391842,2671715,2671849,2822930],[2211365,2559041,2559956,2766698,2826430,2863286],[2219874,2564282,2565708,2769081,2769200,2864201],[2261242,2442814,2588591,2703013,2781749,2836643],[2271946,2598785,2600430,2786964,2787098,2871049],[2276173,2601735,2710251,2789104,2839827,2871824],[2285907,2608802,2715017,2715649,2842166,2842501],[2300082,2473952,2475378,2720505,2720624,2844642],[2310001,2622340,2623220,2726628,2846796,2846942],[2318233,2627856,2628771,2801256,2801465,2876196],[2346186,2510723,2512368,2740208,2740342,2852526],[2356209,2520740,2648755,2746447,2811479,2855091],[2366545,2657949,2659375,2815881,2816000,2881295],[2379587,2666827,2756914,2757467,2859578,2859851],[2383167,2544031,2668290,2668508,2821595,2860807],[2391912,2548667,2549582,2761375,2761584,2861467],[2433935,2580977,2582403,2777634,2777753,2867414],[2437817,2441686,2586905,2780695,2780829,2868605],[2443131,2589855,2700779,2782835,2835465,2869380],[2452086,2708596,2709511,2838862,2839071,2888683],[2472168,2472850,2613421,2720141,2794969,2874221],[2512438,2642334,2643249,2808175,2808384,2878561],[2516334,2519826,2647575,2810767,2810886,2879476],[2579193,2579875,2694161,2777270,2832575,2886708],[2585538,2588620,2699677,2834773,2834982,2887368] ] cell #5317 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [657974],[762687],[816614],[859546],[874299],[932116],[940858],[987684],[1035115],[1038276],[1053029],[1062736],[1083976],[1121397],[1156577],[1160131],[1173955],[1188708],[1190785],[1211593],[1275803],[1284189],[1284726],[1288160],[1313224],[1316692],[1320246],[1337822],[1373965],[1406823],[1410319],[1413886],[1414189],[1416699],[1430034],[1446947],[1447484],[1450918],[1467874],[1501340],[1516840],[1534198],[1540241],[1544334],[1548349],[1560131],[1560668],[1570341],[1573837],[1577404],[1577707],[1598256],[1623679],[1630632],[1646177],[1646714],[1656151],[1663104],[1669641],[1674708],[1682259],[1689114],[1689417],[1696570],[1702613],[1706706],[1710721],[1712070],[1741472],[1751141],[1758371],[1762318],[1766564],[1773419],[1773722],[1782853],[1790083],[1800983],[1806883],[1808922],[1815506],[1815672],[1822459],[1828996],[1834063],[1838004],[1856336],[1865974],[1870178],[1875695],[1885965],[1888519],[1890558],[1897142],[1897308],[1900779],[1906296],[1927743],[1929616],[1930766],[1937412],[1939099],[1944642],[1948589],[1952835],[1955542],[1959993],[1966085],[1977157],[1980807],[1986324],[1990297],[1999744],[2005261],[2007735],[2008885],[2015531],[2017218],[2019470],[2035066],[2044704],[2046589],[2048908],[2054425],[2055579],[2064695],[2069288],[2075872],[2081928],[2090329],[2091259],[2091433],[2095604],[2104075],[2108044],[2113319],[2120447],[2122766],[2128283],[2129437],[2131545],[2146586],[2150236],[2155753],[2159726],[2159846],[2169173],[2174690],[2178314],[2184960],[2186647],[2190560],[2194061],[2198666],[2199528],[2200504],[2203098],[2215026],[2219458],[2223427],[2228702],[2228822],[2248969],[2249899],[2250073],[2254244],[2271959],[2281406],[2286923],[2288077],[2290407],[2298878],[2299666],[2301009],[2301129],[2313788],[2321894],[2323732],[2340732],[2345337],[2346199],[2347175],[2349769],[2354668],[2366129],[2370098],[2375373],[2375493],[2403029],[2411500],[2413631],[2413751],[2432731],[2433519],[2434862],[2434982],[2441699],[2442675],[2455747],[2457585],[2519410],[2520753],[2520873],[2532026],[2534157],[2534277],[2541970],[2608815],[2608935],[2667874] ] cell #5318 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [657976],[762684],[816616],[874160],[932113],[940860],[986581],[1035117],[1052890],[1062733],[1072997],[1156579],[1160128],[1172852],[1188569],[1190787],[1264824],[1284190],[1284723],[1288021],[1312121],[1316694],[1320243],[1350870],[1395764],[1409193],[1413815],[1414186],[1430036],[1446948],[1447481],[1450779],[1482570],[1516842],[1523155],[1539136],[1544267],[1559282],[1560132],[1560665],[1572711],[1577333],[1577704],[1609717],[1645328],[1646178],[1646711],[1652253],[1653919],[1668571],[1682260],[1685527],[1689043],[1689414],[1701508],[1706639],[1712072],[1737574],[1739240],[1766565],[1769832],[1773348],[1773719],[1779550],[1780669],[1806744],[1808919],[1811608],[1813274],[1815605],[1827926],[1838005],[1856337],[1862671],[1863790],[1877410],[1888380],[1890555],[1893244],[1894910],[1897241],[1900640],[1904186],[1925511],[1929484],[1930759],[1934109],[1935228],[1952836],[1959990],[1965946],[1977154],[1980668],[1984214],[1996661],[2006976],[2007603],[2008878],[2012228],[2013347],[2019338],[2035067],[2042520],[2046582],[2048769],[2052315],[2069285],[2073640],[2081796],[2090190],[2091426],[2095472],[2104677],[2107905],[2110461],[2119683],[2120440],[2122627],[2126173],[2131538],[2146583],[2150097],[2153643],[2159594],[2176405],[2178307],[2182776],[2190553],[2194054],[2198534],[2200365],[2203091],[2211952],[2214894],[2220060],[2223288],[2225844],[2228570],[2248830],[2250066],[2254112],[2278323],[2281267],[2284813],[2290400],[2298871],[2300268],[2300877],[2311068],[2313781],[2318820],[2321762],[2323593],[2340725],[2345205],[2347036],[2349762],[2366731],[2369959],[2372515],[2375241],[2392499],[2403022],[2408780],[2411493],[2412890],[2413499],[2432724],[2434121],[2434730],[2442536],[2452673],[2455615],[2457446],[2475578],[2513025],[2520012],[2520621],[2529306],[2532019],[2533416],[2534025],[2541831],[2582603],[2589207],[2608074],[2608683],[2649201],[2651180] ] cell #5319 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [657978],[762681],[816618],[874087],[932110],[940862],[985455],[1035119],[1052817],[1062730],[1069645],[1156581],[1160125],[1171726],[1188496],[1190789],[1261472],[1284260],[1284720],[1287948],[1310995],[1316696],[1320240],[1347518],[1393518],[1409120],[1413812],[1414260],[1430038],[1447018],[1447478],[1450706],[1480324],[1516844],[1523082],[1539133],[1544269],[1557036],[1560202],[1560662],[1572638],[1577330],[1577778],[1609644],[1643082],[1646248],[1646708],[1652250],[1653846],[1668573],[1682330],[1685454],[1689040],[1689488],[1701505],[1706641],[1712074],[1737571],[1739167],[1766635],[1769759],[1773345],[1773793],[1779552],[1780666],[1806741],[1808993],[1811605],[1813201],[1815607],[1827928],[1838075],[1856407],[1862673],[1863787],[1877337],[1888377],[1890629],[1893241],[1894837],[1897243],[1900637],[1904188],[1925438],[1929486],[1930763],[1934111],[1935225],[1952906],[1960064],[1965943],[1977228],[1980665],[1984216],[1996658],[2006903],[2007605],[2008882],[2012230],[2013344],[2019340],[2035137],[2042517],[2046586],[2048766],[2052317],[2069359],[2073567],[2081798],[2090187],[2091430],[2095474],[2104674],[2107902],[2110463],[2119680],[2120444],[2122624],[2126175],[2131542],[2146657],[2150094],[2153645],[2159596],[2176332],[2178311],[2182773],[2190557],[2194058],[2198536],[2200362],[2203095],[2211954],[2214896],[2220057],[2223285],[2225846],[2228572],[2248827],[2250070],[2254114],[2278320],[2281264],[2284815],[2290404],[2298875],[2300265],[2300879],[2311070],[2313785],[2318822],[2321764],[2323590],[2340729],[2345207],[2347033],[2349766],[2366728],[2369956],[2372517],[2375243],[2392501],[2403026],[2408782],[2411497],[2412887],[2413501],[2432728],[2434118],[2434732],[2442533],[2452675],[2455617],[2457443],[2475580],[2513027],[2520009],[2520623],[2529308],[2532023],[2533413],[2534027],[2541828],[2582605],[2589209],[2608071],[2608685],[2649203],[2651177] ] cell #5320 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [657980],[762678],[816620],[874012],[932107],[940864],[985308],[1035121],[1052742],[1062727],[1069498],[1156583],[1160122],[1171579],[1188421],[1190791],[1261325],[1284398],[1284717],[1287873],[1310848],[1316698],[1320237],[1347371],[1393371],[1408971],[1413806],[1414404],[1430040],[1447156],[1447475],[1450631],[1480177],[1516846],[1522933],[1539127],[1544273],[1556889],[1560340],[1560659],[1572489],[1577324],[1577922],[1609495],[1642935],[1646386],[1646705],[1652244],[1653697],[1668577],[1684515],[1685305],[1689034],[1689632],[1701499],[1706645],[1712076],[1737565],[1739018],[1768820],[1769610],[1773339],[1773937],[1779556],[1780660],[1806735],[1811114],[1811599],[1813052],[1815611],[1827932],[1838213],[1857513],[1862677],[1863781],[1877188],[1888371],[1892750],[1893235],[1894688],[1897247],[1900631],[1904192],[1925289],[1929490],[1932747],[1934115],[1935219],[1955091],[1960208],[1965937],[1978309],[1980659],[1984220],[1996652],[2006754],[2007609],[2010866],[2012234],[2013338],[2019344],[2036243],[2042511],[2046668],[2048760],[2052321],[2071480],[2073418],[2081802],[2090181],[2092424],[2095478],[2104668],[2107896],[2110467],[2119674],[2120526],[2122618],[2126179],[2131624],[2147738],[2150088],[2153649],[2159600],[2176183],[2180295],[2182767],[2190639],[2194140],[2198540],[2200356],[2203177],[2211958],[2214900],[2220051],[2223279],[2225850],[2228576],[2248821],[2251064],[2254118],[2278314],[2281258],[2284819],[2290486],[2298957],[2300259],[2300883],[2311072],[2313867],[2318826],[2321768],[2323584],[2340811],[2345211],[2347027],[2349848],[2366722],[2369950],[2372521],[2375247],[2392505],[2403108],[2408784],[2411579],[2412881],[2413505],[2432810],[2434112],[2434736],[2442527],[2452679],[2455621],[2457437],[2475582],[2513031],[2520003],[2520627],[2529310],[2532105],[2533407],[2534031],[2541822],[2582607],[2589213],[2608065],[2608689],[2649205],[2651171] ] cell #5321 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [657981],[762674],[816621],[874002],[932103],[940865],[985298],[1035122],[1052732],[1062723],[1069488],[1156584],[1160118],[1171569],[1188411],[1190792],[1190955],[1261315],[1284596],[1284713],[1287863],[1310838],[1316699],[1319886],[1320233],[1347361],[1393361],[1408961],[1413799],[1414612],[1430041],[1442029],[1447354],[1447471],[1450621],[1450806],[1480167],[1516847],[1522923],[1524369],[1539120],[1544280],[1556879],[1560538],[1560655],[1572479],[1572738],[1577317],[1578130],[1609485],[1610931],[1642925],[1646584],[1646701],[1652237],[1653687],[1653946],[1668584],[1685295],[1686741],[1689027],[1689840],[1701110],[1701492],[1706652],[1737558],[1739008],[1739267],[1769600],[1771046],[1773332],[1774145],[1779563],[1780271],[1780653],[1806728],[1811592],[1813042],[1813301],[1815618],[1827939],[1862684],[1863392],[1863774],[1877178],[1888364],[1893228],[1894678],[1894937],[1897254],[1898632],[1900624],[1904199],[1925279],[1929497],[1934122],[1934830],[1935212],[1965930],[1978660],[1980652],[1984227],[1996645],[2006744],[2007616],[2012241],[2012949],[2013331],[2019351],[2042504],[2046761],[2048753],[2052328],[2073408],[2080757],[2081809],[2090174],[2095485],[2104661],[2107889],[2110474],[2119667],[2120619],[2122611],[2126186],[2131717],[2150081],[2153656],[2159607],[2176173],[2182760],[2190732],[2198547],[2200349],[2203270],[2211965],[2213855],[2214907],[2220044],[2223272],[2225857],[2228583],[2248814],[2254125],[2278307],[2281251],[2284826],[2299050],[2300252],[2300890],[2311134],[2313960],[2318833],[2321775],[2323577],[2345218],[2347020],[2349941],[2366715],[2369943],[2372528],[2375254],[2392512],[2408846],[2411672],[2412874],[2413512],[2432903],[2434105],[2434743],[2442520],[2452686],[2455628],[2457430],[2475644],[2513038],[2519996],[2520634],[2529372],[2532198],[2533400],[2534038],[2541815],[2582669],[2589220],[2608058],[2608696],[2649267],[2651164] ] cell #5322 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [657982],[762675],[816622],[874003],[932104],[940866],[985299],[1035123],[1052733],[1062724],[1069489],[1156585],[1160119],[1171570],[1188412],[1190793],[1261316],[1284531],[1284714],[1287864],[1310839],[1316700],[1320234],[1347362],[1393362],[1408962],[1413800],[1414544],[1430042],[1447289],[1447472],[1450622],[1451516],[1480168],[1516848],[1522924],[1539121],[1544277],[1556880],[1560473],[1560656],[1572480],[1577318],[1578062],[1582201],[1609486],[1642926],[1646519],[1646702],[1652238],[1653688],[1668581],[1685296],[1687861],[1689028],[1689772],[1701493],[1705508],[1706649],[1711612],[1737559],[1739009],[1769601],[1772166],[1773333],[1774077],[1779560],[1780654],[1784628],[1806729],[1811593],[1813043],[1814407],[1815615],[1827936],[1831844],[1862681],[1863775],[1867749],[1877179],[1888365],[1893229],[1894679],[1896043],[1897251],[1900625],[1904196],[1908038],[1925280],[1929494],[1934119],[1935213],[1935909],[1952933],[1965931],[1980653],[1984224],[1988066],[1996646],[2006745],[2007613],[2012238],[2013332],[2014028],[2019348],[2025436],[2042505],[2046811],[2048754],[2052325],[2073409],[2081806],[2090175],[2095482],[2101570],[2104662],[2107890],[2110471],[2119668],[2120669],[2122612],[2126183],[2130471],[2131767],[2150082],[2153653],[2159604],[2176174],[2182761],[2190782],[2198544],[2200350],[2202024],[2203320],[2211962],[2214904],[2220045],[2223273],[2225854],[2228580],[2248815],[2254122],[2278308],[2281252],[2284823],[2291728],[2299100],[2300253],[2300887],[2311074],[2314010],[2318830],[2321772],[2323578],[2345215],[2347021],[2349991],[2366716],[2369944],[2372525],[2375251],[2392509],[2404350],[2408786],[2411722],[2412875],[2413509],[2432953],[2434106],[2434740],[2442521],[2452683],[2455625],[2457431],[2475584],[2513035],[2519997],[2520631],[2529312],[2532248],[2533401],[2534035],[2541816],[2582609],[2589217],[2608059],[2608693],[2649207],[2651165] ] cell #5323 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [657983],[762673],[816623],[874001],[932102],[940867],[985297],[1035124],[1052731],[1062722],[1069487],[1156586],[1160117],[1171568],[1188410],[1190794],[1190958],[1261314],[1284656],[1284712],[1287862],[1310837],[1316701],[1320011],[1320232],[1347360],[1393360],[1408960],[1413798],[1414680],[1430043],[1443149],[1447414],[1447470],[1450620],[1450942],[1480166],[1516849],[1522922],[1526609],[1539119],[1544286],[1556878],[1560598],[1560654],[1572478],[1573861],[1577316],[1578198],[1609484],[1613171],[1642924],[1646644],[1646700],[1652236],[1653686],[1656175],[1668590],[1685294],[1688981],[1689026],[1689908],[1701491],[1702194],[1706658],[1737557],[1739007],[1741496],[1769599],[1773286],[1773331],[1774213],[1779569],[1780652],[1782434],[1806727],[1811591],[1813041],[1815530],[1815624],[1827945],[1862690],[1863773],[1865555],[1877177],[1888363],[1893227],[1894677],[1897166],[1897260],[1898737],[1900623],[1904205],[1925278],[1929503],[1934128],[1935211],[1936993],[1965929],[1978765],[1980651],[1984233],[1996644],[2006743],[2007622],[2012247],[2013330],[2015112],[2019357],[2042503],[2046866],[2048752],[2052334],[2073407],[2080862],[2081815],[2090173],[2095491],[2104660],[2107888],[2110480],[2119666],[2120724],[2122610],[2126192],[2131822],[2150080],[2153662],[2159613],[2176172],[2182759],[2190837],[2198553],[2200348],[2203375],[2211971],[2213960],[2214913],[2220043],[2223271],[2225863],[2228589],[2248813],[2254131],[2278306],[2281250],[2284832],[2299155],[2300251],[2300896],[2311137],[2314065],[2318839],[2321781],[2323576],[2345224],[2347019],[2350046],[2366714],[2369942],[2372534],[2375260],[2392518],[2408849],[2411777],[2412873],[2413518],[2433008],[2434104],[2434749],[2442519],[2452692],[2455634],[2457429],[2475647],[2513044],[2519995],[2520640],[2529375],[2532303],[2533399],[2534044],[2541814],[2582672],[2589226],[2608057],[2608702],[2649270],[2651163] ] cell #5324 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [658061],[716303],[762769],[816701],[825465],[874008],[932198],[934672],[940945],[941744],[985304],[1012128],[1035202],[1052738],[1056065],[1062818],[1069494],[1093764],[1136109],[1157576],[1160213],[1167798],[1171575],[1181228],[1188417],[1190872],[1220414],[1245679],[1253119],[1261321],[1262978],[1285591],[1285758],[1287869],[1296224],[1310844],[1317691],[1320328],[1347367],[1349024],[1375113],[1375280],[1382786],[1386613],[1393367],[1408967],[1414908],[1415644],[1425736],[1440909],[1448349],[1448516],[1450627],[1473419],[1480173],[1504823],[1505559],[1512542],[1522929],[1539191],[1545400],[1550131],[1556885],[1571489],[1571656],[1572485],[1578426],[1579162],[1587801],[1609491],[1625566],[1634671],[1636177],[1642931],[1649093],[1652308],[1653693],[1668649],[1685301],[1700053],[1700789],[1701563],[1707772],[1716268],[1717993],[1734414],[1737629],[1739014],[1747916],[1753518],[1769606],[1779628],[1780724],[1811663],[1813048],[1817393],[1826498],[1828004],[1842401],[1851947],[1853672],[1862749],[1863845],[1871938],[1873663],[1877184],[1893299],[1894684],[1902539],[1904264],[1920685],[1925285],[1934187],[1935283],[1939789],[1973021],[1982567],[1984292],[1991958],[1996716],[2001504],[2003229],[2006750],[2012306],[2013402],[2021131],[2030677],[2032402],[2042575],[2050668],[2052393],[2073414],[2097265],[2104732],[2110539],[2114980],[2117907],[2119738],[2124526],[2126251],[2142450],[2151996],[2153721],[2161387],[2170933],[2172658],[2176179],[2182831],[2201334],[2212030],[2220115],[2224180],[2224341],[2225922],[2230363],[2255905],[2273620],[2276547],[2278378],[2283166],[2284891],[2300323],[2301808],[2311077],[2318898],[2348005],[2366786],[2370851],[2371012],[2372593],[2377034],[2379961],[2392577],[2408789],[2434176],[2435661],[2443505],[2452751],[2464901],[2465062],[2475587],[2513103],[2520067],[2521552],[2521713],[2529315],[2582612],[2589285],[2649210] ] cell #5325 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037747,1808525],[1120868,1890161],[1211064,1976760],[1312695,2068891],[1335402,2087721],[1373436,2118719],[1406294,2146189],[1465507,2195888],[1498920,2220819],[1531778,2246361],[1547820,2259644],[1569812,2277359],[1622379,2315149],[1628265,2319116],[1660737,2342559],[1672288,2351130],[1694150,2367490],[1710192,2380773],[1749880,2405488],[1798616,2438059],[1801370,2440067],[1814206,2449002],[1820092,2452969],[1831643,2461540],[1837729,2287907],[1895842,2501020],[1907837,2508371],[1923689,2517975],[1936151,2526014],[1950729,2374603],[1953175,2537354],[1955929,2539362],[1987865,2557484],[2014270,2572097],[2023321,2427939],[2025678,2578562],[2055966,2596433],[2066538,2459532],[2071818,2606037],[2099455,2482987],[2101812,2621763],[2129824,2636673],[2131341,2637264],[2134803,2507151],[2163577,2527234],[2165934,2655534],[2176534,2535959],[2202894,2674706],[2206356,2556264],[2232553,2573317],[2234910,2690145],[2236491,2575598],[2239938,2577878],[2262511,2703526],[2265973,2595213],[2302907,2618799],[2306354,2621079],[2326122,2732826],[2329584,2635453],[2334040,2637827],[2357620,2652570],[2361067,2654850],[2387068,2760640],[2394905,2675269],[2415529,2687181],[2418976,2689461],[2444450,2704089],[2470949,2719702],[2496468,2733389],[2546188,2760868], [1099372,1616698,2311114],[1237251,1755337,2408826],[1243566,1761018,2412861],[1334845,1595995,2296836],[1335301,2091032,2474057],[1339242,1854789,2475624],[1372371,1884704,2493647],[1373171,2118160,2324815],[1432481,1941608,2529352],[1438796,1947289,2533387],[1465890,1975864,2548849],[1498363,1756110,2409458],[1498819,1999517,2564387],[1502611,2223646,2413896],[1502760,1760461,2565954],[1531221,1787822,2430689],[1531677,2249672,2581082],[1535618,2033519,2582649],[1544949,2041429,2587493],[1568747,2063434,2600672],[1569547,2276800,2458668],[1580452,2074572,2608045],[1582343,2288390,2288464],[1621822,1874513,2487504],[1622278,1869951,2485937],[1625379,2317339,2489816],[1628648,1879891,2628038],[1632410,2322126,2495007],[1661120,2145293,2642516],[1671731,1921535,2516580],[1672187,2354441,2647680],[1674317,2152635,2648098],[1674571,2518418,2649037],[1676128,2154838,2649247],[1679138,2157294,2651151],[1693593,1942381,2529984],[1694049,2168946,2658054],[1697841,2370317,2534422],[1697990,1946732,2659621],[1707321,2181685,2664465],[1709127,2183699,2665764],[1709927,2379224,2380214],[1711309,2381454,2381581],[1716081,2384374,2544575],[1745067,1750263,2559223],[1753307,2407895,2562627],[1798999,2258748,2699859],[1800813,2041289,2587397],[1801269,2442448,2700884],[1805271,2260452,2702503],[1806071,2258095,2443758],[1813649,2053243,2594529],[1814105,2048681,2592962],[1816287,2269129,2706730],[1817206,2451192,2596841],[1820475,2058621,2708778],[1824237,2455979,2602032],[1828598,2459270,2459975],[1831086,2069664,2604642],[1831542,2281179,2713942],[1833672,2283805,2714360],[1833926,2606480,2715299],[1835334,2463437,2464367],[1835483,2074015,2715509],[1842190,2468893,2611099],[1851760,2297344,2614845],[1871751,2488012,2623764],[1877539,2317721,2626431],[1895285,2127101,2634769],[1895741,2122539,2633202],[1897923,2332740,2736030],[1902352,2504900,2638242],[1904858,2506257,2507594],[1907280,2137819,2640372],[1907736,2346948,2742453],[1919260,2349565,2743199],[1924072,2355414,2744900],[1927894,2353027,2521018],[1928043,2156737,2746307],[1931338,1936534,2652890],[1933741,2358651,2747473],[1938708,2364014,2749861],[1938962,2655977,2754272],[1939578,2528421,2656294],[1950289,2535577,2536055],[1953558,2178886,2755994],[1955372,2181545,2664369],[1955828,2541743,2757019],[1957320,2539502,2540364],[1963617,2385941,2668713],[1972810,2389878,2671938],[1982380,2554013,2675684],[1984886,2555370,2556707],[1987308,2209372,2677814],[1987764,2200277,2673960],[1991747,2561004,2679481],[2001317,2409966,2683227],[2004863,2226516,2567081],[2009457,2014653,2687501],[2011860,2416560,2771864],[2016827,2421923,2774252],[2017081,2685779,2690588],[2018700,2236804,2691042],[2020920,2575918,2691839],[2022378,2432527,2778207],[2022881,2576943,2577974],[2026061,2250645,2779505],[2030490,2431197,2695585],[2036828,2436760,2584961],[2037042,2253474,2780121],[2045362,2440207,2590152],[2050481,2445063,2704504],[2050921,2445376,2783689],[2052987,2594319,2595656],[2055409,2268989,2706634],[2055865,2457358,2789209],[2056269,2451574,2707171],[2066861,2603079,2603493],[2072201,2465824,2791656],[2076653,2466593,2793159],[2077755,2610630,2717782],[2087861,2473293,2720564],[2092005,2102195,2722376],[2093418,2476751,2796432],[2094834,2303220,2722992],[2097054,2619119,2723789],[2098512,2298674,2721078],[2099015,2620144,2621175],[2105576,2624748,2726833],[2114769,2491441,2730058],[2117720,2324375,2630094],[2124339,2497081,2733804],[2124779,2497394,2803634],[2126845,2634559,2635896],[2129267,2332600,2735934],[2129723,2323505,2732080],[2130898,2334028,2736586],[2133046,2506467,2737206],[2134458,2511311,2638645],[2134672,2344567,2808752],[2135126,2638965,2639855],[2142239,2510404,2740431],[2147854,2349122,2810206],[2148275,2515431,2645920],[2151809,2517088,2744177],[2154315,2356827,2650374],[2158956,2357933,2747177],[2160853,2522905,2813131],[2161176,2522917,2747974],[2162634,2531822,2816454],[2163137,2653915,2654946],[2166317,2371774,2817752],[2170746,2530492,2751720],[2174292,2373187,2660748],[2181289,2537086,2818664],[2186256,2542449,2821052],[2186438,2186510,2759081],[2194493,2547242,2761244],[2197896,2206225,2761952],[2201147,2550905,2763164],[2201587,2551218,2823590],[2202451,2394893,2763406],[2204599,2555580,2764026],[2206011,2390785,2676087],[2206679,2676407,2677297],[2210853,2678364,2679012],[2220959,2563623,2769140],[2223969,2414219,2684840],[2225103,2235293,2770952],[2227932,2415842,2771568],[2229829,2568988,2829132],[2230152,2569000,2772365],[2231610,2411296,2769654],[2232113,2688526,2689557],[2236395,2423092,2691370],[2239162,2432084,2833177],[2239583,2581500,2692174],[2246501,2580318,2777693],[2252058,2583776,2834038],[2252105,2436664,2698252],[2255694,2586586,2780918],[2257655,2443318,2701915],[2262068,2444438,2783342],[2264216,2591821,2783962],[2265628,2599373,2704907],[2265842,2454977,2839439],[2266296,2705227,2706117],[2273409,2598466,2787187],[2276360,2458228,2710834],[2282979,2604106,2790933],[2283419,2604419,2841240],[2285485,2286525,2716636],[2294086,2471262,2794666],[2298231,2305578,2795571],[2301274,2616446,2845025],[2301597,2616458,2796660],[2302811,2478140,2723320],[2305999,2474475,2724124],[2317035,2488631,2800521],[2321124,2329453,2801833],[2325679,2496456,2803287],[2327827,2632061,2803907],[2329239,2492348,2734207],[2329907,2734527,2735417],[2336435,2511215,2737479],[2341164,2640909,2808044],[2347818,2644572,2809964],[2348258,2644885,2853186],[2351270,2646916,2810826],[2353350,2521341,2745790],[2357524,2522387,2747505],[2360291,2531379,2857290],[2360712,2658472,2748309],[2367630,2657290,2815940],[2370640,2534745,2753333],[2376500,2662655,2858728],[2376823,2662667,2819165],[2378784,2379774,2758050],[2386625,2546176,2822122],[2388253,2671363,2861355],[2390689,2397300,2764299],[2393444,2673295,2823645],[2406708,2407612,2826789],[2407398,2561279,2768278],[2410853,2418200,2827694],[2415433,2568470,2771896],[2418621,2564805,2772700],[2435127,2697186,2867797],[2435450,2697198,2834266],[2446845,2599277,2784235],[2461680,2712801,2841513],[2463760,2464690,2792546],[2468573,2610524,2843615],[2470853,2612456,2794721],[2472297,2720238,2844412],[2488188,2488772,2847469],[2489193,2625377,2800749],[2492252,2498863,2804180],[2508779,2739856,2878449],[2513970,2741788,2853241],[2544160,2668387,2821509],[2557783,2558903,2863174],[2561183,2561718,2826844],[2579322,2777367,2867184],[2622437,2623349,2846856] ] cell #5326 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1291209,1808325],[1377771,1889961],[1470991,1976560],[1574147,2068691],[1596528,2087654],[1633749,2118519],[1666221,2145989],[1724895,2196012],[1756643,2220752],[1788355,2246294],[1804100,2259444],[1825576,2277159],[1875046,2315082],[1880565,2319240],[1911166,2342683],[1922068,2351063],[1942914,2367423],[1958659,2380573],[1994485,2405612],[2039304,2438183],[2041822,2440000],[2053776,2448935],[2059295,2453093],[2070197,2461473],[2076182,2466520],[2127634,2500953],[2138352,2508304],[2152586,2518099],[2163914,2526138],[2177308,2536435],[2179560,2537478],[2182078,2539295],[2209905,2557417],[2232890,2572221],[2240712,2578354],[2242836,2578686],[2269522,2596366],[2279029,2603457],[2283756,2606161],[2307128,2621555],[2309252,2621887],[2333133,2636606],[2334410,2637929],[2337173,2639819],[2361841,2655326],[2363965,2655658],[2373230,2662109],[2395275,2675371],[2398038,2677261],[2419750,2689937],[2421874,2690269],[2423138,2691542],[2425855,2693168],[2444820,2704191],[2447583,2706081],[2478186,2723492],[2480903,2725118],[2496838,2733491],[2499601,2735381],[2503349,2737094],[2522433,2747677],[2525150,2749303],[2546558,2760970],[2552462,2763914],[2568516,2772068],[2571233,2773694],[2591411,2783850],[2612502,2794893],[2631651,2803795],[2669999,2822412], [1355645,1616498,2104062],[1497171,1755137,2219445],[1503567,2004612,2224381],[1596062,1850581,2296947],[1596426,2088323,2297056],[1600260,1854589,2299653],[1632659,2117507,2322228],[1633486,2322900,2495781],[1692401,1941408,2366116],[1698797,2174041,2371052],[1725193,1972963,2389651],[1756177,2000138,2409569],[1756541,2221421,2409678],[1760235,2412230,2567227],[1760375,2004146,2412275],[1787889,2029311,2430800],[1788253,2246963,2430909],[1792087,2033319,2433506],[1801182,2256596,2587572],[1824486,2276147,2456081],[1825313,2456753,2602806],[1836290,2286274,2465102],[1838305,2466914,2466986],[1874580,2108438,2487615],[1874944,2106038,2487724],[1877906,2489713,2626603],[1880863,2114922,2491214],[1884436,2493494,2630529],[1911464,2142392,2510177],[1921602,2150630,2516691],[1921966,2351732,2516800],[1924010,2352414,2648170],[1924259,2518297,2518354],[1925800,2154638,2519397],[1928850,2356576,2521753],[1942448,2169567,2530095],[1942812,2368092,2530204],[1946506,2532756,2660894],[1946646,2173575,2532801],[1955741,2377725,2664544],[1957569,2379561,2540466],[1958396,2540276,2541138],[1959817,2542288,2542400],[1963984,2544472,2668885],[1991900,1994783,2560777],[1997621,2562541,2681896],[2039602,2255847,2586359],[2041356,2256476,2587508],[2041720,2440669,2587617],[2045611,2443105,2590254],[2046438,2440981,2590926],[2053310,2267078,2594640],[2053674,2264678,2594749],[2055778,2450332,2706809],[2056636,2596738,2707343],[2059593,2273562,2598239],[2063166,2600519,2711269],[2067376,2603313,2603863],[2069731,2281800,2604753],[2070095,2462142,2604862],[2072139,2462824,2714432],[2072388,2606359,2606416],[2073789,2606626,2607414],[2073929,2285808,2607459],[2079993,2611013,2718215],[2088228,2473764,2720736],[2105943,2625219,2727005],[2111176,2489992,2728912],[2127168,2330689,2634880],[2127532,2328289,2634989],[2129636,2502350,2736109],[2133413,2638139,2737378],[2135641,2639199,2640225],[2137886,2339802,2640483],[2138250,2514432,2640592],[2148584,2515801,2646022],[2152884,2353503,2648209],[2156511,2518564,2650520],[2156651,2356110,2650565],[2161329,2164212,2654444],[2161691,2523287,2748076],[2166255,2527656,2749933],[2166504,2655856,2655913],[2167050,2656208,2750389],[2176901,2661830,2662183],[2179858,2376976,2663331],[2181612,2377605,2664480],[2181976,2539964,2664589],[2183431,2664900,2665611],[2189049,2545630,2759607],[2196731,2548580,2761677],[2204966,2675581,2764198],[2207194,2676641,2677667],[2209439,2400667,2677925],[2209803,2393906,2678034],[2213091,2680685,2766791],[2221326,2564094,2769312],[2224484,2414734,2685210],[2230305,2233188,2689055],[2230667,2569370,2772467],[2235231,2573739,2774324],[2235480,2690467,2690524],[2236871,2423434,2691587],[2238633,2691753,2775344],[2239892,2581870,2692276],[2240305,2692486,2693242],[2243134,2435603,2693837],[2246868,2580789,2777865],[2252543,2585211,2698424],[2252738,2437140,2698469],[2260184,2587928,2702350],[2264583,2591867,2784134],[2264990,2592163,2784179],[2266811,2705461,2706487],[2269056,2450212,2706745],[2269420,2602494,2706854],[2269816,2597017,2786041],[2279283,2712096,2712391],[2284054,2463913,2714471],[2288276,2609375,2793238],[2289211,2717923,2793704],[2297367,2614208,2795399],[2301750,2309550,2725787],[2302112,2616828,2796762],[2303287,2478482,2723537],[2305049,2723703,2797469],[2306308,2474845,2724226],[2306721,2724436,2725192],[2312277,2727688,2799488],[2319959,2627769,2801558],[2322493,2495374,2731461],[2328194,2632107,2804079],[2328601,2632403,2804124],[2330422,2734761,2735787],[2332667,2502230,2736045],[2333031,2495469,2736154],[2334004,2503347,2736982],[2335720,2639297,2806407],[2336873,2642922,2737651],[2337068,2511691,2737696],[2337427,2737862,2738492],[2343402,2642247,2808477],[2348350,2515395,2742734],[2348669,2646129,2742846],[2351637,2647387,2810998],[2353865,2521856,2746160],[2358000,2522729,2747722],[2359508,2651959,2813479],[2359762,2651961,2813591],[2361021,2658842,2748411],[2361434,2748621,2749377],[2364263,2534898,2749972],[2367997,2657761,2816112],[2371155,2535260,2753703],[2377338,2663037,2819267],[2381902,2667406,2821124],[2382077,2382151,2759017],[2388429,2670792,2822628],[2391165,2397933,2764516],[2393811,2673341,2823817],[2394218,2673637,2823862],[2394869,2552460,2763802],[2396585,2676739,2824323],[2397738,2549255,2764471],[2398292,2764682,2765312],[2401833,2766110,2766499],[2409989,2682590,2827522],[2412484,2567481,2770426],[2414372,2422172,2774363],[2415909,2568812,2772113],[2417417,2686570,2829480],[2417671,2686572,2829592],[2418930,2565175,2772802],[2419343,2773012,2773768],[2423064,2574616,2775052],[2425236,2581464,2775450],[2425555,2695782,2775562],[2431220,2694948,2833005],[2435965,2697568,2834368],[2436002,2585137,2779772],[2438902,2699590,2835075],[2440574,2590519,2782321],[2444414,2591409,2783738],[2446130,2703590,2837094],[2447283,2709184,2784407],[2447478,2599753,2784452],[2447837,2784618,2785248],[2453812,2708509,2839164],[2456346,2602399,2788590],[2462047,2712847,2841685],[2462454,2713143,2841730],[2464275,2465205,2792916],[2471329,2612798,2794938],[2474439,2480284,2797575],[2476897,2721848,2845203],[2477151,2721850,2845315],[2478112,2617817,2797177],[2480603,2615042,2797687],[2489502,2625747,2800851],[2492728,2499496,2804397],[2496432,2631649,2803683],[2498148,2732890,2849670],[2499301,2628444,2804352],[2499855,2804563,2805193],[2505173,2642848,2806577],[2508955,2739285,2852224],[2514337,2741834,2853413],[2514744,2742130,2853458],[2517111,2743540,2853919],[2518818,2650774,2812112],[2522359,2651588,2813299],[2524531,2658436,2813697],[2524850,2751917,2813809],[2530515,2751083,2857118],[2533010,2661148,2817226],[2537943,2755063,2859076],[2538197,2755065,2859188],[2539869,2540731,2820568],[2546152,2669997,2822300],[2547414,2761321,2861362],[2549181,2554286,2824493],[2551340,2762585,2861931],[2561659,2562351,2827061],[2562156,2680884,2827016],[2564769,2570614,2829698],[2568442,2686199,2829300],[2570933,2683424,2829810],[2583922,2778977,2867975],[2584176,2778979,2868087],[2593235,2709110,2837264],[2605173,2790019,2872442],[2606880,2607668,2842799],[2610802,2717859,2843622],[2612428,2719123,2844191],[2613514,2795202,2874210],[2625341,2625806,2847647],[2626125,2728119,2847759],[2628370,2633475,2849840],[2641081,2808121,2878456],[2645007,2809385,2879025],[2668601,2759410,2860796],[2678441,2679184,2863181],[2680810,2681223,2863750],[2694254,2832808,2886697],[2726143,2726721,2875525] ] cell #5327 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [689865],[822963],[924272],[1004300],[1038511],[1121632],[1162871],[1190571],[1211828],[1248192],[1291199],[1313459],[1340423],[1374200],[1377761],[1407058],[1443422],[1466090],[1470981],[1503941],[1536799],[1548584],[1570576],[1574137],[1596518],[1628848],[1633739],[1661320],[1666211],[1677309],[1699171],[1710956],[1724830],[1750463],[1756633],[1788345],[1799199],[1804090],[1820675],[1825566],[1836664],[1838493],[1875036],[1880500],[1911101],[1922058],[1924272],[1936734],[1942904],[1953758],[1958649],[1959830],[1994420],[2014853],[2026261],[2039239],[2041812],[2053766],[2059230],[2067389],[2070187],[2072401],[2076172],[2102395],[2127624],[2135654],[2138342],[2152521],[2163849],[2166517],[2177298],[2179495],[2182068],[2207207],[2209895],[2232825],[2235493],[2240702],[2242771],[2266824],[2269512],[2279024],[2283691],[2307118],[2309187],[2330435],[2333123],[2334345],[2337168],[2361831],[2363900],[2395210],[2398033],[2419740],[2421809],[2423133],[2444755],[2447578],[2478181],[2496773],[2499596],[2522428],[2546493],[2568511],[2612497] ] cell #5328 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037753,1552178],[1120874,1638224],[1211070,1730196],[1312701,1830051],[1335408,1851088],[1373442,1885866],[1406300,1916467],[1465575,1971948],[1498926,2000645],[1531784,2029818],[1547826,2044605],[1569818,2064596],[1622385,2108945],[1628333,2113907],[1660805,2141377],[1672294,2151137],[1694156,2170074],[1710198,2184861],[1749948,2215614],[1798684,2254832],[1801376,2256983],[1814212,2267585],[1820160,2272547],[1831649,2282307],[1837735,2287978],[1895848,2331196],[1907843,2340309],[1923757,2352488],[1936219,2362285],[1950735,2374674],[1953243,2375961],[1955935,2378112],[1987871,2401174],[2014338,2420194],[2023327,2428010],[2025746,2428435],[2055972,2450719],[2066541,2459535],[2071886,2462898],[2099461,2483058],[2101880,2483483],[2129830,2502737],[2131409,2504596],[2134806,2507154],[2163583,2527305],[2166002,2527730],[2176532,2535957],[2202962,2553709],[2206359,2556267],[2232559,2573388],[2234978,2573813],[2236494,2575601],[2239936,2577876],[2262579,2592658],[2265976,2595216],[2302910,2618802],[2306352,2621077],[2326190,2632898],[2329587,2635456],[2334038,2637825],[2357623,2652573],[2361065,2654848],[2387136,2670770],[2394903,2675267],[2415532,2687184],[2418974,2689459],[2444448,2704087],[2470952,2719705],[2496466,2733387],[2546186,2760866], [1099377,1355802,1869528],[1237256,1497328,1999094],[1243567,1761024,2004761],[1334916,1596060,2087354],[1335302,1851872,2087492],[1339247,1600417,2090609],[1372372,1884772,2117406],[1373172,2118166,2324821],[1432486,1692558,2168523],[1438797,1947295,2174190],[1465895,1726248,2196083],[1498434,1756175,2220452],[1498820,2001429,2220590],[1502612,2223649,2413899],[1502765,1760532,2223707],[1531292,1787887,2245994],[1531678,2030602,2246132],[1535623,1792244,2249249],[1544950,2041497,2439783],[1568748,2063502,2276046],[1569548,2276806,2458674],[1580453,2074578,2286423],[1582344,2288396,2288470],[1621893,1874578,2314782],[1622279,1871863,2314920],[1625380,2317342,2489819],[1628653,1881918,2319311],[1632409,2322124,2495005],[1661125,1912519,2342754],[1671802,1921600,2350763],[1672188,2151921,2350901],[1674323,2152700,2518120],[1674572,2352726,2352791],[1676133,1925957,2354018],[1679139,2157300,2356725],[1693664,1942446,2367123],[1694050,2170858,2367261],[1697842,2370320,2534425],[1697995,1946803,2370378],[1707322,2181753,2539078],[1709128,2183767,2379460],[1709928,2379230,2380220],[1711310,2381519,2381649],[1716082,2384377,2544578],[1747094,1750268,2405683],[1753306,2407893,2562625],[1799004,2040657,2438254],[1800884,2041354,2439700],[1801270,2257767,2439838],[1805272,2260520,2443004],[1806072,2258101,2443764],[1813720,2053308,2448635],[1814106,2050593,2448773],[1816288,2269197,2596149],[1817207,2451195,2596844],[1820480,2060648,2453164],[1824236,2455977,2602030],[1828599,2459335,2460043],[1831157,2069729,2461173],[1831543,2283091,2461311],[1833678,2283870,2606182],[1833927,2463136,2463201],[1835335,2463440,2464370],[1835488,2074086,2464428],[1842189,2468891,2611097],[1851761,2297345,2614848],[1871752,2488013,2623767],[1877537,2317719,2626429],[1895356,2127166,2500653],[1895742,2124451,2500791],[1897924,2332808,2636389],[1902353,2504903,2638245],[1904859,2506322,2507662],[1907351,2137884,2508004],[1907737,2347930,2508142],[1919261,2349633,2515262],[1924077,2153939,2518170],[1927895,2353030,2521021],[1928048,2156808,2521079],[1933365,1936539,2526209],[1933742,2358719,2653135],[1938714,2364079,2655679],[1938963,2527968,2528033],[1939577,2528419,2656292],[1950290,2535580,2536058],[1953563,2180913,2537549],[1955443,2181610,2538995],[1955829,2378896,2539133],[1957319,2539500,2540362],[1963615,2385939,2668711],[1972809,2389877,2671936],[1982381,2554016,2675687],[1984887,2555435,2556775],[1987379,2209437,2557117],[1987765,2201259,2557255],[1991746,2561003,2679479],[2001318,2409967,2683230],[2004864,2226517,2567149],[2011484,2014658,2572292],[2011861,2416628,2687746],[2016833,2421988,2690290],[2017082,2574051,2574116],[2018771,2236869,2575659],[2020919,2575916,2691837],[2022379,2432595,2576639],[2022882,2576946,2577977],[2026066,2251682,2578757],[2030491,2431198,2695588],[2036829,2436763,2584964],[2037047,2253545,2585022],[2045361,2440205,2590150],[2050482,2445066,2704507],[2050927,2445441,2704565],[2052988,2594384,2595724],[2055480,2269054,2596066],[2055866,2458340,2596204],[2056267,2451572,2707169],[2066860,2603077,2603491],[2072206,2285109,2606232],[2076654,2466661,2717129],[2077753,2610628,2717780],[2087859,2473291,2720562],[2093042,2102200,2621958],[2093419,2476819,2722621],[2094905,2303285,2618860],[2097053,2619117,2723787],[2098513,2298742,2619840],[2099016,2620147,2621178],[2105574,2624746,2726831],[2114768,2491440,2730056],[2117721,2324376,2630097],[2124340,2497084,2733807],[2124785,2497459,2733865],[2126846,2634624,2635964],[2129338,2332665,2636306],[2129724,2324487,2636444],[2130901,2334031,2637644],[2133044,2506465,2737204],[2134459,2511314,2638648],[2134677,2344638,2638706],[2135125,2638963,2639853],[2142238,2510403,2740429],[2147857,2349125,2645737],[2148274,2515429,2645918],[2151810,2517089,2744180],[2154316,2356828,2650442],[2159027,2357998,2652631],[2160856,2522908,2747791],[2161175,2522915,2747972],[2162635,2531890,2653611],[2163138,2653918,2654949],[2166322,2372811,2655729],[2170747,2530493,2751723],[2174293,2373188,2660816],[2181290,2537154,2756239],[2186262,2542514,2758783],[2186439,2186511,2667783],[2194491,2547240,2761242],[2197967,2206230,2676148],[2201148,2550908,2763167],[2201593,2551283,2763225],[2202454,2394896,2675086],[2204597,2555578,2764024],[2206012,2390788,2676090],[2206678,2676405,2677295],[2210851,2678362,2679010],[2220957,2563621,2769138],[2223968,2414218,2684838],[2226140,2235298,2690340],[2228003,2415907,2687242],[2229832,2568991,2772182],[2230151,2568998,2772363],[2231611,2411364,2688222],[2232114,2688529,2689560],[2236393,2423089,2691368],[2239165,2432087,2691991],[2239582,2581498,2692172],[2246499,2580316,2777691],[2252059,2583844,2779750],[2252102,2436662,2698250],[2255693,2586585,2780916],[2257656,2443319,2701918],[2262071,2444441,2703906],[2264214,2591818,2783960],[2265629,2599376,2704910],[2265847,2455048,2704968],[2266295,2705225,2706115],[2273408,2598465,2787185],[2276361,2458229,2710837],[2282980,2604109,2790936],[2283425,2604484,2790994],[2285486,2286526,2716704],[2294157,2471327,2719763],[2298234,2305581,2723941],[2301277,2616449,2796477],[2301596,2616456,2796658],[2302809,2478137,2723318],[2305998,2474473,2724122],[2317036,2488699,2728890],[2321195,2329458,2734268],[2325682,2496459,2733206],[2327825,2632058,2803905],[2329240,2492351,2734210],[2329906,2734525,2735415],[2336432,2511213,2737477],[2341162,2640907,2808042],[2347819,2644575,2809967],[2348264,2644950,2810025],[2351268,2646914,2810824],[2353349,2521340,2745788],[2357522,2522384,2747503],[2360294,2531382,2748126],[2360711,2658470,2748307],[2367628,2657288,2815938],[2370639,2534744,2753331],[2376503,2662658,2818982],[2376822,2662665,2819163],[2378785,2379775,2758053],[2386628,2546179,2760685],[2388256,2671366,2822594],[2390687,2397297,2764297],[2393442,2673292,2823643],[2406779,2407617,2768339],[2407399,2561282,2768281],[2410856,2418203,2772517],[2415431,2568467,2771894],[2418620,2564803,2772698],[2435130,2697189,2834083],[2435449,2697196,2834264],[2446842,2599275,2784233],[2461678,2712798,2841511],[2463759,2464689,2792544],[2468576,2610527,2793670],[2470851,2612453,2794719],[2472295,2720235,2844410],[2488191,2488775,2800566],[2489192,2625375,2800747],[2492250,2498860,2804178],[2508782,2739859,2852190],[2513968,2741785,2853239],[2544158,2668384,2821507],[2557786,2558906,2825793],[2561181,2561715,2826842],[2579320,2777364,2867182],[2622434,2623347,2846854] ] cell #5329 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [689866],[822964],[924273],[1004301],[1038512],[1121633],[1162872],[1190572],[1211829],[1248193],[1291204],[1313460],[1340424],[1374201],[1377766],[1407059],[1443423],[1466091],[1470986],[1503942],[1536800],[1548585],[1570577],[1574142],[1596523],[1628849],[1633744],[1661321],[1666216],[1677310],[1699172],[1710957],[1724836],[1750464],[1756638],[1788350],[1799200],[1804095],[1820676],[1825571],[1836665],[1838494],[1875041],[1880506],[1911107],[1922063],[1924273],[1936735],[1942909],[1953759],[1958654],[1959831],[1994426],[2014854],[2026262],[2039245],[2041817],[2053771],[2059236],[2067390],[2070192],[2072402],[2076177],[2102396],[2127629],[2135655],[2138347],[2152527],[2163855],[2166518],[2177303],[2179501],[2182073],[2207208],[2209900],[2232831],[2235494],[2240707],[2242777],[2266825],[2269517],[2279027],[2283697],[2307123],[2309193],[2330436],[2333128],[2334351],[2337171],[2361836],[2363906],[2395216],[2398036],[2419745],[2421815],[2423136],[2444761],[2447581],[2478184],[2496779],[2499599],[2522431],[2546499],[2568514],[2612500] ] cell #5330 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [689868],[822966],[924275],[1004303],[1038514],[1121635],[1162874],[1190574],[1211831],[1248195],[1291198],[1313462],[1340426],[1374203],[1377760],[1407061],[1443425],[1466093],[1470980],[1503944],[1536802],[1548587],[1570579],[1574136],[1596517],[1628851],[1633738],[1661323],[1666210],[1677312],[1699174],[1710959],[1724829],[1750466],[1756632],[1788344],[1799202],[1804089],[1820678],[1825565],[1836667],[1838496],[1875035],[1880499],[1911100],[1922057],[1924275],[1936737],[1942903],[1953761],[1958648],[1959833],[1994419],[2014856],[2026264],[2039238],[2041811],[2053765],[2059229],[2067392],[2070186],[2072404],[2076171],[2102398],[2127623],[2135657],[2138341],[2152520],[2163848],[2166520],[2177297],[2179494],[2182067],[2207210],[2209894],[2232824],[2235496],[2240701],[2242770],[2266827],[2269511],[2279023],[2283690],[2307117],[2309186],[2330438],[2333122],[2334344],[2337167],[2361830],[2363899],[2395209],[2398032],[2419739],[2421808],[2423132],[2444754],[2447577],[2478180],[2496772],[2499595],[2522427],[2546492],[2568510],[2612496] ] cell #5331 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [716295],[825456],[934663],[941750],[1012119],[1056071],[1093755],[1136115],[1167789],[1181308],[1220420],[1253110],[1263058],[1285582],[1296230],[1349104],[1375104],[1382792],[1387696],[1415650],[1425816],[1448340],[1474502],[1503659],[1505565],[1512622],[1545480],[1551214],[1571480],[1579168],[1598347],[1633179],[1633469],[1634751],[1637260],[1669732],[1681718],[1698889],[1700795],[1707852],[1711860],[1720116],[1753666],[1758462],[1760224],[1760855],[1766023],[1790174],[1825006],[1825296],[1826578],[1829087],[1836382],[1838288],[1842549],[1855795],[1875786],[1877895],[1884446],[1906387],[1928942],[1939937],[1944733],[1946495],[1947126],[1952294],[1958089],[1958379],[1959661],[1963973],[1973169],[1986415],[1992106],[1997631],[2005352],[2021279],[2034525],[2046131],[2046421],[2054516],[2056625],[2063176],[2067220],[2073778],[2074409],[2080003],[2088217],[2097413],[2105932],[2115128],[2128374],[2133402],[2135485],[2142598],[2155844],[2156500],[2157131],[2161535],[2167060],[2174781],[2176890],[2183441],[2204955],[2207038],[2221315],[2224328],[2230511],[2238643],[2240294],[2246857],[2252532],[2256053],[2260194],[2264572],[2266655],[2273768],[2279293],[2287014],[2301956],[2305059],[2306710],[2322482],[2328183],[2330266],[2336862],[2337437],[2348679],[2351626],[2353709],[2361423],[2367986],[2370999],[2377182],[2393800],[2397727],[2398302],[2414578],[2419332],[2425565],[2435809],[2440563],[2447272],[2447847],[2456335],[2462036],[2464119],[2465049],[2473753],[2480613],[2495363],[2499290],[2499865],[2514326],[2521700],[2524860],[2535104],[2539858],[2540720],[2562145],[2564083],[2570943],[2580778],[2590508],[2602388],[2625208],[2626135],[2647376],[2657750] ] cell #5332 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1162832,1931208],[1248153,2009327],[1340384,2091875],[1443383,2178756],[1466051,2196328],[1503902,2224973],[1536760,2250515],[1596011,2296971],[1628809,2319556],[1661281,2342999],[1677270,2355284],[1699132,2371644],[1750424,2405928],[1756126,2409593],[1787838,2430824],[1799160,2438499],[1820636,2453409],[1836625,2465694],[1874529,2487639],[1921551,2516715],[1924233,2518415],[1936695,2526454],[1942397,2530119],[1953719,2537794],[1959791,2381578],[2014814,2572537],[2026222,2579002],[2041305,2587532],[2053259,2594664],[2067350,2459972],[2069680,2604777],[2072362,2606477],[2102356,2622203],[2127117,2634904],[2135615,2507591],[2137835,2640507],[2166478,2655974],[2176596,2536094],[2181561,2664504],[2207168,2556704],[2209388,2677949],[2235454,2690585],[2236820,2691611],[2240000,2578013],[2266785,2595653],[2269005,2706769],[2279036,2603527],[2303236,2723561],[2306416,2621214],[2330396,2635893],[2332616,2736069],[2334136,2637889],[2337180,2639889],[2357949,2747746],[2361129,2654985],[2395001,2675331],[2398045,2677331],[2415858,2772137],[2419038,2689596],[2423174,2691549],[2444546,2704151],[2447590,2706151],[2471278,2794962],[2478222,2723499],[2496564,2733451],[2499608,2735451],[2522469,2747684],[2546284,2760930],[2568552,2772075],[2612538,2794900], [1226203,1744937,2211441],[1366713,1879761,2318309],[1373111,1885248,2322838],[1465504,1724826,2389574],[1465941,2199365,2389675],[1469850,1975734,2391988],[1502811,2004095,2412299],[1503630,2224458,2414708],[1563089,2058491,2452162],[1569487,2063978,2456691],[1596375,2091029,2473508],[1628262,1880496,2491137],[1628699,2113156,2491238],[1632465,2322188,2495069],[1632608,1884701,2493551],[1660734,1911097,2510100],[1661171,2346036,2510201],[1665080,2145163,2512514],[1674350,2152651,2648194],[1698041,2173524,2532825],[1698860,2371129,2535234],[1709867,2184243,2541076],[1711831,2382051,2382125],[1749877,1994416,2560700],[1750314,1990134,2560801],[1753362,2408444,2562689],[1756490,1999514,2563838],[1760183,2412237,2567234],[1788202,2249669,2580533],[1798613,2039235,2586282],[1799050,2441536,2586383],[1801156,2256527,2700301],[1801403,2587819,2587822],[1802959,2258618,2588696],[1806011,2260996,2590864],[1820089,2059226,2598162],[1820526,2271796,2598263],[1824292,2456041,2602094],[1824435,2063431,2600576],[1833705,2283821,2714456],[1835534,2285757,2607483],[1836353,2464249,2465179],[1837762,2466466,2466469],[1842245,2470471,2611161],[1869948,1874893,2624963],[1877854,2490136,2626610],[1921915,2354438,2647131],[1923686,2152517,2648132],[1924123,2520590,2648233],[1928094,2356059,2650589],[1928913,2353839,2521830],[1936148,2163845,2654367],[1936585,2159563,2654468],[1938741,2364030,2749957],[1939633,2528970,2656356],[1942761,2168943,2657505],[1946454,2532763,2660901],[1950762,2536381,2536384],[1953172,2179491,2663254],[1953609,2375210,2663355],[1955715,2377656,2756436],[1955962,2664791,2664794],[1957375,2539564,2540426],[1957518,2183696,2665668],[1963932,2545774,2668892],[1972865,2389933,2672000],[1991802,2561059,2679543],[1997374,2408343,2681782],[2014267,2232821,2688978],[2014704,2228539,2689079],[2016860,2421939,2774348],[2020975,2577496,2691901],[2023354,2578300,2578303],[2025675,2242767,2693760],[2026112,2434699,2693861],[2037093,2437089,2698493],[2041669,2442445,2700335],[2045417,2440269,2590214],[2045560,2260449,2702407],[2048678,2053623,2705703],[2050954,2445392,2784203],[2055752,2450263,2785740],[2055999,2707056,2707059],[2056584,2597161,2707350],[2066916,2603589,2603628],[2070044,2281176,2713393],[2071815,2283687,2714394],[2072252,2608652,2714495],[2073737,2606633,2607421],[2079746,2470370,2718101],[2088176,2473712,2720743],[2097109,2620697,2723851],[2099488,2621501,2621504],[2101809,2309183,2725710],[2102246,2300846,2725811],[2105891,2625167,2727012],[2114824,2491496,2730120],[2118193,2324848,2630423],[2122536,2127481,2735003],[2124812,2497410,2804148],[2129610,2502281,2805685],[2129857,2736356,2736359],[2131338,2334341,2737151],[2133361,2639441,2737385],[2134723,2511640,2737720],[2135181,2639951,2639990],[2138199,2346945,2739018],[2142294,2510459,2740493],[2148330,2515527,2645982],[2148533,2349562,2742903],[2156459,2518571,2650527],[2161231,2523013,2748036],[2161665,2523218,2813648],[2163610,2655272,2655275],[2165931,2363896,2749895],[2166368,2533994,2749996],[2166803,2528869,2750275],[2176849,2662219,2662253],[2181925,2541740,2756470],[2186289,2542465,2821148],[2187403,2668487,2759365],[2196484,2548230,2761563],[2200274,2209752,2765838],[2201620,2551234,2823886],[2202891,2395206,2763971],[2204914,2676883,2764205],[2206276,2391114,2764540],[2206734,2677393,2677432],[2212844,2680335,2766677],[2221274,2564042,2769319],[2224024,2414274,2684936],[2230207,2569096,2772427],[2230641,2569301,2829649],[2232586,2689883,2689886],[2234907,2421805,2774286],[2235344,2413468,2774387],[2236530,2423105,2775054],[2238386,2577395,2775230],[2239638,2581596,2692236],[2239841,2432524,2775619],[2240253,2693278,2693312],[2246816,2580737,2777872],[2252118,2436799,2779774],[2252491,2585247,2698431],[2255749,2586641,2780980],[2258128,2443791,2702244],[2262508,2444751,2783907],[2264278,2591834,2837096],[2264531,2591903,2784141],[2265893,2599702,2784476],[2266351,2706213,2706252],[2269369,2457355,2785774],[2273464,2598521,2787249],[2276833,2458701,2711163],[2283452,2604435,2841754],[2288250,2609306,2843291],[2288423,2288497,2793488],[2295721,2613400,2795157],[2298671,2306257,2797744],[2301652,2616554,2796722],[2302086,2616759,2845372],[2302946,2478153,2797179],[2304802,2620596,2797355],[2306054,2474571,2724186],[2306669,2725228,2725262],[2310631,2726098,2726607],[2319712,2627419,2801444],[2322441,2495322,2731497],[2323502,2332980,2805719],[2326119,2496769,2803852],[2327889,2632074,2849672],[2328142,2632143,2804086],[2329504,2492677,2804421],[2329962,2735513,2735552],[2334074,2503334,2736980],[2336448,2511350,2806579],[2336821,2642958,2737658],[2343155,2641897,2808363],[2348291,2644901,2853482],[2348337,2515465,2742732],[2351585,2647335,2811005],[2353405,2521396,2745886],[2357659,2522400,2813301],[2359515,2651946,2813477],[2360767,2658568,2748371],[2360970,2531819,2813866],[2361382,2749413,2749447],[2367945,2657709,2816119],[2370695,2534800,2753429],[2376878,2662763,2819227],[2377312,2662968,2859245],[2379257,2380247,2758379],[2387065,2546489,2822469],[2390824,2397313,2824495],[2393506,2673308,2861933],[2393759,2673377,2823824],[2394939,2552447,2763800],[2397686,2549291,2764478],[2407663,2561608,2827085],[2411293,2418879,2829867],[2415568,2568483,2829302],[2417424,2686557,2829478],[2418676,2564901,2772762],[2419291,2773804,2773838],[2425223,2581534,2775448],[2429574,2694140,2832763],[2435505,2697294,2834328],[2435939,2697499,2868144],[2438655,2699240,2834961],[2440522,2590467,2782357],[2444484,2591396,2783736],[2446858,2599412,2837266],[2447231,2709220,2784414],[2453565,2708159,2839050],[2456294,2602347,2788626],[2461742,2712814,2872444],[2461995,2712883,2841692],[2463815,2464745,2792642],[2470988,2612469,2844193],[2472359,2720251,2874212],[2474509,2480271,2797573],[2476904,2721835,2845201],[2488628,2489451,2847816],[2489248,2625473,2800811],[2492387,2498876,2849842],[2496502,2631636,2803681],[2499249,2628480,2804359],[2514032,2741801,2879027],[2514285,2741870,2853420],[2524518,2658506,2813695],[2537950,2755050,2859074],[2539817,2540679,2820604],[2544222,2668400,2860798],[2546222,2669984,2822298],[2547421,2761308,2861360],[2561318,2561731,2863752],[2562104,2680920,2827023],[2564839,2570601,2829696],[2579384,2777380,2886699],[2583929,2778964,2867973],[2610809,2717846,2843620],[2622450,2623411,2875527],[2625411,2625793,2847645],[2641088,2808108,2878454],[2678428,2679191,2863179] ] cell #5333 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [716296],[825457],[934664],[941747],[1012120],[1056068],[1093756],[1136112],[1167790],[1181299],[1220417],[1253111],[1263049],[1285583],[1296227],[1349095],[1375105],[1382789],[1387687],[1415647],[1425807],[1448341],[1474493],[1503660],[1505562],[1512613],[1545471],[1551205],[1571481],[1579165],[1598338],[1633180],[1633466],[1634742],[1637251],[1669723],[1681709],[1698890],[1700792],[1707843],[1711861],[1720107],[1753657],[1758453],[1760218],[1760856],[1766014],[1790165],[1825007],[1825293],[1826569],[1829078],[1836383],[1838285],[1842540],[1855786],[1875777],[1877889],[1884447],[1906378],[1928943],[1939928],[1944724],[1946489],[1947127],[1952285],[1958090],[1958376],[1959652],[1963967],[1973160],[1986406],[1992097],[1997632],[2005343],[2021270],[2034516],[2046132],[2046418],[2054507],[2056619],[2063177],[2067211],[2073772],[2074410],[2080004],[2088211],[2097404],[2105926],[2115119],[2128365],[2133396],[2135476],[2142589],[2155835],[2156494],[2157132],[2161526],[2167061],[2174772],[2176884],[2183442],[2204949],[2207029],[2221309],[2224319],[2230502],[2238644],[2240288],[2246851],[2252526],[2256044],[2260195],[2264566],[2266646],[2273759],[2279294],[2287005],[2301947],[2305060],[2306704],[2322476],[2328177],[2330257],[2336856],[2337438],[2348680],[2351620],[2353700],[2361417],[2367980],[2370990],[2377173],[2393794],[2397721],[2398303],[2414569],[2419326],[2425566],[2435800],[2440557],[2447266],[2447848],[2456329],[2462030],[2464110],[2465040],[2473747],[2480614],[2495357],[2499284],[2499866],[2514320],[2521691],[2524861],[2535095],[2539852],[2540714],[2562139],[2564077],[2570944],[2580772],[2590502],[2602382],[2625202],[2626136],[2647370],[2657744] ] cell #5334 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1681437],[1765742],[1855514],[1952013],[1972165],[2005071],[2034244],[2087373],[2114124],[2141594],[2155563],[2174500],[2215831],[2220471],[2246013],[2255049],[2272764],[2286733],[2314801],[2350782],[2352705],[2362502],[2367142],[2376178],[2381498],[2420411],[2428652],[2439719],[2448654],[2459314],[2461192],[2463115],[2483700],[2500672],[2506301],[2508023],[2527947],[2535352],[2539014],[2555414],[2557136],[2574030],[2575678],[2576718],[2594363],[2596085],[2602898],[2618879],[2619919],[2634603],[2636325],[2637737],[2638784],[2652650],[2653690],[2675179],[2676226],[2687261],[2688301],[2691431],[2703999],[2705046],[2719782],[2723381],[2733299],[2734346],[2747566],[2760778],[2771957],[2794782], [1674209,2152848,2518139],[1725001,1971930,2195995],[1744618,1744632,1744857],[1801003,2256702,2587555],[1833564,2284018,2606201],[1879442,1879456,1879681],[1880671,2113889,2319223],[1885397,2118013,2322699],[1911272,2141359,2342666],[1923606,2352470,2518082],[1938600,2364227,2655698],[1955562,2377831,2664527],[1972070,2196102,2196760],[1975415,1975429,1975654],[1994591,2215596,2405595],[2004046,2223726,2412513],[2004838,2413771,2685823],[2016719,2422136,2690309],[2039410,2254814,2438166],[2049041,2446799,2704584],[2055599,2450438,2706792],[2058172,2058186,2058411],[2059401,2272529,2453076],[2064127,2276653,2456552],[2071735,2462880,2606144],[2087460,2087474,2088434],[2106149,2314888,2314902],[2114029,2319330,2319988],[2117312,2494206,2731855],[2117374,2117388,2117613],[2122899,2498817,2733884],[2129457,2502456,2736092],[2141499,2342773,2343431],[2144844,2144858,2145083],[2159583,2524217,2747884],[2159866,2524453,2748059],[2164020,2362267,2526121],[2165851,2527712,2655641],[2173475,2370397,2533039],[2174267,2534297,2754316],[2179666,2375943,2537461],[2184392,2380067,2540937],[2186148,2542662,2758802],[2186413,2542906,2667697],[2200637,2552009,2763244],[2213120,2215736,2405702],[2218357,2562537,2768505],[2220558,2220572,2221532],[2223614,2566467,2770771],[2228559,2570300,2772275],[2228842,2570536,2772450],[2232996,2420176,2572204],[2234827,2573795,2690252],[2242942,2428417,2578669],[2246100,2246114,2247074],[2254954,2438273,2438931],[2256926,2587657,2587707],[2258299,2258313,2258538],[2261145,2443611,2590725],[2261850,2592640,2704174],[2262627,2592737,2783989],[2263016,2592930,2784023],[2264789,2448741,2448755],[2272669,2453183,2453841],[2275952,2601231,2788984],[2276014,2276028,2276253],[2281539,2605842,2791013],[2285708,2464447,2607697],[2286500,2608955,2715343],[2287853,2609160,2717065],[2288097,2609481,2793221],[2291069,2611009,2794005],[2300866,2617205,2796570],[2301149,2617441,2796745],[2309358,2483465,2621870],[2317307,2626492,2800940],[2325461,2632880,2733474],[2326238,2632977,2803934],[2326627,2633170,2803968],[2328400,2500759,2500773],[2335023,2504578,2637912],[2347308,2645676,2810044],[2350869,2350883,2351843],[2352610,2518189,2518847],[2356010,2521098,2650803],[2356802,2520893,2649081],[2356917,2652408,2747532],[2358037,2652709,2813490],[2359791,2362407,2526228],[2365028,2656204,2815305],[2367229,2367243,2368203],[2370285,2660134,2817571],[2373899,2662013,2755754],[2375230,2663967,2819075],[2375513,2664203,2819250],[2376083,2537568,2538226],[2378055,2664629,2664679],[2379366,2666323,2756794],[2379428,2379442,2379667],[2384342,2668774,2821740],[2385775,2670752,2760953],[2392643,2673735,2823672],[2393032,2673928,2823706],[2394017,2557223,2557237],[2395888,2553691,2675354],[2407714,2681795,2827095],[2414826,2687019,2771923],[2415946,2687320,2829491],[2417700,2420316,2572311],[2423532,2575436,2691397],[2424922,2691749,2831611],[2426524,2692669,2776911],[2428557,2578776,2584205],[2434719,2697945,2834176],[2435002,2698181,2834351],[2436533,2585041,2699619],[2439806,2439820,2440780],[2442910,2589351,2700659],[2442972,2442986,2443211],[2443855,2703961,2783749],[2450662,2706894,2706944],[2451160,2707232,2838546],[2459078,2712092,2790428],[2460091,2713717,2841540],[2460480,2713910,2841574],[2461279,2461293,2462253],[2463020,2606251,2606909],[2464335,2716022,2791475],[2468712,2718114,2843730],[2469693,2719540,2794748],[2472207,2719929,2844480],[2475458,2619808,2619822],[2476137,2722195,2845214],[2477180,2483605,2621977],[2478580,2618637,2723347],[2479970,2723699,2845832],[2481572,2724619,2799036],[2487338,2728858,2728872],[2495580,2636412,2636426],[2495873,2733261,2803694],[2502680,2736194,2736244],[2503694,2637699,2736993],[2504868,2737267,2851336],[2505704,2638725,2642276],[2506065,2737858,2807578],[2508110,2508124,2514543],[2513169,2742228,2853268],[2513558,2742421,2853302],[2515168,2645830,2743672],[2515230,2515244,2516414],[2520986,2649760,2744719],[2525819,2748804,2749207],[2527852,2655748,2661177],[2528240,2750288,2856691],[2535545,2754448,2818757],[2536472,2755813,2859087],[2539101,2539115,2540075],[2544070,2759594,2821577],[2545117,2760740,2822311],[2547303,2761059,2861399],[2548609,2554817,2676167],[2549649,2675810,2675925],[2552807,2675141,2763813],[2553981,2764087,2862383],[2555178,2764678,2825494],[2560023,2768001,2768116],[2565788,2688190,2688204],[2567510,2573935,2690359],[2571902,2773195,2773598],[2575737,2775243,2866502],[2576545,2692084,2695080],[2576607,2576621,2582483],[2576911,2775735,2832388],[2579232,2777058,2867252],[2583162,2779324,2867986],[2584684,2584799,2585605],[2584929,2698313,2780510],[2593766,2704987,2708538],[2594127,2784614,2784949],[2596172,2596186,2602605],[2610691,2793862,2843659],[2614340,2619746,2724034],[2615387,2723913,2723996],[2618938,2797368,2874884],[2620112,2797860,2846609],[2623259,2799108,2799475],[2624306,2800538,2800621],[2627798,2634006,2734287],[2628838,2733930,2734045],[2634367,2804559,2804894],[2638368,2638483,2643316],[2638613,2737540,2740023],[2640970,2807859,2878493],[2645709,2645792,2646474],[2653517,2748219,2751215],[2653579,2653593,2659455],[2653883,2813982,2814255],[2671530,2676055,2764360],[2679073,2825724,2825985],[2680714,2681754,2768358],[2682722,2688128,2772610],[2683769,2772489,2772572],[2688494,2829983,2830256],[2691963,2692046,2696127],[2704630,2704745,2709578],[2704875,2784296,2786779],[2727820,2728796,2800659],[2729650,2734175,2804241],[2748098,2748181,2752262],[2767455,2768246,2826905], [1885485,2322922,2323865,2631198,2731291,2803125],[1990154,2403691,2561628,2679391,2767975,2826128],[2004115,2412388,2413488,2685587,2770127,2828693],[2064215,2456775,2457718,2711938,2788420,2840731],[2076788,2466936,2467095,2609705,2793323,2793373],[2104376,2485905,2625658,2726894,2800489,2847087],[2113176,2491850,2492697,2729968,2730505,2848276],[2117418,2493615,2494595,2732048,2802222,2849053],[2173544,2532914,2534014,2754080,2816927,2858289],[2184480,2541160,2542103,2665569,2819995,2820398],[2199385,2390287,2391134,2671848,2672385,2822929],[2211366,2559042,2680736,2766690,2826600,2863289],[2219759,2564355,2565086,2769201,2769622,2864202],[2261233,2442808,2588597,2590948,2781748,2836642],[2271816,2598875,2599722,2787097,2787634,2871048],[2276058,2600640,2601620,2789177,2839828,2871825],[2285777,2607572,2608672,2715107,2842165,2842500],[2299967,2474025,2474756,2720625,2721046,2844643],[2310002,2623221,2726102,2726620,2846797,2846945],[2318234,2627857,2628296,2801457,2801644,2876199],[2346056,2510813,2511660,2740341,2740878,2852525],[2356079,2520610,2648845,2650678,2811478,2855090],[2366430,2658022,2658753,2816001,2816422,2881296],[2379472,2665732,2666712,2756987,2859579,2859852],[2383168,2544032,2668500,2759369,2821598,2860808],[2391913,2548668,2549107,2761576,2761763,2861470],[2433820,2581050,2581781,2777754,2778175,2867415],[2437109,2441556,2586995,2698833,2780828,2868604],[2443016,2589740,2700852,2702471,2835466,2869381],[2452087,2708597,2709036,2839063,2839250,2888686],[2472169,2472851,2613413,2794972,2795161,2874222],[2512439,2642335,2642774,2808376,2808563,2878564],[2515712,2519711,2647648,2743167,2810887,2879477],[2579194,2579876,2694153,2832578,2832767,2886709],[2585063,2588621,2699678,2779932,2834974,2887371] ] cell #5335 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1320464],[1450804],[1503474],[1572736],[1581725],[1633254],[1653944],[1698704],[1702022],[1739265],[1760199],[1781183],[1813299],[1825081],[1827601],[1836197],[1864304],[1877870],[1894935],[1903861],[1925536],[1928757],[1935742],[1946470],[1958164],[1963948],[1983889],[2007001],[2013861],[2017545],[2043034],[2043173],[2046206],[2051990],[2056600],[2073665],[2073753],[2076886],[2093679],[2120197],[2120336],[2125848],[2133377],[2153318],[2154267],[2156475],[2157801],[2176430],[2176865],[2183290],[2183429],[2186462],[2189978],[2204930],[2225519],[2226468],[2226777],[2237144],[2240269],[2252319],[2252507],[2257184],[2278837],[2278976],[2284488],[2285437],[2287645],[2292220],[2303560],[2306685],[2313206],[2317365],[2323904],[2336649],[2336837],[2348521],[2361398],[2372190],[2373139],[2373448],[2373636],[2378313],[2384400],[2391438],[2397514],[2397702],[2404842],[2407944],[2419307],[2425407],[2426073],[2426261],[2437413],[2447059],[2447247],[2451218],[2457757],[2458931],[2468942],[2474083],[2480455],[2481121],[2481309],[2485963],[2493001],[2499077],[2499265],[2504926],[2505918],[2511964],[2524702],[2525368],[2525556],[2528470],[2548898],[2554039],[2555031],[2559272],[2561932],[2562120],[2564413],[2570785],[2571451],[2571639],[2575967],[2581108],[2588146],[2588334],[2592988],[2593980],[2600026],[2619168],[2623102],[2625977],[2628087],[2629642],[2630747],[2630935],[2633228],[2634220],[2642565],[2647706],[2648698],[2652939],[2658080],[2665118],[2665306],[2673986],[2678797],[2678967],[2682565],[2684475],[2685440],[2687550],[2699908],[2708827],[2710382],[2711487],[2711675],[2713968],[2714960],[2721729],[2722425],[2729374],[2729544],[2731198],[2742479],[2751058],[2752968],[2753933],[2756043],[2757598],[2762338],[2762508],[2778858],[2779554],[2782966],[2786503],[2786673],[2788327],[2792181],[2809138],[2809308],[2811991],[2812687],[2820305],[2835736],[2835906],[2836549] ] cell #5336 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1582550],[1711257],[1761074],[1828546],[1837642],[1885227],[1904806],[1947345],[1950642],[1984834],[2003863],[2023234],[2052935],[2063957],[2066488],[2074628],[2099368],[2111436],[2126793],[2134753],[2154263],[2157350],[2163490],[2173292],[2184222],[2189309],[2206306],[2226464],[2232466],[2235890],[2258008],[2258151],[2260975],[2265923],[2270076],[2285433],[2285525],[2288520],[2302306],[2324728],[2324871],[2329534],[2335980],[2352977],[2353818],[2355827],[2357019],[2373135],[2373490],[2379137],[2379280],[2382104],[2384804],[2396845],[2413846],[2414687],[2414928],[2423634],[2426115],[2436159],[2436305],[2440188],[2458581],[2458724],[2463387],[2464228],[2466237],[2469795],[2478682],[2481163],[2486367],[2489732],[2494988],[2505330],[2505476],[2514935],[2525410],[2534372],[2535213],[2535454],[2535600],[2539483],[2544491],[2549751],[2554443],[2554589],[2560125],[2562579],[2571493],[2576312],[2576820],[2576966],[2585707],[2593392],[2593538],[2596757],[2602013],[2602997],[2611051],[2614761],[2619513],[2620021],[2620167],[2623680],[2628940],[2633632],[2633778],[2638158],[2638883],[2643418],[2653284],[2653792],[2653938],[2656246],[2671890],[2675600],[2676325],[2679433],[2681380],[2681526],[2683143],[2687895],[2688403],[2688549],[2691791],[2695501],[2700761],[2700907],[2704420],[2705145],[2709680],[2723741],[2726572],[2728563],[2730010],[2731127],[2731957],[2732103],[2733720],[2734445],[2740383],[2744093],[2744818],[2747926],[2751636],[2756896],[2757042],[2763080],[2766373],[2766475],[2768879],[2770169],[2770870],[2772317],[2780870],[2787139],[2788256],[2789086],[2789232],[2790849],[2791574],[2796148],[2796612],[2801140],[2801242],[2802321],[2809880],[2815679],[2816969],[2817670],[2819117],[2820234],[2823285],[2823387],[2833754],[2834218],[2836478],[2838746],[2838848],[2839927],[2842542],[2852881],[2852983],[2854668],[2855132],[2859951],[2868960],[2869062],[2869480] ] cell #5337 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [716297],[825460],[934667],[941748],[1012123],[1056069],[1093759],[1136113],[1167793],[1181300],[1220418],[1253114],[1263050],[1285586],[1296228],[1349096],[1375108],[1382790],[1387688],[1415648],[1425808],[1448344],[1474494],[1503663],[1505563],[1512614],[1545472],[1551206],[1571484],[1579166],[1598339],[1633324],[1633467],[1634743],[1637252],[1669724],[1681710],[1698893],[1700793],[1707844],[1711864],[1720108],[1753658],[1758454],[1760219],[1761003],[1766015],[1790166],[1825151],[1825294],[1826570],[1829079],[1836386],[1838286],[1842541],[1855787],[1875778],[1877890],[1884450],[1906379],[1928946],[1939929],[1944725],[1946490],[1947274],[1952286],[1958234],[1958377],[1959653],[1963968],[1973161],[1986407],[1992098],[1997635],[2005344],[2021271],[2034517],[2046276],[2046419],[2054508],[2056620],[2063180],[2067212],[2073773],[2074557],[2080007],[2088212],[2097405],[2105927],[2115120],[2128366],[2133397],[2135477],[2142590],[2155836],[2156495],[2157279],[2161527],[2167064],[2174773],[2176885],[2183445],[2204950],[2207030],[2221310],[2224320],[2230503],[2238647],[2240289],[2246852],[2252527],[2256045],[2260198],[2264567],[2266647],[2273760],[2279297],[2287006],[2301948],[2305063],[2306705],[2322477],[2328178],[2330258],[2336857],[2337441],[2348683],[2351621],[2353701],[2361418],[2367981],[2370991],[2377174],[2393795],[2397722],[2398306],[2414570],[2419327],[2425569],[2435801],[2440558],[2447267],[2447851],[2456330],[2462031],[2464111],[2465041],[2473748],[2480617],[2495358],[2499285],[2499869],[2514321],[2521692],[2524864],[2535096],[2539853],[2540715],[2562140],[2564078],[2570947],[2580773],[2590503],[2602383],[2625203],[2626139],[2647371],[2657745] ] cell #5338 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [825952],[941806],[1056127],[1063754],[1136171],[1181997],[1220476],[1263747],[1296286],[1310260],[1349793],[1382848],[1392783],[1415706],[1426505],[1479589],[1505621],[1513311],[1517236],[1546169],[1556301],[1579224],[1603798],[1633525],[1635440],[1642347],[1674819],[1679608],[1700851],[1708541],[1716966],[1761218],[1761221],[1762429],[1763913],[1776571],[1795625],[1825352],[1827267],[1834174],[1838344],[1844046],[1859692],[1872636],[1878049],[1884464],[1885373],[1903237],[1947489],[1947492],[1948700],[1950184],[1958435],[1960350],[1964127],[1974666],[1983265],[1993603],[1997649],[2003865],[2022776],[2038422],[2046477],[2051366],[2056779],[2063194],[2064103],[2074772],[2074775],[2075983],[2080021],[2088371],[2098910],[2106086],[2111438],[2116625],[2125224],[2133556],[2144095],[2157494],[2157497],[2163032],[2167078],[2173294],[2177044],[2183459],[2184368],[2189311],[2196759],[2205109],[2213119],[2217402],[2221469],[2232008],[2238661],[2240448],[2247011],[2257550],[2260212],[2261121],[2264726],[2270078],[2275265],[2279311],[2285527],[2305077],[2306864],[2311582],[2319987],[2322636],[2324270],[2328337],[2335982],[2337455],[2343430],[2348697],[2351780],[2355829],[2359790],[2361577],[2368140],[2373492],[2378679],[2393954],[2396847],[2398320],[2402303],[2409294],[2412512],[2417699],[2419486],[2425583],[2426117],[2436307],[2438930],[2440717],[2447865],[2453840],[2456489],[2458123],[2462190],[2476092],[2477179],[2480631],[2481165],[2490462],[2493860],[2495517],[2499883],[2505478],[2514480],[2518846],[2524878],[2525412],[2529820],[2533038],[2538225],[2540012],[2540874],[2548608],[2550204],[2554591],[2567509],[2570961],[2571495],[2583117],[2584204],[2590662],[2593540],[2597487],[2600885],[2602542],[2606908],[2607696],[2626153],[2627797],[2633780],[2642275],[2643871],[2649715],[2650802],[2661176],[2665977],[2680713],[2681528],[2699618],[2701214],[2702716],[2708537] ] cell #5339 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1421454,1930900],[1508260,2009019],[1601393,2091567],[1703490,2178448],[1725345,2196200],[1761508,2224665],[1793220,2250207],[1850768,2296964],[1881015,2319428],[1911616,2342871],[1926933,2354976],[1947779,2371336],[1994935,2405800],[2000325,2409586],[2029498,2430817],[2039754,2438371],[2059745,2453281],[2075062,2465386],[2108625,2487632],[2150817,2516708],[2153036,2518287],[2164364,2526326],[2169754,2530112],[2180010,2537666],[2185837,2542278],[2233340,2572409],[2243286,2578874],[2256663,2587525],[2267265,2594657],[2279724,2603303],[2281987,2604770],[2284206,2606349],[2309702,2622075],[2330876,2634897],[2337868,2639189],[2339989,2640500],[2364415,2655846],[2373315,2661706],[2377792,2664497],[2398733,2676631],[2400854,2677942],[2422324,2690457],[2424552,2691604],[2425940,2692362],[2448278,2705451],[2450399,2706762],[2458785,2712003],[2479600,2723554],[2480988,2724312],[2500296,2734751],[2502417,2736062],[2504345,2737073],[2505772,2737769],[2523847,2747739],[2525235,2748497],[2553458,2763893],[2554885,2764589],[2569930,2772130],[2571318,2772888],[2575439,2775110],[2592407,2783829],[2593834,2784525],[2613363,2794955],[2618640,2797235],[2632647,2803774],[2634074,2804470],[2652411,2813357],[2670519,2822391],[2687022,2829358],[2719543,2844249], [1414314,1924056,2352541],[1465698,1971872,1971927],[1486481,1744629,1989947],[1544772,2041605,2439762],[1577832,2072185,2462951],[1627377,1879453,2112969],[1628456,2113831,2113886],[1660928,2141301,2141356],[1673898,2152464,2352467],[1689542,2166301,2527783],[1707144,2181861,2539057],[1729225,1975426,2199178],[1750071,2215538,2215593],[1773847,2235277,2573866],[1798807,2254756,2254811],[1809047,2265036,2593204],[1816110,2269305,2596128],[1819204,2058183,2271609],[1820283,2272471,2272526],[1833253,2283634,2462877],[1851997,2087471,2297832],[1871988,2312742,2314899],[1884895,2117385,2322406],[1885319,2117957,2493959],[1890683,2328647,2633444],[1897746,2332916,2636368],[1915496,2144855,2345849],[1931172,2360106,2652884],[1931680,2360188,2653114],[1936342,2362209,2362264],[1938289,2363843,2527709],[1953366,2375885,2375940],[1960118,2381948,2667533],[1972061,1972849,2390185],[1977282,2394264,2674202],[1991786,2215727,2403589],[2001554,2220569,2410454],[2004037,2224008,2566082],[2009291,2418015,2687495],[2009799,2418097,2687725],[2014461,2420118,2420173],[2016408,2421752,2573792],[2025869,2428359,2428414],[2030727,2246111,2431685],[2043634,2258310,2441349],[2047226,2444260,2592637],[2048163,2446128,2704277],[2048458,2446628,2704345],[2050718,2446595,2448752],[2063625,2276025,2456259],[2064049,2276597,2600984],[2069413,2462500,2714184],[2076476,2466769,2717108],[2091839,2477495,2722370],[2092347,2477577,2722600],[2102003,2483407,2483462],[2114020,2114808,2491748],[2119241,2629858,2732322],[2121084,2496278,2632877],[2122021,2498146,2733577],[2122316,2498646,2733645],[2124576,2498613,2500770],[2132182,2504099,2504575],[2141490,2142278,2510711],[2146711,2514790,2742695],[2152046,2350880,2517576],[2157668,2521956,2652343],[2159062,2523866,2747795],[2161215,2362398,2524115],[2170983,2367240,2530980],[2173466,2370679,2659749],[2178720,2538541,2755988],[2179228,2538623,2756218],[2183890,2379439,2540644],[2184314,2380011,2666076],[2191197,2545522,2670749],[2197075,2548843,2761762],[2199759,2551338,2762937],[2200054,2551838,2763005],[2201384,2551805,2557234],[2203735,2553212,2553688],[2213435,2559217,2766876],[2224937,2684420,2770946],[2225445,2567922,2771176],[2226644,2568039,2686954],[2228038,2569949,2772186],[2230191,2420307,2570198],[2237011,2574968,2575371],[2250479,2584520,2779499],[2250987,2584602,2779729],[2254945,2255733,2586893],[2257892,2439817,2588393],[2260166,2701126,2783182],[2260643,2442983,2590432],[2261067,2443555,2702815],[2261321,2591023,2703910],[2272660,2273448,2598773],[2277881,2710598,2789451],[2280661,2605171,2790706],[2280956,2605671,2790774],[2283216,2461290,2605638],[2285699,2464729,2715637],[2288577,2717237,2717297],[2292087,2611622,2719475],[2295267,2613493,2795130],[2297865,2614686,2795530],[2299515,2615792,2619819],[2300345,2616854,2796481],[2301636,2483596,2617103],[2303427,2618169,2618572],[2312775,2623605,2799619],[2314425,2624711,2728869],[2320303,2628032,2801643],[2322987,2630614,2802818],[2323282,2731052,2802886],[2324612,2630994,2636423],[2324932,2631263,2733210],[2334494,2637313,2637648],[2343746,2642510,2808562],[2346430,2645005,2809737],[2346725,2645505,2809805],[2348055,2508121,2645472],[2350406,2515241,2646879],[2352601,2353389,2648743],[2355248,2744894,2812632],[2355756,2519259,2745124],[2356001,2521380,2746435],[2371608,2752913,2817746],[2372116,2661589,2817976],[2374709,2663616,2818986],[2376074,2376862,2663865],[2379021,2539112,2665365],[2381295,2757261,2757814],[2382196,2542850,2758950],[2383819,2668580,2759338],[2385246,2669276,2760689],[2388094,2670850,2822598],[2389917,2554808,2671703],[2389936,2671759,2822803],[2391305,2672461,2675860],[2395359,2674755,2675090],[2403340,2679302,2826002],[2404709,2680004,2768051],[2407889,2681981,2827253],[2410487,2683068,2827653],[2412137,2684174,2688201],[2412967,2685294,2828604],[2414258,2573926,2685485],[2428548,2435489,2697843],[2429120,2694233,2832736],[2431718,2695426,2833136],[2433368,2576618,2696532],[2434198,2697594,2834087],[2436524,2586625,2780683],[2437280,2584734,2698909],[2439246,2699853,2835160],[2439891,2439951,2700390],[2441930,2588013,2781441],[2442225,2781509,2836403],[2454156,2708772,2839249],[2456840,2711354,2840424],[2457135,2788181,2840492],[2458465,2596183,2711734],[2463011,2463799,2715005],[2465658,2791650,2792126],[2466166,2607321,2791880],[2466411,2609442,2793191],[2468414,2717981,2793674],[2468887,2718300,2844051],[2472118,2613916,2844382],[2473502,2619589,2720431],[2474929,2721127,2723945],[2483998,2623170,2846826],[2485382,2726700,2799219],[2486809,2727396,2800570],[2489657,2729043,2847945],[2491480,2633997,2729823],[2491499,2729879,2848150],[2492868,2730581,2733980],[2505695,2510443,2740196],[2508620,2739343,2852194],[2510462,2740252,2852399],[2511831,2638418,2740954],[2515011,2647125,2810693],[2515885,2645741,2743248],[2517609,2744018,2854050],[2520089,2648552,2811389],[2527843,2534784,2753978],[2528415,2750474,2856849],[2531013,2751561,2857249],[2532663,2653590,2752667],[2533493,2753787,2858200],[2535819,2663597,2818930],[2539186,2539246,2756525],[2541225,2664985,2819688],[2541520,2819756,2820159],[2543646,2543981,2821479],[2544416,2759738,2861083],[2548370,2675928,2761443],[2558744,2766557,2825797],[2561043,2681745,2767628],[2562448,2768379,2863941],[2563832,2687971,2769007],[2565259,2769703,2772521],[2575912,2775429,2866823],[2576388,2580527,2777560],[2577185,2694103,2832561],[2579143,2694656,2867154],[2581954,2691995,2778256],[2584802,2699380,2834841],[2586644,2780739,2868478],[2593757,2598505,2786952],[2596257,2596317,2785829],[2596682,2786172,2870717],[2598524,2787008,2870922],[2599893,2704680,2787710],[2603073,2713387,2841380],[2608151,2714814,2842076],[2610920,2793879,2873980],[2619113,2797554,2875205],[2620386,2726053,2846782],[2624957,2728639,2800147],[2627559,2734048,2801324],[2636497,2636557,2805774],[2638083,2806538,2878177],[2638486,2642037,2808243],[2638959,2739012,2851987],[2653360,2657499,2815807],[2654157,2654710,2814428],[2656115,2815179,2881035],[2658926,2748130,2816503],[2661774,2755515,2858954],[2675525,2824454,2884375],[2676401,2765832,2863034],[2680475,2768119,2826498],[2688768,2689321,2830429],[2691660,2831485,2886467],[2692430,2776672,2867021],[2704748,2708299,2838930],[2705221,2705697,2837753],[2723610,2845706,2890921],[2724380,2798797,2875403],[2734521,2734997,2850329],[2748565,2748968,2856094],[2772956,2773359,2865761] ] cell #5340 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1064454],[1190308],[1311231],[1319685],[1393754],[1441828],[1480560],[1503542],[1524168],[1557272],[1571722],[1610730],[1633326],[1643318],[1652930],[1675790],[1686540],[1698772],[1738251],[1760203],[1763400],[1770845],[1774707],[1802557],[1812285],[1825153],[1835145],[1836265],[1857828],[1877874],[1886619],[1887539],[1893921],[1924522],[1928825],[1929266],[1946474],[1949671],[1957116],[1958236],[1963952],[1964759],[2005896],[2005987],[2007385],[2019120],[2036558],[2045358],[2046278],[2056604],[2065349],[2066269],[2072651],[2073757],[2076954],[2081578],[2095254],[2106718],[2111586],[2118243],[2133381],[2134188],[2156388],[2156479],[2175325],[2175416],[2176814],[2176869],[2185614],[2186534],[2189459],[2198316],[2204934],[2205741],[2214676],[2218292],[2240218],[2240273],[2252511],[2253894],[2259168],[2265358],[2270226],[2276883],[2287558],[2287649],[2291004],[2297777],[2306634],[2306689],[2312687],[2321544],[2328969],[2336130],[2336841],[2344987],[2348603],[2361347],[2361402],[2364963],[2373640],[2380297],[2390222],[2396995],[2397706],[2403626],[2407128],[2410399],[2419256],[2419311],[2424857],[2425489],[2426265],[2431630],[2440487],[2446540],[2447251],[2455397],[2459013],[2479905],[2480537],[2481313],[2485136],[2491785],[2493904],[2495287],[2498558],[2499269],[2506000],[2510748],[2517521],[2524152],[2524784],[2525560],[2530925],[2539782],[2551750],[2555113],[2558273],[2562124],[2563586],[2566119],[2570235],[2570867],[2571643],[2586930],[2588338],[2594062],[2598810],[2600929],[2602312],[2605583],[2616268],[2617140],[2626059],[2627088],[2629691],[2630939],[2634302],[2645417],[2648780],[2657253],[2659786],[2663902],[2665310],[2666021],[2672030],[2672864],[2679573],[2685522],[2697008],[2697880],[2702760],[2707828],[2710431],[2711679],[2715042],[2715674],[2730150],[2740523],[2741357],[2745600],[2746472],[2754015],[2757647],[2781010],[2781844],[2783015],[2787279] ] cell #5341 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1320456],[1450732],[1572664],[1581652],[1653872],[1701949],[1739193],[1761145],[1781110],[1813227],[1827602],[1864231],[1885301],[1894863],[1903862],[1925464],[1935669],[1947416],[1983890],[2003867],[2006929],[2013788],[2017546],[2042961],[2051991],[2064031],[2073593],[2074699],[2093680],[2111440],[2119255],[2120124],[2125849],[2153319],[2157421],[2157802],[2173296],[2176358],[2183217],[2184296],[2189313],[2189979],[2225427],[2225520],[2226778],[2237145],[2252320],[2260180],[2261049],[2270080],[2277895],[2278764],[2284489],[2285529],[2288591],[2292221],[2303561],[2313207],[2317366],[2322973],[2335984],[2336650],[2355738],[2355831],[2372098],[2372191],[2373449],[2373494],[2381309],[2382178],[2384401],[2391439],[2396849],[2397515],[2404843],[2407875],[2426074],[2426119],[2436309],[2437414],[2441916],[2447060],[2451219],[2456826],[2466148],[2466241],[2468873],[2474084],[2481122],[2481167],[2485964],[2493002],[2499078],[2504927],[2505480],[2511965],[2514997],[2525369],[2525414],[2528401],[2535604],[2541211],[2548829],[2554040],[2554593],[2559203],[2561933],[2564414],[2571452],[2571497],[2575898],[2576374],[2576970],[2581109],[2588147],[2592989],[2593542],[2600027],[2603059],[2619099],[2619575],[2620171],[2623103],[2628018],[2629643],[2630748],[2633229],[2633782],[2638945],[2642496],[2647707],[2652870],[2653346],[2653942],[2658081],[2665119],[2673987],[2676387],[2678781],[2681530],[2682566],[2684406],[2687481],[2687957],[2688553],[2699839],[2700911],[2705207],[2708758],[2710383],[2711488],[2713969],[2721730],[2722356],[2728625],[2729358],[2731163],[2732107],[2734507],[2742480],[2744880],[2751059],[2752899],[2755974],[2757046],[2757599],[2761748],[2762322],[2766862],[2770932],[2778859],[2779485],[2782967],[2786487],[2788292],[2789236],[2791636],[2792112],[2801629],[2808548],[2809122],[2811992],[2812618],[2817732],[2820270],[2835146],[2835720],[2836514],[2839235] ] cell #5342 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [716298],[825462],[934669],[941749],[1012125],[1056070],[1093761],[1136114],[1167795],[1181301],[1220419],[1253116],[1263051],[1285588],[1296229],[1349097],[1375110],[1382791],[1387689],[1415649],[1425809],[1448346],[1474495],[1503665],[1505564],[1512615],[1545473],[1551207],[1571486],[1579167],[1598340],[1633394],[1633468],[1634744],[1637253],[1669725],[1681711],[1698895],[1700794],[1707845],[1711866],[1720109],[1753659],[1758455],[1760220],[1761077],[1766016],[1790167],[1825221],[1825295],[1826571],[1829080],[1836388],[1838287],[1842542],[1855788],[1875779],[1877891],[1884454],[1906380],[1928948],[1939930],[1944726],[1946491],[1947348],[1952287],[1958304],[1958378],[1959654],[1963969],[1973162],[1986408],[1992099],[1997639],[2005345],[2021272],[2034518],[2046346],[2046420],[2054509],[2056621],[2063184],[2067213],[2073774],[2074631],[2080011],[2088213],[2097406],[2105928],[2115121],[2128367],[2133398],[2135478],[2142591],[2155837],[2156496],[2157353],[2161528],[2167068],[2174774],[2176886],[2183449],[2204951],[2207031],[2221311],[2224321],[2230504],[2238651],[2240290],[2246853],[2252528],[2256046],[2260202],[2264568],[2266648],[2273761],[2279301],[2287007],[2301949],[2305067],[2306706],[2322478],[2328179],[2330259],[2336858],[2337445],[2348687],[2351622],[2353702],[2361419],[2367982],[2370992],[2377175],[2393796],[2397723],[2398310],[2414571],[2419328],[2425573],[2435802],[2440559],[2447268],[2447855],[2456331],[2462032],[2464112],[2465042],[2473749],[2480621],[2495359],[2499286],[2499873],[2514322],[2521693],[2524868],[2535097],[2539854],[2540716],[2562141],[2564079],[2570951],[2580774],[2590504],[2602384],[2625204],[2626143],[2647372],[2657746] ] cell #5343 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [716299],[825463],[934670],[941746],[1012126],[1056067],[1093762],[1136111],[1167796],[1181230],[1220416],[1253117],[1262980],[1285589],[1296226],[1349026],[1375111],[1382788],[1386615],[1415646],[1425738],[1448347],[1473421],[1503666],[1505561],[1512544],[1545402],[1550133],[1571487],[1579164],[1587803],[1633462],[1633465],[1634673],[1636179],[1649095],[1668651],[1698896],[1700791],[1707774],[1711867],[1717995],[1734416],[1747918],[1753520],[1760214],[1761149],[1779630],[1825289],[1825292],[1826500],[1828006],[1836389],[1838284],[1842403],[1853674],[1862751],[1873665],[1877885],[1884458],[1904266],[1920687],[1928949],[1934189],[1939791],[1946485],[1947420],[1958372],[1958375],[1959583],[1963963],[1973023],[1984294],[1991960],[1997643],[2003231],[2012308],[2021133],[2032404],[2046414],[2046417],[2052395],[2056615],[2063188],[2067074],[2073768],[2074703],[2080015],[2088207],[2097267],[2105922],[2110541],[2114982],[2126253],[2133392],[2135339],[2142452],[2153723],[2156490],[2157425],[2161389],[2167072],[2172660],[2176880],[2183453],[2204945],[2206892],[2212032],[2221305],[2224182],[2225924],[2230365],[2238655],[2240284],[2246847],[2252522],[2255907],[2260206],[2264562],[2266509],[2273622],[2279305],[2284893],[2301810],[2305071],[2306700],[2311079],[2318900],[2322472],[2328173],[2330120],[2336852],[2337449],[2348691],[2351616],[2353563],[2361413],[2367976],[2370853],[2372595],[2377036],[2392579],[2393790],[2397717],[2398314],[2408791],[2412622],[2414432],[2419322],[2425577],[2435663],[2440553],[2447262],[2447859],[2452753],[2456325],[2462026],[2463973],[2464903],[2473743],[2475589],[2480625],[2495353],[2499280],[2499877],[2513105],[2514316],[2521554],[2524872],[2529317],[2533148],[2534958],[2539848],[2540710],[2562135],[2564073],[2570955],[2580768],[2582614],[2589287],[2590498],[2602378],[2607806],[2625198],[2626147],[2647366],[2649212],[2650912],[2657740] ] cell #5344 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [716300],[825519],[934786],[941810],[1012242],[1056196],[1093878],[1116394],[1136240],[1167912],[1181238],[1220545],[1243486],[1253233],[1262988],[1285705],[1296355],[1308221],[1349034],[1372132],[1375227],[1382917],[1386623],[1415775],[1425746],[1438716],[1448463],[1449503],[1473429],[1495359],[1504773],[1505690],[1512552],[1545410],[1549611],[1550141],[1568508],[1571603],[1579293],[1580372],[1586839],[1587811],[1634589],[1634681],[1636187],[1649103],[1668659],[1678141],[1679058],[1690589],[1700003],[1700920],[1707782],[1708888],[1711983],[1718003],[1734424],[1747926],[1753528],[1761324],[1778666],[1779638],[1804940],[1805032],[1826416],[1826508],[1828014],[1828082],[1837496],[1838413],[1842411],[1853682],[1861787],[1862759],[1873673],[1877944],[1904274],[1904342],[1918953],[1920695],[1926749],[1934197],[1939799],[1947595],[1959499],[1959591],[1964022],[1973031],[1984302],[1984370],[1991968],[2003239],[2012316],[2021141],[2022071],[2032412],[2036683],[2052403],[2052471],[2056674],[2067082],[2074878],[2088266],[2097275],[2098205],[2105981],[2110549],[2114990],[2126261],[2126329],[2133451],[2134313],[2135347],[2142460],[2153731],[2161397],[2162327],[2172668],[2176939],[2205004],[2205866],[2206900],[2212040],[2221364],[2224190],[2225932],[2230373],[2231303],[2240343],[2246906],[2255915],[2264621],[2265483],[2266517],[2273630],[2284901],[2301818],[2306759],[2311141],[2316728],[2318908],[2322531],[2328232],[2329094],[2330128],[2351675],[2353571],[2361472],[2368035],[2370861],[2372603],[2377044],[2392587],[2393849],[2407253],[2408853],[2412741],[2414440],[2419381],[2435671],[2440612],[2452761],[2456384],[2462085],[2463981],[2464911],[2474295],[2475651],[2486175],[2495412],[2513113],[2514375],[2521562],[2529379],[2533267],[2534966],[2539907],[2540769],[2564625],[2581320],[2582676],[2589295],[2590557],[2602437],[2607925],[2647918],[2649274],[2651031],[2658292] ] cell #5345 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [716301],[825464],[934671],[941745],[1012127],[1056066],[1093763],[1136110],[1167797],[1181229],[1220415],[1253118],[1262979],[1285590],[1296225],[1349025],[1373148],[1375112],[1382787],[1386614],[1415645],[1425737],[1448348],[1473420],[1503545],[1503667],[1505560],[1512543],[1545401],[1550132],[1569524],[1571488],[1579163],[1587802],[1632439],[1633464],[1634672],[1636178],[1649094],[1668650],[1698775],[1698897],[1700790],[1707773],[1709904],[1711868],[1717994],[1734415],[1747917],[1753336],[1753519],[1760213],[1779629],[1806048],[1824266],[1825291],[1826499],[1828005],[1836268],[1836390],[1838283],[1842219],[1842402],[1853673],[1862750],[1873664],[1877884],[1904265],[1920686],[1928828],[1928950],[1934188],[1939607],[1939790],[1946484],[1957349],[1958374],[1959582],[1963962],[1973022],[1984293],[1991959],[2003230],[2012307],[2020949],[2021132],[2032403],[2045391],[2046416],[2052394],[2056614],[2066890],[2067073],[2073767],[2088206],[2097083],[2097266],[2105921],[2110540],[2114981],[2126252],[2133391],[2135155],[2135338],[2142451],[2148304],[2153722],[2156489],[2161388],[2172659],[2176879],[2204944],[2206708],[2206891],[2212031],[2221304],[2224181],[2225923],[2230364],[2239612],[2240283],[2246846],[2252521],[2255906],[2264561],[2266325],[2266508],[2273621],[2284892],[2301809],[2306028],[2306699],[2311078],[2318899],[2322471],[2328172],[2329936],[2330119],[2336851],[2351615],[2353562],[2360741],[2361412],[2367975],[2370852],[2372594],[2377035],[2392578],[2393789],[2397716],[2408790],[2412621],[2414431],[2418650],[2419321],[2435662],[2440552],[2447261],[2452752],[2456324],[2462025],[2463972],[2464902],[2473742],[2475588],[2489222],[2495352],[2499279],[2513104],[2514315],[2521553],[2529316],[2533147],[2534957],[2539847],[2540709],[2562134],[2564072],[2580767],[2582613],[2589286],[2590497],[2602377],[2607805],[2625197],[2647365],[2649211],[2650911],[2657739] ] cell #5346 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [716302],[825520],[934787],[941809],[1012243],[1056195],[1093879],[1116395],[1136239],[1167913],[1181237],[1220544],[1243485],[1253234],[1262987],[1285706],[1296354],[1308222],[1349033],[1372131],[1375228],[1382916],[1386622],[1415774],[1425745],[1438715],[1448464],[1449504],[1473428],[1495358],[1504774],[1505689],[1512551],[1545409],[1549612],[1550140],[1568507],[1571604],[1579292],[1580371],[1586838],[1587810],[1634588],[1634680],[1636186],[1649102],[1668658],[1678142],[1679057],[1690588],[1700004],[1700919],[1707781],[1708887],[1711984],[1718002],[1734423],[1747925],[1753527],[1761323],[1778665],[1779637],[1804939],[1805031],[1826415],[1826507],[1828013],[1828081],[1837497],[1838412],[1842410],[1853681],[1861786],[1862758],[1873672],[1877943],[1904273],[1904341],[1918952],[1920694],[1926748],[1934196],[1939798],[1947594],[1959498],[1959590],[1964021],[1973030],[1984301],[1984369],[1991967],[2003238],[2012315],[2021140],[2022070],[2032411],[2036682],[2052402],[2052470],[2056673],[2067081],[2074877],[2088265],[2097274],[2098204],[2105980],[2110548],[2114989],[2126260],[2126328],[2133450],[2134312],[2135346],[2142459],[2153730],[2161396],[2162326],[2172667],[2176938],[2205003],[2205865],[2206899],[2212039],[2221363],[2224189],[2225931],[2230372],[2231302],[2240342],[2246905],[2255914],[2264620],[2265482],[2266516],[2273629],[2284900],[2301817],[2306758],[2311140],[2316727],[2318907],[2322530],[2328231],[2329093],[2330127],[2351674],[2353570],[2361471],[2368034],[2370860],[2372602],[2377043],[2392586],[2393848],[2407252],[2408852],[2412740],[2414439],[2419380],[2435670],[2440611],[2452760],[2456383],[2462084],[2463980],[2464910],[2474294],[2475650],[2486174],[2495411],[2513112],[2514374],[2521561],[2529378],[2533266],[2534965],[2539906],[2540768],[2564624],[2581319],[2582675],[2589294],[2590556],[2602436],[2607924],[2647917],[2649273],[2651030],[2658291] ] cell #5347 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [917488,2159270],[997516,2228246],[1084692,2300553],[1183787,2374917],[1206211,2389787],[1244047,2413175],[1276519,2434406],[1334870,2473402],[1368583,2491350],[1401441,2510313],[1417415,2520297],[1439277,2533701],[1492462,2560913],[1498388,2563732],[1531246,2580427],[1542967,2586495],[1564959,2598375],[1580933,2608359],[1621847,2624857],[1671756,2647025],[1674627,2518388],[1687692,2654580],[1693618,2657399],[1705339,2663467],[1711437,2381551],[1771997,2689191],[1784459,2693973],[1800838,2587325],[1813674,2705597],[1829663,2459945],[1831111,2713287],[1833982,2606450],[1867580,2725923],[1895310,2734897],[1906963,2507564],[1907305,2738912],[1939018,2655947],[1951053,2535887],[1955397,2664297],[1986991,2556677],[1987333,2765732],[2017137,2690558],[2018725,2775004],[2024635,2577806],[2055092,2595626],[2055434,2706562],[2067594,2603371],[2094859,2797129],[2100769,2621007],[2128950,2635866],[2129292,2735862],[2131298,2637159],[2136789,2639733],[2158981,2746950],[2164891,2654778],[2202851,2674601],[2208342,2677175],[2227957,2771341],[2233867,2689389],[2236730,2690973],[2262468,2703421],[2267959,2705995],[2294111,2794269],[2303146,2722923],[2326079,2732721],[2331570,2735295],[2357859,2747108],[2387025,2760535],[2415768,2771499],[2471188,2794597], 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4,2697076],[2250350,2578962,2583733],[2260081,2260153,2590037],[2261719,2451909,2786321],[2268125,2595613,2838022],[2274226,2599612,2839370],[2277796,2277868,2601917],[2280850,2604345,2604977],[2288564,2467157,2717438],[2292555,2293266,2718954],[2295565,2613693,2613712],[2297171,2475327,2475959],[2303895,2482167,2798208],[2308321,2621414,2846424],[2310475,2622612,2622631],[2311449,2487207,2487839],[2318056,2325330,2729192],[2318805,2319516,2493336],[2323176,2323231,2630333],[2331736,2635853,2850598],[2334892,2506802,2807075],[2341499,2736539,2739565],[2342959,2512299,2513010],[2346619,2640707,2644811],[2355119,2355179,2650331],[2356885,2528713,2750568],[2363034,2655185,2856316],[2371479,2371539,2660705],[2381210,2381282,2667009],[2385644,2386276,2760275],[2389418,2549617,2550170],[2395757,2555915,2824991],[2402269,2559991,2560544],[2408187,2414794,2682075],[2409161,2409793,2565657],[2420943,2689796,2865983],[2423500,2577239,2776014],[2429418,2694433,2694452],[2431024,2582352,2582984],[2437748,2438459,2589192],[2442119,2442174,2702154],[2452658,2453369,2600361],[2457029,2457084,2711073],[2465529,2465589,2716593],[2469661,2470214,2718885],[2478548,2620440,2798139],[2490428,2490981,2628806],[2509944,2643284,2643837],[2516283,2516915,2649582],[2529687,2530319,2659324],[2541414,2541469,2758289],[2585573,2586126,2701180],[2597453,2598006,2709546] ] cell #5348 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [731400],[750337],[871656],[900829],[919766],[992747],[999794],[1030395],[1050386],[1085930],[1116190],[1157182],[1179018],[1186065],[1206350],[1243330],[1245285],[1277757],[1284501],[1308017],[1317297],[1318287],[1334876],[1368722],[1401580],[1414241],[1418653],[1438560],[1440515],[1447259],[1449299],[1465475],[1492601],[1498394],[1531252],[1543106],[1549407],[1560443],[1565098],[1577759],[1580216],[1582171],[1621853],[1628233],[1633497],[1646489],[1660705],[1671762],[1674766],[1678902],[1687831],[1689469],[1693624],[1705478],[1711779],[1745098],[1749848],[1760492],[1772136],[1773774],[1784598],[1798584],[1800844],[1801614],[1808974],[1813680],[1820060],[1825324],[1831117],[1834121],[1838257],[1838316],[1867719],[1869919],[1879922],[1884672],[1890610],[1895316],[1907311],[1923657],[1923847],[1931369],[1936119],[1939157],[1946763],[1953143],[1955403],[1956173],[1958407],[1960045],[1975895],[1977209],[1987339],[1989748],[1999485],[2009488],[2014238],[2017276],[2018731],[2025646],[2041397],[2046449],[2048649],[2055440],[2056210],[2058652],[2063402],[2069340],[2071786],[2071976],[2074046],[2091000],[2092036],[2094865],[2101780],[2112770],[2119168],[2122507],[2129298],[2130068],[2131309],[2145324],[2146638],[2156768],[2158987],[2165902],[2166092],[2168914],[2178917],[2181653],[2183667],[2197927],[2198979],[2200245],[2202862],[2225134],[2227963],[2234878],[2235068],[2236321],[2249640],[2250676],[2253505],[2258779],[2260093],[2260420],[2262479],[2263319],[2269097],[2271410],[2277808],[2281147],[2288708],[2294117],[2298642],[2302737],[2321155],[2323473],[2326090],[2326930],[2332708],[2344598],[2345650],[2346916],[2349533],[2354409],[2355445],[2357450],[2358619],[2371805],[2381222],[2381739],[2387036],[2390615],[2393335],[2406739],[2411264],[2415359],[2416528],[2432495],[2436590],[2441150],[2442416],[2444893],[2455008],[2457326],[2460783],[2465855],[2466561],[2467169],[2470779],[2476719],[2488599],[2492178],[2496911],[2511141],[2513861],[2531790],[2537054],[2541711],[2543490],[2550735],[2561109],[2583744],[2599203],[2603936],[2613760],[2622679],[2644402],[2694500] ] cell #5349 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1552031],[1638077],[1730049],[1829904],[1851009],[1885719],[1916320],[1971940],[2000566],[2029739],[2044458],[2064449],[2108866],[2113899],[2141369],[2151058],[2169995],[2184714],[2215606],[2254824],[2256904],[2267506],[2272539],[2282228],[2287831],[2331117],[2340230],[2352480],[2362277],[2373877],[2375953],[2378033],[2401095],[2420186],[2426502],[2428427],[2450640],[2458812],[2462890],[2481550],[2483475],[2502658],[2504588],[2505799],[2525797],[2527722],[2535332],[2553701],[2554912],[2571880],[2573805],[2575466],[2576698],[2592650],[2593861],[2618667],[2619899],[2632890],[2634101],[2637717],[2652438],[2653670],[2670762],[2675159],[2687049],[2688281],[2703979],[2719570],[2733279],[2760758], 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[1761260,2225481,2412940,2567937,2684663,2771189],[1869977,2312564,2488657,2623632,2728022,2799646],[1884730,2323531,2493781,2630816,2731079,2802913],[1947531,2372152,2533466,2661604,2753156,2817989],[1960389,2382232,2542795,2542865,2758908,2758963],[1990095,2403564,2561569,2679371,2767603,2826108],[1999543,2410276,2411322,2682924,2683095,2827680],[2004056,2413429,2566057,2685460,2770107,2828673],[2063460,2457384,2600806,2711556,2788208,2840519],[2074814,2466202,2607336,2608124,2791893,2792369],[2091058,2297654,2298700,2614542,2614713,2795557],[2103967,2485692,2625220,2726850,2800036,2847012],[2113117,2491723,2492638,2729798,2729948,2848256],[2157536,2355792,2519274,2651230,2745137,2812875],[2168972,2530802,2531848,2751417,2751588,2857276],[2173485,2533955,2659724,2753953,2816907,2858269],[2183725,2541769,2665187,2665898,2819783,2820186],[2199326,2390160,2391075,2671678,2671828,2822909],[2210226,2558721,2678369,2679029,2825701,2825910],[2219350,2564142,2564648,2768896,2769157,2864127],[2249698,2431507,2432553,2695282,2695453,2833163],[2260478,2442474,2588215,2702637,2781536,2836430],[2271757,2598748,2599663,2786927,2787077,2871028],[2285718,2608613,2714980,2715612,2842145,2842480],[2289659,2468391,2610647,2717787,2793787,2843636],[2299558,2473812,2474318,2720320,2720581,2844568],[2345997,2510686,2511601,2740171,2740321,2852505],[2349591,2354467,2517398,2743874,2744045,2854077],[2356020,2520551,2648718,2746410,2811458,2855070],[2366021,2657809,2658315,2815696,2815957,2881221],[2388071,2388877,2547259,2760984,2761249,2861376],[2433411,2580837,2581343,2777449,2777710,2867340],[2437050,2441497,2586868,2780658,2780808,2868584],[2508597,2509403,2640926,2807784,2808049,2878470],[2515274,2519302,2647435,2810582,2810843,2879402] ] cell #5350 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1552034],[1638080],[1730052],[1829907],[1851012],[1885722],[1916323],[1971786],[2000569],[2029742],[2044461],[2064452],[2108869],[2113745],[2141215],[2151061],[2169998],[2184717],[2215452],[2254670],[2256907],[2267509],[2272385],[2282231],[2287834],[2331120],[2340233],[2352326],[2362123],[2373880],[2375799],[2378036],[2401098],[2420032],[2426505],[2428273],[2450643],[2458841],[2462736],[2481553],[2483321],[2502661],[2503642],[2505828],[2525800],[2527568],[2535356],[2552755],[2554941],[2571883],[2573651],[2574744],[2576722],[2591704],[2593890],[2617945],[2619923],[2631944],[2634130],[2637121],[2651716],[2653694],[2670292],[2674563],[2686327],[2688305],[2703383],[2719251],[2732683],[2760497], [1355658,1616359,1869759],[1497184,1754998,1999325],[1596257,1850698,2087222],[1600273,1854450,2090840],[1692414,1941269,2168754],[1725206,1972031,2196982],[1756372,2000255,2220320],[1760388,2004007,2223938],[1760873,1761170,2224252],[1788084,2029428,2245862],[1792100,2033180,2249480],[1801337,2041634,2439676],[1850885,1850903,2297741],[1874775,2108555,2314650],[1880876,2113990,2320210],[1884634,1884652,2322320],[1885466,2502862,2631179],[1911477,2141460,2343653],[1921797,2150747,2350631],[1924154,2152829,2518038],[1925813,2154499,2354249],[1942643,2169684,2366991],[1946659,2173436,2370609],[1947144,1947441,2370923],[1955896,2181890,2538971],[1994796,2213342,2215697],[2000442,2000460,2410363],[2003889,2573450,2685350],[2029615,2029633,2431594],[2039615,2254915,2439153],[2041237,2041551,2439568],[2053505,2267195,2448503],[2055933,2269334,2596042],[2059606,2272630,2454063],[2063364,2063382,2456173],[2064196,2450844,2711919],[2069926,2281917,2461041],[2072283,2283999,2606100],[2073942,2285669,2464659],[2074427,2074724,2464973],[2076586,2466798,2717022],[2076769,2288319,2609686],[2108742,2108760,2312651],[2111462,2631406,2729254],[2117229,2635992,2731859],[2127363,2330806,2500521],[2129791,2332945,2636282],[2138081,2339919,2507872],[2150934,2150952,2517485],[2152897,2352571,2519069],[2153050,2352718,2648365],[2156664,2355971,2521310],[2157149,2157446,2521624],[2164225,2360013,2362368],[2164608,2360217,2652254],[2166399,2364208,2655597],[2169871,2169889,2530889],[2173318,2527367,2753843],[2179871,2376044,2538448],[2180254,2538652,2755358],[2181493,2181807,2538863],[2183629,2183647,2540558],[2184461,2378237,2665550],[2185851,2381511,2667318],[2186185,2542643,2758701],[2189335,2669419,2760337],[2209634,2400784,2556985],[2218229,2685992,2768626],[2233201,2417922,2420277],[2233584,2418126,2686865],[2235375,2422117,2690208],[2238287,2423989,2574866],[2243147,2428518,2584427],[2243530,2584631,2779272],[2252751,2436494,2586062],[2256780,2256798,2588302],[2257108,2261214,2588578],[2260382,2260400,2590346],[2267382,2267400,2446504],[2267413,2446416,2703718],[2267710,2446780,2703840],[2268937,2269251,2595934],[2270102,2591166,2786383],[2275869,2595752,2788988],[2279738,2459327,2712684],[2282104,2282122,2605547],[2282135,2605459,2790147],[2282432,2605823,2790269],[2284067,2462981,2607131],[2284220,2463128,2714627],[2285551,2462535,2714870],[2290941,2718643,2794425],[2304703,2479037,2618067],[2309563,2477402,2483566],[2309946,2477606,2722143],[2317118,2732371,2800963],[2330993,2331011,2498522],[2331024,2498434,2733018],[2331321,2498798,2733140],[2332548,2332862,2636174],[2335182,2503834,2637051],[2336006,2637456,2807137],[2337081,2505665,2643773],[2337882,2506314,2738785],[2340106,2340124,2645381],[2340137,2645293,2809513],[2340434,2645657,2809635],[2348431,2514818,2646614],[2348917,2348935,2646422],[2352125,2355853,2648608],[2357374,2359416,2651838],[2361922,2523980,2747260],[2362357,2524089,2747330],[2364276,2527813,2661399],[2364429,2527960,2750128],[2364900,2651381,2815426],[2373516,2535435,2754820],[2375598,2663730,2818451],[2376033,2663839,2818521],[2377909,2377927,2665274],[2379283,2538681,2756798],[2384153,2759967,2821987],[2396047,2552947,2674493],[2396871,2674898,2825053],[2397946,2550106,2554778],[2398747,2555427,2765605],[2400971,2400989,2551714],[2401002,2551626,2762713],[2401299,2551990,2762835],[2415283,2417325,2686449],[2419831,2570063,2771651],[2420266,2570172,2771721],[2422185,2567732,2573896],[2422338,2574043,2774519],[2424089,2575013,2690883],[2424794,2691195,2832031],[2425317,2576195,2696267],[2425803,2425821,2696075],[2426141,2576801,2776380],[2428072,2697708,2833825],[2428507,2697817,2833895],[2436061,2584665,2698954],[2436140,2436331,2698685],[2439386,2442827,2700663],[2443995,2445592,2703313],[2447491,2593727,2710035],[2448292,2594376,2785541],[2448321,2592741,2783530],[2450516,2450534,2711643],[2450971,2703071,2838569],[2458950,2602959,2789812],[2460859,2713721,2841081],[2470150,2472034,2719373],[2479137,2618214,2722833],[2479842,2723145,2846252],[2480365,2615527,2619396],[2480851,2480869,2615335],[2481189,2620002,2798505],[2483120,2616968,2796219],[2483555,2617077,2796289],[2496013,2497610,2732613],[2499509,2629295,2633967],[2500310,2634616,2805486],[2500339,2632981,2803475],[2502534,2502552,2630903],[2503104,2739627,2852269],[2504679,2736774,2851583],[2505232,2638349,2740999],[2505311,2505502,2740730],[2505937,2638845,2807297],[2507690,2742232,2853027],[2514897,2515046,2743056],[2522001,2523384,2747018],[2524612,2653167,2752402],[2525098,2525116,2752210],[2525436,2653773,2814627],[2545257,2546698,2760427],[2552217,2671134,2822673],[2553792,2763594,2862630],[2554345,2672506,2675791],[2554424,2554615,2672237],[2555050,2676287,2825213],[2556803,2673739,2823431],[2560480,2562364,2681715],[2568084,2569467,2771409],[2570695,2683909,2687778],[2571181,2571199,2683717],[2571519,2688384,2830628],[2574409,2777179,2867233],[2576274,2576423,2778064],[2593294,2704611,2787755],[2593373,2593564,2787486],[2593999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[1761257,2412939,2422568,2567936,2685836,2770719],[1850916,2297653,2480882,2614541,2721270,2796129],[1884665,2493780,2502565,2630815,2731938,2802594],[1947528,2364659,2533465,2661603,2754329,2817519],[1960386,2186371,2542794,2542864,2667710,2821319],[1972020,2390159,2554767,2671677,2762105,2823349],[2000473,2410275,2571212,2682923,2768860,2769846],[2003996,2566056,2573885,2685459,2770832,2828412],[2029646,2425834,2431506,2695281,2778399,2833735],[2063395,2450547,2600805,2711555,2789067,2840200],[2074811,2284450,2607335,2608123,2715356,2843092],[2087040,2473836,2619376,2720322,2795759,2844890],[2108773,2312563,2626404,2726553,2727539,2728021],[2113979,2491722,2633956,2729797,2801204,2801986],[2141449,2505654,2510685,2740170,2808905,2852945],[2150965,2348948,2517397,2743391,2743873,2854649],[2153280,2157533,2519273,2649094,2651229,2812405],[2169902,2525129,2530801,2751416,2815660,2816646],[2173425,2527802,2659723,2753952,2817632,2858008],[2183660,2377940,2665186,2665897,2756877,2860224],[2193890,2547944,2674251,2761082,2822644,2861381],[2215686,2403563,2681704,2766437,2767219,2767602],[2220138,2564166,2687758,2768898,2827260,2827882],[2245680,2576175,2580861,2777451,2833365,2867662],[2254904,2436483,2586867,2780274,2780657,2869024],[2256811,2260413,2588214,2700742,2702636,2836111],[2272619,2593716,2598747,2786926,2838810,2839592],[2285658,2462970,2714979,2715611,2791536,2873332],[2290236,2467988,2717620,2718331,2793720,2843641],[2314468,2485716,2728426,2799226,2799848,2800038],[2340561,2636809,2641611,2807882,2852240,2878475],[2350449,2514798,2647459,2810394,2810584,2879724],[2352560,2355960,2648717,2744780,2746409,2854809],[2366809,2653147,2657833,2815698,2856856,2857478],[2401475,2402858,2766126,2766196,2766907,2825706] ] cell #5351 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1681447],[1765752],[1855524],[1952023],[1972175],[2005081],[2034254],[2087380],[2114134],[2141604],[2155573],[2174510],[2215841],[2220478],[2246020],[2255059],[2272774],[2286743],[2314808],[2350789],[2352715],[2362512],[2367149],[2376188],[2381508],[2420421],[2428662],[2439726],[2448661],[2459324],[2461199],[2463125],[2483710],[2500679],[2506311],[2508030],[2527957],[2535406],[2539021],[2555424],[2557143],[2574040],[2575685],[2576772],[2594373],[2596092],[2602935],[2618886],[2619973],[2634613],[2636332],[2637791],[2638821],[2652657],[2653744],[2675233],[2676263],[2687268],[2688355],[2691468],[2704053],[2705083],[2719789],[2723418],[2733353],[2734383],[2747603],[2760832],[2771994],[2794819], [1486217,1744619,1744867],[1627113,1879443,1879691],[1674358,2152841,2518146],[1725011,1725076,2195996],[1728961,1975416,1975664],[1801151,2256712,2587556],[1818940,2058173,2058421],[1833713,2284011,2606208],[1850882,2087461,2088444],[1880681,1880746,2319224],[1884631,2117375,2117623],[1885243,1885393,2322709],[1911282,1911347,2342667],[1915232,2144845,2145093],[1923616,2152767,2518083],[1938749,2364220,2655705],[1955710,2377841,2664528],[1972054,1972066,2196767],[1994601,1994666,2405596],[2000439,2220559,2221542],[2004030,2004042,2412520],[2004834,2414703,2685833],[2016868,2422129,2690316],[2029612,2246101,2247084],[2039420,2039485,2438167],[2043370,2258300,2258548],[2050962,2446792,2704591],[2055747,2450448,2706793],[2059411,2059476,2453077],[2063361,2276015,2276263],[2063973,2064123,2456562],[2071745,2283937,2606145],[2106159,2108739,2314889],[2114013,2114025,2319995],[2117266,2495000,2731909],[2124820,2498810,2733891],[2129605,2502466,2736093],[2141483,2141495,2343438],[2150931,2350870,2351853],[2161363,2524126,2747938],[2161660,2524463,2748060],[2164030,2164095,2526122],[2165861,2364146,2655642],[2169868,2367230,2368213],[2173459,2173471,2533046],[2174263,2535229,2754326],[2179676,2179741,2537462],[2183626,2379429,2379677],[2184238,2184388,2540947],[2186297,2542655,2758809],[2186409,2382120,2667707],[2201628,2552002,2763251],[2213127,2215720,2215732],[2218266,2562591,2768676],[2223579,2567177,2770808],[2230339,2570209,2772329],[2230636,2570546,2772451],[2233006,2233071,2572205],[2234837,2422055,2690253],[2242952,2243017,2578670],[2254938,2254950,2438938],[2256777,2439807,2440790],[2256919,2439944,2587664],[2260379,2442973,2443221],[2260991,2261141,2590735],[2261860,2446075,2704175],[2264209,2592791,2783990],[2264644,2592856,2784060],[2264799,2267379,2448742],[2272653,2272665,2453848],[2275906,2602025,2789038],[2282101,2461280,2462263],[2283460,2605835,2791020],[2285692,2285704,2607704],[2286496,2464244,2715353],[2287846,2466404,2717072],[2288245,2609491,2793222],[2290978,2611063,2794475],[2301784,2617114,2796624],[2302081,2617451,2796746],[2309368,2309433,2621871],[2317233,2626529,2801063],[2325471,2498093,2733475],[2327820,2633031,2803935],[2328255,2633096,2804005],[2328410,2330990,2500760],[2335033,2335665,2637913],[2340103,2508111,2514553],[2348299,2645669,2810051],[2348914,2515231,2516424],[2352594,2352606,2518854],[2353834,2356798,2649091],[2355994,2356006,2650810],[2356971,2523434,2747533],[2359458,2652746,2813489],[2359798,2362391,2362403],[2364937,2656258,2815476],[2370250,2660844,2817608],[2373892,2535812,2755761],[2376067,2376079,2538233],[2377010,2663876,2819129],[2377307,2664213,2819251],[2377906,2539102,2540085],[2378048,2539239,2664636],[2379320,2539495,2756848],[2384268,2668811,2822087],[2385785,2547181,2760954],[2393437,2673789,2823673],[2393872,2673854,2823743],[2394027,2400968,2557224],[2395898,2396530,2675355],[2407751,2681794,2827162],[2414880,2569517,2771924],[2417367,2687357,2829490],[2417707,2420300,2420312],[2423586,2424139,2691398],[2424831,2691803,2832081],[2425800,2576608,2582493],[2426517,2577178,2776918],[2428541,2428553,2584212],[2435637,2697854,2834230],[2435934,2698191,2834352],[2436111,2584685,2585659],[2436517,2436529,2699626],[2440200,2442864,2700713],[2443892,2592269,2783748],[2450513,2596173,2602615],[2450655,2596310,2706901],[2451086,2707269,2838669],[2458987,2603009,2790482],[2461673,2713771,2841541],[2462108,2713836,2841611],[2463004,2463016,2606916],[2464300,2606576,2791512],[2468749,2718113,2843960],[2469747,2612950,2794749],[2472261,2720100,2844481],[2475468,2480848,2619809],[2476847,2722232,2845213],[2477187,2483589,2483601],[2478634,2479187,2723348],[2479879,2723753,2846302],[2481565,2620379,2799043],[2487348,2626370,2728859],[2495590,2502531,2636413],[2495910,2632509,2803693],[2502673,2636550,2736201],[2503731,2504207,2736992],[2504794,2737304,2851683],[2505282,2638369,2643370],[2505688,2505700,2642283],[2505974,2638895,2807632],[2513963,2742282,2853269],[2514398,2742347,2853339],[2514873,2645708,2646511],[2514947,2515083,2743726],[2518514,2520951,2744756],[2525095,2653580,2659465],[2525812,2654150,2749214],[2527836,2527848,2661184],[2528277,2750287,2856758],[2535471,2661727,2818794],[2537893,2755850,2859086],[2544124,2668249,2821578],[2545154,2670381,2822310],[2547340,2761182,2861398],[2548616,2554801,2554813],[2549703,2554395,2675811],[2552844,2553320,2763812],[2553907,2764124,2862730],[2555087,2676337,2825548],[2560077,2681332,2768002],[2565798,2571178,2688191],[2567517,2573919,2573931],[2571895,2688761,2773605],[2575774,2775242,2866732],[2576250,2691962,2696164],[2576324,2576460,2695134],[2576837,2692383,2832425],[2579286,2777229,2867253],[2583872,2779361,2867985],[2584755,2584860,2780547],[2593344,2704631,2709632],[2593750,2593762,2708545],[2594036,2705157,2785003],[2610728,2717720,2843658],[2614394,2619525,2619661],[2615424,2619451,2723912],[2618975,2797367,2875114],[2620038,2724333,2846646],[2623313,2726369,2799109],[2624343,2728501,2800537],[2627805,2633990,2634002],[2628892,2633584,2733931],[2634276,2734457,2804948],[2638439,2638544,2740060],[2641007,2807982,2878492],[2653222,2748097,2752299],[2653296,2653432,2751269],[2653809,2748518,2814292],[2671567,2675881,2675986],[2679110,2766296,2825723],[2680721,2681738,2681750],[2682776,2687907,2688043],[2683806,2687833,2772488],[2688420,2772909,2830293],[2704701,2704806,2786816],[2727874,2728575,2728711],[2729687,2734001,2734106],[2767492,2768072,2768177], [1885491,2324856,2494156,2631191,2731298,2732315],[1972997,2390196,2391199,2671714,2671902,2823399],[1991934,2403600,2561693,2679445,2766487,2767639],[2004180,2414406,2566093,2685496,2770181,2770882],[2064221,2458709,2601181,2711931,2788427,2789444],[2076794,2288505,2609630,2609698,2717290,2793330],[2088289,2473951,2474811,2720504,2720662,2844990],[2106004,2485831,2625713,2726931,2799326,2800220],[2114956,2491759,2492762,2729834,2730022,2801254],[2117473,2495435,2629510,2731974,2802259,2802839],[2142426,2510722,2511725,2740207,2740395,2852995],[2173609,2534932,2659760,2753989,2816981,2817682],[2184486,2379265,2665562,2666273,2757254,2820405],[2196427,2548705,2549106,2761376,2761575,2861700],[2212787,2559079,2680735,2766689,2825815,2826431],[2221387,2564281,2565141,2769080,2769238,2827360],[2246929,2580976,2581836,2777633,2777791,2867762],[2255881,2437174,2586904,2780694,2780882,2869074],[2258136,2261239,2588590,2701119,2703012,2836649],[2273596,2598784,2599787,2786963,2787151,2838860],[2276113,2602460,2710250,2789103,2839865,2840445],[2285842,2463947,2715016,2715648,2791586,2842554],[2295129,2472888,2613412,2795039,2795160,2874224],[2310039,2485244,2726101,2726619,2799128,2846799],[2319655,2627894,2628295,2801257,2801456,2847963],[2343098,2642372,2642773,2808176,2808375,2878794],[2351698,2515767,2647574,2810766,2810924,2879824],[2353537,2356144,2648754,2744830,2746446,2855144],[2368058,2657948,2658808,2815880,2816038,2856956],[2379527,2539930,2756913,2757466,2819709,2859889],[2383205,2383681,2668499,2759247,2759368,2860810],[2428982,2579913,2694152,2832645,2832766,2886711],[2438598,2585062,2699715,2834774,2834973,2887601],[2440635,2443071,2700778,2781462,2782834,2869418],[2453508,2708634,2709035,2838863,2839062,2870735] ] cell #5352 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1552040],[1638086],[1730058],[1829913],[1851018],[1885728],[1916329],[1971946],[2000575],[2029748],[2044467],[2064458],[2108875],[2113905],[2141375],[2151067],[2170004],[2184723],[2215612],[2254830],[2256913],[2267515],[2272545],[2282237],[2287840],[2331126],[2340239],[2352486],[2362283],[2373886],[2375959],[2378042],[2401104],[2420192],[2426511],[2428433],[2450649],[2458875],[2462896],[2481559],[2483481],[2502667],[2504594],[2505862],[2525806],[2527728],[2535380],[2553707],[2554975],[2571889],[2573811],[2575529],[2576746],[2592656],[2593924],[2618730],[2619947],[2632896],[2634164],[2637765],[2652501],[2653718],[2670768],[2675207],[2687112],[2688329],[2704027],[2719633],[2733327],[2760806], [1355664,1616631,1869533],[1497190,1755270,1999099],[1544951,2256718,2439781],[1596195,1596263,2087359],[1600279,1854722,2090614],[1674321,2152835,2518125],[1692420,1941541,2168528],[1707323,2377847,2539076],[1725212,1973099,2196088],[1756310,1756378,2220457],[1760394,2004279,2223712],[1761022,2004759,2224258],[1788022,1788090,2245999],[1792106,2033452,2249254],[1800746,2041557,2439705],[1816289,2450454,2596147],[1833676,2284005,2606187],[1850891,2087490,2088215],[1874713,1874781,2314787],[1880882,2115058,2319316],[1884640,2117404,2322480],[1897925,2502472,2636387],[1911483,2142528,2342759],[1921735,1921803,2350768],[1925819,2154771,2354023],[1933743,2524469,2653133],[1938712,2364214,2655684],[1942581,1942649,2367128],[1946665,2173708,2370383],[1947293,2174188,2370929],[1955305,2181813,2539000],[1992036,1994802,2405688],[2000448,2220588,2221313],[2011862,2570552,2687744],[2016831,2422123,2690295],[2029621,2246130,2246855],[2039621,2255983,2438259],[2050483,2592888,2704435],[2050925,2446786,2704570],[2053443,2053511,2448640],[2055342,2269257,2596071],[2059612,2273698,2453169],[2063370,2276044,2456333],[2069864,2069932,2461178],[2073948,2285941,2464433],[2074576,2286421,2464979],[2076655,2609497,2717127],[2093420,2617457,2722619],[2105930,2108748,2314918],[2118164,2324819,2631185],[2124341,2633128,2733735],[2124783,2498804,2733870],[2127301,2127369,2500658],[2129200,2332868,2636311],[2138019,2138087,2508009],[2150940,2350899,2351624],[2152903,2353639,2518175],[2156670,2356243,2521084],[2157298,2356723,2521630],[2158239,2359422,2652636],[2160818,2524014,2747794],[2161174,2652823,2747912],[2161465,2164231,2526214],[2169877,2367259,2367984],[2179877,2377112,2537554],[2181291,2664219,2756237],[2183635,2379458,2540718],[2186260,2542649,2758788],[2201149,2673886,2763095],[2201591,2551996,2763230],[2209572,2209640,2557122],[2223611,2413861,2685384],[2227215,2417331,2687247],[2229794,2570097,2772185],[2230150,2687434,2772303],[2230441,2233207,2572297],[2237582,2238293,2575664],[2243153,2435739,2578762],[2252060,2698197,2779748],[2252757,2437851,2585027],[2256786,2439836,2440561],[2258099,2443762,2588584],[2260388,2443002,2590506],[2261411,2445626,2703909],[2264183,2592765,2783958],[2264570,2267388,2448771],[2276804,2458672,2711925],[2282110,2461309,2462034],[2282981,2713868,2790864],[2283423,2605829,2790999],[2284073,2464049,2606237],[2288394,2288468,2609692],[2292658,2472040,2719768],[2301239,2617002,2796480],[2301595,2722309,2796598],[2301886,2309569,2621963],[2303998,2304709,2618865],[2317142,2626427,2800958],[2317265,2489747,2729288],[2322093,2494974,2731883],[2325022,2497644,2733209],[2327794,2633005,2803903],[2328181,2330999,2500789],[2334584,2335216,2637647],[2337087,2512402,2638711],[2340112,2508140,2514324],[2347820,2742379,2809895],[2348262,2645663,2810030],[2348465,2515975,2645740],[2348923,2515260,2647374],[2352721,2352724,2518251],[2352992,2520983,2648642],[2356945,2523408,2747501],[2364282,2535034,2655734],[2370282,2534387,2753877],[2376465,2663764,2818985],[2376821,2755927,2819103],[2377915,2539131,2539856],[2379228,2380218,2665556],[2381514,2381517,2667478],[2384177,2668709,2821982],[2384300,2544506,2760371],[2385336,2546732,2760688],[2388184,2671168,2822597],[2391876,2397952,2676153],[2393411,2673763,2823641],[2393798,2400977,2557253],[2395449,2396081,2675089],[2405280,2562370,2768344],[2407828,2562565,2768650],[2414508,2422191,2690345],[2414854,2569491,2771892],[2423560,2424113,2691366],[2425351,2582044,2691994],[2425809,2576637,2580776],[2435092,2697742,2834086],[2435448,2779438,2834204],[2436085,2585633,2698248],[2436174,2584892,2699470],[2440174,2590119,2700687],[2447497,2600464,2704973],[2450522,2596202,2602386],[2450995,2707167,2838564],[2451118,2596772,2786417],[2455946,2601999,2789012],[2459330,2459333,2713636],[2461647,2713745,2841509],[2463131,2463134,2606313],[2463402,2464332,2714904],[2468504,2610329,2793673],[2468826,2611037,2794449],[2469721,2612924,2794717],[2472235,2720074,2844408],[2473751,2480857,2619838],[2475019,2480399,2723944],[2478608,2479161,2723316],[2486899,2625921,2800569],[2493439,2499515,2734273],[2495361,2502540,2636442],[2504703,2737202,2851578],[2504826,2638173,2807171],[2505256,2643344,2737475],[2505345,2638576,2642127],[2506317,2506320,2739261],[2508710,2739661,2852193],[2513937,2742256,2853237],[2514921,2645858,2743700],[2524646,2659016,2748129],[2525104,2653609,2657748],[2527963,2527966,2655810],[2528354,2656232,2815450],[2535469,2535503,2755605],[2539469,2540331,2756822],[2544098,2668223,2821505],[2548460,2554458,2676018],[2549677,2554369,2764295],[2553816,2764022,2862625],[2553939,2675615,2825087],[2555430,2555433,2766081],[2558834,2678711,2825796],[2560051,2681306,2826840],[2564081,2571187,2688220],[2565349,2570729,2772520],[2574046,2574049,2690421],[2575851,2691777,2832055],[2576298,2692112,2695108],[2576835,2576869,2776762],[2579260,2777203,2867180],[2593318,2709606,2784231],[2593407,2704838,2708389],[2594379,2594382,2705946],[2602983,2603012,2790456],[2614368,2619499,2724062],[2619052,2723727,2846276],[2620036,2620070,2798887],[2623287,2726343,2846852],[2625206,2626379,2728888],[2627649,2633647,2734138],[2628866,2633558,2804176],[2634619,2634622,2735246],[2638869,2638898,2807606],[2653270,2748247,2751243],[2653807,2653841,2749058],[2676311,2676340,2825522],[2680565,2681395,2768209],[2682750,2687881,2772638],[2688418,2688452,2773449],[2705131,2705160,2784977],[2727848,2728549,2800687],[2734431,2734460,2804922], [1851762,2297346,2473983,2614776,2720536,2796163],[1871753,2485863,2488014,2623695,2726587,2800252],[1972808,2389876,2548782,2671876,2761517,2823373],[1991745,2559156,2561002,2679419,2766461,2826572],[2001319,2409968,2564313,2683158,2768894,2769112],[2004865,2226518,2566436,2684669,2685839,2685842],[2030492,2431199,2581008,2695516,2777665,2833769],[2087828,2473289,2473860,2720560,2795261,2844885],[2105543,2485740,2624744,2726829,2799221,2847329],[2114767,2491439,2627971,2729996,2801228,2801398],[2117722,2324377,2629542,2731142,2731972,2732006],[2142237,2510402,2642449,2740369,2808317,2852969],[2151811,2517090,2647606,2744108,2810798,2854683],[2154317,2356829,2649097,2649100,2746789,2812881],[2170748,2530494,2657980,2751651,2815694,2815912],[2174294,2373189,2660103,2753162,2754332,2754335],[2186440,2186512,2667648,2667713,2667716,2758914],[2193914,2388925,2547238,2761077,2761240,2861345],[2210274,2402882,2678360,2679008,2766191,2863164],[2220926,2563619,2564190,2769136,2827255,2827384],[2223967,2414217,2684359,2770155,2770856,2770885],[2246468,2580314,2580885,2777689,2832867,2867657],[2255692,2586584,2699792,2780856,2834915,2869048],[2257657,2443320,2700776,2700810,2782866,2836493],[2273407,2598464,2708711,2787125,2838834,2839004],[2276362,2458230,2710282,2788271,2789101,2789135],[2285487,2286527,2715359,2715362,2715991,2792375],[2289707,2290260,2610626,2717615,2717778,2843605],[2340585,2509451,2640905,2807877,2808040,2878439],[2351237,2646912,2647483,2810822,2853781,2879719],[2353348,2521339,2744804,2744833,2812571,2855118],[2367597,2657286,2657857,2815936,2856851,2856980],[2370638,2534743,2752852,2816955,2817656,2817685],[2378786,2379776,2756911,2756945,2757498,2820249],[2463758,2464688,2791560,2791589,2792065,2842528] ] cell #5353 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1885148],[1960642],[2004457],[2063878],[2076305],[2117330],[2173886],[2178215],[2184143],[2185884],[2219013],[2242481],[2257087],[2260896],[2275970],[2280491],[2286119],[2293068],[2308897],[2339423],[2352823],[2352957],[2356421],[2363610],[2365684],[2373963],[2378216],[2379384],[2382025],[2400288],[2421519],[2426921],[2427299],[2439427],[2440108],[2442928],[2449833],[2450823],[2459734],[2463233],[2463367],[2466831],[2474459],[2481969],[2482347],[2501851],[2502841],[2503124],[2507353],[2515186],[2515415],[2517816],[2526594],[2528065],[2528199],[2538722],[2539403],[2542223],[2552237],[2556466],[2564789],[2572677],[2574148],[2574282],[2576563],[2581484],[2584749],[2591186],[2595415],[2595793],[2596474],[2603248],[2603477],[2605878],[2611418],[2619764],[2625361],[2631426],[2635655],[2636033],[2636714],[2637476],[2638433],[2639134],[2639839],[2651446],[2653535],[2655375],[2658456],[2661721],[2669439],[2674918],[2675875],[2676576],[2677281],[2678902],[2679800],[2684824],[2686057],[2688146],[2689986],[2691260],[2692377],[2703148],[2704695],[2705396],[2706101],[2718708],[2721290],[2723210],[2724327],[2726478],[2727559],[2728814],[2729479],[2732448],[2733995],[2734696],[2735401],[2736851],[2743411],[2745069],[2745774],[2747395],[2748512],[2753317],[2760044],[2762170],[2762443],[2763671],[2767284],[2768066],[2768785],[2769866],[2771121],[2771786],[2772903],[2778419],[2780339],[2781456],[2783607],[2786608],[2791825],[2792530],[2795836],[2796054],[2796354],[2799320],[2799925],[2802051],[2802833],[2803552],[2808970],[2809243],[2810471],[2815585],[2816666],[2817921],[2818586],[2819703],[2823508],[2827354],[2827959],[2828477],[2833442],[2833660],[2833960],[2835841],[2839657],[2840439],[2841158],[2844984],[2848855],[2853104],[2854574],[2854874],[2856950],[2857555],[2858073],[2864543],[2867756],[2869183],[2871627],[2873397],[2879818],[2881637],[2883064],[2889940],[2893434] ] cell #5354 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [731401],[750338],[871657],[900830],[919767],[992748],[992879],[999795],[1030396],[1050387],[1085931],[1116191],[1157183],[1179019],[1179150],[1186066],[1206351],[1245286],[1277758],[1284502],[1308018],[1317298],[1318288],[1318419],[1334877],[1368723],[1401581],[1414242],[1418654],[1418785],[1440516],[1447260],[1449300],[1465480],[1492602],[1498395],[1531253],[1543107],[1545358],[1549408],[1560444],[1565099],[1577760],[1582172],[1582303],[1621854],[1628238],[1633498],[1646490],[1660710],[1671763],[1674151],[1674767],[1687832],[1689470],[1693625],[1705479],[1707730],[1711780],[1745099],[1749853],[1760493],[1772137],[1773775],[1784599],[1798589],[1800845],[1800924],[1808975],[1813681],[1816696],[1820065],[1825325],[1831118],[1833506],[1834122],[1838317],[1867720],[1869924],[1879923],[1884677],[1890611],[1895317],[1898332],[1907312],[1923662],[1931370],[1936124],[1938542],[1939158],[1946764],[1953148],[1955404],[1955483],[1958408],[1960046],[1975896],[1977210],[1987340],[1989753],[1999490],[2009489],[2014243],[2016661],[2017277],[2018732],[2025651],[2046450],[2048654],[2048983],[2055441],[2055520],[2058653],[2063407],[2069341],[2071791],[2074047],[2077062],[2091005],[2092037],[2094866],[2101785],[2112775],[2119169],[2122512],[2122841],[2129299],[2129378],[2131314],[2145325],[2146639],[2156769],[2158988],[2159787],[2165907],[2168919],[2178918],[2183672],[2186090],[2197928],[2198984],[2200250],[2200579],[2202867],[2225135],[2227964],[2228763],[2234883],[2236350],[2249645],[2250677],[2253506],[2258780],[2260094],[2260425],[2262484],[2262648],[2271415],[2277809],[2281152],[2281481],[2288018],[2294118],[2298647],[2301070],[2302766],[2321156],[2323478],[2326095],[2326259],[2344599],[2345655],[2346921],[2347250],[2349538],[2354414],[2355446],[2357479],[2371806],[2375434],[2381223],[2387041],[2390644],[2392664],[2406740],[2411269],[2415388],[2432500],[2434923],[2436619],[2441155],[2442421],[2455009],[2457331],[2460112],[2465856],[2467170],[2470808],[2472281],[2488604],[2492207],[2511170],[2513190],[2531795],[2541716],[2544144],[2561138],[2579306],[2599232],[2623333] ] cell #5355 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1633177],[1712063],[1760858],[1825004],[1837858],[1884453],[1947129],[1951752],[1958087],[1959845],[1997638],[2025334],[2042020],[2046129],[2063183],[2068246],[2074412],[2080010],[2101468],[2137441],[2153153],[2153294],[2157134],[2165590],[2167067],[2177380],[2182276],[2183448],[2186385],[2208994],[2234566],[2238650],[2241646],[2256252],[2257093],[2260201],[2268611],[2269720],[2279300],[2284323],[2284464],[2288304],[2305066],[2308062],[2332222],[2333331],[2333605],[2337444],[2348485],[2348686],[2352114],[2362775],[2364532],[2364673],[2377381],[2378222],[2381330],[2394470],[2398309],[2420684],[2422441],[2422582],[2425371],[2425572],[2436129],[2444015],[2447854],[2449988],[2450829],[2458895],[2459096],[2462524],[2469348],[2480419],[2480620],[2496033],[2499872],[2502006],[2502847],[2503854],[2505300],[2505882],[2506083],[2522100],[2524666],[2524867],[2527356],[2535424],[2545277],[2552967],[2554413],[2554995],[2555196],[2559678],[2568183],[2570749],[2570950],[2573439],[2575112],[2576790],[2591155],[2593362],[2593944],[2594145],[2611766],[2615547],[2618313],[2619991],[2624466],[2625941],[2626142],[2631395],[2633602],[2634184],[2634385],[2637445],[2646634],[2648662],[2648863],[2652084],[2653762],[2669408],[2672605],[2674887],[2678931],[2680148],[2681350],[2683929],[2685404],[2685605],[2686695],[2688373],[2696287],[2699053],[2700731],[2703707],[2714924],[2715125],[2721259],[2721973],[2726446],[2726542],[2727528],[2729508],[2730725],[2731927],[2733007],[2741098],[2743380],[2752422],[2753897],[2754098],[2755188],[2756866],[2762472],[2762702],[2768753],[2768849],[2769835],[2770549],[2778388],[2779102],[2786637],[2787854],[2789056],[2790136],[2796022],[2796118],[2802583],[2809272],[2809502],[2812235],[2815553],[2815649],[2816635],[2817349],[2828241],[2833628],[2833724],[2835870],[2836100],[2840189],[2842922],[2854542],[2854638],[2857837],[2860213],[2873161],[2880188] ] cell #5356 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1808200],[1889836],[1976435],[2068566],[2087589],[2118394],[2145864],[2196009],[2220687],[2246229],[2259319],[2277034],[2315017],[2319237],[2342680],[2350998],[2367358],[2380448],[2405609],[2438180],[2439935],[2448870],[2453090],[2461408],[2466395],[2500888],[2508239],[2518096],[2526135],[2535803],[2537475],[2539230],[2557352],[2572218],[2577169],[2578683],[2596301],[2602956],[2606158],[2620370],[2621884],[2636541],[2637926],[2638842],[2654141],[2655655],[2661689],[2675368],[2676284],[2688752],[2690266],[2691489],[2692345],[2704188],[2705104],[2723439],[2724295],[2733488],[2734404],[2737056],[2747624],[2748480],[2760967],[2763876],[2772015],[2772871],[2783812],[2794840],[2803757],[2822374], [1616373,1869531,1869753],[1755012,1999097,1999319],[1801194,2256719,2587569],[1850692,1850752,2296956],[1854464,2090612,2090834],[1924007,2352525,2648179],[1941283,2168526,2168748],[1955753,2377848,2664541],[1972045,2196086,2196976],[2000249,2000309,2409578],[2004021,2223710,2223932],[2004609,2004760,2412729],[2029422,2029482,2430809],[2033194,2249252,2249474],[2041231,2256647,2587517],[2055790,2450455,2706806],[2072136,2462935,2714441],[2087478,2087491,2297641],[2108549,2108609,2487624],[2114004,2319314,2320204],[2117392,2117405,2493768],[2118165,2495778,2732306],[2129648,2502473,2736106],[2141474,2342757,2343647],[2150741,2150801,2516700],[2154513,2354021,2354243],[2161703,2524470,2748073],[2166252,2527767,2749942],[2169678,2169738,2530104],[2173450,2370381,2370603],[2174038,2174189,2533255],[2181487,2377776,2664489],[2213336,2215711,2405686],[2220576,2220589,2410263],[2223612,2567198,2770829],[2230679,2570553,2772464],[2235228,2573850,2774333],[2246118,2246131,2431494],[2254929,2438257,2439147],[2264833,2592889,2784081],[2264987,2593188,2784188],[2267189,2267249,2594649],[2268931,2450383,2706754],[2272644,2453167,2454057],[2276032,2276045,2600793],[2276805,2602803,2789435],[2281911,2281971,2604762],[2285683,2464431,2464653],[2286271,2286422,2607913],[2288288,2609498,2793235],[2288395,2466983,2717281],[2302124,2617458,2796759],[2312551,2314906,2314919],[2317266,2626550,2801084],[2322092,2630510,2802801],[2328444,2633129,2804026],[2328598,2633428,2804133],[2330800,2330860,2634889],[2332542,2502401,2736054],[2339913,2339973,2640492],[2350887,2350900,2517385],[2352585,2518173,2519063],[2352722,2518294,2648270],[2355985,2521082,2521304],[2356573,2356724,2651019],[2357368,2523831,2747731],[2359479,2652767,2813509],[2359982,2652822,2813553],[2360007,2362382,2526212],[2367247,2367260,2530789],[2370283,2660865,2817629],[2376058,2537552,2538442],[2377350,2664220,2819264],[2379446,2379459,2665885],[2380219,2540273,2757245],[2381515,2542285,2758759],[2381899,2667517,2821133],[2384301,2668832,2822108],[2394061,2673887,2823764],[2394215,2674186,2823871],[2400778,2400838,2677934],[2407827,2681858,2827236],[2415277,2569914,2772122],[2417388,2687378,2829510],[2417891,2687433,2829554],[2417916,2420291,2572295],[2423983,2424536,2691596],[2428532,2578760,2584421],[2435977,2698198,2834365],[2436508,2585025,2586056],[2439824,2439837,2588202],[2440978,2443763,2701110],[2442990,2443003,2702624],[2443913,2592290,2783768],[2446111,2704260,2837110],[2446404,2448759,2448772],[2451119,2707290,2838690],[2455945,2711250,2840407],[2459331,2603310,2790617],[2461297,2461310,2605447],[2462297,2713869,2841632],[2462451,2714168,2841739],[2462995,2606235,2607125],[2463132,2606356,2714532],[2464333,2606597,2791533],[2468825,2718177,2844034],[2470144,2613347,2794947],[2476868,2722253,2845233],[2477371,2722308,2845277],[2477396,2483580,2621961],[2479031,2479584,2723546],[2489572,2728928,2847893],[2495931,2632530,2803713],[2498129,2733560,2849686],[2498422,2500777,2500790],[2503752,2504228,2737012],[2504827,2737325,2851704],[2505679,2638709,2643767],[2506318,2639196,2807767],[2508128,2508141,2645281],[2514587,2742380,2853360],[2514741,2742679,2853467],[2514894,2645728,2646532],[2515248,2515261,2743861],[2518535,2520984,2744777],[2521939,2652326,2813315],[2527827,2655732,2661393],[2527964,2655853,2750033],[2528353,2750351,2856832],[2535504,2661748,2818815],[2537914,2755871,2859106],[2538417,2755926,2859150],[2539119,2539132,2665174],[2540330,2664881,2819671],[2544331,2759623,2861031],[2545175,2670402,2822330],[2547361,2761203,2861418],[2550100,2554792,2676151],[2551321,2762920,2861947],[2551614,2557241,2557254],[2552865,2553341,2763832],[2553940,2764145,2862751],[2555431,2676638,2825683],[2560474,2681729,2768342],[2567726,2573910,2690343],[2568022,2686937,2829316],[2574047,2690464,2774424],[2574951,2575354,2775068],[2575850,2775306,2866806],[2576271,2691982,2696185],[2576625,2576638,2695269],[2576870,2692404,2832446],[2583893,2779382,2868005],[2584396,2779437,2868049],[2584717,2698239,2698892],[2584776,2584893,2780568],[2587909,2590118,2781424],[2593741,2704971,2710029],[2594380,2705458,2785138],[2596190,2596203,2711543],[2596597,2786057,2870665],[2603011,2712034,2841363],[2605154,2790689,2872458],[2610749,2717741,2843678],[2611605,2719458,2844207],[2613476,2795113,2874242],[2614529,2619826,2619839],[2615445,2619472,2723932],[2618152,2618555,2797193],[2619051,2797431,2875188],[2620071,2724354,2846667],[2624364,2728522,2800557],[2629289,2633981,2734271],[2630803,2636430,2636443],[2634620,2734758,2805083],[2637998,2806423,2878125],[2638401,2737466,2740937],[2638460,2638577,2740081],[2638897,2737800,2851970],[2641028,2808003,2878512],[2644988,2809720,2879041],[2645772,2645857,2810676],[2653243,2748117,2752320],[2653597,2653610,2751404],[2653842,2748539,2814313],[2668563,2759321,2860828],[2671588,2675902,2676019],[2672444,2675843,2764286],[2675440,2824339,2884323],[2676339,2764620,2863017],[2679131,2766317,2825743],[2679987,2768034,2826831],[2682911,2688208,2688221],[2683827,2687854,2772508],[2688453,2772930,2830314],[2692026,2692111,2777543],[2694216,2832719,2886729],[2704663,2784222,2787693],[2704722,2704839,2786837],[2705159,2784556,2837736],[2720414,2723976,2724061],[2726683,2799202,2846817],[2728009,2728876,2728889],[2729708,2734022,2734139],[2730564,2733963,2804167],[2734459,2804501,2850312],[2748161,2748246,2815790],[2767513,2768093,2768210],[2768990,2772552,2772637],[2800130,2800601,2800686], [2004868,2414746,2566437,2685840,2770316,2771183],[2088478,2473984,2475502,2720537,2720683,2845011],[2106193,2485864,2487382,2726952,2799347,2800253],[2117657,2495624,2629543,2732007,2802280,2802860],[2174297,2535272,2660104,2754333,2817116,2817983],[2186443,2382163,2667649,2667714,2758957,2821224],[2196951,2548781,2550075,2761516,2761639,2861774],[2213311,2559155,2560449,2766753,2825889,2826571],[2221576,2564314,2565832,2769113,2769259,2827381],[2223907,2567701,2684358,2770884,2828164,2828635],[2247118,2581009,2582527,2777666,2777812,2867783],[2276297,2602649,2710283,2789136,2839886,2840466],[2286530,2464287,2715360,2715992,2791887,2842689],[2297348,2614601,2615349,2795260,2795415,2874445],[2312258,2623520,2624268,2799504,2846874,2847328],[2320179,2627970,2629264,2801397,2801520,2848037],[2343622,2642448,2643742,2808316,2808439,2878868],[2351887,2516458,2647607,2810799,2810945,2879845],[2353877,2356832,2649098,2745131,2746790,2855279],[2368247,2657981,2659499,2815913,2816059,2856977],[2370578,2661368,2752851,2817684,2857760,2858231],[2379711,2540119,2756946,2757499,2819730,2859910],[2388009,2547882,2670808,2761231,2822546,2883712],[2401413,2558659,2678351,2766515,2825745,2863142],[2409970,2682983,2683731,2827383,2827538,2863989],[2431201,2695341,2696089,2832866,2833021,2886932],[2439122,2586031,2699791,2834914,2835037,2887675],[2440824,2443255,2700811,2781483,2782867,2869439],[2454032,2708710,2710004,2839003,2839126,2870809],[2464628,2607100,2791588,2792064,2842107,2873084],[2467926,2468329,2717769,2717939,2793622,2873834],[2508535,2641549,2739301,2808031,2852142,2892561],[2517092,2646436,2743933,2853780,2853935,2893172],[2519038,2521279,2744832,2811420,2812570,2880111],[2530496,2751476,2752224,2856979,2857134,2881083] ] cell #5357 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [762709],[874648],[932138],[958454],[979300],[992556],[1053378],[1062758],[1113013],[1144725],[1160153],[1165571],[1178827],[1189057],[1250892],[1283364],[1284748],[1288509],[1304840],[1318096],[1320268],[1342017],[1414256],[1414825],[1415620],[1418462],[1446122],[1447506],[1451267],[1468506],[1505535],[1538393],[1540873],[1544386],[1544681],[1545228],[1560690],[1577774],[1578343],[1579138],[1581980],[1598308],[1631264],[1646736],[1663736],[1669693],[1673748],[1674146],[1689484],[1690053],[1700765],[1703245],[1706758],[1707053],[1707600],[1726993],[1751773],[1758423],[1773789],[1774358],[1783485],[1790135],[1796575],[1808989],[1815724],[1816019],[1816566],[1823091],[1829048],[1833103],[1833501],[1838563],[1866606],[1875747],[1882663],[1886597],[1890625],[1897360],[1897655],[1898202],[1906348],[1913264],[1929668],[1931589],[1938044],[1938139],[1938537],[1944694],[1951134],[1960060],[1977224],[1986376],[1990349],[1995543],[2005313],[2007787],[2009708],[2016163],[2016258],[2016656],[2019522],[2024716],[2045336],[2047076],[2048148],[2048978],[2054477],[2061393],[2065327],[2069355],[2076385],[2076932],[2081980],[2092256],[2095656],[2100850],[2104562],[2113371],[2118565],[2120934],[2122006],[2122836],[2128335],[2132032],[2146653],[2155805],[2157653],[2159778],[2164972],[2174742],[2179137],[2185592],[2186085],[2191047],[2198718],[2199580],[2199744],[2200574],[2203585],[2211454],[2215078],[2219945],[2226629],[2228754],[2233948],[2236996],[2250896],[2254296],[2259490],[2263202],[2272011],[2277205],[2280646],[2281476],[2286975],[2292072],[2295252],[2299365],[2300153],[2301061],[2303412],[2314275],[2318322],[2321946],[2323802],[2326813],[2345389],[2346251],[2346415],[2347245],[2350256],[2366616],[2375425],[2380619],[2383804],[2391290],[2392001],[2393218],[2404694],[2411987],[2413683],[2429105],[2433218],[2434006],[2434914],[2437265],[2441751],[2442745],[2452175],[2455799],[2457655],[2460666],[2485367],[2492853],[2494781],[2511816],[2512527],[2513744],[2519897],[2520805],[2532513],[2534209],[2542040],[2588709],[2589926],[2599878],[2601806],[2608867],[2609861],[2666898] ] cell #5358 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [762710],[874642],[932139],[977091],[992485],[1053372],[1062759],[1110804],[1160154],[1163362],[1178756],[1189051],[1210490],[1248683],[1284749],[1288503],[1302631],[1318025],[1320269],[1340914],[1405720],[1414257],[1414819],[1418391],[1443913],[1447507],[1451261],[1468435],[1504432],[1537290],[1540802],[1544383],[1544680],[1547246],[1560691],[1577775],[1578337],[1581909],[1598305],[1631193],[1646737],[1663665],[1669690],[1673747],[1677800],[1689485],[1690047],[1699662],[1703174],[1706755],[1707052],[1726992],[1751702],[1758420],[1773790],[1774352],[1783414],[1790132],[1796574],[1801544],[1808990],[1815721],[1816018],[1823020],[1829045],[1833102],[1837155],[1838564],[1866535],[1875744],[1882662],[1886526],[1890626],[1897357],[1897654],[1906345],[1913263],[1923845],[1929665],[1931588],[1937973],[1938138],[1944691],[1951133],[1956103],[1960061],[1977225],[1986373],[1990346],[1995542],[2005310],[2007784],[2009707],[2016092],[2016257],[2019519],[2024715],[2045265],[2047075],[2048147],[2054474],[2056140],[2061392],[2065256],[2069356],[2071974],[2076384],[2081977],[2092255],[2095653],[2100849],[2104561],[2113368],[2118564],[2120933],[2122005],[2128332],[2129998],[2132031],[2146654],[2155802],[2157652],[2159775],[2164971],[2166090],[2174739],[2179136],[2185521],[2191046],[2198715],[2199577],[2199743],[2203584],[2211453],[2215075],[2219944],[2226628],[2228751],[2233947],[2235066],[2236995],[2250895],[2254293],[2259489],[2263201],[2263317],[2272008],[2277204],[2280645],[2286972],[2288638],[2292071],[2295251],[2299364],[2300152],[2301058],[2303411],[2314274],[2318321],[2321943],[2326812],[2326928],[2345386],[2346248],[2346414],[2350255],[2366615],[2375422],[2380618],[2381737],[2383803],[2391289],[2392000],[2393217],[2393333],[2404693],[2411986],[2413680],[2429104],[2433217],[2434005],[2434911],[2437264],[2441748],[2452174],[2455796],[2460665],[2460781],[2485366],[2492852],[2494780],[2494896],[2511815],[2512526],[2513743],[2513859],[2519896],[2520802],[2532512],[2534206],[2588708],[2589925],[2590041],[2599877],[2601805],[2601921],[2608864],[2666897],[2667013],[2717442] ] cell #5359 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [874674],[992845],[1053404],[1115562],[1179116],[1189083],[1235527],[1288535],[1307389],[1318385],[1325375],[1414851],[1418751],[1430757],[1448671],[1451293],[1521751],[1544824],[1545324],[1548779],[1572413],[1578369],[1582269],[1608313],[1653621],[1669085],[1673726],[1674154],[1690079],[1707196],[1707696],[1711151],[1738942],[1774384],[1780064],[1795592],[1800540],[1812976],[1816162],[1816662],[1828440],[1833081],[1833509],[1863185],[1894612],[1897798],[1898298],[1903204],[1904700],[1918622],[1931732],[1934623],[1938117],[1938545],[1950151],[1955099],[1960655],[1983232],[1984728],[2009851],[2012742],[2016236],[2016664],[2021740],[2022743],[2046994],[2048986],[2051333],[2052829],[2055136],[2066751],[2076528],[2092399],[2097874],[2098877],[2110975],[2120852],[2122844],[2125191],[2126687],[2128994],[2131950],[2135016],[2154157],[2157978],[2159073],[2161996],[2162999],[2179280],[2186093],[2190965],[2200582],[2203503],[2206569],[2217369],[2226358],[2226954],[2228049],[2230972],[2231975],[2237321],[2251039],[2257517],[2261332],[2263120],[2266186],[2281484],[2285327],[2292397],[2299283],[2300356],[2303737],[2311549],[2314193],[2316397],[2324237],[2324943],[2326731],[2329797],[2334505],[2347253],[2350174],[2353240],[2358450],[2373029],[2374720],[2378646],[2385257],[2388105],[2391615],[2393136],[2395370],[2402679],[2405019],[2409261],[2411905],[2414109],[2416359],[2433136],[2434209],[2437590],[2458090],[2460584],[2463650],[2468425],[2474940],[2476059],[2476550],[2484740],[2486820],[2490838],[2493178],[2494699],[2508631],[2512141],[2513662],[2515896],[2529787],[2532431],[2534635],[2536885],[2550580],[2558755],[2563190],[2565270],[2566389],[2566880],[2581965],[2583084],[2583575],[2589844],[2597863],[2600203],[2601724],[2615872],[2644247],[2649682],[2650173],[2656857],[2658937],[2660056],[2660547],[2666816],[2696612],[2701590],[2715944],[2716435],[2745204],[2746742] ] cell #5360 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1372885],[1503270],[1569261],[1632496],[1698500],[1709641],[1712067],[1753458],[1805785],[1824323],[1835993],[1837860],[1842341],[1924496],[1928553],[1939729],[1951754],[1957406],[1959842],[1960344],[2021071],[2025336],[2042022],[2042030],[2045448],[2067012],[2068243],[2072625],[2076682],[2097205],[2101470],[2135277],[2137438],[2148421],[2152337],[2153150],[2165592],[2166741],[2177373],[2182278],[2182286],[2185704],[2206830],[2208991],[2234568],[2235717],[2239729],[2241639],[2252289],[2256245],[2266447],[2268608],[2269722],[2269730],[2279591],[2283507],[2284320],[2306145],[2308055],[2330058],[2332219],[2333333],[2333341],[2333598],[2336619],[2337735],[2348478],[2360858],[2362768],[2363716],[2364529],[2373418],[2377374],[2394463],[2397484],[2398600],[2418767],[2420677],[2421625],[2422438],[2425364],[2426043],[2444008],[2444094],[2447029],[2448145],[2449981],[2458888],[2469341],[2480412],[2481091],[2489339],[2496026],[2496112],[2499047],[2500163],[2501999],[2503847],[2503933],[2505875],[2519126],[2522093],[2524659],[2525338],[2545270],[2545356],[2552960],[2553046],[2554988],[2559671],[2561902],[2567789],[2568176],[2570742],[2571421],[2575105],[2588116],[2591995],[2593937],[2607188],[2611759],[2615540],[2615626],[2618306],[2623072],[2624459],[2624545],[2625934],[2630717],[2632235],[2634177],[2646627],[2646713],[2648655],[2652077],[2661456],[2665088],[2672598],[2673469],[2678924],[2680141],[2682535],[2683922],[2684008],[2685397],[2686688],[2696280],[2696366],[2699046],[2711457],[2712975],[2714917],[2721699],[2721966],[2726430],[2729501],[2730718],[2731589],[2741091],[2741962],[2751028],[2752415],[2752501],[2753890],[2755181],[2762465],[2768737],[2770275],[2770542],[2778828],[2779095],[2782449],[2786630],[2787847],[2788718],[2796006],[2809265],[2811961],[2812228],[2815537],[2817075],[2817342],[2820696],[2833612],[2835863],[2842648],[2842915],[2854526],[2855238] ] cell #5361 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [762713],[874645],[932142],[957351],[992415],[1053375],[1062762],[1111910],[1143622],[1160157],[1178686],[1189054],[1232352],[1282261],[1284752],[1288506],[1303737],[1317955],[1320272],[1414258],[1414517],[1414822],[1418321],[1427582],[1445019],[1447510],[1451264],[1514388],[1527373],[1539764],[1544318],[1544678],[1545157],[1560694],[1577776],[1578035],[1578340],[1581839],[1613935],[1646740],[1652881],[1668622],[1673685],[1674143],[1689486],[1689745],[1690050],[1702136],[1706690],[1707050],[1707529],[1738202],[1773791],[1774050],[1774355],[1779601],[1781297],[1795551],[1808991],[1812236],[1815656],[1816016],[1816495],[1827977],[1833040],[1833498],[1838567],[1862722],[1864418],[1890627],[1893872],[1897292],[1897652],[1898131],[1903163],[1904237],[1929535],[1931586],[1934160],[1935856],[1938076],[1938534],[1950110],[1960062],[1977226],[1983191],[1984265],[1997289],[2007654],[2009705],[2012279],[2013975],[2016195],[2016653],[2019389],[2022702],[2043148],[2046953],[2048141],[2048975],[2051292],[2052366],[2069357],[2076382],[2076861],[2081847],[2092253],[2095523],[2098836],[2110512],[2120311],[2120811],[2121999],[2122833],[2125150],[2126224],[2131909],[2146655],[2153694],[2157646],[2159645],[2162958],[2179134],[2183404],[2186082],[2190924],[2198585],[2199737],[2200571],[2203462],[2212003],[2214945],[2217328],[2225895],[2226622],[2228621],[2231934],[2236989],[2250893],[2254163],[2257476],[2263079],[2278951],[2280639],[2281473],[2284864],[2292065],[2295245],[2299242],[2300928],[2303405],[2311508],[2314152],[2318871],[2321813],[2323799],[2324196],[2326690],[2345256],[2346408],[2347242],[2350133],[2372566],[2375292],[2378605],[2383797],[2391283],[2392550],[2393095],[2402293],[2404687],[2409220],[2411864],[2413550],[2429098],[2433095],[2434781],[2437258],[2442742],[2452724],[2455666],[2457652],[2458049],[2460543],[2476018],[2485360],[2490452],[2492846],[2494658],[2511809],[2513076],[2513621],[2520672],[2529746],[2532390],[2534076],[2542037],[2550194],[2583043],[2589258],[2589803],[2597477],[2599871],[2601683],[2608734],[2609858],[2643861],[2649641],[2666775],[2701204] ] cell #5362 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [762716],[874636],[932145],[992267],[1053366],[1062765],[1108541],[1160160],[1178538],[1189045],[1196031],[1284755],[1288497],[1300368],[1317807],[1320275],[1391261],[1414331],[1414813],[1418173],[1441650],[1447513],[1451255],[1478067],[1523990],[1539616],[1544312],[1544752],[1560697],[1577849],[1578331],[1581691],[1610552],[1646743],[1652733],[1668616],[1673687],[1686362],[1689559],[1690041],[1701988],[1706684],[1707124],[1738054],[1770667],[1773864],[1774346],[1779595],[1781149],[1795553],[1809064],[1812088],[1815650],[1816090],[1827971],[1833042],[1838570],[1862716],[1864270],[1890700],[1893724],[1897286],[1897726],[1903165],[1904231],[1929529],[1931660],[1934154],[1935708],[1938078],[1950112],[1960135],[1977299],[1983193],[1984259],[1997141],[2007648],[2009779],[2012273],[2013827],[2016197],[2019383],[2022704],[2043000],[2046955],[2048145],[2051294],[2052360],[2069430],[2076456],[2081841],[2092327],[2095517],[2098838],[2110506],[2120163],[2120813],[2122003],[2125152],[2126218],[2131911],[2146728],[2153688],[2157650],[2159639],[2162960],[2179208],[2183256],[2190926],[2198579],[2199741],[2203464],[2211997],[2214939],[2217330],[2225889],[2226626],[2228615],[2231936],[2236993],[2250967],[2254157],[2257478],[2263081],[2278803],[2280643],[2284858],[2292069],[2295249],[2299244],[2300922],[2303409],[2311510],[2314154],[2318865],[2321807],[2324198],[2326692],[2345250],[2346412],[2350135],[2372560],[2375286],[2378607],[2383801],[2391287],[2392544],[2393097],[2402295],[2404691],[2409222],[2411866],[2413544],[2429102],[2433097],[2434775],[2437262],[2452718],[2455660],[2458051],[2460545],[2476020],[2485364],[2490454],[2492850],[2494107],[2494660],[2511813],[2513070],[2513623],[2520666],[2529748],[2532392],[2534070],[2550196],[2583045],[2589252],[2589805],[2597479],[2599875],[2601132],[2601685],[2608728],[2643863],[2649643],[2666224],[2666777],[2701206],[2702963] ] cell #5363 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [762718],[874633],[932147],[992192],[1053363],[1062767],[1108392],[1160162],[1178463],[1189042],[1195882],[1284757],[1288494],[1300219],[1317732],[1320277],[1391112],[1414473],[1414810],[1418098],[1441501],[1447515],[1451252],[1477918],[1523841],[1539467],[1544306],[1544900],[1560699],[1577991],[1578328],[1581616],[1610403],[1646745],[1652584],[1668610],[1673691],[1686213],[1689701],[1690038],[1701839],[1706678],[1707272],[1737905],[1770518],[1774006],[1774343],[1779589],[1781000],[1795557],[1811183],[1811939],[1815644],[1816238],[1827965],[1833046],[1838572],[1862710],[1864121],[1892819],[1893575],[1897280],[1897874],[1903169],[1904225],[1929523],[1933692],[1934148],[1935559],[1938082],[1950116],[1960277],[1978378],[1983197],[1984253],[1996992],[2007642],[2011811],[2012267],[2013678],[2016201],[2019377],[2022708],[2042851],[2046959],[2050009],[2051298],[2052354],[2071549],[2076604],[2081835],[2093369],[2095511],[2098842],[2110500],[2120014],[2120817],[2123867],[2125156],[2126212],[2131915],[2147807],[2153682],[2157722],[2159633],[2162964],[2181240],[2183107],[2190930],[2198573],[2200675],[2203468],[2211991],[2214933],[2217334],[2225883],[2226698],[2228609],[2231940],[2237065],[2252009],[2254151],[2257482],[2263085],[2278654],[2282507],[2284852],[2292141],[2295321],[2299248],[2300916],[2303481],[2311514],[2314158],[2318859],[2321801],[2324202],[2326696],[2345244],[2347346],[2350139],[2372554],[2375280],[2378611],[2383873],[2391359],[2392538],[2393101],[2402297],[2404763],[2409226],[2411870],[2413538],[2429174],[2433101],[2434769],[2437334],[2452712],[2455654],[2458055],[2460549],[2476024],[2485436],[2490456],[2492922],[2494101],[2494664],[2511885],[2513064],[2513627],[2520660],[2529752],[2532396],[2534064],[2550198],[2583049],[2589246],[2589809],[2597481],[2599947],[2601126],[2601689],[2608722],[2643865],[2649647],[2666218],[2666781],[2701208],[2702957] ] cell #5364 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [762719],[874632],[932148],[992191],[1053362],[1062768],[1108391],[1160163],[1178462],[1189041],[1195881],[1284758],[1288493],[1300218],[1317731],[1320278],[1320467],[1391111],[1414679],[1414809],[1418097],[1441500],[1447516],[1450873],[1451251],[1477917],[1523840],[1539466],[1544305],[1545114],[1560700],[1572805],[1578197],[1578327],[1581615],[1581796],[1610402],[1646746],[1652583],[1654013],[1668609],[1673697],[1686212],[1689907],[1690037],[1701838],[1702093],[1706677],[1707486],[1737904],[1739334],[1770517],[1774212],[1774342],[1779588],[1780999],[1781254],[1795563],[1811938],[1813368],[1815643],[1816452],[1827604],[1827964],[1833052],[1862709],[1864120],[1864375],[1893574],[1895004],[1897279],[1898088],[1903175],[1903864],[1904224],[1929522],[1934147],[1935558],[1935813],[1938088],[1950122],[1983203],[1983892],[1984252],[1996991],[2007641],[2012266],[2013677],[2013932],[2016207],[2017548],[2019376],[2022714],[2042850],[2046965],[2051304],[2051993],[2052353],[2081834],[2093682],[2095510],[2098848],[2110499],[2120013],[2120823],[2125162],[2125851],[2126211],[2131921],[2153681],[2157804],[2159632],[2162970],[2183106],[2189981],[2190936],[2198572],[2203474],[2211990],[2214932],[2217340],[2225882],[2226780],[2228608],[2231946],[2237147],[2254150],[2257488],[2263091],[2278653],[2284851],[2292223],[2299254],[2300915],[2303563],[2311520],[2313209],[2314164],[2318858],[2321800],[2324208],[2326702],[2345243],[2350145],[2372553],[2375279],[2378617],[2391441],[2392537],[2393107],[2402349],[2404845],[2409232],[2411876],[2413537],[2433107],[2434768],[2437416],[2452711],[2455653],[2458061],[2460555],[2476030],[2490508],[2493004],[2494100],[2494670],[2511967],[2513063],[2513633],[2520659],[2529758],[2532402],[2534063],[2550250],[2583055],[2589245],[2589815],[2597533],[2600029],[2601125],[2601695],[2608721],[2643917],[2649653],[2666217],[2666787],[2701260],[2702956] ] cell #5365 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [762720],[874630],[932149],[992183],[1053360],[1062769],[1108383],[1160164],[1178454],[1189039],[1195873],[1284759],[1288491],[1300210],[1317723],[1320279],[1391103],[1414611],[1414807],[1418089],[1441492],[1447517],[1451249],[1477909],[1523832],[1539458],[1544300],[1545044],[1560701],[1578129],[1578325],[1581607],[1582560],[1610394],[1646747],[1652575],[1668604],[1673695],[1686204],[1689839],[1690035],[1701830],[1706672],[1707416],[1711679],[1737896],[1770509],[1774144],[1774340],[1779583],[1780991],[1795561],[1811930],[1814474],[1815638],[1816382],[1827959],[1831911],[1833050],[1838076],[1862704],[1864112],[1893566],[1896110],[1897274],[1898018],[1903173],[1904219],[1908105],[1929517],[1934142],[1935550],[1936892],[1938086],[1950120],[1953916],[1983201],[1984247],[1988133],[1996983],[2007636],[2012261],[2013669],[2015011],[2016205],[2019371],[2022712],[2026419],[2042842],[2046963],[2051302],[2052348],[2053033],[2069454],[2081829],[2095505],[2098846],[2102553],[2110494],[2120005],[2120821],[2125160],[2126206],[2126891],[2131919],[2137609],[2153676],[2157849],[2159627],[2162968],[2183098],[2190934],[2198567],[2203472],[2209162],[2211985],[2214927],[2217338],[2225877],[2226825],[2228603],[2231944],[2236042],[2237192],[2254145],[2257486],[2263089],[2278645],[2284846],[2292268],[2299252],[2300910],[2302458],[2303608],[2311518],[2314162],[2318853],[2321795],[2324206],[2326700],[2345238],[2350143],[2372548],[2375274],[2378615],[2384956],[2391486],[2392532],[2393105],[2402299],[2404890],[2409230],[2411874],[2413532],[2433105],[2434763],[2437461],[2452706],[2455648],[2458059],[2460553],[2476028],[2486519],[2490458],[2493049],[2494095],[2494668],[2512012],[2513058],[2513631],[2520654],[2529756],[2532400],[2534058],[2550200],[2583053],[2589240],[2589813],[2597483],[2600074],[2601120],[2601693],[2608716],[2643867],[2649651],[2666212],[2666785],[2701210],[2702951] ] cell #5366 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [762721],[874629],[932150],[992182],[1053359],[1062770],[1108382],[1160165],[1178453],[1189038],[1195872],[1284760],[1288490],[1300209],[1317722],[1320280],[1320470],[1391102],[1414744],[1414806],[1418088],[1441491],[1447518],[1451006],[1451248],[1477908],[1523831],[1539457],[1544299],[1545184],[1560702],[1573925],[1578262],[1578324],[1581606],[1581936],[1610393],[1646748],[1652574],[1656239],[1668603],[1673701],[1686203],[1689972],[1690034],[1701829],[1703201],[1706671],[1707556],[1737895],[1741560],[1770508],[1774277],[1774339],[1779582],[1780990],[1783441],[1795567],[1811929],[1815594],[1815637],[1816522],[1827958],[1828647],[1833056],[1862703],[1864111],[1866562],[1893565],[1897230],[1897273],[1898158],[1903179],[1904218],[1905947],[1929516],[1934141],[1935549],[1938000],[1938092],[1950126],[1983207],[1984246],[1985975],[1996982],[2007635],[2012260],[2013668],[2016119],[2016211],[2017641],[2019370],[2022718],[2042841],[2046969],[2051308],[2052347],[2054076],[2081828],[2093775],[2095504],[2098852],[2110493],[2120004],[2120827],[2125166],[2126205],[2127934],[2131925],[2153675],[2157897],[2159626],[2162974],[2183097],[2190074],[2190940],[2198566],[2203478],[2211984],[2214926],[2217344],[2225876],[2226873],[2228602],[2231950],[2237240],[2254144],[2257492],[2263095],[2278644],[2284845],[2292316],[2299258],[2300909],[2303656],[2311524],[2313302],[2314168],[2318852],[2321794],[2324212],[2326706],[2345237],[2350149],[2372547],[2375273],[2378621],[2391534],[2392531],[2393111],[2402351],[2404938],[2409236],[2411880],[2413531],[2433111],[2434762],[2437509],[2452705],[2455647],[2458065],[2460559],[2476034],[2490510],[2493097],[2494094],[2494674],[2512060],[2513057],[2513637],[2520653],[2529762],[2532406],[2534057],[2550252],[2583059],[2589239],[2589819],[2597535],[2600122],[2601119],[2601699],[2608715],[2643919],[2649657],[2666211],[2666791],[2701262],[2702950] ] cell #5367 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [762722],[874628],[932151],[992181],[1053358],[1062771],[1064461],[1108381],[1160166],[1178452],[1189037],[1190494],[1195871],[1284761],[1288489],[1300208],[1312408],[1317721],[1319887],[1320281],[1391101],[1396051],[1414804],[1414805],[1418087],[1441490],[1443025],[1447519],[1451247],[1477907],[1482857],[1523830],[1526485],[1539456],[1544298],[1545252],[1559569],[1560703],[1572836],[1578322],[1578323],[1581605],[1610392],[1613047],[1645615],[1646749],[1652573],[1655150],[1668602],[1673707],[1686202],[1688857],[1690032],[1690033],[1701828],[1706670],[1707624],[1737894],[1740471],[1770507],[1773162],[1774337],[1774338],[1774825],[1779581],[1780989],[1795573],[1811928],[1814505],[1815636],[1816590],[1827957],[1833062],[1857946],[1862702],[1864110],[1893564],[1896141],[1897272],[1898226],[1903185],[1904217],[1929384],[1929515],[1934140],[1935548],[1938098],[1950132],[1964877],[1983213],[1984245],[1996981],[2007503],[2007634],[2012259],[2013667],[2016217],[2019238],[2019369],[2022724],[2042840],[2046975],[2051314],[2052346],[2081696],[2081827],[2095372],[2095503],[2098858],[2106836],[2110492],[2120003],[2120833],[2125172],[2126204],[2131931],[2153674],[2159625],[2162980],[2183096],[2190946],[2198434],[2198565],[2203484],[2211983],[2214794],[2214925],[2217350],[2225875],[2228601],[2231956],[2254012],[2254143],[2257498],[2263101],[2278643],[2284844],[2299264],[2300908],[2311530],[2314174],[2318851],[2321662],[2321793],[2324218],[2326712],[2345105],[2345236],[2350155],[2372546],[2375272],[2378627],[2392530],[2393117],[2402448],[2409242],[2411886],[2413530],[2433117],[2434761],[2452704],[2455515],[2455646],[2458071],[2460565],[2476040],[2490607],[2494093],[2494680],[2513056],[2513643],[2520652],[2529768],[2532412],[2534056],[2550349],[2583065],[2589238],[2589825],[2597632],[2601118],[2601705],[2608714],[2644016],[2649663],[2666210],[2666797],[2701359],[2702949] ] cell #5368 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [762811],[825956],[874735],[932240],[941808],[992189],[1053465],[1056129],[1062860],[1063752],[1108389],[1136173],[1160255],[1178460],[1181995],[1189144],[1195879],[1220478],[1263745],[1285800],[1288596],[1296288],[1300216],[1310258],[1317729],[1320370],[1349791],[1375322],[1382850],[1391109],[1392781],[1415708],[1415891],[1418095],[1426503],[1441498],[1448558],[1451354],[1477915],[1479587],[1505623],[1505806],[1513309],[1517234],[1523838],[1539464],[1545423],[1546167],[1556299],[1571698],[1579226],[1579409],[1581613],[1603796],[1610400],[1634694],[1635438],[1642345],[1652581],[1668672],[1674817],[1679606],[1686210],[1700853],[1701036],[1701836],[1707795],[1708539],[1716964],[1737902],[1753541],[1762427],[1763911],[1770515],[1776569],[1779651],[1780997],[1795623],[1811936],[1826521],[1827265],[1828027],[1834172],[1842424],[1844044],[1859690],[1862772],[1864118],[1872634],[1878047],[1893572],[1903235],[1904287],[1934210],[1935556],[1939812],[1948698],[1950182],[1964125],[1973044],[1974664],[1983263],[1984315],[1991981],[1993601],[1996989],[2012329],[2013675],[2021154],[2022774],[2038420],[2042848],[2051364],[2052416],[2056777],[2088369],[2097288],[2098908],[2106084],[2110562],[2115003],[2116623],[2120011],[2125222],[2126274],[2133554],[2142473],[2144093],[2153744],[2161410],[2163030],[2183104],[2205107],[2212053],[2217400],[2221467],[2224203],[2225945],[2230386],[2232006],[2247009],[2255928],[2257548],[2264724],[2273643],[2275263],[2278651],[2284914],[2301831],[2311580],[2318921],[2322634],[2322790],[2324268],[2328335],[2351778],[2368138],[2370874],[2372616],[2377057],[2378677],[2392600],[2393952],[2402301],[2409292],[2435684],[2452774],[2456487],[2456643],[2458121],[2462188],[2464924],[2476090],[2490460],[2513126],[2514478],[2521575],[2529818],[2540872],[2541028],[2550202],[2583115],[2589308],[2590660],[2590816],[2597485],[2643869],[2649713],[2701212] ] cell #5369 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [762812],[825957],[874733],[932241],[941868],[992187],[1053463],[1056254],[1062861],[1063820],[1108387],[1136298],[1160256],[1178458],[1182131],[1189142],[1195877],[1220603],[1263881],[1285801],[1288594],[1296413],[1300214],[1310267],[1317727],[1320371],[1349927],[1375323],[1382975],[1391107],[1392790],[1415833],[1415889],[1418093],[1426639],[1441496],[1448559],[1451352],[1477913],[1479596],[1505748],[1505804],[1513445],[1517243],[1523836],[1539462],[1545421],[1546303],[1556308],[1571699],[1579351],[1579407],[1581611],[1603805],[1610398],[1634692],[1635574],[1642354],[1652579],[1668670],[1674826],[1679615],[1686208],[1700978],[1701034],[1701834],[1707793],[1708675],[1716973],[1737900],[1753539],[1762436],[1763920],[1770513],[1776578],[1779649],[1780995],[1795632],[1811934],[1826519],[1827401],[1828025],[1834181],[1842422],[1844053],[1859699],[1862770],[1864116],[1872643],[1878056],[1893570],[1903244],[1904285],[1934208],[1935554],[1939810],[1948707],[1950191],[1964134],[1973042],[1974673],[1983272],[1984313],[1991979],[1993610],[1996987],[2012327],[2013673],[2021152],[2022783],[2038429],[2042846],[2051373],[2052414],[2056786],[2088378],[2097286],[2098917],[2106093],[2110560],[2115001],[2116632],[2120009],[2125231],[2126272],[2133563],[2142471],[2144102],[2153742],[2161408],[2163039],[2183102],[2205116],[2212051],[2217409],[2221476],[2224201],[2225943],[2230384],[2232015],[2247018],[2255926],[2257557],[2264733],[2273641],[2275272],[2278649],[2284912],[2301829],[2311589],[2318919],[2322643],[2322788],[2324277],[2328344],[2351787],[2368147],[2370872],[2372614],[2377055],[2378686],[2392598],[2393961],[2402354],[2409301],[2435682],[2452772],[2456496],[2456641],[2458130],[2462197],[2464922],[2476099],[2490513],[2513124],[2514487],[2521573],[2529827],[2540881],[2541026],[2550255],[2583124],[2589306],[2590669],[2590814],[2597538],[2643922],[2649722],[2701265] ] cell #5370 : |C| = 875 W-rep = phi[280,17]+phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 2 member(s) 245 tau_infinity subcells with 3 member(s) subcells = [ [1037764,2262932],[1120885,2326543],[1211081,2392948],[1312712,2460396],[1335419,2473681],[1373453,2494511],[1406311,2513474],[1465521,2548340],[1498937,2564011],[1531795,2580706],[1547837,2589656],[1569829,2601536],[1622396,2625136],[1628279,2627529],[1660751,2642007],[1672305,2647304],[1694167,2657678],[1710209,2666628],[1749894,2680445],[1798630,2699350],[1801387,2587798],[1814223,2705876],[1820106,2708269],[1831660,2713566],[1837746,2466445],[1895859,2735176],[1907854,2739191],[1923703,2648005],[1936165,2748938],[1950746,2536360],[1953189,2755485],[1955946,2664770],[1987882,2766011],[2014284,2773329],[2023338,2578279],[2025692,2776642],[2055983,2707035],[2066685,2603400],[2071832,2714267],[2099472,2621480],[2101826,2798767],[2129841,2736335],[2131355,2806262],[2134950,2639762],[2163594,2655251],[2165948,2749768],[2176651,2662075],[2202908,2824178],[2206503,2677204],[2232570,2689862],[2234924,2774159],[2236672,2691509],[2240055,2693134],[2262525,2783324],[2266120,2706024],[2303088,2723459],[2306471,2725084],[2326136,2803269],[2329731,2735324],[2334185,2737079],[2357801,2747644],[2361184,2749269],[2387082,2821975],[2395050,2763899],[2415710,2772035],[2419093,2773660],[2444595,2783835],[2471130,2794860],[2496613,2803780],[2546333,2822397], [859034,2104292,2622870],[987172,2219675,2682333],[992859,1761035,2684599],[1079406,1595987,2614286],[1079566,2091046,2720703],[1083464,2299883,2721497],[1115717,1884718,2731022],[1173443,2366346,2750826],[1179130,1947306,2753092],[1205992,2199341,2761662],[1238761,1756102,2682668],[1238921,1999531,2769279],[1242819,2004071,2770073],[1271233,1787814,2695026],[1271393,2249686,2777832],[1275291,2433736,2778626],[1307544,2063448,2788151],[1318399,2074589,2792305],[1361624,1874505,2727766],[1361784,1869965,2726972],[1368364,2113132,2801543],[1401222,2346012,2808462],[1412129,1921527,2743618],[1412289,2354455,2810965],[1416187,2519627,2811759],[1418765,2157311,2812811],[1433991,1942373,2751161],[1434151,2168960,2816079],[1438049,2173500,2816873],[1448826,2183713,2820129],[1492243,1990110,2766776],[1542748,2441512,2835060],[1544858,2041281,2700157],[1545018,2442462,2835544],[1545338,2258112,2590055],[1548934,2260466,2836373],[1558000,2053235,2784895],[1558160,2048695,2784101],[1564740,2271772,2839149],[1575647,2069656,2790374],[1575807,2281193,2841652],[1579705,2285733,2842446],[1582283,2288481,2609734],[1644046,2127093,2804840],[1644206,2122553,2804046],[1656841,2137811,2807524],[1657001,2346962,2853380],[1669240,2349579,2853774],[1673734,2353174,2649795],[1674334,1923859,2648243],[1674408,2520566,2854366],[1674568,2518432,2811583],[1678391,2356035,2855036],[1687473,2159539,2813576],[1705120,2375186,2859173],[1707230,2181537,2756292],[1707390,2541757,2859657],[1707710,2379241,2667027],[1711306,2381595,2667139],[1742162,2209364,2825440],[1742322,2200291,2823784],[1771778,2228515,2829577],[1778123,2236796,2831376],[1780219,2432541,2867650],[1784240,2434675,2868072],[1795600,2436941,2698391],[1796187,2437065,2868369],[1800535,2440324,2701718],[1800962,1801048,2587674],[1816196,2268981,2785596],[1816356,2457372,2871903],[1816676,2458685,2601935],[1828595,2459989,2712197],[1833089,2463584,2716057],[1833689,2071988,2714505],[1833763,2608628,2872889],[1833923,2606494,2842270],[1861244,2303212,2845597],[1863340,2298688,2844878],[1867361,2300822,2845300],[1897832,2332592,2805541],[1897992,2323519,2849131],[1898312,2324832,2494910],[1901145,2333947,2851133],[1903212,2511492,2737618],[1903799,2511616,2878777],[1904855,2507608,2737963],[1918556,2515338,2879274],[1918617,2515576,2742831],[1932682,2357925,2812976],[1934778,2531836,2881531],[1938125,2534569,2660169],[1938725,2166104,2750006],[1938799,2533970,2881953],[1938959,2655991,2858394],[1950159,2536236,2754526],[1955094,2539619,2757853],[1955521,1955607,2664646],[1981173,2394812,2862180],[1983240,2390966,2764438],[1983827,2391090,2861683],[1984883,2556721,2764783],[2010801,2415834,2828977],[2012897,2411310,2864437],[2016244,2414043,2566502],[2016844,2235080,2774397],[2016918,2413444,2864859],[2017078,2690602,2828798],[2019819,2423030,2775103],[2021674,2581407,2886874],[2021735,2581645,2775547],[2022751,2578155,2775813],[2036395,2585103,2779823],[2047002,2597359,2707310],[2049274,2444357,2836674],[2050938,2263331,2785111],[2051341,2599554,2784374],[2051928,2599678,2888899],[2052984,2595670,2784719],[2055131,2602149,2710637],[2055558,2055644,2706911],[2066746,2603638,2789587],[2084866,2471254,2843943],[2095953,2478078,2797228],[2097808,2474382,2874387],[2097869,2474620,2797672],[2098885,2621356,2797938],[2111130,2488645,2847322],[2120860,2490334,2626570],[2123132,2496375,2849250],[2124796,2326942,2805056],[2125199,2492529,2804319],[2125786,2492653,2876412],[2126842,2635910,2804664],[2128989,2495124,2629897],[2129416,2129502,2736211],[2131958,2639639,2737345],[2134025,2642814,2806628],[2135011,2640000,2806854],[2154312,2520852,2520938],[2157973,2656719,2750374],[2159825,2159911,2749224],[2160075,2522325,2813350],[2161000,2358072,2814170],[2161930,2658379,2894034],[2161991,2658617,2813794],[2163007,2655127,2814060],[2186273,2381751,2758732],[2186507,2542951,2667853],[2190973,2545972,2668852],[2193103,2546095,2860973],[2201604,2393347,2825656],[2203511,2677081,2764165],[2205578,2549147,2824544],[2206564,2677442,2824770],[2217377,2561460,2826983],[2217964,2561584,2863502],[2226513,2413730,2413816],[2226949,2563052,2681881],[2228801,2228887,2773615],[2229051,2568408,2829351],[2229976,2415981,2830171],[2230906,2564712,2885185],[2230967,2564950,2829795],[2231983,2689738,2830061],[2237316,2693002,2775329],[2257525,2589681,2589852],[2261283,2707442,2707496],[2262957,2263128,2705901],[2264333,2444866,2784841],[2265195,2709076,2837315],[2266181,2706262,2837541],[2283436,2460795,2790590],[2285482,2608914,2609000],[2288056,2288142,2717082],[2289553,2610769,2873910],[2292392,2612262,2718200],[2294343,2612394,2844242],[2299291,2473706,2476067],[2301108,2301194,2799053],[2301421,2476172,2846524],[2303732,2724952,2797454],[2311557,2314201,2625161],[2316331,2625284,2875702],[2316392,2625522,2847744],[2324245,2494536,2494707],[2324894,2626702,2626756],[2326568,2326739,2735201],[2327944,2496884,2804786],[2328806,2628336,2849891],[2329792,2735562,2850117],[2334456,2738085,2738139],[2348275,2513873,2807740],[2350182,2647329,2649690],[2353235,2650025,2650168],[2358302,2358445,2749137],[2373184,2534256,2534342],[2375472,2375558,2755771],[2376647,2536507,2818672],[2378654,2666653,2666824],[2383039,2668586,2860955],[2385208,2669592,2669646],[2388771,2547381,2862099],[2391610,2548539,2550575],[2392973,2393144,2766036],[2393561,2550708,2825386],[2395321,2764905,2764959],[2402175,2679151,2884708],[2402674,2405014,2680644],[2406965,2680776,2863801],[2409269,2411913,2564036],[2414104,2566732,2566875],[2416211,2416354,2773528],[2433144,2580731,2583092],[2434961,2435047,2776928],[2435274,2583197,2832303],[2437585,2699549,2701585],[2458098,2601561,2601732],[2460421,2460592,2713591],[2461797,2603909,2790320],[2463645,2716287,2716430],[2467557,2467611,2717974],[2472722,2613499,2845441],[2474891,2614232,2615839],[2476402,2476545,2798966],[2484602,2726706,2875684],[2484707,2486771,2727712],[2490833,2493173,2627728],[2509297,2641048,2851052],[2512136,2642206,2644242],[2513499,2513670,2739216],[2514087,2644375,2807470],[2515847,2743564,2745171],[2529795,2532439,2657703],[2534630,2660399,2660542],[2536737,2536880,2755684],[2547513,2547567,2670843],[2557887,2557941,2766550],[2563157,2565221,2682614],[2579747,2694239,2831220],[2581916,2694972,2696579],[2583427,2583570,2776841],[2597858,2600198,2708468],[2641180,2641234,2739336],[2656824,2658888,2751107] ] cell #5371 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [797057],[939016],[1045085],[1128206],[1163611],[1248932],[1291250],[1320033],[1341163],[1377812],[1421433],[1444162],[1471032],[1504681],[1508239],[1537539],[1574188],[1596569],[1601372],[1633790],[1666262],[1678049],[1699911],[1703469],[1725324],[1756684],[1761487],[1788396],[1793199],[1804141],[1825617],[1837404],[1850528],[1875087],[1880994],[1911595],[1922109],[1926912],[1942955],[1947758],[1958700],[1960570],[1994914],[2000085],[2029258],[2039733],[2041863],[2053817],[2059724],[2070238],[2075041],[2076223],[2108385],[2127675],[2138393],[2150577],[2153015],[2164343],[2169514],[2177349],[2179989],[2182119],[2185816],[2209946],[2233319],[2240753],[2243265],[2256423],[2267025],[2269563],[2279703],[2281747],[2284185],[2307169],[2309681],[2330636],[2333174],[2337847],[2339749],[2361882],[2364394],[2373247],[2377552],[2398712],[2400614],[2419791],[2422303],[2423381],[2425872],[2448257],[2450159],[2478429],[2480920],[2500275],[2502177],[2503366],[2522676],[2525167],[2552479],[2568759],[2571250],[2591428],[2612745],[2631668],[2670016] ] cell #5372 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [797058],[939017],[1045086],[1128207],[1163612],[1248933],[1291251],[1320034],[1341164],[1377813],[1421437],[1444163],[1471033],[1504682],[1508243],[1537540],[1574189],[1596570],[1601376],[1633791],[1666263],[1678050],[1699912],[1703473],[1725328],[1756685],[1761491],[1788397],[1793203],[1804142],[1825618],[1837405],[1850532],[1875088],[1880998],[1911599],[1922110],[1926916],[1942956],[1947762],[1958701],[1960571],[1994918],[2000089],[2029262],[2039737],[2041864],[2053818],[2059728],[2070239],[2075045],[2076224],[2108389],[2127676],[2138394],[2150581],[2153019],[2164347],[2169518],[2177350],[2179993],[2182120],[2185820],[2209947],[2233323],[2240754],[2243269],[2256427],[2267029],[2269564],[2279707],[2281751],[2284189],[2307170],[2309685],[2330640],[2333175],[2337851],[2339753],[2361883],[2364398],[2373249],[2377556],[2398716],[2400618],[2419792],[2422307],[2423385],[2425874],[2448261],[2450163],[2478433],[2480922],[2500279],[2502181],[2503368],[2522680],[2525169],[2552481],[2568763],[2571252],[2591430],[2612749],[2631670],[2670018] ] cell #5373 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [797059],[939018],[1045087],[1128208],[1163613],[1248934],[1291252],[1320035],[1341165],[1377814],[1421442],[1444164],[1471034],[1504683],[1508248],[1537541],[1574190],[1596571],[1601381],[1633792],[1666264],[1678051],[1699913],[1703478],[1725333],[1756686],[1761496],[1788398],[1793208],[1804143],[1825619],[1837406],[1850587],[1875089],[1881003],[1911604],[1922111],[1926921],[1942957],[1947767],[1958702],[1960572],[1994923],[2000144],[2029317],[2039742],[2041865],[2053819],[2059733],[2070240],[2075050],[2076225],[2108444],[2127677],[2138395],[2150636],[2153024],[2164352],[2169573],[2177351],[2179998],[2182121],[2185825],[2209948],[2233328],[2240755],[2243274],[2256482],[2267084],[2269565],[2279712],[2281806],[2284194],[2307171],[2309690],[2330695],[2333176],[2337856],[2339808],[2361884],[2364403],[2373252],[2377611],[2398721],[2400673],[2419793],[2422312],[2423440],[2425877],[2448266],[2450218],[2478488],[2480925],[2500284],[2502236],[2503371],[2522735],[2525172],[2552484],[2568818],[2571255],[2591433],[2612804],[2631673],[2670021] ] cell #5374 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [797060],[939019],[1045088],[1128209],[1163614],[1248935],[1291253],[1320036],[1341166],[1377815],[1421432],[1444165],[1471035],[1504684],[1508238],[1537542],[1574191],[1596572],[1601371],[1633793],[1666265],[1678052],[1699914],[1703468],[1725323],[1756687],[1761486],[1788399],[1793198],[1804144],[1825620],[1837407],[1850527],[1875090],[1880993],[1911594],[1922112],[1926911],[1942958],[1947757],[1958703],[1960573],[1994913],[2000084],[2029257],[2039732],[2041866],[2053820],[2059723],[2070241],[2075040],[2076226],[2108384],[2127678],[2138396],[2150576],[2153014],[2164342],[2169513],[2177352],[2179988],[2182122],[2185815],[2209949],[2233318],[2240756],[2243264],[2256422],[2267024],[2269566],[2279702],[2281746],[2284184],[2307172],[2309680],[2330635],[2333177],[2337846],[2339748],[2361885],[2364393],[2373246],[2377551],[2398711],[2400613],[2419794],[2422302],[2423380],[2425871],[2448256],[2450158],[2478428],[2480919],[2500274],[2502176],[2503365],[2522675],[2525166],[2552478],[2568758],[2571249],[2591427],[2612744],[2631667],[2670015] ] cell #5375 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [825947],[941797],[1056118],[1063758],[1136162],[1182001],[1220467],[1263751],[1296277],[1310335],[1349797],[1382839],[1392858],[1415697],[1426509],[1479664],[1505612],[1513315],[1518272],[1546173],[1556376],[1579215],[1604834],[1633516],[1635444],[1642422],[1674894],[1680644],[1700842],[1708545],[1727079],[1760927],[1761225],[1762504],[1764949],[1796661],[1808457],[1825343],[1827271],[1834249],[1838335],[1846072],[1878189],[1882749],[1884474],[1885079],[1890093],[1913350],[1947198],[1947496],[1948775],[1951220],[1958426],[1960354],[1964267],[1976692],[1995629],[1997659],[2003854],[2024802],[2046468],[2056919],[2061479],[2063204],[2063809],[2068823],[2074481],[2074779],[2076058],[2080031],[2088511],[2100936],[2106226],[2111427],[2118651],[2133696],[2146121],[2157203],[2157501],[2165058],[2167088],[2173283],[2177184],[2183469],[2184074],[2189300],[2196769],[2205249],[2213129],[2221609],[2234034],[2238671],[2240588],[2247151],[2259576],[2260222],[2260827],[2264866],[2270067],[2277291],[2279321],[2285516],[2305087],[2307004],[2319997],[2322776],[2328477],[2335971],[2337465],[2343440],[2348707],[2351920],[2355818],[2359800],[2361717],[2368280],[2373481],[2380705],[2394094],[2396836],[2398330],[2412522],[2417709],[2419626],[2425593],[2426106],[2436296],[2438940],[2440857],[2447875],[2453850],[2456629],[2462330],[2477189],[2480641],[2481154],[2495657],[2499893],[2505467],[2514620],[2518856],[2524888],[2525401],[2533048],[2538235],[2540152],[2541014],[2548618],[2554580],[2567519],[2570971],[2571484],[2584214],[2590802],[2593529],[2602682],[2606918],[2607706],[2626163],[2627807],[2633769],[2642285],[2650812],[2661186],[2680723],[2681517],[2699628],[2708547] ] cell #5376 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1885144],[2004455],[2063874],[2117282],[2173884],[2184139],[2186710],[2218327],[2260892],[2275922],[2286117],[2287940],[2291039],[2352953],[2356419],[2364998],[2374636],[2379336],[2381545],[2382021],[2424892],[2427972],[2440100],[2440106],[2442880],[2459048],[2459939],[2463363],[2466829],[2479940],[2483020],[2506035],[2507558],[2515138],[2517814],[2518382],[2527267],[2528195],[2535845],[2539395],[2539401],[2542175],[2555148],[2556671],[2573350],[2574278],[2576515],[2577764],[2584747],[2587283],[2594097],[2595620],[2596466],[2596472],[2603200],[2605876],[2606444],[2619716],[2620965],[2634337],[2635860],[2636706],[2636712],[2636849],[2638431],[2639086],[2645763],[2653487],[2654736],[2655373],[2655941],[2661719],[2664255],[2674291],[2675873],[2676528],[2688098],[2689347],[2689984],[2690552],[2692017],[2692375],[2703111],[2703146],[2704693],[2705348],[2706520],[2712025],[2718371],[2723967],[2724325],[2728766],[2732411],[2732446],[2733993],[2734648],[2735820],[2736814],[2736849],[2737791],[2745021],[2746893],[2748152],[2748510],[2760007],[2760042],[2763634],[2763669],[2764611],[2766947],[2768064],[2771073],[2771284],[2772543],[2772901],[2774947],[2781454],[2783605],[2784547],[2791777],[2794212],[2795799],[2795834],[2797072],[2799318],[2799888],[2799923],[2800592],[2802831],[2803550],[2804492],[2810434],[2810469],[2811411],[2813194],[2817873],[2819701],[2823136],[2823506],[2825880],[2826335],[2827352],[2827922],[2827957],[2828626],[2829195],[2833405],[2833440],[2834678],[2840437],[2841156],[2842098],[2844982],[2845088],[2846897],[2848028],[2848483],[2848853],[2852732],[2853102],[2856948],[2857518],[2857553],[2858222],[2858791],[2861765],[2864012],[2864541],[2864647],[2867754],[2867860],[2869181],[2870800],[2871255],[2871625],[2874468],[2878859],[2879816],[2879922],[2881106],[2881635],[2881741],[2883062],[2886955],[2887666],[2889938],[2890044],[2893195],[2893432] ] cell #5377 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [825948],[941798],[1056119],[1063755],[1136163],[1181998],[1220468],[1263748],[1296278],[1310326],[1349794],[1382840],[1392849],[1415698],[1426506],[1479655],[1505613],[1513312],[1518263],[1546170],[1556367],[1579216],[1604825],[1633517],[1635441],[1642413],[1674885],[1680635],[1700843],[1708542],[1727070],[1760928],[1761222],[1762495],[1764940],[1796652],[1808448],[1825344],[1827268],[1834240],[1838336],[1846063],[1878180],[1882740],[1884468],[1885081],[1890084],[1913341],[1947199],[1947493],[1948766],[1951211],[1958427],[1960351],[1964258],[1976683],[1995620],[1997653],[2003860],[2024793],[2046469],[2056910],[2061470],[2063198],[2063811],[2068814],[2074482],[2074776],[2076049],[2080025],[2088502],[2100927],[2106217],[2111433],[2118642],[2133687],[2146112],[2157204],[2157498],[2165049],[2167082],[2173289],[2177175],[2183463],[2184076],[2189306],[2196763],[2205240],[2213123],[2221600],[2234025],[2238665],[2240579],[2247142],[2259567],[2260216],[2260829],[2264857],[2270073],[2277282],[2279315],[2285522],[2305081],[2306995],[2319991],[2322767],[2328468],[2335977],[2337459],[2343434],[2348701],[2351911],[2355824],[2359794],[2361708],[2368271],[2373487],[2380696],[2394085],[2396842],[2398324],[2412516],[2417703],[2419617],[2425587],[2426112],[2436302],[2438934],[2440848],[2447869],[2453844],[2456620],[2462321],[2477183],[2480635],[2481160],[2495648],[2499887],[2505473],[2514611],[2518850],[2524882],[2525407],[2533042],[2538229],[2540143],[2541005],[2548612],[2554586],[2567513],[2570965],[2571490],[2584208],[2590793],[2593535],[2602673],[2606912],[2607700],[2626157],[2627801],[2633775],[2642279],[2650806],[2661180],[2680717],[2681523],[2699622],[2708541] ] cell #5378 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1451507],[1581793],[1633322],[1702090],[1711187],[1761004],[1781251],[1825149],[1828476],[1864372],[1884451],[1904736],[1935810],[1947275],[1949814],[1958232],[1984764],[1997636],[2013929],[2022406],[2043102],[2046274],[2052865],[2063181],[2074558],[2080008],[2098540],[2120265],[2126723],[2130293],[2154193],[2154335],[2157280],[2162662],[2167065],[2183358],[2183446],[2186530],[2201846],[2226394],[2226536],[2231638],[2238648],[2257180],[2258081],[2260199],[2261463],[2278905],[2279298],[2285363],[2285505],[2288450],[2291550],[2305064],[2323900],[2324801],[2325074],[2334636],[2337442],[2348517],[2348684],[2352976],[2373065],[2373207],[2378309],[2379210],[2381328],[2385388],[2395501],[2398307],[2404172],[2407940],[2413845],[2425403],[2425570],[2436158],[2447852],[2457753],[2458654],[2458927],[2459094],[2463386],[2468938],[2475071],[2480451],[2480618],[2486951],[2489731],[2499870],[2505329],[2505914],[2506081],[2516027],[2524698],[2524865],[2528466],[2534371],[2535453],[2544490],[2548894],[2554442],[2555027],[2555194],[2559268],[2565401],[2570781],[2570948],[2575963],[2576819],[2582096],[2593391],[2593976],[2594143],[2596756],[2614760],[2619164],[2620020],[2623679],[2625973],[2626140],[2628083],[2633631],[2634216],[2634383],[2638157],[2642561],[2648694],[2648861],[2652935],[2653791],[2659068],[2675599],[2678963],[2681379],[2683142],[2684471],[2685436],[2685603],[2687546],[2688402],[2695500],[2699904],[2700760],[2704419],[2708823],[2714956],[2715123],[2722421],[2726433],[2726571],[2729540],[2731126],[2731956],[2733719],[2744092],[2751635],[2752964],[2753929],[2754096],[2756039],[2756895],[2762504],[2763079],[2768740],[2768878],[2770228],[2779550],[2786669],[2788255],[2789085],[2790848],[2792177],[2796009],[2796147],[2809304],[2809879],[2812683],[2815540],[2815678],[2817028],[2820233],[2833615],[2833753],[2835902],[2836477],[2842601],[2854529],[2854667],[2855191] ] cell #5379 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [825949],[941801],[1056122],[1063759],[1136166],[1182002],[1220471],[1263752],[1296281],[1310336],[1349798],[1382843],[1392859],[1415701],[1426510],[1479665],[1505616],[1513316],[1518273],[1546174],[1556377],[1579219],[1604835],[1633520],[1635445],[1642423],[1674895],[1680645],[1700846],[1708546],[1727080],[1761075],[1761226],[1762505],[1764950],[1796662],[1808458],[1825347],[1827272],[1834250],[1838339],[1846073],[1878190],[1882750],[1884475],[1885225],[1890094],[1913351],[1947346],[1947497],[1948776],[1951221],[1958430],[1960355],[1964268],[1976693],[1995630],[1997660],[2003857],[2024803],[2046472],[2056920],[2061480],[2063205],[2063955],[2068824],[2074629],[2074780],[2076059],[2080032],[2088512],[2100937],[2106227],[2111430],[2118652],[2133697],[2146122],[2157351],[2157502],[2165059],[2167089],[2173286],[2177185],[2183470],[2184220],[2189303],[2196770],[2205250],[2213130],[2221610],[2234035],[2238672],[2240589],[2247152],[2259577],[2260223],[2260973],[2264867],[2270070],[2277292],[2279322],[2285519],[2305088],[2307005],[2319998],[2322777],[2328478],[2335974],[2337466],[2343441],[2348708],[2351921],[2355821],[2359801],[2361718],[2368281],[2373484],[2380706],[2394095],[2396839],[2398331],[2412523],[2417710],[2419627],[2425594],[2426109],[2436299],[2438941],[2440858],[2447876],[2453851],[2456630],[2462331],[2477190],[2480642],[2481157],[2495658],[2499894],[2505470],[2514621],[2518857],[2524889],[2525404],[2533049],[2538236],[2540153],[2541015],[2548619],[2554583],[2567520],[2570972],[2571487],[2584215],[2590803],[2593532],[2602683],[2606919],[2607707],[2626164],[2627808],[2633772],[2642286],[2650813],[2661187],[2680724],[2681520],[2699629],[2708548] ] cell #5380 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1451508],[1581794],[1633323],[1702091],[1711189],[1761006],[1781252],[1825150],[1828478],[1864373],[1884457],[1904738],[1935811],[1947277],[1949820],[1958233],[1984766],[1997642],[2013930],[2022412],[2043103],[2046275],[2052867],[2063187],[2074560],[2080014],[2098546],[2120266],[2126725],[2130299],[2154195],[2154336],[2157282],[2162668],[2167071],[2183359],[2183452],[2186531],[2201852],[2226396],[2226537],[2231644],[2238654],[2257186],[2258083],[2260205],[2261469],[2278906],[2279304],[2285365],[2285506],[2288452],[2291556],[2305070],[2323906],[2324803],[2325080],[2334642],[2337448],[2348523],[2348690],[2352980],[2373067],[2373208],[2378315],[2379212],[2381334],[2385394],[2395507],[2398313],[2404178],[2407946],[2413849],[2425409],[2425576],[2436162],[2447858],[2457759],[2458656],[2458933],[2459100],[2463390],[2468944],[2475077],[2480457],[2480624],[2486957],[2489735],[2499876],[2505333],[2505920],[2506087],[2516033],[2524704],[2524871],[2528472],[2534375],[2535457],[2544494],[2548900],[2554446],[2555033],[2555200],[2559274],[2565407],[2570787],[2570954],[2575969],[2576823],[2582102],[2593395],[2593982],[2594149],[2596760],[2614764],[2619170],[2620024],[2623683],[2625979],[2626146],[2628089],[2633635],[2634222],[2634389],[2638161],[2642567],[2648700],[2648867],[2652941],[2653795],[2659074],[2675603],[2678969],[2681383],[2683146],[2684477],[2685442],[2685609],[2687552],[2688406],[2695504],[2699910],[2700764],[2704423],[2708829],[2714962],[2715129],[2722427],[2726448],[2726575],[2729546],[2731130],[2731960],[2733723],[2744096],[2751639],[2752970],[2753935],[2754102],[2756045],[2756899],[2762510],[2763083],[2768755],[2768882],[2770232],[2779556],[2786675],[2788259],[2789089],[2790852],[2792183],[2796024],[2796151],[2809310],[2809883],[2812689],[2815555],[2815682],[2817032],[2820237],[2833630],[2833757],[2835908],[2836481],[2842605],[2854544],[2854671],[2855195] ] cell #5381 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [825950],[941802],[1056123],[1063756],[1136167],[1181999],[1220472],[1263749],[1296282],[1310327],[1349795],[1382844],[1392850],[1415702],[1426507],[1479656],[1505617],[1513313],[1518264],[1546171],[1556368],[1579220],[1604826],[1633521],[1635442],[1642414],[1674886],[1680636],[1700847],[1708543],[1727071],[1761076],[1761223],[1762496],[1764941],[1796653],[1808449],[1825348],[1827269],[1834241],[1838340],[1846064],[1878181],[1882741],[1884469],[1885226],[1890085],[1913342],[1947347],[1947494],[1948767],[1951212],[1958431],[1960352],[1964259],[1976684],[1995621],[1997654],[2003858],[2024794],[2046473],[2056911],[2061471],[2063199],[2063956],[2068815],[2074630],[2074777],[2076050],[2080026],[2088503],[2100928],[2106218],[2111431],[2118643],[2133688],[2146113],[2157352],[2157499],[2165050],[2167083],[2173287],[2177176],[2183464],[2184221],[2189304],[2196764],[2205241],[2213124],[2221601],[2234026],[2238666],[2240580],[2247143],[2259568],[2260217],[2260974],[2264858],[2270071],[2277283],[2279316],[2285520],[2305082],[2306996],[2319992],[2322768],[2328469],[2335975],[2337460],[2343435],[2348702],[2351912],[2355822],[2359795],[2361709],[2368272],[2373485],[2380697],[2394086],[2396840],[2398325],[2412517],[2417704],[2419618],[2425588],[2426110],[2436300],[2438935],[2440849],[2447870],[2453845],[2456621],[2462322],[2477184],[2480636],[2481158],[2495649],[2499888],[2505471],[2514612],[2518851],[2524883],[2525405],[2533043],[2538230],[2540144],[2541006],[2548613],[2554584],[2567514],[2570966],[2571488],[2584209],[2590794],[2593533],[2602674],[2606913],[2607701],[2626158],[2627802],[2633773],[2642280],[2650807],[2661181],[2680718],[2681521],[2699623],[2708542] ] cell #5382 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1190949],[1319752],[1441895],[1450665],[1524235],[1572597],[1610797],[1633393],[1653805],[1686607],[1701103],[1739126],[1761078],[1770912],[1780264],[1802624],[1813160],[1825220],[1863385],[1884455],[1887606],[1894796],[1898625],[1925397],[1934823],[1947349],[1957183],[1958303],[1978653],[1997640],[2005963],[2006862],[2012942],[2042115],[2046345],[2046754],[2063185],[2066336],[2073526],[2074632],[2080012],[2080750],[2119188],[2119278],[2120612],[2131710],[2148082],[2156455],[2157354],[2167069],[2175392],[2176291],[2182371],[2183450],[2186601],[2190725],[2203263],[2213848],[2218377],[2224529],[2238652],[2239390],[2260113],[2260203],[2277828],[2277918],[2279252],[2279302],[2287625],[2288524],[2291089],[2299043],[2305068],[2305806],[2313953],[2317287],[2337396],[2337446],[2348688],[2349934],[2354840],[2360519],[2365048],[2371200],[2381242],[2381332],[2384322],[2390307],[2398261],[2398311],[2403711],[2411665],[2418428],[2424942],[2425574],[2432896],[2436230],[2447806],[2447856],[2451140],[2459098],[2465250],[2474005],[2479990],[2480622],[2485885],[2489000],[2491870],[2499824],[2499874],[2504848],[2505401],[2506085],[2510833],[2518787],[2524237],[2524869],[2532191],[2535525],[2553961],[2554514],[2555198],[2558570],[2564335],[2566204],[2567450],[2570320],[2570952],[2576891],[2581030],[2587015],[2592910],[2593463],[2594147],[2598895],[2606849],[2617225],[2620092],[2622849],[2626144],[2627385],[2629564],[2633150],[2633703],[2634387],[2647628],[2648865],[2653863],[2658002],[2659871],[2661117],[2663987],[2673161],[2673908],[2681451],[2682312],[2684514],[2685607],[2688474],[2697965],[2700832],[2708125],[2710304],[2713890],[2715127],[2715759],[2720792],[2721476],[2727061],[2732028],[2741654],[2742401],[2746557],[2750805],[2753007],[2754100],[2756967],[2757520],[2769368],[2777921],[2778605],[2782141],[2782888],[2789157],[2792220],[2811054],[2811738],[2812726],[2816168] ] cell #5383 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1451502],[1581721],[1702018],[1711114],[1781179],[1828403],[1864300],[1885370],[1904663],[1935738],[1949815],[1984691],[2004668],[2013857],[2022407],[2043030],[2052792],[2064100],[2098541],[2117246],[2120193],[2126650],[2130294],[2154120],[2162663],[2174097],[2183286],[2184365],[2201847],[2218246],[2225496],[2226321],[2231639],[2257181],[2261118],[2261464],[2275886],[2278833],[2285290],[2286330],[2290958],[2291551],[2323812],[2323901],[2325075],[2334637],[2348518],[2355807],[2356632],[2364917],[2372167],[2372992],[2378310],[2379300],[2382247],[2385389],[2395502],[2404173],[2407941],[2412982],[2424811],[2425404],[2442755],[2442844],[2457665],[2457754],[2458928],[2458967],[2466217],[2467042],[2468939],[2475072],[2479859],[2480452],[2486952],[2489672],[2505915],[2505954],[2515063],[2516028],[2520104],[2524699],[2528467],[2533508],[2542050],[2542139],[2544431],[2548895],[2555028],[2555067],[2559269],[2565402],[2570782],[2575964],[2576440],[2582097],[2584817],[2593977],[2594016],[2596697],[2603125],[2608166],[2614701],[2619165],[2619641],[2623620],[2625974],[2628084],[2634217],[2634256],[2638098],[2638501],[2639011],[2642562],[2648695],[2652936],[2653412],[2659069],[2661789],[2675540],[2675943],[2676453],[2678964],[2683083],[2684472],[2685437],[2687547],[2688023],[2692445],[2695441],[2699905],[2704360],[2704763],[2705273],[2708824],[2714957],[2722422],[2724395],[2726420],[2728691],[2729541],[2731067],[2733660],[2734063],[2734573],[2744033],[2744946],[2748580],[2751576],[2752965],[2753930],[2756040],[2762505],[2763020],[2768134],[2768727],[2770198],[2770998],[2772971],[2779551],[2781524],[2786670],[2788196],[2790789],[2791702],[2792178],[2795545],[2795996],[2799634],[2802901],[2809305],[2809820],[2812684],[2815527],[2816998],[2817798],[2819771],[2820174],[2827668],[2833151],[2833602],[2835903],[2836418],[2840507],[2842571],[2854065],[2854516],[2855161],[2857264] ] cell #5384 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [825951],[941805],[1056126],[1063757],[1136170],[1182000],[1220475],[1263750],[1296285],[1310328],[1349796],[1382847],[1392851],[1415705],[1426508],[1479657],[1505620],[1513314],[1518265],[1546172],[1556369],[1579223],[1604827],[1633524],[1635443],[1642415],[1674887],[1680637],[1700850],[1708544],[1727072],[1761148],[1761224],[1762497],[1764942],[1796654],[1808450],[1825351],[1827270],[1834242],[1838343],[1846065],[1878182],[1882742],[1884470],[1885299],[1890086],[1913343],[1947419],[1947495],[1948768],[1951213],[1958434],[1960353],[1964260],[1976685],[1995622],[1997655],[2003861],[2024795],[2046476],[2056912],[2061472],[2063200],[2064029],[2068816],[2074702],[2074778],[2076051],[2080027],[2088504],[2100929],[2106219],[2111434],[2118644],[2133689],[2146114],[2157424],[2157500],[2165051],[2167084],[2173290],[2177177],[2183465],[2184294],[2189307],[2196765],[2205242],[2213125],[2221602],[2234027],[2238667],[2240581],[2247144],[2259569],[2260218],[2261047],[2264859],[2270074],[2277284],[2279317],[2285523],[2305083],[2306997],[2319993],[2322769],[2328470],[2335978],[2337461],[2343436],[2348703],[2351913],[2355825],[2359796],[2361710],[2368273],[2373488],[2380698],[2394087],[2396843],[2398326],[2412518],[2417705],[2419619],[2425589],[2426113],[2436303],[2438936],[2440850],[2447871],[2453846],[2456622],[2462323],[2477185],[2480637],[2481161],[2495650],[2499889],[2505474],[2514613],[2518852],[2524884],[2525408],[2533044],[2538231],[2540145],[2541007],[2548614],[2554587],[2567515],[2570967],[2571491],[2584210],[2590795],[2593536],[2602675],[2606914],[2607702],[2626159],[2627803],[2633776],[2642281],[2650808],[2661182],[2680719],[2681524],[2699624],[2708543] ] cell #5385 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [825953],[941866],[1056252],[1063822],[1136296],[1182133],[1220601],[1243542],[1263883],[1296411],[1310269],[1349929],[1373027],[1382973],[1392792],[1415831],[1426641],[1438772],[1479598],[1502580],[1505746],[1513447],[1517245],[1546305],[1556310],[1569403],[1579349],[1580428],[1603807],[1625348],[1634645],[1635576],[1642356],[1674828],[1679114],[1679617],[1697810],[1700976],[1708677],[1709783],[1716050],[1716975],[1762344],[1762438],[1763922],[1776580],[1795634],[1804996],[1805927],[1817175],[1826472],[1827403],[1834183],[1835303],[1838469],[1844055],[1859701],[1872645],[1878058],[1885548],[1902321],[1903246],[1927769],[1927863],[1948615],[1948709],[1950193],[1950258],[1959555],[1960486],[1964136],[1974675],[1982349],[1983274],[1993612],[1997704],[2022785],[2022850],[2036797],[2038431],[2044287],[2051375],[2056788],[2064278],[2075898],[2075992],[2080076],[2088380],[2098919],[2098984],[2106095],[2116634],[2125233],[2133565],[2134427],[2144104],[2148196],[2163041],[2163106],[2167133],[2177053],[2184543],[2196814],[2205118],[2205980],[2213174],[2217411],[2221478],[2232017],[2232082],[2238716],[2239504],[2240457],[2247020],[2257559],[2264735],[2265597],[2275274],[2279366],[2305132],[2305920],[2306873],[2311591],[2320042],[2322645],[2324279],[2328346],[2329208],[2337510],[2343485],[2351789],[2359845],[2360633],[2361586],[2368149],[2378688],[2393963],[2398375],[2402356],[2407367],[2409303],[2412567],[2417754],[2418542],[2419495],[2438985],[2440726],[2447920],[2453895],[2456498],[2458132],[2462199],[2476101],[2477234],[2489114],[2490515],[2493970],[2495526],[2499938],[2514489],[2518901],[2529829],[2533093],[2538280],[2540021],[2540883],[2549084],[2550257],[2559458],[2567564],[2583126],[2584259],[2590671],[2597540],[2600995],[2602551],[2606963],[2607751],[2628273],[2642751],[2643924],[2649724],[2650857],[2661231],[2666087],[2700094],[2701267],[2702826],[2709013] ] cell #5386 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [825954],[941807],[1056128],[1063753],[1136172],[1181996],[1220477],[1263746],[1296287],[1310259],[1349792],[1382849],[1392782],[1415707],[1426504],[1479588],[1503607],[1505622],[1513310],[1517235],[1546168],[1556300],[1579225],[1603797],[1633396],[1633526],[1635439],[1642346],[1674818],[1679607],[1698837],[1700852],[1708540],[1716965],[1760207],[1761220],[1762428],[1763912],[1776570],[1795624],[1825223],[1825353],[1827266],[1834173],[1836330],[1838345],[1844045],[1859691],[1872635],[1877878],[1878048],[1884463],[1903236],[1928890],[1946478],[1947491],[1948699],[1950183],[1958306],[1958436],[1960349],[1963956],[1964126],[1974665],[1983264],[1993602],[1997648],[2022775],[2038421],[2046348],[2046478],[2051365],[2056608],[2056778],[2063193],[2073761],[2074774],[2075982],[2080020],[2088370],[2098909],[2106085],[2116624],[2125223],[2133385],[2133555],[2144094],[2156483],[2157496],[2163031],[2167077],[2176873],[2177043],[2183458],[2196758],[2204938],[2205108],[2213118],[2217401],[2221468],[2232007],[2238660],[2240277],[2240447],[2247010],[2252515],[2257549],[2260211],[2264725],[2275264],[2279310],[2305076],[2306693],[2306863],[2311581],[2319986],[2322635],[2324269],[2328336],[2336845],[2337454],[2343429],[2348696],[2351779],[2359789],[2361406],[2361576],[2368139],[2378678],[2393953],[2397710],[2398319],[2402302],[2409293],[2412511],[2417698],[2419315],[2419485],[2425582],[2438929],[2440716],[2447255],[2447864],[2453839],[2456488],[2458122],[2462189],[2476091],[2477178],[2480630],[2490461],[2493859],[2495516],[2499273],[2499882],[2514479],[2518845],[2524877],[2529819],[2533037],[2538224],[2540011],[2540873],[2548607],[2550203],[2562128],[2567508],[2570960],[2583116],[2584203],[2590661],[2597486],[2600884],[2602541],[2606907],[2607695],[2626152],[2627796],[2642274],[2643870],[2649714],[2650801],[2661175],[2665976],[2680712],[2699617],[2701213],[2702715],[2708536] ] cell #5387 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [825955],[941867],[1056253],[1063821],[1136297],[1182132],[1220602],[1243543],[1263882],[1296412],[1310268],[1349928],[1373026],[1382974],[1392791],[1415832],[1426640],[1438773],[1479597],[1502579],[1505747],[1513446],[1517244],[1546304],[1556309],[1569402],[1579350],[1580429],[1603806],[1625347],[1634646],[1635575],[1642355],[1674827],[1679115],[1679616],[1697809],[1700977],[1708676],[1709782],[1716049],[1716974],[1762343],[1762437],[1763921],[1776579],[1795633],[1804997],[1805926],[1817174],[1826473],[1827402],[1834182],[1835302],[1838470],[1844054],[1859700],[1872644],[1878057],[1885547],[1902320],[1903245],[1927768],[1927862],[1948614],[1948708],[1950192],[1950257],[1959556],[1960485],[1964135],[1974674],[1982348],[1983273],[1993611],[1997703],[2022784],[2022849],[2036796],[2038430],[2044286],[2051374],[2056787],[2064277],[2075897],[2075991],[2080075],[2088379],[2098918],[2098983],[2106094],[2116633],[2125232],[2133564],[2134426],[2144103],[2148195],[2163040],[2163105],[2167132],[2177052],[2184542],[2196813],[2205117],[2205979],[2213173],[2217410],[2221477],[2232016],[2232081],[2238715],[2239503],[2240456],[2247019],[2257558],[2264734],[2265596],[2275273],[2279365],[2305131],[2305919],[2306872],[2311590],[2320041],[2322644],[2324278],[2328345],[2329207],[2337509],[2343484],[2351788],[2359844],[2360632],[2361585],[2368148],[2378687],[2393962],[2398374],[2402355],[2407366],[2409302],[2412566],[2417753],[2418541],[2419494],[2438984],[2440725],[2447919],[2453894],[2456497],[2458131],[2462198],[2476100],[2477233],[2489113],[2490514],[2493969],[2495525],[2499937],[2514488],[2518900],[2529828],[2533092],[2538279],[2540020],[2540882],[2549083],[2550256],[2559457],[2567563],[2583125],[2584258],[2590670],[2597539],[2600994],[2602550],[2606962],[2607750],[2628272],[2642750],[2643923],[2649723],[2650856],[2661230],[2666086],[2700093],[2701266],[2702825],[2709012] ] cell #5388 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [825958],[941923],[993007],[1056309],[1063885],[1116281],[1136353],[1179278],[1182196],[1220658],[1242600],[1263946],[1296468],[1308108],[1310273],[1318547],[1349992],[1364858],[1383030],[1392796],[1415888],[1418913],[1426704],[1437830],[1449390],[1456050],[1479602],[1505803],[1513510],[1517249],[1546368],[1546482],[1549498],[1556314],[1561234],[1579406],[1579486],[1582431],[1603811],[1635639],[1635753],[1642360],[1651280],[1674832],[1675857],[1678172],[1679621],[1701033],[1701614],[1708740],[1708854],[1711870],[1716979],[1736601],[1762442],[1763467],[1763926],[1776584],[1780775],[1795638],[1795898],[1801675],[1827466],[1827580],[1834187],[1835212],[1837527],[1844059],[1859705],[1863896],[1872649],[1878062],[1886657],[1903250],[1903510],[1918706],[1935334],[1948713],[1949738],[1950197],[1950457],[1956234],[1964140],[1974679],[1983278],[1983538],[1993616],[1997817],[2013453],[2021824],[2022789],[2023049],[2038435],[2051379],[2051639],[2056792],[2065387],[2066835],[2080189],[2088384],[2097958],[2098923],[2099183],[2106099],[2116638],[2125237],[2125497],[2133569],[2135100],[2144108],[2162080],[2163045],[2163305],[2167246],[2196927],[2205122],[2206653],[2213287],[2217415],[2217675],[2221482],[2231056],[2232021],[2232281],[2238829],[2247024],[2257563],[2257823],[2264739],[2266270],[2275278],[2305245],[2311595],[2316481],[2320155],[2322649],[2324283],[2324543],[2328350],[2329881],[2343598],[2351793],[2353324],[2359958],[2368153],[2378692],[2378952],[2393967],[2402451],[2402763],[2409307],[2412680],[2414193],[2417867],[2439098],[2454008],[2456502],[2458136],[2458396],[2462203],[2463734],[2476105],[2477347],[2490610],[2490922],[2494028],[2514493],[2529833],[2533206],[2534719],[2538393],[2540887],[2550352],[2550664],[2583130],[2584372],[2590675],[2597635],[2597947],[2601053],[2607864],[2644019],[2644331],[2649728],[2650970],[2666145],[2701362],[2701674],[2702884] ] cell #5389 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [841559],[861550],[989688],[1020289],[1040280],[1116057],[1123401],[1155113],[1175959],[1212518],[1243321],[1285368],[1307884],[1315228],[1335637],[1372861],[1374890],[1407748],[1414578],[1438551],[1448126],[1449166],[1465529],[1499155],[1532013],[1544732],[1549274],[1569237],[1571266],[1578096],[1580207],[1595977],[1622614],[1628287],[1660759],[1672523],[1678893],[1689806],[1694385],[1707104],[1709617],[1711646],[1749902],[1756092],[1761253],[1774111],[1787804],[1798638],[1801605],[1805761],[1814441],[1816070],[1820114],[1831878],[1838248],[1869973],[1874495],[1884726],[1896077],[1897706],[1908072],[1921517],[1923711],[1924472],[1931640],[1936173],[1942363],[1947524],[1953197],[1956164],[1960320],[1960382],[1988100],[1990100],[1999539],[2004061],[2009759],[2014292],[2025700],[2041271],[2041451],[2048703],[2053225],[2056201],[2063456],[2069646],[2071840],[2072601],[2074807],[2076436],[2091054],[2092307],[2101834],[2104063],[2113122],[2122561],[2127083],[2130059],[2131363],[2137801],[2152617],[2157529],[2159529],[2165956],[2166717],[2168968],[2173490],[2179188],[2181527],[2181707],[2183721],[2199331],[2200299],[2202916],[2209354],[2219446],[2225405],[2228505],[2234932],[2235693],[2236786],[2249694],[2250947],[2260474],[2262533],[2268971],[2269151],[2271762],[2281201],[2283787],[2285723],[2298696],[2299654],[2300812],[2303202],[2323527],[2326144],[2332582],[2332762],[2333920],[2346002],[2346970],[2349587],[2354463],[2355716],[2356025],[2357915],[2358673],[2363996],[2366117],[2372076],[2375176],[2382364],[2387090],[2391080],[2394785],[2411318],[2413434],[2415824],[2416582],[2421905],[2432549],[2433507],[2434665],[2437055],[2441502],[2442470],[2444330],[2445358],[2457380],[2466126],[2466615],[2471244],[2474355],[2476773],[2488653],[2492643],[2496348],[2497376],[2511606],[2515311],[2519398],[2520556],[2522797],[2531844],[2533960],[2537108],[2541765],[2542431],[2543018],[2546068],[2551200],[2561574],[2564685],[2568880],[2581380],[2583798],[2599668],[2604401],[2608618],[2610235],[2616338],[2625257],[2644867],[2658352],[2662547],[2671074],[2678617],[2697078],[2739567] ] cell #5390 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [841560],[861551],[989689],[1020290],[1040281],[1116058],[1116199],[1123402],[1155114],[1175960],[1212519],[1243322],[1285369],[1307885],[1308026],[1315229],[1335638],[1374891],[1407749],[1414579],[1438552],[1448127],[1449167],[1449308],[1465530],[1499156],[1532014],[1544733],[1549275],[1549416],[1571267],[1578097],[1580208],[1595980],[1622615],[1628288],[1660760],[1672524],[1674775],[1678894],[1689807],[1694386],[1707105],[1711647],[1711788],[1749903],[1756095],[1761254],[1774112],[1787807],[1798639],[1800985],[1801606],[1814442],[1816071],[1820115],[1831879],[1834130],[1838249],[1869974],[1874498],[1884727],[1896078],[1897707],[1908073],[1921520],[1923712],[1923787],[1931641],[1936174],[1939166],[1942366],[1947525],[1953198],[1955544],[1956165],[1960383],[1988101],[1990103],[1999540],[2004064],[2009760],[2014293],[2017285],[2025701],[2041274],[2048704],[2053228],[2055581],[2056202],[2063457],[2069649],[2071841],[2071916],[2074808],[2076437],[2091055],[2092308],[2101835],[2104066],[2113125],[2122562],[2127086],[2129439],[2130060],[2131364],[2137804],[2157530],[2159532],[2159848],[2165957],[2166032],[2168969],[2173493],[2179189],[2181530],[2183722],[2186714],[2199334],[2200300],[2202917],[2209357],[2219449],[2225406],[2228508],[2228824],[2234933],[2235008],[2236789],[2249695],[2250948],[2260475],[2262534],[2263259],[2268974],[2271765],[2281202],[2285726],[2288079],[2298697],[2299657],[2300815],[2301131],[2303205],[2323528],[2326145],[2326870],[2332585],[2333942],[2346005],[2346971],[2349588],[2354464],[2355717],[2356028],[2357918],[2358067],[2366120],[2372077],[2375179],[2375495],[2381679],[2387091],[2391083],[2393275],[2394807],[2411319],[2413437],[2415827],[2415976],[2432550],[2433510],[2434668],[2434984],[2437058],[2441505],[2442471],[2444352],[2457381],[2460723],[2466127],[2471247],[2474377],[2476167],[2488654],[2492646],[2496370],[2511609],[2513801],[2515333],[2519401],[2520559],[2531845],[2533963],[2536502],[2541766],[2543019],[2546090],[2547376],[2561577],[2564707],[2581402],[2583192],[2599671],[2608621],[2610764],[2625279],[2641043],[2658374],[2679146] ] cell #5391 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1760926],[1838558],[1885083],[1947197],[1959913],[2003908],[2063813],[2068314],[2074480],[2076240],[2111531],[2137509],[2153221],[2157202],[2173337],[2178150],[2184078],[2189404],[2209062],[2242416],[2257022],[2257161],[2260831],[2268679],[2270171],[2279784],[2284391],[2285570],[2288372],[2308832],[2332290],[2336075],[2338716],[2352116],[2352892],[2355872],[2363545],[2364600],[2373585],[2378151],[2378290],[2381960],[2396940],[2399581],[2421454],[2422509],[2422747],[2426210],[2436131],[2436395],[2439401],[2449126],[2450758],[2450897],[2462526],[2463302],[2466282],[2477795],[2481258],[2501144],[2502776],[2502915],[2505302],[2505566],[2514912],[2522042],[2525505],[2527358],[2528134],[2535426],[2535690],[2538696],[2544837],[2554415],[2554679],[2568125],[2571588],[2573441],[2574217],[2575054],[2576289],[2576792],[2577056],[2591157],[2593364],[2593628],[2595767],[2602974],[2611708],[2618255],[2619490],[2619993],[2620257],[2624026],[2631397],[2633604],[2633868],[2636007],[2637447],[2638860],[2651396],[2653261],[2653764],[2654028],[2669410],[2672547],[2674889],[2676302],[2680090],[2681352],[2681616],[2686007],[2687872],[2688375],[2688639],[2691210],[2698995],[2700733],[2700997],[2703709],[2705122],[2718658],[2721261],[2723160],[2726544],[2727530],[2728540],[2730667],[2731929],[2732193],[2733009],[2734422],[2741040],[2743382],[2744795],[2747345],[2756868],[2757132],[2762120],[2762704],[2766399],[2766452],[2767234],[2768851],[2769837],[2770847],[2771736],[2778390],[2780289],[2787796],[2789058],[2789322],[2790138],[2791551],[2796120],[2796304],[2801166],[2801219],[2802001],[2802585],[2808920],[2809504],[2815651],[2816637],[2817647],[2818536],[2823311],[2823364],[2828427],[2833726],[2833910],[2836102],[2838772],[2838825],[2839607],[2840191],[2848711],[2852907],[2852960],[2854640],[2854824],[2858023],[2860215],[2868986],[2869039],[2871483],[2873347],[2882920],[2887955] ] cell #5392 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [841569],[861560],[874667],[989698],[992867],[1020299],[1040290],[1053397],[1116067],[1123411],[1155123],[1175969],[1179138],[1189076],[1212528],[1285378],[1288528],[1307894],[1315238],[1318407],[1335647],[1374900],[1407758],[1414588],[1414844],[1418773],[1448136],[1449176],[1451286],[1465666],[1499165],[1532023],[1544739],[1544749],[1545346],[1549284],[1571276],[1578106],[1578362],[1582291],[1596108],[1622624],[1628424],[1660896],[1672533],[1673866],[1674086],[1689816],[1690072],[1694395],[1707111],[1707121],[1707718],[1711656],[1750039],[1756223],[1761263],[1774121],[1774377],[1787935],[1798775],[1800659],[1814451],[1816077],[1816087],[1816684],[1820251],[1831888],[1833221],[1833441],[1870110],[1874626],[1884863],[1896087],[1897713],[1897723],[1898320],[1908082],[1921648],[1931647],[1931657],[1936310],[1938257],[1938477],[1942494],[1947534],[1953334],[1955218],[1960392],[1960648],[1988110],[1990231],[1999676],[2004192],[2009766],[2009776],[2014429],[2016376],[2016596],[2025837],[2047194],[2048840],[2048918],[2053356],[2055255],[2063593],[2069777],[2074817],[2076443],[2076453],[2091191],[2092314],[2092324],[2101971],[2104071],[2113253],[2121052],[2122698],[2122776],[2127214],[2129113],[2132150],[2137932],[2157539],[2158152],[2159080],[2159660],[2169105],[2173621],[2179195],[2179205],[2183858],[2186025],[2191165],[2199462],[2200436],[2200514],[2203703],[2209485],[2219454],[2225412],[2227128],[2228056],[2228636],[2237495],[2249831],[2250954],[2250964],[2260611],[2261339],[2271893],[2281338],[2281416],[2285854],[2292571],[2299483],[2299662],[2300363],[2300943],[2303911],[2314393],[2323664],[2324950],[2334512],[2346133],[2347107],[2347185],[2350374],[2354600],[2355723],[2356156],[2366125],[2372083],[2374727],[2375307],[2385264],[2388112],[2391789],[2395377],[2405193],[2412105],[2413565],[2433336],[2433515],[2434216],[2434796],[2437764],[2441633],[2442607],[2457517],[2466133],[2468432],[2474947],[2486827],[2493352],[2508638],[2512315],[2515903],[2519406],[2520687],[2532631],[2534091],[2541902],[2543025],[2558762],[2565277],[2581972],[2600377],[2608749],[2658944] ] cell #5393 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [874666],[992858],[1053396],[1080688],[1102164],[1115858],[1179129],[1189075],[1240043],[1272515],[1288527],[1293991],[1307685],[1318398],[1380553],[1413411],[1414843],[1418764],[1435273],[1448967],[1451285],[1472653],[1544748],[1545337],[1546140],[1549075],[1576929],[1578361],[1582282],[1598933],[1635411],[1667883],[1670318],[1673798],[1674083],[1674637],[1690071],[1707120],[1707709],[1708512],[1711447],[1727043],[1759048],[1774376],[1790760],[1796625],[1800596],[1800980],[1816086],[1816675],[1827238],[1829673],[1833153],[1833438],[1833992],[1852571],[1876372],[1882713],[1897722],[1898311],[1906973],[1913314],[1919584],[1931656],[1938189],[1938474],[1939028],[1945319],[1951184],[1955155],[1955539],[1960647],[1987001],[1995593],[2002128],[2005938],[2009775],[2016308],[2016593],[2017147],[2024766],[2031301],[2047126],[2048915],[2055102],[2055192],[2055576],[2061443],[2067713],[2076452],[2092323],[2100900],[2104612],[2109438],[2118615],[2120984],[2122773],[2128960],[2129050],[2129434],[2132082],[2136908],[2156430],[2158089],[2159075],[2159843],[2165022],[2171557],[2175367],[2179204],[2186022],[2186576],[2191097],[2200511],[2203635],[2208461],[2211890],[2219995],[2224821],[2227065],[2228051],[2228819],[2233998],[2237432],[2250963],[2259540],[2261334],[2263252],[2268078],[2277255],[2281413],[2287600],[2288074],[2292508],[2299415],[2300203],[2300358],[2301126],[2303848],[2311064],[2314325],[2318758],[2324945],[2326863],[2331689],[2334507],[2347182],[2350306],[2355132],[2358561],[2366666],[2371492],[2374722],[2375490],[2380669],[2385259],[2388107],[2391726],[2392437],[2393268],[2395372],[2405130],[2408776],[2412037],[2413748],[2416470],[2433268],[2434056],[2434211],[2434979],[2437701],[2452611],[2460716],[2465542],[2468427],[2474942],[2475574],[2476661],[2486822],[2493289],[2494831],[2508633],[2512252],[2512963],[2513794],[2515898],[2519947],[2520870],[2529302],[2532563],[2534274],[2536996],[2558757],[2565272],[2566991],[2581967],[2582599],[2583686],[2589145],[2589976],[2600314],[2601856],[2608932],[2649197],[2650284],[2658939],[2660658],[2666948],[2667871],[2716546] ] cell #5394 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [992886],[1116166],[1179157],[1242752],[1307993],[1318426],[1366120],[1418792],[1437982],[1449275],[1459497],[1545365],[1549383],[1562496],[1579638],[1582310],[1654727],[1674226],[1674742],[1678324],[1702876],[1707737],[1711755],[1740048],[1783116],[1796120],[1800580],[1800989],[1816703],[1833581],[1834097],[1837679],[1866237],[1898339],[1903732],[1918662],[1923427],[1937675],[1938617],[1939133],[1950679],[1955139],[1955548],[1983760],[2015794],[2016736],[2017252],[2021780],[2023271],[2036492],[2049058],[2051861],[2055176],[2055585],[2066791],[2071556],[2077069],[2097914],[2099405],[2122916],[2125719],[2129034],[2129443],[2134122],[2135056],[2158018],[2159852],[2162036],[2163527],[2165672],[2176748],[2186165],[2200654],[2205675],[2206609],[2217897],[2226994],[2228828],[2231012],[2232503],[2234648],[2237361],[2240152],[2258045],[2261621],[2262615],[2265292],[2266226],[2281556],[2288083],[2292437],[2301135],[2303777],[2306568],[2316437],[2324765],[2325232],[2326226],[2328903],[2329837],[2334794],[2347325],[2353280],[2356905],[2358490],[2361281],[2375499],[2379174],[2385546],[2391655],[2392631],[2395659],[2402719],[2405059],[2407062],[2414149],[2414814],[2416399],[2419190],[2423520],[2434988],[2437630],[2440421],[2445204],[2458618],[2460079],[2463690],[2469681],[2472195],[2475229],[2476590],[2478568],[2485070],[2487109],[2490878],[2493218],[2495221],[2497222],[2512181],[2513157],[2516185],[2534675],[2536925],[2539716],[2544058],[2549637],[2550620],[2551046],[2558233],[2560011],[2563520],[2565559],[2566920],[2579220],[2582254],[2583615],[2585593],[2597903],[2600243],[2602246],[2604247],[2616202],[2623247],[2627048],[2628826],[2629809],[2630235],[2643304],[2644287],[2644713],[2650213],[2657187],[2659226],[2660587],[2672824],[2696942],[2701630],[2702056],[2707788],[2709566],[2710549],[2710975],[2716475],[2741317],[2745534],[2757765],[2758191],[2781804],[2783133] ] cell #5395 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1503331],[1633112],[1698561],[1760259],[1824939],[1836054],[1838561],[1877990],[1928614],[1946530],[1958022],[1959914],[1964068],[2042091],[2046064],[2056720],[2068315],[2073813],[2076236],[2076743],[2133497],[2137510],[2153222],[2153229],[2156535],[2176985],[2178146],[2182347],[2186320],[2205050],[2209063],[2240389],[2242412],[2252622],[2256258],[2257018],[2268680],[2269791],[2279775],[2284392],[2284399],[2287705],[2306805],[2308828],[2332291],[2333402],[2336952],[2338707],[2348491],[2352107],[2361518],[2363541],[2364601],[2364608],[2373751],[2377387],[2378147],[2397817],[2399572],[2419427],[2421450],[2422510],[2422517],[2422738],[2425377],[2426376],[2436122],[2447362],[2449117],[2449994],[2450754],[2458901],[2462517],[2477786],[2480425],[2481424],[2499380],[2501135],[2502012],[2502772],[2505293],[2505888],[2522033],[2522106],[2524672],[2525671],[2527349],[2535417],[2544828],[2554406],[2555001],[2562235],[2568116],[2568189],[2570755],[2571754],[2573432],[2575045],[2575118],[2576783],[2588449],[2591148],[2593355],[2593950],[2611699],[2611772],[2618246],[2618319],[2619984],[2624017],[2625947],[2631050],[2631388],[2633595],[2634190],[2637438],[2648668],[2652090],[2653755],[2665421],[2669401],[2672538],[2672611],[2674880],[2678937],[2680081],[2680154],[2681343],[2685410],[2686701],[2688366],[2698986],[2699059],[2700724],[2703700],[2711790],[2714930],[2721252],[2721979],[2726535],[2727521],[2729514],[2730658],[2730731],[2731920],[2733000],[2741031],[2741104],[2743373],[2753903],[2755194],[2756859],[2762478],[2762695],[2766360],[2768842],[2769828],[2770555],[2778381],[2779108],[2786643],[2787787],[2787860],[2789049],[2790129],[2796111],[2801127],[2802359],[2802576],[2809278],[2809495],[2812241],[2815642],[2816628],[2817355],[2823272],[2833717],[2835876],[2836093],[2838733],[2839965],[2840182],[2842928],[2852868],[2854631],[2859989],[2860206],[2868947],[2869518] ] cell #5396 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [874670],[992855],[1053400],[1079562],[1115713],[1179126],[1189079],[1238917],[1271389],[1288531],[1307540],[1318395],[1361780],[1412285],[1414847],[1418761],[1434147],[1448822],[1451289],[1544750],[1545014],[1545334],[1548930],[1558156],[1575803],[1578365],[1582279],[1644202],[1656997],[1669236],[1673733],[1674082],[1674564],[1690075],[1707122],[1707386],[1707706],[1711302],[1742318],[1774380],[1780215],[1795599],[1800539],[1800977],[1816088],[1816352],[1816672],[1828591],[1833088],[1833437],[1833919],[1863336],[1897724],[1897988],[1898308],[1903211],[1904851],[1918621],[1931658],[1934774],[1938124],[1938473],[1938955],[1950158],[1955098],[1955536],[1960651],[1983239],[1984879],[2009777],[2012893],[2016243],[2016592],[2017074],[2021739],[2022750],[2047001],[2048914],[2051340],[2052980],[2055135],[2055573],[2066750],[2076454],[2092325],[2097873],[2098884],[2111126],[2120859],[2122772],[2125198],[2126838],[2128993],[2129431],[2131957],[2135015],[2154308],[2157977],[2159071],[2159840],[2161995],[2163006],[2179206],[2186021],[2186503],[2190972],[2200510],[2203510],[2206568],[2217376],[2226509],[2226953],[2228047],[2228816],[2230971],[2231982],[2237320],[2250965],[2257524],[2261330],[2263127],[2266185],[2281412],[2285478],[2288071],[2292396],[2299290],[2300354],[2301123],[2303736],[2311556],[2314200],[2316396],[2324244],[2324941],[2326738],[2329796],[2334503],[2347181],[2350181],[2353239],[2358449],[2373180],[2374718],[2375487],[2378653],[2385255],[2388103],[2391614],[2393143],[2395368],[2402678],[2405018],[2409268],[2411912],[2413745],[2414108],[2416358],[2433143],[2434207],[2434976],[2437589],[2458097],[2460591],[2463649],[2468423],[2474938],[2476066],[2476549],[2484739],[2486818],[2490837],[2493177],[2494706],[2508629],[2512140],[2513669],[2515894],[2520867],[2529794],[2532438],[2534271],[2534634],[2536884],[2550579],[2558753],[2563189],[2565268],[2566879],[2581963],[2583091],[2583574],[2589851],[2597862],[2600202],[2601731],[2608929],[2615871],[2644246],[2649689],[2650172],[2656856],[2658935],[2660546],[2666823],[2667868],[2696611],[2701589],[2716434],[2745203] ] cell #5397 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [874671],[992852],[1053401],[1099918],[1115785],[1179123],[1189080],[1237797],[1288532],[1291745],[1307612],[1318392],[1339788],[1378307],[1414848],[1418758],[1433027],[1448894],[1451290],[1471527],[1536164],[1544751],[1545331],[1549002],[1574683],[1578366],[1582276],[1598860],[1634285],[1666757],[1670245],[1673795],[1674084],[1676674],[1690076],[1707123],[1707703],[1711374],[1727040],[1758975],[1774381],[1790687],[1796622],[1800597],[1804636],[1816089],[1816669],[1826112],[1829600],[1833150],[1833439],[1852572],[1876299],[1882710],[1897725],[1898305],[1906900],[1913311],[1919585],[1924400],[1931659],[1938186],[1938475],[1945246],[1951181],[1955156],[1959195],[1960652],[1986928],[1995590],[2002129],[2005865],[2009778],[2016305],[2016594],[2024763],[2031302],[2041449],[2047123],[2048916],[2055029],[2055193],[2061440],[2067714],[2072529],[2076455],[2092326],[2100897],[2104609],[2109439],[2118612],[2120981],[2122774],[2128887],[2129051],[2132079],[2136909],[2156357],[2158090],[2159076],[2165019],[2166645],[2171558],[2175294],[2179207],[2181705],[2186023],[2191094],[2200512],[2203632],[2208462],[2211891],[2219992],[2224822],[2227066],[2228052],[2233995],[2235621],[2237433],[2250966],[2259537],[2261335],[2263249],[2268079],[2269149],[2277252],[2281414],[2287527],[2292509],[2299412],[2300200],[2300359],[2303849],[2311065],[2314322],[2318759],[2324946],[2326860],[2331690],[2332760],[2334508],[2347183],[2350303],[2355133],[2358562],[2358671],[2366663],[2371493],[2374723],[2380666],[2382292],[2385260],[2388108],[2391727],[2392438],[2393265],[2395373],[2405131],[2408777],[2412034],[2416471],[2416580],[2433265],[2434053],[2434212],[2437702],[2452612],[2460713],[2465543],[2466613],[2468428],[2474943],[2475575],[2476662],[2476771],[2486823],[2493290],[2494828],[2508634],[2512253],[2512964],[2513791],[2515899],[2519944],[2529303],[2532560],[2536997],[2537106],[2558758],[2565273],[2566992],[2567101],[2581968],[2582600],[2583687],[2583796],[2589146],[2589973],[2600315],[2601853],[2649198],[2650285],[2650394],[2658940],[2660659],[2660768],[2666945],[2716547],[2716656],[2759101] ] cell #5398 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [874675],[992849],[1053405],[1115638],[1179120],[1189084],[1236660],[1288536],[1307465],[1318389],[1328734],[1414852],[1418755],[1431890],[1448747],[1451294],[1525110],[1544825],[1545328],[1548855],[1573546],[1578370],[1582273],[1611672],[1655860],[1669161],[1673730],[1674155],[1690080],[1707197],[1707700],[1711227],[1741181],[1774385],[1780140],[1795596],[1800541],[1815215],[1816163],[1816666],[1828516],[1833085],[1833510],[1863261],[1896851],[1897799],[1898302],[1903208],[1904776],[1918623],[1931733],[1934699],[1938121],[1938546],[1950155],[1955100],[1960656],[1983236],[1984804],[2009852],[2012818],[2016240],[2016665],[2021741],[2022747],[2046998],[2048987],[2051337],[2052905],[2055137],[2066752],[2076529],[2092400],[2097875],[2098881],[2111051],[2120856],[2122845],[2125195],[2126763],[2128995],[2131954],[2135017],[2154233],[2157979],[2159074],[2161997],[2163003],[2179281],[2186094],[2190969],[2200583],[2203507],[2206570],[2217373],[2226434],[2226955],[2228050],[2230973],[2231979],[2237322],[2251040],[2257521],[2261333],[2263124],[2266187],[2281485],[2285403],[2292398],[2299287],[2300357],[2303738],[2311553],[2314197],[2316398],[2324241],[2324944],[2326735],[2329798],[2334506],[2347254],[2350178],[2353241],[2358451],[2373105],[2374721],[2378650],[2385258],[2388106],[2391616],[2393140],[2395371],[2402680],[2405020],[2409265],[2411909],[2414110],[2416360],[2433140],[2434210],[2437591],[2458094],[2460588],[2463651],[2468426],[2474941],[2476063],[2476551],[2484741],[2486821],[2490839],[2493179],[2494703],[2508632],[2512142],[2513666],[2515897],[2529791],[2532435],[2534636],[2536886],[2550581],[2558756],[2563191],[2565271],[2566393],[2566881],[2581966],[2583088],[2583576],[2589848],[2597864],[2600204],[2601728],[2615873],[2644248],[2649686],[2650174],[2656858],[2658938],[2660060],[2660548],[2666820],[2696613],[2701591],[2715948],[2716436],[2745205],[2746746] ] cell #5399 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [874677],[992846],[1053407],[1115563],[1179117],[1189086],[1235528],[1288538],[1307390],[1318386],[1325376],[1414854],[1418752],[1430758],[1448672],[1451296],[1521752],[1544971],[1545325],[1548780],[1572414],[1578372],[1582270],[1608314],[1653622],[1669086],[1673727],[1674302],[1690082],[1707343],[1707697],[1711152],[1738943],[1774387],[1780065],[1795593],[1800544],[1812977],[1816309],[1816663],[1828441],[1833082],[1833657],[1863186],[1894613],[1897945],[1898299],[1903205],[1904701],[1918626],[1933763],[1934624],[1938118],[1938693],[1950152],[1955103],[1960658],[1983233],[1984729],[2011882],[2012743],[2016237],[2016812],[2021744],[2022744],[2046995],[2050906],[2051334],[2052830],[2055140],[2066755],[2076675],[2093440],[2097878],[2098878],[2110976],[2120853],[2124764],[2125192],[2126688],[2128998],[2131951],[2135020],[2154158],[2157982],[2160801],[2162000],[2163000],[2181311],[2186241],[2190966],[2201572],[2203504],[2206573],[2217370],[2226359],[2226958],[2229777],[2230976],[2231976],[2237325],[2252080],[2257518],[2261394],[2263121],[2266190],[2283404],[2285328],[2292401],[2299284],[2301222],[2303741],[2311550],[2314194],[2316401],[2324238],[2325005],[2326732],[2329801],[2334567],[2348243],[2350175],[2353244],[2358454],[2373030],[2376448],[2378647],[2385319],[2388167],[2391619],[2393137],[2395432],[2402683],[2405023],[2409262],[2411906],[2414113],[2416363],[2433137],[2435075],[2437594],[2458091],[2460585],[2463654],[2468487],[2475002],[2476060],[2476554],[2484742],[2486882],[2490842],[2493182],[2494700],[2508693],[2512145],[2513663],[2515958],[2529788],[2532432],[2534639],[2536889],[2550584],[2558817],[2563192],[2565332],[2566390],[2566884],[2582027],[2583085],[2583579],[2589845],[2597867],[2600207],[2601725],[2615874],[2644251],[2649683],[2650177],[2656859],[2658999],[2660057],[2660551],[2666817],[2696614],[2701594],[2715945],[2716439],[2745206],[2746743] ] cell #5400 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [874678],[992842],[1053408],[1115487],[1179113],[1189087],[1235378],[1288539],[1307314],[1318382],[1325226],[1414855],[1418748],[1430608],[1448596],[1451297],[1451511],[1521602],[1545183],[1545321],[1548704],[1572264],[1578373],[1581865],[1582266],[1608164],[1653472],[1668938],[1673720],[1674522],[1690083],[1702162],[1707555],[1707693],[1711076],[1711260],[1738793],[1774388],[1779917],[1781323],[1795586],[1800550],[1812827],[1816521],[1816659],[1828293],[1828549],[1833075],[1833877],[1863038],[1864444],[1894463],[1898157],[1898295],[1903198],[1904553],[1904809],[1918632],[1934476],[1935882],[1938111],[1938913],[1949817],[1950145],[1955109],[1983226],[1984581],[1984837],[2012595],[2014001],[2016230],[2017032],[2021750],[2022409],[2022737],[2046988],[2051327],[2052682],[2052938],[2055146],[2066761],[2097884],[2098543],[2098871],[2110828],[2120846],[2125185],[2126540],[2126796],[2129004],[2130296],[2131944],[2135026],[2154010],[2157988],[2162006],[2162665],[2162993],[2190959],[2201849],[2203497],[2206579],[2217363],[2226211],[2226964],[2230982],[2231641],[2231969],[2237331],[2257511],[2261466],[2263114],[2266196],[2285180],[2291553],[2292407],[2299277],[2303747],[2311543],[2314187],[2316407],[2324231],[2325077],[2326725],[2329807],[2334639],[2350168],[2353250],[2358460],[2372882],[2378640],[2385391],[2391625],[2393130],[2395504],[2402689],[2404175],[2405029],[2409255],[2411899],[2414119],[2416369],[2433130],[2437600],[2458084],[2460578],[2463660],[2475074],[2476053],[2476560],[2484784],[2486954],[2490848],[2493188],[2494693],[2512151],[2513656],[2516030],[2529781],[2532425],[2534645],[2536895],[2550590],[2563234],[2565404],[2566383],[2566890],[2582099],[2583078],[2583585],[2589838],[2597873],[2600213],[2601718],[2615916],[2644257],[2649676],[2650183],[2656901],[2659071],[2660050],[2660557],[2666810],[2696656],[2701600],[2715938],[2716445],[2745248],[2746736] ] cell #5401 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [874679],[992843],[1053409],[1115488],[1179114],[1189088],[1235379],[1288540],[1307315],[1318383],[1325227],[1414856],[1418749],[1430609],[1448597],[1451298],[1521603],[1545113],[1545322],[1548705],[1572265],[1578374],[1582267],[1608165],[1653473],[1668939],[1673721],[1674450],[1690084],[1707485],[1707694],[1711077],[1712073],[1738794],[1774389],[1779918],[1795587],[1800548],[1812828],[1816451],[1816660],[1828294],[1833076],[1833805],[1838145],[1863039],[1894464],[1898087],[1898296],[1903199],[1904554],[1918630],[1934477],[1936961],[1938112],[1938841],[1950146],[1953985],[1955107],[1960136],[1983227],[1984582],[2012596],[2015080],[2016231],[2016960],[2021748],[2022738],[2026488],[2046989],[2051328],[2052683],[2053978],[2055144],[2066759],[2070399],[2097882],[2098872],[2102622],[2110829],[2120847],[2125186],[2126541],[2127836],[2129002],[2131945],[2135024],[2138554],[2154011],[2157986],[2162004],[2162994],[2163655],[2179301],[2190960],[2203498],[2206577],[2210107],[2217364],[2226212],[2226962],[2230980],[2231970],[2232631],[2237329],[2242577],[2257512],[2261505],[2263115],[2266194],[2285181],[2292405],[2299278],[2303745],[2308993],[2311544],[2314188],[2316405],[2324232],[2325116],[2326726],[2329805],[2333674],[2334678],[2350169],[2353248],[2358458],[2372883],[2378641],[2385430],[2391623],[2393131],[2394539],[2395543],[2402687],[2405027],[2409256],[2411900],[2414117],[2416367],[2433131],[2437598],[2458085],[2460579],[2463658],[2469417],[2475113],[2476054],[2476558],[2484744],[2486993],[2490846],[2493186],[2494694],[2512149],[2513657],[2516069],[2529782],[2532426],[2534643],[2536893],[2550588],[2559747],[2563194],[2565443],[2566384],[2566888],[2582138],[2583079],[2583583],[2589839],[2597871],[2600211],[2601719],[2615876],[2644255],[2649677],[2650181],[2656861],[2659110],[2660051],[2660555],[2666811],[2696616],[2701598],[2715939],[2716443],[2745208],[2746737] ] cell #5402 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [874680],[992840],[1053410],[1115479],[1179111],[1189089],[1235370],[1288541],[1307306],[1318380],[1325218],[1414857],[1418746],[1430600],[1448588],[1451299],[1451514],[1521594],[1545251],[1545319],[1548696],[1572256],[1578375],[1582003],[1582264],[1608156],[1653464],[1668930],[1673715],[1674594],[1690085],[1703268],[1707623],[1707691],[1711068],[1711404],[1738785],[1774390],[1779909],[1783508],[1795581],[1800554],[1812819],[1816589],[1816657],[1828285],[1829630],[1833070],[1833949],[1863030],[1866629],[1894455],[1898225],[1898293],[1903193],[1904545],[1906930],[1918636],[1934468],[1938067],[1938106],[1938985],[1950140],[1950811],[1955113],[1983221],[1984573],[1986958],[2012587],[2016186],[2016225],[2017104],[2021754],[2022732],[2024393],[2046983],[2051322],[2052674],[2055059],[2055150],[2066765],[2097888],[2098866],[2100527],[2110820],[2120841],[2125180],[2126532],[2128917],[2129008],[2130378],[2131939],[2135030],[2154002],[2157992],[2162010],[2162988],[2164649],[2190954],[2201931],[2203492],[2206583],[2217358],[2226203],[2226968],[2230986],[2231964],[2233625],[2237335],[2257506],[2261548],[2263109],[2266200],[2285172],[2291635],[2292411],[2299272],[2303751],[2311538],[2314182],[2316411],[2324226],[2325159],[2326720],[2329811],[2334721],[2350163],[2353254],[2358464],[2372874],[2378635],[2385473],[2391629],[2393125],[2395586],[2402693],[2404257],[2405033],[2409250],[2411894],[2414123],[2416373],[2433125],[2437604],[2458079],[2460573],[2463664],[2475156],[2476048],[2476564],[2484786],[2487036],[2490852],[2493192],[2494688],[2512155],[2513651],[2516112],[2529776],[2532420],[2534649],[2536899],[2550594],[2563236],[2565486],[2566378],[2566894],[2582181],[2583073],[2583589],[2589833],[2597877],[2600217],[2601713],[2615918],[2644261],[2649671],[2650187],[2656903],[2659153],[2660045],[2660561],[2666805],[2696658],[2701604],[2715933],[2716449],[2745250],[2746731] ] cell #5403 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [874681],[992839],[1053411],[1115478],[1179110],[1189090],[1190956],[1235369],[1288542],[1307305],[1318379],[1319951],[1325217],[1414858],[1418745],[1430599],[1443089],[1448587],[1450874],[1451300],[1521593],[1526549],[1545316],[1545318],[1548695],[1572255],[1573793],[1578376],[1582263],[1608155],[1613111],[1653463],[1656107],[1668929],[1673714],[1674664],[1688921],[1690086],[1702188],[1707688],[1707690],[1711067],[1738784],[1741428],[1773226],[1774391],[1779908],[1782428],[1795580],[1800558],[1812818],[1815462],[1816654],[1816656],[1828284],[1833069],[1834019],[1863029],[1865549],[1894454],[1897098],[1898290],[1898292],[1898731],[1903192],[1904544],[1918640],[1934467],[1936987],[1938105],[1939055],[1950139],[1955117],[1978759],[1983220],[1984572],[2012586],[2015106],[2016224],[2017174],[2021758],[2022731],[2046860],[2046982],[2051321],[2052673],[2055154],[2066769],[2080856],[2097892],[2098865],[2110819],[2120718],[2120840],[2125179],[2126531],[2129012],[2131816],[2131938],[2135034],[2154001],[2157996],[2162014],[2162987],[2190831],[2190953],[2203369],[2203491],[2206587],[2213954],[2217357],[2226202],[2226972],[2230990],[2231963],[2237339],[2257505],[2263108],[2266204],[2285171],[2292415],[2299149],[2299271],[2303755],[2311537],[2314059],[2314181],[2316415],[2324225],[2326719],[2329815],[2350040],[2350162],[2353258],[2358468],[2372873],[2378634],[2391633],[2393124],[2402697],[2405037],[2409249],[2411771],[2411893],[2414127],[2416377],[2433002],[2433124],[2437608],[2458078],[2460572],[2463668],[2476047],[2476568],[2484867],[2490856],[2493196],[2494687],[2512159],[2513650],[2529775],[2532297],[2532419],[2534653],[2536903],[2550598],[2563317],[2566377],[2566898],[2583072],[2583593],[2589832],[2597881],[2600221],[2601712],[2615999],[2644265],[2649670],[2650191],[2656984],[2660044],[2660565],[2666804],[2696739],[2701608],[2715932],[2716453],[2745331],[2746730] ] cell #5404 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [874682],[942375],[992838],[1053412],[1064054],[1115477],[1179109],[1183339],[1189091],[1190435],[1235368],[1266195],[1284711],[1288543],[1307304],[1312349],[1318378],[1325216],[1352241],[1395992],[1414745],[1414859],[1418744],[1428953],[1430598],[1442065],[1447469],[1448586],[1451301],[1482798],[1515759],[1521592],[1525525],[1544292],[1545317],[1548694],[1559510],[1560653],[1572254],[1578263],[1578377],[1582262],[1608154],[1612087],[1645556],[1646699],[1647233],[1653462],[1668596],[1668928],[1673713],[1687897],[1689973],[1690087],[1706664],[1707689],[1711066],[1732554],[1738783],[1772202],[1774278],[1774392],[1779575],[1779907],[1795579],[1806588],[1812817],[1815630],[1816655],[1827951],[1828283],[1833068],[1843213],[1862696],[1863028],[1888224],[1894453],[1897266],[1898291],[1900484],[1903191],[1904211],[1904543],[1929509],[1934134],[1934466],[1938104],[1950138],[1965790],[1980512],[1983219],[1984239],[1984571],[1992770],[2007628],[2012253],[2012585],[2016223],[2019363],[2022730],[2046981],[2051320],[2052340],[2052672],[2081821],[2090034],[2095497],[2098864],[2107749],[2110486],[2110818],[2120839],[2125178],[2126198],[2126530],[2131937],[2149941],[2153668],[2154000],[2159619],[2162986],[2190952],[2198559],[2203490],[2211977],[2214919],[2217356],[2223132],[2225869],[2226201],[2228595],[2231962],[2248674],[2254137],[2257504],[2263107],[2284838],[2285170],[2299270],[2300902],[2311249],[2311536],[2314180],[2318845],[2321787],[2324224],[2326718],[2345230],[2350161],[2369803],[2372540],[2372872],[2375266],[2378633],[2392524],[2393123],[2408961],[2409248],[2411892],[2413524],[2433123],[2434755],[2452698],[2455640],[2458077],[2460571],[2475759],[2476046],[2494686],[2513050],[2513649],[2520646],[2529487],[2529774],[2532418],[2534050],[2566376],[2582784],[2583071],[2589232],[2589831],[2601711],[2608708],[2649382],[2649669],[2660043],[2666803],[2715931],[2746729] ] cell #5405 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [874780],[942371],[992955],[1053510],[1063819],[1115485],[1179226],[1182062],[1189189],[1190172],[1235376],[1263812],[1288641],[1307312],[1311025],[1318495],[1325224],[1349858],[1393548],[1415936],[1418861],[1426570],[1430606],[1440928],[1448594],[1451399],[1480354],[1505851],[1513376],[1521600],[1523268],[1546234],[1546430],[1548702],[1557066],[1572262],[1579454],[1582379],[1608162],[1609830],[1635505],[1635701],[1643112],[1647096],[1653470],[1668936],[1674840],[1675584],[1685640],[1701081],[1708606],[1708802],[1711074],[1732417],[1738791],[1762450],[1763194],[1769945],[1779915],[1795646],[1801657],[1806451],[1812825],[1827332],[1827528],[1828291],[1834195],[1834939],[1843076],[1863036],[1878070],[1886639],[1888087],[1894461],[1900347],[1903258],[1904551],[1918688],[1934474],[1948721],[1949465],[1950205],[1956216],[1964148],[1965653],[1980375],[1983286],[1984579],[1992633],[1997799],[2012593],[2021806],[2022797],[2051387],[2052680],[2056800],[2065369],[2066817],[2080171],[2088392],[2089897],[2097940],[2098931],[2106107],[2107612],[2110826],[2125245],[2126538],[2133577],[2135082],[2149804],[2154008],[2162062],[2163053],[2167228],[2196909],[2205130],[2206635],[2213269],[2217423],[2221490],[2222995],[2226209],[2231038],[2232029],[2238811],[2247032],[2248537],[2257571],[2264747],[2266252],[2285178],[2305227],[2311603],[2316463],[2320137],[2322657],[2324291],[2328358],[2329863],[2343580],[2351801],[2353306],[2359940],[2368161],[2369666],[2372880],[2378700],[2393975],[2402745],[2409315],[2412662],[2412807],[2414175],[2417849],[2439080],[2453990],[2456510],[2458144],[2462211],[2463716],[2476113],[2477329],[2484746],[2490904],[2514501],[2529841],[2533188],[2533333],[2534701],[2538375],[2540895],[2550646],[2563196],[2583138],[2584354],[2590683],[2597929],[2607846],[2607991],[2615878],[2644313],[2649736],[2650952],[2651097],[2656863],[2696618],[2701656],[2745210] ] cell #5406 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [874781],[942372],[992954],[1053511],[1063884],[1115484],[1179225],[1182195],[1189190],[1190242],[1235375],[1263945],[1288642],[1307311],[1311165],[1318494],[1325223],[1349991],[1393688],[1415937],[1418860],[1426703],[1430605],[1440934],[1448593],[1451400],[1480494],[1505852],[1513509],[1521599],[1523274],[1546367],[1546429],[1548701],[1557206],[1572261],[1579455],[1582378],[1608161],[1609836],[1635638],[1635700],[1643252],[1647102],[1653469],[1668935],[1674839],[1675724],[1685646],[1701082],[1708739],[1708801],[1711073],[1732423],[1738790],[1762449],[1763334],[1769951],[1779914],[1795645],[1801663],[1806457],[1812824],[1827465],[1827527],[1828290],[1834194],[1835079],[1843082],[1863035],[1878069],[1886645],[1888093],[1894460],[1900353],[1903257],[1904550],[1918694],[1934473],[1948720],[1949605],[1950204],[1956222],[1964147],[1965659],[1980381],[1983285],[1984578],[1992639],[1997805],[2012592],[2021812],[2022796],[2051386],[2052679],[2056799],[2065375],[2066823],[2080177],[2088391],[2089903],[2097946],[2098930],[2106106],[2107618],[2110825],[2125244],[2126537],[2133576],[2135088],[2149810],[2154007],[2162068],[2163052],[2167234],[2196915],[2205129],[2206641],[2213275],[2217422],[2221489],[2223001],[2226208],[2231044],[2232028],[2238817],[2247031],[2248543],[2257570],[2264746],[2266258],[2285177],[2305233],[2311602],[2316469],[2320143],[2322656],[2324290],[2328357],[2329869],[2343586],[2351800],[2353312],[2359946],[2368160],[2369672],[2372879],[2378699],[2393974],[2402751],[2409314],[2412668],[2412806],[2414181],[2417855],[2439086],[2453996],[2456509],[2458143],[2462210],[2463722],[2476112],[2477335],[2484788],[2490910],[2514500],[2529840],[2533194],[2533332],[2534707],[2538381],[2540894],[2550652],[2563238],[2583137],[2584360],[2590682],[2597935],[2607852],[2607990],[2615920],[2644319],[2649735],[2650958],[2651096],[2656905],[2696660],[2701662],[2745252] ] cell #5407 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [874782],[942374],[992953],[1053512],[1063944],[1115483],[1179224],[1182255],[1189191],[1190310],[1235374],[1264005],[1288643],[1307310],[1311233],[1318493],[1325222],[1350051],[1393756],[1415938],[1418859],[1426763],[1430604],[1440940],[1448592],[1451401],[1480562],[1505853],[1513569],[1521598],[1523280],[1546427],[1546428],[1548700],[1557274],[1572260],[1579456],[1582377],[1608160],[1609842],[1635698],[1635699],[1643320],[1647108],[1653468],[1668934],[1674838],[1675792],[1685652],[1701083],[1708799],[1708800],[1711072],[1732429],[1738789],[1762448],[1763402],[1769957],[1779913],[1795644],[1801669],[1806463],[1812823],[1827525],[1827526],[1828289],[1834193],[1835147],[1843088],[1863034],[1878068],[1886651],[1888099],[1894459],[1900359],[1903256],[1904549],[1918700],[1934472],[1948719],[1949673],[1950203],[1956228],[1964146],[1965665],[1980387],[1983284],[1984577],[1992645],[1997811],[2012591],[2021818],[2022795],[2051385],[2052678],[2056798],[2065381],[2066829],[2080183],[2088390],[2089909],[2097952],[2098929],[2106105],[2107624],[2110824],[2125243],[2126536],[2133575],[2135094],[2149816],[2154006],[2162074],[2163051],[2167240],[2196921],[2205128],[2206647],[2213281],[2217421],[2221488],[2223007],[2226207],[2231050],[2232027],[2238823],[2247030],[2248549],[2257569],[2264745],[2266264],[2285176],[2305239],[2311601],[2316475],[2320149],[2322655],[2324289],[2328356],[2329875],[2343592],[2351799],[2353318],[2359952],[2368159],[2369678],[2372878],[2378698],[2393973],[2402757],[2409313],[2412674],[2412805],[2414187],[2417861],[2439092],[2454002],[2456508],[2458142],[2462209],[2463728],[2476111],[2477341],[2484870],[2490916],[2514499],[2529839],[2533200],[2533331],[2534713],[2538387],[2540893],[2550658],[2563320],[2583136],[2584366],[2590681],[2597941],[2607858],[2607989],[2616002],[2644325],[2649734],[2650964],[2651095],[2656987],[2696742],[2701668],[2745334] ] cell #5408 : |C| = 910 W-rep = phi[35,22]+2*phi[280,18]+phi[315,16] special rep = phi[315,16] , dim = 315 orbit = D4(a1) depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 315 70 tau_infinity subcells with 1 member(s) 210 tau_infinity subcells with 3 member(s) 35 tau_infinity subcells with 6 member(s) subcells = [ [1291217],[1377779],[1470999],[1574155],[1596536],[1633757],[1666229],[1724846],[1756651],[1788363],[1804108],[1825584],[1875054],[1880516],[1911117],[1922076],[1942922],[1958667],[1994436],[2039255],[2041830],[2053784],[2059246],[2070205],[2076190],[2127642],[2138360],[2152537],[2163865],[2177316],[2179511],[2182086],[2209913],[2232841],[2240720],[2242787],[2269530],[2279137],[2283707],[2307136],[2309203],[2333141],[2334361],[2337281],[2361849],[2363916],[2373321],[2395226],[2398146],[2419758],[2421825],[2423270],[2425946],[2444771],[2447691],[2478318],[2480994],[2496789],[2499709],[2503459],[2522565],[2525241],[2546509],[2552572],[2568648],[2571324],[2591521],[2612634],[2631761],[2670109], [1099390,1355637,1869883],[1237269,1497163,1999449],[1335119,1596132,1850524],[1339260,1600252,2090964],[1432499,1692393,2168878],[1465908,1725185,2199486],[1498637,1756247,2000081],[1502778,1760367,2004216],[1503277,1503565,2004620],[1531495,1787959,2029254],[1535636,1792079,2249604],[1545101,1801180,2256547],[1596400,1596424,2300007],[1622096,1874650,2108381],[1628666,1880855,2113277],[1632633,1632657,2117458],[1633484,2333348,2495789],[1661138,1911456,2346157],[1672005,1921672,2150573],[1674463,1924018,2352357],[1676146,1925792,2354373],[1693867,1942518,2169510],[1698008,1946638,2173645],[1698507,1698795,2174049],[1707473,1955739,2377676],[1750281,1990255,1994775],[1756515,1756539,2219799],[1760233,2421629,2567335],[1788227,1788251,2433860],[1799017,2039594,2441657],[1800683,1801087,2256419],[1813923,2053380,2267021],[1816439,2055776,2450283],[1820493,2059585,2271917],[1824460,1824484,2276098],[1825311,2269737,2602814],[1831360,2069801,2281743],[1833818,2072147,2462767],[1835501,2073921,2285878],[1836000,1836288,2286282],[1838133,2288274,2609326],[1838303,2076689,2466994],[1874918,1874942,2104416],[1877904,2496116,2626962],[1884438,2501993,2630620],[1895559,2127238,2330632],[1898075,2129634,2502301],[1907554,2137956,2339745],[1921940,1921964,2519751],[1924090,2152876,2520711],[1924257,2153040,2648419],[1928061,2156643,2356180],[1928560,1928848,2356584],[1936552,2159684,2164204],[1936949,2161689,2523238],[1938854,2166263,2527599],[1942786,1942810,2366470],[1946504,2363720,2661002],[1953576,2179850,2375331],[1953973,2377336,2662988],[1955242,1955646,2377548],[1957543,1957567,2379512],[1958394,2182293,2540284],[1959815,2185841,2542351],[1960149,2381910,2667349],[1963982,2545360,2669852],[1987582,2209509,2400610],[1997623,2568170,2682187],[2014671,2228660,2233180],[2015068,2230665,2569321],[2016973,2235239,2573682],[2020484,2237519,2423377],[2026079,2243126,2434820],[2026476,2435963,2697519],[2037060,2252730,2437788],[2041694,2041718,2589780],[2042037,2046436,2440989],[2045585,2045609,2443056],[2053648,2053672,2263056],[2053685,2264581,2591999],[2053991,2264998,2592106],[2055279,2055683,2450155],[2056634,2444098,2707702],[2063168,2449975,2711360],[2067374,2279728,2603814],[2070069,2070093,2460520],[2070106,2462045,2712979],[2070412,2462462,2713086],[2072219,2284046,2608773],[2072386,2284210,2714681],[2073787,2283511,2606734],[2079995,2611753,2718997],[2096618,2303935,2478425],[2102213,2300967,2309542],[2102610,2302110,2616779],[2111267,2631282,2729090],[2127506,2127530,2326667],[2127543,2328192,2632239],[2127849,2328609,2632346],[2129137,2129541,2502173],[2132383,2334692,2503343],[2133411,2503937,2738345],[2134690,2337060,2512339],[2135639,2337872,2640176],[2138224,2138248,2513598],[2138261,2514335,2741966],[2138567,2514752,2742073],[2147967,2348346,2516083],[2148558,2148582,2515752],[2152341,2156509,2518672],[2158176,2160740,2522672],[2163669,2359616,2651955],[2164198,2359764,2652071],[2166335,2364255,2534115],[2166502,2364419,2750182],[2167052,2522087,2750680],[2176899,2373422,2662315],[2179315,2538051,2755059],[2179844,2538199,2755175],[2181950,2181974,2666752],[2183433,2377368,2664991],[2189140,2669295,2760173],[2203936,2395557,2552456],[2204964,2553050,2765165],[2206243,2391813,2397925],[2207192,2398737,2677618],[2209777,2209801,2393072],[2209814,2393809,2673473],[2210120,2394226,2673580],[2227152,2229716,2568755],[2232645,2417525,2686566],[2233174,2417673,2686682],[2235311,2413589,2422164],[2235478,2422328,2774573],[2237728,2423656,2574620],[2238635,2575099,2776126],[2239275,2425232,2582152],[2239866,2239890,2581821],[2240303,2426047,2693374],[2242591,2584030,2778973],[2243120,2584178,2779089],[2252192,2436006,2585729],[2252293,2252541,2585343],[2256239,2260186,2588019],[2261519,2263553,2591405],[2265860,2447470,2600401],[2266809,2448282,2706438],[2266841,2446221,2703594],[2269394,2269418,2601660],[2269907,2591042,2786219],[2279285,2458882,2712501],[2281563,2605264,2790023],[2292595,2295008,2612741],[2304144,2478704,2617821],[2305051,2618300,2798251],[2305691,2475127,2480280],[2306282,2306306,2474796],[2306719,2481095,2725324],[2309007,2477005,2721844],[2309536,2477153,2721960],[2325130,2327164,2631645],[2329471,2493376,2499488],[2330420,2500300,2735738],[2330452,2498239,2732894],[2333005,2333029,2494635],[2333688,2641440,2808117],[2335811,2637332,2806973],[2336522,2505177,2643440],[2336623,2336871,2643054],[2337429,2505869,2738602],[2339565,2645098,2809389],[2348472,2348671,2646239],[2357041,2358857,2651592],[2360404,2524527,2659124],[2360995,2361019,2658793],[2361432,2525342,2749509],[2385444,2387322,2669993],[2394553,2547773,2761317],[2396676,2674774,2824889],[2397387,2549773,2554290],[2397488,2397736,2549387],[2398294,2554982,2765422],[2400430,2551431,2762589],[2405217,2407630,2562343],[2414950,2416766,2686203],[2418313,2565457,2570610],[2418904,2418928,2565126],[2419341,2571425,2773900],[2422792,2694545,2832812],[2425358,2425557,2695892],[2446932,2593239,2709702],[2447033,2447281,2709316],[2447839,2593931,2785358],[2467817,2469431,2717855],[2469817,2471475,2719127],[2477840,2613805,2795206],[2480406,2480605,2615152],[2487007,2488885,2625802],[2489476,2489500,2625698],[2498950,2628962,2633479],[2499051,2499299,2628576],[2499857,2634171,2805303],[2524653,2524852,2752027],[2543535,2544882,2759414],[2558147,2559761,2678437],[2560147,2561805,2681227],[2561906,2562154,2681016],[2570736,2570935,2683534],[2622724,2624071,2726147],[2625928,2626127,2728229], [1503646,2224482,2235708,2414732,2567926,2685161],[1596437,2088226,2306319,2473762,2615630,2721703],[1632670,2322491,2333042,2495372,2630721,2731593],[1698876,2166732,2371153,2535258,2661593,2753654],[1711847,1960335,2382075,2382149,2542854,2821373],[1725179,2196733,2397919,2548582,2672592,2762459],[1756552,2221324,2418941,2564092,2682539,2684012],[1760361,2412486,2422158,2567483,2685391,2770536],[1788264,2239903,2246866,2580787,2696370,2778832],[1824497,2269431,2456344,2602397,2711461,2788722],[1836369,2072616,2464273,2465203,2607325,2792867],[1850344,2297458,2480255,2614215,2721146,2795965],[1874955,2105941,2489513,2623076,2624549,2625217],[1880849,2319961,2499482,2627771,2729495,2730712],[1911450,2337054,2343404,2642249,2741085,2809259],[1921977,2148595,2351635,2646717,2647385,2811965],[1924487,1928929,2353863,2519263,2521854,2746111],[1942823,2361032,2367995,2657759,2751032,2752505],[1946632,2364249,2533012,2661150,2753884,2817336],[1957580,2181987,2539867,2540729,2665092,2820700],[1969308,2389021,2552093,2670970,2761277,2822641],[1994769,2213093,2562337,2678918,2680135,2680687],[1999901,2410080,2570585,2682597,2768696,2769722],[2029074,2425207,2431311,2694955,2778275,2833571],[2039588,2252724,2438904,2699040,2699592,2835857],[2041731,2045622,2440572,2588120,2590517,2782453],[2059579,2447464,2453814,2708511,2786624,2787841],[2073915,2284040,2606882,2607670,2714911,2842909],[2079088,2289803,2610131,2611274,2717815,2793717],[2108201,2312368,2625777,2726389,2727415,2727695],[2138737,2502980,2509547,2739463,2808077,2852237],[2150393,2348321,2517202,2743267,2743547,2854485],[2152870,2156637,2518820,2648649,2650776,2812222],[2169330,2524502,2530606,2751090,2815496,2816522],[2210370,2212186,2678397,2678513,2679656,2766123] ] cell #5409 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [911191],[1060748],[1170477],[1255798],[1292004],[1378566],[1421482],[1451028],[1471786],[1508288],[1552013],[1574942],[1601421],[1634544],[1638059],[1667016],[1703518],[1725373],[1730031],[1761536],[1793248],[1804895],[1826371],[1829886],[1850991],[1881043],[1885701],[1911644],[1916302],[1926961],[1947807],[1959454],[1971723],[1994963],[2000548],[2029721],[2039782],[2044440],[2059773],[2064431],[2075090],[2076977],[2108848],[2113682],[2141152],[2151040],[2153064],[2164392],[2169977],[2180038],[2184696],[2185865],[2215389],[2233368],[2243314],[2254607],[2256886],[2267488],[2272322],[2279752],[2282210],[2284234],[2287813],[2309730],[2331099],[2337896],[2340212],[2352263],[2362060],[2364443],[2373859],[2375736],[2378015],[2398761],[2401077],[2419969],[2422352],[2426484],[2428210],[2448306],[2450622],[2458756],[2462673],[2481532],[2483258],[2500324],[2502640],[2503579],[2505743],[2525779],[2527505],[2552692],[2554856],[2571862],[2573588],[2574645],[2591641],[2593805],[2617846],[2631881],[2634045],[2651617],[2670229],[2686228],[2719152] ] cell #5410 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [911192],[1060749],[1170478],[1255799],[1292005],[1378567],[1421483],[1451029],[1471787],[1508289],[1552017],[1574943],[1601422],[1634545],[1638063],[1667017],[1703519],[1725374],[1730035],[1761537],[1793249],[1804896],[1826372],[1829890],[1850995],[1881044],[1885705],[1911645],[1916306],[1926962],[1947808],[1959455],[1971727],[1994964],[2000552],[2029725],[2039783],[2044444],[2059774],[2064435],[2075091],[2076978],[2108852],[2113686],[2141156],[2151044],[2153065],[2164393],[2169981],[2180039],[2184700],[2185866],[2215393],[2233369],[2243315],[2254611],[2256890],[2267492],[2272326],[2279753],[2282214],[2284235],[2287817],[2309731],[2331103],[2337897],[2340216],[2352267],[2362064],[2364444],[2373863],[2375740],[2378019],[2398762],[2401081],[2419973],[2422353],[2426488],[2428214],[2448307],[2450626],[2458758],[2462677],[2481536],[2483262],[2500325],[2502644],[2503583],[2505745],[2525783],[2527509],[2552696],[2554858],[2571866],[2573592],[2574647],[2591645],[2593807],[2617848],[2631885],[2634047],[2651619],[2670233],[2686230],[2719154] ] cell #5411 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [911193],[1060750],[1170479],[1255800],[1292006],[1378568],[1421484],[1451030],[1471788],[1508290],[1552021],[1574944],[1601423],[1634546],[1638067],[1667018],[1703520],[1725375],[1730039],[1761538],[1793250],[1804897],[1826373],[1829894],[1850999],[1881045],[1885709],[1911646],[1916310],[1926963],[1947809],[1959456],[1971775],[1994965],[2000556],[2029729],[2039784],[2044448],[2059775],[2064439],[2075092],[2076979],[2108856],[2113734],[2141204],[2151048],[2153066],[2164394],[2169985],[2180040],[2184704],[2185867],[2215441],[2233370],[2243316],[2254659],[2256894],[2267496],[2272374],[2279754],[2282218],[2284236],[2287821],[2309732],[2331107],[2337898],[2340220],[2352315],[2362112],[2364445],[2373867],[2375788],[2378023],[2398763],[2401085],[2420021],[2422354],[2426492],[2428262],[2448308],[2450630],[2458760],[2462725],[2481540],[2483310],[2500326],[2502648],[2503631],[2505747],[2525787],[2527557],[2552744],[2554860],[2571870],[2573640],[2574649],[2591693],[2593809],[2617850],[2631933],[2634049],[2651621],[2670281],[2686232],[2719156] ] cell #5412 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [911194],[1060751],[1170480],[1255801],[1292007],[1378569],[1421485],[1451031],[1471789],[1508291],[1552012],[1574945],[1601424],[1634547],[1638058],[1667019],[1703521],[1725376],[1730030],[1761539],[1793251],[1804898],[1826374],[1829885],[1850990],[1881046],[1885700],[1911647],[1916301],[1926964],[1947810],[1959457],[1971722],[1994966],[2000547],[2029720],[2039785],[2044439],[2059776],[2064430],[2075093],[2076980],[2108847],[2113681],[2141151],[2151039],[2153067],[2164395],[2169976],[2180041],[2184695],[2185868],[2215388],[2233371],[2243317],[2254606],[2256885],[2267487],[2272321],[2279755],[2282209],[2284237],[2287812],[2309733],[2331098],[2337899],[2340211],[2352262],[2362059],[2364446],[2373858],[2375735],[2378014],[2398764],[2401076],[2419968],[2422355],[2426483],[2428209],[2448309],[2450621],[2458755],[2462672],[2481531],[2483257],[2500327],[2502639],[2503578],[2505742],[2525778],[2527504],[2552691],[2554855],[2571861],[2573587],[2574644],[2591640],[2593804],[2617845],[2631880],[2634044],[2651616],[2670228],[2686227],[2719151] ] cell #5413 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [911195],[1060752],[1170481],[1255802],[1292008],[1378570],[1421486],[1451032],[1471790],[1508292],[1552016],[1574946],[1601425],[1634548],[1638062],[1667020],[1703522],[1725377],[1730034],[1761540],[1793252],[1804899],[1826375],[1829889],[1850994],[1881047],[1885704],[1911648],[1916305],[1926965],[1947811],[1959458],[1971726],[1994967],[2000551],[2029724],[2039786],[2044443],[2059777],[2064434],[2075094],[2076981],[2108851],[2113685],[2141155],[2151043],[2153068],[2164396],[2169980],[2180042],[2184699],[2185869],[2215392],[2233372],[2243318],[2254610],[2256889],[2267491],[2272325],[2279756],[2282213],[2284238],[2287816],[2309734],[2331102],[2337900],[2340215],[2352266],[2362063],[2364447],[2373862],[2375739],[2378018],[2398765],[2401080],[2419972],[2422356],[2426487],[2428213],[2448310],[2450625],[2458757],[2462676],[2481535],[2483261],[2500328],[2502643],[2503582],[2505744],[2525782],[2527508],[2552695],[2554857],[2571865],[2573591],[2574646],[2591644],[2593806],[2617847],[2631884],[2634046],[2651618],[2670232],[2686229],[2719153] ] cell #5414 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2004517],[2077054],[2117793],[2173946],[2185944],[2223623],[2276433],[2280551],[2286179],[2287877],[2317316],[2339483],[2352883],[2356481],[2370294],[2374573],[2379847],[2384351],[2400348],[2427909],[2440037],[2440168],[2443391],[2449893],[2451169],[2459369],[2463293],[2464344],[2466891],[2482957],[2501911],[2504877],[2506988],[2517812],[2518447],[2520995],[2527204],[2528125],[2535554],[2539332],[2539463],[2542686],[2553990],[2556101],[2573287],[2574208],[2574380],[2576920],[2584745],[2584938],[2587284],[2595050],[2596403],[2596534],[2605874],[2606509],[2609057],[2617581],[2620121],[2635290],[2636643],[2636774],[2638429],[2638622],[2645764],[2651352],[2653892],[2655371],[2656006],[2661717],[2661910],[2664256],[2669055],[2675871],[2676064],[2685963],[2688503],[2689982],[2690617],[2691166],[2692018],[2692373],[2692566],[2703144],[2704691],[2704884],[2706521],[2712026],[2718614],[2723116],[2723968],[2724323],[2724516],[2727175],[2732444],[2733991],[2734184],[2735821],[2736847],[2737792],[2746894],[2748153],[2748508],[2748701],[2760040],[2762076],[2763667],[2764612],[2767190],[2768062],[2768255],[2771285],[2772544],[2772899],[2773092],[2774948],[2780245],[2781452],[2781645],[2783603],[2784548],[2794213],[2795832],[2797073],[2799316],[2799921],[2800593],[2801957],[2802829],[2803022],[2803548],[2804493],[2808876],[2810467],[2811412],[2813195],[2819699],[2819892],[2823137],[2823504],[2825849],[2825881],[2826336],[2827350],[2827955],[2828627],[2829196],[2833438],[2834679],[2839563],[2840435],[2840628],[2841154],[2842099],[2844980],[2845089],[2847997],[2848029],[2848484],[2848851],[2852733],[2853100],[2856946],[2857551],[2858223],[2858792],[2861734],[2861766],[2864648],[2867752],[2867861],[2869179],[2870769],[2870801],[2871256],[2871623],[2876495],[2878828],[2878860],[2879814],[2879923],[2881742],[2883060],[2887635],[2887667],[2888982],[2890045],[2894827],[2897165] ] cell #5415 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [942361],[1063807],[1182050],[1190177],[1263800],[1311030],[1349846],[1393553],[1426558],[1440999],[1480359],[1513364],[1523339],[1546222],[1557071],[1609901],[1635493],[1643117],[1648073],[1675589],[1685711],[1708594],[1733394],[1761274],[1763199],[1770016],[1801728],[1807428],[1827320],[1834944],[1852652],[1885149],[1885450],[1886710],[1889064],[1919665],[1931137],[1947545],[1949470],[1956287],[1960403],[1967560],[1997930],[2002209],[2003879],[2004453],[2009256],[2031382],[2063879],[2064180],[2065440],[2067794],[2074828],[2076753],[2080302],[2091804],[2109519],[2111452],[2117239],[2136989],[2157550],[2167359],[2171638],[2173308],[2173882],[2178685],[2184144],[2184445],[2185705],[2189325],[2197040],[2208542],[2213400],[2218239],[2224902],[2238942],[2250444],[2260897],[2261198],[2268159],[2270092],[2275879],[2279592],[2285541],[2286115],[2290951],[2297643],[2305358],[2312553],[2320268],[2331770],[2335996],[2337736],[2343711],[2355213],[2355843],[2356417],[2360071],[2364910],[2371573],[2373506],[2379293],[2396861],[2398601],[2410265],[2412793],[2417980],[2424804],[2426131],[2431496],[2436321],[2439211],[2442837],[2446406],[2448146],[2454121],[2458960],[2465623],[2477460],[2479852],[2481179],[2493770],[2498424],[2500164],[2505492],[2505947],[2515056],[2517387],[2519127],[2525426],[2530791],[2533319],[2538506],[2551616],[2554605],[2555060],[2567790],[2571509],[2576433],[2584485],[2588204],[2593554],[2594009],[2600795],[2605449],[2607189],[2607977],[2614531],[2619634],[2630805],[2633794],[2634249],[2645283],[2651083],[2653405],[2661457],[2665176],[2665887],[2681542],[2682913],[2688016],[2695271],[2702626],[2711545],[2728011],[2728684],[2743863],[2751406] ] cell #5416 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [942362],[1063808],[1182051],[1190180],[1263801],[1311033],[1349847],[1393556],[1426559],[1441005],[1480362],[1513365],[1523345],[1546223],[1557074],[1609907],[1635494],[1643120],[1648079],[1675592],[1685717],[1708595],[1733400],[1761275],[1763202],[1770022],[1801734],[1807434],[1827321],[1834947],[1852658],[1885150],[1885453],[1886716],[1889070],[1919671],[1931143],[1947546],[1949473],[1956293],[1960404],[1967566],[1997936],[2002215],[2003882],[2004452],[2009262],[2031388],[2063880],[2064183],[2065446],[2067800],[2074829],[2076756],[2080308],[2091810],[2109525],[2111455],[2117236],[2136995],[2157551],[2167365],[2171644],[2173311],[2173881],[2178691],[2184145],[2184448],[2185711],[2189328],[2197046],[2208548],[2213406],[2218236],[2224908],[2238948],[2250450],[2260898],[2261201],[2268165],[2270095],[2275876],[2279598],[2285544],[2286114],[2290948],[2297646],[2305364],[2312556],[2320274],[2331776],[2335999],[2337742],[2343717],[2355219],[2355846],[2356416],[2360077],[2364907],[2371579],[2373509],[2379290],[2396864],[2398607],[2410268],[2412799],[2417986],[2424801],[2426134],[2431499],[2436324],[2439217],[2442834],[2446409],[2448152],[2454127],[2458957],[2465629],[2477466],[2479849],[2481182],[2493773],[2498427],[2500170],[2505495],[2505944],[2515053],[2517390],[2519133],[2525429],[2530794],[2533325],[2538512],[2551619],[2554608],[2555057],[2567796],[2571512],[2576430],[2584491],[2588207],[2593557],[2594006],[2600798],[2605452],[2607195],[2607983],[2614534],[2619631],[2630808],[2633797],[2634246],[2645286],[2651089],[2653402],[2661463],[2665179],[2665890],[2681545],[2682916],[2688013],[2695274],[2702629],[2711548],[2728014],[2728681],[2743866],[2751409] ] cell #5417 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1582549],[1711256],[1761073],[1828545],[1837643],[1885228],[1904805],[1947344],[1950643],[1984833],[2003864],[2023235],[2052934],[2063958],[2066489],[2074627],[2099369],[2111437],[2126792],[2134754],[2154262],[2157349],[2163491],[2173293],[2184223],[2189310],[2206307],[2226463],[2232467],[2235891],[2258009],[2258150],[2260976],[2265924],[2270077],[2285432],[2285526],[2288519],[2302307],[2324729],[2324870],[2329535],[2335981],[2352978],[2353819],[2355828],[2357020],[2373134],[2373491],[2379138],[2379279],[2382105],[2384805],[2396846],[2413847],[2414688],[2414929],[2423635],[2426116],[2436160],[2436306],[2440189],[2458582],[2458723],[2463388],[2464229],[2466238],[2469796],[2478683],[2481164],[2486368],[2489733],[2494989],[2505331],[2505477],[2514936],[2525411],[2534373],[2535214],[2535455],[2535601],[2539484],[2544492],[2549752],[2554444],[2554590],[2560126],[2562580],[2571494],[2576313],[2576821],[2576967],[2585708],[2593393],[2593539],[2596758],[2602014],[2602998],[2611052],[2614762],[2619514],[2620022],[2620168],[2623681],[2628941],[2633633],[2633779],[2638159],[2638884],[2643419],[2653285],[2653793],[2653939],[2656247],[2671891],[2675601],[2676326],[2679434],[2681381],[2681527],[2683144],[2687896],[2688404],[2688550],[2691792],[2695502],[2700762],[2700908],[2704421],[2705146],[2709681],[2723742],[2726573],[2728564],[2730011],[2731128],[2731958],[2732104],[2733721],[2734446],[2740384],[2744094],[2744819],[2747927],[2751637],[2756897],[2757043],[2763081],[2766374],[2766476],[2768880],[2770170],[2770871],[2772318],[2780871],[2787140],[2788257],[2789087],[2789233],[2790850],[2791575],[2796149],[2796613],[2801141],[2801243],[2802322],[2809881],[2815680],[2816970],[2817671],[2819118],[2820235],[2823286],[2823388],[2833755],[2834219],[2836479],[2838747],[2838849],[2839928],[2842543],[2852882],[2852984],[2854669],[2855133],[2859952],[2868961],[2869063],[2869481] ] cell #5418 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [942363],[1063811],[1182054],[1190178],[1263804],[1311031],[1349850],[1393554],[1426562],[1441000],[1480360],[1513368],[1523340],[1546226],[1557072],[1609902],[1635497],[1643118],[1648074],[1675590],[1685712],[1708598],[1733395],[1761278],[1763200],[1770017],[1801729],[1807429],[1827324],[1834945],[1852653],[1885297],[1885451],[1886711],[1889065],[1919666],[1931138],[1947549],[1949471],[1956288],[1960407],[1967561],[1997931],[2002210],[2003880],[2004594],[2009257],[2031383],[2064027],[2064181],[2065441],[2067795],[2074832],[2076754],[2080303],[2091805],[2109520],[2111453],[2117238],[2136990],[2157554],[2167360],[2171639],[2173309],[2174023],[2178686],[2184292],[2184446],[2185706],[2189326],[2197041],[2208543],[2213401],[2218238],[2224903],[2238943],[2250445],[2261045],[2261199],[2268160],[2270093],[2275878],[2279593],[2285542],[2286256],[2290950],[2297644],[2305359],[2312554],[2320269],[2331771],[2335997],[2337737],[2343712],[2355214],[2355844],[2356558],[2360072],[2364909],[2371574],[2373507],[2379292],[2396862],[2398602],[2410266],[2412794],[2417981],[2424803],[2426132],[2431497],[2436322],[2439212],[2442836],[2446407],[2448147],[2454122],[2458959],[2465624],[2477461],[2479851],[2481180],[2493771],[2498425],[2500165],[2505493],[2505946],[2515055],[2517388],[2519128],[2525427],[2530792],[2533320],[2538507],[2551617],[2554606],[2555059],[2567791],[2571510],[2576432],[2584486],[2588205],[2593555],[2594008],[2600796],[2605450],[2607190],[2607978],[2614532],[2619633],[2630806],[2633795],[2634248],[2645284],[2651084],[2653404],[2661458],[2665177],[2665888],[2681543],[2682914],[2688015],[2695272],[2702627],[2711546],[2728012],[2728683],[2743864],[2751407] ] cell #5419 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2004659],[2077051],[2117932],[2174088],[2185806],[2223627],[2276572],[2279693],[2286321],[2287744],[2317320],[2337837],[2356623],[2370298],[2373790],[2379986],[2384355],[2398702],[2426415],[2441028],[2443530],[2448247],[2451173],[2458734],[2464348],[2467033],[2481463],[2495828],[2500265],[2504881],[2505721],[2519228],[2519234],[2520999],[2525710],[2535558],[2540323],[2542825],[2553994],[2554834],[2567891],[2567897],[2571793],[2574347],[2576924],[2584942],[2587920],[2588488],[2593783],[2602853],[2607290],[2607296],[2609061],[2617548],[2620125],[2630521],[2631089],[2634023],[2638626],[2645783],[2648501],[2651319],[2653896],[2661558],[2661564],[2661914],[2664892],[2665460],[2669022],[2676068],[2681869],[2685243],[2685930],[2688507],[2691133],[2692037],[2692570],[2698288],[2704888],[2711261],[2711829],[2712045],[2714763],[2718188],[2718581],[2723083],[2723987],[2724520],[2727142],[2728977],[2734188],[2737515],[2737811],[2748172],[2748705],[2750362],[2753736],[2754423],[2759672],[2761650],[2762043],[2764335],[2764631],[2766764],[2767157],[2768259],[2772563],[2773096],[2775317],[2775710],[2780212],[2781649],[2784271],[2784567],[2786106],[2795464],[2797442],[2797835],[2799553],[2800612],[2801531],[2801924],[2803026],[2804216],[2804512],[2806472],[2808450],[2808843],[2811431],[2813564],[2813957],[2819896],[2824388],[2825900],[2826880],[2827587],[2828175],[2828646],[2829565],[2829958],[2833070],[2835048],[2835441],[2837159],[2839137],[2839530],[2840632],[2842118],[2845288],[2846933],[2848048],[2848653],[2848688],[2849028],[2849735],[2853984],[2857183],[2857771],[2858242],[2859161],[2859554],[2861785],[2861996],[2863206],[2864048],[2868060],[2870820],[2871425],[2871460],[2871800],[2872507],[2873095],[2874504],[2876116],[2878879],[2879090],[2880122],[2881142],[2882862],[2882897],[2883873],[2886991],[2887686],[2887897],[2887932],[2888603],[2892722],[2893231],[2896996] ] cell #5420 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [942364],[1063812],[1182055],[1190174],[1263805],[1311027],[1349851],[1393550],[1426563],[1440990],[1480356],[1513369],[1523330],[1546227],[1557068],[1609892],[1635498],[1643114],[1648064],[1675586],[1685702],[1708599],[1733385],[1761279],[1763196],[1770007],[1801719],[1807419],[1827325],[1834941],[1852643],[1885298],[1885447],[1886701],[1889055],[1919656],[1931128],[1947550],[1949467],[1956278],[1960408],[1967551],[1997921],[2002200],[2003873],[2004596],[2009247],[2031373],[2064028],[2064177],[2065431],[2067785],[2074833],[2076750],[2080293],[2091795],[2109510],[2111446],[2117243],[2136980],[2157555],[2167350],[2171629],[2173302],[2174025],[2178676],[2184293],[2184442],[2185696],[2189319],[2197031],[2208533],[2213391],[2218243],[2224893],[2238933],[2250435],[2261046],[2261195],[2268150],[2270086],[2275883],[2279583],[2285535],[2286258],[2290955],[2297637],[2305349],[2312547],[2320259],[2331761],[2335990],[2337727],[2343702],[2355204],[2355837],[2356560],[2360062],[2364914],[2371564],[2373500],[2379297],[2396855],[2398592],[2410259],[2412784],[2417971],[2424808],[2426125],[2431490],[2436315],[2439202],[2442841],[2446400],[2448137],[2454112],[2458964],[2465614],[2477451],[2479856],[2481173],[2493764],[2498418],[2500155],[2505486],[2505951],[2515060],[2517381],[2519118],[2525420],[2530785],[2533310],[2538497],[2551610],[2554599],[2555064],[2567781],[2571503],[2576437],[2584476],[2588198],[2593548],[2594013],[2600789],[2605443],[2607180],[2607968],[2614525],[2619638],[2630799],[2633788],[2634253],[2645277],[2651074],[2653409],[2661448],[2665170],[2665881],[2681536],[2682907],[2688020],[2695265],[2702620],[2711539],[2728005],[2728688],[2743857],[2751400] ] cell #5421 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1320459],[1450733],[1572665],[1581651],[1653873],[1701948],[1739194],[1761146],[1781109],[1813228],[1827597],[1864230],[1885300],[1894864],[1903857],[1925465],[1935668],[1947417],[1983885],[2003862],[2006930],[2013787],[2017541],[2042960],[2051986],[2064030],[2073594],[2074700],[2093675],[2111435],[2119256],[2120123],[2125844],[2153314],[2157422],[2157797],[2173291],[2176359],[2183216],[2184295],[2189308],[2189974],[2225426],[2225515],[2226773],[2237140],[2252315],[2260181],[2261048],[2270075],[2277896],[2278763],[2284484],[2285524],[2288592],[2292216],[2303556],[2313202],[2317361],[2322970],[2335979],[2336645],[2355737],[2355826],[2372097],[2372186],[2373444],[2373489],[2381310],[2382177],[2384396],[2391434],[2396844],[2397510],[2404838],[2407872],[2426069],[2426114],[2436304],[2437409],[2441913],[2447055],[2451214],[2456823],[2466147],[2466236],[2468870],[2474079],[2481117],[2481162],[2485959],[2492997],[2499073],[2504922],[2505475],[2511960],[2514994],[2525364],[2525409],[2528398],[2535599],[2541208],[2548826],[2554035],[2554588],[2559200],[2561928],[2564409],[2571447],[2571492],[2575895],[2576371],[2576965],[2581104],[2588142],[2592984],[2593537],[2600022],[2603056],[2619096],[2619572],[2620166],[2623098],[2628015],[2629638],[2630743],[2633224],[2633777],[2638942],[2642493],[2647702],[2652867],[2653343],[2653937],[2658076],[2665114],[2673982],[2676384],[2678755],[2681525],[2682561],[2684403],[2687478],[2687954],[2688548],[2699836],[2700906],[2705204],[2708755],[2710378],[2711483],[2713964],[2721725],[2722353],[2728622],[2729332],[2731160],[2732102],[2734504],[2742475],[2744877],[2751054],[2752896],[2755971],[2757041],[2757594],[2761745],[2762296],[2766859],[2770929],[2778854],[2779482],[2782962],[2786461],[2788289],[2789231],[2791633],[2792109],[2801626],[2808545],[2809096],[2811987],[2812615],[2817729],[2820267],[2835143],[2835694],[2836511],[2839232] ] cell #5422 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [942365],[1063815],[1182058],[1190179],[1263808],[1311032],[1349854],[1393555],[1426566],[1441001],[1480361],[1513372],[1523341],[1546230],[1557073],[1609903],[1635501],[1643119],[1648075],[1675591],[1685713],[1708602],[1733396],[1761282],[1763201],[1770018],[1801730],[1807430],[1827328],[1834946],[1852654],[1885371],[1885452],[1886712],[1889066],[1919667],[1931139],[1947553],[1949472],[1956289],[1960411],[1967562],[1997932],[2002211],[2003881],[2004666],[2009258],[2031384],[2064101],[2064182],[2065442],[2067796],[2074836],[2076755],[2080304],[2091806],[2109521],[2111454],[2117240],[2136991],[2157558],[2167361],[2171640],[2173310],[2174095],[2178687],[2184366],[2184447],[2185707],[2189327],[2197042],[2208544],[2213402],[2218240],[2224904],[2238944],[2250446],[2261119],[2261200],[2268161],[2270094],[2275880],[2279594],[2285543],[2286328],[2290952],[2297645],[2305360],[2312555],[2320270],[2331772],[2335998],[2337738],[2343713],[2355215],[2355845],[2356630],[2360073],[2364911],[2371575],[2373508],[2379294],[2396863],[2398603],[2410267],[2412795],[2417982],[2424805],[2426133],[2431498],[2436323],[2439213],[2442838],[2446408],[2448148],[2454123],[2458961],[2465625],[2477462],[2479853],[2481181],[2493772],[2498426],[2500166],[2505494],[2505948],[2515057],[2517389],[2519129],[2525428],[2530793],[2533321],[2538508],[2551618],[2554607],[2555061],[2567792],[2571511],[2576434],[2584487],[2588206],[2593556],[2594010],[2600797],[2605451],[2607191],[2607979],[2614533],[2619635],[2630807],[2633796],[2634250],[2645285],[2651085],[2653406],[2661459],[2665178],[2665889],[2681544],[2682915],[2688017],[2695273],[2702628],[2711547],[2728013],[2728685],[2743865],[2751408] ] cell #5423 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1320460],[1450734],[1572666],[1581653],[1653874],[1701950],[1739195],[1761147],[1781111],[1813229],[1827603],[1864232],[1885302],[1894865],[1903863],[1925466],[1935670],[1947418],[1983891],[2003868],[2006931],[2013789],[2017547],[2042962],[2051992],[2064032],[2073595],[2074701],[2093681],[2111441],[2119257],[2120125],[2125850],[2153320],[2157423],[2157803],[2173297],[2176360],[2183218],[2184297],[2189314],[2189980],[2225428],[2225521],[2226779],[2237146],[2252321],[2260182],[2261050],[2270081],[2277897],[2278765],[2284490],[2285530],[2288593],[2292222],[2303562],[2313208],[2317367],[2322974],[2335985],[2336651],[2355739],[2355832],[2372099],[2372192],[2373450],[2373495],[2381311],[2382179],[2384402],[2391440],[2396850],[2397516],[2404844],[2407876],[2426075],[2426120],[2436310],[2437415],[2441917],[2447061],[2451220],[2456827],[2466149],[2466242],[2468874],[2474085],[2481123],[2481168],[2485965],[2493003],[2499079],[2504928],[2505481],[2511966],[2514998],[2525370],[2525415],[2528402],[2535605],[2541212],[2548830],[2554041],[2554594],[2559204],[2561934],[2564415],[2571453],[2571498],[2575899],[2576375],[2576971],[2581110],[2588148],[2592990],[2593543],[2600028],[2603060],[2619100],[2619576],[2620172],[2623104],[2628019],[2629644],[2630749],[2633230],[2633783],[2638946],[2642497],[2647708],[2652871],[2653347],[2653943],[2658082],[2665120],[2673988],[2676388],[2678782],[2681531],[2682567],[2684407],[2687482],[2687958],[2688554],[2699840],[2700912],[2705208],[2708759],[2710384],[2711489],[2713970],[2721731],[2722357],[2728626],[2729359],[2731164],[2732108],[2734508],[2742481],[2744881],[2751060],[2752900],[2755975],[2757047],[2757600],[2761749],[2762323],[2766863],[2770933],[2778860],[2779486],[2782968],[2786488],[2788293],[2789237],[2791637],[2792113],[2801630],[2808549],[2809123],[2811993],[2812619],[2817733],[2820271],[2835147],[2835721],[2836515],[2839236] ] cell #5424 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [942366],[1063816],[1182059],[1190175],[1263809],[1311028],[1349855],[1393551],[1426567],[1440991],[1480357],[1513373],[1523331],[1546231],[1557069],[1609893],[1635502],[1643115],[1648065],[1675587],[1685703],[1708603],[1733386],[1761283],[1763197],[1770008],[1801720],[1807420],[1827329],[1834942],[1852644],[1885372],[1885448],[1886702],[1889056],[1919657],[1931129],[1947554],[1949468],[1956279],[1960412],[1967552],[1997922],[2002201],[2003874],[2004667],[2009248],[2031374],[2064102],[2064178],[2065432],[2067786],[2074837],[2076751],[2080294],[2091796],[2109511],[2111447],[2117241],[2136981],[2157559],[2167351],[2171630],[2173303],[2174096],[2178677],[2184367],[2184443],[2185697],[2189320],[2197032],[2208534],[2213392],[2218241],[2224894],[2238934],[2250436],[2261120],[2261196],[2268151],[2270087],[2275881],[2279584],[2285536],[2286329],[2290953],[2297638],[2305350],[2312548],[2320260],[2331762],[2335991],[2337728],[2343703],[2355205],[2355838],[2356631],[2360063],[2364912],[2371565],[2373501],[2379295],[2396856],[2398593],[2410260],[2412785],[2417972],[2424806],[2426126],[2431491],[2436316],[2439203],[2442839],[2446401],[2448138],[2454113],[2458962],[2465615],[2477452],[2479854],[2481174],[2493765],[2498419],[2500156],[2505487],[2505949],[2515058],[2517382],[2519119],[2525421],[2530786],[2533311],[2538498],[2551611],[2554600],[2555062],[2567782],[2571504],[2576435],[2584477],[2588199],[2593549],[2594011],[2600790],[2605444],[2607181],[2607969],[2614526],[2619636],[2630800],[2633789],[2634251],[2645278],[2651075],[2653407],[2661449],[2665171],[2665882],[2681537],[2682908],[2688018],[2695266],[2702621],[2711540],[2728006],[2728686],[2743858],[2751401] ] cell #5425 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1064453],[1190240],[1311093],[1319613],[1393616],[1441684],[1480422],[1524024],[1557134],[1571716],[1610586],[1643180],[1652924],[1675652],[1686396],[1738245],[1761217],[1763262],[1770701],[1774701],[1802413],[1812279],[1835007],[1857822],[1885374],[1885513],[1887395],[1893915],[1924516],[1929260],[1947488],[1949533],[1956972],[1964753],[2003866],[2004815],[2005981],[2007379],[2019114],[2036552],[2064104],[2064243],[2066125],[2072645],[2074771],[2076816],[2081572],[2095248],[2106712],[2111439],[2111580],[2117249],[2134182],[2157493],[2173295],[2174244],[2175410],[2176808],[2184369],[2184508],[2186390],[2189312],[2189453],[2198310],[2205735],[2214670],[2218249],[2240212],[2253888],[2261122],[2261261],[2265352],[2270079],[2270220],[2275889],[2285528],[2286477],[2287643],[2290961],[2297771],[2306628],[2312681],[2321538],[2328963],[2335983],[2336124],[2344981],[2355830],[2356779],[2361341],[2364920],[2373493],[2373634],[2379303],[2390179],[2396848],[2396989],[2403583],[2407122],[2410393],[2419250],[2424814],[2426118],[2426259],[2431624],[2436308],[2440481],[2442847],[2446534],[2455391],[2458970],[2479862],[2481166],[2481307],[2485130],[2491742],[2493898],[2495281],[2498552],[2505479],[2505957],[2510705],[2515066],[2517515],[2524109],[2525413],[2525554],[2530919],[2539776],[2551744],[2554592],[2555070],[2558239],[2563580],[2566076],[2570192],[2571496],[2571637],[2576443],[2586887],[2588332],[2593541],[2594019],[2598767],[2600923],[2602306],[2605577],[2616262],[2617097],[2619644],[2627054],[2629603],[2630933],[2633781],[2634259],[2645411],[2648737],[2653415],[2657247],[2659743],[2663859],[2665304],[2666015],[2671697],[2672830],[2681529],[2685479],[2688026],[2697002],[2697837],[2702754],[2707794],[2710343],[2711673],[2714999],[2715631],[2728694],[2729817],[2740190],[2741323],[2745594],[2746429],[2753972],[2757559],[2767622],[2780677],[2781810],[2782927],[2786946] ] cell #5426 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1064452],[1190307],[1311230],[1319688],[1393753],[1441831],[1480559],[1503541],[1524171],[1557271],[1571730],[1610733],[1633329],[1643317],[1652938],[1675789],[1686543],[1698771],[1738259],[1760211],[1763399],[1770848],[1774715],[1802560],[1812293],[1825156],[1835144],[1836264],[1857836],[1877882],[1886618],[1887542],[1893929],[1924530],[1928824],[1929274],[1946482],[1949670],[1957119],[1958239],[1963960],[1964767],[2005899],[2005995],[2007393],[2019128],[2036566],[2045357],[2046281],[2056612],[2065348],[2066272],[2072659],[2073765],[2076953],[2081586],[2095262],[2106726],[2111594],[2118248],[2133389],[2134196],[2156391],[2156487],[2175328],[2175424],[2176822],[2176877],[2185613],[2186537],[2189467],[2198324],[2204942],[2205749],[2214684],[2218297],[2240226],[2240281],[2252519],[2253902],[2259173],[2265366],[2270234],[2276888],[2287561],[2287657],[2291009],[2297785],[2306642],[2306697],[2312695],[2321552],[2328977],[2336138],[2336849],[2344995],[2348608],[2361355],[2361410],[2364968],[2373648],[2380302],[2390227],[2397003],[2397714],[2403631],[2407136],[2410407],[2419264],[2419319],[2424862],[2425494],[2426273],[2431638],[2440495],[2446548],[2447259],[2455405],[2459018],[2479910],[2480542],[2481321],[2485144],[2491790],[2493912],[2495295],[2498566],[2499277],[2506005],[2510753],[2517529],[2524157],[2524789],[2525568],[2530933],[2539790],[2551758],[2555118],[2558316],[2562132],[2563594],[2566124],[2570240],[2570872],[2571651],[2586935],[2588346],[2594067],[2598815],[2600937],[2602320],[2605591],[2616276],[2617145],[2626064],[2627131],[2629696],[2630947],[2634307],[2645425],[2648785],[2657261],[2659791],[2663907],[2665318],[2666029],[2672035],[2672907],[2679578],[2685527],[2697016],[2697885],[2702768],[2707871],[2710436],[2711687],[2715047],[2715679],[2730155],[2740528],[2741400],[2745608],[2746477],[2754020],[2757652],[2781015],[2781887],[2783020],[2787284] ] cell #5427 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [942367],[1063817],[1182060],[1190176],[1263810],[1311029],[1349856],[1393552],[1426568],[1440992],[1480358],[1513374],[1523332],[1546232],[1557070],[1609894],[1635503],[1643116],[1648066],[1675588],[1685704],[1708604],[1733387],[1761284],[1763198],[1770009],[1801721],[1807421],[1827330],[1834943],[1852645],[1885444],[1885449],[1886703],[1889057],[1919658],[1931130],[1947555],[1949469],[1956280],[1960413],[1967553],[1997923],[2002202],[2003875],[2004740],[2009249],[2031375],[2064174],[2064179],[2065433],[2067787],[2074838],[2076752],[2080295],[2091797],[2109512],[2111448],[2117244],[2136982],[2157560],[2167352],[2171631],[2173304],[2174169],[2178678],[2184439],[2184444],[2185698],[2189321],[2197033],[2208535],[2213393],[2218244],[2224895],[2238935],[2250437],[2261192],[2261197],[2268152],[2270088],[2275884],[2279585],[2285537],[2286402],[2290956],[2297639],[2305351],[2312549],[2320261],[2331763],[2335992],[2337729],[2343704],[2355206],[2355839],[2356704],[2360064],[2364915],[2371566],[2373502],[2379298],[2396857],[2398594],[2410261],[2412786],[2417973],[2424809],[2426127],[2431492],[2436317],[2439204],[2442842],[2446402],[2448139],[2454114],[2458965],[2465616],[2477453],[2479857],[2481175],[2493766],[2498420],[2500157],[2505488],[2505952],[2515061],[2517383],[2519120],[2525422],[2530787],[2533312],[2538499],[2551612],[2554601],[2555065],[2567783],[2571505],[2576438],[2584478],[2588200],[2593550],[2594014],[2600791],[2605445],[2607182],[2607970],[2614527],[2619639],[2630801],[2633790],[2634254],[2645279],[2651076],[2653410],[2661450],[2665172],[2665883],[2681538],[2682909],[2688021],[2695267],[2702622],[2711541],[2728007],[2728689],[2743859],[2751402] ] cell #5428 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [942368],[1063882],[1182193],[1190244],[1263943],[1311167],[1349989],[1373087],[1393690],[1426701],[1440936],[1480496],[1503478],[1513507],[1523276],[1546365],[1557208],[1569463],[1609838],[1632434],[1635636],[1643254],[1647104],[1675726],[1685648],[1698708],[1708737],[1709843],[1732425],[1753331],[1762404],[1763336],[1769953],[1801665],[1805987],[1806459],[1824261],[1827463],[1835081],[1836201],[1842214],[1843084],[1886555],[1886647],[1888095],[1900355],[1918696],[1927829],[1928761],[1939602],[1948675],[1949607],[1956224],[1957344],[1960546],[1965661],[1980383],[1992641],[1997807],[2004914],[2020944],[2021814],[2045294],[2045386],[2065285],[2065377],[2066825],[2066885],[2075958],[2076890],[2080179],[2089905],[2097078],[2097948],[2107620],[2111492],[2135090],[2135150],[2148299],[2149812],[2155406],[2162070],[2167236],[2174343],[2185550],[2185642],[2189365],[2196917],[2206643],[2206703],[2213277],[2223003],[2231046],[2238819],[2239607],[2248545],[2252417],[2266260],[2266320],[2270132],[2279469],[2286576],[2297683],[2305235],[2306023],[2312593],[2316471],[2320145],[2329871],[2329931],[2336036],[2336747],[2337613],[2343588],[2353314],[2359948],[2360736],[2369674],[2373546],[2396901],[2397612],[2398478],[2402753],[2410305],[2412670],[2414183],[2417857],[2418645],[2426171],[2431536],[2439088],[2446446],[2447157],[2448023],[2453998],[2463724],[2477337],[2481219],[2484790],[2489217],[2490912],[2493810],[2498464],[2499175],[2500041],[2517427],[2519004],[2525466],[2530831],[2533196],[2534709],[2538383],[2550654],[2551656],[2562030],[2563240],[2566263],[2567667],[2571549],[2584362],[2588244],[2597937],[2600835],[2605489],[2607066],[2607854],[2614924],[2615922],[2623843],[2630845],[2644321],[2645323],[2650960],[2656907],[2659930],[2661334],[2665216],[2665927],[2683306],[2695664],[2696662],[2701664],[2702666],[2711585],[2715818],[2744256],[2745254],[2746616],[2751799] ] cell #5429 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [942369],[1063818],[1182061],[1190173],[1263811],[1311026],[1349857],[1393549],[1426569],[1440929],[1480355],[1513375],[1523269],[1546233],[1557067],[1609831],[1633461],[1635504],[1643113],[1647097],[1675585],[1685641],[1708605],[1732418],[1761150],[1761285],[1763195],[1769946],[1801658],[1806452],[1825288],[1827331],[1834940],[1843077],[1884459],[1885446],[1886640],[1888088],[1900348],[1918689],[1947421],[1947556],[1949466],[1956217],[1958371],[1960414],[1965654],[1980376],[1992634],[1997644],[1997800],[2003870],[2021807],[2046413],[2063189],[2064176],[2065370],[2066818],[2074704],[2074839],[2076749],[2080016],[2080172],[2089898],[2097941],[2107613],[2111443],[2135083],[2149805],[2157426],[2157561],[2162063],[2167073],[2167229],[2173299],[2183454],[2184441],[2185635],[2189316],[2196910],[2206636],[2213270],[2222996],[2231039],[2238656],[2238812],[2248538],[2260207],[2261194],[2266253],[2270083],[2279306],[2279462],[2285532],[2297634],[2305072],[2305228],[2312544],[2316464],[2320138],[2329864],[2335987],[2337450],[2337606],[2343581],[2348692],[2353307],[2355834],[2359941],[2369667],[2373497],[2396852],[2398315],[2398471],[2402746],[2410256],[2412663],[2414176],[2417850],[2425578],[2426122],[2431487],[2436312],[2439081],[2446397],[2447860],[2448016],[2453991],[2463717],[2477330],[2480626],[2481170],[2484747],[2490905],[2493761],[2498415],[2499878],[2500034],[2505483],[2517378],[2518997],[2524873],[2525417],[2530782],[2533189],[2534702],[2538376],[2550647],[2551607],[2554596],[2563197],[2566164],[2567660],[2570956],[2571500],[2584355],[2588195],[2593545],[2597930],[2600786],[2605440],[2607059],[2607847],[2614522],[2615879],[2626148],[2630796],[2633785],[2644314],[2645274],[2650953],[2656864],[2659831],[2661327],[2665167],[2665878],[2681533],[2682904],[2695262],[2696619],[2701657],[2702617],[2711536],[2715719],[2728002],[2743854],[2745211],[2746517],[2751397] ] cell #5430 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [942370],[1063883],[1182194],[1190243],[1263944],[1311166],[1349990],[1373088],[1393689],[1426702],[1440935],[1480495],[1503477],[1513508],[1523275],[1546366],[1557207],[1569464],[1609837],[1632433],[1635637],[1643253],[1647103],[1675725],[1685647],[1698707],[1708738],[1709844],[1732424],[1753330],[1762405],[1763335],[1769952],[1801664],[1805988],[1806458],[1824260],[1827464],[1835080],[1836200],[1842213],[1843083],[1886554],[1886646],[1888094],[1900354],[1918695],[1927830],[1928760],[1939601],[1948676],[1949606],[1956223],[1957343],[1960547],[1965660],[1980382],[1992640],[1997806],[2004913],[2020943],[2021813],[2045293],[2045385],[2065284],[2065376],[2066824],[2066884],[2075959],[2076889],[2080178],[2089904],[2097077],[2097947],[2107619],[2111491],[2135089],[2135149],[2148298],[2149811],[2155405],[2162069],[2167235],[2174342],[2185549],[2185641],[2189364],[2196916],[2206642],[2206702],[2213276],[2223002],[2231045],[2238818],[2239606],[2248544],[2252416],[2266259],[2266319],[2270131],[2279468],[2286575],[2297682],[2305234],[2306022],[2312592],[2316470],[2320144],[2329870],[2329930],[2336035],[2336746],[2337612],[2343587],[2353313],[2359947],[2360735],[2369673],[2373545],[2396900],[2397611],[2398477],[2402752],[2410304],[2412669],[2414182],[2417856],[2418644],[2426170],[2431535],[2439087],[2446445],[2447156],[2448022],[2453997],[2463723],[2477336],[2481218],[2484789],[2489216],[2490911],[2493809],[2498463],[2499174],[2500040],[2517426],[2519003],[2525465],[2530830],[2533195],[2534708],[2538382],[2550653],[2551655],[2562029],[2563239],[2566262],[2567666],[2571548],[2584361],[2588243],[2597936],[2600834],[2605488],[2607065],[2607853],[2614923],[2615921],[2623842],[2630844],[2644320],[2645322],[2650959],[2656906],[2659929],[2661333],[2665215],[2665926],[2683305],[2695663],[2696661],[2701663],[2702665],[2711584],[2715817],[2744255],[2745253],[2746615],[2751798] ] cell #5431 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [942373],[1063943],[1116339],[1182254],[1190311],[1243421],[1264004],[1308166],[1311234],[1350050],[1372126],[1393757],[1426762],[1438651],[1440941],[1449448],[1480563],[1495353],[1513568],[1523281],[1546426],[1549556],[1557275],[1568502],[1580307],[1586833],[1609843],[1635697],[1643321],[1647109],[1675793],[1675915],[1678993],[1685653],[1690583],[1708798],[1708882],[1711928],[1732430],[1763403],[1763525],[1769958],[1778660],[1801670],[1802695],[1805026],[1806464],[1827524],[1828076],[1835148],[1835270],[1838348],[1843089],[1861781],[1886652],[1887677],[1888100],[1900360],[1904336],[1918701],[1918947],[1924532],[1949674],[1949796],[1956229],[1957254],[1959585],[1965666],[1980388],[1984364],[1992646],[1997812],[2005997],[2021819],[2022065],[2036568],[2052465],[2065382],[2066407],[2066830],[2067076],[2072661],[2080184],[2089910],[2097953],[2098199],[2107625],[2111596],[2126323],[2134198],[2135095],[2135341],[2149817],[2162075],[2162321],[2167241],[2175426],[2176824],[2189469],[2196922],[2205751],[2206648],[2206894],[2213282],[2223008],[2231051],[2231297],[2238824],[2240228],[2248550],[2265368],[2266265],[2266511],[2270236],[2297787],[2305240],[2306644],[2312697],[2316476],[2316722],[2320150],[2328979],[2329876],[2330122],[2336140],[2343593],[2353319],[2353565],[2359953],[2361357],[2369679],[2397005],[2402758],[2407138],[2410409],[2412675],[2414188],[2414434],[2417862],[2419266],[2431640],[2439093],[2440497],[2446550],[2454003],[2463729],[2463975],[2477342],[2484871],[2485146],[2490917],[2493914],[2495297],[2498568],[2517531],[2530935],[2533201],[2534714],[2534960],[2538388],[2539792],[2550659],[2551760],[2563321],[2563596],[2566317],[2584367],[2597942],[2600939],[2602322],[2605593],[2607859],[2616003],[2616278],[2644326],[2645427],[2650965],[2656988],[2657263],[2659984],[2666031],[2696743],[2697018],[2701669],[2702770],[2715872],[2745335],[2745610],[2746670] ] cell #5432 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [958305],[979151],[1112864],[1144576],[1165422],[1243182],[1250743],[1283215],[1304691],[1341868],[1372852],[1415471],[1438412],[1445973],[1466281],[1503305],[1505386],[1538244],[1545077],[1569228],[1578989],[1580068],[1596027],[1629039],[1661511],[1674133],[1678754],[1698535],[1700616],[1707449],[1709608],[1724810],[1750654],[1756142],[1787854],[1799390],[1805752],[1816415],[1820866],[1833488],[1836028],[1838109],[1874545],[1880480],[1885478],[1898051],[1911081],[1921567],[1924463],[1928588],[1936925],[1938524],[1942413],[1953949],[1960311],[1990150],[1994400],[2004111],[2015044],[2016643],[2026452],[2039219],[2041321],[2042065],[2048965],[2053275],[2059210],[2064208],[2069696],[2072592],[2076717],[2076781],[2102586],[2104380],[2113172],[2117422],[2122823],[2127133],[2137851],[2152501],[2152667],[2159579],[2163829],[2166708],[2173540],[2179475],[2181577],[2182321],[2184473],[2186072],[2199381],[2200561],[2209404],[2211444],[2219763],[2228555],[2232805],[2235684],[2236836],[2242751],[2256511],[2261226],[2263020],[2269021],[2269765],[2271812],[2276062],[2281463],[2283671],[2283837],[2285773],[2299971],[2300862],[2303252],[2309167],[2318312],[2323789],[2326631],[2332632],[2333376],[2334325],[2346052],[2347232],[2356075],[2357965],[2363880],[2364046],[2366434],[2375226],[2377640],[2379476],[2391130],[2391991],[2393036],[2395190],[2413484],[2415874],[2421789],[2421955],[2423017],[2433824],[2434715],[2437105],[2441552],[2442732],[2443020],[2444735],[2445408],[2450247],[2452165],[2457642],[2460484],[2467229],[2471294],[2474760],[2478065],[2492693],[2494599],[2496753],[2497426],[2502265],[2511656],[2512517],[2513562],[2515716],[2519715],[2520606],[2522312],[2523202],[2534010],[2542027],[2542481],[2546473],[2549134],[2551250],[2561624],[2565090],[2568395],[2569285],[2581785],[2585090],[2588699],[2589744],[2591746],[2599718],[2601624],[2604451],[2608668],[2609290],[2609848],[2612381],[2616743],[2625662],[2628323],[2631986],[2642801],[2644917],[2658757],[2662952],[2666716],[2668171],[2673220],[2680763],[2697483],[2709063],[2712726],[2720022],[2726291],[2741713],[2777151] ] cell #5433 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2117853],[2186704],[2224095],[2276493],[2287937],[2322165],[2370766],[2374633],[2379907],[2381546],[2408421],[2427969],[2440097],[2443451],[2456018],[2459940],[2464816],[2470448],[2483017],[2507559],[2518383],[2518507],[2521467],[2527264],[2528947],[2535863],[2539392],[2540403],[2542746],[2556672],[2573347],[2577473],[2577782],[2587301],[2587846],[2590191],[2595621],[2596463],[2603605],[2606445],[2606569],[2609529],[2615032],[2620674],[2620983],[2635861],[2636703],[2636901],[2639967],[2645959],[2646119],[2647948],[2654754],[2655942],[2656066],[2664273],[2664818],[2667163],[2674343],[2677409],[2683414],[2689365],[2690553],[2690677],[2692213],[2695772],[2698276],[2703163],[2706229],[2706538],[2707083],[2712221],[2712381],[2714210],[2718423],[2724163],[2728109],[2732463],[2735529],[2735838],[2736383],[2736866],[2737503],[2737987],[2738482],[2746926],[2748348],[2749711],[2751907],[2754411],[2760059],[2763686],[2764323],[2764807],[2765302],[2766427],[2766999],[2770416],[2771317],[2772739],[2774102],[2774980],[2775698],[2783255],[2784259],[2784743],[2785238],[2794245],[2795851],[2797105],[2797823],[2799274],[2799940],[2800788],[2801194],[2803200],[2804204],[2804688],[2805183],[2806193],[2810486],[2811607],[2812102],[2813227],[2813945],[2817216],[2821906],[2823169],[2823339],[2824109],[2826368],[2826868],[2827308],[2827974],[2828822],[2829228],[2829946],[2833457],[2834711],[2835429],[2836880],[2838800],[2842294],[2842789],[2844809],[2844938],[2845121],[2846921],[2847253],[2848516],[2849016],[2849456],[2852765],[2852935],[2853705],[2856904],[2857570],[2858418],[2858824],[2859542],[2861846],[2864036],[2864368],[2864680],[2867581],[2867710],[2867893],[2869014],[2871288],[2871788],[2872228],[2874492],[2876575],[2878940],[2879772],[2879955],[2881130],[2881462],[2881774],[2885290],[2886979],[2887747],[2889062],[2890077],[2893219],[2894139],[2894907],[2898113],[2899614] ] cell #5434 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [958306],[979152],[1112865],[1144577],[1165423],[1243183],[1243329],[1250744],[1283216],[1304692],[1341869],[1372853],[1415472],[1438413],[1438559],[1445974],[1466282],[1505387],[1538245],[1545078],[1569229],[1578990],[1580069],[1580215],[1596028],[1629040],[1661512],[1674134],[1678755],[1678901],[1700617],[1707450],[1709609],[1724812],[1750655],[1756143],[1787855],[1799391],[1801613],[1805753],[1816416],[1820867],[1833489],[1838110],[1838256],[1874546],[1880482],[1885479],[1898052],[1911083],[1921568],[1923846],[1924464],[1936926],[1938525],[1942414],[1953950],[1956172],[1960312],[1990151],[1994402],[2004112],[2015045],[2016644],[2026453],[2039221],[2041322],[2041394],[2048966],[2053276],[2056209],[2059212],[2064209],[2069697],[2071975],[2072593],[2076782],[2102587],[2104382],[2113173],[2117424],[2122824],[2127134],[2130067],[2137852],[2152503],[2159580],[2163831],[2166091],[2166709],[2173541],[2179477],[2181578],[2181650],[2184474],[2186073],[2199382],[2200562],[2209405],[2211446],[2219765],[2228556],[2232807],[2235067],[2235685],[2236837],[2242753],[2261227],[2263022],[2263318],[2269022],[2269094],[2271813],[2276064],[2281464],[2283673],[2285774],[2288707],[2299973],[2300863],[2303253],[2309169],[2318314],[2323790],[2326633],[2326929],[2332633],[2332705],[2334327],[2346053],[2347233],[2356076],[2357966],[2358616],[2363882],[2366436],[2375227],[2379478],[2381738],[2391131],[2391993],[2393038],[2393334],[2395192],[2413485],[2415875],[2416525],[2421791],[2423035],[2433826],[2434716],[2437106],[2441553],[2442733],[2443022],[2444737],[2444871],[2452167],[2457643],[2460486],[2460782],[2466558],[2471295],[2474762],[2476716],[2478083],[2492694],[2494601],[2496755],[2496889],[2511657],[2512519],[2513564],[2513860],[2515718],[2519717],[2520607],[2522330],[2534011],[2537051],[2542028],[2546475],[2549152],[2550713],[2561625],[2565092],[2568413],[2581787],[2583741],[2585108],[2588701],[2589746],[2599719],[2601626],[2603914],[2608669],[2609849],[2612399],[2613504],[2625664],[2628341],[2642819],[2644380],[2658759],[2666718],[2668591],[2680781],[2694244],[2709081],[2726711] ] cell #5435 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [958315],[979161],[992878],[1112874],[1116185],[1144586],[1165432],[1179149],[1243192],[1250753],[1283225],[1304701],[1308012],[1318418],[1341878],[1415481],[1418784],[1438422],[1445983],[1449294],[1466291],[1505396],[1538254],[1545087],[1545357],[1549402],[1578999],[1580078],[1582302],[1596158],[1629049],[1661521],[1674140],[1674150],[1674761],[1678764],[1700626],[1707459],[1707729],[1711774],[1724929],[1750664],[1756273],[1787985],[1799400],[1800709],[1800921],[1816425],[1816695],[1820876],[1833495],[1833505],[1834116],[1838119],[1874676],[1880599],[1885488],[1898061],[1898331],[1911200],[1921698],[1923534],[1936935],[1938531],[1938541],[1939152],[1942544],[1953959],[1955268],[1955480],[1990281],[1994519],[2004242],[2015054],[2016650],[2016660],[2017271],[2026462],[2039338],[2048972],[2048982],[2053406],[2055305],[2055517],[2059329],[2064218],[2069827],[2071663],[2076791],[2077061],[2102596],[2104499],[2113303],[2117541],[2122830],[2122840],[2127264],[2129163],[2129375],[2137982],[2158202],[2159710],[2159784],[2163948],[2165779],[2173671],[2179594],[2184483],[2186079],[2186089],[2199512],[2200568],[2200578],[2209535],[2211449],[2219882],[2227178],[2228686],[2228760],[2232924],[2234755],[2237545],[2242870],[2261236],[2261778],[2262619],[2263139],[2271943],[2276181],[2281470],[2281480],[2285904],[2288015],[2292621],[2300090],[2300993],[2301067],[2303961],[2309286],[2318317],[2323796],[2325389],[2326230],[2326750],[2334951],[2346183],[2347239],[2347249],[2356206],[2356909],[2366553],[2375357],[2375431],[2379595],[2385703],[2391839],[2391996],[2392635],[2393155],[2395816],[2405243],[2413615],[2414818],[2423524],[2433943],[2434846],[2434920],[2437814],[2441683],[2442739],[2443139],[2452170],[2457649],[2460083],[2460603],[2469685],[2472199],[2475386],[2478572],[2487266],[2493402],[2494718],[2512365],[2512522],[2513161],[2513681],[2516342],[2519834],[2520737],[2534141],[2542034],[2544062],[2549641],[2560015],[2565716],[2579224],[2582411],[2585597],[2588704],[2589863],[2600427],[2601743],[2608799],[2609855],[2623251],[2628830],[2643308],[2659383],[2666835],[2709570] ] cell #5436 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1633175],[1760859],[1825002],[1884505],[1947130],[1958085],[1960645],[1997745],[2046127],[2063235],[2074413],[2076306],[2080117],[2153292],[2157135],[2167174],[2178216],[2183500],[2185880],[2186383],[2238757],[2242482],[2257088],[2257094],[2260253],[2279407],[2280487],[2284462],[2288305],[2305173],[2308898],[2337551],[2339419],[2348788],[2352117],[2352819],[2363611],[2364671],[2373931],[2378217],[2378223],[2381382],[2398416],[2400284],[2421520],[2422580],[2425674],[2427267],[2436132],[2439395],[2447961],[2449829],[2450824],[2450830],[2459198],[2462527],[2463229],[2480722],[2482315],[2499979],[2501847],[2502842],[2502848],[2503039],[2505303],[2506185],[2514906],[2524969],[2526562],[2527359],[2528061],[2535427],[2538690],[2552152],[2554416],[2555298],[2571052],[2572645],[2573442],[2574144],[2576283],[2576793],[2591101],[2591158],[2593365],[2594247],[2595761],[2602968],[2611333],[2619484],[2619994],[2626244],[2631341],[2631398],[2633605],[2634487],[2636001],[2637391],[2637448],[2638854],[2648965],[2651390],[2653255],[2653765],[2669354],[2669411],[2674833],[2674890],[2676296],[2679715],[2681353],[2685707],[2686001],[2687866],[2688376],[2691204],[2700734],[2703710],[2705116],[2715227],[2718652],[2721205],[2721262],[2723154],[2726545],[2727474],[2727531],[2728534],[2731930],[2733010],[2734416],[2743326],[2743383],[2744789],[2747339],[2754200],[2756869],[2762114],[2762705],[2766446],[2767228],[2768852],[2769781],[2769838],[2770841],[2771730],[2778334],[2778391],[2780283],[2789059],[2790139],[2791545],[2796121],[2796298],[2799255],[2801213],[2801995],[2802586],[2808914],[2809505],[2815652],[2816581],[2816638],[2817641],[2818530],[2823358],[2827289],[2828244],[2828421],[2833727],[2833904],[2836103],[2838819],[2839601],[2840192],[2844919],[2852954],[2854641],[2854818],[2856885],[2857840],[2858017],[2860216],[2867691],[2869033],[2873164],[2873341],[2879753],[2880191] ] cell #5437 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [992882],[1116176],[1179153],[1207138],[1229000],[1242977],[1308003],[1318422],[1369510],[1402368],[1418788],[1424230],[1438207],[1449285],[1511036],[1543894],[1545361],[1549393],[1565886],[1579863],[1582306],[1603049],[1674152],[1674752],[1675554],[1678549],[1706266],[1707733],[1711765],[1727657],[1763164],[1794876],[1797239],[1800644],[1800920],[1801471],[1816699],[1833507],[1834107],[1834909],[1837904],[1852619],[1883327],[1898335],[1913928],[1919632],[1923477],[1923842],[1938543],[1939143],[1949435],[1951798],[1955203],[1955479],[1956030],[1973629],[1996207],[2002176],[2016662],[2017262],[2025380],[2031349],[2037385],[2048984],[2055240],[2055516],[2056067],[2062057],[2067761],[2071606],[2071971],[2077065],[2101514],[2109486],[2115588],[2119229],[2122842],[2129098],[2129374],[2129925],[2136956],[2143058],[2158137],[2159783],[2165636],[2165722],[2166087],[2171605],[2177641],[2186091],[2200580],[2208509],[2211938],[2216365],[2224869],[2227113],[2228759],[2234612],[2234698],[2235063],[2237480],[2241907],[2260154],[2261721],[2262616],[2263314],[2268126],[2274228],[2277869],[2281482],[2288014],[2288565],[2292556],[2301066],[2303896],[2308323],[2311451],[2318806],[2323233],[2325332],[2326227],[2326925],[2331737],[2334894],[2347251],[2355180],[2356906],[2358609],[2363036],[2371540],[2375430],[2381283],[2381734],[2385646],[2391774],[2392485],[2392632],[2393330],[2395759],[2402290],[2405178],[2409163],[2414815],[2416518],[2420945],[2423521],[2434919],[2437749],[2442176],[2445304],[2452659],[2457086],[2460080],[2460778],[2465590],[2469682],[2472196],[2475329],[2475961],[2476709],[2478569],[2487209],[2490449],[2493337],[2494893],[2497322],[2512300],[2513011],[2513158],[2513856],[2516285],[2529689],[2537044],[2541471],[2544059],[2549638],[2550191],[2551146],[2560012],[2565659],[2567039],[2579221],[2582354],[2582986],[2583734],[2585594],[2589193],[2590038],[2597474],[2600362],[2601918],[2604347],[2623248],[2628827],[2630335],[2643305],[2643858],[2644813],[2649584],[2650332],[2659326],[2660706],[2667010],[2701201],[2702156],[2709567],[2711075],[2716594],[2717439],[2758291] ] cell #5438 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1633176],[1760860],[1825003],[1884506],[1947131],[1958086],[1960646],[1997746],[2046128],[2063236],[2074414],[2076307],[2080118],[2153293],[2157136],[2167175],[2178217],[2183501],[2185879],[2186384],[2238758],[2242483],[2257089],[2257095],[2260254],[2279408],[2280486],[2284463],[2288306],[2305174],[2308899],[2337552],[2339418],[2348789],[2352118],[2352818],[2363612],[2364672],[2373928],[2378218],[2378224],[2381383],[2398417],[2400283],[2421521],[2422581],[2425675],[2427264],[2436133],[2439392],[2447962],[2449828],[2450825],[2450831],[2459199],[2462528],[2463228],[2480723],[2482312],[2499980],[2501846],[2502843],[2502849],[2503036],[2505304],[2506186],[2514903],[2524970],[2526559],[2527360],[2528060],[2535428],[2538687],[2552149],[2554417],[2555299],[2571053],[2572642],[2573443],[2574143],[2576280],[2576794],[2591098],[2591159],[2593366],[2594248],[2595758],[2602965],[2611330],[2619481],[2619995],[2626245],[2631338],[2631399],[2633606],[2634488],[2635998],[2637388],[2637449],[2638851],[2648966],[2651387],[2653252],[2653766],[2669351],[2669412],[2674830],[2674891],[2676293],[2679712],[2681354],[2685708],[2685998],[2687863],[2688377],[2691201],[2700735],[2703711],[2705113],[2715228],[2718649],[2721202],[2721263],[2723151],[2726546],[2727471],[2727532],[2728531],[2731931],[2733011],[2734413],[2743323],[2743384],[2744786],[2747336],[2754201],[2756870],[2762111],[2762706],[2766443],[2767225],[2768853],[2769778],[2769839],[2770838],[2771727],[2778331],[2778392],[2780280],[2789060],[2790140],[2791542],[2796122],[2796295],[2799247],[2801210],[2801992],[2802587],[2808911],[2809506],[2815653],[2816578],[2816639],[2817638],[2818527],[2823355],[2827281],[2828245],[2828418],[2833728],[2833901],[2836104],[2838816],[2839598],[2840193],[2844911],[2852951],[2854642],[2854815],[2856877],[2857841],[2858014],[2860217],[2867683],[2869030],[2873165],[2873338],[2879745],[2880192] ] cell #5439 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [992883],[1116173],[1179154],[1206001],[1242828],[1308000],[1318423],[1368373],[1401231],[1418789],[1438058],[1449282],[1492252],[1542757],[1545362],[1549390],[1564749],[1579714],[1582307],[1674153],[1674417],[1674749],[1678400],[1687482],[1705129],[1707734],[1711762],[1771787],[1784249],[1796196],[1800584],[1800919],[1801396],[1816700],[1833508],[1833772],[1834104],[1837755],[1867370],[1898336],[1903808],[1918666],[1923426],[1923839],[1938544],[1938808],[1939140],[1950755],[1955143],[1955478],[1955955],[1983836],[2016663],[2016927],[2017259],[2021784],[2023347],[2036491],[2048985],[2051937],[2055180],[2055515],[2055992],[2066795],[2071555],[2071968],[2077066],[2097918],[2099481],[2122843],[2125795],[2129038],[2129373],[2129850],[2134121],[2135060],[2158022],[2159782],[2162040],[2163603],[2165671],[2166084],[2176747],[2186092],[2200581],[2205674],[2206613],[2217973],[2226998],[2228758],[2231016],[2232579],[2234647],[2235060],[2237365],[2240151],[2258121],[2261620],[2262613],[2263311],[2265291],[2266230],[2281483],[2288013],[2288490],[2292441],[2301065],[2303781],[2306567],[2316441],[2324841],[2325231],[2326224],[2326922],[2328902],[2329841],[2334793],[2347252],[2353284],[2356903],[2358494],[2361280],[2375429],[2379250],[2381731],[2385545],[2391659],[2392629],[2393327],[2395658],[2402723],[2405063],[2407061],[2414153],[2414812],[2416403],[2419189],[2423518],[2434918],[2437634],[2440420],[2445203],[2458694],[2460077],[2460775],[2463694],[2469679],[2472193],[2475228],[2476594],[2478566],[2485069],[2487108],[2490882],[2493222],[2494890],[2495220],[2497221],[2512185],[2513155],[2513853],[2516184],[2534679],[2536929],[2539715],[2544056],[2549635],[2550624],[2551045],[2558232],[2560009],[2563519],[2565558],[2566924],[2579218],[2582253],[2583619],[2585591],[2590035],[2597907],[2600247],[2601915],[2602245],[2604246],[2616201],[2623245],[2627047],[2628824],[2630234],[2643302],[2644291],[2644712],[2650217],[2657186],[2659225],[2660591],[2667007],[2672823],[2696941],[2701634],[2702055],[2707787],[2709564],[2710974],[2716479],[2717436],[2741316],[2745533],[2758190],[2781803] ] cell #5440 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [992887],[1116170],[1179158],[1226743],[1242902],[1307997],[1318427],[1367253],[1418793],[1421973],[1438132],[1449279],[1470390],[1508779],[1545366],[1549387],[1563629],[1579788],[1582311],[1601912],[1665620],[1674227],[1674746],[1678474],[1704009],[1707738],[1711759],[1727582],[1762027],[1793739],[1797164],[1800641],[1800991],[1803499],[1816704],[1833582],[1834101],[1837829],[1852616],[1883252],[1898340],[1913853],[1919629],[1923479],[1927452],[1938618],[1939137],[1948298],[1951723],[1955200],[1955550],[1973631],[1996132],[2002173],[2016737],[2017256],[2025305],[2031346],[2037387],[2041991],[2049059],[2055237],[2055587],[2061982],[2067758],[2071608],[2075581],[2077070],[2101439],[2109483],[2115590],[2119154],[2122917],[2129095],[2129445],[2136953],[2143060],[2152665],[2158134],[2159854],[2165561],[2165724],[2171602],[2177643],[2182247],[2186166],[2200655],[2208506],[2211935],[2216367],[2224866],[2227110],[2228830],[2234537],[2234700],[2237477],[2241909],[2260079],[2261723],[2262618],[2268123],[2269691],[2274230],[2277794],[2281557],[2283835],[2288085],[2292553],[2301137],[2303893],[2308325],[2311453],[2318803],[2323235],[2325334],[2326229],[2331734],[2333302],[2334896],[2347326],[2355177],[2356908],[2358606],[2363038],[2364044],[2371537],[2375501],[2381208],[2385648],[2391771],[2392482],[2392634],[2395761],[2402292],[2405175],[2409165],[2414817],[2416515],[2420947],[2421953],[2423523],[2434990],[2437746],[2442178],[2445306],[2445406],[2452656],[2457088],[2460082],[2465587],[2467155],[2469684],[2472198],[2475331],[2475963],[2476706],[2478571],[2487211],[2490451],[2493334],[2497324],[2497424],[2512297],[2513008],[2513160],[2516287],[2529691],[2537041],[2541473],[2542479],[2544061],[2549640],[2550193],[2551148],[2551248],[2560014],[2565661],[2567036],[2579223],[2582356],[2582988],[2583731],[2585596],[2589190],[2597476],[2600359],[2604349],[2604449],[2623250],[2628829],[2630337],[2630437],[2643307],[2643860],[2644815],[2644915],[2649586],[2650329],[2659328],[2660703],[2701203],[2702158],[2702258],[2709569],[2711077],[2711177],[2716591],[2758293],[2758393],[2793502] ] cell #5441 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [992890],[1116163],[1179161],[1242677],[1307990],[1318430],[1365007],[1418796],[1437907],[1449272],[1456199],[1545369],[1549380],[1561383],[1579563],[1582314],[1651429],[1674374],[1674739],[1678249],[1701763],[1707741],[1711752],[1736750],[1780924],[1796045],[1800577],[1801133],[1816707],[1833729],[1834094],[1837604],[1864045],[1898343],[1903657],[1918659],[1923429],[1935483],[1938765],[1939130],[1950604],[1955136],[1955692],[1983685],[2013602],[2016884],[2017249],[2021777],[2023196],[2036494],[2050978],[2051786],[2055173],[2055729],[2066788],[2071558],[2077073],[2097911],[2099330],[2124836],[2125644],[2129031],[2129587],[2134124],[2135053],[2158015],[2161642],[2162033],[2163452],[2165674],[2176750],[2186313],[2201644],[2205677],[2206606],[2217822],[2226991],[2230618],[2231009],[2232428],[2234650],[2237358],[2240154],[2257970],[2261623],[2264193],[2265294],[2266223],[2283476],[2288227],[2292434],[2302063],[2303774],[2306570],[2316434],[2324690],[2325234],[2327804],[2328905],[2329834],[2334796],[2348315],[2353277],[2356955],[2358487],[2361283],[2377289],[2379099],[2385548],[2391652],[2393421],[2395661],[2402716],[2405056],[2407064],[2414146],[2414864],[2416396],[2419192],[2423570],[2435916],[2437627],[2440423],[2445206],[2458543],[2461657],[2463687],[2469731],[2472245],[2475231],[2476587],[2478618],[2485072],[2487111],[2490875],[2493215],[2495223],[2497224],[2512178],[2513947],[2516187],[2534672],[2536922],[2539718],[2544108],[2549687],[2550617],[2551048],[2558234],[2560061],[2563522],[2565561],[2566917],[2579270],[2582256],[2583612],[2585643],[2597900],[2600240],[2602248],[2604249],[2616204],[2623297],[2627049],[2628876],[2629806],[2630237],[2643354],[2644284],[2644715],[2650210],[2657189],[2659228],[2660584],[2672825],[2696944],[2701627],[2702058],[2707789],[2709616],[2710546],[2710977],[2716472],[2741318],[2745536],[2757762],[2758193],[2781805],[2783130] ] cell #5442 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [992891],[1116167],[1179162],[1242753],[1307994],[1318431],[1366121],[1418797],[1437983],[1449276],[1459498],[1545370],[1549384],[1562497],[1579639],[1582315],[1654728],[1674375],[1674743],[1678325],[1702877],[1707742],[1711756],[1740049],[1783117],[1796121],[1800581],[1801134],[1816708],[1833730],[1834098],[1837680],[1866238],[1898344],[1903733],[1918663],[1923430],[1937676],[1938766],[1939134],[1950680],[1955140],[1955693],[1983761],[2015795],[2016885],[2017253],[2021781],[2023272],[2036495],[2050979],[2051862],[2055177],[2055730],[2066792],[2071559],[2077074],[2097915],[2099406],[2124837],[2125720],[2129035],[2129588],[2134125],[2135057],[2158019],[2161643],[2162037],[2163528],[2165675],[2176751],[2186314],[2201645],[2205678],[2206610],[2217898],[2226995],[2230619],[2231013],[2232504],[2234651],[2237362],[2240155],[2258046],[2261624],[2264194],[2265295],[2266227],[2283477],[2288228],[2292438],[2302064],[2303778],[2306571],[2316438],[2324766],[2325235],[2327805],[2328906],[2329838],[2334797],[2348316],[2353281],[2356956],[2358491],[2361284],[2377290],[2379175],[2385549],[2391656],[2393422],[2395662],[2402720],[2405060],[2407065],[2414150],[2414865],[2416400],[2419193],[2423571],[2435917],[2437631],[2440424],[2445207],[2458619],[2461658],[2463691],[2469732],[2472246],[2475232],[2476591],[2478619],[2485073],[2487112],[2490879],[2493219],[2495224],[2497225],[2512182],[2513948],[2516188],[2534676],[2536926],[2539719],[2544109],[2549688],[2550621],[2551049],[2558235],[2560062],[2563523],[2565562],[2566921],[2579271],[2582257],[2583616],[2585644],[2597904],[2600244],[2602249],[2604250],[2616205],[2623298],[2627050],[2628877],[2629810],[2630238],[2643355],[2644288],[2644716],[2650214],[2657190],[2659229],[2660588],[2672826],[2696945],[2701631],[2702059],[2707790],[2709617],[2710550],[2710978],[2716476],[2741319],[2745537],[2757766],[2758194],[2781806],[2783134] ] cell #5443 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [992892],[1116160],[1179163],[1242604],[1307987],[1318432],[1364862],[1418798],[1437834],[1449269],[1456054],[1545371],[1549377],[1561238],[1579490],[1582316],[1582555],[1651284],[1674593],[1674736],[1678176],[1701618],[1707743],[1711331],[1711749],[1736605],[1780779],[1795902],[1800571],[1801355],[1816709],[1828620],[1833948],[1834091],[1837531],[1837714],[1863900],[1898345],[1903514],[1904880],[1918653],[1923435],[1935338],[1938984],[1939127],[1950461],[1950714],[1955130],[1955914],[1983542],[1984908],[2013457],[2017103],[2017246],[2021771],[2023053],[2023306],[2036500],[2051643],[2053009],[2055167],[2055951],[2066486],[2066782],[2071564],[2097905],[2099187],[2099440],[2125501],[2126867],[2129025],[2129809],[2134130],[2134751],[2135047],[2158009],[2162027],[2163309],[2163562],[2165680],[2176756],[2205683],[2206304],[2206600],[2217679],[2226985],[2231003],[2232285],[2232538],[2234656],[2235888],[2237352],[2240160],[2257827],[2261629],[2265300],[2265921],[2266217],[2292428],[2302304],[2303768],[2306576],[2316428],[2324547],[2325240],[2328911],[2329532],[2329828],[2334802],[2353271],[2357017],[2358481],[2361289],[2378956],[2384802],[2385554],[2391646],[2395667],[2402710],[2405050],[2407070],[2414140],[2414926],[2416390],[2419198],[2423632],[2437621],[2440429],[2445212],[2458400],[2463681],[2469793],[2475237],[2476581],[2478680],[2485078],[2486365],[2487117],[2490869],[2493209],[2495229],[2497230],[2512172],[2516193],[2534666],[2536916],[2539724],[2549749],[2550611],[2551054],[2558268],[2560123],[2563528],[2565567],[2566911],[2582262],[2583606],[2585705],[2597894],[2600234],[2602254],[2604255],[2616210],[2627083],[2628938],[2629800],[2630243],[2643416],[2644278],[2644721],[2650204],[2657195],[2659234],[2660578],[2672859],[2696950],[2701621],[2702064],[2707823],[2709678],[2710540],[2710983],[2716466],[2741352],[2745542],[2757756],[2758199],[2781839],[2783124] ] cell #5444 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [992893],[1116164],[1179164],[1242678],[1307991],[1318433],[1365008],[1418799],[1437908],[1449273],[1456200],[1545372],[1549381],[1561384],[1579564],[1582317],[1651430],[1674521],[1674740],[1678250],[1701764],[1707744],[1711753],[1736751],[1780925],[1796046],[1800578],[1801281],[1816710],[1833876],[1834095],[1837605],[1838569],[1864046],[1898346],[1903658],[1918660],[1923433],[1935484],[1938912],[1939131],[1950605],[1955137],[1955840],[1960207],[1983686],[2013603],[2017031],[2017250],[2021778],[2023197],[2036498],[2051787],[2054049],[2055174],[2055877],[2066789],[2070470],[2071562],[2076530],[2097912],[2099331],[2125645],[2127907],[2129032],[2129735],[2134128],[2135054],[2138625],[2158016],[2162034],[2163453],[2164552],[2165678],[2176754],[2180198],[2205681],[2206607],[2210178],[2217823],[2226992],[2231010],[2232429],[2233528],[2234654],[2237359],[2240158],[2243474],[2257971],[2261627],[2265298],[2266224],[2266851],[2281573],[2292435],[2303775],[2306574],[2309890],[2316435],[2324691],[2325238],[2328909],[2329835],[2330462],[2334800],[2339575],[2353278],[2357051],[2358488],[2361287],[2379100],[2385552],[2391653],[2395665],[2400440],[2402717],[2405057],[2407068],[2414147],[2414960],[2416397],[2419196],[2422802],[2423666],[2437628],[2440427],[2445210],[2458544],[2463688],[2469827],[2475235],[2476588],[2477850],[2478714],[2485076],[2487115],[2490876],[2493216],[2495227],[2497228],[2512179],[2516191],[2534673],[2536923],[2539722],[2544892],[2549783],[2550618],[2551052],[2558236],[2560157],[2563526],[2565565],[2566918],[2582260],[2583613],[2585739],[2597901],[2600241],[2602252],[2604253],[2616208],[2624081],[2627051],[2628972],[2629807],[2630241],[2643450],[2644285],[2644719],[2650211],[2657193],[2659232],[2660585],[2672827],[2696948],[2701628],[2702062],[2707791],[2709712],[2710547],[2710981],[2716473],[2741320],[2745540],[2757763],[2758197],[2781807],[2783131] ] cell #5445 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [992894],[1116161],[1179165],[1242605],[1307988],[1318434],[1364863],[1418800],[1437835],[1449270],[1456055],[1545373],[1549378],[1561239],[1579491],[1582318],[1582558],[1651285],[1674663],[1674737],[1678177],[1701619],[1707745],[1711473],[1711750],[1736606],[1780780],[1795903],[1800572],[1801429],[1816711],[1829699],[1834018],[1834092],[1837532],[1837862],[1863901],[1898347],[1903515],[1906999],[1918654],[1923439],[1935339],[1939054],[1939128],[1950462],[1951756],[1955131],[1955988],[1983543],[1987027],[2013458],[2017173],[2017247],[2021772],[2023054],[2025338],[2036504],[2051644],[2055128],[2055168],[2056025],[2066783],[2067420],[2071568],[2097906],[2099188],[2101472],[2125502],[2128986],[2129026],[2129883],[2134134],[2135048],[2136615],[2158010],[2162028],[2163310],[2165594],[2165684],[2176760],[2205687],[2206601],[2208168],[2217680],[2226986],[2231004],[2232286],[2234570],[2234660],[2235960],[2237353],[2240164],[2257828],[2261633],[2265304],[2266218],[2267785],[2292429],[2302376],[2303769],[2306580],[2316429],[2324548],[2325244],[2328915],[2329829],[2331396],[2334806],[2353272],[2357089],[2358482],[2361293],[2378957],[2384874],[2385558],[2391647],[2395671],[2402711],[2405051],[2407074],[2414141],[2414998],[2416391],[2419202],[2423704],[2437622],[2440433],[2445216],[2458401],[2463682],[2469865],[2475241],[2476582],[2478752],[2485082],[2486437],[2487121],[2490870],[2493210],[2495233],[2497234],[2512173],[2516197],[2534667],[2536917],[2539728],[2549821],[2550612],[2551058],[2558270],[2560195],[2563532],[2565571],[2566912],[2582266],[2583607],[2585777],[2597895],[2600235],[2602258],[2604259],[2616214],[2627085],[2629010],[2629801],[2630247],[2643488],[2644279],[2644725],[2650205],[2657199],[2659238],[2660579],[2672861],[2696954],[2701622],[2702068],[2707825],[2709750],[2710541],[2710987],[2716467],[2741354],[2745546],[2757757],[2758203],[2781841],[2783125] ] cell #5446 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [992895],[1116158],[1179166],[1242596],[1307985],[1318435],[1320468],[1364854],[1418801],[1437826],[1449267],[1450941],[1456046],[1545374],[1549375],[1561230],[1573860],[1579482],[1581866],[1582319],[1651276],[1656174],[1674731],[1674734],[1678168],[1701610],[1703131],[1707746],[1711747],[1736597],[1741495],[1780771],[1783371],[1795894],[1800566],[1801501],[1815529],[1816712],[1828643],[1834086],[1834089],[1837523],[1863892],[1866492],[1897165],[1898348],[1903506],[1905943],[1918648],[1923443],[1935330],[1937930],[1939122],[1939125],[1950453],[1955125],[1956060],[1983534],[1985971],[2013449],[2016049],[2017241],[2017244],[2017637],[2021766],[2023045],[2036508],[2051635],[2054072],[2055162],[2056097],[2066777],[2071572],[2093771],[2097900],[2099179],[2125493],[2127930],[2129020],[2129955],[2134138],[2135042],[2157893],[2158004],[2162022],[2163301],[2165688],[2176764],[2190070],[2205691],[2206595],[2217671],[2226869],[2226980],[2230998],[2232277],[2234664],[2237236],[2237347],[2240168],[2257819],[2261637],[2265308],[2266212],[2292312],[2292423],[2303652],[2303763],[2306584],[2313298],[2316423],[2324539],[2325248],[2328919],[2329823],[2334810],[2353266],[2358476],[2361297],[2378948],[2385562],[2391530],[2391641],[2395675],[2402705],[2404934],[2405045],[2407078],[2414135],[2416385],[2419206],[2437505],[2437616],[2440437],[2445220],[2458392],[2463676],[2475245],[2476576],[2485086],[2487125],[2490864],[2493093],[2493204],[2495237],[2497238],[2512056],[2512167],[2516201],[2534661],[2536911],[2539732],[2550606],[2551062],[2558336],[2563536],[2565575],[2566906],[2582270],[2583601],[2597889],[2600118],[2600229],[2602262],[2604263],[2616218],[2627151],[2629795],[2630251],[2644273],[2644729],[2650199],[2657203],[2659242],[2660573],[2672927],[2696958],[2701616],[2702072],[2707891],[2710535],[2710991],[2716461],[2741420],[2745550],[2757751],[2758207],[2781907],[2783119] ] cell #5447 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [993004],[1064455],[1116286],[1179275],[1190241],[1242611],[1308113],[1311094],[1318544],[1319612],[1364869],[1393617],[1418910],[1437841],[1441683],[1449395],[1456061],[1480423],[1524023],[1546479],[1549503],[1557135],[1561245],[1571715],[1579497],[1582428],[1610585],[1635750],[1643181],[1651291],[1652923],[1675653],[1675862],[1678183],[1686395],[1701625],[1708851],[1711875],[1736612],[1738244],[1763263],[1763472],[1770700],[1774700],[1780786],[1795909],[1801683],[1802412],[1812278],[1827577],[1835008],[1835217],[1837538],[1857821],[1863907],[1886665],[1887394],[1893914],[1903521],[1918714],[1924515],[1929259],[1935345],[1949534],[1949743],[1950468],[1956242],[1956971],[1964752],[1983549],[1997825],[2005980],[2007378],[2013464],[2019113],[2021832],[2023060],[2036551],[2051650],[2065395],[2066124],[2066843],[2072644],[2080197],[2081571],[2095247],[2097966],[2099194],[2106711],[2111579],[2125508],[2134181],[2135108],[2162088],[2163316],[2167254],[2175409],[2176807],[2189452],[2196935],[2198309],[2205734],[2206661],[2213295],[2214669],[2217686],[2231064],[2232292],[2238837],[2240211],[2253887],[2257834],[2265351],[2266278],[2270219],[2297770],[2305253],[2306627],[2312680],[2316489],[2320163],[2321537],[2324554],[2328962],[2329889],[2336123],[2343606],[2344980],[2353332],[2359966],[2361340],[2378963],[2396988],[2402771],[2407121],[2410392],[2412688],[2414201],[2417875],[2419249],[2431623],[2439106],[2440480],[2446533],[2454016],[2455390],[2458407],[2463742],[2477355],[2485129],[2490930],[2493897],[2494036],[2495280],[2498551],[2517514],[2530918],[2533214],[2534727],[2538401],[2539775],[2550672],[2551743],[2558238],[2563579],[2584380],[2597955],[2600922],[2601061],[2602305],[2605576],[2607872],[2616261],[2627053],[2644339],[2645410],[2650978],[2657246],[2666014],[2666153],[2672829],[2697001],[2701682],[2702753],[2702892],[2707793],[2741322],[2745593],[2781809] ] cell #5448 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [993005],[1064456],[1116283],[1179276],[1190309],[1242602],[1308110],[1311232],[1318545],[1319684],[1364860],[1393755],[1418911],[1437832],[1441827],[1449392],[1456052],[1480561],[1524167],[1546480],[1549500],[1557273],[1561236],[1571721],[1579488],[1582429],[1610729],[1635751],[1643319],[1651282],[1652929],[1675791],[1675859],[1678174],[1686539],[1701616],[1708852],[1711872],[1736603],[1738250],[1763401],[1763469],[1770844],[1774706],[1780777],[1795900],[1801677],[1802556],[1812284],[1827578],[1835146],[1835214],[1837529],[1857827],[1863898],[1886659],[1887538],[1893920],[1903512],[1918708],[1924521],[1929265],[1935336],[1949672],[1949740],[1950459],[1956236],[1957115],[1964758],[1983540],[1997819],[2005986],[2007384],[2013455],[2019119],[2021826],[2023051],[2036557],[2051641],[2065389],[2066268],[2066837],[2072650],[2080191],[2081577],[2095253],[2097960],[2099185],[2106717],[2111585],[2125499],[2134187],[2135102],[2162082],[2163307],[2167248],[2175415],[2176813],[2189458],[2196929],[2198315],[2205740],[2206655],[2213289],[2214675],[2217677],[2231058],[2232283],[2238831],[2240217],[2253893],[2257825],[2265357],[2266272],[2270225],[2297776],[2305247],[2306633],[2312686],[2316483],[2320157],[2321543],[2324545],[2328968],[2329883],[2336129],[2343600],[2344986],[2353326],[2359960],[2361346],[2378954],[2396994],[2402765],[2407127],[2410398],[2412682],[2414195],[2417869],[2419255],[2431629],[2439100],[2440486],[2446539],[2454010],[2455396],[2458398],[2463736],[2477349],[2485135],[2490924],[2493903],[2494030],[2495286],[2498557],[2517520],[2530924],[2533208],[2534721],[2538395],[2539781],[2550666],[2551749],[2558272],[2563585],[2584374],[2597949],[2600928],[2601055],[2602311],[2605582],[2607866],[2616267],[2627087],[2644333],[2645416],[2650972],[2657252],[2666020],[2666147],[2672863],[2697007],[2701676],[2702759],[2702886],[2707827],[2741356],[2745599],[2781843] ] cell #5449 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [993006],[1064458],[1116282],[1179277],[1190374],[1242601],[1308109],[1311297],[1318546],[1319754],[1364859],[1393820],[1418912],[1437831],[1441897],[1449391],[1456051],[1480626],[1524237],[1546481],[1549499],[1557338],[1561235],[1571725],[1579487],[1582430],[1610799],[1635752],[1643384],[1651281],[1652933],[1675856],[1675858],[1678173],[1686609],[1701615],[1708853],[1711871],[1736602],[1738254],[1763466],[1763468],[1770914],[1774710],[1780776],[1795899],[1801676],[1802626],[1812288],[1827579],[1835211],[1835213],[1837528],[1857831],[1863897],[1886658],[1887608],[1893924],[1903511],[1918707],[1924525],[1929269],[1935335],[1949737],[1949739],[1950458],[1956235],[1957185],[1964762],[1983539],[1997818],[2005990],[2007388],[2013454],[2019123],[2021825],[2023050],[2036561],[2051640],[2065388],[2066338],[2066836],[2072654],[2080190],[2081581],[2095257],[2097959],[2099184],[2106721],[2111589],[2125498],[2134191],[2135101],[2162081],[2163306],[2167247],[2175419],[2176817],[2189462],[2196928],[2198319],[2205744],[2206654],[2213288],[2214679],[2217676],[2231057],[2232282],[2238830],[2240221],[2253897],[2257824],[2265361],[2266271],[2270229],[2297780],[2305246],[2306637],[2312690],[2316482],[2320156],[2321547],[2324544],[2328972],[2329882],[2336133],[2343599],[2344990],[2353325],[2359959],[2361350],[2378953],[2396998],[2402764],[2407131],[2410402],[2412681],[2414194],[2417868],[2419259],[2431633],[2439099],[2440490],[2446543],[2454009],[2455400],[2458397],[2463735],[2477348],[2485139],[2490923],[2493907],[2494029],[2495290],[2498561],[2517524],[2530928],[2533207],[2534720],[2538394],[2539785],[2550665],[2551753],[2558338],[2563589],[2584373],[2597948],[2600932],[2601054],[2602315],[2605586],[2607865],[2616271],[2627153],[2644332],[2645420],[2650971],[2657256],[2666024],[2666146],[2672929],[2697011],[2701675],[2702763],[2702885],[2707893],[2741422],[2745603],[2781909] ] cell #5450 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1031239],[1186909],[1299087],[1385649],[1422241],[1509047],[1552060],[1582025],[1602180],[1638106],[1681426],[1704277],[1730078],[1762295],[1765731],[1794007],[1829933],[1851038],[1855503],[1885748],[1916349],[1927720],[1948566],[1952002],[1972154],[2000595],[2005060],[2029768],[2034233],[2044487],[2064478],[2075849],[2087183],[2108895],[2114113],[2141583],[2151087],[2155552],[2170024],[2174489],[2184743],[2186624],[2215820],[2220281],[2245823],[2255038],[2256933],[2267535],[2272753],[2282257],[2286722],[2287860],[2314611],[2331146],[2340259],[2350592],[2352694],[2362491],[2366952],[2373906],[2376167],[2378062],[2381487],[2401124],[2420400],[2426531],[2428641],[2439529],[2448464],[2450669],[2459303],[2461002],[2463104],[2481579],[2483689],[2500482],[2502687],[2506290],[2507833],[2525826],[2527936],[2535309],[2538824],[2555403],[2556946],[2571909],[2574019],[2574827],[2576675],[2594352],[2595895],[2618028],[2619876],[2634592],[2636135],[2637064],[2651799],[2653647],[2674506],[2686410],[2688258],[2703326],[2719334],[2732626],[2760440] ] cell #5451 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1031240],[1186910],[1299088],[1385650],[1422242],[1509048],[1552061],[1582026],[1602181],[1638107],[1681432],[1704278],[1730079],[1762296],[1765737],[1794008],[1829934],[1851039],[1855509],[1885749],[1916350],[1927721],[1948567],[1952008],[1972160],[2000596],[2005066],[2029769],[2034239],[2044488],[2064479],[2075850],[2087187],[2108896],[2114119],[2141589],[2151088],[2155558],[2170025],[2174495],[2184744],[2186625],[2215826],[2220285],[2245827],[2255044],[2256934],[2267536],[2272759],[2282258],[2286728],[2287861],[2314615],[2331147],[2340260],[2350596],[2352700],[2362497],[2366956],[2373907],[2376173],[2378063],[2381493],[2401125],[2420406],[2426532],[2428647],[2439533],[2448468],[2450670],[2459309],[2461006],[2463110],[2481580],[2483695],[2500486],[2502688],[2506296],[2507837],[2525827],[2527942],[2535328],[2538828],[2555409],[2556950],[2571910],[2574025],[2574831],[2576694],[2594358],[2595899],[2618032],[2619895],[2634598],[2636139],[2637098],[2651803],[2653666],[2674540],[2686414],[2688277],[2703360],[2719338],[2732660],[2760474] ] cell #5452 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1031241],[1186911],[1299089],[1385651],[1422243],[1509049],[1552062],[1582027],[1602182],[1638108],[1681430],[1704279],[1730080],[1762297],[1765735],[1794009],[1829935],[1851040],[1855507],[1885750],[1916351],[1927722],[1948568],[1952006],[1972158],[2000597],[2005064],[2029770],[2034237],[2044489],[2064480],[2075851],[2087226],[2108897],[2114117],[2141587],[2151089],[2155556],[2170026],[2174493],[2184745],[2186626],[2215824],[2220324],[2245866],[2255042],[2256935],[2267537],[2272757],[2282259],[2286726],[2287862],[2314654],[2331148],[2340261],[2350635],[2352698],[2362495],[2366995],[2373908],[2376171],[2378064],[2381491],[2401126],[2420404],[2426533],[2428645],[2439572],[2448507],[2450671],[2459307],[2461045],[2463108],[2481581],[2483693],[2500525],[2502689],[2506294],[2507876],[2525828],[2527940],[2535311],[2538867],[2555407],[2556989],[2571911],[2574023],[2574870],[2576677],[2594356],[2595938],[2618071],[2619878],[2634596],[2636178],[2637066],[2651842],[2653649],[2674508],[2686453],[2688260],[2703328],[2719377],[2732628],[2760442] ] cell #5453 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1031242],[1186912],[1299090],[1385652],[1422244],[1509050],[1552063],[1582028],[1602183],[1638109],[1681421],[1704280],[1730081],[1762298],[1765726],[1794010],[1829936],[1851041],[1855498],[1885751],[1916352],[1927723],[1948569],[1951997],[1972149],[2000598],[2005055],[2029771],[2034228],[2044490],[2064481],[2075852],[2087178],[2108898],[2114108],[2141578],[2151090],[2155547],[2170027],[2174484],[2184746],[2186627],[2215815],[2220276],[2245818],[2255033],[2256936],[2267538],[2272748],[2282260],[2286717],[2287863],[2314606],[2331149],[2340262],[2350587],[2352689],[2362486],[2366947],[2373909],[2376162],[2378065],[2381482],[2401127],[2420395],[2426534],[2428636],[2439524],[2448459],[2450672],[2459298],[2460997],[2463099],[2481582],[2483684],[2500477],[2502690],[2506285],[2507828],[2525829],[2527931],[2535306],[2538819],[2555398],[2556941],[2571912],[2574014],[2574822],[2576672],[2594347],[2595890],[2618023],[2619873],[2634587],[2636130],[2637061],[2651794],[2653644],[2674503],[2686405],[2688255],[2703323],[2719329],[2732623],[2760437] ] cell #5454 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1031243],[1186913],[1299091],[1385653],[1422245],[1509051],[1552064],[1582029],[1602184],[1638110],[1681425],[1704281],[1730082],[1762299],[1765730],[1794011],[1829937],[1851042],[1855502],[1885752],[1916353],[1927724],[1948570],[1952001],[1972153],[2000599],[2005059],[2029772],[2034232],[2044491],[2064482],[2075853],[2087182],[2108899],[2114112],[2141582],[2151091],[2155551],[2170028],[2174488],[2184747],[2186628],[2215819],[2220280],[2245822],[2255037],[2256937],[2267539],[2272752],[2282261],[2286721],[2287864],[2314610],[2331150],[2340263],[2350591],[2352693],[2362490],[2366951],[2373910],[2376166],[2378066],[2381486],[2401128],[2420399],[2426535],[2428640],[2439528],[2448463],[2450673],[2459302],[2461001],[2463103],[2481583],[2483688],[2500481],[2502691],[2506289],[2507832],[2525830],[2527935],[2535308],[2538823],[2555402],[2556945],[2571913],[2574018],[2574826],[2576674],[2594351],[2595894],[2618027],[2619875],[2634591],[2636134],[2637063],[2651798],[2653646],[2674505],[2686409],[2688257],[2703325],[2719333],[2732625],[2760439] ] cell #5455 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1031244],[1186914],[1299092],[1385654],[1422246],[1509052],[1552065],[1582030],[1602185],[1638111],[1681429],[1704282],[1730083],[1762300],[1765734],[1794012],[1829938],[1851043],[1855506],[1885753],[1916354],[1927725],[1948571],[1952005],[1972157],[2000600],[2005063],[2029773],[2034236],[2044492],[2064483],[2075854],[2087225],[2108900],[2114116],[2141586],[2151092],[2155555],[2170029],[2174492],[2184748],[2186629],[2215823],[2220323],[2245865],[2255041],[2256938],[2267540],[2272756],[2282262],[2286725],[2287865],[2314653],[2331151],[2340264],[2350634],[2352697],[2362494],[2366994],[2373911],[2376170],[2378067],[2381490],[2401129],[2420403],[2426536],[2428644],[2439571],[2448506],[2450674],[2459306],[2461044],[2463107],[2481584],[2483692],[2500524],[2502692],[2506293],[2507875],[2525831],[2527939],[2535310],[2538866],[2555406],[2556988],[2571914],[2574022],[2574869],[2576676],[2594355],[2595937],[2618070],[2619877],[2634595],[2636177],[2637065],[2651841],[2653648],[2674507],[2686452],[2688259],[2703327],[2719376],[2732627],[2760441] ] cell #5456 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1031248],[1186918],[1299096],[1385658],[1422250],[1509056],[1552066],[1582034],[1602189],[1638112],[1681422],[1704286],[1730084],[1762304],[1765727],[1794016],[1829939],[1851044],[1855499],[1885754],[1916355],[1927729],[1948575],[1951998],[1972150],[2000601],[2005056],[2029774],[2034229],[2044493],[2064484],[2075858],[2087179],[2108901],[2114109],[2141579],[2151093],[2155548],[2170030],[2174485],[2184749],[2186633],[2215816],[2220277],[2245819],[2255034],[2256939],[2267541],[2272749],[2282263],[2286718],[2287866],[2314607],[2331152],[2340265],[2350588],[2352690],[2362487],[2366948],[2373912],[2376163],[2378068],[2381483],[2401130],[2420396],[2426537],[2428637],[2439525],[2448460],[2450675],[2459299],[2460998],[2463100],[2481585],[2483685],[2500478],[2502693],[2506286],[2507829],[2525832],[2527932],[2535307],[2538820],[2555399],[2556942],[2571915],[2574015],[2574823],[2576673],[2594348],[2595891],[2618024],[2619874],[2634588],[2636131],[2637062],[2651795],[2653645],[2674504],[2686406],[2688256],[2703324],[2719330],[2732624],[2760438] ] cell #5457 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1064444],[1190228],[1311081],[1319619],[1393604],[1441690],[1480410],[1524030],[1557122],[1571785],[1610592],[1643168],[1652993],[1675640],[1686402],[1738314],[1763250],[1770707],[1775613],[1802419],[1812348],[1834995],[1858734],[1885501],[1887401],[1893984],[1924585],[1930172],[1949521],[1956978],[1973708],[2004520],[2004821],[2006050],[2008291],[2037464],[2048488],[2064231],[2066131],[2072714],[2076804],[2083346],[2111704],[2115667],[2117259],[2117792],[2122346],[2143137],[2173949],[2174250],[2175479],[2177720],[2184496],[2186396],[2189577],[2200084],[2216444],[2218259],[2223587],[2241986],[2261249],[2270344],[2274307],[2275899],[2276432],[2280986],[2286182],[2286483],[2287712],[2290971],[2297895],[2308402],[2312805],[2317241],[2323312],[2336248],[2346755],[2356484],[2356785],[2363115],[2364930],[2370258],[2373758],[2379313],[2379846],[2384276],[2390189],[2397113],[2403593],[2410517],[2421024],[2424824],[2426383],[2431748],[2442255],[2442857],[2443390],[2446658],[2451094],[2457165],[2458980],[2464308],[2479872],[2481431],[2491752],[2494022],[2498676],[2504802],[2505967],[2510715],[2515076],[2517639],[2520959],[2524119],[2525678],[2531043],[2535479],[2541550],[2551868],[2553915],[2555080],[2566086],[2570202],[2571761],[2576453],[2576845],[2584868],[2586897],[2588456],[2594029],[2598777],[2601047],[2605701],[2617107],[2619654],[2620046],[2631057],[2634269],[2638552],[2645535],[2648747],[2653425],[2653817],[2659753],[2663869],[2665428],[2666139],[2671707],[2675994],[2685489],[2688036],[2688428],[2697847],[2702878],[2704814],[2711797],[2715009],[2715641],[2728704],[2729827],[2734114],[2740200],[2746439],[2753982],[2767632],[2768185],[2780687],[2786956] ] cell #5458 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1064445],[1190229],[1311082],[1319625],[1393605],[1441696],[1480411],[1524036],[1557123],[1571850],[1610598],[1643169],[1653058],[1675641],[1686408],[1738379],[1763251],[1770713],[1775738],[1802425],[1812413],[1834996],[1858859],[1885502],[1887407],[1894049],[1924650],[1930297],[1949522],[1956984],[1973833],[2004521],[2004827],[2006115],[2008416],[2037589],[2048613],[2064232],[2066137],[2072779],[2076805],[2083471],[2111769],[2115792],[2117262],[2117791],[2122471],[2143262],[2173950],[2174256],[2175544],[2177845],[2184497],[2186402],[2189642],[2200209],[2216569],[2218262],[2223584],[2242111],[2261250],[2270409],[2274432],[2275902],[2276431],[2281111],[2286183],[2286489],[2287777],[2290974],[2297960],[2308527],[2312870],[2317238],[2323437],[2336313],[2346880],[2356485],[2356791],[2363240],[2364933],[2370255],[2373823],[2379316],[2379845],[2384273],[2390192],[2397178],[2403596],[2410582],[2421149],[2424827],[2426448],[2431813],[2442380],[2442860],[2443389],[2446723],[2451091],[2457290],[2458983],[2464305],[2479875],[2481496],[2491755],[2494087],[2498741],[2504799],[2505970],[2510718],[2515079],[2517704],[2520956],[2524122],[2525743],[2531108],[2535476],[2541675],[2551933],[2553912],[2555083],[2566089],[2570205],[2571826],[2576456],[2576842],[2584865],[2586900],[2588521],[2594032],[2598780],[2601112],[2605766],[2617110],[2619657],[2620043],[2631122],[2634272],[2638549],[2645600],[2648750],[2653428],[2653814],[2659756],[2663872],[2665493],[2666204],[2671710],[2675991],[2685492],[2688039],[2688425],[2697850],[2702943],[2704811],[2711862],[2715012],[2715644],[2728707],[2729830],[2734111],[2740203],[2746442],[2753985],[2767635],[2768182],[2780690],[2786959] ] cell #5459 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1960636],[2076159],[2117994],[2177285],[2185743],[2224227],[2240689],[2276634],[2279630],[2307105],[2322131],[2337774],[2361818],[2370898],[2373220],[2380048],[2398639],[2407900],[2419727],[2425845],[2440958],[2443592],[2448184],[2455984],[2464948],[2468898],[2480893],[2495758],[2500202],[2503001],[2519165],[2519296],[2521599],[2525140],[2528426],[2540253],[2540369],[2542887],[2552114],[2567828],[2567959],[2571223],[2575923],[2587918],[2588553],[2590157],[2591063],[2602783],[2603084],[2607227],[2607358],[2609661],[2611295],[2619124],[2630519],[2631154],[2631303],[2637353],[2638970],[2645781],[2645925],[2648502],[2661495],[2661626],[2664890],[2665525],[2667129],[2669316],[2674795],[2676412],[2679677],[2681867],[2685244],[2692035],[2692179],[2698289],[2705232],[2711259],[2711894],[2712043],[2712187],[2714764],[2718186],[2721167],[2723985],[2724129],[2727436],[2728978],[2734532],[2737516],[2737809],[2737953],[2743288],[2748170],[2748314],[2750360],[2753737],[2754424],[2759673],[2761648],[2764336],[2764629],[2764773],[2766762],[2769743],[2772561],[2772705],[2775315],[2775711],[2778296],[2784272],[2784565],[2784709],[2786107],[2795465],[2797440],[2797836],[2799554],[2800610],[2800754],[2801529],[2804217],[2804510],[2804654],[2806473],[2808448],[2811429],[2811573],[2813562],[2813958],[2816543],[2824389],[2825898],[2826881],[2827588],[2828173],[2828644],[2828788],[2829563],[2829959],[2833071],[2835046],[2835442],[2837160],[2839135],[2842116],[2842260],[2845286],[2846898],[2846934],[2848046],[2848654],[2849029],[2849736],[2853985],[2857184],[2857769],[2858240],[2858384],[2859159],[2859555],[2861783],[2861997],[2864013],[2864049],[2864522],[2868058],[2870818],[2871426],[2871801],[2872508],[2873093],[2874469],[2874505],[2878877],[2879091],[2880120],[2881107],[2881143],[2881616],[2882863],[2886956],[2886992],[2887684],[2887898],[2889919],[2893196],[2893232],[2893413] ] cell #5460 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1064446],[1190232],[1311085],[1319616],[1393608],[1441687],[1480414],[1524027],[1557126],[1571779],[1610589],[1643172],[1652987],[1675644],[1686399],[1738308],[1763254],[1770704],[1775607],[1802416],[1812342],[1834999],[1858728],[1885505],[1887398],[1893978],[1924579],[1930166],[1949525],[1956975],[1973702],[2004664],[2004818],[2006044],[2008285],[2037458],[2048482],[2064235],[2066128],[2072708],[2076808],[2083340],[2111698],[2115661],[2117256],[2117930],[2122340],[2143131],[2174093],[2174247],[2175473],[2177714],[2184500],[2186393],[2189571],[2200078],[2216438],[2218256],[2223589],[2241980],[2261253],[2270338],[2274301],[2275896],[2276570],[2280980],[2286326],[2286480],[2287706],[2290968],[2297889],[2308396],[2312799],[2317243],[2323306],[2336242],[2346749],[2356628],[2356782],[2363109],[2364927],[2370260],[2373752],[2379310],[2379984],[2384278],[2390186],[2397107],[2403590],[2410511],[2421018],[2424821],[2426377],[2431742],[2442249],[2442854],[2443528],[2446652],[2451096],[2457159],[2458977],[2464310],[2479869],[2481425],[2491749],[2494016],[2498670],[2504804],[2505964],[2510712],[2515073],[2517633],[2520961],[2524116],[2525672],[2531037],[2535481],[2541544],[2551862],[2553917],[2555077],[2566083],[2570199],[2571755],[2576450],[2576847],[2584870],[2586894],[2588450],[2594026],[2598774],[2601041],[2605695],[2617104],[2619651],[2620048],[2631051],[2634266],[2638554],[2645529],[2648744],[2653422],[2653819],[2659750],[2663866],[2665422],[2666133],[2671704],[2675996],[2685486],[2688033],[2688430],[2697844],[2702872],[2704816],[2711791],[2715006],[2715638],[2728701],[2729824],[2734116],[2740197],[2746436],[2753979],[2767629],[2768187],[2780684],[2786953] ] cell #5461 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1712060],[1837711],[1885296],[1950711],[1959700],[2004598],[2023303],[2064026],[2067259],[2099437],[2117286],[2135524],[2163559],[2174027],[2176518],[2184291],[2207077],[2218331],[2232535],[2239922],[2258077],[2261044],[2266694],[2275926],[2286260],[2291043],[2306338],[2324797],[2330305],[2333547],[2353748],[2353887],[2356562],[2361051],[2365002],[2379206],[2379340],[2382173],[2394412],[2414617],[2414756],[2418960],[2424896],[2440191],[2440967],[2442884],[2443957],[2458650],[2459052],[2464158],[2464297],[2466972],[2469290],[2479944],[2494991],[2495767],[2495975],[2503796],[2506039],[2514938],[2515142],[2518529],[2535143],[2535282],[2539486],[2540262],[2542179],[2545219],[2552909],[2555152],[2559620],[2562582],[2567192],[2576315],[2576519],[2584770],[2594101],[2602016],[2602792],[2603000],[2603204],[2606591],[2611054],[2615489],[2619516],[2619720],[2624408],[2626544],[2634341],[2638454],[2638886],[2639090],[2646576],[2653287],[2653491],[2656249],[2660859],[2661742],[2668826],[2671893],[2675896],[2676328],[2676532],[2679436],[2683871],[2687898],[2688102],[2691794],[2692398],[2696229],[2704716],[2705148],[2705352],[2707284],[2720677],[2723744],[2724348],[2726946],[2728566],[2728770],[2730013],[2734016],[2734448],[2734652],[2737319],[2740386],[2744821],[2745025],[2747929],[2748533],[2752364],[2764139],[2766478],[2768087],[2769253],[2770172],[2770873],[2771077],[2772320],[2772924],[2777806],[2780873],[2781477],[2784075],[2787142],[2791577],[2791781],[2796615],[2799278],[2799341],[2801245],[2802274],[2802854],[2804020],[2810939],[2816053],[2816972],[2817673],[2817877],[2819120],[2819724],[2823390],[2823758],[2827312],[2827375],[2828217],[2834221],[2838851],[2839880],[2840460],[2841626],[2842545],[2844942],[2845005],[2852986],[2853354],[2855135],[2856908],[2856971],[2857813],[2859904],[2867714],[2867777],[2869065],[2869433],[2873137],[2879776],[2879839],[2880164] ] cell #5462 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1064447],[1190233],[1311086],[1319620],[1393609],[1441691],[1480415],[1524031],[1557127],[1571786],[1610593],[1643173],[1652994],[1675645],[1686403],[1738315],[1763255],[1770708],[1775614],[1802420],[1812349],[1835000],[1858735],[1885506],[1887402],[1893985],[1924586],[1930173],[1949526],[1956979],[1973709],[2004665],[2004822],[2006051],[2008292],[2037465],[2048489],[2064236],[2066132],[2072715],[2076809],[2083347],[2111705],[2115668],[2117260],[2117929],[2122347],[2143138],[2174094],[2174251],[2175480],[2177721],[2184501],[2186397],[2189578],[2200085],[2216445],[2218260],[2223586],[2241987],[2261254],[2270345],[2274308],[2275900],[2276569],[2280987],[2286327],[2286484],[2287713],[2290972],[2297896],[2308403],[2312806],[2317240],[2323313],[2336249],[2346756],[2356629],[2356786],[2363116],[2364931],[2370257],[2373759],[2379314],[2379983],[2384275],[2390190],[2397114],[2403594],[2410518],[2421025],[2424825],[2426384],[2431749],[2442256],[2442858],[2443527],[2446659],[2451093],[2457166],[2458981],[2464307],[2479873],[2481432],[2491753],[2494023],[2498677],[2504801],[2505968],[2510716],[2515077],[2517640],[2520958],[2524120],[2525679],[2531044],[2535478],[2541551],[2551869],[2553914],[2555081],[2566087],[2570203],[2571762],[2576454],[2576844],[2584867],[2586898],[2588457],[2594030],[2598778],[2601048],[2605702],[2617108],[2619655],[2620045],[2631058],[2634270],[2638551],[2645536],[2648748],[2653426],[2653816],[2659754],[2663870],[2665429],[2666140],[2671708],[2675993],[2685490],[2688037],[2688427],[2697848],[2702879],[2704813],[2711798],[2715010],[2715642],[2728705],[2729828],[2734113],[2740201],[2746440],[2753983],[2767633],[2768184],[2780688],[2786957] ] cell #5463 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1451501],[1581720],[1702017],[1711115],[1781178],[1828404],[1864299],[1885369],[1904664],[1935737],[1949816],[1984692],[2004669],[2013856],[2022408],[2043029],[2052793],[2064099],[2098542],[2117247],[2120192],[2126651],[2130295],[2154121],[2162664],[2174098],[2183285],[2184364],[2201848],[2218247],[2225495],[2226322],[2231640],[2257182],[2261117],[2261465],[2275887],[2278832],[2285291],[2286331],[2290959],[2291552],[2323813],[2323902],[2325076],[2334638],[2348519],[2355806],[2356633],[2364918],[2372166],[2372993],[2378311],[2379301],[2382246],[2385390],[2395503],[2404174],[2407942],[2412983],[2424812],[2425405],[2442756],[2442845],[2457666],[2457755],[2458929],[2458968],[2466216],[2467043],[2468940],[2475073],[2479860],[2480453],[2486953],[2489673],[2505916],[2505955],[2515064],[2516029],[2520105],[2524700],[2528468],[2533509],[2542051],[2542140],[2544432],[2548896],[2555029],[2555068],[2559270],[2565403],[2570783],[2575965],[2576441],[2582098],[2584818],[2593978],[2594017],[2596698],[2603126],[2608167],[2614702],[2619166],[2619642],[2623621],[2625975],[2628085],[2634218],[2634257],[2638099],[2638502],[2639012],[2642563],[2648696],[2652937],[2653413],[2659070],[2661790],[2675541],[2675944],[2676454],[2678965],[2683084],[2684473],[2685438],[2687548],[2688024],[2692446],[2695442],[2699906],[2704361],[2704764],[2705274],[2708825],[2714958],[2722423],[2724396],[2726421],[2728692],[2729542],[2731068],[2733661],[2734064],[2734574],[2744034],[2744947],[2748581],[2751577],[2752966],[2753931],[2756041],[2762506],[2763021],[2768135],[2768728],[2770199],[2770999],[2772972],[2779552],[2781525],[2786671],[2788197],[2790790],[2791703],[2792179],[2795546],[2795997],[2799635],[2802902],[2809306],[2809821],[2812685],[2815528],[2816999],[2817799],[2819772],[2820175],[2827669],[2833152],[2833603],[2835904],[2836419],[2840508],[2842572],[2854066],[2854517],[2855162],[2857265] ] cell #5464 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1064448],[1190236],[1311089],[1319617],[1393612],[1441688],[1480418],[1524028],[1557130],[1571780],[1610590],[1643176],[1652988],[1675648],[1686400],[1738309],[1763258],[1770705],[1775608],[1802417],[1812343],[1835003],[1858729],[1885509],[1887399],[1893979],[1924580],[1930167],[1949529],[1956976],[1973703],[2004738],[2004819],[2006045],[2008286],[2037459],[2048483],[2064239],[2066129],[2072709],[2076812],[2083341],[2111699],[2115662],[2117257],[2117999],[2122341],[2143132],[2174167],[2174248],[2175474],[2177715],[2184504],[2186394],[2189572],[2200079],[2216439],[2218257],[2223588],[2241981],[2261257],[2270339],[2274302],[2275897],[2276639],[2280981],[2286400],[2286481],[2287707],[2290969],[2297890],[2308397],[2312800],[2317242],[2323307],[2336243],[2346750],[2356702],[2356783],[2363110],[2364928],[2370259],[2373753],[2379311],[2380053],[2384277],[2390187],[2397108],[2403591],[2410512],[2421019],[2424822],[2426378],[2431743],[2442250],[2442855],[2443597],[2446653],[2451095],[2457160],[2458978],[2464309],[2479870],[2481426],[2491750],[2494017],[2498671],[2504803],[2505965],[2510713],[2515074],[2517634],[2520960],[2524117],[2525673],[2531038],[2535480],[2541545],[2551863],[2553916],[2555078],[2566084],[2570200],[2571756],[2576451],[2576846],[2584869],[2586895],[2588451],[2594027],[2598775],[2601042],[2605696],[2617105],[2619652],[2620047],[2631052],[2634267],[2638553],[2645530],[2648745],[2653423],[2653818],[2659751],[2663867],[2665423],[2666134],[2671705],[2675995],[2685487],[2688034],[2688429],[2697845],[2702873],[2704815],[2711792],[2715007],[2715639],[2728702],[2729825],[2734115],[2740198],[2746437],[2753980],[2767630],[2768186],[2780685],[2786954] ] cell #5465 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1064449],[1190237],[1311090],[1319614],[1393613],[1441685],[1480419],[1524025],[1557131],[1571773],[1610587],[1643177],[1652981],[1675649],[1686397],[1738302],[1763259],[1770702],[1775601],[1802414],[1812336],[1835004],[1858722],[1885510],[1887396],[1893972],[1924573],[1930160],[1949530],[1956973],[1973696],[2004739],[2004816],[2006038],[2008279],[2037452],[2048476],[2064240],[2066126],[2072702],[2076813],[2083334],[2111692],[2115655],[2117252],[2118001],[2122334],[2143125],[2174168],[2174245],[2175467],[2177708],[2184505],[2186391],[2189565],[2200072],[2216432],[2218252],[2223593],[2241974],[2261258],[2270332],[2274295],[2275892],[2276641],[2280974],[2286401],[2286478],[2287700],[2290964],[2297883],[2308390],[2312793],[2317247],[2323300],[2336236],[2346743],[2356703],[2356780],[2363103],[2364923],[2370264],[2373746],[2379306],[2380055],[2384282],[2390182],[2397101],[2403586],[2410505],[2421012],[2424817],[2426371],[2431736],[2442243],[2442850],[2443599],[2446646],[2451100],[2457153],[2458973],[2464314],[2479865],[2481419],[2491745],[2494010],[2498664],[2504808],[2505960],[2510708],[2515069],[2517627],[2520965],[2524112],[2525666],[2531031],[2535485],[2541538],[2551856],[2553921],[2555073],[2566079],[2570195],[2571749],[2576446],[2576851],[2584874],[2586890],[2588444],[2594022],[2598770],[2601035],[2605689],[2617100],[2619647],[2620052],[2631045],[2634262],[2638558],[2645523],[2648740],[2653418],[2653823],[2659746],[2663862],[2665416],[2666127],[2671700],[2676000],[2685482],[2688029],[2688434],[2697840],[2702866],[2704820],[2711785],[2715002],[2715634],[2728697],[2729820],[2734120],[2740193],[2746432],[2753975],[2767625],[2768191],[2780680],[2786949] ] cell #5466 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1190947],[1319681],[1441752],[1450591],[1524092],[1572449],[1610654],[1653657],[1686464],[1701097],[1738978],[1770769],[1780258],[1802481],[1813012],[1863379],[1885442],[1887463],[1894648],[1898619],[1925249],[1934817],[1957040],[1978647],[2004741],[2004883],[2006714],[2012936],[2042109],[2046748],[2064172],[2066193],[2073378],[2080744],[2117245],[2118146],[2119272],[2120606],[2131704],[2148076],[2174170],[2174312],[2176143],[2182365],[2184437],[2186458],[2190719],[2203257],[2213842],[2218245],[2218371],[2223595],[2239384],[2261190],[2275885],[2276786],[2277912],[2279246],[2286403],[2286545],[2288376],[2290957],[2291083],[2299037],[2305800],[2313947],[2317249],[2337390],[2349928],[2356705],[2356847],[2360513],[2364916],[2365042],[2370266],[2379299],[2380200],[2381326],[2384284],[2390301],[2398255],[2403705],[2411659],[2418422],[2424810],[2424936],[2432890],[2442843],[2443744],[2447800],[2451102],[2458966],[2459092],[2464316],[2473967],[2479858],[2479984],[2485847],[2488994],[2491864],[2499818],[2504810],[2505953],[2506079],[2510827],[2515062],[2518781],[2520967],[2524231],[2532185],[2535487],[2553923],[2555066],[2555192],[2558564],[2564297],[2566198],[2567444],[2570314],[2576439],[2576853],[2580992],[2584876],[2587009],[2592872],[2594015],[2594141],[2598889],[2606843],[2617219],[2619640],[2620054],[2622822],[2627379],[2629526],[2633112],[2634255],[2634381],[2638560],[2647590],[2648859],[2653411],[2653825],[2657964],[2659865],[2661111],[2663981],[2673155],[2673870],[2676002],[2682285],[2684437],[2685601],[2688022],[2688436],[2697959],[2700794],[2704822],[2708119],[2710266],[2713852],[2715121],[2715753],[2720520],[2721449],[2728690],[2731990],[2734122],[2741648],[2742363],[2746551],[2750778],[2752930],[2754094],[2756929],[2757482],[2768193],[2769096],[2777649],[2778578],[2782135],[2782850],[2789119],[2792143],[2800236],[2810782],[2811711],[2812649],[2815896] ] cell #5467 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1064450],[1190238],[1311091],[1319618],[1393614],[1441689],[1480420],[1524029],[1557132],[1571781],[1610591],[1643178],[1652989],[1675650],[1686401],[1738310],[1763260],[1770706],[1775609],[1802418],[1812344],[1835005],[1858730],[1885511],[1887400],[1893980],[1924581],[1930168],[1949531],[1956977],[1973704],[2004812],[2004820],[2006046],[2008287],[2037460],[2048484],[2064241],[2066130],[2072710],[2076814],[2083342],[2111700],[2115663],[2117258],[2118071],[2122342],[2143133],[2174241],[2174249],[2175475],[2177716],[2184506],[2186395],[2189573],[2200080],[2216440],[2218258],[2223590],[2241982],[2261259],[2270340],[2274303],[2275898],[2276711],[2280982],[2286474],[2286482],[2287708],[2290970],[2297891],[2308398],[2312801],[2317244],[2323308],[2336244],[2346751],[2356776],[2356784],[2363111],[2364929],[2370261],[2373754],[2379312],[2380125],[2384279],[2390188],[2397109],[2403592],[2410513],[2421020],[2424823],[2426379],[2431744],[2442251],[2442856],[2443669],[2446654],[2451097],[2457161],[2458979],[2464311],[2479871],[2481427],[2491751],[2494018],[2498672],[2504805],[2505966],[2510714],[2515075],[2517635],[2520962],[2524118],[2525674],[2531039],[2535482],[2541546],[2551864],[2553918],[2555079],[2566085],[2570201],[2571757],[2576452],[2576848],[2584871],[2586896],[2588452],[2594028],[2598776],[2601043],[2605697],[2617106],[2619653],[2620049],[2631053],[2634268],[2638555],[2645531],[2648746],[2653424],[2653820],[2659752],[2663868],[2665424],[2666135],[2671706],[2675997],[2685488],[2688035],[2688431],[2697846],[2702874],[2704817],[2711793],[2715008],[2715640],[2728703],[2729826],[2734117],[2740199],[2746438],[2753981],[2767631],[2768188],[2780686],[2786955] ] cell #5468 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1190946],[1319751],[1441894],[1450667],[1524234],[1572599],[1610796],[1633392],[1653807],[1686606],[1701109],[1739128],[1761080],[1770911],[1780270],[1802623],[1813162],[1825219],[1863391],[1884461],[1887605],[1894798],[1898631],[1925399],[1934829],[1947351],[1957182],[1958302],[1978659],[1997646],[2005962],[2006864],[2012948],[2042121],[2046344],[2046760],[2063191],[2066335],[2073528],[2074634],[2080018],[2080756],[2119190],[2119284],[2120618],[2131716],[2148088],[2156454],[2157356],[2167075],[2175391],[2176293],[2182377],[2183456],[2186600],[2190731],[2203269],[2213854],[2218383],[2224533],[2238658],[2239396],[2260115],[2260209],[2277830],[2277924],[2279258],[2279308],[2287624],[2288526],[2291095],[2299049],[2305074],[2305812],[2313959],[2317291],[2337402],[2337452],[2348694],[2349940],[2354844],[2360525],[2365054],[2371204],[2381244],[2381338],[2384326],[2390313],[2398267],[2398317],[2403717],[2411671],[2418434],[2424948],[2425580],[2432902],[2436234],[2447812],[2447862],[2451144],[2459104],[2465254],[2474009],[2479996],[2480628],[2485889],[2489006],[2491876],[2499830],[2499880],[2504852],[2505405],[2506091],[2510839],[2518793],[2524243],[2524875],[2532197],[2535529],[2553965],[2554518],[2555204],[2558576],[2564339],[2566210],[2567456],[2570326],[2570958],[2576895],[2581034],[2587021],[2592914],[2593467],[2594153],[2598901],[2606855],[2617231],[2620096],[2622883],[2626150],[2627391],[2629568],[2633154],[2633707],[2634393],[2647632],[2648871],[2653867],[2658006],[2659877],[2661123],[2663993],[2673167],[2673912],[2681455],[2682346],[2684518],[2685613],[2688478],[2697971],[2700836],[2708131],[2710308],[2713894],[2715133],[2715765],[2720796],[2721510],[2727065],[2732032],[2741660],[2742405],[2746563],[2750839],[2753011],[2754106],[2756971],[2757524],[2769372],[2777925],[2778639],[2782147],[2782892],[2789161],[2792224],[2811058],[2811772],[2812730],[2816172] ] cell #5469 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1064451],[1190239],[1311092],[1319615],[1393615],[1441686],[1480421],[1524026],[1557133],[1571774],[1610588],[1643179],[1652982],[1675651],[1686398],[1738303],[1763261],[1770703],[1775602],[1802415],[1812337],[1835006],[1858723],[1885512],[1887397],[1893973],[1924574],[1930161],[1949532],[1956974],[1973697],[2004813],[2004817],[2006039],[2008280],[2037453],[2048477],[2064242],[2066127],[2072703],[2076815],[2083335],[2111693],[2115656],[2117253],[2118072],[2122335],[2143126],[2174242],[2174246],[2175468],[2177709],[2184507],[2186392],[2189566],[2200073],[2216433],[2218253],[2223591],[2241975],[2261260],[2270333],[2274296],[2275893],[2276712],[2280975],[2286475],[2286479],[2287701],[2290965],[2297884],[2308391],[2312794],[2317245],[2323301],[2336237],[2346744],[2356777],[2356781],[2363104],[2364924],[2370262],[2373747],[2379307],[2380126],[2384280],[2390183],[2397102],[2403587],[2410506],[2421013],[2424818],[2426372],[2431737],[2442244],[2442851],[2443670],[2446647],[2451098],[2457154],[2458974],[2464312],[2479866],[2481420],[2491746],[2494011],[2498665],[2504806],[2505961],[2510709],[2515070],[2517628],[2520963],[2524113],[2525667],[2531032],[2535483],[2541539],[2551857],[2553919],[2555074],[2566080],[2570196],[2571750],[2576447],[2576849],[2584872],[2586891],[2588445],[2594023],[2598771],[2601036],[2605690],[2617101],[2619648],[2620050],[2631046],[2634263],[2638556],[2645524],[2648741],[2653419],[2653821],[2659747],[2663863],[2665417],[2666128],[2671701],[2675998],[2685483],[2688030],[2688432],[2697841],[2702867],[2704818],[2711786],[2715003],[2715635],[2728698],[2729821],[2734118],[2740194],[2746433],[2753976],[2767626],[2768189],[2780681],[2786950] ] cell #5470 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1080534],[1102010],[1239889],[1272361],[1293837],[1372708],[1380399],[1413257],[1435119],[1472499],[1503295],[1545986],[1569084],[1576775],[1596761],[1633146],[1635257],[1667729],[1674481],[1698525],[1708358],[1709464],[1724855],[1756876],[1788588],[1800966],[1805608],[1824973],[1827084],[1833836],[1836018],[1850511],[1875279],[1880525],[1911126],[1922301],[1928578],[1938872],[1943147],[1955525],[1958056],[1960167],[1994445],[2000068],[2004845],[2016991],[2029241],[2039264],[2042055],[2046098],[2054009],[2055562],[2059255],[2070430],[2076707],[2104425],[2108368],[2117467],[2127867],[2129420],[2138585],[2150560],[2152546],[2153263],[2159829],[2163874],[2169497],[2174274],[2179520],[2182311],[2186354],[2186420],[2210138],[2211726],[2219808],[2223751],[2228805],[2232850],[2242796],[2256406],[2256556],[2263065],[2267008],[2269755],[2276107],[2281730],[2283716],[2284433],[2286507],[2288060],[2300016],[2301112],[2309212],[2311117],[2318594],[2326676],[2330619],[2333366],[2334370],[2339732],[2352344],[2356809],[2358397],[2363925],[2364642],[2366479],[2370422],[2375476],[2377535],[2377685],[2379521],[2392273],[2393081],[2395235],[2400597],[2408829],[2413734],[2416306],[2421834],[2422551],[2423364],[2433869],[2434965],[2443065],[2444780],[2450142],[2450292],[2452447],[2460529],[2462754],[2464472],[2474805],[2475627],[2476497],[2478412],[2494644],[2496798],[2502160],[2502310],[2503274],[2512799],[2513607],[2515761],[2519760],[2520856],[2521123],[2522659],[2523247],[2527586],[2529355],[2534260],[2536832],[2543077],[2546518],[2549481],[2552387],[2565135],[2566827],[2568742],[2569330],[2573669],[2581830],[2582652],[2583522],[2585437],[2588981],[2589789],[2591336],[2592093],[2601669],[2608918],[2609335],[2612728],[2614967],[2616788],[2625707],[2628670],[2631576],[2632333],[2643148],[2646054],[2649250],[2650120],[2651886],[2658802],[2660494],[2662997],[2666761],[2667336],[2667857],[2669924],[2673567],[2681110],[2683349],[2686497],[2695707],[2697528],[2709410],[2713073],[2716382],[2717679],[2721775],[2728044],[2742060],[2751842],[2754990],[2761141],[2766255],[2778904],[2807941] ] cell #5471 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1080535],[1102011],[1239890],[1272362],[1293838],[1372709],[1380400],[1413258],[1435120],[1472500],[1503296],[1545987],[1569085],[1576776],[1596762],[1633147],[1635258],[1667730],[1674482],[1698526],[1708359],[1709465],[1724856],[1756877],[1788589],[1800967],[1805609],[1824974],[1827085],[1833837],[1836019],[1850510],[1875280],[1880526],[1911127],[1922302],[1928579],[1938873],[1943148],[1955526],[1958057],[1960168],[1994446],[2000067],[2004846],[2016992],[2029240],[2039265],[2042056],[2046099],[2054010],[2055563],[2059256],[2070431],[2076708],[2104426],[2108367],[2117468],[2127868],[2129421],[2138586],[2150559],[2152547],[2153264],[2159830],[2163875],[2169496],[2174275],[2179521],[2182312],[2186355],[2186421],[2210139],[2211725],[2219809],[2223750],[2228806],[2232851],[2242797],[2256405],[2256557],[2263066],[2267007],[2269756],[2276108],[2281729],[2283717],[2284434],[2286508],[2288061],[2300017],[2301113],[2309213],[2311057],[2318593],[2326677],[2330618],[2333367],[2334371],[2339731],[2352343],[2356810],[2358396],[2363926],[2364643],[2366480],[2370421],[2375477],[2377534],[2377686],[2379522],[2392272],[2393082],[2395236],[2400596],[2408769],[2413735],[2416305],[2421835],[2422552],[2423363],[2433870],[2434966],[2443066],[2444781],[2450141],[2450293],[2452446],[2460530],[2462753],[2464471],[2474806],[2475567],[2476496],[2478411],[2494645],[2496799],[2502159],[2502311],[2503273],[2512798],[2513608],[2515762],[2519761],[2520857],[2521122],[2522658],[2523248],[2527585],[2529295],[2534261],[2536831],[2543078],[2546519],[2549480],[2552386],[2565136],[2566826],[2568741],[2569331],[2573668],[2581831],[2582592],[2583521],[2585436],[2588980],[2589790],[2591335],[2592092],[2601670],[2608919],[2609336],[2612727],[2614966],[2616789],[2625708],[2628669],[2631575],[2632332],[2643147],[2646053],[2649190],[2650119],[2651885],[2658803],[2660493],[2662998],[2666762],[2667335],[2667858],[2669923],[2673566],[2681109],[2683348],[2686496],[2695706],[2697529],[2709409],[2713072],[2716381],[2717678],[2721774],[2728043],[2742059],[2751841],[2754989],[2761140],[2766254],[2778903],[2807940] ] cell #5472 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2224151],[2288698],[2322557],[2370822],[2381602],[2412240],[2456410],[2459996],[2464872],[2466433],[2490139],[2507615],[2518439],[2521523],[2532766],[2536348],[2540795],[2545777],[2556728],[2578267],[2587786],[2587902],[2590583],[2595677],[2597164],[2603355],[2606501],[2607424],[2609585],[2621468],[2635917],[2639444],[2639717],[2647960],[2648437],[2650530],[2655239],[2655998],[2662256],[2664758],[2664874],[2667555],[2672116],[2676886],[2677159],[2689850],[2690609],[2690773],[2693315],[2698434],[2698564],[2700121],[2705979],[2707023],[2707139],[2714222],[2714699],[2716792],[2722723],[2725265],[2730236],[2735279],[2736323],[2736439],[2737661],[2740609],[2742749],[2746908],[2749450],[2749723],[2750200],[2754569],[2754699],[2756256],[2759857],[2764481],[2767706],[2771299],[2773841],[2774114],[2774591],[2774962],[2775465],[2775856],[2776259],[2783279],[2784417],[2785560],[2787365],[2789505],[2794227],[2797087],[2797590],[2797981],[2798384],[2799298],[2799738],[2802473],[2803224],[2804362],[2805505],[2806217],[2806772],[2812931],[2813712],[2814103],[2814506],[2821930],[2823151],[2824133],[2824688],[2825848],[2826350],[2827026],[2827332],[2828932],[2829713],[2830104],[2830507],[2831331],[2834693],[2835587],[2835990],[2836904],[2837459],[2840079],[2843898],[2844833],[2844962],[2845552],[2847277],[2847662],[2847996],[2848498],[2849174],[2849480],[2850035],[2852747],[2853729],[2854284],[2855444],[2856928],[2859700],[2860103],[2861638],[2861733],[2861870],[2863222],[2863457],[2864392],[2864777],[2865111],[2867605],[2867734],[2868324],[2870768],[2871270],[2871946],[2872252],[2872807],[2874548],[2876132],[2876367],[2876599],[2878732],[2878827],[2878964],[2879796],[2881486],[2881871],[2882205],[2883889],[2885346],[2887035],[2887634],[2887771],[2888619],[2888854],[2889086],[2891572],[2892738],[2893275],[2894195],[2894931],[2897012],[2897632],[2898169],[2900229],[2901148] ] cell #5473 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1080536],[1102012],[1239891],[1272363],[1293839],[1372710],[1372860],[1380401],[1413259],[1435121],[1472501],[1503297],[1545988],[1569086],[1569236],[1576777],[1596763],[1635259],[1667731],[1674483],[1698527],[1708360],[1709466],[1709616],[1724857],[1756878],[1788590],[1800968],[1805610],[1805760],[1827086],[1833838],[1836020],[1850512],[1875281],[1880527],[1911128],[1922303],[1924471],[1928580],[1938874],[1943149],[1955527],[1960169],[1960319],[1994447],[2000069],[2004847],[2016993],[2029242],[2039266],[2041450],[2042057],[2054011],[2055564],[2059257],[2070432],[2072600],[2076709],[2104427],[2108369],[2117469],[2127869],[2129422],[2138587],[2150561],[2152548],[2152615],[2159831],[2163876],[2166716],[2169498],[2174276],[2179522],[2181706],[2182313],[2186422],[2210140],[2211727],[2219810],[2223752],[2228807],[2232852],[2235692],[2242798],[2256407],[2263067],[2267009],[2269150],[2269757],[2276109],[2281731],[2283718],[2283785],[2286509],[2288062],[2300018],[2301114],[2309214],[2311059],[2318595],[2326678],[2330620],[2332761],[2333368],[2334372],[2339733],[2356811],[2358398],[2358672],[2363927],[2363994],[2366481],[2370423],[2375478],[2377536],[2379523],[2382363],[2392274],[2393083],[2395237],[2400598],[2408771],[2413736],[2416307],[2416581],[2421836],[2421903],[2423365],[2433871],[2434967],[2443067],[2444782],[2445356],[2450143],[2452448],[2460531],[2464473],[2466614],[2474807],[2475569],[2476498],[2476772],[2478413],[2494646],[2496800],[2497374],[2502161],[2503287],[2512800],[2513609],[2515763],[2519762],[2520858],[2521124],[2522660],[2522779],[2529297],[2534262],[2536833],[2537107],[2542429],[2546520],[2549482],[2551198],[2552400],[2565137],[2566828],[2568743],[2568862],[2581832],[2582594],[2583523],[2583797],[2585438],[2588982],[2589791],[2591349],[2601671],[2604399],[2608920],[2612729],[2614980],[2616320],[2625709],[2628671],[2631589],[2643149],[2644865],[2646067],[2649192],[2650121],[2658804],[2660495],[2662529],[2666763],[2667859],[2669937],[2670872],[2681111],[2683362],[2695720],[2697060],[2709411],[2716383],[2718003],[2728057],[2739365],[2751855],[2766579] ] cell #5474 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1080545],[1102021],[1116198],[1239900],[1243316],[1272372],[1293848],[1308025],[1372719],[1380410],[1413268],[1435130],[1438546],[1449307],[1472510],[1545997],[1549415],[1569095],[1576786],[1580202],[1596772],[1635268],[1667740],[1674492],[1674774],[1678888],[1708369],[1709475],[1711787],[1724977],[1756887],[1788599],[1800974],[1800984],[1801600],[1805619],[1827095],[1833847],[1834129],[1838243],[1850618],[1875290],[1880647],[1911248],[1922312],[1923582],[1923786],[1938883],[1939165],[1943158],[1955533],[1955543],[1956159],[1960178],[1994567],[2000175],[2004856],[2017002],[2017284],[2029348],[2039386],[2041157],[2054020],[2055570],[2055580],[2056196],[2059377],[2070441],[2071711],[2071915],[2104547],[2108475],[2117589],[2127878],[2129428],[2129438],[2130054],[2138596],[2150667],[2159837],[2159847],[2163996],[2165827],[2166031],[2169604],[2174285],[2179642],[2181413],[2186431],[2186713],[2210149],[2211833],[2219930],[2223858],[2228813],[2228823],[2232972],[2234803],[2235007],[2242918],[2261826],[2263187],[2263258],[2267115],[2268857],[2276229],[2281837],[2286518],[2288068],[2288078],[2300138],[2301120],[2301130],[2309334],[2311061],[2318701],[2325437],[2326798],[2326869],[2330726],[2332468],[2334999],[2339839],[2356820],[2357294],[2358045],[2358504],[2366601],[2370529],[2375484],[2375494],[2379643],[2381678],[2385751],[2392380],[2393203],[2393274],[2395864],[2400704],[2408773],[2413742],[2415203],[2415954],[2416413],[2423909],[2433991],[2434973],[2434983],[2443187],[2443863],[2452554],[2460651],[2460722],[2464579],[2470070],[2475434],[2475571],[2476145],[2476604],[2478957],[2487314],[2494766],[2495881],[2503702],[2512906],[2513729],[2513800],[2516390],[2519882],[2520864],[2521230],[2529299],[2534268],[2536480],[2536939],[2545125],[2547311],[2550026],[2552815],[2560400],[2565764],[2566934],[2582459],[2582596],[2583170],[2583629],[2585982],[2589088],[2589911],[2601791],[2608926],[2610699],[2615395],[2624314],[2629215],[2640978],[2643693],[2646482],[2649194],[2650227],[2659431],[2660601],[2666883],[2667865],[2679081],[2683777],[2696135],[2709955],[2716489],[2752270] ] cell #5475 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1760923],[1885082],[1947194],[2003907],[2063812],[2074477],[2077059],[2111530],[2157199],[2173336],[2184077],[2185947],[2189403],[2257158],[2260830],[2270170],[2280554],[2285569],[2287876],[2288369],[2336074],[2339486],[2352886],[2352891],[2355871],[2373584],[2374572],[2378287],[2381959],[2396939],[2400351],[2426209],[2427908],[2436394],[2439400],[2440036],[2449896],[2450894],[2459367],[2463296],[2463301],[2466281],[2481257],[2482956],[2501914],[2502912],[2505565],[2506986],[2514911],[2517810],[2525504],[2527203],[2528128],[2528133],[2535689],[2538695],[2539331],[2554678],[2556099],[2571587],[2573286],[2574211],[2574216],[2574378],[2576288],[2577055],[2584743],[2593627],[2595048],[2595766],[2596402],[2602973],[2605872],[2617579],[2619489],[2620256],[2633867],[2635288],[2636006],[2636642],[2638427],[2638859],[2651350],[2651395],[2653260],[2654027],[2655369],[2661715],[2669053],[2675869],[2676301],[2681615],[2685961],[2686006],[2687871],[2688638],[2689980],[2691164],[2691209],[2692371],[2700996],[2703142],[2704689],[2705121],[2718612],[2718657],[2723114],[2723159],[2724321],[2727173],[2728539],[2732192],[2732442],[2733989],[2734421],[2736845],[2744794],[2747344],[2748506],[2757131],[2760038],[2762074],[2762119],[2763665],[2766451],[2767188],[2767233],[2768060],[2770846],[2771735],[2772897],[2780243],[2780288],[2781450],[2783601],[2789321],[2791550],[2795830],[2796303],[2799314],[2799919],[2801218],[2801955],[2802000],[2802827],[2803546],[2808874],[2808919],[2810465],[2817646],[2818535],[2819697],[2823363],[2823502],[2825835],[2827348],[2827953],[2828426],[2833436],[2833909],[2838824],[2839561],[2839606],[2840433],[2841152],[2844978],[2847983],[2848710],[2848849],[2852959],[2853098],[2854823],[2856944],[2857549],[2858022],[2861720],[2867750],[2869038],[2869177],[2870755],[2871482],[2871621],[2873346],[2878814],[2879812],[2882919],[2883058],[2887621],[2887954] ] cell #5476 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1116203],[1243307],[1308030],[1336411],[1358403],[1372498],[1438537],[1449312],[1499929],[1532787],[1549420],[1554779],[1568874],[1580193],[1640825],[1673297],[1674779],[1678879],[1695159],[1709254],[1711792],[1731691],[1800987],[1801591],[1802379],[1805398],[1832652],[1834134],[1838234],[1853216],[1887361],[1917962],[1920229],[1923522],[1923785],[1924325],[1939170],[1955546],[1956150],[1956938],[1959957],[1973674],[2002773],[2017289],[2031946],[2037430],[2041106],[2041446],[2055583],[2056187],[2066091],[2068358],[2071651],[2071914],[2072454],[2088936],[2110083],[2115633],[2129441],[2130045],[2137553],[2143103],[2148843],[2159850],[2165767],[2166030],[2166570],[2172202],[2177686],[2181362],[2181702],[2186718],[2209106],[2216410],[2222034],[2225466],[2228826],[2234743],[2235006],[2235546],[2241952],[2247576],[2261766],[2263257],[2268723],[2268806],[2269146],[2274273],[2280013],[2288081],[2301133],[2308368],[2311496],[2315502],[2323278],[2325377],[2326868],[2332334],[2332417],[2332757],[2334939],[2338945],[2355777],[2357243],[2358043],[2358668],[2363081],[2368705],[2372137],[2375497],[2381677],[2382217],[2385691],[2393273],[2395804],[2399810],[2402627],[2409208],[2413214],[2415152],[2415952],[2416577],[2420990],[2423858],[2434986],[2442221],[2443861],[2445349],[2449355],[2457131],[2460721],[2466187],[2466610],[2470019],[2475374],[2476006],[2476143],[2476768],[2478906],[2484737],[2487254],[2490786],[2495879],[2497367],[2501373],[2503700],[2513799],[2516330],[2520336],[2523153],[2529734],[2533740],[2536478],[2537103],[2541516],[2545123],[2547309],[2549975],[2550528],[2551191],[2552813],[2560349],[2563187],[2565704],[2567098],[2569236],[2582399],[2583031],[2583168],[2583793],[2585931],[2597811],[2604392],[2608398],[2610697],[2615393],[2615869],[2616694],[2624312],[2629164],[2630380],[2640976],[2643642],[2644195],[2644858],[2646480],[2649629],[2650391],[2656854],[2659371],[2660765],[2662903],[2679079],[2683775],[2685076],[2696133],[2696609],[2697434],[2701538],[2702201],[2709904],[2711120],[2716653],[2745201],[2746026],[2752268],[2753569],[2758336],[2759098],[2792782] ] cell #5477 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1760924],[1885085],[1947195],[2003961],[2063815],[2074478],[2077060],[2112297],[2157200],[2173390],[2184080],[2185948],[2191669],[2257159],[2260833],[2270937],[2280555],[2285623],[2287875],[2288370],[2338340],[2339487],[2352887],[2352894],[2355925],[2374351],[2374571],[2378288],[2381962],[2399205],[2400352],[2427687],[2427907],[2436448],[2439403],[2440035],[2449897],[2450895],[2459364],[2463297],[2463304],[2466335],[2482735],[2482955],[2501915],[2502913],[2505619],[2506983],[2514914],[2517807],[2526982],[2527202],[2528129],[2528136],[2535743],[2538698],[2539330],[2554732],[2556096],[2573065],[2573285],[2574212],[2574219],[2574375],[2576291],[2577109],[2584740],[2593681],[2595045],[2595769],[2596401],[2602976],[2605869],[2617576],[2619492],[2620310],[2633921],[2635285],[2636009],[2636641],[2638424],[2638862],[2651347],[2651398],[2653263],[2654081],[2655366],[2661712],[2669050],[2675866],[2676304],[2681669],[2685958],[2686009],[2687874],[2688692],[2689977],[2691161],[2691212],[2692368],[2701050],[2703139],[2704686],[2705124],[2718609],[2718660],[2723111],[2723162],[2724318],[2727170],[2728542],[2732246],[2732439],[2733986],[2734424],[2736842],[2744797],[2747347],[2748503],[2757185],[2760035],[2762071],[2762122],[2763662],[2766454],[2767185],[2767236],[2768057],[2770849],[2771738],[2772894],[2780240],[2780291],[2781447],[2783598],[2789375],[2791553],[2795827],[2796306],[2799311],[2799916],[2801221],[2801952],[2802003],[2802824],[2803543],[2808871],[2808922],[2810462],[2817649],[2818538],[2819694],[2823366],[2823499],[2825829],[2827345],[2827950],[2828429],[2833433],[2833912],[2838827],[2839558],[2839609],[2840430],[2841149],[2844975],[2847977],[2848713],[2848846],[2852962],[2853095],[2854826],[2856941],[2857546],[2858025],[2861714],[2867747],[2869041],[2869174],[2870749],[2871485],[2871618],[2873349],[2878808],[2879809],[2882922],[2883055],[2887615],[2887957] ] cell #5478 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1116204],[1243304],[1308031],[1335279],[1372349],[1438534],[1449313],[1498797],[1531655],[1549421],[1568725],[1580190],[1622256],[1672165],[1674780],[1678876],[1694027],[1709105],[1711793],[1800988],[1801247],[1801588],[1805249],[1814083],[1831520],[1834135],[1838231],[1895719],[1907714],[1919238],[1923467],[1923784],[1924250],[1939171],[1955547],[1955806],[1956147],[1959808],[1987742],[2017290],[2022356],[2036532],[2041060],[2041443],[2055584],[2055843],[2056184],[2067367],[2071596],[2071913],[2072379],[2098490],[2129442],[2129701],[2130042],[2134162],[2135632],[2148022],[2159851],[2162612],[2165712],[2166029],[2166495],[2176788],[2181316],[2181699],[2186719],[2205715],[2207185],[2228827],[2231588],[2234688],[2235005],[2235471],[2239330],[2240192],[2261661],[2263256],[2265332],[2266802],[2268760],[2269143],[2279192],[2288082],[2301134],[2305746],[2306608],[2317013],[2325272],[2326867],[2328943],[2330413],[2332371],[2332754],[2334834],[2337336],[2353856],[2357152],[2358040],[2358665],[2360459],[2361321],[2375498],[2381676],[2382142],[2385586],[2393272],[2395699],[2398201],[2407102],[2414725],[2415061],[2415949],[2416574],[2418368],[2419230],[2423767],[2434987],[2440461],[2443858],[2445244],[2447746],[2460720],[2464266],[2466607],[2469928],[2475269],[2476140],[2476765],[2478815],[2485110],[2487149],[2488940],[2495261],[2495876],[2497262],[2499764],[2503697],[2513798],[2516225],[2518727],[2523062],[2535251],[2536475],[2537100],[2539756],[2545120],[2547306],[2549884],[2551086],[2552810],[2558510],[2560258],[2563560],[2565599],[2567095],[2567390],[2569145],[2582294],[2583165],[2583790],[2585840],[2602286],[2604287],[2606789],[2610694],[2615390],[2616242],[2616603],[2622816],[2624309],[2627325],[2629073],[2630275],[2640973],[2643551],[2644753],[2646477],[2650388],[2657227],[2659266],[2660762],[2661057],[2662812],[2673101],[2679076],[2682279],[2683772],[2684985],[2696130],[2696982],[2697343],[2702096],[2708065],[2709813],[2711015],[2716650],[2721443],[2741594],[2745574],[2745935],[2750772],[2752265],[2753478],[2758231],[2759095],[2778572],[2782081],[2792691],[2811705] ] cell #5479 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1503329],[1633111],[1698559],[1760258],[1824938],[1836052],[1877989],[1928612],[1946529],[1958021],[1964067],[2042089],[2046063],[2056719],[2073812],[2076741],[2077063],[2133496],[2153148],[2153228],[2156534],[2176984],[2182345],[2186019],[2186319],[2205049],[2240388],[2252621],[2256257],[2256949],[2269789],[2280626],[2284318],[2284398],[2287704],[2287944],[2306804],[2333400],[2336951],[2339558],[2348490],[2352108],[2361517],[2364527],[2364607],[2373750],[2374640],[2377386],[2378078],[2397816],[2400423],[2419426],[2422436],[2422516],[2425376],[2426375],[2427976],[2436123],[2447361],[2449968],[2449993],[2450685],[2458900],[2459368],[2462518],[2480424],[2481423],[2483024],[2499379],[2501986],[2502011],[2502703],[2505294],[2505887],[2506987],[2522105],[2524671],[2525670],[2527271],[2527350],[2535418],[2554407],[2555000],[2556100],[2562234],[2568188],[2570754],[2571753],[2573354],[2573433],[2574379],[2575117],[2576784],[2588448],[2591149],[2593356],[2593949],[2595049],[2611771],[2617580],[2618318],[2619985],[2625946],[2631049],[2631389],[2633596],[2634189],[2635289],[2637439],[2648667],[2651351],[2652089],[2653756],[2665420],[2669054],[2669402],[2672610],[2674881],[2678936],[2680153],[2681344],[2685409],[2685962],[2686700],[2688367],[2691165],[2699058],[2700725],[2703701],[2711789],[2714929],[2718613],[2721253],[2721978],[2723115],[2726536],[2727174],[2727522],[2729513],[2730730],[2731921],[2733001],[2741103],[2743374],[2753902],[2755193],[2756860],[2762075],[2762477],[2762696],[2766351],[2767189],[2768843],[2769829],[2770554],[2778382],[2779107],[2780244],[2786642],[2787859],[2789050],[2790130],[2796112],[2801118],[2801956],[2802358],[2802577],[2808875],[2809277],[2809496],[2812240],[2815643],[2816629],[2817354],[2823263],[2833718],[2835875],[2836094],[2838724],[2839562],[2839964],[2840183],[2842927],[2852859],[2854632],[2859988],[2860207],[2868938],[2869517] ] cell #5480 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1116207],[1243300],[1308034],[1356164],[1372422],[1438530],[1449316],[1497690],[1549424],[1552540],[1568798],[1580186],[1600779],[1638586],[1674783],[1678872],[1692920],[1709178],[1711796],[1730558],[1792606],[1801059],[1801584],[1805322],[1830413],[1834138],[1838227],[1853140],[1886228],[1916829],[1920153],[1923518],[1923853],[1926319],[1939174],[1955618],[1956143],[1959881],[1973670],[2002697],[2017293],[2031870],[2037426],[2041107],[2044967],[2055655],[2056180],[2064958],[2068282],[2071647],[2071982],[2088937],[2110007],[2115629],[2129513],[2130038],[2137477],[2143099],[2148844],[2153189],[2159922],[2165763],[2166098],[2172126],[2177682],[2181363],[2185223],[2186722],[2209030],[2216406],[2222035],[2225390],[2228898],[2234739],[2235074],[2241948],[2247577],[2256554],[2261762],[2263325],[2268647],[2268807],[2274269],[2280014],[2284359],[2288153],[2301205],[2308364],[2311492],[2315503],[2323274],[2325373],[2326936],[2332258],[2332418],[2334935],[2338946],[2355701],[2357244],[2358044],[2363077],[2364568],[2368706],[2372061],[2375569],[2377683],[2381745],[2385687],[2393341],[2395800],[2399811],[2402628],[2409204],[2413215],[2415153],[2415953],[2420986],[2422477],[2423859],[2435058],[2442217],[2443862],[2445345],[2449356],[2450290],[2457127],[2460789],[2466111],[2470020],[2475370],[2476002],[2476144],[2478907],[2484738],[2487250],[2490787],[2495880],[2497363],[2501374],[2502308],[2503701],[2513867],[2516326],[2520337],[2523154],[2523245],[2529730],[2533741],[2536479],[2541512],[2543003],[2545124],[2547310],[2549976],[2550529],[2551187],[2552814],[2560350],[2563188],[2565700],[2569237],[2569328],[2582395],[2583027],[2583169],[2585932],[2597812],[2604388],[2608399],[2609333],[2610698],[2615394],[2615870],[2616695],[2616786],[2624313],[2629165],[2630376],[2640977],[2643643],[2644196],[2644854],[2646481],[2649625],[2656855],[2659367],[2662904],[2662995],[2679080],[2683776],[2685077],[2685168],[2696134],[2696610],[2697435],[2697526],[2701539],[2702197],[2709905],[2711116],[2745202],[2746027],[2746118],[2752269],[2753570],[2753661],[2758332],[2792783],[2792874],[2821380] ] cell #5481 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1243345],[1372828],[1438575],[1502715],[1569204],[1580231],[1626517],[1678917],[1697945],[1709584],[1719249],[1801629],[1805728],[1818344],[1835438],[1838272],[1905520],[1924063],[1924439],[1927998],[1951427],[1956188],[1960287],[1985548],[2025009],[2036997],[2041093],[2041592],[2056225],[2072192],[2072568],[2076127],[2101143],[2130083],[2134627],[2148055],[2152314],[2165265],[2166308],[2166684],[2177253],[2181349],[2181848],[2206180],[2234241],[2235284],[2235660],[2239363],[2240657],[2252266],[2265043],[2265797],[2268793],[2269292],[2279225],[2283484],[2288723],[2305779],[2307073],[2328654],[2329408],[2332404],[2332903],[2336596],[2337369],[2357185],[2360175],[2360492],[2361786],[2363693],[2373395],[2381955],[2394271],[2397461],[2398234],[2407567],[2415094],[2418084],[2418401],[2419695],[2421602],[2423800],[2426020],[2440926],[2444071],[2446117],[2447006],[2447779],[2462507],[2466756],[2469961],[2477564],[2478848],[2481068],[2488973],[2495726],[2496089],[2498135],[2499024],[2499797],[2503910],[2514797],[2518760],[2521945],[2523095],[2525315],[2538610],[2540221],[2545333],[2549917],[2551327],[2553023],[2558543],[2560291],[2561879],[2567423],[2568028],[2569178],[2571398],[2574957],[2584589],[2585873],[2588093],[2591972],[2602751],[2605160],[2606822],[2611611],[2613482],[2615603],[2616636],[2618158],[2623049],[2624522],[2627358],[2629106],[2630694],[2632212],[2643584],[2644994],[2646690],[2661090],[2662845],[2665065],[2668569],[2672450],[2673134],[2673446],[2678731],[2679993],[2682512],[2683985],[2685018],[2694222],[2696343],[2697376],[2698898],[2708098],[2709846],[2711434],[2712952],[2721676],[2726689],[2729308],[2730570],[2731254],[2731566],[2740943],[2741627],[2741939],[2745968],[2751005],[2752478],[2753511],[2762272],[2778805],[2782114],[2782426],[2786437],[2787699],[2788383],[2788695],[2792724],[2809072],[2811938],[2820361],[2820673],[2835670],[2836605] ] cell #5482 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1503330],[1633114],[1698560],[1760323],[1824941],[1836053],[1878907],[1928613],[1946594],[1958024],[1966777],[2042090],[2046066],[2057637],[2073877],[2076742],[2077064],[2136206],[2153149],[2153231],[2156599],[2177902],[2182346],[2186020],[2186322],[2207759],[2242168],[2252686],[2256260],[2256948],[2269790],[2280627],[2284319],[2284401],[2287769],[2287943],[2308584],[2333401],[2337016],[2339559],[2348493],[2352105],[2363297],[2364528],[2364610],[2373815],[2374639],[2377389],[2378077],[2397881],[2400424],[2421206],[2422437],[2422519],[2425379],[2426440],[2427975],[2436120],[2447426],[2449969],[2449996],[2450684],[2458903],[2459366],[2462515],[2480427],[2481488],[2483023],[2499444],[2501987],[2502014],[2502702],[2505291],[2505890],[2506985],[2522108],[2524674],[2525735],[2527270],[2527347],[2535415],[2554404],[2555003],[2556098],[2562299],[2568191],[2570757],[2571818],[2573353],[2573430],[2574377],[2575120],[2576781],[2588513],[2591146],[2593353],[2593952],[2595047],[2611774],[2617578],[2618321],[2619982],[2625949],[2631114],[2631386],[2633593],[2634192],[2635287],[2637436],[2648670],[2651349],[2652092],[2653753],[2665485],[2669052],[2669399],[2672613],[2674878],[2678939],[2680156],[2681341],[2685412],[2685960],[2686703],[2688364],[2691163],[2699061],[2700722],[2703698],[2711854],[2714932],[2718611],[2721250],[2721981],[2723113],[2726533],[2727172],[2727519],[2729516],[2730733],[2731918],[2732998],[2741106],[2743371],[2753905],[2755196],[2756857],[2762073],[2762480],[2762693],[2766337],[2767187],[2768840],[2769826],[2770557],[2778379],[2779110],[2780242],[2786645],[2787862],[2789047],[2790127],[2796109],[2801104],[2801954],[2802361],[2802574],[2808873],[2809280],[2809493],[2812243],[2815640],[2816626],[2817357],[2823249],[2833715],[2835878],[2836091],[2838710],[2839560],[2839967],[2840180],[2842930],[2852845],[2854629],[2859991],[2860204],[2868924],[2869520] ] cell #5483 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1116208],[1243303],[1308035],[1335278],[1372348],[1438533],[1449317],[1498796],[1531654],[1549425],[1568724],[1580189],[1622255],[1672164],[1674784],[1678875],[1694026],[1709104],[1711797],[1801060],[1801246],[1801587],[1805248],[1814082],[1831519],[1834139],[1838230],[1895718],[1907713],[1919237],[1923466],[1923852],[1924249],[1939175],[1955619],[1955805],[1956146],[1959807],[1987741],[2017294],[2022355],[2036531],[2041061],[2041442],[2055656],[2055842],[2056183],[2067366],[2071595],[2071981],[2072378],[2098489],[2129514],[2129700],[2130041],[2134161],[2135631],[2148023],[2159923],[2162611],[2165711],[2166097],[2166494],[2176787],[2181317],[2181698],[2186723],[2205714],[2207184],[2228899],[2231587],[2234687],[2235073],[2235470],[2239331],[2240191],[2261660],[2263324],[2265331],[2266801],[2268761],[2269142],[2279193],[2288154],[2301206],[2305747],[2306607],[2317012],[2325271],[2326935],[2328942],[2330412],[2332372],[2332753],[2334833],[2337337],[2353855],[2357153],[2358042],[2358664],[2360460],[2361320],[2375570],[2381744],[2382141],[2385585],[2393340],[2395698],[2398202],[2407101],[2414724],[2415062],[2415951],[2416573],[2418369],[2419229],[2423768],[2435059],[2440460],[2443860],[2445243],[2447747],[2460788],[2464265],[2466606],[2469929],[2475268],[2476142],[2476764],[2478816],[2485109],[2487148],[2488941],[2495260],[2495878],[2497261],[2499765],[2503699],[2513866],[2516224],[2518728],[2523063],[2535250],[2536477],[2537099],[2539755],[2545122],[2547308],[2549885],[2551085],[2552812],[2558511],[2560259],[2563559],[2565598],[2567094],[2567391],[2569146],[2582293],[2583167],[2583789],[2585841],[2602285],[2604286],[2606790],[2610696],[2615392],[2616241],[2616604],[2622817],[2624311],[2627326],[2629074],[2630274],[2640975],[2643552],[2644752],[2646479],[2650387],[2657226],[2659265],[2660761],[2661058],[2662813],[2673102],[2679078],[2682280],[2683774],[2684986],[2696132],[2696981],[2697344],[2702095],[2708066],[2709814],[2711014],[2716649],[2721444],[2741595],[2745573],[2745936],[2750773],[2752267],[2753479],[2758230],[2759094],[2778573],[2782082],[2792692],[2811706] ] cell #5484 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1116211],[1243297],[1308038],[1372273],[1438527],[1449320],[1496577],[1549428],[1568649],[1580183],[1590176],[1674787],[1678869],[1691807],[1709029],[1711800],[1782003],[1801205],[1801581],[1805173],[1829300],[1834142],[1838224],[1865124],[1906600],[1919162],[1923463],[1923992],[1939178],[1955764],[1956140],[1959732],[1986628],[2017297],[2022280],[2036528],[2041063],[2054729],[2055801],[2056177],[2067291],[2071592],[2072121],[2098414],[2128587],[2129659],[2130035],[2134158],[2135556],[2148025],[2161714],[2162536],[2165708],[2166237],[2176784],[2181319],[2186726],[2205711],[2207109],[2230690],[2231512],[2234684],[2235213],[2239333],[2240188],[2261657],[2264972],[2265328],[2266726],[2268763],[2279195],[2288299],[2302135],[2305749],[2306604],[2316937],[2325268],[2328583],[2328939],[2330337],[2332374],[2334830],[2337339],[2353780],[2357155],[2359466],[2360462],[2361317],[2377361],[2381884],[2385582],[2394200],[2395695],[2398204],[2407098],[2414649],[2415064],[2417375],[2418371],[2419226],[2423770],[2435988],[2440457],[2443900],[2445240],[2447749],[2462436],[2464190],[2469931],[2475265],[2476855],[2478818],[2485106],[2487145],[2488943],[2495257],[2495918],[2497258],[2499767],[2503739],[2514726],[2516221],[2518730],[2523065],[2535175],[2537901],[2539752],[2545162],[2547348],[2549887],[2551082],[2552852],[2558513],[2560261],[2563556],[2565595],[2567393],[2569148],[2582290],[2583880],[2585843],[2602282],[2604283],[2606792],[2610736],[2615432],[2616238],[2616606],[2622818],[2624351],[2627328],[2629076],[2630271],[2641015],[2643554],[2644749],[2646519],[2657223],[2659262],[2661060],[2662815],[2673104],[2679118],[2682281],[2683814],[2684620],[2684988],[2696172],[2696978],[2697346],[2702092],[2708068],[2709816],[2711011],[2721445],[2741597],[2745570],[2745938],[2750774],[2752307],[2753113],[2753481],[2758227],[2778574],[2782084],[2792326],[2792694],[2811707],[2812832] ] cell #5485 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1116212],[1243301],[1308039],[1356165],[1372423],[1438531],[1449321],[1497691],[1549429],[1552541],[1568799],[1580187],[1600780],[1638587],[1674788],[1678873],[1692921],[1709179],[1711801],[1730559],[1792607],[1801206],[1801585],[1805323],[1830414],[1834143],[1838228],[1853141],[1886229],[1916830],[1920154],[1923519],[1923994],[1926320],[1939179],[1955765],[1956144],[1959882],[1973671],[2002698],[2017298],[2031871],[2037427],[2041110],[2044968],[2055802],[2056181],[2064959],[2068283],[2071648],[2072123],[2088940],[2110008],[2115630],[2129660],[2130039],[2137478],[2143100],[2148847],[2153190],[2161715],[2165764],[2166239],[2172127],[2177683],[2181366],[2185224],[2186727],[2209031],[2216407],[2222038],[2225391],[2230691],[2234740],[2235215],[2241949],[2247580],[2256555],[2261763],[2264974],[2268648],[2268810],[2274270],[2280017],[2284360],[2288300],[2302136],[2308365],[2311493],[2315506],[2323275],[2325374],[2328585],[2332259],[2332421],[2334936],[2338949],[2355702],[2357247],[2359469],[2363078],[2364569],[2368709],[2372062],[2377362],[2377684],[2381886],[2385688],[2394202],[2395801],[2399814],[2402631],[2409205],[2413218],[2415156],[2417378],[2420987],[2422478],[2423862],[2435989],[2442218],[2443903],[2445346],[2449359],[2450291],[2457128],[2462438],[2466112],[2470023],[2475371],[2476003],[2476858],[2478910],[2484779],[2487251],[2490790],[2495921],[2497364],[2501377],[2502309],[2503742],[2514728],[2516327],[2520340],[2523157],[2523246],[2529731],[2533744],[2537904],[2541513],[2543004],[2545165],[2547351],[2549979],[2550532],[2551188],[2552855],[2560353],[2563229],[2565701],[2569240],[2569329],[2582396],[2583028],[2583883],[2585935],[2597815],[2604389],[2608402],[2609334],[2610739],[2615435],[2615911],[2616698],[2616787],[2624354],[2629168],[2630377],[2641018],[2643646],[2644199],[2644855],[2646522],[2649626],[2656896],[2659368],[2662907],[2662996],[2679121],[2683817],[2685080],[2685169],[2696175],[2696651],[2697438],[2697527],[2701542],[2702198],[2709908],[2711117],[2745243],[2746030],[2746119],[2752310],[2753573],[2753662],[2758333],[2792786],[2792875],[2821381] ] cell #5486 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1116213],[1243294],[1308040],[1372200],[1438524],[1449322],[1495497],[1549430],[1568576],[1580180],[1586977],[1674789],[1678866],[1690727],[1708956],[1711802],[1712065],[1778804],[1801427],[1801578],[1805100],[1828220],[1834144],[1837786],[1838221],[1861925],[1904480],[1919089],[1923460],[1924210],[1939180],[1950786],[1955986],[1956137],[1959659],[1959768],[1984508],[2017299],[2022207],[2023378],[2036525],[2041067],[2052609],[2056023],[2056174],[2067218],[2067327],[2071589],[2072339],[2098341],[2099512],[2126467],[2129881],[2130032],[2134155],[2135483],[2135592],[2148029],[2162463],[2163634],[2165705],[2166455],[2176511],[2176781],[2181323],[2205708],[2207036],[2207145],[2231439],[2232610],[2234681],[2235431],[2239337],[2239915],[2240185],[2261654],[2265325],[2266653],[2266762],[2268767],[2279199],[2305753],[2306331],[2306601],[2316864],[2325265],[2328936],[2330264],[2330373],[2332378],[2333540],[2334827],[2337343],[2353707],[2357159],[2360466],[2361044],[2361314],[2385579],[2394405],[2395692],[2398208],[2407095],[2414576],[2415068],[2418375],[2418953],[2419223],[2423774],[2440454],[2443950],[2445237],[2447753],[2464117],[2469283],[2469935],[2475262],[2478822],[2485103],[2487142],[2488947],[2495254],[2495968],[2497255],[2499771],[2503789],[2516218],[2518734],[2523069],[2535102],[2539749],[2545212],[2549891],[2551079],[2552902],[2558517],[2559613],[2560265],[2563553],[2565592],[2567397],[2569152],[2582287],[2585847],[2602279],[2604280],[2606796],[2615482],[2616235],[2616610],[2622844],[2624401],[2627332],[2629080],[2630268],[2643558],[2644746],[2646569],[2657220],[2659259],[2661064],[2662819],[2673108],[2682307],[2683864],[2684617],[2684992],[2696222],[2696975],[2697350],[2702089],[2708072],[2709820],[2711008],[2721471],[2741601],[2745567],[2745942],[2750800],[2752357],[2753110],[2753485],[2758224],[2778600],[2782088],[2792323],[2792698],[2811733],[2812829] ] cell #5487 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1116214],[1243291],[1308041],[1372129],[1438521],[1449323],[1495356],[1549431],[1568505],[1580177],[1586836],[1674790],[1678863],[1690586],[1708885],[1711803],[1712066],[1778663],[1801428],[1801575],[1805029],[1828079],[1834145],[1837787],[1838218],[1861784],[1904339],[1918950],[1923454],[1924211],[1939181],[1950787],[1955987],[1956134],[1959588],[1959769],[1984367],[2017300],[2022068],[2023379],[2036519],[2041068],[2052468],[2056024],[2056171],[2067079],[2067328],[2071583],[2072340],[2098202],[2099513],[2126326],[2129882],[2130029],[2134149],[2135344],[2135593],[2148030],[2162324],[2163635],[2165699],[2166456],[2176512],[2176775],[2181324],[2205702],[2206897],[2207146],[2231300],[2232611],[2234675],[2235432],[2239338],[2239916],[2240179],[2261648],[2265319],[2266514],[2266763],[2268768],[2279200],[2305754],[2306332],[2306595],[2316725],[2325259],[2328930],[2330125],[2330374],[2332379],[2333541],[2334821],[2337344],[2353568],[2357160],[2360467],[2361045],[2361308],[2385573],[2394406],[2395686],[2398209],[2407089],[2414437],[2415069],[2418376],[2418954],[2419217],[2423775],[2440448],[2443951],[2445231],[2447754],[2463978],[2469284],[2469936],[2475256],[2478823],[2485097],[2487136],[2488948],[2495248],[2495969],[2497249],[2499772],[2503790],[2516212],[2518735],[2523070],[2534963],[2539743],[2545213],[2549892],[2551073],[2552903],[2558518],[2559614],[2560266],[2563547],[2565586],[2567398],[2569153],[2582281],[2585848],[2602273],[2604274],[2606797],[2615483],[2616229],[2616611],[2622845],[2624402],[2627333],[2629081],[2630262],[2643559],[2644740],[2646570],[2657214],[2659253],[2661065],[2662820],[2673109],[2682308],[2683865],[2684611],[2684993],[2696223],[2696969],[2697351],[2702083],[2708073],[2709821],[2711002],[2721472],[2741602],[2745561],[2745943],[2750801],[2752358],[2753104],[2753486],[2758218],[2778601],[2782089],[2792317],[2792699],[2811734],[2812823] ] cell #5488 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1116215],[1243295],[1308042],[1372201],[1438525],[1449324],[1495498],[1549432],[1568577],[1580181],[1586978],[1674791],[1678867],[1690728],[1708957],[1711804],[1778805],[1801353],[1801579],[1805101],[1828221],[1834146],[1838222],[1861926],[1904481],[1919090],[1923461],[1924136],[1939182],[1955912],[1956138],[1959660],[1960653],[1984509],[2017301],[2022208],[2036526],[2041065],[2052610],[2055949],[2056175],[2067219],[2071590],[2072265],[2076602],[2098342],[2126468],[2129807],[2130033],[2134156],[2135484],[2148027],[2162464],[2164624],[2165706],[2166381],[2176782],[2180270],[2181321],[2186167],[2205709],[2207037],[2231440],[2233600],[2234682],[2235357],[2239335],[2240186],[2243546],[2261655],[2265326],[2266654],[2267692],[2268765],[2279197],[2282414],[2305751],[2306602],[2309962],[2316865],[2325266],[2328937],[2330265],[2331303],[2332376],[2334828],[2337341],[2340416],[2353708],[2357157],[2360464],[2361315],[2361906],[2375582],[2385580],[2395693],[2398206],[2401281],[2407096],[2414577],[2415066],[2418373],[2419224],[2419815],[2423772],[2428056],[2440455],[2443979],[2445238],[2447751],[2464118],[2469933],[2475263],[2478820],[2483104],[2485104],[2487143],[2488945],[2495255],[2495997],[2497256],[2499769],[2503088],[2503818],[2516219],[2518732],[2523067],[2535103],[2539750],[2545241],[2549889],[2551080],[2552201],[2552931],[2558515],[2560263],[2563554],[2565593],[2567395],[2569150],[2582288],[2585845],[2602280],[2604281],[2606794],[2611382],[2615511],[2616236],[2616608],[2622819],[2624430],[2627330],[2629078],[2630269],[2643556],[2644747],[2646598],[2657221],[2659260],[2661062],[2662817],[2673106],[2679764],[2682282],[2683893],[2684618],[2684990],[2696251],[2696976],[2697348],[2702090],[2708070],[2709818],[2711009],[2721446],[2741599],[2745568],[2745940],[2750775],[2752386],[2753111],[2753483],[2758225],[2778575],[2782086],[2792324],[2792696],[2811708],[2812830] ] cell #5489 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1116216],[1243298],[1308043],[1372274],[1438528],[1449325],[1496578],[1549433],[1568650],[1580184],[1590177],[1674792],[1678870],[1691808],[1709030],[1711805],[1782004],[1801354],[1801582],[1805174],[1829301],[1834147],[1838225],[1865125],[1906601],[1919163],[1923464],[1924137],[1939183],[1955913],[1956141],[1959733],[1960654],[1986629],[2017302],[2022281],[2036529],[2041066],[2054730],[2055950],[2056178],[2067292],[2071593],[2072266],[2076603],[2098415],[2128588],[2129808],[2130036],[2134159],[2135557],[2148028],[2162537],[2164625],[2165709],[2166382],[2176785],[2180271],[2181322],[2186168],[2205712],[2207110],[2231513],[2233601],[2234685],[2235358],[2239336],[2240189],[2243547],[2261658],[2265329],[2266727],[2267693],[2268766],[2279198],[2282415],[2305752],[2306605],[2309963],[2316938],[2325269],[2328940],[2330338],[2331304],[2332377],[2334831],[2337342],[2340417],[2353781],[2357158],[2360465],[2361318],[2361907],[2375583],[2385583],[2395696],[2398207],[2401282],[2407099],[2414650],[2415067],[2418374],[2419227],[2419816],[2423773],[2428057],[2440458],[2443980],[2445241],[2447752],[2464191],[2469934],[2475266],[2478821],[2483105],[2485107],[2487146],[2488946],[2495258],[2495998],[2497259],[2499770],[2503089],[2503819],[2516222],[2518733],[2523068],[2535176],[2539753],[2545242],[2549890],[2551083],[2552202],[2552932],[2558516],[2560264],[2563557],[2565596],[2567396],[2569151],[2582291],[2585846],[2602283],[2604284],[2606795],[2611383],[2615512],[2616239],[2616609],[2622820],[2624431],[2627331],[2629079],[2630272],[2643557],[2644750],[2646599],[2657224],[2659263],[2661063],[2662818],[2673107],[2679765],[2682283],[2683894],[2684621],[2684991],[2696252],[2696979],[2697349],[2702093],[2708071],[2709819],[2711012],[2721447],[2741600],[2745571],[2745941],[2750776],[2752387],[2753114],[2753484],[2758228],[2778576],[2782087],[2792327],[2792697],[2811709],[2812833] ] cell #5490 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1116217],[1243292],[1308044],[1372130],[1438522],[1449326],[1495357],[1549434],[1568506],[1580178],[1586837],[1674793],[1678864],[1690587],[1708886],[1711806],[1712071],[1778664],[1801500],[1801576],[1805030],[1828080],[1834148],[1837933],[1838219],[1861785],[1904340],[1918951],[1923455],[1924284],[1939184],[1951827],[1956059],[1956135],[1959589],[1959916],[1984368],[2017303],[2022069],[2025409],[2036520],[2041071],[2052469],[2056096],[2056172],[2067080],[2068317],[2071584],[2072413],[2098203],[2101543],[2126327],[2129954],[2130030],[2134150],[2135345],[2137512],[2148033],[2162325],[2165665],[2165700],[2166529],[2176776],[2177377],[2181327],[2205703],[2206898],[2209065],[2231301],[2234641],[2234676],[2235505],[2239341],[2240180],[2241643],[2261649],[2265320],[2266515],[2268682],[2268771],[2279203],[2305757],[2306596],[2308059],[2316726],[2325260],[2328931],[2330126],[2332293],[2332382],[2333602],[2334822],[2337347],[2353569],[2357163],[2360470],[2361309],[2362772],[2385574],[2394467],[2395687],[2398212],[2407090],[2414438],[2415072],[2418379],[2419218],[2420681],[2423778],[2440449],[2444012],[2445232],[2447757],[2463979],[2469345],[2469939],[2475257],[2478826],[2485098],[2487137],[2488951],[2495249],[2496030],[2497250],[2499775],[2503851],[2516213],[2518738],[2523073],[2534964],[2539744],[2545274],[2549895],[2551074],[2552964],[2558521],[2559675],[2560269],[2563548],[2565587],[2567401],[2569156],[2582282],[2585851],[2602274],[2604275],[2606800],[2615544],[2616230],[2616614],[2622846],[2624463],[2627336],[2629084],[2630263],[2643562],[2644741],[2646631],[2657215],[2659254],[2661068],[2662823],[2673112],[2682309],[2683926],[2684612],[2684996],[2696284],[2696970],[2697354],[2702084],[2708076],[2709824],[2711003],[2721473],[2741605],[2745562],[2745946],[2750802],[2752419],[2753105],[2753489],[2758219],[2778602],[2782092],[2792318],[2792702],[2811735],[2812824] ] cell #5491 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1116218],[1243289],[1308045],[1372121],[1438519],[1449327],[1451512],[1495348],[1549435],[1568497],[1580175],[1581935],[1586828],[1674794],[1678861],[1690578],[1703200],[1708877],[1711332],[1711807],[1778655],[1783440],[1801570],[1801573],[1805021],[1828071],[1829558],[1834149],[1838216],[1861776],[1866561],[1904331],[1906858],[1918942],[1923449],[1924358],[1937999],[1939185],[1950807],[1956129],[1956132],[1959580],[1984359],[1986886],[2016118],[2017304],[2022060],[2024389],[2036514],[2041075],[2052460],[2054987],[2056166],[2056169],[2067071],[2071578],[2072487],[2098194],[2100523],[2126318],[2128845],[2130024],[2130027],[2130374],[2134144],[2135336],[2148037],[2162316],[2164645],[2165694],[2166603],[2176770],[2181331],[2201927],[2205697],[2206889],[2231292],[2233621],[2234670],[2235579],[2239345],[2240174],[2261544],[2261643],[2265314],[2266506],[2268775],[2279207],[2291631],[2305761],[2306590],[2316717],[2325155],[2325254],[2328925],[2330117],[2332386],[2334717],[2334816],[2337351],[2353560],[2357167],[2360474],[2361303],[2385469],[2385568],[2395582],[2395681],[2398216],[2404253],[2407084],[2414429],[2415076],[2418383],[2419212],[2423782],[2440443],[2445226],[2447761],[2463970],[2469943],[2475152],[2475251],[2478830],[2485092],[2487032],[2487131],[2488955],[2495243],[2497244],[2499779],[2516108],[2516207],[2518742],[2523077],[2534955],[2539738],[2549899],[2551068],[2558525],[2560273],[2563542],[2565482],[2565581],[2567405],[2569160],[2582177],[2582276],[2585855],[2602268],[2604269],[2606804],[2616224],[2616618],[2622899],[2627340],[2629088],[2630257],[2643566],[2644735],[2657209],[2659149],[2659248],[2661072],[2662827],[2673116],[2682362],[2684606],[2685000],[2696964],[2697358],[2702078],[2708080],[2709828],[2710997],[2721526],[2741609],[2745556],[2745950],[2750855],[2753099],[2753493],[2758213],[2778655],[2782096],[2792312],[2792706],[2811788],[2812818] ] cell #5492 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1116336],[1190950],[1243428],[1308163],[1319683],[1372207],[1438658],[1441754],[1449445],[1450590],[1495504],[1524094],[1549553],[1568583],[1572448],[1580314],[1586984],[1610656],[1653656],[1675912],[1679000],[1686466],[1690734],[1701096],[1708963],[1711925],[1738977],[1763522],[1770771],[1778811],[1780257],[1802483],[1802702],[1805107],[1813011],[1828227],[1835267],[1838355],[1861932],[1863378],[1887465],[1887684],[1894647],[1898618],[1904487],[1919096],[1924545],[1925248],[1934816],[1949793],[1957042],[1957261],[1959666],[1978646],[1984515],[2006010],[2006713],[2012935],[2022214],[2036581],[2042108],[2046747],[2052616],[2066195],[2066414],[2067225],[2072674],[2073377],[2080743],[2098348],[2111609],[2119271],[2120605],[2126474],[2131703],[2134211],[2135490],[2148075],[2162470],[2175439],[2176142],[2176837],[2182364],[2189482],[2190718],[2203256],[2205764],[2207043],[2213841],[2218370],[2231446],[2239383],[2240241],[2265381],[2266660],[2270249],[2277911],[2279245],[2291082],[2297800],[2299036],[2305799],[2306657],[2312710],[2313946],[2316871],[2328992],[2330271],[2336153],[2337389],[2349927],[2353714],[2360512],[2361370],[2365041],[2390300],[2397018],[2398254],[2403704],[2407151],[2410422],[2411658],[2414583],[2418421],[2419279],[2424935],[2431653],[2432889],[2440510],[2446563],[2447799],[2464124],[2479983],[2485159],[2488993],[2491863],[2493927],[2495310],[2498581],[2499817],[2510826],[2517544],[2518780],[2524230],[2530948],[2532184],[2535109],[2539805],[2551773],[2558563],[2563609],[2566197],[2566330],[2567443],[2570313],[2587008],[2598888],[2600952],[2602335],[2605606],[2606842],[2616291],[2617218],[2622821],[2627378],[2645440],[2657276],[2659864],[2659997],[2661110],[2663980],[2666044],[2673154],[2682284],[2697031],[2697958],[2702783],[2708118],[2715752],[2715885],[2721448],[2741647],[2745623],[2746550],[2746683],[2750777],[2778577],[2782134],[2811710] ] cell #5493 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1116337],[1190951],[1243425],[1308164],[1319753],[1372136],[1438655],[1441896],[1449446],[1450664],[1495363],[1524236],[1549554],[1568512],[1572596],[1580311],[1586843],[1610798],[1653804],[1675913],[1678997],[1686608],[1690593],[1701102],[1708892],[1711926],[1739125],[1763523],[1770913],[1778670],[1780263],[1802625],[1802699],[1805036],[1813159],[1828086],[1835268],[1838352],[1861791],[1863384],[1887607],[1887681],[1894795],[1898624],[1904346],[1918957],[1924539],[1925396],[1934822],[1949794],[1957184],[1957258],[1959595],[1978652],[1984374],[2006004],[2006861],[2012941],[2022075],[2036575],[2042114],[2046753],[2052475],[2066337],[2066411],[2067086],[2072668],[2073525],[2080749],[2098209],[2111603],[2119277],[2120611],[2126333],[2131709],[2134205],[2135351],[2148081],[2162331],[2175433],[2176290],[2176831],[2182370],[2189476],[2190724],[2203262],[2205758],[2206904],[2213847],[2218376],[2231307],[2239389],[2240235],[2265375],[2266521],[2270243],[2277917],[2279251],[2291088],[2297794],[2299042],[2305805],[2306651],[2312704],[2313952],[2316732],[2328986],[2330132],[2336147],[2337395],[2349933],[2353575],[2360518],[2361364],[2365047],[2390306],[2397012],[2398260],[2403710],[2407145],[2410416],[2411664],[2414444],[2418427],[2419273],[2424941],[2431647],[2432895],[2440504],[2446557],[2447805],[2463985],[2479989],[2485153],[2488999],[2491869],[2493921],[2495304],[2498575],[2499823],[2510832],[2517538],[2518786],[2524236],[2530942],[2532190],[2534970],[2539799],[2551767],[2558569],[2563603],[2566203],[2566324],[2567449],[2570319],[2587014],[2598894],[2600946],[2602329],[2605600],[2606848],[2616285],[2617224],[2622848],[2627384],[2645434],[2657270],[2659870],[2659991],[2661116],[2663986],[2666038],[2673160],[2682311],[2697025],[2697964],[2702777],[2708124],[2715758],[2715879],[2721475],[2741653],[2745617],[2746556],[2746677],[2750804],[2778604],[2782140],[2811737] ] cell #5494 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1116338],[1190953],[1243422],[1308165],[1319821],[1372127],[1438652],[1441964],[1449447],[1450736],[1495354],[1524304],[1549555],[1568503],[1572668],[1580308],[1586834],[1610866],[1653876],[1675914],[1678994],[1686676],[1690584],[1701106],[1708883],[1711927],[1739197],[1763524],[1770981],[1778661],[1780267],[1802693],[1802696],[1805027],[1813231],[1828077],[1835269],[1838349],[1861782],[1863388],[1887675],[1887678],[1894867],[1898628],[1904337],[1918948],[1924533],[1925468],[1934826],[1949795],[1957252],[1957255],[1959586],[1978656],[1984365],[2005998],[2006933],[2012945],[2022066],[2036569],[2042118],[2046757],[2052466],[2066405],[2066408],[2067077],[2072662],[2073597],[2080753],[2098200],[2111597],[2119281],[2120615],[2126324],[2131713],[2134199],[2135342],[2148085],[2162322],[2175427],[2176362],[2176825],[2182374],[2189470],[2190728],[2203266],[2205752],[2206895],[2213851],[2218380],[2231298],[2239393],[2240229],[2265369],[2266512],[2270237],[2277921],[2279255],[2291092],[2297788],[2299046],[2305809],[2306645],[2312698],[2313956],[2316723],[2328980],[2330123],[2336141],[2337399],[2349937],[2353566],[2360522],[2361358],[2365051],[2390310],[2397006],[2398264],[2403714],[2407139],[2410410],[2411668],[2414435],[2418431],[2419267],[2424945],[2431641],[2432899],[2440498],[2446551],[2447809],[2463976],[2479993],[2485147],[2489003],[2491873],[2493915],[2495298],[2498569],[2499827],[2510836],[2517532],[2518790],[2524240],[2530936],[2532194],[2534961],[2539793],[2551761],[2558573],[2563597],[2566207],[2566318],[2567453],[2570323],[2587018],[2598898],[2600940],[2602323],[2605594],[2606852],[2616279],[2617228],[2622901],[2627388],[2645428],[2657264],[2659874],[2659985],[2661120],[2663990],[2666032],[2673164],[2682364],[2697019],[2697968],[2702771],[2708128],[2715762],[2715873],[2721528],[2741657],[2745611],[2746560],[2746671],[2750857],[2778657],[2782144],[2811790] ] cell #5495 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1156001],[1316116],[1429458],[1516264],[1552815],[1638861],[1681467],[1711494],[1730833],[1765772],[1808188],[1830688],[1855544],[1886503],[1889824],[1917104],[1952043],[1972195],[1976423],[2005101],[2034274],[2045242],[2065233],[2068554],[2087577],[2114154],[2118382],[2141624],[2145852],[2155593],[2174530],[2185498],[2195839],[2215861],[2220675],[2246217],[2255079],[2259307],[2272794],[2277022],[2286763],[2288615],[2315005],[2319067],[2342510],[2350986],[2352735],[2362532],[2367346],[2376208],[2380436],[2381528],[2405439],[2420441],[2428682],[2438010],[2439923],[2448858],[2452920],[2459344],[2461396],[2463145],[2466383],[2483730],[2500876],[2506331],[2508227],[2517926],[2525965],[2527977],[2535791],[2537305],[2539218],[2555444],[2557340],[2572048],[2574060],[2577157],[2578513],[2594393],[2596289],[2602893],[2605988],[2620358],[2621714],[2634633],[2636529],[2637215],[2638779],[2654129],[2655485],[2674657],[2676221],[2688740],[2690096],[2690928],[2703477],[2705041],[2722878],[2732777],[2734341],[2747063],[2760591],[2771454],[2794552] ] cell #5496 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1156002],[1316117],[1429459],[1516265],[1552816],[1638862],[1681468],[1711495],[1730834],[1765773],[1808186],[1830689],[1855545],[1886504],[1889822],[1917105],[1952044],[1972196],[1976421],[2005102],[2034275],[2045243],[2065234],[2068552],[2087575],[2114155],[2118380],[2141625],[2145850],[2155594],[2174531],[2185499],[2195873],[2215862],[2220673],[2246215],[2255080],[2259305],[2272795],[2277020],[2286764],[2288616],[2315003],[2319101],[2342544],[2350984],[2352736],[2362533],[2367344],[2376209],[2380434],[2381529],[2405473],[2420442],[2428683],[2438044],[2439921],[2448856],[2452954],[2459345],[2461394],[2463146],[2466381],[2483731],[2500874],[2506332],[2508225],[2517960],[2525999],[2527978],[2535789],[2537339],[2539216],[2555445],[2557338],[2572082],[2574061],[2577155],[2578547],[2594394],[2596287],[2602880],[2606022],[2620356],[2621748],[2634634],[2636527],[2637249],[2638766],[2654127],[2655519],[2674691],[2676208],[2688738],[2690130],[2690903],[2703511],[2705028],[2722853],[2732811],[2734328],[2747038],[2760625],[2771429],[2794527] ] cell #5497 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1156003],[1316118],[1429460],[1516266],[1552817],[1638863],[1681469],[1711496],[1730835],[1765774],[1808190],[1830690],[1855546],[1886505],[1889826],[1917106],[1952045],[1972197],[1976425],[2005103],[2034276],[2045244],[2065235],[2068556],[2087579],[2114156],[2118384],[2141626],[2145854],[2155595],[2174532],[2185500],[2195877],[2215863],[2220677],[2246219],[2255081],[2259309],[2272796],[2277024],[2286765],[2288617],[2315007],[2319105],[2342548],[2350988],[2352737],[2362534],[2367348],[2376210],[2380438],[2381530],[2405477],[2420443],[2428684],[2438048],[2439925],[2448860],[2452958],[2459346],[2461398],[2463147],[2466385],[2483732],[2500878],[2506333],[2508229],[2517964],[2526003],[2527979],[2535793],[2537343],[2539220],[2555446],[2557342],[2572086],[2574062],[2577159],[2578551],[2594395],[2596291],[2602895],[2606026],[2620360],[2621752],[2634635],[2636531],[2637253],[2638781],[2654131],[2655523],[2674695],[2676223],[2688742],[2690134],[2690930],[2703515],[2705043],[2722880],[2732815],[2734343],[2747065],[2760629],[2771456],[2794554] ] cell #5498 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1156004],[1316119],[1429461],[1516267],[1552818],[1638864],[1681470],[1711497],[1730836],[1765775],[1808181],[1830691],[1855547],[1886506],[1889817],[1917107],[1952046],[1972198],[1976416],[2005104],[2034277],[2045245],[2065236],[2068547],[2087570],[2114157],[2118375],[2141627],[2145845],[2155596],[2174533],[2185501],[2195834],[2215864],[2220668],[2246210],[2255082],[2259300],[2272797],[2277015],[2286766],[2288618],[2314998],[2319062],[2342505],[2350979],[2352738],[2362535],[2367339],[2376211],[2380429],[2381531],[2405434],[2420444],[2428685],[2438005],[2439916],[2448851],[2452915],[2459347],[2461389],[2463148],[2466376],[2483733],[2500869],[2506334],[2508220],[2517921],[2525960],[2527980],[2535784],[2537300],[2539211],[2555447],[2557333],[2572043],[2574063],[2577150],[2578508],[2594396],[2596282],[2602877],[2605983],[2620351],[2621709],[2634636],[2636522],[2637210],[2638763],[2654122],[2655480],[2674652],[2676205],[2688733],[2690091],[2690900],[2703472],[2705025],[2722850],[2732772],[2734325],[2747035],[2760586],[2771426],[2794524] ] cell #5499 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1156005],[1316120],[1429462],[1516268],[1552819],[1638865],[1681471],[1711498],[1730837],[1765776],[1808187],[1830692],[1855548],[1886507],[1889823],[1917108],[1952047],[1972199],[1976422],[2005105],[2034278],[2045246],[2065237],[2068553],[2087576],[2114158],[2118381],[2141628],[2145851],[2155597],[2174534],[2185502],[2195838],[2215865],[2220674],[2246216],[2255083],[2259306],[2272798],[2277021],[2286767],[2288619],[2315004],[2319066],[2342509],[2350985],[2352739],[2362536],[2367345],[2376212],[2380435],[2381532],[2405438],[2420445],[2428686],[2438009],[2439922],[2448857],[2452919],[2459348],[2461395],[2463149],[2466382],[2483734],[2500875],[2506335],[2508226],[2517925],[2525964],[2527981],[2535790],[2537304],[2539217],[2555448],[2557339],[2572047],[2574064],[2577156],[2578512],[2594397],[2596288],[2602892],[2605987],[2620357],[2621713],[2634637],[2636528],[2637214],[2638778],[2654128],[2655484],[2674656],[2676220],[2688739],[2690095],[2690927],[2703476],[2705040],[2722877],[2732776],[2734340],[2747062],[2760590],[2771453],[2794551] ] cell #5500 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1156006],[1316121],[1429463],[1516269],[1552820],[1638866],[1681472],[1711499],[1730838],[1765777],[1808185],[1830693],[1855549],[1886508],[1889821],[1917109],[1952048],[1972200],[1976420],[2005106],[2034279],[2045247],[2065238],[2068551],[2087574],[2114159],[2118379],[2141629],[2145849],[2155598],[2174535],[2185503],[2195872],[2215866],[2220672],[2246214],[2255084],[2259304],[2272799],[2277019],[2286768],[2288620],[2315002],[2319100],[2342543],[2350983],[2352740],[2362537],[2367343],[2376213],[2380433],[2381533],[2405472],[2420446],[2428687],[2438043],[2439920],[2448855],[2452953],[2459349],[2461393],[2463150],[2466380],[2483735],[2500873],[2506336],[2508224],[2517959],[2525998],[2527982],[2535788],[2537338],[2539215],[2555449],[2557337],[2572081],[2574065],[2577154],[2578546],[2594398],[2596286],[2602879],[2606021],[2620355],[2621747],[2634638],[2636526],[2637248],[2638765],[2654126],[2655518],[2674690],[2676207],[2688737],[2690129],[2690902],[2703510],[2705027],[2722852],[2732810],[2734327],[2747037],[2760624],[2771428],[2794526] ] cell #5501 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1156010],[1316125],[1429467],[1516273],[1552824],[1638870],[1681473],[1711503],[1730842],[1765778],[1808179],[1830697],[1855550],[1886512],[1889815],[1917113],[1952049],[1972201],[1976414],[2005107],[2034280],[2045251],[2065242],[2068545],[2087568],[2114160],[2118373],[2141630],[2145843],[2155599],[2174536],[2185507],[2195831],[2215867],[2220666],[2246208],[2255085],[2259298],[2272800],[2277013],[2286769],[2288624],[2314996],[2319059],[2342502],[2350977],[2352741],[2362538],[2367337],[2376214],[2380427],[2381534],[2405431],[2420447],[2428688],[2438002],[2439914],[2448849],[2452912],[2459350],[2461387],[2463151],[2466374],[2483736],[2500867],[2506337],[2508218],[2517918],[2525957],[2527983],[2535782],[2537297],[2539209],[2555450],[2557331],[2572040],[2574066],[2577148],[2578505],[2594399],[2596280],[2602876],[2605980],[2620349],[2621706],[2634639],[2636520],[2637207],[2638762],[2654120],[2655477],[2674649],[2676204],[2688731],[2690088],[2690899],[2703469],[2705024],[2722849],[2732769],[2734324],[2747034],[2760583],[2771425],[2794523] ] cell #5502 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1156011],[1316126],[1429468],[1516274],[1552825],[1638871],[1681474],[1711504],[1730843],[1765779],[1808182],[1830698],[1855551],[1886513],[1889818],[1917114],[1952050],[1972202],[1976417],[2005108],[2034281],[2045252],[2065243],[2068548],[2087571],[2114161],[2118376],[2141631],[2145846],[2155600],[2174537],[2185508],[2195835],[2215868],[2220669],[2246211],[2255086],[2259301],[2272801],[2277016],[2286770],[2288625],[2314999],[2319063],[2342506],[2350980],[2352742],[2362539],[2367340],[2376215],[2380430],[2381535],[2405435],[2420448],[2428689],[2438006],[2439917],[2448852],[2452916],[2459351],[2461390],[2463152],[2466377],[2483737],[2500870],[2506338],[2508221],[2517922],[2525961],[2527984],[2535785],[2537301],[2539212],[2555451],[2557334],[2572044],[2574067],[2577151],[2578509],[2594400],[2596283],[2602878],[2605984],[2620352],[2621710],[2634640],[2636523],[2637211],[2638764],[2654123],[2655481],[2674653],[2676206],[2688734],[2690092],[2690901],[2703473],[2705026],[2722851],[2732773],[2734326],[2747036],[2760587],[2771427],[2794525] ] cell #5503 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1190936],[1319667],[1441738],[1450599],[1524078],[1572457],[1610640],[1653665],[1686450],[1701165],[1738986],[1770755],[1780326],[1802467],[1813020],[1863447],[1887449],[1894656],[1899462],[1925257],[1934885],[1957026],[1979490],[2004869],[2006722],[2013004],[2042177],[2047591],[2066179],[2073386],[2089012],[2117856],[2118154],[2119340],[2121449],[2148919],[2159385],[2174298],[2176151],[2182433],[2186444],[2192350],[2218489],[2222110],[2223643],[2224094],[2228361],[2247652],[2276496],[2276794],[2277980],[2280089],[2286531],[2288384],[2291201],[2300668],[2315578],[2317336],[2322129],[2339021],[2356833],[2365160],[2368781],[2370314],[2370765],[2375032],[2379910],[2380208],[2381394],[2384371],[2390419],[2399886],[2403823],[2407898],[2412855],[2413290],[2425054],[2434521],[2443454],[2443752],[2449431],[2451189],[2455982],[2459210],[2464364],[2464815],[2468896],[2474054],[2480102],[2485934],[2491982],[2493644],[2501449],[2504897],[2506197],[2510945],[2520412],[2521015],[2521466],[2524349],[2528424],[2533381],[2533816],[2535574],[2540367],[2554010],[2555310],[2564384],[2570432],[2575921],[2576940],[2581079],[2584958],[2587127],[2590155],[2592959],[2594259],[2599007],[2600669],[2603082],[2608039],[2608474],[2617337],[2619122],[2620141],[2633199],[2634499],[2638642],[2638968],[2645923],[2647677],[2648977],[2651145],[2653912],[2658051],[2664099],[2665761],[2673957],[2676084],[2676410],[2685719],[2688523],[2692177],[2698077],[2700881],[2702500],[2704904],[2705230],[2713939],[2715239],[2721075],[2724127],[2732077],[2734204],[2734530],[2742450],[2743196],[2748312],[2754212],[2757016],[2768275],[2769651],[2772703],[2778204],[2789206],[2800518],[2800752],[2816451] ] cell #5504 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1190937],[1319668],[1441739],[1450602],[1524079],[1572460],[1610641],[1653668],[1686451],[1701219],[1738989],[1770756],[1780380],[1802468],[1813023],[1863501],[1887450],[1894659],[1899571],[1925260],[1934939],[1957027],[1979599],[2004870],[2006725],[2013058],[2042231],[2047700],[2066180],[2073389],[2089121],[2117857],[2118157],[2119394],[2121558],[2149028],[2159494],[2174299],[2176154],[2182487],[2186445],[2192459],[2218543],[2222219],[2223607],[2224093],[2228470],[2247761],[2276497],[2276797],[2278034],[2280198],[2286532],[2288387],[2291255],[2300777],[2315687],[2317261],[2322098],[2339130],[2356834],[2365214],[2368890],[2370278],[2370764],[2375141],[2379911],[2380211],[2381448],[2384296],[2390473],[2399995],[2403877],[2407833],[2413399],[2425108],[2434630],[2443455],[2443755],[2449540],[2451114],[2455951],[2459264],[2464328],[2464814],[2468831],[2473979],[2480156],[2485859],[2492036],[2501558],[2504822],[2506251],[2510999],[2520521],[2520979],[2521465],[2524403],[2528359],[2533925],[2535499],[2540336],[2553935],[2555364],[2564309],[2566370],[2570486],[2575856],[2576865],[2581004],[2584888],[2587181],[2590124],[2592884],[2594313],[2599061],[2603017],[2608583],[2617391],[2619057],[2620066],[2629538],[2633124],[2634553],[2638572],[2638903],[2645863],[2647602],[2649031],[2653837],[2657976],[2660037],[2664153],[2673882],[2676014],[2676345],[2685773],[2688448],[2692117],[2698131],[2700806],[2704834],[2705165],[2710278],[2713864],[2715293],[2715925],[2720532],[2724067],[2732002],[2734134],[2734465],[2742375],[2746723],[2748252],[2754266],[2756941],[2757494],[2768205],[2769108],[2772643],[2777661],[2782862],[2789131],[2800248],[2800692],[2810794],[2815908] ] cell #5505 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1190938],[1319669],[1441740],[1450608],[1524080],[1572466],[1610642],[1653674],[1681452],[1686452],[1701284],[1738995],[1765757],[1770757],[1780445],[1802469],[1813029],[1850822],[1855529],[1863566],[1887451],[1894665],[1901414],[1925266],[1935004],[1952028],[1957028],[1972180],[1981442],[2000379],[2004758],[2004871],[2005086],[2006731],[2013123],[2029552],[2034259],[2042296],[2049543],[2066181],[2073395],[2087489],[2108679],[2114139],[2117403],[2117858],[2118163],[2119459],[2123401],[2141609],[2150871],[2155578],[2169808],[2174187],[2174300],[2174515],[2176160],[2182552],[2186446],[2193372],[2215846],[2218608],[2220587],[2223610],[2224092],[2246129],[2255064],[2267319],[2272779],[2276043],[2276498],[2276803],[2278099],[2282041],[2286420],[2286533],[2286748],[2288393],[2291320],[2314917],[2317264],[2322095],[2330930],[2340043],[2350898],[2352720],[2356722],[2356835],[2362517],[2365279],[2367258],[2370281],[2370763],[2376193],[2379457],[2379912],[2380217],[2381513],[2384299],[2400908],[2407830],[2420426],[2425173],[2428667],[2439835],[2443001],[2443456],[2443761],[2448770],[2451117],[2455948],[2459329],[2461308],[2463130],[2464331],[2464813],[2468828],[2480221],[2483715],[2500788],[2504825],[2506316],[2508139],[2515259],[2520982],[2521464],[2527962],[2528356],[2535502],[2539130],[2540333],[2553938],[2555429],[2557252],[2574045],[2575853],[2576636],[2576868],[2584891],[2590121],[2594378],[2596201],[2603014],[2619054],[2619837],[2620069],[2634618],[2636441],[2638575],[2638900],[2645860],[2653608],[2653840],[2676017],[2676342],[2688219],[2688451],[2692114],[2704837],[2705162],[2724064],[2728887],[2734137],[2734462],[2748249],[2768208],[2772640],[2800689] ] cell #5506 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1190939],[1319673],[1441744],[1450596],[1524084],[1572454],[1610646],[1653662],[1686456],[1701159],[1738983],[1770761],[1780320],[1802473],[1813017],[1863441],[1887455],[1894653],[1899456],[1925254],[1934879],[1957032],[1979484],[2004875],[2006719],[2012998],[2042171],[2047585],[2066185],[2073383],[2089006],[2117997],[2118151],[2119334],[2121443],[2148913],[2159379],[2174304],[2176148],[2182427],[2186450],[2192344],[2218483],[2222104],[2223604],[2224226],[2228355],[2247646],[2276637],[2276791],[2277974],[2280083],[2286537],[2288381],[2291195],[2300662],[2315572],[2317258],[2322100],[2339015],[2356839],[2365154],[2368775],[2370275],[2370897],[2375026],[2380051],[2380205],[2381388],[2384293],[2390413],[2399880],[2403817],[2407835],[2413284],[2425048],[2434515],[2443595],[2443749],[2449425],[2451111],[2455953],[2459204],[2464325],[2464947],[2468833],[2473976],[2480096],[2485856],[2491976],[2501443],[2504819],[2506191],[2510939],[2520406],[2520976],[2521598],[2524343],[2528361],[2533810],[2535496],[2540338],[2553932],[2555304],[2564306],[2566310],[2570426],[2575858],[2576862],[2581001],[2584885],[2587121],[2590126],[2592881],[2594253],[2599001],[2603019],[2608468],[2617331],[2619059],[2620063],[2629535],[2633121],[2634493],[2638569],[2638905],[2645865],[2647599],[2648971],[2653834],[2657973],[2659977],[2664093],[2673879],[2676011],[2676347],[2685713],[2688445],[2692119],[2698071],[2700803],[2704831],[2705167],[2710275],[2713861],[2715233],[2715865],[2720529],[2724069],[2731999],[2734131],[2734467],[2742372],[2746663],[2748254],[2754206],[2756938],[2757491],[2768202],[2769105],[2772645],[2777658],[2782859],[2789128],[2800245],[2800694],[2810791],[2815905] ] cell #5507 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1190940],[1319674],[1441745],[1450603],[1524085],[1572461],[1610647],[1653669],[1686457],[1701220],[1738990],[1770762],[1780381],[1802474],[1813024],[1863502],[1887456],[1894660],[1899572],[1925261],[1934940],[1957033],[1979600],[2004876],[2006726],[2013059],[2042232],[2047701],[2066186],[2073390],[2089122],[2117998],[2118158],[2119395],[2121559],[2149029],[2159495],[2174305],[2176155],[2182488],[2186451],[2192460],[2218544],[2222220],[2223608],[2224225],[2228471],[2247762],[2276638],[2276798],[2278035],[2280199],[2286538],[2288388],[2291256],[2300778],[2315688],[2317262],[2322097],[2339131],[2356840],[2365215],[2368891],[2370279],[2370896],[2375142],[2380052],[2380212],[2381449],[2384297],[2390474],[2399996],[2403878],[2407832],[2413400],[2425109],[2434631],[2443596],[2443756],[2449541],[2451115],[2455950],[2459265],[2464329],[2464946],[2468830],[2473980],[2480157],[2485860],[2492037],[2501559],[2504823],[2506252],[2511000],[2520522],[2520980],[2521597],[2524404],[2528358],[2533926],[2535500],[2540335],[2553936],[2555365],[2564310],[2566371],[2570487],[2575855],[2576866],[2581005],[2584889],[2587182],[2590123],[2592885],[2594314],[2599062],[2603016],[2608584],[2617392],[2619056],[2620067],[2629539],[2633125],[2634554],[2638573],[2638902],[2645862],[2647603],[2649032],[2653838],[2657977],[2660038],[2664154],[2673883],[2676015],[2676344],[2685774],[2688449],[2692116],[2698132],[2700807],[2704835],[2705164],[2710279],[2713865],[2715294],[2715926],[2720533],[2724066],[2732003],[2734135],[2734464],[2742376],[2746724],[2748251],[2754267],[2756942],[2757495],[2768206],[2769109],[2772642],[2777662],[2782863],[2789132],[2800249],[2800691],[2810795],[2815909] ] cell #5508 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1190941],[1319677],[1441748],[1450594],[1524088],[1572452],[1610650],[1653660],[1686460],[1701155],[1738981],[1770765],[1780316],[1802477],[1813015],[1863437],[1887459],[1894651],[1899452],[1925252],[1934875],[1957036],[1979480],[2004879],[2006717],[2012994],[2042167],[2047581],[2066189],[2073381],[2089002],[2118069],[2118149],[2119330],[2121439],[2148909],[2159375],[2174308],[2176146],[2182423],[2186454],[2192340],[2218479],[2222100],[2223602],[2224294],[2228351],[2247642],[2276709],[2276789],[2277970],[2280079],[2286541],[2288379],[2291191],[2300658],[2315568],[2317256],[2322102],[2339011],[2356843],[2365150],[2368771],[2370273],[2370965],[2375022],[2380123],[2380203],[2381384],[2384291],[2390409],[2399876],[2403813],[2407837],[2413280],[2425044],[2434511],[2443667],[2443747],[2449421],[2451109],[2455955],[2459200],[2464323],[2465015],[2468835],[2473974],[2480092],[2485854],[2491972],[2501439],[2504817],[2506187],[2510935],[2520402],[2520974],[2521666],[2524339],[2528363],[2533806],[2535494],[2540340],[2553930],[2555300],[2564304],[2566306],[2570422],[2575860],[2576860],[2580999],[2584883],[2587117],[2590128],[2592879],[2594249],[2598997],[2603021],[2608464],[2617327],[2619061],[2620061],[2629533],[2633119],[2634489],[2638567],[2638907],[2645867],[2647597],[2648967],[2653832],[2657971],[2659973],[2664089],[2673877],[2676009],[2676349],[2685709],[2688443],[2692121],[2698067],[2700801],[2704829],[2705169],[2710273],[2713859],[2715229],[2715861],[2720527],[2724071],[2731997],[2734129],[2734469],[2742370],[2746659],[2748256],[2754202],[2756936],[2757489],[2768200],[2769103],[2772647],[2777656],[2782857],[2789126],[2800243],[2800696],[2810789],[2815903] ] cell #5509 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1190942],[1319678],[1441749],[1450597],[1524089],[1572455],[1610651],[1653663],[1686461],[1701160],[1738984],[1770766],[1780321],[1802478],[1813018],[1863442],[1887460],[1894654],[1899457],[1925255],[1934880],[1957037],[1979485],[2004880],[2006720],[2012999],[2042172],[2047586],[2066190],[2073384],[2089007],[2118070],[2118152],[2119335],[2121444],[2148914],[2159380],[2174309],[2176149],[2182428],[2186455],[2192345],[2218484],[2222105],[2223605],[2224293],[2228356],[2247647],[2276710],[2276792],[2277975],[2280084],[2286542],[2288382],[2291196],[2300663],[2315573],[2317259],[2322099],[2339016],[2356844],[2365155],[2368776],[2370276],[2370964],[2375027],[2380124],[2380206],[2381389],[2384294],[2390414],[2399881],[2403818],[2407834],[2413285],[2425049],[2434516],[2443668],[2443750],[2449426],[2451112],[2455952],[2459205],[2464326],[2465014],[2468832],[2473977],[2480097],[2485857],[2491977],[2501444],[2504820],[2506192],[2510940],[2520407],[2520977],[2521665],[2524344],[2528360],[2533811],[2535497],[2540337],[2553933],[2555305],[2564307],[2566311],[2570427],[2575857],[2576863],[2581002],[2584886],[2587122],[2590125],[2592882],[2594254],[2599002],[2603018],[2608469],[2617332],[2619058],[2620064],[2629536],[2633122],[2634494],[2638570],[2638904],[2645864],[2647600],[2648972],[2653835],[2657974],[2659978],[2664094],[2673880],[2676012],[2676346],[2685714],[2688446],[2692118],[2698072],[2700804],[2704832],[2705166],[2710276],[2713862],[2715234],[2715866],[2720530],[2724068],[2732000],[2734132],[2734466],[2742373],[2746664],[2748253],[2754207],[2756939],[2757492],[2768203],[2769106],[2772644],[2777659],[2782860],[2789129],[2800246],[2800693],[2810792],[2815906] ] cell #5510 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1190943],[1319679],[1441750],[1450595],[1524090],[1572453],[1610652],[1653661],[1686462],[1701156],[1738982],[1770767],[1780317],[1802479],[1813016],[1863438],[1887461],[1894652],[1899453],[1925253],[1934876],[1957038],[1979481],[2004881],[2006718],[2012995],[2042168],[2047582],[2066191],[2073382],[2089003],[2118143],[2118150],[2119331],[2121440],[2148910],[2159376],[2174310],[2176147],[2182424],[2186456],[2192341],[2218480],[2222101],[2223603],[2224363],[2228352],[2247643],[2276783],[2276790],[2277971],[2280080],[2286543],[2288380],[2291192],[2300659],[2315569],[2317257],[2322101],[2339012],[2356845],[2365151],[2368772],[2370274],[2371034],[2375023],[2380197],[2380204],[2381385],[2384292],[2390410],[2399877],[2403814],[2407836],[2413281],[2425045],[2434512],[2443741],[2443748],[2449422],[2451110],[2455954],[2459201],[2464324],[2465084],[2468834],[2473975],[2480093],[2485855],[2491973],[2501440],[2504818],[2506188],[2510936],[2520403],[2520975],[2521735],[2524340],[2528362],[2533807],[2535495],[2540339],[2553931],[2555301],[2564305],[2566307],[2570423],[2575859],[2576861],[2581000],[2584884],[2587118],[2590127],[2592880],[2594250],[2598998],[2603020],[2608465],[2617328],[2619060],[2620062],[2629534],[2633120],[2634490],[2638568],[2638906],[2645866],[2647598],[2648968],[2653833],[2657972],[2659974],[2664090],[2673878],[2676010],[2676348],[2685710],[2688444],[2692120],[2698068],[2700802],[2704830],[2705168],[2710274],[2713860],[2715230],[2715862],[2720528],[2724070],[2731998],[2734130],[2734468],[2742371],[2746660],[2748255],[2754203],[2756937],[2757490],[2768201],[2769104],[2772646],[2777657],[2782858],[2789127],[2800244],[2800695],[2810790],[2815904] ] cell #5511 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1190944],[1319680],[1441751],[1450592],[1524091],[1572450],[1610653],[1653658],[1686463],[1701149],[1738979],[1770768],[1780310],[1802480],[1813013],[1863431],[1887462],[1894649],[1899446],[1925250],[1934869],[1957039],[1979474],[2004882],[2006715],[2012988],[2042161],[2047575],[2066192],[2073379],[2088996],[2118144],[2118147],[2119324],[2121433],[2148903],[2159369],[2174311],[2176144],[2182417],[2186457],[2192334],[2218473],[2222094],[2223598],[2224365],[2228345],[2247636],[2276784],[2276787],[2277964],[2280073],[2286544],[2288377],[2291185],[2300652],[2315562],[2317252],[2322106],[2339005],[2356846],[2365144],[2368765],[2370269],[2371036],[2375016],[2380198],[2380201],[2381378],[2384287],[2390403],[2399870],[2403807],[2407841],[2413274],[2425038],[2434505],[2443742],[2443745],[2449415],[2451105],[2455959],[2459194],[2464319],[2465086],[2468839],[2473970],[2480086],[2485850],[2491966],[2501433],[2504813],[2506181],[2510929],[2520396],[2520970],[2521737],[2524333],[2528367],[2533800],[2535490],[2540344],[2553926],[2555294],[2564300],[2566300],[2570416],[2575864],[2576856],[2580995],[2584879],[2587111],[2590132],[2592875],[2594243],[2598991],[2603025],[2608458],[2617321],[2619065],[2620057],[2629529],[2633115],[2634483],[2638563],[2638911],[2645871],[2647593],[2648961],[2653828],[2657967],[2659967],[2664083],[2673873],[2676005],[2676353],[2685703],[2688439],[2692125],[2698061],[2700797],[2704825],[2705173],[2710269],[2713855],[2715223],[2715855],[2720523],[2724075],[2731993],[2734125],[2734473],[2742366],[2746653],[2748260],[2754196],[2756932],[2757485],[2768196],[2769099],[2772651],[2777652],[2782853],[2789122],[2800239],[2800700],[2810785],[2815899] ] cell #5512 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1503472],[1582551],[1633259],[1698702],[1711258],[1760265],[1825086],[1828547],[1836195],[1837640],[1877996],[1904807],[1928755],[1946536],[1950640],[1958169],[1964074],[1984835],[2023232],[2043171],[2046211],[2052936],[2056726],[2066482],[2073819],[2076884],[2099366],[2120334],[2126794],[2133503],[2134747],[2154264],[2154272],[2156541],[2163488],[2176991],[2183427],[2186467],[2205056],[2206300],[2226465],[2226473],[2232464],[2235884],[2240395],[2252628],[2257193],[2258006],[2265917],[2278974],[2285434],[2285442],[2287711],[2302300],[2306811],[2323913],[2324726],[2329528],[2336958],[2348530],[2352971],[2357013],[2361524],[2373136],[2373144],[2373757],[2378322],[2379135],[2384798],[2397823],[2407953],[2413840],[2414922],[2419433],[2423628],[2425416],[2426382],[2436153],[2447368],[2457766],[2458579],[2458940],[2463381],[2468951],[2469789],[2478676],[2480464],[2481430],[2486361],[2489726],[2499386],[2505324],[2505927],[2524711],[2525677],[2528479],[2534366],[2535448],[2544485],[2548907],[2549745],[2554437],[2555040],[2559281],[2560119],[2562241],[2570794],[2571760],[2575976],[2576814],[2585701],[2588455],[2593386],[2593989],[2596751],[2614755],[2619177],[2620015],[2623674],[2625986],[2628096],[2628934],[2631056],[2633626],[2634229],[2638152],[2642574],[2643412],[2648707],[2652948],[2653786],[2665427],[2675594],[2678976],[2681374],[2683137],[2684484],[2685449],[2687559],[2688397],[2695495],[2699917],[2700755],[2704414],[2708836],[2709674],[2711796],[2714969],[2722434],[2726566],[2729553],[2731121],[2731207],[2731951],[2733714],[2744087],[2751630],[2752977],[2753942],[2756052],[2756890],[2762517],[2763074],[2766361],[2768873],[2779563],[2786682],[2788250],[2788336],[2789080],[2790843],[2792190],[2796142],[2801128],[2809317],[2809874],[2812696],[2815673],[2820228],[2820314],[2823273],[2833748],[2835915],[2836472],[2836558],[2838734],[2852869],[2854662],[2868948] ] cell #5513 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1761068],[1838550],[1885238],[1947339],[1959625],[2003971],[2063968],[2067116],[2074622],[2075961],[2112307],[2135381],[2157344],[2173400],[2177022],[2184233],[2191679],[2206934],[2240426],[2258145],[2260986],[2266551],[2270947],[2278980],[2285633],[2288514],[2306842],[2324865],[2330162],[2337124],[2338350],[2353605],[2353829],[2355935],[2361555],[2374361],[2379274],[2382115],[2397989],[2399215],[2414474],[2414698],[2419464],[2422683],[2427697],[2436458],[2440198],[2440695],[2447534],[2458718],[2464015],[2464239],[2466345],[2477731],[2482745],[2494998],[2495495],[2499552],[2505629],[2514945],[2518515],[2521978],[2526992],[2535000],[2535224],[2535753],[2539493],[2539990],[2544773],[2554742],[2562589],[2567178],[2568061],[2573075],[2574990],[2576322],[2577119],[2584756],[2593691],[2602023],[2602520],[2603007],[2606577],[2611061],[2611644],[2618191],[2619523],[2620320],[2623962],[2626530],[2633931],[2638440],[2638893],[2653294],[2654091],[2656256],[2660845],[2661728],[2668812],[2671900],[2672483],[2675882],[2676335],[2679443],[2680026],[2681679],[2687905],[2688702],[2691801],[2692384],[2698931],[2701060],[2704702],[2705155],[2707270],[2720663],[2723751],[2724334],[2726932],[2728573],[2730020],[2730603],[2731249],[2732256],[2734002],[2734455],[2737305],[2740393],[2740976],[2744828],[2747936],[2748519],[2757195],[2764125],[2766485],[2768073],[2769239],[2770179],[2770880],[2772327],[2772910],[2777792],[2780880],[2781463],[2784061],[2787149],[2787732],[2788378],[2789385],[2791584],[2796622],[2799327],[2801252],[2802260],[2802840],[2804006],[2810925],[2816039],[2816979],[2817680],[2819127],[2819710],[2820356],[2823397],[2823744],[2825814],[2827361],[2834228],[2836600],[2838858],[2839866],[2840446],[2841612],[2842552],[2844991],[2847962],[2852993],[2853340],[2855142],[2856957],[2859890],[2861699],[2867763],[2869072],[2869419],[2870734],[2878793],[2879825],[2887600] ] cell #5514 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2004657],[2077046],[2117937],[2174086],[2185739],[2223673],[2276577],[2279626],[2286319],[2287683],[2317928],[2337770],[2356621],[2370344],[2373729],[2379991],[2386148],[2398635],[2426354],[2441026],[2443535],[2448180],[2451781],[2458730],[2464394],[2467031],[2481402],[2495826],[2500198],[2505717],[2506674],[2519161],[2519239],[2521045],[2525649],[2536166],[2540321],[2542830],[2554830],[2555787],[2567824],[2567902],[2571732],[2574343],[2578085],[2584988],[2587923],[2588427],[2593779],[2602851],[2607223],[2607301],[2609107],[2617544],[2621286],[2630524],[2631028],[2634019],[2638672],[2645786],[2648497],[2651315],[2655057],[2661491],[2661569],[2661960],[2664895],[2665399],[2669018],[2676114],[2681872],[2685239],[2685926],[2689668],[2691129],[2692040],[2692616],[2698284],[2704934],[2711264],[2711768],[2712048],[2714759],[2718191],[2718577],[2723079],[2723990],[2724566],[2727138],[2728973],[2734234],[2737511],[2737814],[2748175],[2748751],[2750365],[2753732],[2754419],[2759668],[2761653],[2762039],[2764331],[2764634],[2766767],[2767153],[2768305],[2772566],[2773142],[2775320],[2775706],[2780208],[2781695],[2784267],[2784570],[2786102],[2795460],[2797445],[2797831],[2799549],[2800615],[2801534],[2801920],[2802356],[2803072],[2804212],[2804515],[2806468],[2808453],[2808839],[2811434],[2813567],[2813953],[2819942],[2824384],[2825903],[2826876],[2827583],[2828178],[2828649],[2829568],[2829954],[2833066],[2835051],[2835437],[2837155],[2839140],[2839526],[2839962],[2840678],[2842121],[2845291],[2846929],[2848051],[2848649],[2849024],[2849731],[2853980],[2857179],[2857774],[2858245],[2859164],[2859550],[2859986],[2861788],[2861992],[2863194],[2864044],[2868063],[2869515],[2870823],[2871421],[2871796],[2872503],[2873098],[2874500],[2876104],[2878882],[2879086],[2880125],[2881138],[2882858],[2883861],[2886987],[2887689],[2887893],[2888591],[2892710],[2893227],[2896984] ] cell #5515 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1190945],[1319750],[1441893],[1450670],[1524233],[1572602],[1610795],[1633391],[1653810],[1686605],[1701164],[1739131],[1761083],[1770910],[1780325],[1802622],[1813165],[1825218],[1863446],[1884516],[1887604],[1894801],[1899461],[1925402],[1934884],[1947354],[1957181],[1958301],[1979489],[1997756],[2005961],[2006867],[2013003],[2042176],[2046343],[2047590],[2063246],[2066334],[2073531],[2074637],[2080128],[2089011],[2119193],[2119339],[2121448],[2148918],[2156453],[2157359],[2159384],[2167185],[2175390],[2176296],[2182432],[2183511],[2186599],[2192349],[2218488],[2222109],[2224538],[2228360],[2238768],[2247651],[2260118],[2260264],[2277833],[2277979],[2279418],[2280088],[2287623],[2288529],[2291200],[2300667],[2305184],[2315577],[2317296],[2337562],[2339020],[2348799],[2354849],[2365159],[2368780],[2371209],[2375031],[2381247],[2381393],[2384331],[2390418],[2398427],[2399885],[2403822],[2413289],[2425053],[2425685],[2434520],[2436239],[2447972],[2449430],[2451149],[2459209],[2465259],[2474014],[2480101],[2480733],[2485894],[2491981],[2499990],[2501448],[2504857],[2505410],[2506196],[2510944],[2520411],[2524348],[2524980],[2533815],[2535534],[2553970],[2554523],[2555309],[2564344],[2566315],[2570431],[2571063],[2576900],[2581039],[2587126],[2592919],[2593472],[2594258],[2599006],[2608473],[2617336],[2620101],[2626255],[2629573],[2633159],[2633712],[2634498],[2647637],[2648976],[2653872],[2658011],[2659982],[2664098],[2673917],[2681460],[2685718],[2688483],[2698076],[2700841],[2710313],[2713899],[2715238],[2715870],[2720801],[2727070],[2732037],[2742410],[2746668],[2754211],[2756976],[2757529],[2769377],[2777930],[2782897],[2789166],[2811063],[2816177] ] cell #5516 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1243480],[1320462],[1372968],[1438710],[1450663],[1502722],[1569344],[1572521],[1580366],[1581577],[1626524],[1653729],[1679052],[1697952],[1701800],[1709724],[1719256],[1739050],[1780961],[1802754],[1805868],[1813084],[1818351],[1827591],[1835445],[1838407],[1864082],[1887736],[1894720],[1903851],[1905527],[1925321],[1925549],[1928005],[1935520],[1951434],[1957313],[1960427],[1983879],[1985555],[2006786],[2007014],[2013639],[2017535],[2025016],[2037004],[2042139],[2042812],[2051980],[2066466],[2073450],[2073678],[2076134],[2093669],[2101150],[2119302],[2119975],[2125838],[2134634],[2148106],[2153308],[2157791],[2165272],[2176215],[2176443],[2177260],[2182395],[2183068],[2189968],[2206187],[2218401],[2225509],[2226767],[2234248],[2237134],[2239414],[2240664],[2252309],[2265804],[2277942],[2278615],[2279276],[2284478],[2291113],[2292210],[2303550],[2305830],[2307080],[2313196],[2317355],[2329415],[2336639],[2337420],[2360543],[2361793],[2365072],[2372180],[2373438],[2384390],[2390331],[2391428],[2397504],[2398285],[2403735],[2404832],[2407574],[2418452],[2419702],[2424966],[2426063],[2437403],[2440933],[2447049],[2447830],[2451208],[2474073],[2480014],[2481111],[2485953],[2489024],[2491894],[2492991],[2494039],[2495733],[2499067],[2499848],[2504916],[2510857],[2511954],[2518811],[2524261],[2525358],[2540228],[2554029],[2558594],[2561922],[2564403],[2566228],[2567474],[2570344],[2571441],[2581098],[2587039],[2588136],[2592978],[2598919],[2600016],[2601064],[2602758],[2606873],[2617249],[2623092],[2627409],[2629632],[2630737],[2633218],[2647696],[2658070],[2659895],[2661141],[2664011],[2665108],[2666156],[2673185],[2673976],[2678734],[2682555],[2697989],[2702895],[2708149],[2710372],[2711477],[2713958],[2715783],[2721719],[2729311],[2741678],[2742469],[2746581],[2751048],[2757588],[2762275],[2778848],[2782165],[2782956],[2786440],[2809075],[2811981],[2835673] ] cell #5517 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1190948],[1319682],[1441753],[1450593],[1524093],[1572451],[1610655],[1653659],[1686465],[1701150],[1738980],[1770770],[1780311],[1802482],[1813014],[1863432],[1885443],[1887464],[1894650],[1899447],[1925251],[1934870],[1957041],[1979475],[2004743],[2004884],[2006716],[2012989],[2042162],[2047576],[2064173],[2066194],[2073380],[2088997],[2117251],[2118148],[2119325],[2121434],[2148904],[2159370],[2174172],[2174313],[2176145],[2182418],[2184438],[2186459],[2192335],[2218251],[2218474],[2222095],[2223599],[2228346],[2247637],[2261191],[2275891],[2276788],[2277965],[2280074],[2286405],[2286546],[2288378],[2290963],[2291186],[2300653],[2315563],[2317253],[2339006],[2356707],[2356848],[2364922],[2365145],[2368766],[2370270],[2375017],[2379305],[2380202],[2381379],[2384288],[2390404],[2399871],[2403808],[2413275],[2424816],[2425039],[2434506],[2442849],[2443746],[2449416],[2451106],[2458972],[2459195],[2464320],[2473971],[2479864],[2480087],[2485851],[2491967],[2501434],[2504814],[2505959],[2506182],[2510930],[2515068],[2520397],[2520971],[2524334],[2533801],[2535491],[2553927],[2555072],[2555295],[2564301],[2566301],[2570417],[2576445],[2576857],[2580996],[2584880],[2587112],[2592876],[2594021],[2594244],[2598992],[2608459],[2617322],[2619646],[2620058],[2629530],[2633116],[2634261],[2634484],[2638564],[2647594],[2648962],[2653417],[2653829],[2657968],[2659968],[2664084],[2673874],[2676006],[2685704],[2688028],[2688440],[2698062],[2700798],[2704826],[2710270],[2713856],[2715224],[2715856],[2720524],[2728696],[2731994],[2734126],[2742367],[2746654],[2754197],[2756933],[2757486],[2768197],[2769100],[2777653],[2782854],[2789123],[2800240],[2810786],[2815900] ] cell #5518 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1206980],[1228842],[1369352],[1402210],[1424072],[1503148],[1510878],[1543736],[1565728],[1602891],[1633137],[1675396],[1698378],[1706108],[1725563],[1760893],[1763006],[1794718],[1801311],[1824964],[1834751],[1835871],[1850551],[1881233],[1911834],[1923828],[1928431],[1947164],[1949277],[1955870],[1958047],[1971708],[1995153],[2000108],[2029281],[2039972],[2046089],[2055907],[2059963],[2071957],[2074447],[2076560],[2108408],[2113667],[2118175],[2129765],[2141137],[2150600],[2153254],[2157169],[2164582],[2166073],[2169537],[2180228],[2186345],[2211766],[2215374],[2223791],[2233558],[2235049],[2243504],[2254592],[2256446],[2257128],[2263300],[2267048],[2272307],[2276815],[2281770],[2284424],[2288339],[2288405],[2309920],[2311303],[2318634],[2322242],[2326911],[2330659],[2339772],[2352248],[2352384],[2358437],[2362045],[2364633],[2370462],[2375721],[2377575],[2378257],[2380229],[2381720],[2392313],[2393316],[2400637],[2402334],[2409015],[2416346],[2419954],[2422542],[2423404],[2428195],[2439598],[2443773],[2445156],[2450182],[2450864],[2452487],[2456095],[2460764],[2462658],[2462794],[2464512],[2475813],[2476537],[2478452],[2483243],[2490493],[2494879],[2497174],[2502200],[2502882],[2503564],[2512839],[2513842],[2521163],[2522699],[2527490],[2527626],[2529541],[2536872],[2538893],[2540480],[2549521],[2550235],[2550998],[2552677],[2566867],[2568782],[2573573],[2573709],[2574572],[2582838],[2583562],[2585477],[2589021],[2590024],[2590268],[2591626],[2592133],[2595964],[2597518],[2601904],[2604199],[2609907],[2612768],[2615257],[2617773],[2628710],[2630187],[2631866],[2632373],[2636204],[2643188],[2643902],[2644665],[2646344],[2649436],[2650160],[2651544],[2652176],[2660534],[2666996],[2667376],[2670214],[2672065],[2673607],[2681150],[2683639],[2686155],[2686787],[2695997],[2698513],[2701245],[2702008],[2703546],[2709450],[2710927],[2713113],[2716422],[2716944],[2717425],[2719079],[2722065],[2728334],[2730185],[2732846],[2740558],[2742100],[2752132],[2755280],[2758143],[2759288],[2762541],[2767655],[2779194],[2787314],[2789975],[2795080],[2799169],[2809341],[2832686] ] cell #5519 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1206981],[1228843],[1369353],[1402211],[1424073],[1503149],[1503304],[1510879],[1543737],[1565729],[1602892],[1633138],[1675397],[1698379],[1698534],[1706109],[1725564],[1763007],[1794719],[1801312],[1824965],[1834752],[1835872],[1836027],[1850552],[1881234],[1911835],[1923829],[1928432],[1928587],[1949278],[1955871],[1958048],[1971710],[1995154],[2000109],[2029282],[2039973],[2042064],[2046090],[2055908],[2059964],[2071958],[2076561],[2076716],[2108409],[2113669],[2118176],[2129766],[2141139],[2150601],[2152666],[2153255],[2164583],[2166074],[2169538],[2180229],[2182320],[2186346],[2211767],[2215376],[2223792],[2233559],[2235050],[2243505],[2254594],[2256447],[2256510],[2263301],[2267049],[2269764],[2272309],[2276816],[2281771],[2283836],[2284425],[2288406],[2309921],[2311305],[2318635],[2322244],[2326912],[2330660],[2333375],[2339773],[2352250],[2358438],[2362047],[2364045],[2364634],[2370463],[2375723],[2377576],[2377639],[2380230],[2381721],[2392314],[2393317],[2400638],[2402336],[2409017],[2416347],[2419956],[2421954],[2422543],[2423405],[2428197],[2443774],[2445158],[2445407],[2450183],[2450246],[2452488],[2456097],[2460765],[2462660],[2464513],[2467228],[2475815],[2476538],[2478453],[2483245],[2490495],[2494880],[2497176],[2497425],[2502201],[2502264],[2503566],[2512840],[2513843],[2521164],[2522700],[2523201],[2527492],[2529543],[2536873],[2540482],[2542480],[2549522],[2550237],[2551000],[2551249],[2552679],[2566868],[2568783],[2569284],[2573575],[2574583],[2582840],[2583563],[2585478],[2589022],[2590025],[2590270],[2591628],[2591733],[2597520],[2601905],[2604201],[2604450],[2609289],[2612769],[2615259],[2616742],[2617784],[2628711],[2630189],[2631868],[2631973],[2643189],[2643904],[2644667],[2644916],[2646346],[2649438],[2650161],[2651555],[2660535],[2662951],[2666997],[2670216],[2672076],[2673207],[2681151],[2683641],[2686166],[2695999],[2697482],[2698524],[2701247],[2702010],[2709451],[2710929],[2712713],[2716423],[2717426],[2719090],[2719868],[2728336],[2730196],[2740569],[2741700],[2752134],[2758145],[2759533],[2767666],[2776997],[2787325],[2799414] ] cell #5520 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1206982],[1228844],[1369354],[1402212],[1424074],[1503150],[1503310],[1510880],[1543738],[1565730],[1602893],[1633139],[1675398],[1698380],[1698540],[1706110],[1725565],[1763008],[1794720],[1801313],[1824966],[1834753],[1835873],[1836033],[1850553],[1881235],[1911836],[1923830],[1928433],[1928593],[1949279],[1955872],[1958049],[1971709],[1995155],[2000110],[2029283],[2039974],[2042070],[2046091],[2055909],[2059965],[2071959],[2076562],[2076722],[2108410],[2113668],[2118177],[2129767],[2141138],[2150602],[2152669],[2153256],[2164584],[2166075],[2169539],[2180230],[2182326],[2186347],[2211768],[2215375],[2223793],[2233560],[2235051],[2243506],[2254593],[2256448],[2256509],[2263302],[2267050],[2269770],[2272308],[2276817],[2281772],[2283839],[2284426],[2288407],[2309922],[2311304],[2318636],[2322243],[2326913],[2330661],[2333381],[2339774],[2352249],[2358439],[2362046],[2364048],[2364635],[2370464],[2375722],[2377577],[2377638],[2380231],[2381722],[2392315],[2393318],[2400639],[2402286],[2409016],[2416348],[2419955],[2421957],[2422544],[2423406],[2428196],[2443775],[2445157],[2445410],[2450184],[2450245],[2452489],[2456096],[2460766],[2462659],[2464514],[2467234],[2475814],[2476539],[2478454],[2483244],[2490445],[2494881],[2497175],[2497428],[2502202],[2502263],[2503565],[2512841],[2513844],[2521165],[2522701],[2523200],[2527491],[2529542],[2536874],[2540481],[2542483],[2549523],[2550187],[2550999],[2551252],[2552678],[2566869],[2568784],[2569283],[2573574],[2574582],[2582839],[2583564],[2585479],[2589023],[2590026],[2590269],[2591627],[2591732],[2597470],[2601906],[2604200],[2604453],[2609288],[2612770],[2615258],[2616741],[2617783],[2628712],[2630188],[2631867],[2631972],[2643190],[2643854],[2644666],[2644919],[2646345],[2649437],[2650162],[2651554],[2660536],[2662950],[2666998],[2670215],[2672075],[2673206],[2681152],[2683640],[2686165],[2695998],[2697481],[2698523],[2701197],[2702009],[2709452],[2710928],[2712712],[2716424],[2717427],[2719089],[2719867],[2728335],[2730195],[2740568],[2741699],[2752133],[2758144],[2759532],[2767665],[2776996],[2787324],[2799413] ] cell #5521 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1206987],[1228849],[1369359],[1402217],[1424079],[1503155],[1510885],[1543743],[1565735],[1602898],[1633144],[1675403],[1698385],[1706115],[1725570],[1760900],[1763013],[1794725],[1801318],[1824971],[1834758],[1835878],[1850555],[1881240],[1911841],[1923900],[1928438],[1947171],[1949284],[1955877],[1958054],[1971707],[1995160],[2000112],[2029285],[2039979],[2046096],[2055914],[2059970],[2072029],[2074454],[2076567],[2108412],[2113666],[2118182],[2129772],[2141136],[2150604],[2153261],[2157176],[2164589],[2166145],[2169541],[2180235],[2186352],[2211770],[2215373],[2223795],[2233565],[2235121],[2243511],[2254591],[2256450],[2257135],[2263372],[2267052],[2272306],[2276822],[2281774],[2284431],[2288346],[2288412],[2309927],[2311302],[2318638],[2322241],[2326983],[2330663],[2339776],[2352247],[2352388],[2358441],[2362044],[2364640],[2370466],[2375720],[2377579],[2378264],[2380236],[2381792],[2392317],[2393388],[2400641],[2402284],[2409014],[2416350],[2419953],[2422549],[2423408],[2428194],[2439597],[2443780],[2445155],[2450186],[2450871],[2452491],[2456094],[2460836],[2462657],[2462798],[2464516],[2475812],[2476541],[2478456],[2483242],[2490443],[2494951],[2497173],[2502204],[2502889],[2503563],[2512843],[2513914],[2521167],[2522703],[2527489],[2527630],[2529540],[2536876],[2538892],[2540479],[2549525],[2550185],[2550997],[2552676],[2566871],[2568786],[2573572],[2573713],[2574571],[2582837],[2583566],[2585481],[2589025],[2590096],[2590267],[2591625],[2592137],[2595963],[2597468],[2601976],[2604198],[2609775],[2609914],[2612772],[2615256],[2617772],[2628714],[2630186],[2631865],[2632377],[2636203],[2643192],[2643852],[2644664],[2646343],[2649435],[2650164],[2651543],[2652175],[2660538],[2667068],[2667380],[2670213],[2672064],[2673611],[2681154],[2683638],[2686154],[2686786],[2695996],[2698512],[2701195],[2702007],[2703545],[2709454],[2710926],[2713117],[2716426],[2716943],[2719078],[2722064],[2728333],[2730184],[2732845],[2740557],[2742104],[2752131],[2755279],[2758142],[2759287],[2762540],[2767654],[2779193],[2787313],[2789974],[2795079],[2799168],[2809340],[2832685] ] cell #5522 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1206991],[1228853],[1243335],[1369363],[1372847],[1402221],[1424083],[1438565],[1503159],[1510889],[1543747],[1565739],[1569223],[1580221],[1602902],[1675407],[1678907],[1698389],[1706119],[1709603],[1725574],[1763017],[1794729],[1801322],[1801619],[1805747],[1834762],[1835882],[1838262],[1850663],[1881244],[1911845],[1923836],[1923849],[1924458],[1928442],[1949288],[1955881],[1956178],[1960306],[1971805],[1995164],[2000220],[2029393],[2039983],[2041202],[2041393],[2055918],[2056215],[2059974],[2071965],[2071978],[2072587],[2076571],[2108520],[2113764],[2118186],[2129776],[2130073],[2141234],[2150712],[2152397],[2164593],[2166081],[2166094],[2166703],[2169649],[2180239],[2181458],[2181649],[2211878],[2215471],[2223903],[2233569],[2235057],[2235070],[2235679],[2243515],[2254689],[2263308],[2263321],[2267160],[2268902],[2269093],[2272404],[2276826],[2281882],[2283567],[2288416],[2288713],[2309931],[2311400],[2318746],[2322339],[2326919],[2326932],[2330771],[2332513],[2332704],[2339884],[2357339],[2358549],[2358615],[2362142],[2363776],[2370574],[2375818],[2380240],[2381728],[2381741],[2392425],[2393324],[2393337],[2400749],[2402288],[2409112],[2415248],[2416458],[2416524],[2420051],[2421685],[2423954],[2428292],[2443784],[2444193],[2444853],[2445253],[2452599],[2456192],[2460772],[2460785],[2464624],[2466557],[2470115],[2475910],[2476649],[2476715],[2479002],[2483340],[2490447],[2494887],[2496211],[2496871],[2497271],[2504032],[2512951],[2513850],[2513863],[2521275],[2521915],[2529638],[2536984],[2537050],[2540577],[2545455],[2550071],[2550189],[2550695],[2551095],[2553145],[2560445],[2566979],[2567998],[2574927],[2582935],[2583674],[2583740],[2586027],[2589133],[2590032],[2590365],[2597472],[2601912],[2603896],[2604296],[2611581],[2613452],[2615725],[2618128],[2624644],[2629260],[2630284],[2643738],[2643856],[2644362],[2644762],[2646812],[2649533],[2650272],[2660646],[2667004],[2668539],[2672420],[2679963],[2684107],[2694192],[2696465],[2698868],[2701199],[2702105],[2710000],[2711024],[2716534],[2717433],[2726659],[2730540],[2740913],[2752600],[2758240],[2787669] ] cell #5523 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1243337],[1372835],[1438567],[1465919],[1502789],[1569211],[1580223],[1628677],[1661149],[1678909],[1698019],[1709591],[1750292],[1799028],[1801621],[1805735],[1820504],[1835512],[1838264],[1923851],[1924101],[1924446],[1928072],[1936563],[1953587],[1956180],[1960294],[2014682],[2026090],[2037071],[2041097],[2041391],[2041841],[2056217],[2071980],[2072230],[2072575],[2076201],[2102224],[2130075],[2134701],[2148059],[2152311],[2152659],[2166096],[2166346],[2166691],[2177327],[2181353],[2181647],[2182097],[2206254],[2235072],[2235322],[2235667],[2239367],[2240731],[2252263],[2263323],[2265871],[2268797],[2269091],[2269541],[2279229],[2283481],[2283829],[2288715],[2305783],[2307147],[2326934],[2329482],[2332408],[2332702],[2333152],[2336593],[2337373],[2357189],[2358613],[2360496],[2361860],[2363690],[2364038],[2373392],[2381743],[2393339],[2397458],[2398238],[2407641],[2415098],[2416522],[2418405],[2419769],[2421599],[2421947],[2423804],[2426017],[2441000],[2444068],[2444848],[2445400],[2447003],[2447783],[2460787],[2466555],[2467005],[2469965],[2476713],[2478852],[2481065],[2488977],[2495800],[2496086],[2496866],[2497418],[2499021],[2499801],[2503907],[2513865],[2518764],[2521910],[2523099],[2525312],[2537048],[2540295],[2542473],[2545330],[2549921],[2550690],[2551242],[2553020],[2558547],[2560295],[2561876],[2567427],[2567993],[2569182],[2571395],[2574922],[2583738],[2585877],[2588090],[2591969],[2602825],[2603891],[2604443],[2606826],[2611576],[2613447],[2615600],[2616640],[2618123],[2623046],[2624519],[2627362],[2629110],[2630431],[2630691],[2632209],[2643588],[2644357],[2644909],[2646687],[2661094],[2662849],[2665062],[2668534],[2672415],[2673138],[2673443],[2678729],[2679958],[2682509],[2683982],[2685022],[2694187],[2696340],[2697380],[2698863],[2702252],[2708102],[2709850],[2711171],[2711431],[2712949],[2721673],[2726654],[2729306],[2730535],[2731563],[2740908],[2741631],[2741936],[2745972],[2751002],[2752475],[2753515],[2758387],[2762270],[2778802],[2782118],[2782423],[2786435],[2787664],[2788692],[2792728],[2793496],[2809070],[2811935],[2820670],[2835668] ] cell #5524 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1372868],[1503285],[1569244],[1596408],[1632641],[1698515],[1709624],[1756523],[1788235],[1805768],[1824468],[1836008],[1874926],[1921948],[1924479],[1928568],[1942794],[1957551],[1960327],[2041455],[2041702],[2042045],[2045593],[2053656],[2070077],[2072608],[2076697],[2127514],[2138232],[2148566],[2152346],[2152612],[2153048],[2166724],[2181711],[2181958],[2182301],[2185849],[2209785],[2235700],[2239874],[2252298],[2256235],[2256609],[2269155],[2269402],[2269745],[2279736],[2283516],[2283782],[2284218],[2306290],[2332766],[2333013],[2333356],[2336628],[2337880],[2348468],[2358677],[2361003],[2363725],[2363991],[2364427],[2373427],[2377364],[2377738],[2382371],[2397493],[2398745],[2416586],[2418912],[2421634],[2421900],[2422336],[2425354],[2426052],[2444103],[2445353],[2447038],[2448290],[2449971],[2450345],[2458878],[2466619],[2476777],[2480402],[2481100],[2489484],[2496121],[2497371],[2499056],[2500308],[2501989],[2502363],[2503942],[2505865],[2519271],[2522083],[2522760],[2523300],[2524649],[2525347],[2537112],[2542426],[2542862],[2545365],[2551195],[2553055],[2554978],[2561911],[2567934],[2568166],[2568843],[2569383],[2570732],[2571430],[2575095],[2583802],[2588125],[2590999],[2592004],[2593927],[2604396],[2607333],[2609388],[2611749],[2615635],[2616301],[2616841],[2618296],[2623081],[2624554],[2625924],[2630726],[2631239],[2632244],[2634167],[2637289],[2644862],[2646722],[2648645],[2652067],[2661601],[2662510],[2663050],[2665097],[2669252],[2670826],[2672588],[2673478],[2674731],[2678914],[2680131],[2682544],[2684017],[2685223],[2685387],[2686678],[2696375],[2697041],[2697581],[2699036],[2711466],[2712984],[2714907],[2717957],[2721103],[2721708],[2721956],[2726381],[2727372],[2729491],[2730708],[2731598],[2739319],[2741081],[2741971],[2743224],[2746173],[2751037],[2752510],[2753716],[2753880],[2755171],[2759030],[2762455],[2766533],[2768688],[2769679],[2770532],[2778232],[2778837],[2779085],[2782458],[2786620],[2787837],[2788727],[2792929],[2795957],[2809255],[2811970],[2812218],[2815488],[2816479],[2817332],[2820705],[2833563],[2835853],[2842905],[2854477] ] cell #5525 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1633174],[1760862],[1825001],[1884564],[1947133],[1958084],[1998589],[2046126],[2063294],[2074416],[2082611],[2153291],[2157138],[2168018],[2183559],[2186382],[2186717],[2241251],[2257017],[2257097],[2260312],[2280251],[2284461],[2288012],[2288308],[2307667],[2339183],[2348847],[2352120],[2352750],[2364670],[2374708],[2378146],[2378226],[2381441],[2381608],[2400048],[2422579],[2425733],[2428044],[2436135],[2439390],[2449593],[2450753],[2450833],[2459257],[2460002],[2462530],[2463160],[2480781],[2483092],[2501611],[2502771],[2502851],[2505306],[2506244],[2507621],[2514901],[2525028],[2527339],[2527362],[2527992],[2535430],[2535842],[2538685],[2554419],[2555357],[2556734],[2571111],[2573422],[2573445],[2574075],[2576278],[2576796],[2577761],[2591161],[2593368],[2594306],[2595683],[2595756],[2602963],[2619479],[2619997],[2620962],[2626303],[2631401],[2633608],[2634546],[2635923],[2635996],[2636846],[2637451],[2638849],[2649024],[2651385],[2653250],[2653768],[2654733],[2669414],[2674288],[2674893],[2676291],[2681356],[2685766],[2685996],[2687861],[2688379],[2689344],[2691199],[2700737],[2703108],[2703713],[2705111],[2715286],[2718368],[2718647],[2721265],[2723149],[2726548],[2727534],[2728529],[2731933],[2732408],[2733013],[2734411],[2736811],[2743386],[2744784],[2747334],[2754259],[2756872],[2760004],[2762109],[2762708],[2763631],[2766441],[2766944],[2767223],[2768855],[2769841],[2770836],[2771725],[2778394],[2780278],[2789062],[2790142],[2791540],[2795796],[2796124],[2796293],[2799231],[2799885],[2801208],[2801990],[2802589],[2808909],[2809508],[2810431],[2815655],[2816641],[2817636],[2818525],[2823353],[2827265],[2827919],[2828247],[2828416],[2833402],[2833730],[2833899],[2836106],[2838814],[2839596],[2840195],[2844895],[2852949],[2854644],[2854813],[2856861],[2857515],[2857843],[2858012],[2860219],[2867667],[2869028],[2873167],[2873336],[2879729],[2880194] ] cell #5526 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1243341],[1372834],[1438571],[1465918],[1502788],[1569210],[1580227],[1628676],[1661148],[1678913],[1698018],[1709590],[1750291],[1799027],[1801625],[1805734],[1820503],[1835511],[1838268],[1923921],[1924100],[1924445],[1928071],[1936562],[1953586],[1956184],[1960293],[2014681],[2026089],[2037070],[2041096],[2041456],[2041840],[2056221],[2072050],[2072229],[2072574],[2076200],[2102223],[2130079],[2134700],[2148058],[2152312],[2152658],[2166166],[2166345],[2166690],[2177326],[2181352],[2181712],[2182096],[2206253],[2235142],[2235321],[2235666],[2239366],[2240730],[2252264],[2263393],[2265870],[2268796],[2269156],[2269540],[2279228],[2283482],[2283828],[2288719],[2305782],[2307146],[2327004],[2329481],[2332407],[2332767],[2333151],[2336594],[2337372],[2357188],[2358678],[2360495],[2361859],[2363691],[2364037],[2373393],[2381813],[2393409],[2397459],[2398237],[2407640],[2415097],[2416587],[2418404],[2419768],[2421600],[2421946],[2423803],[2426018],[2440999],[2444069],[2444850],[2445399],[2447004],[2447782],[2460857],[2466620],[2467004],[2469964],[2476778],[2478851],[2481066],[2488976],[2495799],[2496087],[2496868],[2497417],[2499022],[2499800],[2503908],[2513935],[2518763],[2521912],[2523098],[2525313],[2537113],[2540294],[2542472],[2545331],[2549920],[2550692],[2551241],[2553021],[2558546],[2560294],[2561877],[2567426],[2567995],[2569181],[2571396],[2574924],[2583803],[2585876],[2588091],[2591970],[2602824],[2603893],[2604442],[2606825],[2611578],[2613449],[2615601],[2616639],[2618125],[2623047],[2624520],[2627361],[2629109],[2630430],[2630692],[2632210],[2643587],[2644359],[2644908],[2646688],[2661093],[2662848],[2665063],[2668536],[2672417],[2673137],[2673444],[2678730],[2679960],[2682510],[2683983],[2685021],[2694189],[2696341],[2697379],[2698865],[2702251],[2708101],[2709849],[2711170],[2711432],[2712950],[2721674],[2726656],[2729307],[2730537],[2731564],[2740910],[2741630],[2741937],[2745971],[2751003],[2752476],[2753514],[2758386],[2762271],[2778803],[2782117],[2782424],[2786436],[2787666],[2788693],[2792727],[2793495],[2809071],[2811936],[2820671],[2835669] ] cell #5527 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1243348],[1372829],[1438578],[1502716],[1569205],[1580234],[1626518],[1678920],[1697946],[1709585],[1719250],[1801632],[1805729],[1818345],[1835439],[1838275],[1905521],[1924208],[1924440],[1927999],[1951428],[1956191],[1960288],[1985549],[2025010],[2036998],[2041094],[2041732],[2056228],[2072337],[2072569],[2076128],[2077067],[2101144],[2130086],[2134628],[2148056],[2152316],[2165266],[2166453],[2166685],[2177254],[2181350],[2181988],[2186239],[2206181],[2234242],[2235429],[2235661],[2239364],[2240658],[2252268],[2265798],[2267764],[2268794],[2269432],[2279226],[2282486],[2283486],[2288155],[2305780],[2307074],[2329409],[2331375],[2332405],[2333043],[2336598],[2337370],[2340488],[2357186],[2360493],[2361787],[2362685],[2363695],[2373397],[2376361],[2397463],[2398235],[2401353],[2407568],[2415095],[2418402],[2419696],[2420594],[2421604],[2423801],[2426022],[2428835],[2440927],[2444073],[2447008],[2447780],[2448329],[2460867],[2469962],[2478849],[2481070],[2483883],[2488974],[2495727],[2496091],[2499026],[2499798],[2500347],[2503912],[2507698],[2518761],[2522009],[2523096],[2525317],[2540222],[2545335],[2549918],[2553025],[2556811],[2558544],[2560292],[2561881],[2567424],[2568092],[2569179],[2571400],[2574417],[2575021],[2585874],[2588095],[2591974],[2602752],[2606823],[2611675],[2615605],[2616637],[2617618],[2618222],[2623051],[2624524],[2627359],[2629107],[2630696],[2632214],[2643585],[2646692],[2661091],[2662846],[2665067],[2669092],[2672514],[2673135],[2673448],[2678732],[2680057],[2682514],[2683987],[2685019],[2696345],[2697377],[2698962],[2708099],[2709847],[2711436],[2712954],[2721678],[2727212],[2729309],[2730634],[2731255],[2731568],[2741007],[2741628],[2741941],[2745969],[2751007],[2752480],[2753512],[2762273],[2778807],[2782115],[2782428],[2786438],[2787763],[2788384],[2788697],[2792725],[2809073],[2811940],[2820362],[2820675],[2835671],[2836606] ] cell #5528 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1372874],[1503279],[1569250],[1596402],[1632635],[1698509],[1709630],[1756517],[1788229],[1805774],[1824462],[1836002],[1874920],[1921942],[1924485],[1928562],[1942788],[1957545],[1960333],[2041523],[2041696],[2042039],[2045587],[2053650],[2070071],[2072614],[2076691],[2127508],[2138226],[2148560],[2152343],[2152672],[2153042],[2166730],[2181779],[2181952],[2182295],[2185843],[2209779],[2235706],[2239868],[2252295],[2256236],[2256549],[2269223],[2269396],[2269739],[2279730],[2283513],[2283842],[2284212],[2306284],[2332834],[2333007],[2333350],[2336625],[2337874],[2348469],[2358745],[2360997],[2363722],[2364051],[2364421],[2373424],[2377365],[2377678],[2382377],[2397490],[2398739],[2416654],[2418906],[2421631],[2421960],[2422330],[2425355],[2426049],[2444100],[2445413],[2447035],[2448284],[2449972],[2450285],[2458879],[2466687],[2476845],[2480403],[2481097],[2489478],[2496118],[2497431],[2499053],[2500302],[2501990],[2502303],[2503939],[2505866],[2519265],[2522084],[2522762],[2523240],[2524650],[2525344],[2537180],[2542486],[2542856],[2545362],[2551255],[2553052],[2554979],[2561908],[2567928],[2568167],[2568845],[2569323],[2570733],[2571427],[2575096],[2583870],[2588122],[2591001],[2592001],[2593928],[2604456],[2607327],[2609328],[2611750],[2615632],[2616303],[2616781],[2618297],[2623078],[2624551],[2625925],[2630723],[2631241],[2632241],[2634168],[2637291],[2644922],[2646719],[2648646],[2652068],[2661595],[2662512],[2662990],[2665094],[2669254],[2670828],[2672589],[2673475],[2674733],[2678915],[2680132],[2682541],[2684014],[2685163],[2685388],[2686679],[2696372],[2697043],[2697521],[2699037],[2711463],[2712981],[2714908],[2717959],[2721105],[2721705],[2721957],[2726382],[2727374],[2729492],[2730709],[2731595],[2739321],[2741082],[2741968],[2743226],[2746113],[2751034],[2752507],[2753656],[2753881],[2755172],[2762456],[2766535],[2768689],[2769681],[2770533],[2778234],[2778834],[2779086],[2782455],[2786621],[2787838],[2788724],[2792869],[2795958],[2809256],[2811967],[2812219],[2815489],[2816481],[2817333],[2820702],[2821375],[2833564],[2835854],[2842906],[2854478] ] cell #5529 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1373018],[1451503],[1503416],[1569394],[1581648],[1632570],[1698646],[1701871],[1709774],[1711040],[1754446],[1781032],[1805918],[1824397],[1828257],[1836139],[1845249],[1864153],[1904517],[1925599],[1928699],[1935591],[1940717],[1949806],[1957480],[1960477],[1984545],[2007064],[2013710],[2022398],[2023979],[2042883],[2043115],[2045522],[2052646],[2068000],[2073728],[2076828],[2098532],[2100113],[2120046],[2120278],[2126504],[2130285],[2137195],[2148495],[2153336],[2153974],[2162654],[2176493],[2183139],[2183371],[2185778],[2201838],[2208748],[2225537],[2226175],[2231630],[2239803],[2252337],[2257172],[2261455],[2268365],[2278686],[2278918],[2279665],[2284506],[2285144],[2291542],[2306219],[2317383],[2323892],[2325066],[2331976],[2334628],[2336667],[2337809],[2348509],[2360932],[2372208],[2372846],[2373466],[2378301],[2384418],[2385380],[2395493],[2397532],[2398674],[2404164],[2407932],[2418841],[2425395],[2426091],[2447077],[2448219],[2451236],[2457745],[2458919],[2468930],[2474101],[2475063],[2480443],[2481139],[2485981],[2486943],[2489413],[2499095],[2500237],[2504944],[2505906],[2516019],[2519200],[2524690],[2525386],[2528458],[2548886],[2554057],[2555019],[2559260],[2561950],[2564431],[2565393],[2566327],[2567863],[2570773],[2571469],[2575955],[2581126],[2582088],[2588164],[2593006],[2593968],[2607262],[2619156],[2623120],[2625965],[2628075],[2629660],[2630765],[2633246],[2634208],[2642553],[2647724],[2648686],[2652927],[2658098],[2659060],[2659994],[2661530],[2665136],[2674004],[2678955],[2682583],[2684463],[2685428],[2687538],[2699896],[2708815],[2710400],[2711505],[2713986],[2714948],[2715882],[2721747],[2722413],[2726385],[2729532],[2742497],[2746680],[2751076],[2752956],[2753921],[2756031],[2757616],[2762496],[2768692],[2778876],[2779542],[2782984],[2786661],[2792169],[2795961],[2809296],[2812009],[2812675],[2815492],[2833567],[2835894],[2854481] ] cell #5530 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1503318],[1633127],[1698548],[1725216],[1760398],[1824954],[1836041],[1880886],[1911487],[1928601],[1946669],[1958037],[1994806],[2039625],[2042078],[2046079],[2059616],[2073952],[2076730],[2152736],[2152907],[2153244],[2156674],[2164235],[2179881],[2182334],[2186335],[2233211],[2243157],[2252761],[2256267],[2256562],[2256917],[2269778],[2283906],[2284077],[2284414],[2287844],[2309573],[2333389],[2337091],[2348500],[2352098],[2352432],[2364115],[2364286],[2364623],[2373890],[2377396],[2377691],[2378046],[2397956],[2422024],[2422195],[2422532],[2425386],[2426515],[2436113],[2445477],[2447501],[2450003],[2450298],[2450653],[2458910],[2462508],[2462842],[2467242],[2480434],[2481563],[2497495],[2499519],[2502021],[2502316],[2502671],[2505284],[2505897],[2522115],[2523253],[2524681],[2525810],[2527340],[2527674],[2535408],[2542550],[2551319],[2554397],[2555010],[2562374],[2568198],[2569336],[2570764],[2571893],[2573423],[2573757],[2575127],[2576774],[2588588],[2591139],[2591718],[2592181],[2593346],[2593959],[2604520],[2609341],[2609696],[2611781],[2616794],[2618328],[2619975],[2625956],[2631189],[2631379],[2631958],[2632421],[2633586],[2634199],[2637429],[2644986],[2648677],[2651270],[2652099],[2653746],[2663003],[2665560],[2667424],[2669392],[2672620],[2673192],[2673655],[2674871],[2678946],[2680163],[2681334],[2685419],[2685881],[2686710],[2688357],[2691084],[2697534],[2699068],[2700715],[2703691],[2711929],[2712698],[2713161],[2714939],[2718532],[2719832],[2721243],[2721988],[2723034],[2726526],[2727512],[2729523],[2730740],[2731775],[2731911],[2732991],[2741113],[2741685],[2742148],[2743364],[2753912],[2755203],[2756850],[2759497],[2761994],[2762487],[2762686],[2766325],[2767108],[2768833],[2769819],[2770564],[2776961],[2778372],[2779117],[2780163],[2782635],[2786652],[2787869],[2788904],[2789040],[2790120],[2793436],[2796102],[2799378],[2801092],[2801875],[2802567],[2808794],[2809287],[2809486],[2812250],[2815633],[2816619],[2817364],[2820882],[2823237],[2833708],[2835885],[2836084],[2838698],[2839481],[2840173],[2842937],[2852833],[2854622],[2860197],[2868912] ] cell #5531 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1582535],[1711104],[1828321],[1837511],[1904581],[1950441],[1984609],[2023033],[2048271],[2052710],[2066612],[2099167],[2122129],[2126568],[2134877],[2154038],[2163289],[2196046],[2199867],[2206430],[2226239],[2232265],[2237948],[2257807],[2266047],[2280769],[2285208],[2297140],[2304364],[2319274],[2322825],[2322946],[2323095],[2324527],[2329658],[2342717],[2346538],[2353101],[2359077],[2372910],[2378936],[2389668],[2405646],[2409762],[2412292],[2412828],[2412910],[2413970],[2416986],[2430993],[2438217],[2442038],[2453127],[2456678],[2456799],[2456948],[2458380],[2463511],[2466960],[2471695],[2487808],[2489890],[2491231],[2493492],[2493992],[2510194],[2516884],[2526172],[2530288],[2532818],[2533354],[2533436],[2534496],[2537512],[2541063],[2541184],[2541333],[2542765],[2544649],[2560794],[2562515],[2565833],[2572255],[2578720],[2586376],[2587701],[2590851],[2590972],[2594833],[2596915],[2598256],[2600517],[2601017],[2604946],[2607476],[2608012],[2608094],[2609154],[2610987],[2621921],[2626475],[2635073],[2638316],[2640676],[2648226],[2650582],[2651118],[2651200],[2654461],[2656182],[2659500],[2662007],[2663348],[2664673],[2665609],[2666109],[2668757],[2675758],[2678118],[2689072],[2691727],[2692663],[2693854],[2698486],[2702348],[2702848],[2706938],[2707215],[2712070],[2714488],[2715388],[2723677],[2724613],[2725804],[2736238],[2737250],[2737713],[2737836],[2742825],[2746186],[2748798],[2749989],[2754431],[2764070],[2764533],[2764656],[2773189],[2774380],[2775541],[2775718],[2779830],[2784469],[2784592],[2797666],[2797843],[2804414],[2804537],[2806635],[2813788],[2813965],[2824551],[2827078],[2829789],[2829966],[2837322],[2847738],[2849898],[2863808] ] cell #5532 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1885292],[1960635],[2004604],[2064022],[2076093],[2117338],[2174033],[2177219],[2184287],[2185676],[2219021],[2240623],[2261040],[2275978],[2279563],[2286266],[2293076],[2307039],[2337707],[2353883],[2356568],[2361752],[2365692],[2373213],[2379392],[2382169],[2398572],[2414752],[2419661],[2425838],[2426929],[2440892],[2440973],[2442936],[2448117],[2459742],[2464293],[2466978],[2480886],[2481977],[2495692],[2495773],[2500135],[2502994],[2507361],[2515194],[2518533],[2519098],[2525133],[2535278],[2540187],[2540268],[2542231],[2552107],[2556474],[2567196],[2567761],[2571216],[2576571],[2584774],[2587911],[2591056],[2595423],[2602717],[2602798],[2603256],[2606595],[2607160],[2611288],[2619772],[2626548],[2630512],[2631296],[2635663],[2637346],[2638458],[2639142],[2645774],[2653543],[2660863],[2661428],[2661746],[2664883],[2668830],[2669309],[2674788],[2675900],[2676584],[2679670],[2681860],[2688154],[2692028],[2692402],[2704720],[2705404],[2707288],[2711252],[2712036],[2718179],[2720681],[2721160],[2723978],[2724352],[2726950],[2727429],[2728822],[2734020],[2734704],[2737323],[2737802],[2743281],[2745077],[2748163],[2748537],[2750353],[2761641],[2764143],[2764622],[2766755],[2768091],[2769257],[2769736],[2770272],[2771129],[2772554],[2772928],[2775308],[2777810],[2778289],[2781481],[2784079],[2784558],[2791833],[2797433],[2799345],[2800603],[2801522],[2802278],[2802858],[2804024],[2804503],[2808441],[2810943],[2811422],[2813555],[2816057],[2816536],[2817072],[2817929],[2819728],[2823762],[2825891],[2827379],[2828166],[2828637],[2829556],[2835039],[2839128],[2839884],[2840464],[2841630],[2842109],[2842645],[2845009],[2845279],[2846876],[2848039],[2853358],[2855235],[2856975],[2857762],[2858233],[2859152],[2859908],[2861776],[2863991],[2867781],[2868051],[2869437],[2870811],[2873086],[2874447],[2878870],[2879843],[2880113],[2881085],[2886934],[2887677],[2893174] ] cell #5533 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2004658],[2077047],[2117942],[2174087],[2185740],[2196098],[2223722],[2276582],[2279627],[2286320],[2287682],[2319326],[2337771],[2342769],[2356622],[2370393],[2373728],[2379996],[2398636],[2405698],[2426353],[2438269],[2441027],[2443540],[2448181],[2453179],[2458727],[2464443],[2467032],[2481401],[2495827],[2500199],[2505714],[2518185],[2519162],[2519244],[2521094],[2525648],[2526224],[2537564],[2540322],[2542835],[2554827],[2567825],[2567907],[2571731],[2572307],[2574340],[2578772],[2585037],[2587703],[2587926],[2588426],[2593776],[2602852],[2606247],[2607224],[2607306],[2609156],[2617541],[2621973],[2630527],[2631027],[2634016],[2638721],[2645789],[2648187],[2648494],[2651312],[2655744],[2661492],[2661574],[2662009],[2664675],[2664898],[2665398],[2669015],[2676163],[2681875],[2685236],[2685923],[2690355],[2691126],[2692043],[2692665],[2698281],[2704983],[2706940],[2711267],[2711767],[2712051],[2714449],[2714756],[2718194],[2718574],[2723076],[2723993],[2724615],[2727135],[2728970],[2734283],[2736240],[2737508],[2737817],[2748178],[2748800],[2749950],[2750368],[2753729],[2754416],[2759665],[2761656],[2762036],[2764328],[2764637],[2766770],[2767150],[2768354],[2772569],[2773191],[2774341],[2775323],[2775703],[2780205],[2781744],[2784196],[2784264],[2784573],[2786099],[2793369],[2795457],[2797448],[2797828],[2799546],[2800618],[2801537],[2801917],[2802395],[2803121],[2804141],[2804209],[2804518],[2806465],[2808456],[2808836],[2811437],[2813570],[2813950],[2819991],[2821141],[2823879],[2824381],[2825906],[2826873],[2827580],[2828181],[2828652],[2829571],[2829951],[2833063],[2835054],[2835434],[2837152],[2839143],[2839523],[2840001],[2840727],[2841747],[2842124],[2843380],[2845294],[2846926],[2848054],[2848646],[2849021],[2849728],[2853475],[2853977],[2857176],[2857777],[2858248],[2859167],[2859547],[2860025],[2861791],[2861989],[2863191],[2864041],[2868066],[2869554],[2870826],[2871418],[2871793],[2872500],[2873101],[2874497],[2876101],[2878885],[2879083],[2880128],[2881135],[2882855],[2883858],[2886984],[2887692],[2887890],[2888588],[2892707],[2893224],[2896981] ] cell #5534 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1414206],[1577724],[1689434],[1773739],[1808939],[1890575],[1930920],[1960010],[1977174],[2009039],[2048261],[2069305],[2091587],[2119133],[2122119],[2146603],[2178468],[2196220],[2199857],[2224685],[2250227],[2260058],[2277773],[2280759],[2297130],[2319448],[2323085],[2342891],[2346528],[2354996],[2371356],[2381187],[2389587],[2405820],[2409752],[2430983],[2438391],[2442028],[2453301],[2456938],[2465406],[2467134],[2487798],[2491150],[2510113],[2516874],[2518307],[2526346],[2530278],[2537686],[2541323],[2542298],[2560713],[2572429],[2578894],[2586295],[2587691],[2594823],[2598175],[2603323],[2604936],[2606369],[2609144],[2622095],[2635063],[2639209],[2640666],[2648145],[2654380],[2655866],[2661997],[2663267],[2664663],[2676651],[2678108],[2688991],[2690477],[2692653],[2693773],[2705471],[2706928],[2711990],[2714407],[2724603],[2725723],[2734771],[2736228],[2737164],[2737756],[2748788],[2749908],[2763984],[2764576],[2773179],[2774299],[2775097],[2783920],[2784512],[2797222],[2803865],[2804457],[2813344],[2822482],[2829345],[2844236] ] cell #5535 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1838547],[1959693],[2067252],[2076034],[2135517],[2177160],[2207070],[2224360],[2240564],[2266687],[2279049],[2306980],[2322752],[2330298],[2337193],[2353741],[2361693],[2371031],[2398058],[2412250],[2414610],[2419602],[2423187],[2440833],[2447603],[2456605],[2464151],[2465081],[2478235],[2490149],[2494970],[2495633],[2499621],[2518584],[2521732],[2522482],[2532776],[2535136],[2540128],[2540990],[2545787],[2549304],[2567116],[2567247],[2568565],[2585260],[2590115],[2590778],[2591916],[2597174],[2601995],[2602658],[2606646],[2607434],[2609794],[2612551],[2626623],[2628493],[2629889],[2632156],[2639454],[2642971],[2650409],[2650540],[2660783],[2660914],[2662232],[2662266],[2667087],[2667750],[2668905],[2673390],[2676896],[2680933],[2681839],[2693291],[2693325],[2698444],[2701710],[2707363],[2709233],[2710629],[2712896],[2716671],[2716802],[2718158],[2720756],[2725241],[2725275],[2727025],[2731510],[2737398],[2737671],[2741883],[2742789],[2749426],[2749460],[2750332],[2754579],[2757845],[2761620],[2764218],[2764491],[2766734],[2769332],[2773817],[2773851],[2775287],[2775505],[2775866],[2777885],[2782370],[2784154],[2784427],[2788639],[2789545],[2797412],[2797630],[2797991],[2801501],[2802353],[2804099],[2804372],[2806812],[2808420],[2811018],[2813534],[2813752],[2814113],[2816132],[2820617],[2823837],[2824728],[2827036],[2828145],[2829535],[2829753],[2830114],[2835018],[2835597],[2837499],[2839107],[2839959],[2841705],[2845258],[2847702],[2849184],[2850075],[2853433],[2854324],[2857741],[2859131],[2859710],[2859983],[2861531],[2863350],[2864817],[2868030],[2869512],[2871956],[2872847],[2873065],[2876260],[2878625],[2880092],[2881911],[2887432],[2888747] ] cell #5536 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1800932],[1955491],[1960629],[2055528],[2076090],[2129386],[2159795],[2177216],[2185687],[2228771],[2240620],[2262719],[2279574],[2288026],[2301078],[2307036],[2322808],[2326330],[2337718],[2358125],[2361749],[2373300],[2375442],[2392735],[2398583],[2412775],[2413700],[2416034],[2419658],[2425925],[2434931],[2440889],[2448128],[2456661],[2460183],[2473487],[2473521],[2473602],[2476225],[2480973],[2493564],[2494298],[2495689],[2500146],[2504330],[2513261],[2519109],[2520822],[2525220],[2533301],[2534226],[2536560],[2540184],[2541046],[2548480],[2553443],[2563817],[2563851],[2563932],[2566555],[2567172],[2567772],[2571303],[2580512],[2580546],[2580627],[2583250],[2587998],[2589443],[2590834],[2592392],[2600589],[2601323],[2602714],[2607171],[2607959],[2608884],[2624942],[2624976],[2625057],[2627669],[2630455],[2630599],[2632632],[2642147],[2647110],[2647144],[2647225],[2649848],[2650465],[2651065],[2657484],[2657518],[2657599],[2660222],[2660839],[2661439],[2664970],[2665681],[2666415],[2667806],[2667823],[2670504],[2680585],[2681966],[2684694],[2699490],[2700348],[2700429],[2702276],[2702420],[2705682],[2705716],[2705797],[2708409],[2711195],[2711339],[2713372],[2713406],[2713487],[2716110],[2716727],[2716844],[2717327],[2718285],[2728957],[2734982],[2735016],[2735097],[2738997],[2739031],[2739112],[2742916],[2744531],[2745644],[2749078],[2750459],[2753187],[2754621],[2755625],[2756483],[2756564],[2758411],[2758555],[2759652],[2765817],[2765851],[2765932],[2773469],[2775414],[2775632],[2775908],[2776782],[2779817],[2785787],[2785868],[2786086],[2789672],[2791287],[2792400],[2797539],[2797757],[2798033],[2798907],[2805732],[2805813],[2806452],[2806622],[2806939],[2813879],[2814155],[2815029],[2818064],[2824368],[2824538],[2824855],[2829880],[2830156],[2831030],[2831798],[2837309],[2837626],[2846019],[2847829],[2849885],[2850202],[2855911],[2863795],[2865578] ] cell #5537 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1712046],[1837562],[1950492],[1959570],[2023084],[2067061],[2099218],[2135326],[2159184],[2163340],[2176622],[2206879],[2228160],[2232316],[2240026],[2257858],[2266496],[2296997],[2300467],[2306442],[2324578],[2330107],[2335350],[2353550],[2361155],[2374831],[2378987],[2389746],[2396215],[2409619],[2412841],[2412961],[2413089],[2414419],[2419064],[2430850],[2434320],[2440295],[2445760],[2458431],[2463960],[2473525],[2487665],[2491309],[2493568],[2494116],[2494129],[2495095],[2497778],[2510272],[2516741],[2520211],[2530145],[2533367],[2533487],[2533615],[2534945],[2539590],[2542816],[2546866],[2560872],[2562715],[2563855],[2565847],[2566340],[2580550],[2586454],[2594690],[2598334],[2600593],[2601141],[2601154],[2602120],[2604803],[2608025],[2608145],[2608273],[2609603],[2611187],[2624980],[2626489],[2629324],[2634930],[2640533],[2647148],[2648304],[2651131],[2651251],[2654539],[2656382],[2657522],[2659514],[2660007],[2663426],[2665685],[2666233],[2666246],[2667212],[2668771],[2677975],[2681815],[2689150],[2691927],[2693932],[2700352],[2702424],[2702972],[2702985],[2705720],[2707229],[2710064],[2712270],[2713410],[2714566],[2715402],[2715895],[2718134],[2723877],[2725882],[2735020],[2737264],[2738036],[2739035],[2742920],[2746200],[2746693],[2750067],[2750308],[2754445],[2756487],[2757280],[2764084],[2764856],[2765855],[2774458],[2775263],[2775636],[2775732],[2779844],[2782648],[2784792],[2785791],[2789521],[2797388],[2797761],[2797857],[2804737],[2805736],[2806649],[2806788],[2810112],[2813883],[2813979],[2824565],[2824704],[2829884],[2829980],[2831661],[2837336],[2837475],[2845882],[2847833],[2849912],[2850051],[2855774],[2863822],[2865441],[2875969] ] cell #5538 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1960620],[2076019],[2177080],[2185625],[2240484],[2279452],[2306900],[2337596],[2358119],[2361613],[2373294],[2398461],[2416028],[2419522],[2425919],[2440753],[2448006],[2473481],[2476219],[2480967],[2495553],[2500024],[2504324],[2518987],[2525214],[2536554],[2540048],[2548474],[2553437],[2563811],[2566349],[2566458],[2566549],[2567650],[2571297],[2580506],[2583244],[2587992],[2592386],[2602578],[2607049],[2614357],[2624936],[2627663],[2629384],[2629816],[2629826],[2630593],[2632626],[2642141],[2647104],[2649842],[2657478],[2660016],[2660125],[2660216],[2661317],[2664964],[2667670],[2670498],[2680579],[2681960],[2682739],[2684215],[2684578],[2695097],[2699484],[2705676],[2708403],[2710124],[2710556],[2710566],[2711333],[2713366],[2715904],[2716013],[2716104],[2717205],[2718279],[2727837],[2728945],[2730910],[2734976],[2738991],[2743689],[2744525],[2746702],[2746811],[2749072],[2750453],[2751232],[2752708],[2753071],[2755619],[2757340],[2757772],[2757782],[2758549],[2759640],[2765811],[2768403],[2773463],[2775408],[2776776],[2781180],[2782708],[2783140],[2783150],[2784966],[2786074],[2788039],[2789666],[2790445],[2791281],[2791921],[2792284],[2793903],[2797533],[2798901],[2804911],[2806440],[2806933],[2807595],[2810184],[2812427],[2812790],[2815023],[2815203],[2818052],[2819427],[2820017],[2824356],[2824849],[2825511],[2831024],[2831509],[2831733],[2831786],[2834418],[2836261],[2837620],[2838282],[2840776],[2845730],[2845954],[2846007],[2850196],[2850858],[2851392],[2851472],[2853509],[2855846],[2855899],[2862439],[2862519],[2865513],[2865566],[2866587],[2869915],[2869995],[2874969],[2876041],[2877168],[2877248],[2880468],[2884932],[2885767],[2891330] ] cell #5539 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2004661],[2077053],[2117938],[2174090],[2185808],[2223674],[2276578],[2279695],[2286323],[2287742],[2317929],[2337839],[2356625],[2370345],[2373788],[2379992],[2386149],[2398704],[2426413],[2441030],[2443536],[2448249],[2451782],[2458729],[2464395],[2467035],[2481461],[2495830],[2500267],[2505716],[2506675],[2519230],[2519240],[2521046],[2525708],[2536167],[2540325],[2542831],[2554829],[2555788],[2567893],[2567903],[2571791],[2574342],[2578086],[2584989],[2587924],[2588486],[2593778],[2602855],[2607292],[2607302],[2609108],[2617543],[2621287],[2630525],[2631087],[2634018],[2638673],[2645787],[2648496],[2651314],[2655058],[2661560],[2661570],[2661961],[2664896],[2665458],[2669017],[2676115],[2681873],[2685238],[2685925],[2689669],[2691128],[2692041],[2692617],[2698283],[2704935],[2711265],[2711827],[2712049],[2714758],[2718192],[2718576],[2723078],[2723991],[2724567],[2727137],[2728972],[2734235],[2737510],[2737815],[2748176],[2748752],[2750366],[2753731],[2754418],[2759667],[2761654],[2762038],[2764330],[2764635],[2766768],[2767152],[2768306],[2772567],[2773143],[2775321],[2775705],[2780207],[2781696],[2784266],[2784571],[2786101],[2795459],[2797446],[2797830],[2799548],[2800616],[2801535],[2801919],[2802357],[2803073],[2804211],[2804516],[2806467],[2808454],[2808838],[2811435],[2813568],[2813952],[2819943],[2824383],[2825904],[2826875],[2827582],[2828179],[2828650],[2829569],[2829953],[2833065],[2835052],[2835436],[2837154],[2839141],[2839525],[2839963],[2840679],[2842122],[2845292],[2846928],[2848052],[2848648],[2849023],[2849730],[2853979],[2857178],[2857775],[2858246],[2859165],[2859549],[2859987],[2861789],[2861991],[2863196],[2864043],[2868064],[2869516],[2870824],[2871420],[2871795],[2872502],[2873099],[2874499],[2876106],[2878883],[2879085],[2880126],[2881137],[2882857],[2883863],[2886986],[2887690],[2887892],[2888593],[2892712],[2893226],[2896986] ] cell #5540 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1712049],[1837635],[1950635],[1959635],[2023227],[2067194],[2099361],[2118066],[2135459],[2163483],[2176585],[2207012],[2224302],[2232459],[2239989],[2258001],[2266629],[2276706],[2306405],[2322177],[2324721],[2330240],[2334125],[2353683],[2361118],[2370973],[2379130],[2380120],[2394990],[2408433],[2413824],[2414552],[2419027],[2440258],[2443664],[2444535],[2456030],[2458574],[2464093],[2465023],[2470460],[2474560],[2494912],[2495058],[2496553],[2515516],[2520946],[2521674],[2523002],[2528959],[2534350],[2535078],[2539553],[2540415],[2542959],[2546273],[2562678],[2564890],[2566481],[2569085],[2577485],[2581585],[2590057],[2590203],[2601937],[2602083],[2603578],[2603617],[2609008],[2609736],[2611150],[2616543],[2620686],[2625462],[2626506],[2639940],[2639979],[2645971],[2649774],[2656345],[2658557],[2660148],[2662752],[2667029],[2667175],[2668788],[2671989],[2677382],[2677421],[2679532],[2684925],[2691890],[2692225],[2697283],[2698327],[2706202],[2706241],[2707246],[2712233],[2716036],[2720639],[2723840],[2724175],[2726908],[2730109],[2735502],[2735541],[2737281],[2737554],[2737999],[2740482],[2745875],[2748025],[2748360],[2753418],[2754462],[2764101],[2764374],[2764819],[2769215],[2770268],[2772416],[2772751],[2775749],[2777768],[2780969],[2784037],[2784310],[2784755],[2787238],[2792631],[2796711],[2797874],[2800800],[2802236],[2803982],[2804255],[2804700],[2810901],[2811619],[2813996],[2816015],[2817068],[2819216],[2823720],[2826919],[2828834],[2829997],[2834317],[2835480],[2839842],[2841588],[2842306],[2842641],[2844657],[2847101],[2849067],[2853316],[2855231],[2858430],[2859593],[2859866],[2864216],[2867429],[2869395],[2871839],[2879491],[2881310] ] cell #5541 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2117993],[2186703],[2224237],[2276633],[2287806],[2297044],[2322216],[2370908],[2373852],[2380047],[2381418],[2409666],[2426477],[2430897],[2443591],[2456069],[2459234],[2464958],[2481525],[2487712],[2506221],[2516788],[2519295],[2521609],[2525772],[2530192],[2535285],[2540454],[2542886],[2555334],[2567958],[2571855],[2576651],[2587605],[2588550],[2588563],[2590242],[2594283],[2594737],[2604850],[2607357],[2609671],[2619852],[2631151],[2631164],[2634523],[2634977],[2636818],[2640580],[2646010],[2648306],[2648508],[2649001],[2653623],[2661625],[2664577],[2665522],[2665535],[2667214],[2674260],[2678022],[2685250],[2685743],[2688234],[2692264],[2698295],[2700318],[2700592],[2703080],[2706842],[2711891],[2711904],[2712272],[2714568],[2714770],[2715263],[2718340],[2724214],[2728984],[2731788],[2732380],[2736142],[2736783],[2737522],[2738038],[2742753],[2748399],[2750069],[2753743],[2754236],[2754430],[2756453],[2756727],[2759679],[2759976],[2763603],[2764342],[2764858],[2766916],[2768426],[2772790],[2774460],[2775469],[2775717],[2784278],[2784794],[2785757],[2786113],[2788917],[2789509],[2793926],[2795471],[2795768],[2797594],[2797842],[2799560],[2799857],[2800839],[2804223],[2804739],[2805702],[2806479],[2806776],[2810403],[2811658],[2813665],[2813716],[2813964],[2815226],[2821260],[2822850],[2824395],[2824692],[2826049],[2826887],[2827594],[2827891],[2828276],[2828873],[2829666],[2829717],[2829965],[2831532],[2833077],[2833374],[2835448],[2837166],[2837463],[2842345],[2843308],[2845389],[2845753],[2846940],[2847666],[2848197],[2848660],[2849035],[2849742],[2850039],[2852446],[2853991],[2854288],[2855645],[2857190],[2857487],[2857872],[2858469],[2859262],[2859561],[2860596],[2862003],[2863226],[2864055],[2864490],[2864781],[2865312],[2868161],[2868525],[2870969],[2871432],[2871807],[2872514],[2872811],[2873196],[2874511],[2874654],[2875536],[2876136],[2879097],[2880223],[2881149],[2881584],[2881875],[2882406],[2882869],[2883893],[2885019],[2886998],[2887141],[2887904],[2888623],[2889887],[2890612],[2892742],[2893238],[2893381],[2893868],[2896672],[2897016],[2899489] ] cell #5542 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1284140],[1446898],[1560082],[1646128],[1682210],[1766515],[1808222],[1837955],[1856287],[1889858],[1930894],[1952786],[1976457],[2005844],[2009013],[2035017],[2068588],[2087611],[2091561],[2118416],[2145886],[2156336],[2175273],[2178442],[2196194],[2220709],[2224659],[2246251],[2250201],[2259341],[2277056],[2287506],[2296960],[2315039],[2319422],[2342865],[2351020],[2354970],[2367380],[2371330],[2380470],[2382271],[2405794],[2409582],[2430813],[2438365],[2439957],[2448892],[2453275],[2461430],[2465380],[2466417],[2487628],[2500910],[2508261],[2516704],[2518281],[2526320],[2530108],[2535825],[2537660],[2539252],[2542272],[2557374],[2572403],[2577191],[2578868],[2587521],[2594653],[2596323],[2603297],[2604766],[2606343],[2620392],[2622069],[2634893],[2636563],[2639183],[2640496],[2654163],[2655840],[2661672],[2664493],[2676625],[2677938],[2688774],[2690451],[2691600],[2692328],[2705445],[2706758],[2723550],[2724278],[2734745],[2736058],[2737039],[2747735],[2748463],[2763859],[2772126],[2772854],[2783795],[2794951],[2803740],[2822357] ] cell #5543 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1838541],[1923796],[1959690],[2067249],[2071925],[2076038],[2135514],[2166041],[2177164],[2207067],[2224357],[2235017],[2240568],[2262715],[2263268],[2266684],[2279087],[2306984],[2322756],[2326326],[2326879],[2330295],[2337231],[2353738],[2358129],[2361697],[2371028],[2381688],[2389625],[2389664],[2392731],[2393284],[2398096],[2412288],[2414607],[2416038],[2419606],[2424260],[2440837],[2447641],[2456609],[2460179],[2460732],[2464148],[2465078],[2473598],[2476229],[2479308],[2491188],[2491227],[2494294],[2494847],[2494967],[2495637],[2499659],[2510151],[2510190],[2513257],[2513810],[2518622],[2521729],[2523555],[2532814],[2535133],[2536564],[2540132],[2540994],[2548484],[2560751],[2560790],[2563928],[2566559],[2567120],[2567285],[2569638],[2580623],[2583254],[2586333],[2586372],[2589439],[2589992],[2590112],[2590782],[2598213],[2598252],[2601319],[2601872],[2601992],[2602662],[2606684],[2607472],[2609791],[2613071],[2625053],[2626661],[2627673],[2629891],[2642151],[2647221],[2648222],[2649852],[2650413],[2650578],[2654418],[2654457],[2657595],[2660226],[2660787],[2660952],[2663305],[2663344],[2666411],[2666964],[2667084],[2667754],[2668943],[2680589],[2681841],[2689029],[2689068],[2693811],[2693850],[2698482],[2699494],[2700425],[2701712],[2705793],[2707401],[2708413],[2710631],[2713483],[2714484],[2716114],[2716675],[2716840],[2717393],[2718160],[2725761],[2725800],[2735093],[2737436],[2737709],[2739108],[2742791],[2744535],[2749082],[2749985],[2750334],[2754617],[2755629],[2756560],[2757847],[2758559],[2764256],[2764529],[2765928],[2773473],[2774376],[2775289],[2775507],[2775904],[2776786],[2784465],[2785864],[2789547],[2789676],[2791291],[2797414],[2797632],[2798029],[2798911],[2804410],[2805809],[2806814],[2806943],[2813754],[2814151],[2815033],[2824730],[2824859],[2827074],[2829755],[2830152],[2831034],[2837501],[2837630],[2847704],[2850077],[2850206] ] cell #5544 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [2041415],[2181671],[2269115],[2332726],[2358637],[2416546],[2444988],[2466579],[2476737],[2497006],[2522861],[2537072],[2550830],[2567067],[2568944],[2583762],[2604031],[2614451],[2616402],[2630019],[2644497],[2650360],[2660734],[2662611],[2671621],[2682833],[2684784],[2695191],[2697142],[2701840],[2710759],[2716622],[2720377],[2727931],[2729741],[2740114],[2743783],[2745734],[2751326],[2753277],[2757975],[2759067],[2767546],[2768953],[2777506],[2780601],[2781274],[2785060],[2786870],[2790539],[2792490],[2793084],[2800093],[2805005],[2807689],[2810639],[2811251],[2814346],[2815753],[2818389],[2818848],[2819521],[2820996],[2825605],[2830347],[2832293],[2832479],[2835218],[2837699],[2838376],[2841029],[2841326],[2841938],[2846514],[2846700],[2850275],[2850952],[2851854],[2851933],[2856406],[2856592],[2858599],[2859331],[2862901],[2862980],[2866073],[2866259],[2866492],[2866836],[2870377],[2870456],[2874874],[2875218],[2877630],[2877709],[2877946],[2880373],[2880717],[2884144],[2885672],[2886016],[2888068],[2890505],[2891827],[2895227] ] cell #5545 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2186681],[2287674],[2373665],[2381319],[2426290],[2459085],[2481338],[2506072],[2522815],[2525585],[2535340],[2555185],[2568898],[2571668],[2576706],[2588363],[2594134],[2614328],[2616356],[2619907],[2630964],[2634374],[2637725],[2648852],[2653678],[2662565],[2665335],[2671599],[2675167],[2682710],[2684584],[2684675],[2684738],[2685594],[2688289],[2695068],[2697096],[2700647],[2703987],[2711704],[2715114],[2720406],[2727808],[2729719],[2730944],[2731260],[2731268],[2731843],[2733287],[2740092],[2743660],[2745688],[2751203],[2753077],[2753168],[2753231],[2754087],[2756782],[2758920],[2760766],[2767524],[2768493],[2768982],[2770004],[2770246],[2777535],[2780579],[2784937],[2786848],[2788073],[2788389],[2788397],[2788972],[2790416],[2792290],[2792381],[2792444],[2793300],[2793993],[2800122],[2800892],[2802138],[2804882],[2807566],[2810668],[2811229],[2812796],[2812887],[2814324],[2815293],[2815782],[2816804],[2817046],[2818826],[2820051],[2820367],[2820375],[2820950],[2821692],[2825482],[2827107],[2830325],[2831599],[2832457],[2835247],[2836295],[2836611],[2836619],[2837728],[2838498],[2839744],[2840866],[2841355],[2841916],[2842377],[2842619],[2843742],[2845820],[2846678],[2850304],[2851288],[2851562],[2851962],[2853549],[2854967],[2855209],[2856570],[2856703],[2858522],[2859360],[2859768],[2862335],[2862609],[2863009],[2866237],[2866514],[2866627],[2866664],[2868198],[2869297],[2870085],[2870485],[2872027],[2874896],[2875009],[2875046],[2877338],[2877738],[2878034],[2878072],[2879197],[2880508],[2880545],[2884232],[2884270],[2885807],[2885844],[2886401],[2888156],[2888194],[2890855],[2891370],[2891915],[2891953],[2893561],[2895775],[2896141],[2898724] ] cell #5546 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2382331],[2466257],[2535620],[2542128],[2576986],[2603114],[2620187],[2639000],[2651929],[2653958],[2661695],[2676442],[2686540],[2688569],[2692351],[2700927],[2705262],[2720420],[2721818],[2724301],[2732123],[2734562],[2737062],[2744935],[2748486],[2755033],[2757062],[2761480],[2763882],[2768996],[2770252],[2770322],[2770394],[2770987],[2772877],[2777549],[2778947],[2781430],[2783818],[2789252],[2791691],[2795303],[2800136],[2801361],[2802153],[2802367],[2802375],[2802807],[2803763],[2808280],[2810682],[2812080],[2815796],[2817052],[2817122],[2817194],[2817787],[2819677],[2821230],[2822380],[2826535],[2827242],[2827426],[2828078],[2828226],[2832909],[2834878],[2837742],[2838967],[2839759],[2839973],[2839981],[2840413],[2841369],[2842625],[2842695],[2842767],[2843360],[2844040],[2847371],[2847911],[2848581],[2850318],[2851976],[2853823],[2854184],[2855215],[2855285],[2856131],[2856838],[2857022],[2857674],[2857822],[2858991],[2859783],[2859997],[2860005],[2860437],[2861049],[2863023],[2863950],[2865798],[2866812],[2867058],[2868650],[2869312],[2869526],[2869534],[2870143],[2870683],[2871353],[2872162],[2872346],[2872707],[2872998],[2873146],[2873989],[2875194],[2875440],[2877396],[2878143],[2878275],[2878330],[2879212],[2880025],[2880173],[2880939],[2881044],[2882120],[2882531],[2882790],[2884341],[2884473],[2884528],[2886238],[2886416],[2886476],[2886533],[2887235],[2887825],[2888397],[2888452],[2889347],[2890870],[2890930],[2890987],[2892156],[2892211],[2892359],[2892437],[2892921],[2893576],[2893693],[2895459],[2895537],[2896156],[2896273],[2896448],[2897253],[2897331],[2898529],[2898739],[2898959],[2899037],[2899665],[2900617],[2900746],[2901759] ] cell #5547 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2186686],[2287676],[2373667],[2381317],[2426292],[2459083],[2481340],[2506070],[2525587],[2535319],[2555183],[2571670],[2576685],[2588365],[2594132],[2619886],[2629811],[2630966],[2634372],[2637089],[2648850],[2653657],[2665337],[2674531],[2684582],[2684677],[2685592],[2688268],[2700626],[2703351],[2710551],[2711706],[2715112],[2720903],[2730930],[2731266],[2731822],[2732651],[2743024],[2747298],[2753075],[2753170],[2754085],[2756761],[2757767],[2758922],[2760465],[2768472],[2768570],[2769479],[2770003],[2771689],[2778032],[2783135],[2788059],[2788395],[2788951],[2789780],[2792288],[2792383],[2793298],[2793972],[2794369],[2796257],[2800346],[2800891],[2807265],[2812794],[2812889],[2815272],[2815370],[2816279],[2816803],[2818489],[2820037],[2820373],[2820929],[2821691],[2822896],[2825181],[2826095],[2828232],[2828380],[2831578],[2831975],[2833863],[2836281],[2836617],[2837952],[2838497],[2840845],[2840943],[2842376],[2844594],[2845799],[2846196],[2847038],[2848243],[2848596],[2850528],[2851287],[2851541],[2851768],[2852492],[2853535],[2854777],[2854966],[2855691],[2857828],[2857976],[2858521],[2862334],[2862588],[2862815],[2864153],[2865358],[2866613],[2866663],[2867366],[2868197],[2868571],[2869810],[2870064],[2870291],[2871015],[2871368],[2873152],[2873300],[2874700],[2874995],[2875045],[2877063],[2877317],[2877544],[2878033],[2879428],[2879682],[2880179],[2880494],[2880544],[2881247],[2882452],[2882805],[2884002],[2884231],[2885498],[2885793],[2885843],[2887187],[2887532],[2887840],[2888155],[2889550],[2889804],[2890578],[2891356],[2891685],[2891914],[2892851],[2892945],[2894347],[2894692],[2895774],[2895864],[2896638],[2897745],[2898710],[2899855] ] cell #5548 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2152623],[2283793],[2288681],[2364002],[2381358],[2421911],[2445364],[2459124],[2466225],[2497382],[2506111],[2522822],[2535588],[2542437],[2551206],[2555224],[2568905],[2576954],[2591761],[2594173],[2602903],[2604407],[2616363],[2620155],[2630395],[2632001],[2634413],[2638789],[2644873],[2648891],[2653926],[2662572],[2671535],[2671606],[2673235],[2676231],[2684623],[2684745],[2685633],[2688537],[2691436],[2697103],[2700895],[2702216],[2705051],[2711135],[2712741],[2715153],[2720439],[2723386],[2729655],[2729726],[2731222],[2731307],[2731355],[2732091],[2734351],[2740028],[2740099],[2741728],[2744724],[2745695],[2747571],[2753116],[2753238],[2754126],[2757030],[2758351],[2761437],[2767460],[2767531],[2769015],[2770020],[2770290],[2770776],[2771962],[2777568],[2780515],[2780586],[2782215],[2786784],[2786855],[2788351],[2788436],[2788484],[2789220],[2791480],[2792329],[2792451],[2793339],[2793460],[2794787],[2800155],[2800945],[2801318],[2802141],[2808237],[2810701],[2811236],[2812835],[2814260],[2814331],[2815815],[2816820],[2817090],[2817576],[2818762],[2818833],[2820329],[2820414],[2820462],[2820957],[2821198],[2821745],[2826492],[2827110],[2830261],[2830332],[2832393],[2832464],[2834835],[2835280],[2836573],[2836658],[2837761],[2838551],[2838924],[2839747],[2840873],[2841388],[2841923],[2842393],[2842663],[2843149],[2843745],[2846614],[2846685],[2850337],[2851341],[2851569],[2851995],[2854141],[2854983],[2855253],[2856088],[2856577],[2856706],[2858575],[2858948],[2859393],[2859771],[2862388],[2862616],[2863042],[2865755],[2866244],[2866517],[2866717],[2867015],[2868214],[2869300],[2870092],[2870518],[2872030],[2872664],[2874899],[2875099],[2875397],[2877345],[2877771],[2878050],[2878075],[2879200],[2880598],[2880896],[2884248],[2884273],[2885897],[2886195],[2886404],[2888172],[2888197],[2890858],[2891931],[2891956],[2893564],[2895791],[2896144],[2898727] ] cell #5549 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1885294],[1960640],[2004600],[2064024],[2076163],[2117334],[2174029],[2177289],[2184289],[2185741],[2219017],[2240693],[2261042],[2275974],[2279628],[2286262],[2293072],[2307109],[2337772],[2353885],[2356564],[2361822],[2365688],[2373215],[2379388],[2382171],[2398637],[2414754],[2419731],[2425840],[2426925],[2440962],[2440969],[2442932],[2448182],[2459738],[2464295],[2466974],[2480888],[2481973],[2495762],[2495769],[2500200],[2502996],[2507357],[2515190],[2518531],[2519163],[2525135],[2535280],[2540257],[2540264],[2542227],[2552109],[2556470],[2567194],[2567826],[2571218],[2576567],[2584772],[2587913],[2591058],[2595419],[2602787],[2602794],[2603252],[2606593],[2607225],[2611290],[2619768],[2626546],[2630514],[2631298],[2635659],[2637348],[2638456],[2639138],[2645776],[2653539],[2660861],[2661493],[2661744],[2664885],[2668828],[2669311],[2674790],[2675898],[2676580],[2679672],[2681862],[2688150],[2692030],[2692400],[2704718],[2705400],[2707286],[2711254],[2712038],[2718181],[2720679],[2721162],[2723980],[2724350],[2726948],[2727431],[2728818],[2734018],[2734700],[2737321],[2737804],[2743283],[2745073],[2748165],[2748535],[2750355],[2761643],[2764141],[2764624],[2766757],[2768089],[2769255],[2769738],[2770234],[2771125],[2772556],[2772926],[2775310],[2777808],[2778291],[2781479],[2784077],[2784560],[2791829],[2797435],[2799343],[2800605],[2801524],[2802276],[2802856],[2804022],[2804505],[2808443],[2810941],[2811424],[2813557],[2816055],[2816538],[2817034],[2817925],[2819726],[2823760],[2825893],[2827377],[2828168],[2828639],[2829558],[2835041],[2839130],[2839882],[2840462],[2841628],[2842111],[2842607],[2845007],[2845281],[2846884],[2848041],[2853356],[2855197],[2856973],[2857764],[2858235],[2859154],[2859906],[2861778],[2863999],[2867779],[2868053],[2869435],[2870813],[2873088],[2874455],[2878872],[2879841],[2880115],[2881093],[2886942],[2887679],[2893182] ] cell #5550 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2004516],[2117803],[2173945],[2196094],[2223718],[2276443],[2286178],[2288706],[2319322],[2342765],[2356480],[2370389],[2379857],[2381607],[2405694],[2438265],[2440167],[2443401],[2453175],[2460001],[2464439],[2466430],[2466890],[2507620],[2518181],[2518444],[2518457],[2521090],[2526220],[2536345],[2537560],[2539462],[2542696],[2556733],[2572303],[2578264],[2578768],[2585033],[2587290],[2587699],[2587783],[2595682],[2596533],[2603336],[2606243],[2606506],[2606519],[2609152],[2621465],[2621969],[2635922],[2636773],[2638717],[2639698],[2645770],[2647941],[2648115],[2655236],[2655740],[2656003],[2656016],[2662005],[2664262],[2664671],[2664755],[2676159],[2677140],[2689847],[2690351],[2690614],[2690627],[2690727],[2692024],[2692661],[2698269],[2704979],[2705960],[2706527],[2706936],[2707020],[2712032],[2714203],[2714377],[2722677],[2723974],[2724611],[2734279],[2735260],[2735827],[2736236],[2736320],[2737496],[2737798],[2746862],[2746900],[2748159],[2748796],[2749704],[2749878],[2754404],[2759811],[2764316],[2764618],[2768350],[2771253],[2771291],[2772550],[2773187],[2774095],[2774269],[2774916],[2774954],[2775691],[2781740],[2783248],[2783706],[2784252],[2784554],[2793365],[2794181],[2794219],[2797041],[2797079],[2797816],[2799692],[2800599],[2803117],[2803193],[2803651],[2804197],[2804499],[2806186],[2811418],[2813201],[2813938],[2819987],[2821069],[2821899],[2823105],[2823143],[2823607],[2824102],[2825887],[2826304],[2826342],[2826861],[2828633],[2829202],[2829939],[2834647],[2834685],[2835422],[2836873],[2840723],[2841257],[2842105],[2844802],[2845095],[2846914],[2847246],[2848035],[2848452],[2848490],[2848954],[2849009],[2849449],[2852701],[2852739],[2853203],[2853698],[2858229],[2858798],[2859535],[2861772],[2861839],[2863195],[2864029],[2864361],[2864654],[2867574],[2867867],[2869282],[2870807],[2871224],[2871262],[2871726],[2871781],[2872221],[2873720],[2874485],[2876105],[2876568],[2878866],[2878933],[2879929],[2881123],[2881455],[2881748],[2883163],[2883862],[2886972],[2887673],[2887740],[2888592],[2889055],[2890051],[2892711],[2893212],[2894900],[2896985] ] cell #5551 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1320447],[1450646],[1572504],[1581594],[1653712],[1701817],[1739033],[1780978],[1808206],[1813067],[1827762],[1864099],[1889842],[1894703],[1904022],[1925304],[1935537],[1971991],[1976441],[1984050],[2006769],[2013656],[2020101],[2042829],[2052151],[2068572],[2073433],[2087595],[2096235],[2113950],[2118089],[2118201],[2118400],[2119992],[2126009],[2141420],[2145870],[2153479],[2160357],[2176198],[2183085],[2196109],[2215657],[2220693],[2223733],[2224156],[2224453],[2225680],[2229333],[2246235],[2254875],[2259325],[2272590],[2276729],[2276841],[2277040],[2278632],[2284649],[2288431],[2294625],[2315023],[2317571],[2319337],[2322119],[2322554],[2342780],[2351004],[2362328],[2367364],[2370404],[2370827],[2371124],[2372351],[2376004],[2380143],[2380255],[2380454],[2382046],[2384606],[2405709],[2407854],[2412180],[2420237],[2428478],[2438280],[2439941],[2443687],[2443799],[2448876],[2451424],[2453190],[2455972],[2456407],[2461414],[2464454],[2464877],[2465174],[2466401],[2468852],[2483526],[2489634],[2500894],[2505132],[2508245],[2518196],[2521105],[2521528],[2521825],[2526235],[2528380],[2532706],[2535809],[2537575],[2539236],[2540357],[2540792],[2544393],[2554245],[2557358],[2572318],[2575877],[2577175],[2578783],[2585048],[2590145],[2590580],[2596307],[2596659],[2603038],[2606258],[2607364],[2619078],[2620376],[2621984],[2636547],[2638060],[2638732],[2638924],[2645884],[2650470],[2654147],[2655755],[2661751],[2675502],[2676174],[2676366],[2688758],[2690366],[2692138],[2692407],[2698350],[2704994],[2705186],[2724088],[2724357],[2734294],[2734486],[2737577],[2748273],[2748542],[2764397],[2768365],[2772664],[2772933],[2784333],[2800713],[2804278],[2826942] ] cell #5552 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1838554],[1959765],[2004663],[2067324],[2076099],[2117934],[2135589],[2174092],[2177225],[2207142],[2223670],[2240629],[2266759],[2276574],[2279020],[2286325],[2307045],[2317925],[2330370],[2337164],[2353813],[2356627],[2361758],[2370341],[2379988],[2386145],[2398029],[2414682],[2419667],[2423129],[2440898],[2441032],[2443532],[2447574],[2451778],[2464223],[2464391],[2467037],[2478177],[2495698],[2495832],[2499592],[2506671],[2518555],[2519236],[2521042],[2522424],[2535208],[2536163],[2540193],[2540327],[2542827],[2549246],[2555784],[2567218],[2567899],[2568507],[2578082],[2584985],[2585202],[2587922],[2591858],[2602723],[2602857],[2606617],[2607298],[2609104],[2612493],[2621283],[2626594],[2628435],[2630523],[2632098],[2638669],[2642913],[2645785],[2655054],[2660885],[2661566],[2661957],[2662174],[2664894],[2668876],[2673332],[2676111],[2680875],[2681871],[2689665],[2692039],[2692613],[2693233],[2704931],[2707334],[2709175],[2711263],[2712047],[2712838],[2718190],[2720727],[2723989],[2724563],[2725183],[2726996],[2731452],[2734231],[2737369],[2737813],[2741825],[2748174],[2748748],[2749368],[2750364],[2761652],[2764189],[2764633],[2766766],[2768302],[2769303],[2772565],[2773139],[2773759],[2775319],[2777856],[2781692],[2782312],[2784125],[2784569],[2788581],[2797444],[2800614],[2801533],[2802324],[2803069],[2804070],[2804514],[2808452],[2810989],[2811433],[2813566],[2816103],[2819939],[2820559],[2823808],[2825902],[2828177],[2828648],[2829567],[2835050],[2839139],[2839930],[2840675],[2841676],[2842120],[2845290],[2848050],[2853404],[2857773],[2858244],[2859163],[2859954],[2861787],[2868062],[2869483],[2870822],[2873097],[2878881],[2880124],[2887688] ] cell #5553 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1414205],[1577723],[1689433],[1773738],[1808938],[1890574],[1930919],[1960009],[1977173],[2009038],[2048263],[2069304],[2091586],[2119132],[2122121],[2146602],[2178467],[2196219],[2199859],[2224684],[2250226],[2260057],[2277772],[2280761],[2297132],[2319447],[2323087],[2342890],[2346530],[2354995],[2371355],[2381186],[2389495],[2405819],[2409754],[2430985],[2438390],[2442030],[2453300],[2456940],[2465405],[2467133],[2487800],[2491058],[2510021],[2516876],[2518306],[2526345],[2530280],[2537685],[2541325],[2542297],[2560621],[2572428],[2578893],[2586203],[2587693],[2594825],[2598083],[2603322],[2604938],[2606368],[2609146],[2622094],[2635065],[2639208],[2640668],[2648053],[2654288],[2655865],[2661999],[2663175],[2664665],[2676650],[2678110],[2688899],[2690476],[2692655],[2693681],[2705470],[2706930],[2712002],[2714315],[2724605],[2725631],[2734770],[2736230],[2736733],[2737768],[2748790],[2749816],[2763553],[2764588],[2773181],[2774207],[2774801],[2783489],[2784524],[2796926],[2803434],[2804469],[2813048],[2822269],[2829049],[2844110] ] cell #5554 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1674100],[1833455],[1938491],[2016610],[2048932],[2122790],[2159198],[2186039],[2200528],[2228174],[2262702],[2281430],[2300481],[2323756],[2326313],[2347199],[2374845],[2389760],[2392718],[2413103],[2434334],[2442699],[2457609],[2460166],[2473585],[2491323],[2494281],[2510286],[2513244],[2520225],[2533629],[2541994],[2548294],[2560886],[2563915],[2580610],[2586468],[2589426],[2598348],[2601306],[2608287],[2609815],[2625040],[2627483],[2641961],[2647208],[2648318],[2654553],[2657582],[2663440],[2666398],[2667226],[2680399],[2689164],[2693946],[2699304],[2700412],[2705780],[2708223],[2712284],[2713470],[2714580],[2716827],[2725896],[2735080],[2738050],[2739095],[2744345],[2748892],[2750081],[2754604],[2755439],[2756547],[2764870],[2765915],[2773283],[2774472],[2775891],[2776596],[2784806],[2785851],[2789490],[2791101],[2798016],[2798721],[2804751],[2805796],[2806130],[2806757],[2814138],[2814843],[2824046],[2824673],[2830139],[2830844],[2831252],[2836817],[2837444],[2845473],[2849393],[2850020],[2855365],[2861184],[2865032],[2874052] ] cell #5555 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2224143],[2322565],[2370814],[2390261],[2403665],[2412362],[2456418],[2464864],[2491824],[2510787],[2521515],[2524191],[2532888],[2540803],[2570274],[2586969],[2587894],[2590591],[2598849],[2607546],[2609577],[2617179],[2648282],[2648445],[2648819],[2650652],[2663941],[2664866],[2667563],[2672359],[2685561],[2697919],[2698807],[2700136],[2700364],[2700460],[2707131],[2714544],[2714707],[2715081],[2716914],[2717491],[2720865],[2730479],[2736431],[2740852],[2742986],[2744284],[2744389],[2750045],[2750208],[2754054],[2754942],[2756271],[2756499],[2756595],[2758771],[2761793],[2767949],[2769441],[2774436],[2774599],[2776502],[2777994],[2779962],[2785150],[2785575],[2785803],[2785899],[2787608],[2789742],[2790629],[2791040],[2791145],[2793165],[2798627],[2800308],[2801674],[2802716],[2805095],[2805520],[2805748],[2805844],[2807227],[2807779],[2808593],[2812955],[2814402],[2814749],[2814782],[2814887],[2816241],[2818209],[2818904],[2825143],[2825695],[2825843],[2825872],[2826630],[2828342],[2828956],[2830403],[2830750],[2830783],[2830888],[2831355],[2832113],[2832535],[2836233],[2836695],[2836947],[2837644],[2837914],[2839280],[2840322],[2841271],[2843450],[2843922],[2845576],[2846334],[2846756],[2846905],[2847991],[2848020],[2848778],[2849271],[2849523],[2850220],[2850490],[2851154],[2851878],[2854739],[2855302],[2855468],[2856226],[2857938],[2860346],[2860484],[2860994],[2861662],[2861728],[2861757],[2861913],[2862201],[2862925],[2863481],[2864020],[2864969],[2865135],[2865893],[2866360],[2866413],[2868348],[2869106],[2869677],[2870763],[2870792],[2871550],[2872295],[2873262],[2873942],[2874408],[2874476],[2874572],[2874742],[2874795],[2875723],[2876391],[2876642],[2876930],[2878756],[2878822],[2878851],[2879007],[2879295],[2881114],[2882229],[2882987],[2883504],[2883820],[2883937],[2884740],[2885206],[2885370],[2886895],[2886963],[2887059],[2887282],[2887629],[2887658],[2887814],[2888878],[2889129],[2889417],[2890286],[2891187],[2891503],[2891620],[2892669],[2892786],[2893203],[2893299],[2894055],[2894219],[2894974],[2897060],[2897563],[2897680],[2898193],[2900277] ] cell #5556 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1544696],[1707068],[1816034],[1897670],[1931604],[2009723],[2048284],[2076400],[2092271],[2117855],[2122142],[2159182],[2179152],[2186706],[2199880],[2224103],[2225369],[2228158],[2250911],[2276495],[2280782],[2287939],[2297040],[2297153],[2300465],[2322212],[2323108],[2346551],[2355680],[2370774],[2372040],[2374635],[2374829],[2379909],[2381554],[2389744],[2409662],[2409775],[2413087],[2427971],[2430893],[2431006],[2434318],[2440099],[2442051],[2443453],[2456065],[2456961],[2459948],[2464824],[2466090],[2473429],[2483019],[2487708],[2487821],[2491307],[2507567],[2510270],[2516784],[2516897],[2518391],[2518509],[2520209],[2521475],[2527266],[2530188],[2530301],[2533613],[2535914],[2539394],[2540450],[2541346],[2542748],[2542982],[2556680],[2560870],[2563759],[2573349],[2577833],[2580454],[2586452],[2587352],[2587601],[2587714],[2587854],[2590238],[2594733],[2594846],[2595629],[2596465],[2598332],[2604846],[2604959],[2606453],[2606571],[2608271],[2609167],[2609537],[2621034],[2624884],[2634973],[2635086],[2635869],[2636705],[2637811],[2640576],[2640689],[2646006],[2647052],[2647952],[2648302],[2654537],[2654805],[2655950],[2656068],[2657426],[2662020],[2663424],[2664324],[2664573],[2664686],[2664826],[2667210],[2675253],[2678018],[2678131],[2689148],[2689416],[2690561],[2690679],[2692260],[2692676],[2693930],[2698280],[2704073],[2705624],[2706589],[2706838],[2706951],[2707091],[2712268],[2713314],[2714214],[2714564],[2724210],[2724626],[2725880],[2733373],[2734924],[2735889],[2736138],[2736251],[2736391],[2737507],[2738034],[2738939],[2746977],[2748395],[2748811],[2749715],[2750065],[2754415],[2760852],[2764327],[2764854],[2765759],[2771368],[2772786],[2773202],[2774106],[2774456],[2775031],[2775702],[2783259],[2784263],[2784790],[2794296],[2797156],[2797827],[2800835],[2803204],[2804208],[2804735],[2806197],[2813949],[2821910],[2824113],[2826872],[2829950] ] cell #5557 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1885289],[1960632],[2004610],[2064019],[2076025],[2087479],[2117393],[2174039],[2177086],[2184284],[2185616],[2220577],[2240490],[2246119],[2261037],[2276033],[2279443],[2286272],[2306906],[2314907],[2337587],[2350888],[2353880],[2356574],[2361619],[2367248],[2373210],[2379447],[2382166],[2398452],[2414749],[2419528],[2425835],[2439825],[2440759],[2440979],[2442991],[2447997],[2448760],[2461298],[2464290],[2466984],[2480883],[2495559],[2495779],[2500015],[2500778],[2502991],[2508129],[2515249],[2518295],[2518536],[2518978],[2525130],[2535275],[2539120],[2540054],[2540274],[2542286],[2552104],[2557242],[2567199],[2567641],[2571213],[2576626],[2584777],[2587570],[2587908],[2591053],[2596191],[2602584],[2602804],[2603311],[2606357],[2606598],[2607040],[2611285],[2619827],[2626551],[2630509],[2631293],[2636431],[2637343],[2638461],[2639197],[2645771],[2653598],[2655854],[2660866],[2661308],[2661749],[2664542],[2664880],[2668833],[2669306],[2674785],[2675903],[2676639],[2679667],[2681857],[2688209],[2690465],[2692025],[2692405],[2704723],[2705459],[2706807],[2707291],[2711249],[2712033],[2718176],[2720684],[2721157],[2723975],[2724355],[2726953],[2727426],[2728877],[2734023],[2734759],[2736107],[2737326],[2737799],[2743278],[2745132],[2748074],[2748160],[2748540],[2750350],[2758958],[2761638],[2764146],[2764619],[2766752],[2768094],[2769260],[2769733],[2770317],[2771184],[2772465],[2772551],[2772931],[2775305],[2777813],[2778286],[2781484],[2784082],[2784555],[2791888],[2793236],[2796760],[2797430],[2799348],[2800600],[2801519],[2802281],[2802861],[2804027],[2804500],[2808438],[2810946],[2811419],[2813552],[2816060],[2816533],[2817117],[2817984],[2819265],[2819731],[2821225],[2823765],[2825888],[2827382],[2828163],[2828634],[2829553],[2834366],[2835036],[2839125],[2839887],[2840467],[2841633],[2842106],[2842690],[2845012],[2845276],[2846873],[2848036],[2853361],[2855280],[2856978],[2857759],[2858230],[2859149],[2859911],[2861773],[2863988],[2867784],[2868048],[2869440],[2870808],[2873083],[2874444],[2878867],[2879846],[2880110],[2881082],[2886931],[2887674],[2893171] ] cell #5558 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1544697],[1707069],[1816035],[1897671],[1931605],[2009724],[2048285],[2076401],[2092272],[2122143],[2159180],[2179153],[2199881],[2225370],[2228156],[2250912],[2280783],[2297154],[2300463],[2323109],[2346552],[2355681],[2372041],[2374827],[2389742],[2409776],[2413085],[2431007],[2434316],[2442052],[2456962],[2466091],[2473458],[2487822],[2491305],[2510268],[2516898],[2520207],[2530302],[2533611],[2541347],[2542983],[2560868],[2563788],[2580483],[2586450],[2587715],[2594847],[2598330],[2604960],[2608269],[2609168],[2624913],[2635087],[2640690],[2647081],[2648300],[2654535],[2657455],[2662021],[2663422],[2664687],[2667208],[2678132],[2689146],[2692677],[2693928],[2700285],[2705653],[2706952],[2712266],[2713343],[2714562],[2724627],[2725878],[2734953],[2736252],[2738032],[2738968],[2748812],[2750063],[2754403],[2756420],[2764852],[2765788],[2773203],[2774454],[2775201],[2775690],[2784788],[2785724],[2797326],[2797815],[2804733],[2805669],[2806326],[2813448],[2813937],[2824242],[2829449],[2829938],[2837013],[2844340],[2849589],[2861251] ] cell #5559 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1712052],[1837565],[1950495],[1959566],[2023087],[2067057],[2099221],[2135322],[2163343],[2176579],[2206875],[2232319],[2239983],[2257861],[2266492],[2306399],[2322879],[2324581],[2330103],[2334119],[2353546],[2361112],[2378990],[2394984],[2412837],[2412964],[2414415],[2419021],[2440252],[2444529],[2456732],[2458434],[2463956],[2474554],[2493535],[2494125],[2495052],[2496547],[2515510],[2522996],[2533363],[2533490],[2534941],[2539547],[2541117],[2542819],[2546267],[2562672],[2562930],[2564884],[2565845],[2569079],[2581579],[2590905],[2600560],[2601150],[2602077],[2603572],[2608021],[2608148],[2609599],[2611144],[2612140],[2616537],[2625456],[2626487],[2639934],[2651127],[2651254],[2656339],[2656597],[2658551],[2659512],[2662746],[2665652],[2666242],[2667169],[2668769],[2671983],[2677376],[2679526],[2684919],[2691884],[2692880],[2697277],[2702391],[2702981],[2706196],[2707227],[2712227],[2712485],[2715400],[2720620],[2723834],[2724830],[2726889],[2730103],[2735496],[2737262],[2737993],[2738586],[2740476],[2742887],[2745869],[2746198],[2748019],[2753412],[2754443],[2764082],[2764813],[2765406],[2769196],[2770262],[2772410],[2775603],[2775730],[2777749],[2779842],[2780963],[2784018],[2784749],[2785342],[2787232],[2792625],[2796705],[2797728],[2797855],[2802217],[2803963],[2804694],[2805287],[2806647],[2810882],[2811613],[2813850],[2813977],[2815996],[2817062],[2819210],[2823701],[2824563],[2828828],[2829851],[2829978],[2834311],[2835461],[2837334],[2839823],[2841569],[2842300],[2842635],[2844562],[2847800],[2849048],[2849910],[2853297],[2855225],[2858424],[2859574],[2859847],[2863820],[2864121],[2867334],[2869376],[2871820],[2875824],[2879396],[2881215] ] cell #5560 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1674098],[1833453],[1838544],[1938489],[1959622],[2016608],[2048930],[2067113],[2075972],[2122788],[2135378],[2159196],[2177033],[2186037],[2200526],[2206931],[2228172],[2240437],[2262709],[2266548],[2279081],[2281428],[2300479],[2306853],[2323754],[2326320],[2330159],[2337225],[2347197],[2353602],[2361566],[2374843],[2389619],[2389758],[2392725],[2398090],[2412893],[2413101],[2414471],[2419475],[2424254],[2434332],[2440706],[2442697],[2447635],[2457607],[2460173],[2464012],[2473592],[2479302],[2491182],[2491321],[2494063],[2494181],[2494288],[2495506],[2499653],[2510145],[2510284],[2513251],[2518616],[2520223],[2523549],[2533419],[2533627],[2534997],[2540001],[2541992],[2548417],[2560745],[2560884],[2563922],[2565909],[2566411],[2567279],[2569632],[2580617],[2586327],[2586466],[2589433],[2598207],[2598346],[2601088],[2601206],[2601313],[2602531],[2606678],[2608077],[2608285],[2609655],[2609813],[2613065],[2625047],[2626655],[2627606],[2629335],[2642084],[2647215],[2648316],[2651183],[2654412],[2654551],[2657589],[2659576],[2660078],[2660946],[2663299],[2663438],[2666180],[2666298],[2666405],[2667224],[2667623],[2668937],[2680522],[2681826],[2689023],[2689162],[2693805],[2693944],[2699427],[2700419],[2702919],[2703037],[2705787],[2707395],[2708346],[2710075],[2712282],[2713477],[2714578],[2715464],[2715966],[2716834],[2718145],[2725755],[2725894],[2735087],[2737430],[2738048],[2739102],[2744468],[2746262],[2746764],[2749015],[2750079],[2750319],[2754611],[2755562],[2756554],[2757291],[2764250],[2764868],[2765922],[2773406],[2774470],[2775274],[2775898],[2776719],[2779921],[2782659],[2784804],[2785858],[2789532],[2791224],[2797399],[2798023],[2798844],[2804749],[2805803],[2806726],[2806799],[2810123],[2814145],[2814966],[2824642],[2824715],[2830146],[2830967],[2831672],[2837413],[2837486],[2845893],[2849989],[2850062],[2855785],[2863899],[2865452],[2875980] ] cell #5561 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1451491],[1581637],[1701860],[1711055],[1781021],[1828272],[1864142],[1904532],[1930904],[1935580],[1949958],[1984560],[2009023],[2013699],[2022550],[2042872],[2052661],[2087420],[2091571],[2098684],[2120035],[2126519],[2132605],[2153989],[2162806],[2178452],[2183128],[2196204],[2204158],[2220518],[2224378],[2224496],[2224669],[2226190],[2231782],[2246060],[2250211],[2257324],[2263775],[2278675],[2285159],[2297053],[2314848],[2319432],[2322225],[2322743],[2322897],[2324044],[2327386],[2342875],[2350829],[2354980],[2367189],[2371049],[2371167],[2371340],[2372861],[2378453],[2382089],[2387544],[2405804],[2408123],[2409675],[2412201],[2412704],[2430906],[2438375],[2448701],[2453285],[2456078],[2456596],[2456750],[2457897],[2461239],[2465099],[2465217],[2465390],[2466911],[2469121],[2487721],[2489655],[2493475],[2500719],[2508070],[2516797],[2518291],[2521750],[2521868],[2526330],[2528649],[2530201],[2532727],[2533230],[2537670],[2540463],[2540981],[2541135],[2542282],[2544414],[2557183],[2562498],[2572413],[2576146],[2578878],[2587614],[2590251],[2590769],[2590923],[2594746],[2596680],[2600500],[2603307],[2604859],[2606353],[2607385],[2607888],[2610970],[2619347],[2622079],[2634986],[2638081],[2639193],[2640589],[2646019],[2650491],[2650994],[2655850],[2656165],[2661772],[2664586],[2665592],[2675523],[2676635],[2678031],[2690461],[2691710],[2692273],[2692428],[2698371],[2702331],[2705455],[2706851],[2712053],[2723660],[2724223],[2724378],[2734755],[2736151],[2737598],[2737819],[2742808],[2748408],[2748563],[2764418],[2764639],[2772799],[2772954],[2775524],[2784354],[2784575],[2797649],[2800848],[2804299],[2804520],[2813771],[2826963],[2829772],[2847721] ] cell #5562 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1960638],[2076161],[2117996],[2177287],[2185749],[2224233],[2240691],[2276636],[2279636],[2307107],[2322173],[2337780],[2361820],[2370904],[2373271],[2380050],[2398645],[2408429],[2419729],[2425896],[2440960],[2443594],[2448190],[2456026],[2464954],[2470456],[2480944],[2495760],[2500208],[2503414],[2519171],[2519298],[2521605],[2525191],[2528955],[2540255],[2540411],[2542889],[2552527],[2567834],[2567961],[2571274],[2577481],[2587969],[2588559],[2590199],[2591476],[2602785],[2603613],[2607233],[2607360],[2609667],[2615107],[2620682],[2630570],[2631160],[2631716],[2639975],[2645967],[2646194],[2648506],[2652026],[2661501],[2661628],[2664941],[2665531],[2667171],[2670064],[2677417],[2681937],[2683489],[2685248],[2686637],[2692221],[2695847],[2698293],[2706237],[2711310],[2711900],[2712229],[2712456],[2714768],[2718256],[2721915],[2724171],[2728184],[2728982],[2735537],[2737520],[2737995],[2738557],[2748356],[2750430],[2751982],[2753741],[2754428],[2755130],[2759677],[2761718],[2764340],[2764815],[2765377],[2766832],[2770491],[2772747],[2775385],[2775715],[2779044],[2784276],[2784751],[2785313],[2786111],[2795469],[2797510],[2797840],[2799558],[2800796],[2801599],[2804221],[2804696],[2805258],[2806477],[2808518],[2811615],[2812177],[2813632],[2813962],[2817291],[2824393],[2826885],[2827592],[2828243],[2828830],[2829633],[2829963],[2833075],[2835116],[2835446],[2837164],[2839205],[2842302],[2842864],[2845356],[2846938],[2848658],[2849033],[2849740],[2853989],[2857188],[2857839],[2858426],[2859229],[2859559],[2862001],[2864053],[2868128],[2871430],[2871805],[2872512],[2873163],[2874509],[2879095],[2880190],[2881147],[2882867],[2886996],[2887902],[2893236] ] cell #5563 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1800934],[1955493],[2055530],[2129388],[2159797],[2228773],[2262721],[2288028],[2301080],[2326332],[2358116],[2375444],[2392737],[2413702],[2416025],[2434933],[2460185],[2473604],[2476216],[2494300],[2513263],[2520824],[2534228],[2536551],[2548471],[2563934],[2566546],[2580629],[2583241],[2589445],[2601325],[2608886],[2614310],[2625059],[2627660],[2642138],[2647227],[2649839],[2657601],[2660213],[2666417],[2667825],[2680576],[2682692],[2695050],[2699481],[2700431],[2705799],[2708400],[2713489],[2716101],[2716846],[2727790],[2735099],[2739114],[2743642],[2744522],[2749069],[2751185],[2754623],[2755616],[2756566],[2758546],[2765934],[2773460],[2775910],[2776773],[2781133],[2784919],[2785870],[2789663],[2790398],[2791278],[2798035],[2798898],[2804864],[2805815],[2806930],[2807548],[2814157],[2815020],[2818028],[2819380],[2824846],[2825464],[2830158],[2831021],[2831476],[2831762],[2837617],[2838235],[2845697],[2845983],[2850193],[2850811],[2851215],[2855589],[2855875],[2862262],[2865256],[2865542],[2869738],[2874181],[2876991],[2883651] ] cell #5564 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1674097],[1833452],[1938488],[2016607],[2048929],[2077050],[2122787],[2159195],[2185805],[2186036],[2200525],[2224289],[2228171],[2262711],[2279692],[2281427],[2287753],[2300478],[2322690],[2323753],[2326322],[2337836],[2347196],[2370960],[2373799],[2374842],[2389660],[2389757],[2392727],[2398701],[2412284],[2413100],[2426424],[2434331],[2442696],[2448246],[2456543],[2457606],[2458803],[2460175],[2465010],[2473594],[2481472],[2491223],[2491320],[2494290],[2500264],[2505790],[2510186],[2510283],[2513253],[2519227],[2520222],[2521661],[2525719],[2532810],[2533626],[2540928],[2541991],[2548388],[2554903],[2560786],[2560883],[2563924],[2567890],[2571802],[2575457],[2580619],[2586368],[2586465],[2588497],[2588615],[2589435],[2590716],[2593852],[2598248],[2598345],[2601315],[2607289],[2607468],[2608284],[2609723],[2609812],[2618658],[2625049],[2627577],[2631098],[2631216],[2634092],[2642055],[2647217],[2648218],[2648315],[2648570],[2649072],[2650574],[2652429],[2654453],[2654550],[2657591],[2661557],[2663340],[2663437],[2665469],[2665587],[2666407],[2667223],[2667688],[2680493],[2685312],[2685814],[2687040],[2689064],[2689161],[2693846],[2693943],[2698478],[2699398],[2700421],[2700603],[2705789],[2708317],[2711838],[2711956],[2712281],[2713479],[2714480],[2714577],[2714832],[2715334],[2716836],[2719561],[2725796],[2725893],[2729061],[2731799],[2735089],[2737705],[2738047],[2739104],[2742764],[2748986],[2749981],[2750078],[2753805],[2754307],[2754613],[2755533],[2756556],[2756738],[2759756],[2764525],[2764867],[2765924],[2768437],[2773377],[2774372],[2774469],[2775480],[2775900],[2776690],[2784461],[2784803],[2785860],[2786190],[2788928],[2789520],[2793937],[2797605],[2798025],[2798815],[2804406],[2804748],[2805805],[2806556],[2806787],[2813727],[2814147],[2815237],[2824472],[2824703],[2827070],[2829728],[2830148],[2831543],[2837474],[2845764],[2847677],[2850050] ] cell #5565 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1960625],[2076021],[2177082],[2185621],[2240486],[2279448],[2306902],[2337592],[2361615],[2373262],[2398457],[2419524],[2425887],[2440755],[2448002],[2480935],[2494112],[2495555],[2500020],[2503405],[2518983],[2525182],[2540050],[2552518],[2566345],[2566460],[2567646],[2571265],[2587960],[2591467],[2601137],[2602580],[2607045],[2615098],[2629361],[2629822],[2630561],[2631707],[2646185],[2652017],[2660012],[2660127],[2661313],[2664932],[2666229],[2667672],[2670055],[2681928],[2682096],[2683480],[2684213],[2686628],[2695838],[2702968],[2710101],[2710562],[2711301],[2712447],[2715900],[2716015],[2717201],[2718247],[2718906],[2721906],[2728175],[2728943],[2738548],[2746698],[2746813],[2750421],[2750589],[2751973],[2752706],[2755121],[2757317],[2757778],[2758517],[2759638],[2761709],[2765368],[2766823],[2770482],[2775376],[2776035],[2779035],[2782685],[2783146],[2785304],[2786072],[2789634],[2789802],[2791919],[2795430],[2797501],[2798160],[2799519],[2801590],[2805249],[2806438],[2806901],[2807287],[2808509],[2810161],[2812168],[2812425],[2813623],[2817282],[2818050],[2824354],[2824817],[2825203],[2827553],[2828234],[2829624],[2831710],[2831784],[2833036],[2834416],[2835107],[2837125],[2837588],[2837974],[2839196],[2842855],[2845347],[2845931],[2846005],[2848619],[2849701],[2850164],[2850550],[2851390],[2853950],[2854413],[2855823],[2855897],[2857149],[2857830],[2859220],[2861962],[2862437],[2864906],[2865490],[2865564],[2868119],[2868777],[2869913],[2871391],[2872473],[2872936],[2873154],[2874279],[2876018],[2876691],[2877166],[2879056],[2880181],[2882000],[2882658],[2882828],[2884930],[2885077],[2886766],[2887863],[2889178],[2891259],[2893006],[2893926] ] cell #5566 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [2041408],[2181664],[2269108],[2332719],[2358630],[2416539],[2444926],[2466572],[2476730],[2496944],[2522811],[2537065],[2550768],[2567060],[2568894],[2583755],[2603969],[2614418],[2616352],[2629957],[2644435],[2650353],[2660727],[2662561],[2671595],[2682800],[2684734],[2695158],[2697092],[2701778],[2710697],[2716615],[2720376],[2727898],[2729715],[2740088],[2743750],[2745684],[2751293],[2753227],[2757913],[2759060],[2767520],[2768952],[2777505],[2780575],[2781241],[2785027],[2786844],[2790506],[2792440],[2793022],[2800092],[2804972],[2807656],[2810638],[2811225],[2814320],[2815752],[2818172],[2818822],[2819488],[2820946],[2825572],[2830321],[2831906],[2832453],[2835217],[2837698],[2838343],[2840862],[2841325],[2841912],[2846127],[2846674],[2850274],[2850919],[2851558],[2851932],[2856019],[2856566],[2858499],[2859330],[2862605],[2862979],[2865686],[2866233],[2866491],[2866641],[2870081],[2870455],[2874873],[2875023],[2877334],[2877708],[2877939],[2880372],[2880522],[2884137],[2885671],[2885821],[2888061],[2890504],[2891820],[2895220] ] cell #5567 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [2256529],[2377658],[2450265],[2502283],[2523220],[2569303],[2591812],[2609308],[2616761],[2632052],[2651925],[2662970],[2673286],[2685143],[2686536],[2697501],[2712792],[2720471],[2721814],[2731406],[2741779],[2746093],[2753636],[2755029],[2761476],[2769047],[2770390],[2777600],[2778943],[2782266],[2788535],[2792849],[2795285],[2800187],[2801357],[2808276],[2810733],[2812076],[2815847],[2817190],[2820513],[2821355],[2826531],[2827408],[2832891],[2834874],[2835312],[2837793],[2838963],[2841420],[2842763],[2843200],[2847353],[2850369],[2852027],[2853805],[2854180],[2856127],[2857004],[2858712],[2858987],[2859425],[2860433],[2863074],[2865794],[2866949],[2867054],[2868632],[2870125],[2870550],[2872158],[2872328],[2872703],[2875331],[2875436],[2877378],[2877803],[2878271],[2878312],[2880830],[2880935],[2882104],[2882513],[2884469],[2884510],[2886129],[2886234],[2886354],[2886517],[2888393],[2888434],[2890808],[2890971],[2892152],[2892193],[2892320],[2893514],[2893677],[2895420],[2896094],[2896257],[2897214],[2898403],[2898920],[2900425] ] cell #5568 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1923798],[2071927],[2077038],[2166043],[2185672],[2235019],[2263270],[2279499],[2287633],[2326881],[2337643],[2358131],[2373624],[2381690],[2393286],[2398508],[2416040],[2426249],[2444913],[2448053],[2458794],[2460734],[2476231],[2481297],[2494849],[2496931],[2500071],[2505781],[2513812],[2519034],[2525544],[2536566],[2548379],[2548486],[2550755],[2554894],[2566396],[2566561],[2567697],[2571627],[2575448],[2583256],[2588322],[2589994],[2593843],[2601874],[2603956],[2607096],[2614405],[2618649],[2627568],[2627675],[2629768],[2629873],[2629944],[2630923],[2634083],[2642046],[2642153],[2644422],[2648561],[2649854],[2652420],[2660063],[2660228],[2661364],[2665294],[2666966],[2671557],[2680484],[2680591],[2682787],[2684253],[2684634],[2685303],[2687031],[2695145],[2699389],[2699496],[2701765],[2708308],[2708415],[2710508],[2710613],[2710684],[2711663],[2714823],[2715951],[2716116],[2717252],[2717395],[2719552],[2727885],[2729052],[2729677],[2730914],[2740050],[2743737],[2744537],[2746749],[2748977],[2749084],[2751280],[2752746],[2753127],[2753796],[2755524],[2755631],[2757724],[2757829],[2757900],[2758561],[2758879],[2759747],[2767482],[2768407],[2773368],[2773475],[2776681],[2776788],[2780537],[2781228],[2783092],[2783197],[2785014],[2786181],[2786806],[2788043],[2789678],[2790493],[2791293],[2791959],[2792340],[2793009],[2793907],[2798806],[2798913],[2804959],[2806547],[2806945],[2807643],[2811187],[2812465],[2812846],[2814282],[2815035],[2815207],[2818159],[2818784],[2819475],[2820021],[2824463],[2824861],[2825559],[2830283],[2831036],[2831513],[2831893],[2832415],[2834465],[2836265],[2837632],[2838330],[2840780],[2841874],[2845734],[2846114],[2846636],[2850208],[2850906],[2851439],[2851476],[2853513],[2856006],[2856528],[2862486],[2862523],[2865673],[2866195],[2866591],[2869962],[2869999],[2874973],[2877215],[2877252],[2880472],[2884979],[2885771],[2891334] ] cell #5569 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1372882],[1503273],[1569258],[1632564],[1698503],[1709638],[1754440],[1805782],[1824391],[1835996],[1845243],[1924493],[1928556],[1940711],[1957474],[1960341],[2023973],[2041803],[2042033],[2045516],[2067994],[2072622],[2076685],[2100107],[2137189],[2148489],[2152340],[2152938],[2166738],[2182059],[2182289],[2185772],[2186721],[2208742],[2235714],[2239797],[2252292],[2256240],[2268359],[2269503],[2269733],[2279659],[2283510],[2284108],[2288226],[2306213],[2331970],[2333114],[2333344],[2336622],[2337803],[2348473],[2360926],[2362756],[2363719],[2364317],[2373421],[2376432],[2377369],[2381814],[2397487],[2398668],[2418835],[2420665],[2421628],[2422226],[2425359],[2426046],[2428906],[2444097],[2447032],[2448213],[2449038],[2449976],[2458883],[2461576],[2480407],[2481094],[2483954],[2489407],[2496115],[2499050],[2500231],[2501056],[2501994],[2503936],[2505870],[2508407],[2519194],[2522088],[2524654],[2525341],[2525848],[2537188],[2545359],[2553049],[2554983],[2557520],[2561905],[2567857],[2568171],[2570737],[2571424],[2571931],[2575100],[2578396],[2588119],[2591079],[2591998],[2593932],[2607256],[2611754],[2615629],[2618301],[2621597],[2623075],[2624548],[2625929],[2630720],[2631319],[2632238],[2634172],[2636879],[2637369],[2646716],[2648650],[2652072],[2661524],[2665091],[2669332],[2672593],[2673472],[2674321],[2674811],[2678919],[2680136],[2682538],[2684011],[2685392],[2686683],[2696369],[2699041],[2711460],[2712978],[2714912],[2718401],[2721183],[2721702],[2721961],[2726384],[2727452],[2729496],[2730713],[2731592],[2741086],[2741965],[2743304],[2751031],[2752504],[2753885],[2755176],[2762460],[2766977],[2768691],[2769759],[2770278],[2770537],[2778312],[2778831],[2779090],[2782452],[2786625],[2787842],[2788721],[2795960],[2809260],[2811964],[2812223],[2815491],[2816559],[2817078],[2817337],[2820699],[2833566],[2835858],[2842651],[2842910],[2854480],[2855241] ] cell #5570 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1503324],[1633121],[1698554],[1725210],[1760392],[1824948],[1836047],[1880880],[1911481],[1928607],[1946663],[1958031],[1994800],[2039619],[2042084],[2046073],[2059610],[2073946],[2076736],[2152869],[2152901],[2153238],[2156668],[2164229],[2179875],[2182340],[2186329],[2233205],[2243151],[2252755],[2256264],[2256682],[2256911],[2269784],[2284039],[2284071],[2284408],[2287838],[2309567],[2333395],[2337085],[2348497],[2352100],[2352377],[2364248],[2364280],[2364617],[2373884],[2377393],[2377811],[2378040],[2397950],[2422157],[2422189],[2422526],[2425383],[2426509],[2436115],[2446820],[2447495],[2450000],[2450418],[2450647],[2458907],[2462510],[2462787],[2467248],[2480431],[2481557],[2498838],[2499513],[2502018],[2502436],[2502665],[2505286],[2505894],[2522112],[2524433],[2524678],[2525804],[2527342],[2527619],[2535410],[2542683],[2552030],[2554399],[2555007],[2562368],[2568195],[2570516],[2570761],[2571887],[2573425],[2573702],[2575124],[2576776],[2588582],[2591141],[2592126],[2592672],[2593348],[2593956],[2605863],[2609461],[2609690],[2611778],[2617421],[2618325],[2619977],[2625953],[2631183],[2631381],[2632366],[2632912],[2633588],[2634196],[2637431],[2645697],[2648674],[2651290],[2652096],[2653748],[2664183],[2665554],[2667369],[2669394],[2672617],[2673600],[2673670],[2674873],[2678943],[2680160],[2681336],[2685416],[2685901],[2686707],[2688359],[2691104],[2698161],[2699065],[2700717],[2703693],[2711923],[2713106],[2713652],[2714936],[2718552],[2719852],[2721245],[2721985],[2723054],[2726528],[2727514],[2729520],[2730737],[2731720],[2731913],[2732993],[2741110],[2742093],[2742163],[2743366],[2753909],[2755200],[2756852],[2759517],[2762014],[2762484],[2762688],[2766326],[2767128],[2768835],[2769821],[2770561],[2776981],[2778374],[2779114],[2780183],[2782580],[2786649],[2787866],[2788849],[2789042],[2790122],[2796104],[2799398],[2801093],[2801895],[2802569],[2808814],[2809284],[2809488],[2812247],[2815635],[2816621],[2817361],[2820827],[2823238],[2833710],[2835882],[2836086],[2838699],[2839501],[2840175],[2842934],[2843514],[2852834],[2854624],[2860199],[2868913] ] cell #5571 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2186682],[2287675],[2373666],[2381322],[2426291],[2459088],[2481339],[2506075],[2522866],[2525586],[2535391],[2555188],[2568949],[2571669],[2576757],[2588364],[2594137],[2614379],[2616407],[2619958],[2630965],[2634377],[2637776],[2648855],[2653729],[2662616],[2665336],[2671626],[2675218],[2682761],[2684587],[2684676],[2684789],[2685597],[2688340],[2695119],[2697147],[2700698],[2704038],[2711705],[2715117],[2720408],[2727859],[2729746],[2730946],[2731261],[2731271],[2731894],[2733338],[2740119],[2743711],[2745739],[2751254],[2753080],[2753169],[2753282],[2754090],[2756833],[2758921],[2760817],[2767551],[2768661],[2768984],[2770013],[2770247],[2777537],[2780606],[2784988],[2786875],[2788075],[2788390],[2788400],[2789023],[2790467],[2792293],[2792382],[2792495],[2793303],[2794460],[2800124],[2801003],[2802143],[2804933],[2807617],[2810670],[2811256],[2812799],[2812888],[2814351],[2815461],[2815784],[2816813],[2817047],[2818853],[2820053],[2820368],[2820378],[2821001],[2822027],[2825533],[2827185],[2830352],[2832066],[2832484],[2835249],[2836297],[2836612],[2836622],[2837730],[2838609],[2839749],[2841034],[2841357],[2841943],[2842386],[2842620],[2843983],[2846287],[2846705],[2850306],[2851623],[2851859],[2851964],[2853551],[2854976],[2855210],[2856597],[2856781],[2858633],[2859362],[2859773],[2862670],[2862906],[2863011],[2866264],[2866629],[2866755],[2866870],[2868207],[2869302],[2870382],[2870487],[2872105],[2875011],[2875137],[2875252],[2877635],[2877740],[2878043],[2878218],[2879202],[2880510],[2880751],[2884241],[2884416],[2885809],[2886050],[2886406],[2888165],[2888340],[2890860],[2891372],[2891924],[2892099],[2893566],[2895784],[2896146],[2898729] ] cell #5572 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2186687],[2287677],[2373668],[2381316],[2426293],[2459082],[2481341],[2506069],[2525588],[2535317],[2555182],[2571671],[2576683],[2588366],[2594131],[2619884],[2629812],[2630967],[2634371],[2637087],[2648849],[2653655],[2665338],[2674529],[2684581],[2684678],[2685591],[2688266],[2700624],[2703349],[2710552],[2711707],[2715111],[2720901],[2730929],[2731265],[2731820],[2732649],[2743022],[2747296],[2753074],[2753171],[2754084],[2756759],[2757768],[2758923],[2760463],[2768470],[2768569],[2769477],[2769997],[2771687],[2778030],[2783136],[2788058],[2788394],[2788949],[2789778],[2792287],[2792384],[2793297],[2793970],[2794368],[2796255],[2800344],[2800879],[2807263],[2812793],[2812890],[2815270],[2815369],[2816277],[2816797],[2818487],[2820036],[2820372],[2820927],[2821679],[2822894],[2825179],[2826093],[2828378],[2831576],[2831974],[2833861],[2836280],[2836616],[2837950],[2838485],[2840843],[2840942],[2842370],[2844582],[2845797],[2846195],[2847026],[2848241],[2850526],[2851275],[2851539],[2851767],[2852490],[2853534],[2854775],[2854960],[2855689],[2857974],[2858509],[2862322],[2862586],[2862814],[2864141],[2864534],[2865356],[2866612],[2866651],[2867354],[2868187],[2868569],[2869798],[2870062],[2870290],[2871013],[2873298],[2874698],[2874994],[2875033],[2876443],[2877051],[2877315],[2877543],[2878023],[2879416],[2879680],[2880493],[2880532],[2881235],[2881628],[2882450],[2883990],[2884221],[2885496],[2885792],[2885831],[2887185],[2887520],[2888145],[2888930],[2889538],[2889802],[2889931],[2890540],[2891355],[2891673],[2891904],[2892839],[2893425],[2894345],[2894680],[2894775],[2895764],[2895826],[2896600],[2897113],[2897733],[2898691],[2899417],[2899817] ] cell #5573 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [2256525],[2377654],[2450261],[2502279],[2523216],[2569299],[2591810],[2609304],[2616757],[2632050],[2651927],[2662966],[2673284],[2685139],[2686538],[2697497],[2712790],[2720469],[2721816],[2731404],[2741777],[2746089],[2753632],[2755031],[2761478],[2769045],[2770392],[2777598],[2778945],[2782264],[2788533],[2792845],[2795286],[2800185],[2801359],[2808278],[2810731],[2812078],[2815845],[2817192],[2820511],[2821351],[2826533],[2827409],[2832892],[2834876],[2835310],[2837791],[2838965],[2841418],[2842765],[2843198],[2847354],[2850367],[2852025],[2853806],[2854182],[2856129],[2857005],[2858710],[2858989],[2859423],[2860435],[2863072],[2865796],[2866947],[2867056],[2868633],[2870126],[2870548],[2872160],[2872329],[2872705],[2875329],[2875438],[2877379],[2877801],[2878273],[2878313],[2880828],[2880937],[2882112],[2882514],[2884471],[2884511],[2886127],[2886236],[2886355],[2886525],[2888395],[2888435],[2890809],[2890979],[2892154],[2892194],[2892323],[2893515],[2893685],[2895423],[2896095],[2896265],[2897217],[2898404],[2898923],[2900428] ] cell #5574 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2152627],[2283797],[2288682],[2364006],[2381359],[2421915],[2445368],[2459125],[2466224],[2497386],[2506112],[2522824],[2535587],[2542441],[2551210],[2555225],[2568907],[2576953],[2591759],[2594174],[2602901],[2604411],[2616365],[2620154],[2630399],[2631999],[2634414],[2638787],[2644877],[2648892],[2653925],[2662574],[2671533],[2671608],[2673233],[2676229],[2684624],[2684747],[2685634],[2688536],[2691434],[2697105],[2700894],[2702220],[2705049],[2711139],[2712739],[2715154],[2720437],[2723384],[2729653],[2729728],[2731221],[2731308],[2731353],[2732090],[2734349],[2740026],[2740101],[2741726],[2744722],[2745697],[2747569],[2753117],[2753240],[2754127],[2757029],[2758355],[2761436],[2767458],[2767533],[2769013],[2770019],[2770289],[2770774],[2771960],[2777566],[2780513],[2780588],[2782213],[2786782],[2786857],[2788350],[2788437],[2788482],[2789219],[2791478],[2792330],[2792453],[2793340],[2793464],[2794785],[2800153],[2800943],[2801317],[2802137],[2808236],[2810699],[2811238],[2812836],[2814258],[2814333],[2815813],[2816819],[2817089],[2817574],[2818760],[2818835],[2820328],[2820415],[2820460],[2820959],[2821197],[2821743],[2826491],[2827102],[2830259],[2830334],[2832391],[2832466],[2834834],[2835278],[2836572],[2836659],[2837759],[2838549],[2838923],[2839743],[2840875],[2841386],[2841925],[2842392],[2842662],[2843147],[2843737],[2846612],[2846687],[2850335],[2851339],[2851571],[2851993],[2854140],[2854982],[2855252],[2856087],[2856579],[2856698],[2858573],[2858947],[2859391],[2859767],[2862386],[2862618],[2863040],[2865754],[2866246],[2866509],[2866715],[2867014],[2868213],[2869296],[2870094],[2870516],[2872022],[2872663],[2874891],[2875097],[2875396],[2877347],[2877769],[2878049],[2878067],[2879193],[2880596],[2880895],[2884247],[2884265],[2885895],[2886194],[2886397],[2888171],[2888189],[2890851],[2891930],[2891948],[2893557],[2895790],[2896137],[2898720] ] cell #5575 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1972825],[1991762],[2114784],[2142254],[2161191],[2223984],[2224136],[2230167],[2255709],[2273424],[2301612],[2322571],[2353365],[2370655],[2370807],[2376838],[2389893],[2414234],[2435465],[2439867],[2456424],[2463775],[2464705],[2464857],[2473360],[2491456],[2510419],[2518001],[2521356],[2521508],[2534760],[2539162],[2540809],[2548271],[2561019],[2563690],[2580385],[2586601],[2587887],[2590597],[2596233],[2598481],[2606063],[2609418],[2609570],[2624815],[2627460],[2629834],[2636473],[2641938],[2646983],[2648197],[2648451],[2654686],[2655560],[2657357],[2663573],[2664859],[2667569],[2678785],[2678833],[2680376],[2684278],[2689297],[2690171],[2694079],[2699281],[2700187],[2700299],[2703803],[2705555],[2707124],[2708200],[2710574],[2713245],[2714459],[2714713],[2717213],[2726029],[2726451],[2729362],[2729410],[2730953],[2733103],[2734855],[2736424],[2738870],[2744322],[2747326],[2748869],[2749960],[2750214],[2752771],[2755416],[2756322],[2756434],[2757790],[2758664],[2762326],[2762374],[2762798],[2765690],[2768758],[2771717],[2773260],[2774351],[2774605],[2774845],[2776573],[2783158],[2783580],[2784206],[2785626],[2785738],[2786491],[2786539],[2788082],[2790232],[2791078],[2791984],[2793553],[2796027],[2796285],[2796970],[2798698],[2802679],[2803525],[2804151],[2805571],[2805683],[2806107],[2809126],[2809174],[2809598],[2812490],[2813092],[2813646],[2814820],[2815558],[2818517],[2820060],[2821151],[2823034],[2823481],[2823889],[2824023],[2828408],[2829093],[2829647],[2830821],[2831237],[2833633],[2833891],[2834576],[2835724],[2835772],[2836196],[2836304],[2836794],[2837088],[2840285],[2841131],[2841757],[2843289],[2844154],[2844723],[2845370],[2845458],[2848381],[2848828],[2849370],[2849664],[2852630],[2853077],[2853485],[2853619],[2854547],[2854805],[2855350],[2858004],[2859243],[2860309],[2861161],[2861544],[2861925],[2863713],[2864282],[2865017],[2867495],[2868142],[2868230],[2869156],[2871153],[2871600],[2872436],[2873328],[2873752],[2874037],[2874195],[2875890],[2876273],[2878638],[2879019],[2881376],[2883037],[2883473],[2884835],[2886682],[2888760],[2891156] ] cell #5576 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1633317],[1712056],[1761011],[1825144],[1837567],[1884570],[1947282],[1950497],[1958227],[1959558],[1998595],[2023089],[2046269],[2063300],[2067049],[2074565],[2082617],[2099223],[2135314],[2154330],[2157287],[2163345],[2168024],[2176504],[2183565],[2186525],[2206867],[2226531],[2232321],[2239908],[2241257],[2257863],[2258088],[2260318],[2266484],[2280257],[2285500],[2288457],[2306324],[2307673],[2324583],[2324808],[2330095],[2333533],[2339189],[2348853],[2352987],[2353538],[2361037],[2373202],[2378992],[2379217],[2381447],[2394398],[2400054],[2413856],[2414407],[2418946],[2425739],[2436169],[2440177],[2443943],[2449599],[2458436],[2458661],[2459263],[2463397],[2463948],[2469276],[2480787],[2489742],[2494977],[2495961],[2501617],[2503782],[2505340],[2506250],[2514924],[2525034],[2534382],[2534933],[2535464],[2539472],[2544501],[2545205],[2552895],[2554453],[2555363],[2559606],[2562568],[2571117],[2576301],[2576830],[2593402],[2594312],[2596767],[2602002],[2602986],[2611040],[2614771],[2615475],[2619502],[2620031],[2623690],[2624394],[2626309],[2633642],[2634552],[2638168],[2638872],[2646562],[2649030],[2653273],[2653802],[2656235],[2671879],[2675610],[2676314],[2679422],[2681390],[2683153],[2683857],[2684565],[2685772],[2687884],[2688413],[2691780],[2695511],[2696215],[2700771],[2704430],[2705134],[2715292],[2723730],[2726582],[2728552],[2729999],[2731137],[2731967],[2733730],[2734434],[2740372],[2744103],[2744807],[2747915],[2751646],[2752350],[2753058],[2754265],[2756906],[2763090],[2766464],[2768889],[2770158],[2770859],[2772306],[2780859],[2787128],[2788266],[2789096],[2790859],[2791563],[2792271],[2796158],[2796601],[2799225],[2801231],[2809890],[2812777],[2815689],[2816958],[2817659],[2819106],[2820244],[2823376],[2827259],[2833764],[2834207],[2836488],[2838837],[2842531],[2844889],[2852972],[2854678],[2855121],[2856855],[2867661],[2869051],[2879723] ] cell #5577 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1760919],[1885095],[1947190],[1972049],[2004025],[2063825],[2074473],[2114008],[2141478],[2157195],[2173454],[2184090],[2215715],[2254933],[2257154],[2260843],[2272648],[2285687],[2288365],[2352589],[2352684],[2352904],[2355989],[2362386],[2376062],[2378283],[2381972],[2420295],[2428536],[2436512],[2439408],[2439850],[2439939],[2450890],[2462999],[2463094],[2463314],[2466399],[2467239],[2483584],[2502908],[2505683],[2514919],[2517802],[2518052],[2527831],[2527926],[2528146],[2535807],[2538703],[2539145],[2539234],[2542615],[2554796],[2573914],[2574009],[2574229],[2576296],[2577173],[2584735],[2593745],[2595039],[2595774],[2596216],[2596305],[2602981],[2605152],[2605864],[2606114],[2609401],[2619497],[2620374],[2633985],[2635279],[2636014],[2636456],[2636545],[2638419],[2638867],[2640882],[2651403],[2653268],[2654145],[2654669],[2655361],[2655611],[2661707],[2663556],[2675861],[2676309],[2678324],[2681733],[2686014],[2687879],[2688756],[2689280],[2689972],[2690222],[2691217],[2692363],[2694062],[2701114],[2703134],[2703854],[2704681],[2705129],[2705484],[2713174],[2717285],[2718665],[2723167],[2724313],[2726012],[2728547],[2732310],[2732434],[2733154],[2733981],[2734429],[2734784],[2736837],[2738799],[2744802],[2746853],[2747352],[2748498],[2757249],[2758715],[2760030],[2762127],[2762849],[2763657],[2765619],[2766459],[2767241],[2768052],[2770854],[2771244],[2771743],[2772889],[2774679],[2774907],[2780296],[2781442],[2783593],[2789439],[2790283],[2791558],[2794172],[2795822],[2796311],[2796804],[2797032],[2799306],[2799911],[2801226],[2802008],[2802730],[2802819],[2803538],[2808927],[2809649],[2810457],[2817654],[2818543],[2819689],[2821788],[2823096],[2823371],[2823494],[2825813],[2826295],[2827340],[2827945],[2828434],[2833428],[2833917],[2834638],[2836247],[2838832],[2839614],[2840336],[2840425],[2841144],[2843464],[2844970],[2847135],[2847961],[2848443],[2848841],[2852692],[2852967],[2853090],[2854831],[2856936],[2857541],[2858030],[2860360],[2861698],[2867742],[2869046],[2869169],[2870733],[2871215],[2871613],[2873354],[2878792],[2879804],[2883050],[2887599] ] cell #5578 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1633319],[1712058],[1761010],[1825146],[1837639],[1884569],[1947281],[1950639],[1958229],[1959626],[1998594],[2023231],[2046271],[2063299],[2067185],[2074564],[2082616],[2099365],[2135450],[2154332],[2157286],[2163487],[2168023],[2176507],[2183564],[2186527],[2207003],[2226533],[2232463],[2239911],[2241256],[2258005],[2258087],[2260317],[2266620],[2280256],[2285502],[2288456],[2306327],[2307672],[2324725],[2324807],[2330231],[2333536],[2339188],[2348852],[2352986],[2353674],[2361040],[2373204],[2379134],[2379216],[2381446],[2394401],[2400053],[2413855],[2414543],[2418949],[2425738],[2436168],[2440180],[2443946],[2449598],[2458578],[2458660],[2459262],[2463396],[2464084],[2469279],[2480786],[2489741],[2494980],[2495964],[2501616],[2503785],[2505339],[2506249],[2514927],[2525033],[2534381],[2535069],[2535463],[2539475],[2544500],[2545208],[2552898],[2554452],[2555362],[2559609],[2562571],[2571116],[2576304],[2576829],[2593401],[2594311],[2596766],[2602005],[2602989],[2611043],[2614770],[2615478],[2619505],[2620030],[2623689],[2624397],[2626308],[2633641],[2634551],[2638167],[2638875],[2646565],[2649029],[2653276],[2653801],[2656238],[2671882],[2675609],[2676317],[2679425],[2681389],[2683152],[2683860],[2684564],[2685771],[2687887],[2688412],[2691783],[2695510],[2696218],[2700770],[2704429],[2705137],[2715291],[2723733],[2726581],[2728555],[2730002],[2731136],[2731966],[2733729],[2734437],[2740375],[2744102],[2744810],[2747918],[2751645],[2752353],[2753057],[2754264],[2756905],[2763089],[2766467],[2768888],[2770161],[2770862],[2772309],[2780862],[2787131],[2788265],[2789095],[2790858],[2791566],[2792270],[2796157],[2796604],[2799232],[2801234],[2809889],[2812776],[2815688],[2816961],[2817662],[2819109],[2820243],[2823379],[2827266],[2833763],[2834210],[2836487],[2838840],[2842534],[2844896],[2852975],[2854677],[2855124],[2856862],[2867668],[2869054],[2879730] ] cell #5579 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1760916],[1885094],[1947187],[1972048],[2004024],[2063824],[2074470],[2114007],[2141477],[2157192],[2173453],[2184089],[2215714],[2254932],[2257151],[2260842],[2272647],[2285686],[2288362],[2288703],[2352588],[2352749],[2352903],[2355988],[2362385],[2376061],[2378280],[2381542],[2381971],[2420294],[2428535],[2436511],[2439407],[2439910],[2439938],[2450887],[2459358],[2462998],[2463159],[2463313],[2466370],[2466398],[2483583],[2502905],[2505682],[2506345],[2514918],[2517803],[2518051],[2527830],[2527991],[2528145],[2535778],[2535806],[2538702],[2539205],[2539233],[2554795],[2555458],[2573913],[2574074],[2574228],[2576295],[2577144],[2577172],[2584736],[2593744],[2594407],[2595773],[2596276],[2596304],[2602860],[2602980],[2605865],[2606113],[2619496],[2620345],[2620373],[2633984],[2634647],[2636013],[2636516],[2636544],[2638420],[2638746],[2638866],[2651402],[2653267],[2654116],[2654144],[2655362],[2655610],[2661708],[2675862],[2676188],[2676308],[2681732],[2686013],[2687878],[2688727],[2688755],[2689973],[2690221],[2690709],[2691216],[2692364],[2701113],[2703135],[2703853],[2704682],[2705008],[2705128],[2717284],[2718664],[2722659],[2723166],[2724314],[2728546],[2732309],[2732435],[2733153],[2733982],[2734308],[2734428],[2736838],[2744801],[2746844],[2747351],[2748499],[2757248],[2758714],[2759793],[2760031],[2762126],[2762848],[2763658],[2766458],[2767240],[2768053],[2770853],[2771235],[2771742],[2772890],[2774898],[2780295],[2781443],[2783594],[2789438],[2790282],[2791557],[2794163],[2795823],[2796310],[2797023],[2799307],[2799674],[2799912],[2801225],[2802007],[2802729],[2802820],[2803539],[2808926],[2809648],[2810458],[2817653],[2818542],[2819690],[2823087],[2823370],[2823495],[2825817],[2826286],[2827341],[2827946],[2828433],[2833429],[2833916],[2834629],[2836246],[2838831],[2839613],[2840335],[2840426],[2841145],[2843463],[2844971],[2847965],[2848434],[2848842],[2852683],[2852966],[2853091],[2854830],[2856937],[2857542],[2858029],[2860359],[2861702],[2867743],[2869045],[2869170],[2870737],[2871206],[2871614],[2873353],[2878796],[2879805],[2883051],[2887603] ] cell #5580 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1760922],[1885089],[1947193],[1972043],[2004019],[2063819],[2074476],[2114002],[2141472],[2157198],[2173448],[2184084],[2215709],[2254927],[2257157],[2260837],[2272642],[2285681],[2288368],[2288712],[2352583],[2352817],[2352898],[2355983],[2362380],[2376056],[2378286],[2381675],[2381966],[2420289],[2428530],[2436506],[2439405],[2439933],[2439970],[2450893],[2460069],[2462993],[2463227],[2463308],[2466393],[2466490],[2483578],[2502911],[2505677],[2507688],[2514916],[2517805],[2518007],[2527825],[2528059],[2528140],[2535801],[2536405],[2538700],[2539228],[2539265],[2554790],[2556801],[2573908],[2574142],[2574223],[2576293],[2577167],[2578324],[2584738],[2593739],[2595750],[2595771],[2596299],[2596336],[2602978],[2603338],[2605867],[2606069],[2619494],[2620368],[2621525],[2633979],[2635990],[2636011],[2636539],[2636576],[2638422],[2638864],[2639700],[2651400],[2653265],[2654139],[2655296],[2655364],[2655566],[2661710],[2675864],[2676306],[2677142],[2681727],[2686011],[2687876],[2688750],[2689907],[2689975],[2690177],[2690729],[2691214],[2692366],[2701108],[2703137],[2703809],[2704684],[2705126],[2705962],[2717279],[2718662],[2722679],[2723164],[2724316],[2728544],[2732304],[2732437],[2733109],[2733984],[2734426],[2735262],[2736840],[2744799],[2746864],[2747349],[2748501],[2757243],[2758670],[2759813],[2760033],[2762124],[2762804],[2763660],[2766456],[2767238],[2768055],[2770851],[2771255],[2771740],[2772892],[2774918],[2780293],[2781445],[2783596],[2789433],[2790238],[2791555],[2794183],[2795825],[2796308],[2797043],[2799309],[2799694],[2799914],[2801223],[2802005],[2802685],[2802822],[2803541],[2808924],[2809604],[2810460],[2817651],[2818540],[2819692],[2823107],[2823368],[2823497],[2825818],[2826306],[2827343],[2827948],[2828431],[2833431],[2833914],[2834649],[2836202],[2838829],[2839611],[2840291],[2840428],[2841147],[2844973],[2847966],[2848454],[2848844],[2852703],[2852964],[2853093],[2854828],[2856939],[2857544],[2858027],[2860315],[2861703],[2867745],[2869043],[2869172],[2870738],[2871226],[2871616],[2873351],[2873758],[2878797],[2879807],[2883053],[2887604] ] cell #5581 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1372886],[1503267],[1569262],[1632431],[1698497],[1709642],[1712068],[1753328],[1805786],[1824258],[1835990],[1837861],[1842211],[1924497],[1928550],[1939599],[1951755],[1957341],[1959843],[1960345],[2020941],[2025337],[2042023],[2042027],[2045383],[2066882],[2068244],[2072626],[2076679],[2097075],[2101471],[2135147],[2137439],[2148296],[2152332],[2153151],[2165593],[2166742],[2177374],[2182279],[2182283],[2185639],[2206700],[2208992],[2234569],[2235718],[2239604],[2241640],[2252284],[2256246],[2266317],[2268609],[2269723],[2269727],[2279466],[2283502],[2284321],[2306020],[2308056],[2329928],[2332220],[2333334],[2333338],[2333599],[2336614],[2337610],[2348479],[2360733],[2362769],[2363711],[2364530],[2373413],[2377375],[2394464],[2397479],[2398475],[2418642],[2420678],[2421620],[2422439],[2425365],[2426038],[2444009],[2444089],[2447024],[2448020],[2449982],[2458889],[2469342],[2480413],[2481086],[2489214],[2496027],[2496107],[2499042],[2500038],[2502000],[2503848],[2503928],[2505876],[2519001],[2522094],[2524660],[2525333],[2545271],[2545351],[2552961],[2553041],[2554989],[2559672],[2561897],[2567664],[2568177],[2570743],[2571416],[2575106],[2588111],[2591990],[2593938],[2607063],[2611760],[2615541],[2615621],[2618307],[2623067],[2624460],[2624540],[2625935],[2630712],[2632230],[2634178],[2646628],[2646708],[2648656],[2652078],[2661331],[2665083],[2672599],[2673464],[2678925],[2680142],[2682530],[2683923],[2684003],[2685398],[2686689],[2696281],[2696361],[2699047],[2711452],[2712970],[2714918],[2721694],[2721967],[2726431],[2729502],[2730719],[2731584],[2741092],[2741957],[2751023],[2752416],[2752496],[2753891],[2755182],[2762466],[2768738],[2770270],[2770543],[2778823],[2779096],[2782444],[2786631],[2787848],[2788713],[2796007],[2809266],[2811956],[2812229],[2815538],[2817070],[2817343],[2820691],[2833613],[2835864],[2842643],[2842916],[2854527],[2855233] ] cell #5582 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1972831],[1991768],[2004503],[2114790],[2117807],[2142260],[2161197],[2173932],[2223990],[2230173],[2255715],[2273430],[2276447],[2286165],[2301618],[2353371],[2356467],[2370661],[2376844],[2379861],[2389899],[2414240],[2435471],[2439873],[2440154],[2443405],[2463781],[2464711],[2466877],[2473407],[2491462],[2510425],[2518005],[2518158],[2518461],[2521362],[2534766],[2539168],[2539449],[2542700],[2548306],[2561025],[2563737],[2580432],[2586607],[2587330],[2587540],[2596239],[2596520],[2598487],[2606067],[2606220],[2606523],[2609424],[2624862],[2627495],[2629840],[2636479],[2636760],[2641973],[2647030],[2647971],[2654692],[2655564],[2655717],[2656020],[2657404],[2663579],[2664302],[2664512],[2678880],[2680411],[2684325],[2689303],[2690175],[2690328],[2690631],[2694085],[2699316],[2703807],[2704603],[2705602],[2706567],[2706777],[2708235],[2710580],[2713292],[2714233],[2717219],[2717500],[2726035],[2726486],[2729457],[2730988],[2733107],[2733903],[2734902],[2735867],[2736077],[2738917],[2746955],[2747373],[2748044],[2748904],[2749734],[2752818],[2755451],[2757796],[2758668],[2758821],[2762421],[2762802],[2763263],[2765737],[2766357],[2768793],[2771346],[2771764],[2772435],[2773295],[2774125],[2775009],[2776608],[2783164],[2783290],[2783615],[2783937],[2786586],[2788117],[2790236],[2791032],[2792031],[2793206],[2794274],[2796062],[2796332],[2796730],[2797134],[2798733],[2801124],[2802683],[2803235],[2803560],[2803882],[2806228],[2809221],[2809602],[2810063],[2812537],[2812901],[2815593],[2818564],[2819235],[2820095],[2821941],[2823198],[2823269],[2823516],[2823620],[2824144],[2826397],[2828455],[2828902],[2831301],[2833668],[2833938],[2834336],[2834740],[2835819],[2836200],[2836339],[2838730],[2840289],[2841166],[2841488],[2843868],[2844358],[2844844],[2845522],[2847288],[2848545],[2848863],[2852794],[2852865],[2853112],[2853216],[2853740],[2854582],[2854852],[2858051],[2860313],[2860844],[2861608],[2863427],[2864403],[2867130],[2867616],[2868294],[2868944],[2869191],[2871317],[2871635],[2873375],[2873756],[2875573],[2876337],[2878702],[2881497],[2883072],[2888824] ] cell #5583 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1372883],[1503269],[1569259],[1632495],[1698499],[1709639],[1753457],[1805783],[1824322],[1835992],[1842340],[1924494],[1928552],[1939728],[1957405],[1960342],[1960649],[2021070],[2041948],[2042029],[2045447],[2067011],[2072623],[2076380],[2076681],[2097204],[2135276],[2148420],[2152336],[2153078],[2166739],[2178290],[2182204],[2182285],[2185703],[2185949],[2206829],[2235715],[2239728],[2242556],[2252288],[2256243],[2266446],[2269648],[2269729],[2279590],[2280556],[2283506],[2284248],[2306144],[2308972],[2330057],[2333259],[2333340],[2336618],[2337734],[2339488],[2348476],[2360857],[2363685],[2363715],[2364457],[2373417],[2373930],[2377372],[2397483],[2398599],[2400353],[2418766],[2421594],[2421624],[2422366],[2425362],[2426042],[2427266],[2444093],[2447028],[2448144],[2449898],[2449979],[2458886],[2480410],[2481090],[2482314],[2489338],[2496111],[2499046],[2500162],[2501916],[2501997],[2503038],[2503932],[2505873],[2519125],[2522091],[2524657],[2525337],[2526561],[2545355],[2552151],[2553045],[2554986],[2561901],[2567788],[2568174],[2570740],[2571420],[2572644],[2575103],[2588115],[2591100],[2591994],[2593935],[2607187],[2611332],[2611757],[2615625],[2618304],[2623071],[2624544],[2625932],[2630716],[2631340],[2632234],[2634175],[2637390],[2646712],[2648653],[2652075],[2661455],[2665087],[2669353],[2672596],[2673468],[2674832],[2678922],[2679714],[2680139],[2682534],[2684007],[2685395],[2686686],[2696365],[2699044],[2711456],[2712974],[2714915],[2721204],[2721698],[2721964],[2726398],[2727473],[2729499],[2730716],[2731588],[2741089],[2741961],[2743325],[2751027],[2752500],[2753888],[2755179],[2762463],[2768705],[2769780],[2770274],[2770540],[2778333],[2778827],[2779093],[2782448],[2786628],[2787845],[2788717],[2795974],[2809263],[2811960],[2812226],[2815505],[2816580],[2817074],[2817340],[2820695],[2833580],[2835861],[2842647],[2842913],[2854494],[2855237] ] cell #5584 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1760912],[1885091],[1947183],[1972960],[1991897],[2004143],[2063821],[2074466],[2114919],[2142389],[2157188],[2161326],[2173572],[2184086],[2230302],[2255844],[2257147],[2260839],[2273559],[2285805],[2288358],[2301747],[2352558],[2352900],[2353500],[2356107],[2376973],[2378276],[2381968],[2391162],[2414369],[2435600],[2437137],[2439433],[2439741],[2439997],[2450883],[2462968],[2463310],[2463910],[2466517],[2474465],[2492725],[2502901],[2511688],[2515421],[2517824],[2518009],[2527800],[2528142],[2534895],[2536432],[2538728],[2539036],[2539292],[2549207],[2561656],[2564795],[2573883],[2574225],[2578351],[2581490],[2585163],[2593221],[2595799],[2596107],[2596363],[2599750],[2603483],[2605886],[2606071],[2609926],[2621552],[2625367],[2628396],[2630471],[2633461],[2636039],[2636347],[2636603],[2639845],[2642874],[2651452],[2653093],[2655323],[2655383],[2655568],[2658462],[2662135],[2667550],[2674219],[2677287],[2678908],[2680836],[2684830],[2686063],[2687704],[2689934],[2689994],[2690179],[2691266],[2693194],[2702292],[2703175],[2703811],[2704204],[2706107],[2709136],[2711211],[2714201],[2717087],[2717343],[2718714],[2722579],[2723216],[2725144],[2726505],[2729485],[2731413],[2732475],[2733111],[2733504],[2735407],[2736878],[2742712],[2745780],[2746834],[2747401],[2749329],[2753323],[2756197],[2758427],[2758672],[2760071],[2762176],[2762449],[2762806],[2762864],[2763698],[2766335],[2767290],[2768812],[2771225],[2771792],[2773720],[2774888],[2779708],[2780345],[2782273],[2783634],[2786614],[2788542],[2790240],[2790633],[2792536],[2794153],[2794990],[2795863],[2796081],[2796360],[2797013],[2799952],[2801102],[2802057],[2802687],[2803579],[2808976],[2809249],[2809606],[2809664],[2810498],[2815612],[2818592],[2820520],[2821616],[2823077],[2823247],[2823535],[2826276],[2827986],[2828483],[2832596],[2833469],[2833687],[2833966],[2834619],[2835847],[2836204],[2838708],[2839663],[2840293],[2841185],[2846963],[2848424],[2848882],[2852673],[2852843],[2853131],[2854601],[2854880],[2857582],[2858079],[2860317],[2868922],[2869210],[2871196],[2871654],[2873403],[2873760],[2883091] ] cell #5585 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2186680],[2287673],[2373664],[2381320],[2426289],[2459086],[2481337],[2506073],[2525584],[2535364],[2555186],[2571667],[2576730],[2588362],[2594135],[2619931],[2630963],[2634375],[2637129],[2648853],[2651993],[2653702],[2665334],[2674571],[2684674],[2685595],[2686604],[2688313],[2700671],[2703391],[2711703],[2715115],[2720943],[2721882],[2731259],[2731269],[2731867],[2732691],[2743064],[2753167],[2754088],[2755097],[2756806],[2758919],[2760505],[2761501],[2768634],[2769519],[2770011],[2770248],[2770254],[2770458],[2778072],[2779011],[2788388],[2788398],[2788996],[2789820],[2792380],[2793301],[2794433],[2795304],[2800386],[2801001],[2801382],[2802144],[2802154],[2807305],[2808301],[2812144],[2812886],[2815434],[2816319],[2816811],[2817048],[2817054],[2817258],[2820366],[2820376],[2820974],[2822025],[2825221],[2826556],[2827186],[2827427],[2832039],[2832910],[2834899],[2836610],[2836620],[2837992],[2838607],[2838988],[2839750],[2839760],[2841007],[2842384],[2842621],[2842627],[2842831],[2843984],[2846260],[2847372],[2850568],[2851621],[2851832],[2853824],[2854205],[2854974],[2855211],[2855217],[2856152],[2856782],[2857023],[2858631],[2859012],[2859774],[2859784],[2862668],[2862879],[2865819],[2866756],[2866868],[2867079],[2868205],[2868651],[2869303],[2869313],[2870144],[2870355],[2872106],[2872347],[2872728],[2875138],[2875250],[2875461],[2877397],[2877608],[2878041],[2878219],[2878331],[2879203],[2879213],[2880749],[2880960],[2882532],[2884239],[2884417],[2884529],[2886048],[2886259],[2886407],[2886417],[2888163],[2888341],[2888453],[2890861],[2890871],[2891922],[2892100],[2892212],[2893567],[2893577],[2895782],[2896147],[2896157],[2898730],[2898740] ] cell #5586 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2352353],[2462763],[2467203],[2527595],[2542157],[2573678],[2592102],[2603143],[2609015],[2632342],[2639029],[2651904],[2661834],[2667345],[2673576],[2676471],[2686515],[2692490],[2703553],[2705291],[2711981],[2713082],[2721793],[2724440],[2731696],[2732853],[2734591],[2737747],[2742069],[2744964],[2748625],[2755008],[2761421],[2761470],[2762548],[2764567],[2770281],[2770369],[2771016],[2773016],[2775088],[2778922],[2781569],[2782556],[2784503],[2788825],[2789982],[2791720],[2795321],[2797213],[2801302],[2801351],[2802337],[2802404],[2802429],[2802946],[2804448],[2808221],[2808270],[2809348],[2811367],[2812055],[2813335],[2817081],[2817169],[2817816],[2819816],[2820803],[2822735],[2826476],[2826525],[2827444],[2828081],[2828256],[2828582],[2829336],[2832927],[2834819],[2834868],[2835946],[2838908],[2838957],[2839943],[2840010],[2840035],[2840552],[2842054],[2842654],[2842742],[2843389],[2843490],[2844227],[2847389],[2847882],[2848082],[2848580],[2852331],[2853841],[2854174],[2855244],[2856072],[2856121],[2857040],[2857677],[2857852],[2858178],[2858932],[2858981],[2859967],[2860034],[2860059],[2860412],[2860576],[2860905],[2863543],[2863915],[2865739],[2865788],[2866999],[2867048],[2868410],[2868668],[2869496],[2869563],[2870161],[2870654],[2870854],[2871352],[2872076],[2872364],[2872697],[2873001],[2873176],[2873502],[2873876],[2875381],[2875430],[2877414],[2877999],[2878121],[2878348],[2879521],[2880028],[2880203],[2880637],[2880929],[2881009],[2882091],[2882291],[2882549],[2882789],[2884197],[2884319],[2884546],[2885936],[2886228],[2886363],[2886457],[2886609],[2887238],[2887824],[2888243],[2888470],[2889312],[2889643],[2890817],[2890911],[2891063],[2892002],[2892229],[2892362],[2892371],[2892920],[2893617],[2893769],[2895462],[2895471],[2896197],[2896349],[2896447],[2897256],[2897265],[2898528],[2898962],[2898971],[2899664],[2900620],[2900745],[2901758] ] cell #5587 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [2352359],[2462769],[2527601],[2573684],[2592108],[2632348],[2651938],[2667351],[2673582],[2686549],[2703577],[2713088],[2721827],[2731702],[2732877],[2742075],[2755042],[2761489],[2762572],[2770403],[2778956],[2782562],[2788831],[2790006],[2795333],[2801370],[2802453],[2808289],[2809372],[2812089],[2817203],[2820809],[2822724],[2826544],[2827456],[2832939],[2834887],[2835970],[2838976],[2840059],[2842776],[2843496],[2847401],[2848071],[2852320],[2853853],[2854193],[2856140],[2857052],[2859000],[2860083],[2860446],[2863532],[2865807],[2867067],[2868399],[2868680],[2870173],[2870843],[2872171],[2872376],[2872716],[2873526],[2875449],[2877426],[2878284],[2878360],[2879510],[2880626],[2880948],[2882156],[2882280],[2882561],[2884482],[2884558],[2885925],[2886247],[2886569],[2886598],[2888406],[2888482],[2889343],[2889632],[2891023],[2891052],[2892165],[2892241],[2892325],[2892433],[2893729],[2893758],[2895425],[2895533],[2896309],[2896338],[2896429],[2897219],[2897327],[2898510],[2898925],[2899033],[2899646],[2900430],[2900727],[2901662] ] cell #5588 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1503328],[1633115],[1698558],[1760324],[1824942],[1836051],[1878908],[1928611],[1946595],[1958025],[1966778],[2042088],[2046067],[2057638],[2073878],[2076740],[2136207],[2153007],[2153232],[2156600],[2177903],[2182344],[2186323],[2207760],[2242169],[2252687],[2256261],[2256812],[2269788],[2284177],[2284402],[2287770],[2288717],[2308585],[2333399],[2337017],[2348494],[2352102],[2363298],[2364386],[2364611],[2373816],[2377390],[2377941],[2381883],[2397882],[2421207],[2422295],[2422520],[2425380],[2426441],[2436117],[2447427],[2449107],[2449997],[2450548],[2458904],[2461645],[2462512],[2466688],[2480428],[2481489],[2499445],[2501125],[2502015],[2502566],[2505288],[2505891],[2508476],[2522109],[2524675],[2525736],[2526484],[2527344],[2535412],[2537824],[2554401],[2555004],[2557589],[2562300],[2568192],[2570758],[2571819],[2572567],[2573427],[2575121],[2576778],[2579032],[2588514],[2591143],[2593350],[2593953],[2594412],[2604525],[2611775],[2618322],[2619979],[2622233],[2625950],[2631115],[2631383],[2633590],[2634193],[2634652],[2637433],[2640255],[2648671],[2651331],[2652093],[2653750],[2665486],[2669396],[2672614],[2674875],[2677697],[2678940],[2680157],[2681338],[2685413],[2685942],[2686704],[2688361],[2690755],[2691145],[2699062],[2700719],[2703695],[2711855],[2714933],[2718593],[2721247],[2721982],[2722705],[2723095],[2726530],[2727516],[2729517],[2730734],[2731915],[2732995],[2741107],[2743368],[2753906],[2755197],[2756854],[2759839],[2762055],[2762481],[2762690],[2766327],[2767169],[2768837],[2769823],[2770558],[2778376],[2779111],[2780224],[2786646],[2787863],[2789044],[2790124],[2796106],[2799720],[2801094],[2801936],[2802362],[2802571],[2808855],[2809281],[2809490],[2812244],[2815637],[2816623],[2817358],[2823239],[2833712],[2835879],[2836088],[2838700],[2839542],[2839968],[2840177],[2842931],[2852835],[2854626],[2859992],[2860201],[2868914],[2869521] ] cell #5589 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1372878],[1503278],[1569254],[1596401],[1632634],[1698508],[1709634],[1756516],[1788228],[1805778],[1824461],[1836001],[1874919],[1921941],[1924489],[1928561],[1942787],[1957544],[1960337],[2041661],[2041695],[2042038],[2045586],[2053649],[2070070],[2072618],[2076690],[2127507],[2138225],[2148559],[2152342],[2152802],[2153041],[2166734],[2181917],[2181951],[2182294],[2185842],[2209778],[2235710],[2239867],[2252294],[2256238],[2256548],[2269361],[2269395],[2269738],[2279729],[2283512],[2283972],[2284211],[2306283],[2332972],[2333006],[2333349],[2336624],[2337873],[2348471],[2360244],[2360996],[2363721],[2364181],[2364420],[2373423],[2377367],[2377677],[2382381],[2397489],[2398738],[2418153],[2418905],[2421630],[2422090],[2422329],[2425357],[2426048],[2444099],[2446753],[2447034],[2448283],[2449974],[2450284],[2458881],[2466825],[2477633],[2480405],[2481096],[2489477],[2496117],[2498771],[2499052],[2500301],[2501992],[2502302],[2503938],[2505868],[2519264],[2522086],[2523239],[2523870],[2524652],[2525343],[2538679],[2542616],[2542855],[2545361],[2551963],[2553051],[2554981],[2561907],[2567927],[2568169],[2569322],[2569953],[2570735],[2571426],[2575098],[2584658],[2588121],[2591027],[2592000],[2593930],[2605796],[2607326],[2609327],[2611752],[2615631],[2616780],[2616858],[2618299],[2623077],[2624550],[2625927],[2630722],[2631267],[2632240],[2634170],[2637317],[2645630],[2646718],[2648648],[2652070],[2661594],[2662989],[2663620],[2665093],[2669280],[2670854],[2672591],[2673474],[2674759],[2678917],[2680134],[2682540],[2684013],[2685162],[2685390],[2686681],[2696371],[2697520],[2697598],[2699039],[2711462],[2712980],[2714910],[2717985],[2721131],[2721704],[2721959],[2726383],[2727400],[2729494],[2730711],[2731594],[2739347],[2741084],[2741967],[2743252],[2746112],[2751033],[2752506],[2753655],[2753883],[2755174],[2762458],[2766561],[2768690],[2769707],[2770535],[2778260],[2778833],[2779088],[2782454],[2786623],[2787840],[2788723],[2792868],[2795959],[2809258],[2811966],[2812221],[2815490],[2816507],[2817335],[2820701],[2821374],[2833565],[2835856],[2842908],[2854479] ] cell #5590 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2382336],[2466259],[2535622],[2542127],[2576988],[2603113],[2620189],[2638999],[2653960],[2661677],[2676441],[2688571],[2692333],[2700929],[2705261],[2724283],[2731256],[2732125],[2734561],[2736646],[2744934],[2747280],[2748468],[2757064],[2763466],[2770251],[2770324],[2770986],[2771671],[2772859],[2781412],[2783402],[2788385],[2789254],[2791690],[2795631],[2796239],[2802145],[2802374],[2802789],[2803347],[2810266],[2817051],[2817124],[2817786],[2818471],[2819659],[2820363],[2821232],[2822182],[2822773],[2827187],[2827224],[2827754],[2828077],[2828229],[2828362],[2833237],[2833845],[2836607],[2839751],[2839980],[2840395],[2840953],[2842624],[2842697],[2843359],[2843985],[2844022],[2844515],[2847529],[2847910],[2848120],[2848586],[2851778],[2852369],[2854759],[2855214],[2855287],[2856783],[2856820],[2857350],[2857673],[2857825],[2857958],[2859775],[2860004],[2860419],[2861048],[2862825],[2863581],[2864074],[2866757],[2866794],[2867287],[2868448],[2869304],[2869533],[2870301],[2870682],[2870892],[2871358],[2872107],[2872144],[2872997],[2873149],[2873282],[2875139],[2875176],[2875777],[2877554],[2878142],[2878220],[2878257],[2879204],[2879349],[2879559],[2880024],[2880176],[2880675],[2881168],[2882119],[2882329],[2882795],[2884340],[2884418],[2884455],[2885974],[2886408],[2886532],[2886647],[2887234],[2887453],[2887830],[2888264],[2888342],[2888379],[2889471],[2889681],[2890862],[2890986],[2891101],[2892023],[2892101],[2892138],[2892358],[2892493],[2892926],[2893568],[2893692],[2893807],[2894613],[2895458],[2895593],[2896148],[2896272],[2896387],[2896453],[2897252],[2897387],[2898534],[2898731],[2898958],[2899093],[2899670],[2900616],[2900751],[2901764] ] cell #5591 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2352355],[2462765],[2467202],[2527597],[2542156],[2573680],[2592104],[2603142],[2609017],[2632344],[2639028],[2651936],[2661836],[2667347],[2673578],[2676470],[2686547],[2692492],[2703579],[2705290],[2712007],[2713084],[2721825],[2724442],[2731698],[2732879],[2734590],[2737773],[2742071],[2744963],[2748627],[2755040],[2761447],[2761487],[2762574],[2764593],[2770280],[2770401],[2771015],[2773018],[2775114],[2778954],[2781571],[2782558],[2784529],[2788827],[2790008],[2791719],[2795335],[2797239],[2801328],[2801368],[2802339],[2802403],[2802455],[2802948],[2804474],[2808247],[2808287],[2809374],[2811393],[2812087],[2813361],[2817080],[2817201],[2817815],[2819818],[2820805],[2822736],[2826502],[2826542],[2827458],[2828082],[2828258],[2828608],[2829362],[2832941],[2834845],[2834885],[2835972],[2838934],[2838974],[2839945],[2840009],[2840061],[2840554],[2842080],[2842653],[2842774],[2843388],[2843492],[2844253],[2847403],[2847949],[2848083],[2848583],[2852332],[2853855],[2854191],[2855243],[2856098],[2856138],[2857054],[2857678],[2857854],[2858204],[2858958],[2858998],[2859969],[2860033],[2860085],[2860444],[2860578],[2861087],[2863544],[2863952],[2865765],[2865805],[2867025],[2867065],[2868411],[2868682],[2869498],[2869562],[2870175],[2870721],[2870855],[2871355],[2872169],[2872378],[2872714],[2873002],[2873178],[2873528],[2873991],[2875407],[2875447],[2877428],[2878181],[2878282],[2878362],[2879522],[2880029],[2880205],[2880638],[2880946],[2881046],[2882158],[2882292],[2882563],[2882792],[2884379],[2884480],[2884560],[2885937],[2886245],[2886478],[2886571],[2886610],[2887239],[2887827],[2888404],[2888484],[2889349],[2889644],[2890932],[2891025],[2891064],[2892163],[2892243],[2892363],[2892439],[2892923],[2893731],[2893770],[2895463],[2895539],[2896311],[2896350],[2896450],[2897257],[2897333],[2898531],[2898963],[2899039],[2899667],[2900621],[2900748],[2901761] ] cell #5592 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1451494],[1581643],[1701866],[1711050],[1781027],[1828267],[1864148],[1904527],[1935586],[1949905],[1984555],[2013705],[2022497],[2042878],[2052656],[2098631],[2120041],[2126514],[2131056],[2153984],[2162753],[2183134],[2202609],[2224502],[2226185],[2231729],[2257271],[2262226],[2278681],[2285154],[2298389],[2322811],[2322892],[2323991],[2325837],[2349280],[2358366],[2371173],[2372856],[2378400],[2382095],[2386783],[2408070],[2411011],[2412199],[2412764],[2416275],[2432242],[2456664],[2456745],[2457844],[2459690],[2465223],[2466906],[2469068],[2476466],[2488346],[2489653],[2493477],[2507309],[2521874],[2528596],[2531537],[2532725],[2533290],[2536801],[2541049],[2541130],[2542229],[2544412],[2549024],[2556422],[2559398],[2562500],[2566796],[2576093],[2583491],[2590837],[2590918],[2595371],[2596678],[2600502],[2603254],[2607383],[2607948],[2610972],[2614682],[2619294],[2623601],[2628213],[2635611],[2638079],[2639140],[2642691],[2650089],[2650489],[2651054],[2653065],[2656167],[2660463],[2661770],[2665594],[2675521],[2676582],[2683064],[2684601],[2687676],[2691712],[2692426],[2695422],[2698369],[2700034],[2702333],[2704341],[2705402],[2708953],[2712055],[2716351],[2722551],[2723662],[2724376],[2731048],[2733641],[2734702],[2737596],[2737821],[2742810],[2744014],[2745075],[2748561],[2751557],[2753094],[2756169],[2763001],[2764416],[2764641],[2771127],[2772952],[2775526],[2779680],[2781505],[2784352],[2784577],[2788177],[2790770],[2791831],[2792307],[2795385],[2797651],[2802882],[2804297],[2804522],[2809801],[2812813],[2813773],[2817927],[2819752],[2820155],[2826961],[2827508],[2829774],[2832991],[2836399],[2840488],[2847453],[2847723],[2853905],[2857104] ] cell #5593 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1851717],[1871708],[2001274],[2030447],[2050438],[2117677],[2117838],[2124296],[2151766],[2170703],[2201104],[2224111],[2257612],[2276317],[2276478],[2282936],[2297301],[2324332],[2347775],[2352639],[2370782],[2378741],[2379731],[2379892],[2389473],[2409923],[2431154],[2439619],[2443275],[2443436],[2458185],[2463049],[2464832],[2473347],[2487969],[2491036],[2509999],[2517045],[2518492],[2521483],[2527881],[2530449],[2538914],[2542570],[2542731],[2560599],[2563677],[2566419],[2573964],[2580372],[2586181],[2587580],[2587862],[2594994],[2595985],[2598061],[2605107],[2606554],[2609545],[2622887],[2622947],[2624802],[2629414],[2635234],[2636225],[2640837],[2646970],[2648031],[2648163],[2652197],[2654266],[2656051],[2657344],[2660086],[2663153],[2664552],[2664834],[2667631],[2678279],[2678820],[2682350],[2682410],[2684265],[2686808],[2688877],[2690662],[2693659],[2700174],[2703687],[2705542],[2706817],[2707099],[2710154],[2713232],[2714293],[2714425],[2715974],[2716965],[2721514],[2721574],[2722086],[2725609],[2729397],[2732987],[2734842],[2736117],[2736399],[2736711],[2738857],[2746772],[2747313],[2748084],[2749794],[2749926],[2750843],[2750903],[2752758],[2755301],[2756309],[2757370],[2759155],[2762361],[2762682],[2763531],[2765677],[2770662],[2771704],[2772475],[2774185],[2774317],[2774832],[2778643],[2778703],[2779215],[2782738],[2783467],[2784172],[2785613],[2786526],[2790116],[2791971],[2793246],[2795696],[2796272],[2796770],[2796957],[2802563],[2803412],[2804117],[2805558],[2806050],[2809161],[2809482],[2810331],[2811776],[2811836],[2812348],[2812477],[2813079],[2813462],[2817462],[2818504],[2819275],[2821117],[2822247],[2823021],[2823855],[2823966],[2827819],[2828395],[2829080],[2829463],[2833302],[2833878],[2834376],[2834563],[2835759],[2836080],[2836737],[2840169],[2841723],[2843035],[2844141],[2844666],[2845186],[2847594],[2848368],[2849313],[2852617],[2853451],[2853562],[2854792],[2857415],[2857991],[2859059],[2860193],[2860705],[2861104],[2861329],[2863700],[2864225],[2867438],[2867958],[2871140],[2873315],[2873859],[2875833],[2878423],[2881319],[2884657] ] cell #5594 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2352363],[2462773],[2527605],[2573688],[2592112],[2632352],[2652004],[2667355],[2671811],[2673586],[2679354],[2686615],[2703627],[2713092],[2721893],[2729931],[2731706],[2732927],[2740304],[2742079],[2747847],[2755108],[2761512],[2762622],[2770090],[2770150],[2770469],[2772238],[2779022],[2780791],[2782566],[2787060],[2788835],[2790056],[2793528],[2795349],[2796533],[2801393],[2802242],[2802503],[2808312],[2809422],[2811216],[2811441],[2812155],[2816890],[2816950],[2817269],[2819038],[2820813],[2820985],[2822714],[2822787],[2826567],[2827472],[2828656],[2832955],[2834139],[2834910],[2835257],[2836020],[2838999],[2839848],[2840109],[2841018],[2841903],[2842128],[2842463],[2842523],[2842842],[2843164],[2843500],[2844500],[2847417],[2848061],[2848134],[2851843],[2852310],[2852383],[2853869],[2854216],[2855053],[2855113],[2856163],[2856557],[2857068],[2858252],[2858676],[2859023],[2859370],[2859872],[2860133],[2860512],[2862890],[2863522],[2863595],[2864059],[2865830],[2866224],[2866913],[2867090],[2867272],[2868389],[2868462],[2868696],[2868732],[2869401],[2870189],[2870225],[2870366],[2870495],[2870833],[2870906],[2872085],[2872392],[2872428],[2872739],[2873576],[2873636],[2875295],[2875472],[2875762],[2877442],[2877478],[2877619],[2877748],[2878198],[2878376],[2878412],[2879334],[2879500],[2879573],[2880616],[2880689],[2880794],[2880971],[2881153],[2882270],[2882343],[2882577],[2882613],[2883282],[2884396],[2884574],[2884610],[2885915],[2885988],[2886093],[2886270],[2886346],[2886588],[2886661],[2887438],[2888249],[2888320],[2888498],[2888534],[2889456],[2889622],[2889695],[2890800],[2891042],[2891115],[2892008],[2892079],[2892257],[2892293],[2892304],[2892478],[2893506],[2893748],[2893821],[2894598],[2895404],[2895578],[2896086],[2896328],[2896401],[2896420],[2897198],[2897372],[2898395],[2898501],[2898904],[2899078],[2899637],[2900420],[2900718],[2901659] ] cell #5595 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2196746],[2213106],[2319974],[2343417],[2359777],[2412499],[2412630],[2417686],[2438917],[2453827],[2477166],[2493847],[2518833],[2533025],[2533156],[2538212],[2548595],[2567496],[2584191],[2587643],[2600872],[2606895],[2607683],[2607814],[2614250],[2627784],[2642262],[2648109],[2650789],[2650920],[2661163],[2664615],[2665964],[2671465],[2680700],[2682632],[2694990],[2699605],[2700578],[2702703],[2706880],[2708524],[2714371],[2717051],[2717182],[2727730],[2729585],[2731277],[2736180],[2739958],[2743582],[2744511],[2744646],[2749193],[2749872],[2751125],[2755740],[2756713],[2758838],[2766354],[2766386],[2767390],[2770037],[2773584],[2774263],[2776897],[2780445],[2781073],[2781191],[2783700],[2784859],[2786017],[2786714],[2788406],[2790338],[2791267],[2791402],[2793309],[2793545],[2799022],[2799258],[2801121],[2801153],[2802157],[2803645],[2804804],[2805962],[2807488],[2811095],[2813186],[2814190],[2815009],[2815144],[2816837],[2818692],[2819320],[2819438],[2820384],[2821063],[2821113],[2823266],[2823298],[2823601],[2825404],[2827292],[2829187],[2830191],[2831010],[2831145],[2831279],[2832323],[2836628],[2836864],[2837858],[2838175],[2838293],[2838727],[2838759],[2839763],[2841251],[2841485],[2841782],[2842410],[2843258],[2844922],[2845080],[2845500],[2846544],[2848948],[2849440],[2850434],[2850751],[2850869],[2851101],[2852092],[2852862],[2852894],[2853197],[2855000],[2855392],[2856168],[2856436],[2856888],[2858783],[2859028],[2859787],[2861586],[2861830],[2862148],[2863139],[2864639],[2865059],[2865835],[2866103],[2866377],[2867095],[2867694],[2867852],[2868272],[2868941],[2868973],[2869276],[2869316],[2869624],[2870101],[2871720],[2872212],[2872304],[2873714],[2874079],[2874355],[2874759],[2875477],[2876315],[2876559],[2876877],[2877354],[2878288],[2878680],[2878924],[2879242],[2879756],[2879914],[2880258],[2881733],[2883157],[2883605],[2883784],[2884486],[2884877],[2885153],[2885557],[2886304],[2886842],[2887246],[2887731],[2888802],[2889046],[2890036],[2890437],[2890758],[2891288],[2891467],[2892633],[2894002],[2894891],[2895166],[2895723],[2897527],[2898666] ] cell #5596 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2196752],[2213112],[2224144],[2319980],[2322569],[2343423],[2359783],[2370815],[2412505],[2417692],[2438923],[2453833],[2456422],[2464865],[2477172],[2518839],[2521516],[2533031],[2538218],[2540807],[2548601],[2567502],[2584197],[2587649],[2587895],[2590595],[2606901],[2607689],[2609578],[2614280],[2627790],[2642268],[2648113],[2648283],[2648449],[2650795],[2661169],[2664621],[2664867],[2667567],[2671486],[2680706],[2682662],[2695020],[2699611],[2700151],[2700365],[2706886],[2707132],[2708530],[2714375],[2714545],[2714711],[2717057],[2717492],[2727760],[2729606],[2731283],[2736186],[2736432],[2739979],[2743612],[2744293],[2749199],[2749876],[2750046],[2750212],[2751155],[2755746],[2756286],[2756500],[2758772],[2766363],[2766416],[2767411],[2770067],[2773590],[2774267],[2774437],[2774603],[2776903],[2780466],[2783704],[2784889],[2785151],[2785590],[2785804],[2786735],[2788412],[2790368],[2790630],[2791049],[2793166],[2793315],[2799028],[2799279],[2801130],[2801183],[2802178],[2803649],[2804834],[2805096],[2805535],[2805749],[2807518],[2807780],[2812970],[2813216],[2814211],[2814403],[2814791],[2816867],[2818713],[2818905],[2820390],[2821067],[2823275],[2823328],[2823605],[2825434],[2825696],[2827313],[2828971],[2829217],[2830212],[2830404],[2830792],[2831370],[2832344],[2832536],[2836634],[2836704],[2836885],[2837642],[2838736],[2838789],[2839784],[2841255],[2841269],[2842440],[2843937],[2844943],[2845110],[2845591],[2846565],[2846757],[2848952],[2849280],[2849461],[2850218],[2851163],[2851876],[2852871],[2852924],[2853201],[2855030],[2855297],[2856909],[2858813],[2859808],[2861003],[2861677],[2861851],[2862210],[2862923],[2863496],[2864669],[2864964],[2866356],[2866408],[2867715],[2867882],[2868363],[2868950],[2869003],[2869280],[2869337],[2871724],[2872233],[2873718],[2873937],[2874417],[2874738],[2874790],[2875732],[2876406],[2876580],[2878771],[2878945],[2879304],[2879777],[2879944],[2881763],[2883161],[2883500],[2883815],[2884735],[2885215],[2886904],[2887277],[2887752],[2888893],[2889067],[2890066],[2891183],[2891498],[2892664],[2894064],[2894912],[2897558] ] cell #5597 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2196748],[2213108],[2224142],[2319976],[2322567],[2343419],[2359779],[2370813],[2412501],[2417688],[2438919],[2453829],[2456420],[2464863],[2477168],[2518835],[2521514],[2533027],[2538214],[2540805],[2548597],[2567498],[2584193],[2587645],[2587893],[2590593],[2606897],[2607685],[2609576],[2614278],[2627786],[2642264],[2648080],[2648281],[2648447],[2650791],[2661165],[2664617],[2664865],[2667565],[2671488],[2680702],[2682660],[2695018],[2699607],[2700149],[2700366],[2706882],[2707130],[2708526],[2714342],[2714543],[2714709],[2717053],[2717490],[2727758],[2729608],[2731279],[2736182],[2736430],[2739981],[2743610],[2744295],[2749195],[2749843],[2750044],[2750210],[2751153],[2755742],[2756284],[2756501],[2758770],[2766365],[2766414],[2767413],[2770065],[2773586],[2774234],[2774435],[2774601],[2776899],[2780468],[2783671],[2784887],[2785149],[2785588],[2785805],[2786737],[2788408],[2790366],[2790628],[2791051],[2793167],[2793311],[2799024],[2799281],[2801132],[2801181],[2802180],[2803616],[2804832],[2805094],[2805533],[2805750],[2807516],[2807778],[2812968],[2813214],[2814213],[2814404],[2814793],[2816865],[2818715],[2818906],[2820386],[2821034],[2823277],[2823326],[2823572],[2825432],[2825694],[2827315],[2828969],[2829215],[2830214],[2830405],[2830794],[2831368],[2832346],[2832537],[2836630],[2836706],[2836887],[2837645],[2838738],[2838787],[2839786],[2841222],[2841272],[2842438],[2843935],[2844945],[2845108],[2845589],[2846567],[2846758],[2848919],[2849282],[2849463],[2850221],[2851165],[2851879],[2852873],[2852922],[2853168],[2855028],[2855303],[2856911],[2858811],[2859810],[2861005],[2861675],[2861853],[2862212],[2862926],[2863494],[2864667],[2864970],[2866361],[2866414],[2867717],[2867880],[2868361],[2868952],[2869001],[2869247],[2869339],[2871691],[2872235],[2873943],[2874419],[2874743],[2874796],[2875734],[2876404],[2876582],[2878769],[2878947],[2879306],[2879779],[2879942],[2881761],[2883128],[2883505],[2883821],[2884741],[2885217],[2886906],[2887283],[2887754],[2888891],[2889069],[2890064],[2890310],[2891188],[2891504],[2892670],[2894066],[2894914],[2897564] ] cell #5598 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1633320],[1712061],[1761008],[1825147],[1837712],[1884510],[1947279],[1950712],[1958230],[1959696],[1997750],[2023304],[2046272],[2063240],[2067255],[2074562],[2080122],[2099438],[2135520],[2154333],[2157284],[2163560],[2167179],[2176509],[2183505],[2186528],[2207073],[2226534],[2232536],[2238762],[2239913],[2258078],[2258085],[2260258],[2266690],[2279412],[2285503],[2288454],[2305178],[2306329],[2324798],[2324805],[2330301],[2333538],[2337556],[2348793],[2352984],[2353744],[2361042],[2373205],[2379207],[2379214],[2381387],[2394403],[2398421],[2413853],[2414613],[2418951],[2425679],[2436166],[2440182],[2443948],[2447966],[2458651],[2458658],[2459203],[2463394],[2464154],[2469281],[2480727],[2489739],[2494982],[2495966],[2499984],[2503787],[2505337],[2506190],[2514929],[2524974],[2534379],[2535139],[2535461],[2539477],[2544498],[2545210],[2552900],[2554450],[2555303],[2559611],[2562573],[2571057],[2576306],[2576827],[2593399],[2594252],[2596764],[2602007],[2602991],[2611045],[2614768],[2615480],[2619507],[2620028],[2623687],[2624399],[2626249],[2633639],[2634492],[2638165],[2638877],[2646567],[2648970],[2653278],[2653799],[2656240],[2671884],[2675607],[2676319],[2679427],[2681387],[2683150],[2683862],[2685712],[2687889],[2688410],[2691785],[2695508],[2696220],[2700768],[2704427],[2705139],[2715232],[2723735],[2726579],[2728557],[2730004],[2731134],[2731964],[2733727],[2734439],[2740377],[2744100],[2744812],[2747920],[2751643],[2752355],[2754205],[2756903],[2763087],[2766469],[2768886],[2770163],[2770236],[2770864],[2772311],[2780864],[2787133],[2788263],[2789093],[2790856],[2791568],[2796155],[2796606],[2799248],[2801236],[2809887],[2815686],[2816963],[2817036],[2817664],[2819111],[2820241],[2823381],[2827282],[2833761],[2834212],[2836485],[2838842],[2842536],[2842609],[2844912],[2852977],[2854675],[2855126],[2855199],[2856878],[2867684],[2869056],[2879746] ] cell #5599 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2004510],[2117805],[2173939],[2196860],[2213220],[2223821],[2276445],[2286172],[2320088],[2343531],[2356474],[2359891],[2370492],[2379859],[2417800],[2439031],[2440161],[2443403],[2453941],[2464542],[2466884],[2477280],[2518264],[2518459],[2518947],[2521193],[2538326],[2539456],[2542698],[2549551],[2567610],[2584305],[2585507],[2587309],[2587628],[2587752],[2596527],[2606326],[2606521],[2607009],[2609255],[2609918],[2615040],[2628740],[2636767],[2643218],[2646127],[2647953],[2648117],[2655823],[2656018],[2661277],[2662479],[2664281],[2664600],[2664724],[2667491],[2672109],[2681180],[2683422],[2690434],[2690629],[2693538],[2695780],[2698557],[2705959],[2706546],[2706865],[2706989],[2709480],[2712389],[2713649],[2714215],[2714379],[2717036],[2725488],[2728117],[2730229],[2731757],[2735259],[2735846],[2736165],[2736289],[2738490],[2739274],[2740602],[2746934],[2749178],[2749673],[2749716],[2749880],[2751915],[2754692],[2755725],[2765310],[2766094],[2766435],[2767699],[2770424],[2771325],[2773569],[2774064],[2774107],[2774271],[2774988],[2776252],[2776882],[2782617],[2783272],[2783708],[2784817],[2785246],[2787358],[2788886],[2790296],[2793418],[2794253],[2797113],[2798377],[2799007],[2799291],[2801202],[2802466],[2803217],[2803653],[2804762],[2805191],[2806210],[2807446],[2812110],[2812910],[2813235],[2814499],[2817224],[2820864],[2821071],[2821923],[2823177],[2823347],[2823609],[2824126],[2825362],[2825827],[2826376],[2827325],[2828911],[2829236],[2830500],[2831192],[2831310],[2834719],[2835983],[2836897],[2838808],[2840072],[2841259],[2842797],[2843877],[2844826],[2844955],[2845129],[2845413],[2845531],[2847270],[2847975],[2848524],[2848956],[2849473],[2852773],[2852943],[2853205],[2853722],[2856921],[2858832],[2860096],[2860927],[2861617],[2861712],[2861863],[2863436],[2864385],[2864688],[2867598],[2867727],[2867901],[2868303],[2869022],[2869284],[2870747],[2871296],[2871728],[2872245],[2873722],[2875656],[2876346],[2876592],[2878711],[2878806],[2878957],[2879789],[2879963],[2881479],[2881782],[2883165],[2887613],[2887764],[2888833],[2889079],[2890085],[2894924] ] cell #5600 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2004509],[2117801],[2173938],[2196856],[2213216],[2223817],[2276441],[2286171],[2320084],[2343527],[2356473],[2359887],[2370488],[2379855],[2417796],[2439027],[2440160],[2443399],[2453937],[2464538],[2466883],[2477276],[2518263],[2518455],[2518943],[2521189],[2538322],[2539455],[2542694],[2549547],[2567606],[2584301],[2585503],[2587307],[2587629],[2587748],[2596526],[2606325],[2606517],[2607005],[2609251],[2609917],[2615038],[2628736],[2636766],[2643214],[2646125],[2647955],[2648084],[2655822],[2656014],[2661273],[2662475],[2664279],[2664601],[2664720],[2667490],[2672111],[2681176],[2683420],[2690433],[2690625],[2693534],[2695778],[2698559],[2705958],[2706544],[2706866],[2706985],[2709476],[2712387],[2713648],[2714217],[2714346],[2717037],[2725484],[2728115],[2730231],[2731753],[2735258],[2735844],[2736166],[2736285],[2738488],[2739273],[2740604],[2746932],[2749179],[2749669],[2749718],[2749847],[2751913],[2754694],[2755726],[2765308],[2766093],[2766433],[2767701],[2770422],[2771323],[2773570],[2774060],[2774109],[2774238],[2774986],[2776254],[2776883],[2782613],[2783274],[2783675],[2784818],[2785244],[2787360],[2788882],[2790297],[2793414],[2794251],[2797111],[2798379],[2799008],[2799293],[2801200],[2802468],[2803219],[2803620],[2804763],[2805189],[2806212],[2807447],[2812108],[2812911],[2813233],[2814501],[2817222],[2820860],[2821038],[2821925],[2823175],[2823345],[2823576],[2824128],[2825363],[2825828],[2826374],[2827327],[2828912],[2829234],[2830502],[2831193],[2831311],[2834717],[2835985],[2836899],[2838806],[2840074],[2841226],[2842795],[2843878],[2844828],[2844957],[2845127],[2845414],[2845532],[2847272],[2847976],[2848522],[2848923],[2849475],[2852771],[2852941],[2853172],[2853724],[2856923],[2858830],[2860098],[2860928],[2861618],[2861713],[2861865],[2863437],[2864387],[2864686],[2867600],[2867729],[2867899],[2868304],[2869020],[2869251],[2870748],[2871294],[2871695],[2872247],[2875657],[2876347],[2876594],[2878712],[2878807],[2878959],[2879791],[2879961],[2881481],[2881780],[2883132],[2887614],[2887766],[2888834],[2889081],[2890083],[2890314],[2894926] ] cell #5601 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2077037],[2185671],[2279498],[2287631],[2337642],[2373622],[2398507],[2426247],[2448052],[2458768],[2481295],[2500070],[2505755],[2519033],[2525542],[2554868],[2566395],[2567696],[2571625],[2574676],[2588320],[2593817],[2607095],[2617877],[2629766],[2629872],[2630921],[2634057],[2648535],[2651648],[2660062],[2661363],[2665292],[2672169],[2684235],[2684632],[2685277],[2686259],[2698617],[2703650],[2710506],[2710612],[2711661],[2714797],[2715950],[2717251],[2719183],[2729026],[2729157],[2730289],[2730913],[2732950],[2740662],[2746748],[2752728],[2753125],[2753770],[2754752],[2757722],[2757828],[2758877],[2759721],[2760240],[2762645],[2767759],[2768406],[2776312],[2783090],[2783196],[2786155],[2786286],[2787418],[2788042],[2790079],[2791941],[2792338],[2792983],[2793906],[2795513],[2798437],[2799602],[2802526],[2806521],[2807040],[2809445],[2812447],[2812844],[2814559],[2815206],[2818133],[2818264],[2820020],[2822830],[2824437],[2824956],[2826029],[2827636],[2830560],[2831512],[2831867],[2832168],[2833119],[2834447],[2836043],[2836264],[2837208],[2840132],[2840779],[2845733],[2846088],[2846389],[2848177],[2848702],[2849784],[2851421],[2851475],[2852426],[2853512],[2854033],[2855625],[2855980],[2856281],[2857232],[2860156],[2862045],[2862468],[2862522],[2864470],[2865292],[2865647],[2865948],[2866590],[2868505],[2868860],[2869944],[2869998],[2870949],[2871474],[2872556],[2874634],[2874972],[2876774],[2877197],[2877251],[2879139],[2879616],[2880471],[2881564],[2882386],[2882741],[2882911],[2883747],[2884961],[2885432],[2885770],[2887121],[2887946],[2889261],[2889738],[2889867],[2891333],[2891430],[2892596],[2893361],[2894281],[2895717],[2896870],[2897490] ] cell #5602 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1503469],[1582546],[1633262],[1698699],[1711111],[1760330],[1825089],[1828328],[1836192],[1837498],[1878914],[1904588],[1928752],[1946601],[1950428],[1958172],[1966784],[1984616],[2023020],[2043168],[2046214],[2052717],[2057644],[2066477],[2073884],[2076881],[2099154],[2120331],[2126575],[2134742],[2136213],[2154045],[2154275],[2156606],[2163276],[2177909],[2183424],[2186470],[2206295],[2207766],[2226246],[2226476],[2232252],[2235879],[2242175],[2252693],[2257196],[2257794],[2265912],[2278971],[2285215],[2285445],[2287776],[2302295],[2308591],[2323916],[2324514],[2329523],[2337023],[2348533],[2352966],[2357008],[2363304],[2372917],[2373147],[2373822],[2378325],[2378923],[2384793],[2397888],[2407956],[2413835],[2414917],[2421213],[2423623],[2425419],[2426447],[2436148],[2447433],[2457769],[2458367],[2458943],[2463376],[2468954],[2469784],[2478671],[2480467],[2481495],[2486356],[2489721],[2499451],[2505319],[2505930],[2524714],[2525742],[2528482],[2534361],[2535443],[2544480],[2548910],[2549740],[2554432],[2555043],[2559284],[2560114],[2562306],[2570797],[2571825],[2575979],[2576809],[2585696],[2588520],[2593381],[2593992],[2596746],[2614750],[2619180],[2620010],[2623669],[2625989],[2628099],[2628929],[2629749],[2631121],[2633621],[2634232],[2638147],[2642577],[2643407],[2648710],[2652951],[2653781],[2665492],[2675589],[2678979],[2681369],[2683132],[2684487],[2685452],[2687562],[2688392],[2695490],[2699920],[2700750],[2704409],[2708839],[2709669],[2710489],[2711861],[2714972],[2722437],[2726561],[2729556],[2731116],[2731946],[2733709],[2744082],[2751625],[2752980],[2753945],[2756055],[2756885],[2757705],[2762520],[2763069],[2766328],[2768868],[2779566],[2783073],[2786685],[2788245],[2789075],[2790838],[2792193],[2796137],[2801095],[2809320],[2809869],[2812699],[2815668],[2820223],[2823240],[2833743],[2835918],[2836467],[2838701],[2852836],[2854657],[2868915] ] cell #5603 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1451500],[1581647],[1701870],[1711044],[1781031],[1828261],[1864152],[1904521],[1935590],[1949853],[1984549],[2013709],[2022445],[2042882],[2052650],[2098579],[2118142],[2120045],[2126508],[2130959],[2153978],[2162701],[2183138],[2202512],[2224367],[2224506],[2226179],[2231677],[2257219],[2262129],[2276782],[2278685],[2285148],[2298292],[2322110],[2322886],[2323939],[2325740],[2349183],[2358269],[2371038],[2371177],[2372850],[2378348],[2380196],[2382099],[2386686],[2407845],[2408018],[2410914],[2412195],[2416178],[2432145],[2443740],[2455963],[2456739],[2457792],[2459593],[2465088],[2465227],[2466900],[2468843],[2469016],[2476369],[2488249],[2489649],[2507212],[2521739],[2521878],[2528371],[2528544],[2531440],[2532721],[2536704],[2540348],[2541124],[2542177],[2544408],[2548972],[2556325],[2559346],[2566699],[2575868],[2576041],[2583394],[2590136],[2590912],[2595274],[2596674],[2603029],[2603202],[2607379],[2614678],[2619069],[2619242],[2623597],[2628161],[2635514],[2638075],[2638915],[2639088],[2642639],[2645875],[2649992],[2650485],[2653013],[2660366],[2661766],[2675517],[2676357],[2676530],[2683060],[2684549],[2687624],[2692129],[2692422],[2695418],[2698365],[2699982],[2704337],[2705177],[2705350],[2708901],[2716254],[2722499],[2724079],[2724372],[2731044],[2733637],[2734477],[2734650],[2737592],[2744010],[2745023],[2748264],[2748557],[2751553],[2753042],[2756117],[2762997],[2764412],[2771075],[2772655],[2772948],[2779628],[2781501],[2784348],[2788173],[2790766],[2791779],[2792255],[2795381],[2800704],[2802878],[2804293],[2809797],[2812761],[2817875],[2819748],[2820151],[2826957],[2827504],[2832987],[2836395],[2840484],[2847449],[2853901],[2857100] ] cell #5604 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1633166],[1760874],[1824993],[1850886],[1884635],[1947145],[1958076],[2000443],[2029616],[2046118],[2063365],[2074428],[2108743],[2150935],[2153283],[2157150],[2169872],[2183630],[2186374],[2256746],[2256781],[2257109],[2260383],[2267383],[2282105],[2284453],[2288320],[2330994],[2340107],[2348918],[2352126],[2352500],[2352719],[2364662],[2377875],[2377910],[2378238],[2381512],[2400972],[2422571],[2425804],[2436141],[2439385],[2439677],[2450482],[2450517],[2450845],[2459328],[2462536],[2462910],[2463129],[2480852],[2502500],[2502535],[2502863],[2505312],[2506315],[2514896],[2524497],[2525099],[2527368],[2527742],[2527961],[2535436],[2538680],[2538972],[2543097],[2554425],[2555428],[2570580],[2571182],[2573451],[2573825],[2574044],[2576273],[2576802],[2591167],[2593163],[2593374],[2594377],[2595751],[2596043],[2602958],[2609525],[2617485],[2619474],[2620003],[2626374],[2631407],[2633403],[2633614],[2634617],[2635991],[2636283],[2637457],[2638844],[2649095],[2651380],[2652255],[2652671],[2653245],[2653774],[2664247],[2667492],[2667711],[2669420],[2674161],[2674899],[2676286],[2681362],[2685837],[2685991],[2686866],[2687282],[2687856],[2688385],[2691194],[2698225],[2700743],[2703062],[2703719],[2705106],[2714143],[2715357],[2717023],[2718642],[2721271],[2722144],[2722157],[2723144],[2726554],[2727540],[2728524],[2731939],[2732362],[2733019],[2734406],[2736765],[2742654],[2743392],[2744779],[2747329],[2754330],[2755359],[2755775],[2756878],[2759958],[2761012],[2762104],[2762714],[2763585],[2766436],[2767218],[2768861],[2769847],[2770720],[2770831],[2771720],[2778400],[2779273],[2779286],[2780273],[2789068],[2790148],[2791535],[2793815],[2795750],[2796130],[2796288],[2799223],[2799839],[2801203],[2801985],[2802595],[2807812],[2808904],[2809514],[2810385],[2812406],[2815661],[2816647],[2817520],[2817631],[2818520],[2821320],[2823348],[2825938],[2827257],[2827873],[2828411],[2833356],[2833736],[2833894],[2836112],[2838809],[2839591],[2840201],[2843093],[2844887],[2852944],[2854650],[2854808],[2856853],[2857469],[2858007],[2860225],[2867659],[2869023],[2873331],[2879721] ] cell #5605 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2297626],[2312536],[2410248],[2431479],[2446389],[2493753],[2493869],[2498407],[2517370],[2530774],[2551599],[2566156],[2588187],[2600778],[2600894],[2605432],[2614514],[2630788],[2645266],[2648255],[2659823],[2665159],[2665870],[2665986],[2671485],[2682896],[2695254],[2700312],[2702609],[2702725],[2711528],[2714517],[2715711],[2720341],[2726392],[2727994],[2729605],[2739978],[2743846],[2744668],[2746509],[2750018],[2751389],[2756447],[2758744],[2758860],[2767410],[2768699],[2768917],[2770301],[2774409],[2777470],[2780465],[2781218],[2781337],[2785123],[2785751],[2786734],[2790602],[2791424],[2793265],[2795456],[2795968],[2799545],[2800057],[2802177],[2805068],[2805696],[2807752],[2810603],[2811115],[2811196],[2813659],[2814210],[2815166],[2815499],[2815717],[2817101],[2818712],[2819465],[2819584],[2821209],[2821420],[2822841],[2825668],[2826040],[2827579],[2828091],[2829660],[2830211],[2831167],[2832343],[2833062],[2833574],[2835182],[2837151],[2837663],[2838320],[2838439],[2839783],[2841290],[2841802],[2841883],[2842674],[2843285],[2843302],[2845383],[2846564],[2848188],[2849727],[2850239],[2850896],[2851015],[2851121],[2851897],[2852437],[2853976],[2854449],[2854488],[2855264],[2855636],[2856195],[2856456],[2856537],[2857175],[2857687],[2859055],[2859256],[2859295],[2859807],[2860492],[2860624],[2861988],[2862168],[2862944],[2864942],[2865303],[2865862],[2866123],[2866204],[2866395],[2867122],[2868155],[2868516],[2868803],[2869336],[2869644],[2870205],[2870420],[2870960],[2872408],[2872499],[2872972],[2873011],[2874375],[2874645],[2874777],[2875504],[2876717],[2876897],[2877458],[2877673],[2877882],[2878392],[2879082],[2879262],[2879627],[2880038],[2880276],[2880610],[2882036],[2882264],[2882397],[2882684],[2883625],[2883802],[2884080],[2884590],[2885173],[2885443],[2885575],[2885909],[2886582],[2886862],[2887132],[2887264],[2888004],[2889204],[2889749],[2890455],[2890562],[2891036],[2891308],[2891485],[2891763],[2892297],[2892651],[2892929],[2894022],[2894292],[2895194],[2895397],[2895741],[2895848],[2896622],[2897545],[2898362],[2898694],[2899839],[2900579] ] cell #5606 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2518036],[2548799],[2559173],[2566272],[2606098],[2609888],[2627988],[2629683],[2642466],[2652840],[2655595],[2659939],[2667118],[2684376],[2687451],[2690206],[2699809],[2703838],[2708728],[2710423],[2712147],[2715827],[2716731],[2722326],[2733138],[2737913],[2744850],[2746625],[2747248],[2752869],[2754484],[2755944],[2757639],[2758699],[2761534],[2762833],[2764733],[2770902],[2771639],[2775771],[2779455],[2781208],[2781756],[2783007],[2783521],[2784669],[2789491],[2790267],[2791606],[2792082],[2793381],[2795318],[2796207],[2797896],[2801415],[2802714],[2803133],[2803466],[2804614],[2806758],[2808334],[2809633],[2811212],[2811533],[2811652],[2812588],[2814018],[2817702],[2818439],[2819455],[2820003],[2821254],[2822739],[2822768],[2823422],[2824674],[2826589],[2827441],[2828330],[2828748],[2828867],[2830019],[2831421],[2832924],[2833813],[2834932],[2835421],[2835502],[2836231],[2837445],[2838310],[2839021],[2840320],[2840739],[2841072],[2841899],[2842220],[2842339],[2843275],[2843448],[2844529],[2845642],[2847386],[2848086],[2848115],[2848769],[2849008],[2849089],[2850021],[2850886],[2852335],[2852364],[2853018],[2853838],[2854270],[2854727],[2855534],[2856185],[2856553],[2857037],[2857926],[2858344],[2858463],[2859045],[2859534],[2859615],[2860344],[2860508],[2863547],[2863576],[2863987],[2864088],[2864763],[2865201],[2865852],[2866220],[2867112],[2867301],[2868414],[2868443],[2869097],[2870158],[2870221],[2870858],[2870887],[2871541],[2871780],[2871861],[2872361],[2872424],[2872793],[2873250],[2874026],[2874126],[2875494],[2875791],[2876092],[2877411],[2877474],[2878345],[2878408],[2879363],[2880641],[2880670],[2881081],[2881182],[2881857],[2882295],[2882324],[2882978],[2883570],[2884543],[2884606],[2885940],[2885969],[2886513],[2886613],[2886642],[2888278],[2888579],[2889485],[2890967],[2891067],[2891096],[2892037],[2892419],[2892507],[2895519],[2895607] ] cell #5607 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1243351],[1372822],[1438581],[1502576],[1569198],[1580237],[1625344],[1678923],[1697806],[1709578],[1716046],[1801635],[1805722],[1817171],[1835299],[1838278],[1838566],[1902317],[1924357],[1924433],[1927859],[1950254],[1956194],[1959989],[1960281],[1982345],[2022846],[2036793],[2041084],[2041877],[2056231],[2068390],[2072486],[2072562],[2075988],[2076309],[2098980],[2130089],[2134423],[2137585],[2148046],[2152320],[2163102],[2166602],[2166678],[2177049],[2178219],[2181340],[2182133],[2205976],[2209138],[2232078],[2235578],[2235654],[2239354],[2240453],[2242485],[2252272],[2265593],[2268755],[2268784],[2269577],[2279216],[2279778],[2283490],[2305770],[2306869],[2308901],[2329204],[2332366],[2332395],[2333188],[2336602],[2337360],[2338710],[2357176],[2360483],[2361582],[2363614],[2363699],[2373401],[2397467],[2398225],[2399575],[2407363],[2415085],[2418392],[2419491],[2421523],[2421608],[2422741],[2423791],[2426026],[2440722],[2444077],[2447012],[2447770],[2449120],[2469952],[2477789],[2478839],[2481074],[2488964],[2495522],[2496095],[2499030],[2499788],[2501138],[2503916],[2518751],[2522036],[2523086],[2525321],[2540017],[2544831],[2545339],[2549908],[2553029],[2558534],[2560282],[2561885],[2567414],[2568119],[2569169],[2571404],[2575048],[2585864],[2588099],[2591978],[2602547],[2606813],[2611702],[2615609],[2616627],[2618249],[2623055],[2624020],[2624528],[2627349],[2629097],[2630700],[2632218],[2643575],[2646696],[2661081],[2662836],[2665071],[2672541],[2673125],[2673452],[2678753],[2680084],[2682518],[2683991],[2685009],[2696349],[2697367],[2698989],[2708089],[2709837],[2711440],[2712958],[2721682],[2729330],[2730661],[2731245],[2731572],[2741034],[2741618],[2741945],[2745959],[2751011],[2752484],[2753502],[2762294],[2778811],[2782105],[2782432],[2786459],[2787790],[2788374],[2788701],[2792715],[2809094],[2811944],[2820352],[2820679],[2835692],[2836596] ] cell #5608 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1851725],[1871716],[1885133],[2001282],[2004470],[2030455],[2050446],[2063863],[2117685],[2124304],[2151774],[2170711],[2173899],[2184128],[2201112],[2257620],[2260881],[2276325],[2282944],[2286132],[2297309],[2324340],[2347783],[2352647],[2352942],[2356434],[2378749],[2379739],[2382010],[2389530],[2409931],[2431162],[2439623],[2439793],[2440121],[2443283],[2458193],[2463057],[2463352],[2466844],[2473390],[2487977],[2491093],[2510056],[2517053],[2517869],[2518111],[2527889],[2528184],[2530457],[2538918],[2539088],[2539416],[2542578],[2560656],[2563720],[2566427],[2573972],[2574267],[2580415],[2586238],[2587313],[2595002],[2595989],[2596159],[2596487],[2598118],[2605115],[2605931],[2606173],[2623004],[2624845],[2629471],[2635242],[2636229],[2636399],[2636727],[2640845],[2647013],[2652201],[2653145],[2654323],[2655428],[2655670],[2657387],[2660094],[2663210],[2664285],[2667639],[2667934],[2678287],[2678863],[2682467],[2684308],[2686812],[2687756],[2688934],[2690039],[2690281],[2693716],[2703220],[2703744],[2704556],[2705585],[2706550],[2710211],[2713275],[2715982],[2716969],[2717139],[2721631],[2722090],[2722631],[2725666],[2726395],[2729440],[2732520],[2733044],[2733856],[2734885],[2735850],[2736923],[2738900],[2746780],[2746938],[2747356],[2747753],[2750960],[2752801],[2755305],[2756249],[2757427],[2758774],[2760116],[2762404],[2762739],[2763216],[2763743],[2765720],[2768702],[2770666],[2771329],[2771747],[2772144],[2774992],[2778760],[2779219],[2779760],[2782795],[2783211],[2786569],[2790173],[2790985],[2792014],[2794257],[2795908],[2795971],[2796315],[2796439],[2797117],[2799997],[2802620],[2803156],[2806149],[2809204],[2809539],[2810016],[2810543],[2811893],[2812352],[2812520],[2815502],[2817466],[2818547],[2818944],[2821862],[2822511],[2823181],[2824065],[2826380],[2828031],[2828438],[2833514],[2833577],[2833921],[2834045],[2834723],[2835802],[2836137],[2840226],[2843039],[2843692],[2844765],[2847209],[2848528],[2852107],[2852777],[2853661],[2854491],[2854835],[2857627],[2858034],[2860250],[2860709],[2863251],[2864324],[2867537],[2871300],[2873358],[2881418] ] cell #5609 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1960619],[2076018],[2177079],[2185623],[2240483],[2279450],[2306899],[2337594],[2361612],[2373265],[2398459],[2419521],[2425890],[2440752],[2448004],[2480938],[2495552],[2500022],[2503408],[2518985],[2525185],[2540047],[2552521],[2566457],[2567648],[2571268],[2587963],[2591470],[2602577],[2607047],[2615101],[2629815],[2629824],[2630564],[2631710],[2646188],[2652020],[2660124],[2661315],[2664935],[2667669],[2670058],[2681931],[2683483],[2684225],[2684579],[2686631],[2695841],[2710555],[2710564],[2711304],[2712450],[2716012],[2717203],[2718250],[2721909],[2728178],[2728967],[2730918],[2738551],[2746810],[2750424],[2751976],[2752718],[2753072],[2755124],[2757771],[2757780],[2758520],[2759662],[2761712],[2765371],[2766826],[2768420],[2770258],[2770485],[2775379],[2779038],[2783139],[2783148],[2785307],[2786096],[2788047],[2789637],[2791931],[2792285],[2793920],[2795454],[2797504],[2799543],[2801593],[2802175],[2805252],[2806462],[2806904],[2808512],[2812171],[2812437],[2812791],[2813626],[2815220],[2817058],[2817285],[2818074],[2820025],[2824378],[2824820],[2827577],[2829627],[2831526],[2831808],[2833060],[2834437],[2835110],[2836269],[2837149],[2837591],[2839199],[2839781],[2840793],[2842631],[2842858],[2845350],[2845747],[2846029],[2849725],[2850167],[2851411],[2851489],[2853523],[2853974],[2854416],[2855221],[2855921],[2857173],[2859223],[2859805],[2861986],[2862458],[2862536],[2864909],[2865588],[2866601],[2868122],[2868801],[2869334],[2869934],[2870012],[2872497],[2872939],[2874373],[2874983],[2876715],[2877187],[2877265],[2879080],[2879260],[2880482],[2882003],[2882682],[2884951],[2885171],[2885781],[2886860],[2889202],[2891306],[2891344],[2894020] ] cell #5610 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [2041412],[2181668],[2269112],[2332723],[2358634],[2416543],[2444928],[2466576],[2476734],[2496946],[2522809],[2537069],[2550770],[2567064],[2568892],[2583759],[2603971],[2614420],[2616350],[2629959],[2644437],[2650357],[2660731],[2662559],[2671593],[2682802],[2684732],[2695160],[2697090],[2701780],[2710699],[2716619],[2720344],[2727900],[2729713],[2740086],[2743752],[2745682],[2751295],[2753225],[2757915],[2759064],[2767518],[2768920],[2777473],[2780573],[2781243],[2785029],[2786842],[2790508],[2792438],[2793024],[2800060],[2804974],[2807658],[2810606],[2811223],[2814318],[2815720],[2818174],[2818820],[2819490],[2820944],[2825574],[2830319],[2831908],[2832451],[2835185],[2837666],[2838345],[2840860],[2841293],[2841910],[2846129],[2846672],[2850242],[2850921],[2851556],[2851900],[2856021],[2856564],[2858496],[2859298],[2862603],[2862947],[2865688],[2866231],[2866398],[2866638],[2870079],[2870423],[2874780],[2875020],[2877332],[2877676],[2877884],[2880279],[2880519],[2884082],[2885578],[2885818],[2888006],[2890458],[2891765],[2895196] ] cell #5611 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2517993],[2606055],[2655552],[2690163],[2703795],[2717467],[2733095],[2747246],[2758532],[2758656],[2762790],[2770207],[2771637],[2783524],[2789649],[2790224],[2792979],[2796205],[2802285],[2802671],[2803469],[2806916],[2809590],[2817007],[2818129],[2818437],[2822766],[2822844],[2823425],[2824832],[2826043],[2828094],[2828328],[2831863],[2833811],[2836188],[2837603],[2839891],[2840277],[2840762],[2841075],[2842580],[2844532],[2846084],[2848113],[2848191],[2848772],[2850179],[2851458],[2852362],[2852440],[2853021],[2854428],[2854725],[2855170],[2855639],[2855976],[2857690],[2857924],[2859915],[2860301],[2861432],[2862505],[2863574],[2864091],[2864921],[2865306],[2865643],[2866464],[2867304],[2868441],[2868519],[2868856],[2868901],[2869100],[2869444],[2869981],[2870885],[2870963],[2871544],[2872951],[2873014],[2873248],[2873693],[2873744],[2874648],[2874846],[2875794],[2876161],[2876770],[2876815],[2877234],[2878526],[2879366],[2879552],[2879599],[2879630],[2879697],[2880041],[2880345],[2880668],[2881185],[2882015],[2882322],[2882400],[2882737],[2882782],[2882981],[2883215],[2883325],[2883805],[2884791],[2885415],[2885446],[2885513],[2885644],[2885967],[2886640],[2887135],[2887267],[2887333],[2887470],[2887507],[2888281],[2888648],[2889257],[2889302],[2889382],[2889488],[2889674],[2889721],[2889752],[2889819],[2890163],[2890477],[2890564],[2891094],[2891391],[2891488],[2891660],[2892040],[2892472],[2892510],[2892654],[2892931],[2893640],[2893800],[2894264],[2894295],[2894362],[2894427],[2894493],[2894630],[2894667],[2895190],[2895572],[2895610],[2895744],[2895802],[2895850],[2896220],[2896380],[2896518],[2896537],[2896624],[2897366],[2897404],[2897451],[2897548],[2897720],[2897825],[2898373],[2898599],[2898618],[2898696],[2899072],[2899110],[2899181],[2899187],[2899735],[2899793],[2899841],[2900521],[2900527],[2900816],[2900885],[2901208],[2901707],[2901860] ] cell #5612 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1451496],[1581645],[1701868],[1711046],[1781029],[1828263],[1864150],[1904523],[1935588],[1949857],[1984551],[2013707],[2022449],[2042880],[2052652],[2098583],[2120043],[2126510],[2130963],[2153980],[2162705],[2183136],[2202516],[2224504],[2226181],[2231681],[2257223],[2262133],[2278683],[2285150],[2298296],[2322881],[2322888],[2323943],[2325744],[2349187],[2358273],[2371175],[2372852],[2378352],[2382097],[2386690],[2408022],[2410918],[2412197],[2412829],[2416182],[2432149],[2456734],[2456741],[2457796],[2459597],[2465225],[2466902],[2469020],[2476373],[2488253],[2489651],[2493479],[2507216],[2521876],[2528548],[2531444],[2532723],[2533355],[2536708],[2541119],[2541126],[2542181],[2544410],[2548976],[2556329],[2559350],[2562502],[2566703],[2576045],[2583398],[2590907],[2590914],[2595278],[2596676],[2600504],[2603206],[2607381],[2608013],[2610974],[2614680],[2619246],[2623599],[2628165],[2635518],[2638077],[2639092],[2642643],[2649996],[2650487],[2651119],[2653017],[2656169],[2660370],[2661768],[2665596],[2675519],[2676534],[2683062],[2684553],[2687628],[2691714],[2692424],[2695420],[2698367],[2699986],[2702335],[2704339],[2705354],[2708905],[2712057],[2716258],[2722503],[2723664],[2724374],[2731046],[2733639],[2734654],[2737594],[2737823],[2742812],[2744012],[2745027],[2748559],[2751555],[2753046],[2756121],[2762999],[2764414],[2764643],[2771079],[2772950],[2775528],[2779632],[2781503],[2784350],[2784579],[2788175],[2790768],[2791783],[2792259],[2795383],[2797653],[2802880],[2804295],[2804524],[2809799],[2812765],[2813775],[2817879],[2819750],[2820153],[2826959],[2827506],[2829776],[2832989],[2836397],[2840486],[2847451],[2847725],[2853903],[2857102] ] cell #5613 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2088192],[2105907],[2221290],[2246832],[2264547],[2322457],[2322594],[2328158],[2351601],[2367961],[2393775],[2412607],[2440538],[2456310],[2456447],[2462011],[2473728],[2495338],[2514301],[2518228],[2533133],[2539833],[2540695],[2540832],[2548283],[2564058],[2580753],[2587480],[2590483],[2590620],[2602363],[2606290],[2607791],[2614239],[2625183],[2627472],[2641950],[2647351],[2648474],[2650897],[2655787],[2657725],[2664452],[2667455],[2667592],[2680388],[2682621],[2684646],[2690398],[2694979],[2699293],[2700328],[2700555],[2705923],[2706717],[2708212],[2713613],[2714736],[2717159],[2726422],[2726463],[2727719],[2730965],[2735223],[2736017],[2739238],[2743571],[2744334],[2744422],[2747460],[2748881],[2750237],[2751114],[2753139],[2755428],[2756463],[2756690],[2758891],[2766058],[2766375],[2768729],[2768770],[2770026],[2771851],[2773272],[2774628],[2776585],[2781062],[2783592],[2784848],[2785767],[2785994],[2788094],[2790327],[2791090],[2791178],[2792352],[2793146],[2795998],[2796039],[2796419],[2798710],[2801142],[2803537],[2804793],[2805712],[2805939],[2806119],[2807477],[2812858],[2813175],[2813675],[2814832],[2814920],[2815529],[2815570],[2816826],[2818651],[2819309],[2820072],[2821428],[2823287],[2823493],[2824035],[2825393],[2828542],[2829176],[2829676],[2830833],[2830921],[2831268],[2833604],[2833645],[2834025],[2836316],[2836806],[2837226],[2838164],[2838748],[2841143],[2842399],[2843318],[2844735],[2845069],[2845399],[2845489],[2848840],[2849382],[2849802],[2850740],[2851079],[2852883],[2853089],[2853631],[2854518],[2854559],[2854939],[2854989],[2855381],[2855599],[2858138],[2858772],[2859272],[2860517],[2860662],[2861173],[2861575],[2862063],[2862126],[2864294],[2864628],[2865048],[2865266],[2867507],[2867841],[2868171],[2868261],[2868962],[2869168],[2869602],[2871612],[2872574],[2873462],[2874068],[2874333],[2874608],[2875902],[2876304],[2876855],[2878669],[2879157],[2879220],[2879903],[2881388],[2881722],[2882360],[2883049],[2883583],[2883695],[2884866],[2885131],[2886820],[2887095],[2888791],[2890025],[2890368],[2891266],[2892544],[2893980],[2895654] ] cell #5614 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2518040],[2606102],[2655599],[2671813],[2679356],[2690210],[2703842],[2729933],[2733142],[2740306],[2747290],[2747849],[2758703],[2762837],[2770092],[2770148],[2771681],[2772240],[2780793],[2783551],[2787062],[2790271],[2796249],[2796535],[2802244],[2802718],[2803496],[2809637],[2811214],[2811443],[2816892],[2816948],[2818481],[2819040],[2822783],[2822789],[2823452],[2828372],[2828658],[2833855],[2834141],[2835259],[2836235],[2839850],[2840324],[2841102],[2841901],[2842130],[2842465],[2842521],[2843452],[2843545],[2844508],[2844538],[2848130],[2848136],[2848799],[2852379],[2852385],[2853048],[2854769],[2855055],[2855111],[2856555],[2857968],[2858254],[2859372],[2859874],[2860348],[2860429],[2860510],[2861423],[2863591],[2863597],[2864067],[2864097],[2866222],[2867280],[2867310],[2868458],[2868464],[2868730],[2869127],[2869403],[2870223],[2870497],[2870902],[2870908],[2871571],[2872154],[2872426],[2873292],[2873512],[2873578],[2873634],[2875770],[2875800],[2876152],[2877476],[2877750],[2878267],[2878410],[2878517],[2879342],[2879372],[2879569],[2879575],[2880685],[2880691],[2881161],[2881191],[2882142],[2882339],[2882345],[2882611],[2883008],[2883284],[2884465],[2884608],[2884782],[2885984],[2885990],[2886555],[2886657],[2886663],[2887324],[2887446],[2887476],[2888257],[2888287],[2888389],[2888532],[2888639],[2889342],[2889464],[2889494],[2889691],[2889697],[2891009],[2891111],[2891117],[2892016],[2892046],[2892148],[2892291],[2892432],[2892486],[2892516],[2893060],[2893631],[2893715],[2893817],[2893823],[2894484],[2894606],[2894636],[2895532],[2895586],[2895616],[2896211],[2896295],[2896397],[2896403],[2896428],[2896432],[2896528],[2897326],[2897380],[2897410],[2897954],[2898509],[2898513],[2898609],[2899032],[2899086],[2899116],[2899148],[2899645],[2899649],[2899745],[2900488],[2900726],[2900730],[2900826],[2901169],[2901661],[2901665],[2901821],[2902370] ] cell #5615 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2390177],[2403581],[2412631],[2491740],[2493845],[2510703],[2524107],[2533157],[2566074],[2570190],[2586885],[2598765],[2600870],[2607815],[2617095],[2648735],[2650921],[2659741],[2663857],[2665962],[2671695],[2685477],[2697835],[2700382],[2700579],[2702701],[2714997],[2715629],[2717183],[2720370],[2729815],[2740188],[2744437],[2744512],[2744644],[2746427],[2753970],[2756517],[2756714],[2758836],[2761401],[2766345],[2767620],[2768946],[2777499],[2780675],[2781061],[2781190],[2785821],[2786018],[2786944],[2791193],[2791268],[2791400],[2793183],[2793546],[2800086],[2801112],[2801282],[2802387],[2805766],[2805963],[2808201],[2810632],[2811086],[2814420],[2814935],[2815010],[2815142],[2815746],[2818922],[2819308],[2819437],[2821114],[2822873],[2823257],[2826072],[2826456],[2828120],[2830421],[2830936],[2831011],[2831143],[2832553],[2834799],[2837241],[2837692],[2837859],[2838163],[2838292],[2838718],[2838888],[2839993],[2841319],[2841486],[2841773],[2843257],[2843372],[2844605],[2846774],[2847049],[2848220],[2848604],[2849817],[2850268],[2850435],[2850739],[2850868],[2851926],[2852093],[2852469],[2852853],[2855339],[2855668],[2856052],[2856167],[2856427],[2857716],[2858912],[2859027],[2860017],[2860532],[2862078],[2862973],[2863140],[2864164],[2865006],[2865335],[2865719],[2865834],[2866094],[2866450],[2866979],[2867094],[2867377],[2868548],[2868893],[2868932],[2869546],[2869589],[2869821],[2870100],[2870992],[2871376],[2872303],[2872589],[2873040],[2873685],[2873979],[2874677],[2874832],[2875361],[2875476],[2876807],[2876842],[2877074],[2877353],[2877922],[2878287],[2879172],[2879439],[2879659],[2880067],[2880236],[2881258],[2882429],[2882774],[2882813],[2883539],[2883857],[2884013],[2884120],[2884485],[2884777],[2885475],[2885535],[2886303],[2886321],[2887164],[2887319],[2887543],[2887848],[2889294],[2889561],[2889781],[2890396],[2890602],[2890757],[2890775],[2891222],[2891540],[2891696],[2892706],[2892862],[2892969],[2894324],[2894703],[2895165],[2895282],[2895682],[2895888],[2896662],[2896835],[2897600],[2897756],[2898665],[2898782],[2899273],[2899879],[2901294] ] cell #5616 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1761072],[1838556],[1885230],[1947343],[1959767],[2003912],[2063960],[2067326],[2074626],[2076094],[2111535],[2135591],[2157348],[2173341],[2177220],[2184225],[2189408],[2207144],[2240624],[2258149],[2260978],[2266761],[2270175],[2278985],[2285574],[2288518],[2307040],[2324869],[2330372],[2336079],[2337129],[2353815],[2353821],[2355876],[2361753],[2373589],[2379278],[2382107],[2396944],[2397994],[2414684],[2414690],[2419662],[2422688],[2426214],[2436399],[2440193],[2440893],[2447539],[2458722],[2464225],[2464231],[2466286],[2477736],[2481262],[2494993],[2495693],[2499557],[2505570],[2514940],[2518520],[2521983],[2525509],[2535210],[2535216],[2535694],[2539488],[2540188],[2544778],[2554683],[2562584],[2567183],[2568066],[2571592],[2574995],[2576317],[2577060],[2584761],[2593632],[2602018],[2602718],[2603002],[2606582],[2611056],[2611649],[2618196],[2619518],[2620261],[2623967],[2626535],[2633872],[2638445],[2638888],[2653289],[2654032],[2656251],[2660850],[2661733],[2668817],[2671895],[2672488],[2675887],[2676330],[2679438],[2680031],[2681620],[2687900],[2688643],[2691796],[2692389],[2698936],[2701001],[2704707],[2705150],[2707275],[2720668],[2723746],[2724339],[2726937],[2728568],[2730015],[2730608],[2732197],[2734007],[2734450],[2737310],[2740388],[2740981],[2744823],[2747931],[2748524],[2757136],[2764130],[2766480],[2768078],[2769244],[2770174],[2770875],[2772322],[2772915],[2777797],[2780875],[2781468],[2784066],[2787144],[2787737],[2789326],[2791579],[2796617],[2799332],[2801247],[2802265],[2802326],[2802845],[2804011],[2810930],[2816044],[2816974],[2817675],[2819122],[2819715],[2823392],[2823749],[2825830],[2827366],[2834223],[2838853],[2839871],[2839932],[2840451],[2841617],[2842547],[2844996],[2847978],[2852988],[2853345],[2855137],[2856962],[2859895],[2859956],[2861715],[2867768],[2869067],[2869424],[2869485],[2870750],[2878809],[2879830],[2887616] ] cell #5617 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1451498],[1581719],[1702016],[1711117],[1781177],[1828406],[1864298],[1885368],[1904666],[1935736],[1949859],[1984694],[2004671],[2013855],[2022451],[2043028],[2052795],[2064098],[2098585],[2117290],[2120191],[2126653],[2130965],[2154123],[2162707],[2174100],[2183284],[2184363],[2202518],[2218335],[2225494],[2226324],[2231683],[2257225],[2261116],[2262135],[2275930],[2278831],[2285293],[2286333],[2291047],[2298298],[2323815],[2323945],[2325746],[2349189],[2355805],[2356635],[2358275],[2365006],[2372165],[2372995],[2378354],[2379344],[2382245],[2386692],[2408024],[2410920],[2412987],[2416184],[2424900],[2432151],[2442758],[2442888],[2457668],[2457798],[2459056],[2459599],[2466215],[2467045],[2469022],[2476375],[2479948],[2488255],[2489677],[2506043],[2507218],[2515146],[2520109],[2528550],[2531446],[2533513],[2536710],[2542053],[2542183],[2544436],[2548978],[2555156],[2556331],[2559352],[2566705],[2576047],[2576523],[2583400],[2584822],[2594105],[2595280],[2596702],[2603208],[2608171],[2614706],[2619248],[2619724],[2623625],[2628167],[2634345],[2635520],[2638103],[2638506],[2639094],[2642645],[2649998],[2653019],[2653495],[2660372],[2661794],[2675545],[2675948],[2676536],[2683088],[2684555],[2687630],[2688106],[2692450],[2695446],[2699988],[2704365],[2704768],[2705356],[2708907],[2716260],[2722505],[2724400],[2728774],[2731072],[2733665],[2734068],[2734656],[2744038],[2745029],[2748585],[2751581],[2753048],[2756123],[2763025],[2768139],[2771081],[2772976],[2779634],[2781529],[2788201],[2790794],[2791785],[2792261],[2795550],[2799639],[2802906],[2809825],[2812767],[2817881],[2819776],[2820179],[2827673],[2833156],[2836423],[2840512],[2854070],[2857269] ] cell #5618 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2117846],[2224105],[2276486],[2297726],[2312636],[2322305],[2370776],[2379900],[2410348],[2431579],[2443444],[2446489],[2456158],[2464826],[2498507],[2517470],[2518500],[2521477],[2530874],[2540543],[2542739],[2551699],[2587677],[2587856],[2588287],[2590331],[2605532],[2606562],[2609539],[2615320],[2630888],[2645366],[2646407],[2647967],[2648239],[2648350],[2656059],[2664649],[2664828],[2665259],[2667303],[2667926],[2672123],[2683702],[2690670],[2696060],[2698571],[2700125],[2700258],[2706914],[2707093],[2711628],[2712669],[2714229],[2714501],[2714612],[2717085],[2720854],[2728397],[2730243],[2736214],[2736393],[2738770],[2740616],[2742975],[2749227],[2749730],[2750002],[2750113],[2752195],[2754706],[2755774],[2756260],[2756393],[2758728],[2765590],[2767713],[2769430],[2770704],[2773618],[2774121],[2774393],[2774504],[2776266],[2776931],[2777983],[2783286],[2785107],[2785526],[2785564],[2785697],[2787372],[2789731],[2790586],[2798391],[2799056],[2799305],[2800297],[2802480],[2803231],[2805052],[2805471],[2805509],[2805642],[2806224],[2807216],[2807736],[2812390],[2812944],[2813280],[2814168],[2814513],[2816230],[2817504],[2818670],[2821304],[2821937],[2824140],[2825132],[2825652],[2825861],[2827339],[2828331],[2828945],[2829281],[2830169],[2830514],[2831344],[2832301],[2835997],[2836672],[2836911],[2837903],[2840086],[2843077],[2843248],[2843911],[2844840],[2844969],[2845174],[2845565],[2846522],[2846882],[2847284],[2848009],[2849248],[2849487],[2850479],[2851050],[2851131],[2853736],[2854728],[2855457],[2856935],[2857927],[2858877],[2860110],[2860971],[2861651],[2861746],[2861877],[2862097],[2862178],[2863470],[2863997],[2864399],[2864733],[2865124],[2867612],[2867741],[2867946],[2868337],[2870781],[2872259],[2873251],[2873908],[2874385],[2874453],[2874561],[2875700],[2876380],[2876606],[2878745],[2878840],[2878971],[2879272],[2879803],[2880008],[2881091],[2881493],[2881827],[2882218],[2883366],[2884706],[2885183],[2885359],[2886872],[2886940],[2887048],[2887647],[2887778],[2888867],[2889093],[2890130],[2893180],[2893288],[2894032],[2894208],[2894938],[2898182] ] cell #5619 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2297632],[2312542],[2322601],[2410254],[2412605],[2431485],[2446395],[2456454],[2493759],[2498413],[2517376],[2530780],[2533131],[2540839],[2551605],[2588193],[2590627],[2600784],[2605438],[2607789],[2614520],[2630794],[2645272],[2648261],[2648481],[2650895],[2665165],[2665876],[2667599],[2671512],[2682902],[2695260],[2700316],[2700402],[2700553],[2702615],[2711534],[2714523],[2714743],[2717157],[2720359],[2726410],[2728000],[2729632],[2740005],[2743852],[2744319],[2744480],[2750024],[2750244],[2751395],[2756451],[2756537],[2756688],[2758750],[2759148],[2767437],[2768717],[2768935],[2770307],[2774415],[2774635],[2777488],[2780492],[2781050],[2785129],[2785755],[2785841],[2785992],[2786761],[2790608],[2791075],[2791236],[2793203],[2795486],[2795986],[2799575],[2800075],[2802204],[2805074],[2805700],[2805786],[2805937],[2807758],[2810621],[2813663],[2814237],[2814440],[2814817],[2814978],[2815517],[2815735],[2817107],[2818739],[2818942],[2819297],[2821082],[2821215],[2822862],[2825674],[2826061],[2827609],[2828109],[2829664],[2830238],[2830441],[2830818],[2830979],[2832370],[2832573],[2833092],[2833592],[2836730],[2837181],[2837681],[2837827],[2838152],[2839810],[2841308],[2841454],[2842680],[2843306],[2845387],[2846591],[2846794],[2848209],[2849306],[2849757],[2850257],[2850403],[2850728],[2851189],[2851915],[2852061],[2852458],[2854006],[2854453],[2854506],[2855270],[2855328],[2855657],[2856026],[2857205],[2857705],[2858886],[2859260],[2859834],[2860628],[2861029],[2862018],[2862236],[2862962],[2863108],[2864946],[2864995],[2865324],[2865693],[2866439],[2866953],[2868159],[2868537],[2868833],[2869363],[2869568],[2870981],[2872529],[2872976],[2873029],[2873968],[2874443],[2874666],[2874821],[2875335],[2875758],[2876747],[2876821],[2877870],[2877901],[2879112],[2879330],[2879648],[2880056],[2882040],[2882418],[2882714],[2883518],[2883846],[2884068],[2884099],[2884766],[2885241],[2885464],[2886930],[2887153],[2887308],[2889234],[2889770],[2890384],[2890581],[2891201],[2891529],[2892695],[2892948],[2894090],[2894313],[2895670],[2895867],[2896641],[2897589],[2899858] ] cell #5620 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2224280],[2288688],[2322692],[2370951],[2381362],[2390265],[2403669],[2412366],[2456545],[2459128],[2465001],[2466220],[2491828],[2506115],[2510791],[2518042],[2521652],[2524195],[2532892],[2535583],[2540930],[2555228],[2570278],[2576949],[2586973],[2588606],[2590718],[2594177],[2598853],[2602869],[2606104],[2607550],[2609714],[2617183],[2620150],[2631207],[2634417],[2638755],[2648823],[2648895],[2649074],[2650656],[2653921],[2655601],[2663945],[2665578],[2667690],[2672363],[2676197],[2685565],[2685637],[2685816],[2688532],[2690212],[2690892],[2697923],[2698811],[2700464],[2700618],[2700890],[2703844],[2705017],[2711947],[2715085],[2715157],[2715336],[2716918],[2720880],[2722842],[2730483],[2731814],[2732086],[2733144],[2734317],[2740856],[2743001],[2744441],[2744690],[2747027],[2747275],[2754058],[2754130],[2754309],[2754946],[2756599],[2756753],[2757025],[2758705],[2761802],[2762839],[2767953],[2768464],[2769456],[2770742],[2771418],[2771666],[2776506],[2778009],[2779971],[2783539],[2785903],[2787612],[2788943],[2789215],[2789757],[2790273],[2791197],[2791446],[2793964],[2794516],[2796234],[2798631],[2800323],[2800911],[2801683],[2802720],[2803484],[2805848],[2807242],[2808602],[2809639],[2814753],[2814939],[2815264],[2816256],[2817542],[2818218],[2818466],[2821711],[2822888],[2823440],[2825158],[2826087],[2826639],[2828357],[2830754],[2830940],[2831570],[2832122],[2833840],[2836237],[2837245],[2837929],[2838517],[2839289],[2840326],[2841090],[2843454],[2844614],[2845791],[2846343],[2847058],[2848235],[2848787],[2849821],[2850505],[2851307],[2852484],[2853036],[2854754],[2855683],[2856235],[2857953],[2860350],[2860536],[2862082],[2862354],[2864173],[2865350],[2865902],[2867386],[2868563],[2869115],[2869830],[2871007],[2871559],[2872593],[2873277],[2874692],[2877083],[2879176],[2879448],[2881267],[2882444],[2882996],[2884022],[2887179],[2889570],[2892871] ] cell #5621 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1633169],[1760867],[1824996],[1850879],[1884628],[1947138],[1958079],[2000436],[2029609],[2046121],[2063358],[2074421],[2108736],[2150928],[2153286],[2157143],[2169865],[2183623],[2186377],[2186709],[2256774],[2256947],[2257102],[2260376],[2267376],[2282098],[2284456],[2287874],[2288313],[2330987],[2340100],[2348911],[2352122],[2352685],[2352712],[2364665],[2373920],[2377903],[2378076],[2378231],[2381478],[2381505],[2400965],[2422574],[2425797],[2426545],[2436137],[2439388],[2439626],[2450510],[2450683],[2450838],[2459294],[2459321],[2462532],[2463095],[2463122],[2480845],[2481593],[2502528],[2502701],[2502856],[2505308],[2506281],[2506308],[2514899],[2525092],[2525840],[2527364],[2527927],[2527954],[2535287],[2535432],[2538683],[2538921],[2554421],[2555394],[2555421],[2571175],[2571923],[2573447],[2574010],[2574037],[2576276],[2576653],[2576798],[2591163],[2593370],[2594343],[2594370],[2595754],[2595992],[2602961],[2619477],[2619854],[2619999],[2626367],[2631403],[2633610],[2634583],[2634610],[2635994],[2636232],[2636820],[2637453],[2638847],[2649088],[2651383],[2652204],[2653248],[2653625],[2653770],[2667704],[2669416],[2674262],[2674895],[2676289],[2681358],[2685830],[2685994],[2686815],[2687859],[2688236],[2688381],[2691197],[2700739],[2703082],[2703715],[2705109],[2715350],[2716972],[2718342],[2718645],[2721267],[2722093],[2723147],[2726550],[2727536],[2728527],[2731935],[2732382],[2733015],[2734409],[2736785],[2743388],[2744782],[2747332],[2754323],[2755308],[2756874],[2759978],[2762107],[2762710],[2763605],[2766439],[2766918],[2767221],[2768857],[2769843],[2770669],[2770834],[2771723],[2778396],[2779222],[2780276],[2789064],[2790144],[2791538],[2795770],[2796126],[2796291],[2799230],[2799859],[2801206],[2801988],[2802591],[2808907],[2809510],[2810405],[2812355],[2815657],[2816643],[2817469],[2817634],[2818523],[2823351],[2827264],[2827893],[2828414],[2833376],[2833732],[2833897],[2836108],[2838812],[2839594],[2840197],[2843042],[2844894],[2852947],[2854646],[2854811],[2856860],[2857489],[2858010],[2860221],[2860712],[2867666],[2869026],[2873334],[2879728] ] cell #5622 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2117844],[2224101],[2276484],[2297722],[2312632],[2322301],[2370772],[2379898],[2410344],[2431575],[2443442],[2446485],[2456154],[2464822],[2498503],[2517466],[2518498],[2521473],[2530870],[2540539],[2542737],[2551695],[2587675],[2587852],[2588283],[2590327],[2605528],[2606560],[2609535],[2615316],[2630884],[2645362],[2646403],[2647965],[2648240],[2648346],[2656057],[2664647],[2664824],[2665255],[2667299],[2667924],[2672121],[2683698],[2690668],[2696056],[2698569],[2700127],[2700230],[2706912],[2707089],[2711624],[2712665],[2714227],[2714502],[2714608],[2717083],[2720856],[2728393],[2730241],[2736212],[2736389],[2738766],[2740614],[2742977],[2749225],[2749728],[2750003],[2750109],[2752191],[2754704],[2755772],[2756262],[2756365],[2758729],[2765586],[2767711],[2769432],[2770700],[2773616],[2774119],[2774394],[2774500],[2776264],[2776929],[2777985],[2783284],[2785108],[2785522],[2785566],[2785669],[2787370],[2789733],[2790587],[2798389],[2799054],[2799269],[2799303],[2800299],[2802478],[2803229],[2805053],[2805467],[2805511],[2805614],[2806222],[2807218],[2807737],[2812386],[2812946],[2813252],[2814172],[2814511],[2816232],[2817500],[2818674],[2821300],[2821935],[2824138],[2825134],[2825653],[2825863],[2827303],[2827337],[2828333],[2828947],[2829253],[2830173],[2830512],[2831346],[2832305],[2835995],[2836680],[2836909],[2837905],[2840084],[2843073],[2843220],[2843913],[2844838],[2844933],[2844967],[2845146],[2845567],[2846526],[2847282],[2848011],[2849256],[2849485],[2850481],[2851057],[2851139],[2853734],[2854730],[2855459],[2856899],[2856933],[2857929],[2858849],[2860108],[2860979],[2861653],[2861748],[2861875],[2862104],[2862186],[2863472],[2864397],[2864705],[2865126],[2867610],[2867705],[2867739],[2867918],[2868339],[2870783],[2872257],[2873253],[2873915],[2874393],[2874563],[2875708],[2876382],[2876604],[2878747],[2878842],[2878969],[2879280],[2879767],[2879801],[2879980],[2881491],[2881799],[2882220],[2884713],[2885191],[2885361],[2886880],[2887050],[2887649],[2887776],[2888869],[2889091],[2890102],[2893290],[2894040],[2894210],[2894936],[2895115],[2898184] ] cell #5623 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2224278],[2288686],[2322688],[2370949],[2381360],[2402511],[2412323],[2456541],[2459126],[2464999],[2466221],[2490670],[2506113],[2517999],[2521650],[2523037],[2532849],[2535584],[2540926],[2550412],[2555226],[2569120],[2576950],[2588604],[2590714],[2594175],[2597695],[2602871],[2606061],[2607507],[2609712],[2616578],[2620151],[2631205],[2634415],[2638757],[2644079],[2648893],[2649070],[2650613],[2653922],[2655558],[2662787],[2665576],[2667686],[2672320],[2676199],[2684960],[2685635],[2685812],[2688533],[2690169],[2690894],[2697318],[2698768],[2700616],[2700891],[2701422],[2703801],[2705019],[2711945],[2715155],[2715332],[2716875],[2720878],[2722844],[2730440],[2731812],[2732087],[2733101],[2734319],[2740813],[2742999],[2744692],[2745910],[2747029],[2747273],[2753453],[2754128],[2754305],[2754903],[2756751],[2757026],[2758662],[2761804],[2762796],[2767910],[2768462],[2769454],[2770744],[2771420],[2771664],[2776463],[2778007],[2779973],[2781300],[2783541],[2787569],[2788941],[2789216],[2789755],[2790230],[2791448],[2792666],[2793962],[2794518],[2796232],[2798588],[2800321],[2800913],[2801685],[2802677],[2803486],[2807240],[2808604],[2809596],[2811140],[2814710],[2815262],[2816254],[2817544],[2818220],[2818464],[2819547],[2821713],[2822886],[2823442],[2825156],[2826085],[2826641],[2828355],[2830711],[2831568],[2832124],[2833838],[2836194],[2837927],[2838402],[2838519],[2839291],[2840283],[2841092],[2841827],[2844616],[2845789],[2846345],[2847060],[2848233],[2848789],[2850503],[2850978],[2851309],[2852482],[2853038],[2854752],[2855681],[2856237],[2856481],[2857951],[2860307],[2862356],[2864175],[2865348],[2865904],[2866148],[2867388],[2868561],[2869117],[2869710],[2869832],[2871005],[2871561],[2873275],[2873750],[2874690],[2876963],[2877085],[2879450],[2881269],[2882442],[2882998],[2883242],[2883970],[2884024],[2887177],[2889450],[2889572],[2892819],[2892873] ] cell #5624 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1885146],[2004461],[2063876],[2087469],[2117383],[2173890],[2184141],[2186712],[2220567],[2246109],[2260894],[2276023],[2286123],[2287942],[2314897],[2350878],[2352955],[2356425],[2367238],[2374638],[2379437],[2381543],[2382023],[2427974],[2439815],[2440102],[2440112],[2442981],[2448750],[2459937],[2461288],[2463365],[2466835],[2483022],[2500768],[2507556],[2508119],[2515239],[2517818],[2518285],[2518380],[2527269],[2528197],[2535840],[2539110],[2539397],[2539407],[2542276],[2556669],[2557232],[2573352],[2574280],[2576616],[2577759],[2584751],[2587278],[2587448],[2595618],[2596181],[2596468],[2596478],[2603301],[2605880],[2606347],[2606442],[2619817],[2620960],[2635858],[2636421],[2636708],[2636718],[2636844],[2638435],[2639187],[2645758],[2653588],[2654731],[2655377],[2655844],[2655939],[2661723],[2664250],[2664420],[2674286],[2675877],[2676629],[2688199],[2689342],[2689988],[2690455],[2690550],[2692012],[2692379],[2703106],[2703150],[2704697],[2705449],[2706515],[2706685],[2712020],[2718366],[2723962],[2724329],[2728867],[2732406],[2732450],[2733997],[2734749],[2735815],[2735985],[2736809],[2736853],[2737786],[2745122],[2746888],[2747428],[2748147],[2748514],[2758948],[2760002],[2760046],[2763629],[2763673],[2764606],[2766942],[2768068],[2771174],[2771279],[2771819],[2772538],[2772905],[2774942],[2781458],[2783609],[2784542],[2791878],[2793114],[2794207],[2795794],[2795838],[2796387],[2797067],[2799322],[2799883],[2799927],[2800587],[2802835],[2803554],[2804487],[2810429],[2810473],[2811406],[2813189],[2817974],[2818619],[2819705],[2823131],[2823510],[2825875],[2826330],[2827356],[2827917],[2827961],[2828510],[2828621],[2829190],[2833400],[2833444],[2833993],[2834673],[2840441],[2841160],[2842093],[2844986],[2845083],[2846883],[2848023],[2848478],[2848857],[2852727],[2853106],[2854907],[2856952],[2857513],[2857557],[2858106],[2858217],[2858786],[2861760],[2863998],[2864642],[2867758],[2867855],[2869185],[2870795],[2871250],[2871629],[2873430],[2874454],[2878854],[2879820],[2879917],[2881092],[2881736],[2883066],[2883397],[2886941],[2887661],[2890039],[2893181] ] cell #5625 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2088194],[2105909],[2117845],[2221292],[2224107],[2246834],[2264549],[2276485],[2322459],[2328160],[2351603],[2367963],[2370778],[2379899],[2393777],[2440540],[2443443],[2456312],[2462013],[2464828],[2473730],[2495340],[2514303],[2518230],[2518499],[2521479],[2539835],[2540697],[2542738],[2548319],[2564060],[2580755],[2587446],[2587676],[2587858],[2590485],[2602365],[2606292],[2606561],[2609541],[2614268],[2625185],[2627508],[2641986],[2647353],[2647984],[2648241],[2655789],[2656058],[2657727],[2664418],[2664648],[2664830],[2667457],[2667925],[2680424],[2682650],[2684648],[2690400],[2690669],[2695008],[2699329],[2700139],[2705925],[2706683],[2706913],[2707095],[2708248],[2713615],[2714246],[2714503],[2717084],[2726436],[2726499],[2727748],[2731001],[2735225],[2735983],[2736213],[2736395],[2739240],[2743600],[2747426],[2748917],[2749226],[2749747],[2750004],[2751143],[2753141],[2755464],[2755773],[2756274],[2758730],[2758893],[2766060],[2766404],[2768743],[2768806],[2770055],[2771817],[2773308],[2773617],[2774138],[2774395],[2776621],[2776930],[2783303],[2783628],[2784877],[2785109],[2785578],[2788130],[2790356],[2790588],[2792354],[2793112],[2796012],[2796075],[2796385],[2798746],[2799055],[2801171],[2803248],[2803573],[2804822],[2805054],[2805523],[2806241],[2807506],[2807738],[2812860],[2812958],[2813204],[2814169],[2815543],[2815606],[2816855],[2818617],[2818671],[2820108],[2821954],[2823316],[2823529],[2824157],[2825422],[2825654],[2828508],[2828959],[2829205],[2830170],[2831358],[2832302],[2833618],[2833681],[2833991],[2836352],[2836673],[2838777],[2841179],[2842428],[2843925],[2844857],[2845098],[2845579],[2846523],[2847301],[2848876],[2849249],[2851051],[2851132],[2852912],[2853125],[2853753],[2854532],[2854595],[2854905],[2855018],[2858104],[2858801],[2860972],[2861665],[2862098],[2862179],[2863484],[2864416],[2864657],[2867629],[2867870],[2868351],[2868991],[2869204],[2871648],[2873428],[2873909],[2874386],[2875701],[2876394],[2878759],[2879273],[2879932],[2881510],[2881751],[2883085],[2883395],[2884707],[2885184],[2886873],[2888881],[2890054],[2894033] ] cell #5626 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2224279],[2288687],[2322694],[2370950],[2381361],[2402515],[2412327],[2456547],[2459127],[2465000],[2466222],[2490674],[2506114],[2518003],[2521651],[2523041],[2532853],[2535585],[2540932],[2550416],[2555227],[2569124],[2576951],[2588605],[2590720],[2594176],[2597699],[2602883],[2606065],[2607511],[2609713],[2616582],[2620152],[2631206],[2634416],[2638769],[2644083],[2648894],[2649076],[2650617],[2653923],[2655562],[2662791],[2665577],[2667692],[2672324],[2676211],[2684964],[2685636],[2685818],[2688534],[2690173],[2690918],[2697322],[2698772],[2700635],[2700892],[2701426],[2703805],[2705031],[2711946],[2715156],[2715338],[2716879],[2720912],[2722868],[2730444],[2731831],[2732088],[2733105],[2734331],[2740817],[2743033],[2744704],[2745914],[2747053],[2747307],[2753457],[2754129],[2754311],[2754907],[2756770],[2757027],[2758666],[2761828],[2762800],[2767914],[2768481],[2769488],[2770756],[2771444],[2771698],[2776467],[2778041],[2779997],[2781304],[2783565],[2787573],[2788960],[2789217],[2789789],[2790234],[2791460],[2792670],[2793981],[2794542],[2796266],[2798592],[2800355],[2800925],[2801709],[2802681],[2803510],[2807274],[2808628],[2809600],[2811174],[2814714],[2815281],[2816288],[2817556],[2818244],[2818498],[2819551],[2821725],[2822905],[2823466],[2825190],[2826104],[2826665],[2828389],[2830715],[2831587],[2832148],[2833872],[2836198],[2837961],[2838406],[2838531],[2839315],[2840287],[2841116],[2841861],[2844628],[2845808],[2846369],[2847072],[2848252],[2848813],[2850537],[2850982],[2851321],[2852501],[2853062],[2854786],[2855700],[2856261],[2856515],[2857985],[2860311],[2862368],[2864187],[2865367],[2865928],[2866182],[2867400],[2868580],[2869141],[2869844],[2869873],[2871024],[2871585],[2873309],[2873754],[2874709],[2877097],[2877126],[2879462],[2881281],[2882461],[2883022],[2883276],[2884036],[2884065],[2887196],[2889584],[2889613],[2892885],[2892914] ] cell #5627 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2288680],[2381357],[2459123],[2466223],[2506110],[2535586],[2555223],[2576952],[2594172],[2602885],[2620153],[2634412],[2638771],[2648890],[2653924],[2676213],[2684622],[2685632],[2688535],[2690920],[2700893],[2705033],[2715152],[2722870],[2731220],[2731306],[2732089],[2734333],[2744706],[2747055],[2753115],[2754125],[2757028],[2761830],[2770009],[2770288],[2770758],[2771446],[2779999],[2783567],[2788349],[2788435],[2789218],[2791462],[2792328],[2793338],[2794544],[2800927],[2800999],[2801711],[2802140],[2803512],[2808630],[2812834],[2816809],[2817088],[2817558],[2818246],[2820327],[2820413],[2821196],[2821727],[2822023],[2823468],[2826667],[2827109],[2832150],[2836571],[2836657],[2838533],[2838605],[2839317],[2839746],[2841118],[2842382],[2842661],[2843131],[2843744],[2844630],[2846371],[2847074],[2848700],[2848815],[2851323],[2851619],[2853064],[2854972],[2855251],[2856263],[2856705],[2858557],[2858629],[2859770],[2861484],[2862370],[2862666],[2863303],[2864189],[2864454],[2865930],[2866516],[2866699],[2866866],[2867402],[2868203],[2869143],[2869299],[2869846],[2871472],[2871587],[2872029],[2874898],[2875081],[2875248],[2876213],[2877099],[2878039],[2878074],[2878578],[2879199],[2879464],[2880397],[2880580],[2880747],[2881283],[2881548],[2882909],[2883024],[2884038],[2884237],[2884272],[2885696],[2885879],[2886046],[2886403],[2887385],[2887568],[2887944],[2888161],[2888196],[2888700],[2889586],[2889851],[2890707],[2890857],[2891721],[2891920],[2891955],[2892887],[2893121],[2893345],[2893563],[2894545],[2894728],[2895279],[2895780],[2895993],[2896143],[2896767],[2896832],[2897781],[2898015],[2898726],[2898779],[2899270],[2899984],[2900603],[2901291] ] cell #5628 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1503470],[1582547],[1633258],[1698700],[1711184],[1760264],[1825085],[1828473],[1836193],[1837568],[1877995],[1904733],[1928753],[1946535],[1950568],[1958168],[1964073],[1984761],[2023160],[2043169],[2046210],[2052862],[2056725],[2066480],[2073818],[2076882],[2099294],[2120332],[2126720],[2133502],[2134745],[2154190],[2154271],[2156540],[2163416],[2176990],[2183425],[2186466],[2205055],[2206298],[2226391],[2226472],[2232392],[2235882],[2240394],[2252627],[2257192],[2257934],[2265915],[2278972],[2285360],[2285441],[2287710],[2302298],[2306810],[2323912],[2324654],[2329526],[2336957],[2348529],[2352969],[2357011],[2361523],[2373062],[2373143],[2373756],[2378321],[2379063],[2384796],[2397822],[2407952],[2413838],[2414920],[2419432],[2423626],[2425415],[2426381],[2436151],[2447367],[2457765],[2458507],[2458939],[2463379],[2468950],[2469787],[2478674],[2480463],[2481429],[2486359],[2489724],[2499385],[2505322],[2505926],[2524710],[2525676],[2528478],[2534364],[2535446],[2544483],[2548906],[2549743],[2554435],[2555039],[2559280],[2560117],[2562240],[2570793],[2571759],[2575975],[2576812],[2585699],[2588454],[2593384],[2593988],[2596749],[2614753],[2619176],[2620013],[2623672],[2625985],[2628095],[2628932],[2631055],[2633624],[2634228],[2638150],[2642573],[2643410],[2648706],[2652947],[2653784],[2665426],[2675592],[2678975],[2681372],[2683135],[2684483],[2685448],[2687558],[2688395],[2695493],[2699916],[2700753],[2704412],[2708835],[2709672],[2711795],[2714968],[2722433],[2726564],[2729552],[2731119],[2731206],[2731949],[2733712],[2744085],[2751628],[2752976],[2753941],[2756051],[2756888],[2762516],[2763072],[2766338],[2768871],[2779562],[2786681],[2788248],[2788335],[2789078],[2790841],[2792189],[2796140],[2801105],[2809316],[2809872],[2812695],[2815671],[2820226],[2820313],[2823250],[2833746],[2835914],[2836470],[2836557],[2838711],[2852846],[2854660],[2868925] ] cell #5629 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1712050],[1837563],[1950493],[1959560],[2023085],[2067051],[2099219],[2135316],[2163341],[2176538],[2206869],[2232317],[2239942],[2257859],[2266486],[2306358],[2322877],[2324579],[2330097],[2334044],[2353540],[2361071],[2378988],[2394909],[2412831],[2412962],[2414409],[2418980],[2440211],[2444454],[2456730],[2458432],[2463950],[2474479],[2493484],[2494119],[2495011],[2496472],[2515435],[2522921],[2533357],[2533488],[2534935],[2539506],[2541115],[2542817],[2546192],[2562507],[2562631],[2564809],[2565841],[2569004],[2581504],[2590903],[2600509],[2601144],[2602036],[2603497],[2608015],[2608146],[2609593],[2610979],[2611103],[2616462],[2625381],[2626483],[2639859],[2651121],[2651252],[2656174],[2656298],[2658476],[2659508],[2662671],[2665601],[2666236],[2667128],[2668765],[2671942],[2677301],[2679485],[2684844],[2691719],[2691843],[2697202],[2702340],[2702975],[2706121],[2707223],[2712062],[2712186],[2715396],[2720616],[2723669],[2723793],[2726885],[2730062],[2735421],[2737258],[2737828],[2737952],[2740435],[2742817],[2745794],[2746194],[2747978],[2753337],[2754439],[2764078],[2764648],[2764772],[2769192],[2770221],[2772369],[2775533],[2775726],[2777745],[2779838],[2780922],[2784014],[2784584],[2784708],[2787191],[2792550],[2796664],[2797658],[2797851],[2802213],[2803959],[2804529],[2804653],[2806643],[2810878],[2811572],[2813780],[2813973],[2815992],[2817021],[2819169],[2823697],[2824559],[2828787],[2829781],[2829974],[2834270],[2835457],[2837330],[2839819],[2841565],[2842259],[2842594],[2844558],[2847730],[2849044],[2849906],[2853293],[2855184],[2858383],[2859570],[2859843],[2863816],[2864117],[2867330],[2869372],[2871816],[2875820],[2879392],[2881211] ] cell #5630 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1885134],[2004467],[2063864],[2088317],[2106032],[2117501],[2173896],[2184129],[2221415],[2246957],[2260882],[2264672],[2276141],[2286129],[2328283],[2351726],[2352943],[2356431],[2368086],[2379555],[2382011],[2393900],[2439794],[2440118],[2440663],[2443099],[2462136],[2463353],[2466841],[2474839],[2495463],[2514426],[2515795],[2517843],[2518110],[2518348],[2528185],[2539089],[2539413],[2539958],[2542394],[2549226],[2565169],[2574268],[2581864],[2585182],[2587292],[2587488],[2596160],[2596484],[2602488],[2603857],[2605905],[2606172],[2606410],[2615023],[2625741],[2628415],[2636400],[2636724],[2640219],[2642893],[2646110],[2653146],[2655402],[2655669],[2655907],[2658836],[2662154],[2664264],[2664460],[2667935],[2677661],[2680855],[2683405],[2685204],[2687757],[2690013],[2690280],[2690518],[2693213],[2695763],[2703194],[2704555],[2706481],[2706529],[2706725],[2709155],[2712372],[2717140],[2722632],[2725163],[2726524],[2728100],[2731432],[2732494],[2733855],[2735781],[2735829],[2736025],[2736897],[2738473],[2746154],[2746917],[2747468],[2747752],[2749348],[2751898],[2753697],[2756250],[2758773],[2759011],[2760090],[2763215],[2763717],[2765293],[2766418],[2768831],[2770407],[2771308],[2771859],[2772143],[2773739],[2774971],[2779761],[2782292],[2783210],[2783653],[2785229],[2788561],[2790984],[2792910],[2793154],[2794236],[2795882],[2796100],[2796427],[2796438],[2797096],[2799229],[2799971],[2801185],[2803155],[2803598],[2805174],[2806148],[2810015],[2810517],[2812093],[2813218],[2815631],[2817207],[2818659],[2818943],[2820539],[2821861],[2822510],[2823160],[2823330],[2823554],[2824064],[2826359],[2827263],[2828005],[2828550],[2829219],[2833488],[2833706],[2834033],[2834044],[2834702],[2838791],[2841204],[2842780],[2843691],[2844764],[2844893],[2845112],[2847208],[2848507],[2848901],[2852106],[2852756],[2852926],[2853150],[2853660],[2854620],[2854947],[2856859],[2857601],[2858146],[2858815],[2860670],[2863250],[2864323],[2864671],[2867536],[2867665],[2867884],[2869005],[2869229],[2871279],[2871673],[2873470],[2879727],[2879946],[2881417],[2881765],[2883110],[2890068] ] cell #5631 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2648102],[2671818],[2679361],[2684522],[2714364],[2717464],[2729938],[2731153],[2740311],[2747854],[2749865],[2753015],[2758506],[2770097],[2772245],[2774256],[2780798],[2783693],[2787067],[2788282],[2789623],[2792228],[2792958],[2796540],[2803638],[2806890],[2811448],[2812734],[2813138],[2816897],[2818108],[2819045],[2820260],[2821056],[2822794],[2823594],[2824806],[2828663],[2829139],[2831842],[2834146],[2835264],[2835641],[2836504],[2836835],[2837577],[2840761],[2841244],[2842135],[2842470],[2843421],[2844522],[2845032],[2846063],[2848141],[2848941],[2849228],[2849411],[2850153],[2851457],[2852390],[2853190],[2854155],[2854402],[2854442],[2855060],[2855955],[2858259],[2858735],[2859377],[2859754],[2860617],[2861431],[2861444],[2861801],[2862504],[2863602],[2864081],[2864591],[2864895],[2864935],[2865622],[2866463],[2867294],[2867804],[2868469],[2868755],[2868835],[2869269],[2869980],[2870502],[2870913],[2871713],[2872000],[2872183],[2872678],[2872925],[2872965],[2873583],[2873707],[2874263],[2874845],[2875784],[2876160],[2876173],[2876530],[2876669],[2876749],[2877233],[2877755],[2878525],[2878538],[2878895],[2879356],[2879598],[2879866],[2880344],[2880696],[2880910],[2881175],[2881685],[2881989],[2882029],[2882350],[2882636],[2882716],[2883150],[2883253],[2884790],[2884803],[2885017],[2885061],[2885414],[2885643],[2885995],[2886209],[2886668],[2886750],[2887332],[2887345],[2887702],[2888271],[2888307],[2888647],[2888660],[2889017],[2889156],[2889236],[2889478],[2889514],[2889720],[2889988],[2890432],[2890476],[2891122],[2891243],[2891390],[2892030],[2892066],[2892500],[2892536],[2892990],[2893639],[2893652],[2893866],[2893910],[2894263],[2894492],[2894505],[2894862],[2895189],[2895600],[2895636],[2896219],[2896232],[2896492],[2896536],[2896549],[2897303],[2897450],[2897884],[2898573],[2898617],[2898630],[2899009],[2899180],[2899215],[2900520],[2900555] ] cell #5632 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1503473],[1582552],[1633256],[1698703],[1711259],[1760205],[1825083],[1828548],[1836196],[1837641],[1877876],[1904808],[1928756],[1946476],[1950641],[1958166],[1963954],[1984836],[2023233],[2043172],[2046208],[2052937],[2056606],[2066483],[2073759],[2076885],[2099367],[2120335],[2126795],[2133383],[2134748],[2154265],[2154269],[2156481],[2163489],[2176871],[2183428],[2186464],[2204936],[2206301],[2226466],[2226470],[2232465],[2235885],[2240275],[2252513],[2257188],[2258007],[2265918],[2278975],[2285435],[2285439],[2287651],[2302301],[2306691],[2323908],[2324727],[2329529],[2336843],[2348525],[2352972],[2357014],[2361404],[2373137],[2373141],[2373642],[2378317],[2379136],[2384799],[2397708],[2407948],[2413841],[2414923],[2419313],[2423629],[2425411],[2426267],[2436154],[2447253],[2457761],[2458580],[2458935],[2463382],[2468946],[2469790],[2478677],[2480459],[2481315],[2486362],[2489727],[2499271],[2505325],[2505922],[2524706],[2525562],[2528474],[2534367],[2535449],[2544486],[2548902],[2549746],[2554438],[2555035],[2559276],[2560120],[2562126],[2570789],[2571645],[2575971],[2576815],[2585702],[2588340],[2593387],[2593984],[2596752],[2614756],[2619172],[2620016],[2623675],[2625981],[2628091],[2628935],[2630941],[2633627],[2634224],[2638153],[2642569],[2643413],[2648702],[2652943],[2653787],[2665312],[2675595],[2678971],[2681375],[2683138],[2684479],[2685444],[2687554],[2688398],[2695496],[2699912],[2700756],[2704415],[2708831],[2709675],[2711681],[2714964],[2722429],[2726567],[2729548],[2731122],[2731202],[2731952],[2733715],[2744088],[2751631],[2752972],[2753937],[2756047],[2756891],[2762512],[2763075],[2766362],[2768874],[2779558],[2786677],[2788251],[2788331],[2789081],[2790844],[2792185],[2796143],[2801129],[2809312],[2809875],[2812691],[2815674],[2820229],[2820309],[2823274],[2833749],[2835910],[2836473],[2836553],[2838735],[2852870],[2854663],[2868949] ] cell #5633 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1712044],[1837560],[1950490],[1959562],[2023082],[2067053],[2099216],[2135318],[2163338],[2176541],[2206871],[2232314],[2239945],[2257856],[2266488],[2306361],[2324576],[2330099],[2334047],[2353542],[2361074],[2378985],[2394912],[2412959],[2414411],[2418983],[2440214],[2444457],[2458429],[2463952],[2474482],[2494114],[2494121],[2495014],[2496475],[2515438],[2522924],[2533485],[2534937],[2539509],[2542814],[2546195],[2562634],[2564812],[2565843],[2566342],[2569007],[2581507],[2601139],[2601146],[2602039],[2603500],[2608143],[2609595],[2611106],[2616465],[2625384],[2626485],[2629329],[2639862],[2651249],[2656301],[2658479],[2659510],[2660009],[2662674],[2666231],[2666238],[2667131],[2668767],[2671945],[2677304],[2679488],[2681820],[2684847],[2691846],[2697205],[2702970],[2702977],[2706124],[2707225],[2710069],[2712189],[2715398],[2715897],[2718139],[2720618],[2723796],[2726887],[2730065],[2735424],[2737260],[2737955],[2740438],[2745797],[2746196],[2746695],[2747981],[2750313],[2753340],[2754441],[2757285],[2764080],[2764775],[2769194],[2770224],[2772372],[2775268],[2775728],[2777747],[2779840],[2780925],[2782653],[2784016],[2784711],[2787194],[2789526],[2792553],[2796667],[2797393],[2797853],[2802215],[2803961],[2804656],[2806645],[2806793],[2810117],[2810880],[2811575],[2813975],[2815994],[2817024],[2819172],[2823699],[2824561],[2824709],[2828790],[2829976],[2831666],[2834273],[2835459],[2837332],[2837480],[2839821],[2841567],[2842262],[2842597],[2844560],[2845887],[2849046],[2849908],[2850056],[2853295],[2855187],[2855779],[2858386],[2859572],[2859845],[2863818],[2864119],[2865446],[2867332],[2869374],[2871818],[2875822],[2875974],[2879394],[2881213] ] cell #5634 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2088198],[2105913],[2117840],[2221296],[2224109],[2246838],[2264553],[2276480],[2322463],[2328164],[2351607],[2367967],[2370780],[2379894],[2393781],[2440544],[2443438],[2456316],[2462017],[2464830],[2473734],[2495344],[2514307],[2518234],[2518494],[2521481],[2539839],[2540701],[2542733],[2548321],[2564064],[2580759],[2587484],[2587582],[2587860],[2590489],[2602369],[2606296],[2606556],[2609543],[2614266],[2625189],[2627510],[2641988],[2647357],[2647986],[2648162],[2655793],[2656053],[2657731],[2664456],[2664554],[2664832],[2667461],[2680426],[2682648],[2684652],[2690404],[2690664],[2695006],[2699331],[2700137],[2705929],[2706721],[2706819],[2707097],[2708250],[2713619],[2714248],[2714424],[2726501],[2727746],[2731003],[2735229],[2736021],[2736119],[2736397],[2739244],[2743598],[2747464],[2748086],[2748919],[2749749],[2749925],[2751141],[2753145],[2755466],[2756272],[2758897],[2759157],[2766064],[2766402],[2768808],[2770053],[2771855],[2772477],[2773310],[2774140],[2774316],[2776623],[2783305],[2783630],[2784171],[2784875],[2785576],[2788132],[2790354],[2792358],[2793150],[2793248],[2796077],[2796423],[2796772],[2798748],[2799244],[2801169],[2803250],[2803575],[2804116],[2804820],[2805521],[2806243],[2807504],[2812864],[2812956],[2813202],[2813459],[2815608],[2816853],[2818655],[2819277],[2820110],[2821116],[2821956],[2823314],[2823531],[2823854],[2824159],[2825420],[2827278],[2828546],[2828957],[2829203],[2829460],[2831356],[2833683],[2834029],[2834378],[2836354],[2836665],[2838775],[2841181],[2841722],[2842426],[2843923],[2844859],[2844908],[2845096],[2845183],[2845577],[2847303],[2848878],[2849241],[2851124],[2852910],[2853127],[2853450],[2853755],[2854597],[2854943],[2855016],[2856874],[2858142],[2858799],[2859056],[2860666],[2860964],[2861324],[2861663],[2862171],[2863482],[2864418],[2864655],[2867631],[2867680],[2867868],[2867955],[2868349],[2868989],[2869206],[2871650],[2873466],[2873854],[2874378],[2875693],[2876392],[2878418],[2878757],[2879265],[2879742],[2879930],[2881512],[2881749],[2883087],[2884652],[2885176],[2886865],[2888879],[2890052],[2894025] ] cell #5635 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2648105],[2714367],[2749868],[2761601],[2766715],[2770205],[2774259],[2783696],[2793526],[2801482],[2802287],[2803641],[2808401],[2813162],[2813515],[2817005],[2820940],[2821059],[2823597],[2828126],[2829163],[2829516],[2834999],[2836850],[2839088],[2839893],[2840856],[2841247],[2842578],[2843127],[2845056],[2845239],[2848944],[2849426],[2851552],[2853193],[2854157],[2854305],[2855168],[2857722],[2858553],[2858759],[2859112],[2859917],[2861453],[2861459],[2861816],[2862599],[2864615],[2864798],[2866695],[2867828],[2868011],[2868659],[2868899],[2869272],[2869446],[2870075],[2871716],[2872013],[2872198],[2872680],[2872828],[2873046],[2873691],[2873710],[2874259],[2874268],[2875077],[2876182],[2876188],[2876545],[2876813],[2877328],[2878058],[2878547],[2878553],[2878910],[2879693],[2879699],[2879890],[2880073],[2880576],[2880912],[2881709],[2881892],[2882540],[2882780],[2883153],[2883255],[2883327],[2883732],[2884256],[2884812],[2884818],[2885057],[2885066],[2885509],[2885515],[2885875],[2886211],[2886341],[2886746],[2886755],[2887354],[2887360],[2887510],[2887564],[2887717],[2888180],[2888309],[2888461],[2888669],[2888675],[2889032],[2889300],[2889516],[2889815],[2889821],[2890012],[2890195],[2890795],[2891239],[2891248],[2891415],[2891663],[2891717],[2891939],[2892068],[2892220],[2892538],[2892581],[2892986],[2892995],[2893105],[2893501],[2893661],[2893667],[2893906],[2893915],[2894358],[2894364],[2894514],[2894520],[2894670],[2894724],[2894877],[2895638],[2895702],[2895805],[2895977],[2896081],[2896241],[2896247],[2896558],[2896564],[2896855],[2897299],[2897308],[2897475],[2897723],[2897777],[2897880],[2897889],[2897999],[2898376],[2898390],[2898639],[2898645],[2898745],[2899005],[2899014],[2899211],[2899220],[2899693],[2899796],[2899968],[2900072],[2900414],[2900551],[2900560],[2900774],[2900888],[2900902],[2901257],[2901710],[2901724],[2901913],[2902389] ] cell #5636 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1761070],[1838552],[1885232],[1947341],[1959695],[2003965],[2063962],[2067254],[2074624],[2076026],[2112301],[2135519],[2157346],[2173394],[2177152],[2184227],[2191673],[2207072],[2240556],[2258147],[2260980],[2266689],[2270941],[2278983],[2285627],[2288516],[2306972],[2324867],[2330300],[2337127],[2338344],[2353743],[2353823],[2355929],[2361685],[2374355],[2379276],[2382109],[2397992],[2399209],[2414612],[2414692],[2419594],[2422686],[2427691],[2436452],[2440195],[2440825],[2447537],[2458720],[2464153],[2464233],[2466339],[2477734],[2482739],[2494995],[2495625],[2499555],[2505623],[2514942],[2518518],[2521981],[2526986],[2535138],[2535218],[2535747],[2539490],[2540120],[2544776],[2554736],[2562586],[2567181],[2568064],[2573069],[2574993],[2576319],[2577113],[2584759],[2593685],[2602020],[2602650],[2603004],[2606580],[2611058],[2611647],[2618194],[2619520],[2620314],[2623965],[2626533],[2633925],[2638443],[2638890],[2653291],[2654085],[2656253],[2660848],[2661731],[2668815],[2671897],[2672486],[2675885],[2676332],[2679440],[2680029],[2681673],[2687902],[2688696],[2691798],[2692387],[2698934],[2701054],[2704705],[2705152],[2707273],[2720666],[2723748],[2724337],[2726935],[2728570],[2730017],[2730606],[2731204],[2732250],[2734005],[2734452],[2737308],[2740390],[2740979],[2744825],[2747933],[2748522],[2757189],[2764128],[2766482],[2768076],[2769242],[2770176],[2770877],[2772324],[2772913],[2777795],[2780877],[2781466],[2784064],[2787146],[2787735],[2788333],[2789379],[2791581],[2796619],[2799330],[2801249],[2802263],[2802843],[2804009],[2810928],[2816042],[2816976],[2817677],[2819124],[2819713],[2820311],[2823394],[2823747],[2825819],[2827364],[2834225],[2836555],[2838855],[2839869],[2840449],[2841615],[2842549],[2844994],[2847967],[2852990],[2853343],[2855139],[2856960],[2859893],[2861704],[2867766],[2869069],[2869422],[2870739],[2878798],[2879828],[2887605] ] cell #5637 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1712054],[1837637],[1950637],[1959631],[2023229],[2067190],[2099363],[2118068],[2135455],[2163485],[2176547],[2207008],[2224298],[2232461],[2239951],[2258003],[2266625],[2276708],[2306367],[2322139],[2324723],[2330236],[2334053],[2353679],[2361080],[2370969],[2379132],[2380122],[2394918],[2407908],[2413826],[2414548],[2418989],[2440220],[2443666],[2444463],[2455992],[2458576],[2464089],[2465019],[2468906],[2474488],[2494908],[2495020],[2496481],[2515444],[2520948],[2521670],[2522930],[2528434],[2534352],[2535074],[2539515],[2540377],[2542961],[2546201],[2562640],[2564818],[2566479],[2569013],[2575931],[2581513],[2590053],[2590165],[2601933],[2602045],[2603092],[2603506],[2609010],[2609732],[2611112],[2616471],[2619132],[2625390],[2626504],[2638978],[2639868],[2645933],[2649772],[2656307],[2658485],[2660146],[2662680],[2667025],[2667137],[2668786],[2671951],[2676420],[2677310],[2679494],[2684853],[2691852],[2692187],[2697211],[2698325],[2705240],[2706130],[2707244],[2712195],[2716034],[2720637],[2723802],[2724137],[2726906],[2730071],[2734540],[2735430],[2737279],[2737552],[2737961],[2740444],[2745803],[2747987],[2748322],[2753346],[2754460],[2764099],[2764372],[2764781],[2769213],[2770230],[2772378],[2772713],[2775747],[2777766],[2780931],[2784035],[2784308],[2784717],[2787200],[2792559],[2796673],[2797872],[2800762],[2802234],[2803980],[2804253],[2804662],[2810899],[2811581],[2813994],[2816013],[2817030],[2819178],[2823718],[2826917],[2828796],[2829995],[2834279],[2835478],[2839840],[2841586],[2842268],[2842603],[2844655],[2847099],[2849065],[2853314],[2855193],[2858392],[2859591],[2859864],[2864214],[2867427],[2869393],[2871837],[2879489],[2881308] ] cell #5638 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1284139],[1446897],[1560081],[1646127],[1682209],[1766514],[1808221],[1837954],[1856286],[1889857],[1930890],[1952785],[1976456],[2005843],[2009009],[2035016],[2068587],[2087610],[2091557],[2118415],[2145885],[2156335],[2175272],[2178438],[2196190],[2220708],[2224655],[2246250],[2250197],[2259340],[2277055],[2287505],[2296849],[2315038],[2319418],[2342861],[2351019],[2354966],[2367379],[2371326],[2380469],[2382270],[2405790],[2409471],[2430702],[2438361],[2439956],[2448891],[2453271],[2461429],[2465376],[2466416],[2487517],[2500909],[2508260],[2516593],[2518277],[2526316],[2529997],[2535824],[2537656],[2539251],[2542268],[2557373],[2572399],[2577190],[2578864],[2587410],[2594542],[2596322],[2603293],[2604655],[2606339],[2620391],[2622065],[2634782],[2636562],[2639179],[2640385],[2654162],[2655836],[2661657],[2664382],[2676621],[2677827],[2688773],[2690447],[2691055],[2692313],[2705441],[2706647],[2723005],[2724263],[2734741],[2735947],[2736629],[2747190],[2748448],[2763449],[2771581],[2772839],[2783385],[2794679],[2803330],[2822165] ] cell #5639 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1885143],[2004465],[2063873],[2087473],[2117387],[2173894],[2184138],[2220571],[2246113],[2260891],[2276027],[2286127],[2314901],[2350882],[2352952],[2356429],[2367242],[2379441],[2382020],[2382368],[2439819],[2440034],[2440116],[2442985],[2448754],[2461292],[2463362],[2466554],[2466839],[2500772],[2508123],[2515243],[2517820],[2518289],[2518320],[2528194],[2536469],[2539114],[2539329],[2539411],[2542280],[2542366],[2557236],[2574277],[2576620],[2578388],[2584753],[2587276],[2587486],[2596185],[2596400],[2596482],[2603305],[2603829],[2605882],[2606351],[2606382],[2619821],[2621589],[2636425],[2636640],[2636722],[2638437],[2639191],[2640191],[2645756],[2653592],[2655360],[2655379],[2655848],[2655879],[2661725],[2662034],[2664248],[2664458],[2675879],[2676633],[2677633],[2688203],[2689971],[2689990],[2690459],[2690490],[2692010],[2692381],[2693093],[2703152],[2704699],[2705453],[2706453],[2706513],[2706723],[2712018],[2723960],[2724331],[2725043],[2728871],[2732452],[2733999],[2734753],[2735753],[2735813],[2736023],[2736474],[2736855],[2737784],[2745126],[2746886],[2747466],[2748145],[2748516],[2749228],[2758952],[2760048],[2763294],[2763675],[2764604],[2768070],[2771178],[2771277],[2771857],[2772536],[2772907],[2773619],[2774940],[2781460],[2783230],[2783611],[2784540],[2791882],[2793152],[2794037],[2794205],[2795840],[2796425],[2797065],[2799324],[2799929],[2800585],[2802837],[2803175],[2803556],[2804485],[2806168],[2810475],[2811404],[2813187],[2817978],[2818657],[2819707],[2821881],[2823129],[2823512],[2824084],[2825873],[2826160],[2826328],[2827358],[2827963],[2828548],[2828619],[2829188],[2833446],[2834031],[2834671],[2840443],[2841162],[2842091],[2844784],[2844988],[2845081],[2846875],[2847228],[2848021],[2848476],[2848859],[2852725],[2853108],[2853680],[2854945],[2856954],[2857559],[2858144],[2858215],[2858784],[2860668],[2861758],[2863990],[2864343],[2864640],[2867556],[2867760],[2867853],[2869187],[2870793],[2871248],[2871631],[2873468],[2874446],[2878852],[2879822],[2879915],[2881084],[2881437],[2881734],[2883068],[2886933],[2887659],[2890037],[2893173] ] cell #5640 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2297628],[2312538],[2322600],[2410250],[2412601],[2431481],[2446391],[2456453],[2493755],[2498409],[2517372],[2530776],[2533127],[2540838],[2551601],[2588189],[2590626],[2600780],[2605434],[2607785],[2614516],[2630790],[2645268],[2648257],[2648480],[2650891],[2665161],[2665872],[2667598],[2671497],[2682898],[2695256],[2700254],[2700401],[2700549],[2702611],[2711530],[2714519],[2714742],[2717153],[2720350],[2727996],[2729617],[2739990],[2743848],[2744304],[2744479],[2750020],[2750243],[2751391],[2756389],[2756536],[2756684],[2758746],[2759147],[2767422],[2768926],[2770303],[2774411],[2774634],[2777479],[2780477],[2781041],[2785125],[2785693],[2785840],[2785988],[2786746],[2790604],[2791060],[2791235],[2793202],[2799249],[2799290],[2800066],[2802189],[2805070],[2805638],[2805785],[2805933],[2807754],[2810612],[2813276],[2814222],[2814439],[2814802],[2814977],[2815726],[2817103],[2818724],[2818941],[2819288],[2821081],[2821211],[2825670],[2825852],[2827283],[2827324],[2828100],[2829277],[2830223],[2830440],[2830803],[2830978],[2832355],[2832572],[2836715],[2836896],[2837672],[2837826],[2838143],[2839795],[2841299],[2841453],[2842676],[2843244],[2844913],[2844954],[2845170],[2846576],[2846793],[2848000],[2849291],[2849472],[2850248],[2850402],[2850719],[2851174],[2851906],[2852060],[2855266],[2855319],[2855448],[2856027],[2856879],[2856920],[2857696],[2858873],[2858887],[2859819],[2861014],[2861737],[2861862],[2862221],[2862953],[2863107],[2864729],[2864986],[2865115],[2865694],[2866430],[2866954],[2867685],[2867726],[2867942],[2869348],[2869571],[2870772],[2872244],[2873020],[2873959],[2874428],[2874552],[2874812],[2875336],[2875743],[2876591],[2876824],[2877872],[2877904],[2878831],[2878956],[2879315],[2879747],[2879788],[2880004],[2880047],[2881823],[2882209],[2883362],[2883521],[2883837],[2884070],[2884102],[2884757],[2885226],[2885350],[2886915],[2887039],[2887299],[2887638],[2887763],[2889078],[2890126],[2890386],[2890584],[2891204],[2891520],[2892686],[2892951],[2893279],[2894075],[2894199],[2894923],[2895672],[2895870],[2896644],[2897580],[2898173],[2899861] ] cell #5641 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2412750],[2467208],[2493949],[2533276],[2542159],[2548862],[2559236],[2565967],[2600974],[2603145],[2607934],[2609013],[2628051],[2639031],[2642529],[2648111],[2651040],[2652903],[2659634],[2661832],[2666066],[2676473],[2687514],[2692488],[2699872],[2701131],[2702805],[2705293],[2708791],[2711970],[2714373],[2715522],[2717302],[2722389],[2724438],[2732327],[2734593],[2737736],[2744913],[2744966],[2745114],[2746320],[2748623],[2749874],[2756007],[2757266],[2758940],[2761965],[2764556],[2770965],[2771018],[2771166],[2773014],[2774265],[2774772],[2779518],[2780134],[2781266],[2781392],[2781567],[2783702],[2784492],[2789456],[2791669],[2791722],[2791870],[2793076],[2795614],[2796897],[2801846],[2802769],[2802944],[2803647],[2804437],[2808765],[2810249],[2811172],[2811356],[2813019],[2813174],[2817765],[2817818],[2817966],[2818381],[2819513],[2819639],[2819814],[2821065],[2822961],[2823603],[2826802],[2827143],[2827737],[2828571],[2829020],[2829175],[2832285],[2833220],[2834503],[2836855],[2838368],[2839452],[2840375],[2840550],[2840936],[2841253],[2841859],[2842043],[2843778],[2844081],[2845068],[2846506],[2847512],[2847871],[2848308],[2848950],[2849431],[2850944],[2851761],[2852557],[2853199],[2856398],[2856513],[2856739],[2857333],[2858167],[2858616],[2858771],[2860894],[2861518],[2861821],[2862808],[2863337],[2863640],[2864627],[2866065],[2866180],[2866550],[2866853],[2867840],[2869278],[2869871],[2870284],[2870643],[2871080],[2871722],[2872203],[2873716],[2874308],[2874932],[2875235],[2875623],[2876247],[2876550],[2877124],[2877537],[2877988],[2878612],[2878915],[2879902],[2880431],[2880734],[2881721],[2883159],[2883274],[2884063],[2884186],[2885106],[2885730],[2886033],[2886795],[2887419],[2887722],[2888110],[2888734],[2889037],[2889611],[2890024],[2890741],[2891869],[2892912],[2893035],[2893955],[2894579],[2894882],[2895376],[2896801],[2897929],[2899367] ] cell #5642 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1960624],[2076020],[2177081],[2185619],[2240485],[2279446],[2306901],[2337590],[2361614],[2373236],[2398455],[2419523],[2425861],[2440754],[2448000],[2480909],[2494111],[2495554],[2500018],[2503355],[2518981],[2525156],[2540049],[2552468],[2566343],[2566459],[2567644],[2571239],[2587934],[2591417],[2601136],[2602579],[2607043],[2615048],[2629343],[2629820],[2630535],[2631657],[2646135],[2651967],[2660010],[2660126],[2661311],[2664906],[2666228],[2667671],[2670005],[2681849],[2681902],[2683430],[2684212],[2686578],[2695788],[2702967],[2710083],[2710560],[2711275],[2712397],[2715898],[2716014],[2717199],[2718168],[2718221],[2721856],[2728125],[2728942],[2738498],[2746696],[2746812],[2750342],[2750395],[2751923],[2752705],[2755071],[2757299],[2757776],[2758491],[2759637],[2761683],[2765318],[2766797],[2770432],[2775297],[2775350],[2778985],[2782667],[2783144],[2785254],[2786071],[2789555],[2789608],[2791918],[2795429],[2797422],[2797475],[2799518],[2801564],[2805199],[2806437],[2806822],[2806875],[2808483],[2810143],[2812118],[2812424],[2813597],[2817232],[2818049],[2824353],[2824738],[2824791],[2827552],[2828208],[2829598],[2831692],[2831783],[2833035],[2834415],[2835081],[2837124],[2837509],[2837562],[2839170],[2842805],[2845321],[2845913],[2846004],[2848618],[2849700],[2850085],[2850138],[2851389],[2853949],[2854387],[2855805],[2855896],[2857148],[2857804],[2859194],[2861961],[2862436],[2864880],[2865472],[2865563],[2868093],[2868776],[2869912],[2871390],[2872472],[2872910],[2873128],[2874278],[2876000],[2876690],[2877165],[2879055],[2880155],[2881974],[2882657],[2882827],[2884929],[2885076],[2886765],[2887862],[2889177],[2891258],[2893005],[2893925] ] cell #5643 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1800940],[1955499],[2055536],[2129394],[2159803],[2228779],[2262724],[2288034],[2301086],[2326335],[2358114],[2375450],[2392740],[2413708],[2416023],[2434939],[2460188],[2473607],[2476214],[2494303],[2513266],[2520830],[2534234],[2536549],[2548469],[2563937],[2566544],[2580632],[2583239],[2589448],[2601328],[2608892],[2614258],[2625062],[2627658],[2642136],[2647230],[2649837],[2657604],[2660211],[2666420],[2667831],[2680574],[2682640],[2694998],[2699479],[2700434],[2705802],[2708398],[2713492],[2716099],[2716849],[2727738],[2735102],[2739117],[2743590],[2744520],[2749067],[2751133],[2754626],[2755614],[2756569],[2758544],[2765937],[2773458],[2775913],[2776771],[2781081],[2784867],[2785873],[2789661],[2790346],[2791276],[2798038],[2798896],[2804812],[2805818],[2806928],[2807496],[2814160],[2815018],[2818022],[2819328],[2824844],[2825412],[2830161],[2831019],[2831287],[2831756],[2837615],[2838183],[2845508],[2845977],[2850191],[2850759],[2851090],[2855400],[2855869],[2862137],[2865067],[2865536],[2869613],[2874087],[2876866],[2883594] ] cell #5644 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2684525],[2717470],[2731151],[2744380],[2753018],[2758535],[2761630],[2766744],[2770045],[2788280],[2789652],[2791136],[2792231],[2792977],[2801511],[2806919],[2808430],[2812737],[2813544],[2814878],[2816845],[2818127],[2820258],[2824835],[2829545],[2830879],[2831861],[2835028],[2835644],[2836502],[2836938],[2837606],[2839117],[2840758],[2842418],[2843424],[2845268],[2846082],[2849231],[2849514],[2850182],[2851454],[2854334],[2854431],[2854440],[2855008],[2855426],[2855974],[2859141],[2859757],[2860475],[2860615],[2861594],[2861904],[2862501],[2864827],[2864924],[2864933],[2865093],[2865641],[2866379],[2868040],[2868280],[2868685],[2868749],[2868854],[2869654],[2869977],[2872003],[2872286],[2872857],[2872954],[2872963],[2873531],[2874344],[2874530],[2874761],[2876323],[2876633],[2876663],[2876768],[2876907],[2877230],[2878688],[2878998],[2879231],[2879530],[2879595],[2880260],[2881921],[2882018],[2882027],[2882161],[2882187],[2882566],[2882630],[2882735],[2883742],[2883786],[2883914],[2884885],[2885011],[2885142],[2885328],[2885411],[2885559],[2886574],[2886831],[2887017],[2887248],[2887805],[2888487],[2888810],[2889120],[2889150],[2889255],[2889353],[2889394],[2889652],[2889717],[2890277],[2890426],[2890439],[2890535],[2891028],[2891277],[2891387],[2891425],[2891469],[2891597],[2892246],[2892443],[2892591],[2892635],[2892763],[2893257],[2893734],[2893778],[2893860],[2893991],[2894177],[2894260],[2894408],[2894965],[2895022],[2895186],[2895543],[2895712],[2895725],[2895821],[2896314],[2896358],[2896486],[2896499],[2896595],[2896865],[2897037],[2897318],[2897337],[2897447],[2897485],[2897529],[2897657],[2897899],[2898151],[2898567],[2898580],[2898686],[2899024],[2899043],[2899177],[2899230],[2899412],[2899703],[2899716],[2899812],[2900082],[2900254],[2900517],[2900570],[2900784],[2900797],[2900912],[2901198],[2901433],[2901734],[2901850],[2901925],[2902401] ] cell #5645 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1284138],[1446896],[1560080],[1646126],[1682208],[1766513],[1808220],[1837953],[1856285],[1889856],[1930892],[1952784],[1976455],[2005842],[2009011],[2035015],[2068586],[2087609],[2091559],[2118414],[2145884],[2156334],[2175271],[2178440],[2196192],[2220707],[2224657],[2246249],[2250199],[2259339],[2277054],[2287504],[2296820],[2315037],[2319420],[2342863],[2351018],[2354968],[2367378],[2371328],[2380468],[2382269],[2405792],[2409442],[2430673],[2438363],[2439955],[2448890],[2453273],[2461428],[2465378],[2466415],[2487488],[2500908],[2508259],[2516564],[2518279],[2526318],[2529968],[2535823],[2537658],[2539250],[2542270],[2557372],[2572401],[2577189],[2578866],[2587381],[2594513],[2596321],[2603295],[2604626],[2606341],[2620390],[2622067],[2634753],[2636561],[2639181],[2640356],[2654161],[2655838],[2661685],[2664353],[2676623],[2677798],[2688772],[2690449],[2691026],[2692341],[2705443],[2706618],[2722976],[2724291],[2734743],[2735918],[2736654],[2747161],[2748476],[2763474],[2771552],[2772867],[2783410],[2794650],[2803355],[2822190] ] cell #5646 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1544698],[1707070],[1816036],[1897672],[1931606],[2009725],[2048286],[2076402],[2092273],[2122144],[2159172],[2179154],[2199882],[2225371],[2228148],[2250913],[2280784],[2297155],[2300455],[2323110],[2346553],[2355682],[2372042],[2374819],[2389734],[2409777],[2413077],[2431008],[2434308],[2442053],[2456963],[2466092],[2473354],[2487823],[2491297],[2510260],[2516899],[2520199],[2530303],[2533603],[2541348],[2542984],[2560860],[2563684],[2580379],[2586442],[2587716],[2594848],[2598322],[2604961],[2608261],[2609169],[2624809],[2635088],[2640691],[2646977],[2648292],[2654527],[2657351],[2662022],[2663414],[2664688],[2667200],[2678133],[2689138],[2692678],[2693920],[2700181],[2705549],[2706953],[2712258],[2713239],[2714554],[2724628],[2725870],[2734849],[2736253],[2738024],[2738864],[2748813],[2750055],[2754389],[2756316],[2764844],[2765684],[2773204],[2774446],[2774839],[2775676],[2784780],[2785620],[2796964],[2797801],[2804725],[2805565],[2806081],[2813086],[2813923],[2823997],[2829087],[2829924],[2836768],[2844148],[2849344],[2861135] ] cell #5647 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1414204],[1577722],[1689432],[1773737],[1808937],[1890573],[1930918],[1960008],[1977172],[2004519],[2009037],[2048265],[2069303],[2077056],[2091585],[2117799],[2119131],[2122123],[2146601],[2173948],[2178466],[2185946],[2196090],[2196218],[2199861],[2223714],[2224683],[2250225],[2260056],[2276439],[2277771],[2280553],[2280763],[2286181],[2287883],[2297134],[2319318],[2319446],[2323089],[2339485],[2342761],[2342889],[2346532],[2352885],[2354994],[2356483],[2370385],[2371354],[2374579],[2379853],[2381185],[2389524],[2400350],[2405690],[2405818],[2409756],[2427915],[2430987],[2438261],[2438389],[2440043],[2440170],[2442032],[2443397],[2449895],[2453171],[2453299],[2456942],[2459420],[2463295],[2464435],[2465404],[2466893],[2467132],[2482963],[2487802],[2491087],[2501913],[2507039],[2510050],[2516878],[2517863],[2518177],[2518305],[2518453],[2521086],[2526216],[2526344],[2527210],[2528127],[2530282],[2537556],[2537684],[2539338],[2539465],[2541327],[2542296],[2542692],[2556152],[2560650],[2572299],[2572427],[2573293],[2574210],[2574764],[2578764],[2578892],[2585029],[2586232],[2587288],[2587695],[2594827],[2595101],[2596409],[2596536],[2598112],[2603321],[2604940],[2605925],[2606239],[2606367],[2606515],[2609148],[2617965],[2621965],[2622093],[2635067],[2635341],[2636649],[2636776],[2638713],[2639207],[2640670],[2645768],[2651736],[2654317],[2655422],[2655736],[2655864],[2656012],[2662001],[2663204],[2664260],[2664667],[2676155],[2676649],[2678112],[2686347],[2688928],[2690033],[2690347],[2690475],[2690623],[2692022],[2692657],[2693710],[2703214],[2704975],[2705469],[2706525],[2706932],[2712030],[2719271],[2723972],[2724607],[2725660],[2732514],[2734275],[2734769],[2735825],[2736232],[2736917],[2737796],[2746898],[2748157],[2748792],[2760110],[2763737],[2764616],[2768346],[2771289],[2772548],[2773183],[2774952],[2784552],[2794217],[2797077],[2800597],[2804497] ] cell #5648 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1633172],[1760868],[1824999],[1850880],[1884629],[1947139],[1958082],[2000437],[2029610],[2046124],[2063359],[2074422],[2108737],[2150929],[2153289],[2157144],[2169866],[2183624],[2186380],[2256775],[2256879],[2257103],[2260377],[2267377],[2282099],[2284459],[2288314],[2330988],[2340101],[2348912],[2352123],[2352620],[2352713],[2364668],[2377904],[2378008],[2378232],[2381506],[2382374],[2400966],[2422577],[2425798],[2436138],[2439387],[2439627],[2450511],[2450615],[2450839],[2459322],[2462533],[2463030],[2463123],[2466755],[2480846],[2502529],[2502633],[2502857],[2505309],[2506309],[2514898],[2525093],[2526551],[2527365],[2527862],[2527955],[2535433],[2537891],[2538682],[2538922],[2542551],[2554422],[2555422],[2571176],[2572634],[2573448],[2573945],[2574038],[2576275],[2576799],[2579099],[2591164],[2593371],[2594371],[2594975],[2595753],[2595993],[2602960],[2605088],[2619476],[2620000],[2622300],[2626368],[2631404],[2633611],[2634611],[2635215],[2635993],[2636233],[2637454],[2638846],[2640818],[2649089],[2651382],[2652205],[2653247],[2653771],[2654178],[2663065],[2667705],[2669417],[2674896],[2676288],[2678260],[2681359],[2685831],[2685993],[2686816],[2687858],[2688382],[2688789],[2691196],[2693571],[2700740],[2703094],[2703716],[2705108],[2715351],[2716973],[2718644],[2721268],[2722094],[2723146],[2725521],[2726551],[2727537],[2728526],[2731936],[2732394],[2733016],[2734408],[2736494],[2736797],[2743389],[2744781],[2747331],[2754324],[2755309],[2756875],[2759990],[2762106],[2762711],[2763314],[2763617],[2766438],[2767220],[2768858],[2769844],[2770670],[2770833],[2771722],[2778397],[2779223],[2780275],[2789065],[2790145],[2791537],[2794057],[2795782],[2796127],[2796290],[2799224],[2799871],[2801205],[2801987],[2802592],[2808906],[2809511],[2810417],[2812356],[2815658],[2816644],[2817470],[2817633],[2818522],[2823350],[2826180],[2827258],[2827905],[2828413],[2833388],[2833733],[2833896],[2836109],[2838811],[2839593],[2840198],[2843043],[2844888],[2852946],[2854647],[2854810],[2856854],[2857501],[2858009],[2860222],[2860713],[2867660],[2869025],[2873333],[2879722] ] cell #5649 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2088188],[2105903],[2221286],[2246828],[2264543],[2322453],[2322599],[2328154],[2351597],[2367957],[2393771],[2412603],[2440534],[2456306],[2456452],[2462007],[2473724],[2495334],[2514297],[2518224],[2533129],[2539829],[2540691],[2540837],[2548281],[2564054],[2580749],[2587442],[2590479],[2590625],[2602359],[2606286],[2607787],[2614241],[2625179],[2627470],[2641948],[2647347],[2648479],[2650893],[2655783],[2657721],[2664414],[2667451],[2667597],[2680386],[2682623],[2684642],[2690394],[2694981],[2699291],[2700400],[2700551],[2705919],[2706679],[2708210],[2713609],[2714741],[2717155],[2726424],[2726461],[2727721],[2730963],[2735219],[2735979],[2739234],[2743573],[2744332],[2744482],[2747422],[2748879],[2750242],[2751116],[2753135],[2755426],[2756535],[2756686],[2758887],[2759146],[2766054],[2766377],[2768731],[2768768],[2770028],[2771813],[2773270],[2774633],[2776583],[2781064],[2783590],[2784850],[2785839],[2785990],[2788092],[2790329],[2791088],[2791238],[2792348],[2793108],[2793201],[2796000],[2796037],[2796381],[2798708],[2801144],[2803535],[2804795],[2805784],[2805935],[2806117],[2807479],[2812854],[2813177],[2814438],[2814830],[2814980],[2815531],[2815568],[2816828],[2818613],[2818940],[2819311],[2820070],[2821084],[2823289],[2823491],[2824033],[2825395],[2828504],[2829178],[2830439],[2830831],[2830981],[2831270],[2832571],[2833606],[2833643],[2833987],[2836314],[2836804],[2837829],[2838166],[2838750],[2841141],[2841456],[2842401],[2844733],[2845071],[2845491],[2846792],[2848838],[2849380],[2850405],[2850742],[2851085],[2852063],[2852885],[2853087],[2853629],[2854520],[2854557],[2854901],[2854991],[2855383],[2856030],[2858100],[2858774],[2858890],[2861171],[2861577],[2862132],[2863110],[2864292],[2864630],[2865050],[2865697],[2866957],[2867505],[2867843],[2868263],[2868964],[2869166],[2869608],[2871610],[2873424],[2874070],[2874339],[2875339],[2875900],[2876306],[2876861],[2877875],[2878671],[2879226],[2879905],[2881386],[2881724],[2883047],[2883391],[2883589],[2884073],[2884868],[2885137],[2886826],[2888793],[2890027],[2890389],[2891272],[2893986],[2895675] ] cell #5650 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2412749],[2467207],[2493951],[2517997],[2533275],[2542158],[2558388],[2565938],[2600976],[2603144],[2606059],[2607933],[2609016],[2627203],[2639030],[2651039],[2652055],[2655556],[2659605],[2661835],[2666068],[2672979],[2676472],[2686666],[2690167],[2692491],[2701130],[2702807],[2703799],[2705292],[2707943],[2711993],[2715493],[2717301],[2721944],[2724441],[2732326],[2733099],[2734592],[2737759],[2741472],[2744965],[2745116],[2746291],[2747288],[2748626],[2755159],[2757265],[2758660],[2758942],[2761936],[2762794],[2764579],[2770520],[2771017],[2771168],[2771679],[2773017],[2774792],[2779073],[2780105],[2781420],[2781570],[2781959],[2783553],[2784515],[2789455],[2790228],[2791721],[2791872],[2793047],[2795639],[2796247],[2796917],[2801817],[2802675],[2802797],[2802947],[2803498],[2804460],[2808736],[2809594],[2810274],[2811379],[2812206],[2813039],[2817320],[2817817],[2817968],[2818352],[2818479],[2819667],[2819817],[2822781],[2822981],[2823454],[2826773],[2827232],[2827762],[2828370],[2828594],[2829040],[2832256],[2833245],[2833853],[2834523],[2835334],[2836192],[2839423],[2840281],[2840403],[2840553],[2840961],[2841104],[2842066],[2842893],[2844030],[2844101],[2844540],[2846477],[2847537],[2847935],[2848128],[2848328],[2848801],[2851786],[2852377],[2852577],[2853050],[2854159],[2854767],[2856369],[2856828],[2857358],[2857966],[2858190],[2858636],[2859447],[2860305],[2861073],[2862833],[2863589],[2863660],[2864099],[2866036],[2866802],[2866873],[2867312],[2868456],[2869129],[2870309],[2870572],[2870707],[2870900],[2871100],[2871573],[2872682],[2873290],[2873748],[2875184],[2875255],[2875802],[2877562],[2877825],[2878167],[2879374],[2880683],[2880754],[2880914],[2881193],[2882337],[2883010],[2883257],[2884365],[2885982],[2886053],[2886213],[2886655],[2888289],[2888311],[2889496],[2889518],[2891109],[2892048],[2892070],[2892518],[2892540],[2895618],[2895640] ] cell #5651 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1885139],[2004463],[2063869],[2088312],[2106027],[2117496],[2173892],[2184134],[2221410],[2246952],[2260887],[2264667],[2276136],[2286125],[2328278],[2351721],[2352948],[2356427],[2368081],[2379550],[2382016],[2393895],[2439908],[2440114],[2440658],[2443094],[2462131],[2463358],[2466837],[2474834],[2495458],[2514421],[2515790],[2517841],[2518211],[2518343],[2528190],[2539203],[2539409],[2539953],[2542389],[2543087],[2549224],[2565164],[2574273],[2581859],[2585180],[2587294],[2587450],[2596274],[2596480],[2602483],[2603852],[2605903],[2606273],[2606405],[2609459],[2615025],[2625736],[2628413],[2636514],[2636720],[2640214],[2642891],[2646112],[2654727],[2655400],[2655770],[2655902],[2658831],[2662152],[2663614],[2664266],[2664422],[2667438],[2677656],[2680853],[2683407],[2685199],[2689338],[2690011],[2690381],[2690513],[2693211],[2694120],[2695765],[2703192],[2705906],[2706476],[2706531],[2706687],[2709153],[2712374],[2713596],[2725161],[2726070],[2726522],[2728102],[2731430],[2732492],[2735206],[2735776],[2735831],[2735987],[2736895],[2738475],[2739221],[2746149],[2746919],[2747430],[2748827],[2749346],[2751900],[2753692],[2755374],[2759006],[2760088],[2763715],[2765295],[2766041],[2766420],[2768829],[2770409],[2771310],[2771821],[2773218],[2773737],[2774973],[2776531],[2782290],[2783226],[2783651],[2785231],[2788559],[2792905],[2793116],[2794238],[2795880],[2796098],[2796389],[2797098],[2798656],[2799245],[2799969],[2801187],[2803171],[2803596],[2805176],[2805998],[2806164],[2810515],[2812095],[2813220],[2815629],[2817209],[2818621],[2820537],[2821877],[2823162],[2823332],[2823552],[2823914],[2824080],[2826361],[2827279],[2828003],[2828512],[2829221],[2833486],[2833704],[2833995],[2834704],[2838793],[2841202],[2842782],[2843816],[2844780],[2844909],[2845114],[2847224],[2848509],[2848899],[2852758],[2852928],[2853148],[2853676],[2854618],[2854909],[2856875],[2857599],[2858108],[2858817],[2863375],[2864339],[2864673],[2867552],[2867681],[2867886],[2869007],[2869227],[2871281],[2871671],[2873432],[2879743],[2879948],[2881433],[2881767],[2883108],[2883399],[2890070] ] cell #5652 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2566273],[2609889],[2629675],[2648073],[2659940],[2667150],[2678827],[2684272],[2710415],[2712208],[2714335],[2715828],[2716758],[2729404],[2737974],[2746626],[2747320],[2749836],[2752765],[2754535],[2757631],[2762368],[2764794],[2771711],[2774227],[2775822],[2781757],[2782999],[2783664],[2784730],[2786533],[2789487],[2791978],[2793382],[2796279],[2797947],[2803134],[2803609],[2804675],[2806754],[2809168],[2811594],[2811644],[2812484],[2813160],[2814069],[2818511],[2820004],[2821027],[2821246],[2823028],[2823565],[2824670],[2828402],[2828809],[2828859],[2829161],[2830070],[2831249],[2833885],[2834570],[2835407],[2835553],[2835766],[2836851],[2837441],[2840740],[2841215],[2842281],[2842331],[2843171],[2844697],[2845054],[2845470],[2848375],[2848912],[2848994],[2849140],[2849427],[2850017],[2852624],[2853161],[2853593],[2854266],[2854799],[2855362],[2857998],[2858405],[2858455],[2858683],[2858757],[2859520],[2859666],[2861451],[2861556],[2861817],[2863707],[2863973],[2864256],[2864613],[2864759],[2865029],[2866920],[2867469],[2867826],[2868242],[2868703],[2869240],[2871147],[2871684],[2871766],[2871912],[2872116],[2872199],[2872789],[2873322],[2874012],[2874049],[2874269],[2875302],[2875864],[2876088],[2876180],[2876285],[2876546],[2878229],[2878545],[2878650],[2878911],[2879531],[2879888],[2880801],[2881067],[2881350],[2881707],[2881853],[2882123],[2882584],[2883121],[2883566],[2884427],[2884810],[2884847],[2885067],[2886100],[2886499],[2886536],[2886756],[2887352],[2887718],[2888351],[2888505],[2888575],[2888667],[2888772],[2889033],[2889653],[2890010],[2890303],[2890953],[2890990],[2891249],[2892110],[2892264],[2892415],[2892996],[2893659],[2893696],[2893779],[2893916],[2894512],[2894878],[2895023],[2895515],[2896239],[2896276],[2896359],[2896556],[2897309],[2897319],[2897890],[2897900],[2898637],[2899015],[2899025],[2899221],[2899231],[2900561],[2900571] ] cell #5653 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2322729],[2382342],[2412717],[2456582],[2466262],[2484925],[2493598],[2533243],[2535625],[2540967],[2542124],[2563375],[2576991],[2587444],[2590755],[2591950],[2600623],[2603110],[2607901],[2616057],[2620192],[2632190],[2638996],[2649111],[2651007],[2653963],[2657042],[2661648],[2664416],[2665715],[2667727],[2673424],[2676438],[2685853],[2688574],[2692304],[2696797],[2700932],[2701098],[2702454],[2705258],[2706681],[2712930],[2715373],[2717269],[2721029],[2724254],[2731544],[2732128],[2732294],[2734558],[2735981],[2736620],[2741917],[2743150],[2744714],[2744931],[2745389],[2747424],[2748439],[2754346],[2757067],[2757233],[2758589],[2761838],[2763440],[2769605],[2770766],[2770983],[2771815],[2772830],[2778158],[2780007],[2781383],[2782404],[2783376],[2783575],[2788673],[2789257],[2789423],[2789906],[2791470],[2791687],[2793110],[2795605],[2796383],[2800472],[2800935],[2801719],[2802760],[2803321],[2803520],[2807391],[2808638],[2810240],[2811291],[2813165],[2816405],[2817566],[2817783],[2818254],[2818615],[2819630],[2820651],[2821735],[2822156],[2823476],[2825307],[2826675],[2827134],[2827728],[2828506],[2829166],[2832158],[2833211],[2833989],[2835236],[2838078],[2838541],[2839325],[2840366],[2840927],[2841126],[2841978],[2843769],[2844638],[2845059],[2846379],[2847082],[2847503],[2848823],[2850654],[2851331],[2851752],[2853072],[2854903],[2856271],[2856632],[2856730],[2857324],[2858102],[2858762],[2859349],[2861509],[2862378],[2862799],[2863328],[2864197],[2864618],[2865938],[2866299],[2866541],[2867410],[2867831],[2869151],[2869854],[2870275],[2870474],[2871595],[2873426],[2874923],[2876238],[2877107],[2877528],[2877727],[2878603],[2879472],[2879893],[2880422],[2880444],[2881291],[2881712],[2883032],[2883393],[2884046],[2885721],[2885743],[2887410],[2888725],[2889594],[2890015],[2890214],[2890732],[2890754],[2892895],[2894570],[2894592],[2896792],[2896814] ] cell #5654 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1674105],[1833460],[1938496],[2016615],[2048937],[2122795],[2159200],[2186044],[2200533],[2228176],[2262700],[2281435],[2300483],[2323761],[2326311],[2347204],[2374847],[2389762],[2392716],[2413105],[2434336],[2442704],[2457614],[2460164],[2473583],[2491325],[2494279],[2510288],[2513242],[2520227],[2533631],[2541999],[2548276],[2560888],[2563913],[2580608],[2586470],[2589424],[2598350],[2601304],[2608289],[2609820],[2625038],[2627465],[2641943],[2647206],[2648320],[2654555],[2657580],[2663442],[2666396],[2667228],[2680381],[2689166],[2693948],[2699286],[2700410],[2705778],[2708205],[2712286],[2713468],[2714582],[2716825],[2725898],[2735078],[2738052],[2739093],[2744327],[2748874],[2750083],[2754602],[2755421],[2756545],[2764872],[2765913],[2773265],[2774474],[2775889],[2776578],[2784808],[2785849],[2789489],[2791083],[2798014],[2798703],[2804753],[2805794],[2806112],[2806756],[2814136],[2814825],[2824028],[2824672],[2830137],[2830826],[2831251],[2836799],[2837443],[2845472],[2849375],[2850019],[2855364],[2861166],[2865031],[2874051] ] cell #5655 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2629703],[2667903],[2684501],[2700221],[2710443],[2716815],[2726456],[2730958],[2752994],[2754592],[2756356],[2757659],[2758511],[2768763],[2775879],[2783027],[2783585],[2785660],[2788087],[2789628],[2792207],[2796032],[2798004],[2803530],[2805605],[2806895],[2811672],[2812713],[2813243],[2814126],[2815563],[2818020],[2820065],[2821274],[2823486],[2824811],[2828887],[2829244],[2830127],[2831754],[2833638],[2835610],[2835620],[2836309],[2836853],[2837582],[2841136],[2842359],[2843211],[2843400],[2844728],[2845137],[2845975],[2848833],[2849197],[2849207],[2849429],[2850158],[2851088],[2853082],[2853624],[2854268],[2854407],[2854552],[2855424],[2855867],[2858483],[2858840],[2859723],[2859733],[2860422],[2861558],[2861819],[2862135],[2864287],[2864696],[2864761],[2864900],[2865091],[2865534],[2867500],[2867909],[2868244],[2868747],[2869161],[2869611],[2871605],[2871969],[2871979],[2872147],[2872201],[2872791],[2872930],[2874271],[2874342],[2874528],[2875895],[2876090],[2876287],[2876548],[2876661],[2876864],[2878260],[2878652],[2878913],[2879229],[2879562],[2879971],[2881381],[2881790],[2881855],[2881994],[2882125],[2882185],[2882628],[2883042],[2883568],[2883592],[2883740],[2884458],[2884849],[2885009],[2885069],[2885140],[2885326],[2886538],[2886758],[2886829],[2887015],[2887459],[2887720],[2888382],[2888577],[2888774],[2889035],[2889148],[2889351],[2889684],[2890093],[2890424],[2890992],[2891251],[2891275],[2891423],[2892141],[2892417],[2892441],[2892589],[2892998],[2893255],[2893698],[2893810],[2893858],[2893918],[2893989],[2894175],[2894619],[2894880],[2895106],[2895517],[2895541],[2895710],[2896278],[2896390],[2896484],[2896863],[2897311],[2897335],[2897393],[2897483],[2897892],[2898149],[2898255],[2898565],[2899017],[2899041],[2899099],[2899223],[2899701],[2899708],[2900080],[2900087],[2900563],[2900782],[2900789],[2900910],[2900917],[2901732],[2901739] ] cell #5656 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2648082],[2714344],[2749845],[2774236],[2783673],[2803618],[2813199],[2821036],[2823574],[2829200],[2841224],[2845093],[2853170],[2858796],[2867865], [2413754,2690682],[2467245,2717516],[2493977,2876499],[2494843,2736380],[2518512,2520876],[2534280,2656071],[2542751,2667877],[2543056,2759116],[2566252,2885285],[2566526,2774097],[2587843,2589988],[2601002,2888986],[2601868,2707080],[2606574,2608938],[2609044,2792954],[2609526,2717389],[2622998,2847248],[2626884,2803195],[2629465,2876570],[2647943,2649819],[2659919,2894134],[2660193,2749706],[2661863,2818089],[2664815,2666960],[2666094,2894831],[2667093,2758526],[2669774,2821901],[2672257,2764318],[2682461,2864363],[2692519,2831823],[2698271,2698705],[2702833,2897169],[2703738,2836875],[2707624,2783250],[2710205,2889057],[2712122,2789643],[2714205,2716081],[2715807,2898108],[2721625,2844804],[2724469,2846044],[2730377,2804199],[2733038,2849451],[2737498,2740750],[2737888,2806910],[2738267,2806188],[2745142,2899631],[2746605,2899609],[2748654,2855936],[2750954,2881457],[2754406,2754840],[2757421,2894902],[2758968,2895062],[2762733,2861841],[2764708,2824826],[2765087,2824104],[2767847,2826863],[2771194,2885307],[2773045,2865603],[2775693,2776400],[2778754,2867576],[2781598,2868816],[2781736,2869249],[2782789,2887742],[2784254,2787506],[2784644,2837597],[2790167,2872223],[2791898,2898130],[2793361,2890312],[2795902,2874487],[2797818,2798525],[2799991,2846916],[2802614,2849011],[2802975,2876730],[2803113,2848921],[2804589,2850173],[2809533,2878935],[2810537,2893214],[2811416,2879927],[2811508,2854422],[2811887,2853700],[2813940,2814647],[2817994,2894156],[2819845,2882697],[2819983,2883130],[2823141,2861770],[2825885,2826340],[2828025,2864031],[2828631,2864652],[2828723,2864915],[2829941,2830648],[2833508,2886974],[2834683,2887671],[2835424,2836131],[2840220,2871783],[2840581,2889217],[2840719,2871693],[2842103,2890049],[2842195,2872945],[2848033,2848488],[2852737,2878864],[2857621,2881125],[2858227,2881746],[2858319,2882009],[2859537,2860244],[2870805,2871260] ] cell #5657 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1923802],[2071931],[2166047],[2235023],[2263274],[2326885],[2358133],[2381694],[2393290],[2416042],[2444911],[2460738],[2476233],[2494853],[2496929],[2513816],[2536568],[2548488],[2550753],[2566563],[2583258],[2589998],[2601878],[2603954],[2614403],[2627677],[2629942],[2642155],[2644420],[2649856],[2660230],[2666970],[2671520],[2680593],[2682785],[2695143],[2699498],[2701763],[2708417],[2710682],[2716118],[2717399],[2727883],[2729640],[2740013],[2743735],[2744539],[2749086],[2751278],[2755633],[2757898],[2758563],[2767445],[2773477],[2776790],[2780500],[2781226],[2785012],[2786769],[2789680],[2790491],[2791295],[2793007],[2798915],[2804957],[2806947],[2807641],[2811150],[2814245],[2815037],[2818157],[2818747],[2819473],[2824863],[2825557],[2830246],[2831038],[2831891],[2832378],[2837634],[2838328],[2840764],[2841837],[2846112],[2846599],[2850210],[2850904],[2851250],[2851460],[2856004],[2856491],[2862297],[2862507],[2865671],[2866158],[2866466],[2869773],[2869983],[2874848],[2877026],[2877236],[2880347],[2883686],[2885646],[2890479] ] cell #5658 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2077032],[2185669],[2279496],[2287635],[2337640],[2373626],[2398505],[2426251],[2444916],[2448050],[2458797],[2481299],[2496934],[2500068],[2505784],[2519031],[2525546],[2548382],[2550758],[2554897],[2567694],[2571629],[2575451],[2588324],[2593846],[2603959],[2607093],[2614408],[2618652],[2627571],[2629770],[2629870],[2629947],[2630925],[2634086],[2642049],[2644425],[2648564],[2652423],[2661361],[2665296],[2671559],[2680487],[2682790],[2684255],[2684627],[2684636],[2685306],[2687034],[2695148],[2699392],[2701768],[2708311],[2710510],[2710610],[2710687],[2711665],[2714826],[2717249],[2719555],[2727888],[2729055],[2729679],[2730923],[2731217],[2740052],[2743740],[2748980],[2751283],[2752748],[2753120],[2753129],[2753799],[2755527],[2757726],[2757826],[2757903],[2758881],[2759750],[2767484],[2768425],[2770000],[2773371],[2776684],[2780539],[2781231],[2783094],[2783194],[2785017],[2786184],[2786808],[2788052],[2788346],[2790496],[2791961],[2792333],[2792342],[2793012],[2793925],[2798809],[2800888],[2804962],[2806550],[2807646],[2811189],[2812467],[2812839],[2812848],[2814284],[2815225],[2816800],[2818162],[2818786],[2819478],[2820030],[2820324],[2821688],[2824466],[2825562],[2830285],[2831531],[2831896],[2832417],[2834467],[2836274],[2836568],[2838333],[2838494],[2840798],[2841876],[2842373],[2845752],[2846117],[2846638],[2850909],[2851284],[2851441],[2851494],[2853528],[2854963],[2856009],[2856530],[2858518],[2862331],[2862488],[2862541],[2865676],[2866197],[2866606],[2866660],[2868194],[2869964],[2870017],[2874988],[2875042],[2877217],[2877270],[2878030],[2880487],[2880541],[2884228],[2884981],[2885786],[2885840],[2888152],[2891349],[2891911],[2895771] ] cell #5659 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2041404],[2181660],[2186688],[2269104],[2287678],[2332715],[2358626],[2373669],[2381318],[2416535],[2426294],[2444924],[2459084],[2466568],[2476726],[2481342],[2496942],[2506071],[2522813],[2525589],[2535338],[2537061],[2550766],[2555184],[2567056],[2568896],[2571672],[2576704],[2583751],[2588367],[2594133],[2603967],[2614326],[2614416],[2616354],[2619905],[2629813],[2629955],[2630968],[2634373],[2637723],[2644433],[2648851],[2650349],[2653676],[2660723],[2662563],[2665339],[2671597],[2675165],[2682708],[2682798],[2684583],[2684679],[2684736],[2685593],[2688287],[2695066],[2695156],[2697094],[2700645],[2701776],[2703985],[2710553],[2710695],[2711708],[2715113],[2716611],[2720405],[2727806],[2727896],[2729717],[2730943],[2731267],[2731841],[2733285],[2740090],[2743658],[2743748],[2745686],[2751201],[2751291],[2753076],[2753172],[2753229],[2754086],[2756780],[2757769],[2757911],[2758924],[2759056],[2760764],[2767522],[2768491],[2768981],[2769998],[2777534],[2780577],[2781239],[2783137],[2784935],[2785025],[2786846],[2788072],[2788396],[2788970],[2790414],[2790504],[2792289],[2792385],[2792442],[2793020],[2793299],[2793991],[2800121],[2800880],[2804880],[2804970],[2807564],[2807654],[2810667],[2811227],[2812795],[2812891],[2814322],[2815291],[2815781],[2816798],[2818170],[2818824],[2819486],[2820050],[2820374],[2820948],[2821680],[2825480],[2825570],[2830323],[2831597],[2831904],[2832455],[2835246],[2836294],[2836618],[2837727],[2838341],[2838486],[2840864],[2841354],[2841914],[2842371],[2845818],[2846125],[2846676],[2850303],[2850917],[2851276],[2851560],[2851961],[2853548],[2854961],[2856017],[2856568],[2858510],[2859359],[2862323],[2862607],[2863008],[2865684],[2866235],[2866626],[2866652],[2868188],[2870083],[2870484],[2875008],[2875034],[2877336],[2877737],[2878024],[2880507],[2880533],[2884222],[2885806],[2885832],[2888146],[2891369],[2891905],[2895765] ] cell #5660 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2288675],[2381355],[2459121],[2466227],[2506108],[2535590],[2555221],[2576956],[2591801],[2594170],[2602943],[2620157],[2632041],[2634410],[2638829],[2648888],[2653928],[2671575],[2673275],[2676271],[2685630],[2688539],[2691476],[2700897],[2705091],[2712781],[2715150],[2720460],[2723426],[2729695],[2731224],[2731304],[2731395],[2732093],[2734391],[2740068],[2741768],[2744764],[2747611],[2754123],[2757032],[2761438],[2767500],[2769036],[2770021],[2770283],[2770292],[2770816],[2772002],[2777589],[2780555],[2782255],[2786824],[2788353],[2788433],[2788524],[2789222],[2791520],[2793336],[2794827],[2800176],[2801071],[2801319],[2802147],[2802335],[2808238],[2810722],[2814300],[2815836],[2816821],[2817083],[2817092],[2817616],[2818802],[2820331],[2820411],[2820502],[2821200],[2822095],[2826493],[2827189],[2828075],[2830301],[2832433],[2834836],[2835301],[2836575],[2836655],[2837782],[2838677],[2838925],[2839753],[2839941],[2841409],[2842394],[2842656],[2842665],[2843189],[2843987],[2846654],[2847908],[2850358],[2851691],[2852016],[2854142],[2854984],[2855246],[2855255],[2856089],[2856785],[2857671],[2858701],[2858949],[2859414],[2859777],[2859965],[2861046],[2862738],[2863063],[2865756],[2866759],[2866938],[2867016],[2868215],[2869306],[2869494],[2870539],[2870680],[2872109],[2872665],[2872995],[2875141],[2875320],[2875398],[2877792],[2878051],[2878140],[2878222],[2879206],[2880022],[2880819],[2880897],[2882117],[2884249],[2884338],[2884420],[2886118],[2886196],[2886410],[2886530],[2887232],[2888173],[2888344],[2890864],[2890984],[2891932],[2892103],[2892356],[2893570],[2893690],[2895456],[2895792],[2896150],[2896270],[2897250],[2898733],[2898956],[2900614] ] cell #5661 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [2152633],[2283803],[2364012],[2421921],[2445374],[2497392],[2522876],[2542447],[2551216],[2568959],[2591797],[2604417],[2616417],[2630405],[2632037],[2644883],[2662626],[2671636],[2673271],[2684799],[2697157],[2702226],[2711145],[2712777],[2720456],[2729756],[2731391],[2740129],[2741764],[2745749],[2753292],[2758361],[2761414],[2767561],[2769032],[2777585],[2780616],[2782251],[2786885],[2788520],[2792505],[2793470],[2800172],[2801295],[2808214],[2810718],[2811266],[2814361],[2815832],[2818863],[2820498],[2821011],[2826469],[2830362],[2832494],[2834812],[2835297],[2837778],[2838901],[2841044],[2841405],[2841953],[2843185],[2846715],[2850354],[2851869],[2852012],[2854118],[2856065],[2856607],[2858697],[2858925],[2859410],[2862916],[2863059],[2865732],[2866274],[2866934],[2866992],[2870392],[2870535],[2872086],[2872641],[2875316],[2875374],[2877645],[2877788],[2877957],[2878199],[2880815],[2880873],[2884155],[2884397],[2886114],[2886172],[2886347],[2888079],[2888321],[2890801],[2891838],[2892080],[2893507],[2895238],[2896087],[2898396] ] cell #5662 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2256519],[2377648],[2382337],[2450255],[2466260],[2502273],[2523210],[2535623],[2542126],[2569293],[2576989],[2591768],[2603112],[2609298],[2616751],[2620190],[2632008],[2638998],[2651896],[2653961],[2661662],[2662960],[2673242],[2676440],[2685133],[2686507],[2688572],[2692318],[2697491],[2700930],[2705260],[2712748],[2720387],[2720446],[2721785],[2724268],[2731257],[2731362],[2732126],[2734560],[2737029],[2741735],[2744933],[2746083],[2748453],[2753626],[2755000],[2757065],[2761462],[2763849],[2768963],[2769022],[2770250],[2770325],[2770361],[2770985],[2772844],[2777516],[2777575],[2778914],[2781397],[2782222],[2783785],[2788386],[2788491],[2789255],[2791689],[2792839],[2795302],[2800103],[2800162],[2801343],[2802152],[2802373],[2802774],[2803730],[2808262],[2810649],[2810708],[2812047],[2815763],[2815822],[2817050],[2817125],[2817161],[2817785],[2819644],[2820364],[2820469],[2821233],[2821345],[2822347],[2826517],[2827148],[2827425],[2828074],[2832908],[2834860],[2835287],[2836608],[2837709],[2837768],[2838949],[2839758],[2839979],[2840380],[2841336],[2841395],[2842623],[2842698],[2842734],[2843156],[2843358],[2843783],[2847370],[2847856],[2850285],[2850344],[2851943],[2852002],[2853822],[2854166],[2855213],[2855288],[2856113],[2856744],[2857021],[2857670],[2858582],[2858973],[2859400],[2859782],[2860003],[2860404],[2860879],[2862990],[2863049],[2865780],[2866555],[2866724],[2867040],[2868649],[2869311],[2869532],[2870142],[2870525],[2870628],[2872068],[2872345],[2872689],[2872994],[2874937],[2875106],[2875422],[2877395],[2877778],[2877973],[2878113],[2878329],[2879211],[2880021],[2880605],[2880921],[2882065],[2882530],[2884171],[2884311],[2884527],[2885904],[2886220],[2886415],[2886431],[2887231],[2888235],[2888451],[2890869],[2890885],[2891994],[2892210],[2892355],[2893575],[2893591],[2895455],[2896155],[2896171],[2897249],[2898738],[2898955],[2900613] ] cell #5663 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1582542],[1711109],[1828326],[1837503],[1904586],[1950433],[1984614],[2023025],[2052715],[2066521],[2099159],[2126573],[2134786],[2154043],[2163281],[2206339],[2224432],[2226244],[2232257],[2236474],[2257799],[2265956],[2285213],[2302890],[2322817],[2322951],[2324519],[2329567],[2353010],[2357603],[2371103],[2372915],[2378928],[2390768],[2412221],[2412902],[2413879],[2415512],[2436743],[2445046],[2456670],[2456804],[2458372],[2463420],[2465153],[2466965],[2470932],[2489704],[2489799],[2492331],[2493488],[2497064],[2511294],[2521804],[2532747],[2533428],[2534405],[2536038],[2541055],[2541189],[2542757],[2544463],[2544558],[2550888],[2561262],[2562511],[2577957],[2590843],[2590977],[2596729],[2596824],[2599356],[2600513],[2604089],[2607405],[2608086],[2609063],[2610983],[2614828],[2621158],[2623747],[2630077],[2638130],[2638225],[2644555],[2650511],[2651192],[2654929],[2656178],[2661821],[2661916],[2665605],[2671822],[2675572],[2675667],[2679365],[2683210],[2689540],[2691723],[2692477],[2692572],[2695568],[2698415],[2701898],[2702344],[2704487],[2710817],[2712066],[2723673],[2724427],[2724522],[2729942],[2731194],[2733787],[2737642],[2737832],[2740315],[2742821],[2744160],[2747858],[2748612],[2748707],[2751703],[2758033],[2763147],[2764462],[2764652],[2770101],[2772249],[2773003],[2773098],[2775537],[2780802],[2781651],[2784398],[2784588],[2787071],[2788323],[2790916],[2796544],[2797662],[2803028],[2804343],[2804533],[2809947],[2811452],[2813784],[2816901],[2819049],[2819898],[2820301],[2822798],[2827007],[2828667],[2829785],[2834150],[2836545],[2840634],[2842139],[2842474],[2847734],[2848145],[2852394],[2855064],[2858263],[2863606],[2868473],[2870917] ] cell #5664 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2493978],[2543057],[2566250],[2587476],[2601003],[2609045],[2614733],[2623652],[2629436],[2659917],[2661864],[2664448],[2666095],[2667091],[2683115],[2692520],[2695473],[2702834],[2704392],[2706713],[2710176],[2712120],[2715805],[2724470],[2733692],[2736013],[2737886],[2744065],[2745143],[2746603],[2747456],[2748655],[2751608],[2754383],[2757392],[2758969],[2763052],[2764706],[2771195],[2771847],[2773046],[2775670],[2781556],[2781599],[2781734],[2782760],[2783562],[2784642],[2790821],[2791899],[2793142],[2793359],[2795718],[2796415],[2797795],[2802933],[2802976],[2803111],[2803507],[2804587],[2806075],[2809852],[2810353],[2811262],[2811388],[2811506],[2813154],[2813917],[2817995],[2818647],[2819803],[2819846],[2819981],[2821007],[2822990],[2823463],[2823991],[2827841],[2828538],[2828603],[2828721],[2829155],[2829918],[2833324],[2834021],[2834532],[2835268],[2835401],[2836762],[2840539],[2840582],[2840717],[2841040],[2841113],[2841949],[2842075],[2842193],[2844549],[2844691],[2845048],[2847616],[2847944],[2848337],[2848810],[2848988],[2849338],[2851865],[2852586],[2853059],[2853587],[2854935],[2856603],[2857437],[2858134],[2858199],[2858317],[2858645],[2858751],[2859381],[2859514],[2860658],[2861082],[2861129],[2861445],[2862912],[2863669],[2863967],[2864108],[2864250],[2864607],[2866270],[2866882],[2867321],[2867463],[2867820],[2869138],[2870388],[2870506],[2870716],[2871109],[2871582],[2871760],[2872110],[2873458],[2873587],[2874006],[2875264],[2875811],[2875858],[2876174],[2877641],[2877759],[2878176],[2878223],[2878539],[2879383],[2879882],[2880700],[2880763],[2881061],[2881202],[2881344],[2881701],[2882354],[2883019],[2884374],[2884421],[2884804],[2885999],[2886062],[2886493],[2886672],[2887346],[2888298],[2888345],[2888661],[2889505],[2890004],[2890947],[2891126],[2892057],[2892104],[2892527],[2893653],[2894506],[2895627],[2896233],[2896550],[2898631] ] cell #5665 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2288674],[2381354],[2459120],[2466226],[2506107],[2535589],[2555220],[2576955],[2594169],[2602922],[2620156],[2634409],[2638808],[2648887],[2653927],[2676250],[2685629],[2688538],[2690953],[2700896],[2703631],[2705070],[2715149],[2722903],[2731303],[2732092],[2732931],[2734370],[2744743],[2747088],[2754122],[2757031],[2761863],[2762626],[2770282],[2770291],[2770795],[2771479],[2780032],[2788432],[2789221],[2790060],[2791499],[2793335],[2794577],[2795353],[2801050],[2801744],[2802146],[2802338],[2802341],[2802507],[2808663],[2809426],[2817082],[2817091],[2817595],[2818279],[2820410],[2821199],[2822074],[2822737],[2826700],[2827188],[2827476],[2828076],[2828083],[2832183],[2832959],[2836024],[2836654],[2838656],[2839350],[2839752],[2839944],[2839947],[2840113],[2842655],[2842664],[2843168],[2843986],[2846404],[2847421],[2847909],[2848084],[2851670],[2852333],[2853873],[2855245],[2855254],[2856296],[2856784],[2857072],[2857672],[2857679],[2858680],[2859776],[2859968],[2859971],[2860137],[2861047],[2862717],[2863545],[2865963],[2866758],[2866917],[2868412],[2868700],[2869305],[2869497],[2869500],[2870193],[2870681],[2870856],[2872108],[2872396],[2872996],[2873003],[2875140],[2875299],[2877446],[2878141],[2878221],[2878380],[2879205],[2879523],[2880023],[2880030],[2880639],[2880798],[2882118],[2882293],[2882581],[2884339],[2884419],[2884578],[2885938],[2886097],[2886409],[2886531],[2886611],[2887233],[2887240],[2888343],[2888502],[2889645],[2890863],[2890985],[2891065],[2892102],[2892261],[2892357],[2892364],[2893569],[2893691],[2893771],[2895457],[2895464],[2896149],[2896271],[2896351],[2897251],[2897258],[2898732],[2898957],[2898964],[2900615],[2900622] ] cell #5666 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2439611],[2538906],[2543052],[2595977],[2609043],[2636217],[2652189],[2661862],[2667092],[2686800],[2692518],[2703587],[2712121],[2716957],[2722078],[2724468],[2732887],[2737887],[2747239],[2748653],[2754394],[2755293],[2762582],[2764707],[2770654],[2771630],[2773044],[2775681],[2779207],[2781597],[2784643],[2790016],[2795309],[2795343],[2796198],[2797806],[2802365],[2802463],[2802974],[2804588],[2806317],[2809382],[2811507],[2812340],[2813928],[2817454],[2818430],[2819844],[2822759],[2824233],[2827432],[2827466],[2828227],[2828284],[2828321],[2828722],[2829929],[2832915],[2832949],[2833804],[2835412],[2835980],[2837004],[2839971],[2840069],[2840580],[2842194],[2843027],[2844514],[2847377],[2847411],[2848106],[2848585],[2848721],[2848999],[2849580],[2852355],[2853829],[2853863],[2854718],[2857028],[2857062],[2857823],[2857880],[2857917],[2858318],[2859525],[2859995],[2860093],[2860604],[2860697],[2861242],[2863567],[2863978],[2864073],[2864445],[2867286],[2868434],[2868690],[2869524],[2870149],[2870183],[2870878],[2871357],[2871493],[2871771],[2872352],[2872386],[2873147],[2873204],[2873241],[2873536],[2873642],[2874017],[2875776],[2876075],[2877402],[2877436],[2878336],[2878370],[2879348],[2879545],[2880174],[2880231],[2880661],[2881072],[2881167],[2881539],[2882166],[2882315],[2882571],[2882794],[2882930],[2883208],[2883553],[2884534],[2884568],[2885960],[2886504],[2886579],[2886633],[2887452],[2887829],[2887965],[2888263],[2888492],[2888562],[2889375],[2889470],[2889667],[2889842],[2890958],[2891033],[2891087],[2892022],[2892251],[2892402],[2892465],[2892492],[2892925],[2893336],[2893739],[2893793],[2894407],[2894612],[2895502],[2895565],[2895592],[2896319],[2896373],[2896452],[2896498],[2896819],[2897359],[2897386],[2898533],[2898579],[2899065],[2899092],[2899158],[2899669],[2899715],[2900498],[2900750],[2900796],[2901179],[2901763],[2901831],[2902415] ] cell #5667 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1582538],[1711107],[1828324],[1837507],[1904584],[1950437],[1984612],[2023029],[2052713],[2066564],[2099163],[2126571],[2134829],[2154041],[2163285],[2206382],[2226242],[2232261],[2236556],[2257803],[2265999],[2285211],[2302972],[2322949],[2324523],[2329610],[2353053],[2357685],[2372913],[2378932],[2390850],[2412896],[2412906],[2413922],[2415594],[2436825],[2445128],[2456802],[2458376],[2463463],[2466963],[2471014],[2489842],[2492413],[2493490],[2494052],[2497146],[2511376],[2533422],[2533432],[2534448],[2536120],[2541187],[2542761],[2544601],[2550970],[2561344],[2562513],[2565835],[2578039],[2590975],[2596867],[2599438],[2600515],[2601077],[2604171],[2608080],[2608090],[2609106],[2610985],[2614871],[2621240],[2623790],[2626477],[2630159],[2638268],[2644637],[2651186],[2651196],[2655011],[2656180],[2659502],[2661959],[2665607],[2666169],[2668759],[2671824],[2675710],[2679367],[2683253],[2689622],[2691725],[2692615],[2695611],[2701980],[2702346],[2702908],[2704530],[2707217],[2710899],[2712068],[2715390],[2723675],[2724565],[2729944],[2731237],[2733830],[2737252],[2737834],[2740317],[2742823],[2744203],[2746188],[2747860],[2748750],[2751746],[2754433],[2758115],[2763190],[2764072],[2764654],[2770103],[2772251],[2773141],[2775539],[2775720],[2779832],[2780804],[2781694],[2784590],[2787073],[2788366],[2790959],[2796546],[2797664],[2797845],[2803071],[2804535],[2806637],[2809990],[2811454],[2813786],[2813967],[2816903],[2819051],[2819941],[2820344],[2822800],[2824553],[2828669],[2829787],[2829968],[2834152],[2836588],[2837324],[2840677],[2842141],[2842476],[2847736],[2848147],[2849900],[2852396],[2855066],[2858265],[2863608],[2863810],[2868475],[2870919] ] cell #5668 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2439615],[2538910],[2595981],[2636221],[2652193],[2686804],[2703640],[2716961],[2720610],[2722082],[2726879],[2732940],[2747278],[2755297],[2762635],[2769186],[2770658],[2771669],[2777739],[2779211],[2784008],[2790069],[2795362],[2796237],[2802207],[2802255],[2802516],[2803953],[2809435],[2810872],[2812344],[2815986],[2817458],[2818469],[2821405],[2822771],[2823691],[2827485],[2828150],[2828360],[2832968],[2833843],[2835270],[2835451],[2836033],[2839813],[2839861],[2840122],[2841559],[2843031],[2843177],[2844507],[2844552],[2847430],[2848118],[2849038],[2852367],[2853287],[2853882],[2854149],[2854757],[2857081],[2857746],[2857956],[2858689],[2859383],[2859564],[2859837],[2859885],[2860146],[2860417],[2860701],[2861424],[2863579],[2864066],[2864111],[2866926],[2867279],[2867324],[2868446],[2868709],[2869366],[2869414],[2870202],[2870508],[2870890],[2871810],[2872142],[2872405],[2872672],[2873070],[2873280],[2873589],[2875308],[2875769],[2875814],[2876153],[2877455],[2877761],[2878255],[2878389],[2878518],[2879341],[2879386],[2879557],[2879586],[2880097],[2880673],[2880702],[2880807],[2880904],[2881160],[2881205],[2882111],[2882327],[2882356],[2882590],[2883247],[2883295],[2884453],[2884587],[2884783],[2885972],[2886001],[2886106],[2886203],[2886524],[2886645],[2886674],[2887325],[2887445],[2887490],[2888256],[2888301],[2888377],[2888511],[2888640],[2889463],[2889508],[2889679],[2889708],[2890219],[2890978],[2891099],[2891128],[2892015],[2892060],[2892136],[2892270],[2892322],[2892485],[2892530],[2893061],[2893632],[2893684],[2893805],[2893834],[2894485],[2894605],[2894650],[2895422],[2895585],[2895630],[2896212],[2896264],[2896385],[2896414],[2896431],[2896529],[2897216],[2897379],[2897424],[2897955],[2898512],[2898610],[2898922],[2899085],[2899130],[2899149],[2899648],[2899746],[2900427],[2900489],[2900729],[2900827],[2901170],[2901664],[2901822],[2902371] ] cell #5669 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1582544],[1711183],[1828472],[1837572],[1904732],[1950572],[1984760],[2004737],[2023164],[2052861],[2066523],[2099298],[2118003],[2126719],[2134788],[2154189],[2163420],[2174166],[2206341],[2223631],[2226390],[2232396],[2236476],[2257938],[2265958],[2276643],[2285359],[2286399],[2302892],[2317324],[2323881],[2324658],[2329569],[2353012],[2356701],[2357605],[2370302],[2373061],[2379067],[2380057],[2384359],[2390770],[2413761],[2413881],[2415514],[2436745],[2442824],[2443601],[2445048],[2451177],[2457734],[2458511],[2463422],[2464352],[2467111],[2470934],[2489801],[2492333],[2494201],[2497066],[2504885],[2511296],[2520883],[2521003],[2534287],[2534407],[2535562],[2536040],[2542119],[2542896],[2544560],[2550890],[2553998],[2561264],[2562532],[2576928],[2577959],[2584946],[2589346],[2596826],[2599358],[2601226],[2604091],[2608945],[2609065],[2611004],[2614830],[2620129],[2621160],[2623749],[2630079],[2638227],[2638630],[2644557],[2645825],[2653900],[2654931],[2656199],[2661918],[2666318],[2671843],[2675669],[2676072],[2679386],[2683212],[2688511],[2689542],[2691744],[2692079],[2692574],[2695570],[2701900],[2704489],[2704892],[2710819],[2712087],[2723694],[2724029],[2724524],[2729963],[2731196],[2733789],[2734192],[2737853],[2740336],[2744162],[2747879],[2748214],[2748709],[2751705],[2758035],[2763149],[2764673],[2768263],[2770122],[2772270],[2772605],[2773100],[2780823],[2781653],[2784609],[2787092],[2788325],[2790918],[2796565],[2800654],[2803030],[2804554],[2809949],[2811473],[2816922],[2819070],[2819900],[2820303],[2822924],[2826123],[2828688],[2834171],[2836547],[2840636],[2842160],[2842495],[2848271],[2852520],[2855085],[2858284],[2868599],[2871043] ] cell #5670 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2322730],[2382343],[2412715],[2456583],[2466263],[2474042],[2485922],[2493632],[2533241],[2535626],[2540968],[2542122],[2564372],[2576992],[2581067],[2587478],[2590756],[2592947],[2600657],[2603108],[2607899],[2620193],[2633187],[2638994],[2647665],[2649112],[2651005],[2653964],[2658039],[2661637],[2664450],[2665749],[2667728],[2673945],[2676436],[2685854],[2688575],[2692293],[2700869],[2700933],[2701096],[2702488],[2705256],[2706715],[2713927],[2715374],[2717267],[2721063],[2724243],[2732065],[2732129],[2732292],[2734556],[2736015],[2736600],[2742438],[2743184],[2744565],[2744701],[2744929],[2747458],[2748428],[2754347],[2757004],[2757068],[2757231],[2758623],[2761813],[2763420],[2769639],[2770753],[2770981],[2771849],[2772819],[2778192],[2779982],[2781158],[2781372],[2783356],[2783550],[2789194],[2789258],[2789421],[2789940],[2791321],[2791457],[2791685],[2793144],[2795585],[2796417],[2800506],[2800922],[2801694],[2802749],[2803301],[2803495],[2807425],[2808613],[2810220],[2813145],[2815063],[2816439],[2817553],[2817781],[2818229],[2818649],[2819405],[2819619],[2821722],[2822136],[2823451],[2825341],[2826650],[2827123],[2827708],[2828540],[2829146],[2831064],[2832133],[2833191],[2834023],[2838112],[2838260],[2838528],[2839300],[2840355],[2840907],[2841101],[2843758],[2844625],[2845039],[2846354],[2847069],[2847483],[2848798],[2850688],[2850836],[2851318],[2851732],[2853047],[2854937],[2855719],[2856246],[2856719],[2857304],[2858136],[2858742],[2860660],[2861498],[2862365],[2862779],[2863317],[2864184],[2864598],[2865386],[2865913],[2866530],[2867397],[2867811],[2869126],[2869841],[2870255],[2871570],[2873460],[2873608],[2874728],[2874912],[2876227],[2877094],[2877508],[2878592],[2879459],[2879873],[2880411],[2881278],[2881692],[2882480],[2883007],[2884033],[2885710],[2887215],[2887399],[2888714],[2889581],[2889995],[2890721],[2892882],[2894559],[2896781] ] cell #5671 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2744439],[2791195],[2814937],[2830938],[2837243],[2849819],[2855656],[2860534],[2862080],[2865323],[2872591],[2874665],[2879174],[2882417],[2887152], [2225422,2685867],[2323742,2732281],[2355733,2649125],[2372093,2754360],[2412985,2770733],[2442685,2701085],[2457595,2789410],[2466143,2715387],[2489675,2800893],[2520107,2744681],[2533511,2817533],[2541980,2757220],[2543035,2667741],[2544434,2821693],[2584820,2779788],[2596700,2838499],[2608169,2791437],[2609801,2717256],[2609930,2609940],[2614704,2844596],[2623623,2847040],[2629698,2876486],[2638101,2851289],[2638504,2806593],[2661792,2818035],[2667108,2758466],[2667884,2667895],[2675543,2862336],[2675946,2824509],[2683086,2864155],[2684512,2885274],[2692448,2831769],[2695444,2867368],[2704363,2869812],[2704766,2837280],[2710438,2888973],[2712137,2789564],[2716747,2716753],[2724398,2845990],[2731070,2876457],[2733663,2877065],[2734066,2849856],[2737903,2806831],[2744036,2879430],[2748583,2855882],[2751579,2881249],[2753005,2894123],[2754500,2754506],[2757654,2894818],[2763023,2884004],[2764723,2824747],[2768137,2863766],[2772974,2865549],[2775787,2775793],[2781527,2868762],[2783022,2897156],[2784659,2837518],[2788199,2888944],[2790792,2889552],[2792218,2898097],[2795548,2890633],[2797912,2797918],[2799637,2875557],[2802904,2876676],[2804604,2850094],[2809823,2892853],[2811523,2854343],[2811667,2893455],[2812724,2899598],[2814034,2814040],[2819774,2882643],[2820177,2894789],[2821269,2883314],[2822861,2883904],[2826060,2863237],[2827671,2885040],[2828738,2864836],[2828882,2864564],[2830035,2830041],[2833154,2896693],[2835518,2835524],[2835631,2887981],[2836421,2897127],[2840510,2889163],[2842210,2872866],[2842354,2889961],[2843411,2873658],[2848208,2876147],[2848737,2849218],[2849105,2849111],[2852457,2892753],[2854068,2899510],[2854299,2893392],[2857267,2893889],[2858334,2881930],[2858478,2881658],[2859631,2859637],[2859744,2882946],[2864501,2864792],[2868536,2897027],[2870980,2888634],[2871509,2871990],[2871877,2871883],[2872822,2889898],[2881595,2881886] ] cell #5672 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1838542],[1959620],[2067111],[2075964],[2135376],[2177025],[2206929],[2240429],[2266546],[2279011],[2306845],[2330157],[2337155],[2353600],[2361558],[2398020],[2412891],[2414469],[2419467],[2423120],[2440698],[2447565],[2464010],[2478168],[2494055],[2494179],[2495498],[2499583],[2518546],[2522415],[2533417],[2534995],[2539993],[2549237],[2565858],[2566403],[2567209],[2568498],[2585193],[2591849],[2601080],[2601204],[2602523],[2606608],[2608075],[2609653],[2612484],[2626519],[2626585],[2628426],[2629331],[2632089],[2642904],[2651181],[2659525],[2660070],[2660876],[2662165],[2666172],[2666296],[2667615],[2668801],[2668867],[2673323],[2680866],[2681822],[2693224],[2702911],[2703035],[2707259],[2707325],[2709166],[2710071],[2712829],[2715413],[2715958],[2716764],[2718141],[2720718],[2725174],[2726987],[2731443],[2737294],[2737360],[2741816],[2746211],[2746756],[2749359],[2750315],[2754475],[2754541],[2757287],[2761603],[2764114],[2764180],[2766717],[2769294],[2773750],[2775270],[2775762],[2775828],[2777847],[2779870],[2782303],[2782655],[2784116],[2788572],[2789528],[2797395],[2797887],[2797953],[2801484],[2802315],[2804061],[2806675],[2806795],[2808403],[2810119],[2810980],[2813517],[2814009],[2814075],[2816094],[2820550],[2823799],[2824591],[2824711],[2828128],[2829518],[2830010],[2830076],[2831668],[2835001],[2835559],[2837362],[2837482],[2839090],[2839921],[2841667],[2845241],[2845889],[2849146],[2849938],[2850058],[2853395],[2854307],[2855781],[2857724],[2859114],[2859672],[2859945],[2861461],[2863848],[2864800],[2865448],[2868013],[2869474],[2871918],[2872830],[2873048],[2875976],[2876190],[2878555],[2880075],[2881894],[2884820],[2887362],[2888677] ] cell #5673 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2629701],[2667898],[2684503],[2700247],[2710441],[2716782],[2720652],[2726921],[2730976],[2752996],[2754559],[2756382],[2757657],[2758485],[2769228],[2775846],[2777781],[2783025],[2784050],[2785686],[2788105],[2789602],[2792209],[2797971],[2803995],[2805631],[2806869],[2810914],[2811670],[2812715],[2813269],[2814093],[2816028],[2818019],[2820083],[2821272],[2823733],[2824785],[2828885],[2829270],[2830094],[2831753],[2835493],[2835577],[2835622],[2836327],[2836854],[2837556],[2841601],[2842357],[2843237],[2843402],[2844746],[2845163],[2845974],[2849080],[2849164],[2849209],[2849430],[2850132],[2851087],[2853329],[2853642],[2854187],[2854269],[2854381],[2855423],[2855866],[2858481],[2858866],[2859606],[2859690],[2859735],[2860440],[2861559],[2861820],[2862134],[2864305],[2864722],[2864762],[2864874],[2865090],[2865533],[2867518],[2867935],[2868245],[2868661],[2868746],[2869610],[2871852],[2871936],[2871981],[2872165],[2872202],[2872710],[2872792],[2872904],[2874272],[2874341],[2874527],[2875913],[2876091],[2876288],[2876549],[2876660],[2876863],[2878278],[2878653],[2878914],[2879228],[2879997],[2880942],[2881399],[2881816],[2881856],[2881968],[2882126],[2882184],[2882542],[2882627],[2883355],[2883569],[2883591],[2883739],[2884476],[2884850],[2885008],[2885070],[2885139],[2885325],[2886241],[2886539],[2886759],[2886828],[2887014],[2887721],[2888400],[2888463],[2888578],[2888775],[2889036],[2889147],[2889350],[2890119],[2890197],[2890423],[2890993],[2891252],[2891274],[2891422],[2892159],[2892222],[2892418],[2892440],[2892588],[2892999],[2893254],[2893669],[2893699],[2893857],[2893919],[2893988],[2894174],[2894522],[2894881],[2895518],[2895540],[2895709],[2896249],[2896279],[2896483],[2896566],[2896862],[2897312],[2897334],[2897482],[2897893],[2898148],[2898564],[2898647],[2899018],[2899040],[2899224],[2899700],[2900079],[2900564],[2900781],[2900909],[2901731] ] cell #5674 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2700256],[2756391],[2785695],[2805640],[2813278],[2829279],[2836884],[2843246],[2845172],[2849460],[2858875],[2861850],[2867944],[2872232],[2878944], [2323807,2736444],[2413692,2774588],[2442750,2587907],[2457660,2707144],[2494227,2805500],[2520814,2648434],[2534218,2750197],[2542045,2664879],[2543094,2667949],[2562611,2828927],[2566271,2885294],[2589372,2700116],[2601252,2785555],[2608876,2714696],[2609590,2609866],[2609887,2717454],[2611083,2843893],[2629685,2891567],[2645904,2742744],[2656278,2812926],[2659938,2894143],[2666344,2756251],[2667117,2758479],[2667552,2667815],[2671922,2861633],[2679465,2863452],[2684347,2885341],[2691823,2831326],[2692158,2775460],[2710425,2897627],[2712146,2789577],[2712166,2789500],[2715826,2898117],[2716732,2716773],[2723773,2845547],[2724108,2797585],[2730042,2876362],[2737912,2806844],[2737932,2806767],[2740415,2878727],[2746624,2899618],[2747958,2855439],[2748293,2813707],[2752840,2894190],[2754485,2754550],[2757641,2900224],[2764732,2824760],[2764752,2824683],[2772349,2865106],[2772684,2829708],[2775772,2775837],[2780902,2868319],[2781755,2897186],[2783009,2901143],[2784668,2837531],[2784688,2837454],[2787171,2888849],[2792053,2898164],[2793380,2890246],[2796644,2874543],[2797897,2797962],[2800733,2847657],[2803132,2876516],[2804613,2850107],[2804633,2850030],[2811532,2854356],[2811552,2854279],[2811654,2880006],[2812559,2893270],[2814019,2814084],[2819149,2882200],[2820002,2894848],[2821256,2883364],[2823220,2883884],[2826419,2863217],[2828747,2864849],[2828767,2864772],[2828869,2864731],[2830020,2830085],[2834250,2887030],[2834762,2897007],[2835433,2887751],[2835503,2835568],[2840738,2889003],[2842219,2872879],[2842239,2872802],[2842341,2890128],[2844813,2874496],[2846925,2847257],[2848567,2876127],[2849020,2876579],[2849090,2849155],[2852816,2892733],[2853709,2893223],[2858343,2881943],[2858363,2881866],[2858465,2881825],[2859546,2894911],[2859616,2859681],[2864040,2864372],[2867585,2886983],[2871339,2888614],[2871792,2889066],[2871862,2871927],[2881134,2881466] ] cell #5675 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2077030],[2185667],[2279494],[2287632],[2337638],[2373623],[2398503],[2426248],[2448048],[2458770],[2481296],[2500066],[2505757],[2519029],[2525543],[2554870],[2567692],[2571626],[2574678],[2588321],[2593819],[2607091],[2617879],[2629868],[2630922],[2634059],[2648537],[2651650],[2661359],[2665293],[2672171],[2684625],[2684633],[2685279],[2686261],[2698619],[2703652],[2710608],[2711662],[2714799],[2717247],[2719185],[2729028],[2730291],[2730921],[2731218],[2732952],[2740664],[2753118],[2753126],[2753772],[2754754],[2757824],[2758878],[2759723],[2762647],[2767761],[2768423],[2770001],[2776314],[2783192],[2786157],[2787420],[2788050],[2788347],[2790081],[2792331],[2792339],[2792985],[2793923],[2795515],[2798439],[2799604],[2800889],[2802344],[2802528],[2806523],[2809447],[2812837],[2812845],[2814561],[2815223],[2816801],[2818135],[2820028],[2820325],[2821689],[2822847],[2824439],[2826046],[2827638],[2828097],[2830562],[2831529],[2831869],[2833121],[2836045],[2836272],[2836569],[2837210],[2838495],[2839950],[2840134],[2840796],[2842374],[2845750],[2846090],[2848194],[2849786],[2851285],[2851492],[2852443],[2853526],[2854035],[2854964],[2855642],[2855982],[2857234],[2857693],[2858519],[2859974],[2860158],[2862047],[2862332],[2862539],[2865309],[2865649],[2866604],[2866661],[2868195],[2868522],[2868862],[2869503],[2870015],[2870966],[2872558],[2873017],[2874651],[2874986],[2875043],[2876776],[2877268],[2878031],[2879141],[2879633],[2880044],[2880485],[2880542],[2882403],[2882743],[2883808],[2884229],[2885449],[2885784],[2885841],[2887138],[2887270],[2888153],[2889263],[2889755],[2891347],[2891491],[2891912],[2892657],[2894298],[2895747],[2895772],[2897551] ] cell #5676 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [2152637],[2283807],[2364016],[2421925],[2445378],[2497396],[2522878],[2542451],[2551220],[2568961],[2591795],[2604421],[2616419],[2630409],[2632035],[2644887],[2662628],[2671638],[2673269],[2684801],[2697159],[2702230],[2711149],[2712775],[2720454],[2729758],[2731389],[2740131],[2741762],[2745751],[2753294],[2758365],[2761391],[2767563],[2769030],[2777583],[2780618],[2782249],[2786887],[2788518],[2792507],[2793474],[2800170],[2801272],[2808191],[2810716],[2811268],[2814363],[2815830],[2818865],[2820496],[2821013],[2826446],[2830364],[2832496],[2834789],[2835295],[2837776],[2838878],[2841046],[2841403],[2841955],[2843183],[2846717],[2850352],[2851871],[2852010],[2854095],[2856042],[2856609],[2858695],[2858902],[2859408],[2862918],[2863057],[2865709],[2866276],[2866932],[2866969],[2870394],[2870533],[2872083],[2872618],[2875314],[2875351],[2877647],[2877786],[2877896],[2878196],[2880813],[2880850],[2884094],[2884394],[2886112],[2886149],[2886312],[2888018],[2888318],[2890766],[2891777],[2892077],[2893472],[2895208],[2896052],[2898380] ] cell #5677 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2587435],[2664407],[2667892],[2706672],[2716779],[2735972],[2747415],[2754556],[2758487],[2771806],[2775843],[2783527],[2789604],[2793101],[2796374],[2797968],[2802330],[2803472],[2806871],[2813135],[2814090],[2818025],[2818606],[2823428],[2824787],[2828204],[2828497],[2829136],[2830091],[2831759],[2833980],[2835574],[2837558],[2839936],[2841078],[2844519],[2844535],[2844592],[2845029],[2845980],[2847036],[2848594],[2848775],[2849161],[2850134],[2851212],[2853024],[2854383],[2854894],[2855872],[2857800],[2858093],[2858732],[2859687],[2859960],[2861441],[2862259],[2864078],[2864094],[2864151],[2864588],[2864737],[2864876],[2865539],[2867291],[2867307],[2867364],[2867801],[2868752],[2869103],[2869489],[2869735],[2869808],[2871366],[2871547],[2871933],[2872906],[2873124],[2873417],[2875781],[2875797],[2876170],[2876629],[2876666],[2876988],[2877061],[2878535],[2879353],[2879369],[2879426],[2879863],[2880012],[2880151],[2881172],[2881188],[2881245],[2881682],[2881831],[2881970],[2882633],[2882803],[2882984],[2883370],[2883384],[2883648],[2884000],[2884800],[2885014],[2885314],[2887342],[2887473],[2887530],[2887801],[2887838],[2888268],[2888284],[2888657],[2889116],[2889153],[2889475],[2889491],[2889548],[2889985],[2890134],[2890166],[2890273],[2890429],[2890576],[2891386],[2891683],[2892027],[2892043],[2892497],[2892513],[2892849],[2892943],[2893078],[2893243],[2893649],[2893863],[2894163],[2894430],[2894502],[2894633],[2894690],[2894961],[2894998],[2895185],[2895273],[2895597],[2895613],[2895862],[2896229],[2896489],[2896521],[2896546],[2896636],[2896826],[2897407],[2897446],[2897743],[2897837],[2897972],[2898137],[2898570],[2898602],[2898627],[2898708],[2898773],[2899113],[2899176],[2899199],[2899264],[2899738],[2899763],[2899853],[2900043],[2900516],[2900539],[2900597],[2900819],[2900844],[2900892],[2901220],[2901285],[2901714],[2901872],[2902096],[2902467] ] cell #5678 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1838537],[1959618],[2067109],[2075968],[2135374],[2177029],[2206927],[2240433],[2266544],[2279043],[2306849],[2330155],[2337187],[2353598],[2361562],[2398052],[2414467],[2419471],[2423181],[2440702],[2447597],[2464008],[2478229],[2494177],[2495502],[2499615],[2518578],[2522476],[2534993],[2539997],[2549298],[2566398],[2566407],[2567241],[2568559],[2585254],[2591910],[2601202],[2602527],[2606640],[2609651],[2612545],[2626617],[2628487],[2629333],[2629763],[2632150],[2642965],[2660065],[2660074],[2660908],[2662226],[2666294],[2667619],[2668899],[2673384],[2680927],[2681824],[2684210],[2693285],[2703033],[2707357],[2709227],[2710073],[2710503],[2712890],[2715953],[2715962],[2716796],[2718143],[2720750],[2725235],[2727019],[2728940],[2731504],[2737392],[2741877],[2746751],[2746760],[2749420],[2750317],[2752703],[2754573],[2757289],[2757719],[2759635],[2761605],[2764212],[2766719],[2769326],[2773811],[2775272],[2775860],[2777879],[2782364],[2782657],[2783087],[2784148],[2786069],[2788633],[2789530],[2791916],[2797397],[2797985],[2801486],[2802347],[2804093],[2806435],[2806797],[2808405],[2810121],[2811012],[2812422],[2813519],[2814107],[2816126],[2818047],[2820611],[2823831],[2824351],[2824713],[2828130],[2829520],[2830108],[2831670],[2831781],[2834413],[2835003],[2835591],[2837484],[2839092],[2839953],[2841699],[2845243],[2845891],[2846002],[2849178],[2850060],[2851387],[2853427],[2854309],[2855783],[2855894],[2857726],[2859116],[2859704],[2859977],[2861463],[2862434],[2864802],[2865450],[2865561],[2868015],[2869506],[2869910],[2871950],[2872832],[2873050],[2875978],[2876192],[2877163],[2878557],[2880077],[2881896],[2884822],[2884927],[2887364],[2888679] ] cell #5679 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [2152631],[2283801],[2364010],[2421919],[2445372],[2497390],[2522826],[2542445],[2551214],[2568909],[2591757],[2604415],[2616367],[2630403],[2631997],[2644881],[2662576],[2671610],[2673231],[2684749],[2697107],[2702224],[2711143],[2712737],[2720435],[2729730],[2731351],[2740103],[2741724],[2745699],[2753242],[2758359],[2761413],[2767535],[2769011],[2777564],[2780590],[2782211],[2786859],[2788480],[2792455],[2793468],[2800151],[2801294],[2808213],[2810697],[2811240],[2814335],[2815811],[2818837],[2820458],[2820961],[2826468],[2830336],[2832468],[2834811],[2835276],[2837757],[2838900],[2840877],[2841384],[2841927],[2843145],[2846689],[2850333],[2851573],[2851991],[2854117],[2856064],[2856581],[2858571],[2858924],[2859389],[2862620],[2863038],[2865731],[2866248],[2866713],[2866991],[2870096],[2870514],[2872014],[2872640],[2875095],[2875373],[2877349],[2877767],[2877956],[2878059],[2880594],[2880872],[2884154],[2884257],[2885893],[2886171],[2886342],[2888078],[2888181],[2890796],[2891837],[2891940],[2893502],[2895237],[2896082],[2898391] ] cell #5680 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2587438],[2664410],[2706675],[2735975],[2747418],[2759124],[2771809],[2783560],[2792996],[2793104],[2795427],[2796377],[2799516],[2802302],[2803505],[2813157],[2818146],[2818609],[2820925],[2823461],[2827550],[2828185],[2828500],[2829158],[2831880],[2833033],[2833983],[2837122],[2839908],[2840841],[2841111],[2844547],[2845051],[2846101],[2848616],[2848808],[2849698],[2851537],[2853057],[2853947],[2854897],[2855993],[2857146],[2857781],[2858096],[2858498],[2858754],[2859932],[2861448],[2861959],[2862584],[2864106],[2864610],[2865660],[2866640],[2867319],[2867823],[2868663],[2868774],[2868873],[2869136],[2869461],[2870060],[2871388],[2871580],[2872470],[2873105],[2873420],[2874258],[2874276],[2875022],[2875809],[2876177],[2876688],[2876787],[2877313],[2877938],[2878542],[2879053],[2879381],[2879528],[2879678],[2879714],[2879885],[2880132],[2880521],[2881200],[2881704],[2882544],[2882655],[2882754],[2882825],[2883017],[2883342],[2883387],[2883733],[2884136],[2884807],[2885056],[2885074],[2885494],[2885530],[2885820],[2886745],[2886763],[2887349],[2887509],[2887582],[2887860],[2888060],[2888296],[2888465],[2888664],[2889175],[2889274],[2889503],[2889650],[2889800],[2889836],[2890007],[2890199],[2890254],[2891238],[2891256],[2891416],[2891662],[2891735],[2891819],[2892055],[2892224],[2892525],[2892582],[2892985],[2893003],[2893106],[2893656],[2893671],[2893776],[2893905],[2893923],[2894343],[2894379],[2894509],[2894524],[2894669],[2894742],[2895020],[2895219],[2895625],[2895703],[2895804],[2895978],[2896236],[2896251],[2896356],[2896553],[2896568],[2896856],[2897298],[2897316],[2897476],[2897722],[2897795],[2897879],[2897897],[2898000],[2898375],[2898634],[2898649],[2898746],[2899004],[2899022],[2899210],[2899228],[2899694],[2899795],[2899969],[2900073],[2900415],[2900550],[2900568],[2900775],[2900887],[2900903],[2901258],[2901709],[2901725],[2901914],[2902390] ] cell #5681 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1582540],[1711181],[1828470],[1837574],[1904730],[1950574],[1984758],[2004735],[2023166],[2052859],[2066527],[2099300],[2118005],[2126717],[2134792],[2154187],[2163422],[2174164],[2206345],[2223635],[2226388],[2232398],[2236480],[2257940],[2265962],[2276645],[2285357],[2286397],[2302896],[2317328],[2323879],[2324660],[2329573],[2353016],[2356699],[2357609],[2370306],[2373059],[2379069],[2380059],[2384363],[2390774],[2413763],[2413885],[2415518],[2436749],[2442822],[2443603],[2445052],[2451181],[2457732],[2458513],[2463426],[2464356],[2467109],[2470938],[2489805],[2492337],[2494203],[2497070],[2504889],[2511300],[2520885],[2521007],[2534289],[2534411],[2535566],[2536044],[2542117],[2542898],[2544564],[2550894],[2554002],[2561268],[2562534],[2576932],[2577963],[2584950],[2589348],[2596830],[2599362],[2601228],[2604095],[2608947],[2609069],[2611006],[2614834],[2620133],[2621164],[2623753],[2630083],[2638231],[2638634],[2644561],[2645827],[2653904],[2654935],[2656201],[2661922],[2666320],[2671845],[2675673],[2676076],[2679388],[2683216],[2688515],[2689546],[2691746],[2692081],[2692578],[2695574],[2701904],[2704493],[2704896],[2710823],[2712089],[2723696],[2724031],[2724528],[2729965],[2731200],[2733793],[2734196],[2737855],[2740338],[2744166],[2747881],[2748216],[2748713],[2751709],[2758039],[2763153],[2764675],[2768267],[2770124],[2772272],[2772607],[2773104],[2780825],[2781657],[2784611],[2787094],[2788329],[2790922],[2796567],[2800656],[2803034],[2804556],[2809953],[2811475],[2816924],[2819072],[2819904],[2820307],[2822926],[2826125],[2828690],[2834173],[2836551],[2840640],[2842162],[2842497],[2848273],[2852522],[2855087],[2858286],[2868601],[2871045] ] cell #5682 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2322731],[2382344],[2412719],[2456584],[2466264],[2474046],[2485926],[2493636],[2533245],[2535627],[2540969],[2542123],[2564376],[2576993],[2581071],[2587482],[2590757],[2592951],[2600661],[2603109],[2607903],[2620194],[2633191],[2638995],[2647669],[2649113],[2651009],[2653965],[2658043],[2661646],[2664454],[2665753],[2667729],[2673949],[2676437],[2685855],[2688576],[2692302],[2700873],[2700934],[2701100],[2702492],[2705257],[2706719],[2713931],[2715375],[2717271],[2721067],[2724252],[2732069],[2732130],[2732296],[2734557],[2736019],[2736618],[2742442],[2743188],[2744569],[2744716],[2744930],[2747462],[2748437],[2754348],[2757008],[2757069],[2757235],[2758627],[2761840],[2763438],[2769643],[2770768],[2770982],[2771853],[2772828],[2778196],[2780009],[2781160],[2781381],[2783374],[2783577],[2789198],[2789259],[2789425],[2789944],[2791325],[2791472],[2791686],[2793148],[2795603],[2796421],[2800510],[2800937],[2801721],[2802758],[2803319],[2803522],[2807429],[2808640],[2810238],[2813163],[2815067],[2816443],[2817568],[2817782],[2818256],[2818653],[2819407],[2819628],[2821737],[2822154],[2823478],[2825345],[2826677],[2827132],[2827726],[2828544],[2829164],[2831068],[2832160],[2833209],[2834027],[2838116],[2838262],[2838543],[2839327],[2840364],[2840925],[2841128],[2843767],[2844640],[2845057],[2846381],[2847084],[2847501],[2848825],[2850692],[2850838],[2851333],[2851750],[2853074],[2854941],[2855721],[2856273],[2856728],[2857322],[2858140],[2858760],[2860664],[2861507],[2862380],[2862797],[2863326],[2864199],[2864616],[2865388],[2865940],[2866539],[2867412],[2867829],[2869153],[2869856],[2870273],[2871597],[2873464],[2873610],[2874730],[2874921],[2876236],[2877109],[2877526],[2878601],[2879474],[2879891],[2880420],[2881293],[2881710],[2882482],[2883034],[2884048],[2885719],[2887217],[2887408],[2888723],[2889596],[2890013],[2890730],[2892897],[2894568],[2896790] ] cell #5683 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2811163],[2841850],[2856504],[2866171],[2869862],[2877115],[2880390],[2883265],[2884054],[2885689],[2889602],[2890700],[2892903],[2894538],[2896760], [2413756,2770329],[2494835,2802370],[2520878,2855292],[2534282,2817129],[2566470,2828070],[2589980,2869529],[2601860,2839976],[2608940,2842702],[2609938,2793561],[2626495,2847849],[2649763,2880017],[2660137,2857666],[2666952,2860000],[2667879,2821237],[2667886,2821403],[2668777,2860872],[2698316,2887225],[2707235,2870621],[2716025,2872990],[2716749,2843141],[2717381,2843355],[2720628,2874286],[2726897,2875601],[2737270,2877966],[2737543,2892349],[2754451,2882058],[2754502,2858567],[2758470,2860388],[2764090,2884164],[2764363,2895449],[2769204,2885084],[2775738,2886424],[2775789,2866709],[2777757,2886773],[2784026,2888088],[2784299,2897243],[2789568,2872052],[2797863,2890878],[2797914,2875091],[2802225,2891545],[2802300,2876501],[2803971,2891847],[2804244,2898949],[2806835,2878097],[2810890,2893013],[2813985,2893584],[2814036,2880590],[2816004,2893933],[2823709,2895354],[2824751,2884295],[2826908,2900607],[2828187,2885283],[2829986,2896164],[2830037,2885889],[2835469,2896938],[2835520,2887578],[2837522,2888219],[2839831,2897605],[2839906,2888988],[2841577,2897907],[2844646,2898412],[2847090,2901747],[2849056,2898854],[2849107,2891731],[2850098,2891978],[2853305,2899345],[2854347,2893144],[2857783,2894132],[2859582,2900155],[2859633,2894738],[2859855,2900202],[2859930,2894833],[2861477,2895258],[2863296,2900593],[2864205,2900629],[2864566,2885528],[2864840,2896016],[2867418,2900924],[2869384,2901121],[2869459,2897171],[2871828,2901366],[2871879,2897791],[2872870,2898038],[2873107,2898106],[2876206,2898758],[2876507,2891737],[2878571,2899249],[2879480,2901987],[2879712,2893457],[2880134,2899607],[2881299,2902128],[2881660,2894377],[2881934,2900007],[2883316,2883340],[2885253,2895986],[2887378,2901025],[2887584,2897177],[2888693,2901270],[2888994,2897797],[2889834,2889963],[2890237,2890256],[2893114,2899577],[2894102,2899977],[2894744,2894839],[2898008,2898076] ] cell #5684 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2077031],[2185668],[2279495],[2287637],[2337639],[2373628],[2398504],[2426253],[2448049],[2458826],[2481301],[2500067],[2505813],[2519030],[2525548],[2554926],[2567693],[2571631],[2574729],[2588326],[2591881],[2593875],[2607092],[2617930],[2629869],[2630927],[2632121],[2634115],[2648593],[2651701],[2661360],[2665298],[2672222],[2673355],[2684626],[2684638],[2685335],[2686312],[2698670],[2710609],[2711667],[2712861],[2714855],[2717248],[2719236],[2720487],[2729239],[2730342],[2730933],[2731219],[2731227],[2731475],[2740715],[2741848],[2753119],[2753131],[2753828],[2754805],[2757825],[2758883],[2760322],[2761440],[2767812],[2768573],[2769063],[2770008],[2770023],[2776365],[2777616],[2782335],[2783193],[2786368],[2787471],[2788062],[2788348],[2788356],[2788604],[2792332],[2792344],[2793041],[2794372],[2798490],[2800203],[2800998],[2801321],[2807122],[2808240],[2810749],[2812838],[2812850],[2814612],[2815373],[2815863],[2816808],[2816823],[2818346],[2820040],[2820326],[2820334],[2820582],[2822022],[2825038],[2826495],[2830613],[2831978],[2832250],[2834838],[2835328],[2836284],[2836570],[2836578],[2837809],[2838604],[2838927],[2840946],[2841436],[2842381],[2842396],[2846199],[2846471],[2850385],[2851618],[2851771],[2852043],[2853538],[2854144],[2854971],[2854986],[2856091],[2856363],[2858628],[2858951],[2859441],[2862665],[2862818],[2863090],[2865758],[2866030],[2866616],[2866865],[2867018],[2868202],[2868217],[2870294],[2870566],[2872667],[2874998],[2875247],[2875400],[2877547],[2877819],[2878038],[2878053],[2880497],[2880746],[2880899],[2884236],[2884251],[2885796],[2886045],[2886198],[2888160],[2888175],[2891359],[2891919],[2891934],[2895779],[2895794] ] cell #5685 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2256523],[2377652],[2382338],[2450259],[2466261],[2502277],[2523214],[2535624],[2542125],[2569297],[2576990],[2591770],[2603111],[2609302],[2616755],[2620191],[2632010],[2638997],[2651894],[2653962],[2661660],[2662964],[2673244],[2676439],[2685137],[2686505],[2688573],[2692316],[2697495],[2700931],[2705259],[2712750],[2720385],[2720448],[2721783],[2724266],[2731258],[2731364],[2732127],[2734559],[2737027],[2741737],[2744932],[2746087],[2748451],[2753630],[2754998],[2757066],[2761460],[2763847],[2768961],[2769024],[2770249],[2770326],[2770359],[2770984],[2772842],[2777514],[2777577],[2778912],[2781395],[2782224],[2783783],[2788387],[2788493],[2789256],[2791688],[2792843],[2795301],[2800101],[2800164],[2801341],[2802151],[2802372],[2802772],[2803728],[2808260],[2810647],[2810710],[2812045],[2815761],[2815824],[2817049],[2817126],[2817159],[2817784],[2819642],[2820365],[2820471],[2821234],[2821349],[2822345],[2826515],[2827146],[2827424],[2828071],[2832907],[2834858],[2835289],[2836609],[2837707],[2837770],[2838947],[2839757],[2839978],[2840378],[2841334],[2841397],[2842622],[2842699],[2842732],[2843158],[2843357],[2843781],[2847369],[2847850],[2850283],[2850346],[2851941],[2852004],[2853821],[2854164],[2855212],[2855289],[2856111],[2856742],[2857020],[2857667],[2858584],[2858971],[2859402],[2859781],[2860002],[2860402],[2860873],[2862988],[2863051],[2865778],[2866553],[2866726],[2867038],[2868648],[2869310],[2869531],[2870141],[2870527],[2870622],[2872066],[2872344],[2872687],[2872991],[2874935],[2875108],[2875420],[2877394],[2877780],[2877967],[2878111],[2878328],[2879210],[2880018],[2880607],[2880919],[2882059],[2882529],[2884165],[2884309],[2884526],[2885906],[2886218],[2886414],[2886425],[2887226],[2888233],[2888450],[2890868],[2890879],[2891992],[2892209],[2892350],[2893574],[2893585],[2895450],[2896154],[2896165],[2897244],[2898737],[2898950],[2900608] ] cell #5686 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2835226],[2859339],[2870464],[2877717],[2880434],[2885733],[2888089],[2890204],[2890744],[2891848],[2894582],[2895355],[2896804],[2897908],[2899346], [2494902,2731310],[2567043,2770287],[2590047,2836661],[2601927,2788439],[2629879,2802136],[2650336,2855250],[2660710,2817087],[2667019,2820417],[2667947,2759162],[2681829,2827101],[2701700,2869295],[2710619,2839742],[2716598,2842660],[2717448,2793342],[2717458,2793524],[2718148,2843736],[2742779,2879192],[2750322,2856697],[2757835,2859766],[2758481,2820938],[2759043,2821195],[2761610,2861476],[2766724,2863295],[2775277,2866508],[2775495,2886396],[2789535,2872021],[2789579,2840854],[2792944,2843129],[2797402,2874890],[2797620,2890850],[2801491,2876205],[2806802,2878066],[2806846,2851550],[2808410,2878570],[2813524,2880389],[2813742,2893556],[2818079,2858555],[2824718,2884264],[2824762,2862597],[2828135,2885252],[2828198,2864545],[2829525,2885688],[2829743,2896136],[2831813,2866697],[2835008,2887377],[2837489,2888188],[2837533,2870073],[2839097,2888692],[2845248,2890699],[2846034,2875079],[2847692,2898719],[2848663,2876489],[2850065,2891947],[2850109,2877326],[2854314,2893113],[2854358,2879691],[2855926,2880578],[2857731,2894101],[2857794,2881639],[2859121,2894537],[2861521,2895257],[2863340,2900592],[2864807,2895985],[2864851,2885507],[2865593,2885877],[2868020,2896759],[2868806,2887566],[2871435,2888976],[2872837,2898007],[2872881,2889813],[2873055,2898075],[2873118,2889942],[2874287,2898413],[2875602,2901748],[2876250,2898757],[2876518,2891748],[2876720,2891719],[2878615,2899248],[2880082,2899576],[2880145,2893436],[2881901,2899976],[2881945,2894356],[2882687,2894726],[2882872,2894821],[2885085,2900630],[2885297,2896030],[2886774,2900925],[2887422,2901024],[2887595,2897188],[2887907,2897159],[2888737,2901269],[2889005,2897808],[2889207,2897779],[2890248,2890267],[2891546,2898855],[2893014,2901988],[2893158,2899621],[2893934,2902129],[2894146,2900021],[2894755,2894850],[2895052,2895067],[2896939,2901122],[2897606,2901367],[2898052,2898120],[2900156,2900203] ] cell #5687 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2854125],[2872648],[2880880],[2886179],[2888121],[2891880],[2893523],[2895028],[2895387],[2896103],[2897940],[2898472],[2899378],[2900094],[2900984], [2567175,2770327],[2609936,2793559],[2630444,2802371],[2650468,2855290],[2660842,2817127],[2667809,2821235],[2667890,2821401],[2684685,2828073],[2702265,2869530],[2711184,2839977],[2716730,2842700],[2716751,2843139],[2717316,2843356],[2728948,2847855],[2745635,2880020],[2753178,2857669],[2754504,2858565],[2758400,2860001],[2758468,2860390],[2759643,2860878],[2775791,2866707],[2779808,2887230],[2786077,2870627],[2789566,2872054],[2792391,2872993],[2795435,2874292],[2797916,2875089],[2799524,2875607],[2806443,2877972],[2806613,2892354],[2806833,2878099],[2814038,2880588],[2818055,2882064],[2824359,2884170],[2824529,2895454],[2824749,2884297],[2827558,2885090],[2830039,2885887],[2831789,2886430],[2833041,2886779],[2835522,2887576],[2837130,2888094],[2837300,2897248],[2837520,2888221],[2846010,2890884],[2848624,2876432],[2848673,2848715],[2849109,2891729],[2849706,2891853],[2849876,2898954],[2850096,2891980],[2853955,2893019],[2854345,2893146],[2855902,2893590],[2857154,2893939],[2859635,2894736],[2861967,2895360],[2863786,2900612],[2864504,2864532],[2864568,2896040],[2864838,2896018],[2865569,2896170],[2868782,2896944],[2871396,2888919],[2871445,2871487],[2871881,2897789],[2872478,2897913],[2872868,2898040],[2874319,2898424],[2875634,2901753],[2876505,2898887],[2876696,2898860],[2879061,2899351],[2881598,2881626],[2881662,2900031],[2881932,2900009],[2882663,2900161],[2882833,2894764],[2882882,2882924],[2883318,2895077],[2883754,2900440],[2884674,2902412],[2885117,2900641],[2885245,2900689],[2886806,2900936],[2887868,2897102],[2887917,2887959],[2888992,2901399],[2889183,2901372],[2889901,2889929],[2889965,2898062],[2890235,2898289],[2891437,2901773],[2892603,2901939],[2893046,2899395],[2893168,2893459],[2893395,2893423],[2893966,2902140],[2894094,2902188],[2894837,2900188],[2896877,2901013],[2896971,2897175],[2897497,2902612],[2898068,2901483],[2899462,2899569] ] cell #5688 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1320457],[1450660],[1572518],[1581579],[1653726],[1701802],[1739047],[1780963],[1813081],[1827639],[1864084],[1894717],[1903899],[1925318],[1935522],[1983927],[2004810],[2006783],[2013641],[2018286],[2042814],[2052028],[2073447],[2094420],[2118074],[2118215],[2119977],[2125886],[2153356],[2158542],[2174239],[2176212],[2183070],[2197482],[2223597],[2224438],[2225557],[2227518],[2253060],[2262874],[2276714],[2276855],[2278617],[2284526],[2286472],[2288445],[2293672],[2317251],[2317448],[2320710],[2322108],[2326485],[2344153],[2356774],[2370268],[2371109],[2372228],[2374189],[2380128],[2380269],[2382031],[2384286],[2384483],[2392890],[2406294],[2407843],[2427525],[2443672],[2443813],[2451104],[2451301],[2454563],[2455961],[2460338],[2464318],[2465159],[2466278],[2468841],[2474166],[2482573],[2486046],[2494453],[2504812],[2505009],[2513416],[2520969],[2521810],[2526820],[2528369],[2535489],[2535686],[2540346],[2548797],[2553925],[2554122],[2559171],[2564496],[2572903],[2575866],[2576855],[2577052],[2581191],[2584878],[2589598],[2590134],[2593071],[2601478],[2603027],[2619067],[2620056],[2620253],[2627986],[2629725],[2633311],[2638562],[2638913],[2642464],[2645873],[2647789],[2652838],[2653827],[2654024],[2658163],[2666570],[2674069],[2676004],[2676355],[2684374],[2687449],[2688438],[2688635],[2692127],[2699807],[2700993],[2704824],[2705175],[2708726],[2710465],[2714051],[2722324],[2724077],[2732189],[2734124],[2734475],[2742562],[2744848],[2748262],[2752867],[2755942],[2757128],[2757681],[2761532],[2768195],[2770900],[2772653],[2779453],[2783049],[2789318],[2791604],[2792080],[2800702],[2801413],[2808332],[2812586],[2817700],[2826587],[2834930],[2839019] ] cell #5689 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2390175],[2403579],[2491738],[2510701],[2524105],[2566072],[2566172],[2570188],[2586883],[2598763],[2617093],[2629599],[2648733],[2659739],[2659839],[2663855],[2671693],[2678726],[2685475],[2697833],[2700380],[2710339],[2714995],[2715627],[2715727],[2720382],[2729303],[2729813],[2731275],[2740186],[2744495],[2746425],[2746525],[2753968],[2756515],[2757555],[2761410],[2761442],[2762267],[2767618],[2768958],[2770025],[2777511],[2780673],[2781353],[2782923],[2785819],[2786432],[2786942],[2788404],[2791251],[2793181],[2793281],[2793307],[2795298],[2800098],[2801291],[2801323],[2802148],[2805764],[2808210],[2808242],[2809067],[2810644],[2811219],[2811323],[2814418],[2814993],[2815758],[2816825],[2818920],[2819600],[2820382],[2821097],[2821170],[2826465],[2826497],[2827421],[2830419],[2830994],[2832551],[2832904],[2834808],[2834840],[2835223],[2835254],[2835361],[2835665],[2836626],[2837704],[2837842],[2838455],[2838897],[2838929],[2839754],[2841331],[2841469],[2841906],[2842010],[2842398],[2843336],[2843554],[2846772],[2847366],[2850280],[2850418],[2851031],[2851938],[2852076],[2853818],[2854114],[2854146],[2854988],[2856061],[2856093],[2856560],[2856664],[2857017],[2858921],[2858953],[2859336],[2859367],[2859474],[2859778],[2860515],[2862985],[2863123],[2865728],[2865760],[2866227],[2866331],[2866497],[2866988],[2867020],[2868219],[2868645],[2869307],[2870138],[2870228],[2870461],[2870492],[2870599],[2872341],[2872431],[2872637],[2872669],[2873573],[2874879],[2875370],[2875402],[2877391],[2877481],[2877714],[2877745],[2877852],[2877953],[2878055],[2878325],[2878415],[2879207],[2880378],[2880686],[2880869],[2880901],[2882340],[2882526],[2884151],[2884253],[2884523],[2884613],[2885677],[2885985],[2886168],[2886200],[2886340],[2886411],[2886658],[2887224],[2888075],[2888177],[2888246],[2888447],[2889453],[2890510],[2890794],[2890865],[2891112],[2891834],[2891936],[2892005],[2892206],[2892348],[2892475],[2893500],[2893571],[2895234],[2895448],[2895575],[2895796],[2896080],[2896151],[2896417],[2897242],[2898389],[2898498],[2898734],[2898948],[2900409],[2900606],[2901742] ] cell #5690 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2439653],[2473969],[2485849],[2493979],[2538948],[2543058],[2564299],[2566248],[2580994],[2592874],[2596019],[2601004],[2609046],[2629528],[2633114],[2636259],[2647592],[2652231],[2657966],[2659915],[2661865],[2666096],[2667090],[2673872],[2686842],[2692521],[2700796],[2702835],[2703562],[2710268],[2712119],[2713854],[2715803],[2716999],[2720522],[2722120],[2724471],[2731992],[2732862],[2737885],[2742365],[2744497],[2745144],[2746601],[2747219],[2748656],[2754374],[2755335],[2756931],[2757484],[2758970],[2761430],[2762557],[2764705],[2769098],[2770696],[2771196],[2771610],[2773047],[2775661],[2777651],[2779249],[2781206],[2781600],[2781732],[2782852],[2784641],[2789121],[2789991],[2791253],[2791900],[2793357],[2795289],[2795330],[2796178],[2797786],[2800238],[2801311],[2802438],[2802977],[2803109],[2804586],[2806297],[2808230],[2809357],[2810784],[2811376],[2811505],[2812382],[2813908],[2814995],[2815898],[2817496],[2817996],[2818410],[2819453],[2819847],[2819979],[2821099],[2821296],[2822748],[2824213],[2826485],[2827412],[2827453],[2828301],[2828591],[2828720],[2829909],[2830996],[2832895],[2832936],[2833784],[2834828],[2835392],[2835955],[2836984],[2837844],[2838308],[2838917],[2840044],[2840583],[2840715],[2841471],[2842063],[2842192],[2843069],[2843273],[2847357],[2847398],[2847891],[2848095],[2848979],[2849560],[2850420],[2850884],[2852078],[2852344],[2853809],[2853850],[2854698],[2856081],[2856183],[2857008],[2857049],[2857897],[2858187],[2858316],[2858941],[2859043],[2859505],[2860068],[2860914],[2861222],[2863125],[2863556],[2863932],[2865748],[2865850],[2867008],[2867110],[2868423],[2870129],[2870170],[2870663],[2870867],[2871751],[2872332],[2872373],[2873221],[2873893],[2875390],[2875492],[2877382],[2877423],[2878008],[2878316],[2878357],[2880650],[2881026],[2882304],[2884206],[2884514],[2884555],[2885949],[2886380],[2886622],[2890834],[2891076] ] cell #5691 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2700314],[2756449],[2785753],[2805698],[2813661],[2829662],[2837139],[2843304],[2845385],[2849715],[2859258],[2861976],[2868157],[2872487],[2879070], [2119183,2630508],[2225354,2685176],[2260108,2702329],[2277823,2711248],[2322972,2731312],[2355665,2746126],[2372025,2753669],[2381237,2758464],[2407874,2768408],[2441915,2782172],[2456825,2788441],[2466075,2792882],[2467184,2717380],[2468872,2793908],[2514996,2810094],[2528400,2815208],[2541210,2820419],[2542967,2758983],[2543108,2667944],[2548828,2822832],[2559202,2826031],[2575897,2831514],[2576373,2831643],[2603058,2840781],[2609031,2792942],[2609872,2717462],[2619098,2845735],[2619574,2845864],[2628017,2848179],[2638944,2851477],[2642495,2852428],[2652869,2855627],[2653345,2855756],[2661850,2818077],[2667106,2758483],[2676386,2862524],[2684405,2864472],[2684520,2864513],[2687480,2865294],[2687956,2865423],[2692506,2831811],[2699838,2868507],[2705206,2870000],[2708757,2870951],[2712135,2789581],[2722355,2874636],[2724456,2846032],[2728624,2875951],[2731162,2876466],[2734506,2877253],[2737901,2806848],[2744879,2879618],[2748641,2855924],[2752898,2881566],[2753013,2881607],[2755973,2882388],[2761747,2883771],[2764721,2824764],[2766861,2884691],[2770931,2885434],[2773032,2865591],[2779484,2887123],[2781585,2868804],[2784657,2837535],[2788291,2888953],[2791635,2889740],[2792111,2889869],[2792226,2889910],[2795444,2874328],[2799533,2875643],[2801628,2891454],[2802962,2876718],[2804602,2850111],[2808547,2892620],[2811521,2854360],[2812617,2893363],[2812732,2893404],[2817731,2894283],[2819832,2882685],[2820269,2894798],[2827567,2885126],[2828272,2864944],[2828736,2864853],[2833050,2886815],[2835145,2896894],[2835639,2887979],[2836513,2897136],[2839234,2897514],[2840568,2889205],[2842208,2872883],[2843419,2873656],[2848633,2876705],[2848735,2849226],[2853964,2893055],[2854451,2880219],[2857163,2893975],[2857868,2882038],[2858332,2881947],[2859752,2882944],[2860592,2860626],[2868791,2887877],[2871405,2889192],[2871507,2871998],[2872974,2873192],[2882672,2882842] ] cell #5692 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2117986],[2186693],[2224235],[2276626],[2287680],[2311322],[2322261],[2370906],[2373671],[2380040],[2381314],[2409034],[2426296],[2439617],[2443584],[2445175],[2456114],[2459080],[2464956],[2475832],[2481344],[2497193],[2506067],[2519288],[2521607],[2525591],[2529560],[2535299],[2538912],[2540499],[2542879],[2551017],[2555180],[2567951],[2571674],[2576665],[2582857],[2588369],[2588561],[2590287],[2594129],[2595983],[2604218],[2607350],[2609669],[2615276],[2619866],[2630206],[2630970],[2631162],[2634369],[2636223],[2637054],[2644684],[2646363],[2648525],[2648847],[2649455],[2652195],[2653637],[2661618],[2665341],[2665533],[2667259],[2672140],[2674496],[2683658],[2685267],[2685589],[2686806],[2688248],[2696016],[2698588],[2700606],[2702027],[2703316],[2703621],[2710946],[2711710],[2711902],[2712625],[2714787],[2715109],[2716963],[2720868],[2722084],[2728353],[2729016],[2730260],[2731802],[2732616],[2732921],[2738726],[2740633],[2742989],[2744608],[2747263],[2752151],[2753760],[2754082],[2754723],[2755299],[2756741],[2758162],[2759711],[2760430],[2762616],[2765546],[2767730],[2768452],[2769444],[2770660],[2771654],[2776283],[2777997],[2779213],[2781120],[2785482],[2786145],[2787389],[2788931],[2789745],[2790050],[2791364],[2793952],[2795503],[2796222],[2798408],[2799592],[2800311],[2802497],[2805427],[2806511],[2807230],[2809416],[2812346],[2814530],[2815106],[2815252],[2816244],[2817460],[2818454],[2819367],[2822876],[2824427],[2825146],[2826075],[2827626],[2828345],[2830531],[2831107],[2831558],[2833109],[2833828],[2836014],[2837198],[2837917],[2838222],[2840103],[2843033],[2845779],[2848223],[2849774],[2850493],[2850798],[2852472],[2854023],[2854742],[2855500],[2855671],[2857222],[2857941],[2860127],[2860703],[2862035],[2865167],[2865338],[2868551],[2870995],[2872546],[2873265],[2873570],[2874604],[2874680],[2879129],[2882261],[2882432],[2887091],[2887167] ] cell #5693 : |C| = 135 W-rep = phi[15,28]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2684681],[2717506],[2731263],[2753174],[2758926],[2759118],[2769996],[2788392],[2792387],[2792973],[2793295],[2800878],[2812893],[2816796],[2818123],[2820370],[2820909],[2821678],[2831857],[2836614],[2838484],[2840825],[2842369],[2844581],[2846078],[2847025],[2848692],[2851274],[2851521],[2854959],[2855970],[2858508],[2862321],[2862568],[2864140],[2864516],[2865637],[2866650],[2867353],[2868186],[2868850],[2869797],[2870044],[2871464],[2875032],[2876442],[2876764],[2877050],[2877297],[2878022],[2879415],[2879662],[2880531],[2881234],[2881610],[2882731],[2882901],[2883989],[2884220],[2885402],[2885478],[2885830],[2887519],[2887936],[2888144],[2888929],[2889251],[2889537],[2889784],[2889913],[2890539],[2891643],[2891672],[2891903],[2892838],[2893331],[2893407],[2894251],[2894327],[2894679],[2894774],[2895096],[2895255],[2895763],[2895825],[2895933],[2896599],[2897083],[2897112],[2897703],[2897732],[2898225],[2898301],[2898690],[2898755],[2899246],[2899416],[2899524],[2899816],[2899924],[2900300],[2900590],[2901022],[2901267],[2901545], [2811130,2893069],[2841817,2897963],[2856471,2899754],[2866138,2900835],[2869700,2901202],[2876953,2901854],[2880290,2902089],[2883232,2900329],[2883960,2902405],[2885589,2902460],[2889440,2901437],[2890647,2902758],[2892809,2901929],[2894438,2902226],[2896707,2902501] ] cell #5694 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1320454],[1450659],[1572517],[1581581],[1653725],[1701804],[1739046],[1780965],[1813080],[1827645],[1864086],[1894716],[1903905],[1925317],[1935524],[1983933],[2006782],[2013643],[2018292],[2042816],[2052034],[2073446],[2094426],[2118214],[2119979],[2125892],[2153362],[2158548],[2176211],[2183072],[2197488],[2224434],[2224440],[2225563],[2227524],[2253066],[2262880],[2276854],[2278619],[2284532],[2288444],[2293678],[2317454],[2320716],[2322112],[2322812],[2326491],[2344159],[2371105],[2371111],[2372234],[2374195],[2380268],[2382033],[2384489],[2392896],[2406300],[2407847],[2412186],[2427531],[2443812],[2451307],[2454569],[2455965],[2456665],[2460344],[2465155],[2465161],[2466284],[2468845],[2474172],[2482579],[2486052],[2489640],[2494459],[2505015],[2513422],[2521806],[2521812],[2526826],[2528373],[2532712],[2535692],[2540350],[2541050],[2544399],[2548801],[2554128],[2559175],[2564502],[2572909],[2575870],[2577058],[2581197],[2589604],[2590138],[2590838],[2593077],[2596665],[2601484],[2603031],[2607370],[2619071],[2620259],[2627990],[2629731],[2633317],[2638066],[2638917],[2642468],[2645877],[2647795],[2650476],[2652842],[2654030],[2658169],[2661757],[2666576],[2674075],[2675508],[2676359],[2684378],[2687453],[2688641],[2692131],[2692413],[2698356],[2699811],[2700999],[2705179],[2708730],[2710471],[2714057],[2722328],[2724081],[2724363],[2732195],[2734479],[2737583],[2742568],[2744852],[2748266],[2748548],[2752871],[2755946],[2757134],[2757687],[2761536],[2764403],[2770904],[2772657],[2772939],[2779457],[2783055],[2784339],[2789324],[2791608],[2792084],[2800706],[2801417],[2804284],[2808336],[2812590],[2817704],[2826591],[2826948],[2834934],[2839023] ] cell #5695 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1373021],[1451506],[1503409],[1569397],[1581723],[1632436],[1698639],[1702020],[1709777],[1711113],[1753333],[1781181],[1805921],[1824263],[1828402],[1836132],[1842216],[1864302],[1904662],[1925602],[1928692],[1935740],[1939604],[1949810],[1957346],[1960480],[1984690],[2007067],[2013859],[2020946],[2022402],[2043032],[2043108],[2045388],[2052791],[2066887],[2073731],[2076821],[2097080],[2098536],[2120195],[2120271],[2126649],[2130289],[2135152],[2148301],[2153326],[2154119],[2162658],[2176496],[2183288],[2183364],[2185644],[2201842],[2206705],[2225527],[2226320],[2231634],[2239609],[2252327],[2257176],[2261459],[2266322],[2278835],[2278911],[2279471],[2284496],[2285289],[2291546],[2306025],[2317373],[2323896],[2325070],[2329933],[2334632],[2336657],[2337615],[2348513],[2360738],[2372198],[2372991],[2373456],[2378305],[2384408],[2385384],[2395497],[2397522],[2398480],[2404168],[2407936],[2418647],[2425399],[2426081],[2447067],[2448025],[2451226],[2457749],[2458923],[2468934],[2474091],[2475067],[2480447],[2481129],[2485971],[2486947],[2489219],[2499085],[2500043],[2504934],[2505910],[2516023],[2519006],[2524694],[2525376],[2528462],[2548890],[2554047],[2555023],[2559264],[2561940],[2564421],[2565397],[2567669],[2570777],[2571459],[2575959],[2581116],[2582092],[2588154],[2592996],[2593972],[2607068],[2619160],[2623110],[2625969],[2628079],[2629650],[2630755],[2633236],[2634212],[2642557],[2647714],[2648690],[2652931],[2658088],[2659064],[2661336],[2665126],[2673994],[2678959],[2682573],[2684467],[2684561],[2685432],[2687542],[2699900],[2708819],[2710390],[2711495],[2713976],[2714952],[2721737],[2722417],[2726400],[2729536],[2742487],[2751066],[2752960],[2753054],[2753925],[2756035],[2757606],[2762500],[2768707],[2778866],[2779546],[2782974],[2786665],[2792173],[2792267],[2795976],[2809300],[2811999],[2812679],[2812773],[2815507],[2833582],[2835898],[2854496] ] cell #5696 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1972836],[1991773],[2004504],[2114795],[2117809],[2142265],[2161202],[2173933],[2223995],[2230178],[2255720],[2273435],[2276449],[2286166],[2301623],[2353376],[2356468],[2370666],[2376849],[2379863],[2389904],[2414245],[2435476],[2439878],[2440155],[2443407],[2463786],[2464716],[2466878],[2473409],[2491467],[2510430],[2518048],[2518159],[2518463],[2521367],[2534771],[2539173],[2539450],[2542702],[2548304],[2561030],[2563739],[2580434],[2586612],[2587332],[2587538],[2596244],[2596521],[2598492],[2606110],[2606221],[2606525],[2609429],[2624864],[2627493],[2629845],[2636484],[2636761],[2641971],[2647032],[2647969],[2654697],[2655607],[2655718],[2656022],[2657406],[2663584],[2664304],[2664510],[2678882],[2680409],[2684327],[2689308],[2690218],[2690329],[2690633],[2694090],[2699314],[2703850],[2704604],[2705604],[2706569],[2706775],[2708233],[2710585],[2713294],[2714231],[2717224],[2717501],[2726040],[2726484],[2729459],[2730986],[2733150],[2733904],[2734904],[2735869],[2736075],[2738919],[2746957],[2747375],[2748042],[2748902],[2749732],[2752820],[2755449],[2757801],[2758711],[2758822],[2762423],[2762845],[2763264],[2765739],[2766334],[2768791],[2771348],[2771766],[2772433],[2773293],[2774123],[2775011],[2776606],[2783169],[2783288],[2783613],[2783936],[2786588],[2788115],[2790279],[2791033],[2792033],[2793204],[2794276],[2796060],[2796334],[2796728],[2797136],[2798731],[2801101],[2802726],[2803233],[2803558],[2803881],[2806226],[2809223],[2809645],[2810064],[2812539],[2812900],[2815591],[2818566],[2819233],[2820093],[2821939],[2823200],[2823246],[2823514],[2823619],[2824142],[2826399],[2828457],[2828901],[2831300],[2833666],[2833940],[2834334],[2834742],[2835821],[2836243],[2836337],[2838707],[2840332],[2841164],[2841487],[2843460],[2843867],[2844357],[2844842],[2845521],[2847286],[2848547],[2848861],[2852796],[2852842],[2853110],[2853215],[2853738],[2854580],[2854854],[2858053],[2860356],[2860843],[2861607],[2863426],[2864401],[2867129],[2867614],[2868293],[2868921],[2869189],[2871319],[2871633],[2873377],[2875572],[2876336],[2878701],[2881495],[2883070],[2888823] ] cell #5697 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1582536],[1711105],[1828322],[1837501],[1904582],[1950431],[1984610],[2023023],[2052711],[2066517],[2099157],[2126569],[2134782],[2154039],[2163279],[2206335],[2226240],[2232255],[2236470],[2257797],[2265952],[2285209],[2302886],[2322947],[2324517],[2329563],[2353006],[2357599],[2372911],[2378926],[2390764],[2412894],[2412900],[2413875],[2415508],[2436739],[2445042],[2456800],[2458370],[2463416],[2466961],[2470928],[2489795],[2492327],[2493486],[2494054],[2497060],[2511290],[2533420],[2533426],[2534401],[2536034],[2541185],[2542755],[2544554],[2550884],[2561258],[2562509],[2565840],[2577953],[2590973],[2596820],[2599352],[2600511],[2601079],[2604085],[2608078],[2608084],[2609059],[2610981],[2614824],[2621154],[2623743],[2626482],[2630073],[2638221],[2644551],[2651184],[2651190],[2654925],[2656176],[2659507],[2661912],[2665603],[2666171],[2668764],[2671820],[2675663],[2679363],[2683206],[2689536],[2691721],[2692568],[2695564],[2701894],[2702342],[2702910],[2704483],[2707222],[2710813],[2712064],[2715395],[2723671],[2724518],[2729940],[2731190],[2733783],[2737257],[2737830],[2740313],[2742819],[2744156],[2746193],[2747856],[2748703],[2751699],[2754438],[2758029],[2763143],[2764077],[2764650],[2770099],[2772247],[2773094],[2775535],[2775725],[2779837],[2780800],[2781647],[2784586],[2787069],[2788319],[2790912],[2796542],[2797660],[2797850],[2803024],[2804531],[2806642],[2809943],[2811450],[2813782],[2813972],[2816899],[2819047],[2819894],[2820297],[2822796],[2824558],[2828665],[2829783],[2829973],[2834148],[2836541],[2837329],[2840630],[2842137],[2842472],[2847732],[2848143],[2849905],[2852392],[2855062],[2858261],[2863604],[2863815],[2868471],[2870915] ] cell #5698 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2587472],[2664444],[2706709],[2720615],[2726884],[2731170],[2736009],[2747452],[2759126],[2769191],[2770190],[2771843],[2777744],[2783529],[2784013],[2788299],[2792998],[2793138],[2796411],[2802212],[2803474],[2803958],[2810877],[2813134],[2815991],[2816990],[2818148],[2818643],[2820277],[2820923],[2823430],[2823696],[2828534],[2829135],[2831882],[2834017],[2835266],[2835456],[2836521],[2839818],[2840839],[2841080],[2841564],[2842563],[2844537],[2844557],[2845028],[2846103],[2848777],[2849043],[2851535],[2853026],[2853292],[2854154],[2854459],[2854931],[2855153],[2855995],[2858130],[2858497],[2858731],[2859379],[2859569],[2859842],[2860634],[2860654],[2861434],[2861440],[2862582],[2864096],[2864116],[2864587],[2864952],[2865662],[2866639],[2867309],[2867329],[2867800],[2868875],[2868884],[2869105],[2869371],[2870058],[2870504],[2871549],[2871815],[2872677],[2872982],[2873454],[2873585],[2873676],[2874257],[2875021],[2875799],[2875819],[2876163],[2876169],[2876789],[2876798],[2877311],[2877757],[2877937],[2878528],[2878534],[2879371],[2879391],[2879601],[2879676],[2879862],[2880520],[2880698],[2880909],[2881190],[2881210],[2881681],[2882046],[2882352],[2882756],[2882765],[2882986],[2883252],[2884135],[2884793],[2884799],[2885055],[2885417],[2885492],[2885819],[2885997],[2886208],[2886670],[2886744],[2887335],[2887341],[2887508],[2888059],[2888286],[2888306],[2888650],[2888656],[2889276],[2889285],[2889493],[2889513],[2889723],[2889798],[2889984],[2891124],[2891237],[2891393],[2891661],[2891818],[2892045],[2892065],[2892515],[2892535],[2892984],[2893642],[2893648],[2893904],[2894266],[2894341],[2894495],[2894501],[2894668],[2895192],[2895218],[2895615],[2895635],[2895803],[2896222],[2896228],[2896539],[2896545],[2897297],[2897453],[2897721],[2897878],[2898374],[2898620],[2898626],[2899003],[2899183],[2899209],[2899794],[2900523],[2900549],[2900886],[2901708] ] cell #5699 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2196750],[2213110],[2319978],[2343421],[2359781],[2412503],[2412625],[2417690],[2438921],[2453831],[2477170],[2493851],[2518837],[2533029],[2533151],[2538216],[2548599],[2567500],[2584195],[2587647],[2600876],[2606899],[2607687],[2607809],[2614265],[2627788],[2642266],[2648181],[2650793],[2650915],[2661167],[2664619],[2665968],[2671474],[2678744],[2680704],[2682647],[2695005],[2699609],[2700573],[2702707],[2706884],[2708528],[2714443],[2717055],[2717177],[2727745],[2729321],[2729594],[2731281],[2736184],[2739967],[2743597],[2744449],[2744650],[2749197],[2749944],[2751140],[2755744],[2756708],[2758842],[2761637],[2762285],[2766751],[2767399],[2770052],[2773588],[2774335],[2776901],[2780454],[2781088],[2781142],[2784190],[2784874],[2786012],[2786450],[2786723],[2788410],[2790353],[2791205],[2791406],[2793313],[2795445],[2799026],[2799534],[2801518],[2802166],[2804135],[2804819],[2805957],[2807503],[2808437],[2809085],[2811104],[2813551],[2814199],[2814947],[2815148],[2816852],[2818701],[2819335],[2819389],[2820388],[2821135],[2823873],[2825419],[2827568],[2829552],[2830200],[2830948],[2831149],[2831294],[2832332],[2833051],[2835035],[2835633],[2835683],[2836632],[2837140],[2837253],[2838190],[2838244],[2839124],[2839772],[2841741],[2841791],[2842425],[2843413],[2843563],[2845275],[2845515],[2846553],[2849220],[2849716],[2849829],[2850766],[2850820],[2851110],[2853469],[2853965],[2854341],[2855015],[2855407],[2855703],[2856445],[2857164],[2859148],[2859746],[2859796],[2860544],[2861601],[2861977],[2862090],[2862157],[2864834],[2865074],[2865370],[2866112],[2866374],[2868047],[2868287],[2868792],[2869325],[2869633],[2869781],[2871992],[2872488],[2872601],[2872864],[2873592],[2874094],[2874364],[2874712],[2874756],[2876330],[2876706],[2876886],[2877034],[2878695],[2879071],[2879184],[2879251],[2880255],[2881928],[2882464],[2882673],[2883614],[2883781],[2883973],[2884892],[2885162],[2885554],[2886851],[2887199],[2887243],[2888817],[2889193],[2889521],[2890434],[2890511],[2891297],[2891464],[2892630],[2892822],[2894011],[2895156],[2895720],[2896571],[2897524],[2898656] ] cell #5700 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2439659],[2538954],[2596025],[2614669],[2623588],[2636265],[2652237],[2683051],[2686848],[2695409],[2703589],[2704328],[2717005],[2722126],[2731035],[2731101],[2732889],[2733628],[2744001],[2747237],[2751544],[2755341],[2762584],[2762988],[2770137],[2770702],[2771628],[2779255],[2781210],[2781492],[2788164],[2788230],[2790018],[2790757],[2795345],[2795372],[2796196],[2802465],[2802869],[2809384],[2809788],[2811203],[2812388],[2816937],[2817502],[2818428],[2819457],[2819739],[2820142],[2820208],[2821302],[2822726],[2822757],[2827468],[2827495],[2828319],[2832951],[2832978],[2833802],[2835982],[2836386],[2836452],[2838312],[2840071],[2840475],[2841890],[2842510],[2843075],[2843277],[2844506],[2847413],[2847440],[2848073],[2848104],[2850888],[2852322],[2852353],[2853865],[2853892],[2854240],[2854716],[2855100],[2856187],[2856544],[2857064],[2857091],[2857915],[2859047],[2860095],[2860499],[2860565],[2860745],[2863534],[2863565],[2864065],[2865854],[2866211],[2867114],[2867278],[2868401],[2868432],[2868692],[2868719],[2870185],[2870212],[2870845],[2870876],[2872388],[2872415],[2872763],[2873239],[2873538],[2873623],[2875496],[2875768],[2877438],[2877465],[2878372],[2878399],[2879340],[2879512],[2879543],[2880628],[2880659],[2880995],[2881159],[2882168],[2882282],[2882313],[2882573],[2882600],[2883206],[2884570],[2884597],[2885927],[2885958],[2886294],[2886581],[2886600],[2886631],[2887444],[2888255],[2888494],[2888521],[2889373],[2889462],[2889634],[2889665],[2891035],[2891054],[2891085],[2892014],[2892253],[2892280],[2892327],[2892463],[2892484],[2893741],[2893760],[2893791],[2894403],[2894604],[2895427],[2895563],[2895584],[2896321],[2896340],[2896371],[2896430],[2896494],[2897221],[2897357],[2897378],[2898511],[2898575],[2898927],[2899063],[2899084],[2899147],[2899647],[2899711],[2900432],[2900487],[2900728],[2900792],[2901168],[2901663],[2901820],[2902369] ] cell #5701 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2781149],[2819396],[2838251],[2850827],[2855710],[2865377],[2869799],[2873599],[2874719],[2877052],[2882471],[2883991],[2887206],[2889539],[2892840], [2323809,2731311],[2413687,2770285],[2442752,2836662],[2457662,2788440],[2494192,2802135],[2520809,2855248],[2534213,2817085],[2542047,2820418],[2543107,2759163],[2562523,2827100],[2589337,2869294],[2601217,2839741],[2608871,2842658],[2609868,2793343],[2609874,2793522],[2610995,2843735],[2645816,2879191],[2656190,2856696],[2666309,2859765],[2667110,2820921],[2667810,2821193],[2671834,2861475],[2679377,2863294],[2691735,2866507],[2692070,2886395],[2712078,2872020],[2712139,2840837],[2716738,2843115],[2723685,2874889],[2724020,2890849],[2729954,2876204],[2737844,2878065],[2737905,2851533],[2740327,2878569],[2747870,2880388],[2748205,2893555],[2754491,2858541],[2764664,2884263],[2764725,2862580],[2770113,2885251],[2770203,2864528],[2772261,2885687],[2772596,2896135],[2775778,2866683],[2780814,2887376],[2784600,2888187],[2784661,2870056],[2787083,2888691],[2796556,2890698],[2797903,2875065],[2800645,2898718],[2802289,2876475],[2804545,2891946],[2804606,2877309],[2811464,2893112],[2811525,2879674],[2814025,2880564],[2816913,2894100],[2817003,2881622],[2819061,2894536],[2822915,2895256],[2826114,2900591],[2828679,2895984],[2828740,2885490],[2830026,2885863],[2834162,2896758],[2835509,2887552],[2839895,2888962],[2842151,2898006],[2842212,2889796],[2842486,2898074],[2842576,2889925],[2844583,2890541],[2847027,2898692],[2848262,2898756],[2848739,2876811],[2849096,2891705],[2852511,2899247],[2855076,2899575],[2855166,2893419],[2858275,2899975],[2858336,2894339],[2859622,2894712],[2859919,2894807],[2864142,2895827],[2864555,2885517],[2867355,2896601],[2868590,2901023],[2868897,2887983],[2869448,2897145],[2871034,2901268],[2871511,2889298],[2871868,2897765],[2873660,2873689],[2876444,2891674],[2879417,2899418],[2879701,2893446],[2881236,2899818],[2881649,2894366],[2882778,2882948],[2883305,2883329],[2887521,2897114],[2888931,2897734],[2889823,2889952],[2894681,2894776] ] cell #5702 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1726096],[1746942],[1881766],[1912367],[1933213],[2004335],[2004502],[2011332],[2040505],[2060496],[2092890],[2117812],[2153787],[2173764],[2173931],[2180761],[2196379],[2225988],[2251530],[2256833],[2276452],[2284957],[2285997],[2286164],[2296826],[2319607],[2343050],[2352367],[2356299],[2356466],[2372659],[2377962],[2379866],[2389456],[2405979],[2409448],[2430679],[2438550],[2440153],[2443410],[2450569],[2453460],[2462777],[2466709],[2466876],[2487494],[2491019],[2494138],[2502587],[2509982],[2516570],[2518157],[2518466],[2526505],[2527609],[2529974],[2537845],[2539448],[2542705],[2558320],[2558394],[2560582],[2565944],[2572588],[2573692],[2579053],[2586164],[2587387],[2587539],[2592116],[2594519],[2596519],[2598044],[2601163],[2604632],[2606219],[2606528],[2609612],[2622254],[2622930],[2627135],[2627209],[2629397],[2632356],[2634759],[2636759],[2640362],[2648014],[2652061],[2654249],[2655716],[2656025],[2659611],[2663136],[2664359],[2664511],[2666255],[2667359],[2672911],[2672985],[2673590],[2677804],[2682393],[2686672],[2688860],[2690327],[2690636],[2691032],[2693642],[2702994],[2703670],[2704602],[2706624],[2706776],[2707875],[2707949],[2710137],[2713096],[2714276],[2715499],[2717499],[2721557],[2721950],[2722982],[2725592],[2731710],[2732970],[2733902],[2735924],[2736076],[2736694],[2741404],[2741478],[2742083],[2746297],[2747167],[2748043],[2749777],[2750886],[2755165],[2757353],[2758820],[2761942],[2762665],[2763262],[2763514],[2770526],[2771558],[2772434],[2774168],[2774753],[2778686],[2779079],[2780111],[2781891],[2781965],[2782570],[2782721],[2783450],[2783940],[2788839],[2790099],[2791031],[2793205],[2794656],[2795679],[2796729],[2796878],[2801823],[2802546],[2803395],[2803885],[2808742],[2809465],[2810062],[2810314],[2811819],[2812212],[2813000],[2817326],[2819234],[2820817],[2822230],[2822942],[2823623],[2826779],[2827802],[2829001],[2833285],[2834335],[2834484],[2836063],[2839429],[2840152],[2841491],[2842899],[2843504],[2844062],[2844364],[2847577],[2848289],[2852538],[2853219],[2857398],[2860176],[2860850],[2863621],[2867136],[2871061],[2875579] ] cell #5703 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1320450],[1450652],[1572510],[1581588],[1653718],[1701811],[1739039],[1780972],[1813073],[1827702],[1864093],[1894709],[1903962],[1925310],[1935531],[1983990],[2006775],[2013650],[2018399],[2042823],[2052091],[2073439],[2094533],[2118207],[2119986],[2125949],[2153419],[2158655],[2176204],[2183079],[2197595],[2224292],[2224447],[2225620],[2227631],[2253173],[2262987],[2276847],[2278626],[2284589],[2288437],[2293785],[2317511],[2320823],[2322116],[2322679],[2326598],[2344266],[2370963],[2371118],[2372291],[2374302],[2380261],[2382040],[2384546],[2393003],[2406407],[2407851],[2412182],[2427638],[2443805],[2451364],[2454676],[2455969],[2456532],[2460451],[2465013],[2465168],[2466341],[2468849],[2474229],[2482686],[2486109],[2489636],[2494566],[2505072],[2513529],[2521664],[2521819],[2526933],[2528377],[2532708],[2535749],[2540354],[2540917],[2544395],[2548805],[2554185],[2559179],[2564559],[2573016],[2575874],[2577115],[2581254],[2589711],[2590142],[2590705],[2593134],[2596661],[2601591],[2603035],[2607366],[2619075],[2620316],[2627994],[2629788],[2633374],[2638062],[2638921],[2642472],[2645881],[2647852],[2650472],[2652846],[2654087],[2658226],[2661753],[2666683],[2674132],[2675504],[2676363],[2684382],[2687457],[2688698],[2692135],[2692409],[2698352],[2699815],[2701056],[2705183],[2708734],[2710528],[2714114],[2722332],[2724085],[2724359],[2732252],[2734483],[2737579],[2742625],[2744856],[2748270],[2748544],[2752875],[2755950],[2757191],[2757744],[2761540],[2764399],[2770908],[2772661],[2772935],[2779461],[2783112],[2784335],[2789381],[2791612],[2792088],[2800710],[2801421],[2804280],[2808340],[2812594],[2817708],[2826595],[2826944],[2834938],[2839027] ] cell #5704 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2256533],[2377662],[2450269],[2502287],[2523224],[2569307],[2591893],[2609312],[2614665],[2616765],[2623584],[2632133],[2651987],[2662974],[2673367],[2683047],[2685147],[2686598],[2695405],[2697505],[2704324],[2712873],[2720499],[2721876],[2731031],[2731105],[2731487],[2733624],[2741860],[2743997],[2746097],[2751540],[2753640],[2755091],[2759129],[2761495],[2762984],[2769075],[2770133],[2770452],[2777628],[2779005],[2781214],[2781488],[2782347],[2788160],[2788234],[2788616],[2790753],[2792853],[2793053],[2795270],[2795368],[2800215],[2801376],[2802865],[2808295],[2809784],[2810761],[2811199],[2812138],[2815875],[2816933],[2817252],[2818358],[2819461],[2819735],[2820138],[2820212],[2820594],[2820968],[2821359],[2822712],[2826550],[2827393],[2827491],[2832262],[2832876],[2832974],[2834893],[2835340],[2836382],[2836456],[2837821],[2838316],[2838982],[2840471],[2841001],[2841448],[2841886],[2842506],[2842825],[2843281],[2846483],[2847338],[2847436],[2848059],[2850397],[2850892],[2851826],[2852055],[2852308],[2853790],[2853888],[2854199],[2854244],[2855096],[2856146],[2856191],[2856375],[2856540],[2856989],[2857087],[2858597],[2859006],[2859051],[2859453],[2860495],[2860569],[2862873],[2863102],[2863520],[2865813],[2865858],[2866042],[2866207],[2866834],[2867073],[2867118],[2868387],[2868617],[2868715],[2870110],[2870208],[2870349],[2870578],[2870831],[2872313],[2872411],[2872722],[2872767],[2873619],[2875216],[2875455],[2875500],[2877363],[2877461],[2877602],[2877831],[2877944],[2878297],[2878395],[2879498],[2880614],[2880715],[2880954],[2880999],[2882268],[2882498],[2882596],[2884142],[2884495],[2884593],[2885913],[2886014],[2886253],[2886298],[2886317],[2886586],[2888066],[2888419],[2888517],[2889620],[2890771],[2891040],[2891825],[2892178],[2892276],[2892302],[2893477],[2893746],[2895225],[2895402],[2896057],[2896326],[2897196],[2898385],[2898902],[2900418] ] cell #5705 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2835202],[2859315],[2870440],[2877693],[2880322],[2885621],[2888027],[2890180],[2890679],[2891786],[2894470],[2895324],[2896739],[2897846],[2899315], [2543100,2759161],[2588618,2836660],[2609726,2793341],[2609881,2793518],[2631219,2731309],[2649061,2855249],[2665590,2820416],[2667114,2820919],[2667677,2821194],[2685803,2770286],[2700594,2869298],[2711959,2788438],[2712143,2840835],[2715323,2842659],[2716734,2843117],[2731790,2802139],[2737909,2851531],[2742755,2879198],[2754296,2817086],[2754487,2858543],[2756729,2859769],[2764729,2862578],[2768428,2827108],[2775471,2886402],[2775774,2866685],[2784665,2870054],[2788919,2839745],[2789511,2872028],[2793928,2843743],[2797596,2890856],[2797899,2875067],[2804610,2877307],[2806778,2878073],[2811529,2879672],[2813718,2893562],[2814021,2880566],[2815228,2856704],[2822852,2861483],[2824694,2884271],[2826051,2863302],[2828249,2864526],[2828744,2885488],[2829719,2896142],[2830022,2885865],[2831534,2866515],[2835505,2887554],[2837465,2888195],[2842216,2889794],[2845755,2874897],[2847668,2898725],[2848199,2876212],[2848698,2876477],[2848743,2891653],[2849092,2891707],[2850041,2891954],[2852448,2878577],[2854290,2893120],[2855647,2880396],[2857845,2881620],[2858340,2894337],[2859618,2894714],[2863228,2900602],[2864453,2864492],[2864551,2895965],[2864783,2895992],[2865314,2885695],[2868527,2887384],[2870971,2888699],[2871470,2888964],[2871515,2897713],[2871864,2897767],[2872813,2898014],[2873169,2889923],[2873664,2898311],[2874656,2890706],[2875540,2901751],[2876138,2898778],[2876430,2898824],[2880196,2893417],[2881547,2881586],[2881645,2899956],[2881877,2899983],[2882408,2894544],[2882907,2894809],[2882952,2900310],[2883301,2900364],[2883895,2895278],[2885023,2900639],[2887143,2896766],[2887942,2897147],[2887987,2897093],[2888625,2901290],[2888917,2901336],[2889850,2889889],[2889948,2901577],[2890616,2898422],[2892744,2899269],[2893344,2893383],[2893442,2899556],[2893872,2902138],[2894762,2902295],[2896676,2900934],[2896831,2897018],[2897100,2901091],[2899393,2899493] ] cell #5706 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1320452],[1450657],[1572515],[1581583],[1653723],[1701806],[1739044],[1780967],[1813078],[1827649],[1864088],[1894714],[1903909],[1925315],[1935526],[1983937],[2006780],[2013645],[2018296],[2042818],[2052038],[2073444],[2094430],[2118212],[2119981],[2125896],[2153366],[2158552],[2176209],[2183074],[2197492],[2224362],[2224442],[2225567],[2227528],[2253070],[2262884],[2276852],[2278621],[2284536],[2288442],[2293682],[2317458],[2320720],[2322114],[2322744],[2326495],[2344163],[2371033],[2371113],[2372238],[2374199],[2380266],[2382035],[2384493],[2392900],[2406304],[2407849],[2412184],[2427535],[2443810],[2451311],[2454573],[2455967],[2456597],[2460348],[2465083],[2465163],[2466288],[2468847],[2474176],[2482583],[2486056],[2489638],[2494463],[2505019],[2513426],[2521734],[2521814],[2526830],[2528375],[2532710],[2535696],[2540352],[2540982],[2544397],[2548803],[2554132],[2559177],[2564506],[2572913],[2575872],[2577062],[2581201],[2589608],[2590140],[2590770],[2593081],[2596663],[2601488],[2603033],[2607368],[2619073],[2620263],[2627992],[2629735],[2633321],[2638064],[2638919],[2642470],[2645879],[2647799],[2650474],[2652844],[2654034],[2658173],[2661755],[2666580],[2674079],[2675506],[2676361],[2684380],[2687455],[2688645],[2692133],[2692411],[2698354],[2699813],[2701003],[2705181],[2708732],[2710475],[2714061],[2722330],[2724083],[2724361],[2732199],[2734481],[2737581],[2742572],[2744854],[2748268],[2748546],[2752873],[2755948],[2757138],[2757691],[2761538],[2764401],[2770906],[2772659],[2772937],[2779459],[2783059],[2784337],[2789328],[2791610],[2792086],[2800708],[2801419],[2804282],[2808338],[2812592],[2817706],[2826593],[2826946],[2834936],[2839025] ] cell #5707 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1972829],[1991766],[2114788],[2142258],[2161195],[2223988],[2224137],[2230171],[2255713],[2273428],[2301616],[2322575],[2353369],[2370659],[2370808],[2376842],[2389897],[2414238],[2435469],[2439871],[2456428],[2463779],[2464709],[2464858],[2473362],[2491460],[2510423],[2518044],[2521360],[2521509],[2534764],[2539166],[2540813],[2548269],[2561023],[2563692],[2580387],[2586605],[2587888],[2590601],[2596237],[2598485],[2606106],[2609422],[2609571],[2624817],[2627458],[2629838],[2636477],[2641936],[2646985],[2648198],[2648455],[2654690],[2655603],[2657359],[2663577],[2664860],[2667573],[2678783],[2678835],[2680374],[2684280],[2689301],[2690214],[2694083],[2699279],[2700189],[2700296],[2703846],[2705557],[2707125],[2708198],[2710578],[2713247],[2714460],[2714717],[2717217],[2726033],[2726449],[2729360],[2729412],[2730951],[2733146],[2734857],[2736425],[2738872],[2744320],[2747328],[2748867],[2749961],[2750218],[2752773],[2755414],[2756324],[2756431],[2757794],[2758707],[2762324],[2762376],[2762841],[2765692],[2768756],[2771719],[2773258],[2774352],[2774609],[2774847],[2776571],[2783162],[2783578],[2784207],[2785628],[2785735],[2786489],[2786541],[2788080],[2790275],[2791076],[2791986],[2793554],[2796025],[2796287],[2796972],[2798696],[2802722],[2803523],[2804152],[2805573],[2805680],[2806105],[2809124],[2809176],[2809641],[2812492],[2813094],[2813643],[2814818],[2815556],[2818519],[2820058],[2821152],[2823036],[2823479],[2823890],[2824021],[2828410],[2829095],[2829644],[2830819],[2831229],[2833631],[2833893],[2834578],[2835722],[2835774],[2836239],[2836302],[2836792],[2837085],[2840328],[2841129],[2841758],[2843286],[2843456],[2844156],[2844721],[2845367],[2845450],[2848383],[2848826],[2849368],[2849661],[2852632],[2853075],[2853486],[2853617],[2854545],[2854807],[2855342],[2858006],[2859240],[2860352],[2861159],[2861536],[2861922],[2863715],[2864280],[2865009],[2867493],[2868139],[2868222],[2869154],[2871155],[2871598],[2872433],[2873330],[2874029],[2874192],[2875888],[2876265],[2878630],[2879016],[2881374],[2883035],[2883470],[2884827],[2886679],[2888752],[2891153] ] cell #5708 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2439663],[2538958],[2596029],[2614667],[2623586],[2636269],[2652241],[2683049],[2686852],[2695407],[2703642],[2704326],[2717009],[2722130],[2731033],[2731103],[2732942],[2733626],[2743999],[2747276],[2751542],[2755345],[2762637],[2762986],[2770135],[2770706],[2771667],[2779259],[2781212],[2781490],[2788162],[2788232],[2790071],[2790755],[2795364],[2795370],[2796235],[2802518],[2802867],[2809437],[2809786],[2811201],[2812392],[2816935],[2817506],[2818467],[2819459],[2819737],[2820140],[2820210],[2821306],[2821409],[2822715],[2822769],[2827487],[2827493],[2828358],[2832970],[2832976],[2833841],[2836035],[2836384],[2836454],[2838314],[2840124],[2840473],[2841888],[2842508],[2843079],[2843179],[2843279],[2844499],[2847432],[2847438],[2848062],[2848116],[2850890],[2852311],[2852365],[2853884],[2853890],[2854242],[2854755],[2855098],[2856189],[2856542],[2857083],[2857089],[2857954],[2858691],[2859049],[2860148],[2860415],[2860497],[2860567],[2863523],[2863577],[2864058],[2865856],[2866209],[2866928],[2867116],[2867271],[2868390],[2868444],[2868711],[2868717],[2870204],[2870210],[2870834],[2870888],[2872140],[2872407],[2872413],[2872765],[2873278],[2873621],[2875310],[2875498],[2875761],[2877457],[2877463],[2878253],[2878391],[2878397],[2879333],[2879501],[2879555],[2880617],[2880671],[2880809],[2880997],[2881152],[2882103],[2882271],[2882325],[2882592],[2882598],[2884451],[2884589],[2884595],[2885916],[2885970],[2886108],[2886296],[2886516],[2886589],[2886643],[2887437],[2888248],[2888375],[2888513],[2888519],[2889455],[2889623],[2889677],[2890970],[2891043],[2891097],[2892007],[2892134],[2892272],[2892278],[2892305],[2892319],[2892477],[2893676],[2893749],[2893803],[2894597],[2895405],[2895419],[2895577],[2896256],[2896329],[2896383],[2896419],[2897199],[2897213],[2897371],[2898500],[2898905],[2898919],[2899077],[2899636],[2900421],[2900424],[2900717],[2901658] ] cell #5709 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2835228],[2859341],[2870466],[2877719],[2880436],[2885735],[2888095],[2890206],[2890746],[2891854],[2894584],[2895361],[2896806],[2897914],[2899352], [2494972,2802406],[2543105,2821434],[2567108,2828254],[2590117,2869565],[2601997,2840012],[2609796,2843391],[2609876,2843539],[2629881,2848579],[2650401,2880201],[2660775,2857850],[2667089,2860036],[2667112,2860399],[2667742,2860574],[2681831,2863914],[2701702,2887823],[2710621,2871351],[2712141,2872063],[2716663,2873174],[2716736,2873491],[2718150,2873875],[2737907,2878108],[2742781,2892919],[2750324,2881008],[2754489,2882080],[2757837,2882788],[2761612,2883753],[2764727,2884306],[2766726,2884673],[2775279,2886362],[2775497,2896446],[2775776,2886446],[2784663,2888230],[2789537,2889311],[2797404,2890816],[2797622,2898527],[2797901,2890900],[2801493,2891436],[2804608,2891989],[2806804,2892370],[2808412,2892602],[2811527,2893155],[2813526,2893522],[2813744,2899663],[2814023,2893606],[2824720,2895470],[2828137,2885244],[2828196,2864547],[2828742,2896027],[2829527,2896102],[2829745,2900744],[2830024,2896186],[2835010,2896876],[2835507,2896960],[2837491,2897264],[2839099,2897496],[2842214,2898049],[2845250,2898471],[2847694,2901757],[2848665,2876487],[2848741,2891746],[2849094,2898876],[2850067,2898970],[2854316,2899461],[2857733,2894093],[2857792,2881641],[2858338,2900018],[2859123,2900093],[2859620,2900177],[2861523,2900439],[2863342,2902411],[2864553,2896032],[2864809,2900688],[2868022,2900983],[2871437,2888974],[2871513,2897806],[2871866,2901388],[2872839,2901482],[2873057,2898067],[2873116,2889944],[2873662,2890265],[2874293,2898425],[2875608,2901754],[2876252,2901772],[2876433,2898861],[2878617,2901938],[2880084,2899568],[2880143,2893438],[2881647,2900023],[2881903,2902187],[2882874,2894819],[2882950,2894753],[2883303,2895069],[2885091,2900642],[2886780,2900937],[2887424,2901012],[2887593,2887985],[2887909,2897157],[2888739,2902611],[2888920,2901373],[2889950,2898054],[2893020,2899396],[2893160,2893444],[2893940,2902141],[2894765,2900162],[2896945,2897103] ] cell #5710 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2297630],[2312540],[2410252],[2431483],[2446393],[2493757],[2493863],[2498411],[2517374],[2530778],[2551603],[2566160],[2588191],[2600782],[2600888],[2605436],[2614518],[2622811],[2630792],[2645270],[2648259],[2659827],[2665163],[2665874],[2665980],[2671527],[2682274],[2682900],[2684644],[2695258],[2700384],[2702613],[2702719],[2711532],[2714521],[2715715],[2720371],[2720412],[2721438],[2727998],[2729647],[2730950],[2740020],[2743850],[2744662],[2746513],[2750022],[2750767],[2751393],[2753137],[2756519],[2758748],[2758854],[2758889],[2761431],[2767452],[2768947],[2768988],[2770014],[2774413],[2777500],[2777541],[2778567],[2780507],[2781165],[2781341],[2785127],[2785823],[2786776],[2788079],[2790606],[2791418],[2792350],[2793185],[2793269],[2800087],[2800128],[2801312],[2805072],[2805768],[2807756],[2808231],[2810633],[2810674],[2811157],[2811158],[2811327],[2811700],[2812856],[2814252],[2814422],[2815160],[2815747],[2815788],[2816814],[2818754],[2818924],[2819412],[2819588],[2820057],[2821174],[2825672],[2826486],[2830253],[2830423],[2831161],[2832385],[2832555],[2834829],[2835212],[2835253],[2836301],[2837693],[2837734],[2838267],[2838443],[2838918],[2841320],[2841361],[2841844],[2841845],[2842014],[2842387],[2846606],[2846776],[2850269],[2850310],[2850843],[2851019],[2851257],[2851927],[2851968],[2853555],[2854135],[2854977],[2855726],[2856082],[2856498],[2856499],[2856668],[2858942],[2859325],[2859366],[2860757],[2862304],[2862974],[2863015],[2865393],[2865749],[2866165],[2866166],[2866335],[2866486],[2866633],[2867009],[2868208],[2869780],[2869857],[2870450],[2870491],[2872658],[2873615],[2874735],[2874868],[2875015],[2875391],[2877033],[2877110],[2877703],[2877744],[2877932],[2878044],[2879186],[2880367],[2880379],[2880514],[2880890],[2882487],[2883260],[2883693],[2884049],[2884130],[2884242],[2885666],[2885678],[2885813],[2886189],[2886390],[2887222],[2888054],[2888166],[2889597],[2890499],[2890689],[2890844],[2891376],[2891813],[2891925],[2892898],[2893550],[2894527],[2895213],[2895243],[2895785],[2896130],[2896749],[2898358],[2898713],[2899234],[2900575] ] cell #5711 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2352406],[2390181],[2403585],[2412751],[2462816],[2467209],[2491744],[2493953],[2510707],[2524111],[2527648],[2533277],[2542160],[2566078],[2570194],[2573731],[2586889],[2592155],[2598769],[2600978],[2603146],[2607935],[2609014],[2617099],[2632395],[2639032],[2648739],[2651041],[2651906],[2659745],[2661833],[2663861],[2666070],[2667398],[2671699],[2673629],[2676474],[2685481],[2686517],[2692489],[2697839],[2700386],[2701132],[2702809],[2703551],[2705294],[2711979],[2713135],[2715001],[2715633],[2717303],[2720397],[2721795],[2724439],[2729819],[2731749],[2732328],[2732851],[2734594],[2737745],[2740192],[2742122],[2744499],[2744967],[2745118],[2746431],[2748624],[2753974],[2755010],[2756521],[2757267],[2758944],[2761419],[2761472],[2762546],[2764565],[2767624],[2768973],[2770371],[2771019],[2771170],[2773015],[2775086],[2777526],[2778924],[2780679],[2781407],[2781568],[2782609],[2784501],[2785825],[2786948],[2788878],[2789457],[2789980],[2791255],[2791723],[2791874],[2793187],[2793410],[2795319],[2797211],[2800113],[2801300],[2801353],[2802427],[2802784],[2802945],[2804446],[2805770],[2808219],[2808272],[2809346],[2810659],[2811365],[2812057],[2813333],[2814424],[2814997],[2815773],[2817171],[2817819],[2817970],[2818926],[2819654],[2819815],[2820856],[2821101],[2826474],[2826527],[2827158],[2827442],[2828580],[2829334],[2830425],[2830998],[2832557],[2832925],[2834817],[2834870],[2835944],[2837719],[2837846],[2838906],[2838959],[2840033],[2840390],[2840551],[2841346],[2841473],[2842052],[2842744],[2843793],[2844225],[2846778],[2847387],[2847880],[2850295],[2850422],[2851953],[2852080],[2853839],[2856070],[2856123],[2856754],[2857038],[2858176],[2858930],[2858983],[2860057],[2860903],[2863000],[2863127],[2865737],[2865790],[2866565],[2866997],[2867050],[2870159],[2870652],[2872362],[2874947],[2875379],[2875432],[2877412],[2877997],[2878346],[2884195],[2884544] ] cell #5712 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2648183],[2714445],[2749946],[2774337],[2784192],[2804137],[2813536],[2821137],[2823875],[2829537],[2841743],[2845260],[2853471],[2859133],[2868032], [2005893,2567107],[2119116,2630384],[2156385,2650400],[2175322,2660774],[2224531,2684683],[2260041,2702205],[2277756,2711124],[2287555,2716662],[2317289,2728946],[2354842,2745633],[2371202,2753176],[2381170,2758340],[2382320,2759107],[2384324,2759641],[2436232,2779806],[2451142,2786075],[2465252,2792389],[2467117,2793449],[2467258,2717513],[2474007,2795433],[2485887,2799522],[2504850,2806441],[2505403,2806611],[2535527,2818053],[2542144,2820895],[2543041,2759120],[2553963,2824357],[2554516,2824527],[2564337,2827556],[2576893,2831787],[2581032,2833039],[2592912,2837128],[2593465,2837298],[2603130,2840799],[2609033,2792956],[2620094,2846008],[2629566,2848622],[2633152,2849704],[2633705,2849874],[2639016,2851495],[2647630,2853953],[2653865,2855900],[2658004,2857152],[2661852,2818091],[2673910,2861965],[2676458,2862542],[2681453,2863784],[2684516,2864502],[2688476,2865567],[2692508,2831825],[2700834,2868780],[2705278,2870018],[2710306,2871394],[2713892,2872476],[2720794,2874317],[2724458,2846046],[2727063,2875632],[2731166,2848675],[2732030,2876694],[2734578,2877271],[2742403,2879059],[2744951,2879636],[2748643,2855938],[2753009,2881596],[2756969,2882661],[2757522,2882831],[2761622,2861533],[2766736,2863352],[2769370,2885115],[2771003,2885452],[2773034,2865605],[2777923,2886804],[2781587,2868818],[2782890,2887866],[2788295,2871447],[2789159,2889181],[2791707,2889758],[2792222,2889899],[2801503,2876262],[2802391,2849222],[2802964,2876732],[2808422,2878627],[2811056,2893044],[2812728,2893393],[2816170,2893964],[2817803,2894301],[2819834,2882699],[2820273,2882884],[2828147,2864819],[2828274,2864948],[2835020,2887434],[2835635,2869550],[2836517,2887919],[2839109,2888749],[2839997,2871994],[2840570,2889219],[2843376,2843415],[2854326,2880094],[2854455,2880221],[2857743,2881913],[2857870,2882042],[2859748,2860021],[2860594,2860630],[2872849,2873067],[2872978,2873194] ] cell #5713 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1851722],[1871713],[2001279],[2030452],[2050443],[2117682],[2117839],[2124301],[2151771],[2170708],[2201109],[2224116],[2257617],[2276322],[2276479],[2282941],[2297306],[2324337],[2347780],[2352644],[2370787],[2378746],[2379736],[2379893],[2389475],[2409928],[2431159],[2439667],[2443280],[2443437],[2458190],[2463054],[2464837],[2473345],[2487974],[2491038],[2510001],[2517050],[2518493],[2521488],[2527886],[2530454],[2538962],[2542575],[2542732],[2560601],[2563675],[2566424],[2573969],[2580370],[2586183],[2587581],[2587867],[2594999],[2596033],[2598063],[2605112],[2606555],[2609550],[2622885],[2622949],[2624800],[2629416],[2635239],[2636273],[2640842],[2646968],[2648033],[2648161],[2652245],[2654268],[2656052],[2657342],[2660091],[2663155],[2664553],[2664839],[2667636],[2678284],[2678818],[2682348],[2682412],[2684263],[2686856],[2688879],[2690663],[2693661],[2700172],[2703689],[2705540],[2706818],[2707104],[2710156],[2713230],[2714295],[2714423],[2715979],[2717013],[2721512],[2721576],[2722134],[2725611],[2729395],[2732989],[2734840],[2736118],[2736404],[2736713],[2738855],[2746777],[2747311],[2748085],[2749796],[2749924],[2750841],[2750905],[2752756],[2755349],[2756307],[2757372],[2759156],[2762359],[2762684],[2763533],[2765675],[2770710],[2771702],[2772476],[2774187],[2774315],[2774830],[2778641],[2778705],[2779263],[2782740],[2783469],[2784170],[2785611],[2786524],[2790118],[2791969],[2793247],[2795698],[2796270],[2796771],[2796955],[2802565],[2803414],[2804115],[2805556],[2806049],[2809159],[2809484],[2810333],[2811774],[2811838],[2812396],[2812475],[2813077],[2813461],[2817510],[2818502],[2819276],[2821115],[2821310],[2822249],[2823019],[2823853],[2823965],[2827821],[2828393],[2829078],[2829462],[2833304],[2833876],[2834377],[2834561],[2835757],[2836082],[2836736],[2840171],[2841721],[2843083],[2844139],[2844665],[2845185],[2847596],[2848366],[2849312],[2852615],[2853449],[2853561],[2854790],[2857417],[2857989],[2859058],[2860195],[2861103],[2861328],[2863698],[2864224],[2867437],[2867957],[2871138],[2873313],[2873858],[2875832],[2878422],[2881318],[2884656] ] cell #5714 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2352416],[2462826],[2527658],[2548788],[2559162],[2573741],[2592165],[2627977],[2632405],[2642455],[2652006],[2652829],[2667408],[2673639],[2684365],[2684447],[2686617],[2687440],[2699798],[2703625],[2708717],[2713145],[2721895],[2722315],[2731088],[2731759],[2732925],[2742132],[2744505],[2744839],[2752858],[2752940],[2755110],[2755933],[2761514],[2761523],[2762620],[2770471],[2770891],[2779024],[2779444],[2781197],[2782619],[2788217],[2788888],[2790054],[2791261],[2791595],[2792071],[2792153],[2793420],[2793533],[2795272],[2795347],[2801395],[2801404],[2802501],[2808314],[2808323],[2809420],[2812157],[2812577],[2812659],[2815003],[2817271],[2817691],[2819444],[2820195],[2820866],[2820987],[2821107],[2822713],[2826569],[2826578],[2827395],[2827470],[2831004],[2832878],[2832953],[2834912],[2834921],[2835371],[2836018],[2836439],[2837852],[2838299],[2839001],[2839010],[2840107],[2841020],[2841479],[2842844],[2843162],[2843264],[2843346],[2847340],[2847415],[2848060],[2850428],[2850875],[2851845],[2852086],[2852309],[2853792],[2853867],[2854218],[2854227],[2856165],[2856174],[2856991],[2857066],[2858674],[2859025],[2859034],[2859484],[2860131],[2860552],[2862892],[2863133],[2863521],[2865832],[2865841],[2866911],[2867092],[2867101],[2868388],[2868619],[2868694],[2870112],[2870187],[2870368],[2870609],[2870832],[2872084],[2872315],[2872390],[2872741],[2872750],[2875293],[2875474],[2875483],[2877365],[2877440],[2877621],[2877862],[2878197],[2878299],[2878374],[2879499],[2880615],[2880792],[2880973],[2880982],[2882269],[2882500],[2882575],[2884395],[2884497],[2884572],[2885914],[2886091],[2886272],[2886281],[2886319],[2886345],[2886587],[2888319],[2888421],[2888496],[2889621],[2890773],[2890799],[2891041],[2892078],[2892180],[2892255],[2892303],[2893479],[2893505],[2893747],[2895403],[2896059],[2896085],[2896327],[2897197],[2898387],[2898394],[2898903],[2900419] ] cell #5715 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2811165],[2841852],[2856506],[2866173],[2869864],[2877117],[2880398],[2883267],[2884056],[2885697],[2889604],[2890708],[2892905],[2894546],[2896768], [2413828,2770328],[2467254,2793560],[2494903,2802369],[2520950,2855291],[2534354,2817128],[2542963,2821236],[2543045,2821399],[2566472,2828072],[2590048,2869528],[2601928,2839975],[2609012,2842701],[2609039,2843126],[2609727,2843354],[2626497,2847854],[2649765,2880019],[2660139,2857668],[2661858,2858552],[2667020,2859999],[2667097,2860379],[2668779,2860877],[2692514,2866694],[2698318,2887229],[2707237,2870626],[2712126,2872043],[2716027,2872992],[2720630,2874291],[2724464,2875076],[2726899,2875606],[2737272,2877971],[2737545,2892353],[2737892,2878088],[2748649,2880575],[2754453,2882063],[2764092,2884169],[2764365,2895453],[2764712,2884286],[2769206,2885089],[2773040,2885874],[2775740,2886429],[2777759,2886778],[2781593,2887563],[2784028,2888093],[2784301,2897247],[2784648,2888210],[2797865,2890883],[2802227,2876431],[2802298,2848717],[2802970,2891716],[2803973,2891852],[2804246,2898953],[2804593,2891969],[2810892,2893018],[2811512,2893135],[2813987,2893589],[2816006,2893938],[2819840,2894723],[2823711,2895359],[2826910,2900611],[2828189,2864530],[2828280,2885526],[2828727,2896007],[2829988,2896169],[2835471,2896943],[2839833,2888918],[2839904,2871489],[2840576,2897776],[2841579,2897912],[2842199,2898029],[2844648,2898423],[2847092,2901752],[2848726,2891739],[2849058,2898859],[2853307,2899350],[2857785,2881624],[2857876,2894375],[2858323,2899998],[2859584,2900160],[2859857,2894763],[2859928,2882926],[2860600,2883338],[2861485,2895280],[2863304,2900604],[2864207,2900640],[2864455,2895994],[2867420,2900935],[2869386,2897101],[2869457,2887961],[2871498,2897799],[2871830,2901371],[2873109,2889927],[2873200,2889832],[2873647,2890258],[2876214,2898780],[2878579,2899271],[2879482,2899394],[2879710,2880227],[2880136,2893421],[2881301,2902139],[2881549,2899985],[2882935,2894746],[2887386,2896833],[2887586,2887970],[2888701,2901292],[2889852,2898016],[2893122,2893346] ] cell #5716 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2494899],[2567054],[2590044],[2601924],[2614414],[2629953],[2650347],[2660721],[2667016],[2682796],[2695154],[2701774],[2710693],[2716609],[2717445],[2727894],[2743746],[2751289],[2757909],[2759054],[2759172], [1243331,2770201],[1438561,2817001],[1580217,2842574],[1678903,2855164],[1801615,2868895],[1838258,2873687],[1923848,2879647],[1956174,2882776],[2041402,2781237],[2056211,2889296],[2071977,2889769],[2130069,2876809],[2166093,2894312],[2181658,2819484],[2235069,2885463],[2263320,2870029],[2269102,2838339],[2288709,2793520],[2326931,2877282],[2332713,2850915],[2358624,2856015],[2381740,2820906],[2393336,2862553],[2416533,2865682],[2444922,2785023],[2460784,2840810],[2466566,2793018],[2476724,2846123],[2496940,2804968],[2513862,2851506],[2537059,2818168],[2550764,2825568],[2583749,2831902],[2603965,2790502],[2644431,2807652] ] cell #5717 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1885145],[2004456],[2063875],[2117329],[2173885],[2184140],[2186711],[2219012],[2260893],[2275969],[2286118],[2287941],[2293067],[2352954],[2356420],[2365683],[2374637],[2379383],[2381544],[2382022],[2426920],[2427973],[2440101],[2440107],[2442927],[2459733],[2459938],[2463364],[2466830],[2481968],[2483021],[2507352],[2507557],[2515185],[2517815],[2518381],[2527268],[2528196],[2535843],[2539396],[2539402],[2542222],[2556465],[2556670],[2573351],[2574279],[2576562],[2577762],[2584748],[2587281],[2595414],[2595619],[2596467],[2596473],[2603247],[2605877],[2606443],[2619763],[2620963],[2635654],[2635859],[2636707],[2636713],[2636847],[2638432],[2639133],[2645761],[2653534],[2654734],[2655374],[2655940],[2661720],[2664253],[2674289],[2675874],[2676575],[2688145],[2689345],[2689985],[2690551],[2692015],[2692376],[2703109],[2703147],[2704694],[2705395],[2706518],[2712023],[2718369],[2723965],[2724326],[2728813],[2732409],[2732447],[2733994],[2734695],[2735818],[2736812],[2736850],[2737789],[2745068],[2746891],[2748150],[2748511],[2760005],[2760043],[2763632],[2763670],[2764609],[2766945],[2768065],[2771120],[2771282],[2772541],[2772902],[2774945],[2781455],[2783606],[2784545],[2791824],[2794210],[2795797],[2795835],[2797070],[2799319],[2799886],[2799924],[2800590],[2802832],[2803551],[2804490],[2810432],[2810470],[2811409],[2813192],[2817920],[2819702],[2823134],[2823507],[2825878],[2826333],[2827353],[2827920],[2827958],[2828624],[2829193],[2833403],[2833441],[2834676],[2840438],[2841157],[2842096],[2844983],[2845086],[2846887],[2848026],[2848481],[2848854],[2852730],[2853103],[2856949],[2857516],[2857554],[2858220],[2858789],[2861763],[2864002],[2864542],[2864645],[2867755],[2867858],[2869182],[2870798],[2871253],[2871626],[2874458],[2878857],[2879817],[2879920],[2881096],[2881636],[2881739],[2883063],[2886945],[2887664],[2889939],[2890042],[2893185],[2893433] ] cell #5718 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1243336],[1372838],[1438566],[1467032],[1488894],[1502936],[1569214],[1580222],[1629790],[1662262],[1678908],[1684124],[1698166],[1709594],[1768429],[1800141],[1801620],[1805738],[1821617],[1835659],[1838263],[1857122],[1923850],[1924449],[1925214],[1928219],[1954700],[1956179],[1960297],[1974246],[2006679],[2035852],[2038002],[2041147],[2041392],[2041916],[2056216],[2071979],[2072578],[2073343],[2076348],[2088977],[2116205],[2130074],[2143675],[2148884],[2152351],[2152662],[2166095],[2166694],[2176108],[2178258],[2181403],[2181648],[2182172],[2197428],[2216982],[2222075],[2235071],[2235670],[2242524],[2247617],[2253006],[2263322],[2268847],[2269092],[2269616],[2274845],[2280054],[2283521],[2283832],[2288714],[2308940],[2315543],[2320656],[2323850],[2326933],[2332458],[2332703],[2333227],[2338986],[2344099],[2357284],[2358614],[2363653],[2363730],[2364041],[2368746],[2374135],[2381742],[2393338],[2399851],[2402668],[2406240],[2413255],[2415193],[2416523],[2421562],[2421639],[2421950],[2423899],[2427471],[2442793],[2444147],[2444851],[2445403],[2449396],[2454509],[2457703],[2460786],[2466556],[2467080],[2470060],[2476714],[2478947],[2482519],[2485023],[2490827],[2494399],[2496165],[2496869],[2497421],[2501414],[2503986],[2513864],[2520377],[2521913],[2523194],[2526766],[2533781],[2537049],[2542088],[2542476],[2545409],[2550016],[2550569],[2550693],[2551245],[2553099],[2558230],[2560390],[2563473],[2567996],[2569277],[2572849],[2574925],[2583739],[2585972],[2589544],[2592048],[2597852],[2601424],[2603894],[2604446],[2608439],[2611579],[2613450],[2615679],[2616155],[2616735],[2618126],[2624598],[2627045],[2629205],[2630434],[2632288],[2643683],[2644236],[2644360],[2644912],[2646766],[2657140],[2662944],[2666516],[2668537],[2672418],[2672821],[2673522],[2679961],[2684061],[2685117],[2694190],[2696419],[2696895],[2697475],[2698866],[2701579],[2702255],[2707785],[2709945],[2711174],[2713028],[2726657],[2730538],[2731642],[2740911],[2741314],[2742015],[2745487],[2746067],[2752554],[2753610],[2758390],[2781801],[2782502],[2787667],[2788771],[2792823],[2793499],[2820749] ] cell #5719 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1633173],[1760861],[1825000],[1884563],[1947132],[1958083],[1998588],[2046125],[2063293],[2074415],[2082610],[2153290],[2157137],[2168017],[2183558],[2186381],[2186716],[2241250],[2257016],[2257096],[2260311],[2280250],[2284460],[2288011],[2288307],[2307666],[2339182],[2348846],[2352119],[2352751],[2364669],[2374707],[2378145],[2378225],[2381440],[2381609],[2400047],[2422578],[2425732],[2428043],[2436134],[2439393],[2449592],[2450752],[2450832],[2459256],[2460003],[2462529],[2463161],[2480780],[2483091],[2501610],[2502770],[2502850],[2505305],[2506243],[2507622],[2514904],[2525027],[2527338],[2527361],[2527993],[2535429],[2535844],[2538688],[2554418],[2555356],[2556735],[2571110],[2573421],[2573444],[2574076],[2576281],[2576795],[2577763],[2591160],[2593367],[2594305],[2595684],[2595759],[2602966],[2619482],[2619996],[2620964],[2626302],[2631400],[2633607],[2634545],[2635924],[2635999],[2636848],[2637450],[2638852],[2649023],[2651388],[2653253],[2653767],[2654735],[2669413],[2674290],[2674892],[2676294],[2681355],[2685765],[2685999],[2687864],[2688378],[2689346],[2691202],[2700736],[2703110],[2703712],[2705114],[2715285],[2718370],[2718650],[2721264],[2723152],[2726547],[2727533],[2728532],[2731932],[2732410],[2733012],[2734414],[2736813],[2743385],[2744787],[2747337],[2754258],[2756871],[2760006],[2762112],[2762707],[2763633],[2766444],[2766946],[2767226],[2768854],[2769840],[2770839],[2771728],[2778393],[2780281],[2789061],[2790141],[2791543],[2795798],[2796123],[2796296],[2799241],[2799887],[2801211],[2801993],[2802588],[2808912],[2809507],[2810433],[2815654],[2816640],[2817639],[2818528],[2823356],[2827275],[2827921],[2828246],[2828419],[2833404],[2833729],[2833902],[2836105],[2838817],[2839599],[2840194],[2844905],[2852952],[2854643],[2854816],[2856871],[2857517],[2857842],[2858015],[2860218],[2867677],[2869031],[2873166],[2873339],[2879739],[2880193] ] cell #5720 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1243340],[1372837],[1438570],[1467031],[1488893],[1502935],[1569213],[1580226],[1629789],[1662261],[1678912],[1684123],[1698165],[1709593],[1768428],[1800140],[1801624],[1805737],[1821616],[1835658],[1838267],[1857121],[1923920],[1924448],[1925213],[1928218],[1954699],[1956183],[1960296],[1974245],[2006678],[2035851],[2038001],[2041146],[2041457],[2041915],[2056220],[2072049],[2072577],[2073342],[2076347],[2088976],[2116204],[2130078],[2143674],[2148883],[2152352],[2152661],[2166165],[2166693],[2176107],[2178257],[2181402],[2181713],[2182171],[2197429],[2216981],[2222074],[2235141],[2235669],[2242523],[2247616],[2253007],[2263392],[2268846],[2269157],[2269615],[2274844],[2280053],[2283522],[2283831],[2288718],[2308939],[2315542],[2320657],[2323849],[2327003],[2332457],[2332768],[2333226],[2338985],[2344100],[2357283],[2358679],[2363652],[2363731],[2364040],[2368745],[2374136],[2381812],[2393408],[2399850],[2402667],[2406241],[2413254],[2415192],[2416588],[2421561],[2421640],[2421949],[2423898],[2427472],[2442792],[2444148],[2444852],[2445402],[2449395],[2454510],[2457702],[2460856],[2466621],[2467079],[2470059],[2476779],[2478946],[2482520],[2485024],[2490826],[2494400],[2496166],[2496870],[2497420],[2501413],[2503987],[2513934],[2520376],[2521914],[2523193],[2526767],[2533780],[2537114],[2542087],[2542475],[2545410],[2550015],[2550568],[2550694],[2551244],[2553100],[2558231],[2560389],[2563474],[2567997],[2569276],[2572850],[2574926],[2583804],[2585971],[2589545],[2592049],[2597851],[2601425],[2603895],[2604445],[2608438],[2611580],[2613451],[2615680],[2616156],[2616734],[2618127],[2624599],[2627046],[2629204],[2630433],[2632289],[2643682],[2644235],[2644361],[2644911],[2646767],[2657141],[2662943],[2666517],[2668538],[2672419],[2672822],[2673523],[2679962],[2684062],[2685116],[2694191],[2696420],[2696896],[2697474],[2698867],[2701578],[2702254],[2707786],[2709944],[2711173],[2713029],[2726658],[2730539],[2731643],[2740912],[2741315],[2742016],[2745488],[2746066],[2752555],[2753609],[2758389],[2781802],[2782503],[2787668],[2788772],[2792822],[2793498],[2820750] ] cell #5721 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1372879],[1503268],[1569255],[1632494],[1698498],[1709635],[1753456],[1805779],[1824321],[1835991],[1842339],[1924490],[1928551],[1939727],[1957404],[1960338],[1960643],[2021069],[2041874],[2042028],[2045446],[2067010],[2072619],[2076234],[2076680],[2097203],[2135275],[2148419],[2152335],[2153009],[2166735],[2177360],[2182130],[2182284],[2185702],[2185810],[2206828],[2235711],[2239727],[2240764],[2252287],[2256244],[2266445],[2269574],[2269728],[2279589],[2279697],[2283505],[2284179],[2306143],[2307180],[2330056],[2333185],[2333339],[2336617],[2337733],[2337841],[2348477],[2360856],[2361893],[2363714],[2364388],[2373219],[2373416],[2377373],[2397482],[2398598],[2398706],[2418765],[2419802],[2421623],[2422297],[2425363],[2425844],[2426041],[2444092],[2447027],[2448143],[2448251],[2449980],[2458887],[2480411],[2480892],[2481089],[2489337],[2496110],[2499045],[2500161],[2500269],[2501998],[2503000],[2503931],[2505874],[2519124],[2522092],[2524658],[2525139],[2525336],[2545354],[2552113],[2553044],[2554987],[2561900],[2567787],[2568175],[2570741],[2571222],[2571419],[2575104],[2588114],[2591062],[2591993],[2593936],[2607186],[2611294],[2611758],[2615624],[2618305],[2623070],[2624543],[2625933],[2630715],[2631302],[2632233],[2634176],[2637352],[2646711],[2648654],[2652076],[2661454],[2665086],[2669315],[2672597],[2673467],[2674794],[2678923],[2679676],[2680140],[2682533],[2684006],[2685396],[2686687],[2696364],[2699045],[2711455],[2712973],[2714916],[2721166],[2721697],[2721965],[2726417],[2727435],[2729500],[2730717],[2731587],[2741090],[2741960],[2743287],[2751026],[2752499],[2753889],[2755180],[2762464],[2768724],[2769742],[2770273],[2770541],[2778295],[2778826],[2779094],[2782447],[2786629],[2787846],[2788716],[2795993],[2809264],[2811959],[2812227],[2815524],[2816542],[2817073],[2817341],[2820694],[2833599],[2835862],[2842646],[2842914],[2854513],[2855236] ] cell #5722 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1243344],[1372831],[1438574],[1486701],[1502860],[1569207],[1580230],[1627597],[1678916],[1681931],[1698090],[1709587],[1729445],[1766236],[1801628],[1805731],[1819424],[1835583],[1838271],[1856008],[1915716],[1924062],[1924442],[1928143],[1952507],[1956187],[1960290],[1974170],[2005565],[2034738],[2037926],[2041143],[2041593],[2043854],[2056224],[2072191],[2072571],[2076272],[2088973],[2116129],[2130082],[2143599],[2148880],[2152354],[2156057],[2166307],[2166687],[2174994],[2178182],[2181399],[2181849],[2197431],[2216906],[2222071],[2235283],[2235663],[2242448],[2247613],[2253009],[2257054],[2265042],[2268843],[2269293],[2274769],[2280050],[2283524],[2287227],[2288722],[2308864],[2315539],[2320659],[2323774],[2328653],[2332454],[2332904],[2338982],[2344102],[2352382],[2357280],[2360176],[2363577],[2363733],[2368742],[2374138],[2378183],[2381954],[2394270],[2399847],[2402664],[2406243],[2413251],[2415189],[2418085],[2421486],[2421642],[2423895],[2427474],[2442717],[2444150],[2446119],[2449392],[2450790],[2454512],[2457627],[2462506],[2462792],[2466757],[2470056],[2477565],[2478943],[2482522],[2485026],[2490823],[2494402],[2496168],[2498137],[2501410],[2502808],[2503989],[2514796],[2520373],[2521947],[2523190],[2526769],[2527624],[2533777],[2538611],[2542012],[2545412],[2550012],[2550565],[2551329],[2553102],[2558264],[2560386],[2563476],[2568030],[2569273],[2572852],[2573707],[2574959],[2584590],[2585968],[2589547],[2592051],[2592131],[2597848],[2601427],[2605162],[2608435],[2609833],[2611613],[2613484],[2615682],[2616158],[2616731],[2618160],[2624601],[2627079],[2629201],[2632291],[2632371],[2643679],[2644232],[2644996],[2646769],[2657143],[2662940],[2666519],[2667374],[2668571],[2672452],[2672855],[2673525],[2673605],[2679995],[2684064],[2685113],[2694224],[2696422],[2696898],[2697471],[2698900],[2701575],[2707819],[2709941],[2713031],[2713111],[2726691],[2730572],[2731645],[2731725],[2740945],[2741348],[2742018],[2742098],[2745490],[2746063],[2752557],[2753606],[2781835],[2782505],[2782585],[2787701],[2788774],[2788854],[2792819],[2820752],[2820832],[2843519] ] cell #5723 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1243346],[1372825],[1438576],[1502644],[1569201],[1580232],[1625480],[1678918],[1697874],[1709581],[1716182],[1801630],[1805725],[1817307],[1835367],[1838273],[1838559],[1902453],[1924282],[1924436],[1927927],[1950390],[1956189],[1959840],[1960284],[1982481],[2022982],[2036926],[2041090],[2041804],[2056226],[2067399],[2072411],[2072565],[2076056],[2076164],[2099116],[2130084],[2134556],[2135664],[2148052],[2152317],[2163238],[2166527],[2166681],[2177182],[2177290],[2181346],[2182060],[2206109],[2207217],[2232214],[2235503],[2235657],[2239360],[2240586],[2240694],[2252269],[2265726],[2266834],[2268790],[2269504],[2278987],[2279222],[2283487],[2305776],[2307002],[2307110],[2329337],[2330445],[2332401],[2333115],[2336599],[2337131],[2337366],[2357182],[2360489],[2361715],[2361823],[2363696],[2373398],[2397464],[2397996],[2398231],[2407496],[2415091],[2418398],[2419624],[2419732],[2421605],[2422690],[2423797],[2426023],[2440855],[2444074],[2447009],[2447541],[2447776],[2469958],[2477738],[2478845],[2481071],[2488970],[2495655],[2496092],[2499027],[2499559],[2499794],[2503913],[2518757],[2521985],[2523092],[2525318],[2540150],[2544780],[2545336],[2549914],[2553026],[2558540],[2560288],[2561882],[2567420],[2568068],[2569175],[2571401],[2574997],[2585870],[2588096],[2591975],[2602680],[2606819],[2611651],[2615606],[2616633],[2618198],[2623052],[2623969],[2624525],[2627355],[2629103],[2630697],[2632215],[2643581],[2646693],[2661087],[2662842],[2665068],[2672490],[2673131],[2673449],[2678751],[2680033],[2682515],[2683988],[2685015],[2696346],[2697373],[2698938],[2708095],[2709843],[2711437],[2712955],[2721679],[2729328],[2730610],[2731251],[2731569],[2740983],[2741624],[2741942],[2745965],[2751008],[2752481],[2753508],[2762292],[2778808],[2782111],[2782429],[2786457],[2787739],[2788380],[2788698],[2792721],[2809092],[2811941],[2820358],[2820676],[2835690],[2836602] ] cell #5724 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1243349],[1372832],[1438579],[1486702],[1502861],[1569208],[1580235],[1627598],[1678921],[1681932],[1698091],[1709588],[1729446],[1766237],[1801633],[1805732],[1819425],[1835584],[1838276],[1856009],[1915717],[1924209],[1924443],[1928144],[1952508],[1956192],[1960291],[1974171],[2005566],[2034739],[2037927],[2041144],[2041734],[2043855],[2056229],[2072338],[2072572],[2076273],[2077068],[2088974],[2116130],[2130087],[2143600],[2148881],[2152357],[2156058],[2166454],[2166688],[2174995],[2178183],[2181400],[2181990],[2186240],[2197434],[2216907],[2222072],[2235430],[2235664],[2242449],[2247614],[2253012],[2257055],[2267765],[2268844],[2269434],[2274770],[2280051],[2282487],[2283527],[2287228],[2288157],[2308865],[2315540],[2320662],[2323775],[2331376],[2332455],[2333045],[2338983],[2340489],[2344105],[2352383],[2357281],[2362687],[2363578],[2363736],[2368743],[2374141],[2376363],[2378184],[2399848],[2401354],[2402665],[2406246],[2413252],[2415190],[2420596],[2421487],[2421645],[2423896],[2427477],[2428837],[2442718],[2444153],[2448332],[2449393],[2450791],[2454515],[2457628],[2460870],[2462793],[2470057],[2478944],[2482525],[2483885],[2485029],[2490824],[2494405],[2496171],[2500350],[2501411],[2502809],[2503992],[2507701],[2520374],[2522012],[2523191],[2526772],[2527625],[2533778],[2542013],[2545415],[2550013],[2550566],[2553105],[2556814],[2558329],[2560387],[2563479],[2568095],[2569274],[2572855],[2573708],[2574420],[2575024],[2585969],[2589550],[2592054],[2592132],[2597849],[2601430],[2608436],[2609834],[2611678],[2615685],[2616161],[2616732],[2617621],[2618225],[2624604],[2627144],[2629202],[2632294],[2632372],[2643680],[2644233],[2646772],[2657146],[2662941],[2666522],[2667375],[2669095],[2672517],[2672920],[2673528],[2673606],[2680060],[2684067],[2685114],[2696425],[2696901],[2697472],[2698965],[2701576],[2707884],[2709942],[2713034],[2713112],[2727215],[2730637],[2731648],[2731726],[2741010],[2741413],[2742021],[2742099],[2745493],[2746064],[2752560],[2753607],[2781900],[2782508],[2782586],[2787766],[2788777],[2788855],[2792820],[2820755],[2820833],[2843520] ] cell #5725 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1243350],[1372826],[1438580],[1502645],[1569202],[1580236],[1625481],[1678922],[1697875],[1709582],[1716183],[1801634],[1805726],[1817308],[1835368],[1838277],[1838565],[1902454],[1924356],[1924437],[1927928],[1950391],[1956193],[1959988],[1960285],[1982482],[2022983],[2036927],[2041091],[2041876],[2056230],[2068389],[2072485],[2072566],[2076057],[2076308],[2099117],[2130088],[2134557],[2137584],[2148053],[2152319],[2163239],[2166601],[2166682],[2177183],[2178218],[2181347],[2182132],[2206110],[2209137],[2232215],[2235577],[2235658],[2239361],[2240587],[2242484],[2252271],[2265727],[2268754],[2268791],[2269576],[2279223],[2279777],[2283489],[2305777],[2307003],[2308900],[2329338],[2332365],[2332402],[2333187],[2336601],[2337367],[2338709],[2357183],[2360490],[2361716],[2363613],[2363698],[2373400],[2397466],[2398232],[2399574],[2407497],[2415092],[2418399],[2419625],[2421522],[2421607],[2422740],[2423798],[2426025],[2440856],[2444076],[2447011],[2447777],[2449119],[2469959],[2477788],[2478846],[2481073],[2488971],[2495656],[2496094],[2499029],[2499795],[2501137],[2503915],[2518758],[2522035],[2523093],[2525320],[2540151],[2544830],[2545338],[2549915],[2553028],[2558541],[2560289],[2561884],[2567421],[2568118],[2569176],[2571403],[2575047],[2585871],[2588098],[2591977],[2602681],[2606820],[2611701],[2615608],[2616634],[2618248],[2623054],[2624019],[2624527],[2627356],[2629104],[2630699],[2632217],[2643582],[2646695],[2661088],[2662843],[2665070],[2672540],[2673132],[2673451],[2678752],[2680083],[2682517],[2683990],[2685016],[2696348],[2697374],[2698988],[2708096],[2709844],[2711439],[2712957],[2721681],[2729329],[2730660],[2731252],[2731571],[2741033],[2741625],[2741944],[2745966],[2751010],[2752483],[2753509],[2762293],[2778810],[2782112],[2782431],[2786458],[2787789],[2788381],[2788700],[2792722],[2809093],[2811943],[2820359],[2820678],[2835691],[2836603] ] cell #5726 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1243352],[1372823],[1438582],[1502577],[1569199],[1580238],[1582556],[1625345],[1678924],[1697807],[1709579],[1711403],[1716047],[1801636],[1805723],[1817172],[1829629],[1835300],[1837788],[1838279],[1902318],[1906929],[1924429],[1924434],[1927860],[1950255],[1951682],[1956195],[1960282],[1982346],[1986957],[2022847],[2025264],[2036794],[2041085],[2041950],[2055058],[2056232],[2067416],[2072558],[2072563],[2075989],[2098981],[2101398],[2128916],[2130090],[2134424],[2136611],[2148047],[2152323],[2163103],[2165520],[2166674],[2166679],[2177050],[2181341],[2182206],[2205977],[2208164],[2232079],[2234496],[2235650],[2235655],[2235956],[2239355],[2240454],[2252275],[2265594],[2267781],[2268785],[2269650],[2279217],[2283493],[2302372],[2305771],[2306870],[2329205],[2331392],[2332396],[2333261],[2336605],[2337361],[2357085],[2357177],[2360484],[2361583],[2363702],[2373404],[2384870],[2397470],[2398226],[2407364],[2414994],[2415086],[2418393],[2419492],[2421611],[2423700],[2423792],[2426029],[2440723],[2444080],[2447015],[2447771],[2469861],[2469953],[2478748],[2478840],[2481077],[2486433],[2488965],[2495523],[2496098],[2499033],[2499789],[2503919],[2518752],[2523087],[2525324],[2540018],[2545342],[2549817],[2549909],[2553032],[2558535],[2560191],[2560283],[2561888],[2567415],[2569170],[2571407],[2585773],[2585865],[2588102],[2591981],[2602548],[2606814],[2615612],[2616628],[2623058],[2624531],[2627350],[2629006],[2629098],[2630703],[2632221],[2643484],[2643576],[2646699],[2661082],[2662837],[2665074],[2673126],[2673455],[2678794],[2682521],[2683994],[2685010],[2696352],[2697368],[2708090],[2709746],[2709838],[2711443],[2712961],[2721685],[2729371],[2731246],[2731575],[2741619],[2741948],[2745960],[2751014],[2752487],[2753503],[2762335],[2778814],[2782106],[2782435],[2786500],[2788375],[2788704],[2792716],[2809135],[2811947],[2820353],[2820682],[2835733],[2836597] ] cell #5727 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1243479],[1320461],[1372965],[1438709],[1450662],[1502651],[1569341],[1572520],[1580365],[1581576],[1625487],[1653728],[1679051],[1697881],[1701799],[1709721],[1716189],[1739049],[1780960],[1802753],[1805865],[1813083],[1817314],[1827590],[1835374],[1838406],[1864081],[1887735],[1894719],[1902460],[1903850],[1925320],[1925546],[1927934],[1935519],[1950397],[1957312],[1960424],[1982488],[1983878],[2006785],[2007011],[2013638],[2017534],[2022989],[2036933],[2042136],[2042811],[2051979],[2066465],[2073449],[2073675],[2076063],[2093668],[2099123],[2119299],[2119974],[2125837],[2134563],[2148103],[2153307],[2157790],[2163245],[2176214],[2176440],[2177189],[2182392],[2183067],[2189967],[2206116],[2218398],[2225508],[2226766],[2232221],[2237133],[2239411],[2240593],[2252308],[2265733],[2277939],[2278614],[2279273],[2284477],[2291110],[2292209],[2303549],[2305827],[2307009],[2313195],[2317354],[2329344],[2336638],[2337417],[2360540],[2361722],[2365069],[2372179],[2373437],[2384389],[2390328],[2391427],[2397503],[2398282],[2403732],[2404831],[2407503],[2418449],[2419631],[2424963],[2426062],[2437402],[2440862],[2447048],[2447827],[2451207],[2474072],[2480011],[2481110],[2485952],[2489021],[2491891],[2492990],[2495662],[2499066],[2499845],[2504915],[2510854],[2511953],[2518808],[2524258],[2525357],[2540157],[2554028],[2558591],[2561921],[2564402],[2566225],[2567471],[2570341],[2571440],[2581097],[2587036],[2588135],[2592977],[2598916],[2600015],[2602687],[2606870],[2617246],[2623091],[2627406],[2629631],[2629752],[2630736],[2633217],[2647695],[2658069],[2659892],[2661138],[2664008],[2665107],[2673182],[2673975],[2678733],[2682554],[2697986],[2708146],[2710371],[2710492],[2711476],[2713957],[2715780],[2721718],[2729310],[2741675],[2742468],[2746578],[2751047],[2757587],[2757708],[2762274],[2778847],[2782162],[2782955],[2783076],[2786439],[2809074],[2811980],[2835672] ] cell #5728 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1243481],[1320463],[1372962],[1438711],[1450735],[1502583],[1569338],[1572667],[1580367],[1581650],[1625351],[1653875],[1679053],[1697813],[1701947],[1709718],[1716053],[1739196],[1781108],[1802755],[1805862],[1813230],[1817178],[1827596],[1835306],[1838408],[1864229],[1887737],[1894866],[1902324],[1903856],[1925467],[1925543],[1927866],[1935667],[1950261],[1957314],[1960421],[1982352],[1983884],[2006932],[2007008],[2013786],[2017540],[2022853],[2036800],[2042130],[2042959],[2051985],[2066467],[2073596],[2073672],[2075995],[2093674],[2098987],[2119293],[2120122],[2125843],[2134430],[2148097],[2153313],[2157796],[2163109],[2176361],[2176437],[2177056],[2182386],[2183215],[2189973],[2205983],[2218392],[2225514],[2226772],[2232085],[2237139],[2239405],[2240460],[2252314],[2265600],[2277933],[2278762],[2279267],[2284483],[2291104],[2292215],[2303555],[2305821],[2306876],[2313201],[2317360],[2329211],[2336644],[2337411],[2360534],[2361589],[2365063],[2372185],[2373443],[2384395],[2390322],[2391433],[2397509],[2398276],[2403726],[2404837],[2407370],[2418443],[2419498],[2424957],[2426068],[2437408],[2440729],[2447054],[2447821],[2451213],[2474078],[2480005],[2481116],[2485958],[2489015],[2491885],[2492996],[2495529],[2499072],[2499839],[2504921],[2510848],[2511959],[2518802],[2524252],[2525363],[2540024],[2554034],[2558585],[2561927],[2564408],[2566219],[2567465],[2570335],[2571446],[2581103],[2587030],[2588141],[2592983],[2598910],[2600021],[2602554],[2606864],[2617240],[2623097],[2627400],[2629637],[2629746],[2630742],[2633223],[2647701],[2658075],[2659886],[2661132],[2664002],[2665113],[2673176],[2673981],[2678754],[2682560],[2697980],[2708140],[2710377],[2710486],[2711482],[2713963],[2715774],[2721724],[2729331],[2741669],[2742474],[2746572],[2751053],[2757593],[2757702],[2762295],[2778853],[2782156],[2782961],[2783070],[2786460],[2809095],[2811986],[2835693] ] cell #5729 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1243482],[1320465],[1372959],[1438712],[1450805],[1502574],[1569335],[1572737],[1580368],[1581724],[1625342],[1653945],[1679054],[1697804],[1702021],[1709715],[1716044],[1739266],[1781182],[1802756],[1805859],[1813300],[1817169],[1827600],[1835297],[1838409],[1864303],[1887738],[1894936],[1902315],[1903860],[1925537],[1925540],[1927857],[1935741],[1950252],[1957315],[1960418],[1982343],[1983888],[2007002],[2007005],[2013860],[2017544],[2022844],[2036791],[2042124],[2043033],[2051989],[2066468],[2073666],[2073669],[2075986],[2093678],[2098978],[2119287],[2120196],[2125847],[2134421],[2148091],[2153317],[2157800],[2163100],[2176431],[2176434],[2177047],[2182380],[2183289],[2189977],[2205974],[2218386],[2225518],[2226776],[2232076],[2237143],[2239399],[2240451],[2252318],[2265591],[2277927],[2278836],[2279261],[2284487],[2291098],[2292219],[2303559],[2305815],[2306867],[2313205],[2317364],[2329202],[2336648],[2337405],[2360528],[2361580],[2365057],[2372189],[2373447],[2384399],[2390316],[2391437],[2397513],[2398270],[2403720],[2404841],[2407361],[2418437],[2419489],[2424951],[2426072],[2437412],[2440720],[2447058],[2447815],[2451217],[2474082],[2479999],[2481120],[2485962],[2489009],[2491879],[2493000],[2495520],[2499076],[2499833],[2504925],[2510842],[2511963],[2518796],[2524246],[2525367],[2540015],[2554038],[2558579],[2561931],[2564412],[2566213],[2567459],[2570329],[2571450],[2581107],[2587024],[2588145],[2592987],[2598904],[2600025],[2602545],[2606858],[2617234],[2623101],[2627394],[2629641],[2629740],[2630746],[2633227],[2647705],[2658079],[2659880],[2661126],[2663996],[2665117],[2673170],[2673985],[2678796],[2682564],[2697974],[2708134],[2710381],[2710480],[2711486],[2713967],[2715768],[2721728],[2729373],[2741663],[2742478],[2746566],[2751057],[2757597],[2757696],[2762337],[2778857],[2782150],[2782965],[2783064],[2786502],[2809137],[2811990],[2835735] ] cell #5730 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1284141],[1446899],[1560083],[1646129],[1682211],[1766516],[1808223],[1837956],[1856288],[1889859],[1930887],[1952787],[1976458],[2005845],[2009006],[2035018],[2068589],[2087612],[2091554],[2118417],[2145887],[2156337],[2175274],[2178435],[2196187],[2220710],[2224652],[2246252],[2250194],[2259342],[2277057],[2287507],[2296815],[2315040],[2319415],[2342858],[2351021],[2354963],[2367381],[2371323],[2380471],[2382272],[2405787],[2409437],[2430668],[2438358],[2439958],[2448893],[2453268],[2461431],[2465373],[2466418],[2487483],[2500911],[2508262],[2516559],[2518274],[2526313],[2529963],[2535826],[2537653],[2539253],[2542265],[2557375],[2572396],[2577192],[2578861],[2587376],[2594508],[2596324],[2603290],[2604621],[2606336],[2620393],[2622062],[2634748],[2636564],[2639176],[2640351],[2654164],[2655833],[2661654],[2664348],[2676618],[2677793],[2688775],[2690444],[2691021],[2692310],[2705438],[2706613],[2722971],[2724260],[2734738],[2735913],[2736626],[2747156],[2748445],[2763446],[2771547],[2772836],[2783382],[2794645],[2803327],[2822162] ] cell #5731 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1284142],[1446900],[1560084],[1646130],[1682212],[1766517],[1808224],[1837957],[1856289],[1889860],[1930885],[1952788],[1976459],[2005846],[2009004],[2035019],[2068590],[2087613],[2091552],[2118418],[2145888],[2156338],[2175275],[2178433],[2196185],[2220711],[2224650],[2246253],[2250192],[2259343],[2277058],[2287508],[2296844],[2315041],[2319413],[2342856],[2351022],[2354961],[2367382],[2371321],[2380472],[2382273],[2405785],[2409466],[2430697],[2438356],[2439959],[2448894],[2453266],[2461432],[2465371],[2466419],[2487512],[2500912],[2508263],[2516588],[2518272],[2526311],[2529992],[2535827],[2537651],[2539254],[2542263],[2557376],[2572394],[2577193],[2578859],[2587405],[2594537],[2596325],[2603288],[2604650],[2606334],[2620394],[2622060],[2634777],[2636565],[2639174],[2640380],[2654165],[2655831],[2661644],[2664377],[2676616],[2677822],[2688776],[2690442],[2691050],[2692300],[2705436],[2706642],[2723000],[2724250],[2734736],[2735942],[2736607],[2747185],[2748435],[2763427],[2771576],[2772826],[2783363],[2794674],[2803308],[2822143] ] cell #5732 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1284143],[1446901],[1560085],[1646131],[1682213],[1766518],[1808225],[1837958],[1856290],[1889861],[1930889],[1952789],[1976460],[2005847],[2009008],[2035020],[2068591],[2087614],[2091556],[2118419],[2145889],[2156339],[2175276],[2178437],[2196189],[2220712],[2224654],[2246254],[2250196],[2259344],[2277059],[2287509],[2296848],[2315042],[2319417],[2342860],[2351023],[2354965],[2367383],[2371325],[2380473],[2382274],[2405789],[2409470],[2430701],[2438360],[2439960],[2448895],[2453270],[2461433],[2465375],[2466420],[2487516],[2500913],[2508264],[2516592],[2518276],[2526315],[2529996],[2535828],[2537655],[2539255],[2542267],[2557377],[2572398],[2577194],[2578863],[2587409],[2594541],[2596326],[2603292],[2604654],[2606338],[2620395],[2622064],[2634781],[2636566],[2639178],[2640384],[2654166],[2655835],[2661656],[2664381],[2676620],[2677826],[2688777],[2690446],[2691054],[2692312],[2705440],[2706646],[2723004],[2724262],[2734740],[2735946],[2736628],[2747189],[2748447],[2763448],[2771580],[2772838],[2783384],[2794678],[2803329],[2822164] ] cell #5733 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1284147],[1446905],[1560089],[1646135],[1682217],[1766522],[1808226],[1837962],[1856294],[1889862],[1930883],[1952793],[1976461],[2005851],[2009002],[2035024],[2068592],[2087615],[2091550],[2118420],[2145890],[2156343],[2175280],[2178431],[2196183],[2220713],[2224648],[2246255],[2250190],[2259345],[2277060],[2287513],[2296812],[2315043],[2319411],[2342854],[2351024],[2354959],[2367384],[2371319],[2380474],[2382278],[2405783],[2409434],[2430665],[2438354],[2439961],[2448896],[2453264],[2461434],[2465369],[2466421],[2487480],[2500914],[2508265],[2516556],[2518270],[2526309],[2529960],[2535829],[2537649],[2539256],[2542261],[2557378],[2572392],[2577195],[2578857],[2587373],[2594505],[2596327],[2603286],[2604618],[2606332],[2620396],[2622058],[2634745],[2636567],[2639172],[2640348],[2654167],[2655829],[2661643],[2664345],[2676614],[2677790],[2688778],[2690440],[2691018],[2692299],[2705434],[2706610],[2722968],[2724249],[2734734],[2735910],[2736606],[2747153],[2748434],[2763426],[2771544],[2772825],[2783362],[2794642],[2803307],[2822142] ] cell #5734 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1284148],[1446906],[1560090],[1646136],[1682218],[1766523],[1808227],[1837963],[1856295],[1889863],[1930888],[1952794],[1976462],[2005852],[2009007],[2035025],[2068593],[2087616],[2091555],[2118421],[2145891],[2156344],[2175281],[2178436],[2196188],[2220714],[2224653],[2246256],[2250195],[2259346],[2277061],[2287514],[2296816],[2315044],[2319416],[2342859],[2351025],[2354964],[2367385],[2371324],[2380475],[2382279],[2405788],[2409438],[2430669],[2438359],[2439962],[2448897],[2453269],[2461435],[2465374],[2466422],[2487484],[2500915],[2508266],[2516560],[2518275],[2526314],[2529964],[2535830],[2537654],[2539257],[2542266],[2557379],[2572397],[2577196],[2578862],[2587377],[2594509],[2596328],[2603291],[2604622],[2606337],[2620397],[2622063],[2634749],[2636568],[2639177],[2640352],[2654168],[2655834],[2661655],[2664349],[2676619],[2677794],[2688779],[2690445],[2691022],[2692311],[2705439],[2706614],[2722972],[2724261],[2734739],[2735914],[2736627],[2747157],[2748446],[2763447],[2771548],[2772837],[2783383],[2794646],[2803328],[2822163] ] cell #5735 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1284149],[1446907],[1560091],[1646137],[1682219],[1766524],[1808228],[1837964],[1856296],[1889864],[1930886],[1952795],[1976463],[2005853],[2009005],[2035026],[2068594],[2087617],[2091553],[2118422],[2145892],[2156345],[2175282],[2178434],[2196186],[2220715],[2224651],[2246257],[2250193],[2259347],[2277062],[2287515],[2296845],[2315045],[2319414],[2342857],[2351026],[2354962],[2367386],[2371322],[2380476],[2382280],[2405786],[2409467],[2430698],[2438357],[2439963],[2448898],[2453267],[2461436],[2465372],[2466423],[2487513],[2500916],[2508267],[2516589],[2518273],[2526312],[2529993],[2535831],[2537652],[2539258],[2542264],[2557380],[2572395],[2577197],[2578860],[2587406],[2594538],[2596329],[2603289],[2604651],[2606335],[2620398],[2622061],[2634778],[2636569],[2639175],[2640381],[2654169],[2655832],[2661645],[2664378],[2676617],[2677823],[2688780],[2690443],[2691051],[2692301],[2705437],[2706643],[2723001],[2724251],[2734737],[2735943],[2736608],[2747186],[2748436],[2763428],[2771577],[2772827],[2783364],[2794675],[2803309],[2822144] ] cell #5736 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1284153],[1446911],[1560095],[1646141],[1682223],[1766528],[1808229],[1837968],[1856300],[1889865],[1930881],[1952799],[1976464],[2005857],[2009000],[2035030],[2068595],[2087618],[2091548],[2118423],[2145893],[2156349],[2175286],[2178429],[2196181],[2220716],[2224646],[2246258],[2250188],[2259348],[2277063],[2287519],[2296810],[2315046],[2319409],[2342852],[2351027],[2354957],[2367387],[2371317],[2380477],[2382284],[2405781],[2409432],[2430663],[2438352],[2439964],[2448899],[2453262],[2461437],[2465367],[2466424],[2487478],[2500917],[2508268],[2516554],[2518268],[2526307],[2529958],[2535832],[2537647],[2539259],[2542259],[2557381],[2572390],[2577198],[2578855],[2587371],[2594503],[2596330],[2603284],[2604616],[2606330],[2620399],[2622056],[2634743],[2636570],[2639170],[2640346],[2654170],[2655827],[2661642],[2664343],[2676612],[2677788],[2688781],[2690438],[2691016],[2692298],[2705432],[2706608],[2722966],[2724248],[2734732],[2735908],[2736605],[2747151],[2748433],[2763425],[2771542],[2772824],[2783361],[2794640],[2803306],[2822141] ] cell #5737 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1320445],[1450644],[1572502],[1581590],[1653710],[1701813],[1739031],[1780974],[1813065],[1827707],[1864095],[1894701],[1903967],[1925302],[1935533],[1983995],[2006767],[2013652],[2018404],[2042825],[2052096],[2073431],[2094538],[2118199],[2119988],[2125954],[2153424],[2158660],[2176196],[2183081],[2197600],[2224154],[2224449],[2225625],[2227636],[2253178],[2262992],[2276839],[2278628],[2284594],[2288429],[2293790],[2317516],[2320828],[2322149],[2322556],[2326603],[2344271],[2370825],[2371120],[2372296],[2374307],[2380253],[2382042],[2384551],[2393008],[2406412],[2407918],[2412209],[2427643],[2443797],[2451369],[2454681],[2456002],[2456409],[2460456],[2464875],[2465170],[2466346],[2468916],[2474234],[2482691],[2486114],[2489692],[2494081],[2494571],[2505077],[2513534],[2521526],[2521821],[2526938],[2528444],[2532735],[2535754],[2540387],[2540794],[2544451],[2548872],[2554190],[2559246],[2564564],[2565977],[2573021],[2575941],[2577120],[2581259],[2589716],[2590175],[2590582],[2593139],[2596717],[2601106],[2601596],[2603102],[2607393],[2619142],[2620321],[2628061],[2633379],[2638118],[2638988],[2642539],[2645943],[2647857],[2650499],[2652913],[2654092],[2658231],[2659644],[2661809],[2666198],[2666688],[2674137],[2675560],[2676430],[2687524],[2688703],[2692197],[2692465],[2698403],[2699882],[2701061],[2702937],[2705250],[2708801],[2714119],[2715532],[2722399],[2724147],[2724415],[2732257],[2734550],[2737630],[2742630],[2744923],[2746330],[2748332],[2748600],[2756017],[2757196],[2761975],[2764450],[2770975],[2772723],[2772991],[2779528],[2780144],[2784386],[2789386],[2791679],[2800772],[2801856],[2804331],[2808775],[2817775],[2826812],[2826995],[2839462] ] cell #5738 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1320446],[1450645],[1572503],[1581593],[1653711],[1701816],[1739032],[1780977],[1808205],[1813066],[1827761],[1864098],[1889841],[1894702],[1904021],[1925303],[1935536],[1971990],[1976440],[1984049],[2006768],[2013655],[2020100],[2042828],[2052150],[2068571],[2073432],[2087594],[2096234],[2113949],[2118088],[2118200],[2118399],[2119991],[2126008],[2141419],[2145869],[2153478],[2160356],[2176197],[2183084],[2196108],[2215656],[2220692],[2223732],[2224155],[2224452],[2225679],[2229332],[2246234],[2254874],[2259324],[2272589],[2276728],[2276840],[2277039],[2278631],[2284648],[2288430],[2294624],[2315022],[2317570],[2319336],[2322118],[2322555],[2342779],[2351003],[2362327],[2367363],[2370403],[2370826],[2371123],[2372350],[2376003],[2380142],[2380254],[2380453],[2382045],[2384605],[2405708],[2407853],[2412183],[2420236],[2428477],[2438279],[2439940],[2443686],[2443798],[2448875],[2451423],[2453189],[2455971],[2456408],[2461413],[2464453],[2464876],[2465173],[2466400],[2468851],[2483525],[2489637],[2500893],[2505131],[2508244],[2518195],[2521104],[2521527],[2521824],[2526234],[2528379],[2532709],[2535808],[2537574],[2539235],[2540356],[2540793],[2544396],[2554244],[2557357],[2572317],[2575876],[2577174],[2578782],[2585047],[2590144],[2590581],[2596306],[2596662],[2603037],[2606257],[2607367],[2619077],[2620375],[2621983],[2636546],[2638063],[2638731],[2638923],[2645883],[2650473],[2654146],[2655754],[2661754],[2675505],[2676173],[2676365],[2688757],[2690365],[2692137],[2692410],[2698353],[2704993],[2705185],[2724087],[2724360],[2734293],[2734485],[2737580],[2748272],[2748545],[2764400],[2768364],[2772663],[2772936],[2784336],[2800712],[2804281],[2826945] ] cell #5739 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1320448],[1450650],[1572508],[1581584],[1653716],[1701807],[1739037],[1780968],[1813071],[1827652],[1864089],[1894707],[1903912],[1925308],[1935527],[1983940],[2006773],[2013646],[2018299],[2042819],[2052041],[2073437],[2094433],[2118205],[2119982],[2125899],[2153369],[2158555],[2176202],[2183075],[2197495],[2224290],[2224443],[2225570],[2227531],[2253073],[2262887],[2276845],[2278622],[2284539],[2288435],[2293685],[2317461],[2320723],[2322146],[2322681],[2326498],[2344166],[2370961],[2371114],[2372241],[2374202],[2380259],[2382036],[2384496],[2392903],[2406307],[2407915],[2412211],[2427538],[2443803],[2451314],[2454576],[2455999],[2456534],[2460351],[2465011],[2465164],[2466291],[2468913],[2474179],[2482586],[2486059],[2489694],[2494075],[2494466],[2505022],[2513429],[2521662],[2521815],[2526833],[2528441],[2532737],[2535699],[2540384],[2540919],[2544453],[2548869],[2554135],[2559243],[2564509],[2565974],[2572916],[2575938],[2577065],[2581204],[2589611],[2590172],[2590707],[2593084],[2596719],[2601100],[2601491],[2603099],[2607395],[2619139],[2620266],[2628058],[2633324],[2638120],[2638985],[2642536],[2645940],[2647802],[2650501],[2652910],[2654037],[2658176],[2659641],[2661811],[2666192],[2666583],[2674082],[2675562],[2676427],[2687521],[2688648],[2692194],[2692467],[2698405],[2699879],[2701006],[2702931],[2705247],[2708798],[2714064],[2715529],[2722396],[2724144],[2724417],[2732202],[2734547],[2737632],[2742575],[2744920],[2746327],[2748329],[2748602],[2756014],[2757141],[2761972],[2764452],[2770972],[2772720],[2772993],[2779525],[2780141],[2784388],[2789331],[2791676],[2800769],[2801853],[2804333],[2808772],[2817772],[2826809],[2826997],[2839459] ] cell #5740 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1320449],[1450651],[1572509],[1581587],[1653717],[1701810],[1739038],[1780971],[1813072],[1827701],[1864092],[1894708],[1903961],[1925309],[1935530],[1983989],[2006774],[2013649],[2018398],[2042822],[2052090],[2073438],[2094532],[2118206],[2119985],[2125948],[2153418],[2158654],[2176203],[2183078],[2197594],[2224291],[2224446],[2225619],[2227630],[2253172],[2262986],[2276846],[2278625],[2284588],[2288436],[2293784],[2317510],[2320822],[2322115],[2322680],[2326597],[2344265],[2370962],[2371117],[2372290],[2374301],[2380260],[2382039],[2384545],[2393002],[2406406],[2407850],[2412185],[2427637],[2443804],[2451363],[2454675],[2455968],[2456533],[2460450],[2465012],[2465167],[2466340],[2468848],[2474228],[2482685],[2486108],[2489639],[2494565],[2505071],[2513528],[2521663],[2521818],[2526932],[2528376],[2532711],[2535748],[2540353],[2540918],[2544398],[2548804],[2554184],[2559178],[2564558],[2573015],[2575873],[2577114],[2581253],[2589710],[2590141],[2590706],[2593133],[2596664],[2601590],[2603034],[2607369],[2619074],[2620315],[2627993],[2629787],[2633373],[2638065],[2638920],[2642471],[2645880],[2647851],[2650475],[2652845],[2654086],[2658225],[2661756],[2666682],[2674131],[2675507],[2676362],[2684381],[2687456],[2688697],[2692134],[2692412],[2698355],[2699814],[2701055],[2705182],[2708733],[2710527],[2714113],[2722331],[2724084],[2724362],[2732251],[2734482],[2737582],[2742624],[2744855],[2748269],[2748547],[2752874],[2755949],[2757190],[2757743],[2761539],[2764402],[2770907],[2772660],[2772938],[2779460],[2783111],[2784338],[2789380],[2791611],[2792087],[2800709],[2801420],[2804283],[2808339],[2812593],[2817707],[2826594],[2826947],[2834937],[2839026] ] cell #5741 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1320451],[1450656],[1572514],[1581582],[1653722],[1701805],[1739043],[1780966],[1813077],[1827648],[1864087],[1894713],[1903908],[1925314],[1935525],[1983936],[2006779],[2013644],[2018295],[2042817],[2052037],[2073443],[2094429],[2118211],[2119980],[2125895],[2153365],[2158551],[2176208],[2183073],[2197491],[2224361],[2224441],[2225566],[2227527],[2253069],[2262883],[2276851],[2278620],[2284535],[2288441],[2293681],[2317457],[2320719],[2322113],[2322745],[2326494],[2344162],[2371032],[2371112],[2372237],[2374198],[2380265],[2382034],[2384492],[2392899],[2406303],[2407848],[2412187],[2427534],[2443809],[2451310],[2454572],[2455966],[2456598],[2460347],[2465082],[2465162],[2466287],[2468846],[2474175],[2482582],[2486055],[2489641],[2494462],[2505018],[2513425],[2521733],[2521813],[2526829],[2528374],[2532713],[2535695],[2540351],[2540983],[2544400],[2548802],[2554131],[2559176],[2564505],[2572912],[2575871],[2577061],[2581200],[2589607],[2590139],[2590771],[2593080],[2596666],[2601487],[2603032],[2607371],[2619072],[2620262],[2627991],[2629734],[2633320],[2638067],[2638918],[2642469],[2645878],[2647798],[2650477],[2652843],[2654033],[2658172],[2661758],[2666579],[2674078],[2675509],[2676360],[2684379],[2687454],[2688644],[2692132],[2692414],[2698357],[2699812],[2701002],[2705180],[2708731],[2710474],[2714060],[2722329],[2724082],[2724364],[2732198],[2734480],[2737584],[2742571],[2744853],[2748267],[2748549],[2752872],[2755947],[2757137],[2757690],[2761537],[2764404],[2770905],[2772658],[2772940],[2779458],[2783058],[2784340],[2789327],[2791609],[2792085],[2800707],[2801418],[2804285],[2808337],[2812591],[2817705],[2826592],[2826949],[2834935],[2839024] ] cell #5742 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1320453],[1450658],[1572516],[1581580],[1653724],[1701803],[1739045],[1780964],[1813079],[1827644],[1864085],[1894715],[1903904],[1925316],[1935523],[1983932],[2006781],[2013642],[2018291],[2042815],[2052033],[2073445],[2094425],[2118213],[2119978],[2125891],[2153361],[2158547],[2176210],[2183071],[2197487],[2224433],[2224439],[2225562],[2227523],[2253065],[2262879],[2276853],[2278618],[2284531],[2288443],[2293677],[2317453],[2320715],[2322111],[2322813],[2326490],[2344158],[2371104],[2371110],[2372233],[2374194],[2380267],[2382032],[2384488],[2392895],[2406299],[2407846],[2412189],[2427530],[2443811],[2451306],[2454568],[2455964],[2456666],[2460343],[2465154],[2465160],[2466283],[2468844],[2474171],[2482578],[2486051],[2489643],[2494458],[2505014],[2513421],[2521805],[2521811],[2526825],[2528372],[2532715],[2535691],[2540349],[2541051],[2544402],[2548800],[2554127],[2559174],[2564501],[2572908],[2575869],[2577057],[2581196],[2589603],[2590137],[2590839],[2593076],[2596668],[2601483],[2603030],[2607373],[2619070],[2620258],[2627989],[2629730],[2633316],[2638069],[2638916],[2642467],[2645876],[2647794],[2650479],[2652841],[2654029],[2658168],[2661760],[2666575],[2674074],[2675511],[2676358],[2684377],[2687452],[2688640],[2692130],[2692416],[2698359],[2699810],[2700998],[2705178],[2708729],[2710470],[2714056],[2722327],[2724080],[2724366],[2732194],[2734478],[2737586],[2742567],[2744851],[2748265],[2748551],[2752870],[2755945],[2757133],[2757686],[2761535],[2764406],[2770903],[2772656],[2772942],[2779456],[2783054],[2784342],[2789323],[2791607],[2792083],[2800705],[2801416],[2804287],[2808335],[2812589],[2817703],[2826590],[2826951],[2834933],[2839022] ] cell #5743 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1320455],[1450731],[1572663],[1581655],[1653871],[1701952],[1739192],[1761144],[1781113],[1813226],[1827651],[1864234],[1885304],[1894862],[1903911],[1925463],[1935672],[1947415],[1983939],[2003916],[2006928],[2013791],[2018298],[2042964],[2052040],[2064034],[2073592],[2074698],[2094432],[2111539],[2119254],[2120127],[2125898],[2153368],[2157420],[2158554],[2173345],[2176357],[2183220],[2184299],[2189412],[2197494],[2225430],[2225569],[2227530],[2253072],[2260179],[2261052],[2262886],[2270179],[2277894],[2278767],[2284538],[2285578],[2288590],[2293684],[2317460],[2320722],[2322978],[2326497],[2336083],[2344165],[2355741],[2355880],[2372101],[2372240],[2373593],[2374201],[2381308],[2382181],[2384495],[2392902],[2396948],[2406306],[2407880],[2426218],[2427537],[2436403],[2441921],[2451313],[2454575],[2456831],[2460350],[2466151],[2466290],[2468878],[2474178],[2481266],[2482585],[2486058],[2494465],[2505021],[2505574],[2513428],[2515002],[2525513],[2526832],[2528406],[2535698],[2541216],[2548834],[2554134],[2554687],[2559208],[2564508],[2571596],[2572915],[2575903],[2576379],[2577064],[2581203],[2589610],[2593083],[2593636],[2601490],[2603064],[2619104],[2619580],[2620265],[2628023],[2629737],[2633323],[2633876],[2638950],[2642501],[2647801],[2652875],[2653351],[2654036],[2658175],[2666582],[2674081],[2676392],[2681624],[2684411],[2687486],[2687962],[2688647],[2699844],[2701005],[2705212],[2708763],[2710477],[2714063],[2722361],[2728630],[2732201],[2734512],[2742574],[2744885],[2752904],[2755979],[2757140],[2757693],[2761753],[2766867],[2770937],[2779490],[2783061],[2789330],[2791641],[2792117],[2801634],[2808553],[2812623],[2817737],[2835151],[2839240] ] cell #5744 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1320458],[1450661],[1572519],[1581578],[1653727],[1701801],[1739048],[1780962],[1813082],[1827638],[1864083],[1894718],[1903898],[1925319],[1935521],[1983926],[2004811],[2006784],[2013640],[2018285],[2042813],[2052027],[2073448],[2094419],[2118073],[2118216],[2119976],[2125885],[2153355],[2158541],[2174240],[2176213],[2183069],[2197481],[2223596],[2224437],[2225556],[2227517],[2253059],[2262873],[2276713],[2276856],[2278616],[2284525],[2286473],[2288446],[2293671],[2317250],[2317447],[2320709],[2322107],[2326484],[2344152],[2356775],[2370267],[2371108],[2372227],[2374188],[2380127],[2380270],[2382030],[2384285],[2384482],[2392889],[2406293],[2407842],[2427524],[2443671],[2443814],[2451103],[2451300],[2454562],[2455960],[2460337],[2464317],[2465158],[2466277],[2468840],[2474165],[2482572],[2486045],[2494452],[2504811],[2505008],[2513415],[2520968],[2521809],[2526819],[2528368],[2535488],[2535685],[2540345],[2548796],[2553924],[2554121],[2559170],[2564495],[2572902],[2575865],[2576854],[2577051],[2581190],[2584877],[2589597],[2590133],[2593070],[2601477],[2603026],[2619066],[2620055],[2620252],[2627985],[2629724],[2633310],[2638561],[2638912],[2642463],[2645872],[2647788],[2652837],[2653826],[2654023],[2658162],[2666569],[2674068],[2676003],[2676354],[2684373],[2687448],[2688437],[2688634],[2692126],[2699806],[2700992],[2704823],[2705174],[2708725],[2710464],[2714050],[2722323],[2724076],[2732188],[2734123],[2734474],[2742561],[2744847],[2748261],[2752866],[2755941],[2757127],[2757680],[2761531],[2768194],[2770899],[2772652],[2779452],[2783048],[2789317],[2791603],[2792079],[2800701],[2801412],[2808331],[2812585],[2817699],[2826586],[2834929],[2839018] ] cell #5745 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1336251],[1358243],[1499769],[1532627],[1554619],[1632988],[1640665],[1673137],[1694999],[1731531],[1760884],[1802219],[1824815],[1832492],[1851224],[1885114],[1887201],[1917802],[1924165],[1947155],[1956778],[1957898],[1971744],[2000781],[2029954],[2041432],[2045940],[2063844],[2065931],[2072294],[2074438],[2087170],[2109081],[2113703],[2141173],[2151273],[2157160],[2166410],[2170210],[2181688],[2184109],[2186196],[2215410],[2220268],[2224464],[2235386],[2245810],[2254628],[2257119],[2260862],[2267721],[2269132],[2272343],[2282443],[2288330],[2311339],[2314598],[2322278],[2331332],[2332743],[2340445],[2350579],[2352284],[2352923],[2358654],[2362081],[2366939],[2371135],[2375757],[2378248],[2381991],[2382057],[2401310],[2402498],[2409051],[2412310],[2416563],[2419990],[2428231],[2439516],[2439634],[2445192],[2448451],[2450855],[2456131],[2460989],[2462694],[2463333],[2465185],[2466596],[2475849],[2476754],[2483279],[2484850],[2490657],[2497210],[2500469],[2502873],[2503600],[2507820],[2517986],[2521836],[2523024],[2527526],[2528165],[2529577],[2532836],[2537089],[2538811],[2538929],[2540516],[2550399],[2551034],[2552713],[2556933],[2563300],[2567084],[2569107],[2573609],[2574248],[2574814],[2582874],[2583779],[2590304],[2591662],[2595882],[2596000],[2597682],[2604235],[2606048],[2607494],[2615293],[2615982],[2616565],[2618015],[2630223],[2631902],[2636122],[2636240],[2637007],[2644066],[2644701],[2646380],[2649472],[2650377],[2650600],[2651786],[2652212],[2655545],[2656967],[2660751],[2662774],[2667915],[2670250],[2672307],[2674449],[2683675],[2684947],[2686397],[2686823],[2690156],[2696033],[2696722],[2697305],[2698755],[2701409],[2702044],[2703269],[2703788],[2710963],[2716639],[2716980],[2719321],[2720821],[2722101],[2728370],[2730427],[2732569],[2733088],[2740800],[2742942],[2745314],[2745897],[2747216],[2752168],[2753440],[2755316],[2758179],[2758649],[2759084],[2760383],[2762783],[2767897],[2769397],[2771607],[2777950],[2779230],[2787556],[2790217],[2792653],[2793650],[2796175],[2800264],[2809583],[2816197],[2818407],[2822574],[2825773],[2833781],[2852170] ] cell #5746 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1336252],[1358244],[1499770],[1532628],[1554620],[1632989],[1633152],[1640666],[1673138],[1695000],[1731532],[1760885],[1802220],[1824816],[1824979],[1832493],[1851225],[1887202],[1917803],[1924166],[1947156],[1956779],[1957899],[1958062],[1971745],[2000782],[2029955],[2041433],[2045941],[2046104],[2065932],[2072295],[2074439],[2087169],[2109082],[2113704],[2141174],[2151274],[2153269],[2157161],[2166411],[2170211],[2181689],[2186197],[2186360],[2215411],[2220267],[2224465],[2235387],[2245809],[2254629],[2256559],[2257120],[2267722],[2269133],[2272344],[2282444],[2284439],[2288331],[2311340],[2314597],[2322279],[2331333],[2332744],[2340446],[2350578],[2352285],[2352342],[2358655],[2362082],[2364648],[2366938],[2371136],[2375758],[2377688],[2378249],[2382058],[2401311],[2402497],[2409052],[2412309],[2416564],[2419991],[2422557],[2428232],[2439515],[2445193],[2448450],[2450295],[2450856],[2456132],[2460988],[2462695],[2462752],[2465186],[2466597],[2475850],[2476755],[2483280],[2484773],[2490656],[2497211],[2500468],[2502313],[2502874],[2503601],[2507819],[2521837],[2523023],[2523250],[2527527],[2527584],[2529578],[2532835],[2537090],[2538810],[2540517],[2543083],[2550398],[2551035],[2552714],[2556932],[2563223],[2567085],[2569106],[2569333],[2573610],[2573667],[2574813],[2582875],[2583780],[2590305],[2591663],[2592091],[2595881],[2597681],[2604236],[2607493],[2609338],[2615294],[2615905],[2616564],[2616791],[2618014],[2630224],[2631903],[2632331],[2636121],[2637014],[2644065],[2644702],[2646381],[2649473],[2650378],[2650599],[2651785],[2651875],[2656890],[2660752],[2662773],[2663000],[2667334],[2670251],[2672306],[2673565],[2674456],[2683676],[2684946],[2686396],[2686486],[2696034],[2696645],[2697304],[2697531],[2698754],[2701408],[2702045],[2703276],[2710964],[2713071],[2716640],[2719320],[2720828],[2721764],[2728371],[2730426],[2732576],[2740799],[2742058],[2742949],[2745237],[2745896],[2752169],[2753439],[2754979],[2758180],[2759085],[2760390],[2761025],[2767896],[2769404],[2777957],[2778893],[2787555],[2792652],[2793828],[2800271],[2807825],[2816204],[2825951] ] cell #5747 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1336253],[1358245],[1499771],[1532629],[1554621],[1632990],[1633153],[1640667],[1673139],[1695001],[1731533],[1760886],[1802221],[1824817],[1824980],[1832494],[1851226],[1887203],[1917804],[1924167],[1947157],[1956780],[1957900],[1958063],[1971746],[2000783],[2029956],[2041434],[2045942],[2046105],[2065933],[2072296],[2074440],[2087168],[2109083],[2113705],[2141175],[2151275],[2153270],[2157162],[2166412],[2170212],[2181690],[2186198],[2186361],[2215412],[2220266],[2224466],[2235388],[2245808],[2254630],[2256560],[2257121],[2267723],[2269134],[2272345],[2282445],[2284440],[2288332],[2311341],[2314596],[2322280],[2331334],[2332745],[2340447],[2350577],[2352286],[2352341],[2358656],[2362083],[2364649],[2366937],[2371137],[2375759],[2377689],[2378250],[2382059],[2401312],[2402496],[2409053],[2412308],[2416565],[2419992],[2422558],[2428233],[2439514],[2445194],[2448449],[2450296],[2450857],[2456133],[2460987],[2462696],[2462751],[2465187],[2466598],[2475851],[2476756],[2483281],[2484733],[2490655],[2497212],[2500467],[2502314],[2502875],[2503602],[2507818],[2521838],[2523022],[2523251],[2527528],[2527583],[2529579],[2532834],[2537091],[2538809],[2540518],[2543084],[2550397],[2551036],[2552715],[2556931],[2563183],[2567086],[2569105],[2569334],[2573611],[2573666],[2574812],[2582876],[2583781],[2590306],[2591664],[2592090],[2595880],[2597680],[2604237],[2607492],[2609339],[2615295],[2615865],[2616563],[2616792],[2618013],[2630225],[2631904],[2632330],[2636120],[2637013],[2644064],[2644703],[2646382],[2649474],[2650379],[2650598],[2651784],[2651874],[2656850],[2660753],[2662772],[2663001],[2667333],[2670252],[2672305],[2673564],[2674455],[2683677],[2684945],[2686395],[2686485],[2696035],[2696605],[2697303],[2697532],[2698753],[2701407],[2702046],[2703275],[2710965],[2713070],[2716641],[2719319],[2720827],[2721763],[2728372],[2730425],[2732575],[2740798],[2742057],[2742948],[2745197],[2745895],[2752170],[2753438],[2754978],[2758181],[2759086],[2760389],[2761024],[2767895],[2769403],[2777956],[2778892],[2787554],[2792651],[2793827],[2800270],[2807824],[2816203],[2825950] ] cell #5748 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1336257],[1358249],[1499775],[1532633],[1554625],[1632994],[1640671],[1673143],[1695005],[1731537],[1760890],[1802225],[1824821],[1832498],[1851230],[1885120],[1887207],[1917808],[1924171],[1947161],[1956784],[1957904],[1971747],[2000787],[2029960],[2041500],[2045946],[2063850],[2065937],[2072300],[2074444],[2087167],[2109087],[2113706],[2141176],[2151279],[2157166],[2166416],[2170216],[2181756],[2184115],[2186202],[2215413],[2220265],[2224470],[2235392],[2245807],[2254631],[2257125],[2260868],[2267727],[2269200],[2272346],[2282449],[2288336],[2311342],[2314595],[2322281],[2331338],[2332811],[2340451],[2350576],[2352287],[2352929],[2358722],[2362084],[2366936],[2371141],[2375760],[2378254],[2381997],[2382063],[2401316],[2402495],[2409054],[2412307],[2416631],[2419993],[2428234],[2439513],[2439637],[2445195],[2448448],[2450861],[2456134],[2460986],[2462697],[2463339],[2465191],[2466664],[2475852],[2476822],[2483282],[2484771],[2490654],[2497213],[2500466],[2502879],[2503603],[2507817],[2517983],[2521842],[2523021],[2527529],[2528171],[2529580],[2532833],[2537157],[2538808],[2538932],[2540519],[2550396],[2551037],[2552716],[2556930],[2563221],[2567152],[2569104],[2573612],[2574254],[2574811],[2582877],[2583847],[2590307],[2591665],[2595879],[2596003],[2597679],[2604238],[2606045],[2607491],[2615296],[2615903],[2616562],[2618012],[2630226],[2631905],[2636119],[2636243],[2637006],[2644063],[2644704],[2646383],[2649475],[2650445],[2650597],[2651783],[2652215],[2655542],[2656888],[2660819],[2662771],[2667786],[2667921],[2670253],[2672304],[2674448],[2683678],[2684944],[2686394],[2686826],[2690153],[2696036],[2696643],[2697302],[2698752],[2701406],[2702047],[2703268],[2703785],[2710966],[2716707],[2716983],[2719318],[2720820],[2722104],[2728373],[2730424],[2732568],[2733085],[2740797],[2742941],[2745235],[2745894],[2747215],[2752171],[2753437],[2755319],[2758182],[2758646],[2760382],[2762780],[2767894],[2769396],[2771606],[2777949],[2779233],[2787553],[2790214],[2792650],[2793649],[2796174],[2800263],[2809580],[2816196],[2818406],[2822573],[2825772],[2833780],[2852169] ] cell #5749 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1336259],[1358251],[1499777],[1532635],[1554627],[1632996],[1640673],[1673145],[1695007],[1731539],[1760892],[1802227],[1824823],[1832500],[1851232],[1885122],[1887209],[1917810],[1924173],[1947163],[1956786],[1957906],[1971749],[2000789],[2029962],[2041502],[2045948],[2063852],[2065939],[2072302],[2074446],[2087166],[2109089],[2113708],[2141178],[2151281],[2157168],[2166418],[2170218],[2181758],[2184117],[2186204],[2215415],[2220264],[2224472],[2235394],[2245806],[2254633],[2257127],[2260870],[2267729],[2269202],[2272348],[2282451],[2288338],[2311344],[2314594],[2322283],[2331340],[2332813],[2340453],[2350575],[2352289],[2352931],[2358724],[2362086],[2366935],[2371143],[2375762],[2378256],[2381999],[2382065],[2401318],[2402494],[2409056],[2412306],[2416633],[2419995],[2428236],[2439512],[2439639],[2445197],[2448447],[2450863],[2456136],[2460985],[2462699],[2463341],[2465193],[2466666],[2475854],[2476824],[2483284],[2484731],[2490653],[2497215],[2500465],[2502881],[2503605],[2507816],[2517982],[2521844],[2523020],[2527531],[2528173],[2529582],[2532832],[2537159],[2538807],[2538934],[2540521],[2550395],[2551039],[2552718],[2556929],[2563181],[2567154],[2569103],[2573614],[2574256],[2574810],[2582879],[2583849],[2590309],[2591667],[2595878],[2596005],[2597678],[2604240],[2606044],[2607490],[2615298],[2615863],[2616561],[2618011],[2630228],[2631907],[2636118],[2636245],[2637005],[2644062],[2644706],[2646385],[2649477],[2650447],[2650596],[2651782],[2652217],[2655541],[2656848],[2660821],[2662770],[2667788],[2667923],[2670255],[2672303],[2674447],[2683680],[2684943],[2686393],[2686828],[2690152],[2696038],[2696603],[2697301],[2698751],[2701405],[2702049],[2703267],[2703784],[2710968],[2716709],[2716985],[2719317],[2720819],[2722106],[2728375],[2730423],[2732567],[2733084],[2740796],[2742940],[2745195],[2745893],[2747214],[2752173],[2753436],[2755321],[2758184],[2758645],[2760381],[2762779],[2767893],[2769395],[2771605],[2777948],[2779235],[2787552],[2790213],[2792649],[2793648],[2796173],[2800262],[2809579],[2816195],[2818405],[2822572],[2825771],[2833779],[2852168] ] cell #5750 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1336261],[1358253],[1372872],[1499779],[1503290],[1532637],[1554629],[1569248],[1632998],[1640675],[1673147],[1695009],[1698520],[1709628],[1731541],[1802229],[1805772],[1824825],[1832502],[1836013],[1851234],[1887211],[1917812],[1924175],[1924483],[1928573],[1956788],[1957908],[1960331],[1971845],[2000791],[2029964],[2041439],[2041521],[2042050],[2045950],[2065941],[2072304],[2072612],[2076702],[2087254],[2109091],[2113804],[2141274],[2151283],[2152437],[2152674],[2166420],[2166728],[2170220],[2181695],[2181777],[2182306],[2186206],[2215511],[2220352],[2224474],[2235396],[2235704],[2245894],[2254729],[2256312],[2267731],[2269139],[2269221],[2269750],[2272444],[2282453],[2283607],[2283844],[2311440],[2314682],[2322379],[2331342],[2332750],[2332832],[2333361],[2340455],[2350663],[2358661],[2358743],[2362182],[2363816],[2364053],[2367023],[2371145],[2375858],[2377441],[2382067],[2382375],[2401320],[2402582],[2409152],[2412394],[2416570],[2416652],[2420091],[2421725],[2421962],[2428332],[2444233],[2445293],[2445415],[2448535],[2450048],[2456232],[2461073],[2465195],[2466603],[2466685],[2475950],[2476761],[2476843],[2483380],[2484775],[2490741],[2496251],[2497311],[2497433],[2500553],[2502066],[2504072],[2507904],[2521846],[2522194],[2522766],[2523108],[2529678],[2532920],[2537096],[2537178],[2540617],[2542488],[2545495],[2550483],[2551135],[2551257],[2553185],[2557017],[2563225],[2567091],[2568277],[2568849],[2569191],[2575206],[2582975],[2583786],[2583868],[2590405],[2591005],[2597766],[2604336],[2604458],[2607578],[2611860],[2615765],[2615907],[2616307],[2616649],[2618407],[2624684],[2630324],[2631245],[2637295],[2644150],[2644802],[2644924],[2646852],[2649573],[2650384],[2650684],[2656892],[2660758],[2662516],[2662858],[2669258],[2670832],[2672699],[2674737],[2680242],[2684147],[2685031],[2696505],[2696647],[2697047],[2697389],[2699147],[2701493],[2702145],[2711064],[2716646],[2717963],[2721109],[2727378],[2730819],[2739325],[2741192],[2743230],[2745239],[2745981],[2752640],[2753524],[2758280],[2759091],[2766539],[2769685],[2778238],[2787948],[2792737],[2816485] ] cell #5751 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2004514],[2117795],[2173943],[2223666],[2276435],[2286176],[2288704],[2317921],[2356478],[2370337],[2379849],[2381605],[2386141],[2440165],[2443393],[2451774],[2459999],[2464387],[2466432],[2466888],[2506667],[2507618],[2518442],[2518449],[2521038],[2536159],[2536347],[2539460],[2542688],[2555780],[2556731],[2578078],[2578266],[2584981],[2587286],[2587785],[2595680],[2596531],[2603341],[2606504],[2606511],[2609100],[2621279],[2621467],[2635920],[2636771],[2638665],[2639703],[2645766],[2647946],[2655050],[2655238],[2656001],[2656008],[2661953],[2664258],[2664757],[2676107],[2677145],[2689661],[2689849],[2690612],[2690619],[2690732],[2692020],[2692609],[2698274],[2704927],[2705965],[2706523],[2707022],[2712028],[2714208],[2722682],[2723970],[2724559],[2734227],[2735265],[2735823],[2736322],[2737501],[2737794],[2746867],[2746896],[2748155],[2748744],[2749709],[2754409],[2759816],[2764321],[2764614],[2768298],[2771258],[2771287],[2772546],[2773135],[2774100],[2774921],[2774950],[2775696],[2781688],[2783253],[2784257],[2784550],[2794186],[2794215],[2797046],[2797075],[2797821],[2799697],[2800595],[2803065],[2803198],[2804202],[2804495],[2806191],[2811414],[2813197],[2813943],[2819935],[2821904],[2823110],[2823139],[2824107],[2825883],[2826309],[2826338],[2826866],[2828629],[2829198],[2829944],[2834652],[2834681],[2835427],[2836878],[2840671],[2842101],[2844807],[2845091],[2846919],[2847251],[2848031],[2848457],[2848486],[2849014],[2849454],[2852706],[2852735],[2853703],[2858225],[2858794],[2859540],[2861768],[2861844],[2863205],[2864034],[2864366],[2864650],[2867579],[2867863],[2870803],[2871229],[2871258],[2871786],[2872226],[2874490],[2876115],[2876497],[2876573],[2878862],[2878938],[2879925],[2881128],[2881460],[2881744],[2883872],[2886977],[2887669],[2887745],[2888602],[2888984],[2889060],[2890047],[2892721],[2893217],[2894829],[2894905],[2896995],[2897167] ] cell #5752 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1336262],[1358254],[1372866],[1499780],[1503291],[1532638],[1554630],[1569242],[1632999],[1640676],[1673148],[1695010],[1698521],[1709622],[1731542],[1802230],[1805766],[1824826],[1832503],[1836014],[1851235],[1887212],[1917813],[1924176],[1924477],[1928574],[1956789],[1957909],[1960325],[1971846],[2000792],[2029965],[2041440],[2041453],[2042051],[2045951],[2065942],[2072305],[2072606],[2076703],[2087253],[2109092],[2113805],[2141275],[2151284],[2152438],[2152614],[2166421],[2166722],[2170221],[2181696],[2181709],[2182307],[2186207],[2215512],[2220351],[2224475],[2235397],[2235698],[2245893],[2254730],[2256311],[2267732],[2269140],[2269153],[2269751],[2272445],[2282454],[2283608],[2283784],[2311441],[2314681],[2322380],[2331343],[2332751],[2332764],[2333362],[2340456],[2350662],[2358662],[2358675],[2362183],[2363817],[2363993],[2367022],[2371146],[2375859],[2377440],[2382068],[2382369],[2401321],[2402581],[2409153],[2412393],[2416571],[2416584],[2420092],[2421726],[2421902],[2428333],[2444234],[2445294],[2445355],[2448534],[2450047],[2456233],[2461072],[2465196],[2466604],[2466617],[2475951],[2476762],[2476775],[2483381],[2484735],[2490740],[2496252],[2497312],[2497373],[2500552],[2502065],[2504073],[2507903],[2521847],[2522193],[2522765],[2523107],[2529679],[2532919],[2537097],[2537110],[2540618],[2542428],[2545496],[2550482],[2551136],[2551197],[2553186],[2557016],[2563185],[2567092],[2568276],[2568848],[2569190],[2575205],[2582976],[2583787],[2583800],[2590406],[2591004],[2597765],[2604337],[2604398],[2607577],[2611859],[2615766],[2615867],[2616306],[2616648],[2618406],[2624685],[2630325],[2631244],[2637294],[2644149],[2644803],[2644864],[2646853],[2649574],[2650385],[2650683],[2656852],[2660759],[2662515],[2662857],[2669257],[2670831],[2672698],[2674736],[2680241],[2684148],[2685030],[2696506],[2696607],[2697046],[2697388],[2699146],[2701492],[2702146],[2711065],[2716647],[2717962],[2721108],[2727377],[2730818],[2739324],[2741191],[2743229],[2745199],[2745980],[2752641],[2753523],[2758281],[2759092],[2766538],[2769684],[2778237],[2787947],[2792736],[2816484] ] cell #5753 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1372867],[1503282],[1569243],[1597482],[1618958],[1632778],[1698512],[1709623],[1757597],[1789309],[1805767],[1810785],[1824605],[1836005],[1892421],[1923022],[1924478],[1928565],[1943868],[1957688],[1960326],[1977980],[2041454],[2042042],[2042776],[2045730],[2071151],[2072607],[2076694],[2089516],[2119939],[2147409],[2149423],[2152388],[2152613],[2153115],[2166723],[2181710],[2182298],[2183032],[2185986],[2197465],[2222614],[2235699],[2248156],[2253043],[2256271],[2256552],[2269154],[2269742],[2278579],[2280593],[2283558],[2283783],[2284285],[2298240],[2316082],[2320693],[2332765],[2333353],[2339525],[2344136],[2349131],[2358676],[2363767],[2363992],[2364494],[2369285],[2374172],[2377400],[2377681],[2382370],[2400390],[2406277],[2410862],[2413794],[2416585],[2421676],[2421901],[2422403],[2427508],[2432093],[2444184],[2445354],[2449935],[2450007],[2450288],[2454546],[2459541],[2466618],[2476776],[2482556],[2485060],[2488197],[2494436],[2496202],[2497372],[2501953],[2502025],[2502306],[2504023],[2507160],[2520916],[2522153],[2522763],[2523243],[2526803],[2531388],[2534320],[2537111],[2542427],[2542929],[2545446],[2551196],[2553136],[2556273],[2558470],[2563510],[2566647],[2568236],[2568846],[2569326],[2572886],[2575165],[2583801],[2589581],[2591002],[2592085],[2595222],[2601461],[2604397],[2608978],[2609331],[2611819],[2615716],[2616192],[2616304],[2616784],[2618366],[2622814],[2624635],[2627285],[2631242],[2632325],[2635462],[2637292],[2644863],[2646803],[2649940],[2652137],[2657177],[2660314],[2662513],[2662993],[2666553],[2669255],[2670829],[2672658],[2673061],[2673559],[2674734],[2680201],[2682277],[2684098],[2685166],[2686748],[2696456],[2696932],[2697044],[2697524],[2699106],[2708025],[2713065],[2716202],[2717960],[2721106],[2721441],[2722026],[2727375],[2730778],[2731679],[2739322],[2741151],[2741554],[2742052],[2743227],[2745524],[2746116],[2750770],[2752591],[2753659],[2755241],[2766536],[2769682],[2770602],[2778235],[2778570],[2779155],[2782041],[2782539],[2787907],[2788808],[2792872],[2811703],[2812288],[2816482],[2817402],[2820786],[2821378],[2842975] ] cell #5754 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1503312],[1633130],[1698542],[1726253],[1747099],[1760537],[1824957],[1836035],[1881923],[1912524],[1928595],[1933370],[1946808],[1958040],[2011489],[2040662],[2042072],[2046082],[2060653],[2074091],[2076724],[2093047],[2152671],[2153247],[2153944],[2156813],[2180918],[2182328],[2186338],[2197972],[2226145],[2251687],[2253550],[2256306],[2256507],[2256988],[2269772],[2283841],[2284417],[2285114],[2287983],[2298275],[2321200],[2333383],[2344643],[2349166],[2352128],[2352435],[2364050],[2364626],[2372816],[2374679],[2377435],[2377636],[2378117],[2390719],[2406784],[2410897],[2421959],[2422535],[2428015],[2432128],[2436694],[2445412],[2450042],[2450243],[2450724],[2455053],[2459576],[2462538],[2462845],[2467236],[2483063],[2488232],[2492282],[2494943],[2497430],[2502060],[2502261],[2502742],[2507195],[2511245],[2522188],[2523198],[2527310],[2527370],[2527677],[2531423],[2535989],[2542485],[2551254],[2556308],[2558505],[2561213],[2566682],[2568271],[2569281],[2573393],[2573453],[2573760],[2575200],[2577908],[2590088],[2591198],[2591719],[2592184],[2595257],[2599307],[2601968],[2604455],[2609286],[2609767],[2611854],[2616739],[2618401],[2621109],[2623010],[2627320],[2630028],[2631438],[2631959],[2632424],[2635497],[2637488],[2644921],[2649975],[2651271],[2652172],[2654880],[2660349],[2662948],[2667060],[2667427],[2669451],[2672693],[2673096],[2673193],[2673658],[2674930],[2678727],[2680236],[2682473],[2685882],[2686783],[2689491],[2691085],[2697479],[2699141],[2701849],[2703750],[2708060],[2710768],[2712699],[2713164],[2716237],[2718533],[2719833],[2721302],[2721637],[2722061],[2723035],[2727571],[2729304],[2730813],[2731778],[2733050],[2741186],[2741589],[2741686],[2742151],[2743423],[2750966],[2755276],[2757984],[2759498],[2761995],[2762268],[2762745],[2767109],[2769878],[2770637],[2776962],[2778431],[2778766],[2779190],[2780164],[2782076],[2782638],[2786433],[2787942],[2788907],[2790179],[2793439],[2799379],[2801876],[2802626],[2808795],[2809068],[2809545],[2811899],[2812323],[2816678],[2817437],[2820885],[2835666],[2836143],[2839482],[2840232],[2843010],[2860256] ] cell #5755 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1760921],[1885084],[1947192],[2003960],[2063814],[2074475],[2112296],[2157197],[2173389],[2184079],[2191668],[2257156],[2260832],[2270936],[2285622],[2288367],[2288711],[2338339],[2352816],[2352893],[2355924],[2374350],[2378285],[2381674],[2381961],[2399204],[2427686],[2436447],[2439402],[2439971],[2450892],[2460068],[2463226],[2463303],[2466334],[2466491],[2482734],[2502910],[2505618],[2507687],[2514913],[2517808],[2526981],[2528058],[2528135],[2535742],[2536406],[2538697],[2539266],[2554731],[2556800],[2573064],[2574141],[2574218],[2576290],[2577108],[2578325],[2584741],[2593680],[2595749],[2595768],[2596337],[2602975],[2603340],[2605870],[2619491],[2620309],[2621526],[2633920],[2635989],[2636008],[2636577],[2638425],[2638861],[2639702],[2651397],[2653262],[2654080],[2655297],[2655367],[2661713],[2675867],[2676303],[2677144],[2681668],[2686008],[2687873],[2688691],[2689908],[2689978],[2690731],[2691211],[2692369],[2701049],[2703140],[2704687],[2705123],[2705964],[2718659],[2722681],[2723161],[2724319],[2728541],[2732245],[2732440],[2733987],[2734423],[2735264],[2736843],[2744796],[2746866],[2747346],[2748504],[2757184],[2759815],[2760036],[2762121],[2763663],[2766453],[2767235],[2768058],[2770848],[2771257],[2771737],[2772895],[2774920],[2780290],[2781448],[2783599],[2789374],[2791552],[2794185],[2795828],[2796305],[2797045],[2799312],[2799696],[2799917],[2801220],[2802002],[2802825],[2803544],[2808921],[2810463],[2817648],[2818537],[2819695],[2823109],[2823365],[2823500],[2825825],[2826308],[2827346],[2827951],[2828428],[2833434],[2833911],[2834651],[2838826],[2839608],[2840431],[2841150],[2844976],[2847973],[2848456],[2848712],[2848847],[2852705],[2852961],[2853096],[2854825],[2856942],[2857547],[2858024],[2861710],[2867748],[2869040],[2869175],[2870745],[2871228],[2871484],[2871619],[2873348],[2878804],[2879810],[2882921],[2883056],[2887611],[2887956] ] cell #5756 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1372873],[1503281],[1569249],[1597481],[1618957],[1632777],[1698511],[1709629],[1757596],[1789308],[1805773],[1810784],[1824604],[1836004],[1892420],[1923021],[1924484],[1928564],[1943867],[1957687],[1960332],[1977979],[2041522],[2042041],[2042775],[2045729],[2071150],[2072613],[2076693],[2089515],[2119938],[2147408],[2149422],[2152387],[2152673],[2153114],[2166729],[2181778],[2182297],[2183031],[2185985],[2197464],[2222613],[2235705],[2248155],[2253042],[2256272],[2256551],[2269222],[2269741],[2278578],[2280592],[2283557],[2283843],[2284284],[2298241],[2316081],[2320692],[2332833],[2333352],[2339524],[2344135],[2349132],[2358744],[2363766],[2364052],[2364493],[2369284],[2374171],[2377401],[2377680],[2382376],[2400389],[2406276],[2410863],[2413793],[2416653],[2421675],[2421961],[2422402],[2427507],[2432094],[2444183],[2445414],[2449934],[2450008],[2450287],[2454545],[2459542],[2466686],[2476844],[2482555],[2485059],[2488198],[2494435],[2496201],[2497432],[2501952],[2502026],[2502305],[2504022],[2507161],[2520915],[2522154],[2522764],[2523242],[2526802],[2531389],[2534319],[2537179],[2542487],[2542928],[2545445],[2551256],[2553135],[2556274],[2558471],[2563509],[2566648],[2568237],[2568847],[2569325],[2572885],[2575166],[2583869],[2589580],[2591003],[2592084],[2595223],[2601460],[2604457],[2608977],[2609330],[2611820],[2615715],[2616191],[2616305],[2616783],[2618367],[2622815],[2624634],[2627286],[2631243],[2632324],[2635463],[2637293],[2644923],[2646802],[2649941],[2652138],[2657176],[2660315],[2662514],[2662992],[2666552],[2669256],[2670830],[2672659],[2673062],[2673558],[2674735],[2680202],[2682278],[2684097],[2685165],[2686749],[2696455],[2696931],[2697045],[2697523],[2699107],[2708026],[2713064],[2716203],[2717961],[2721107],[2721442],[2722027],[2727376],[2730779],[2731678],[2739323],[2741152],[2741555],[2742051],[2743228],[2745523],[2746115],[2750771],[2752590],[2753658],[2755242],[2766537],[2769683],[2770603],[2778236],[2778571],[2779156],[2782042],[2782538],[2787908],[2788807],[2792871],[2811704],[2812289],[2816483],[2817403],[2820785],[2821377],[2842976] ] cell #5757 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1503317],[1633124],[1698547],[1726247],[1747093],[1760531],[1824951],[1836040],[1881917],[1912518],[1928600],[1933364],[1946802],[1958034],[2011483],[2040656],[2042077],[2046076],[2060647],[2074085],[2076729],[2093041],[2152735],[2153241],[2153938],[2156807],[2180912],[2182333],[2186332],[2197966],[2226139],[2251681],[2253544],[2256303],[2256563],[2256982],[2269777],[2283905],[2284411],[2285108],[2287977],[2298272],[2321194],[2333388],[2344637],[2349163],[2352129],[2352380],[2364114],[2364620],[2372810],[2374673],[2377432],[2377692],[2378111],[2390720],[2406778],[2410894],[2422023],[2422529],[2428009],[2432125],[2436695],[2445476],[2450039],[2450299],[2450718],[2455047],[2459573],[2462539],[2462790],[2467241],[2483057],[2488229],[2492283],[2494937],[2497494],[2502057],[2502317],[2502736],[2507192],[2511246],[2522185],[2523254],[2527304],[2527371],[2527622],[2531420],[2535990],[2542549],[2551318],[2556305],[2558502],[2561214],[2566679],[2568268],[2569337],[2573387],[2573454],[2573705],[2575197],[2577909],[2590082],[2591199],[2591720],[2592129],[2595254],[2599308],[2601962],[2604519],[2609342],[2609761],[2611851],[2616795],[2618398],[2621110],[2623011],[2627317],[2630029],[2631439],[2631960],[2632369],[2635494],[2637489],[2644985],[2649972],[2651272],[2652169],[2654881],[2660346],[2663004],[2667054],[2667372],[2669452],[2672690],[2673093],[2673194],[2673603],[2674931],[2678728],[2680233],[2682474],[2685883],[2686780],[2689492],[2691086],[2697535],[2699138],[2701850],[2703751],[2708057],[2710769],[2712700],[2713109],[2716234],[2718534],[2719834],[2721303],[2721638],[2722058],[2723036],[2727572],[2729305],[2730810],[2731723],[2733051],[2741183],[2741586],[2741687],[2742096],[2743424],[2750967],[2755273],[2757985],[2759499],[2761996],[2762269],[2762746],[2767110],[2769879],[2770634],[2776963],[2778432],[2778767],[2779187],[2780165],[2782073],[2782583],[2786434],[2787939],[2788852],[2790180],[2799380],[2801877],[2802627],[2808796],[2809069],[2809546],[2811900],[2812320],[2816679],[2817434],[2820830],[2835667],[2836144],[2839483],[2840233],[2843007],[2843517],[2860257] ] cell #5758 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1633160],[1760877],[1824987],[1851868],[1871859],[1884768],[1947148],[1958070],[2001425],[2030598],[2046112],[2050589],[2063498],[2074431],[2124447],[2151917],[2153277],[2157153],[2170854],[2183763],[2186368],[2201255],[2256621],[2257112],[2257763],[2260516],[2283087],[2284447],[2288323],[2298738],[2324483],[2347926],[2349629],[2352160],[2352390],[2352787],[2364656],[2377750],[2378241],[2378892],[2381645],[2390751],[2411360],[2422565],[2432591],[2436726],[2439409],[2439680],[2450357],[2450848],[2458336],[2460039],[2462570],[2462800],[2463197],[2474441],[2488695],[2492314],[2502375],[2502866],[2507658],[2511277],[2515397],[2523312],[2527402],[2527632],[2528029],[2531886],[2536021],[2538704],[2538975],[2543091],[2556771],[2561245],[2564771],[2567145],[2569395],[2573485],[2573715],[2574112],[2577940],[2581466],[2591230],[2592139],[2595720],[2595775],[2596046],[2599339],[2603459],[2609400],[2616853],[2621141],[2623042],[2625343],[2630060],[2631470],[2632379],[2635960],[2636015],[2636286],[2637520],[2639821],[2650438],[2651428],[2651865],[2652258],[2654912],[2658438],[2660812],[2663062],[2667382],[2667779],[2669483],[2673613],[2674962],[2677263],[2678884],[2682505],[2684806],[2686039],[2686476],[2686869],[2689523],[2691242],[2697593],[2701881],[2703050],[2703782],[2706083],[2710800],[2713119],[2716700],[2717026],[2718690],[2721334],[2721669],[2721754],[2722147],[2723192],[2726380],[2727603],[2729461],[2732350],[2733082],[2735383],[2736753],[2742106],[2743455],[2745756],[2747377],[2750998],[2753299],[2754969],[2755362],[2758016],[2759946],[2761000],[2762152],[2762425],[2762777],[2763573],[2767266],[2768687],[2769910],[2770723],[2771768],[2778463],[2778798],[2778883],[2779276],[2780321],[2786590],[2790211],[2792512],[2793803],[2795738],[2795956],[2796336],[2799827],[2802033],[2802658],[2807800],[2808952],[2809225],[2809577],[2810373],[2811931],[2812409],[2815487],[2816710],[2817523],[2818568],[2821323],[2825926],[2827861],[2828459],[2833344],[2833562],[2833942],[2835823],[2836175],[2839639],[2840264],[2843096],[2854476],[2854856],[2857457],[2858055],[2860288],[2873379] ] cell #5759 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1712043],[1837559],[1950489],[1959569],[2023081],[2067060],[2099215],[2135325],[2159183],[2163337],[2176621],[2206878],[2228159],[2232313],[2240025],[2257855],[2266495],[2296996],[2300466],[2306441],[2324575],[2330106],[2335349],[2353549],[2361154],[2374830],[2378984],[2389745],[2396214],[2409618],[2412840],[2412958],[2413088],[2414418],[2419063],[2430849],[2434319],[2440294],[2445759],[2458428],[2463959],[2473524],[2487664],[2491308],[2493567],[2494051],[2494128],[2495094],[2497777],[2510271],[2516740],[2520210],[2530144],[2533366],[2533484],[2533614],[2534944],[2539589],[2542813],[2546865],[2560871],[2562714],[2563854],[2565846],[2566285],[2580549],[2586453],[2594689],[2598333],[2600592],[2601076],[2601153],[2602119],[2604802],[2608024],[2608142],[2608272],[2609602],[2611186],[2624979],[2626488],[2629325],[2634929],[2640532],[2647147],[2648303],[2651130],[2651248],[2654538],[2656381],[2657521],[2659513],[2659952],[2663425],[2665684],[2666168],[2666245],[2667211],[2668770],[2677974],[2681816],[2689149],[2691926],[2693931],[2700351],[2702423],[2702907],[2702984],[2705719],[2707228],[2710065],[2712269],[2713409],[2714565],[2715401],[2715840],[2718135],[2723876],[2725881],[2735019],[2737263],[2738035],[2739034],[2742919],[2746199],[2746638],[2750066],[2750309],[2754444],[2756486],[2757281],[2764083],[2764855],[2765854],[2774457],[2775264],[2775635],[2775731],[2779843],[2782649],[2784791],[2785790],[2789522],[2797389],[2797760],[2797856],[2804736],[2805735],[2806648],[2806789],[2810113],[2813882],[2813978],[2824564],[2824705],[2829883],[2829979],[2831662],[2837335],[2837476],[2845883],[2847832],[2849911],[2850052],[2855775],[2863821],[2865442],[2875970] ] cell #5760 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2117990],[2186697],[2224236],[2276630],[2287741],[2297043],[2322215],[2370907],[2373787],[2380044],[2381363],[2409665],[2426412],[2430896],[2443588],[2456068],[2459179],[2464957],[2481460],[2487711],[2506166],[2516787],[2519292],[2521608],[2525707],[2530191],[2535286],[2540453],[2542883],[2555279],[2567955],[2571790],[2576652],[2587604],[2588485],[2588562],[2590241],[2594228],[2594736],[2604849],[2607354],[2609670],[2619853],[2631086],[2631163],[2634468],[2634976],[2636819],[2640579],[2646009],[2648305],[2648507],[2648946],[2653624],[2661622],[2664576],[2665457],[2665534],[2667213],[2674261],[2678021],[2685249],[2685688],[2688235],[2692263],[2698294],[2700317],[2700593],[2703081],[2706841],[2711826],[2711903],[2712271],[2714567],[2714769],[2715208],[2718341],[2724213],[2728983],[2731789],[2732381],[2736141],[2736784],[2737521],[2738037],[2742754],[2748398],[2750068],[2753742],[2754181],[2754429],[2756452],[2756728],[2759678],[2759977],[2763604],[2764341],[2764857],[2766917],[2768427],[2772789],[2774459],[2775470],[2775716],[2784277],[2784793],[2785756],[2786112],[2788918],[2789510],[2793927],[2795470],[2795769],[2797595],[2797841],[2799559],[2799858],[2800838],[2804222],[2804738],[2805701],[2806478],[2806777],[2810404],[2811657],[2813664],[2813717],[2813963],[2815227],[2821259],[2822851],[2824394],[2824693],[2826050],[2826886],[2827593],[2827892],[2828275],[2828872],[2829665],[2829718],[2829964],[2831533],[2833076],[2833375],[2835447],[2837165],[2837464],[2842344],[2843307],[2845388],[2845754],[2846939],[2847667],[2848198],[2848659],[2849034],[2849741],[2850040],[2852447],[2853990],[2854289],[2855646],[2857189],[2857488],[2857871],[2858468],[2859261],[2859560],[2860595],[2862002],[2863227],[2864054],[2864491],[2864782],[2865313],[2868160],[2868526],[2870970],[2871431],[2871806],[2872513],[2872812],[2873195],[2874510],[2874655],[2875535],[2876137],[2879096],[2880222],[2881148],[2881585],[2881876],[2882407],[2882868],[2883894],[2885018],[2886997],[2887142],[2887903],[2888624],[2889888],[2890611],[2892743],[2893237],[2893382],[2893867],[2896671],[2897017],[2899488] ] cell #5761 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1544700],[1707072],[1816038],[1897674],[1931608],[2009727],[2048288],[2076404],[2092275],[2122146],[2159173],[2179156],[2199884],[2225373],[2228149],[2250915],[2280786],[2297157],[2300456],[2323112],[2346555],[2355684],[2372044],[2374820],[2389735],[2409779],[2413078],[2431010],[2434309],[2442055],[2456965],[2466094],[2473453],[2487825],[2491298],[2510261],[2516901],[2520200],[2530305],[2533604],[2541350],[2542986],[2560861],[2563783],[2580478],[2586443],[2587718],[2594850],[2598323],[2604963],[2608262],[2609171],[2624908],[2635090],[2640693],[2647076],[2648293],[2654528],[2657450],[2662024],[2663415],[2664690],[2667201],[2678135],[2689139],[2692680],[2693921],[2700280],[2705648],[2706955],[2712259],[2713338],[2714555],[2724630],[2725871],[2734948],[2736255],[2738025],[2738963],[2748815],[2750056],[2754381],[2756415],[2764845],[2765783],[2773206],[2774447],[2775196],[2775668],[2784781],[2785719],[2797321],[2797793],[2804726],[2805664],[2806304],[2813443],[2813915],[2824220],[2829444],[2829916],[2836991],[2844335],[2849567],[2861229] ] cell #5762 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1960628],[2076089],[2177215],[2185682],[2240619],[2279569],[2307035],[2322807],[2337713],[2361748],[2373266],[2398578],[2412770],[2419657],[2425891],[2440888],[2448123],[2456660],[2480939],[2493530],[2495688],[2500141],[2503409],[2519104],[2525186],[2533296],[2540183],[2541045],[2552522],[2562925],[2567171],[2567767],[2571269],[2587964],[2590833],[2591471],[2600555],[2602713],[2607166],[2607954],[2612135],[2615102],[2630450],[2630565],[2631711],[2646189],[2650464],[2651060],[2652021],[2656592],[2660838],[2661434],[2664936],[2665647],[2667805],[2670059],[2681932],[2683484],[2684691],[2686632],[2692875],[2695842],[2702271],[2702386],[2711190],[2711305],[2712451],[2712480],[2716726],[2717322],[2718251],[2721910],[2724825],[2728179],[2728954],[2738552],[2738581],[2742882],[2745641],[2750425],[2751977],[2753184],[2755125],[2758406],[2758521],[2759649],[2761713],[2765372],[2765401],[2766827],[2770486],[2775380],[2775598],[2779039],[2779814],[2785308],[2785337],[2786083],[2789638],[2792397],[2795441],[2797505],[2797723],[2799530],[2801594],[2805253],[2805282],[2806449],[2806619],[2806905],[2808513],[2812172],[2813627],[2813845],[2817286],[2818061],[2824365],[2824535],[2824821],[2827564],[2828238],[2829628],[2829846],[2831795],[2833047],[2835111],[2837136],[2837306],[2837592],[2839200],[2842859],[2845351],[2846016],[2847795],[2848630],[2849712],[2849882],[2850168],[2853961],[2854417],[2855908],[2857160],[2857834],[2859224],[2861973],[2863792],[2864910],[2865575],[2868123],[2868788],[2871402],[2872484],[2872940],[2873158],[2874325],[2875640],[2876702],[2879067],[2880185],[2882004],[2882669],[2882839],[2885123],[2886812],[2887874],[2889189],[2893052],[2893972] ] cell #5763 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1923795],[2071924],[2077041],[2166040],[2185737],[2235016],[2263267],[2279624],[2287690],[2326878],[2337768],[2358128],[2373736],[2381687],[2393283],[2398633],[2412825],[2416037],[2426361],[2444917],[2448178],[2458798],[2460731],[2476228],[2481409],[2494000],[2494846],[2496935],[2500196],[2505785],[2513809],[2519159],[2525656],[2533351],[2536563],[2548383],[2548412],[2548483],[2550759],[2554898],[2565904],[2566558],[2567822],[2571739],[2575452],[2583253],[2588434],[2589991],[2593847],[2601025],[2601871],[2603960],[2607221],[2608009],[2614409],[2618653],[2627572],[2627601],[2627672],[2629948],[2630505],[2631035],[2634087],[2642050],[2642079],[2642150],[2644426],[2648565],[2649851],[2651115],[2652424],[2659571],[2660225],[2661489],[2665406],[2666117],[2666963],[2680488],[2680517],[2680588],[2682791],[2685184],[2685307],[2687035],[2695149],[2699393],[2699422],[2699493],[2701769],[2702326],[2702856],[2708312],[2708341],[2708412],[2710688],[2711245],[2711775],[2714827],[2715459],[2716113],[2717377],[2717392],[2719556],[2727889],[2729056],[2731319],[2743741],[2744463],[2744534],[2746134],[2746257],[2748981],[2749010],[2749081],[2751284],[2753677],[2753800],[2755528],[2755557],[2755628],[2757904],[2758461],[2758558],[2758991],[2759751],[2768415],[2773372],[2773401],[2773472],[2776685],[2776714],[2776785],[2779916],[2781232],[2782179],[2785018],[2786185],[2788448],[2789675],[2790497],[2791219],[2791290],[2792890],[2793013],[2793915],[2798810],[2798839],[2798910],[2804963],[2806551],[2806721],[2806942],[2807647],[2810101],[2814961],[2815032],[2815215],[2818163],[2819479],[2820426],[2824467],[2824637],[2824858],[2825563],[2830962],[2831033],[2831521],[2831650],[2831897],[2837408],[2837629],[2838334],[2840788],[2845742],[2845871],[2846118],[2849984],[2850205],[2850910],[2851484],[2855763],[2856010],[2862531],[2863894],[2865430],[2865677],[2870007],[2875958],[2877260] ] cell #5764 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1838538],[1959619],[2067110],[2075971],[2135375],[2177032],[2206928],[2240436],[2262708],[2266545],[2279080],[2306852],[2326319],[2330156],[2337224],[2353599],[2361565],[2389618],[2392724],[2398089],[2414468],[2419474],[2424253],[2440705],[2447634],[2460172],[2464009],[2473591],[2479301],[2491181],[2494062],[2494178],[2494287],[2495505],[2499652],[2510144],[2513250],[2518615],[2523548],[2534994],[2540000],[2548416],[2560744],[2563921],[2565908],[2566399],[2566410],[2567278],[2569631],[2580616],[2586326],[2589432],[2598206],[2601087],[2601203],[2601312],[2602530],[2606677],[2609652],[2613064],[2625046],[2626654],[2627605],[2629334],[2629762],[2642083],[2647214],[2654411],[2657588],[2659575],[2660066],[2660077],[2660945],[2663298],[2666179],[2666295],[2666404],[2667622],[2668936],[2680521],[2681825],[2684208],[2689022],[2693804],[2699426],[2700418],[2702918],[2703034],[2705786],[2707394],[2708345],[2710074],[2710502],[2713476],[2715463],[2715954],[2715965],[2716833],[2718144],[2725754],[2728938],[2735086],[2737429],[2739101],[2744467],[2746261],[2746752],[2746763],[2749014],[2750318],[2752701],[2754610],[2755561],[2756553],[2757290],[2757718],[2759633],[2764249],[2765921],[2773405],[2775273],[2775897],[2776718],[2779920],[2782658],[2783086],[2785857],[2786067],[2789531],[2791223],[2791914],[2797398],[2798022],[2798843],[2805802],[2806433],[2806725],[2806798],[2810122],[2812420],[2814144],[2814965],[2818045],[2824349],[2824641],[2824714],[2830145],[2830966],[2831671],[2831779],[2834411],[2837412],[2837485],[2845892],[2846000],[2849988],[2850061],[2851385],[2855784],[2855892],[2862432],[2863898],[2865451],[2865559],[2869908],[2875979],[2877161],[2884925] ] cell #5765 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2117992],[2186702],[2224232],[2276632],[2287805],[2322172],[2370903],[2373851],[2380046],[2381419],[2408428],[2426476],[2443590],[2456025],[2459235],[2464953],[2470455],[2481524],[2506222],[2519294],[2521604],[2525771],[2528954],[2535288],[2540410],[2542885],[2555335],[2567957],[2571854],[2576654],[2577480],[2588549],[2588558],[2590198],[2594284],[2603612],[2607356],[2609666],[2619855],[2620681],[2631150],[2631159],[2634524],[2636821],[2639974],[2645966],[2648505],[2649002],[2653626],[2661624],[2665521],[2665530],[2667170],[2674263],[2677416],[2685247],[2685744],[2688237],[2692220],[2698292],[2700595],[2703083],[2706236],[2711890],[2711899],[2712228],[2714767],[2715264],[2718343],[2724170],[2728981],[2731791],[2732383],[2735536],[2736786],[2737519],[2737994],[2742756],[2748355],[2753740],[2754237],[2754427],[2756730],[2759676],[2759979],[2763606],[2764339],[2764814],[2766919],[2768429],[2772746],[2775472],[2775714],[2784275],[2784750],[2786110],[2788920],[2789512],[2793929],[2795468],[2795771],[2797597],[2797839],[2799557],[2799860],[2800795],[2804220],[2804695],[2806476],[2806779],[2810406],[2811614],[2813719],[2813961],[2815229],[2822853],[2824392],[2824695],[2826052],[2826884],[2827591],[2827894],[2828242],[2828829],[2829720],[2829962],[2831535],[2833074],[2833377],[2835445],[2837163],[2837466],[2842301],[2845756],[2846937],[2847669],[2848200],[2848657],[2849032],[2849739],[2850042],[2852449],[2853988],[2854291],[2855648],[2857187],[2857490],[2857838],[2858425],[2859558],[2862000],[2863229],[2864052],[2864493],[2864784],[2865315],[2868528],[2870972],[2871429],[2871804],[2872511],[2872814],[2873162],[2874508],[2874657],[2875538],[2876139],[2879094],[2880189],[2881146],[2881587],[2881878],[2882409],[2882866],[2883896],[2885021],[2886995],[2887144],[2887901],[2888626],[2889890],[2890614],[2892745],[2893235],[2893384],[2893870],[2896674],[2897019],[2899491] ] cell #5766 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1838540],[1959689],[2067248],[2076033],[2135513],[2177159],[2207066],[2224356],[2240563],[2266683],[2279048],[2306979],[2322751],[2330294],[2337192],[2353737],[2361692],[2371027],[2398057],[2412249],[2414606],[2419601],[2423186],[2440832],[2447602],[2456604],[2464147],[2465077],[2478234],[2490148],[2494966],[2495632],[2499620],[2518583],[2521728],[2522481],[2532775],[2535132],[2540127],[2540989],[2545786],[2549303],[2567115],[2567246],[2568564],[2585259],[2590111],[2590777],[2591915],[2597173],[2601991],[2602657],[2606645],[2607433],[2609790],[2612550],[2626622],[2628492],[2629888],[2632155],[2639453],[2642970],[2650408],[2650539],[2660782],[2660913],[2662231],[2662265],[2667083],[2667749],[2668904],[2673389],[2676895],[2680932],[2681838],[2693290],[2693324],[2698443],[2701709],[2707362],[2709232],[2710628],[2712895],[2716670],[2716801],[2718157],[2720755],[2725240],[2725274],[2727024],[2731509],[2737397],[2737670],[2741882],[2742788],[2749425],[2749459],[2750331],[2754578],[2757844],[2761619],[2764217],[2764490],[2766733],[2769331],[2773816],[2773850],[2775286],[2775504],[2775865],[2777884],[2782369],[2784153],[2784426],[2788638],[2789544],[2797411],[2797629],[2797990],[2801500],[2802352],[2804098],[2804371],[2806811],[2808419],[2811017],[2813533],[2813751],[2814112],[2816131],[2820616],[2823836],[2824727],[2827035],[2828144],[2829534],[2829752],[2830113],[2835017],[2835596],[2837498],[2839106],[2839958],[2841704],[2845257],[2847701],[2849183],[2850074],[2853432],[2854323],[2857740],[2859130],[2859709],[2859982],[2861530],[2863349],[2864816],[2868029],[2869511],[2871955],[2872846],[2873064],[2876259],[2878624],[2880091],[2881910],[2887431],[2888746] ] cell #5767 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2224286],[2288697],[2322689],[2370957],[2381477],[2389659],[2412283],[2456542],[2459293],[2465007],[2466315],[2491222],[2506280],[2510185],[2521658],[2532809],[2535723],[2540927],[2555393],[2560785],[2577089],[2586367],[2588612],[2590715],[2594342],[2598247],[2602861],[2607467],[2609720],[2620290],[2631213],[2634582],[2638747],[2648217],[2649060],[2649071],[2650573],[2654061],[2654452],[2663339],[2665584],[2667687],[2676189],[2685802],[2685813],[2688672],[2689063],[2690710],[2693845],[2698477],[2700420],[2700602],[2701030],[2705009],[2711953],[2714479],[2715322],[2715333],[2716835],[2722660],[2725795],[2731798],[2732226],[2734309],[2737704],[2742763],[2744438],[2744682],[2746845],[2749980],[2754295],[2754306],[2754612],[2756555],[2756737],[2757165],[2759794],[2764524],[2768436],[2770734],[2771236],[2774371],[2774899],[2775479],[2775899],[2779789],[2784460],[2785859],[2788927],[2789355],[2789519],[2791194],[2791438],[2793936],[2794164],[2797024],[2797604],[2798024],[2799675],[2800894],[2804405],[2805804],[2806594],[2806786],[2813726],[2814146],[2814936],[2815236],[2817534],[2818036],[2821694],[2822860],[2823088],[2824510],[2824702],[2826059],[2826287],[2827069],[2829727],[2830147],[2830937],[2831542],[2831770],[2834630],[2835630],[2837242],[2837281],[2837473],[2838500],[2843410],[2844597],[2845763],[2845991],[2847041],[2847676],[2848207],[2848435],[2848736],[2849217],[2849818],[2849857],[2850049],[2851290],[2852456],[2852684],[2854298],[2855655],[2855883],[2859743],[2860533],[2862079],[2862337],[2863236],[2863767],[2864156],[2864500],[2864791],[2865322],[2865550],[2867369],[2868535],[2868763],[2869813],[2870979],[2871207],[2871508],[2871989],[2872590],[2872821],[2873657],[2874664],[2875558],[2876146],[2876458],[2876677],[2877066],[2879173],[2879431],[2881250],[2881594],[2881885],[2882416],[2882644],[2882945],[2883903],[2884005],[2884631],[2885041],[2887151],[2887980],[2888633],[2888945],[2889164],[2889553],[2889897],[2890634],[2891394],[2892752],[2892854],[2893391],[2893890],[2894790],[2895300],[2896694],[2897026],[2897128],[2897454],[2899291],[2899511],[2901067] ] cell #5768 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1414209],[1577727],[1689437],[1773742],[1808942],[1890578],[1930923],[1960013],[1977177],[2009042],[2048260],[2069308],[2091590],[2119136],[2122118],[2146606],[2178471],[2196223],[2199856],[2224688],[2250230],[2260061],[2277776],[2280758],[2297129],[2319451],[2323084],[2342894],[2346527],[2354999],[2371359],[2381190],[2389586],[2405823],[2409751],[2430982],[2438394],[2442027],[2453304],[2456937],[2465409],[2467137],[2487797],[2491149],[2510112],[2516873],[2518310],[2526349],[2530277],[2537689],[2541322],[2542301],[2560712],[2572432],[2578897],[2586294],[2587690],[2594822],[2598174],[2603326],[2604935],[2606372],[2609143],[2622098],[2635062],[2639212],[2640665],[2648144],[2654379],[2655869],[2661996],[2663266],[2664662],[2676654],[2678107],[2688990],[2690480],[2692652],[2693772],[2705474],[2706927],[2711989],[2714406],[2724602],[2725722],[2734774],[2736227],[2737163],[2737755],[2748787],[2749907],[2763983],[2764575],[2773178],[2774298],[2775096],[2783919],[2784511],[2797221],[2803864],[2804456],[2813343],[2822481],[2829344],[2844235] ] cell #5769 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1960623],[2041401],[2076087],[2177213],[2181657],[2185686],[2240617],[2269101],[2279573],[2307033],[2322805],[2332712],[2337717],[2358124],[2358623],[2361746],[2373299],[2398582],[2412774],[2416033],[2416532],[2419655],[2425924],[2440886],[2444921],[2448127],[2456658],[2466565],[2473486],[2473520],[2476224],[2476723],[2480972],[2493563],[2495686],[2496939],[2500145],[2504329],[2519108],[2525219],[2533300],[2536559],[2537058],[2540181],[2541043],[2548479],[2550763],[2553442],[2563816],[2563850],[2566554],[2567053],[2567169],[2567771],[2571302],[2580511],[2580545],[2583249],[2583748],[2587997],[2590831],[2592391],[2600588],[2602711],[2603964],[2607170],[2607958],[2614413],[2624941],[2624975],[2627668],[2629952],[2630454],[2630598],[2632631],[2642146],[2644430],[2647109],[2647143],[2649847],[2650346],[2650462],[2651064],[2657483],[2657517],[2660221],[2660720],[2660836],[2661438],[2664969],[2665680],[2667803],[2670503],[2680584],[2681965],[2682795],[2684693],[2695153],[2699489],[2700347],[2701773],[2702275],[2702419],[2705681],[2705715],[2708408],[2710692],[2711194],[2711338],[2713371],[2713405],[2716109],[2716608],[2716724],[2717326],[2718284],[2727893],[2728956],[2734981],[2735015],[2738996],[2739030],[2742915],[2743745],[2744530],[2745643],[2749077],[2750458],[2751288],[2753186],[2755624],[2756482],[2757908],[2758410],[2758554],[2759053],[2759651],[2765816],[2765850],[2773468],[2775413],[2775631],[2776781],[2779816],[2781236],[2785022],[2785786],[2786085],[2789671],[2790501],[2791286],[2792399],[2793017],[2797538],[2797756],[2798906],[2804967],[2805731],[2806451],[2806621],[2806938],[2807651],[2813878],[2815028],[2818063],[2818167],[2819483],[2824367],[2824537],[2824854],[2825567],[2829879],[2831029],[2831797],[2831901],[2837308],[2837625],[2838338],[2846018],[2846122],[2847828],[2849884],[2850201],[2850914],[2855910],[2856014],[2863794],[2865577],[2865681] ] cell #5770 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1923812],[2071941],[2166057],[2235033],[2263284],[2326895],[2358207],[2381704],[2393300],[2416116],[2444968],[2460748],[2476307],[2494863],[2496986],[2513826],[2536642],[2548528],[2550810],[2566637],[2583332],[2590008],[2601888],[2604011],[2614431],[2627717],[2629999],[2642195],[2644477],[2649930],[2660304],[2666980],[2671519],[2680633],[2682813],[2695171],[2699538],[2701820],[2708457],[2710739],[2716192],[2717409],[2727911],[2729639],[2740012],[2743763],[2744579],[2749126],[2751306],[2755673],[2757955],[2758637],[2767444],[2773517],[2776830],[2780499],[2781254],[2785040],[2786768],[2789954],[2790519],[2791335],[2793064],[2798955],[2804985],[2807439],[2807669],[2811149],[2814244],[2815077],[2818369],[2818746],[2819501],[2825355],[2825585],[2830245],[2831078],[2832273],[2832377],[2838126],[2838356],[2840890],[2841836],[2846494],[2846598],[2850702],[2850932],[2851249],[2851715],[2856386],[2856490],[2862296],[2862762],[2866053],[2866157],[2866470],[2869772],[2870238],[2874852],[2877025],[2877491],[2880351],[2883685],[2885650],[2890483] ] cell #5771 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2077028],[2185665],[2279492],[2287634],[2337636],[2373625],[2398501],[2426250],[2444915],[2448046],[2458796],[2481298],[2496933],[2500064],[2505783],[2519027],[2525545],[2548381],[2550757],[2554896],[2567690],[2571628],[2575450],[2588323],[2593845],[2603958],[2607089],[2614407],[2618651],[2627570],[2629769],[2629866],[2629946],[2630924],[2634085],[2642048],[2644424],[2648563],[2652422],[2661357],[2665295],[2671558],[2680486],[2682789],[2684254],[2684576],[2684635],[2685305],[2687033],[2695147],[2699391],[2701767],[2708310],[2710509],[2710606],[2710686],[2711664],[2714825],[2717245],[2719554],[2727887],[2729054],[2729678],[2730922],[2731178],[2740051],[2743739],[2748979],[2751282],[2752747],[2753069],[2753128],[2753798],[2755526],[2757725],[2757822],[2757902],[2758880],[2759749],[2767483],[2768424],[2769999],[2773370],[2776683],[2780538],[2781230],[2783093],[2783190],[2785016],[2786183],[2786807],[2788051],[2788307],[2790495],[2791960],[2792282],[2792341],[2793011],[2793924],[2798808],[2800887],[2804961],[2806549],[2807645],[2811188],[2812466],[2812788],[2812847],[2814283],[2815224],[2816799],[2818161],[2818785],[2819477],[2820029],[2820285],[2821687],[2824465],[2825561],[2830284],[2831530],[2831895],[2832416],[2834466],[2836273],[2836529],[2838332],[2838493],[2840797],[2841875],[2842372],[2845751],[2846116],[2846637],[2850908],[2851283],[2851440],[2851493],[2853527],[2854962],[2856008],[2856529],[2858517],[2862330],[2862487],[2862540],[2865675],[2866196],[2866605],[2866659],[2868193],[2869963],[2870016],[2874987],[2875041],[2877216],[2877269],[2878029],[2880486],[2880540],[2884227],[2884980],[2885785],[2885839],[2888151],[2891348],[2891910],[2895770] ] cell #5772 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2288683],[2381412],[2459228],[2466269],[2506215],[2535677],[2555328],[2566334],[2577043],[2594277],[2602887],[2620244],[2629716],[2634517],[2638773],[2648995],[2654015],[2660001],[2676215],[2684234],[2685737],[2688626],[2690922],[2700984],[2705035],[2710456],[2715257],[2715889],[2722872],[2729156],[2731782],[2732180],[2734335],[2744708],[2746687],[2747057],[2752727],[2754230],[2757119],[2757672],[2760239],[2761832],[2770687],[2770760],[2771448],[2780001],[2782642],[2783040],[2783569],[2786285],[2788911],[2789309],[2791464],[2791940],[2793443],[2794546],[2800929],[2801713],[2802416],[2803514],[2807039],[2808632],[2812373],[2812446],[2817487],[2817560],[2818248],[2818263],[2820889],[2821287],[2821729],[2823470],[2824955],[2826669],[2827121],[2832152],[2832167],[2834446],[2835933],[2838535],[2839319],[2840022],[2841120],[2843060],[2843133],[2843756],[2844632],[2846373],[2846388],[2847076],[2848703],[2848817],[2851325],[2851420],[2853066],[2853518],[2856265],[2856280],[2856717],[2858559],[2860046],[2861496],[2862372],[2862467],[2863315],[2864191],[2864464],[2865932],[2865947],[2866528],[2866596],[2866701],[2867404],[2869145],[2869848],[2869943],[2871475],[2871589],[2872041],[2874910],[2874978],[2875083],[2876225],[2877101],[2877196],[2878086],[2878590],[2879466],[2880409],[2880477],[2880582],[2881285],[2881558],[2882912],[2883026],[2884040],[2884284],[2884960],[2885708],[2885776],[2885881],[2887397],[2887570],[2887947],[2888208],[2888712],[2889588],[2889861],[2890719],[2891339],[2891723],[2891967],[2892889],[2893133],[2893355],[2894557],[2894730],[2895298],[2895698],[2896005],[2896779],[2896851],[2897783],[2898027],[2898798],[2899289],[2899996],[2901310] ] cell #5773 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2256514],[2377643],[2382340],[2450250],[2466310],[2502268],[2523205],[2535718],[2542166],[2569288],[2577084],[2591765],[2603191],[2609293],[2616746],[2620285],[2629757],[2632005],[2639077],[2651898],[2654056],[2661664],[2662955],[2673239],[2676519],[2684538],[2685128],[2686509],[2688667],[2692320],[2697486],[2701025],[2705339],[2710497],[2712745],[2720389],[2720404],[2720443],[2721787],[2724270],[2730942],[2731359],[2732221],[2734639],[2737031],[2741732],[2745012],[2746078],[2748455],[2753031],[2753621],[2755002],[2757160],[2757713],[2761464],[2763851],[2768965],[2768980],[2769019],[2770363],[2770728],[2771064],[2772846],[2777518],[2777533],[2777572],[2778916],[2781399],[2782219],[2783081],[2783787],[2788071],[2788488],[2789350],[2791768],[2792244],[2792834],[2800105],[2800120],[2800159],[2801345],[2802703],[2802776],[2803732],[2808264],[2810651],[2810666],[2810705],[2812049],[2812414],[2812750],[2815765],[2815780],[2815819],[2817163],[2817528],[2817864],[2819646],[2820049],[2820466],[2821328],[2821340],[2822349],[2826519],[2827150],[2828294],[2834862],[2835245],[2835284],[2836220],[2836293],[2837711],[2837726],[2837765],[2838951],[2840309],[2840382],[2841338],[2841353],[2841392],[2842736],[2843101],[2843153],[2843437],[2843785],[2847864],[2850287],[2850302],[2850341],[2851945],[2851960],[2851999],[2853547],[2854168],[2854691],[2856115],[2856746],[2857890],[2858579],[2858975],[2859358],[2859397],[2860333],[2860406],[2860887],[2862992],[2863007],[2863046],[2865782],[2866557],[2866625],[2866721],[2867042],[2868192],[2870483],[2870522],[2870636],[2872070],[2872691],[2873214],[2874939],[2875007],[2875103],[2875424],[2877736],[2877775],[2877981],[2878028],[2878115],[2880506],[2880602],[2880923],[2882073],[2884179],[2884226],[2884313],[2885805],[2885901],[2886222],[2886439],[2888150],[2888237],[2890893],[2891368],[2891909],[2891996],[2893599],[2895769],[2896179] ] cell #5774 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2004660],[2077052],[2117933],[2174089],[2185807],[2223669],[2276573],[2279694],[2286322],[2287743],[2317924],[2337838],[2356624],[2370340],[2373789],[2379987],[2386144],[2398703],[2426414],[2441029],[2443531],[2448248],[2451777],[2458732],[2464390],[2467034],[2481462],[2495829],[2500266],[2505719],[2506670],[2519229],[2519235],[2521041],[2525709],[2536162],[2540324],[2542826],[2554832],[2555783],[2567892],[2567898],[2571792],[2574345],[2578081],[2584984],[2587921],[2588487],[2593781],[2602854],[2607291],[2607297],[2609103],[2617546],[2621282],[2630522],[2631088],[2634021],[2638668],[2645784],[2648499],[2651317],[2655053],[2661559],[2661565],[2661956],[2664893],[2665459],[2669020],[2676110],[2681870],[2685241],[2685928],[2689664],[2691131],[2692038],[2692612],[2698286],[2704930],[2711262],[2711828],[2712046],[2714761],[2718189],[2718579],[2723081],[2723988],[2724562],[2727140],[2728975],[2734230],[2737513],[2737812],[2748173],[2748747],[2750363],[2753734],[2754421],[2759670],[2761651],[2762041],[2764333],[2764632],[2766765],[2767155],[2768301],[2772564],[2773138],[2775318],[2775708],[2780210],[2781691],[2784269],[2784568],[2786104],[2795462],[2797443],[2797833],[2799551],[2800613],[2801532],[2801922],[2802323],[2803068],[2804214],[2804513],[2806470],[2808451],[2808841],[2811432],[2813565],[2813955],[2819938],[2824386],[2825901],[2826878],[2827585],[2828176],[2828647],[2829566],[2829956],[2833068],[2835049],[2835439],[2837157],[2839138],[2839528],[2839929],[2840674],[2842119],[2845289],[2846931],[2848049],[2848651],[2849026],[2849733],[2853982],[2857181],[2857772],[2858243],[2859162],[2859552],[2859953],[2861786],[2861994],[2863199],[2864046],[2868061],[2869482],[2870821],[2871423],[2871798],[2872505],[2873096],[2874502],[2876109],[2878880],[2879088],[2880123],[2881140],[2882860],[2883866],[2886989],[2887687],[2887895],[2888596],[2892715],[2893229],[2896989] ] cell #5775 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2117852],[2224102],[2276492],[2297039],[2322211],[2370773],[2379906],[2382362],[2409661],[2430892],[2443450],[2456064],[2464823],[2466489],[2487707],[2516783],[2518506],[2521474],[2530187],[2536404],[2540449],[2542311],[2542745],[2578323],[2587600],[2587842],[2587853],[2590237],[2594732],[2603774],[2604845],[2606568],[2609536],[2621524],[2634972],[2640136],[2640575],[2646005],[2647951],[2648301],[2648379],[2655295],[2656065],[2662035],[2664572],[2664814],[2664825],[2667209],[2677578],[2678017],[2689906],[2690676],[2692259],[2693094],[2698279],[2700117],[2700255],[2706398],[2706837],[2707079],[2707090],[2712267],[2714213],[2714563],[2714641],[2724209],[2725044],[2735698],[2736137],[2736379],[2736390],[2736475],[2737506],[2738033],[2742745],[2748394],[2749229],[2749714],[2750064],[2750142],[2754414],[2756252],[2756390],[2763295],[2764326],[2764853],[2772785],[2773620],[2774105],[2774455],[2774533],[2775461],[2775701],[2783231],[2783258],[2784262],[2784789],[2785556],[2785694],[2789501],[2794038],[2797586],[2797826],[2800834],[2803176],[2803203],[2804207],[2804734],[2805501],[2805639],[2806169],[2806196],[2806768],[2811653],[2812927],[2813277],[2813708],[2813948],[2821255],[2821882],[2821909],[2824085],[2824112],[2824684],[2826161],[2826871],[2828868],[2828928],[2829278],[2829709],[2829949],[2831327],[2835432],[2836883],[2837455],[2842340],[2843245],[2843894],[2844785],[2844812],[2845171],[2845548],[2846924],[2847229],[2847256],[2847658],[2849019],[2849459],[2850031],[2853681],[2853708],[2854280],[2855440],[2858464],[2858874],[2859545],[2861634],[2861849],[2863218],[2863453],[2864039],[2864344],[2864371],[2864730],[2864773],[2865107],[2867557],[2867584],[2867943],[2868320],[2871791],[2872231],[2872803],[2874495],[2874544],[2875537],[2876128],[2876363],[2876578],[2878728],[2878943],[2880005],[2881133],[2881438],[2881465],[2881824],[2881867],[2882201],[2883363],[2883885],[2885020],[2885342],[2886982],[2887031],[2887750],[2888615],[2888850],[2889065],[2890127],[2890613],[2892734],[2893222],[2893271],[2893869],[2894191],[2894910],[2896673],[2897008],[2898165],[2899490] ] cell #5776 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1451488],[1581631],[1701854],[1711054],[1781015],[1828271],[1864136],[1904531],[1930903],[1935574],[1949957],[1984559],[2009022],[2013693],[2022549],[2042866],[2052660],[2087419],[2091570],[2098683],[2120029],[2126518],[2132604],[2153988],[2162805],[2178451],[2183122],[2196203],[2204157],[2220517],[2224377],[2224490],[2224668],[2226189],[2231781],[2246059],[2250210],[2257323],[2263774],[2278669],[2285158],[2297052],[2314847],[2319431],[2322224],[2322613],[2322896],[2324043],[2327385],[2342874],[2350828],[2354979],[2367188],[2371048],[2371161],[2371339],[2372860],[2378452],[2382083],[2387543],[2405803],[2408122],[2409674],[2412200],[2412589],[2430905],[2438374],[2448700],[2453284],[2456077],[2456466],[2456749],[2457896],[2461238],[2465098],[2465211],[2465389],[2466910],[2469120],[2487720],[2489654],[2493476],[2500718],[2508069],[2516796],[2518290],[2521749],[2521862],[2526329],[2528648],[2530200],[2532726],[2533115],[2537669],[2540462],[2540851],[2541134],[2542281],[2544413],[2557182],[2562499],[2572412],[2576145],[2578877],[2587613],[2590250],[2590639],[2590922],[2594745],[2596679],[2600501],[2603306],[2604858],[2606352],[2607384],[2607773],[2610971],[2619346],[2622078],[2634985],[2638080],[2639192],[2640588],[2646018],[2650490],[2650879],[2655849],[2656166],[2661771],[2664585],[2665593],[2675522],[2676634],[2678030],[2690460],[2691711],[2692272],[2692427],[2698370],[2702332],[2705454],[2706850],[2712054],[2723661],[2724222],[2724377],[2734754],[2736150],[2737597],[2737820],[2742809],[2748407],[2748562],[2764417],[2764640],[2772798],[2772953],[2775525],[2784353],[2784576],[2797650],[2800847],[2804298],[2804521],[2813772],[2826962],[2829773],[2847722] ] cell #5777 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1960637],[2076160],[2117995],[2177286],[2185744],[2224228],[2240690],[2276635],[2279631],[2307106],[2322168],[2337775],[2361819],[2370899],[2373242],[2380049],[2398640],[2408424],[2419728],[2425867],[2440959],[2443593],[2448185],[2456021],[2464949],[2470451],[2480915],[2495759],[2500203],[2503361],[2519166],[2519297],[2521600],[2525162],[2528950],[2540254],[2540406],[2542888],[2552474],[2567829],[2567960],[2571245],[2577476],[2587940],[2588554],[2590194],[2591423],[2602784],[2603608],[2607228],[2607359],[2609662],[2615054],[2620677],[2630541],[2631155],[2631663],[2639970],[2645962],[2646141],[2648503],[2651973],[2661496],[2661627],[2664912],[2665526],[2667166],[2670011],[2677412],[2681908],[2683436],[2685245],[2686584],[2692216],[2695794],[2698290],[2706232],[2711281],[2711895],[2712224],[2712403],[2714765],[2718227],[2721862],[2724166],[2728131],[2728979],[2735532],[2737517],[2737990],[2738504],[2748351],[2750401],[2751929],[2753738],[2754425],[2755077],[2759674],[2761689],[2764337],[2764810],[2765324],[2766803],[2770438],[2772742],[2775356],[2775712],[2778991],[2784273],[2784746],[2785260],[2786108],[2795466],[2797481],[2797837],[2799555],[2800791],[2801570],[2804218],[2804691],[2805205],[2806474],[2808489],[2811610],[2812124],[2813603],[2813959],[2817238],[2824390],[2826882],[2827589],[2828214],[2828825],[2829604],[2829960],[2833072],[2835087],[2835443],[2837161],[2839176],[2842297],[2842811],[2845327],[2846935],[2848655],[2849030],[2849737],[2853986],[2857185],[2857810],[2858421],[2859200],[2859556],[2861998],[2864050],[2868099],[2871427],[2871802],[2872509],[2873134],[2874506],[2879092],[2880161],[2881144],[2882864],[2886993],[2887899],[2893233] ] cell #5778 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1544699],[1707071],[1816037],[1897673],[1931607],[2009726],[2048287],[2076403],[2092274],[2122145],[2159175],[2179155],[2199883],[2225372],[2228151],[2250914],[2280785],[2297156],[2300458],[2323111],[2346554],[2355683],[2372043],[2374822],[2389737],[2409778],[2413080],[2431009],[2434311],[2442054],[2456964],[2466093],[2473376],[2487824],[2491300],[2510263],[2516900],[2520202],[2530304],[2533606],[2541349],[2542985],[2560863],[2563706],[2580401],[2586445],[2587717],[2594849],[2598325],[2604962],[2608264],[2609170],[2624831],[2635089],[2640692],[2646999],[2648295],[2654530],[2657373],[2662023],[2663417],[2664689],[2667203],[2678134],[2689141],[2692679],[2693923],[2700203],[2705571],[2706954],[2712261],[2713261],[2714557],[2724629],[2725873],[2734871],[2736254],[2738027],[2738886],[2748814],[2750058],[2754390],[2756338],[2764847],[2765706],[2773205],[2774449],[2774861],[2775677],[2784783],[2785642],[2796986],[2797802],[2804728],[2805587],[2806082],[2813108],[2813924],[2823998],[2829109],[2829925],[2836769],[2844170],[2849345],[2861136] ] cell #5779 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2322603],[2412596],[2456456],[2474037],[2485917],[2493627],[2533122],[2540841],[2564367],[2581062],[2590629],[2592942],[2600652],[2607780],[2633182],[2647660],[2648483],[2650886],[2658034],[2665744],[2667601],[2667919],[2673940],[2700485],[2700544],[2700864],[2702483],[2713922],[2714745],[2716939],[2717148],[2721058],[2732060],[2742433],[2743179],[2744291],[2744547],[2744560],[2750246],[2754967],[2756620],[2756679],[2756999],[2758605],[2758618],[2761800],[2769634],[2774637],[2776527],[2778187],[2779969],[2781035],[2781115],[2785924],[2785983],[2789189],[2789922],[2789935],[2791047],[2791303],[2791316],[2795579],[2798652],[2800501],[2801681],[2805869],[2805928],[2807407],[2807420],[2808600],[2810214],[2814774],[2814789],[2815045],[2815058],[2816434],[2818181],[2818216],[2819282],[2819362],[2825323],[2825336],[2826637],[2827702],[2828535],[2830775],[2830790],[2831046],[2831059],[2832085],[2832120],[2833185],[2836702],[2838094],[2838107],[2838137],[2838217],[2839287],[2840901],[2846306],[2846341],[2846893],[2846912],[2847477],[2848785],[2849278],[2850670],[2850683],[2850713],[2850793],[2851053],[2851161],[2851726],[2854932],[2855313],[2855495],[2856198],[2856233],[2857298],[2858131],[2860655],[2861001],[2862100],[2862208],[2862773],[2863211],[2864008],[2864027],[2864592],[2864980],[2865162],[2865865],[2865900],[2866424],[2869113],[2869576],[2869684],[2870249],[2871557],[2873455],[2873565],[2873911],[2873953],[2874415],[2874464],[2874483],[2874599],[2874806],[2875730],[2876121],[2876829],[2876937],[2877502],[2877909],[2879302],[2879867],[2880305],[2881102],[2881121],[2881686],[2882256],[2882994],[2883526],[2883831],[2883878],[2883944],[2884107],[2884709],[2884751],[2885213],[2885397],[2885604],[2886902],[2886951],[2886970],[2887086],[2887293],[2888608],[2889424],[2889989],[2890589],[2890662],[2891209],[2891514],[2891627],[2892680],[2892727],[2892793],[2892956],[2893191],[2893210],[2893326],[2894062],[2894246],[2894453],[2895091],[2895875],[2895948],[2896649],[2896722],[2897001],[2897067],[2897574],[2897687],[2898220],[2899539],[2899866],[2899939],[2900284],[2901560] ] cell #5780 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1674096],[1833451],[1938487],[2016606],[2048928],[2122786],[2159194],[2186035],[2200524],[2224153],[2228170],[2262706],[2281426],[2288700],[2300477],[2322562],[2323752],[2326317],[2347195],[2370824],[2374841],[2381604],[2389655],[2389756],[2392722],[2412279],[2413099],[2434330],[2442695],[2456415],[2457605],[2459998],[2460170],[2464874],[2466438],[2473589],[2491218],[2491319],[2494285],[2507617],[2510181],[2510282],[2513248],[2518441],[2520221],[2521525],[2532805],[2533625],[2536353],[2540800],[2541990],[2548335],[2556730],[2560781],[2560882],[2563919],[2578272],[2580614],[2586363],[2586464],[2587791],[2587904],[2589430],[2590588],[2595679],[2598243],[2598344],[2601310],[2603395],[2606503],[2607463],[2608283],[2609587],[2609811],[2621473],[2625044],[2627524],[2635919],[2639757],[2642002],[2647212],[2648000],[2648213],[2648314],[2648442],[2650569],[2654448],[2654549],[2655244],[2656000],[2657586],[2663335],[2663436],[2664763],[2664876],[2666402],[2667222],[2667560],[2677199],[2680440],[2689059],[2689160],[2689855],[2690611],[2691504],[2693841],[2693942],[2698473],[2699345],[2700123],[2700416],[2705784],[2706019],[2707028],[2707141],[2708264],[2712280],[2713474],[2714262],[2714475],[2714576],[2714704],[2716831],[2723454],[2725791],[2725892],[2735084],[2735319],[2736328],[2736441],[2737700],[2738046],[2739099],[2742751],[2747639],[2748933],[2749763],[2749976],[2750077],[2750205],[2754608],[2755480],[2756258],[2756551],[2764520],[2764866],[2765919],[2772030],[2773324],[2774154],[2774367],[2774468],[2774596],[2775467],[2775895],[2776637],[2783319],[2784456],[2784802],[2785562],[2785855],[2789507],[2794855],[2797592],[2798020],[2798762],[2803264],[2804401],[2804747],[2805507],[2805800],[2806257],[2806774],[2812933],[2813714],[2814142],[2821970],[2824173],[2824690],[2827065],[2828934],[2829715],[2830143],[2831333],[2837461],[2843900],[2845554],[2847664],[2850037] ] cell #5781 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1674101],[1833456],[1938492],[2016611],[2048933],[2122791],[2159199],[2186040],[2200529],[2228175],[2262704],[2281431],[2300482],[2323757],[2326315],[2347200],[2374846],[2389761],[2392720],[2413104],[2434335],[2442700],[2457610],[2460168],[2473587],[2491324],[2494283],[2510287],[2513246],[2520226],[2533630],[2541995],[2548359],[2560887],[2563917],[2580612],[2586469],[2589428],[2598349],[2601308],[2608288],[2609816],[2625042],[2627548],[2642026],[2647210],[2648319],[2654554],[2657584],[2663441],[2666400],[2667227],[2680464],[2689165],[2693947],[2699369],[2700414],[2705782],[2708288],[2712285],[2713472],[2714581],[2716829],[2725897],[2735082],[2738051],[2739097],[2744410],[2748957],[2750082],[2754606],[2755504],[2756549],[2764871],[2765917],[2773348],[2774473],[2775893],[2776661],[2784807],[2785853],[2789498],[2791166],[2798018],[2798786],[2804752],[2805798],[2806386],[2806765],[2814140],[2814908],[2824302],[2824681],[2830141],[2830909],[2831428],[2837073],[2837452],[2845649],[2849649],[2850028],[2855541],[2861311],[2865208],[2874133] ] cell #5782 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1838543],[1959621],[2067112],[2075967],[2135377],[2177028],[2206930],[2240432],[2266547],[2279042],[2306848],[2330158],[2337186],[2353601],[2361561],[2398051],[2412892],[2414470],[2419470],[2423180],[2440701],[2447596],[2464011],[2478228],[2494058],[2494180],[2495501],[2499614],[2518577],[2522475],[2533418],[2534996],[2539996],[2549297],[2565880],[2566406],[2567240],[2568558],[2585253],[2591909],[2601083],[2601205],[2602526],[2606639],[2608076],[2609654],[2612544],[2626616],[2626826],[2628486],[2629332],[2632149],[2642964],[2651182],[2659547],[2660073],[2660907],[2662225],[2666175],[2666297],[2667618],[2668898],[2669716],[2673383],[2680926],[2681823],[2693284],[2702914],[2703036],[2707356],[2707566],[2709226],[2710072],[2712889],[2715435],[2715961],[2716795],[2718142],[2720749],[2725234],[2727018],[2731503],[2737391],[2738209],[2741876],[2746233],[2746759],[2749419],[2750316],[2754572],[2754782],[2757288],[2761604],[2764211],[2765029],[2766718],[2769325],[2773810],[2775271],[2775859],[2776342],[2777878],[2779892],[2782363],[2782656],[2784147],[2788632],[2789529],[2797396],[2797984],[2798467],[2801485],[2802346],[2804092],[2806697],[2806796],[2808404],[2810120],[2811011],[2813518],[2814106],[2814589],[2816125],[2820610],[2823830],[2824613],[2824712],[2828129],[2829519],[2830107],[2830590],[2831669],[2835002],[2835590],[2837384],[2837483],[2839091],[2839952],[2841698],[2845242],[2845890],[2849177],[2849960],[2850059],[2853426],[2854308],[2855782],[2857725],[2859115],[2859703],[2859976],[2861462],[2863870],[2864801],[2865449],[2868014],[2869505],[2871949],[2872831],[2873049],[2875977],[2876191],[2878556],[2880076],[2881895],[2884821],[2887363],[2888678] ] cell #5783 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1923803],[2071932],[2166048],[2235024],[2263275],[2326886],[2358134],[2381695],[2393291],[2416043],[2444908],[2460739],[2476234],[2494854],[2496926],[2513817],[2536569],[2548489],[2550750],[2566564],[2583259],[2589999],[2601879],[2603951],[2614400],[2627678],[2629939],[2642156],[2644417],[2649857],[2660231],[2666971],[2671518],[2680594],[2682782],[2695140],[2699499],[2701760],[2708418],[2710679],[2716119],[2717400],[2727880],[2729638],[2740011],[2743732],[2744540],[2749087],[2751275],[2755634],[2757895],[2758564],[2767443],[2773478],[2776791],[2780498],[2781223],[2785009],[2786767],[2789681],[2790488],[2791296],[2793004],[2798916],[2804954],[2806948],[2807638],[2811148],[2814243],[2815038],[2818154],[2818745],[2819470],[2824864],[2825554],[2830244],[2831039],[2831888],[2832376],[2837635],[2838325],[2840757],[2841835],[2846109],[2846597],[2850211],[2850901],[2851248],[2851453],[2856001],[2856489],[2862295],[2862500],[2865668],[2866156],[2866459],[2869771],[2869976],[2874841],[2877024],[2877229],[2880340],[2883684],[2885639],[2890472] ] cell #5784 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [2152638],[2283808],[2364017],[2421926],[2445379],[2497397],[2522879],[2542452],[2551221],[2568962],[2591794],[2604422],[2616420],[2630410],[2632034],[2644888],[2662629],[2671639],[2673268],[2684802],[2697160],[2702231],[2711150],[2712774],[2720453],[2729759],[2731388],[2740132],[2741761],[2745752],[2753295],[2758366],[2761412],[2767564],[2769029],[2777582],[2780619],[2782248],[2786888],[2788517],[2792508],[2793475],[2800169],[2801293],[2808212],[2810715],[2811269],[2814364],[2815829],[2818866],[2820495],[2821014],[2826467],[2830365],[2832497],[2834810],[2835294],[2837775],[2838899],[2841047],[2841402],[2841956],[2843182],[2846718],[2850351],[2851872],[2852009],[2854116],[2856063],[2856610],[2858694],[2858923],[2859407],[2862919],[2863056],[2865730],[2866277],[2866931],[2866990],[2870395],[2870532],[2872081],[2872639],[2875313],[2875372],[2877648],[2877785],[2877955],[2878194],[2880812],[2880871],[2884153],[2884392],[2886111],[2886170],[2886344],[2888077],[2888316],[2890798],[2891836],[2892075],[2893504],[2895236],[2896084],[2898393] ] cell #5785 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1800935],[1955494],[1960626],[2055531],[2076022],[2129389],[2159798],[2177083],[2185624],[2228774],[2240487],[2262722],[2279451],[2288029],[2301081],[2306903],[2326333],[2337595],[2358118],[2361616],[2373293],[2375445],[2392738],[2398460],[2413703],[2416027],[2419525],[2425918],[2434934],[2440756],[2448005],[2460186],[2473480],[2473605],[2476218],[2480966],[2494113],[2494301],[2495556],[2500023],[2504323],[2513264],[2518986],[2520825],[2525213],[2534229],[2536553],[2540051],[2548473],[2553436],[2563810],[2563935],[2566348],[2566461],[2566548],[2567649],[2571296],[2580505],[2580630],[2583243],[2587991],[2589446],[2592385],[2601138],[2601326],[2602581],[2607048],[2608887],[2614356],[2624935],[2625060],[2627662],[2629383],[2629825],[2630592],[2632625],[2642140],[2647103],[2647228],[2649841],[2657477],[2657602],[2660015],[2660128],[2660215],[2661316],[2664963],[2666230],[2666418],[2667673],[2667826],[2670497],[2680578],[2681959],[2682738],[2684214],[2695096],[2699483],[2700432],[2702969],[2705675],[2705800],[2708402],[2710123],[2710565],[2711332],[2713365],[2713490],[2715903],[2716016],[2716103],[2716847],[2717204],[2718278],[2727836],[2728944],[2734975],[2735100],[2738990],[2739115],[2743688],[2744524],[2746701],[2746814],[2749071],[2750452],[2751231],[2752707],[2754624],[2755618],[2756567],[2757339],[2757781],[2758548],[2759639],[2765810],[2765935],[2773462],[2775407],[2775911],[2776775],[2781179],[2782707],[2783149],[2784965],[2785871],[2786073],[2789665],[2790444],[2791280],[2791920],[2797532],[2798036],[2798900],[2804910],[2805816],[2806439],[2806932],[2807594],[2810183],[2812426],[2814158],[2815022],[2818051],[2819426],[2824355],[2824848],[2825510],[2830159],[2831023],[2831732],[2831785],[2834417],[2837619],[2838281],[2845953],[2846006],[2850195],[2850857],[2851391],[2855845],[2855898],[2862438],[2865512],[2865565],[2869914],[2876040],[2877167],[2884931] ] cell #5786 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1582532],[1711098],[1828315],[1837510],[1904575],[1950440],[1984603],[2023032],[2048270],[2052704],[2066611],[2099166],[2122128],[2126562],[2134876],[2154032],[2163288],[2196045],[2199866],[2206429],[2226233],[2232264],[2237947],[2257806],[2266046],[2280768],[2285202],[2297139],[2304363],[2319273],[2322824],[2322940],[2323094],[2324526],[2329657],[2342716],[2346537],[2353100],[2359076],[2372904],[2378935],[2389667],[2405645],[2409761],[2412291],[2412763],[2412909],[2413969],[2416985],[2430992],[2438216],[2442037],[2453126],[2456677],[2456793],[2456947],[2458379],[2463510],[2466954],[2471694],[2487807],[2489889],[2491230],[2493491],[2493937],[2510193],[2516883],[2526171],[2530287],[2532817],[2533289],[2533435],[2534495],[2537511],[2541062],[2541178],[2541332],[2542764],[2544648],[2560793],[2562514],[2565834],[2572254],[2578719],[2586375],[2587700],[2590850],[2590966],[2594832],[2596914],[2598255],[2600516],[2600962],[2604945],[2607475],[2607947],[2608093],[2609153],[2610986],[2621920],[2626476],[2635072],[2638315],[2640675],[2648225],[2650581],[2651053],[2651199],[2654460],[2656181],[2659501],[2662006],[2663347],[2664672],[2665608],[2666054],[2668758],[2675757],[2678117],[2689071],[2691726],[2692662],[2693853],[2698485],[2702347],[2702793],[2706937],[2707216],[2712069],[2714487],[2715389],[2723676],[2724612],[2725803],[2736237],[2737251],[2737712],[2737835],[2742824],[2746187],[2748797],[2749988],[2754432],[2764071],[2764532],[2764655],[2773188],[2774379],[2775540],[2775719],[2779831],[2784468],[2784591],[2797665],[2797844],[2804413],[2804536],[2806636],[2813787],[2813966],[2824552],[2827077],[2829788],[2829967],[2837323],[2847737],[2849899],[2863809] ] cell #5787 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2077049],[2185804],[2224288],[2279691],[2287748],[2322685],[2337835],[2370959],[2373794],[2398700],[2412245],[2426419],[2448245],[2456538],[2458774],[2465009],[2481467],[2490144],[2500263],[2505761],[2519226],[2521660],[2525714],[2532771],[2540923],[2545782],[2554874],[2567889],[2571797],[2574682],[2588492],[2588614],[2590711],[2593823],[2597169],[2607288],[2607429],[2609722],[2617883],[2631093],[2631215],[2634063],[2639449],[2648541],[2649067],[2650535],[2651654],[2661556],[2662261],[2665464],[2665586],[2667683],[2672175],[2676891],[2685283],[2685809],[2686265],[2693320],[2698439],[2698623],[2700600],[2703656],[2711833],[2711955],[2714803],[2715329],[2716797],[2719189],[2725270],[2729032],[2730295],[2731796],[2732956],[2737666],[2740668],[2742761],[2749455],[2753776],[2754302],[2754574],[2754758],[2756735],[2759727],[2762651],[2764486],[2767765],[2768434],[2773846],[2775477],[2775861],[2776318],[2784422],[2786161],[2787424],[2788925],[2789517],[2790085],[2793934],[2795519],[2797602],[2797986],[2798443],[2799608],[2802532],[2804367],[2806527],[2806784],[2809451],[2813724],[2814108],[2814565],[2815234],[2822858],[2824443],[2824700],[2826057],[2827031],[2827642],[2829725],[2830109],[2830566],[2831540],[2833125],[2835592],[2836049],[2837214],[2837471],[2840138],[2845761],[2847674],[2848205],[2848708],[2849179],[2849790],[2850047],[2852454],[2854039],[2854296],[2855653],[2857238],[2859705],[2860162],[2862051],[2863234],[2864498],[2864789],[2865320],[2868533],[2870977],[2871480],[2871951],[2872562],[2872819],[2874662],[2876144],[2879145],[2881592],[2881883],[2882414],[2882917],[2883901],[2887149],[2887952],[2888631],[2889895],[2892750],[2893389],[2897024] ] cell #5788 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1800931],[1955490],[2055527],[2129385],[2159794],[2186700],[2228770],[2262718],[2287803],[2288025],[2301077],[2322740],[2326329],[2358120],[2373849],[2375441],[2381426],[2392734],[2412712],[2413699],[2416029],[2426474],[2434930],[2456593],[2459242],[2460182],[2473516],[2473601],[2476220],[2481522],[2493559],[2494297],[2506229],[2513260],[2520821],[2525769],[2533238],[2534225],[2535344],[2536555],[2540978],[2548475],[2555342],[2563846],[2563931],[2566550],[2571852],[2576710],[2580541],[2580626],[2583245],[2588547],[2589442],[2590766],[2594291],[2600584],[2601322],[2607896],[2608883],[2614332],[2619911],[2624971],[2625056],[2627664],[2631148],[2634531],[2637729],[2642142],[2647139],[2647224],[2649009],[2649122],[2649843],[2651002],[2653682],[2657513],[2657598],[2660217],[2665519],[2665676],[2666414],[2667738],[2667822],[2675171],[2680580],[2682714],[2685751],[2685864],[2688293],[2695072],[2699485],[2700343],[2700428],[2700651],[2701093],[2702415],[2703991],[2705711],[2705796],[2708404],[2711888],[2713401],[2713486],[2715271],[2715384],[2716105],[2716843],[2717264],[2727812],[2731847],[2732289],[2733291],[2735011],[2735096],[2739026],[2739111],[2742911],[2743664],[2744526],[2744688],[2749073],[2751207],[2754244],[2754357],[2754620],[2755620],[2756478],[2756563],[2756786],[2757228],[2758550],[2760770],[2765846],[2765931],[2768497],[2770740],[2773464],[2775627],[2775907],[2776777],[2779795],[2784941],[2785782],[2785867],[2788976],[2789418],[2789667],[2790420],[2791282],[2791444],[2793997],[2797752],[2798032],[2798902],[2800900],[2804886],[2805727],[2805812],[2806600],[2806934],[2807570],[2813874],[2814154],[2815024],[2815297],[2817540],[2818042],[2821700],[2824516],[2824850],[2825486],[2829875],[2830155],[2831025],[2831603],[2831776],[2837287],[2837621],[2838506],[2845824],[2845997],[2847824],[2849863],[2850197],[2851296],[2855889],[2862343],[2863773],[2865556] ] cell #5789 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1851726],[1871717],[1885127],[2001283],[2004471],[2030456],[2050447],[2063857],[2117686],[2124305],[2151775],[2170712],[2173900],[2184122],[2201113],[2257621],[2260875],[2276326],[2282945],[2286133],[2297310],[2324341],[2347784],[2352648],[2352936],[2356435],[2378750],[2379740],[2382004],[2389531],[2409932],[2431163],[2439624],[2439688],[2440122],[2443284],[2458194],[2463058],[2463346],[2466845],[2473389],[2487978],[2491094],[2510057],[2517054],[2517870],[2518022],[2527890],[2528178],[2530458],[2538919],[2538983],[2539417],[2542579],[2560657],[2563719],[2566428],[2573973],[2574261],[2580414],[2586239],[2587312],[2595003],[2595990],[2596054],[2596488],[2598119],[2605116],[2605932],[2606084],[2623005],[2624844],[2629472],[2635243],[2636230],[2636294],[2636728],[2640846],[2647012],[2652202],[2652266],[2654324],[2655429],[2655581],[2657386],[2660095],[2663211],[2664284],[2667640],[2667928],[2678288],[2678862],[2682468],[2684307],[2686813],[2686877],[2688935],[2690040],[2690192],[2693717],[2703221],[2703745],[2703824],[2705584],[2706549],[2710212],[2713274],[2715983],[2716970],[2717034],[2721632],[2722091],[2722155],[2725667],[2726425],[2729439],[2732521],[2733045],[2733124],[2734884],[2735849],[2736924],[2738899],[2746781],[2746937],[2747207],[2747355],[2750961],[2752800],[2755306],[2755370],[2757428],[2758685],[2760117],[2762403],[2762740],[2762819],[2763744],[2765719],[2768732],[2770667],[2771328],[2771598],[2771746],[2774991],[2778761],[2779220],[2779284],[2782796],[2783205],[2786568],[2790174],[2790253],[2792013],[2794256],[2795909],[2796001],[2796166],[2796314],[2797116],[2799998],[2802621],[2803150],[2806143],[2809203],[2809540],[2809619],[2810544],[2811894],[2812353],[2812519],[2815532],[2817467],[2818398],[2818546],[2821856],[2822505],[2823180],[2824059],[2826379],[2828032],[2828437],[2833515],[2833607],[2833772],[2833920],[2834722],[2835801],[2836138],[2840227],[2843040],[2843686],[2844759],[2847203],[2848527],[2852101],[2852776],[2853655],[2854521],[2854834],[2857628],[2858033],[2860251],[2860710],[2863245],[2864318],[2867531],[2871299],[2873357],[2881412] ] cell #5790 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1633165],[1760871],[1824992],[1851862],[1871853],[1884762],[1947142],[1958075],[2001419],[2030592],[2046117],[2050583],[2063492],[2074425],[2124441],[2151911],[2153282],[2157147],[2170848],[2183757],[2186373],[2201249],[2256745],[2257106],[2257757],[2260510],[2283081],[2284452],[2288317],[2298732],[2324477],[2347920],[2349623],[2352157],[2352501],[2352781],[2364661],[2377874],[2378235],[2378886],[2381639],[2390748],[2411354],[2422570],[2432585],[2436723],[2439411],[2439630],[2450481],[2450842],[2458330],[2460033],[2462567],[2462911],[2463191],[2474443],[2488689],[2492311],[2502499],[2502860],[2507652],[2511274],[2515399],[2524496],[2527399],[2527743],[2528023],[2531880],[2536018],[2538706],[2538925],[2543096],[2556765],[2561242],[2564773],[2567139],[2570579],[2573482],[2573826],[2574106],[2577937],[2581468],[2591227],[2593164],[2595714],[2595777],[2595996],[2599336],[2603461],[2609524],[2617484],[2621138],[2623039],[2625345],[2630057],[2631467],[2633404],[2635954],[2636017],[2636236],[2637517],[2639823],[2650432],[2651430],[2652208],[2652673],[2654909],[2658440],[2660806],[2664246],[2667493],[2667773],[2669480],[2674162],[2674959],[2677265],[2678886],[2682502],[2684808],[2686041],[2686819],[2687284],[2689520],[2691244],[2698224],[2701878],[2703064],[2703779],[2706085],[2710797],[2714144],[2716694],[2716976],[2718692],[2721331],[2721666],[2722097],[2722159],[2723194],[2726394],[2727600],[2729463],[2732364],[2733079],[2735385],[2736767],[2742655],[2743452],[2745758],[2747379],[2750995],[2753301],[2755312],[2755777],[2758013],[2759960],[2761014],[2762154],[2762427],[2762774],[2763587],[2767268],[2768701],[2769907],[2770673],[2771770],[2778460],[2778795],[2779226],[2779288],[2780323],[2786592],[2790208],[2792514],[2793817],[2795752],[2795970],[2796338],[2799841],[2802035],[2802655],[2807814],[2808954],[2809227],[2809574],[2810387],[2811928],[2812359],[2815501],[2816707],[2817473],[2818570],[2825940],[2827875],[2828461],[2833358],[2833576],[2833944],[2835825],[2836172],[2839641],[2840261],[2843046],[2854490],[2854858],[2857471],[2858057],[2860285],[2860716],[2873381] ] cell #5791 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2077029],[2185666],[2279493],[2287638],[2337637],[2373629],[2398502],[2426254],[2444977],[2448047],[2458858],[2481302],[2496995],[2500065],[2505845],[2519028],[2525549],[2548443],[2550819],[2554958],[2567691],[2571632],[2575512],[2588327],[2593907],[2604020],[2607090],[2614440],[2618713],[2627632],[2629773],[2629867],[2630008],[2630928],[2634147],[2642110],[2644486],[2648625],[2652484],[2661358],[2665299],[2671560],[2680548],[2682822],[2684256],[2684577],[2684639],[2685367],[2687095],[2695180],[2699453],[2701829],[2708372],[2710513],[2710607],[2710748],[2711668],[2714887],[2717246],[2719616],[2727920],[2729271],[2729680],[2730934],[2731179],[2740053],[2743772],[2749041],[2751315],[2752749],[2753070],[2753132],[2753860],[2755588],[2757729],[2757823],[2757964],[2758884],[2760354],[2767485],[2768574],[2770006],[2773432],[2776745],[2780540],[2781263],[2783097],[2783191],[2785049],[2786400],[2786809],[2788063],[2788308],[2790528],[2791962],[2792283],[2792345],[2793073],[2794373],[2798870],[2800996],[2804994],[2807154],[2807678],[2811190],[2812468],[2812789],[2812851],[2814285],[2815374],[2816806],[2818378],[2818787],[2819510],[2820041],[2820286],[2822020],[2825070],[2825594],[2830286],[2831979],[2832282],[2832418],[2834468],[2836285],[2836530],[2838365],[2838602],[2840947],[2841877],[2842379],[2846200],[2846503],[2846639],[2850941],[2851442],[2851616],[2851772],[2853539],[2854969],[2856395],[2856531],[2858626],[2862489],[2862663],[2862819],[2866062],[2866198],[2866617],[2866863],[2868200],[2869965],[2870295],[2874999],[2875245],[2877218],[2877548],[2878036],[2880498],[2880744],[2884234],[2884982],[2885797],[2886043],[2888158],[2891360],[2891917],[2895777] ] cell #5792 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2288684],[2381413],[2459229],[2466268],[2506216],[2535676],[2555329],[2566335],[2577042],[2594278],[2602886],[2620243],[2629715],[2634518],[2638772],[2648996],[2654014],[2660002],[2676214],[2684233],[2685738],[2688625],[2690921],[2700983],[2705034],[2710455],[2715258],[2715890],[2722871],[2729155],[2731783],[2732179],[2734334],[2744707],[2746688],[2747056],[2752726],[2754231],[2757118],[2757671],[2760238],[2761831],[2770686],[2770759],[2771447],[2780000],[2782643],[2783039],[2783568],[2786284],[2788912],[2789308],[2791463],[2791939],[2793444],[2794545],[2800928],[2801712],[2802410],[2803513],[2807038],[2808631],[2812372],[2812445],[2817486],[2817559],[2818247],[2818262],[2820890],[2821286],[2821728],[2823469],[2824954],[2826668],[2827105],[2832151],[2832166],[2834445],[2835927],[2838534],[2839318],[2840016],[2841119],[2843059],[2843132],[2843740],[2844631],[2846372],[2846387],[2847075],[2848816],[2851324],[2851419],[2853065],[2853502],[2856264],[2856279],[2856701],[2858558],[2860040],[2861480],[2862371],[2862466],[2863299],[2864190],[2865931],[2865946],[2866512],[2866580],[2866700],[2867403],[2869144],[2869847],[2869942],[2871588],[2872025],[2874894],[2874962],[2875082],[2876209],[2876492],[2877100],[2877195],[2878070],[2878574],[2879465],[2880393],[2880461],[2880581],[2881284],[2883025],[2884039],[2884268],[2884959],[2885256],[2885692],[2885760],[2885880],[2887381],[2887569],[2888192],[2888696],[2888979],[2889587],[2890703],[2891323],[2891722],[2891951],[2892888],[2893117],[2894105],[2894541],[2894729],[2894824],[2895268],[2895668],[2895989],[2896763],[2897162],[2897782],[2898011],[2898079],[2898768],[2899259],[2899580],[2899980],[2901035],[2901280] ] cell #5793 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2256518],[2377647],[2382341],[2450254],[2466311],[2502272],[2523209],[2535719],[2542165],[2569292],[2577085],[2591767],[2603190],[2609297],[2616750],[2620286],[2629758],[2632007],[2639076],[2651897],[2654057],[2661663],[2662959],[2673241],[2676518],[2684537],[2685132],[2686508],[2688668],[2692319],[2697490],[2701026],[2705338],[2710498],[2712747],[2720388],[2720403],[2720445],[2721786],[2724269],[2730941],[2731361],[2732222],[2734638],[2737030],[2741734],[2745011],[2746082],[2748454],[2753030],[2753625],[2755001],[2757161],[2757714],[2761463],[2763850],[2768964],[2768979],[2769021],[2770362],[2770729],[2771063],[2772845],[2777517],[2777532],[2777574],[2778915],[2781398],[2782221],[2783082],[2783786],[2788070],[2788490],[2789351],[2791767],[2792243],[2792838],[2800104],[2800119],[2800161],[2801344],[2802702],[2802775],[2803731],[2808263],[2810650],[2810665],[2810707],[2812048],[2812415],[2812749],[2815764],[2815779],[2815821],[2817162],[2817529],[2817863],[2819645],[2820048],[2820468],[2821329],[2821344],[2822348],[2826518],[2827149],[2828290],[2834861],[2835244],[2835286],[2836219],[2836292],[2837710],[2837725],[2837767],[2838950],[2840308],[2840381],[2841337],[2841352],[2841394],[2842735],[2843102],[2843155],[2843436],[2843784],[2847853],[2850286],[2850301],[2850343],[2851944],[2851959],[2852001],[2853546],[2854167],[2854687],[2856114],[2856745],[2857886],[2858581],[2858974],[2859357],[2859399],[2860332],[2860405],[2860876],[2862991],[2863006],[2863048],[2865781],[2866556],[2866624],[2866723],[2867041],[2868181],[2870482],[2870524],[2870625],[2872069],[2872690],[2873210],[2874938],[2875006],[2875105],[2875423],[2877735],[2877777],[2877970],[2878017],[2878114],[2880505],[2880604],[2880922],[2882062],[2884168],[2884215],[2884312],[2885804],[2885903],[2886221],[2886428],[2888139],[2888236],[2890882],[2891367],[2891898],[2891995],[2893588],[2895758],[2896168] ] cell #5794 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1761069],[1838551],[1885231],[1947340],[1959694],[2003964],[2063961],[2067253],[2074623],[2076027],[2112300],[2135518],[2157345],[2173393],[2177153],[2184226],[2191672],[2207071],[2240557],[2258146],[2260979],[2266688],[2270940],[2278986],[2285626],[2288515],[2306973],[2324866],[2330299],[2337130],[2338343],[2353742],[2353822],[2355928],[2361686],[2374354],[2379275],[2382108],[2397995],[2399208],[2414611],[2414691],[2419595],[2422689],[2427690],[2436451],[2440194],[2440826],[2447540],[2458719],[2464152],[2464232],[2466338],[2477737],[2482738],[2494994],[2495626],[2499558],[2505622],[2514941],[2518521],[2521984],[2526985],[2535137],[2535217],[2535746],[2539489],[2540121],[2544779],[2554735],[2562585],[2567184],[2568067],[2573068],[2574996],[2576318],[2577112],[2584762],[2593684],[2602019],[2602651],[2603003],[2606583],[2611057],[2611650],[2618197],[2619519],[2620313],[2623968],[2626536],[2633924],[2638446],[2638889],[2653290],[2654084],[2656252],[2660851],[2661734],[2668818],[2671896],[2672489],[2675888],[2676331],[2679439],[2680032],[2681672],[2687901],[2688695],[2691797],[2692390],[2698937],[2701053],[2704708],[2705151],[2707276],[2720669],[2723747],[2724340],[2726938],[2728569],[2730016],[2730609],[2731203],[2732249],[2734008],[2734451],[2737311],[2740389],[2740982],[2744824],[2747932],[2748525],[2757188],[2764131],[2766481],[2768079],[2769245],[2770175],[2770876],[2772323],[2772916],[2777798],[2780876],[2781469],[2784067],[2787145],[2787738],[2788332],[2789378],[2791580],[2796618],[2799333],[2801248],[2802266],[2802846],[2804012],[2810931],[2816045],[2816975],[2817676],[2819123],[2819716],[2820310],[2823393],[2823750],[2825826],[2827367],[2834224],[2836554],[2838854],[2839872],[2840452],[2841618],[2842548],[2844997],[2847974],[2852989],[2853346],[2855138],[2856963],[2859896],[2861711],[2867769],[2869068],[2869425],[2870746],[2878805],[2879831],[2887612] ] cell #5795 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1885137],[2004464],[2063867],[2087472],[2117386],[2173893],[2184132],[2220570],[2246112],[2260885],[2276026],[2286126],[2314900],[2350881],[2352946],[2356428],[2367241],[2379440],[2382014],[2382359],[2439818],[2439969],[2440115],[2442984],[2448753],[2461291],[2463356],[2466429],[2466838],[2500771],[2508122],[2515242],[2517819],[2518265],[2518288],[2528188],[2535837],[2539113],[2539264],[2539410],[2542256],[2542279],[2557235],[2574271],[2576619],[2577203],[2584752],[2587277],[2587485],[2596184],[2596335],[2596481],[2603281],[2603304],[2605881],[2606327],[2606350],[2619820],[2620404],[2636424],[2636575],[2636721],[2638436],[2639167],[2639190],[2645757],[2653591],[2654175],[2655378],[2655824],[2655847],[2661631],[2661724],[2664249],[2664457],[2675878],[2676609],[2676632],[2688202],[2688786],[2689989],[2690435],[2690458],[2692011],[2692287],[2692380],[2703151],[2704698],[2705429],[2705452],[2706514],[2706722],[2712019],[2723961],[2724237],[2724330],[2728870],[2732451],[2733998],[2734729],[2734752],[2735814],[2736022],[2736462],[2736854],[2737785],[2745125],[2746887],[2747465],[2748146],[2748422],[2748515],[2758951],[2760047],[2763282],[2763674],[2764605],[2768069],[2771177],[2771278],[2771856],[2772537],[2772813],[2772906],[2774941],[2781459],[2783218],[2783610],[2784541],[2791881],[2793151],[2794025],[2794206],[2795839],[2796424],[2797066],[2799323],[2799928],[2800586],[2802836],[2803163],[2803555],[2804486],[2806156],[2810474],[2811405],[2813188],[2817977],[2818656],[2819706],[2821869],[2823130],[2823511],[2824072],[2825874],[2826148],[2826329],[2827357],[2827962],[2828547],[2828620],[2829189],[2833445],[2834030],[2834672],[2840442],[2841161],[2842092],[2844772],[2844987],[2845082],[2846879],[2847216],[2848022],[2848477],[2848858],[2852726],[2853107],[2853668],[2854944],[2856953],[2857558],[2858143],[2858216],[2858785],[2860667],[2861759],[2863994],[2864331],[2864641],[2867544],[2867759],[2867854],[2869186],[2870794],[2871249],[2871630],[2873467],[2874450],[2878853],[2879821],[2879916],[2881088],[2881425],[2881735],[2883067],[2886937],[2887660],[2890038],[2893177] ] cell #5796 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1885142],[2004460],[2063872],[2087468],[2117382],[2173889],[2184137],[2220566],[2246108],[2260890],[2276022],[2286122],[2314896],[2350877],[2352951],[2356424],[2367237],[2379436],[2382019],[2382367],[2439814],[2440033],[2440111],[2442980],[2448749],[2461287],[2463361],[2466553],[2466834],[2500767],[2508118],[2515238],[2517817],[2518284],[2518321],[2528193],[2536468],[2539109],[2539328],[2539406],[2542275],[2542367],[2557231],[2574276],[2576615],[2578387],[2584750],[2587279],[2587447],[2596180],[2596399],[2596477],[2603300],[2603830],[2605879],[2606346],[2606383],[2619816],[2621588],[2636420],[2636639],[2636717],[2638434],[2639186],[2640192],[2645759],[2653587],[2655359],[2655376],[2655843],[2655880],[2661722],[2662036],[2664251],[2664419],[2675876],[2676628],[2677634],[2688198],[2689970],[2689987],[2690454],[2690491],[2692013],[2692378],[2693095],[2703149],[2704696],[2705448],[2706454],[2706516],[2706684],[2712021],[2723963],[2724328],[2725045],[2728866],[2732449],[2733996],[2734748],[2735754],[2735816],[2735984],[2736476],[2736852],[2737787],[2745121],[2746889],[2747427],[2748148],[2748513],[2749230],[2758947],[2760045],[2763296],[2763672],[2764607],[2768067],[2771173],[2771280],[2771818],[2772539],[2772904],[2773621],[2774943],[2781457],[2783232],[2783608],[2784543],[2791877],[2793113],[2794039],[2794208],[2795837],[2796386],[2797068],[2799321],[2799926],[2800588],[2802834],[2803177],[2803553],[2804488],[2806170],[2810472],[2811407],[2813190],[2817973],[2818618],[2819704],[2821883],[2823132],[2823509],[2824086],[2825876],[2826162],[2826331],[2827355],[2827960],[2828509],[2828622],[2829191],[2833443],[2833992],[2834674],[2840440],[2841159],[2842094],[2844786],[2844985],[2845084],[2846880],[2847230],[2848024],[2848479],[2848856],[2852728],[2853105],[2853682],[2854906],[2856951],[2857556],[2858105],[2858218],[2858787],[2861761],[2863995],[2864345],[2864643],[2867558],[2867757],[2867856],[2869184],[2870796],[2871251],[2871628],[2873429],[2874451],[2878855],[2879819],[2879918],[2881089],[2881439],[2881737],[2883065],[2883396],[2886938],[2887662],[2890040],[2893178] ] cell #5797 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1885140],[2004468],[2063870],[2088318],[2106033],[2117502],[2173897],[2184135],[2221416],[2246958],[2260888],[2264673],[2276142],[2286130],[2328284],[2351727],[2352949],[2356432],[2368087],[2379556],[2382017],[2393901],[2439909],[2440119],[2440664],[2443100],[2462137],[2463359],[2466842],[2474840],[2495464],[2514427],[2515796],[2517844],[2518210],[2518349],[2528191],[2539204],[2539414],[2539959],[2542395],[2543088],[2549227],[2565170],[2574274],[2581865],[2585183],[2587291],[2587489],[2596275],[2596485],[2602489],[2603858],[2605906],[2606272],[2606411],[2609460],[2615022],[2625742],[2628416],[2636515],[2636725],[2640220],[2642894],[2646109],[2654728],[2655403],[2655769],[2655908],[2658837],[2662155],[2663615],[2664263],[2664461],[2667437],[2677662],[2680856],[2683404],[2685205],[2689339],[2690014],[2690380],[2690519],[2693214],[2694121],[2695762],[2703195],[2705905],[2706482],[2706528],[2706726],[2709156],[2712371],[2713595],[2725164],[2726071],[2726525],[2728099],[2731433],[2732495],[2735205],[2735782],[2735828],[2736026],[2736898],[2738472],[2739220],[2746155],[2746916],[2747469],[2748825],[2749349],[2751897],[2753698],[2755372],[2759012],[2760091],[2763718],[2765292],[2766040],[2766417],[2768832],[2770406],[2771307],[2771860],[2773216],[2773740],[2774970],[2776529],[2782293],[2783224],[2783654],[2785228],[2788562],[2792911],[2793155],[2794235],[2795883],[2796101],[2796428],[2797095],[2798654],[2799243],[2799972],[2801184],[2803169],[2803599],[2805173],[2805996],[2806162],[2810518],[2812092],[2813217],[2815632],[2817206],[2818660],[2820540],[2821875],[2823159],[2823329],[2823555],[2823912],[2824078],[2826358],[2827277],[2828006],[2828551],[2829218],[2833489],[2833707],[2834034],[2834701],[2838790],[2841205],[2842779],[2843814],[2844778],[2844907],[2845111],[2847222],[2848506],[2848902],[2852755],[2852925],[2853151],[2853674],[2854621],[2854948],[2856873],[2857602],[2858147],[2858814],[2860671],[2863373],[2864337],[2864670],[2867550],[2867679],[2867883],[2869004],[2869230],[2871278],[2871674],[2873471],[2879741],[2879945],[2881431],[2881764],[2883111],[2890067] ] cell #5798 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2077027],[2185664],[2279491],[2287636],[2337635],[2373627],[2398500],[2426252],[2448045],[2458825],[2481300],[2500063],[2505812],[2519026],[2525547],[2554925],[2567689],[2571630],[2574728],[2588325],[2591880],[2593874],[2607088],[2617929],[2629865],[2630926],[2632120],[2634114],[2648592],[2651700],[2661356],[2665297],[2672221],[2673354],[2684575],[2684637],[2685334],[2686311],[2698669],[2710605],[2711666],[2712860],[2714854],[2717244],[2719235],[2720486],[2729238],[2730341],[2730932],[2731180],[2731226],[2731474],[2740714],[2741847],[2753068],[2753130],[2753827],[2754804],[2757821],[2758882],[2760321],[2761439],[2767811],[2768572],[2769062],[2770007],[2770022],[2776364],[2777615],[2782334],[2783189],[2786367],[2787470],[2788061],[2788309],[2788355],[2788603],[2792281],[2792343],[2793040],[2794371],[2798489],[2800202],[2800997],[2801320],[2807121],[2808239],[2810748],[2812787],[2812849],[2814611],[2815372],[2815862],[2816807],[2816822],[2818345],[2820039],[2820287],[2820333],[2820581],[2822021],[2825037],[2826494],[2830612],[2831977],[2832249],[2834837],[2835327],[2836283],[2836531],[2836577],[2837808],[2838603],[2838926],[2840945],[2841435],[2842380],[2842395],[2846198],[2846470],[2850384],[2851617],[2851770],[2852042],[2853537],[2854143],[2854970],[2854985],[2856090],[2856362],[2858627],[2858950],[2859440],[2862664],[2862817],[2863089],[2865757],[2866029],[2866615],[2866864],[2867017],[2868201],[2868216],[2870293],[2870565],[2872666],[2874997],[2875246],[2875399],[2877546],[2877818],[2878037],[2878052],[2880496],[2880745],[2880898],[2884235],[2884250],[2885795],[2886044],[2886197],[2888159],[2888174],[2891358],[2891918],[2891933],[2895778],[2895793] ] cell #5799 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2439604],[2538899],[2543055],[2595970],[2609082],[2636210],[2652182],[2661935],[2667121],[2686793],[2692591],[2703559],[2712179],[2716950],[2722071],[2724541],[2731213],[2732859],[2737945],[2747221],[2748726],[2754376],[2755286],[2762554],[2764765],[2770214],[2770647],[2771612],[2773117],[2775663],[2779200],[2781670],[2784701],[2788342],[2789988],[2795291],[2795300],[2795327],[2796180],[2797788],[2802150],[2802435],[2803047],[2804646],[2806299],[2809354],[2811565],[2812333],[2813910],[2817014],[2817447],[2818412],[2819917],[2820320],[2822750],[2824215],[2827414],[2827423],[2827450],[2828303],[2828557],[2828780],[2829911],[2832897],[2832906],[2832933],[2833786],[2835394],[2835952],[2836564],[2836986],[2839756],[2840041],[2840653],[2842252],[2842587],[2843020],[2847359],[2847368],[2847395],[2848097],[2848934],[2848981],[2849562],[2852346],[2853811],[2853820],[2853847],[2854700],[2854954],[2855177],[2857010],[2857019],[2857046],[2857899],[2858153],[2858376],[2859507],[2859780],[2860065],[2860677],[2860690],[2861224],[2863558],[2863934],[2864574],[2868425],[2868647],[2868674],[2869262],[2869309],[2870131],[2870140],[2870167],[2870869],[2871706],[2871753],[2872334],[2872343],[2872370],[2873223],[2873477],[2873508],[2873700],[2873895],[2876056],[2877384],[2877393],[2877420],[2878318],[2878327],[2878354],[2879209],[2879536],[2879849],[2880652],[2881028],[2881668],[2882097],[2882306],[2882528],[2882555],[2883143],[2883190],[2883484],[2884516],[2884525],[2884552],[2885951],[2886382],[2886413],[2886463],[2886624],[2887228],[2888449],[2888476],[2888543],[2889331],[2889658],[2889971],[2890836],[2890867],[2890917],[2891078],[2892208],[2892235],[2892333],[2892352],[2892390],[2893573],[2893623],[2893784],[2894388],[2895433],[2895452],[2895490],[2896153],[2896203],[2896364],[2896460],[2897246],[2897284],[2898541],[2898736],[2898952],[2898990],[2899677],[2900610],[2900758] ] cell #5800 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1726106],[1746952],[1760906],[1881776],[1885101],[1912377],[1933223],[1947177],[2004345],[2011342],[2040515],[2060506],[2063831],[2074460],[2092900],[2153797],[2157182],[2173774],[2180771],[2184096],[2196389],[2225998],[2251540],[2256843],[2257141],[2260849],[2284967],[2286007],[2288352],[2296895],[2319617],[2343060],[2352374],[2352443],[2352910],[2356309],[2372669],[2377972],[2378270],[2381978],[2389508],[2405989],[2409517],[2430748],[2438560],[2439468],[2439641],[2450579],[2450877],[2453470],[2462784],[2462853],[2463320],[2466719],[2487563],[2491071],[2494148],[2502597],[2502895],[2510034],[2516639],[2517847],[2526515],[2527616],[2527685],[2528152],[2530043],[2537855],[2538763],[2538936],[2558463],[2560634],[2566013],[2572598],[2573699],[2573768],[2574235],[2579063],[2586216],[2592123],[2592192],[2594588],[2595834],[2596007],[2598096],[2601173],[2604701],[2605909],[2609622],[2609920],[2622264],[2622982],[2627278],[2629449],[2632363],[2632432],[2634828],[2636074],[2636247],[2640431],[2651487],[2652130],[2652219],[2654301],[2655406],[2659680],[2663188],[2666265],[2667366],[2667435],[2673054],[2673597],[2673666],[2677873],[2678747],[2682445],[2686098],[2686741],[2686830],[2688912],[2690017],[2691301],[2693694],[2703004],[2703198],[2703533],[2703722],[2708018],[2710189],[2713103],[2713172],[2715568],[2716987],[2718749],[2721609],[2722019],[2722108],[2723251],[2725644],[2729324],[2731717],[2732498],[2732833],[2733022],[2736901],[2741547],[2742090],[2742159],[2746366],[2746825],[2750938],[2755234],[2755323],[2757405],[2760094],[2762211],[2762288],[2762528],[2762717],[2763721],[2767325],[2770595],[2771216],[2774879],[2778738],[2779148],[2779237],[2780380],[2782034],[2782577],[2782773],[2786453],[2788846],[2789962],[2790151],[2794144],[2794981],[2795886],[2797004],[2799975],[2802092],[2802598],[2809011],[2809088],[2809328],[2809517],[2810521],[2811871],[2812281],[2817395],[2820824],[2821607],[2823068],[2826267],[2828009],[2832587],[2833492],[2834610],[2835686],[2836115],[2839698],[2840204],[2842968],[2843511],[2846954],[2848415],[2852664],[2857605],[2860228],[2871187] ] cell #5801 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1838534],[1959615],[2067106],[2075969],[2135371],[2177030],[2206924],[2240434],[2266541],[2279046],[2306850],[2330152],[2337190],[2353595],[2361563],[2398055],[2414464],[2419472],[2423184],[2440703],[2447600],[2464005],[2478232],[2494174],[2495503],[2499618],[2518581],[2522479],[2534990],[2539998],[2549301],[2566338],[2566408],[2567244],[2568562],[2585257],[2591913],[2601199],[2602528],[2606643],[2609648],[2612548],[2626620],[2628490],[2629347],[2629713],[2632153],[2642968],[2660005],[2660075],[2660911],[2662229],[2666291],[2667620],[2668902],[2673387],[2680930],[2681853],[2684219],[2693288],[2703030],[2707360],[2709230],[2710087],[2710453],[2712893],[2715893],[2715963],[2716799],[2718172],[2720753],[2725238],[2727022],[2728961],[2731232],[2731507],[2737395],[2741880],[2746691],[2746761],[2749423],[2750346],[2752712],[2754576],[2757303],[2757669],[2759656],[2761634],[2764215],[2766748],[2769329],[2770049],[2773814],[2775301],[2775863],[2777882],[2782367],[2782671],[2783037],[2784151],[2786090],[2788361],[2788636],[2789559],[2791925],[2797426],[2797988],[2801515],[2804096],[2806456],[2806826],[2808434],[2810147],[2811015],[2812431],[2813548],[2814110],[2816129],[2816849],[2818068],[2820339],[2820614],[2823834],[2824372],[2824742],[2829549],[2830111],[2831696],[2831802],[2834431],[2835032],[2835594],[2836583],[2837513],[2839121],[2841702],[2842422],[2845272],[2845917],[2846023],[2849181],[2850089],[2851405],[2853430],[2854338],[2855012],[2855809],[2855915],[2859145],[2859707],[2861598],[2862452],[2864831],[2865476],[2865582],[2868044],[2868284],[2869928],[2871953],[2872861],[2876004],[2876327],[2877181],[2878692],[2881925],[2884889],[2884945],[2888814] ] cell #5802 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1923809],[2071938],[2166054],[2235030],[2263281],[2326892],[2358137],[2381701],[2393297],[2416046],[2444906],[2460745],[2476237],[2494860],[2496924],[2513823],[2536572],[2548492],[2550748],[2566567],[2583262],[2590005],[2601885],[2603949],[2614398],[2627681],[2629937],[2642159],[2644415],[2649860],[2660234],[2666977],[2671477],[2680597],[2682780],[2695138],[2699502],[2701758],[2708421],[2710677],[2716122],[2717406],[2727878],[2729597],[2739970],[2743730],[2744543],[2749090],[2751273],[2755637],[2757893],[2758567],[2767402],[2773481],[2776794],[2780457],[2781221],[2785007],[2786726],[2789684],[2790486],[2791299],[2793002],[2798919],[2804952],[2806951],[2807636],[2811107],[2814202],[2815041],[2818152],[2818704],[2819468],[2824867],[2825552],[2830203],[2831042],[2831886],[2832335],[2837638],[2838323],[2840754],[2841794],[2846107],[2846556],[2850214],[2850899],[2851113],[2851450],[2855999],[2856448],[2862160],[2862497],[2865666],[2866115],[2866376],[2869636],[2869973],[2874758],[2876889],[2877226],[2880257],[2883617],[2885556],[2890436] ] cell #5803 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2439610],[2538905],[2595976],[2636216],[2652188],[2667902],[2686799],[2703586],[2716814],[2716956],[2722077],[2731174],[2732886],[2747240],[2754591],[2755292],[2758510],[2762581],[2770185],[2770653],[2771631],[2775878],[2779206],[2788303],[2789627],[2790015],[2795342],[2795448],[2796199],[2798003],[2799537],[2802169],[2802462],[2806894],[2809381],[2812339],[2814125],[2816985],[2817453],[2818016],[2818431],[2820281],[2822760],[2824810],[2827465],[2827571],[2828322],[2830126],[2831750],[2832948],[2833054],[2833805],[2835609],[2835979],[2836525],[2837143],[2837581],[2839775],[2840068],[2842558],[2843026],[2844510],[2845971],[2847410],[2848107],[2849196],[2849719],[2850157],[2851203],[2852356],[2853862],[2853968],[2854406],[2854463],[2854719],[2855148],[2855863],[2857061],[2857167],[2857918],[2859722],[2859799],[2860092],[2860638],[2860696],[2861980],[2862250],[2863568],[2864069],[2864899],[2864956],[2865530],[2867282],[2868435],[2868689],[2868743],[2868795],[2868879],[2869328],[2869726],[2870182],[2870879],[2871968],[2872385],[2872491],[2872929],[2872986],[2873242],[2873535],[2873671],[2874367],[2875772],[2876657],[2876709],[2876793],[2876979],[2877435],[2878369],[2879074],[2879254],[2879344],[2879546],[2879591],[2880662],[2881163],[2881993],[2882050],[2882165],[2882316],[2882570],[2882624],[2882676],[2882760],[2883209],[2883639],[2883783],[2884567],[2884996],[2885165],[2885407],[2885961],[2886578],[2886634],[2886854],[2887245],[2888259],[2888491],[2889144],[2889196],[2889280],[2889376],[2889466],[2889668],[2889713],[2890381],[2891032],[2891088],[2891300],[2891379],[2891466],[2892018],[2892250],[2892466],[2892488],[2892632],[2893738],[2893794],[2893845],[2894014],[2894256],[2894405],[2895161],[2895566],[2895588],[2895722],[2896318],[2896374],[2896441],[2896496],[2897360],[2897439],[2897526],[2898522],[2898577],[2899066],[2899152],[2899713],[2900492],[2900794] ] cell #5804 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1726097],[1746943],[1881767],[1912368],[1933214],[2004336],[2004496],[2011333],[2040506],[2060497],[2092891],[2117813],[2153788],[2173765],[2173925],[2180762],[2196380],[2225989],[2251531],[2256834],[2276453],[2284958],[2285998],[2286158],[2296827],[2319608],[2343051],[2352368],[2356300],[2356460],[2372660],[2377963],[2379867],[2389455],[2405980],[2409449],[2430680],[2438551],[2440147],[2443411],[2450570],[2453461],[2462778],[2466710],[2466870],[2487495],[2491018],[2494139],[2502588],[2509981],[2516571],[2518062],[2518467],[2526506],[2527610],[2529975],[2537846],[2539442],[2542706],[2558395],[2560581],[2565945],[2572589],[2573693],[2579054],[2586163],[2587388],[2587462],[2592117],[2594520],[2596513],[2598043],[2601164],[2604633],[2606124],[2606529],[2609613],[2622255],[2622929],[2627210],[2629396],[2632357],[2634760],[2636753],[2640363],[2648013],[2652062],[2654248],[2655621],[2656026],[2659612],[2663135],[2664360],[2664434],[2666256],[2667360],[2672986],[2673591],[2677805],[2678786],[2682392],[2686673],[2688859],[2690232],[2690637],[2691033],[2693641],[2702995],[2703669],[2703864],[2706625],[2706699],[2707950],[2710136],[2713097],[2714275],[2715500],[2717493],[2721556],[2721951],[2722983],[2725591],[2729363],[2731711],[2732969],[2733164],[2735925],[2735999],[2736693],[2741479],[2742084],[2746298],[2747168],[2747442],[2749776],[2750885],[2755166],[2757352],[2758725],[2761943],[2762327],[2762664],[2762859],[2763513],[2770527],[2771559],[2771833],[2774167],[2774747],[2778685],[2779080],[2780112],[2781966],[2782571],[2782720],[2783449],[2783503],[2786492],[2788840],[2790098],[2790293],[2793128],[2794657],[2795678],[2796401],[2796872],[2801824],[2802545],[2803394],[2803448],[2808743],[2809127],[2809464],[2809659],[2810313],[2811818],[2812213],[2812994],[2817327],[2818633],[2820818],[2822229],[2822936],[2823404],[2826780],[2827801],[2828995],[2833284],[2834007],[2834478],[2835725],[2836062],[2839430],[2840151],[2841054],[2842900],[2843505],[2844056],[2844361],[2847576],[2848283],[2852532],[2853000],[2857397],[2860175],[2860847],[2863615],[2867133],[2871055],[2875576] ] cell #5805 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1582534],[1711103],[1828320],[1837506],[1904580],[1950436],[1984608],[2023028],[2052709],[2066563],[2099162],[2126567],[2134828],[2154037],[2163284],[2206381],[2226238],[2232260],[2236555],[2257802],[2265998],[2285207],[2302971],[2322945],[2324522],[2329609],[2353052],[2357684],[2372909],[2378931],[2390849],[2412827],[2412905],[2413921],[2415593],[2436824],[2445127],[2456798],[2458375],[2463462],[2466959],[2471013],[2489841],[2492412],[2493489],[2493993],[2497145],[2511375],[2533353],[2533431],[2534447],[2536119],[2541183],[2542760],[2544600],[2550969],[2561343],[2562512],[2565836],[2578038],[2590971],[2596866],[2599437],[2600514],[2601018],[2604170],[2608011],[2608089],[2609105],[2610984],[2614870],[2621239],[2623789],[2626478],[2630158],[2638267],[2644636],[2651117],[2651195],[2655010],[2656179],[2659503],[2661958],[2665606],[2666110],[2668760],[2671823],[2675709],[2679366],[2683252],[2689621],[2691724],[2692614],[2695610],[2701979],[2702345],[2702849],[2704529],[2707218],[2710898],[2712067],[2715391],[2723674],[2724564],[2729943],[2731236],[2733829],[2737253],[2737833],[2740316],[2742822],[2744202],[2746189],[2747859],[2748749],[2751745],[2754434],[2758114],[2763189],[2764073],[2764653],[2770102],[2772250],[2773140],[2775538],[2775721],[2779833],[2780803],[2781693],[2784589],[2787072],[2788365],[2790958],[2796545],[2797663],[2797846],[2803070],[2804534],[2806638],[2809989],[2811453],[2813785],[2813968],[2816902],[2819050],[2819940],[2820343],[2822799],[2824554],[2828668],[2829786],[2829969],[2834151],[2836587],[2837325],[2840676],[2842140],[2842475],[2847735],[2848146],[2849901],[2852395],[2855065],[2858264],[2863607],[2863811],[2868474],[2870918] ] cell #5806 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2439614],[2538909],[2595980],[2636220],[2652192],[2686803],[2703639],[2716960],[2720611],[2722081],[2726880],[2731106],[2732939],[2747279],[2755296],[2759130],[2762634],[2769187],[2770132],[2770657],[2771670],[2777740],[2779210],[2784009],[2788235],[2790068],[2793054],[2795361],[2796238],[2802208],[2802515],[2803954],[2809434],[2810873],[2812343],[2815987],[2816932],[2817457],[2818359],[2818470],[2820213],[2820967],[2822772],[2823692],[2827484],[2828361],[2832263],[2832967],[2833844],[2835269],[2835341],[2835452],[2836032],[2836457],[2839814],[2840121],[2841000],[2841560],[2842505],[2843030],[2844504],[2844553],[2846484],[2847429],[2848119],[2849039],[2851825],[2852368],[2853288],[2853881],[2854150],[2854198],[2854245],[2854758],[2855095],[2856376],[2857080],[2857957],[2858591],[2859382],[2859454],[2859565],[2859838],[2860145],[2860570],[2860700],[2861422],[2862872],[2863580],[2864063],[2864112],[2866043],[2866828],[2867276],[2867325],[2868447],[2868611],[2868714],[2869367],[2870201],[2870348],[2870507],[2870579],[2870891],[2871811],[2872404],[2872673],[2872721],[2872768],[2873281],[2873588],[2873618],[2875210],[2875766],[2875815],[2876151],[2877454],[2877601],[2877760],[2877832],[2877941],[2878388],[2878516],[2879338],[2879387],[2879496],[2880674],[2880701],[2880709],[2880905],[2880953],[2881000],[2881157],[2881206],[2882328],[2882355],[2882492],[2882595],[2883248],[2884139],[2884586],[2884781],[2885973],[2886000],[2886008],[2886204],[2886252],[2886299],[2886646],[2886673],[2887323],[2888063],[2888253],[2888302],[2888413],[2888516],[2888638],[2889460],[2889509],[2889618],[2891100],[2891127],[2891822],[2892012],[2892061],[2892172],[2892275],[2892482],[2892531],[2893467],[2893630],[2893744],[2894483],[2895222],[2895582],[2895631],[2896047],[2896210],[2896324],[2896425],[2896527],[2897193],[2898369],[2898506],[2898608],[2898899],[2899146],[2900412],[2900486] ] cell #5807 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2297627],[2312537],[2322604],[2410249],[2412600],[2431480],[2446390],[2456457],[2493754],[2498408],[2517371],[2530775],[2533126],[2540842],[2551600],[2588188],[2590630],[2600779],[2605433],[2607784],[2614515],[2630789],[2645267],[2648256],[2648484],[2650890],[2665160],[2665871],[2667602],[2667920],[2671496],[2682897],[2695255],[2700253],[2700486],[2700548],[2702610],[2711529],[2714518],[2714746],[2716940],[2717152],[2720351],[2727995],[2729616],[2739989],[2743847],[2744303],[2744548],[2750019],[2750247],[2751390],[2754968],[2756388],[2756621],[2756683],[2758606],[2758745],[2767421],[2768927],[2770302],[2774410],[2774638],[2776528],[2777480],[2780476],[2781042],[2785124],[2785692],[2785925],[2785987],[2786745],[2789923],[2790603],[2791059],[2791304],[2798653],[2799250],[2799289],[2800067],[2802188],[2805069],[2805637],[2805870],[2805932],[2807408],[2807753],[2810613],[2813275],[2814221],[2814775],[2814801],[2815046],[2815727],[2817102],[2818179],[2818723],[2819289],[2821210],[2825324],[2825669],[2825853],[2827284],[2827323],[2828101],[2829276],[2830222],[2830776],[2830802],[2831047],[2832083],[2832354],[2836714],[2836895],[2837673],[2838095],[2838144],[2839794],[2841300],[2842675],[2843243],[2844914],[2844953],[2845169],[2846304],[2846575],[2848001],[2849290],[2849471],[2850249],[2850671],[2850720],[2851046],[2851173],[2851907],[2855265],[2855320],[2855449],[2856196],[2856880],[2856919],[2857697],[2858872],[2859818],[2861013],[2861738],[2861861],[2862093],[2862220],[2862954],[2864728],[2864987],[2865116],[2865863],[2866431],[2867686],[2867725],[2867941],[2869347],[2869569],[2870773],[2872243],[2873021],[2873904],[2873960],[2874427],[2874553],[2874813],[2875742],[2876590],[2876822],[2877902],[2878832],[2878955],[2879314],[2879748],[2879787],[2880003],[2880048],[2881822],[2882210],[2883361],[2883519],[2883838],[2884100],[2884702],[2884758],[2885225],[2885351],[2886914],[2887040],[2887300],[2887639],[2887762],[2889077],[2890125],[2890582],[2891202],[2891521],[2892687],[2892949],[2893280],[2894074],[2894200],[2894922],[2895868],[2896642],[2897581],[2898174],[2899859] ] cell #5808 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2297623],[2312533],[2322602],[2410245],[2412598],[2431476],[2446386],[2456455],[2493750],[2498404],[2517367],[2530771],[2533124],[2540840],[2551596],[2588184],[2590628],[2600775],[2605429],[2607782],[2614511],[2630785],[2645263],[2648252],[2648482],[2650888],[2665156],[2665867],[2667600],[2667918],[2671494],[2682893],[2695251],[2700225],[2700484],[2700546],[2702606],[2711525],[2714514],[2714744],[2716938],[2717150],[2720352],[2727991],[2729614],[2739987],[2743843],[2744301],[2744549],[2750015],[2750245],[2751386],[2754966],[2756360],[2756619],[2756681],[2758607],[2758741],[2767419],[2768928],[2770298],[2774406],[2774636],[2776526],[2777481],[2780474],[2781043],[2785120],[2785664],[2785923],[2785985],[2786743],[2789924],[2790599],[2791057],[2791305],[2798651],[2799251],[2799287],[2800068],[2802186],[2805065],[2805609],[2805868],[2805930],[2807409],[2807749],[2810614],[2813247],[2814219],[2814773],[2814799],[2815047],[2815728],[2817098],[2818182],[2818721],[2819290],[2821206],[2825325],[2825665],[2825854],[2827285],[2827321],[2828102],[2829248],[2830220],[2830774],[2830800],[2831048],[2832086],[2832352],[2836712],[2836893],[2837674],[2838096],[2838145],[2839792],[2841301],[2842671],[2843215],[2844915],[2844951],[2845141],[2846307],[2846573],[2848002],[2849288],[2849469],[2850250],[2850672],[2850721],[2851054],[2851171],[2851908],[2855261],[2855321],[2855450],[2856199],[2856881],[2856917],[2857698],[2858844],[2859816],[2861011],[2861739],[2861859],[2862101],[2862218],[2862955],[2864700],[2864988],[2865117],[2865866],[2866432],[2867687],[2867723],[2867913],[2869345],[2869577],[2870774],[2872241],[2873022],[2873912],[2873961],[2874425],[2874554],[2874814],[2875740],[2876588],[2876830],[2877910],[2878833],[2878953],[2879312],[2879749],[2879785],[2879975],[2880049],[2881794],[2882211],[2883527],[2883839],[2884108],[2884710],[2884759],[2885223],[2885352],[2886912],[2887041],[2887301],[2887640],[2887760],[2889075],[2890097],[2890590],[2891210],[2891522],[2892688],[2892957],[2893281],[2894072],[2894201],[2894920],[2895110],[2895876],[2896650],[2897582],[2898175],[2899867] ] cell #5809 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2117848],[2224100],[2276488],[2297721],[2312631],[2322300],[2370771],[2379902],[2410343],[2431574],[2443446],[2446484],[2456153],[2464821],[2498502],[2517465],[2518502],[2521472],[2530869],[2540538],[2542741],[2543081],[2551694],[2587781],[2587851],[2588282],[2590326],[2605527],[2606564],[2609284],[2609534],[2615315],[2630883],[2645361],[2646402],[2647964],[2648330],[2648345],[2656061],[2662508],[2664753],[2664823],[2665254],[2667283],[2667298],[2672120],[2683697],[2690672],[2693567],[2696055],[2698568],[2700128],[2700229],[2707018],[2707088],[2711623],[2712649],[2712664],[2714226],[2714592],[2714607],[2720857],[2725517],[2728392],[2730240],[2736318],[2736388],[2738750],[2738765],[2740613],[2742978],[2749702],[2749727],[2750093],[2750108],[2752190],[2754635],[2754703],[2756263],[2756364],[2765570],[2765585],[2767710],[2769433],[2770699],[2774093],[2774118],[2774484],[2774499],[2776195],[2776263],[2777986],[2783283],[2785506],[2785521],[2785567],[2785668],[2787369],[2789734],[2798320],[2798388],[2799302],[2800300],[2802477],[2803228],[2805451],[2805466],[2805512],[2805613],[2805989],[2806221],[2807219],[2812385],[2812947],[2813251],[2814442],[2814510],[2816233],[2817499],[2821299],[2821934],[2823905],[2824137],[2825135],[2825864],[2827336],[2828334],[2828948],[2829252],[2830443],[2830511],[2831347],[2835994],[2836676],[2836908],[2837906],[2840083],[2843072],[2843219],[2843807],[2843914],[2844837],[2844966],[2845145],[2845568],[2846886],[2847281],[2848012],[2849252],[2849484],[2850482],[2851135],[2853733],[2854731],[2855460],[2856932],[2857930],[2858848],[2860107],[2860975],[2861654],[2861749],[2861874],[2862182],[2863366],[2863473],[2864001],[2864396],[2864704],[2865127],[2867609],[2867738],[2867917],[2868340],[2870784],[2872256],[2873254],[2874389],[2874457],[2874564],[2875704],[2876383],[2876603],[2878748],[2878843],[2878968],[2879276],[2879800],[2879979],[2881095],[2881490],[2881798],[2882221],[2885187],[2885362],[2886876],[2886944],[2887051],[2887650],[2887775],[2888870],[2889090],[2890101],[2893184],[2893291],[2894036],[2894211],[2894935],[2895114],[2898185] ] cell #5810 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2186690],[2287737],[2373783],[2381367],[2426408],[2459183],[2481456],[2494047],[2506170],[2525703],[2535320],[2555283],[2566289],[2571786],[2576686],[2588481],[2594232],[2601072],[2619887],[2629359],[2631082],[2634472],[2637090],[2648950],[2653658],[2659956],[2665453],[2666164],[2674532],[2682094],[2685231],[2685692],[2688269],[2700627],[2702903],[2703352],[2710099],[2711822],[2715212],[2715844],[2718904],[2720904],[2731737],[2731823],[2732652],[2743025],[2746181],[2746642],[2747299],[2750587],[2753724],[2754185],[2756762],[2757315],[2759038],[2760466],[2768473],[2769480],[2770334],[2771690],[2776033],[2778033],[2782597],[2782683],[2788866],[2788952],[2789781],[2789800],[2792937],[2793398],[2793973],[2796258],[2798158],[2800347],[2800885],[2807266],[2807285],[2810159],[2812020],[2815273],[2816280],[2817134],[2818490],[2820844],[2820930],[2821685],[2822897],[2825182],[2825201],[2826096],[2828381],[2831579],[2831708],[2833864],[2834402],[2837953],[2837972],[2838491],[2840846],[2842707],[2844588],[2845800],[2845929],[2847032],[2848244],[2850529],[2850548],[2851281],[2851376],[2851542],[2852493],[2854778],[2855692],[2855821],[2857977],[2858515],[2862328],[2862423],[2862589],[2864147],[2864537],[2865359],[2865488],[2866657],[2867360],[2868572],[2869804],[2869899],[2870065],[2871016],[2873301],[2874701],[2875039],[2876016],[2876449],[2877057],[2877152],[2877318],[2879422],[2879683],[2880538],[2881241],[2881631],[2882453],[2883996],[2884916],[2885499],[2885837],[2887188],[2887526],[2888936],[2889544],[2889805],[2889934],[2890559],[2891179],[2891679],[2892845],[2893428],[2894348],[2894686],[2894781],[2895845],[2896619],[2897119],[2897739],[2899436],[2899836] ] cell #5811 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1373020],[1451505],[1503413],[1569396],[1581722],[1632502],[1698643],[1702019],[1709776],[1711112],[1753464],[1781180],[1805920],[1824329],[1828401],[1836136],[1842347],[1864301],[1904661],[1925601],[1928696],[1935739],[1939735],[1949809],[1957412],[1960479],[1984689],[2007066],[2013858],[2021077],[2022401],[2043031],[2043112],[2045454],[2052790],[2067018],[2073730],[2076825],[2097211],[2098535],[2120194],[2120275],[2126648],[2130288],[2135283],[2148427],[2153333],[2154118],[2162657],[2176495],[2183287],[2183368],[2185710],[2201841],[2206836],[2225534],[2226319],[2231633],[2239735],[2252334],[2257175],[2261458],[2266453],[2278834],[2278915],[2279597],[2284503],[2285288],[2291545],[2306151],[2317380],[2323895],[2325069],[2330064],[2334631],[2336664],[2337741],[2348512],[2360864],[2372205],[2372990],[2373463],[2378304],[2384415],[2385383],[2395496],[2397529],[2398606],[2404167],[2407935],[2418773],[2425398],[2426088],[2447074],[2448151],[2451233],[2457748],[2458922],[2468933],[2474098],[2475066],[2480446],[2481136],[2485978],[2486946],[2489345],[2499092],[2500169],[2504941],[2505909],[2516022],[2519132],[2524693],[2525383],[2528461],[2548889],[2554054],[2555022],[2559263],[2561947],[2564428],[2565396],[2567795],[2570776],[2571466],[2575958],[2581123],[2582091],[2588161],[2593003],[2593971],[2607194],[2619159],[2623117],[2625968],[2628078],[2629657],[2630762],[2633243],[2634211],[2642556],[2647721],[2648689],[2652930],[2658095],[2659063],[2661462],[2665133],[2674001],[2678958],[2682580],[2684466],[2684568],[2685431],[2687541],[2699899],[2708818],[2710397],[2711502],[2713983],[2714951],[2721744],[2722416],[2726399],[2729535],[2742494],[2751073],[2752959],[2753061],[2753924],[2756034],[2757613],[2762499],[2768706],[2778873],[2779545],[2782981],[2786664],[2792172],[2792274],[2795975],[2809299],[2812006],[2812678],[2812780],[2815506],[2833581],[2835897],[2854495] ] cell #5812 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1582541],[1711108],[1828325],[1837500],[1904585],[1950430],[1984613],[2023022],[2052714],[2066516],[2099156],[2126572],[2134781],[2154042],[2163278],[2206334],[2224431],[2226243],[2232254],[2236469],[2257796],[2265951],[2285212],[2302885],[2322814],[2322950],[2324516],[2329562],[2353005],[2357598],[2371102],[2372914],[2378925],[2390763],[2412192],[2412899],[2413874],[2415507],[2436738],[2445041],[2456667],[2456803],[2458369],[2463415],[2465152],[2466964],[2470927],[2489646],[2489794],[2492326],[2493485],[2497059],[2511289],[2521803],[2532718],[2533425],[2534400],[2536033],[2541052],[2541188],[2542754],[2544405],[2544553],[2550883],[2561257],[2562508],[2577952],[2590840],[2590976],[2596671],[2596819],[2599351],[2600510],[2604084],[2607376],[2608083],[2609058],[2610980],[2614823],[2621153],[2623742],[2630072],[2638072],[2638220],[2644550],[2650482],[2651189],[2654924],[2656175],[2661763],[2661911],[2665602],[2671819],[2675514],[2675662],[2679362],[2683205],[2689535],[2691720],[2692419],[2692567],[2695563],[2698362],[2701893],[2702341],[2704482],[2710812],[2712063],[2723670],[2724369],[2724517],[2729939],[2731189],[2733782],[2737589],[2737829],[2740312],[2742818],[2744155],[2747855],[2748554],[2748702],[2751698],[2758028],[2763142],[2764409],[2764649],[2770098],[2772246],[2772945],[2773093],[2775534],[2780799],[2781646],[2784345],[2784585],[2787068],[2788318],[2790911],[2796541],[2797659],[2803023],[2804290],[2804530],[2809942],[2811449],[2813781],[2816898],[2819046],[2819893],[2820296],[2822795],[2826954],[2828664],[2829782],[2834147],[2836540],[2840629],[2842136],[2842471],[2847731],[2848142],[2852391],[2855061],[2858260],[2863603],[2868470],[2870914] ] cell #5813 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1760913],[1885098],[1947184],[1972967],[1991904],[2004150],[2063828],[2074467],[2114926],[2142396],[2157189],[2161333],[2173579],[2184093],[2230309],[2255851],[2257148],[2260846],[2273566],[2285812],[2288359],[2301754],[2352559],[2352907],[2353507],[2356114],[2376980],[2378277],[2381975],[2391169],[2414376],[2435607],[2437144],[2439437],[2439740],[2440004],[2450884],[2462969],[2463317],[2463917],[2466524],[2474469],[2492732],[2502902],[2511695],[2515425],[2517821],[2518055],[2527801],[2528149],[2534902],[2536439],[2538732],[2539035],[2539299],[2549204],[2561663],[2564799],[2573884],[2574232],[2578358],[2581494],[2585160],[2593222],[2595803],[2596106],[2596370],[2599757],[2603487],[2605883],[2606117],[2609927],[2621559],[2625371],[2628393],[2630478],[2633462],[2636043],[2636346],[2636610],[2639849],[2642871],[2651456],[2653092],[2655330],[2655380],[2655614],[2658466],[2662132],[2667551],[2674220],[2677291],[2678912],[2680833],[2684834],[2686067],[2687703],[2689941],[2689991],[2690225],[2691270],[2693191],[2702299],[2703172],[2703857],[2704202],[2706111],[2709133],[2711218],[2714202],[2717086],[2717350],[2718718],[2722578],[2723220],[2725141],[2726502],[2729489],[2731410],[2732472],[2733157],[2733502],[2735411],[2736875],[2742713],[2745784],[2746832],[2747405],[2749326],[2753327],[2756196],[2758434],[2758718],[2760068],[2762180],[2762453],[2762852],[2762862],[2763695],[2766333],[2767294],[2768809],[2771223],[2771796],[2773717],[2774886],[2779707],[2780349],[2782270],[2783631],[2786618],[2788539],[2790286],[2790631],[2792540],[2794151],[2794988],[2795860],[2796078],[2796364],[2797011],[2799949],[2801100],[2802061],[2802733],[2803576],[2808980],[2809253],[2809652],[2809662],[2810495],[2815609],[2818596],[2820517],[2821614],[2823075],[2823245],[2823532],[2826274],[2827983],[2828487],[2832594],[2833466],[2833684],[2833970],[2834617],[2835851],[2836250],[2838706],[2839667],[2840339],[2841182],[2843467],[2846961],[2848422],[2848879],[2852671],[2852841],[2853128],[2854598],[2854884],[2857579],[2858083],[2860363],[2868920],[2869207],[2871194],[2871651],[2873407],[2883088] ] cell #5814 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2587471],[2614675],[2623594],[2629702],[2664443],[2667899],[2683057],[2684505],[2695415],[2704334],[2706708],[2710442],[2716783],[2731041],[2733634],[2736008],[2744007],[2747451],[2751550],[2752998],[2754560],[2757658],[2758484],[2762994],[2771842],[2775847],[2781498],[2783026],[2783528],[2788170],[2789601],[2790763],[2792211],[2793137],[2795378],[2796410],[2797972],[2802875],[2803473],[2806868],[2809794],[2811209],[2811671],[2812717],[2813133],[2814094],[2818023],[2818642],[2819745],[2820148],[2821273],[2822746],[2823429],[2824784],[2827501],[2828533],[2828886],[2829134],[2830095],[2831757],[2832984],[2834016],[2835265],[2835578],[2835624],[2836392],[2837555],[2840481],[2841079],[2841896],[2842358],[2843404],[2844517],[2844536],[2845027],[2845978],[2847446],[2848093],[2848776],[2849165],[2849211],[2850131],[2851210],[2852342],[2853025],[2853898],[2854277],[2854380],[2854930],[2855870],[2856550],[2857097],[2858129],[2858482],[2858730],[2859378],[2859691],[2859737],[2860505],[2860653],[2861439],[2862257],[2863554],[2864076],[2864095],[2864586],[2864770],[2864873],[2865537],[2866217],[2867289],[2867308],[2867799],[2868421],[2868750],[2869104],[2869733],[2870218],[2870503],[2870865],[2871548],[2871937],[2871983],[2872421],[2872800],[2872903],[2873453],[2873584],[2875779],[2875798],[2876099],[2876168],[2876664],[2876986],[2877471],[2877756],[2878405],[2878533],[2879351],[2879370],[2879861],[2880648],[2880697],[2881170],[2881189],[2881680],[2881864],[2881967],[2882302],[2882351],[2882631],[2882985],[2883577],[2883646],[2884603],[2884798],[2885012],[2885947],[2885996],[2886620],[2886669],[2887340],[2888266],[2888285],[2888586],[2888655],[2889151],[2889473],[2889492],[2889983],[2890427],[2891074],[2891123],[2892025],[2892044],[2892426],[2892495],[2892514],[2893647],[2893861],[2894500],[2895526],[2895595],[2895614],[2896227],[2896487],[2896544],[2898568],[2898625] ] cell #5815 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1373022],[1451509],[1503410],[1569398],[1581795],[1632437],[1698640],[1702092],[1709778],[1711186],[1753334],[1781253],[1805922],[1824264],[1828475],[1836133],[1842217],[1864374],[1904735],[1925603],[1928693],[1935812],[1939605],[1949813],[1957347],[1960481],[1984763],[2007068],[2013931],[2020947],[2022405],[2043104],[2043109],[2045389],[2052864],[2066888],[2073732],[2076822],[2097081],[2098539],[2120267],[2120272],[2126722],[2130292],[2135153],[2148302],[2153327],[2154192],[2162661],[2176497],[2183360],[2183365],[2185645],[2201845],[2206706],[2225528],[2226393],[2231637],[2239610],[2252328],[2257179],[2261462],[2266323],[2278907],[2278912],[2279472],[2284497],[2285362],[2291549],[2306026],[2317374],[2323899],[2325073],[2329934],[2334635],[2336658],[2337616],[2348516],[2360739],[2372199],[2373064],[2373457],[2378308],[2384409],[2385387],[2395500],[2397523],[2398481],[2404171],[2407939],[2418648],[2425402],[2426082],[2447068],[2448026],[2451227],[2457752],[2458926],[2468937],[2474092],[2475070],[2480450],[2481130],[2485972],[2486950],[2489220],[2499086],[2500044],[2504935],[2505913],[2516026],[2519007],[2524697],[2525377],[2528465],[2548893],[2554048],[2555026],[2559267],[2561941],[2564422],[2565400],[2567670],[2570780],[2571460],[2575962],[2581117],[2582095],[2588155],[2592997],[2593975],[2607069],[2619163],[2623111],[2625972],[2628082],[2629651],[2630756],[2633237],[2634215],[2642560],[2647715],[2648693],[2652934],[2658089],[2659067],[2661337],[2665127],[2673995],[2678962],[2682574],[2684470],[2684562],[2685435],[2687545],[2699903],[2708822],[2710391],[2711496],[2713977],[2714955],[2721738],[2722420],[2726432],[2729539],[2742488],[2751067],[2752963],[2753055],[2753928],[2756038],[2757607],[2762503],[2768739],[2778867],[2779549],[2782975],[2786668],[2792176],[2792268],[2796008],[2809303],[2812000],[2812682],[2812774],[2815539],[2833614],[2835901],[2854528] ] cell #5816 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1582537],[1711106],[1828323],[1837502],[1904583],[1950432],[1984611],[2023024],[2052712],[2066520],[2099158],[2126570],[2134785],[2154040],[2163280],[2206338],[2226241],[2232256],[2236473],[2257798],[2265955],[2285210],[2302889],[2322948],[2324518],[2329566],[2353009],[2357602],[2372912],[2378927],[2390767],[2412895],[2412901],[2413878],[2415511],[2436742],[2445045],[2456801],[2458371],[2463419],[2466962],[2470931],[2489798],[2492330],[2493487],[2494053],[2497063],[2511293],[2533421],[2533427],[2534404],[2536037],[2541186],[2542756],[2544557],[2550887],[2561261],[2562510],[2565838],[2577956],[2590974],[2596823],[2599355],[2600512],[2601078],[2604088],[2608079],[2608085],[2609062],[2610982],[2614827],[2621157],[2623746],[2626480],[2630076],[2638224],[2644554],[2651185],[2651191],[2654928],[2656177],[2659505],[2661915],[2665604],[2666170],[2668762],[2671821],[2675666],[2679364],[2683209],[2689539],[2691722],[2692571],[2695567],[2701897],[2702343],[2702909],[2704486],[2707220],[2710816],[2712065],[2715393],[2723672],[2724521],[2729941],[2731193],[2733786],[2737255],[2737831],[2740314],[2742820],[2744159],[2746191],[2747857],[2748706],[2751702],[2754436],[2758032],[2763146],[2764075],[2764651],[2770100],[2772248],[2773097],[2775536],[2775723],[2779835],[2780801],[2781650],[2784587],[2787070],[2788322],[2790915],[2796543],[2797661],[2797848],[2803027],[2804532],[2806640],[2809946],[2811451],[2813783],[2813970],[2816900],[2819048],[2819897],[2820300],[2822797],[2824556],[2828666],[2829784],[2829971],[2834149],[2836544],[2837327],[2840633],[2842138],[2842473],[2847733],[2848144],[2849903],[2852393],[2855063],[2858262],[2863605],[2863813],[2868472],[2870916] ] cell #5817 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1972837],[1991774],[2004498],[2114796],[2117810],[2142266],[2161203],[2173927],[2223996],[2230179],[2255721],[2273436],[2276450],[2286160],[2301624],[2353377],[2356462],[2370667],[2376850],[2379864],[2389905],[2414246],[2435477],[2439879],[2440149],[2443408],[2463787],[2464717],[2466872],[2473410],[2491468],[2510431],[2518049],[2518064],[2518464],[2521368],[2534772],[2539174],[2539444],[2542703],[2548303],[2561031],[2563740],[2580435],[2586613],[2587333],[2587461],[2596245],[2596515],[2598493],[2606111],[2606126],[2606526],[2609430],[2624865],[2627492],[2629846],[2636485],[2636755],[2641970],[2647033],[2647968],[2654698],[2655608],[2655623],[2656023],[2657407],[2663585],[2664305],[2664433],[2678883],[2680408],[2684328],[2689309],[2690219],[2690234],[2690634],[2694091],[2699313],[2703851],[2703866],[2705605],[2706570],[2706698],[2708232],[2710586],[2713295],[2714230],[2717225],[2717495],[2726041],[2726483],[2729460],[2730985],[2733151],[2733166],[2734905],[2735870],[2735998],[2738920],[2746958],[2747376],[2747441],[2748901],[2749731],[2752821],[2755448],[2757802],[2758712],[2758727],[2762424],[2762846],[2762861],[2765740],[2766355],[2768790],[2771349],[2771767],[2771832],[2773292],[2774122],[2775012],[2776605],[2783170],[2783287],[2783500],[2783612],[2786589],[2788114],[2790280],[2790295],[2792034],[2793127],[2794277],[2796059],[2796335],[2796400],[2797137],[2798730],[2801122],[2802727],[2803232],[2803445],[2803557],[2806225],[2809224],[2809646],[2809661],[2812540],[2812896],[2815590],[2818567],[2818632],[2820092],[2821938],[2823201],[2823267],[2823401],[2823513],[2824141],[2826400],[2828458],[2828897],[2831296],[2833665],[2833941],[2834006],[2834743],[2835822],[2836244],[2836336],[2838728],[2840333],[2841051],[2841163],[2843461],[2843863],[2844353],[2844841],[2845517],[2847285],[2848548],[2848860],[2852797],[2852863],[2852997],[2853109],[2853737],[2854579],[2854855],[2858054],[2860357],[2860839],[2861603],[2863422],[2864400],[2867125],[2867613],[2868289],[2868942],[2869188],[2871320],[2871632],[2873378],[2875568],[2876332],[2878697],[2881494],[2883069],[2888819] ] cell #5818 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2587475],[2664447],[2706712],[2720613],[2726882],[2731171],[2736012],[2747455],[2759127],[2769189],[2770187],[2771846],[2777742],[2783561],[2784011],[2788300],[2792999],[2793141],[2796414],[2802210],[2803506],[2803956],[2810875],[2813155],[2815989],[2816987],[2818149],[2818646],[2820278],[2820922],[2823462],[2823694],[2828537],[2829156],[2831883],[2834020],[2835267],[2835454],[2836522],[2839816],[2840838],[2841112],[2841562],[2842560],[2844548],[2844555],[2845049],[2846104],[2848809],[2849041],[2851534],[2853058],[2853290],[2854152],[2854460],[2854934],[2855150],[2855996],[2858133],[2858493],[2858752],[2859380],[2859567],[2859840],[2860635],[2860657],[2861427],[2861446],[2862581],[2864107],[2864114],[2864608],[2864953],[2865663],[2866635],[2867320],[2867327],[2867821],[2868876],[2868881],[2869137],[2869369],[2870057],[2870505],[2871581],[2871813],[2872675],[2872983],[2873457],[2873586],[2873673],[2874253],[2875017],[2875810],[2875817],[2876156],[2876175],[2876790],[2876795],[2877310],[2877758],[2877933],[2878521],[2878540],[2879382],[2879389],[2879594],[2879675],[2879883],[2880516],[2880699],[2880907],[2881201],[2881208],[2881702],[2882047],[2882353],[2882757],[2882762],[2883018],[2883250],[2884131],[2884786],[2884805],[2885051],[2885410],[2885491],[2885815],[2885998],[2886206],[2886671],[2886740],[2887328],[2887347],[2887504],[2888055],[2888297],[2888304],[2888643],[2888662],[2889277],[2889282],[2889504],[2889511],[2889716],[2889797],[2890005],[2891125],[2891233],[2891382],[2891657],[2891814],[2892056],[2892063],[2892526],[2892533],[2892980],[2893635],[2893654],[2893900],[2894259],[2894340],[2894488],[2894507],[2894664],[2895164],[2895214],[2895626],[2895633],[2895798],[2896215],[2896234],[2896532],[2896551],[2897293],[2897442],[2897717],[2897874],[2898360],[2898613],[2898632],[2898999],[2899155],[2899205],[2899789],[2900495],[2900545],[2900872],[2901694] ] cell #5819 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2473964],[2485844],[2493872],[2564294],[2566149],[2580989],[2592869],[2600897],[2629523],[2633109],[2647587],[2657961],[2659816],[2665989],[2673867],[2700791],[2702728],[2710263],[2713849],[2715704],[2720517],[2731987],[2742360],[2744492],[2744671],[2746502],[2756926],[2757479],[2758863],[2759142],[2761408],[2769093],[2777646],[2781153],[2781281],[2781330],[2782847],[2789116],[2791248],[2791427],[2793091],[2793258],[2795277],[2799237],[2800233],[2801289],[2808208],[2810779],[2811093],[2811244],[2814990],[2815169],[2815893],[2818396],[2819400],[2819528],[2819577],[2820989],[2821094],[2826463],[2827271],[2827400],[2828267],[2830991],[2831170],[2832300],[2832883],[2834806],[2835170],[2837839],[2838255],[2838383],[2838432],[2838895],[2841022],[2841466],[2841780],[2841931],[2844612],[2844901],[2846521],[2847056],[2847345],[2848611],[2850415],[2850831],[2850959],[2851008],[2851847],[2852073],[2853797],[2855714],[2856059],[2856413],[2856434],[2856585],[2856867],[2856996],[2857863],[2858587],[2858919],[2859283],[2860587],[2861492],[2862894],[2863120],[2863311],[2864171],[2864460],[2865381],[2865726],[2866080],[2866101],[2866252],[2866824],[2866986],[2867384],[2867673],[2869596],[2869828],[2870117],[2870370],[2870408],[2871383],[2872320],[2873187],[2873603],[2874723],[2875206],[2875368],[2876221],[2876849],[2877081],[2877370],[2877623],[2877661],[2877871],[2877929],[2878304],[2878586],[2879446],[2879705],[2879735],[2880214],[2880248],[2880405],[2880705],[2881265],[2881554],[2882475],[2882820],[2883333],[2883546],[2884020],[2884069],[2884127],[2884502],[2885521],[2885547],[2885704],[2886004],[2886333],[2887210],[2887393],[2887550],[2887855],[2887993],[2888708],[2889568],[2889827],[2889857],[2890385],[2890408],[2890609],[2890715],[2890787],[2891229],[2891703],[2891752],[2892307],[2892869],[2892976],[2893129],[2893351],[2894370],[2894553],[2894710],[2895172],[2895294],[2895407],[2895671],[2895694],[2895895],[2896001],[2896669],[2896775],[2896847],[2897763],[2898023],[2898427],[2898672],[2898794],[2899285],[2899398],[2899886],[2899992],[2900644],[2900939],[2901306],[2902143] ] cell #5820 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1885293],[1960639],[2004597],[2064023],[2076162],[2117285],[2174026],[2177288],[2184288],[2185742],[2218330],[2240692],[2261041],[2275925],[2279629],[2286259],[2291042],[2307108],[2337773],[2353884],[2356561],[2361821],[2365001],[2373218],[2379339],[2382170],[2398638],[2414753],[2419730],[2424895],[2425843],[2440961],[2440966],[2442883],[2448183],[2459051],[2464294],[2466971],[2479943],[2480891],[2495761],[2495766],[2500201],[2502999],[2506038],[2515141],[2518528],[2519164],[2525138],[2535279],[2540256],[2540261],[2542178],[2552112],[2555151],[2567191],[2567827],[2571221],[2576518],[2584769],[2587916],[2591061],[2594100],[2602786],[2602791],[2603203],[2606590],[2607226],[2611293],[2619719],[2626543],[2630517],[2631301],[2634340],[2637351],[2638453],[2639089],[2645779],[2653490],[2660858],[2661494],[2661741],[2664888],[2668825],[2669314],[2674793],[2675895],[2676531],[2679675],[2681865],[2688101],[2692033],[2692397],[2704715],[2705351],[2707283],[2711257],[2712041],[2718184],[2720676],[2721165],[2723983],[2724347],[2726945],[2727434],[2728769],[2734015],[2734651],[2737318],[2737807],[2743286],[2745024],[2748168],[2748532],[2750358],[2761646],[2764138],[2764627],[2766760],[2768086],[2769252],[2769741],[2771076],[2772559],[2772923],[2775313],[2777805],[2778294],[2781476],[2784074],[2784563],[2791780],[2797438],[2799340],[2800608],[2801527],[2802273],[2802853],[2804019],[2804508],[2808446],[2810938],[2811427],[2813560],[2816052],[2816541],[2817876],[2819723],[2823757],[2825896],[2827374],[2828171],[2828216],[2828642],[2829561],[2835044],[2839133],[2839879],[2840459],[2841625],[2842114],[2845004],[2845284],[2846888],[2848044],[2853353],[2856970],[2857767],[2857812],[2858238],[2859157],[2859903],[2861781],[2864003],[2867776],[2868056],[2869432],[2870816],[2873091],[2873136],[2874459],[2878875],[2879838],[2880118],[2880163],[2881097],[2886946],[2887682],[2893186] ] cell #5821 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1582539],[1711180],[1828469],[1837571],[1904729],[1950571],[1984757],[2004734],[2023163],[2052858],[2066522],[2099297],[2118002],[2126716],[2134787],[2154186],[2163419],[2174163],[2206340],[2223630],[2226387],[2232395],[2236475],[2257937],[2265957],[2276642],[2285356],[2286396],[2302891],[2317323],[2323878],[2324657],[2329568],[2353011],[2356698],[2357604],[2370301],[2373058],[2379066],[2380056],[2384358],[2390769],[2413760],[2413880],[2415513],[2436744],[2442821],[2443600],[2445047],[2451176],[2457731],[2458510],[2463421],[2464351],[2467108],[2470933],[2489800],[2492332],[2494200],[2497065],[2504884],[2511295],[2520882],[2521002],[2534286],[2534406],[2535561],[2536039],[2542116],[2542895],[2544559],[2550889],[2553997],[2561263],[2562531],[2576927],[2577958],[2584945],[2589345],[2596825],[2599357],[2601225],[2604090],[2608944],[2609064],[2611003],[2614829],[2620128],[2621159],[2623748],[2630078],[2638226],[2638629],[2644556],[2645824],[2653899],[2654930],[2656198],[2661917],[2666317],[2671842],[2675668],[2676071],[2679385],[2683211],[2688510],[2689541],[2691743],[2692078],[2692573],[2695569],[2701899],[2704488],[2704891],[2710818],[2712086],[2723693],[2724028],[2724523],[2729962],[2731195],[2733788],[2734191],[2737852],[2740335],[2744161],[2747878],[2748213],[2748708],[2751704],[2758034],[2763148],[2764672],[2768262],[2770121],[2772269],[2772604],[2773099],[2780822],[2781652],[2784608],[2787091],[2788324],[2790917],[2796564],[2800653],[2803029],[2804553],[2809948],[2811472],[2816921],[2819069],[2819899],[2820302],[2822923],[2826122],[2828687],[2834170],[2836546],[2840635],[2842159],[2842494],[2848270],[2852519],[2855084],[2858283],[2868598],[2871042] ] cell #5822 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2224147],[2322564],[2370818],[2390260],[2403664],[2412361],[2456417],[2464868],[2491823],[2510786],[2521519],[2524190],[2532887],[2540802],[2570273],[2586968],[2587898],[2590590],[2598848],[2607545],[2609581],[2609912],[2617178],[2648378],[2648444],[2648818],[2650651],[2663940],[2664870],[2667331],[2667562],[2672358],[2685560],[2697918],[2698806],[2700135],[2700442],[2700459],[2707135],[2712697],[2714640],[2714706],[2715080],[2716896],[2716913],[2720864],[2730478],[2736435],[2738798],[2740851],[2742985],[2744285],[2744388],[2750141],[2750207],[2754053],[2754924],[2754941],[2756270],[2756577],[2756594],[2761794],[2765618],[2767948],[2769440],[2774532],[2774598],[2776484],[2776501],[2777993],[2779963],[2785554],[2785574],[2785881],[2785898],[2787607],[2789688],[2789741],[2791041],[2791144],[2798609],[2798626],[2800307],[2801675],[2802715],[2805499],[2805519],[2805826],[2805843],[2807173],[2807226],[2808594],[2812954],[2814731],[2814748],[2814783],[2814886],[2816240],[2818210],[2825089],[2825142],[2825871],[2826631],[2828341],[2828955],[2830732],[2830749],[2830784],[2830887],[2831186],[2831354],[2832114],[2836232],[2836696],[2836946],[2837860],[2837913],[2839281],[2840321],[2843449],[2843921],[2845407],[2845575],[2846335],[2846906],[2848019],[2848779],[2849272],[2849522],[2850436],[2850489],[2851155],[2854738],[2855299],[2855467],[2856227],[2857937],[2860345],[2860483],[2860921],[2860995],[2861661],[2861756],[2861912],[2862202],[2863197],[2863480],[2864021],[2864966],[2865134],[2865894],[2866410],[2868347],[2869107],[2869678],[2870791],[2871551],[2872294],[2873261],[2873939],[2874409],[2874477],[2874571],[2874792],[2875650],[2875724],[2876107],[2876390],[2876641],[2876931],[2878755],[2878850],[2879006],[2879296],[2881115],[2882228],[2882988],[2883817],[2883864],[2883938],[2884737],[2885207],[2885369],[2886896],[2886964],[2887058],[2887279],[2887657],[2887813],[2888594],[2888877],[2889128],[2889418],[2890285],[2891500],[2891621],[2892666],[2892713],[2892787],[2893204],[2893298],[2894056],[2894218],[2894973],[2896987],[2897061],[2897560],[2897681],[2898192],[2900278] ] cell #5823 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2390176],[2403580],[2412634],[2491739],[2493844],[2510702],[2524106],[2533160],[2566073],[2570189],[2586884],[2598764],[2600869],[2607818],[2617094],[2648734],[2650924],[2659740],[2663856],[2665961],[2671694],[2685476],[2697834],[2700381],[2700582],[2702700],[2714996],[2715628],[2717186],[2717486],[2720369],[2729814],[2740187],[2744436],[2744585],[2744643],[2746426],[2753969],[2756516],[2756717],[2758643],[2758835],[2761402],[2766346],[2767619],[2768945],[2777498],[2780674],[2781060],[2781249],[2785820],[2786021],[2786943],[2789960],[2791192],[2791341],[2791399],[2793059],[2793182],[2800085],[2801113],[2801283],[2802386],[2805765],[2805966],[2807445],[2808202],[2810631],[2811087],[2814419],[2814934],[2815083],[2815141],[2815745],[2818364],[2818921],[2819307],[2819496],[2822872],[2823258],[2825361],[2826071],[2826457],[2828119],[2830420],[2830935],[2831084],[2831142],[2832268],[2832552],[2834800],[2837240],[2837691],[2838132],[2838162],[2838351],[2838719],[2838889],[2839992],[2840881],[2841318],[2841774],[2843371],[2844606],[2846489],[2846773],[2847050],[2848219],[2848605],[2849816],[2850267],[2850708],[2850738],[2850927],[2851706],[2851925],[2852468],[2852854],[2855338],[2855667],[2856053],[2856381],[2856428],[2857715],[2858913],[2860016],[2860531],[2862077],[2862753],[2862972],[2864165],[2865005],[2865334],[2865720],[2866048],[2866095],[2866354],[2866449],[2866980],[2867378],[2868547],[2868892],[2868933],[2869545],[2869590],[2869822],[2870229],[2870991],[2871377],[2872588],[2873039],[2873684],[2873978],[2874676],[2874736],[2874831],[2875362],[2876806],[2876843],[2877075],[2877482],[2877923],[2879171],[2879440],[2879658],[2880066],[2880235],[2881259],[2882428],[2882773],[2882814],[2883498],[2883540],[2883856],[2884014],[2884121],[2884776],[2885474],[2885534],[2886320],[2887163],[2887318],[2887544],[2887849],[2889293],[2889562],[2889780],[2890395],[2890603],[2890774],[2891181],[2891223],[2891539],[2891697],[2892705],[2892863],[2892970],[2894323],[2894704],[2895281],[2895681],[2895889],[2896663],[2896834],[2897599],[2897757],[2898781],[2899272],[2899880],[2901293] ] cell #5824 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2322734],[2382347],[2412714],[2456587],[2466314],[2474041],[2485921],[2493631],[2533240],[2535722],[2540972],[2542161],[2564371],[2577088],[2581066],[2587477],[2590760],[2592946],[2600656],[2603186],[2607898],[2620289],[2633186],[2639072],[2647664],[2649116],[2651004],[2654060],[2658038],[2661638],[2664449],[2665748],[2667732],[2673944],[2676514],[2685858],[2688671],[2692294],[2700868],[2701029],[2701095],[2702487],[2705334],[2706714],[2713926],[2715378],[2717266],[2721062],[2724244],[2732064],[2732225],[2732291],[2734634],[2736014],[2736601],[2742437],[2743183],[2744564],[2744700],[2745007],[2747457],[2748429],[2754351],[2757003],[2757164],[2757230],[2758622],[2761812],[2763421],[2769638],[2770752],[2771059],[2771848],[2772820],[2778191],[2779981],[2781157],[2781373],[2783357],[2783549],[2789193],[2789354],[2789420],[2789939],[2791320],[2791456],[2791763],[2793143],[2795586],[2796416],[2800505],[2800921],[2801693],[2802750],[2803302],[2803494],[2807424],[2808612],[2810221],[2813146],[2815062],[2816438],[2817552],[2817859],[2818228],[2818648],[2819404],[2819620],[2821721],[2822137],[2823450],[2825340],[2826649],[2827124],[2827709],[2828539],[2829147],[2831063],[2832132],[2833192],[2834022],[2838111],[2838259],[2838527],[2839299],[2840356],[2840908],[2841100],[2843759],[2844624],[2845040],[2846353],[2847068],[2847484],[2848797],[2850687],[2850835],[2851317],[2851733],[2853046],[2854936],[2855718],[2856245],[2856720],[2857305],[2858135],[2858743],[2860659],[2861499],[2862364],[2862780],[2863318],[2864183],[2864599],[2865385],[2865912],[2866531],[2867396],[2867812],[2869125],[2869840],[2870256],[2871569],[2873459],[2873607],[2874727],[2874913],[2876228],[2877093],[2877509],[2878593],[2879458],[2879874],[2880412],[2881277],[2881693],[2882479],[2883006],[2884032],[2885711],[2887214],[2887400],[2888715],[2889580],[2889996],[2890722],[2892881],[2894560],[2896782] ] cell #5825 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1760915],[1885088],[1947186],[1972042],[2004018],[2063818],[2074469],[2114001],[2141471],[2157191],[2173447],[2184083],[2215708],[2254926],[2257150],[2260836],[2272641],[2285680],[2288361],[2288702],[2352582],[2352748],[2352897],[2355982],[2362379],[2376055],[2378279],[2381541],[2381965],[2420288],[2428529],[2436505],[2439404],[2439911],[2439932],[2450886],[2459357],[2462992],[2463158],[2463307],[2466371],[2466392],[2483577],[2502904],[2505676],[2506344],[2514915],[2517806],[2518006],[2527824],[2527990],[2528139],[2535779],[2535800],[2538699],[2539206],[2539227],[2554789],[2555457],[2573907],[2574073],[2574222],[2576292],[2577145],[2577166],[2584739],[2593738],[2594406],[2595770],[2596277],[2596298],[2602862],[2602977],[2605868],[2606068],[2619493],[2620346],[2620367],[2633978],[2634646],[2636010],[2636517],[2636538],[2638423],[2638748],[2638863],[2651399],[2653264],[2654117],[2654138],[2655365],[2655565],[2661711],[2675865],[2676190],[2676305],[2681726],[2686010],[2687875],[2688728],[2688749],[2689976],[2690176],[2690711],[2691213],[2692367],[2701107],[2703138],[2703808],[2704685],[2705010],[2705125],[2717278],[2718661],[2722661],[2723163],[2724317],[2728543],[2732303],[2732438],[2733108],[2733985],[2734310],[2734425],[2736841],[2744798],[2746846],[2747348],[2748502],[2757242],[2758669],[2759795],[2760034],[2762123],[2762803],[2763661],[2766455],[2767237],[2768056],[2770850],[2771237],[2771739],[2772893],[2774900],[2780292],[2781446],[2783597],[2789432],[2790237],[2791554],[2794165],[2795826],[2796307],[2797025],[2799310],[2799676],[2799915],[2801222],[2802004],[2802684],[2802823],[2803542],[2808923],[2809603],[2810461],[2817650],[2818539],[2819693],[2823089],[2823367],[2823498],[2825824],[2826288],[2827344],[2827949],[2828430],[2833432],[2833913],[2834631],[2836201],[2838828],[2839610],[2840290],[2840429],[2841148],[2844974],[2847972],[2848436],[2848845],[2852685],[2852963],[2853094],[2854827],[2856940],[2857545],[2858026],[2860314],[2861709],[2867746],[2869042],[2869173],[2870744],[2871208],[2871617],[2873350],[2873757],[2878803],[2879808],[2883054],[2887610] ] cell #5826 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2224145],[2322560],[2370816],[2390256],[2403660],[2412357],[2456413],[2464866],[2491819],[2510782],[2521517],[2524186],[2532883],[2540798],[2570269],[2586964],[2587896],[2590586],[2598844],[2607541],[2609579],[2609910],[2617174],[2648376],[2648440],[2648814],[2650647],[2663936],[2664868],[2667329],[2667558],[2672354],[2685556],[2697914],[2698802],[2700133],[2700443],[2700455],[2707133],[2712695],[2714638],[2714702],[2715076],[2716897],[2716909],[2720862],[2730474],[2736433],[2738796],[2740847],[2742983],[2744286],[2744365],[2750139],[2750203],[2754049],[2754925],[2754937],[2756268],[2756578],[2756590],[2761795],[2765616],[2767944],[2769438],[2774530],[2774594],[2776485],[2776497],[2777991],[2779964],[2785552],[2785572],[2785882],[2785894],[2787603],[2789692],[2789739],[2791042],[2791121],[2798610],[2798622],[2800305],[2801676],[2802711],[2805497],[2805517],[2805827],[2805839],[2807177],[2807224],[2808595],[2812952],[2814732],[2814744],[2814784],[2814863],[2816238],[2818211],[2825093],[2825140],[2825845],[2825869],[2826632],[2828339],[2828953],[2830733],[2830745],[2830785],[2830864],[2831197],[2831352],[2832115],[2836228],[2836697],[2836923],[2837864],[2837911],[2839282],[2840317],[2843445],[2843919],[2845418],[2845573],[2846336],[2846907],[2847993],[2848017],[2848780],[2849273],[2849499],[2850440],[2850487],[2851156],[2854736],[2855310],[2855465],[2856228],[2857935],[2860341],[2860460],[2860932],[2860996],[2861659],[2861730],[2861754],[2861889],[2862203],[2863478],[2864022],[2864977],[2865132],[2865895],[2866421],[2868345],[2869108],[2869679],[2870765],[2870789],[2871552],[2872271],[2873259],[2873950],[2874410],[2874478],[2874569],[2874803],[2875661],[2875725],[2876388],[2876618],[2876932],[2878753],[2878824],[2878848],[2878983],[2879297],[2881116],[2882226],[2882989],[2883828],[2883939],[2884748],[2885208],[2885367],[2886897],[2886965],[2887056],[2887290],[2887631],[2887655],[2887790],[2888875],[2889105],[2889419],[2891511],[2891622],[2892677],[2892788],[2893205],[2893296],[2894057],[2894216],[2894950],[2897062],[2897571],[2897682],[2898190],[2898325],[2900279] ] cell #5827 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2322732],[2382345],[2412710],[2456585],[2466312],[2484920],[2493593],[2533236],[2535720],[2540970],[2542162],[2563370],[2577086],[2587439],[2590758],[2591945],[2600618],[2603187],[2607894],[2616052],[2620287],[2632185],[2639073],[2649114],[2651000],[2654058],[2657037],[2661639],[2664411],[2665710],[2667730],[2673419],[2676515],[2685856],[2688669],[2692295],[2696792],[2701027],[2701091],[2702449],[2705335],[2706676],[2712925],[2715376],[2717262],[2721024],[2724245],[2731539],[2732223],[2732287],[2734635],[2735976],[2736602],[2741912],[2743145],[2744698],[2745008],[2745384],[2747419],[2748430],[2754349],[2757162],[2757226],[2758584],[2761810],[2763422],[2769600],[2770750],[2771060],[2771810],[2772821],[2778153],[2779979],[2781374],[2782399],[2783358],[2783547],[2788668],[2789352],[2789416],[2789901],[2791454],[2791764],[2793105],[2795587],[2796378],[2800467],[2800919],[2801691],[2802751],[2803303],[2803492],[2807386],[2808610],[2810222],[2811286],[2813147],[2816400],[2817550],[2817860],[2818226],[2818610],[2819621],[2820646],[2821719],[2822138],[2823448],[2825302],[2826647],[2827125],[2827710],[2828501],[2829148],[2832130],[2833193],[2833984],[2835208],[2838073],[2838525],[2839297],[2840357],[2840909],[2841098],[2841973],[2843760],[2844622],[2845041],[2846351],[2847066],[2847485],[2848795],[2850649],[2851315],[2851734],[2853044],[2854898],[2856243],[2856627],[2856721],[2857306],[2858097],[2858744],[2859321],[2861500],[2862362],[2862781],[2863319],[2864181],[2864600],[2865910],[2866294],[2866532],[2867394],[2867813],[2869123],[2869838],[2870257],[2870446],[2871567],[2873421],[2874914],[2876229],[2877091],[2877510],[2877699],[2878594],[2879456],[2879875],[2880328],[2880413],[2881275],[2881694],[2883004],[2883388],[2884030],[2885627],[2885712],[2887401],[2888716],[2889578],[2889997],[2890186],[2890685],[2890723],[2892879],[2894476],[2894561],[2896745],[2896783] ] cell #5828 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2004515],[2117798],[2173944],[2196089],[2223713],[2276438],[2286177],[2288705],[2319317],[2342760],[2356479],[2370384],[2379852],[2381606],[2405689],[2438260],[2440166],[2443396],[2453170],[2460000],[2464434],[2466431],[2466889],[2507619],[2518176],[2518443],[2518452],[2521085],[2526215],[2536346],[2537555],[2539461],[2542691],[2556732],[2572298],[2578265],[2578763],[2585028],[2587287],[2587694],[2587784],[2595681],[2596532],[2603339],[2606238],[2606505],[2606514],[2609147],[2621466],[2621964],[2635921],[2636772],[2638712],[2639701],[2645767],[2647944],[2648081],[2655237],[2655735],[2656002],[2656011],[2662000],[2664259],[2664666],[2664756],[2676154],[2677143],[2689848],[2690346],[2690613],[2690622],[2690730],[2692021],[2692656],[2698272],[2704974],[2705963],[2706524],[2706931],[2707021],[2712029],[2714206],[2714343],[2722680],[2723971],[2724606],[2734274],[2735263],[2735824],[2736231],[2736321],[2737499],[2737795],[2746865],[2746897],[2748156],[2748791],[2749707],[2749844],[2754407],[2759814],[2764319],[2764615],[2768345],[2771256],[2771288],[2772547],[2773182],[2774098],[2774235],[2774919],[2774951],[2775694],[2781735],[2783251],[2783672],[2784255],[2784551],[2793360],[2794184],[2794216],[2797044],[2797076],[2797819],[2799695],[2800596],[2803112],[2803196],[2803617],[2804200],[2804496],[2806189],[2811415],[2813198],[2813941],[2819982],[2821035],[2821902],[2823108],[2823140],[2823573],[2824105],[2825884],[2826307],[2826339],[2826864],[2828630],[2829199],[2829942],[2834650],[2834682],[2835425],[2836876],[2840718],[2841223],[2842102],[2844805],[2845092],[2846917],[2847249],[2848032],[2848455],[2848487],[2848920],[2849012],[2849452],[2852704],[2852736],[2853169],[2853701],[2858226],[2858795],[2859538],[2861769],[2861842],[2863198],[2864032],[2864364],[2864651],[2867577],[2867864],[2869248],[2870804],[2871227],[2871259],[2871692],[2871784],[2872224],[2874488],[2876108],[2876571],[2878863],[2878936],[2879926],[2881126],[2881458],[2881745],[2883129],[2883865],[2886975],[2887670],[2887743],[2888595],[2889058],[2890048],[2890311],[2892714],[2893215],[2894903],[2896988] ] cell #5829 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2196747],[2213107],[2224146],[2319975],[2322566],[2343418],[2359778],[2370817],[2412500],[2417687],[2438918],[2453828],[2456419],[2464867],[2477167],[2518834],[2521518],[2533026],[2538213],[2540804],[2548596],[2567497],[2584192],[2587644],[2587897],[2590592],[2606896],[2607684],[2609580],[2609911],[2614277],[2627785],[2642263],[2648079],[2648377],[2648446],[2650790],[2661164],[2664616],[2664869],[2667330],[2667564],[2671489],[2680701],[2682659],[2695017],[2699606],[2700148],[2700444],[2706881],[2707134],[2708525],[2712696],[2714341],[2714639],[2714708],[2716898],[2717052],[2727757],[2729609],[2731278],[2736181],[2736434],[2738797],[2739982],[2743609],[2744296],[2749194],[2749842],[2750140],[2750209],[2751152],[2754926],[2755741],[2756283],[2756579],[2765617],[2766366],[2766413],[2767414],[2770064],[2773585],[2774233],[2774531],[2774600],[2776486],[2776898],[2780469],[2783670],[2784886],[2785553],[2785587],[2785883],[2786738],[2788407],[2789689],[2790365],[2791052],[2793310],[2798611],[2799023],[2799282],[2801133],[2801180],[2802181],[2803615],[2804831],[2805498],[2805532],[2805828],[2807174],[2807515],[2812967],[2813213],[2814214],[2814733],[2814794],[2816864],[2818716],[2820385],[2821033],[2823278],[2823325],[2823571],[2825090],[2825431],[2827316],[2828968],[2829214],[2830215],[2830734],[2830795],[2831187],[2831367],[2832347],[2836629],[2836707],[2836888],[2837861],[2838739],[2838786],[2839787],[2841221],[2842437],[2843934],[2844946],[2845107],[2845408],[2845588],[2846568],[2848918],[2849283],[2849464],[2850437],[2851166],[2852874],[2852921],[2853167],[2855027],[2855300],[2856912],[2858810],[2859811],[2860922],[2861006],[2861674],[2861854],[2862213],[2863493],[2864666],[2864967],[2866411],[2867718],[2867879],[2868360],[2868953],[2869000],[2869246],[2869340],[2871690],[2872236],[2873940],[2874420],[2874793],[2875651],[2875735],[2876403],[2876583],[2878768],[2878948],[2879307],[2879780],[2879941],[2881760],[2883127],[2883818],[2884738],[2885218],[2886907],[2887280],[2887755],[2888890],[2889070],[2890063],[2890309],[2891501],[2892667],[2894067],[2894915],[2897561] ] cell #5830 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2322733],[2382346],[2412716],[2456586],[2466313],[2484924],[2493597],[2533242],[2535721],[2540971],[2542163],[2563374],[2577087],[2587443],[2590759],[2591949],[2600622],[2603188],[2607900],[2616056],[2620288],[2632189],[2639074],[2649115],[2651006],[2654059],[2657041],[2661649],[2664415],[2665714],[2667731],[2673423],[2676516],[2685857],[2688670],[2692305],[2696796],[2701028],[2701097],[2702453],[2705336],[2706680],[2712929],[2715377],[2717268],[2721028],[2724255],[2731543],[2732224],[2732293],[2734636],[2735980],[2736621],[2741916],[2743149],[2744713],[2745009],[2745388],[2747423],[2748440],[2754350],[2757163],[2757232],[2758588],[2761837],[2763441],[2769604],[2770765],[2771061],[2771814],[2772831],[2778157],[2780006],[2781384],[2782403],[2783377],[2783574],[2788672],[2789353],[2789422],[2789905],[2791469],[2791765],[2793109],[2795606],[2796382],[2800471],[2800934],[2801718],[2802761],[2803322],[2803519],[2807390],[2808637],[2810241],[2811290],[2813166],[2816404],[2817565],[2817861],[2818253],[2818614],[2819631],[2820650],[2821734],[2822157],[2823475],[2825306],[2826674],[2827135],[2827729],[2828505],[2829167],[2832157],[2833212],[2833988],[2835235],[2838077],[2838540],[2839324],[2840367],[2840928],[2841125],[2841977],[2843770],[2844637],[2845060],[2846378],[2847081],[2847504],[2848822],[2850653],[2851330],[2851753],[2853071],[2854902],[2856270],[2856631],[2856731],[2857325],[2858101],[2858763],[2859348],[2861510],[2862377],[2862800],[2863329],[2864196],[2864619],[2865937],[2866298],[2866542],[2867409],[2867832],[2869150],[2869853],[2870276],[2870473],[2871594],[2873425],[2874924],[2876239],[2877106],[2877529],[2877726],[2878604],[2879471],[2879894],[2880423],[2880443],[2881290],[2881713],[2883031],[2883392],[2884045],[2885722],[2885742],[2887411],[2888726],[2889593],[2890016],[2890213],[2890733],[2890753],[2892894],[2894571],[2894591],[2896793],[2896813] ] cell #5831 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2382339],[2466309],[2535717],[2542164],[2577083],[2603189],[2620284],[2629756],[2639075],[2654055],[2661650],[2676517],[2684536],[2688666],[2692306],[2701024],[2705337],[2710496],[2724256],[2730928],[2732220],[2734637],[2736622],[2745010],[2748441],[2753029],[2757159],[2757712],[2763442],[2768568],[2770727],[2771062],[2772832],[2781385],[2783080],[2783378],[2788057],[2789349],[2791766],[2792242],[2794367],[2795607],[2802701],[2802762],[2803323],[2810242],[2812413],[2812748],[2813167],[2815368],[2817527],[2817862],[2819632],[2820035],[2821327],[2822158],[2827136],[2827730],[2828293],[2829168],[2831973],[2833213],[2836218],[2836279],[2840307],[2840368],[2840929],[2840941],[2843100],[2843435],[2843771],[2845061],[2846194],[2847505],[2847863],[2851754],[2851766],[2853533],[2854690],[2856732],[2857326],[2857889],[2858764],[2860331],[2860392],[2860886],[2861511],[2862801],[2862813],[2863330],[2864535],[2864620],[2866543],[2866611],[2867833],[2868191],[2870277],[2870289],[2870635],[2872056],[2873213],[2874300],[2874925],[2874993],[2875615],[2876240],[2876439],[2877530],[2877542],[2877980],[2878027],[2878101],[2878605],[2879895],[2880424],[2880492],[2881629],[2881714],[2882072],[2884178],[2884225],[2884299],[2885098],[2885723],[2885791],[2886438],[2886787],[2887412],[2888102],[2888149],[2888223],[2888727],[2888926],[2889932],[2890017],[2890734],[2890892],[2891354],[2891861],[2891908],[2891982],[2893027],[2893148],[2893426],[2893598],[2893947],[2894572],[2894771],[2895368],[2895768],[2896020],[2896178],[2896794],[2896952],[2897109],[2897921],[2898042],[2898435],[2898680],[2898868],[2899359],[2899406],[2900011],[2900169],[2900652],[2900947],[2901380],[2902151] ] cell #5832 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1885291],[1960634],[2004599],[2064021],[2076092],[2117333],[2174028],[2177218],[2184286],[2185677],[2219016],[2240622],[2261039],[2275973],[2279564],[2286261],[2293071],[2307038],[2337708],[2353882],[2356563],[2361751],[2365687],[2373216],[2379387],[2382168],[2398573],[2414751],[2419660],[2425841],[2426924],[2440891],[2440968],[2442931],[2448118],[2459737],[2464292],[2466973],[2480889],[2481972],[2495691],[2495768],[2500136],[2502997],[2507356],[2515189],[2518530],[2519099],[2525136],[2535277],[2540186],[2540263],[2542226],[2552110],[2556469],[2567193],[2567762],[2571219],[2576566],[2584771],[2587914],[2591059],[2595418],[2602716],[2602793],[2603251],[2606592],[2607161],[2611291],[2619767],[2626545],[2630515],[2631299],[2635658],[2637349],[2638455],[2639137],[2645777],[2653538],[2660860],[2661429],[2661743],[2664886],[2668827],[2669312],[2674791],[2675897],[2676579],[2679673],[2681863],[2688149],[2692031],[2692399],[2704717],[2705399],[2707285],[2711255],[2712039],[2718182],[2720678],[2721163],[2723981],[2724349],[2726947],[2727432],[2728817],[2734017],[2734699],[2737320],[2737805],[2743284],[2745072],[2748166],[2748534],[2750356],[2761644],[2764140],[2764625],[2766758],[2768088],[2769254],[2769739],[2770233],[2771124],[2772557],[2772925],[2775311],[2777807],[2778292],[2781478],[2784076],[2784561],[2791828],[2797436],[2799342],[2800606],[2801525],[2802275],[2802855],[2804021],[2804506],[2808444],[2810940],[2811425],[2813558],[2816054],[2816539],[2817033],[2817924],[2819725],[2823759],[2825894],[2827376],[2828169],[2828640],[2829559],[2835042],[2839131],[2839881],[2840461],[2841627],[2842112],[2842606],[2845006],[2845282],[2846881],[2848042],[2853355],[2855196],[2856972],[2857765],[2858236],[2859155],[2859905],[2861779],[2863996],[2867778],[2868054],[2869434],[2870814],[2873089],[2874452],[2878873],[2879840],[2880116],[2881090],[2886939],[2887680],[2893179] ] cell #5833 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1838546],[1959692],[2067251],[2076029],[2135516],[2177155],[2207069],[2224359],[2240559],[2266686],[2279015],[2306975],[2322747],[2330297],[2337159],[2353740],[2361688],[2371030],[2398024],[2412216],[2414609],[2419597],[2423124],[2440828],[2447569],[2456600],[2464150],[2465080],[2478172],[2489699],[2494969],[2495628],[2499587],[2518550],[2521731],[2522419],[2532742],[2535135],[2540123],[2540985],[2544458],[2549241],[2567111],[2567213],[2568502],[2585197],[2590114],[2590773],[2591853],[2596724],[2601994],[2602653],[2606612],[2607400],[2609793],[2612488],[2626589],[2628430],[2629886],[2632093],[2638125],[2642908],[2650404],[2650506],[2660778],[2660880],[2661816],[2662169],[2667086],[2667745],[2668871],[2673327],[2675567],[2680870],[2681836],[2692472],[2693228],[2698410],[2701707],[2707329],[2709170],[2710626],[2712833],[2716666],[2716768],[2718155],[2720722],[2724422],[2725178],[2726991],[2731447],[2737364],[2737637],[2741820],[2742786],[2748607],[2749363],[2750329],[2754545],[2757842],[2761617],[2764184],[2764457],[2766731],[2769298],[2772998],[2773754],[2775284],[2775502],[2775832],[2777851],[2782307],[2784120],[2784393],[2788576],[2789542],[2797409],[2797627],[2797957],[2801498],[2802319],[2804065],[2804338],[2806809],[2808417],[2810984],[2813531],[2813749],[2814079],[2816098],[2820554],[2823803],[2824725],[2827002],[2828142],[2829532],[2829750],[2830080],[2835015],[2835563],[2837496],[2839104],[2839925],[2841671],[2845255],[2847699],[2849150],[2850072],[2853399],[2854321],[2857738],[2859128],[2859676],[2859949],[2861528],[2863347],[2864814],[2868027],[2869478],[2871922],[2872844],[2873062],[2876257],[2878622],[2880089],[2881908],[2887429],[2888744] ] cell #5834 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1414208],[1577726],[1689436],[1773741],[1808941],[1890577],[1930922],[1960012],[1977176],[2009041],[2048256],[2069307],[2091589],[2119135],[2122114],[2146605],[2178470],[2196222],[2199852],[2224687],[2250229],[2260060],[2277775],[2280754],[2297125],[2319450],[2323080],[2342893],[2346523],[2354998],[2371358],[2381189],[2389490],[2405822],[2409747],[2430978],[2438393],[2442023],[2453303],[2456933],[2465408],[2467136],[2487793],[2491053],[2510016],[2516869],[2518309],[2526348],[2530273],[2537688],[2541318],[2542300],[2560616],[2572431],[2578896],[2586198],[2587686],[2594818],[2598078],[2603325],[2604931],[2606371],[2609139],[2622097],[2635058],[2639211],[2640661],[2648048],[2654283],[2655868],[2661992],[2663170],[2664658],[2676653],[2678103],[2688894],[2690479],[2692648],[2693676],[2705473],[2706923],[2711977],[2714310],[2724598],[2725626],[2734773],[2736223],[2736728],[2737743],[2748783],[2749811],[2763548],[2764563],[2773174],[2774202],[2774779],[2783484],[2784499],[2796904],[2803429],[2804444],[2813026],[2822264],[2829027],[2844088] ] cell #5835 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2004513],[2117802],[2173942],[2196093],[2223717],[2276442],[2286175],[2319321],[2342764],[2356477],[2370388],[2379856],[2405693],[2438264],[2440164],[2443400],[2453174],[2464438],[2466887],[2467233],[2518180],[2518379],[2518456],[2521089],[2526219],[2537559],[2539459],[2542425],[2542695],[2572302],[2578767],[2585032],[2587289],[2587698],[2587728],[2596530],[2603888],[2606242],[2606441],[2606518],[2609151],[2609231],[2621968],[2636770],[2638716],[2640250],[2645769],[2647942],[2648114],[2655739],[2655938],[2656015],[2662004],[2662455],[2664261],[2664670],[2664700],[2676158],[2677692],[2690350],[2690549],[2690626],[2692023],[2692660],[2693514],[2698270],[2704978],[2706512],[2706526],[2706935],[2706965],[2712031],[2712295],[2714204],[2714376],[2723973],[2724610],[2725464],[2734278],[2735812],[2735826],[2736235],[2736265],[2737497],[2737797],[2738396],[2746899],[2748158],[2748795],[2749649],[2749705],[2749877],[2754405],[2764317],[2764617],[2765216],[2768349],[2771290],[2772549],[2773186],[2774040],[2774096],[2774268],[2774667],[2774953],[2775692],[2781739],[2783249],[2783705],[2784253],[2784553],[2785152],[2793364],[2794218],[2796792],[2797078],[2797817],[2800598],[2803116],[2803194],[2803650],[2804198],[2804498],[2805097],[2806187],[2811417],[2812914],[2813200],[2813939],[2819986],[2821068],[2821776],[2821900],[2823142],[2823606],[2824103],[2825886],[2826341],[2826862],[2828632],[2828915],[2829201],[2829940],[2831314],[2834684],[2835423],[2836874],[2840722],[2841256],[2842104],[2843881],[2844803],[2845094],[2845535],[2846915],[2847123],[2847247],[2848034],[2848489],[2848953],[2849010],[2849450],[2852738],[2853202],[2853699],[2858228],[2858797],[2859536],[2861621],[2861771],[2861840],[2863193],[2863440],[2864030],[2864362],[2864653],[2867575],[2867866],[2868307],[2869281],[2870806],[2871261],[2871725],[2871782],[2872222],[2873719],[2874486],[2876103],[2876350],[2876569],[2878715],[2878865],[2878934],[2879928],[2881124],[2881456],[2881747],[2883162],[2883860],[2886973],[2887672],[2887741],[2888590],[2888837],[2889056],[2890050],[2892709],[2893213],[2894901],[2896983] ] cell #5836 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2390172],[2403576],[2412633],[2491735],[2493840],[2510698],[2524102],[2533159],[2566069],[2570185],[2586880],[2598760],[2600865],[2607817],[2617090],[2648730],[2650923],[2659736],[2663852],[2665957],[2671690],[2685472],[2697830],[2700377],[2700581],[2702696],[2714992],[2715624],[2717185],[2717485],[2720357],[2729810],[2740183],[2744384],[2744584],[2744639],[2746422],[2753965],[2756512],[2756716],[2758642],[2758831],[2761395],[2767615],[2768933],[2777486],[2780670],[2781048],[2781248],[2785816],[2786020],[2786939],[2789959],[2791140],[2791340],[2791395],[2793058],[2793178],[2800073],[2801276],[2802382],[2805761],[2805965],[2807444],[2808195],[2810619],[2811080],[2814415],[2814882],[2815082],[2815137],[2815733],[2818363],[2818917],[2819295],[2819495],[2825360],[2825831],[2825859],[2826450],[2828107],[2830416],[2830883],[2831083],[2831138],[2832267],[2832548],[2834793],[2836942],[2837679],[2838131],[2838150],[2838350],[2838882],[2839988],[2840882],[2841306],[2841767],[2843367],[2846488],[2846769],[2846899],[2847979],[2848007],[2848598],[2849518],[2850255],[2850707],[2850726],[2850926],[2851707],[2851913],[2855326],[2855455],[2856046],[2856380],[2856421],[2857703],[2858906],[2860012],[2860479],[2861716],[2861744],[2861908],[2862754],[2862960],[2864014],[2864993],[2865122],[2865713],[2866047],[2866088],[2866358],[2866437],[2866973],[2869541],[2869583],[2869671],[2870230],[2870751],[2870779],[2871370],[2872290],[2873027],[2873966],[2874470],[2874559],[2874740],[2874819],[2875355],[2876637],[2876836],[2876924],[2877483],[2877916],[2878810],[2878838],[2879002],[2880054],[2880239],[2881108],[2882216],[2882807],[2883502],[2883533],[2883844],[2883931],[2884114],[2884764],[2885357],[2885538],[2886324],[2886957],[2887046],[2887306],[2887617],[2887645],[2887809],[2887842],[2889124],[2889411],[2890281],[2890399],[2890596],[2890778],[2891185],[2891216],[2891527],[2891614],[2892693],[2892780],[2892963],[2893197],[2893286],[2894206],[2894969],[2895285],[2895685],[2895882],[2896656],[2896838],[2897054],[2897587],[2897674],[2898180],[2898785],[2899276],[2899873],[2900271],[2901297] ] cell #5837 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2493981],[2543060],[2566243],[2601006],[2609084],[2614728],[2623647],[2629431],[2659910],[2661937],[2666098],[2667119],[2683110],[2692593],[2695468],[2700251],[2702837],[2704387],[2710171],[2712177],[2715798],[2724543],[2733687],[2737943],[2744060],[2745146],[2746596],[2748728],[2751603],[2754368],[2756386],[2757387],[2758972],[2763047],[2764763],[2771198],[2773119],[2775655],[2781551],[2781672],[2781727],[2782755],[2784699],[2785690],[2790816],[2791902],[2793352],[2795713],[2797780],[2802928],[2803049],[2803104],[2804644],[2805635],[2806063],[2809847],[2810348],[2811257],[2811363],[2811563],[2813273],[2813902],[2817998],[2819798],[2819919],[2819974],[2821002],[2822968],[2823979],[2827836],[2828578],[2828778],[2829274],[2829903],[2833319],[2834510],[2835233],[2835386],[2836750],[2836862],[2840534],[2840655],[2840710],[2841035],[2841944],[2842050],[2842250],[2843241],[2844679],[2845167],[2847611],[2847878],[2848315],[2848973],[2849326],[2849438],[2851860],[2852564],[2853575],[2855427],[2856598],[2857432],[2858174],[2858374],[2858623],[2858870],[2859346],[2859499],[2860901],[2861117],[2861828],[2862907],[2863647],[2863926],[2864238],[2864726],[2865094],[2866265],[2866860],[2867451],[2867939],[2870383],[2870471],[2870650],[2871087],[2871745],[2872098],[2872210],[2873887],[2874315],[2874531],[2875242],[2875630],[2875846],[2876557],[2877636],[2877724],[2877995],[2878211],[2878922],[2880001],[2880441],[2880741],[2881020],[2881332],[2881820],[2882188],[2883359],[2883765],[2884193],[2884409],[2884685],[2885113],[2885329],[2885740],[2886040],[2886374],[2886802],[2887018],[2887729],[2888117],[2888333],[2889044],[2890123],[2890211],[2890751],[2890828],[2891448],[2891876],[2892092],[2892614],[2893042],[2893258],[2893534],[2893962],[2894178],[2894589],[2894889],[2895383],[2896114],[2896811],[2896888],[2897508],[2897936],[2898152],[2898483],[2899374],[2900105],[2900995] ] cell #5838 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2077039],[2185735],[2279622],[2287685],[2337766],[2373731],[2398631],[2412823],[2426356],[2448176],[2458750],[2481404],[2493995],[2500194],[2505737],[2519157],[2525651],[2533349],[2554850],[2565856],[2567820],[2571734],[2574639],[2588429],[2593799],[2601020],[2607219],[2608007],[2617840],[2626517],[2630503],[2631030],[2634039],[2648517],[2651113],[2651611],[2659523],[2661487],[2665401],[2666112],[2668799],[2672132],[2685179],[2685259],[2686222],[2698580],[2702324],[2702851],[2703613],[2707257],[2711243],[2711770],[2714779],[2715411],[2717375],[2719146],[2729008],[2730252],[2731317],[2732913],[2737292],[2740625],[2746129],[2746209],[2753672],[2753752],[2754473],[2754715],[2758459],[2758986],[2759703],[2762608],[2764112],[2767722],[2768413],[2775760],[2776275],[2779868],[2782177],[2786137],[2787381],[2788446],[2790042],[2792885],[2792965],[2793913],[2795495],[2797885],[2798400],[2799584],[2802489],[2806503],[2806673],[2809408],[2810099],[2814007],[2814522],[2815213],[2818115],[2820424],[2822837],[2824419],[2824589],[2826036],[2827618],[2830008],[2830523],[2831519],[2831648],[2831849],[2833101],[2836006],[2837190],[2837360],[2840095],[2840786],[2845740],[2845869],[2846070],[2848184],[2848684],[2849766],[2849936],[2851482],[2852433],[2854015],[2855632],[2855761],[2855962],[2857214],[2860119],[2862027],[2862529],[2863846],[2864477],[2865299],[2865428],[2865629],[2868512],[2868842],[2870005],[2870956],[2871456],[2872538],[2874641],[2875956],[2876756],[2877258],[2879121],[2879623],[2881571],[2882393],[2882723],[2882893],[2883776],[2884696],[2885439],[2887128],[2887928],[2889243],[2889745],[2889874],[2891459],[2892625],[2893368],[2894288],[2896899],[2897519] ] cell #5839 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1674106],[1833461],[1938497],[2016616],[2048938],[2122796],[2159201],[2186045],[2200534],[2228177],[2262699],[2281436],[2300484],[2323762],[2326310],[2347205],[2374848],[2389763],[2392715],[2413106],[2434337],[2442705],[2457615],[2460163],[2473582],[2491326],[2494278],[2510289],[2513241],[2520228],[2533632],[2542000],[2548292],[2560889],[2563912],[2580607],[2586471],[2589423],[2598351],[2601303],[2608290],[2609821],[2625037],[2627481],[2641959],[2647205],[2648321],[2654556],[2657579],[2663443],[2666395],[2667229],[2680397],[2689167],[2693949],[2699302],[2700409],[2705777],[2708221],[2712287],[2713467],[2714583],[2716824],[2725899],[2735077],[2738053],[2739092],[2744343],[2748890],[2750084],[2754601],[2755437],[2756544],[2764873],[2765912],[2773281],[2774475],[2775888],[2776594],[2784809],[2785848],[2789478],[2791099],[2798013],[2798719],[2804754],[2805793],[2806128],[2806745],[2814135],[2814841],[2824044],[2824661],[2830136],[2830842],[2831242],[2836815],[2837432],[2845463],[2849391],[2850008],[2855355],[2861182],[2865022],[2874042] ] cell #5840 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2629704],[2667904],[2684500],[2710444],[2716816],[2720650],[2726919],[2730974],[2752993],[2754593],[2757660],[2758509],[2769226],[2775880],[2777779],[2781112],[2783028],[2784048],[2788103],[2789626],[2792206],[2798005],[2803993],[2806893],[2810912],[2811673],[2812712],[2814127],[2816026],[2818012],[2819359],[2820081],[2821275],[2823731],[2824809],[2828888],[2830128],[2831746],[2835491],[2835611],[2835619],[2836325],[2837580],[2838214],[2841599],[2842360],[2843399],[2844744],[2845967],[2849078],[2849198],[2849206],[2850156],[2850790],[2851081],[2853327],[2853640],[2854185],[2854257],[2854405],[2855492],[2855859],[2858484],[2859604],[2859724],[2859732],[2860438],[2861549],[2862128],[2864303],[2864750],[2864898],[2865159],[2865526],[2867516],[2868235],[2868641],[2868739],[2869604],[2869660],[2871850],[2871970],[2871978],[2872163],[2872708],[2872780],[2872928],[2873562],[2874335],[2874596],[2875911],[2876063],[2876278],[2876653],[2876857],[2876913],[2878276],[2878643],[2879222],[2880291],[2880940],[2881397],[2881844],[2881992],[2882116],[2882253],[2882522],[2882620],[2883491],[2883585],[2883920],[2884474],[2884840],[2884992],[2885133],[2885394],[2885590],[2886239],[2886529],[2886822],[2887083],[2888398],[2888443],[2888550],[2888765],[2889140],[2889344],[2889400],[2890377],[2890554],[2890648],[2890983],[2891174],[2891268],[2891603],[2892157],[2892202],[2892340],[2892434],[2892769],[2893323],[2893545],[2893689],[2893841],[2893982],[2894243],[2894439],[2895088],[2895263],[2895440],[2895534],[2895663],[2895840],[2895934],[2896125],[2896269],[2896437],[2896614],[2896708],[2897043],[2897234],[2897328],[2897663],[2898217],[2898262],[2898494],[2898518],[2898763],[2898940],[2899034],[2899254],[2899431],[2899525],[2899654],[2899831],[2899925],[2900116],[2900260],[2900476],[2900735],[2901006],[2901030],[2901275],[2901452],[2901546],[2901684],[2901975],[2902234],[2902523] ] cell #5841 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1414207],[1577725],[1689435],[1773740],[1808940],[1890576],[1930921],[1960011],[1977175],[2009040],[2048258],[2069306],[2091588],[2119134],[2122116],[2146604],[2178469],[2196221],[2199854],[2224686],[2250228],[2260059],[2277774],[2280756],[2297127],[2319449],[2323082],[2342892],[2346525],[2354997],[2371357],[2381188],[2389466],[2405821],[2409749],[2430980],[2438392],[2442025],[2453302],[2456935],[2465407],[2467135],[2487795],[2491029],[2509992],[2516871],[2518308],[2526347],[2530275],[2537687],[2541320],[2542299],[2560592],[2572430],[2578895],[2586174],[2587688],[2594820],[2598054],[2603324],[2604933],[2606370],[2609141],[2622096],[2635060],[2639210],[2640663],[2648024],[2654259],[2655867],[2661994],[2663146],[2664660],[2676652],[2678105],[2688870],[2690478],[2692650],[2693652],[2705472],[2706925],[2711999],[2714286],[2724600],[2725602],[2734772],[2736225],[2736704],[2737765],[2748785],[2749787],[2763524],[2764585],[2773176],[2774178],[2774798],[2783460],[2784521],[2796923],[2803405],[2804466],[2813045],[2822240],[2829046],[2844107] ] cell #5842 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1544695],[1707067],[1816033],[1897669],[1931603],[2009722],[2048283],[2076399],[2092270],[2117854],[2122141],[2159177],[2179151],[2186705],[2199879],[2224098],[2225368],[2228153],[2250910],[2276494],[2280781],[2287938],[2297035],[2297152],[2300460],[2322207],[2323107],[2346550],[2355679],[2370769],[2372039],[2374634],[2374824],[2379908],[2381549],[2389739],[2409657],[2409774],[2413082],[2427970],[2430888],[2431005],[2434313],[2440098],[2442050],[2443452],[2456060],[2456960],[2459943],[2464819],[2466089],[2473400],[2483018],[2487703],[2487820],[2491302],[2507562],[2510265],[2516779],[2516896],[2518386],[2518508],[2520204],[2521470],[2527265],[2530183],[2530300],[2533608],[2535885],[2539393],[2540445],[2541345],[2542747],[2542981],[2556675],[2560865],[2563730],[2573348],[2577804],[2580425],[2586447],[2587323],[2587596],[2587713],[2587849],[2590233],[2594728],[2594845],[2595624],[2596464],[2598327],[2604841],[2604958],[2606448],[2606570],[2608266],[2609166],[2609532],[2621005],[2624855],[2634968],[2635085],[2635864],[2636704],[2637157],[2640571],[2640688],[2646001],[2647023],[2647949],[2648297],[2654532],[2654776],[2655945],[2656067],[2657397],[2662019],[2663419],[2664295],[2664568],[2664685],[2664821],[2667205],[2674599],[2678013],[2678130],[2689143],[2689387],[2690556],[2690678],[2692255],[2692675],[2693925],[2698277],[2703419],[2705595],[2706560],[2706833],[2706950],[2707086],[2712263],[2713285],[2714211],[2714559],[2724205],[2724625],[2725875],[2732719],[2734895],[2735860],[2736133],[2736250],[2736386],[2737504],[2738029],[2738910],[2746948],[2748390],[2748810],[2749712],[2750060],[2754412],[2760533],[2764324],[2764849],[2765730],[2771339],[2772781],[2773201],[2774103],[2774451],[2775002],[2775699],[2783256],[2784260],[2784785],[2794267],[2797127],[2797824],[2800830],[2803201],[2804205],[2804730],[2806194],[2813946],[2821907],[2824110],[2826869],[2829947] ] cell #5843 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1760918],[1885092],[1947189],[1972961],[1991898],[2004144],[2063822],[2074472],[2114920],[2142390],[2157194],[2161327],[2173573],[2184087],[2230303],[2255845],[2257153],[2260840],[2273560],[2285806],[2288364],[2301748],[2352683],[2352901],[2353501],[2356108],[2376974],[2378282],[2381969],[2391163],[2414370],[2435601],[2437138],[2439434],[2439851],[2439998],[2450889],[2463093],[2463311],[2463911],[2466518],[2467238],[2474466],[2492726],[2502907],[2511689],[2515422],[2517823],[2518010],[2527925],[2528143],[2534896],[2536433],[2538729],[2539146],[2539293],[2542614],[2549206],[2561657],[2564796],[2574008],[2574226],[2578352],[2581491],[2585162],[2595038],[2595800],[2596217],[2596364],[2599751],[2603484],[2605151],[2605885],[2606072],[2609402],[2621553],[2625368],[2628395],[2630472],[2635278],[2636040],[2636457],[2636604],[2639846],[2640881],[2642873],[2651453],[2654670],[2655324],[2655382],[2655569],[2658463],[2662134],[2663557],[2677288],[2678323],[2678909],[2680835],[2684831],[2686064],[2689281],[2689935],[2689993],[2690180],[2691267],[2693193],[2694063],[2702293],[2703174],[2703812],[2705486],[2706108],[2709135],[2711212],[2713176],[2717344],[2718715],[2723217],[2725143],[2726013],[2726504],[2729486],[2731412],[2732474],[2733112],[2734786],[2735408],[2736877],[2738801],[2745781],[2746855],[2747402],[2749328],[2753324],[2758428],[2758673],[2760070],[2762177],[2762450],[2762807],[2763697],[2765621],[2766356],[2767291],[2768811],[2771246],[2771793],[2773719],[2774681],[2774909],[2780346],[2782272],[2783633],[2786615],[2788541],[2790241],[2792537],[2794174],[2795862],[2796080],[2796361],[2796806],[2797034],[2799951],[2801123],[2802058],[2802688],[2803578],[2808977],[2809250],[2809607],[2810497],[2815611],[2818593],[2820519],[2821790],[2823098],[2823268],[2823534],[2826297],[2827985],[2828484],[2833468],[2833686],[2833967],[2834640],[2835848],[2836205],[2838729],[2839664],[2840294],[2841184],[2847137],[2848445],[2848881],[2852694],[2852864],[2853130],[2854600],[2854881],[2857581],[2858080],[2860318],[2868943],[2869209],[2871217],[2871653],[2873404],[2873761],[2883090] ] cell #5844 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2493980],[2543059],[2566245],[2587437],[2601005],[2609083],[2622940],[2629407],[2659912],[2661936],[2664409],[2666097],[2667122],[2682403],[2692592],[2702836],[2703680],[2706674],[2710147],[2712180],[2715800],[2721567],[2724542],[2732980],[2735974],[2737946],[2745145],[2746598],[2747417],[2748727],[2750896],[2754385],[2757363],[2758971],[2762675],[2764766],[2771197],[2771808],[2773118],[2775672],[2778696],[2781671],[2781729],[2782731],[2783559],[2784702],[2790109],[2791901],[2793103],[2793354],[2795689],[2796376],[2797797],[2802556],[2803048],[2803106],[2803504],[2804647],[2806077],[2809475],[2810324],[2811385],[2811566],[2811829],[2813156],[2813919],[2817997],[2818608],[2819918],[2819976],[2820978],[2822987],[2823460],[2823993],[2827812],[2828499],[2828600],[2828781],[2829157],[2829920],[2833295],[2833982],[2834529],[2835403],[2836073],[2836764],[2840162],[2840654],[2840712],[2841011],[2841110],[2842072],[2842253],[2844546],[2844693],[2845050],[2847587],[2847941],[2848334],[2848807],[2848990],[2849340],[2851836],[2852583],[2853056],[2853589],[2854209],[2854896],[2857408],[2858095],[2858196],[2858377],[2858642],[2858753],[2859516],[2860186],[2861079],[2861131],[2861447],[2862883],[2863666],[2863969],[2864105],[2864252],[2864609],[2866879],[2867318],[2867465],[2867822],[2868662],[2869135],[2870359],[2870713],[2871106],[2871579],[2871762],[2872112],[2872732],[2873419],[2874008],[2875261],[2875808],[2875860],[2876176],[2877612],[2878173],[2878225],[2878541],[2879380],[2879884],[2880760],[2880964],[2881063],[2881199],[2881346],[2881703],[2882543],[2883016],[2883386],[2884371],[2884423],[2884806],[2886059],[2886263],[2886495],[2887348],[2888295],[2888347],[2888464],[2888663],[2889502],[2890006],[2890198],[2890949],[2892054],[2892106],[2892223],[2892524],[2893655],[2893670],[2894508],[2894523],[2895624],[2896235],[2896250],[2896552],[2896567],[2898633],[2898648] ] cell #5845 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2412752],[2467210],[2493946],[2533278],[2542203],[2558383],[2565933],[2600971],[2603228],[2607936],[2609049],[2627198],[2639114],[2648077],[2651042],[2652050],[2659600],[2661902],[2666063],[2672974],[2676556],[2686661],[2692558],[2701133],[2702802],[2705376],[2707938],[2711972],[2714339],[2715488],[2717304],[2721939],[2724508],[2732329],[2734676],[2737738],[2741467],[2745049],[2745111],[2746286],[2748693],[2749840],[2755154],[2757268],[2758937],[2761931],[2764558],[2770515],[2771101],[2771163],[2773084],[2774231],[2774774],[2779068],[2780100],[2781389],[2781637],[2781954],[2783668],[2784494],[2789458],[2791805],[2791867],[2793042],[2795611],[2796899],[2801812],[2802766],[2803014],[2803613],[2804439],[2808731],[2810246],[2811358],[2812201],[2813021],[2813171],[2817315],[2817901],[2817963],[2818347],[2819636],[2819884],[2821031],[2822963],[2823569],[2826768],[2827140],[2827734],[2828573],[2829022],[2829172],[2832251],[2833217],[2834505],[2835329],[2836857],[2839418],[2840372],[2840620],[2840933],[2841219],[2842045],[2842888],[2843775],[2844083],[2845065],[2846472],[2847509],[2847873],[2848310],[2848916],[2849433],[2851758],[2852559],[2853165],[2854131],[2856364],[2856736],[2857330],[2858169],[2858618],[2858768],[2859442],[2860896],[2861515],[2861823],[2862805],[2863334],[2863642],[2864624],[2866031],[2866547],[2866855],[2867837],[2869244],[2870281],[2870567],[2870645],[2871082],[2871688],[2872205],[2872654],[2874310],[2874929],[2875237],[2875625],[2876244],[2876552],[2877534],[2877820],[2877990],[2878609],[2878917],[2879899],[2880428],[2880736],[2880886],[2881718],[2883125],[2884188],[2885108],[2885727],[2886035],[2886185],[2886797],[2887416],[2887724],[2888112],[2888127],[2888731],[2889039],[2890021],[2890307],[2890738],[2891871],[2891886],[2893037],[2893957],[2894576],[2894884],[2895034],[2895378],[2895393],[2896798],[2897931],[2897946],[2899369],[2899384] ] cell #5846 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1544704],[1707076],[1816042],[1897678],[1931612],[2009731],[2048289],[2076408],[2092279],[2122147],[2159170],[2179160],[2199885],[2225377],[2228146],[2250919],[2280787],[2297158],[2300453],[2323113],[2346556],[2355688],[2372048],[2374817],[2389732],[2409780],[2413075],[2431011],[2434306],[2442056],[2456966],[2466098],[2473352],[2487826],[2491295],[2510258],[2516902],[2520197],[2530306],[2533601],[2541351],[2542990],[2560858],[2563682],[2580377],[2586440],[2587719],[2594851],[2598320],[2604964],[2608259],[2609172],[2624807],[2635091],[2640694],[2646975],[2648290],[2654525],[2657349],[2662025],[2663412],[2664691],[2667198],[2678136],[2689136],[2692681],[2693918],[2700179],[2705547],[2706956],[2712256],[2713237],[2714552],[2724631],[2725868],[2734847],[2736256],[2738022],[2738862],[2748816],[2750053],[2754372],[2756314],[2764842],[2765682],[2773207],[2774444],[2774837],[2775659],[2784778],[2785618],[2796962],[2797784],[2804723],[2805563],[2806067],[2813084],[2813906],[2823983],[2829085],[2829907],[2836754],[2844146],[2849330],[2861121] ] cell #5847 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2566276],[2609895],[2629673],[2659943],[2667189],[2678825],[2684270],[2710413],[2712247],[2715831],[2716787],[2729402],[2738013],[2744362],[2746629],[2747318],[2752763],[2754564],[2757629],[2762366],[2764833],[2771709],[2775851],[2781760],[2782997],[2784769],[2786531],[2789476],[2791118],[2791976],[2793385],[2796277],[2797976],[2803137],[2804714],[2806743],[2809166],[2811633],[2811642],[2812482],[2814098],[2814860],[2818509],[2820007],[2821244],[2823026],[2824659],[2828400],[2828848],[2828857],[2830099],[2830861],[2831240],[2833883],[2834568],[2835390],[2835582],[2835764],[2836920],[2837430],[2840743],[2842320],[2842329],[2843169],[2844683],[2845461],[2848373],[2848977],[2849169],[2849496],[2850006],[2852622],[2853579],[2854255],[2854797],[2855353],[2855431],[2857996],[2858444],[2858453],[2858681],[2859503],[2859695],[2860457],[2861547],[2861886],[2863705],[2863930],[2864242],[2864748],[2865020],[2865098],[2866918],[2867455],[2868233],[2868701],[2869658],[2871145],[2871749],[2871941],[2872102],[2872268],[2872778],[2873320],[2873891],[2874040],[2874535],[2875300],[2875850],[2876061],[2876276],[2876615],[2876911],[2878215],[2878641],[2878980],[2879517],[2880799],[2881024],[2881336],[2881842],[2882114],[2882192],[2882582],[2883489],[2883769],[2883918],[2884413],[2884689],[2884838],[2885333],[2886098],[2886378],[2886527],[2887022],[2887787],[2888337],[2888503],[2888548],[2888763],[2889102],[2889398],[2889639],[2890552],[2890832],[2890981],[2891172],[2891452],[2891601],[2892096],[2892262],[2892338],[2892618],[2892767],[2893262],[2893538],[2893687],[2893765],[2894182],[2894947],[2895438],[2895838],[2896118],[2896267],[2896345],[2896612],[2896892],[2897041],[2897232],[2897239],[2897512],[2897661],[2898156],[2898322],[2898487],[2898938],[2898945],[2899429],[2899829],[2900109],[2900258],[2900336],[2900474],[2900481],[2900999],[2901450],[2901457],[2901973],[2901980] ] cell #5848 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2700227],[2756362],[2785666],[2805611],[2813249],[2829250],[2836881],[2843217],[2845143],[2849457],[2858846],[2861847],[2867915],[2872229],[2878941], [2494898,2736443],[2543093,2759171],[2566270,2885291],[2567049,2774589],[2587906,2590043],[2601923,2707143],[2609589,2717444],[2609886,2793515],[2629680,2891569],[2629924,2805502],[2648435,2650342],[2659937,2894140],[2660716,2750198],[2664878,2667015],[2667116,2820903],[2667553,2759049],[2678873,2863454],[2682142,2828929],[2684318,2885343],[2700118,2701745],[2710420,2897629],[2710664,2785557],[2712145,2840807],[2714697,2716604],[2715825,2898114],[2716735,2792989],[2718952,2843895],[2720971,2797587],[2729450,2876364],[2737911,2851503],[2742746,2743092],[2746623,2899615],[2747366,2855441],[2750635,2812928],[2752811,2894192],[2754488,2818139],[2756253,2757880],[2757636,2900226],[2762414,2861635],[2764731,2862550],[2769547,2829710],[2771757,2865108],[2775462,2778100],[2775775,2831873],[2776081,2831328],[2781754,2901160],[2783004,2901145],[2784667,2870026],[2786579,2888851],[2789502,2789848],[2792024,2898166],[2793379,2898283],[2796325,2874545],[2797900,2846094],[2798206,2845549],[2800414,2847659],[2803131,2891584],[2804612,2877279],[2806769,2807333],[2809214,2878729],[2811531,2879644],[2811649,2879977],[2812530,2893272],[2813709,2816347],[2814022,2855986],[2818557,2882202],[2820001,2900241],[2821251,2895112],[2823191,2883886],[2824685,2825249],[2826390,2863219],[2828448,2864774],[2828746,2885460],[2828864,2864702],[2830023,2865653],[2833931,2887032],[2834733,2897009],[2835430,2887748],[2835506,2868866],[2835812,2868321],[2837456,2838020],[2840737,2897644],[2842218,2889766],[2842336,2890099],[2844810,2874493],[2846922,2847254],[2848538,2876129],[2849017,2876576],[2849093,2876780],[2850032,2850596],[2852787,2892735],[2853706,2893220],[2854281,2854845],[2858044,2881868],[2858342,2894309],[2858460,2881796],[2859543,2894908],[2859619,2882747],[2864037,2864369],[2867582,2886980],[2871310,2888616],[2871789,2889063],[2871865,2889267],[2872804,2873368],[2881131,2881463] ] cell #5849 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1960617],[2076016],[2177077],[2185626],[2240481],[2279453],[2306897],[2337597],[2358122],[2361610],[2373297],[2398462],[2416031],[2419519],[2425922],[2440750],[2448007],[2473484],[2476222],[2480970],[2495550],[2500025],[2504327],[2518988],[2525217],[2536557],[2540045],[2548477],[2553440],[2563814],[2566350],[2566455],[2566552],[2567651],[2571300],[2580509],[2583247],[2587995],[2592389],[2602575],[2607050],[2614358],[2624939],[2627666],[2629385],[2629761],[2629827],[2630596],[2632629],[2642144],[2647107],[2649845],[2657481],[2660017],[2660122],[2660219],[2661318],[2664967],[2667667],[2670501],[2680582],[2681963],[2682740],[2684226],[2684533],[2695098],[2699487],[2705679],[2708406],[2710125],[2710501],[2710567],[2711336],[2713369],[2715905],[2716010],[2716107],[2717206],[2718282],[2727838],[2728968],[2730916],[2734979],[2738994],[2743690],[2744528],[2746703],[2746808],[2749075],[2750456],[2751233],[2752719],[2753026],[2755622],[2757341],[2757717],[2757783],[2758552],[2759663],[2765814],[2768418],[2773466],[2775411],[2776779],[2781181],[2782709],[2783085],[2783151],[2784967],[2786097],[2788045],[2789669],[2790446],[2791284],[2791932],[2792239],[2793918],[2797536],[2798904],[2804912],[2806463],[2806936],[2807596],[2810185],[2812438],[2812745],[2815026],[2815218],[2818075],[2819428],[2820023],[2824379],[2824852],[2825512],[2831027],[2831524],[2831734],[2831809],[2834438],[2836267],[2837623],[2838283],[2840791],[2845745],[2845955],[2846030],[2850199],[2850859],[2851412],[2851487],[2853521],[2855847],[2855922],[2862459],[2862534],[2865514],[2865589],[2866599],[2869935],[2870010],[2874981],[2876042],[2877188],[2877263],[2880480],[2884952],[2885779],[2891342] ] cell #5850 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1800941],[1955500],[2055537],[2129395],[2159804],[2228780],[2262725],[2288035],[2301087],[2326336],[2358113],[2375451],[2392741],[2413709],[2416022],[2434940],[2460189],[2473608],[2476213],[2494304],[2513267],[2520831],[2534235],[2536548],[2548468],[2563938],[2566543],[2580633],[2583238],[2589449],[2601329],[2608893],[2614308],[2625063],[2627657],[2642135],[2647231],[2649836],[2657605],[2660210],[2666421],[2667832],[2680573],[2682690],[2695048],[2699478],[2700435],[2705803],[2708397],[2713493],[2716098],[2716850],[2727788],[2735103],[2739118],[2743640],[2744519],[2749066],[2751183],[2754627],[2755613],[2756570],[2758543],[2765938],[2773457],[2775914],[2776770],[2781131],[2784917],[2785874],[2789660],[2790396],[2791275],[2798039],[2798895],[2804862],[2805819],[2806927],[2807546],[2814161],[2815017],[2818018],[2819378],[2824843],[2825462],[2830162],[2831018],[2831474],[2831752],[2837614],[2838233],[2845695],[2845973],[2850190],[2850809],[2851205],[2855587],[2855865],[2862252],[2865254],[2865532],[2869728],[2874179],[2876981],[2883641] ] cell #5851 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2152622],[2283792],[2288685],[2364001],[2381414],[2421910],[2445363],[2459230],[2466270],[2497381],[2506217],[2522821],[2535678],[2542436],[2551205],[2555330],[2566336],[2568904],[2577044],[2591762],[2594279],[2602904],[2604406],[2616362],[2620245],[2629717],[2630394],[2632002],[2634519],[2638790],[2644872],[2648997],[2654016],[2660003],[2662571],[2671536],[2671555],[2671605],[2673236],[2676232],[2684251],[2684744],[2685739],[2688627],[2691437],[2697102],[2700985],[2702215],[2705052],[2710457],[2711134],[2712742],[2715259],[2715891],[2720440],[2723387],[2729656],[2729675],[2729725],[2731356],[2731784],[2732181],[2734352],[2740029],[2740048],[2740098],[2741729],[2744725],[2745694],[2746689],[2747572],[2752744],[2753237],[2754232],[2757120],[2757673],[2758350],[2767461],[2767480],[2767530],[2769016],[2770688],[2770777],[2771963],[2777569],[2780516],[2780535],[2780585],[2782216],[2782644],[2783041],[2786785],[2786804],[2786854],[2788485],[2788913],[2789310],[2791481],[2791957],[2792450],[2793445],[2793459],[2794788],[2800156],[2800946],[2802411],[2810702],[2811185],[2811235],[2812374],[2812463],[2814261],[2814280],[2814330],[2815816],[2817488],[2817577],[2818763],[2818782],[2818832],[2820463],[2820891],[2820956],[2821288],[2821746],[2827106],[2830262],[2830281],[2830331],[2832394],[2832413],[2832463],[2834463],[2835281],[2835928],[2837762],[2838552],[2840017],[2840872],[2841389],[2841872],[2841922],[2843061],[2843150],[2843741],[2846615],[2846634],[2846684],[2850338],[2851342],[2851437],[2851568],[2851996],[2853503],[2856526],[2856576],[2856702],[2858576],[2859394],[2860041],[2862389],[2862484],[2862615],[2863043],[2866193],[2866243],[2866513],[2866581],[2866718],[2869960],[2870091],[2870519],[2872026],[2874895],[2874963],[2875100],[2877213],[2877344],[2877772],[2878071],[2880462],[2880599],[2884269],[2884977],[2885761],[2885898],[2888193],[2891324],[2891952] ] cell #5852 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2186678],[2287671],[2373662],[2381321],[2426287],[2459087],[2481335],[2506074],[2522865],[2525582],[2535390],[2555187],[2568948],[2571665],[2576756],[2588360],[2594136],[2614378],[2616406],[2619957],[2630961],[2634376],[2637775],[2648854],[2653728],[2662615],[2665332],[2671625],[2675217],[2682760],[2684586],[2684672],[2684788],[2685596],[2688339],[2695118],[2697146],[2700697],[2704037],[2711701],[2715116],[2720407],[2727858],[2729745],[2730945],[2731215],[2731270],[2731893],[2733337],[2740118],[2743710],[2745738],[2751253],[2753079],[2753165],[2753281],[2754089],[2756832],[2758917],[2760816],[2767550],[2768660],[2768983],[2770012],[2770212],[2777536],[2780605],[2784987],[2786874],[2788074],[2788344],[2788399],[2789022],[2790466],[2792292],[2792378],[2792494],[2793302],[2794459],[2800123],[2801002],[2802142],[2804932],[2807616],[2810669],[2811255],[2812798],[2812884],[2814350],[2815460],[2815783],[2816812],[2817012],[2818852],[2820052],[2820322],[2820377],[2821000],[2822026],[2825532],[2827184],[2830351],[2832065],[2832483],[2835248],[2836296],[2836566],[2836621],[2837729],[2838608],[2839748],[2841033],[2841356],[2841942],[2842385],[2842585],[2843982],[2846286],[2846704],[2850305],[2851622],[2851858],[2851963],[2853550],[2854975],[2855175],[2856596],[2856780],[2858632],[2859361],[2859772],[2862669],[2862905],[2863010],[2866263],[2866628],[2866754],[2866869],[2868206],[2869301],[2870381],[2870486],[2872104],[2875010],[2875136],[2875251],[2877634],[2877739],[2878042],[2878217],[2879201],[2880509],[2880750],[2884240],[2884415],[2885808],[2886049],[2886405],[2888164],[2888339],[2890859],[2891371],[2891923],[2892098],[2893565],[2895783],[2896145],[2898728] ] cell #5853 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [2041416],[2181672],[2269116],[2332727],[2358638],[2416547],[2444989],[2466580],[2476738],[2497007],[2522858],[2537073],[2550831],[2567068],[2568941],[2583763],[2604032],[2614452],[2616399],[2630020],[2644498],[2650361],[2660735],[2662608],[2671618],[2682834],[2684781],[2695192],[2697139],[2701841],[2710760],[2716623],[2720375],[2727932],[2729738],[2740111],[2743784],[2745731],[2751327],[2753274],[2757976],[2759068],[2767543],[2768951],[2777504],[2780598],[2781275],[2785061],[2786867],[2790540],[2792487],[2793085],[2800091],[2805006],[2807690],[2810637],[2811248],[2814343],[2815751],[2818390],[2818845],[2819522],[2820993],[2825606],[2830344],[2832294],[2832476],[2835216],[2837697],[2838377],[2841026],[2841324],[2841935],[2846515],[2846697],[2850273],[2850953],[2851851],[2851931],[2856407],[2856589],[2858592],[2859329],[2862898],[2862978],[2866074],[2866256],[2866490],[2866829],[2870374],[2870454],[2874872],[2875211],[2877627],[2877707],[2877942],[2880371],[2880710],[2884140],[2885670],[2886009],[2888064],[2890503],[2891823],[2895223] ] cell #5854 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2352348],[2462758],[2467205],[2527590],[2542201],[2573673],[2592097],[2603226],[2609051],[2632337],[2639112],[2651901],[2661904],[2667340],[2673571],[2676554],[2684573],[2686512],[2692560],[2703555],[2705374],[2711983],[2713077],[2721790],[2724510],[2731182],[2731691],[2732855],[2734674],[2737749],[2742064],[2745047],[2748695],[2753066],[2755005],[2761423],[2761435],[2761467],[2762550],[2764569],[2770018],[2770366],[2771099],[2773086],[2775090],[2778919],[2781639],[2782551],[2784505],[2788311],[2788820],[2789984],[2791803],[2792279],[2795323],[2797215],[2801304],[2801316],[2801348],[2802431],[2802738],[2803016],[2804450],[2808223],[2808235],[2808267],[2809350],[2811369],[2812052],[2812785],[2813337],[2816818],[2817166],[2817899],[2819886],[2820289],[2820798],[2826478],[2826490],[2826522],[2827446],[2828526],[2828584],[2829338],[2832929],[2834821],[2834833],[2834865],[2835948],[2836255],[2836533],[2838910],[2838922],[2838954],[2840037],[2840344],[2840622],[2842056],[2842391],[2842739],[2843472],[2843485],[2844229],[2847391],[2847884],[2848752],[2853843],[2854139],[2854171],[2854923],[2854981],[2856074],[2856086],[2856118],[2857042],[2858122],[2858180],[2858934],[2858946],[2858978],[2860061],[2860368],[2860409],[2860646],[2860907],[2863921],[2865741],[2865753],[2865785],[2867001],[2867013],[2867045],[2868212],[2868670],[2869080],[2870163],[2870656],[2871524],[2872073],[2872366],[2872662],[2872694],[2873446],[2873504],[2873882],[2875383],[2875395],[2875427],[2877416],[2878001],[2878048],[2878118],[2878350],[2879196],[2880894],[2880926],[2881015],[2882093],[2882551],[2882961],[2884199],[2884246],[2884316],[2884548],[2886193],[2886225],[2886369],[2886400],[2886459],[2888170],[2888240],[2888472],[2889318],[2890823],[2890854],[2890913],[2891929],[2891999],[2892231],[2892377],[2893560],[2893619],[2895477],[2895789],[2896140],[2896199],[2897271],[2898723],[2898977] ] cell #5855 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1712051],[1837564],[1950494],[1959561],[2023086],[2067052],[2099220],[2135317],[2163342],[2176540],[2206870],[2232318],[2239944],[2257860],[2266487],[2306360],[2322878],[2324580],[2330098],[2334046],[2353541],[2361073],[2378989],[2394911],[2412832],[2412963],[2414410],[2418982],[2440213],[2444456],[2456731],[2458433],[2463951],[2474481],[2493506],[2494120],[2495013],[2496474],[2515437],[2522923],[2533358],[2533489],[2534936],[2539508],[2541116],[2542818],[2546194],[2562553],[2562633],[2564811],[2565842],[2569006],[2581506],[2590904],[2600531],[2601145],[2602038],[2603499],[2608016],[2608147],[2609594],[2611025],[2611105],[2616464],[2625383],[2626484],[2639861],[2651122],[2651253],[2656220],[2656300],[2658478],[2659509],[2662673],[2665623],[2666237],[2667130],[2668766],[2671944],[2677303],[2679487],[2684846],[2691765],[2691845],[2697204],[2702362],[2702976],[2706123],[2707224],[2712108],[2712188],[2715397],[2720617],[2723715],[2723795],[2726886],[2730064],[2735423],[2737259],[2737874],[2737954],[2740437],[2742858],[2745796],[2746195],[2747980],[2753339],[2754440],[2764079],[2764694],[2764774],[2769193],[2770223],[2772371],[2775574],[2775727],[2777746],[2779839],[2780924],[2784015],[2784630],[2784710],[2787193],[2792552],[2796666],[2797699],[2797852],[2802214],[2803960],[2804575],[2804655],[2806644],[2810879],[2811574],[2813821],[2813974],[2815993],[2817023],[2819171],[2823698],[2824560],[2828789],[2829822],[2829975],[2834272],[2835458],[2837331],[2839820],[2841566],[2842261],[2842596],[2844559],[2847771],[2849045],[2849907],[2853294],[2855186],[2858385],[2859571],[2859844],[2863817],[2864118],[2867331],[2869373],[2871817],[2875821],[2879393],[2881212] ] cell #5856 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2566274],[2609890],[2629678],[2648104],[2659941],[2667151],[2671864],[2679407],[2684294],[2710418],[2712209],[2714366],[2715829],[2716756],[2729984],[2737975],[2740357],[2746627],[2747900],[2749867],[2752787],[2754533],[2757634],[2764795],[2772291],[2774258],[2775820],[2780844],[2781758],[2783002],[2783695],[2784731],[2787113],[2789485],[2792000],[2793383],[2796586],[2797945],[2803135],[2803640],[2804676],[2806752],[2811494],[2811595],[2811647],[2812506],[2813161],[2814067],[2819091],[2820005],[2821058],[2821249],[2823050],[2823596],[2824668],[2828709],[2828810],[2828862],[2829162],[2830068],[2831247],[2834192],[2834592],[2835305],[2835408],[2835551],[2836849],[2837439],[2840741],[2841246],[2842181],[2842282],[2842334],[2843193],[2844698],[2845055],[2845468],[2848397],[2848943],[2848995],[2849138],[2849425],[2850015],[2852646],[2853192],[2853594],[2854156],[2854264],[2855360],[2858305],[2858406],[2858458],[2858705],[2858758],[2859418],[2859521],[2859664],[2861452],[2861554],[2861815],[2863729],[2863974],[2864257],[2864614],[2864757],[2865027],[2866942],[2867470],[2867827],[2868240],[2869271],[2870543],[2871169],[2871715],[2871767],[2871910],[2872117],[2872197],[2872679],[2872787],[2873709],[2874013],[2874047],[2874267],[2875324],[2875865],[2876086],[2876181],[2876283],[2876544],[2877796],[2878230],[2878546],[2878648],[2878909],[2879889],[2880823],[2880911],[2881068],[2881351],[2881708],[2881851],[2882121],[2883152],[2883254],[2883564],[2884428],[2884811],[2884845],[2885065],[2886122],[2886210],[2886500],[2886534],[2886754],[2887353],[2887716],[2888308],[2888352],[2888573],[2888668],[2888770],[2889031],[2889515],[2890011],[2890954],[2890988],[2891247],[2892067],[2892111],[2892413],[2892537],[2892994],[2893660],[2893694],[2893914],[2894513],[2894876],[2895513],[2895637],[2896240],[2896274],[2896557],[2897307],[2897888],[2898638],[2899013],[2899219],[2900559] ] cell #5857 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1960615],[2076014],[2177075],[2185622],[2240479],[2279449],[2306895],[2337593],[2361608],[2373264],[2398458],[2419517],[2425889],[2440748],[2448003],[2480937],[2495548],[2500021],[2503407],[2518984],[2525184],[2540043],[2552520],[2566453],[2567647],[2571267],[2587962],[2591469],[2602573],[2607046],[2615100],[2629759],[2629823],[2630563],[2631709],[2646187],[2652019],[2660120],[2661314],[2664934],[2667665],[2670057],[2681930],[2683482],[2684224],[2684534],[2686630],[2695840],[2710499],[2710563],[2711303],[2712449],[2716008],[2717202],[2718249],[2721908],[2728177],[2728966],[2730917],[2738550],[2746806],[2750423],[2751975],[2752717],[2753027],[2755123],[2757715],[2757779],[2758519],[2759661],[2761711],[2765370],[2766825],[2768419],[2770257],[2770484],[2775378],[2779037],[2783083],[2783147],[2785306],[2786095],[2788046],[2789636],[2791930],[2792240],[2793919],[2795453],[2797503],[2799542],[2801592],[2802174],[2805251],[2806461],[2806903],[2808511],[2812170],[2812436],[2812746],[2813625],[2815219],[2817057],[2817284],[2818073],[2820024],[2824377],[2824819],[2827576],[2829626],[2831525],[2831807],[2833059],[2834436],[2835109],[2836268],[2837148],[2837590],[2839198],[2839780],[2840792],[2842630],[2842857],[2845349],[2845746],[2846028],[2849724],[2850166],[2851410],[2851488],[2853522],[2853973],[2854415],[2855220],[2855920],[2857172],[2859222],[2859804],[2861985],[2862457],[2862535],[2864908],[2865587],[2866600],[2868121],[2868800],[2869333],[2869933],[2870011],[2872496],[2872938],[2874372],[2874982],[2876714],[2877186],[2877264],[2879079],[2879259],[2880481],[2882002],[2882681],[2884950],[2885170],[2885780],[2886859],[2889201],[2891305],[2891343],[2894019] ] cell #5858 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [2041422],[2181678],[2269122],[2332733],[2358644],[2416553],[2444992],[2466586],[2476744],[2497010],[2522856],[2537079],[2550834],[2567074],[2568939],[2583769],[2604035],[2614455],[2616397],[2630023],[2644501],[2650367],[2660741],[2662606],[2671616],[2682837],[2684779],[2695195],[2697137],[2701844],[2710763],[2716629],[2720343],[2727935],[2729736],[2740109],[2743787],[2745729],[2751330],[2753272],[2757979],[2759074],[2767541],[2768919],[2777472],[2780596],[2781278],[2785064],[2786865],[2790543],[2792485],[2793088],[2800059],[2805009],[2807693],[2810605],[2811246],[2814341],[2815719],[2818393],[2818843],[2819525],[2820991],[2825609],[2830342],[2832297],[2832474],[2835184],[2837665],[2838380],[2841024],[2841292],[2841933],[2846518],[2846695],[2850241],[2850956],[2851849],[2851899],[2856410],[2856587],[2858589],[2859297],[2862896],[2862946],[2866077],[2866254],[2866397],[2866826],[2870372],[2870422],[2874779],[2875208],[2877625],[2877675],[2877886],[2880278],[2880707],[2884084],[2885577],[2886006],[2888008],[2890457],[2891767],[2895198] ] cell #5859 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2517992],[2606054],[2609885],[2655551],[2667149],[2690162],[2703794],[2712207],[2716757],[2733094],[2737973],[2747245],[2754534],[2758655],[2762789],[2764793],[2770242],[2771636],[2775821],[2783523],[2784729],[2789493],[2790223],[2796204],[2797946],[2802308],[2802670],[2803468],[2804674],[2806760],[2809589],[2811593],[2814068],[2817042],[2818436],[2822741],[2822765],[2822843],[2823424],[2824676],[2826042],[2828093],[2828327],[2828808],[2830069],[2831423],[2833810],[2835552],[2836187],[2837447],[2839914],[2840276],[2841074],[2842280],[2842615],[2844531],[2845644],[2848088],[2848112],[2848190],[2848771],[2848962],[2849139],[2850023],[2852337],[2852361],[2852439],[2853020],[2854272],[2854724],[2855205],[2855536],[2855638],[2857689],[2857923],[2858404],[2859665],[2859938],[2860300],[2863549],[2863573],[2864090],[2864715],[2864765],[2865203],[2865305],[2867303],[2868416],[2868440],[2868518],[2869099],[2869290],[2869467],[2870860],[2870884],[2870962],[2871543],[2871734],[2871911],[2872795],[2873013],[2873247],[2873728],[2873743],[2874128],[2874647],[2875793],[2876094],[2876523],[2879365],[2879551],[2879629],[2879990],[2880040],[2880643],[2880667],[2881184],[2881809],[2881859],[2882297],[2882321],[2882399],[2882980],[2883171],[2883214],[2883348],[2883572],[2883804],[2885004],[2885445],[2885942],[2885966],[2886615],[2886639],[2887134],[2887266],[2887469],[2887695],[2888280],[2888581],[2889010],[2889381],[2889487],[2889673],[2889751],[2890112],[2890162],[2890419],[2890566],[2891069],[2891093],[2891487],[2892039],[2892421],[2892471],[2892509],[2892653],[2892933],[2893799],[2893853],[2894294],[2894426],[2894629],[2894855],[2895521],[2895571],[2895609],[2895743],[2895852],[2896379],[2896479],[2896517],[2896626],[2897365],[2897403],[2897547],[2897827],[2898560],[2898598],[2898698],[2899071],[2899109],[2899189],[2899734],[2899843],[2900529],[2900815],[2901210],[2901862] ] cell #5860 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1712045],[1837561],[1950491],[1959565],[2023083],[2067056],[2099217],[2135321],[2163339],[2176578],[2206874],[2232315],[2239982],[2257857],[2266491],[2306398],[2324577],[2330102],[2334118],[2353545],[2361111],[2378986],[2394983],[2412960],[2414414],[2419020],[2440251],[2444528],[2458430],[2463955],[2474553],[2494115],[2494124],[2495051],[2496546],[2515509],[2522995],[2533486],[2534940],[2539546],[2542815],[2546266],[2562671],[2564883],[2565844],[2566341],[2569078],[2581578],[2601140],[2601149],[2602076],[2603571],[2608144],[2609598],[2611143],[2616536],[2625455],[2626486],[2629327],[2639933],[2651250],[2656338],[2658550],[2659511],[2660008],[2662745],[2666232],[2666241],[2667168],[2668768],[2671982],[2677375],[2679525],[2681818],[2684918],[2691883],[2697276],[2702971],[2702980],[2706195],[2707226],[2710067],[2712226],[2715399],[2715896],[2718137],[2720619],[2723833],[2726888],[2730102],[2735495],[2737261],[2737992],[2740475],[2745868],[2746197],[2746694],[2748018],[2750311],[2753411],[2754442],[2757283],[2764081],[2764812],[2769195],[2770261],[2772409],[2775266],[2775729],[2777748],[2779841],[2780962],[2782651],[2784017],[2784748],[2787231],[2789524],[2792624],[2796704],[2797391],[2797854],[2802216],[2803962],[2804693],[2806646],[2806791],[2810115],[2810881],[2811612],[2813976],[2815995],[2817061],[2819209],[2823700],[2824562],[2824707],[2828827],[2829977],[2831664],[2834310],[2835460],[2837333],[2837478],[2839822],[2841568],[2842299],[2842634],[2844561],[2845885],[2849047],[2849909],[2850054],[2853296],[2855224],[2855777],[2858423],[2859573],[2859846],[2863819],[2864120],[2865444],[2867333],[2869375],[2871819],[2875823],[2875972],[2879395],[2881214] ] cell #5861 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [2041413],[2181669],[2269113],[2332724],[2358635],[2416544],[2444929],[2466577],[2476735],[2496947],[2522808],[2537070],[2550771],[2567065],[2568891],[2583760],[2603972],[2614421],[2616349],[2629960],[2644438],[2650358],[2660732],[2662558],[2671592],[2682803],[2684731],[2695161],[2697089],[2701781],[2710700],[2716620],[2720374],[2727901],[2729712],[2740085],[2743753],[2745681],[2751296],[2753224],[2757916],[2759065],[2767517],[2768950],[2777503],[2780572],[2781244],[2785030],[2786841],[2790509],[2792437],[2793025],[2800090],[2804975],[2807659],[2810636],[2811222],[2814317],[2815750],[2818175],[2818819],[2819491],[2820943],[2825575],[2830318],[2831909],[2832450],[2835215],[2837696],[2838346],[2840859],[2841323],[2841909],[2846130],[2846671],[2850272],[2850922],[2851555],[2851930],[2856022],[2856563],[2858494],[2859328],[2862602],[2862977],[2865689],[2866230],[2866489],[2866636],[2870078],[2870453],[2874871],[2875018],[2877331],[2877706],[2877934],[2880370],[2880517],[2884132],[2885669],[2885816],[2888056],[2890502],[2891815],[2895215] ] cell #5862 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2517996],[2606058],[2655555],[2690166],[2703798],[2717468],[2733098],[2747287],[2758533],[2758659],[2761599],[2762793],[2766713],[2770208],[2771678],[2783554],[2789650],[2790227],[2792978],[2796246],[2801480],[2802284],[2802674],[2803499],[2806917],[2808399],[2809593],[2813513],[2817008],[2818128],[2818478],[2822780],[2823455],[2824833],[2828124],[2828369],[2829514],[2831862],[2833852],[2834997],[2836191],[2837604],[2839086],[2839890],[2840280],[2840756],[2841105],[2842581],[2844541],[2845237],[2846083],[2848127],[2848802],[2850180],[2851452],[2852376],[2853051],[2854158],[2854303],[2854429],[2854766],[2855171],[2855975],[2857720],[2857965],[2859110],[2859914],[2860304],[2861426],[2861457],[2862499],[2863588],[2864100],[2864796],[2864922],[2865642],[2866458],[2867313],[2868009],[2868455],[2868657],[2868855],[2868902],[2869130],[2869443],[2869975],[2870899],[2871574],[2872681],[2872826],[2872952],[2873044],[2873289],[2873694],[2873747],[2874254],[2874840],[2875803],[2876155],[2876186],[2876769],[2876816],[2877228],[2878520],[2878551],[2879375],[2879593],[2879696],[2880071],[2880339],[2880682],[2880913],[2881194],[2881890],[2882016],[2882336],[2882538],[2882736],[2882783],[2883011],[2883256],[2883324],[2884785],[2884816],[2885052],[2885409],[2885512],[2885638],[2885981],[2886212],[2886654],[2886741],[2887327],[2887358],[2887505],[2888290],[2888310],[2888459],[2888642],[2888673],[2889256],[2889303],[2889497],[2889517],[2889715],[2889818],[2890193],[2890471],[2891108],[2891234],[2891381],[2891658],[2892049],[2892069],[2892218],[2892519],[2892539],[2892981],[2893634],[2893665],[2893901],[2894258],[2894361],[2894487],[2894518],[2894665],[2895163],[2895619],[2895639],[2895799],[2896214],[2896245],[2896531],[2896562],[2897294],[2897441],[2897718],[2897875],[2898361],[2898612],[2898643],[2899000],[2899154],[2899206],[2899790],[2900494],[2900546],[2900873],[2901695] ] cell #5863 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1712053],[1837636],[1950636],[1959628],[2023228],[2067187],[2099362],[2118067],[2135452],[2163484],[2176542],[2207005],[2224295],[2232460],[2239946],[2258002],[2266622],[2276707],[2306362],[2322134],[2324722],[2330233],[2334048],[2353676],[2361075],[2370966],[2379131],[2380121],[2394913],[2407903],[2413825],[2414545],[2418984],[2440215],[2443665],[2444458],[2455987],[2458575],[2464086],[2465016],[2468901],[2474483],[2494905],[2495015],[2496476],[2515439],[2520947],[2521667],[2522925],[2528429],[2534351],[2535071],[2539510],[2540372],[2542960],[2546196],[2562635],[2564813],[2566476],[2569008],[2575926],[2581508],[2590050],[2590160],[2601930],[2602040],[2603087],[2603501],[2609009],[2609729],[2611107],[2616466],[2619127],[2625385],[2626501],[2638973],[2639863],[2645928],[2649769],[2656302],[2658480],[2660143],[2662675],[2667022],[2667132],[2668783],[2671946],[2676415],[2677305],[2679489],[2684848],[2691847],[2692182],[2697206],[2698322],[2705235],[2706125],[2707241],[2712190],[2716031],[2720634],[2723797],[2724132],[2726903],[2730066],[2734535],[2735425],[2737276],[2737549],[2737956],[2740439],[2745798],[2747982],[2748317],[2753341],[2754457],[2764096],[2764369],[2764776],[2769210],[2770225],[2772373],[2772708],[2775744],[2777763],[2780926],[2784032],[2784305],[2784712],[2787195],[2792554],[2796668],[2797869],[2800757],[2802231],[2803977],[2804250],[2804657],[2810896],[2811576],[2813991],[2816010],[2817025],[2819173],[2823715],[2826914],[2828791],[2829992],[2834274],[2835475],[2839837],[2841583],[2842263],[2842598],[2844652],[2847096],[2849062],[2853311],[2855188],[2858387],[2859588],[2859861],[2864211],[2867424],[2869390],[2871834],[2879486],[2881305] ] cell #5864 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2412753],[2467211],[2493944],[2533279],[2542204],[2548857],[2559231],[2565962],[2600969],[2603229],[2607937],[2609047],[2628046],[2639115],[2642524],[2648106],[2651043],[2652898],[2659629],[2661900],[2666061],[2676557],[2687509],[2692556],[2699867],[2701134],[2702800],[2705377],[2708786],[2711964],[2714368],[2715517],[2717305],[2722384],[2724506],[2732330],[2734677],[2737730],[2744908],[2745050],[2745109],[2746315],[2748691],[2749869],[2756002],[2757269],[2758935],[2761960],[2764550],[2770960],[2771102],[2771161],[2773082],[2774260],[2774760],[2779513],[2780129],[2781261],[2781379],[2781635],[2783697],[2784486],[2789459],[2791664],[2791806],[2791865],[2793071],[2795592],[2796885],[2801841],[2802756],[2803012],[2803642],[2804431],[2808760],[2810227],[2811169],[2811350],[2813007],[2813152],[2817760],[2817902],[2817961],[2818376],[2819508],[2819626],[2819882],[2821060],[2822949],[2823598],[2826797],[2827130],[2827715],[2828565],[2829008],[2829153],[2832280],[2833198],[2834491],[2836843],[2838363],[2839447],[2840362],[2840618],[2840914],[2841248],[2841856],[2842037],[2843765],[2844069],[2845046],[2846501],[2847490],[2847865],[2848296],[2848945],[2849419],[2850939],[2851739],[2852545],[2853194],[2856393],[2856510],[2856726],[2857311],[2858161],[2858604],[2858749],[2860888],[2861505],[2861809],[2862786],[2863324],[2863628],[2864605],[2866060],[2866177],[2866537],[2866841],[2867818],[2869273],[2869868],[2870262],[2870637],[2871068],[2871717],[2872191],[2873711],[2874302],[2874919],[2875223],[2875617],[2876234],[2876538],[2877121],[2877515],[2877982],[2878599],[2878903],[2879880],[2880418],[2880722],[2881699],[2883154],[2883271],[2884060],[2884180],[2885100],[2885717],[2886021],[2886789],[2887406],[2887710],[2888104],[2888721],[2889025],[2889608],[2890002],[2890728],[2891863],[2892909],[2893029],[2893949],[2894566],[2894870],[2895370],[2896788],[2897923],[2899361] ] cell #5865 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2781155],[2819402],[2838257],[2850833],[2855716],[2865383],[2869819],[2873605],[2874725],[2877072],[2882477],[2884011],[2887212],[2889559],[2892860], [2323806,2732340],[2413689,2771154],[2442749,2701144],[2457659,2789469],[2494198,2802743],[2520811,2745102],[2534215,2817954],[2542044,2757279],[2562529,2827111],[2589343,2781366],[2601223,2840349],[2608873,2791858],[2609865,2717315],[2611001,2843746],[2645822,2810082],[2656196,2856707],[2666315,2819613],[2667812,2758928],[2667938,2667948],[2671840,2861486],[2679383,2863305],[2684519,2885281],[2691741,2866518],[2692076,2831631],[2712084,2840769],[2716744,2792943],[2717451,2717461],[2723691,2874900],[2724026,2845852],[2729960,2876215],[2731157,2891561],[2737850,2851465],[2740333,2878580],[2747876,2880399],[2748211,2855744],[2753012,2894130],[2754497,2818078],[2758476,2758482],[2764670,2862512],[2770119,2885262],[2772267,2885698],[2772602,2865411],[2775784,2831812],[2780820,2887387],[2784606,2869988],[2787089,2888702],[2788286,2897621],[2789574,2789580],[2792225,2898104],[2796562,2890709],[2797909,2846033],[2800651,2875939],[2804551,2877241],[2806841,2806847],[2811470,2879606],[2812731,2899605],[2814031,2855925],[2816919,2894111],[2819067,2894547],[2820264,2900218],[2822921,2895313],[2824757,2824763],[2826120,2884644],[2828685,2885422],[2830032,2865592],[2834168,2896769],[2835515,2868805],[2835638,2897183],[2836508,2901137],[2837528,2837534],[2842157,2889728],[2842492,2898085],[2843418,2890243],[2844603,2890640],[2847047,2875564],[2848268,2891407],[2849102,2876719],[2849225,2876513],[2850104,2850110],[2852517,2899304],[2854353,2854359],[2854446,2893452],[2855082,2899586],[2858281,2894271],[2859628,2882686],[2859751,2894845],[2860621,2883311],[2864162,2885047],[2864561,2864939],[2864846,2864852],[2867375,2896700],[2868596,2901080],[2868769,2897134],[2871040,2897467],[2871874,2889206],[2871997,2889000],[2872876,2872882],[2872969,2889958],[2876464,2876683],[2879437,2899517],[2881256,2893896],[2881655,2882033],[2881940,2881946],[2882650,2894796],[2888951,2889170] ] cell #5866 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2744386],[2791142],[2814884],[2830885],[2836944],[2849520],[2855446],[2860481],[2861910],[2865113],[2872292],[2874550],[2879004],[2882207],[2887037], [2413753,2774647],[2494838,2805921],[2520875,2648493],[2534279,2750256],[2566497,2830777],[2589983,2700537],[2601863,2785976],[2608937,2714755],[2609924,2717515],[2626565,2849259],[2629697,2891574],[2649790,2744278],[2660164,2814776],[2666955,2756672],[2667611,2667876],[2667894,2759111],[2668847,2860982],[2684507,2895913],[2698386,2779782],[2707305,2836683],[2710437,2897634],[2716052,2791034],[2716752,2792951],[2717141,2717384],[2720698,2874396],[2726967,2875711],[2731017,2891608],[2737340,2851142],[2737613,2806587],[2753000,2899904],[2754505,2818086],[2754521,2818029],[2757653,2900231],[2758467,2758497],[2764160,2862189],[2764433,2824503],[2769274,2885194],[2775792,2831820],[2775808,2831763],[2777827,2886883],[2783021,2901150],[2784096,2869665],[2784369,2837274],[2788146,2897668],[2789565,2789614],[2792213,2901525],[2797917,2846041],[2797933,2845984],[2804041,2876918],[2804314,2849850],[2806832,2806881],[2810960,2879283],[2811666,2899628],[2812719,2902058],[2814039,2855933],[2814055,2855876],[2816074,2894043],[2820124,2900265],[2821268,2895059],[2823779,2883925],[2824748,2824797],[2826978,2863760],[2828881,2885304],[2830040,2865600],[2830056,2865543],[2835523,2868813],[2835539,2868756],[2835626,2887811],[2836368,2897048],[2837519,2837568],[2841647,2889405],[2842353,2898127],[2843406,2890283],[2844873,2890627],[2847317,2875551],[2849110,2876727],[2849126,2876670],[2849213,2876639],[2850095,2850144],[2853375,2892774],[2853769,2899504],[2854286,2893277],[2854344,2854393],[2858477,2894153],[2859636,2882694],[2859652,2882637],[2859739,2894971],[2861640,2883891],[2863224,2863459],[2864432,2885034],[2864779,2885348],[2864837,2864886],[2867645,2896687],[2868326,2897014],[2871882,2889214],[2871898,2889157],[2871985,2889126],[2872809,2898171],[2872867,2872916],[2876134,2876369],[2878734,2892740],[2881526,2893883],[2881873,2894197],[2881931,2881980],[2888621,2888856] ] cell #5867 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1712048],[1837634],[1950634],[1959630],[2023226],[2067189],[2099360],[2118065],[2135454],[2163482],[2176546],[2207007],[2224297],[2232458],[2239950],[2258000],[2266624],[2276705],[2306366],[2322138],[2324720],[2330235],[2334052],[2353678],[2361079],[2370968],[2379129],[2380119],[2394917],[2407907],[2413823],[2414547],[2418988],[2440219],[2443663],[2444462],[2455991],[2458573],[2464088],[2465018],[2468905],[2474487],[2494907],[2495019],[2496480],[2515443],[2520945],[2521669],[2522929],[2528433],[2534349],[2535073],[2539514],[2540376],[2542958],[2546200],[2562639],[2564817],[2566478],[2569012],[2575930],[2581512],[2590052],[2590164],[2601932],[2602044],[2603091],[2603505],[2609007],[2609731],[2611111],[2616470],[2619131],[2625389],[2626503],[2638977],[2639867],[2645932],[2649771],[2656306],[2658484],[2660145],[2662679],[2667024],[2667136],[2668785],[2671950],[2676419],[2677309],[2679493],[2684852],[2691851],[2692186],[2697210],[2698324],[2705239],[2706129],[2707243],[2712194],[2716033],[2720636],[2723801],[2724136],[2726905],[2730070],[2734539],[2735429],[2737278],[2737551],[2737960],[2740443],[2745802],[2747986],[2748321],[2753345],[2754459],[2764098],[2764371],[2764780],[2769212],[2770229],[2772377],[2772712],[2775746],[2777765],[2780930],[2784034],[2784307],[2784716],[2787199],[2792558],[2796672],[2797871],[2800761],[2802233],[2803979],[2804252],[2804661],[2810898],[2811580],[2813993],[2816012],[2817029],[2819177],[2823717],[2826916],[2828795],[2829994],[2834278],[2835477],[2839839],[2841585],[2842267],[2842602],[2844654],[2847098],[2849064],[2853313],[2855192],[2858391],[2859590],[2859863],[2864213],[2867426],[2869392],[2871836],[2879488],[2881307] ] cell #5868 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2412754],[2467212],[2493948],[2533280],[2542205],[2548861],[2559235],[2565966],[2600973],[2603230],[2607938],[2609048],[2628050],[2639116],[2642528],[2648110],[2651044],[2652902],[2659633],[2661901],[2666065],[2676558],[2687513],[2692557],[2699871],[2701135],[2702804],[2705378],[2708790],[2711971],[2714372],[2715521],[2717306],[2722388],[2724507],[2732331],[2734678],[2737737],[2744912],[2745051],[2745113],[2746319],[2748692],[2749873],[2756006],[2757270],[2758939],[2761964],[2764557],[2770964],[2771103],[2771165],[2773083],[2774264],[2774773],[2779517],[2780133],[2781265],[2781391],[2781636],[2783701],[2784493],[2789460],[2791668],[2791807],[2791869],[2793075],[2795613],[2796898],[2801845],[2802768],[2803013],[2803646],[2804438],[2808764],[2810248],[2811171],[2811357],[2813020],[2813173],[2817764],[2817903],[2817965],[2818380],[2819512],[2819638],[2819883],[2821064],[2822962],[2823602],[2826801],[2827142],[2827736],[2828572],[2829021],[2829174],[2832284],[2833219],[2834504],[2836856],[2838367],[2839451],[2840374],[2840619],[2840935],[2841252],[2841858],[2842044],[2843777],[2844082],[2845067],[2846505],[2847511],[2847872],[2848309],[2848949],[2849432],[2850943],[2851760],[2852558],[2853198],[2856397],[2856512],[2856738],[2857332],[2858168],[2858617],[2858770],[2860895],[2861517],[2861822],[2862807],[2863336],[2863641],[2864626],[2866064],[2866179],[2866549],[2866854],[2867839],[2869277],[2869870],[2870283],[2870644],[2871081],[2871721],[2872204],[2873715],[2874309],[2874931],[2875236],[2875624],[2876246],[2876551],[2877123],[2877536],[2877989],[2878611],[2878916],[2879901],[2880430],[2880735],[2881720],[2883158],[2883273],[2884062],[2884187],[2885107],[2885729],[2886034],[2886796],[2887418],[2887723],[2888111],[2888733],[2889038],[2889610],[2890023],[2890740],[2891870],[2892911],[2893036],[2893956],[2894578],[2894883],[2895377],[2896800],[2897930],[2899368] ] cell #5869 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2835229],[2859342],[2870467],[2877720],[2880437],[2885736],[2888092],[2890207],[2890747],[2891851],[2894585],[2895358],[2896807],[2897911],[2899349], [2494901,2802742],[2567044,2828523],[2590046,2836259],[2601926,2840348],[2629882,2848748],[2650337,2854920],[2660711,2858119],[2667018,2860372],[2667946,2821438],[2681832,2863912],[2701703,2869076],[2710622,2871520],[2716599,2873443],[2717447,2843476],[2717453,2843538],[2718151,2873873],[2742782,2879187],[2750325,2881006],[2757838,2882957],[2758478,2860398],[2759044,2860643],[2761613,2883751],[2766727,2884671],[2775280,2886360],[2775498,2886391],[2789538,2889309],[2789576,2872062],[2792947,2873492],[2797405,2890814],[2797623,2890845],[2801494,2891434],[2806805,2892368],[2806843,2878107],[2808413,2892600],[2813527,2893520],[2813745,2893551],[2818082,2882081],[2824721,2895468],[2824759,2884305],[2828138,2895899],[2828195,2885293],[2829528,2896100],[2829746,2896131],[2831816,2886447],[2835011,2896874],[2837492,2897262],[2837530,2888229],[2839100,2897494],[2845251,2898469],[2846037,2890901],[2847695,2898714],[2848666,2891568],[2850068,2898968],[2850106,2891988],[2854317,2899459],[2854355,2893154],[2855929,2893607],[2857734,2899890],[2857791,2894142],[2859124,2900091],[2861524,2900436],[2863343,2900577],[2864810,2900686],[2864848,2896026],[2865596,2896187],[2868023,2900981],[2868809,2896961],[2871438,2897628],[2872840,2901480],[2872878,2898048],[2873058,2901511],[2873115,2898116],[2874290,2898419],[2875605,2898664],[2876253,2901769],[2876515,2891745],[2876723,2898877],[2878618,2901935],[2880085,2902044],[2880142,2899617],[2881904,2902185],[2881942,2900017],[2882690,2900178],[2882875,2900225],[2885088,2900636],[2885300,2896033],[2886777,2900931],[2887425,2902533],[2887592,2897185],[2887910,2901144],[2888740,2902608],[2889002,2897805],[2889210,2901389],[2890245,2890264],[2891549,2898858],[2893017,2901994],[2893161,2899624],[2893937,2902135],[2894149,2900024],[2894752,2894847],[2895055,2895070],[2896942,2901125],[2897609,2901370],[2898055,2898123],[2900159,2900206] ] cell #5870 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1960616],[2076015],[2177076],[2185628],[2240480],[2279455],[2306896],[2337599],[2361609],[2373331],[2398464],[2419518],[2425956],[2440749],[2448009],[2481004],[2495549],[2500027],[2503469],[2518990],[2522961],[2525251],[2540044],[2552582],[2566454],[2567653],[2569044],[2571334],[2588029],[2591531],[2602574],[2607052],[2615162],[2616502],[2629760],[2629829],[2630630],[2631771],[2646249],[2660121],[2661320],[2662711],[2665001],[2667666],[2670119],[2671658],[2682197],[2683544],[2684239],[2684535],[2684590],[2684884],[2695902],[2697242],[2710500],[2710569],[2711370],[2712511],[2716009],[2717208],[2719007],[2720409],[2728239],[2729161],[2729778],[2730927],[2730947],[2738612],[2740151],[2745834],[2746807],[2750690],[2752037],[2752732],[2753028],[2753083],[2753377],[2757716],[2757785],[2758586],[2760244],[2765432],[2767583],[2768567],[2768985],[2776136],[2777538],[2780638],[2783084],[2783153],[2785368],[2786290],[2786907],[2788056],[2788076],[2789903],[2791945],[2792241],[2792296],[2792590],[2794366],[2798261],[2800125],[2805313],[2807044],[2807388],[2810671],[2811288],[2812451],[2812747],[2812802],[2814383],[2815367],[2815785],[2818268],[2818885],[2820034],[2820054],[2824960],[2825304],[2830384],[2831972],[2832172],[2832516],[2834451],[2835250],[2836278],[2836298],[2837731],[2838075],[2840940],[2841358],[2841975],[2846193],[2846393],[2846737],[2850307],[2850651],[2851425],[2851765],[2851965],[2853532],[2853552],[2856285],[2856629],[2859363],[2862472],[2862812],[2863012],[2865952],[2866296],[2866610],[2866630],[2869948],[2870288],[2870488],[2874992],[2875012],[2877201],[2877541],[2877741],[2880491],[2880511],[2884965],[2885790],[2885810],[2891353],[2891373] ] cell #5871 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2352352],[2462762],[2467206],[2527594],[2542202],[2573677],[2592101],[2603227],[2609050],[2632341],[2639113],[2651903],[2661903],[2667344],[2673575],[2676555],[2684574],[2686514],[2692559],[2703554],[2705375],[2711982],[2713081],[2721792],[2724509],[2731181],[2731695],[2732854],[2734675],[2737748],[2742068],[2745048],[2748694],[2753067],[2755007],[2761422],[2761434],[2761469],[2762549],[2764568],[2770017],[2770368],[2771100],[2773085],[2775089],[2778921],[2781638],[2782555],[2784504],[2788310],[2788824],[2789983],[2791804],[2792280],[2795322],[2797214],[2801303],[2801315],[2801350],[2802430],[2802739],[2803015],[2804449],[2808222],[2808234],[2808269],[2809349],[2811368],[2812054],[2812786],[2813336],[2816817],[2817168],[2817900],[2819885],[2820288],[2820802],[2826477],[2826489],[2826524],[2827445],[2828525],[2828583],[2829337],[2832928],[2834820],[2834832],[2834867],[2835947],[2836256],[2836532],[2838909],[2838921],[2838956],[2840036],[2840345],[2840621],[2842055],[2842390],[2842741],[2843473],[2843489],[2844228],[2847390],[2847883],[2848749],[2853842],[2854138],[2854173],[2854922],[2854980],[2856073],[2856085],[2856120],[2857041],[2858121],[2858179],[2858933],[2858945],[2858980],[2860060],[2860369],[2860411],[2860645],[2860906],[2863913],[2865740],[2865752],[2865787],[2867000],[2867012],[2867047],[2868211],[2868669],[2869077],[2870162],[2870655],[2871521],[2872075],[2872365],[2872661],[2872696],[2873445],[2873503],[2873874],[2875382],[2875394],[2875429],[2877415],[2878000],[2878047],[2878120],[2878349],[2879188],[2880893],[2880928],[2881007],[2882092],[2882550],[2882958],[2884198],[2884245],[2884318],[2884547],[2886192],[2886227],[2886361],[2886392],[2886458],[2888169],[2888242],[2888471],[2889310],[2890815],[2890846],[2890912],[2891928],[2892001],[2892230],[2892369],[2893552],[2893618],[2895469],[2895788],[2896132],[2896198],[2897263],[2898715],[2898969] ] cell #5872 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2854126],[2872649],[2880881],[2886180],[2888122],[2891881],[2893521],[2895029],[2895388],[2896101],[2897941],[2898470],[2899379],[2900092],[2900982], [2567106,2770731],[2630385,2802700],[2650399,2812417],[2660773,2817531],[2684686,2828289],[2702206,2836217],[2711125,2840306],[2716661,2843104],[2717512,2793563],[2728949,2847852],[2745636,2854686],[2753179,2857885],[2758341,2860330],[2759106,2821331],[2759115,2821400],[2759644,2860875],[2779809,2868180],[2786078,2870624],[2792392,2873209],[2792953,2843138],[2793450,2843434],[2795436,2874289],[2799525,2875604],[2806444,2877969],[2806614,2878016],[2818056,2882061],[2818088,2858564],[2820898,2860391],[2824360,2884167],[2824530,2884214],[2827559,2885087],[2831790,2886427],[2831822,2866706],[2833042,2886776],[2837131,2888091],[2837301,2888138],[2840802,2872055],[2846011,2890881],[2846043,2875088],[2848625,2891548],[2848672,2876498],[2849707,2891850],[2849877,2891897],[2851498,2878100],[2853956,2893016],[2855903,2893587],[2855935,2880587],[2857155,2893936],[2861968,2895357],[2862545,2884298],[2863787,2895757],[2864505,2885286],[2865570,2896167],[2865602,2885886],[2868783,2896941],[2868815,2887575],[2870021,2888222],[2871397,2897608],[2871444,2888985],[2872479,2897910],[2874320,2898418],[2875635,2898663],[2876697,2898857],[2876729,2891728],[2877274,2891981],[2879062,2899348],[2879639,2893147],[2881599,2894135],[2882664,2900158],[2882696,2894735],[2882834,2900205],[2882881,2894830],[2883752,2900437],[2884672,2900578],[2885118,2900635],[2885306,2896039],[2885455,2896019],[2886807,2900930],[2887869,2901124],[2887916,2897168],[2889184,2901369],[2889216,2897788],[2889761,2898041],[2889902,2898109],[2891435,2901770],[2891579,2898888],[2892601,2901936],[2893047,2901993],[2893167,2899630],[2893396,2899610],[2893967,2902134],[2894155,2900030],[2894304,2900010],[2895061,2895076],[2895900,2900687],[2896875,2902534],[2896972,2901155],[2897495,2902609],[2897639,2901400],[2898061,2898129],[2898278,2898290],[2899460,2902045],[2899891,2902186],[2900189,2900236],[2901481,2901512] ] cell #5873 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2868638],[2882519],[2888440],[2892199],[2893542],[2896122],[2897227],[2898259],[2898491],[2898933],[2900113],[2900469],[2901003],[2901445],[2901968], [2630507,2802740],[2667943,2821436],[2685177,2828524],[2702328,2836257],[2711247,2840346],[2717379,2843474],[2717457,2843536],[2731314,2848751],[2746127,2854921],[2753670,2858120],[2758463,2860370],[2758480,2860396],[2758984,2860644],[2768410,2863920],[2782174,2869079],[2788443,2871523],[2789578,2872060],[2792883,2873444],[2792945,2873493],[2793910,2873881],[2806845,2878105],[2810096,2879195],[2815210,2881014],[2818080,2882082],[2820421,2882960],[2822834,2883759],[2824761,2884303],[2826033,2884679],[2831516,2886368],[2831645,2886399],[2831814,2886448],[2837532,2888227],[2840783,2889317],[2845737,2890822],[2845866,2890853],[2846035,2890902],[2848181,2891442],[2850108,2891986],[2851479,2892376],[2852430,2892608],[2854357,2893152],[2855629,2893528],[2855758,2893559],[2855927,2893608],[2862526,2895476],[2864474,2885249],[2864510,2864544],[2864850,2896024],[2865296,2896108],[2865425,2896139],[2865594,2896188],[2868509,2896882],[2868807,2896962],[2870002,2897270],[2870953,2897502],[2872880,2898046],[2874638,2898477],[2875953,2898722],[2876468,2876490],[2876517,2898893],[2876721,2898878],[2877255,2898976],[2879620,2899467],[2881568,2894098],[2881604,2881638],[2881944,2900015],[2882390,2900099],[2882688,2900179],[2883773,2900445],[2884693,2900586],[2885298,2900708],[2885436,2900694],[2887125,2900989],[2888955,2888977],[2889004,2901405],[2889208,2901390],[2889742,2901488],[2889871,2898072],[2889907,2889941],[2890247,2898295],[2890547,2901670],[2891167,2901745],[2891456,2901778],[2891544,2901802],[2892622,2901944],[2893365,2899573],[2893401,2893435],[2894147,2902207],[2894285,2902193],[2894800,2894822],[2894849,2900194],[2895053,2900355],[2895833,2902423],[2896607,2902509],[2896896,2901018],[2896977,2897187],[2897138,2897160],[2897516,2902617],[2897604,2902641],[2898121,2901502],[2899424,2901985],[2899481,2899622],[2899824,2902857],[2900201,2902257],[2901053,2901120] ] cell #5874 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1451499],[1581646],[1701869],[1711041],[1781030],[1828258],[1864151],[1904518],[1935589],[1949846],[1984546],[2013708],[2022438],[2042881],[2052647],[2098572],[2118141],[2120044],[2126505],[2130952],[2153975],[2162694],[2183137],[2202505],[2224364],[2224505],[2226176],[2231670],[2257212],[2262122],[2276781],[2278684],[2285145],[2298285],[2322105],[2322883],[2323932],[2325733],[2349176],[2358262],[2371035],[2371176],[2372847],[2378341],[2380195],[2382098],[2386679],[2407840],[2408011],[2410907],[2412190],[2416171],[2432138],[2443739],[2455958],[2456736],[2457785],[2459586],[2465085],[2465226],[2466897],[2468838],[2469009],[2476362],[2488242],[2489644],[2507205],[2521736],[2521877],[2528366],[2528537],[2531433],[2532716],[2536697],[2540343],[2541121],[2542170],[2544403],[2548965],[2556318],[2559339],[2566692],[2575863],[2576034],[2583387],[2590131],[2590909],[2595267],[2596669],[2603024],[2603195],[2607374],[2614673],[2619064],[2619235],[2623592],[2628154],[2635507],[2638070],[2638910],[2639081],[2642632],[2645870],[2649985],[2650480],[2653006],[2660359],[2661761],[2675512],[2676352],[2676523],[2683055],[2684542],[2687617],[2692124],[2692417],[2695413],[2698360],[2699975],[2704332],[2705172],[2705343],[2708894],[2716247],[2722492],[2724074],[2724367],[2731039],[2733632],[2734472],[2734643],[2737587],[2744005],[2745016],[2748259],[2748552],[2751548],[2753035],[2756110],[2762992],[2764407],[2771068],[2772650],[2772943],[2779621],[2781496],[2784343],[2788168],[2790761],[2791772],[2792248],[2795376],[2800699],[2802873],[2804288],[2809792],[2812754],[2817868],[2819743],[2820146],[2826952],[2827499],[2832982],[2836390],[2840479],[2847444],[2853896],[2857095] ] cell #5875 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2518029],[2548794],[2559168],[2566275],[2606091],[2609891],[2627983],[2629676],[2642461],[2652835],[2655588],[2659942],[2667152],[2684371],[2687446],[2690199],[2699804],[2703831],[2708723],[2710416],[2712210],[2715830],[2716755],[2722321],[2733131],[2737976],[2744845],[2746628],[2747226],[2752864],[2754532],[2755939],[2757632],[2758692],[2761529],[2762826],[2764796],[2770897],[2771617],[2775819],[2779450],[2781203],[2781759],[2783000],[2783509],[2784732],[2789479],[2790260],[2791601],[2792077],[2793384],[2795296],[2796185],[2797944],[2801410],[2802707],[2803136],[2803454],[2804677],[2806746],[2808329],[2809626],[2811207],[2811596],[2811645],[2812583],[2814066],[2817697],[2818417],[2819450],[2820006],[2821247],[2822727],[2822755],[2823410],[2824662],[2826584],[2827419],[2828308],[2828811],[2828860],[2830067],[2831409],[2832902],[2833791],[2834927],[2835399],[2835550],[2836224],[2837433],[2838305],[2839016],[2840313],[2840742],[2841060],[2841894],[2842283],[2842332],[2843270],[2843441],[2844523],[2845630],[2847364],[2848074],[2848102],[2848757],[2848986],[2849137],[2850009],[2850881],[2852323],[2852351],[2853006],[2853816],[2854258],[2854705],[2855522],[2856180],[2856548],[2857015],[2857904],[2858407],[2858456],[2859040],[2859512],[2859663],[2860337],[2860503],[2863535],[2863563],[2863939],[2864082],[2864751],[2865189],[2865847],[2866215],[2867107],[2867295],[2868402],[2868430],[2869085],[2870136],[2870216],[2870846],[2870874],[2871529],[2871758],[2871909],[2872339],[2872419],[2872781],[2873228],[2873900],[2874114],[2875489],[2875785],[2876064],[2877389],[2877469],[2878323],[2878403],[2879357],[2880629],[2880657],[2881033],[2881176],[2881845],[2882283],[2882311],[2882966],[2883492],[2884521],[2884601],[2885928],[2885956],[2886387],[2886601],[2886629],[2888272],[2888551],[2889479],[2890841],[2891055],[2891083],[2892031],[2892341],[2892501],[2895441],[2895601] ] cell #5876 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2744434],[2791190],[2814932],[2830933],[2837238],[2849814],[2855634],[2860529],[2862075],[2865301],[2872586],[2874643],[2879169],[2882395],[2887130], [2225421,2685235],[2323739,2731733],[2355732,2746185],[2372092,2753728],[2412980,2770330],[2442682,2782593],[2457592,2788862],[2466142,2792941],[2489670,2800881],[2520102,2812016],[2533506,2817130],[2541977,2820840],[2543034,2759042],[2544429,2821681],[2584815,2834398],[2596695,2838487],[2608164,2842703],[2609798,2793394],[2609939,2717510],[2614699,2844584],[2623618,2847028],[2638096,2851277],[2638499,2851372],[2661787,2858511],[2667103,2820896],[2667881,2759119],[2675538,2862324],[2675941,2862419],[2683081,2864143],[2692443,2866653],[2695439,2867356],[2704358,2869800],[2704761,2869895],[2712132,2840800],[2716742,2792955],[2724393,2875035],[2731065,2876445],[2731165,2876473],[2733658,2877053],[2734061,2877148],[2737898,2851496],[2744031,2879418],[2748578,2880534],[2751574,2881237],[2754495,2818090],[2763018,2883992],[2764718,2862543],[2768132,2884912],[2770196,2885268],[2772969,2885833],[2775782,2831824],[2781522,2887522],[2784654,2870019],[2788194,2888932],[2788294,2888960],[2790787,2889540],[2795543,2890555],[2797907,2846045],[2799632,2891175],[2802899,2891675],[2804599,2877272],[2809818,2892841],[2811518,2879637],[2814029,2855937],[2816996,2894117],[2819769,2894682],[2820172,2894777],[2820272,2894805],[2822839,2883778],[2826038,2884698],[2827666,2895841],[2828733,2885453],[2830030,2865604],[2833149,2896615],[2835513,2868817],[2836416,2897115],[2836516,2897143],[2840505,2897735],[2842205,2889759],[2842569,2898091],[2848186,2891461],[2848732,2876804],[2849100,2876731],[2852435,2892627],[2854063,2899432],[2854454,2893450],[2855159,2899592],[2857262,2899832],[2858329,2894302],[2859626,2882698],[2860629,2883309],[2864479,2885441],[2864559,2864947],[2868514,2896901],[2868890,2887976],[2870958,2897521],[2871504,2889291],[2871872,2889218],[2872977,2889956],[2873653,2873682],[2879625,2893370],[2881573,2894290],[2881653,2882041],[2882771,2882941],[2889747,2889876] ] cell #5877 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2224282],[2288690],[2322687],[2370953],[2381416],[2402510],[2412322],[2456540],[2459232],[2465003],[2466266],[2490669],[2506219],[2517998],[2521654],[2523036],[2532848],[2535674],[2540925],[2550411],[2555332],[2569119],[2577040],[2588608],[2590713],[2594281],[2597694],[2602872],[2606060],[2607506],[2609716],[2616577],[2620241],[2631209],[2634521],[2638758],[2644078],[2648999],[2649069],[2650612],[2654012],[2655557],[2662786],[2665580],[2667685],[2672319],[2676200],[2684959],[2685741],[2685811],[2688623],[2690168],[2690895],[2697317],[2698767],[2700615],[2700981],[2701421],[2703800],[2705020],[2711949],[2715261],[2715331],[2716874],[2720877],[2722845],[2730439],[2731811],[2732177],[2733100],[2734320],[2740812],[2742998],[2744693],[2745909],[2747030],[2747272],[2753452],[2754234],[2754304],[2754902],[2756750],[2757116],[2758661],[2761805],[2762795],[2767909],[2768461],[2769453],[2770745],[2771421],[2771663],[2776462],[2778006],[2779974],[2781299],[2783542],[2787568],[2788940],[2789306],[2789754],[2790229],[2791449],[2792665],[2793961],[2794519],[2796231],[2798587],[2800320],[2800914],[2801686],[2802676],[2803487],[2807239],[2808605],[2809595],[2811139],[2814709],[2815261],[2816253],[2817545],[2818221],[2818463],[2819546],[2821714],[2822885],[2823443],[2825155],[2826084],[2826642],[2828354],[2830710],[2831567],[2832125],[2833837],[2836193],[2837926],[2838401],[2838520],[2839292],[2840282],[2841093],[2841826],[2844617],[2845788],[2846346],[2847061],[2848232],[2848790],[2850502],[2850977],[2851310],[2852481],[2853039],[2854751],[2855680],[2856238],[2856480],[2857950],[2860306],[2862357],[2864176],[2865347],[2865905],[2866147],[2867389],[2868560],[2869118],[2869709],[2869833],[2871004],[2871562],[2873274],[2873749],[2874689],[2876962],[2877086],[2879451],[2881270],[2882441],[2882999],[2883241],[2883969],[2884025],[2887176],[2889449],[2889573],[2892818],[2892874] ] cell #5878 : |C| = 135 W-rep = phi[15,28]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2731786],[2759165],[2770684],[2782646],[2788915],[2793447],[2793517],[2802409],[2812370],[2817484],[2820893],[2820918],[2821284],[2827104],[2835926],[2840015],[2840834],[2843057],[2843118],[2843739],[2851530],[2853501],[2856700],[2858544],[2860039],[2861479],[2862577],[2863298],[2864525],[2866511],[2866579],[2866686],[2870053],[2872024],[2874893],[2874961],[2875068],[2876208],[2876478],[2877306],[2878069],[2878573],[2879671],[2880392],[2880460],[2880567],[2881619],[2884267],[2885255],[2885487],[2885691],[2885759],[2885866],[2887380],[2887555],[2888191],[2888695],[2888965],[2889793],[2889922],[2890702],[2891322],[2891652],[2891708],[2891950],[2893116],[2893416],[2894104],[2894336],[2894540],[2894715],[2894810],[2895267],[2895667],[2895966],[2895988],[2896762],[2897092],[2897148],[2897712],[2897768],[2898010],[2898078],[2898310],[2898416],[2898661],[2898767],[2898822],[2899258],[2899557],[2899579],[2899957],[2899979],[2900309],[2900365],[2900633],[2900928],[2901034],[2901089],[2901279],[2901334],[2901578],[2901991],[2902132],[2902293], [2835203,2887448],[2859316,2894608],[2870441,2897382],[2877694,2899088],[2880323,2899658],[2885622,2900739],[2888025,2901173],[2890181,2901600],[2890680,2901688],[2891784,2901825],[2894471,2902238],[2895322,2902379],[2896740,2902527],[2897844,2902664],[2899313,2902813] ] cell #5879 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1851732],[1871723],[1885128],[2001289],[2004474],[2030462],[2050453],[2063858],[2117692],[2124311],[2151781],[2170718],[2173903],[2184123],[2201119],[2257627],[2260876],[2276332],[2282951],[2286136],[2297316],[2324347],[2347790],[2352654],[2352937],[2356438],[2378756],[2379746],[2382005],[2389534],[2409938],[2431169],[2439674],[2439689],[2440125],[2443290],[2458200],[2463064],[2463347],[2466848],[2473387],[2487984],[2491097],[2510060],[2517060],[2517873],[2518020],[2527896],[2528179],[2530464],[2538969],[2538984],[2539420],[2542585],[2560660],[2563717],[2566434],[2573979],[2574262],[2580412],[2586242],[2587310],[2595009],[2596040],[2596055],[2596491],[2598122],[2605122],[2605935],[2606082],[2623008],[2624842],[2629475],[2635249],[2636280],[2636295],[2636731],[2640852],[2647010],[2652252],[2652267],[2654327],[2655432],[2655579],[2657384],[2660101],[2663214],[2664282],[2667646],[2667929],[2678294],[2678860],[2682471],[2684305],[2686863],[2686878],[2688938],[2690043],[2690190],[2693720],[2703224],[2703748],[2703822],[2705582],[2706547],[2710215],[2713272],[2715989],[2717020],[2717035],[2721635],[2722141],[2722156],[2725670],[2726393],[2729437],[2732524],[2733048],[2733122],[2734882],[2735847],[2736927],[2738897],[2746787],[2746935],[2747206],[2747353],[2750964],[2752798],[2755356],[2755371],[2757431],[2758683],[2760120],[2762401],[2762743],[2762817],[2763747],[2765717],[2768700],[2770717],[2771326],[2771597],[2771744],[2774989],[2778764],[2779270],[2779285],[2782799],[2783204],[2786566],[2790177],[2790251],[2792011],[2794254],[2795912],[2795969],[2796165],[2796312],[2797114],[2800001],[2802624],[2803149],[2806142],[2809201],[2809543],[2809617],[2810547],[2811897],[2812403],[2812517],[2815500],[2817517],[2818397],[2818544],[2821317],[2821855],[2822504],[2823178],[2824058],[2826377],[2828035],[2828435],[2833518],[2833575],[2833771],[2833918],[2834720],[2835799],[2836141],[2840230],[2843090],[2843685],[2844758],[2847202],[2848525],[2852100],[2852774],[2853654],[2854489],[2854832],[2857631],[2858031],[2860254],[2863244],[2864317],[2867530],[2871297],[2873355],[2881411] ] cell #5880 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1451495],[1581644],[1701867],[1711043],[1781028],[1828260],[1864149],[1904520],[1935587],[1949852],[1984548],[2013706],[2022444],[2042879],[2052649],[2098578],[2120042],[2126507],[2130958],[2153977],[2162700],[2183135],[2202511],[2224503],[2226178],[2231676],[2257218],[2262128],[2278682],[2285147],[2298291],[2322880],[2322885],[2323938],[2325739],[2349182],[2358268],[2371174],[2372849],[2378347],[2382096],[2386685],[2408017],[2410913],[2412194],[2412830],[2416177],[2432144],[2456733],[2456738],[2457791],[2459592],[2465224],[2466899],[2469015],[2476368],[2488248],[2489648],[2493482],[2507211],[2521875],[2528543],[2531439],[2532720],[2533356],[2536703],[2541118],[2541123],[2542176],[2544407],[2548971],[2556324],[2559345],[2562505],[2566698],[2576040],[2583393],[2590906],[2590911],[2595273],[2596673],[2600507],[2603201],[2607378],[2608014],[2610977],[2614677],[2619241],[2623596],[2628160],[2635513],[2638074],[2639087],[2642638],[2649991],[2650484],[2651120],[2653012],[2656172],[2660365],[2661765],[2665599],[2675516],[2676529],[2683059],[2684548],[2687623],[2691717],[2692421],[2695417],[2698364],[2699981],[2702338],[2704336],[2705349],[2708900],[2712060],[2716253],[2722498],[2723667],[2724371],[2731043],[2733636],[2734649],[2737591],[2737826],[2742815],[2744009],[2745022],[2748556],[2751552],[2753041],[2756116],[2762996],[2764411],[2764646],[2771074],[2772947],[2775531],[2779627],[2781500],[2784347],[2784582],[2788172],[2790765],[2791778],[2792254],[2795380],[2797656],[2802877],[2804292],[2804527],[2809796],[2812760],[2813778],[2817874],[2819747],[2820150],[2826956],[2827503],[2829779],[2832986],[2836394],[2840483],[2847448],[2847728],[2853900],[2857099] ] cell #5881 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2518035],[2606097],[2655594],[2671816],[2679359],[2684526],[2690205],[2703837],[2717471],[2729936],[2731150],[2733137],[2740309],[2747247],[2747852],[2753019],[2758536],[2758698],[2762832],[2770095],[2771638],[2772243],[2780796],[2783522],[2787065],[2788279],[2789653],[2790266],[2792232],[2792976],[2796206],[2796538],[2802713],[2803467],[2806920],[2809632],[2811211],[2811446],[2812738],[2816895],[2818126],[2818438],[2819043],[2820257],[2822767],[2822792],[2823423],[2824836],[2828329],[2828661],[2831860],[2833812],[2834144],[2835262],[2835645],[2836230],[2836501],[2837607],[2840319],[2840755],[2841073],[2841898],[2842133],[2842468],[2843425],[2843447],[2844512],[2844530],[2846081],[2848114],[2848139],[2848770],[2849232],[2850183],[2851451],[2852363],[2852388],[2853019],[2854432],[2854439],[2854726],[2855058],[2855973],[2856552],[2857925],[2858257],[2859375],[2859758],[2860343],[2860507],[2860614],[2861425],[2862498],[2863575],[2863600],[2864071],[2864089],[2864925],[2864932],[2865640],[2866219],[2866457],[2867284],[2867302],[2868442],[2868467],[2868745],[2868853],[2869098],[2869974],[2870220],[2870500],[2870886],[2870911],[2871542],[2872004],[2872423],[2872955],[2872962],[2873249],[2873581],[2874839],[2875774],[2875792],[2876154],[2876659],[2876767],[2877227],[2877473],[2877753],[2878407],[2878519],[2879346],[2879364],[2879592],[2880338],[2880669],[2880694],[2881165],[2881183],[2882019],[2882026],[2882323],[2882348],[2882626],[2882734],[2882979],[2884605],[2884784],[2884998],[2885408],[2885637],[2885968],[2885993],[2886641],[2886666],[2887326],[2888261],[2888279],[2888641],[2889146],[2889254],[2889468],[2889486],[2889714],[2890383],[2890470],[2891095],[2891120],[2891380],[2892020],[2892038],[2892490],[2892508],[2893633],[2893847],[2894257],[2894486],[2895162],[2895590],[2895608],[2896213],[2896443],[2896530],[2897440],[2898524],[2898611],[2899153],[2900493] ] cell #5882 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2811166],[2841853],[2856507],[2866174],[2869865],[2877118],[2880394],[2883268],[2884057],[2885693],[2889605],[2890704],[2892906],[2894542],[2896764], [2413755,2770732],[2494836,2802698],[2520877,2812418],[2534281,2817532],[2566473,2828288],[2589981,2836215],[2601861,2840304],[2608939,2843105],[2609937,2793564],[2626498,2847851],[2649766,2854685],[2660140,2857884],[2666953,2860328],[2667878,2821332],[2667883,2821398],[2668780,2860874],[2698319,2868179],[2707238,2870623],[2716028,2873208],[2716746,2843125],[2717382,2843432],[2720631,2874288],[2726900,2875603],[2737273,2877968],[2737546,2878015],[2754454,2882060],[2754499,2858551],[2758473,2860380],[2764093,2884166],[2764366,2884213],[2769207,2885086],[2775741,2886426],[2775786,2866693],[2777760,2886775],[2784029,2888090],[2784302,2888137],[2789571,2872044],[2797866,2890880],[2797911,2875075],[2802228,2891547],[2802297,2876485],[2803974,2891849],[2804247,2891896],[2806838,2878089],[2810893,2893015],[2813988,2893586],[2814033,2880574],[2816007,2893935],[2823712,2895356],[2824754,2884287],[2826911,2895756],[2828190,2885275],[2829989,2896166],[2830034,2885873],[2835472,2896940],[2835517,2887562],[2837525,2888211],[2839834,2897607],[2839903,2888972],[2841580,2897909],[2844649,2898417],[2847093,2898662],[2849059,2898856],[2849104,2891715],[2850101,2891970],[2853308,2899347],[2854350,2893136],[2857786,2894124],[2859585,2900157],[2859630,2894722],[2859858,2900204],[2859927,2894817],[2861481,2895269],[2863300,2895669],[2864208,2900634],[2864563,2885525],[2864843,2896008],[2867421,2900929],[2869387,2901123],[2869456,2897155],[2871831,2901368],[2871876,2897775],[2872873,2898030],[2873110,2898098],[2876210,2898769],[2876510,2891740],[2878575,2899260],[2879483,2901992],[2879709,2893454],[2880137,2899599],[2881302,2902133],[2881657,2894374],[2881937,2899999],[2883313,2883337],[2885257,2895990],[2887382,2901036],[2887587,2897180],[2888697,2901281],[2888997,2897800],[2889831,2889960],[2890240,2890259],[2893118,2899581],[2894106,2899981],[2894747,2894842],[2898012,2898080] ] cell #5883 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1597328],[1618804],[1757443],[1789155],[1810631],[1884962],[1885126],[1892267],[1922868],[1943714],[1977826],[2004477],[2042622],[2063692],[2063856],[2070997],[2087782],[2119785],[2147255],[2152963],[2173906],[2182878],[2183957],[2184121],[2195851],[2220880],[2246422],[2256540],[2260710],[2260874],[2278425],[2284133],[2286139],[2296804],[2315210],[2319079],[2342522],[2351191],[2352935],[2356441],[2364342],[2367551],[2377669],[2381839],[2382003],[2405451],[2409426],[2412922],[2422251],[2430657],[2438022],[2439687],[2440128],[2449063],[2450276],[2452932],[2461601],[2463345],[2466851],[2484937],[2487472],[2493610],[2501081],[2502294],[2508432],[2516548],[2517938],[2518021],[2523231],[2525977],[2528177],[2529952],[2533448],[2537317],[2538982],[2539423],[2542777],[2557545],[2558372],[2563387],[2565922],[2569314],[2572060],[2574260],[2578525],[2587365],[2591962],[2594497],[2596053],[2596494],[2600635],[2604610],[2606000],[2606083],[2608106],[2609319],[2616069],[2616772],[2621726],[2622888],[2627187],[2632202],[2634737],[2636293],[2636734],[2637227],[2640340],[2651212],[2652039],[2652265],[2655497],[2655580],[2657054],[2659589],[2662981],[2664337],[2665727],[2667927],[2672963],[2673436],[2674669],[2677782],[2682351],[2685154],[2686650],[2686876],[2690108],[2690191],[2691010],[2696809],[2697512],[2702466],[2703489],[2703823],[2706602],[2707927],[2712942],[2715477],[2717033],[2721041],[2721515],[2721928],[2722154],[2722960],[2731556],[2732789],[2733123],[2735902],[2736581],[2741456],[2741929],[2743162],[2745401],[2746104],[2746275],[2747145],[2747210],[2750844],[2753647],[2755143],[2755369],[2758684],[2760603],[2761920],[2762818],[2763401],[2769617],[2770504],[2771536],[2771601],[2778170],[2778644],[2779057],[2779283],[2780089],[2781943],[2782416],[2783337],[2788685],[2790252],[2792860],[2794634],[2795566],[2796169],[2800484],[2801801],[2803282],[2808720],[2809618],[2810201],[2811777],[2812190],[2816417],[2817304],[2818401],[2820663],[2821366],[2822117],[2822515],[2826757],[2827689],[2833172],[2833775],[2839407],[2842877],[2843696],[2847464],[2852111],[2857285],[2863255] ] cell #5884 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1451490],[1581636],[1701859],[1711049],[1781020],[1828266],[1864141],[1904526],[1935579],[1949904],[1984554],[2013698],[2022496],[2042871],[2052655],[2098630],[2120034],[2126513],[2131055],[2153983],[2162752],[2183127],[2202608],[2224495],[2226184],[2231728],[2257270],[2262225],[2278674],[2285153],[2298388],[2322742],[2322891],[2323990],[2325836],[2349279],[2358365],[2371166],[2372855],[2378399],[2382088],[2386782],[2408069],[2411010],[2412198],[2412705],[2416274],[2432241],[2456595],[2456744],[2457843],[2459689],[2465216],[2466905],[2469067],[2476465],[2488345],[2489652],[2493478],[2507308],[2521867],[2528595],[2531536],[2532724],[2533231],[2536800],[2540980],[2541129],[2542228],[2544411],[2549023],[2556421],[2559397],[2562501],[2566795],[2576092],[2583490],[2590768],[2590917],[2595370],[2596677],[2600503],[2603253],[2607382],[2607889],[2610973],[2614681],[2619293],[2623600],[2628212],[2635610],[2638078],[2639139],[2642690],[2650088],[2650488],[2650995],[2653064],[2656168],[2660462],[2661769],[2665595],[2675520],[2676581],[2683063],[2684600],[2687675],[2691713],[2692425],[2695421],[2698368],[2700033],[2702334],[2704340],[2705401],[2708952],[2712056],[2716350],[2722550],[2723663],[2724375],[2731047],[2733640],[2734701],[2737595],[2737822],[2742811],[2744013],[2745074],[2748560],[2751556],[2753093],[2756168],[2763000],[2764415],[2764642],[2771126],[2772951],[2775527],[2779679],[2781504],[2784351],[2784578],[2788176],[2790769],[2791830],[2792306],[2795384],[2797652],[2802881],[2804296],[2804523],[2809800],[2812812],[2813774],[2817926],[2819751],[2820154],[2826960],[2827507],[2829775],[2832990],[2836398],[2840487],[2847452],[2847724],[2853904],[2857103] ] cell #5885 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2352362],[2462772],[2527604],[2573687],[2592111],[2632351],[2652003],[2667354],[2671812],[2673585],[2679355],[2684451],[2686614],[2703628],[2713091],[2717474],[2721892],[2729932],[2731083],[2731705],[2732928],[2740305],[2742078],[2747848],[2752944],[2755107],[2758601],[2761511],[2762623],[2770091],[2770468],[2772239],[2779021],[2780792],[2782565],[2787061],[2788212],[2788834],[2789918],[2790057],[2792157],[2793031],[2795350],[2796534],[2801392],[2802504],[2807403],[2808311],[2809423],[2811215],[2811303],[2811442],[2812154],[2812663],[2816891],[2817268],[2818336],[2819039],[2820190],[2820812],[2822720],[2822788],[2825319],[2826566],[2827473],[2828657],[2832240],[2832956],[2834140],[2834909],[2835258],[2835318],[2835375],[2836021],[2836434],[2838090],[2838998],[2840110],[2840888],[2841902],[2841990],[2842129],[2842464],[2842841],[2843350],[2843499],[2844502],[2846461],[2847418],[2848067],[2848135],[2850666],[2851713],[2852316],[2852384],[2853870],[2854086],[2854222],[2855054],[2856162],[2856353],[2856556],[2856644],[2857069],[2858253],[2859022],[2859371],[2859431],[2859488],[2860134],[2860511],[2860547],[2862760],[2863528],[2863596],[2864061],[2865829],[2866020],[2866223],[2866311],[2866468],[2867089],[2867274],[2868395],[2868463],[2868609],[2870190],[2870224],[2870236],[2870496],[2870556],[2870613],[2870839],[2870907],[2872393],[2872427],[2872609],[2872745],[2873577],[2874850],[2875471],[2875764],[2877443],[2877477],[2877489],[2877749],[2877809],[2877866],[2878377],[2878411],[2879336],[2880349],[2880622],[2880690],[2880841],[2880977],[2881155],[2882276],[2882344],[2882490],[2884575],[2884609],[2885648],[2885921],[2885989],[2886140],[2886276],[2886594],[2886662],[2888000],[2888251],[2888411],[2889458],[2890481],[2891048],[2891116],[2891759],[2892010],[2892170],[2892314],[2892480],[2893465],[2895179],[2895414],[2895580],[2896045],[2896423],[2898367],[2898504] ] cell #5886 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2854107],[2872630],[2880862],[2886161],[2888046],[2891805],[2893485],[2895010],[2895343],[2896065],[2897865],[2898453],[2899334],[2900056],[2900965], [2609929,2793562],[2649124,2812416],[2667740,2821330],[2667889,2821394],[2685866,2770730],[2701086,2836216],[2715386,2843103],[2716750,2843123],[2717257,2843433],[2732282,2802699],[2744683,2854689],[2754359,2817530],[2754503,2858549],[2757221,2860329],[2758469,2860381],[2770735,2828292],[2775790,2866691],[2779790,2868190],[2789411,2840305],[2789567,2872045],[2791439,2873212],[2797915,2875073],[2800895,2847862],[2806595,2878026],[2806834,2878090],[2814037,2880572],[2817535,2857888],[2818037,2882071],[2821695,2860885],[2824511,2884224],[2824750,2884288],[2830038,2885871],[2831771,2886437],[2835521,2887560],[2837282,2888148],[2837521,2888212],[2838501,2870634],[2844598,2874299],[2845992,2890891],[2847042,2875614],[2848714,2876483],[2849108,2891713],[2849858,2891907],[2850097,2891971],[2851291,2877979],[2854346,2893137],[2855884,2893597],[2859634,2894720],[2862338,2884177],[2863768,2895767],[2864157,2885097],[2864533,2885276],[2864567,2895971],[2864839,2896009],[2865551,2896177],[2867370,2886786],[2868764,2896951],[2869814,2888101],[2871486,2888970],[2871880,2897773],[2872869,2898031],[2875559,2898679],[2876438,2876459],[2876506,2898843],[2876678,2898867],[2877067,2891860],[2879432,2893026],[2881251,2893946],[2881627,2894125],[2881661,2899962],[2881933,2900000],[2882645,2900168],[2882923,2894815],[2883317,2900370],[2884006,2895367],[2884636,2900584],[2885042,2900651],[2885247,2900670],[2887958,2897153],[2888925,2888946],[2888993,2901355],[2889165,2901379],[2889554,2897920],[2889930,2898099],[2889964,2901583],[2890236,2901621],[2890635,2898434],[2891399,2901776],[2892855,2899358],[2893424,2899600],[2893458,2899562],[2893891,2902150],[2894096,2902169],[2894770,2894791],[2894838,2902314],[2895305,2900443],[2896695,2900946],[2897108,2897129],[2897176,2901110],[2897459,2902615],[2898070,2902701],[2899296,2901942],[2899405,2899512],[2899571,2902028],[2901016,2901072] ] cell #5887 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1851723],[1871714],[2001280],[2030453],[2050444],[2117683],[2117833],[2124302],[2151772],[2170709],[2201110],[2224117],[2257618],[2276323],[2276473],[2282942],[2297307],[2324338],[2347781],[2352645],[2370788],[2378747],[2379737],[2379887],[2389476],[2409929],[2431160],[2439668],[2443281],[2443431],[2458191],[2463055],[2464838],[2473344],[2487975],[2491039],[2510002],[2517051],[2518487],[2521489],[2527887],[2530455],[2538963],[2542576],[2542726],[2560602],[2563674],[2566425],[2573970],[2580369],[2586184],[2587497],[2587868],[2595000],[2596034],[2598064],[2605113],[2606549],[2609551],[2622950],[2624799],[2629417],[2635240],[2636274],[2640843],[2646967],[2648034],[2648093],[2652246],[2654269],[2656046],[2657341],[2660092],[2663156],[2664469],[2664840],[2667637],[2678285],[2678817],[2682413],[2684262],[2686857],[2688880],[2690657],[2693662],[2700171],[2703690],[2705539],[2706734],[2707105],[2710157],[2713229],[2714296],[2714355],[2715980],[2717014],[2721577],[2722135],[2725612],[2726423],[2729394],[2732990],[2734839],[2736034],[2736405],[2736714],[2738854],[2746778],[2747310],[2747477],[2749797],[2749856],[2750906],[2752755],[2755350],[2756306],[2757373],[2759150],[2762358],[2762685],[2763534],[2765674],[2768730],[2770711],[2771701],[2771868],[2774188],[2774247],[2774829],[2778706],[2779264],[2782741],[2783470],[2783684],[2785610],[2786523],[2790119],[2791968],[2793163],[2795699],[2795999],[2796269],[2796436],[2796954],[2802566],[2803415],[2803629],[2805555],[2806045],[2809158],[2809485],[2810334],[2811839],[2812397],[2812474],[2813076],[2813120],[2815530],[2817511],[2818501],[2818668],[2821047],[2821311],[2822250],[2823018],[2823585],[2823961],[2827822],[2828392],[2829077],[2829121],[2833305],[2833605],[2833875],[2834042],[2834560],[2835756],[2836083],[2836732],[2840172],[2841235],[2843084],[2844138],[2844661],[2845014],[2847597],[2848365],[2849308],[2852614],[2853181],[2853557],[2854519],[2854789],[2857418],[2857988],[2858717],[2860196],[2861099],[2861326],[2863697],[2864220],[2867433],[2867786],[2871137],[2873312],[2873856],[2875828],[2878420],[2881314],[2884654] ] cell #5888 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1451493],[1581642],[1701865],[1711045],[1781026],[1828262],[1864147],[1904522],[1935585],[1949856],[1984550],[2013704],[2022448],[2042877],[2052651],[2098582],[2120040],[2126509],[2130962],[2153979],[2162704],[2183133],[2202515],[2224501],[2226180],[2231680],[2257222],[2262132],[2278680],[2285149],[2298295],[2322810],[2322887],[2323942],[2325743],[2349186],[2358272],[2371172],[2372851],[2378351],[2382094],[2386689],[2408021],[2410917],[2412196],[2412765],[2416181],[2432148],[2456663],[2456740],[2457795],[2459596],[2465222],[2466901],[2469019],[2476372],[2488252],[2489650],[2493480],[2507215],[2521873],[2528547],[2531443],[2532722],[2533291],[2536707],[2541048],[2541125],[2542180],[2544409],[2548975],[2556328],[2559349],[2562503],[2566702],[2576044],[2583397],[2590836],[2590913],[2595277],[2596675],[2600505],[2603205],[2607380],[2607949],[2610975],[2614679],[2619245],[2623598],[2628164],[2635517],[2638076],[2639091],[2642642],[2649995],[2650486],[2651055],[2653016],[2656170],[2660369],[2661767],[2665597],[2675518],[2676533],[2683061],[2684552],[2687627],[2691715],[2692423],[2695419],[2698366],[2699985],[2702336],[2704338],[2705353],[2708904],[2712058],[2716257],[2722502],[2723665],[2724373],[2731045],[2733638],[2734653],[2737593],[2737824],[2742813],[2744011],[2745026],[2748558],[2751554],[2753045],[2756120],[2762998],[2764413],[2764644],[2771078],[2772949],[2775529],[2779631],[2781502],[2784349],[2784580],[2788174],[2790767],[2791782],[2792258],[2795382],[2797654],[2802879],[2804294],[2804525],[2809798],[2812764],[2813776],[2817878],[2819749],[2820152],[2826958],[2827505],[2829777],[2832988],[2836396],[2840485],[2847450],[2847726],[2853902],[2857101] ] cell #5889 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2518039],[2606101],[2655598],[2671814],[2679357],[2684448],[2690209],[2703841],[2729934],[2731085],[2733141],[2740307],[2747289],[2747850],[2752941],[2758702],[2762836],[2770093],[2771680],[2772241],[2780794],[2783552],[2787063],[2788214],[2790270],[2792154],[2793534],[2796248],[2796536],[2802717],[2803497],[2809636],[2811213],[2811444],[2812660],[2816893],[2818480],[2819041],[2820192],[2820988],[2822782],[2822790],[2823453],[2828371],[2828659],[2833854],[2834142],[2835260],[2835372],[2836234],[2836436],[2840323],[2841021],[2841103],[2841900],[2842131],[2842466],[2843161],[2843347],[2843451],[2844505],[2844539],[2848129],[2848137],[2848800],[2851846],[2852378],[2852386],[2853049],[2854219],[2854224],[2854768],[2855056],[2856554],[2857967],[2858255],[2858673],[2859373],[2859485],[2860347],[2860509],[2860549],[2861421],[2862893],[2863590],[2863598],[2864064],[2864098],[2866221],[2866910],[2867277],[2867311],[2868457],[2868465],[2868612],[2868693],[2869128],[2870222],[2870369],[2870498],[2870610],[2870901],[2870909],[2871572],[2872080],[2872425],[2872742],[2872747],[2873291],[2873579],[2875292],[2875767],[2875801],[2876150],[2877475],[2877622],[2877751],[2877863],[2878193],[2878409],[2878515],[2879339],[2879373],[2879495],[2880684],[2880692],[2880791],[2880974],[2880979],[2881158],[2881192],[2882338],[2882346],[2882493],[2882574],[2883009],[2884391],[2884607],[2884780],[2885983],[2885991],[2886090],[2886273],[2886278],[2886343],[2886656],[2886664],[2887322],[2888254],[2888288],[2888315],[2888414],[2888495],[2888637],[2889461],[2889495],[2889617],[2890797],[2891110],[2891118],[2892013],[2892047],[2892074],[2892173],[2892254],[2892483],[2892517],[2893468],[2893503],[2893629],[2893743],[2894482],[2895583],[2895617],[2896048],[2896083],[2896209],[2896323],[2896426],[2896526],[2897192],[2898370],[2898392],[2898507],[2898607],[2898898],[2899145],[2900411],[2900485] ] cell #5890 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2854127],[2872650],[2880882],[2886181],[2888123],[2891882],[2893529],[2895030],[2895389],[2896109],[2897942],[2898478],[2899380],[2900100],[2900990], [2567174,2828559],[2609935,2843571],[2630445,2848932],[2650467,2854956],[2660841,2858155],[2667808,2860679],[2667885,2860734],[2684687,2864573],[2702266,2869260],[2711185,2871704],[2716729,2873479],[2716748,2873498],[2717317,2873698],[2728950,2876055],[2745637,2879848],[2753180,2881667],[2754501,2882087],[2758401,2883141],[2758471,2883182],[2759645,2883483],[2775788,2886453],[2779810,2887227],[2786079,2888542],[2789569,2889323],[2792393,2889970],[2795437,2890546],[2797913,2890907],[2799526,2891166],[2806445,2892332],[2806615,2892351],[2806836,2892382],[2814035,2893613],[2818057,2894387],[2824361,2895432],[2824531,2895451],[2824752,2895482],[2827560,2895832],[2830036,2896193],[2831791,2896459],[2833043,2896606],[2835519,2896967],[2837132,2897226],[2837302,2897245],[2837523,2897276],[2846012,2898540],[2848626,2891543],[2848670,2876500],[2849106,2898883],[2849708,2898932],[2849878,2898951],[2850099,2898982],[2853957,2899423],[2854348,2899473],[2855904,2899676],[2857156,2899823],[2859632,2900184],[2861969,2900468],[2863788,2900609],[2864506,2885284],[2864565,2896037],[2864841,2900700],[2865571,2900757],[2868784,2901052],[2871398,2897603],[2871442,2888987],[2871878,2901395],[2872480,2901444],[2872871,2901494],[2874321,2901669],[2875636,2901744],[2876508,2898889],[2876698,2901801],[2879063,2901967],[2881600,2894133],[2881659,2900028],[2881935,2902199],[2882665,2902256],[2882835,2900200],[2882879,2894832],[2883315,2895074],[2883760,2900446],[2884680,2900587],[2885119,2902422],[2885250,2900695],[2886808,2902508],[2887870,2901119],[2887914,2897170],[2888995,2901401],[2889185,2902640],[2889903,2898107],[2889962,2898059],[2890238,2898291],[2891443,2901779],[2892609,2901945],[2893048,2901984],[2893165,2893456],[2893397,2899608],[2893968,2902856],[2894099,2902194],[2894840,2900190],[2896883,2901019],[2896973,2897178],[2897503,2902618],[2898073,2901489],[2899468,2899574] ] cell #5891 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2439652],[2473968],[2485848],[2493982],[2538947],[2543061],[2564298],[2566247],[2580993],[2592873],[2596018],[2601007],[2609085],[2629527],[2633113],[2636258],[2647591],[2652230],[2657965],[2659914],[2661938],[2666099],[2667120],[2673871],[2686841],[2692594],[2700795],[2702838],[2703561],[2710267],[2712178],[2713853],[2715802],[2716998],[2720521],[2722119],[2724544],[2731991],[2732861],[2737944],[2742364],[2744496],[2745147],[2746600],[2747220],[2748729],[2754375],[2755334],[2756930],[2757483],[2758973],[2761429],[2762556],[2764764],[2769097],[2770695],[2771199],[2771611],[2773120],[2775662],[2777650],[2779248],[2781205],[2781673],[2781731],[2782851],[2784700],[2789120],[2789990],[2791252],[2791903],[2793356],[2795290],[2795329],[2796179],[2797787],[2800237],[2801310],[2802437],[2803050],[2803108],[2804645],[2806298],[2808229],[2809356],[2810783],[2811375],[2811564],[2812381],[2813909],[2814994],[2815897],[2817495],[2817999],[2818411],[2819452],[2819920],[2819978],[2821098],[2821295],[2822749],[2824214],[2826484],[2827413],[2827452],[2828302],[2828590],[2828779],[2829910],[2830995],[2832896],[2832935],[2833785],[2834827],[2835393],[2835954],[2836985],[2837843],[2838307],[2838916],[2840043],[2840656],[2840714],[2841470],[2842062],[2842251],[2843068],[2843272],[2847358],[2847397],[2847890],[2848096],[2848980],[2849561],[2850419],[2850883],[2852077],[2852345],[2853810],[2853849],[2854699],[2856080],[2856182],[2857009],[2857048],[2857898],[2858186],[2858375],[2858940],[2859042],[2859506],[2860067],[2860913],[2861223],[2863124],[2863557],[2863933],[2865747],[2865849],[2867007],[2867109],[2868424],[2870130],[2870169],[2870662],[2870868],[2871752],[2872333],[2872372],[2873222],[2873894],[2875389],[2875491],[2877383],[2877422],[2878007],[2878317],[2878356],[2880651],[2881027],[2882305],[2884205],[2884515],[2884554],[2885950],[2886381],[2886623],[2890835],[2891077] ] cell #5892 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2700313],[2756448],[2785752],[2805697],[2813660],[2829661],[2837138],[2843303],[2845384],[2849714],[2859257],[2861975],[2868156],[2872486],[2879069], [2119184,2630443],[2225353,2685121],[2260109,2702264],[2277824,2711183],[2322971,2731313],[2355664,2746071],[2372024,2753614],[2381238,2758399],[2407873,2768409],[2441914,2782173],[2456824,2788442],[2466074,2792827],[2467185,2793508],[2468871,2793909],[2514995,2810095],[2528399,2815209],[2541209,2820420],[2542966,2821333],[2543109,2759169],[2548827,2822833],[2559201,2826032],[2575896,2831515],[2576372,2831644],[2603057,2840782],[2609030,2843107],[2609871,2793519],[2619097,2845736],[2619573,2845865],[2628016,2848180],[2638943,2851478],[2642494,2852429],[2652868,2855628],[2653344,2855757],[2661849,2858524],[2667105,2820905],[2676385,2862525],[2684404,2864473],[2687479,2865295],[2687955,2865424],[2692505,2866666],[2699837,2868508],[2705205,2870001],[2708756,2870952],[2712134,2840809],[2722354,2874637],[2724455,2875048],[2728623,2875952],[2731161,2876467],[2734505,2877254],[2737900,2851505],[2744878,2879619],[2748640,2880547],[2752897,2881567],[2755972,2882389],[2761746,2883772],[2764720,2862552],[2766860,2884692],[2770200,2864512],[2770930,2885435],[2773031,2885846],[2779483,2887124],[2781584,2887535],[2784656,2870028],[2788290,2888954],[2791634,2889741],[2792110,2889870],[2795443,2874327],[2799532,2875642],[2801627,2891455],[2802961,2891688],[2804601,2877281],[2808546,2892621],[2811520,2879646],[2812616,2893364],[2817000,2881606],[2817730,2894284],[2819831,2894695],[2820268,2894799],[2827566,2885125],[2828271,2864943],[2828735,2885462],[2833049,2886814],[2835144,2896895],[2836512,2897137],[2839233,2897515],[2840567,2897748],[2842207,2889768],[2842573,2889909],[2848632,2876704],[2848734,2876808],[2853963,2893054],[2854450,2880218],[2855163,2893403],[2857162,2893974],[2857867,2882037],[2858331,2894311],[2860591,2860625],[2868790,2887876],[2868894,2887978],[2871404,2889191],[2871506,2889295],[2872973,2873191],[2873655,2873686],[2882671,2882841],[2882775,2882943] ] cell #5893 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1726103],[1746949],[1881773],[1912374],[1933220],[2004342],[2004497],[2011339],[2040512],[2060503],[2092897],[2117819],[2153794],[2173771],[2173926],[2180768],[2196386],[2225995],[2251537],[2256840],[2276459],[2284964],[2286004],[2286159],[2296830],[2319614],[2343057],[2352423],[2356306],[2356461],[2372666],[2377969],[2379873],[2389453],[2405986],[2409452],[2430683],[2438557],[2440148],[2443417],[2450576],[2453467],[2462833],[2466716],[2466871],[2487498],[2491016],[2494145],[2502594],[2509979],[2516574],[2518063],[2518473],[2526512],[2527665],[2529978],[2537852],[2539443],[2542712],[2558398],[2560579],[2565948],[2572595],[2573748],[2579060],[2586161],[2587391],[2587460],[2592172],[2594523],[2596514],[2598041],[2601170],[2604636],[2606125],[2606535],[2609619],[2622261],[2622927],[2627213],[2629394],[2632412],[2634763],[2636754],[2640366],[2648011],[2652065],[2654246],[2655622],[2656032],[2659615],[2663133],[2664363],[2664432],[2666262],[2667415],[2672989],[2673646],[2677808],[2678784],[2682390],[2686676],[2688857],[2690233],[2690643],[2691036],[2693639],[2703001],[2703667],[2703865],[2706628],[2706697],[2707953],[2710134],[2713152],[2714273],[2715503],[2717494],[2721554],[2721954],[2722986],[2725589],[2729361],[2731766],[2732967],[2733165],[2735928],[2735997],[2736691],[2741482],[2742139],[2746301],[2747171],[2747440],[2749774],[2750883],[2755169],[2757350],[2758726],[2761946],[2762325],[2762662],[2762860],[2763511],[2770530],[2771562],[2771831],[2774165],[2774746],[2778683],[2779083],[2780115],[2781969],[2782626],[2782718],[2783447],[2783502],[2786490],[2788895],[2790096],[2790294],[2793126],[2793427],[2794660],[2795676],[2796399],[2796871],[2801827],[2802543],[2803392],[2803447],[2808746],[2809125],[2809462],[2809660],[2810311],[2811816],[2812216],[2812993],[2817330],[2818631],[2820873],[2822227],[2822935],[2823403],[2826783],[2827799],[2828994],[2833282],[2834005],[2834477],[2835723],[2836060],[2839433],[2840149],[2841053],[2842903],[2844055],[2844360],[2847574],[2848282],[2852531],[2852999],[2857395],[2860173],[2860846],[2863614],[2867132],[2871054],[2875575] ] cell #5894 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2439662],[2538957],[2596028],[2614670],[2623589],[2629615],[2636268],[2652240],[2683052],[2684427],[2686851],[2695410],[2703641],[2704329],[2710355],[2717008],[2722129],[2731036],[2732941],[2733629],[2744002],[2747277],[2751545],[2752920],[2755344],[2757571],[2759136],[2762636],[2762989],[2770705],[2771668],[2779258],[2781211],[2781493],[2782939],[2788165],[2790070],[2790758],[2792133],[2793057],[2795363],[2795373],[2796236],[2802517],[2802870],[2809436],[2809789],[2811204],[2811339],[2812391],[2812639],[2817505],[2818362],[2818468],[2819458],[2819740],[2820143],[2820965],[2821186],[2821305],[2822722],[2822770],[2827486],[2827496],[2828359],[2832266],[2832969],[2832979],[2833842],[2835344],[2835351],[2836034],[2836387],[2838313],[2840123],[2840476],[2840998],[2841891],[2842026],[2843078],[2843278],[2843326],[2844503],[2846487],[2847431],[2847441],[2848069],[2848117],[2850889],[2851823],[2852318],[2852366],[2853883],[2853893],[2854088],[2854196],[2854756],[2856188],[2856379],[2856545],[2856680],[2857082],[2857092],[2857955],[2858590],[2859048],[2859457],[2859464],[2860147],[2860500],[2862870],[2863530],[2863578],[2864062],[2865855],[2866046],[2866212],[2866347],[2866827],[2867115],[2867275],[2868397],[2868445],[2868610],[2870203],[2870213],[2870346],[2870582],[2870589],[2870841],[2870889],[2872406],[2872416],[2872611],[2872719],[2873279],[2875209],[2875497],[2875765],[2877456],[2877466],[2877599],[2877835],[2877842],[2877940],[2878390],[2878400],[2879337],[2880624],[2880672],[2880708],[2880843],[2880951],[2881156],[2882278],[2882326],[2882491],[2884138],[2884588],[2884598],[2885923],[2885971],[2886007],[2886142],[2886250],[2886596],[2886644],[2888002],[2888062],[2888252],[2888412],[2889459],[2891050],[2891098],[2891761],[2891821],[2892011],[2892171],[2892316],[2892481],[2893466],[2895181],[2895221],[2895416],[2895581],[2896046],[2896424],[2898368],[2898505] ] cell #5895 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2835230],[2859343],[2870468],[2877721],[2880438],[2885737],[2888103],[2890208],[2890748],[2891862],[2894586],[2895369],[2896808],[2897922],[2899360], [2494971,2802741],[2543104,2821437],[2567109,2828522],[2590116,2836258],[2601996,2840347],[2609795,2843475],[2609875,2843534],[2629883,2848750],[2650402,2854919],[2660776,2858118],[2667088,2860371],[2667111,2860386],[2667743,2860642],[2681833,2863919],[2701704,2869078],[2710623,2871522],[2712140,2872050],[2716664,2873442],[2716739,2873485],[2718152,2873880],[2737906,2878095],[2742783,2879194],[2750326,2881013],[2754492,2882074],[2757839,2882959],[2761614,2883758],[2764726,2884293],[2766728,2884678],[2775281,2886367],[2775499,2886398],[2775779,2886440],[2784662,2888217],[2789539,2889316],[2797406,2890821],[2797624,2890852],[2797904,2890894],[2801495,2891441],[2804607,2891976],[2806806,2892375],[2808414,2892607],[2811526,2893142],[2813528,2893527],[2813746,2893558],[2814026,2893600],[2824722,2895475],[2828139,2885248],[2828193,2864546],[2828741,2896014],[2829529,2896107],[2829747,2896138],[2830027,2896180],[2835012,2896881],[2835510,2896954],[2837493,2897269],[2839101,2897501],[2842213,2898036],[2845252,2898476],[2847696,2898721],[2848667,2876488],[2848740,2891743],[2849097,2898870],[2850069,2898975],[2854318,2899466],[2857735,2894097],[2857789,2881640],[2858337,2900005],[2859125,2900098],[2859623,2900171],[2861525,2900444],[2863344,2900585],[2864556,2896034],[2864811,2900693],[2868024,2900988],[2871439,2888975],[2871512,2897803],[2871869,2901382],[2872841,2901487],[2873059,2898071],[2873113,2889943],[2873661,2890262],[2874301,2898436],[2875616,2898681],[2876254,2901777],[2876440,2898869],[2878619,2901943],[2880086,2899572],[2880140,2893437],[2881650,2900025],[2881905,2902192],[2882876,2894820],[2882949,2894750],[2883306,2895071],[2885099,2900653],[2886788,2900948],[2887426,2901017],[2887590,2887984],[2887911,2897158],[2888741,2902616],[2888927,2901381],[2889953,2898056],[2893028,2899407],[2893162,2893447],[2893948,2902152],[2894772,2900170],[2896953,2897110] ] cell #5896 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2567104],[2630392],[2650397],[2660771],[2671603],[2684742],[2702213],[2711132],[2716659],[2729723],[2740096],[2745692],[2753235],[2758348],[2759104],[2767528],[2780583],[2786852],[2792448],[2793457],[2793570], [1372862,2802295],[1569238,2839901],[1709618,2859925],[1805762,2869454],[1924473,2879707],[1960321,2883335],[2041452,2887541],[2072602,2889829],[2152620,2811233],[2166718,2894372],[2181708,2894701],[2235694,2885523],[2269152,2897754],[2283790,2841920],[2332763,2891694],[2358674,2880553],[2363999,2856574],[2382365,2821396],[2416583,2885852],[2421908,2866241],[2445361,2870089],[2466616,2843113],[2476774,2875054],[2497379,2877342],[2522819,2814328],[2537109,2858530],[2542434,2820954],[2551203,2862613],[2568902,2830329],[2583799,2866672],[2604404,2840870],[2616360,2846682],[2644870,2851566],[2662569,2818830],[2697100,2832461] ] cell #5897 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1503325],[1633113],[1698555],[1760322],[1824940],[1836048],[1878906],[1928608],[1946593],[1958023],[1966776],[2042085],[2046065],[2057636],[2073876],[2076737],[2077057],[2136205],[2153076],[2153230],[2156598],[2177901],[2182341],[2185877],[2186321],[2207758],[2242167],[2252685],[2256259],[2256881],[2269785],[2279764],[2284246],[2284400],[2287768],[2287808],[2308583],[2333396],[2337015],[2337908],[2348492],[2352106],[2363296],[2364455],[2364609],[2373814],[2373854],[2377388],[2378010],[2397880],[2398773],[2421205],[2422364],[2422518],[2425378],[2426439],[2426479],[2436121],[2447425],[2448318],[2449995],[2450617],[2458733],[2458902],[2462516],[2480426],[2481487],[2481527],[2499443],[2500336],[2502013],[2502635],[2505292],[2505720],[2505889],[2522107],[2524673],[2525734],[2525774],[2527348],[2535416],[2554405],[2554833],[2555002],[2562298],[2568190],[2570756],[2571817],[2571857],[2573431],[2574346],[2575119],[2576782],[2588512],[2591147],[2593354],[2593782],[2593951],[2611773],[2617547],[2618320],[2619983],[2625948],[2631113],[2631387],[2633594],[2634022],[2634191],[2637437],[2648669],[2651318],[2652091],[2653754],[2665484],[2669021],[2669400],[2672612],[2674879],[2678938],[2680155],[2681342],[2685411],[2685929],[2686702],[2688365],[2691132],[2699060],[2700723],[2703699],[2711853],[2714931],[2718580],[2721251],[2721980],[2723082],[2726534],[2727141],[2727520],[2729515],[2730732],[2731919],[2732999],[2741105],[2743372],[2753904],[2755195],[2756858],[2762042],[2762479],[2762694],[2766350],[2767156],[2768841],[2769827],[2770556],[2778380],[2779109],[2780211],[2786644],[2787861],[2789048],[2790128],[2796110],[2801117],[2801923],[2802360],[2802575],[2808842],[2809279],[2809494],[2812242],[2815641],[2816627],[2817356],[2823262],[2833716],[2835877],[2836092],[2838723],[2839529],[2839966],[2840181],[2842929],[2852858],[2854630],[2859990],[2860205],[2868937],[2869519] ] cell #5898 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1372877],[1503275],[1569253],[1616837],[1632704],[1698505],[1709633],[1755476],[1805777],[1808664],[1824531],[1835998],[1854928],[1890300],[1924488],[1928558],[1941747],[1957614],[1960336],[1976899],[2033658],[2041660],[2042035],[2045656],[2069030],[2072617],[2076687],[2089442],[2118858],[2146328],[2149349],[2152384],[2152803],[2154977],[2166733],[2181916],[2182291],[2185912],[2197461],[2222540],[2235709],[2248082],[2253039],[2256274],[2259783],[2269360],[2269735],[2277498],[2280519],[2283554],[2283973],[2298243],[2316008],[2320689],[2332971],[2333346],[2339451],[2344132],[2349134],[2352851],[2360243],[2363763],[2364182],[2369211],[2374168],[2377403],[2380912],[2382380],[2400316],[2406273],[2410865],[2413720],[2418152],[2421672],[2422091],[2427504],[2432096],[2439632],[2444180],[2446754],[2449861],[2450010],[2454542],[2459544],[2463261],[2466824],[2477632],[2482552],[2485056],[2488200],[2494432],[2496198],[2498772],[2501879],[2502028],[2504019],[2507163],[2520842],[2522156],[2523872],[2526799],[2528093],[2531391],[2534246],[2538678],[2538927],[2542617],[2545442],[2551964],[2553132],[2556276],[2558473],[2563506],[2566650],[2568239],[2569955],[2572882],[2574176],[2575168],[2584657],[2589577],[2591029],[2592081],[2595225],[2595998],[2601457],[2605797],[2608904],[2611822],[2615712],[2616188],[2616860],[2618369],[2622841],[2624631],[2627288],[2631269],[2632321],[2635465],[2636238],[2637319],[2645631],[2646799],[2649943],[2652140],[2652210],[2657173],[2660317],[2663622],[2666549],[2667843],[2669282],[2670856],[2672661],[2673064],[2673555],[2674761],[2680204],[2682304],[2684094],[2686751],[2686821],[2696452],[2696928],[2697600],[2699109],[2708028],[2713061],[2716205],[2716978],[2717987],[2721133],[2721468],[2722029],[2722099],[2727402],[2730781],[2731675],[2739349],[2741154],[2741557],[2742048],[2743254],[2745520],[2750797],[2752587],[2755244],[2755314],[2766563],[2769709],[2770605],[2770675],[2778262],[2778597],[2779158],[2779228],[2782044],[2782535],[2787910],[2788804],[2811730],[2812291],[2812361],[2816509],[2817405],[2817475],[2820782],[2842978],[2843048],[2860718] ] cell #5899 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1372880],[1503272],[1569256],[1632563],[1698502],[1709636],[1754439],[1805780],[1824390],[1835995],[1845242],[1924491],[1928555],[1940710],[1957473],[1960339],[1960644],[2023972],[2041875],[2042032],[2045515],[2067993],[2072620],[2076235],[2076684],[2100106],[2137188],[2148488],[2152339],[2153008],[2166736],[2177361],[2182131],[2182288],[2185771],[2185809],[2208741],[2235712],[2239796],[2240765],[2252291],[2256241],[2268358],[2269575],[2269732],[2279658],[2279696],[2283509],[2284178],[2306212],[2307181],[2331969],[2333186],[2333343],[2336621],[2337802],[2337840],[2348474],[2360925],[2361894],[2363718],[2364387],[2373217],[2373420],[2377370],[2397486],[2398667],[2398705],[2418834],[2419803],[2421627],[2422296],[2425360],[2425842],[2426045],[2444096],[2447031],[2448212],[2448250],[2449977],[2458884],[2480408],[2480890],[2481093],[2489406],[2496114],[2499049],[2500230],[2500268],[2501995],[2502998],[2503935],[2505871],[2519193],[2522089],[2524655],[2525137],[2525340],[2545358],[2552111],[2553048],[2554984],[2561904],[2567856],[2568172],[2570738],[2571220],[2571423],[2575101],[2588118],[2591060],[2591997],[2593933],[2607255],[2611292],[2611755],[2615628],[2618302],[2623074],[2624547],[2625930],[2630719],[2631300],[2632237],[2634173],[2637350],[2646715],[2648651],[2652073],[2661523],[2665090],[2669313],[2672594],[2673471],[2674792],[2678920],[2679674],[2680137],[2682537],[2684010],[2685393],[2686684],[2696368],[2699042],[2711459],[2712977],[2714913],[2721164],[2721701],[2721962],[2726397],[2727433],[2729497],[2730714],[2731591],[2741087],[2741964],[2743285],[2751030],[2752503],[2753886],[2755177],[2762461],[2768704],[2769740],[2770277],[2770538],[2778293],[2778830],[2779091],[2782451],[2786626],[2787843],[2788720],[2795973],[2809261],[2811963],[2812224],[2815504],[2816540],[2817077],[2817338],[2820698],[2833579],[2835859],[2842650],[2842911],[2854493],[2855240] ] cell #5900 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1372881],[1503276],[1569257],[1616838],[1632705],[1698506],[1709637],[1755477],[1805781],[1808665],[1824532],[1835999],[1854929],[1890301],[1924492],[1928559],[1941748],[1957615],[1960340],[1976900],[2033659],[2041802],[2042036],[2045657],[2069031],[2072621],[2076688],[2089443],[2118859],[2146329],[2149350],[2152385],[2152939],[2154978],[2166737],[2182058],[2182292],[2185913],[2186720],[2197462],[2222541],[2235713],[2248083],[2253040],[2256276],[2259784],[2269502],[2269736],[2277499],[2280520],[2283555],[2284109],[2288225],[2298245],[2316009],[2320690],[2333113],[2333347],[2339452],[2344133],[2349136],[2352852],[2362755],[2363764],[2364318],[2369212],[2374169],[2376431],[2377405],[2380913],[2381815],[2400317],[2406274],[2410867],[2413721],[2420664],[2421673],[2422227],[2427505],[2428905],[2432098],[2439633],[2444181],[2449039],[2449862],[2450012],[2454543],[2459546],[2461577],[2463262],[2482553],[2483953],[2485057],[2488202],[2494433],[2496199],[2501057],[2501880],[2502030],[2504020],[2507165],[2508408],[2520843],[2522158],[2525850],[2526800],[2528094],[2531393],[2534247],[2537190],[2538928],[2545443],[2553133],[2556278],[2557521],[2558475],[2563507],[2566652],[2568241],[2571933],[2572883],[2574177],[2575170],[2578398],[2589578],[2591081],[2592082],[2595227],[2595999],[2601458],[2608905],[2611824],[2615713],[2616189],[2618371],[2621599],[2622893],[2624632],[2627290],[2631321],[2632322],[2635467],[2636239],[2636881],[2637371],[2646800],[2649945],[2652142],[2652211],[2657174],[2660319],[2666550],[2667844],[2669334],[2672663],[2673066],[2673556],[2674323],[2674813],[2680206],[2682356],[2684095],[2686753],[2686822],[2696453],[2696929],[2699111],[2708030],[2713062],[2716207],[2716979],[2718403],[2721185],[2721520],[2722031],[2722100],[2727454],[2730783],[2731676],[2741156],[2741559],[2742049],[2743306],[2745521],[2750849],[2752588],[2755246],[2755315],[2766979],[2769761],[2770607],[2770676],[2778314],[2778649],[2779160],[2779229],[2782046],[2782536],[2787912],[2788805],[2811782],[2812293],[2812362],[2816561],[2817407],[2817476],[2820783],[2842980],[2843049],[2860719] ] cell #5901 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1674116],[1833471],[1938507],[2016626],[2048948],[2122806],[2159297],[2186055],[2200544],[2228273],[2262781],[2281446],[2300580],[2323772],[2326392],[2347215],[2374944],[2389814],[2392797],[2413202],[2434433],[2442715],[2457625],[2460245],[2473625],[2491377],[2494360],[2510340],[2513323],[2520324],[2533728],[2542010],[2548358],[2560940],[2563955],[2580650],[2586522],[2589505],[2598402],[2601385],[2608386],[2609831],[2625080],[2627547],[2642025],[2647248],[2648372],[2654607],[2657622],[2663494],[2666477],[2667325],[2680463],[2689218],[2694000],[2699368],[2700452],[2705820],[2708287],[2712691],[2713510],[2714634],[2716906],[2725950],[2735120],[2738792],[2739135],[2744409],[2748956],[2750135],[2754934],[2755503],[2756587],[2765612],[2765955],[2773347],[2774526],[2776494],[2776660],[2785548],[2785891],[2789709],[2791165],[2798619],[2798785],[2805493],[2805836],[2806385],[2807194],[2814741],[2814907],[2824301],[2825110],[2830742],[2830908],[2831438],[2837072],[2837881],[2845659],[2849648],[2850457],[2855551],[2861310],[2865218],[2874143] ] cell #5902 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2117991],[2186701],[2224229],[2276631],[2287804],[2322169],[2370900],[2373850],[2380045],[2381420],[2408425],[2426475],[2443589],[2456022],[2459236],[2464950],[2470452],[2481523],[2506223],[2519293],[2521601],[2525770],[2528951],[2535290],[2540407],[2542884],[2555336],[2567956],[2571853],[2576656],[2577477],[2588548],[2588555],[2590195],[2594285],[2603609],[2607355],[2609663],[2619857],[2620678],[2631149],[2631156],[2634525],[2636823],[2639971],[2645963],[2648504],[2649003],[2653628],[2661623],[2665520],[2665527],[2667167],[2674265],[2677413],[2685246],[2685745],[2688239],[2692217],[2698291],[2700597],[2703085],[2706233],[2711889],[2711896],[2712225],[2714766],[2715265],[2718345],[2724167],[2728980],[2731793],[2732385],[2735533],[2736788],[2737518],[2737991],[2742758],[2748352],[2753739],[2754238],[2754426],[2756732],[2759675],[2759981],[2763608],[2764338],[2764811],[2766921],[2768431],[2772743],[2775474],[2775713],[2784274],[2784747],[2786109],[2788922],[2789514],[2793931],[2795467],[2795773],[2797599],[2797838],[2799556],[2799862],[2800792],[2804219],[2804692],[2806475],[2806781],[2810408],[2811611],[2813721],[2813960],[2815231],[2822855],[2824391],[2824697],[2826054],[2826883],[2827590],[2827896],[2828215],[2828826],[2829722],[2829961],[2831537],[2833073],[2833379],[2835444],[2837162],[2837468],[2842298],[2845758],[2846936],[2847671],[2848202],[2848656],[2849031],[2849738],[2850044],[2852451],[2853987],[2854293],[2855650],[2857186],[2857492],[2857811],[2858422],[2859557],[2861999],[2863231],[2864051],[2864495],[2864786],[2865317],[2868530],[2870974],[2871428],[2871803],[2872510],[2872816],[2873135],[2874507],[2874659],[2875543],[2876141],[2879093],[2880162],[2881145],[2881589],[2881880],[2882411],[2882865],[2883898],[2885026],[2886994],[2887146],[2887900],[2888628],[2889892],[2890619],[2892747],[2893234],[2893386],[2893875],[2896679],[2897021],[2899496] ] cell #5903 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1838539],[1959688],[2067247],[2076030],[2135512],[2177156],[2207065],[2224355],[2240560],[2266682],[2279016],[2306976],[2322748],[2330293],[2337160],[2353736],[2361689],[2371026],[2398025],[2412217],[2414605],[2419598],[2423125],[2440829],[2447570],[2456601],[2464146],[2465076],[2478173],[2489700],[2494965],[2495629],[2499588],[2518551],[2521727],[2522420],[2532743],[2535131],[2540124],[2540986],[2544459],[2549242],[2567112],[2567214],[2568503],[2585198],[2590110],[2590774],[2591854],[2596725],[2601990],[2602654],[2606613],[2607401],[2609789],[2612489],[2626590],[2628431],[2629887],[2632094],[2638126],[2642909],[2650405],[2650507],[2660779],[2660881],[2661817],[2662170],[2667082],[2667746],[2668872],[2673328],[2675568],[2680871],[2681837],[2692473],[2693229],[2698411],[2701708],[2707330],[2709171],[2710627],[2712834],[2716667],[2716769],[2718156],[2720723],[2724423],[2725179],[2726992],[2731448],[2737365],[2737638],[2741821],[2742787],[2748608],[2749364],[2750330],[2754546],[2757843],[2761618],[2764185],[2764458],[2766732],[2769299],[2772999],[2773755],[2775285],[2775503],[2775833],[2777852],[2782308],[2784121],[2784394],[2788577],[2789543],[2797410],[2797628],[2797958],[2801499],[2802320],[2804066],[2804339],[2806810],[2808418],[2810985],[2813532],[2813750],[2814080],[2816099],[2820555],[2823804],[2824726],[2827003],[2828143],[2829533],[2829751],[2830081],[2835016],[2835564],[2837497],[2839105],[2839926],[2841672],[2845256],[2847700],[2849151],[2850073],[2853400],[2854322],[2857739],[2859129],[2859677],[2859950],[2861529],[2863348],[2864815],[2868028],[2869479],[2871923],[2872845],[2873063],[2876258],[2878623],[2880090],[2881909],[2887430],[2888745] ] cell #5904 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2077034],[2185733],[2279620],[2287689],[2337764],[2373735],[2398629],[2412821],[2426360],[2448174],[2458773],[2481408],[2493999],[2500192],[2505760],[2519155],[2525655],[2533347],[2554873],[2565879],[2567818],[2571738],[2574681],[2588433],[2593822],[2601024],[2607217],[2608005],[2617882],[2626825],[2630501],[2631034],[2634062],[2648540],[2651111],[2651653],[2659546],[2661485],[2665405],[2666116],[2669715],[2672174],[2685183],[2685282],[2686264],[2698622],[2702322],[2702855],[2703655],[2707565],[2711241],[2711774],[2714802],[2715434],[2717373],[2719188],[2729031],[2730294],[2731330],[2732955],[2738208],[2740667],[2746133],[2746232],[2753676],[2753775],[2754757],[2754781],[2758457],[2758990],[2759726],[2762650],[2765028],[2767764],[2768447],[2776317],[2776341],[2779891],[2782190],[2786160],[2787423],[2788459],[2790084],[2792889],[2792988],[2793947],[2795518],[2798442],[2798466],[2799607],[2802349],[2802531],[2806526],[2806696],[2809450],[2810133],[2814564],[2814588],[2815247],[2818138],[2820437],[2822871],[2824442],[2824612],[2826070],[2827641],[2828118],[2830565],[2830589],[2831553],[2831682],[2831872],[2833124],[2836048],[2837213],[2837383],[2839955],[2840137],[2840820],[2845774],[2845903],[2846093],[2848218],[2849789],[2849959],[2851516],[2852467],[2854038],[2855666],[2855795],[2855985],[2857237],[2857714],[2859979],[2860161],[2862050],[2862563],[2863869],[2865333],[2865462],[2865652],[2868546],[2868865],[2869508],[2870039],[2870990],[2872561],[2873038],[2874675],[2875990],[2876779],[2877292],[2879144],[2879657],[2880065],[2882427],[2882746],[2883855],[2884775],[2885473],[2887162],[2887317],[2889266],[2889779],[2891538],[2892704],[2894322],[2897598] ] cell #5905 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2224285],[2288696],[2322686],[2370956],[2381476],[2412246],[2456539],[2459292],[2465006],[2466316],[2490145],[2506279],[2521657],[2532772],[2535724],[2540924],[2545783],[2555392],[2577090],[2588611],[2590712],[2594341],[2597170],[2602863],[2607430],[2609719],[2620291],[2631212],[2634581],[2638749],[2639450],[2649059],[2649068],[2650536],[2654062],[2662262],[2665583],[2667684],[2676191],[2676892],[2685801],[2685810],[2688673],[2690712],[2693321],[2698440],[2700601],[2701031],[2705011],[2711952],[2715321],[2715330],[2716798],[2722662],[2725271],[2731797],[2732227],[2734311],[2737667],[2742762],[2744684],[2746847],[2749456],[2754294],[2754303],[2754575],[2756736],[2757166],[2759796],[2764487],[2768435],[2770736],[2771238],[2773847],[2774901],[2775478],[2775862],[2779791],[2784423],[2788926],[2789356],[2789518],[2791440],[2793935],[2794166],[2797026],[2797603],[2797987],[2799677],[2800896],[2804368],[2806596],[2806785],[2813725],[2814109],[2815235],[2817536],[2818038],[2821696],[2822859],[2823090],[2824512],[2824701],[2826058],[2826289],[2827032],[2829726],[2830110],[2831541],[2831772],[2834632],[2835593],[2837283],[2837472],[2838502],[2844599],[2845762],[2845993],[2847043],[2847675],[2848206],[2848437],[2848709],[2849180],[2849859],[2850048],[2851292],[2852455],[2852686],[2854297],[2855654],[2855885],[2859706],[2862339],[2863235],[2863769],[2864158],[2864499],[2864790],[2865321],[2865552],[2867371],[2868534],[2868765],[2869815],[2870978],[2871209],[2871481],[2871952],[2872820],[2874663],[2875560],[2876145],[2876460],[2876679],[2877068],[2879433],[2881252],[2881593],[2881884],[2882415],[2882646],[2882918],[2883902],[2884007],[2884634],[2885043],[2887150],[2887953],[2888632],[2888947],[2889166],[2889555],[2889896],[2890636],[2891397],[2892751],[2892856],[2893390],[2893892],[2894792],[2895303],[2896696],[2897025],[2897130],[2897457],[2899294],[2899513],[2901070] ] cell #5906 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2196751],[2213111],[2224141],[2319979],[2322568],[2343422],[2359782],[2370812],[2412504],[2417691],[2438922],[2453832],[2456421],[2464862],[2477171],[2518838],[2521513],[2533030],[2538217],[2540806],[2548600],[2567501],[2584196],[2587648],[2587892],[2590594],[2606900],[2607688],[2609575],[2609903],[2614279],[2627789],[2642267],[2648112],[2648328],[2648448],[2650794],[2661168],[2664620],[2664864],[2667236],[2667566],[2671487],[2680705],[2682661],[2695019],[2699610],[2700150],[2700404],[2706885],[2707129],[2708529],[2712294],[2714374],[2714590],[2714710],[2716819],[2717056],[2727759],[2729607],[2731282],[2736185],[2736429],[2738060],[2739980],[2743611],[2744294],[2749198],[2749875],[2750091],[2750211],[2751154],[2754596],[2755745],[2756285],[2756539],[2764880],[2766415],[2767412],[2770066],[2773589],[2774266],[2774482],[2774602],[2775883],[2776902],[2780467],[2783703],[2784816],[2784888],[2785589],[2785843],[2786736],[2788411],[2789470],[2790367],[2791050],[2793314],[2798008],[2799027],[2799280],[2801182],[2802179],[2803648],[2804761],[2804833],[2805534],[2805788],[2806737],[2807517],[2812969],[2813215],[2814130],[2814212],[2814792],[2816866],[2818714],[2820389],[2821066],[2823327],[2823604],[2824653],[2825433],[2825832],[2827314],[2828970],[2829216],[2830131],[2830213],[2830793],[2831182],[2831369],[2832345],[2836633],[2836705],[2836886],[2837424],[2838788],[2839785],[2841254],[2842439],[2843936],[2844944],[2845109],[2845403],[2845590],[2846566],[2847980],[2848951],[2849281],[2849462],[2850000],[2851164],[2852923],[2853200],[2855029],[2855295],[2856910],[2858812],[2859809],[2860917],[2861004],[2861676],[2861717],[2861852],[2862211],[2863495],[2864668],[2864962],[2866406],[2867716],[2867881],[2868362],[2869002],[2869279],[2869338],[2870752],[2871723],[2872234],[2873717],[2873935],[2874418],[2874788],[2875646],[2875733],[2876405],[2876581],[2878770],[2878811],[2878946],[2879305],[2879778],[2879943],[2881762],[2883160],[2883813],[2884733],[2885216],[2886905],[2887275],[2887618],[2887753],[2888892],[2889068],[2890065],[2891496],[2892662],[2894065],[2894913],[2897556] ] cell #5907 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2224150],[2322563],[2370821],[2389656],[2412280],[2456416],[2464871],[2467227],[2491219],[2510182],[2521522],[2532806],[2540801],[2542365],[2560782],[2586364],[2587901],[2590589],[2598244],[2603828],[2607464],[2609181],[2609584],[2640190],[2648214],[2648433],[2648443],[2650570],[2654449],[2662405],[2663336],[2664873],[2667561],[2677632],[2689060],[2693464],[2693842],[2698474],[2700124],[2700417],[2700487],[2706452],[2707138],[2712296],[2714476],[2714695],[2714705],[2716832],[2725414],[2725792],[2735752],[2736438],[2737701],[2738397],[2742752],[2744279],[2744387],[2749599],[2749977],[2750196],[2750206],[2754609],[2756259],[2756552],[2756622],[2764521],[2765217],[2773990],[2774368],[2774587],[2774597],[2774668],[2775468],[2775896],[2779783],[2784457],[2785153],[2785563],[2785856],[2785926],[2789508],[2791035],[2791143],[2796793],[2797593],[2798021],[2804402],[2805098],[2805508],[2805801],[2805871],[2806588],[2806775],[2812915],[2812934],[2813715],[2814143],[2814777],[2814885],[2818030],[2821777],[2824504],[2824691],[2827066],[2828916],[2828935],[2829716],[2830144],[2830778],[2830886],[2831315],[2831334],[2831764],[2835627],[2836684],[2836945],[2837275],[2837462],[2843407],[2843882],[2843901],[2845536],[2845555],[2845985],[2847124],[2847665],[2849214],[2849260],[2849521],[2849851],[2850038],[2851143],[2854287],[2855447],[2855877],[2859740],[2860482],[2860983],[2861622],[2861641],[2861911],[2862190],[2863225],[2863441],[2863460],[2863761],[2864780],[2865114],[2865544],[2868308],[2868327],[2868757],[2869666],[2871986],[2872293],[2872810],[2874397],[2874551],[2875552],[2875712],[2876135],[2876351],[2876370],[2876640],[2876671],[2876919],[2878716],[2878735],[2879005],[2879284],[2881874],[2882208],[2882638],[2883892],[2883926],[2884633],[2885035],[2885195],[2885349],[2886884],[2887038],[2887812],[2888622],[2888838],[2888857],[2889127],[2889158],[2889406],[2890284],[2890628],[2891396],[2891609],[2892741],[2892775],[2893278],[2893884],[2894044],[2894198],[2894972],[2895302],[2896688],[2897015],[2897049],[2897456],[2897669],[2898172],[2899293],[2899505],[2900266],[2901069] ] cell #5908 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1373019],[1451504],[1503419],[1569395],[1581649],[1616844],[1632711],[1698649],[1701872],[1709775],[1711042],[1755483],[1781033],[1800959],[1805919],[1808671],[1824538],[1828259],[1836142],[1854935],[1864154],[1890307],[1904519],[1925600],[1928702],[1935592],[1941754],[1949847],[1955518],[1957621],[1960478],[1976906],[1984547],[2007065],[2013711],[2022439],[2033665],[2042884],[2043118],[2045663],[2052648],[2055555],[2069037],[2073729],[2076831],[2089449],[2098573],[2118865],[2120047],[2120281],[2126506],[2129413],[2130953],[2146335],[2149356],[2153386],[2153976],[2154984],[2159822],[2162695],[2176494],[2183140],[2183374],[2185919],[2197512],[2202506],[2222547],[2225587],[2226177],[2228798],[2231671],[2248089],[2253090],[2257213],[2259790],[2262123],[2262904],[2277505],[2278687],[2278921],[2280526],[2284556],[2285146],[2288053],[2298286],[2301105],[2316015],[2317478],[2320740],[2323933],[2325734],[2326515],[2339458],[2344183],[2349177],[2352858],[2358263],[2369218],[2372258],[2372848],[2374219],[2375469],[2378342],[2380919],[2384513],[2386680],[2392920],[2400323],[2406324],[2408012],[2410908],[2413727],[2416172],[2427555],[2432139],[2434958],[2439683],[2449868],[2451331],[2454593],[2457786],[2459587],[2460368],[2463268],[2469010],[2474196],[2476363],[2482603],[2486076],[2488243],[2494483],[2501886],[2505039],[2507206],[2513446],[2520849],[2526850],[2528100],[2528538],[2531434],[2534253],[2536698],[2538978],[2548966],[2554152],[2556319],[2559340],[2564526],[2566693],[2572933],[2574183],[2576035],[2581221],[2583388],[2589628],[2593101],[2595268],[2596049],[2601508],[2608911],[2619236],[2628155],[2633341],[2635508],[2636289],[2642633],[2647819],[2649986],[2652261],[2653007],[2658193],[2660360],[2666600],[2667850],[2674099],[2686872],[2687618],[2699976],[2708895],[2714081],[2716248],[2717029],[2722150],[2722493],[2742592],[2755365],[2756111],[2779279],[2779622] ] cell #5909 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1597332],[1618808],[1757447],[1789159],[1810635],[1884966],[1892271],[1922872],[1943718],[1977830],[2004481],[2042626],[2063696],[2071001],[2087786],[2117826],[2119789],[2147259],[2152967],[2173910],[2182882],[2183961],[2195852],[2220884],[2246426],[2256598],[2260714],[2276466],[2278429],[2284137],[2286143],[2296805],[2315214],[2319080],[2342523],[2351195],[2356445],[2364346],[2367555],[2377727],[2379880],[2381843],[2405452],[2409427],[2412926],[2422255],[2430658],[2438023],[2440132],[2443424],[2449067],[2450334],[2452933],[2461605],[2466855],[2484847],[2484938],[2487473],[2493611],[2501085],[2502352],[2508436],[2516549],[2517939],[2518480],[2523289],[2525978],[2529953],[2533452],[2537318],[2539427],[2542719],[2542781],[2557549],[2558373],[2563297],[2563388],[2565923],[2569372],[2572061],[2578526],[2587366],[2587457],[2591963],[2594498],[2596498],[2600636],[2604611],[2606001],[2606542],[2608110],[2609377],[2615979],[2616070],[2616830],[2621727],[2627188],[2632203],[2634738],[2636738],[2637228],[2640341],[2648067],[2651216],[2652040],[2655498],[2656039],[2656964],[2657055],[2659590],[2663039],[2664338],[2664429],[2665728],[2672964],[2673437],[2674670],[2677783],[2685212],[2686651],[2690109],[2690650],[2691011],[2696719],[2696810],[2697570],[2702467],[2703490],[2706603],[2706694],[2707928],[2712943],[2714329],[2715478],[2721042],[2721929],[2722961],[2731557],[2732790],[2735903],[2735994],[2736585],[2741457],[2741930],[2743163],[2745311],[2745402],[2746162],[2746276],[2747146],[2747437],[2749830],[2753705],[2755144],[2759019],[2759143],[2760604],[2761921],[2763405],[2769618],[2770505],[2771537],[2771828],[2774221],[2778171],[2779058],[2780090],[2781944],[2782417],[2783341],[2783658],[2788686],[2792918],[2793123],[2794635],[2795570],[2796396],[2800485],[2801802],[2803286],[2803603],[2808721],[2810205],[2812191],[2813130],[2816418],[2817305],[2818628],[2820664],[2821021],[2822121],[2823559],[2826758],[2827693],[2829131],[2833176],[2834002],[2839408],[2841209],[2842878],[2843614],[2845024],[2847468],[2853155],[2857289],[2858727],[2861354],[2863173],[2867796],[2878448] ] cell #5910 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1726107],[1746953],[1881777],[1912378],[1933224],[2004346],[2011343],[2040516],[2060507],[2092901],[2117823],[2153798],[2173775],[2180772],[2196390],[2224130],[2225999],[2251541],[2256844],[2276463],[2284968],[2286008],[2296862],[2319618],[2343061],[2352536],[2356310],[2370801],[2372670],[2377973],[2379877],[2389480],[2402331],[2405990],[2409484],[2430715],[2438561],[2443421],[2450580],[2453471],[2462946],[2464851],[2466720],[2487530],[2490490],[2491043],[2494149],[2502598],[2510006],[2516606],[2518477],[2521502],[2526516],[2527778],[2530010],[2537856],[2542716],[2548875],[2550232],[2559249],[2560606],[2565980],[2572599],[2573861],[2579064],[2586188],[2587423],[2587881],[2593199],[2594555],[2597515],[2598068],[2601174],[2604668],[2606539],[2609564],[2609623],[2614718],[2622265],[2623637],[2628064],[2629421],[2633439],[2634795],[2640398],[2642542],[2643899],[2648038],[2648124],[2652916],[2654273],[2656036],[2659647],[2663160],[2664395],[2664853],[2666266],[2667528],[2674197],[2677840],[2683100],[2687527],[2688884],[2690647],[2691068],[2693666],[2695458],[2699885],[2700241],[2701121],[2701242],[2703005],[2704377],[2706660],[2707118],[2708804],[2710161],[2714179],[2714300],[2714386],[2715535],[2717292],[2722402],[2723018],[2725616],[2732317],[2733677],[2735960],[2736418],[2736718],[2742690],[2744050],[2744926],[2746333],[2747203],[2749801],[2749887],[2751593],[2756020],[2756376],[2757256],[2757377],[2761978],[2763037],[2763538],[2770978],[2771594],[2774192],[2774278],[2774750],[2779531],[2780147],[2781541],[2782745],[2783474],[2783715],[2785680],[2789446],[2790806],[2791682],[2793547],[2794692],[2795703],[2796875],[2801859],[2802918],[2803419],[2803660],[2805625],[2808778],[2809837],[2810338],[2812997],[2813263],[2817778],[2819788],[2821078],[2822254],[2822939],[2823616],[2826815],[2827826],[2828998],[2829264],[2833309],[2834481],[2836833],[2839465],[2840524],[2841266],[2843231],[2844059],[2845157],[2847601],[2848286],[2849409],[2852535],[2853212],[2857422],[2858860],[2860794],[2861799],[2863618],[2867929],[2871058],[2872181],[2874208],[2875523],[2878893],[2886695] ] cell #5911 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1851733],[1871724],[2001290],[2030463],[2050454],[2117693],[2124312],[2151782],[2170719],[2201120],[2224127],[2257628],[2276333],[2282952],[2297317],[2311054],[2322593],[2324348],[2347791],[2352655],[2370798],[2378757],[2379747],[2389600],[2408766],[2409939],[2412923],[2431170],[2439886],[2443291],[2456446],[2458201],[2463065],[2464848],[2473443],[2473534],[2475564],[2487985],[2491163],[2493577],[2510126],[2517061],[2521499],[2527897],[2529292],[2530465],[2533449],[2539181],[2540831],[2542586],[2542778],[2548402],[2560726],[2563773],[2563864],[2565894],[2573980],[2580468],[2580559],[2582589],[2586308],[2587878],[2590619],[2595010],[2596252],[2598188],[2600602],[2605123],[2608107],[2609437],[2609561],[2624898],[2624989],[2627591],[2635250],[2636492],[2640853],[2642069],[2647066],[2647157],[2648158],[2648470],[2648473],[2649187],[2651213],[2654393],[2654705],[2657440],[2657531],[2659561],[2663280],[2663592],[2664850],[2665694],[2667588],[2667591],[2678295],[2680507],[2689004],[2689316],[2693786],[2694098],[2699412],[2700270],[2700327],[2700361],[2702433],[2705638],[2705729],[2707115],[2708331],[2713328],[2713419],[2714420],[2714732],[2714735],[2715449],[2725736],[2726048],[2734938],[2735029],[2736415],[2737177],[2738953],[2739044],[2742929],[2744424],[2744453],[2746247],[2749000],[2749921],[2750233],[2750236],[2755547],[2756405],[2756462],[2756496],[2763997],[2765773],[2765864],[2773391],[2774312],[2774624],[2774627],[2775186],[2775645],[2776704],[2779906],[2783933],[2785709],[2785766],[2785800],[2791180],[2791209],[2797311],[2797770],[2798829],[2803878],[2805654],[2805711],[2805745],[2806275],[2806711],[2810072],[2813433],[2813674],[2813892],[2814922],[2814951],[2821427],[2822495],[2824191],[2824627],[2829434],[2829675],[2829893],[2830923],[2830952],[2831621],[2836962],[2837228],[2837398],[2843317],[2844325],[2845398],[2845842],[2847842],[2849538],[2849804],[2849974],[2855605],[2855734],[2859271],[2860519],[2861200],[2862065],[2863884],[2865272],[2865401],[2868170],[2872576],[2873827],[2874614],[2875929],[2879159],[2882366],[2883705],[2884625],[2887101],[2892554] ] cell #5912 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1466872],[1488734],[1629630],[1662102],[1683964],[1760735],[1768269],[1799981],[1821457],[1856962],[1885105],[1925054],[1947006],[1954540],[1972374],[2004484],[2006519],[2035692],[2041758],[2063835],[2073183],[2074289],[2087198],[2114333],[2141803],[2152648],[2157011],[2173913],[2175948],[2182014],[2184100],[2195826],[2216040],[2220296],[2245838],[2255258],[2260853],[2269458],[2272973],[2283818],[2286146],[2288181],[2314626],[2319054],[2322908],[2333069],[2342497],[2350607],[2352914],[2356448],[2362711],[2364027],[2366967],[2376387],[2381982],[2402425],[2402526],[2405426],[2412338],[2420620],[2421936],[2428861],[2437997],[2439544],[2440135],[2445389],[2448479],[2452907],[2456761],[2461017],[2463324],[2466858],[2466922],[2483909],[2484912],[2490584],[2490685],[2493585],[2497407],[2500497],[2507848],[2517913],[2518014],[2523052],[2525952],[2528156],[2532864],[2537292],[2538839],[2539430],[2541146],[2542462],[2550326],[2550427],[2551231],[2556961],[2563362],[2569135],[2572035],[2574239],[2574842],[2578500],[2587431],[2590934],[2591937],[2595910],[2596501],[2597609],[2597710],[2600610],[2604432],[2605975],[2606076],[2607522],[2616044],[2616593],[2618043],[2621701],[2630420],[2632177],[2636150],[2636741],[2637202],[2643993],[2644094],[2644898],[2650628],[2651814],[2655472],[2655573],[2657029],[2662802],[2664403],[2665702],[2672335],[2673411],[2674644],[2684975],[2686425],[2690083],[2690184],[2690871],[2696784],[2697333],[2698783],[2701336],[2701437],[2702241],[2702441],[2703464],[2703816],[2706668],[2711160],[2712917],[2717481],[2719349],[2721016],[2722821],[2730455],[2731531],[2732764],[2733116],[2735968],[2740828],[2741904],[2743137],[2745376],[2745925],[2747006],[2747411],[2753468],[2758376],[2758677],[2760578],[2761781],[2762811],[2767925],[2769592],[2771397],[2771802],[2778145],[2779950],[2782391],[2783518],[2787584],[2788660],[2790245],[2792681],[2793097],[2793485],[2794495],[2796370],[2800459],[2801662],[2803463],[2808581],[2809611],[2816392],[2818602],[2820638],[2821502],[2823419],[2826618],[2833976],[2839268],[2841069],[2844405],[2846849],[2853015],[2867177] ] cell #5913 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2004508],[2117797],[2173937],[2211739],[2223764],[2276437],[2286170],[2318607],[2356472],[2358410],[2370435],[2379851],[2392286],[2416319],[2440159],[2443395],[2452460],[2464485],[2466882],[2476510],[2512812],[2518262],[2518451],[2521136],[2536845],[2539454],[2542690],[2549494],[2566840],[2583535],[2585450],[2587305],[2587630],[2588994],[2596525],[2606324],[2606513],[2609198],[2609916],[2615036],[2628683],[2636765],[2643161],[2646123],[2647957],[2650133],[2655821],[2656010],[2660507],[2662422],[2664277],[2664602],[2667489],[2672113],[2681123],[2683418],[2690432],[2690621],[2693481],[2695776],[2698561],[2700504],[2705957],[2706542],[2706867],[2709423],[2712385],[2713647],[2714219],[2716395],[2717038],[2725431],[2728113],[2730233],[2731700],[2735257],[2735842],[2736167],[2738486],[2739272],[2740606],[2744368],[2746930],[2749180],[2749616],[2749720],[2751911],[2754696],[2755727],[2756639],[2765306],[2766092],[2766391],[2766431],[2767703],[2770420],[2771321],[2773571],[2774007],[2774111],[2774984],[2776256],[2776884],[2782560],[2783276],[2784824],[2785242],[2785943],[2787362],[2788829],[2790303],[2791124],[2794249],[2797109],[2798381],[2799009],[2799295],[2801158],[2801198],[2802470],[2803221],[2804769],[2805187],[2805888],[2806214],[2807453],[2812106],[2812923],[2813231],[2814503],[2814866],[2817220],[2820807],[2821927],[2823173],[2823303],[2823343],[2824130],[2825369],[2826372],[2827329],[2828924],[2829232],[2830504],[2830867],[2831203],[2831323],[2834715],[2835987],[2836901],[2836926],[2838764],[2838804],[2840076],[2842793],[2843494],[2843890],[2844830],[2844959],[2845125],[2845424],[2845544],[2847274],[2848520],[2849477],[2849502],[2852769],[2852899],[2852939],[2853726],[2856925],[2858828],[2860100],[2860463],[2860938],[2861630],[2861867],[2861892],[2863449],[2864389],[2864684],[2867602],[2867731],[2867897],[2868316],[2868978],[2869018],[2871292],[2872249],[2872274],[2875667],[2876359],[2876596],[2876621],[2878724],[2878961],[2878986],[2879793],[2879959],[2881483],[2881778],[2887768],[2887793],[2888846],[2889083],[2889108],[2890081],[2894928],[2894953],[2898328] ] cell #5914 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1923816],[2071945],[2166061],[2235037],[2263288],[2326899],[2358208],[2381708],[2393304],[2416117],[2444967],[2460752],[2476308],[2494867],[2496985],[2513830],[2536643],[2548529],[2550809],[2566638],[2583333],[2590012],[2601892],[2604010],[2614430],[2627718],[2629998],[2642196],[2644476],[2649931],[2660305],[2666984],[2671469],[2680634],[2682812],[2695170],[2699539],[2701819],[2708458],[2710738],[2716193],[2717413],[2727910],[2729589],[2739962],[2743762],[2744580],[2749127],[2751305],[2755674],[2757954],[2758638],[2767394],[2773518],[2776831],[2780449],[2781253],[2785039],[2786718],[2789955],[2790518],[2791336],[2793063],[2798956],[2804984],[2807440],[2807668],[2811099],[2814194],[2815078],[2818368],[2818696],[2819500],[2825356],[2825584],[2830195],[2831079],[2832272],[2832327],[2838127],[2838355],[2840893],[2841786],[2846493],[2846548],[2850703],[2850931],[2851105],[2851718],[2856385],[2856440],[2862152],[2862765],[2866052],[2866107],[2866387],[2869628],[2870241],[2874769],[2876881],[2877494],[2880268],[2883609],[2885567],[2890447] ] cell #5915 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2041426],[2181682],[2269126],[2332737],[2358648],[2416557],[2445102],[2466590],[2473956],[2476748],[2485836],[2497120],[2522951],[2537083],[2550944],[2564286],[2567078],[2569034],[2580981],[2583773],[2592861],[2604145],[2614492],[2616492],[2629515],[2629616],[2630133],[2633101],[2644611],[2647579],[2650371],[2657953],[2660745],[2662701],[2667906],[2671648],[2673859],[2682874],[2684426],[2684874],[2695232],[2697232],[2700397],[2700783],[2701954],[2710255],[2710356],[2710873],[2713841],[2716633],[2716890],[2720338],[2720509],[2727972],[2729768],[2731979],[2740141],[2742352],[2743824],[2744484],[2745824],[2751367],[2752919],[2753367],[2754918],[2756532],[2756918],[2757471],[2757572],[2758089],[2758576],[2759078],[2761387],[2767573],[2768914],[2769085],[2776478],[2777467],[2777638],[2780628],[2781315],[2782839],[2782940],[2785101],[2785836],[2786897],[2789108],[2789893],[2790580],[2791240],[2792132],[2792580],[2793198],[2798603],[2800054],[2800225],[2801268],[2805046],[2805781],[2807378],[2807730],[2808187],[2810600],[2810771],[2811278],[2811340],[2812638],[2814373],[2814435],[2814725],[2814982],[2815714],[2815885],[2818197],[2818875],[2818937],[2819562],[2821086],[2821187],[2825294],[2825646],[2826442],[2830374],[2830436],[2830726],[2830983],[2832101],[2832506],[2832568],[2834785],[2835179],[2835350],[2837660],[2837831],[2838065],[2838417],[2838874],[2841287],[2841458],[2841965],[2842027],[2843325],[2846322],[2846727],[2846789],[2850236],[2850407],[2850641],[2850993],[2851098],[2851894],[2852065],[2854091],[2856038],[2856214],[2856619],[2856681],[2858898],[2859292],[2859463],[2862145],[2862941],[2863112],[2865705],[2865881],[2866286],[2866348],[2866392],[2866965],[2869621],[2870417],[2870588],[2872614],[2874774],[2875347],[2876874],[2877670],[2877841],[2877892],[2880273],[2880846],[2883602],[2884090],[2885572],[2886145],[2888014],[2890452],[2891773],[2895204] ] cell #5916 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2041488],[2181744],[2269188],[2297618],[2312528],[2332799],[2358710],[2410240],[2416619],[2431471],[2444993],[2446381],[2466652],[2476810],[2493745],[2493870],[2497011],[2498399],[2517362],[2522857],[2530766],[2537145],[2550835],[2551591],[2566148],[2567140],[2568940],[2583835],[2587666],[2588179],[2600770],[2600895],[2604036],[2605424],[2614456],[2614506],[2616398],[2630024],[2630780],[2644502],[2645258],[2648247],[2650433],[2659815],[2660807],[2662607],[2664638],[2665151],[2665862],[2665987],[2667774],[2671471],[2671617],[2682838],[2682888],[2684780],[2695196],[2695246],[2697138],[2701845],[2702601],[2702726],[2706903],[2710764],[2711520],[2714509],[2715703],[2716695],[2717074],[2720337],[2727936],[2727986],[2729591],[2729737],[2736203],[2739964],[2740110],[2743788],[2743838],[2744669],[2745730],[2746501],[2749216],[2750010],[2751331],[2751381],[2753273],[2755763],[2757980],[2758736],[2758861],[2759140],[2767396],[2767542],[2768913],[2773607],[2774401],[2776920],[2777466],[2780451],[2780597],[2781279],[2781329],[2785065],[2785115],[2786720],[2786866],[2790544],[2790594],[2791425],[2792486],[2793089],[2793257],[2799045],[2800053],[2805010],[2805060],[2807694],[2807744],[2810599],[2811101],[2811247],[2814196],[2814342],[2815167],[2815713],[2818394],[2818698],[2818844],[2819526],[2819576],[2820992],[2825610],[2825660],[2830197],[2830343],[2831168],[2832298],[2832329],[2832475],[2835178],[2837659],[2838381],[2838431],[2841025],[2841286],[2841788],[2841934],[2846519],[2846550],[2846696],[2850235],[2850957],[2851007],[2851107],[2851850],[2851893],[2856411],[2856442],[2856588],[2858594],[2859291],[2862154],[2862897],[2862940],[2866078],[2866109],[2866255],[2866391],[2866831],[2869630],[2870373],[2870416],[2874773],[2875213],[2876883],[2877626],[2877669],[2877888],[2880272],[2880712],[2883611],[2884086],[2885571],[2886011],[2888010],[2890451],[2891769],[2895200] ] cell #5917 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1800948],[1955507],[2055544],[2129402],[2159811],[2228787],[2262807],[2288042],[2301094],[2326418],[2358182],[2375458],[2392823],[2413716],[2416091],[2434947],[2460271],[2473651],[2476282],[2494386],[2513349],[2520838],[2534242],[2536617],[2548503],[2563981],[2566612],[2580676],[2583307],[2589531],[2601411],[2608900],[2614245],[2625106],[2627692],[2642170],[2647274],[2649905],[2657648],[2660279],[2666503],[2667839],[2680608],[2682627],[2694985],[2699513],[2700478],[2705846],[2708432],[2713536],[2716167],[2716932],[2727725],[2735146],[2739161],[2743577],[2744554],[2749101],[2751120],[2754960],[2755648],[2756613],[2758612],[2765981],[2773492],[2776520],[2776805],[2781068],[2784854],[2785917],[2789929],[2790333],[2791310],[2798645],[2798930],[2804799],[2805862],[2807414],[2807483],[2814767],[2815052],[2818198],[2819315],[2825330],[2825399],[2830768],[2831053],[2831274],[2832102],[2838101],[2838170],[2845495],[2846323],[2850677],[2850746],[2851099],[2855387],[2856215],[2862146],[2865054],[2865882],[2869622],[2874074],[2876875],[2883603] ] cell #5918 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2152707],[2283877],[2364086],[2390166],[2403570],[2421995],[2445448],[2491729],[2497466],[2510692],[2522977],[2524096],[2542521],[2551290],[2566063],[2566176],[2569060],[2570179],[2586874],[2591872],[2598754],[2604491],[2616518],[2617084],[2629590],[2630479],[2632112],[2644957],[2648275],[2648724],[2659730],[2659843],[2662727],[2663846],[2671674],[2671684],[2673346],[2684900],[2685466],[2697258],[2697824],[2700371],[2702300],[2710330],[2711219],[2712852],[2714537],[2714986],[2715618],[2715731],[2717351],[2717478],[2720339],[2720478],[2729794],[2729804],[2731466],[2740167],[2740177],[2741839],[2745850],[2746416],[2746529],[2750038],[2753393],[2753959],[2756506],[2757546],[2758435],[2758602],[2758764],[2761386],[2767599],[2767609],[2768915],[2769054],[2774429],[2777468],[2777607],[2780654],[2780664],[2781357],[2782326],[2782914],[2785143],[2785810],[2786923],[2786933],[2788595],[2789919],[2790622],[2792606],[2793032],[2793172],[2793285],[2800055],[2800194],[2801267],[2805088],[2805755],[2807404],[2807772],[2808186],[2810601],[2810740],[2811304],[2811314],[2814399],[2814409],[2815715],[2815854],[2818337],[2818901],[2818911],[2819604],[2820573],[2821161],[2825320],[2825688],[2826441],[2830400],[2830410],[2832241],[2832532],[2832542],[2834784],[2835180],[2835319],[2837661],[2837800],[2838091],[2838459],[2838873],[2840892],[2841288],[2841427],[2841991],[2842001],[2846462],[2846753],[2846763],[2850237],[2850376],[2850667],[2851035],[2851717],[2851895],[2852034],[2854090],[2856037],[2856354],[2856645],[2856655],[2858897],[2859293],[2859432],[2862764],[2862942],[2863081],[2865704],[2866021],[2866312],[2866322],[2866386],[2866393],[2866964],[2870240],[2870418],[2870557],[2872613],[2874768],[2874775],[2875346],[2877493],[2877671],[2877810],[2877891],[2880267],[2880274],[2880845],[2884089],[2885566],[2885573],[2886144],[2888013],[2890446],[2890453],[2891772],[2895203] ] cell #5919 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2256717],[2377846],[2450453],[2502471],[2524468],[2570551],[2592887],[2609496],[2617456],[2633127],[2664218],[2673885],[2698196],[2713867],[2742378], [1374233,2877867],[1504660,2886277],[1548617,2835376],[1570609,2870614],[1633563,2892175],[1678028,2854223],[1699890,2880978],[1710989,2859489],[1753400,2896054],[1803914,2868614],[1825390,2888416],[1837383,2872746],[1838526,2843351],[1842283,2898382],[1918825,2853787],[1939671,2893474],[1958473,2882495],[1960549,2860548],[1960663,2821424],[1972903,2548784],[1991840,2559158],[2021013,2886314],[2021943,2832873],[2066954,2872310],[2075996,2843260],[2077021,2793544],[2097147,2890768],[2098077,2795267],[2114862,2627973],[2135219,2878294],[2142332,2642451],[2161269,2652825],[2162199,2856986],[2177057,2859030],[2185652,2821112],[2206772,2884492],[2224062,2684361],[2230245,2687436],[2231175,2827390],[2240461,2867097],[2255787,2699794],[2266389,2870107],[2273502,2708713],[2279479,2841484],[2301690,2722311],[2306877,2875479],[2316600,2847335],[2322714,2731084],[2330000,2877360],[2337623,2852091],[2353443,2744835],[2361590,2856170],[2370733,2752854],[2376916,2755929],[2390538,2761519],[2398488,2863138],[2403942,2826574],[2412629,2684452],[2414312,2770887],[2419499,2865837],[2435543,2779440],[2440730,2781193],[2448033,2837857],[2456567,2788213],[2463853,2791591],[2464783,2792067],[2473982,2720535],[2485862,2800251],[2492101,2801400],[2495530,2850871],[2500051,2850433],[2511064,2808319],[2519014,2744510],[2521434,2812573],[2533155,2752945],[2534838,2817687],[2540025,2819440],[2540952,2820191],[2564312,2769111],[2566435,2685838],[2567677,2831009],[2581007,2777664],[2587246,2834917],[2590740,2836435],[2599126,2839006],[2602555,2838295],[2607076,2791266],[2607813,2792158],[2629541,2732005],[2629853,2805961],[2647605,2810797],[2649096,2746788],[2650919,2812664],[2657979,2815911],[2660102,2754331],[2661344,2815008],[2667647,2667712],[2700577,2783177],[2700809,2782865],[2710281,2789134],[2710593,2786016],[2715358,2715990],[2717181,2717232],[2756712,2757809],[2756944,2757497] ] cell #5920 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1414213],[1577731],[1689441],[1773746],[1808946],[1890582],[1930924],[1960017],[1977181],[2009043],[2048255],[2069312],[2091591],[2119140],[2122113],[2146610],[2178472],[2196224],[2199851],[2224689],[2250231],[2260065],[2277780],[2280753],[2297124],[2319452],[2323079],[2342895],[2346522],[2355000],[2371360],[2381194],[2389463],[2405824],[2409746],[2430977],[2438395],[2442022],[2453305],[2456932],[2465410],[2467141],[2487792],[2491026],[2509989],[2516868],[2518311],[2526350],[2530272],[2537690],[2541317],[2542302],[2560589],[2572433],[2578898],[2586171],[2587685],[2594817],[2598051],[2603327],[2604930],[2606373],[2609138],[2622099],[2635057],[2639213],[2640660],[2648021],[2654256],[2655870],[2661991],[2663143],[2664657],[2676655],[2678102],[2688867],[2690481],[2692647],[2693649],[2705475],[2706922],[2711976],[2714283],[2724597],[2725599],[2734775],[2736222],[2736701],[2737742],[2748782],[2749784],[2763521],[2764562],[2773173],[2774175],[2774778],[2783457],[2784498],[2796903],[2803402],[2804443],[2813025],[2822237],[2829026],[2844087] ] cell #5921 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1414214],[1577732],[1689442],[1773747],[1808947],[1890583],[1930925],[1960018],[1977182],[2009044],[2048254],[2069313],[2091592],[2119141],[2122112],[2146611],[2178473],[2196225],[2199850],[2224690],[2250232],[2260066],[2277781],[2280752],[2297123],[2319453],[2323078],[2342896],[2346521],[2355001],[2371361],[2381195],[2389487],[2405825],[2409745],[2430976],[2438396],[2442021],[2453306],[2456931],[2465411],[2467142],[2487791],[2491050],[2510013],[2516867],[2518312],[2526351],[2530271],[2537691],[2541316],[2542303],[2560613],[2572434],[2578899],[2586195],[2587684],[2594816],[2598075],[2603328],[2604929],[2606374],[2609137],[2622100],[2635056],[2639214],[2640659],[2648045],[2654280],[2655871],[2661990],[2663167],[2664656],[2676656],[2678101],[2688891],[2690482],[2692646],[2693673],[2705476],[2706921],[2711969],[2714307],[2724596],[2725623],[2734776],[2736221],[2736725],[2737735],[2748781],[2749808],[2763545],[2764555],[2773172],[2774199],[2774765],[2783481],[2784491],[2796890],[2803426],[2804436],[2813012],[2822261],[2829013],[2844074] ] cell #5922 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1414215],[1577733],[1689443],[1773748],[1808948],[1890584],[1930926],[1960019],[1977183],[2009045],[2048257],[2069314],[2091593],[2119142],[2122115],[2146612],[2178474],[2196226],[2199853],[2224691],[2250233],[2260067],[2277782],[2280755],[2297126],[2319454],[2323081],[2342897],[2346524],[2355002],[2371362],[2381196],[2389491],[2405826],[2409748],[2430979],[2438397],[2442024],[2453307],[2456934],[2465412],[2467143],[2487794],[2491054],[2510017],[2516870],[2518313],[2526352],[2530274],[2537692],[2541319],[2542304],[2560617],[2572435],[2578900],[2586199],[2587687],[2594819],[2598079],[2603329],[2604932],[2606375],[2609140],[2622101],[2635059],[2639215],[2640662],[2648049],[2654284],[2655872],[2661993],[2663171],[2664659],[2676657],[2678104],[2688895],[2690483],[2692649],[2693677],[2705477],[2706924],[2711978],[2714311],[2724599],[2725627],[2734777],[2736224],[2736729],[2737744],[2748784],[2749812],[2763549],[2764564],[2773175],[2774203],[2774780],[2783485],[2784500],[2796905],[2803430],[2804445],[2813027],[2822265],[2829028],[2844089] ] cell #5923 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1414219],[1577737],[1689447],[1773752],[1808952],[1890588],[1930927],[1960023],[1977187],[2009046],[2048252],[2069318],[2091594],[2119146],[2122110],[2146616],[2178475],[2196227],[2199848],[2224692],[2250234],[2260071],[2277786],[2280750],[2297121],[2319455],[2323076],[2342898],[2346519],[2355003],[2371363],[2381200],[2389461],[2405827],[2409743],[2430974],[2438398],[2442019],[2453308],[2456929],[2465413],[2467147],[2487789],[2491024],[2509987],[2516865],[2518314],[2526353],[2530269],[2537693],[2541314],[2542305],[2560587],[2572436],[2578901],[2586169],[2587682],[2594814],[2598049],[2603330],[2604927],[2606376],[2609135],[2622102],[2635054],[2639216],[2640657],[2648019],[2654254],[2655873],[2661988],[2663141],[2664654],[2676658],[2678099],[2688865],[2690484],[2692644],[2693647],[2705478],[2706919],[2711968],[2714281],[2724594],[2725597],[2734778],[2736219],[2736699],[2737734],[2748779],[2749782],[2763519],[2764554],[2773170],[2774173],[2774764],[2783455],[2784490],[2796889],[2803400],[2804435],[2813011],[2822235],[2829012],[2844073] ] cell #5924 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1414223],[1577741],[1689451],[1773756],[1808956],[1890592],[1931040],[1960027],[1977191],[2009159],[2048358],[2069322],[2091707],[2119150],[2122216],[2146620],[2178588],[2196285],[2199954],[2224805],[2250347],[2260075],[2277790],[2280856],[2297177],[2319513],[2323182],[2342956],[2346625],[2355116],[2371476],[2381204],[2389465],[2405885],[2409799],[2431030],[2438456],[2442125],[2453366],[2457035],[2465526],[2467151],[2487845],[2491028],[2509991],[2516921],[2518372],[2526411],[2530325],[2537751],[2541420],[2542418],[2560591],[2572494],[2578959],[2586173],[2587738],[2594870],[2598053],[2603881],[2604983],[2606434],[2609241],[2622160],[2635110],[2640243],[2640713],[2648023],[2654258],[2655931],[2662465],[2663145],[2664710],[2677685],[2678155],[2688869],[2690542],[2693524],[2693651],[2706505],[2706975],[2712319],[2714285],[2725474],[2725601],[2735805],[2736275],[2736703],[2738420],[2749659],[2749786],[2763523],[2765240],[2774050],[2774177],[2774811],[2783459],[2785176],[2796936],[2803404],[2805121],[2813058],[2822239],[2829059],[2844120] ] cell #5925 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1597326],[1618802],[1757441],[1789153],[1810629],[1869520],[1884960],[1892265],[1922866],[1943712],[1977824],[1999086],[2004475],[2004848],[2041782],[2042620],[2063690],[2070995],[2087501],[2087780],[2090601],[2117415],[2117820],[2119783],[2147253],[2152961],[2168515],[2173904],[2174277],[2182038],[2182876],[2183955],[2186423],[2195849],[2196075],[2220599],[2220878],[2223699],[2246141],[2246420],[2249241],[2260708],[2269482],[2276055],[2276460],[2278423],[2284131],[2286137],[2286510],[2288205],[2296808],[2314929],[2315208],[2319077],[2319303],[2333093],[2342520],[2342746],[2350910],[2351189],[2352938],[2354010],[2356439],[2356812],[2362735],[2364340],[2367270],[2367549],[2370370],[2376411],[2379469],[2379874],[2381837],[2382006],[2405449],[2405675],[2409430],[2420644],[2422249],[2428885],[2430661],[2438020],[2438246],[2439847],[2440126],[2443013],[2443418],[2448782],[2449061],[2452930],[2453156],[2461320],[2461599],[2463348],[2464420],[2466849],[2483933],[2487476],[2500800],[2501079],[2508151],[2508430],[2515271],[2516552],[2517936],[2518162],[2518474],[2521071],[2525975],[2526201],[2528180],[2529956],[2537315],[2537541],[2539142],[2539421],[2542713],[2557264],[2557543],[2572058],[2572284],[2574263],[2576648],[2578523],[2578749],[2585014],[2587369],[2587454],[2594501],[2596213],[2596492],[2604614],[2605998],[2606224],[2606536],[2619849],[2621724],[2621950],[2634741],[2636453],[2636732],[2637225],[2638698],[2640344],[2645705],[2648070],[2653620],[2655495],[2655721],[2656033],[2664341],[2664426],[2674667],[2676140],[2677786],[2688231],[2690106],[2690332],[2690644],[2691014],[2691959],[2703487],[2704960],[2706606],[2706691],[2714332],[2722964],[2723909],[2728899],[2732787],[2734260],[2735906],[2735991],[2736597],[2747149],[2747434],[2748094],[2749833],[2759137],[2760601],[2763417],[2768331],[2771540],[2771825],[2772485],[2774224],[2783353],[2783661],[2793120],[2794638],[2796393],[2800534],[2803298],[2803606],[2813142],[2818625],[2821024],[2822133],[2823562],[2825720],[2829143],[2833999],[2841212],[2843655],[2845036],[2853158],[2858739],[2861395],[2867808],[2878489] ] cell #5926 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1851721],[1871712],[2001278],[2030451],[2050442],[2104053],[2117681],[2124300],[2151770],[2170707],[2201108],[2219436],[2224115],[2224468],[2256857],[2257616],[2276321],[2282940],[2297065],[2297305],[2299644],[2322237],[2322581],[2324336],[2347779],[2352643],[2366107],[2370786],[2371139],[2377986],[2378745],[2379735],[2382061],[2389474],[2389642],[2409687],[2409927],[2412266],[2430918],[2431158],[2433497],[2443279],[2450593],[2456090],[2456434],[2458189],[2463053],[2464836],[2465189],[2466733],[2473346],[2487733],[2487973],[2491037],[2491205],[2502611],[2510000],[2510168],[2516809],[2517049],[2518490],[2519388],[2521487],[2521840],[2526529],[2527885],[2530213],[2530453],[2532792],[2537869],[2540475],[2540819],[2542574],[2542729],[2560600],[2560768],[2563676],[2572612],[2573968],[2579077],[2580371],[2586182],[2586350],[2587626],[2587866],[2590263],[2590607],[2594758],[2594998],[2598062],[2598230],[2604871],[2605111],[2606552],[2607450],[2609549],[2622278],[2624801],[2634998],[2635238],[2640601],[2640841],[2646031],[2646969],[2648032],[2648200],[2648461],[2650556],[2654267],[2654435],[2656049],[2657343],[2663154],[2663322],[2664598],[2664838],[2667579],[2678043],[2678283],[2688878],[2689046],[2690660],[2692285],[2693660],[2693828],[2698460],[2700173],[2700235],[2705541],[2706863],[2707103],[2713231],[2714294],[2714462],[2714723],[2724235],[2725610],[2725778],[2734841],[2736163],[2736403],[2736712],[2737687],[2738856],[2742716],[2744356],[2748420],[2749795],[2749963],[2750224],[2756308],[2756370],[2763532],[2764507],[2765676],[2772811],[2774186],[2774354],[2774615],[2774831],[2775432],[2783468],[2784443],[2785612],[2785674],[2791112],[2796956],[2797557],[2800860],[2803413],[2804388],[2805557],[2805619],[2806052],[2813078],[2813257],[2813679],[2814854],[2821415],[2822248],[2823968],[2827052],[2829079],[2829258],[2829680],[2830855],[2836739],[2836914],[2843225],[2844140],[2845151],[2847629],[2849315],[2849490],[2855416],[2858854],[2860451],[2861106],[2861880],[2863147],[2865083],[2867923],[2872262],[2873839],[2874520],[2878974],[2882177],[2883717],[2887007],[2892566] ] cell #5927 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1544710],[1707082],[1816048],[1897684],[1931618],[2009737],[2048292],[2076414],[2092285],[2122150],[2159167],[2179166],[2199888],[2225383],[2228143],[2250925],[2280790],[2297161],[2300450],[2323116],[2346559],[2355694],[2372054],[2374814],[2389729],[2409783],[2413072],[2431014],[2434303],[2442059],[2456969],[2466104],[2473350],[2487829],[2491292],[2510255],[2516905],[2520194],[2530309],[2533598],[2541354],[2542996],[2560855],[2563680],[2580375],[2586437],[2587722],[2594854],[2598317],[2604967],[2608256],[2609175],[2624805],[2635094],[2640697],[2646973],[2648287],[2654522],[2657347],[2662028],[2663409],[2664694],[2667195],[2678139],[2689133],[2692684],[2693915],[2700177],[2705545],[2706959],[2712253],[2713235],[2714549],[2724634],[2725865],[2734845],[2736259],[2738019],[2738860],[2748819],[2750050],[2754366],[2756312],[2764839],[2765680],[2773210],[2774441],[2774835],[2775653],[2784775],[2785616],[2796960],[2797778],[2804720],[2805561],[2806057],[2813082],[2813900],[2823973],[2829083],[2829901],[2836744],[2844144],[2849320],[2861111] ] cell #5928 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1800946],[1955505],[2055542],[2129400],[2159809],[2228785],[2262727],[2288040],[2301092],[2326338],[2358111],[2375456],[2392743],[2413714],[2416020],[2434945],[2460191],[2473610],[2476211],[2494306],[2513269],[2520836],[2534240],[2536546],[2548466],[2563940],[2566541],[2580635],[2583236],[2589451],[2601331],[2608898],[2614256],[2625065],[2627655],[2642133],[2647233],[2649834],[2657607],[2660208],[2666423],[2667837],[2680571],[2682638],[2694996],[2699476],[2700437],[2705805],[2708395],[2713495],[2716096],[2716852],[2727736],[2735105],[2739120],[2743588],[2744517],[2749064],[2751131],[2754629],[2755611],[2756572],[2758541],[2765940],[2773455],[2775916],[2776768],[2781079],[2784865],[2785876],[2789658],[2790344],[2791273],[2798041],[2798893],[2804810],[2805821],[2806925],[2807494],[2814163],[2815015],[2818014],[2819326],[2824841],[2825410],[2830164],[2831016],[2831285],[2831748],[2837612],[2838181],[2845506],[2845969],[2850188],[2850757],[2851083],[2855398],[2855861],[2862130],[2865065],[2865528],[2869606],[2874085],[2876859],[2883587] ] cell #5929 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [2041421],[2181677],[2269121],[2332732],[2358643],[2416552],[2444991],[2466585],[2476743],[2497009],[2522859],[2537078],[2550833],[2567073],[2568942],[2583768],[2604034],[2614454],[2616400],[2630022],[2644500],[2650366],[2660740],[2662609],[2671619],[2682836],[2684782],[2695194],[2697140],[2701843],[2710762],[2716628],[2720345],[2727934],[2729739],[2740112],[2743786],[2745732],[2751329],[2753275],[2757978],[2759073],[2767544],[2768921],[2777474],[2780599],[2781277],[2785063],[2786868],[2790542],[2792488],[2793087],[2800061],[2805008],[2807692],[2810607],[2811249],[2814344],[2815721],[2818392],[2818846],[2819524],[2820994],[2825608],[2830345],[2832296],[2832477],[2835186],[2837667],[2838379],[2841027],[2841294],[2841936],[2846517],[2846698],[2850243],[2850955],[2851852],[2851901],[2856409],[2856590],[2858595],[2859299],[2862899],[2862948],[2866076],[2866257],[2866399],[2866832],[2870375],[2870424],[2874781],[2875214],[2877628],[2877677],[2877889],[2880280],[2880713],[2884087],[2885579],[2886012],[2888011],[2890459],[2891770],[2895201] ] cell #5930 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1851724],[1871715],[1885135],[2001281],[2004469],[2030454],[2050445],[2063865],[2117684],[2124303],[2151773],[2170710],[2173898],[2184130],[2201111],[2257619],[2260883],[2276324],[2282943],[2286131],[2297308],[2324339],[2347782],[2352646],[2352944],[2356433],[2378748],[2379738],[2382012],[2382357],[2389529],[2409930],[2431161],[2439622],[2439967],[2440120],[2443282],[2458192],[2463056],[2463354],[2466427],[2466843],[2473393],[2487976],[2491092],[2510055],[2517052],[2517868],[2518267],[2527888],[2528186],[2530456],[2535835],[2538917],[2539262],[2539415],[2542258],[2542577],[2560655],[2563723],[2566426],[2573971],[2574269],[2577201],[2580418],[2586237],[2587316],[2595001],[2595988],[2596333],[2596486],[2598117],[2603283],[2605114],[2605930],[2606329],[2620402],[2623003],[2624848],[2629470],[2635241],[2636228],[2636573],[2636726],[2639169],[2640844],[2647016],[2652200],[2654173],[2654322],[2655427],[2655826],[2657390],[2660093],[2661634],[2663209],[2664288],[2667638],[2676611],[2678286],[2678866],[2682466],[2684311],[2686811],[2688784],[2688933],[2690038],[2690437],[2692290],[2693715],[2703219],[2703743],[2705431],[2705588],[2706553],[2710210],[2713278],[2715981],[2716968],[2721630],[2722089],[2724240],[2725665],[2726415],[2729443],[2732519],[2733043],[2734731],[2734888],[2735853],[2736465],[2736922],[2738903],[2746779],[2746941],[2747359],[2748425],[2750959],[2752804],[2755304],[2757426],[2760115],[2762407],[2762738],[2763285],[2763742],[2765723],[2768722],[2770665],[2771332],[2771750],[2772816],[2774995],[2778759],[2779218],[2782794],[2783221],[2786572],[2790172],[2792017],[2794028],[2794260],[2795907],[2795991],[2796318],[2797120],[2799996],[2802619],[2803166],[2806159],[2809207],[2809538],[2810542],[2811892],[2812351],[2812523],[2815522],[2817465],[2818550],[2821872],[2823184],[2824075],[2826151],[2826383],[2828030],[2828441],[2833513],[2833597],[2833924],[2834726],[2835805],[2836136],[2840225],[2843038],[2844775],[2847219],[2848531],[2852780],[2853671],[2854511],[2854838],[2857626],[2858037],[2860249],[2860708],[2864334],[2867547],[2871303],[2873361],[2881428] ] cell #5931 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2117847],[2224096],[2276487],[2311313],[2322252],[2370767],[2379901],[2409025],[2443445],[2445166],[2456105],[2464817],[2475823],[2497184],[2518501],[2521468],[2529551],[2540490],[2542740],[2543080],[2551008],[2582848],[2587780],[2587847],[2590278],[2604209],[2606563],[2609283],[2609530],[2615267],[2630197],[2644675],[2646354],[2647962],[2648331],[2649446],[2656060],[2662507],[2664752],[2664819],[2667250],[2667284],[2672118],[2683649],[2690671],[2693566],[2696007],[2698566],[2700129],[2702018],[2707017],[2707084],[2710937],[2712616],[2712650],[2714224],[2714593],[2720858],[2725516],[2728344],[2730238],[2736317],[2736384],[2738717],[2738751],[2740611],[2742979],[2744599],[2749701],[2749725],[2750094],[2752142],[2754641],[2754701],[2756264],[2758153],[2765537],[2765571],[2767708],[2769434],[2770651],[2774092],[2774116],[2774485],[2776201],[2776261],[2777987],[2781098],[2783281],[2785473],[2785507],[2785568],[2787367],[2789735],[2791355],[2798326],[2798386],[2799271],[2799300],[2800301],[2802475],[2803226],[2805418],[2805452],[2805513],[2806005],[2806219],[2807220],[2812337],[2812948],[2814448],[2814508],[2815097],[2816234],[2817451],[2819345],[2821932],[2823921],[2824135],[2825136],[2825865],[2827305],[2827334],[2828335],[2828949],[2830449],[2830509],[2831098],[2831348],[2835992],[2836692],[2836906],[2837907],[2838200],[2840081],[2843024],[2843823],[2843915],[2844835],[2844935],[2844964],[2845569],[2847279],[2848013],[2849268],[2849482],[2850483],[2850776],[2851151],[2853731],[2854732],[2855461],[2855478],[2856901],[2856930],[2857931],[2860105],[2860694],[2860991],[2861655],[2861750],[2861872],[2862198],[2863382],[2863474],[2864394],[2865128],[2865145],[2867607],[2867707],[2867736],[2868341],[2870785],[2872254],[2873255],[2873548],[2874405],[2874565],[2874582],[2875720],[2876384],[2876601],[2878749],[2878844],[2878966],[2879292],[2879769],[2879798],[2881488],[2882222],[2882239],[2885203],[2885363],[2885380],[2886892],[2887052],[2887069],[2887651],[2887773],[2888871],[2889088],[2893292],[2893309],[2894052],[2894212],[2894229],[2894933],[2898186],[2898203],[2900383] ] cell #5932 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1597327],[1618803],[1757442],[1789154],[1810630],[1884961],[1885132],[1892266],[1922867],[1943713],[1977825],[2004476],[2042621],[2063691],[2063862],[2070996],[2087781],[2119784],[2147254],[2152962],[2173905],[2182877],[2183956],[2184127],[2195850],[2220879],[2246421],[2256539],[2260709],[2260880],[2278424],[2284132],[2286138],[2296807],[2315209],[2319078],[2342521],[2351190],[2352941],[2356440],[2364341],[2367550],[2377668],[2381838],[2382009],[2405450],[2409429],[2412921],[2422250],[2430660],[2438021],[2439792],[2440127],[2449062],[2450275],[2452931],[2461600],[2463351],[2466850],[2484849],[2484936],[2487475],[2493609],[2501080],[2502293],[2508431],[2516551],[2517937],[2518112],[2523230],[2525976],[2528183],[2529955],[2533447],[2537316],[2539087],[2539422],[2542776],[2557544],[2558375],[2563299],[2563386],[2565925],[2569313],[2572059],[2574266],[2578524],[2587368],[2591961],[2594500],[2596158],[2596493],[2600634],[2604613],[2605999],[2606174],[2608105],[2609318],[2615981],[2616068],[2616771],[2621725],[2627190],[2632201],[2634740],[2636398],[2636733],[2637226],[2640343],[2651211],[2652042],[2653144],[2655496],[2655671],[2656966],[2657053],[2659592],[2662980],[2664340],[2665726],[2667933],[2672966],[2673435],[2674668],[2677785],[2685153],[2686653],[2687755],[2690107],[2690282],[2691013],[2696721],[2696808],[2697511],[2702465],[2703488],[2704557],[2706605],[2707930],[2712941],[2715480],[2717138],[2721040],[2721931],[2722630],[2722963],[2731555],[2732788],[2733857],[2735905],[2736591],[2741459],[2741928],[2743161],[2745313],[2745400],[2746103],[2746278],[2747148],[2747759],[2753646],[2755146],[2756248],[2758775],[2760602],[2761923],[2763217],[2763411],[2769616],[2770507],[2771539],[2772150],[2778169],[2779060],[2779759],[2780092],[2781946],[2782415],[2783347],[2788684],[2790986],[2792859],[2794637],[2795576],[2796445],[2800483],[2801804],[2803292],[2808723],[2810017],[2810211],[2812193],[2816416],[2817307],[2818950],[2820662],[2821365],[2822127],[2822521],[2826760],[2827699],[2833182],[2834051],[2839410],[2842880],[2843702],[2847474],[2852117],[2857295],[2863261] ] cell #5933 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1414294],[1577812],[1689522],[1726095],[1746941],[1773827],[1809027],[1881765],[1890663],[1912366],[1930930],[1933212],[1960098],[1977262],[2004334],[2004505],[2009049],[2011331],[2040504],[2048250],[2060495],[2069393],[2091597],[2092889],[2117811],[2119221],[2122108],[2146691],[2152991],[2153786],[2173763],[2173934],[2178478],[2180760],[2196230],[2196378],[2199846],[2224695],[2225987],[2250237],[2251529],[2256832],[2260146],[2276451],[2277861],[2280748],[2284161],[2284956],[2285996],[2286167],[2288557],[2296825],[2297119],[2319458],[2319606],[2323074],[2342901],[2343049],[2346517],[2355006],[2356298],[2356469],[2364370],[2371366],[2372658],[2377961],[2379865],[2381275],[2381867],[2389459],[2405830],[2405978],[2409447],[2409741],[2422279],[2430678],[2430972],[2438401],[2438549],[2440156],[2442017],[2443409],[2449091],[2450568],[2453311],[2453459],[2456927],[2461629],[2465416],[2466708],[2466879],[2467222],[2487493],[2487787],[2491022],[2501109],[2502586],[2508460],[2509985],[2516569],[2516863],[2518317],[2518465],[2526356],[2526504],[2529973],[2530267],[2537696],[2537844],[2539451],[2541312],[2542308],[2542704],[2557573],[2560585],[2572439],[2572587],[2578904],[2579052],[2586167],[2587386],[2587680],[2594518],[2594812],[2596522],[2598047],[2603333],[2604631],[2604925],[2606379],[2606527],[2609133],[2622105],[2622253],[2634758],[2635052],[2636762],[2639219],[2640361],[2640655],[2648017],[2654252],[2655876],[2656024],[2661986],[2663139],[2664358],[2664652],[2676661],[2677803],[2678097],[2688863],[2690487],[2690635],[2691031],[2692642],[2693645],[2705481],[2706623],[2706917],[2711967],[2714279],[2722981],[2724592],[2725595],[2734781],[2735923],[2736217],[2736697],[2737733],[2747166],[2748777],[2749780],[2763517],[2764553],[2771557],[2773168],[2774171],[2774763],[2783453],[2784489],[2794655],[2796888],[2803398],[2804434],[2813010],[2822233],[2829011],[2844072] ] cell #5934 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1451486],[1581629],[1701852],[1711060],[1781013],[1828277],[1864134],[1904537],[1935572],[1950018],[1984565],[2013691],[2022610],[2042864],[2052666],[2098744],[2120027],[2126524],[2131164],[2153994],[2159440],[2162866],[2183120],[2202717],[2224488],[2226195],[2228416],[2231842],[2257384],[2262334],[2278667],[2285164],[2298497],[2300723],[2322611],[2322902],[2324104],[2325945],[2349388],[2371159],[2372866],[2375087],[2378513],[2382081],[2386891],[2389852],[2408621],[2411119],[2412260],[2412591],[2412852],[2413345],[2432350],[2434576],[2456464],[2456755],[2457957],[2459798],[2465209],[2466916],[2470648],[2473531],[2488454],[2490159],[2491415],[2493523],[2493574],[2507417],[2510378],[2520467],[2521860],[2529147],[2531645],[2532786],[2533117],[2533378],[2533871],[2540849],[2541140],[2542342],[2545797],[2556530],[2560978],[2562918],[2563861],[2577673],[2580556],[2586560],[2590637],[2590928],[2595479],[2597184],[2598440],[2600548],[2600599],[2603805],[2607444],[2607775],[2608036],[2608529],[2612128],[2620874],[2624986],[2635719],[2639464],[2640167],[2647154],[2648410],[2650550],[2650881],[2651142],[2654645],[2656585],[2657528],[2662276],[2663532],[2665640],[2665691],[2676906],[2677609],[2689256],[2692868],[2693335],[2694038],[2698454],[2700358],[2702379],[2702430],[2705726],[2706429],[2712473],[2713416],[2714672],[2724818],[2725285],[2725988],[2735026],[2735729],[2737681],[2738574],[2739041],[2742875],[2742926],[2749470],[2750173],[2756493],[2764501],[2765394],[2765861],[2773861],[2774564],[2775591],[2775642],[2784437],[2785330],[2785797],[2797716],[2797767],[2804382],[2805275],[2805742],[2813838],[2813889],[2827046],[2829839],[2829890],[2847788],[2847839] ] cell #5935 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1451487],[1581630],[1701853],[1711057],[1781014],[1828274],[1864135],[1904534],[1930909],[1935573],[1949963],[1984562],[2009028],[2013692],[2022555],[2042865],[2052663],[2087425],[2091576],[2098689],[2120028],[2126521],[2132610],[2153991],[2162811],[2178457],[2183121],[2196209],[2204163],[2220523],[2224380],[2224489],[2224674],[2226192],[2231787],[2246065],[2250216],[2257329],[2263780],[2278668],[2285161],[2297055],[2314853],[2319437],[2322227],[2322612],[2322899],[2324049],[2327391],[2342880],[2350834],[2354985],[2367194],[2371051],[2371160],[2371345],[2372863],[2378458],[2382082],[2387549],[2405809],[2408128],[2409677],[2412229],[2412590],[2430908],[2438380],[2448706],[2453290],[2456080],[2456465],[2456752],[2457902],[2461244],[2465101],[2465210],[2465395],[2466913],[2469126],[2487723],[2489712],[2493497],[2500724],[2508075],[2516799],[2518296],[2521752],[2521861],[2526335],[2528654],[2530203],[2532755],[2533116],[2537675],[2540465],[2540850],[2541137],[2542287],[2544471],[2557188],[2562544],[2572418],[2576151],[2578883],[2587616],[2590253],[2590638],[2590925],[2594748],[2596737],[2600522],[2603312],[2604861],[2606358],[2607413],[2607774],[2611016],[2619352],[2622084],[2634988],[2638138],[2639198],[2640591],[2646021],[2650519],[2650880],[2655855],[2656211],[2661829],[2664588],[2665614],[2675580],[2676640],[2678033],[2690466],[2691756],[2692275],[2692485],[2698423],[2702353],[2705460],[2706853],[2712099],[2723706],[2724225],[2724435],[2734760],[2736153],[2737650],[2737865],[2742849],[2748410],[2748620],[2764470],[2764685],[2772801],[2773011],[2775565],[2784406],[2784621],[2797690],[2800850],[2804351],[2804566],[2813812],[2827015],[2829813],[2847762] ] cell #5936 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1451489],[1581635],[1701858],[1711051],[1781019],[1828268],[1864140],[1904528],[1935578],[1949908],[1984556],[2013697],[2022500],[2042870],[2052657],[2098634],[2120033],[2126515],[2131059],[2153985],[2162756],[2183126],[2202612],[2224494],[2226186],[2231732],[2257274],[2262229],[2278673],[2285155],[2298392],[2322741],[2322893],[2323994],[2325840],[2349283],[2358369],[2371165],[2372857],[2378403],[2382087],[2386786],[2408073],[2411014],[2412226],[2412706],[2416278],[2432245],[2456594],[2456746],[2457847],[2459693],[2465215],[2466907],[2469071],[2476469],[2488349],[2489709],[2493499],[2507312],[2521866],[2528599],[2531540],[2532752],[2533232],[2536804],[2540979],[2541131],[2542232],[2544468],[2549027],[2556425],[2559401],[2562546],[2566364],[2566799],[2576096],[2583494],[2590767],[2590919],[2595374],[2596734],[2600524],[2603257],[2607410],[2607890],[2611018],[2614738],[2619297],[2623657],[2628216],[2629441],[2635614],[2638135],[2639143],[2642694],[2650092],[2650516],[2650996],[2653068],[2656213],[2660031],[2660466],[2661826],[2665616],[2675577],[2676585],[2683120],[2687679],[2691758],[2692482],[2695478],[2698420],[2700037],[2702355],[2704397],[2705405],[2708956],[2710181],[2712101],[2715919],[2716354],[2722554],[2723708],[2724432],[2733697],[2734705],[2737647],[2737867],[2742851],[2744070],[2745078],[2746717],[2748617],[2751613],[2756172],[2757397],[2763057],[2764467],[2764687],[2771130],[2773008],[2775567],[2779683],[2781561],[2782765],[2784403],[2784623],[2790826],[2791834],[2795723],[2797692],[2802938],[2804348],[2804568],[2809857],[2810358],[2813814],[2817930],[2819808],[2827012],[2827846],[2829815],[2833329],[2840544],[2847621],[2847764],[2857442] ] cell #5937 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1451492],[1581641],[1701864],[1711047],[1781025],[1828264],[1864146],[1904524],[1935584],[1949860],[1984552],[2013703],[2022452],[2042876],[2052653],[2098586],[2120039],[2126511],[2130966],[2153981],[2162708],[2183132],[2202519],[2224500],[2226182],[2231684],[2257226],[2262136],[2278679],[2285151],[2298299],[2322809],[2322889],[2323946],[2325747],[2349190],[2358276],[2371171],[2372853],[2378355],[2382093],[2386693],[2408025],[2410921],[2412224],[2412766],[2416185],[2432152],[2456662],[2456742],[2457799],[2459600],[2465221],[2466903],[2469023],[2476376],[2488256],[2489707],[2493501],[2507219],[2521872],[2528551],[2531447],[2532750],[2533292],[2536711],[2541047],[2541127],[2542184],[2544466],[2548979],[2556332],[2559353],[2562548],[2566360],[2566706],[2576048],[2583401],[2590835],[2590915],[2595281],[2596732],[2600526],[2603209],[2607408],[2607950],[2611020],[2614736],[2619249],[2623655],[2628168],[2629439],[2635521],[2638133],[2639095],[2642646],[2649999],[2650514],[2651056],[2653020],[2656215],[2660027],[2660373],[2661824],[2665618],[2675575],[2676537],[2683118],[2687631],[2691760],[2692480],[2695476],[2698418],[2699989],[2702357],[2704395],[2705357],[2708908],[2710179],[2712103],[2715915],[2716261],[2722506],[2723710],[2724430],[2733695],[2734657],[2737645],[2737869],[2742853],[2744068],[2745030],[2746713],[2748615],[2751611],[2756124],[2757395],[2763055],[2764465],[2764689],[2771082],[2773006],[2775569],[2779635],[2781559],[2782763],[2784401],[2784625],[2790824],[2791786],[2795721],[2797694],[2802936],[2804346],[2804570],[2809855],[2810356],[2813816],[2817882],[2819806],[2827010],[2827844],[2829817],[2833327],[2840542],[2847619],[2847766],[2857440] ] cell #5938 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1761071],[1838555],[1885229],[1947342],[1959766],[2003911],[2063959],[2067325],[2074625],[2076095],[2111534],[2135590],[2157347],[2173340],[2177221],[2184224],[2189407],[2207143],[2240625],[2258148],[2260977],[2266760],[2270174],[2278988],[2285573],[2288517],[2307041],[2324868],[2330371],[2336078],[2337132],[2353814],[2353820],[2355875],[2361754],[2373588],[2379277],[2382106],[2396943],[2397997],[2414683],[2414689],[2419663],[2422691],[2426213],[2436398],[2440192],[2440894],[2447542],[2458721],[2464224],[2464230],[2466285],[2477739],[2481261],[2494992],[2495694],[2499560],[2505569],[2514939],[2518523],[2521986],[2525508],[2535209],[2535215],[2535693],[2539487],[2540189],[2544781],[2554682],[2562583],[2567186],[2568069],[2571591],[2574998],[2576316],[2577059],[2584764],[2593631],[2602017],[2602719],[2603001],[2606585],[2611055],[2611652],[2618199],[2619517],[2620260],[2623970],[2626538],[2633871],[2638448],[2638887],[2653288],[2654031],[2656250],[2660853],[2661736],[2668820],[2671894],[2672491],[2675890],[2676329],[2679437],[2680034],[2681619],[2687899],[2688642],[2691795],[2692392],[2698939],[2701000],[2704710],[2705149],[2707278],[2720671],[2723745],[2724342],[2726940],[2728567],[2730014],[2730611],[2732196],[2734010],[2734449],[2737313],[2740387],[2740984],[2744822],[2747930],[2748527],[2757135],[2764133],[2766479],[2768081],[2769247],[2770173],[2770874],[2772321],[2772918],[2777800],[2780874],[2781471],[2784069],[2787143],[2787740],[2789325],[2791578],[2796616],[2799335],[2801246],[2802268],[2802325],[2802848],[2804014],[2810933],[2816047],[2816973],[2817674],[2819121],[2819718],[2823391],[2823752],[2825836],[2827369],[2834222],[2838852],[2839874],[2839931],[2840454],[2841620],[2842546],[2844999],[2847984],[2852987],[2853348],[2855136],[2856965],[2859898],[2859955],[2861721],[2867771],[2869066],[2869427],[2869484],[2870756],[2878815],[2879833],[2887622] ] cell #5939 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1451497],[1581718],[1702015],[1711116],[1781176],[1828405],[1864297],[1885367],[1904665],[1935735],[1949858],[1984693],[2004670],[2013854],[2022450],[2043027],[2052794],[2064097],[2098584],[2117289],[2120190],[2126652],[2130964],[2154122],[2162706],[2174099],[2183283],[2184362],[2202517],[2218334],[2225493],[2226323],[2231682],[2257224],[2261115],[2262134],[2275929],[2278830],[2285292],[2286332],[2291046],[2298297],[2323814],[2323944],[2325745],[2349188],[2355804],[2356634],[2358274],[2365005],[2372164],[2372994],[2378353],[2379343],[2382244],[2386691],[2408023],[2410919],[2412986],[2416183],[2424899],[2432150],[2442757],[2442887],[2457667],[2457797],[2459055],[2459598],[2466214],[2467044],[2469021],[2476374],[2479947],[2488254],[2489676],[2506042],[2507217],[2515145],[2520108],[2528549],[2531445],[2533512],[2536709],[2542052],[2542182],[2544435],[2548977],[2555155],[2556330],[2559351],[2566704],[2576046],[2576522],[2583399],[2584821],[2594104],[2595279],[2596701],[2603207],[2608170],[2614705],[2619247],[2619723],[2623624],[2628166],[2634344],[2635519],[2638102],[2638505],[2639093],[2642644],[2649997],[2653018],[2653494],[2660371],[2661793],[2675544],[2675947],[2676535],[2683087],[2684554],[2687629],[2688105],[2692449],[2695445],[2699987],[2704364],[2704767],[2705355],[2708906],[2716259],[2722504],[2724399],[2728773],[2731071],[2733664],[2734067],[2734655],[2744037],[2745028],[2748584],[2751580],[2753047],[2756122],[2763024],[2768138],[2771080],[2772975],[2779633],[2781528],[2788200],[2790793],[2791784],[2792260],[2795549],[2799638],[2802905],[2809824],[2812766],[2817880],[2819775],[2820178],[2827672],[2833155],[2836422],[2840511],[2854069],[2857268] ] cell #5940 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2224148],[2322558],[2370819],[2402503],[2412315],[2456411],[2464869],[2467225],[2490662],[2521520],[2523029],[2532841],[2540796],[2542363],[2550404],[2569112],[2587899],[2590584],[2597687],[2603826],[2607499],[2609183],[2609582],[2616570],[2640188],[2644071],[2648431],[2648438],[2650605],[2662407],[2662779],[2664871],[2667556],[2672312],[2677630],[2684952],[2693466],[2697310],[2698760],[2700132],[2700489],[2701414],[2706450],[2707136],[2712305],[2714693],[2714700],[2716867],[2720861],[2725416],[2730432],[2735750],[2736436],[2738406],[2740805],[2742982],[2744288],[2745902],[2749601],[2750194],[2750201],[2753445],[2754895],[2756267],[2756624],[2761797],[2765226],[2767902],[2769437],[2773992],[2774585],[2774592],[2774692],[2776455],[2777990],[2779966],[2781292],[2785162],[2785571],[2785928],[2787561],[2789738],[2791044],[2792658],[2796817],[2798580],[2800304],[2801678],[2802669],[2805107],[2805516],[2805873],[2807223],[2808597],[2811123],[2812939],[2812951],[2814702],[2814786],[2816237],[2818213],[2819539],[2821801],[2825139],[2825847],[2825868],[2826634],[2828338],[2828940],[2828952],[2830703],[2830787],[2831339],[2831351],[2832117],[2836186],[2836699],[2837910],[2838394],[2839284],[2840275],[2841810],[2843906],[2843918],[2845560],[2845572],[2846338],[2846909],[2847148],[2847995],[2848016],[2848782],[2849275],[2850486],[2850970],[2851158],[2854735],[2855464],[2856230],[2856464],[2857934],[2860299],[2860998],[2861646],[2861658],[2861732],[2861753],[2862205],[2863465],[2863477],[2864024],[2865131],[2865897],[2866131],[2868332],[2868344],[2869110],[2869681],[2869693],[2870767],[2870788],[2871554],[2873258],[2873742],[2874412],[2874480],[2874568],[2875727],[2876375],[2876387],[2876934],[2876946],[2878740],[2878752],[2878826],[2878847],[2879299],[2881118],[2882225],[2882991],[2883225],[2883941],[2883953],[2885210],[2885366],[2886899],[2886967],[2887055],[2887633],[2887654],[2888862],[2888874],[2889421],[2889433],[2891624],[2891636],[2892790],[2892802],[2893207],[2893295],[2894059],[2894215],[2897064],[2897076],[2897684],[2897696],[2898189],[2900281],[2900293],[2901635] ] cell #5941 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2041420],[2181676],[2269120],[2332731],[2358642],[2416551],[2444990],[2466584],[2476742],[2493876],[2497008],[2522860],[2537077],[2543068],[2550832],[2566143],[2567072],[2568943],[2583767],[2600901],[2604033],[2609225],[2614453],[2614721],[2616401],[2623640],[2629424],[2630021],[2644499],[2650365],[2659810],[2660739],[2662449],[2662610],[2665993],[2667240],[2671620],[2682835],[2683103],[2684783],[2693508],[2695193],[2695461],[2697141],[2700531],[2701842],[2702732],[2704380],[2710164],[2710761],[2712606],[2715698],[2716627],[2720354],[2725458],[2727933],[2729740],[2733680],[2738707],[2740113],[2743785],[2744053],[2744589],[2744675],[2745733],[2746496],[2749643],[2751328],[2751596],[2753276],[2754648],[2756666],[2757380],[2757977],[2758867],[2759072],[2763040],[2765527],[2767545],[2768930],[2774034],[2776208],[2777483],[2780600],[2781045],[2781276],[2781324],[2781544],[2782748],[2785062],[2785463],[2785970],[2786869],[2790541],[2790809],[2791345],[2791431],[2792489],[2793086],[2793252],[2795706],[2798333],[2800070],[2802921],[2805007],[2805408],[2805915],[2806088],[2807691],[2809840],[2810341],[2810616],[2811078],[2811250],[2814345],[2814455],[2815087],[2815173],[2815730],[2818391],[2818847],[2819292],[2819523],[2819571],[2819791],[2820995],[2822947],[2824004],[2825607],[2827829],[2830346],[2830456],[2831088],[2831174],[2832295],[2832478],[2833312],[2834489],[2836775],[2837676],[2838147],[2838378],[2838426],[2840527],[2841028],[2841303],[2841765],[2841937],[2846516],[2846699],[2847604],[2848294],[2849351],[2850252],[2850723],[2850954],[2851002],[2851853],[2851910],[2852543],[2855323],[2856408],[2856419],[2856591],[2857425],[2858602],[2861142],[2862900],[2862957],[2863626],[2864990],[2866075],[2866086],[2866258],[2866434],[2866839],[2869581],[2870376],[2871066],[2873963],[2874816],[2875221],[2876834],[2877629],[2877914],[2880720],[2883531],[2884112],[2886019] ] cell #5942 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2322608],[2382354],[2412592],[2456461],[2466484],[2484915],[2493588],[2533118],[2536399],[2540846],[2542314],[2563365],[2578318],[2587837],[2590634],[2591940],[2600613],[2603777],[2607776],[2616047],[2621519],[2632180],[2640139],[2648382],[2648488],[2650882],[2655290],[2657032],[2662049],[2664809],[2665705],[2667606],[2673414],[2677581],[2689901],[2693108],[2696787],[2700131],[2700540],[2702444],[2706401],[2707074],[2712920],[2714644],[2714750],[2717144],[2720860],[2721019],[2725058],[2731534],[2735701],[2736374],[2736510],[2741907],[2742981],[2743140],[2744289],[2745379],[2749243],[2750145],[2750251],[2756266],[2756675],[2758579],[2761798],[2763330],[2769436],[2769595],[2773634],[2774536],[2774642],[2777989],[2778148],[2779967],[2782394],[2783266],[2785570],[2785979],[2788663],[2789737],[2789896],[2791045],[2794073],[2799273],[2800303],[2800462],[2801679],[2803211],[2805515],[2805924],[2806204],[2807222],[2807381],[2808598],[2811281],[2812950],[2814787],[2816236],[2816395],[2818214],[2820641],[2821917],[2824120],[2825138],[2825297],[2825867],[2826196],[2826635],[2827307],[2828337],[2828496],[2828951],[2830788],[2831350],[2832118],[2835196],[2836700],[2837909],[2838068],[2839285],[2841968],[2843917],[2844820],[2844937],[2845571],[2846339],[2846910],[2847264],[2848015],[2848783],[2849276],[2850485],[2850644],[2851159],[2853716],[2854734],[2854893],[2855463],[2856231],[2856622],[2856903],[2857933],[2858092],[2859309],[2860999],[2861657],[2861752],[2862206],[2863476],[2864025],[2864379],[2865130],[2865898],[2866289],[2867592],[2867709],[2868343],[2869111],[2869682],[2870434],[2870787],[2871555],[2873257],[2873416],[2874413],[2874481],[2874567],[2875728],[2876386],[2876935],[2877687],[2878751],[2878846],[2879300],[2879771],[2880316],[2881119],[2881473],[2882224],[2882992],[2883383],[2883942],[2885211],[2885365],[2885615],[2886900],[2886968],[2887054],[2887653],[2888873],[2889422],[2890174],[2890673],[2891625],[2892791],[2893208],[2893294],[2894060],[2894214],[2894464],[2895959],[2896733],[2897065],[2897685],[2898188],[2899550],[2899950],[2900282],[2901571],[2902352] ] cell #5943 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1800954],[1955513],[2055550],[2129408],[2159817],[2228793],[2262810],[2288048],[2301100],[2326421],[2358180],[2375464],[2392826],[2413722],[2416089],[2434953],[2460274],[2473654],[2476280],[2494389],[2513352],[2520844],[2534248],[2536615],[2548501],[2563984],[2566610],[2580679],[2583305],[2589534],[2601414],[2608906],[2614243],[2625109],[2627690],[2642168],[2647277],[2649903],[2657651],[2660277],[2666506],[2667845],[2680606],[2682625],[2694983],[2699511],[2700481],[2705849],[2708430],[2713539],[2716165],[2716935],[2727723],[2735149],[2739164],[2743575],[2744552],[2749099],[2751118],[2754963],[2755646],[2756616],[2758610],[2765984],[2773490],[2776523],[2776803],[2781066],[2784852],[2785920],[2789927],[2790331],[2791308],[2798648],[2798928],[2804797],[2805865],[2807412],[2807481],[2814770],[2815050],[2818186],[2819313],[2825328],[2825397],[2830771],[2831051],[2831272],[2832090],[2838099],[2838168],[2845493],[2846311],[2850675],[2850744],[2851093],[2855385],[2856203],[2862140],[2865052],[2865870],[2869616],[2874072],[2876869],[2883597] ] cell #5944 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2152642],[2283812],[2364021],[2421930],[2445383],[2497401],[2522974],[2542456],[2548787],[2551225],[2559161],[2566179],[2569057],[2591875],[2604426],[2609898],[2616515],[2627976],[2629588],[2630414],[2632115],[2642454],[2644892],[2652828],[2659846],[2662724],[2667276],[2671671],[2673349],[2684364],[2684897],[2687439],[2697255],[2699797],[2702235],[2708716],[2710328],[2711154],[2712642],[2712855],[2715734],[2716862],[2720481],[2722314],[2729791],[2731469],[2738743],[2740164],[2741842],[2744507],[2744625],[2744838],[2745847],[2746532],[2752857],[2753390],[2754890],[2755932],[2757544],[2758370],[2761398],[2761522],[2765563],[2767596],[2769057],[2770890],[2776450],[2777610],[2779443],[2780651],[2781196],[2781287],[2781360],[2782329],[2782912],[2785499],[2786920],[2788598],[2789698],[2791263],[2791381],[2791594],[2792070],[2792603],[2793288],[2793479],[2795275],[2798575],[2800197],[2801279],[2801403],[2805444],[2807183],[2808198],[2808322],[2810743],[2811083],[2811312],[2812576],[2814396],[2814697],[2815005],[2815123],[2815857],[2817690],[2818898],[2819443],[2819534],[2819607],[2820576],[2821109],[2821159],[2825099],[2826453],[2826577],[2827398],[2830397],[2830698],[2831006],[2831124],[2831256],[2832529],[2832881],[2834796],[2834920],[2835168],[2837803],[2837854],[2837870],[2838298],[2838389],[2838462],[2838885],[2839009],[2841430],[2841481],[2841770],[2841999],[2843263],[2845477],[2846750],[2847343],[2850379],[2850430],[2850446],[2850874],[2850965],[2851038],[2852037],[2852088],[2853795],[2855369],[2856049],[2856173],[2856424],[2856653],[2856994],[2858909],[2859033],[2859281],[2863084],[2863135],[2865036],[2865716],[2865840],[2866091],[2866320],[2866976],[2867100],[2869586],[2870115],[2870406],[2872318],[2874056],[2875358],[2875482],[2876839],[2877368],[2877659],[2877919],[2878302],[2880246],[2883536],[2884117],[2884500],[2885545],[2886331],[2890406],[2890785] ] cell #5945 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2256538],[2377667],[2450274],[2502292],[2523229],[2569312],[2591960],[2609317],[2616770],[2632200],[2662979],[2673434],[2697510],[2712940],[2741927], [1451518,2667930],[1545376,2700589],[1582321,2717193],[1582527,2717472],[1674732,2744633],[1707748,2756724],[1711090,2758599],[1711745,2758825],[1800564,2781038],[1816714,2786028],[1828307,2789916],[1834087,2791389],[1837521,2793035],[1898350,2805973],[1904567,2807401],[1918646,2810217],[1939123,2815131],[1950451,2818340],[1955123,2819285],[1984595,2825317],[2017242,2831132],[2021764,2833188],[2023043,2832244],[2052696,2838088],[2055160,2838140],[2066775,2840904],[2097898,2795582],[2099177,2846465],[2126554,2850664],[2129018,2850716],[2135040,2851729],[2154024,2811301],[2158002,2855316],[2162020,2857301],[2163299,2856357],[2206593,2862776],[2226225,2866309],[2226978,2864983],[2230996,2827705],[2232275,2866024],[2237345,2866427],[2257817,2835322],[2266210,2870252],[2285194,2841988],[2292421,2873956],[2303761,2874809],[2316421,2847480],[2322932,2877864],[2324537,2877813],[2329821,2877505],[2353264,2812194],[2358474,2652043],[2372896,2856642],[2378946,2859435],[2391639,2672967],[2402703,2826761],[2405043,2558376],[2412641,2684449],[2412920,2685152],[2414133,2770508],[2416383,2686654],[2437614,2781947],[2456785,2870611],[2458390,2870560],[2463674,2842881],[2466946,2843348],[2476574,2721932],[2484935,2800482],[2490862,2801805],[2493202,2627191],[2493608,2731554],[2493834,2629793],[2512165,2741460],[2533167,2752942],[2533446,2753645],[2534659,2817308],[2536909,2755147],[2541170,2859486],[2542775,2821364],[2550604,2761924],[2563385,2769615],[2565926,2566904],[2583599,2779061],[2590958,2835373],[2597887,2839411],[2600227,2707931],[2600633,2788683],[2600859,2710533],[2607825,2792155],[2608104,2792858],[2616067,2721039],[2644271,2808724],[2650197,2746279],[2650931,2812661],[2651210,2746102],[2657052,2816415],[2659593,2660571],[2665725,2820661],[2665951,2757749],[2696807,2778168],[2701614,2780093],[2702464,2782414],[2702690,2783117],[2715481,2716459],[2743160,2745399] ] cell #5946 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1466873],[1488735],[1629631],[1662103],[1683965],[1760736],[1760905],[1768270],[1799982],[1821458],[1856963],[1885106],[1925055],[1947007],[1947176],[1954541],[1972375],[2006520],[2035693],[2041759],[2063836],[2073184],[2074290],[2074459],[2087199],[2114334],[2141804],[2152649],[2157012],[2157181],[2175949],[2182015],[2184101],[2195825],[2216041],[2220297],[2245839],[2255259],[2257140],[2260854],[2269459],[2272974],[2283819],[2288182],[2288351],[2314627],[2319053],[2322909],[2333070],[2342496],[2350608],[2352442],[2352915],[2362712],[2364028],[2366968],[2376388],[2378269],[2381983],[2402527],[2405425],[2412339],[2420621],[2421937],[2428862],[2437996],[2439545],[2439642],[2445390],[2448480],[2450876],[2452906],[2456762],[2461018],[2462852],[2463325],[2466923],[2483910],[2484911],[2490686],[2493584],[2497408],[2500498],[2502894],[2507849],[2517912],[2523053],[2525951],[2527684],[2528157],[2532865],[2537291],[2538840],[2538937],[2541147],[2542463],[2550428],[2551232],[2556962],[2558323],[2563361],[2569136],[2572034],[2573767],[2574240],[2574843],[2578499],[2590935],[2591936],[2592191],[2595911],[2596008],[2597711],[2600609],[2604433],[2605974],[2607523],[2609919],[2616043],[2616594],[2618044],[2621700],[2627138],[2630421],[2632176],[2632431],[2636151],[2636248],[2637201],[2644095],[2644899],[2650629],[2651815],[2652220],[2655471],[2657028],[2662803],[2665701],[2667434],[2672336],[2672914],[2673410],[2673665],[2674643],[2684976],[2686426],[2686831],[2690082],[2690865],[2696783],[2697334],[2698784],[2701438],[2702242],[2702440],[2703463],[2703539],[2707878],[2711161],[2712916],[2713171],[2716988],[2719350],[2721015],[2722109],[2722815],[2730456],[2731530],[2732763],[2732839],[2740829],[2741407],[2741903],[2742158],[2743136],[2745375],[2745926],[2747000],[2753469],[2755324],[2758377],[2760577],[2761775],[2762534],[2767926],[2769591],[2771391],[2778144],[2779238],[2779944],[2781894],[2782390],[2787585],[2788659],[2789968],[2792682],[2793486],[2794489],[2794997],[2800458],[2801656],[2808575],[2809334],[2816391],[2820637],[2821623],[2826612],[2832603],[2839262],[2846970] ] cell #5947 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1466874],[1488736],[1629632],[1662104],[1683966],[1760737],[1760899],[1768271],[1799983],[1821459],[1856964],[1885107],[1925056],[1947008],[1947170],[1954542],[1972376],[2006521],[2035694],[2041760],[2063837],[2073185],[2074291],[2074453],[2087200],[2114335],[2141805],[2152650],[2157013],[2157175],[2175950],[2182016],[2184102],[2195823],[2216042],[2220298],[2245840],[2255260],[2257134],[2260855],[2269460],[2272975],[2283820],[2288183],[2288345],[2314628],[2319051],[2322910],[2333071],[2342494],[2350609],[2352387],[2352916],[2362713],[2364029],[2366969],[2376389],[2378263],[2381984],[2402528],[2405423],[2412340],[2420622],[2421938],[2428863],[2437994],[2439546],[2439596],[2445391],[2448481],[2450870],[2452904],[2456763],[2461019],[2462797],[2463326],[2466924],[2483911],[2484909],[2490687],[2493582],[2497409],[2500499],[2502888],[2507850],[2517910],[2523054],[2525949],[2527629],[2528158],[2532866],[2537289],[2538841],[2538891],[2541148],[2542464],[2550429],[2551233],[2556963],[2558259],[2563359],[2569137],[2572032],[2573712],[2574241],[2574844],[2578497],[2590936],[2591934],[2592136],[2595912],[2595962],[2597712],[2600607],[2604434],[2605972],[2607524],[2609913],[2616041],[2616595],[2618045],[2621698],[2627074],[2630422],[2632174],[2632376],[2636152],[2636202],[2637199],[2644096],[2644900],[2650630],[2651816],[2652174],[2655469],[2657026],[2662804],[2665699],[2667379],[2672337],[2672850],[2673408],[2673610],[2674641],[2684977],[2686427],[2686785],[2690080],[2690864],[2696781],[2697335],[2698785],[2701439],[2702243],[2702438],[2703461],[2703538],[2707814],[2711162],[2712914],[2713116],[2716942],[2719351],[2721013],[2722063],[2722814],[2730457],[2731528],[2732761],[2732838],[2740830],[2741343],[2741901],[2742103],[2743134],[2745373],[2745927],[2746999],[2753470],[2755278],[2758378],[2760575],[2761774],[2762533],[2767927],[2769589],[2771390],[2778142],[2779192],[2779943],[2781830],[2782388],[2787586],[2788657],[2789967],[2792683],[2793487],[2794488],[2794996],[2800456],[2801655],[2808574],[2809333],[2816389],[2820635],[2821622],[2826611],[2832602],[2839261],[2846969] ] cell #5948 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1466878],[1488740],[1629636],[1662108],[1683970],[1760741],[1768275],[1799987],[1821463],[1856968],[1885111],[1925060],[1947012],[1954546],[1972380],[2004490],[2006525],[2035698],[2041764],[2063841],[2073189],[2074295],[2087201],[2114339],[2141809],[2152713],[2157017],[2173919],[2175954],[2182020],[2184106],[2195824],[2216046],[2220299],[2245841],[2255264],[2260859],[2269464],[2272979],[2283883],[2286152],[2288187],[2314629],[2319052],[2322914],[2333075],[2342495],[2350610],[2352920],[2356454],[2362717],[2364092],[2366970],[2376393],[2381988],[2402529],[2405424],[2412341],[2420626],[2422001],[2428867],[2437995],[2439547],[2440141],[2445454],[2448482],[2452905],[2456767],[2461020],[2463330],[2466864],[2466928],[2483915],[2484910],[2490688],[2493583],[2497472],[2500500],[2507851],[2517911],[2518017],[2523055],[2525950],[2528162],[2532867],[2537290],[2538842],[2539436],[2541152],[2542527],[2550430],[2551296],[2556964],[2558321],[2563360],[2569138],[2572033],[2574245],[2574845],[2578498],[2587429],[2590940],[2591935],[2595913],[2596507],[2597713],[2600608],[2604497],[2605973],[2606079],[2607525],[2616042],[2616596],[2618046],[2621699],[2627136],[2630485],[2632175],[2636153],[2636747],[2637200],[2644097],[2644963],[2650631],[2651817],[2655470],[2655576],[2657027],[2662805],[2664401],[2665700],[2672338],[2672912],[2673409],[2674642],[2684978],[2686428],[2690081],[2690187],[2690859],[2696782],[2697336],[2698786],[2701440],[2702306],[2702439],[2703462],[2703819],[2706666],[2707876],[2711225],[2712915],[2717357],[2717487],[2719352],[2721014],[2722809],[2730458],[2731529],[2732762],[2733119],[2735966],[2740831],[2741405],[2741902],[2743135],[2745374],[2745928],[2746994],[2747409],[2753471],[2758441],[2758680],[2760576],[2761769],[2762814],[2767928],[2769590],[2771385],[2771800],[2778143],[2779938],[2781892],[2782389],[2783506],[2787587],[2788658],[2790248],[2792684],[2793095],[2794483],[2796368],[2800457],[2801650],[2803451],[2808569],[2809614],[2816390],[2818600],[2820636],[2821496],[2823407],[2826606],[2833974],[2839256],[2841057],[2844399],[2846843],[2853003],[2867171] ] cell #5949 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1466879],[1488741],[1629637],[1662109],[1683971],[1760742],[1768276],[1799988],[1821464],[1856969],[1885112],[1925061],[1947013],[1954547],[1972381],[2004491],[2006526],[2035699],[2041765],[2063842],[2073190],[2074296],[2087202],[2114340],[2141810],[2152714],[2157018],[2173920],[2175955],[2182021],[2184107],[2195821],[2216047],[2220300],[2245842],[2255265],[2260860],[2269465],[2272980],[2283884],[2286153],[2288188],[2314630],[2319049],[2322915],[2333076],[2342492],[2350611],[2352921],[2356455],[2362718],[2364093],[2366971],[2376394],[2381989],[2402530],[2405421],[2412342],[2420627],[2422002],[2428868],[2437992],[2439548],[2440142],[2445455],[2448483],[2452902],[2456768],[2461021],[2463331],[2466865],[2466929],[2483916],[2484907],[2490689],[2493580],[2497473],[2500501],[2507852],[2517908],[2518018],[2523056],[2525947],[2528163],[2532868],[2537287],[2538843],[2539437],[2541153],[2542528],[2550431],[2551297],[2556965],[2558257],[2563357],[2569139],[2572030],[2574246],[2574846],[2578495],[2587426],[2590941],[2591932],[2595914],[2596508],[2597714],[2600605],[2604498],[2605970],[2606080],[2607526],[2616039],[2616597],[2618047],[2621696],[2627072],[2630486],[2632172],[2636154],[2636748],[2637197],[2644098],[2644964],[2650632],[2651818],[2655467],[2655577],[2657024],[2662806],[2664398],[2665697],[2672339],[2672848],[2673406],[2674639],[2684979],[2686429],[2690078],[2690188],[2690858],[2696779],[2697337],[2698787],[2701441],[2702307],[2702436],[2703459],[2703820],[2706663],[2707812],[2711226],[2712912],[2717358],[2717488],[2719353],[2721011],[2722808],[2730459],[2731526],[2732759],[2733120],[2735963],[2740832],[2741341],[2741899],[2743132],[2745371],[2745929],[2746993],[2747406],[2753472],[2758442],[2758681],[2760573],[2761768],[2762815],[2767929],[2769587],[2771384],[2771797],[2778140],[2779937],[2781828],[2782386],[2783505],[2787588],[2788655],[2790249],[2792685],[2793092],[2794482],[2796365],[2800454],[2801649],[2803450],[2808568],[2809615],[2816387],[2818597],[2820633],[2821495],[2823406],[2826605],[2833971],[2839255],[2841056],[2844398],[2846842],[2853002],[2867170] ] cell #5950 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1466880],[1488742],[1629638],[1662110],[1683972],[1760743],[1760901],[1768277],[1799989],[1821465],[1856970],[1885113],[1925062],[1947014],[1947172],[1954548],[1972382],[2006527],[2035700],[2041766],[2063843],[2073191],[2074297],[2074455],[2087203],[2114341],[2141811],[2152715],[2157019],[2157177],[2175956],[2182022],[2184108],[2195822],[2216048],[2220301],[2245843],[2255266],[2257136],[2260861],[2269466],[2272981],[2283885],[2288189],[2288347],[2314631],[2319050],[2322916],[2333077],[2342493],[2350612],[2352389],[2352922],[2362719],[2364094],[2366972],[2376395],[2378265],[2381990],[2402531],[2405422],[2412343],[2420628],[2422003],[2428869],[2437993],[2439549],[2439595],[2445456],[2448484],[2450872],[2452903],[2456769],[2461022],[2462799],[2463332],[2466930],[2483917],[2484908],[2490690],[2493581],[2497474],[2500502],[2502890],[2507853],[2517909],[2523057],[2525948],[2527631],[2528164],[2532869],[2537288],[2538844],[2538890],[2541154],[2542529],[2550432],[2551298],[2556966],[2558226],[2563358],[2569140],[2572031],[2573714],[2574247],[2574847],[2578496],[2590942],[2591933],[2592138],[2595915],[2595961],[2597715],[2600606],[2604499],[2605971],[2607527],[2609915],[2616040],[2616598],[2618048],[2621697],[2627041],[2630487],[2632173],[2632378],[2636155],[2636201],[2637198],[2644099],[2644965],[2650633],[2651819],[2652173],[2655468],[2657025],[2662807],[2665698],[2667381],[2672340],[2672817],[2673407],[2673612],[2674640],[2684980],[2686430],[2686784],[2690079],[2690863],[2696780],[2697338],[2698788],[2701442],[2702308],[2702437],[2703460],[2703537],[2707781],[2711227],[2712913],[2713118],[2716941],[2717359],[2719354],[2721012],[2722062],[2722813],[2730460],[2731527],[2732760],[2732837],[2740833],[2741310],[2741900],[2742105],[2743133],[2745372],[2745930],[2746998],[2753473],[2755277],[2758443],[2760574],[2761773],[2762532],[2767930],[2769588],[2771389],[2778141],[2779191],[2779942],[2781797],[2782387],[2787589],[2788656],[2789966],[2792686],[2794487],[2794995],[2800455],[2801654],[2808573],[2809332],[2816388],[2820634],[2821621],[2826610],[2832601],[2839260],[2846968] ] cell #5951 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1466882],[1488744],[1503316],[1629640],[1633132],[1662112],[1683974],[1698546],[1760745],[1768279],[1799991],[1821467],[1824959],[1836039],[1856972],[1925064],[1928599],[1947016],[1954550],[1958042],[1972384],[2006529],[2035702],[2041768],[2042076],[2046084],[2073193],[2074299],[2076728],[2087289],[2114343],[2141813],[2152655],[2152734],[2153249],[2157021],[2175958],[2182024],[2182332],[2186340],[2195898],[2216050],[2220387],[2245929],[2255268],[2256347],[2256564],[2269468],[2269776],[2272983],[2283825],[2283904],[2284419],[2288191],[2314717],[2319126],[2322918],[2333079],[2333387],[2342569],[2350698],[2352165],[2362721],[2364034],[2364113],[2364628],[2367058],[2376397],[2377476],[2377693],[2402617],[2405498],[2412429],[2420630],[2421943],[2422022],[2422537],[2428871],[2438069],[2445396],[2445475],[2448570],[2450083],[2450300],[2452979],[2456771],[2461108],[2462575],[2466932],[2467240],[2483919],[2484984],[2490776],[2493657],[2497414],[2497493],[2500588],[2502101],[2502318],[2507939],[2522229],[2523143],[2523255],[2526024],[2527407],[2532955],[2537364],[2541156],[2542469],[2542548],[2550518],[2551238],[2551317],[2557052],[2558261],[2563434],[2568312],[2569226],[2569338],[2572107],[2573490],[2575241],[2578572],[2590944],[2591235],[2591722],[2592009],[2597801],[2600682],[2604439],[2604518],[2607613],[2609343],[2611895],[2616116],[2616684],[2616796],[2618442],[2621773],[2627076],[2630427],[2631475],[2631962],[2632249],[2637525],[2644185],[2644905],[2644984],[2650719],[2651274],[2657101],[2662893],[2663005],[2665774],[2669488],[2672734],[2672852],[2673196],[2673483],[2674967],[2680277],[2685066],[2685885],[2691088],[2696856],[2697424],[2697536],[2699182],[2701528],[2702248],[2702513],[2707816],[2711167],[2712702],[2712989],[2718536],[2719836],[2721339],[2723038],[2727608],[2730854],[2731603],[2741227],[2741345],[2741689],[2741976],[2743460],[2745448],[2746016],[2753559],[2758383],[2759501],[2761998],[2767112],[2769915],[2776965],[2778468],[2780167],[2781832],[2782463],[2787983],[2788732],[2792772],[2793492],[2799382],[2801879],[2808798],[2816715],[2820710],[2839485] ] cell #5952 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1466883],[1488745],[1503311],[1629641],[1633133],[1662113],[1683975],[1698541],[1760746],[1768280],[1799992],[1821468],[1824960],[1836034],[1856973],[1925065],[1928594],[1947017],[1954551],[1958043],[1972385],[2006530],[2035703],[2041769],[2042071],[2046085],[2073194],[2074300],[2076723],[2087290],[2114344],[2141814],[2152656],[2152670],[2153250],[2157022],[2175959],[2182025],[2182327],[2186341],[2195897],[2216051],[2220388],[2245930],[2255269],[2256348],[2256508],[2269469],[2269771],[2272984],[2283826],[2283840],[2284420],[2288192],[2314718],[2319125],[2322919],[2333080],[2333382],[2342568],[2350699],[2352164],[2362722],[2364035],[2364049],[2364629],[2367059],[2376398],[2377477],[2377637],[2402618],[2405497],[2412430],[2420631],[2421944],[2421958],[2422538],[2428872],[2438068],[2445397],[2445411],[2448571],[2450084],[2450244],[2452978],[2456772],[2461109],[2462574],[2466933],[2467235],[2483920],[2484983],[2490777],[2493656],[2497415],[2497429],[2500589],[2502102],[2502262],[2507940],[2522230],[2523144],[2523199],[2526023],[2527406],[2532956],[2537363],[2541157],[2542470],[2542484],[2550519],[2551239],[2551253],[2557053],[2558228],[2563433],[2568313],[2569227],[2569282],[2572106],[2573489],[2575242],[2578571],[2590945],[2591234],[2591721],[2592008],[2597802],[2600681],[2604440],[2604454],[2607614],[2609287],[2611896],[2616115],[2616685],[2616740],[2618443],[2621772],[2627043],[2630428],[2631474],[2631961],[2632248],[2637524],[2644186],[2644906],[2644920],[2650720],[2651273],[2657100],[2662894],[2662949],[2665773],[2669487],[2672735],[2672819],[2673195],[2673482],[2674966],[2680278],[2685067],[2685884],[2691087],[2696855],[2697425],[2697480],[2699183],[2701529],[2702249],[2702512],[2707783],[2711168],[2712701],[2712988],[2718535],[2719835],[2721338],[2723037],[2727607],[2730855],[2731602],[2741228],[2741312],[2741688],[2741975],[2743459],[2745447],[2746017],[2753560],[2758384],[2759500],[2761997],[2767111],[2769914],[2776964],[2778467],[2780166],[2781799],[2782462],[2787984],[2788731],[2792773],[2793493],[2799381],[2801878],[2808797],[2816714],[2820709],[2839484] ] cell #5953 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1597343],[1618819],[1633154],[1757458],[1760883],[1789170],[1810646],[1824981],[1884977],[1892282],[1922883],[1943729],[1947154],[1958064],[1977841],[2042637],[2046106],[2063707],[2071012],[2074437],[2087797],[2119800],[2147270],[2152978],[2153271],[2157159],[2182893],[2183972],[2186362],[2195932],[2220895],[2246437],[2256561],[2256606],[2257118],[2260725],[2278440],[2284148],[2284441],[2288329],[2296866],[2315225],[2319160],[2342603],[2351206],[2352199],[2352340],[2364357],[2364650],[2367566],[2377690],[2377735],[2378247],[2381854],[2405532],[2409488],[2412937],[2422266],[2422559],[2430719],[2438103],[2439439],[2449078],[2450297],[2450342],[2450854],[2453013],[2461616],[2462609],[2462750],[2485018],[2487534],[2493691],[2501096],[2502315],[2502360],[2502872],[2508447],[2516610],[2523252],[2523297],[2526058],[2527441],[2527582],[2530014],[2533463],[2537398],[2538734],[2542792],[2543085],[2557560],[2558434],[2563468],[2565984],[2569335],[2569380],[2572141],[2573524],[2573665],[2578606],[2591269],[2592043],[2592089],[2594559],[2595805],[2600716],[2604672],[2608121],[2609340],[2609385],[2616150],[2616793],[2616838],[2621807],[2622812],[2627249],[2631509],[2632283],[2632329],[2634799],[2636045],[2637559],[2640402],[2651227],[2651458],[2651866],[2652101],[2657135],[2659651],[2663002],[2663047],[2665808],[2667332],[2669522],[2673025],[2673517],[2673563],[2675001],[2677844],[2682275],[2685220],[2686069],[2686477],[2686712],[2691272],[2696890],[2697533],[2697578],[2702547],[2703051],[2707989],[2713023],[2713069],[2715539],[2718720],[2721373],[2721439],[2721755],[2721990],[2723222],[2727642],[2731637],[2732351],[2736754],[2741518],[2742010],[2742056],[2743494],[2745482],[2746170],[2746337],[2750768],[2753713],[2754970],[2755205],[2759027],[2759947],[2761001],[2762182],[2763574],[2767296],[2769949],[2770566],[2778502],[2778568],[2778884],[2779119],[2780351],[2782005],[2782497],[2788766],[2792926],[2793804],[2795739],[2799828],[2802063],[2807801],[2808982],[2810374],[2811701],[2812252],[2816749],[2817366],[2820744],[2825927],[2827862],[2833345],[2839669],[2842939],[2857458] ] cell #5954 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1597337],[1618813],[1633159],[1757452],[1760880],[1789164],[1810640],[1824986],[1884971],[1892276],[1922877],[1943723],[1947151],[1958069],[1977835],[2042631],[2046111],[2063701],[2071006],[2074434],[2087791],[2119794],[2147264],[2152972],[2153276],[2157156],[2182887],[2183966],[2186367],[2195929],[2220889],[2246431],[2256546],[2256620],[2257115],[2260719],[2278434],[2284142],[2284446],[2288326],[2296867],[2315219],[2319157],[2342600],[2351200],[2352196],[2352391],[2364351],[2364655],[2367560],[2377675],[2377749],[2378244],[2381848],[2405529],[2409489],[2412931],[2422260],[2422564],[2430720],[2438100],[2439440],[2449072],[2450282],[2450356],[2450851],[2453010],[2461610],[2462606],[2462801],[2485015],[2487535],[2493688],[2501090],[2502300],[2502374],[2502869],[2508441],[2516611],[2523237],[2523311],[2526055],[2527438],[2527633],[2530015],[2533457],[2537395],[2538735],[2542786],[2543090],[2557554],[2558435],[2563465],[2565985],[2569320],[2569394],[2572138],[2573521],[2573716],[2578603],[2591266],[2592040],[2592140],[2594560],[2595806],[2600713],[2604673],[2608115],[2609325],[2609399],[2616147],[2616778],[2616852],[2621804],[2622838],[2627250],[2631506],[2632280],[2632380],[2634800],[2636046],[2637556],[2640403],[2651221],[2651459],[2651867],[2652102],[2657132],[2659652],[2662987],[2663061],[2665805],[2667383],[2669519],[2673026],[2673514],[2673614],[2674998],[2677845],[2682301],[2685160],[2686070],[2686478],[2686713],[2691273],[2696887],[2697518],[2697592],[2702544],[2703052],[2707990],[2713020],[2713120],[2715540],[2718721],[2721370],[2721465],[2721756],[2721991],[2723223],[2727639],[2731634],[2732352],[2736755],[2741519],[2742007],[2742107],[2743491],[2745479],[2746110],[2746338],[2750794],[2753653],[2754971],[2755206],[2759948],[2761002],[2762183],[2763575],[2767297],[2769946],[2770567],[2778499],[2778594],[2778885],[2779120],[2780352],[2782006],[2782494],[2788763],[2792866],[2793805],[2795740],[2799829],[2802064],[2807802],[2808983],[2810375],[2811727],[2812253],[2816746],[2817367],[2820741],[2821372],[2825928],[2827863],[2833346],[2839670],[2842940],[2857459] ] cell #5955 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1726112],[1746958],[1760907],[1881782],[1885104],[1912383],[1933229],[1947178],[2004351],[2011348],[2040521],[2060512],[2063834],[2074461],[2092906],[2153803],[2157183],[2173780],[2180777],[2184099],[2196395],[2226004],[2251546],[2256849],[2257142],[2260852],[2284973],[2286013],[2288353],[2296898],[2319623],[2343066],[2352429],[2352444],[2352913],[2356315],[2372675],[2377978],[2378271],[2381981],[2389506],[2405995],[2409520],[2430751],[2438566],[2439471],[2439640],[2450585],[2450878],[2453476],[2462839],[2462854],[2463323],[2466725],[2487566],[2491069],[2494154],[2502603],[2502896],[2510032],[2516642],[2517845],[2526521],[2527671],[2527686],[2528155],[2530046],[2537861],[2538766],[2538935],[2558466],[2560632],[2566016],[2572604],[2573754],[2573769],[2574238],[2579069],[2586214],[2592178],[2592193],[2594591],[2595837],[2596006],[2598094],[2601179],[2604704],[2605907],[2609628],[2609921],[2622270],[2622980],[2627281],[2629447],[2632418],[2632433],[2634831],[2636077],[2636246],[2640434],[2651490],[2652133],[2652218],[2654299],[2655404],[2659683],[2663186],[2666271],[2667421],[2667436],[2673057],[2673652],[2673667],[2677876],[2678745],[2682443],[2686101],[2686744],[2686829],[2688910],[2690015],[2691304],[2693692],[2703010],[2703196],[2703532],[2703720],[2708021],[2710187],[2713158],[2713173],[2715571],[2716986],[2718752],[2721607],[2722022],[2722107],[2723254],[2725642],[2729322],[2731772],[2732496],[2732832],[2733020],[2736899],[2741550],[2742145],[2742160],[2746369],[2746824],[2750936],[2755237],[2755322],[2757403],[2760092],[2762214],[2762286],[2762527],[2762715],[2763719],[2767328],[2770598],[2771215],[2774878],[2778736],[2779151],[2779236],[2780383],[2782037],[2782632],[2782771],[2786451],[2788901],[2789961],[2790149],[2793433],[2794143],[2794980],[2795884],[2797003],[2799973],[2802095],[2802596],[2809014],[2809086],[2809327],[2809515],[2810519],[2811869],[2812284],[2817398],[2820879],[2821606],[2823067],[2826266],[2828007],[2832586],[2833490],[2834609],[2835684],[2836113],[2839701],[2840202],[2842971],[2846953],[2848414],[2852663],[2857603],[2860226],[2871186] ] cell #5956 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1597334],[1618810],[1757449],[1789161],[1810637],[1884968],[1885121],[1892273],[1922874],[1943720],[1977832],[2004483],[2042628],[2063698],[2063851],[2071003],[2087788],[2119791],[2147261],[2152969],[2173912],[2182884],[2183963],[2184116],[2195854],[2220886],[2246428],[2256600],[2260716],[2260869],[2278431],[2284139],[2286145],[2296802],[2315216],[2319082],[2342525],[2351197],[2352930],[2356447],[2364348],[2367557],[2377729],[2381845],[2381998],[2405454],[2409424],[2412928],[2422257],[2430655],[2438025],[2439638],[2440134],[2449069],[2450336],[2452935],[2461607],[2463340],[2466857],[2484940],[2487470],[2493613],[2501087],[2502354],[2508438],[2516546],[2517941],[2517981],[2523291],[2525980],[2528172],[2529950],[2533454],[2537320],[2538933],[2539429],[2542783],[2557551],[2558370],[2563390],[2565920],[2569374],[2572063],[2574255],[2578528],[2587363],[2591965],[2594495],[2596004],[2596500],[2600638],[2604608],[2606003],[2606043],[2608112],[2609379],[2616072],[2616832],[2621729],[2622836],[2627185],[2632205],[2634735],[2636244],[2636740],[2637230],[2640338],[2651218],[2652037],[2652216],[2655500],[2655540],[2657057],[2659587],[2663041],[2664335],[2665730],[2667922],[2672961],[2673439],[2674672],[2677780],[2682299],[2685214],[2686648],[2686827],[2690111],[2690151],[2691008],[2696812],[2697572],[2702469],[2703492],[2703783],[2706600],[2707925],[2712945],[2715475],[2716984],[2721044],[2721463],[2721926],[2722105],[2722958],[2731559],[2732792],[2733083],[2735900],[2736580],[2741454],[2741932],[2743165],[2745404],[2746164],[2746273],[2747143],[2747209],[2750792],[2753707],[2755141],[2755320],[2758644],[2759021],[2760606],[2761918],[2762778],[2763400],[2769620],[2770502],[2771534],[2771600],[2778173],[2778592],[2779055],[2779234],[2780087],[2781941],[2782419],[2783336],[2788688],[2790212],[2792920],[2794632],[2795565],[2796168],[2800487],[2801799],[2803281],[2808718],[2809578],[2810200],[2811725],[2812188],[2816420],[2817302],[2818400],[2820666],[2822116],[2822514],[2826755],[2827688],[2833171],[2833774],[2839405],[2842875],[2843695],[2847463],[2852110],[2857284],[2863254] ] cell #5957 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2088193],[2105908],[2117842],[2221291],[2224106],[2246833],[2264548],[2276482],[2322458],[2328159],[2351602],[2367962],[2370777],[2379896],[2393776],[2440539],[2443440],[2456311],[2462012],[2464827],[2473729],[2495339],[2514302],[2518229],[2518496],[2521478],[2539834],[2540696],[2542735],[2543072],[2548318],[2564059],[2580754],[2587445],[2587726],[2587857],[2590484],[2602364],[2606291],[2606558],[2609179],[2609540],[2614269],[2625184],[2627507],[2641985],[2647352],[2647983],[2648286],[2655788],[2656055],[2657726],[2662032],[2664417],[2664698],[2664829],[2667194],[2667456],[2680423],[2682651],[2684647],[2690399],[2690666],[2692688],[2695009],[2699328],[2700140],[2705924],[2706682],[2706963],[2707094],[2708247],[2712252],[2713614],[2714245],[2714548],[2724638],[2726498],[2727749],[2731000],[2735224],[2735982],[2736263],[2736394],[2738018],[2739239],[2743601],[2747425],[2748823],[2748916],[2749746],[2750049],[2751144],[2753140],[2754362],[2755463],[2756275],[2758892],[2764838],[2766059],[2766405],[2768805],[2770056],[2771816],[2773214],[2773307],[2774137],[2774440],[2775649],[2776620],[2783302],[2783627],[2784774],[2784878],[2785579],[2788129],[2790357],[2792353],[2793111],[2796074],[2796384],[2797774],[2798745],[2799252],[2801172],[2803247],[2803572],[2804719],[2804823],[2805524],[2805983],[2806240],[2807507],[2812859],[2812959],[2813205],[2813896],[2815605],[2816856],[2818616],[2820107],[2821953],[2823317],[2823528],[2823899],[2824156],[2825423],[2827286],[2828507],[2828960],[2829206],[2829897],[2831359],[2833680],[2833990],[2836351],[2836670],[2838778],[2841178],[2842429],[2843801],[2843926],[2844856],[2844916],[2845099],[2845580],[2847300],[2848875],[2849246],[2851129],[2852913],[2853124],[2853752],[2854594],[2854904],[2855019],[2856882],[2858103],[2858802],[2860969],[2861666],[2862176],[2863360],[2863485],[2864415],[2864658],[2867628],[2867688],[2867871],[2868352],[2868992],[2869203],[2871647],[2873427],[2874383],[2875698],[2876395],[2878760],[2879270],[2879750],[2879933],[2881509],[2881752],[2883084],[2883394],[2885181],[2886870],[2888882],[2890055],[2894030] ] cell #5958 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1838535],[1959616],[2067107],[2075973],[2135372],[2177034],[2206925],[2240438],[2262712],[2266542],[2279084],[2306854],[2326323],[2330153],[2337228],[2353596],[2361567],[2389622],[2392728],[2398093],[2414465],[2419476],[2424257],[2440707],[2447638],[2460176],[2464006],[2473595],[2479305],[2491185],[2494064],[2494175],[2494291],[2495507],[2499656],[2510148],[2513254],[2518619],[2523552],[2534991],[2540002],[2548418],[2560748],[2563925],[2565910],[2566339],[2566412],[2567282],[2569635],[2580620],[2586330],[2589436],[2598210],[2601089],[2601200],[2601316],[2602532],[2606681],[2609649],[2613068],[2625050],[2626658],[2627607],[2629349],[2629712],[2642085],[2647218],[2654415],[2657592],[2659577],[2660006],[2660079],[2660949],[2663302],[2666181],[2666292],[2666408],[2667624],[2668940],[2680523],[2681855],[2684217],[2689026],[2693808],[2699428],[2700422],[2702920],[2703031],[2705790],[2707398],[2708347],[2710089],[2710452],[2713480],[2715465],[2715894],[2715967],[2716837],[2718174],[2725758],[2728959],[2735090],[2737433],[2739105],[2744469],[2746263],[2746692],[2746765],[2749016],[2750348],[2752710],[2754614],[2755563],[2756557],[2757305],[2757668],[2759654],[2764253],[2765925],[2773407],[2775303],[2775901],[2776720],[2779922],[2782673],[2783036],[2785861],[2786088],[2789561],[2791225],[2791923],[2797428],[2798026],[2798845],[2805806],[2806454],[2806727],[2806828],[2810149],[2812429],[2814148],[2814967],[2818066],[2824370],[2824643],[2824744],[2830149],[2830968],[2831698],[2831800],[2834429],[2837414],[2837515],[2845919],[2846021],[2849990],[2850091],[2851403],[2855811],[2855913],[2862450],[2863900],[2865478],[2865580],[2869926],[2876006],[2877179],[2884943] ] cell #5959 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1674107],[1833462],[1938498],[2016617],[2048939],[2122797],[2159202],[2186046],[2200535],[2228178],[2262701],[2281437],[2300485],[2323763],[2326312],[2347206],[2374849],[2389764],[2392717],[2413107],[2434338],[2442706],[2457616],[2460165],[2473584],[2491327],[2494280],[2510290],[2513243],[2520229],[2533633],[2542001],[2548356],[2560890],[2563914],[2580609],[2586472],[2589425],[2598352],[2601305],[2608291],[2609822],[2625039],[2627545],[2642023],[2647207],[2648322],[2654557],[2657581],[2663444],[2666397],[2667230],[2680461],[2689168],[2693950],[2699366],[2700411],[2705779],[2708285],[2712288],[2713469],[2714584],[2716826],[2725900],[2735079],[2738054],[2739094],[2744407],[2748954],[2750085],[2754603],[2755501],[2756546],[2764874],[2765914],[2773345],[2774476],[2775890],[2776658],[2784810],[2785850],[2789484],[2791163],[2798015],[2798783],[2804755],[2805795],[2806383],[2806751],[2814137],[2814905],[2824299],[2824667],[2830138],[2830906],[2831414],[2837070],[2837438],[2845635],[2849646],[2850014],[2855527],[2861308],[2865194],[2874119] ] cell #5960 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2077040],[2185736],[2279623],[2287687],[2337767],[2373733],[2398632],[2412824],[2426358],[2448177],[2458771],[2481406],[2493997],[2500195],[2505758],[2519158],[2525653],[2533350],[2554871],[2565877],[2567821],[2571736],[2574679],[2588431],[2593820],[2601022],[2607220],[2608008],[2617880],[2626823],[2630504],[2631032],[2634060],[2648538],[2651114],[2651651],[2659544],[2661488],[2665403],[2666114],[2669713],[2672172],[2685181],[2685280],[2686262],[2698620],[2702325],[2702853],[2703653],[2707563],[2711244],[2711772],[2714800],[2715432],[2717376],[2719186],[2729029],[2730292],[2731318],[2732953],[2738206],[2740665],[2746131],[2746230],[2753674],[2753773],[2754755],[2754779],[2758460],[2758988],[2759724],[2762648],[2765026],[2767762],[2768414],[2776315],[2776339],[2779889],[2782178],[2786158],[2787421],[2788447],[2790082],[2792887],[2792986],[2793914],[2795516],[2798440],[2798464],[2799605],[2802529],[2806524],[2806694],[2809448],[2810100],[2814562],[2814586],[2815214],[2818136],[2820425],[2822838],[2824440],[2824610],[2826037],[2827639],[2830563],[2830587],[2831520],[2831649],[2831870],[2833122],[2836046],[2837211],[2837381],[2840135],[2840787],[2845741],[2845870],[2846091],[2848185],[2848705],[2849787],[2849957],[2851483],[2852434],[2854036],[2855633],[2855762],[2855983],[2857235],[2860159],[2862048],[2862530],[2863867],[2864478],[2865300],[2865429],[2865650],[2868513],[2868863],[2870006],[2870957],[2871477],[2872559],[2874642],[2875957],[2876777],[2877259],[2879142],[2879624],[2881572],[2882394],[2882744],[2882914],[2883777],[2884697],[2885440],[2887129],[2887949],[2889264],[2889746],[2889875],[2891460],[2892626],[2893369],[2894289],[2896900],[2897520] ] cell #5961 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2041403],[2181659],[2186691],[2269103],[2287738],[2332714],[2358625],[2373784],[2381369],[2416534],[2426409],[2444923],[2459185],[2466567],[2476725],[2481457],[2494048],[2496941],[2506172],[2522816],[2525704],[2535341],[2537060],[2550765],[2555285],[2566291],[2567055],[2568899],[2571787],[2576707],[2583750],[2588482],[2594234],[2601073],[2603966],[2614329],[2614353],[2614415],[2616357],[2619908],[2629380],[2629954],[2631083],[2634474],[2637726],[2644432],[2648952],[2650348],[2653679],[2659958],[2660722],[2662566],[2665454],[2666165],[2671600],[2675168],[2682711],[2682735],[2682797],[2684739],[2685232],[2685694],[2688290],[2695069],[2695093],[2695155],[2697097],[2700648],[2701775],[2702904],[2703988],[2710120],[2710694],[2711823],[2715214],[2715846],[2716610],[2727809],[2727833],[2727895],[2729720],[2731739],[2731844],[2733288],[2740093],[2743661],[2743685],[2743747],[2745689],[2746182],[2746644],[2751204],[2751228],[2751290],[2753232],[2753725],[2754187],[2756783],[2757336],[2757910],[2759039],[2759055],[2760767],[2767525],[2768494],[2770335],[2780580],[2781176],[2781238],[2782599],[2782704],[2784938],[2784962],[2785024],[2786849],[2788868],[2788973],[2790417],[2790441],[2790503],[2792445],[2792938],[2793019],[2793400],[2793994],[2800886],[2804883],[2804907],[2804969],[2807567],[2807591],[2807653],[2810180],[2811230],[2812021],[2814325],[2815294],[2817135],[2818169],[2818827],[2819423],[2819485],[2820846],[2820951],[2821686],[2825483],[2825507],[2825569],[2830326],[2831600],[2831729],[2831903],[2832458],[2834403],[2838278],[2838340],[2838492],[2840867],[2841917],[2842708],[2845821],[2845950],[2846124],[2846679],[2850854],[2850916],[2851282],[2851377],[2851563],[2855842],[2856016],[2856571],[2858516],[2862329],[2862424],[2862610],[2865509],[2865683],[2866238],[2866658],[2869900],[2870086],[2875040],[2876037],[2877153],[2877339],[2880539],[2884917],[2885838] ] cell #5962 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1885136],[2004462],[2063866],[2088311],[2106026],[2117495],[2173891],[2184131],[2221409],[2246951],[2260884],[2264666],[2276135],[2286124],[2328277],[2351720],[2352945],[2356426],[2368080],[2379549],[2382013],[2382358],[2393894],[2439968],[2440113],[2440657],[2443093],[2462130],[2463355],[2466428],[2466836],[2474833],[2495457],[2514420],[2515789],[2517840],[2518266],[2518342],[2528187],[2535836],[2539263],[2539408],[2539952],[2542257],[2542388],[2549223],[2565163],[2574270],[2577202],[2581858],[2585179],[2587295],[2587449],[2596334],[2596479],[2602482],[2603282],[2603851],[2605902],[2606328],[2606404],[2615026],[2620403],[2625735],[2628412],[2636574],[2636719],[2639168],[2640213],[2642890],[2646113],[2654174],[2655399],[2655825],[2655901],[2658830],[2661633],[2662151],[2664267],[2664421],[2676610],[2677655],[2680852],[2683408],[2685198],[2688785],[2690010],[2690436],[2690512],[2692289],[2693210],[2695766],[2703191],[2705430],[2706475],[2706532],[2706686],[2709152],[2712375],[2724239],[2725160],[2726521],[2728103],[2731429],[2732491],[2734730],[2735775],[2735832],[2735986],[2736464],[2736894],[2738476],[2746148],[2746920],[2747429],[2748424],[2749345],[2751901],[2753691],[2759005],[2760087],[2763284],[2763714],[2765296],[2766421],[2768828],[2770410],[2771311],[2771820],[2772815],[2773736],[2774974],[2782289],[2783220],[2783650],[2785232],[2788558],[2792904],[2793115],[2794027],[2794239],[2795879],[2796097],[2796388],[2797099],[2799239],[2799968],[2801188],[2803165],[2803595],[2805177],[2806158],[2810514],[2812096],[2813221],[2815628],[2817210],[2818620],[2820536],[2821871],[2823163],[2823333],[2823551],[2824074],[2826150],[2826362],[2827273],[2828002],[2828511],[2829222],[2833485],[2833703],[2833994],[2834705],[2838794],[2841201],[2842783],[2844774],[2844903],[2845115],[2847218],[2848510],[2848898],[2852759],[2852929],[2853147],[2853670],[2854617],[2854908],[2856869],[2857598],[2858107],[2858818],[2864333],[2864674],[2867546],[2867675],[2867887],[2869008],[2869226],[2871282],[2871670],[2873431],[2879737],[2879949],[2881427],[2881768],[2883107],[2883398],[2890071] ] cell #5963 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1960622],[2076086],[2177212],[2185683],[2240616],[2279570],[2307032],[2322804],[2337714],[2361745],[2373267],[2398579],[2412771],[2419654],[2425892],[2440885],[2448124],[2456657],[2480940],[2493531],[2495685],[2500142],[2503410],[2519105],[2525187],[2533297],[2540180],[2541042],[2552523],[2562926],[2567168],[2567768],[2571270],[2587965],[2590830],[2591472],[2600556],[2602710],[2607167],[2607955],[2612136],[2615103],[2630451],[2630566],[2631712],[2646190],[2650461],[2651061],[2652022],[2656593],[2660835],[2661435],[2664937],[2665648],[2667802],[2670060],[2681933],[2683485],[2684692],[2686633],[2692876],[2695843],[2702272],[2702387],[2711191],[2711306],[2712452],[2712481],[2716723],[2717323],[2718252],[2721911],[2724826],[2728180],[2728955],[2738553],[2738582],[2742883],[2745642],[2750426],[2751978],[2753185],[2755126],[2758407],[2758522],[2759650],[2761714],[2765373],[2765402],[2766828],[2770487],[2775381],[2775599],[2779040],[2779815],[2785309],[2785338],[2786084],[2789639],[2792398],[2795442],[2797506],[2797724],[2799531],[2801595],[2805254],[2805283],[2806450],[2806620],[2806906],[2808514],[2812173],[2813628],[2813846],[2817287],[2818062],[2824366],[2824536],[2824822],[2827565],[2828239],[2829629],[2829847],[2831796],[2833048],[2835112],[2837137],[2837307],[2837593],[2839201],[2842860],[2845352],[2846017],[2847796],[2848631],[2849713],[2849883],[2850169],[2853962],[2854418],[2855909],[2857161],[2857835],[2859225],[2861974],[2863793],[2864911],[2865576],[2868124],[2868789],[2871403],[2872485],[2872941],[2873159],[2874326],[2875641],[2876703],[2879068],[2880186],[2882005],[2882670],[2882840],[2885124],[2886813],[2887875],[2889190],[2893053],[2893973] ] cell #5964 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2322737],[2382353],[2412713],[2456590],[2466369],[2473517],[2493560],[2533239],[2535777],[2540975],[2542206],[2563847],[2577143],[2580542],[2590763],[2600585],[2603231],[2607897],[2620344],[2624972],[2639117],[2647140],[2649119],[2651003],[2654115],[2657514],[2661632],[2665677],[2667735],[2676559],[2685861],[2688726],[2692288],[2700344],[2701084],[2701094],[2702416],[2705379],[2705712],[2713402],[2715381],[2717265],[2724238],[2732280],[2732290],[2734679],[2735012],[2736463],[2739027],[2742912],[2744527],[2744689],[2745052],[2748423],[2754354],[2756479],[2757219],[2757229],[2758551],[2763283],[2765847],[2770741],[2771104],[2772814],[2775628],[2779796],[2781156],[2781367],[2783219],[2785783],[2789409],[2789419],[2789668],[2791283],[2791445],[2791808],[2794026],[2797753],[2800901],[2802744],[2803164],[2805728],[2806157],[2806601],[2806935],[2810083],[2813875],[2815025],[2817541],[2817904],[2818043],[2819403],[2819614],[2821701],[2821870],[2824073],[2824517],[2824851],[2826149],[2827112],[2829876],[2831026],[2831632],[2831777],[2837288],[2837622],[2838258],[2838507],[2840350],[2840770],[2843747],[2844604],[2844773],[2845853],[2845998],[2847048],[2847217],[2847825],[2849864],[2850198],[2850834],[2851297],[2851466],[2853669],[2854447],[2855717],[2855745],[2855890],[2856708],[2860622],[2861487],[2862344],[2862513],[2863306],[2863774],[2864163],[2864332],[2864562],[2864940],[2865384],[2865412],[2865557],[2866519],[2867376],[2867545],[2868770],[2869820],[2869989],[2872970],[2873606],[2874726],[2874901],[2875565],[2875940],[2876216],[2876465],[2876684],[2877073],[2877242],[2878581],[2879438],[2879607],[2880400],[2881257],[2881426],[2881656],[2882034],[2882478],[2882651],[2883312],[2884012],[2884645],[2885048],[2885263],[2885423],[2885699],[2887213],[2887388],[2888703],[2888952],[2889171],[2889560],[2889729],[2889959],[2890641],[2890710],[2891140],[2891408],[2892861],[2893453],[2893897],[2894112],[2894272],[2894548],[2894797],[2895314],[2895806],[2896701],[2896770],[2897135],[2897468],[2898086],[2898437],[2899305],[2899518],[2899587],[2899797],[2900949],[2901081],[2902012] ] cell #5965 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1544706],[1707078],[1816044],[1897680],[1931614],[2009733],[2048291],[2076410],[2092281],[2122149],[2159174],[2179162],[2199887],[2225379],[2228150],[2250921],[2280789],[2297160],[2300457],[2323115],[2346558],[2355690],[2372050],[2374821],[2389736],[2409782],[2413079],[2431013],[2434310],[2442058],[2456968],[2466100],[2473454],[2487828],[2491299],[2510262],[2516904],[2520201],[2530308],[2533605],[2541353],[2542992],[2560862],[2563784],[2580479],[2586444],[2587721],[2594853],[2598324],[2604966],[2608263],[2609174],[2624909],[2635093],[2640696],[2647077],[2648294],[2654529],[2657451],[2662027],[2663416],[2664693],[2667202],[2678138],[2689140],[2692683],[2693922],[2700281],[2705649],[2706958],[2712260],[2713339],[2714556],[2724633],[2725872],[2734949],[2736258],[2738026],[2738964],[2748818],[2750057],[2754382],[2756416],[2764846],[2765784],[2773209],[2774448],[2775197],[2775669],[2784782],[2785720],[2797322],[2797794],[2804727],[2805665],[2806305],[2813444],[2813916],[2824221],[2829445],[2829917],[2836992],[2844336],[2849568],[2861230] ] cell #5966 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2077035],[2152621],[2185734],[2279621],[2283791],[2287691],[2337765],[2364000],[2373737],[2398630],[2412822],[2421909],[2426362],[2444918],[2445362],[2448175],[2458799],[2481410],[2494001],[2496936],[2497380],[2500193],[2505786],[2519156],[2522820],[2525657],[2533348],[2542435],[2548384],[2548413],[2550760],[2551204],[2554899],[2565905],[2567819],[2568903],[2571740],[2575453],[2588435],[2593848],[2601026],[2603961],[2604405],[2607218],[2608006],[2614410],[2616361],[2618654],[2627573],[2627602],[2629949],[2630393],[2630502],[2631036],[2634088],[2642051],[2642080],[2644427],[2644871],[2648566],[2651112],[2652425],[2659572],[2661486],[2662570],[2665407],[2666118],[2671604],[2680489],[2680518],[2682792],[2684743],[2685185],[2685308],[2687036],[2695150],[2697101],[2699394],[2699423],[2701770],[2702214],[2702323],[2702857],[2708313],[2708342],[2710689],[2711133],[2711242],[2711776],[2714828],[2715460],[2717374],[2719557],[2727890],[2729057],[2729724],[2731320],[2740097],[2743742],[2744464],[2745693],[2746135],[2746258],[2748982],[2749011],[2751285],[2753236],[2753678],[2753801],[2755529],[2755558],[2757905],[2758349],[2758458],[2758992],[2759752],[2767529],[2768416],[2773373],[2773402],[2776686],[2776715],[2779917],[2780584],[2781233],[2782180],[2785019],[2786186],[2786853],[2788449],[2790498],[2791220],[2792449],[2792891],[2793014],[2793458],[2793916],[2798811],[2798840],[2804964],[2806552],[2806722],[2807648],[2810102],[2811234],[2814329],[2814962],[2815216],[2818164],[2818831],[2819480],[2820427],[2820955],[2824468],[2824638],[2825564],[2830330],[2830963],[2831522],[2831651],[2831898],[2832462],[2837409],[2838335],[2840789],[2840871],[2841921],[2845743],[2845872],[2846119],[2846683],[2849985],[2850911],[2851485],[2851567],[2855764],[2856011],[2856575],[2862532],[2862614],[2863895],[2865431],[2865678],[2866242],[2870008],[2870090],[2875959],[2877261],[2877343] ] cell #5967 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1800950],[1955509],[2055546],[2129404],[2159813],[2228789],[2262809],[2288044],[2301096],[2326420],[2358183],[2375460],[2392825],[2413718],[2416092],[2434949],[2460273],[2473653],[2476283],[2494388],[2513351],[2520840],[2534244],[2536618],[2548504],[2563983],[2566613],[2580678],[2583308],[2589533],[2601413],[2608902],[2614309],[2625108],[2627693],[2642171],[2647276],[2649906],[2657650],[2660280],[2666505],[2667841],[2680609],[2682691],[2695049],[2699514],[2700480],[2705848],[2708433],[2713538],[2716168],[2716934],[2727789],[2735148],[2739163],[2743641],[2744555],[2749102],[2751184],[2754962],[2755649],[2756615],[2758613],[2765983],[2773493],[2776522],[2776806],[2781132],[2784918],[2785919],[2789930],[2790397],[2791311],[2798647],[2798931],[2804863],[2805864],[2807415],[2807547],[2814769],[2815053],[2818193],[2819379],[2825331],[2825463],[2830770],[2831054],[2831475],[2832097],[2838102],[2838234],[2845696],[2846318],[2850678],[2850810],[2851221],[2855588],[2856210],[2862268],[2865255],[2865877],[2869744],[2874180],[2876997],[2883657] ] cell #5968 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2186683],[2287733],[2373779],[2381368],[2426404],[2459184],[2481452],[2494043],[2506171],[2525699],[2535321],[2555284],[2566290],[2571782],[2576687],[2588477],[2594233],[2601068],[2619888],[2629360],[2631078],[2634473],[2637091],[2648951],[2653659],[2659957],[2665449],[2666160],[2674533],[2682095],[2685227],[2685693],[2688270],[2700628],[2702899],[2703353],[2710100],[2711818],[2715213],[2715845],[2718905],[2720905],[2731738],[2731824],[2732653],[2743026],[2746177],[2746643],[2747300],[2750588],[2753720],[2754186],[2756763],[2757316],[2759034],[2760467],[2768474],[2769481],[2770342],[2771691],[2776034],[2778034],[2782598],[2782684],[2788867],[2788953],[2789782],[2789801],[2792933],[2793399],[2793974],[2796259],[2798159],[2800348],[2800908],[2807267],[2807286],[2810160],[2812028],[2815274],[2816281],[2817142],[2818491],[2820845],[2820931],[2821708],[2822898],[2825183],[2825202],[2826097],[2828235],[2828382],[2831580],[2831709],[2833865],[2834425],[2837954],[2837973],[2838514],[2840847],[2842715],[2844611],[2845801],[2845930],[2847055],[2848245],[2848610],[2850530],[2850549],[2851304],[2851399],[2851543],[2852494],[2854779],[2855693],[2855822],[2857831],[2857978],[2858538],[2862351],[2862446],[2862590],[2864170],[2865360],[2865489],[2866680],[2867383],[2868573],[2869827],[2869922],[2870066],[2871017],[2871382],[2873155],[2873302],[2874702],[2875062],[2876017],[2877080],[2877175],[2877319],[2879445],[2879684],[2880182],[2880561],[2881264],[2882454],[2882819],[2884019],[2884939],[2885500],[2885860],[2887189],[2887549],[2887854],[2889567],[2889806],[2890608],[2891228],[2891702],[2892868],[2892975],[2894349],[2894709],[2895894],[2896668],[2897762],[2899885] ] cell #5969 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2288678],[2352346],[2381410],[2459226],[2462756],[2466271],[2506213],[2527588],[2535679],[2555326],[2566332],[2573671],[2577045],[2591763],[2592095],[2594275],[2602905],[2620246],[2629718],[2632003],[2632335],[2634515],[2638791],[2648993],[2651900],[2654017],[2659999],[2667338],[2671537],[2671556],[2673237],[2673569],[2676233],[2684252],[2685735],[2686511],[2688628],[2691438],[2700986],[2705053],[2710458],[2712743],[2713075],[2715255],[2715887],[2720441],[2721789],[2723388],[2729657],[2729676],[2731357],[2731689],[2731780],[2732182],[2734353],[2740030],[2740049],[2741730],[2742062],[2744726],[2746685],[2747573],[2752745],[2754228],[2755004],[2757121],[2757674],[2761466],[2767462],[2767481],[2769017],[2770365],[2770689],[2770778],[2771964],[2777570],[2778918],[2780517],[2780536],[2782217],[2782549],[2782640],[2783042],[2786786],[2786805],[2788486],[2788818],[2788909],[2789311],[2791482],[2791958],[2793441],[2794789],[2800157],[2800947],[2801347],[2802417],[2808266],[2810703],[2811186],[2812051],[2812375],[2812464],[2814262],[2814281],[2815817],[2817165],[2817489],[2817578],[2818764],[2818783],[2820464],[2820796],[2820887],[2821289],[2821747],[2826521],[2827122],[2830263],[2830282],[2832395],[2832414],[2834464],[2834864],[2835282],[2835934],[2837763],[2838553],[2838953],[2840023],[2841390],[2841873],[2842738],[2843062],[2843151],[2843483],[2843757],[2846616],[2846635],[2850339],[2851343],[2851438],[2851997],[2853519],[2854170],[2856117],[2856527],[2856718],[2858577],[2858977],[2859395],[2860047],[2860408],[2862390],[2862485],[2863044],[2865784],[2866194],[2866529],[2866597],[2866719],[2867044],[2869961],[2870520],[2872042],[2872072],[2872693],[2874911],[2874979],[2875101],[2875426],[2877214],[2877773],[2878087],[2878117],[2880478],[2880600],[2880925],[2884285],[2884315],[2884978],[2885777],[2885899],[2886224],[2888209],[2888239],[2891340],[2891968],[2891998] ] cell #5970 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1582529],[1711092],[1828309],[1837512],[1904569],[1950442],[1984597],[2023034],[2048274],[2052698],[2066615],[2099168],[2122132],[2126556],[2134880],[2154026],[2163290],[2196049],[2199870],[2206433],[2226227],[2232266],[2237951],[2257808],[2266050],[2280772],[2285196],[2297143],[2304367],[2319277],[2322826],[2322934],[2323098],[2324528],[2329661],[2342720],[2346541],[2353104],[2359080],[2372898],[2378937],[2389669],[2405649],[2409765],[2412293],[2412643],[2412911],[2413973],[2416989],[2430996],[2438220],[2442041],[2453130],[2456679],[2456787],[2456951],[2458381],[2463514],[2466948],[2471698],[2487811],[2489893],[2491232],[2493514],[2493832],[2510195],[2516887],[2526175],[2530291],[2532819],[2533169],[2533437],[2534499],[2537515],[2541064],[2541172],[2541336],[2542766],[2544652],[2560795],[2562561],[2565850],[2572258],[2578723],[2586377],[2587704],[2590852],[2590960],[2594836],[2596918],[2598257],[2600539],[2600857],[2604949],[2607477],[2607827],[2608095],[2609157],[2611033],[2621924],[2626511],[2635076],[2638319],[2640679],[2648227],[2650583],[2650933],[2651201],[2654462],[2656228],[2659517],[2662010],[2663349],[2664676],[2665631],[2665949],[2668793],[2675761],[2678121],[2689073],[2691773],[2692666],[2693855],[2698487],[2702370],[2702688],[2706941],[2707251],[2712116],[2714489],[2715405],[2723723],[2724616],[2725805],[2736241],[2737286],[2737714],[2737882],[2742866],[2746203],[2748801],[2749990],[2754467],[2764106],[2764534],[2764702],[2773192],[2774381],[2775582],[2775754],[2779862],[2784470],[2784638],[2797707],[2797879],[2804415],[2804583],[2806667],[2813829],[2814001],[2824583],[2827079],[2829830],[2830002],[2837354],[2847779],[2849930],[2863840] ] cell #5971 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2077048],[2185803],[2224287],[2279690],[2287745],[2322682],[2337834],[2370958],[2373791],[2398699],[2412242],[2426416],[2448244],[2456535],[2458752],[2465008],[2481464],[2490141],[2500262],[2505739],[2519225],[2521659],[2525711],[2532768],[2540920],[2545779],[2554852],[2567888],[2571794],[2574641],[2588489],[2588613],[2590708],[2593801],[2597166],[2607287],[2607426],[2609721],[2617842],[2631090],[2631214],[2634041],[2639446],[2648519],[2649064],[2650532],[2651613],[2661555],[2662258],[2665461],[2665585],[2667680],[2672134],[2676888],[2685261],[2685806],[2686224],[2693317],[2698436],[2698582],[2700599],[2703615],[2711830],[2711954],[2714781],[2715326],[2716794],[2719148],[2725267],[2729010],[2730254],[2731795],[2732915],[2737663],[2740627],[2742760],[2749452],[2753754],[2754299],[2754571],[2754717],[2756734],[2759705],[2762610],[2764483],[2767724],[2768433],[2773843],[2775476],[2775858],[2776277],[2784419],[2786139],[2787383],[2788924],[2789516],[2790044],[2793933],[2795497],[2797601],[2797983],[2798402],[2799586],[2802491],[2804364],[2806505],[2806783],[2809410],[2813723],[2814105],[2814524],[2815233],[2822857],[2824421],[2824699],[2826056],[2827028],[2827620],[2829724],[2830106],[2830525],[2831539],[2833103],[2835589],[2836008],[2837192],[2837470],[2840097],[2845760],[2847673],[2848204],[2848686],[2849176],[2849768],[2850046],[2852453],[2854017],[2854295],[2855652],[2857216],[2859702],[2860121],[2862029],[2863233],[2864497],[2864788],[2865319],[2868532],[2870976],[2871458],[2871948],[2872540],[2872818],[2874661],[2876143],[2879123],[2881591],[2881882],[2882413],[2882895],[2883900],[2887148],[2887930],[2888630],[2889894],[2892749],[2893388],[2897023] ] cell #5972 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2412636],[2493838],[2533162],[2548854],[2559228],[2565959],[2600863],[2607820],[2609905],[2628043],[2642521],[2650926],[2652895],[2659626],[2665955],[2667280],[2687506],[2699864],[2700584],[2702694],[2708783],[2712646],[2715514],[2716857],[2717188],[2722381],[2738747],[2744629],[2744637],[2744905],[2746312],[2754885],[2755999],[2756719],[2758829],[2761957],[2765567],[2770957],[2776445],[2779510],[2780126],[2781040],[2781258],[2781282],[2785503],[2786023],[2789691],[2791385],[2791393],[2791661],[2793068],[2795584],[2798570],[2801838],[2805448],[2805968],[2807176],[2808757],[2810219],[2811076],[2811136],[2814692],[2815127],[2815135],[2817757],[2818373],[2819287],[2819505],[2819529],[2822945],[2825092],[2826794],[2827707],[2830693],[2831128],[2831136],[2831196],[2832277],[2833190],[2834487],[2837863],[2838142],[2838360],[2838384],[2839444],[2840906],[2841763],[2841823],[2845417],[2846498],[2847482],[2848292],[2848942],[2850439],[2850718],[2850936],[2850960],[2851731],[2852541],[2855309],[2855318],[2856390],[2856417],[2856477],[2857303],[2858600],[2860931],[2862778],[2863203],[2863216],[2863624],[2864597],[2864976],[2864985],[2866057],[2866084],[2866144],[2866420],[2866429],[2866837],[2869270],[2869579],[2869706],[2870254],[2871064],[2871714],[2873708],[2873949],[2873958],[2874802],[2874811],[2875219],[2875547],[2875660],[2876113],[2876126],[2876534],[2876832],[2876959],[2877507],[2877912],[2879872],[2880310],[2880718],[2881691],[2883151],[2883238],[2883529],[2883827],[2883836],[2883870],[2883883],[2883966],[2884110],[2884747],[2884756],[2885030],[2885609],[2886017],[2887289],[2887298],[2887706],[2888034],[2888600],[2888613],[2889021],[2889446],[2889994],[2890592],[2890623],[2890667],[2891212],[2891510],[2891519],[2891649],[2891793],[2892676],[2892685],[2892719],[2892732],[2892815],[2892959],[2893879],[2894458],[2894866],[2895331],[2895878],[2895953],[2896652],[2896683],[2896727],[2896993],[2897006],[2897089],[2897570],[2897579],[2897709],[2897853],[2898307],[2898831],[2899322],[2899500],[2899544],[2899869],[2899944],[2900306],[2901098],[2901343],[2901565],[2902302] ] cell #5973 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1800933],[1955492],[2055529],[2129387],[2159796],[2228772],[2262720],[2288027],[2301079],[2322610],[2326331],[2358117],[2375443],[2382356],[2392736],[2412595],[2413701],[2416026],[2434932],[2456463],[2460184],[2466486],[2473513],[2473603],[2476217],[2493556],[2494299],[2513262],[2520823],[2533121],[2534227],[2536401],[2536552],[2540848],[2542317],[2548472],[2563843],[2563933],[2566547],[2578320],[2580538],[2580628],[2583242],[2587839],[2589444],[2590636],[2600581],[2601324],[2603780],[2607779],[2608885],[2614291],[2621521],[2624968],[2625058],[2627661],[2640142],[2642139],[2647136],[2647226],[2648385],[2648490],[2649840],[2650885],[2655292],[2657510],[2657600],[2660214],[2662080],[2664811],[2665673],[2666416],[2667608],[2667824],[2677584],[2680577],[2682673],[2689903],[2693139],[2695031],[2699482],[2700162],[2700340],[2700430],[2700543],[2702412],[2705708],[2705798],[2706404],[2707076],[2708401],[2713398],[2713488],[2714647],[2714752],[2716102],[2716845],[2717147],[2725089],[2727771],[2735008],[2735098],[2735704],[2736376],[2737084],[2739023],[2739113],[2742908],[2743623],[2744283],[2744523],[2749070],[2749274],[2750148],[2750253],[2751166],[2754622],[2755617],[2756297],[2756475],[2756565],[2756678],[2758547],[2763904],[2765843],[2765933],[2773461],[2773665],[2774539],[2774644],[2775624],[2775909],[2776774],[2779787],[2783840],[2784900],[2785601],[2785779],[2785869],[2785982],[2789664],[2790379],[2791039],[2791279],[2797749],[2798034],[2798899],[2803785],[2804845],[2805546],[2805724],[2805814],[2805927],[2806592],[2806931],[2807529],[2812981],[2813871],[2814156],[2814781],[2815021],[2818034],[2822402],[2824508],[2824847],[2825445],[2828982],[2829872],[2830157],[2830782],[2831022],[2831381],[2831768],[2836688],[2837279],[2837618],[2843948],[2845602],[2845989],[2847821],[2849264],[2849855],[2850194],[2851147],[2855881],[2860987],[2862194],[2863765],[2865548] ] cell #5974 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1712040],[1837553],[1950483],[1959571],[2023075],[2067062],[2099209],[2135327],[2159187],[2163331],[2176625],[2206880],[2228163],[2232307],[2240029],[2257849],[2266497],[2297000],[2300470],[2306445],[2324569],[2330108],[2335353],[2353551],[2361158],[2374834],[2378978],[2389749],[2396218],[2409622],[2412842],[2412952],[2413092],[2414420],[2419067],[2430853],[2434323],[2440298],[2445763],[2458422],[2463961],[2473526],[2487668],[2491312],[2493569],[2493991],[2494130],[2495098],[2497781],[2510275],[2516744],[2520214],[2530148],[2533368],[2533478],[2533618],[2534946],[2539593],[2542807],[2546869],[2560875],[2562718],[2563856],[2565865],[2566235],[2580551],[2586457],[2594693],[2598337],[2600594],[2601016],[2601155],[2602123],[2604806],[2608026],[2608136],[2608276],[2609604],[2611190],[2624981],[2626526],[2629337],[2634933],[2640536],[2647149],[2648307],[2651132],[2651242],[2654542],[2656385],[2657523],[2659532],[2659902],[2663429],[2665686],[2666108],[2666247],[2667215],[2668808],[2677978],[2681843],[2689153],[2691930],[2693935],[2700353],[2702425],[2702847],[2702986],[2705721],[2707266],[2710077],[2712273],[2713411],[2714569],[2715420],[2715790],[2718162],[2723880],[2725885],[2735021],[2737301],[2738039],[2739036],[2742921],[2746218],[2746588],[2750070],[2750336],[2754482],[2756488],[2757293],[2764121],[2764859],[2765856],[2774461],[2775291],[2775637],[2775769],[2779877],[2782661],[2784795],[2785792],[2789549],[2797416],[2797762],[2797894],[2804740],[2805737],[2806682],[2806816],[2810137],[2813884],[2814016],[2824598],[2824732],[2829885],[2830017],[2831686],[2837369],[2837503],[2845907],[2847834],[2849945],[2850079],[2855799],[2863855],[2865466],[2875994] ] cell #5975 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2186699],[2287802],[2322739],[2373848],[2381423],[2412709],[2426473],[2456592],[2459239],[2481521],[2493527],[2506226],[2525768],[2533235],[2535322],[2540977],[2555339],[2562922],[2571851],[2576688],[2588546],[2590765],[2594288],[2600552],[2607893],[2612132],[2619889],[2631147],[2634528],[2637092],[2649006],[2649121],[2650999],[2653660],[2656589],[2665518],[2665644],[2667737],[2674534],[2685748],[2685863],[2688271],[2692872],[2700629],[2701090],[2702383],[2703354],[2711887],[2712477],[2715268],[2715383],[2717261],[2720906],[2724822],[2731825],[2732286],[2732654],[2738578],[2742879],[2743027],[2744687],[2747301],[2754241],[2754356],[2756764],[2757225],[2758518],[2760468],[2765398],[2768475],[2769482],[2770739],[2771692],[2775595],[2778035],[2779794],[2785334],[2788954],[2789415],[2789635],[2789783],[2791443],[2793975],[2796260],[2797720],[2800349],[2800899],[2805279],[2806599],[2806902],[2807268],[2813842],[2815275],[2816282],[2817539],[2818041],[2818492],[2821699],[2822899],[2824515],[2824818],[2825184],[2826098],[2828383],[2829843],[2831581],[2831775],[2833866],[2837286],[2837589],[2837955],[2838505],[2844602],[2845802],[2845996],[2847046],[2847792],[2848246],[2849862],[2850165],[2850531],[2851295],[2852495],[2854414],[2854780],[2855694],[2855888],[2857979],[2862342],[2863772],[2864161],[2864539],[2864907],[2865361],[2865555],[2867374],[2868574],[2868768],[2869818],[2871018],[2872937],[2873303],[2874703],[2875563],[2876463],[2876682],[2877071],[2879436],[2881255],[2881633],[2882001],[2882455],[2882649],[2884010],[2885046],[2887190],[2888950],[2889169],[2889558],[2889936],[2890639],[2892859],[2893430],[2893895],[2894795],[2896699],[2897133],[2899516] ] cell #5976 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1923797],[2071926],[2166042],[2235018],[2263269],[2288694],[2326880],[2358130],[2381474],[2381689],[2393285],[2412760],[2416039],[2444914],[2459290],[2460733],[2466321],[2476230],[2493943],[2494848],[2496932],[2506277],[2513811],[2533286],[2535729],[2536565],[2548409],[2548485],[2550756],[2555390],[2565901],[2566560],[2577095],[2583255],[2589993],[2594339],[2600968],[2601873],[2602906],[2603957],[2607944],[2614406],[2620296],[2627598],[2627674],[2629945],[2634579],[2638792],[2642076],[2642152],[2644423],[2649057],[2649853],[2651050],[2654067],[2659568],[2660227],[2666060],[2666965],[2671538],[2676234],[2680514],[2680590],[2682788],[2685799],[2688678],[2691439],[2695146],[2699419],[2699495],[2701036],[2701141],[2701766],[2702799],[2705054],[2708338],[2708414],[2710685],[2715319],[2715456],[2716115],[2717312],[2717394],[2723389],[2727886],[2729658],[2732232],[2732337],[2734354],[2740031],[2743738],[2744460],[2744536],[2744727],[2745108],[2746254],[2747574],[2749007],[2749083],[2751281],[2754292],[2755554],[2755630],[2757171],[2757276],[2757901],[2758560],[2758934],[2767463],[2770779],[2771160],[2771965],[2773398],[2773474],[2776711],[2776787],[2779913],[2780518],[2781229],[2781371],[2785015],[2786787],[2789361],[2789466],[2789677],[2790494],[2791216],[2791292],[2791483],[2791864],[2793010],[2794790],[2798836],[2798912],[2800948],[2802748],[2804960],[2806718],[2806944],[2807644],[2810087],[2814263],[2814958],[2815034],[2817579],[2817960],[2818160],[2818765],[2819476],[2819618],[2821748],[2824634],[2824860],[2825560],[2827116],[2830264],[2830959],[2831035],[2831636],[2831894],[2832396],[2837405],[2837631],[2838331],[2838554],[2840354],[2840774],[2843751],[2845857],[2846115],[2846617],[2849981],[2850207],[2850907],[2851344],[2851470],[2855749],[2856007],[2856712],[2862391],[2862517],[2863891],[2865416],[2865674],[2866523],[2869993],[2874905],[2875944],[2877246] ] cell #5977 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1960614],[2076010],[2177071],[2185630],[2240475],[2279457],[2306891],[2337601],[2358194],[2361604],[2373369],[2398466],[2416103],[2419513],[2425994],[2440744],[2448011],[2473556],[2476294],[2481042],[2495544],[2500029],[2504399],[2518992],[2525289],[2536629],[2540039],[2548515],[2553512],[2563886],[2566354],[2566449],[2566624],[2567655],[2571372],[2580581],[2583319],[2588067],[2592461],[2602569],[2607054],[2614360],[2625011],[2627704],[2629387],[2629711],[2629831],[2630668],[2632701],[2642182],[2647179],[2649917],[2657553],[2660021],[2660116],[2660291],[2661322],[2665039],[2667661],[2670573],[2680620],[2682235],[2682742],[2684241],[2684495],[2695100],[2699525],[2705751],[2708444],[2710127],[2710451],[2710571],[2711408],[2713441],[2715909],[2716004],[2716179],[2717210],[2719045],[2727840],[2729163],[2730925],[2735051],[2739066],[2743692],[2744566],[2746707],[2746802],[2749113],[2750728],[2751235],[2752734],[2752988],[2755660],[2757343],[2757667],[2757787],[2758624],[2760246],[2765886],[2768565],[2773504],[2776174],[2776817],[2781183],[2782711],[2783035],[2783155],[2784969],[2786292],[2788054],[2789941],[2790448],[2791322],[2791947],[2792201],[2794364],[2798299],[2798942],[2804914],[2807046],[2807426],[2807598],[2810187],[2812453],[2812707],[2815064],[2815365],[2818270],[2819430],[2820032],[2824962],[2825342],[2825514],[2831065],[2831736],[2831970],[2832174],[2834453],[2836276],[2838113],[2838285],[2840938],[2845957],[2846191],[2846395],[2850689],[2850861],[2851427],[2851763],[2853530],[2855849],[2856287],[2862474],[2862810],[2865516],[2865954],[2866608],[2869950],[2870286],[2874990],[2876044],[2877203],[2877539],[2880489],[2884967],[2885788],[2891351] ] cell #5978 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2382349],[2466365],[2493987],[2535773],[2542209],[2566238],[2577139],[2601012],[2603234],[2620340],[2629357],[2639120],[2654111],[2659905],[2661651],[2666104],[2676562],[2682092],[2688722],[2692307],[2701080],[2702843],[2705382],[2710097],[2715793],[2718902],[2724257],[2732276],[2734682],[2736623],[2745055],[2745152],[2746591],[2748442],[2750585],[2757215],[2757313],[2758978],[2763443],[2771107],[2771204],[2772833],[2776031],[2781386],[2781722],[2782681],[2783379],[2789405],[2789798],[2791811],[2791908],[2793347],[2795608],[2798156],[2802763],[2803099],[2803324],[2807283],[2810157],[2810243],[2811348],[2813168],[2817907],[2818004],[2819633],[2819969],[2820928],[2822159],[2825199],[2827137],[2827731],[2828563],[2829169],[2831706],[2833214],[2834392],[2837970],[2840369],[2840705],[2840844],[2840930],[2842035],[2843772],[2845062],[2845927],[2847506],[2847859],[2850546],[2851366],[2851540],[2851755],[2855819],[2856733],[2857327],[2858159],[2858505],[2858765],[2860882],[2861512],[2862413],[2862587],[2862802],[2863331],[2864621],[2865486],[2866544],[2866647],[2867834],[2869889],[2870063],[2870278],[2870631],[2874296],[2874926],[2875029],[2875611],[2876014],[2876241],[2877142],[2877316],[2877531],[2877976],[2878606],[2879681],[2879896],[2880425],[2880528],[2881715],[2884174],[2884906],[2885094],[2885288],[2885497],[2885724],[2885827],[2886783],[2887413],[2887516],[2888098],[2888728],[2889803],[2890018],[2890735],[2891149],[2891555],[2891669],[2891857],[2893023],[2893943],[2894137],[2894346],[2894573],[2894676],[2895364],[2895815],[2896795],[2897615],[2897729],[2897917],[2898111],[2898446],[2899355],[2899612],[2899806],[2900212],[2900958],[2901131],[2902021] ] cell #5979 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2152626],[2283796],[2364005],[2421914],[2445367],[2467215],[2497385],[2522823],[2542252],[2542440],[2551209],[2566281],[2568906],[2591760],[2603277],[2604410],[2609090],[2616364],[2629671],[2630398],[2632000],[2639163],[2644876],[2659948],[2661943],[2662573],[2671553],[2671607],[2673234],[2676605],[2684249],[2684746],[2692599],[2697104],[2702219],[2705425],[2710411],[2711138],[2711984],[2712740],[2715836],[2720438],[2724549],[2729673],[2729727],[2731354],[2734725],[2737750],[2740046],[2740100],[2741727],[2745098],[2745696],[2746634],[2748734],[2752742],[2753239],[2757627],[2758354],[2761424],[2764570],[2767478],[2767532],[2769014],[2771150],[2773125],[2775091],[2777567],[2780533],[2780587],[2781678],[2781765],[2782214],[2782995],[2784506],[2786802],[2786856],[2788483],[2791854],[2791955],[2792452],[2793390],[2793463],[2797216],[2800154],[2801305],[2803055],[2803142],[2804451],[2808224],[2810700],[2811183],[2811237],[2811370],[2811640],[2812461],[2813338],[2814278],[2814332],[2815814],[2817950],[2818780],[2818834],[2819925],[2820012],[2820461],[2820958],[2821242],[2826479],[2828585],[2828855],[2829339],[2830279],[2830333],[2832411],[2832465],[2834461],[2834822],[2835279],[2835381],[2837760],[2838911],[2840661],[2840748],[2840874],[2841387],[2841870],[2841924],[2842057],[2842327],[2843148],[2844230],[2846632],[2846686],[2847885],[2848968],[2850336],[2851435],[2851570],[2851994],[2853496],[2856075],[2856524],[2856578],[2858181],[2858451],[2858574],[2858935],[2859392],[2859494],[2860908],[2862482],[2862617],[2863041],[2863918],[2865742],[2866191],[2866245],[2866574],[2866716],[2867002],[2869958],[2870093],[2870517],[2870657],[2871740],[2872019],[2873879],[2874956],[2875098],[2875384],[2877211],[2877346],[2877770],[2878002],[2878064],[2880455],[2880597],[2881012],[2884200],[2884262],[2884975],[2885754],[2885896],[2886366],[2888186],[2890820],[2891317],[2891945] ] cell #5980 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1712042],[1837558],[1950488],[1959567],[2023080],[2067058],[2099214],[2135323],[2163336],[2176582],[2206876],[2232312],[2239986],[2257854],[2266493],[2306402],[2324574],[2330104],[2334122],[2353547],[2361115],[2378983],[2394987],[2412957],[2414416],[2419024],[2440255],[2444532],[2458427],[2463957],[2474557],[2494050],[2494126],[2495055],[2496550],[2515513],[2522999],[2533483],[2534942],[2539550],[2542812],[2546270],[2562675],[2564887],[2565863],[2566286],[2569082],[2581582],[2601075],[2601151],[2602080],[2603575],[2608141],[2609600],[2611147],[2616540],[2625459],[2626524],[2629339],[2639937],[2651247],[2656342],[2658554],[2659530],[2659953],[2662749],[2666167],[2666243],[2667172],[2668806],[2671986],[2677379],[2679529],[2681845],[2684596],[2684922],[2691887],[2697280],[2702906],[2702982],[2706199],[2707264],[2710079],[2712230],[2715418],[2715841],[2718164],[2720657],[2723837],[2726926],[2730106],[2730981],[2735499],[2737299],[2737996],[2740479],[2745872],[2746216],[2746639],[2748022],[2750338],[2753089],[2753415],[2754480],[2757295],[2764119],[2764816],[2769233],[2772413],[2775293],[2775767],[2777786],[2779875],[2780966],[2782663],[2784055],[2784752],[2787235],[2788110],[2789551],[2792302],[2792628],[2796708],[2797418],[2797892],[2804000],[2804697],[2806680],[2806818],[2810139],[2810919],[2811616],[2812808],[2814014],[2816033],[2819213],[2820088],[2823738],[2824596],[2824734],[2828831],[2830015],[2831688],[2834314],[2835498],[2836332],[2837367],[2837505],[2841606],[2842303],[2844751],[2845909],[2849085],[2849943],[2850081],[2853334],[2853647],[2855801],[2858427],[2859611],[2863853],[2864310],[2865468],[2867523],[2871857],[2875918],[2875996],[2881404] ] cell #5981 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1800947],[1955506],[2055543],[2129401],[2159810],[2228786],[2262728],[2288041],[2301093],[2326339],[2358109],[2375457],[2392744],[2413715],[2416018],[2434946],[2460192],[2473611],[2476209],[2494307],[2513270],[2520837],[2534241],[2536544],[2548464],[2563941],[2566539],[2580636],[2583234],[2589452],[2601332],[2608899],[2614254],[2625066],[2627653],[2642131],[2647234],[2649832],[2657608],[2660206],[2666424],[2667838],[2680569],[2682636],[2694994],[2699474],[2700438],[2705806],[2708393],[2713496],[2716094],[2716853],[2727734],[2735106],[2739121],[2743586],[2744515],[2749062],[2751129],[2754630],[2755609],[2756573],[2758539],[2765941],[2773453],[2775917],[2776766],[2781077],[2784863],[2785877],[2789656],[2790342],[2791271],[2798042],[2798891],[2804808],[2805822],[2806923],[2807492],[2814164],[2815013],[2818011],[2819324],[2824839],[2825408],[2830165],[2831014],[2831283],[2831745],[2837610],[2838179],[2845504],[2845966],[2850186],[2850755],[2851078],[2855396],[2855858],[2862125],[2865063],[2865525],[2869601],[2874083],[2876854],[2883582] ] cell #5982 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2352358],[2462768],[2527600],[2573683],[2592107],[2609894],[2632347],[2651937],[2667188],[2667350],[2673581],[2684529],[2686548],[2703578],[2712246],[2713087],[2716786],[2721826],[2731146],[2731701],[2732878],[2738012],[2742074],[2753022],[2754563],[2755041],[2761488],[2761626],[2762573],[2764832],[2766740],[2770041],[2770402],[2775850],[2778955],[2782561],[2784768],[2788275],[2788830],[2789481],[2790007],[2792235],[2795334],[2797975],[2801369],[2801507],[2802454],[2804713],[2806748],[2808288],[2808426],[2809373],[2811632],[2812088],[2812741],[2813540],[2814097],[2816841],[2817202],[2820253],[2820808],[2822729],[2824664],[2826543],[2827457],[2828847],[2829541],[2830098],[2831411],[2832940],[2834886],[2835024],[2835581],[2835648],[2835971],[2836497],[2837435],[2838975],[2839113],[2840060],[2842319],[2842414],[2842775],[2843428],[2843495],[2845264],[2845632],[2847402],[2848076],[2849168],[2849235],[2850011],[2852325],[2853854],[2854192],[2854260],[2854330],[2854435],[2855004],[2855524],[2856139],[2857053],[2858443],[2858999],[2859137],[2859694],[2859761],[2860084],[2860445],[2860610],[2861590],[2863537],[2864753],[2864823],[2864928],[2865191],[2865806],[2867066],[2868036],[2868276],[2868404],[2868681],[2868738],[2870174],[2870848],[2871940],[2872007],[2872170],[2872377],[2872715],[2872783],[2872853],[2872958],[2873527],[2874116],[2874332],[2875448],[2876066],[2876319],[2876652],[2877427],[2878283],[2878361],[2878684],[2879219],[2880631],[2880947],[2881847],[2881917],[2882022],[2882157],[2882285],[2882562],[2882619],[2883494],[2884481],[2884559],[2884881],[2884991],[2885130],[2885930],[2886246],[2886570],[2886603],[2886819],[2888405],[2888483],[2888553],[2888806],[2889139],[2889341],[2890376],[2891024],[2891057],[2891265],[2892164],[2892242],[2892343],[2892431],[2893730],[2893840],[2893979],[2895443],[2895531],[2896310],[2896436],[2897325],[2898517],[2899031] ] cell #5983 : |C| = 189 W-rep = phi[189,20] special rep = phi[189,20] , dim = 189 orbit = A3b+A1b depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1633318],[1712057],[1761007],[1825145],[1837638],[1884509],[1947278],[1950638],[1958228],[1959627],[1997749],[2023230],[2046270],[2063239],[2067186],[2074561],[2080121],[2099364],[2135451],[2154331],[2157283],[2163486],[2167178],[2176510],[2183504],[2186526],[2207004],[2226532],[2232462],[2238761],[2239914],[2258004],[2258084],[2260257],[2266621],[2279411],[2285501],[2288453],[2305177],[2306330],[2324724],[2324804],[2330232],[2333539],[2337555],[2348792],[2352983],[2353675],[2361043],[2373203],[2379133],[2379213],[2381386],[2394404],[2398420],[2413852],[2414544],[2418952],[2425678],[2436165],[2440183],[2443949],[2447965],[2458577],[2458657],[2459202],[2463393],[2464085],[2469282],[2480726],[2489738],[2494983],[2495967],[2499983],[2503788],[2505336],[2506189],[2514930],[2524973],[2534378],[2535070],[2535460],[2539478],[2544497],[2545211],[2552901],[2554449],[2555302],[2559612],[2562574],[2571056],[2576307],[2576826],[2593398],[2594251],[2596763],[2602008],[2602992],[2611046],[2614767],[2615481],[2619508],[2620027],[2623686],[2624400],[2626248],[2633638],[2634491],[2638164],[2638878],[2646568],[2648969],[2653279],[2653798],[2656241],[2671885],[2675606],[2676320],[2679428],[2681386],[2683149],[2683863],[2685711],[2687890],[2688409],[2691786],[2695507],[2696221],[2700767],[2704426],[2705140],[2715231],[2723736],[2726578],[2728558],[2730005],[2731133],[2731963],[2733726],[2734440],[2740378],[2744099],[2744813],[2747921],[2751642],[2752356],[2754204],[2756902],[2763086],[2766470],[2768885],[2770164],[2770235],[2770865],[2772312],[2780865],[2787134],[2788262],[2789092],[2790855],[2791569],[2796154],[2796607],[2799242],[2801237],[2809886],[2815685],[2816964],[2817035],[2817665],[2819112],[2820240],[2823382],[2827276],[2833760],[2834213],[2836484],[2838843],[2842537],[2842608],[2844906],[2852978],[2854674],[2855127],[2855198],[2856872],[2867678],[2869057],[2879740] ] cell #5984 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2004507],[2117804],[2173936],[2196859],[2213219],[2223820],[2276444],[2286169],[2320087],[2343530],[2356471],[2359890],[2370491],[2379858],[2417799],[2439030],[2440158],[2443402],[2453940],[2464541],[2466881],[2467224],[2477279],[2518319],[2518458],[2518946],[2521192],[2538325],[2539453],[2542310],[2542697],[2549550],[2567609],[2584304],[2585506],[2587308],[2587678],[2587751],[2596524],[2603335],[2606381],[2606520],[2607008],[2609131],[2609254],[2615039],[2628739],[2636764],[2639221],[2643217],[2646126],[2647954],[2648116],[2655878],[2656017],[2661276],[2661984],[2662478],[2664280],[2664650],[2664723],[2672110],[2676663],[2681179],[2683421],[2690489],[2690628],[2692640],[2693537],[2695779],[2698558],[2705483],[2706545],[2706915],[2706988],[2709479],[2711960],[2712388],[2714216],[2714378],[2724590],[2725487],[2728116],[2730230],[2731756],[2734783],[2735845],[2736215],[2736288],[2737726],[2738489],[2740603],[2746933],[2748775],[2749672],[2749717],[2749879],[2751914],[2754693],[2764546],[2765309],[2766434],[2767700],[2770423],[2771324],[2773166],[2774063],[2774108],[2774270],[2774659],[2774987],[2776253],[2782616],[2783273],[2783707],[2784482],[2785245],[2787359],[2788885],[2793417],[2794252],[2796784],[2797112],[2798378],[2799292],[2801201],[2802467],[2803218],[2803652],[2804427],[2805190],[2806211],[2812109],[2812906],[2813234],[2814500],[2817223],[2820863],[2821070],[2821768],[2821924],[2823176],[2823346],[2823608],[2824127],[2825823],[2826375],[2827326],[2828907],[2829235],[2830501],[2831306],[2834718],[2835984],[2836898],[2838807],[2840073],[2841258],[2842796],[2843873],[2844827],[2844956],[2845128],[2845527],[2847115],[2847271],[2847971],[2848523],[2848955],[2849474],[2852772],[2852942],[2853204],[2853723],[2856922],[2858831],[2860097],[2861613],[2861708],[2861864],[2863432],[2864386],[2864687],[2867599],[2867728],[2867900],[2868299],[2869021],[2869283],[2870743],[2871295],[2871727],[2872246],[2873721],[2876342],[2876593],[2878707],[2878802],[2878958],[2879790],[2879962],[2881480],[2881781],[2883164],[2887609],[2887765],[2888829],[2889080],[2890084],[2894925] ] cell #5985 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2004512],[2117800],[2173941],[2196855],[2213215],[2223816],[2276440],[2286174],[2320083],[2343526],[2356476],[2359886],[2370487],[2379854],[2417795],[2439026],[2440163],[2443398],[2453936],[2464537],[2466886],[2467232],[2477275],[2518378],[2518454],[2518942],[2521188],[2538321],[2539458],[2542424],[2542693],[2549546],[2567605],[2584300],[2585502],[2587306],[2587729],[2587747],[2596529],[2603887],[2606440],[2606516],[2607004],[2609232],[2609250],[2615037],[2628735],[2636769],[2640249],[2643213],[2646124],[2647956],[2648083],[2655937],[2656013],[2661272],[2662456],[2662474],[2664278],[2664701],[2664719],[2672112],[2677691],[2681175],[2683419],[2690548],[2690624],[2693515],[2693533],[2695777],[2698560],[2706511],[2706543],[2706966],[2706984],[2709475],[2712297],[2712386],[2714218],[2714345],[2725465],[2725483],[2728114],[2730232],[2731752],[2735811],[2735843],[2736266],[2736284],[2738398],[2738487],[2740605],[2746931],[2749650],[2749668],[2749719],[2749846],[2751912],[2754695],[2765218],[2765307],[2766432],[2767702],[2770421],[2771322],[2774041],[2774059],[2774110],[2774237],[2774669],[2774985],[2776255],[2782612],[2783275],[2783674],[2785154],[2785243],[2787361],[2788881],[2793413],[2794250],[2796794],[2797110],[2798380],[2799294],[2801199],[2802469],[2803220],[2803619],[2805099],[2805188],[2806213],[2812107],[2812916],[2813232],[2814502],[2817221],[2820859],[2821037],[2821778],[2821926],[2823174],[2823344],[2823575],[2824129],[2825833],[2826373],[2827328],[2828917],[2829233],[2830503],[2831316],[2834716],[2835986],[2836900],[2838805],[2840075],[2841225],[2842794],[2843883],[2844829],[2844958],[2845126],[2845537],[2847125],[2847273],[2847981],[2848521],[2848922],[2849476],[2852770],[2852940],[2853171],[2853725],[2856924],[2858829],[2860099],[2861623],[2861718],[2861866],[2863442],[2864388],[2864685],[2867601],[2867730],[2867898],[2868309],[2869019],[2869250],[2870753],[2871293],[2871694],[2872248],[2876352],[2876595],[2878717],[2878812],[2878960],[2879792],[2879960],[2881482],[2881779],[2883131],[2887619],[2887767],[2888839],[2889082],[2890082],[2890313],[2894927] ] cell #5986 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2117849],[2224104],[2276489],[2297725],[2312635],[2322304],[2370775],[2379903],[2410347],[2431578],[2443447],[2446488],[2456157],[2464825],[2498506],[2517469],[2518503],[2521476],[2530873],[2540542],[2542742],[2543082],[2551698],[2587782],[2587855],[2588286],[2590330],[2605531],[2606565],[2609285],[2609538],[2615319],[2630887],[2645365],[2646406],[2647966],[2648329],[2648349],[2656062],[2662509],[2664754],[2664827],[2665258],[2667282],[2667302],[2672122],[2683701],[2690673],[2693568],[2696059],[2698570],[2700126],[2700257],[2707019],[2707092],[2711627],[2712648],[2712668],[2714228],[2714591],[2714611],[2720855],[2725518],[2728396],[2730242],[2736319],[2736392],[2738749],[2738769],[2740615],[2742976],[2749703],[2749729],[2750092],[2750112],[2752194],[2754634],[2754705],[2756261],[2756392],[2765569],[2765589],[2767712],[2769431],[2770703],[2774094],[2774120],[2774483],[2774503],[2776194],[2776265],[2777984],[2783285],[2785505],[2785525],[2785565],[2785696],[2787371],[2789732],[2798319],[2798390],[2799304],[2800298],[2802479],[2803230],[2805450],[2805470],[2805510],[2805641],[2805988],[2806223],[2807217],[2812389],[2812945],[2813279],[2814441],[2814512],[2816231],[2817503],[2821303],[2821936],[2823904],[2824139],[2825133],[2825862],[2827338],[2828332],[2828946],[2829280],[2830442],[2830513],[2831345],[2835996],[2836675],[2836910],[2837904],[2840085],[2843076],[2843247],[2843806],[2843912],[2844839],[2844968],[2845173],[2845566],[2846885],[2847283],[2848010],[2849251],[2849486],[2850480],[2851134],[2853735],[2854729],[2855458],[2856934],[2857928],[2858876],[2860109],[2860974],[2861652],[2861747],[2861876],[2862181],[2863365],[2863471],[2864000],[2864398],[2864732],[2865125],[2867611],[2867740],[2867945],[2868338],[2870782],[2872258],[2873252],[2874388],[2874456],[2874562],[2875703],[2876381],[2876605],[2878746],[2878841],[2878970],[2879275],[2879802],[2880007],[2881094],[2881492],[2881826],[2882219],[2883365],[2885186],[2885360],[2886875],[2886943],[2887049],[2887648],[2887777],[2888868],[2889092],[2890129],[2893183],[2893289],[2894035],[2894209],[2894937],[2898183] ] cell #5987 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2297631],[2312541],[2322598],[2410253],[2412604],[2431484],[2446394],[2456451],[2493758],[2498412],[2517375],[2530779],[2533130],[2540836],[2551604],[2588192],[2590624],[2600783],[2605437],[2607788],[2614519],[2630793],[2645271],[2648260],[2648478],[2650894],[2665164],[2665875],[2667596],[2667911],[2671511],[2682901],[2695259],[2700315],[2700441],[2700552],[2702614],[2711533],[2714522],[2714740],[2716856],[2717156],[2720360],[2726411],[2727999],[2729631],[2740004],[2743851],[2744318],[2744514],[2750023],[2750241],[2751394],[2754633],[2756450],[2756576],[2756687],[2758538],[2758749],[2767436],[2768718],[2768936],[2770306],[2774414],[2774632],[2775920],[2777489],[2780491],[2781051],[2785128],[2785754],[2785880],[2785991],[2786760],[2789655],[2790607],[2791074],[2791270],[2795485],[2795987],[2798045],[2799574],[2800076],[2802203],[2805073],[2805699],[2805825],[2805936],[2806922],[2807757],[2810622],[2813662],[2814167],[2814236],[2814816],[2815012],[2815518],[2815736],[2817106],[2818009],[2818738],[2819298],[2821214],[2822863],[2824838],[2825673],[2826062],[2827608],[2828110],[2829663],[2830168],[2830237],[2830817],[2831013],[2831743],[2832369],[2833091],[2833593],[2836729],[2837180],[2837609],[2837682],[2838153],[2839809],[2841309],[2842679],[2843305],[2845386],[2845964],[2846590],[2848210],[2849305],[2849756],[2850185],[2850258],[2850729],[2851044],[2851188],[2851916],[2852459],[2854005],[2854452],[2854507],[2855269],[2855329],[2855658],[2855856],[2857204],[2857706],[2859259],[2859833],[2860627],[2861028],[2862017],[2862091],[2862235],[2862963],[2864945],[2864996],[2865325],[2865523],[2866440],[2868158],[2868538],[2868832],[2869362],[2869567],[2870982],[2872528],[2872975],[2873030],[2873902],[2873969],[2874442],[2874667],[2874822],[2875757],[2876746],[2876820],[2877900],[2879111],[2879329],[2879649],[2880057],[2882039],[2882419],[2882713],[2883517],[2883847],[2884098],[2884700],[2884767],[2885240],[2885465],[2886929],[2887154],[2887309],[2889233],[2889771],[2890580],[2891200],[2891530],[2892696],[2892947],[2894089],[2894314],[2895866],[2896640],[2897590],[2899857] ] cell #5988 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2224283],[2288691],[2322691],[2370954],[2381417],[2390264],[2403668],[2412365],[2456544],[2459233],[2465004],[2466265],[2491827],[2506220],[2510790],[2518041],[2521655],[2524194],[2532891],[2535673],[2540929],[2555333],[2570277],[2577039],[2586972],[2588609],[2590717],[2594282],[2598852],[2602870],[2606103],[2607549],[2609717],[2617182],[2620240],[2631210],[2634522],[2638756],[2648822],[2649000],[2649073],[2650655],[2654011],[2655600],[2663944],[2665581],[2667689],[2672362],[2676198],[2685564],[2685742],[2685815],[2688622],[2690211],[2690893],[2697922],[2698810],[2700463],[2700617],[2700980],[2703843],[2705018],[2711950],[2715084],[2715262],[2715335],[2716917],[2720879],[2722843],[2730482],[2731813],[2732176],[2733143],[2734318],[2740855],[2743000],[2744440],[2744691],[2747028],[2747274],[2754057],[2754235],[2754308],[2754945],[2756598],[2756752],[2757115],[2758704],[2761803],[2762838],[2767952],[2768463],[2769455],[2770743],[2771419],[2771665],[2776505],[2778008],[2779972],[2783540],[2785902],[2787611],[2788942],[2789305],[2789756],[2790272],[2791196],[2791447],[2793963],[2794517],[2796233],[2798630],[2800322],[2800912],[2801684],[2802719],[2803485],[2805847],[2807241],[2808603],[2809638],[2814752],[2814938],[2815263],[2816255],[2817543],[2818219],[2818465],[2821712],[2822887],[2823441],[2825157],[2826086],[2826640],[2828356],[2830753],[2830939],[2831569],[2832123],[2833839],[2836236],[2837244],[2837928],[2838518],[2839290],[2840325],[2841091],[2843453],[2844615],[2845790],[2846344],[2847059],[2848234],[2848788],[2849820],[2850504],[2851308],[2852483],[2853037],[2854753],[2855682],[2856236],[2857952],[2860349],[2860535],[2862081],[2862355],[2864174],[2865349],[2865903],[2867387],[2868562],[2869116],[2869831],[2871006],[2871560],[2872592],[2873276],[2874691],[2877084],[2879175],[2879449],[2881268],[2882443],[2882997],[2884023],[2887178],[2889571],[2892872] ] cell #5989 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2322605],[2412594],[2456458],[2474034],[2485914],[2493624],[2533120],[2540843],[2543074],[2564364],[2581059],[2590631],[2592939],[2600649],[2607778],[2609228],[2633179],[2647657],[2648485],[2650884],[2658031],[2662452],[2665741],[2667238],[2667603],[2673937],[2693511],[2700534],[2700542],[2700861],[2702480],[2712604],[2713919],[2714747],[2717146],[2721055],[2725461],[2732057],[2738705],[2742430],[2743176],[2744290],[2744557],[2744587],[2749646],[2750248],[2754640],[2756669],[2756677],[2756996],[2758615],[2761799],[2765525],[2769631],[2774037],[2774639],[2776200],[2778184],[2779968],[2781037],[2781097],[2785461],[2785973],[2785981],[2789186],[2789932],[2791046],[2791313],[2791343],[2795581],[2798325],[2800498],[2801680],[2805406],[2805918],[2805926],[2806004],[2807417],[2808599],[2810216],[2814447],[2814788],[2815055],[2815085],[2816431],[2818215],[2819284],[2819344],[2823920],[2825333],[2826636],[2827704],[2828532],[2830448],[2830789],[2831056],[2831086],[2832119],[2833187],[2836691],[2836701],[2838104],[2838139],[2838199],[2839286],[2840903],[2843822],[2846340],[2846895],[2846911],[2847479],[2848784],[2849267],[2849277],[2850680],[2850715],[2850775],[2851150],[2851160],[2851728],[2854929],[2855315],[2855477],[2856232],[2857300],[2858128],[2860652],[2860990],[2861000],[2862197],[2862207],[2862775],[2863213],[2863381],[2864010],[2864026],[2864594],[2864982],[2865144],[2865899],[2866426],[2869112],[2869683],[2870251],[2871556],[2873452],[2873547],[2873955],[2874404],[2874414],[2874466],[2874482],[2874581],[2874808],[2875719],[2875729],[2876123],[2876936],[2877504],[2879291],[2879301],[2879869],[2880307],[2881104],[2881120],[2881688],[2882238],[2882993],[2883833],[2883880],[2883943],[2884753],[2885202],[2885212],[2885379],[2885606],[2886891],[2886901],[2886953],[2886969],[2887068],[2887295],[2888610],[2889423],[2889991],[2890664],[2891516],[2891626],[2892682],[2892729],[2892792],[2893193],[2893209],[2893308],[2894051],[2894061],[2894228],[2894455],[2895950],[2896724],[2897003],[2897066],[2897576],[2897686],[2898202],[2899541],[2899941],[2900283],[2900382],[2901562] ] cell #5990 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2412755],[2467216],[2493942],[2533281],[2542253],[2558380],[2565930],[2600967],[2603278],[2607939],[2609087],[2627195],[2639164],[2648074],[2651045],[2652047],[2659597],[2661940],[2666059],[2672971],[2676606],[2686658],[2692596],[2701136],[2702798],[2705426],[2707935],[2711966],[2714336],[2715485],[2717307],[2721936],[2724546],[2732332],[2734726],[2737732],[2741464],[2745099],[2745107],[2746283],[2748731],[2749837],[2755151],[2757271],[2758933],[2761928],[2764552],[2770512],[2771151],[2771159],[2773122],[2774228],[2774762],[2779065],[2780097],[2781378],[2781675],[2781951],[2783665],[2784488],[2789461],[2791855],[2791863],[2793039],[2795591],[2796887],[2801809],[2802755],[2803052],[2803610],[2804433],[2808728],[2810226],[2811352],[2812198],[2813009],[2813151],[2817312],[2817951],[2817959],[2818344],[2819625],[2819922],[2821028],[2822951],[2823566],[2826765],[2827129],[2827714],[2828567],[2829010],[2829152],[2832248],[2833197],[2834493],[2835326],[2836845],[2839415],[2840361],[2840658],[2840913],[2841216],[2842039],[2842885],[2843764],[2844071],[2845045],[2846469],[2847489],[2847867],[2848298],[2848913],[2849421],[2851738],[2852547],[2853162],[2854111],[2856361],[2856725],[2857310],[2858163],[2858606],[2858748],[2859439],[2860890],[2861504],[2861811],[2862785],[2863323],[2863630],[2864604],[2866028],[2866536],[2866843],[2867817],[2869241],[2870261],[2870564],[2870639],[2871070],[2871685],[2872193],[2872634],[2874304],[2874918],[2875225],[2875619],[2876233],[2876540],[2877514],[2877817],[2877984],[2878598],[2878905],[2879879],[2880417],[2880724],[2880866],[2881698],[2883122],[2884182],[2885102],[2885716],[2886023],[2886165],[2886791],[2887405],[2887712],[2888050],[2888106],[2888720],[2889027],[2890001],[2890304],[2890727],[2891809],[2891865],[2893031],[2893951],[2894565],[2894872],[2895014],[2895347],[2895372],[2896787],[2897869],[2897925],[2899338],[2899363] ] cell #5991 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2117851],[2224099],[2276491],[2297036],[2322208],[2370770],[2379905],[2382361],[2409658],[2430889],[2443449],[2456061],[2464820],[2466488],[2487704],[2516780],[2518505],[2521471],[2530184],[2536403],[2540446],[2542312],[2542744],[2578322],[2587597],[2587841],[2587850],[2590234],[2594729],[2603775],[2604842],[2606567],[2609533],[2621523],[2634969],[2640137],[2640572],[2646002],[2647950],[2648298],[2648380],[2655294],[2656064],[2662037],[2664569],[2664813],[2664822],[2667206],[2677579],[2678014],[2689905],[2690675],[2692256],[2693096],[2698278],[2700119],[2700228],[2706399],[2706834],[2707078],[2707087],[2712264],[2714212],[2714560],[2714642],[2724206],[2725046],[2735699],[2736134],[2736378],[2736387],[2736477],[2737505],[2738030],[2742747],[2748391],[2749231],[2749713],[2750061],[2750143],[2754413],[2756254],[2756363],[2763297],[2764325],[2764850],[2772782],[2773622],[2774104],[2774452],[2774534],[2775463],[2775700],[2783233],[2783257],[2784261],[2784786],[2785558],[2785667],[2789503],[2794040],[2797588],[2797825],[2800831],[2803178],[2803202],[2804206],[2804731],[2805503],[2805612],[2806171],[2806195],[2806770],[2811650],[2812929],[2813250],[2813710],[2813947],[2821252],[2821884],[2821908],[2824087],[2824111],[2824686],[2826163],[2826870],[2828865],[2828930],[2829251],[2829711],[2829948],[2831329],[2835431],[2836882],[2837457],[2842337],[2843218],[2843896],[2844787],[2844811],[2845144],[2845550],[2846923],[2847231],[2847255],[2847660],[2849018],[2849458],[2850033],[2853683],[2853707],[2854282],[2855442],[2858461],[2858847],[2859544],[2861636],[2861848],[2863220],[2863455],[2864038],[2864346],[2864370],[2864703],[2864775],[2865109],[2867559],[2867583],[2867916],[2868322],[2871790],[2872230],[2872805],[2874494],[2874546],[2875542],[2876130],[2876365],[2876577],[2878730],[2878942],[2879978],[2881132],[2881440],[2881464],[2881797],[2881869],[2882203],[2883887],[2885025],[2885344],[2886981],[2887033],[2887749],[2888617],[2888852],[2889064],[2890100],[2890618],[2892736],[2893221],[2893273],[2893874],[2894193],[2894909],[2895113],[2896678],[2897010],[2898167],[2899495] ] cell #5992 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2412756],[2467217],[2493947],[2533282],[2542254],[2558384],[2565934],[2600972],[2603279],[2607940],[2609088],[2627199],[2639165],[2648078],[2651046],[2652051],[2659601],[2661941],[2666064],[2672975],[2676607],[2686662],[2692597],[2701137],[2702803],[2705427],[2707939],[2711973],[2714340],[2715489],[2717308],[2721940],[2724547],[2732333],[2734727],[2737739],[2741468],[2745100],[2745112],[2746287],[2748732],[2749841],[2755155],[2757272],[2758938],[2761932],[2764559],[2770516],[2771152],[2771164],[2773123],[2774232],[2774775],[2779069],[2780101],[2781390],[2781676],[2781955],[2783669],[2784495],[2789462],[2791856],[2791868],[2793043],[2795612],[2796900],[2801813],[2802767],[2803053],[2803614],[2804440],[2808732],[2810247],[2811359],[2812202],[2813022],[2813172],[2817316],[2817952],[2817964],[2818348],[2819637],[2819923],[2821032],[2822964],[2823570],[2826769],[2827141],[2827735],[2828574],[2829023],[2829173],[2832252],[2833218],[2834506],[2835330],[2836858],[2839419],[2840373],[2840659],[2840934],[2841220],[2842046],[2842889],[2843776],[2844084],[2845066],[2846473],[2847510],[2847874],[2848311],[2848917],[2849434],[2851759],[2852560],[2853166],[2854132],[2856365],[2856737],[2857331],[2858170],[2858619],[2858769],[2859443],[2860897],[2861516],[2861824],[2862806],[2863335],[2863643],[2864625],[2866032],[2866548],[2866856],[2867838],[2869245],[2870282],[2870568],[2870646],[2871083],[2871689],[2872206],[2872655],[2874311],[2874930],[2875238],[2875626],[2876245],[2876553],[2877535],[2877821],[2877991],[2878610],[2878918],[2879900],[2880429],[2880737],[2880887],[2881719],[2883126],[2884189],[2885109],[2885728],[2886036],[2886186],[2886798],[2887417],[2887725],[2888113],[2888128],[2888732],[2889040],[2890022],[2890308],[2890739],[2891872],[2891887],[2893038],[2893958],[2894577],[2894885],[2895035],[2895379],[2895394],[2896799],[2897932],[2897947],[2899370],[2899385] ] cell #5993 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1960627],[2076088],[2177214],[2185679],[2240618],[2279566],[2307034],[2322806],[2337710],[2361747],[2373239],[2398575],[2412767],[2419656],[2425864],[2440887],[2448120],[2456659],[2480912],[2493503],[2495687],[2500138],[2503358],[2519101],[2525159],[2533293],[2540182],[2541044],[2552471],[2562550],[2567170],[2567764],[2571242],[2587937],[2590832],[2591420],[2600528],[2602712],[2607163],[2607951],[2611022],[2615051],[2630447],[2630538],[2631660],[2646138],[2650463],[2651057],[2651970],[2656217],[2660837],[2661431],[2664909],[2665620],[2667804],[2670008],[2681905],[2683433],[2684690],[2686581],[2691762],[2695791],[2702268],[2702359],[2711187],[2711278],[2712105],[2712400],[2716725],[2717319],[2718224],[2721859],[2723712],[2728128],[2728953],[2737871],[2738501],[2742855],[2745640],[2750398],[2751926],[2753183],[2755074],[2758403],[2758494],[2759648],[2761686],[2764691],[2765321],[2766800],[2770435],[2775353],[2775571],[2778988],[2779813],[2784627],[2785257],[2786082],[2789611],[2792396],[2795440],[2797478],[2797696],[2799529],[2801567],[2804572],[2805202],[2806448],[2806618],[2806878],[2808486],[2812121],[2813600],[2813818],[2817235],[2818060],[2824364],[2824534],[2824794],[2827563],[2828211],[2829601],[2829819],[2831794],[2833046],[2835084],[2837135],[2837305],[2837565],[2839173],[2842808],[2845324],[2846015],[2847768],[2848629],[2849711],[2849881],[2850141],[2853960],[2854390],[2855907],[2857159],[2857807],[2859197],[2861972],[2863791],[2864883],[2865574],[2868096],[2868787],[2871401],[2872483],[2872913],[2873131],[2874324],[2875639],[2876701],[2879066],[2880158],[2881977],[2882668],[2882838],[2885122],[2886811],[2887873],[2889188],[2893051],[2893971] ] cell #5994 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1544705],[1707077],[1816043],[1897679],[1931613],[2009732],[2048290],[2076409],[2092280],[2122148],[2159171],[2179161],[2199886],[2225378],[2228147],[2250920],[2280788],[2297159],[2300454],[2323114],[2346557],[2355689],[2372049],[2374818],[2389733],[2409781],[2413076],[2431012],[2434307],[2442057],[2456967],[2466099],[2473373],[2487827],[2491296],[2510259],[2516903],[2520198],[2530307],[2533602],[2541352],[2542991],[2560859],[2563703],[2580398],[2586441],[2587720],[2594852],[2598321],[2604965],[2608260],[2609173],[2624828],[2635092],[2640695],[2646996],[2648291],[2654526],[2657370],[2662026],[2663413],[2664692],[2667199],[2678137],[2689137],[2692682],[2693919],[2700200],[2705568],[2706957],[2712257],[2713258],[2714553],[2724632],[2725869],[2734868],[2736257],[2738023],[2738883],[2748817],[2750054],[2754373],[2756335],[2764843],[2765703],[2773208],[2774445],[2774858],[2775660],[2784779],[2785639],[2796983],[2797785],[2804724],[2805584],[2806068],[2813105],[2813907],[2823984],[2829106],[2829908],[2836755],[2844167],[2849331],[2861122] ] cell #5995 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2566277],[2609896],[2629674],[2659944],[2667190],[2671861],[2679404],[2684291],[2710414],[2712248],[2715832],[2716784],[2729981],[2738014],[2740354],[2744383],[2746630],[2747897],[2752784],[2754561],[2757630],[2764834],[2772288],[2775848],[2780841],[2781761],[2782998],[2784770],[2787110],[2789475],[2791139],[2791997],[2793386],[2796583],[2797973],[2803138],[2804715],[2806742],[2811491],[2811634],[2811643],[2812503],[2814095],[2814881],[2819088],[2820008],[2821245],[2823047],[2824658],[2828706],[2828849],[2828858],[2830096],[2830882],[2831239],[2834189],[2834589],[2835302],[2835391],[2835579],[2836941],[2837429],[2840744],[2842178],[2842321],[2842330],[2843190],[2844684],[2845460],[2848394],[2848978],[2849166],[2849517],[2850005],[2852643],[2853580],[2854130],[2854254],[2855352],[2855432],[2858302],[2858445],[2858454],[2858702],[2859415],[2859504],[2859692],[2860478],[2861546],[2861907],[2863726],[2863931],[2864243],[2864747],[2865019],[2865099],[2866939],[2867456],[2868232],[2869657],[2870540],[2871166],[2871750],[2871938],[2872103],[2872289],[2872653],[2872777],[2873892],[2874039],[2874536],[2875321],[2875851],[2876060],[2876275],[2876636],[2876910],[2877793],[2878216],[2878640],[2879001],[2880820],[2880885],[2881025],[2881337],[2881841],[2882113],[2882193],[2883488],[2883770],[2883917],[2884414],[2884690],[2884837],[2885334],[2886119],[2886184],[2886379],[2886526],[2887023],[2887808],[2888126],[2888338],[2888547],[2888762],[2889123],[2889397],[2890280],[2890551],[2890833],[2890980],[2891171],[2891453],[2891600],[2891885],[2892097],[2892337],[2892619],[2892766],[2893263],[2893539],[2893686],[2894183],[2894968],[2895033],[2895392],[2895437],[2895837],[2896119],[2896266],[2896611],[2896893],[2897040],[2897231],[2897513],[2897660],[2897945],[2898157],[2898488],[2898937],[2899383],[2899428],[2899828],[2900110],[2900257],[2900473],[2901000],[2901449],[2901972] ] cell #5996 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1674099],[1833454],[1938490],[2016609],[2048931],[2122789],[2159197],[2186038],[2200527],[2224152],[2228173],[2262703],[2281429],[2288699],[2300480],[2322559],[2323755],[2326314],[2347198],[2370823],[2374844],[2381603],[2389652],[2389759],[2392719],[2412276],[2413102],[2434333],[2442698],[2456412],[2457608],[2459997],[2460167],[2464873],[2466435],[2473586],[2491215],[2491322],[2494282],[2507616],[2510178],[2510285],[2513245],[2518440],[2520224],[2521524],[2532802],[2533628],[2536350],[2540797],[2541993],[2548313],[2556729],[2560778],[2560885],[2563916],[2578269],[2580611],[2586360],[2586467],[2587788],[2587903],[2589427],[2590585],[2595678],[2598240],[2598347],[2601307],[2603373],[2606502],[2607460],[2608286],[2609586],[2609814],[2621470],[2625041],[2627502],[2635918],[2639735],[2641980],[2647209],[2647978],[2648210],[2648317],[2648439],[2650566],[2654445],[2654552],[2655241],[2655999],[2657583],[2663332],[2663439],[2664760],[2664875],[2666399],[2667225],[2667557],[2677177],[2680418],[2689056],[2689163],[2689852],[2690610],[2690975],[2693838],[2693945],[2698470],[2699323],[2700122],[2700413],[2705781],[2705997],[2707025],[2707140],[2708242],[2712283],[2713471],[2714240],[2714472],[2714579],[2714701],[2716828],[2722925],[2725788],[2725895],[2735081],[2735297],[2736325],[2736440],[2737697],[2738049],[2739096],[2742750],[2747110],[2748911],[2749741],[2749973],[2750080],[2750202],[2754605],[2755458],[2756257],[2756548],[2764517],[2764869],[2765916],[2771501],[2773302],[2774132],[2774364],[2774471],[2774593],[2775466],[2775892],[2776615],[2783297],[2784453],[2784805],[2785561],[2785852],[2789506],[2794599],[2797591],[2798017],[2798740],[2803242],[2804398],[2804750],[2805506],[2805797],[2806235],[2806773],[2812932],[2813713],[2814139],[2821948],[2824151],[2824689],[2827062],[2828933],[2829714],[2830140],[2831332],[2837460],[2843899],[2845553],[2847663],[2850036] ] cell #5997 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2493983],[2543065],[2566242],[2601008],[2609128],[2622937],[2629404],[2659909],[2661981],[2666100],[2667155],[2682400],[2692637],[2700224],[2702839],[2703677],[2710144],[2712213],[2715797],[2721564],[2724587],[2732977],[2737979],[2745148],[2746595],[2748772],[2750893],[2754370],[2756359],[2757360],[2758974],[2762672],[2764799],[2771200],[2773163],[2775657],[2778693],[2781716],[2781726],[2782728],[2784735],[2785663],[2790106],[2791904],[2793351],[2795686],[2797782],[2802553],[2803093],[2803103],[2804680],[2805608],[2806065],[2809472],[2810321],[2811362],[2811599],[2811826],[2813246],[2813904],[2818000],[2819963],[2819973],[2820975],[2822967],[2823981],[2827809],[2828577],[2828814],[2829247],[2829905],[2833292],[2834509],[2835388],[2836070],[2836752],[2836861],[2840159],[2840699],[2840709],[2841008],[2842049],[2842286],[2843214],[2844681],[2845140],[2847584],[2847877],[2848314],[2848975],[2849328],[2849437],[2851833],[2852563],[2853577],[2854206],[2855429],[2857405],[2858173],[2858410],[2858622],[2858843],[2859501],[2860183],[2860900],[2861119],[2861827],[2862880],[2863646],[2863928],[2864240],[2864699],[2865096],[2866859],[2867453],[2867912],[2868642],[2870356],[2870649],[2871086],[2871747],[2872100],[2872209],[2872729],[2873889],[2874314],[2874533],[2875241],[2875629],[2875848],[2876556],[2877609],[2877994],[2878213],[2878921],[2879974],[2880740],[2880961],[2881022],[2881334],[2881793],[2882190],[2882523],[2883767],[2884192],[2884411],[2884687],[2885112],[2885331],[2886039],[2886260],[2886376],[2886801],[2887020],[2887728],[2888116],[2888335],[2888444],[2889043],[2890096],[2890830],[2891450],[2891875],[2892094],[2892203],[2892616],[2893041],[2893260],[2893536],[2893546],[2893961],[2894180],[2894888],[2895109],[2895382],[2896116],[2896126],[2896890],[2897510],[2897935],[2898154],[2898263],[2898485],[2898495],[2899373],[2900107],[2900117],[2900997],[2901007] ] cell #5998 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2744364],[2791120],[2814862],[2830863],[2836922],[2849498],[2855445],[2860459],[2861888],[2865112],[2872270],[2874549],[2878982],[2882206],[2887036], [2567103,2774646],[2609923,2793569],[2629700,2891573],[2630389,2805922],[2648492,2650396],[2660770,2750255],[2667610,2759103],[2667897,2821393],[2684504,2895915],[2684720,2830779],[2700538,2702210],[2710440,2897633],[2711129,2785977],[2714754,2716658],[2716781,2843112],[2717142,2793454],[2726493,2875713],[2729194,2849261],[2730995,2891610],[2744280,2745670],[2752997,2899906],[2753213,2814778],[2754558,2858529],[2756673,2758345],[2757656,2900230],[2758488,2820932],[2760277,2860984],[2761885,2824505],[2768800,2885196],[2775845,2866671],[2779784,2780054],[2783024,2901149],[2783622,2869667],[2786323,2836685],[2788124,2897670],[2789605,2840848],[2791036,2792426],[2792210,2901527],[2796069,2874398],[2797970,2875053],[2801766,2849852],[2803567,2876920],[2806589,2808685],[2806872,2851544],[2807077,2851144],[2811669,2902070],[2812716,2902060],[2814092,2880552],[2815600,2894045],[2818031,2818301],[2820102,2900267],[2821271,2900350],[2823523,2883927],[2824788,2862591],[2824993,2862191],[2826722,2863762],[2828884,2895925],[2830093,2885851],[2831765,2832205],[2833675,2886885],[2835576,2887540],[2835623,2887789],[2836346,2897050],[2837276,2839372],[2837559,2870067],[2841173,2889407],[2842356,2901537],[2843403,2898324],[2844851,2890629],[2845986,2846426],[2847295,2875553],[2848870,2876672],[2849163,2891693],[2849210,2876617],[2850135,2877320],[2853119,2892776],[2853747,2899506],[2854285,2893276],[2854384,2879685],[2854589,2879285],[2855878,2856318],[2858480,2899916],[2859689,2894700],[2859736,2894949],[2861639,2883890],[2863223,2863458],[2864410,2885036],[2864778,2885347],[2864877,2885501],[2865545,2865985],[2867623,2896689],[2868325,2897013],[2868758,2869198],[2871642,2889159],[2871935,2897753],[2871982,2889104],[2872808,2898170],[2872907,2889807],[2876133,2876368],[2878733,2892739],[2881504,2893885],[2881872,2894196],[2881971,2894350],[2882639,2883079],[2888620,2888855] ] cell #5999 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1838545],[1959691],[2067250],[2076028],[2135515],[2177154],[2207068],[2224358],[2240558],[2266685],[2279012],[2306974],[2322746],[2330296],[2337156],[2353739],[2361687],[2371029],[2398021],[2412213],[2414608],[2419596],[2423121],[2440827],[2447566],[2456599],[2464149],[2465079],[2478169],[2489696],[2494968],[2495627],[2499584],[2518547],[2521730],[2522416],[2532739],[2535134],[2540122],[2540984],[2544455],[2549238],[2567110],[2567210],[2568499],[2585194],[2590113],[2590772],[2591850],[2596721],[2601993],[2602652],[2606609],[2607397],[2609792],[2612485],[2626586],[2628427],[2629885],[2632090],[2638122],[2642905],[2650403],[2650503],[2660777],[2660877],[2661813],[2662166],[2667085],[2667744],[2668868],[2673324],[2675564],[2680867],[2681835],[2692469],[2693225],[2698407],[2701706],[2707326],[2709167],[2710625],[2712830],[2716665],[2716765],[2718154],[2720719],[2724419],[2725175],[2726988],[2731444],[2737361],[2737634],[2741817],[2742785],[2748604],[2749360],[2750328],[2754542],[2757841],[2761616],[2764181],[2764454],[2766730],[2769295],[2772995],[2773751],[2775283],[2775501],[2775829],[2777848],[2782304],[2784117],[2784390],[2788573],[2789541],[2797408],[2797626],[2797954],[2801497],[2802316],[2804062],[2804335],[2806808],[2808416],[2810981],[2813530],[2813748],[2814076],[2816095],[2820551],[2823800],[2824724],[2826999],[2828141],[2829531],[2829749],[2830077],[2835014],[2835560],[2837495],[2839103],[2839922],[2841668],[2845254],[2847698],[2849147],[2850071],[2853396],[2854320],[2857737],[2859127],[2859673],[2859946],[2861527],[2863346],[2864813],[2868026],[2869475],[2871919],[2872843],[2873061],[2876256],[2878621],[2880088],[2881907],[2887428],[2888743] ] cell #6000 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2493984],[2543066],[2566241],[2601009],[2609129],[2614725],[2623644],[2629428],[2659908],[2661982],[2666101],[2667153],[2683107],[2692638],[2695465],[2700248],[2702840],[2704384],[2710168],[2712211],[2715796],[2724588],[2733684],[2737977],[2744057],[2745149],[2746594],[2748773],[2751600],[2754364],[2756383],[2757384],[2758975],[2763044],[2764797],[2771201],[2773164],[2775651],[2781548],[2781717],[2781725],[2782752],[2784733],[2785687],[2790813],[2791905],[2793350],[2795710],[2797776],[2802925],[2803094],[2803102],[2804678],[2805632],[2806055],[2809844],[2810345],[2811254],[2811355],[2811597],[2813270],[2813898],[2818001],[2819795],[2819964],[2819972],[2820999],[2822954],[2823971],[2827833],[2828570],[2828812],[2829271],[2829899],[2833316],[2834496],[2835232],[2835382],[2836742],[2836848],[2840531],[2840700],[2840708],[2841032],[2841941],[2842042],[2842284],[2843238],[2844671],[2845164],[2847608],[2847870],[2848301],[2848969],[2849318],[2849424],[2851857],[2852550],[2853567],[2855419],[2856595],[2857429],[2858166],[2858408],[2858609],[2858867],[2859345],[2859495],[2860893],[2861109],[2861814],[2862904],[2863633],[2863922],[2864230],[2864723],[2865086],[2866262],[2866846],[2867443],[2867936],[2870380],[2870470],[2870642],[2871073],[2871741],[2872090],[2872196],[2873883],[2874307],[2874523],[2875228],[2875622],[2875838],[2876543],[2877633],[2877723],[2877987],[2878203],[2878908],[2879998],[2880440],[2880727],[2881016],[2881324],[2881817],[2882180],[2883356],[2883761],[2884185],[2884401],[2884681],[2885105],[2885321],[2885739],[2886026],[2886370],[2886794],[2887010],[2887715],[2888109],[2888325],[2889030],[2890120],[2890210],[2890750],[2890824],[2891444],[2891868],[2892084],[2892610],[2893034],[2893250],[2893530],[2893954],[2894170],[2894588],[2894875],[2895375],[2896110],[2896810],[2896884],[2897504],[2897928],[2898144],[2898479],[2899366],[2900101],[2900991] ] cell #6001 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2811168],[2841855],[2856509],[2866176],[2869867],[2877120],[2880404],[2883270],[2884059],[2885703],[2889607],[2890714],[2892908],[2894552],[2896774], [2413752,2771208],[2494837,2803096],[2520874,2745156],[2534278,2818008],[2566475,2828561],[2589982,2781719],[2601862,2840702],[2608936,2791912],[2626500,2847857],[2649768,2811346],[2660142,2858157],[2666954,2819966],[2667875,2758982],[2668782,2860880],[2698321,2834390],[2707240,2870629],[2716030,2842033],[2717383,2793344],[2717504,2717514],[2720633,2874294],[2726902,2875609],[2731167,2891566],[2737275,2877974],[2737548,2851364],[2754456,2858503],[2758475,2820908],[2759110,2759121],[2764095,2884172],[2764368,2862411],[2769209,2885092],[2770193,2895909],[2775743,2866645],[2777762,2886781],[2784031,2888096],[2784304,2869887],[2788296,2897626],[2789573,2840824],[2792950,2792974],[2797868,2875027],[2802230,2891553],[2803976,2891855],[2804249,2877140],[2806840,2851520],[2810895,2893021],[2813990,2880526],[2816009,2893941],[2816993,2899900],[2818085,2818124],[2820274,2900223],[2823714,2895362],[2824756,2862567],[2826913,2884904],[2829991,2885825],[2831819,2831858],[2835474,2887514],[2836518,2901142],[2837527,2870043],[2839836,2897613],[2841582,2897915],[2842566,2901521],[2844651,2898444],[2846040,2846079],[2847095,2891147],[2849061,2891667],[2850103,2877296],[2853310,2899353],[2854352,2879661],[2854456,2899627],[2855156,2902054],[2855932,2855971],[2859587,2894674],[2859860,2900210],[2860631,2895058],[2861491,2895318],[2863310,2884649],[2864210,2895813],[2864845,2885477],[2864949,2885303],[2865599,2865638],[2867423,2900956],[2868812,2868851],[2868887,2897182],[2869389,2901129],[2871833,2897727],[2872875,2889783],[2872979,2898126],[2873679,2890242],[2876220,2891412],[2876512,2876801],[2876726,2876765],[2878585,2899309],[2879485,2902019],[2879611,2899591],[2881304,2899804],[2881939,2894326],[2882043,2894152],[2882693,2882732],[2882768,2894844],[2885267,2885427],[2887392,2901085],[2888707,2897472],[2888999,2889288],[2889213,2889252],[2889733,2898090],[2894116,2894276] ] cell #6002 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2781114],[2819361],[2838216],[2850792],[2855494],[2865161],[2869670],[2873564],[2874598],[2876923],[2882255],[2883930],[2887085],[2889410],[2892779], [2494897,2805975],[2567046,2831130],[2590042,2700591],[2601922,2786030],[2629902,2850709],[2650339,2744631],[2660713,2815129],[2667014,2756726],[2667932,2759170],[2681886,2864972],[2684521,2895918],[2701723,2781031],[2710642,2838133],[2716601,2791387],[2717195,2717443],[2717463,2793512],[2718205,2873945],[2731154,2898809],[2742836,2810078],[2750379,2855305],[2753014,2899909],[2757858,2819278],[2758505,2820902],[2758823,2759046],[2761667,2883823],[2766781,2884743],[2770078,2895940],[2775334,2866416],[2775552,2831627],[2788283,2901321],[2789592,2840765],[2789622,2840806],[2792227,2901530],[2792959,2792967],[2797459,2874798],[2797677,2845848],[2801548,2891506],[2806859,2851461],[2806889,2851502],[2808467,2892672],[2812733,2902063],[2813581,2880297],[2813799,2855740],[2816878,2899931],[2818109,2818117],[2820261,2902280],[2824775,2862508],[2824805,2862549],[2829582,2885596],[2829800,2865407],[2831843,2831851],[2835065,2887285],[2835640,2901159],[2836505,2902570],[2837546,2869984],[2837576,2870025],[2839154,2897566],[2842451,2901552],[2843420,2898282],[2845305,2890654],[2846064,2846072],[2847749,2875935],[2849227,2891583],[2850122,2877237],[2850152,2877278],[2854371,2879602],[2854401,2879643],[2854443,2893325],[2855041,2899531],[2855956,2855964],[2859178,2894445],[2859753,2900240],[2860618,2895090],[2861688,2895309],[2863507,2884640],[2864864,2885418],[2864894,2885459],[2864936,2885396],[2865623,2865631],[2868077,2896714],[2868374,2901076],[2868761,2897053],[2868836,2868844],[2871999,2897643],[2872894,2889724],[2872924,2889765],[2872966,2898219],[2874401,2890632],[2875556,2875716],[2876417,2891403],[2876675,2891613],[2876750,2876758],[2878782,2899300],[2879288,2899509],[2881958,2894267],[2881988,2894308],[2882030,2894245],[2882642,2900270],[2882717,2882725],[2885039,2885199],[2886888,2896692],[2888904,2897463],[2889162,2897673],[2889237,2889245],[2893888,2894048] ] cell #6003 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2493985],[2543067],[2566244],[2601010],[2609130],[2614729],[2623648],[2629432],[2659911],[2661983],[2666102],[2667154],[2683111],[2692639],[2695469],[2700252],[2702841],[2704388],[2710172],[2712212],[2715799],[2724589],[2733688],[2737978],[2744061],[2745150],[2746597],[2748774],[2751604],[2754369],[2756387],[2757388],[2758976],[2763048],[2764798],[2771202],[2773165],[2775656],[2781552],[2781718],[2781728],[2782756],[2784734],[2785691],[2790817],[2791906],[2793353],[2795714],[2797781],[2802929],[2803095],[2803105],[2804679],[2805636],[2806064],[2809848],[2810349],[2811258],[2811364],[2811598],[2813274],[2813903],[2818002],[2819799],[2819965],[2819975],[2821003],[2822969],[2823980],[2827837],[2828579],[2828813],[2829275],[2829904],[2833320],[2834511],[2835234],[2835387],[2836751],[2836863],[2840535],[2840701],[2840711],[2841036],[2841945],[2842051],[2842285],[2843242],[2844680],[2845168],[2847612],[2847879],[2848316],[2848974],[2849327],[2849439],[2851861],[2852565],[2853576],[2855428],[2856599],[2857433],[2858175],[2858409],[2858624],[2858871],[2859347],[2859500],[2860902],[2861118],[2861829],[2862908],[2863648],[2863927],[2864239],[2864727],[2865095],[2866266],[2866861],[2867452],[2867940],[2870384],[2870472],[2870651],[2871088],[2871746],[2872099],[2872211],[2873888],[2874316],[2874532],[2875243],[2875631],[2875847],[2876558],[2877637],[2877725],[2877996],[2878212],[2878923],[2880002],[2880442],[2880742],[2881021],[2881333],[2881821],[2882189],[2883360],[2883766],[2884194],[2884410],[2884686],[2885114],[2885330],[2885741],[2886041],[2886375],[2886803],[2887019],[2887730],[2888118],[2888334],[2889045],[2890124],[2890212],[2890752],[2890829],[2891449],[2891877],[2892093],[2892615],[2893043],[2893259],[2893535],[2893963],[2894179],[2894590],[2894890],[2895384],[2896115],[2896812],[2896889],[2897509],[2897937],[2898153],[2898484],[2899375],[2900106],[2900996] ] cell #6004 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2854128],[2872651],[2880883],[2886182],[2888124],[2891883],[2893526],[2895031],[2895390],[2896106],[2897943],[2898475],[2899381],[2900097],[2900987], [2567105,2828895],[2630386,2849201],[2650398,2811680],[2660772,2858491],[2684688,2864742],[2702207,2835614],[2711126,2871973],[2716660,2842367],[2717511,2793558],[2728951,2876053],[2745638,2854249],[2753181,2881836],[2758342,2859727],[2759105,2821282],[2759112,2821402],[2759646,2883481],[2779811,2868175],[2786080,2888540],[2792394,2872772],[2792952,2843140],[2793451,2843394],[2795438,2890544],[2799527,2891164],[2802299,2891575],[2806446,2892330],[2806616,2878011],[2818058,2882056],[2818087,2858566],[2820900,2860389],[2824362,2895430],[2824532,2884209],[2827561,2895830],[2828188,2895914],[2831792,2886422],[2831821,2866708],[2833044,2896604],[2837133,2897224],[2837303,2888133],[2839905,2897635],[2840804,2872053],[2846013,2890876],[2846042,2875090],[2848627,2898802],[2849709,2898930],[2849879,2891892],[2851500,2878098],[2853958,2899421],[2855905,2893582],[2855934,2880589],[2857157,2899821],[2857784,2899905],[2859929,2900232],[2861970,2900466],[2862547,2884296],[2863789,2895752],[2865572,2896162],[2865601,2885888],[2868785,2896936],[2868814,2887577],[2869458,2901151],[2870023,2888220],[2871399,2901314],[2872481,2901442],[2873108,2901526],[2874322,2901672],[2875637,2898654],[2876699,2898852],[2876728,2891730],[2877276,2891979],[2879064,2901965],[2879641,2893145],[2879711,2899629],[2880135,2902059],[2882666,2900153],[2882695,2894737],[2882836,2902273],[2883339,2895060],[2883757,2900452],[2884677,2895652],[2885120,2900626],[2885305,2885527],[2885457,2896017],[2886809,2902511],[2887585,2901157],[2887871,2902563],[2889186,2901364],[2889215,2897790],[2889763,2898039],[2889833,2898128],[2890257,2898280],[2891440,2898752],[2891581,2891738],[2892606,2901951],[2893049,2902823],[2893111,2902050],[2893969,2902125],[2894154,2894376],[2894306,2900008],[2894745,2900238],[2895905,2895983],[2896880,2902549],[2897500,2901264],[2897641,2897798],[2898005,2901517],[2899896,2899974] ] cell #6005 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1838531],[1959609],[2067100],[2075975],[2135365],[2177036],[2206918],[2240440],[2266535],[2279123],[2306856],[2330146],[2337267],[2353589],[2361569],[2398132],[2414458],[2419478],[2423256],[2440709],[2445088],[2447677],[2463999],[2478304],[2494168],[2495509],[2497106],[2499695],[2518658],[2522551],[2534984],[2540004],[2549373],[2550930],[2566283],[2566414],[2567321],[2568634],[2585329],[2601193],[2602534],[2604131],[2606720],[2609642],[2612620],[2614478],[2626948],[2628562],[2629366],[2629669],[2629777],[2630119],[2643040],[2644597],[2659950],[2660081],[2660988],[2662301],[2666285],[2667626],[2669838],[2671562],[2681002],[2682101],[2682860],[2684231],[2684258],[2693360],[2695218],[2701940],[2703024],[2707688],[2709302],[2710106],[2710409],[2710517],[2710859],[2715838],[2715969],[2716876],[2718911],[2725310],[2727958],[2729153],[2729682],[2738331],[2740055],[2743810],[2746636],[2746767],[2749495],[2750594],[2751353],[2752724],[2752751],[2754904],[2757322],[2757625],[2757733],[2758075],[2760236],[2765151],[2767487],[2773886],[2776040],[2776464],[2780542],[2781301],[2782690],[2782993],[2783101],[2785087],[2786282],[2786811],[2789807],[2790566],[2791937],[2791964],[2798165],[2798589],[2805032],[2807036],[2807292],[2807716],[2810166],[2811192],[2812443],[2812470],[2814287],[2814711],[2818260],[2818789],[2819548],[2824952],[2825208],[2825632],[2830288],[2830712],[2831715],[2832164],[2832420],[2834443],[2834470],[2837979],[2838403],[2841879],[2845936],[2846385],[2846641],[2850555],[2850979],[2851417],[2851444],[2855828],[2856277],[2856533],[2862464],[2862491],[2865495],[2865944],[2866200],[2869940],[2869967],[2876023],[2877193],[2877220],[2884957],[2884984] ] cell #6006 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2256522],[2377651],[2450258],[2502276],[2523213],[2543064],[2569296],[2591769],[2609127],[2609301],[2616754],[2629708],[2632009],[2651895],[2661980],[2662963],[2667156],[2673243],[2684497],[2685136],[2686506],[2692636],[2697494],[2710448],[2712214],[2712749],[2720401],[2720447],[2721784],[2724586],[2730939],[2731363],[2737980],[2741736],[2746086],[2748771],[2752990],[2753629],[2754377],[2754999],[2757664],[2761461],[2764800],[2768977],[2769023],[2770360],[2773162],[2775664],[2777530],[2777576],[2778913],[2781715],[2782223],[2783032],[2784736],[2788068],[2788492],[2792203],[2792842],[2795292],[2797789],[2800117],[2800163],[2801342],[2803092],[2804681],[2806300],[2808261],[2810663],[2810709],[2811600],[2811677],[2812046],[2812709],[2813911],[2815777],[2815823],[2817160],[2819962],[2820046],[2820470],[2821279],[2821348],[2824216],[2826516],[2827415],[2828815],[2828892],[2829912],[2832898],[2834859],[2835242],[2835288],[2835395],[2835616],[2836290],[2836987],[2837723],[2837769],[2838948],[2840698],[2841350],[2841396],[2842287],[2842364],[2842733],[2843157],[2843396],[2847360],[2848982],[2849203],[2849563],[2850299],[2850345],[2851957],[2852003],[2853544],[2853812],[2854165],[2854250],[2856112],[2857011],[2858411],[2858488],[2858583],[2858972],[2859355],[2859401],[2859508],[2859729],[2860403],[2861225],[2863004],[2863050],[2863935],[2864743],[2865779],[2866622],[2866725],[2867039],[2868176],[2870132],[2870480],[2870526],[2871754],[2871975],[2872067],[2872335],[2872688],[2872773],[2873896],[2875004],[2875107],[2875421],[2876054],[2877385],[2877733],[2877779],[2878012],[2878112],[2878319],[2880503],[2880606],[2880920],[2881029],[2881837],[2882057],[2883482],[2884210],[2884310],[2884517],[2885802],[2885905],[2886219],[2886383],[2886423],[2888134],[2888234],[2888541],[2890837],[2890877],[2891365],[2891893],[2891993],[2892331],[2893583],[2895431],[2895753],[2896163] ] cell #6007 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2868639],[2882520],[2888441],[2892200],[2893543],[2896123],[2897225],[2898260],[2898492],[2898931],[2900114],[2900467],[2901004],[2901443],[2901966], [2630442,2803144],[2685122,2828853],[2702263,2781767],[2711182,2840750],[2731315,2848967],[2746072,2811638],[2753615,2858449],[2758398,2820014],[2759159,2759168],[2768411,2863917],[2782175,2835380],[2788444,2871739],[2792828,2842325],[2793392,2793507],[2793516,2793523],[2793911,2873878],[2810097,2853495],[2815211,2881011],[2820422,2859493],[2820904,2820937],[2821240,2821334],[2822835,2883756],[2826034,2884676],[2828197,2885292],[2831517,2886365],[2831646,2866573],[2840784,2872018],[2840808,2840853],[2843109,2843130],[2845738,2890819],[2845867,2874955],[2848182,2891439],[2848664,2891570],[2851480,2878063],[2851504,2851549],[2852431,2892605],[2855630,2893525],[2855759,2880454],[2857793,2894141],[2858526,2858556],[2862527,2884261],[2862551,2862596],[2864475,2895904],[2865297,2896105],[2865426,2885753],[2866668,2866698],[2868510,2896879],[2870003,2888185],[2870027,2870072],[2870954,2897499],[2871436,2897630],[2873117,2898115],[2874639,2898474],[2875050,2875080],[2875954,2891316],[2877256,2891944],[2877280,2877325],[2879621,2893110],[2879645,2879690],[2880144,2899616],[2880549,2880579],[2881569,2899895],[2882391,2900096],[2882873,2900227],[2883774,2900451],[2884694,2895651],[2885437,2895982],[2885461,2885506],[2885848,2885878],[2887126,2900986],[2887537,2887567],[2887594,2901161],[2887908,2901146],[2889743,2898004],[2889767,2889812],[2889872,2901516],[2890266,2898284],[2890545,2901673],[2891165,2898655],[2891457,2898751],[2891585,2891747],[2891690,2891720],[2892623,2901950],[2893159,2902067],[2893366,2902049],[2894286,2899973],[2894310,2894355],[2894697,2894727],[2894754,2900242],[2895068,2900347],[2895831,2900627],[2895922,2896031],[2896605,2902512],[2896897,2902548],[2896937,2902564],[2897517,2901263],[2897645,2897807],[2897750,2897780],[2898053,2901534],[2898803,2898853],[2899422,2902824],[2899822,2902126],[2899913,2900022],[2900154,2902274],[2901315,2901365] ] cell #6008 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2117989],[2186696],[2224234],[2276629],[2287740],[2311321],[2322260],[2370905],[2373786],[2380043],[2381364],[2409033],[2426411],[2439616],[2443587],[2445174],[2456113],[2459180],[2464955],[2475831],[2481459],[2497192],[2506167],[2519291],[2521606],[2525706],[2529559],[2535300],[2538911],[2540498],[2542882],[2551016],[2555280],[2567954],[2571789],[2576666],[2582856],[2588484],[2588560],[2590286],[2594229],[2595982],[2604217],[2607353],[2609668],[2615275],[2619867],[2630205],[2631085],[2631161],[2634469],[2636222],[2637055],[2644683],[2646362],[2648524],[2648947],[2649454],[2652194],[2653638],[2661621],[2665456],[2665532],[2667258],[2672139],[2674497],[2683657],[2685266],[2685689],[2686805],[2688249],[2696015],[2698587],[2700607],[2702026],[2703317],[2703620],[2710945],[2711825],[2711901],[2712624],[2714786],[2715209],[2716962],[2720869],[2722083],[2728352],[2729015],[2730259],[2731803],[2732617],[2732920],[2738725],[2740632],[2742990],[2744607],[2747264],[2752150],[2753759],[2754182],[2754722],[2755298],[2756742],[2758161],[2759710],[2760431],[2762615],[2765545],[2767729],[2768453],[2769445],[2770659],[2771655],[2776282],[2777998],[2779212],[2781119],[2785481],[2786144],[2787388],[2788932],[2789746],[2790049],[2791363],[2793953],[2795502],[2796223],[2798407],[2799591],[2800312],[2802496],[2805426],[2806510],[2807231],[2809415],[2812345],[2814529],[2815105],[2815253],[2816245],[2817459],[2818455],[2819366],[2822877],[2824426],[2825147],[2826076],[2827625],[2828346],[2830530],[2831106],[2831559],[2833108],[2833829],[2836013],[2837197],[2837918],[2838221],[2840102],[2843032],[2845780],[2848224],[2849773],[2850494],[2850797],[2852473],[2854022],[2854743],[2855499],[2855672],[2857221],[2857942],[2860126],[2860702],[2862034],[2865166],[2865339],[2868552],[2870996],[2872545],[2873266],[2873569],[2874603],[2874681],[2879128],[2882260],[2882433],[2887090],[2887168] ] cell #6009 : |C| = 135 W-rep = phi[15,28]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2685234],[2717509],[2731734],[2746184],[2753727],[2759041],[2759117],[2770332],[2782594],[2788863],[2792940],[2792972],[2793395],[2800883],[2812018],[2817132],[2818122],[2820841],[2820910],[2821683],[2831856],[2834400],[2838489],[2840826],[2842705],[2844586],[2846077],[2847030],[2848691],[2851279],[2851374],[2851522],[2855969],[2858513],[2862326],[2862421],[2862569],[2864145],[2864517],[2865636],[2866655],[2867358],[2868849],[2869802],[2869897],[2870045],[2871463],[2875037],[2876447],[2876763],[2877055],[2877150],[2877298],[2879420],[2879663],[2880536],[2881239],[2881611],[2882730],[2882900],[2883994],[2884914],[2885401],[2885479],[2885835],[2887524],[2887935],[2888934],[2889250],[2889542],[2889785],[2889914],[2890557],[2891177],[2891644],[2891677],[2892843],[2893330],[2893408],[2894250],[2894328],[2894684],[2894779],[2895095],[2895262],[2895662],[2895843],[2895931],[2896617],[2897084],[2897117],[2897704],[2897737],[2898224],[2898302],[2898762],[2899253],[2899434],[2899522],[2899834],[2899922],[2900301],[2901029],[2901274],[2901543], [2811131,2879515],[2841818,2889637],[2856472,2893763],[2866139,2896343],[2869701,2897237],[2876954,2898943],[2880288,2899653],[2883233,2900334],[2883961,2900479],[2885587,2900734],[2889441,2901455],[2890645,2901683],[2892810,2901978],[2894436,2902233],[2896705,2902522] ] cell #6010 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2439658],[2538953],[2596024],[2614672],[2623591],[2629705],[2636264],[2652236],[2667905],[2683054],[2684502],[2686847],[2695412],[2703588],[2704331],[2710445],[2716817],[2717004],[2722125],[2731038],[2732888],[2733631],[2744004],[2747238],[2751547],[2752995],[2754594],[2755340],[2757661],[2758508],[2762583],[2762991],[2770701],[2771629],[2775881],[2779254],[2781209],[2781495],[2783029],[2788167],[2789625],[2790017],[2790760],[2792208],[2795344],[2795375],[2796197],[2798006],[2802464],[2802872],[2806892],[2809383],[2809791],[2811206],[2811674],[2812387],[2812714],[2814128],[2817501],[2818015],[2818429],[2819456],[2819742],[2820145],[2821276],[2821301],[2822732],[2822758],[2824808],[2827467],[2827498],[2828320],[2828889],[2830129],[2831749],[2832950],[2832981],[2833803],[2835612],[2835621],[2835981],[2836389],[2837579],[2838311],[2840070],[2840478],[2841893],[2842361],[2843074],[2843276],[2843401],[2844509],[2845970],[2847412],[2847443],[2848079],[2848105],[2849199],[2849208],[2850155],[2850887],[2851202],[2852328],[2852354],[2853864],[2853895],[2854263],[2854404],[2854717],[2855862],[2856186],[2856547],[2857063],[2857094],[2857916],[2858485],[2859046],[2859725],[2859734],[2860094],[2860502],[2862249],[2863540],[2863566],[2864068],[2864756],[2864897],[2865529],[2865853],[2866214],[2867113],[2867281],[2868407],[2868433],[2868742],[2869725],[2870184],[2870215],[2870851],[2870877],[2871971],[2871980],[2872387],[2872418],[2872786],[2872927],[2873240],[2875495],[2875771],[2876069],[2876656],[2876978],[2877437],[2877468],[2878371],[2878402],[2879343],[2880634],[2880660],[2881162],[2881850],[2881991],[2882288],[2882314],[2882623],[2883497],[2883638],[2884569],[2884600],[2884995],[2885933],[2885959],[2886606],[2886632],[2888258],[2888556],[2889143],[2889465],[2890380],[2891060],[2891086],[2892017],[2892346],[2892487],[2893844],[2895446],[2895587],[2896440],[2898521] ] cell #6011 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2781152],[2819399],[2838254],[2850830],[2855713],[2865380],[2869805],[2873602],[2874722],[2877058],[2882474],[2883997],[2887209],[2889545],[2892846], [2323808,2731787],[2413688,2770683],[2442751,2782647],[2457661,2788916],[2494195,2802408],[2520810,2812369],[2534214,2817483],[2542046,2820894],[2543106,2759166],[2562526,2827103],[2589340,2835925],[2601220,2840014],[2608872,2843056],[2609867,2793448],[2609873,2793521],[2610998,2843738],[2645819,2853500],[2656193,2856699],[2666312,2860038],[2667109,2820920],[2667811,2821283],[2671837,2861478],[2679380,2863297],[2691738,2866510],[2692073,2866578],[2712081,2872023],[2712138,2840836],[2716741,2843116],[2723688,2874892],[2724023,2874960],[2729957,2876207],[2737847,2878068],[2737904,2851532],[2740330,2878572],[2747873,2880391],[2748208,2880459],[2754494,2858542],[2764667,2884266],[2764724,2862579],[2770116,2885254],[2770202,2864527],[2772264,2885690],[2772599,2885758],[2775781,2866684],[2780817,2887379],[2784603,2888190],[2784660,2870055],[2787086,2888694],[2796559,2890701],[2797906,2875066],[2800648,2891321],[2802292,2876476],[2804548,2891949],[2804605,2877308],[2811467,2893115],[2811524,2879673],[2814028,2880565],[2816916,2894103],[2817002,2881621],[2819064,2894539],[2822918,2895266],[2826117,2895666],[2828682,2895987],[2828739,2885489],[2830029,2885864],[2834165,2896761],[2835512,2887553],[2839898,2888963],[2842154,2898009],[2842211,2889795],[2842489,2898077],[2842575,2889924],[2844589,2890560],[2847033,2891180],[2848265,2898766],[2848738,2876810],[2849099,2891706],[2852514,2899257],[2855079,2899578],[2855165,2893418],[2858278,2899978],[2858335,2894338],[2859625,2894713],[2859922,2894808],[2864148,2895846],[2864558,2885520],[2867361,2896620],[2868593,2901033],[2868896,2887982],[2869451,2897146],[2871037,2901278],[2871510,2889297],[2871871,2897766],[2873659,2873688],[2876450,2891680],[2879423,2899437],[2879704,2893449],[2881242,2899837],[2881652,2894369],[2882777,2882947],[2883308,2883332],[2887527,2897120],[2888937,2897740],[2889826,2889955],[2894687,2894782] ] cell #6012 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1582531],[1711097],[1828314],[1837508],[1904574],[1950438],[1984602],[2023030],[2052703],[2066567],[2099164],[2126561],[2134832],[2154031],[2163286],[2206385],[2226232],[2232262],[2236559],[2257804],[2266002],[2285201],[2302975],[2322939],[2324524],[2329613],[2353056],[2357688],[2372903],[2378933],[2390853],[2412762],[2412907],[2413925],[2415597],[2436828],[2445131],[2456792],[2458377],[2463466],[2466953],[2471017],[2489845],[2492416],[2493512],[2493938],[2497149],[2511379],[2533288],[2533433],[2534451],[2536123],[2541177],[2542762],[2544604],[2550973],[2561347],[2562559],[2565852],[2578042],[2590965],[2596870],[2599441],[2600537],[2600963],[2604174],[2607946],[2608091],[2609109],[2611031],[2614874],[2621243],[2623793],[2626513],[2629783],[2630162],[2638271],[2644640],[2651052],[2651197],[2655014],[2656226],[2659519],[2661962],[2665629],[2666055],[2668795],[2671870],[2675713],[2679413],[2683256],[2684300],[2689625],[2691771],[2692618],[2695614],[2701983],[2702368],[2702794],[2704533],[2707253],[2710523],[2710902],[2712114],[2715407],[2723721],[2724568],[2729990],[2733833],[2737288],[2737880],[2740363],[2742864],[2744206],[2746205],[2747906],[2748753],[2751749],[2752793],[2754469],[2757739],[2758118],[2763193],[2764108],[2764700],[2772297],[2773144],[2775580],[2775756],[2779864],[2780850],[2781697],[2783107],[2784636],[2787119],[2790962],[2792006],[2796592],[2797705],[2797881],[2803074],[2804581],[2806669],[2809993],[2811500],[2812512],[2813827],[2814003],[2819097],[2819944],[2823056],[2824585],[2828715],[2829828],[2830004],[2834198],[2834598],[2837356],[2840680],[2842187],[2847777],[2848403],[2849932],[2852652],[2858311],[2863735],[2863842],[2871175] ] cell #6013 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2256528],[2377657],[2450264],[2502282],[2523219],[2569302],[2591811],[2609307],[2616760],[2629618],[2632051],[2651926],[2662969],[2667908],[2673285],[2684423],[2685142],[2686537],[2697500],[2710358],[2712791],[2716892],[2720470],[2720646],[2721815],[2726915],[2730970],[2731405],[2741778],[2746092],[2752916],[2753635],[2754920],[2755030],[2757574],[2758573],[2761477],[2769046],[2769222],[2770391],[2776480],[2777599],[2777775],[2778944],[2781317],[2782265],[2782942],[2784044],[2788099],[2788534],[2789890],[2792129],[2792848],[2795279],[2798605],[2800186],[2801358],[2803989],[2807375],[2808277],[2810732],[2810908],[2811275],[2811342],[2812077],[2812635],[2814727],[2815846],[2816022],[2817191],[2818190],[2819564],[2820077],[2820512],[2821189],[2821354],[2823727],[2825291],[2826532],[2827402],[2830728],[2832094],[2832885],[2834875],[2835172],[2835311],[2835347],[2835487],[2836321],[2837792],[2838062],[2838419],[2838964],[2841419],[2841595],[2841962],[2842029],[2842764],[2843199],[2843322],[2844740],[2846315],[2847347],[2849074],[2850368],[2850638],[2850995],[2851218],[2852026],[2853323],[2853636],[2853799],[2854081],[2854181],[2856128],[2856207],[2856616],[2856683],[2856998],[2858711],[2858988],[2859285],[2859424],[2859460],[2859600],[2860434],[2861539],[2862265],[2863073],[2864299],[2865795],[2865874],[2866283],[2866350],[2866948],[2867055],[2867512],[2868225],[2869741],[2870119],[2870410],[2870549],[2870585],[2871846],[2872159],[2872322],[2872604],[2872704],[2875330],[2875437],[2875907],[2876268],[2876994],[2877372],[2877663],[2877802],[2877838],[2878272],[2878306],[2878633],[2880250],[2880829],[2880836],[2880936],[2881393],[2882106],[2883654],[2884470],[2884504],[2884830],[2885549],[2886128],[2886135],[2886235],[2886335],[2886519],[2887995],[2888394],[2888755],[2890410],[2890789],[2890973],[2891754],[2892153],[2892309],[2893679],[2895174],[2895409],[2896259] ] cell #6014 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2868626],[2882507],[2888428],[2892187],[2893495],[2896075],[2897203],[2898247],[2898463],[2898909],[2900066],[2900456],[2900975],[2901421],[2901955], [2667937,2821439],[2701143,2782590],[2717314,2843524],[2717459,2843532],[2731730,2732339],[2745103,2812325],[2757278,2820837],[2758503,2860385],[2758929,2860682],[2770639,2771155],[2781368,2835931],[2788859,2789468],[2789620,2872049],[2791859,2843012],[2792961,2873487],[2802414,2802745],[2806887,2878094],[2810084,2853516],[2817439,2817955],[2818111,2882076],[2819615,2860044],[2824803,2884292],[2827113,2827119],[2828220,2885280],[2831633,2866594],[2831845,2886442],[2837574,2888216],[2840020,2840351],[2840771,2872039],[2843748,2843754],[2845854,2874976],[2846066,2890896],[2848680,2891563],[2850150,2891975],[2851467,2878084],[2854399,2893141],[2855746,2880475],[2855958,2893602],[2856709,2856715],[2857816,2894129],[2861488,2861494],[2862514,2884282],[2863307,2863313],[2864462,2885264],[2864892,2896013],[2865413,2885774],[2865625,2896182],[2866520,2866526],[2868838,2896956],[2869990,2888206],[2871452,2897623],[2872922,2898035],[2873140,2898103],[2874902,2874908],[2875941,2891337],[2876217,2876223],[2876645,2898847],[2876752,2898872],[2877243,2891965],[2878582,2878588],[2879608,2893131],[2880167,2899604],[2880401,2880407],[2881556,2894113],[2881986,2900004],[2882719,2900173],[2882889,2900220],[2884646,2895696],[2885390,2900680],[2885424,2896003],[2885700,2885706],[2887389,2887395],[2887817,2901114],[2887924,2901139],[2888704,2888710],[2889132,2901359],[2889239,2901384],[2889730,2898025],[2889859,2898087],[2890289,2901625],[2890711,2890717],[2891143,2898674],[2891409,2898796],[2891593,2901789],[2893319,2902038],[2893353,2899588],[2894239,2902179],[2894273,2899994],[2894549,2894555],[2894977,2902318],[2895084,2902343],[2895296,2895315],[2895809,2900646],[2896771,2896777],[2896849,2901082],[2897033,2902553],[2897469,2901308],[2897653,2902628],[2898213,2902711],[2898429,2898440],[2899287,2899306],[2899400,2902015],[2899800,2902145],[2900250,2902901],[2900941,2900952] ] cell #6015 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2352405],[2462815],[2527647],[2548795],[2559169],[2566278],[2573730],[2592154],[2609897],[2627984],[2629677],[2632394],[2642462],[2651905],[2652836],[2659945],[2667191],[2667397],[2673628],[2684372],[2686516],[2687447],[2699805],[2703552],[2708724],[2710417],[2712249],[2713134],[2715833],[2716785],[2721794],[2722322],[2731748],[2732852],[2738015],[2742121],[2744498],[2744846],[2746631],[2752865],[2754562],[2755009],[2755940],[2757633],[2761471],[2761530],[2762547],[2764835],[2770370],[2770898],[2775849],[2778923],[2779451],[2781204],[2781762],[2782608],[2783001],[2784771],[2788877],[2789480],[2789981],[2791254],[2791602],[2792078],[2793387],[2793409],[2795297],[2795320],[2797974],[2801352],[2801411],[2802428],[2803139],[2804716],[2806747],[2808271],[2808330],[2809347],[2811635],[2811646],[2812056],[2812584],[2814096],[2814996],[2817170],[2817698],[2819451],[2820009],[2820855],[2821100],[2821248],[2822728],[2824663],[2826526],[2826585],[2827420],[2827443],[2828850],[2828861],[2830097],[2830997],[2831410],[2832903],[2832926],[2834869],[2834928],[2835400],[2835580],[2835945],[2837434],[2837845],[2838306],[2838958],[2839017],[2840034],[2840745],[2841472],[2842322],[2842333],[2842743],[2843271],[2845631],[2847365],[2847388],[2848075],[2848987],[2849167],[2850010],[2850421],[2850882],[2852079],[2852324],[2853817],[2853840],[2854259],[2855523],[2856122],[2856181],[2857016],[2857039],[2858446],[2858457],[2858982],[2859041],[2859513],[2859693],[2860058],[2863126],[2863536],[2863940],[2864752],[2865190],[2865789],[2865848],[2867049],[2867108],[2868403],[2870137],[2870160],[2870847],[2871759],[2871939],[2872340],[2872363],[2872782],[2873901],[2874115],[2875431],[2875490],[2876065],[2877390],[2877413],[2878324],[2878347],[2880630],[2881034],[2881846],[2882284],[2883493],[2884522],[2884545],[2885929],[2886388],[2886602],[2888552],[2890842],[2891056],[2892342],[2895442] ] cell #6016 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2744435],[2791191],[2814933],[2830934],[2837239],[2849815],[2855635],[2860530],[2862076],[2865302],[2872587],[2874644],[2879170],[2882396],[2887131], [2225424,2685175],[2323740,2731683],[2355735,2746125],[2372095,2753668],[2412981,2770331],[2442683,2782543],[2457593,2788812],[2466145,2792881],[2467256,2793567],[2489671,2800882],[2520103,2812017],[2533507,2817131],[2541978,2820790],[2543037,2821387],[2543040,2821397],[2544430,2821682],[2584816,2834399],[2596696,2838488],[2608165,2842704],[2609032,2843114],[2609799,2843477],[2614700,2844585],[2623619,2847029],[2638097,2851278],[2638500,2851373],[2661788,2858512],[2661851,2858531],[2667104,2860374],[2675539,2862325],[2675942,2862420],[2683082,2864144],[2692444,2866654],[2692507,2866673],[2695440,2867357],[2704359,2869801],[2704762,2869896],[2712133,2872032],[2724394,2875036],[2724457,2875055],[2731066,2876446],[2733659,2877054],[2734062,2877149],[2737899,2878077],[2744032,2879419],[2748579,2880535],[2748642,2880554],[2751575,2881238],[2763019,2883993],[2764719,2884275],[2768133,2884913],[2770197,2864503],[2772970,2885834],[2773033,2885853],[2781523,2887523],[2781586,2887542],[2784655,2888199],[2788195,2888933],[2790788,2889541],[2795544,2890556],[2799633,2891176],[2802296,2848674],[2802900,2891676],[2802963,2891695],[2804600,2891958],[2809819,2892842],[2811519,2893124],[2816997,2881597],[2819770,2894683],[2819833,2894702],[2820173,2894778],[2822840,2883779],[2826039,2884699],[2827667,2895842],[2828273,2885524],[2828734,2895996],[2833150,2896616],[2836417,2897116],[2839902,2871446],[2840506,2897736],[2840569,2897755],[2842206,2898018],[2842570,2889900],[2848187,2891462],[2848733,2876805],[2852436,2892628],[2854064,2899433],[2855160,2893394],[2857263,2899833],[2857869,2894373],[2858330,2899987],[2859926,2882883],[2860593,2883336],[2864480,2885442],[2868515,2896902],[2868891,2887977],[2869455,2887918],[2870959,2897522],[2871505,2889292],[2873193,2889830],[2873654,2873683],[2879626,2893371],[2879708,2880220],[2881574,2894291],[2882772,2882942],[2889748,2889877] ] cell #6017 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2352411],[2462821],[2527653],[2548791],[2559165],[2566178],[2573736],[2592160],[2627980],[2629591],[2632400],[2642458],[2651939],[2652832],[2659845],[2667403],[2673634],[2684368],[2686550],[2687443],[2699801],[2703576],[2708720],[2710331],[2713140],[2715733],[2717480],[2721828],[2722318],[2731754],[2732876],[2742127],[2744502],[2744842],[2746531],[2752861],[2755043],[2755936],[2757547],[2758604],[2761490],[2761526],[2762571],[2770404],[2770894],[2778957],[2779447],[2781200],[2781359],[2782614],[2782915],[2788883],[2789921],[2790005],[2791258],[2791598],[2792074],[2793029],[2793287],[2793415],[2795282],[2795332],[2801371],[2801407],[2802452],[2807406],[2808290],[2808326],[2809371],[2811306],[2811315],[2812090],[2812580],[2815000],[2817204],[2817694],[2818334],[2819447],[2819606],[2820861],[2821104],[2821162],[2822719],[2825322],[2826545],[2826581],[2827405],[2827455],[2831001],[2832238],[2832888],[2832938],[2834888],[2834924],[2835175],[2835316],[2835969],[2837849],[2838093],[2838302],[2838461],[2838977],[2839013],[2840058],[2840887],[2841476],[2841993],[2842002],[2842777],[2843267],[2846459],[2847350],[2847400],[2848066],[2850425],[2850669],[2850878],[2851037],[2851712],[2852083],[2852315],[2853802],[2853852],[2854085],[2856141],[2856177],[2856351],[2856647],[2856656],[2857001],[2857051],[2859001],[2859037],[2859288],[2859429],[2860082],[2862759],[2863130],[2863527],[2865808],[2865844],[2866018],[2866314],[2866323],[2866467],[2867068],[2867104],[2868394],[2870122],[2870172],[2870235],[2870413],[2870554],[2870838],[2872325],[2872375],[2872608],[2874849],[2875450],[2875486],[2877375],[2877425],[2877488],[2877666],[2877807],[2878309],[2878359],[2880253],[2880348],[2880621],[2880840],[2882275],[2884507],[2884557],[2885552],[2885647],[2885920],[2886139],[2886338],[2886593],[2887999],[2890413],[2890480],[2890792],[2891047],[2891758],[2892313],[2895178],[2895413] ] cell #6018 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2811167],[2841854],[2856508],[2866175],[2869866],[2877119],[2880410],[2883269],[2884058],[2885709],[2889606],[2890720],[2892907],[2894558],[2896780], [2413827,2770681],[2467253,2843574],[2494904,2802659],[2520949,2812367],[2534353,2817481],[2542962,2860724],[2543042,2860732],[2566474,2828291],[2590049,2836176],[2601929,2840265],[2609011,2843054],[2609036,2873490],[2609728,2873732],[2626499,2847861],[2649767,2854688],[2660141,2857887],[2661855,2882079],[2667021,2860289],[2667100,2883178],[2668781,2860884],[2692511,2886445],[2698320,2868189],[2707239,2870633],[2712129,2889319],[2716029,2873211],[2720632,2874298],[2724461,2890899],[2726901,2875613],[2737274,2877978],[2737547,2878025],[2737895,2892378],[2748646,2893605],[2754455,2882070],[2764094,2884176],[2764367,2884223],[2764715,2895478],[2769208,2885096],[2773037,2896185],[2775742,2886436],[2777761,2886785],[2781590,2896959],[2784030,2888100],[2784303,2888147],[2784651,2897272],[2797867,2890890],[2802229,2876437],[2802967,2898875],[2803975,2891859],[2804248,2891906],[2804596,2898978],[2810894,2893025],[2811515,2899469],[2813989,2893596],[2816008,2893945],[2819837,2900176],[2823713,2895366],[2826912,2895766],[2828191,2864515],[2828277,2896036],[2828730,2900696],[2829990,2896176],[2835473,2896950],[2839835,2888924],[2840573,2901387],[2841581,2897919],[2842202,2901490],[2844650,2898433],[2847094,2898678],[2848669,2848693],[2848729,2891741],[2849060,2898866],[2853309,2899357],[2857787,2881609],[2857873,2900027],[2858326,2902195],[2859586,2900167],[2859859,2894769],[2860597,2895073],[2861497,2895299],[2863316,2895699],[2864209,2900650],[2864465,2896006],[2867422,2900945],[2869388,2897107],[2871441,2871465],[2871501,2897801],[2871832,2901378],[2873111,2889912],[2873197,2898058],[2873650,2890260],[2876226,2898799],[2878591,2899290],[2879484,2899404],[2880138,2893406],[2880224,2893164],[2881303,2902149],[2881559,2899997],[2882878,2882902],[2882938,2894748],[2887398,2896852],[2887588,2887973],[2887913,2887937],[2888713,2901311],[2889862,2898028],[2893134,2893356] ] cell #6019 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2630440],[2685127],[2702261],[2711180],[2720442],[2731358],[2746077],[2753620],[2758396],[2769018],[2777571],[2782218],[2788487],[2792833],[2793505],[2800158],[2810704],[2815818],[2820465],[2821339],[2821444], [1503306,2828192],[1698536,2857788],[1836029,2873112],[1928589,2880139],[2042066,2887589],[2076718,2890261],[2152668,2893128],[2182322,2894749],[2256513,2835283],[2269766,2897802],[2283838,2898022],[2333377,2891742],[2364047,2899991],[2377642,2859396],[2421956,2896000],[2445409,2888203],[2450249,2870521],[2467230,2843533],[2497427,2891962],[2502267,2877774],[2523204,2880601],[2542482,2860378],[2551251,2884279],[2569287,2885900],[2591764,2837764],[2604452,2872036],[2609292,2843152],[2616745,2875102],[2632004,2850340],[2644918,2878081],[2662954,2858578],[2673238,2863045],[2697485,2866720],[2712744,2841391],[2741731,2851998] ] cell #6020 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1503322],[1633117],[1698552],[1745065],[1760459],[1824944],[1836045],[1879889],[1928605],[1931336],[1946730],[1958027],[1975862],[2009455],[2042082],[2046069],[2058619],[2074013],[2076734],[2092003],[2145291],[2152867],[2153234],[2156735],[2178884],[2182338],[2186325],[2197894],[2225101],[2250643],[2253472],[2256299],[2256684],[2258746],[2269782],[2284037],[2284404],[2287905],[2298268],[2321122],[2333393],[2344565],[2349159],[2352134],[2355412],[2364246],[2364613],[2371772],[2374601],[2377428],[2377813],[2390725],[2406706],[2410890],[2422155],[2422522],[2427937],[2432121],[2436700],[2440065],[2446818],[2450035],[2450420],[2454975],[2459569],[2462544],[2465822],[2467246],[2482985],[2488225],[2492288],[2494865],[2498836],[2502053],[2502438],[2507188],[2511251],[2518012],[2522181],[2524435],[2527232],[2527376],[2531416],[2535995],[2539360],[2542681],[2552028],[2556301],[2558498],[2561219],[2566675],[2568264],[2570518],[2573315],[2573459],[2575193],[2577914],[2590010],[2591204],[2592676],[2595250],[2596431],[2599313],[2601890],[2605861],[2606074],[2609463],[2611847],[2617423],[2618394],[2621115],[2623016],[2627313],[2630034],[2631444],[2632916],[2635490],[2636671],[2637494],[2645695],[2649968],[2651294],[2652165],[2654886],[2655571],[2660342],[2664185],[2666982],[2669457],[2672686],[2673089],[2673674],[2674936],[2678750],[2680229],[2682479],[2685905],[2686776],[2689497],[2690182],[2691108],[2698163],[2699134],[2701855],[2703756],[2703814],[2708053],[2710774],[2713656],[2716230],[2717411],[2718556],[2719856],[2721308],[2721643],[2722054],[2723058],[2727577],[2729327],[2730806],[2733056],[2733114],[2741179],[2741582],[2742167],[2743429],[2750972],[2755269],[2757990],[2758675],[2759521],[2762018],[2762291],[2762751],[2762809],[2767132],[2769884],[2770630],[2776985],[2778437],[2778772],[2779183],[2780187],[2782069],[2786456],[2787935],[2790185],[2790243],[2799402],[2801899],[2802632],[2802690],[2808818],[2809091],[2809551],[2809609],[2811905],[2812316],[2816684],[2817430],[2835689],[2836149],[2836207],[2839505],[2840238],[2840296],[2843003],[2860262],[2860320],[2873763] ] cell #6021 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1503323],[1633123],[1698553],[1726246],[1747092],[1760530],[1824950],[1836046],[1881916],[1912517],[1928606],[1933363],[1946801],[1958033],[2011482],[2040655],[2042083],[2046075],[2060646],[2074084],[2076735],[2093040],[2152868],[2153240],[2153937],[2156806],[2180911],[2182339],[2186331],[2197965],[2226138],[2251680],[2253543],[2256302],[2256683],[2256981],[2269783],[2284038],[2284410],[2285107],[2287976],[2298271],[2321193],[2333394],[2344636],[2349162],[2352131],[2352379],[2364247],[2364619],[2372809],[2374672],[2377431],[2377812],[2378110],[2390722],[2406777],[2410893],[2422156],[2422528],[2428008],[2432124],[2436697],[2446819],[2450038],[2450419],[2450717],[2455046],[2459572],[2462541],[2462789],[2467247],[2483056],[2488228],[2492285],[2494936],[2498837],[2502056],[2502437],[2502735],[2507191],[2511248],[2522184],[2524434],[2527303],[2527373],[2527621],[2531419],[2535992],[2542682],[2552029],[2556304],[2558501],[2561216],[2566678],[2568267],[2570517],[2573386],[2573456],[2573704],[2575196],[2577911],[2590081],[2591201],[2592128],[2592674],[2595253],[2599310],[2601961],[2605862],[2609462],[2609760],[2611850],[2617422],[2618397],[2621112],[2623013],[2627316],[2630031],[2631441],[2632368],[2632914],[2635493],[2637491],[2645696],[2649971],[2651292],[2652168],[2654883],[2660345],[2664184],[2667053],[2667371],[2669454],[2672689],[2673092],[2673602],[2673672],[2674933],[2678748],[2680232],[2682476],[2685903],[2686779],[2689494],[2691106],[2698162],[2699137],[2701852],[2703753],[2708056],[2710771],[2713108],[2713654],[2716233],[2718554],[2719854],[2721305],[2721640],[2722057],[2723056],[2727574],[2729325],[2730809],[2731722],[2733053],[2741182],[2741585],[2742095],[2742165],[2743426],[2750969],[2755272],[2757987],[2759519],[2762016],[2762289],[2762748],[2767130],[2769881],[2770633],[2776983],[2778434],[2778769],[2779186],[2780185],[2782072],[2782582],[2786454],[2787938],[2788851],[2790182],[2799400],[2801897],[2802629],[2808816],[2809089],[2809548],[2811902],[2812319],[2816681],[2817433],[2820829],[2835687],[2836146],[2839503],[2840235],[2843006],[2843516],[2860259] ] cell #6022 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1503326],[1633120],[1698556],[1725209],[1760391],[1824947],[1836049],[1880879],[1911480],[1928609],[1946662],[1958030],[1994799],[2039618],[2042086],[2046072],[2059609],[2073945],[2076738],[2077058],[2152900],[2153077],[2153237],[2156667],[2164228],[2179874],[2182342],[2185878],[2186328],[2233204],[2243150],[2252754],[2256263],[2256880],[2256910],[2269786],[2279765],[2284070],[2284247],[2284407],[2287807],[2287837],[2309566],[2333397],[2337084],[2337909],[2348496],[2352103],[2352376],[2364279],[2364456],[2364616],[2373853],[2373883],[2377392],[2378009],[2378039],[2397949],[2398774],[2422188],[2422365],[2422525],[2425382],[2426478],[2426508],[2436118],[2447494],[2448319],[2449999],[2450616],[2450646],[2458731],[2458906],[2462513],[2462786],[2480430],[2481526],[2481556],[2499512],[2500337],[2502017],[2502634],[2502664],[2505289],[2505718],[2505893],[2522111],[2524677],[2525773],[2525803],[2527345],[2527618],[2535413],[2554402],[2554831],[2555006],[2562367],[2568194],[2570760],[2571856],[2571886],[2573428],[2573701],[2574344],[2575123],[2576779],[2588581],[2591144],[2592125],[2593351],[2593780],[2593955],[2609689],[2611777],[2617545],[2618324],[2619980],[2625952],[2631182],[2631384],[2632365],[2633591],[2634020],[2634195],[2637434],[2648673],[2651316],[2652095],[2653751],[2665553],[2667368],[2669019],[2669397],[2672616],[2673599],[2674876],[2678942],[2680159],[2681339],[2685415],[2685927],[2686706],[2688362],[2691130],[2699064],[2700720],[2703696],[2711922],[2713105],[2714935],[2718578],[2721248],[2721984],[2723080],[2726531],[2727139],[2727517],[2729519],[2730736],[2731719],[2731916],[2732996],[2741109],[2742092],[2743369],[2753908],[2755199],[2756855],[2762040],[2762483],[2762691],[2766336],[2767154],[2768838],[2769824],[2770560],[2778377],[2779113],[2780209],[2782579],[2786648],[2787865],[2788848],[2789045],[2790125],[2796107],[2801103],[2801921],[2802572],[2808840],[2809283],[2809491],[2812246],[2815638],[2816624],[2817360],[2820826],[2823248],[2833713],[2835881],[2836089],[2838709],[2839527],[2840178],[2842933],[2843513],[2852844],[2854627],[2860202],[2868923] ] cell #6023 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1503327],[1633118],[1698557],[1745066],[1760460],[1824945],[1836050],[1879890],[1928610],[1931337],[1946731],[1958028],[1975863],[2009456],[2042087],[2046070],[2058620],[2074014],[2076739],[2092004],[2145292],[2153006],[2153235],[2156736],[2178885],[2182343],[2186326],[2197895],[2225102],[2250644],[2253473],[2256300],[2256813],[2258747],[2269787],[2284176],[2284405],[2287906],[2288716],[2298269],[2321123],[2333398],[2344566],[2349160],[2352133],[2355413],[2364385],[2364614],[2371773],[2374602],[2377429],[2377942],[2381882],[2390724],[2406707],[2410891],[2422294],[2422523],[2427938],[2432122],[2436699],[2440066],[2449106],[2450036],[2450549],[2454976],[2459570],[2461644],[2462543],[2465823],[2466689],[2482986],[2488226],[2492287],[2494866],[2501124],[2502054],[2502567],[2507189],[2508475],[2511250],[2518013],[2522182],[2526485],[2527233],[2527375],[2531417],[2535994],[2537825],[2539361],[2556302],[2557588],[2558499],[2561218],[2566676],[2568265],[2572568],[2573316],[2573458],[2575194],[2577913],[2579033],[2590011],[2591203],[2594414],[2595251],[2596432],[2599312],[2601891],[2604527],[2606075],[2611848],[2618395],[2621114],[2622234],[2623015],[2627314],[2630033],[2631443],[2634654],[2635491],[2636672],[2637493],[2640257],[2649969],[2651333],[2652166],[2654885],[2655572],[2660343],[2666983],[2669456],[2672687],[2673090],[2674935],[2677699],[2678789],[2680230],[2682478],[2685944],[2686777],[2689496],[2690183],[2690757],[2691147],[2699135],[2701854],[2703755],[2703815],[2708054],[2710773],[2716231],[2717412],[2718595],[2721307],[2721642],[2722055],[2722707],[2723097],[2727576],[2729366],[2730807],[2733055],[2733115],[2741180],[2741583],[2743428],[2750971],[2755270],[2757989],[2758676],[2759841],[2762057],[2762330],[2762750],[2762810],[2767171],[2769883],[2770631],[2778436],[2778771],[2779184],[2780226],[2782070],[2786495],[2787936],[2790184],[2790244],[2799722],[2801938],[2802631],[2802691],[2808857],[2809130],[2809550],[2809610],[2811904],[2812317],[2816683],[2817431],[2835728],[2836148],[2836208],[2839544],[2840237],[2840297],[2843004],[2860261],[2860321],[2873764] ] cell #6024 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1503468],[1582545],[1633265],[1698698],[1711110],[1745072],[1760466],[1825092],[1828327],[1836191],[1837499],[1879896],[1904587],[1923821],[1928751],[1931343],[1946737],[1950429],[1958175],[1975869],[1984615],[2009462],[2023021],[2043167],[2046217],[2052716],[2058626],[2066513],[2071950],[2074020],[2076880],[2092010],[2099155],[2120330],[2126574],[2134778],[2145298],[2154044],[2154278],[2156742],[2163277],[2166066],[2178891],[2183423],[2186473],[2197901],[2206331],[2225108],[2226245],[2226479],[2232253],[2235042],[2236466],[2250650],[2253479],[2257241],[2257795],[2258753],[2263293],[2265948],[2278970],[2285214],[2285448],[2287912],[2298314],[2302882],[2321129],[2323961],[2324515],[2326904],[2329559],[2344572],[2349205],[2353002],[2355419],[2357595],[2358291],[2371779],[2372916],[2373150],[2374608],[2378370],[2378924],[2381713],[2390760],[2393309],[2406713],[2408040],[2410936],[2413871],[2415504],[2416200],[2427944],[2432167],[2436735],[2440072],[2445038],[2454982],[2457814],[2458368],[2459615],[2460757],[2463412],[2465829],[2469038],[2470924],[2476391],[2482992],[2488271],[2489791],[2492323],[2494872],[2497056],[2507234],[2511286],[2513835],[2518058],[2527239],[2528566],[2531462],[2534397],[2536030],[2536726],[2539367],[2544550],[2548994],[2550880],[2556347],[2559368],[2561254],[2566721],[2573322],[2576063],[2577949],[2583416],[2590017],[2595296],[2596438],[2596816],[2599348],[2601897],[2604081],[2606120],[2614820],[2619264],[2621150],[2623739],[2628183],[2630069],[2635536],[2636678],[2638217],[2642661],[2644547],[2650014],[2653035],[2654921],[2655617],[2660388],[2666989],[2675659],[2683202],[2687646],[2689532],[2690228],[2695560],[2700004],[2701890],[2703860],[2704479],[2708923],[2710809],[2716276],[2717418],[2722521],[2733160],[2733779],[2744152],[2751695],[2756139],[2758025],[2758721],[2762855],[2763139],[2779650],[2790289],[2790908],[2809655],[2809939] ] cell #6025 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1582528],[1711091],[1828308],[1837518],[1904568],[1950448],[1984596],[2023040],[2048379],[2052697],[2066720],[2099174],[2122237],[2126555],[2134985],[2154025],[2163296],[2196154],[2199975],[2206538],[2226226],[2232272],[2238056],[2257814],[2266155],[2280877],[2285195],[2297198],[2304472],[2319382],[2322832],[2322933],[2323203],[2324534],[2329766],[2342825],[2346646],[2353209],[2359185],[2372897],[2378943],[2389672],[2405754],[2409820],[2412296],[2412642],[2412917],[2414078],[2417094],[2431051],[2438325],[2442146],[2453235],[2456685],[2456786],[2457056],[2458387],[2463619],[2466947],[2471803],[2487866],[2490369],[2491235],[2493543],[2493833],[2510198],[2516942],[2526280],[2530346],[2532822],[2533168],[2533443],[2534604],[2537620],[2541070],[2541171],[2541441],[2542772],[2546007],[2560798],[2562938],[2565871],[2572363],[2578828],[2586380],[2587759],[2590858],[2590959],[2594891],[2597394],[2598260],[2600568],[2600858],[2605004],[2607480],[2607826],[2608101],[2609262],[2612148],[2622029],[2626817],[2635131],[2639674],[2640734],[2648230],[2650586],[2650932],[2651207],[2654465],[2656605],[2659538],[2662486],[2663352],[2664731],[2665660],[2665950],[2669707],[2677116],[2678176],[2689076],[2692888],[2693545],[2693858],[2698490],[2702399],[2702689],[2706996],[2707557],[2712493],[2714492],[2715426],[2724838],[2725495],[2725808],[2736296],[2737717],[2738200],[2738594],[2742895],[2746224],[2749680],[2749993],[2754773],[2764537],[2765020],[2765414],[2774071],[2774384],[2775611],[2776333],[2779883],[2784473],[2785350],[2797736],[2798458],[2804418],[2805295],[2806688],[2813858],[2814580],[2824604],[2827082],[2829859],[2830581],[2837375],[2847808],[2849951],[2863861] ] cell #6026 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1712039],[1837552],[1950482],[1959573],[2023074],[2067064],[2099208],[2135329],[2163330],[2176670],[2206882],[2232306],[2240074],[2257848],[2266499],[2306490],[2324568],[2330110],[2334204],[2353553],[2358321],[2361203],[2378977],[2395069],[2412951],[2414422],[2416230],[2419112],[2440343],[2444614],[2458421],[2463963],[2474639],[2476421],[2493990],[2494132],[2495143],[2496632],[2515595],[2533477],[2534948],[2536756],[2539638],[2542806],[2546352],[2548558],[2563071],[2564969],[2565886],[2566236],[2566358],[2566751],[2581664],[2583446],[2601015],[2601157],[2602168],[2603657],[2608135],[2609606],[2612281],[2614362],[2625541],[2626832],[2627747],[2629355],[2629389],[2640019],[2642225],[2650044],[2651241],[2656738],[2658636],[2659553],[2659903],[2660025],[2660418],[2666107],[2666249],[2667260],[2669722],[2677461],[2680663],[2682090],[2682744],[2693021],[2695102],[2699568],[2702846],[2702988],[2706281],[2707572],[2708487],[2710095],[2710129],[2712626],[2715441],[2715791],[2715913],[2716306],[2718900],[2724971],[2727842],[2735581],[2738215],[2738727],[2743694],[2744609],[2746239],[2746589],[2746711],[2749156],[2750583],[2751237],[2754788],[2755703],[2757311],[2757345],[2765035],[2765547],[2773547],[2776029],[2776348],[2776860],[2779898],[2781185],[2782679],[2782713],[2784971],[2785483],[2789796],[2790450],[2791365],[2798154],[2798473],[2798985],[2804916],[2805428],[2806703],[2807281],[2807600],[2810155],[2810189],[2814595],[2815107],[2819432],[2824619],[2825197],[2825516],[2830596],[2831108],[2831704],[2831738],[2837390],[2837968],[2838287],[2845925],[2845959],[2849966],[2850544],[2850863],[2855817],[2855851],[2863876],[2865484],[2865518],[2876012],[2876046] ] cell #6027 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2224149],[2322561],[2370820],[2390257],[2403661],[2412358],[2456414],[2464870],[2467226],[2491820],[2510783],[2521521],[2524187],[2532884],[2540799],[2542364],[2570270],[2586965],[2587900],[2590587],[2598845],[2603827],[2607542],[2609182],[2609583],[2617175],[2640189],[2648432],[2648441],[2648815],[2650648],[2662406],[2663937],[2664872],[2667559],[2672355],[2677631],[2685557],[2693465],[2697915],[2698803],[2700134],[2700456],[2700488],[2706451],[2707137],[2712304],[2714694],[2714703],[2715077],[2716910],[2720863],[2725415],[2730475],[2735751],[2736437],[2738405],[2740848],[2742984],[2744287],[2744366],[2749600],[2750195],[2750204],[2754050],[2754938],[2756269],[2756591],[2756623],[2761796],[2765225],[2767945],[2769439],[2773991],[2774586],[2774595],[2774691],[2776498],[2777992],[2779965],[2785161],[2785573],[2785895],[2785927],[2787604],[2789740],[2791043],[2791122],[2796816],[2798623],[2800306],[2801677],[2802712],[2805106],[2805518],[2805840],[2805872],[2807225],[2808596],[2812938],[2812953],[2814745],[2814785],[2814864],[2816239],[2818212],[2821800],[2825141],[2825870],[2826633],[2828340],[2828939],[2828954],[2830746],[2830786],[2830865],[2831338],[2831353],[2832116],[2836229],[2836698],[2836924],[2837912],[2839283],[2840318],[2843446],[2843905],[2843920],[2845559],[2845574],[2846337],[2846908],[2847147],[2848018],[2848781],[2849274],[2849500],[2850488],[2851157],[2854737],[2855466],[2856229],[2857936],[2860342],[2860461],[2860997],[2861645],[2861660],[2861755],[2861890],[2862204],[2863204],[2863464],[2863479],[2864023],[2865133],[2865896],[2868331],[2868346],[2869109],[2869680],[2870790],[2871553],[2872272],[2873260],[2874411],[2874479],[2874570],[2875726],[2876114],[2876374],[2876389],[2876619],[2876933],[2878739],[2878754],[2878849],[2878984],[2879298],[2881117],[2882227],[2882990],[2883871],[2883940],[2885209],[2885368],[2886898],[2886966],[2887057],[2887656],[2887791],[2888601],[2888861],[2888876],[2889106],[2889420],[2891623],[2892720],[2892789],[2893206],[2893297],[2894058],[2894217],[2894951],[2896994],[2897063],[2897683],[2898191],[2898326],[2900280] ] cell #6028 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2117850],[2224097],[2276490],[2311314],[2322253],[2370768],[2379904],[2382360],[2409026],[2443448],[2445167],[2456106],[2464818],[2466487],[2475824],[2497185],[2518504],[2521469],[2529552],[2536402],[2540491],[2542313],[2542743],[2551009],[2578321],[2582849],[2587840],[2587848],[2590279],[2603776],[2604210],[2606566],[2609531],[2615268],[2621522],[2630198],[2640138],[2644676],[2646355],[2647963],[2648381],[2649447],[2655293],[2656063],[2662048],[2664812],[2664820],[2667251],[2672119],[2677580],[2683650],[2689904],[2690674],[2693107],[2696008],[2698567],[2700130],[2702019],[2706400],[2707077],[2707085],[2710938],[2712617],[2714225],[2714643],[2720859],[2725057],[2728345],[2730239],[2735700],[2736377],[2736385],[2736509],[2738718],[2740612],[2742980],[2744600],[2749242],[2749726],[2750144],[2752143],[2754702],[2756265],[2758154],[2763329],[2765538],[2767709],[2769435],[2770652],[2773633],[2774117],[2774535],[2776262],[2777988],[2781099],[2783265],[2783282],[2785474],[2785569],[2787368],[2789736],[2791356],[2794072],[2798387],[2799301],[2800302],[2802476],[2803210],[2803227],[2805419],[2805514],[2806203],[2806220],[2807221],[2812338],[2812949],[2814509],[2815098],[2816235],[2817452],[2819346],[2821916],[2821933],[2824119],[2824136],[2825137],[2825866],[2826195],[2827335],[2828336],[2828950],[2830510],[2831099],[2831349],[2835993],[2836907],[2837908],[2838201],[2840082],[2843025],[2843916],[2844819],[2844836],[2844965],[2845570],[2846896],[2847263],[2847280],[2848014],[2849483],[2850484],[2850777],[2853715],[2853732],[2854733],[2855462],[2855479],[2856931],[2857932],[2860106],[2860695],[2861656],[2861751],[2861873],[2863475],[2864011],[2864378],[2864395],[2865129],[2865146],[2867591],[2867608],[2867737],[2868342],[2870786],[2872255],[2873256],[2873549],[2874467],[2874566],[2874583],[2876385],[2876602],[2878750],[2878845],[2878967],[2879799],[2881105],[2881472],[2881489],[2882223],[2882240],[2885364],[2885381],[2886954],[2887053],[2887070],[2887652],[2887774],[2888872],[2889089],[2893194],[2893293],[2893310],[2894213],[2894230],[2894934],[2898187],[2898204],[2900384] ] cell #6029 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1800945],[1955504],[2055541],[2129399],[2159808],[2228784],[2262726],[2288039],[2301091],[2326337],[2358112],[2375455],[2392742],[2413713],[2416021],[2434944],[2460190],[2473609],[2476212],[2494305],[2513268],[2520835],[2534239],[2536547],[2548467],[2563939],[2566542],[2580634],[2583237],[2589450],[2601330],[2608897],[2614244],[2625064],[2627656],[2642134],[2647232],[2649835],[2657606],[2660209],[2666422],[2667836],[2680572],[2682626],[2694984],[2699477],[2700436],[2705804],[2708396],[2713494],[2716097],[2716851],[2727724],[2735104],[2739119],[2743576],[2744518],[2749065],[2751119],[2754628],[2755612],[2756571],[2758542],[2765939],[2773456],[2775915],[2776769],[2781067],[2784853],[2785875],[2789659],[2790332],[2791274],[2798040],[2798894],[2804798],[2805820],[2806926],[2807482],[2814162],[2815016],[2818021],[2819314],[2824842],[2825398],[2830163],[2831017],[2831273],[2831755],[2837613],[2838169],[2845494],[2845976],[2850189],[2850745],[2851089],[2855386],[2855868],[2862136],[2865053],[2865535],[2869612],[2874073],[2876865],[2883593] ] cell #6030 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1923807],[2071936],[2166052],[2235028],[2263279],[2326890],[2358135],[2381699],[2393295],[2412639],[2416044],[2444910],[2460743],[2467220],[2476235],[2493835],[2494858],[2496928],[2513821],[2533165],[2536570],[2542361],[2548405],[2548490],[2550752],[2565897],[2566565],[2583260],[2590003],[2600860],[2601883],[2603824],[2603953],[2607823],[2609184],[2614402],[2627594],[2627679],[2629941],[2640186],[2642072],[2642157],[2644419],[2648429],[2649858],[2650929],[2659564],[2660232],[2662408],[2665952],[2666975],[2671491],[2677628],[2680510],[2680595],[2682784],[2693467],[2695142],[2699415],[2699500],[2700490],[2700587],[2701762],[2702691],[2706448],[2708334],[2708419],[2710681],[2712315],[2714691],[2715452],[2716120],[2717191],[2717404],[2725417],[2727882],[2729611],[2735748],[2738416],[2739984],[2743734],[2744298],[2744456],[2744541],[2744634],[2746250],[2749003],[2749088],[2749602],[2750192],[2751277],[2755550],[2755635],[2756625],[2756722],[2757897],[2758565],[2758826],[2765236],[2767416],[2773394],[2773479],[2773993],[2774583],[2774807],[2776707],[2776792],[2779909],[2780471],[2781033],[2781225],[2785011],[2785172],[2785929],[2786026],[2786740],[2789682],[2790490],[2791054],[2791212],[2791297],[2791390],[2793006],[2796932],[2798832],[2798917],[2804956],[2805117],[2805874],[2805971],[2806714],[2806949],[2807640],[2810080],[2813054],[2814216],[2814796],[2814954],[2815039],[2815132],[2818156],[2818718],[2819280],[2819472],[2824630],[2824865],[2825556],[2829055],[2830217],[2830797],[2830955],[2831040],[2831133],[2831629],[2831890],[2832349],[2836709],[2837401],[2837636],[2838135],[2838327],[2840767],[2844116],[2845850],[2846111],[2846570],[2849285],[2849977],[2850212],[2850711],[2850903],[2851168],[2851463],[2855307],[2855742],[2856003],[2861008],[2862215],[2862510],[2863887],[2864974],[2865409],[2865670],[2866418],[2869986],[2873947],[2874800],[2875937],[2877239] ] cell #6031 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1972838],[1991775],[2114797],[2142267],[2161204],[2211439],[2223997],[2230180],[2255722],[2273437],[2301625],[2318307],[2322584],[2322911],[2352661],[2353378],[2370668],[2376851],[2389678],[2389906],[2391986],[2412302],[2412623],[2414247],[2435478],[2439880],[2452160],[2456437],[2456764],[2463071],[2463788],[2464718],[2466925],[2473466],[2473506],[2491241],[2491469],[2493549],[2510204],[2510432],[2512512],[2521369],[2527903],[2532828],[2533149],[2534773],[2539175],[2540822],[2541149],[2542592],[2548350],[2560804],[2561032],[2563796],[2563836],[2573986],[2580491],[2580531],[2586386],[2586614],[2587884],[2588694],[2590610],[2590937],[2595016],[2596246],[2598266],[2598494],[2600574],[2605129],[2607486],[2607807],[2609431],[2609567],[2624921],[2624961],[2627539],[2635256],[2636486],[2640859],[2642017],[2647089],[2647129],[2648236],[2648464],[2650592],[2650913],[2654471],[2654699],[2657463],[2657503],[2663358],[2663586],[2664856],[2665666],[2667582],[2678301],[2680455],[2689082],[2689310],[2693864],[2694092],[2698496],[2699360],[2700293],[2700333],[2700571],[2702405],[2705661],[2705701],[2707121],[2708279],[2713351],[2713391],[2714498],[2714726],[2717175],[2725814],[2726042],[2734961],[2735001],[2736421],[2737723],[2738976],[2739016],[2742901],[2744401],[2744447],[2748948],[2749999],[2750227],[2755495],[2756428],[2756468],[2756706],[2764543],[2765796],[2765836],[2773339],[2774390],[2774618],[2775209],[2775617],[2776652],[2779766],[2781146],[2784479],[2785732],[2785772],[2786010],[2791157],[2791203],[2797334],[2797742],[2798777],[2804424],[2805677],[2805717],[2805955],[2806377],[2806571],[2813456],[2813864],[2814899],[2814945],[2819393],[2824293],[2824487],[2827088],[2829457],[2829865],[2830900],[2830946],[2831399],[2837064],[2837251],[2837258],[2838248],[2843561],[2844348],[2845620],[2847814],[2849640],[2849827],[2849834],[2850824],[2855512],[2855707],[2860542],[2861302],[2862088],[2863744],[2865179],[2865374],[2869790],[2872599],[2873596],[2874104],[2874716],[2875510],[2877043],[2879182],[2882468],[2883462],[2883982],[2887203],[2889530],[2890525],[2892831],[2896585] ] cell #6032 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2041479],[2181735],[2269179],[2297624],[2312534],[2322606],[2332790],[2358701],[2410246],[2412599],[2416610],[2431477],[2444930],[2446387],[2456459],[2466643],[2476801],[2493751],[2496948],[2498405],[2517368],[2522810],[2530772],[2533125],[2537136],[2540844],[2543075],[2550772],[2551597],[2567131],[2568893],[2583826],[2587660],[2588185],[2590632],[2600776],[2603973],[2605430],[2607783],[2609229],[2614422],[2614512],[2616351],[2629961],[2630786],[2644439],[2645264],[2648253],[2648486],[2650424],[2650889],[2660798],[2662453],[2662560],[2664632],[2665157],[2665868],[2667239],[2667604],[2667765],[2671495],[2671594],[2682804],[2682894],[2684733],[2693512],[2695162],[2695252],[2697091],[2700535],[2700547],[2701782],[2702607],[2706897],[2710701],[2711526],[2712605],[2714515],[2714748],[2716686],[2717068],[2717151],[2720353],[2725462],[2727902],[2727992],[2729615],[2729714],[2736197],[2738706],[2739988],[2740087],[2743754],[2743844],[2744302],[2744588],[2745683],[2749210],[2749647],[2750016],[2750249],[2751297],[2751387],[2753226],[2754647],[2755757],[2756670],[2756682],[2757917],[2758742],[2765526],[2767420],[2767519],[2768929],[2773601],[2774038],[2774407],[2774640],[2776207],[2776914],[2777482],[2780475],[2780574],[2781044],[2785031],[2785121],[2785462],[2785974],[2785986],[2786744],[2786843],[2790510],[2790600],[2791058],[2791344],[2792439],[2798332],[2799039],[2800069],[2804976],[2805066],[2805407],[2805919],[2805931],[2806087],[2807660],[2807750],[2810615],[2814220],[2814319],[2814454],[2814800],[2815086],[2815729],[2818722],[2818821],[2819291],[2824003],[2825576],[2825666],[2830221],[2830320],[2830455],[2830801],[2831087],[2832353],[2832452],[2836713],[2836774],[2837675],[2838146],[2841302],[2846574],[2846673],[2849289],[2849350],[2850251],[2850722],[2851172],[2851909],[2855322],[2861012],[2861141],[2862219],[2862956],[2864989],[2866433],[2873962],[2874815] ] cell #6033 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1923878],[2072007],[2166123],[2196742],[2213102],[2235099],[2263350],[2319970],[2326961],[2343413],[2358138],[2359773],[2381770],[2393366],[2412495],[2412626],[2416047],[2417682],[2438913],[2444907],[2453823],[2460814],[2476238],[2477162],[2493843],[2494929],[2496925],[2513892],[2518247],[2518829],[2533021],[2533152],[2536573],[2538208],[2548493],[2548591],[2550749],[2566568],[2567492],[2583263],[2584187],[2587639],[2590074],[2600868],[2601954],[2603950],[2606309],[2606891],[2607679],[2607810],[2609753],[2614248],[2614399],[2627682],[2627780],[2629938],[2642160],[2642258],[2644416],[2649861],[2650785],[2650916],[2655806],[2660235],[2661159],[2664611],[2665960],[2667046],[2667474],[2671468],[2680598],[2680696],[2682630],[2682781],[2690417],[2694988],[2695139],[2699503],[2699601],[2700574],[2701759],[2702699],[2705942],[2706876],[2708422],[2708520],[2710678],[2713632],[2716123],[2717047],[2717178],[2717475],[2727728],[2727879],[2729588],[2735242],[2736176],[2739257],[2739961],[2743580],[2743731],[2744544],[2744642],[2749091],[2749189],[2751123],[2751274],[2755638],[2755736],[2756709],[2757894],[2758568],[2758834],[2766077],[2767393],[2773482],[2773580],[2776795],[2776893],[2780448],[2781071],[2781222],[2784857],[2785008],[2786013],[2786717],[2789685],[2790336],[2790487],[2791300],[2791398],[2793003],[2798920],[2799018],[2804802],[2804953],[2805958],[2806952],[2807486],[2807637],[2811098],[2814193],[2815042],[2815140],[2818153],[2818695],[2819318],[2819469],[2824868],[2825402],[2825553],[2830194],[2831043],[2831141],[2831277],[2831887],[2832326],[2837639],[2838173],[2838324],[2840759],[2841785],[2845498],[2846108],[2846547],[2850215],[2850749],[2850900],[2851104],[2851455],[2855390],[2856000],[2856439],[2862151],[2862502],[2865057],[2865667],[2866106],[2866380],[2869627],[2869978],[2874077],[2874762],[2876880],[2877231],[2880261],[2883608],[2885560],[2890440] ] cell #6034 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2152630],[2283800],[2364009],[2421918],[2445371],[2497389],[2522825],[2542444],[2551213],[2566181],[2568908],[2591758],[2604414],[2609900],[2616366],[2629586],[2630402],[2631998],[2644880],[2659848],[2662575],[2667278],[2671551],[2671609],[2673232],[2684247],[2684748],[2697106],[2702223],[2710326],[2711142],[2712644],[2712738],[2715736],[2716860],[2720436],[2729671],[2729729],[2731352],[2738745],[2740044],[2740102],[2741725],[2744627],[2745698],[2746534],[2752740],[2753241],[2754888],[2757542],[2758358],[2761404],[2765565],[2767476],[2767534],[2769012],[2776448],[2777565],[2780531],[2780589],[2781285],[2781362],[2782212],[2782910],[2785501],[2786800],[2786858],[2788481],[2789704],[2791383],[2791953],[2792454],[2793290],[2793467],[2798573],[2800152],[2801285],[2805446],[2807189],[2808204],[2810698],[2811089],[2811181],[2811239],[2811310],[2812459],[2814276],[2814334],[2814695],[2815125],[2815812],[2818778],[2818836],[2819532],[2819609],[2820459],[2820960],[2821157],[2825105],[2826459],[2830277],[2830335],[2830696],[2831126],[2831433],[2832409],[2832467],[2834459],[2834802],[2835162],[2835277],[2837758],[2837876],[2838387],[2838464],[2838891],[2840876],[2841385],[2841776],[2841868],[2841926],[2841997],[2843146],[2845654],[2846630],[2846688],[2850334],[2850452],[2850963],[2851040],[2851433],[2851572],[2851992],[2853493],[2855546],[2856055],[2856430],[2856522],[2856580],[2856651],[2858572],[2858915],[2859275],[2859390],[2862480],[2862619],[2863039],[2865213],[2865722],[2866097],[2866189],[2866247],[2866318],[2866571],[2866714],[2866982],[2869592],[2869956],[2870095],[2870400],[2870515],[2872016],[2874138],[2874953],[2875096],[2875364],[2876845],[2877209],[2877348],[2877653],[2877768],[2877925],[2878061],[2880238],[2880452],[2880595],[2883542],[2884123],[2884259],[2884973],[2885537],[2885751],[2885894],[2886323],[2888183],[2890398],[2890777],[2891314],[2891942] ] cell #6035 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2518241],[2606303],[2655800],[2667468],[2690411],[2705936],[2713626],[2735236],[2739251],[2749023],[2755570],[2766071],[2773414],[2776727],[2798852], [1503668,2831178],[1582565,2717497],[1633463,2851001],[1698898,2815177],[1711869,2758871],[1712036,2759131],[1760212,2866082],[1825290,2838425],[1836391,2791435],[1837546,2793026],[1838282,2793251],[1877883,2876827],[1928951,2744679],[1946483,2856415],[1950476,2818176],[1958373,2819570],[1959581,2820945],[1963961,2883524],[2023068,2831910],[2046415,2781323],[2056613,2869574],[2067072,2840861],[2073766,2841761],[2088205,2614347],[2099202,2846131],[2105920,2727827],[2133390,2877907],[2135337,2851557],[2156488,2811074],[2163324,2856023],[2176878,2858501],[2204943,2884105],[2206890,2862604],[2221303,2682729],[2232300,2865690],[2240282,2866643],[2246845,2695087],[2252520,2834388],[2257842,2781245],[2264560,2784956],[2266507,2870080],[2306698,2875025],[2322470,2629374],[2324562,2850923],[2328171,2804901],[2330118,2877333],[2336850,2851362],[2351614,2743679],[2353561,2811224],[2361411,2880524],[2367974,2751222],[2378971,2819492],[2393788,2825501],[2397715,2862409],[2412620,2566142],[2412945,2831162],[2414430,2866232],[2419320,2885823],[2440551,2781170],[2447260,2869885],[2456323,2710114],[2458415,2838347],[2462024,2790435],[2463971,2841911],[2473741,2845944],[2493864,2493880],[2494140,2805952],[2495351,2850848],[2499278,2877138],[2514314,2807585],[2533146,2659809],[2533471,2815161],[2534956,2856565],[2539846,2819417],[2540708,2757330],[2542800,2758855],[2548425,2824650],[2562133,2884902],[2564071,2865503],[2565917,2830975],[2580766,2831723],[2590496,2782698],[2600889,2600905],[2601165,2786007],[2602376,2838272],[2607804,2715697],[2608129,2791419],[2609614,2717172],[2625196,2876031],[2627614,2849997],[2642092,2806734],[2647364,2810174],[2650910,2746495],[2651235,2744663],[2657738,2855836],[2659584,2814974],[2665981,2665997],[2666257,2756703],[2680530,2863907],[2699435,2779929],[2700568,2702996],[2702720,2702736],[2708354,2837421],[2715472,2791232],[2744476,2746270] ] cell #6036 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1726102],[1746948],[1881772],[1912373],[1933219],[2004341],[2011338],[2040511],[2060502],[2092896],[2117818],[2153793],[2173770],[2180767],[2196385],[2224125],[2225994],[2251536],[2256839],[2276458],[2284963],[2286003],[2296829],[2319613],[2343056],[2352422],[2356305],[2370796],[2372665],[2377968],[2379872],[2389454],[2405985],[2409451],[2430682],[2438556],[2443416],[2450575],[2453466],[2462832],[2464846],[2466715],[2487497],[2491017],[2494144],[2502593],[2509980],[2516573],[2518472],[2521497],[2526511],[2527664],[2529977],[2537851],[2542711],[2558318],[2558397],[2560580],[2565947],[2572594],[2573747],[2579059],[2586162],[2587390],[2587876],[2592171],[2594522],[2598042],[2601169],[2604635],[2606534],[2609559],[2609618],[2622260],[2622928],[2627133],[2627212],[2629395],[2632411],[2634762],[2640365],[2648012],[2648091],[2652064],[2654247],[2656031],[2659614],[2663134],[2664362],[2664848],[2666261],[2667414],[2672909],[2672988],[2673645],[2677807],[2682391],[2686675],[2688858],[2690642],[2691035],[2693640],[2700215],[2703000],[2703668],[2706627],[2707113],[2707873],[2707952],[2710135],[2713151],[2714274],[2714353],[2715502],[2721555],[2721953],[2722985],[2725590],[2731765],[2732968],[2735927],[2736413],[2736692],[2741402],[2741481],[2742138],[2746300],[2747170],[2749775],[2749854],[2750884],[2755168],[2756350],[2757351],[2761945],[2762663],[2763512],[2770529],[2771561],[2774166],[2774245],[2774749],[2778684],[2779082],[2780114],[2781889],[2781968],[2782625],[2782719],[2783448],[2783682],[2785654],[2788894],[2790097],[2793426],[2793542],[2794659],[2795677],[2796874],[2801826],[2802544],[2803393],[2803627],[2805599],[2808745],[2809463],[2810312],[2811817],[2812215],[2812996],[2813237],[2817329],[2820872],[2821045],[2822228],[2822938],[2823583],[2826782],[2827800],[2828997],[2829238],[2833283],[2834480],[2836061],[2836832],[2839432],[2840150],[2841233],[2842902],[2843205],[2844058],[2845131],[2847575],[2848285],[2849408],[2852534],[2853179],[2857396],[2858834],[2860174],[2860793],[2861798],[2863617],[2867903],[2871057],[2872180],[2874207],[2875522],[2878892],[2886694] ] cell #6037 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1851728],[1871719],[2001285],[2030458],[2050449],[2117688],[2124307],[2151777],[2170714],[2201115],[2224122],[2257623],[2276328],[2282947],[2297312],[2322588],[2324343],[2347786],[2352650],[2370793],[2378752],[2379742],[2389504],[2409934],[2431165],[2439772],[2443286],[2456441],[2458196],[2463060],[2464843],[2473364],[2484768],[2487980],[2491067],[2510030],[2517056],[2521494],[2527892],[2530460],[2539067],[2540826],[2542581],[2560630],[2563218],[2563694],[2566430],[2573975],[2580389],[2586212],[2587873],[2590614],[2595005],[2596138],[2598092],[2605118],[2609556],[2614742],[2615900],[2623661],[2624819],[2629445],[2635245],[2636378],[2640848],[2646987],[2648062],[2648468],[2653124],[2654297],[2656885],[2657361],[2660097],[2663184],[2664845],[2667586],[2667642],[2671852],[2678290],[2679395],[2683124],[2684282],[2687735],[2688908],[2693690],[2695482],[2696640],[2700191],[2700265],[2704401],[2705559],[2707110],[2710185],[2713249],[2714324],[2714730],[2715985],[2717118],[2722610],[2725640],[2729972],[2733701],[2734859],[2736410],[2736742],[2738874],[2740345],[2744074],[2744374],[2745134],[2745232],[2746783],[2747888],[2749825],[2750231],[2751617],[2752775],[2756228],[2756326],[2756400],[2757401],[2758960],[2763061],[2763562],[2765694],[2771186],[2772279],[2774216],[2774622],[2774849],[2779739],[2780832],[2781565],[2782769],[2783498],[2785630],[2785704],[2787101],[2790830],[2791130],[2791890],[2791988],[2795727],[2796574],[2796974],[2802942],[2803443],[2805575],[2805649],[2806047],[2809861],[2810362],[2811482],[2812494],[2813096],[2813287],[2814872],[2817986],[2819079],[2819812],[2821422],[2822278],[2823038],[2823963],[2827850],[2828697],[2829097],[2829288],[2830873],[2833333],[2834180],[2834580],[2836734],[2836932],[2840548],[2842169],[2843255],[2844158],[2844663],[2845181],[2847625],[2848385],[2849310],[2849508],[2852634],[2853559],[2855411],[2857446],[2858293],[2858884],[2860469],[2861101],[2861898],[2863717],[2864222],[2865078],[2867435],[2867953],[2871157],[2872280],[2873824],[2874515],[2875830],[2878992],[2881316],[2882172],[2883702],[2884622],[2887002],[2892551] ] cell #6038 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1972839],[1991776],[2114798],[2142268],[2161205],[2223998],[2230181],[2255723],[2273438],[2301626],[2322585],[2353379],[2370669],[2376852],[2389907],[2402281],[2412624],[2414248],[2435479],[2439881],[2456438],[2463789],[2464719],[2473467],[2490440],[2491470],[2494141],[2510433],[2518242],[2521370],[2533150],[2534774],[2539176],[2540823],[2548347],[2548426],[2550182],[2561033],[2563797],[2565918],[2580492],[2586615],[2590611],[2596247],[2597465],[2598495],[2601166],[2606304],[2607808],[2609432],[2609615],[2614344],[2624922],[2627536],[2627615],[2629371],[2636487],[2642014],[2642093],[2643849],[2647090],[2648465],[2650914],[2654700],[2655801],[2657464],[2659585],[2663587],[2666258],[2667469],[2667583],[2680452],[2680531],[2682726],[2689311],[2690412],[2694093],[2695084],[2699357],[2699436],[2700294],[2700569],[2700572],[2701192],[2702997],[2705662],[2705937],[2708276],[2708355],[2710111],[2713352],[2713627],[2714727],[2715473],[2717173],[2717176],[2726043],[2727824],[2734962],[2735237],[2738977],[2739252],[2743676],[2744398],[2744448],[2744477],[2746271],[2748945],[2749024],[2750228],[2751219],[2755492],[2755571],[2756429],[2756704],[2756707],[2757327],[2765797],[2766072],[2773336],[2773415],[2774619],[2775210],[2776649],[2776728],[2779930],[2781143],[2781167],[2782695],[2784953],[2785733],[2786008],[2786011],[2790432],[2791154],[2791204],[2791233],[2797335],[2798774],[2798853],[2804898],[2805678],[2805953],[2805956],[2806374],[2806735],[2807582],[2810171],[2813457],[2814896],[2814946],[2814975],[2819390],[2819414],[2824290],[2824651],[2825498],[2829458],[2830897],[2830947],[2830976],[2831393],[2831720],[2834382],[2837061],[2837252],[2837422],[2838245],[2838269],[2843562],[2844349],[2845614],[2845941],[2849637],[2849828],[2849998],[2850821],[2850845],[2851356],[2855506],[2855704],[2855833],[2860543],[2861299],[2862089],[2862403],[2863908],[2865173],[2865371],[2865500],[2869784],[2869879],[2872600],[2873593],[2874098],[2874713],[2876028],[2877037],[2877132],[2879183],[2882465],[2883452],[2883976],[2884896],[2887200],[2889524],[2890515],[2891135],[2892825],[2896575] ] cell #6039 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2152702],[2283872],[2364081],[2390168],[2403572],[2421990],[2445443],[2491731],[2497461],[2510694],[2522881],[2524098],[2542516],[2551285],[2566065],[2566174],[2568964],[2570181],[2586876],[2591793],[2598756],[2604486],[2616422],[2617086],[2629592],[2630474],[2632033],[2644952],[2648273],[2648726],[2659732],[2659841],[2662631],[2663848],[2671641],[2671686],[2673267],[2684804],[2685468],[2697162],[2697826],[2700373],[2702295],[2710332],[2711214],[2712773],[2714535],[2714988],[2715620],[2715729],[2717346],[2720340],[2720452],[2729761],[2729806],[2731387],[2740134],[2740179],[2741760],[2745754],[2746418],[2746527],[2750036],[2753297],[2753961],[2756508],[2757548],[2758430],[2758762],[2761385],[2767566],[2767611],[2768916],[2769028],[2774427],[2777469],[2777581],[2780621],[2780666],[2781355],[2782247],[2782916],[2785141],[2785812],[2786890],[2786935],[2788516],[2790620],[2792510],[2793174],[2793283],[2793539],[2800056],[2800168],[2801266],[2805086],[2805757],[2807770],[2808185],[2810602],[2810714],[2811271],[2811316],[2814366],[2814411],[2815716],[2815828],[2818868],[2818913],[2819602],[2820494],[2821016],[2821163],[2825686],[2826440],[2830367],[2830412],[2832499],[2832544],[2834783],[2835181],[2835293],[2837662],[2837774],[2838457],[2838872],[2841049],[2841289],[2841401],[2841958],[2842003],[2843181],[2846720],[2846765],[2850238],[2850350],[2851033],[2851874],[2851896],[2852008],[2854089],[2856036],[2856612],[2856657],[2858693],[2858896],[2859294],[2859406],[2862921],[2862943],[2863055],[2865703],[2866279],[2866324],[2866394],[2866930],[2866963],[2870397],[2870419],[2870531],[2872082],[2872612],[2874776],[2875312],[2875345],[2877650],[2877672],[2877784],[2877890],[2878195],[2880275],[2880811],[2880844],[2884088],[2884393],[2885574],[2886110],[2886143],[2886311],[2888012],[2888317],[2890454],[2890765],[2891771],[2892076],[2893471],[2895202],[2896051],[2898379] ] cell #6040 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2152643],[2283813],[2364022],[2421931],[2445384],[2497402],[2522975],[2542457],[2548786],[2551226],[2559160],[2569058],[2591874],[2604427],[2616516],[2627975],[2630415],[2632114],[2642453],[2644893],[2652827],[2662725],[2671672],[2673348],[2684363],[2684450],[2684898],[2687438],[2697256],[2699796],[2702236],[2708715],[2711155],[2712854],[2717473],[2720480],[2722313],[2729792],[2731086],[2731468],[2740165],[2741841],[2744508],[2744837],[2745848],[2752856],[2752943],[2753391],[2755931],[2758371],[2758600],[2761392],[2761521],[2767597],[2769056],[2770889],[2777609],[2779442],[2780652],[2781195],[2782328],[2786921],[2788215],[2788597],[2789917],[2791264],[2791593],[2792069],[2792156],[2792604],[2793034],[2793480],[2795268],[2800196],[2801273],[2801402],[2807402],[2808192],[2808321],[2810742],[2811302],[2812575],[2812662],[2814397],[2815006],[2815856],[2817689],[2818339],[2818899],[2819442],[2820193],[2820575],[2821110],[2825318],[2826447],[2826576],[2827391],[2830398],[2831007],[2832243],[2832530],[2832874],[2834790],[2834919],[2835321],[2835374],[2836437],[2837802],[2837855],[2838089],[2838297],[2838879],[2839008],[2840898],[2841429],[2841482],[2841989],[2843262],[2843349],[2846464],[2846751],[2847336],[2850378],[2850431],[2850665],[2850873],[2851723],[2852036],[2852089],[2853788],[2854096],[2854225],[2856043],[2856172],[2856356],[2856643],[2856987],[2858903],[2859032],[2859434],[2859487],[2860550],[2862770],[2863083],[2863136],[2865710],[2865839],[2866023],[2866310],[2866474],[2866970],[2867099],[2868615],[2870108],[2870246],[2870559],[2870612],[2872311],[2872619],[2872748],[2874856],[2875352],[2875481],[2877361],[2877499],[2877812],[2877865],[2877897],[2878295],[2880355],[2880851],[2880980],[2882496],[2884095],[2884493],[2885654],[2886150],[2886279],[2886315],[2888019],[2888417],[2890487],[2890769],[2891778],[2892176],[2893475],[2895209],[2896055],[2898383] ] cell #6041 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1923811],[2071940],[2166056],[2235032],[2263283],[2326894],[2358206],[2381703],[2393299],[2416115],[2444969],[2460747],[2476306],[2494862],[2496987],[2513825],[2536641],[2548527],[2550811],[2566636],[2583331],[2590007],[2601887],[2604012],[2614432],[2627716],[2630000],[2642194],[2644478],[2649929],[2660303],[2666979],[2671480],[2680632],[2682814],[2695172],[2699537],[2701821],[2708456],[2710740],[2716191],[2717408],[2727912],[2729600],[2739973],[2743764],[2744578],[2749125],[2751307],[2755672],[2757956],[2758636],[2767405],[2773516],[2776829],[2780460],[2781255],[2785041],[2786729],[2789953],[2790520],[2791334],[2793065],[2798954],[2804986],[2807438],[2807670],[2811110],[2814205],[2815076],[2818370],[2818707],[2819502],[2825354],[2825586],[2830206],[2831077],[2832274],[2832338],[2838125],[2838357],[2840894],[2841797],[2846495],[2846559],[2850701],[2850933],[2851116],[2851719],[2856387],[2856451],[2862163],[2862766],[2866054],[2866118],[2866388],[2869639],[2870242],[2874770],[2876892],[2877495],[2880269],[2883620],[2885568],[2890448] ] cell #6042 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2256593],[2377722],[2450329],[2473958],[2485838],[2502347],[2523284],[2564288],[2569367],[2580983],[2591896],[2592863],[2609372],[2616825],[2629517],[2629614],[2632136],[2633103],[2647581],[2651985],[2657955],[2663034],[2673370],[2673861],[2684428],[2685207],[2686596],[2697565],[2700395],[2700785],[2710257],[2710354],[2712876],[2713843],[2720502],[2720511],[2721874],[2731490],[2731981],[2741863],[2742354],[2744486],[2746157],[2752921],[2753700],[2755089],[2756530],[2756920],[2757473],[2757570],[2759014],[2759135],[2761388],[2761493],[2769078],[2769087],[2770450],[2777631],[2777640],[2779003],[2782350],[2782841],[2782938],[2785834],[2788619],[2789110],[2791242],[2792134],[2792913],[2793056],[2793196],[2795266],[2800218],[2800227],[2801269],[2801374],[2805779],[2808188],[2808293],[2810764],[2810773],[2811338],[2812136],[2812640],[2814433],[2814984],[2815878],[2815887],[2817250],[2818361],[2818935],[2820597],[2820966],[2821088],[2821185],[2826443],[2826548],[2827389],[2830434],[2830985],[2832265],[2832566],[2832872],[2834786],[2834891],[2835343],[2835352],[2837824],[2837833],[2838875],[2838980],[2840999],[2841451],[2841460],[2842025],[2842823],[2843327],[2846486],[2846787],[2847334],[2850400],[2850409],[2851824],[2852058],[2852067],[2853786],[2854092],[2854197],[2856039],[2856144],[2856378],[2856679],[2856985],[2858593],[2858899],[2859004],[2859456],[2859465],[2862871],[2863105],[2863114],[2865706],[2865811],[2866045],[2866346],[2866830],[2866966],[2867071],[2868613],[2870106],[2870347],[2870581],[2870590],[2872309],[2872615],[2872720],[2875212],[2875348],[2875453],[2877359],[2877600],[2877834],[2877843],[2877887],[2877893],[2878293],[2880711],[2880847],[2880952],[2882494],[2884085],[2884091],[2884491],[2886010],[2886146],[2886251],[2886313],[2888009],[2888015],[2888415],[2890767],[2891768],[2891774],[2892174],[2893473],[2895199],[2895205],[2896053],[2898381] ] cell #6043 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2352531],[2462941],[2527773],[2573856],[2593194],[2633434],[2652849],[2667523],[2674192],[2687460],[2714174],[2722335],[2742685],[2755953],[2779464], [1504718,2886301],[1634524,2892274],[1678086,2854247],[1699948,2881002],[1761318,2896325],[1804875,2868713],[1826351,2888515],[1837441,2872770],[1877938,2898901],[1926743,2879497],[1947589,2893745],[1959434,2882594],[1960607,2860572],[1964016,2900417],[2036677,2868386],[2056668,2897195],[2074872,2889619],[2076957,2873617],[2077079,2843559],[2088260,2614663],[2105975,2623582],[2133445,2892301],[2134307,2852307],[2176933,2882267],[2185647,2860493],[2186672,2821419],[2204998,2895401],[2205860,2822711],[2221358,2683045],[2240337,2886585],[2246900,2695403],[2264615,2704322],[2265477,2870830],[2279474,2872409],[2287659,2843284],[2306753,2891039],[2322525,2731029],[2328226,2733622],[2329088,2848058],[2337618,2878393],[2351669,2743995],[2361466,2880613],[2368029,2751538],[2373650,2859054],[2393843,2762982],[2398483,2884591],[2407247,2863519],[2412735,2770131],[2419375,2885912],[2426275,2867121],[2440606,2781486],[2448028,2870206],[2456378,2788158],[2462079,2790751],[2474289,2795366],[2481323,2875503],[2486169,2847434],[2493868,2731108],[2495406,2802863],[2500046,2877459],[2514369,2809782],[2519009,2811197],[2525570,2856194],[2533261,2816931],[2539901,2819733],[2540763,2820136],[2548808,2761543],[2559182,2826598],[2564619,2827489],[2567672,2866205],[2571653,2865861],[2581314,2832972],[2588348,2781217],[2590551,2836380],[2600893,2788237],[2602431,2840469],[2607071,2841884],[2607919,2842504],[2627997,2801424],[2629848,2732312],[2630949,2850895],[2642475,2808343],[2647912,2853886],[2651025,2855094],[2658286,2857085],[2661339,2856538],[2665320,2819464],[2665985,2820215],[2684385,2770911],[2684660,2831166],[2699818,2834941],[2701116,2783172],[2702724,2836459],[2708737,2839030],[2710588,2789441],[2711689,2838319],[2717227,2717287],[2744667,2812872],[2744859,2812597],[2752878,2817711],[2753153,2815165],[2757251,2757804],[2758859,2758905],[2791423,2792366],[2791615,2792091] ] cell #6044 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1597338],[1618814],[1757453],[1789165],[1810641],[1884972],[1892277],[1922878],[1943724],[1977836],[2004487],[2042632],[2063702],[2071007],[2087792],[2117832],[2119795],[2147265],[2152973],[2173916],[2182888],[2183967],[2195891],[2220890],[2246432],[2256723],[2260720],[2276472],[2278435],[2284143],[2286149],[2296834],[2311112],[2315220],[2319119],[2342562],[2351201],[2356451],[2364352],[2367561],[2377852],[2379886],[2381849],[2405491],[2408824],[2409456],[2412932],[2422261],[2430687],[2438062],[2440138],[2443430],[2449073],[2450459],[2452972],[2461611],[2466861],[2474060],[2475622],[2485940],[2487502],[2493650],[2501091],[2502477],[2508442],[2516578],[2517978],[2518486],[2524474],[2526017],[2529350],[2529982],[2533458],[2537357],[2539433],[2542725],[2542787],[2548847],[2557555],[2559221],[2564390],[2565952],[2570557],[2572100],[2578565],[2581085],[2582647],[2587395],[2587496],[2592965],[2594527],[2596504],[2600675],[2604640],[2606040],[2606548],[2608116],[2609502],[2617462],[2621766],[2628036],[2633205],[2634767],[2636744],[2637267],[2640370],[2642514],[2647683],[2648096],[2649102],[2649245],[2651222],[2652888],[2655537],[2656045],[2658057],[2659619],[2664224],[2664367],[2664468],[2665767],[2667718],[2673963],[2674709],[2677812],[2685844],[2687499],[2690148],[2690656],[2691040],[2698202],[2699857],[2700887],[2702506],[2703529],[2706632],[2706733],[2708776],[2713945],[2714358],[2715364],[2715507],[2721081],[2722374],[2722990],[2732083],[2732829],[2735932],[2736033],[2736578],[2742456],[2743202],[2744898],[2746305],[2747175],[2747476],[2749859],[2754337],[2755992],[2757022],[2759149],[2760643],[2761950],[2763398],[2769657],[2770950],[2771566],[2771867],[2774250],[2778210],[2779503],[2780119],[2783334],[2783687],[2789212],[2791654],[2793162],[2794664],[2795563],[2796435],[2800524],[2801831],[2803279],[2803632],[2808750],[2810198],[2813123],[2816457],[2817750],[2818667],[2821050],[2822114],[2823588],[2826787],[2827686],[2829124],[2833169],[2834041],[2839437],[2841238],[2843611],[2845017],[2847461],[2853184],[2857282],[2858720],[2861351],[2863170],[2867789],[2878445] ] cell #6045 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1923887],[2072016],[2166132],[2196741],[2213101],[2235108],[2263359],[2319969],[2326970],[2343412],[2358211],[2359772],[2381779],[2393375],[2412494],[2412632],[2416120],[2417681],[2438912],[2444965],[2453822],[2460823],[2476311],[2477161],[2493842],[2494938],[2496983],[2513901],[2518253],[2518828],[2533020],[2533158],[2536646],[2538207],[2548532],[2548590],[2550807],[2566641],[2567491],[2583336],[2584186],[2587638],[2590083],[2600867],[2601963],[2604008],[2606315],[2606890],[2607678],[2607816],[2609762],[2614247],[2614428],[2627721],[2627779],[2629996],[2642199],[2642257],[2644474],[2649934],[2650784],[2650922],[2655812],[2660308],[2661158],[2664610],[2665959],[2667055],[2667480],[2671467],[2680637],[2680695],[2682629],[2682810],[2690423],[2694987],[2695168],[2699542],[2699600],[2700580],[2701817],[2702698],[2705948],[2706875],[2708461],[2708519],[2710736],[2713638],[2716196],[2717046],[2717184],[2717484],[2727727],[2727908],[2729587],[2735248],[2736175],[2739263],[2739960],[2743579],[2743760],[2744583],[2744641],[2749130],[2749188],[2751122],[2751303],[2755677],[2755735],[2756715],[2757952],[2758641],[2758833],[2766083],[2767392],[2773521],[2773579],[2776834],[2776892],[2780447],[2781070],[2781251],[2784856],[2785037],[2786019],[2786716],[2789958],[2790335],[2790516],[2791339],[2791397],[2793061],[2798959],[2799017],[2804801],[2804982],[2805964],[2807443],[2807485],[2807666],[2811097],[2814192],[2815081],[2815139],[2818366],[2818694],[2819317],[2819498],[2825359],[2825401],[2825582],[2830193],[2831082],[2831140],[2831276],[2832270],[2832325],[2838130],[2838172],[2838353],[2840885],[2841784],[2845497],[2846491],[2846546],[2850706],[2850748],[2850929],[2851103],[2851710],[2855389],[2856383],[2856438],[2862150],[2862757],[2865056],[2866050],[2866105],[2866383],[2869626],[2870233],[2874076],[2874765],[2876879],[2877486],[2880264],[2883607],[2885563],[2890443] ] cell #6046 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1674114],[1833469],[1938505],[2016624],[2048946],[2122804],[2159295],[2186053],[2200542],[2228271],[2262777],[2281444],[2300578],[2323770],[2326388],[2347213],[2374942],[2389812],[2392793],[2413200],[2434431],[2442713],[2457623],[2460241],[2473621],[2491375],[2494356],[2510338],[2513319],[2520322],[2533726],[2542008],[2548275],[2560938],[2563951],[2580646],[2586520],[2589501],[2598400],[2601381],[2608384],[2609829],[2625076],[2627464],[2641942],[2647244],[2648370],[2654605],[2657618],[2663492],[2666473],[2667323],[2680380],[2689216],[2693998],[2699285],[2700448],[2705816],[2708204],[2712689],[2713506],[2714632],[2716902],[2725948],[2735116],[2738790],[2739131],[2744326],[2748873],[2750133],[2754930],[2755420],[2756583],[2765610],[2765951],[2773264],[2774524],[2776490],[2776577],[2785546],[2785887],[2789699],[2791082],[2798615],[2798702],[2805491],[2805832],[2806111],[2807184],[2814737],[2814824],[2824027],[2825100],[2830738],[2830825],[2831257],[2836798],[2837871],[2845478],[2849374],[2850447],[2855370],[2861165],[2865037],[2874057] ] cell #6047 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2256592],[2377721],[2450328],[2473959],[2485839],[2493873],[2502346],[2523283],[2564289],[2566146],[2569366],[2580984],[2591895],[2592864],[2600898],[2609371],[2616824],[2629518],[2632135],[2633104],[2647582],[2651988],[2657956],[2659813],[2663033],[2665990],[2667912],[2673369],[2673862],[2685206],[2686599],[2697564],[2700394],[2700786],[2702729],[2710258],[2712875],[2713844],[2715701],[2716893],[2720501],[2720512],[2721877],[2731489],[2731982],[2741862],[2742355],[2744487],[2744672],[2746156],[2746499],[2753699],[2754921],[2755092],[2756529],[2756921],[2757474],[2758574],[2758864],[2759013],[2761399],[2761496],[2769077],[2769088],[2770453],[2776481],[2777630],[2777641],[2779006],[2781318],[2781327],[2782349],[2782842],[2785833],[2788618],[2789111],[2789891],[2791243],[2791428],[2792912],[2793195],[2793255],[2795274],[2798606],[2800217],[2800228],[2801280],[2801377],[2805778],[2807376],[2808199],[2808296],[2810763],[2810774],[2811084],[2811276],[2812139],[2814432],[2814728],[2814985],[2815170],[2815877],[2815888],[2817253],[2818185],[2818934],[2819565],[2819574],[2820596],[2821089],[2825292],[2826454],[2826551],[2827397],[2830433],[2830729],[2830986],[2831171],[2832089],[2832565],[2832880],[2834797],[2834894],[2835167],[2837823],[2837834],[2838063],[2838420],[2838429],[2838886],[2838983],[2841450],[2841461],[2841771],[2841963],[2842826],[2846310],[2846786],[2847342],[2850399],[2850410],[2850639],[2850996],[2851005],[2851092],[2852057],[2852068],[2853794],[2856050],[2856147],[2856202],[2856425],[2856617],[2856993],[2858910],[2859007],[2859280],[2862139],[2863104],[2863115],[2865717],[2865814],[2865869],[2866092],[2866284],[2866977],[2867074],[2869587],[2869615],[2870114],[2870405],[2872317],[2875359],[2875456],[2876840],[2876868],[2877367],[2877658],[2877920],[2878301],[2880245],[2883537],[2883596],[2884118],[2884499],[2885544],[2886330],[2890405],[2890784] ] cell #6048 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2352530],[2462940],[2527772],[2573855],[2593193],[2633433],[2652848],[2667522],[2674191],[2687459],[2714173],[2722334],[2742684],[2755952],[2779463], [1504719,2866351],[1634523,2877839],[1678087,2811343],[1699949,2856684],[1761317,2886137],[1804874,2835348],[1826350,2870586],[1837442,2842030],[1838576,2793550],[1877937,2891756],[1926742,2854083],[1947588,2880838],[1959433,2859461],[1960608,2821190],[1960609,2821418],[1964015,2895176],[2036676,2868392],[2056667,2887997],[2074871,2872606],[2076002,2843283],[2076956,2843323],[2088259,2614666],[2105974,2623585],[2133444,2892311],[2134306,2852313],[2176932,2882273],[2177063,2859053],[2185646,2860496],[2204997,2895411],[2205859,2822717],[2221357,2683048],[2240336,2886591],[2240467,2867120],[2246899,2695406],[2264614,2704325],[2265476,2870836],[2279473,2872412],[2306752,2891045],[2306883,2875502],[2322524,2731032],[2328225,2733625],[2329087,2848064],[2337617,2878396],[2351668,2743998],[2361465,2880619],[2361596,2856193],[2368028,2751541],[2393842,2762985],[2398482,2884594],[2407246,2863525],[2412734,2684424],[2419374,2885918],[2419505,2865860],[2440605,2781489],[2440736,2781216],[2448027,2870209],[2456377,2788161],[2462078,2790754],[2474288,2795369],[2486168,2847437],[2493867,2629619],[2495405,2802866],[2495536,2850894],[2500045,2877462],[2514368,2809785],[2519008,2811200],[2533260,2752917],[2539900,2819736],[2540031,2819463],[2540762,2820139],[2548807,2761542],[2559181,2826597],[2564618,2827492],[2566441,2831165],[2567671,2866208],[2581313,2832975],[2590550,2836383],[2600892,2710359],[2602430,2840472],[2602561,2838318],[2607070,2841887],[2607918,2792130],[2627996,2801423],[2629847,2732311],[2642474,2808342],[2647911,2853889],[2651024,2812636],[2658285,2857088],[2660108,2815164],[2661338,2856541],[2665984,2757575],[2667653,2758858],[2684384,2770910],[2699817,2834940],[2701115,2783171],[2702723,2782943],[2708736,2839029],[2710587,2789440],[2715996,2791422],[2717226,2717286],[2744666,2746794],[2744858,2812596],[2752877,2817710],[2757250,2757803],[2791614,2792090] ] cell #6049 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1544711],[1707083],[1816049],[1897685],[1931619],[2009738],[2048293],[2076415],[2092286],[2122151],[2159169],[2179167],[2199889],[2225384],[2228145],[2250926],[2280791],[2297162],[2300452],[2323117],[2346560],[2355695],[2372055],[2374816],[2389731],[2409784],[2413074],[2431015],[2434305],[2442060],[2456970],[2466105],[2473371],[2487830],[2491294],[2510257],[2516906],[2520196],[2530310],[2533600],[2541355],[2542997],[2560857],[2563701],[2580396],[2586439],[2587723],[2594855],[2598319],[2604968],[2608258],[2609176],[2624826],[2635095],[2640698],[2646994],[2648289],[2654524],[2657368],[2662029],[2663411],[2664695],[2667197],[2678140],[2689135],[2692685],[2693917],[2700198],[2705566],[2706960],[2712255],[2713256],[2714551],[2724635],[2725867],[2734866],[2736260],[2738021],[2738881],[2748820],[2750052],[2754367],[2756333],[2764841],[2765701],[2773211],[2774443],[2774856],[2775654],[2784777],[2785637],[2796981],[2797779],[2804722],[2805582],[2806058],[2813103],[2813901],[2823974],[2829104],[2829902],[2836745],[2844165],[2849321],[2861112] ] cell #6050 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1544713],[1707085],[1816051],[1897687],[1931621],[2009740],[2048394],[2076417],[2092288],[2122252],[2159261],[2179169],[2199990],[2225386],[2228237],[2250928],[2280892],[2297213],[2300544],[2323218],[2346661],[2355697],[2372057],[2374908],[2389778],[2409835],[2413166],[2431066],[2434397],[2442161],[2457071],[2466107],[2473353],[2487881],[2491341],[2510304],[2516957],[2520288],[2530361],[2533692],[2541456],[2542999],[2560904],[2563683],[2580378],[2586486],[2587774],[2594906],[2598366],[2605019],[2608350],[2609277],[2624808],[2635146],[2640749],[2646976],[2648336],[2654571],[2657350],[2662501],[2663458],[2664746],[2667289],[2678191],[2689182],[2693560],[2693964],[2700180],[2705548],[2707011],[2712655],[2713238],[2714598],[2725510],[2725914],[2734848],[2736311],[2738756],[2738863],[2749695],[2750099],[2754650],[2756315],[2765576],[2765683],[2774086],[2774490],[2774838],[2776210],[2785512],[2785619],[2796963],[2798335],[2805457],[2805564],[2806090],[2813085],[2814457],[2824006],[2829086],[2830458],[2836777],[2844147],[2849353],[2861144] ] cell #6051 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1544715],[1707087],[1816053],[1897689],[1931623],[2009742],[2048396],[2076419],[2092290],[2122254],[2159263],[2179171],[2199992],[2225388],[2228239],[2250930],[2280894],[2297215],[2300546],[2323220],[2346663],[2355699],[2372059],[2374910],[2389780],[2409837],[2413168],[2431068],[2434399],[2442163],[2457073],[2466109],[2473375],[2487883],[2491343],[2510306],[2516959],[2520290],[2530363],[2533694],[2541458],[2543001],[2560906],[2563705],[2580400],[2586488],[2587776],[2594908],[2598368],[2605021],[2608352],[2609279],[2624830],[2635148],[2640751],[2646998],[2648338],[2654573],[2657372],[2662503],[2663460],[2664748],[2667291],[2678193],[2689184],[2693562],[2693966],[2700202],[2705570],[2707013],[2712657],[2713260],[2714600],[2725512],[2725916],[2734870],[2736313],[2738758],[2738885],[2749697],[2750101],[2754652],[2756337],[2765578],[2765705],[2774088],[2774492],[2774860],[2776212],[2785514],[2785641],[2796985],[2798337],[2805459],[2805586],[2806092],[2813107],[2814459],[2824008],[2829108],[2830460],[2836779],[2844169],[2849355],[2861146] ] cell #6052 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1726101],[1746947],[1881771],[1912372],[1933218],[1989736],[2004340],[2011337],[2040510],[2060501],[2092895],[2112758],[2117817],[2118178],[2152985],[2153792],[2173769],[2180766],[2196120],[2196384],[2198967],[2223744],[2224124],[2225993],[2251535],[2256838],[2271398],[2276457],[2276818],[2284155],[2284962],[2286002],[2288408],[2296828],[2297023],[2319348],[2319612],[2322195],[2342791],[2343055],[2345638],[2356304],[2364364],[2370415],[2370795],[2372664],[2377967],[2379871],[2380232],[2381861],[2389457],[2405720],[2405984],[2409450],[2409645],[2422273],[2430681],[2430876],[2438291],[2438555],[2440150],[2441138],[2443415],[2443776],[2449085],[2450574],[2453201],[2453465],[2456048],[2461623],[2464465],[2464845],[2466714],[2466873],[2487496],[2487691],[2491020],[2501103],[2502592],[2508454],[2509983],[2516572],[2516767],[2518207],[2518471],[2521116],[2521496],[2526246],[2526510],[2529976],[2530171],[2537586],[2537850],[2539445],[2540433],[2542710],[2557567],[2560583],[2572329],[2572593],[2578794],[2579058],[2585059],[2586165],[2587389],[2587584],[2587875],[2590221],[2594521],[2594716],[2596516],[2598045],[2604634],[2604829],[2606269],[2606533],[2609558],[2621995],[2622259],[2634761],[2634956],[2636756],[2638743],[2640364],[2640559],[2645989],[2648015],[2648090],[2654250],[2655766],[2656030],[2663137],[2664361],[2664556],[2664847],[2676185],[2677806],[2678001],[2688861],[2690377],[2690641],[2691034],[2692243],[2693643],[2698230],[2700218],[2705005],[2706626],[2706821],[2707112],[2714277],[2714352],[2722984],[2724193],[2725593],[2734305],[2735926],[2736121],[2736412],[2736695],[2737457],[2747169],[2748378],[2749778],[2749853],[2756353],[2763515],[2764277],[2768376],[2771560],[2772769],[2774169],[2774244],[2774757],[2783451],[2783681],[2784213],[2785657],[2793541],[2794658],[2796882],[2800818],[2803396],[2803626],[2804158],[2805602],[2813004],[2813240],[2821044],[2822231],[2823582],[2826822],[2829005],[2829241],[2836840],[2841232],[2843208],[2844066],[2845134],[2846808],[2849416],[2853178],[2858837],[2860819],[2861806],[2867906],[2872188],[2874233],[2878900],[2886720] ] cell #6053 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1972830],[1991767],[2004506],[2114789],[2117806],[2142259],[2161196],[2173935],[2223989],[2230172],[2255714],[2273429],[2276446],[2286168],[2301617],[2353370],[2356470],[2370660],[2376843],[2379860],[2389898],[2414239],[2435470],[2439872],[2440157],[2443404],[2463780],[2464710],[2466880],[2467223],[2473406],[2491461],[2510424],[2518004],[2518318],[2518460],[2521361],[2534765],[2539167],[2539452],[2542309],[2542699],[2548307],[2561024],[2563736],[2580431],[2586606],[2587329],[2587679],[2596238],[2596523],[2598486],[2603334],[2606066],[2606380],[2606522],[2609132],[2609423],[2624861],[2627496],[2629839],[2636478],[2636763],[2639220],[2641974],[2647029],[2647972],[2654691],[2655563],[2655877],[2656019],[2657403],[2661985],[2663578],[2664301],[2664651],[2676662],[2678879],[2680412],[2684324],[2689302],[2690174],[2690488],[2690630],[2692641],[2694084],[2699317],[2703806],[2705482],[2705601],[2706566],[2706916],[2708236],[2710579],[2711961],[2713291],[2714234],[2717218],[2724591],[2726034],[2726487],[2729456],[2730989],[2733106],[2734782],[2734901],[2735866],[2736216],[2737727],[2738916],[2746954],[2747372],[2748776],[2748905],[2749735],[2752817],[2755452],[2757795],[2758667],[2762420],[2762801],[2764547],[2765736],[2766348],[2768794],[2771345],[2771763],[2773167],[2773296],[2774126],[2774660],[2775008],[2776609],[2783163],[2783291],[2783616],[2784483],[2786585],[2788118],[2790235],[2792030],[2794273],[2796063],[2796331],[2796785],[2797133],[2798734],[2801115],[2802682],[2803236],[2803561],[2804428],[2806229],[2809220],[2809601],[2812536],[2812907],[2815594],[2818563],[2820096],[2821769],[2821942],[2823197],[2823260],[2823517],[2824145],[2826396],[2828454],[2828908],[2831307],[2833669],[2833937],[2834739],[2835818],[2836199],[2836340],[2838721],[2840288],[2841167],[2843874],[2844845],[2845528],[2847116],[2847289],[2848544],[2848864],[2852793],[2852856],[2853113],[2853741],[2854583],[2854851],[2858050],[2860312],[2861614],[2863433],[2864404],[2867617],[2868300],[2868935],[2869192],[2871316],[2871636],[2873374],[2873755],[2876343],[2878708],[2881498],[2883073],[2888830] ] cell #6054 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1544785],[1707157],[1816123],[1851716],[1871707],[1897759],[1931693],[2001273],[2009812],[2030446],[2048295],[2050437],[2076489],[2092360],[2117676],[2117841],[2122153],[2124295],[2151765],[2159165],[2170702],[2179241],[2199891],[2201103],[2224110],[2225458],[2228141],[2251000],[2256862],[2257611],[2276316],[2276481],[2280793],[2282935],[2297164],[2297300],[2300448],[2323119],[2324331],[2346562],[2347774],[2352638],[2355769],[2370781],[2372129],[2374812],[2377991],[2378740],[2379730],[2379895],[2382209],[2389472],[2389727],[2409786],[2409922],[2413070],[2431017],[2431153],[2434301],[2442062],[2443274],[2443439],[2450598],[2456972],[2458184],[2463048],[2464831],[2466179],[2466738],[2473348],[2487832],[2487968],[2491035],[2491290],[2502616],[2509998],[2510253],[2516908],[2517044],[2518495],[2520192],[2521482],[2526534],[2527880],[2530312],[2530448],[2533596],[2537874],[2541357],[2542569],[2542734],[2543071],[2560598],[2560853],[2563678],[2572617],[2573963],[2579082],[2580373],[2586180],[2586435],[2587725],[2587861],[2594857],[2594993],[2598060],[2598315],[2604970],[2605106],[2606557],[2608254],[2609178],[2609544],[2622283],[2624803],[2635097],[2635233],[2640700],[2640836],[2646971],[2648030],[2648285],[2654265],[2654520],[2656054],[2657345],[2662031],[2663152],[2663407],[2664697],[2664833],[2667193],[2678142],[2678278],[2688876],[2689131],[2690665],[2692687],[2693658],[2693913],[2700175],[2705543],[2706962],[2707098],[2712251],[2713233],[2714292],[2714547],[2724637],[2725608],[2725863],[2734843],[2736262],[2736398],[2736710],[2738017],[2738858],[2748822],[2749793],[2750048],[2754365],[2756310],[2763530],[2764837],[2765678],[2773213],[2774184],[2774439],[2774833],[2775652],[2783466],[2784773],[2785614],[2796958],[2797777],[2803411],[2804718],[2805559],[2806056],[2813080],[2813899],[2822246],[2823972],[2829081],[2829900],[2836743],[2844142],[2849319],[2861110] ] cell #6055 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1582530],[1711096],[1828313],[1837515],[1904573],[1950445],[1984601],[2023037],[2052702],[2066665],[2099171],[2126560],[2134930],[2154030],[2163293],[2206483],[2226231],[2232269],[2236652],[2257811],[2262937],[2266100],[2285200],[2303068],[2322938],[2324531],[2326548],[2329711],[2353154],[2357781],[2372902],[2378940],[2390946],[2392953],[2412761],[2412914],[2414023],[2415690],[2436921],[2456791],[2458384],[2460401],[2463564],[2466952],[2471110],[2473686],[2490314],[2492509],[2493540],[2493939],[2494072],[2494516],[2511472],[2513479],[2533287],[2533440],[2534549],[2536216],[2541176],[2542769],[2545952],[2548422],[2561440],[2562935],[2564016],[2565873],[2565914],[2578135],[2580711],[2589661],[2590964],[2597339],[2599534],[2600565],[2600964],[2601097],[2601541],[2607945],[2608098],[2609207],[2612145],[2621336],[2625141],[2626819],[2627611],[2639619],[2642089],[2647309],[2651051],[2651204],[2655107],[2656602],[2657683],[2659540],[2659581],[2662431],[2665657],[2666056],[2666189],[2666633],[2669709],[2677061],[2680527],[2689718],[2692885],[2693490],[2699432],[2700513],[2702396],[2702795],[2702928],[2705881],[2707559],[2708351],[2712490],[2713571],[2715428],[2715469],[2724835],[2725440],[2735181],[2738202],[2738591],[2739196],[2742892],[2744473],[2746226],[2746267],[2749020],[2749625],[2754775],[2755567],[2756648],[2765022],[2765411],[2766016],[2773411],[2774016],[2775608],[2776335],[2776724],[2779885],[2779926],[2785347],[2785952],[2791229],[2797733],[2798460],[2798849],[2805292],[2805897],[2806690],[2806731],[2813855],[2814582],[2814971],[2824606],[2824647],[2829856],[2830583],[2830972],[2837377],[2837418],[2847805],[2849953],[2849994],[2863863],[2863904] ] cell #6056 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1582533],[1711102],[1828319],[1837504],[1904579],[1950434],[1984607],[2023026],[2052708],[2066524],[2099160],[2126566],[2134789],[2154036],[2163282],[2206342],[2226237],[2232258],[2236477],[2257800],[2265959],[2285206],[2302893],[2322944],[2324520],[2329570],[2353013],[2357606],[2372908],[2378929],[2390771],[2412826],[2412903],[2413882],[2415515],[2436746],[2445049],[2456797],[2458373],[2463423],[2466958],[2470935],[2489802],[2492334],[2493510],[2493994],[2497067],[2511297],[2533352],[2533429],[2534408],[2536041],[2541182],[2542758],[2544561],[2550891],[2561265],[2562557],[2565854],[2577960],[2590970],[2596827],[2599359],[2600535],[2601019],[2604092],[2608010],[2608087],[2609066],[2611029],[2614831],[2621161],[2623750],[2626515],[2629779],[2630080],[2638228],[2644558],[2651116],[2651193],[2654932],[2656224],[2659521],[2661919],[2665627],[2666111],[2668797],[2671868],[2675670],[2679411],[2683213],[2684298],[2689543],[2691769],[2692575],[2695571],[2701901],[2702366],[2702850],[2704490],[2707255],[2710519],[2710820],[2712112],[2715409],[2723719],[2724525],[2729988],[2733790],[2737290],[2737878],[2740361],[2742862],[2744163],[2746207],[2747904],[2748710],[2751706],[2752791],[2754471],[2757735],[2758036],[2763150],[2764110],[2764698],[2772295],[2773101],[2775578],[2775758],[2779866],[2780848],[2781654],[2783103],[2784634],[2787117],[2790919],[2792004],[2796590],[2797703],[2797883],[2803031],[2804579],[2806671],[2809950],[2811498],[2812510],[2813825],[2814005],[2819095],[2819901],[2823054],[2824587],[2828713],[2829826],[2830006],[2834196],[2834596],[2837358],[2840637],[2842185],[2847775],[2848401],[2849934],[2852650],[2858309],[2863733],[2863844],[2871173] ] cell #6057 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1838533],[1959614],[2067105],[2075965],[2135370],[2177026],[2206923],[2240430],[2266540],[2279013],[2306846],[2330151],[2337157],[2353594],[2361559],[2398022],[2414463],[2419468],[2423122],[2440699],[2447567],[2464004],[2478170],[2494173],[2495499],[2499585],[2518548],[2522417],[2534989],[2539994],[2549239],[2566337],[2566404],[2567211],[2568500],[2585195],[2591851],[2601198],[2602524],[2606610],[2609647],[2612486],[2626587],[2628428],[2629345],[2629714],[2632091],[2642906],[2660004],[2660071],[2660878],[2662167],[2666290],[2667616],[2668869],[2673325],[2680868],[2681851],[2684220],[2693226],[2703029],[2707327],[2709168],[2710085],[2710454],[2712831],[2715892],[2715959],[2716766],[2718170],[2720720],[2725176],[2726989],[2728962],[2731228],[2731445],[2737362],[2741818],[2746690],[2746757],[2749361],[2750344],[2752713],[2754543],[2757301],[2757670],[2759657],[2761632],[2764182],[2766746],[2769296],[2770047],[2773752],[2775299],[2775830],[2777849],[2782305],[2782669],[2783038],[2784118],[2786091],[2788357],[2788574],[2789557],[2791926],[2797424],[2797955],[2801513],[2804063],[2806457],[2806824],[2808432],[2810145],[2810982],[2812432],[2813546],[2814077],[2816096],[2816847],[2818069],[2820335],[2820552],[2823801],[2824373],[2824740],[2829547],[2830078],[2831694],[2831803],[2834432],[2835030],[2835561],[2836579],[2837511],[2839119],[2841669],[2842420],[2845270],[2845915],[2846024],[2849148],[2850087],[2851406],[2853397],[2854336],[2855010],[2855807],[2855916],[2859143],[2859674],[2861596],[2862453],[2864829],[2865474],[2865583],[2868042],[2868282],[2869929],[2871920],[2872859],[2876002],[2876325],[2877182],[2878690],[2881923],[2884887],[2884946],[2888812] ] cell #6058 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1726105],[1746951],[1760911],[1881775],[1885100],[1912376],[1933222],[1947182],[2004344],[2011341],[2040514],[2060505],[2063830],[2074465],[2092899],[2153796],[2157187],[2173773],[2180770],[2184095],[2196388],[2225997],[2251539],[2256842],[2257146],[2260848],[2284966],[2286006],[2288357],[2296894],[2319616],[2343059],[2352373],[2352557],[2352909],[2356308],[2372668],[2377971],[2378275],[2381977],[2389511],[2405988],[2409516],[2430747],[2438559],[2439467],[2439742],[2450578],[2450882],[2453469],[2462783],[2462967],[2463319],[2466718],[2487562],[2491074],[2494147],[2502596],[2502900],[2510037],[2516638],[2517850],[2526514],[2527615],[2527799],[2528151],[2530042],[2537854],[2538762],[2539037],[2558462],[2560637],[2566012],[2572597],[2573698],[2573882],[2574234],[2579062],[2586219],[2592122],[2593220],[2594587],[2595833],[2596108],[2598099],[2601172],[2604700],[2605912],[2609621],[2609925],[2622263],[2622985],[2627277],[2629452],[2632362],[2633460],[2634827],[2636073],[2636348],[2640430],[2651486],[2652129],[2653094],[2654304],[2655409],[2659679],[2663191],[2666264],[2667365],[2667549],[2673053],[2673596],[2674218],[2677872],[2678749],[2682448],[2686097],[2686740],[2687705],[2688915],[2690020],[2691300],[2693697],[2703003],[2703201],[2703725],[2704205],[2708017],[2710192],[2713102],[2714200],[2715567],[2717088],[2718748],[2721612],[2722018],[2722580],[2723250],[2725647],[2729326],[2731716],[2732501],[2733025],[2733505],[2736904],[2741546],[2742089],[2742711],[2746365],[2746835],[2750941],[2755233],[2756198],[2757408],[2760097],[2762210],[2762290],[2762720],[2762865],[2763724],[2767324],[2770594],[2771226],[2774889],[2778741],[2779147],[2779709],[2780379],[2782033],[2782576],[2782776],[2786455],[2788845],[2790154],[2790634],[2794154],[2794991],[2795889],[2797014],[2799978],[2802091],[2802601],[2809010],[2809090],[2809520],[2809665],[2810524],[2811874],[2812280],[2817394],[2820823],[2821617],[2823078],[2826277],[2828012],[2832597],[2833495],[2834620],[2835688],[2836118],[2839697],[2840207],[2842967],[2843510],[2846964],[2848425],[2852674],[2857608],[2860231],[2871197] ] cell #6059 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1760914],[1885090],[1947185],[1972959],[1991896],[2004142],[2063820],[2074468],[2114918],[2142388],[2157190],[2161325],[2173571],[2184085],[2230301],[2255843],[2257149],[2260838],[2273558],[2285804],[2288360],[2288701],[2301746],[2352747],[2352899],[2353499],[2356106],[2376972],[2378278],[2381540],[2381967],[2391161],[2414368],[2435599],[2437136],[2439432],[2439912],[2439996],[2450885],[2459356],[2463157],[2463309],[2463909],[2466372],[2466516],[2474464],[2492724],[2502903],[2506343],[2511687],[2515420],[2517827],[2518008],[2527989],[2528141],[2534894],[2535780],[2536431],[2538727],[2539207],[2539291],[2549210],[2555456],[2561655],[2564794],[2574072],[2574224],[2577146],[2578350],[2581489],[2585166],[2594405],[2595798],[2596278],[2596362],[2599749],[2602864],[2603482],[2605889],[2606070],[2620347],[2621551],[2625366],[2628399],[2630470],[2634645],[2636038],[2636518],[2636602],[2638750],[2639844],[2642877],[2651451],[2654118],[2655322],[2655386],[2655567],[2658461],[2662138],[2676192],[2677286],[2678907],[2680839],[2684829],[2686062],[2688729],[2689933],[2689997],[2690178],[2690713],[2691265],[2693197],[2702291],[2703178],[2703810],[2705012],[2706106],[2709139],[2711210],[2717342],[2718713],[2722663],[2723215],[2725147],[2726508],[2729484],[2731416],[2732478],[2733110],[2734312],[2735406],[2736881],[2745779],[2746848],[2747400],[2749332],[2753322],[2758426],[2758671],[2759797],[2760074],[2762175],[2762448],[2762805],[2763701],[2766349],[2767289],[2768815],[2771239],[2771791],[2773723],[2774902],[2780344],[2782276],[2783637],[2786613],[2788545],[2790239],[2792535],[2794167],[2795866],[2796084],[2796359],[2797027],[2799678],[2799955],[2801116],[2802056],[2802686],[2803582],[2808975],[2809248],[2809605],[2810501],[2815615],[2818591],[2820523],[2823091],[2823261],[2823538],[2826290],[2827989],[2828482],[2833472],[2833690],[2833965],[2834633],[2835846],[2836203],[2838722],[2839662],[2840292],[2841188],[2848438],[2848885],[2852687],[2852857],[2853134],[2854604],[2854879],[2857585],[2858078],[2860316],[2868936],[2869213],[2871210],[2871657],[2873402],[2873759],[2883094] ] cell #6060 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1633167],[1760863],[1824994],[1869939],[1884692],[1947134],[1958077],[1999505],[2046119],[2048669],[2063422],[2074417],[2091020],[2122527],[2153284],[2157139],[2168934],[2183687],[2186375],[2186707],[2200265],[2249660],[2256945],[2257098],[2260440],[2281167],[2284454],[2287872],[2288309],[2298662],[2323493],[2346936],[2349553],[2352152],[2352687],[2354429],[2364663],[2373918],[2378074],[2378227],[2381480],[2381569],[2390743],[2411284],[2422572],[2426543],[2432515],[2436718],[2439417],[2442436],[2450681],[2450834],[2457346],[2459296],[2459963],[2462562],[2463097],[2474449],[2481591],[2488619],[2492306],[2502699],[2502852],[2506283],[2507582],[2511269],[2515405],[2518406],[2525838],[2527394],[2527929],[2531810],[2535291],[2536013],[2538712],[2541731],[2555396],[2556695],[2561237],[2564779],[2567069],[2571921],[2573477],[2574012],[2576657],[2577932],[2581474],[2587451],[2591222],[2594345],[2595644],[2595783],[2599331],[2603467],[2606468],[2619858],[2621133],[2623034],[2625351],[2630052],[2631462],[2634585],[2635884],[2636023],[2636824],[2637512],[2639829],[2650362],[2651436],[2653629],[2654904],[2655965],[2658446],[2660736],[2664423],[2669475],[2674266],[2674954],[2677271],[2678892],[2682497],[2684814],[2686047],[2688240],[2689515],[2690576],[2691250],[2701873],[2703086],[2703774],[2706091],[2706688],[2710792],[2716624],[2718346],[2718698],[2721326],[2721661],[2723200],[2726416],[2727595],[2729469],[2732386],[2733074],[2735391],[2735988],[2736789],[2743447],[2745764],[2747385],[2747431],[2750990],[2753307],[2758008],[2759069],[2759982],[2762160],[2762433],[2762769],[2763609],[2766922],[2767274],[2768723],[2769902],[2771776],[2771822],[2778455],[2778790],[2780329],[2786598],[2790203],[2792520],[2793117],[2795774],[2795992],[2796344],[2796390],[2799863],[2802041],[2802650],[2808960],[2809233],[2809569],[2810409],[2811923],[2815523],[2816702],[2818576],[2818622],[2827897],[2828467],[2828513],[2833380],[2833598],[2833950],[2833996],[2835831],[2836167],[2839647],[2840256],[2854512],[2854864],[2854910],[2857493],[2858063],[2858109],[2860280],[2873387],[2873433],[2883400] ] cell #6061 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2186698],[2287801],[2322738],[2373847],[2381421],[2412707],[2426472],[2456591],[2459237],[2481520],[2493525],[2506224],[2525767],[2533233],[2535304],[2540976],[2555337],[2562920],[2571850],[2576670],[2588545],[2590764],[2594286],[2600550],[2607891],[2612130],[2619871],[2631146],[2634526],[2637059],[2649004],[2649120],[2650997],[2653642],[2656587],[2665517],[2665642],[2667736],[2674501],[2685746],[2685862],[2688253],[2692870],[2700611],[2701088],[2702381],[2703321],[2711886],[2712475],[2715266],[2715382],[2717259],[2720873],[2724820],[2731807],[2732284],[2732621],[2738576],[2742877],[2742994],[2744686],[2747268],[2754239],[2754355],[2756746],[2757223],[2758516],[2760435],[2765396],[2768457],[2769449],[2770738],[2771659],[2775593],[2778002],[2779793],[2785332],[2788936],[2789413],[2789633],[2789750],[2791442],[2793957],[2796227],[2797718],[2800316],[2800898],[2805277],[2806598],[2806900],[2807235],[2813840],[2815257],[2816249],[2817538],[2818040],[2818459],[2821698],[2822881],[2824514],[2824816],[2825151],[2826080],[2828350],[2829841],[2831563],[2831774],[2833833],[2837285],[2837587],[2837922],[2838504],[2844601],[2845784],[2845995],[2847045],[2847790],[2848228],[2849861],[2850163],[2850498],[2851294],[2852477],[2854412],[2854747],[2855676],[2855887],[2857946],[2862341],[2863771],[2864160],[2864521],[2864905],[2865343],[2865554],[2867373],[2868556],[2868767],[2869817],[2871000],[2872935],[2873270],[2874685],[2875562],[2876462],[2876681],[2877070],[2879435],[2881254],[2881615],[2881999],[2882437],[2882648],[2884009],[2885045],[2887172],[2888949],[2889168],[2889557],[2889918],[2890638],[2892858],[2893412],[2893894],[2894794],[2896698],[2897132],[2899515] ] cell #6062 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2186689],[2287736],[2373782],[2381366],[2426407],[2459182],[2481455],[2494046],[2506169],[2525702],[2535303],[2555282],[2566288],[2571785],[2576669],[2588480],[2594231],[2601071],[2619870],[2629342],[2631081],[2634471],[2637058],[2648949],[2653641],[2659955],[2665452],[2666163],[2674500],[2681848],[2685230],[2685691],[2688252],[2700610],[2702902],[2703320],[2710082],[2711821],[2715211],[2715843],[2718167],[2720872],[2731736],[2731806],[2732620],[2742993],[2746180],[2746641],[2747267],[2750341],[2753723],[2754184],[2756745],[2757298],[2759037],[2760434],[2768456],[2769448],[2770341],[2771658],[2775296],[2778001],[2782596],[2782666],[2788865],[2788935],[2789554],[2789749],[2792936],[2793397],[2793956],[2796226],[2797421],[2800315],[2800907],[2806821],[2807234],[2810142],[2812027],[2815256],[2816248],[2817141],[2818458],[2820843],[2820913],[2821707],[2822880],[2824737],[2825150],[2826079],[2828233],[2828349],[2831562],[2831691],[2833832],[2834424],[2837508],[2837921],[2838513],[2840829],[2842714],[2844610],[2845783],[2845912],[2847054],[2848227],[2848609],[2850084],[2850497],[2851303],[2851398],[2851525],[2852476],[2854746],[2855675],[2855804],[2857829],[2857945],[2858537],[2862350],[2862445],[2862572],[2864169],[2865342],[2865471],[2866679],[2867382],[2868555],[2869826],[2869921],[2870048],[2870999],[2871381],[2873153],[2873269],[2874684],[2875061],[2875999],[2877079],[2877174],[2877301],[2879444],[2879666],[2880180],[2880560],[2881263],[2882436],[2882818],[2884018],[2884938],[2885482],[2885859],[2887171],[2887548],[2887853],[2889566],[2889788],[2890607],[2891227],[2891701],[2892867],[2892974],[2894331],[2894708],[2895893],[2896667],[2897761],[2899884] ] cell #6063 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2288692],[2381472],[2412758],[2459288],[2466318],[2493940],[2506275],[2533284],[2535726],[2555388],[2558378],[2565928],[2577092],[2594337],[2600965],[2602875],[2607942],[2620293],[2627193],[2634577],[2638761],[2648072],[2649055],[2651048],[2652045],[2654064],[2659595],[2666057],[2672969],[2676203],[2685797],[2686656],[2688675],[2690898],[2701033],[2701139],[2702796],[2705023],[2707933],[2714334],[2715317],[2715483],[2717310],[2721934],[2722848],[2732229],[2732335],[2734323],[2741462],[2744696],[2745105],[2746281],[2747033],[2749835],[2754290],[2755149],[2757168],[2757274],[2758931],[2761808],[2761926],[2770510],[2770748],[2771157],[2771424],[2774226],[2779063],[2779977],[2780095],[2781377],[2781949],[2783545],[2783663],[2789358],[2789464],[2791452],[2791861],[2793037],[2794522],[2795590],[2800917],[2801689],[2801807],[2802754],[2803490],[2803608],[2808608],[2808726],[2810225],[2812196],[2813150],[2817310],[2817548],[2817957],[2818224],[2818342],[2819624],[2821026],[2821717],[2823446],[2823564],[2826645],[2826763],[2827128],[2827713],[2829151],[2832128],[2832246],[2833196],[2835324],[2838523],[2839295],[2839413],[2840360],[2840912],[2841096],[2841214],[2842883],[2843763],[2844620],[2845044],[2846349],[2846467],[2847064],[2847488],[2848793],[2848911],[2851313],[2851737],[2853042],[2853160],[2854110],[2856241],[2856359],[2856724],[2857309],[2858747],[2859437],[2861503],[2862360],[2862784],[2863322],[2864179],[2864603],[2865908],[2866026],[2866535],[2867392],[2867816],[2869121],[2869239],[2869836],[2870260],[2870562],[2871565],[2871683],[2872633],[2874917],[2876232],[2877089],[2877513],[2877815],[2878597],[2879454],[2879878],[2880416],[2880865],[2881273],[2881697],[2883002],[2883120],[2884028],[2885715],[2886164],[2887404],[2888049],[2888719],[2889576],[2890000],[2890302],[2890726],[2891808],[2892877],[2894564],[2895013],[2895346],[2896786],[2897868],[2899337] ] cell #6064 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1838536],[1959617],[2067108],[2075966],[2135373],[2177027],[2206926],[2240431],[2266543],[2279014],[2306847],[2330154],[2337158],[2353597],[2361560],[2398023],[2414466],[2419469],[2423123],[2440700],[2447568],[2464007],[2478171],[2494176],[2495500],[2499586],[2518549],[2522418],[2534992],[2539995],[2549240],[2566397],[2566405],[2567212],[2568501],[2585196],[2591852],[2601201],[2602525],[2606611],[2609650],[2612487],[2626588],[2628429],[2629346],[2629764],[2632092],[2642907],[2660064],[2660072],[2660879],[2662168],[2666293],[2667617],[2668870],[2673326],[2680869],[2681852],[2684221],[2693227],[2703032],[2707328],[2709169],[2710086],[2710504],[2712832],[2715952],[2715960],[2716767],[2718171],[2720721],[2725177],[2726990],[2728963],[2731229],[2731446],[2737363],[2741819],[2746750],[2746758],[2749362],[2750345],[2752714],[2754544],[2757302],[2757720],[2759658],[2761633],[2764183],[2766747],[2769297],[2770048],[2773753],[2775300],[2775831],[2777850],[2782306],[2782670],[2783088],[2784119],[2786092],[2788358],[2788575],[2789558],[2791927],[2797425],[2797956],[2801514],[2804064],[2806458],[2806825],[2808433],[2810146],[2810983],[2812433],[2813547],[2814078],[2816097],[2816848],[2818070],[2820336],[2820553],[2823802],[2824374],[2824741],[2829548],[2830079],[2831695],[2831804],[2834433],[2835031],[2835562],[2836580],[2837512],[2839120],[2841670],[2842421],[2845271],[2845916],[2846025],[2849149],[2850088],[2851407],[2853398],[2854337],[2855011],[2855808],[2855917],[2859144],[2859675],[2861597],[2862454],[2864830],[2865475],[2865584],[2868043],[2868283],[2869930],[2871921],[2872860],[2876003],[2876326],[2877183],[2878691],[2881924],[2884888],[2884947],[2888813] ] cell #6065 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1885141],[2004458],[2063871],[2104395],[2117437],[2173887],[2184136],[2219778],[2260889],[2263035],[2276077],[2286120],[2299986],[2326646],[2352950],[2356422],[2366449],[2379491],[2382018],[2382366],[2393051],[2433839],[2440032],[2440109],[2443035],[2460499],[2463360],[2466552],[2466832],[2474775],[2494614],[2513577],[2515731],[2517838],[2518322],[2519730],[2528192],[2536467],[2539327],[2539404],[2542330],[2542368],[2549221],[2565105],[2574275],[2578386],[2581800],[2585177],[2587297],[2589759],[2596398],[2596475],[2601639],[2603793],[2603831],[2605900],[2606384],[2615028],[2621587],[2625677],[2628410],[2636638],[2636715],[2640155],[2640193],[2642888],[2646115],[2648398],[2655358],[2655397],[2655881],[2658772],[2662038],[2662149],[2664269],[2666731],[2677597],[2677635],[2680850],[2683410],[2685140],[2689969],[2690008],[2690492],[2693097],[2693208],[2695768],[2700231],[2703189],[2706417],[2706455],[2706534],[2709150],[2712377],[2714660],[2725047],[2725158],[2726519],[2728105],[2731427],[2732489],[2735717],[2735755],[2735834],[2736478],[2736892],[2738478],[2746090],[2746922],[2749232],[2749343],[2750161],[2751903],[2753633],[2756366],[2760085],[2763298],[2763712],[2765298],[2766423],[2768826],[2770412],[2771313],[2773623],[2773734],[2774552],[2774976],[2782287],[2783234],[2783648],[2785234],[2785670],[2788556],[2792846],[2794041],[2794241],[2795877],[2796095],[2797101],[2799253],[2799966],[2801190],[2803179],[2803593],[2805179],[2805615],[2806172],[2810512],[2812098],[2813223],[2813253],[2815626],[2817212],[2820534],[2821352],[2821885],[2823165],[2823335],[2823549],[2824088],[2826164],[2826364],[2827287],[2828000],[2829224],[2829254],[2833483],[2833701],[2834707],[2838796],[2841199],[2842785],[2843221],[2844788],[2844917],[2845117],[2845147],[2847232],[2848512],[2848896],[2852761],[2852931],[2853145],[2853684],[2854615],[2856883],[2857596],[2858820],[2858850],[2864347],[2864676],[2864706],[2867560],[2867689],[2867889],[2867919],[2869010],[2869224],[2871284],[2871668],[2879751],[2879951],[2879981],[2881441],[2881770],[2881800],[2883105],[2890073],[2890103],[2895116] ] cell #6066 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2467213],[2542250],[2566279],[2603275],[2609089],[2629670],[2639161],[2659946],[2661942],[2676603],[2678823],[2684268],[2692598],[2705423],[2710410],[2711974],[2715834],[2724548],[2729400],[2734723],[2737740],[2744360],[2745096],[2746632],[2747316],[2748733],[2752761],[2757626],[2762364],[2764560],[2771148],[2771707],[2773124],[2774776],[2781677],[2781763],[2782994],[2784496],[2786529],[2791116],[2791852],[2791974],[2793388],[2796275],[2796901],[2803054],[2803140],[2804441],[2809164],[2811360],[2811639],[2812480],[2813023],[2814858],[2817948],[2818507],[2819924],[2820010],[2821241],[2822965],[2823024],[2828398],[2828575],[2828854],[2829024],[2830859],[2833881],[2834507],[2834566],[2835384],[2835762],[2836859],[2836918],[2840660],[2840746],[2842047],[2842326],[2843167],[2844085],[2844673],[2847875],[2848312],[2848371],[2848971],[2849435],[2849494],[2852561],[2852620],[2853569],[2854795],[2855421],[2857994],[2858171],[2858450],[2858620],[2858679],[2859497],[2860455],[2860898],[2861825],[2861884],[2863644],[2863703],[2863924],[2864232],[2865088],[2866857],[2866916],[2867445],[2868699],[2870647],[2871084],[2871143],[2871743],[2872092],[2872207],[2872266],[2873318],[2873885],[2874312],[2874525],[2875239],[2875298],[2875627],[2875840],[2876554],[2876613],[2877992],[2878205],[2878919],[2878978],[2879507],[2880738],[2880797],[2881018],[2881326],[2882182],[2882580],[2883763],[2884190],[2884403],[2884683],[2885110],[2885323],[2886037],[2886096],[2886372],[2886799],[2887012],[2887726],[2887785],[2888114],[2888327],[2888501],[2889041],[2889100],[2889629],[2890826],[2891446],[2891873],[2892086],[2892260],[2892612],[2893039],[2893252],[2893532],[2893755],[2893959],[2894172],[2894886],[2894945],[2895380],[2896112],[2896335],[2896886],[2897209],[2897506],[2897933],[2898146],[2898320],[2898481],[2898915],[2899371],[2900103],[2900326],[2900462],[2900993],[2901427],[2901961] ] cell #6067 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2004511],[2117796],[2173940],[2211738],[2223763],[2276436],[2286173],[2318606],[2356475],[2358409],[2370434],[2379850],[2392285],[2416318],[2440162],[2443394],[2452459],[2464484],[2466885],[2467231],[2476509],[2512811],[2518377],[2518450],[2521135],[2536844],[2539457],[2542423],[2542689],[2549493],[2566839],[2583534],[2585449],[2587304],[2587730],[2588993],[2596528],[2603886],[2606439],[2606512],[2609197],[2609233],[2615035],[2628682],[2636768],[2640248],[2643160],[2646122],[2647958],[2650132],[2655936],[2656009],[2660506],[2662421],[2662457],[2664276],[2664702],[2672114],[2677690],[2681122],[2683417],[2690547],[2690620],[2693480],[2693516],[2695775],[2698562],[2700503],[2706510],[2706541],[2706967],[2709422],[2712298],[2712384],[2714220],[2716394],[2725430],[2725466],[2728112],[2730234],[2731699],[2735810],[2735841],[2736267],[2738399],[2738485],[2740607],[2744367],[2746929],[2749615],[2749651],[2749721],[2751910],[2754697],[2756638],[2765219],[2765305],[2766430],[2767704],[2770419],[2771320],[2774006],[2774042],[2774112],[2774670],[2774983],[2776257],[2782559],[2783277],[2785155],[2785241],[2785942],[2787363],[2788828],[2791123],[2794248],[2796795],[2797108],[2798382],[2799296],[2801197],[2802471],[2803222],[2805100],[2805186],[2805887],[2806215],[2812105],[2812917],[2813230],[2814504],[2814865],[2817219],[2820806],[2821779],[2821928],[2823172],[2823342],[2824131],[2825834],[2826371],[2827330],[2828918],[2829231],[2830505],[2830866],[2831317],[2834714],[2835988],[2836902],[2836925],[2838803],[2840077],[2842792],[2843493],[2843884],[2844831],[2844960],[2845124],[2845538],[2847126],[2847275],[2847982],[2848519],[2849478],[2849501],[2852768],[2852938],[2853727],[2856926],[2858827],[2860101],[2860462],[2861624],[2861719],[2861868],[2861891],[2863443],[2864390],[2864683],[2867603],[2867732],[2867896],[2868310],[2869017],[2870754],[2871291],[2872250],[2872273],[2876353],[2876597],[2876620],[2878718],[2878813],[2878962],[2878985],[2879794],[2879958],[2881484],[2881777],[2887620],[2887769],[2887792],[2888840],[2889084],[2889107],[2890080],[2894929],[2894952],[2898327] ] cell #6068 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2077033],[2185732],[2279619],[2287686],[2337763],[2373732],[2398628],[2412820],[2426357],[2448173],[2458751],[2481405],[2493996],[2500191],[2505738],[2519154],[2525652],[2533346],[2554851],[2565857],[2567817],[2571735],[2574640],[2588430],[2593800],[2601021],[2607216],[2608004],[2617841],[2626518],[2630500],[2631031],[2634040],[2648518],[2651110],[2651612],[2659524],[2661484],[2665402],[2666113],[2668800],[2672133],[2685180],[2685260],[2686223],[2698581],[2702321],[2702852],[2703614],[2707258],[2711240],[2711771],[2714780],[2715412],[2717372],[2719147],[2729009],[2730253],[2731328],[2732914],[2737293],[2740626],[2746130],[2746210],[2753673],[2753753],[2754474],[2754716],[2758456],[2758987],[2759704],[2762609],[2764113],[2767723],[2768445],[2775761],[2776276],[2779869],[2782188],[2786138],[2787382],[2788457],[2790043],[2792886],[2792966],[2793945],[2795496],[2797886],[2798401],[2799585],[2802345],[2802490],[2806504],[2806674],[2809409],[2810131],[2814008],[2814523],[2815245],[2818116],[2820435],[2822869],[2824420],[2824590],[2826068],[2827619],[2828116],[2830009],[2830524],[2831551],[2831680],[2831850],[2833102],[2836007],[2837191],[2837361],[2839951],[2840096],[2840818],[2845772],[2845901],[2846071],[2848216],[2849767],[2849937],[2851514],[2852465],[2854016],[2855664],[2855793],[2855963],[2857215],[2857712],[2859975],[2860120],[2862028],[2862561],[2863847],[2865331],[2865460],[2865630],[2868544],[2868843],[2869504],[2870037],[2870988],[2872539],[2873036],[2874673],[2875988],[2876757],[2877290],[2879122],[2879655],[2880063],[2882425],[2882724],[2883853],[2884773],[2885471],[2887160],[2887315],[2889244],[2889777],[2891536],[2892702],[2894320],[2897596] ] cell #6069 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1597336],[1618812],[1633158],[1757451],[1760879],[1789163],[1810639],[1824985],[1884970],[1892275],[1922876],[1943722],[1947150],[1958068],[1977834],[2042630],[2046110],[2063700],[2071005],[2074433],[2087790],[2119793],[2147263],[2152971],[2153275],[2157155],[2182886],[2183965],[2186366],[2195928],[2220888],[2246430],[2256545],[2256619],[2257114],[2260718],[2278433],[2284141],[2284445],[2288325],[2296869],[2315218],[2319156],[2342599],[2351199],[2352195],[2352392],[2364350],[2364654],[2367559],[2377674],[2377748],[2378243],[2381847],[2405528],[2409491],[2412930],[2422259],[2422563],[2430722],[2438099],[2439442],[2449071],[2450281],[2450355],[2450850],[2453009],[2461609],[2462605],[2462802],[2485014],[2487537],[2493687],[2501089],[2502299],[2502373],[2502868],[2508440],[2516613],[2523236],[2523310],[2526054],[2527437],[2527634],[2530017],[2533456],[2537394],[2538737],[2542785],[2543089],[2557553],[2558437],[2563464],[2565987],[2569319],[2569393],[2572137],[2573520],[2573717],[2578602],[2591265],[2592039],[2592141],[2594562],[2595808],[2600712],[2604675],[2608114],[2609324],[2609398],[2616146],[2616777],[2616851],[2621803],[2622840],[2627252],[2631505],[2632279],[2632381],[2634802],[2636048],[2637555],[2640405],[2651220],[2651461],[2651868],[2652104],[2657131],[2659654],[2662986],[2663060],[2665804],[2667384],[2669518],[2673028],[2673513],[2673615],[2674997],[2677847],[2682303],[2685159],[2686072],[2686479],[2686715],[2691275],[2696886],[2697517],[2697591],[2702543],[2703053],[2707992],[2713019],[2713121],[2715542],[2718723],[2721369],[2721467],[2721757],[2721993],[2723225],[2727638],[2731633],[2732353],[2736756],[2741521],[2742006],[2742108],[2743490],[2745478],[2746109],[2746340],[2750796],[2753652],[2754972],[2755208],[2759949],[2761003],[2762185],[2763576],[2767299],[2769945],[2770569],[2778498],[2778596],[2778886],[2779122],[2780354],[2782008],[2782493],[2788762],[2792865],[2793806],[2795741],[2799830],[2802066],[2807803],[2808985],[2810376],[2811729],[2812255],[2816745],[2817369],[2820740],[2821371],[2825929],[2827864],[2833347],[2839672],[2842942],[2857460] ] cell #6070 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1712041],[1837557],[1950487],[1959563],[2023079],[2067054],[2099213],[2135319],[2163335],[2176544],[2206872],[2232311],[2239948],[2257853],[2266489],[2306364],[2324573],[2330100],[2334050],[2353543],[2361077],[2378982],[2394915],[2412956],[2414412],[2418986],[2440217],[2444460],[2458426],[2463953],[2474485],[2494049],[2494122],[2495017],[2496478],[2515441],[2522927],[2533482],[2534938],[2539512],[2542811],[2546198],[2562637],[2564815],[2565861],[2566287],[2569010],[2581510],[2601074],[2601147],[2602042],[2603503],[2608140],[2609596],[2611109],[2616468],[2625387],[2626522],[2629341],[2639865],[2651246],[2656304],[2658482],[2659528],[2659954],[2662677],[2666166],[2666239],[2667134],[2668804],[2671948],[2677307],[2679491],[2681847],[2684592],[2684850],[2691849],[2697208],[2702905],[2702978],[2706127],[2707262],[2710081],[2712192],[2715416],[2715842],[2718166],[2720655],[2723799],[2726924],[2730068],[2730979],[2735427],[2737297],[2737958],[2740441],[2745800],[2746214],[2746640],[2747984],[2750340],[2753085],[2753343],[2754478],[2757297],[2764117],[2764778],[2769231],[2772375],[2775295],[2775765],[2777784],[2779873],[2780928],[2782665],[2784053],[2784714],[2787197],[2788108],[2789553],[2792298],[2792556],[2796670],[2797420],[2797890],[2803998],[2804659],[2806678],[2806820],[2810141],[2810917],[2811578],[2812804],[2814012],[2816031],[2819175],[2820086],[2823736],[2824594],[2824736],[2828793],[2830013],[2831690],[2834276],[2835496],[2836330],[2837365],[2837507],[2841604],[2842265],[2844749],[2845911],[2849083],[2849941],[2850083],[2853332],[2853645],[2855803],[2858389],[2859609],[2863851],[2864308],[2865470],[2867521],[2871855],[2875916],[2875998],[2881402] ] cell #6071 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2352354],[2462764],[2527596],[2573679],[2592103],[2609893],[2632343],[2651935],[2667187],[2667346],[2673577],[2684528],[2686546],[2703580],[2712245],[2713083],[2716788],[2721824],[2731148],[2731697],[2732880],[2738011],[2742070],[2753021],[2754565],[2755039],[2761486],[2761628],[2762575],[2764831],[2766742],[2770043],[2770400],[2775852],[2778953],[2782557],[2784767],[2788277],[2788826],[2789482],[2790009],[2792234],[2795336],[2797977],[2801367],[2801509],[2802456],[2804712],[2806749],[2808286],[2808428],[2809375],[2811631],[2812086],[2812740],[2813542],[2814099],[2816843],[2817200],[2820255],[2820804],[2822730],[2824665],[2826541],[2827459],[2828846],[2829543],[2830100],[2831412],[2832942],[2834884],[2835026],[2835583],[2835647],[2835973],[2836499],[2837436],[2838973],[2839115],[2840062],[2842318],[2842416],[2842773],[2843427],[2843491],[2845266],[2845633],[2847404],[2848077],[2849170],[2849234],[2850012],[2852326],[2853856],[2854190],[2854261],[2854332],[2854437],[2855006],[2855525],[2856137],[2857055],[2858442],[2858997],[2859139],[2859696],[2859760],[2860086],[2860443],[2860612],[2861592],[2863538],[2864754],[2864825],[2864930],[2865192],[2865804],[2867064],[2868038],[2868278],[2868405],[2868683],[2868741],[2870176],[2870849],[2871942],[2872006],[2872168],[2872379],[2872713],[2872784],[2872855],[2872960],[2873529],[2874117],[2874337],[2875446],[2876067],[2876321],[2876655],[2877429],[2878281],[2878363],[2878686],[2879224],[2880632],[2880945],[2881848],[2881919],[2882024],[2882159],[2882286],[2882564],[2882622],[2883495],[2884479],[2884561],[2884883],[2884994],[2885135],[2885931],[2886244],[2886572],[2886604],[2886824],[2888403],[2888485],[2888554],[2888808],[2889142],[2889346],[2890379],[2891026],[2891058],[2891270],[2892162],[2892244],[2892344],[2892436],[2893732],[2893843],[2893984],[2895444],[2895536],[2896312],[2896439],[2897330],[2898520],[2899036] ] cell #6072 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1633164],[1760870],[1824991],[1851861],[1871852],[1884761],[1947141],[1958074],[2001418],[2030591],[2046116],[2050582],[2063491],[2074424],[2124440],[2151910],[2153281],[2157146],[2170847],[2183756],[2186372],[2201248],[2256744],[2257105],[2257756],[2260509],[2283080],[2284451],[2288316],[2298731],[2324476],[2347919],[2349622],[2352156],[2352502],[2352780],[2364660],[2377873],[2378234],[2378885],[2381638],[2390747],[2411353],[2422569],[2432584],[2436722],[2439414],[2439629],[2450480],[2450841],[2458329],[2460032],[2462566],[2462912],[2463190],[2474446],[2488688],[2492310],[2502498],[2502859],[2507651],[2511273],[2515402],[2524495],[2527398],[2527744],[2528022],[2531879],[2536017],[2538709],[2538924],[2543095],[2556764],[2561241],[2564776],[2567138],[2570578],[2573481],[2573827],[2574105],[2577936],[2581471],[2591226],[2593165],[2595713],[2595780],[2595995],[2599335],[2603464],[2609523],[2617483],[2621137],[2623038],[2625348],[2630056],[2631466],[2633405],[2635953],[2636020],[2636235],[2637516],[2639826],[2650431],[2651433],[2652207],[2652675],[2654908],[2658443],[2660805],[2664245],[2667494],[2667772],[2669479],[2674163],[2674958],[2677268],[2678889],[2682501],[2684811],[2686044],[2686818],[2687286],[2689519],[2691247],[2698223],[2701877],[2703066],[2703778],[2706088],[2710796],[2714145],[2716693],[2716975],[2718695],[2721330],[2721665],[2722096],[2722161],[2723197],[2726396],[2727599],[2729466],[2732366],[2733078],[2735388],[2736769],[2742656],[2743451],[2745761],[2747382],[2750994],[2753304],[2755311],[2755779],[2758012],[2759962],[2761016],[2762157],[2762430],[2762773],[2763589],[2767271],[2768703],[2769906],[2770672],[2771773],[2778459],[2778794],[2779225],[2779290],[2780326],[2786595],[2790207],[2792517],[2793819],[2795754],[2795972],[2796341],[2799843],[2802038],[2802654],[2807816],[2808957],[2809230],[2809573],[2810389],[2811927],[2812358],[2815503],[2816706],[2817472],[2818573],[2825942],[2827877],[2828464],[2833360],[2833578],[2833947],[2835828],[2836171],[2839644],[2840260],[2843045],[2854492],[2854861],[2857473],[2858060],[2860284],[2860715],[2873384] ] cell #6073 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1960618],[2076017],[2177078],[2185620],[2240482],[2279447],[2306898],[2337591],[2361611],[2373238],[2398456],[2419520],[2425863],[2440751],[2448001],[2480911],[2495551],[2500019],[2503357],[2518982],[2525158],[2540046],[2552470],[2566456],[2567645],[2571241],[2587936],[2591419],[2602576],[2607044],[2615050],[2629814],[2629821],[2630537],[2631659],[2646137],[2651969],[2660123],[2661312],[2664908],[2667668],[2670007],[2681904],[2683432],[2684223],[2684580],[2686580],[2695790],[2710554],[2710561],[2711277],[2712399],[2716011],[2717200],[2718223],[2721858],[2728127],[2728965],[2730919],[2738500],[2746809],[2750397],[2751925],[2752716],[2753073],[2755073],[2757770],[2757777],[2758493],[2759660],[2761685],[2765320],[2766799],[2768421],[2770255],[2770434],[2775352],[2778987],[2783138],[2783145],[2785256],[2786094],[2788048],[2789610],[2791929],[2792286],[2793921],[2795452],[2797477],[2799541],[2801566],[2802173],[2805201],[2806460],[2806877],[2808485],[2812120],[2812435],[2812792],[2813599],[2815221],[2817055],[2817234],[2818072],[2820026],[2824376],[2824793],[2827575],[2829600],[2831527],[2831806],[2833058],[2834435],[2835083],[2836270],[2837147],[2837564],[2839172],[2839779],[2840794],[2842628],[2842807],[2845323],[2845748],[2846027],[2849723],[2850140],[2851409],[2851490],[2853524],[2853972],[2854389],[2855218],[2855919],[2857171],[2859196],[2859803],[2861984],[2862456],[2862537],[2864882],[2865586],[2866602],[2868095],[2868799],[2869332],[2869932],[2870013],[2872495],[2872912],[2874371],[2874984],[2876713],[2877185],[2877266],[2879078],[2879258],[2880483],[2881976],[2882680],[2884949],[2885169],[2885782],[2886858],[2889200],[2891304],[2891345],[2894018] ] cell #6074 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2517990],[2606052],[2609884],[2655549],[2667148],[2690160],[2703792],[2712206],[2716760],[2733092],[2737972],[2747244],[2754537],[2758653],[2762787],[2764792],[2770241],[2771635],[2775824],[2783525],[2784728],[2789495],[2790221],[2796203],[2797949],[2802311],[2802668],[2803470],[2804673],[2806762],[2809587],[2811592],[2814071],[2817041],[2818435],[2822743],[2822764],[2822845],[2823426],[2824678],[2826044],[2828095],[2828326],[2828807],[2830072],[2831425],[2833809],[2835555],[2836185],[2837449],[2839917],[2840274],[2841076],[2842279],[2842614],[2844533],[2845646],[2848090],[2848111],[2848192],[2848773],[2848961],[2849142],[2850025],[2852339],[2852360],[2852441],[2853022],[2854274],[2854723],[2855204],[2855538],[2855640],[2857691],[2857922],[2858403],[2859668],[2859941],[2860298],[2863551],[2863572],[2864092],[2864718],[2864767],[2865205],[2865307],[2867305],[2868418],[2868439],[2868520],[2869101],[2869289],[2869470],[2870862],[2870883],[2870964],[2871545],[2871733],[2871914],[2872797],[2873015],[2873246],[2873727],[2873741],[2874130],[2874649],[2875795],[2876096],[2876529],[2879367],[2879550],[2879631],[2879993],[2880042],[2880645],[2880666],[2881186],[2881812],[2881861],[2882299],[2882320],[2882401],[2882982],[2883170],[2883213],[2883351],[2883574],[2883806],[2885007],[2885447],[2885944],[2885965],[2886617],[2886638],[2887136],[2887268],[2887471],[2887701],[2888282],[2888583],[2889016],[2889380],[2889489],[2889672],[2889753],[2890115],[2890164],[2890422],[2890569],[2891071],[2891092],[2891489],[2892041],[2892423],[2892470],[2892511],[2892655],[2892936],[2893798],[2893856],[2894296],[2894428],[2894631],[2894861],[2895523],[2895570],[2895611],[2895745],[2895855],[2896378],[2896482],[2896519],[2896629],[2897364],[2897405],[2897549],[2897830],[2898563],[2898600],[2898701],[2899070],[2899111],[2899192],[2899736],[2899846],[2900532],[2900817],[2901213],[2901865] ] cell #6075 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2152636],[2283806],[2364015],[2421924],[2445377],[2497395],[2522877],[2542450],[2551219],[2566180],[2568960],[2591798],[2604420],[2609899],[2616418],[2629587],[2630408],[2632038],[2644886],[2659847],[2662627],[2667277],[2671637],[2671857],[2673272],[2679400],[2684287],[2684800],[2697158],[2702229],[2710327],[2711148],[2712643],[2712778],[2715735],[2716861],[2720457],[2729757],[2729977],[2731392],[2738744],[2740130],[2740350],[2741765],[2744626],[2745750],[2746533],[2747893],[2752780],[2753293],[2754889],[2757543],[2758364],[2761405],[2765564],[2767562],[2769033],[2772284],[2776449],[2777586],[2780617],[2780837],[2781286],[2781361],[2782252],[2782911],[2785500],[2786886],[2787106],[2788521],[2789705],[2791382],[2791993],[2792506],[2793289],[2793473],[2796579],[2798574],[2800173],[2801286],[2805445],[2807190],[2808205],[2810719],[2811090],[2811267],[2811311],[2811487],[2812499],[2814362],[2814696],[2815124],[2815833],[2818864],[2819084],[2819533],[2819608],[2820499],[2821012],[2821158],[2823043],[2825106],[2826460],[2828702],[2830363],[2830697],[2831125],[2831434],[2832495],[2834185],[2834585],[2834803],[2835165],[2835298],[2837779],[2837877],[2838388],[2838463],[2838892],[2841045],[2841406],[2841777],[2841954],[2841998],[2842174],[2843186],[2844670],[2845655],[2846716],[2848390],[2850355],[2850453],[2850964],[2851039],[2851870],[2852013],[2852639],[2853566],[2855547],[2856056],[2856431],[2856608],[2856652],[2858298],[2858698],[2858916],[2859278],[2859411],[2862917],[2863060],[2863722],[2864229],[2865214],[2865723],[2866098],[2866275],[2866319],[2866935],[2866983],[2867442],[2869593],[2870393],[2870403],[2870536],[2871162],[2872089],[2874139],[2875317],[2875365],[2875837],[2876846],[2877646],[2877656],[2877789],[2877926],[2878202],[2880243],[2880816],[2881323],[2883543],[2884124],[2884400],[2885542],[2886115],[2886328],[2888324],[2890403],[2890782],[2892083] ] cell #6076 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2322735],[2382351],[2412708],[2456588],[2466367],[2484917],[2493590],[2533234],[2535775],[2540973],[2542208],[2563367],[2577141],[2587436],[2590761],[2591942],[2600615],[2603233],[2607892],[2616049],[2620342],[2632182],[2639119],[2649117],[2650998],[2654113],[2657034],[2661641],[2664408],[2665707],[2667733],[2673416],[2676561],[2685859],[2688724],[2692297],[2696789],[2701082],[2701089],[2702446],[2705381],[2706673],[2712922],[2715379],[2717260],[2721021],[2724247],[2731536],[2732278],[2732285],[2734681],[2735973],[2736604],[2741909],[2743142],[2744697],[2745054],[2745381],[2747416],[2748432],[2754352],[2757217],[2757224],[2758581],[2761809],[2763424],[2769597],[2770749],[2771106],[2771807],[2772823],[2778150],[2779978],[2781376],[2782396],[2783360],[2783546],[2788665],[2789407],[2789414],[2789898],[2791453],[2791810],[2793102],[2795589],[2796375],[2800464],[2800918],[2801690],[2802753],[2803305],[2803491],[2807383],[2808609],[2810224],[2811283],[2813149],[2816397],[2817549],[2817906],[2818225],[2818607],[2819623],[2820643],[2821718],[2822140],[2823447],[2825299],[2826646],[2827127],[2827712],[2828498],[2829150],[2832129],[2833195],[2833981],[2835207],[2838070],[2838524],[2839296],[2840359],[2840911],[2841097],[2841970],[2843762],[2844621],[2845043],[2846350],[2847065],[2847487],[2848794],[2850646],[2851314],[2851736],[2853043],[2854895],[2856242],[2856624],[2856723],[2857308],[2858094],[2858746],[2859320],[2861502],[2862361],[2862783],[2863321],[2864180],[2864602],[2865909],[2866291],[2866534],[2867393],[2867815],[2869122],[2869837],[2870259],[2870445],[2871566],[2873418],[2874916],[2876231],[2877090],[2877512],[2877698],[2878596],[2879455],[2879877],[2880327],[2880415],[2881274],[2881696],[2883003],[2883385],[2884029],[2885626],[2885714],[2887403],[2888718],[2889577],[2889999],[2890185],[2890684],[2890725],[2892878],[2894475],[2894563],[2896744],[2896785] ] cell #6077 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1674111],[1833466],[1938502],[2016621],[2048943],[2122801],[2159203],[2186050],[2200539],[2228179],[2262698],[2281441],[2300486],[2323767],[2326309],[2347210],[2374850],[2389765],[2392714],[2413108],[2434339],[2442710],[2457620],[2460162],[2473581],[2491328],[2494277],[2510291],[2513240],[2520230],[2533634],[2542005],[2548274],[2560891],[2563911],[2580606],[2586473],[2589422],[2598353],[2601302],[2608292],[2609826],[2625036],[2627463],[2641941],[2647204],[2648323],[2654558],[2657578],[2663445],[2666394],[2667231],[2680379],[2689169],[2693951],[2699284],[2700408],[2705776],[2708203],[2712289],[2713466],[2714585],[2716823],[2725901],[2735076],[2738055],[2739091],[2744325],[2748872],[2750086],[2754600],[2755419],[2756543],[2764875],[2765911],[2773263],[2774477],[2775887],[2776576],[2784811],[2785847],[2789477],[2791081],[2798012],[2798701],[2804756],[2805792],[2806110],[2806744],[2814134],[2814823],[2824026],[2824660],[2830135],[2830824],[2831241],[2836797],[2837431],[2845462],[2849373],[2850007],[2855354],[2861164],[2865021],[2874041] ] cell #6078 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2543062],[2609125],[2629706],[2661978],[2667158],[2684499],[2692634],[2710446],[2712216],[2724584],[2726454],[2730956],[2737982],[2748769],[2752992],[2754371],[2757662],[2764802],[2768761],[2773160],[2775658],[2781094],[2781713],[2783030],[2783583],[2784738],[2788085],[2792205],[2796030],[2797783],[2803090],[2803528],[2804683],[2806066],[2811602],[2811675],[2812711],[2813905],[2815561],[2819341],[2819960],[2820063],[2821277],[2823484],[2823982],[2828817],[2828890],[2829906],[2833636],[2835389],[2835618],[2836307],[2836753],[2838196],[2840696],[2841134],[2842289],[2842362],[2843398],[2844682],[2844726],[2848831],[2848976],[2849205],[2849329],[2850772],[2853080],[2853578],[2853622],[2854256],[2854550],[2855430],[2855474],[2858413],[2858486],[2859502],[2859731],[2860420],[2861120],[2861548],[2863929],[2864241],[2864285],[2864749],[2865097],[2865141],[2867454],[2867498],[2868234],[2869159],[2869659],[2871603],[2871748],[2871977],[2872101],[2872145],[2872779],[2873544],[2873890],[2874534],[2874578],[2875849],[2875893],[2876062],[2876277],[2876912],[2878214],[2878258],[2878642],[2879560],[2881023],[2881335],[2881379],[2881843],[2882115],[2882191],[2882235],[2883040],[2883490],[2883768],[2883919],[2884412],[2884456],[2884688],[2884839],[2885332],[2885376],[2886377],[2886528],[2887021],[2887065],[2887449],[2888336],[2888380],[2888549],[2888764],[2889399],[2889682],[2890553],[2890831],[2890982],[2891173],[2891451],[2891602],[2892095],[2892139],[2892339],[2892617],[2892768],[2893261],[2893305],[2893537],[2893688],[2893808],[2894181],[2894225],[2894609],[2895439],[2895839],[2896117],[2896268],[2896388],[2896613],[2896891],[2897042],[2897233],[2897383],[2897511],[2897662],[2898155],[2898199],[2898486],[2898939],[2899089],[2899430],[2899659],[2899830],[2900108],[2900259],[2900379],[2900475],[2900740],[2900998],[2901451],[2901601],[2901689],[2901974],[2902239],[2902528] ] cell #6079 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1923817],[2071946],[2166062],[2235038],[2263289],[2326900],[2358209],[2381709],[2393305],[2416118],[2444966],[2460753],[2476309],[2494868],[2496984],[2513831],[2536644],[2548530],[2550808],[2566639],[2583334],[2590013],[2601893],[2604009],[2614429],[2627719],[2629997],[2642197],[2644475],[2649932],[2660306],[2666985],[2671478],[2680635],[2682811],[2695169],[2699540],[2701818],[2708459],[2710737],[2716194],[2717414],[2727909],[2729598],[2739971],[2743761],[2744581],[2749128],[2751304],[2755675],[2757953],[2758639],[2767403],[2773519],[2776832],[2780458],[2781252],[2785038],[2786727],[2789956],[2790517],[2791337],[2793062],[2798957],[2804983],[2807441],[2807667],[2811108],[2814203],[2815079],[2818367],[2818705],[2819499],[2825357],[2825583],[2830204],[2831080],[2832271],[2832336],[2838128],[2838354],[2840886],[2841795],[2846492],[2846557],[2850704],[2850930],[2851114],[2851711],[2856384],[2856449],[2862161],[2862758],[2866051],[2866116],[2866384],[2869637],[2870234],[2874766],[2876890],[2877487],[2880265],[2883618],[2885564],[2890444] ] cell #6080 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2256532],[2377661],[2450268],[2502286],[2523223],[2569306],[2591892],[2609311],[2614668],[2616764],[2623587],[2629617],[2632132],[2651990],[2662973],[2667907],[2673366],[2683050],[2684425],[2685146],[2686601],[2695408],[2697504],[2704327],[2710357],[2712872],[2716891],[2720498],[2721879],[2731034],[2731486],[2733627],[2741859],[2744000],[2746096],[2751543],[2752918],[2753639],[2754919],[2755094],[2757573],[2758575],[2761498],[2762987],[2769074],[2770455],[2776479],[2777627],[2779008],[2781213],[2781316],[2781491],[2782346],[2782941],[2788163],[2788615],[2789892],[2790756],[2792131],[2792852],[2795280],[2795371],[2798604],[2800214],[2801379],[2802868],[2807377],[2808298],[2809787],[2810760],[2811202],[2811277],[2811341],[2812141],[2812637],[2814726],[2815874],[2817255],[2818191],[2819460],[2819563],[2819738],[2820141],[2820593],[2821188],[2821358],[2822718],[2825293],[2826553],[2827403],[2827494],[2830727],[2832095],[2832886],[2832977],[2834896],[2835173],[2835349],[2836385],[2837820],[2838064],[2838315],[2838418],[2838985],[2840474],[2841447],[2841889],[2841964],[2842028],[2842828],[2843280],[2843324],[2846316],[2847348],[2847439],[2848065],[2850396],[2850640],[2850891],[2850994],[2851219],[2852054],[2852314],[2853800],[2853891],[2854084],[2856149],[2856190],[2856208],[2856543],[2856618],[2856682],[2856999],[2857090],[2859009],[2859050],[2859286],[2859462],[2860498],[2862266],[2863101],[2863526],[2865816],[2865857],[2865875],[2866210],[2866285],[2866349],[2867076],[2867117],[2868393],[2869742],[2870120],[2870211],[2870411],[2870587],[2870837],[2872323],[2872414],[2872607],[2875458],[2875499],[2876995],[2877373],[2877464],[2877664],[2877840],[2878307],[2878398],[2880251],[2880620],[2880839],[2882274],[2883655],[2884505],[2884596],[2885550],[2885919],[2886138],[2886336],[2886592],[2887998],[2890411],[2890790],[2891046],[2891757],[2892312],[2895177],[2895412] ] cell #6081 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1923808],[2071937],[2166053],[2235029],[2263280],[2326891],[2358136],[2381700],[2393296],[2416045],[2444909],[2460744],[2476236],[2494859],[2496927],[2513822],[2536571],[2548491],[2550751],[2566566],[2583261],[2590004],[2601884],[2603952],[2614401],[2627680],[2629940],[2642158],[2644418],[2649859],[2660233],[2666976],[2671479],[2680596],[2682783],[2695141],[2699501],[2701761],[2708420],[2710680],[2716121],[2717405],[2727881],[2729599],[2739972],[2743733],[2744542],[2749089],[2751276],[2755636],[2757896],[2758566],[2767404],[2773480],[2776793],[2780459],[2781224],[2785010],[2786728],[2789683],[2790489],[2791298],[2793005],[2798918],[2804955],[2806950],[2807639],[2811109],[2814204],[2815040],[2818155],[2818706],[2819471],[2824866],[2825555],[2830205],[2831041],[2831889],[2832337],[2837637],[2838326],[2840760],[2841796],[2846110],[2846558],[2850213],[2850902],[2851115],[2851456],[2856002],[2856450],[2862162],[2862503],[2865669],[2866117],[2866381],[2869638],[2869979],[2874763],[2876891],[2877232],[2880262],[2883619],[2885561],[2890441] ] cell #6082 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2439607],[2538902],[2595973],[2636213],[2652185],[2667901],[2686796],[2703585],[2716813],[2716953],[2722074],[2731173],[2732885],[2747242],[2754590],[2755289],[2758513],[2762580],[2770188],[2770650],[2771633],[2775877],[2779203],[2788302],[2789630],[2790014],[2795341],[2795450],[2796201],[2798002],[2799539],[2802171],[2802461],[2806897],[2809380],[2812336],[2814124],[2816988],[2817450],[2818026],[2818433],[2820280],[2822762],[2824813],[2827464],[2827573],[2828324],[2830125],[2831760],[2832947],[2833056],[2833807],[2835608],[2835978],[2836524],[2837145],[2837584],[2839777],[2840067],[2842561],[2843023],[2844520],[2845981],[2847409],[2848109],[2849195],[2849721],[2850160],[2851213],[2852358],[2853861],[2853970],[2854409],[2854462],[2854721],[2855151],[2855873],[2857060],[2857169],[2857920],[2859721],[2859801],[2860091],[2860637],[2860693],[2861982],[2862260],[2863570],[2864079],[2864902],[2864955],[2865540],[2867292],[2868437],[2868688],[2868753],[2868797],[2868882],[2869330],[2869736],[2870181],[2870881],[2871967],[2872384],[2872493],[2872932],[2872985],[2873244],[2873534],[2873674],[2874369],[2875782],[2876667],[2876711],[2876796],[2876989],[2877434],[2878368],[2879076],[2879256],[2879354],[2879548],[2879597],[2880664],[2881173],[2881996],[2882049],[2882164],[2882318],[2882569],[2882634],[2882678],[2882763],[2883211],[2883649],[2883788],[2884566],[2885015],[2885167],[2885413],[2885963],[2886577],[2886636],[2886856],[2887250],[2888269],[2888490],[2889154],[2889198],[2889283],[2889378],[2889476],[2889670],[2889719],[2890430],[2891031],[2891090],[2891302],[2891389],[2891471],[2892028],[2892249],[2892468],[2892498],[2892637],[2893737],[2893796],[2893864],[2894016],[2894262],[2894410],[2895188],[2895568],[2895598],[2895727],[2896317],[2896376],[2896490],[2896501],[2897362],[2897449],[2897531],[2898571],[2898582],[2899068],[2899179],[2899718],[2900519],[2900799] ] cell #6083 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2352366],[2462776],[2527608],[2573691],[2592115],[2632355],[2652060],[2667358],[2673589],[2686671],[2713095],[2721949],[2742082],[2755164],[2779078], [1582562,2717502],[1674796,2745154],[1711809,2758980],[1712038,2759128],[1801571,2781721],[1834151,2791910],[1837551,2793052],[1838214,2793346],[1923447,2811353],[1939187,2818006],[1950481,2818357],[1956130,2819968],[1959578,2820971],[2017306,2771206],[2023073,2832261],[2036512,2834494],[2056167,2840704],[2067069,2841004],[2071576,2842040],[2099207,2846482],[2130025,2803098],[2134142,2852548],[2135334,2851829],[2163329,2856374],[2165692,2858164],[2176768,2858607],[2205695,2822952],[2206887,2862876],[2232305,2866041],[2234668,2828568],[2240172,2866844],[2257847,2835339],[2261641,2870640],[2265312,2871071],[2266504,2870352],[2306588,2875226],[2324567,2877830],[2325252,2847868],[2328923,2848299],[2330115,2877605],[2334814,2877985],[2353558,2854202],[2361301,2880725],[2378976,2859452],[2385566,2860891],[2395679,2884183],[2407082,2863631],[2412950,2886297],[2414427,2886256],[2419210,2886024],[2440441,2836066],[2445224,2703673],[2458420,2870577],[2463968,2872725],[2475249,2721560],[2485090,2847580],[2487129,2622933],[2493989,2731104],[2494137,2731709],[2495241,2802549],[2497242,2732973],[2516205,2811822],[2533476,2880998],[2534953,2880957],[2539736,2860179],[2542805,2860568],[2551066,2762668],[2558393,2826778],[2563540,2827805],[2565579,2682396],[2565943,2770525],[2566237,2684604],[2582274,2778689],[2601014,2788233],[2601162,2788838],[2602266,2840155],[2604267,2790102],[2608134,2872766],[2609611,2843503],[2616222,2795682],[2627208,2801822],[2629400,2630255],[2644733,2809468],[2651240,2854243],[2657207,2857401],[2659246,2750889],[2659610,2817325],[2659904,2753097],[2666106,2820211],[2666254,2820816],[2672984,2761941],[2696962,2833288],[2702076,2782724],[2702845,2836455],[2702993,2782569],[2707948,2839428],[2710140,2710995],[2715498,2842898],[2715792,2792310],[2741477,2808741],[2745554,2810317],[2746296,2812211],[2746590,2812816],[2757356,2758211],[2780110,2781964] ] cell #6084 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1923810],[2071939],[2166055],[2235031],[2263282],[2326893],[2358205],[2381702],[2393298],[2412638],[2416114],[2444970],[2460746],[2467219],[2476305],[2493836],[2494861],[2496988],[2513824],[2533164],[2536640],[2542360],[2548526],[2548852],[2550812],[2559226],[2565957],[2566635],[2583330],[2590006],[2600861],[2601886],[2603823],[2604013],[2607822],[2609185],[2614433],[2627715],[2628041],[2630001],[2640185],[2642193],[2642519],[2644479],[2648428],[2649928],[2650928],[2652893],[2659624],[2660302],[2662409],[2665953],[2666978],[2671492],[2677627],[2680631],[2682815],[2687504],[2693468],[2695173],[2699536],[2699862],[2700491],[2700586],[2701822],[2702692],[2706447],[2708455],[2708781],[2710741],[2712316],[2714690],[2715512],[2716190],[2717190],[2717407],[2722379],[2725418],[2727913],[2729612],[2735747],[2738417],[2739985],[2743765],[2744299],[2744577],[2744635],[2744903],[2746310],[2749124],[2749603],[2750191],[2751308],[2755671],[2755997],[2756626],[2756721],[2757957],[2758635],[2758827],[2761955],[2765237],[2767417],[2770955],[2773515],[2773994],[2774582],[2774808],[2776828],[2779508],[2780124],[2780472],[2781039],[2781256],[2785042],[2785173],[2785930],[2786025],[2786741],[2789952],[2790521],[2791055],[2791333],[2791391],[2791659],[2793066],[2795583],[2796933],[2798953],[2801836],[2804987],[2805118],[2805875],[2805970],[2807437],[2807671],[2808755],[2810218],[2813055],[2814217],[2814797],[2815075],[2815133],[2817755],[2818371],[2818719],[2819286],[2819503],[2825353],[2825587],[2826792],[2827706],[2829056],[2830218],[2830798],[2831076],[2831134],[2832275],[2832350],[2833189],[2836710],[2838124],[2838141],[2838358],[2839442],[2840905],[2844117],[2846496],[2846571],[2847481],[2849286],[2850700],[2850717],[2850934],[2851169],[2851730],[2855317],[2856388],[2857302],[2861009],[2862216],[2862777],[2864984],[2866055],[2866428],[2870253],[2873957],[2874810],[2877506] ] cell #6085 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2352421],[2462831],[2527663],[2573746],[2592170],[2632410],[2652063],[2667413],[2673644],[2686674],[2713150],[2721952],[2742137],[2755167],[2779081], [1582564,2717496],[1675916,2744678],[1711929,2758870],[1712035,2759134],[1763526,2831177],[1802694,2781322],[1835271,2791434],[1837545,2793055],[1838347,2793250],[1887676,2851000],[1924531,2811077],[1949797,2815176],[1950475,2818360],[1957253,2819569],[1959584,2820969],[2005996,2866085],[2023067,2832264],[2036567,2834488],[2066406,2838424],[2067075,2841002],[2072660,2841764],[2099201,2846485],[2111595,2876833],[2134197,2852542],[2135340,2851827],[2163323,2856377],[2175425,2856418],[2176823,2858601],[2189468,2883530],[2205750,2822946],[2206893,2862874],[2232299,2866044],[2240227,2866838],[2257841,2835342],[2265367,2871065],[2266510,2870350],[2270235,2869580],[2297786,2721558],[2306643,2875220],[2312696,2622931],[2324561,2877833],[2328978,2848293],[2330121,2877603],[2336139,2877913],[2353564,2854200],[2361356,2880719],[2378970,2859455],[2397004,2884111],[2407137,2863625],[2410408,2682394],[2412944,2866345],[2414433,2886254],[2419265,2886018],[2431639,2778687],[2440496,2836064],[2446549,2703671],[2458414,2870580],[2463974,2872723],[2485145,2847578],[2493879,2629613],[2493913,2629398],[2494143,2731764],[2495296,2802547],[2498567,2732971],[2517530,2811820],[2530934,2750887],[2533470,2856678],[2534959,2880955],[2539791,2860177],[2542799,2821184],[2551759,2762666],[2558396,2826781],[2563595,2827803],[2565946,2770528],[2566141,2566316],[2600904,2710353],[2600938,2710138],[2601168,2788893],[2602321,2840153],[2605592,2790100],[2608128,2842024],[2609617,2793425],[2616277,2795680],[2627211,2801825],[2645426,2809466],[2651234,2811337],[2657262,2857399],[2659613,2817328],[2659808,2659983],[2665996,2757569],[2666030,2757354],[2666260,2820871],[2672987,2761944],[2697017,2833286],[2702735,2782937],[2702769,2782722],[2702999,2782624],[2707951,2839431],[2715501,2842901],[2715696,2715871],[2741480,2808744],[2745609,2810315],[2746299,2812214],[2746494,2746669],[2780113,2781967] ] cell #6086 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1597333],[1618809],[1757448],[1789160],[1810636],[1884967],[1892272],[1922873],[1943719],[1977831],[2004482],[2042627],[2063697],[2071002],[2087787],[2117827],[2119790],[2147260],[2152968],[2173911],[2182883],[2183962],[2195853],[2220885],[2246427],[2256599],[2260715],[2276467],[2278430],[2284138],[2286144],[2296803],[2315215],[2319081],[2342524],[2351196],[2356446],[2364347],[2367556],[2377728],[2379881],[2381844],[2405453],[2409425],[2412927],[2422256],[2430656],[2438024],[2440133],[2443425],[2449068],[2450335],[2452934],[2461606],[2466856],[2484939],[2487471],[2493612],[2501086],[2502353],[2508437],[2516547],[2517940],[2518481],[2523290],[2525979],[2529951],[2533453],[2537319],[2539428],[2542720],[2542782],[2557550],[2558371],[2563389],[2565921],[2569373],[2572062],[2578527],[2587364],[2587458],[2591964],[2594496],[2596499],[2600637],[2604609],[2606002],[2606543],[2608111],[2609378],[2616071],[2616831],[2621728],[2622886],[2627186],[2632204],[2634736],[2636739],[2637229],[2640339],[2648065],[2651217],[2652038],[2655499],[2656040],[2657056],[2659588],[2663040],[2664336],[2664430],[2665729],[2672962],[2673438],[2674671],[2677781],[2682349],[2685213],[2686649],[2690110],[2690651],[2691009],[2696811],[2697571],[2702468],[2703491],[2706601],[2706695],[2707926],[2712944],[2714327],[2715476],[2721043],[2721513],[2721927],[2722959],[2731558],[2732791],[2735901],[2735995],[2736577],[2741455],[2741931],[2743164],[2745403],[2746163],[2746274],[2747144],[2747438],[2749828],[2750842],[2753706],[2755142],[2759020],[2759144],[2760605],[2761919],[2763397],[2769619],[2770503],[2771535],[2771829],[2774219],[2778172],[2778642],[2779056],[2780088],[2781942],[2782418],[2783333],[2783656],[2788687],[2792919],[2793124],[2794633],[2795562],[2796397],[2800486],[2801800],[2803278],[2803601],[2808719],[2810197],[2811775],[2812189],[2813122],[2816419],[2817303],[2818629],[2820665],[2821019],[2822113],[2823557],[2826756],[2827685],[2829123],[2833168],[2834003],[2839406],[2841207],[2842876],[2843610],[2845016],[2847460],[2853153],[2857281],[2858719],[2861350],[2863169],[2867788],[2878444] ] cell #6087 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2186685],[2256515],[2287735],[2373781],[2377644],[2381371],[2426406],[2450251],[2459187],[2481454],[2494045],[2502269],[2506174],[2522818],[2523206],[2525701],[2535343],[2555287],[2566293],[2568901],[2569289],[2571784],[2576709],[2588479],[2591766],[2594236],[2601070],[2609294],[2614331],[2614355],[2616359],[2616747],[2619910],[2629382],[2631080],[2632006],[2634476],[2637728],[2648954],[2653681],[2659960],[2662568],[2662956],[2665451],[2666162],[2671602],[2673240],[2675170],[2682713],[2682737],[2684741],[2685129],[2685229],[2685696],[2688292],[2695071],[2695095],[2697099],[2697487],[2700650],[2702901],[2703990],[2710122],[2711820],[2712746],[2715216],[2715848],[2720444],[2727811],[2727835],[2729722],[2731360],[2731741],[2731846],[2733290],[2740095],[2741733],[2743663],[2743687],[2745691],[2746079],[2746179],[2746646],[2751206],[2751230],[2753234],[2753622],[2753722],[2754189],[2756785],[2757338],[2759036],[2760769],[2767527],[2768496],[2769020],[2770344],[2777573],[2780582],[2781178],[2782220],[2782601],[2782706],[2784940],[2784964],[2786851],[2788489],[2788870],[2788975],[2790419],[2790443],[2792447],[2792835],[2792935],[2793402],[2793996],[2800160],[2800910],[2804885],[2804909],[2807569],[2807593],[2810182],[2810706],[2811232],[2812030],[2814327],[2815296],[2815820],[2817144],[2818829],[2819425],[2820467],[2820848],[2820953],[2821341],[2821710],[2825485],[2825509],[2830328],[2831602],[2831731],[2832460],[2834427],[2835285],[2837766],[2838280],[2838516],[2840869],[2841393],[2841919],[2842717],[2843154],[2845823],[2845952],[2846681],[2850342],[2850856],[2851306],[2851401],[2851565],[2852000],[2855844],[2856573],[2858540],[2858580],[2859398],[2862353],[2862448],[2862612],[2863047],[2865511],[2866240],[2866682],[2866722],[2869924],[2870088],[2870523],[2875064],[2875104],[2876039],[2877177],[2877341],[2877776],[2880563],[2880603],[2884941],[2885862],[2885902] ] cell #6088 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2322607],[2412597],[2456460],[2474038],[2485918],[2493628],[2533123],[2540845],[2543076],[2564368],[2581063],[2590633],[2592943],[2600653],[2607781],[2609230],[2633183],[2647661],[2648487],[2650887],[2658035],[2662454],[2665745],[2667237],[2667605],[2673941],[2693513],[2700536],[2700545],[2700865],[2702484],[2712603],[2713923],[2714749],[2717149],[2721059],[2725463],[2732061],[2738704],[2742434],[2743180],[2744292],[2744561],[2744586],[2749648],[2750250],[2754639],[2756671],[2756680],[2757000],[2758619],[2761801],[2765524],[2769635],[2774039],[2774641],[2776199],[2778188],[2779970],[2781036],[2781116],[2785460],[2785975],[2785984],[2789190],[2789936],[2791048],[2791317],[2791342],[2795580],[2798324],[2800502],[2801682],[2805405],[2805920],[2805929],[2806003],[2807421],[2808601],[2810215],[2814446],[2814790],[2815059],[2815084],[2816435],[2818217],[2819283],[2819363],[2823919],[2825337],[2826638],[2827703],[2828536],[2830447],[2830791],[2831060],[2831085],[2832121],[2833186],[2836690],[2836703],[2838108],[2838138],[2838218],[2839288],[2840902],[2843821],[2846342],[2846913],[2847478],[2848786],[2849266],[2849279],[2850684],[2850714],[2850794],[2851149],[2851162],[2851727],[2854933],[2855314],[2855496],[2856234],[2857299],[2858132],[2860656],[2860989],[2861002],[2862196],[2862209],[2862774],[2863212],[2863380],[2864028],[2864593],[2864981],[2865163],[2865901],[2866425],[2869114],[2869685],[2870250],[2871558],[2873456],[2873566],[2873954],[2874403],[2874416],[2874484],[2874600],[2874807],[2875541],[2875718],[2875731],[2876122],[2876938],[2877503],[2879290],[2879303],[2879868],[2880306],[2881122],[2881687],[2882257],[2882995],[2883832],[2883879],[2883945],[2884752],[2885024],[2885201],[2885214],[2885398],[2885605],[2886890],[2886903],[2886971],[2887087],[2887294],[2888609],[2889425],[2889990],[2890617],[2890663],[2891515],[2891628],[2892681],[2892728],[2892794],[2893211],[2893327],[2893873],[2894050],[2894063],[2894247],[2894454],[2895092],[2895949],[2896677],[2896723],[2897002],[2897068],[2897575],[2897688],[2898221],[2899494],[2899540],[2899940],[2900285],[2901561] ] cell #6089 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1712037],[1837547],[1950477],[1959575],[2023069],[2067066],[2099203],[2135331],[2159280],[2163325],[2176718],[2206884],[2228256],[2232301],[2240122],[2257843],[2266501],[2297093],[2300563],[2306538],[2324563],[2330112],[2335446],[2353555],[2361251],[2374927],[2378972],[2389797],[2396311],[2409715],[2412846],[2412946],[2413185],[2414424],[2419160],[2430946],[2434416],[2440391],[2445856],[2458416],[2463965],[2473528],[2487761],[2491360],[2493571],[2493881],[2494134],[2495191],[2497874],[2510323],[2516837],[2520307],[2530241],[2533372],[2533472],[2533711],[2534950],[2539686],[2542801],[2546962],[2560923],[2563119],[2563858],[2565888],[2566140],[2580553],[2586505],[2594786],[2598385],[2600596],[2600906],[2601159],[2602216],[2604899],[2608030],[2608130],[2608369],[2609608],[2612329],[2624983],[2626834],[2629353],[2635026],[2640629],[2647151],[2648355],[2651136],[2651236],[2654590],[2656786],[2657525],[2659555],[2659807],[2663477],[2665688],[2665998],[2666251],[2667308],[2669724],[2678071],[2682088],[2689201],[2693069],[2693983],[2700355],[2702427],[2702737],[2702990],[2705723],[2707574],[2710093],[2712674],[2713413],[2714617],[2715443],[2715695],[2718898],[2725019],[2725933],[2735023],[2738217],[2738775],[2739038],[2742923],[2746241],[2746493],[2750118],[2750581],[2754790],[2756490],[2757309],[2765037],[2765595],[2765858],[2774509],[2775639],[2776027],[2776350],[2779900],[2782677],[2785531],[2785794],[2789794],[2797764],[2798152],[2798475],[2805476],[2805739],[2806705],[2807279],[2810153],[2813886],[2814597],[2824621],[2825195],[2829887],[2830598],[2831702],[2837392],[2837966],[2845923],[2847836],[2849968],[2850542],[2855815],[2863878],[2865482],[2876010] ] cell #6090 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1923801],[2071930],[2166046],[2235022],[2263273],[2326884],[2358132],[2381693],[2393289],[2412640],[2416041],[2444912],[2460737],[2467221],[2476232],[2493837],[2494852],[2496930],[2513815],[2533166],[2536567],[2542362],[2548407],[2548487],[2550754],[2565899],[2566562],[2583257],[2589997],[2600862],[2601877],[2603825],[2603955],[2607824],[2609186],[2614404],[2627596],[2627676],[2629943],[2640187],[2642074],[2642154],[2644421],[2648430],[2649855],[2650930],[2659566],[2660229],[2662410],[2665954],[2666969],[2671505],[2677629],[2680512],[2680592],[2682786],[2693469],[2695144],[2699417],[2699497],[2700492],[2700588],[2701764],[2702693],[2706449],[2708336],[2708416],[2710683],[2712329],[2714692],[2715454],[2716117],[2717192],[2717398],[2725419],[2727884],[2729625],[2735749],[2738430],[2739998],[2743736],[2744312],[2744458],[2744538],[2744636],[2746252],[2749005],[2749085],[2749604],[2750193],[2751279],[2755552],[2755632],[2756627],[2756723],[2757899],[2758562],[2758828],[2765250],[2767430],[2773396],[2773476],[2773995],[2774584],[2775132],[2776709],[2776789],[2779911],[2780485],[2781034],[2781227],[2785013],[2785186],[2785931],[2786027],[2786754],[2789679],[2790492],[2791068],[2791214],[2791294],[2791392],[2793008],[2797257],[2798834],[2798914],[2804958],[2805131],[2805876],[2805972],[2806716],[2806946],[2807642],[2810081],[2813379],[2814230],[2814810],[2814956],[2815036],[2815134],[2818158],[2818732],[2819281],[2819474],[2824632],[2824862],[2825558],[2829380],[2830231],[2830811],[2830957],[2831037],[2831135],[2831630],[2831892],[2832363],[2836723],[2837403],[2837633],[2838136],[2838329],[2840768],[2844271],[2845851],[2846113],[2846584],[2849299],[2849979],[2850209],[2850712],[2850905],[2851182],[2851464],[2855308],[2855743],[2856005],[2861022],[2862229],[2862511],[2863889],[2864975],[2865410],[2865672],[2866419],[2869987],[2873948],[2874801],[2875938],[2877240] ] cell #6091 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1838532],[1959610],[2067101],[2075977],[2135366],[2177038],[2206919],[2240442],[2262794],[2266536],[2279166],[2306858],[2326405],[2330147],[2337310],[2353590],[2361571],[2389704],[2392810],[2398175],[2414459],[2419480],[2424339],[2440711],[2447720],[2460258],[2464000],[2473638],[2479387],[2491267],[2494068],[2494169],[2494373],[2495511],[2499738],[2510230],[2513336],[2518701],[2523634],[2534985],[2540006],[2548420],[2560830],[2563968],[2565912],[2566284],[2566416],[2567364],[2569717],[2580663],[2586412],[2589518],[2598292],[2601093],[2601194],[2601398],[2602536],[2606763],[2609643],[2613150],[2625093],[2626991],[2627609],[2629368],[2629667],[2642087],[2647261],[2654497],[2657635],[2659579],[2659951],[2660083],[2661031],[2663384],[2666185],[2666286],[2666490],[2667628],[2669881],[2680525],[2682103],[2684229],[2689108],[2693890],[2699430],[2700465],[2702924],[2703025],[2705833],[2707731],[2708349],[2710108],[2710407],[2713523],[2715467],[2715839],[2715971],[2716919],[2718913],[2725840],[2729151],[2735133],[2738374],[2739148],[2744471],[2746265],[2746637],[2746769],[2749018],[2750596],[2752722],[2754947],[2755565],[2756600],[2757324],[2757623],[2760234],[2765194],[2765968],[2773409],[2776042],[2776507],[2776722],[2779924],[2782692],[2782991],[2785904],[2786280],[2789809],[2791227],[2791935],[2798167],[2798632],[2798847],[2805849],[2806729],[2807034],[2807294],[2810168],[2812441],[2814754],[2814969],[2818258],[2824645],[2824950],[2825210],[2830755],[2830970],[2831717],[2832162],[2834441],[2837416],[2837981],[2845938],[2846383],[2849992],[2850557],[2851415],[2855830],[2856275],[2862462],[2863902],[2865497],[2865942],[2869938],[2876025],[2877191],[2884955] ] cell #6092 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2288693],[2381473],[2412759],[2459289],[2466319],[2493941],[2506276],[2533285],[2535727],[2555389],[2565875],[2577093],[2594338],[2600966],[2602888],[2607943],[2620294],[2626821],[2634578],[2638774],[2649056],[2651049],[2654065],[2659542],[2666058],[2669711],[2676216],[2685798],[2688676],[2690923],[2701034],[2701140],[2702797],[2705036],[2707561],[2715318],[2715430],[2717311],[2722873],[2732230],[2732336],[2734336],[2738204],[2744709],[2745106],[2746228],[2747058],[2754291],[2754777],[2757169],[2757275],[2758932],[2761833],[2765024],[2770761],[2771158],[2771449],[2776337],[2779887],[2780002],[2781370],[2783570],[2789359],[2789465],[2791465],[2791862],[2792984],[2794547],[2798462],[2800930],[2801714],[2802747],[2803515],[2806692],[2808633],[2810086],[2814584],[2817561],[2817958],[2818134],[2818249],[2819617],[2821730],[2823471],[2824608],[2826670],[2827115],[2830585],[2831635],[2831868],[2832153],[2837379],[2838536],[2839320],[2840353],[2840773],[2841121],[2843750],[2844633],[2845856],[2846089],[2846374],[2847077],[2848818],[2849955],[2851326],[2851469],[2853067],[2855748],[2855981],[2856266],[2856711],[2861490],[2862373],[2862516],[2863309],[2863865],[2864192],[2865415],[2865648],[2865933],[2866522],[2867405],[2868861],[2869146],[2869849],[2869992],[2871590],[2874904],[2875943],[2876219],[2876494],[2876775],[2877102],[2877245],[2878584],[2879467],[2879610],[2880403],[2881286],[2882742],[2883027],[2884041],[2884648],[2885266],[2885426],[2885702],[2887391],[2888706],[2888981],[2889262],[2889589],[2889732],[2890713],[2891411],[2892890],[2894115],[2894275],[2894551],[2894826],[2895317],[2896773],[2897164],[2897471],[2898089],[2899308],[2899590],[2901084] ] cell #6093 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2041407],[2181663],[2269107],[2332718],[2358629],[2382350],[2416538],[2444925],[2466366],[2466571],[2476729],[2493988],[2496943],[2522814],[2535774],[2537064],[2542211],[2550767],[2566240],[2567059],[2568897],[2577140],[2583754],[2601013],[2603236],[2603968],[2614351],[2614417],[2616355],[2620341],[2629378],[2629956],[2639122],[2644434],[2650352],[2654112],[2659907],[2660726],[2661665],[2662564],[2666105],[2671598],[2676564],[2682733],[2682799],[2684737],[2688723],[2692321],[2695091],[2695157],[2697095],[2701081],[2701777],[2702844],[2705384],[2710118],[2710696],[2715795],[2716614],[2720390],[2724271],[2727831],[2727897],[2729718],[2732277],[2734684],[2737032],[2740091],[2743683],[2743749],[2745057],[2745153],[2745687],[2746593],[2748456],[2751226],[2751292],[2753230],[2757216],[2757334],[2757912],[2758979],[2759059],[2763852],[2767523],[2768966],[2771109],[2771205],[2772847],[2777519],[2780578],[2781174],[2781240],[2781400],[2781724],[2782702],[2783788],[2784960],[2785026],[2786847],[2789406],[2790439],[2790505],[2791813],[2791909],[2792443],[2793021],[2793349],[2800106],[2802777],[2803101],[2803733],[2804905],[2804971],[2807589],[2807655],[2810178],[2810652],[2811228],[2811349],[2814323],[2815766],[2817909],[2818005],[2818171],[2818825],[2819421],[2819487],[2819647],[2819971],[2820949],[2822350],[2825505],[2825571],[2827151],[2828564],[2830324],[2831727],[2831905],[2832456],[2834393],[2837712],[2838276],[2838342],[2840383],[2840707],[2840865],[2841339],[2841915],[2842036],[2843786],[2845948],[2846126],[2846677],[2847860],[2850288],[2850852],[2850918],[2851367],[2851561],[2851946],[2855840],[2856018],[2856569],[2856747],[2858160],[2858506],[2860883],[2862414],[2862608],[2862993],[2865507],[2865685],[2866236],[2866558],[2866648],[2869890],[2870084],[2870632],[2874940],[2875030],[2876035],[2877143],[2877337],[2877977],[2880529],[2884175],[2884907],[2885828] ] cell #6094 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2088197],[2105912],[2117843],[2221295],[2224108],[2246837],[2264552],[2276483],[2322462],[2328163],[2351606],[2367966],[2370779],[2379897],[2393780],[2440543],[2443441],[2456315],[2462016],[2464829],[2473733],[2495343],[2514306],[2518233],[2518497],[2521480],[2539838],[2540700],[2542736],[2543073],[2548320],[2564063],[2580758],[2587483],[2587727],[2587859],[2590488],[2602368],[2606295],[2606559],[2609180],[2609542],[2614267],[2625188],[2627509],[2641987],[2647356],[2647985],[2648284],[2655792],[2656056],[2657730],[2662033],[2664455],[2664699],[2664831],[2667192],[2667460],[2680425],[2682649],[2684651],[2690403],[2690667],[2692689],[2695007],[2699330],[2700138],[2705928],[2706720],[2706964],[2707096],[2708249],[2712250],[2713618],[2714247],[2714546],[2724639],[2726500],[2727747],[2731002],[2735228],[2736020],[2736264],[2736396],[2738016],[2739243],[2743599],[2747463],[2748824],[2748918],[2749748],[2750047],[2751142],[2753144],[2754361],[2755465],[2756273],[2758896],[2764836],[2766063],[2766403],[2768807],[2770054],[2771854],[2773215],[2773309],[2774139],[2774438],[2775648],[2776622],[2783304],[2783629],[2784772],[2784876],[2785577],[2788131],[2790355],[2792357],[2793149],[2796076],[2796422],[2797773],[2798747],[2799238],[2801170],[2803249],[2803574],[2804717],[2804821],[2805522],[2805982],[2806242],[2807505],[2812863],[2812957],[2813203],[2813895],[2815607],[2816854],[2818654],[2820109],[2821955],[2823315],[2823530],[2823898],[2824158],[2825421],[2827272],[2828545],[2828958],[2829204],[2829896],[2831357],[2833682],[2834028],[2836353],[2836669],[2838776],[2841180],[2842427],[2843800],[2843924],[2844858],[2844902],[2845097],[2845578],[2847302],[2848877],[2849245],[2851128],[2852911],[2853126],[2853754],[2854596],[2854942],[2855017],[2856868],[2858141],[2858800],[2860665],[2860968],[2861664],[2862175],[2863359],[2863483],[2864417],[2864656],[2867630],[2867674],[2867869],[2868350],[2868990],[2869205],[2871649],[2873465],[2874382],[2875697],[2876393],[2878758],[2879269],[2879736],[2879931],[2881511],[2881750],[2883086],[2885180],[2886869],[2888880],[2890053],[2894029] ] cell #6095 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2322736],[2382352],[2412711],[2456589],[2466368],[2484921],[2493594],[2533237],[2535776],[2540974],[2542207],[2563371],[2577142],[2587440],[2590762],[2591946],[2600619],[2603232],[2607895],[2616053],[2620343],[2632186],[2639118],[2649118],[2651001],[2654114],[2657038],[2661640],[2664412],[2665711],[2667734],[2673420],[2676560],[2685860],[2688725],[2692296],[2696793],[2701083],[2701092],[2702450],[2705380],[2706677],[2712926],[2715380],[2717263],[2721025],[2724246],[2731540],[2732279],[2732288],[2734680],[2735977],[2736603],[2741913],[2743146],[2744699],[2745053],[2745385],[2747420],[2748431],[2754353],[2757218],[2757227],[2758585],[2761811],[2763423],[2769601],[2770751],[2771105],[2771811],[2772822],[2778154],[2779980],[2781375],[2782400],[2783359],[2783548],[2788669],[2789408],[2789417],[2789902],[2791455],[2791809],[2793106],[2795588],[2796379],[2800468],[2800920],[2801692],[2802752],[2803304],[2803493],[2807387],[2808611],[2810223],[2811287],[2813148],[2816401],[2817551],[2817905],[2818227],[2818611],[2819622],[2820647],[2821720],[2822139],[2823449],[2825303],[2826648],[2827126],[2827711],[2828502],[2829149],[2832131],[2833194],[2833985],[2835209],[2838074],[2838526],[2839298],[2840358],[2840910],[2841099],[2841974],[2843761],[2844623],[2845042],[2846352],[2847067],[2847486],[2848796],[2850650],[2851316],[2851735],[2853045],[2854899],[2856244],[2856628],[2856722],[2857307],[2858098],[2858745],[2859322],[2861501],[2862363],[2862782],[2863320],[2864182],[2864601],[2865911],[2866295],[2866533],[2867395],[2867814],[2869124],[2869839],[2870258],[2870447],[2871568],[2873422],[2874915],[2876230],[2877092],[2877511],[2877700],[2878595],[2879457],[2879876],[2880329],[2880414],[2881276],[2881695],[2883005],[2883389],[2884031],[2885628],[2885713],[2887402],[2888717],[2889579],[2889998],[2890187],[2890686],[2890724],[2892880],[2894477],[2894562],[2896746],[2896784] ] cell #6096 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1800939],[1955498],[2055535],[2129393],[2159802],[2228778],[2262723],[2288033],[2301085],[2322609],[2326334],[2358115],[2375449],[2382355],[2392739],[2412593],[2413707],[2416024],[2434938],[2456462],[2460187],[2466485],[2473511],[2473606],[2476215],[2493554],[2494302],[2513265],[2520829],[2533119],[2534233],[2536400],[2536550],[2540847],[2542315],[2548470],[2563841],[2563936],[2566545],[2578319],[2580536],[2580631],[2583240],[2587838],[2589447],[2590635],[2600579],[2601327],[2603778],[2607777],[2608891],[2614273],[2621520],[2624966],[2625061],[2627659],[2640140],[2642137],[2647134],[2647229],[2648383],[2648489],[2649838],[2650883],[2655291],[2657508],[2657603],[2660212],[2662062],[2664810],[2665671],[2666419],[2667607],[2667830],[2677582],[2680575],[2682655],[2689902],[2693121],[2695013],[2699480],[2700144],[2700338],[2700433],[2700541],[2702410],[2705706],[2705801],[2706402],[2707075],[2708399],[2713396],[2713491],[2714645],[2714751],[2716100],[2716848],[2717145],[2725071],[2727753],[2735006],[2735101],[2735702],[2736375],[2736664],[2739021],[2739116],[2742906],[2743605],[2744282],[2744521],[2749068],[2749256],[2750146],[2750252],[2751148],[2754625],[2755615],[2756279],[2756473],[2756568],[2756676],[2758545],[2763484],[2765841],[2765936],[2773459],[2773647],[2774537],[2774643],[2775622],[2775912],[2776772],[2779786],[2783420],[2784882],[2785583],[2785777],[2785872],[2785980],[2789662],[2790361],[2791038],[2791277],[2797747],[2798037],[2798897],[2803365],[2804827],[2805528],[2805722],[2805817],[2805925],[2806591],[2806929],[2807511],[2812963],[2813869],[2814159],[2814780],[2815019],[2818033],[2822200],[2824507],[2824845],[2825427],[2828964],[2829870],[2830160],[2830781],[2831020],[2831363],[2831767],[2836687],[2837278],[2837616],[2843930],[2845584],[2845988],[2847819],[2849263],[2849854],[2850192],[2851146],[2855880],[2860986],[2862193],[2863764],[2865547] ] cell #6097 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2781096],[2819343],[2838198],[2850774],[2855476],[2865143],[2869669],[2873546],[2874580],[2876922],[2882237],[2883929],[2887067],[2889409],[2892778], [2630439,2805974],[2667931,2821443],[2684524,2895917],[2685125,2831131],[2700590,2702260],[2711179,2786029],[2717194,2793504],[2717469,2843531],[2731152,2898810],[2731340,2850710],[2744632,2746075],[2753017,2899908],[2753618,2815130],[2756725,2758395],[2758534,2860377],[2758824,2821337],[2766409,2884744],[2768598,2864973],[2770060,2895941],[2781032,2782200],[2788281,2901322],[2788469,2838134],[2789651,2872035],[2791388,2792831],[2792230,2901529],[2792980,2843134],[2794397,2873946],[2795649,2845849],[2801176,2891507],[2806918,2878080],[2810079,2810284],[2812736,2902062],[2813209,2880298],[2815398,2855306],[2816860,2899932],[2818130,2858560],[2819279,2820447],[2820259,2902281],[2823321,2883824],[2824834,2884278],[2827772,2865408],[2829210,2885597],[2831628,2833255],[2831864,2866702],[2832003,2866417],[2835643,2902578],[2836503,2902571],[2837605,2888202],[2838782,2897567],[2840766,2840971],[2842433,2901553],[2843423,2901611],[2845103,2890655],[2846085,2875084],[2846224,2874799],[2847547,2875936],[2849230,2898817],[2850181,2891961],[2851462,2851796],[2852917,2892673],[2854430,2893127],[2854441,2893307],[2855023,2899532],[2855741,2857368],[2855977,2880583],[2858806,2894446],[2859756,2902288],[2860616,2900381],[2861670,2895310],[2862509,2862843],[2863489,2884641],[2864662,2885419],[2864923,2895999],[2864934,2885378],[2865644,2885882],[2867875,2896715],[2868356,2901077],[2868760,2897052],[2868857,2887571],[2868996,2887286],[2869985,2870319],[2872002,2901329],[2872953,2898021],[2872964,2898201],[2874400,2890631],[2875555,2875715],[2876399,2891404],[2876674,2891612],[2876771,2891724],[2877238,2877572],[2878764,2899301],[2879287,2899508],[2879603,2879937],[2881756,2894268],[2882017,2899990],[2882028,2894227],[2882641,2900269],[2882738,2894731],[2885038,2885198],[2886887,2896691],[2888886,2897464],[2889161,2897672],[2889258,2897784],[2889725,2890059],[2893887,2894047] ] cell #6098 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1712047],[1837633],[1950633],[1959629],[2023225],[2067188],[2099359],[2118064],[2135453],[2163481],[2176543],[2207006],[2224296],[2232457],[2239947],[2257999],[2266623],[2276704],[2306363],[2322135],[2324719],[2330234],[2334049],[2353677],[2361076],[2370967],[2379128],[2380118],[2394914],[2407904],[2413822],[2414546],[2418985],[2440216],[2443662],[2444459],[2455988],[2458572],[2464087],[2465017],[2468902],[2474484],[2494906],[2495016],[2496477],[2515440],[2520944],[2521668],[2522926],[2528430],[2534348],[2535072],[2539511],[2540373],[2542957],[2546197],[2562636],[2564814],[2566477],[2569009],[2575927],[2581509],[2590051],[2590161],[2601931],[2602041],[2603088],[2603502],[2609006],[2609730],[2611108],[2616467],[2619128],[2625386],[2626502],[2638974],[2639864],[2645929],[2649770],[2656303],[2658481],[2660144],[2662676],[2667023],[2667133],[2668784],[2671947],[2676416],[2677306],[2679490],[2684849],[2691848],[2692183],[2697207],[2698323],[2705236],[2706126],[2707242],[2712191],[2716032],[2720635],[2723798],[2724133],[2726904],[2730067],[2734536],[2735426],[2737277],[2737550],[2737957],[2740440],[2745799],[2747983],[2748318],[2753342],[2754458],[2764097],[2764370],[2764777],[2769211],[2770226],[2772374],[2772709],[2775745],[2777764],[2780927],[2784033],[2784306],[2784713],[2787196],[2792555],[2796669],[2797870],[2800758],[2802232],[2803978],[2804251],[2804658],[2810897],[2811577],[2813992],[2816011],[2817026],[2819174],[2823716],[2826915],[2828792],[2829993],[2834275],[2835476],[2839838],[2841584],[2842264],[2842599],[2844653],[2847097],[2849063],[2853312],[2855189],[2858388],[2859589],[2859862],[2864212],[2867425],[2869391],[2871835],[2879487],[2881306] ] cell #6099 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2412757],[2467218],[2493945],[2533283],[2542255],[2548858],[2559232],[2565963],[2600970],[2603280],[2607941],[2609086],[2628047],[2639166],[2642525],[2648107],[2651047],[2652899],[2659630],[2661939],[2666062],[2676608],[2687510],[2692595],[2699868],[2701138],[2702801],[2705428],[2708787],[2711965],[2714369],[2715518],[2717309],[2722385],[2724545],[2732334],[2734728],[2737731],[2744909],[2745101],[2745110],[2746316],[2748730],[2749870],[2756003],[2757273],[2758936],[2761961],[2764551],[2770961],[2771153],[2771162],[2773121],[2774261],[2774761],[2779514],[2780130],[2781262],[2781380],[2781674],[2783698],[2784487],[2789463],[2791665],[2791857],[2791866],[2793072],[2795593],[2796886],[2801842],[2802757],[2803051],[2803643],[2804432],[2808761],[2810228],[2811170],[2811351],[2813008],[2813153],[2817761],[2817953],[2817962],[2818377],[2819509],[2819627],[2819921],[2821061],[2822950],[2823599],[2826798],[2827131],[2827716],[2828566],[2829009],[2829154],[2832281],[2833199],[2834492],[2836844],[2838364],[2839448],[2840363],[2840657],[2840915],[2841249],[2841857],[2842038],[2843766],[2844070],[2845047],[2846502],[2847491],[2847866],[2848297],[2848946],[2849420],[2850940],[2851740],[2852546],[2853195],[2856394],[2856511],[2856727],[2857312],[2858162],[2858605],[2858750],[2860889],[2861506],[2861810],[2862787],[2863325],[2863629],[2864606],[2866061],[2866178],[2866538],[2866842],[2867819],[2869274],[2869869],[2870263],[2870638],[2871069],[2871718],[2872192],[2873712],[2874303],[2874920],[2875224],[2875618],[2876235],[2876539],[2877122],[2877516],[2877983],[2878600],[2878904],[2879881],[2880419],[2880723],[2881700],[2883155],[2883272],[2884061],[2884181],[2885101],[2885718],[2886022],[2886790],[2887407],[2887711],[2888105],[2888722],[2889026],[2889609],[2890003],[2890729],[2891864],[2892910],[2893030],[2893950],[2894567],[2894871],[2895371],[2896789],[2897924],[2899362] ] cell #6100 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2835231],[2859344],[2870469],[2877722],[2880439],[2885738],[2888099],[2890209],[2890749],[2891858],[2894587],[2895365],[2896809],[2897918],[2899356], [2494900,2803145],[2567045,2828851],[2590045,2781768],[2601925,2840751],[2629884,2848966],[2650338,2811636],[2660712,2858447],[2667017,2820015],[2667945,2759160],[2681834,2863916],[2701705,2835379],[2710624,2871738],[2716600,2842323],[2717446,2793393],[2717452,2793525],[2718153,2873877],[2742784,2853494],[2750327,2881010],[2757840,2859492],[2758477,2820939],[2759045,2821238],[2761615,2883755],[2766729,2884675],[2770204,2885282],[2775282,2886364],[2775500,2866572],[2789540,2872017],[2789575,2840855],[2792949,2843128],[2797407,2890818],[2797625,2874954],[2801496,2891438],[2802290,2891562],[2806807,2878062],[2806842,2851551],[2808415,2892604],[2813529,2893524],[2813747,2880453],[2817004,2894131],[2818084,2858554],[2824723,2884260],[2824758,2862598],[2828140,2895903],[2829530,2896104],[2829748,2885752],[2831818,2866696],[2835013,2896878],[2837494,2888184],[2837529,2870074],[2839102,2897498],[2839896,2897622],[2842577,2898105],[2845253,2898473],[2846039,2875078],[2847697,2891315],[2850070,2891943],[2850105,2877327],[2854319,2893109],[2854354,2879692],[2855167,2899606],[2855931,2880577],[2857736,2899894],[2859126,2900095],[2859920,2900219],[2861526,2900450],[2863345,2895650],[2864812,2895981],[2864847,2885508],[2865598,2885876],[2868025,2900985],[2868811,2887565],[2868898,2897184],[2869449,2901138],[2872842,2898003],[2872877,2889814],[2873060,2901515],[2873690,2890244],[2874297,2898447],[2875612,2891150],[2876255,2898750],[2876514,2876812],[2876725,2891718],[2878620,2901949],[2879702,2899626],[2880087,2902048],[2881906,2899972],[2881941,2894357],[2882692,2894725],[2882779,2894846],[2883330,2895057],[2885095,2895816],[2885302,2885518],[2886784,2900959],[2887427,2902547],[2887517,2901132],[2888742,2901262],[2889001,2889299],[2889212,2897778],[2889824,2898125],[2891556,2891670],[2893024,2902022],[2893944,2899807],[2894151,2894367],[2894677,2900213],[2897616,2897730] ] cell #6101 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2811135],[2841822],[2856476],[2866143],[2869705],[2876958],[2880300],[2883237],[2883965],[2885599],[2889445],[2890657],[2892814],[2894448],[2896717], [2567102,2831179],[2630387,2850999],[2650395,2744680],[2660769,2815178],[2684702,2866081],[2702208,2781321],[2711127,2838423],[2716657,2791436],[2717498,2793568],[2728992,2876826],[2731169,2898812],[2745652,2811073],[2753195,2856414],[2758343,2819568],[2758872,2759102],[2759125,2821391],[2759687,2883523],[2770191,2900658],[2779852,2834387],[2786121,2869573],[2788298,2901324],[2792408,2841760],[2792997,2843111],[2793249,2793452],[2795479,2890586],[2799568,2891206],[2802197,2898825],[2806487,2877906],[2806657,2851361],[2816991,2902157],[2818099,2858500],[2818147,2858528],[2820276,2902283],[2820914,2820924],[2824403,2884104],[2824573,2862408],[2827602,2895872],[2831833,2866642],[2831881,2866670],[2833085,2896646],[2836520,2902573],[2837174,2888028],[2837344,2869884],[2839803,2901337],[2840830,2840840],[2842564,2902689],[2846054,2875024],[2846102,2875052],[2849750,2891787],[2849920,2877137],[2851526,2851536],[2853999,2892953],[2854458,2902069],[2855154,2902835],[2855946,2880523],[2855994,2880551],[2857198,2899863],[2859827,2902296],[2860633,2900349],[2862011,2895325],[2862573,2862583],[2863830,2884901],[2864951,2895924],[2865613,2885822],[2865661,2885850],[2868826,2887511],[2868874,2887539],[2868885,2897088],[2869356,2901092],[2870049,2870059],[2872522,2897847],[2872981,2901536],[2873677,2898306],[2874436,2898441],[2875751,2891144],[2876740,2891664],[2876788,2891692],[2876799,2891648],[2877302,2877312],[2879105,2899316],[2879323,2902016],[2879605,2899534],[2879667,2879677],[2882045,2899915],[2882707,2894671],[2882755,2894699],[2882766,2900305],[2883826,2895312],[2884643,2884746],[2885234,2895810],[2885421,2895943],[2885483,2885493],[2886923,2900953],[2887288,2901079],[2889227,2897724],[2889275,2897752],[2889286,2897708],[2889727,2901555],[2889789,2889799],[2891406,2891509],[2892675,2899303],[2894083,2899801],[2894270,2899934],[2894332,2894342],[2897466,2897569] ] cell #6102 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2854108],[2872631],[2880863],[2886162],[2888047],[2891806],[2893483],[2895011],[2895344],[2896063],[2897866],[2898451],[2899335],[2900054],[2900963], [2685174,2771207],[2717503,2793566],[2731684,2803097],[2745155,2746124],[2753667,2818007],[2758981,2821386],[2759123,2821395],[2770339,2828562],[2781720,2782544],[2788813,2840703],[2791911,2792880],[2792995,2843124],[2793345,2843478],[2800905,2847858],[2802301,2876484],[2811347,2812025],[2817139,2858158],[2818145,2858550],[2819967,2820791],[2820926,2860382],[2821705,2860881],[2828186,2885277],[2831879,2866692],[2834391,2834422],[2838511,2870630],[2839907,2888971],[2840842,2872046],[2842034,2842712],[2844608,2874295],[2846100,2875074],[2847052,2875610],[2848607,2891554],[2851301,2877975],[2851365,2851396],[2851538,2878091],[2855992,2880573],[2857782,2894126],[2858504,2858535],[2859931,2894816],[2862348,2884173],[2862412,2862443],[2862585,2884289],[2864167,2885093],[2865659,2885872],[2866646,2866677],[2867380,2886782],[2868872,2887561],[2869460,2897154],[2869824,2888097],[2869888,2869919],[2870061,2888213],[2871379,2897614],[2873106,2898100],[2875028,2875059],[2876786,2891714],[2877077,2891856],[2877141,2877172],[2877314,2891972],[2879442,2893022],[2879679,2893138],[2879713,2899563],[2880133,2899601],[2880527,2880558],[2881261,2893942],[2882753,2894721],[2882816,2900211],[2883341,2900371],[2884016,2895363],[2884905,2884936],[2885495,2896010],[2885529,2895972],[2885826,2885857],[2887515,2887546],[2887583,2901111],[2887851,2901130],[2889273,2897774],[2889564,2897916],[2889801,2898032],[2889835,2901584],[2890255,2901622],[2890605,2898445],[2891148,2891225],[2891668,2891699],[2891736,2898844],[2892865,2899354],[2892972,2902020],[2893108,2902026],[2894344,2900001],[2894378,2899963],[2894675,2894706],[2894743,2902315],[2895284,2900449],[2895649,2895684],[2895814,2895891],[2895980,2900668],[2896665,2900957],[2896837,2902546],[2897728,2897759],[2897796,2901356],[2898002,2902699],[2898749,2898784],[2899275,2901948],[2899805,2899882],[2899971,2902167],[2901261,2901296] ] cell #6103 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2256580],[2377709],[2450316],[2473965],[2485845],[2493875],[2502334],[2523271],[2564295],[2566150],[2569354],[2580990],[2591771],[2592870],[2600900],[2609359],[2616812],[2629524],[2632011],[2633110],[2647588],[2651893],[2657962],[2659817],[2663021],[2665992],[2667914],[2673245],[2673868],[2685194],[2686504],[2697552],[2700387],[2700792],[2702731],[2710264],[2712751],[2713850],[2715705],[2716895],[2720449],[2720518],[2721782],[2731365],[2731988],[2741738],[2742361],[2744493],[2744674],[2746144],[2746503],[2753687],[2754923],[2754997],[2756522],[2756927],[2757480],[2758572],[2758866],[2759001],[2761409],[2761459],[2769025],[2769094],[2770358],[2776483],[2777578],[2777647],[2778911],[2781320],[2781331],[2782225],[2782848],[2785826],[2788494],[2789117],[2789889],[2791249],[2791430],[2792900],[2793188],[2793259],[2795278],[2798608],[2800165],[2800234],[2801290],[2801340],[2805771],[2807374],[2808209],[2808259],[2810711],[2810780],[2811094],[2811274],[2812044],[2814425],[2814730],[2814991],[2815172],[2815825],[2815894],[2817158],[2818189],[2818927],[2819567],[2819578],[2820472],[2821095],[2825290],[2826464],[2826514],[2827401],[2830426],[2830731],[2830992],[2831173],[2832093],[2832558],[2832884],[2834807],[2834857],[2835171],[2837771],[2837840],[2838061],[2838422],[2838433],[2838896],[2838946],[2841398],[2841467],[2841781],[2841961],[2842731],[2846314],[2846779],[2847346],[2850347],[2850416],[2850637],[2850998],[2851009],[2851217],[2852005],[2852074],[2853798],[2856060],[2856110],[2856206],[2856435],[2856615],[2856997],[2858920],[2858970],[2859284],[2862264],[2863052],[2863121],[2865727],[2865777],[2865873],[2866102],[2866282],[2866987],[2867037],[2869597],[2869740],[2870118],[2870409],[2872321],[2875369],[2875419],[2876850],[2876993],[2877371],[2877662],[2877930],[2878305],[2880249],[2883547],[2883653],[2884128],[2884503],[2885548],[2886334],[2890409],[2890788] ] cell #6104 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2781154],[2819401],[2838256],[2850832],[2855715],[2865382],[2869829],[2873604],[2874724],[2877082],[2882476],[2884021],[2887211],[2889569],[2892870], [2323883,2731732],[2382387,2821441],[2413759,2770638],[2442826,2782592],[2457736,2788861],[2467113,2843526],[2467190,2843535],[2494197,2802413],[2520881,2812324],[2534285,2817438],[2542121,2820839],[2542145,2860387],[2542894,2860681],[2562528,2827118],[2589342,2835930],[2601222,2840019],[2603131,2872051],[2608943,2843011],[2609027,2873486],[2611000,2843753],[2639017,2878096],[2645821,2853515],[2656195,2856714],[2661846,2882075],[2666314,2860043],[2671839,2861493],[2676459,2884294],[2679382,2863312],[2691740,2866525],[2692075,2866593],[2692502,2886441],[2705279,2888218],[2712083,2872038],[2723690,2874907],[2724025,2874975],[2724452,2890895],[2729959,2876222],[2734579,2891977],[2737849,2878083],[2740332,2878587],[2744952,2893143],[2747875,2880406],[2748210,2880474],[2748637,2893601],[2764669,2884281],[2770118,2864461],[2771004,2896015],[2772266,2885705],[2772601,2885773],[2773028,2896181],[2780819,2887394],[2781581,2896955],[2784605,2888205],[2787088,2888709],[2791708,2898037],[2796561,2890716],[2800650,2891336],[2802294,2848662],[2802392,2891744],[2802958,2898871],[2804550,2891964],[2811469,2893130],[2816918,2881555],[2817804,2900006],[2819066,2894554],[2819828,2900172],[2822920,2895295],[2826119,2895695],[2828194,2828199],[2828268,2885522],[2828684,2896002],[2834167,2896776],[2839900,2871434],[2839998,2897804],[2840564,2901383],[2842156,2898024],[2842491,2889858],[2843377,2890263],[2844613,2890610],[2847057,2891230],[2848267,2898795],[2848612,2891704],[2852516,2899286],[2855081,2893352],[2857790,2857795],[2857864,2894371],[2858280,2899993],[2859924,2882871],[2860022,2894751],[2860588,2883334],[2864172,2895896],[2867385,2896670],[2868595,2896848],[2869453,2887906],[2869551,2887591],[2871039,2901307],[2871384,2897764],[2873114,2873119],[2873188,2889828],[2879447,2892977],[2879706,2880215],[2880141,2880146],[2881266,2899887],[2882821,2894711],[2887551,2887856] ] cell #6105 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2685172],[2731688],[2746122],[2753665],[2761465],[2770364],[2782548],[2788817],[2792878],[2801346],[2808265],[2812050],[2817164],[2820795],[2821384],[2826520],[2834863],[2838952],[2842737],[2843482],[2843578], [1633148,2848668],[1824975,2871440],[1958058,2882877],[2046100,2887912],[2153265,2893163],[2186356,2895072],[2256558,2896949],[2284435,2898057],[2352345,2854169],[2364644,2900026],[2377687,2900166],[2422553,2896035],[2450294,2901377],[2462755,2872692],[2502312,2898865],[2523249,2893595],[2527587,2880924],[2543079,2860731],[2569332,2896175],[2573670,2886223],[2592094,2888238],[2609337,2873484],[2616790,2890889],[2632334,2891997],[2651899,2856116],[2662999,2882069],[2667337,2860407],[2673568,2884314],[2686510,2865783],[2697530,2886435],[2713074,2872071],[2721788,2875425],[2742061,2878116],[2755003,2858976],[2778917,2867043] ] cell #6106 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1633168],[1760866],[1824995],[1850878],[1884627],[1947137],[1958078],[2000435],[2029608],[2046120],[2063357],[2074420],[2108735],[2150927],[2153285],[2157142],[2169864],[2183622],[2186376],[2186708],[2256773],[2256946],[2257101],[2260375],[2267375],[2282097],[2284455],[2287873],[2288312],[2330986],[2340099],[2348910],[2352121],[2352686],[2352711],[2364664],[2373919],[2377902],[2378075],[2378230],[2381479],[2381504],[2400964],[2422573],[2425796],[2426544],[2436136],[2439391],[2439625],[2450509],[2450682],[2450837],[2459295],[2459320],[2462531],[2463096],[2463121],[2480844],[2481592],[2502527],[2502700],[2502855],[2505307],[2506282],[2506307],[2514902],[2525091],[2525839],[2527363],[2527928],[2527953],[2535289],[2535431],[2538686],[2538920],[2554420],[2555395],[2555420],[2571174],[2571922],[2573446],[2574011],[2574036],[2576279],[2576655],[2576797],[2591162],[2593369],[2594344],[2594369],[2595757],[2595991],[2602964],[2619480],[2619856],[2619998],[2626366],[2631402],[2633609],[2634584],[2634609],[2635997],[2636231],[2636822],[2637452],[2638850],[2649087],[2651386],[2652203],[2653251],[2653627],[2653769],[2667703],[2669415],[2674264],[2674894],[2676292],[2681357],[2685829],[2685997],[2686814],[2687862],[2688238],[2688380],[2691200],[2700738],[2703084],[2703714],[2705112],[2715349],[2716971],[2718344],[2718648],[2721266],[2722092],[2723150],[2726549],[2727535],[2728530],[2731934],[2732384],[2733014],[2734412],[2736787],[2743387],[2744785],[2747335],[2754322],[2755307],[2756873],[2759980],[2762110],[2762709],[2763607],[2766442],[2766920],[2767224],[2768856],[2769842],[2770668],[2770837],[2771726],[2778395],[2779221],[2780279],[2789063],[2790143],[2791541],[2795772],[2796125],[2796294],[2799240],[2799861],[2801209],[2801991],[2802590],[2808910],[2809509],[2810407],[2812354],[2815656],[2816642],[2817468],[2817637],[2818526],[2823354],[2827274],[2827895],[2828417],[2833378],[2833731],[2833900],[2836107],[2838815],[2839597],[2840196],[2843041],[2844904],[2852950],[2854645],[2854814],[2856870],[2857491],[2858013],[2860220],[2860711],[2867676],[2869029],[2873337],[2879738] ] cell #6107 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1633170],[1760864],[1824997],[1869940],[1884693],[1947135],[1958080],[1999506],[2046122],[2048670],[2063423],[2074418],[2091021],[2122528],[2153287],[2157140],[2168935],[2183688],[2186378],[2200266],[2249661],[2256877],[2257099],[2260441],[2281168],[2284457],[2288310],[2298663],[2323494],[2346937],[2349554],[2352153],[2352622],[2354430],[2364666],[2378006],[2378228],[2381570],[2382372],[2390744],[2411285],[2422575],[2432516],[2436719],[2439416],[2442437],[2450613],[2450835],[2457347],[2459964],[2462563],[2463032],[2466753],[2474448],[2488620],[2492307],[2502631],[2502853],[2507583],[2511270],[2515404],[2518407],[2526549],[2527395],[2527864],[2531811],[2536014],[2537889],[2538711],[2541732],[2542553],[2556696],[2561238],[2564778],[2567070],[2572632],[2573478],[2573947],[2577933],[2579097],[2581473],[2587452],[2591223],[2594977],[2595645],[2595782],[2599332],[2603466],[2605090],[2606469],[2621134],[2622298],[2623035],[2625350],[2630053],[2631463],[2635217],[2635885],[2636022],[2637513],[2639828],[2640820],[2650363],[2651435],[2654182],[2654905],[2655966],[2658445],[2660737],[2663069],[2664424],[2669476],[2674955],[2677270],[2678262],[2678891],[2682498],[2684813],[2686046],[2688793],[2689516],[2690577],[2691249],[2693575],[2701874],[2703098],[2703775],[2706090],[2706689],[2710793],[2716625],[2718697],[2721327],[2721662],[2723199],[2725525],[2726428],[2727596],[2729468],[2732398],[2733075],[2735390],[2735989],[2736498],[2736801],[2743448],[2745763],[2747384],[2747432],[2750991],[2753306],[2758009],[2759070],[2759994],[2762159],[2762432],[2762770],[2763318],[2763621],[2767273],[2768735],[2769903],[2771775],[2771823],[2778456],[2778791],[2780328],[2786597],[2790204],[2792519],[2793118],[2794061],[2795786],[2796004],[2796343],[2796391],[2799875],[2802040],[2802651],[2808959],[2809232],[2809570],[2810421],[2811924],[2815535],[2816703],[2818575],[2818623],[2826184],[2827909],[2828466],[2828514],[2833392],[2833610],[2833949],[2833997],[2835830],[2836168],[2839646],[2840257],[2854524],[2854863],[2854911],[2857505],[2858062],[2858110],[2860281],[2873386],[2873434],[2883401] ] cell #6108 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1633171],[1760865],[1824998],[1869941],[1884694],[1947136],[1958081],[1999507],[2046123],[2048671],[2063424],[2074419],[2091022],[2122529],[2153288],[2157141],[2168936],[2183689],[2186379],[2200267],[2249662],[2256878],[2257100],[2260442],[2281169],[2284458],[2288311],[2298664],[2323495],[2346938],[2349555],[2352154],[2352621],[2354431],[2364667],[2378007],[2378229],[2381571],[2382373],[2390745],[2411286],[2422576],[2432517],[2436720],[2439413],[2442438],[2450614],[2450836],[2457348],[2459965],[2462564],[2463031],[2466754],[2474445],[2488621],[2492308],[2502632],[2502854],[2507584],[2511271],[2515401],[2518408],[2526550],[2527396],[2527863],[2531812],[2536015],[2537890],[2538708],[2541733],[2542552],[2556697],[2561239],[2564775],[2567071],[2572633],[2573479],[2573946],[2577934],[2579098],[2581470],[2587453],[2591224],[2594976],[2595646],[2595779],[2599333],[2603463],[2605089],[2606470],[2621135],[2622299],[2623036],[2625347],[2630054],[2631464],[2635216],[2635886],[2636019],[2637514],[2639825],[2640819],[2650364],[2651432],[2654180],[2654906],[2655967],[2658442],[2660738],[2663067],[2664425],[2669477],[2674956],[2677267],[2678261],[2678888],[2682499],[2684810],[2686043],[2688791],[2689517],[2690578],[2691246],[2693573],[2701875],[2703096],[2703776],[2706087],[2706690],[2710794],[2716626],[2718694],[2721328],[2721663],[2723196],[2725523],[2726426],[2727597],[2729465],[2732396],[2733076],[2735387],[2735990],[2736496],[2736799],[2743449],[2745760],[2747381],[2747433],[2750992],[2753303],[2758010],[2759071],[2759992],[2762156],[2762429],[2762771],[2763316],[2763619],[2767270],[2768733],[2769904],[2771772],[2771824],[2778457],[2778792],[2780325],[2786594],[2790205],[2792516],[2793119],[2794059],[2795784],[2796002],[2796340],[2796392],[2799873],[2802037],[2802652],[2808956],[2809229],[2809571],[2810419],[2811925],[2815533],[2816704],[2818572],[2818624],[2826182],[2827907],[2828463],[2828515],[2833390],[2833608],[2833946],[2833998],[2835827],[2836169],[2839643],[2840258],[2854522],[2854860],[2854912],[2857503],[2858059],[2858111],[2860282],[2873383],[2873435],[2883402] ] cell #6109 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1633316],[1712055],[1761014],[1825143],[1837566],[1869947],[1884700],[1947285],[1950496],[1958226],[1959559],[1999513],[2023088],[2041425],[2046268],[2048677],[2063430],[2067050],[2074568],[2091028],[2099222],[2122535],[2135315],[2154329],[2157290],[2163344],[2168942],[2176535],[2181681],[2183695],[2186524],[2200273],[2206868],[2226530],[2232320],[2239939],[2249668],[2257862],[2258091],[2260448],[2266485],[2269125],[2281175],[2285499],[2288460],[2298670],[2306355],[2323501],[2324582],[2324811],[2330096],[2332736],[2334041],[2346944],[2349561],[2353026],[2353539],[2354437],[2358647],[2361068],[2373201],[2378991],[2379220],[2381577],[2390784],[2394906],[2411292],[2413895],[2414408],[2416556],[2418977],[2432523],[2436759],[2440208],[2442444],[2444451],[2445062],[2457354],[2458435],[2458664],[2459971],[2463436],[2463949],[2466589],[2474476],[2476747],[2488627],[2489815],[2492347],[2495008],[2496469],[2497080],[2507590],[2511310],[2515432],[2518414],[2522918],[2531818],[2534421],[2534934],[2536054],[2537082],[2539503],[2541739],[2544574],[2546189],[2550904],[2556703],[2561278],[2562628],[2564806],[2567077],[2569001],[2577973],[2581501],[2583772],[2587492],[2595652],[2596840],[2599372],[2602033],[2603494],[2604105],[2606476],[2611100],[2614844],[2616459],[2621174],[2623763],[2625378],[2630093],[2635892],[2638241],[2639856],[2644571],[2650370],[2654945],[2655973],[2656295],[2658473],[2660744],[2662668],[2664464],[2671939],[2675683],[2677298],[2679482],[2683226],[2684841],[2689556],[2690584],[2691840],[2695584],[2697199],[2701914],[2704503],[2706118],[2706729],[2710833],[2716632],[2723790],[2730059],[2733803],[2735418],[2736029],[2740432],[2744176],[2745791],[2747472],[2747975],[2751719],[2753334],[2758049],[2759077],[2763163],[2771863],[2772366],[2780919],[2787188],[2790932],[2792547],[2793158],[2796431],[2796661],[2809963],[2818663],[2819166],[2834037],[2834267] ] cell #6110 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2041411],[2181667],[2269111],[2332722],[2358633],[2416542],[2444927],[2466575],[2476733],[2493878],[2496945],[2522812],[2537068],[2543070],[2550769],[2566144],[2567063],[2568895],[2583758],[2600903],[2603970],[2609227],[2614349],[2614419],[2616353],[2629376],[2629958],[2644436],[2650356],[2659811],[2660730],[2662451],[2662562],[2665995],[2667241],[2671596],[2682731],[2682801],[2684735],[2693510],[2695089],[2695159],[2697093],[2700533],[2701779],[2702734],[2710116],[2710698],[2712607],[2715699],[2716618],[2720364],[2725460],[2727829],[2727899],[2729716],[2738708],[2740089],[2743681],[2743751],[2744590],[2744677],[2745685],[2746497],[2749645],[2751224],[2751294],[2753228],[2754658],[2756668],[2757332],[2757914],[2758869],[2759063],[2765528],[2767521],[2768940],[2774036],[2776218],[2777493],[2780576],[2781055],[2781172],[2781242],[2781325],[2782700],[2784958],[2785028],[2785464],[2785972],[2786845],[2790437],[2790507],[2791346],[2791433],[2792441],[2793023],[2793253],[2798343],[2800080],[2804903],[2804973],[2805409],[2805917],[2806332],[2807587],[2807657],[2810176],[2810626],[2811075],[2811226],[2814321],[2814465],[2815088],[2815175],[2815740],[2818173],[2818823],[2819302],[2819419],[2819489],[2819572],[2820947],[2824248],[2825503],[2825573],[2830322],[2830466],[2831089],[2831176],[2831725],[2831907],[2832454],[2834389],[2837019],[2837686],[2838157],[2838274],[2838344],[2838427],[2840863],[2841313],[2841762],[2841913],[2845946],[2846128],[2846675],[2849595],[2850262],[2850733],[2850850],[2850920],[2851003],[2851363],[2851559],[2851920],[2855333],[2855838],[2856020],[2856416],[2856567],[2858502],[2861257],[2862410],[2862606],[2862967],[2865000],[2865505],[2865687],[2866083],[2866234],[2866444],[2866644],[2869575],[2869886],[2870082],[2873973],[2874826],[2875026],[2876033],[2876828],[2877139],[2877335],[2877908],[2880525],[2883525],[2884106],[2884903],[2885824] ] cell #6111 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2088199],[2105914],[2221297],[2246839],[2264554],[2311052],[2322464],[2328165],[2351608],[2367968],[2393782],[2408764],[2412614],[2412924],[2439887],[2440545],[2456317],[2462018],[2473535],[2473735],[2475562],[2493578],[2493861],[2495345],[2514308],[2518235],[2529290],[2533140],[2533450],[2539182],[2539840],[2540702],[2542779],[2548367],[2548400],[2563865],[2564065],[2565892],[2580560],[2580760],[2582587],[2590490],[2596253],[2600603],[2600886],[2602370],[2606297],[2607798],[2608108],[2609438],[2614302],[2624990],[2625190],[2627556],[2627589],[2636493],[2642034],[2642067],[2647158],[2647358],[2648471],[2649185],[2650904],[2651214],[2654706],[2655794],[2657532],[2657732],[2659559],[2663593],[2665695],[2665978],[2667462],[2667589],[2680472],[2680505],[2682684],[2689317],[2690405],[2694099],[2695042],[2699377],[2699410],[2700362],[2700562],[2702434],[2702717],[2705730],[2705930],[2708296],[2708329],[2713420],[2713620],[2714733],[2715447],[2717166],[2726049],[2727782],[2735030],[2735230],[2739045],[2739245],[2742930],[2743634],[2744418],[2744451],[2744660],[2746245],[2748965],[2748998],[2750234],[2751177],[2755512],[2755545],[2756497],[2756697],[2758852],[2765865],[2766065],[2773356],[2773389],[2774625],[2775646],[2776669],[2776702],[2779904],[2781125],[2781163],[2784911],[2785801],[2786001],[2790390],[2791174],[2791207],[2791416],[2797771],[2798794],[2798827],[2804856],[2805746],[2805946],[2806394],[2806709],[2807540],[2810066],[2811160],[2813893],[2814916],[2814949],[2815158],[2819372],[2819410],[2824310],[2824625],[2825456],[2829894],[2830917],[2830950],[2831159],[2831468],[2831615],[2837081],[2837396],[2838227],[2838265],[2841847],[2845689],[2845836],[2847843],[2849657],[2849972],[2850803],[2850841],[2851194],[2855581],[2855724],[2855728],[2856501],[2860755],[2861319],[2862241],[2863882],[2865248],[2865391],[2865395],[2866168],[2869717],[2869859],[2873613],[2874173],[2874733],[2875923],[2876970],[2877112],[2880383],[2882485],[2883262],[2883630],[2884051],[2884615],[2885682],[2887220],[2889599],[2890362],[2890693],[2892900],[2894531],[2895248],[2896753],[2899239] ] cell #6112 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2152692],[2283862],[2364071],[2390173],[2403577],[2412637],[2421980],[2445433],[2491736],[2493841],[2497451],[2510699],[2522827],[2524103],[2533163],[2542506],[2551275],[2566070],[2568910],[2570186],[2586881],[2591756],[2598761],[2600866],[2604476],[2607821],[2609906],[2616368],[2617091],[2630464],[2631996],[2644942],[2648266],[2648731],[2650927],[2659737],[2662577],[2663853],[2665958],[2667281],[2671611],[2671691],[2673230],[2684750],[2685473],[2697108],[2697831],[2700378],[2700585],[2702285],[2702697],[2711204],[2712647],[2712736],[2714528],[2714993],[2715625],[2716858],[2717189],[2717336],[2720358],[2720434],[2729731],[2729811],[2731350],[2738748],[2740104],[2740184],[2741723],[2744630],[2744640],[2745700],[2746423],[2750029],[2753243],[2753966],[2754886],[2756513],[2756720],[2758420],[2758755],[2758832],[2761396],[2765568],[2767536],[2767616],[2768934],[2769010],[2774420],[2776446],[2777487],[2777563],[2780591],[2780671],[2781049],[2781283],[2782210],[2785134],[2785504],[2785817],[2786024],[2786860],[2786940],[2788479],[2789696],[2790613],[2791386],[2791396],[2792456],[2793179],[2798571],[2800074],[2800150],[2801277],[2805079],[2805449],[2805762],[2805969],[2807181],[2807763],[2808196],[2810620],[2810696],[2811081],[2814336],[2814416],[2814693],[2815128],[2815138],[2815734],[2815810],[2818838],[2818918],[2819296],[2819530],[2820457],[2825097],[2825679],[2826451],[2830337],[2830417],[2830694],[2831129],[2831139],[2831254],[2832469],[2832549],[2834794],[2837680],[2837756],[2837868],[2838151],[2838385],[2838883],[2841307],[2841383],[2841768],[2845475],[2846690],[2846770],[2850256],[2850332],[2850444],[2850727],[2850961],[2851914],[2851990],[2855327],[2855367],[2856047],[2856422],[2858907],[2862961],[2863037],[2864994],[2865034],[2865714],[2866089],[2866438],[2866974],[2869584],[2873967],[2874054],[2874820],[2875356],[2876837],[2877917],[2883534],[2884115] ] cell #6113 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2041480],[2181736],[2269180],[2297622],[2312532],[2332791],[2358702],[2410244],[2416611],[2431475],[2444931],[2446385],[2466644],[2476802],[2493749],[2493865],[2496949],[2498403],[2517366],[2522807],[2530770],[2537137],[2550773],[2551595],[2566152],[2567132],[2568890],[2583827],[2587661],[2588183],[2600774],[2600890],[2603974],[2605428],[2614423],[2614510],[2616348],[2629962],[2630784],[2644440],[2645262],[2648251],[2650425],[2659819],[2660799],[2662557],[2664633],[2665155],[2665866],[2665982],[2667766],[2671473],[2671591],[2682805],[2682892],[2684730],[2695163],[2695250],[2697088],[2701783],[2702605],[2702721],[2706898],[2710702],[2711524],[2714513],[2715707],[2716687],[2717069],[2720336],[2727903],[2727990],[2729593],[2729711],[2736198],[2739966],[2740084],[2743755],[2743842],[2744664],[2745680],[2746505],[2749211],[2750014],[2751298],[2751385],[2753223],[2755758],[2757918],[2758740],[2758856],[2759132],[2767398],[2767516],[2768912],[2773602],[2774405],[2776915],[2777465],[2780453],[2780571],[2781246],[2781333],[2785032],[2785119],[2786722],[2786840],[2790511],[2790598],[2791420],[2792436],[2793027],[2793261],[2799040],[2800052],[2804977],[2805064],[2807661],[2807748],[2810598],[2811103],[2811221],[2814198],[2814316],[2815162],[2815712],[2818177],[2818700],[2818818],[2819493],[2819580],[2820942],[2825577],[2825664],[2830199],[2830317],[2831163],[2831911],[2832331],[2832449],[2835177],[2837658],[2838348],[2838435],[2840858],[2841285],[2841790],[2841908],[2846132],[2846552],[2846670],[2850234],[2850924],[2851011],[2851109],[2851554],[2851892],[2856024],[2856444],[2856562],[2858495],[2859290],[2862156],[2862601],[2862939],[2865691],[2866111],[2866229],[2866390],[2866637],[2869632],[2870077],[2870415],[2874772],[2875019],[2876885],[2877330],[2877668],[2877883],[2880271],[2880518],[2883613],[2884081],[2885570],[2885817],[2888005],[2890450],[2891764],[2895195] ] cell #6114 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2587654],[2664626],[2706891],[2717062],[2736191],[2749204],[2755751],[2773595],[2776908],[2784973],[2790452],[2799033],[2804918],[2807602],[2825518], [1633527,2851043],[1712078,2759154],[1761219,2866316],[1825354,2838467],[1838346,2793293],[1838529,2793529],[1884462,2877652],[1947490,2856649],[1958437,2819612],[1959604,2820962],[1960348,2821155],[1997647,2885536],[2046479,2781365],[2063192,2870399],[2067095,2840878],[2074773,2841995],[2075981,2843144],[2080019,2890397],[2135360,2851574],[2157495,2811308],[2167076,2880237],[2177042,2858570],[2183457,2859274],[2196757,2671549],[2206913,2862621],[2213117,2767474],[2238659,2886322],[2240446,2866712],[2260210,2835161],[2266530,2870097],[2279309,2872015],[2305075,2890776],[2306862,2875094],[2319985,2729669],[2330141,2877350],[2337453,2878060],[2343428,2740042],[2348695,2853492],[2353584,2811241],[2359788,2814274],[2361575,2880593],[2398318,2884258],[2412510,2684245],[2414453,2866249],[2417697,2830275],[2419484,2885892],[2425581,2866570],[2438928,2780529],[2440715,2835275],[2447863,2888182],[2453838,2786798],[2463994,2841928],[2477177,2846628],[2480629,2874952],[2493858,2629584],[2494163,2851026],[2495515,2877766],[2499881,2891941],[2518844,2811179],[2524876,2880451],[2533036,2752738],[2534979,2856582],[2538223,2818776],[2540010,2859388],[2548606,2862478],[2566167,2566184],[2566420,2831156],[2567507,2866187],[2570959,2885750],[2584202,2832407],[2600883,2710324],[2601188,2838450],[2602540,2870513],[2606906,2841866],[2607694,2791951],[2609637,2793276],[2614364,2845961],[2626151,2891313],[2627795,2877207],[2629391,2850865],[2642273,2851431],[2650800,2812457],[2659834,2659851],[2660087,2815155],[2661174,2856520],[2665975,2757540],[2666280,2819595],[2667632,2758849],[2680711,2884971],[2682746,2865520],[2695104,2831740],[2699616,2834457],[2702714,2782908],[2703019,2781348],[2708535,2869954],[2710131,2838289],[2715722,2715739],[2715975,2791413],[2727844,2876048],[2743696,2810191],[2744657,2746773],[2746520,2746537],[2751239,2855853],[2757347,2819434],[2781187,2782715] ] cell #6115 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1972833],[1991770],[2114792],[2142262],[2161199],[2223992],[2230175],[2255717],[2273432],[2301620],[2322579],[2353373],[2370663],[2376846],[2389901],[2412618],[2414242],[2435473],[2439875],[2456432],[2463783],[2464713],[2473385],[2491464],[2510427],[2518137],[2521364],[2533144],[2534768],[2539170],[2540817],[2548285],[2558256],[2561027],[2563715],[2580410],[2586609],[2590605],[2596241],[2598489],[2606199],[2607802],[2609426],[2624840],[2627071],[2627474],[2629842],[2636481],[2641952],[2647008],[2648459],[2650908],[2654694],[2655696],[2657382],[2663581],[2667577],[2671873],[2672847],[2679416],[2680390],[2684303],[2689305],[2690307],[2694087],[2699295],[2700212],[2700566],[2704582],[2705580],[2707811],[2708214],[2710582],[2713270],[2714721],[2717170],[2717221],[2720643],[2726037],[2726912],[2729993],[2730967],[2733882],[2734880],[2738895],[2740366],[2741340],[2744336],[2744395],[2747909],[2748883],[2750222],[2752796],[2755430],[2756347],[2756701],[2757798],[2758800],[2763242],[2765715],[2769219],[2772300],[2773274],[2774613],[2774870],[2776587],[2777772],[2780853],[2781105],[2781746],[2781827],[2783166],[2784041],[2785651],[2786005],[2787122],[2788096],[2791011],[2791092],[2791151],[2792009],[2793371],[2796595],[2796995],[2798712],[2803123],[2803986],[2805596],[2805950],[2806121],[2810042],[2810905],[2811503],[2812515],[2813117],[2814834],[2814893],[2816019],[2819100],[2819352],[2819993],[2820074],[2823059],[2823724],[2824037],[2828718],[2829118],[2830835],[2830894],[2831228],[2834201],[2834601],[2835484],[2836318],[2836808],[2836953],[2838207],[2840729],[2841592],[2842190],[2843556],[2844179],[2844737],[2845449],[2848406],[2849071],[2849384],[2849529],[2850783],[2852655],[2853320],[2853633],[2855341],[2855485],[2858314],[2859597],[2860490],[2861175],[2861535],[2861919],[2863738],[2864296],[2865008],[2865152],[2867509],[2868221],[2869646],[2871178],[2871843],[2872301],[2873555],[2874028],[2874589],[2875904],[2876264],[2876899],[2878629],[2879013],[2881390],[2882246],[2883451],[2883906],[2884826],[2887076],[2888751],[2889386],[2890514],[2891134],[2892755],[2896574] ] cell #6116 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2088200],[2105915],[2221298],[2246840],[2264555],[2322465],[2328166],[2351609],[2367969],[2393783],[2412615],[2440546],[2456318],[2462019],[2473736],[2484730],[2493862],[2495346],[2514309],[2518236],[2533141],[2539841],[2540703],[2548368],[2563180],[2564066],[2566421],[2580761],[2587655],[2590491],[2600887],[2602371],[2606298],[2607799],[2614301],[2614365],[2615862],[2625191],[2627557],[2629392],[2642035],[2647359],[2650905],[2655795],[2656847],[2657733],[2660088],[2664627],[2665979],[2667463],[2667633],[2671548],[2680473],[2682683],[2682747],[2684244],[2690406],[2695041],[2695105],[2696602],[2699378],[2700563],[2702718],[2705931],[2706892],[2708297],[2710132],[2713621],[2715976],[2717063],[2717167],[2727781],[2727845],[2729668],[2735231],[2736192],[2739246],[2740041],[2743633],[2743697],[2744419],[2744658],[2744661],[2745194],[2746774],[2748966],[2749205],[2751176],[2751240],[2752737],[2755513],[2755752],[2756698],[2757348],[2758850],[2758853],[2766066],[2767473],[2773357],[2773596],[2776670],[2776909],[2780528],[2781124],[2781164],[2781188],[2782716],[2784910],[2784974],[2786002],[2786797],[2790389],[2790453],[2791175],[2791414],[2791417],[2791950],[2798795],[2799034],[2804855],[2804919],[2805947],[2806395],[2807539],[2807603],[2810192],[2811159],[2811178],[2812456],[2814273],[2814917],[2815156],[2815159],[2818775],[2819371],[2819411],[2819435],[2824311],[2825455],[2825519],[2830274],[2830918],[2831157],[2831160],[2831467],[2831741],[2832406],[2834456],[2837082],[2838226],[2838266],[2838290],[2841846],[2841865],[2845688],[2845962],[2846627],[2849658],[2850802],[2850842],[2850866],[2851191],[2851430],[2853489],[2855580],[2855725],[2855854],[2856500],[2856519],[2860756],[2861320],[2862238],[2862477],[2865247],[2865392],[2865521],[2866167],[2866186],[2866567],[2869714],[2869858],[2869953],[2873614],[2874172],[2874734],[2874949],[2876049],[2876967],[2877111],[2877206],[2880380],[2880448],[2882486],[2883261],[2883627],[2884050],[2884970],[2885679],[2885747],[2887221],[2889598],[2890358],[2890690],[2891310],[2892899],[2894528],[2895244],[2895644],[2896750],[2899235] ] cell #6117 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2256587],[2377716],[2450323],[2473960],[2485840],[2502341],[2523278],[2564290],[2569361],[2580985],[2591814],[2592865],[2609366],[2616819],[2629519],[2629611],[2632054],[2633105],[2647583],[2651923],[2657957],[2663028],[2673288],[2673863],[2684430],[2685201],[2686534],[2697559],[2700392],[2700787],[2710259],[2710351],[2712794],[2713845],[2720473],[2720513],[2721812],[2731408],[2731983],[2741781],[2742356],[2744488],[2746151],[2752923],[2753694],[2755027],[2756527],[2756922],[2757475],[2757567],[2759008],[2761394],[2761474],[2769049],[2769089],[2770388],[2777602],[2777642],[2778941],[2782268],[2782843],[2782935],[2785831],[2788537],[2789112],[2791244],[2792136],[2792907],[2793193],[2795269],[2800189],[2800229],[2801275],[2801355],[2805776],[2808194],[2808274],[2810735],[2810775],[2811335],[2812074],[2812642],[2814430],[2814986],[2815849],[2815889],[2817188],[2818932],[2820515],[2821090],[2821182],[2821413],[2826449],[2826529],[2827392],[2830431],[2830987],[2832563],[2832875],[2834792],[2834872],[2835314],[2835354],[2837795],[2837835],[2838881],[2838961],[2841422],[2841462],[2842022],[2842761],[2843202],[2843329],[2846784],[2847337],[2850371],[2850411],[2852029],[2852069],[2853789],[2854098],[2854178],[2856045],[2856125],[2856676],[2856988],[2858714],[2858905],[2858985],[2859427],[2859467],[2860431],[2863076],[2863116],[2865712],[2865792],[2866343],[2866951],[2866972],[2867052],[2868616],[2870109],[2870552],[2870592],[2872156],[2872312],[2872621],[2872701],[2875333],[2875354],[2875434],[2877362],[2877805],[2877845],[2877899],[2878269],[2878296],[2880832],[2880853],[2880933],[2882102],[2882497],[2884097],[2884467],[2884494],[2886131],[2886152],[2886232],[2886316],[2886515],[2888021],[2888391],[2888418],[2890770],[2890969],[2891780],[2892150],[2892177],[2892300],[2893476],[2893675],[2895211],[2895400],[2896056],[2896255],[2897194],[2898384],[2898900],[2900416] ] cell #6118 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2439766],[2539061],[2596132],[2636372],[2653118],[2687729],[2704343],[2717112],[2722604],[2733643],[2756222],[2763003],[2779733],[2790772],[2809803], [1634586,2892295],[1762275,2896399],[1804937,2868734],[1826413,2888536],[1885541,2899076],[1927700,2879571],[1948546,2893819],[1959496,2882615],[1997697,2900716],[2044280,2887436],[2064271,2897370],[2075829,2889693],[2077019,2873638],[2080069,2901657],[2148189,2879332],[2167126,2899635],[2184536,2894596],[2186604,2883280],[2186734,2860753],[2196807,2671809],[2213167,2679352],[2238709,2896418],[2239497,2867270],[2279359,2889454],[2287653,2873574],[2288666,2843553],[2305125,2898499],[2305913,2844498],[2320035,2729929],[2337503,2892476],[2343478,2740302],[2359838,2747845],[2360626,2881151],[2373644,2882341],[2381340,2860514],[2398368,2895576],[2412560,2770088],[2417747,2772236],[2418535,2864057],[2426269,2886659],[2438978,2780789],[2447913,2888247],[2453888,2787058],[2459106,2872430],[2477227,2796531],[2481317,2891113],[2489107,2875760],[2493963,2802240],[2499931,2892006],[2506093,2878414],[2518894,2811439],[2525564,2880687],[2533086,2816888],[2538273,2819036],[2549077,2822785],[2555206,2884612],[2559451,2863593],[2566171,2770152],[2567557,2828654],[2571647,2885986],[2584252,2834137],[2588342,2835255],[2594155,2870227],[2600988,2839846],[2606956,2842126],[2607744,2842461],[2614684,2795387],[2623603,2847455],[2628266,2848132],[2630943,2877746],[2634395,2877480],[2642744,2852381],[2648873,2811218],[2650850,2855051],[2659838,2816952],[2661224,2858250],[2665314,2859368],[2666080,2859870],[2683066,2827510],[2684654,2771180],[2685615,2866226],[2695424,2832993],[2700087,2868460],[2702819,2869399],[2709006,2870904],[2711683,2870493],[2715135,2841905],[2715726,2842525],[2731050,2802884],[2731289,2851030],[2744016,2853907],[2745128,2812866],[2746524,2855115],[2751559,2857106],[2753147,2817980],[2754108,2856559],[2758899,2758954],[2781352,2836640],[2781507,2836401],[2788179,2840490],[2788418,2838454],[2791884,2792360],[2793280,2793321],[2819599,2820396],[2819754,2820157] ] cell #6119 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1726108],[1746954],[1881778],[1912379],[1933225],[2004347],[2011344],[2040517],[2060508],[2092902],[2117824],[2153799],[2173776],[2180773],[2196391],[2224131],[2226000],[2251542],[2256845],[2276464],[2284969],[2286009],[2296863],[2319619],[2343062],[2352537],[2356311],[2370802],[2372671],[2377974],[2379878],[2389478],[2402329],[2405991],[2409485],[2430716],[2438562],[2443422],[2450581],[2453472],[2462947],[2464852],[2466721],[2487531],[2490488],[2491041],[2494150],[2502599],[2510004],[2516607],[2518478],[2521503],[2526517],[2527779],[2530011],[2537857],[2542717],[2548876],[2550230],[2559250],[2560604],[2565981],[2572600],[2573862],[2579065],[2586186],[2587424],[2587882],[2593200],[2594556],[2597513],[2598066],[2601175],[2604669],[2606540],[2609565],[2609624],[2614716],[2622266],[2623635],[2628065],[2629419],[2633440],[2634796],[2640399],[2642543],[2643897],[2648036],[2648125],[2652917],[2654271],[2656037],[2659648],[2663158],[2664396],[2664854],[2666267],[2667529],[2674198],[2677841],[2683098],[2687528],[2688882],[2690648],[2691069],[2693664],[2695456],[2699886],[2700239],[2701122],[2701240],[2703006],[2704375],[2706661],[2707119],[2708805],[2710159],[2714180],[2714298],[2714387],[2715536],[2717293],[2722403],[2723019],[2725614],[2732318],[2733675],[2735961],[2736419],[2736716],[2742691],[2744048],[2744927],[2746334],[2747204],[2749799],[2749888],[2751591],[2756021],[2756374],[2757257],[2757375],[2761979],[2763035],[2763536],[2770979],[2771595],[2774190],[2774279],[2774744],[2779532],[2780148],[2781539],[2782743],[2783472],[2783716],[2785678],[2789447],[2790804],[2791683],[2793548],[2794693],[2795701],[2796869],[2801860],[2802916],[2803417],[2803661],[2805623],[2808779],[2809835],[2810336],[2812991],[2813261],[2817779],[2819786],[2821079],[2822252],[2822933],[2823617],[2826816],[2827824],[2828992],[2829262],[2833307],[2834475],[2836827],[2839466],[2840522],[2841267],[2843229],[2844053],[2845155],[2847599],[2848280],[2849403],[2852529],[2853213],[2857420],[2858858],[2860791],[2861793],[2863612],[2867927],[2871052],[2872175],[2874205],[2875520],[2878887],[2886692] ] cell #6120 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2041489],[2181745],[2269189],[2297621],[2312531],[2332800],[2358711],[2410243],[2416620],[2431474],[2444994],[2446384],[2466653],[2476811],[2493748],[2493871],[2497012],[2498402],[2517365],[2522855],[2530769],[2537146],[2550836],[2551594],[2566151],[2567141],[2568938],[2583836],[2587667],[2588182],[2600773],[2600896],[2604037],[2605427],[2614457],[2614509],[2616396],[2630025],[2630783],[2644503],[2645261],[2648250],[2650434],[2659818],[2660808],[2662605],[2664639],[2665154],[2665865],[2665988],[2667775],[2671472],[2671615],[2682839],[2682891],[2684778],[2695197],[2695249],[2697136],[2701846],[2702604],[2702727],[2706904],[2710765],[2711523],[2714512],[2715706],[2716696],[2717075],[2720335],[2727937],[2727989],[2729592],[2729735],[2736204],[2739965],[2740108],[2743789],[2743841],[2744670],[2745728],[2746504],[2749217],[2750013],[2751332],[2751384],[2753271],[2755764],[2757981],[2758739],[2758862],[2759141],[2767397],[2767540],[2768911],[2773608],[2774404],[2776921],[2777464],[2780452],[2780595],[2781280],[2781332],[2785066],[2785118],[2786721],[2786864],[2790545],[2790597],[2791426],[2792484],[2793090],[2793260],[2799046],[2800051],[2805011],[2805063],[2807695],[2807747],[2810597],[2811102],[2811245],[2814197],[2814340],[2815168],[2815711],[2818395],[2818699],[2818842],[2819527],[2819579],[2820990],[2825611],[2825663],[2830198],[2830341],[2831169],[2832299],[2832330],[2832473],[2835176],[2837657],[2838382],[2838434],[2841023],[2841284],[2841789],[2841932],[2846520],[2846551],[2846694],[2850233],[2850958],[2851010],[2851108],[2851848],[2851891],[2856412],[2856443],[2856586],[2858588],[2859289],[2862155],[2862895],[2862938],[2866079],[2866110],[2866253],[2866389],[2866825],[2869631],[2870371],[2870414],[2874771],[2875207],[2876884],[2877624],[2877667],[2877885],[2880270],[2880706],[2883612],[2884083],[2885569],[2886005],[2888007],[2890449],[2891766],[2895197] ] cell #6121 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1800949],[1955508],[2055545],[2129403],[2159812],[2228788],[2262808],[2288043],[2301095],[2326419],[2358181],[2375459],[2392824],[2413717],[2416090],[2434948],[2460272],[2473652],[2476281],[2494387],[2513350],[2520839],[2534243],[2536616],[2548502],[2563982],[2566611],[2580677],[2583306],[2589532],[2601412],[2608901],[2614257],[2625107],[2627691],[2642169],[2647275],[2649904],[2657649],[2660278],[2666504],[2667840],[2680607],[2682639],[2694997],[2699512],[2700479],[2705847],[2708431],[2713537],[2716166],[2716933],[2727737],[2735147],[2739162],[2743589],[2744553],[2749100],[2751132],[2754961],[2755647],[2756614],[2758611],[2765982],[2773491],[2776521],[2776804],[2781080],[2784866],[2785918],[2789928],[2790345],[2791309],[2798646],[2798929],[2804811],[2805863],[2807413],[2807495],[2814768],[2815051],[2818187],[2819327],[2825329],[2825411],[2830769],[2831052],[2831286],[2832091],[2838100],[2838182],[2845507],[2846312],[2850676],[2850758],[2851094],[2855399],[2856204],[2862141],[2865066],[2865871],[2869617],[2874086],[2876870],[2883598] ] cell #6122 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2352415],[2462825],[2527657],[2548789],[2559163],[2566177],[2573740],[2592164],[2627978],[2629589],[2632404],[2642456],[2652005],[2652830],[2659844],[2667407],[2673638],[2684366],[2686616],[2687441],[2699799],[2703626],[2708718],[2710329],[2713144],[2715732],[2717479],[2721894],[2722316],[2731758],[2732926],[2742131],[2744504],[2744840],[2746530],[2752859],[2755109],[2755934],[2757545],[2758603],[2761513],[2761524],[2762621],[2770470],[2770892],[2779023],[2779445],[2781198],[2781358],[2782618],[2782913],[2788887],[2789920],[2790055],[2791260],[2791596],[2792072],[2793030],[2793286],[2793419],[2795276],[2795348],[2801394],[2801405],[2802502],[2807405],[2808313],[2808324],[2809421],[2811305],[2811313],[2812156],[2812578],[2815002],[2817270],[2817692],[2818335],[2819445],[2819605],[2820865],[2821106],[2821160],[2822716],[2825321],[2826568],[2826579],[2827399],[2827471],[2831003],[2832239],[2832882],[2832954],[2834911],[2834922],[2835169],[2835317],[2836019],[2837851],[2838092],[2838300],[2838460],[2839000],[2839011],[2840108],[2840884],[2841478],[2841992],[2842000],[2842843],[2843265],[2846460],[2847344],[2847416],[2848063],[2850427],[2850668],[2850876],[2851036],[2851709],[2852085],[2852312],[2853796],[2853868],[2854082],[2856164],[2856175],[2856352],[2856646],[2856654],[2856995],[2857067],[2859024],[2859035],[2859282],[2859430],[2860132],[2862756],[2863132],[2863524],[2865831],[2865842],[2866019],[2866313],[2866321],[2866382],[2867091],[2867102],[2868391],[2870116],[2870188],[2870232],[2870407],[2870555],[2870835],[2872319],[2872391],[2872605],[2874764],[2875473],[2875484],[2877369],[2877441],[2877485],[2877660],[2877808],[2878303],[2878375],[2880247],[2880263],[2880618],[2880837],[2882272],[2884501],[2884573],[2885546],[2885562],[2885917],[2886136],[2886332],[2886590],[2887996],[2890407],[2890442],[2890786],[2891044],[2891755],[2892310],[2895175],[2895410] ] cell #6123 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2439765],[2539060],[2596131],[2636371],[2653117],[2687728],[2704342],[2717111],[2722603],[2733642],[2756221],[2763002],[2779732],[2790771],[2809802], [1634587,2877868],[1762274,2886275],[1804938,2835377],[1826414,2870615],[1885540,2892169],[1927699,2854221],[1948545,2880976],[1959497,2859490],[1960662,2821425],[1997696,2896044],[2044279,2868608],[2064270,2888410],[2075828,2872744],[2077020,2843352],[2077022,2843552],[2080068,2898366],[2148188,2879335],[2167125,2893464],[2184535,2882489],[2185653,2860513],[2186603,2860546],[2196806,2671810],[2213166,2679353],[2238708,2896422],[2239496,2867273],[2279358,2889457],[2279480,2872429],[2287652,2873575],[2305124,2898503],[2305912,2844501],[2320034,2729930],[2337502,2892479],[2337624,2878413],[2343477,2740303],[2359837,2747846],[2360625,2881154],[2373643,2882342],[2398367,2895579],[2398489,2884611],[2412559,2770089],[2417746,2772237],[2418534,2864060],[2426268,2886660],[2438977,2780790],[2447912,2888250],[2448034,2870226],[2453887,2787059],[2477226,2796532],[2481316,2891114],[2489106,2875763],[2493962,2731082],[2499930,2892009],[2500052,2877479],[2518893,2811440],[2519015,2811217],[2525563,2880688],[2533085,2816889],[2538272,2819037],[2549076,2822786],[2559450,2863594],[2566170,2684453],[2567556,2828655],[2567678,2866225],[2571646,2885987],[2584251,2834138],[2588341,2835256],[2600987,2788211],[2606955,2842127],[2607077,2841904],[2607743,2842462],[2614683,2795386],[2623602,2847454],[2628265,2848133],[2629854,2851029],[2630942,2877747],[2642743,2852382],[2650849,2855052],[2659837,2752946],[2661223,2858251],[2661345,2856558],[2665313,2859369],[2666079,2820189],[2683065,2827509],[2684653,2771179],[2695423,2832992],[2700086,2868461],[2702818,2836433],[2709005,2870905],[2710594,2838453],[2711682,2870494],[2715725,2792159],[2717233,2793279],[2731049,2802883],[2744015,2853906],[2745127,2812865],[2746523,2812665],[2751558,2857105],[2753146,2817979],[2757810,2819598],[2758898,2758953],[2781351,2783178],[2781506,2836400],[2788178,2840489],[2791883,2792359],[2819753,2820156] ] cell #6124 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1851727],[1871718],[2001284],[2030457],[2050448],[2104055],[2117687],[2124306],[2151776],[2170713],[2201114],[2219438],[2224121],[2224467],[2256856],[2257622],[2276327],[2282946],[2297064],[2297311],[2299646],[2322236],[2322587],[2324342],[2347785],[2352649],[2366109],[2370792],[2371138],[2377985],[2378751],[2379741],[2382060],[2389503],[2389644],[2409686],[2409933],[2412268],[2430917],[2431164],[2433499],[2443285],[2450592],[2456089],[2456440],[2458195],[2463059],[2464842],[2465188],[2466732],[2473367],[2487732],[2487979],[2491066],[2491207],[2502610],[2510029],[2510170],[2516808],[2517055],[2518489],[2519390],[2521493],[2521839],[2526528],[2527891],[2530212],[2530459],[2532794],[2537868],[2540474],[2540825],[2542580],[2542728],[2560629],[2560770],[2563697],[2572611],[2573974],[2579076],[2580392],[2586211],[2586352],[2587625],[2587872],[2590262],[2590613],[2594757],[2595004],[2598091],[2598232],[2604870],[2605117],[2606551],[2607452],[2609555],[2622277],[2624822],[2634997],[2635244],[2640600],[2640847],[2646030],[2646990],[2648061],[2648202],[2648467],[2650558],[2654296],[2654437],[2656048],[2657364],[2663183],[2663324],[2664597],[2664844],[2667585],[2678042],[2678289],[2688907],[2689048],[2690659],[2692284],[2693689],[2693830],[2698462],[2700194],[2700264],[2705562],[2706862],[2707109],[2713252],[2714323],[2714464],[2714729],[2724234],[2725639],[2725780],[2734862],[2736162],[2736409],[2736741],[2737689],[2738877],[2742717],[2744377],[2748419],[2749824],[2749965],[2750230],[2756329],[2756399],[2763561],[2764509],[2765697],[2772810],[2774215],[2774356],[2774621],[2774852],[2775433],[2783497],[2784445],[2785633],[2785703],[2791133],[2796977],[2797558],[2800859],[2803442],[2804390],[2805578],[2805648],[2806053],[2813099],[2813286],[2813680],[2814875],[2821421],[2822277],[2823969],[2827054],[2829100],[2829287],[2829681],[2830876],[2836740],[2836935],[2843254],[2844161],[2845180],[2847630],[2849316],[2849511],[2855417],[2858883],[2860472],[2861107],[2861901],[2863148],[2865084],[2867952],[2872283],[2873840],[2874521],[2878995],[2882178],[2883718],[2887008],[2892567] ] cell #6125 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2152701],[2283871],[2364080],[2390169],[2403573],[2412635],[2421989],[2445442],[2491732],[2493839],[2497460],[2510695],[2522880],[2524099],[2533161],[2542515],[2551284],[2566066],[2568963],[2570182],[2586877],[2591796],[2598757],[2600864],[2604485],[2607819],[2609904],[2616421],[2617087],[2630473],[2632036],[2644951],[2648272],[2648727],[2650925],[2659733],[2662630],[2663849],[2665956],[2667279],[2671640],[2671687],[2673270],[2684803],[2685469],[2697161],[2697827],[2700374],[2700583],[2702294],[2702695],[2711213],[2712645],[2712776],[2714534],[2714989],[2715621],[2716859],[2717187],[2717345],[2720356],[2720455],[2729760],[2729807],[2731390],[2738746],[2740133],[2740180],[2741763],[2744628],[2744638],[2745753],[2746419],[2750035],[2753296],[2753962],[2754887],[2756509],[2756718],[2758429],[2758761],[2758830],[2761397],[2765566],[2767565],[2767612],[2768932],[2769031],[2774426],[2776447],[2777485],[2777584],[2780620],[2780667],[2781047],[2781284],[2782250],[2785140],[2785502],[2785813],[2786022],[2786889],[2786936],[2788519],[2789697],[2790619],[2791384],[2791394],[2792509],[2793175],[2798572],[2800072],[2800171],[2801278],[2805085],[2805447],[2805758],[2805967],[2807182],[2807769],[2808197],[2810618],[2810717],[2811082],[2814365],[2814412],[2814694],[2815126],[2815136],[2815732],[2815831],[2818867],[2818914],[2819294],[2819531],[2820497],[2825098],[2825685],[2826452],[2830366],[2830413],[2830695],[2831127],[2831137],[2831255],[2832498],[2832545],[2834795],[2837678],[2837777],[2837869],[2838149],[2838386],[2838884],[2841305],[2841404],[2841769],[2845476],[2846719],[2846766],[2850254],[2850353],[2850445],[2850725],[2850962],[2851912],[2852011],[2855325],[2855368],[2856048],[2856423],[2858908],[2862959],[2863058],[2864992],[2865035],[2865715],[2866090],[2866436],[2866975],[2869585],[2873965],[2874055],[2874818],[2875357],[2876838],[2877918],[2883535],[2884116] ] cell #6126 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2439771],[2539066],[2596137],[2636377],[2653123],[2687734],[2704400],[2717117],[2722609],[2733700],[2756227],[2763060],[2779738],[2790829],[2809860], [1634647,2851041],[1712079,2759152],[1762342,2866317],[1804998,2781363],[1826474,2838465],[1838471,2793291],[1838527,2793538],[1885546,2877655],[1927767,2811309],[1948613,2856650],[1959557,2819610],[1959602,2821015],[1960484,2821156],[1997702,2885541],[2044285,2835164],[2064276,2870402],[2067093,2841048],[2075896,2841996],[2075990,2843184],[2080074,2890402],[2135358,2851873],[2148194,2853565],[2167131,2880242],[2177051,2858696],[2184541,2859277],[2196812,2671855],[2206911,2862920],[2213172,2679398],[2238714,2886327],[2239502,2867441],[2240455,2866933],[2266528,2870396],[2279364,2872088],[2305130,2890781],[2305918,2844669],[2306871,2875315],[2320040,2729975],[2330139,2877649],[2337508,2878201],[2343483,2740348],[2353582,2811270],[2359843,2747891],[2360631,2881322],[2361584,2880814],[2398373,2884399],[2412565,2684285],[2414451,2866278],[2417752,2772282],[2418540,2864228],[2419493,2886113],[2438983,2780835],[2440724,2835296],[2447918,2888323],[2453893,2787104],[2463992,2841957],[2477232,2796577],[2489112,2875836],[2493968,2629585],[2494161,2851032],[2495524,2877787],[2499936,2892082],[2518899,2811485],[2533091,2752778],[2534977,2856611],[2538278,2819082],[2540019,2859409],[2549082,2823041],[2559456,2863720],[2566173,2566182],[2566429,2771185],[2567562,2828700],[2584257,2834183],[2600993,2710325],[2601186,2838456],[2602549,2870534],[2606961,2842172],[2607749,2791991],[2609635,2793282],[2614741,2795726],[2623660,2847624],[2628271,2848388],[2629444,2802941],[2642749,2852637],[2650855,2812497],[2659840,2659849],[2660096,2817985],[2661229,2858296],[2666085,2757541],[2666278,2819601],[2667641,2758959],[2683123,2827849],[2695481,2833332],[2700092,2834583],[2702824,2782909],[2703017,2781354],[2709011,2871160],[2710184,2840547],[2715728,2715737],[2715984,2791889],[2744073,2810361],[2745133,2746782],[2746526,2746535],[2751616,2857445],[2757400,2819811],[2781564,2782768] ] cell #6127 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1674112],[1833467],[1938503],[2016622],[2048944],[2122802],[2159204],[2186051],[2200540],[2228180],[2262697],[2281442],[2300487],[2323768],[2326308],[2347211],[2374851],[2389766],[2392713],[2413109],[2434340],[2442711],[2457621],[2460161],[2473580],[2491329],[2494276],[2510292],[2513239],[2520231],[2533635],[2542006],[2548290],[2560892],[2563910],[2580605],[2586474],[2589421],[2598354],[2601301],[2608293],[2609827],[2625035],[2627479],[2641957],[2647203],[2648324],[2654559],[2657577],[2663446],[2666393],[2667232],[2680395],[2689170],[2693952],[2699300],[2700407],[2705775],[2708219],[2712290],[2713465],[2714586],[2716822],[2725902],[2735075],[2738056],[2739090],[2744341],[2748888],[2750087],[2754599],[2755435],[2756542],[2764876],[2765910],[2773279],[2774478],[2775886],[2776592],[2784812],[2785846],[2789474],[2791097],[2798011],[2798717],[2804757],[2805791],[2806126],[2806741],[2814133],[2814839],[2824042],[2824657],[2830134],[2830840],[2831235],[2836813],[2837428],[2845456],[2849389],[2850004],[2855348],[2861180],[2865015],[2874035] ] cell #6128 : |C| = 105 W-rep = phi[105,21] special rep = phi[105,21] , dim = 105 orbit = A2+3*A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 105 105 tau_infinity subcells with 1 member(s) subcells = [ [1674115],[1833470],[1938506],[2016625],[2048947],[2122805],[2159296],[2186054],[2200543],[2228272],[2262778],[2281445],[2300579],[2323771],[2326389],[2347214],[2374943],[2389813],[2392794],[2413201],[2434432],[2442714],[2457624],[2460242],[2473622],[2491376],[2494357],[2510339],[2513320],[2520323],[2533727],[2542009],[2548293],[2560939],[2563952],[2580647],[2586521],[2589502],[2598401],[2601382],[2608385],[2609830],[2625077],[2627482],[2641960],[2647245],[2648371],[2654606],[2657619],[2663493],[2666474],[2667324],[2680398],[2689217],[2693999],[2699303],[2700449],[2705817],[2708222],[2712690],[2713507],[2714633],[2716903],[2725949],[2735117],[2738791],[2739132],[2744344],[2748891],[2750134],[2754931],[2755438],[2756584],[2765611],[2765952],[2773282],[2774525],[2776491],[2776595],[2785547],[2785888],[2789700],[2791100],[2798616],[2798720],[2805492],[2805833],[2806129],[2807185],[2814738],[2814842],[2824045],[2825101],[2830739],[2830843],[2831258],[2836816],[2837872],[2845479],[2849392],[2850448],[2855371],[2861183],[2865038],[2874058] ] cell #6129 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1674186],[1833541],[1938577],[1972824],[1991761],[2016696],[2049018],[2114783],[2122876],[2142253],[2159206],[2161190],[2186125],[2200614],[2223983],[2224139],[2228182],[2230166],[2255708],[2262695],[2273423],[2281516],[2300489],[2301611],[2322570],[2323842],[2326306],[2347285],[2352667],[2353364],[2370654],[2370810],[2374853],[2376837],[2389768],[2389892],[2392711],[2413111],[2414233],[2434342],[2435464],[2439866],[2442785],[2456423],[2457695],[2460159],[2463077],[2463774],[2464704],[2464860],[2467072],[2473359],[2473578],[2491331],[2491455],[2494274],[2510294],[2510418],[2513237],[2520233],[2521355],[2521511],[2527909],[2533637],[2534759],[2539161],[2540808],[2542080],[2542598],[2548272],[2560894],[2561018],[2563689],[2563908],[2573992],[2580384],[2580603],[2586476],[2586600],[2587890],[2589419],[2590596],[2595022],[2596232],[2598356],[2598480],[2601299],[2605135],[2608295],[2609417],[2609573],[2609901],[2624814],[2625033],[2627461],[2635262],[2636472],[2640865],[2641939],[2646982],[2647201],[2648326],[2648450],[2654561],[2654685],[2657356],[2657575],[2663448],[2663572],[2664862],[2666391],[2667234],[2667568],[2678307],[2680377],[2689172],[2689296],[2693954],[2694078],[2699282],[2700186],[2700405],[2705554],[2705773],[2707127],[2708201],[2712292],[2713244],[2713463],[2714588],[2714712],[2716820],[2725904],[2726028],[2734854],[2735073],[2736427],[2738058],[2738869],[2739088],[2744323],[2748870],[2750089],[2750213],[2754597],[2755417],[2756321],[2756540],[2764878],[2765689],[2765908],[2773261],[2774480],[2774604],[2774844],[2775884],[2776574],[2784814],[2785625],[2785844],[2789473],[2791079],[2796969],[2798009],[2798699],[2804759],[2805570],[2805789],[2806108],[2806740],[2813091],[2814131],[2814821],[2824024],[2824656],[2829092],[2830132],[2830822],[2831234],[2836795],[2837427],[2844153],[2845455],[2849371],[2850003],[2855347],[2861162],[2865014],[2874034] ] cell #6130 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2088195],[2105910],[2221293],[2246835],[2264550],[2311051],[2322460],[2328161],[2351604],[2367964],[2393778],[2408763],[2412610],[2412925],[2439888],[2440541],[2456313],[2462014],[2473536],[2473731],[2475561],[2493579],[2493856],[2495341],[2514304],[2518231],[2529289],[2533136],[2533451],[2539183],[2539836],[2540698],[2542780],[2548301],[2548399],[2563866],[2564061],[2565891],[2580561],[2580756],[2582586],[2590486],[2596254],[2600604],[2600881],[2602366],[2606293],[2607794],[2608109],[2609439],[2614252],[2624991],[2625186],[2627490],[2627588],[2636494],[2641968],[2642066],[2647159],[2647354],[2648472],[2649184],[2650900],[2651215],[2654707],[2655790],[2657533],[2657728],[2659558],[2663594],[2665696],[2665973],[2667458],[2667590],[2680406],[2680504],[2682634],[2689318],[2690401],[2694100],[2694992],[2699311],[2699409],[2700363],[2700558],[2702435],[2702712],[2705731],[2705926],[2708230],[2708328],[2713421],[2713616],[2714734],[2715446],[2717162],[2726050],[2727732],[2735031],[2735226],[2739046],[2739241],[2742931],[2743584],[2744352],[2744450],[2744655],[2746244],[2748899],[2748997],[2750235],[2751127],[2755446],[2755544],[2756498],[2756693],[2758847],[2765866],[2766061],[2773290],[2773388],[2774626],[2775647],[2776603],[2776701],[2779903],[2781075],[2781121],[2784861],[2785802],[2785997],[2790340],[2791108],[2791206],[2791411],[2797772],[2798728],[2798826],[2804806],[2805747],[2805942],[2806137],[2806708],[2807490],[2810065],[2811129],[2813894],[2814850],[2814948],[2815153],[2819322],[2819368],[2824053],[2824624],[2825406],[2829895],[2830851],[2830949],[2831154],[2831281],[2831614],[2836824],[2837395],[2838177],[2838223],[2841816],[2845502],[2845835],[2847844],[2849400],[2849971],[2850753],[2850799],[2851076],[2855394],[2855501],[2855727],[2856470],[2860750],[2861191],[2862123],[2863881],[2865061],[2865168],[2865394],[2866137],[2869599],[2869699],[2873571],[2874081],[2874605],[2875922],[2876852],[2876952],[2880286],[2882262],[2883231],[2883580],[2883959],[2884614],[2885585],[2887092],[2889439],[2890361],[2890643],[2892808],[2894434],[2895247],[2896703],[2899238] ] cell #6131 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1674187],[1833542],[1938578],[1972828],[1991765],[2016697],[2049019],[2114787],[2122877],[2142257],[2159207],[2161194],[2186126],[2200615],[2223987],[2224140],[2228183],[2230170],[2255712],[2262693],[2273427],[2281517],[2300490],[2301615],[2322574],[2323843],[2326304],[2347286],[2352668],[2353368],[2370658],[2370811],[2374854],[2376841],[2389769],[2389896],[2392709],[2413112],[2414237],[2434343],[2435468],[2439870],[2442786],[2456427],[2457696],[2460157],[2463078],[2463778],[2464708],[2464861],[2467073],[2473361],[2473576],[2491332],[2491459],[2494272],[2510295],[2510422],[2513235],[2520234],[2521359],[2521512],[2527910],[2533638],[2534763],[2539165],[2540812],[2542081],[2542599],[2548270],[2560895],[2561022],[2563691],[2563906],[2573993],[2580386],[2580601],[2586477],[2586604],[2587891],[2589417],[2590600],[2595023],[2596236],[2598357],[2598484],[2601297],[2605136],[2608296],[2609421],[2609574],[2609902],[2624816],[2625031],[2627459],[2635263],[2636476],[2640866],[2641937],[2646984],[2647199],[2648327],[2648454],[2654562],[2654689],[2657358],[2657573],[2663449],[2663576],[2664863],[2666389],[2667235],[2667572],[2678308],[2680375],[2689173],[2689300],[2693955],[2694082],[2699280],[2700188],[2700403],[2705556],[2705771],[2707128],[2708199],[2712293],[2713246],[2713461],[2714589],[2714716],[2716818],[2725905],[2726032],[2734856],[2735071],[2736428],[2738059],[2738871],[2739086],[2744321],[2748868],[2750090],[2750217],[2754595],[2755415],[2756323],[2756538],[2764879],[2765691],[2765906],[2773259],[2774481],[2774608],[2774846],[2775882],[2776572],[2784815],[2785627],[2785842],[2789472],[2791077],[2796971],[2798007],[2798697],[2804760],[2805572],[2805787],[2806106],[2806739],[2813093],[2814129],[2814819],[2824022],[2824655],[2829094],[2830130],[2830820],[2831233],[2836793],[2837426],[2844155],[2845454],[2849369],[2850002],[2855346],[2861160],[2865013],[2874033] ] cell #6132 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1760920],[1885086],[1947191],[1990117],[2004078],[2063816],[2074474],[2113139],[2157196],[2159546],[2173507],[2184081],[2199348],[2228522],[2257155],[2260834],[2271779],[2285740],[2288366],[2288710],[2300829],[2346019],[2352815],[2352895],[2356042],[2375193],[2378284],[2381673],[2381963],[2391097],[2413451],[2434682],[2437072],[2439430],[2439972],[2441519],[2450891],[2460067],[2463225],[2463305],[2466452],[2466492],[2474462],[2492660],[2502909],[2507686],[2511623],[2515418],[2517829],[2520573],[2528057],[2528137],[2533977],[2536367],[2536407],[2538725],[2539267],[2549212],[2556799],[2561591],[2564792],[2574140],[2574220],[2578286],[2578326],[2581487],[2585168],[2587805],[2595748],[2595796],[2596338],[2599685],[2603342],[2603480],[2605891],[2608635],[2621487],[2621527],[2625364],[2628401],[2630406],[2635988],[2636036],[2636578],[2639704],[2639842],[2642879],[2648085],[2651449],[2655258],[2655298],[2655388],[2658459],[2662140],[2664777],[2677146],[2677284],[2678905],[2680841],[2684827],[2686060],[2689869],[2689909],[2689999],[2690733],[2691263],[2693199],[2702227],[2703180],[2705966],[2706104],[2707042],[2709141],[2711146],[2714347],[2718711],[2722683],[2723213],[2725149],[2726510],[2729482],[2731418],[2732480],[2735266],[2735404],[2736342],[2736883],[2745777],[2746868],[2747398],[2749334],[2749848],[2753320],[2758362],[2759817],[2760076],[2762173],[2762446],[2763703],[2766369],[2767287],[2768817],[2771259],[2771789],[2773725],[2774239],[2774922],[2780342],[2782278],[2783639],[2783676],[2786611],[2788547],[2792533],[2793471],[2794187],[2795868],[2796086],[2796357],[2797047],[2799698],[2799957],[2801136],[2802054],[2803584],[2803621],[2808973],[2809246],[2810503],[2815617],[2818589],[2820525],[2821039],[2823111],[2823281],[2823540],[2823577],[2826310],[2827991],[2828480],[2833474],[2833692],[2833963],[2834653],[2835844],[2838742],[2839660],[2841190],[2841227],[2848458],[2848887],[2848924],[2852707],[2852877],[2853136],[2853173],[2854606],[2854877],[2857587],[2858076],[2868956],[2869215],[2869252],[2871230],[2871659],[2871696],[2873400],[2883096],[2883133],[2890315] ] cell #6133 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2382348],[2466364],[2493986],[2535772],[2542210],[2566239],[2577138],[2601011],[2603235],[2620339],[2622935],[2629402],[2639121],[2654110],[2659906],[2661652],[2666103],[2676563],[2682398],[2688721],[2692308],[2700222],[2701079],[2702842],[2703675],[2705383],[2710142],[2715794],[2721562],[2724258],[2732275],[2732975],[2734683],[2736624],[2745056],[2745151],[2746592],[2748443],[2750891],[2756357],[2757214],[2757358],[2758977],[2762670],[2763444],[2771108],[2771203],[2772834],[2778691],[2781387],[2781723],[2782726],[2783380],[2785661],[2789404],[2790104],[2791812],[2791907],[2793348],[2795609],[2795684],[2802551],[2802764],[2803100],[2803325],[2805606],[2809470],[2810244],[2810319],[2811354],[2811824],[2813169],[2813244],[2817908],[2818003],[2819634],[2819970],[2820973],[2822160],[2822953],[2827138],[2827732],[2827807],[2828569],[2829170],[2829245],[2833215],[2833290],[2834495],[2836068],[2836847],[2840157],[2840370],[2840706],[2840931],[2841006],[2842041],[2843212],[2843773],[2845063],[2845138],[2847507],[2847582],[2847869],[2848300],[2849423],[2851756],[2851831],[2852549],[2854204],[2856734],[2857328],[2857403],[2858165],[2858608],[2858766],[2858841],[2860181],[2860892],[2861513],[2861813],[2862803],[2862878],[2863332],[2863632],[2864622],[2864697],[2866545],[2866845],[2867835],[2867910],[2868628],[2870279],[2870354],[2870641],[2871072],[2872195],[2872727],[2874306],[2874927],[2875227],[2875621],[2876242],[2876542],[2877532],[2877607],[2877986],[2878607],[2878907],[2879897],[2879972],[2880426],[2880726],[2880959],[2881716],[2881791],[2882509],[2884184],[2885104],[2885725],[2886025],[2886258],[2886793],[2887414],[2887714],[2888108],[2888430],[2888729],[2889029],[2890019],[2890094],[2890736],[2891867],[2892189],[2893033],[2893497],[2893953],[2894574],[2894874],[2895107],[2895374],[2896077],[2896796],[2897927],[2898249],[2898465],[2899365],[2900068],[2900977] ] cell #6134 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2439618],[2538913],[2595984],[2636224],[2652196],[2686807],[2703686],[2716964],[2722085],[2732986],[2755300],[2762681],[2779214],[2790115],[2809481], [1712075,2759158],[1801638,2781766],[1838281,2793391],[1838530,2793527],[1924430,2811637],[1956197,2820013],[1959608,2820984],[1960278,2821239],[2041079,2835383],[2056234,2840749],[2067099,2841017],[2072559,2842324],[2075979,2843165],[2130092,2803143],[2135364,2851842],[2148041,2853568],[2166675,2858448],[2177040,2858677],[2181335,2859496],[2206917,2862889],[2235651,2828852],[2239349,2867444],[2240444,2866914],[2266534,2870365],[2268779,2871742],[2279211,2872091],[2305765,2844672],[2306860,2875296],[2330145,2877618],[2332390,2848970],[2337355,2878204],[2353588,2854215],[2357171,2881017],[2360478,2881325],[2361573,2880795],[2398220,2884402],[2414457,2886269],[2415080,2863923],[2418387,2864231],[2419482,2886094],[2423786,2886371],[2440713,2868697],[2447765,2888326],[2463998,2872738],[2469947,2873884],[2478834,2890825],[2488959,2875839],[2494167,2892292],[2495513,2892258],[2499783,2892085],[2518746,2854793],[2523081,2747314],[2534983,2880970],[2540008,2882578],[2549903,2762362],[2558529,2863701],[2560277,2678821],[2566282,2770149],[2566418,2770661],[2567409,2828396],[2569164,2771705],[2585859,2835760],[2601192,2888533],[2602538,2888499],[2606808,2873316],[2609641,2873635],[2616622,2796273],[2622946,2847593],[2627344,2848369],[2629092,2729398],[2629413,2802562],[2629668,2731240],[2643570,2809162],[2659949,2816949],[2660085,2817461],[2661076,2857992],[2662831,2818505],[2666284,2882612],[2667630,2860704],[2673120,2823022],[2682409,2827818],[2684266,2685004],[2697362,2833879],[2703023,2868731],[2708084,2871141],[2709832,2786527],[2710153,2840168],[2710408,2788369],[2715837,2842522],[2715973,2843034],[2721573,2795695],[2741613,2852618],[2745954,2812478],[2746635,2855112],[2746771,2812347],[2750902,2857414],[2752759,2753497],[2757369,2860192],[2757624,2820347],[2778702,2833301],[2782100,2834564],[2782737,2836079],[2782992,2836591],[2791972,2792710],[2810330,2811835] ] cell #6135 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2041414],[2181670],[2269114],[2332725],[2358636],[2416545],[2444987],[2466578],[2476736],[2493877],[2497005],[2522862],[2537071],[2543069],[2550829],[2566145],[2567066],[2568945],[2583761],[2600902],[2604030],[2609226],[2614450],[2614723],[2616403],[2623642],[2629426],[2630018],[2644496],[2650359],[2659812],[2660733],[2662450],[2662612],[2665994],[2667242],[2671622],[2682832],[2683105],[2684785],[2693509],[2695190],[2695463],[2697143],[2700532],[2701839],[2702733],[2704382],[2710166],[2710758],[2712608],[2715700],[2716621],[2720365],[2725459],[2727930],[2729742],[2733682],[2738709],[2740115],[2743782],[2744055],[2744591],[2744676],[2745735],[2746498],[2749644],[2751325],[2751598],[2753278],[2754659],[2756667],[2757382],[2757974],[2758868],[2759066],[2763042],[2765529],[2767547],[2768941],[2774035],[2776219],[2777494],[2780602],[2781056],[2781273],[2781326],[2781546],[2782750],[2785059],[2785465],[2785971],[2786871],[2790538],[2790811],[2791347],[2791432],[2792491],[2793083],[2793254],[2795708],[2798344],[2800081],[2802923],[2805004],[2805410],[2805916],[2806333],[2807688],[2809842],[2810343],[2810627],[2811079],[2811252],[2814347],[2814466],[2815089],[2815174],[2815741],[2818388],[2818849],[2819303],[2819520],[2819573],[2819793],[2820997],[2822948],[2824249],[2825604],[2827831],[2830348],[2830467],[2831090],[2831175],[2832292],[2832480],[2833314],[2834490],[2837020],[2837687],[2838158],[2838375],[2838428],[2840529],[2841030],[2841314],[2841766],[2841939],[2846513],[2846701],[2847606],[2848295],[2849596],[2850263],[2850734],[2850951],[2851004],[2851855],[2851921],[2852544],[2855334],[2856405],[2856420],[2856593],[2857427],[2858603],[2861258],[2862902],[2862968],[2863627],[2865001],[2866072],[2866087],[2866260],[2866445],[2866840],[2869582],[2870378],[2871067],[2873974],[2874827],[2875222],[2876835],[2877631],[2877915],[2880721],[2883532],[2884113],[2886020] ] cell #6136 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2439666],[2538961],[2596032],[2636272],[2652244],[2686855],[2703688],[2717012],[2722133],[2732988],[2755348],[2762683],[2779262],[2790117],[2809483], [1712077,2759153],[1802758,2781364],[1838411,2793292],[1838528,2793532],[1887740,2851042],[1925538,2811307],[1957317,2819611],[1959603,2820986],[1960416,2821154],[2007003,2866315],[2042122,2835163],[2066470,2838466],[2067094,2841019],[2073667,2841994],[2075984,2843163],[2119285,2877654],[2135359,2851844],[2148089,2853564],[2176432,2856648],[2177045,2858675],[2182378,2859276],[2206912,2862891],[2218384,2885540],[2239397,2867440],[2240449,2866912],[2266529,2870367],[2277925,2870401],[2279259,2872087],[2291096,2890401],[2305813,2844668],[2306865,2875294],[2330140,2877620],[2337403,2878200],[2353583,2854217],[2360526,2881321],[2361578,2880793],[2365055,2880241],[2390314,2762360],[2398268,2884398],[2403718,2678819],[2414452,2886271],[2418435,2864227],[2419487,2886092],[2424949,2886326],[2440718,2868695],[2447813,2888322],[2463993,2872740],[2479997,2890780],[2489007,2875835],[2491877,2729396],[2494162,2877861],[2495518,2892256],[2499831,2892081],[2510840,2809160],[2518794,2854791],[2524244,2747312],[2534978,2880972],[2540013,2882576],[2558577,2863699],[2566183,2684446],[2566211,2684264],[2566423,2770709],[2567457,2828394],[2570327,2771703],[2587022,2835758],[2598902,2786525],[2601187,2870608],[2602543,2888497],[2606856,2873314],[2609636,2843345],[2617232,2796271],[2622948,2847595],[2627392,2848367],[2629415,2802564],[2629583,2629738],[2659850,2752939],[2659878,2752757],[2660090,2817509],[2661124,2857990],[2663994,2818503],[2666279,2859483],[2667635,2821309],[2673168,2823020],[2682411,2827820],[2697972,2833877],[2703018,2835370],[2708132,2871139],[2710155,2840170],[2710323,2710478],[2715738,2792152],[2715766,2791970],[2715978,2843082],[2721575,2795697],[2741661,2852616],[2746536,2812658],[2746564,2812476],[2746776,2812395],[2750904,2857416],[2757371,2860194],[2757539,2757694],[2778704,2833303],[2782148,2834562],[2782739,2836081],[2782907,2783062],[2810332,2811837] ] cell #6137 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2467199],[2517987],[2542198],[2603223],[2606049],[2609053],[2639109],[2655546],[2661906],[2676551],[2684570],[2690157],[2692562],[2703581],[2703789],[2705371],[2712009],[2724512],[2731184],[2732881],[2733089],[2734671],[2737775],[2745044],[2747224],[2748697],[2753063],[2758650],[2761449],[2761629],[2762576],[2762784],[2764595],[2766743],[2770044],[2771096],[2771615],[2773088],[2775116],[2781641],[2784531],[2788313],[2790010],[2790218],[2791800],[2792276],[2795337],[2796183],[2797241],[2801330],[2801510],[2802457],[2802665],[2802735],[2803018],[2804476],[2808249],[2808429],[2809376],[2809584],[2811395],[2812782],[2813363],[2813543],[2816844],[2817896],[2818415],[2819888],[2820291],[2822753],[2826504],[2827460],[2828306],[2828528],[2828610],[2829364],[2829544],[2832943],[2833789],[2834847],[2835027],[2835974],[2836182],[2836252],[2836535],[2838936],[2839116],[2840063],[2840271],[2840341],[2840624],[2842082],[2842417],[2843469],[2844255],[2845267],[2847405],[2847951],[2848100],[2848756],[2852349],[2853857],[2854333],[2854703],[2854925],[2855007],[2856100],[2857056],[2857902],[2858124],[2858206],[2858960],[2859140],[2860087],[2860295],[2860365],[2860648],[2861089],[2861593],[2863561],[2863960],[2864826],[2865767],[2867027],[2868039],[2868279],[2868428],[2868684],[2869084],[2870177],[2870723],[2870872],[2871528],[2872380],[2872856],[2873226],[2873448],[2873530],[2873738],[2873999],[2874348],[2875409],[2876322],[2877430],[2878183],[2878364],[2878687],[2879235],[2879539],[2880655],[2881054],[2881920],[2882160],[2882309],[2882565],[2882965],[2883193],[2884381],[2884562],[2884884],[2885146],[2885954],[2886486],[2886573],[2886627],[2886835],[2888486],[2888809],[2889334],[2889357],[2889661],[2890940],[2891027],[2891081],[2891281],[2892245],[2892393],[2892447],[2893733],[2893787],[2893995],[2895493],[2895547],[2896313],[2896367],[2897287],[2897341],[2898993],[2899047] ] cell #6138 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2152632],[2283802],[2364011],[2421920],[2445373],[2467214],[2497391],[2522875],[2542251],[2542446],[2551215],[2566280],[2568958],[2591800],[2603276],[2604416],[2609091],[2616416],[2629672],[2630404],[2632040],[2639162],[2644882],[2659947],[2661944],[2662625],[2671635],[2671859],[2673274],[2676604],[2679402],[2684289],[2684798],[2692600],[2697156],[2702225],[2705424],[2710412],[2711144],[2711985],[2712780],[2715835],[2720459],[2724550],[2729755],[2729979],[2731394],[2734724],[2737751],[2740128],[2740352],[2741767],[2745097],[2745748],[2746633],[2747895],[2748735],[2752782],[2753291],[2757628],[2758360],[2761425],[2764571],[2767560],[2769035],[2771149],[2772286],[2773126],[2775092],[2777588],[2780615],[2780839],[2781679],[2781764],[2782254],[2782996],[2784507],[2786884],[2787108],[2788523],[2791853],[2791995],[2792504],[2793389],[2793469],[2796581],[2797217],[2800175],[2801306],[2803056],[2803141],[2804452],[2808225],[2810721],[2811265],[2811371],[2811489],[2811641],[2812501],[2813339],[2814360],[2815835],[2817949],[2818862],[2819086],[2819926],[2820011],[2820501],[2821010],[2821243],[2823045],[2826480],[2828586],[2828704],[2828856],[2829340],[2830361],[2832493],[2834187],[2834587],[2834823],[2835300],[2835385],[2837781],[2838912],[2840662],[2840747],[2841043],[2841408],[2841952],[2842058],[2842176],[2842328],[2843188],[2844231],[2844674],[2846714],[2847886],[2848392],[2848972],[2850357],[2851868],[2852015],[2852641],[2853570],[2856076],[2856606],[2858182],[2858300],[2858452],[2858700],[2858936],[2859413],[2859498],[2860909],[2862915],[2863062],[2863724],[2863925],[2864233],[2865743],[2866273],[2866937],[2867003],[2867446],[2870391],[2870538],[2870658],[2871164],[2871744],[2872093],[2873886],[2875319],[2875385],[2875841],[2877644],[2877791],[2878003],[2878206],[2880818],[2881019],[2881327],[2884201],[2884404],[2886117],[2886373],[2888328],[2890827],[2892087] ] cell #6139 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2467198],[2542197],[2603222],[2609054],[2639108],[2648071],[2661907],[2676550],[2684569],[2692563],[2705370],[2711997],[2714333],[2724513],[2731185],[2734670],[2737763],[2745043],[2748698],[2749834],[2753062],[2764583],[2766381],[2770032],[2771095],[2773089],[2774225],[2774796],[2781642],[2783557],[2783662],[2784519],[2788314],[2791799],[2792275],[2796921],[2801148],[2802734],[2803019],[2803502],[2803607],[2804464],[2811383],[2812781],[2813043],[2813137],[2813181],[2816832],[2817895],[2819889],[2820292],[2821025],[2822985],[2823293],[2823458],[2823563],[2828529],[2828598],[2829044],[2829138],[2829182],[2834527],[2836251],[2836536],[2838754],[2840340],[2840625],[2841108],[2841213],[2842070],[2842405],[2843468],[2844105],[2844544],[2845031],[2845075],[2847939],[2848332],[2848767],[2848805],[2848910],[2852581],[2852889],[2853054],[2853159],[2854926],[2854995],[2858125],[2858194],[2858640],[2858734],[2858778],[2860364],[2860649],[2861077],[2861443],[2861581],[2863664],[2863965],[2864103],[2864590],[2864634],[2866877],[2867316],[2867803],[2867847],[2868267],[2868968],[2869095],[2869133],[2869238],[2870711],[2871104],[2871539],[2871577],[2871682],[2873449],[2873518],[2874004],[2874353],[2875259],[2875806],[2876172],[2876310],[2878171],[2878537],[2878675],[2879240],[2879378],[2879865],[2879909],[2880758],[2881059],[2881197],[2881684],[2881728],[2882148],[2882976],[2883014],[2883119],[2884369],[2884802],[2884872],[2885151],[2886057],[2886491],[2886561],[2886840],[2887344],[2887482],[2888293],[2888659],[2888797],[2889362],[2889500],[2889987],[2890031],[2890301],[2890945],[2891015],[2891286],[2892052],[2892452],[2892522],[2893080],[2893651],[2893721],[2894000],[2894504],[2894642],[2895000],[2895552],[2895622],[2896231],[2896301],[2896548],[2897346],[2897416],[2897839],[2897974],[2898629],[2899052],[2899122],[2899201],[2899765],[2900541],[2900846],[2901222],[2901874] ] cell #6140 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2811122],[2841809],[2856463],[2866130],[2869692],[2876945],[2880309],[2883224],[2883952],[2885608],[2889432],[2890666],[2892801],[2894457],[2896726], [2467243,2843576],[2518510,2746120],[2542749,2821382],[2543047,2860730],[2587845,2782547],[2606572,2792876],[2609077,2873489],[2609528,2843481],[2647947,2812037],[2656069,2753663],[2661930,2882078],[2664817,2820794],[2667127,2860394],[2685170,2690680],[2692586,2886444],[2698275,2834539],[2707082,2788816],[2712185,2872058],[2714209,2842724],[2724536,2890898],[2731208,2891565],[2731687,2736382],[2737502,2852593],[2737951,2878103],[2748721,2893604],[2749710,2817151],[2754410,2858652],[2764322,2822997],[2764771,2884301],[2770220,2885289],[2770351,2774101],[2773112,2896184],[2775697,2866889],[2781665,2896958],[2783254,2838628],[2784258,2871116],[2784707,2888225],[2788337,2897625],[2797822,2875271],[2799285,2847252],[2801022,2803199],[2802184,2876574],[2803042,2898874],[2804203,2848344],[2804652,2891984],[2806192,2851642],[2811571,2893150],[2813944,2880770],[2817020,2894138],[2819912,2900175],[2820315,2900222],[2821905,2822046],[2824108,2862689],[2826867,2863676],[2827319,2864367],[2828552,2900682],[2828786,2896022],[2829945,2886069],[2835428,2887758],[2836559,2901141],[2836879,2836891],[2839790,2889061],[2840648,2901386],[2842258,2898044],[2842593,2898112],[2844808,2844949],[2846920,2875738],[2848940,2891635],[2849015,2876586],[2849455,2849467],[2853704,2879783],[2854949,2902040],[2855183,2899613],[2856915,2881461],[2858148,2902181],[2858382,2900013],[2859541,2894918],[2859814,2894906],[2860672,2902345],[2861845,2861857],[2863215,2884755],[2864035,2885221],[2864596,2895952],[2867580,2867721],[2869268,2897075],[2869343,2887746],[2871712,2897695],[2871787,2889073],[2872227,2872239],[2873472,2902713],[2873706,2901634],[2874423,2874491],[2876125,2891518],[2878939,2878951],[2879310,2893218],[2879871,2899543],[2881129,2894070],[2881690,2899943],[2883149,2900292],[2883835,2883882],[2886910,2886978],[2887297,2897005],[2888612,2897578],[2889993,2901564],[2892684,2892731] ] cell #6141 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [2077036],[2185670],[2279497],[2287630],[2337641],[2373621],[2398506],[2426246],[2448051],[2458749],[2481294],[2500069],[2505736],[2519032],[2525541],[2554849],[2566394],[2567695],[2571624],[2574638],[2588319],[2593798],[2607094],[2617839],[2629765],[2629871],[2630920],[2634038],[2648516],[2651610],[2660061],[2661362],[2665291],[2672131],[2684222],[2684631],[2685258],[2686221],[2698579],[2703612],[2710505],[2710611],[2711660],[2714778],[2715949],[2717250],[2719145],[2728964],[2729007],[2730251],[2730920],[2732912],[2740624],[2746747],[2752715],[2753124],[2753751],[2754714],[2757721],[2757827],[2758876],[2759659],[2759702],[2762607],[2767721],[2768422],[2776274],[2783089],[2783195],[2786093],[2786136],[2787380],[2788049],[2790041],[2791928],[2792337],[2792964],[2793922],[2795494],[2798399],[2799583],[2802342],[2802488],[2806459],[2806502],[2809407],[2812434],[2812843],[2814521],[2815222],[2818071],[2818114],[2820027],[2822846],[2824375],[2824418],[2826045],[2827617],[2828096],[2830522],[2831528],[2831805],[2831848],[2833100],[2834434],[2836005],[2836271],[2837189],[2839948],[2840094],[2840795],[2845749],[2846026],[2846069],[2848193],[2849765],[2851408],[2851491],[2852442],[2853525],[2854014],[2855641],[2855918],[2855961],[2857213],[2857692],[2859972],[2860118],[2862026],[2862455],[2862538],[2865308],[2865585],[2865628],[2866603],[2868521],[2868841],[2869501],[2869931],[2870014],[2870965],[2872537],[2873016],[2874650],[2874985],[2876755],[2877184],[2877267],[2879120],[2879632],[2880043],[2880484],[2882402],[2882722],[2883807],[2884948],[2885448],[2885783],[2887137],[2887269],[2889242],[2889754],[2891346],[2891490],[2892656],[2894297],[2895746],[2897550] ] cell #6142 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2543048],[2587433],[2609078],[2661931],[2664405],[2667126],[2692587],[2706670],[2712184],[2724537],[2731209],[2735970],[2737950],[2747243],[2747413],[2748722],[2754398],[2764770],[2770219],[2771634],[2771804],[2773113],[2775685],[2781666],[2783526],[2784706],[2788338],[2793099],[2795313],[2795451],[2796202],[2796372],[2797810],[2799540],[2802172],[2803043],[2803471],[2804651],[2806321],[2811570],[2813932],[2817019],[2818434],[2818604],[2819913],[2820316],[2822763],[2823427],[2824237],[2827436],[2827574],[2828325],[2828495],[2828553],[2828785],[2829933],[2832919],[2833057],[2833808],[2833978],[2835416],[2836560],[2837008],[2837146],[2839778],[2840649],[2841077],[2842257],[2842592],[2844534],[2847381],[2848110],[2848774],[2848939],[2849003],[2849584],[2849722],[2852359],[2853023],[2853833],[2853971],[2854722],[2854892],[2854950],[2855182],[2857032],[2857170],[2857921],[2858091],[2858149],[2858381],[2859529],[2859802],[2860673],[2861246],[2861983],[2863571],[2863982],[2864093],[2864585],[2867306],[2868438],[2868798],[2869102],[2869267],[2869331],[2870153],[2870882],[2871546],[2871711],[2871775],[2872356],[2872494],[2873245],[2873415],[2873473],[2873705],[2874021],[2874370],[2875796],[2876085],[2876712],[2877406],[2878340],[2879077],[2879257],[2879368],[2879549],[2879860],[2880665],[2881076],[2881187],[2881679],[2882319],[2882679],[2882983],[2883148],[2883212],[2883382],[2883563],[2883795],[2884538],[2885168],[2885964],[2886508],[2886637],[2886857],[2887257],[2887472],[2888283],[2888572],[2889199],[2889379],[2889490],[2889671],[2889982],[2890165],[2890962],[2891091],[2891303],[2891478],[2892042],[2892412],[2892469],[2892512],[2892644],[2893797],[2894017],[2894417],[2894429],[2894632],[2895512],[2895569],[2895612],[2895734],[2896377],[2896508],[2896520],[2897363],[2897406],[2897538],[2898589],[2898601],[2899069],[2899112],[2899725],[2899737],[2900806],[2900818] ] cell #6143 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1885290],[1960633],[2004601],[2064020],[2076091],[2104399],[2117441],[2174030],[2177217],[2184285],[2185678],[2219782],[2240621],[2256530],[2261038],[2263039],[2276081],[2279565],[2286263],[2299990],[2307037],[2326650],[2337709],[2353881],[2356565],[2361750],[2366453],[2373237],[2377659],[2379495],[2382167],[2393055],[2398574],[2414750],[2419659],[2425862],[2433843],[2440890],[2440970],[2443039],[2448119],[2450266],[2460503],[2464291],[2466975],[2474779],[2480910],[2494618],[2495690],[2495770],[2500137],[2502284],[2503356],[2513581],[2515735],[2518558],[2519100],[2519734],[2523221],[2525157],[2535276],[2540185],[2540265],[2542334],[2549249],[2552469],[2565109],[2567221],[2567763],[2569304],[2571240],[2581804],[2585205],[2587935],[2589763],[2591418],[2591861],[2601643],[2602715],[2602795],[2603797],[2606620],[2607162],[2609309],[2615049],[2616762],[2625681],[2626597],[2628438],[2630536],[2631658],[2632101],[2640159],[2642916],[2646136],[2648402],[2651968],[2658776],[2660888],[2661430],[2662177],[2662971],[2664907],[2666735],[2668879],[2670006],[2673335],[2677601],[2680878],[2681903],[2683431],[2685144],[2686579],[2693236],[2695789],[2697502],[2700259],[2706421],[2707337],[2709178],[2711276],[2712398],[2712841],[2714664],[2718222],[2720730],[2721857],[2725186],[2726999],[2728126],[2731455],[2735721],[2737372],[2738499],[2741828],[2746094],[2749371],[2750165],[2750396],[2751924],[2753637],[2755072],[2756394],[2761684],[2764192],[2765319],[2766798],[2769306],[2770433],[2773762],[2774556],[2775351],[2777859],[2778986],[2782315],[2784128],[2785255],[2785698],[2788584],[2792850],[2797476],[2801565],[2804073],[2805200],[2805643],[2808484],[2810992],[2812119],[2813281],[2813598],[2816106],[2817233],[2820562],[2821356],[2823811],[2829282],[2829599],[2835082],[2839171],[2841679],[2842806],[2843249],[2845175],[2845322],[2853407],[2858878],[2859195],[2867947],[2868094] ] cell #6144 : |C| = 135 W-rep = phi[15,28]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2567173],[2609934],[2630446],[2650466],[2660840],[2667807],[2667887],[2684689],[2702267],[2711186],[2716728],[2716776],[2717318],[2728952],[2745639],[2753182],[2754553],[2758402],[2758492],[2759647],[2775840],[2779812],[2786081],[2789609],[2792395],[2795439],[2797965],[2799528],[2802327],[2806447],[2806617],[2806876],[2814087],[2818059],[2824363],[2824533],[2824792],[2827562],[2828209],[2830088],[2831793],[2833045],[2835571],[2837134],[2837304],[2837563],[2839933],[2846014],[2848628],[2849158],[2849710],[2849880],[2850139],[2853959],[2854388],[2855906],[2857158],[2857805],[2859684],[2859957],[2861971],[2863790],[2864734],[2864881],[2865573],[2868786],[2869486],[2871400],[2871930],[2872482],[2872911],[2873129],[2874323],[2875638],[2876634],[2876700],[2879065],[2880009],[2880156],[2881828],[2881975],[2882667],[2882837],[2883367],[2883764],[2884684],[2885121],[2885324],[2886810],[2887806],[2887872],[2889121],[2889187],[2890131],[2890278],[2891447],[2892613],[2893050],[2893253],[2893970],[2894173],[2894966],[2896887],[2897507],[2898147], [2744381,2854129],[2791137,2872652],[2814879,2880884],[2830880,2886183],[2836939,2888125],[2849515,2891884],[2855422,2893533],[2860476,2895032],[2861905,2895391],[2865089,2896113],[2872287,2897944],[2874526,2898482],[2878999,2899382],[2882183,2900104],[2887013,2900994] ] cell #6145 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2835206],[2859319],[2870444],[2877697],[2880326],[2885625],[2888037],[2890184],[2890683],[2891796],[2894474],[2895334],[2896743],[2897856],[2899325], [2543098,2821442],[2588616,2702259],[2609724,2793503],[2609877,2843530],[2630438,2631217],[2649063,2746074],[2665588,2758394],[2667144,2860384],[2667679,2821336],[2685124,2685805],[2700598,2782187],[2711178,2711957],[2712202,2872048],[2715325,2792830],[2716763,2843121],[2731327,2731794],[2737968,2878093],[2742759,2810130],[2753617,2754298],[2754540,2858547],[2756733,2820434],[2764788,2884291],[2768432,2768444],[2770237,2885279],[2775475,2831679],[2775827,2866689],[2784724,2888215],[2788456,2788923],[2789515,2840817],[2793932,2793944],[2797600,2845900],[2797952,2875071],[2802314,2876481],[2804669,2891974],[2806782,2851513],[2811588,2893140],[2813722,2855792],[2814074,2880570],[2815232,2815244],[2817037,2894128],[2822856,2822868],[2824698,2862560],[2826055,2826067],[2828115,2864496],[2828803,2896012],[2829723,2865459],[2830075,2885869],[2831538,2831550],[2835558,2887558],[2837469,2870036],[2839920,2888968],[2842275,2898034],[2842610,2898102],[2845759,2845771],[2847672,2875987],[2848203,2848215],[2848957,2898846],[2849145,2891711],[2850045,2877289],[2852452,2852464],[2854294,2879654],[2855200,2899603],[2855651,2855663],[2857711,2881590],[2858399,2900003],[2859671,2894718],[2859944,2894813],[2863232,2884772],[2864721,2895969],[2864787,2885470],[2865318,2865330],[2868531,2868543],[2869285,2901113],[2869473,2897151],[2870975,2870987],[2871729,2901358],[2871917,2897771],[2872817,2889776],[2873035,2889893],[2873723,2901624],[2874660,2874672],[2875550,2891215],[2876142,2891535],[2876537,2898834],[2879996,2899560],[2880062,2893387],[2881815,2899960],[2881881,2894319],[2882412,2882424],[2883166,2902317],[2883354,2900368],[2883852,2883899],[2885033,2895881],[2887147,2887159],[2887314,2897022],[2887709,2901101],[2888629,2897595],[2889024,2901346],[2890118,2901581],[2890595,2890626],[2892701,2892748],[2892962,2899503],[2893882,2899872],[2894869,2902305],[2896655,2896686] ] cell #6146 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2811134],[2841821],[2856475],[2866142],[2869704],[2876957],[2880304],[2883236],[2883964],[2885603],[2889444],[2890661],[2892813],[2894452],[2896721], [2467249,2873808],[2519299,2854917],[2542890,2883407],[2543044,2883415],[2567962,2828520],[2588552,2869232],[2607361,2873440],[2609038,2890147],[2609660,2890295],[2631153,2848904],[2648500,2879850],[2661629,2858116],[2661857,2894395],[2665524,2883113],[2667098,2894985],[2685242,2864575],[2692513,2896467],[2698287,2887251],[2711893,2871676],[2712127,2897815],[2714762,2889972],[2724463,2898548],[2728976,2876079],[2737514,2892638],[2737893,2899166],[2748648,2899684],[2753735,2881669],[2754422,2894411],[2759671,2883557],[2764334,2883789],[2764713,2900506],[2773039,2900765],[2775709,2896502],[2781592,2901060],[2784270,2897532],[2784649,2901187],[2786105,2888566],[2795463,2890620],[2797834,2898583],[2799552,2875544],[2802969,2901809],[2804215,2891472],[2804594,2901839],[2806471,2892406],[2811513,2902005],[2813956,2899719],[2819839,2902264],[2824387,2895506],[2826879,2895728],[2827586,2885027],[2828279,2900711],[2828728,2902437],[2829957,2900800],[2833069,2896680],[2835440,2901095],[2837158,2888031],[2840575,2902648],[2842200,2902678],[2846932,2898675],[2848652,2876434],[2848716,2876471],[2848727,2891647],[2849027,2898828],[2849734,2891790],[2853983,2899497],[2857182,2893876],[2857875,2902210],[2858324,2902871],[2859553,2902299],[2860599,2900358],[2861995,2895328],[2863210,2895693],[2864047,2900647],[2864459,2895947],[2864520,2864531],[2871424,2888921],[2871488,2888958],[2871499,2897707],[2871799,2901340],[2872506,2897850],[2873199,2901505],[2873648,2898305],[2874503,2898430],[2876120,2898793],[2879089,2899319],[2880226,2899484],[2881141,2902146],[2881553,2899938],[2881614,2881625],[2882861,2894766],[2882925,2894803],[2882936,2900304],[2883877,2895293],[2886990,2900942],[2887896,2897104],[2887960,2897141],[2887971,2897087],[2888607,2901305],[2889856,2901559],[2889917,2889928],[2892726,2899284],[2893230,2899401],[2893350,2899538],[2893411,2893422],[2896846,2897000] ] cell #6147 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2731728],[2770643],[2782588],[2788857],[2795325],[2802433],[2812329],[2817443],[2820835],[2827448],[2832931],[2835950],[2840039],[2843016],[2843522],[2847393],[2853845],[2857044],[2860063],[2860686],[2860771], [1760894,2864508],[1947165,2881602],[2074448,2889905],[2157170,2893399],[2257129,2896975],[2288340,2898293],[2352385,2899472],[2378258,2900192],[2439600,2868672],[2450865,2901403],[2462795,2901493],[2502883,2898891],[2527627,2902198],[2538895,2882553],[2573710,2900699],[2592134,2897275],[2595966,2888474],[2609908,2873776],[2632374,2898981],[2636206,2892233],[2652178,2893621],[2667377,2883181],[2673608,2895481],[2686789,2896201],[2703557,2870165],[2713114,2889322],[2716946,2873506],[2722067,2890915],[2732857,2877418],[2742101,2892381],[2755282,2882095],[2762552,2884550],[2779196,2886461],[2789986,2872368],[2809352,2878352] ] cell #6148 : |C| = 168 W-rep = phi[168,21] special rep = phi[168,21] , dim = 168 orbit = 2*A2 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 168 168 tau_infinity subcells with 1 member(s) subcells = [ [1960621],[2076085],[2177211],[2185681],[2240615],[2279568],[2307031],[2322803],[2337712],[2361744],[2373241],[2398577],[2412769],[2419653],[2425866],[2440884],[2448122],[2456656],[2480914],[2493505],[2495684],[2500140],[2503360],[2519103],[2525161],[2533295],[2540179],[2541041],[2552473],[2562552],[2567167],[2567766],[2571244],[2587939],[2590829],[2591422],[2600530],[2602709],[2607165],[2607953],[2611024],[2615053],[2630449],[2630540],[2631662],[2646140],[2650460],[2651059],[2651972],[2656219],[2660834],[2661433],[2664911],[2665622],[2667801],[2670010],[2681907],[2683435],[2684705],[2686583],[2691764],[2695793],[2702270],[2702361],[2711189],[2711280],[2712107],[2712402],[2716722],[2717321],[2718226],[2721861],[2723714],[2728130],[2728995],[2737873],[2738503],[2742857],[2745655],[2750400],[2751928],[2753198],[2755076],[2758405],[2758496],[2759690],[2761688],[2764693],[2765323],[2766802],[2770260],[2770437],[2775355],[2775573],[2778990],[2779855],[2784629],[2785259],[2786124],[2789613],[2792411],[2795482],[2797480],[2797698],[2799571],[2801569],[2802200],[2804574],[2805204],[2806490],[2806660],[2806880],[2808488],[2812123],[2813602],[2813820],[2817060],[2817237],[2818102],[2824406],[2824576],[2824796],[2827605],[2829603],[2829821],[2831836],[2833088],[2835086],[2837177],[2837347],[2837567],[2839175],[2839806],[2842633],[2842810],[2845326],[2846057],[2847770],[2849753],[2849923],[2850143],[2854002],[2854392],[2855223],[2855949],[2857201],[2859199],[2859830],[2862014],[2863833],[2864885],[2865616],[2868098],[2868829],[2869359],[2872525],[2872915],[2874439],[2875754],[2876743],[2879108],[2879326],[2881979],[2882710],[2885237],[2886926],[2889230],[2894086] ] cell #6149 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2288679],[2352349],[2381411],[2459227],[2462759],[2466274],[2506214],[2527591],[2535682],[2555327],[2566333],[2573674],[2577048],[2591804],[2592098],[2594276],[2602946],[2620249],[2629721],[2632044],[2632338],[2634516],[2638832],[2648994],[2651902],[2654020],[2660000],[2667341],[2671578],[2671863],[2673278],[2673572],[2676274],[2679406],[2684293],[2685736],[2686513],[2688631],[2691479],[2700989],[2705094],[2710461],[2712784],[2713078],[2715256],[2715888],[2720463],[2721791],[2723429],[2729698],[2729983],[2731398],[2731692],[2731781],[2732185],[2734394],[2740071],[2740356],[2741771],[2742065],[2744767],[2746686],[2747614],[2747899],[2752786],[2754229],[2755006],[2757124],[2757677],[2761468],[2767503],[2769039],[2770367],[2770692],[2770819],[2772005],[2772290],[2777592],[2778920],[2780558],[2780843],[2782258],[2782552],[2782641],[2783045],[2786827],[2787112],[2788527],[2788821],[2788910],[2789314],[2791523],[2791999],[2793442],[2794830],[2796585],[2800179],[2801074],[2801349],[2802426],[2808268],[2810725],[2811493],[2812053],[2812378],[2812505],[2814303],[2815839],[2817167],[2817492],[2817619],[2818805],[2819090],[2820505],[2820799],[2820888],[2821292],[2822098],[2823049],[2826523],[2827207],[2828708],[2830304],[2832436],[2834191],[2834591],[2834866],[2835304],[2835943],[2837785],[2838680],[2838955],[2840032],[2841412],[2842180],[2842740],[2843065],[2843192],[2843486],[2844005],[2844708],[2846657],[2848396],[2850361],[2851694],[2852019],[2852645],[2853604],[2854172],[2856119],[2856803],[2858304],[2858704],[2858979],[2859417],[2860056],[2860410],[2862741],[2863066],[2863728],[2864267],[2865786],[2866777],[2866941],[2867046],[2867480],[2870542],[2871168],[2872074],[2872127],[2872695],[2875159],[2875323],[2875428],[2875875],[2877795],[2878119],[2878240],[2880822],[2880927],[2881361],[2884317],[2884438],[2886121],[2886226],[2888241],[2888362],[2892000],[2892121] ] cell #6150 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2224284],[2288695],[2322684],[2370955],[2381475],[2402507],[2412319],[2456537],[2459291],[2465005],[2466317],[2490666],[2506278],[2517995],[2521656],[2523033],[2532845],[2535725],[2540922],[2550408],[2555391],[2569116],[2577091],[2588610],[2590710],[2594340],[2597691],[2602874],[2606057],[2607503],[2609718],[2616574],[2620292],[2631211],[2634580],[2638760],[2644075],[2649058],[2649066],[2650609],[2654063],[2655554],[2662783],[2665582],[2667682],[2672316],[2676202],[2684956],[2685800],[2685808],[2688674],[2690165],[2690897],[2697314],[2698764],[2700614],[2701032],[2701418],[2703797],[2705022],[2711951],[2715320],[2715328],[2716871],[2720876],[2722847],[2730436],[2731810],[2732228],[2733097],[2734322],[2740809],[2742997],[2744695],[2745906],[2747032],[2747271],[2753449],[2754293],[2754301],[2754899],[2756749],[2757167],[2758658],[2761807],[2762792],[2767906],[2768460],[2769452],[2770747],[2771423],[2771662],[2776459],[2778005],[2779976],[2781296],[2783544],[2787565],[2788939],[2789357],[2789753],[2790226],[2791451],[2792662],[2793960],[2794521],[2796230],[2798584],[2800319],[2800916],[2801688],[2802673],[2803489],[2807238],[2808607],[2809592],[2811138],[2814706],[2815260],[2816252],[2817547],[2818223],[2818462],[2819543],[2821716],[2822884],[2823445],[2825154],[2826083],[2826644],[2828353],[2830707],[2831566],[2832127],[2833836],[2836190],[2837925],[2838398],[2838522],[2839294],[2840279],[2841095],[2841825],[2844619],[2845787],[2846348],[2847063],[2848231],[2848792],[2850501],[2850974],[2851312],[2852480],[2853041],[2854750],[2855679],[2856240],[2856479],[2857949],[2860303],[2862359],[2864178],[2865346],[2865907],[2866146],[2867391],[2868559],[2869120],[2869708],[2869835],[2871003],[2871564],[2873273],[2873746],[2874688],[2876961],[2877088],[2879453],[2881272],[2882440],[2883001],[2883240],[2883968],[2884027],[2887175],[2889448],[2889575],[2892817],[2892876] ] cell #6151 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1885138],[2004459],[2063868],[2104396],[2117438],[2173888],[2184133],[2219779],[2260886],[2263036],[2276078],[2286121],[2299987],[2326647],[2352947],[2356423],[2366450],[2379492],[2382015],[2393052],[2433840],[2439907],[2440110],[2443036],[2460500],[2463357],[2466833],[2474776],[2494615],[2513578],[2515732],[2517839],[2518212],[2519731],[2528189],[2539202],[2539405],[2542331],[2543086],[2549222],[2565106],[2574272],[2581801],[2585178],[2587296],[2589760],[2596273],[2596476],[2601640],[2603794],[2605901],[2606274],[2609458],[2615027],[2625678],[2628411],[2636513],[2636716],[2640156],[2642889],[2646114],[2648399],[2654726],[2655398],[2655771],[2658773],[2662150],[2663613],[2664268],[2666732],[2667439],[2677598],[2680851],[2683409],[2685141],[2689337],[2690009],[2690382],[2693209],[2694119],[2695767],[2700232],[2703190],[2705907],[2706418],[2706533],[2709151],[2712376],[2713597],[2714661],[2725159],[2726069],[2726520],[2728104],[2731428],[2732490],[2735207],[2735718],[2735833],[2736893],[2738477],[2739222],[2746091],[2746921],[2748828],[2749344],[2750162],[2751902],[2753634],[2755375],[2756367],[2760086],[2763713],[2765297],[2766042],[2766422],[2768827],[2770411],[2771312],[2773219],[2773735],[2774553],[2774975],[2776532],[2782288],[2783227],[2783649],[2785233],[2785671],[2788557],[2792847],[2794240],[2795878],[2796096],[2797100],[2798657],[2799246],[2799967],[2801189],[2803172],[2803594],[2805178],[2805616],[2805999],[2806165],[2810513],[2812097],[2813222],[2813254],[2815627],[2817211],[2820535],[2821353],[2821878],[2823164],[2823334],[2823550],[2823915],[2824081],[2826363],[2827280],[2828001],[2829223],[2829255],[2833484],[2833702],[2834706],[2838795],[2841200],[2842784],[2843222],[2843817],[2844781],[2844910],[2845116],[2845148],[2847225],[2848511],[2848897],[2852760],[2852930],[2853146],[2853677],[2854616],[2856876],[2857597],[2858819],[2858851],[2863376],[2864340],[2864675],[2864707],[2867553],[2867682],[2867888],[2867920],[2869009],[2869225],[2871283],[2871669],[2879744],[2879950],[2879982],[2881434],[2881769],[2881801],[2883106],[2890072],[2890104],[2895117] ] cell #6152 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2609892],[2667186],[2684527],[2712244],[2716789],[2731149],[2738010],[2744359],[2753020],[2754566],[2764830],[2766380],[2770031],[2775853],[2784766],[2788278],[2789488],[2791115],[2792233],[2797978],[2801147],[2804711],[2806755],[2811630],[2812739],[2813180],[2814100],[2814857],[2816831],[2820256],[2823292],[2824671],[2828845],[2829181],[2830101],[2830858],[2831250],[2835584],[2835646],[2836500],[2836852],[2836917],[2837442],[2838753],[2842317],[2842404],[2843426],[2845074],[2845471],[2849171],[2849233],[2849428],[2849493],[2850018],[2852888],[2854267],[2854438],[2854994],[2855363],[2855425],[2858441],[2858777],[2859697],[2859759],[2860454],[2860613],[2861557],[2861580],[2861818],[2861883],[2864633],[2864760],[2864931],[2865030],[2865092],[2867846],[2868243],[2868266],[2868748],[2868967],[2871943],[2872005],[2872200],[2872265],[2872790],[2872961],[2873517],[2874050],[2874270],[2874343],[2874529],[2876089],[2876286],[2876309],[2876547],[2876612],[2876662],[2878651],[2878674],[2878912],[2878977],[2879230],[2879908],[2881727],[2881854],[2882025],[2882124],[2882147],[2882186],[2882629],[2883567],[2883741],[2884848],[2884871],[2885010],[2885068],[2885141],[2885327],[2886537],[2886560],[2886757],[2886830],[2887016],[2887481],[2887719],[2887784],[2888576],[2888773],[2888796],[2889034],[2889099],[2889149],[2889352],[2890030],[2890425],[2890991],[2891014],[2891250],[2891276],[2891424],[2892416],[2892442],[2892590],[2892997],[2893070],[2893256],[2893697],[2893720],[2893859],[2893917],[2893990],[2894176],[2894641],[2894879],[2894944],[2895516],[2895542],[2895711],[2896277],[2896300],[2896485],[2896864],[2897310],[2897336],[2897415],[2897484],[2897891],[2897964],[2898150],[2898319],[2898566],[2899016],[2899042],[2899121],[2899222],[2899702],[2899755],[2900081],[2900330],[2900562],[2900783],[2900836],[2900911],[2901203],[2901438],[2901733],[2901855],[2901930],[2902406] ] cell #6153 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2811121],[2841808],[2856462],[2866129],[2869691],[2876944],[2880299],[2883223],[2883951],[2885598],[2889431],[2890656],[2892800],[2894447],[2896716], [2609922,2843577],[2648491,2746121],[2667609,2821383],[2667900,2860729],[2685171,2774645],[2700539,2782546],[2714753,2792877],[2716812,2873483],[2717143,2843480],[2731172,2898811],[2731686,2805923],[2744281,2812036],[2750254,2753664],[2754589,2882068],[2756674,2820793],[2758514,2860393],[2770189,2895916],[2770350,2830780],[2775876,2886434],[2779785,2834538],[2785978,2788815],[2788301,2901323],[2789631,2872057],[2791037,2842723],[2798001,2890888],[2799284,2875714],[2801021,2849262],[2802183,2891611],[2806590,2852592],[2806898,2878102],[2814123,2893594],[2814779,2817150],[2816989,2899907],[2818032,2858651],[2820279,2902282],[2822045,2860985],[2822996,2824506],[2824814,2884300],[2827318,2885197],[2830124,2896174],[2831766,2866888],[2835607,2896948],[2836523,2902572],[2836686,2838627],[2836890,2869668],[2837277,2871115],[2837585,2888224],[2839789,2897671],[2842562,2901528],[2844948,2874399],[2845987,2875270],[2848343,2849853],[2849194,2898864],[2849466,2876921],[2850161,2891983],[2851145,2851641],[2854410,2893149],[2854461,2902840],[2855152,2902061],[2855879,2880769],[2856914,2894046],[2859720,2900165],[2859813,2900268],[2860636,2902335],[2861856,2883928],[2862192,2862688],[2863675,2863763],[2864903,2896021],[2864954,2900663],[2865546,2886068],[2867720,2886886],[2868759,2887757],[2868883,2897074],[2869342,2897051],[2871966,2901376],[2872238,2889408],[2872933,2898043],[2872984,2902694],[2873675,2901633],[2874422,2890630],[2875554,2875737],[2876585,2876673],[2876797,2891634],[2878950,2892777],[2879286,2879782],[2879309,2899507],[2879604,2899533],[2881997,2900012],[2882048,2902162],[2882640,2894917],[2882764,2900291],[2883825,2895311],[2884642,2884745],[2885037,2885220],[2885420,2895942],[2886909,2896690],[2887287,2901078],[2889072,2889160],[2889284,2897694],[2889726,2901554],[2891405,2891508],[2892674,2899302],[2893886,2894069],[2894269,2899933],[2897465,2897568] ] cell #6154 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2835205],[2859318],[2870443],[2877696],[2880325],[2885624],[2888030],[2890183],[2890682],[2891789],[2894473],[2895327],[2896742],[2897849],[2899318], [2630441,2732338],[2667936,2759167],[2685123,2771156],[2701142,2702262],[2711181,2789467],[2717313,2793506],[2717466,2793514],[2731326,2802746],[2745104,2746073],[2753616,2817956],[2757277,2758397],[2758531,2820917],[2758930,2821335],[2768443,2827114],[2770206,2864524],[2781369,2782186],[2788455,2840352],[2789648,2840833],[2791860,2792829],[2792982,2843120],[2793943,2843749],[2802288,2876480],[2806915,2851529],[2810085,2810129],[2815243,2856710],[2817006,2881618],[2818132,2858546],[2819616,2820433],[2822867,2861489],[2824831,2862576],[2826066,2863308],[2828114,2885265],[2831549,2866521],[2831634,2831678],[2831866,2866688],[2837602,2870052],[2839894,2888967],[2840772,2840816],[2842579,2889921],[2845770,2874903],[2845855,2845899],[2846087,2875070],[2848214,2876218],[2850178,2877305],[2851468,2851512],[2852463,2878583],[2854427,2879670],[2855169,2893415],[2855662,2880402],[2855747,2855791],[2855979,2880569],[2857710,2894114],[2859918,2894812],[2862515,2862559],[2864920,2885486],[2865329,2885701],[2865414,2865458],[2865646,2885868],[2868542,2887390],[2868859,2887557],[2868900,2897091],[2869447,2897150],[2869991,2870035],[2870986,2888705],[2872950,2889792],[2873034,2898088],[2873692,2898309],[2874671,2890712],[2875942,2875986],[2876773,2891710],[2876814,2891651],[2877244,2877288],[2879609,2879653],[2879700,2899559],[2880061,2899589],[2882014,2894335],[2882423,2894550],[2882740,2894717],[2882781,2900308],[2883328,2900367],[2883851,2895316],[2884647,2884771],[2885425,2885469],[2885516,2895968],[2887158,2896772],[2887313,2901083],[2887513,2901094],[2889260,2897770],[2889301,2897711],[2889731,2889775],[2889822,2901580],[2890588,2898443],[2891146,2891208],[2891410,2891534],[2891666,2898827],[2892700,2899307],[2892955,2902018],[2894274,2894318],[2894365,2899959],[2894673,2902298],[2895812,2895874],[2896648,2900955],[2897470,2897594],[2897726,2901339],[2899803,2899865] ] cell #6155 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2117988],[2186695],[2224230],[2276628],[2287739],[2311317],[2322256],[2370901],[2373785],[2380042],[2381365],[2409029],[2426410],[2439612],[2443586],[2445170],[2456109],[2459181],[2464951],[2475827],[2481458],[2497188],[2506168],[2519290],[2521602],[2525705],[2529555],[2535302],[2538907],[2540494],[2542881],[2551012],[2555281],[2567953],[2571788],[2576668],[2582852],[2588483],[2588556],[2590282],[2594230],[2595978],[2604213],[2607352],[2609664],[2615271],[2619869],[2630201],[2631084],[2631157],[2634470],[2636218],[2637057],[2644679],[2646358],[2648522],[2648948],[2649450],[2652190],[2653640],[2661620],[2665455],[2665528],[2667254],[2672137],[2674499],[2683653],[2685264],[2685690],[2686801],[2688251],[2696011],[2698585],[2700609],[2702022],[2703319],[2703618],[2710941],[2711824],[2711897],[2712620],[2714784],[2715210],[2716958],[2720871],[2722079],[2728348],[2729013],[2730257],[2731805],[2732619],[2732918],[2738721],[2740630],[2742992],[2744603],[2747266],[2752146],[2753757],[2754183],[2754720],[2755294],[2756744],[2758157],[2759708],[2760433],[2762613],[2765541],[2767727],[2768455],[2769447],[2770655],[2771657],[2776280],[2778000],[2779208],[2781117],[2785477],[2786142],[2787386],[2788934],[2789748],[2790047],[2791359],[2793955],[2795500],[2796225],[2798405],[2799589],[2800314],[2802494],[2805422],[2806508],[2807233],[2809413],[2812341],[2814527],[2815101],[2815255],[2816247],[2817455],[2818457],[2819364],[2822879],[2824424],[2825149],[2826078],[2827623],[2828348],[2830528],[2831102],[2831561],[2833106],[2833831],[2836011],[2837195],[2837920],[2838219],[2840100],[2843028],[2845782],[2848226],[2849771],[2850496],[2850795],[2852475],[2854020],[2854745],[2855497],[2855674],[2857219],[2857944],[2860124],[2860698],[2862032],[2865164],[2865341],[2868554],[2870998],[2872543],[2873268],[2873567],[2874601],[2874683],[2879126],[2882258],[2882435],[2887088],[2887170] ] cell #6156 : |C| = 135 W-rep = phi[15,28]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2685233],[2717508],[2731735],[2746183],[2753726],[2759040],[2759113],[2770333],[2782595],[2788864],[2792939],[2792970],[2793396],[2800884],[2812019],[2817133],[2818120],[2820842],[2820912],[2821684],[2831854],[2834401],[2838490],[2840828],[2842706],[2844587],[2846075],[2847031],[2848689],[2851280],[2851375],[2851524],[2855967],[2858514],[2862327],[2862422],[2862571],[2864146],[2864519],[2865634],[2866656],[2867359],[2868847],[2869803],[2869898],[2870047],[2871461],[2875038],[2876448],[2876761],[2877056],[2877151],[2877300],[2879421],[2879665],[2880537],[2881240],[2881613],[2882728],[2882898],[2883995],[2884915],[2885399],[2885481],[2885836],[2887525],[2887933],[2888935],[2889248],[2889543],[2889787],[2889916],[2890558],[2891178],[2891646],[2891678],[2892844],[2893328],[2893410],[2894248],[2894330],[2894685],[2894780],[2895093],[2895265],[2895665],[2895844],[2895936],[2896618],[2897086],[2897118],[2897706],[2897738],[2898222],[2898304],[2898765],[2899256],[2899435],[2899527],[2899835],[2899927],[2900303],[2901032],[2901277],[2901548], [2811133,2879516],[2841820,2889638],[2856474,2893764],[2866141,2896344],[2869703,2897238],[2876956,2898944],[2880293,2899656],[2883235,2900335],[2883963,2900480],[2885592,2900737],[2889443,2901456],[2890650,2901686],[2892812,2901979],[2894441,2902236],[2896710,2902525] ] cell #6157 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2744385],[2791141],[2814883],[2830884],[2836943],[2849519],[2855456],[2860480],[2861909],[2865123],[2872291],[2874560],[2879003],[2882217],[2887047], [2288725,2843575],[2353889,2812368],[2382175,2860725],[2382324,2860735],[2414758,2770682],[2440965,2836177],[2464299,2843055],[2466247,2873499],[2466970,2873733],[2495765,2802660],[2518525,2854693],[2535284,2817482],[2535610,2882088],[2540260,2860290],[2542136,2883183],[2567188,2828296],[2576976,2886454],[2584766,2868247],[2602790,2840266],[2603122,2889324],[2606587,2873216],[2620177,2890908],[2626540,2847919],[2638450,2878655],[2639008,2892383],[2653948,2893614],[2660855,2857892],[2661738,2882128],[2668822,2861057],[2675892,2861561],[2676450,2895483],[2688559,2896194],[2692394,2886541],[2700917,2896968],[2704712,2888777],[2705270,2897277],[2707280,2870691],[2720673,2874471],[2724344,2890995],[2726942,2846900],[2732113,2898884],[2734012,2876290],[2734570,2898983],[2737315,2878151],[2744943,2899474],[2748529,2893701],[2757052,2900185],[2764135,2884349],[2768083,2884852],[2769249,2864015],[2770312,2896038],[2770995,2900701],[2772920,2896281],[2777802,2886958],[2781473,2897055],[2784071,2869672],[2789242,2901396],[2791699,2901495],[2799337,2891217],[2802270,2848599],[2802303,2848671],[2802383,2876638],[2802850,2891615],[2804016,2876925],[2810935,2893198],[2816049,2881109],[2817112,2900029],[2817795,2902200],[2819720,2900272],[2821220,2895075],[2823754,2883932],[2825860,2884765],[2827371,2895883],[2828108,2885358],[2828184,2828213],[2839876,2871371],[2839909,2871443],[2839989,2889125],[2840456,2897675],[2841622,2889412],[2842685,2898060],[2843368,2890282],[2845001,2890597],[2848008,2891528],[2853350,2892781],[2855275,2893166],[2856967,2899874],[2857704,2894207],[2857780,2857809],[2859900,2882808],[2859933,2882880],[2860013,2894970],[2861745,2883845],[2867773,2896657],[2869429,2887843],[2869462,2887915],[2869542,2887810],[2870780,2897588],[2873028,2898181],[2873104,2873133],[2878839,2892694],[2879835,2892964],[2880055,2893287],[2880131,2880160],[2887307,2887646] ] cell #6158 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2731729],[2770642],[2782589],[2788858],[2795324],[2802432],[2812328],[2817442],[2820836],[2827447],[2832930],[2835949],[2840038],[2843015],[2843523],[2847392],[2853844],[2857043],[2860062],[2860685],[2860772], [1760895,2864507],[1947166,2881601],[2074449,2889904],[2157171,2893398],[2257130,2896974],[2288341,2898292],[2352386,2899465],[2378259,2900191],[2439599,2868671],[2450866,2901402],[2462796,2901486],[2502884,2898890],[2527628,2902191],[2538894,2882552],[2573711,2900692],[2592135,2897268],[2595965,2888473],[2609909,2873775],[2632375,2898974],[2636205,2892232],[2652177,2893620],[2667378,2883177],[2673609,2895474],[2686788,2896200],[2703556,2870164],[2713115,2889315],[2716945,2873505],[2722066,2890914],[2732856,2877417],[2742102,2892374],[2755281,2882094],[2762551,2884549],[2779195,2886460],[2789985,2872367],[2809351,2878351] ] cell #6159 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1760917],[1885087],[1947188],[1990118],[2004079],[2063817],[2074471],[2113140],[2157193],[2159547],[2173508],[2184082],[2199349],[2228523],[2257152],[2260835],[2271780],[2285741],[2288363],[2300830],[2346020],[2352682],[2352896],[2356043],[2375194],[2378281],[2381964],[2391098],[2413452],[2434683],[2437073],[2439431],[2439852],[2441520],[2450888],[2463092],[2463306],[2466453],[2467237],[2474463],[2492661],[2502906],[2511624],[2515419],[2517826],[2520574],[2527924],[2528138],[2533978],[2536368],[2538726],[2539147],[2542613],[2549209],[2561592],[2564793],[2574007],[2574221],[2578287],[2581488],[2585165],[2587806],[2595037],[2595797],[2596218],[2599686],[2603481],[2605150],[2605888],[2608636],[2609403],[2621488],[2625365],[2628398],[2630407],[2635277],[2636037],[2636458],[2639843],[2640880],[2642876],[2648086],[2651450],[2654671],[2655259],[2655385],[2658460],[2662137],[2663558],[2664778],[2677285],[2678322],[2678906],[2680838],[2684828],[2686061],[2689282],[2689870],[2689996],[2691264],[2693196],[2694064],[2702228],[2703177],[2705488],[2706105],[2707043],[2709138],[2711147],[2713178],[2714348],[2718712],[2723214],[2725146],[2726014],[2726507],[2729483],[2731415],[2732477],[2734788],[2735405],[2736343],[2736880],[2738803],[2745778],[2746857],[2747399],[2749331],[2749849],[2753321],[2758363],[2760073],[2762174],[2762447],[2763700],[2765623],[2766358],[2767288],[2768814],[2771248],[2771790],[2773722],[2774240],[2774683],[2774911],[2780343],[2782275],[2783636],[2783677],[2786612],[2788544],[2792534],[2793472],[2794176],[2795865],[2796083],[2796358],[2796808],[2797036],[2799954],[2801125],[2802055],[2803581],[2803622],[2808974],[2809247],[2810500],[2815614],[2818590],[2820522],[2821040],[2821792],[2823100],[2823270],[2823537],[2823578],[2826299],[2827988],[2828481],[2833471],[2833689],[2833964],[2834642],[2835845],[2838731],[2839661],[2841187],[2841228],[2847139],[2848447],[2848884],[2848925],[2852696],[2852866],[2853133],[2853174],[2854603],[2854878],[2857584],[2858077],[2868945],[2869212],[2869253],[2871219],[2871656],[2871697],[2873401],[2883093],[2883134],[2890316] ] cell #6160 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1761066],[1838548],[1885234],[1947337],[1959623],[1990123],[2004084],[2063964],[2067114],[2074620],[2075963],[2113145],[2135379],[2152640],[2157342],[2159552],[2173513],[2177024],[2184229],[2199354],[2206932],[2228528],[2240428],[2258143],[2260982],[2266549],[2271785],[2279009],[2283810],[2285746],[2288512],[2300835],[2306844],[2324863],[2330160],[2337153],[2346025],[2353603],[2353825],[2356048],[2361557],[2364019],[2375199],[2379272],[2382111],[2391103],[2398018],[2413457],[2414472],[2414694],[2419466],[2421928],[2423118],[2434688],[2437078],[2440228],[2440697],[2441525],[2445381],[2447563],[2458716],[2464013],[2464235],[2466458],[2474496],[2478166],[2492666],[2495028],[2495497],[2497399],[2499581],[2511629],[2515452],[2518544],[2520579],[2522413],[2522938],[2533983],[2534998],[2535220],[2536373],[2539523],[2539992],[2542454],[2549235],[2551223],[2561597],[2562648],[2564826],[2567207],[2568496],[2569021],[2578292],[2581521],[2585191],[2587811],[2591847],[2599691],[2602053],[2602522],[2603514],[2604424],[2606606],[2608641],[2611120],[2612482],[2616479],[2621493],[2625398],[2626583],[2628424],[2630412],[2632087],[2639876],[2642902],[2644890],[2648119],[2655264],[2656315],[2658493],[2660874],[2662163],[2662688],[2664783],[2668865],[2671959],[2673321],[2677318],[2679502],[2680864],[2684861],[2689875],[2691860],[2693222],[2697219],[2702233],[2706138],[2707048],[2707323],[2709164],[2711152],[2712827],[2714381],[2720716],[2723810],[2725172],[2726985],[2730079],[2731441],[2735438],[2736348],[2737358],[2740452],[2741814],[2745811],[2747995],[2749357],[2749882],[2753354],[2758368],[2764178],[2769292],[2772386],[2773748],[2774273],[2777845],[2780939],[2782301],[2783710],[2784114],[2787208],[2788570],[2792567],[2793477],[2796681],[2803655],[2804059],[2810978],[2816092],[2819186],[2820548],[2821073],[2823611],[2823797],[2834287],[2841261],[2841665],[2853207],[2853393] ] cell #6161 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1761067],[1838549],[1885235],[1947338],[1959624],[1990124],[2004085],[2063965],[2067115],[2074621],[2075962],[2113146],[2135380],[2152641],[2157343],[2159553],[2173514],[2177023],[2184230],[2199355],[2206933],[2228529],[2240427],[2258144],[2260983],[2266550],[2271786],[2279006],[2283811],[2285747],[2288513],[2300836],[2306843],[2324864],[2330161],[2337150],[2346026],[2353604],[2353826],[2356049],[2361556],[2364020],[2375200],[2379273],[2382112],[2391104],[2398015],[2413458],[2414473],[2414695],[2419465],[2421929],[2423115],[2434689],[2437079],[2440229],[2440696],[2441526],[2445382],[2447560],[2458717],[2464014],[2464236],[2466459],[2474497],[2478163],[2492667],[2495029],[2495496],[2497400],[2499578],[2511630],[2515453],[2518541],[2520580],[2522410],[2522939],[2533984],[2534999],[2535221],[2536374],[2539524],[2539991],[2542455],[2549232],[2551224],[2561598],[2562649],[2564827],[2567204],[2568493],[2569022],[2578293],[2581522],[2585188],[2587812],[2591844],[2599692],[2602054],[2602521],[2603515],[2604425],[2606603],[2608642],[2611121],[2612479],[2616480],[2621494],[2625399],[2626580],[2628421],[2630413],[2632084],[2639877],[2642899],[2644891],[2648120],[2655265],[2656316],[2658494],[2660871],[2662160],[2662689],[2664784],[2668862],[2671960],[2673318],[2677319],[2679503],[2680861],[2684862],[2689876],[2691861],[2693219],[2697220],[2702234],[2706139],[2707049],[2707320],[2709161],[2711153],[2712824],[2714382],[2720713],[2723811],[2725169],[2726982],[2730080],[2731438],[2735439],[2736349],[2737355],[2740453],[2741811],[2745812],[2747996],[2749354],[2749883],[2753355],[2758369],[2764175],[2769289],[2772387],[2773745],[2774274],[2777842],[2780940],[2782298],[2783711],[2784111],[2787209],[2788567],[2792568],[2793478],[2796682],[2803656],[2804056],[2810975],[2816089],[2819187],[2820545],[2821074],[2823612],[2823794],[2834288],[2841262],[2841662],[2853208],[2853390] ] cell #6162 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2196753],[2213113],[2319981],[2343424],[2359784],[2402280],[2412506],[2417693],[2438924],[2453834],[2477173],[2490439],[2493854],[2494142],[2518243],[2518840],[2533032],[2538219],[2548427],[2548602],[2550181],[2565919],[2566165],[2567503],[2584198],[2587650],[2597464],[2600879],[2601167],[2606305],[2606902],[2607690],[2609616],[2614317],[2614343],[2627616],[2627791],[2629370],[2642094],[2642269],[2643848],[2650796],[2655802],[2659586],[2659832],[2661170],[2664622],[2665971],[2666259],[2667470],[2671514],[2680532],[2680707],[2682699],[2682725],[2690413],[2695057],[2695083],[2699437],[2699612],[2700570],[2701191],[2702710],[2702998],[2705938],[2706887],[2708356],[2708531],[2710110],[2713628],[2715474],[2715720],[2717058],[2717174],[2727797],[2727823],[2729634],[2735238],[2736187],[2739253],[2740007],[2743649],[2743675],[2744478],[2744653],[2746272],[2746518],[2749025],[2749200],[2751192],[2751218],[2755572],[2755747],[2756705],[2757326],[2758845],[2766073],[2767439],[2773416],[2773591],[2776729],[2776904],[2779931],[2780494],[2781140],[2781166],[2781346],[2782694],[2784926],[2784952],[2786009],[2786763],[2790405],[2790431],[2791234],[2791409],[2793274],[2798854],[2799029],[2804871],[2804897],[2805954],[2806736],[2807555],[2807581],[2810170],[2811144],[2811175],[2814239],[2814976],[2815151],[2818741],[2819387],[2819413],[2819593],[2824652],[2825471],[2825497],[2830240],[2830977],[2831152],[2831483],[2831719],[2832372],[2834379],[2835225],[2837423],[2838242],[2838268],[2838448],[2841831],[2841862],[2845704],[2845940],[2846593],[2849999],[2850818],[2850844],[2851024],[2851244],[2851353],[2855596],[2855832],[2856485],[2856516],[2859338],[2862291],[2862400],[2863909],[2865263],[2865499],[2866152],[2866183],[2866452],[2869767],[2869874],[2869876],[2870463],[2873796],[2874188],[2874834],[2876027],[2877020],[2877127],[2877129],[2877716],[2880333],[2880433],[2883277],[2883680],[2884066],[2884893],[2885632],[2885732],[2888085],[2889614],[2890203],[2890465],[2890743],[2891131],[2891844],[2892915],[2894581],[2895153],[2895351],[2896803],[2897904],[2898408],[2899342],[2900920] ] cell #6163 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2152693],[2283863],[2364072],[2390171],[2403575],[2421981],[2445434],[2491734],[2497452],[2510697],[2522828],[2524101],[2542507],[2551276],[2566068],[2566168],[2568911],[2570184],[2586879],[2591755],[2598759],[2604477],[2616369],[2617089],[2629595],[2630465],[2631995],[2644943],[2648267],[2648729],[2659735],[2659835],[2662578],[2663851],[2671612],[2671689],[2673229],[2684751],[2685471],[2697109],[2697829],[2700376],[2702286],[2710335],[2711205],[2712735],[2714529],[2714991],[2715623],[2715723],[2717337],[2720349],[2720433],[2729732],[2729809],[2731349],[2740105],[2740182],[2741722],[2745701],[2746421],[2746521],[2750030],[2753244],[2753964],[2756511],[2757551],[2758421],[2758756],[2761390],[2767537],[2767614],[2768925],[2769009],[2774421],[2777478],[2777562],[2780592],[2780669],[2781349],[2782209],[2782919],[2785135],[2785815],[2786861],[2786938],[2788478],[2790614],[2792457],[2793177],[2793277],[2793530],[2800065],[2800149],[2801271],[2805080],[2805760],[2807764],[2808190],[2810611],[2810695],[2811242],[2811319],[2814337],[2814414],[2815725],[2815809],[2818839],[2818916],[2819596],[2820456],[2820963],[2821166],[2825680],[2826445],[2830338],[2830415],[2832470],[2832547],[2834788],[2835190],[2835274],[2837671],[2837755],[2838451],[2838877],[2840879],[2841298],[2841382],[2841929],[2842006],[2843143],[2846691],[2846768],[2850247],[2850331],[2851027],[2851575],[2851905],[2851989],[2854094],[2856041],[2856583],[2856660],[2858569],[2858901],[2859303],[2859387],[2862622],[2862952],[2863036],[2865708],[2866250],[2866327],[2866403],[2866711],[2866968],[2870098],[2870428],[2870512],[2872012],[2872617],[2874785],[2875093],[2875350],[2877351],[2877681],[2877765],[2877895],[2878057],[2880284],[2880592],[2880849],[2884093],[2884255],[2885583],[2885891],[2886148],[2886309],[2888017],[2888179],[2890463],[2890763],[2891776],[2891938],[2893469],[2895207],[2896049],[2898377] ] cell #6164 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2648262],[2714524],[2750025],[2758751],[2774416],[2785130],[2790609],[2805075],[2807759],[2814289],[2818791],[2825675],[2830290],[2832422],[2846643], [1761286,2866353],[1838574,2793552],[1885445,2877837],[1947557,2856686],[1960415,2821192],[1960611,2821406],[2003869,2886133],[2064175,2870584],[2074840,2842032],[2076004,2843159],[2076748,2843321],[2111442,2891751],[2157562,2811345],[2173298,2880834],[2177065,2858585],[2184440,2859459],[2185634,2860401],[2189315,2895171],[2240469,2866727],[2261193,2835346],[2270082,2887992],[2279461,2872065],[2285531,2872602],[2297633,2720399],[2306885,2875109],[2312543,2800115],[2335986,2892306],[2337605,2878110],[2355833,2854079],[2361598,2880608],[2373496,2882055],[2396851,2895406],[2398470,2884308],[2410255,2768975],[2419507,2885907],[2426121,2886421],[2431486,2777528],[2436311,2868174],[2440738,2835290],[2446396,2837721],[2448015,2888232],[2481169,2890875],[2493760,2730937],[2495538,2877781],[2498414,2850297],[2500033,2891991],[2505482,2878010],[2517377,2810661],[2518996,2854163],[2525416,2893581],[2530781,2815775],[2540033,2859403],[2551606,2863002],[2554595,2884208],[2566163,2684422],[2566443,2866338],[2567659,2886217],[2571499,2896161],[2588194,2835240],[2593544,2888132],[2600785,2788066],[2602563,2870528],[2605439,2841348],[2607058,2872686],[2614521,2875002],[2629606,2629621],[2629835,2851022],[2630795,2877731],[2633784,2891891],[2645273,2851955],[2659830,2752915],[2660110,2856671],[2661326,2880918],[2665166,2859353],[2665877,2820044],[2667655,2821177],[2671564,2862493],[2681532,2895751],[2682903,2885800],[2684260,2866202],[2695261,2866620],[2702616,2836288],[2710346,2710361],[2710575,2838446],[2711535,2870478],[2715718,2792128],[2715998,2842017],[2717214,2793272],[2728001,2891363],[2729684,2877222],[2740057,2851446],[2743853,2853542],[2746516,2812634],[2746796,2811330],[2751396,2880501],[2752753,2856535],[2757562,2757577],[2757791,2819591],[2767489,2884986],[2780544,2834472],[2781344,2783159],[2782930,2782945],[2786813,2869969],[2791966,2841881],[2811194,2812472] ] cell #6165 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2088196],[2105911],[2221294],[2246836],[2264551],[2322461],[2322595],[2328162],[2351605],[2367965],[2393779],[2412611],[2440542],[2456314],[2456448],[2462015],[2473732],[2495342],[2514305],[2518232],[2533137],[2539837],[2540699],[2540833],[2548302],[2564062],[2580757],[2587562],[2590487],[2590621],[2602367],[2606294],[2607795],[2614251],[2622835],[2625187],[2627491],[2641969],[2647355],[2648475],[2650901],[2655791],[2657729],[2664534],[2667459],[2667593],[2680407],[2682298],[2682633],[2684650],[2690402],[2694991],[2699312],[2700329],[2700559],[2705927],[2706799],[2708231],[2713617],[2714737],[2717163],[2720660],[2721462],[2726929],[2727731],[2730984],[2735227],[2736099],[2739242],[2743583],[2744353],[2744421],[2748066],[2748900],[2750238],[2750791],[2751126],[2753143],[2755447],[2756464],[2756694],[2758895],[2761623],[2766062],[2766737],[2769236],[2770038],[2772457],[2773291],[2774629],[2776604],[2777789],[2778591],[2781074],[2784058],[2784860],[2785768],[2785998],[2788113],[2790339],[2791109],[2791177],[2792356],[2793228],[2796752],[2798729],[2801504],[2804003],[2804805],[2805713],[2805943],[2806138],[2807489],[2808423],[2810922],[2811660],[2811724],[2812862],[2813537],[2813676],[2814851],[2814919],[2816036],[2816838],[2819257],[2819321],[2820091],[2821262],[2821429],[2823741],[2824054],[2825405],[2828875],[2829538],[2829677],[2830852],[2830920],[2831280],[2834358],[2835021],[2835501],[2836335],[2836825],[2837225],[2838176],[2839110],[2841609],[2842347],[2842411],[2843319],[2844754],[2845261],[2845400],[2845501],[2849088],[2849401],[2849801],[2850752],[2851075],[2853337],[2853650],[2854327],[2855001],[2855393],[2855598],[2858471],[2859134],[2859273],[2859614],[2860516],[2861192],[2861587],[2862062],[2862122],[2864313],[2864820],[2865060],[2865265],[2867526],[2868033],[2868172],[2868273],[2869598],[2871860],[2872573],[2872850],[2874080],[2874329],[2874607],[2875921],[2876316],[2876851],[2878681],[2879156],[2879216],[2881407],[2881914],[2882359],[2883579],[2883694],[2884878],[2885127],[2886816],[2887094],[2888803],[2890367],[2891262],[2892543],[2893976],[2895653] ] cell #6166 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2196754],[2213114],[2319982],[2343425],[2359785],[2412507],[2417694],[2438925],[2453835],[2477174],[2493855],[2518841],[2533033],[2538220],[2548603],[2558225],[2566166],[2567504],[2584199],[2587651],[2600880],[2606903],[2607691],[2614318],[2627040],[2627792],[2629836],[2642270],[2648263],[2650797],[2659833],[2661171],[2664623],[2665972],[2671513],[2671565],[2672816],[2680708],[2682700],[2684261],[2695058],[2699613],[2702711],[2706888],[2707780],[2708532],[2710576],[2714525],[2715721],[2717059],[2717215],[2720398],[2727798],[2729633],[2729685],[2730936],[2736188],[2740006],[2740058],[2741309],[2743650],[2744654],[2746519],[2749201],[2750026],[2751193],[2752754],[2755748],[2757792],[2758752],[2758846],[2767438],[2767490],[2768974],[2773592],[2774417],[2776905],[2777527],[2780493],[2780545],[2781141],[2781345],[2781347],[2781796],[2783160],[2784927],[2785131],[2786762],[2786814],[2788065],[2790406],[2790610],[2791410],[2791967],[2793273],[2793275],[2799030],[2800114],[2804872],[2805076],[2807556],[2807760],[2810660],[2811143],[2811176],[2811195],[2812473],[2814238],[2814290],[2815152],[2815774],[2818740],[2818792],[2819388],[2819592],[2819594],[2820043],[2825472],[2825676],[2830239],[2830291],[2831153],[2831484],[2832371],[2832423],[2834473],[2835224],[2835239],[2836287],[2837720],[2838243],[2838447],[2838449],[2841347],[2841830],[2841863],[2841882],[2845705],[2846592],[2846644],[2850296],[2850819],[2851023],[2851025],[2851243],[2851447],[2851954],[2853541],[2855597],[2856484],[2856517],[2856536],[2859337],[2859352],[2862290],[2862494],[2863001],[2865264],[2866151],[2866184],[2866203],[2866451],[2866619],[2868173],[2869766],[2869875],[2869970],[2870462],[2870477],[2873797],[2874189],[2874833],[2875001],[2877019],[2877128],[2877223],[2877715],[2877730],[2878009],[2880332],[2880432],[2880500],[2883278],[2883679],[2884067],[2884207],[2884987],[2885631],[2885731],[2885799],[2888084],[2888131],[2889615],[2890202],[2890464],[2890742],[2891362],[2891843],[2891890],[2892916],[2894580],[2895152],[2895350],[2895750],[2896802],[2897903],[2898407],[2898652],[2899341],[2900919] ] cell #6167 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2352412],[2462822],[2527654],[2548790],[2559164],[2573737],[2592161],[2627979],[2632401],[2642457],[2651940],[2652831],[2667404],[2673635],[2684367],[2684445],[2686551],[2687442],[2699800],[2703575],[2708719],[2713141],[2721829],[2722317],[2731090],[2731755],[2732875],[2742128],[2744503],[2744841],[2752860],[2752938],[2755044],[2755935],[2761491],[2761525],[2762570],[2770405],[2770893],[2778958],[2779446],[2781199],[2782615],[2788219],[2788884],[2790004],[2791259],[2791597],[2792073],[2792151],[2793416],[2795288],[2795331],[2801372],[2801406],[2802451],[2808291],[2808325],[2809370],[2812091],[2812579],[2812657],[2815001],[2817205],[2817693],[2819446],[2820197],[2820862],[2821105],[2822723],[2826546],[2826580],[2827411],[2827454],[2831002],[2832894],[2832937],[2834889],[2834923],[2835369],[2835968],[2836441],[2837850],[2838301],[2838978],[2839012],[2840057],[2841477],[2842778],[2843266],[2843344],[2843549],[2847356],[2847399],[2848070],[2850426],[2850877],[2852084],[2852319],[2853808],[2853851],[2854195],[2854229],[2856142],[2856176],[2857007],[2857050],[2859002],[2859036],[2859482],[2860081],[2860448],[2860554],[2863131],[2863531],[2865809],[2865843],[2867069],[2867103],[2868398],[2868635],[2868678],[2870128],[2870171],[2870607],[2870842],[2872173],[2872331],[2872374],[2872718],[2872752],[2873524],[2875451],[2875485],[2877381],[2877424],[2877860],[2878286],[2878315],[2878358],[2879509],[2880625],[2880950],[2880984],[2882154],[2882279],[2882516],[2882559],[2884484],[2884513],[2884556],[2885924],[2886249],[2886283],[2886357],[2886567],[2886597],[2888408],[2888437],[2888480],[2889338],[2889631],[2890811],[2891021],[2891051],[2892167],[2892196],[2892239],[2892324],[2892428],[2893517],[2893727],[2893757],[2895424],[2895528],[2896097],[2896307],[2896337],[2896427],[2897218],[2897322],[2898406],[2898508],[2898924],[2899028],[2899644],[2900429],[2900725],[2901660] ] cell #6168 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2518133],[2606195],[2655692],[2690303],[2704578],[2733878],[2747862],[2758796],[2763238],[2772253],[2791007],[2796548],[2810038],[2819053],[2834154], [1762340,2896416],[1886484,2899128],[1927765,2879588],[1948611,2893836],[2004909,2900822],[2045223,2887488],[2065214,2897422],[2075894,2889710],[2111487,2901816],[2155401,2893056],[2174338,2899741],[2185479,2894648],[2186669,2883297],[2189360,2902368],[2252412,2887320],[2270127,2901164],[2286571,2897950],[2288596,2890217],[2288731,2873795],[2297678,2720608],[2312588,2726877],[2336031,2899143],[2336742,2878513],[2373541,2894480],[2381336,2883245],[2382323,2860749],[2396896,2900483],[2397607,2861419],[2410300,2769184],[2426166,2896524],[2431531,2777737],[2446441,2784006],[2447152,2888635],[2459102,2889506],[2466244,2873591],[2481214,2898605],[2493805,2802205],[2498459,2803951],[2499170,2876148],[2506089,2892528],[2517422,2810870],[2525461,2893627],[2530826,2815984],[2535607,2882358],[2551651,2823689],[2555202,2895628],[2562025,2884778],[2566258,2828148],[2571544,2896207],[2576973,2886676],[2588239,2835449],[2594151,2888299],[2600830,2839811],[2605484,2841557],[2614919,2844550],[2620174,2891130],[2623838,2875812],[2629609,2802257],[2630840,2849036],[2634391,2892058],[2645318,2853285],[2648869,2854147],[2653945,2880704],[2659925,2857744],[2665211,2859562],[2665922,2859835],[2671826,2822802],[2679369,2863610],[2683301,2864109],[2685611,2886201],[2688556,2886003],[2695659,2867322],[2700914,2835272],[2702661,2869364],[2710349,2839863],[2711580,2871808],[2715131,2872670],[2715813,2873068],[2729946,2848149],[2731285,2803119],[2732110,2877763],[2740319,2852398],[2744251,2879384],[2746611,2880095],[2751794,2881203],[2754104,2880902],[2757049,2859385],[2757565,2859887],[2770105,2828671],[2770309,2866341],[2780806,2868477],[2781742,2836636],[2782933,2869416],[2787075,2870921],[2788414,2840725],[2789239,2870510],[2793317,2793367],[2811333,2855272],[2811456,2855068],[2816905,2858267],[2817109,2856674],[2819989,2820392],[2821180,2821217],[2842020,2842682],[2842143,2842478] ] cell #6169 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1851729],[1871720],[2001286],[2030459],[2050450],[2117689],[2124308],[2151778],[2170715],[2201116],[2224123],[2257624],[2276329],[2282948],[2297313],[2322589],[2324344],[2347787],[2352651],[2370794],[2378753],[2379743],[2389505],[2409935],[2431166],[2439773],[2443287],[2456442],[2458197],[2463061],[2464844],[2473363],[2484767],[2487981],[2491068],[2510031],[2517057],[2521495],[2527893],[2530461],[2539068],[2540827],[2542582],[2560631],[2563217],[2563693],[2566431],[2573976],[2580388],[2586213],[2587874],[2590615],[2595006],[2596139],[2598093],[2605119],[2609557],[2614743],[2615899],[2623662],[2624818],[2629446],[2635246],[2636379],[2640849],[2646986],[2648063],[2648469],[2653125],[2654298],[2656884],[2657360],[2660098],[2663185],[2664846],[2667587],[2667643],[2671851],[2678291],[2679394],[2683125],[2684281],[2687736],[2688909],[2693691],[2695483],[2696639],[2700190],[2700266],[2704402],[2705558],[2707111],[2710186],[2713248],[2714325],[2714731],[2715986],[2717119],[2722611],[2725641],[2729971],[2733702],[2734858],[2736411],[2736743],[2738873],[2740344],[2744075],[2744373],[2745135],[2745231],[2746784],[2747887],[2749826],[2750232],[2751618],[2752774],[2756229],[2756325],[2756401],[2757402],[2758961],[2763062],[2763563],[2765693],[2771187],[2772278],[2774217],[2774623],[2774848],[2779740],[2780831],[2781566],[2782770],[2783499],[2785629],[2785705],[2787100],[2790831],[2791129],[2791891],[2791987],[2795728],[2796573],[2796973],[2802943],[2803444],[2805574],[2805650],[2806044],[2809862],[2810363],[2811481],[2812493],[2813095],[2813288],[2814871],[2817987],[2819078],[2819813],[2821423],[2822279],[2823037],[2823960],[2827851],[2828696],[2829096],[2829289],[2830872],[2833334],[2834179],[2834579],[2836731],[2836931],[2840549],[2842168],[2843256],[2844157],[2844660],[2845182],[2847626],[2848384],[2849307],[2849507],[2852633],[2853556],[2855408],[2857447],[2858292],[2858885],[2860468],[2861098],[2861897],[2863716],[2864219],[2865075],[2867432],[2867954],[2871156],[2872279],[2873823],[2874512],[2875827],[2878991],[2881313],[2882169],[2883701],[2884621],[2886999],[2892550] ] cell #6170 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2152703],[2283873],[2364082],[2390170],[2403574],[2421991],[2445444],[2491733],[2497462],[2510696],[2522882],[2524100],[2542517],[2551286],[2566067],[2566175],[2568965],[2570183],[2586878],[2591792],[2598758],[2604487],[2616423],[2617088],[2629594],[2630475],[2632032],[2644953],[2648274],[2648728],[2659734],[2659842],[2662632],[2663850],[2671642],[2671688],[2673266],[2684805],[2685470],[2697163],[2697828],[2700375],[2702296],[2710334],[2711215],[2712772],[2714536],[2714990],[2715622],[2715730],[2717347],[2720348],[2720451],[2729762],[2729808],[2731386],[2740135],[2740181],[2741759],[2745755],[2746420],[2746528],[2750037],[2753298],[2753963],[2756510],[2757550],[2758431],[2758763],[2761389],[2767567],[2767613],[2768924],[2769027],[2774428],[2777477],[2777580],[2780622],[2780668],[2781356],[2782246],[2782918],[2785142],[2785814],[2786891],[2786937],[2788515],[2790621],[2792511],[2793176],[2793284],[2793540],[2800064],[2800167],[2801270],[2805087],[2805759],[2807771],[2808189],[2810610],[2810713],[2811272],[2811318],[2814367],[2814413],[2815724],[2815827],[2818869],[2818915],[2819603],[2820493],[2821017],[2821165],[2825687],[2826444],[2830368],[2830414],[2832500],[2832546],[2834787],[2835189],[2835292],[2837670],[2837773],[2838458],[2838876],[2841050],[2841297],[2841400],[2841959],[2842005],[2843180],[2846721],[2846767],[2850246],[2850349],[2851034],[2851875],[2851904],[2852007],[2854093],[2856040],[2856613],[2856659],[2858692],[2858900],[2859302],[2859405],[2862922],[2862951],[2863054],[2865707],[2866280],[2866326],[2866402],[2866929],[2866967],[2870398],[2870427],[2870530],[2872079],[2872616],[2874784],[2875311],[2875349],[2877651],[2877680],[2877783],[2877894],[2878192],[2880283],[2880810],[2880848],[2884092],[2884390],[2885582],[2886109],[2886147],[2886310],[2888016],[2888314],[2890462],[2890764],[2891775],[2892073],[2893470],[2895206],[2896050],[2898378] ] cell #6171 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2518132],[2606194],[2655691],[2690302],[2704577],[2733877],[2747861],[2758795],[2763237],[2772252],[2791006],[2796547],[2810037],[2819052],[2834153], [1762341,2886302],[1886483,2892273],[1927766,2854248],[1948612,2881003],[2004908,2896322],[2045222,2868712],[2065213,2888514],[2075895,2872771],[2077078,2843560],[2111486,2898897],[2155400,2879494],[2174337,2893742],[2185478,2882593],[2186670,2860573],[2186673,2860748],[2189359,2900410],[2252411,2887321],[2270126,2897191],[2286570,2889616],[2287660,2873590],[2288595,2873616],[2297677,2720609],[2312587,2726878],[2336030,2899144],[2336741,2878514],[2373540,2894481],[2373651,2882357],[2381335,2883246],[2396895,2900484],[2397606,2861420],[2410299,2769185],[2426165,2896525],[2426276,2886675],[2431530,2777738],[2446440,2784007],[2447151,2888636],[2459101,2889507],[2481213,2898606],[2481324,2891129],[2493804,2802206],[2498458,2803952],[2499169,2876149],[2506088,2892529],[2517421,2810871],[2525460,2893628],[2525571,2880703],[2530825,2815985],[2551650,2823690],[2555201,2895629],[2562024,2884779],[2566257,2770130],[2571543,2896208],[2571654,2886002],[2588238,2835450],[2588349,2835271],[2594150,2888300],[2600829,2839812],[2605483,2841558],[2614918,2844551],[2623837,2875813],[2629608,2731109],[2630839,2849037],[2630950,2877762],[2634390,2892059],[2645317,2853286],[2648868,2854148],[2659924,2816930],[2665210,2859563],[2665321,2859384],[2665921,2859836],[2671825,2822801],[2679368,2863609],[2683300,2864110],[2684661,2866340],[2685610,2886202],[2695658,2867323],[2702660,2869365],[2710348,2788238],[2711579,2871809],[2711690,2870509],[2715130,2872671],[2715812,2842503],[2729945,2848148],[2731284,2803118],[2740318,2852397],[2744250,2879385],[2746610,2855093],[2751793,2881204],[2753154,2856673],[2754103,2880903],[2757564,2820216],[2758906,2821179],[2770104,2828670],[2780805,2868476],[2781741,2836635],[2782932,2836460],[2787074,2870920],[2788413,2840724],[2792367,2842019],[2793316,2793366],[2811332,2812873],[2811455,2855067],[2816904,2858266],[2819988,2820391],[2842142,2842477] ] cell #6172 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1972832],[1991769],[2114791],[2142261],[2161198],[2211436],[2223991],[2230174],[2255716],[2273431],[2301619],[2318304],[2322578],[2322912],[2352662],[2353372],[2370662],[2376845],[2389679],[2389900],[2391983],[2412303],[2412617],[2414241],[2435472],[2439874],[2452157],[2456431],[2456765],[2463072],[2463782],[2464712],[2466926],[2473384],[2473503],[2491242],[2491463],[2493546],[2510205],[2510426],[2512509],[2521363],[2527904],[2532829],[2533143],[2534767],[2539169],[2540816],[2541150],[2542593],[2548286],[2560805],[2561026],[2563714],[2563833],[2573987],[2580409],[2580528],[2586387],[2586608],[2587885],[2588691],[2590604],[2590938],[2595017],[2596240],[2598267],[2598488],[2600571],[2605130],[2607487],[2607801],[2609425],[2609568],[2624839],[2624958],[2627475],[2635257],[2636480],[2640860],[2641953],[2647007],[2647126],[2648237],[2648458],[2650593],[2650907],[2654472],[2654693],[2657381],[2657500],[2663359],[2663580],[2664857],[2665663],[2667576],[2678302],[2680391],[2689083],[2689304],[2693865],[2694086],[2698497],[2699296],[2700211],[2700330],[2700565],[2702402],[2705579],[2705698],[2707122],[2708215],[2713269],[2713388],[2714499],[2714720],[2717169],[2725815],[2726036],[2734879],[2734998],[2736422],[2737724],[2738894],[2739013],[2742898],[2744337],[2744394],[2748884],[2750000],[2750221],[2755431],[2756346],[2756465],[2756700],[2764544],[2765714],[2765833],[2773275],[2774391],[2774612],[2774869],[2775614],[2776588],[2779763],[2781106],[2784480],[2785650],[2785769],[2786004],[2791093],[2791150],[2796994],[2797739],[2798713],[2804425],[2805595],[2805714],[2805949],[2806122],[2806568],[2813116],[2813861],[2814835],[2814892],[2819353],[2824038],[2824484],[2827089],[2829117],[2829862],[2830836],[2830893],[2831231],[2836809],[2836952],[2837255],[2838208],[2843555],[2844178],[2845452],[2847811],[2849385],[2849528],[2849831],[2850784],[2855344],[2855486],[2860489],[2861176],[2861918],[2863741],[2865011],[2865153],[2869649],[2872300],[2873556],[2874031],[2874590],[2875507],[2876902],[2879012],[2882247],[2883459],[2883909],[2887077],[2889389],[2890522],[2892758],[2896582] ] cell #6173 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2256586],[2377715],[2450322],[2473961],[2485841],[2493874],[2502340],[2523277],[2564291],[2566147],[2569360],[2580986],[2591813],[2592866],[2600899],[2609365],[2616818],[2629520],[2632053],[2633106],[2647584],[2651924],[2657958],[2659814],[2663027],[2665991],[2667913],[2673287],[2673864],[2685200],[2686535],[2697558],[2700391],[2700788],[2702730],[2710260],[2712793],[2713846],[2715702],[2716894],[2720472],[2720514],[2721813],[2731407],[2731984],[2741780],[2742357],[2744489],[2744673],[2746150],[2746500],[2753693],[2754922],[2755028],[2756526],[2756923],[2757476],[2758571],[2758865],[2759007],[2761400],[2761475],[2769048],[2769090],[2770389],[2776482],[2777601],[2777643],[2778942],[2781319],[2781328],[2782267],[2782844],[2785830],[2788536],[2789113],[2789888],[2791245],[2791429],[2792906],[2793192],[2793256],[2795273],[2798607],[2800188],[2800230],[2801281],[2801356],[2805775],[2807373],[2808200],[2808275],[2810734],[2810776],[2811085],[2811273],[2812075],[2814429],[2814729],[2814987],[2815171],[2815848],[2815890],[2817189],[2818184],[2818931],[2819566],[2819575],[2820514],[2821091],[2825289],[2826455],[2826530],[2827396],[2830430],[2830730],[2830988],[2831172],[2832088],[2832562],[2832879],[2834798],[2834873],[2835166],[2837794],[2837836],[2838060],[2838421],[2838430],[2838887],[2838962],[2841421],[2841463],[2841772],[2841960],[2842762],[2846309],[2846783],[2847341],[2850370],[2850412],[2850636],[2850997],[2851006],[2851091],[2852028],[2852070],[2853793],[2856051],[2856126],[2856201],[2856426],[2856614],[2856992],[2858911],[2858986],[2859279],[2862138],[2863075],[2863117],[2865718],[2865793],[2865868],[2866093],[2866281],[2866978],[2867053],[2869588],[2869614],[2870113],[2870404],[2872316],[2875360],[2875435],[2876841],[2876867],[2877366],[2877657],[2877921],[2878300],[2880244],[2883538],[2883595],[2884119],[2884498],[2885543],[2886329],[2890404],[2890783] ] cell #6174 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2518136],[2606198],[2655695],[2690306],[2704581],[2733881],[2747908],[2758799],[2763241],[2772299],[2791010],[2796594],[2810041],[2819099],[2834200], [1762406,2866352],[1838575,2793551],[1886553,2877836],[1927831,2811344],[1948677,2856685],[1960548,2821191],[1960610,2821412],[2004912,2886134],[2045292,2835345],[2065283,2870583],[2075960,2842031],[2076003,2843201],[2076888,2843320],[2111490,2891753],[2155404,2854080],[2174341,2880835],[2177064,2858713],[2185548,2859458],[2185640,2860432],[2189363,2895173],[2240468,2866950],[2252415,2868224],[2270130,2887994],[2279467,2872157],[2286574,2872603],[2297681,2720644],[2306884,2875332],[2312591,2726913],[2336034,2892308],[2336745,2878632],[2337611,2878270],[2361597,2880831],[2373544,2882105],[2396899,2895408],[2397610,2861538],[2398476,2884468],[2410303,2769220],[2419506,2886130],[2426169,2886518],[2431534,2777773],[2440737,2835313],[2446444,2784042],[2447155,2888754],[2448021,2888392],[2481217,2890972],[2493808,2730968],[2495537,2877804],[2498462,2803987],[2499173,2876267],[2500039,2892151],[2517425,2810906],[2519002,2854179],[2525464,2893678],[2530829,2816020],[2540032,2859426],[2551654,2823725],[2562028,2884829],[2566261,2684421],[2566442,2866342],[2567665,2886233],[2571547,2896258],[2588242,2835485],[2600833,2788097],[2602562,2870551],[2605487,2841593],[2607064,2872702],[2614922,2844738],[2623841,2875905],[2629610,2629620],[2629841,2803122],[2630843,2849072],[2645321,2853321],[2659928,2752914],[2660109,2856675],[2661332,2880934],[2665214,2859598],[2665925,2820075],[2667654,2821181],[2671872,2823058],[2679415,2863737],[2683304,2864297],[2684302,2828717],[2695662,2867510],[2702664,2836319],[2710350,2710360],[2710581,2840728],[2711583,2871844],[2715816,2792127],[2715997,2842021],[2717220,2793370],[2729992,2848405],[2740365,2852654],[2744254,2853634],[2746614,2812633],[2746795,2811334],[2751797,2881391],[2752795,2858313],[2757566,2757576],[2757797,2819992],[2780852,2834600],[2781745,2783165],[2782934,2782944],[2787121,2871177],[2792008,2842189],[2811502,2812514] ] cell #6175 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1801018],[1955577],[2055614],[2088187],[2105902],[2129472],[2159881],[2221285],[2228857],[2246827],[2262729],[2264542],[2288112],[2301164],[2322452],[2322596],[2326340],[2328153],[2351596],[2358110],[2367956],[2375528],[2392745],[2393770],[2412602],[2413786],[2416019],[2435017],[2439892],[2440533],[2456305],[2456449],[2460193],[2462006],[2473612],[2473723],[2476210],[2494308],[2495333],[2513271],[2514296],[2518223],[2520908],[2533128],[2534312],[2536545],[2539187],[2539828],[2540690],[2540834],[2542921],[2548280],[2548465],[2563942],[2564053],[2566540],[2580637],[2580748],[2583235],[2589453],[2590478],[2590622],[2596258],[2601333],[2602358],[2606285],[2607786],[2608970],[2609443],[2614242],[2625067],[2625178],[2627469],[2627654],[2636498],[2641947],[2642132],[2647235],[2647346],[2648476],[2649833],[2650892],[2654711],[2655782],[2657609],[2657720],[2660207],[2663598],[2666425],[2667450],[2667594],[2667909],[2680385],[2680570],[2682624],[2689322],[2690393],[2694104],[2694982],[2699290],[2699475],[2700439],[2700550],[2705807],[2705918],[2708209],[2708394],[2713497],[2713608],[2714738],[2716095],[2716854],[2717154],[2726054],[2727722],[2735107],[2735218],[2739122],[2739233],[2743574],[2744331],[2744516],[2748878],[2749063],[2750239],[2751117],[2754631],[2755425],[2755610],[2756574],[2756685],[2758540],[2765942],[2766053],[2773269],[2773454],[2774630],[2775918],[2776582],[2776767],[2781065],[2784851],[2785878],[2785989],[2789657],[2790330],[2791087],[2791272],[2798043],[2798707],[2798892],[2804796],[2805823],[2805934],[2806116],[2806924],[2807480],[2814165],[2814829],[2815014],[2818013],[2819312],[2824032],[2824840],[2825396],[2830166],[2830830],[2831015],[2831271],[2831747],[2836803],[2837611],[2838167],[2845492],[2845968],[2849379],[2850187],[2850743],[2851082],[2855384],[2855860],[2861170],[2862129],[2865051],[2865527],[2869605],[2874071],[2876858],[2883586] ] cell #6176 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1801019],[1955578],[2055615],[2088191],[2105906],[2129473],[2159882],[2221289],[2228858],[2246831],[2262730],[2264546],[2288113],[2301165],[2322456],[2322597],[2326341],[2328157],[2351600],[2358107],[2367960],[2375529],[2392746],[2393774],[2412606],[2413787],[2416016],[2435018],[2439893],[2440537],[2456309],[2456450],[2460194],[2462010],[2473613],[2473727],[2476207],[2494309],[2495337],[2513272],[2514300],[2518227],[2520909],[2533132],[2534313],[2536542],[2539188],[2539832],[2540694],[2540835],[2542922],[2548282],[2548462],[2563943],[2564057],[2566537],[2580638],[2580752],[2583232],[2589454],[2590482],[2590623],[2596259],[2601334],[2602362],[2606289],[2607790],[2608971],[2609444],[2614240],[2625068],[2625182],[2627471],[2627651],[2636499],[2641949],[2642129],[2647236],[2647350],[2648477],[2649830],[2650896],[2654712],[2655786],[2657610],[2657724],[2660204],[2663599],[2666426],[2667454],[2667595],[2667910],[2680387],[2680567],[2682622],[2689323],[2690397],[2694105],[2694980],[2699292],[2699472],[2700440],[2700554],[2705808],[2705922],[2708211],[2708391],[2713498],[2713612],[2714739],[2716092],[2716855],[2717158],[2726055],[2727720],[2735108],[2735222],[2739123],[2739237],[2743572],[2744333],[2744513],[2748880],[2749060],[2750240],[2751115],[2754632],[2755427],[2755607],[2756575],[2756689],[2758537],[2765943],[2766057],[2773271],[2773451],[2774631],[2775919],[2776584],[2776764],[2781063],[2784849],[2785879],[2785993],[2789654],[2790328],[2791089],[2791269],[2798044],[2798709],[2798889],[2804794],[2805824],[2805938],[2806118],[2806921],[2807478],[2814166],[2814831],[2815011],[2818010],[2819310],[2824034],[2824837],[2825394],[2830167],[2830832],[2831012],[2831269],[2831744],[2836805],[2837608],[2838165],[2845490],[2845965],[2849381],[2850184],[2850741],[2851077],[2855382],[2855857],[2861172],[2862124],[2865049],[2865524],[2869600],[2874069],[2876853],[2883581] ] cell #6177 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2518000],[2606062],[2655559],[2690170],[2703802],[2733102],[2747325],[2758663],[2762797],[2771716],[2790231],[2796284],[2809597],[2818516],[2833890], [1838571,2793556],[1924499,2811678],[1960347,2821280],[1960612,2821404],[2042024,2835615],[2072628,2842365],[2076008,2843176],[2076676,2843395],[2152327,2854252],[2166744,2858489],[2177069,2858688],[2182280,2859728],[2185632,2860418],[2235720,2828893],[2240473,2866925],[2252279,2868227],[2269724,2871974],[2279459,2872143],[2283497,2872775],[2306889,2875307],[2333335,2849202],[2336609,2878635],[2337603,2878256],[2361602,2880806],[2363706,2881839],[2373408,2882108],[2397474,2861541],[2398468,2884454],[2419511,2886105],[2421615,2864745],[2426033,2886521],[2440742,2868708],[2444084,2888545],[2447019,2888757],[2448013,2888378],[2481081,2890975],[2495542,2892269],[2496102,2876058],[2499037,2876270],[2500031,2892137],[2503923,2892335],[2518994,2879558],[2525328,2893681],[2540037,2882589],[2545346,2883486],[2553036,2895435],[2561892,2884832],[2566447,2896413],[2567657,2896386],[2571411,2896261],[2588106,2869157],[2591985,2783581],[2602567,2888510],[2607056,2889680],[2615616,2796028],[2623062,2875891],[2624535,2726452],[2629709,2802254],[2629833,2802678],[2630707,2848829],[2632225,2803526],[2646703,2854548],[2660114,2893833],[2661324,2893806],[2665078,2883038],[2667659,2883294],[2673459,2823482],[2678832,2863712],[2682525,2864283],[2683998,2768759],[2684277,2828407],[2684496,2770265],[2696356,2833634],[2710449,2839860],[2710573,2840284],[2711447,2871601],[2712965,2841132],[2716002,2889707],[2717212,2873751],[2721689,2844724],[2729409,2848380],[2730954,2731579],[2741952,2853078],[2746800,2879585],[2751018,2881377],[2752491,2815559],[2752770,2858003],[2752989,2817065],[2757665,2859884],[2757789,2860308],[2762373,2823033],[2778818,2867496],[2782439,2836305],[2783033,2869413],[2783157,2836195],[2786538,2871152],[2788083,2788708],[2791983,2873327],[2792202,2842638],[2809173,2852629],[2811951,2853620],[2812489,2854804],[2812708,2855228],[2820061,2820686],[2834575,2835771] ] cell #6178 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2518043],[2606105],[2655602],[2690213],[2703845],[2733145],[2747327],[2758706],[2762840],[2771718],[2790274],[2796286],[2809640],[2818518],[2833892], [1838573,2793557],[1925605,2811679],[1960483,2821281],[1960613,2821408],[2007070,2828894],[2043105,2835613],[2073734,2842366],[2076009,2843178],[2076818,2843393],[2120268,2849200],[2153321,2854251],[2176499,2858490],[2177070,2858690],[2183361,2859726],[2185636,2860416],[2225522,2864744],[2240474,2866927],[2252322,2868226],[2278908,2871972],[2279463,2872141],[2284491,2872774],[2306890,2875309],[2317368,2876057],[2336652,2878634],[2337607,2878254],[2361603,2880808],[2372193,2881838],[2373451,2882107],[2384403,2883485],[2397517,2861540],[2398472,2884452],[2419512,2886107],[2426076,2886520],[2440743,2868710],[2447062,2888756],[2448017,2888376],[2451221,2888544],[2474086,2796026],[2481124,2890974],[2485966,2726450],[2495543,2892271],[2499080,2876269],[2500035,2892135],[2504929,2892334],[2518998,2879556],[2525371,2893680],[2540038,2882591],[2554042,2895434],[2561935,2884831],[2564416,2768757],[2566448,2886295],[2567661,2896384],[2571454,2896260],[2581111,2833632],[2588149,2869155],[2592991,2783579],[2602568,2888512],[2607060,2889678],[2623105,2875889],[2629645,2730952],[2629710,2731102],[2629837,2802721],[2630750,2848827],[2633231,2803524],[2647709,2854546],[2658083,2815557],[2660115,2880996],[2661328,2893804],[2665121,2883036],[2667660,2860566],[2673989,2823480],[2678834,2863714],[2682568,2864281],[2684279,2828409],[2684494,2684556],[2710385,2788081],[2710450,2788231],[2710577,2840327],[2711490,2871599],[2713971,2841130],[2716003,2872764],[2717216,2843455],[2721732,2844722],[2729411,2848382],[2742482,2853076],[2746801,2854241],[2751061,2881375],[2752772,2858005],[2752987,2753049],[2757601,2820059],[2757666,2820209],[2757793,2860351],[2762375,2823035],[2778861,2867494],[2782969,2836303],[2783034,2836453],[2783161,2836238],[2786540,2871154],[2791985,2873329],[2792200,2792262],[2809175,2852631],[2811994,2853618],[2812491,2854806],[2812706,2812768],[2834577,2835773] ] cell #6179 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2382334],[2439602],[2466307],[2535715],[2538897],[2542168],[2577081],[2595968],[2603193],[2620282],[2629754],[2636208],[2639079],[2651931],[2652180],[2654053],[2661697],[2676521],[2684540],[2686542],[2686791],[2688664],[2692353],[2701022],[2703558],[2705341],[2710494],[2716948],[2720422],[2720651],[2721820],[2722069],[2724303],[2726920],[2730975],[2732218],[2732858],[2734641],[2737064],[2745014],[2748488],[2753033],[2755035],[2755284],[2757157],[2757710],[2761482],[2762553],[2763884],[2768998],[2769227],[2770396],[2770645],[2770725],[2771066],[2772879],[2777551],[2777780],[2778949],[2779198],[2781432],[2783078],[2783820],[2784049],[2788104],[2789347],[2789987],[2791770],[2792246],[2795326],[2800138],[2801363],[2802434],[2802705],[2802809],[2803765],[2803994],[2808282],[2809353],[2810684],[2810913],[2812082],[2812331],[2812411],[2812752],[2815798],[2816027],[2817196],[2817445],[2817525],[2817866],[2819679],[2820082],[2821325],[2822382],[2823732],[2826537],[2827244],[2827449],[2828300],[2832932],[2834880],[2835492],[2835951],[2836222],[2836326],[2837744],[2838969],[2840040],[2840311],[2840415],[2841371],[2841600],[2842769],[2843018],[2843098],[2843439],[2844042],[2844745],[2847394],[2847923],[2849079],[2850320],[2851978],[2853328],[2853641],[2853846],[2854186],[2854697],[2856133],[2856840],[2857045],[2857896],[2858993],[2859605],[2860064],[2860335],[2860439],[2860688],[2861061],[2861565],[2863025],[2864304],[2865800],[2866814],[2867060],[2867517],[2868251],[2868673],[2870166],[2870695],[2871851],[2872164],[2872369],[2872709],[2873220],[2873507],[2875196],[2875442],[2875912],[2876294],[2877419],[2878155],[2878277],[2878353],[2878659],[2880941],[2881398],[2882096],[2882132],[2882554],[2884353],[2884475],[2884551],[2884856],[2886240],[2886462],[2886545],[2888399],[2888475],[2888781],[2890916],[2890999],[2892158],[2892234],[2893622],[2893705],[2896202],[2896285] ] cell #6180 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2256524],[2377653],[2450260],[2502278],[2523215],[2543063],[2569298],[2591809],[2609126],[2609303],[2616756],[2629707],[2632049],[2651928],[2661979],[2662965],[2667157],[2673283],[2684498],[2685138],[2686539],[2692635],[2697496],[2710447],[2712215],[2712789],[2720468],[2720648],[2721817],[2724585],[2726917],[2730972],[2731403],[2737981],[2741776],[2746088],[2748770],[2752991],[2753631],[2754378],[2755032],[2757663],[2761479],[2764801],[2769044],[2769224],[2770393],[2773161],[2775665],[2777597],[2777777],[2778946],[2781714],[2782263],[2783031],[2784046],[2784737],[2788101],[2788532],[2792204],[2792844],[2795293],[2797790],[2800184],[2801360],[2803091],[2803991],[2804682],[2806301],[2808279],[2810730],[2810910],[2811601],[2811676],[2812079],[2812710],[2813912],[2815844],[2816024],[2817193],[2819961],[2820079],[2820510],[2821278],[2821350],[2823729],[2824217],[2826534],[2827416],[2828816],[2828891],[2829913],[2832899],[2834877],[2835309],[2835396],[2835489],[2835617],[2836323],[2836988],[2837790],[2838966],[2840697],[2841417],[2841597],[2842288],[2842363],[2842766],[2843197],[2843397],[2844742],[2847361],[2848983],[2849076],[2849204],[2849564],[2850366],[2852024],[2853325],[2853638],[2853813],[2854183],[2854253],[2856130],[2857012],[2858412],[2858487],[2858709],[2858990],[2859422],[2859509],[2859602],[2859730],[2860436],[2861226],[2861542],[2863071],[2863936],[2864301],[2864746],[2865797],[2866946],[2867057],[2867514],[2868228],[2870133],[2870547],[2871755],[2871848],[2871976],[2872161],[2872336],[2872706],[2872776],[2873897],[2875328],[2875439],[2875909],[2876059],[2876271],[2877386],[2877800],[2878274],[2878320],[2878636],[2880827],[2880938],[2881030],[2881395],[2881840],[2882109],[2883487],[2884472],[2884518],[2884833],[2886126],[2886237],[2886384],[2886522],[2888396],[2888546],[2888758],[2890838],[2890976],[2892155],[2892336],[2893682],[2895436],[2896262] ] cell #6181 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2543053],[2609080],[2661933],[2667124],[2692589],[2700219],[2712182],[2724539],[2731211],[2737948],[2748724],[2754387],[2756354],[2764768],[2770217],[2773115],[2775674],[2781668],[2784704],[2785658],[2788340],[2797799],[2799262],[2802161],[2803045],[2804649],[2805603],[2806079],[2811568],[2813158],[2813241],[2813921],[2817017],[2819915],[2820318],[2823995],[2827296],[2828555],[2828783],[2829159],[2829242],[2829922],[2835405],[2836562],[2836766],[2836837],[2836868],[2839767],[2840651],[2842255],[2842590],[2843209],[2844695],[2844926],[2845052],[2845135],[2848937],[2848992],[2849342],[2849413],[2849444],[2853591],[2854952],[2855180],[2856892],[2858151],[2858379],[2858755],[2858838],[2859518],[2859791],[2860675],[2861133],[2861449],[2861803],[2861834],[2863971],[2864254],[2864584],[2864611],[2864694],[2867467],[2867698],[2867824],[2867907],[2869265],[2869320],[2871709],[2871764],[2872114],[2872185],[2872216],[2873475],[2873703],[2874010],[2874265],[2874359],[2875862],[2876084],[2876178],[2876532],[2876563],[2878227],[2878543],[2878897],[2878928],[2879246],[2879760],[2879859],[2879886],[2879969],[2881065],[2881348],[2881678],[2881705],[2881788],[2883146],[2883201],[2883562],[2883794],[2884425],[2884808],[2885063],[2885157],[2886497],[2886752],[2886846],[2887256],[2887350],[2887704],[2887735],[2888349],[2888571],[2888665],[2889019],[2889050],[2889368],[2889981],[2890008],[2890091],[2890951],[2891245],[2891292],[2891477],[2892108],[2892411],[2892458],[2892643],[2892992],[2893086],[2893657],[2893912],[2894006],[2894416],[2894510],[2894864],[2894895],[2895104],[2895511],[2895558],[2895733],[2896237],[2896507],[2896554],[2896917],[2897305],[2897352],[2897537],[2897886],[2897980],[2898239],[2898588],[2898635],[2899011],[2899058],[2899217],[2899724],[2899771],[2900049],[2900134],[2900557],[2900805],[2900852],[2900898],[2901238],[2901720],[2901890],[2902102],[2902473] ] cell #6182 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2835195],[2859308],[2870433],[2877686],[2880315],[2885614],[2888036],[2890173],[2890672],[2891795],[2894463],[2895333],[2896732],[2897855],[2899324], [2543092,2860770],[2587905,2782587],[2609588,2843521],[2609883,2873774],[2648436,2812327],[2664877,2820834],[2667147,2883180],[2667554,2860684],[2700120,2835939],[2707142,2788856],[2712205,2889321],[2714698,2843014],[2716761,2873495],[2731727,2736442],[2737971,2892380],[2742748,2853600],[2750199,2817441],[2754538,2882084],[2756255,2860052],[2764791,2895480],[2770240,2895911],[2770641,2774590],[2775464,2867476],[2775825,2886450],[2784727,2897274],[2785559,2840028],[2789504,2872123],[2797589,2844704],[2797950,2890904],[2802312,2891571],[2802422,2805504],[2804672,2898980],[2806771,2878236],[2811591,2899471],[2812930,2856799],[2813711,2881357],[2814072,2893610],[2817040,2899902],[2824687,2884434],[2825856,2863456],[2827203,2828931],[2828104,2885345],[2828806,2900698],[2829712,2864263],[2830073,2896190],[2831330,2866773],[2835556,2896964],[2837458,2888358],[2839918,2897631],[2842278,2901492],[2842613,2901523],[2843897,2844001],[2845551,2875155],[2847661,2875871],[2848004,2876366],[2848960,2901795],[2849143,2898880],[2850034,2892117],[2854283,2893283],[2855203,2902056],[2855443,2855452],[2857700,2894194],[2858402,2902197],[2859669,2900181],[2859942,2900228],[2861637,2861741],[2863221,2884761],[2864719,2895958],[2864776,2885354],[2865110,2865119],[2868323,2887642],[2869288,2902559],[2869471,2901147],[2870776,2888853],[2871732,2902634],[2871915,2901392],[2872806,2898177],[2873024,2898168],[2873726,2902729],[2874547,2874556],[2875549,2891214],[2876131,2891524],[2876536,2898833],[2878731,2878835],[2879994,2899549],[2880051,2893274],[2881813,2899949],[2881870,2894203],[2882204,2882213],[2883169,2902907],[2883352,2902351],[2883841,2883888],[2885032,2895880],[2887034,2887043],[2887303,2897011],[2887708,2901100],[2888618,2897584],[2889023,2901345],[2890116,2901570],[2890594,2890625],[2892690,2892737],[2892961,2899502],[2893881,2899871],[2894868,2902304],[2896654,2896685] ] cell #6183 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2004656],[2077045],[2117935],[2174085],[2185738],[2211742],[2223767],[2276575],[2279625],[2286318],[2287684],[2318610],[2337769],[2352360],[2356620],[2358413],[2370438],[2373730],[2379989],[2392289],[2398634],[2416322],[2426355],[2441025],[2443533],[2448179],[2452463],[2458748],[2462770],[2464488],[2467030],[2476513],[2481403],[2495825],[2500197],[2505735],[2512815],[2519160],[2519237],[2521139],[2525650],[2527602],[2536848],[2540320],[2542828],[2549497],[2554848],[2566843],[2567823],[2567900],[2571733],[2573685],[2574637],[2583538],[2585453],[2587944],[2588428],[2588997],[2592109],[2593797],[2602850],[2607222],[2607299],[2609201],[2615058],[2617838],[2628686],[2630545],[2631029],[2632349],[2634037],[2643164],[2646145],[2648515],[2650136],[2651609],[2651977],[2660510],[2661490],[2661567],[2662425],[2664916],[2665400],[2667352],[2672130],[2673583],[2681126],[2681912],[2683440],[2685257],[2686220],[2686588],[2693484],[2695798],[2698578],[2700507],[2703611],[2709426],[2711285],[2711769],[2712407],[2713089],[2714777],[2716398],[2718231],[2719144],[2721866],[2725434],[2728135],[2729006],[2730250],[2731703],[2732911],[2738508],[2740623],[2742076],[2744390],[2749619],[2750405],[2751933],[2753750],[2754713],[2755081],[2756642],[2759701],[2761693],[2762606],[2765328],[2766807],[2767720],[2770442],[2774010],[2775360],[2776273],[2778995],[2782563],[2785264],[2785946],[2786135],[2787379],[2788832],[2790040],[2791146],[2795493],[2797485],[2798398],[2799582],[2801574],[2802487],[2805209],[2805891],[2806501],[2808493],[2809406],[2812128],[2813607],[2814520],[2814888],[2817242],[2820810],[2824417],[2827616],[2829608],[2830521],[2830889],[2833099],[2835091],[2836004],[2836948],[2837188],[2839180],[2840093],[2842815],[2843497],[2845331],[2849524],[2849764],[2854013],[2857212],[2859204],[2860117],[2860485],[2861914],[2862025],[2868103],[2872296],[2872536],[2879008],[2879119] ] cell #6184 : |C| = 135 W-rep = phi[15,28]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2630506],[2667942],[2685178],[2702327],[2711246],[2717378],[2717455],[2731316],[2746128],[2753671],[2758462],[2758501],[2758985],[2768412],[2782176],[2788445],[2789618],[2792884],[2792963],[2793912],[2806885],[2810098],[2815212],[2818113],[2820423],[2822836],[2824801],[2826035],[2828218],[2831518],[2831647],[2831847],[2837572],[2840785],[2845739],[2845868],[2846068],[2848183],[2848682],[2850148],[2851481],[2852432],[2854397],[2855631],[2855760],[2855960],[2857814],[2862528],[2864476],[2864890],[2865298],[2865427],[2865627],[2868511],[2868840],[2870004],[2870955],[2871454],[2872920],[2873138],[2874640],[2875955],[2876643],[2876754],[2877257],[2879622],[2880165],[2881570],[2881984],[2882392],[2882721],[2882891],[2883775],[2884695],[2885392],[2885438],[2887127],[2887815],[2887926],[2889130],[2889241],[2889744],[2889873],[2890287],[2890550],[2891170],[2891458],[2891596],[2892624],[2893321],[2893367],[2894241],[2894287],[2894975],[2895086],[2895836],[2896610],[2896898],[2897036],[2897518],[2897656],[2898215],[2899427],[2899827],[2900253], [2781110,2868640],[2819357,2882521],[2838212,2888442],[2850788,2892201],[2855490,2893544],[2865157,2896124],[2869653,2897230],[2873560,2898261],[2874594,2898493],[2876906,2898936],[2882251,2900115],[2883913,2900472],[2887081,2901005],[2889393,2901448],[2892762,2901971] ] cell #6185 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2854109],[2872632],[2880864],[2886163],[2888048],[2891807],[2893488],[2895012],[2895345],[2896068],[2897867],[2898456],[2899336],[2900059],[2900968], [2609928,2793565],[2649123,2746123],[2667739,2821385],[2667891,2821392],[2685173,2685865],[2701087,2782545],[2715385,2792879],[2716778,2843122],[2717258,2843479],[2731685,2732283],[2744685,2812026],[2753666,2754358],[2754555,2858548],[2757222,2820792],[2758490,2860383],[2770340,2770737],[2775842,2866690],[2779792,2834423],[2788814,2789412],[2789607,2872047],[2791441,2842713],[2797967,2875072],[2800897,2800906],[2802329,2876482],[2806597,2851397],[2806874,2878092],[2814089,2880571],[2817140,2817537],[2818039,2858536],[2821697,2821706],[2824513,2862444],[2824790,2884290],[2828207,2885278],[2830090,2885870],[2831773,2866678],[2835573,2887559],[2837284,2869920],[2837561,2888214],[2838503,2838512],[2839935,2888969],[2844600,2844609],[2845994,2875060],[2847044,2847053],[2848608,2876461],[2849160,2891712],[2849860,2877173],[2850137,2891973],[2851293,2851302],[2854386,2893139],[2855886,2880559],[2857803,2894127],[2859686,2894719],[2859959,2894814],[2862340,2862349],[2863770,2884937],[2864159,2864168],[2864736,2895970],[2864879,2896011],[2865553,2885858],[2867372,2867381],[2868766,2887547],[2869488,2897152],[2869816,2869825],[2871380,2888948],[2871932,2897772],[2872909,2898033],[2873127,2898101],[2875561,2891226],[2876632,2898845],[2876680,2891700],[2877069,2877078],[2879434,2879443],[2880011,2899561],[2880154,2899602],[2881253,2881262],[2881830,2899961],[2881973,2900002],[2882647,2894707],[2882817,2894793],[2883369,2900369],[2884008,2884017],[2884639,2895689],[2885044,2895892],[2885320,2900673],[2887804,2901112],[2887852,2897131],[2889119,2901357],[2889167,2897760],[2889556,2889565],[2890133,2901582],[2890276,2901623],[2890606,2890637],[2891402,2898789],[2892857,2892866],[2892973,2899514],[2893249,2902031],[2893893,2899883],[2894169,2902172],[2894964,2902316],[2895289,2895308],[2896666,2896697],[2896842,2901075],[2897462,2901301],[2898143,2902704],[2899280,2899299] ] cell #6186 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2781113],[2819360],[2838215],[2850791],[2855493],[2865160],[2869676],[2873563],[2874597],[2876929],[2882254],[2883936],[2887084],[2889416],[2892785], [2382382,2860768],[2441033,2836213],[2467038,2873769],[2467192,2873778],[2495833,2802696],[2519232,2854885],[2540328,2860326],[2542149,2883187],[2542823,2883375],[2567895,2828488],[2587917,2869081],[2602858,2840302],[2603135,2889328],[2607294,2873408],[2609023,2890144],[2630518,2848753],[2639021,2892387],[2645780,2879232],[2661562,2858084],[2661842,2894392],[2664889,2882962],[2676463,2895487],[2681866,2863957],[2692034,2886832],[2692498,2896464],[2705283,2897281],[2711258,2871525],[2712042,2889354],[2718185,2873996],[2723984,2874345],[2724448,2898545],[2734583,2898987],[2737808,2892444],[2744956,2899478],[2748169,2893992],[2748633,2899681],[2750359,2881051],[2761647,2883874],[2764628,2895544],[2766761,2863207],[2771008,2900705],[2772560,2885143],[2773024,2900762],[2775314,2886483],[2781577,2901057],[2784564,2897338],[2791712,2901499],[2797439,2890937],[2800609,2891278],[2801528,2876117],[2802396,2898892],[2802954,2901806],[2804509,2899044],[2808447,2892723],[2811428,2899535],[2813561,2880301],[2817808,2902204],[2819824,2902261],[2825897,2895690],[2828172,2864456],[2828222,2864509],[2828264,2885395],[2828643,2895944],[2829562,2885600],[2835045,2896997],[2839134,2888604],[2840002,2901404],[2840560,2902645],[2842115,2901556],[2843381,2898294],[2845285,2890658],[2846904,2891221],[2848045,2898790],[2848603,2891619],[2848678,2848685],[2857768,2881550],[2857818,2881603],[2857860,2894244],[2858239,2899935],[2859158,2894449],[2860026,2900193],[2860584,2895089],[2861782,2895290],[2864019,2895887],[2868057,2896718],[2869555,2896976],[2870817,2901302],[2871375,2897679],[2871450,2871457],[2873092,2889853],[2873142,2889906],[2873184,2898218],[2874475,2890601],[2878876,2899281],[2880119,2893347],[2880169,2893400],[2880211,2893324],[2881113,2899878],[2882812,2900276],[2882887,2882894],[2886962,2896661],[2887683,2896843],[2887847,2897059],[2887922,2887929],[2892968,2893202] ] cell #6187 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2770678],[2802663],[2812364],[2817478],[2822752],[2828305],[2836180],[2840269],[2843051],[2848099],[2852348],[2854702],[2857901],[2860293],[2860721],[2863560],[2868427],[2870871],[2873225],[2873736],[2873811], [1885115,2876470],[2063845,2888957],[2184110,2894802],[2260863,2897140],[2352924,2899483],[2381992,2900357],[2439635,2901056],[2463334,2901504],[2517985,2879538],[2528166,2902209],[2538930,2902260],[2574249,2900710],[2596001,2902644],[2606047,2889660],[2636241,2901805],[2652213,2899680],[2655544,2893786],[2667916,2883413],[2686824,2900761],[2690155,2896366],[2703787,2897286],[2716981,2890143],[2722102,2898544],[2733087,2898992],[2747223,2880654],[2755317,2894391],[2758648,2883192],[2762782,2895492],[2771614,2885953],[2779231,2896463],[2790216,2889333],[2796182,2891080],[2809582,2892392],[2818414,2882308],[2833788,2886626] ] cell #6188 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2186684],[2287734],[2373780],[2381373],[2426405],[2439605],[2459189],[2481453],[2494044],[2506176],[2525700],[2535367],[2538900],[2555289],[2566295],[2571783],[2576733],[2588478],[2594238],[2595971],[2601069],[2619934],[2622939],[2629406],[2631079],[2634478],[2636211],[2637132],[2648956],[2651996],[2652183],[2653705],[2659962],[2665450],[2666161],[2674574],[2682402],[2685228],[2685698],[2686607],[2686794],[2688316],[2700674],[2702900],[2703394],[2703560],[2703679],[2710146],[2711819],[2715218],[2715850],[2716951],[2720946],[2721566],[2721885],[2722072],[2731743],[2731870],[2732694],[2732860],[2732979],[2743067],[2746178],[2746648],[2750895],[2753721],[2754191],[2755100],[2755287],[2756809],[2757362],[2759035],[2760508],[2761504],[2762555],[2762674],[2768637],[2769522],[2770354],[2770461],[2770648],[2778075],[2778695],[2779014],[2779201],[2782603],[2782730],[2788872],[2788999],[2789823],[2789989],[2790108],[2792934],[2793404],[2794436],[2795328],[2795688],[2800389],[2801025],[2801385],[2802436],[2802555],[2807308],[2808304],[2809355],[2809474],[2810323],[2811828],[2812040],[2812147],[2812334],[2815437],[2816322],[2817154],[2817261],[2817448],[2820850],[2820977],[2822049],[2823000],[2825224],[2826559],[2827451],[2827811],[2832042],[2832934],[2833294],[2834542],[2834902],[2835953],[2836072],[2837995],[2838631],[2838991],[2840042],[2840161],[2841010],[2842727],[2842834],[2843021],[2846263],[2847396],[2847586],[2848347],[2850571],[2851645],[2851835],[2852596],[2853848],[2854208],[2856155],[2857047],[2857407],[2858655],[2859015],[2860066],[2860185],[2860691],[2862692],[2862882],[2863679],[2865822],[2866892],[2867082],[2868675],[2870168],[2870358],[2871119],[2872371],[2872731],[2873509],[2875274],[2875464],[2877421],[2877611],[2878355],[2880773],[2880963],[2882098],[2882556],[2884553],[2886072],[2886262],[2886464],[2888477],[2890918],[2892236],[2893624],[2896204] ] cell #6189 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2700226],[2756361],[2785665],[2805610],[2813248],[2829249],[2836894],[2843216],[2845142],[2849470],[2858845],[2861860],[2867914],[2872242],[2878954], [2186725,2821440],[2257163,2782591],[2288374,2843525],[2288668,2843537],[2352890,2812326],[2378292,2820838],[2381345,2860397],[2381958,2860683],[2439397,2835938],[2450899,2788860],[2459111,2872061],[2463300,2843013],[2466234,2873494],[2502917,2731731],[2506098,2878106],[2514908,2853599],[2528132,2817440],[2535597,2882083],[2538692,2860051],[2555211,2884304],[2574215,2770640],[2576285,2867475],[2576963,2886449],[2594160,2888228],[2595763,2840027],[2602970,2872122],[2619486,2844703],[2620164,2890903],[2634400,2891987],[2636003,2802421],[2638856,2878235],[2648878,2893153],[2651392,2856798],[2653257,2881356],[2653935,2893609],[2676298,2884433],[2685620,2896025],[2686003,2827202],[2687868,2864262],[2688546,2896189],[2691206,2866772],[2700904,2896963],[2705118,2888357],[2715140,2898047],[2718654,2844000],[2723156,2875154],[2728536,2875870],[2731294,2898894],[2732100,2898879],[2734418,2892116],[2744791,2893282],[2747341,2855451],[2754113,2900016],[2757039,2900180],[2762116,2861740],[2766448,2884760],[2767230,2825855],[2770209,2864511],[2770299,2864701],[2770843,2885353],[2771732,2865118],[2780285,2887641],[2788423,2901406],[2789229,2901391],[2791547,2898176],[2793326,2898296],[2796300,2874555],[2799288,2875741],[2801215,2891523],[2801997,2848003],[2802187,2876589],[2802286,2848707],[2808916,2878834],[2817009,2881605],[2817099,2881795],[2817643,2894202],[2818532,2882212],[2820401,2900195],[2821207,2895111],[2823360,2883840],[2827322,2885224],[2828103,2828423],[2833906,2887042],[2836645,2896978],[2838821,2897583],[2839603,2870775],[2839793,2889076],[2839892,2871479],[2842582,2889908],[2842672,2890098],[2844952,2874426],[2852956,2892689],[2854820,2880050],[2855172,2893402],[2855262,2879976],[2856918,2894073],[2857699,2858019],[2859817,2894921],[2859916,2882916],[2867724,2886913],[2869035,2887302],[2869346,2887761],[2869445,2887951],[2873023,2873343],[2879313,2879786] ] cell #6190 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2770679],[2802662],[2812365],[2817479],[2822751],[2828304],[2836179],[2840268],[2843052],[2848098],[2852347],[2854701],[2857900],[2860292],[2860722],[2863559],[2868426],[2870870],[2873224],[2873735],[2873812], [1885116,2876469],[2063846,2888956],[2184111,2894801],[2260864,2897139],[2352925,2899482],[2381993,2900356],[2439636,2901051],[2463335,2901503],[2517984,2879537],[2528167,2902208],[2538931,2902255],[2574250,2900709],[2596002,2902639],[2606046,2889659],[2636242,2901800],[2652214,2899675],[2655543,2893785],[2667917,2883412],[2686825,2900756],[2690154,2896365],[2703786,2897285],[2716982,2890140],[2722103,2898539],[2733086,2898991],[2747222,2880653],[2755318,2894386],[2758647,2883191],[2762781,2895491],[2771613,2885952],[2779232,2896458],[2790215,2889332],[2796181,2891079],[2809581,2892391],[2818413,2882307],[2833787,2886625] ] cell #6191 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1885287],[1960630],[2004602],[2064017],[2076023],[2104400],[2117442],[2174031],[2177084],[2184282],[2185618],[2219783],[2240488],[2256531],[2261035],[2263040],[2276082],[2279445],[2286264],[2299991],[2306904],[2326651],[2337589],[2353878],[2356566],[2361617],[2366454],[2373234],[2377660],[2379496],[2382164],[2393056],[2398454],[2414747],[2419526],[2425859],[2433844],[2440757],[2440971],[2443040],[2447999],[2450267],[2460504],[2464288],[2466976],[2474780],[2480907],[2494619],[2495557],[2495771],[2500017],[2502285],[2503353],[2513582],[2515736],[2518559],[2518980],[2519735],[2523222],[2525154],[2535273],[2540052],[2540266],[2542335],[2549250],[2552466],[2565110],[2567222],[2567643],[2569305],[2571237],[2581805],[2585206],[2587932],[2589764],[2591415],[2591862],[2601644],[2602582],[2602796],[2603798],[2606621],[2607042],[2609310],[2615046],[2616763],[2625682],[2626598],[2628439],[2630533],[2631655],[2632102],[2640160],[2642917],[2646133],[2648403],[2651965],[2658777],[2660889],[2661310],[2662178],[2662972],[2664904],[2666736],[2668880],[2670003],[2673336],[2677602],[2680879],[2681900],[2683428],[2685145],[2686576],[2693237],[2695786],[2697503],[2700260],[2706422],[2707338],[2709179],[2711273],[2712395],[2712842],[2714665],[2718219],[2720731],[2721854],[2725187],[2727000],[2728123],[2731456],[2735722],[2737373],[2738496],[2741829],[2746095],[2749372],[2750166],[2750393],[2751921],[2753638],[2755069],[2756395],[2761681],[2764193],[2765316],[2766795],[2769307],[2770430],[2773763],[2774557],[2775348],[2777860],[2778983],[2782316],[2784129],[2785252],[2785699],[2788585],[2792851],[2797473],[2801562],[2804074],[2805197],[2805644],[2808481],[2810993],[2812116],[2813282],[2813595],[2816107],[2817230],[2820563],[2821357],[2823812],[2829283],[2829596],[2835079],[2839168],[2841680],[2842803],[2843250],[2845176],[2845319],[2853408],[2858879],[2859192],[2867948],[2868091] ] cell #6192 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1885288],[1960631],[2004607],[2064018],[2076024],[2104406],[2117448],[2174036],[2177085],[2184283],[2185617],[2219789],[2240489],[2256537],[2261036],[2263046],[2276088],[2279444],[2286269],[2299997],[2306905],[2326657],[2337588],[2353879],[2356571],[2361618],[2366460],[2373231],[2377666],[2379502],[2382165],[2393062],[2398453],[2414748],[2419527],[2425856],[2433850],[2440758],[2440976],[2443046],[2447998],[2450273],[2460510],[2464289],[2466981],[2474786],[2480904],[2494625],[2495558],[2495776],[2500016],[2502291],[2503350],[2513588],[2515742],[2518562],[2518979],[2519741],[2523228],[2525151],[2535274],[2540053],[2540271],[2542341],[2549253],[2552463],[2565116],[2567225],[2567642],[2569311],[2571234],[2581811],[2585209],[2587929],[2589770],[2591412],[2591865],[2601650],[2602583],[2602801],[2603804],[2606624],[2607041],[2609316],[2615043],[2616769],[2625688],[2626601],[2628442],[2630530],[2631652],[2632105],[2640166],[2642920],[2646130],[2648409],[2651962],[2658783],[2660892],[2661309],[2662181],[2662978],[2664901],[2666742],[2668883],[2670000],[2673339],[2677608],[2680882],[2681897],[2683425],[2685151],[2686573],[2693240],[2695783],[2697509],[2700263],[2706428],[2707341],[2709182],[2711270],[2712392],[2712845],[2714671],[2718216],[2720734],[2721851],[2725190],[2727003],[2728120],[2731459],[2735728],[2737376],[2738493],[2741832],[2746101],[2749375],[2750172],[2750390],[2751918],[2753644],[2755066],[2756398],[2761678],[2764196],[2765313],[2766792],[2769310],[2770427],[2773766],[2774563],[2775345],[2777863],[2778980],[2782319],[2784132],[2785249],[2785702],[2788588],[2792857],[2797470],[2801559],[2804077],[2805194],[2805647],[2808478],[2810996],[2812113],[2813285],[2813592],[2816110],[2817227],[2820566],[2821363],[2823815],[2829286],[2829593],[2835076],[2839165],[2841683],[2842800],[2843253],[2845179],[2845316],[2853411],[2858882],[2859189],[2867951],[2868088] ] cell #6193 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2297629],[2312539],[2410251],[2431482],[2446392],[2484729],[2493756],[2498410],[2517373],[2530777],[2551602],[2563179],[2566159],[2566422],[2587656],[2588190],[2600781],[2605435],[2614366],[2614517],[2615861],[2629393],[2629604],[2630791],[2645269],[2648258],[2656846],[2659826],[2660089],[2664628],[2665162],[2665873],[2667634],[2671526],[2671547],[2682748],[2682899],[2684243],[2695106],[2695257],[2696601],[2702612],[2706893],[2710133],[2710344],[2711531],[2714520],[2715714],[2715977],[2717064],[2720372],[2727846],[2727997],[2729646],[2729667],[2736193],[2740019],[2740040],[2743698],[2743849],[2744659],[2745193],[2746512],[2746775],[2749206],[2750021],[2751241],[2751392],[2752736],[2755753],[2757349],[2757560],[2758747],[2758851],[2767451],[2767472],[2768948],[2773597],[2774412],[2776910],[2777501],[2780506],[2780527],[2781189],[2781340],[2782717],[2782928],[2784975],[2785126],[2786775],[2786796],[2790454],[2790605],[2791415],[2791949],[2793268],[2799035],[2800088],[2804920],[2805071],[2807604],[2807755],[2810193],[2810634],[2811156],[2811177],[2811328],[2812455],[2814251],[2814272],[2815157],[2815748],[2818753],[2818774],[2819436],[2819587],[2821175],[2825520],[2825671],[2830252],[2830273],[2831158],[2831742],[2832384],[2832405],[2834455],[2835213],[2835237],[2837694],[2838291],[2838442],[2841321],[2841843],[2841864],[2842015],[2845963],[2846605],[2846626],[2850270],[2850867],[2851018],[2851256],[2851429],[2851928],[2853488],[2854124],[2855855],[2856497],[2856518],[2856669],[2859326],[2859350],[2862303],[2862476],[2862975],[2865522],[2866164],[2866185],[2866336],[2866487],[2866566],[2869779],[2869952],[2870451],[2870475],[2872647],[2874869],[2874948],[2876050],[2877032],[2877205],[2877704],[2877728],[2877931],[2880368],[2880445],[2880447],[2880879],[2883430],[2883692],[2884129],[2884969],[2885667],[2885744],[2885746],[2886178],[2888053],[2888120],[2890215],[2890500],[2890755],[2891309],[2891812],[2891879],[2893518],[2894593],[2895027],[2895212],[2895386],[2895643],[2896098],[2896815],[2897939],[2898357],[2898467],[2899377],[2900089],[2900433],[2900979],[2901932] ] cell #6194 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2196756],[2213116],[2224138],[2319984],[2322573],[2343427],[2359787],[2370809],[2412509],[2417696],[2438927],[2453837],[2456426],[2464859],[2477176],[2518843],[2521510],[2533035],[2538222],[2540811],[2548605],[2567506],[2584201],[2587653],[2587889],[2590599],[2606905],[2607693],[2609572],[2614299],[2627794],[2642272],[2648185],[2648199],[2648453],[2650799],[2661173],[2664625],[2664861],[2667571],[2671498],[2678768],[2680710],[2682681],[2695039],[2699615],[2700170],[2700297],[2706890],[2707126],[2708534],[2714447],[2714461],[2714715],[2717061],[2727779],[2729345],[2729618],[2731287],[2736190],[2736426],[2739991],[2743631],[2744305],[2749203],[2749948],[2749962],[2750216],[2751174],[2755750],[2756305],[2756432],[2761675],[2762309],[2766789],[2767423],[2770086],[2773594],[2774339],[2774353],[2774607],[2776907],[2780478],[2784194],[2784208],[2784908],[2785609],[2785736],[2786474],[2786747],[2788416],[2790387],[2791061],[2793319],[2793555],[2795472],[2799032],[2799561],[2801556],[2802190],[2804139],[2804153],[2804853],[2805554],[2805681],[2807537],[2808475],[2809109],[2812989],[2813589],[2813644],[2814223],[2814803],[2816886],[2818725],[2820394],[2821139],[2821153],[2823877],[2823891],[2825453],[2827595],[2828990],[2829590],[2829645],[2830224],[2830804],[2831389],[2832356],[2833078],[2835073],[2835637],[2835707],[2836638],[2836716],[2837084],[2837167],[2839162],[2839796],[2841745],[2841759],[2842459],[2843287],[2843417],[2843956],[2845313],[2845368],[2845610],[2846577],[2849224],[2849292],[2849660],[2849743],[2851175],[2853473],[2853487],[2853992],[2854379],[2855049],[2855293],[2857191],[2859186],[2859241],[2859750],[2859820],[2861015],[2861696],[2861921],[2862004],[2862222],[2863515],[2864872],[2864960],[2866404],[2868085],[2868140],[2868382],[2868819],[2869349],[2871996],[2872432],[2872515],[2872902],[2873933],[2874190],[2874429],[2874786],[2875744],[2876425],[2876733],[2878790],[2879015],[2879098],[2879316],[2881966],[2882700],[2883468],[2883811],[2884731],[2885227],[2886677],[2886916],[2887273],[2888912],[2889220],[2891151],[2891494],[2892660],[2894076],[2897554] ] cell #6195 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2256581],[2377710],[2450317],[2473963],[2485843],[2502335],[2523272],[2564293],[2569355],[2580988],[2591772],[2592868],[2609360],[2616813],[2629522],[2629607],[2632012],[2633108],[2647586],[2651892],[2657960],[2663022],[2673246],[2673866],[2684433],[2685195],[2686503],[2697553],[2700388],[2700790],[2710262],[2710347],[2712752],[2713848],[2720450],[2720516],[2721781],[2731366],[2731986],[2741739],[2742359],[2744491],[2746145],[2752926],[2753688],[2754996],[2756523],[2756925],[2757478],[2757563],[2759002],[2761418],[2761458],[2769026],[2769092],[2770357],[2777579],[2777645],[2778910],[2782226],[2782846],[2782931],[2785827],[2788495],[2789115],[2791247],[2792139],[2792901],[2793189],[2795284],[2800166],[2800232],[2801299],[2801339],[2805772],[2808218],[2808258],[2810712],[2810778],[2811331],[2812043],[2812645],[2814426],[2814989],[2815826],[2815892],[2817157],[2818928],[2820473],[2821093],[2821178],[2821407],[2826473],[2826513],[2827407],[2830427],[2830990],[2832559],[2832890],[2834816],[2834856],[2835291],[2835357],[2837772],[2837838],[2838905],[2838945],[2841399],[2841465],[2842018],[2842730],[2843160],[2843332],[2846780],[2847352],[2850348],[2850414],[2852006],[2852072],[2853804],[2854122],[2854162],[2856069],[2856109],[2856672],[2857003],[2858586],[2858929],[2858969],[2859404],[2859470],[2860400],[2863053],[2863119],[2865736],[2865776],[2866339],[2866728],[2866996],[2867036],[2868631],[2870124],[2870529],[2870595],[2872064],[2872327],[2872645],[2872685],[2875110],[2875378],[2875418],[2877377],[2877782],[2877848],[2877961],[2878109],[2878311],[2880609],[2880877],[2880917],[2882054],[2882512],[2884159],[2884307],[2884509],[2885908],[2886176],[2886216],[2886353],[2886420],[2888083],[2888231],[2888433],[2890807],[2890874],[2891842],[2891990],[2892192],[2892317],[2893513],[2893580],[2895242],[2895417],[2896093],[2896160],[2897211],[2898402],[2898917],[2900422] ] cell #6196 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2700383],[2756518],[2785822],[2793184],[2805767],[2814421],[2818923],[2830422],[2832554],[2837733],[2841360],[2846775],[2850309],[2851967],[2863014], [1885514,2849238],[1960660,2821432],[2004814,2864927],[2064244,2872010],[2076817,2843431],[2077026,2843542],[2117248,2876650],[2174243,2882021],[2184509,2859764],[2185660,2860413],[2186389,2860609],[2218248,2884988],[2261262,2835651],[2275888,2889137],[2279487,2872077],[2286476,2872957],[2287642,2873501],[2290960,2890373],[2337631,2878122],[2356778,2854434],[2364919,2893837],[2373633,2882090],[2379302,2882617],[2390178,2761432],[2398496,2884320],[2403582,2826487],[2424813,2896433],[2426258,2886456],[2442846,2868736],[2448041,2888244],[2458969,2889307],[2479861,2898514],[2481306,2890910],[2491741,2801313],[2500059,2892003],[2505956,2892366],[2510704,2808232],[2515065,2879185],[2519022,2854175],[2524108,2856083],[2525553,2893616],[2555069,2895466],[2566075,2770015],[2567685,2886229],[2570191,2865750],[2571636,2896196],[2576442,2886389],[2586886,2834830],[2588331,2868667],[2594018,2897260],[2598766,2838919],[2607084,2872698],[2617096,2875392],[2619643,2890843],[2629602,2731145],[2629861,2877855],[2630932,2892228],[2634258,2898966],[2648736,2854136],[2653414,2893549],[2659742,2816815],[2661352,2880930],[2663858,2858943],[2665303,2882548],[2671696,2884243],[2684440,2684532],[2684643,2866334],[2685478,2886190],[2688025,2896129],[2697836,2867010],[2710342,2788274],[2710601,2870602],[2711672,2888469],[2714998,2872659],[2715630,2842388],[2717240,2843339],[2720411,2875014],[2728693,2898712],[2729816,2891926],[2730949,2877743],[2740189,2878045],[2746428,2854978],[2752933,2753025],[2753136,2856667],[2753971,2880891],[2757558,2820252],[2757817,2859477],[2758888,2821173],[2767621,2895786],[2768987,2885812],[2777540,2866632],[2780676,2868209],[2782926,2836496],[2783185,2835364],[2786945,2888167],[2788078,2870490],[2792146,2792238],[2792349,2842013],[2800127,2891375],[2810673,2853554],[2811326,2812855],[2812652,2812744],[2815787,2880513],[2820056,2859365],[2835252,2836300] ] cell #6197 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2587558],[2664530],[2706795],[2736095],[2748062],[2772453],[2784020],[2793224],[2796748],[2803965],[2819253],[2823703],[2834354],[2841571],[2853299], [1886551,2899142],[2005824,2900857],[2045290,2887502],[2065281,2897436],[2118239,2901877],[2156316,2893091],[2175253,2899776],[2185546,2894662],[2218288,2902445],[2259164,2896904],[2276879,2901225],[2287486,2897985],[2288663,2890231],[2291000,2902746],[2348599,2892979],[2364959,2902074],[2380293,2900121],[2382251,2895038],[2382390,2883429],[2390218,2761596],[2403622,2766710],[2424853,2900870],[2425485,2886739],[2459009,2897873],[2466240,2890190],[2467189,2873791],[2479901,2901692],[2480533,2874252],[2491781,2801477],[2505996,2899204],[2510744,2808396],[2524148,2813510],[2524780,2893899],[2535603,2894515],[2542142,2883259],[2555109,2900544],[2566115,2828121],[2570231,2829511],[2570863,2885050],[2576969,2896559],[2586926,2834994],[2594058,2897292],[2598806,2839083],[2603128,2889520],[2617136,2845234],[2620170,2898640],[2626055,2891232],[2629687,2848634],[2634298,2898998],[2639014,2892542],[2648776,2854300],[2653941,2893662],[2659782,2857717],[2663898,2859107],[2672026,2861454],[2676456,2895642],[2679569,2884813],[2684443,2828162],[2685518,2864793],[2688552,2896242],[2697876,2868006],[2700910,2868654],[2705276,2888313],[2710427,2871406],[2715038,2872823],[2715670,2873041],[2720622,2844564],[2726891,2875826],[2730146,2876183],[2732106,2892215],[2734576,2892072],[2740519,2878548],[2744949,2854161],[2746468,2880068],[2752936,2857758],[2754011,2881887],[2757045,2882535],[2757643,2882843],[2769198,2864123],[2770305,2828871],[2771001,2886215],[2777751,2867336],[2781006,2887355],[2783011,2887878],[2787275,2888670],[2789235,2888456],[2791705,2872684],[2792149,2873082],[2802219,2849050],[2802389,2877858],[2810884,2879398],[2811656,2855268],[2812655,2880109],[2815998,2881217],[2817105,2858467],[2817801,2880916],[2821213,2821258],[2835367,2869548],[2835463,2869378],[2839825,2871822],[2839995,2870605],[2842343,2842678],[2843342,2843374],[2859480,2860019],[2859576,2859849] ] cell #6198 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [1972834],[1991771],[2114793],[2142263],[2161200],[2223993],[2224132],[2230176],[2255718],[2273433],[2301621],[2322580],[2353374],[2370664],[2370803],[2376847],[2389902],[2414243],[2435474],[2439876],[2456433],[2463784],[2464714],[2464853],[2473386],[2491465],[2510428],[2518138],[2521365],[2521504],[2534769],[2539171],[2540818],[2548284],[2558255],[2561028],[2563716],[2580411],[2586610],[2587883],[2590606],[2596242],[2598490],[2606200],[2609427],[2609566],[2624841],[2627070],[2627473],[2629843],[2636482],[2641951],[2647009],[2648126],[2648460],[2654695],[2655697],[2657383],[2663582],[2664855],[2667578],[2671874],[2672846],[2679417],[2680389],[2684304],[2689306],[2690308],[2694088],[2699294],[2700213],[2700238],[2704583],[2705581],[2707120],[2707810],[2708213],[2710583],[2713271],[2714388],[2714722],[2717222],[2720642],[2726038],[2726911],[2729994],[2730966],[2733883],[2734881],[2736420],[2738896],[2740367],[2741339],[2744335],[2747910],[2748882],[2749889],[2750223],[2752797],[2755429],[2756348],[2756373],[2757799],[2758801],[2763243],[2765716],[2769218],[2772301],[2773273],[2774280],[2774614],[2774871],[2776586],[2777771],[2780854],[2781747],[2781826],[2783167],[2783717],[2784040],[2785652],[2785677],[2787123],[2788095],[2791012],[2791091],[2792010],[2793372],[2793549],[2796596],[2796996],[2798711],[2803124],[2803662],[2803985],[2805597],[2805622],[2806120],[2810043],[2810904],[2811504],[2812516],[2813118],[2813260],[2814833],[2816018],[2819101],[2819994],[2820073],[2821080],[2823060],[2823618],[2823723],[2824036],[2828719],[2829119],[2829261],[2830834],[2831227],[2834202],[2834602],[2835483],[2836317],[2836807],[2836826],[2840730],[2841268],[2841591],[2842191],[2843228],[2844180],[2844736],[2845154],[2845448],[2848407],[2849070],[2849383],[2849402],[2852656],[2853214],[2853319],[2853632],[2855340],[2858315],[2858857],[2859596],[2861174],[2861534],[2861792],[2863739],[2864295],[2865007],[2867508],[2867926],[2868220],[2871179],[2871842],[2872174],[2874027],[2874191],[2875903],[2876263],[2878628],[2878886],[2881389],[2883469],[2884825],[2886678],[2888750],[2891152] ] cell #6199 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2256588],[2377717],[2450324],[2473962],[2485842],[2502342],[2523279],[2564292],[2569362],[2580987],[2591815],[2592867],[2609367],[2616820],[2629521],[2629612],[2632055],[2633107],[2647585],[2651922],[2657959],[2663029],[2673289],[2673865],[2684432],[2685202],[2686533],[2697560],[2700393],[2700789],[2710261],[2710352],[2712795],[2713847],[2720474],[2720515],[2721811],[2731409],[2731985],[2741782],[2742358],[2744490],[2746152],[2752925],[2753695],[2755026],[2756528],[2756924],[2757477],[2757568],[2759009],[2761417],[2761473],[2769050],[2769091],[2770387],[2777603],[2777644],[2778940],[2782269],[2782845],[2782936],[2785832],[2788538],[2789114],[2791246],[2792138],[2792908],[2793194],[2795283],[2800190],[2800231],[2801298],[2801354],[2805777],[2808217],[2808273],[2810736],[2810777],[2811336],[2812073],[2812644],[2814431],[2814988],[2815850],[2815891],[2817187],[2818933],[2820516],[2821092],[2821183],[2821414],[2826472],[2826528],[2827406],[2830432],[2830989],[2832564],[2832889],[2834815],[2834871],[2835315],[2835356],[2837796],[2837837],[2838904],[2838960],[2841423],[2841464],[2842023],[2842760],[2843203],[2843331],[2846785],[2847351],[2850372],[2850413],[2852030],[2852071],[2853803],[2854121],[2854177],[2856068],[2856124],[2856677],[2857002],[2858715],[2858928],[2858984],[2859428],[2859469],[2860430],[2863077],[2863118],[2865735],[2865791],[2866344],[2866952],[2866995],[2867051],[2868630],[2870123],[2870553],[2870594],[2872155],[2872326],[2872644],[2872700],[2875334],[2875377],[2875433],[2877376],[2877806],[2877847],[2877960],[2878268],[2878310],[2880833],[2880876],[2880932],[2882101],[2882511],[2884158],[2884466],[2884508],[2886132],[2886175],[2886231],[2886352],[2886514],[2888082],[2888390],[2888432],[2890806],[2890968],[2891841],[2892149],[2892191],[2892318],[2893512],[2893674],[2895241],[2895418],[2896092],[2896254],[2897212],[2898401],[2898918],[2900423] ] cell #6200 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2587557],[2664529],[2706794],[2736094],[2748061],[2772452],[2784019],[2793223],[2796747],[2803964],[2819252],[2823702],[2834353],[2841570],[2853298], [1886552,2892296],[2005823,2896398],[2045291,2868735],[2065282,2888537],[2118238,2899075],[2156315,2879570],[2175252,2893818],[2185547,2882616],[2186733,2860754],[2218287,2900715],[2259163,2887435],[2276878,2897369],[2287485,2889692],[2288664,2873639],[2288667,2873790],[2290999,2901655],[2348598,2892978],[2364958,2899634],[2380292,2894595],[2381341,2883258],[2382250,2883279],[2390217,2761597],[2403621,2766711],[2424852,2900869],[2425484,2886738],[2459008,2897872],[2459107,2889519],[2466239,2890191],[2479900,2901691],[2480532,2874251],[2491780,2801478],[2505995,2899203],[2506094,2892541],[2510743,2808397],[2524147,2813511],[2524779,2893898],[2535602,2894516],[2555108,2900543],[2555207,2895641],[2566114,2828122],[2570230,2829512],[2570862,2885049],[2576968,2896560],[2586925,2834995],[2594057,2897291],[2594156,2888312],[2598805,2839084],[2617135,2845235],[2620169,2898641],[2626054,2891231],[2629686,2802239],[2634297,2898997],[2634396,2892071],[2648775,2854301],[2648874,2854160],[2653940,2893663],[2659781,2857718],[2663897,2859108],[2672025,2861455],[2679568,2884814],[2684442,2770153],[2685517,2864794],[2685616,2886214],[2688551,2896243],[2697875,2868007],[2700909,2868655],[2710426,2839845],[2715037,2872824],[2715136,2872683],[2715669,2873042],[2720621,2844563],[2726890,2875825],[2730145,2876184],[2731290,2877857],[2732105,2892216],[2740518,2878549],[2746467,2880069],[2752935,2816953],[2754010,2881888],[2754109,2880915],[2757044,2882536],[2757642,2859869],[2769197,2864122],[2770304,2828870],[2777750,2867335],[2781005,2887356],[2783010,2869398],[2787274,2888671],[2788419,2870604],[2789234,2888457],[2792148,2842526],[2793322,2843341],[2802218,2849049],[2810883,2879397],[2811655,2855267],[2812654,2855116],[2815997,2881216],[2817104,2858466],[2820397,2859479],[2821212,2821257],[2835366,2836641],[2835462,2869377],[2839824,2871821],[2842342,2842677],[2859575,2859848] ] cell #6201 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2587561],[2664533],[2706798],[2736098],[2748065],[2772456],[2784057],[2793227],[2796751],[2804002],[2819256],[2823740],[2834357],[2841608],[2853336], [1886620,2877869],[1960661,2821426],[2005895,2886274],[2045359,2835378],[2065350,2870616],[2076955,2843353],[2077023,2843548],[2118242,2892168],[2156387,2854220],[2175324,2880975],[2185615,2859491],[2185654,2860447],[2186533,2860545],[2218291,2896043],[2259167,2868607],[2276882,2888409],[2279481,2872172],[2287557,2872743],[2287648,2873525],[2291003,2898365],[2337625,2878285],[2348602,2879217],[2364962,2893463],[2373639,2882155],[2380296,2882488],[2390221,2761624],[2398490,2884483],[2403625,2766738],[2424856,2896421],[2425488,2886817],[2426264,2886568],[2448035,2888407],[2459012,2889339],[2479904,2898502],[2480536,2874330],[2481312,2891022],[2491784,2801505],[2500053,2892166],[2505999,2892429],[2510747,2808424],[2519016,2854194],[2524151,2813538],[2524783,2893977],[2525559,2893728],[2555112,2895529],[2566118,2770039],[2567679,2886248],[2570234,2829539],[2570866,2885128],[2571642,2896308],[2586929,2835022],[2588337,2868679],[2594061,2897323],[2598809,2839111],[2607078,2872717],[2617139,2845262],[2626058,2891263],[2629690,2731081],[2629855,2877859],[2630938,2892240],[2634301,2899029],[2648779,2854328],[2659785,2816839],[2661346,2880949],[2663901,2859135],[2665309,2882560],[2672029,2861588],[2679572,2884879],[2684444,2684454],[2684649,2828874],[2685521,2864821],[2697879,2868034],[2710430,2788210],[2710595,2870606],[2711678,2888481],[2715041,2872851],[2715673,2842412],[2717234,2843343],[2720659,2844753],[2726928,2875920],[2730149,2876317],[2730983,2849087],[2740522,2878682],[2746471,2855002],[2752937,2752947],[2753142,2858470],[2754014,2881915],[2757646,2820188],[2757811,2859481],[2758894,2821261],[2769235,2864312],[2777788,2867525],[2781009,2868274],[2783014,2836432],[2783179,2835368],[2787278,2888804],[2788112,2871859],[2792150,2792160],[2792355,2842346],[2810921,2853649],[2811659,2812861],[2812656,2812666],[2816035,2881406],[2820090,2859613],[2835500,2836334] ] cell #6202 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1923879],[2072008],[2166124],[2196745],[2213105],[2235100],[2263351],[2319973],[2326962],[2343416],[2358139],[2359776],[2381771],[2393367],[2412498],[2412627],[2416048],[2417685],[2438916],[2444905],[2453826],[2460815],[2476239],[2477165],[2493846],[2494930],[2496923],[2513893],[2518248],[2518832],[2533024],[2533153],[2536574],[2538211],[2548494],[2548594],[2550747],[2566569],[2567495],[2583264],[2584190],[2587642],[2590075],[2600871],[2601955],[2603948],[2606310],[2606894],[2607682],[2607811],[2609754],[2614249],[2614397],[2627683],[2627783],[2629936],[2642161],[2642261],[2644414],[2649862],[2650788],[2650917],[2655807],[2660236],[2661162],[2664614],[2665963],[2667047],[2667475],[2671466],[2680599],[2680699],[2682631],[2682779],[2690418],[2694989],[2695137],[2699504],[2699604],[2700575],[2701757],[2702702],[2705943],[2706879],[2708423],[2708523],[2710676],[2713633],[2716124],[2717050],[2717179],[2717476],[2727729],[2727877],[2729586],[2735243],[2736179],[2739258],[2739959],[2743581],[2743729],[2744545],[2744645],[2749092],[2749192],[2751124],[2751272],[2755639],[2755739],[2756710],[2757892],[2758569],[2758837],[2766078],[2767391],[2773483],[2773583],[2776796],[2776896],[2780446],[2781072],[2781220],[2784858],[2785006],[2786014],[2786715],[2789686],[2790337],[2790485],[2791301],[2791401],[2793001],[2798921],[2799021],[2804803],[2804951],[2805959],[2806953],[2807487],[2807635],[2811096],[2814191],[2815043],[2815143],[2818151],[2818693],[2819319],[2819467],[2824869],[2825403],[2825551],[2830192],[2831044],[2831144],[2831278],[2831885],[2832324],[2837640],[2838174],[2838322],[2840753],[2841783],[2845499],[2846106],[2846545],[2850216],[2850750],[2850898],[2851102],[2851449],[2855391],[2855998],[2856437],[2862149],[2862496],[2865058],[2865665],[2866104],[2866375],[2869625],[2869972],[2874078],[2874757],[2876878],[2877225],[2880256],[2883606],[2885555],[2890435] ] cell #6203 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [1923880],[2072009],[2166125],[2196749],[2213109],[2235101],[2263352],[2319977],[2326963],[2343420],[2358140],[2359780],[2381772],[2393368],[2412502],[2412628],[2416049],[2417689],[2438920],[2444904],[2453830],[2460816],[2476240],[2477169],[2493850],[2494931],[2496922],[2513894],[2518249],[2518836],[2533028],[2533154],[2536575],[2538215],[2548495],[2548598],[2550746],[2566570],[2567499],[2583265],[2584194],[2587646],[2590076],[2600875],[2601956],[2603947],[2606311],[2606898],[2607686],[2607812],[2609755],[2614264],[2614396],[2627684],[2627787],[2629935],[2642162],[2642265],[2644413],[2649863],[2650792],[2650918],[2655808],[2660237],[2661166],[2664618],[2665967],[2667048],[2667476],[2671475],[2680600],[2680703],[2682646],[2682778],[2690419],[2695004],[2695136],[2699505],[2699608],[2700576],[2701756],[2702706],[2705944],[2706883],[2708424],[2708527],[2710675],[2713634],[2716125],[2717054],[2717180],[2717477],[2727744],[2727876],[2729595],[2735244],[2736183],[2739259],[2739968],[2743596],[2743728],[2744546],[2744649],[2749093],[2749196],[2751139],[2751271],[2755640],[2755743],[2756711],[2757891],[2758570],[2758841],[2766079],[2767400],[2773484],[2773587],[2776797],[2776900],[2780455],[2781087],[2781219],[2784873],[2785005],[2786015],[2786724],[2789687],[2790352],[2790484],[2791302],[2791405],[2793000],[2798922],[2799025],[2804818],[2804950],[2805960],[2806954],[2807502],[2807634],[2811105],[2814200],[2815044],[2815147],[2818150],[2818702],[2819334],[2819466],[2824870],[2825418],[2825550],[2830201],[2831045],[2831148],[2831293],[2831884],[2832333],[2837641],[2838189],[2838321],[2840752],[2841792],[2845514],[2846105],[2846554],[2850217],[2850765],[2850897],[2851111],[2851448],[2855406],[2855997],[2856446],[2862158],[2862495],[2865073],[2865664],[2866113],[2866373],[2869634],[2869971],[2874093],[2874755],[2876887],[2877224],[2880254],[2883615],[2885553],[2890433] ] cell #6204 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2587441],[2664413],[2706678],[2735978],[2747421],[2771812],[2783589],[2793107],[2796380],[2803534],[2818612],[2823490],[2833986],[2841140],[2853086], [1960657,2821430],[2042095,2835649],[2076747,2843429],[2077024,2843540],[2153224,2854436],[2182351,2859762],[2185658,2860426],[2186315,2860611],[2256249,2868740],[2269795,2872008],[2279485,2872151],[2284394,2872959],[2287640,2873515],[2333406,2849236],[2337629,2878264],[2348482,2879223],[2364603,2882023],[2373631,2882145],[2377378,2882621],[2398494,2884462],[2422512,2864929],[2425368,2886823],[2426256,2886558],[2448039,2888386],[2449985,2889141],[2458892,2889345],[2480416,2874336],[2481304,2891012],[2500057,2892145],[2502003,2876654],[2505879,2892435],[2519020,2879566],[2522097,2893842],[2524663,2893983],[2525551,2893718],[2554992,2895535],[2567683,2896394],[2568180,2884993],[2570746,2885134],[2571634,2896298],[2575109,2896438],[2588329,2887479],[2593941,2897329],[2607082,2889688],[2611763,2890378],[2618310,2898519],[2625938,2891269],[2629859,2899139],[2630930,2899119],[2634181,2899035],[2648659,2879906],[2652081,2813178],[2661350,2893814],[2665301,2894639],[2672602,2823290],[2678928,2884869],[2680145,2766378],[2684530,2828159],[2684641,2828503],[2685401,2864631],[2686692,2829179],[2699050,2868965],[2710599,2897433],[2711670,2897413],[2714921,2890028],[2717238,2890228],[2721970,2845072],[2726460,2875899],[2729505,2876307],[2730722,2801145],[2730962,2848837],[2731147,2802350],[2741095,2852886],[2753023,2857755],[2753134,2858099],[2753894,2881725],[2755185,2858775],[2757815,2894659],[2758886,2883390],[2762469,2861578],[2768767,2864291],[2770029,2770546],[2779099,2867844],[2783183,2887499],[2786634,2888794],[2787851,2838751],[2788091,2871609],[2788276,2839956],[2792236,2873079],[2792347,2873423],[2796036,2844732],[2809269,2878672],[2812232,2854992],[2812742,2880106],[2812853,2854900],[2815567,2881385],[2816829,2817346],[2820069,2883046],[2820254,2859980],[2833642,2867504],[2835867,2868264],[2836313,2869165],[2836498,2869509],[2842402,2842919],[2853628,2854556] ] cell #6205 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2587479],[2664451],[2706716],[2736016],[2747459],[2771850],[2783591],[2793145],[2796418],[2803536],[2818650],[2823492],[2834024],[2841142],[2853088], [1960659,2821431],[2043174,2835650],[2076887,2843430],[2077025,2843544],[2120337,2849237],[2154266,2854433],[2183430,2859763],[2185659,2860428],[2186461,2860608],[2226467,2864926],[2257183,2868737],[2278977,2872009],[2279486,2872153],[2285436,2872956],[2287644,2873513],[2323903,2876651],[2337630,2878266],[2348520,2879218],[2373138,2882020],[2373635,2882143],[2378312,2882618],[2398495,2884464],[2407943,2884990],[2425406,2886818],[2426260,2886556],[2448040,2888388],[2457756,2889138],[2458930,2889340],[2468941,2890375],[2480454,2874331],[2481308,2891010],[2500058,2892147],[2505917,2892430],[2519021,2879568],[2524701,2893978],[2525555,2893716],[2528469,2893839],[2548897,2823288],[2555030,2895530],[2559271,2766376],[2567684,2896396],[2570784,2885129],[2571638,2896296],[2575966,2896435],[2588333,2887477],[2593979,2897324],[2607083,2889690],[2619167,2898516],[2625976,2891264],[2628086,2801143],[2629860,2892290],[2630934,2899117],[2634219,2899030],[2642564,2852884],[2648697,2879904],[2652938,2813176],[2661351,2893816],[2665305,2894637],[2678966,2884867],[2684474,2770027],[2684531,2770147],[2684645,2828541],[2685439,2864629],[2687549,2829177],[2699907,2868963],[2708826,2838749],[2710600,2888531],[2711674,2897411],[2714959,2890026],[2717239,2873633],[2722424,2845070],[2726462,2875901],[2729543,2876305],[2730964,2848839],[2731144,2731197],[2752967,2816827],[2753024,2816947],[2753138,2858137],[2753932,2881723],[2756042,2858773],[2757816,2882610],[2758890,2860661],[2762507,2861576],[2768769,2864293],[2779553,2867842],[2783184,2868729],[2786672,2888792],[2788093,2871611],[2788273,2788326],[2792180,2842400],[2792237,2842520],[2792351,2873461],[2796038,2844734],[2809307,2878670],[2812686,2854990],[2812743,2855110],[2812857,2854938],[2815569,2881387],[2820071,2883048],[2820251,2820304],[2833644,2867506],[2835905,2868262],[2836315,2869167],[2836495,2836548],[2853630,2854558] ] cell #6206 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2439606],[2538901],[2543054],[2595972],[2609081],[2636212],[2652184],[2661934],[2667123],[2686795],[2692590],[2703584],[2712181],[2716952],[2722073],[2724540],[2731212],[2732884],[2737947],[2747241],[2748725],[2754396],[2755288],[2762579],[2764767],[2770216],[2770649],[2771632],[2773116],[2775683],[2779202],[2781669],[2784703],[2788341],[2790013],[2795311],[2795340],[2795449],[2796200],[2797808],[2799538],[2802170],[2802460],[2803046],[2804648],[2806319],[2809379],[2811567],[2812335],[2813930],[2817016],[2817449],[2818432],[2819916],[2820319],[2822761],[2824235],[2827434],[2827463],[2827572],[2828323],[2828556],[2828782],[2829931],[2832917],[2832946],[2833055],[2833806],[2835414],[2835977],[2836563],[2837006],[2837144],[2839776],[2840066],[2840652],[2842254],[2842589],[2843022],[2847379],[2847408],[2848108],[2848936],[2849001],[2849582],[2849720],[2852357],[2853831],[2853860],[2853969],[2854720],[2854953],[2855179],[2857030],[2857059],[2857168],[2857919],[2858152],[2858378],[2859527],[2859800],[2860090],[2860676],[2860692],[2861244],[2861981],[2863569],[2863980],[2864577],[2868436],[2868687],[2868796],[2869264],[2869329],[2870151],[2870180],[2870880],[2871708],[2871773],[2872354],[2872383],[2872492],[2873243],[2873476],[2873533],[2873702],[2874019],[2874368],[2876081],[2876710],[2877404],[2877433],[2878338],[2878367],[2879075],[2879255],[2879547],[2879852],[2880663],[2881074],[2881671],[2882163],[2882317],[2882568],[2882677],[2883145],[2883210],[2883559],[2883791],[2884536],[2884565],[2885166],[2885962],[2886506],[2886576],[2886635],[2886855],[2887253],[2888489],[2888568],[2889197],[2889377],[2889669],[2889974],[2890960],[2891030],[2891089],[2891301],[2891474],[2892248],[2892408],[2892467],[2892640],[2893736],[2893795],[2894015],[2894413],[2895508],[2895567],[2895730],[2896316],[2896375],[2896504],[2897361],[2897534],[2898585],[2899067],[2899721],[2900802] ] cell #6207 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2467204],[2542200],[2603225],[2609052],[2639111],[2648068],[2661905],[2676553],[2684572],[2692561],[2705373],[2711995],[2714330],[2724511],[2731183],[2734673],[2737761],[2745046],[2748696],[2749831],[2753065],[2764581],[2766379],[2770030],[2771098],[2773087],[2774222],[2774794],[2781640],[2783555],[2783659],[2784517],[2788312],[2791802],[2792278],[2796919],[2801146],[2802737],[2803017],[2803500],[2803604],[2804462],[2811381],[2812784],[2813041],[2813127],[2813179],[2816830],[2817898],[2819887],[2820290],[2821022],[2822983],[2823291],[2823456],[2823560],[2828527],[2828596],[2829042],[2829128],[2829180],[2834525],[2836254],[2836534],[2838752],[2840343],[2840623],[2841106],[2841210],[2842068],[2842403],[2843471],[2844103],[2844542],[2845021],[2845073],[2847937],[2848330],[2848755],[2848803],[2848907],[2852579],[2852887],[2853052],[2853156],[2854924],[2854993],[2858123],[2858192],[2858638],[2858724],[2858776],[2860367],[2860647],[2861075],[2861437],[2861579],[2863662],[2863959],[2864101],[2864580],[2864632],[2866875],[2867314],[2867793],[2867845],[2868265],[2868966],[2869083],[2869131],[2869235],[2870709],[2871102],[2871527],[2871575],[2871679],[2873447],[2873516],[2873998],[2874347],[2875257],[2875804],[2876166],[2876308],[2878169],[2878531],[2878673],[2879234],[2879376],[2879855],[2879907],[2880756],[2881053],[2881195],[2881674],[2881726],[2882146],[2882964],[2883012],[2883116],[2884367],[2884796],[2884870],[2885145],[2886055],[2886485],[2886559],[2886834],[2887338],[2887480],[2888291],[2888653],[2888795],[2889356],[2889498],[2889977],[2890029],[2890298],[2890939],[2891013],[2891280],[2892050],[2892446],[2892520],[2893074],[2893645],[2893719],[2893994],[2894498],[2894640],[2894990],[2895546],[2895620],[2896225],[2896299],[2896542],[2897340],[2897414],[2897820],[2897968],[2898623],[2899046],[2899120],[2899171],[2899759],[2900511],[2900840],[2901192],[2901844] ] cell #6208 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2224281],[2288689],[2322683],[2370952],[2381415],[2402506],[2412318],[2456536],[2459231],[2465002],[2466267],[2490665],[2506218],[2517994],[2521653],[2523032],[2532844],[2535675],[2540921],[2550407],[2555331],[2569115],[2577041],[2588607],[2590709],[2594280],[2597690],[2602873],[2606056],[2607502],[2609715],[2616573],[2620242],[2631208],[2634520],[2638759],[2644074],[2648998],[2649065],[2650608],[2654013],[2655553],[2662782],[2665579],[2667681],[2672315],[2676201],[2684955],[2685740],[2685807],[2688624],[2690164],[2690896],[2697313],[2698763],[2700613],[2700982],[2701417],[2703796],[2705021],[2711948],[2715260],[2715327],[2716870],[2720875],[2722846],[2730435],[2731809],[2732178],[2733096],[2734321],[2740808],[2742996],[2744694],[2745905],[2747031],[2747270],[2753448],[2754233],[2754300],[2754898],[2756748],[2757117],[2758657],[2761806],[2762791],[2767905],[2768459],[2769451],[2770746],[2771422],[2771661],[2776458],[2778004],[2779975],[2781295],[2783543],[2787564],[2788938],[2789307],[2789752],[2790225],[2791450],[2792661],[2793959],[2794520],[2796229],[2798583],[2800318],[2800915],[2801687],[2802672],[2803488],[2807237],[2808606],[2809591],[2811137],[2814705],[2815259],[2816251],[2817546],[2818222],[2818461],[2819542],[2821715],[2822883],[2823444],[2825153],[2826082],[2826643],[2828352],[2830706],[2831565],[2832126],[2833835],[2836189],[2837924],[2838397],[2838521],[2839293],[2840278],[2841094],[2841824],[2844618],[2845786],[2846347],[2847062],[2848230],[2848791],[2850500],[2850973],[2851311],[2852479],[2853040],[2854749],[2855678],[2856239],[2856478],[2857948],[2860302],[2862358],[2864177],[2865345],[2865906],[2866145],[2867390],[2868558],[2869119],[2869707],[2869834],[2871002],[2871563],[2873272],[2873745],[2874687],[2876960],[2877087],[2879452],[2881271],[2882439],[2883000],[2883239],[2883967],[2884026],[2887174],[2889447],[2889574],[2892816],[2892875] ] cell #6209 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2811120],[2841807],[2856461],[2866128],[2869690],[2876943],[2880303],[2883222],[2883950],[2885602],[2889430],[2890660],[2892799],[2894451],[2896720], [2467244,2873810],[2518511,2812363],[2542750,2860720],[2543050,2883414],[2587844,2836181],[2606573,2843050],[2609041,2890146],[2609527,2873737],[2647945,2854695],[2656070,2817477],[2661860,2894394],[2664816,2860294],[2667096,2883185],[2690681,2770677],[2692516,2896466],[2698273,2868249],[2707081,2840270],[2712125,2889326],[2714207,2873218],[2724466,2898547],[2736381,2802664],[2737500,2878657],[2737891,2892385],[2748651,2899683],[2749708,2857894],[2754408,2882130],[2764320,2861563],[2764711,2895485],[2773042,2900764],[2774099,2828298],[2775695,2886543],[2781595,2901059],[2783252,2870693],[2784256,2888779],[2784647,2897279],[2797820,2890997],[2802363,2891559],[2802972,2901808],[2803197,2847921],[2804201,2876292],[2804592,2898985],[2806190,2878153],[2811511,2899476],[2813942,2893703],[2819842,2902263],[2821903,2861059],[2824106,2884351],[2826865,2884854],[2828231,2885287],[2828282,2902442],[2828726,2900703],[2829943,2896283],[2835426,2897057],[2836877,2869674],[2839969,2897619],[2840578,2902647],[2842198,2901497],[2844806,2874473],[2846902,2847250],[2846918,2891219],[2848601,2876572],[2848725,2891633],[2849013,2891617],[2849453,2876927],[2853702,2893200],[2857827,2894136],[2857878,2902876],[2858322,2902202],[2859539,2900274],[2859993,2900216],[2860602,2902339],[2861843,2883934],[2863209,2895692],[2864017,2864365],[2864033,2895885],[2864458,2895946],[2867578,2886960],[2869522,2901135],[2871373,2889059],[2871497,2897693],[2871785,2897677],[2872225,2889414],[2873151,2898110],[2873202,2902683],[2873646,2901632],[2874489,2890599],[2876119,2898792],[2878937,2892783],[2880178,2899611],[2880229,2902010],[2881111,2881459],[2881127,2899876],[2881552,2899937],[2882810,2894904],[2882934,2900290],[2883876,2895292],[2886976,2896659],[2887744,2887845],[2887969,2897073],[2888606,2901304],[2889855,2901558],[2892725,2899283],[2892966,2893216],[2893349,2899537],[2896845,2896999] ] cell #6210 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2835204],[2859317],[2870442],[2877695],[2880324],[2885623],[2888033],[2890182],[2890681],[2891792],[2894472],[2895330],[2896741],[2897852],[2899321], [2543099,2759164],[2588617,2782645],[2609725,2793446],[2609880,2793513],[2631218,2731785],[2649062,2812371],[2665589,2820892],[2667113,2820916],[2667678,2821285],[2685804,2770685],[2700596,2835932],[2711958,2788914],[2712142,2840832],[2715324,2843058],[2716737,2843119],[2731792,2802415],[2737908,2851528],[2742757,2853517],[2754297,2817485],[2754490,2858545],[2756731,2860045],[2764728,2862575],[2768430,2827120],[2775473,2866595],[2775777,2866687],[2784664,2870051],[2788921,2840021],[2789513,2872040],[2793930,2843755],[2797598,2874977],[2797902,2875069],[2804609,2877304],[2806780,2878085],[2811528,2879669],[2813720,2880476],[2814024,2880568],[2815230,2856716],[2822854,2861495],[2824696,2884283],[2826053,2863314],[2828248,2864523],[2828743,2885485],[2829721,2885775],[2830025,2885867],[2831536,2866527],[2835508,2887556],[2837467,2888207],[2842215,2889791],[2845757,2874909],[2847670,2891338],[2848201,2876224],[2848701,2876479],[2848742,2891650],[2849095,2891709],[2850043,2891966],[2852450,2878589],[2854292,2893132],[2855649,2880408],[2857844,2881617],[2858339,2894334],[2859621,2894716],[2863230,2895697],[2864463,2864494],[2864554,2895967],[2864785,2896004],[2865316,2885707],[2868529,2887396],[2870973,2888711],[2871473,2888966],[2871514,2897710],[2871867,2897769],[2872815,2898026],[2873168,2889920],[2873663,2898308],[2874658,2890718],[2875546,2898677],[2876140,2898797],[2876436,2898830],[2880195,2893414],[2881557,2881588],[2881648,2899958],[2881879,2899995],[2882410,2894556],[2882910,2894811],[2882951,2900307],[2883304,2900366],[2883897,2895297],[2885029,2900649],[2887145,2896778],[2887945,2897149],[2887986,2897090],[2888627,2901309],[2888923,2901342],[2889860,2889891],[2889951,2901579],[2890622,2898432],[2892746,2899288],[2893354,2893385],[2893445,2899558],[2893878,2902148],[2894768,2902301],[2896682,2900944],[2896850,2897020],[2897106,2901097],[2899403,2899499] ] cell #6211 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2802693],[2828492],[2836210],[2840299],[2844526],[2848760],[2854889],[2858088],[2860323],[2864085],[2867298],[2869088],[2871532],[2873412],[2873766],[2875788],[2879360],[2881179],[2882969],[2883379],[2883443], [2004485,2885271],[2173914,2894120],[2286147,2898094],[2356449,2899595],[2440136,2901064],[2466859,2901616],[2518015,2902007],[2539431,2902268],[2587430,2887464],[2596502,2902652],[2606077,2902680],[2636742,2901813],[2655574,2902873],[2664402,2894624],[2690185,2902439],[2703817,2901189],[2706667,2897398],[2717482,2890327],[2733117,2901841],[2735967,2899104],[2747410,2899688],[2758678,2894987],[2762812,2900508],[2771801,2900769],[2783512,2888275],[2790246,2897817],[2793096,2890151],[2796369,2898552],[2803457,2892034],[2809612,2899168],[2818601,2894399],[2823413,2895604],[2833975,2896471],[2841063,2889482],[2853009,2892504] ] cell #6212 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2288677],[2381409],[2459225],[2466272],[2506212],[2517989],[2535680],[2555325],[2566331],[2577046],[2594274],[2602924],[2606051],[2620247],[2629719],[2634514],[2638810],[2648992],[2654018],[2655548],[2659998],[2676252],[2678826],[2684271],[2685734],[2688629],[2690159],[2690955],[2700987],[2703633],[2703791],[2705072],[2710459],[2715254],[2715886],[2722905],[2729403],[2731779],[2732183],[2732933],[2733091],[2734372],[2744745],[2746684],[2747090],[2747225],[2747319],[2752764],[2754227],[2757122],[2757675],[2758652],[2761865],[2762367],[2762628],[2762786],[2770690],[2770797],[2771481],[2771616],[2771710],[2780034],[2782639],[2783043],[2786532],[2788908],[2789312],[2790062],[2790220],[2791501],[2791977],[2793440],[2794579],[2795355],[2796184],[2796278],[2801052],[2801746],[2802424],[2802509],[2802667],[2808665],[2809167],[2809428],[2809586],[2812376],[2812483],[2817490],[2817597],[2818281],[2818416],[2818510],[2820886],[2821290],[2822076],[2822754],[2823027],[2826702],[2827205],[2827478],[2828307],[2828401],[2832185],[2832961],[2833790],[2833884],[2834569],[2835765],[2835941],[2836026],[2836184],[2838658],[2839352],[2840030],[2840115],[2840273],[2843063],[2843170],[2844003],[2844706],[2846406],[2847423],[2848101],[2848374],[2851672],[2852350],[2852623],[2853602],[2853875],[2854704],[2854798],[2856298],[2856801],[2857074],[2857903],[2857997],[2858682],[2860054],[2860139],[2860297],[2862719],[2863562],[2863706],[2864265],[2865965],[2866775],[2866919],[2867478],[2868429],[2868702],[2870195],[2870873],[2871146],[2872125],[2872398],[2873227],[2873321],[2873740],[2875157],[2875301],[2875873],[2877448],[2878238],[2878382],[2879540],[2880656],[2880800],[2881359],[2882310],[2882583],[2883194],[2884436],[2884580],[2885955],[2886099],[2886628],[2888360],[2888504],[2889335],[2889662],[2891082],[2892119],[2892263],[2892394],[2893788],[2895494],[2896368],[2897288],[2898994] ] cell #6213 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2744363],[2791119],[2814861],[2830862],[2836921],[2849497],[2855454],[2860458],[2861887],[2865121],[2872269],[2874558],[2878981],[2882215],[2887045], [2288720,2843573],[2352958,2812366],[2382026,2860723],[2382327,2860733],[2440104,2836178],[2463368,2843053],[2466253,2873497],[2466827,2873734],[2517811,2854694],[2528200,2817480],[2535616,2882086],[2539399,2860291],[2542132,2883184],[2574283,2770680],[2576982,2886452],[2584744,2868248],[2596470,2840267],[2603118,2889325],[2605873,2873217],[2620183,2890906],[2636710,2802661],[2638428,2878656],[2639004,2892384],[2653954,2893612],[2655370,2857893],[2661716,2882129],[2675870,2861562],[2676446,2895484],[2688565,2896192],[2689981,2828297],[2692372,2886542],[2700923,2896966],[2703143,2870692],[2704690,2888778],[2705266,2897278],[2724322,2890996],[2732119,2898882],[2732443,2847920],[2733990,2876291],[2734566,2898984],[2736846,2878152],[2744939,2899475],[2748507,2893702],[2757058,2900183],[2760039,2861058],[2763666,2884350],[2768061,2884853],[2770318,2900712],[2770991,2900702],[2772898,2896282],[2781451,2897056],[2783602,2869673],[2789248,2901394],[2791695,2901496],[2795831,2874472],[2799315,2891218],[2799920,2846901],[2802332,2876472],[2802379,2876616],[2802828,2891616],[2803547,2876926],[2810466,2893199],[2817118,2902211],[2817791,2902201],[2819698,2900273],[2821226,2900359],[2823503,2883933],[2825858,2884763],[2827349,2895884],[2827954,2864016],[2828106,2885356],[2828205,2864538],[2833437,2886959],[2839938,2888959],[2839985,2889103],[2840434,2897676],[2841153,2889413],[2842691,2901506],[2843364,2898323],[2844979,2890598],[2848006,2891526],[2848600,2848850],[2853099,2892782],[2855281,2899485],[2856945,2899875],[2857550,2881110],[2857702,2894205],[2857801,2881632],[2859962,2894804],[2860009,2894948],[2861743,2883843],[2867751,2896658],[2869178,2887844],[2869491,2897142],[2869538,2887788],[2870778,2897586],[2871372,2871622],[2873026,2898179],[2873125,2889935],[2878837,2892692],[2879813,2892965],[2880053,2893285],[2880152,2893429],[2882809,2883059],[2887305,2887644] ] cell #6214 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2802694],[2828490],[2836211],[2840300],[2844525],[2848759],[2854887],[2858086],[2860324],[2864084],[2867297],[2869087],[2871531],[2873410],[2873767],[2875787],[2879359],[2881178],[2882968],[2883377],[2883444], [2004486,2885270],[2173915,2894119],[2286148,2898093],[2356450,2899594],[2440137,2901063],[2466860,2901615],[2518016,2902004],[2539432,2902267],[2587428,2887463],[2596503,2902651],[2606078,2902677],[2636743,2901812],[2655575,2902870],[2664400,2894623],[2690186,2902436],[2703818,2901186],[2706665,2897397],[2717483,2890325],[2733118,2901838],[2735965,2899103],[2747408,2899687],[2758679,2894984],[2762813,2900505],[2771799,2900768],[2783511,2888274],[2790247,2897814],[2793094,2890150],[2796367,2898551],[2803456,2892033],[2809613,2899165],[2818599,2894398],[2823412,2895603],[2833973,2896470],[2841062,2889481],[2853008,2892503] ] cell #6215 : |C| = 210 W-rep = phi[210,21] special rep = phi[210,21] , dim = 210 orbit = A3 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 210 210 tau_infinity subcells with 1 member(s) subcells = [ [2088204],[2105919],[2117834],[2221302],[2224114],[2246844],[2264559],[2276474],[2322469],[2328170],[2351613],[2367973],[2370785],[2379888],[2393787],[2440550],[2443432],[2456322],[2462023],[2464835],[2473740],[2495350],[2514313],[2518240],[2518488],[2521486],[2539845],[2540707],[2542727],[2548345],[2564070],[2580765],[2587498],[2587567],[2587865],[2590495],[2602375],[2606302],[2606550],[2609548],[2614281],[2622865],[2625195],[2627534],[2642012],[2647363],[2648010],[2648094],[2655799],[2656047],[2657737],[2664470],[2664539],[2664837],[2667467],[2680450],[2682328],[2682663],[2684658],[2690410],[2690658],[2695021],[2699355],[2700152],[2705935],[2706735],[2706804],[2707102],[2708274],[2713625],[2714272],[2714356],[2720708],[2721492],[2726977],[2727761],[2731027],[2735235],[2736035],[2736104],[2736402],[2739250],[2743613],[2747478],[2748071],[2748943],[2749773],[2749857],[2750821],[2751156],[2753151],[2755490],[2756287],[2758903],[2759151],[2761657],[2766070],[2766771],[2769284],[2770068],[2771869],[2772462],[2773334],[2774164],[2774248],[2776647],[2777837],[2778621],[2783329],[2783685],[2784106],[2784890],[2785591],[2788156],[2790369],[2792364],[2793164],[2793233],[2796437],[2796757],[2798772],[2801538],[2803274],[2803630],[2804051],[2804835],[2805536],[2806267],[2807519],[2808457],[2810970],[2811665],[2811754],[2812870],[2812971],[2813119],[2813571],[2816084],[2816868],[2818669],[2819262],[2820134],[2821048],[2821267],[2821980],[2823586],[2823789],[2824183],[2825435],[2828880],[2828972],[2829120],[2829572],[2831371],[2834043],[2834363],[2835055],[2835549],[2836378],[2836663],[2839144],[2841236],[2841657],[2842352],[2842441],[2843938],[2844883],[2845013],[2845295],[2845592],[2847327],[2849136],[2849239],[2851122],[2853182],[2853385],[2853779],[2854361],[2855031],[2858476],[2858716],[2859168],[2859662],[2860962],[2861322],[2861678],[2862169],[2863497],[2864442],[2864854],[2867655],[2867785],[2868067],[2868364],[2871908],[2872884],[2873852],[2874376],[2875691],[2876407],[2878416],[2878772],[2879263],[2881536],[2881948],[2884650],[2885174],[2886863],[2888894],[2894023] ] cell #6216 : |C| = 135 W-rep = phi[15,28]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2224508],[2288727],[2322884],[2371179],[2382101],[2382335],[2412191],[2456737],[2465229],[2466308],[2466898],[2489645],[2521880],[2532717],[2535716],[2541122],[2542171],[2544404],[2577082],[2590910],[2596670],[2603196],[2607375],[2614674],[2620283],[2623593],[2629755],[2638071],[2639082],[2650481],[2654054],[2661762],[2675513],[2676524],[2683056],[2684543],[2688665],[2692418],[2695414],[2698361],[2701023],[2704333],[2705344],[2710495],[2724368],[2731040],[2732219],[2733633],[2734644],[2737588],[2744006],[2745017],[2748553],[2751549],[2753036],[2757158],[2757711],[2762993],[2764408],[2770726],[2771069],[2772944],[2781497],[2783079],[2784344],[2788169],[2789348],[2790762],[2791773],[2792249],[2795377],[2802708],[2802874],[2804289],[2809793],[2812412],[2812755],[2817526],[2817869],[2819744],[2820147],[2821326],[2822756],[2826953],[2827500],[2828309],[2832983],[2836225],[2836391],[2840314],[2840480],[2843099],[2843442],[2847445],[2848103],[2852352],[2853897],[2854706],[2857096],[2857905],[2860338],[2863564],[2868431],[2870875],[2873229], [2518030,2811208],[2606092,2841895],[2655589,2856549],[2690200,2866216],[2703832,2870217],[2733132,2877470],[2747227,2880658],[2758693,2860504],[2762827,2884602],[2771618,2885957],[2790261,2872420],[2796186,2891084],[2809627,2878404],[2818418,2882312],[2833792,2886630] ] cell #6217 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2781202],[2819449],[2838304],[2843269],[2850880],[2856179],[2859039],[2865846],[2867106],[2870146],[2872349],[2875488],[2877399],[2878333],[2884531], [2118218,2802407],[2186731,2821435],[2224436,2828255],[2276858,2840013],[2288448,2843392],[2288676,2843543],[2322104,2848578],[2371107,2857851],[2380272,2860037],[2381356,2860414],[2382029,2860575],[2407839,2863911],[2443816,2869566],[2455957,2871350],[2459122,2872078],[2465157,2873175],[2466230,2873500],[2468837,2873872],[2506109,2878123],[2521808,2880202],[2528365,2881005],[2535593,2882089],[2540342,2882787],[2548793,2822734],[2555222,2884321],[2559167,2863542],[2575862,2886359],[2576959,2886455],[2590130,2887822],[2594171,2888245],[2603023,2889308],[2619063,2890813],[2620160,2890909],[2627982,2848081],[2634411,2892004],[2638909,2892367],[2642460,2852330],[2645869,2892917],[2648889,2854176],[2652834,2880636],[2653931,2893615],[2676351,2895467],[2684370,2828080],[2684441,2770284],[2685631,2886230],[2687445,2885935],[2688542,2896195],[2692123,2896444],[2699803,2868409],[2700900,2868666],[2705171,2897261],[2708722,2870853],[2715151,2872699],[2722320,2891062],[2724073,2898525],[2731093,2802336],[2731305,2877856],[2732096,2892227],[2734471,2898967],[2744844,2879520],[2748258,2899661],[2752863,2857676],[2752934,2817084],[2754124,2880931],[2755938,2882290],[2757035,2882547],[2761528,2895461],[2770295,2886286],[2770896,2896348],[2772649,2900742],[2779449,2886608],[2788222,2839942],[2788434,2870603],[2789225,2888468],[2791600,2889642],[2792076,2873000],[2792147,2842657],[2793337,2843340],[2795306,2890873],[2800698,2901755],[2801409,2898961],[2802156,2892214],[2808328,2892361],[2812582,2880027],[2812653,2855247],[2817095,2880987],[2817696,2893768],[2820200,2859966],[2820412,2859478],[2821203,2860557],[2826583,2900619],[2827429,2896159],[2832912,2886419],[2834926,2887237],[2835365,2836656],[2836444,2869495],[2839015,2897255],[2839762,2888455],[2842668,2872755],[2847374,2898742],[2853826,2879215],[2854232,2855258],[2857025,2893579],[2859786,2882534],[2868653,2869315] ] cell #6218 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2152694],[2283864],[2364073],[2390174],[2403578],[2421982],[2445435],[2491737],[2497453],[2510700],[2522829],[2524104],[2542508],[2551277],[2566071],[2566169],[2568912],[2570187],[2586882],[2591754],[2598762],[2604478],[2616370],[2617092],[2629598],[2630466],[2631994],[2644944],[2648268],[2648732],[2659738],[2659836],[2662579],[2663854],[2671613],[2671692],[2673228],[2684752],[2685474],[2697110],[2697832],[2700379],[2702287],[2710338],[2711206],[2712734],[2714530],[2714994],[2715626],[2715724],[2717338],[2720381],[2720432],[2729733],[2729812],[2731348],[2740106],[2740185],[2741721],[2745702],[2746424],[2746522],[2750031],[2753245],[2753967],[2756514],[2757554],[2758422],[2758757],[2761411],[2767538],[2767617],[2768957],[2769008],[2774422],[2777510],[2777561],[2780593],[2780672],[2781350],[2782208],[2782922],[2785136],[2785818],[2786862],[2786941],[2788477],[2790615],[2792458],[2793180],[2793278],[2793531],[2800097],[2800148],[2801292],[2805081],[2805763],[2807765],[2808211],[2810643],[2810694],[2811243],[2811322],[2814338],[2814417],[2815757],[2815808],[2818840],[2818919],[2819597],[2820455],[2820964],[2821169],[2825681],[2826466],[2830339],[2830418],[2832471],[2832550],[2834809],[2835222],[2835273],[2837703],[2837754],[2838452],[2838898],[2840880],[2841330],[2841381],[2841930],[2842009],[2843142],[2846692],[2846771],[2850279],[2850330],[2851028],[2851576],[2851937],[2851988],[2854115],[2856062],[2856584],[2856663],[2858568],[2858922],[2859335],[2859386],[2862623],[2862984],[2863035],[2865729],[2866251],[2866330],[2866496],[2866710],[2866989],[2870099],[2870460],[2870511],[2872011],[2872638],[2874878],[2875092],[2875371],[2877352],[2877713],[2877764],[2877954],[2878056],[2880377],[2880591],[2880870],[2884152],[2884254],[2885676],[2885890],[2886169],[2886339],[2888076],[2888178],[2890509],[2890793],[2891835],[2891937],[2893499],[2895235],[2896079],[2898388] ] cell #6219 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2744494],[2791250],[2814992],[2821096],[2830993],[2837841],[2841468],[2850417],[2852075],[2856092],[2858952],[2863122],[2865759],[2867019],[2875401], [2004885,2828560],[2077076,2843572],[2118145,2848933],[2174314,2858156],[2186460,2860680],[2186679,2860738],[2223594,2864572],[2276785,2871705],[2286547,2873480],[2287672,2873510],[2288375,2873699],[2317248,2876051],[2356849,2854957],[2370265,2881666],[2373663,2882099],[2380199,2883142],[2381325,2883189],[2384283,2883479],[2426288,2886465],[2443743,2869261],[2451101,2888538],[2459091,2889330],[2464315,2889969],[2473966,2795299],[2481336,2890919],[2485846,2847367],[2504809,2892328],[2506078,2892389],[2520966,2879847],[2525583,2893625],[2535486,2894383],[2553922,2895428],[2555191,2895489],[2564296,2827422],[2571666,2896205],[2576852,2896455],[2580991,2832905],[2584875,2887223],[2588361,2868676],[2592871,2870139],[2594140,2897283],[2620053,2898536],[2629525,2802149],[2630962,2892237],[2633111,2877392],[2634380,2898989],[2638559,2892347],[2647589,2853819],[2648858,2879535],[2653824,2899672],[2657963,2857018],[2665333,2882557],[2673869,2884524],[2676001,2895447],[2684436,2770213],[2684673,2886289],[2685600,2896363],[2688435,2900753],[2700793,2868646],[2704821,2897241],[2710265,2839755],[2711702,2888478],[2713851,2872342],[2715120,2889657],[2720519,2890866],[2731096,2731216],[2731274,2877851],[2731989,2892207],[2734121,2898947],[2742362,2878326],[2752929,2817013],[2753166,2880990],[2754093,2893783],[2756928,2882527],[2757481,2859779],[2758918,2860560],[2761441,2884252],[2768192,2900605],[2769095,2896152],[2770024,2886199],[2777648,2886412],[2782849,2869308],[2788225,2788345],[2788403,2870598],[2789118,2888448],[2792142,2842586],[2792379,2872758],[2793306,2843335],[2800235,2898735],[2801322,2891935],[2808241,2878054],[2810781,2879208],[2812648,2855176],[2812885,2854235],[2815895,2893572],[2816824,2880900],[2820203,2820323],[2820381,2859473],[2826496,2895795],[2834839,2868218],[2835360,2836625],[2836447,2836567],[2838928,2888176],[2842397,2872668],[2854145,2854987] ] cell #6220 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2744433],[2791189],[2814931],[2830932],[2837237],[2849813],[2855644],[2860528],[2862074],[2865311],[2872585],[2874653],[2879168],[2882405],[2887140], [2225498,2885532],[2288729,2873799],[2323811,2891733],[2355809,2879716],[2372169,2894381],[2382249,2883344],[2382325,2883421],[2412979,2895976],[2442754,2887580],[2457664,2897793],[2466219,2889838],[2466248,2890168],[2467041,2890252],[2489669,2898744],[2520101,2893104],[2533505,2899967],[2535611,2894432],[2542049,2894740],[2542134,2894997],[2544428,2900413],[2576977,2896523],[2584814,2896823],[2596694,2901256],[2603120,2897836],[2608163,2897998],[2614698,2844591],[2620178,2898604],[2623617,2847035],[2638095,2901912],[2638498,2899261],[2639006,2899198],[2653949,2899740],[2661786,2900040],[2675537,2902388],[2675940,2895270],[2676448,2900538],[2683080,2864150],[2688560,2900821],[2692442,2900889],[2695438,2867363],[2700918,2887475],[2704357,2869807],[2704760,2901282],[2705268,2901219],[2724392,2901711],[2731064,2848593],[2732114,2899115],[2733657,2877060],[2734060,2898770],[2734568,2901871],[2744030,2879425],[2744941,2893077],[2748577,2902093],[2751573,2881244],[2757053,2894635],[2763017,2883999],[2768131,2900594],[2770195,2828183],[2770313,2896410],[2770993,2900843],[2772968,2902464],[2781521,2887529],[2788193,2871365],[2789243,2897409],[2790786,2889547],[2791697,2897971],[2795542,2890575],[2799631,2898707],[2802251,2802304],[2802381,2876803],[2802898,2891682],[2809817,2892848],[2816995,2857779],[2817113,2893830],[2817793,2899762],[2819768,2894689],[2820171,2882802],[2821221,2883291],[2822849,2883810],[2826048,2895749],[2827665,2895861],[2828099,2885451],[2833148,2896635],[2836415,2887837],[2839857,2839910],[2839987,2889290],[2840504,2897742],[2842568,2873103],[2842686,2889704],[2843366,2873681],[2848196,2891493],[2852445,2892659],[2854062,2892942],[2855158,2880130],[2855276,2879582],[2857261,2899852],[2857695,2894300],[2859881,2859934],[2860011,2882770],[2868524,2887272],[2868889,2869540],[2869410,2869463],[2870968,2897553],[2873019,2889757],[2879635,2880046] ] cell #6221 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2802697],[2828489],[2836214],[2840303],[2844524],[2848758],[2854886],[2858085],[2860327],[2860769],[2864083],[2867296],[2869086],[2871530],[2873409],[2873770],[2875786],[2879358],[2881177],[2882967],[2883376], [2004492,2770142],[2173921,2816942],[2286154,2842515],[2356456,2855105],[2440143,2868724],[2466866,2873628],[2518019,2879542],[2539438,2882605],[2587427,2887462],[2596509,2888526],[2606081,2889664],[2636749,2892285],[2655578,2893790],[2664399,2894622],[2690189,2896370],[2703821,2897290],[2706664,2897396],[2717489,2873781],[2733121,2898996],[2735964,2899102],[2747407,2899686],[2758682,2883196],[2762816,2895496],[2771798,2900767],[2783510,2888273],[2790250,2889337],[2793093,2890149],[2796366,2898550],[2803455,2892032],[2809616,2892396],[2818598,2894397],[2823411,2895602],[2833972,2896469],[2841061,2889480],[2853007,2892502] ] cell #6222 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2004653],[2077042],[2117936],[2174082],[2185673],[2211743],[2223768],[2276576],[2279500],[2286315],[2287629],[2318611],[2337644],[2352361],[2356617],[2358414],[2370439],[2373620],[2379990],[2392290],[2398509],[2416323],[2426245],[2441022],[2443534],[2448054],[2452464],[2458747],[2462771],[2464489],[2467027],[2476514],[2481293],[2495822],[2500072],[2505734],[2512816],[2519035],[2519238],[2521140],[2525540],[2527603],[2536849],[2540317],[2542829],[2549498],[2554847],[2566844],[2567698],[2567901],[2571623],[2573686],[2574636],[2583539],[2585454],[2587945],[2588318],[2588998],[2592110],[2593796],[2602847],[2607097],[2607300],[2609202],[2615059],[2617837],[2628687],[2630546],[2630919],[2632350],[2634036],[2643165],[2646146],[2648514],[2650137],[2651608],[2651978],[2660511],[2661365],[2661568],[2662426],[2664917],[2665290],[2667353],[2672129],[2673584],[2681127],[2681913],[2683441],[2685256],[2686219],[2686589],[2693485],[2695799],[2698577],[2700508],[2703610],[2709427],[2711286],[2711659],[2712408],[2713090],[2714776],[2716399],[2718232],[2719143],[2721867],[2725435],[2728136],[2729005],[2730249],[2731704],[2732910],[2738509],[2740622],[2742077],[2744391],[2749620],[2750406],[2751934],[2753749],[2754712],[2755082],[2756643],[2759700],[2761694],[2762605],[2765329],[2766808],[2767719],[2770443],[2774011],[2775361],[2776272],[2778996],[2782564],[2785265],[2785947],[2786134],[2787378],[2788833],[2790039],[2791147],[2795492],[2797486],[2798397],[2799581],[2801575],[2802486],[2805210],[2805892],[2806500],[2808494],[2809405],[2812129],[2813608],[2814519],[2814889],[2817243],[2820811],[2824416],[2827615],[2829609],[2830520],[2830890],[2833098],[2835092],[2836003],[2836949],[2837187],[2839181],[2840092],[2842816],[2843498],[2845332],[2849525],[2849763],[2854012],[2857211],[2859205],[2860116],[2860486],[2861915],[2862024],[2868104],[2872297],[2872535],[2879009],[2879118] ] cell #6223 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2004654],[2077043],[2117940],[2174083],[2185674],[2211747],[2223772],[2276580],[2279501],[2286316],[2287628],[2318615],[2337645],[2352365],[2356618],[2358418],[2370443],[2373619],[2379994],[2392294],[2398510],[2416327],[2426244],[2441023],[2443538],[2448055],[2452468],[2458745],[2462775],[2464493],[2467028],[2476518],[2481292],[2495823],[2500073],[2505732],[2512820],[2519036],[2519242],[2521144],[2525539],[2527607],[2536853],[2540318],[2542833],[2549502],[2554845],[2566848],[2567699],[2567905],[2571622],[2573690],[2574634],[2583543],[2585458],[2587947],[2588317],[2589002],[2592114],[2593794],[2602848],[2607098],[2607304],[2609206],[2615061],[2617835],[2628691],[2630548],[2630918],[2632354],[2634034],[2643169],[2646148],[2648512],[2650141],[2651606],[2651980],[2660515],[2661366],[2661572],[2662430],[2664919],[2665289],[2667357],[2672127],[2673588],[2681131],[2681915],[2683443],[2685254],[2686217],[2686591],[2693489],[2695801],[2698575],[2700512],[2703608],[2709431],[2711288],[2711658],[2712410],[2713094],[2714774],[2716403],[2718234],[2719141],[2721869],[2725439],[2728138],[2729003],[2730247],[2731708],[2732908],[2738511],[2740620],[2742081],[2744393],[2749624],[2750408],[2751936],[2753747],[2754710],[2755084],[2756647],[2759698],[2761696],[2762603],[2765331],[2766810],[2767717],[2770445],[2774015],[2775363],[2776270],[2778998],[2782568],[2785267],[2785951],[2786132],[2787376],[2788837],[2790037],[2791149],[2795490],[2797488],[2798395],[2799579],[2801577],[2802484],[2805212],[2805896],[2806498],[2808496],[2809403],[2812131],[2813610],[2814517],[2814891],[2817245],[2820815],[2824414],[2827613],[2829611],[2830518],[2830892],[2833096],[2835094],[2836001],[2836951],[2837185],[2839183],[2840090],[2842818],[2843502],[2845334],[2849527],[2849761],[2854010],[2857209],[2859207],[2860114],[2860488],[2861917],[2862022],[2868106],[2872299],[2872533],[2879011],[2879116] ] cell #6224 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2004655],[2077044],[2117945],[2174084],[2185675],[2196866],[2213226],[2223827],[2276585],[2279502],[2286317],[2287627],[2320094],[2337646],[2343537],[2352420],[2356619],[2359897],[2370498],[2373618],[2379999],[2398511],[2417806],[2426243],[2439037],[2441024],[2443543],[2448056],[2453947],[2458742],[2462830],[2464548],[2467029],[2477286],[2481291],[2495824],[2500074],[2505729],[2518953],[2519037],[2519247],[2521199],[2525538],[2527662],[2538332],[2540319],[2542838],[2549557],[2554842],[2567616],[2567700],[2567910],[2571621],[2573745],[2574631],[2584311],[2585513],[2587758],[2587950],[2588316],[2592169],[2593791],[2602849],[2607015],[2607099],[2607309],[2609261],[2615064],[2617832],[2628746],[2630551],[2630917],[2632409],[2634031],[2643224],[2646151],[2648190],[2648509],[2651603],[2651983],[2661283],[2661367],[2661577],[2662485],[2664730],[2664922],[2665288],[2667412],[2672124],[2673643],[2681186],[2681918],[2683446],[2685251],[2686214],[2686594],[2693544],[2695804],[2698572],[2703605],[2706995],[2709486],[2711291],[2711657],[2712413],[2713149],[2714452],[2714771],[2718237],[2719138],[2721872],[2725494],[2728141],[2729000],[2730244],[2731763],[2732905],[2736295],[2738514],[2740617],[2742136],[2749679],[2749953],[2750411],[2751939],[2753744],[2754707],[2755087],[2759695],[2761699],[2762600],[2765334],[2766813],[2767714],[2770448],[2774070],[2774344],[2775366],[2776267],[2779001],[2782623],[2784199],[2785270],[2786129],[2787373],[2788892],[2790034],[2793424],[2795487],[2797491],[2798392],[2799576],[2801580],[2802481],[2804144],[2805215],[2806495],[2808499],[2809400],[2812134],[2813613],[2814514],[2817248],[2820870],[2821144],[2823882],[2824411],[2827610],[2829614],[2830515],[2833093],[2835097],[2835998],[2837182],[2839186],[2840087],[2841750],[2842821],[2845337],[2849758],[2853478],[2854007],[2857206],[2859210],[2860111],[2862019],[2868109],[2872530],[2879113] ] cell #6225 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2648177],[2714439],[2749940],[2774331],[2784186],[2804131],[2813521],[2821131],[2823869],[2829522],[2841737],[2845245],[2853465],[2859118],[2868017], [2005892,2566464],[2119114,2629817],[2156384,2746817],[2175321,2660131],[2224525,2684207],[2260039,2783141],[2277754,2710557],[2287554,2716019],[2317283,2728937],[2354836,2812419],[2371196,2752700],[2381168,2757773],[2382319,2667676],[2384318,2759632],[2436226,2834410],[2451136,2786066],[2465246,2791913],[2467115,2717196],[2467257,2609933],[2474001,2795424],[2485881,2799513],[2504844,2806432],[2505397,2851384],[2535521,2818044],[2542138,2758465],[2543039,2667896],[2553957,2824348],[2554510,2862431],[2564331,2827547],[2576887,2831778],[2581026,2833030],[2592906,2837119],[2593459,2869907],[2603124,2789563],[2609029,2716754],[2620088,2845999],[2629560,2848613],[2629699,2848645],[2633146,2849695],[2633699,2877160],[2639010,2806830],[2647624,2853944],[2653859,2855891],[2657998,2857143],[2661848,2754507],[2673904,2861956],[2676452,2824746],[2681447,2884924],[2684510,2864481],[2688470,2865558],[2692504,2775794],[2700828,2868771],[2705272,2837517],[2710300,2871385],[2710439,2871417],[2713886,2872467],[2720788,2874273],[2724454,2797919],[2727057,2891253],[2732024,2876685],[2734572,2850093],[2742397,2879050],[2744945,2854342],[2748639,2814041],[2753003,2881575],[2756963,2882652],[2757516,2882822],[2757655,2882854],[2761607,2861465],[2766721,2884824],[2769364,2885071],[2770997,2864835],[2773030,2830042],[2777917,2886760],[2781583,2835525],[2782884,2887857],[2783023,2887889],[2789153,2889172],[2791701,2872865],[2792216,2889878],[2801488,2876194],[2802385,2849216],[2802960,2849112],[2808407,2878559],[2811050,2893000],[2811668,2880217],[2812722,2893372],[2816164,2893920],[2817797,2881929],[2819830,2859638],[2821270,2860590],[2828132,2864804],[2828270,2828883],[2835005,2887366],[2835629,2869544],[2839094,2888681],[2839991,2871988],[2840566,2871884],[2842355,2873190],[2843370,2843409],[2854311,2880079],[2857728,2881898],[2857866,2858479],[2859742,2860015],[2872834,2873052] ] cell #6226 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2648176],[2714438],[2749939],[2774330],[2784185],[2804130],[2813520],[2821130],[2823868],[2829521],[2841736],[2845244],[2853464],[2859117],[2868016], [2005894,2885533],[2119113,2891732],[2156386,2879717],[2175323,2894382],[2224524,2895975],[2260038,2887579],[2277753,2897792],[2287556,2889839],[2288730,2873800],[2317282,2898743],[2354835,2893103],[2371195,2899966],[2381167,2894739],[2382321,2883345],[2382326,2883424],[2384317,2900408],[2436225,2896853],[2451135,2901255],[2465245,2897997],[2466249,2890200],[2467114,2890251],[2474000,2795425],[2485880,2799514],[2504843,2901907],[2505396,2892579],[2535520,2900070],[2535612,2894525],[2542137,2895018],[2553956,2902383],[2554509,2883730],[2564330,2827548],[2576886,2900900],[2576978,2896569],[2581025,2833031],[2592905,2837120],[2593458,2897473],[2603123,2897895],[2620087,2901722],[2620179,2898650],[2629559,2848614],[2633145,2849696],[2633698,2891413],[2639009,2899226],[2647623,2853945],[2653858,2899691],[2653950,2893672],[2657997,2857144],[2673903,2861957],[2676451,2900566],[2681446,2895700],[2684509,2828182],[2688469,2900772],[2688561,2896252],[2700827,2868772],[2700919,2868664],[2705271,2897314],[2710299,2871386],[2713885,2872468],[2720787,2874274],[2727056,2891254],[2731098,2802305],[2732023,2876686],[2732115,2892225],[2734571,2899020],[2742396,2879051],[2744944,2879526],[2753002,2857778],[2756962,2882653],[2757054,2882545],[2757515,2882823],[2761606,2861464],[2766720,2884823],[2769363,2885072],[2770314,2886291],[2770996,2896354],[2777916,2886761],[2782883,2887858],[2788227,2839911],[2789152,2889173],[2789244,2888466],[2791700,2889648],[2792215,2873102],[2801487,2876193],[2802384,2849215],[2808406,2878558],[2811049,2893001],[2812721,2880129],[2816163,2893921],[2817114,2880992],[2817796,2893774],[2820205,2859935],[2821222,2860562],[2828131,2864803],[2835004,2887365],[2835628,2869543],[2836449,2869464],[2839093,2888680],[2839990,2871987],[2842687,2872760],[2843369,2843408],[2854237,2855277],[2854310,2880078],[2857727,2881897],[2859741,2860014],[2872833,2873051] ] cell #6227 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2648180],[2714442],[2749943],[2774334],[2784189],[2804134],[2813550],[2821134],[2823872],[2829551],[2841740],[2845274],[2853468],[2859147],[2868046], [2005964,2864959],[2077077,2843566],[2119187,2876791],[2156456,2854466],[2175393,2882053],[2186602,2860641],[2186676,2860744],[2224528,2885405],[2260112,2868877],[2277827,2889278],[2287626,2872989],[2287666,2873537],[2288523,2873669],[2317286,2891377],[2354839,2879589],[2371199,2894254],[2373657,2882167],[2381241,2882758],[2381331,2883207],[2384321,2895159],[2426282,2886580],[2436229,2887242],[2451139,2897437],[2459097,2889374],[2465249,2889711],[2474004,2795446],[2481330,2891034],[2485884,2799535],[2504847,2899150],[2505400,2892629],[2506084,2892464],[2525577,2893740],[2535524,2894402],[2553960,2900490],[2554513,2883780],[2555197,2895564],[2564334,2827569],[2571660,2896320],[2576890,2896493],[2581029,2833052],[2588355,2868691],[2592909,2837141],[2593462,2897523],[2594146,2897358],[2620091,2898574],[2629563,2802167],[2630956,2892252],[2633149,2849717],[2633702,2891463],[2634386,2899064],[2647627,2853966],[2648864,2879544],[2653862,2899710],[2658001,2857165],[2665327,2882572],[2673907,2861978],[2681450,2895719],[2684513,2770183],[2684667,2886293],[2685606,2896372],[2688473,2900791],[2700831,2868793],[2710303,2839773],[2711696,2888493],[2713889,2872489],[2715126,2889666],[2720791,2874365],[2727060,2891298],[2731100,2731177],[2731280,2849219],[2732027,2876707],[2742400,2879072],[2753006,2816983],[2753160,2880994],[2754099,2893792],[2756966,2882674],[2757519,2859797],[2758912,2860564],[2761636,2861600],[2766750,2884891],[2769367,2885163],[2770051,2864833],[2777920,2886852],[2782887,2869326],[2788229,2788306],[2788409,2871991],[2789156,2889194],[2792219,2842556],[2792373,2872762],[2793312,2843412],[2801517,2876329],[2808436,2878694],[2811053,2879252],[2812725,2855146],[2812879,2854239],[2816167,2894012],[2816851,2881927],[2820207,2820284],[2820387,2859745],[2835034,2868286],[2835632,2836631],[2836451,2836528],[2839123,2888816],[2842424,2872863],[2854340,2855014] ] cell #6228 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2041481],[2181737],[2269181],[2297625],[2312535],[2332792],[2358703],[2410247],[2416612],[2431478],[2444932],[2446388],[2466645],[2476803],[2493752],[2493866],[2496950],[2498406],[2517369],[2522806],[2530773],[2537138],[2550774],[2551598],[2566155],[2567133],[2568889],[2583828],[2587662],[2588186],[2600777],[2600891],[2603975],[2605431],[2614424],[2614513],[2616347],[2629963],[2630787],[2644441],[2645265],[2648254],[2650426],[2659822],[2660800],[2662556],[2664634],[2665158],[2665869],[2665983],[2667767],[2671484],[2671590],[2682806],[2682895],[2684729],[2695164],[2695253],[2697087],[2701784],[2702608],[2702722],[2706899],[2710703],[2711527],[2714516],[2715710],[2716688],[2717070],[2720342],[2727904],[2727993],[2729604],[2729710],[2736199],[2739977],[2740083],[2743756],[2743845],[2744665],[2745679],[2746508],[2749212],[2750017],[2751299],[2751388],[2753222],[2755759],[2757919],[2758743],[2758857],[2759133],[2767409],[2767515],[2768918],[2773603],[2774408],[2776916],[2777471],[2780464],[2780570],[2781247],[2781336],[2785033],[2785122],[2786733],[2786839],[2790512],[2790601],[2791421],[2792435],[2793028],[2793264],[2799041],[2800058],[2804978],[2805067],[2807662],[2807751],[2810604],[2811114],[2811220],[2814209],[2814315],[2815163],[2815718],[2818178],[2818711],[2818817],[2819494],[2819583],[2820941],[2825578],[2825667],[2830210],[2830316],[2831164],[2831912],[2832342],[2832448],[2835183],[2837664],[2838349],[2838438],[2840857],[2841291],[2841801],[2841907],[2846133],[2846563],[2846669],[2850240],[2850925],[2851014],[2851120],[2851553],[2851898],[2856025],[2856455],[2856561],[2858492],[2859296],[2862167],[2862600],[2862945],[2865692],[2866122],[2866228],[2866396],[2866634],[2869643],[2870076],[2870421],[2874778],[2875016],[2876896],[2877329],[2877674],[2877881],[2880277],[2880515],[2883624],[2884079],[2885576],[2885814],[2888003],[2890456],[2891762],[2895193] ] cell #6229 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2648075],[2714337],[2749838],[2774229],[2783666],[2803611],[2813183],[2821029],[2823567],[2829184],[2841217],[2845077],[2853163],[2858780],[2867849], [2077071,2843570],[2153296,2854955],[2186387,2860678],[2186677,2860736],[2257090,2869263],[2284466,2873478],[2287670,2873520],[2288301,2873701],[2352109,2879851],[2364675,2858154],[2373661,2882150],[2378219,2883144],[2381323,2883199],[2422584,2828558],[2426286,2886563],[2436124,2887252],[2450826,2871707],[2459089,2889366],[2462519,2889973],[2481334,2891017],[2502844,2848935],[2505295,2892639],[2506076,2892456],[2525581,2893723],[2527351,2881670],[2535419,2894412],[2554408,2883790],[2555189,2895556],[2571664,2896303],[2573434,2864576],[2576785,2896503],[2588359,2887484],[2591150,2888567],[2593357,2897533],[2594138,2897350],[2619986,2898584],[2630960,2899124],[2631390,2876080],[2633597,2891473],[2634378,2899056],[2637440,2892407],[2648856,2893084],[2653757,2899720],[2665331,2894644],[2669403,2883558],[2674882,2895507],[2681345,2895729],[2684671,2900865],[2685598,2900850],[2688368,2900801],[2700726,2887733],[2703702,2836866],[2711700,2897418],[2715118,2897978],[2721254,2844924],[2726537,2891290],[2727523,2799260],[2731214,2848642],[2731272,2848914],[2731922,2876561],[2733002,2849442],[2743375,2879758],[2753164,2899784],[2754091,2899769],[2756861,2894893],[2758916,2895046],[2762697,2861832],[2766383,2884874],[2768844,2885155],[2769830,2827294],[2770034,2864636],[2770215,2828236],[2778383,2867696],[2788343,2871414],[2788401,2871686],[2789051,2889048],[2790131,2872214],[2792377,2897993],[2793304,2890305],[2796113,2874357],[2801150,2876312],[2802159,2802578],[2809497,2878926],[2812883,2893099],[2815644,2894004],[2816630,2856890],[2816834,2881730],[2817015,2857832],[2820321,2882851],[2820379,2883123],[2823295,2861583],[2833719,2886844],[2836095,2869318],[2836565,2887886],[2836623,2869242],[2838756,2888799],[2839765,2840184],[2842407,2890033],[2842588,2873156],[2852891,2878677],[2854633,2879244],[2854997,2879911],[2855178,2880183],[2859789,2860208],[2868269,2868970] ] cell #6230 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2648076],[2714338],[2749839],[2774230],[2783667],[2803612],[2813184],[2821030],[2823568],[2829185],[2841218],[2845078],[2853164],[2858781],[2867850], [2077072,2843564],[2153297,2854464],[2186388,2860639],[2186674,2860737],[2257091,2868880],[2284467,2872987],[2287664,2873521],[2288302,2873672],[2352110,2879596],[2364676,2882051],[2373655,2882151],[2378220,2882761],[2381324,2883200],[2422585,2864957],[2426280,2886564],[2436125,2887249],[2450827,2889281],[2459090,2889367],[2462520,2889718],[2481328,2891018],[2502845,2876794],[2505296,2892636],[2506077,2892457],[2525575,2893724],[2527352,2894261],[2535420,2894409],[2554409,2883787],[2555190,2895557],[2571658,2896304],[2573435,2885412],[2576786,2896500],[2588353,2887485],[2591151,2897448],[2593358,2897530],[2594139,2897351],[2619987,2898581],[2630954,2899125],[2631391,2891388],[2633598,2891470],[2634379,2899057],[2637441,2899178],[2648857,2893085],[2653758,2899717],[2665325,2894645],[2669404,2895187],[2674883,2900518],[2681346,2895726],[2684665,2900866],[2685599,2900851],[2688369,2900798],[2700727,2887734],[2703703,2836867],[2711694,2897419],[2715119,2897979],[2721255,2844925],[2726538,2891291],[2727524,2799261],[2731175,2848643],[2731273,2848915],[2731923,2876562],[2733003,2849443],[2743376,2879759],[2753158,2899785],[2754092,2899770],[2756862,2894894],[2758910,2895047],[2762698,2861833],[2766384,2884875],[2768845,2885156],[2769831,2827295],[2770035,2864637],[2770186,2828237],[2778384,2867697],[2788304,2871415],[2788402,2871687],[2789052,2889049],[2790132,2872215],[2792371,2897994],[2793305,2890306],[2796114,2874358],[2801151,2876313],[2802160,2802579],[2809498,2878927],[2812877,2893100],[2815645,2894005],[2816631,2856891],[2816835,2881731],[2816986,2857833],[2820282,2882852],[2820380,2883124],[2823296,2861584],[2833720,2886845],[2836096,2869319],[2836526,2887887],[2836624,2869243],[2838757,2888800],[2839766,2840185],[2842408,2890034],[2842559,2873157],[2852892,2878678],[2854634,2879245],[2854998,2879912],[2855149,2880184],[2859790,2860209],[2868270,2868971] ] cell #6231 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2648108],[2714370],[2749871],[2774262],[2783699],[2803644],[2813185],[2821062],[2823600],[2829186],[2841250],[2845079],[2853196],[2858782],[2867851], [2077075,2843565],[2154337,2854465],[2186532,2860640],[2186675,2860740],[2226538,2864958],[2258080,2868878],[2285507,2872988],[2287665,2873522],[2288449,2873670],[2324800,2876792],[2352975,2879590],[2373209,2882052],[2373656,2882152],[2379209,2882759],[2381327,2883198],[2413844,2885406],[2426281,2886565],[2436157,2887244],[2458653,2889279],[2459093,2889365],[2463385,2889712],[2481329,2891019],[2489730,2891378],[2505328,2892631],[2506080,2892455],[2525576,2893725],[2534370,2894255],[2535452,2894404],[2544489,2895160],[2554441,2883782],[2555193,2895555],[2571659,2896305],[2576818,2896495],[2588354,2887486],[2593390,2897525],[2594142,2897349],[2596755,2897438],[2614759,2844923],[2620019,2898576],[2623678,2799259],[2630955,2899126],[2633630,2891465],[2634382,2899055],[2638156,2899151],[2648860,2893083],[2653790,2899712],[2665326,2894646],[2675598,2900491],[2681378,2895721],[2683141,2827293],[2684666,2896411],[2685602,2900849],[2688401,2900793],[2695499,2867695],[2700759,2887732],[2704418,2836865],[2711695,2897420],[2715122,2897977],[2726570,2891289],[2731125,2802158],[2731176,2802252],[2731276,2848947],[2731955,2876560],[2733718,2849441],[2744091,2879757],[2751634,2856889],[2753159,2893831],[2754095,2899768],[2756894,2894892],[2758911,2883292],[2763078,2861831],[2766385,2884876],[2768877,2885154],[2770036,2864638],[2770184,2770227],[2788254,2839764],[2788305,2839858],[2788405,2871719],[2789084,2889047],[2790847,2872213],[2792372,2889705],[2793308,2873713],[2796146,2874356],[2801152,2876314],[2809878,2878925],[2812878,2879583],[2815677,2894003],[2816836,2881732],[2816984,2817027],[2820232,2859788],[2820283,2859882],[2820383,2883156],[2823297,2861585],[2833752,2886843],[2836476,2869317],[2836527,2869411],[2836627,2869275],[2838758,2888801],[2842409,2890035],[2842557,2842600],[2852893,2878679],[2854666,2879243],[2854999,2879913],[2855147,2855190],[2868271,2868972] ] cell #6232 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2700223],[2756358],[2785662],[2805607],[2813245],[2829246],[2836870],[2843213],[2845139],[2849446],[2858842],[2861836],[2867911],[2872218],[2878930], [2186724,2860764],[2257162,2869291],[2288373,2873729],[2288671,2873779],[2352888,2879991],[2378291,2883172],[2381351,2883203],[2381956,2883349],[2439394,2887700],[2450898,2871735],[2459117,2889370],[2463298,2890113],[2466228,2890156],[2502916,2848963],[2506104,2892460],[2514905,2892935],[2528130,2881810],[2535591,2894420],[2538689,2894860],[2555217,2895560],[2574213,2864716],[2576282,2896628],[2576957,2896511],[2594166,2897354],[2595760,2889015],[2602967,2897829],[2619483,2890568],[2620158,2898592],[2634406,2899060],[2636000,2876528],[2638853,2899191],[2648884,2893088],[2651389,2893855],[2653254,2899845],[2653929,2899728],[2676295,2900531],[2685626,2900854],[2686000,2885006],[2687865,2895854],[2688540,2900809],[2691203,2896481],[2700898,2896921],[2705115,2901212],[2715146,2897982],[2718651,2890421],[2723153,2898562],[2728533,2898700],[2731300,2901904],[2732094,2901894],[2734415,2901864],[2744788,2893266],[2747338,2855435],[2754119,2899773],[2757033,2900138],[2762113,2861724],[2766445,2895737],[2767227,2825839],[2770243,2864487],[2770293,2864698],[2770840,2885337],[2771729,2865102],[2780282,2887625],[2788429,2901252],[2789223,2901242],[2791544,2898160],[2793332,2898272],[2796297,2874539],[2799264,2891294],[2801212,2891481],[2801994,2847987],[2802163,2876565],[2802309,2848704],[2808913,2878818],[2817043,2881581],[2817093,2881792],[2817640,2894186],[2818529,2882196],[2820407,2900148],[2821201,2895108],[2823357,2883798],[2827298,2885159],[2828087,2828420],[2833903,2887026],[2836651,2896931],[2838818,2897541],[2839600,2870759],[2839769,2889052],[2839915,2871476],[2842616,2889884],[2842666,2890095],[2844928,2874361],[2852953,2892647],[2854817,2880034],[2855206,2893378],[2855256,2879973],[2856894,2894008],[2857683,2858016],[2859793,2894897],[2859939,2882913],[2867700,2886848],[2869032,2887260],[2869322,2887737],[2869468,2887948],[2873007,2873340],[2879248,2879762] ] cell #6233 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2382333],[2466306],[2535714],[2542167],[2577080],[2587432],[2603192],[2620281],[2629753],[2639078],[2654052],[2661679],[2664404],[2676520],[2684539],[2688663],[2692335],[2701021],[2705340],[2706669],[2710493],[2724285],[2726455],[2730957],[2732217],[2734640],[2735969],[2736648],[2745013],[2747282],[2747412],[2748470],[2753032],[2757156],[2757709],[2763468],[2768762],[2770724],[2771065],[2771673],[2771803],[2772861],[2781414],[2783077],[2783404],[2783513],[2783584],[2788086],[2789346],[2791769],[2792245],[2793098],[2795633],[2796031],[2796241],[2796371],[2802704],[2802791],[2803349],[2803458],[2803529],[2810268],[2812410],[2812751],[2815562],[2817524],[2817865],[2818473],[2818603],[2819661],[2820064],[2821324],[2822184],[2822775],[2823414],[2823485],[2827226],[2827756],[2828299],[2828364],[2828494],[2833239],[2833637],[2833847],[2833977],[2836221],[2836308],[2840310],[2840397],[2840955],[2841064],[2841135],[2843097],[2843438],[2844024],[2844527],[2844727],[2847531],[2847922],[2848122],[2848761],[2848832],[2851780],[2852371],[2853010],[2853081],[2853623],[2854551],[2854696],[2854761],[2854891],[2856822],[2857352],[2857895],[2857960],[2858090],[2860334],[2860421],[2861060],[2861564],[2862827],[2863583],[2864086],[2864286],[2866796],[2867299],[2867499],[2868250],[2868450],[2869089],[2869160],[2870303],[2870694],[2870894],[2871533],[2871604],[2872146],[2873219],[2873284],[2873414],[2875178],[2875789],[2875894],[2876293],[2877556],[2878154],[2878259],[2878658],[2879361],[2879561],[2880677],[2881180],[2881380],[2882131],[2882331],[2882970],[2883041],[2883381],[2884352],[2884457],[2884855],[2885976],[2886544],[2886649],[2887465],[2888276],[2888381],[2888780],[2889483],[2889683],[2890152],[2890998],[2891103],[2892035],[2892140],[2892505],[2893704],[2893809],[2894400],[2894625],[2895605],[2896284],[2896389],[2896472],[2897399],[2898553],[2899105],[2899689],[2900770] ] cell #6234 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2781095],[2819342],[2838197],[2850773],[2855475],[2865142],[2869675],[2873545],[2874579],[2876928],[2882236],[2883935],[2887066],[2889415],[2892784], [2382378,2860767],[2440171,2836212],[2466894,2873768],[2467195,2873777],[2518446,2854888],[2539466,2860325],[2542152,2883186],[2542685,2883378],[2587282,2869082],[2596537,2840301],[2603138,2889327],[2606508,2873411],[2609021,2890145],[2636777,2802695],[2639024,2892386],[2645762,2879233],[2656005,2858087],[2661840,2894393],[2664254,2882963],[2676466,2895486],[2690616,2828491],[2692016,2886833],[2692496,2896465],[2705286,2897280],[2706519,2871526],[2712024,2889355],[2723966,2874346],[2724446,2898546],[2734586,2898986],[2735819,2848754],[2737790,2892445],[2744959,2899477],[2746892,2881052],[2748151,2893993],[2748631,2899682],[2764610,2895545],[2771011,2900704],[2771283,2863958],[2772542,2885144],[2773022,2900763],[2774946,2886484],[2781575,2901058],[2784546,2897339],[2791715,2901498],[2794211,2873997],[2797071,2890938],[2800591,2891279],[2802399,2901814],[2802952,2901807],[2804491,2899045],[2811410,2899536],[2813193,2880302],[2817811,2902203],[2819822,2902262],[2823135,2883875],[2825879,2895691],[2826334,2863208],[2828251,2885272],[2828262,2885377],[2828625,2895945],[2829194,2885601],[2834677,2896998],[2840005,2902653],[2840558,2902646],[2842097,2901557],[2843384,2901617],[2845087,2890659],[2846903,2891220],[2848027,2898791],[2848482,2876118],[2848602,2891618],[2848699,2876493],[2852731,2892724],[2857847,2894121],[2857858,2894226],[2858221,2899936],[2858790,2894450],[2860029,2902269],[2860582,2900380],[2861764,2895291],[2864018,2895886],[2864457,2864646],[2867859,2896719],[2869558,2901065],[2870799,2901303],[2871254,2888605],[2871374,2897678],[2871471,2888980],[2873171,2898095],[2873182,2898200],[2874474,2890600],[2878858,2899282],[2879921,2893348],[2880198,2899596],[2880209,2893306],[2881112,2899877],[2881551,2881740],[2882811,2900275],[2882908,2894825],[2886961,2896660],[2887665,2896844],[2887846,2897058],[2887943,2897163],[2889854,2890043],[2892967,2893201] ] cell #6235 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2781093],[2819340],[2838195],[2850771],[2855473],[2865140],[2869663],[2873543],[2874577],[2876916],[2882234],[2883923],[2887064],[2889403],[2892772], [2382379,2883442],[2440172,2836209],[2466895,2873765],[2467201,2890328],[2518445,2854890],[2539467,2860322],[2542155,2894994],[2542684,2883380],[2587280,2869094],[2596538,2840298],[2603141,2897833],[2606507,2873413],[2609018,2890157],[2636778,2802692],[2639027,2899195],[2645760,2879239],[2656004,2858089],[2661837,2894421],[2664252,2882975],[2676469,2900535],[2690615,2828493],[2692014,2886839],[2692493,2896512],[2705289,2901216],[2706517,2871538],[2712022,2889361],[2723964,2874352],[2724443,2898593],[2734589,2901868],[2735817,2848766],[2737788,2892451],[2744962,2899449],[2746890,2881058],[2748149,2893999],[2748628,2899729],[2764608,2895551],[2770279,2885260],[2771014,2902486],[2771281,2863964],[2772540,2885150],[2773019,2900810],[2774944,2886490],[2781572,2896922],[2784544,2897345],[2791718,2901470],[2794209,2874003],[2797069,2890944],[2800589,2891285],[2802340,2876491],[2802402,2902800],[2802949,2901895],[2804489,2899051],[2811408,2893267],[2813191,2855436],[2817079,2894109],[2817814,2902115],[2819819,2900139],[2823133,2861725],[2825840,2826332],[2825877,2895738],[2828088,2864644],[2828259,2885375],[2828623,2885338],[2829192,2865103],[2834675,2887626],[2839946,2888978],[2840008,2902603],[2840555,2901243],[2842095,2898161],[2842652,2898083],[2843387,2901605],[2845085,2874540],[2846891,2898704],[2847988,2848480],[2848025,2891482],[2848590,2891606],[2852729,2878819],[2855242,2899584],[2857684,2881738],[2857855,2894224],[2858219,2894187],[2858788,2882197],[2859970,2894823],[2860032,2902250],[2860579,2900378],[2861762,2883799],[2864006,2895858],[2867857,2887027],[2869499,2897161],[2869561,2901046],[2870760,2871252],[2870797,2897542],[2871362,2897666],[2873008,2890041],[2873179,2898198],[2874462,2890572],[2878856,2892648],[2879919,2880035],[2880206,2893304],[2881100,2899849],[2882799,2900263],[2886949,2896632],[2887261,2887663],[2887834,2897046],[2892939,2893189] ] cell #6236 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2744361],[2791117],[2814859],[2830860],[2836919],[2849495],[2855437],[2860456],[2861885],[2865104],[2872267],[2874541],[2878979],[2882198],[2887028], [2288721,2873807],[2352959,2854916],[2382027,2883406],[2382330,2883416],[2440103,2869234],[2463369,2873439],[2466256,2890158],[2466826,2890297],[2517809,2879858],[2528201,2858115],[2535619,2894422],[2539398,2883115],[2542129,2894993],[2574284,2828519],[2576985,2896513],[2584742,2887255],[2596469,2871678],[2603115,2897832],[2605871,2889980],[2620186,2898594],[2636709,2848906],[2638426,2892642],[2639001,2899194],[2653957,2899730],[2655368,2881677],[2661714,2894415],[2675868,2883793],[2676443,2900534],[2688568,2900811],[2689979,2864583],[2692370,2896506],[2700926,2896923],[2703141,2888570],[2704688,2897536],[2705263,2901215],[2724320,2898587],[2732122,2901896],[2732441,2876083],[2733988,2891476],[2734563,2901867],[2736844,2892410],[2744936,2899448],[2748505,2899723],[2757061,2900140],[2760037,2883561],[2763664,2895510],[2768059,2895732],[2770321,2902492],[2770988,2902485],[2772896,2900804],[2781449,2897045],[2783600,2869662],[2789251,2901244],[2791692,2901469],[2795829,2874461],[2799313,2898703],[2799918,2846890],[2802366,2876455],[2802376,2876614],[2802826,2891605],[2803545,2876915],[2810464,2893188],[2817121,2902121],[2817788,2902114],[2819696,2900262],[2821229,2900342],[2823501,2883922],[2825841,2895739],[2827347,2895857],[2827952,2864005],[2828089,2885339],[2828228,2864536],[2833435,2886948],[2839972,2888942],[2839982,2889101],[2840432,2897665],[2841151,2889402],[2842694,2901476],[2843361,2898321],[2844977,2890571],[2847989,2891483],[2848589,2848848],[2853097,2892771],[2855284,2899455],[2856943,2899848],[2857548,2881099],[2857685,2894188],[2857824,2881630],[2859996,2894787],[2860006,2894946],[2861726,2883800],[2867749,2896631],[2869176,2887833],[2869525,2897125],[2869535,2887786],[2870761,2897543],[2871361,2871620],[2873009,2898162],[2873148,2889933],[2878820,2892649],[2879811,2892938],[2880036,2893268],[2880175,2893427],[2882798,2883057],[2887262,2887627] ] cell #6237 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2077080],[2186671],[2287658],[2373649],[2426274],[2481322],[2525569],[2571652],[2588347],[2630948],[2665319],[2684659],[2711688],[2731107],[2753152],[2758904],[2788236],[2792365],[2812871],[2820214],[2836458] ] cell #6238 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2117985],[2186692],[2224231],[2276625],[2287679],[2311318],[2322257],[2370902],[2373670],[2380039],[2381315],[2409030],[2426295],[2439613],[2443583],[2445171],[2456110],[2459081],[2464952],[2475828],[2481343],[2497189],[2506068],[2519287],[2521603],[2525590],[2529556],[2535301],[2538908],[2540495],[2542878],[2551013],[2555181],[2567950],[2571673],[2576667],[2582853],[2588368],[2588557],[2590283],[2594130],[2595979],[2604214],[2607349],[2609665],[2615272],[2619868],[2630202],[2630969],[2631158],[2634370],[2636219],[2637056],[2644680],[2646359],[2648523],[2648848],[2649451],[2652191],[2653639],[2661617],[2665340],[2665529],[2667255],[2672138],[2674498],[2683654],[2685265],[2685590],[2686802],[2688250],[2696012],[2698586],[2700608],[2702023],[2703318],[2703619],[2710942],[2711709],[2711898],[2712621],[2714785],[2715110],[2716959],[2720870],[2722080],[2728349],[2729014],[2730258],[2731804],[2732618],[2732919],[2738722],[2740631],[2742991],[2744604],[2747265],[2752147],[2753758],[2754083],[2754721],[2755295],[2756743],[2758158],[2759709],[2760432],[2762614],[2765542],[2767728],[2768454],[2769446],[2770656],[2771656],[2776281],[2777999],[2779209],[2781118],[2785478],[2786143],[2787387],[2788933],[2789747],[2790048],[2791360],[2793954],[2795501],[2796224],[2798406],[2799590],[2800313],[2802495],[2805423],[2806509],[2807232],[2809414],[2812342],[2814528],[2815102],[2815254],[2816246],[2817456],[2818456],[2819365],[2822878],[2824425],[2825148],[2826077],[2827624],[2828347],[2830529],[2831103],[2831560],[2833107],[2833830],[2836012],[2837196],[2837919],[2838220],[2840101],[2843029],[2845781],[2848225],[2849772],[2850495],[2850796],[2852474],[2854021],[2854744],[2855498],[2855673],[2857220],[2857943],[2860125],[2860699],[2862033],[2865165],[2865340],[2868553],[2870997],[2872544],[2873267],[2873568],[2874602],[2874682],[2879127],[2882259],[2882434],[2887089],[2887169] ] cell #6239 : |C| = 135 W-rep = phi[15,28]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2629874],[2667939],[2684630],[2710614],[2717253],[2717456],[2730912],[2753123],[2757830],[2758502],[2758875],[2768405],[2783198],[2788041],[2789619],[2792336],[2792962],[2793905],[2806886],[2812842],[2815205],[2818112],[2820019],[2822829],[2824802],[2826028],[2828219],[2831511],[2831846],[2836263],[2837573],[2840778],[2845732],[2846067],[2848176],[2848681],[2850149],[2851474],[2852425],[2853511],[2854398],[2855624],[2855959],[2857815],[2862521],[2864469],[2864891],[2865291],[2865626],[2866589],[2868504],[2868839],[2869997],[2870948],[2871453],[2872921],[2873139],[2874633],[2874971],[2876644],[2876753],[2877250],[2879615],[2880166],[2880470],[2881563],[2881985],[2882385],[2882720],[2882890],[2883746],[2885391],[2885431],[2885769],[2887120],[2887816],[2887925],[2889131],[2889240],[2889737],[2889866],[2890288],[2890537],[2891332],[2891429],[2891599],[2892595],[2893320],[2893360],[2894240],[2894280],[2894976],[2895085],[2895716],[2895823],[2896597],[2896869],[2897039],[2897489],[2897659],[2898214],[2898688],[2899414],[2899814],[2900256], [2781109,2887458],[2819356,2894618],[2838211,2897392],[2850787,2899098],[2855489,2899707],[2865156,2900788],[2869656,2901200],[2873559,2898254],[2874593,2901738],[2876909,2901852],[2882250,2900086],[2883916,2902403],[2887080,2900916],[2889396,2901435],[2892765,2901927] ] cell #6240 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2811132],[2841819],[2856473],[2866140],[2869702],[2876955],[2880296],[2883234],[2883962],[2885595],[2889442],[2890653],[2892811],[2894444],[2896713], [2467250,2717505],[2519300,2812892],[2542891,2758925],[2543051,2759114],[2567963,2684680],[2588551,2836615],[2607362,2792386],[2609042,2792971],[2609659,2793296],[2631152,2731264],[2648498,2854965],[2661630,2753173],[2661861,2818121],[2665523,2820371],[2667095,2820911],[2685240,2770002],[2692517,2831855],[2698285,2868196],[2711892,2788393],[2712124,2840827],[2714760,2842375],[2724467,2846076],[2728974,2800890],[2737512,2878032],[2737890,2851523],[2748652,2855968],[2753733,2816802],[2754420,2858520],[2759669,2821690],[2764332,2884230],[2764710,2862570],[2773043,2865635],[2775707,2866662],[2781596,2868848],[2784268,2888154],[2784646,2870046],[2786103,2838496],[2795461,2844593],[2797832,2875044],[2799550,2847037],[2802364,2848690],[2802973,2876762],[2804213,2891913],[2804591,2877299],[2806469,2851286],[2811510,2879664],[2813954,2880543],[2819843,2882729],[2824385,2862333],[2826877,2895773],[2827584,2864152],[2828230,2864518],[2828283,2885400],[2828725,2885480],[2829955,2885842],[2833067,2867365],[2835438,2887531],[2837156,2869809],[2839970,2871462],[2840579,2889249],[2842197,2889786],[2846930,2898709],[2848595,2848650],[2848724,2891645],[2849025,2891684],[2849732,2877062],[2853981,2879427],[2857180,2881246],[2857826,2881612],[2857879,2894249],[2858321,2894329],[2859551,2894691],[2859994,2882899],[2860603,2895094],[2861993,2884001],[2863202,2900600],[2864045,2895863],[2864451,2895939],[2869523,2887934],[2871367,2871422],[2871496,2897705],[2871797,2897744],[2872504,2889549],[2873150,2889915],[2873203,2898223],[2873645,2898303],[2874501,2890577],[2876112,2898776],[2879087,2892850],[2880177,2893409],[2880230,2893329],[2881139,2899854],[2881545,2899930],[2882804,2882859],[2882933,2900302],[2883869,2895276],[2886988,2896637],[2887839,2887894],[2887968,2897085],[2888599,2901288],[2889848,2901551],[2892718,2899267],[2892944,2893228],[2893342,2899530],[2896829,2896992] ] cell #6241 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2781111],[2819358],[2838213],[2850789],[2855491],[2865158],[2869664],[2873561],[2874595],[2876917],[2882252],[2883924],[2887082],[2889404],[2892773], [2382383,2883440],[2441034,2869258],[2467039,2890321],[2467196,2890330],[2495834,2848930],[2519231,2879965],[2540329,2883139],[2542153,2894995],[2542822,2895100],[2567894,2864690],[2587915,2887699],[2602859,2871702],[2603139,2897834],[2607293,2890087],[2609020,2898234],[2630516,2876527],[2639025,2899196],[2645778,2892934],[2661561,2881784],[2661839,2900044],[2664887,2894859],[2676467,2900536],[2681864,2885005],[2692032,2896627],[2692495,2900893],[2705287,2901217],[2711256,2889014],[2712040,2897828],[2718183,2890420],[2723982,2890567],[2724445,2901715],[2734587,2901869],[2737806,2899190],[2744960,2899450],[2748167,2899844],[2748630,2902097],[2750357,2893854],[2761645,2883867],[2764626,2900530],[2766759,2863200],[2771012,2902487],[2772558,2895853],[2773021,2902468],[2775312,2896480],[2781574,2901041],[2784562,2901211],[2791716,2901471],[2797437,2898561],[2800607,2898699],[2801526,2876110],[2802400,2901903],[2802951,2902795],[2804507,2901863],[2808445,2892716],[2811426,2899528],[2813559,2880294],[2817812,2902116],[2819821,2902245],[2825895,2900598],[2828170,2864449],[2828252,2864486],[2828261,2885393],[2828641,2895937],[2829560,2885593],[2835043,2896990],[2839132,2888597],[2840006,2901251],[2840557,2902598],[2842113,2901549],[2843385,2898271],[2845283,2890651],[2846892,2898705],[2848043,2898774],[2848591,2891607],[2848683,2848696],[2857766,2881543],[2857848,2881580],[2857857,2894242],[2858237,2899928],[2859156,2894442],[2860030,2900147],[2860581,2895087],[2861780,2895274],[2864007,2895859],[2868055,2896711],[2869559,2896930],[2870815,2901286],[2871363,2897667],[2871455,2871468],[2873090,2889846],[2873172,2889883],[2873181,2898216],[2874463,2890573],[2878874,2899265],[2880117,2893340],[2880199,2893377],[2880208,2893322],[2881101,2899850],[2882800,2900264],[2882892,2882905],[2886950,2896633],[2887681,2896827],[2887835,2897047],[2887927,2887940],[2892940,2893190] ] cell #6242 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2828517],[2848908],[2854914],[2858113],[2861442],[2864589],[2869236],[2871680],[2873437],[2876171],[2878536],[2879864],[2881683],[2883117],[2883404],[2884801],[2887343],[2888658],[2889986],[2890299],[2890352], [2117821,2876454],[2276461,2888941],[2379875,2894786],[2443419,2897124],[2518475,2899454],[2542714,2900341],[2587455,2901043],[2606537,2901475],[2648069,2893079],[2656034,2902120],[2664427,2902247],[2690645,2902491],[2706692,2902600],[2714331,2897973],[2735992,2902797],[2747435,2902099],[2749832,2899764],[2759138,2895128],[2771826,2902470],[2774223,2900845],[2783660,2901221],[2793121,2898236],[2796394,2901717],[2803605,2901873],[2813136,2893650],[2818626,2900046],[2821023,2894999],[2823561,2900540],[2829137,2896230],[2834000,2900895],[2841211,2897838],[2845030,2898628],[2853157,2899200],[2858733,2894503],[2867802,2896547] ] cell #6243 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2828518],[2848905],[2854915],[2858114],[2861436],[2864579],[2869233],[2871677],[2873438],[2876165],[2878530],[2879854],[2881673],[2883114],[2883405],[2884795],[2887337],[2888652],[2889976],[2890296],[2890353], [2117822,2891558],[2276462,2897618],[2379876,2900215],[2443420,2901134],[2518476,2902009],[2542715,2902338],[2587456,2902540],[2606538,2902682],[2648066,2893073],[2656035,2902875],[2664428,2902888],[2690646,2902441],[2706693,2902976],[2714328,2897967],[2735993,2902773],[2747436,2902083],[2749829,2899758],[2759139,2895125],[2771827,2902454],[2774220,2900839],[2783657,2901191],[2793122,2898230],[2796395,2901701],[2803602,2901843],[2813126,2893644],[2818627,2900036],[2821020,2894989],[2823558,2900510],[2829127,2896224],[2834001,2900879],[2841208,2897819],[2845020,2898622],[2853154,2899170],[2858723,2894497],[2867792,2896541] ] cell #6244 : |C| = 135 W-rep = phi[15,28]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2322952],[2382384],[2412898],[2456805],[2466966],[2467200],[2493483],[2533424],[2541190],[2542199],[2542753],[2562506],[2590978],[2600508],[2603224],[2608082],[2609055],[2610978],[2639110],[2651188],[2656173],[2661908],[2665600],[2671817],[2676552],[2679360],[2684571],[2691718],[2692564],[2702339],[2705372],[2712061],[2723668],[2724514],[2729937],[2731186],[2734672],[2737827],[2740310],[2742816],[2745045],[2747853],[2748699],[2753064],[2764647],[2770096],[2771097],[2772244],[2773090],[2775532],[2780797],[2781643],[2784583],[2787066],[2788315],[2791801],[2792277],[2796539],[2797657],[2802736],[2803020],[2804528],[2811447],[2812783],[2813779],[2816896],[2817897],[2819044],[2819890],[2820293],[2822793],[2828530],[2828662],[2829780],[2834145],[2836253],[2836537],[2840342],[2840626],[2842134],[2842469],[2843470],[2844528],[2847729],[2848140],[2848762],[2852389],[2854927],[2855059],[2858126],[2858258],[2860366],[2860650],[2863601],[2864087],[2867300],[2868468],[2869090],[2870912],[2871534],[2873450],[2875790],[2879362],[2881181],[2882971], [2587468,2835263],[2664440,2859376],[2706705,2870501],[2736005,2877754],[2747448,2880695],[2771839,2885994],[2783514,2888277],[2793134,2873582],[2796407,2891121],[2803459,2892036],[2818639,2882349],[2823415,2895606],[2834013,2886667],[2841065,2889484],[2853011,2892506] ] cell #6245 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2811205],[2841892],[2856546],[2860501],[2866213],[2870214],[2872417],[2877467],[2878401],[2880640],[2882294],[2884599],[2885939],[2886612],[2891066], [2224507,2828287],[2288726,2843569],[2322882,2848719],[2371178,2857883],[2382100,2860607],[2382332,2860739],[2412188,2864443],[2456735,2871491],[2465228,2873207],[2466258,2873511],[2466896,2873640],[2489642,2876052],[2521879,2880234],[2532714,2881537],[2535621,2882100],[2541120,2882928],[2542130,2883188],[2544401,2883480],[2576987,2886466],[2590908,2887963],[2596667,2888539],[2603116,2889329],[2607372,2889840],[2614671,2844513],[2620188,2890920],[2623590,2875775],[2638068,2892329],[2639002,2892388],[2650478,2893334],[2653959,2893626],[2661759,2894384],[2675510,2895429],[2676444,2895488],[2683053,2864072],[2688570,2896206],[2692415,2896456],[2695411,2867285],[2698358,2896817],[2700928,2868677],[2704330,2888262],[2705264,2897282],[2724365,2898537],[2731037,2848584],[2731097,2802368],[2732124,2892238],[2733630,2892021],[2734564,2898988],[2737585,2899156],[2744003,2879347],[2744937,2879534],[2748550,2899673],[2751546,2881166],[2757063,2882558],[2762990,2895591],[2764405,2900496],[2770139,2828225],[2770323,2886290],[2770989,2896362],[2772941,2900754],[2781494,2887451],[2784341,2901177],[2788166,2871356],[2788226,2839974],[2789253,2888479],[2790759,2889469],[2791693,2889656],[2795374,2898532],[2802377,2892282],[2802871,2899091],[2804286,2901829],[2809790,2892491],[2816939,2857821],[2817123,2880991],[2817789,2893782],[2819741,2894611],[2820144,2882793],[2820204,2859998],[2821231,2860561],[2822738,2895465],[2826950,2902413],[2827497,2900749],[2828084,2896352],[2832980,2896451],[2836388,2887828],[2836448,2869527],[2839983,2888523],[2840477,2897385],[2842512,2873145],[2842696,2872759],[2843362,2873625],[2847442,2901762],[2848085,2898965],[2852334,2892365],[2853894,2892924],[2854236,2855286],[2855102,2880172],[2857093,2899668],[2857680,2893772],[2860007,2882602],[2863546,2900623],[2868413,2887241],[2868721,2869536],[2870857,2897259],[2873004,2889646],[2879524,2880031] ] cell #6246 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2781201],[2819448],[2838303],[2843268],[2850879],[2856178],[2859038],[2865845],[2867105],[2870145],[2872348],[2875487],[2877398],[2878332],[2884530], [2118217,2848965],[2186730,2860766],[2224435,2864713],[2276857,2871737],[2288447,2873731],[2288673,2873780],[2322103,2876521],[2371106,2881807],[2380271,2883174],[2381353,2883195],[2382028,2883346],[2407838,2884989],[2443815,2869293],[2455956,2889008],[2459119,2889336],[2465156,2890110],[2466229,2890148],[2468836,2890374],[2506106,2892395],[2521807,2879988],[2528364,2893838],[2535592,2894396],[2540341,2894853],[2548792,2822733],[2555219,2895495],[2559166,2863541],[2575861,2896434],[2576958,2896468],[2590129,2887693],[2594168,2897289],[2603022,2897812],[2619062,2898515],[2620159,2898549],[2627981,2848080],[2634408,2898995],[2638908,2899163],[2642459,2852329],[2645868,2892918],[2648886,2879541],[2652833,2880635],[2653930,2899685],[2676350,2900503],[2684369,2828079],[2685628,2896369],[2687444,2885934],[2688541,2900766],[2692122,2896445],[2699802,2868408],[2700899,2887461],[2705170,2901184],[2708721,2870852],[2715148,2889663],[2722319,2891061],[2724072,2898526],[2731092,2802306],[2731302,2892284],[2732095,2899101],[2734470,2901836],[2744843,2879519],[2748257,2899662],[2752862,2857675],[2754121,2893789],[2755937,2882289],[2757034,2894621],[2761527,2895460],[2770141,2770245],[2770294,2886285],[2770895,2896347],[2772648,2900743],[2779448,2886607],[2788221,2839912],[2788431,2888525],[2789224,2897395],[2791599,2889641],[2792075,2872999],[2793334,2873627],[2795305,2890872],[2800697,2901756],[2801408,2898960],[2802155,2892213],[2808327,2892360],[2812581,2880026],[2816941,2817045],[2817094,2880986],[2817695,2893767],[2820199,2859936],[2820409,2882604],[2821202,2860556],[2826582,2900618],[2827428,2896158],[2832911,2886418],[2834925,2887236],[2836443,2869465],[2836653,2868723],[2839014,2897254],[2839761,2888454],[2842514,2842618],[2842667,2872754],[2847373,2898741],[2853825,2879214],[2854231,2855257],[2855104,2855208],[2857024,2893578],[2859785,2882533],[2868652,2869314] ] cell #6247 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2781151],[2819398],[2838253],[2850829],[2855712],[2865379],[2869811],[2873601],[2874721],[2877064],[2882473],[2884003],[2887208],[2889551],[2892852], [2323882,2876648],[2382386,2883437],[2413757,2885387],[2442825,2887820],[2457735,2889135],[2467112,2890292],[2467193,2890332],[2494194,2891589],[2520879,2893316],[2534283,2894236],[2542120,2894980],[2542150,2895001],[2542892,2895081],[2562525,2895800],[2589339,2897029],[2601219,2897649],[2603136,2897840],[2608941,2898210],[2609022,2898237],[2610997,2898371],[2639022,2899202],[2645818,2899391],[2656192,2899791],[2661841,2900047],[2666311,2900246],[2671836,2861482],[2676464,2900542],[2679379,2863301],[2691737,2900883],[2692072,2900932],[2692497,2900896],[2705284,2901223],[2712080,2901412],[2723687,2901705],[2724022,2898420],[2724447,2901718],[2729956,2876211],[2734584,2901875],[2737846,2901915],[2740329,2878576],[2744957,2893081],[2747872,2880395],[2748207,2902136],[2748632,2902100],[2764666,2902391],[2770115,2864452],[2771009,2900847],[2772263,2885694],[2772598,2900637],[2773023,2902471],[2780816,2887383],[2781576,2896915],[2784602,2902588],[2787085,2888698],[2791713,2897975],[2796558,2890705],[2800647,2901749],[2802291,2848677],[2802397,2899136],[2802953,2901888],[2804547,2902785],[2811466,2893119],[2816915,2881546],[2817809,2899766],[2819063,2894543],[2819823,2900132],[2822917,2895277],[2826116,2900601],[2828156,2828223],[2828263,2885519],[2828681,2895991],[2834164,2896765],[2839897,2871449],[2840003,2897430],[2840559,2901236],[2842153,2898013],[2842488,2889849],[2843382,2890225],[2844595,2890579],[2847039,2898711],[2848264,2898777],[2848597,2891686],[2852513,2899268],[2855078,2893343],[2857752,2857819],[2857859,2894368],[2858277,2899982],[2859921,2882886],[2860027,2894656],[2860583,2883331],[2864154,2895865],[2867367,2896639],[2868592,2896830],[2869450,2887921],[2869556,2887496],[2871036,2901289],[2871369,2897746],[2873076,2873143],[2873183,2889825],[2879429,2892946],[2879703,2880210],[2880103,2880170],[2881248,2899856],[2882806,2894693],[2887533,2887841] ] cell #6248 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2828521],[2848903],[2854918],[2858117],[2861435],[2864578],[2869231],[2871675],[2873441],[2873809],[2876164],[2878529],[2879853],[2881672],[2883112],[2883408],[2884794],[2887336],[2888651],[2889975],[2890294], [2117828,2802248],[2276468,2839854],[2379882,2859878],[2443426,2869407],[2518482,2879579],[2542721,2883288],[2587459,2887466],[2606544,2889701],[2648064,2893072],[2656041,2893827],[2664431,2894626],[2690652,2896407],[2706696,2897400],[2714326,2897966],[2735996,2899106],[2747439,2899690],[2749827,2899757],[2759145,2883417],[2771830,2900771],[2774218,2900838],[2783655,2901190],[2793125,2890153],[2796398,2898554],[2803600,2901842],[2813125,2893643],[2818630,2894401],[2821018,2894988],[2823556,2900509],[2829126,2896223],[2834004,2896473],[2841206,2897818],[2845019,2898621],[2853152,2899169],[2858722,2894496],[2867791,2896540] ] cell #6249 : |C| = 189 W-rep = phi[189,22] special rep = phi[189,22] , dim = 189 orbit = A2+2*A1 depth of tau_infinity partitioning = 4 number of tau_infinity subcells = 189 189 tau_infinity subcells with 1 member(s) subcells = [ [2117987],[2186694],[2224239],[2276627],[2287681],[2297730],[2312640],[2322309],[2370910],[2373672],[2380041],[2381313],[2410352],[2426297],[2431583],[2439665],[2443585],[2446493],[2456162],[2459079],[2464960],[2481345],[2498511],[2506066],[2517474],[2519289],[2521611],[2525592],[2530878],[2535297],[2538960],[2540547],[2542880],[2551703],[2555179],[2567952],[2571675],[2576663],[2588291],[2588370],[2588565],[2590335],[2594128],[2596031],[2605536],[2607351],[2609673],[2615324],[2619864],[2630892],[2630971],[2631166],[2634368],[2636271],[2637052],[2645370],[2646411],[2648354],[2648527],[2648846],[2652243],[2653635],[2661619],[2665263],[2665342],[2665537],[2667307],[2672142],[2674494],[2683706],[2685269],[2685588],[2686854],[2688246],[2696064],[2698590],[2700320],[2700604],[2703314],[2703623],[2711632],[2711711],[2711906],[2712673],[2714616],[2714789],[2715108],[2717011],[2720866],[2722132],[2728401],[2729018],[2730262],[2731800],[2732614],[2732923],[2738774],[2740635],[2742987],[2747261],[2750117],[2752199],[2753762],[2754081],[2754725],[2755347],[2756455],[2756739],[2759713],[2760428],[2762618],[2765594],[2767732],[2768450],[2769442],[2770708],[2771652],[2774508],[2776285],[2777995],[2779261],[2785530],[2785759],[2786147],[2787391],[2788929],[2789743],[2790052],[2793950],[2795505],[2796220],[2798410],[2799594],[2800309],[2802499],[2805475],[2805704],[2806513],[2807228],[2809418],[2812394],[2813667],[2814532],[2815250],[2816242],[2817508],[2818452],[2821308],[2822874],[2824429],[2825144],[2826073],[2827628],[2828343],[2829668],[2830533],[2831556],[2833111],[2833826],[2836016],[2837200],[2837915],[2840105],[2843081],[2843310],[2845391],[2845777],[2848221],[2849776],[2850491],[2852470],[2854025],[2854740],[2855669],[2857224],[2857939],[2859264],[2860129],[2862037],[2865336],[2868163],[2868549],[2870993],[2872548],[2873263],[2874678],[2879131],[2882430],[2887165] ] cell #6250 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2700307],[2756442],[2785746],[2805691],[2813654],[2829655],[2837126],[2843297],[2845378],[2849702],[2859251],[2861963],[2868150],[2872474],[2879057], [2119185,2629876],[2225351,2684628],[2260110,2783200],[2277825,2710616],[2322965,2730909],[2355662,2812840],[2372022,2753121],[2381239,2757832],[2382388,2667941],[2407867,2768402],[2441908,2836260],[2456818,2788038],[2466072,2792334],[2467186,2717255],[2467194,2717465],[2468865,2793902],[2514989,2853508],[2528393,2815202],[2541203,2820016],[2542151,2758507],[2542964,2758873],[2548821,2822826],[2559195,2826025],[2575890,2831508],[2576366,2866586],[2603051,2840775],[2603137,2789624],[2609024,2792957],[2619091,2845729],[2619567,2874968],[2628010,2848173],[2638937,2851471],[2639023,2806891],[2642488,2852422],[2652862,2855621],[2653338,2880467],[2661843,2818107],[2676379,2862518],[2676465,2824807],[2684398,2864466],[2684523,2828224],[2687473,2865288],[2687949,2885766],[2692499,2831841],[2699831,2868501],[2705199,2869994],[2705285,2837578],[2708750,2870945],[2722348,2874630],[2724449,2846062],[2728617,2891329],[2731155,2848676],[2734499,2877247],[2734585,2850154],[2744872,2879612],[2744958,2854403],[2748634,2855954],[2752891,2881560],[2753016,2857820],[2755966,2882382],[2761740,2883743],[2766854,2895713],[2770924,2885428],[2771010,2864896],[2773025,2865621],[2779477,2887117],[2781578,2868834],[2788284,2871448],[2791628,2889734],[2791714,2872926],[2792104,2889863],[2792229,2873144],[2795431,2874280],[2799520,2891260],[2801621,2891426],[2802398,2849229],[2802955,2876748],[2808540,2892592],[2812610,2893357],[2812735,2880171],[2817724,2894277],[2817810,2881990],[2819825,2882715],[2820262,2882885],[2827554,2885078],[2828265,2864937],[2833037,2886767],[2835138,2896866],[2835642,2869557],[2836506,2887920],[2839227,2897486],[2840004,2872001],[2840561,2889235],[2843383,2843422],[2848620,2876692],[2853951,2893007],[2854444,2880212],[2857150,2893927],[2857861,2882031],[2859755,2860028],[2860585,2860619],[2868778,2887864],[2871392,2889179],[2872967,2873185],[2882659,2882829] ] cell #6251 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2700308],[2756443],[2785747],[2805692],[2813655],[2829656],[2837127],[2843298],[2845379],[2849703],[2859252],[2861964],[2868151],[2872475],[2879058], [2119186,2891750],[2225352,2896028],[2260111,2887597],[2277826,2897810],[2322966,2898850],[2355663,2893156],[2372023,2900019],[2381240,2894757],[2382389,2883433],[2407868,2900624],[2441909,2896934],[2456819,2901362],[2466073,2898050],[2467187,2890269],[2467191,2890335],[2468866,2901656],[2514990,2899408],[2528394,2902123],[2541204,2900151],[2542146,2895025],[2542965,2895065],[2548822,2822827],[2559196,2826026],[2575891,2902495],[2576367,2896591],[2603052,2901429],[2603132,2897902],[2609025,2898252],[2619092,2902752],[2619568,2890531],[2628011,2848174],[2638938,2901921],[2639018,2899233],[2642489,2852423],[2652863,2855622],[2653339,2899808],[2661844,2900084],[2676380,2902397],[2676460,2900573],[2684399,2864467],[2687474,2865289],[2687950,2895817],[2692500,2900914],[2699832,2868502],[2705200,2901194],[2705280,2897321],[2708751,2870946],[2722349,2874631],[2724450,2901736],[2728618,2898682],[2731156,2848661],[2734500,2901846],[2734580,2899027],[2744873,2879613],[2744953,2879533],[2748635,2899705],[2752892,2881561],[2755967,2882383],[2761741,2883744],[2766855,2895714],[2770144,2828200],[2770925,2885429],[2771005,2896361],[2773026,2900786],[2779478,2887118],[2781579,2887456],[2788285,2871433],[2791629,2889735],[2791709,2889655],[2792105,2889864],[2795432,2874281],[2799521,2891261],[2801622,2891427],[2802393,2892287],[2802956,2899096],[2808541,2892593],[2812611,2893358],[2816944,2857796],[2817725,2894278],[2817805,2893781],[2819826,2894616],[2820263,2882870],[2827555,2885079],[2828266,2864938],[2833038,2886768],[2835139,2896867],[2836507,2887905],[2839228,2897487],[2839999,2888528],[2840562,2897390],[2842517,2873120],[2843378,2873630],[2848621,2876693],[2853952,2893008],[2854445,2880213],[2855107,2880147],[2857151,2893928],[2857862,2882032],[2860023,2882607],[2860586,2860620],[2868726,2869552],[2868779,2887865],[2871393,2889180],[2872968,2873186],[2882660,2882830] ] cell #6252 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2700311],[2756446],[2785750],[2805695],[2813658],[2829659],[2837150],[2843301],[2845382],[2849726],[2859255],[2861987],[2868154],[2872498],[2879081], [2119258,2876819],[2186732,2860760],[2225425,2885510],[2260183,2868905],[2277898,2889306],[2288594,2873697],[2288670,2873786],[2322969,2891656],[2355736,2879694],[2372096,2894359],[2381312,2882786],[2381347,2883216],[2382176,2883322],[2407871,2895797],[2441912,2887503],[2456822,2897716],[2459113,2889383],[2466146,2889816],[2466235,2890161],[2468869,2898359],[2506100,2892473],[2514993,2892928],[2528397,2899788],[2535598,2894425],[2541207,2894663],[2548825,2822842],[2555213,2895573],[2559199,2826041],[2575894,2900871],[2576370,2896621],[2576964,2896516],[2594162,2897367],[2603055,2897822],[2619095,2901693],[2619571,2890561],[2620165,2898597],[2628014,2848189],[2634402,2899073],[2638941,2899184],[2642492,2852438],[2648880,2879553],[2652866,2855637],[2653342,2899838],[2653936,2899733],[2676383,2900524],[2684402,2828092],[2685622,2896381],[2687477,2865304],[2687953,2895847],[2688547,2900814],[2699835,2868517],[2700905,2887468],[2705203,2901205],[2708754,2870961],[2715142,2889675],[2722352,2874646],[2728621,2898693],[2731159,2802282],[2731296,2892288],[2732101,2899108],[2734503,2901857],[2744876,2879628],[2752895,2857688],[2754115,2893801],[2755970,2882398],[2757040,2894628],[2761744,2883803],[2766858,2895742],[2770145,2770211],[2770300,2864941],[2770928,2885444],[2779481,2887133],[2788288,2839888],[2788425,2888529],[2789230,2897402],[2791632,2889750],[2792108,2873012],[2793328,2873631],[2795455,2874374],[2799544,2891307],[2801625,2891486],[2802176,2876716],[2808544,2892652],[2812614,2880039],[2816945,2817011],[2817100,2882035],[2817728,2894293],[2820266,2859912],[2820403,2882608],[2821208,2860623],[2827578,2885172],[2833061,2886861],[2835142,2887265],[2836510,2869441],[2836647,2868727],[2839231,2897546],[2839782,2889203],[2842518,2842584],[2842673,2872971],[2853975,2879261],[2854448,2855263],[2855108,2855174],[2857174,2894021],[2859806,2882683],[2868802,2869335] ] cell #6253 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2700249],[2756384],[2785688],[2805633],[2813271],[2829272],[2836871],[2843239],[2845165],[2849447],[2858868],[2861837],[2867937],[2872219],[2878931], [2186728,2860765],[2258152,2869292],[2288521,2873730],[2288672,2873782],[2324872,2848964],[2353816,2879989],[2379281,2883173],[2381352,2883204],[2382102,2883347],[2414685,2864714],[2440184,2887694],[2458725,2871736],[2459118,2889371],[2464226,2890111],[2466231,2890154],[2494984,2876522],[2506105,2892461],[2514931,2892932],[2535211,2881808],[2535594,2894418],[2539479,2894854],[2555218,2895561],[2562575,2885003],[2576308,2896625],[2576960,2896509],[2594167,2897355],[2602009,2889009],[2602993,2897826],[2611047,2890418],[2619509,2890565],[2620161,2898590],[2634407,2899061],[2638879,2899188],[2648885,2893089],[2653280,2899842],[2653932,2899726],[2656242,2893852],[2671886,2861722],[2676321,2900528],[2679429,2825837],[2685627,2900855],[2687891,2895851],[2688543,2900807],[2691787,2896478],[2700901,2896919],[2705141,2901209],[2715147,2897983],[2723737,2898559],[2728559,2898697],[2730006,2847985],[2731301,2899137],[2732097,2901892],[2734441,2901861],[2740379,2878816],[2744814,2893264],[2747922,2855433],[2754120,2899774],[2757036,2900136],[2766471,2895735],[2770165,2828085],[2770244,2828157],[2770296,2864724],[2770866,2885335],[2772313,2865100],[2780866,2887623],[2787135,2870757],[2788430,2897431],[2789226,2901240],[2791570,2898158],[2793333,2890226],[2796608,2874537],[2799265,2891295],[2801238,2891479],[2802164,2876566],[2802307,2802317],[2816965,2857681],[2817044,2857753],[2817096,2881818],[2817666,2894184],[2819113,2882194],[2820408,2894657],[2821204,2883357],[2823383,2883796],[2827299,2885160],[2834214,2887024],[2836652,2887497],[2838844,2897539],[2839770,2889053],[2839913,2839923],[2842538,2873005],[2842617,2873077],[2842669,2890121],[2844929,2874362],[2852979,2892645],[2855128,2880032],[2855207,2880104],[2855259,2879999],[2856895,2894009],[2859794,2894898],[2859937,2859947],[2867701,2886849],[2869058,2887258],[2869323,2887738],[2869466,2869476],[2879249,2879763] ] cell #6254 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2700250],[2756385],[2785689],[2805634],[2813272],[2829273],[2836872],[2843240],[2845166],[2849448],[2858869],[2861838],[2867938],[2872220],[2878932], [2186729,2860759],[2258153,2868904],[2288522,2873696],[2288669,2873783],[2324873,2876818],[2353817,2879695],[2379282,2882785],[2381346,2883205],[2382103,2883323],[2414686,2885511],[2440185,2887506],[2458726,2889305],[2459112,2889372],[2464227,2889817],[2466232,2890155],[2494985,2891659],[2506099,2892462],[2514932,2892930],[2535212,2894360],[2535595,2894419],[2539480,2894666],[2555212,2895562],[2562576,2895801],[2576309,2896623],[2576961,2896510],[2594161,2897356],[2602010,2897719],[2602994,2897824],[2611048,2898372],[2619510,2890563],[2620162,2898591],[2634401,2899062],[2638880,2899186],[2648879,2893090],[2653281,2899840],[2653933,2899727],[2656243,2899792],[2671887,2861723],[2676322,2900526],[2679430,2825838],[2685621,2900856],[2687892,2895849],[2688544,2900808],[2691788,2900884],[2700902,2896920],[2705142,2901207],[2715141,2897984],[2723738,2901706],[2728560,2898695],[2730007,2847986],[2731295,2899138],[2732098,2901893],[2734442,2901859],[2740380,2878817],[2744815,2893265],[2747923,2855434],[2754114,2899775],[2757037,2900137],[2766472,2895736],[2770166,2828086],[2770210,2828158],[2770297,2864725],[2770867,2885336],[2772314,2865101],[2780867,2887624],[2787136,2870758],[2788424,2897432],[2789227,2901241],[2791571,2898159],[2793327,2890227],[2796609,2874538],[2799266,2891296],[2801239,2891480],[2802165,2876567],[2802283,2802318],[2816966,2857682],[2817010,2857754],[2817097,2881819],[2817667,2894185],[2819114,2882195],[2820402,2894658],[2821205,2883358],[2823384,2883797],[2827300,2885161],[2834215,2887025],[2836646,2887498],[2838845,2897540],[2839771,2889054],[2839889,2839924],[2842539,2873006],[2842583,2873078],[2842670,2890122],[2844930,2874363],[2852980,2892646],[2855129,2880033],[2855173,2880105],[2855260,2880000],[2856896,2894010],[2859795,2894899],[2859913,2859948],[2867702,2886850],[2869059,2887259],[2869324,2887739],[2869442,2869477],[2879250,2879764] ] cell #6255 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2744382],[2791138],[2814880],[2830881],[2836940],[2849516],[2855438],[2860477],[2861906],[2865105],[2872288],[2874542],[2879000],[2882199],[2887029], [2288724,2873805],[2353888,2880015],[2382174,2883373],[2382328,2883418],[2414757,2864740],[2440963,2887799],[2464298,2890137],[2466254,2890159],[2466968,2890271],[2495763,2876627],[2518522,2893242],[2535283,2881834],[2535617,2894423],[2540258,2894959],[2542131,2894992],[2567185,2885313],[2576983,2896514],[2584763,2896825],[2602788,2889114],[2603117,2897831],[2606584,2898136],[2620184,2898595],[2626537,2891385],[2638447,2899263],[2639003,2899193],[2653955,2899731],[2660852,2894162],[2661735,2900042],[2668819,2895184],[2675889,2895272],[2676445,2900533],[2688566,2900812],[2692391,2900891],[2700924,2896924],[2704709,2901284],[2705265,2901214],[2707277,2897445],[2720670,2874460],[2724341,2901713],[2726939,2846889],[2732120,2901897],[2734009,2898772],[2734565,2901866],[2737312,2899175],[2744938,2899447],[2748526,2902095],[2757059,2900141],[2764132,2900515],[2768080,2900596],[2769246,2864004],[2770319,2900864],[2770990,2902484],[2772917,2902466],[2777799,2886947],[2781470,2897044],[2784068,2869661],[2789249,2901245],[2791694,2901468],[2799334,2898702],[2802267,2848588],[2802333,2848641],[2802378,2876635],[2802847,2891604],[2804013,2876914],[2810932,2893187],[2816046,2881098],[2817119,2899783],[2817790,2902113],[2819717,2900261],[2821227,2895045],[2823751,2883921],[2825842,2895740],[2827368,2895856],[2828090,2885340],[2828202,2828210],[2839873,2871360],[2839939,2871413],[2839984,2889122],[2840453,2897664],[2841619,2889401],[2842692,2897992],[2843363,2890279],[2844998,2890570],[2847990,2891484],[2853347,2892770],[2855282,2893098],[2856964,2899847],[2857686,2894189],[2857798,2857806],[2859897,2882797],[2859963,2882850],[2860008,2894967],[2861727,2883801],[2867770,2896630],[2869426,2887832],[2869492,2887885],[2869537,2887807],[2870762,2897544],[2873010,2898163],[2873122,2873130],[2878821,2892650],[2879832,2892937],[2880037,2893269],[2880149,2880157],[2887263,2887628] ] cell #6256 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2186735],[2288665],[2381339],[2459105],[2506092],[2555205],[2594154],[2634394],[2648872],[2685614],[2715134],[2731288],[2754107],[2770151],[2788417],[2793320],[2816951],[2820395],[2836639],[2842524],[2855114] ] cell #6257 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2848926],[2864695],[2869254],[2871698],[2874305],[2875620],[2876541],[2879970],[2881789],[2883135],[2885103],[2886792],[2887713],[2889028],[2890092],[2890317],[2893032],[2893952],[2894873],[2895105],[2895146], [2224118,2770136],[2370789,2816936],[2464839,2842509],[2521490,2855099],[2587869,2868718],[2609552,2873622],[2648087,2879504],[2664841,2882599],[2700220,2868627],[2707106,2888520],[2714349,2889626],[2736406,2892279],[2749850,2893752],[2756355,2882508],[2774241,2896332],[2783678,2897206],[2785659,2888429],[2793535,2898339],[2803623,2898912],[2805604,2892188],[2813242,2893496],[2821041,2900323],[2823579,2900459],[2829243,2896076],[2836846,2888107],[2841229,2901424],[2843210,2898248],[2845136,2898464],[2849422,2891866],[2853175,2901958],[2858839,2900067],[2861812,2895373],[2867908,2900976],[2872194,2897926],[2878906,2899364] ] cell #6258 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2848927],[2864692],[2869255],[2871699],[2874264],[2876531],[2879967],[2881786],[2883136],[2885062],[2886751],[2887703],[2889018],[2890089],[2890318],[2891244],[2892991],[2893911],[2894863],[2895102],[2895147], [2224119,2885259],[2370790,2894108],[2464840,2898082],[2521491,2899583],[2587870,2901045],[2609553,2901604],[2648088,2901997],[2664842,2902249],[2700217,2896916],[2707107,2902602],[2714350,2902670],[2736407,2902799],[2749851,2902849],[2756352,2900133],[2774242,2902945],[2783679,2902590],[2785656,2901237],[2793536,2898336],[2803624,2902787],[2805601,2901889],[2813239,2902101],[2821042,2900317],[2823580,2902393],[2829240,2902472],[2836836,2897304],[2841230,2901414],[2843207,2898238],[2845133,2901719],[2849412,2899010],[2853176,2901917],[2858836,2900048],[2861802,2900556],[2867905,2900897],[2872184,2897885],[2878896,2899216] ] cell #6259 : |C| = 135 W-rep = phi[15,28]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2566463],[2609932],[2629818],[2660130],[2667675],[2667893],[2684209],[2710558],[2716018],[2716780],[2717197],[2728939],[2746816],[2752702],[2754557],[2757774],[2758486],[2759634],[2775844],[2783142],[2786068],[2789603],[2791915],[2795426],[2797969],[2799515],[2802331],[2806434],[2806870],[2812421],[2814091],[2818046],[2824350],[2824786],[2827549],[2828203],[2830092],[2831780],[2833032],[2834412],[2835575],[2837121],[2837557],[2839937],[2846001],[2848615],[2849162],[2849697],[2850133],[2851386],[2853946],[2854382],[2855893],[2857145],[2857799],[2859688],[2859961],[2861958],[2862433],[2864738],[2864875],[2865560],[2868773],[2869490],[2869909],[2871387],[2871934],[2872469],[2872905],[2873123],[2874275],[2876628],[2876687],[2877162],[2879052],[2880013],[2880150],[2881832],[2881969],[2882654],[2882824],[2883371],[2883735],[2884926],[2885073],[2885312],[2886762],[2887800],[2887859],[2889115],[2889174],[2890135],[2890272],[2891255],[2891418],[2892584],[2893002],[2893241],[2893922],[2894161],[2894960],[2895705],[2896858],[2897478],[2898135], [2744375,2879527],[2791131,2889649],[2814873,2893775],[2830874,2896355],[2836933,2897315],[2849509,2899021],[2855410,2899696],[2860470,2895019],[2861899,2900567],[2865077,2900777],[2872281,2897896],[2874514,2901727],[2878993,2899227],[2882171,2900075],[2887001,2900905] ] cell #6260 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2868656],[2882537],[2888458],[2890192],[2892217],[2893664],[2894517],[2896244],[2896561],[2897296],[2897877],[2898642],[2899002],[2899208],[2900548], [2494184,2802405],[2543103,2821433],[2566400,2828257],[2601209,2840011],[2609658,2843390],[2609882,2843541],[2629326,2848582],[2660067,2857853],[2666301,2860035],[2667115,2860427],[2667612,2860577],[2681817,2863951],[2703040,2869564],[2710066,2871354],[2712144,2872152],[2715955,2873177],[2716733,2873514],[2718136,2873990],[2737910,2878265],[2746753,2880204],[2750310,2881045],[2754486,2882144],[2757282,2882791],[2761598,2861429],[2764730,2884463],[2766712,2884788],[2775265,2886477],[2775773,2886557],[2782650,2887826],[2784666,2888387],[2789523,2889348],[2797390,2890931],[2797898,2891011],[2801479,2876158],[2804611,2892146],[2806790,2892438],[2808398,2878523],[2810114,2892922],[2811530,2879567],[2813512,2893637],[2814020,2893717],[2824706,2895538],[2828123,2864447],[2828160,2828250],[2828745,2896395],[2829513,2896217],[2830021,2896297],[2831663,2896449],[2834996,2887330],[2835504,2887478],[2837477,2897332],[2839085,2888645],[2842217,2889689],[2845236,2898615],[2845884,2898530],[2848636,2848697],[2848744,2899140],[2849091,2899118],[2850053,2899038],[2854302,2893066],[2855776,2899666],[2857719,2881541],[2857756,2857846],[2858341,2893815],[2859109,2894490],[2859617,2894638],[2861456,2900500],[2864550,2900859],[2864795,2900832],[2865443,2900747],[2868008,2896534],[2871408,2871469],[2871516,2897434],[2871863,2897412],[2872825,2897960],[2873043,2889844],[2873080,2873170],[2873665,2890229],[2874256,2901698],[2875971,2901760],[2876185,2901833],[2876428,2901881],[2878550,2899160],[2880070,2893338],[2880107,2880197],[2881644,2899778],[2881889,2899751],[2882845,2882906],[2882953,2894660],[2883300,2895040],[2884815,2902417],[2885054,2902451],[2886743,2900876],[2887357,2896821],[2887500,2887988],[2887880,2887941],[2888672,2901181],[2888915,2901229],[2889947,2897987],[2891236,2902765],[2892983,2899390],[2893093,2893441],[2893903,2902080],[2894760,2900125],[2896908,2897098] ] cell #6261 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2848928],[2864691],[2869256],[2871700],[2874261],[2876525],[2879966],[2881785],[2883137],[2885059],[2886748],[2887697],[2889012],[2890088],[2890319],[2891241],[2892988],[2893908],[2894857],[2895101],[2895148], [2224120,2864483],[2370791,2881577],[2464841,2889880],[2521492,2893374],[2587871,2896927],[2609554,2898268],[2648089,2899443],[2664843,2900144],[2700216,2896913],[2707108,2901248],[2714351,2901464],[2736408,2901900],[2749852,2902109],[2756351,2900130],[2774243,2902480],[2783680,2902584],[2785655,2901234],[2793537,2898335],[2803625,2902781],[2805600,2901886],[2813238,2902085],[2821043,2900315],[2823581,2902387],[2829239,2902456],[2836830,2897301],[2841231,2901411],[2843206,2898232],[2845132,2901703],[2849406,2899007],[2853177,2901911],[2858835,2900038],[2861796,2900553],[2867904,2900881],[2872178,2897882],[2878890,2899213] ] cell #6262 : |C| = 135 W-rep = phi[15,28]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2412965],[2467251],[2494118],[2533491],[2542820],[2543049],[2565839],[2601143],[2608149],[2609079],[2609592],[2626481],[2651255],[2659506],[2661932],[2666235],[2667125],[2668763],[2692588],[2702974],[2707221],[2712183],[2715394],[2720614],[2724538],[2726883],[2731210],[2737256],[2737949],[2746192],[2748723],[2754437],[2764076],[2764769],[2769190],[2770218],[2773114],[2775724],[2777743],[2779836],[2781667],[2784012],[2784705],[2788339],[2797849],[2802211],[2803044],[2803957],[2804650],[2806641],[2810876],[2811569],[2813971],[2815990],[2817018],[2819914],[2820317],[2823695],[2824557],[2828554],[2828784],[2829972],[2835455],[2836561],[2837328],[2839817],[2840650],[2841563],[2842256],[2842591],[2844556],[2848938],[2849042],[2849904],[2853291],[2854951],[2855181],[2858150],[2858380],[2859568],[2859841],[2860674],[2861438],[2863814],[2864115],[2864581],[2867328],[2869266],[2869370],[2871710],[2871814],[2873474],[2873704],[2875818],[2876167],[2878532],[2879390],[2879856],[2881209],[2881675],[2883147],[2884797],[2887339],[2888654],[2889978], [2648099,2854153],[2714361,2872676],[2749862,2880908],[2774253,2886207],[2783690,2888305],[2803635,2892064],[2813128,2893646],[2821053,2883251],[2823591,2895634],[2829129,2896226],[2841241,2889512],[2845022,2898624],[2853187,2892534],[2858725,2894499],[2867794,2896543] ] cell #6263 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2835261],[2859374],[2870499],[2873580],[2877752],[2880693],[2882347],[2885992],[2886665],[2888265],[2889472],[2891119],[2892024],[2892494],[2895594], [2322953,2848747],[2382385,2860763],[2412897,2864548],[2456806,2871519],[2466967,2873668],[2467197,2873787],[2493481,2876426],[2533423,2881642],[2541191,2882956],[2542154,2883217],[2542752,2883298],[2562504,2885000],[2590979,2887991],[2600506,2888913],[2603140,2889384],[2608081,2889945],[2609019,2890160],[2610976,2890415],[2639026,2892474],[2651187,2893439],[2656171,2893849],[2661838,2894424],[2665598,2894758],[2671815,2861428],[2676468,2895574],[2679358,2884787],[2691716,2896475],[2692494,2896515],[2702337,2897096],[2705288,2897368],[2712059,2897823],[2723666,2898556],[2724444,2898596],[2729935,2876157],[2734588,2899074],[2737825,2899185],[2740308,2878522],[2742814,2899388],[2744961,2879554],[2747851,2893636],[2748629,2899732],[2764645,2900525],[2770094,2864446],[2770146,2828253],[2771013,2896382],[2772242,2896216],[2773020,2900813],[2775530,2900874],[2780795,2887329],[2781573,2887467],[2784581,2901206],[2787064,2888644],[2791717,2889676],[2796537,2898614],[2797655,2901696],[2802246,2848695],[2802401,2892289],[2802950,2899107],[2804526,2901858],[2811445,2893065],[2813777,2902078],[2816894,2881540],[2816946,2857849],[2817813,2893802],[2819042,2894489],[2819820,2894627],[2822791,2900499],[2828260,2896405],[2828660,2900831],[2829778,2902449],[2834143,2896533],[2839852,2871467],[2840007,2888530],[2840556,2897401],[2842132,2897959],[2842467,2889843],[2842519,2873173],[2843386,2873632],[2844516,2898535],[2847727,2902763],[2848138,2901832],[2848587,2899094],[2852387,2899159],[2855057,2893337],[2855109,2880200],[2857856,2893825],[2858256,2899750],[2859876,2882904],[2860031,2882609],[2860580,2883286],[2863599,2902416],[2864075,2900752],[2867288,2896454],[2868466,2896820],[2868728,2869560],[2869405,2887939],[2870910,2901180],[2871359,2897388],[2873180,2889699],[2875778,2901765],[2879350,2892927],[2879577,2880207],[2881169,2899671],[2882796,2894614],[2887454,2887831] ] cell #6264 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2744432],[2791188],[2814930],[2830931],[2837236],[2849812],[2855643],[2860527],[2862073],[2865310],[2872584],[2874652],[2879167],[2882404],[2887139], [2225497,2864741],[2288728,2873806],[2323810,2876626],[2355808,2880016],[2372168,2881835],[2382248,2883374],[2382329,2883420],[2412978,2885310],[2442753,2887798],[2457663,2889113],[2466218,2890138],[2466255,2890167],[2467040,2890270],[2489668,2891384],[2520100,2893239],[2533504,2894159],[2535618,2894431],[2542048,2894958],[2542133,2894996],[2544427,2895183],[2576984,2896522],[2584813,2896824],[2596693,2897444],[2603119,2897835],[2608162,2898133],[2614697,2844590],[2620185,2898603],[2623616,2847034],[2638094,2899174],[2638497,2899262],[2639005,2899197],[2653956,2899739],[2661785,2900041],[2675536,2900514],[2675939,2895271],[2676447,2900537],[2683079,2864149],[2688567,2900820],[2692441,2900890],[2695437,2867362],[2700925,2887474],[2704356,2869806],[2704759,2901283],[2705267,2901218],[2724391,2901712],[2731063,2848592],[2732121,2899114],[2733656,2877059],[2734059,2898771],[2734567,2901870],[2744029,2879424],[2744940,2893076],[2748576,2902094],[2751572,2881243],[2757060,2894634],[2763016,2883998],[2768130,2900595],[2770194,2828201],[2770320,2896409],[2770992,2900842],[2772967,2902465],[2781520,2887528],[2788192,2871364],[2789250,2897408],[2790785,2889546],[2791696,2897970],[2795541,2890574],[2799630,2898706],[2802250,2802334],[2802380,2876802],[2802897,2891681],[2809816,2892847],[2816994,2857797],[2817120,2893829],[2817792,2899761],[2819767,2894688],[2820170,2882801],[2821228,2883290],[2822848,2883809],[2826047,2895748],[2827664,2895860],[2828098,2885450],[2833147,2896634],[2836414,2887836],[2839856,2839940],[2839986,2889289],[2840503,2897741],[2842567,2873121],[2842693,2889703],[2843365,2873680],[2848195,2891492],[2852444,2892658],[2854061,2892941],[2855157,2880148],[2855283,2879581],[2857260,2899851],[2857694,2894299],[2859880,2859964],[2860010,2882769],[2868523,2887271],[2868888,2869539],[2869409,2869493],[2870967,2897552],[2873018,2889756],[2879634,2880045] ] cell #6265 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2848931],[2864689],[2869259],[2871703],[2874260],[2876524],[2879964],[2881783],[2883140],[2883441],[2885058],[2886747],[2887696],[2889011],[2890086],[2890322],[2891240],[2892987],[2893907],[2894856],[2895099], [2224126,2828154],[2370797,2857750],[2464847,2873074],[2521498,2880101],[2587877,2887494],[2609560,2890223],[2648092,2893075],[2664849,2894654],[2700214,2896912],[2707114,2897428],[2714354,2897969],[2736414,2899134],[2749855,2899760],[2756349,2900129],[2774246,2900841],[2783683,2901193],[2785653,2901233],[2793543,2890329],[2803628,2901845],[2805598,2901885],[2813236,2902084],[2821046,2894991],[2823584,2900512],[2829237,2902455],[2836829,2897300],[2841234,2897821],[2843204,2898231],[2845130,2901702],[2849405,2899006],[2853180,2899172],[2858833,2900037],[2861795,2900552],[2867902,2900880],[2872177,2897881],[2878889,2899212] ] cell #6266 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2744430],[2791186],[2814928],[2830929],[2837234],[2849810],[2855626],[2860525],[2862071],[2865293],[2872582],[2874635],[2879165],[2882387],[2887122], [2225423,2684682],[2323738,2731262],[2355734,2812894],[2372094,2753175],[2412976,2769995],[2442681,2836613],[2457591,2788391],[2466144,2792388],[2467255,2717507],[2489666,2800877],[2520098,2854958],[2533502,2816795],[2541976,2820369],[2543036,2758927],[2543043,2759122],[2544425,2821677],[2584811,2868185],[2596691,2838483],[2608160,2842368],[2609037,2792975],[2609797,2793294],[2614695,2844580],[2623614,2847024],[2638092,2851273],[2638495,2878021],[2661783,2858507],[2661856,2818125],[2667099,2820907],[2675534,2862320],[2675937,2884219],[2683077,2864139],[2692439,2866649],[2692512,2831859],[2695435,2867352],[2704354,2869796],[2704757,2888143],[2712128,2840823],[2724389,2875031],[2724462,2846080],[2731061,2876441],[2731168,2848694],[2733654,2877049],[2734057,2891902],[2737894,2851519],[2744027,2879414],[2748574,2880530],[2748647,2855972],[2751570,2881233],[2763014,2883988],[2764714,2862566],[2768128,2895762],[2770192,2864514],[2772965,2885829],[2773038,2865639],[2781518,2887518],[2781591,2868852],[2784650,2870042],[2788190,2888928],[2788297,2871466],[2790783,2889536],[2795539,2890538],[2799628,2898689],[2802895,2891671],[2802968,2876766],[2804595,2877295],[2809814,2892837],[2811514,2879660],[2816992,2881608],[2819765,2894678],[2819838,2882733],[2820168,2894773],[2820275,2882903],[2822831,2883748],[2826030,2895718],[2827662,2895824],[2828278,2864950],[2828729,2885476],[2833145,2896598],[2836412,2897111],[2836519,2887938],[2840501,2897731],[2840574,2889253],[2842201,2889782],[2842565,2889911],[2848178,2891431],[2848728,2876800],[2852427,2892597],[2854059,2899415],[2854457,2880225],[2855155,2893405],[2857258,2899815],[2857874,2882044],[2858325,2894325],[2860598,2860632],[2864471,2885433],[2868506,2896871],[2868886,2887972],[2870950,2897491],[2871500,2889287],[2872980,2873198],[2873649,2873678],[2879617,2893362],[2881565,2894282],[2882767,2882937],[2889739,2889868] ] cell #6267 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2288732],[2382322],[2466243],[2535606],[2576972],[2620173],[2653944],[2688555],[2700913],[2732109],[2757048],[2770308],[2789238],[2802256],[2817108],[2821216],[2839862],[2842681],[2855271],[2859886],[2869415] ] cell #6268 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2864708],[2876611],[2879983],[2881802],[2883762],[2884682],[2885322],[2887783],[2889098],[2890105],[2891445],[2892611],[2893251],[2894171],[2894943],[2895118],[2896885],[2897505],[2898145],[2898318],[2898352], [2322576,2802243],[2456429,2839849],[2540814,2859873],[2590602,2869402],[2648456,2879574],[2667574,2883283],[2700233,2887440],[2714718,2889696],[2744358,2879506],[2750219,2893822],[2756368,2894600],[2774610,2896402],[2785672,2897374],[2791114,2889628],[2805617,2899080],[2813255,2899640],[2814856,2893754],[2821410,2900393],[2829256,2900721],[2830857,2896334],[2836916,2897208],[2843223,2901592],[2845149,2901676],[2849492,2898914],[2855420,2893531],[2858852,2902220],[2860453,2900325],[2861882,2900461],[2865087,2896111],[2867921,2902515],[2872264,2901426],[2874524,2898480],[2878976,2901960],[2882181,2900102],[2887011,2900992] ] cell #6269 : |C| = 135 W-rep = phi[15,28]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2629875],[2667940],[2684629],[2710615],[2717254],[2717460],[2730911],[2753122],[2757831],[2758504],[2758874],[2768404],[2783199],[2788040],[2789621],[2792335],[2792960],[2793904],[2806888],[2812841],[2815204],[2818110],[2820018],[2822828],[2824804],[2826027],[2828221],[2831510],[2831844],[2836262],[2837575],[2840777],[2845731],[2846065],[2848175],[2848679],[2850151],[2851473],[2852424],[2853510],[2854400],[2855623],[2855957],[2857817],[2862520],[2864468],[2864893],[2865290],[2865624],[2866588],[2868503],[2868837],[2869996],[2870947],[2871451],[2872923],[2873141],[2874632],[2874970],[2876646],[2876751],[2877249],[2879614],[2880168],[2880469],[2881562],[2881987],[2882384],[2882718],[2882888],[2883745],[2885389],[2885430],[2885768],[2887119],[2887818],[2887923],[2889133],[2889238],[2889736],[2889865],[2890290],[2890534],[2891331],[2891428],[2891591],[2892594],[2893318],[2893359],[2894238],[2894279],[2894978],[2895083],[2895715],[2895820],[2896594],[2896868],[2897031],[2897488],[2897651],[2898212],[2898685],[2899411],[2899811],[2900248], [2781107,2887457],[2819354,2894617],[2838209,2897391],[2850785,2899097],[2855487,2899706],[2865154,2900787],[2869648,2901197],[2873557,2898253],[2874591,2901737],[2876901,2901849],[2882248,2900085],[2883908,2902400],[2887078,2900915],[2889388,2901432],[2892757,2901924] ] cell #6270 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2864709],[2876610],[2879984],[2881803],[2883737],[2885316],[2887782],[2889097],[2890106],[2891420],[2892586],[2893245],[2894165],[2894942],[2895119],[2895707],[2896860],[2897480],[2898139],[2898317],[2898353], [2322577,2876453],[2456430,2888940],[2540815,2894785],[2590603,2897123],[2648457,2899453],[2667575,2900340],[2700234,2901040],[2714719,2901474],[2744357,2899445],[2750220,2902119],[2756369,2902244],[2774611,2902490],[2785673,2902597],[2791113,2901466],[2805618,2902794],[2813256,2902846],[2814855,2902111],[2821411,2900392],[2829257,2902942],[2830856,2902482],[2836915,2902592],[2843224,2901590],[2845150,2902755],[2849491,2902789],[2855414,2899698],[2858853,2902217],[2860452,2900319],[2861881,2902395],[2865081,2900779],[2867922,2902498],[2872263,2901416],[2874518,2901729],[2878975,2901919],[2882175,2900077],[2887005,2900907] ] cell #6271 : |C| = 135 W-rep = phi[15,28]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2494182],[2543101],[2566402],[2601207],[2609656],[2609878],[2629330],[2660069],[2666299],[2667145],[2667614],[2681821],[2703038],[2710070],[2712203],[2715957],[2716762],[2718140],[2737969],[2746755],[2750314],[2754539],[2757286],[2761602],[2764789],[2766716],[2770238],[2775269],[2775826],[2782654],[2784725],[2789527],[2797394],[2797951],[2801483],[2802313],[2804670],[2806794],[2808402],[2810118],[2811589],[2813516],[2814073],[2817038],[2824710],[2828127],[2828804],[2829517],[2830074],[2831667],[2835000],[2835557],[2837481],[2839089],[2839919],[2842276],[2842611],[2845240],[2845888],[2848958],[2849144],[2850057],[2854306],[2855201],[2855780],[2857723],[2858400],[2859113],[2859670],[2859943],[2861460],[2864720],[2864799],[2865447],[2868012],[2869286],[2869472],[2871730],[2871916],[2872829],[2873047],[2873724],[2874266],[2875975],[2876189],[2876533],[2878554],[2879995],[2880074],[2881814],[2881893],[2883167],[2883353],[2884819],[2885064],[2886753],[2887361],[2887705],[2888676],[2889020],[2890117],[2891246],[2892993],[2893913],[2894865], [2700245,2868660],[2756380,2882541],[2785684,2888462],[2805629,2892221],[2813267,2893668],[2829268,2896248],[2836838,2897306],[2843235,2890196],[2845161,2898646],[2849414,2899012],[2858864,2894521],[2861804,2900558],[2867933,2896565],[2872186,2897887],[2878898,2899218] ] cell #6272 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2864711],[2876608],[2879986],[2881805],[2883736],[2885315],[2887780],[2889095],[2890108],[2890349],[2891419],[2892585],[2893244],[2894164],[2894940],[2895121],[2895706],[2896859],[2897479],[2898138],[2898315], [2322582,2848640],[2456435,2871412],[2540820,2882849],[2590608,2887884],[2648462,2893097],[2667580,2895044],[2700236,2896918],[2714724,2897991],[2744355,2899444],[2750225,2899782],[2756371,2900135],[2774616,2900863],[2785675,2901239],[2791111,2901465],[2805620,2901891],[2813258,2902103],[2814853,2902110],[2821416,2895130],[2829259,2902474],[2830854,2902481],[2836913,2902591],[2843226,2898240],[2845152,2901721],[2849489,2902788],[2855413,2899697],[2858855,2900050],[2860450,2900318],[2861879,2902394],[2865080,2900778],[2867924,2900899],[2872261,2901415],[2874517,2901728],[2878973,2901918],[2882174,2900076],[2887004,2900906] ] cell #6273 : |C| = 135 W-rep = phi[15,28]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2494183],[2543102],[2566401],[2601208],[2609657],[2609879],[2629328],[2660068],[2666300],[2667146],[2667613],[2681819],[2703039],[2710068],[2712204],[2715956],[2716759],[2718138],[2737970],[2746754],[2750312],[2754536],[2757284],[2761600],[2764790],[2766714],[2770239],[2775267],[2775823],[2782652],[2784726],[2789525],[2797392],[2797948],[2801481],[2802310],[2804671],[2806792],[2808400],[2810116],[2811590],[2813514],[2814070],[2817039],[2824708],[2828125],[2828805],[2829515],[2830071],[2831665],[2834998],[2835554],[2837479],[2839087],[2839916],[2842277],[2842612],[2845238],[2845886],[2848959],[2849141],[2850055],[2854304],[2855202],[2855778],[2857721],[2858401],[2859111],[2859667],[2859940],[2861458],[2864717],[2864797],[2865445],[2868010],[2869287],[2869469],[2871731],[2871913],[2872827],[2873045],[2873725],[2874262],[2875973],[2876187],[2876526],[2878552],[2879992],[2880072],[2881811],[2881891],[2883168],[2883350],[2884817],[2885060],[2886749],[2887359],[2887698],[2888674],[2889013],[2890114],[2891242],[2892989],[2893909],[2894858], [2700242,2868658],[2756377,2882539],[2785681,2888460],[2805626,2892219],[2813264,2893666],[2829265,2896246],[2836831,2897302],[2843232,2890194],[2845158,2898644],[2849407,2899008],[2858861,2894519],[2861797,2900554],[2867930,2896563],[2872179,2897883],[2878891,2899214] ] cell #6274 : |C| = 225 W-rep = phi[105,26]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 15 tau_infinity subcells with 1 member(s) 105 tau_infinity subcells with 2 member(s) subcells = [ [2854151],[2872674],[2880906],[2883249],[2886205],[2888303],[2889510],[2892062],[2892532],[2893638],[2894491],[2895632],[2896218],[2896535],[2898616], [2412966,2828286],[2467252,2843568],[2494117,2848720],[2533492,2857882],[2542821,2860606],[2543046,2860741],[2565837,2864444],[2601142,2871492],[2608150,2873206],[2609040,2873523],[2609591,2873641],[2626479,2876074],[2651256,2880233],[2659504,2881538],[2661859,2882153],[2666234,2882929],[2667094,2883197],[2668761,2883552],[2692515,2886566],[2702973,2887964],[2707219,2888561],[2712123,2889364],[2715392,2889841],[2720612,2874255],[2724465,2891020],[2726881,2891235],[2737254,2892401],[2737889,2892454],[2746190,2893335],[2748650,2893726],[2754435,2894406],[2764074,2895501],[2764709,2895554],[2769188,2885053],[2773041,2896306],[2775722,2896497],[2777741,2886742],[2779834,2896818],[2781594,2887487],[2784010,2897295],[2784645,2897348],[2797847,2898578],[2802209,2876427],[2802253,2848718],[2802971,2899127],[2803955,2899001],[2804590,2899054],[2806639,2899157],[2810874,2892982],[2811509,2893082],[2813969,2899714],[2815988,2893902],[2819841,2894647],[2823693,2900547],[2824555,2900497],[2828152,2864529],[2828281,2896412],[2828724,2900848],[2829970,2900795],[2835453,2896907],[2837326,2901178],[2839815,2888914],[2839859,2871490],[2840577,2897421],[2841561,2897876],[2842196,2897976],[2844554,2901697],[2848723,2899132],[2849040,2901880],[2849902,2901830],[2853289,2899207],[2857748,2881623],[2857877,2893832],[2858320,2899767],[2859566,2900124],[2859839,2894759],[2859883,2882927],[2860601,2883293],[2861430,2900501],[2863812,2902414],[2864113,2902450],[2864448,2900833],[2867326,2900875],[2869368,2897097],[2869412,2887962],[2871495,2897426],[2871812,2901228],[2873072,2889926],[2873201,2889706],[2873644,2890221],[2875816,2902764],[2876159,2901834],[2878524,2899161],[2879388,2899389],[2879584,2880228],[2880099,2893420],[2881207,2902079],[2881542,2899752],[2882932,2894652],[2884789,2902418],[2887331,2896822],[2887492,2887967],[2888646,2901182],[2889845,2897961],[2893067,2893339] ] cell #6275 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2864712],[2876607],[2879987],[2881806],[2883734],[2885311],[2887779],[2889094],[2890109],[2890350],[2891417],[2892583],[2893240],[2894160],[2894939],[2895122],[2895704],[2896857],[2897477],[2898134],[2898314], [2322583,2848638],[2456436,2871410],[2540821,2882847],[2590609,2887882],[2648463,2893095],[2667581,2895042],[2700237,2896914],[2714725,2897989],[2744354,2899442],[2750226,2899780],[2756372,2900131],[2774617,2900861],[2785676,2901235],[2791110,2901463],[2805621,2901887],[2813259,2902086],[2814852,2902108],[2821417,2895127],[2829260,2902457],[2830853,2902479],[2836912,2902583],[2843227,2898233],[2845153,2901704],[2849488,2902780],[2855409,2899695],[2858856,2900039],[2860449,2900314],[2861878,2902386],[2865076,2900776],[2867925,2900882],[2872260,2901410],[2874513,2901726],[2878972,2901910],[2882170,2900074],[2887000,2900904] ] cell #6276 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2382391],[2467188],[2542141],[2603127],[2639013],[2676455],[2705275],[2734575],[2744948],[2771000],[2791704],[2802388],[2817800],[2828161],[2839994],[2843373],[2857757],[2860018],[2869547],[2873081],[2880108] ] cell #6277 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2876622],[2885374],[2887794],[2889109],[2890549],[2891169],[2891595],[2893303],[2894223],[2894954],[2895835],[2896609],[2897035],[2897655],[2898197],[2898329],[2899426],[2899826],[2900252],[2900377],[2900404], [2412608,2828151],[2533134,2857747],[2607792,2873071],[2650898,2880098],[2700556,2887491],[2717160,2890220],[2744369,2893059],[2756691,2894651],[2781092,2887442],[2785995,2897425],[2791125,2897953],[2805940,2899131],[2814867,2899744],[2819339,2894602],[2830868,2900825],[2836927,2901167],[2838194,2897376],[2843546,2901643],[2849503,2901819],[2850770,2899082],[2855472,2899642],[2860464,2902324],[2861893,2902376],[2865139,2900723],[2869652,2897229],[2872275,2902658],[2873542,2901594],[2874576,2901678],[2876905,2898935],[2878987,2902810],[2882233,2902222],[2883912,2900471],[2887063,2902517],[2889392,2901447],[2892761,2901970] ] cell #6278 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2876623],[2885373],[2887795],[2889110],[2890536],[2891598],[2893302],[2894222],[2894955],[2895822],[2896596],[2897038],[2897658],[2898196],[2898330],[2898687],[2899413],[2899813],[2900255],[2900376],[2900405], [2412609,2864484],[2533135,2881578],[2607793,2889881],[2650899,2893375],[2700557,2896928],[2717161,2898269],[2744370,2899441],[2756692,2900145],[2781091,2896910],[2785996,2901249],[2791126,2901462],[2805941,2901901],[2814868,2902107],[2819338,2900127],[2830869,2902478],[2836928,2902587],[2838193,2901231],[2843547,2901642],[2849504,2902784],[2850769,2901883],[2855471,2902091],[2860465,2902326],[2861894,2902932],[2865138,2902462],[2869655,2901199],[2872276,2902661],[2873541,2901597],[2874575,2902760],[2876908,2901851],[2878988,2902805],[2882232,2902228],[2883915,2902402],[2887062,2902503],[2889395,2901434],[2892764,2901926] ] cell #6279 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2876624],[2885372],[2887796],[2889111],[2890548],[2891168],[2891594],[2893301],[2894221],[2894956],[2895144],[2895834],[2896608],[2897034],[2897654],[2898195],[2898331],[2899425],[2899825],[2900251],[2900375], [2412612,2770138],[2533138,2816938],[2607796,2842511],[2650902,2855101],[2700560,2868720],[2717164,2873624],[2744371,2879508],[2756695,2882601],[2781090,2887441],[2785999,2888522],[2791127,2889630],[2805944,2892281],[2814869,2893756],[2819337,2894601],[2830870,2896336],[2836929,2897210],[2838192,2897375],[2843550,2898341],[2849505,2898916],[2850768,2899081],[2855470,2899641],[2860466,2900327],[2861895,2900463],[2865137,2900722],[2869651,2897228],[2872277,2901428],[2873540,2901593],[2874574,2901677],[2876904,2898934],[2878989,2901962],[2882231,2902221],[2883911,2900470],[2887061,2902516],[2889391,2901446],[2892760,2901969] ] cell #6280 : |C| = 135 W-rep = phi[15,28]+phi[120,25] special rep = phi[120,25] , dim = 120 orbit = A2+A1 depth of tau_infinity partitioning = 3 number of tau_infinity subcells = 120 105 tau_infinity subcells with 1 member(s) 15 tau_infinity subcells with 2 member(s) subcells = [ [2566462],[2609931],[2629819],[2660129],[2667674],[2667888],[2684211],[2710559],[2716017],[2716777],[2717198],[2728941],[2746815],[2752704],[2754554],[2757775],[2758489],[2759636],[2775841],[2783143],[2786070],[2789606],[2791917],[2795428],[2797966],[2799517],[2802328],[2806436],[2806873],[2812423],[2814088],[2818048],[2824352],[2824789],[2827551],[2828206],[2830089],[2831782],[2833034],[2834414],[2835572],[2837123],[2837560],[2839934],[2846003],[2848617],[2849159],[2849699],[2850136],[2851388],[2853948],[2854385],[2855895],[2857147],[2857802],[2859685],[2859958],[2861960],[2862435],[2864735],[2864878],[2865562],[2868775],[2869487],[2869911],[2871389],[2871931],[2872471],[2872908],[2873126],[2874277],[2876631],[2876689],[2877164],[2879054],[2880010],[2880153],[2881829],[2881972],[2882656],[2882826],[2883368],[2883738],[2884928],[2885075],[2885317],[2886764],[2887803],[2887861],[2889118],[2889176],[2890132],[2890275],[2891257],[2891421],[2892587],[2893004],[2893246],[2893924],[2894166],[2894963],[2895708],[2896861],[2897481],[2898140], [2744378,2879529],[2791134,2889651],[2814876,2893777],[2830877,2896357],[2836936,2897317],[2849512,2899023],[2855415,2899699],[2860473,2895021],[2861902,2900569],[2865082,2900780],[2872284,2897898],[2874519,2901730],[2878996,2899229],[2882176,2900078],[2887006,2900908] ] cell #6281 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2876625],[2885371],[2887797],[2889112],[2890533],[2891590],[2893300],[2894220],[2894957],[2895145],[2895819],[2896593],[2897030],[2897650],[2898194],[2898332],[2898684],[2899410],[2899810],[2900247],[2900374], [2412613,2864485],[2533139,2881579],[2607797,2889882],[2650903,2893376],[2700561,2896929],[2717165,2898270],[2744372,2899446],[2756696,2900146],[2781089,2901039],[2786000,2901250],[2791128,2901467],[2805945,2901902],[2814870,2902112],[2819336,2902243],[2830871,2902483],[2836930,2902593],[2838191,2902596],[2843551,2898338],[2849506,2902790],[2850767,2902793],[2855469,2902845],[2860467,2900320],[2861896,2902396],[2865136,2902941],[2869647,2901196],[2872278,2901417],[2873539,2901589],[2874573,2902754],[2876900,2901848],[2878990,2901920],[2882230,2902216],[2883907,2902399],[2887060,2902497],[2889387,2901431],[2892756,2901923] ] cell #6282 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2876649],[2883438],[2885386],[2887821],[2889136],[2890293],[2890532],[2891588],[2893315],[2894235],[2894981],[2895080],[2895818],[2896592],[2897028],[2897648],[2898209],[2898683],[2899409],[2899809],[2900245], [2412619,2770143],[2533145,2816943],[2607803,2842516],[2650909,2855106],[2700567,2868725],[2717171,2873629],[2744396,2879532],[2756702,2882606],[2781104,2887455],[2786006,2888527],[2791152,2889654],[2805951,2892286],[2814894,2893780],[2819351,2894615],[2830895,2896360],[2836954,2897320],[2838206,2897389],[2843557,2890334],[2849530,2899026],[2850782,2899095],[2855484,2899704],[2860491,2895024],[2861920,2900572],[2865151,2900785],[2869645,2901195],[2872302,2897901],[2873554,2898251],[2874588,2901735],[2876898,2901847],[2879014,2899232],[2882245,2900083],[2883905,2902398],[2887075,2900913],[2889385,2901430],[2892754,2901922] ] cell #6283 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2467259],[2543038],[2609028],[2661847],[2692503],[2724453],[2748638],[2773029],[2781582],[2802959],[2819829],[2828269],[2840565],[2848644],[2857865],[2860589],[2871416],[2873189],[2880216],[2882853],[2887888] ] cell #6284 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2885382],[2891632],[2893311],[2894231],[2895264],[2895664],[2895935],[2897072],[2897692],[2898205],[2898764],[2899255],[2899526],[2899926],[2900289],[2900385],[2901031],[2901276],[2901547],[2901631],[2901651], [2493848,2848637],[2600873,2871409],[2665965,2882846],[2702704,2887881],[2744647,2893094],[2758839,2895041],[2781100,2896906],[2791403,2897988],[2811119,2893063],[2815145,2899779],[2819347,2900123],[2831146,2900860],[2838202,2901227],[2841806,2897957],[2850778,2901879],[2855480,2902077],[2856460,2899748],[2860742,2902359],[2865147,2902448],[2866127,2900829],[2869689,2901175],[2873550,2902718],[2874584,2902750],[2876942,2901827],[2880292,2899655],[2882241,2902882],[2883221,2902328],[2883949,2902381],[2885591,2900736],[2887071,2902953],[2889429,2902666],[2890649,2901685],[2892798,2902815],[2894440,2902235],[2896709,2902524] ] cell #6285 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2493849],[2600874],[2665966],[2702705],[2744648],[2758840],[2781101],[2791404],[2811118],[2815146],[2819348],[2831147],[2838203],[2841805],[2850779],[2855481],[2856459],[2860743],[2865148],[2866126],[2869688],[2873551],[2874585],[2876941],[2880295],[2882242],[2883220],[2883948],[2885594],[2887072],[2889428],[2890652],[2892797],[2894443],[2896712], [2828285,2885383],[2843567,2901652],[2848722,2891631],[2857881,2894232],[2860605,2900386],[2863201,2900599],[2864450,2895938],[2871494,2897691],[2873205,2898206],[2873643,2901630],[2876111,2898775],[2880232,2893312],[2881544,2899929],[2882931,2900288],[2883868,2895275],[2887966,2897071],[2888598,2901287],[2889847,2901550],[2892717,2899266],[2893341,2899529],[2896828,2896991] ] cell #6286 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2885384],[2891630],[2893313],[2894233],[2895261],[2895661],[2895930],[2897070],[2897690],[2898207],[2898350],[2898761],[2899252],[2899521],[2899921],[2900287],[2900387],[2901028],[2901273],[2901542],[2901629], [2493852,2802245],[2600877,2839851],[2665969,2859875],[2702708,2869404],[2744651,2879576],[2758843,2883285],[2781102,2887443],[2791407,2889698],[2811117,2893058],[2815149,2893824],[2819349,2894603],[2831150,2896404],[2838204,2897377],[2841804,2897952],[2850780,2899083],[2855482,2899643],[2856458,2899743],[2860746,2900395],[2865149,2900724],[2866125,2900824],[2869687,2901166],[2873552,2901595],[2874586,2901679],[2876940,2901818],[2880287,2899652],[2882243,2902223],[2883219,2902323],[2883947,2902375],[2885586,2900733],[2887073,2902518],[2889427,2902657],[2890644,2901682],[2892796,2902809],[2894435,2902232],[2896704,2902521] ] cell #6287 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2885385],[2891629],[2893314],[2894234],[2895254],[2895932],[2897069],[2897689],[2898208],[2898351],[2898754],[2899245],[2899523],[2899923],[2900286],[2900388],[2900589],[2901021],[2901266],[2901544],[2901628], [2493853,2848639],[2600878,2871411],[2665970,2882848],[2702709,2887883],[2744652,2893096],[2758844,2895043],[2781103,2896911],[2791408,2897990],[2811116,2899440],[2815150,2899781],[2819350,2900128],[2831151,2900862],[2838205,2901232],[2841803,2901461],[2850781,2901884],[2855483,2902092],[2856457,2902106],[2860747,2900394],[2865150,2902463],[2866124,2902477],[2869686,2902586],[2873553,2901598],[2874587,2902761],[2876939,2902783],[2880289,2902088],[2882244,2902229],[2883218,2902325],[2883946,2902931],[2885588,2902459],[2887074,2902504],[2889426,2902660],[2890646,2902757],[2892795,2902804],[2894437,2902225],[2896706,2902500] ] cell #6288 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2885404],[2890347],[2891641],[2893333],[2894253],[2895098],[2895253],[2895928],[2897081],[2897701],[2898227],[2898299],[2898753],[2899244],[2899519],[2899919],[2900298],[2900588],[2901020],[2901265],[2901540], [2493857,2802249],[2600882,2839855],[2665974,2859879],[2702713,2869408],[2744656,2879580],[2758848,2883289],[2781122,2887460],[2791412,2889702],[2811128,2893068],[2815154,2893828],[2819369,2894620],[2831155,2896408],[2838224,2897394],[2841815,2897962],[2850800,2899100],[2855502,2899709],[2856469,2899753],[2860751,2895132],[2865169,2900790],[2866136,2900834],[2869698,2901201],[2873572,2898256],[2874606,2901740],[2876951,2901853],[2880285,2902087],[2882263,2900088],[2883230,2900328],[2883958,2902404],[2885584,2902458],[2887093,2900918],[2889438,2901436],[2890642,2902756],[2892807,2901928],[2894433,2902224],[2896702,2902499] ] cell #6289 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2543110],[2609869],[2667101],[2712130],[2737896],[2764716],[2784652],[2804597],[2811516],[2828731],[2842203],[2848730],[2858327],[2864488],[2871502],[2873651],[2881582],[2882939],[2887974],[2889885],[2893379] ] cell #6290 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2543111],[2609870],[2667102],[2712131],[2737897],[2764717],[2784653],[2804598],[2811517],[2828732],[2842204],[2848731],[2858328],[2864489],[2871503],[2873652],[2881583],[2882940],[2887975],[2889886],[2893380] ] cell #6291 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2566153],[2659820],[2715708],[2746506],[2781334],[2793262],[2811124],[2819581],[2835193],[2838436],[2841811],[2851012],[2856465],[2859306],[2866132],[2869694],[2870431],[2873784],[2876947],[2877684],[2880313],[2883226],[2883954],[2885612],[2888032],[2889434],[2890171],[2890670],[2891791],[2892803],[2894461],[2895329],[2896730],[2897851],[2899320], [2848745,2891637],[2860761,2902364],[2864552,2895956],[2871517,2897697],[2873666,2901636],[2875545,2898676],[2876435,2898829],[2881646,2899947],[2882954,2900294],[2883302,2902349],[2885028,2900648],[2887989,2897077],[2888922,2901341],[2889949,2901568],[2890621,2898431],[2893443,2899547],[2893877,2902147],[2894767,2902300],[2896681,2900943],[2897105,2901096],[2899402,2899498] ] cell #6292 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2566154],[2659821],[2715709],[2746507],[2781335],[2793263],[2811125],[2819582],[2835194],[2838437],[2841812],[2851013],[2856466],[2859307],[2866133],[2869695],[2870432],[2873785],[2876948],[2877685],[2880314],[2883227],[2883955],[2885613],[2888029],[2889435],[2890172],[2890671],[2891788],[2892804],[2894462],[2895326],[2896731],[2897848],[2899317], [2860758,2902365],[2868903,2897078],[2873695,2901637],[2876817,2891638],[2879698,2899548],[2882784,2900295],[2883326,2902350],[2885514,2895957],[2887512,2901093],[2889304,2897698],[2889820,2901569],[2890587,2898442],[2891145,2891207],[2891665,2898826],[2892954,2902017],[2894363,2899948],[2894672,2902297],[2895811,2895873],[2896647,2900954],[2897725,2901338],[2899802,2899864] ] cell #6293 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2891639],[2895955],[2897079],[2897699],[2898415],[2898660],[2898821],[2899546],[2899946],[2900296],[2900402],[2900632],[2900927],[2901088],[2901333],[2901567],[2901638],[2901990],[2902131],[2902292],[2902348], [2566157,2828153],[2659824,2857749],[2715712,2873073],[2746510,2880100],[2781338,2887493],[2793266,2890222],[2811126,2893064],[2819585,2894653],[2835192,2896905],[2838440,2897427],[2841813,2897958],[2851016,2899133],[2856467,2899749],[2859305,2900122],[2866134,2900830],[2869696,2901176],[2870430,2901226],[2873788,2901645],[2876949,2901828],[2877683,2901878],[2880312,2902076],[2883228,2902329],[2883956,2902382],[2885611,2902447],[2888024,2901172],[2889436,2902667],[2890170,2902717],[2890669,2902749],[2891783,2901824],[2892805,2902816],[2894460,2902881],[2895321,2902378],[2896729,2902952],[2897843,2902663],[2899312,2902812] ] cell #6294 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2566158],[2659825],[2715713],[2746511],[2781339],[2793267],[2811127],[2819586],[2835191],[2838441],[2841814],[2851017],[2856468],[2859304],[2866135],[2869697],[2870429],[2873789],[2876950],[2877682],[2880311],[2883229],[2883957],[2885610],[2888026],[2889437],[2890169],[2890668],[2891785],[2892806],[2894459],[2895323],[2896728],[2897845],[2899314], [2848746,2891640],[2860762,2900403],[2864549,2895954],[2871518,2897700],[2873667,2901639],[2875539,2901750],[2876429,2898823],[2881643,2899945],[2882955,2900297],[2883299,2902347],[2885022,2900638],[2887990,2897080],[2888916,2901335],[2889946,2901566],[2890615,2898421],[2893440,2899545],[2893871,2902137],[2894761,2902294],[2896675,2900933],[2897099,2901090],[2899392,2899492] ] cell #6295 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2891654],[2895142],[2895964],[2897094],[2897714],[2898312],[2898414],[2898659],[2898819],[2899555],[2899955],[2900311],[2900363],[2900631],[2900926],[2901086],[2901331],[2901576],[2901989],[2902130],[2902290], [2566161,2770140],[2659828,2816940],[2715716,2842513],[2746514,2855103],[2781342,2868722],[2793270,2873626],[2811141,2879518],[2819589,2882603],[2835201,2887447],[2838444,2888524],[2841828,2889640],[2851020,2892283],[2856482,2893766],[2859314,2894607],[2866149,2896346],[2869711,2897240],[2870439,2897381],[2873792,2898343],[2876964,2898946],[2877692,2899087],[2880321,2899657],[2883243,2900337],[2883971,2900482],[2885620,2900738],[2888022,2901171],[2889451,2901458],[2890179,2901599],[2890678,2901687],[2891781,2901823],[2892820,2901981],[2894469,2902237],[2895319,2902377],[2896738,2902526],[2897841,2902662],[2899310,2902811] ] cell #6296 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2891655],[2895143],[2895963],[2897095],[2897715],[2898313],[2898411],[2898820],[2899554],[2899954],[2900312],[2900362],[2900628],[2900923],[2901087],[2901332],[2901575],[2901746],[2901986],[2902127],[2902291], [2566162,2828155],[2659829,2857751],[2715717,2873075],[2746515,2880102],[2781343,2887495],[2793271,2890224],[2811142,2893071],[2819590,2894655],[2835200,2896909],[2838445,2897429],[2841829,2897965],[2851021,2899135],[2856483,2899756],[2859313,2900126],[2866150,2900837],[2869712,2901204],[2870438,2901230],[2873793,2898340],[2876965,2901856],[2877691,2901882],[2880320,2902090],[2883244,2900331],[2883972,2902407],[2885619,2902461],[2888023,2902585],[2889452,2901439],[2890178,2901596],[2890677,2902759],[2891782,2902782],[2892821,2901931],[2894468,2902227],[2895320,2902930],[2896737,2902502],[2897842,2902659],[2899311,2902803] ] cell #6297 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2609941],[2667880],[2716740],[2754493],[2775780],[2797905],[2814027],[2830028],[2835511],[2849098],[2859624],[2864557],[2871870],[2876456],[2881651],[2883307],[2888943],[2889954],[2893448],[2894788],[2897126] ] cell #6298 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2609942],[2667882],[2716743],[2754496],[2775783],[2797908],[2814030],[2830031],[2835514],[2849101],[2859627],[2864560],[2871873],[2876474],[2881654],[2883310],[2888961],[2889957],[2893451],[2894806],[2897144] ] cell #6299 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2629593],[2710333],[2757549],[2782917],[2811317],[2821164],[2835197],[2842004],[2854101],[2856658],[2859310],[2866325],[2870435],[2872624],[2877688],[2880317],[2880856],[2883419],[2885616],[2886155],[2888040],[2890175],[2890674],[2891799],[2893487],[2894465],[2895004],[2895337],[2896067],[2896734],[2897859],[2898455],[2899328],[2900058],[2900967], [2864739,2895960],[2873804,2902743],[2876630,2898837],[2880014,2899551],[2881833,2899951],[2883372,2902353],[2884638,2895688],[2885319,2900672],[2887802,2901104],[2889117,2901349],[2890136,2901572],[2890274,2902733],[2891401,2898788],[2893248,2902030],[2894168,2902171],[2894962,2902308],[2895288,2895307],[2896841,2901074],[2897461,2901300],[2898142,2902703],[2899279,2899298] ] cell #6300 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2629596],[2710336],[2757552],[2782920],[2811320],[2821167],[2835198],[2842007],[2854099],[2856661],[2859311],[2866328],[2870436],[2872622],[2877689],[2880318],[2880854],[2883422],[2885617],[2886153],[2888038],[2890176],[2890675],[2891797],[2893484],[2894466],[2895002],[2895335],[2896064],[2896735],[2897857],[2898452],[2899326],[2900055],[2900964], [2864569,2895961],[2873801,2901649],[2876504,2898835],[2881663,2899952],[2883319,2902354],[2884635,2900583],[2885246,2900669],[2888991,2901347],[2889966,2901573],[2890234,2902731],[2891398,2901775],[2893460,2899552],[2894095,2902168],[2894836,2902306],[2895304,2900442],[2897174,2901102],[2897458,2902614],[2898069,2902700],[2899295,2901941],[2899570,2902027],[2901015,2901071] ] cell #6301 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2629597],[2710337],[2757553],[2782921],[2811321],[2821168],[2835199],[2842008],[2854100],[2856662],[2859312],[2866329],[2870437],[2872623],[2877690],[2880319],[2880855],[2883423],[2885618],[2886154],[2888039],[2890177],[2890676],[2891798],[2893482],[2894467],[2895003],[2895336],[2896062],[2896736],[2897858],[2898450],[2899327],[2900053],[2900962], [2873798,2901650],[2879715,2899553],[2883343,2902355],[2885531,2895962],[2887581,2901103],[2889837,2901574],[2890253,2902732],[2891734,2898836],[2893107,2902025],[2894380,2899953],[2894741,2902307],[2895283,2900448],[2895648,2895683],[2895979,2900667],[2896836,2902545],[2897794,2901348],[2898001,2902698],[2898748,2898783],[2899274,2901947],[2899970,2902166],[2901260,2901295] ] cell #6302 : |C| = 91 W-rep = phi[35,31]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 21 tau_infinity subcells with 1 member(s) 35 tau_infinity subcells with 2 member(s) subcells = [ [2895973],[2898348],[2898842],[2899564],[2899964],[2900372],[2900435],[2900576],[2900665],[2901109],[2901354],[2901585],[2901620],[2901768],[2901934],[2902023],[2902164],[2902313],[2902532],[2902607],[2902696], [2629600,2802247],[2710340,2839853],[2757556,2859877],[2782924,2869406],[2811324,2879578],[2821171,2883287],[2835210,2887450],[2842011,2889700],[2854106,2893062],[2856665,2893826],[2859323,2894610],[2866332,2896406],[2870448,2897384],[2872629,2897956],[2877701,2899090],[2880330,2899660],[2880861,2899747],[2883426,2900397],[2885629,2900741],[2886160,2900828],[2888045,2901174],[2890188,2901602],[2890687,2901690],[2891804,2901826],[2893480,2902075],[2894478,2902240],[2895009,2902327],[2895342,2902380],[2896060,2902446],[2896747,2902529],[2897864,2902665],[2898448,2902748],[2899333,2902814],[2900051,2902880],[2900960,2902951] ] cell #6303 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2629601],[2710341],[2757557],[2782925],[2811325],[2821172],[2835211],[2842012],[2854105],[2856666],[2859324],[2866333],[2870449],[2872628],[2877702],[2880331],[2880860],[2883427],[2885630],[2886159],[2888044],[2890189],[2890688],[2891803],[2893481],[2894479],[2895008],[2895341],[2896061],[2896748],[2897863],[2898449],[2899332],[2900052],[2900961], [2864570,2895974],[2873802,2898349],[2876503,2898841],[2881664,2899965],[2883320,2900373],[2884632,2902410],[2885243,2900666],[2888990,2901353],[2889967,2901586],[2890233,2901619],[2891395,2901771],[2893461,2899565],[2894092,2902165],[2894835,2902312],[2895301,2900438],[2897173,2901108],[2897455,2902610],[2898066,2902697],[2899292,2901937],[2899567,2902024],[2901011,2901068] ] cell #6304 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2629605],[2710345],[2757561],[2782929],[2811329],[2821176],[2835238],[2842016],[2854123],[2856670],[2859351],[2866337],[2870476],[2872646],[2877729],[2880446],[2880878],[2883431],[2885745],[2886177],[2888119],[2890216],[2890756],[2891878],[2893519],[2894594],[2895026],[2895385],[2896099],[2896816],[2897938],[2898468],[2899376],[2900090],[2900980], [2883750,2900434],[2884670,2902409],[2885309,2896042],[2890343,2890345],[2891433,2901767],[2891576,2898885],[2892599,2901933],[2893170,2899633],[2894158,2900033],[2895064,2895079],[2895898,2900685],[2896873,2902531],[2896969,2901152],[2897493,2902606],[2897636,2901397],[2898064,2898132],[2898275,2898287],[2899458,2902043],[2899889,2902184],[2900186,2900233],[2901479,2901510] ] cell #6305 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2667950],[2717450],[2758474],[2789572],[2806839],[2824755],[2837526],[2850102],[2854351],[2864844],[2872874],[2876511],[2881938],[2885273],[2888998],[2890241],[2894122],[2894843],[2897181],[2898096],[2899597] ] cell #6306 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2667951],[2717449],[2758472],[2789570],[2806837],[2824753],[2837524],[2850100],[2854349],[2864842],[2872872],[2876509],[2881936],[2885261],[2888996],[2890239],[2894110],[2894841],[2897179],[2898084],[2899585] ] cell #6307 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2684429],[2752922],[2792135],[2812641],[2835353],[2843328],[2854103],[2859466],[2868621],[2870591],[2872626],[2877844],[2880858],[2882502],[2886157],[2888035],[2888042],[2888423],[2890331],[2891794],[2891801],[2892182],[2893490],[2895006],[2895332],[2895339],[2896070],[2897854],[2897861],[2898242],[2898458],[2899323],[2899330],[2900061],[2900970], [2848929,2898839],[2864693,2900675],[2869257,2901106],[2871701,2901351],[2875548,2891213],[2876535,2898832],[2879968,2902033],[2881787,2902174],[2883138,2902310],[2883439,2902926],[2885031,2895879],[2887707,2901099],[2889022,2901344],[2890090,2902706],[2890320,2902735],[2890593,2890624],[2892960,2899501],[2893880,2899870],[2894867,2902303],[2895103,2902919],[2896653,2896684] ] cell #6308 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2684431],[2752924],[2792137],[2812643],[2835355],[2843330],[2854104],[2859468],[2868620],[2870593],[2872627],[2877846],[2880859],[2882501],[2886158],[2888043],[2888422],[2890333],[2891802],[2892181],[2893489],[2895007],[2895340],[2896069],[2897202],[2897862],[2898241],[2898457],[2898908],[2899331],[2900060],[2900455],[2900969],[2901420],[2901954], [2876647,2898840],[2883436,2902363],[2885388,2900674],[2887819,2901107],[2889134,2901352],[2890291,2902736],[2891142,2898673],[2891592,2901788],[2893317,2902032],[2894237,2902173],[2894979,2902311],[2895082,2902918],[2895808,2900645],[2897032,2902552],[2897652,2902627],[2898211,2902705],[2898428,2898439],[2899399,2902014],[2899799,2902144],[2900249,2902900],[2900940,2900951] ] cell #6309 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2684434],[2752927],[2792140],[2812646],[2835358],[2843333],[2854112],[2859471],[2868624],[2870596],[2872635],[2877849],[2880867],[2882505],[2886166],[2888051],[2888426],[2890336],[2891810],[2892185],[2893493],[2895015],[2895348],[2896073],[2897201],[2897870],[2898245],[2898461],[2898907],[2899339],[2900064],[2900454],[2900973],[2901419],[2901953], [2876519,2898848],[2883434,2900400],[2885296,2900678],[2889006,2901360],[2890249,2901626],[2891141,2901743],[2891542,2901787],[2894145,2902177],[2894851,2902319],[2895051,2902341],[2895807,2902421],[2897189,2901115],[2897602,2902626],[2898119,2902709],[2898438,2901668],[2899620,2902036],[2899798,2902855],[2900199,2902899],[2900950,2902507],[2901118,2902551],[2901983,2902013] ] cell #6310 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2684435],[2752928],[2792141],[2812647],[2835359],[2843334],[2854113],[2859472],[2868625],[2870597],[2872636],[2877850],[2880868],[2882506],[2886167],[2888052],[2888427],[2890337],[2891811],[2892186],[2893494],[2895016],[2895349],[2896074],[2897200],[2897871],[2898246],[2898462],[2898906],[2899340],[2900065],[2900453],[2900974],[2901418],[2901952], [2883432,2900401],[2887596,2901116],[2890268,2901627],[2891749,2898849],[2893157,2902037],[2894756,2902320],[2895066,2902342],[2896029,2900679],[2896935,2902550],[2897809,2901361],[2898051,2902710],[2898426,2901671],[2898653,2898671],[2898851,2901786],[2899397,2902822],[2900020,2902178],[2900152,2902898],[2900625,2900643],[2900938,2902510],[2901363,2902625],[2902124,2902142] ] cell #6311 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2684438],[2752931],[2792144],[2812650],[2835362],[2843337],[2854133],[2859475],[2868637],[2870600],[2872656],[2877853],[2880888],[2882518],[2886187],[2888129],[2888439],[2890340],[2891888],[2892198],[2893541],[2895036],[2895395],[2896121],[2897222],[2897948],[2898258],[2898490],[2898928],[2899386],[2900112],[2900464],[2901002],[2901440],[2901963], [2890542,2901666],[2891162,2901741],[2891586,2898895],[2895138,2895140],[2895828,2902419],[2895920,2900707],[2896602,2902505],[2896979,2901162],[2897646,2901407],[2898285,2898297],[2898800,2901797],[2899419,2902817],[2899480,2902065],[2899819,2902853],[2899911,2902206],[2900196,2900243],[2900345,2900354],[2901048,2902561],[2901312,2902636],[2901501,2901532],[2902252,2902271] ] cell #6312 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2684439],[2752932],[2792145],[2812651],[2835363],[2843338],[2854134],[2859476],[2868636],[2870601],[2872657],[2877854],[2880889],[2882517],[2886188],[2888130],[2888438],[2890341],[2891889],[2892197],[2893540],[2895037],[2895396],[2896120],[2897223],[2897949],[2898257],[2898489],[2898929],[2899387],[2900111],[2900465],[2901001],[2901441],[2901964], [2876520,2898896],[2883435,2895139],[2885295,2900706],[2889007,2901408],[2890250,2898298],[2890543,2901667],[2891163,2902762],[2891541,2901798],[2894144,2902205],[2894852,2900197],[2895050,2900353],[2895829,2902420],[2896603,2902506],[2896980,2897190],[2897601,2902637],[2898118,2901500],[2899420,2901982],[2899479,2899619],[2899820,2902854],[2900198,2902253],[2901049,2901117] ] cell #6313 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2717517],[2759109],[2792948],[2818083],[2831817],[2846038],[2855930],[2865597],[2868810],[2876724],[2882691],[2885301],[2889211],[2891560],[2894150],[2895056],[2897620],[2898124],[2899625],[2900217],[2901136] ] cell #6314 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2717518],[2759108],[2792946],[2818081],[2831815],[2846036],[2855928],[2865595],[2868808],[2876722],[2882689],[2885299],[2889209],[2891552],[2894148],[2895054],[2897612],[2898122],[2899623],[2900209],[2901128] ] cell #6315 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2731087],[2788216],[2820194],[2836438],[2854102],[2854226],[2860551],[2868622],[2872625],[2872749],[2880308],[2880857],[2880981],[2882503],[2885607],[2886156],[2886280],[2888041],[2888424],[2890665],[2891800],[2892183],[2893491],[2894456],[2895005],[2895129],[2895338],[2896071],[2896725],[2897860],[2898243],[2898459],[2899329],[2900062],[2900971], [2828516,2900676],[2848909,2898838],[2854913,2902034],[2858112,2902175],[2863214,2884754],[2864595,2895951],[2869237,2901105],[2871681,2901350],[2873436,2902707],[2876124,2891517],[2879870,2899542],[2881689,2899942],[2883118,2902309],[2883403,2902920],[2883834,2883881],[2887296,2897004],[2888611,2897577],[2889992,2901563],[2890300,2902734],[2890351,2903003],[2892683,2892730] ] cell #6316 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2731089],[2788218],[2820196],[2836440],[2854228],[2860553],[2868623],[2872751],[2879502],[2880983],[2882504],[2886282],[2888425],[2889624],[2892184],[2893486],[2893492],[2893750],[2895131],[2896066],[2896072],[2896330],[2897204],[2898244],[2898454],[2898460],[2898910],[2900057],[2900063],[2900321],[2900457],[2900966],[2900972],[2901422],[2901956], [2864710,2900677],[2876609,2901790],[2879985,2902035],[2881804,2902176],[2884637,2895687],[2885318,2900671],[2887781,2902554],[2889096,2902629],[2890107,2902708],[2890348,2902742],[2891400,2898787],[2893247,2902029],[2894167,2902170],[2894941,2902902],[2895120,2902921],[2895287,2895306],[2896840,2901073],[2897460,2901299],[2898141,2902702],[2898316,2902998],[2899278,2899297] ] cell #6317 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2731091],[2788220],[2820198],[2836442],[2854230],[2860555],[2868629],[2872753],[2879505],[2880985],[2882510],[2886284],[2888431],[2889627],[2892190],[2893498],[2893753],[2895133],[2896078],[2896333],[2897207],[2898250],[2898466],[2898913],[2899638],[2900069],[2900324],[2900460],[2900719],[2900978],[2901425],[2901674],[2901959],[2902218],[2902513], [2885403,2900683],[2890346,2901648],[2891642,2901793],[2893332,2902041],[2894252,2902182],[2895097,2902346],[2895647,2900582],[2895929,2902427],[2897082,2902557],[2897702,2902632],[2898226,2902714],[2898300,2902727],[2898747,2901774],[2899520,2902825],[2899920,2902861],[2900299,2902905],[2900441,2900447],[2901014,2902544],[2901259,2902613],[2901541,2902988],[2901940,2901946] ] cell #6318 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2731094],[2788223],[2820201],[2836445],[2854233],[2860558],[2868643],[2872756],[2879513],[2880988],[2882524],[2886287],[2888445],[2889635],[2892204],[2893547],[2893761],[2895136],[2896127],[2896341],[2897235],[2898264],[2898496],[2898941],[2899651],[2900118],[2900332],[2900477],[2900732],[2901008],[2901453],[2901681],[2901976],[2902231],[2902520], [2885308,2900713],[2890344,2898344],[2891577,2901810],[2894157,2902212],[2895063,2900360],[2895260,2902372],[2895660,2902408],[2895897,2902434],[2897637,2902649],[2898131,2901507],[2898276,2901613],[2898760,2902766],[2899251,2902806],[2899486,2899632],[2899888,2902868],[2900234,2902265],[2901027,2902530],[2901061,2901153],[2901272,2902969],[2901509,2902675],[2902002,2902042] ] cell #6319 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2731095],[2788224],[2820202],[2836446],[2854234],[2860559],[2868644],[2872757],[2879514],[2880989],[2882525],[2886288],[2888446],[2889636],[2892205],[2893548],[2893762],[2895137],[2896128],[2896342],[2897236],[2898265],[2898497],[2898942],[2899650],[2900119],[2900333],[2900478],[2900731],[2901009],[2901454],[2901680],[2901977],[2902230],[2902519], [2890342,2898347],[2893169,2902072],[2895078,2900352],[2895259,2902373],[2895659,2900574],[2895927,2896041],[2896970,2902575],[2898063,2901539],[2898288,2901608],[2898759,2901766],[2898814,2898886],[2899250,2902807],[2899457,2902831],[2899918,2900032],[2900187,2902285],[2900654,2900684],[2901026,2902955],[2901271,2902605],[2901326,2901398],[2901478,2902685],[2902153,2902183] ] cell #6320 : |C| = 77 W-rep = phi[21,33]+phi[56,30] special rep = phi[56,30] , dim = 56 orbit = A2 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 56 35 tau_infinity subcells with 1 member(s) 21 tau_infinity subcells with 2 member(s) subcells = [ [2731099],[2788228],[2820206],[2836450],[2854238],[2860563],[2868665],[2872761],[2879525],[2880993],[2882546],[2883425],[2886292],[2888467],[2889647],[2890201],[2892226],[2893673],[2893773],[2894526],[2895017],[2896253],[2896353],[2896570],[2897313],[2897894],[2898651],[2899019],[2899225],[2899692],[2900071],[2900565],[2900773],[2900901],[2901723], [2864571,2900868],[2873803,2890339],[2876502,2901898],[2881665,2899787],[2883321,2895049],[2883731,2902384],[2885242,2902476],[2888989,2901246],[2889968,2897996],[2890232,2898266],[2891414,2902778],[2892580,2901908],[2893102,2893462],[2894091,2902105],[2894834,2900142],[2895701,2902933],[2896854,2901010],[2896925,2897172],[2897474,2902581],[2898065,2901460],[2899439,2899566] ] cell #6321 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2759173],[2793511],[2820901],[2840805],[2851501],[2862548],[2870024],[2877277],[2879642],[2885458],[2889764],[2891582],[2894307],[2895912],[2897642],[2898281],[2899903],[2900239],[2901158],[2901524],[2902057] ] cell #6322 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2759174],[2793510],[2820899],[2840803],[2851499],[2862546],[2870022],[2877275],[2879640],[2885456],[2889762],[2891580],[2894305],[2895908],[2897640],[2898279],[2899899],[2900237],[2901156],[2901520],[2902053] ] cell #6323 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2759175],[2793509],[2820897],[2840801],[2851497],[2862544],[2870020],[2877273],[2879638],[2885454],[2889760],[2891578],[2894303],[2895902],[2897638],[2898277],[2899893],[2900235],[2901154],[2901514],[2902047] ] cell #6324 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2770134],[2816934],[2842507],[2843558],[2854246],[2855097],[2860571],[2868716],[2872769],[2873620],[2879503],[2881001],[2882597],[2886300],[2888518],[2889625],[2892277],[2893751],[2895149],[2896331],[2897205],[2898337],[2898911],[2900322],[2900458],[2901423],[2901957] ] cell #6325 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2793571],[2821390],[2843110],[2858527],[2866669],[2875051],[2880550],[2885849],[2887538],[2891691],[2894698],[2895923],[2897751],[2898808],[2899914],[2900348],[2901320],[2901535],[2902068],[2902279],[2902569] ] cell #6326 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2793572],[2821389],[2843108],[2858525],[2866667],[2875049],[2880548],[2885847],[2887536],[2891689],[2894696],[2895921],[2897749],[2898805],[2899912],[2900346],[2901317],[2901533],[2902066],[2902276],[2902566] ] cell #6327 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2793573],[2821388],[2843106],[2858523],[2866665],[2875047],[2880546],[2885845],[2887534],[2891587],[2891687],[2894694],[2895141],[2895919],[2897647],[2897747],[2898286],[2898801],[2899910],[2900244],[2900344],[2901163],[2901313],[2901531],[2902064],[2902272],[2902562] ] cell #6328 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2802241],[2839847],[2859871],[2860752],[2868733],[2869400],[2873637],[2879572],[2882614],[2883281],[2887439],[2888535],[2889694],[2892294],[2893820],[2894599],[2896400],[2897373],[2898354],[2899079],[2899639],[2900391],[2900720],[2901591],[2901675],[2902219],[2902514] ] cell #6329 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2821445],[2843529],[2860376],[2872034],[2878079],[2884277],[2888201],[2891960],[2893126],[2895998],[2898020],[2898816],[2899989],[2900660],[2901328],[2901610],[2902159],[2902287],[2902577],[2902691],[2902837] ] cell #6330 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2821446],[2843528],[2860375],[2872033],[2878078],[2884276],[2888200],[2891959],[2893125],[2895997],[2898019],[2898815],[2899988],[2900657],[2901327],[2901609],[2902156],[2902286],[2902576],[2902688],[2902834] ] cell #6331 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2821447],[2843527],[2860373],[2872031],[2878076],[2884274],[2888198],[2891957],[2893123],[2895926],[2895995],[2898017],[2898346],[2898813],[2899917],[2899986],[2900351],[2900655],[2901325],[2901538],[2901607],[2902071],[2902154],[2902284],[2902574],[2902686],[2902832] ] cell #6332 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2828149],[2857745],[2873069],[2873794],[2879587],[2880096],[2883296],[2887489],[2889709],[2890218],[2893057],[2893835],[2894649],[2896415],[2897423],[2897951],[2899129],[2899742],[2900406],[2900823],[2901165],[2901641],[2901817],[2902322],[2902374],[2902656],[2902808] ] cell #6333 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2843579],[2860728],[2873488],[2882077],[2886443],[2890897],[2891564],[2893603],[2896183],[2896957],[2897624],[2898873],[2900174],[2900221],[2900681],[2901140],[2901385],[2901792],[2902039],[2902180],[2902344],[2902556],[2902631],[2902712],[2902904],[2902925],[2903000] ] cell #6334 : |C| = 21 W-rep = phi[21,36] special rep = phi[21,36] , dim = 21 orbit = 3*A1b depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 21 21 tau_infinity subcells with 1 member(s) subcells = [ [2843580],[2860727],[2873482],[2882067],[2886433],[2890887],[2893593],[2896173],[2896947],[2898863],[2900164],[2900662],[2901375],[2901782],[2902161],[2902334],[2902621],[2902693],[2902839],[2902894],[2902961] ] cell #6335 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2843581],[2860726],[2873481],[2882066],[2886432],[2890886],[2893592],[2896172],[2896946],[2898818],[2898862],[2900163],[2900399],[2900661],[2901330],[2901374],[2901612],[2901780],[2902160],[2902289],[2902333],[2902579],[2902619],[2902692],[2902838],[2902892],[2902959] ] cell #6336 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2848635],[2871407],[2882844],[2883428],[2887501],[2887879],[2890230],[2893092],[2894661],[2895039],[2896903],[2897435],[2897986],[2899141],[2899777],[2900120],[2900858],[2901224],[2901653],[2901876],[2902073],[2902357],[2902444],[2902715],[2902747],[2902878],[2902950] ] cell #6337 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2860773],[2873772],[2883179],[2889320],[2892379],[2895479],[2895910],[2897273],[2898979],[2899470],[2899901],[2900697],[2901491],[2901522],[2901794],[2902055],[2902196],[2902429],[2902558],[2902633],[2902728],[2902827],[2902863],[2902906],[2902990],[2903002],[2903028] ] cell #6338 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2860774],[2873773],[2883176],[2889314],[2892373],[2895473],[2897267],[2898973],[2899464],[2900659],[2900691],[2901485],[2901784],[2902158],[2902190],[2902426],[2902623],[2902690],[2902722],[2902740],[2902836],[2902860],[2902896],[2902912],[2902963],[2902987],[2903015] ] cell #6339 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2860775],[2873771],[2883175],[2889313],[2892372],[2895472],[2897266],[2898972],[2899463],[2900664],[2900690],[2901484],[2901647],[2901783],[2902163],[2902189],[2902336],[2902424],[2902622],[2902695],[2902721],[2902841],[2902858],[2902895],[2902962],[2902985],[2903013] ] cell #6340 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2864482],[2881576],[2889879],[2890338],[2893101],[2893373],[2895048],[2896926],[2897995],[2898267],[2899438],[2899786],[2900143],[2900867],[2901247],[2901459],[2901899],[2902104],[2902366],[2902475],[2902580],[2902738],[2902777],[2902909],[2902928],[2902980],[2903011] ] cell #6341 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2873813],[2883411],[2890142],[2894390],[2896462],[2898543],[2898807],[2899679],[2900760],[2901055],[2901319],[2901804],[2902259],[2902278],[2902431],[2902568],[2902643],[2902770],[2902829],[2902865],[2902916],[2902924],[2902958],[2902973],[2902992],[2902997],[2903025] ] cell #6342 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2873814],[2883409],[2890141],[2894389],[2896461],[2898542],[2898806],[2899678],[2900759],[2901054],[2901318],[2901796],[2901803],[2902258],[2902277],[2902362],[2902430],[2902560],[2902567],[2902635],[2902642],[2902730],[2902828],[2902864],[2902908],[2902915],[2902991] ] cell #6343 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2873815],[2883410],[2890139],[2894385],[2896457],[2898538],[2899674],[2900755],[2901050],[2901781],[2901785],[2901799],[2902254],[2902361],[2902425],[2902620],[2902624],[2902638],[2902723],[2902859],[2902893],[2902897],[2902911],[2902960],[2902964],[2902986],[2903014] ] cell #6344 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2876451],[2888938],[2894783],[2895134],[2896932],[2897121],[2898273],[2898356],[2899451],[2900149],[2900338],[2900389],[2901038],[2901253],[2901472],[2901587],[2901905],[2902117],[2902214],[2902242],[2902488],[2902494],[2902595],[2902751],[2902792],[2902842],[2902938] ] cell #6345 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2876452],[2888939],[2894784],[2895135],[2896933],[2897122],[2898274],[2899452],[2900150],[2900339],[2901037],[2901254],[2901473],[2901654],[2901906],[2902118],[2902241],[2902356],[2902489],[2902594],[2902716],[2902791],[2902843],[2902879],[2902939],[2902949],[2903005] ] cell #6346 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2883445],[2890326],[2894986],[2895907],[2897816],[2899167],[2899898],[2900507],[2901188],[2901519],[2901840],[2902006],[2902052],[2902438],[2902542],[2902679],[2902725],[2902739],[2902775],[2902821],[2902872],[2902890],[2902914],[2902937],[2902978],[2902984],[2903020] ] cell #6347 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2883446],[2890323],[2894983],[2897813],[2899164],[2900504],[2900656],[2901185],[2901837],[2902003],[2902155],[2902432],[2902435],[2902676],[2902687],[2902741],[2902769],[2902830],[2902833],[2902866],[2902869],[2902917],[2902957],[2902972],[2902993],[2902996],[2903024] ] cell #6348 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2883447],[2885269],[2890324],[2894118],[2894982],[2897811],[2898092],[2898345],[2899162],[2899487],[2899593],[2900361],[2900502],[2900714],[2901062],[2901183],[2901508],[2901614],[2901811],[2901835],[2902001],[2902213],[2902266],[2902433],[2902650],[2902674],[2902867] ] cell #6349 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2885258],[2894107],[2898081],[2898342],[2899456],[2899582],[2900343],[2900407],[2901044],[2901477],[2901603],[2901640],[2901995],[2902122],[2902248],[2902321],[2902493],[2902601],[2902655],[2902668],[2902798],[2902802],[2902847],[2902929],[2902943],[2902965],[2903007] ] cell #6350 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2890354],[2891551],[2895126],[2897611],[2898235],[2900045],[2900208],[2900894],[2901042],[2901127],[2901716],[2901999],[2902098],[2902246],[2902331],[2902358],[2902469],[2902537],[2902599],[2902672],[2902720],[2902796],[2902851],[2902885],[2902947],[2902968],[2903010] ] cell #6351 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2890355],[2895124],[2898229],[2898804],[2900035],[2900878],[2901316],[2901700],[2902082],[2902275],[2902360],[2902453],[2902539],[2902543],[2902565],[2902726],[2902772],[2902776],[2902820],[2902887],[2902891],[2902913],[2902936],[2902975],[2902979],[2902983],[2903019] ] cell #6352 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2890356],[2891557],[2895123],[2897617],[2898228],[2900034],[2900214],[2900398],[2900877],[2901066],[2901133],[2901618],[2901699],[2901815],[2902008],[2902081],[2902270],[2902337],[2902440],[2902452],[2902538],[2902654],[2902681],[2902771],[2902874],[2902886],[2902974] ] cell #6353 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2891550],[2897610],[2898355],[2900207],[2900390],[2900396],[2901047],[2901126],[2901588],[2901606],[2901998],[2902215],[2902251],[2902330],[2902496],[2902535],[2902604],[2902671],[2902753],[2902801],[2902844],[2902850],[2902883],[2902940],[2902946],[2902966],[2903008] ] cell #6354 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2895150],[2895901],[2898334],[2899892],[2900316],[2901413],[2901513],[2901644],[2901916],[2901996],[2902000],[2902046],[2902332],[2902392],[2902536],[2902589],[2902669],[2902673],[2902719],[2902786],[2902848],[2902852],[2902884],[2902944],[2902948],[2902967],[2903009] ] cell #6355 : |C| = 27 W-rep = phi[27,37] special rep = phi[27,37] , dim = 27 orbit = 2*A1 depth of tau_infinity partitioning = 2 number of tau_infinity subcells = 27 27 tau_infinity subcells with 1 member(s) subcells = [ [2895151],[2895906],[2898333],[2899897],[2900313],[2901409],[2901518],[2901646],[2901909],[2902011],[2902051],[2902340],[2902385],[2902443],[2902541],[2902582],[2902684],[2902724],[2902774],[2902779],[2902819],[2902877],[2902889],[2902935],[2902977],[2902982],[2903018] ] cell #6356 : |C| = 7 W-rep = phi[7,46] special rep = phi[7,46] , dim = 7 orbit = A1 depth of tau_infinity partitioning = 1 number of tau_infinity subcells = 7 7 tau_infinity subcells with 1 member(s) subcells = [ [2901791],[2902555],[2902630],[2902903],[2902999],[2903030],[2903038] ] cell #6357 : |C| = 7 W-rep = phi[7,46] special rep = phi[7,46] , dim = 7 orbit = A1 depth of tau_infinity partitioning = 1 number of tau_infinity subcells = 7 7 tau_infinity subcells with 1 member(s) subcells = [ [2902367],[2902737],[2902818],[2902910],[2902981],[2903016],[2903032] ] cell #6358 : |C| = 7 W-rep = phi[7,46] special rep = phi[7,46] , dim = 7 orbit = A1 depth of tau_infinity partitioning = 1 number of tau_infinity subcells = 7 7 tau_infinity subcells with 1 member(s) subcells = [ [2902428],[2902826],[2902862],[2902989],[2903027],[2903031],[2903037] ] cell #6359 : |C| = 7 W-rep = phi[7,46] special rep = phi[7,46] , dim = 7 orbit = A1 depth of tau_infinity partitioning = 1 number of tau_infinity subcells = 7 7 tau_infinity subcells with 1 member(s) subcells = [ [2902744],[2902922],[2902954],[2902995],[2903006],[2903021],[2903034] ] cell #6360 : |C| = 7 W-rep = phi[7,46] special rep = phi[7,46] , dim = 7 orbit = A1 depth of tau_infinity partitioning = 1 number of tau_infinity subcells = 7 7 tau_infinity subcells with 1 member(s) subcells = [ [2902745],[2902767],[2902923],[2902970],[2902994],[2903022],[2903033] ] cell #6361 : |C| = 7 W-rep = phi[7,46] special rep = phi[7,46] , dim = 7 orbit = A1 depth of tau_infinity partitioning = 1 number of tau_infinity subcells = 7 7 tau_infinity subcells with 1 member(s) subcells = [ [2902768],[2902956],[2902971],[2903004],[2903023],[2903029],[2903036] ] cell #6362 : |C| = 7 W-rep = phi[7,46] special rep = phi[7,46] , dim = 7 orbit = A1 depth of tau_infinity partitioning = 1 number of tau_infinity subcells = 7 7 tau_infinity subcells with 1 member(s) subcells = [ [2902927],[2902934],[2903001],[2903012],[2903017],[2903026],[2903035] ] cell #6363 : |C| = 1 W-rep = phi[1,63] special rep = phi[1,63] , dim = 1 orbit = 0 depth of tau_infinity partitioning = 1 number of tau_infinity subcells = 1 1 tau_infinity subcells with 1 member(s) subcells = [ [2903039] ]